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ePrincess---1.0.THM-Prf.s

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%------------------------------------------------------------------------------
% File     : ePrincess---1.0
% Problem  : ALG060+1 : TPTP v8.1.0. Released v2.7.0.
% Transfm  : none
% Format   : tptp:raw
% Command  : ePrincess-casc -timeout=%d %s

% Computer : n018.cluster.edu
% Model    : x86_64 x86_64
% CPU      : Intel(R) Xeon(R) CPU E5-2620 v4 2.10GHz
% Memory   : 8042.1875MB
% OS       : Linux 3.10.0-693.el7.x86_64
% CPULimit : 300s
% WCLimit  : 600s
% DateTime : Thu Jul 14 15:34:02 EDT 2022

% Result   : Theorem 17.91s 4.90s
% Output   : Proof 69.87s
% Verified : 
% SZS Type : -

% Comments : 
%------------------------------------------------------------------------------
%----WARNING: Could not form TPTP format derivation
%------------------------------------------------------------------------------
%----ORIGINAL SYSTEM OUTPUT
% 0.03/0.11  % Problem  : ALG060+1 : TPTP v8.1.0. Released v2.7.0.
% 0.03/0.12  % Command  : ePrincess-casc -timeout=%d %s
% 0.12/0.33  % Computer : n018.cluster.edu
% 0.12/0.33  % Model    : x86_64 x86_64
% 0.12/0.33  % CPU      : Intel(R) Xeon(R) CPU E5-2620 v4 @ 2.10GHz
% 0.12/0.33  % Memory   : 8042.1875MB
% 0.12/0.33  % OS       : Linux 3.10.0-693.el7.x86_64
% 0.12/0.33  % CPULimit : 300
% 0.12/0.33  % WCLimit  : 600
% 0.12/0.33  % DateTime : Wed Jun  8 11:31:37 EDT 2022
% 0.12/0.33  % CPUTime  : 
% 0.55/0.60          ____       _                          
% 0.55/0.60    ___  / __ \_____(_)___  ________  __________
% 0.55/0.60   / _ \/ /_/ / ___/ / __ \/ ___/ _ \/ ___/ ___/
% 0.55/0.60  /  __/ ____/ /  / / / / / /__/  __(__  |__  ) 
% 0.55/0.60  \___/_/   /_/  /_/_/ /_/\___/\___/____/____/  
% 0.55/0.60  
% 0.55/0.60  A Theorem Prover for First-Order Logic
% 0.55/0.60  (ePrincess v.1.0)
% 0.55/0.60  
% 0.55/0.60  (c) Philipp Rümmer, 2009-2015
% 0.55/0.60  (c) Peter Backeman, 2014-2015
% 0.55/0.60  (contributions by Angelo Brillout, Peter Baumgartner)
% 0.55/0.60  Free software under GNU Lesser General Public License (LGPL).
% 0.55/0.60  Bug reports to peter@backeman.se
% 0.55/0.60  
% 0.55/0.60  For more information, visit http://user.uu.se/~petba168/breu/
% 0.55/0.60  
% 0.55/0.60  Loading /export/starexec/sandbox2/benchmark/theBenchmark.p ...
% 0.70/0.68  Prover 0: Options:  -triggersInConjecture -genTotalityAxioms -tightFunctionScopes -clausifier=simple -reverseFunctionalityPropagation +boolFunsAsPreds -triggerStrategy=allMaximal -resolutionMethod=nonUnifying +ignoreQuantifiers -generateTriggers=all
% 2.77/1.22  Prover 0: Preprocessing ...
% 4.64/1.65  Prover 0: Constructing countermodel ...
% 17.91/4.90  Prover 0: proved (4224ms)
% 17.91/4.90  
% 17.91/4.90  No countermodel exists, formula is valid
% 17.91/4.90  % SZS status Theorem for theBenchmark
% 17.91/4.90  
% 17.91/4.90  Generating proof ... found it (size 108071)
% 53.41/22.13  
% 53.41/22.13  % SZS output start Proof for theBenchmark
% 53.41/22.13  Assumed formulas after preprocessing and simplification: 
% 53.41/22.13  | (0)  ? [v0] :  ? [v1] :  ? [v2] :  ? [v3] :  ? [v4] :  ? [v5] :  ? [v6] :  ? [v7] :  ? [v8] :  ? [v9] :  ? [v10] :  ? [v11] :  ? [v12] :  ? [v13] :  ? [v14] :  ? [v15] :  ? [v16] :  ? [v17] :  ? [v18] :  ? [v19] :  ? [v20] :  ? [v21] :  ? [v22] :  ? [v23] :  ? [v24] :  ? [v25] :  ? [v26] :  ? [v27] :  ? [v28] :  ? [v29] :  ? [v30] :  ? [v31] :  ? [v32] :  ? [v33] :  ? [v34] :  ? [v35] :  ? [v36] :  ? [v37] :  ? [v38] :  ? [v39] :  ? [v40] :  ? [v41] :  ? [v42] :  ? [v43] :  ? [v44] :  ? [v45] :  ? [v46] :  ? [v47] :  ? [v48] :  ? [v49] :  ? [v50] :  ? [v51] :  ? [v52] :  ? [v53] :  ? [v54] :  ? [v55] :  ? [v56] :  ? [v57] :  ? [v58] : ( ~ (v20 = v19) &  ~ (v20 = v18) &  ~ (v20 = v17) &  ~ (v20 = v12) &  ~ (v20 = v8) &  ~ (v20 = v3) &  ~ (v20 = e3) &  ~ (v20 = e1) &  ~ (v19 = v18) &  ~ (v19 = v16) &  ~ (v19 = v11) &  ~ (v19 = v7) &  ~ (v19 = v2) &  ~ (v19 = e3) &  ~ (v19 = e1) &  ~ (v18 = v14) &  ~ (v18 = v9) &  ~ (v18 = v5) &  ~ (v18 = v0) &  ~ (v18 = e3) &  ~ (v18 = e1) &  ~ (v17 = v16) &  ~ (v17 = v15) &  ~ (v17 = v14) &  ~ (v17 = v12) &  ~ (v17 = v8) &  ~ (v17 = v3) &  ~ (v17 = e2) &  ~ (v16 = v15) &  ~ (v16 = v14) &  ~ (v16 = v11) &  ~ (v16 = v7) &  ~ (v16 = v2) &  ~ (v16 = e2) &  ~ (v15 = v14) &  ~ (v15 = v10) &  ~ (v15 = v6) &  ~ (v15 = v1) &  ~ (v15 = e3) &  ~ (v15 = e2) &  ~ (v14 = v9) &  ~ (v14 = v5) &  ~ (v14 = v0) &  ~ (v14 = e2) &  ~ (v13 = v12) &  ~ (v13 = v11) &  ~ (v13 = v10) &  ~ (v13 = v9) &  ~ (v13 = v4) &  ~ (v13 = e2) &  ~ (v13 = e1) &  ~ (v13 = e0) &  ~ (v12 = v11) &  ~ (v12 = v10) &  ~ (v12 = v9) &  ~ (v12 = v8) &  ~ (v12 = v3) &  ~ (v11 = v10) &  ~ (v11 = v9) &  ~ (v11 = v7) &  ~ (v11 = v2) &  ~ (v10 = v9) &  ~ (v10 = v6) &  ~ (v10 = v1) &  ~ (v10 = e3) &  ~ (v9 = v5) &  ~ (v9 = v0) &  ~ (v8 = v7) &  ~ (v8 = v6) &  ~ (v8 = v5) &  ~ (v8 = v3) &  ~ (v8 = e0) &  ~ (v7 = v6) &  ~ (v7 = v5) &  ~ (v7 = v2) &  ~ (v7 = e0) &  ~ (v6 = v5) &  ~ (v6 = v1) &  ~ (v6 = e3) &  ~ (v6 = e0) &  ~ (v5 = v0) &  ~ (v5 = e0) &  ~ (v4 = v3) &  ~ (v4 = v2) &  ~ (v4 = v1) &  ~ (v4 = v0) &  ~ (v4 = e2) &  ~ (v4 = e1) &  ~ (v4 = e0) &  ~ (v3 = v2) &  ~ (v3 = v1) &  ~ (v3 = v0) &  ~ (v2 = v1) &  ~ (v2 = v0) &  ~ (v1 = v0) &  ~ (v1 = e3) &  ~ (e4 = e3) &  ~ (e4 = e2) &  ~ (e4 = e1) &  ~ (e4 = e0) &  ~ (e3 = e2) &  ~ (e3 = e1) &  ~ (e3 = e0) &  ~ (e2 = e1) &  ~ (e2 = e0) &  ~ (e1 = e0) & op(v20, e4) = v58 & op(v20, e3) = v57 & op(v19, e4) = v56 & op(v19, e2) = v55 & op(v18, e4) = v54 & op(v18, e0) = v53 & op(v17, e3) = v52 & op(v16, e3) = v51 & op(v16, e2) = v50 & op(v15, e3) = v49 & op(v15, e1) = v48 & op(v14, e3) = v47 & op(v14, e0) = v46 & op(v13, e4) = v44 & op(v13, e2) = v45 & op(v12, e3) = v42 & op(v12, e2) = v43 & op(v11, e2) = v41 & op(v10, e2) = v40 & op(v10, e1) = v39 & op(v9, e2) = v38 & op(v9, e0) = v37 & op(v8, e3) = v35 & op(v8, e1) = v36 & op(v7, e2) = v33 & op(v7, e1) = v34 & op(v6, e1) = v32 & op(v5, e1) = v31 & op(v5, e0) = v30 & op(v4, e4) = v28 & op(v4, e0) = v29 & op(v3, e3) = v26 & op(v3, e0) = v27 & op(v2, e2) = v24 & op(v2, e0) = v25 & op(v1, e1) = v22 & op(v1, e0) = v23 & op(v0, e0) = v21 & op(unit, e4) = e4 & op(unit, e3) = e3 & op(unit, e2) = e2 & op(unit, e1) = e1 & op(unit, e0) = e0 & op(e4, unit) = e4 & op(e4, e4) = e1 & op(e4, e3) = v20 & op(e4, e2) = v19 & op(e4, e1) = e3 & op(e4, e0) = v18 & op(e3, unit) = e3 & op(e3, e4) = e2 & op(e3, e3) = v17 & op(e3, e2) = v16 & op(e3, e1) = v15 & op(e3, e0) = v14 & op(e2, unit) = e2 & op(e2, e4) = v13 & op(e2, e3) = v12 & op(e2, e2) = v11 & op(e2, e1) = v10 & op(e2, e0) = v9 & op(e1, unit) = e1 & op(e1, e4) = e0 & op(e1, e3) = v8 & op(e1, e2) = v7 & op(e1, e1) = v6 & op(e1, e0) = v5 & op(e0, unit) = e0 & op(e0, e4) = v4 & op(e0, e3) = v3 & op(e0, e2) = v2 & op(e0, e1) = v1 & op(e0, e0) = v0 &  ! [v59] :  ! [v60] :  ! [v61] :  ! [v62] : (v60 = v59 |  ~ (op(v62, v61) = v60) |  ~ (op(v62, v61) = v59)) & (v20 = e4 | v20 = e2 | v20 = e0) & (v20 = e4 | v19 = e4 | v18 = e4) & (v20 = e4 | v17 = e4 | v12 = e4 | v8 = e4 | v3 = e4) & (v20 = e2 | v19 = e2 | v18 = e2) & (v20 = e2 | v12 = e2 | v8 = e2 | v3 = e2) & (v20 = e0 | v19 = e0 | v18 = e0) & (v20 = e0 | v17 = e0 | v12 = e0 | v3 = e0) & (v19 = e4 | v19 = e2 | v19 = e0) & (v19 = e4 | v16 = e4 | v11 = e4 | v7 = e4 | v2 = e4) & (v19 = e2 | v11 = e2 | v7 = e2 | v2 = e2) & (v19 = e0 | v16 = e0 | v11 = e0 | v2 = e0) & (v18 = e4 | v18 = e2 | v18 = e0) & (v18 = e4 | v14 = e4 | v9 = e4 | v5 = e4 | v0 = e4) & (v18 = e2 | v9 = e2 | v5 = e2 | v0 = e2) & (v18 = e0 | v14 = e0 | v9 = e0 | v0 = e0) & (v17 = e4 | v17 = e3 | v17 = e1 | v17 = e0) & (v17 = e4 | v16 = e4 | v15 = e4 | v14 = e4) & (v17 = e3 | v16 = e3 | v14 = e3) & (v17 = e3 | v12 = e3 | v8 = e3 | v3 = e3) & (v17 = e1 | v16 = e1 | v15 = e1 | v14 = e1) & (v17 = e1 | v12 = e1 | v8 = e1 | v3 = e1) & (v17 = e0 | v16 = e0 | v15 = e0 | v14 = e0) & (v16 = e4 | v16 = e3 | v16 = e1 | v16 = e0) & (v16 = e3 | v11 = e3 | v7 = e3 | v2 = e3) & (v16 = e1 | v11 = e1 | v7 = e1 | v2 = e1) & (v15 = e4 | v15 = e1 | v15 = e0) & (v15 = e4 | v10 = e4 | v6 = e4 | v1 = e4) & (v15 = e4 | (v57 = e4 &  ~ (v58 = e3) &  ~ (v20 = e2)) | (v55 = e4 &  ~ (v56 = e2) &  ~ (v19 = v13)) | (v53 = e4 &  ~ (v54 = e0) &  ~ (v18 = v4)) | (v50 = e3 &  ~ (v51 = e2) &  ~ (v16 = v12)) | (v48 = e3 &  ~ (v49 = e1) &  ~ (v15 = v8)) | (v46 = e3 &  ~ (v47 = e0) &  ~ (v14 = v3)) | (v44 = e2 &  ~ (v45 = e4) &  ~ (v19 = v13)) | (v42 = e2 &  ~ (v43 = e3) &  ~ (v16 = v12)) | (v39 = e2 &  ~ (v40 = e1) &  ~ (v10 = v7)) | (v37 = e2 &  ~ (v38 = e0) &  ~ (v9 = v2)) | (v35 = e1 &  ~ (v36 = e3) &  ~ (v15 = v8)) | (v33 = e1 &  ~ (v34 = e2) &  ~ (v10 = v7)) | (v30 = e1 &  ~ (v31 = e0) &  ~ (v5 = v1)) | (v28 = e0 &  ~ (v29 = e4) &  ~ (v18 = v4)) | (v26 = e0 &  ~ (v27 = e3) &  ~ (v14 = v3)) | (v24 = e0 &  ~ (v25 = e2) &  ~ (v9 = v2)) | (v22 = e0 &  ~ (v23 = e1) &  ~ (v5 = v1)) | (v13 = e3 &  ~ (v20 = e2) &  ~ (v12 = e4))) & (v15 = e1 | v10 = e1 | v6 = e1 | v1 = e1) & (v15 = e0 | v10 = e0 | v1 = e0) & (v14 = e4 | v14 = e3 | v14 = e1 | v14 = e0) & (v14 = e3 | v9 = e3 | v5 = e3 | v0 = e3) & (v14 = e1 | v9 = e1 | v5 = e1 | v0 = e1) & (v13 = e4 | v13 = e3) & (v13 = e4 | v12 = e4 | v11 = e4 | v10 = e4 | v9 = e4) & (v13 = e4 | v4 = e4) & (v13 = e3 | v12 = e3 | v11 = e3 | v9 = e3) & (v13 = e3 | v4 = e3) & (v12 = e4 | v12 = e3 | v12 = e2 | v12 = e1 | v12 = e0) & (v12 = e2 | v11 = e2 | v10 = e2 | v9 = e2) & (v12 = e1 | v11 = e1 | v10 = e1 | v9 = e1) & (v12 = e0 | v11 = e0 | v10 = e0 | v9 = e0) & (v11 = e4 | v11 = e3 | v11 = e2 | v11 = e1 | v11 = e0) & (v10 = e4 | v10 = e2 | v10 = e1 | v10 = e0) & (v10 = e2 | v6 = e2 | v1 = e2) & (v9 = e4 | v9 = e3 | v9 = e2 | v9 = e1 | v9 = e0) & (v8 = e4 | v8 = e3 | v8 = e2 | v8 = e1) & (v8 = e4 | v7 = e4 | v6 = e4 | v5 = e4) & (v8 = e3 | v7 = e3 | v5 = e3) & (v8 = e2 | v7 = e2 | v6 = e2 | v5 = e2) & (v8 = e1 | v7 = e1 | v6 = e1 | v5 = e1) & (v7 = e4 | v7 = e3 | v7 = e2 | v7 = e1) & (v6 = e4 | v6 = e2 | v6 = e1) & (v6 = e4 | (v17 = e0 & v0 = e3 &  ~ (v14 = e3)) | (v17 = e0 & v0 = e3 &  ~ (v3 = e0)) | (v11 = e1 & v6 = e2 &  ~ (v10 = e2)) | (v11 = e1 & v6 = e2 &  ~ (v7 = e1)) | (v11 = e0 & v0 = e2 &  ~ (v9 = e2)) | (v11 = e0 & v0 = e2 &  ~ (v2 = e0))) & (v5 = e4 | v5 = e3 | v5 = e2 | v5 = e1) & (v4 = e4 | v4 = e3) & (v4 = e4 | v3 = e4 | v2 = e4 | v1 = e4 | v0 = e4) & (v4 = e3 | v3 = e3 | v2 = e3 | v0 = e3) & (v3 = e4 | v3 = e3 | v3 = e2 | v3 = e1 | v3 = e0) & (v3 = e2 | v2 = e2 | v1 = e2 | v0 = e2) & (v3 = e1 | v2 = e1 | v1 = e1 | v0 = e1) & (v3 = e0 | v2 = e0 | v1 = e0 | v0 = e0) & (v2 = e4 | v2 = e3 | v2 = e2 | v2 = e1 | v2 = e0) & (v1 = e4 | v1 = e2 | v1 = e1 | v1 = e0) & (v0 = e4 | v0 = e3 | v0 = e2 | v0 = e1 | v0 = e0) & (unit = e4 | unit = e3 | unit = e2 | unit = e1 | unit = e0))
% 53.41/22.20  | Instantiating (0) with all_0_0_0, all_0_1_1, all_0_2_2, all_0_3_3, all_0_4_4, all_0_5_5, all_0_6_6, all_0_7_7, all_0_8_8, all_0_9_9, all_0_10_10, all_0_11_11, all_0_12_12, all_0_13_13, all_0_14_14, all_0_15_15, all_0_16_16, all_0_17_17, all_0_18_18, all_0_19_19, all_0_20_20, all_0_21_21, all_0_22_22, all_0_23_23, all_0_24_24, all_0_25_25, all_0_26_26, all_0_27_27, all_0_28_28, all_0_29_29, all_0_30_30, all_0_31_31, all_0_32_32, all_0_33_33, all_0_34_34, all_0_35_35, all_0_36_36, all_0_37_37, all_0_38_38, all_0_39_39, all_0_40_40, all_0_41_41, all_0_42_42, all_0_43_43, all_0_44_44, all_0_45_45, all_0_46_46, all_0_47_47, all_0_48_48, all_0_49_49, all_0_50_50, all_0_51_51, all_0_52_52, all_0_53_53, all_0_54_54, all_0_55_55, all_0_56_56, all_0_57_57, all_0_58_58 yields:
% 53.41/22.20  | (1)  ~ (all_0_38_38 = all_0_39_39) &  ~ (all_0_38_38 = all_0_40_40) &  ~ (all_0_38_38 = all_0_41_41) &  ~ (all_0_38_38 = all_0_46_46) &  ~ (all_0_38_38 = all_0_50_50) &  ~ (all_0_38_38 = all_0_55_55) &  ~ (all_0_38_38 = e3) &  ~ (all_0_38_38 = e1) &  ~ (all_0_39_39 = all_0_40_40) &  ~ (all_0_39_39 = all_0_42_42) &  ~ (all_0_39_39 = all_0_47_47) &  ~ (all_0_39_39 = all_0_51_51) &  ~ (all_0_39_39 = all_0_56_56) &  ~ (all_0_39_39 = e3) &  ~ (all_0_39_39 = e1) &  ~ (all_0_40_40 = all_0_44_44) &  ~ (all_0_40_40 = all_0_49_49) &  ~ (all_0_40_40 = all_0_53_53) &  ~ (all_0_40_40 = all_0_58_58) &  ~ (all_0_40_40 = e3) &  ~ (all_0_40_40 = e1) &  ~ (all_0_41_41 = all_0_42_42) &  ~ (all_0_41_41 = all_0_43_43) &  ~ (all_0_41_41 = all_0_44_44) &  ~ (all_0_41_41 = all_0_46_46) &  ~ (all_0_41_41 = all_0_50_50) &  ~ (all_0_41_41 = all_0_55_55) &  ~ (all_0_41_41 = e2) &  ~ (all_0_42_42 = all_0_43_43) &  ~ (all_0_42_42 = all_0_44_44) &  ~ (all_0_42_42 = all_0_47_47) &  ~ (all_0_42_42 = all_0_51_51) &  ~ (all_0_42_42 = all_0_56_56) &  ~ (all_0_42_42 = e2) &  ~ (all_0_43_43 = all_0_44_44) &  ~ (all_0_43_43 = all_0_48_48) &  ~ (all_0_43_43 = all_0_52_52) &  ~ (all_0_43_43 = all_0_57_57) &  ~ (all_0_43_43 = e3) &  ~ (all_0_43_43 = e2) &  ~ (all_0_44_44 = all_0_49_49) &  ~ (all_0_44_44 = all_0_53_53) &  ~ (all_0_44_44 = all_0_58_58) &  ~ (all_0_44_44 = e2) &  ~ (all_0_45_45 = all_0_46_46) &  ~ (all_0_45_45 = all_0_47_47) &  ~ (all_0_45_45 = all_0_48_48) &  ~ (all_0_45_45 = all_0_49_49) &  ~ (all_0_45_45 = all_0_54_54) &  ~ (all_0_45_45 = e2) &  ~ (all_0_45_45 = e1) &  ~ (all_0_45_45 = e0) &  ~ (all_0_46_46 = all_0_47_47) &  ~ (all_0_46_46 = all_0_48_48) &  ~ (all_0_46_46 = all_0_49_49) &  ~ (all_0_46_46 = all_0_50_50) &  ~ (all_0_46_46 = all_0_55_55) &  ~ (all_0_47_47 = all_0_48_48) &  ~ (all_0_47_47 = all_0_49_49) &  ~ (all_0_47_47 = all_0_51_51) &  ~ (all_0_47_47 = all_0_56_56) &  ~ (all_0_48_48 = all_0_49_49) &  ~ (all_0_48_48 = all_0_52_52) &  ~ (all_0_48_48 = all_0_57_57) &  ~ (all_0_48_48 = e3) &  ~ (all_0_49_49 = all_0_53_53) &  ~ (all_0_49_49 = all_0_58_58) &  ~ (all_0_50_50 = all_0_51_51) &  ~ (all_0_50_50 = all_0_52_52) &  ~ (all_0_50_50 = all_0_53_53) &  ~ (all_0_50_50 = all_0_55_55) &  ~ (all_0_50_50 = e0) &  ~ (all_0_51_51 = all_0_52_52) &  ~ (all_0_51_51 = all_0_53_53) &  ~ (all_0_51_51 = all_0_56_56) &  ~ (all_0_51_51 = e0) &  ~ (all_0_52_52 = all_0_53_53) &  ~ (all_0_52_52 = all_0_57_57) &  ~ (all_0_52_52 = e3) &  ~ (all_0_52_52 = e0) &  ~ (all_0_53_53 = all_0_58_58) &  ~ (all_0_53_53 = e0) &  ~ (all_0_54_54 = all_0_55_55) &  ~ (all_0_54_54 = all_0_56_56) &  ~ (all_0_54_54 = all_0_57_57) &  ~ (all_0_54_54 = all_0_58_58) &  ~ (all_0_54_54 = e2) &  ~ (all_0_54_54 = e1) &  ~ (all_0_54_54 = e0) &  ~ (all_0_55_55 = all_0_56_56) &  ~ (all_0_55_55 = all_0_57_57) &  ~ (all_0_55_55 = all_0_58_58) &  ~ (all_0_56_56 = all_0_57_57) &  ~ (all_0_56_56 = all_0_58_58) &  ~ (all_0_57_57 = all_0_58_58) &  ~ (all_0_57_57 = e3) &  ~ (e4 = e3) &  ~ (e4 = e2) &  ~ (e4 = e1) &  ~ (e4 = e0) &  ~ (e3 = e2) &  ~ (e3 = e1) &  ~ (e3 = e0) &  ~ (e2 = e1) &  ~ (e2 = e0) &  ~ (e1 = e0) & op(all_0_38_38, e4) = all_0_0_0 & op(all_0_38_38, e3) = all_0_1_1 & op(all_0_39_39, e4) = all_0_2_2 & op(all_0_39_39, e2) = all_0_3_3 & op(all_0_40_40, e4) = all_0_4_4 & op(all_0_40_40, e0) = all_0_5_5 & op(all_0_41_41, e3) = all_0_6_6 & op(all_0_42_42, e3) = all_0_7_7 & op(all_0_42_42, e2) = all_0_8_8 & op(all_0_43_43, e3) = all_0_9_9 & op(all_0_43_43, e1) = all_0_10_10 & op(all_0_44_44, e3) = all_0_11_11 & op(all_0_44_44, e0) = all_0_12_12 & op(all_0_45_45, e4) = all_0_14_14 & op(all_0_45_45, e2) = all_0_13_13 & op(all_0_46_46, e3) = all_0_16_16 & op(all_0_46_46, e2) = all_0_15_15 & op(all_0_47_47, e2) = all_0_17_17 & op(all_0_48_48, e2) = all_0_18_18 & op(all_0_48_48, e1) = all_0_19_19 & op(all_0_49_49, e2) = all_0_20_20 & op(all_0_49_49, e0) = all_0_21_21 & op(all_0_50_50, e3) = all_0_23_23 & op(all_0_50_50, e1) = all_0_22_22 & op(all_0_51_51, e2) = all_0_25_25 & op(all_0_51_51, e1) = all_0_24_24 & op(all_0_52_52, e1) = all_0_26_26 & op(all_0_53_53, e1) = all_0_27_27 & op(all_0_53_53, e0) = all_0_28_28 & op(all_0_54_54, e4) = all_0_30_30 & op(all_0_54_54, e0) = all_0_29_29 & op(all_0_55_55, e3) = all_0_32_32 & op(all_0_55_55, e0) = all_0_31_31 & op(all_0_56_56, e2) = all_0_34_34 & op(all_0_56_56, e0) = all_0_33_33 & op(all_0_57_57, e1) = all_0_36_36 & op(all_0_57_57, e0) = all_0_35_35 & op(all_0_58_58, e0) = all_0_37_37 & op(unit, e4) = e4 & op(unit, e3) = e3 & op(unit, e2) = e2 & op(unit, e1) = e1 & op(unit, e0) = e0 & op(e4, unit) = e4 & op(e4, e4) = e1 & op(e4, e3) = all_0_38_38 & op(e4, e2) = all_0_39_39 & op(e4, e1) = e3 & op(e4, e0) = all_0_40_40 & op(e3, unit) = e3 & op(e3, e4) = e2 & op(e3, e3) = all_0_41_41 & op(e3, e2) = all_0_42_42 & op(e3, e1) = all_0_43_43 & op(e3, e0) = all_0_44_44 & op(e2, unit) = e2 & op(e2, e4) = all_0_45_45 & op(e2, e3) = all_0_46_46 & op(e2, e2) = all_0_47_47 & op(e2, e1) = all_0_48_48 & op(e2, e0) = all_0_49_49 & op(e1, unit) = e1 & op(e1, e4) = e0 & op(e1, e3) = all_0_50_50 & op(e1, e2) = all_0_51_51 & op(e1, e1) = all_0_52_52 & op(e1, e0) = all_0_53_53 & op(e0, unit) = e0 & op(e0, e4) = all_0_54_54 & op(e0, e3) = all_0_55_55 & op(e0, e2) = all_0_56_56 & op(e0, e1) = all_0_57_57 & op(e0, e0) = all_0_58_58 &  ! [v0] :  ! [v1] :  ! [v2] :  ! [v3] : (v1 = v0 |  ~ (op(v3, v2) = v1) |  ~ (op(v3, v2) = v0)) & (all_0_38_38 = e4 | all_0_38_38 = e2 | all_0_38_38 = e0) & (all_0_38_38 = e4 | all_0_39_39 = e4 | all_0_40_40 = e4) & (all_0_38_38 = e4 | all_0_41_41 = e4 | all_0_46_46 = e4 | all_0_50_50 = e4 | all_0_55_55 = e4) & (all_0_38_38 = e2 | all_0_39_39 = e2 | all_0_40_40 = e2) & (all_0_38_38 = e2 | all_0_46_46 = e2 | all_0_50_50 = e2 | all_0_55_55 = e2) & (all_0_38_38 = e0 | all_0_39_39 = e0 | all_0_40_40 = e0) & (all_0_38_38 = e0 | all_0_41_41 = e0 | all_0_46_46 = e0 | all_0_55_55 = e0) & (all_0_39_39 = e4 | all_0_39_39 = e2 | all_0_39_39 = e0) & (all_0_39_39 = e4 | all_0_42_42 = e4 | all_0_47_47 = e4 | all_0_51_51 = e4 | all_0_56_56 = e4) & (all_0_39_39 = e2 | all_0_47_47 = e2 | all_0_51_51 = e2 | all_0_56_56 = e2) & (all_0_39_39 = e0 | all_0_42_42 = e0 | all_0_47_47 = e0 | all_0_56_56 = e0) & (all_0_40_40 = e4 | all_0_40_40 = e2 | all_0_40_40 = e0) & (all_0_40_40 = e4 | all_0_44_44 = e4 | all_0_49_49 = e4 | all_0_53_53 = e4 | all_0_58_58 = e4) & (all_0_40_40 = e2 | all_0_49_49 = e2 | all_0_53_53 = e2 | all_0_58_58 = e2) & (all_0_40_40 = e0 | all_0_44_44 = e0 | all_0_49_49 = e0 | all_0_58_58 = e0) & (all_0_41_41 = e4 | all_0_41_41 = e3 | all_0_41_41 = e1 | all_0_41_41 = e0) & (all_0_41_41 = e4 | all_0_42_42 = e4 | all_0_43_43 = e4 | all_0_44_44 = e4) & (all_0_41_41 = e3 | all_0_42_42 = e3 | all_0_44_44 = e3) & (all_0_41_41 = e3 | all_0_46_46 = e3 | all_0_50_50 = e3 | all_0_55_55 = e3) & (all_0_41_41 = e1 | all_0_42_42 = e1 | all_0_43_43 = e1 | all_0_44_44 = e1) & (all_0_41_41 = e1 | all_0_46_46 = e1 | all_0_50_50 = e1 | all_0_55_55 = e1) & (all_0_41_41 = e0 | all_0_42_42 = e0 | all_0_43_43 = e0 | all_0_44_44 = e0) & (all_0_42_42 = e4 | all_0_42_42 = e3 | all_0_42_42 = e1 | all_0_42_42 = e0) & (all_0_42_42 = e3 | all_0_47_47 = e3 | all_0_51_51 = e3 | all_0_56_56 = e3) & (all_0_42_42 = e1 | all_0_47_47 = e1 | all_0_51_51 = e1 | all_0_56_56 = e1) & (all_0_43_43 = e4 | all_0_43_43 = e1 | all_0_43_43 = e0) & (all_0_43_43 = e4 | all_0_48_48 = e4 | all_0_52_52 = e4 | all_0_57_57 = e4) & (all_0_43_43 = e4 | (all_0_1_1 = e4 &  ~ (all_0_0_0 = e3) &  ~ (all_0_38_38 = e2)) | (all_0_3_3 = e4 &  ~ (all_0_2_2 = e2) &  ~ (all_0_39_39 = all_0_45_45)) | (all_0_5_5 = e4 &  ~ (all_0_4_4 = e0) &  ~ (all_0_40_40 = all_0_54_54)) | (all_0_8_8 = e3 &  ~ (all_0_7_7 = e2) &  ~ (all_0_42_42 = all_0_46_46)) | (all_0_10_10 = e3 &  ~ (all_0_9_9 = e1) &  ~ (all_0_43_43 = all_0_50_50)) | (all_0_12_12 = e3 &  ~ (all_0_11_11 = e0) &  ~ (all_0_44_44 = all_0_55_55)) | (all_0_14_14 = e2 &  ~ (all_0_13_13 = e4) &  ~ (all_0_39_39 = all_0_45_45)) | (all_0_16_16 = e2 &  ~ (all_0_15_15 = e3) &  ~ (all_0_42_42 = all_0_46_46)) | (all_0_19_19 = e2 &  ~ (all_0_18_18 = e1) &  ~ (all_0_48_48 = all_0_51_51)) | (all_0_21_21 = e2 &  ~ (all_0_20_20 = e0) &  ~ (all_0_49_49 = all_0_56_56)) | (all_0_23_23 = e1 &  ~ (all_0_22_22 = e3) &  ~ (all_0_43_43 = all_0_50_50)) | (all_0_25_25 = e1 &  ~ (all_0_24_24 = e2) &  ~ (all_0_48_48 = all_0_51_51)) | (all_0_28_28 = e1 &  ~ (all_0_27_27 = e0) &  ~ (all_0_53_53 = all_0_57_57)) | (all_0_30_30 = e0 &  ~ (all_0_29_29 = e4) &  ~ (all_0_40_40 = all_0_54_54)) | (all_0_32_32 = e0 &  ~ (all_0_31_31 = e3) &  ~ (all_0_44_44 = all_0_55_55)) | (all_0_34_34 = e0 &  ~ (all_0_33_33 = e2) &  ~ (all_0_49_49 = all_0_56_56)) | (all_0_36_36 = e0 &  ~ (all_0_35_35 = e1) &  ~ (all_0_53_53 = all_0_57_57)) | (all_0_45_45 = e3 &  ~ (all_0_38_38 = e2) &  ~ (all_0_46_46 = e4))) & (all_0_43_43 = e1 | all_0_48_48 = e1 | all_0_52_52 = e1 | all_0_57_57 = e1) & (all_0_43_43 = e0 | all_0_48_48 = e0 | all_0_57_57 = e0) & (all_0_44_44 = e4 | all_0_44_44 = e3 | all_0_44_44 = e1 | all_0_44_44 = e0) & (all_0_44_44 = e3 | all_0_49_49 = e3 | all_0_53_53 = e3 | all_0_58_58 = e3) & (all_0_44_44 = e1 | all_0_49_49 = e1 | all_0_53_53 = e1 | all_0_58_58 = e1) & (all_0_45_45 = e4 | all_0_45_45 = e3) & (all_0_45_45 = e4 | all_0_46_46 = e4 | all_0_47_47 = e4 | all_0_48_48 = e4 | all_0_49_49 = e4) & (all_0_45_45 = e4 | all_0_54_54 = e4) & (all_0_45_45 = e3 | all_0_46_46 = e3 | all_0_47_47 = e3 | all_0_49_49 = e3) & (all_0_45_45 = e3 | all_0_54_54 = e3) & (all_0_46_46 = e4 | all_0_46_46 = e3 | all_0_46_46 = e2 | all_0_46_46 = e1 | all_0_46_46 = e0) & (all_0_46_46 = e2 | all_0_47_47 = e2 | all_0_48_48 = e2 | all_0_49_49 = e2) & (all_0_46_46 = e1 | all_0_47_47 = e1 | all_0_48_48 = e1 | all_0_49_49 = e1) & (all_0_46_46 = e0 | all_0_47_47 = e0 | all_0_48_48 = e0 | all_0_49_49 = e0) & (all_0_47_47 = e4 | all_0_47_47 = e3 | all_0_47_47 = e2 | all_0_47_47 = e1 | all_0_47_47 = e0) & (all_0_48_48 = e4 | all_0_48_48 = e2 | all_0_48_48 = e1 | all_0_48_48 = e0) & (all_0_48_48 = e2 | all_0_52_52 = e2 | all_0_57_57 = e2) & (all_0_49_49 = e4 | all_0_49_49 = e3 | all_0_49_49 = e2 | all_0_49_49 = e1 | all_0_49_49 = e0) & (all_0_50_50 = e4 | all_0_50_50 = e3 | all_0_50_50 = e2 | all_0_50_50 = e1) & (all_0_50_50 = e4 | all_0_51_51 = e4 | all_0_52_52 = e4 | all_0_53_53 = e4) & (all_0_50_50 = e3 | all_0_51_51 = e3 | all_0_53_53 = e3) & (all_0_50_50 = e2 | all_0_51_51 = e2 | all_0_52_52 = e2 | all_0_53_53 = e2) & (all_0_50_50 = e1 | all_0_51_51 = e1 | all_0_52_52 = e1 | all_0_53_53 = e1) & (all_0_51_51 = e4 | all_0_51_51 = e3 | all_0_51_51 = e2 | all_0_51_51 = e1) & (all_0_52_52 = e4 | all_0_52_52 = e2 | all_0_52_52 = e1) & (all_0_52_52 = e4 | (all_0_41_41 = e0 & all_0_58_58 = e3 &  ~ (all_0_44_44 = e3)) | (all_0_41_41 = e0 & all_0_58_58 = e3 &  ~ (all_0_55_55 = e0)) | (all_0_47_47 = e1 & all_0_52_52 = e2 &  ~ (all_0_48_48 = e2)) | (all_0_47_47 = e1 & all_0_52_52 = e2 &  ~ (all_0_51_51 = e1)) | (all_0_47_47 = e0 & all_0_58_58 = e2 &  ~ (all_0_49_49 = e2)) | (all_0_47_47 = e0 & all_0_58_58 = e2 &  ~ (all_0_56_56 = e0))) & (all_0_53_53 = e4 | all_0_53_53 = e3 | all_0_53_53 = e2 | all_0_53_53 = e1) & (all_0_54_54 = e4 | all_0_54_54 = e3) & (all_0_54_54 = e4 | all_0_55_55 = e4 | all_0_56_56 = e4 | all_0_57_57 = e4 | all_0_58_58 = e4) & (all_0_54_54 = e3 | all_0_55_55 = e3 | all_0_56_56 = e3 | all_0_58_58 = e3) & (all_0_55_55 = e4 | all_0_55_55 = e3 | all_0_55_55 = e2 | all_0_55_55 = e1 | all_0_55_55 = e0) & (all_0_55_55 = e2 | all_0_56_56 = e2 | all_0_57_57 = e2 | all_0_58_58 = e2) & (all_0_55_55 = e1 | all_0_56_56 = e1 | all_0_57_57 = e1 | all_0_58_58 = e1) & (all_0_55_55 = e0 | all_0_56_56 = e0 | all_0_57_57 = e0 | all_0_58_58 = e0) & (all_0_56_56 = e4 | all_0_56_56 = e3 | all_0_56_56 = e2 | all_0_56_56 = e1 | all_0_56_56 = e0) & (all_0_57_57 = e4 | all_0_57_57 = e2 | all_0_57_57 = e1 | all_0_57_57 = e0) & (all_0_58_58 = e4 | all_0_58_58 = e3 | all_0_58_58 = e2 | all_0_58_58 = e1 | all_0_58_58 = e0) & (unit = e4 | unit = e3 | unit = e2 | unit = e1 | unit = e0)
% 53.41/22.21  |
% 53.41/22.21  | Applying alpha-rule on (1) yields:
% 53.41/22.21  | (2)  ~ (all_0_40_40 = e3)
% 53.41/22.21  | (3)  ~ (all_0_55_55 = all_0_58_58)
% 53.41/22.21  | (4) all_0_43_43 = e0 | all_0_48_48 = e0 | all_0_57_57 = e0
% 53.41/22.21  | (5) op(all_0_45_45, e4) = all_0_14_14
% 53.41/22.22  | (6)  ~ (all_0_51_51 = all_0_53_53)
% 53.83/22.22  | (7) all_0_51_51 = e4 | all_0_51_51 = e3 | all_0_51_51 = e2 | all_0_51_51 = e1
% 53.83/22.22  | (8) op(all_0_50_50, e3) = all_0_23_23
% 53.83/22.22  | (9)  ~ (all_0_44_44 = all_0_49_49)
% 53.83/22.22  | (10)  ~ (all_0_53_53 = all_0_58_58)
% 53.83/22.22  | (11)  ~ (all_0_52_52 = all_0_57_57)
% 53.83/22.22  | (12) all_0_57_57 = e4 | all_0_57_57 = e2 | all_0_57_57 = e1 | all_0_57_57 = e0
% 53.83/22.22  | (13) op(all_0_47_47, e2) = all_0_17_17
% 53.83/22.22  | (14) op(e4, e2) = all_0_39_39
% 53.83/22.22  | (15) op(unit, e2) = e2
% 53.83/22.22  | (16)  ~ (all_0_51_51 = all_0_56_56)
% 53.83/22.22  | (17)  ~ (all_0_43_43 = all_0_48_48)
% 53.83/22.22  | (18) all_0_41_41 = e1 | all_0_46_46 = e1 | all_0_50_50 = e1 | all_0_55_55 = e1
% 53.83/22.22  | (19)  ~ (all_0_46_46 = all_0_47_47)
% 53.83/22.22  | (20)  ~ (all_0_51_51 = all_0_52_52)
% 53.83/22.22  | (21) op(all_0_48_48, e1) = all_0_19_19
% 53.83/22.22  | (22) all_0_54_54 = e3 | all_0_55_55 = e3 | all_0_56_56 = e3 | all_0_58_58 = e3
% 53.83/22.22  | (23) op(e2, e2) = all_0_47_47
% 53.83/22.22  | (24) op(unit, e3) = e3
% 53.83/22.22  | (25)  ~ (all_0_38_38 = all_0_55_55)
% 53.83/22.22  | (26) all_0_44_44 = e4 | all_0_44_44 = e3 | all_0_44_44 = e1 | all_0_44_44 = e0
% 53.83/22.22  | (27) all_0_41_41 = e4 | all_0_41_41 = e3 | all_0_41_41 = e1 | all_0_41_41 = e0
% 53.83/22.22  | (28) op(e1, unit) = e1
% 53.83/22.22  | (29)  ! [v0] :  ! [v1] :  ! [v2] :  ! [v3] : (v1 = v0 |  ~ (op(v3, v2) = v1) |  ~ (op(v3, v2) = v0))
% 53.83/22.22  | (30)  ~ (all_0_46_46 = all_0_48_48)
% 53.83/22.22  | (31)  ~ (all_0_41_41 = all_0_43_43)
% 53.83/22.22  | (32) op(e2, unit) = e2
% 53.83/22.22  | (33) op(all_0_46_46, e3) = all_0_16_16
% 53.83/22.22  | (34) op(all_0_40_40, e4) = all_0_4_4
% 53.83/22.22  | (35)  ~ (all_0_46_46 = all_0_50_50)
% 53.83/22.22  | (36) op(e4, e1) = e3
% 53.83/22.22  | (37) op(e3, e1) = all_0_43_43
% 53.83/22.22  | (38) op(all_0_39_39, e2) = all_0_3_3
% 53.83/22.22  | (39) all_0_39_39 = e4 | all_0_39_39 = e2 | all_0_39_39 = e0
% 53.83/22.22  | (40) op(e3, unit) = e3
% 53.83/22.22  | (41) op(e4, e4) = e1
% 53.83/22.22  | (42) op(e0, unit) = e0
% 53.83/22.22  | (43)  ~ (all_0_41_41 = all_0_46_46)
% 53.83/22.22  | (44)  ~ (all_0_56_56 = all_0_58_58)
% 53.83/22.22  | (45) op(all_0_57_57, e1) = all_0_36_36
% 53.83/22.22  | (46)  ~ (all_0_52_52 = all_0_53_53)
% 53.83/22.22  | (47) all_0_39_39 = e2 | all_0_47_47 = e2 | all_0_51_51 = e2 | all_0_56_56 = e2
% 53.83/22.22  | (48)  ~ (e4 = e2)
% 53.83/22.22  | (49)  ~ (e4 = e0)
% 53.83/22.22  | (50)  ~ (all_0_38_38 = e1)
% 53.83/22.22  | (51)  ~ (all_0_42_42 = e2)
% 53.83/22.22  | (52) op(e4, e3) = all_0_38_38
% 53.83/22.22  | (53) all_0_46_46 = e2 | all_0_47_47 = e2 | all_0_48_48 = e2 | all_0_49_49 = e2
% 53.83/22.22  | (54) all_0_49_49 = e4 | all_0_49_49 = e3 | all_0_49_49 = e2 | all_0_49_49 = e1 | all_0_49_49 = e0
% 53.83/22.22  | (55) op(e2, e0) = all_0_49_49
% 53.83/22.22  | (56) unit = e4 | unit = e3 | unit = e2 | unit = e1 | unit = e0
% 53.83/22.22  | (57) op(all_0_50_50, e1) = all_0_22_22
% 53.83/22.22  | (58)  ~ (all_0_46_46 = all_0_55_55)
% 53.83/22.22  | (59)  ~ (all_0_50_50 = all_0_51_51)
% 53.83/22.22  | (60)  ~ (all_0_45_45 = e2)
% 53.83/22.22  | (61)  ~ (all_0_42_42 = all_0_51_51)
% 53.83/22.22  | (62) all_0_38_38 = e4 | all_0_41_41 = e4 | all_0_46_46 = e4 | all_0_50_50 = e4 | all_0_55_55 = e4
% 53.83/22.22  | (63)  ~ (all_0_38_38 = all_0_39_39)
% 53.83/22.22  | (64) all_0_41_41 = e4 | all_0_42_42 = e4 | all_0_43_43 = e4 | all_0_44_44 = e4
% 53.83/22.22  | (65)  ~ (all_0_49_49 = all_0_53_53)
% 53.83/22.22  | (66) op(all_0_49_49, e0) = all_0_21_21
% 53.83/22.22  | (67)  ~ (all_0_57_57 = e3)
% 53.83/22.22  | (68) op(all_0_55_55, e0) = all_0_31_31
% 53.83/22.22  | (69) op(e1, e4) = e0
% 53.83/22.22  | (70) op(all_0_44_44, e0) = all_0_12_12
% 53.83/22.22  | (71) op(all_0_38_38, e4) = all_0_0_0
% 53.83/22.22  | (72)  ~ (all_0_52_52 = e0)
% 53.83/22.22  | (73)  ~ (all_0_42_42 = all_0_44_44)
% 53.83/22.22  | (74) op(e0, e3) = all_0_55_55
% 53.83/22.22  | (75) all_0_40_40 = e0 | all_0_44_44 = e0 | all_0_49_49 = e0 | all_0_58_58 = e0
% 53.83/22.22  | (76)  ~ (all_0_45_45 = all_0_47_47)
% 53.83/22.22  | (77)  ~ (all_0_45_45 = all_0_48_48)
% 53.83/22.23  | (78) all_0_45_45 = e3 | all_0_46_46 = e3 | all_0_47_47 = e3 | all_0_49_49 = e3
% 53.83/22.23  | (79)  ~ (all_0_39_39 = all_0_47_47)
% 53.83/22.23  | (80)  ~ (e3 = e0)
% 53.83/22.23  | (81)  ~ (all_0_55_55 = all_0_57_57)
% 53.83/22.23  | (82) op(e3, e4) = e2
% 53.83/22.23  | (83) op(e0, e1) = all_0_57_57
% 53.83/22.23  | (84) op(e1, e0) = all_0_53_53
% 53.83/22.23  | (85)  ~ (all_0_41_41 = e2)
% 53.83/22.23  | (86)  ~ (all_0_47_47 = all_0_49_49)
% 53.83/22.23  | (87) op(all_0_56_56, e2) = all_0_34_34
% 53.83/22.23  | (88) op(all_0_43_43, e3) = all_0_9_9
% 53.83/22.23  | (89)  ~ (all_0_54_54 = all_0_57_57)
% 53.83/22.23  | (90)  ~ (all_0_54_54 = e0)
% 53.83/22.23  | (91)  ~ (all_0_47_47 = all_0_56_56)
% 53.83/22.23  | (92) op(all_0_53_53, e1) = all_0_27_27
% 53.83/22.23  | (93)  ~ (all_0_50_50 = all_0_55_55)
% 53.83/22.23  | (94) all_0_45_45 = e3 | all_0_54_54 = e3
% 53.83/22.23  | (95) all_0_50_50 = e2 | all_0_51_51 = e2 | all_0_52_52 = e2 | all_0_53_53 = e2
% 53.83/22.23  | (96)  ~ (all_0_43_43 = e2)
% 53.83/22.23  | (97)  ~ (all_0_38_38 = all_0_40_40)
% 53.83/22.23  | (98) op(all_0_43_43, e1) = all_0_10_10
% 53.83/22.23  | (99)  ~ (all_0_43_43 = e3)
% 53.83/22.23  | (100) op(all_0_54_54, e0) = all_0_29_29
% 53.83/22.23  | (101)  ~ (all_0_50_50 = all_0_52_52)
% 53.83/22.23  | (102)  ~ (all_0_45_45 = e0)
% 53.83/22.23  | (103) all_0_41_41 = e1 | all_0_42_42 = e1 | all_0_43_43 = e1 | all_0_44_44 = e1
% 53.83/22.23  | (104) all_0_39_39 = e0 | all_0_42_42 = e0 | all_0_47_47 = e0 | all_0_56_56 = e0
% 53.83/22.23  | (105) all_0_47_47 = e4 | all_0_47_47 = e3 | all_0_47_47 = e2 | all_0_47_47 = e1 | all_0_47_47 = e0
% 53.83/22.23  | (106)  ~ (all_0_38_38 = all_0_41_41)
% 53.83/22.23  | (107) op(all_0_41_41, e3) = all_0_6_6
% 53.83/22.23  | (108) all_0_58_58 = e4 | all_0_58_58 = e3 | all_0_58_58 = e2 | all_0_58_58 = e1 | all_0_58_58 = e0
% 53.83/22.23  | (109) all_0_52_52 = e4 | all_0_52_52 = e2 | all_0_52_52 = e1
% 53.83/22.23  | (110)  ~ (e4 = e1)
% 53.83/22.23  | (111) op(e0, e2) = all_0_56_56
% 53.83/22.23  | (112) all_0_44_44 = e1 | all_0_49_49 = e1 | all_0_53_53 = e1 | all_0_58_58 = e1
% 53.83/22.23  | (113) all_0_41_41 = e3 | all_0_42_42 = e3 | all_0_44_44 = e3
% 53.83/22.23  | (114)  ~ (all_0_47_47 = all_0_48_48)
% 53.83/22.23  | (115)  ~ (all_0_51_51 = e0)
% 53.83/22.23  | (116)  ~ (all_0_38_38 = e3)
% 53.83/22.23  | (117) all_0_38_38 = e2 | all_0_46_46 = e2 | all_0_50_50 = e2 | all_0_55_55 = e2
% 53.83/22.23  | (118) all_0_45_45 = e4 | all_0_54_54 = e4
% 53.83/22.23  | (119)  ~ (all_0_49_49 = all_0_58_58)
% 53.83/22.23  | (120) op(e2, e3) = all_0_46_46
% 53.83/22.23  | (121)  ~ (all_0_50_50 = e0)
% 53.83/22.23  | (122)  ~ (e2 = e1)
% 53.83/22.23  | (123) all_0_46_46 = e4 | all_0_46_46 = e3 | all_0_46_46 = e2 | all_0_46_46 = e1 | all_0_46_46 = e0
% 53.83/22.23  | (124) op(e1, e1) = all_0_52_52
% 53.83/22.23  | (125) all_0_55_55 = e0 | all_0_56_56 = e0 | all_0_57_57 = e0 | all_0_58_58 = e0
% 53.83/22.23  | (126) op(all_0_54_54, e4) = all_0_30_30
% 53.83/22.23  | (127) op(all_0_56_56, e0) = all_0_33_33
% 53.83/22.23  | (128)  ~ (e2 = e0)
% 53.83/22.23  | (129) op(all_0_49_49, e2) = all_0_20_20
% 53.83/22.23  | (130) all_0_43_43 = e1 | all_0_48_48 = e1 | all_0_52_52 = e1 | all_0_57_57 = e1
% 53.83/22.23  | (131) all_0_42_42 = e1 | all_0_47_47 = e1 | all_0_51_51 = e1 | all_0_56_56 = e1
% 53.83/22.23  | (132)  ~ (all_0_40_40 = e1)
% 53.83/22.23  | (133) all_0_56_56 = e4 | all_0_56_56 = e3 | all_0_56_56 = e2 | all_0_56_56 = e1 | all_0_56_56 = e0
% 53.83/22.23  | (134) all_0_48_48 = e2 | all_0_52_52 = e2 | all_0_57_57 = e2
% 53.83/22.23  | (135) all_0_46_46 = e1 | all_0_47_47 = e1 | all_0_48_48 = e1 | all_0_49_49 = e1
% 53.83/22.23  | (136) op(e0, e4) = all_0_54_54
% 53.83/22.23  | (137) op(all_0_52_52, e1) = all_0_26_26
% 53.83/22.23  | (138) op(e3, e0) = all_0_44_44
% 53.83/22.24  | (139)  ~ (all_0_39_39 = all_0_51_51)
% 53.83/22.24  | (140)  ~ (all_0_56_56 = all_0_57_57)
% 53.83/22.24  | (141)  ~ (all_0_38_38 = all_0_46_46)
% 53.83/22.24  | (142) op(all_0_45_45, e2) = all_0_13_13
% 53.83/22.24  | (143)  ~ (all_0_40_40 = all_0_44_44)
% 53.83/22.24  | (144) all_0_41_41 = e3 | all_0_46_46 = e3 | all_0_50_50 = e3 | all_0_55_55 = e3
% 53.83/22.24  | (145)  ~ (all_0_39_39 = all_0_42_42)
% 53.83/22.24  | (146) op(all_0_57_57, e0) = all_0_35_35
% 53.83/22.24  | (147)  ~ (all_0_44_44 = e2)
% 53.83/22.24  | (148)  ~ (all_0_57_57 = all_0_58_58)
% 53.83/22.24  | (149)  ~ (all_0_41_41 = all_0_44_44)
% 53.83/22.24  | (150) all_0_40_40 = e4 | all_0_44_44 = e4 | all_0_49_49 = e4 | all_0_53_53 = e4 | all_0_58_58 = e4
% 53.83/22.24  | (151)  ~ (all_0_39_39 = e1)
% 53.83/22.24  | (152) all_0_42_42 = e4 | all_0_42_42 = e3 | all_0_42_42 = e1 | all_0_42_42 = e0
% 53.83/22.24  | (153)  ~ (all_0_55_55 = all_0_56_56)
% 53.83/22.24  | (154)  ~ (all_0_39_39 = all_0_56_56)
% 53.83/22.24  | (155) all_0_38_38 = e0 | all_0_39_39 = e0 | all_0_40_40 = e0
% 53.83/22.24  | (156) op(all_0_38_38, e3) = all_0_1_1
% 53.83/22.24  | (157) op(all_0_51_51, e1) = all_0_24_24
% 53.83/22.24  | (158) all_0_40_40 = e2 | all_0_49_49 = e2 | all_0_53_53 = e2 | all_0_58_58 = e2
% 53.83/22.24  | (159)  ~ (all_0_43_43 = all_0_44_44)
% 53.83/22.24  | (160) all_0_50_50 = e1 | all_0_51_51 = e1 | all_0_52_52 = e1 | all_0_53_53 = e1
% 53.83/22.24  | (161) all_0_38_38 = e4 | all_0_38_38 = e2 | all_0_38_38 = e0
% 53.83/22.24  | (162)  ~ (all_0_40_40 = all_0_53_53)
% 53.83/22.24  | (163) all_0_52_52 = e4 | (all_0_41_41 = e0 & all_0_58_58 = e3 &  ~ (all_0_44_44 = e3)) | (all_0_41_41 = e0 & all_0_58_58 = e3 &  ~ (all_0_55_55 = e0)) | (all_0_47_47 = e1 & all_0_52_52 = e2 &  ~ (all_0_48_48 = e2)) | (all_0_47_47 = e1 & all_0_52_52 = e2 &  ~ (all_0_51_51 = e1)) | (all_0_47_47 = e0 & all_0_58_58 = e2 &  ~ (all_0_49_49 = e2)) | (all_0_47_47 = e0 & all_0_58_58 = e2 &  ~ (all_0_56_56 = e0))
% 53.83/22.24  | (164) all_0_39_39 = e4 | all_0_42_42 = e4 | all_0_47_47 = e4 | all_0_51_51 = e4 | all_0_56_56 = e4
% 53.83/22.24  | (165) all_0_41_41 = e0 | all_0_42_42 = e0 | all_0_43_43 = e0 | all_0_44_44 = e0
% 53.83/22.24  | (166)  ~ (all_0_52_52 = e3)
% 53.83/22.24  | (167)  ~ (all_0_54_54 = all_0_56_56)
% 53.83/22.24  | (168) all_0_50_50 = e3 | all_0_51_51 = e3 | all_0_53_53 = e3
% 53.83/22.24  | (169) op(all_0_48_48, e2) = all_0_18_18
% 53.83/22.24  | (170) all_0_38_38 = e4 | all_0_39_39 = e4 | all_0_40_40 = e4
% 53.83/22.24  | (171) all_0_54_54 = e4 | all_0_55_55 = e4 | all_0_56_56 = e4 | all_0_57_57 = e4 | all_0_58_58 = e4
% 53.83/22.24  | (172)  ~ (all_0_45_45 = e1)
% 53.83/22.24  | (173) all_0_45_45 = e4 | all_0_45_45 = e3
% 53.83/22.24  | (174) all_0_55_55 = e4 | all_0_55_55 = e3 | all_0_55_55 = e2 | all_0_55_55 = e1 | all_0_55_55 = e0
% 53.83/22.24  | (175) op(all_0_53_53, e0) = all_0_28_28
% 53.83/22.24  | (176)  ~ (all_0_39_39 = all_0_40_40)
% 53.83/22.24  | (177) op(all_0_51_51, e2) = all_0_25_25
% 53.83/22.24  | (178)  ~ (all_0_40_40 = all_0_58_58)
% 53.83/22.24  | (179) op(all_0_46_46, e2) = all_0_15_15
% 53.83/22.24  | (180) all_0_42_42 = e3 | all_0_47_47 = e3 | all_0_51_51 = e3 | all_0_56_56 = e3
% 53.83/22.24  | (181)  ~ (all_0_44_44 = all_0_58_58)
% 53.83/22.24  | (182) op(all_0_39_39, e4) = all_0_2_2
% 53.83/22.24  | (183)  ~ (all_0_54_54 = all_0_55_55)
% 53.83/22.24  | (184) all_0_46_46 = e0 | all_0_47_47 = e0 | all_0_48_48 = e0 | all_0_49_49 = e0
% 53.83/22.24  | (185)  ~ (all_0_48_48 = all_0_49_49)
% 53.83/22.24  | (186) op(e1, e2) = all_0_51_51
% 53.83/22.24  | (187) op(all_0_55_55, e3) = all_0_32_32
% 53.83/22.24  | (188)  ~ (e4 = e3)
% 53.83/22.25  | (189) all_0_44_44 = e3 | all_0_49_49 = e3 | all_0_53_53 = e3 | all_0_58_58 = e3
% 53.83/22.25  | (190)  ~ (all_0_50_50 = all_0_53_53)
% 53.83/22.25  | (191)  ~ (all_0_41_41 = all_0_55_55)
% 53.83/22.25  | (192) op(e2, e1) = all_0_48_48
% 53.83/22.25  | (193)  ~ (all_0_38_38 = all_0_50_50)
% 53.83/22.25  | (194)  ~ (all_0_54_54 = all_0_58_58)
% 53.83/22.25  | (195) all_0_43_43 = e4 | all_0_43_43 = e1 | all_0_43_43 = e0
% 53.83/22.25  | (196) all_0_53_53 = e4 | all_0_53_53 = e3 | all_0_53_53 = e2 | all_0_53_53 = e1
% 53.83/22.25  | (197)  ~ (all_0_54_54 = e1)
% 53.83/22.25  | (198)  ~ (all_0_42_42 = all_0_47_47)
% 53.83/22.25  | (199)  ~ (all_0_43_43 = all_0_57_57)
% 53.83/22.25  | (200)  ~ (all_0_40_40 = all_0_49_49)
% 53.83/22.25  | (201) op(e2, e4) = all_0_45_45
% 53.83/22.25  | (202)  ~ (all_0_48_48 = all_0_52_52)
% 53.83/22.25  | (203) op(all_0_40_40, e0) = all_0_5_5
% 53.83/22.25  | (204) op(all_0_44_44, e3) = all_0_11_11
% 53.83/22.25  | (205)  ~ (all_0_54_54 = e2)
% 53.83/22.25  | (206) all_0_45_45 = e4 | all_0_46_46 = e4 | all_0_47_47 = e4 | all_0_48_48 = e4 | all_0_49_49 = e4
% 53.83/22.25  | (207)  ~ (all_0_45_45 = all_0_54_54)
% 53.83/22.25  | (208)  ~ (all_0_46_46 = all_0_49_49)
% 53.83/22.25  | (209) op(unit, e0) = e0
% 53.83/22.25  | (210) op(e3, e2) = all_0_42_42
% 53.83/22.25  | (211) op(unit, e1) = e1
% 53.83/22.25  | (212)  ~ (e3 = e2)
% 53.83/22.25  | (213)  ~ (e3 = e1)
% 53.83/22.25  | (214)  ~ (all_0_41_41 = all_0_42_42)
% 53.83/22.25  | (215)  ~ (all_0_48_48 = e3)
% 53.83/22.25  | (216) all_0_55_55 = e1 | all_0_56_56 = e1 | all_0_57_57 = e1 | all_0_58_58 = e1
% 53.83/22.25  | (217)  ~ (all_0_43_43 = all_0_52_52)
% 53.83/22.25  | (218) op(all_0_58_58, e0) = all_0_37_37
% 53.83/22.25  | (219) op(e3, e3) = all_0_41_41
% 53.83/22.25  | (220)  ~ (all_0_44_44 = all_0_53_53)
% 53.83/22.25  | (221)  ~ (all_0_41_41 = all_0_50_50)
% 53.83/22.25  | (222) all_0_55_55 = e2 | all_0_56_56 = e2 | all_0_57_57 = e2 | all_0_58_58 = e2
% 53.83/22.25  | (223) all_0_38_38 = e2 | all_0_39_39 = e2 | all_0_40_40 = e2
% 53.83/22.25  | (224)  ~ (all_0_47_47 = all_0_51_51)
% 53.83/22.25  | (225) op(all_0_42_42, e2) = all_0_8_8
% 53.83/22.25  | (226) op(all_0_42_42, e3) = all_0_7_7
% 53.83/22.25  | (227) op(e4, unit) = e4
% 53.83/22.25  | (228) all_0_48_48 = e4 | all_0_48_48 = e2 | all_0_48_48 = e1 | all_0_48_48 = e0
% 53.83/22.25  | (229) all_0_54_54 = e4 | all_0_54_54 = e3
% 53.83/22.25  | (230) all_0_43_43 = e4 | all_0_48_48 = e4 | all_0_52_52 = e4 | all_0_57_57 = e4
% 53.83/22.25  | (231) all_0_50_50 = e4 | all_0_51_51 = e4 | all_0_52_52 = e4 | all_0_53_53 = e4
% 53.83/22.25  | (232) all_0_40_40 = e4 | all_0_40_40 = e2 | all_0_40_40 = e0
% 53.83/22.25  | (233)  ~ (e1 = e0)
% 53.83/22.25  | (234) op(e4, e0) = all_0_40_40
% 53.83/22.25  | (235)  ~ (all_0_45_45 = all_0_46_46)
% 53.83/22.25  | (236)  ~ (all_0_42_42 = all_0_56_56)
% 53.83/22.25  | (237)  ~ (all_0_45_45 = all_0_49_49)
% 53.83/22.26  | (238) all_0_43_43 = e4 | (all_0_1_1 = e4 &  ~ (all_0_0_0 = e3) &  ~ (all_0_38_38 = e2)) | (all_0_3_3 = e4 &  ~ (all_0_2_2 = e2) &  ~ (all_0_39_39 = all_0_45_45)) | (all_0_5_5 = e4 &  ~ (all_0_4_4 = e0) &  ~ (all_0_40_40 = all_0_54_54)) | (all_0_8_8 = e3 &  ~ (all_0_7_7 = e2) &  ~ (all_0_42_42 = all_0_46_46)) | (all_0_10_10 = e3 &  ~ (all_0_9_9 = e1) &  ~ (all_0_43_43 = all_0_50_50)) | (all_0_12_12 = e3 &  ~ (all_0_11_11 = e0) &  ~ (all_0_44_44 = all_0_55_55)) | (all_0_14_14 = e2 &  ~ (all_0_13_13 = e4) &  ~ (all_0_39_39 = all_0_45_45)) | (all_0_16_16 = e2 &  ~ (all_0_15_15 = e3) &  ~ (all_0_42_42 = all_0_46_46)) | (all_0_19_19 = e2 &  ~ (all_0_18_18 = e1) &  ~ (all_0_48_48 = all_0_51_51)) | (all_0_21_21 = e2 &  ~ (all_0_20_20 = e0) &  ~ (all_0_49_49 = all_0_56_56)) | (all_0_23_23 = e1 &  ~ (all_0_22_22 = e3) &  ~ (all_0_43_43 = all_0_50_50)) | (all_0_25_25 = e1 &  ~ (all_0_24_24 = e2) &  ~ (all_0_48_48 = all_0_51_51)) | (all_0_28_28 = e1 &  ~ (all_0_27_27 = e0) &  ~ (all_0_53_53 = all_0_57_57)) | (all_0_30_30 = e0 &  ~ (all_0_29_29 = e4) &  ~ (all_0_40_40 = all_0_54_54)) | (all_0_32_32 = e0 &  ~ (all_0_31_31 = e3) &  ~ (all_0_44_44 = all_0_55_55)) | (all_0_34_34 = e0 &  ~ (all_0_33_33 = e2) &  ~ (all_0_49_49 = all_0_56_56)) | (all_0_36_36 = e0 &  ~ (all_0_35_35 = e1) &  ~ (all_0_53_53 = all_0_57_57)) | (all_0_45_45 = e3 &  ~ (all_0_38_38 = e2) &  ~ (all_0_46_46 = e4))
% 53.83/22.26  | (239)  ~ (all_0_48_48 = all_0_57_57)
% 53.83/22.26  | (240)  ~ (all_0_42_42 = all_0_43_43)
% 53.83/22.26  | (241) all_0_50_50 = e4 | all_0_50_50 = e3 | all_0_50_50 = e2 | all_0_50_50 = e1
% 53.83/22.26  | (242) op(e1, e3) = all_0_50_50
% 53.83/22.26  | (243) all_0_38_38 = e0 | all_0_41_41 = e0 | all_0_46_46 = e0 | all_0_55_55 = e0
% 53.83/22.26  | (244) op(unit, e4) = e4
% 53.83/22.26  | (245) op(e0, e0) = all_0_58_58
% 53.83/22.26  | (246)  ~ (all_0_39_39 = e3)
% 53.83/22.26  | (247)  ~ (all_0_53_53 = e0)
% 53.83/22.26  |
% 53.83/22.26  +-Applying beta-rule and splitting (173), into two cases.
% 53.83/22.26  |-Branch one:
% 53.83/22.26  | (248) all_0_45_45 = e4
% 53.83/22.26  |
% 53.83/22.26  	| Equations (248) can reduce 235 to:
% 53.83/22.26  	| (249)  ~ (all_0_46_46 = e4)
% 53.83/22.26  	|
% 53.83/22.26  	| Simplifying 249 yields:
% 53.83/22.26  	| (250)  ~ (all_0_46_46 = e4)
% 53.83/22.26  	|
% 53.83/22.26  	| Equations (248) can reduce 76 to:
% 53.83/22.26  	| (251)  ~ (all_0_47_47 = e4)
% 53.83/22.26  	|
% 53.83/22.26  	| Simplifying 251 yields:
% 53.83/22.26  	| (252)  ~ (all_0_47_47 = e4)
% 53.83/22.26  	|
% 53.83/22.26  	| Equations (248) can reduce 77 to:
% 53.83/22.26  	| (253)  ~ (all_0_48_48 = e4)
% 53.83/22.26  	|
% 53.83/22.26  	| Simplifying 253 yields:
% 53.83/22.26  	| (254)  ~ (all_0_48_48 = e4)
% 53.83/22.26  	|
% 53.83/22.26  	| Equations (248) can reduce 237 to:
% 53.83/22.26  	| (255)  ~ (all_0_49_49 = e4)
% 53.83/22.26  	|
% 53.83/22.26  	| Simplifying 255 yields:
% 53.83/22.26  	| (256)  ~ (all_0_49_49 = e4)
% 53.83/22.26  	|
% 53.83/22.26  	| Equations (248) can reduce 207 to:
% 53.83/22.26  	| (257)  ~ (all_0_54_54 = e4)
% 53.83/22.26  	|
% 53.83/22.26  	| Simplifying 257 yields:
% 53.83/22.26  	| (258)  ~ (all_0_54_54 = e4)
% 53.83/22.26  	|
% 53.83/22.26  	| Equations (248) can reduce 60 to:
% 53.83/22.26  	| (48)  ~ (e4 = e2)
% 53.83/22.26  	|
% 53.83/22.26  	| Equations (248) can reduce 172 to:
% 53.83/22.26  	| (110)  ~ (e4 = e1)
% 53.83/22.26  	|
% 53.83/22.26  	| Equations (248) can reduce 102 to:
% 53.83/22.26  	| (49)  ~ (e4 = e0)
% 53.83/22.26  	|
% 53.83/22.26  	| From (248) and (5) follows:
% 53.83/22.27  	| (262) op(e4, e4) = all_0_14_14
% 53.83/22.27  	|
% 53.83/22.27  	| From (248) and (142) follows:
% 53.83/22.27  	| (263) op(e4, e2) = all_0_13_13
% 53.83/22.27  	|
% 53.83/22.27  	| From (248) and (201) follows:
% 53.83/22.27  	| (264) op(e2, e4) = e4
% 53.83/22.27  	|
% 53.83/22.27  	+-Applying beta-rule and splitting (229), into two cases.
% 53.83/22.27  	|-Branch one:
% 53.83/22.27  	| (265) all_0_54_54 = e4
% 53.83/22.27  	|
% 53.83/22.27  		| Equations (265) can reduce 258 to:
% 53.83/22.27  		| (266) $false
% 53.83/22.27  		|
% 53.83/22.27  		|-The branch is then unsatisfiable
% 53.83/22.27  	|-Branch two:
% 53.83/22.27  	| (258)  ~ (all_0_54_54 = e4)
% 53.83/22.27  	| (268) all_0_54_54 = e3
% 53.83/22.27  	|
% 53.83/22.27  		| Equations (268) can reduce 183 to:
% 53.83/22.27  		| (269)  ~ (all_0_55_55 = e3)
% 53.83/22.27  		|
% 53.83/22.27  		| Simplifying 269 yields:
% 53.83/22.27  		| (270)  ~ (all_0_55_55 = e3)
% 53.83/22.27  		|
% 53.83/22.27  		| Equations (268) can reduce 167 to:
% 53.83/22.27  		| (271)  ~ (all_0_56_56 = e3)
% 53.83/22.27  		|
% 53.83/22.27  		| Simplifying 271 yields:
% 53.83/22.27  		| (272)  ~ (all_0_56_56 = e3)
% 53.83/22.27  		|
% 53.83/22.27  		| Equations (268) can reduce 89 to:
% 53.83/22.27  		| (273)  ~ (all_0_57_57 = e3)
% 53.83/22.27  		|
% 53.83/22.27  		| Simplifying 273 yields:
% 53.83/22.27  		| (67)  ~ (all_0_57_57 = e3)
% 53.83/22.27  		|
% 53.83/22.27  		| Equations (268) can reduce 194 to:
% 53.83/22.27  		| (275)  ~ (all_0_58_58 = e3)
% 53.83/22.27  		|
% 53.83/22.27  		| Simplifying 275 yields:
% 53.83/22.27  		| (276)  ~ (all_0_58_58 = e3)
% 53.83/22.27  		|
% 53.83/22.27  		| Equations (268) can reduce 258 to:
% 53.83/22.27  		| (277)  ~ (e4 = e3)
% 53.83/22.27  		|
% 53.83/22.27  		| Simplifying 277 yields:
% 53.83/22.27  		| (188)  ~ (e4 = e3)
% 53.83/22.27  		|
% 53.83/22.27  		| Equations (268) can reduce 197 to:
% 53.83/22.27  		| (213)  ~ (e3 = e1)
% 53.83/22.27  		|
% 53.83/22.27  		| Equations (268) can reduce 90 to:
% 53.83/22.27  		| (80)  ~ (e3 = e0)
% 53.83/22.27  		|
% 53.83/22.27  		| From (268) and (126) follows:
% 53.83/22.27  		| (281) op(e3, e4) = all_0_30_30
% 53.83/22.27  		|
% 53.83/22.27  		| From (268) and (100) follows:
% 53.83/22.27  		| (282) op(e3, e0) = all_0_29_29
% 53.83/22.27  		|
% 53.83/22.27  		| From (268) and (136) follows:
% 53.83/22.27  		| (283) op(e0, e4) = e3
% 53.83/22.27  		|
% 53.83/22.27  		| Instantiating formula (29) with e4, e4, all_0_14_14, e1 and discharging atoms op(e4, e4) = all_0_14_14, op(e4, e4) = e1, yields:
% 53.83/22.27  		| (284) all_0_14_14 = e1
% 53.83/22.27  		|
% 53.83/22.27  		| Instantiating formula (29) with e4, e2, all_0_13_13, all_0_39_39 and discharging atoms op(e4, e2) = all_0_13_13, op(e4, e2) = all_0_39_39, yields:
% 53.83/22.28  		| (285) all_0_13_13 = all_0_39_39
% 53.83/22.28  		|
% 53.83/22.28  		| Instantiating formula (29) with e3, e4, all_0_30_30, e2 and discharging atoms op(e3, e4) = all_0_30_30, op(e3, e4) = e2, yields:
% 53.83/22.28  		| (286) all_0_30_30 = e2
% 53.83/22.28  		|
% 53.83/22.28  		| Instantiating formula (29) with e3, e0, all_0_29_29, all_0_44_44 and discharging atoms op(e3, e0) = all_0_29_29, op(e3, e0) = all_0_44_44, yields:
% 53.83/22.28  		| (287) all_0_29_29 = all_0_44_44
% 53.83/22.28  		|
% 53.83/22.28  		| From (284) and (262) follows:
% 53.83/22.28  		| (41) op(e4, e4) = e1
% 53.83/22.28  		|
% 53.83/22.28  		| From (285) and (263) follows:
% 53.83/22.28  		| (14) op(e4, e2) = all_0_39_39
% 53.83/22.28  		|
% 53.83/22.28  		| From (286) and (281) follows:
% 53.83/22.28  		| (82) op(e3, e4) = e2
% 53.83/22.28  		|
% 53.83/22.28  		| From (287) and (282) follows:
% 53.83/22.28  		| (138) op(e3, e0) = all_0_44_44
% 53.83/22.28  		|
% 53.83/22.28  		+-Applying beta-rule and splitting (223), into two cases.
% 53.83/22.28  		|-Branch one:
% 53.83/22.28  		| (292) all_0_38_38 = e2
% 53.83/22.28  		|
% 53.83/22.28  			| Equations (292) can reduce 63 to:
% 53.83/22.28  			| (293)  ~ (all_0_39_39 = e2)
% 53.83/22.28  			|
% 53.83/22.28  			| Simplifying 293 yields:
% 53.83/22.28  			| (294)  ~ (all_0_39_39 = e2)
% 53.83/22.28  			|
% 53.83/22.28  			| Equations (292) can reduce 97 to:
% 53.83/22.28  			| (295)  ~ (all_0_40_40 = e2)
% 53.83/22.28  			|
% 53.83/22.28  			| Simplifying 295 yields:
% 53.83/22.28  			| (296)  ~ (all_0_40_40 = e2)
% 53.83/22.28  			|
% 53.83/22.28  			| Equations (292) can reduce 106 to:
% 53.83/22.28  			| (297)  ~ (all_0_41_41 = e2)
% 53.83/22.28  			|
% 53.83/22.28  			| Simplifying 297 yields:
% 53.83/22.28  			| (85)  ~ (all_0_41_41 = e2)
% 53.83/22.28  			|
% 53.83/22.28  			| Equations (292) can reduce 141 to:
% 53.83/22.28  			| (299)  ~ (all_0_46_46 = e2)
% 53.83/22.28  			|
% 53.83/22.28  			| Simplifying 299 yields:
% 53.83/22.28  			| (300)  ~ (all_0_46_46 = e2)
% 53.83/22.28  			|
% 53.83/22.28  			| Equations (292) can reduce 193 to:
% 53.83/22.28  			| (301)  ~ (all_0_50_50 = e2)
% 53.83/22.28  			|
% 53.83/22.28  			| Simplifying 301 yields:
% 53.83/22.28  			| (302)  ~ (all_0_50_50 = e2)
% 53.83/22.28  			|
% 53.83/22.28  			| Equations (292) can reduce 25 to:
% 53.83/22.28  			| (303)  ~ (all_0_55_55 = e2)
% 53.83/22.28  			|
% 53.83/22.28  			| Simplifying 303 yields:
% 53.83/22.28  			| (304)  ~ (all_0_55_55 = e2)
% 53.83/22.28  			|
% 53.83/22.28  			| Equations (292) can reduce 50 to:
% 53.83/22.28  			| (122)  ~ (e2 = e1)
% 53.83/22.28  			|
% 53.83/22.28  			| From (292) and (71) follows:
% 53.83/22.28  			| (306) op(e2, e4) = all_0_0_0
% 53.83/22.28  			|
% 53.83/22.28  			| From (292) and (156) follows:
% 53.83/22.28  			| (307) op(e2, e3) = all_0_1_1
% 53.83/22.28  			|
% 53.83/22.28  			| From (292) and (52) follows:
% 53.83/22.28  			| (308) op(e4, e3) = e2
% 53.83/22.28  			|
% 53.83/22.28  			| Instantiating formula (29) with e2, e4, all_0_0_0, e4 and discharging atoms op(e2, e4) = all_0_0_0, op(e2, e4) = e4, yields:
% 53.83/22.28  			| (309) all_0_0_0 = e4
% 53.83/22.28  			|
% 53.83/22.28  			| Instantiating formula (29) with e2, e3, all_0_1_1, all_0_46_46 and discharging atoms op(e2, e3) = all_0_1_1, op(e2, e3) = all_0_46_46, yields:
% 53.83/22.29  			| (310) all_0_1_1 = all_0_46_46
% 53.83/22.29  			|
% 53.83/22.29  			| From (309) and (306) follows:
% 53.83/22.29  			| (264) op(e2, e4) = e4
% 53.83/22.29  			|
% 53.83/22.29  			| From (310) and (307) follows:
% 53.83/22.29  			| (120) op(e2, e3) = all_0_46_46
% 53.83/22.29  			|
% 53.83/22.29  			+-Applying beta-rule and splitting (232), into two cases.
% 53.83/22.29  			|-Branch one:
% 53.83/22.29  			| (313) all_0_40_40 = e2
% 53.83/22.29  			|
% 53.83/22.29  				| Equations (313) can reduce 296 to:
% 53.83/22.29  				| (266) $false
% 53.83/22.29  				|
% 53.83/22.29  				|-The branch is then unsatisfiable
% 53.83/22.29  			|-Branch two:
% 53.83/22.29  			| (296)  ~ (all_0_40_40 = e2)
% 53.83/22.29  			| (316) all_0_40_40 = e4 | all_0_40_40 = e0
% 53.83/22.29  			|
% 53.83/22.29  				+-Applying beta-rule and splitting (39), into two cases.
% 53.83/22.29  				|-Branch one:
% 53.83/22.29  				| (317) all_0_39_39 = e2
% 53.83/22.29  				|
% 53.83/22.29  					| Equations (317) can reduce 294 to:
% 53.83/22.29  					| (266) $false
% 53.83/22.29  					|
% 53.83/22.29  					|-The branch is then unsatisfiable
% 53.83/22.29  				|-Branch two:
% 53.83/22.29  				| (294)  ~ (all_0_39_39 = e2)
% 53.83/22.29  				| (320) all_0_39_39 = e4 | all_0_39_39 = e0
% 53.83/22.29  				|
% 53.83/22.29  					+-Applying beta-rule and splitting (170), into two cases.
% 53.83/22.29  					|-Branch one:
% 53.83/22.29  					| (321) all_0_38_38 = e4
% 53.83/22.29  					|
% 54.19/22.29  						| Combining equations (321,292) yields a new equation:
% 54.19/22.29  						| (322) e4 = e2
% 54.19/22.29  						|
% 54.19/22.29  						| Simplifying 322 yields:
% 54.19/22.29  						| (323) e4 = e2
% 54.19/22.29  						|
% 54.19/22.29  						| Equations (323) can reduce 48 to:
% 54.19/22.29  						| (266) $false
% 54.19/22.29  						|
% 54.19/22.29  						|-The branch is then unsatisfiable
% 54.19/22.29  					|-Branch two:
% 54.19/22.29  					| (325)  ~ (all_0_38_38 = e4)
% 54.19/22.29  					| (326) all_0_39_39 = e4 | all_0_40_40 = e4
% 54.19/22.29  					|
% 54.19/22.29  						| Equations (292) can reduce 325 to:
% 54.19/22.29  						| (327)  ~ (e4 = e2)
% 54.19/22.29  						|
% 54.19/22.29  						| Simplifying 327 yields:
% 54.19/22.29  						| (48)  ~ (e4 = e2)
% 54.19/22.29  						|
% 54.19/22.29  						+-Applying beta-rule and splitting (155), into two cases.
% 54.19/22.29  						|-Branch one:
% 54.19/22.29  						| (329) all_0_38_38 = e0
% 54.19/22.29  						|
% 54.19/22.29  							| Combining equations (329,292) yields a new equation:
% 54.19/22.29  							| (330) e2 = e0
% 54.19/22.29  							|
% 54.19/22.29  							| Equations (330) can reduce 128 to:
% 54.19/22.29  							| (266) $false
% 54.19/22.29  							|
% 54.19/22.29  							|-The branch is then unsatisfiable
% 54.19/22.29  						|-Branch two:
% 54.19/22.29  						| (332)  ~ (all_0_38_38 = e0)
% 54.19/22.29  						| (333) all_0_39_39 = e0 | all_0_40_40 = e0
% 54.19/22.29  						|
% 54.19/22.29  							| Equations (292) can reduce 332 to:
% 54.19/22.29  							| (128)  ~ (e2 = e0)
% 54.19/22.29  							|
% 54.19/22.29  							+-Applying beta-rule and splitting (134), into two cases.
% 54.19/22.29  							|-Branch one:
% 54.19/22.30  							| (335) all_0_48_48 = e2
% 54.19/22.30  							|
% 54.19/22.30  								| Equations (335) can reduce 17 to:
% 54.19/22.30  								| (96)  ~ (all_0_43_43 = e2)
% 54.19/22.30  								|
% 54.19/22.30  								| Equations (335) can reduce 30 to:
% 54.19/22.30  								| (300)  ~ (all_0_46_46 = e2)
% 54.19/22.30  								|
% 54.19/22.30  								| Equations (335) can reduce 114 to:
% 54.19/22.30  								| (338)  ~ (all_0_47_47 = e2)
% 54.19/22.30  								|
% 54.19/22.30  								| Equations (335) can reduce 185 to:
% 54.19/22.30  								| (339)  ~ (all_0_49_49 = e2)
% 54.19/22.30  								|
% 54.19/22.30  								| Simplifying 339 yields:
% 54.19/22.30  								| (340)  ~ (all_0_49_49 = e2)
% 54.19/22.30  								|
% 54.19/22.30  								| Equations (335) can reduce 202 to:
% 54.19/22.30  								| (341)  ~ (all_0_52_52 = e2)
% 54.19/22.30  								|
% 54.19/22.30  								| Simplifying 341 yields:
% 54.19/22.30  								| (342)  ~ (all_0_52_52 = e2)
% 54.19/22.30  								|
% 54.19/22.30  								| Equations (335) can reduce 239 to:
% 54.19/22.30  								| (343)  ~ (all_0_57_57 = e2)
% 54.19/22.30  								|
% 54.19/22.30  								| Simplifying 343 yields:
% 54.19/22.30  								| (344)  ~ (all_0_57_57 = e2)
% 54.19/22.30  								|
% 54.19/22.30  								| From (335) and (169) follows:
% 54.19/22.30  								| (345) op(e2, e2) = all_0_18_18
% 54.19/22.30  								|
% 54.19/22.30  								| From (335) and (21) follows:
% 54.19/22.30  								| (346) op(e2, e1) = all_0_19_19
% 54.19/22.30  								|
% 54.19/22.30  								| From (335) and (192) follows:
% 54.19/22.30  								| (347) op(e2, e1) = e2
% 54.19/22.30  								|
% 54.19/22.30  								| Instantiating formula (29) with e2, e2, all_0_18_18, all_0_47_47 and discharging atoms op(e2, e2) = all_0_18_18, op(e2, e2) = all_0_47_47, yields:
% 54.19/22.30  								| (348) all_0_18_18 = all_0_47_47
% 54.19/22.30  								|
% 54.19/22.30  								| Instantiating formula (29) with e2, e1, e2, all_0_19_19 and discharging atoms op(e2, e1) = all_0_19_19, op(e2, e1) = e2, yields:
% 54.19/22.30  								| (349) all_0_19_19 = e2
% 54.19/22.30  								|
% 54.19/22.30  								| From (348) and (345) follows:
% 54.19/22.30  								| (23) op(e2, e2) = all_0_47_47
% 54.19/22.30  								|
% 54.19/22.30  								| From (349) and (346) follows:
% 54.19/22.30  								| (347) op(e2, e1) = e2
% 54.19/22.30  								|
% 54.19/22.30  								+-Applying beta-rule and splitting (109), into two cases.
% 54.19/22.30  								|-Branch one:
% 54.19/22.30  								| (352) all_0_52_52 = e2
% 54.19/22.30  								|
% 54.19/22.30  									| Equations (352) can reduce 342 to:
% 54.19/22.30  									| (266) $false
% 54.19/22.30  									|
% 54.19/22.30  									|-The branch is then unsatisfiable
% 54.19/22.30  								|-Branch two:
% 54.19/22.30  								| (342)  ~ (all_0_52_52 = e2)
% 54.19/22.30  								| (355) all_0_52_52 = e4 | all_0_52_52 = e1
% 54.19/22.30  								|
% 54.19/22.30  									+-Applying beta-rule and splitting (4), into two cases.
% 54.19/22.30  									|-Branch one:
% 54.19/22.30  									| (356) all_0_43_43 = e0
% 54.19/22.30  									|
% 54.19/22.30  										| Equations (356) can reduce 31 to:
% 54.19/22.30  										| (357)  ~ (all_0_41_41 = e0)
% 54.19/22.30  										|
% 54.19/22.30  										| Equations (356) can reduce 240 to:
% 54.19/22.30  										| (358)  ~ (all_0_42_42 = e0)
% 54.19/22.30  										|
% 54.19/22.30  										| Equations (356) can reduce 159 to:
% 54.19/22.30  										| (359)  ~ (all_0_44_44 = e0)
% 54.19/22.30  										|
% 54.19/22.30  										| Simplifying 359 yields:
% 54.19/22.30  										| (360)  ~ (all_0_44_44 = e0)
% 54.19/22.30  										|
% 54.19/22.30  										| Equations (356) can reduce 217 to:
% 54.19/22.30  										| (361)  ~ (all_0_52_52 = e0)
% 54.19/22.30  										|
% 54.19/22.30  										| Simplifying 361 yields:
% 54.19/22.30  										| (72)  ~ (all_0_52_52 = e0)
% 54.19/22.30  										|
% 54.19/22.30  										| Equations (356) can reduce 199 to:
% 54.19/22.30  										| (363)  ~ (all_0_57_57 = e0)
% 54.19/22.30  										|
% 54.19/22.30  										| Simplifying 363 yields:
% 54.19/22.30  										| (364)  ~ (all_0_57_57 = e0)
% 54.19/22.30  										|
% 54.19/22.30  										| Equations (356) can reduce 96 to:
% 54.19/22.30  										| (365)  ~ (e2 = e0)
% 54.19/22.30  										|
% 54.19/22.30  										| Simplifying 365 yields:
% 54.19/22.30  										| (128)  ~ (e2 = e0)
% 54.19/22.30  										|
% 54.19/22.30  										| From (356) and (88) follows:
% 54.19/22.30  										| (367) op(e0, e3) = all_0_9_9
% 54.19/22.30  										|
% 54.19/22.30  										| From (356) and (98) follows:
% 54.19/22.30  										| (368) op(e0, e1) = all_0_10_10
% 54.19/22.30  										|
% 54.19/22.30  										| From (356) and (37) follows:
% 54.19/22.30  										| (369) op(e3, e1) = e0
% 54.19/22.30  										|
% 54.19/22.30  										| Instantiating formula (29) with e0, e3, all_0_9_9, all_0_55_55 and discharging atoms op(e0, e3) = all_0_9_9, op(e0, e3) = all_0_55_55, yields:
% 54.19/22.30  										| (370) all_0_9_9 = all_0_55_55
% 54.19/22.30  										|
% 54.19/22.30  										| Instantiating formula (29) with e0, e1, all_0_10_10, all_0_57_57 and discharging atoms op(e0, e1) = all_0_10_10, op(e0, e1) = all_0_57_57, yields:
% 54.19/22.30  										| (371) all_0_10_10 = all_0_57_57
% 54.19/22.30  										|
% 54.19/22.30  										| From (370) and (367) follows:
% 54.19/22.30  										| (74) op(e0, e3) = all_0_55_55
% 54.19/22.30  										|
% 54.19/22.30  										| From (371) and (368) follows:
% 54.19/22.30  										| (83) op(e0, e1) = all_0_57_57
% 54.19/22.30  										|
% 54.19/22.30  										+-Applying beta-rule and splitting (158), into two cases.
% 54.19/22.30  										|-Branch one:
% 54.19/22.30  										| (313) all_0_40_40 = e2
% 54.19/22.30  										|
% 54.19/22.30  											| Equations (313) can reduce 296 to:
% 54.19/22.30  											| (266) $false
% 54.19/22.30  											|
% 54.19/22.30  											|-The branch is then unsatisfiable
% 54.19/22.30  										|-Branch two:
% 54.19/22.30  										| (296)  ~ (all_0_40_40 = e2)
% 54.19/22.30  										| (377) all_0_49_49 = e2 | all_0_53_53 = e2 | all_0_58_58 = e2
% 54.19/22.30  										|
% 54.19/22.30  											+-Applying beta-rule and splitting (95), into two cases.
% 54.19/22.30  											|-Branch one:
% 54.19/22.30  											| (378) all_0_50_50 = e2
% 54.19/22.30  											|
% 54.19/22.30  												| Equations (378) can reduce 302 to:
% 54.19/22.30  												| (266) $false
% 54.19/22.30  												|
% 54.19/22.30  												|-The branch is then unsatisfiable
% 54.19/22.30  											|-Branch two:
% 54.19/22.30  											| (302)  ~ (all_0_50_50 = e2)
% 54.19/22.30  											| (381) all_0_51_51 = e2 | all_0_52_52 = e2 | all_0_53_53 = e2
% 54.19/22.30  											|
% 54.19/22.30  												+-Applying beta-rule and splitting (47), into two cases.
% 54.19/22.30  												|-Branch one:
% 54.19/22.30  												| (317) all_0_39_39 = e2
% 54.19/22.30  												|
% 54.19/22.30  													| Equations (317) can reduce 294 to:
% 54.19/22.30  													| (266) $false
% 54.19/22.30  													|
% 54.19/22.30  													|-The branch is then unsatisfiable
% 54.19/22.30  												|-Branch two:
% 54.19/22.30  												| (294)  ~ (all_0_39_39 = e2)
% 54.19/22.30  												| (385) all_0_47_47 = e2 | all_0_51_51 = e2 | all_0_56_56 = e2
% 54.19/22.30  												|
% 54.19/22.30  													+-Applying beta-rule and splitting (222), into two cases.
% 54.19/22.30  													|-Branch one:
% 54.19/22.30  													| (386) all_0_55_55 = e2
% 54.19/22.30  													|
% 54.19/22.30  														| Equations (386) can reduce 304 to:
% 54.19/22.30  														| (266) $false
% 54.19/22.30  														|
% 54.19/22.30  														|-The branch is then unsatisfiable
% 54.19/22.30  													|-Branch two:
% 54.19/22.30  													| (304)  ~ (all_0_55_55 = e2)
% 54.19/22.30  													| (389) all_0_56_56 = e2 | all_0_57_57 = e2 | all_0_58_58 = e2
% 54.19/22.30  													|
% 54.19/22.30  														+-Applying beta-rule and splitting (243), into two cases.
% 54.19/22.30  														|-Branch one:
% 54.19/22.30  														| (329) all_0_38_38 = e0
% 54.19/22.30  														|
% 54.19/22.30  															| Combining equations (292,329) yields a new equation:
% 54.19/22.30  															| (391) e2 = e0
% 54.19/22.30  															|
% 54.19/22.30  															| Simplifying 391 yields:
% 54.19/22.30  															| (330) e2 = e0
% 54.19/22.30  															|
% 54.19/22.30  															| Equations (330) can reduce 128 to:
% 54.19/22.30  															| (266) $false
% 54.19/22.30  															|
% 54.19/22.30  															|-The branch is then unsatisfiable
% 54.19/22.30  														|-Branch two:
% 54.19/22.30  														| (332)  ~ (all_0_38_38 = e0)
% 54.19/22.30  														| (395) all_0_41_41 = e0 | all_0_46_46 = e0 | all_0_55_55 = e0
% 54.19/22.30  														|
% 54.19/22.30  															+-Applying beta-rule and splitting (230), into two cases.
% 54.19/22.30  															|-Branch one:
% 54.19/22.30  															| (396) all_0_43_43 = e4
% 54.19/22.30  															|
% 54.19/22.30  																| Combining equations (356,396) yields a new equation:
% 54.19/22.31  																| (397) e4 = e0
% 54.19/22.31  																|
% 54.19/22.31  																| Equations (397) can reduce 49 to:
% 54.19/22.31  																| (266) $false
% 54.19/22.31  																|
% 54.19/22.31  																|-The branch is then unsatisfiable
% 54.19/22.31  															|-Branch two:
% 54.19/22.31  															| (399)  ~ (all_0_43_43 = e4)
% 54.19/22.31  															| (400) all_0_48_48 = e4 | all_0_52_52 = e4 | all_0_57_57 = e4
% 54.19/22.31  															|
% 54.19/22.31  																| Equations (356) can reduce 399 to:
% 54.19/22.31  																| (401)  ~ (e4 = e0)
% 54.19/22.31  																|
% 54.19/22.31  																| Simplifying 401 yields:
% 54.19/22.31  																| (49)  ~ (e4 = e0)
% 54.19/22.31  																|
% 54.19/22.31  																+-Applying beta-rule and splitting (113), into two cases.
% 54.19/22.31  																|-Branch one:
% 54.19/22.31  																| (403) all_0_41_41 = e3
% 54.19/22.31  																|
% 54.19/22.31  																	| Equations (403) can reduce 214 to:
% 54.19/22.31  																	| (404)  ~ (all_0_42_42 = e3)
% 54.19/22.31  																	|
% 54.19/22.31  																	| Simplifying 404 yields:
% 54.19/22.31  																	| (405)  ~ (all_0_42_42 = e3)
% 54.19/22.31  																	|
% 54.19/22.31  																	| Equations (403) can reduce 149 to:
% 54.19/22.31  																	| (406)  ~ (all_0_44_44 = e3)
% 54.19/22.31  																	|
% 54.19/22.31  																	| Simplifying 406 yields:
% 54.19/22.31  																	| (407)  ~ (all_0_44_44 = e3)
% 54.19/22.31  																	|
% 54.19/22.31  																	| Equations (403) can reduce 43 to:
% 54.19/22.31  																	| (408)  ~ (all_0_46_46 = e3)
% 54.19/22.31  																	|
% 54.19/22.31  																	| Simplifying 408 yields:
% 54.19/22.31  																	| (409)  ~ (all_0_46_46 = e3)
% 54.19/22.31  																	|
% 54.19/22.31  																	| Equations (403) can reduce 221 to:
% 54.19/22.31  																	| (410)  ~ (all_0_50_50 = e3)
% 54.19/22.31  																	|
% 54.19/22.31  																	| Simplifying 410 yields:
% 54.19/22.31  																	| (411)  ~ (all_0_50_50 = e3)
% 54.19/22.31  																	|
% 54.19/22.31  																	| Equations (403) can reduce 191 to:
% 54.19/22.31  																	| (269)  ~ (all_0_55_55 = e3)
% 54.19/22.31  																	|
% 54.19/22.31  																	| Simplifying 269 yields:
% 54.19/22.31  																	| (270)  ~ (all_0_55_55 = e3)
% 54.19/22.31  																	|
% 54.19/22.31  																	| Equations (403) can reduce 85 to:
% 54.19/22.31  																	| (212)  ~ (e3 = e2)
% 54.19/22.31  																	|
% 54.19/22.31  																	+-Applying beta-rule and splitting (168), into two cases.
% 54.19/22.31  																	|-Branch one:
% 54.19/22.31  																	| (415) all_0_50_50 = e3
% 54.19/22.31  																	|
% 54.19/22.31  																		| Equations (415) can reduce 411 to:
% 54.19/22.31  																		| (266) $false
% 54.19/22.31  																		|
% 54.19/22.31  																		|-The branch is then unsatisfiable
% 54.19/22.31  																	|-Branch two:
% 54.19/22.31  																	| (411)  ~ (all_0_50_50 = e3)
% 54.19/22.31  																	| (418) all_0_51_51 = e3 | all_0_53_53 = e3
% 54.19/22.31  																	|
% 54.19/22.31  																		+-Applying beta-rule and splitting (241), into two cases.
% 54.19/22.31  																		|-Branch one:
% 54.19/22.31  																		| (378) all_0_50_50 = e2
% 54.19/22.31  																		|
% 54.19/22.31  																			| Equations (378) can reduce 302 to:
% 54.19/22.31  																			| (266) $false
% 54.19/22.31  																			|
% 54.19/22.31  																			|-The branch is then unsatisfiable
% 54.19/22.31  																		|-Branch two:
% 54.19/22.31  																		| (302)  ~ (all_0_50_50 = e2)
% 54.19/22.31  																		| (422) all_0_50_50 = e4 | all_0_50_50 = e3 | all_0_50_50 = e1
% 54.19/22.31  																		|
% 54.19/22.31  																			+-Applying beta-rule and splitting (78), into two cases.
% 54.19/22.31  																			|-Branch one:
% 54.19/22.31  																			| (423) all_0_45_45 = e3
% 54.19/22.31  																			|
% 54.19/22.31  																				| Combining equations (248,423) yields a new equation:
% 54.19/22.31  																				| (424) e4 = e3
% 54.19/22.31  																				|
% 54.19/22.31  																				| Simplifying 424 yields:
% 54.19/22.31  																				| (425) e4 = e3
% 54.19/22.31  																				|
% 54.19/22.31  																				| Equations (425) can reduce 188 to:
% 54.19/22.31  																				| (266) $false
% 54.19/22.31  																				|
% 54.19/22.31  																				|-The branch is then unsatisfiable
% 54.19/22.31  																			|-Branch two:
% 54.19/22.31  																			| (427)  ~ (all_0_45_45 = e3)
% 54.19/22.31  																			| (428) all_0_46_46 = e3 | all_0_47_47 = e3 | all_0_49_49 = e3
% 54.19/22.31  																			|
% 54.19/22.31  																				| Equations (248) can reduce 427 to:
% 54.19/22.31  																				| (188)  ~ (e4 = e3)
% 54.19/22.31  																				|
% 54.19/22.31  																				+-Applying beta-rule and splitting (130), into two cases.
% 54.19/22.31  																				|-Branch one:
% 54.19/22.31  																				| (430) all_0_43_43 = e1
% 54.19/22.31  																				|
% 54.19/22.31  																					| Combining equations (356,430) yields a new equation:
% 54.19/22.31  																					| (431) e1 = e0
% 54.19/22.31  																					|
% 54.19/22.31  																					| Equations (431) can reduce 233 to:
% 54.19/22.31  																					| (266) $false
% 54.19/22.31  																					|
% 54.19/22.31  																					|-The branch is then unsatisfiable
% 54.19/22.31  																				|-Branch two:
% 54.19/22.31  																				| (433)  ~ (all_0_43_43 = e1)
% 54.19/22.31  																				| (434) all_0_48_48 = e1 | all_0_52_52 = e1 | all_0_57_57 = e1
% 54.19/22.31  																				|
% 54.19/22.31  																					| Equations (356) can reduce 433 to:
% 54.19/22.31  																					| (435)  ~ (e1 = e0)
% 54.19/22.31  																					|
% 54.19/22.31  																					| Simplifying 435 yields:
% 54.19/22.31  																					| (233)  ~ (e1 = e0)
% 54.19/22.31  																					|
% 54.19/22.31  																					+-Applying beta-rule and splitting (64), into two cases.
% 54.19/22.31  																					|-Branch one:
% 54.19/22.31  																					| (437) all_0_41_41 = e4
% 54.19/22.31  																					|
% 54.19/22.31  																						| Combining equations (403,437) yields a new equation:
% 54.19/22.31  																						| (425) e4 = e3
% 54.19/22.31  																						|
% 54.19/22.31  																						| Equations (425) can reduce 188 to:
% 54.19/22.31  																						| (266) $false
% 54.19/22.31  																						|
% 54.19/22.31  																						|-The branch is then unsatisfiable
% 54.19/22.31  																					|-Branch two:
% 54.19/22.31  																					| (440)  ~ (all_0_41_41 = e4)
% 54.19/22.31  																					| (441) all_0_42_42 = e4 | all_0_43_43 = e4 | all_0_44_44 = e4
% 54.19/22.31  																					|
% 54.19/22.31  																						+-Applying beta-rule and splitting (12), into two cases.
% 54.19/22.31  																						|-Branch one:
% 54.19/22.31  																						| (442) all_0_57_57 = e2
% 54.19/22.31  																						|
% 54.19/22.31  																							| Equations (442) can reduce 344 to:
% 54.19/22.31  																							| (266) $false
% 54.19/22.31  																							|
% 54.19/22.31  																							|-The branch is then unsatisfiable
% 54.19/22.31  																						|-Branch two:
% 54.19/22.31  																						| (344)  ~ (all_0_57_57 = e2)
% 54.19/22.31  																						| (445) all_0_57_57 = e4 | all_0_57_57 = e1 | all_0_57_57 = e0
% 54.19/22.31  																						|
% 54.19/22.31  																							+-Applying beta-rule and splitting (26), into two cases.
% 54.19/22.31  																							|-Branch one:
% 54.19/22.31  																							| (446) all_0_44_44 = e4
% 54.19/22.31  																							|
% 54.19/22.31  																								| Equations (446) can reduce 143 to:
% 54.19/22.31  																								| (447)  ~ (all_0_40_40 = e4)
% 54.19/22.31  																								|
% 54.19/22.31  																								| Equations (446) can reduce 9 to:
% 54.19/22.31  																								| (255)  ~ (all_0_49_49 = e4)
% 54.19/22.31  																								|
% 54.19/22.31  																								| Simplifying 255 yields:
% 54.19/22.31  																								| (256)  ~ (all_0_49_49 = e4)
% 54.19/22.31  																								|
% 54.19/22.31  																								| Equations (446) can reduce 181 to:
% 54.19/22.31  																								| (450)  ~ (all_0_58_58 = e4)
% 54.19/22.31  																								|
% 54.19/22.31  																								| Simplifying 450 yields:
% 54.19/22.31  																								| (451)  ~ (all_0_58_58 = e4)
% 54.19/22.31  																								|
% 54.19/22.31  																								| Equations (446) can reduce 360 to:
% 54.19/22.31  																								| (49)  ~ (e4 = e0)
% 54.19/22.31  																								|
% 54.19/22.31  																								+-Applying beta-rule and splitting (103), into two cases.
% 54.19/22.31  																								|-Branch one:
% 54.19/22.31  																								| (453) all_0_41_41 = e1
% 54.19/22.31  																								|
% 54.19/22.31  																									| Combining equations (403,453) yields a new equation:
% 54.19/22.31  																									| (454) e3 = e1
% 54.19/22.31  																									|
% 54.19/22.31  																									| Simplifying 454 yields:
% 54.19/22.31  																									| (455) e3 = e1
% 54.19/22.31  																									|
% 54.19/22.31  																									| Equations (455) can reduce 213 to:
% 54.19/22.31  																									| (266) $false
% 54.19/22.31  																									|
% 54.19/22.31  																									|-The branch is then unsatisfiable
% 54.19/22.31  																								|-Branch two:
% 54.19/22.31  																								| (457)  ~ (all_0_41_41 = e1)
% 54.19/22.31  																								| (458) all_0_42_42 = e1 | all_0_43_43 = e1 | all_0_44_44 = e1
% 54.19/22.31  																								|
% 54.19/22.31  																									+-Applying beta-rule and splitting (458), into two cases.
% 54.19/22.31  																									|-Branch one:
% 54.19/22.31  																									| (459) all_0_42_42 = e1
% 54.19/22.31  																									|
% 54.19/22.31  																										| Equations (459) can reduce 145 to:
% 54.19/22.31  																										| (151)  ~ (all_0_39_39 = e1)
% 54.19/22.31  																										|
% 54.19/22.31  																										| Equations (459) can reduce 198 to:
% 54.19/22.31  																										| (461)  ~ (all_0_47_47 = e1)
% 54.19/22.31  																										|
% 54.19/22.31  																										| Simplifying 461 yields:
% 54.19/22.31  																										| (462)  ~ (all_0_47_47 = e1)
% 54.19/22.31  																										|
% 54.19/22.31  																										| Equations (459) can reduce 61 to:
% 54.19/22.31  																										| (463)  ~ (all_0_51_51 = e1)
% 54.19/22.31  																										|
% 54.19/22.31  																										| Simplifying 463 yields:
% 54.19/22.31  																										| (464)  ~ (all_0_51_51 = e1)
% 54.19/22.31  																										|
% 54.19/22.31  																										| Equations (459) can reduce 236 to:
% 54.19/22.31  																										| (465)  ~ (all_0_56_56 = e1)
% 54.19/22.31  																										|
% 54.19/22.31  																										| Simplifying 465 yields:
% 54.19/22.31  																										| (466)  ~ (all_0_56_56 = e1)
% 54.19/22.31  																										|
% 54.19/22.31  																										| Equations (459) can reduce 405 to:
% 54.19/22.31  																										| (467)  ~ (e3 = e1)
% 54.19/22.31  																										|
% 54.19/22.31  																										| Simplifying 467 yields:
% 54.19/22.31  																										| (213)  ~ (e3 = e1)
% 54.19/22.31  																										|
% 54.19/22.31  																										| From (459) and (225) follows:
% 54.19/22.31  																										| (469) op(e1, e2) = all_0_8_8
% 54.19/22.31  																										|
% 54.19/22.31  																										| From (459) and (210) follows:
% 54.19/22.31  																										| (470) op(e3, e2) = e1
% 54.19/22.31  																										|
% 54.19/22.31  																										+-Applying beta-rule and splitting (326), into two cases.
% 54.19/22.31  																										|-Branch one:
% 54.19/22.31  																										| (471) all_0_39_39 = e4
% 54.19/22.31  																										|
% 54.19/22.31  																											| Equations (471) can reduce 79 to:
% 54.19/22.31  																											| (251)  ~ (all_0_47_47 = e4)
% 54.19/22.31  																											|
% 54.19/22.31  																											| Simplifying 251 yields:
% 54.19/22.31  																											| (252)  ~ (all_0_47_47 = e4)
% 54.19/22.31  																											|
% 54.19/22.31  																											| Equations (471) can reduce 139 to:
% 54.19/22.31  																											| (474)  ~ (all_0_51_51 = e4)
% 54.19/22.31  																											|
% 54.19/22.31  																											| Simplifying 474 yields:
% 54.19/22.31  																											| (475)  ~ (all_0_51_51 = e4)
% 54.19/22.31  																											|
% 54.19/22.31  																											| Equations (471) can reduce 154 to:
% 54.19/22.31  																											| (476)  ~ (all_0_56_56 = e4)
% 54.19/22.31  																											|
% 54.19/22.31  																											| Simplifying 476 yields:
% 54.19/22.31  																											| (477)  ~ (all_0_56_56 = e4)
% 54.19/22.31  																											|
% 54.19/22.31  																											| Equations (471) can reduce 151 to:
% 54.19/22.31  																											| (110)  ~ (e4 = e1)
% 54.19/22.31  																											|
% 54.19/22.31  																											| From (471) and (182) follows:
% 54.19/22.31  																											| (479) op(e4, e4) = all_0_2_2
% 54.19/22.31  																											|
% 54.19/22.31  																											+-Applying beta-rule and splitting (333), into two cases.
% 54.19/22.31  																											|-Branch one:
% 54.19/22.31  																											| (480) all_0_39_39 = e0
% 54.19/22.32  																											|
% 54.19/22.32  																												| Combining equations (471,480) yields a new equation:
% 54.19/22.32  																												| (481) e4 = e0
% 54.19/22.32  																												|
% 54.19/22.32  																												| Simplifying 481 yields:
% 54.19/22.32  																												| (397) e4 = e0
% 54.19/22.32  																												|
% 54.19/22.32  																												| Equations (397) can reduce 49 to:
% 54.19/22.32  																												| (266) $false
% 54.19/22.32  																												|
% 54.19/22.32  																												|-The branch is then unsatisfiable
% 54.19/22.32  																											|-Branch two:
% 54.19/22.32  																											| (484)  ~ (all_0_39_39 = e0)
% 54.19/22.32  																											| (485) all_0_40_40 = e0
% 54.19/22.32  																											|
% 54.19/22.32  																												| Equations (485) can reduce 200 to:
% 54.19/22.32  																												| (486)  ~ (all_0_49_49 = e0)
% 54.19/22.32  																												|
% 54.19/22.32  																												| Simplifying 486 yields:
% 54.19/22.32  																												| (487)  ~ (all_0_49_49 = e0)
% 54.19/22.32  																												|
% 54.19/22.32  																												| Equations (485) can reduce 162 to:
% 54.19/22.32  																												| (488)  ~ (all_0_53_53 = e0)
% 54.19/22.32  																												|
% 54.19/22.32  																												| Simplifying 488 yields:
% 54.19/22.32  																												| (247)  ~ (all_0_53_53 = e0)
% 54.19/22.32  																												|
% 54.19/22.32  																												| Equations (485) can reduce 178 to:
% 54.19/22.32  																												| (490)  ~ (all_0_58_58 = e0)
% 54.19/22.32  																												|
% 54.19/22.32  																												| Simplifying 490 yields:
% 54.19/22.32  																												| (491)  ~ (all_0_58_58 = e0)
% 54.19/22.32  																												|
% 54.19/22.32  																												| Equations (485) can reduce 132 to:
% 54.19/22.32  																												| (435)  ~ (e1 = e0)
% 54.19/22.32  																												|
% 54.19/22.32  																												| Simplifying 435 yields:
% 54.19/22.32  																												| (233)  ~ (e1 = e0)
% 54.19/22.32  																												|
% 54.19/22.32  																												| From (485) and (34) follows:
% 54.19/22.32  																												| (494) op(e0, e4) = all_0_4_4
% 54.19/22.32  																												|
% 54.19/22.32  																												| From (485) and (203) follows:
% 54.19/22.32  																												| (495) op(e0, e0) = all_0_5_5
% 54.19/22.32  																												|
% 54.19/22.32  																												| Instantiating formula (29) with e4, e4, all_0_2_2, e1 and discharging atoms op(e4, e4) = all_0_2_2, op(e4, e4) = e1, yields:
% 54.19/22.32  																												| (496) all_0_2_2 = e1
% 54.19/22.32  																												|
% 54.19/22.32  																												| Instantiating formula (29) with e1, e2, all_0_8_8, all_0_51_51 and discharging atoms op(e1, e2) = all_0_8_8, op(e1, e2) = all_0_51_51, yields:
% 54.19/22.32  																												| (497) all_0_8_8 = all_0_51_51
% 54.19/22.32  																												|
% 54.19/22.32  																												| Instantiating formula (29) with e0, e4, all_0_4_4, e3 and discharging atoms op(e0, e4) = all_0_4_4, op(e0, e4) = e3, yields:
% 54.19/22.32  																												| (498) all_0_4_4 = e3
% 54.19/22.32  																												|
% 54.19/22.32  																												| Instantiating formula (29) with e0, e0, all_0_5_5, all_0_58_58 and discharging atoms op(e0, e0) = all_0_5_5, op(e0, e0) = all_0_58_58, yields:
% 54.19/22.32  																												| (499) all_0_5_5 = all_0_58_58
% 54.19/22.32  																												|
% 54.19/22.32  																												| From (496) and (479) follows:
% 54.19/22.32  																												| (41) op(e4, e4) = e1
% 54.19/22.32  																												|
% 54.19/22.32  																												| From (497) and (469) follows:
% 54.19/22.32  																												| (186) op(e1, e2) = all_0_51_51
% 54.19/22.32  																												|
% 54.19/22.32  																												| From (498) and (494) follows:
% 54.19/22.32  																												| (283) op(e0, e4) = e3
% 54.19/22.32  																												|
% 54.19/22.32  																												| From (499) and (495) follows:
% 54.19/22.32  																												| (245) op(e0, e0) = all_0_58_58
% 54.19/22.32  																												|
% 54.19/22.32  																												+-Applying beta-rule and splitting (7), into two cases.
% 54.19/22.32  																												|-Branch one:
% 54.19/22.32  																												| (504) all_0_51_51 = e2
% 54.19/22.32  																												|
% 54.19/22.32  																													| Equations (504) can reduce 59 to:
% 54.19/22.32  																													| (302)  ~ (all_0_50_50 = e2)
% 54.19/22.32  																													|
% 54.19/22.32  																													| Equations (504) can reduce 20 to:
% 54.19/22.32  																													| (341)  ~ (all_0_52_52 = e2)
% 54.19/22.32  																													|
% 54.19/22.32  																													| Simplifying 341 yields:
% 54.19/22.32  																													| (342)  ~ (all_0_52_52 = e2)
% 54.19/22.32  																													|
% 54.19/22.32  																													| Equations (504) can reduce 6 to:
% 54.19/22.32  																													| (508)  ~ (all_0_53_53 = e2)
% 54.19/22.32  																													|
% 54.19/22.32  																													| Simplifying 508 yields:
% 54.19/22.32  																													| (509)  ~ (all_0_53_53 = e2)
% 54.19/22.32  																													|
% 54.19/22.32  																													| Equations (504) can reduce 16 to:
% 54.19/22.32  																													| (510)  ~ (all_0_56_56 = e2)
% 54.19/22.32  																													|
% 54.19/22.32  																													| Simplifying 510 yields:
% 54.19/22.32  																													| (511)  ~ (all_0_56_56 = e2)
% 54.19/22.32  																													|
% 54.19/22.32  																													| Equations (504) can reduce 475 to:
% 54.19/22.32  																													| (327)  ~ (e4 = e2)
% 54.19/22.32  																													|
% 54.19/22.32  																													| Simplifying 327 yields:
% 54.19/22.32  																													| (48)  ~ (e4 = e2)
% 54.19/22.32  																													|
% 54.19/22.32  																													| From (504) and (177) follows:
% 54.19/22.32  																													| (514) op(e2, e2) = all_0_25_25
% 54.19/22.32  																													|
% 54.19/22.32  																													| From (504) and (186) follows:
% 54.19/22.32  																													| (515) op(e1, e2) = e2
% 54.19/22.32  																													|
% 54.19/22.32  																													+-Applying beta-rule and splitting (180), into two cases.
% 54.19/22.32  																													|-Branch one:
% 54.19/22.32  																													| (516) all_0_42_42 = e3
% 54.19/22.32  																													|
% 54.19/22.32  																														| Combining equations (516,459) yields a new equation:
% 54.19/22.32  																														| (454) e3 = e1
% 54.19/22.32  																														|
% 54.19/22.32  																														| Simplifying 454 yields:
% 54.19/22.32  																														| (455) e3 = e1
% 54.19/22.32  																														|
% 54.19/22.32  																														| Equations (455) can reduce 213 to:
% 54.19/22.32  																														| (266) $false
% 54.19/22.32  																														|
% 54.19/22.32  																														|-The branch is then unsatisfiable
% 54.19/22.32  																													|-Branch two:
% 54.19/22.32  																													| (405)  ~ (all_0_42_42 = e3)
% 54.19/22.32  																													| (521) all_0_47_47 = e3 | all_0_51_51 = e3 | all_0_56_56 = e3
% 54.19/22.32  																													|
% 54.19/22.32  																														+-Applying beta-rule and splitting (521), into two cases.
% 54.19/22.32  																														|-Branch one:
% 54.19/22.32  																														| (522) all_0_47_47 = e3
% 54.19/22.32  																														|
% 54.19/22.32  																															| Equations (522) can reduce 19 to:
% 54.19/22.32  																															| (409)  ~ (all_0_46_46 = e3)
% 54.19/22.32  																															|
% 54.19/22.32  																															| Equations (522) can reduce 86 to:
% 54.19/22.32  																															| (524)  ~ (all_0_49_49 = e3)
% 54.19/22.32  																															|
% 54.19/22.32  																															| Simplifying 524 yields:
% 54.19/22.32  																															| (525)  ~ (all_0_49_49 = e3)
% 54.19/22.32  																															|
% 54.19/22.32  																															| Equations (522) can reduce 91 to:
% 54.19/22.32  																															| (271)  ~ (all_0_56_56 = e3)
% 54.19/22.32  																															|
% 54.19/22.32  																															| Simplifying 271 yields:
% 54.19/22.32  																															| (272)  ~ (all_0_56_56 = e3)
% 54.19/22.32  																															|
% 54.19/22.32  																															| Equations (522) can reduce 252 to:
% 54.19/22.32  																															| (277)  ~ (e4 = e3)
% 54.19/22.32  																															|
% 54.19/22.32  																															| Simplifying 277 yields:
% 54.19/22.32  																															| (188)  ~ (e4 = e3)
% 54.19/22.32  																															|
% 54.19/22.32  																															| Equations (522) can reduce 462 to:
% 54.19/22.32  																															| (213)  ~ (e3 = e1)
% 54.19/22.32  																															|
% 54.19/22.32  																															| From (522) and (23) follows:
% 54.19/22.32  																															| (531) op(e2, e2) = e3
% 54.19/22.32  																															|
% 54.19/22.32  																															+-Applying beta-rule and splitting (189), into two cases.
% 54.19/22.32  																															|-Branch one:
% 54.19/22.32  																															| (532) all_0_44_44 = e3
% 54.19/22.32  																															|
% 54.19/22.32  																																| Combining equations (446,532) yields a new equation:
% 54.19/22.32  																																| (424) e4 = e3
% 54.19/22.32  																																|
% 54.19/22.32  																																| Simplifying 424 yields:
% 54.19/22.32  																																| (425) e4 = e3
% 54.19/22.32  																																|
% 54.19/22.32  																																| Equations (425) can reduce 188 to:
% 54.19/22.32  																																| (266) $false
% 54.19/22.32  																																|
% 54.19/22.32  																																|-The branch is then unsatisfiable
% 54.19/22.32  																															|-Branch two:
% 54.19/22.32  																															| (407)  ~ (all_0_44_44 = e3)
% 54.19/22.32  																															| (537) all_0_49_49 = e3 | all_0_53_53 = e3 | all_0_58_58 = e3
% 54.19/22.32  																															|
% 54.19/22.32  																																+-Applying beta-rule and splitting (184), into two cases.
% 54.19/22.32  																																|-Branch one:
% 54.19/22.32  																																| (538) all_0_46_46 = e0
% 54.19/22.32  																																|
% 54.19/22.32  																																	| Equations (538) can reduce 250 to:
% 54.19/22.32  																																	| (401)  ~ (e4 = e0)
% 54.19/22.32  																																	|
% 54.19/22.32  																																	| Simplifying 401 yields:
% 54.19/22.32  																																	| (49)  ~ (e4 = e0)
% 54.19/22.32  																																	|
% 54.19/22.32  																																	| Equations (538) can reduce 409 to:
% 54.19/22.32  																																	| (541)  ~ (e3 = e0)
% 54.19/22.32  																																	|
% 54.19/22.32  																																	| Simplifying 541 yields:
% 54.19/22.32  																																	| (80)  ~ (e3 = e0)
% 54.19/22.32  																																	|
% 54.19/22.32  																																	| From (538) and (33) follows:
% 54.19/22.32  																																	| (543) op(e0, e3) = all_0_16_16
% 54.19/22.32  																																	|
% 54.19/22.32  																																	| From (538) and (120) follows:
% 54.19/22.32  																																	| (544) op(e2, e3) = e0
% 54.19/22.32  																																	|
% 54.19/22.32  																																	+-Applying beta-rule and splitting (135), into two cases.
% 54.19/22.32  																																	|-Branch one:
% 54.19/22.32  																																	| (545) all_0_46_46 = e1
% 54.19/22.32  																																	|
% 54.19/22.32  																																		| Combining equations (545,538) yields a new equation:
% 54.19/22.32  																																		| (546) e1 = e0
% 54.19/22.32  																																		|
% 54.19/22.32  																																		| Simplifying 546 yields:
% 54.19/22.32  																																		| (431) e1 = e0
% 54.19/22.32  																																		|
% 54.19/22.32  																																		| Equations (431) can reduce 233 to:
% 54.19/22.32  																																		| (266) $false
% 54.19/22.32  																																		|
% 54.19/22.32  																																		|-The branch is then unsatisfiable
% 54.19/22.32  																																	|-Branch two:
% 54.19/22.32  																																	| (549)  ~ (all_0_46_46 = e1)
% 54.19/22.32  																																	| (550) all_0_47_47 = e1 | all_0_48_48 = e1 | all_0_49_49 = e1
% 54.19/22.32  																																	|
% 54.19/22.32  																																		| Equations (538) can reduce 549 to:
% 54.19/22.32  																																		| (435)  ~ (e1 = e0)
% 54.19/22.32  																																		|
% 54.19/22.32  																																		| Simplifying 435 yields:
% 54.19/22.32  																																		| (233)  ~ (e1 = e0)
% 54.19/22.32  																																		|
% 54.19/22.32  																																		+-Applying beta-rule and splitting (104), into two cases.
% 54.19/22.32  																																		|-Branch one:
% 54.19/22.32  																																		| (480) all_0_39_39 = e0
% 54.19/22.32  																																		|
% 54.19/22.32  																																			| Combining equations (471,480) yields a new equation:
% 54.19/22.32  																																			| (481) e4 = e0
% 54.19/22.32  																																			|
% 54.19/22.32  																																			| Simplifying 481 yields:
% 54.19/22.32  																																			| (397) e4 = e0
% 54.19/22.32  																																			|
% 54.19/22.32  																																			| Equations (397) can reduce 49 to:
% 54.19/22.32  																																			| (266) $false
% 54.19/22.32  																																			|
% 54.19/22.32  																																			|-The branch is then unsatisfiable
% 54.19/22.32  																																		|-Branch two:
% 54.19/22.32  																																		| (484)  ~ (all_0_39_39 = e0)
% 54.19/22.32  																																		| (558) all_0_42_42 = e0 | all_0_47_47 = e0 | all_0_56_56 = e0
% 54.19/22.32  																																		|
% 54.19/22.32  																																			+-Applying beta-rule and splitting (558), into two cases.
% 54.19/22.32  																																			|-Branch one:
% 54.19/22.32  																																			| (559) all_0_42_42 = e0
% 54.19/22.32  																																			|
% 54.19/22.32  																																				| Combining equations (559,459) yields a new equation:
% 54.19/22.32  																																				| (431) e1 = e0
% 54.19/22.32  																																				|
% 54.19/22.32  																																				| Equations (431) can reduce 233 to:
% 54.19/22.32  																																				| (266) $false
% 54.19/22.32  																																				|
% 54.19/22.32  																																				|-The branch is then unsatisfiable
% 54.19/22.32  																																			|-Branch two:
% 54.19/22.32  																																			| (358)  ~ (all_0_42_42 = e0)
% 54.19/22.32  																																			| (563) all_0_47_47 = e0 | all_0_56_56 = e0
% 54.19/22.32  																																			|
% 54.19/22.32  																																				| Equations (459) can reduce 358 to:
% 54.19/22.32  																																				| (233)  ~ (e1 = e0)
% 54.19/22.32  																																				|
% 54.19/22.32  																																				+-Applying beta-rule and splitting (163), into two cases.
% 54.19/22.32  																																				|-Branch one:
% 54.19/22.32  																																				| (565) all_0_52_52 = e4
% 54.19/22.32  																																				|
% 54.19/22.32  																																					| Equations (565) can reduce 101 to:
% 54.19/22.32  																																					| (566)  ~ (all_0_50_50 = e4)
% 54.19/22.32  																																					|
% 54.19/22.32  																																					| Equations (565) can reduce 166 to:
% 54.19/22.32  																																					| (188)  ~ (e4 = e3)
% 54.19/22.32  																																					|
% 54.19/22.32  																																					| Equations (565) can reduce 342 to:
% 54.19/22.32  																																					| (48)  ~ (e4 = e2)
% 54.19/22.32  																																					|
% 54.19/22.32  																																					| Equations (565) can reduce 72 to:
% 54.19/22.32  																																					| (49)  ~ (e4 = e0)
% 54.19/22.32  																																					|
% 54.19/22.32  																																					| From (565) and (124) follows:
% 54.19/22.32  																																					| (570) op(e1, e1) = e4
% 54.19/22.32  																																					|
% 54.19/22.32  																																					+-Applying beta-rule and splitting (171), into two cases.
% 54.19/22.32  																																					|-Branch one:
% 54.19/22.32  																																					| (265) all_0_54_54 = e4
% 54.19/22.32  																																					|
% 54.19/22.32  																																						| Combining equations (268,265) yields a new equation:
% 54.19/22.32  																																						| (425) e4 = e3
% 54.19/22.32  																																						|
% 54.19/22.32  																																						| Equations (425) can reduce 188 to:
% 54.19/22.32  																																						| (266) $false
% 54.19/22.32  																																						|
% 54.19/22.32  																																						|-The branch is then unsatisfiable
% 54.19/22.32  																																					|-Branch two:
% 54.19/22.32  																																					| (258)  ~ (all_0_54_54 = e4)
% 54.19/22.32  																																					| (575) all_0_55_55 = e4 | all_0_56_56 = e4 | all_0_57_57 = e4 | all_0_58_58 = e4
% 54.19/22.32  																																					|
% 54.19/22.32  																																						| Equations (268) can reduce 258 to:
% 54.19/22.32  																																						| (277)  ~ (e4 = e3)
% 54.19/22.32  																																						|
% 54.19/22.32  																																						| Simplifying 277 yields:
% 54.19/22.32  																																						| (188)  ~ (e4 = e3)
% 54.19/22.32  																																						|
% 54.19/22.32  																																						+-Applying beta-rule and splitting (62), into two cases.
% 54.19/22.32  																																						|-Branch one:
% 54.19/22.32  																																						| (321) all_0_38_38 = e4
% 54.19/22.32  																																						|
% 54.19/22.32  																																							| Combining equations (292,321) yields a new equation:
% 54.19/22.32  																																							| (323) e4 = e2
% 54.19/22.32  																																							|
% 54.19/22.32  																																							| Equations (323) can reduce 48 to:
% 54.19/22.32  																																							| (266) $false
% 54.19/22.32  																																							|
% 54.19/22.32  																																							|-The branch is then unsatisfiable
% 54.19/22.32  																																						|-Branch two:
% 54.19/22.32  																																						| (325)  ~ (all_0_38_38 = e4)
% 54.19/22.32  																																						| (582) all_0_41_41 = e4 | all_0_46_46 = e4 | all_0_50_50 = e4 | all_0_55_55 = e4
% 54.19/22.32  																																						|
% 54.19/22.32  																																							+-Applying beta-rule and splitting (54), into two cases.
% 54.19/22.32  																																							|-Branch one:
% 54.19/22.32  																																							| (583) all_0_49_49 = e2
% 54.19/22.32  																																							|
% 54.19/22.32  																																								| Equations (583) can reduce 340 to:
% 54.19/22.32  																																								| (266) $false
% 54.19/22.32  																																								|
% 54.19/22.32  																																								|-The branch is then unsatisfiable
% 54.19/22.32  																																							|-Branch two:
% 54.19/22.32  																																							| (340)  ~ (all_0_49_49 = e2)
% 54.19/22.32  																																							| (586) all_0_49_49 = e4 | all_0_49_49 = e3 | all_0_49_49 = e1 | all_0_49_49 = e0
% 54.19/22.32  																																							|
% 54.19/22.32  																																								+-Applying beta-rule and splitting (575), into two cases.
% 54.19/22.32  																																								|-Branch one:
% 54.19/22.32  																																								| (587) all_0_55_55 = e4
% 54.19/22.32  																																								|
% 54.19/22.32  																																									| Equations (587) can reduce 93 to:
% 54.19/22.32  																																									| (566)  ~ (all_0_50_50 = e4)
% 54.19/22.33  																																									|
% 54.19/22.33  																																									| From (587) and (74) follows:
% 54.19/22.33  																																									| (589) op(e0, e3) = e4
% 54.19/22.33  																																									|
% 54.19/22.33  																																									+-Applying beta-rule and splitting (18), into two cases.
% 54.19/22.33  																																									|-Branch one:
% 54.19/22.33  																																									| (453) all_0_41_41 = e1
% 54.19/22.33  																																									|
% 54.19/22.33  																																										| Combining equations (403,453) yields a new equation:
% 54.19/22.33  																																										| (454) e3 = e1
% 54.19/22.33  																																										|
% 54.19/22.33  																																										| Simplifying 454 yields:
% 54.19/22.33  																																										| (455) e3 = e1
% 54.19/22.33  																																										|
% 54.19/22.33  																																										| Equations (455) can reduce 213 to:
% 54.19/22.33  																																										| (266) $false
% 54.19/22.33  																																										|
% 54.19/22.33  																																										|-The branch is then unsatisfiable
% 54.19/22.33  																																									|-Branch two:
% 54.19/22.33  																																									| (457)  ~ (all_0_41_41 = e1)
% 54.19/22.33  																																									| (595) all_0_46_46 = e1 | all_0_50_50 = e1 | all_0_55_55 = e1
% 54.19/22.33  																																									|
% 54.19/22.33  																																										+-Applying beta-rule and splitting (595), into two cases.
% 54.19/22.33  																																										|-Branch one:
% 54.19/22.33  																																										| (545) all_0_46_46 = e1
% 54.19/22.33  																																										|
% 54.19/22.33  																																											| Combining equations (538,545) yields a new equation:
% 54.19/22.33  																																											| (431) e1 = e0
% 54.19/22.33  																																											|
% 54.19/22.33  																																											| Equations (431) can reduce 233 to:
% 54.19/22.33  																																											| (266) $false
% 54.19/22.33  																																											|
% 54.19/22.33  																																											|-The branch is then unsatisfiable
% 54.19/22.33  																																										|-Branch two:
% 54.19/22.33  																																										| (549)  ~ (all_0_46_46 = e1)
% 54.19/22.33  																																										| (600) all_0_50_50 = e1 | all_0_55_55 = e1
% 54.19/22.33  																																										|
% 54.19/22.33  																																											+-Applying beta-rule and splitting (600), into two cases.
% 54.19/22.33  																																											|-Branch one:
% 54.19/22.33  																																											| (601) all_0_50_50 = e1
% 54.19/22.33  																																											|
% 54.19/22.33  																																												| Equations (601) can reduce 566 to:
% 54.19/22.33  																																												| (602)  ~ (e4 = e1)
% 54.19/22.33  																																												|
% 54.19/22.33  																																												| Simplifying 602 yields:
% 54.19/22.33  																																												| (110)  ~ (e4 = e1)
% 54.19/22.33  																																												|
% 54.19/22.33  																																												| Equations (601) can reduce 302 to:
% 54.19/22.33  																																												| (604)  ~ (e2 = e1)
% 54.19/22.33  																																												|
% 54.19/22.33  																																												| Simplifying 604 yields:
% 54.19/22.33  																																												| (122)  ~ (e2 = e1)
% 54.19/22.33  																																												|
% 54.19/22.33  																																												| From (601) and (57) follows:
% 54.19/22.33  																																												| (606) op(e1, e1) = all_0_22_22
% 54.19/22.33  																																												|
% 54.19/22.33  																																												+-Applying beta-rule and splitting (196), into two cases.
% 54.19/22.33  																																												|-Branch one:
% 54.19/22.33  																																												| (607) all_0_53_53 = e2
% 54.19/22.33  																																												|
% 54.19/22.33  																																													| Equations (607) can reduce 509 to:
% 54.19/22.33  																																													| (266) $false
% 54.19/22.33  																																													|
% 54.19/22.33  																																													|-The branch is then unsatisfiable
% 54.19/22.33  																																												|-Branch two:
% 54.19/22.33  																																												| (509)  ~ (all_0_53_53 = e2)
% 54.19/22.33  																																												| (610) all_0_53_53 = e4 | all_0_53_53 = e3 | all_0_53_53 = e1
% 54.19/22.33  																																												|
% 54.19/22.33  																																													+-Applying beta-rule and splitting (377), into two cases.
% 54.19/22.33  																																													|-Branch one:
% 54.19/22.33  																																													| (583) all_0_49_49 = e2
% 54.19/22.33  																																													|
% 54.19/22.33  																																														| Equations (583) can reduce 340 to:
% 54.19/22.33  																																														| (266) $false
% 54.19/22.33  																																														|
% 54.19/22.33  																																														|-The branch is then unsatisfiable
% 54.19/22.33  																																													|-Branch two:
% 54.19/22.33  																																													| (340)  ~ (all_0_49_49 = e2)
% 54.19/22.33  																																													| (614) all_0_53_53 = e2 | all_0_58_58 = e2
% 54.19/22.33  																																													|
% 54.19/22.33  																																														+-Applying beta-rule and splitting (434), into two cases.
% 54.19/22.33  																																														|-Branch one:
% 54.19/22.33  																																														| (615) all_0_48_48 = e1
% 54.19/22.33  																																														|
% 54.19/22.33  																																															| Combining equations (335,615) yields a new equation:
% 54.19/22.33  																																															| (616) e2 = e1
% 54.19/22.33  																																															|
% 54.19/22.33  																																															| Simplifying 616 yields:
% 54.19/22.33  																																															| (617) e2 = e1
% 54.19/22.33  																																															|
% 54.19/22.33  																																															| Equations (617) can reduce 122 to:
% 54.19/22.33  																																															| (266) $false
% 54.19/22.33  																																															|
% 54.19/22.33  																																															|-The branch is then unsatisfiable
% 54.19/22.33  																																														|-Branch two:
% 54.19/22.33  																																														| (619)  ~ (all_0_48_48 = e1)
% 54.19/22.33  																																														| (620) all_0_52_52 = e1 | all_0_57_57 = e1
% 54.19/22.33  																																														|
% 54.19/22.33  																																															+-Applying beta-rule and splitting (614), into two cases.
% 54.19/22.33  																																															|-Branch one:
% 54.19/22.33  																																															| (607) all_0_53_53 = e2
% 54.19/22.33  																																															|
% 54.19/22.33  																																																| Equations (607) can reduce 509 to:
% 54.19/22.33  																																																| (266) $false
% 54.19/22.33  																																																|
% 54.19/22.33  																																																|-The branch is then unsatisfiable
% 54.19/22.33  																																															|-Branch two:
% 54.19/22.33  																																															| (509)  ~ (all_0_53_53 = e2)
% 54.19/22.33  																																															| (624) all_0_58_58 = e2
% 54.19/22.33  																																															|
% 54.19/22.33  																																																| Equations (624) can reduce 148 to:
% 54.19/22.33  																																																| (344)  ~ (all_0_57_57 = e2)
% 54.19/22.33  																																																|
% 54.19/22.33  																																																| Equations (624) can reduce 276 to:
% 54.19/22.33  																																																| (626)  ~ (e3 = e2)
% 54.19/22.33  																																																|
% 54.19/22.33  																																																| Simplifying 626 yields:
% 54.19/22.33  																																																| (212)  ~ (e3 = e2)
% 54.19/22.33  																																																|
% 54.19/22.33  																																																| From (624) and (245) follows:
% 54.19/22.33  																																																| (628) op(e0, e0) = e2
% 54.19/22.33  																																																|
% 54.19/22.33  																																																+-Applying beta-rule and splitting (216), into two cases.
% 54.19/22.33  																																																|-Branch one:
% 54.19/22.33  																																																| (629) all_0_55_55 = e1
% 54.19/22.33  																																																|
% 54.19/22.33  																																																	| Combining equations (629,587) yields a new equation:
% 54.19/22.33  																																																	| (630) e4 = e1
% 54.19/22.33  																																																	|
% 54.19/22.33  																																																	| Equations (630) can reduce 110 to:
% 54.19/22.33  																																																	| (266) $false
% 54.19/22.33  																																																	|
% 54.19/22.33  																																																	|-The branch is then unsatisfiable
% 54.19/22.33  																																																|-Branch two:
% 54.19/22.33  																																																| (632)  ~ (all_0_55_55 = e1)
% 54.19/22.33  																																																| (633) all_0_56_56 = e1 | all_0_57_57 = e1 | all_0_58_58 = e1
% 54.19/22.33  																																																|
% 54.19/22.33  																																																	| Equations (587) can reduce 632 to:
% 54.19/22.33  																																																	| (110)  ~ (e4 = e1)
% 54.19/22.33  																																																	|
% 54.19/22.33  																																																	+-Applying beta-rule and splitting (112), into two cases.
% 54.19/22.33  																																																	|-Branch one:
% 54.19/22.33  																																																	| (635) all_0_44_44 = e1
% 54.19/22.33  																																																	|
% 54.19/22.33  																																																		| Combining equations (446,635) yields a new equation:
% 54.19/22.33  																																																		| (636) e4 = e1
% 54.19/22.33  																																																		|
% 54.19/22.33  																																																		| Simplifying 636 yields:
% 54.19/22.33  																																																		| (630) e4 = e1
% 54.19/22.33  																																																		|
% 54.19/22.33  																																																		| Equations (630) can reduce 110 to:
% 54.19/22.33  																																																		| (266) $false
% 54.19/22.33  																																																		|
% 54.19/22.33  																																																		|-The branch is then unsatisfiable
% 54.19/22.33  																																																	|-Branch two:
% 54.19/22.33  																																																	| (639)  ~ (all_0_44_44 = e1)
% 54.19/22.33  																																																	| (640) all_0_49_49 = e1 | all_0_53_53 = e1 | all_0_58_58 = e1
% 54.19/22.33  																																																	|
% 54.19/22.33  																																																		| Equations (446) can reduce 639 to:
% 54.19/22.33  																																																		| (110)  ~ (e4 = e1)
% 54.19/22.33  																																																		|
% 54.19/22.33  																																																		+-Applying beta-rule and splitting (620), into two cases.
% 54.19/22.33  																																																		|-Branch one:
% 54.19/22.33  																																																		| (642) all_0_52_52 = e1
% 54.19/22.33  																																																		|
% 54.19/22.33  																																																			| Combining equations (565,642) yields a new equation:
% 54.19/22.33  																																																			| (636) e4 = e1
% 54.19/22.33  																																																			|
% 54.19/22.33  																																																			| Simplifying 636 yields:
% 54.19/22.33  																																																			| (630) e4 = e1
% 54.19/22.33  																																																			|
% 54.19/22.33  																																																			| Equations (630) can reduce 110 to:
% 54.19/22.33  																																																			| (266) $false
% 54.19/22.33  																																																			|
% 54.19/22.33  																																																			|-The branch is then unsatisfiable
% 54.19/22.33  																																																		|-Branch two:
% 54.19/22.33  																																																		| (646)  ~ (all_0_52_52 = e1)
% 54.19/22.33  																																																		| (647) all_0_57_57 = e1
% 54.19/22.33  																																																		|
% 54.19/22.33  																																																			| Equations (647) can reduce 140 to:
% 54.19/22.33  																																																			| (466)  ~ (all_0_56_56 = e1)
% 54.19/22.33  																																																			|
% 54.19/22.33  																																																			| Equations (647) can reduce 67 to:
% 54.19/22.33  																																																			| (467)  ~ (e3 = e1)
% 54.19/22.33  																																																			|
% 54.19/22.33  																																																			| Simplifying 467 yields:
% 54.19/22.33  																																																			| (213)  ~ (e3 = e1)
% 54.19/22.33  																																																			|
% 54.19/22.33  																																																			| Equations (647) can reduce 344 to:
% 54.19/22.33  																																																			| (604)  ~ (e2 = e1)
% 54.19/22.33  																																																			|
% 54.19/22.33  																																																			| Simplifying 604 yields:
% 54.19/22.33  																																																			| (122)  ~ (e2 = e1)
% 54.19/22.33  																																																			|
% 54.19/22.33  																																																			| From (647) and (45) follows:
% 54.19/22.33  																																																			| (653) op(e1, e1) = all_0_36_36
% 54.19/22.33  																																																			|
% 54.19/22.33  																																																			+-Applying beta-rule and splitting (550), into two cases.
% 54.19/22.33  																																																			|-Branch one:
% 54.19/22.33  																																																			| (654) all_0_47_47 = e1
% 54.19/22.33  																																																			|
% 54.19/22.33  																																																				| Combining equations (522,654) yields a new equation:
% 54.19/22.33  																																																				| (454) e3 = e1
% 54.19/22.33  																																																				|
% 54.19/22.33  																																																				| Simplifying 454 yields:
% 54.19/22.33  																																																				| (455) e3 = e1
% 54.19/22.33  																																																				|
% 54.19/22.33  																																																				| Equations (455) can reduce 213 to:
% 54.19/22.33  																																																				| (266) $false
% 54.19/22.33  																																																				|
% 54.19/22.33  																																																				|-The branch is then unsatisfiable
% 54.19/22.33  																																																			|-Branch two:
% 54.19/22.33  																																																			| (462)  ~ (all_0_47_47 = e1)
% 54.19/22.33  																																																			| (659) all_0_48_48 = e1 | all_0_49_49 = e1
% 54.19/22.33  																																																			|
% 54.19/22.33  																																																				+-Applying beta-rule and splitting (418), into two cases.
% 54.19/22.33  																																																				|-Branch one:
% 54.19/22.33  																																																				| (660) all_0_51_51 = e3
% 54.19/22.33  																																																				|
% 54.19/22.33  																																																					| Combining equations (660,504) yields a new equation:
% 54.19/22.33  																																																					| (661) e3 = e2
% 54.19/22.33  																																																					|
% 54.19/22.33  																																																					| Simplifying 661 yields:
% 54.19/22.33  																																																					| (662) e3 = e2
% 54.19/22.33  																																																					|
% 54.19/22.33  																																																					| Equations (662) can reduce 212 to:
% 54.19/22.33  																																																					| (266) $false
% 54.19/22.33  																																																					|
% 54.19/22.33  																																																					|-The branch is then unsatisfiable
% 54.19/22.33  																																																				|-Branch two:
% 54.19/22.33  																																																				| (664)  ~ (all_0_51_51 = e3)
% 54.19/22.33  																																																				| (665) all_0_53_53 = e3
% 54.19/22.33  																																																				|
% 54.19/22.33  																																																					| Equations (665) can reduce 247 to:
% 54.19/22.33  																																																					| (80)  ~ (e3 = e0)
% 54.19/22.33  																																																					|
% 54.19/22.33  																																																					+-Applying beta-rule and splitting (659), into two cases.
% 54.19/22.33  																																																					|-Branch one:
% 54.19/22.33  																																																					| (615) all_0_48_48 = e1
% 54.19/22.33  																																																					|
% 54.19/22.33  																																																						| Combining equations (615,335) yields a new equation:
% 54.19/22.33  																																																						| (617) e2 = e1
% 54.19/22.33  																																																						|
% 54.19/22.33  																																																						| Equations (617) can reduce 122 to:
% 54.19/22.33  																																																						| (266) $false
% 54.19/22.33  																																																						|
% 54.19/22.33  																																																						|-The branch is then unsatisfiable
% 54.19/22.33  																																																					|-Branch two:
% 54.19/22.33  																																																					| (619)  ~ (all_0_48_48 = e1)
% 54.19/22.33  																																																					| (671) all_0_49_49 = e1
% 54.19/22.33  																																																					|
% 54.19/22.33  																																																						| From (671) and (129) follows:
% 54.19/22.33  																																																						| (672) op(e1, e2) = all_0_20_20
% 54.19/22.33  																																																						|
% 54.19/22.33  																																																						| From (671) and (55) follows:
% 54.19/22.33  																																																						| (673) op(e2, e0) = e1
% 54.19/22.33  																																																						|
% 54.19/22.33  																																																						+-Applying beta-rule and splitting (563), into two cases.
% 54.19/22.33  																																																						|-Branch one:
% 54.19/22.33  																																																						| (674) all_0_47_47 = e0
% 54.19/22.33  																																																						|
% 54.19/22.33  																																																							| Combining equations (522,674) yields a new equation:
% 54.19/22.33  																																																							| (675) e3 = e0
% 54.19/22.33  																																																							|
% 54.19/22.33  																																																							| Simplifying 675 yields:
% 54.19/22.33  																																																							| (676) e3 = e0
% 54.19/22.33  																																																							|
% 54.19/22.33  																																																							| Equations (676) can reduce 80 to:
% 54.19/22.33  																																																							| (266) $false
% 54.19/22.33  																																																							|
% 54.19/22.33  																																																							|-The branch is then unsatisfiable
% 54.19/22.33  																																																						|-Branch two:
% 54.19/22.33  																																																						| (678)  ~ (all_0_47_47 = e0)
% 54.19/22.33  																																																						| (679) all_0_56_56 = e0
% 54.19/22.33  																																																						|
% 54.19/22.33  																																																							| Equations (679) can reduce 466 to:
% 54.19/22.33  																																																							| (435)  ~ (e1 = e0)
% 54.19/22.33  																																																							|
% 54.19/22.33  																																																							| Simplifying 435 yields:
% 54.19/22.33  																																																							| (233)  ~ (e1 = e0)
% 54.19/22.33  																																																							|
% 54.19/22.33  																																																							| From (679) and (127) follows:
% 54.19/22.33  																																																							| (682) op(e0, e0) = all_0_33_33
% 54.19/22.33  																																																							|
% 54.19/22.33  																																																							| Instantiating formula (29) with e2, e2, e3, all_0_25_25 and discharging atoms op(e2, e2) = all_0_25_25, op(e2, e2) = e3, yields:
% 54.19/22.33  																																																							| (683) all_0_25_25 = e3
% 54.19/22.33  																																																							|
% 54.19/22.33  																																																							| Instantiating formula (29) with e1, e2, e2, all_0_20_20 and discharging atoms op(e1, e2) = all_0_20_20, op(e1, e2) = e2, yields:
% 54.19/22.33  																																																							| (684) all_0_20_20 = e2
% 54.19/22.33  																																																							|
% 54.19/22.33  																																																							| Instantiating formula (29) with e1, e1, all_0_36_36, all_0_22_22 and discharging atoms op(e1, e1) = all_0_22_22, op(e1, e1) = all_0_36_36, yields:
% 54.19/22.33  																																																							| (685) all_0_22_22 = all_0_36_36
% 54.19/22.33  																																																							|
% 54.19/22.33  																																																							| Instantiating formula (29) with e1, e1, e4, all_0_22_22 and discharging atoms op(e1, e1) = all_0_22_22, op(e1, e1) = e4, yields:
% 54.19/22.33  																																																							| (686) all_0_22_22 = e4
% 54.19/22.33  																																																							|
% 54.19/22.33  																																																							| Instantiating formula (29) with e0, e3, e4, all_0_16_16 and discharging atoms op(e0, e3) = all_0_16_16, op(e0, e3) = e4, yields:
% 54.19/22.33  																																																							| (687) all_0_16_16 = e4
% 54.19/22.33  																																																							|
% 54.19/22.33  																																																							| Instantiating formula (29) with e0, e0, e2, all_0_33_33 and discharging atoms op(e0, e0) = all_0_33_33, op(e0, e0) = e2, yields:
% 54.19/22.33  																																																							| (688) all_0_33_33 = e2
% 54.19/22.33  																																																							|
% 54.19/22.33  																																																							| Combining equations (685,686) yields a new equation:
% 54.19/22.33  																																																							| (689) all_0_36_36 = e4
% 54.19/22.33  																																																							|
% 54.19/22.33  																																																							| Simplifying 689 yields:
% 54.19/22.33  																																																							| (690) all_0_36_36 = e4
% 54.19/22.33  																																																							|
% 54.19/22.33  																																																							| From (683) and (514) follows:
% 54.19/22.33  																																																							| (531) op(e2, e2) = e3
% 54.19/22.33  																																																							|
% 54.19/22.33  																																																							| From (684) and (672) follows:
% 54.19/22.33  																																																							| (515) op(e1, e2) = e2
% 54.19/22.33  																																																							|
% 54.19/22.33  																																																							| From (690) and (653) follows:
% 54.19/22.33  																																																							| (570) op(e1, e1) = e4
% 54.19/22.33  																																																							|
% 54.19/22.33  																																																							| From (687) and (543) follows:
% 54.19/22.33  																																																							| (589) op(e0, e3) = e4
% 54.19/22.33  																																																							|
% 54.19/22.33  																																																							| From (688) and (682) follows:
% 54.19/22.33  																																																							| (628) op(e0, e0) = e2
% 54.19/22.33  																																																							|
% 54.19/22.33  																																																							+-Applying beta-rule and splitting (56), into two cases.
% 54.19/22.33  																																																							|-Branch one:
% 54.19/22.33  																																																							| (696) unit = e2
% 54.19/22.33  																																																							|
% 54.19/22.33  																																																								| From (696) and (24) follows:
% 54.19/22.33  																																																								| (697) op(e2, e3) = e3
% 54.19/22.33  																																																								|
% 54.19/22.33  																																																								| From (696) and (32) follows:
% 54.19/22.33  																																																								| (698) op(e2, e2) = e2
% 54.19/22.33  																																																								|
% 54.19/22.33  																																																								| From (696) and (28) follows:
% 54.19/22.33  																																																								| (699) op(e1, e2) = e1
% 54.19/22.33  																																																								|
% 54.19/22.33  																																																								| Instantiating formula (29) with e2, e3, e3, e0 and discharging atoms op(e2, e3) = e3, op(e2, e3) = e0, yields:
% 54.19/22.33  																																																								| (676) e3 = e0
% 54.19/22.33  																																																								|
% 54.19/22.33  																																																								| Instantiating formula (29) with e2, e2, e2, e3 and discharging atoms op(e2, e2) = e3, op(e2, e2) = e2, yields:
% 54.19/22.34  																																																								| (662) e3 = e2
% 54.19/22.34  																																																								|
% 54.19/22.34  																																																								| Instantiating formula (29) with e1, e2, e1, e2 and discharging atoms op(e1, e2) = e2, op(e1, e2) = e1, yields:
% 54.19/22.34  																																																								| (617) e2 = e1
% 54.19/22.34  																																																								|
% 54.19/22.34  																																																								| Combining equations (662,676) yields a new equation:
% 54.19/22.34  																																																								| (391) e2 = e0
% 54.19/22.34  																																																								|
% 54.19/22.34  																																																								| Simplifying 391 yields:
% 54.19/22.34  																																																								| (330) e2 = e0
% 54.19/22.34  																																																								|
% 54.19/22.34  																																																								| Combining equations (330,617) yields a new equation:
% 54.19/22.34  																																																								| (431) e1 = e0
% 54.19/22.34  																																																								|
% 54.19/22.34  																																																								| Equations (431) can reduce 233 to:
% 54.19/22.34  																																																								| (266) $false
% 54.19/22.34  																																																								|
% 54.19/22.34  																																																								|-The branch is then unsatisfiable
% 54.19/22.34  																																																							|-Branch two:
% 54.19/22.34  																																																							| (707)  ~ (unit = e2)
% 54.19/22.34  																																																							| (708) unit = e4 | unit = e3 | unit = e1 | unit = e0
% 54.19/22.34  																																																							|
% 54.19/22.34  																																																								+-Applying beta-rule and splitting (708), into two cases.
% 54.19/22.34  																																																								|-Branch one:
% 54.19/22.34  																																																								| (709) unit = e4
% 54.19/22.34  																																																								|
% 54.19/22.34  																																																									| From (709) and (227) follows:
% 54.19/22.34  																																																									| (710) op(e4, e4) = e4
% 54.19/22.34  																																																									|
% 54.19/22.34  																																																									| From (709) and (40) follows:
% 54.19/22.34  																																																									| (711) op(e3, e4) = e3
% 54.19/22.34  																																																									|
% 54.19/22.34  																																																									| From (709) and (32) follows:
% 54.19/22.34  																																																									| (712) op(e2, e4) = e2
% 54.19/22.34  																																																									|
% 54.19/22.34  																																																									| From (709) and (42) follows:
% 54.19/22.34  																																																									| (713) op(e0, e4) = e0
% 54.19/22.34  																																																									|
% 54.19/22.34  																																																									| Instantiating formula (29) with e4, e4, e4, e1 and discharging atoms op(e4, e4) = e4, op(e4, e4) = e1, yields:
% 54.19/22.34  																																																									| (630) e4 = e1
% 54.19/22.34  																																																									|
% 54.19/22.34  																																																									| Instantiating formula (29) with e3, e4, e3, e2 and discharging atoms op(e3, e4) = e3, op(e3, e4) = e2, yields:
% 54.19/22.34  																																																									| (662) e3 = e2
% 54.19/22.34  																																																									|
% 54.19/22.34  																																																									| Instantiating formula (29) with e2, e4, e2, e4 and discharging atoms op(e2, e4) = e4, op(e2, e4) = e2, yields:
% 54.19/22.34  																																																									| (323) e4 = e2
% 54.19/22.34  																																																									|
% 54.19/22.34  																																																									| Instantiating formula (29) with e0, e4, e0, e3 and discharging atoms op(e0, e4) = e3, op(e0, e4) = e0, yields:
% 54.19/22.34  																																																									| (676) e3 = e0
% 54.19/22.34  																																																									|
% 54.19/22.34  																																																									| Combining equations (323,630) yields a new equation:
% 54.19/22.34  																																																									| (616) e2 = e1
% 54.19/22.34  																																																									|
% 54.19/22.34  																																																									| Simplifying 616 yields:
% 54.19/22.34  																																																									| (617) e2 = e1
% 54.19/22.34  																																																									|
% 54.19/22.34  																																																									| Combining equations (662,676) yields a new equation:
% 54.19/22.34  																																																									| (391) e2 = e0
% 54.19/22.34  																																																									|
% 54.19/22.34  																																																									| Simplifying 391 yields:
% 54.19/22.34  																																																									| (330) e2 = e0
% 54.19/22.34  																																																									|
% 54.19/22.34  																																																									| Combining equations (330,617) yields a new equation:
% 54.19/22.34  																																																									| (431) e1 = e0
% 54.19/22.34  																																																									|
% 54.19/22.34  																																																									| Equations (431) can reduce 233 to:
% 54.19/22.34  																																																									| (266) $false
% 54.19/22.34  																																																									|
% 54.19/22.34  																																																									|-The branch is then unsatisfiable
% 54.19/22.34  																																																								|-Branch two:
% 54.19/22.34  																																																								| (724)  ~ (unit = e4)
% 54.19/22.34  																																																								| (725) unit = e3 | unit = e1 | unit = e0
% 54.19/22.34  																																																								|
% 54.19/22.34  																																																									+-Applying beta-rule and splitting (725), into two cases.
% 54.19/22.34  																																																									|-Branch one:
% 54.19/22.34  																																																									| (726) unit = e0
% 54.19/22.34  																																																									|
% 54.19/22.34  																																																										| From (726) and (32) follows:
% 54.19/22.34  																																																										| (727) op(e2, e0) = e2
% 54.19/22.34  																																																										|
% 54.19/22.34  																																																										| From (726) and (42) follows:
% 54.19/22.34  																																																										| (728) op(e0, e0) = e0
% 54.19/22.34  																																																										|
% 54.19/22.34  																																																										| Instantiating formula (29) with e2, e0, e2, e1 and discharging atoms op(e2, e0) = e2, op(e2, e0) = e1, yields:
% 54.19/22.34  																																																										| (617) e2 = e1
% 54.19/22.34  																																																										|
% 54.19/22.34  																																																										| Instantiating formula (29) with e0, e0, e0, e2 and discharging atoms op(e0, e0) = e2, op(e0, e0) = e0, yields:
% 54.19/22.34  																																																										| (330) e2 = e0
% 54.19/22.34  																																																										|
% 54.19/22.34  																																																										| Combining equations (617,330) yields a new equation:
% 54.19/22.34  																																																										| (546) e1 = e0
% 54.19/22.34  																																																										|
% 54.19/22.34  																																																										| Simplifying 546 yields:
% 54.19/22.34  																																																										| (431) e1 = e0
% 54.19/22.34  																																																										|
% 54.19/22.34  																																																										| Equations (431) can reduce 233 to:
% 54.19/22.34  																																																										| (266) $false
% 54.19/22.34  																																																										|
% 54.19/22.34  																																																										|-The branch is then unsatisfiable
% 54.19/22.34  																																																									|-Branch two:
% 54.19/22.34  																																																									| (734)  ~ (unit = e0)
% 54.19/22.34  																																																									| (735) unit = e3 | unit = e1
% 54.19/22.34  																																																									|
% 54.19/22.34  																																																										+-Applying beta-rule and splitting (735), into two cases.
% 54.19/22.34  																																																										|-Branch one:
% 54.19/22.34  																																																										| (736) unit = e1
% 54.19/22.34  																																																										|
% 54.19/22.34  																																																											| Equations (736) can reduce 734 to:
% 54.19/22.34  																																																											| (233)  ~ (e1 = e0)
% 54.19/22.34  																																																											|
% 54.19/22.34  																																																											| From (736) and (244) follows:
% 54.19/22.34  																																																											| (738) op(e1, e4) = e4
% 54.19/22.34  																																																											|
% 54.19/22.34  																																																											| From (736) and (227) follows:
% 54.19/22.34  																																																											| (739) op(e4, e1) = e4
% 54.19/22.34  																																																											|
% 54.19/22.34  																																																											| From (736) and (28) follows:
% 54.19/22.34  																																																											| (740) op(e1, e1) = e1
% 54.19/22.34  																																																											|
% 54.19/22.34  																																																											| Instantiating formula (29) with e4, e1, e4, e3 and discharging atoms op(e4, e1) = e4, op(e4, e1) = e3, yields:
% 54.19/22.34  																																																											| (425) e4 = e3
% 54.19/22.34  																																																											|
% 54.19/22.34  																																																											| Instantiating formula (29) with e1, e4, e4, e0 and discharging atoms op(e1, e4) = e4, op(e1, e4) = e0, yields:
% 54.19/22.34  																																																											| (397) e4 = e0
% 54.19/22.34  																																																											|
% 54.19/22.34  																																																											| Instantiating formula (29) with e1, e1, e1, e4 and discharging atoms op(e1, e1) = e4, op(e1, e1) = e1, yields:
% 54.19/22.34  																																																											| (630) e4 = e1
% 54.19/22.34  																																																											|
% 54.19/22.34  																																																											| Combining equations (630,425) yields a new equation:
% 54.19/22.34  																																																											| (455) e3 = e1
% 54.19/22.34  																																																											|
% 54.19/22.34  																																																											| Combining equations (397,425) yields a new equation:
% 54.19/22.34  																																																											| (676) e3 = e0
% 54.19/22.34  																																																											|
% 54.19/22.34  																																																											| Combining equations (676,455) yields a new equation:
% 54.19/22.34  																																																											| (431) e1 = e0
% 54.19/22.34  																																																											|
% 54.19/22.34  																																																											| Equations (431) can reduce 233 to:
% 54.19/22.34  																																																											| (266) $false
% 54.19/22.34  																																																											|
% 54.19/22.34  																																																											|-The branch is then unsatisfiable
% 54.19/22.34  																																																										|-Branch two:
% 54.19/22.34  																																																										| (748)  ~ (unit = e1)
% 54.19/22.34  																																																										| (749) unit = e3
% 54.19/22.34  																																																										|
% 54.19/22.34  																																																											| From (749) and (244) follows:
% 54.19/22.34  																																																											| (750) op(e3, e4) = e4
% 54.19/22.34  																																																											|
% 54.19/22.34  																																																											| From (749) and (15) follows:
% 54.19/22.34  																																																											| (751) op(e3, e2) = e2
% 54.19/22.34  																																																											|
% 54.19/22.34  																																																											| From (749) and (42) follows:
% 54.19/22.34  																																																											| (752) op(e0, e3) = e0
% 54.19/22.34  																																																											|
% 54.19/22.34  																																																											| Instantiating formula (29) with e3, e4, e4, e2 and discharging atoms op(e3, e4) = e4, op(e3, e4) = e2, yields:
% 54.19/22.34  																																																											| (323) e4 = e2
% 54.19/22.34  																																																											|
% 54.19/22.34  																																																											| Instantiating formula (29) with e3, e2, e2, e1 and discharging atoms op(e3, e2) = e2, op(e3, e2) = e1, yields:
% 54.19/22.34  																																																											| (617) e2 = e1
% 54.19/22.34  																																																											|
% 54.19/22.34  																																																											| Instantiating formula (29) with e0, e3, e0, e4 and discharging atoms op(e0, e3) = e4, op(e0, e3) = e0, yields:
% 54.19/22.34  																																																											| (397) e4 = e0
% 54.19/22.34  																																																											|
% 54.19/22.34  																																																											| Combining equations (397,323) yields a new equation:
% 54.19/22.34  																																																											| (330) e2 = e0
% 54.19/22.34  																																																											|
% 54.19/22.34  																																																											| Combining equations (330,617) yields a new equation:
% 54.19/22.34  																																																											| (431) e1 = e0
% 54.19/22.34  																																																											|
% 54.19/22.34  																																																											| Equations (431) can reduce 233 to:
% 54.19/22.34  																																																											| (266) $false
% 54.19/22.34  																																																											|
% 54.19/22.34  																																																											|-The branch is then unsatisfiable
% 54.19/22.34  																																											|-Branch two:
% 54.19/22.34  																																											| (759)  ~ (all_0_50_50 = e1)
% 54.19/22.34  																																											| (629) all_0_55_55 = e1
% 54.19/22.34  																																											|
% 54.19/22.34  																																												| Combining equations (629,587) yields a new equation:
% 54.19/22.34  																																												| (630) e4 = e1
% 54.19/22.34  																																												|
% 54.19/22.34  																																												| Equations (630) can reduce 110 to:
% 54.19/22.34  																																												| (266) $false
% 54.19/22.34  																																												|
% 54.19/22.34  																																												|-The branch is then unsatisfiable
% 54.19/22.34  																																								|-Branch two:
% 54.19/22.34  																																								| (763)  ~ (all_0_55_55 = e4)
% 54.19/22.34  																																								| (764) all_0_56_56 = e4 | all_0_57_57 = e4 | all_0_58_58 = e4
% 54.19/22.34  																																								|
% 54.19/22.34  																																									+-Applying beta-rule and splitting (582), into two cases.
% 54.19/22.34  																																									|-Branch one:
% 54.19/22.34  																																									| (437) all_0_41_41 = e4
% 54.19/22.34  																																									|
% 54.19/22.34  																																										| Combining equations (403,437) yields a new equation:
% 54.19/22.34  																																										| (425) e4 = e3
% 54.19/22.34  																																										|
% 54.19/22.34  																																										| Equations (425) can reduce 188 to:
% 54.19/22.34  																																										| (266) $false
% 54.19/22.34  																																										|
% 54.19/22.34  																																										|-The branch is then unsatisfiable
% 54.19/22.34  																																									|-Branch two:
% 54.19/22.34  																																									| (440)  ~ (all_0_41_41 = e4)
% 54.19/22.34  																																									| (769) all_0_46_46 = e4 | all_0_50_50 = e4 | all_0_55_55 = e4
% 54.19/22.34  																																									|
% 54.19/22.34  																																										+-Applying beta-rule and splitting (769), into two cases.
% 54.19/22.34  																																										|-Branch one:
% 54.19/22.34  																																										| (770) all_0_46_46 = e4
% 54.19/22.34  																																										|
% 54.19/22.34  																																											| Combining equations (538,770) yields a new equation:
% 54.19/22.34  																																											| (397) e4 = e0
% 54.19/22.34  																																											|
% 54.19/22.34  																																											| Equations (397) can reduce 49 to:
% 54.19/22.34  																																											| (266) $false
% 54.19/22.34  																																											|
% 54.19/22.34  																																											|-The branch is then unsatisfiable
% 54.19/22.34  																																										|-Branch two:
% 54.19/22.34  																																										| (250)  ~ (all_0_46_46 = e4)
% 54.19/22.34  																																										| (774) all_0_50_50 = e4 | all_0_55_55 = e4
% 54.19/22.34  																																										|
% 54.19/22.34  																																											+-Applying beta-rule and splitting (774), into two cases.
% 54.19/22.34  																																											|-Branch one:
% 54.19/22.34  																																											| (775) all_0_50_50 = e4
% 54.19/22.34  																																											|
% 54.19/22.34  																																												| Equations (775) can reduce 566 to:
% 54.19/22.34  																																												| (266) $false
% 54.19/22.34  																																												|
% 54.19/22.34  																																												|-The branch is then unsatisfiable
% 54.19/22.34  																																											|-Branch two:
% 54.19/22.34  																																											| (566)  ~ (all_0_50_50 = e4)
% 54.19/22.34  																																											| (587) all_0_55_55 = e4
% 54.19/22.34  																																											|
% 54.19/22.34  																																												| Equations (587) can reduce 763 to:
% 54.19/22.34  																																												| (266) $false
% 54.19/22.34  																																												|
% 54.19/22.34  																																												|-The branch is then unsatisfiable
% 54.19/22.34  																																				|-Branch two:
% 54.19/22.34  																																				| (780)  ~ (all_0_52_52 = e4)
% 54.19/22.34  																																				| (781) (all_0_41_41 = e0 & all_0_58_58 = e3 &  ~ (all_0_44_44 = e3)) | (all_0_41_41 = e0 & all_0_58_58 = e3 &  ~ (all_0_55_55 = e0)) | (all_0_47_47 = e1 & all_0_52_52 = e2 &  ~ (all_0_48_48 = e2)) | (all_0_47_47 = e1 & all_0_52_52 = e2 &  ~ (all_0_51_51 = e1)) | (all_0_47_47 = e0 & all_0_58_58 = e2 &  ~ (all_0_49_49 = e2)) | (all_0_47_47 = e0 & all_0_58_58 = e2 &  ~ (all_0_56_56 = e0))
% 54.19/22.34  																																				|
% 54.19/22.34  																																					+-Applying beta-rule and splitting (18), into two cases.
% 54.19/22.34  																																					|-Branch one:
% 54.19/22.34  																																					| (453) all_0_41_41 = e1
% 54.19/22.34  																																					|
% 54.19/22.34  																																						| Combining equations (403,453) yields a new equation:
% 54.19/22.34  																																						| (454) e3 = e1
% 54.19/22.34  																																						|
% 54.19/22.34  																																						| Simplifying 454 yields:
% 54.19/22.34  																																						| (455) e3 = e1
% 54.19/22.34  																																						|
% 54.19/22.34  																																						| Equations (455) can reduce 213 to:
% 54.19/22.34  																																						| (266) $false
% 54.19/22.34  																																						|
% 54.19/22.34  																																						|-The branch is then unsatisfiable
% 54.19/22.34  																																					|-Branch two:
% 54.19/22.34  																																					| (457)  ~ (all_0_41_41 = e1)
% 54.19/22.34  																																					| (595) all_0_46_46 = e1 | all_0_50_50 = e1 | all_0_55_55 = e1
% 54.19/22.34  																																					|
% 54.19/22.34  																																						| Equations (403) can reduce 457 to:
% 54.19/22.34  																																						| (213)  ~ (e3 = e1)
% 54.19/22.34  																																						|
% 54.19/22.34  																																						+-Applying beta-rule and splitting (781), into two cases.
% 54.19/22.34  																																						|-Branch one:
% 54.19/22.34  																																						| (789) (all_0_41_41 = e0 & all_0_58_58 = e3 &  ~ (all_0_44_44 = e3)) | (all_0_41_41 = e0 & all_0_58_58 = e3 &  ~ (all_0_55_55 = e0)) | (all_0_47_47 = e1 & all_0_52_52 = e2 &  ~ (all_0_48_48 = e2)) | (all_0_47_47 = e1 & all_0_52_52 = e2 &  ~ (all_0_51_51 = e1)) | (all_0_47_47 = e0 & all_0_58_58 = e2 &  ~ (all_0_49_49 = e2))
% 54.19/22.34  																																						|
% 54.19/22.34  																																							+-Applying beta-rule and splitting (789), into two cases.
% 54.19/22.34  																																							|-Branch one:
% 54.19/22.34  																																							| (790) (all_0_41_41 = e0 & all_0_58_58 = e3 &  ~ (all_0_44_44 = e3)) | (all_0_41_41 = e0 & all_0_58_58 = e3 &  ~ (all_0_55_55 = e0)) | (all_0_47_47 = e1 & all_0_52_52 = e2 &  ~ (all_0_48_48 = e2)) | (all_0_47_47 = e1 & all_0_52_52 = e2 &  ~ (all_0_51_51 = e1))
% 54.19/22.34  																																							|
% 54.19/22.34  																																								+-Applying beta-rule and splitting (790), into two cases.
% 54.19/22.34  																																								|-Branch one:
% 54.19/22.34  																																								| (791) (all_0_41_41 = e0 & all_0_58_58 = e3 &  ~ (all_0_44_44 = e3)) | (all_0_41_41 = e0 & all_0_58_58 = e3 &  ~ (all_0_55_55 = e0)) | (all_0_47_47 = e1 & all_0_52_52 = e2 &  ~ (all_0_48_48 = e2))
% 54.19/22.34  																																								|
% 54.19/22.35  																																									+-Applying beta-rule and splitting (791), into two cases.
% 54.19/22.35  																																									|-Branch one:
% 54.19/22.35  																																									| (792) (all_0_41_41 = e0 & all_0_58_58 = e3 &  ~ (all_0_44_44 = e3)) | (all_0_41_41 = e0 & all_0_58_58 = e3 &  ~ (all_0_55_55 = e0))
% 54.19/22.35  																																									|
% 54.19/22.35  																																										+-Applying beta-rule and splitting (792), into two cases.
% 54.19/22.35  																																										|-Branch one:
% 54.19/22.35  																																										| (793) all_0_41_41 = e0 & all_0_58_58 = e3 &  ~ (all_0_44_44 = e3)
% 54.19/22.35  																																										|
% 54.19/22.35  																																											| Applying alpha-rule on (793) yields:
% 54.19/22.35  																																											| (794) all_0_41_41 = e0
% 54.19/22.35  																																											| (795) all_0_58_58 = e3
% 54.19/22.35  																																											| (407)  ~ (all_0_44_44 = e3)
% 54.19/22.35  																																											|
% 54.19/22.35  																																											| Combining equations (403,794) yields a new equation:
% 54.19/22.35  																																											| (675) e3 = e0
% 54.19/22.35  																																											|
% 54.19/22.35  																																											| Simplifying 675 yields:
% 54.19/22.35  																																											| (676) e3 = e0
% 54.19/22.35  																																											|
% 54.19/22.35  																																											| Equations (676) can reduce 80 to:
% 54.19/22.35  																																											| (266) $false
% 54.19/22.35  																																											|
% 54.19/22.35  																																											|-The branch is then unsatisfiable
% 54.19/22.35  																																										|-Branch two:
% 54.19/22.35  																																										| (800) all_0_41_41 = e0 & all_0_58_58 = e3 &  ~ (all_0_55_55 = e0)
% 54.19/22.35  																																										|
% 54.19/22.35  																																											| Applying alpha-rule on (800) yields:
% 54.19/22.35  																																											| (794) all_0_41_41 = e0
% 54.19/22.35  																																											| (795) all_0_58_58 = e3
% 54.19/22.35  																																											| (803)  ~ (all_0_55_55 = e0)
% 54.19/22.35  																																											|
% 54.19/22.35  																																											| Combining equations (403,794) yields a new equation:
% 54.19/22.35  																																											| (675) e3 = e0
% 54.19/22.35  																																											|
% 54.19/22.35  																																											| Simplifying 675 yields:
% 54.19/22.35  																																											| (676) e3 = e0
% 54.19/22.35  																																											|
% 54.19/22.35  																																											| Equations (676) can reduce 80 to:
% 54.19/22.35  																																											| (266) $false
% 54.19/22.35  																																											|
% 54.19/22.35  																																											|-The branch is then unsatisfiable
% 54.19/22.35  																																									|-Branch two:
% 54.19/22.35  																																									| (807) all_0_47_47 = e1 & all_0_52_52 = e2 &  ~ (all_0_48_48 = e2)
% 54.19/22.35  																																									|
% 54.19/22.35  																																										| Applying alpha-rule on (807) yields:
% 54.19/22.35  																																										| (654) all_0_47_47 = e1
% 54.19/22.35  																																										| (352) all_0_52_52 = e2
% 54.19/22.35  																																										| (810)  ~ (all_0_48_48 = e2)
% 54.19/22.35  																																										|
% 54.19/22.35  																																										| Combining equations (654,522) yields a new equation:
% 54.19/22.35  																																										| (455) e3 = e1
% 54.19/22.35  																																										|
% 54.19/22.35  																																										| Equations (455) can reduce 213 to:
% 54.19/22.35  																																										| (266) $false
% 54.19/22.35  																																										|
% 54.19/22.35  																																										|-The branch is then unsatisfiable
% 54.19/22.35  																																								|-Branch two:
% 54.19/22.35  																																								| (813) all_0_47_47 = e1 & all_0_52_52 = e2 &  ~ (all_0_51_51 = e1)
% 54.19/22.35  																																								|
% 54.19/22.35  																																									| Applying alpha-rule on (813) yields:
% 54.19/22.35  																																									| (654) all_0_47_47 = e1
% 54.19/22.35  																																									| (352) all_0_52_52 = e2
% 54.19/22.35  																																									| (464)  ~ (all_0_51_51 = e1)
% 54.19/22.35  																																									|
% 54.19/22.35  																																									| Combining equations (654,522) yields a new equation:
% 54.19/22.35  																																									| (455) e3 = e1
% 54.19/22.35  																																									|
% 54.19/22.35  																																									| Equations (455) can reduce 213 to:
% 54.19/22.35  																																									| (266) $false
% 54.19/22.35  																																									|
% 54.19/22.35  																																									|-The branch is then unsatisfiable
% 54.19/22.35  																																							|-Branch two:
% 54.19/22.35  																																							| (819) all_0_47_47 = e0 & all_0_58_58 = e2 &  ~ (all_0_49_49 = e2)
% 54.19/22.35  																																							|
% 54.19/22.35  																																								| Applying alpha-rule on (819) yields:
% 54.19/22.35  																																								| (674) all_0_47_47 = e0
% 54.19/22.35  																																								| (624) all_0_58_58 = e2
% 54.19/22.35  																																								| (340)  ~ (all_0_49_49 = e2)
% 54.19/22.35  																																								|
% 54.19/22.35  																																								| Combining equations (674,522) yields a new equation:
% 54.19/22.35  																																								| (676) e3 = e0
% 54.19/22.35  																																								|
% 54.19/22.35  																																								| Equations (676) can reduce 80 to:
% 54.19/22.35  																																								| (266) $false
% 54.19/22.35  																																								|
% 54.19/22.35  																																								|-The branch is then unsatisfiable
% 54.19/22.35  																																						|-Branch two:
% 54.19/22.35  																																						| (825) all_0_47_47 = e0 & all_0_58_58 = e2 &  ~ (all_0_56_56 = e0)
% 54.19/22.35  																																						|
% 54.19/22.35  																																							| Applying alpha-rule on (825) yields:
% 54.19/22.35  																																							| (674) all_0_47_47 = e0
% 54.19/22.35  																																							| (624) all_0_58_58 = e2
% 54.19/22.35  																																							| (828)  ~ (all_0_56_56 = e0)
% 54.19/22.35  																																							|
% 54.19/22.35  																																							| Combining equations (674,522) yields a new equation:
% 54.19/22.35  																																							| (676) e3 = e0
% 54.19/22.35  																																							|
% 54.19/22.35  																																							| Equations (676) can reduce 80 to:
% 54.19/22.35  																																							| (266) $false
% 54.19/22.35  																																							|
% 54.19/22.35  																																							|-The branch is then unsatisfiable
% 54.19/22.35  																																|-Branch two:
% 54.19/22.35  																																| (831)  ~ (all_0_46_46 = e0)
% 54.19/22.35  																																| (832) all_0_47_47 = e0 | all_0_48_48 = e0 | all_0_49_49 = e0
% 54.19/22.35  																																|
% 54.19/22.35  																																	+-Applying beta-rule and splitting (133), into two cases.
% 54.19/22.35  																																	|-Branch one:
% 54.19/22.35  																																	| (833) all_0_56_56 = e2
% 54.19/22.35  																																	|
% 54.19/22.35  																																		| Equations (833) can reduce 511 to:
% 54.19/22.35  																																		| (266) $false
% 54.19/22.35  																																		|
% 54.19/22.35  																																		|-The branch is then unsatisfiable
% 54.19/22.35  																																	|-Branch two:
% 54.19/22.35  																																	| (511)  ~ (all_0_56_56 = e2)
% 54.19/22.35  																																	| (836) all_0_56_56 = e4 | all_0_56_56 = e3 | all_0_56_56 = e1 | all_0_56_56 = e0
% 54.19/22.35  																																	|
% 54.19/22.35  																																		+-Applying beta-rule and splitting (163), into two cases.
% 54.19/22.35  																																		|-Branch one:
% 54.19/22.35  																																		| (565) all_0_52_52 = e4
% 54.19/22.35  																																		|
% 54.19/22.35  																																			| Equations (565) can reduce 11 to:
% 54.19/22.35  																																			| (838)  ~ (all_0_57_57 = e4)
% 54.19/22.35  																																			|
% 54.19/22.35  																																			| Simplifying 838 yields:
% 54.19/22.35  																																			| (839)  ~ (all_0_57_57 = e4)
% 54.19/22.35  																																			|
% 54.19/22.35  																																			| Equations (565) can reduce 166 to:
% 54.19/22.35  																																			| (188)  ~ (e4 = e3)
% 54.19/22.35  																																			|
% 54.19/22.35  																																			| Equations (565) can reduce 72 to:
% 54.19/22.35  																																			| (49)  ~ (e4 = e0)
% 54.19/22.35  																																			|
% 54.19/22.35  																																			+-Applying beta-rule and splitting (836), into two cases.
% 54.19/22.35  																																			|-Branch one:
% 54.19/22.35  																																			| (842) all_0_56_56 = e4
% 54.19/22.35  																																			|
% 54.19/22.35  																																				| Equations (842) can reduce 477 to:
% 54.19/22.35  																																				| (266) $false
% 54.19/22.35  																																				|
% 54.19/22.35  																																				|-The branch is then unsatisfiable
% 54.19/22.35  																																			|-Branch two:
% 54.19/22.35  																																			| (477)  ~ (all_0_56_56 = e4)
% 54.19/22.35  																																			| (845) all_0_56_56 = e3 | all_0_56_56 = e1 | all_0_56_56 = e0
% 54.19/22.35  																																			|
% 54.19/22.35  																																				+-Applying beta-rule and splitting (171), into two cases.
% 54.19/22.35  																																				|-Branch one:
% 54.19/22.35  																																				| (265) all_0_54_54 = e4
% 54.19/22.35  																																				|
% 54.19/22.35  																																					| Combining equations (268,265) yields a new equation:
% 54.19/22.35  																																					| (425) e4 = e3
% 54.19/22.35  																																					|
% 54.19/22.35  																																					| Equations (425) can reduce 188 to:
% 54.19/22.35  																																					| (266) $false
% 54.19/22.35  																																					|
% 54.19/22.35  																																					|-The branch is then unsatisfiable
% 54.19/22.35  																																				|-Branch two:
% 54.19/22.35  																																				| (258)  ~ (all_0_54_54 = e4)
% 54.19/22.35  																																				| (575) all_0_55_55 = e4 | all_0_56_56 = e4 | all_0_57_57 = e4 | all_0_58_58 = e4
% 54.19/22.35  																																				|
% 54.19/22.35  																																					+-Applying beta-rule and splitting (575), into two cases.
% 54.19/22.35  																																					|-Branch one:
% 54.19/22.35  																																					| (587) all_0_55_55 = e4
% 54.19/22.35  																																					|
% 54.19/22.35  																																						| Equations (587) can reduce 153 to:
% 54.19/22.35  																																						| (476)  ~ (all_0_56_56 = e4)
% 54.19/22.35  																																						|
% 54.19/22.35  																																						| Simplifying 476 yields:
% 54.19/22.35  																																						| (477)  ~ (all_0_56_56 = e4)
% 54.19/22.35  																																						|
% 54.19/22.35  																																						| Equations (587) can reduce 81 to:
% 54.19/22.35  																																						| (838)  ~ (all_0_57_57 = e4)
% 54.19/22.35  																																						|
% 54.19/22.35  																																						| Simplifying 838 yields:
% 54.19/22.35  																																						| (839)  ~ (all_0_57_57 = e4)
% 54.19/22.35  																																						|
% 54.19/22.35  																																						| Equations (587) can reduce 3 to:
% 54.19/22.35  																																						| (450)  ~ (all_0_58_58 = e4)
% 54.19/22.35  																																						|
% 54.19/22.35  																																						| Simplifying 450 yields:
% 54.19/22.35  																																						| (451)  ~ (all_0_58_58 = e4)
% 54.19/22.35  																																						|
% 54.19/22.35  																																						+-Applying beta-rule and splitting (125), into two cases.
% 54.19/22.35  																																						|-Branch one:
% 54.19/22.35  																																						| (858) all_0_55_55 = e0
% 54.19/22.35  																																						|
% 54.19/22.35  																																							| Combining equations (587,858) yields a new equation:
% 54.19/22.35  																																							| (481) e4 = e0
% 54.19/22.35  																																							|
% 54.19/22.35  																																							| Simplifying 481 yields:
% 54.19/22.35  																																							| (397) e4 = e0
% 54.19/22.35  																																							|
% 54.19/22.35  																																							| Equations (397) can reduce 49 to:
% 54.19/22.35  																																							| (266) $false
% 54.19/22.35  																																							|
% 54.19/22.35  																																							|-The branch is then unsatisfiable
% 54.19/22.35  																																						|-Branch two:
% 54.19/22.35  																																						| (803)  ~ (all_0_55_55 = e0)
% 54.19/22.35  																																						| (863) all_0_56_56 = e0 | all_0_57_57 = e0 | all_0_58_58 = e0
% 54.19/22.35  																																						|
% 54.19/22.35  																																							+-Applying beta-rule and splitting (863), into two cases.
% 54.19/22.35  																																							|-Branch one:
% 54.19/22.35  																																							| (679) all_0_56_56 = e0
% 54.19/22.35  																																							|
% 54.19/22.35  																																								| Equations (679) can reduce 140 to:
% 54.19/22.35  																																								| (363)  ~ (all_0_57_57 = e0)
% 54.19/22.35  																																								|
% 54.19/22.35  																																								| Simplifying 363 yields:
% 54.19/22.35  																																								| (364)  ~ (all_0_57_57 = e0)
% 54.19/22.35  																																								|
% 54.19/22.35  																																								| Equations (679) can reduce 44 to:
% 54.19/22.35  																																								| (490)  ~ (all_0_58_58 = e0)
% 54.19/22.35  																																								|
% 54.19/22.35  																																								| Simplifying 490 yields:
% 54.19/22.35  																																								| (491)  ~ (all_0_58_58 = e0)
% 54.19/22.35  																																								|
% 54.19/22.35  																																								| Equations (679) can reduce 477 to:
% 54.19/22.35  																																								| (401)  ~ (e4 = e0)
% 54.19/22.35  																																								|
% 54.19/22.35  																																								| Simplifying 401 yields:
% 54.19/22.35  																																								| (49)  ~ (e4 = e0)
% 54.19/22.35  																																								|
% 54.19/22.35  																																								+-Applying beta-rule and splitting (445), into two cases.
% 54.19/22.35  																																								|-Branch one:
% 54.19/22.35  																																								| (871) all_0_57_57 = e4
% 54.19/22.35  																																								|
% 54.19/22.35  																																									| Equations (871) can reduce 839 to:
% 54.19/22.35  																																									| (266) $false
% 54.19/22.35  																																									|
% 54.19/22.35  																																									|-The branch is then unsatisfiable
% 54.19/22.35  																																								|-Branch two:
% 54.19/22.35  																																								| (839)  ~ (all_0_57_57 = e4)
% 54.19/22.35  																																								| (874) all_0_57_57 = e1 | all_0_57_57 = e0
% 54.19/22.35  																																								|
% 54.19/22.35  																																									+-Applying beta-rule and splitting (874), into two cases.
% 54.19/22.35  																																									|-Branch one:
% 54.19/22.35  																																									| (875) all_0_57_57 = e0
% 54.19/22.35  																																									|
% 54.19/22.35  																																										| Equations (875) can reduce 364 to:
% 54.19/22.35  																																										| (266) $false
% 54.19/22.35  																																										|
% 54.19/22.35  																																										|-The branch is then unsatisfiable
% 54.19/22.35  																																									|-Branch two:
% 54.19/22.35  																																									| (364)  ~ (all_0_57_57 = e0)
% 54.19/22.35  																																									| (647) all_0_57_57 = e1
% 54.19/22.35  																																									|
% 54.19/22.35  																																										| Equations (647) can reduce 148 to:
% 54.19/22.35  																																										| (879)  ~ (all_0_58_58 = e1)
% 54.19/22.35  																																										|
% 54.19/22.35  																																										| Simplifying 879 yields:
% 54.19/22.35  																																										| (880)  ~ (all_0_58_58 = e1)
% 54.19/22.35  																																										|
% 54.19/22.35  																																										+-Applying beta-rule and splitting (108), into two cases.
% 54.19/22.35  																																										|-Branch one:
% 54.19/22.35  																																										| (624) all_0_58_58 = e2
% 54.19/22.35  																																										|
% 54.19/22.35  																																											| Equations (624) can reduce 276 to:
% 54.19/22.35  																																											| (626)  ~ (e3 = e2)
% 54.19/22.35  																																											|
% 54.19/22.35  																																											| Simplifying 626 yields:
% 54.19/22.35  																																											| (212)  ~ (e3 = e2)
% 54.19/22.35  																																											|
% 54.19/22.35  																																											+-Applying beta-rule and splitting (537), into two cases.
% 54.19/22.35  																																											|-Branch one:
% 54.19/22.35  																																											| (884) all_0_49_49 = e3
% 54.19/22.35  																																											|
% 54.19/22.35  																																												| Equations (884) can reduce 525 to:
% 54.19/22.35  																																												| (266) $false
% 54.19/22.35  																																												|
% 54.19/22.35  																																												|-The branch is then unsatisfiable
% 54.19/22.35  																																											|-Branch two:
% 54.19/22.35  																																											| (525)  ~ (all_0_49_49 = e3)
% 54.19/22.35  																																											| (887) all_0_53_53 = e3 | all_0_58_58 = e3
% 54.19/22.35  																																											|
% 54.19/22.35  																																												+-Applying beta-rule and splitting (887), into two cases.
% 54.19/22.35  																																												|-Branch one:
% 54.19/22.35  																																												| (665) all_0_53_53 = e3
% 54.19/22.35  																																												|
% 54.19/22.35  																																													| Equations (665) can reduce 247 to:
% 54.19/22.35  																																													| (80)  ~ (e3 = e0)
% 54.19/22.35  																																													|
% 54.19/22.35  																																													+-Applying beta-rule and splitting (395), into two cases.
% 54.19/22.35  																																													|-Branch one:
% 54.19/22.35  																																													| (794) all_0_41_41 = e0
% 54.19/22.35  																																													|
% 54.19/22.35  																																														| Combining equations (403,794) yields a new equation:
% 54.19/22.35  																																														| (675) e3 = e0
% 54.19/22.35  																																														|
% 54.19/22.35  																																														| Simplifying 675 yields:
% 54.19/22.35  																																														| (676) e3 = e0
% 54.19/22.35  																																														|
% 54.19/22.35  																																														| Equations (676) can reduce 80 to:
% 54.19/22.35  																																														| (266) $false
% 54.19/22.35  																																														|
% 54.19/22.35  																																														|-The branch is then unsatisfiable
% 54.19/22.35  																																													|-Branch two:
% 54.19/22.35  																																													| (357)  ~ (all_0_41_41 = e0)
% 54.19/22.35  																																													| (895) all_0_46_46 = e0 | all_0_55_55 = e0
% 54.19/22.35  																																													|
% 54.19/22.35  																																														+-Applying beta-rule and splitting (895), into two cases.
% 54.19/22.35  																																														|-Branch one:
% 54.19/22.35  																																														| (538) all_0_46_46 = e0
% 54.19/22.35  																																														|
% 54.19/22.35  																																															| Equations (538) can reduce 831 to:
% 54.19/22.35  																																															| (266) $false
% 54.19/22.35  																																															|
% 54.19/22.35  																																															|-The branch is then unsatisfiable
% 54.19/22.35  																																														|-Branch two:
% 54.19/22.35  																																														| (831)  ~ (all_0_46_46 = e0)
% 54.19/22.35  																																														| (858) all_0_55_55 = e0
% 54.19/22.35  																																														|
% 54.19/22.35  																																															| Combining equations (587,858) yields a new equation:
% 54.19/22.35  																																															| (481) e4 = e0
% 54.19/22.35  																																															|
% 54.19/22.35  																																															| Simplifying 481 yields:
% 54.19/22.35  																																															| (397) e4 = e0
% 54.19/22.35  																																															|
% 54.19/22.35  																																															| Equations (397) can reduce 49 to:
% 54.19/22.35  																																															| (266) $false
% 54.19/22.35  																																															|
% 54.19/22.35  																																															|-The branch is then unsatisfiable
% 54.19/22.35  																																												|-Branch two:
% 54.19/22.35  																																												| (903)  ~ (all_0_53_53 = e3)
% 54.19/22.35  																																												| (795) all_0_58_58 = e3
% 54.19/22.35  																																												|
% 54.19/22.35  																																													| Combining equations (795,624) yields a new equation:
% 54.19/22.35  																																													| (661) e3 = e2
% 54.19/22.35  																																													|
% 54.19/22.35  																																													| Simplifying 661 yields:
% 54.19/22.35  																																													| (662) e3 = e2
% 54.19/22.35  																																													|
% 54.19/22.35  																																													| Equations (662) can reduce 212 to:
% 54.19/22.35  																																													| (266) $false
% 54.19/22.35  																																													|
% 54.19/22.35  																																													|-The branch is then unsatisfiable
% 54.19/22.35  																																										|-Branch two:
% 54.19/22.35  																																										| (908)  ~ (all_0_58_58 = e2)
% 54.19/22.35  																																										| (909) all_0_58_58 = e4 | all_0_58_58 = e3 | all_0_58_58 = e1 | all_0_58_58 = e0
% 54.19/22.35  																																										|
% 54.19/22.35  																																											+-Applying beta-rule and splitting (909), into two cases.
% 54.19/22.35  																																											|-Branch one:
% 54.19/22.35  																																											| (910) all_0_58_58 = e4
% 54.19/22.35  																																											|
% 54.19/22.35  																																												| Equations (910) can reduce 451 to:
% 54.19/22.35  																																												| (266) $false
% 54.19/22.35  																																												|
% 54.19/22.35  																																												|-The branch is then unsatisfiable
% 54.19/22.35  																																											|-Branch two:
% 54.19/22.35  																																											| (451)  ~ (all_0_58_58 = e4)
% 54.19/22.35  																																											| (913) all_0_58_58 = e3 | all_0_58_58 = e1 | all_0_58_58 = e0
% 54.19/22.35  																																											|
% 54.19/22.35  																																												+-Applying beta-rule and splitting (913), into two cases.
% 54.19/22.35  																																												|-Branch one:
% 54.19/22.35  																																												| (914) all_0_58_58 = e0
% 54.19/22.35  																																												|
% 54.19/22.35  																																													| Equations (914) can reduce 491 to:
% 54.19/22.35  																																													| (266) $false
% 54.19/22.35  																																													|
% 54.19/22.35  																																													|-The branch is then unsatisfiable
% 54.19/22.35  																																												|-Branch two:
% 54.19/22.35  																																												| (491)  ~ (all_0_58_58 = e0)
% 54.19/22.35  																																												| (917) all_0_58_58 = e3 | all_0_58_58 = e1
% 54.19/22.35  																																												|
% 54.19/22.35  																																													+-Applying beta-rule and splitting (917), into two cases.
% 54.19/22.35  																																													|-Branch one:
% 54.19/22.35  																																													| (918) all_0_58_58 = e1
% 54.19/22.35  																																													|
% 54.19/22.35  																																														| Equations (918) can reduce 880 to:
% 54.19/22.35  																																														| (266) $false
% 54.19/22.35  																																														|
% 54.19/22.35  																																														|-The branch is then unsatisfiable
% 54.19/22.35  																																													|-Branch two:
% 54.19/22.35  																																													| (880)  ~ (all_0_58_58 = e1)
% 54.19/22.35  																																													| (795) all_0_58_58 = e3
% 54.19/22.35  																																													|
% 54.19/22.35  																																														| Equations (795) can reduce 276 to:
% 54.19/22.35  																																														| (266) $false
% 54.19/22.35  																																														|
% 54.19/22.35  																																														|-The branch is then unsatisfiable
% 54.19/22.35  																																							|-Branch two:
% 54.19/22.35  																																							| (828)  ~ (all_0_56_56 = e0)
% 54.19/22.35  																																							| (924) all_0_57_57 = e0 | all_0_58_58 = e0
% 54.19/22.35  																																							|
% 54.19/22.35  																																								+-Applying beta-rule and splitting (924), into two cases.
% 54.19/22.35  																																								|-Branch one:
% 54.19/22.35  																																								| (875) all_0_57_57 = e0
% 54.19/22.35  																																								|
% 54.19/22.35  																																									| Equations (875) can reduce 364 to:
% 54.19/22.35  																																									| (266) $false
% 54.19/22.36  																																									|
% 54.19/22.36  																																									|-The branch is then unsatisfiable
% 54.19/22.36  																																								|-Branch two:
% 54.19/22.36  																																								| (364)  ~ (all_0_57_57 = e0)
% 54.19/22.36  																																								| (914) all_0_58_58 = e0
% 54.19/22.36  																																								|
% 54.19/22.36  																																									| Equations (914) can reduce 491 to:
% 54.19/22.36  																																									| (266) $false
% 54.19/22.36  																																									|
% 54.19/22.36  																																									|-The branch is then unsatisfiable
% 54.19/22.36  																																					|-Branch two:
% 54.19/22.36  																																					| (763)  ~ (all_0_55_55 = e4)
% 54.19/22.36  																																					| (764) all_0_56_56 = e4 | all_0_57_57 = e4 | all_0_58_58 = e4
% 54.19/22.36  																																					|
% 54.19/22.36  																																						+-Applying beta-rule and splitting (764), into two cases.
% 54.19/22.36  																																						|-Branch one:
% 54.19/22.36  																																						| (842) all_0_56_56 = e4
% 54.19/22.36  																																						|
% 54.19/22.36  																																							| Equations (842) can reduce 477 to:
% 54.19/22.36  																																							| (266) $false
% 54.19/22.36  																																							|
% 54.19/22.36  																																							|-The branch is then unsatisfiable
% 54.19/22.36  																																						|-Branch two:
% 54.19/22.36  																																						| (477)  ~ (all_0_56_56 = e4)
% 54.19/22.36  																																						| (935) all_0_57_57 = e4 | all_0_58_58 = e4
% 54.19/22.36  																																						|
% 54.19/22.36  																																							+-Applying beta-rule and splitting (935), into two cases.
% 54.19/22.36  																																							|-Branch one:
% 54.19/22.36  																																							| (871) all_0_57_57 = e4
% 54.19/22.36  																																							|
% 54.19/22.36  																																								| Equations (871) can reduce 839 to:
% 54.19/22.36  																																								| (266) $false
% 54.19/22.36  																																								|
% 54.19/22.36  																																								|-The branch is then unsatisfiable
% 54.19/22.36  																																							|-Branch two:
% 54.19/22.36  																																							| (839)  ~ (all_0_57_57 = e4)
% 54.19/22.36  																																							| (910) all_0_58_58 = e4
% 54.19/22.36  																																							|
% 54.19/22.36  																																								| Equations (910) can reduce 451 to:
% 54.19/22.36  																																								| (266) $false
% 54.19/22.36  																																								|
% 54.19/22.36  																																								|-The branch is then unsatisfiable
% 54.19/22.36  																																		|-Branch two:
% 54.19/22.36  																																		| (780)  ~ (all_0_52_52 = e4)
% 54.19/22.36  																																		| (781) (all_0_41_41 = e0 & all_0_58_58 = e3 &  ~ (all_0_44_44 = e3)) | (all_0_41_41 = e0 & all_0_58_58 = e3 &  ~ (all_0_55_55 = e0)) | (all_0_47_47 = e1 & all_0_52_52 = e2 &  ~ (all_0_48_48 = e2)) | (all_0_47_47 = e1 & all_0_52_52 = e2 &  ~ (all_0_51_51 = e1)) | (all_0_47_47 = e0 & all_0_58_58 = e2 &  ~ (all_0_49_49 = e2)) | (all_0_47_47 = e0 & all_0_58_58 = e2 &  ~ (all_0_56_56 = e0))
% 54.19/22.36  																																		|
% 54.19/22.36  																																			+-Applying beta-rule and splitting (400), into two cases.
% 54.19/22.36  																																			|-Branch one:
% 54.19/22.36  																																			| (943) all_0_48_48 = e4
% 54.19/22.36  																																			|
% 54.19/22.36  																																				| Combining equations (335,943) yields a new equation:
% 54.19/22.36  																																				| (323) e4 = e2
% 54.19/22.36  																																				|
% 54.19/22.36  																																				| Equations (323) can reduce 48 to:
% 54.19/22.36  																																				| (266) $false
% 54.19/22.36  																																				|
% 54.19/22.36  																																				|-The branch is then unsatisfiable
% 54.19/22.36  																																			|-Branch two:
% 54.19/22.36  																																			| (254)  ~ (all_0_48_48 = e4)
% 54.19/22.36  																																			| (947) all_0_52_52 = e4 | all_0_57_57 = e4
% 54.19/22.36  																																			|
% 54.19/22.36  																																				+-Applying beta-rule and splitting (947), into two cases.
% 54.19/22.36  																																				|-Branch one:
% 54.19/22.36  																																				| (565) all_0_52_52 = e4
% 54.19/22.36  																																				|
% 54.19/22.36  																																					| Equations (565) can reduce 780 to:
% 54.19/22.36  																																					| (266) $false
% 54.19/22.36  																																					|
% 54.19/22.36  																																					|-The branch is then unsatisfiable
% 54.19/22.36  																																				|-Branch two:
% 54.19/22.36  																																				| (780)  ~ (all_0_52_52 = e4)
% 54.19/22.36  																																				| (871) all_0_57_57 = e4
% 54.19/22.36  																																				|
% 54.19/22.36  																																					| Equations (871) can reduce 81 to:
% 54.19/22.36  																																					| (763)  ~ (all_0_55_55 = e4)
% 54.19/22.36  																																					|
% 54.19/22.36  																																					| Equations (871) can reduce 148 to:
% 54.19/22.36  																																					| (450)  ~ (all_0_58_58 = e4)
% 54.19/22.36  																																					|
% 54.19/22.36  																																					| Simplifying 450 yields:
% 54.19/22.36  																																					| (451)  ~ (all_0_58_58 = e4)
% 54.19/22.36  																																					|
% 54.19/22.36  																																					| Equations (871) can reduce 67 to:
% 54.19/22.36  																																					| (188)  ~ (e4 = e3)
% 54.19/22.36  																																					|
% 54.19/22.36  																																					| Equations (871) can reduce 344 to:
% 54.19/22.36  																																					| (48)  ~ (e4 = e2)
% 54.19/22.36  																																					|
% 54.19/22.36  																																					+-Applying beta-rule and splitting (231), into two cases.
% 54.19/22.36  																																					|-Branch one:
% 54.19/22.36  																																					| (775) all_0_50_50 = e4
% 54.19/22.36  																																					|
% 54.19/22.36  																																						| Equations (775) can reduce 101 to:
% 54.19/22.36  																																						| (958)  ~ (all_0_52_52 = e4)
% 54.19/22.36  																																						|
% 54.19/22.36  																																						| Simplifying 958 yields:
% 54.19/22.36  																																						| (780)  ~ (all_0_52_52 = e4)
% 54.19/22.36  																																						|
% 54.19/22.36  																																						| Equations (775) can reduce 121 to:
% 54.19/22.36  																																						| (49)  ~ (e4 = e0)
% 54.19/22.36  																																						|
% 54.19/22.36  																																						+-Applying beta-rule and splitting (537), into two cases.
% 54.19/22.36  																																						|-Branch one:
% 54.19/22.36  																																						| (884) all_0_49_49 = e3
% 54.19/22.36  																																						|
% 54.19/22.36  																																							| Equations (884) can reduce 525 to:
% 54.19/22.36  																																							| (266) $false
% 54.19/22.36  																																							|
% 54.19/22.36  																																							|-The branch is then unsatisfiable
% 54.19/22.36  																																						|-Branch two:
% 54.19/22.36  																																						| (525)  ~ (all_0_49_49 = e3)
% 54.19/22.36  																																						| (887) all_0_53_53 = e3 | all_0_58_58 = e3
% 54.19/22.36  																																						|
% 54.19/22.36  																																							+-Applying beta-rule and splitting (887), into two cases.
% 54.19/22.36  																																							|-Branch one:
% 54.19/22.36  																																							| (665) all_0_53_53 = e3
% 54.19/22.36  																																							|
% 54.19/22.36  																																								| Equations (665) can reduce 65 to:
% 54.19/22.36  																																								| (525)  ~ (all_0_49_49 = e3)
% 54.19/22.36  																																								|
% 54.19/22.36  																																								| Equations (665) can reduce 46 to:
% 54.19/22.36  																																								| (166)  ~ (all_0_52_52 = e3)
% 54.19/22.36  																																								|
% 54.19/22.36  																																								| Equations (665) can reduce 10 to:
% 54.19/22.36  																																								| (275)  ~ (all_0_58_58 = e3)
% 54.19/22.36  																																								|
% 54.19/22.36  																																								| Simplifying 275 yields:
% 54.19/22.36  																																								| (276)  ~ (all_0_58_58 = e3)
% 54.19/22.36  																																								|
% 54.19/22.36  																																								+-Applying beta-rule and splitting (54), into two cases.
% 54.19/22.36  																																								|-Branch one:
% 54.19/22.36  																																								| (583) all_0_49_49 = e2
% 54.19/22.36  																																								|
% 54.19/22.36  																																									| Equations (583) can reduce 340 to:
% 54.19/22.36  																																									| (266) $false
% 54.19/22.36  																																									|
% 54.19/22.36  																																									|-The branch is then unsatisfiable
% 54.19/22.36  																																								|-Branch two:
% 54.19/22.36  																																								| (340)  ~ (all_0_49_49 = e2)
% 54.19/22.36  																																								| (586) all_0_49_49 = e4 | all_0_49_49 = e3 | all_0_49_49 = e1 | all_0_49_49 = e0
% 54.19/22.36  																																								|
% 54.19/22.36  																																									+-Applying beta-rule and splitting (586), into two cases.
% 54.19/22.36  																																									|-Branch one:
% 54.19/22.36  																																									| (974) all_0_49_49 = e4
% 54.19/22.36  																																									|
% 54.19/22.36  																																										| Equations (974) can reduce 256 to:
% 54.19/22.36  																																										| (266) $false
% 54.19/22.36  																																										|
% 54.19/22.36  																																										|-The branch is then unsatisfiable
% 54.19/22.36  																																									|-Branch two:
% 54.19/22.36  																																									| (256)  ~ (all_0_49_49 = e4)
% 54.19/22.36  																																									| (977) all_0_49_49 = e3 | all_0_49_49 = e1 | all_0_49_49 = e0
% 54.19/22.36  																																									|
% 54.19/22.36  																																										+-Applying beta-rule and splitting (977), into two cases.
% 54.19/22.36  																																										|-Branch one:
% 54.19/22.36  																																										| (978) all_0_49_49 = e0
% 54.19/22.36  																																										|
% 54.19/22.36  																																											| Equations (978) can reduce 487 to:
% 54.19/22.36  																																											| (266) $false
% 54.19/22.36  																																											|
% 54.19/22.36  																																											|-The branch is then unsatisfiable
% 54.19/22.36  																																										|-Branch two:
% 54.19/22.36  																																										| (487)  ~ (all_0_49_49 = e0)
% 54.19/22.36  																																										| (981) all_0_49_49 = e3 | all_0_49_49 = e1
% 54.19/22.36  																																										|
% 54.19/22.36  																																											+-Applying beta-rule and splitting (981), into two cases.
% 54.19/22.36  																																											|-Branch one:
% 54.19/22.36  																																											| (671) all_0_49_49 = e1
% 54.19/22.36  																																											|
% 54.19/22.36  																																												| Equations (671) can reduce 208 to:
% 54.19/22.36  																																												| (549)  ~ (all_0_46_46 = e1)
% 54.19/22.36  																																												|
% 54.19/22.36  																																												| Equations (671) can reduce 119 to:
% 54.19/22.36  																																												| (879)  ~ (all_0_58_58 = e1)
% 54.19/22.36  																																												|
% 54.19/22.36  																																												| Simplifying 879 yields:
% 54.19/22.36  																																												| (880)  ~ (all_0_58_58 = e1)
% 54.19/22.36  																																												|
% 54.19/22.36  																																												+-Applying beta-rule and splitting (355), into two cases.
% 54.19/22.36  																																												|-Branch one:
% 54.19/22.36  																																												| (565) all_0_52_52 = e4
% 54.19/22.36  																																												|
% 54.19/22.36  																																													| Equations (565) can reduce 780 to:
% 54.19/22.36  																																													| (266) $false
% 54.19/22.36  																																													|
% 54.19/22.36  																																													|-The branch is then unsatisfiable
% 54.19/22.36  																																												|-Branch two:
% 54.19/22.36  																																												| (780)  ~ (all_0_52_52 = e4)
% 54.19/22.36  																																												| (642) all_0_52_52 = e1
% 54.19/22.36  																																												|
% 54.19/22.36  																																													| Equations (642) can reduce 780 to:
% 54.19/22.36  																																													| (602)  ~ (e4 = e1)
% 54.19/22.36  																																													|
% 54.19/22.36  																																													| Simplifying 602 yields:
% 54.19/22.36  																																													| (110)  ~ (e4 = e1)
% 54.19/22.36  																																													|
% 54.19/22.36  																																													| Equations (642) can reduce 166 to:
% 54.19/22.36  																																													| (467)  ~ (e3 = e1)
% 54.19/22.36  																																													|
% 54.19/22.36  																																													| Simplifying 467 yields:
% 54.19/22.36  																																													| (213)  ~ (e3 = e1)
% 54.19/22.36  																																													|
% 54.19/22.36  																																													| Equations (642) can reduce 72 to:
% 54.19/22.36  																																													| (233)  ~ (e1 = e0)
% 54.19/22.36  																																													|
% 54.19/22.36  																																													+-Applying beta-rule and splitting (108), into two cases.
% 54.19/22.36  																																													|-Branch one:
% 54.19/22.36  																																													| (624) all_0_58_58 = e2
% 54.19/22.36  																																													|
% 54.19/22.36  																																														| Equations (624) can reduce 491 to:
% 54.19/22.36  																																														| (128)  ~ (e2 = e0)
% 54.19/22.36  																																														|
% 54.19/22.36  																																														+-Applying beta-rule and splitting (18), into two cases.
% 54.19/22.36  																																														|-Branch one:
% 54.19/22.36  																																														| (453) all_0_41_41 = e1
% 54.19/22.36  																																														|
% 54.19/22.36  																																															| Combining equations (403,453) yields a new equation:
% 54.19/22.36  																																															| (454) e3 = e1
% 54.19/22.36  																																															|
% 54.19/22.36  																																															| Simplifying 454 yields:
% 54.19/22.36  																																															| (455) e3 = e1
% 54.19/22.36  																																															|
% 54.19/22.36  																																															| Equations (455) can reduce 213 to:
% 54.19/22.36  																																															| (266) $false
% 54.19/22.36  																																															|
% 54.19/22.36  																																															|-The branch is then unsatisfiable
% 54.19/22.36  																																														|-Branch two:
% 54.19/22.36  																																														| (457)  ~ (all_0_41_41 = e1)
% 54.19/22.36  																																														| (595) all_0_46_46 = e1 | all_0_50_50 = e1 | all_0_55_55 = e1
% 54.19/22.36  																																														|
% 54.19/22.36  																																															+-Applying beta-rule and splitting (595), into two cases.
% 54.19/22.36  																																															|-Branch one:
% 54.19/22.36  																																															| (545) all_0_46_46 = e1
% 54.19/22.36  																																															|
% 54.19/22.36  																																																| Equations (545) can reduce 549 to:
% 54.19/22.36  																																																| (266) $false
% 54.19/22.36  																																																|
% 54.19/22.36  																																																|-The branch is then unsatisfiable
% 54.19/22.36  																																															|-Branch two:
% 54.19/22.36  																																															| (549)  ~ (all_0_46_46 = e1)
% 54.19/22.36  																																															| (600) all_0_50_50 = e1 | all_0_55_55 = e1
% 54.19/22.36  																																															|
% 54.19/22.36  																																																+-Applying beta-rule and splitting (600), into two cases.
% 54.19/22.36  																																																|-Branch one:
% 54.19/22.36  																																																| (601) all_0_50_50 = e1
% 54.19/22.36  																																																|
% 54.19/22.36  																																																	| Combining equations (775,601) yields a new equation:
% 54.19/22.36  																																																	| (636) e4 = e1
% 54.19/22.36  																																																	|
% 54.19/22.36  																																																	| Simplifying 636 yields:
% 54.19/22.36  																																																	| (630) e4 = e1
% 54.19/22.36  																																																	|
% 54.19/22.36  																																																	| Equations (630) can reduce 110 to:
% 54.19/22.36  																																																	| (266) $false
% 54.19/22.36  																																																	|
% 54.19/22.36  																																																	|-The branch is then unsatisfiable
% 54.19/22.36  																																																|-Branch two:
% 54.19/22.36  																																																| (759)  ~ (all_0_50_50 = e1)
% 54.19/22.36  																																																| (629) all_0_55_55 = e1
% 54.19/22.36  																																																|
% 54.19/22.36  																																																	| Equations (629) can reduce 153 to:
% 54.19/22.36  																																																	| (465)  ~ (all_0_56_56 = e1)
% 54.19/22.36  																																																	|
% 54.19/22.36  																																																	| Simplifying 465 yields:
% 54.19/22.36  																																																	| (466)  ~ (all_0_56_56 = e1)
% 54.19/22.36  																																																	|
% 54.19/22.36  																																																	+-Applying beta-rule and splitting (125), into two cases.
% 54.19/22.36  																																																	|-Branch one:
% 54.19/22.36  																																																	| (858) all_0_55_55 = e0
% 54.19/22.36  																																																	|
% 54.19/22.36  																																																		| Combining equations (629,858) yields a new equation:
% 54.19/22.36  																																																		| (546) e1 = e0
% 54.19/22.36  																																																		|
% 54.19/22.36  																																																		| Simplifying 546 yields:
% 54.19/22.36  																																																		| (431) e1 = e0
% 54.19/22.36  																																																		|
% 54.19/22.36  																																																		| Equations (431) can reduce 233 to:
% 54.19/22.36  																																																		| (266) $false
% 54.19/22.36  																																																		|
% 54.19/22.36  																																																		|-The branch is then unsatisfiable
% 54.19/22.36  																																																	|-Branch two:
% 54.19/22.36  																																																	| (803)  ~ (all_0_55_55 = e0)
% 54.19/22.36  																																																	| (863) all_0_56_56 = e0 | all_0_57_57 = e0 | all_0_58_58 = e0
% 54.19/22.36  																																																	|
% 54.19/22.36  																																																		+-Applying beta-rule and splitting (863), into two cases.
% 54.19/22.36  																																																		|-Branch one:
% 54.19/22.36  																																																		| (679) all_0_56_56 = e0
% 54.19/22.36  																																																		|
% 54.19/22.36  																																																			| Equations (679) can reduce 272 to:
% 54.19/22.36  																																																			| (541)  ~ (e3 = e0)
% 54.19/22.36  																																																			|
% 54.19/22.36  																																																			| Simplifying 541 yields:
% 54.19/22.36  																																																			| (80)  ~ (e3 = e0)
% 54.19/22.36  																																																			|
% 54.19/22.36  																																																			| Equations (679) can reduce 466 to:
% 54.19/22.36  																																																			| (435)  ~ (e1 = e0)
% 54.19/22.36  																																																			|
% 54.19/22.36  																																																			| Simplifying 435 yields:
% 54.19/22.36  																																																			| (233)  ~ (e1 = e0)
% 54.19/22.36  																																																			|
% 54.19/22.36  																																																			+-Applying beta-rule and splitting (395), into two cases.
% 54.19/22.36  																																																			|-Branch one:
% 54.19/22.36  																																																			| (794) all_0_41_41 = e0
% 54.19/22.36  																																																			|
% 54.19/22.36  																																																				| Combining equations (403,794) yields a new equation:
% 54.19/22.36  																																																				| (675) e3 = e0
% 54.19/22.36  																																																				|
% 54.19/22.36  																																																				| Simplifying 675 yields:
% 54.19/22.36  																																																				| (676) e3 = e0
% 54.19/22.36  																																																				|
% 54.19/22.36  																																																				| Equations (676) can reduce 80 to:
% 54.19/22.36  																																																				| (266) $false
% 54.19/22.36  																																																				|
% 54.19/22.36  																																																				|-The branch is then unsatisfiable
% 54.19/22.36  																																																			|-Branch two:
% 54.19/22.36  																																																			| (357)  ~ (all_0_41_41 = e0)
% 54.19/22.36  																																																			| (895) all_0_46_46 = e0 | all_0_55_55 = e0
% 54.19/22.36  																																																			|
% 54.19/22.36  																																																				+-Applying beta-rule and splitting (895), into two cases.
% 54.19/22.36  																																																				|-Branch one:
% 54.19/22.36  																																																				| (538) all_0_46_46 = e0
% 54.19/22.36  																																																				|
% 54.19/22.36  																																																					| Equations (538) can reduce 831 to:
% 54.19/22.36  																																																					| (266) $false
% 54.19/22.36  																																																					|
% 54.19/22.36  																																																					|-The branch is then unsatisfiable
% 54.19/22.36  																																																				|-Branch two:
% 54.19/22.36  																																																				| (831)  ~ (all_0_46_46 = e0)
% 54.19/22.36  																																																				| (858) all_0_55_55 = e0
% 54.19/22.36  																																																				|
% 54.19/22.36  																																																					| Combining equations (629,858) yields a new equation:
% 54.19/22.36  																																																					| (546) e1 = e0
% 54.19/22.36  																																																					|
% 54.19/22.36  																																																					| Simplifying 546 yields:
% 54.19/22.36  																																																					| (431) e1 = e0
% 54.19/22.36  																																																					|
% 54.19/22.36  																																																					| Equations (431) can reduce 233 to:
% 54.19/22.36  																																																					| (266) $false
% 54.19/22.36  																																																					|
% 54.19/22.36  																																																					|-The branch is then unsatisfiable
% 54.19/22.36  																																																		|-Branch two:
% 54.19/22.36  																																																		| (828)  ~ (all_0_56_56 = e0)
% 54.19/22.36  																																																		| (924) all_0_57_57 = e0 | all_0_58_58 = e0
% 54.19/22.36  																																																		|
% 54.19/22.36  																																																			+-Applying beta-rule and splitting (924), into two cases.
% 54.19/22.36  																																																			|-Branch one:
% 54.19/22.36  																																																			| (875) all_0_57_57 = e0
% 54.19/22.36  																																																			|
% 54.19/22.36  																																																				| Combining equations (871,875) yields a new equation:
% 54.19/22.36  																																																				| (481) e4 = e0
% 54.19/22.36  																																																				|
% 54.19/22.36  																																																				| Simplifying 481 yields:
% 54.19/22.36  																																																				| (397) e4 = e0
% 54.19/22.36  																																																				|
% 54.19/22.37  																																																				| Equations (397) can reduce 49 to:
% 54.19/22.37  																																																				| (266) $false
% 54.19/22.37  																																																				|
% 54.19/22.37  																																																				|-The branch is then unsatisfiable
% 54.19/22.37  																																																			|-Branch two:
% 54.19/22.37  																																																			| (364)  ~ (all_0_57_57 = e0)
% 54.19/22.37  																																																			| (914) all_0_58_58 = e0
% 54.19/22.37  																																																			|
% 54.19/22.37  																																																				| Combining equations (914,624) yields a new equation:
% 54.19/22.37  																																																				| (330) e2 = e0
% 54.19/22.37  																																																				|
% 54.19/22.37  																																																				| Equations (330) can reduce 128 to:
% 54.19/22.37  																																																				| (266) $false
% 54.19/22.37  																																																				|
% 54.19/22.37  																																																				|-The branch is then unsatisfiable
% 54.19/22.37  																																													|-Branch two:
% 54.19/22.37  																																													| (908)  ~ (all_0_58_58 = e2)
% 54.19/22.37  																																													| (909) all_0_58_58 = e4 | all_0_58_58 = e3 | all_0_58_58 = e1 | all_0_58_58 = e0
% 54.19/22.37  																																													|
% 54.19/22.37  																																														+-Applying beta-rule and splitting (909), into two cases.
% 54.19/22.37  																																														|-Branch one:
% 54.19/22.37  																																														| (910) all_0_58_58 = e4
% 54.19/22.37  																																														|
% 54.19/22.37  																																															| Equations (910) can reduce 451 to:
% 54.19/22.37  																																															| (266) $false
% 54.19/22.37  																																															|
% 54.19/22.37  																																															|-The branch is then unsatisfiable
% 54.19/22.37  																																														|-Branch two:
% 54.19/22.37  																																														| (451)  ~ (all_0_58_58 = e4)
% 54.19/22.37  																																														| (913) all_0_58_58 = e3 | all_0_58_58 = e1 | all_0_58_58 = e0
% 54.19/22.37  																																														|
% 54.19/22.37  																																															+-Applying beta-rule and splitting (913), into two cases.
% 54.19/22.37  																																															|-Branch one:
% 54.19/22.37  																																															| (914) all_0_58_58 = e0
% 54.19/22.37  																																															|
% 54.19/22.37  																																																| Equations (914) can reduce 491 to:
% 54.19/22.37  																																																| (266) $false
% 54.19/22.37  																																																|
% 54.19/22.37  																																																|-The branch is then unsatisfiable
% 54.19/22.37  																																															|-Branch two:
% 54.19/22.37  																																															| (491)  ~ (all_0_58_58 = e0)
% 54.19/22.37  																																															| (917) all_0_58_58 = e3 | all_0_58_58 = e1
% 54.19/22.37  																																															|
% 54.19/22.37  																																																+-Applying beta-rule and splitting (917), into two cases.
% 54.19/22.37  																																																|-Branch one:
% 54.19/22.37  																																																| (918) all_0_58_58 = e1
% 54.19/22.37  																																																|
% 54.19/22.37  																																																	| Equations (918) can reduce 880 to:
% 54.19/22.37  																																																	| (266) $false
% 54.19/22.37  																																																	|
% 54.19/22.37  																																																	|-The branch is then unsatisfiable
% 54.19/22.37  																																																|-Branch two:
% 54.19/22.37  																																																| (880)  ~ (all_0_58_58 = e1)
% 54.19/22.37  																																																| (795) all_0_58_58 = e3
% 54.19/22.37  																																																|
% 54.19/22.37  																																																	| Equations (795) can reduce 276 to:
% 54.19/22.37  																																																	| (266) $false
% 54.19/22.37  																																																	|
% 54.19/22.37  																																																	|-The branch is then unsatisfiable
% 54.19/22.37  																																											|-Branch two:
% 54.19/22.37  																																											| (1064)  ~ (all_0_49_49 = e1)
% 54.19/22.37  																																											| (884) all_0_49_49 = e3
% 54.19/22.37  																																											|
% 54.19/22.37  																																												| Equations (884) can reduce 525 to:
% 54.19/22.37  																																												| (266) $false
% 54.19/22.37  																																												|
% 54.19/22.37  																																												|-The branch is then unsatisfiable
% 54.19/22.37  																																							|-Branch two:
% 54.19/22.37  																																							| (903)  ~ (all_0_53_53 = e3)
% 54.19/22.37  																																							| (795) all_0_58_58 = e3
% 54.19/22.37  																																							|
% 54.19/22.37  																																								| Equations (795) can reduce 276 to:
% 54.19/22.37  																																								| (266) $false
% 54.19/22.37  																																								|
% 54.19/22.37  																																								|-The branch is then unsatisfiable
% 54.19/22.37  																																					|-Branch two:
% 54.19/22.37  																																					| (566)  ~ (all_0_50_50 = e4)
% 54.19/22.37  																																					| (1071) all_0_51_51 = e4 | all_0_52_52 = e4 | all_0_53_53 = e4
% 54.19/22.37  																																					|
% 54.19/22.37  																																						+-Applying beta-rule and splitting (62), into two cases.
% 54.19/22.37  																																						|-Branch one:
% 54.19/22.37  																																						| (321) all_0_38_38 = e4
% 54.19/22.37  																																						|
% 54.19/22.37  																																							| Combining equations (292,321) yields a new equation:
% 54.19/22.37  																																							| (323) e4 = e2
% 54.19/22.37  																																							|
% 54.19/22.37  																																							| Equations (323) can reduce 48 to:
% 54.19/22.37  																																							| (266) $false
% 54.19/22.37  																																							|
% 54.19/22.37  																																							|-The branch is then unsatisfiable
% 54.19/22.37  																																						|-Branch two:
% 54.19/22.37  																																						| (325)  ~ (all_0_38_38 = e4)
% 54.19/22.37  																																						| (582) all_0_41_41 = e4 | all_0_46_46 = e4 | all_0_50_50 = e4 | all_0_55_55 = e4
% 54.19/22.37  																																						|
% 54.19/22.37  																																							+-Applying beta-rule and splitting (582), into two cases.
% 54.19/22.37  																																							|-Branch one:
% 54.19/22.37  																																							| (437) all_0_41_41 = e4
% 54.19/22.37  																																							|
% 54.19/22.37  																																								| Combining equations (403,437) yields a new equation:
% 54.19/22.37  																																								| (425) e4 = e3
% 54.19/22.37  																																								|
% 54.19/22.37  																																								| Equations (425) can reduce 188 to:
% 54.19/22.37  																																								| (266) $false
% 54.19/22.37  																																								|
% 54.19/22.37  																																								|-The branch is then unsatisfiable
% 54.19/22.37  																																							|-Branch two:
% 54.19/22.37  																																							| (440)  ~ (all_0_41_41 = e4)
% 54.19/22.37  																																							| (769) all_0_46_46 = e4 | all_0_50_50 = e4 | all_0_55_55 = e4
% 54.19/22.37  																																							|
% 54.19/22.37  																																								+-Applying beta-rule and splitting (769), into two cases.
% 54.19/22.37  																																								|-Branch one:
% 54.19/22.37  																																								| (770) all_0_46_46 = e4
% 54.19/22.37  																																								|
% 54.19/22.37  																																									| Equations (770) can reduce 250 to:
% 54.19/22.37  																																									| (266) $false
% 54.19/22.37  																																									|
% 54.19/22.37  																																									|-The branch is then unsatisfiable
% 54.19/22.37  																																								|-Branch two:
% 54.19/22.37  																																								| (250)  ~ (all_0_46_46 = e4)
% 54.19/22.37  																																								| (774) all_0_50_50 = e4 | all_0_55_55 = e4
% 54.19/22.37  																																								|
% 54.19/22.37  																																									+-Applying beta-rule and splitting (774), into two cases.
% 54.19/22.37  																																									|-Branch one:
% 54.19/22.37  																																									| (775) all_0_50_50 = e4
% 54.19/22.37  																																									|
% 54.19/22.37  																																										| Equations (775) can reduce 566 to:
% 54.19/22.37  																																										| (266) $false
% 54.19/22.37  																																										|
% 54.19/22.37  																																										|-The branch is then unsatisfiable
% 54.19/22.37  																																									|-Branch two:
% 54.19/22.37  																																									| (566)  ~ (all_0_50_50 = e4)
% 54.19/22.37  																																									| (587) all_0_55_55 = e4
% 54.19/22.37  																																									|
% 54.19/22.37  																																										| Equations (587) can reduce 763 to:
% 54.19/22.37  																																										| (266) $false
% 54.19/22.37  																																										|
% 54.19/22.37  																																										|-The branch is then unsatisfiable
% 54.19/22.37  																														|-Branch two:
% 54.19/22.37  																														| (1091)  ~ (all_0_47_47 = e3)
% 54.19/22.37  																														| (1092) all_0_51_51 = e3 | all_0_56_56 = e3
% 54.19/22.37  																														|
% 54.19/22.37  																															+-Applying beta-rule and splitting (1092), into two cases.
% 54.19/22.37  																															|-Branch one:
% 54.19/22.37  																															| (660) all_0_51_51 = e3
% 54.19/22.37  																															|
% 54.19/22.37  																																| Combining equations (504,660) yields a new equation:
% 54.19/22.37  																																| (662) e3 = e2
% 54.19/22.37  																																|
% 54.19/22.37  																																| Equations (662) can reduce 212 to:
% 54.19/22.37  																																| (266) $false
% 54.19/22.37  																																|
% 54.19/22.37  																																|-The branch is then unsatisfiable
% 54.19/22.37  																															|-Branch two:
% 54.19/22.37  																															| (664)  ~ (all_0_51_51 = e3)
% 54.19/22.37  																															| (1097) all_0_56_56 = e3
% 54.19/22.37  																															|
% 54.19/22.37  																																| Equations (1097) can reduce 272 to:
% 54.19/22.37  																																| (266) $false
% 54.19/22.37  																																|
% 54.19/22.37  																																|-The branch is then unsatisfiable
% 54.19/22.37  																												|-Branch two:
% 54.19/22.37  																												| (1099)  ~ (all_0_51_51 = e2)
% 54.19/22.37  																												| (1100) all_0_51_51 = e4 | all_0_51_51 = e3 | all_0_51_51 = e1
% 54.19/22.37  																												|
% 54.19/22.37  																													+-Applying beta-rule and splitting (1100), into two cases.
% 54.19/22.37  																													|-Branch one:
% 54.19/22.37  																													| (1101) all_0_51_51 = e4
% 54.19/22.37  																													|
% 54.19/22.37  																														| Equations (1101) can reduce 475 to:
% 54.19/22.37  																														| (266) $false
% 54.19/22.37  																														|
% 54.19/22.37  																														|-The branch is then unsatisfiable
% 54.19/22.37  																													|-Branch two:
% 54.19/22.37  																													| (475)  ~ (all_0_51_51 = e4)
% 54.19/22.37  																													| (1104) all_0_51_51 = e3 | all_0_51_51 = e1
% 54.19/22.37  																													|
% 54.19/22.37  																														+-Applying beta-rule and splitting (385), into two cases.
% 54.19/22.37  																														|-Branch one:
% 54.19/22.37  																														| (1105) all_0_47_47 = e2
% 54.19/22.37  																														|
% 54.19/22.37  																															| Equations (1105) can reduce 338 to:
% 54.19/22.37  																															| (266) $false
% 54.19/22.37  																															|
% 54.19/22.37  																															|-The branch is then unsatisfiable
% 54.19/22.37  																														|-Branch two:
% 54.19/22.37  																														| (338)  ~ (all_0_47_47 = e2)
% 54.19/22.37  																														| (1108) all_0_51_51 = e2 | all_0_56_56 = e2
% 54.19/22.37  																														|
% 54.19/22.37  																															+-Applying beta-rule and splitting (1104), into two cases.
% 54.19/22.37  																															|-Branch one:
% 54.19/22.37  																															| (1109) all_0_51_51 = e1
% 54.19/22.37  																															|
% 54.19/22.37  																																| Equations (1109) can reduce 464 to:
% 54.19/22.37  																																| (266) $false
% 54.19/22.37  																																|
% 54.19/22.37  																																|-The branch is then unsatisfiable
% 54.19/22.37  																															|-Branch two:
% 54.19/22.37  																															| (464)  ~ (all_0_51_51 = e1)
% 54.19/22.37  																															| (660) all_0_51_51 = e3
% 54.19/22.37  																															|
% 54.19/22.37  																																| Equations (660) can reduce 59 to:
% 54.19/22.37  																																| (411)  ~ (all_0_50_50 = e3)
% 54.19/22.37  																																|
% 54.19/22.37  																																| Equations (660) can reduce 6 to:
% 54.19/22.37  																																| (1114)  ~ (all_0_53_53 = e3)
% 54.19/22.37  																																|
% 54.19/22.37  																																| Simplifying 1114 yields:
% 54.19/22.37  																																| (903)  ~ (all_0_53_53 = e3)
% 54.19/22.37  																																|
% 54.19/22.37  																																| Equations (660) can reduce 475 to:
% 54.19/22.37  																																| (277)  ~ (e4 = e3)
% 54.19/22.37  																																|
% 54.19/22.37  																																| Simplifying 277 yields:
% 54.19/22.37  																																| (188)  ~ (e4 = e3)
% 54.19/22.37  																																|
% 54.19/22.37  																																+-Applying beta-rule and splitting (189), into two cases.
% 54.19/22.37  																																|-Branch one:
% 54.19/22.37  																																| (532) all_0_44_44 = e3
% 54.19/22.37  																																|
% 54.19/22.37  																																	| Combining equations (446,532) yields a new equation:
% 54.19/22.37  																																	| (424) e4 = e3
% 54.19/22.37  																																	|
% 54.19/22.37  																																	| Simplifying 424 yields:
% 54.19/22.37  																																	| (425) e4 = e3
% 54.19/22.37  																																	|
% 54.19/22.37  																																	| Equations (425) can reduce 188 to:
% 54.19/22.37  																																	| (266) $false
% 54.19/22.37  																																	|
% 54.19/22.37  																																	|-The branch is then unsatisfiable
% 54.19/22.37  																																|-Branch two:
% 54.19/22.37  																																| (407)  ~ (all_0_44_44 = e3)
% 54.19/22.37  																																| (537) all_0_49_49 = e3 | all_0_53_53 = e3 | all_0_58_58 = e3
% 54.19/22.37  																																|
% 54.19/22.37  																																	+-Applying beta-rule and splitting (537), into two cases.
% 54.19/22.37  																																	|-Branch one:
% 54.19/22.37  																																	| (884) all_0_49_49 = e3
% 54.19/22.37  																																	|
% 54.19/22.37  																																		| Equations (884) can reduce 208 to:
% 54.19/22.37  																																		| (409)  ~ (all_0_46_46 = e3)
% 54.19/22.37  																																		|
% 54.19/22.37  																																		| Equations (884) can reduce 86 to:
% 54.19/22.37  																																		| (1091)  ~ (all_0_47_47 = e3)
% 54.19/22.37  																																		|
% 54.19/22.37  																																		| Equations (884) can reduce 65 to:
% 54.58/22.37  																																		| (1114)  ~ (all_0_53_53 = e3)
% 54.58/22.37  																																		|
% 54.58/22.37  																																		| Simplifying 1114 yields:
% 54.58/22.37  																																		| (903)  ~ (all_0_53_53 = e3)
% 54.58/22.37  																																		|
% 54.58/22.37  																																		| Equations (884) can reduce 119 to:
% 54.58/22.37  																																		| (275)  ~ (all_0_58_58 = e3)
% 54.58/22.37  																																		|
% 54.58/22.37  																																		| Simplifying 275 yields:
% 54.58/22.37  																																		| (276)  ~ (all_0_58_58 = e3)
% 54.58/22.37  																																		|
% 54.58/22.37  																																		| Equations (884) can reduce 256 to:
% 54.58/22.37  																																		| (277)  ~ (e4 = e3)
% 54.58/22.37  																																		|
% 54.58/22.37  																																		| Simplifying 277 yields:
% 54.58/22.37  																																		| (188)  ~ (e4 = e3)
% 54.58/22.37  																																		|
% 54.58/22.37  																																		| Equations (884) can reduce 340 to:
% 54.58/22.37  																																		| (212)  ~ (e3 = e2)
% 54.58/22.37  																																		|
% 54.58/22.37  																																		| Equations (884) can reduce 487 to:
% 54.58/22.37  																																		| (80)  ~ (e3 = e0)
% 54.58/22.37  																																		|
% 54.58/22.37  																																		+-Applying beta-rule and splitting (135), into two cases.
% 54.58/22.37  																																		|-Branch one:
% 54.58/22.37  																																		| (545) all_0_46_46 = e1
% 54.58/22.37  																																		|
% 54.58/22.37  																																			| Equations (545) can reduce 35 to:
% 54.58/22.37  																																			| (1136)  ~ (all_0_50_50 = e1)
% 54.58/22.37  																																			|
% 54.58/22.37  																																			| Simplifying 1136 yields:
% 54.58/22.37  																																			| (759)  ~ (all_0_50_50 = e1)
% 54.58/22.37  																																			|
% 54.58/22.37  																																			| Equations (545) can reduce 250 to:
% 54.58/22.37  																																			| (602)  ~ (e4 = e1)
% 54.58/22.37  																																			|
% 54.58/22.37  																																			| Simplifying 602 yields:
% 54.58/22.37  																																			| (110)  ~ (e4 = e1)
% 54.58/22.37  																																			|
% 54.58/22.37  																																			| Equations (545) can reduce 409 to:
% 54.58/22.37  																																			| (467)  ~ (e3 = e1)
% 54.58/22.37  																																			|
% 54.58/22.37  																																			| Simplifying 467 yields:
% 54.58/22.37  																																			| (213)  ~ (e3 = e1)
% 54.58/22.37  																																			|
% 54.58/22.37  																																			+-Applying beta-rule and splitting (184), into two cases.
% 54.58/22.37  																																			|-Branch one:
% 54.58/22.37  																																			| (538) all_0_46_46 = e0
% 54.58/22.37  																																			|
% 54.58/22.37  																																				| Combining equations (538,545) yields a new equation:
% 54.58/22.37  																																				| (431) e1 = e0
% 54.58/22.37  																																				|
% 54.58/22.37  																																				| Equations (431) can reduce 233 to:
% 54.58/22.37  																																				| (266) $false
% 54.58/22.37  																																				|
% 54.58/22.37  																																				|-The branch is then unsatisfiable
% 54.58/22.37  																																			|-Branch two:
% 54.58/22.37  																																			| (831)  ~ (all_0_46_46 = e0)
% 54.58/22.37  																																			| (832) all_0_47_47 = e0 | all_0_48_48 = e0 | all_0_49_49 = e0
% 54.58/22.37  																																			|
% 54.58/22.37  																																				| Equations (545) can reduce 831 to:
% 54.58/22.37  																																				| (233)  ~ (e1 = e0)
% 54.58/22.37  																																				|
% 54.58/22.37  																																				+-Applying beta-rule and splitting (381), into two cases.
% 54.58/22.37  																																				|-Branch one:
% 54.58/22.37  																																				| (504) all_0_51_51 = e2
% 54.58/22.37  																																				|
% 54.58/22.37  																																					| Combining equations (504,660) yields a new equation:
% 54.58/22.37  																																					| (662) e3 = e2
% 54.58/22.37  																																					|
% 54.58/22.37  																																					| Equations (662) can reduce 212 to:
% 54.58/22.37  																																					| (266) $false
% 54.58/22.37  																																					|
% 54.58/22.37  																																					|-The branch is then unsatisfiable
% 54.58/22.37  																																				|-Branch two:
% 54.58/22.37  																																				| (1099)  ~ (all_0_51_51 = e2)
% 54.58/22.37  																																				| (1152) all_0_52_52 = e2 | all_0_53_53 = e2
% 54.58/22.37  																																				|
% 54.58/22.37  																																					+-Applying beta-rule and splitting (1152), into two cases.
% 54.58/22.37  																																					|-Branch one:
% 54.58/22.37  																																					| (352) all_0_52_52 = e2
% 54.58/22.37  																																					|
% 54.58/22.37  																																						| Equations (352) can reduce 342 to:
% 54.58/22.37  																																						| (266) $false
% 54.58/22.37  																																						|
% 54.58/22.37  																																						|-The branch is then unsatisfiable
% 54.58/22.37  																																					|-Branch two:
% 54.58/22.37  																																					| (342)  ~ (all_0_52_52 = e2)
% 54.58/22.37  																																					| (607) all_0_53_53 = e2
% 54.58/22.37  																																					|
% 54.58/22.37  																																						| Equations (607) can reduce 903 to:
% 54.58/22.37  																																						| (626)  ~ (e3 = e2)
% 54.58/22.37  																																						|
% 54.58/22.37  																																						| Simplifying 626 yields:
% 54.58/22.37  																																						| (212)  ~ (e3 = e2)
% 54.58/22.37  																																						|
% 54.58/22.37  																																						+-Applying beta-rule and splitting (395), into two cases.
% 54.58/22.37  																																						|-Branch one:
% 54.58/22.37  																																						| (794) all_0_41_41 = e0
% 54.58/22.37  																																						|
% 54.58/22.37  																																							| Combining equations (403,794) yields a new equation:
% 54.58/22.37  																																							| (675) e3 = e0
% 54.58/22.37  																																							|
% 54.58/22.37  																																							| Simplifying 675 yields:
% 54.58/22.37  																																							| (676) e3 = e0
% 54.58/22.37  																																							|
% 54.58/22.37  																																							| Equations (676) can reduce 80 to:
% 54.58/22.37  																																							| (266) $false
% 54.58/22.37  																																							|
% 54.58/22.37  																																							|-The branch is then unsatisfiable
% 54.58/22.37  																																						|-Branch two:
% 54.58/22.37  																																						| (357)  ~ (all_0_41_41 = e0)
% 54.58/22.37  																																						| (895) all_0_46_46 = e0 | all_0_55_55 = e0
% 54.58/22.37  																																						|
% 54.58/22.37  																																							+-Applying beta-rule and splitting (160), into two cases.
% 54.58/22.37  																																							|-Branch one:
% 54.58/22.37  																																							| (601) all_0_50_50 = e1
% 54.58/22.37  																																							|
% 54.58/22.37  																																								| Equations (601) can reduce 759 to:
% 54.58/22.37  																																								| (266) $false
% 54.58/22.37  																																								|
% 54.58/22.37  																																								|-The branch is then unsatisfiable
% 54.58/22.37  																																							|-Branch two:
% 54.58/22.37  																																							| (759)  ~ (all_0_50_50 = e1)
% 54.58/22.37  																																							| (1168) all_0_51_51 = e1 | all_0_52_52 = e1 | all_0_53_53 = e1
% 54.58/22.37  																																							|
% 54.58/22.37  																																								+-Applying beta-rule and splitting (112), into two cases.
% 54.58/22.37  																																								|-Branch one:
% 54.58/22.37  																																								| (635) all_0_44_44 = e1
% 54.58/22.37  																																								|
% 54.58/22.37  																																									| Combining equations (446,635) yields a new equation:
% 54.58/22.37  																																									| (636) e4 = e1
% 54.58/22.37  																																									|
% 54.58/22.37  																																									| Simplifying 636 yields:
% 54.58/22.37  																																									| (630) e4 = e1
% 54.58/22.37  																																									|
% 54.58/22.37  																																									| Equations (630) can reduce 110 to:
% 54.58/22.37  																																									| (266) $false
% 54.58/22.37  																																									|
% 54.58/22.37  																																									|-The branch is then unsatisfiable
% 54.58/22.37  																																								|-Branch two:
% 54.58/22.37  																																								| (639)  ~ (all_0_44_44 = e1)
% 54.58/22.37  																																								| (640) all_0_49_49 = e1 | all_0_53_53 = e1 | all_0_58_58 = e1
% 54.58/22.37  																																								|
% 54.58/22.37  																																									| Equations (446) can reduce 639 to:
% 54.58/22.37  																																									| (110)  ~ (e4 = e1)
% 54.58/22.37  																																									|
% 54.58/22.37  																																									+-Applying beta-rule and splitting (895), into two cases.
% 54.58/22.37  																																									|-Branch one:
% 54.58/22.37  																																									| (538) all_0_46_46 = e0
% 54.58/22.37  																																									|
% 54.58/22.37  																																										| Combining equations (538,545) yields a new equation:
% 54.58/22.37  																																										| (431) e1 = e0
% 54.58/22.37  																																										|
% 54.58/22.37  																																										| Equations (431) can reduce 233 to:
% 54.58/22.37  																																										| (266) $false
% 54.58/22.37  																																										|
% 54.58/22.37  																																										|-The branch is then unsatisfiable
% 54.58/22.37  																																									|-Branch two:
% 54.58/22.37  																																									| (831)  ~ (all_0_46_46 = e0)
% 54.58/22.38  																																									| (858) all_0_55_55 = e0
% 54.58/22.38  																																									|
% 54.58/22.38  																																										| Equations (858) can reduce 153 to:
% 54.58/22.38  																																										| (1181)  ~ (all_0_56_56 = e0)
% 54.58/22.38  																																										|
% 54.58/22.38  																																										| Simplifying 1181 yields:
% 54.58/22.38  																																										| (828)  ~ (all_0_56_56 = e0)
% 54.58/22.38  																																										|
% 54.58/22.38  																																										| Equations (858) can reduce 270 to:
% 54.58/22.38  																																										| (541)  ~ (e3 = e0)
% 54.58/22.38  																																										|
% 54.58/22.38  																																										| Simplifying 541 yields:
% 54.58/22.38  																																										| (80)  ~ (e3 = e0)
% 54.58/22.38  																																										|
% 54.58/22.38  																																										+-Applying beta-rule and splitting (133), into two cases.
% 54.58/22.38  																																										|-Branch one:
% 54.58/22.38  																																										| (833) all_0_56_56 = e2
% 54.58/22.38  																																										|
% 54.58/22.38  																																											| Equations (833) can reduce 44 to:
% 54.58/22.38  																																											| (1186)  ~ (all_0_58_58 = e2)
% 54.58/22.38  																																											|
% 54.58/22.38  																																											| Simplifying 1186 yields:
% 54.58/22.38  																																											| (908)  ~ (all_0_58_58 = e2)
% 54.58/22.38  																																											|
% 54.58/22.38  																																											| Equations (833) can reduce 477 to:
% 54.58/22.38  																																											| (327)  ~ (e4 = e2)
% 54.58/22.38  																																											|
% 54.58/22.38  																																											| Simplifying 327 yields:
% 54.58/22.38  																																											| (48)  ~ (e4 = e2)
% 54.58/22.38  																																											|
% 54.58/22.38  																																											| Equations (833) can reduce 466 to:
% 54.58/22.38  																																											| (122)  ~ (e2 = e1)
% 54.58/22.38  																																											|
% 54.58/22.38  																																											| Equations (833) can reduce 828 to:
% 54.58/22.38  																																											| (128)  ~ (e2 = e0)
% 54.58/22.38  																																											|
% 54.58/22.38  																																											+-Applying beta-rule and splitting (108), into two cases.
% 54.58/22.38  																																											|-Branch one:
% 54.58/22.38  																																											| (624) all_0_58_58 = e2
% 54.58/22.38  																																											|
% 54.58/22.38  																																												| Equations (624) can reduce 908 to:
% 54.58/22.38  																																												| (266) $false
% 54.58/22.38  																																												|
% 54.58/22.38  																																												|-The branch is then unsatisfiable
% 54.58/22.38  																																											|-Branch two:
% 54.58/22.38  																																											| (908)  ~ (all_0_58_58 = e2)
% 54.58/22.38  																																											| (909) all_0_58_58 = e4 | all_0_58_58 = e3 | all_0_58_58 = e1 | all_0_58_58 = e0
% 54.58/22.38  																																											|
% 54.58/22.38  																																												+-Applying beta-rule and splitting (163), into two cases.
% 54.58/22.38  																																												|-Branch one:
% 54.58/22.38  																																												| (565) all_0_52_52 = e4
% 54.58/22.38  																																												|
% 54.58/22.38  																																													+-Applying beta-rule and splitting (1168), into two cases.
% 54.58/22.38  																																													|-Branch one:
% 54.58/22.38  																																													| (1109) all_0_51_51 = e1
% 54.58/22.38  																																													|
% 54.58/22.38  																																														| Combining equations (660,1109) yields a new equation:
% 54.58/22.38  																																														| (454) e3 = e1
% 54.58/22.38  																																														|
% 54.58/22.38  																																														| Simplifying 454 yields:
% 54.58/22.38  																																														| (455) e3 = e1
% 54.58/22.38  																																														|
% 54.58/22.38  																																														| Equations (455) can reduce 213 to:
% 54.58/22.38  																																														| (266) $false
% 54.58/22.38  																																														|
% 54.58/22.38  																																														|-The branch is then unsatisfiable
% 54.58/22.38  																																													|-Branch two:
% 54.58/22.38  																																													| (464)  ~ (all_0_51_51 = e1)
% 54.58/22.38  																																													| (1202) all_0_52_52 = e1 | all_0_53_53 = e1
% 54.58/22.38  																																													|
% 54.58/22.38  																																														+-Applying beta-rule and splitting (1202), into two cases.
% 54.58/22.38  																																														|-Branch one:
% 54.58/22.38  																																														| (642) all_0_52_52 = e1
% 54.58/22.38  																																														|
% 54.58/22.38  																																															| Combining equations (565,642) yields a new equation:
% 54.58/22.38  																																															| (636) e4 = e1
% 54.58/22.38  																																															|
% 54.58/22.38  																																															| Simplifying 636 yields:
% 54.58/22.38  																																															| (630) e4 = e1
% 54.58/22.38  																																															|
% 54.58/22.38  																																															| Equations (630) can reduce 110 to:
% 54.58/22.38  																																															| (266) $false
% 54.58/22.38  																																															|
% 54.58/22.38  																																															|-The branch is then unsatisfiable
% 54.58/22.38  																																														|-Branch two:
% 54.58/22.38  																																														| (646)  ~ (all_0_52_52 = e1)
% 54.58/22.38  																																														| (1208) all_0_53_53 = e1
% 54.58/22.38  																																														|
% 54.58/22.38  																																															| Combining equations (607,1208) yields a new equation:
% 54.58/22.38  																																															| (616) e2 = e1
% 54.58/22.38  																																															|
% 54.58/22.38  																																															| Simplifying 616 yields:
% 54.58/22.38  																																															| (617) e2 = e1
% 54.58/22.38  																																															|
% 54.58/22.38  																																															| Equations (617) can reduce 122 to:
% 54.58/22.38  																																															| (266) $false
% 54.58/22.38  																																															|
% 54.58/22.38  																																															|-The branch is then unsatisfiable
% 54.61/22.38  																																												|-Branch two:
% 54.61/22.38  																																												| (780)  ~ (all_0_52_52 = e4)
% 54.61/22.38  																																												| (781) (all_0_41_41 = e0 & all_0_58_58 = e3 &  ~ (all_0_44_44 = e3)) | (all_0_41_41 = e0 & all_0_58_58 = e3 &  ~ (all_0_55_55 = e0)) | (all_0_47_47 = e1 & all_0_52_52 = e2 &  ~ (all_0_48_48 = e2)) | (all_0_47_47 = e1 & all_0_52_52 = e2 &  ~ (all_0_51_51 = e1)) | (all_0_47_47 = e0 & all_0_58_58 = e2 &  ~ (all_0_49_49 = e2)) | (all_0_47_47 = e0 & all_0_58_58 = e2 &  ~ (all_0_56_56 = e0))
% 54.61/22.38  																																												|
% 54.61/22.38  																																													+-Applying beta-rule and splitting (62), into two cases.
% 54.61/22.38  																																													|-Branch one:
% 54.61/22.38  																																													| (321) all_0_38_38 = e4
% 54.61/22.38  																																													|
% 54.61/22.38  																																														| Combining equations (292,321) yields a new equation:
% 54.61/22.38  																																														| (323) e4 = e2
% 54.61/22.38  																																														|
% 54.61/22.38  																																														| Equations (323) can reduce 48 to:
% 54.61/22.38  																																														| (266) $false
% 54.61/22.38  																																														|
% 54.61/22.38  																																														|-The branch is then unsatisfiable
% 54.61/22.38  																																													|-Branch two:
% 54.61/22.38  																																													| (325)  ~ (all_0_38_38 = e4)
% 54.61/22.38  																																													| (582) all_0_41_41 = e4 | all_0_46_46 = e4 | all_0_50_50 = e4 | all_0_55_55 = e4
% 54.61/22.38  																																													|
% 54.61/22.38  																																														| Equations (292) can reduce 325 to:
% 54.61/22.38  																																														| (327)  ~ (e4 = e2)
% 54.61/22.38  																																														|
% 54.61/22.38  																																														| Simplifying 327 yields:
% 54.61/22.38  																																														| (48)  ~ (e4 = e2)
% 54.61/22.38  																																														|
% 54.61/22.38  																																														+-Applying beta-rule and splitting (231), into two cases.
% 54.61/22.38  																																														|-Branch one:
% 54.61/22.38  																																														| (775) all_0_50_50 = e4
% 54.61/22.38  																																														|
% 54.61/22.38  																																															| Equations (775) can reduce 101 to:
% 54.61/22.38  																																															| (958)  ~ (all_0_52_52 = e4)
% 54.61/22.38  																																															|
% 54.61/22.38  																																															| Simplifying 958 yields:
% 54.61/22.38  																																															| (780)  ~ (all_0_52_52 = e4)
% 54.61/22.38  																																															|
% 54.61/22.38  																																															+-Applying beta-rule and splitting (832), into two cases.
% 54.61/22.38  																																															|-Branch one:
% 54.61/22.38  																																															| (674) all_0_47_47 = e0
% 54.61/22.38  																																															|
% 54.61/22.38  																																																| Equations (674) can reduce 1091 to:
% 54.61/22.38  																																																| (541)  ~ (e3 = e0)
% 54.61/22.38  																																																|
% 54.61/22.38  																																																| Simplifying 541 yields:
% 54.61/22.38  																																																| (80)  ~ (e3 = e0)
% 54.61/22.38  																																																|
% 54.61/22.38  																																																+-Applying beta-rule and splitting (355), into two cases.
% 54.61/22.38  																																																|-Branch one:
% 54.61/22.38  																																																| (565) all_0_52_52 = e4
% 54.61/22.38  																																																|
% 54.61/22.38  																																																	| Equations (565) can reduce 780 to:
% 54.61/22.38  																																																	| (266) $false
% 54.61/22.38  																																																	|
% 54.61/22.38  																																																	|-The branch is then unsatisfiable
% 54.61/22.38  																																																|-Branch two:
% 54.61/22.38  																																																| (780)  ~ (all_0_52_52 = e4)
% 54.61/22.38  																																																| (642) all_0_52_52 = e1
% 54.61/22.38  																																																|
% 54.61/22.38  																																																	| Equations (642) can reduce 72 to:
% 54.61/22.38  																																																	| (233)  ~ (e1 = e0)
% 54.61/22.38  																																																	|
% 54.61/22.38  																																																	+-Applying beta-rule and splitting (216), into two cases.
% 54.61/22.38  																																																	|-Branch one:
% 54.61/22.38  																																																	| (629) all_0_55_55 = e1
% 54.61/22.38  																																																	|
% 54.61/22.38  																																																		| Combining equations (858,629) yields a new equation:
% 54.61/22.38  																																																		| (431) e1 = e0
% 54.61/22.38  																																																		|
% 54.61/22.38  																																																		| Equations (431) can reduce 233 to:
% 54.61/22.38  																																																		| (266) $false
% 54.61/22.38  																																																		|
% 54.61/22.38  																																																		|-The branch is then unsatisfiable
% 54.61/22.38  																																																	|-Branch two:
% 54.61/22.38  																																																	| (632)  ~ (all_0_55_55 = e1)
% 54.61/22.38  																																																	| (633) all_0_56_56 = e1 | all_0_57_57 = e1 | all_0_58_58 = e1
% 54.61/22.38  																																																	|
% 54.61/22.38  																																																		| Equations (858) can reduce 632 to:
% 54.61/22.38  																																																		| (435)  ~ (e1 = e0)
% 54.61/22.38  																																																		|
% 54.61/22.38  																																																		| Simplifying 435 yields:
% 54.61/22.38  																																																		| (233)  ~ (e1 = e0)
% 54.61/22.38  																																																		|
% 54.61/22.38  																																																		+-Applying beta-rule and splitting (781), into two cases.
% 54.61/22.38  																																																		|-Branch one:
% 54.61/22.38  																																																		| (789) (all_0_41_41 = e0 & all_0_58_58 = e3 &  ~ (all_0_44_44 = e3)) | (all_0_41_41 = e0 & all_0_58_58 = e3 &  ~ (all_0_55_55 = e0)) | (all_0_47_47 = e1 & all_0_52_52 = e2 &  ~ (all_0_48_48 = e2)) | (all_0_47_47 = e1 & all_0_52_52 = e2 &  ~ (all_0_51_51 = e1)) | (all_0_47_47 = e0 & all_0_58_58 = e2 &  ~ (all_0_49_49 = e2))
% 54.61/22.38  																																																		|
% 54.61/22.38  																																																			+-Applying beta-rule and splitting (789), into two cases.
% 54.61/22.38  																																																			|-Branch one:
% 54.61/22.38  																																																			| (790) (all_0_41_41 = e0 & all_0_58_58 = e3 &  ~ (all_0_44_44 = e3)) | (all_0_41_41 = e0 & all_0_58_58 = e3 &  ~ (all_0_55_55 = e0)) | (all_0_47_47 = e1 & all_0_52_52 = e2 &  ~ (all_0_48_48 = e2)) | (all_0_47_47 = e1 & all_0_52_52 = e2 &  ~ (all_0_51_51 = e1))
% 54.61/22.38  																																																			|
% 54.61/22.38  																																																				+-Applying beta-rule and splitting (790), into two cases.
% 54.61/22.38  																																																				|-Branch one:
% 54.61/22.38  																																																				| (791) (all_0_41_41 = e0 & all_0_58_58 = e3 &  ~ (all_0_44_44 = e3)) | (all_0_41_41 = e0 & all_0_58_58 = e3 &  ~ (all_0_55_55 = e0)) | (all_0_47_47 = e1 & all_0_52_52 = e2 &  ~ (all_0_48_48 = e2))
% 54.61/22.38  																																																				|
% 54.61/22.38  																																																					+-Applying beta-rule and splitting (791), into two cases.
% 54.61/22.38  																																																					|-Branch one:
% 54.61/22.38  																																																					| (792) (all_0_41_41 = e0 & all_0_58_58 = e3 &  ~ (all_0_44_44 = e3)) | (all_0_41_41 = e0 & all_0_58_58 = e3 &  ~ (all_0_55_55 = e0))
% 54.61/22.38  																																																					|
% 54.61/22.38  																																																						+-Applying beta-rule and splitting (792), into two cases.
% 54.61/22.38  																																																						|-Branch one:
% 54.61/22.38  																																																						| (793) all_0_41_41 = e0 & all_0_58_58 = e3 &  ~ (all_0_44_44 = e3)
% 54.61/22.38  																																																						|
% 54.61/22.38  																																																							| Applying alpha-rule on (793) yields:
% 54.61/22.38  																																																							| (794) all_0_41_41 = e0
% 54.61/22.38  																																																							| (795) all_0_58_58 = e3
% 54.61/22.38  																																																							| (407)  ~ (all_0_44_44 = e3)
% 54.61/22.38  																																																							|
% 54.61/22.38  																																																							| Combining equations (794,403) yields a new equation:
% 54.61/22.38  																																																							| (676) e3 = e0
% 54.61/22.38  																																																							|
% 54.61/22.38  																																																							| Equations (676) can reduce 80 to:
% 54.61/22.38  																																																							| (266) $false
% 54.61/22.38  																																																							|
% 54.61/22.38  																																																							|-The branch is then unsatisfiable
% 54.61/22.38  																																																						|-Branch two:
% 54.61/22.38  																																																						| (800) all_0_41_41 = e0 & all_0_58_58 = e3 &  ~ (all_0_55_55 = e0)
% 54.61/22.38  																																																						|
% 54.61/22.38  																																																							| Applying alpha-rule on (800) yields:
% 54.61/22.38  																																																							| (794) all_0_41_41 = e0
% 54.61/22.38  																																																							| (795) all_0_58_58 = e3
% 54.61/22.38  																																																							| (803)  ~ (all_0_55_55 = e0)
% 54.61/22.38  																																																							|
% 54.61/22.38  																																																							| Combining equations (794,403) yields a new equation:
% 54.61/22.38  																																																							| (676) e3 = e0
% 54.61/22.38  																																																							|
% 54.61/22.38  																																																							| Equations (676) can reduce 80 to:
% 54.61/22.38  																																																							| (266) $false
% 54.61/22.38  																																																							|
% 54.61/22.38  																																																							|-The branch is then unsatisfiable
% 54.61/22.38  																																																					|-Branch two:
% 54.61/22.38  																																																					| (807) all_0_47_47 = e1 & all_0_52_52 = e2 &  ~ (all_0_48_48 = e2)
% 54.61/22.38  																																																					|
% 54.61/22.38  																																																						| Applying alpha-rule on (807) yields:
% 54.61/22.38  																																																						| (654) all_0_47_47 = e1
% 54.61/22.38  																																																						| (352) all_0_52_52 = e2
% 54.61/22.38  																																																						| (810)  ~ (all_0_48_48 = e2)
% 54.61/22.38  																																																						|
% 54.61/22.38  																																																						| Combining equations (674,654) yields a new equation:
% 54.61/22.38  																																																						| (431) e1 = e0
% 54.61/22.38  																																																						|
% 54.61/22.38  																																																						| Equations (431) can reduce 233 to:
% 54.61/22.38  																																																						| (266) $false
% 54.61/22.38  																																																						|
% 54.61/22.38  																																																						|-The branch is then unsatisfiable
% 54.61/22.38  																																																				|-Branch two:
% 54.61/22.38  																																																				| (813) all_0_47_47 = e1 & all_0_52_52 = e2 &  ~ (all_0_51_51 = e1)
% 54.61/22.38  																																																				|
% 54.61/22.38  																																																					| Applying alpha-rule on (813) yields:
% 54.61/22.38  																																																					| (654) all_0_47_47 = e1
% 54.61/22.38  																																																					| (352) all_0_52_52 = e2
% 54.61/22.38  																																																					| (464)  ~ (all_0_51_51 = e1)
% 54.61/22.38  																																																					|
% 54.61/22.38  																																																					| Combining equations (674,654) yields a new equation:
% 54.61/22.38  																																																					| (431) e1 = e0
% 54.61/22.38  																																																					|
% 54.61/22.38  																																																					| Equations (431) can reduce 233 to:
% 54.61/22.38  																																																					| (266) $false
% 54.61/22.38  																																																					|
% 54.61/22.38  																																																					|-The branch is then unsatisfiable
% 54.61/22.38  																																																			|-Branch two:
% 54.61/22.38  																																																			| (819) all_0_47_47 = e0 & all_0_58_58 = e2 &  ~ (all_0_49_49 = e2)
% 54.61/22.38  																																																			|
% 54.61/22.38  																																																				| Applying alpha-rule on (819) yields:
% 54.61/22.38  																																																				| (674) all_0_47_47 = e0
% 54.61/22.38  																																																				| (624) all_0_58_58 = e2
% 54.61/22.38  																																																				| (340)  ~ (all_0_49_49 = e2)
% 54.61/22.38  																																																				|
% 54.61/22.38  																																																				| Equations (624) can reduce 908 to:
% 54.61/22.38  																																																				| (266) $false
% 54.61/22.38  																																																				|
% 54.61/22.38  																																																				|-The branch is then unsatisfiable
% 54.61/22.38  																																																		|-Branch two:
% 54.61/22.38  																																																		| (825) all_0_47_47 = e0 & all_0_58_58 = e2 &  ~ (all_0_56_56 = e0)
% 54.61/22.38  																																																		|
% 54.61/22.38  																																																			| Applying alpha-rule on (825) yields:
% 54.61/22.38  																																																			| (674) all_0_47_47 = e0
% 54.61/22.38  																																																			| (624) all_0_58_58 = e2
% 54.61/22.38  																																																			| (828)  ~ (all_0_56_56 = e0)
% 54.61/22.38  																																																			|
% 54.61/22.38  																																																			| Equations (624) can reduce 908 to:
% 54.61/22.38  																																																			| (266) $false
% 54.61/22.38  																																																			|
% 54.61/22.38  																																																			|-The branch is then unsatisfiable
% 54.61/22.38  																																															|-Branch two:
% 54.61/22.38  																																															| (678)  ~ (all_0_47_47 = e0)
% 54.61/22.38  																																															| (1278) all_0_48_48 = e0 | all_0_49_49 = e0
% 54.61/22.38  																																															|
% 54.61/22.38  																																																+-Applying beta-rule and splitting (1278), into two cases.
% 54.61/22.38  																																																|-Branch one:
% 54.61/22.38  																																																| (1279) all_0_48_48 = e0
% 54.61/22.38  																																																|
% 54.61/22.38  																																																	| Combining equations (335,1279) yields a new equation:
% 54.61/22.38  																																																	| (391) e2 = e0
% 54.61/22.38  																																																	|
% 54.61/22.38  																																																	| Simplifying 391 yields:
% 54.61/22.38  																																																	| (330) e2 = e0
% 54.61/22.38  																																																	|
% 54.61/22.38  																																																	| Equations (330) can reduce 128 to:
% 54.61/22.38  																																																	| (266) $false
% 54.61/22.38  																																																	|
% 54.61/22.38  																																																	|-The branch is then unsatisfiable
% 54.61/22.38  																																																|-Branch two:
% 54.61/22.38  																																																| (1283)  ~ (all_0_48_48 = e0)
% 54.61/22.38  																																																| (978) all_0_49_49 = e0
% 54.61/22.38  																																																|
% 54.61/22.38  																																																	| Combining equations (884,978) yields a new equation:
% 54.61/22.38  																																																	| (675) e3 = e0
% 54.61/22.38  																																																	|
% 54.61/22.38  																																																	| Simplifying 675 yields:
% 54.61/22.38  																																																	| (676) e3 = e0
% 54.61/22.38  																																																	|
% 54.61/22.38  																																																	| Equations (676) can reduce 80 to:
% 54.61/22.38  																																																	| (266) $false
% 54.61/22.38  																																																	|
% 54.61/22.38  																																																	|-The branch is then unsatisfiable
% 54.61/22.38  																																														|-Branch two:
% 54.61/22.38  																																														| (566)  ~ (all_0_50_50 = e4)
% 54.61/22.38  																																														| (1071) all_0_51_51 = e4 | all_0_52_52 = e4 | all_0_53_53 = e4
% 54.61/22.38  																																														|
% 54.61/22.38  																																															+-Applying beta-rule and splitting (1071), into two cases.
% 54.61/22.38  																																															|-Branch one:
% 54.61/22.38  																																															| (1101) all_0_51_51 = e4
% 54.61/22.38  																																															|
% 54.61/22.38  																																																| Combining equations (660,1101) yields a new equation:
% 54.61/22.38  																																																| (425) e4 = e3
% 54.61/22.38  																																																|
% 54.61/22.38  																																																| Equations (425) can reduce 188 to:
% 54.61/22.38  																																																| (266) $false
% 54.61/22.38  																																																|
% 54.61/22.38  																																																|-The branch is then unsatisfiable
% 54.61/22.38  																																															|-Branch two:
% 54.61/22.38  																																															| (475)  ~ (all_0_51_51 = e4)
% 54.61/22.38  																																															| (1294) all_0_52_52 = e4 | all_0_53_53 = e4
% 54.61/22.38  																																															|
% 54.61/22.38  																																																+-Applying beta-rule and splitting (1294), into two cases.
% 54.61/22.38  																																																|-Branch one:
% 54.61/22.38  																																																| (565) all_0_52_52 = e4
% 54.61/22.38  																																																|
% 54.61/22.38  																																																	| Equations (565) can reduce 780 to:
% 54.61/22.38  																																																	| (266) $false
% 54.61/22.38  																																																	|
% 54.61/22.38  																																																	|-The branch is then unsatisfiable
% 54.61/22.38  																																																|-Branch two:
% 54.61/22.38  																																																| (780)  ~ (all_0_52_52 = e4)
% 54.61/22.38  																																																| (1298) all_0_53_53 = e4
% 54.61/22.38  																																																|
% 54.61/22.38  																																																	| Combining equations (607,1298) yields a new equation:
% 54.61/22.38  																																																	| (323) e4 = e2
% 54.61/22.38  																																																	|
% 54.61/22.38  																																																	| Equations (323) can reduce 48 to:
% 54.61/22.38  																																																	| (266) $false
% 54.61/22.38  																																																	|
% 54.61/22.38  																																																	|-The branch is then unsatisfiable
% 54.61/22.38  																																										|-Branch two:
% 54.61/22.38  																																										| (511)  ~ (all_0_56_56 = e2)
% 54.61/22.38  																																										| (836) all_0_56_56 = e4 | all_0_56_56 = e3 | all_0_56_56 = e1 | all_0_56_56 = e0
% 54.61/22.38  																																										|
% 54.61/22.38  																																											+-Applying beta-rule and splitting (1108), into two cases.
% 54.61/22.38  																																											|-Branch one:
% 54.61/22.38  																																											| (504) all_0_51_51 = e2
% 54.61/22.38  																																											|
% 54.61/22.38  																																												| Combining equations (660,504) yields a new equation:
% 54.61/22.38  																																												| (661) e3 = e2
% 54.61/22.38  																																												|
% 54.61/22.38  																																												| Simplifying 661 yields:
% 54.61/22.38  																																												| (662) e3 = e2
% 54.61/22.38  																																												|
% 54.61/22.38  																																												| Equations (662) can reduce 212 to:
% 54.61/22.38  																																												| (266) $false
% 54.61/22.38  																																												|
% 54.61/22.38  																																												|-The branch is then unsatisfiable
% 54.61/22.38  																																											|-Branch two:
% 54.61/22.38  																																											| (1099)  ~ (all_0_51_51 = e2)
% 54.61/22.38  																																											| (833) all_0_56_56 = e2
% 54.61/22.38  																																											|
% 54.61/22.38  																																												| Equations (833) can reduce 511 to:
% 54.61/22.38  																																												| (266) $false
% 54.61/22.39  																																												|
% 54.61/22.39  																																												|-The branch is then unsatisfiable
% 54.61/22.39  																																		|-Branch two:
% 54.61/22.39  																																		| (549)  ~ (all_0_46_46 = e1)
% 54.61/22.39  																																		| (550) all_0_47_47 = e1 | all_0_48_48 = e1 | all_0_49_49 = e1
% 54.61/22.39  																																		|
% 54.61/22.39  																																			+-Applying beta-rule and splitting (1108), into two cases.
% 54.61/22.39  																																			|-Branch one:
% 54.61/22.39  																																			| (504) all_0_51_51 = e2
% 54.61/22.39  																																			|
% 54.61/22.39  																																				| Combining equations (660,504) yields a new equation:
% 54.61/22.39  																																				| (661) e3 = e2
% 54.61/22.39  																																				|
% 54.61/22.39  																																				| Simplifying 661 yields:
% 54.61/22.39  																																				| (662) e3 = e2
% 54.61/22.39  																																				|
% 54.61/22.39  																																				| Equations (662) can reduce 212 to:
% 54.61/22.39  																																				| (266) $false
% 54.61/22.39  																																				|
% 54.61/22.39  																																				|-The branch is then unsatisfiable
% 54.61/22.39  																																			|-Branch two:
% 54.61/22.39  																																			| (1099)  ~ (all_0_51_51 = e2)
% 54.61/22.39  																																			| (833) all_0_56_56 = e2
% 54.61/22.39  																																			|
% 54.61/22.39  																																				| Equations (833) can reduce 44 to:
% 54.61/22.39  																																				| (1186)  ~ (all_0_58_58 = e2)
% 54.61/22.39  																																				|
% 54.61/22.39  																																				| Simplifying 1186 yields:
% 54.61/22.39  																																				| (908)  ~ (all_0_58_58 = e2)
% 54.61/22.39  																																				|
% 54.61/22.39  																																				+-Applying beta-rule and splitting (108), into two cases.
% 54.61/22.39  																																				|-Branch one:
% 54.61/22.39  																																				| (624) all_0_58_58 = e2
% 54.61/22.39  																																				|
% 54.61/22.39  																																					| Equations (624) can reduce 908 to:
% 54.61/22.39  																																					| (266) $false
% 54.61/22.39  																																					|
% 54.61/22.39  																																					|-The branch is then unsatisfiable
% 54.61/22.39  																																				|-Branch two:
% 54.61/22.39  																																				| (908)  ~ (all_0_58_58 = e2)
% 54.61/22.39  																																				| (909) all_0_58_58 = e4 | all_0_58_58 = e3 | all_0_58_58 = e1 | all_0_58_58 = e0
% 54.61/22.39  																																				|
% 54.61/22.39  																																					+-Applying beta-rule and splitting (909), into two cases.
% 54.61/22.39  																																					|-Branch one:
% 54.61/22.39  																																					| (910) all_0_58_58 = e4
% 54.61/22.39  																																					|
% 54.61/22.39  																																						| Equations (910) can reduce 451 to:
% 54.61/22.39  																																						| (266) $false
% 54.61/22.39  																																						|
% 54.61/22.39  																																						|-The branch is then unsatisfiable
% 54.61/22.39  																																					|-Branch two:
% 54.61/22.39  																																					| (451)  ~ (all_0_58_58 = e4)
% 54.61/22.39  																																					| (913) all_0_58_58 = e3 | all_0_58_58 = e1 | all_0_58_58 = e0
% 54.61/22.39  																																					|
% 54.61/22.39  																																						+-Applying beta-rule and splitting (913), into two cases.
% 54.61/22.39  																																						|-Branch one:
% 54.61/22.39  																																						| (914) all_0_58_58 = e0
% 54.61/22.39  																																						|
% 54.61/22.39  																																							| Equations (914) can reduce 491 to:
% 54.61/22.39  																																							| (266) $false
% 54.61/22.39  																																							|
% 54.61/22.39  																																							|-The branch is then unsatisfiable
% 54.61/22.39  																																						|-Branch two:
% 54.61/22.39  																																						| (491)  ~ (all_0_58_58 = e0)
% 54.61/22.39  																																						| (917) all_0_58_58 = e3 | all_0_58_58 = e1
% 54.61/22.39  																																						|
% 54.61/22.39  																																							+-Applying beta-rule and splitting (917), into two cases.
% 54.61/22.39  																																							|-Branch one:
% 54.61/22.39  																																							| (918) all_0_58_58 = e1
% 54.61/22.39  																																							|
% 54.61/22.39  																																								| Equations (918) can reduce 3 to:
% 54.61/22.39  																																								| (632)  ~ (all_0_55_55 = e1)
% 54.61/22.39  																																								|
% 54.61/22.39  																																								| Equations (918) can reduce 276 to:
% 54.61/22.39  																																								| (467)  ~ (e3 = e1)
% 54.61/22.39  																																								|
% 54.61/22.39  																																								| Simplifying 467 yields:
% 54.61/22.39  																																								| (213)  ~ (e3 = e1)
% 54.61/22.39  																																								|
% 54.61/22.39  																																								+-Applying beta-rule and splitting (18), into two cases.
% 54.61/22.39  																																								|-Branch one:
% 54.61/22.39  																																								| (453) all_0_41_41 = e1
% 54.61/22.39  																																								|
% 54.61/22.39  																																									| Combining equations (403,453) yields a new equation:
% 54.61/22.39  																																									| (454) e3 = e1
% 54.61/22.39  																																									|
% 54.61/22.39  																																									| Simplifying 454 yields:
% 54.61/22.39  																																									| (455) e3 = e1
% 54.61/22.39  																																									|
% 54.61/22.39  																																									| Equations (455) can reduce 213 to:
% 54.61/22.39  																																									| (266) $false
% 54.61/22.39  																																									|
% 54.61/22.39  																																									|-The branch is then unsatisfiable
% 54.61/22.39  																																								|-Branch two:
% 54.61/22.39  																																								| (457)  ~ (all_0_41_41 = e1)
% 54.61/22.39  																																								| (595) all_0_46_46 = e1 | all_0_50_50 = e1 | all_0_55_55 = e1
% 54.61/22.39  																																								|
% 54.61/22.39  																																									+-Applying beta-rule and splitting (595), into two cases.
% 54.61/22.39  																																									|-Branch one:
% 54.61/22.39  																																									| (545) all_0_46_46 = e1
% 54.61/22.39  																																									|
% 54.61/22.39  																																										| Equations (545) can reduce 549 to:
% 54.61/22.39  																																										| (266) $false
% 54.61/22.39  																																										|
% 54.61/22.39  																																										|-The branch is then unsatisfiable
% 54.61/22.39  																																									|-Branch two:
% 54.61/22.39  																																									| (549)  ~ (all_0_46_46 = e1)
% 54.61/22.39  																																									| (600) all_0_50_50 = e1 | all_0_55_55 = e1
% 54.61/22.39  																																									|
% 54.61/22.39  																																										+-Applying beta-rule and splitting (600), into two cases.
% 54.61/22.39  																																										|-Branch one:
% 54.61/22.39  																																										| (601) all_0_50_50 = e1
% 54.61/22.39  																																										|
% 54.61/22.39  																																											| Equations (601) can reduce 411 to:
% 54.61/22.39  																																											| (467)  ~ (e3 = e1)
% 54.61/22.39  																																											|
% 54.61/22.39  																																											| Simplifying 467 yields:
% 54.61/22.39  																																											| (213)  ~ (e3 = e1)
% 54.61/22.39  																																											|
% 54.61/22.39  																																											| Equations (601) can reduce 302 to:
% 54.61/22.39  																																											| (604)  ~ (e2 = e1)
% 54.61/22.39  																																											|
% 54.61/22.39  																																											| Simplifying 604 yields:
% 54.61/22.39  																																											| (122)  ~ (e2 = e1)
% 54.61/22.39  																																											|
% 54.61/22.39  																																											+-Applying beta-rule and splitting (550), into two cases.
% 54.61/22.39  																																											|-Branch one:
% 54.61/22.39  																																											| (654) all_0_47_47 = e1
% 54.61/22.39  																																											|
% 54.61/22.39  																																												| Equations (654) can reduce 462 to:
% 54.61/22.39  																																												| (266) $false
% 54.61/22.39  																																												|
% 54.61/22.39  																																												|-The branch is then unsatisfiable
% 54.61/22.39  																																											|-Branch two:
% 54.61/22.39  																																											| (462)  ~ (all_0_47_47 = e1)
% 54.61/22.39  																																											| (659) all_0_48_48 = e1 | all_0_49_49 = e1
% 54.61/22.39  																																											|
% 54.61/22.39  																																												+-Applying beta-rule and splitting (659), into two cases.
% 54.61/22.39  																																												|-Branch one:
% 54.61/22.39  																																												| (615) all_0_48_48 = e1
% 54.61/22.39  																																												|
% 54.61/22.39  																																													| Combining equations (335,615) yields a new equation:
% 54.61/22.39  																																													| (616) e2 = e1
% 54.61/22.39  																																													|
% 54.61/22.39  																																													| Simplifying 616 yields:
% 54.61/22.39  																																													| (617) e2 = e1
% 54.61/22.39  																																													|
% 54.61/22.39  																																													| Equations (617) can reduce 122 to:
% 54.61/22.39  																																													| (266) $false
% 54.61/22.39  																																													|
% 54.61/22.39  																																													|-The branch is then unsatisfiable
% 54.61/22.39  																																												|-Branch two:
% 54.61/22.39  																																												| (619)  ~ (all_0_48_48 = e1)
% 54.61/22.39  																																												| (671) all_0_49_49 = e1
% 54.61/22.39  																																												|
% 54.61/22.39  																																													| Combining equations (884,671) yields a new equation:
% 54.61/22.39  																																													| (454) e3 = e1
% 54.61/22.39  																																													|
% 54.61/22.39  																																													| Simplifying 454 yields:
% 54.61/22.39  																																													| (455) e3 = e1
% 54.61/22.39  																																													|
% 54.61/22.39  																																													| Equations (455) can reduce 213 to:
% 54.61/22.39  																																													| (266) $false
% 54.61/22.39  																																													|
% 54.61/22.39  																																													|-The branch is then unsatisfiable
% 54.61/22.39  																																										|-Branch two:
% 54.61/22.39  																																										| (759)  ~ (all_0_50_50 = e1)
% 54.61/22.39  																																										| (629) all_0_55_55 = e1
% 54.61/22.39  																																										|
% 54.61/22.39  																																											| Equations (629) can reduce 632 to:
% 54.61/22.39  																																											| (266) $false
% 54.61/22.39  																																											|
% 54.61/22.39  																																											|-The branch is then unsatisfiable
% 54.61/22.39  																																							|-Branch two:
% 54.61/22.39  																																							| (880)  ~ (all_0_58_58 = e1)
% 54.61/22.39  																																							| (795) all_0_58_58 = e3
% 54.61/22.39  																																							|
% 54.61/22.39  																																								| Equations (795) can reduce 276 to:
% 54.61/22.39  																																								| (266) $false
% 54.61/22.39  																																								|
% 54.61/22.39  																																								|-The branch is then unsatisfiable
% 54.61/22.39  																																	|-Branch two:
% 54.61/22.39  																																	| (525)  ~ (all_0_49_49 = e3)
% 54.61/22.39  																																	| (887) all_0_53_53 = e3 | all_0_58_58 = e3
% 54.61/22.39  																																	|
% 54.61/22.39  																																		+-Applying beta-rule and splitting (887), into two cases.
% 54.61/22.39  																																		|-Branch one:
% 54.61/22.39  																																		| (665) all_0_53_53 = e3
% 54.61/22.39  																																		|
% 54.61/22.39  																																			| Equations (665) can reduce 903 to:
% 54.61/22.39  																																			| (266) $false
% 54.61/22.39  																																			|
% 54.61/22.39  																																			|-The branch is then unsatisfiable
% 54.61/22.39  																																		|-Branch two:
% 54.61/22.39  																																		| (903)  ~ (all_0_53_53 = e3)
% 54.61/22.39  																																		| (795) all_0_58_58 = e3
% 54.61/22.39  																																		|
% 54.61/22.39  																																			| Equations (795) can reduce 276 to:
% 54.61/22.39  																																			| (266) $false
% 54.61/22.39  																																			|
% 54.61/22.39  																																			|-The branch is then unsatisfiable
% 54.61/22.39  																										|-Branch two:
% 54.61/22.39  																										| (1377)  ~ (all_0_39_39 = e4)
% 54.61/22.39  																										| (1378) all_0_40_40 = e4
% 54.61/22.39  																										|
% 54.61/22.39  																											| Equations (1378) can reduce 447 to:
% 54.61/22.39  																											| (266) $false
% 54.61/22.39  																											|
% 54.61/22.39  																											|-The branch is then unsatisfiable
% 54.61/22.39  																									|-Branch two:
% 54.61/22.39  																									| (1380)  ~ (all_0_42_42 = e1)
% 54.61/22.39  																									| (1381) all_0_43_43 = e1 | all_0_44_44 = e1
% 54.61/22.39  																									|
% 54.61/22.39  																										+-Applying beta-rule and splitting (1381), into two cases.
% 54.61/22.39  																										|-Branch one:
% 54.61/22.39  																										| (430) all_0_43_43 = e1
% 54.61/22.39  																										|
% 54.61/22.39  																											| Combining equations (356,430) yields a new equation:
% 54.61/22.39  																											| (431) e1 = e0
% 54.61/22.39  																											|
% 54.61/22.39  																											| Equations (431) can reduce 233 to:
% 54.61/22.39  																											| (266) $false
% 54.61/22.39  																											|
% 54.61/22.39  																											|-The branch is then unsatisfiable
% 54.61/22.39  																										|-Branch two:
% 54.61/22.39  																										| (433)  ~ (all_0_43_43 = e1)
% 54.61/22.39  																										| (635) all_0_44_44 = e1
% 54.61/22.39  																										|
% 54.61/22.39  																											| Combining equations (446,635) yields a new equation:
% 54.61/22.39  																											| (636) e4 = e1
% 54.61/22.39  																											|
% 54.61/22.39  																											| Simplifying 636 yields:
% 54.61/22.39  																											| (630) e4 = e1
% 54.61/22.39  																											|
% 54.61/22.39  																											| Equations (630) can reduce 110 to:
% 54.61/22.39  																											| (266) $false
% 54.61/22.39  																											|
% 54.61/22.39  																											|-The branch is then unsatisfiable
% 54.61/22.39  																							|-Branch two:
% 54.61/22.39  																							| (1390)  ~ (all_0_44_44 = e4)
% 54.61/22.39  																							| (1391) all_0_44_44 = e3 | all_0_44_44 = e1 | all_0_44_44 = e0
% 54.61/22.39  																							|
% 54.61/22.39  																								+-Applying beta-rule and splitting (441), into two cases.
% 54.61/22.39  																								|-Branch one:
% 54.61/22.39  																								| (1392) all_0_42_42 = e4
% 54.61/22.39  																								|
% 54.61/22.39  																									| Equations (1392) can reduce 145 to:
% 54.61/22.39  																									| (1377)  ~ (all_0_39_39 = e4)
% 54.61/22.39  																									|
% 54.61/22.39  																									| Equations (1392) can reduce 198 to:
% 54.61/22.39  																									| (251)  ~ (all_0_47_47 = e4)
% 54.61/22.39  																									|
% 54.61/22.39  																									| Simplifying 251 yields:
% 54.61/22.39  																									| (252)  ~ (all_0_47_47 = e4)
% 54.61/22.39  																									|
% 54.61/22.39  																									+-Applying beta-rule and splitting (320), into two cases.
% 54.61/22.39  																									|-Branch one:
% 54.61/22.39  																									| (471) all_0_39_39 = e4
% 54.61/22.39  																									|
% 54.61/22.39  																										| Equations (471) can reduce 1377 to:
% 54.61/22.39  																										| (266) $false
% 54.61/22.39  																										|
% 54.61/22.39  																										|-The branch is then unsatisfiable
% 54.61/22.39  																									|-Branch two:
% 54.61/22.39  																									| (1377)  ~ (all_0_39_39 = e4)
% 54.61/22.39  																									| (480) all_0_39_39 = e0
% 54.61/22.39  																									|
% 54.61/22.39  																										| Equations (480) can reduce 176 to:
% 54.61/22.39  																										| (1400)  ~ (all_0_40_40 = e0)
% 54.61/22.39  																										|
% 54.61/22.39  																										| Simplifying 1400 yields:
% 54.61/22.39  																										| (1401)  ~ (all_0_40_40 = e0)
% 54.61/22.39  																										|
% 54.61/22.39  																										| Equations (480) can reduce 79 to:
% 54.61/22.39  																										| (1402)  ~ (all_0_47_47 = e0)
% 54.61/22.39  																										|
% 54.61/22.39  																										| Simplifying 1402 yields:
% 54.61/22.39  																										| (678)  ~ (all_0_47_47 = e0)
% 54.61/22.39  																										|
% 54.61/22.39  																										| Equations (480) can reduce 139 to:
% 54.61/22.39  																										| (1404)  ~ (all_0_51_51 = e0)
% 54.61/22.39  																										|
% 54.61/22.39  																										| Simplifying 1404 yields:
% 54.61/22.39  																										| (115)  ~ (all_0_51_51 = e0)
% 54.61/22.39  																										|
% 54.61/22.39  																										| Equations (480) can reduce 154 to:
% 54.61/22.39  																										| (1181)  ~ (all_0_56_56 = e0)
% 54.61/22.39  																										|
% 54.61/22.39  																										| Simplifying 1181 yields:
% 54.61/22.39  																										| (828)  ~ (all_0_56_56 = e0)
% 54.61/22.39  																										|
% 54.61/22.39  																										| Equations (480) can reduce 246 to:
% 54.61/22.39  																										| (541)  ~ (e3 = e0)
% 54.61/22.39  																										|
% 54.61/22.39  																										| Simplifying 541 yields:
% 54.61/22.39  																										| (80)  ~ (e3 = e0)
% 54.61/22.39  																										|
% 54.61/22.39  																										| Equations (480) can reduce 294 to:
% 54.61/22.39  																										| (365)  ~ (e2 = e0)
% 54.61/22.39  																										|
% 54.61/22.39  																										| Simplifying 365 yields:
% 54.61/22.39  																										| (128)  ~ (e2 = e0)
% 54.61/22.39  																										|
% 54.61/22.39  																										| From (480) and (182) follows:
% 54.61/22.39  																										| (1412) op(e0, e4) = all_0_2_2
% 54.61/22.39  																										|
% 54.61/22.39  																										| From (480) and (38) follows:
% 54.61/22.39  																										| (1413) op(e0, e2) = all_0_3_3
% 54.61/22.39  																										|
% 54.61/22.39  																										+-Applying beta-rule and splitting (1391), into two cases.
% 54.61/22.39  																										|-Branch one:
% 54.61/22.39  																										| (1414) all_0_44_44 = e0
% 54.61/22.39  																										|
% 54.61/22.39  																											| Equations (1414) can reduce 360 to:
% 54.61/22.39  																											| (266) $false
% 54.61/22.39  																											|
% 54.61/22.39  																											|-The branch is then unsatisfiable
% 54.61/22.39  																										|-Branch two:
% 54.61/22.39  																										| (360)  ~ (all_0_44_44 = e0)
% 54.61/22.39  																										| (1417) all_0_44_44 = e3 | all_0_44_44 = e1
% 54.61/22.39  																										|
% 54.61/22.39  																											+-Applying beta-rule and splitting (1417), into two cases.
% 54.61/22.39  																											|-Branch one:
% 54.61/22.39  																											| (635) all_0_44_44 = e1
% 54.61/22.39  																											|
% 54.61/22.39  																												| Equations (635) can reduce 9 to:
% 54.61/22.39  																												| (1419)  ~ (all_0_49_49 = e1)
% 54.61/22.39  																												|
% 54.61/22.39  																												| Simplifying 1419 yields:
% 54.61/22.39  																												| (1064)  ~ (all_0_49_49 = e1)
% 54.61/22.39  																												|
% 54.61/22.39  																												| Equations (635) can reduce 181 to:
% 54.61/22.39  																												| (879)  ~ (all_0_58_58 = e1)
% 54.61/22.39  																												|
% 54.61/22.39  																												| Simplifying 879 yields:
% 54.61/22.39  																												| (880)  ~ (all_0_58_58 = e1)
% 54.61/22.39  																												|
% 54.61/22.39  																												| From (635) and (138) follows:
% 54.61/22.39  																												| (1423) op(e3, e0) = e1
% 54.61/22.39  																												|
% 54.61/22.39  																												+-Applying beta-rule and splitting (163), into two cases.
% 54.61/22.39  																												|-Branch one:
% 54.61/22.39  																												| (565) all_0_52_52 = e4
% 54.61/22.39  																												|
% 54.61/22.39  																													| Equations (565) can reduce 101 to:
% 54.61/22.39  																													| (566)  ~ (all_0_50_50 = e4)
% 54.61/22.39  																													|
% 54.61/22.39  																													| Equations (565) can reduce 20 to:
% 54.61/22.39  																													| (475)  ~ (all_0_51_51 = e4)
% 54.61/22.39  																													|
% 54.61/22.39  																													| Equations (565) can reduce 166 to:
% 54.61/22.39  																													| (188)  ~ (e4 = e3)
% 54.61/22.39  																													|
% 54.61/22.39  																													| Equations (565) can reduce 342 to:
% 54.61/22.39  																													| (48)  ~ (e4 = e2)
% 54.61/22.39  																													|
% 54.61/22.39  																													| Equations (565) can reduce 72 to:
% 54.61/22.39  																													| (49)  ~ (e4 = e0)
% 54.61/22.39  																													|
% 54.61/22.39  																													| From (565) and (124) follows:
% 54.61/22.39  																													| (570) op(e1, e1) = e4
% 54.61/22.39  																													|
% 54.61/22.39  																													+-Applying beta-rule and splitting (62), into two cases.
% 54.61/22.39  																													|-Branch one:
% 54.61/22.39  																													| (321) all_0_38_38 = e4
% 54.61/22.39  																													|
% 54.61/22.39  																														| Combining equations (292,321) yields a new equation:
% 54.61/22.39  																														| (323) e4 = e2
% 54.61/22.39  																														|
% 54.61/22.39  																														| Equations (323) can reduce 48 to:
% 54.61/22.39  																														| (266) $false
% 54.61/22.39  																														|
% 54.61/22.39  																														|-The branch is then unsatisfiable
% 54.61/22.39  																													|-Branch two:
% 54.61/22.39  																													| (325)  ~ (all_0_38_38 = e4)
% 54.61/22.39  																													| (582) all_0_41_41 = e4 | all_0_46_46 = e4 | all_0_50_50 = e4 | all_0_55_55 = e4
% 54.61/22.39  																													|
% 54.61/22.39  																														+-Applying beta-rule and splitting (582), into two cases.
% 54.61/22.39  																														|-Branch one:
% 54.61/22.39  																														| (437) all_0_41_41 = e4
% 54.61/22.39  																														|
% 54.61/22.39  																															| Combining equations (403,437) yields a new equation:
% 54.61/22.39  																															| (425) e4 = e3
% 54.61/22.39  																															|
% 54.61/22.39  																															| Equations (425) can reduce 188 to:
% 54.61/22.39  																															| (266) $false
% 54.61/22.39  																															|
% 54.61/22.39  																															|-The branch is then unsatisfiable
% 54.61/22.39  																														|-Branch two:
% 54.61/22.39  																														| (440)  ~ (all_0_41_41 = e4)
% 54.61/22.39  																														| (769) all_0_46_46 = e4 | all_0_50_50 = e4 | all_0_55_55 = e4
% 54.61/22.39  																														|
% 54.61/22.39  																															+-Applying beta-rule and splitting (422), into two cases.
% 54.61/22.39  																															|-Branch one:
% 54.61/22.39  																															| (775) all_0_50_50 = e4
% 54.61/22.39  																															|
% 54.61/22.39  																																| Equations (775) can reduce 566 to:
% 54.61/22.39  																																| (266) $false
% 54.61/22.39  																																|
% 54.61/22.39  																																|-The branch is then unsatisfiable
% 54.61/22.39  																															|-Branch two:
% 54.61/22.39  																															| (566)  ~ (all_0_50_50 = e4)
% 54.61/22.39  																															| (1444) all_0_50_50 = e3 | all_0_50_50 = e1
% 54.61/22.39  																															|
% 54.61/22.39  																																+-Applying beta-rule and splitting (326), into two cases.
% 54.61/22.39  																																|-Branch one:
% 54.61/22.39  																																| (471) all_0_39_39 = e4
% 54.61/22.39  																																|
% 54.61/22.39  																																	| Combining equations (480,471) yields a new equation:
% 54.61/22.39  																																	| (397) e4 = e0
% 54.61/22.39  																																	|
% 54.61/22.39  																																	| Equations (397) can reduce 49 to:
% 54.61/22.39  																																	| (266) $false
% 54.61/22.39  																																	|
% 54.61/22.39  																																	|-The branch is then unsatisfiable
% 54.61/22.39  																																|-Branch two:
% 54.61/22.39  																																| (1377)  ~ (all_0_39_39 = e4)
% 54.61/22.39  																																| (1378) all_0_40_40 = e4
% 54.61/22.39  																																|
% 54.61/22.39  																																	| Equations (1378) can reduce 200 to:
% 54.61/22.39  																																	| (255)  ~ (all_0_49_49 = e4)
% 54.61/22.39  																																	|
% 54.61/22.39  																																	| Simplifying 255 yields:
% 54.61/22.39  																																	| (256)  ~ (all_0_49_49 = e4)
% 54.61/22.39  																																	|
% 54.61/22.39  																																	| Equations (1378) can reduce 162 to:
% 54.61/22.39  																																	| (1452)  ~ (all_0_53_53 = e4)
% 54.61/22.39  																																	|
% 54.61/22.39  																																	| Simplifying 1452 yields:
% 54.61/22.39  																																	| (1453)  ~ (all_0_53_53 = e4)
% 54.61/22.39  																																	|
% 54.61/22.39  																																	| Equations (1378) can reduce 1401 to:
% 54.61/22.39  																																	| (49)  ~ (e4 = e0)
% 54.61/22.39  																																	|
% 54.61/22.39  																																	| From (1378) and (34) follows:
% 54.61/22.39  																																	| (1455) op(e4, e4) = all_0_4_4
% 54.61/22.39  																																	|
% 54.61/22.39  																																	+-Applying beta-rule and splitting (1444), into two cases.
% 54.61/22.39  																																	|-Branch one:
% 54.61/22.39  																																	| (601) all_0_50_50 = e1
% 54.61/22.39  																																	|
% 54.61/22.39  																																		| Equations (601) can reduce 35 to:
% 54.61/22.39  																																		| (549)  ~ (all_0_46_46 = e1)
% 54.61/22.39  																																		|
% 54.61/22.39  																																		| Equations (601) can reduce 190 to:
% 54.61/22.39  																																		| (1458)  ~ (all_0_53_53 = e1)
% 54.61/22.39  																																		|
% 54.61/22.40  																																		| Simplifying 1458 yields:
% 54.61/22.40  																																		| (1459)  ~ (all_0_53_53 = e1)
% 54.61/22.40  																																		|
% 54.61/22.40  																																		| Equations (601) can reduce 566 to:
% 54.61/22.40  																																		| (602)  ~ (e4 = e1)
% 54.61/22.40  																																		|
% 54.61/22.40  																																		| Simplifying 602 yields:
% 54.61/22.40  																																		| (110)  ~ (e4 = e1)
% 54.61/22.40  																																		|
% 54.61/22.40  																																		| From (601) and (57) follows:
% 54.61/22.40  																																		| (606) op(e1, e1) = all_0_22_22
% 54.61/22.40  																																		|
% 54.61/22.40  																																		+-Applying beta-rule and splitting (135), into two cases.
% 54.61/22.40  																																		|-Branch one:
% 54.61/22.40  																																		| (545) all_0_46_46 = e1
% 54.61/22.40  																																		|
% 54.61/22.40  																																			| Equations (545) can reduce 549 to:
% 54.61/22.40  																																			| (266) $false
% 54.61/22.40  																																			|
% 54.61/22.40  																																			|-The branch is then unsatisfiable
% 54.61/22.40  																																		|-Branch two:
% 54.61/22.40  																																		| (549)  ~ (all_0_46_46 = e1)
% 54.61/22.40  																																		| (550) all_0_47_47 = e1 | all_0_48_48 = e1 | all_0_49_49 = e1
% 54.61/22.40  																																		|
% 54.61/22.40  																																			+-Applying beta-rule and splitting (769), into two cases.
% 54.61/22.40  																																			|-Branch one:
% 54.61/22.40  																																			| (770) all_0_46_46 = e4
% 54.61/22.40  																																			|
% 54.61/22.40  																																				| Equations (770) can reduce 250 to:
% 54.61/22.40  																																				| (266) $false
% 54.61/22.40  																																				|
% 54.61/22.40  																																				|-The branch is then unsatisfiable
% 54.61/22.40  																																			|-Branch two:
% 54.61/22.40  																																			| (250)  ~ (all_0_46_46 = e4)
% 54.61/22.40  																																			| (774) all_0_50_50 = e4 | all_0_55_55 = e4
% 54.61/22.40  																																			|
% 54.61/22.40  																																				+-Applying beta-rule and splitting (774), into two cases.
% 54.61/22.40  																																				|-Branch one:
% 54.61/22.40  																																				| (775) all_0_50_50 = e4
% 54.61/22.40  																																				|
% 54.61/22.40  																																					| Combining equations (775,601) yields a new equation:
% 54.61/22.40  																																					| (636) e4 = e1
% 54.61/22.40  																																					|
% 54.61/22.40  																																					| Simplifying 636 yields:
% 54.61/22.40  																																					| (630) e4 = e1
% 54.61/22.40  																																					|
% 54.61/22.40  																																					| Equations (630) can reduce 110 to:
% 54.61/22.40  																																					| (266) $false
% 54.61/22.40  																																					|
% 54.61/22.40  																																					|-The branch is then unsatisfiable
% 54.61/22.40  																																				|-Branch two:
% 54.61/22.40  																																				| (566)  ~ (all_0_50_50 = e4)
% 54.61/22.40  																																				| (587) all_0_55_55 = e4
% 54.61/22.40  																																				|
% 54.61/22.40  																																					| Equations (587) can reduce 58 to:
% 54.61/22.40  																																					| (250)  ~ (all_0_46_46 = e4)
% 54.61/22.40  																																					|
% 54.61/22.40  																																					| Equations (587) can reduce 3 to:
% 54.61/22.40  																																					| (450)  ~ (all_0_58_58 = e4)
% 54.61/22.40  																																					|
% 54.61/22.40  																																					| Simplifying 450 yields:
% 54.61/22.40  																																					| (451)  ~ (all_0_58_58 = e4)
% 54.61/22.40  																																					|
% 54.61/22.40  																																					+-Applying beta-rule and splitting (125), into two cases.
% 54.61/22.40  																																					|-Branch one:
% 54.61/22.40  																																					| (858) all_0_55_55 = e0
% 54.61/22.40  																																					|
% 54.61/22.40  																																						| Combining equations (858,587) yields a new equation:
% 54.61/22.40  																																						| (397) e4 = e0
% 54.61/22.40  																																						|
% 54.61/22.40  																																						| Equations (397) can reduce 49 to:
% 54.61/22.40  																																						| (266) $false
% 54.61/22.40  																																						|
% 54.61/22.40  																																						|-The branch is then unsatisfiable
% 54.61/22.40  																																					|-Branch two:
% 54.61/22.40  																																					| (803)  ~ (all_0_55_55 = e0)
% 54.61/22.40  																																					| (863) all_0_56_56 = e0 | all_0_57_57 = e0 | all_0_58_58 = e0
% 54.61/22.40  																																					|
% 54.61/22.40  																																						| Equations (587) can reduce 803 to:
% 54.61/22.40  																																						| (49)  ~ (e4 = e0)
% 54.61/22.40  																																						|
% 54.61/22.40  																																						+-Applying beta-rule and splitting (550), into two cases.
% 54.61/22.40  																																						|-Branch one:
% 54.61/22.40  																																						| (654) all_0_47_47 = e1
% 54.61/22.40  																																						|
% 54.61/22.40  																																							| Equations (654) can reduce 19 to:
% 54.61/22.40  																																							| (549)  ~ (all_0_46_46 = e1)
% 54.61/22.40  																																							|
% 54.61/22.40  																																							| Equations (654) can reduce 86 to:
% 54.61/22.40  																																							| (1419)  ~ (all_0_49_49 = e1)
% 54.61/22.40  																																							|
% 54.61/22.40  																																							| Simplifying 1419 yields:
% 54.61/22.40  																																							| (1064)  ~ (all_0_49_49 = e1)
% 54.61/22.40  																																							|
% 54.61/22.40  																																							| Equations (654) can reduce 224 to:
% 54.61/22.40  																																							| (463)  ~ (all_0_51_51 = e1)
% 54.61/22.40  																																							|
% 54.61/22.40  																																							| Simplifying 463 yields:
% 54.61/22.40  																																							| (464)  ~ (all_0_51_51 = e1)
% 54.61/22.40  																																							|
% 54.61/22.40  																																							| Equations (654) can reduce 91 to:
% 54.61/22.40  																																							| (465)  ~ (all_0_56_56 = e1)
% 54.61/22.40  																																							|
% 54.61/22.40  																																							| Simplifying 465 yields:
% 54.61/22.40  																																							| (466)  ~ (all_0_56_56 = e1)
% 54.61/22.40  																																							|
% 54.61/22.40  																																							| Equations (654) can reduce 252 to:
% 54.61/22.40  																																							| (602)  ~ (e4 = e1)
% 54.61/22.40  																																							|
% 54.61/22.40  																																							| Simplifying 602 yields:
% 54.61/22.40  																																							| (110)  ~ (e4 = e1)
% 54.61/22.40  																																							|
% 54.61/22.40  																																							+-Applying beta-rule and splitting (395), into two cases.
% 54.61/22.40  																																							|-Branch one:
% 54.61/22.40  																																							| (794) all_0_41_41 = e0
% 54.61/22.40  																																							|
% 54.61/22.40  																																								| Combining equations (403,794) yields a new equation:
% 54.61/22.40  																																								| (675) e3 = e0
% 54.61/22.40  																																								|
% 54.61/22.40  																																								| Simplifying 675 yields:
% 54.61/22.40  																																								| (676) e3 = e0
% 54.61/22.40  																																								|
% 54.61/22.40  																																								| Equations (676) can reduce 80 to:
% 54.61/22.40  																																								| (266) $false
% 54.61/22.40  																																								|
% 54.61/22.40  																																								|-The branch is then unsatisfiable
% 54.61/22.40  																																							|-Branch two:
% 54.61/22.40  																																							| (357)  ~ (all_0_41_41 = e0)
% 54.61/22.40  																																							| (895) all_0_46_46 = e0 | all_0_55_55 = e0
% 54.61/22.40  																																							|
% 54.61/22.40  																																								+-Applying beta-rule and splitting (133), into two cases.
% 54.61/22.40  																																								|-Branch one:
% 54.61/22.40  																																								| (833) all_0_56_56 = e2
% 54.61/22.40  																																								|
% 54.61/22.40  																																									| Equations (833) can reduce 16 to:
% 54.61/22.40  																																									| (1099)  ~ (all_0_51_51 = e2)
% 54.61/22.40  																																									|
% 54.61/22.40  																																									| Equations (833) can reduce 140 to:
% 54.61/22.40  																																									| (343)  ~ (all_0_57_57 = e2)
% 54.61/22.40  																																									|
% 54.61/22.40  																																									| Simplifying 343 yields:
% 54.61/22.40  																																									| (344)  ~ (all_0_57_57 = e2)
% 54.61/22.40  																																									|
% 54.61/22.40  																																									| Equations (833) can reduce 828 to:
% 54.61/22.40  																																									| (128)  ~ (e2 = e0)
% 54.61/22.40  																																									|
% 54.61/22.40  																																									| From (833) and (127) follows:
% 54.61/22.40  																																									| (1507) op(e2, e0) = all_0_33_33
% 54.61/22.40  																																									|
% 54.61/22.40  																																									| From (833) and (111) follows:
% 54.61/22.40  																																									| (1508) op(e0, e2) = e2
% 54.61/22.40  																																									|
% 54.61/22.40  																																									+-Applying beta-rule and splitting (7), into two cases.
% 54.61/22.40  																																									|-Branch one:
% 54.61/22.40  																																									| (504) all_0_51_51 = e2
% 54.61/22.40  																																									|
% 54.61/22.40  																																										| Equations (504) can reduce 1099 to:
% 54.61/22.40  																																										| (266) $false
% 54.61/22.40  																																										|
% 54.61/22.40  																																										|-The branch is then unsatisfiable
% 54.61/22.40  																																									|-Branch two:
% 54.61/22.40  																																									| (1099)  ~ (all_0_51_51 = e2)
% 54.61/22.40  																																									| (1100) all_0_51_51 = e4 | all_0_51_51 = e3 | all_0_51_51 = e1
% 54.61/22.40  																																									|
% 54.61/22.40  																																										+-Applying beta-rule and splitting (216), into two cases.
% 54.61/22.40  																																										|-Branch one:
% 54.61/22.40  																																										| (629) all_0_55_55 = e1
% 54.61/22.40  																																										|
% 54.61/22.40  																																											| Combining equations (587,629) yields a new equation:
% 54.61/22.40  																																											| (636) e4 = e1
% 54.61/22.40  																																											|
% 54.61/22.40  																																											| Simplifying 636 yields:
% 54.61/22.40  																																											| (630) e4 = e1
% 54.61/22.40  																																											|
% 54.61/22.40  																																											| Equations (630) can reduce 110 to:
% 54.61/22.40  																																											| (266) $false
% 54.61/22.40  																																											|
% 54.61/22.40  																																											|-The branch is then unsatisfiable
% 54.61/22.40  																																										|-Branch two:
% 54.61/22.40  																																										| (632)  ~ (all_0_55_55 = e1)
% 54.61/22.40  																																										| (633) all_0_56_56 = e1 | all_0_57_57 = e1 | all_0_58_58 = e1
% 54.61/22.40  																																										|
% 54.61/22.40  																																											+-Applying beta-rule and splitting (863), into two cases.
% 54.61/22.40  																																											|-Branch one:
% 54.61/22.40  																																											| (679) all_0_56_56 = e0
% 54.61/22.40  																																											|
% 54.61/22.40  																																												| Combining equations (679,833) yields a new equation:
% 54.61/22.40  																																												| (330) e2 = e0
% 54.61/22.40  																																												|
% 54.61/22.40  																																												| Equations (330) can reduce 128 to:
% 54.61/22.40  																																												| (266) $false
% 54.61/22.40  																																												|
% 54.61/22.40  																																												|-The branch is then unsatisfiable
% 54.61/22.40  																																											|-Branch two:
% 54.61/22.40  																																											| (828)  ~ (all_0_56_56 = e0)
% 54.61/22.40  																																											| (924) all_0_57_57 = e0 | all_0_58_58 = e0
% 54.61/22.40  																																											|
% 54.61/22.40  																																												+-Applying beta-rule and splitting (924), into two cases.
% 54.61/22.40  																																												|-Branch one:
% 54.61/22.40  																																												| (875) all_0_57_57 = e0
% 54.61/22.40  																																												|
% 54.61/22.40  																																													| Equations (875) can reduce 364 to:
% 54.61/22.40  																																													| (266) $false
% 54.61/22.40  																																													|
% 54.61/22.40  																																													|-The branch is then unsatisfiable
% 54.61/22.40  																																												|-Branch two:
% 54.61/22.40  																																												| (364)  ~ (all_0_57_57 = e0)
% 54.61/22.40  																																												| (914) all_0_58_58 = e0
% 54.61/22.40  																																												|
% 54.61/22.40  																																													| Equations (914) can reduce 148 to:
% 54.61/22.40  																																													| (364)  ~ (all_0_57_57 = e0)
% 54.61/22.40  																																													|
% 54.61/22.40  																																													| Equations (914) can reduce 451 to:
% 54.61/22.40  																																													| (401)  ~ (e4 = e0)
% 54.61/22.40  																																													|
% 54.61/22.40  																																													| Simplifying 401 yields:
% 54.61/22.40  																																													| (49)  ~ (e4 = e0)
% 54.61/22.40  																																													|
% 54.61/22.40  																																													+-Applying beta-rule and splitting (54), into two cases.
% 54.61/22.40  																																													|-Branch one:
% 54.61/22.40  																																													| (583) all_0_49_49 = e2
% 54.61/22.40  																																													|
% 54.61/22.40  																																														| Equations (583) can reduce 340 to:
% 54.61/22.40  																																														| (266) $false
% 54.61/22.40  																																														|
% 54.61/22.40  																																														|-The branch is then unsatisfiable
% 54.61/22.40  																																													|-Branch two:
% 54.61/22.40  																																													| (340)  ~ (all_0_49_49 = e2)
% 54.61/22.40  																																													| (586) all_0_49_49 = e4 | all_0_49_49 = e3 | all_0_49_49 = e1 | all_0_49_49 = e0
% 54.61/22.40  																																													|
% 54.61/22.40  																																														+-Applying beta-rule and splitting (1100), into two cases.
% 54.61/22.40  																																														|-Branch one:
% 54.61/22.40  																																														| (1101) all_0_51_51 = e4
% 54.61/22.40  																																														|
% 54.61/22.40  																																															| Equations (1101) can reduce 475 to:
% 54.61/22.40  																																															| (266) $false
% 54.61/22.40  																																															|
% 54.61/22.40  																																															|-The branch is then unsatisfiable
% 54.61/22.40  																																														|-Branch two:
% 54.61/22.40  																																														| (475)  ~ (all_0_51_51 = e4)
% 54.61/22.40  																																														| (1104) all_0_51_51 = e3 | all_0_51_51 = e1
% 54.61/22.40  																																														|
% 54.61/22.40  																																															+-Applying beta-rule and splitting (895), into two cases.
% 54.61/22.40  																																															|-Branch one:
% 54.61/22.40  																																															| (538) all_0_46_46 = e0
% 54.61/22.40  																																															|
% 54.61/22.40  																																																| Equations (538) can reduce 208 to:
% 54.61/22.40  																																																| (486)  ~ (all_0_49_49 = e0)
% 54.61/22.40  																																																|
% 54.61/22.40  																																																| Simplifying 486 yields:
% 54.61/22.40  																																																| (487)  ~ (all_0_49_49 = e0)
% 54.61/22.40  																																																|
% 54.61/22.40  																																																| Equations (538) can reduce 549 to:
% 54.61/22.40  																																																| (435)  ~ (e1 = e0)
% 54.61/22.40  																																																|
% 54.61/22.40  																																																| Simplifying 435 yields:
% 54.61/22.40  																																																| (233)  ~ (e1 = e0)
% 54.61/22.40  																																																|
% 54.61/22.40  																																																| From (538) and (179) follows:
% 54.61/22.40  																																																| (1544) op(e0, e2) = all_0_15_15
% 54.61/22.40  																																																|
% 54.61/22.40  																																																+-Applying beta-rule and splitting (1104), into two cases.
% 54.61/22.40  																																																|-Branch one:
% 54.61/22.40  																																																| (1109) all_0_51_51 = e1
% 54.61/22.40  																																																|
% 54.61/22.40  																																																	| Equations (1109) can reduce 464 to:
% 54.61/22.40  																																																	| (266) $false
% 54.61/22.40  																																																	|
% 54.61/22.40  																																																	|-The branch is then unsatisfiable
% 54.61/22.40  																																																|-Branch two:
% 54.61/22.40  																																																| (464)  ~ (all_0_51_51 = e1)
% 54.61/22.40  																																																| (660) all_0_51_51 = e3
% 54.61/22.40  																																																|
% 54.61/22.40  																																																	| Equations (660) can reduce 464 to:
% 54.61/22.40  																																																	| (213)  ~ (e3 = e1)
% 54.61/22.40  																																																	|
% 54.61/22.40  																																																	| Equations (660) can reduce 115 to:
% 54.61/22.40  																																																	| (80)  ~ (e3 = e0)
% 54.61/22.40  																																																	|
% 54.61/22.40  																																																	| From (660) and (157) follows:
% 54.61/22.40  																																																	| (1551) op(e3, e1) = all_0_24_24
% 54.61/22.40  																																																	|
% 54.61/22.40  																																																	| From (660) and (186) follows:
% 54.61/22.40  																																																	| (1552) op(e1, e2) = e3
% 54.61/22.40  																																																	|
% 54.61/22.40  																																																	+-Applying beta-rule and splitting (196), into two cases.
% 54.61/22.40  																																																	|-Branch one:
% 54.61/22.40  																																																	| (607) all_0_53_53 = e2
% 54.61/22.40  																																																	|
% 54.61/22.40  																																																		| Equations (607) can reduce 1459 to:
% 54.61/22.40  																																																		| (122)  ~ (e2 = e1)
% 54.61/22.40  																																																		|
% 54.61/22.40  																																																		| From (607) and (92) follows:
% 54.61/22.40  																																																		| (1555) op(e2, e1) = all_0_27_27
% 54.61/22.40  																																																		|
% 54.61/22.40  																																																		| From (607) and (175) follows:
% 54.61/22.40  																																																		| (1556) op(e2, e0) = all_0_28_28
% 54.61/22.40  																																																		|
% 54.61/22.40  																																																		+-Applying beta-rule and splitting (428), into two cases.
% 54.61/22.40  																																																		|-Branch one:
% 54.61/22.40  																																																		| (1557) all_0_46_46 = e3
% 54.61/22.40  																																																		|
% 54.61/22.40  																																																			| Combining equations (538,1557) yields a new equation:
% 54.61/22.40  																																																			| (676) e3 = e0
% 54.61/22.40  																																																			|
% 54.61/22.40  																																																			| Equations (676) can reduce 80 to:
% 54.61/22.40  																																																			| (266) $false
% 54.61/22.40  																																																			|
% 54.61/22.40  																																																			|-The branch is then unsatisfiable
% 54.61/22.40  																																																		|-Branch two:
% 54.61/22.40  																																																		| (409)  ~ (all_0_46_46 = e3)
% 54.61/22.40  																																																		| (1561) all_0_47_47 = e3 | all_0_49_49 = e3
% 54.61/22.40  																																																		|
% 54.61/22.40  																																																			+-Applying beta-rule and splitting (189), into two cases.
% 54.61/22.40  																																																			|-Branch one:
% 54.61/22.40  																																																			| (532) all_0_44_44 = e3
% 54.61/22.40  																																																			|
% 54.61/22.40  																																																				| Combining equations (635,532) yields a new equation:
% 54.61/22.40  																																																				| (455) e3 = e1
% 54.61/22.40  																																																				|
% 54.61/22.40  																																																				| Equations (455) can reduce 213 to:
% 54.61/22.40  																																																				| (266) $false
% 54.61/22.40  																																																				|
% 54.61/22.40  																																																				|-The branch is then unsatisfiable
% 54.61/22.40  																																																			|-Branch two:
% 54.61/22.40  																																																			| (407)  ~ (all_0_44_44 = e3)
% 54.61/22.40  																																																			| (537) all_0_49_49 = e3 | all_0_53_53 = e3 | all_0_58_58 = e3
% 54.72/22.40  																																																			|
% 54.72/22.40  																																																				| Equations (635) can reduce 407 to:
% 54.72/22.40  																																																				| (467)  ~ (e3 = e1)
% 54.72/22.40  																																																				|
% 54.72/22.40  																																																				| Simplifying 467 yields:
% 54.72/22.40  																																																				| (213)  ~ (e3 = e1)
% 54.72/22.40  																																																				|
% 54.72/22.40  																																																				+-Applying beta-rule and splitting (633), into two cases.
% 54.72/22.40  																																																				|-Branch one:
% 54.72/22.40  																																																				| (1569) all_0_56_56 = e1
% 54.72/22.40  																																																				|
% 54.72/22.40  																																																					| Combining equations (833,1569) yields a new equation:
% 54.72/22.40  																																																					| (616) e2 = e1
% 54.72/22.40  																																																					|
% 54.72/22.40  																																																					| Simplifying 616 yields:
% 54.72/22.40  																																																					| (617) e2 = e1
% 54.72/22.40  																																																					|
% 54.72/22.40  																																																					| Equations (617) can reduce 122 to:
% 54.72/22.40  																																																					| (266) $false
% 54.72/22.40  																																																					|
% 54.72/22.40  																																																					|-The branch is then unsatisfiable
% 54.72/22.40  																																																				|-Branch two:
% 54.72/22.40  																																																				| (466)  ~ (all_0_56_56 = e1)
% 54.72/22.40  																																																				| (1574) all_0_57_57 = e1 | all_0_58_58 = e1
% 54.72/22.40  																																																				|
% 54.72/22.40  																																																					+-Applying beta-rule and splitting (1561), into two cases.
% 54.72/22.40  																																																					|-Branch one:
% 54.72/22.40  																																																					| (522) all_0_47_47 = e3
% 54.72/22.40  																																																					|
% 54.72/22.40  																																																						| Combining equations (654,522) yields a new equation:
% 54.72/22.40  																																																						| (455) e3 = e1
% 54.72/22.40  																																																						|
% 54.72/22.40  																																																						| Equations (455) can reduce 213 to:
% 54.72/22.40  																																																						| (266) $false
% 54.72/22.40  																																																						|
% 54.72/22.40  																																																						|-The branch is then unsatisfiable
% 54.72/22.40  																																																					|-Branch two:
% 54.72/22.40  																																																					| (1091)  ~ (all_0_47_47 = e3)
% 54.72/22.40  																																																					| (884) all_0_49_49 = e3
% 54.72/22.40  																																																					|
% 54.72/22.40  																																																						| From (884) and (66) follows:
% 54.72/22.40  																																																						| (1580) op(e3, e0) = all_0_21_21
% 54.72/22.40  																																																						|
% 54.72/22.40  																																																						| From (884) and (55) follows:
% 54.72/22.40  																																																						| (1581) op(e2, e0) = e3
% 54.72/22.40  																																																						|
% 54.72/22.40  																																																						+-Applying beta-rule and splitting (1574), into two cases.
% 54.72/22.40  																																																						|-Branch one:
% 54.72/22.40  																																																						| (647) all_0_57_57 = e1
% 54.72/22.40  																																																						|
% 54.72/22.40  																																																							| Equations (647) can reduce 344 to:
% 54.72/22.40  																																																							| (604)  ~ (e2 = e1)
% 54.72/22.40  																																																							|
% 54.72/22.40  																																																							| Simplifying 604 yields:
% 54.72/22.40  																																																							| (122)  ~ (e2 = e1)
% 54.72/22.40  																																																							|
% 54.72/22.40  																																																							| Equations (647) can reduce 364 to:
% 54.72/22.40  																																																							| (233)  ~ (e1 = e0)
% 54.72/22.40  																																																							|
% 54.72/22.40  																																																							| From (647) and (45) follows:
% 54.72/22.40  																																																							| (653) op(e1, e1) = all_0_36_36
% 54.72/22.40  																																																							|
% 54.72/22.40  																																																							| Instantiating formula (29) with e4, e4, all_0_4_4, e1 and discharging atoms op(e4, e4) = all_0_4_4, op(e4, e4) = e1, yields:
% 54.72/22.40  																																																							| (1587) all_0_4_4 = e1
% 54.72/22.40  																																																							|
% 54.72/22.40  																																																							| Instantiating formula (29) with e3, e1, all_0_24_24, e0 and discharging atoms op(e3, e1) = all_0_24_24, op(e3, e1) = e0, yields:
% 54.72/22.40  																																																							| (1588) all_0_24_24 = e0
% 54.72/22.40  																																																							|
% 54.72/22.40  																																																							| Instantiating formula (29) with e3, e0, e1, all_0_21_21 and discharging atoms op(e3, e0) = all_0_21_21, op(e3, e0) = e1, yields:
% 54.72/22.40  																																																							| (1589) all_0_21_21 = e1
% 54.72/22.40  																																																							|
% 54.72/22.40  																																																							| Instantiating formula (29) with e2, e1, all_0_27_27, e2 and discharging atoms op(e2, e1) = all_0_27_27, op(e2, e1) = e2, yields:
% 54.72/22.40  																																																							| (1590) all_0_27_27 = e2
% 54.72/22.40  																																																							|
% 54.72/22.40  																																																							| Instantiating formula (29) with e2, e0, all_0_33_33, all_0_28_28 and discharging atoms op(e2, e0) = all_0_28_28, op(e2, e0) = all_0_33_33, yields:
% 54.72/22.40  																																																							| (1591) all_0_28_28 = all_0_33_33
% 54.72/22.40  																																																							|
% 54.72/22.40  																																																							| Instantiating formula (29) with e2, e0, e3, all_0_28_28 and discharging atoms op(e2, e0) = all_0_28_28, op(e2, e0) = e3, yields:
% 54.72/22.40  																																																							| (1592) all_0_28_28 = e3
% 54.72/22.40  																																																							|
% 54.72/22.40  																																																							| Instantiating formula (29) with e1, e1, all_0_36_36, all_0_22_22 and discharging atoms op(e1, e1) = all_0_22_22, op(e1, e1) = all_0_36_36, yields:
% 54.72/22.41  																																																							| (685) all_0_22_22 = all_0_36_36
% 54.72/22.41  																																																							|
% 54.72/22.41  																																																							| Instantiating formula (29) with e1, e1, e4, all_0_22_22 and discharging atoms op(e1, e1) = all_0_22_22, op(e1, e1) = e4, yields:
% 54.72/22.41  																																																							| (686) all_0_22_22 = e4
% 54.72/22.41  																																																							|
% 54.72/22.41  																																																							| Instantiating formula (29) with e0, e4, all_0_2_2, e3 and discharging atoms op(e0, e4) = all_0_2_2, op(e0, e4) = e3, yields:
% 54.72/22.41  																																																							| (1595) all_0_2_2 = e3
% 54.72/22.41  																																																							|
% 54.72/22.41  																																																							| Instantiating formula (29) with e0, e2, all_0_15_15, all_0_3_3 and discharging atoms op(e0, e2) = all_0_3_3, op(e0, e2) = all_0_15_15, yields:
% 54.72/22.41  																																																							| (1596) all_0_3_3 = all_0_15_15
% 54.72/22.41  																																																							|
% 54.72/22.41  																																																							| Instantiating formula (29) with e0, e2, e2, all_0_3_3 and discharging atoms op(e0, e2) = all_0_3_3, op(e0, e2) = e2, yields:
% 54.72/22.41  																																																							| (1597) all_0_3_3 = e2
% 54.72/22.41  																																																							|
% 54.72/22.41  																																																							| Combining equations (1596,1597) yields a new equation:
% 54.72/22.41  																																																							| (1598) all_0_15_15 = e2
% 54.72/22.41  																																																							|
% 54.72/22.41  																																																							| Simplifying 1598 yields:
% 54.72/22.41  																																																							| (1599) all_0_15_15 = e2
% 54.72/22.41  																																																							|
% 54.72/22.41  																																																							| Combining equations (686,685) yields a new equation:
% 54.72/22.41  																																																							| (690) all_0_36_36 = e4
% 54.72/22.41  																																																							|
% 54.72/22.41  																																																							| Combining equations (1591,1592) yields a new equation:
% 54.72/22.41  																																																							| (1601) all_0_33_33 = e3
% 54.72/22.41  																																																							|
% 54.72/22.41  																																																							| Simplifying 1601 yields:
% 54.72/22.41  																																																							| (1602) all_0_33_33 = e3
% 54.72/22.41  																																																							|
% 54.72/22.41  																																																							| From (1587) and (1455) follows:
% 54.72/22.41  																																																							| (41) op(e4, e4) = e1
% 54.72/22.41  																																																							|
% 54.72/22.41  																																																							| From (1588) and (1551) follows:
% 54.72/22.41  																																																							| (369) op(e3, e1) = e0
% 54.72/22.41  																																																							|
% 54.72/22.41  																																																							| From (1589) and (1580) follows:
% 54.72/22.41  																																																							| (1423) op(e3, e0) = e1
% 54.72/22.41  																																																							|
% 54.72/22.41  																																																							| From (1590) and (1555) follows:
% 54.72/22.41  																																																							| (347) op(e2, e1) = e2
% 54.72/22.41  																																																							|
% 54.72/22.41  																																																							| From (1602) and (1507) follows:
% 54.72/22.41  																																																							| (1581) op(e2, e0) = e3
% 54.72/22.41  																																																							|
% 54.72/22.41  																																																							| From (690) and (653) follows:
% 54.72/22.41  																																																							| (570) op(e1, e1) = e4
% 54.72/22.41  																																																							|
% 54.72/22.41  																																																							| From (1595) and (1412) follows:
% 54.72/22.41  																																																							| (283) op(e0, e4) = e3
% 54.72/22.41  																																																							|
% 54.72/22.41  																																																							| From (1599) and (1544) follows:
% 54.72/22.41  																																																							| (1508) op(e0, e2) = e2
% 54.72/22.41  																																																							|
% 54.72/22.41  																																																							+-Applying beta-rule and splitting (56), into two cases.
% 54.72/22.41  																																																							|-Branch one:
% 54.72/22.41  																																																							| (696) unit = e2
% 54.72/22.41  																																																							|
% 54.72/22.41  																																																								| From (696) and (211) follows:
% 54.72/22.41  																																																								| (1612) op(e2, e1) = e1
% 54.72/22.41  																																																								|
% 54.72/22.41  																																																								| From (696) and (42) follows:
% 54.72/22.41  																																																								| (1613) op(e0, e2) = e0
% 54.72/22.41  																																																								|
% 54.72/22.41  																																																								| Instantiating formula (29) with e2, e1, e1, e2 and discharging atoms op(e2, e1) = e2, op(e2, e1) = e1, yields:
% 54.72/22.41  																																																								| (617) e2 = e1
% 54.72/22.41  																																																								|
% 54.72/22.41  																																																								| Instantiating formula (29) with e0, e2, e0, e2 and discharging atoms op(e0, e2) = e2, op(e0, e2) = e0, yields:
% 54.72/22.41  																																																								| (330) e2 = e0
% 54.72/22.41  																																																								|
% 54.72/22.41  																																																								| Combining equations (617,330) yields a new equation:
% 54.72/22.41  																																																								| (546) e1 = e0
% 54.72/22.41  																																																								|
% 54.72/22.41  																																																								| Simplifying 546 yields:
% 54.72/22.41  																																																								| (431) e1 = e0
% 54.72/22.41  																																																								|
% 54.72/22.41  																																																								| Equations (431) can reduce 233 to:
% 54.72/22.41  																																																								| (266) $false
% 54.72/22.41  																																																								|
% 54.72/22.41  																																																								|-The branch is then unsatisfiable
% 54.72/22.41  																																																							|-Branch two:
% 54.72/22.41  																																																							| (707)  ~ (unit = e2)
% 54.72/22.41  																																																							| (708) unit = e4 | unit = e3 | unit = e1 | unit = e0
% 54.72/22.41  																																																							|
% 54.72/22.41  																																																								+-Applying beta-rule and splitting (708), into two cases.
% 54.72/22.41  																																																								|-Branch one:
% 54.72/22.41  																																																								| (709) unit = e4
% 54.72/22.41  																																																								|
% 54.72/22.41  																																																									| From (709) and (227) follows:
% 54.72/22.41  																																																									| (710) op(e4, e4) = e4
% 54.72/22.41  																																																									|
% 54.72/22.41  																																																									| From (709) and (40) follows:
% 54.72/22.41  																																																									| (711) op(e3, e4) = e3
% 54.72/22.41  																																																									|
% 54.72/22.41  																																																									| From (709) and (32) follows:
% 54.72/22.41  																																																									| (712) op(e2, e4) = e2
% 54.72/22.41  																																																									|
% 54.72/22.41  																																																									| From (709) and (42) follows:
% 54.72/22.41  																																																									| (713) op(e0, e4) = e0
% 54.72/22.41  																																																									|
% 54.72/22.41  																																																									| Instantiating formula (29) with e4, e4, e4, e1 and discharging atoms op(e4, e4) = e4, op(e4, e4) = e1, yields:
% 54.72/22.41  																																																									| (630) e4 = e1
% 54.72/22.41  																																																									|
% 54.72/22.41  																																																									| Instantiating formula (29) with e3, e4, e3, e2 and discharging atoms op(e3, e4) = e3, op(e3, e4) = e2, yields:
% 54.72/22.41  																																																									| (662) e3 = e2
% 54.72/22.41  																																																									|
% 54.72/22.41  																																																									| Instantiating formula (29) with e2, e4, e2, e4 and discharging atoms op(e2, e4) = e4, op(e2, e4) = e2, yields:
% 54.72/22.41  																																																									| (323) e4 = e2
% 54.72/22.41  																																																									|
% 54.72/22.41  																																																									| Instantiating formula (29) with e0, e4, e0, e3 and discharging atoms op(e0, e4) = e3, op(e0, e4) = e0, yields:
% 54.72/22.41  																																																									| (676) e3 = e0
% 54.72/22.41  																																																									|
% 54.72/22.41  																																																									| Combining equations (630,323) yields a new equation:
% 54.72/22.41  																																																									| (617) e2 = e1
% 54.72/22.41  																																																									|
% 54.72/22.41  																																																									| Combining equations (662,676) yields a new equation:
% 54.72/22.41  																																																									| (391) e2 = e0
% 54.72/22.41  																																																									|
% 54.72/22.41  																																																									| Simplifying 391 yields:
% 54.72/22.41  																																																									| (330) e2 = e0
% 54.72/22.41  																																																									|
% 54.72/22.41  																																																									| Combining equations (617,330) yields a new equation:
% 54.72/22.41  																																																									| (546) e1 = e0
% 54.72/22.41  																																																									|
% 54.72/22.41  																																																									| Simplifying 546 yields:
% 54.72/22.41  																																																									| (431) e1 = e0
% 54.72/22.41  																																																									|
% 54.72/22.41  																																																									| Equations (431) can reduce 233 to:
% 54.72/22.41  																																																									| (266) $false
% 54.72/22.41  																																																									|
% 54.72/22.41  																																																									|-The branch is then unsatisfiable
% 54.72/22.41  																																																								|-Branch two:
% 54.72/22.41  																																																								| (724)  ~ (unit = e4)
% 54.72/22.41  																																																								| (725) unit = e3 | unit = e1 | unit = e0
% 54.72/22.41  																																																								|
% 54.72/22.41  																																																									+-Applying beta-rule and splitting (725), into two cases.
% 54.72/22.41  																																																									|-Branch one:
% 54.72/22.41  																																																									| (726) unit = e0
% 54.72/22.41  																																																									|
% 54.72/22.41  																																																										| From (726) and (40) follows:
% 54.72/22.41  																																																										| (1639) op(e3, e0) = e3
% 54.72/22.41  																																																										|
% 54.72/22.41  																																																										| From (726) and (32) follows:
% 54.72/22.41  																																																										| (727) op(e2, e0) = e2
% 54.72/22.41  																																																										|
% 54.72/22.41  																																																										| Instantiating formula (29) with e3, e0, e3, e1 and discharging atoms op(e3, e0) = e3, op(e3, e0) = e1, yields:
% 54.72/22.41  																																																										| (455) e3 = e1
% 54.72/22.41  																																																										|
% 54.72/22.41  																																																										| Instantiating formula (29) with e2, e0, e2, e3 and discharging atoms op(e2, e0) = e3, op(e2, e0) = e2, yields:
% 54.72/22.41  																																																										| (662) e3 = e2
% 54.72/22.41  																																																										|
% 54.72/22.41  																																																										| Combining equations (662,455) yields a new equation:
% 54.72/22.41  																																																										| (616) e2 = e1
% 54.72/22.41  																																																										|
% 54.72/22.41  																																																										| Simplifying 616 yields:
% 54.72/22.41  																																																										| (617) e2 = e1
% 54.72/22.41  																																																										|
% 54.72/22.41  																																																										| Equations (617) can reduce 122 to:
% 54.72/22.41  																																																										| (266) $false
% 54.72/22.41  																																																										|
% 54.72/22.41  																																																										|-The branch is then unsatisfiable
% 54.72/22.41  																																																									|-Branch two:
% 54.72/22.41  																																																									| (734)  ~ (unit = e0)
% 54.72/22.41  																																																									| (735) unit = e3 | unit = e1
% 54.72/22.41  																																																									|
% 54.72/22.41  																																																										+-Applying beta-rule and splitting (735), into two cases.
% 54.72/22.41  																																																										|-Branch one:
% 54.72/22.41  																																																										| (736) unit = e1
% 54.72/22.41  																																																										|
% 54.72/22.41  																																																											| Equations (736) can reduce 734 to:
% 54.72/22.41  																																																											| (233)  ~ (e1 = e0)
% 54.72/22.41  																																																											|
% 54.72/22.41  																																																											| From (736) and (15) follows:
% 54.72/22.41  																																																											| (515) op(e1, e2) = e2
% 54.72/22.41  																																																											|
% 54.72/22.41  																																																											| From (736) and (227) follows:
% 54.72/22.41  																																																											| (739) op(e4, e1) = e4
% 54.72/22.41  																																																											|
% 54.72/22.41  																																																											| From (736) and (40) follows:
% 54.72/22.41  																																																											| (1652) op(e3, e1) = e3
% 54.72/22.41  																																																											|
% 54.72/22.41  																																																											| From (736) and (28) follows:
% 54.72/22.41  																																																											| (740) op(e1, e1) = e1
% 54.72/22.41  																																																											|
% 54.72/22.41  																																																											| Instantiating formula (29) with e4, e1, e4, e3 and discharging atoms op(e4, e1) = e4, op(e4, e1) = e3, yields:
% 54.72/22.41  																																																											| (425) e4 = e3
% 54.72/22.41  																																																											|
% 54.72/22.41  																																																											| Instantiating formula (29) with e3, e1, e3, e0 and discharging atoms op(e3, e1) = e3, op(e3, e1) = e0, yields:
% 54.72/22.41  																																																											| (676) e3 = e0
% 54.72/22.41  																																																											|
% 54.72/22.41  																																																											| Instantiating formula (29) with e1, e2, e2, e3 and discharging atoms op(e1, e2) = e3, op(e1, e2) = e2, yields:
% 54.72/22.41  																																																											| (662) e3 = e2
% 54.72/22.41  																																																											|
% 54.72/22.41  																																																											| Instantiating formula (29) with e1, e1, e1, e4 and discharging atoms op(e1, e1) = e4, op(e1, e1) = e1, yields:
% 54.72/22.41  																																																											| (630) e4 = e1
% 54.72/22.41  																																																											|
% 54.72/22.41  																																																											| Combining equations (425,630) yields a new equation:
% 54.72/22.41  																																																											| (454) e3 = e1
% 54.72/22.41  																																																											|
% 54.72/22.41  																																																											| Simplifying 454 yields:
% 54.72/22.41  																																																											| (455) e3 = e1
% 54.72/22.41  																																																											|
% 54.72/22.41  																																																											| Combining equations (455,662) yields a new equation:
% 54.72/22.41  																																																											| (617) e2 = e1
% 54.72/22.41  																																																											|
% 54.72/22.41  																																																											| Combining equations (676,662) yields a new equation:
% 54.72/22.41  																																																											| (330) e2 = e0
% 54.72/22.41  																																																											|
% 54.72/22.41  																																																											| Combining equations (617,330) yields a new equation:
% 54.72/22.41  																																																											| (546) e1 = e0
% 54.72/22.41  																																																											|
% 54.72/22.41  																																																											| Simplifying 546 yields:
% 54.72/22.41  																																																											| (431) e1 = e0
% 54.72/22.41  																																																											|
% 54.72/22.41  																																																											| Equations (431) can reduce 233 to:
% 54.72/22.41  																																																											| (266) $false
% 54.72/22.41  																																																											|
% 54.72/22.41  																																																											|-The branch is then unsatisfiable
% 54.72/22.41  																																																										|-Branch two:
% 54.72/22.41  																																																										| (748)  ~ (unit = e1)
% 54.72/22.41  																																																										| (749) unit = e3
% 54.72/22.41  																																																										|
% 54.72/22.41  																																																											| From (749) and (209) follows:
% 54.72/22.41  																																																											| (1667) op(e3, e0) = e0
% 54.72/22.41  																																																											|
% 54.72/22.41  																																																											| Instantiating formula (29) with e3, e0, e0, e1 and discharging atoms op(e3, e0) = e1, op(e3, e0) = e0, yields:
% 54.72/22.41  																																																											| (431) e1 = e0
% 54.72/22.41  																																																											|
% 54.72/22.41  																																																											| Equations (431) can reduce 233 to:
% 54.72/22.41  																																																											| (266) $false
% 54.72/22.41  																																																											|
% 54.72/22.41  																																																											|-The branch is then unsatisfiable
% 54.72/22.41  																																																						|-Branch two:
% 54.72/22.41  																																																						| (1670)  ~ (all_0_57_57 = e1)
% 54.72/22.41  																																																						| (918) all_0_58_58 = e1
% 54.72/22.41  																																																						|
% 54.72/22.41  																																																							| Combining equations (918,914) yields a new equation:
% 54.72/22.41  																																																							| (546) e1 = e0
% 54.72/22.41  																																																							|
% 54.72/22.41  																																																							| Simplifying 546 yields:
% 54.72/22.41  																																																							| (431) e1 = e0
% 54.72/22.41  																																																							|
% 54.72/22.41  																																																							| Equations (431) can reduce 233 to:
% 54.72/22.41  																																																							| (266) $false
% 54.72/22.41  																																																							|
% 54.72/22.41  																																																							|-The branch is then unsatisfiable
% 54.72/22.41  																																																	|-Branch two:
% 54.72/22.41  																																																	| (509)  ~ (all_0_53_53 = e2)
% 54.72/22.41  																																																	| (610) all_0_53_53 = e4 | all_0_53_53 = e3 | all_0_53_53 = e1
% 54.72/22.41  																																																	|
% 54.72/22.41  																																																		+-Applying beta-rule and splitting (586), into two cases.
% 54.72/22.41  																																																		|-Branch one:
% 54.72/22.41  																																																		| (974) all_0_49_49 = e4
% 54.72/22.41  																																																		|
% 54.72/22.41  																																																			| Equations (974) can reduce 256 to:
% 54.72/22.41  																																																			| (266) $false
% 54.72/22.41  																																																			|
% 54.72/22.41  																																																			|-The branch is then unsatisfiable
% 54.72/22.41  																																																		|-Branch two:
% 54.72/22.41  																																																		| (256)  ~ (all_0_49_49 = e4)
% 54.72/22.41  																																																		| (977) all_0_49_49 = e3 | all_0_49_49 = e1 | all_0_49_49 = e0
% 54.72/22.41  																																																		|
% 54.72/22.41  																																																			+-Applying beta-rule and splitting (977), into two cases.
% 54.72/22.41  																																																			|-Branch one:
% 54.72/22.41  																																																			| (978) all_0_49_49 = e0
% 54.72/22.41  																																																			|
% 54.72/22.41  																																																				| Equations (978) can reduce 487 to:
% 54.72/22.41  																																																				| (266) $false
% 54.72/22.41  																																																				|
% 54.72/22.41  																																																				|-The branch is then unsatisfiable
% 54.72/22.41  																																																			|-Branch two:
% 54.72/22.41  																																																			| (487)  ~ (all_0_49_49 = e0)
% 54.72/22.41  																																																			| (981) all_0_49_49 = e3 | all_0_49_49 = e1
% 54.72/22.41  																																																			|
% 54.72/22.41  																																																				+-Applying beta-rule and splitting (981), into two cases.
% 54.72/22.41  																																																				|-Branch one:
% 54.72/22.41  																																																				| (671) all_0_49_49 = e1
% 54.72/22.41  																																																				|
% 54.72/22.41  																																																					| Equations (671) can reduce 1064 to:
% 54.72/22.41  																																																					| (266) $false
% 54.72/22.41  																																																					|
% 54.72/22.41  																																																					|-The branch is then unsatisfiable
% 54.72/22.41  																																																				|-Branch two:
% 54.72/22.41  																																																				| (1064)  ~ (all_0_49_49 = e1)
% 54.72/22.41  																																																				| (884) all_0_49_49 = e3
% 54.72/22.41  																																																				|
% 54.72/22.41  																																																					| Equations (884) can reduce 65 to:
% 54.72/22.41  																																																					| (1114)  ~ (all_0_53_53 = e3)
% 54.72/22.41  																																																					|
% 54.72/22.41  																																																					| Simplifying 1114 yields:
% 54.72/22.41  																																																					| (903)  ~ (all_0_53_53 = e3)
% 54.72/22.41  																																																					|
% 54.72/22.41  																																																					+-Applying beta-rule and splitting (610), into two cases.
% 54.72/22.41  																																																					|-Branch one:
% 54.72/22.41  																																																					| (1298) all_0_53_53 = e4
% 54.72/22.41  																																																					|
% 54.72/22.41  																																																						| Equations (1298) can reduce 1453 to:
% 54.72/22.41  																																																						| (266) $false
% 54.72/22.41  																																																						|
% 54.72/22.41  																																																						|-The branch is then unsatisfiable
% 54.72/22.41  																																																					|-Branch two:
% 54.72/22.41  																																																					| (1453)  ~ (all_0_53_53 = e4)
% 54.72/22.41  																																																					| (1694) all_0_53_53 = e3 | all_0_53_53 = e1
% 54.72/22.41  																																																					|
% 54.72/22.42  																																																						+-Applying beta-rule and splitting (1694), into two cases.
% 54.72/22.42  																																																						|-Branch one:
% 54.72/22.42  																																																						| (1208) all_0_53_53 = e1
% 54.72/22.42  																																																						|
% 54.72/22.42  																																																							| Equations (1208) can reduce 1459 to:
% 54.72/22.42  																																																							| (266) $false
% 54.72/22.42  																																																							|
% 54.72/22.42  																																																							|-The branch is then unsatisfiable
% 54.72/22.42  																																																						|-Branch two:
% 54.72/22.42  																																																						| (1459)  ~ (all_0_53_53 = e1)
% 54.72/22.42  																																																						| (665) all_0_53_53 = e3
% 54.72/22.42  																																																						|
% 54.72/22.42  																																																							| Equations (665) can reduce 903 to:
% 54.72/22.42  																																																							| (266) $false
% 54.72/22.42  																																																							|
% 54.72/22.42  																																																							|-The branch is then unsatisfiable
% 54.72/22.42  																																															|-Branch two:
% 54.72/22.42  																																															| (831)  ~ (all_0_46_46 = e0)
% 54.72/22.42  																																															| (858) all_0_55_55 = e0
% 54.72/22.42  																																															|
% 54.72/22.42  																																																| Combining equations (858,587) yields a new equation:
% 54.72/22.42  																																																| (397) e4 = e0
% 54.72/22.42  																																																|
% 54.72/22.42  																																																| Equations (397) can reduce 49 to:
% 54.72/22.42  																																																| (266) $false
% 54.72/22.42  																																																|
% 54.72/22.42  																																																|-The branch is then unsatisfiable
% 54.72/22.42  																																								|-Branch two:
% 54.72/22.42  																																								| (511)  ~ (all_0_56_56 = e2)
% 54.72/22.42  																																								| (836) all_0_56_56 = e4 | all_0_56_56 = e3 | all_0_56_56 = e1 | all_0_56_56 = e0
% 54.72/22.42  																																								|
% 54.72/22.42  																																									+-Applying beta-rule and splitting (389), into two cases.
% 54.72/22.42  																																									|-Branch one:
% 54.72/22.42  																																									| (833) all_0_56_56 = e2
% 54.72/22.42  																																									|
% 54.72/22.42  																																										| Equations (833) can reduce 511 to:
% 54.72/22.42  																																										| (266) $false
% 54.72/22.42  																																										|
% 54.72/22.42  																																										|-The branch is then unsatisfiable
% 54.72/22.42  																																									|-Branch two:
% 54.72/22.42  																																									| (511)  ~ (all_0_56_56 = e2)
% 54.72/22.42  																																									| (1709) all_0_57_57 = e2 | all_0_58_58 = e2
% 54.72/22.42  																																									|
% 54.72/22.42  																																										+-Applying beta-rule and splitting (1709), into two cases.
% 54.72/22.42  																																										|-Branch one:
% 54.72/22.42  																																										| (442) all_0_57_57 = e2
% 54.72/22.42  																																										|
% 54.72/22.42  																																											| Equations (442) can reduce 344 to:
% 54.72/22.42  																																											| (266) $false
% 54.72/22.42  																																											|
% 54.72/22.42  																																											|-The branch is then unsatisfiable
% 54.72/22.42  																																										|-Branch two:
% 54.72/22.42  																																										| (344)  ~ (all_0_57_57 = e2)
% 54.72/22.42  																																										| (624) all_0_58_58 = e2
% 54.72/22.42  																																										|
% 54.72/22.42  																																											| Equations (624) can reduce 10 to:
% 54.72/22.42  																																											| (509)  ~ (all_0_53_53 = e2)
% 54.72/22.42  																																											|
% 54.72/22.42  																																											| Equations (624) can reduce 880 to:
% 54.72/22.42  																																											| (122)  ~ (e2 = e1)
% 54.72/22.42  																																											|
% 54.72/22.42  																																											+-Applying beta-rule and splitting (434), into two cases.
% 54.72/22.42  																																											|-Branch one:
% 54.72/22.42  																																											| (615) all_0_48_48 = e1
% 54.72/22.42  																																											|
% 54.72/22.42  																																												| Combining equations (335,615) yields a new equation:
% 54.72/22.42  																																												| (616) e2 = e1
% 54.72/22.42  																																												|
% 54.72/22.42  																																												| Simplifying 616 yields:
% 54.72/22.42  																																												| (617) e2 = e1
% 54.72/22.42  																																												|
% 54.72/22.42  																																												| Equations (617) can reduce 122 to:
% 54.72/22.42  																																												| (266) $false
% 54.72/22.42  																																												|
% 54.72/22.42  																																												|-The branch is then unsatisfiable
% 54.72/22.42  																																											|-Branch two:
% 54.72/22.42  																																											| (619)  ~ (all_0_48_48 = e1)
% 54.72/22.42  																																											| (620) all_0_52_52 = e1 | all_0_57_57 = e1
% 54.72/22.42  																																											|
% 54.72/22.42  																																												| Equations (335) can reduce 619 to:
% 54.72/22.42  																																												| (122)  ~ (e2 = e1)
% 54.72/22.42  																																												|
% 54.72/22.42  																																												+-Applying beta-rule and splitting (196), into two cases.
% 54.72/22.42  																																												|-Branch one:
% 54.72/22.42  																																												| (607) all_0_53_53 = e2
% 54.72/22.42  																																												|
% 54.72/22.42  																																													| Equations (607) can reduce 509 to:
% 54.72/22.42  																																													| (266) $false
% 54.72/22.42  																																													|
% 54.72/22.42  																																													|-The branch is then unsatisfiable
% 54.72/22.42  																																												|-Branch two:
% 54.72/22.42  																																												| (509)  ~ (all_0_53_53 = e2)
% 54.72/22.42  																																												| (610) all_0_53_53 = e4 | all_0_53_53 = e3 | all_0_53_53 = e1
% 54.72/22.42  																																												|
% 54.72/22.42  																																													+-Applying beta-rule and splitting (216), into two cases.
% 54.72/22.42  																																													|-Branch one:
% 54.72/22.42  																																													| (629) all_0_55_55 = e1
% 54.72/22.42  																																													|
% 54.72/22.42  																																														| Combining equations (587,629) yields a new equation:
% 54.72/22.42  																																														| (636) e4 = e1
% 54.72/22.42  																																														|
% 54.72/22.42  																																														| Simplifying 636 yields:
% 54.72/22.42  																																														| (630) e4 = e1
% 54.72/22.42  																																														|
% 54.72/22.42  																																														| Equations (630) can reduce 110 to:
% 54.72/22.42  																																														| (266) $false
% 54.72/22.42  																																														|
% 54.72/22.42  																																														|-The branch is then unsatisfiable
% 54.72/22.42  																																													|-Branch two:
% 54.72/22.42  																																													| (632)  ~ (all_0_55_55 = e1)
% 54.72/22.42  																																													| (633) all_0_56_56 = e1 | all_0_57_57 = e1 | all_0_58_58 = e1
% 54.72/22.42  																																													|
% 54.72/22.42  																																														+-Applying beta-rule and splitting (633), into two cases.
% 54.72/22.42  																																														|-Branch one:
% 54.72/22.42  																																														| (1569) all_0_56_56 = e1
% 54.72/22.42  																																														|
% 54.72/22.42  																																															| Equations (1569) can reduce 466 to:
% 54.72/22.42  																																															| (266) $false
% 54.72/22.42  																																															|
% 54.72/22.42  																																															|-The branch is then unsatisfiable
% 54.72/22.42  																																														|-Branch two:
% 54.72/22.42  																																														| (466)  ~ (all_0_56_56 = e1)
% 54.72/22.42  																																														| (1574) all_0_57_57 = e1 | all_0_58_58 = e1
% 54.72/22.42  																																														|
% 54.72/22.42  																																															+-Applying beta-rule and splitting (1574), into two cases.
% 54.72/22.42  																																															|-Branch one:
% 54.72/22.42  																																															| (647) all_0_57_57 = e1
% 54.72/22.42  																																															|
% 54.72/22.42  																																																| Equations (647) can reduce 364 to:
% 54.72/22.42  																																																| (233)  ~ (e1 = e0)
% 54.72/22.42  																																																|
% 54.72/22.42  																																																+-Applying beta-rule and splitting (610), into two cases.
% 54.72/22.42  																																																|-Branch one:
% 54.72/22.42  																																																| (1298) all_0_53_53 = e4
% 54.72/22.42  																																																|
% 54.72/22.42  																																																	| Equations (1298) can reduce 1453 to:
% 54.72/22.42  																																																	| (266) $false
% 54.72/22.42  																																																	|
% 54.72/22.42  																																																	|-The branch is then unsatisfiable
% 54.72/22.42  																																																|-Branch two:
% 54.72/22.42  																																																| (1453)  ~ (all_0_53_53 = e4)
% 54.72/22.42  																																																| (1694) all_0_53_53 = e3 | all_0_53_53 = e1
% 54.72/22.42  																																																|
% 54.72/22.42  																																																	+-Applying beta-rule and splitting (75), into two cases.
% 54.72/22.42  																																																	|-Branch one:
% 54.72/22.42  																																																	| (485) all_0_40_40 = e0
% 54.72/22.42  																																																	|
% 54.72/22.42  																																																		| Combining equations (1378,485) yields a new equation:
% 54.72/22.42  																																																		| (481) e4 = e0
% 54.72/22.42  																																																		|
% 54.72/22.42  																																																		| Simplifying 481 yields:
% 54.72/22.42  																																																		| (397) e4 = e0
% 54.72/22.42  																																																		|
% 54.72/22.42  																																																		| Equations (397) can reduce 49 to:
% 54.72/22.42  																																																		| (266) $false
% 54.72/22.42  																																																		|
% 54.72/22.42  																																																		|-The branch is then unsatisfiable
% 54.72/22.42  																																																	|-Branch two:
% 54.72/22.42  																																																	| (1401)  ~ (all_0_40_40 = e0)
% 54.72/22.42  																																																	| (1748) all_0_44_44 = e0 | all_0_49_49 = e0 | all_0_58_58 = e0
% 54.72/22.42  																																																	|
% 54.72/22.42  																																																		+-Applying beta-rule and splitting (1694), into two cases.
% 54.72/22.42  																																																		|-Branch one:
% 54.72/22.42  																																																		| (1208) all_0_53_53 = e1
% 54.72/22.42  																																																		|
% 54.72/22.42  																																																			| Equations (1208) can reduce 1459 to:
% 54.72/22.42  																																																			| (266) $false
% 54.72/22.42  																																																			|
% 54.72/22.42  																																																			|-The branch is then unsatisfiable
% 54.72/22.42  																																																		|-Branch two:
% 54.72/22.42  																																																		| (1459)  ~ (all_0_53_53 = e1)
% 54.72/22.42  																																																		| (665) all_0_53_53 = e3
% 54.72/22.42  																																																		|
% 54.72/22.42  																																																			| Equations (665) can reduce 65 to:
% 54.72/22.42  																																																			| (525)  ~ (all_0_49_49 = e3)
% 54.72/22.42  																																																			|
% 54.72/22.42  																																																			| Equations (665) can reduce 1459 to:
% 54.72/22.42  																																																			| (213)  ~ (e3 = e1)
% 54.72/22.42  																																																			|
% 54.72/22.42  																																																			+-Applying beta-rule and splitting (1748), into two cases.
% 54.72/22.42  																																																			|-Branch one:
% 54.72/22.42  																																																			| (1414) all_0_44_44 = e0
% 54.72/22.42  																																																			|
% 54.72/22.42  																																																				| Combining equations (635,1414) yields a new equation:
% 54.72/22.42  																																																				| (546) e1 = e0
% 54.72/22.42  																																																				|
% 54.72/22.42  																																																				| Simplifying 546 yields:
% 54.72/22.42  																																																				| (431) e1 = e0
% 54.72/22.42  																																																				|
% 54.72/22.42  																																																				| Equations (431) can reduce 233 to:
% 54.72/22.42  																																																				| (266) $false
% 54.72/22.42  																																																				|
% 54.72/22.42  																																																				|-The branch is then unsatisfiable
% 54.72/22.42  																																																			|-Branch two:
% 54.72/22.42  																																																			| (360)  ~ (all_0_44_44 = e0)
% 54.72/22.42  																																																			| (1760) all_0_49_49 = e0 | all_0_58_58 = e0
% 54.72/22.42  																																																			|
% 54.72/22.42  																																																				+-Applying beta-rule and splitting (428), into two cases.
% 54.72/22.42  																																																				|-Branch one:
% 54.72/22.42  																																																				| (1557) all_0_46_46 = e3
% 54.72/22.42  																																																				|
% 54.72/22.42  																																																					| Equations (1557) can reduce 409 to:
% 54.72/22.42  																																																					| (266) $false
% 54.72/22.42  																																																					|
% 54.72/22.42  																																																					|-The branch is then unsatisfiable
% 54.72/22.42  																																																				|-Branch two:
% 54.72/22.42  																																																				| (409)  ~ (all_0_46_46 = e3)
% 54.72/22.42  																																																				| (1561) all_0_47_47 = e3 | all_0_49_49 = e3
% 54.72/22.42  																																																				|
% 54.72/22.42  																																																					+-Applying beta-rule and splitting (1760), into two cases.
% 54.72/22.42  																																																					|-Branch one:
% 54.72/22.42  																																																					| (978) all_0_49_49 = e0
% 54.72/22.42  																																																					|
% 54.72/22.42  																																																						| Equations (978) can reduce 525 to:
% 54.72/22.42  																																																						| (541)  ~ (e3 = e0)
% 54.72/22.42  																																																						|
% 54.72/22.42  																																																						| Simplifying 541 yields:
% 54.72/22.42  																																																						| (80)  ~ (e3 = e0)
% 54.72/22.42  																																																						|
% 54.72/22.42  																																																						+-Applying beta-rule and splitting (1561), into two cases.
% 54.72/22.42  																																																						|-Branch one:
% 54.72/22.42  																																																						| (522) all_0_47_47 = e3
% 54.72/22.42  																																																						|
% 54.72/22.42  																																																							| Combining equations (654,522) yields a new equation:
% 54.72/22.42  																																																							| (455) e3 = e1
% 54.72/22.42  																																																							|
% 54.72/22.42  																																																							| Equations (455) can reduce 213 to:
% 54.72/22.42  																																																							| (266) $false
% 54.72/22.42  																																																							|
% 54.72/22.42  																																																							|-The branch is then unsatisfiable
% 54.72/22.42  																																																						|-Branch two:
% 54.72/22.42  																																																						| (1091)  ~ (all_0_47_47 = e3)
% 54.72/22.42  																																																						| (884) all_0_49_49 = e3
% 54.72/22.42  																																																						|
% 54.72/22.42  																																																							| Combining equations (978,884) yields a new equation:
% 54.72/22.42  																																																							| (676) e3 = e0
% 54.72/22.42  																																																							|
% 54.72/22.42  																																																							| Equations (676) can reduce 80 to:
% 54.72/22.42  																																																							| (266) $false
% 54.72/22.42  																																																							|
% 54.72/22.42  																																																							|-The branch is then unsatisfiable
% 54.72/22.42  																																																					|-Branch two:
% 54.72/22.42  																																																					| (487)  ~ (all_0_49_49 = e0)
% 54.72/22.42  																																																					| (914) all_0_58_58 = e0
% 54.72/22.42  																																																					|
% 54.72/22.42  																																																						| Combining equations (624,914) yields a new equation:
% 54.72/22.42  																																																						| (391) e2 = e0
% 54.72/22.42  																																																						|
% 54.72/22.42  																																																						| Simplifying 391 yields:
% 54.72/22.42  																																																						| (330) e2 = e0
% 54.72/22.42  																																																						|
% 54.72/22.42  																																																						| Equations (330) can reduce 128 to:
% 54.72/22.42  																																																						| (266) $false
% 54.72/22.42  																																																						|
% 54.72/22.42  																																																						|-The branch is then unsatisfiable
% 54.80/22.42  																																															|-Branch two:
% 54.80/22.42  																																															| (1670)  ~ (all_0_57_57 = e1)
% 54.80/22.42  																																															| (918) all_0_58_58 = e1
% 54.80/22.42  																																															|
% 54.80/22.42  																																																| Combining equations (918,624) yields a new equation:
% 54.80/22.42  																																																| (617) e2 = e1
% 54.80/22.42  																																																|
% 54.80/22.42  																																																| Equations (617) can reduce 122 to:
% 54.80/22.42  																																																| (266) $false
% 54.80/22.42  																																																|
% 54.80/22.42  																																																|-The branch is then unsatisfiable
% 54.80/22.42  																																						|-Branch two:
% 54.80/22.42  																																						| (462)  ~ (all_0_47_47 = e1)
% 54.80/22.42  																																						| (659) all_0_48_48 = e1 | all_0_49_49 = e1
% 54.80/22.42  																																						|
% 54.80/22.42  																																							+-Applying beta-rule and splitting (105), into two cases.
% 54.80/22.42  																																							|-Branch one:
% 54.80/22.42  																																							| (1105) all_0_47_47 = e2
% 54.80/22.42  																																							|
% 54.80/22.42  																																								| Equations (1105) can reduce 338 to:
% 54.80/22.42  																																								| (266) $false
% 54.80/22.42  																																								|
% 54.80/22.42  																																								|-The branch is then unsatisfiable
% 54.80/22.42  																																							|-Branch two:
% 54.80/22.42  																																							| (338)  ~ (all_0_47_47 = e2)
% 54.80/22.42  																																							| (1789) all_0_47_47 = e4 | all_0_47_47 = e3 | all_0_47_47 = e1 | all_0_47_47 = e0
% 54.80/22.42  																																							|
% 54.80/22.42  																																								+-Applying beta-rule and splitting (1789), into two cases.
% 54.80/22.42  																																								|-Branch one:
% 54.80/22.42  																																								| (1790) all_0_47_47 = e4
% 54.80/22.42  																																								|
% 54.80/22.42  																																									| Equations (1790) can reduce 252 to:
% 54.80/22.42  																																									| (266) $false
% 54.80/22.42  																																									|
% 54.80/22.42  																																									|-The branch is then unsatisfiable
% 54.80/22.42  																																								|-Branch two:
% 54.80/22.42  																																								| (252)  ~ (all_0_47_47 = e4)
% 54.80/22.42  																																								| (1793) all_0_47_47 = e3 | all_0_47_47 = e1 | all_0_47_47 = e0
% 54.80/22.42  																																								|
% 54.80/22.42  																																									+-Applying beta-rule and splitting (123), into two cases.
% 54.80/22.42  																																									|-Branch one:
% 54.80/22.42  																																									| (1794) all_0_46_46 = e2
% 54.80/22.42  																																									|
% 54.80/22.42  																																										| Equations (1794) can reduce 300 to:
% 54.80/22.42  																																										| (266) $false
% 54.80/22.42  																																										|
% 54.80/22.42  																																										|-The branch is then unsatisfiable
% 54.80/22.42  																																									|-Branch two:
% 54.80/22.42  																																									| (300)  ~ (all_0_46_46 = e2)
% 54.80/22.42  																																									| (1797) all_0_46_46 = e4 | all_0_46_46 = e3 | all_0_46_46 = e1 | all_0_46_46 = e0
% 54.80/22.42  																																									|
% 54.80/22.42  																																										+-Applying beta-rule and splitting (1797), into two cases.
% 54.80/22.42  																																										|-Branch one:
% 54.80/22.42  																																										| (770) all_0_46_46 = e4
% 54.80/22.42  																																										|
% 54.80/22.42  																																											| Equations (770) can reduce 250 to:
% 54.80/22.42  																																											| (266) $false
% 54.80/22.42  																																											|
% 54.80/22.42  																																											|-The branch is then unsatisfiable
% 54.80/22.42  																																										|-Branch two:
% 54.80/22.42  																																										| (250)  ~ (all_0_46_46 = e4)
% 54.80/22.42  																																										| (1801) all_0_46_46 = e3 | all_0_46_46 = e1 | all_0_46_46 = e0
% 54.80/22.42  																																										|
% 54.80/22.42  																																											+-Applying beta-rule and splitting (1801), into two cases.
% 54.80/22.42  																																											|-Branch one:
% 54.80/22.42  																																											| (538) all_0_46_46 = e0
% 54.80/22.42  																																											|
% 54.80/22.42  																																												| Equations (538) can reduce 19 to:
% 54.80/22.42  																																												| (1402)  ~ (all_0_47_47 = e0)
% 54.80/22.42  																																												|
% 54.80/22.42  																																												| Simplifying 1402 yields:
% 54.80/22.42  																																												| (678)  ~ (all_0_47_47 = e0)
% 54.80/22.42  																																												|
% 54.80/22.42  																																												| Equations (538) can reduce 208 to:
% 54.80/22.42  																																												| (486)  ~ (all_0_49_49 = e0)
% 54.80/22.42  																																												|
% 54.80/22.42  																																												| Simplifying 486 yields:
% 54.80/22.42  																																												| (487)  ~ (all_0_49_49 = e0)
% 54.80/22.42  																																												|
% 54.80/22.42  																																												+-Applying beta-rule and splitting (377), into two cases.
% 54.80/22.42  																																												|-Branch one:
% 54.80/22.42  																																												| (583) all_0_49_49 = e2
% 54.80/22.42  																																												|
% 54.80/22.42  																																													| Equations (583) can reduce 340 to:
% 54.80/22.42  																																													| (266) $false
% 54.80/22.42  																																													|
% 54.80/22.42  																																													|-The branch is then unsatisfiable
% 54.80/22.42  																																												|-Branch two:
% 54.80/22.42  																																												| (340)  ~ (all_0_49_49 = e2)
% 54.80/22.42  																																												| (614) all_0_53_53 = e2 | all_0_58_58 = e2
% 54.80/22.42  																																												|
% 54.80/22.42  																																													+-Applying beta-rule and splitting (54), into two cases.
% 54.80/22.42  																																													|-Branch one:
% 54.80/22.42  																																													| (583) all_0_49_49 = e2
% 54.80/22.42  																																													|
% 54.80/22.42  																																														| Equations (583) can reduce 340 to:
% 54.80/22.42  																																														| (266) $false
% 54.80/22.42  																																														|
% 54.80/22.42  																																														|-The branch is then unsatisfiable
% 54.80/22.42  																																													|-Branch two:
% 54.80/22.42  																																													| (340)  ~ (all_0_49_49 = e2)
% 54.80/22.42  																																													| (586) all_0_49_49 = e4 | all_0_49_49 = e3 | all_0_49_49 = e1 | all_0_49_49 = e0
% 54.80/22.42  																																													|
% 54.80/22.42  																																														+-Applying beta-rule and splitting (586), into two cases.
% 54.80/22.42  																																														|-Branch one:
% 54.80/22.42  																																														| (974) all_0_49_49 = e4
% 54.80/22.42  																																														|
% 54.80/22.42  																																															| Equations (974) can reduce 256 to:
% 54.80/22.42  																																															| (266) $false
% 54.80/22.42  																																															|
% 54.80/22.42  																																															|-The branch is then unsatisfiable
% 54.80/22.42  																																														|-Branch two:
% 54.80/22.42  																																														| (256)  ~ (all_0_49_49 = e4)
% 54.80/22.42  																																														| (977) all_0_49_49 = e3 | all_0_49_49 = e1 | all_0_49_49 = e0
% 54.80/22.42  																																														|
% 54.80/22.42  																																															+-Applying beta-rule and splitting (977), into two cases.
% 54.80/22.42  																																															|-Branch one:
% 54.80/22.42  																																															| (978) all_0_49_49 = e0
% 54.80/22.42  																																															|
% 54.80/22.42  																																																| Equations (978) can reduce 487 to:
% 54.80/22.42  																																																| (266) $false
% 54.80/22.42  																																																|
% 54.80/22.42  																																																|-The branch is then unsatisfiable
% 54.80/22.42  																																															|-Branch two:
% 54.80/22.42  																																															| (487)  ~ (all_0_49_49 = e0)
% 54.80/22.42  																																															| (981) all_0_49_49 = e3 | all_0_49_49 = e1
% 54.80/22.42  																																															|
% 54.80/22.42  																																																+-Applying beta-rule and splitting (981), into two cases.
% 54.80/22.42  																																																|-Branch one:
% 54.80/22.42  																																																| (671) all_0_49_49 = e1
% 54.80/22.42  																																																|
% 54.80/22.42  																																																	| Equations (671) can reduce 1064 to:
% 54.80/22.42  																																																	| (266) $false
% 54.80/22.42  																																																	|
% 54.80/22.42  																																																	|-The branch is then unsatisfiable
% 54.80/22.42  																																																|-Branch two:
% 54.80/22.42  																																																| (1064)  ~ (all_0_49_49 = e1)
% 54.80/22.42  																																																| (884) all_0_49_49 = e3
% 54.80/22.42  																																																|
% 54.80/22.42  																																																	| Equations (884) can reduce 86 to:
% 54.80/22.42  																																																	| (1091)  ~ (all_0_47_47 = e3)
% 54.80/22.42  																																																	|
% 54.80/22.42  																																																	+-Applying beta-rule and splitting (1793), into two cases.
% 54.80/22.42  																																																	|-Branch one:
% 54.80/22.42  																																																	| (674) all_0_47_47 = e0
% 54.80/22.42  																																																	|
% 54.80/22.42  																																																		| Equations (674) can reduce 678 to:
% 54.80/22.42  																																																		| (266) $false
% 54.80/22.42  																																																		|
% 54.80/22.42  																																																		|-The branch is then unsatisfiable
% 54.80/22.42  																																																	|-Branch two:
% 54.80/22.42  																																																	| (678)  ~ (all_0_47_47 = e0)
% 54.80/22.42  																																																	| (1831) all_0_47_47 = e3 | all_0_47_47 = e1
% 54.80/22.42  																																																	|
% 54.80/22.42  																																																		+-Applying beta-rule and splitting (1831), into two cases.
% 54.80/22.42  																																																		|-Branch one:
% 54.80/22.42  																																																		| (654) all_0_47_47 = e1
% 54.80/22.42  																																																		|
% 54.80/22.42  																																																			| Equations (654) can reduce 462 to:
% 54.80/22.42  																																																			| (266) $false
% 54.80/22.42  																																																			|
% 54.80/22.42  																																																			|-The branch is then unsatisfiable
% 54.80/22.42  																																																		|-Branch two:
% 54.80/22.42  																																																		| (462)  ~ (all_0_47_47 = e1)
% 54.80/22.43  																																																		| (522) all_0_47_47 = e3
% 54.80/22.43  																																																		|
% 54.80/22.43  																																																			| Equations (522) can reduce 1091 to:
% 54.80/22.43  																																																			| (266) $false
% 54.80/22.43  																																																			|
% 54.80/22.43  																																																			|-The branch is then unsatisfiable
% 54.80/22.43  																																											|-Branch two:
% 54.80/22.43  																																											| (831)  ~ (all_0_46_46 = e0)
% 54.80/22.43  																																											| (1838) all_0_46_46 = e3 | all_0_46_46 = e1
% 54.80/22.43  																																											|
% 54.80/22.43  																																												+-Applying beta-rule and splitting (1838), into two cases.
% 54.80/22.43  																																												|-Branch one:
% 54.80/22.43  																																												| (545) all_0_46_46 = e1
% 54.80/22.43  																																												|
% 54.80/22.43  																																													| Equations (545) can reduce 549 to:
% 54.80/22.43  																																													| (266) $false
% 54.80/22.43  																																													|
% 54.80/22.43  																																													|-The branch is then unsatisfiable
% 54.80/22.43  																																												|-Branch two:
% 54.80/22.43  																																												| (549)  ~ (all_0_46_46 = e1)
% 54.80/22.43  																																												| (1557) all_0_46_46 = e3
% 54.80/22.43  																																												|
% 54.80/22.43  																																													| Equations (1557) can reduce 409 to:
% 54.80/22.43  																																													| (266) $false
% 54.80/22.43  																																													|
% 54.80/22.43  																																													|-The branch is then unsatisfiable
% 54.80/22.43  																																	|-Branch two:
% 54.80/22.43  																																	| (759)  ~ (all_0_50_50 = e1)
% 54.80/22.43  																																	| (415) all_0_50_50 = e3
% 54.80/22.43  																																	|
% 54.80/22.43  																																		| Equations (415) can reduce 411 to:
% 54.80/22.43  																																		| (266) $false
% 54.80/22.43  																																		|
% 54.80/22.43  																																		|-The branch is then unsatisfiable
% 54.80/22.43  																												|-Branch two:
% 54.80/22.43  																												| (780)  ~ (all_0_52_52 = e4)
% 54.80/22.43  																												| (781) (all_0_41_41 = e0 & all_0_58_58 = e3 &  ~ (all_0_44_44 = e3)) | (all_0_41_41 = e0 & all_0_58_58 = e3 &  ~ (all_0_55_55 = e0)) | (all_0_47_47 = e1 & all_0_52_52 = e2 &  ~ (all_0_48_48 = e2)) | (all_0_47_47 = e1 & all_0_52_52 = e2 &  ~ (all_0_51_51 = e1)) | (all_0_47_47 = e0 & all_0_58_58 = e2 &  ~ (all_0_49_49 = e2)) | (all_0_47_47 = e0 & all_0_58_58 = e2 &  ~ (all_0_56_56 = e0))
% 54.80/22.43  																												|
% 54.80/22.43  																													+-Applying beta-rule and splitting (781), into two cases.
% 54.80/22.43  																													|-Branch one:
% 54.80/22.43  																													| (789) (all_0_41_41 = e0 & all_0_58_58 = e3 &  ~ (all_0_44_44 = e3)) | (all_0_41_41 = e0 & all_0_58_58 = e3 &  ~ (all_0_55_55 = e0)) | (all_0_47_47 = e1 & all_0_52_52 = e2 &  ~ (all_0_48_48 = e2)) | (all_0_47_47 = e1 & all_0_52_52 = e2 &  ~ (all_0_51_51 = e1)) | (all_0_47_47 = e0 & all_0_58_58 = e2 &  ~ (all_0_49_49 = e2))
% 54.80/22.43  																													|
% 54.80/22.43  																														+-Applying beta-rule and splitting (789), into two cases.
% 54.80/22.43  																														|-Branch one:
% 54.80/22.43  																														| (790) (all_0_41_41 = e0 & all_0_58_58 = e3 &  ~ (all_0_44_44 = e3)) | (all_0_41_41 = e0 & all_0_58_58 = e3 &  ~ (all_0_55_55 = e0)) | (all_0_47_47 = e1 & all_0_52_52 = e2 &  ~ (all_0_48_48 = e2)) | (all_0_47_47 = e1 & all_0_52_52 = e2 &  ~ (all_0_51_51 = e1))
% 54.80/22.43  																														|
% 54.80/22.43  																															+-Applying beta-rule and splitting (790), into two cases.
% 54.80/22.43  																															|-Branch one:
% 54.80/22.43  																															| (791) (all_0_41_41 = e0 & all_0_58_58 = e3 &  ~ (all_0_44_44 = e3)) | (all_0_41_41 = e0 & all_0_58_58 = e3 &  ~ (all_0_55_55 = e0)) | (all_0_47_47 = e1 & all_0_52_52 = e2 &  ~ (all_0_48_48 = e2))
% 54.80/22.43  																															|
% 54.80/22.43  																																+-Applying beta-rule and splitting (791), into two cases.
% 54.80/22.43  																																|-Branch one:
% 54.80/22.43  																																| (792) (all_0_41_41 = e0 & all_0_58_58 = e3 &  ~ (all_0_44_44 = e3)) | (all_0_41_41 = e0 & all_0_58_58 = e3 &  ~ (all_0_55_55 = e0))
% 54.80/22.43  																																|
% 54.80/22.43  																																	+-Applying beta-rule and splitting (792), into two cases.
% 54.80/22.43  																																	|-Branch one:
% 54.80/22.43  																																	| (793) all_0_41_41 = e0 & all_0_58_58 = e3 &  ~ (all_0_44_44 = e3)
% 54.80/22.43  																																	|
% 54.80/22.43  																																		| Applying alpha-rule on (793) yields:
% 54.80/22.43  																																		| (794) all_0_41_41 = e0
% 54.80/22.43  																																		| (795) all_0_58_58 = e3
% 54.80/22.43  																																		| (407)  ~ (all_0_44_44 = e3)
% 54.80/22.43  																																		|
% 54.80/22.43  																																		| Combining equations (403,794) yields a new equation:
% 54.80/22.43  																																		| (675) e3 = e0
% 54.80/22.43  																																		|
% 54.80/22.43  																																		| Simplifying 675 yields:
% 54.80/22.43  																																		| (676) e3 = e0
% 54.80/22.43  																																		|
% 54.80/22.43  																																		| Equations (676) can reduce 80 to:
% 54.80/22.43  																																		| (266) $false
% 54.80/22.43  																																		|
% 54.80/22.43  																																		|-The branch is then unsatisfiable
% 54.80/22.43  																																	|-Branch two:
% 54.80/22.43  																																	| (800) all_0_41_41 = e0 & all_0_58_58 = e3 &  ~ (all_0_55_55 = e0)
% 54.80/22.43  																																	|
% 54.80/22.43  																																		| Applying alpha-rule on (800) yields:
% 54.80/22.43  																																		| (794) all_0_41_41 = e0
% 54.80/22.43  																																		| (795) all_0_58_58 = e3
% 54.80/22.43  																																		| (803)  ~ (all_0_55_55 = e0)
% 54.80/22.43  																																		|
% 54.80/22.43  																																		| Combining equations (403,794) yields a new equation:
% 54.80/22.43  																																		| (675) e3 = e0
% 54.80/22.43  																																		|
% 54.80/22.43  																																		| Simplifying 675 yields:
% 54.80/22.43  																																		| (676) e3 = e0
% 54.80/22.43  																																		|
% 54.80/22.43  																																		| Equations (676) can reduce 80 to:
% 54.80/22.43  																																		| (266) $false
% 54.80/22.43  																																		|
% 54.80/22.43  																																		|-The branch is then unsatisfiable
% 54.80/22.43  																																|-Branch two:
% 54.80/22.43  																																| (807) all_0_47_47 = e1 & all_0_52_52 = e2 &  ~ (all_0_48_48 = e2)
% 54.80/22.43  																																|
% 54.80/22.43  																																	| Applying alpha-rule on (807) yields:
% 54.80/22.43  																																	| (654) all_0_47_47 = e1
% 54.80/22.43  																																	| (352) all_0_52_52 = e2
% 54.80/22.43  																																	| (810)  ~ (all_0_48_48 = e2)
% 54.80/22.43  																																	|
% 54.80/22.43  																																	| Equations (352) can reduce 342 to:
% 54.80/22.43  																																	| (266) $false
% 54.80/22.43  																																	|
% 54.80/22.43  																																	|-The branch is then unsatisfiable
% 54.80/22.43  																															|-Branch two:
% 54.80/22.43  																															| (813) all_0_47_47 = e1 & all_0_52_52 = e2 &  ~ (all_0_51_51 = e1)
% 54.80/22.43  																															|
% 54.80/22.43  																																| Applying alpha-rule on (813) yields:
% 54.80/22.43  																																| (654) all_0_47_47 = e1
% 54.80/22.43  																																| (352) all_0_52_52 = e2
% 54.80/22.43  																																| (464)  ~ (all_0_51_51 = e1)
% 54.80/22.43  																																|
% 54.80/22.43  																																| Equations (352) can reduce 342 to:
% 54.80/22.43  																																| (266) $false
% 54.80/22.43  																																|
% 54.80/22.43  																																|-The branch is then unsatisfiable
% 54.80/22.43  																														|-Branch two:
% 54.80/22.43  																														| (819) all_0_47_47 = e0 & all_0_58_58 = e2 &  ~ (all_0_49_49 = e2)
% 54.80/22.43  																														|
% 54.80/22.43  																															| Applying alpha-rule on (819) yields:
% 54.80/22.43  																															| (674) all_0_47_47 = e0
% 54.80/22.43  																															| (624) all_0_58_58 = e2
% 54.80/22.43  																															| (340)  ~ (all_0_49_49 = e2)
% 54.80/22.43  																															|
% 54.80/22.43  																															| Equations (674) can reduce 678 to:
% 54.80/22.43  																															| (266) $false
% 54.80/22.43  																															|
% 54.80/22.43  																															|-The branch is then unsatisfiable
% 54.80/22.43  																													|-Branch two:
% 54.80/22.43  																													| (825) all_0_47_47 = e0 & all_0_58_58 = e2 &  ~ (all_0_56_56 = e0)
% 54.80/22.43  																													|
% 54.80/22.43  																														| Applying alpha-rule on (825) yields:
% 54.80/22.43  																														| (674) all_0_47_47 = e0
% 54.80/22.43  																														| (624) all_0_58_58 = e2
% 54.80/22.43  																														| (828)  ~ (all_0_56_56 = e0)
% 54.80/22.43  																														|
% 54.80/22.43  																														| Equations (674) can reduce 678 to:
% 54.80/22.43  																														| (266) $false
% 54.80/22.43  																														|
% 54.80/22.43  																														|-The branch is then unsatisfiable
% 54.80/22.43  																											|-Branch two:
% 54.80/22.43  																											| (639)  ~ (all_0_44_44 = e1)
% 54.80/22.43  																											| (532) all_0_44_44 = e3
% 54.80/22.43  																											|
% 54.80/22.43  																												| Equations (532) can reduce 407 to:
% 54.80/22.43  																												| (266) $false
% 54.80/22.43  																												|
% 54.80/22.43  																												|-The branch is then unsatisfiable
% 54.80/22.43  																								|-Branch two:
% 54.80/22.43  																								| (1890)  ~ (all_0_42_42 = e4)
% 54.80/22.43  																								| (1891) all_0_43_43 = e4 | all_0_44_44 = e4
% 54.80/22.43  																								|
% 54.80/22.43  																									+-Applying beta-rule and splitting (1891), into two cases.
% 54.80/22.43  																									|-Branch one:
% 54.80/22.43  																									| (396) all_0_43_43 = e4
% 54.80/22.43  																									|
% 54.80/22.43  																										| Combining equations (356,396) yields a new equation:
% 54.80/22.43  																										| (397) e4 = e0
% 54.80/22.43  																										|
% 54.80/22.43  																										| Equations (397) can reduce 49 to:
% 54.80/22.43  																										| (266) $false
% 54.80/22.43  																										|
% 54.80/22.43  																										|-The branch is then unsatisfiable
% 54.80/22.43  																									|-Branch two:
% 54.80/22.43  																									| (399)  ~ (all_0_43_43 = e4)
% 54.80/22.43  																									| (446) all_0_44_44 = e4
% 54.80/22.43  																									|
% 54.80/22.43  																										| Equations (446) can reduce 1390 to:
% 54.80/22.43  																										| (266) $false
% 54.80/22.43  																										|
% 54.80/22.43  																										|-The branch is then unsatisfiable
% 54.80/22.43  																|-Branch two:
% 54.80/22.43  																| (1898)  ~ (all_0_41_41 = e3)
% 54.80/22.43  																| (1899) all_0_42_42 = e3 | all_0_44_44 = e3
% 54.80/22.43  																|
% 54.80/22.43  																	+-Applying beta-rule and splitting (27), into two cases.
% 54.80/22.43  																	|-Branch one:
% 54.80/22.43  																	| (437) all_0_41_41 = e4
% 54.80/22.43  																	|
% 54.80/22.43  																		| Equations (437) can reduce 214 to:
% 54.80/22.43  																		| (1901)  ~ (all_0_42_42 = e4)
% 54.80/22.43  																		|
% 54.80/22.43  																		| Simplifying 1901 yields:
% 54.80/22.43  																		| (1890)  ~ (all_0_42_42 = e4)
% 54.80/22.43  																		|
% 54.80/22.43  																		| Equations (437) can reduce 149 to:
% 54.80/22.43  																		| (1903)  ~ (all_0_44_44 = e4)
% 54.80/22.43  																		|
% 54.80/22.43  																		| Simplifying 1903 yields:
% 54.80/22.43  																		| (1390)  ~ (all_0_44_44 = e4)
% 54.80/22.43  																		|
% 54.80/22.43  																		| Equations (437) can reduce 43 to:
% 54.80/22.43  																		| (249)  ~ (all_0_46_46 = e4)
% 54.80/22.43  																		|
% 54.80/22.43  																		| Simplifying 249 yields:
% 54.80/22.43  																		| (250)  ~ (all_0_46_46 = e4)
% 54.80/22.43  																		|
% 54.80/22.43  																		| Equations (437) can reduce 221 to:
% 54.80/22.43  																		| (1907)  ~ (all_0_50_50 = e4)
% 54.80/22.43  																		|
% 54.80/22.43  																		| Simplifying 1907 yields:
% 54.80/22.43  																		| (566)  ~ (all_0_50_50 = e4)
% 54.80/22.43  																		|
% 54.80/22.43  																		| Equations (437) can reduce 191 to:
% 54.80/22.43  																		| (1909)  ~ (all_0_55_55 = e4)
% 54.80/22.43  																		|
% 54.80/22.43  																		| Simplifying 1909 yields:
% 54.80/22.43  																		| (763)  ~ (all_0_55_55 = e4)
% 54.80/22.43  																		|
% 54.80/22.43  																		| Equations (437) can reduce 1898 to:
% 54.80/22.43  																		| (188)  ~ (e4 = e3)
% 54.80/22.43  																		|
% 54.80/22.43  																		| Equations (437) can reduce 357 to:
% 54.80/22.43  																		| (49)  ~ (e4 = e0)
% 54.80/22.43  																		|
% 54.80/22.43  																		| From (437) and (219) follows:
% 54.80/22.43  																		| (1913) op(e3, e3) = e4
% 54.80/22.43  																		|
% 54.80/22.43  																		+-Applying beta-rule and splitting (241), into two cases.
% 54.80/22.43  																		|-Branch one:
% 54.80/22.43  																		| (378) all_0_50_50 = e2
% 54.80/22.43  																		|
% 54.80/22.43  																			| Equations (378) can reduce 302 to:
% 54.80/22.43  																			| (266) $false
% 54.80/22.43  																			|
% 54.80/22.43  																			|-The branch is then unsatisfiable
% 54.80/22.43  																		|-Branch two:
% 54.80/22.43  																		| (302)  ~ (all_0_50_50 = e2)
% 54.80/22.43  																		| (422) all_0_50_50 = e4 | all_0_50_50 = e3 | all_0_50_50 = e1
% 54.80/22.43  																		|
% 54.80/22.43  																			+-Applying beta-rule and splitting (144), into two cases.
% 54.80/22.43  																			|-Branch one:
% 54.80/22.43  																			| (403) all_0_41_41 = e3
% 54.80/22.43  																			|
% 54.80/22.43  																				| Combining equations (437,403) yields a new equation:
% 54.80/22.43  																				| (424) e4 = e3
% 54.80/22.43  																				|
% 54.80/22.43  																				| Simplifying 424 yields:
% 54.80/22.43  																				| (425) e4 = e3
% 54.80/22.43  																				|
% 54.80/22.43  																				| Equations (425) can reduce 188 to:
% 54.80/22.43  																				| (266) $false
% 54.80/22.43  																				|
% 54.80/22.43  																				|-The branch is then unsatisfiable
% 54.80/22.43  																			|-Branch two:
% 54.80/22.43  																			| (1898)  ~ (all_0_41_41 = e3)
% 54.80/22.43  																			| (1923) all_0_46_46 = e3 | all_0_50_50 = e3 | all_0_55_55 = e3
% 54.80/22.43  																			|
% 54.80/22.43  																				+-Applying beta-rule and splitting (168), into two cases.
% 54.80/22.43  																				|-Branch one:
% 54.80/22.43  																				| (415) all_0_50_50 = e3
% 54.80/22.43  																				|
% 54.80/22.43  																					| Equations (415) can reduce 59 to:
% 54.80/22.43  																					| (1925)  ~ (all_0_51_51 = e3)
% 54.80/22.43  																					|
% 54.80/22.43  																					| Simplifying 1925 yields:
% 54.80/22.43  																					| (664)  ~ (all_0_51_51 = e3)
% 54.80/22.43  																					|
% 54.80/22.43  																					| Equations (415) can reduce 101 to:
% 54.80/22.43  																					| (1927)  ~ (all_0_52_52 = e3)
% 54.80/22.43  																					|
% 54.80/22.43  																					| Simplifying 1927 yields:
% 54.80/22.43  																					| (166)  ~ (all_0_52_52 = e3)
% 54.80/22.43  																					|
% 54.80/22.43  																					| Equations (415) can reduce 190 to:
% 54.80/22.43  																					| (1114)  ~ (all_0_53_53 = e3)
% 54.80/22.43  																					|
% 54.80/22.43  																					| Simplifying 1114 yields:
% 54.80/22.43  																					| (903)  ~ (all_0_53_53 = e3)
% 54.80/22.43  																					|
% 54.80/22.43  																					| Equations (415) can reduce 93 to:
% 54.80/22.43  																					| (269)  ~ (all_0_55_55 = e3)
% 54.80/22.43  																					|
% 54.80/22.43  																					| Simplifying 269 yields:
% 54.80/22.43  																					| (270)  ~ (all_0_55_55 = e3)
% 54.80/22.43  																					|
% 54.80/22.43  																					| From (415) and (57) follows:
% 54.80/22.43  																					| (1933) op(e3, e1) = all_0_22_22
% 54.80/22.43  																					|
% 54.80/22.43  																					| From (415) and (242) follows:
% 54.80/22.43  																					| (1934) op(e1, e3) = e3
% 54.80/22.43  																					|
% 54.80/22.43  																					| Instantiating formula (29) with e3, e1, all_0_22_22, e0 and discharging atoms op(e3, e1) = all_0_22_22, op(e3, e1) = e0, yields:
% 54.80/22.43  																					| (1935) all_0_22_22 = e0
% 54.80/22.43  																					|
% 54.80/22.43  																					| From (1935) and (1933) follows:
% 54.80/22.43  																					| (369) op(e3, e1) = e0
% 54.80/22.43  																					|
% 54.80/22.43  																					+-Applying beta-rule and splitting (130), into two cases.
% 54.80/22.43  																					|-Branch one:
% 54.80/22.43  																					| (430) all_0_43_43 = e1
% 54.80/22.43  																					|
% 54.80/22.43  																						| Combining equations (356,430) yields a new equation:
% 54.80/22.43  																						| (431) e1 = e0
% 54.80/22.43  																						|
% 54.80/22.43  																						| Equations (431) can reduce 233 to:
% 54.80/22.43  																						| (266) $false
% 54.80/22.43  																						|
% 54.80/22.43  																						|-The branch is then unsatisfiable
% 54.80/22.43  																					|-Branch two:
% 54.80/22.43  																					| (433)  ~ (all_0_43_43 = e1)
% 54.80/22.43  																					| (434) all_0_48_48 = e1 | all_0_52_52 = e1 | all_0_57_57 = e1
% 54.80/22.43  																					|
% 54.80/22.43  																						+-Applying beta-rule and splitting (18), into two cases.
% 54.80/22.43  																						|-Branch one:
% 54.80/22.43  																						| (453) all_0_41_41 = e1
% 54.80/22.43  																						|
% 54.80/22.43  																							| Combining equations (437,453) yields a new equation:
% 54.80/22.43  																							| (636) e4 = e1
% 54.80/22.43  																							|
% 54.80/22.43  																							| Simplifying 636 yields:
% 54.80/22.43  																							| (630) e4 = e1
% 54.80/22.43  																							|
% 54.80/22.43  																							| Equations (630) can reduce 110 to:
% 54.80/22.43  																							| (266) $false
% 54.80/22.43  																							|
% 54.80/22.43  																							|-The branch is then unsatisfiable
% 54.80/22.43  																						|-Branch two:
% 54.80/22.43  																						| (457)  ~ (all_0_41_41 = e1)
% 54.80/22.43  																						| (595) all_0_46_46 = e1 | all_0_50_50 = e1 | all_0_55_55 = e1
% 54.80/22.43  																						|
% 54.80/22.43  																							| Equations (437) can reduce 457 to:
% 54.80/22.43  																							| (110)  ~ (e4 = e1)
% 54.80/22.43  																							|
% 54.80/22.43  																							+-Applying beta-rule and splitting (189), into two cases.
% 54.80/22.43  																							|-Branch one:
% 54.80/22.43  																							| (532) all_0_44_44 = e3
% 54.80/22.43  																							|
% 54.80/22.43  																								| Equations (532) can reduce 73 to:
% 54.80/22.43  																								| (405)  ~ (all_0_42_42 = e3)
% 54.80/22.43  																								|
% 54.80/22.43  																								| Equations (532) can reduce 220 to:
% 54.80/22.43  																								| (1114)  ~ (all_0_53_53 = e3)
% 54.80/22.43  																								|
% 54.80/22.43  																								| Simplifying 1114 yields:
% 54.80/22.43  																								| (903)  ~ (all_0_53_53 = e3)
% 54.80/22.43  																								|
% 54.80/22.43  																								| Equations (532) can reduce 360 to:
% 54.80/22.43  																								| (80)  ~ (e3 = e0)
% 54.80/22.43  																								|
% 54.80/22.43  																								| From (532) and (70) follows:
% 54.80/22.43  																								| (1954) op(e3, e0) = all_0_12_12
% 54.80/22.43  																								|
% 54.80/22.43  																								| From (532) and (138) follows:
% 54.80/22.43  																								| (1639) op(e3, e0) = e3
% 54.80/22.43  																								|
% 54.80/22.43  																								+-Applying beta-rule and splitting (180), into two cases.
% 54.80/22.43  																								|-Branch one:
% 54.80/22.43  																								| (516) all_0_42_42 = e3
% 54.80/22.43  																								|
% 54.80/22.43  																									| Equations (516) can reduce 405 to:
% 54.80/22.43  																									| (266) $false
% 54.80/22.43  																									|
% 54.80/22.43  																									|-The branch is then unsatisfiable
% 54.80/22.43  																								|-Branch two:
% 54.80/22.43  																								| (405)  ~ (all_0_42_42 = e3)
% 54.80/22.43  																								| (521) all_0_47_47 = e3 | all_0_51_51 = e3 | all_0_56_56 = e3
% 54.80/22.43  																								|
% 54.80/22.43  																									+-Applying beta-rule and splitting (103), into two cases.
% 54.80/22.43  																									|-Branch one:
% 54.80/22.43  																									| (453) all_0_41_41 = e1
% 54.80/22.43  																									|
% 54.80/22.43  																										| Combining equations (437,453) yields a new equation:
% 54.80/22.43  																										| (636) e4 = e1
% 54.80/22.43  																										|
% 54.80/22.43  																										| Simplifying 636 yields:
% 54.80/22.43  																										| (630) e4 = e1
% 54.80/22.43  																										|
% 54.80/22.43  																										| Equations (630) can reduce 110 to:
% 54.80/22.43  																										| (266) $false
% 54.80/22.43  																										|
% 54.80/22.43  																										|-The branch is then unsatisfiable
% 54.80/22.43  																									|-Branch two:
% 54.80/22.43  																									| (457)  ~ (all_0_41_41 = e1)
% 54.80/22.43  																									| (458) all_0_42_42 = e1 | all_0_43_43 = e1 | all_0_44_44 = e1
% 54.80/22.43  																									|
% 54.80/22.43  																										+-Applying beta-rule and splitting (152), into two cases.
% 54.80/22.43  																										|-Branch one:
% 54.80/22.43  																										| (1392) all_0_42_42 = e4
% 54.80/22.43  																										|
% 54.80/22.43  																											| Equations (1392) can reduce 1890 to:
% 54.80/22.43  																											| (266) $false
% 54.80/22.43  																											|
% 54.80/22.43  																											|-The branch is then unsatisfiable
% 54.80/22.43  																										|-Branch two:
% 54.80/22.43  																										| (1890)  ~ (all_0_42_42 = e4)
% 54.80/22.44  																										| (1969) all_0_42_42 = e3 | all_0_42_42 = e1 | all_0_42_42 = e0
% 54.80/22.44  																										|
% 54.80/22.44  																											+-Applying beta-rule and splitting (458), into two cases.
% 54.80/22.44  																											|-Branch one:
% 54.80/22.44  																											| (459) all_0_42_42 = e1
% 54.80/22.44  																											|
% 54.80/22.44  																												| Equations (459) can reduce 145 to:
% 54.80/22.44  																												| (151)  ~ (all_0_39_39 = e1)
% 54.80/22.44  																												|
% 54.80/22.44  																												| Equations (459) can reduce 198 to:
% 54.80/22.44  																												| (461)  ~ (all_0_47_47 = e1)
% 54.80/22.44  																												|
% 54.80/22.44  																												| Simplifying 461 yields:
% 54.80/22.44  																												| (462)  ~ (all_0_47_47 = e1)
% 54.80/22.44  																												|
% 54.80/22.44  																												| Equations (459) can reduce 61 to:
% 54.80/22.44  																												| (463)  ~ (all_0_51_51 = e1)
% 54.80/22.44  																												|
% 54.80/22.44  																												| Simplifying 463 yields:
% 54.80/22.44  																												| (464)  ~ (all_0_51_51 = e1)
% 54.80/22.44  																												|
% 54.80/22.44  																												| Equations (459) can reduce 236 to:
% 54.80/22.44  																												| (465)  ~ (all_0_56_56 = e1)
% 54.80/22.44  																												|
% 54.80/22.44  																												| Simplifying 465 yields:
% 54.80/22.44  																												| (466)  ~ (all_0_56_56 = e1)
% 54.80/22.44  																												|
% 54.80/22.44  																												| Equations (459) can reduce 1890 to:
% 54.80/22.44  																												| (602)  ~ (e4 = e1)
% 54.80/22.44  																												|
% 54.80/22.44  																												| Simplifying 602 yields:
% 54.80/22.44  																												| (110)  ~ (e4 = e1)
% 54.80/22.44  																												|
% 54.80/22.44  																												| From (459) and (226) follows:
% 54.80/22.44  																												| (1980) op(e1, e3) = all_0_7_7
% 54.80/22.44  																												|
% 54.80/22.44  																												+-Applying beta-rule and splitting (521), into two cases.
% 54.80/22.44  																												|-Branch one:
% 54.80/22.44  																												| (522) all_0_47_47 = e3
% 54.80/22.44  																												|
% 54.80/22.44  																													| Equations (522) can reduce 79 to:
% 54.80/22.44  																													| (246)  ~ (all_0_39_39 = e3)
% 54.80/22.44  																													|
% 54.80/22.44  																													| Equations (522) can reduce 19 to:
% 54.80/22.44  																													| (409)  ~ (all_0_46_46 = e3)
% 54.80/22.44  																													|
% 54.80/22.44  																													| Equations (522) can reduce 86 to:
% 54.80/22.44  																													| (524)  ~ (all_0_49_49 = e3)
% 54.80/22.44  																													|
% 54.80/22.44  																													| Simplifying 524 yields:
% 54.80/22.44  																													| (525)  ~ (all_0_49_49 = e3)
% 54.80/22.44  																													|
% 54.80/22.44  																													| Equations (522) can reduce 462 to:
% 54.80/22.44  																													| (213)  ~ (e3 = e1)
% 54.80/22.44  																													|
% 54.80/22.44  																													| From (522) and (23) follows:
% 54.80/22.44  																													| (531) op(e2, e2) = e3
% 54.80/22.44  																													|
% 54.80/22.44  																													+-Applying beta-rule and splitting (163), into two cases.
% 54.80/22.44  																													|-Branch one:
% 54.80/22.44  																													| (565) all_0_52_52 = e4
% 54.80/22.44  																													|
% 54.80/22.44  																														| Equations (565) can reduce 46 to:
% 54.80/22.44  																														| (1452)  ~ (all_0_53_53 = e4)
% 54.80/22.44  																														|
% 54.80/22.44  																														| Simplifying 1452 yields:
% 54.80/22.44  																														| (1453)  ~ (all_0_53_53 = e4)
% 54.80/22.44  																														|
% 54.80/22.44  																														| Equations (565) can reduce 166 to:
% 54.80/22.44  																														| (188)  ~ (e4 = e3)
% 54.80/22.44  																														|
% 54.80/22.44  																														| Equations (565) can reduce 342 to:
% 54.80/22.44  																														| (48)  ~ (e4 = e2)
% 54.80/22.44  																														|
% 54.80/22.44  																														| From (565) and (124) follows:
% 54.80/22.44  																														| (570) op(e1, e1) = e4
% 54.80/22.44  																														|
% 54.80/22.44  																														+-Applying beta-rule and splitting (7), into two cases.
% 54.80/22.44  																														|-Branch one:
% 54.80/22.44  																														| (504) all_0_51_51 = e2
% 54.80/22.44  																														|
% 54.80/22.44  																															| Equations (504) can reduce 139 to:
% 54.80/22.44  																															| (294)  ~ (all_0_39_39 = e2)
% 54.80/22.44  																															|
% 54.80/22.44  																															| Equations (504) can reduce 16 to:
% 54.80/22.44  																															| (510)  ~ (all_0_56_56 = e2)
% 54.80/22.44  																															|
% 54.80/22.44  																															| Simplifying 510 yields:
% 54.80/22.44  																															| (511)  ~ (all_0_56_56 = e2)
% 54.80/22.44  																															|
% 54.80/22.44  																															| Equations (504) can reduce 464 to:
% 54.80/22.44  																															| (122)  ~ (e2 = e1)
% 54.80/22.44  																															|
% 54.80/22.44  																															| From (504) and (177) follows:
% 54.80/22.44  																															| (514) op(e2, e2) = all_0_25_25
% 54.80/22.44  																															|
% 54.80/22.44  																															+-Applying beta-rule and splitting (12), into two cases.
% 54.80/22.44  																															|-Branch one:
% 54.80/22.44  																															| (442) all_0_57_57 = e2
% 54.80/22.44  																															|
% 54.80/22.44  																																| Equations (442) can reduce 344 to:
% 54.80/22.44  																																| (266) $false
% 54.80/22.44  																																|
% 54.80/22.44  																																|-The branch is then unsatisfiable
% 54.80/22.44  																															|-Branch two:
% 54.80/22.44  																															| (344)  ~ (all_0_57_57 = e2)
% 54.80/22.44  																															| (445) all_0_57_57 = e4 | all_0_57_57 = e1 | all_0_57_57 = e0
% 54.80/22.44  																															|
% 54.80/22.44  																																+-Applying beta-rule and splitting (160), into two cases.
% 54.80/22.44  																																|-Branch one:
% 54.80/22.44  																																| (601) all_0_50_50 = e1
% 54.80/22.44  																																|
% 54.80/22.44  																																	| Combining equations (415,601) yields a new equation:
% 54.80/22.44  																																	| (454) e3 = e1
% 54.80/22.44  																																	|
% 54.80/22.44  																																	| Simplifying 454 yields:
% 54.80/22.44  																																	| (455) e3 = e1
% 54.80/22.44  																																	|
% 54.80/22.44  																																	| Equations (455) can reduce 213 to:
% 54.80/22.44  																																	| (266) $false
% 54.80/22.44  																																	|
% 54.80/22.44  																																	|-The branch is then unsatisfiable
% 54.80/22.44  																																|-Branch two:
% 54.80/22.44  																																| (759)  ~ (all_0_50_50 = e1)
% 54.80/22.44  																																| (1168) all_0_51_51 = e1 | all_0_52_52 = e1 | all_0_53_53 = e1
% 54.80/22.44  																																|
% 54.80/22.44  																																	+-Applying beta-rule and splitting (389), into two cases.
% 54.80/22.44  																																	|-Branch one:
% 54.80/22.44  																																	| (833) all_0_56_56 = e2
% 54.80/22.44  																																	|
% 54.80/22.44  																																		| Equations (833) can reduce 511 to:
% 54.80/22.44  																																		| (266) $false
% 54.80/22.44  																																		|
% 54.80/22.44  																																		|-The branch is then unsatisfiable
% 54.80/22.44  																																	|-Branch two:
% 54.80/22.44  																																	| (511)  ~ (all_0_56_56 = e2)
% 54.80/22.44  																																	| (1709) all_0_57_57 = e2 | all_0_58_58 = e2
% 54.80/22.44  																																	|
% 54.80/22.44  																																		+-Applying beta-rule and splitting (1709), into two cases.
% 54.80/22.44  																																		|-Branch one:
% 54.80/22.44  																																		| (442) all_0_57_57 = e2
% 54.80/22.44  																																		|
% 54.80/22.44  																																			| Equations (442) can reduce 344 to:
% 54.80/22.44  																																			| (266) $false
% 54.80/22.44  																																			|
% 54.80/22.44  																																			|-The branch is then unsatisfiable
% 54.80/22.44  																																		|-Branch two:
% 54.80/22.44  																																		| (344)  ~ (all_0_57_57 = e2)
% 54.80/22.44  																																		| (624) all_0_58_58 = e2
% 54.80/22.44  																																		|
% 54.80/22.44  																																			| Equations (624) can reduce 178 to:
% 54.80/22.44  																																			| (296)  ~ (all_0_40_40 = e2)
% 54.80/22.44  																																			|
% 54.80/22.44  																																			| Equations (624) can reduce 10 to:
% 54.80/22.44  																																			| (509)  ~ (all_0_53_53 = e2)
% 54.80/22.44  																																			|
% 54.80/22.44  																																			| Equations (624) can reduce 3 to:
% 54.80/22.44  																																			| (304)  ~ (all_0_55_55 = e2)
% 54.80/22.44  																																			|
% 54.80/22.44  																																			| Equations (624) can reduce 44 to:
% 54.80/22.44  																																			| (511)  ~ (all_0_56_56 = e2)
% 54.80/22.44  																																			|
% 54.80/22.44  																																			| Equations (624) can reduce 148 to:
% 54.80/22.44  																																			| (344)  ~ (all_0_57_57 = e2)
% 54.80/22.44  																																			|
% 54.80/22.44  																																			+-Applying beta-rule and splitting (1168), into two cases.
% 54.80/22.44  																																			|-Branch one:
% 54.80/22.44  																																			| (1109) all_0_51_51 = e1
% 54.80/22.44  																																			|
% 54.80/22.44  																																				| Combining equations (504,1109) yields a new equation:
% 54.80/22.44  																																				| (616) e2 = e1
% 54.80/22.44  																																				|
% 54.80/22.44  																																				| Simplifying 616 yields:
% 54.80/22.44  																																				| (617) e2 = e1
% 54.80/22.44  																																				|
% 54.80/22.44  																																				| Equations (617) can reduce 122 to:
% 54.80/22.44  																																				| (266) $false
% 54.80/22.44  																																				|
% 54.80/22.44  																																				|-The branch is then unsatisfiable
% 54.80/22.44  																																			|-Branch two:
% 54.80/22.44  																																			| (464)  ~ (all_0_51_51 = e1)
% 54.80/22.44  																																			| (1202) all_0_52_52 = e1 | all_0_53_53 = e1
% 54.80/22.44  																																			|
% 54.80/22.44  																																				| Equations (504) can reduce 464 to:
% 54.80/22.44  																																				| (122)  ~ (e2 = e1)
% 54.80/22.44  																																				|
% 54.80/22.44  																																				+-Applying beta-rule and splitting (434), into two cases.
% 54.80/22.44  																																				|-Branch one:
% 54.80/22.44  																																				| (615) all_0_48_48 = e1
% 54.80/22.44  																																				|
% 54.80/22.44  																																					| Combining equations (335,615) yields a new equation:
% 54.80/22.44  																																					| (616) e2 = e1
% 54.80/22.44  																																					|
% 54.80/22.44  																																					| Simplifying 616 yields:
% 54.80/22.44  																																					| (617) e2 = e1
% 54.80/22.44  																																					|
% 54.80/22.44  																																					| Equations (617) can reduce 122 to:
% 54.80/22.44  																																					| (266) $false
% 54.80/22.44  																																					|
% 54.80/22.44  																																					|-The branch is then unsatisfiable
% 54.80/22.44  																																				|-Branch two:
% 54.80/22.44  																																				| (619)  ~ (all_0_48_48 = e1)
% 54.80/22.44  																																				| (620) all_0_52_52 = e1 | all_0_57_57 = e1
% 54.80/22.44  																																				|
% 54.80/22.44  																																					+-Applying beta-rule and splitting (620), into two cases.
% 54.80/22.44  																																					|-Branch one:
% 54.80/22.44  																																					| (642) all_0_52_52 = e1
% 54.80/22.44  																																					|
% 54.80/22.44  																																						| Combining equations (565,642) yields a new equation:
% 54.80/22.44  																																						| (636) e4 = e1
% 54.80/22.44  																																						|
% 54.80/22.44  																																						| Simplifying 636 yields:
% 54.80/22.44  																																						| (630) e4 = e1
% 54.80/22.44  																																						|
% 54.80/22.44  																																						| Equations (630) can reduce 110 to:
% 54.80/22.44  																																						| (266) $false
% 54.80/22.44  																																						|
% 54.80/22.44  																																						|-The branch is then unsatisfiable
% 54.80/22.44  																																					|-Branch two:
% 54.80/22.44  																																					| (646)  ~ (all_0_52_52 = e1)
% 54.80/22.44  																																					| (647) all_0_57_57 = e1
% 54.80/22.44  																																					|
% 54.80/22.44  																																						| Equations (647) can reduce 81 to:
% 54.80/22.44  																																						| (632)  ~ (all_0_55_55 = e1)
% 54.80/22.44  																																						|
% 54.80/22.44  																																						| Equations (647) can reduce 67 to:
% 54.80/22.44  																																						| (467)  ~ (e3 = e1)
% 54.80/22.44  																																						|
% 54.80/22.44  																																						| Simplifying 467 yields:
% 54.80/22.44  																																						| (213)  ~ (e3 = e1)
% 54.80/22.44  																																						|
% 54.80/22.44  																																						| Equations (647) can reduce 344 to:
% 54.80/22.44  																																						| (604)  ~ (e2 = e1)
% 54.80/22.44  																																						|
% 54.80/22.44  																																						| Simplifying 604 yields:
% 54.80/22.44  																																						| (122)  ~ (e2 = e1)
% 54.80/22.44  																																						|
% 54.80/22.44  																																						| From (647) and (45) follows:
% 54.80/22.44  																																						| (653) op(e1, e1) = all_0_36_36
% 54.80/22.44  																																						|
% 54.80/22.44  																																						+-Applying beta-rule and splitting (174), into two cases.
% 54.80/22.44  																																						|-Branch one:
% 54.80/22.44  																																						| (386) all_0_55_55 = e2
% 54.80/22.44  																																						|
% 54.80/22.44  																																							| Equations (386) can reduce 304 to:
% 54.80/22.44  																																							| (266) $false
% 54.80/22.44  																																							|
% 54.80/22.44  																																							|-The branch is then unsatisfiable
% 54.80/22.44  																																						|-Branch two:
% 54.80/22.44  																																						| (304)  ~ (all_0_55_55 = e2)
% 54.80/22.44  																																						| (2051) all_0_55_55 = e4 | all_0_55_55 = e3 | all_0_55_55 = e1 | all_0_55_55 = e0
% 54.80/22.44  																																						|
% 54.80/22.44  																																							+-Applying beta-rule and splitting (2051), into two cases.
% 54.80/22.44  																																							|-Branch one:
% 54.80/22.44  																																							| (587) all_0_55_55 = e4
% 54.80/22.44  																																							|
% 54.80/22.44  																																								| Equations (587) can reduce 763 to:
% 54.80/22.44  																																								| (266) $false
% 54.80/22.44  																																								|
% 54.80/22.44  																																								|-The branch is then unsatisfiable
% 54.80/22.44  																																							|-Branch two:
% 54.80/22.44  																																							| (763)  ~ (all_0_55_55 = e4)
% 54.80/22.44  																																							| (2055) all_0_55_55 = e3 | all_0_55_55 = e1 | all_0_55_55 = e0
% 54.80/22.44  																																							|
% 54.80/22.44  																																								+-Applying beta-rule and splitting (2055), into two cases.
% 54.80/22.44  																																								|-Branch one:
% 54.80/22.44  																																								| (858) all_0_55_55 = e0
% 54.80/22.44  																																								|
% 54.80/22.44  																																									| Equations (858) can reduce 58 to:
% 54.80/22.44  																																									| (831)  ~ (all_0_46_46 = e0)
% 54.80/22.44  																																									|
% 54.80/22.44  																																									| Equations (858) can reduce 153 to:
% 54.80/22.44  																																									| (1181)  ~ (all_0_56_56 = e0)
% 54.80/22.44  																																									|
% 54.80/22.44  																																									| Simplifying 1181 yields:
% 54.80/22.44  																																									| (828)  ~ (all_0_56_56 = e0)
% 54.80/22.44  																																									|
% 54.80/22.44  																																									| Equations (858) can reduce 270 to:
% 54.80/22.44  																																									| (541)  ~ (e3 = e0)
% 54.80/22.44  																																									|
% 54.80/22.44  																																									| Simplifying 541 yields:
% 54.80/22.44  																																									| (80)  ~ (e3 = e0)
% 54.80/22.44  																																									|
% 54.80/22.44  																																									| Equations (858) can reduce 632 to:
% 54.80/22.44  																																									| (435)  ~ (e1 = e0)
% 54.80/22.44  																																									|
% 54.80/22.44  																																									| Simplifying 435 yields:
% 54.80/22.44  																																									| (233)  ~ (e1 = e0)
% 54.80/22.44  																																									|
% 54.80/22.44  																																									| From (858) and (187) follows:
% 54.80/22.44  																																									| (2064) op(e0, e3) = all_0_32_32
% 54.80/22.44  																																									|
% 54.80/22.44  																																									| From (858) and (74) follows:
% 54.80/22.44  																																									| (752) op(e0, e3) = e0
% 54.80/22.44  																																									|
% 54.80/22.44  																																									+-Applying beta-rule and splitting (104), into two cases.
% 54.80/22.44  																																									|-Branch one:
% 54.80/22.44  																																									| (480) all_0_39_39 = e0
% 54.80/22.44  																																									|
% 54.80/22.44  																																										| Equations (480) can reduce 246 to:
% 54.80/22.44  																																										| (541)  ~ (e3 = e0)
% 54.80/22.44  																																										|
% 54.80/22.44  																																										| Simplifying 541 yields:
% 54.80/22.44  																																										| (80)  ~ (e3 = e0)
% 54.80/22.44  																																										|
% 54.80/22.44  																																										| Equations (480) can reduce 294 to:
% 54.80/22.44  																																										| (365)  ~ (e2 = e0)
% 54.80/22.44  																																										|
% 54.80/22.44  																																										| Simplifying 365 yields:
% 54.80/22.44  																																										| (128)  ~ (e2 = e0)
% 54.80/22.44  																																										|
% 54.80/22.44  																																										| Equations (480) can reduce 151 to:
% 54.80/22.44  																																										| (435)  ~ (e1 = e0)
% 54.80/22.44  																																										|
% 54.80/22.44  																																										| Simplifying 435 yields:
% 54.80/22.44  																																										| (233)  ~ (e1 = e0)
% 54.80/22.44  																																										|
% 54.80/22.44  																																										| From (480) and (182) follows:
% 54.80/22.44  																																										| (1412) op(e0, e4) = all_0_2_2
% 54.80/22.44  																																										|
% 54.80/22.44  																																										| From (480) and (38) follows:
% 54.80/22.44  																																										| (1413) op(e0, e2) = all_0_3_3
% 54.80/22.44  																																										|
% 54.80/22.44  																																										+-Applying beta-rule and splitting (184), into two cases.
% 54.80/22.44  																																										|-Branch one:
% 54.80/22.44  																																										| (538) all_0_46_46 = e0
% 54.80/22.44  																																										|
% 54.80/22.44  																																											| Equations (538) can reduce 831 to:
% 54.80/22.44  																																											| (266) $false
% 54.80/22.44  																																											|
% 54.80/22.44  																																											|-The branch is then unsatisfiable
% 54.80/22.44  																																										|-Branch two:
% 54.80/22.44  																																										| (831)  ~ (all_0_46_46 = e0)
% 54.80/22.44  																																										| (832) all_0_47_47 = e0 | all_0_48_48 = e0 | all_0_49_49 = e0
% 54.80/22.44  																																										|
% 54.80/22.44  																																											+-Applying beta-rule and splitting (832), into two cases.
% 54.80/22.44  																																											|-Branch one:
% 54.80/22.44  																																											| (674) all_0_47_47 = e0
% 54.80/22.44  																																											|
% 54.80/22.44  																																												| Combining equations (522,674) yields a new equation:
% 54.80/22.44  																																												| (675) e3 = e0
% 54.80/22.44  																																												|
% 54.80/22.44  																																												| Simplifying 675 yields:
% 54.80/22.44  																																												| (676) e3 = e0
% 54.80/22.44  																																												|
% 54.80/22.44  																																												| Equations (676) can reduce 80 to:
% 54.80/22.44  																																												| (266) $false
% 54.80/22.44  																																												|
% 54.80/22.44  																																												|-The branch is then unsatisfiable
% 54.80/22.44  																																											|-Branch two:
% 54.80/22.44  																																											| (678)  ~ (all_0_47_47 = e0)
% 54.80/22.44  																																											| (1278) all_0_48_48 = e0 | all_0_49_49 = e0
% 54.80/22.44  																																											|
% 54.80/22.44  																																												+-Applying beta-rule and splitting (1278), into two cases.
% 54.80/22.44  																																												|-Branch one:
% 54.80/22.44  																																												| (1279) all_0_48_48 = e0
% 54.80/22.44  																																												|
% 54.80/22.44  																																													| Combining equations (335,1279) yields a new equation:
% 54.80/22.44  																																													| (391) e2 = e0
% 54.80/22.44  																																													|
% 54.80/22.44  																																													| Simplifying 391 yields:
% 54.80/22.44  																																													| (330) e2 = e0
% 54.80/22.44  																																													|
% 54.80/22.44  																																													| Equations (330) can reduce 128 to:
% 54.80/22.44  																																													| (266) $false
% 54.80/22.44  																																													|
% 54.80/22.44  																																													|-The branch is then unsatisfiable
% 54.80/22.44  																																												|-Branch two:
% 54.80/22.44  																																												| (1283)  ~ (all_0_48_48 = e0)
% 54.80/22.44  																																												| (978) all_0_49_49 = e0
% 54.80/22.44  																																												|
% 54.80/22.44  																																													| Equations (978) can reduce 200 to:
% 54.80/22.44  																																													| (1401)  ~ (all_0_40_40 = e0)
% 54.80/22.44  																																													|
% 54.80/22.44  																																													| Equations (978) can reduce 208 to:
% 54.80/22.44  																																													| (831)  ~ (all_0_46_46 = e0)
% 54.80/22.44  																																													|
% 54.80/22.44  																																													| Equations (978) can reduce 65 to:
% 54.80/22.44  																																													| (488)  ~ (all_0_53_53 = e0)
% 54.80/22.44  																																													|
% 54.80/22.44  																																													| Simplifying 488 yields:
% 54.80/22.44  																																													| (247)  ~ (all_0_53_53 = e0)
% 54.80/22.44  																																													|
% 54.80/22.44  																																													| Equations (978) can reduce 256 to:
% 54.80/22.44  																																													| (401)  ~ (e4 = e0)
% 54.80/22.44  																																													|
% 54.80/22.44  																																													| Simplifying 401 yields:
% 54.80/22.44  																																													| (49)  ~ (e4 = e0)
% 54.80/22.44  																																													|
% 54.80/22.44  																																													| From (978) and (129) follows:
% 54.80/22.44  																																													| (2097) op(e0, e2) = all_0_20_20
% 54.80/22.44  																																													|
% 54.80/22.44  																																													+-Applying beta-rule and splitting (135), into two cases.
% 54.80/22.44  																																													|-Branch one:
% 54.80/22.44  																																													| (545) all_0_46_46 = e1
% 54.80/22.44  																																													|
% 54.80/22.44  																																														| Equations (545) can reduce 409 to:
% 54.80/22.44  																																														| (467)  ~ (e3 = e1)
% 54.80/22.44  																																														|
% 54.80/22.44  																																														| Simplifying 467 yields:
% 54.80/22.44  																																														| (213)  ~ (e3 = e1)
% 54.80/22.44  																																														|
% 54.80/22.44  																																														| Equations (545) can reduce 300 to:
% 54.80/22.44  																																														| (604)  ~ (e2 = e1)
% 54.80/22.44  																																														|
% 54.80/22.44  																																														| Simplifying 604 yields:
% 54.80/22.44  																																														| (122)  ~ (e2 = e1)
% 54.80/22.44  																																														|
% 54.80/22.44  																																														| Equations (545) can reduce 831 to:
% 54.80/22.44  																																														| (233)  ~ (e1 = e0)
% 54.80/22.44  																																														|
% 54.80/22.44  																																														| From (545) and (33) follows:
% 54.80/22.44  																																														| (2104) op(e1, e3) = all_0_16_16
% 54.80/22.44  																																														|
% 54.80/22.44  																																														| From (545) and (120) follows:
% 54.80/22.44  																																														| (2105) op(e2, e3) = e1
% 54.80/22.44  																																														|
% 54.80/22.44  																																														+-Applying beta-rule and splitting (196), into two cases.
% 54.80/22.44  																																														|-Branch one:
% 54.80/22.44  																																														| (607) all_0_53_53 = e2
% 54.80/22.44  																																														|
% 54.80/22.44  																																															| Equations (607) can reduce 509 to:
% 54.80/22.44  																																															| (266) $false
% 54.80/22.44  																																															|
% 54.80/22.44  																																															|-The branch is then unsatisfiable
% 54.80/22.44  																																														|-Branch two:
% 54.80/22.44  																																														| (509)  ~ (all_0_53_53 = e2)
% 54.80/22.44  																																														| (610) all_0_53_53 = e4 | all_0_53_53 = e3 | all_0_53_53 = e1
% 54.80/22.44  																																														|
% 54.80/22.44  																																															+-Applying beta-rule and splitting (164), into two cases.
% 54.80/22.44  																																															|-Branch one:
% 54.80/22.44  																																															| (471) all_0_39_39 = e4
% 54.80/22.44  																																															|
% 54.80/22.44  																																																| Combining equations (471,480) yields a new equation:
% 54.80/22.44  																																																| (481) e4 = e0
% 54.80/22.44  																																																|
% 54.80/22.44  																																																| Simplifying 481 yields:
% 54.80/22.44  																																																| (397) e4 = e0
% 54.80/22.44  																																																|
% 54.80/22.44  																																																| Equations (397) can reduce 49 to:
% 54.80/22.44  																																																| (266) $false
% 54.80/22.44  																																																|
% 54.80/22.44  																																																|-The branch is then unsatisfiable
% 54.80/22.44  																																															|-Branch two:
% 54.80/22.44  																																															| (1377)  ~ (all_0_39_39 = e4)
% 54.80/22.44  																																															| (2115) all_0_42_42 = e4 | all_0_47_47 = e4 | all_0_51_51 = e4 | all_0_56_56 = e4
% 54.80/22.44  																																															|
% 54.80/22.44  																																																+-Applying beta-rule and splitting (112), into two cases.
% 54.80/22.44  																																																|-Branch one:
% 54.80/22.44  																																																| (635) all_0_44_44 = e1
% 54.80/22.44  																																																|
% 54.80/22.44  																																																	| Combining equations (532,635) yields a new equation:
% 54.80/22.44  																																																	| (454) e3 = e1
% 54.80/22.44  																																																	|
% 54.80/22.44  																																																	| Simplifying 454 yields:
% 54.80/22.44  																																																	| (455) e3 = e1
% 54.80/22.44  																																																	|
% 54.80/22.44  																																																	| Equations (455) can reduce 213 to:
% 54.80/22.44  																																																	| (266) $false
% 54.80/22.44  																																																	|
% 54.80/22.44  																																																	|-The branch is then unsatisfiable
% 54.80/22.44  																																																|-Branch two:
% 54.80/22.44  																																																| (639)  ~ (all_0_44_44 = e1)
% 54.80/22.44  																																																| (640) all_0_49_49 = e1 | all_0_53_53 = e1 | all_0_58_58 = e1
% 54.80/22.44  																																																|
% 54.80/22.44  																																																	+-Applying beta-rule and splitting (133), into two cases.
% 54.80/22.44  																																																	|-Branch one:
% 54.80/22.44  																																																	| (833) all_0_56_56 = e2
% 54.80/22.44  																																																	|
% 54.80/22.44  																																																		| Equations (833) can reduce 511 to:
% 54.80/22.44  																																																		| (266) $false
% 54.80/22.44  																																																		|
% 54.80/22.44  																																																		|-The branch is then unsatisfiable
% 54.80/22.44  																																																	|-Branch two:
% 54.80/22.44  																																																	| (511)  ~ (all_0_56_56 = e2)
% 54.80/22.44  																																																	| (836) all_0_56_56 = e4 | all_0_56_56 = e3 | all_0_56_56 = e1 | all_0_56_56 = e0
% 54.80/22.44  																																																	|
% 54.80/22.44  																																																		+-Applying beta-rule and splitting (171), into two cases.
% 54.80/22.44  																																																		|-Branch one:
% 54.80/22.44  																																																		| (265) all_0_54_54 = e4
% 54.80/22.44  																																																		|
% 54.80/22.44  																																																			| Combining equations (268,265) yields a new equation:
% 54.80/22.44  																																																			| (425) e4 = e3
% 54.80/22.44  																																																			|
% 54.80/22.44  																																																			| Equations (425) can reduce 188 to:
% 54.80/22.44  																																																			| (266) $false
% 54.80/22.44  																																																			|
% 54.80/22.44  																																																			|-The branch is then unsatisfiable
% 54.80/22.44  																																																		|-Branch two:
% 54.80/22.44  																																																		| (258)  ~ (all_0_54_54 = e4)
% 54.80/22.44  																																																		| (575) all_0_55_55 = e4 | all_0_56_56 = e4 | all_0_57_57 = e4 | all_0_58_58 = e4
% 54.80/22.44  																																																		|
% 54.80/22.44  																																																			+-Applying beta-rule and splitting (150), into two cases.
% 54.80/22.44  																																																			|-Branch one:
% 54.80/22.44  																																																			| (1378) all_0_40_40 = e4
% 54.80/22.44  																																																			|
% 54.80/22.44  																																																				| Equations (1378) can reduce 162 to:
% 54.80/22.44  																																																				| (1452)  ~ (all_0_53_53 = e4)
% 54.80/22.44  																																																				|
% 54.80/22.44  																																																				| Simplifying 1452 yields:
% 54.80/22.44  																																																				| (1453)  ~ (all_0_53_53 = e4)
% 54.80/22.44  																																																				|
% 54.80/22.44  																																																				| Equations (1378) can reduce 296 to:
% 54.80/22.44  																																																				| (48)  ~ (e4 = e2)
% 54.80/22.44  																																																				|
% 54.80/22.44  																																																				| Equations (1378) can reduce 1401 to:
% 54.80/22.44  																																																				| (49)  ~ (e4 = e0)
% 54.80/22.44  																																																				|
% 54.80/22.44  																																																				| From (1378) and (34) follows:
% 54.80/22.44  																																																				| (1455) op(e4, e4) = all_0_4_4
% 54.80/22.44  																																																				|
% 54.80/22.44  																																																				+-Applying beta-rule and splitting (640), into two cases.
% 54.80/22.44  																																																				|-Branch one:
% 54.80/22.44  																																																				| (671) all_0_49_49 = e1
% 54.80/22.44  																																																				|
% 54.80/22.44  																																																					| Combining equations (978,671) yields a new equation:
% 54.80/22.44  																																																					| (431) e1 = e0
% 54.80/22.44  																																																					|
% 54.80/22.44  																																																					| Equations (431) can reduce 233 to:
% 54.80/22.44  																																																					| (266) $false
% 54.80/22.44  																																																					|
% 54.80/22.44  																																																					|-The branch is then unsatisfiable
% 54.80/22.44  																																																				|-Branch two:
% 54.80/22.44  																																																				| (1064)  ~ (all_0_49_49 = e1)
% 54.80/22.45  																																																				| (2141) all_0_53_53 = e1 | all_0_58_58 = e1
% 54.80/22.45  																																																				|
% 54.80/22.45  																																																					+-Applying beta-rule and splitting (610), into two cases.
% 54.80/22.45  																																																					|-Branch one:
% 54.80/22.45  																																																					| (1298) all_0_53_53 = e4
% 54.80/22.45  																																																					|
% 54.80/22.45  																																																						| Equations (1298) can reduce 1453 to:
% 54.80/22.45  																																																						| (266) $false
% 54.80/22.45  																																																						|
% 54.80/22.45  																																																						|-The branch is then unsatisfiable
% 54.80/22.45  																																																					|-Branch two:
% 54.80/22.45  																																																					| (1453)  ~ (all_0_53_53 = e4)
% 54.80/22.45  																																																					| (1694) all_0_53_53 = e3 | all_0_53_53 = e1
% 54.80/22.45  																																																					|
% 54.80/22.45  																																																						+-Applying beta-rule and splitting (2141), into two cases.
% 54.80/22.45  																																																						|-Branch one:
% 54.80/22.45  																																																						| (1208) all_0_53_53 = e1
% 54.80/22.45  																																																						|
% 54.80/22.45  																																																							| Equations (1208) can reduce 1453 to:
% 54.80/22.45  																																																							| (602)  ~ (e4 = e1)
% 54.80/22.45  																																																							|
% 54.80/22.45  																																																							| Simplifying 602 yields:
% 54.80/22.45  																																																							| (110)  ~ (e4 = e1)
% 54.80/22.45  																																																							|
% 54.80/22.45  																																																							| Equations (1208) can reduce 509 to:
% 54.80/22.45  																																																							| (604)  ~ (e2 = e1)
% 54.80/22.45  																																																							|
% 54.80/22.45  																																																							| Simplifying 604 yields:
% 54.80/22.45  																																																							| (122)  ~ (e2 = e1)
% 54.80/22.45  																																																							|
% 54.80/22.45  																																																							| Equations (1208) can reduce 247 to:
% 54.80/22.45  																																																							| (233)  ~ (e1 = e0)
% 54.80/22.45  																																																							|
% 54.80/22.45  																																																							| From (1208) and (92) follows:
% 54.80/22.45  																																																							| (2152) op(e1, e1) = all_0_27_27
% 54.80/22.45  																																																							|
% 54.80/22.45  																																																							+-Applying beta-rule and splitting (836), into two cases.
% 54.80/22.45  																																																							|-Branch one:
% 54.80/22.45  																																																							| (842) all_0_56_56 = e4
% 54.80/22.45  																																																							|
% 54.80/22.45  																																																								| From (842) and (111) follows:
% 54.80/22.45  																																																								| (2154) op(e0, e2) = e4
% 54.80/22.45  																																																								|
% 54.80/22.45  																																																								| Instantiating formula (29) with e4, e4, all_0_4_4, e1 and discharging atoms op(e4, e4) = all_0_4_4, op(e4, e4) = e1, yields:
% 54.80/22.45  																																																								| (1587) all_0_4_4 = e1
% 54.80/22.45  																																																								|
% 54.80/22.45  																																																								| Instantiating formula (29) with e3, e0, e3, all_0_12_12 and discharging atoms op(e3, e0) = all_0_12_12, op(e3, e0) = e3, yields:
% 54.80/22.45  																																																								| (2156) all_0_12_12 = e3
% 54.80/22.45  																																																								|
% 54.80/22.45  																																																								| Instantiating formula (29) with e2, e2, e3, all_0_25_25 and discharging atoms op(e2, e2) = all_0_25_25, op(e2, e2) = e3, yields:
% 54.80/22.45  																																																								| (683) all_0_25_25 = e3
% 54.80/22.45  																																																								|
% 54.80/22.45  																																																								| Instantiating formula (29) with e1, e3, all_0_7_7, e3 and discharging atoms op(e1, e3) = all_0_7_7, op(e1, e3) = e3, yields:
% 54.80/22.45  																																																								| (2158) all_0_7_7 = e3
% 54.80/22.45  																																																								|
% 54.80/22.45  																																																								| Instantiating formula (29) with e1, e3, all_0_16_16, all_0_7_7 and discharging atoms op(e1, e3) = all_0_7_7, op(e1, e3) = all_0_16_16, yields:
% 54.80/22.45  																																																								| (2159) all_0_7_7 = all_0_16_16
% 54.80/22.45  																																																								|
% 54.80/22.45  																																																								| Instantiating formula (29) with e1, e1, all_0_36_36, all_0_27_27 and discharging atoms op(e1, e1) = all_0_27_27, op(e1, e1) = all_0_36_36, yields:
% 54.80/22.45  																																																								| (2160) all_0_27_27 = all_0_36_36
% 54.80/22.45  																																																								|
% 54.80/22.45  																																																								| Instantiating formula (29) with e1, e1, e4, all_0_27_27 and discharging atoms op(e1, e1) = all_0_27_27, op(e1, e1) = e4, yields:
% 54.80/22.45  																																																								| (2161) all_0_27_27 = e4
% 54.80/22.45  																																																								|
% 54.80/22.45  																																																								| Instantiating formula (29) with e0, e4, all_0_2_2, e3 and discharging atoms op(e0, e4) = all_0_2_2, op(e0, e4) = e3, yields:
% 54.80/22.45  																																																								| (1595) all_0_2_2 = e3
% 54.80/22.45  																																																								|
% 54.80/22.45  																																																								| Instantiating formula (29) with e0, e3, e0, all_0_32_32 and discharging atoms op(e0, e3) = all_0_32_32, op(e0, e3) = e0, yields:
% 54.80/22.45  																																																								| (2163) all_0_32_32 = e0
% 54.80/22.45  																																																								|
% 54.80/22.45  																																																								| Instantiating formula (29) with e0, e2, all_0_20_20, all_0_3_3 and discharging atoms op(e0, e2) = all_0_3_3, op(e0, e2) = all_0_20_20, yields:
% 54.80/22.45  																																																								| (2164) all_0_3_3 = all_0_20_20
% 54.80/22.45  																																																								|
% 54.80/22.45  																																																								| Instantiating formula (29) with e0, e2, e4, all_0_3_3 and discharging atoms op(e0, e2) = all_0_3_3, op(e0, e2) = e4, yields:
% 54.80/22.45  																																																								| (2165) all_0_3_3 = e4
% 54.80/22.45  																																																								|
% 54.80/22.45  																																																								| Combining equations (2165,2164) yields a new equation:
% 54.80/22.45  																																																								| (2166) all_0_20_20 = e4
% 54.80/22.45  																																																								|
% 54.80/22.45  																																																								| Combining equations (2158,2159) yields a new equation:
% 54.80/22.45  																																																								| (2167) all_0_16_16 = e3
% 54.80/22.45  																																																								|
% 54.80/22.45  																																																								| Combining equations (2161,2160) yields a new equation:
% 54.80/22.45  																																																								| (690) all_0_36_36 = e4
% 54.80/22.45  																																																								|
% 54.80/22.45  																																																								| From (1587) and (1455) follows:
% 54.80/22.45  																																																								| (41) op(e4, e4) = e1
% 54.80/22.45  																																																								|
% 54.80/22.45  																																																								| From (2156) and (1954) follows:
% 54.80/22.45  																																																								| (1639) op(e3, e0) = e3
% 54.80/22.45  																																																								|
% 54.80/22.45  																																																								| From (683) and (514) follows:
% 54.80/22.45  																																																								| (531) op(e2, e2) = e3
% 54.80/22.45  																																																								|
% 54.80/22.45  																																																								| From (2167) and (2104) follows:
% 54.80/22.45  																																																								| (1934) op(e1, e3) = e3
% 54.80/22.45  																																																								|
% 54.80/22.45  																																																								| From (690) and (653) follows:
% 54.80/22.45  																																																								| (570) op(e1, e1) = e4
% 54.80/22.45  																																																								|
% 54.80/22.45  																																																								| From (1595) and (1412) follows:
% 54.80/22.45  																																																								| (283) op(e0, e4) = e3
% 54.80/22.45  																																																								|
% 54.80/22.45  																																																								| From (2163) and (2064) follows:
% 54.80/22.45  																																																								| (752) op(e0, e3) = e0
% 54.80/22.45  																																																								|
% 54.80/22.45  																																																								| From (2166) and (2097) follows:
% 54.80/22.45  																																																								| (2154) op(e0, e2) = e4
% 54.80/22.45  																																																								|
% 54.80/22.45  																																																								+-Applying beta-rule and splitting (56), into two cases.
% 54.80/22.45  																																																								|-Branch one:
% 54.80/22.45  																																																								| (696) unit = e2
% 54.80/22.45  																																																								|
% 54.80/22.45  																																																									| From (696) and (24) follows:
% 54.80/22.45  																																																									| (697) op(e2, e3) = e3
% 54.80/22.45  																																																									|
% 54.80/22.45  																																																									| From (696) and (32) follows:
% 54.80/22.45  																																																									| (698) op(e2, e2) = e2
% 54.80/22.45  																																																									|
% 54.80/22.45  																																																									| Instantiating formula (29) with e2, e3, e3, e1 and discharging atoms op(e2, e3) = e3, op(e2, e3) = e1, yields:
% 54.80/22.45  																																																									| (455) e3 = e1
% 54.80/22.45  																																																									|
% 54.80/22.45  																																																									| Instantiating formula (29) with e2, e2, e2, e3 and discharging atoms op(e2, e2) = e3, op(e2, e2) = e2, yields:
% 54.80/22.45  																																																									| (662) e3 = e2
% 54.80/22.45  																																																									|
% 54.80/22.45  																																																									| Combining equations (662,455) yields a new equation:
% 54.80/22.45  																																																									| (616) e2 = e1
% 54.80/22.45  																																																									|
% 54.80/22.45  																																																									| Simplifying 616 yields:
% 54.80/22.45  																																																									| (617) e2 = e1
% 54.80/22.45  																																																									|
% 54.80/22.45  																																																									| Equations (617) can reduce 122 to:
% 54.80/22.45  																																																									| (266) $false
% 54.80/22.45  																																																									|
% 54.80/22.45  																																																									|-The branch is then unsatisfiable
% 54.80/22.45  																																																								|-Branch two:
% 54.80/22.45  																																																								| (707)  ~ (unit = e2)
% 54.80/22.45  																																																								| (708) unit = e4 | unit = e3 | unit = e1 | unit = e0
% 54.80/22.45  																																																								|
% 54.80/22.45  																																																									+-Applying beta-rule and splitting (708), into two cases.
% 54.80/22.45  																																																									|-Branch one:
% 54.80/22.45  																																																									| (709) unit = e4
% 54.80/22.45  																																																									|
% 54.80/22.45  																																																										| From (709) and (227) follows:
% 54.80/22.45  																																																										| (710) op(e4, e4) = e4
% 54.80/22.45  																																																										|
% 54.80/22.45  																																																										| From (709) and (40) follows:
% 54.80/22.45  																																																										| (711) op(e3, e4) = e3
% 54.80/22.45  																																																										|
% 54.80/22.45  																																																										| From (709) and (32) follows:
% 54.80/22.45  																																																										| (712) op(e2, e4) = e2
% 54.80/22.45  																																																										|
% 54.80/22.45  																																																										| From (709) and (42) follows:
% 54.80/22.45  																																																										| (713) op(e0, e4) = e0
% 54.80/22.45  																																																										|
% 54.80/22.45  																																																										| Instantiating formula (29) with e4, e4, e4, e1 and discharging atoms op(e4, e4) = e4, op(e4, e4) = e1, yields:
% 54.80/22.45  																																																										| (630) e4 = e1
% 54.80/22.45  																																																										|
% 54.80/22.45  																																																										| Instantiating formula (29) with e3, e4, e3, e2 and discharging atoms op(e3, e4) = e3, op(e3, e4) = e2, yields:
% 54.80/22.45  																																																										| (662) e3 = e2
% 54.80/22.45  																																																										|
% 54.80/22.45  																																																										| Instantiating formula (29) with e2, e4, e2, e4 and discharging atoms op(e2, e4) = e4, op(e2, e4) = e2, yields:
% 54.80/22.45  																																																										| (323) e4 = e2
% 54.80/22.45  																																																										|
% 54.80/22.45  																																																										| Instantiating formula (29) with e0, e4, e0, e3 and discharging atoms op(e0, e4) = e3, op(e0, e4) = e0, yields:
% 54.80/22.45  																																																										| (676) e3 = e0
% 54.80/22.45  																																																										|
% 54.80/22.45  																																																										| Combining equations (630,323) yields a new equation:
% 54.80/22.45  																																																										| (617) e2 = e1
% 54.80/22.45  																																																										|
% 54.80/22.45  																																																										| Combining equations (662,676) yields a new equation:
% 54.80/22.45  																																																										| (391) e2 = e0
% 54.80/22.45  																																																										|
% 54.80/22.45  																																																										| Simplifying 391 yields:
% 54.80/22.45  																																																										| (330) e2 = e0
% 54.80/22.45  																																																										|
% 54.80/22.45  																																																										| Combining equations (617,330) yields a new equation:
% 54.80/22.45  																																																										| (546) e1 = e0
% 54.80/22.45  																																																										|
% 54.80/22.45  																																																										| Simplifying 546 yields:
% 54.80/22.45  																																																										| (431) e1 = e0
% 54.80/22.45  																																																										|
% 54.80/22.45  																																																										| Equations (431) can reduce 233 to:
% 54.80/22.45  																																																										| (266) $false
% 54.80/22.45  																																																										|
% 54.80/22.45  																																																										|-The branch is then unsatisfiable
% 54.80/22.45  																																																									|-Branch two:
% 54.80/22.45  																																																									| (724)  ~ (unit = e4)
% 54.80/22.45  																																																									| (725) unit = e3 | unit = e1 | unit = e0
% 54.80/22.45  																																																									|
% 54.80/22.45  																																																										+-Applying beta-rule and splitting (725), into two cases.
% 54.80/22.45  																																																										|-Branch one:
% 54.80/22.45  																																																										| (726) unit = e0
% 54.80/22.45  																																																										|
% 54.80/22.45  																																																											| Equations (726) can reduce 707 to:
% 54.80/22.45  																																																											| (365)  ~ (e2 = e0)
% 54.80/22.45  																																																											|
% 54.80/22.45  																																																											| Simplifying 365 yields:
% 54.80/22.45  																																																											| (128)  ~ (e2 = e0)
% 54.80/22.45  																																																											|
% 54.80/22.45  																																																											| From (726) and (244) follows:
% 54.80/22.45  																																																											| (2207) op(e0, e4) = e4
% 54.80/22.45  																																																											|
% 54.80/22.45  																																																											| From (726) and (24) follows:
% 54.80/22.45  																																																											| (2208) op(e0, e3) = e3
% 54.80/22.45  																																																											|
% 54.80/22.45  																																																											| From (726) and (15) follows:
% 54.80/22.45  																																																											| (1508) op(e0, e2) = e2
% 54.80/22.45  																																																											|
% 54.80/22.45  																																																											| Instantiating formula (29) with e0, e4, e4, e3 and discharging atoms op(e0, e4) = e4, op(e0, e4) = e3, yields:
% 54.80/22.45  																																																											| (425) e4 = e3
% 54.80/22.45  																																																											|
% 54.80/22.45  																																																											| Instantiating formula (29) with e0, e3, e3, e0 and discharging atoms op(e0, e3) = e3, op(e0, e3) = e0, yields:
% 54.80/22.45  																																																											| (676) e3 = e0
% 54.80/22.45  																																																											|
% 54.80/22.45  																																																											| Instantiating formula (29) with e0, e2, e2, e4 and discharging atoms op(e0, e2) = e4, op(e0, e2) = e2, yields:
% 54.80/22.45  																																																											| (323) e4 = e2
% 54.80/22.45  																																																											|
% 54.80/22.45  																																																											| Combining equations (323,425) yields a new equation:
% 54.80/22.45  																																																											| (662) e3 = e2
% 54.80/22.45  																																																											|
% 54.80/22.45  																																																											| Combining equations (662,676) yields a new equation:
% 54.80/22.45  																																																											| (391) e2 = e0
% 54.80/22.45  																																																											|
% 54.80/22.45  																																																											| Simplifying 391 yields:
% 54.80/22.45  																																																											| (330) e2 = e0
% 54.80/22.45  																																																											|
% 54.80/22.45  																																																											| Equations (330) can reduce 128 to:
% 54.80/22.45  																																																											| (266) $false
% 54.80/22.45  																																																											|
% 54.80/22.45  																																																											|-The branch is then unsatisfiable
% 54.80/22.45  																																																										|-Branch two:
% 54.80/22.45  																																																										| (734)  ~ (unit = e0)
% 54.80/22.45  																																																										| (735) unit = e3 | unit = e1
% 54.80/22.45  																																																										|
% 54.80/22.45  																																																											+-Applying beta-rule and splitting (735), into two cases.
% 54.80/22.45  																																																											|-Branch one:
% 54.80/22.45  																																																											| (736) unit = e1
% 54.80/22.45  																																																											|
% 54.80/22.45  																																																												| Equations (736) can reduce 734 to:
% 54.80/22.45  																																																												| (233)  ~ (e1 = e0)
% 54.80/22.45  																																																												|
% 54.80/22.45  																																																												| From (736) and (227) follows:
% 54.80/22.45  																																																												| (739) op(e4, e1) = e4
% 54.80/22.45  																																																												|
% 54.80/22.45  																																																												| From (736) and (40) follows:
% 54.80/22.45  																																																												| (1652) op(e3, e1) = e3
% 54.80/22.45  																																																												|
% 54.80/22.45  																																																												| From (736) and (28) follows:
% 54.80/22.45  																																																												| (740) op(e1, e1) = e1
% 54.80/22.45  																																																												|
% 54.80/22.45  																																																												| Instantiating formula (29) with e4, e1, e4, e3 and discharging atoms op(e4, e1) = e4, op(e4, e1) = e3, yields:
% 54.80/22.45  																																																												| (425) e4 = e3
% 54.80/22.45  																																																												|
% 54.80/22.45  																																																												| Instantiating formula (29) with e3, e1, e3, e0 and discharging atoms op(e3, e1) = e3, op(e3, e1) = e0, yields:
% 54.80/22.45  																																																												| (676) e3 = e0
% 54.80/22.45  																																																												|
% 54.80/22.45  																																																												| Instantiating formula (29) with e1, e1, e1, e4 and discharging atoms op(e1, e1) = e4, op(e1, e1) = e1, yields:
% 54.80/22.45  																																																												| (630) e4 = e1
% 54.80/22.45  																																																												|
% 54.80/22.45  																																																												| Combining equations (425,630) yields a new equation:
% 54.80/22.45  																																																												| (454) e3 = e1
% 54.80/22.45  																																																												|
% 54.80/22.45  																																																												| Simplifying 454 yields:
% 54.80/22.45  																																																												| (455) e3 = e1
% 54.80/22.45  																																																												|
% 54.80/22.45  																																																												| Combining equations (455,676) yields a new equation:
% 54.80/22.45  																																																												| (546) e1 = e0
% 54.80/22.45  																																																												|
% 54.80/22.45  																																																												| Simplifying 546 yields:
% 54.80/22.45  																																																												| (431) e1 = e0
% 54.80/22.45  																																																												|
% 54.80/22.45  																																																												| Equations (431) can reduce 233 to:
% 54.80/22.45  																																																												| (266) $false
% 54.80/22.45  																																																												|
% 54.80/22.45  																																																												|-The branch is then unsatisfiable
% 54.80/22.45  																																																											|-Branch two:
% 54.80/22.45  																																																											| (748)  ~ (unit = e1)
% 54.80/22.45  																																																											| (749) unit = e3
% 54.80/22.45  																																																											|
% 54.80/22.45  																																																												| From (749) and (209) follows:
% 54.80/22.45  																																																												| (1667) op(e3, e0) = e0
% 54.80/22.45  																																																												|
% 54.80/22.45  																																																												| From (749) and (28) follows:
% 54.80/22.45  																																																												| (2235) op(e1, e3) = e1
% 54.80/22.46  																																																												|
% 54.80/22.46  																																																												| Instantiating formula (29) with e3, e0, e0, e3 and discharging atoms op(e3, e0) = e3, op(e3, e0) = e0, yields:
% 54.80/22.46  																																																												| (676) e3 = e0
% 54.80/22.46  																																																												|
% 54.80/22.46  																																																												| Instantiating formula (29) with e1, e3, e1, e3 and discharging atoms op(e1, e3) = e3, op(e1, e3) = e1, yields:
% 54.80/22.46  																																																												| (455) e3 = e1
% 54.80/22.46  																																																												|
% 54.80/22.46  																																																												| Combining equations (676,455) yields a new equation:
% 54.80/22.46  																																																												| (431) e1 = e0
% 54.80/22.46  																																																												|
% 54.80/22.46  																																																												| Equations (431) can reduce 233 to:
% 54.80/22.46  																																																												| (266) $false
% 54.80/22.46  																																																												|
% 54.80/22.46  																																																												|-The branch is then unsatisfiable
% 54.80/22.46  																																																							|-Branch two:
% 54.80/22.46  																																																							| (477)  ~ (all_0_56_56 = e4)
% 54.80/22.46  																																																							| (845) all_0_56_56 = e3 | all_0_56_56 = e1 | all_0_56_56 = e0
% 54.80/22.46  																																																							|
% 54.80/22.46  																																																								+-Applying beta-rule and splitting (2115), into two cases.
% 54.80/22.46  																																																								|-Branch one:
% 54.80/22.46  																																																								| (1392) all_0_42_42 = e4
% 54.80/22.46  																																																								|
% 54.80/22.46  																																																									| Combining equations (459,1392) yields a new equation:
% 54.80/22.46  																																																									| (630) e4 = e1
% 54.80/22.46  																																																									|
% 54.80/22.46  																																																									| Equations (630) can reduce 110 to:
% 54.80/22.46  																																																									| (266) $false
% 54.80/22.46  																																																									|
% 54.80/22.46  																																																									|-The branch is then unsatisfiable
% 54.80/22.46  																																																								|-Branch two:
% 54.80/22.46  																																																								| (1890)  ~ (all_0_42_42 = e4)
% 54.80/22.46  																																																								| (2246) all_0_47_47 = e4 | all_0_51_51 = e4 | all_0_56_56 = e4
% 54.80/22.46  																																																								|
% 54.80/22.46  																																																									| Equations (459) can reduce 1890 to:
% 54.80/22.46  																																																									| (602)  ~ (e4 = e1)
% 54.80/22.46  																																																									|
% 54.80/22.46  																																																									| Simplifying 602 yields:
% 54.80/22.46  																																																									| (110)  ~ (e4 = e1)
% 54.80/22.46  																																																									|
% 54.80/22.46  																																																									+-Applying beta-rule and splitting (575), into two cases.
% 54.80/22.46  																																																									|-Branch one:
% 54.80/22.46  																																																									| (587) all_0_55_55 = e4
% 54.80/22.46  																																																									|
% 54.80/22.46  																																																										| Combining equations (858,587) yields a new equation:
% 54.80/22.46  																																																										| (397) e4 = e0
% 54.80/22.46  																																																										|
% 54.80/22.46  																																																										| Equations (397) can reduce 49 to:
% 54.80/22.46  																																																										| (266) $false
% 54.80/22.46  																																																										|
% 54.80/22.46  																																																										|-The branch is then unsatisfiable
% 54.80/22.46  																																																									|-Branch two:
% 54.80/22.46  																																																									| (763)  ~ (all_0_55_55 = e4)
% 54.80/22.46  																																																									| (764) all_0_56_56 = e4 | all_0_57_57 = e4 | all_0_58_58 = e4
% 54.80/22.46  																																																									|
% 54.80/22.46  																																																										+-Applying beta-rule and splitting (764), into two cases.
% 54.80/22.46  																																																										|-Branch one:
% 54.80/22.46  																																																										| (842) all_0_56_56 = e4
% 54.80/22.46  																																																										|
% 54.80/22.46  																																																											| Equations (842) can reduce 477 to:
% 54.80/22.46  																																																											| (266) $false
% 54.80/22.46  																																																											|
% 54.80/22.46  																																																											|-The branch is then unsatisfiable
% 54.80/22.46  																																																										|-Branch two:
% 54.80/22.46  																																																										| (477)  ~ (all_0_56_56 = e4)
% 54.80/22.46  																																																										| (935) all_0_57_57 = e4 | all_0_58_58 = e4
% 54.80/22.46  																																																										|
% 54.80/22.46  																																																											+-Applying beta-rule and splitting (935), into two cases.
% 54.80/22.46  																																																											|-Branch one:
% 54.80/22.46  																																																											| (871) all_0_57_57 = e4
% 54.80/22.46  																																																											|
% 54.80/22.46  																																																												| Combining equations (647,871) yields a new equation:
% 54.80/22.46  																																																												| (630) e4 = e1
% 54.80/22.46  																																																												|
% 54.80/22.46  																																																												| Equations (630) can reduce 110 to:
% 54.80/22.46  																																																												| (266) $false
% 54.80/22.46  																																																												|
% 54.80/22.46  																																																												|-The branch is then unsatisfiable
% 54.80/22.46  																																																											|-Branch two:
% 54.80/22.46  																																																											| (839)  ~ (all_0_57_57 = e4)
% 54.80/22.46  																																																											| (910) all_0_58_58 = e4
% 54.80/22.46  																																																											|
% 54.80/22.46  																																																												| Combining equations (624,910) yields a new equation:
% 54.80/22.46  																																																												| (323) e4 = e2
% 54.80/22.46  																																																												|
% 54.80/22.46  																																																												| Equations (323) can reduce 48 to:
% 54.80/22.46  																																																												| (266) $false
% 54.80/22.46  																																																												|
% 54.80/22.46  																																																												|-The branch is then unsatisfiable
% 54.80/22.46  																																																						|-Branch two:
% 54.80/22.46  																																																						| (1459)  ~ (all_0_53_53 = e1)
% 54.80/22.46  																																																						| (918) all_0_58_58 = e1
% 54.80/22.46  																																																						|
% 54.80/22.46  																																																							| Combining equations (624,918) yields a new equation:
% 54.80/22.46  																																																							| (616) e2 = e1
% 54.80/22.46  																																																							|
% 54.80/22.46  																																																							| Simplifying 616 yields:
% 54.80/22.46  																																																							| (617) e2 = e1
% 54.80/22.46  																																																							|
% 54.80/22.46  																																																							| Equations (617) can reduce 122 to:
% 54.80/22.46  																																																							| (266) $false
% 54.80/22.46  																																																							|
% 54.80/22.46  																																																							|-The branch is then unsatisfiable
% 54.80/22.46  																																																			|-Branch two:
% 54.80/22.46  																																																			| (447)  ~ (all_0_40_40 = e4)
% 54.80/22.46  																																																			| (2271) all_0_44_44 = e4 | all_0_49_49 = e4 | all_0_53_53 = e4 | all_0_58_58 = e4
% 54.80/22.46  																																																			|
% 54.80/22.46  																																																				+-Applying beta-rule and splitting (316), into two cases.
% 54.80/22.46  																																																				|-Branch one:
% 54.80/22.46  																																																				| (1378) all_0_40_40 = e4
% 54.80/22.46  																																																				|
% 54.80/22.46  																																																					| Equations (1378) can reduce 447 to:
% 54.80/22.46  																																																					| (266) $false
% 54.80/22.46  																																																					|
% 54.80/22.46  																																																					|-The branch is then unsatisfiable
% 54.80/22.46  																																																				|-Branch two:
% 54.80/22.46  																																																				| (447)  ~ (all_0_40_40 = e4)
% 54.80/22.46  																																																				| (485) all_0_40_40 = e0
% 54.80/22.46  																																																				|
% 54.80/22.46  																																																					| Equations (485) can reduce 1401 to:
% 54.80/22.46  																																																					| (266) $false
% 54.80/22.46  																																																					|
% 54.80/22.46  																																																					|-The branch is then unsatisfiable
% 54.80/22.46  																																													|-Branch two:
% 54.80/22.46  																																													| (549)  ~ (all_0_46_46 = e1)
% 54.80/22.46  																																													| (550) all_0_47_47 = e1 | all_0_48_48 = e1 | all_0_49_49 = e1
% 54.80/22.46  																																													|
% 54.80/22.46  																																														+-Applying beta-rule and splitting (112), into two cases.
% 54.80/22.46  																																														|-Branch one:
% 54.80/22.46  																																														| (635) all_0_44_44 = e1
% 54.80/22.46  																																														|
% 54.80/22.46  																																															| Combining equations (532,635) yields a new equation:
% 54.80/22.46  																																															| (454) e3 = e1
% 54.80/22.46  																																															|
% 54.80/22.46  																																															| Simplifying 454 yields:
% 54.80/22.46  																																															| (455) e3 = e1
% 54.80/22.46  																																															|
% 54.80/22.46  																																															| Equations (455) can reduce 213 to:
% 54.80/22.46  																																															| (266) $false
% 54.80/22.46  																																															|
% 54.80/22.46  																																															|-The branch is then unsatisfiable
% 54.80/22.46  																																														|-Branch two:
% 54.80/22.46  																																														| (639)  ~ (all_0_44_44 = e1)
% 54.80/22.46  																																														| (640) all_0_49_49 = e1 | all_0_53_53 = e1 | all_0_58_58 = e1
% 54.80/22.46  																																														|
% 54.80/22.46  																																															| Equations (532) can reduce 639 to:
% 54.80/22.46  																																															| (213)  ~ (e3 = e1)
% 54.80/22.46  																																															|
% 54.80/22.46  																																															+-Applying beta-rule and splitting (550), into two cases.
% 54.80/22.46  																																															|-Branch one:
% 54.80/22.46  																																															| (654) all_0_47_47 = e1
% 54.80/22.46  																																															|
% 54.80/22.46  																																																| Combining equations (522,654) yields a new equation:
% 54.80/22.46  																																																| (454) e3 = e1
% 54.80/22.46  																																																|
% 54.80/22.46  																																																| Simplifying 454 yields:
% 54.80/22.46  																																																| (455) e3 = e1
% 54.80/22.46  																																																|
% 54.80/22.46  																																																| Equations (455) can reduce 213 to:
% 54.80/22.46  																																																| (266) $false
% 54.80/22.46  																																																|
% 54.80/22.46  																																																|-The branch is then unsatisfiable
% 54.80/22.46  																																															|-Branch two:
% 54.80/22.46  																																															| (462)  ~ (all_0_47_47 = e1)
% 54.80/22.46  																																															| (659) all_0_48_48 = e1 | all_0_49_49 = e1
% 54.80/22.46  																																															|
% 54.80/22.46  																																																+-Applying beta-rule and splitting (659), into two cases.
% 54.80/22.46  																																																|-Branch one:
% 54.80/22.46  																																																| (615) all_0_48_48 = e1
% 54.80/22.46  																																																|
% 54.80/22.46  																																																	| Combining equations (335,615) yields a new equation:
% 54.80/22.46  																																																	| (616) e2 = e1
% 54.80/22.46  																																																	|
% 54.80/22.46  																																																	| Simplifying 616 yields:
% 54.80/22.46  																																																	| (617) e2 = e1
% 54.80/22.46  																																																	|
% 54.80/22.46  																																																	| Equations (617) can reduce 122 to:
% 54.80/22.46  																																																	| (266) $false
% 54.80/22.46  																																																	|
% 54.80/22.46  																																																	|-The branch is then unsatisfiable
% 54.80/22.46  																																																|-Branch two:
% 54.80/22.46  																																																| (619)  ~ (all_0_48_48 = e1)
% 54.80/22.46  																																																| (671) all_0_49_49 = e1
% 54.80/22.46  																																																|
% 54.80/22.46  																																																	| Combining equations (978,671) yields a new equation:
% 54.80/22.46  																																																	| (431) e1 = e0
% 54.80/22.46  																																																	|
% 54.80/22.46  																																																	| Equations (431) can reduce 233 to:
% 54.80/22.46  																																																	| (266) $false
% 54.80/22.46  																																																	|
% 54.80/22.46  																																																	|-The branch is then unsatisfiable
% 54.80/22.46  																																									|-Branch two:
% 54.80/22.46  																																									| (484)  ~ (all_0_39_39 = e0)
% 54.80/22.46  																																									| (558) all_0_42_42 = e0 | all_0_47_47 = e0 | all_0_56_56 = e0
% 54.80/22.46  																																									|
% 54.80/22.46  																																										+-Applying beta-rule and splitting (558), into two cases.
% 54.80/22.46  																																										|-Branch one:
% 54.80/22.46  																																										| (559) all_0_42_42 = e0
% 54.80/22.46  																																										|
% 54.80/22.46  																																											| Combining equations (459,559) yields a new equation:
% 54.80/22.46  																																											| (546) e1 = e0
% 54.80/22.46  																																											|
% 54.80/22.46  																																											| Simplifying 546 yields:
% 54.80/22.46  																																											| (431) e1 = e0
% 54.80/22.46  																																											|
% 54.80/22.46  																																											| Equations (431) can reduce 233 to:
% 54.80/22.46  																																											| (266) $false
% 54.80/22.46  																																											|
% 54.80/22.46  																																											|-The branch is then unsatisfiable
% 54.80/22.46  																																										|-Branch two:
% 54.80/22.46  																																										| (358)  ~ (all_0_42_42 = e0)
% 54.80/22.46  																																										| (563) all_0_47_47 = e0 | all_0_56_56 = e0
% 54.80/22.46  																																										|
% 54.80/22.46  																																											+-Applying beta-rule and splitting (563), into two cases.
% 54.80/22.46  																																											|-Branch one:
% 54.80/22.46  																																											| (674) all_0_47_47 = e0
% 54.80/22.46  																																											|
% 54.80/22.46  																																												| Combining equations (674,522) yields a new equation:
% 54.80/22.46  																																												| (676) e3 = e0
% 54.80/22.46  																																												|
% 54.80/22.46  																																												| Equations (676) can reduce 80 to:
% 54.80/22.46  																																												| (266) $false
% 54.80/22.46  																																												|
% 54.80/22.46  																																												|-The branch is then unsatisfiable
% 54.80/22.46  																																											|-Branch two:
% 54.80/22.46  																																											| (678)  ~ (all_0_47_47 = e0)
% 54.80/22.46  																																											| (679) all_0_56_56 = e0
% 54.80/22.46  																																											|
% 54.80/22.46  																																												| Equations (679) can reduce 828 to:
% 54.80/22.46  																																												| (266) $false
% 54.80/22.46  																																												|
% 54.80/22.46  																																												|-The branch is then unsatisfiable
% 54.80/22.46  																																								|-Branch two:
% 54.80/22.46  																																								| (803)  ~ (all_0_55_55 = e0)
% 54.80/22.46  																																								| (2315) all_0_55_55 = e3 | all_0_55_55 = e1
% 54.80/22.46  																																								|
% 54.80/22.46  																																									+-Applying beta-rule and splitting (196), into two cases.
% 54.80/22.46  																																									|-Branch one:
% 54.80/22.46  																																									| (607) all_0_53_53 = e2
% 54.80/22.46  																																									|
% 54.80/22.46  																																										| Equations (607) can reduce 509 to:
% 54.80/22.46  																																										| (266) $false
% 54.80/22.46  																																										|
% 54.80/22.46  																																										|-The branch is then unsatisfiable
% 54.80/22.46  																																									|-Branch two:
% 54.80/22.46  																																									| (509)  ~ (all_0_53_53 = e2)
% 54.80/22.46  																																									| (610) all_0_53_53 = e4 | all_0_53_53 = e3 | all_0_53_53 = e1
% 54.80/22.46  																																									|
% 54.80/22.46  																																										+-Applying beta-rule and splitting (610), into two cases.
% 54.80/22.46  																																										|-Branch one:
% 54.80/22.46  																																										| (1298) all_0_53_53 = e4
% 54.80/22.46  																																										|
% 54.80/22.46  																																											| Equations (1298) can reduce 1453 to:
% 54.80/22.46  																																											| (266) $false
% 54.80/22.46  																																											|
% 54.80/22.46  																																											|-The branch is then unsatisfiable
% 54.80/22.46  																																										|-Branch two:
% 54.80/22.46  																																										| (1453)  ~ (all_0_53_53 = e4)
% 54.80/22.46  																																										| (1694) all_0_53_53 = e3 | all_0_53_53 = e1
% 54.80/22.46  																																										|
% 54.80/22.46  																																											+-Applying beta-rule and splitting (1694), into two cases.
% 54.80/22.46  																																											|-Branch one:
% 54.80/22.46  																																											| (1208) all_0_53_53 = e1
% 54.80/22.46  																																											|
% 54.80/22.46  																																												| Equations (1208) can reduce 65 to:
% 54.80/22.46  																																												| (1064)  ~ (all_0_49_49 = e1)
% 54.80/22.46  																																												|
% 54.80/22.46  																																												| Equations (1208) can reduce 903 to:
% 54.80/22.46  																																												| (467)  ~ (e3 = e1)
% 54.80/22.46  																																												|
% 54.80/22.46  																																												| Simplifying 467 yields:
% 54.80/22.46  																																												| (213)  ~ (e3 = e1)
% 54.80/22.46  																																												|
% 54.80/22.46  																																												| Equations (1208) can reduce 509 to:
% 54.80/22.46  																																												| (604)  ~ (e2 = e1)
% 54.80/22.46  																																												|
% 54.80/22.46  																																												| Simplifying 604 yields:
% 54.80/22.46  																																												| (122)  ~ (e2 = e1)
% 54.80/22.46  																																												|
% 54.80/22.46  																																												+-Applying beta-rule and splitting (135), into two cases.
% 54.80/22.46  																																												|-Branch one:
% 54.80/22.46  																																												| (545) all_0_46_46 = e1
% 54.80/22.46  																																												|
% 54.80/22.46  																																													| Equations (545) can reduce 58 to:
% 54.80/22.46  																																													| (2331)  ~ (all_0_55_55 = e1)
% 54.80/22.46  																																													|
% 54.80/22.46  																																													| Simplifying 2331 yields:
% 54.80/22.46  																																													| (632)  ~ (all_0_55_55 = e1)
% 54.80/22.46  																																													|
% 54.80/22.46  																																													+-Applying beta-rule and splitting (2315), into two cases.
% 54.80/22.46  																																													|-Branch one:
% 54.80/22.46  																																													| (629) all_0_55_55 = e1
% 54.80/22.46  																																													|
% 54.80/22.46  																																														| Equations (629) can reduce 632 to:
% 54.80/22.46  																																														| (266) $false
% 54.80/22.46  																																														|
% 54.80/22.46  																																														|-The branch is then unsatisfiable
% 54.80/22.46  																																													|-Branch two:
% 54.80/22.46  																																													| (632)  ~ (all_0_55_55 = e1)
% 54.80/22.46  																																													| (2336) all_0_55_55 = e3
% 54.80/22.46  																																													|
% 54.80/22.46  																																														| Equations (2336) can reduce 270 to:
% 54.80/22.46  																																														| (266) $false
% 54.80/22.46  																																														|
% 54.80/22.46  																																														|-The branch is then unsatisfiable
% 54.80/22.46  																																												|-Branch two:
% 54.80/22.46  																																												| (549)  ~ (all_0_46_46 = e1)
% 54.80/22.46  																																												| (550) all_0_47_47 = e1 | all_0_48_48 = e1 | all_0_49_49 = e1
% 54.80/22.46  																																												|
% 54.80/22.46  																																													+-Applying beta-rule and splitting (550), into two cases.
% 54.80/22.46  																																													|-Branch one:
% 54.80/22.46  																																													| (654) all_0_47_47 = e1
% 54.80/22.46  																																													|
% 54.80/22.46  																																														| Combining equations (654,522) yields a new equation:
% 54.80/22.46  																																														| (455) e3 = e1
% 54.80/22.46  																																														|
% 54.80/22.46  																																														| Equations (455) can reduce 213 to:
% 54.80/22.46  																																														| (266) $false
% 54.80/22.46  																																														|
% 54.80/22.46  																																														|-The branch is then unsatisfiable
% 54.80/22.46  																																													|-Branch two:
% 54.80/22.46  																																													| (462)  ~ (all_0_47_47 = e1)
% 54.80/22.46  																																													| (659) all_0_48_48 = e1 | all_0_49_49 = e1
% 54.80/22.46  																																													|
% 54.80/22.46  																																														+-Applying beta-rule and splitting (659), into two cases.
% 54.80/22.46  																																														|-Branch one:
% 54.80/22.46  																																														| (615) all_0_48_48 = e1
% 54.80/22.46  																																														|
% 54.80/22.46  																																															| Combining equations (615,335) yields a new equation:
% 54.80/22.46  																																															| (617) e2 = e1
% 54.80/22.46  																																															|
% 54.80/22.46  																																															| Equations (617) can reduce 122 to:
% 54.80/22.46  																																															| (266) $false
% 54.80/22.46  																																															|
% 54.80/22.46  																																															|-The branch is then unsatisfiable
% 54.80/22.46  																																														|-Branch two:
% 54.80/22.46  																																														| (619)  ~ (all_0_48_48 = e1)
% 54.80/22.46  																																														| (671) all_0_49_49 = e1
% 54.80/22.46  																																														|
% 54.80/22.46  																																															| Equations (671) can reduce 1064 to:
% 54.80/22.46  																																															| (266) $false
% 54.80/22.46  																																															|
% 54.80/22.46  																																															|-The branch is then unsatisfiable
% 54.80/22.46  																																											|-Branch two:
% 54.80/22.46  																																											| (1459)  ~ (all_0_53_53 = e1)
% 54.80/22.46  																																											| (665) all_0_53_53 = e3
% 54.80/22.46  																																											|
% 54.80/22.46  																																												| Equations (665) can reduce 903 to:
% 54.80/22.46  																																												| (266) $false
% 54.80/22.46  																																												|
% 54.80/22.46  																																												|-The branch is then unsatisfiable
% 54.80/22.46  																														|-Branch two:
% 54.80/22.46  																														| (1099)  ~ (all_0_51_51 = e2)
% 54.80/22.46  																														| (1100) all_0_51_51 = e4 | all_0_51_51 = e3 | all_0_51_51 = e1
% 54.80/22.46  																														|
% 54.80/22.46  																															+-Applying beta-rule and splitting (12), into two cases.
% 54.80/22.46  																															|-Branch one:
% 54.80/22.46  																															| (442) all_0_57_57 = e2
% 54.80/22.46  																															|
% 54.80/22.46  																																| Equations (442) can reduce 344 to:
% 54.80/22.46  																																| (266) $false
% 54.80/22.46  																																|
% 54.80/22.46  																																|-The branch is then unsatisfiable
% 54.80/22.46  																															|-Branch two:
% 54.80/22.46  																															| (344)  ~ (all_0_57_57 = e2)
% 54.80/22.46  																															| (445) all_0_57_57 = e4 | all_0_57_57 = e1 | all_0_57_57 = e0
% 54.80/22.46  																															|
% 54.80/22.46  																																+-Applying beta-rule and splitting (381), into two cases.
% 54.80/22.46  																																|-Branch one:
% 54.80/22.46  																																| (504) all_0_51_51 = e2
% 54.80/22.46  																																|
% 54.80/22.46  																																	| Equations (504) can reduce 1099 to:
% 54.80/22.46  																																	| (266) $false
% 54.80/22.46  																																	|
% 54.80/22.46  																																	|-The branch is then unsatisfiable
% 54.80/22.46  																																|-Branch two:
% 54.80/22.46  																																| (1099)  ~ (all_0_51_51 = e2)
% 54.80/22.46  																																| (1152) all_0_52_52 = e2 | all_0_53_53 = e2
% 54.80/22.46  																																|
% 54.80/22.46  																																	+-Applying beta-rule and splitting (1152), into two cases.
% 54.80/22.46  																																	|-Branch one:
% 54.80/22.46  																																	| (352) all_0_52_52 = e2
% 54.80/22.46  																																	|
% 54.80/22.46  																																		| Combining equations (565,352) yields a new equation:
% 54.80/22.46  																																		| (322) e4 = e2
% 54.80/22.46  																																		|
% 54.80/22.46  																																		| Simplifying 322 yields:
% 54.80/22.46  																																		| (323) e4 = e2
% 54.80/22.46  																																		|
% 54.80/22.46  																																		| Equations (323) can reduce 48 to:
% 54.80/22.46  																																		| (266) $false
% 54.80/22.46  																																		|
% 54.80/22.46  																																		|-The branch is then unsatisfiable
% 54.80/22.46  																																	|-Branch two:
% 54.80/22.46  																																	| (342)  ~ (all_0_52_52 = e2)
% 54.80/22.46  																																	| (607) all_0_53_53 = e2
% 54.80/22.46  																																	|
% 54.80/22.46  																																		| Equations (607) can reduce 10 to:
% 54.80/22.46  																																		| (1186)  ~ (all_0_58_58 = e2)
% 54.80/22.46  																																		|
% 54.80/22.46  																																		| Simplifying 1186 yields:
% 54.80/22.46  																																		| (908)  ~ (all_0_58_58 = e2)
% 54.80/22.46  																																		|
% 54.80/22.46  																																		+-Applying beta-rule and splitting (389), into two cases.
% 54.80/22.46  																																		|-Branch one:
% 54.80/22.46  																																		| (833) all_0_56_56 = e2
% 54.80/22.46  																																		|
% 54.80/22.46  																																			| Equations (833) can reduce 140 to:
% 54.80/22.46  																																			| (343)  ~ (all_0_57_57 = e2)
% 54.80/22.46  																																			|
% 54.80/22.46  																																			| Simplifying 343 yields:
% 54.80/22.46  																																			| (344)  ~ (all_0_57_57 = e2)
% 54.80/22.46  																																			|
% 54.80/22.46  																																			| Equations (833) can reduce 466 to:
% 54.80/22.46  																																			| (122)  ~ (e2 = e1)
% 54.80/22.46  																																			|
% 54.80/22.46  																																			+-Applying beta-rule and splitting (434), into two cases.
% 54.80/22.46  																																			|-Branch one:
% 54.80/22.46  																																			| (615) all_0_48_48 = e1
% 54.80/22.46  																																			|
% 54.80/22.46  																																				| Combining equations (335,615) yields a new equation:
% 54.80/22.46  																																				| (616) e2 = e1
% 54.80/22.46  																																				|
% 54.80/22.46  																																				| Simplifying 616 yields:
% 54.80/22.46  																																				| (617) e2 = e1
% 54.80/22.46  																																				|
% 54.80/22.46  																																				| Equations (617) can reduce 122 to:
% 54.80/22.46  																																				| (266) $false
% 54.80/22.46  																																				|
% 54.80/22.46  																																				|-The branch is then unsatisfiable
% 54.80/22.46  																																			|-Branch two:
% 54.80/22.46  																																			| (619)  ~ (all_0_48_48 = e1)
% 54.80/22.46  																																			| (620) all_0_52_52 = e1 | all_0_57_57 = e1
% 54.80/22.46  																																			|
% 54.80/22.46  																																				+-Applying beta-rule and splitting (620), into two cases.
% 54.80/22.46  																																				|-Branch one:
% 54.80/22.46  																																				| (642) all_0_52_52 = e1
% 54.80/22.46  																																				|
% 54.80/22.46  																																					| Combining equations (642,565) yields a new equation:
% 54.80/22.46  																																					| (630) e4 = e1
% 54.80/22.46  																																					|
% 54.80/22.46  																																					| Equations (630) can reduce 110 to:
% 54.80/22.46  																																					| (266) $false
% 54.80/22.46  																																					|
% 54.80/22.46  																																					|-The branch is then unsatisfiable
% 54.80/22.46  																																				|-Branch two:
% 54.80/22.46  																																				| (646)  ~ (all_0_52_52 = e1)
% 54.80/22.46  																																				| (647) all_0_57_57 = e1
% 54.80/22.46  																																				|
% 54.80/22.46  																																					| Equations (647) can reduce 81 to:
% 54.80/22.46  																																					| (632)  ~ (all_0_55_55 = e1)
% 54.80/22.46  																																					|
% 54.80/22.46  																																					| Equations (647) can reduce 148 to:
% 54.80/22.46  																																					| (879)  ~ (all_0_58_58 = e1)
% 54.80/22.46  																																					|
% 54.80/22.46  																																					| Simplifying 879 yields:
% 54.80/22.46  																																					| (880)  ~ (all_0_58_58 = e1)
% 54.80/22.46  																																					|
% 54.80/22.46  																																					| Equations (647) can reduce 67 to:
% 54.80/22.46  																																					| (467)  ~ (e3 = e1)
% 54.80/22.46  																																					|
% 54.80/22.46  																																					| Simplifying 467 yields:
% 54.80/22.46  																																					| (213)  ~ (e3 = e1)
% 54.80/22.46  																																					|
% 54.80/22.46  																																					| Equations (647) can reduce 344 to:
% 54.80/22.46  																																					| (604)  ~ (e2 = e1)
% 54.80/22.46  																																					|
% 54.80/22.46  																																					| Simplifying 604 yields:
% 54.80/22.46  																																					| (122)  ~ (e2 = e1)
% 54.80/22.46  																																					|
% 54.80/22.46  																																					+-Applying beta-rule and splitting (112), into two cases.
% 54.80/22.46  																																					|-Branch one:
% 54.80/22.46  																																					| (635) all_0_44_44 = e1
% 54.80/22.46  																																					|
% 54.80/22.46  																																						| Combining equations (532,635) yields a new equation:
% 54.80/22.46  																																						| (454) e3 = e1
% 54.80/22.46  																																						|
% 54.80/22.46  																																						| Simplifying 454 yields:
% 54.80/22.46  																																						| (455) e3 = e1
% 54.80/22.46  																																						|
% 54.80/22.46  																																						| Equations (455) can reduce 213 to:
% 54.80/22.46  																																						| (266) $false
% 54.80/22.46  																																						|
% 54.80/22.46  																																						|-The branch is then unsatisfiable
% 54.80/22.46  																																					|-Branch two:
% 54.80/22.46  																																					| (639)  ~ (all_0_44_44 = e1)
% 54.80/22.46  																																					| (640) all_0_49_49 = e1 | all_0_53_53 = e1 | all_0_58_58 = e1
% 54.80/22.46  																																					|
% 54.80/22.47  																																						+-Applying beta-rule and splitting (640), into two cases.
% 54.80/22.47  																																						|-Branch one:
% 54.80/22.47  																																						| (671) all_0_49_49 = e1
% 54.80/22.47  																																						|
% 54.80/22.47  																																							| Equations (671) can reduce 208 to:
% 54.80/22.47  																																							| (549)  ~ (all_0_46_46 = e1)
% 54.80/22.47  																																							|
% 54.80/22.47  																																							| Equations (671) can reduce 525 to:
% 54.80/22.47  																																							| (467)  ~ (e3 = e1)
% 54.80/22.47  																																							|
% 54.80/22.47  																																							| Simplifying 467 yields:
% 54.80/22.47  																																							| (213)  ~ (e3 = e1)
% 54.80/22.47  																																							|
% 54.80/22.47  																																							+-Applying beta-rule and splitting (595), into two cases.
% 54.80/22.47  																																							|-Branch one:
% 54.80/22.47  																																							| (545) all_0_46_46 = e1
% 54.80/22.47  																																							|
% 54.80/22.47  																																								| Equations (545) can reduce 549 to:
% 54.80/22.47  																																								| (266) $false
% 54.80/22.47  																																								|
% 54.80/22.47  																																								|-The branch is then unsatisfiable
% 54.80/22.47  																																							|-Branch two:
% 54.80/22.47  																																							| (549)  ~ (all_0_46_46 = e1)
% 54.80/22.47  																																							| (600) all_0_50_50 = e1 | all_0_55_55 = e1
% 54.80/22.47  																																							|
% 54.80/22.47  																																								+-Applying beta-rule and splitting (600), into two cases.
% 54.80/22.47  																																								|-Branch one:
% 54.80/22.47  																																								| (601) all_0_50_50 = e1
% 54.80/22.47  																																								|
% 54.80/22.47  																																									| Combining equations (415,601) yields a new equation:
% 54.80/22.47  																																									| (454) e3 = e1
% 54.80/22.47  																																									|
% 54.80/22.47  																																									| Simplifying 454 yields:
% 54.80/22.47  																																									| (455) e3 = e1
% 54.80/22.47  																																									|
% 54.80/22.47  																																									| Equations (455) can reduce 213 to:
% 54.80/22.47  																																									| (266) $false
% 54.80/22.47  																																									|
% 54.80/22.47  																																									|-The branch is then unsatisfiable
% 54.80/22.47  																																								|-Branch two:
% 54.80/22.47  																																								| (759)  ~ (all_0_50_50 = e1)
% 54.80/22.47  																																								| (629) all_0_55_55 = e1
% 54.80/22.47  																																								|
% 54.80/22.47  																																									| Equations (629) can reduce 632 to:
% 54.80/22.47  																																									| (266) $false
% 54.80/22.47  																																									|
% 54.80/22.47  																																									|-The branch is then unsatisfiable
% 54.80/22.47  																																						|-Branch two:
% 54.80/22.47  																																						| (1064)  ~ (all_0_49_49 = e1)
% 54.80/22.47  																																						| (2141) all_0_53_53 = e1 | all_0_58_58 = e1
% 54.80/22.47  																																						|
% 54.80/22.47  																																							+-Applying beta-rule and splitting (2141), into two cases.
% 54.80/22.47  																																							|-Branch one:
% 54.80/22.47  																																							| (1208) all_0_53_53 = e1
% 54.80/22.47  																																							|
% 54.80/22.47  																																								| Combining equations (607,1208) yields a new equation:
% 54.80/22.47  																																								| (616) e2 = e1
% 54.80/22.47  																																								|
% 54.80/22.47  																																								| Simplifying 616 yields:
% 54.80/22.47  																																								| (617) e2 = e1
% 54.80/22.47  																																								|
% 54.80/22.47  																																								| Equations (617) can reduce 122 to:
% 54.80/22.47  																																								| (266) $false
% 54.80/22.47  																																								|
% 54.80/22.47  																																								|-The branch is then unsatisfiable
% 54.80/22.47  																																							|-Branch two:
% 54.80/22.47  																																							| (1459)  ~ (all_0_53_53 = e1)
% 54.80/22.47  																																							| (918) all_0_58_58 = e1
% 54.80/22.47  																																							|
% 54.80/22.47  																																								| Equations (918) can reduce 880 to:
% 54.80/22.47  																																								| (266) $false
% 54.80/22.47  																																								|
% 54.80/22.47  																																								|-The branch is then unsatisfiable
% 54.80/22.47  																																		|-Branch two:
% 54.80/22.47  																																		| (511)  ~ (all_0_56_56 = e2)
% 54.80/22.47  																																		| (1709) all_0_57_57 = e2 | all_0_58_58 = e2
% 54.80/22.47  																																		|
% 54.80/22.47  																																			+-Applying beta-rule and splitting (1709), into two cases.
% 54.80/22.47  																																			|-Branch one:
% 54.80/22.47  																																			| (442) all_0_57_57 = e2
% 54.80/22.47  																																			|
% 54.80/22.47  																																				| Equations (442) can reduce 344 to:
% 54.80/22.47  																																				| (266) $false
% 54.80/22.47  																																				|
% 54.80/22.47  																																				|-The branch is then unsatisfiable
% 54.80/22.47  																																			|-Branch two:
% 54.80/22.47  																																			| (344)  ~ (all_0_57_57 = e2)
% 54.80/22.47  																																			| (624) all_0_58_58 = e2
% 54.80/22.47  																																			|
% 54.80/22.47  																																				| Equations (624) can reduce 908 to:
% 54.80/22.47  																																				| (266) $false
% 54.80/22.47  																																				|
% 54.80/22.47  																																				|-The branch is then unsatisfiable
% 54.80/22.47  																													|-Branch two:
% 54.80/22.47  																													| (780)  ~ (all_0_52_52 = e4)
% 54.80/22.47  																													| (781) (all_0_41_41 = e0 & all_0_58_58 = e3 &  ~ (all_0_44_44 = e3)) | (all_0_41_41 = e0 & all_0_58_58 = e3 &  ~ (all_0_55_55 = e0)) | (all_0_47_47 = e1 & all_0_52_52 = e2 &  ~ (all_0_48_48 = e2)) | (all_0_47_47 = e1 & all_0_52_52 = e2 &  ~ (all_0_51_51 = e1)) | (all_0_47_47 = e0 & all_0_58_58 = e2 &  ~ (all_0_49_49 = e2)) | (all_0_47_47 = e0 & all_0_58_58 = e2 &  ~ (all_0_56_56 = e0))
% 54.80/22.47  																													|
% 54.80/22.47  																														+-Applying beta-rule and splitting (355), into two cases.
% 54.80/22.47  																														|-Branch one:
% 54.80/22.47  																														| (565) all_0_52_52 = e4
% 54.80/22.47  																														|
% 54.80/22.47  																															| Equations (565) can reduce 780 to:
% 54.80/22.47  																															| (266) $false
% 54.80/22.47  																															|
% 54.80/22.47  																															|-The branch is then unsatisfiable
% 54.80/22.47  																														|-Branch two:
% 54.80/22.47  																														| (780)  ~ (all_0_52_52 = e4)
% 54.80/22.47  																														| (642) all_0_52_52 = e1
% 54.80/22.47  																														|
% 54.80/22.47  																															| Equations (642) can reduce 11 to:
% 54.80/22.47  																															| (2437)  ~ (all_0_57_57 = e1)
% 54.80/22.47  																															|
% 54.80/22.47  																															| Simplifying 2437 yields:
% 54.80/22.47  																															| (1670)  ~ (all_0_57_57 = e1)
% 54.80/22.47  																															|
% 54.80/22.47  																															| Equations (642) can reduce 342 to:
% 54.80/22.47  																															| (604)  ~ (e2 = e1)
% 54.80/22.47  																															|
% 54.80/22.47  																															| Simplifying 604 yields:
% 54.80/22.47  																															| (122)  ~ (e2 = e1)
% 54.80/22.47  																															|
% 54.80/22.47  																															+-Applying beta-rule and splitting (12), into two cases.
% 54.80/22.47  																															|-Branch one:
% 54.80/22.47  																															| (442) all_0_57_57 = e2
% 54.80/22.47  																															|
% 54.80/22.47  																																| Equations (442) can reduce 344 to:
% 54.80/22.47  																																| (266) $false
% 54.80/22.47  																																|
% 54.80/22.47  																																|-The branch is then unsatisfiable
% 54.80/22.47  																															|-Branch two:
% 54.80/22.47  																															| (344)  ~ (all_0_57_57 = e2)
% 54.80/22.47  																															| (445) all_0_57_57 = e4 | all_0_57_57 = e1 | all_0_57_57 = e0
% 54.80/22.47  																															|
% 54.80/22.47  																																+-Applying beta-rule and splitting (445), into two cases.
% 54.80/22.47  																																|-Branch one:
% 54.80/22.47  																																| (871) all_0_57_57 = e4
% 54.80/22.47  																																|
% 54.80/22.47  																																	| Equations (871) can reduce 364 to:
% 54.80/22.47  																																	| (49)  ~ (e4 = e0)
% 54.80/22.47  																																	|
% 54.80/22.47  																																	+-Applying beta-rule and splitting (781), into two cases.
% 54.80/22.47  																																	|-Branch one:
% 54.80/22.47  																																	| (789) (all_0_41_41 = e0 & all_0_58_58 = e3 &  ~ (all_0_44_44 = e3)) | (all_0_41_41 = e0 & all_0_58_58 = e3 &  ~ (all_0_55_55 = e0)) | (all_0_47_47 = e1 & all_0_52_52 = e2 &  ~ (all_0_48_48 = e2)) | (all_0_47_47 = e1 & all_0_52_52 = e2 &  ~ (all_0_51_51 = e1)) | (all_0_47_47 = e0 & all_0_58_58 = e2 &  ~ (all_0_49_49 = e2))
% 54.80/22.47  																																	|
% 54.80/22.47  																																		+-Applying beta-rule and splitting (789), into two cases.
% 54.80/22.47  																																		|-Branch one:
% 54.80/22.47  																																		| (790) (all_0_41_41 = e0 & all_0_58_58 = e3 &  ~ (all_0_44_44 = e3)) | (all_0_41_41 = e0 & all_0_58_58 = e3 &  ~ (all_0_55_55 = e0)) | (all_0_47_47 = e1 & all_0_52_52 = e2 &  ~ (all_0_48_48 = e2)) | (all_0_47_47 = e1 & all_0_52_52 = e2 &  ~ (all_0_51_51 = e1))
% 54.80/22.47  																																		|
% 54.80/22.47  																																			+-Applying beta-rule and splitting (790), into two cases.
% 54.80/22.47  																																			|-Branch one:
% 54.80/22.47  																																			| (791) (all_0_41_41 = e0 & all_0_58_58 = e3 &  ~ (all_0_44_44 = e3)) | (all_0_41_41 = e0 & all_0_58_58 = e3 &  ~ (all_0_55_55 = e0)) | (all_0_47_47 = e1 & all_0_52_52 = e2 &  ~ (all_0_48_48 = e2))
% 54.80/22.47  																																			|
% 54.80/22.47  																																				+-Applying beta-rule and splitting (791), into two cases.
% 54.80/22.47  																																				|-Branch one:
% 54.80/22.47  																																				| (792) (all_0_41_41 = e0 & all_0_58_58 = e3 &  ~ (all_0_44_44 = e3)) | (all_0_41_41 = e0 & all_0_58_58 = e3 &  ~ (all_0_55_55 = e0))
% 54.80/22.47  																																				|
% 54.80/22.47  																																					+-Applying beta-rule and splitting (792), into two cases.
% 54.80/22.47  																																					|-Branch one:
% 54.80/22.47  																																					| (793) all_0_41_41 = e0 & all_0_58_58 = e3 &  ~ (all_0_44_44 = e3)
% 54.80/22.47  																																					|
% 54.80/22.47  																																						| Applying alpha-rule on (793) yields:
% 54.80/22.47  																																						| (794) all_0_41_41 = e0
% 54.80/22.47  																																						| (795) all_0_58_58 = e3
% 54.80/22.47  																																						| (407)  ~ (all_0_44_44 = e3)
% 54.80/22.47  																																						|
% 54.80/22.47  																																						| Combining equations (437,794) yields a new equation:
% 54.80/22.47  																																						| (481) e4 = e0
% 54.80/22.47  																																						|
% 54.80/22.47  																																						| Simplifying 481 yields:
% 54.80/22.47  																																						| (397) e4 = e0
% 54.80/22.47  																																						|
% 54.80/22.47  																																						| Equations (397) can reduce 49 to:
% 54.80/22.47  																																						| (266) $false
% 54.80/22.47  																																						|
% 54.80/22.47  																																						|-The branch is then unsatisfiable
% 54.80/22.47  																																					|-Branch two:
% 54.80/22.47  																																					| (800) all_0_41_41 = e0 & all_0_58_58 = e3 &  ~ (all_0_55_55 = e0)
% 54.80/22.47  																																					|
% 54.80/22.47  																																						| Applying alpha-rule on (800) yields:
% 54.80/22.47  																																						| (794) all_0_41_41 = e0
% 54.80/22.47  																																						| (795) all_0_58_58 = e3
% 54.80/22.47  																																						| (803)  ~ (all_0_55_55 = e0)
% 54.80/22.47  																																						|
% 54.80/22.47  																																						| Combining equations (437,794) yields a new equation:
% 54.80/22.47  																																						| (481) e4 = e0
% 54.80/22.47  																																						|
% 54.80/22.47  																																						| Simplifying 481 yields:
% 54.80/22.47  																																						| (397) e4 = e0
% 54.80/22.47  																																						|
% 54.80/22.47  																																						| Equations (397) can reduce 49 to:
% 54.80/22.47  																																						| (266) $false
% 54.80/22.47  																																						|
% 54.80/22.47  																																						|-The branch is then unsatisfiable
% 54.80/22.47  																																				|-Branch two:
% 54.80/22.47  																																				| (807) all_0_47_47 = e1 & all_0_52_52 = e2 &  ~ (all_0_48_48 = e2)
% 54.80/22.47  																																				|
% 54.80/22.47  																																					| Applying alpha-rule on (807) yields:
% 54.80/22.47  																																					| (654) all_0_47_47 = e1
% 54.80/22.47  																																					| (352) all_0_52_52 = e2
% 54.80/22.47  																																					| (810)  ~ (all_0_48_48 = e2)
% 54.80/22.47  																																					|
% 54.80/22.47  																																					| Combining equations (352,642) yields a new equation:
% 54.80/22.47  																																					| (616) e2 = e1
% 54.80/22.47  																																					|
% 54.80/22.47  																																					| Simplifying 616 yields:
% 54.80/22.47  																																					| (617) e2 = e1
% 54.80/22.47  																																					|
% 54.80/22.47  																																					| Equations (617) can reduce 122 to:
% 54.80/22.47  																																					| (266) $false
% 54.80/22.47  																																					|
% 54.80/22.47  																																					|-The branch is then unsatisfiable
% 54.80/22.47  																																			|-Branch two:
% 54.80/22.47  																																			| (813) all_0_47_47 = e1 & all_0_52_52 = e2 &  ~ (all_0_51_51 = e1)
% 54.80/22.47  																																			|
% 54.80/22.47  																																				| Applying alpha-rule on (813) yields:
% 54.80/22.47  																																				| (654) all_0_47_47 = e1
% 54.80/22.47  																																				| (352) all_0_52_52 = e2
% 54.80/22.47  																																				| (464)  ~ (all_0_51_51 = e1)
% 54.80/22.47  																																				|
% 54.80/22.47  																																				| Combining equations (352,642) yields a new equation:
% 54.80/22.47  																																				| (616) e2 = e1
% 54.80/22.47  																																				|
% 54.80/22.47  																																				| Simplifying 616 yields:
% 54.80/22.47  																																				| (617) e2 = e1
% 54.80/22.47  																																				|
% 54.80/22.47  																																				| Equations (617) can reduce 122 to:
% 54.80/22.47  																																				| (266) $false
% 54.80/22.47  																																				|
% 54.80/22.47  																																				|-The branch is then unsatisfiable
% 54.80/22.47  																																		|-Branch two:
% 54.80/22.47  																																		| (819) all_0_47_47 = e0 & all_0_58_58 = e2 &  ~ (all_0_49_49 = e2)
% 54.80/22.47  																																		|
% 54.80/22.47  																																			| Applying alpha-rule on (819) yields:
% 54.80/22.47  																																			| (674) all_0_47_47 = e0
% 54.80/22.47  																																			| (624) all_0_58_58 = e2
% 54.80/22.47  																																			| (340)  ~ (all_0_49_49 = e2)
% 54.80/22.47  																																			|
% 54.80/22.47  																																			| Combining equations (674,522) yields a new equation:
% 54.80/22.47  																																			| (676) e3 = e0
% 54.80/22.47  																																			|
% 54.80/22.47  																																			| Equations (676) can reduce 80 to:
% 54.80/22.47  																																			| (266) $false
% 54.80/22.47  																																			|
% 54.80/22.47  																																			|-The branch is then unsatisfiable
% 54.80/22.47  																																	|-Branch two:
% 54.80/22.47  																																	| (825) all_0_47_47 = e0 & all_0_58_58 = e2 &  ~ (all_0_56_56 = e0)
% 54.80/22.47  																																	|
% 54.80/22.47  																																		| Applying alpha-rule on (825) yields:
% 54.80/22.47  																																		| (674) all_0_47_47 = e0
% 54.80/22.47  																																		| (624) all_0_58_58 = e2
% 54.80/22.47  																																		| (828)  ~ (all_0_56_56 = e0)
% 54.80/22.47  																																		|
% 54.80/22.47  																																		| Combining equations (674,522) yields a new equation:
% 54.80/22.47  																																		| (676) e3 = e0
% 54.80/22.47  																																		|
% 54.80/22.47  																																		| Equations (676) can reduce 80 to:
% 54.80/22.47  																																		| (266) $false
% 54.80/22.47  																																		|
% 54.80/22.47  																																		|-The branch is then unsatisfiable
% 54.80/22.47  																																|-Branch two:
% 54.80/22.47  																																| (839)  ~ (all_0_57_57 = e4)
% 54.80/22.47  																																| (874) all_0_57_57 = e1 | all_0_57_57 = e0
% 54.80/22.47  																																|
% 54.80/22.47  																																	+-Applying beta-rule and splitting (874), into two cases.
% 54.80/22.47  																																	|-Branch one:
% 54.80/22.47  																																	| (875) all_0_57_57 = e0
% 54.80/22.47  																																	|
% 54.80/22.47  																																		| Equations (875) can reduce 364 to:
% 54.80/22.47  																																		| (266) $false
% 54.80/22.47  																																		|
% 54.80/22.47  																																		|-The branch is then unsatisfiable
% 54.80/22.47  																																	|-Branch two:
% 54.80/22.47  																																	| (364)  ~ (all_0_57_57 = e0)
% 54.80/22.47  																																	| (647) all_0_57_57 = e1
% 54.80/22.47  																																	|
% 54.80/22.47  																																		| Equations (647) can reduce 1670 to:
% 54.80/22.47  																																		| (266) $false
% 54.80/22.47  																																		|
% 54.80/22.47  																																		|-The branch is then unsatisfiable
% 54.80/22.47  																												|-Branch two:
% 54.80/22.47  																												| (1091)  ~ (all_0_47_47 = e3)
% 54.80/22.47  																												| (1092) all_0_51_51 = e3 | all_0_56_56 = e3
% 54.80/22.47  																												|
% 54.80/22.47  																													+-Applying beta-rule and splitting (1092), into two cases.
% 54.80/22.47  																													|-Branch one:
% 54.80/22.47  																													| (660) all_0_51_51 = e3
% 54.80/22.47  																													|
% 54.80/22.47  																														| Equations (660) can reduce 664 to:
% 54.80/22.47  																														| (266) $false
% 54.80/22.47  																														|
% 54.80/22.47  																														|-The branch is then unsatisfiable
% 54.80/22.47  																													|-Branch two:
% 54.80/22.47  																													| (664)  ~ (all_0_51_51 = e3)
% 54.80/22.47  																													| (1097) all_0_56_56 = e3
% 54.80/22.47  																													|
% 54.80/22.47  																														| Equations (1097) can reduce 272 to:
% 54.80/22.47  																														| (266) $false
% 54.80/22.47  																														|
% 54.80/22.47  																														|-The branch is then unsatisfiable
% 54.80/22.47  																											|-Branch two:
% 54.80/22.47  																											| (1380)  ~ (all_0_42_42 = e1)
% 54.80/22.47  																											| (1381) all_0_43_43 = e1 | all_0_44_44 = e1
% 54.80/22.47  																											|
% 54.80/22.47  																												+-Applying beta-rule and splitting (1969), into two cases.
% 54.80/22.47  																												|-Branch one:
% 54.80/22.47  																												| (559) all_0_42_42 = e0
% 54.80/22.47  																												|
% 54.80/22.47  																													| Equations (559) can reduce 358 to:
% 54.80/22.47  																													| (266) $false
% 54.80/22.47  																													|
% 54.80/22.47  																													|-The branch is then unsatisfiable
% 54.80/22.47  																												|-Branch two:
% 54.80/22.47  																												| (358)  ~ (all_0_42_42 = e0)
% 54.80/22.47  																												| (2510) all_0_42_42 = e3 | all_0_42_42 = e1
% 54.80/22.47  																												|
% 54.80/22.47  																													+-Applying beta-rule and splitting (2510), into two cases.
% 54.80/22.47  																													|-Branch one:
% 54.80/22.47  																													| (459) all_0_42_42 = e1
% 54.80/22.47  																													|
% 54.80/22.47  																														| Equations (459) can reduce 1380 to:
% 54.80/22.47  																														| (266) $false
% 54.80/22.47  																														|
% 54.80/22.47  																														|-The branch is then unsatisfiable
% 54.80/22.47  																													|-Branch two:
% 54.80/22.47  																													| (1380)  ~ (all_0_42_42 = e1)
% 54.80/22.47  																													| (516) all_0_42_42 = e3
% 54.80/22.47  																													|
% 54.80/22.47  																														| Equations (516) can reduce 405 to:
% 54.80/22.47  																														| (266) $false
% 54.80/22.47  																														|
% 54.80/22.47  																														|-The branch is then unsatisfiable
% 54.80/22.47  																							|-Branch two:
% 54.80/22.47  																							| (407)  ~ (all_0_44_44 = e3)
% 54.80/22.47  																							| (537) all_0_49_49 = e3 | all_0_53_53 = e3 | all_0_58_58 = e3
% 54.80/22.47  																							|
% 54.80/22.47  																								+-Applying beta-rule and splitting (537), into two cases.
% 54.80/22.47  																								|-Branch one:
% 54.80/22.47  																								| (884) all_0_49_49 = e3
% 54.80/22.47  																								|
% 54.80/22.47  																									| Equations (884) can reduce 9 to:
% 54.80/22.47  																									| (407)  ~ (all_0_44_44 = e3)
% 54.80/22.47  																									|
% 54.80/22.47  																									| Equations (884) can reduce 65 to:
% 54.80/22.47  																									| (1114)  ~ (all_0_53_53 = e3)
% 54.80/22.47  																									|
% 54.80/22.47  																									| Simplifying 1114 yields:
% 54.80/22.47  																									| (903)  ~ (all_0_53_53 = e3)
% 54.80/22.47  																									|
% 54.80/22.47  																									| Equations (884) can reduce 119 to:
% 54.80/22.47  																									| (275)  ~ (all_0_58_58 = e3)
% 54.80/22.47  																									|
% 54.80/22.47  																									| Simplifying 275 yields:
% 54.80/22.47  																									| (276)  ~ (all_0_58_58 = e3)
% 54.80/22.47  																									|
% 54.80/22.47  																									| From (884) and (66) follows:
% 54.80/22.47  																									| (1580) op(e3, e0) = all_0_21_21
% 54.80/22.47  																									|
% 54.80/22.47  																									| From (884) and (55) follows:
% 54.80/22.47  																									| (1581) op(e2, e0) = e3
% 54.80/22.47  																									|
% 54.80/22.47  																									+-Applying beta-rule and splitting (26), into two cases.
% 54.80/22.47  																									|-Branch one:
% 54.80/22.47  																									| (446) all_0_44_44 = e4
% 54.80/22.47  																									|
% 54.80/22.47  																										| Equations (446) can reduce 1390 to:
% 54.80/22.47  																										| (266) $false
% 54.80/22.47  																										|
% 54.80/22.47  																										|-The branch is then unsatisfiable
% 54.80/22.47  																									|-Branch two:
% 54.80/22.47  																									| (1390)  ~ (all_0_44_44 = e4)
% 54.80/22.47  																									| (1391) all_0_44_44 = e3 | all_0_44_44 = e1 | all_0_44_44 = e0
% 54.80/22.47  																									|
% 54.80/22.47  																										+-Applying beta-rule and splitting (1391), into two cases.
% 54.80/22.47  																										|-Branch one:
% 54.80/22.47  																										| (1414) all_0_44_44 = e0
% 54.80/22.47  																										|
% 54.80/22.47  																											| Equations (1414) can reduce 360 to:
% 54.80/22.47  																											| (266) $false
% 54.80/22.47  																											|
% 54.80/22.47  																											|-The branch is then unsatisfiable
% 54.80/22.47  																										|-Branch two:
% 54.80/22.47  																										| (360)  ~ (all_0_44_44 = e0)
% 54.80/22.47  																										| (1417) all_0_44_44 = e3 | all_0_44_44 = e1
% 54.80/22.47  																										|
% 54.80/22.47  																											+-Applying beta-rule and splitting (180), into two cases.
% 54.80/22.47  																											|-Branch one:
% 54.80/22.47  																											| (516) all_0_42_42 = e3
% 54.80/22.47  																											|
% 54.80/22.47  																												| Equations (516) can reduce 145 to:
% 54.80/22.47  																												| (246)  ~ (all_0_39_39 = e3)
% 54.80/22.47  																												|
% 54.80/22.47  																												| Equations (516) can reduce 73 to:
% 54.80/22.47  																												| (406)  ~ (all_0_44_44 = e3)
% 54.80/22.47  																												|
% 54.80/22.47  																												| Simplifying 406 yields:
% 54.80/22.47  																												| (407)  ~ (all_0_44_44 = e3)
% 54.80/22.47  																												|
% 54.80/22.47  																												| Equations (516) can reduce 198 to:
% 54.80/22.47  																												| (2538)  ~ (all_0_47_47 = e3)
% 54.80/22.47  																												|
% 54.80/22.47  																												| Simplifying 2538 yields:
% 54.80/22.47  																												| (1091)  ~ (all_0_47_47 = e3)
% 54.80/22.47  																												|
% 54.80/22.47  																												| Equations (516) can reduce 61 to:
% 54.80/22.47  																												| (1925)  ~ (all_0_51_51 = e3)
% 54.80/22.47  																												|
% 54.80/22.47  																												| Simplifying 1925 yields:
% 54.80/22.47  																												| (664)  ~ (all_0_51_51 = e3)
% 54.80/22.47  																												|
% 54.80/22.47  																												| Equations (516) can reduce 236 to:
% 54.80/22.47  																												| (271)  ~ (all_0_56_56 = e3)
% 54.80/22.47  																												|
% 54.80/22.47  																												| Simplifying 271 yields:
% 54.80/22.47  																												| (272)  ~ (all_0_56_56 = e3)
% 54.80/22.47  																												|
% 54.80/22.47  																												| Equations (516) can reduce 51 to:
% 54.80/22.47  																												| (212)  ~ (e3 = e2)
% 54.80/22.47  																												|
% 54.80/22.47  																												| Equations (516) can reduce 358 to:
% 54.80/22.47  																												| (80)  ~ (e3 = e0)
% 54.80/22.47  																												|
% 54.80/22.47  																												+-Applying beta-rule and splitting (1417), into two cases.
% 54.80/22.47  																												|-Branch one:
% 54.80/22.47  																												| (635) all_0_44_44 = e1
% 54.80/22.47  																												|
% 54.80/22.47  																													| Equations (635) can reduce 220 to:
% 54.80/22.47  																													| (1458)  ~ (all_0_53_53 = e1)
% 54.80/22.47  																													|
% 54.80/22.47  																													| Simplifying 1458 yields:
% 54.80/22.47  																													| (1459)  ~ (all_0_53_53 = e1)
% 54.80/22.47  																													|
% 54.80/22.47  																													| Equations (635) can reduce 181 to:
% 54.80/22.47  																													| (879)  ~ (all_0_58_58 = e1)
% 54.80/22.47  																													|
% 54.80/22.47  																													| Simplifying 879 yields:
% 54.80/22.47  																													| (880)  ~ (all_0_58_58 = e1)
% 54.80/22.47  																													|
% 54.80/22.47  																													| Equations (635) can reduce 1390 to:
% 54.80/22.48  																													| (602)  ~ (e4 = e1)
% 54.80/22.48  																													|
% 54.80/22.48  																													| Simplifying 602 yields:
% 54.80/22.48  																													| (110)  ~ (e4 = e1)
% 54.80/22.48  																													|
% 54.80/22.48  																													| Equations (635) can reduce 407 to:
% 54.80/22.48  																													| (467)  ~ (e3 = e1)
% 54.80/22.48  																													|
% 54.80/22.48  																													| Simplifying 467 yields:
% 54.80/22.48  																													| (213)  ~ (e3 = e1)
% 54.80/22.48  																													|
% 54.80/22.48  																													| From (635) and (70) follows:
% 54.80/22.48  																													| (2555) op(e1, e0) = all_0_12_12
% 54.80/22.48  																													|
% 54.80/22.48  																													| From (635) and (138) follows:
% 54.80/22.48  																													| (1423) op(e3, e0) = e1
% 54.80/22.48  																													|
% 54.80/22.48  																													| Instantiating formula (29) with e3, e0, e1, all_0_21_21 and discharging atoms op(e3, e0) = all_0_21_21, op(e3, e0) = e1, yields:
% 54.80/22.48  																													| (1589) all_0_21_21 = e1
% 54.80/22.48  																													|
% 54.80/22.48  																													| Instantiating formula (29) with e1, e0, all_0_12_12, all_0_53_53 and discharging atoms op(e1, e0) = all_0_12_12, op(e1, e0) = all_0_53_53, yields:
% 54.80/22.48  																													| (2558) all_0_12_12 = all_0_53_53
% 54.80/22.48  																													|
% 54.80/22.48  																													| From (1589) and (1580) follows:
% 54.80/22.48  																													| (1423) op(e3, e0) = e1
% 54.80/22.48  																													|
% 54.80/22.48  																													| From (2558) and (2555) follows:
% 54.80/22.48  																													| (84) op(e1, e0) = all_0_53_53
% 54.80/22.48  																													|
% 54.80/22.48  																													+-Applying beta-rule and splitting (196), into two cases.
% 54.80/22.48  																													|-Branch one:
% 54.80/22.48  																													| (607) all_0_53_53 = e2
% 54.80/22.48  																													|
% 54.80/22.48  																														| Equations (607) can reduce 162 to:
% 54.80/22.48  																														| (296)  ~ (all_0_40_40 = e2)
% 54.80/22.48  																														|
% 54.80/22.48  																														| Equations (607) can reduce 6 to:
% 54.80/22.48  																														| (1099)  ~ (all_0_51_51 = e2)
% 54.80/22.48  																														|
% 54.80/22.48  																														| Equations (607) can reduce 46 to:
% 54.80/22.48  																														| (342)  ~ (all_0_52_52 = e2)
% 54.80/22.48  																														|
% 54.80/22.48  																														| Equations (607) can reduce 1459 to:
% 54.80/22.48  																														| (122)  ~ (e2 = e1)
% 54.80/22.48  																														|
% 54.80/22.48  																														| From (607) and (84) follows:
% 54.80/22.48  																														| (2566) op(e1, e0) = e2
% 54.80/22.48  																														|
% 54.80/22.48  																														+-Applying beta-rule and splitting (389), into two cases.
% 54.80/22.48  																														|-Branch one:
% 54.80/22.48  																														| (833) all_0_56_56 = e2
% 54.80/22.48  																														|
% 54.80/22.48  																															| Equations (833) can reduce 91 to:
% 54.80/22.48  																															| (338)  ~ (all_0_47_47 = e2)
% 54.80/22.48  																															|
% 54.80/22.48  																															| Equations (833) can reduce 153 to:
% 54.80/22.48  																															| (304)  ~ (all_0_55_55 = e2)
% 54.80/22.48  																															|
% 54.80/22.48  																															| Equations (833) can reduce 140 to:
% 54.80/22.48  																															| (343)  ~ (all_0_57_57 = e2)
% 54.80/22.48  																															|
% 54.80/22.48  																															| Simplifying 343 yields:
% 54.80/22.48  																															| (344)  ~ (all_0_57_57 = e2)
% 54.80/22.48  																															|
% 54.80/22.48  																															| Equations (833) can reduce 44 to:
% 54.80/22.48  																															| (1186)  ~ (all_0_58_58 = e2)
% 54.80/22.48  																															|
% 54.80/22.48  																															| Simplifying 1186 yields:
% 54.80/22.48  																															| (908)  ~ (all_0_58_58 = e2)
% 54.80/22.48  																															|
% 54.80/22.48  																															| From (833) and (111) follows:
% 54.80/22.48  																															| (1508) op(e0, e2) = e2
% 54.80/22.48  																															|
% 54.80/22.48  																															+-Applying beta-rule and splitting (163), into two cases.
% 54.80/22.48  																															|-Branch one:
% 54.80/22.48  																															| (565) all_0_52_52 = e4
% 54.80/22.48  																															|
% 54.80/22.48  																																| Equations (565) can reduce 11 to:
% 54.80/22.48  																																| (838)  ~ (all_0_57_57 = e4)
% 54.80/22.48  																																|
% 54.80/22.48  																																| Simplifying 838 yields:
% 54.80/22.48  																																| (839)  ~ (all_0_57_57 = e4)
% 54.80/22.48  																																|
% 54.80/22.48  																																| Equations (565) can reduce 166 to:
% 54.80/22.48  																																| (188)  ~ (e4 = e3)
% 54.80/22.48  																																|
% 54.80/22.48  																																| Equations (565) can reduce 342 to:
% 54.80/22.48  																																| (48)  ~ (e4 = e2)
% 54.80/22.48  																																|
% 54.80/22.48  																																| Equations (565) can reduce 72 to:
% 54.80/22.48  																																| (49)  ~ (e4 = e0)
% 54.80/22.48  																																|
% 54.80/22.48  																																+-Applying beta-rule and splitting (160), into two cases.
% 54.80/22.48  																																|-Branch one:
% 54.80/22.48  																																| (601) all_0_50_50 = e1
% 54.80/22.48  																																|
% 54.80/22.48  																																	| Combining equations (415,601) yields a new equation:
% 54.80/22.48  																																	| (454) e3 = e1
% 54.80/22.48  																																	|
% 54.80/22.48  																																	| Simplifying 454 yields:
% 54.80/22.48  																																	| (455) e3 = e1
% 54.80/22.48  																																	|
% 54.80/22.48  																																	| Equations (455) can reduce 213 to:
% 54.80/22.48  																																	| (266) $false
% 54.80/22.48  																																	|
% 54.80/22.48  																																	|-The branch is then unsatisfiable
% 54.80/22.48  																																|-Branch two:
% 54.80/22.48  																																| (759)  ~ (all_0_50_50 = e1)
% 54.80/22.48  																																| (1168) all_0_51_51 = e1 | all_0_52_52 = e1 | all_0_53_53 = e1
% 54.80/22.48  																																|
% 54.80/22.48  																																	+-Applying beta-rule and splitting (12), into two cases.
% 54.80/22.48  																																	|-Branch one:
% 54.80/22.48  																																	| (442) all_0_57_57 = e2
% 54.80/22.48  																																	|
% 54.80/22.48  																																		| Equations (442) can reduce 344 to:
% 54.80/22.48  																																		| (266) $false
% 54.80/22.48  																																		|
% 54.80/22.48  																																		|-The branch is then unsatisfiable
% 54.80/22.48  																																	|-Branch two:
% 54.80/22.48  																																	| (344)  ~ (all_0_57_57 = e2)
% 54.80/22.48  																																	| (445) all_0_57_57 = e4 | all_0_57_57 = e1 | all_0_57_57 = e0
% 54.80/22.48  																																	|
% 54.80/22.48  																																		+-Applying beta-rule and splitting (445), into two cases.
% 54.80/22.48  																																		|-Branch one:
% 54.80/22.48  																																		| (871) all_0_57_57 = e4
% 54.80/22.48  																																		|
% 54.80/22.48  																																			| Equations (871) can reduce 839 to:
% 54.80/22.48  																																			| (266) $false
% 54.80/22.48  																																			|
% 54.80/22.48  																																			|-The branch is then unsatisfiable
% 54.80/22.48  																																		|-Branch two:
% 54.80/22.48  																																		| (839)  ~ (all_0_57_57 = e4)
% 54.80/22.48  																																		| (874) all_0_57_57 = e1 | all_0_57_57 = e0
% 54.80/22.48  																																		|
% 54.80/22.48  																																			+-Applying beta-rule and splitting (1168), into two cases.
% 54.80/22.48  																																			|-Branch one:
% 54.80/22.48  																																			| (1109) all_0_51_51 = e1
% 54.80/22.48  																																			|
% 54.80/22.48  																																				| Equations (1109) can reduce 139 to:
% 54.80/22.48  																																				| (151)  ~ (all_0_39_39 = e1)
% 54.80/22.48  																																				|
% 54.80/22.48  																																				| Equations (1109) can reduce 664 to:
% 54.80/22.48  																																				| (467)  ~ (e3 = e1)
% 54.80/22.48  																																				|
% 54.80/22.48  																																				| Simplifying 467 yields:
% 54.80/22.48  																																				| (213)  ~ (e3 = e1)
% 54.80/22.48  																																				|
% 54.80/22.48  																																				| Equations (1109) can reduce 115 to:
% 54.80/22.48  																																				| (233)  ~ (e1 = e0)
% 54.80/22.48  																																				|
% 54.80/22.48  																																				| From (1109) and (186) follows:
% 54.80/22.48  																																				| (699) op(e1, e2) = e1
% 54.80/22.48  																																				|
% 54.80/22.48  																																				+-Applying beta-rule and splitting (105), into two cases.
% 54.80/22.48  																																				|-Branch one:
% 54.80/22.48  																																				| (1105) all_0_47_47 = e2
% 54.80/22.48  																																				|
% 54.80/22.48  																																					| Equations (1105) can reduce 338 to:
% 54.80/22.48  																																					| (266) $false
% 54.80/22.48  																																					|
% 54.80/22.48  																																					|-The branch is then unsatisfiable
% 54.80/22.48  																																				|-Branch two:
% 54.80/22.48  																																				| (338)  ~ (all_0_47_47 = e2)
% 54.80/22.48  																																				| (1789) all_0_47_47 = e4 | all_0_47_47 = e3 | all_0_47_47 = e1 | all_0_47_47 = e0
% 54.80/22.48  																																				|
% 54.80/22.48  																																					+-Applying beta-rule and splitting (1789), into two cases.
% 54.80/22.48  																																					|-Branch one:
% 54.80/22.48  																																					| (1790) all_0_47_47 = e4
% 54.80/22.48  																																					|
% 54.80/22.48  																																						| Equations (1790) can reduce 252 to:
% 54.80/22.48  																																						| (266) $false
% 54.80/22.48  																																						|
% 54.80/22.48  																																						|-The branch is then unsatisfiable
% 54.80/22.48  																																					|-Branch two:
% 54.80/22.48  																																					| (252)  ~ (all_0_47_47 = e4)
% 54.80/22.48  																																					| (1793) all_0_47_47 = e3 | all_0_47_47 = e1 | all_0_47_47 = e0
% 54.80/22.48  																																					|
% 54.80/22.48  																																						+-Applying beta-rule and splitting (135), into two cases.
% 54.80/22.48  																																						|-Branch one:
% 54.80/22.48  																																						| (545) all_0_46_46 = e1
% 54.80/22.48  																																						|
% 54.80/22.48  																																							| Equations (545) can reduce 19 to:
% 54.80/22.48  																																							| (461)  ~ (all_0_47_47 = e1)
% 54.80/22.48  																																							|
% 54.80/22.48  																																							| Simplifying 461 yields:
% 54.80/22.48  																																							| (462)  ~ (all_0_47_47 = e1)
% 54.80/22.48  																																							|
% 54.80/22.48  																																							| Equations (545) can reduce 58 to:
% 54.80/22.48  																																							| (2331)  ~ (all_0_55_55 = e1)
% 54.80/22.48  																																							|
% 54.80/22.48  																																							| Simplifying 2331 yields:
% 54.80/22.48  																																							| (632)  ~ (all_0_55_55 = e1)
% 54.80/22.48  																																							|
% 54.80/22.48  																																							| Equations (545) can reduce 250 to:
% 54.80/22.48  																																							| (602)  ~ (e4 = e1)
% 54.80/22.48  																																							|
% 54.80/22.48  																																							| Simplifying 602 yields:
% 54.80/22.48  																																							| (110)  ~ (e4 = e1)
% 54.80/22.48  																																							|
% 54.80/22.48  																																							| Equations (545) can reduce 300 to:
% 54.80/22.48  																																							| (604)  ~ (e2 = e1)
% 54.80/22.48  																																							|
% 54.80/22.48  																																							| Simplifying 604 yields:
% 54.80/22.48  																																							| (122)  ~ (e2 = e1)
% 54.80/22.48  																																							|
% 54.80/22.48  																																							+-Applying beta-rule and splitting (184), into two cases.
% 54.80/22.48  																																							|-Branch one:
% 54.80/22.48  																																							| (538) all_0_46_46 = e0
% 54.80/22.48  																																							|
% 54.80/22.48  																																								| Combining equations (538,545) yields a new equation:
% 54.80/22.48  																																								| (431) e1 = e0
% 54.80/22.48  																																								|
% 54.80/22.48  																																								| Equations (431) can reduce 233 to:
% 54.80/22.48  																																								| (266) $false
% 54.80/22.48  																																								|
% 54.80/22.48  																																								|-The branch is then unsatisfiable
% 54.80/22.48  																																							|-Branch two:
% 54.80/22.48  																																							| (831)  ~ (all_0_46_46 = e0)
% 54.80/22.48  																																							| (832) all_0_47_47 = e0 | all_0_48_48 = e0 | all_0_49_49 = e0
% 54.80/22.48  																																							|
% 54.80/22.48  																																								+-Applying beta-rule and splitting (216), into two cases.
% 54.80/22.48  																																								|-Branch one:
% 54.80/22.48  																																								| (629) all_0_55_55 = e1
% 54.80/22.48  																																								|
% 54.80/22.48  																																									| Equations (629) can reduce 632 to:
% 54.80/22.48  																																									| (266) $false
% 54.80/22.48  																																									|
% 54.80/22.48  																																									|-The branch is then unsatisfiable
% 54.80/22.48  																																								|-Branch two:
% 54.80/22.48  																																								| (632)  ~ (all_0_55_55 = e1)
% 54.80/22.48  																																								| (633) all_0_56_56 = e1 | all_0_57_57 = e1 | all_0_58_58 = e1
% 54.80/22.48  																																								|
% 54.80/22.48  																																									+-Applying beta-rule and splitting (174), into two cases.
% 54.80/22.48  																																									|-Branch one:
% 54.80/22.48  																																									| (386) all_0_55_55 = e2
% 54.80/22.48  																																									|
% 54.80/22.48  																																										| Equations (386) can reduce 304 to:
% 54.80/22.48  																																										| (266) $false
% 54.80/22.48  																																										|
% 54.80/22.48  																																										|-The branch is then unsatisfiable
% 54.80/22.48  																																									|-Branch two:
% 54.80/22.48  																																									| (304)  ~ (all_0_55_55 = e2)
% 54.80/22.48  																																									| (2051) all_0_55_55 = e4 | all_0_55_55 = e3 | all_0_55_55 = e1 | all_0_55_55 = e0
% 54.80/22.48  																																									|
% 54.80/22.48  																																										+-Applying beta-rule and splitting (2051), into two cases.
% 54.80/22.48  																																										|-Branch one:
% 54.80/22.48  																																										| (587) all_0_55_55 = e4
% 54.80/22.48  																																										|
% 54.80/22.48  																																											| Equations (587) can reduce 763 to:
% 54.80/22.48  																																											| (266) $false
% 54.80/22.48  																																											|
% 54.80/22.48  																																											|-The branch is then unsatisfiable
% 54.80/22.48  																																										|-Branch two:
% 54.80/22.48  																																										| (763)  ~ (all_0_55_55 = e4)
% 54.80/22.48  																																										| (2055) all_0_55_55 = e3 | all_0_55_55 = e1 | all_0_55_55 = e0
% 54.80/22.48  																																										|
% 54.80/22.48  																																											+-Applying beta-rule and splitting (2055), into two cases.
% 54.80/22.48  																																											|-Branch one:
% 54.80/22.48  																																											| (858) all_0_55_55 = e0
% 54.80/22.48  																																											|
% 54.80/22.48  																																												| Equations (858) can reduce 81 to:
% 54.80/22.48  																																												| (363)  ~ (all_0_57_57 = e0)
% 54.80/22.48  																																												|
% 54.80/22.48  																																												| Simplifying 363 yields:
% 54.80/22.48  																																												| (364)  ~ (all_0_57_57 = e0)
% 54.80/22.48  																																												|
% 54.80/22.48  																																												| Equations (858) can reduce 3 to:
% 54.80/22.48  																																												| (490)  ~ (all_0_58_58 = e0)
% 54.80/22.48  																																												|
% 54.80/22.48  																																												| Simplifying 490 yields:
% 54.80/22.48  																																												| (491)  ~ (all_0_58_58 = e0)
% 54.80/22.48  																																												|
% 54.80/22.48  																																												| Equations (858) can reduce 763 to:
% 54.80/22.48  																																												| (401)  ~ (e4 = e0)
% 54.80/22.48  																																												|
% 54.80/22.48  																																												| Simplifying 401 yields:
% 54.80/22.48  																																												| (49)  ~ (e4 = e0)
% 54.80/22.48  																																												|
% 54.80/22.48  																																												+-Applying beta-rule and splitting (75), into two cases.
% 54.80/22.48  																																												|-Branch one:
% 54.80/22.48  																																												| (485) all_0_40_40 = e0
% 54.80/22.48  																																												|
% 54.80/22.48  																																													| Equations (485) can reduce 178 to:
% 54.80/22.48  																																													| (490)  ~ (all_0_58_58 = e0)
% 54.80/22.48  																																													|
% 54.80/22.48  																																													| Simplifying 490 yields:
% 54.80/22.48  																																													| (491)  ~ (all_0_58_58 = e0)
% 54.80/22.48  																																													|
% 54.80/22.48  																																													+-Applying beta-rule and splitting (832), into two cases.
% 54.80/22.48  																																													|-Branch one:
% 54.80/22.48  																																													| (674) all_0_47_47 = e0
% 54.80/22.48  																																													|
% 54.80/22.48  																																														| Equations (674) can reduce 79 to:
% 54.80/22.48  																																														| (484)  ~ (all_0_39_39 = e0)
% 54.80/22.48  																																														|
% 54.80/22.48  																																														+-Applying beta-rule and splitting (320), into two cases.
% 54.80/22.48  																																														|-Branch one:
% 54.80/22.48  																																														| (471) all_0_39_39 = e4
% 54.80/22.48  																																														|
% 54.80/22.48  																																															| Equations (471) can reduce 151 to:
% 54.80/22.48  																																															| (110)  ~ (e4 = e1)
% 54.80/22.48  																																															|
% 54.80/22.48  																																															+-Applying beta-rule and splitting (108), into two cases.
% 54.80/22.48  																																															|-Branch one:
% 54.80/22.48  																																															| (624) all_0_58_58 = e2
% 54.80/22.48  																																															|
% 54.80/22.48  																																																| Equations (624) can reduce 908 to:
% 54.80/22.48  																																																| (266) $false
% 54.80/22.48  																																																|
% 54.80/22.48  																																																|-The branch is then unsatisfiable
% 54.80/22.48  																																															|-Branch two:
% 54.80/22.48  																																															| (908)  ~ (all_0_58_58 = e2)
% 54.80/22.48  																																															| (909) all_0_58_58 = e4 | all_0_58_58 = e3 | all_0_58_58 = e1 | all_0_58_58 = e0
% 54.80/22.48  																																															|
% 54.80/22.48  																																																+-Applying beta-rule and splitting (434), into two cases.
% 54.80/22.48  																																																|-Branch one:
% 54.80/22.48  																																																| (615) all_0_48_48 = e1
% 54.80/22.48  																																																|
% 54.80/22.48  																																																	| Combining equations (335,615) yields a new equation:
% 54.80/22.48  																																																	| (616) e2 = e1
% 54.80/22.48  																																																	|
% 54.80/22.48  																																																	| Simplifying 616 yields:
% 54.80/22.48  																																																	| (617) e2 = e1
% 54.80/22.48  																																																	|
% 54.80/22.48  																																																	| Equations (617) can reduce 122 to:
% 54.80/22.48  																																																	| (266) $false
% 54.80/22.48  																																																	|
% 54.80/22.48  																																																	|-The branch is then unsatisfiable
% 54.80/22.48  																																																|-Branch two:
% 54.80/22.48  																																																| (619)  ~ (all_0_48_48 = e1)
% 54.80/22.48  																																																| (620) all_0_52_52 = e1 | all_0_57_57 = e1
% 54.80/22.48  																																																|
% 54.80/22.48  																																																	+-Applying beta-rule and splitting (909), into two cases.
% 54.80/22.48  																																																	|-Branch one:
% 54.80/22.48  																																																	| (910) all_0_58_58 = e4
% 54.80/22.48  																																																	|
% 54.80/22.48  																																																		| Equations (910) can reduce 880 to:
% 54.80/22.48  																																																		| (110)  ~ (e4 = e1)
% 54.80/22.48  																																																		|
% 54.80/22.48  																																																		| From (910) and (245) follows:
% 54.80/22.48  																																																		| (2661) op(e0, e0) = e4
% 54.80/22.48  																																																		|
% 54.80/22.48  																																																		+-Applying beta-rule and splitting (620), into two cases.
% 54.80/22.48  																																																		|-Branch one:
% 54.80/22.48  																																																		| (642) all_0_52_52 = e1
% 54.80/22.48  																																																		|
% 54.80/22.48  																																																			| Combining equations (565,642) yields a new equation:
% 54.80/22.48  																																																			| (636) e4 = e1
% 54.80/22.48  																																																			|
% 54.80/22.48  																																																			| Simplifying 636 yields:
% 54.80/22.48  																																																			| (630) e4 = e1
% 54.80/22.48  																																																			|
% 54.80/22.48  																																																			| Equations (630) can reduce 110 to:
% 54.80/22.48  																																																			| (266) $false
% 54.80/22.48  																																																			|
% 54.80/22.48  																																																			|-The branch is then unsatisfiable
% 54.80/22.48  																																																		|-Branch two:
% 54.80/22.48  																																																		| (646)  ~ (all_0_52_52 = e1)
% 54.80/22.48  																																																		| (647) all_0_57_57 = e1
% 54.80/22.48  																																																		|
% 54.80/22.48  																																																			| Equations (647) can reduce 364 to:
% 54.80/22.48  																																																			| (233)  ~ (e1 = e0)
% 54.80/22.48  																																																			|
% 54.80/22.48  																																																			+-Applying beta-rule and splitting (56), into two cases.
% 54.80/22.48  																																																			|-Branch one:
% 54.80/22.48  																																																			| (696) unit = e2
% 54.80/22.48  																																																			|
% 54.80/22.48  																																																				| From (696) and (211) follows:
% 54.80/22.48  																																																				| (1612) op(e2, e1) = e1
% 54.80/22.48  																																																				|
% 54.80/22.48  																																																				| From (696) and (42) follows:
% 54.80/22.48  																																																				| (1613) op(e0, e2) = e0
% 54.80/22.48  																																																				|
% 54.80/22.48  																																																				| Instantiating formula (29) with e2, e1, e1, e2 and discharging atoms op(e2, e1) = e2, op(e2, e1) = e1, yields:
% 54.80/22.48  																																																				| (617) e2 = e1
% 54.80/22.48  																																																				|
% 54.80/22.48  																																																				| Instantiating formula (29) with e0, e2, e0, e2 and discharging atoms op(e0, e2) = e2, op(e0, e2) = e0, yields:
% 54.80/22.48  																																																				| (330) e2 = e0
% 54.80/22.48  																																																				|
% 54.80/22.48  																																																				| Combining equations (330,617) yields a new equation:
% 54.80/22.48  																																																				| (431) e1 = e0
% 54.80/22.48  																																																				|
% 54.80/22.48  																																																				| Equations (431) can reduce 233 to:
% 54.80/22.48  																																																				| (266) $false
% 54.80/22.48  																																																				|
% 54.80/22.48  																																																				|-The branch is then unsatisfiable
% 54.80/22.48  																																																			|-Branch two:
% 54.80/22.48  																																																			| (707)  ~ (unit = e2)
% 54.80/22.48  																																																			| (708) unit = e4 | unit = e3 | unit = e1 | unit = e0
% 54.80/22.48  																																																			|
% 54.80/22.48  																																																				+-Applying beta-rule and splitting (708), into two cases.
% 54.80/22.48  																																																				|-Branch one:
% 54.80/22.48  																																																				| (709) unit = e4
% 54.80/22.48  																																																				|
% 54.80/22.48  																																																					| From (709) and (227) follows:
% 54.80/22.48  																																																					| (710) op(e4, e4) = e4
% 54.80/22.48  																																																					|
% 54.80/22.48  																																																					| From (709) and (40) follows:
% 54.80/22.48  																																																					| (711) op(e3, e4) = e3
% 54.80/22.48  																																																					|
% 54.80/22.48  																																																					| From (709) and (32) follows:
% 54.80/22.48  																																																					| (712) op(e2, e4) = e2
% 54.80/22.48  																																																					|
% 54.80/22.48  																																																					| From (709) and (42) follows:
% 54.80/22.48  																																																					| (713) op(e0, e4) = e0
% 54.80/22.48  																																																					|
% 54.80/22.48  																																																					| Instantiating formula (29) with e4, e4, e4, e1 and discharging atoms op(e4, e4) = e4, op(e4, e4) = e1, yields:
% 54.80/22.48  																																																					| (630) e4 = e1
% 54.80/22.48  																																																					|
% 54.80/22.48  																																																					| Instantiating formula (29) with e3, e4, e3, e2 and discharging atoms op(e3, e4) = e3, op(e3, e4) = e2, yields:
% 54.80/22.48  																																																					| (662) e3 = e2
% 54.80/22.48  																																																					|
% 54.80/22.48  																																																					| Instantiating formula (29) with e2, e4, e2, e4 and discharging atoms op(e2, e4) = e4, op(e2, e4) = e2, yields:
% 54.80/22.48  																																																					| (323) e4 = e2
% 54.80/22.48  																																																					|
% 54.80/22.48  																																																					| Instantiating formula (29) with e0, e4, e0, e3 and discharging atoms op(e0, e4) = e3, op(e0, e4) = e0, yields:
% 54.80/22.48  																																																					| (676) e3 = e0
% 54.80/22.48  																																																					|
% 54.80/22.48  																																																					| Combining equations (323,630) yields a new equation:
% 54.80/22.48  																																																					| (616) e2 = e1
% 54.80/22.48  																																																					|
% 54.80/22.48  																																																					| Simplifying 616 yields:
% 54.80/22.48  																																																					| (617) e2 = e1
% 54.80/22.48  																																																					|
% 54.80/22.48  																																																					| Combining equations (662,676) yields a new equation:
% 54.80/22.48  																																																					| (391) e2 = e0
% 54.80/22.48  																																																					|
% 54.80/22.48  																																																					| Simplifying 391 yields:
% 54.80/22.48  																																																					| (330) e2 = e0
% 54.80/22.48  																																																					|
% 54.80/22.48  																																																					| Combining equations (330,617) yields a new equation:
% 54.80/22.48  																																																					| (431) e1 = e0
% 54.80/22.48  																																																					|
% 54.80/22.48  																																																					| Equations (431) can reduce 233 to:
% 54.80/22.48  																																																					| (266) $false
% 54.80/22.48  																																																					|
% 54.80/22.48  																																																					|-The branch is then unsatisfiable
% 54.80/22.48  																																																				|-Branch two:
% 54.80/22.48  																																																				| (724)  ~ (unit = e4)
% 54.80/22.48  																																																				| (725) unit = e3 | unit = e1 | unit = e0
% 54.80/22.48  																																																				|
% 54.80/22.48  																																																					+-Applying beta-rule and splitting (725), into two cases.
% 54.80/22.48  																																																					|-Branch one:
% 54.80/22.48  																																																					| (726) unit = e0
% 54.80/22.48  																																																					|
% 54.80/22.48  																																																						| From (726) and (244) follows:
% 54.80/22.48  																																																						| (2207) op(e0, e4) = e4
% 54.80/22.48  																																																						|
% 54.80/22.48  																																																						| From (726) and (32) follows:
% 54.80/22.48  																																																						| (727) op(e2, e0) = e2
% 54.80/22.48  																																																						|
% 54.80/22.48  																																																						| From (726) and (28) follows:
% 54.80/22.49  																																																						| (2698) op(e1, e0) = e1
% 54.80/22.49  																																																						|
% 54.80/22.49  																																																						| From (726) and (42) follows:
% 54.80/22.49  																																																						| (728) op(e0, e0) = e0
% 54.80/22.49  																																																						|
% 54.80/22.49  																																																						| Instantiating formula (29) with e2, e0, e2, e3 and discharging atoms op(e2, e0) = e3, op(e2, e0) = e2, yields:
% 54.80/22.49  																																																						| (662) e3 = e2
% 54.80/22.49  																																																						|
% 54.80/22.49  																																																						| Instantiating formula (29) with e1, e0, e1, e2 and discharging atoms op(e1, e0) = e2, op(e1, e0) = e1, yields:
% 54.80/22.49  																																																						| (617) e2 = e1
% 54.80/22.49  																																																						|
% 54.80/22.49  																																																						| Instantiating formula (29) with e0, e4, e4, e3 and discharging atoms op(e0, e4) = e4, op(e0, e4) = e3, yields:
% 54.80/22.49  																																																						| (425) e4 = e3
% 54.80/22.49  																																																						|
% 54.80/22.49  																																																						| Instantiating formula (29) with e0, e0, e0, e4 and discharging atoms op(e0, e0) = e4, op(e0, e0) = e0, yields:
% 54.80/22.49  																																																						| (397) e4 = e0
% 54.80/22.49  																																																						|
% 54.80/22.49  																																																						| Combining equations (425,397) yields a new equation:
% 54.80/22.49  																																																						| (675) e3 = e0
% 54.80/22.49  																																																						|
% 54.80/22.49  																																																						| Simplifying 675 yields:
% 54.80/22.49  																																																						| (676) e3 = e0
% 54.80/22.49  																																																						|
% 54.80/22.49  																																																						| Combining equations (662,676) yields a new equation:
% 54.80/22.49  																																																						| (391) e2 = e0
% 54.80/22.49  																																																						|
% 54.80/22.49  																																																						| Simplifying 391 yields:
% 54.80/22.49  																																																						| (330) e2 = e0
% 54.80/22.49  																																																						|
% 54.80/22.49  																																																						| Combining equations (330,617) yields a new equation:
% 54.80/22.49  																																																						| (431) e1 = e0
% 54.80/22.49  																																																						|
% 54.80/22.49  																																																						| Equations (431) can reduce 233 to:
% 54.80/22.49  																																																						| (266) $false
% 54.80/22.49  																																																						|
% 54.80/22.49  																																																						|-The branch is then unsatisfiable
% 54.80/22.49  																																																					|-Branch two:
% 54.80/22.49  																																																					| (734)  ~ (unit = e0)
% 54.80/22.49  																																																					| (735) unit = e3 | unit = e1
% 54.80/22.49  																																																					|
% 54.80/22.49  																																																						+-Applying beta-rule and splitting (735), into two cases.
% 54.80/22.49  																																																						|-Branch one:
% 54.80/22.49  																																																						| (736) unit = e1
% 54.80/22.49  																																																						|
% 54.80/22.49  																																																							| Equations (736) can reduce 734 to:
% 54.80/22.49  																																																							| (233)  ~ (e1 = e0)
% 54.80/22.49  																																																							|
% 54.80/22.49  																																																							| From (736) and (15) follows:
% 54.80/22.49  																																																							| (515) op(e1, e2) = e2
% 54.80/22.49  																																																							|
% 54.80/22.49  																																																							| From (736) and (209) follows:
% 54.80/22.49  																																																							| (2715) op(e1, e0) = e0
% 54.80/22.49  																																																							|
% 54.80/22.49  																																																							| Instantiating formula (29) with e1, e2, e2, e1 and discharging atoms op(e1, e2) = e2, op(e1, e2) = e1, yields:
% 54.80/22.49  																																																							| (617) e2 = e1
% 54.80/22.49  																																																							|
% 54.80/22.49  																																																							| Instantiating formula (29) with e1, e0, e0, e2 and discharging atoms op(e1, e0) = e2, op(e1, e0) = e0, yields:
% 54.80/22.49  																																																							| (330) e2 = e0
% 54.80/22.49  																																																							|
% 54.80/22.49  																																																							| Combining equations (330,617) yields a new equation:
% 54.80/22.49  																																																							| (431) e1 = e0
% 54.80/22.49  																																																							|
% 54.80/22.49  																																																							| Equations (431) can reduce 233 to:
% 54.80/22.49  																																																							| (266) $false
% 54.80/22.49  																																																							|
% 54.80/22.49  																																																							|-The branch is then unsatisfiable
% 54.80/22.49  																																																						|-Branch two:
% 54.80/22.49  																																																						| (748)  ~ (unit = e1)
% 54.80/22.49  																																																						| (749) unit = e3
% 54.80/22.49  																																																						|
% 54.80/22.49  																																																							| From (749) and (209) follows:
% 54.80/22.49  																																																							| (1667) op(e3, e0) = e0
% 54.80/22.49  																																																							|
% 54.80/22.49  																																																							| Instantiating formula (29) with e3, e0, e0, e1 and discharging atoms op(e3, e0) = e1, op(e3, e0) = e0, yields:
% 54.80/22.49  																																																							| (431) e1 = e0
% 54.80/22.49  																																																							|
% 54.80/22.49  																																																							| Equations (431) can reduce 233 to:
% 54.80/22.49  																																																							| (266) $false
% 54.80/22.49  																																																							|
% 54.80/22.49  																																																							|-The branch is then unsatisfiable
% 54.80/22.49  																																																	|-Branch two:
% 54.80/22.49  																																																	| (451)  ~ (all_0_58_58 = e4)
% 54.80/22.49  																																																	| (913) all_0_58_58 = e3 | all_0_58_58 = e1 | all_0_58_58 = e0
% 54.80/22.49  																																																	|
% 54.80/22.49  																																																		+-Applying beta-rule and splitting (620), into two cases.
% 54.80/22.49  																																																		|-Branch one:
% 54.80/22.49  																																																		| (642) all_0_52_52 = e1
% 54.80/22.49  																																																		|
% 54.80/22.49  																																																			| Combining equations (565,642) yields a new equation:
% 54.80/22.49  																																																			| (636) e4 = e1
% 54.80/22.49  																																																			|
% 54.80/22.49  																																																			| Simplifying 636 yields:
% 54.80/22.49  																																																			| (630) e4 = e1
% 54.80/22.49  																																																			|
% 54.80/22.49  																																																			| Equations (630) can reduce 110 to:
% 54.80/22.49  																																																			| (266) $false
% 54.80/22.49  																																																			|
% 54.80/22.49  																																																			|-The branch is then unsatisfiable
% 54.80/22.49  																																																		|-Branch two:
% 54.80/22.49  																																																		| (646)  ~ (all_0_52_52 = e1)
% 54.80/22.49  																																																		| (647) all_0_57_57 = e1
% 54.80/22.49  																																																		|
% 54.80/22.49  																																																			| Equations (647) can reduce 148 to:
% 54.80/22.49  																																																			| (879)  ~ (all_0_58_58 = e1)
% 54.80/22.49  																																																			|
% 54.80/22.49  																																																			| Simplifying 879 yields:
% 54.80/22.49  																																																			| (880)  ~ (all_0_58_58 = e1)
% 54.80/22.49  																																																			|
% 54.80/22.49  																																																			+-Applying beta-rule and splitting (913), into two cases.
% 54.80/22.49  																																																			|-Branch one:
% 54.80/22.49  																																																			| (914) all_0_58_58 = e0
% 54.80/22.49  																																																			|
% 54.80/22.49  																																																				| Equations (914) can reduce 491 to:
% 54.80/22.49  																																																				| (266) $false
% 54.80/22.49  																																																				|
% 54.80/22.49  																																																				|-The branch is then unsatisfiable
% 54.80/22.49  																																																			|-Branch two:
% 54.80/22.49  																																																			| (491)  ~ (all_0_58_58 = e0)
% 54.80/22.49  																																																			| (917) all_0_58_58 = e3 | all_0_58_58 = e1
% 54.80/22.49  																																																			|
% 54.80/22.49  																																																				+-Applying beta-rule and splitting (917), into two cases.
% 54.80/22.49  																																																				|-Branch one:
% 54.80/22.49  																																																				| (918) all_0_58_58 = e1
% 54.80/22.49  																																																				|
% 54.80/22.49  																																																					| Equations (918) can reduce 880 to:
% 54.80/22.49  																																																					| (266) $false
% 54.80/22.49  																																																					|
% 54.80/22.49  																																																					|-The branch is then unsatisfiable
% 54.80/22.49  																																																				|-Branch two:
% 54.80/22.49  																																																				| (880)  ~ (all_0_58_58 = e1)
% 54.80/22.49  																																																				| (795) all_0_58_58 = e3
% 54.80/22.49  																																																				|
% 54.80/22.49  																																																					| Equations (795) can reduce 276 to:
% 54.80/22.49  																																																					| (266) $false
% 54.80/22.49  																																																					|
% 54.80/22.49  																																																					|-The branch is then unsatisfiable
% 54.80/22.49  																																														|-Branch two:
% 54.80/22.49  																																														| (1377)  ~ (all_0_39_39 = e4)
% 54.80/22.49  																																														| (480) all_0_39_39 = e0
% 54.80/22.49  																																														|
% 54.80/22.49  																																															| Equations (480) can reduce 484 to:
% 54.80/22.49  																																															| (266) $false
% 54.80/22.49  																																															|
% 54.80/22.49  																																															|-The branch is then unsatisfiable
% 54.80/22.49  																																													|-Branch two:
% 54.80/22.49  																																													| (678)  ~ (all_0_47_47 = e0)
% 54.80/22.49  																																													| (1278) all_0_48_48 = e0 | all_0_49_49 = e0
% 54.80/22.49  																																													|
% 54.80/22.49  																																														+-Applying beta-rule and splitting (1793), into two cases.
% 54.80/22.49  																																														|-Branch one:
% 54.80/22.49  																																														| (674) all_0_47_47 = e0
% 54.80/22.49  																																														|
% 54.80/22.49  																																															| Equations (674) can reduce 678 to:
% 54.80/22.49  																																															| (266) $false
% 54.80/22.49  																																															|
% 54.80/22.49  																																															|-The branch is then unsatisfiable
% 54.80/22.49  																																														|-Branch two:
% 54.80/22.49  																																														| (678)  ~ (all_0_47_47 = e0)
% 54.80/22.49  																																														| (1831) all_0_47_47 = e3 | all_0_47_47 = e1
% 54.80/22.49  																																														|
% 54.80/22.49  																																															+-Applying beta-rule and splitting (1831), into two cases.
% 54.80/22.49  																																															|-Branch one:
% 54.80/22.49  																																															| (654) all_0_47_47 = e1
% 54.80/22.49  																																															|
% 54.80/22.49  																																																| Equations (654) can reduce 462 to:
% 54.80/22.49  																																																| (266) $false
% 54.80/22.49  																																																|
% 54.80/22.49  																																																|-The branch is then unsatisfiable
% 54.80/22.49  																																															|-Branch two:
% 54.80/22.49  																																															| (462)  ~ (all_0_47_47 = e1)
% 54.80/22.49  																																															| (522) all_0_47_47 = e3
% 54.80/22.49  																																															|
% 54.80/22.49  																																																| Equations (522) can reduce 1091 to:
% 54.80/22.49  																																																| (266) $false
% 54.80/22.49  																																																|
% 54.80/22.49  																																																|-The branch is then unsatisfiable
% 54.80/22.49  																																												|-Branch two:
% 54.80/22.49  																																												| (1401)  ~ (all_0_40_40 = e0)
% 54.80/22.49  																																												| (1748) all_0_44_44 = e0 | all_0_49_49 = e0 | all_0_58_58 = e0
% 54.80/22.49  																																												|
% 54.80/22.49  																																													+-Applying beta-rule and splitting (164), into two cases.
% 54.80/22.49  																																													|-Branch one:
% 54.80/22.49  																																													| (471) all_0_39_39 = e4
% 54.80/22.49  																																													|
% 54.80/22.49  																																														+-Applying beta-rule and splitting (104), into two cases.
% 54.80/22.49  																																														|-Branch one:
% 54.80/22.49  																																														| (480) all_0_39_39 = e0
% 54.80/22.49  																																														|
% 54.80/22.49  																																															| Combining equations (480,471) yields a new equation:
% 54.80/22.49  																																															| (397) e4 = e0
% 54.80/22.49  																																															|
% 54.80/22.49  																																															| Equations (397) can reduce 49 to:
% 54.80/22.49  																																															| (266) $false
% 54.80/22.49  																																															|
% 54.80/22.49  																																															|-The branch is then unsatisfiable
% 54.80/22.49  																																														|-Branch two:
% 54.80/22.49  																																														| (484)  ~ (all_0_39_39 = e0)
% 54.80/22.49  																																														| (558) all_0_42_42 = e0 | all_0_47_47 = e0 | all_0_56_56 = e0
% 54.80/22.49  																																														|
% 54.80/22.49  																																															| Equations (471) can reduce 484 to:
% 54.80/22.49  																																															| (49)  ~ (e4 = e0)
% 54.80/22.49  																																															|
% 54.80/22.49  																																															+-Applying beta-rule and splitting (333), into two cases.
% 54.80/22.49  																																															|-Branch one:
% 54.80/22.49  																																															| (480) all_0_39_39 = e0
% 54.80/22.49  																																															|
% 54.80/22.49  																																																| Combining equations (480,471) yields a new equation:
% 54.80/22.49  																																																| (397) e4 = e0
% 54.80/22.49  																																																|
% 54.80/22.49  																																																| Equations (397) can reduce 49 to:
% 54.80/22.49  																																																| (266) $false
% 54.80/22.49  																																																|
% 54.80/22.49  																																																|-The branch is then unsatisfiable
% 54.80/22.49  																																															|-Branch two:
% 54.80/22.49  																																															| (484)  ~ (all_0_39_39 = e0)
% 54.80/22.49  																																															| (485) all_0_40_40 = e0
% 54.80/22.49  																																															|
% 54.80/22.49  																																																| Equations (485) can reduce 1401 to:
% 54.80/22.49  																																																| (266) $false
% 54.80/22.49  																																																|
% 54.80/22.49  																																																|-The branch is then unsatisfiable
% 54.80/22.49  																																													|-Branch two:
% 54.80/22.49  																																													| (1377)  ~ (all_0_39_39 = e4)
% 54.80/22.49  																																													| (2115) all_0_42_42 = e4 | all_0_47_47 = e4 | all_0_51_51 = e4 | all_0_56_56 = e4
% 54.80/22.49  																																													|
% 54.80/22.49  																																														+-Applying beta-rule and splitting (333), into two cases.
% 54.80/22.49  																																														|-Branch one:
% 54.80/22.49  																																														| (480) all_0_39_39 = e0
% 54.80/22.49  																																														|
% 54.80/22.49  																																															| Equations (480) can reduce 1377 to:
% 54.80/22.49  																																															| (401)  ~ (e4 = e0)
% 54.80/22.49  																																															|
% 54.80/22.49  																																															| Simplifying 401 yields:
% 54.80/22.49  																																															| (49)  ~ (e4 = e0)
% 54.80/22.49  																																															|
% 54.80/22.49  																																															+-Applying beta-rule and splitting (171), into two cases.
% 54.80/22.49  																																															|-Branch one:
% 54.80/22.49  																																															| (265) all_0_54_54 = e4
% 54.80/22.49  																																															|
% 54.80/22.49  																																																| Combining equations (268,265) yields a new equation:
% 54.80/22.49  																																																| (425) e4 = e3
% 54.80/22.49  																																																|
% 54.80/22.49  																																																| Equations (425) can reduce 188 to:
% 54.80/22.49  																																																| (266) $false
% 54.80/22.49  																																																|
% 54.80/22.49  																																																|-The branch is then unsatisfiable
% 54.80/22.49  																																															|-Branch two:
% 54.80/22.49  																																															| (258)  ~ (all_0_54_54 = e4)
% 54.80/22.49  																																															| (575) all_0_55_55 = e4 | all_0_56_56 = e4 | all_0_57_57 = e4 | all_0_58_58 = e4
% 54.80/22.49  																																															|
% 54.80/22.49  																																																+-Applying beta-rule and splitting (575), into two cases.
% 54.80/22.49  																																																|-Branch one:
% 54.80/22.49  																																																| (587) all_0_55_55 = e4
% 54.80/22.49  																																																|
% 54.80/22.49  																																																	| Combining equations (858,587) yields a new equation:
% 54.80/22.49  																																																	| (397) e4 = e0
% 54.80/22.49  																																																	|
% 54.80/22.49  																																																	| Equations (397) can reduce 49 to:
% 54.80/22.49  																																																	| (266) $false
% 54.80/22.49  																																																	|
% 54.80/22.49  																																																	|-The branch is then unsatisfiable
% 54.80/22.49  																																																|-Branch two:
% 54.80/22.49  																																																| (763)  ~ (all_0_55_55 = e4)
% 54.80/22.49  																																																| (764) all_0_56_56 = e4 | all_0_57_57 = e4 | all_0_58_58 = e4
% 54.80/22.49  																																																|
% 54.80/22.49  																																																	+-Applying beta-rule and splitting (764), into two cases.
% 54.80/22.49  																																																	|-Branch one:
% 54.80/22.49  																																																	| (842) all_0_56_56 = e4
% 54.80/22.49  																																																	|
% 54.80/22.49  																																																		| Combining equations (833,842) yields a new equation:
% 54.80/22.49  																																																		| (323) e4 = e2
% 54.80/22.49  																																																		|
% 54.80/22.49  																																																		| Equations (323) can reduce 48 to:
% 54.80/22.49  																																																		| (266) $false
% 54.80/22.49  																																																		|
% 54.80/22.49  																																																		|-The branch is then unsatisfiable
% 54.80/22.49  																																																	|-Branch two:
% 54.80/22.49  																																																	| (477)  ~ (all_0_56_56 = e4)
% 54.80/22.49  																																																	| (935) all_0_57_57 = e4 | all_0_58_58 = e4
% 54.80/22.49  																																																	|
% 54.80/22.49  																																																		+-Applying beta-rule and splitting (935), into two cases.
% 54.80/22.49  																																																		|-Branch one:
% 54.80/22.49  																																																		| (871) all_0_57_57 = e4
% 54.80/22.49  																																																		|
% 54.80/22.49  																																																			| Equations (871) can reduce 839 to:
% 54.80/22.49  																																																			| (266) $false
% 54.80/22.49  																																																			|
% 54.80/22.49  																																																			|-The branch is then unsatisfiable
% 54.80/22.49  																																																		|-Branch two:
% 54.80/22.49  																																																		| (839)  ~ (all_0_57_57 = e4)
% 54.80/22.49  																																																		| (910) all_0_58_58 = e4
% 54.80/22.49  																																																		|
% 54.80/22.49  																																																			| Equations (910) can reduce 178 to:
% 54.80/22.49  																																																			| (447)  ~ (all_0_40_40 = e4)
% 54.80/22.49  																																																			|
% 54.80/22.49  																																																			| Equations (910) can reduce 491 to:
% 54.80/22.49  																																																			| (49)  ~ (e4 = e0)
% 54.80/22.49  																																																			|
% 54.80/22.49  																																																			+-Applying beta-rule and splitting (326), into two cases.
% 54.80/22.49  																																																			|-Branch one:
% 54.80/22.49  																																																			| (471) all_0_39_39 = e4
% 54.80/22.49  																																																			|
% 54.80/22.49  																																																				| Combining equations (471,480) yields a new equation:
% 54.80/22.49  																																																				| (481) e4 = e0
% 54.80/22.49  																																																				|
% 54.80/22.49  																																																				| Simplifying 481 yields:
% 54.80/22.49  																																																				| (397) e4 = e0
% 54.80/22.49  																																																				|
% 54.80/22.49  																																																				| Equations (397) can reduce 49 to:
% 54.80/22.49  																																																				| (266) $false
% 54.80/22.49  																																																				|
% 54.80/22.49  																																																				|-The branch is then unsatisfiable
% 54.80/22.49  																																																			|-Branch two:
% 54.80/22.49  																																																			| (1377)  ~ (all_0_39_39 = e4)
% 54.80/22.49  																																																			| (1378) all_0_40_40 = e4
% 54.80/22.49  																																																			|
% 54.80/22.49  																																																				| Equations (1378) can reduce 447 to:
% 54.80/22.49  																																																				| (266) $false
% 54.80/22.49  																																																				|
% 54.80/22.49  																																																				|-The branch is then unsatisfiable
% 54.80/22.49  																																														|-Branch two:
% 54.80/22.49  																																														| (484)  ~ (all_0_39_39 = e0)
% 54.80/22.49  																																														| (485) all_0_40_40 = e0
% 54.80/22.49  																																														|
% 54.80/22.49  																																															| Equations (485) can reduce 1401 to:
% 54.80/22.49  																																															| (266) $false
% 54.80/22.49  																																															|
% 54.80/22.49  																																															|-The branch is then unsatisfiable
% 54.80/22.49  																																											|-Branch two:
% 54.80/22.49  																																											| (803)  ~ (all_0_55_55 = e0)
% 54.80/22.49  																																											| (2315) all_0_55_55 = e3 | all_0_55_55 = e1
% 54.80/22.49  																																											|
% 54.80/22.49  																																												+-Applying beta-rule and splitting (125), into two cases.
% 54.80/22.49  																																												|-Branch one:
% 54.80/22.49  																																												| (858) all_0_55_55 = e0
% 54.80/22.49  																																												|
% 54.80/22.49  																																													| Equations (858) can reduce 803 to:
% 54.80/22.49  																																													| (266) $false
% 54.80/22.49  																																													|
% 54.80/22.49  																																													|-The branch is then unsatisfiable
% 54.80/22.49  																																												|-Branch two:
% 54.80/22.49  																																												| (803)  ~ (all_0_55_55 = e0)
% 54.80/22.49  																																												| (863) all_0_56_56 = e0 | all_0_57_57 = e0 | all_0_58_58 = e0
% 54.80/22.49  																																												|
% 54.80/22.49  																																													+-Applying beta-rule and splitting (633), into two cases.
% 54.80/22.49  																																													|-Branch one:
% 54.80/22.49  																																													| (1569) all_0_56_56 = e1
% 54.80/22.49  																																													|
% 54.80/22.49  																																														| Combining equations (833,1569) yields a new equation:
% 54.80/22.49  																																														| (616) e2 = e1
% 54.80/22.49  																																														|
% 54.80/22.49  																																														| Simplifying 616 yields:
% 54.80/22.49  																																														| (617) e2 = e1
% 54.80/22.49  																																														|
% 54.80/22.49  																																														| Equations (617) can reduce 122 to:
% 54.80/22.49  																																														| (266) $false
% 54.80/22.49  																																														|
% 54.80/22.49  																																														|-The branch is then unsatisfiable
% 54.80/22.49  																																													|-Branch two:
% 54.80/22.49  																																													| (466)  ~ (all_0_56_56 = e1)
% 54.80/22.49  																																													| (1574) all_0_57_57 = e1 | all_0_58_58 = e1
% 54.80/22.49  																																													|
% 54.80/22.49  																																														| Equations (833) can reduce 466 to:
% 54.80/22.49  																																														| (122)  ~ (e2 = e1)
% 54.80/22.49  																																														|
% 54.80/22.49  																																														+-Applying beta-rule and splitting (164), into two cases.
% 54.80/22.49  																																														|-Branch one:
% 54.80/22.49  																																														| (471) all_0_39_39 = e4
% 54.80/22.49  																																														|
% 54.80/22.49  																																															+-Applying beta-rule and splitting (104), into two cases.
% 54.80/22.49  																																															|-Branch one:
% 54.80/22.49  																																															| (480) all_0_39_39 = e0
% 54.80/22.49  																																															|
% 54.80/22.49  																																																| Combining equations (480,471) yields a new equation:
% 54.80/22.49  																																																| (397) e4 = e0
% 54.80/22.49  																																																|
% 54.80/22.49  																																																| Equations (397) can reduce 49 to:
% 54.80/22.49  																																																| (266) $false
% 54.80/22.49  																																																|
% 54.80/22.49  																																																|-The branch is then unsatisfiable
% 54.80/22.49  																																															|-Branch two:
% 54.80/22.49  																																															| (484)  ~ (all_0_39_39 = e0)
% 54.80/22.49  																																															| (558) all_0_42_42 = e0 | all_0_47_47 = e0 | all_0_56_56 = e0
% 54.80/22.49  																																															|
% 54.80/22.49  																																																| Equations (471) can reduce 484 to:
% 54.80/22.49  																																																| (49)  ~ (e4 = e0)
% 54.80/22.49  																																																|
% 54.80/22.49  																																																+-Applying beta-rule and splitting (558), into two cases.
% 54.80/22.49  																																																|-Branch one:
% 54.80/22.49  																																																| (559) all_0_42_42 = e0
% 54.80/22.49  																																																|
% 54.80/22.49  																																																	| Combining equations (559,516) yields a new equation:
% 54.80/22.49  																																																	| (676) e3 = e0
% 54.80/22.49  																																																	|
% 54.80/22.49  																																																	| Equations (676) can reduce 80 to:
% 54.80/22.49  																																																	| (266) $false
% 54.80/22.49  																																																	|
% 54.80/22.49  																																																	|-The branch is then unsatisfiable
% 54.80/22.49  																																																|-Branch two:
% 54.80/22.49  																																																| (358)  ~ (all_0_42_42 = e0)
% 54.80/22.49  																																																| (563) all_0_47_47 = e0 | all_0_56_56 = e0
% 54.80/22.49  																																																|
% 54.80/22.49  																																																	+-Applying beta-rule and splitting (333), into two cases.
% 54.80/22.49  																																																	|-Branch one:
% 54.80/22.49  																																																	| (480) all_0_39_39 = e0
% 54.80/22.49  																																																	|
% 54.80/22.49  																																																		| Combining equations (480,471) yields a new equation:
% 54.80/22.49  																																																		| (397) e4 = e0
% 54.80/22.49  																																																		|
% 54.80/22.49  																																																		| Equations (397) can reduce 49 to:
% 54.80/22.49  																																																		| (266) $false
% 54.80/22.49  																																																		|
% 54.80/22.49  																																																		|-The branch is then unsatisfiable
% 54.80/22.49  																																																	|-Branch two:
% 54.80/22.49  																																																	| (484)  ~ (all_0_39_39 = e0)
% 54.80/22.49  																																																	| (485) all_0_40_40 = e0
% 54.80/22.49  																																																	|
% 54.80/22.49  																																																		| Equations (485) can reduce 178 to:
% 54.80/22.49  																																																		| (490)  ~ (all_0_58_58 = e0)
% 54.80/22.49  																																																		|
% 54.80/22.49  																																																		| Simplifying 490 yields:
% 54.80/22.49  																																																		| (491)  ~ (all_0_58_58 = e0)
% 54.80/22.49  																																																		|
% 54.80/22.49  																																																		| Equations (485) can reduce 296 to:
% 54.80/22.49  																																																		| (365)  ~ (e2 = e0)
% 54.80/22.49  																																																		|
% 54.80/22.49  																																																		| Simplifying 365 yields:
% 54.80/22.49  																																																		| (128)  ~ (e2 = e0)
% 54.80/22.49  																																																		|
% 54.80/22.49  																																																		+-Applying beta-rule and splitting (563), into two cases.
% 54.80/22.49  																																																		|-Branch one:
% 54.80/22.49  																																																		| (674) all_0_47_47 = e0
% 54.80/22.49  																																																		|
% 54.80/22.49  																																																			| Equations (674) can reduce 462 to:
% 54.80/22.49  																																																			| (435)  ~ (e1 = e0)
% 54.80/22.49  																																																			|
% 54.80/22.49  																																																			| Simplifying 435 yields:
% 54.80/22.49  																																																			| (233)  ~ (e1 = e0)
% 54.80/22.49  																																																			|
% 54.80/22.49  																																																			+-Applying beta-rule and splitting (108), into two cases.
% 54.80/22.49  																																																			|-Branch one:
% 54.80/22.49  																																																			| (624) all_0_58_58 = e2
% 54.80/22.49  																																																			|
% 54.80/22.49  																																																				| Equations (624) can reduce 908 to:
% 54.80/22.49  																																																				| (266) $false
% 54.80/22.49  																																																				|
% 54.80/22.49  																																																				|-The branch is then unsatisfiable
% 54.80/22.49  																																																			|-Branch two:
% 54.80/22.49  																																																			| (908)  ~ (all_0_58_58 = e2)
% 54.80/22.49  																																																			| (909) all_0_58_58 = e4 | all_0_58_58 = e3 | all_0_58_58 = e1 | all_0_58_58 = e0
% 54.80/22.49  																																																			|
% 54.80/22.49  																																																				+-Applying beta-rule and splitting (909), into two cases.
% 54.80/22.49  																																																				|-Branch one:
% 54.80/22.49  																																																				| (910) all_0_58_58 = e4
% 54.80/22.49  																																																				|
% 54.80/22.49  																																																					| Equations (910) can reduce 491 to:
% 54.80/22.49  																																																					| (49)  ~ (e4 = e0)
% 54.80/22.49  																																																					|
% 54.80/22.49  																																																					+-Applying beta-rule and splitting (395), into two cases.
% 54.80/22.49  																																																					|-Branch one:
% 54.80/22.49  																																																					| (794) all_0_41_41 = e0
% 54.80/22.49  																																																					|
% 54.80/22.49  																																																						| Combining equations (437,794) yields a new equation:
% 54.80/22.49  																																																						| (481) e4 = e0
% 54.80/22.49  																																																						|
% 54.80/22.49  																																																						| Simplifying 481 yields:
% 54.80/22.49  																																																						| (397) e4 = e0
% 54.80/22.49  																																																						|
% 54.80/22.49  																																																						| Equations (397) can reduce 49 to:
% 54.80/22.49  																																																						| (266) $false
% 54.80/22.49  																																																						|
% 54.80/22.49  																																																						|-The branch is then unsatisfiable
% 54.80/22.49  																																																					|-Branch two:
% 54.80/22.49  																																																					| (357)  ~ (all_0_41_41 = e0)
% 54.80/22.49  																																																					| (895) all_0_46_46 = e0 | all_0_55_55 = e0
% 54.80/22.49  																																																					|
% 54.80/22.49  																																																						+-Applying beta-rule and splitting (895), into two cases.
% 54.80/22.49  																																																						|-Branch one:
% 54.80/22.49  																																																						| (538) all_0_46_46 = e0
% 54.80/22.49  																																																						|
% 54.80/22.49  																																																							| Combining equations (545,538) yields a new equation:
% 54.80/22.49  																																																							| (546) e1 = e0
% 54.80/22.49  																																																							|
% 54.80/22.49  																																																							| Simplifying 546 yields:
% 54.80/22.49  																																																							| (431) e1 = e0
% 54.80/22.49  																																																							|
% 54.80/22.49  																																																							| Equations (431) can reduce 233 to:
% 54.80/22.49  																																																							| (266) $false
% 54.80/22.49  																																																							|
% 54.80/22.49  																																																							|-The branch is then unsatisfiable
% 54.80/22.49  																																																						|-Branch two:
% 54.80/22.49  																																																						| (831)  ~ (all_0_46_46 = e0)
% 54.80/22.49  																																																						| (858) all_0_55_55 = e0
% 54.80/22.49  																																																						|
% 54.80/22.49  																																																							| Equations (858) can reduce 803 to:
% 54.80/22.49  																																																							| (266) $false
% 54.80/22.49  																																																							|
% 54.80/22.49  																																																							|-The branch is then unsatisfiable
% 54.80/22.50  																																																				|-Branch two:
% 54.80/22.50  																																																				| (451)  ~ (all_0_58_58 = e4)
% 54.80/22.50  																																																				| (913) all_0_58_58 = e3 | all_0_58_58 = e1 | all_0_58_58 = e0
% 54.80/22.50  																																																				|
% 54.80/22.50  																																																					+-Applying beta-rule and splitting (913), into two cases.
% 54.80/22.50  																																																					|-Branch one:
% 54.80/22.50  																																																					| (914) all_0_58_58 = e0
% 54.80/22.50  																																																					|
% 54.80/22.50  																																																						| Equations (914) can reduce 491 to:
% 54.80/22.50  																																																						| (266) $false
% 54.80/22.50  																																																						|
% 54.80/22.50  																																																						|-The branch is then unsatisfiable
% 54.80/22.50  																																																					|-Branch two:
% 54.80/22.50  																																																					| (491)  ~ (all_0_58_58 = e0)
% 54.80/22.50  																																																					| (917) all_0_58_58 = e3 | all_0_58_58 = e1
% 54.80/22.50  																																																					|
% 54.80/22.50  																																																						+-Applying beta-rule and splitting (917), into two cases.
% 54.80/22.50  																																																						|-Branch one:
% 54.80/22.50  																																																						| (918) all_0_58_58 = e1
% 54.80/22.50  																																																						|
% 54.80/22.50  																																																							| Equations (918) can reduce 880 to:
% 54.80/22.50  																																																							| (266) $false
% 54.80/22.50  																																																							|
% 54.80/22.50  																																																							|-The branch is then unsatisfiable
% 54.80/22.50  																																																						|-Branch two:
% 54.80/22.50  																																																						| (880)  ~ (all_0_58_58 = e1)
% 54.80/22.50  																																																						| (795) all_0_58_58 = e3
% 54.80/22.50  																																																						|
% 54.80/22.50  																																																							| Equations (795) can reduce 276 to:
% 54.80/22.50  																																																							| (266) $false
% 54.80/22.50  																																																							|
% 54.80/22.50  																																																							|-The branch is then unsatisfiable
% 54.80/22.50  																																																		|-Branch two:
% 54.80/22.50  																																																		| (678)  ~ (all_0_47_47 = e0)
% 54.80/22.50  																																																		| (679) all_0_56_56 = e0
% 54.80/22.50  																																																		|
% 54.80/22.50  																																																			| Combining equations (833,679) yields a new equation:
% 54.80/22.50  																																																			| (391) e2 = e0
% 54.80/22.50  																																																			|
% 54.80/22.50  																																																			| Simplifying 391 yields:
% 54.80/22.50  																																																			| (330) e2 = e0
% 54.80/22.50  																																																			|
% 54.80/22.50  																																																			| Equations (330) can reduce 128 to:
% 54.80/22.50  																																																			| (266) $false
% 54.80/22.50  																																																			|
% 54.80/22.50  																																																			|-The branch is then unsatisfiable
% 54.80/22.50  																																														|-Branch two:
% 54.80/22.50  																																														| (1377)  ~ (all_0_39_39 = e4)
% 54.80/22.50  																																														| (2115) all_0_42_42 = e4 | all_0_47_47 = e4 | all_0_51_51 = e4 | all_0_56_56 = e4
% 54.80/22.50  																																														|
% 54.80/22.50  																																															+-Applying beta-rule and splitting (171), into two cases.
% 54.80/22.50  																																															|-Branch one:
% 54.80/22.50  																																															| (265) all_0_54_54 = e4
% 54.80/22.50  																																															|
% 54.80/22.50  																																																| Combining equations (265,268) yields a new equation:
% 54.80/22.50  																																																| (424) e4 = e3
% 54.80/22.50  																																																|
% 54.80/22.50  																																																| Simplifying 424 yields:
% 54.80/22.50  																																																| (425) e4 = e3
% 54.80/22.50  																																																|
% 54.80/22.50  																																																| Equations (425) can reduce 188 to:
% 54.80/22.50  																																																| (266) $false
% 54.80/22.50  																																																|
% 54.80/22.50  																																																|-The branch is then unsatisfiable
% 54.80/22.50  																																															|-Branch two:
% 54.80/22.50  																																															| (258)  ~ (all_0_54_54 = e4)
% 54.80/22.50  																																															| (575) all_0_55_55 = e4 | all_0_56_56 = e4 | all_0_57_57 = e4 | all_0_58_58 = e4
% 54.80/22.50  																																															|
% 54.80/22.50  																																																+-Applying beta-rule and splitting (434), into two cases.
% 54.80/22.50  																																																|-Branch one:
% 54.80/22.50  																																																| (615) all_0_48_48 = e1
% 54.80/22.50  																																																|
% 54.80/22.50  																																																	| Combining equations (615,335) yields a new equation:
% 54.80/22.50  																																																	| (617) e2 = e1
% 54.80/22.50  																																																	|
% 54.80/22.50  																																																	| Equations (617) can reduce 122 to:
% 54.80/22.50  																																																	| (266) $false
% 54.80/22.50  																																																	|
% 54.80/22.50  																																																	|-The branch is then unsatisfiable
% 54.80/22.50  																																																|-Branch two:
% 54.80/22.50  																																																| (619)  ~ (all_0_48_48 = e1)
% 54.80/22.50  																																																| (620) all_0_52_52 = e1 | all_0_57_57 = e1
% 54.80/22.50  																																																|
% 54.80/22.50  																																																	+-Applying beta-rule and splitting (575), into two cases.
% 54.80/22.50  																																																	|-Branch one:
% 54.80/22.50  																																																	| (587) all_0_55_55 = e4
% 54.80/22.50  																																																	|
% 54.80/22.50  																																																		| Equations (587) can reduce 763 to:
% 54.80/22.50  																																																		| (266) $false
% 54.80/22.50  																																																		|
% 54.80/22.50  																																																		|-The branch is then unsatisfiable
% 54.80/22.50  																																																	|-Branch two:
% 54.80/22.50  																																																	| (763)  ~ (all_0_55_55 = e4)
% 54.80/22.50  																																																	| (764) all_0_56_56 = e4 | all_0_57_57 = e4 | all_0_58_58 = e4
% 54.80/22.50  																																																	|
% 54.80/22.50  																																																		+-Applying beta-rule and splitting (620), into two cases.
% 54.80/22.50  																																																		|-Branch one:
% 54.80/22.50  																																																		| (642) all_0_52_52 = e1
% 54.80/22.50  																																																		|
% 54.80/22.50  																																																			| Combining equations (565,642) yields a new equation:
% 54.80/22.50  																																																			| (636) e4 = e1
% 54.80/22.50  																																																			|
% 54.80/22.50  																																																			| Simplifying 636 yields:
% 54.80/22.50  																																																			| (630) e4 = e1
% 54.80/22.50  																																																			|
% 54.80/22.50  																																																			| Equations (630) can reduce 110 to:
% 54.80/22.50  																																																			| (266) $false
% 54.80/22.50  																																																			|
% 54.80/22.50  																																																			|-The branch is then unsatisfiable
% 54.80/22.50  																																																		|-Branch two:
% 54.80/22.50  																																																		| (646)  ~ (all_0_52_52 = e1)
% 54.80/22.50  																																																		| (647) all_0_57_57 = e1
% 54.80/22.50  																																																		|
% 54.80/22.50  																																																			| Equations (647) can reduce 839 to:
% 54.80/22.50  																																																			| (602)  ~ (e4 = e1)
% 54.80/22.50  																																																			|
% 54.80/22.50  																																																			| Simplifying 602 yields:
% 54.80/22.50  																																																			| (110)  ~ (e4 = e1)
% 54.80/22.50  																																																			|
% 54.80/22.50  																																																			+-Applying beta-rule and splitting (764), into two cases.
% 54.80/22.50  																																																			|-Branch one:
% 54.80/22.50  																																																			| (842) all_0_56_56 = e4
% 54.80/22.50  																																																			|
% 54.80/22.50  																																																				| Combining equations (833,842) yields a new equation:
% 54.80/22.50  																																																				| (323) e4 = e2
% 54.80/22.50  																																																				|
% 54.80/22.50  																																																				| Equations (323) can reduce 48 to:
% 54.80/22.50  																																																				| (266) $false
% 54.80/22.50  																																																				|
% 54.80/22.50  																																																				|-The branch is then unsatisfiable
% 54.80/22.50  																																																			|-Branch two:
% 54.80/22.50  																																																			| (477)  ~ (all_0_56_56 = e4)
% 54.80/22.50  																																																			| (935) all_0_57_57 = e4 | all_0_58_58 = e4
% 54.80/22.50  																																																			|
% 54.80/22.50  																																																				+-Applying beta-rule and splitting (935), into two cases.
% 54.80/22.50  																																																				|-Branch one:
% 54.80/22.50  																																																				| (871) all_0_57_57 = e4
% 54.80/22.50  																																																				|
% 54.80/22.50  																																																					| Combining equations (871,647) yields a new equation:
% 54.80/22.50  																																																					| (636) e4 = e1
% 54.80/22.50  																																																					|
% 54.80/22.50  																																																					| Simplifying 636 yields:
% 54.80/22.50  																																																					| (630) e4 = e1
% 54.80/22.50  																																																					|
% 54.80/22.50  																																																					| Equations (630) can reduce 110 to:
% 54.80/22.50  																																																					| (266) $false
% 54.80/22.50  																																																					|
% 54.80/22.50  																																																					|-The branch is then unsatisfiable
% 54.80/22.50  																																																				|-Branch two:
% 54.80/22.50  																																																				| (839)  ~ (all_0_57_57 = e4)
% 54.80/22.50  																																																				| (910) all_0_58_58 = e4
% 54.80/22.50  																																																				|
% 54.80/22.50  																																																					+-Applying beta-rule and splitting (75), into two cases.
% 54.80/22.50  																																																					|-Branch one:
% 54.80/22.50  																																																					| (485) all_0_40_40 = e0
% 54.80/22.50  																																																					|
% 54.80/22.50  																																																						| Equations (485) can reduce 176 to:
% 54.80/22.50  																																																						| (484)  ~ (all_0_39_39 = e0)
% 54.80/22.50  																																																						|
% 54.80/22.50  																																																						+-Applying beta-rule and splitting (104), into two cases.
% 54.80/22.50  																																																						|-Branch one:
% 54.80/22.50  																																																						| (480) all_0_39_39 = e0
% 54.80/22.50  																																																						|
% 54.80/22.50  																																																							| Equations (480) can reduce 484 to:
% 54.80/22.50  																																																							| (266) $false
% 54.80/22.50  																																																							|
% 54.80/22.50  																																																							|-The branch is then unsatisfiable
% 54.80/22.50  																																																						|-Branch two:
% 54.80/22.50  																																																						| (484)  ~ (all_0_39_39 = e0)
% 54.80/22.50  																																																						| (558) all_0_42_42 = e0 | all_0_47_47 = e0 | all_0_56_56 = e0
% 54.80/22.50  																																																						|
% 54.80/22.50  																																																							+-Applying beta-rule and splitting (320), into two cases.
% 54.80/22.50  																																																							|-Branch one:
% 54.80/22.50  																																																							| (471) all_0_39_39 = e4
% 54.80/22.50  																																																							|
% 54.80/22.50  																																																								| Equations (471) can reduce 1377 to:
% 54.80/22.50  																																																								| (266) $false
% 54.80/22.50  																																																								|
% 54.80/22.50  																																																								|-The branch is then unsatisfiable
% 54.80/22.50  																																																							|-Branch two:
% 54.80/22.50  																																																							| (1377)  ~ (all_0_39_39 = e4)
% 54.80/22.50  																																																							| (480) all_0_39_39 = e0
% 54.80/22.50  																																																							|
% 54.80/22.50  																																																								| Equations (480) can reduce 484 to:
% 54.80/22.50  																																																								| (266) $false
% 54.80/22.50  																																																								|
% 54.80/22.50  																																																								|-The branch is then unsatisfiable
% 54.80/22.50  																																																					|-Branch two:
% 54.80/22.50  																																																					| (1401)  ~ (all_0_40_40 = e0)
% 54.80/22.50  																																																					| (1748) all_0_44_44 = e0 | all_0_49_49 = e0 | all_0_58_58 = e0
% 54.80/22.50  																																																					|
% 54.80/22.50  																																																						+-Applying beta-rule and splitting (333), into two cases.
% 54.80/22.50  																																																						|-Branch one:
% 54.80/22.50  																																																						| (480) all_0_39_39 = e0
% 54.80/22.50  																																																						|
% 54.80/22.50  																																																							| Equations (480) can reduce 1377 to:
% 54.80/22.50  																																																							| (401)  ~ (e4 = e0)
% 54.80/22.50  																																																							|
% 54.80/22.50  																																																							| Simplifying 401 yields:
% 54.80/22.50  																																																							| (49)  ~ (e4 = e0)
% 54.80/22.50  																																																							|
% 54.80/22.50  																																																							| Equations (480) can reduce 246 to:
% 54.80/22.50  																																																							| (541)  ~ (e3 = e0)
% 54.80/22.50  																																																							|
% 54.80/22.50  																																																							| Simplifying 541 yields:
% 54.80/22.50  																																																							| (80)  ~ (e3 = e0)
% 54.80/22.50  																																																							|
% 54.80/22.50  																																																							| Equations (480) can reduce 151 to:
% 54.80/22.50  																																																							| (435)  ~ (e1 = e0)
% 54.80/22.50  																																																							|
% 54.80/22.50  																																																							| Simplifying 435 yields:
% 54.80/22.50  																																																							| (233)  ~ (e1 = e0)
% 54.80/22.50  																																																							|
% 54.80/22.50  																																																							+-Applying beta-rule and splitting (1748), into two cases.
% 54.80/22.50  																																																							|-Branch one:
% 54.80/22.50  																																																							| (1414) all_0_44_44 = e0
% 54.80/22.50  																																																							|
% 54.80/22.50  																																																								| Combining equations (1414,635) yields a new equation:
% 54.80/22.50  																																																								| (431) e1 = e0
% 54.80/22.50  																																																								|
% 54.80/22.50  																																																								| Equations (431) can reduce 233 to:
% 54.80/22.50  																																																								| (266) $false
% 54.80/22.50  																																																								|
% 54.80/22.50  																																																								|-The branch is then unsatisfiable
% 54.80/22.50  																																																							|-Branch two:
% 54.80/22.50  																																																							| (360)  ~ (all_0_44_44 = e0)
% 54.80/22.50  																																																							| (1760) all_0_49_49 = e0 | all_0_58_58 = e0
% 54.80/22.50  																																																							|
% 54.80/22.50  																																																								+-Applying beta-rule and splitting (1760), into two cases.
% 54.80/22.50  																																																								|-Branch one:
% 54.80/22.50  																																																								| (978) all_0_49_49 = e0
% 54.80/22.50  																																																								|
% 54.80/22.50  																																																									| Combining equations (884,978) yields a new equation:
% 54.80/22.50  																																																									| (675) e3 = e0
% 54.80/22.50  																																																									|
% 54.80/22.50  																																																									| Simplifying 675 yields:
% 54.80/22.50  																																																									| (676) e3 = e0
% 54.80/22.50  																																																									|
% 54.80/22.50  																																																									| Equations (676) can reduce 80 to:
% 54.80/22.50  																																																									| (266) $false
% 54.80/22.50  																																																									|
% 54.80/22.50  																																																									|-The branch is then unsatisfiable
% 54.80/22.50  																																																								|-Branch two:
% 54.80/22.50  																																																								| (487)  ~ (all_0_49_49 = e0)
% 54.80/22.50  																																																								| (914) all_0_58_58 = e0
% 54.80/22.50  																																																								|
% 54.80/22.50  																																																									| Combining equations (914,910) yields a new equation:
% 54.80/22.50  																																																									| (397) e4 = e0
% 54.80/22.50  																																																									|
% 54.80/22.50  																																																									| Equations (397) can reduce 49 to:
% 54.80/22.50  																																																									| (266) $false
% 54.80/22.50  																																																									|
% 54.80/22.50  																																																									|-The branch is then unsatisfiable
% 54.80/22.50  																																																						|-Branch two:
% 54.80/22.50  																																																						| (484)  ~ (all_0_39_39 = e0)
% 54.80/22.50  																																																						| (485) all_0_40_40 = e0
% 54.80/22.50  																																																						|
% 54.80/22.50  																																																							| Equations (485) can reduce 1401 to:
% 54.80/22.50  																																																							| (266) $false
% 54.80/22.50  																																																							|
% 54.80/22.50  																																																							|-The branch is then unsatisfiable
% 54.80/22.50  																																						|-Branch two:
% 54.80/22.50  																																						| (549)  ~ (all_0_46_46 = e1)
% 54.80/22.50  																																						| (550) all_0_47_47 = e1 | all_0_48_48 = e1 | all_0_49_49 = e1
% 54.80/22.50  																																						|
% 54.80/22.50  																																							+-Applying beta-rule and splitting (595), into two cases.
% 54.80/22.50  																																							|-Branch one:
% 54.80/22.50  																																							| (545) all_0_46_46 = e1
% 54.80/22.50  																																							|
% 54.80/22.50  																																								| Equations (545) can reduce 549 to:
% 54.80/22.50  																																								| (266) $false
% 54.80/22.50  																																								|
% 54.80/22.50  																																								|-The branch is then unsatisfiable
% 54.80/22.50  																																							|-Branch two:
% 54.80/22.50  																																							| (549)  ~ (all_0_46_46 = e1)
% 54.80/22.50  																																							| (600) all_0_50_50 = e1 | all_0_55_55 = e1
% 54.80/22.50  																																							|
% 54.80/22.50  																																								+-Applying beta-rule and splitting (600), into two cases.
% 54.80/22.50  																																								|-Branch one:
% 54.80/22.50  																																								| (601) all_0_50_50 = e1
% 54.80/22.50  																																								|
% 54.80/22.50  																																									| Combining equations (415,601) yields a new equation:
% 54.80/22.50  																																									| (454) e3 = e1
% 54.80/22.50  																																									|
% 54.80/22.50  																																									| Simplifying 454 yields:
% 54.80/22.50  																																									| (455) e3 = e1
% 54.80/22.50  																																									|
% 54.80/22.50  																																									| Equations (455) can reduce 213 to:
% 54.80/22.50  																																									| (266) $false
% 54.80/22.50  																																									|
% 54.80/22.50  																																									|-The branch is then unsatisfiable
% 54.80/22.50  																																								|-Branch two:
% 54.80/22.50  																																								| (759)  ~ (all_0_50_50 = e1)
% 54.80/22.50  																																								| (629) all_0_55_55 = e1
% 54.80/22.50  																																								|
% 54.80/22.50  																																									| Equations (629) can reduce 81 to:
% 54.80/22.50  																																									| (2437)  ~ (all_0_57_57 = e1)
% 54.80/22.50  																																									|
% 54.80/22.50  																																									| Simplifying 2437 yields:
% 54.80/22.50  																																									| (1670)  ~ (all_0_57_57 = e1)
% 54.80/22.50  																																									|
% 54.80/22.50  																																									+-Applying beta-rule and splitting (874), into two cases.
% 54.80/22.50  																																									|-Branch one:
% 54.80/22.50  																																									| (875) all_0_57_57 = e0
% 54.80/22.50  																																									|
% 54.80/22.50  																																										| Equations (875) can reduce 364 to:
% 54.80/22.50  																																										| (266) $false
% 54.80/22.50  																																										|
% 54.80/22.50  																																										|-The branch is then unsatisfiable
% 54.80/22.50  																																									|-Branch two:
% 54.80/22.50  																																									| (364)  ~ (all_0_57_57 = e0)
% 54.80/22.50  																																									| (647) all_0_57_57 = e1
% 54.80/22.50  																																									|
% 54.80/22.50  																																										| Equations (647) can reduce 1670 to:
% 54.80/22.50  																																										| (266) $false
% 54.80/22.50  																																										|
% 54.80/22.50  																																										|-The branch is then unsatisfiable
% 54.80/22.50  																																			|-Branch two:
% 54.80/22.50  																																			| (464)  ~ (all_0_51_51 = e1)
% 54.80/22.50  																																			| (1202) all_0_52_52 = e1 | all_0_53_53 = e1
% 54.80/22.50  																																			|
% 54.80/22.50  																																				+-Applying beta-rule and splitting (1202), into two cases.
% 54.80/22.50  																																				|-Branch one:
% 54.80/22.50  																																				| (642) all_0_52_52 = e1
% 54.80/22.50  																																				|
% 54.80/22.50  																																					| Combining equations (565,642) yields a new equation:
% 54.80/22.50  																																					| (636) e4 = e1
% 54.80/22.50  																																					|
% 54.80/22.50  																																					| Simplifying 636 yields:
% 54.80/22.50  																																					| (630) e4 = e1
% 54.80/22.50  																																					|
% 54.80/22.50  																																					| Equations (630) can reduce 110 to:
% 54.80/22.50  																																					| (266) $false
% 54.80/22.50  																																					|
% 54.80/22.50  																																					|-The branch is then unsatisfiable
% 54.80/22.50  																																				|-Branch two:
% 54.80/22.50  																																				| (646)  ~ (all_0_52_52 = e1)
% 54.80/22.50  																																				| (1208) all_0_53_53 = e1
% 54.80/22.50  																																				|
% 54.80/22.50  																																					| Combining equations (1208,607) yields a new equation:
% 54.80/22.50  																																					| (617) e2 = e1
% 54.80/22.50  																																					|
% 54.80/22.50  																																					| Equations (617) can reduce 122 to:
% 54.80/22.50  																																					| (266) $false
% 54.80/22.50  																																					|
% 54.80/22.50  																																					|-The branch is then unsatisfiable
% 54.80/22.50  																															|-Branch two:
% 54.80/22.50  																															| (780)  ~ (all_0_52_52 = e4)
% 54.80/22.50  																															| (781) (all_0_41_41 = e0 & all_0_58_58 = e3 &  ~ (all_0_44_44 = e3)) | (all_0_41_41 = e0 & all_0_58_58 = e3 &  ~ (all_0_55_55 = e0)) | (all_0_47_47 = e1 & all_0_52_52 = e2 &  ~ (all_0_48_48 = e2)) | (all_0_47_47 = e1 & all_0_52_52 = e2 &  ~ (all_0_51_51 = e1)) | (all_0_47_47 = e0 & all_0_58_58 = e2 &  ~ (all_0_49_49 = e2)) | (all_0_47_47 = e0 & all_0_58_58 = e2 &  ~ (all_0_56_56 = e0))
% 54.80/22.50  																															|
% 54.80/22.50  																																+-Applying beta-rule and splitting (355), into two cases.
% 54.80/22.50  																																|-Branch one:
% 54.80/22.50  																																| (565) all_0_52_52 = e4
% 54.80/22.50  																																|
% 54.80/22.50  																																	| Equations (565) can reduce 780 to:
% 54.80/22.50  																																	| (266) $false
% 54.80/22.50  																																	|
% 54.80/22.50  																																	|-The branch is then unsatisfiable
% 54.80/22.50  																																|-Branch two:
% 54.80/22.50  																																| (780)  ~ (all_0_52_52 = e4)
% 54.80/22.50  																																| (642) all_0_52_52 = e1
% 54.80/22.50  																																|
% 54.80/22.50  																																	| Equations (642) can reduce 342 to:
% 54.80/22.50  																																	| (604)  ~ (e2 = e1)
% 54.80/22.50  																																	|
% 54.80/22.50  																																	| Simplifying 604 yields:
% 54.80/22.50  																																	| (122)  ~ (e2 = e1)
% 54.80/22.50  																																	|
% 54.80/22.50  																																	+-Applying beta-rule and splitting (781), into two cases.
% 54.80/22.50  																																	|-Branch one:
% 54.80/22.50  																																	| (789) (all_0_41_41 = e0 & all_0_58_58 = e3 &  ~ (all_0_44_44 = e3)) | (all_0_41_41 = e0 & all_0_58_58 = e3 &  ~ (all_0_55_55 = e0)) | (all_0_47_47 = e1 & all_0_52_52 = e2 &  ~ (all_0_48_48 = e2)) | (all_0_47_47 = e1 & all_0_52_52 = e2 &  ~ (all_0_51_51 = e1)) | (all_0_47_47 = e0 & all_0_58_58 = e2 &  ~ (all_0_49_49 = e2))
% 54.80/22.50  																																	|
% 54.80/22.50  																																		+-Applying beta-rule and splitting (789), into two cases.
% 54.80/22.50  																																		|-Branch one:
% 54.80/22.50  																																		| (790) (all_0_41_41 = e0 & all_0_58_58 = e3 &  ~ (all_0_44_44 = e3)) | (all_0_41_41 = e0 & all_0_58_58 = e3 &  ~ (all_0_55_55 = e0)) | (all_0_47_47 = e1 & all_0_52_52 = e2 &  ~ (all_0_48_48 = e2)) | (all_0_47_47 = e1 & all_0_52_52 = e2 &  ~ (all_0_51_51 = e1))
% 54.80/22.50  																																		|
% 54.80/22.50  																																			+-Applying beta-rule and splitting (790), into two cases.
% 54.80/22.50  																																			|-Branch one:
% 54.80/22.50  																																			| (791) (all_0_41_41 = e0 & all_0_58_58 = e3 &  ~ (all_0_44_44 = e3)) | (all_0_41_41 = e0 & all_0_58_58 = e3 &  ~ (all_0_55_55 = e0)) | (all_0_47_47 = e1 & all_0_52_52 = e2 &  ~ (all_0_48_48 = e2))
% 54.80/22.50  																																			|
% 54.80/22.50  																																				+-Applying beta-rule and splitting (791), into two cases.
% 54.80/22.50  																																				|-Branch one:
% 54.80/22.50  																																				| (792) (all_0_41_41 = e0 & all_0_58_58 = e3 &  ~ (all_0_44_44 = e3)) | (all_0_41_41 = e0 & all_0_58_58 = e3 &  ~ (all_0_55_55 = e0))
% 54.80/22.50  																																				|
% 54.80/22.50  																																					+-Applying beta-rule and splitting (792), into two cases.
% 54.80/22.50  																																					|-Branch one:
% 54.80/22.50  																																					| (793) all_0_41_41 = e0 & all_0_58_58 = e3 &  ~ (all_0_44_44 = e3)
% 54.80/22.50  																																					|
% 54.80/22.50  																																						| Applying alpha-rule on (793) yields:
% 54.80/22.50  																																						| (794) all_0_41_41 = e0
% 54.80/22.50  																																						| (795) all_0_58_58 = e3
% 54.80/22.50  																																						| (407)  ~ (all_0_44_44 = e3)
% 54.80/22.50  																																						|
% 54.80/22.50  																																						| Combining equations (794,437) yields a new equation:
% 54.80/22.50  																																						| (397) e4 = e0
% 54.80/22.50  																																						|
% 54.80/22.50  																																						| Equations (397) can reduce 49 to:
% 54.80/22.50  																																						| (266) $false
% 54.80/22.50  																																						|
% 54.80/22.50  																																						|-The branch is then unsatisfiable
% 54.80/22.50  																																					|-Branch two:
% 54.80/22.50  																																					| (800) all_0_41_41 = e0 & all_0_58_58 = e3 &  ~ (all_0_55_55 = e0)
% 54.80/22.50  																																					|
% 54.80/22.50  																																						| Applying alpha-rule on (800) yields:
% 54.80/22.50  																																						| (794) all_0_41_41 = e0
% 54.80/22.50  																																						| (795) all_0_58_58 = e3
% 54.80/22.50  																																						| (803)  ~ (all_0_55_55 = e0)
% 54.80/22.50  																																						|
% 54.80/22.50  																																						| Combining equations (794,437) yields a new equation:
% 54.80/22.50  																																						| (397) e4 = e0
% 54.80/22.50  																																						|
% 54.80/22.50  																																						| Equations (397) can reduce 49 to:
% 54.80/22.50  																																						| (266) $false
% 54.80/22.50  																																						|
% 54.80/22.50  																																						|-The branch is then unsatisfiable
% 54.80/22.50  																																				|-Branch two:
% 54.80/22.50  																																				| (807) all_0_47_47 = e1 & all_0_52_52 = e2 &  ~ (all_0_48_48 = e2)
% 54.80/22.50  																																				|
% 54.80/22.50  																																					| Applying alpha-rule on (807) yields:
% 54.80/22.50  																																					| (654) all_0_47_47 = e1
% 54.80/22.50  																																					| (352) all_0_52_52 = e2
% 54.80/22.50  																																					| (810)  ~ (all_0_48_48 = e2)
% 54.80/22.50  																																					|
% 54.80/22.50  																																					| Combining equations (642,352) yields a new equation:
% 54.80/22.50  																																					| (617) e2 = e1
% 54.80/22.50  																																					|
% 54.80/22.50  																																					| Equations (617) can reduce 122 to:
% 54.80/22.50  																																					| (266) $false
% 54.80/22.50  																																					|
% 54.80/22.50  																																					|-The branch is then unsatisfiable
% 54.80/22.50  																																			|-Branch two:
% 54.80/22.50  																																			| (813) all_0_47_47 = e1 & all_0_52_52 = e2 &  ~ (all_0_51_51 = e1)
% 54.80/22.50  																																			|
% 54.80/22.50  																																				| Applying alpha-rule on (813) yields:
% 54.80/22.50  																																				| (654) all_0_47_47 = e1
% 54.80/22.50  																																				| (352) all_0_52_52 = e2
% 54.80/22.50  																																				| (464)  ~ (all_0_51_51 = e1)
% 54.80/22.50  																																				|
% 54.80/22.50  																																				| Combining equations (642,352) yields a new equation:
% 54.80/22.50  																																				| (617) e2 = e1
% 54.80/22.50  																																				|
% 54.80/22.50  																																				| Equations (617) can reduce 122 to:
% 54.80/22.50  																																				| (266) $false
% 54.80/22.50  																																				|
% 54.80/22.50  																																				|-The branch is then unsatisfiable
% 54.80/22.50  																																		|-Branch two:
% 54.80/22.50  																																		| (819) all_0_47_47 = e0 & all_0_58_58 = e2 &  ~ (all_0_49_49 = e2)
% 54.80/22.50  																																		|
% 54.80/22.50  																																			| Applying alpha-rule on (819) yields:
% 54.80/22.50  																																			| (674) all_0_47_47 = e0
% 54.80/22.50  																																			| (624) all_0_58_58 = e2
% 54.80/22.50  																																			| (340)  ~ (all_0_49_49 = e2)
% 54.80/22.50  																																			|
% 54.80/22.50  																																			| Equations (624) can reduce 908 to:
% 54.80/22.50  																																			| (266) $false
% 54.80/22.50  																																			|
% 54.80/22.50  																																			|-The branch is then unsatisfiable
% 54.80/22.50  																																	|-Branch two:
% 54.80/22.50  																																	| (825) all_0_47_47 = e0 & all_0_58_58 = e2 &  ~ (all_0_56_56 = e0)
% 54.80/22.50  																																	|
% 54.80/22.50  																																		| Applying alpha-rule on (825) yields:
% 54.80/22.50  																																		| (674) all_0_47_47 = e0
% 54.80/22.50  																																		| (624) all_0_58_58 = e2
% 54.80/22.50  																																		| (828)  ~ (all_0_56_56 = e0)
% 54.80/22.50  																																		|
% 54.80/22.50  																																		| Equations (624) can reduce 908 to:
% 54.80/22.50  																																		| (266) $false
% 54.80/22.50  																																		|
% 54.80/22.50  																																		|-The branch is then unsatisfiable
% 54.80/22.50  																														|-Branch two:
% 54.80/22.50  																														| (511)  ~ (all_0_56_56 = e2)
% 54.80/22.50  																														| (1709) all_0_57_57 = e2 | all_0_58_58 = e2
% 54.80/22.50  																														|
% 54.80/22.50  																															+-Applying beta-rule and splitting (385), into two cases.
% 54.80/22.50  																															|-Branch one:
% 54.80/22.51  																															| (1105) all_0_47_47 = e2
% 54.80/22.51  																															|
% 54.80/22.51  																																| Equations (1105) can reduce 338 to:
% 54.80/22.51  																																| (266) $false
% 54.80/22.51  																																|
% 54.80/22.51  																																|-The branch is then unsatisfiable
% 54.80/22.51  																															|-Branch two:
% 54.80/22.51  																															| (338)  ~ (all_0_47_47 = e2)
% 54.80/22.51  																															| (1108) all_0_51_51 = e2 | all_0_56_56 = e2
% 54.80/22.51  																															|
% 54.80/22.51  																																+-Applying beta-rule and splitting (1108), into two cases.
% 54.80/22.51  																																|-Branch one:
% 54.80/22.51  																																| (504) all_0_51_51 = e2
% 54.80/22.51  																																|
% 54.80/22.51  																																	| Equations (504) can reduce 1099 to:
% 54.80/22.51  																																	| (266) $false
% 54.80/22.51  																																	|
% 54.80/22.51  																																	|-The branch is then unsatisfiable
% 54.80/22.51  																																|-Branch two:
% 54.80/22.51  																																| (1099)  ~ (all_0_51_51 = e2)
% 54.80/22.51  																																| (833) all_0_56_56 = e2
% 54.80/22.51  																																|
% 54.80/22.51  																																	| Equations (833) can reduce 511 to:
% 54.80/22.51  																																	| (266) $false
% 54.80/22.51  																																	|
% 54.80/22.51  																																	|-The branch is then unsatisfiable
% 54.80/22.51  																													|-Branch two:
% 54.80/22.51  																													| (509)  ~ (all_0_53_53 = e2)
% 54.80/22.51  																													| (610) all_0_53_53 = e4 | all_0_53_53 = e3 | all_0_53_53 = e1
% 54.80/22.51  																													|
% 54.80/22.51  																														+-Applying beta-rule and splitting (377), into two cases.
% 54.80/22.51  																														|-Branch one:
% 54.80/22.51  																														| (583) all_0_49_49 = e2
% 54.80/22.51  																														|
% 54.80/22.51  																															| Combining equations (583,884) yields a new equation:
% 54.80/22.51  																															| (662) e3 = e2
% 54.80/22.51  																															|
% 54.80/22.51  																															| Equations (662) can reduce 212 to:
% 54.80/22.51  																															| (266) $false
% 54.80/22.51  																															|
% 54.80/22.51  																															|-The branch is then unsatisfiable
% 54.80/22.51  																														|-Branch two:
% 54.80/22.51  																														| (340)  ~ (all_0_49_49 = e2)
% 54.80/22.51  																														| (614) all_0_53_53 = e2 | all_0_58_58 = e2
% 54.80/22.51  																														|
% 54.80/22.51  																															+-Applying beta-rule and splitting (381), into two cases.
% 54.80/22.51  																															|-Branch one:
% 54.80/22.51  																															| (504) all_0_51_51 = e2
% 54.80/22.51  																															|
% 54.80/22.51  																																| Equations (504) can reduce 139 to:
% 54.80/22.51  																																| (294)  ~ (all_0_39_39 = e2)
% 54.80/22.51  																																|
% 54.80/22.51  																																| Equations (504) can reduce 224 to:
% 54.80/22.51  																																| (338)  ~ (all_0_47_47 = e2)
% 54.80/22.51  																																|
% 54.80/22.51  																																| Equations (504) can reduce 20 to:
% 54.80/22.51  																																| (341)  ~ (all_0_52_52 = e2)
% 54.80/22.51  																																|
% 54.80/22.51  																																| Simplifying 341 yields:
% 54.80/22.51  																																| (342)  ~ (all_0_52_52 = e2)
% 54.80/22.51  																																|
% 54.80/22.51  																																| Equations (504) can reduce 6 to:
% 54.80/22.51  																																| (508)  ~ (all_0_53_53 = e2)
% 54.80/22.51  																																|
% 54.80/22.51  																																| Simplifying 508 yields:
% 54.80/22.51  																																| (509)  ~ (all_0_53_53 = e2)
% 54.80/22.51  																																|
% 54.80/22.51  																																| From (504) and (186) follows:
% 54.80/22.51  																																| (515) op(e1, e2) = e2
% 54.80/22.51  																																|
% 54.80/22.51  																																+-Applying beta-rule and splitting (610), into two cases.
% 54.80/22.51  																																|-Branch one:
% 54.80/22.51  																																| (1298) all_0_53_53 = e4
% 54.80/22.51  																																|
% 54.80/22.51  																																	| Equations (1298) can reduce 162 to:
% 54.80/22.51  																																	| (447)  ~ (all_0_40_40 = e4)
% 54.80/22.51  																																	|
% 54.80/22.51  																																	| Equations (1298) can reduce 46 to:
% 54.80/22.51  																																	| (780)  ~ (all_0_52_52 = e4)
% 54.80/22.51  																																	|
% 54.80/22.51  																																	| Equations (1298) can reduce 509 to:
% 54.80/22.51  																																	| (48)  ~ (e4 = e2)
% 54.80/22.51  																																	|
% 54.80/22.51  																																	| Equations (1298) can reduce 1459 to:
% 54.80/22.51  																																	| (110)  ~ (e4 = e1)
% 54.80/22.51  																																	|
% 54.80/22.51  																																	+-Applying beta-rule and splitting (614), into two cases.
% 54.80/22.51  																																	|-Branch one:
% 54.80/22.51  																																	| (607) all_0_53_53 = e2
% 54.80/22.51  																																	|
% 54.80/22.51  																																		| Combining equations (1298,607) yields a new equation:
% 54.80/22.51  																																		| (322) e4 = e2
% 54.80/22.51  																																		|
% 54.80/22.51  																																		| Simplifying 322 yields:
% 54.80/22.51  																																		| (323) e4 = e2
% 54.80/22.51  																																		|
% 54.80/22.51  																																		| Equations (323) can reduce 48 to:
% 54.80/22.51  																																		| (266) $false
% 54.80/22.51  																																		|
% 54.80/22.51  																																		|-The branch is then unsatisfiable
% 54.80/22.51  																																	|-Branch two:
% 54.80/22.51  																																	| (509)  ~ (all_0_53_53 = e2)
% 54.80/22.51  																																	| (624) all_0_58_58 = e2
% 54.80/22.51  																																	|
% 54.80/22.51  																																		| Equations (624) can reduce 44 to:
% 54.80/22.51  																																		| (511)  ~ (all_0_56_56 = e2)
% 54.80/22.51  																																		|
% 54.80/22.51  																																		| Equations (624) can reduce 148 to:
% 54.80/22.51  																																		| (344)  ~ (all_0_57_57 = e2)
% 54.80/22.51  																																		|
% 54.80/22.51  																																		| Equations (624) can reduce 276 to:
% 54.80/22.51  																																		| (626)  ~ (e3 = e2)
% 54.80/22.51  																																		|
% 54.80/22.51  																																		| Simplifying 626 yields:
% 54.80/22.51  																																		| (212)  ~ (e3 = e2)
% 54.80/22.51  																																		|
% 54.80/22.51  																																		| Equations (624) can reduce 880 to:
% 54.80/22.51  																																		| (122)  ~ (e2 = e1)
% 54.80/22.51  																																		|
% 54.80/22.51  																																		+-Applying beta-rule and splitting (75), into two cases.
% 54.80/22.51  																																		|-Branch one:
% 54.80/22.51  																																		| (485) all_0_40_40 = e0
% 54.80/22.51  																																		|
% 54.80/22.51  																																			| Equations (485) can reduce 176 to:
% 54.80/22.51  																																			| (484)  ~ (all_0_39_39 = e0)
% 54.80/22.51  																																			|
% 54.80/22.51  																																			| From (485) and (234) follows:
% 54.80/22.51  																																			| (3072) op(e4, e0) = e0
% 54.80/22.51  																																			|
% 54.80/22.51  																																			+-Applying beta-rule and splitting (160), into two cases.
% 54.80/22.51  																																			|-Branch one:
% 54.80/22.51  																																			| (601) all_0_50_50 = e1
% 54.80/22.51  																																			|
% 54.80/22.51  																																				| Combining equations (415,601) yields a new equation:
% 54.80/22.51  																																				| (454) e3 = e1
% 54.80/22.51  																																				|
% 54.80/22.51  																																				| Simplifying 454 yields:
% 54.80/22.51  																																				| (455) e3 = e1
% 54.80/22.51  																																				|
% 54.80/22.51  																																				| Equations (455) can reduce 213 to:
% 54.80/22.51  																																				| (266) $false
% 54.80/22.51  																																				|
% 54.80/22.51  																																				|-The branch is then unsatisfiable
% 54.80/22.51  																																			|-Branch two:
% 54.80/22.51  																																			| (759)  ~ (all_0_50_50 = e1)
% 54.80/22.51  																																			| (1168) all_0_51_51 = e1 | all_0_52_52 = e1 | all_0_53_53 = e1
% 54.80/22.51  																																			|
% 54.80/22.51  																																				+-Applying beta-rule and splitting (1168), into two cases.
% 54.80/22.51  																																				|-Branch one:
% 54.80/22.51  																																				| (1109) all_0_51_51 = e1
% 54.80/22.51  																																				|
% 54.80/22.51  																																					| Combining equations (504,1109) yields a new equation:
% 54.80/22.51  																																					| (616) e2 = e1
% 54.80/22.51  																																					|
% 54.80/22.51  																																					| Simplifying 616 yields:
% 54.80/22.51  																																					| (617) e2 = e1
% 54.80/22.51  																																					|
% 54.80/22.51  																																					| Equations (617) can reduce 122 to:
% 54.80/22.51  																																					| (266) $false
% 54.80/22.51  																																					|
% 54.80/22.51  																																					|-The branch is then unsatisfiable
% 54.80/22.51  																																				|-Branch two:
% 54.80/22.51  																																				| (464)  ~ (all_0_51_51 = e1)
% 54.80/22.51  																																				| (1202) all_0_52_52 = e1 | all_0_53_53 = e1
% 54.80/22.51  																																				|
% 54.80/22.51  																																					+-Applying beta-rule and splitting (1202), into two cases.
% 54.80/22.51  																																					|-Branch one:
% 54.80/22.51  																																					| (642) all_0_52_52 = e1
% 54.80/22.51  																																					|
% 54.80/22.51  																																						| Equations (642) can reduce 780 to:
% 54.80/22.51  																																						| (602)  ~ (e4 = e1)
% 54.80/22.51  																																						|
% 54.80/22.51  																																						| Simplifying 602 yields:
% 54.80/22.51  																																						| (110)  ~ (e4 = e1)
% 54.80/22.51  																																						|
% 54.80/22.51  																																						| Equations (642) can reduce 166 to:
% 54.80/22.51  																																						| (467)  ~ (e3 = e1)
% 54.80/22.51  																																						|
% 54.80/22.51  																																						| Simplifying 467 yields:
% 54.80/22.51  																																						| (213)  ~ (e3 = e1)
% 54.80/22.51  																																						|
% 54.80/22.51  																																						| Equations (642) can reduce 342 to:
% 54.80/22.51  																																						| (604)  ~ (e2 = e1)
% 54.80/22.51  																																						|
% 54.80/22.51  																																						| Simplifying 604 yields:
% 54.80/22.51  																																						| (122)  ~ (e2 = e1)
% 54.80/22.51  																																						|
% 54.80/22.51  																																						| Equations (642) can reduce 72 to:
% 54.80/22.51  																																						| (233)  ~ (e1 = e0)
% 54.80/22.51  																																						|
% 54.80/22.51  																																						+-Applying beta-rule and splitting (12), into two cases.
% 54.80/22.51  																																						|-Branch one:
% 54.80/22.51  																																						| (442) all_0_57_57 = e2
% 54.80/22.51  																																						|
% 54.80/22.51  																																							| Equations (442) can reduce 344 to:
% 54.80/22.51  																																							| (266) $false
% 54.80/22.51  																																							|
% 54.80/22.51  																																							|-The branch is then unsatisfiable
% 54.80/22.51  																																						|-Branch two:
% 54.80/22.51  																																						| (344)  ~ (all_0_57_57 = e2)
% 54.80/22.51  																																						| (445) all_0_57_57 = e4 | all_0_57_57 = e1 | all_0_57_57 = e0
% 54.80/22.51  																																						|
% 54.80/22.51  																																							+-Applying beta-rule and splitting (163), into two cases.
% 54.80/22.51  																																							|-Branch one:
% 54.80/22.51  																																							| (565) all_0_52_52 = e4
% 54.80/22.51  																																							|
% 54.80/22.51  																																								| Combining equations (642,565) yields a new equation:
% 54.80/22.51  																																								| (630) e4 = e1
% 54.80/22.51  																																								|
% 54.80/22.51  																																								| Equations (630) can reduce 110 to:
% 54.80/22.51  																																								| (266) $false
% 54.80/22.51  																																								|
% 54.80/22.51  																																								|-The branch is then unsatisfiable
% 54.80/22.51  																																							|-Branch two:
% 54.80/22.51  																																							| (780)  ~ (all_0_52_52 = e4)
% 54.80/22.51  																																							| (781) (all_0_41_41 = e0 & all_0_58_58 = e3 &  ~ (all_0_44_44 = e3)) | (all_0_41_41 = e0 & all_0_58_58 = e3 &  ~ (all_0_55_55 = e0)) | (all_0_47_47 = e1 & all_0_52_52 = e2 &  ~ (all_0_48_48 = e2)) | (all_0_47_47 = e1 & all_0_52_52 = e2 &  ~ (all_0_51_51 = e1)) | (all_0_47_47 = e0 & all_0_58_58 = e2 &  ~ (all_0_49_49 = e2)) | (all_0_47_47 = e0 & all_0_58_58 = e2 &  ~ (all_0_56_56 = e0))
% 54.80/22.51  																																							|
% 54.80/22.51  																																								+-Applying beta-rule and splitting (320), into two cases.
% 54.80/22.51  																																								|-Branch one:
% 54.80/22.51  																																								| (471) all_0_39_39 = e4
% 54.80/22.51  																																								|
% 54.80/22.51  																																									| Equations (471) can reduce 79 to:
% 54.80/22.51  																																									| (251)  ~ (all_0_47_47 = e4)
% 54.80/22.51  																																									|
% 54.80/22.51  																																									| Simplifying 251 yields:
% 54.80/22.51  																																									| (252)  ~ (all_0_47_47 = e4)
% 54.80/22.51  																																									|
% 54.80/22.51  																																									| Equations (471) can reduce 294 to:
% 54.80/22.51  																																									| (48)  ~ (e4 = e2)
% 54.80/22.51  																																									|
% 54.80/22.51  																																									| Equations (471) can reduce 151 to:
% 54.80/22.51  																																									| (110)  ~ (e4 = e1)
% 54.80/22.51  																																									|
% 54.80/22.51  																																									+-Applying beta-rule and splitting (445), into two cases.
% 54.80/22.51  																																									|-Branch one:
% 54.80/22.51  																																									| (871) all_0_57_57 = e4
% 54.80/22.51  																																									|
% 54.80/22.51  																																										| Equations (871) can reduce 140 to:
% 54.80/22.51  																																										| (477)  ~ (all_0_56_56 = e4)
% 54.80/22.51  																																										|
% 54.80/22.51  																																										| From (871) and (83) follows:
% 54.80/22.51  																																										| (3109) op(e0, e1) = e4
% 54.80/22.51  																																										|
% 54.80/22.51  																																										+-Applying beta-rule and splitting (781), into two cases.
% 54.80/22.51  																																										|-Branch one:
% 54.80/22.51  																																										| (789) (all_0_41_41 = e0 & all_0_58_58 = e3 &  ~ (all_0_44_44 = e3)) | (all_0_41_41 = e0 & all_0_58_58 = e3 &  ~ (all_0_55_55 = e0)) | (all_0_47_47 = e1 & all_0_52_52 = e2 &  ~ (all_0_48_48 = e2)) | (all_0_47_47 = e1 & all_0_52_52 = e2 &  ~ (all_0_51_51 = e1)) | (all_0_47_47 = e0 & all_0_58_58 = e2 &  ~ (all_0_49_49 = e2))
% 54.80/22.51  																																										|
% 54.80/22.51  																																											+-Applying beta-rule and splitting (789), into two cases.
% 54.80/22.51  																																											|-Branch one:
% 54.80/22.51  																																											| (790) (all_0_41_41 = e0 & all_0_58_58 = e3 &  ~ (all_0_44_44 = e3)) | (all_0_41_41 = e0 & all_0_58_58 = e3 &  ~ (all_0_55_55 = e0)) | (all_0_47_47 = e1 & all_0_52_52 = e2 &  ~ (all_0_48_48 = e2)) | (all_0_47_47 = e1 & all_0_52_52 = e2 &  ~ (all_0_51_51 = e1))
% 54.80/22.51  																																											|
% 54.80/22.51  																																												+-Applying beta-rule and splitting (790), into two cases.
% 54.80/22.51  																																												|-Branch one:
% 54.80/22.51  																																												| (791) (all_0_41_41 = e0 & all_0_58_58 = e3 &  ~ (all_0_44_44 = e3)) | (all_0_41_41 = e0 & all_0_58_58 = e3 &  ~ (all_0_55_55 = e0)) | (all_0_47_47 = e1 & all_0_52_52 = e2 &  ~ (all_0_48_48 = e2))
% 54.80/22.51  																																												|
% 54.80/22.51  																																													+-Applying beta-rule and splitting (791), into two cases.
% 54.80/22.51  																																													|-Branch one:
% 54.80/22.51  																																													| (792) (all_0_41_41 = e0 & all_0_58_58 = e3 &  ~ (all_0_44_44 = e3)) | (all_0_41_41 = e0 & all_0_58_58 = e3 &  ~ (all_0_55_55 = e0))
% 54.80/22.51  																																													|
% 54.80/22.51  																																														+-Applying beta-rule and splitting (792), into two cases.
% 54.80/22.51  																																														|-Branch one:
% 54.80/22.51  																																														| (793) all_0_41_41 = e0 & all_0_58_58 = e3 &  ~ (all_0_44_44 = e3)
% 54.80/22.51  																																														|
% 54.80/22.51  																																															| Applying alpha-rule on (793) yields:
% 54.80/22.51  																																															| (794) all_0_41_41 = e0
% 54.80/22.51  																																															| (795) all_0_58_58 = e3
% 54.80/22.51  																																															| (407)  ~ (all_0_44_44 = e3)
% 54.80/22.51  																																															|
% 54.80/22.51  																																															| Combining equations (624,795) yields a new equation:
% 54.80/22.51  																																															| (662) e3 = e2
% 54.80/22.51  																																															|
% 54.80/22.51  																																															| Equations (662) can reduce 212 to:
% 54.80/22.51  																																															| (266) $false
% 54.80/22.51  																																															|
% 54.80/22.51  																																															|-The branch is then unsatisfiable
% 54.80/22.51  																																														|-Branch two:
% 54.80/22.51  																																														| (800) all_0_41_41 = e0 & all_0_58_58 = e3 &  ~ (all_0_55_55 = e0)
% 54.80/22.51  																																														|
% 54.80/22.51  																																															| Applying alpha-rule on (800) yields:
% 54.80/22.51  																																															| (794) all_0_41_41 = e0
% 54.80/22.51  																																															| (795) all_0_58_58 = e3
% 54.80/22.51  																																															| (803)  ~ (all_0_55_55 = e0)
% 54.80/22.51  																																															|
% 54.80/22.51  																																															| Combining equations (624,795) yields a new equation:
% 54.80/22.51  																																															| (662) e3 = e2
% 54.80/22.51  																																															|
% 54.80/22.51  																																															| Equations (662) can reduce 212 to:
% 54.80/22.51  																																															| (266) $false
% 54.80/22.51  																																															|
% 54.80/22.51  																																															|-The branch is then unsatisfiable
% 54.80/22.51  																																													|-Branch two:
% 54.80/22.51  																																													| (807) all_0_47_47 = e1 & all_0_52_52 = e2 &  ~ (all_0_48_48 = e2)
% 54.80/22.51  																																													|
% 54.80/22.51  																																														| Applying alpha-rule on (807) yields:
% 54.80/22.51  																																														| (654) all_0_47_47 = e1
% 54.80/22.51  																																														| (352) all_0_52_52 = e2
% 54.80/22.51  																																														| (810)  ~ (all_0_48_48 = e2)
% 54.80/22.51  																																														|
% 54.80/22.51  																																														| Combining equations (642,352) yields a new equation:
% 54.80/22.51  																																														| (617) e2 = e1
% 54.80/22.51  																																														|
% 54.80/22.51  																																														| Equations (617) can reduce 122 to:
% 54.80/22.51  																																														| (266) $false
% 54.80/22.51  																																														|
% 54.80/22.51  																																														|-The branch is then unsatisfiable
% 54.80/22.51  																																												|-Branch two:
% 54.80/22.51  																																												| (813) all_0_47_47 = e1 & all_0_52_52 = e2 &  ~ (all_0_51_51 = e1)
% 54.80/22.51  																																												|
% 54.80/22.51  																																													| Applying alpha-rule on (813) yields:
% 54.80/22.51  																																													| (654) all_0_47_47 = e1
% 54.80/22.51  																																													| (352) all_0_52_52 = e2
% 54.80/22.51  																																													| (464)  ~ (all_0_51_51 = e1)
% 54.80/22.51  																																													|
% 54.80/22.51  																																													| Combining equations (642,352) yields a new equation:
% 54.80/22.51  																																													| (617) e2 = e1
% 54.80/22.51  																																													|
% 54.80/22.51  																																													| Equations (617) can reduce 122 to:
% 54.80/22.51  																																													| (266) $false
% 54.80/22.51  																																													|
% 54.80/22.51  																																													|-The branch is then unsatisfiable
% 54.80/22.51  																																											|-Branch two:
% 54.80/22.51  																																											| (819) all_0_47_47 = e0 & all_0_58_58 = e2 &  ~ (all_0_49_49 = e2)
% 54.80/22.51  																																											|
% 54.80/22.51  																																												| Applying alpha-rule on (819) yields:
% 54.80/22.51  																																												| (674) all_0_47_47 = e0
% 54.80/22.51  																																												| (624) all_0_58_58 = e2
% 54.80/22.51  																																												| (340)  ~ (all_0_49_49 = e2)
% 54.80/22.51  																																												|
% 54.80/22.51  																																												| Equations (674) can reduce 91 to:
% 54.80/22.51  																																												| (1181)  ~ (all_0_56_56 = e0)
% 54.80/22.51  																																												|
% 54.80/22.51  																																												| Simplifying 1181 yields:
% 54.80/22.51  																																												| (828)  ~ (all_0_56_56 = e0)
% 54.80/22.51  																																												|
% 54.80/22.51  																																												| Equations (674) can reduce 252 to:
% 54.80/22.51  																																												| (401)  ~ (e4 = e0)
% 54.80/22.51  																																												|
% 54.80/22.51  																																												| Simplifying 401 yields:
% 54.80/22.51  																																												| (49)  ~ (e4 = e0)
% 54.80/22.51  																																												|
% 54.80/22.51  																																												| Equations (674) can reduce 338 to:
% 54.80/22.51  																																												| (365)  ~ (e2 = e0)
% 54.80/22.51  																																												|
% 54.80/22.51  																																												| Simplifying 365 yields:
% 54.80/22.51  																																												| (128)  ~ (e2 = e0)
% 54.80/22.51  																																												|
% 54.80/22.51  																																												| From (674) and (23) follows:
% 54.80/22.51  																																												| (3148) op(e2, e2) = e0
% 54.80/22.51  																																												|
% 54.80/22.51  																																												+-Applying beta-rule and splitting (133), into two cases.
% 54.80/22.51  																																												|-Branch one:
% 54.80/22.51  																																												| (833) all_0_56_56 = e2
% 54.80/22.51  																																												|
% 54.80/22.51  																																													| Equations (833) can reduce 511 to:
% 54.80/22.51  																																													| (266) $false
% 54.80/22.51  																																													|
% 54.80/22.51  																																													|-The branch is then unsatisfiable
% 54.80/22.51  																																												|-Branch two:
% 54.80/22.51  																																												| (511)  ~ (all_0_56_56 = e2)
% 54.80/22.51  																																												| (836) all_0_56_56 = e4 | all_0_56_56 = e3 | all_0_56_56 = e1 | all_0_56_56 = e0
% 54.80/22.51  																																												|
% 54.80/22.51  																																													+-Applying beta-rule and splitting (135), into two cases.
% 54.80/22.51  																																													|-Branch one:
% 54.80/22.51  																																													| (545) all_0_46_46 = e1
% 54.80/22.51  																																													|
% 54.80/22.51  																																														| Equations (545) can reduce 58 to:
% 54.80/22.51  																																														| (2331)  ~ (all_0_55_55 = e1)
% 54.80/22.51  																																														|
% 54.80/22.51  																																														| Simplifying 2331 yields:
% 54.80/22.51  																																														| (632)  ~ (all_0_55_55 = e1)
% 54.80/22.51  																																														|
% 54.80/22.51  																																														+-Applying beta-rule and splitting (216), into two cases.
% 54.80/22.51  																																														|-Branch one:
% 54.80/22.51  																																														| (629) all_0_55_55 = e1
% 54.80/22.51  																																														|
% 54.80/22.51  																																															| Equations (629) can reduce 632 to:
% 54.80/22.51  																																															| (266) $false
% 54.80/22.51  																																															|
% 54.80/22.51  																																															|-The branch is then unsatisfiable
% 54.80/22.51  																																														|-Branch two:
% 54.80/22.51  																																														| (632)  ~ (all_0_55_55 = e1)
% 54.80/22.51  																																														| (633) all_0_56_56 = e1 | all_0_57_57 = e1 | all_0_58_58 = e1
% 54.80/22.51  																																														|
% 54.80/22.51  																																															+-Applying beta-rule and splitting (125), into two cases.
% 54.80/22.51  																																															|-Branch one:
% 54.80/22.51  																																															| (858) all_0_55_55 = e0
% 54.80/22.51  																																															|
% 54.80/22.51  																																																| Equations (858) can reduce 153 to:
% 54.80/22.51  																																																| (1181)  ~ (all_0_56_56 = e0)
% 54.80/22.51  																																																|
% 54.80/22.51  																																																| Simplifying 1181 yields:
% 54.80/22.51  																																																| (828)  ~ (all_0_56_56 = e0)
% 54.80/22.51  																																																|
% 54.80/22.51  																																																| Equations (858) can reduce 270 to:
% 54.80/22.51  																																																| (541)  ~ (e3 = e0)
% 54.80/22.51  																																																|
% 54.80/22.51  																																																| Simplifying 541 yields:
% 54.80/22.51  																																																| (80)  ~ (e3 = e0)
% 54.80/22.51  																																																|
% 54.80/22.51  																																																+-Applying beta-rule and splitting (836), into two cases.
% 54.80/22.51  																																																|-Branch one:
% 54.80/22.51  																																																| (842) all_0_56_56 = e4
% 54.80/22.51  																																																|
% 54.80/22.51  																																																	| Equations (842) can reduce 477 to:
% 54.80/22.51  																																																	| (266) $false
% 54.80/22.51  																																																	|
% 54.80/22.51  																																																	|-The branch is then unsatisfiable
% 54.80/22.51  																																																|-Branch two:
% 54.80/22.51  																																																| (477)  ~ (all_0_56_56 = e4)
% 54.80/22.51  																																																| (845) all_0_56_56 = e3 | all_0_56_56 = e1 | all_0_56_56 = e0
% 54.80/22.51  																																																|
% 54.80/22.51  																																																	+-Applying beta-rule and splitting (845), into two cases.
% 54.80/22.51  																																																	|-Branch one:
% 54.80/22.51  																																																	| (679) all_0_56_56 = e0
% 54.80/22.51  																																																	|
% 54.80/22.51  																																																		| Equations (679) can reduce 828 to:
% 54.80/22.51  																																																		| (266) $false
% 54.80/22.51  																																																		|
% 54.80/22.51  																																																		|-The branch is then unsatisfiable
% 54.80/22.51  																																																	|-Branch two:
% 54.80/22.51  																																																	| (828)  ~ (all_0_56_56 = e0)
% 54.80/22.51  																																																	| (3172) all_0_56_56 = e3 | all_0_56_56 = e1
% 54.80/22.51  																																																	|
% 54.80/22.51  																																																		+-Applying beta-rule and splitting (633), into two cases.
% 54.80/22.51  																																																		|-Branch one:
% 54.80/22.51  																																																		| (1569) all_0_56_56 = e1
% 54.80/22.51  																																																		|
% 54.80/22.51  																																																			| Equations (1569) can reduce 828 to:
% 54.80/22.51  																																																			| (233)  ~ (e1 = e0)
% 54.80/22.51  																																																			|
% 54.80/22.51  																																																			| From (1569) and (111) follows:
% 54.80/22.51  																																																			| (3175) op(e0, e2) = e1
% 54.80/22.51  																																																			|
% 54.80/22.51  																																																			+-Applying beta-rule and splitting (56), into two cases.
% 54.80/22.51  																																																			|-Branch one:
% 54.80/22.51  																																																			| (696) unit = e2
% 54.80/22.51  																																																			|
% 54.80/22.51  																																																				| From (696) and (32) follows:
% 54.80/22.51  																																																				| (698) op(e2, e2) = e2
% 54.80/22.51  																																																				|
% 54.80/22.51  																																																				| From (696) and (28) follows:
% 54.80/22.51  																																																				| (699) op(e1, e2) = e1
% 54.80/22.51  																																																				|
% 54.80/22.51  																																																				| Instantiating formula (29) with e2, e2, e2, e0 and discharging atoms op(e2, e2) = e2, op(e2, e2) = e0, yields:
% 54.80/22.51  																																																				| (330) e2 = e0
% 54.80/22.51  																																																				|
% 54.80/22.51  																																																				| Instantiating formula (29) with e1, e2, e1, e2 and discharging atoms op(e1, e2) = e2, op(e1, e2) = e1, yields:
% 54.80/22.51  																																																				| (617) e2 = e1
% 54.80/22.51  																																																				|
% 54.80/22.51  																																																				| Combining equations (330,617) yields a new equation:
% 54.80/22.51  																																																				| (431) e1 = e0
% 54.80/22.51  																																																				|
% 54.80/22.51  																																																				| Equations (431) can reduce 233 to:
% 54.80/22.51  																																																				| (266) $false
% 54.80/22.51  																																																				|
% 54.80/22.51  																																																				|-The branch is then unsatisfiable
% 54.80/22.51  																																																			|-Branch two:
% 54.80/22.51  																																																			| (707)  ~ (unit = e2)
% 54.80/22.51  																																																			| (708) unit = e4 | unit = e3 | unit = e1 | unit = e0
% 54.80/22.51  																																																			|
% 54.80/22.51  																																																				+-Applying beta-rule and splitting (708), into two cases.
% 54.80/22.51  																																																				|-Branch one:
% 54.80/22.51  																																																				| (709) unit = e4
% 54.80/22.51  																																																				|
% 54.80/22.51  																																																					| From (709) and (227) follows:
% 54.80/22.51  																																																					| (710) op(e4, e4) = e4
% 54.80/22.51  																																																					|
% 54.80/22.51  																																																					| From (709) and (40) follows:
% 54.80/22.52  																																																					| (711) op(e3, e4) = e3
% 54.80/22.52  																																																					|
% 54.80/22.52  																																																					| From (709) and (32) follows:
% 54.80/22.52  																																																					| (712) op(e2, e4) = e2
% 54.80/22.52  																																																					|
% 54.80/22.52  																																																					| From (709) and (42) follows:
% 54.80/22.52  																																																					| (713) op(e0, e4) = e0
% 54.80/22.52  																																																					|
% 54.80/22.52  																																																					| Instantiating formula (29) with e4, e4, e4, e1 and discharging atoms op(e4, e4) = e4, op(e4, e4) = e1, yields:
% 54.80/22.52  																																																					| (630) e4 = e1
% 54.80/22.52  																																																					|
% 54.80/22.52  																																																					| Instantiating formula (29) with e3, e4, e3, e2 and discharging atoms op(e3, e4) = e3, op(e3, e4) = e2, yields:
% 54.80/22.52  																																																					| (662) e3 = e2
% 54.80/22.52  																																																					|
% 54.80/22.52  																																																					| Instantiating formula (29) with e2, e4, e2, e4 and discharging atoms op(e2, e4) = e4, op(e2, e4) = e2, yields:
% 54.80/22.52  																																																					| (323) e4 = e2
% 54.80/22.52  																																																					|
% 54.80/22.52  																																																					| Instantiating formula (29) with e0, e4, e0, e3 and discharging atoms op(e0, e4) = e3, op(e0, e4) = e0, yields:
% 54.80/22.52  																																																					| (676) e3 = e0
% 54.80/22.52  																																																					|
% 54.80/22.52  																																																					| Combining equations (323,630) yields a new equation:
% 54.80/22.52  																																																					| (616) e2 = e1
% 54.80/22.52  																																																					|
% 54.80/22.52  																																																					| Simplifying 616 yields:
% 54.80/22.52  																																																					| (617) e2 = e1
% 54.80/22.52  																																																					|
% 54.80/22.52  																																																					| Combining equations (662,676) yields a new equation:
% 54.80/22.52  																																																					| (391) e2 = e0
% 54.80/22.52  																																																					|
% 54.80/22.52  																																																					| Simplifying 391 yields:
% 54.80/22.52  																																																					| (330) e2 = e0
% 54.80/22.52  																																																					|
% 54.80/22.52  																																																					| Combining equations (330,617) yields a new equation:
% 54.80/22.52  																																																					| (431) e1 = e0
% 54.80/22.52  																																																					|
% 54.80/22.52  																																																					| Equations (431) can reduce 233 to:
% 54.80/22.52  																																																					| (266) $false
% 54.80/22.52  																																																					|
% 54.80/22.52  																																																					|-The branch is then unsatisfiable
% 54.80/22.52  																																																				|-Branch two:
% 54.80/22.52  																																																				| (724)  ~ (unit = e4)
% 54.80/22.52  																																																				| (725) unit = e3 | unit = e1 | unit = e0
% 54.80/22.52  																																																				|
% 54.80/22.52  																																																					+-Applying beta-rule and splitting (725), into two cases.
% 54.80/22.52  																																																					|-Branch one:
% 54.80/22.52  																																																					| (726) unit = e0
% 54.80/22.52  																																																					|
% 54.80/22.52  																																																						| From (726) and (244) follows:
% 54.80/22.52  																																																						| (2207) op(e0, e4) = e4
% 54.80/22.52  																																																						|
% 54.80/22.52  																																																						| From (726) and (15) follows:
% 54.80/22.52  																																																						| (1508) op(e0, e2) = e2
% 54.80/22.52  																																																						|
% 54.80/22.52  																																																						| From (726) and (227) follows:
% 54.80/22.52  																																																						| (3205) op(e4, e0) = e4
% 54.80/22.52  																																																						|
% 54.80/22.52  																																																						| From (726) and (32) follows:
% 54.80/22.52  																																																						| (727) op(e2, e0) = e2
% 54.80/22.52  																																																						|
% 54.80/22.52  																																																						| Instantiating formula (29) with e4, e0, e4, e0 and discharging atoms op(e4, e0) = e4, op(e4, e0) = e0, yields:
% 54.80/22.52  																																																						| (397) e4 = e0
% 54.80/22.52  																																																						|
% 54.80/22.52  																																																						| Instantiating formula (29) with e2, e0, e2, e3 and discharging atoms op(e2, e0) = e3, op(e2, e0) = e2, yields:
% 54.80/22.52  																																																						| (662) e3 = e2
% 54.80/22.52  																																																						|
% 54.80/22.52  																																																						| Instantiating formula (29) with e0, e4, e4, e3 and discharging atoms op(e0, e4) = e4, op(e0, e4) = e3, yields:
% 54.80/22.52  																																																						| (425) e4 = e3
% 54.80/22.52  																																																						|
% 54.80/22.52  																																																						| Instantiating formula (29) with e0, e2, e2, e1 and discharging atoms op(e0, e2) = e2, op(e0, e2) = e1, yields:
% 54.80/22.52  																																																						| (617) e2 = e1
% 54.80/22.52  																																																						|
% 54.80/22.52  																																																						| Combining equations (397,425) yields a new equation:
% 54.80/22.52  																																																						| (676) e3 = e0
% 54.80/22.52  																																																						|
% 54.80/22.52  																																																						| Combining equations (662,676) yields a new equation:
% 54.80/22.52  																																																						| (391) e2 = e0
% 54.80/22.52  																																																						|
% 54.80/22.52  																																																						| Simplifying 391 yields:
% 54.80/22.52  																																																						| (330) e2 = e0
% 54.80/22.52  																																																						|
% 54.80/22.52  																																																						| Combining equations (617,330) yields a new equation:
% 54.80/22.52  																																																						| (546) e1 = e0
% 54.80/22.52  																																																						|
% 54.80/22.52  																																																						| Simplifying 546 yields:
% 54.80/22.52  																																																						| (431) e1 = e0
% 54.80/22.52  																																																						|
% 54.80/22.52  																																																						| Equations (431) can reduce 233 to:
% 54.80/22.52  																																																						| (266) $false
% 54.80/22.52  																																																						|
% 54.80/22.52  																																																						|-The branch is then unsatisfiable
% 54.80/22.52  																																																					|-Branch two:
% 54.80/22.52  																																																					| (734)  ~ (unit = e0)
% 54.80/22.52  																																																					| (735) unit = e3 | unit = e1
% 54.80/22.52  																																																					|
% 54.80/22.52  																																																						+-Applying beta-rule and splitting (735), into two cases.
% 54.80/22.52  																																																						|-Branch one:
% 54.80/22.52  																																																						| (736) unit = e1
% 54.80/22.52  																																																						|
% 54.80/22.52  																																																							| From (736) and (227) follows:
% 54.80/22.52  																																																							| (739) op(e4, e1) = e4
% 54.80/22.52  																																																							|
% 54.80/22.52  																																																							| From (736) and (42) follows:
% 54.80/22.52  																																																							| (3221) op(e0, e1) = e0
% 54.80/22.52  																																																							|
% 54.80/22.52  																																																							| Instantiating formula (29) with e4, e1, e4, e3 and discharging atoms op(e4, e1) = e4, op(e4, e1) = e3, yields:
% 54.80/22.52  																																																							| (425) e4 = e3
% 54.80/22.52  																																																							|
% 54.80/22.52  																																																							| Instantiating formula (29) with e0, e1, e0, e4 and discharging atoms op(e0, e1) = e4, op(e0, e1) = e0, yields:
% 54.80/22.52  																																																							| (397) e4 = e0
% 54.80/22.52  																																																							|
% 54.80/22.52  																																																							| Combining equations (425,397) yields a new equation:
% 54.80/22.52  																																																							| (675) e3 = e0
% 54.80/22.52  																																																							|
% 54.80/22.52  																																																							| Simplifying 675 yields:
% 54.80/22.52  																																																							| (676) e3 = e0
% 54.80/22.52  																																																							|
% 54.80/22.52  																																																							| Equations (676) can reduce 80 to:
% 54.80/22.52  																																																							| (266) $false
% 54.80/22.52  																																																							|
% 54.80/22.52  																																																							|-The branch is then unsatisfiable
% 54.80/22.52  																																																						|-Branch two:
% 54.80/22.52  																																																						| (748)  ~ (unit = e1)
% 54.80/22.52  																																																						| (749) unit = e3
% 54.80/22.52  																																																						|
% 54.80/22.52  																																																							| From (749) and (209) follows:
% 54.80/22.52  																																																							| (1667) op(e3, e0) = e0
% 54.80/22.52  																																																							|
% 54.80/22.52  																																																							| Instantiating formula (29) with e3, e0, e0, e1 and discharging atoms op(e3, e0) = e1, op(e3, e0) = e0, yields:
% 54.80/22.52  																																																							| (431) e1 = e0
% 54.80/22.52  																																																							|
% 54.80/22.52  																																																							| Equations (431) can reduce 233 to:
% 54.80/22.52  																																																							| (266) $false
% 54.80/22.52  																																																							|
% 54.80/22.52  																																																							|-The branch is then unsatisfiable
% 54.80/22.52  																																																		|-Branch two:
% 54.80/22.52  																																																		| (466)  ~ (all_0_56_56 = e1)
% 54.80/22.52  																																																		| (1574) all_0_57_57 = e1 | all_0_58_58 = e1
% 54.80/22.52  																																																		|
% 54.80/22.52  																																																			+-Applying beta-rule and splitting (3172), into two cases.
% 54.80/22.52  																																																			|-Branch one:
% 54.80/22.52  																																																			| (1569) all_0_56_56 = e1
% 54.80/22.52  																																																			|
% 54.80/22.52  																																																				| Equations (1569) can reduce 466 to:
% 54.80/22.52  																																																				| (266) $false
% 54.80/22.52  																																																				|
% 54.80/22.52  																																																				|-The branch is then unsatisfiable
% 54.80/22.52  																																																			|-Branch two:
% 54.80/22.52  																																																			| (466)  ~ (all_0_56_56 = e1)
% 54.80/22.52  																																																			| (1097) all_0_56_56 = e3
% 54.80/22.52  																																																			|
% 54.80/22.52  																																																				| Equations (1097) can reduce 272 to:
% 54.80/22.52  																																																				| (266) $false
% 54.80/22.52  																																																				|
% 54.80/22.52  																																																				|-The branch is then unsatisfiable
% 54.80/22.52  																																															|-Branch two:
% 54.80/22.52  																																															| (803)  ~ (all_0_55_55 = e0)
% 54.80/22.52  																																															| (863) all_0_56_56 = e0 | all_0_57_57 = e0 | all_0_58_58 = e0
% 54.80/22.52  																																															|
% 54.80/22.52  																																																+-Applying beta-rule and splitting (863), into two cases.
% 54.80/22.52  																																																|-Branch one:
% 54.80/22.52  																																																| (679) all_0_56_56 = e0
% 54.80/22.52  																																																|
% 54.80/22.52  																																																	| Equations (679) can reduce 828 to:
% 54.80/22.52  																																																	| (266) $false
% 54.80/22.52  																																																	|
% 54.80/22.52  																																																	|-The branch is then unsatisfiable
% 54.80/22.52  																																																|-Branch two:
% 54.80/22.52  																																																| (828)  ~ (all_0_56_56 = e0)
% 54.80/22.52  																																																| (924) all_0_57_57 = e0 | all_0_58_58 = e0
% 54.80/22.52  																																																|
% 54.80/22.52  																																																	+-Applying beta-rule and splitting (924), into two cases.
% 54.80/22.52  																																																	|-Branch one:
% 54.80/22.52  																																																	| (875) all_0_57_57 = e0
% 54.80/22.52  																																																	|
% 54.80/22.52  																																																		| Combining equations (871,875) yields a new equation:
% 54.80/22.52  																																																		| (481) e4 = e0
% 54.80/22.52  																																																		|
% 54.80/22.52  																																																		| Simplifying 481 yields:
% 54.80/22.52  																																																		| (397) e4 = e0
% 54.80/22.52  																																																		|
% 54.80/22.52  																																																		| Equations (397) can reduce 49 to:
% 54.80/22.52  																																																		| (266) $false
% 54.80/22.52  																																																		|
% 54.80/22.52  																																																		|-The branch is then unsatisfiable
% 54.80/22.52  																																																	|-Branch two:
% 54.80/22.52  																																																	| (364)  ~ (all_0_57_57 = e0)
% 54.80/22.52  																																																	| (914) all_0_58_58 = e0
% 54.80/22.52  																																																	|
% 54.80/22.52  																																																		| Combining equations (914,624) yields a new equation:
% 54.80/22.52  																																																		| (330) e2 = e0
% 54.80/22.52  																																																		|
% 54.80/22.52  																																																		| Equations (330) can reduce 128 to:
% 54.80/22.52  																																																		| (266) $false
% 54.80/22.52  																																																		|
% 54.80/22.52  																																																		|-The branch is then unsatisfiable
% 54.80/22.52  																																													|-Branch two:
% 54.80/22.52  																																													| (549)  ~ (all_0_46_46 = e1)
% 54.80/22.52  																																													| (550) all_0_47_47 = e1 | all_0_48_48 = e1 | all_0_49_49 = e1
% 54.80/22.52  																																													|
% 54.80/22.52  																																														+-Applying beta-rule and splitting (131), into two cases.
% 54.80/22.52  																																														|-Branch one:
% 54.80/22.52  																																														| (459) all_0_42_42 = e1
% 54.80/22.52  																																														|
% 54.80/22.52  																																															| Combining equations (459,516) yields a new equation:
% 54.80/22.52  																																															| (455) e3 = e1
% 54.80/22.52  																																															|
% 54.80/22.52  																																															| Equations (455) can reduce 213 to:
% 54.80/22.52  																																															| (266) $false
% 54.80/22.52  																																															|
% 54.80/22.52  																																															|-The branch is then unsatisfiable
% 54.80/22.52  																																														|-Branch two:
% 54.80/22.52  																																														| (1380)  ~ (all_0_42_42 = e1)
% 54.80/22.52  																																														| (3259) all_0_47_47 = e1 | all_0_51_51 = e1 | all_0_56_56 = e1
% 54.80/22.52  																																														|
% 54.80/22.52  																																															+-Applying beta-rule and splitting (3259), into two cases.
% 54.80/22.52  																																															|-Branch one:
% 54.80/22.52  																																															| (654) all_0_47_47 = e1
% 54.80/22.52  																																															|
% 54.80/22.52  																																																| Combining equations (674,654) yields a new equation:
% 54.80/22.52  																																																| (431) e1 = e0
% 54.80/22.52  																																																|
% 54.80/22.52  																																																| Equations (431) can reduce 233 to:
% 54.80/22.52  																																																| (266) $false
% 54.80/22.52  																																																|
% 54.80/22.52  																																																|-The branch is then unsatisfiable
% 54.80/22.52  																																															|-Branch two:
% 54.80/22.52  																																															| (462)  ~ (all_0_47_47 = e1)
% 54.80/22.52  																																															| (3264) all_0_51_51 = e1 | all_0_56_56 = e1
% 54.80/22.52  																																															|
% 54.80/22.52  																																																| Equations (674) can reduce 462 to:
% 54.80/22.52  																																																| (435)  ~ (e1 = e0)
% 54.80/22.52  																																																|
% 54.80/22.52  																																																| Simplifying 435 yields:
% 54.80/22.52  																																																| (233)  ~ (e1 = e0)
% 54.80/22.52  																																																|
% 54.80/22.52  																																																+-Applying beta-rule and splitting (550), into two cases.
% 54.80/22.52  																																																|-Branch one:
% 54.80/22.52  																																																| (654) all_0_47_47 = e1
% 54.80/22.52  																																																|
% 54.80/22.52  																																																	| Combining equations (674,654) yields a new equation:
% 54.80/22.52  																																																	| (431) e1 = e0
% 54.80/22.52  																																																	|
% 54.80/22.52  																																																	| Equations (431) can reduce 233 to:
% 54.80/22.52  																																																	| (266) $false
% 54.80/22.52  																																																	|
% 54.80/22.52  																																																	|-The branch is then unsatisfiable
% 54.80/22.52  																																																|-Branch two:
% 54.80/22.52  																																																| (462)  ~ (all_0_47_47 = e1)
% 54.80/22.52  																																																| (659) all_0_48_48 = e1 | all_0_49_49 = e1
% 54.80/22.52  																																																|
% 54.80/22.52  																																																	+-Applying beta-rule and splitting (3264), into two cases.
% 54.80/22.52  																																																	|-Branch one:
% 54.80/22.52  																																																	| (1109) all_0_51_51 = e1
% 54.80/22.52  																																																	|
% 54.80/22.52  																																																		| Combining equations (504,1109) yields a new equation:
% 54.80/22.52  																																																		| (616) e2 = e1
% 54.80/22.52  																																																		|
% 54.80/22.52  																																																		| Simplifying 616 yields:
% 54.80/22.52  																																																		| (617) e2 = e1
% 54.80/22.52  																																																		|
% 54.80/22.52  																																																		| Equations (617) can reduce 122 to:
% 54.80/22.52  																																																		| (266) $false
% 54.80/22.52  																																																		|
% 54.80/22.52  																																																		|-The branch is then unsatisfiable
% 54.80/22.52  																																																	|-Branch two:
% 54.80/22.52  																																																	| (464)  ~ (all_0_51_51 = e1)
% 54.80/22.52  																																																	| (1569) all_0_56_56 = e1
% 54.80/22.52  																																																	|
% 54.80/22.52  																																																		| Equations (1569) can reduce 272 to:
% 54.80/22.52  																																																		| (467)  ~ (e3 = e1)
% 54.80/22.52  																																																		|
% 54.80/22.52  																																																		| Simplifying 467 yields:
% 54.80/22.52  																																																		| (213)  ~ (e3 = e1)
% 54.80/22.52  																																																		|
% 54.80/22.52  																																																		| Equations (1569) can reduce 511 to:
% 54.80/22.52  																																																		| (604)  ~ (e2 = e1)
% 54.80/22.52  																																																		|
% 54.80/22.52  																																																		| Simplifying 604 yields:
% 54.80/22.52  																																																		| (122)  ~ (e2 = e1)
% 54.80/22.52  																																																		|
% 54.80/22.52  																																																		+-Applying beta-rule and splitting (659), into two cases.
% 54.80/22.52  																																																		|-Branch one:
% 54.80/22.52  																																																		| (615) all_0_48_48 = e1
% 54.80/22.52  																																																		|
% 54.80/22.52  																																																			| Combining equations (335,615) yields a new equation:
% 54.80/22.52  																																																			| (616) e2 = e1
% 54.80/22.52  																																																			|
% 54.80/22.52  																																																			| Simplifying 616 yields:
% 54.80/22.52  																																																			| (617) e2 = e1
% 54.80/22.52  																																																			|
% 54.80/22.52  																																																			| Equations (617) can reduce 122 to:
% 54.80/22.52  																																																			| (266) $false
% 54.80/22.52  																																																			|
% 54.80/22.52  																																																			|-The branch is then unsatisfiable
% 54.80/22.52  																																																		|-Branch two:
% 54.80/22.52  																																																		| (619)  ~ (all_0_48_48 = e1)
% 54.80/22.52  																																																		| (671) all_0_49_49 = e1
% 54.80/22.52  																																																		|
% 54.80/22.52  																																																			| Combining equations (884,671) yields a new equation:
% 54.80/22.52  																																																			| (454) e3 = e1
% 54.80/22.52  																																																			|
% 54.80/22.52  																																																			| Simplifying 454 yields:
% 54.80/22.52  																																																			| (455) e3 = e1
% 54.80/22.52  																																																			|
% 54.80/22.52  																																																			| Equations (455) can reduce 213 to:
% 54.80/22.52  																																																			| (266) $false
% 54.80/22.52  																																																			|
% 54.80/22.52  																																																			|-The branch is then unsatisfiable
% 54.80/22.52  																																										|-Branch two:
% 54.80/22.52  																																										| (825) all_0_47_47 = e0 & all_0_58_58 = e2 &  ~ (all_0_56_56 = e0)
% 54.80/22.52  																																										|
% 54.80/22.52  																																											| Applying alpha-rule on (825) yields:
% 54.80/22.52  																																											| (674) all_0_47_47 = e0
% 54.80/22.52  																																											| (624) all_0_58_58 = e2
% 54.80/22.52  																																											| (828)  ~ (all_0_56_56 = e0)
% 54.80/22.52  																																											|
% 54.80/22.52  																																											| Equations (674) can reduce 91 to:
% 54.80/22.52  																																											| (1181)  ~ (all_0_56_56 = e0)
% 54.80/22.52  																																											|
% 54.80/22.52  																																											| Simplifying 1181 yields:
% 54.80/22.52  																																											| (828)  ~ (all_0_56_56 = e0)
% 54.80/22.52  																																											|
% 54.80/22.52  																																											| Equations (674) can reduce 252 to:
% 54.80/22.52  																																											| (401)  ~ (e4 = e0)
% 54.80/22.52  																																											|
% 54.80/22.52  																																											| Simplifying 401 yields:
% 54.80/22.52  																																											| (49)  ~ (e4 = e0)
% 54.80/22.52  																																											|
% 54.80/22.52  																																											| Equations (674) can reduce 338 to:
% 54.80/22.52  																																											| (365)  ~ (e2 = e0)
% 54.80/22.52  																																											|
% 54.80/22.52  																																											| Simplifying 365 yields:
% 54.80/22.52  																																											| (128)  ~ (e2 = e0)
% 54.80/22.52  																																											|
% 54.80/22.52  																																											| From (674) and (23) follows:
% 54.80/22.52  																																											| (3148) op(e2, e2) = e0
% 54.80/22.52  																																											|
% 54.80/22.52  																																											+-Applying beta-rule and splitting (133), into two cases.
% 54.80/22.52  																																											|-Branch one:
% 54.80/22.52  																																											| (833) all_0_56_56 = e2
% 54.80/22.52  																																											|
% 54.80/22.52  																																												| Equations (833) can reduce 511 to:
% 54.80/22.52  																																												| (266) $false
% 54.80/22.52  																																												|
% 54.80/22.52  																																												|-The branch is then unsatisfiable
% 54.80/22.52  																																											|-Branch two:
% 54.80/22.52  																																											| (511)  ~ (all_0_56_56 = e2)
% 54.80/22.52  																																											| (836) all_0_56_56 = e4 | all_0_56_56 = e3 | all_0_56_56 = e1 | all_0_56_56 = e0
% 54.80/22.52  																																											|
% 54.80/22.52  																																												+-Applying beta-rule and splitting (135), into two cases.
% 54.80/22.52  																																												|-Branch one:
% 54.80/22.52  																																												| (545) all_0_46_46 = e1
% 54.80/22.52  																																												|
% 54.80/22.52  																																													| Equations (545) can reduce 58 to:
% 54.80/22.52  																																													| (2331)  ~ (all_0_55_55 = e1)
% 54.80/22.52  																																													|
% 54.80/22.52  																																													| Simplifying 2331 yields:
% 54.80/22.52  																																													| (632)  ~ (all_0_55_55 = e1)
% 54.80/22.52  																																													|
% 54.80/22.52  																																													+-Applying beta-rule and splitting (216), into two cases.
% 54.80/22.52  																																													|-Branch one:
% 54.80/22.52  																																													| (629) all_0_55_55 = e1
% 54.80/22.52  																																													|
% 54.80/22.52  																																														| Equations (629) can reduce 632 to:
% 54.80/22.52  																																														| (266) $false
% 54.80/22.52  																																														|
% 54.80/22.52  																																														|-The branch is then unsatisfiable
% 54.80/22.52  																																													|-Branch two:
% 54.80/22.52  																																													| (632)  ~ (all_0_55_55 = e1)
% 54.80/22.52  																																													| (633) all_0_56_56 = e1 | all_0_57_57 = e1 | all_0_58_58 = e1
% 54.80/22.52  																																													|
% 54.80/22.52  																																														+-Applying beta-rule and splitting (125), into two cases.
% 54.80/22.52  																																														|-Branch one:
% 54.80/22.52  																																														| (858) all_0_55_55 = e0
% 54.80/22.52  																																														|
% 54.80/22.52  																																															| Equations (858) can reduce 153 to:
% 54.80/22.52  																																															| (1181)  ~ (all_0_56_56 = e0)
% 54.80/22.52  																																															|
% 54.80/22.52  																																															| Simplifying 1181 yields:
% 54.80/22.52  																																															| (828)  ~ (all_0_56_56 = e0)
% 54.80/22.52  																																															|
% 54.80/22.52  																																															| Equations (858) can reduce 270 to:
% 54.80/22.52  																																															| (541)  ~ (e3 = e0)
% 54.80/22.52  																																															|
% 54.80/22.52  																																															| Simplifying 541 yields:
% 54.80/22.52  																																															| (80)  ~ (e3 = e0)
% 54.80/22.52  																																															|
% 54.80/22.52  																																															+-Applying beta-rule and splitting (836), into two cases.
% 54.80/22.52  																																															|-Branch one:
% 54.80/22.52  																																															| (842) all_0_56_56 = e4
% 54.80/22.52  																																															|
% 54.80/22.52  																																																| Equations (842) can reduce 477 to:
% 54.80/22.52  																																																| (266) $false
% 54.80/22.52  																																																|
% 54.80/22.52  																																																|-The branch is then unsatisfiable
% 54.80/22.52  																																															|-Branch two:
% 54.80/22.52  																																															| (477)  ~ (all_0_56_56 = e4)
% 54.80/22.52  																																															| (845) all_0_56_56 = e3 | all_0_56_56 = e1 | all_0_56_56 = e0
% 54.80/22.52  																																															|
% 54.80/22.52  																																																+-Applying beta-rule and splitting (845), into two cases.
% 54.80/22.52  																																																|-Branch one:
% 54.80/22.52  																																																| (679) all_0_56_56 = e0
% 54.80/22.52  																																																|
% 54.80/22.52  																																																	| Equations (679) can reduce 828 to:
% 54.80/22.52  																																																	| (266) $false
% 54.80/22.52  																																																	|
% 54.80/22.52  																																																	|-The branch is then unsatisfiable
% 54.80/22.52  																																																|-Branch two:
% 54.80/22.52  																																																| (828)  ~ (all_0_56_56 = e0)
% 54.80/22.52  																																																| (3172) all_0_56_56 = e3 | all_0_56_56 = e1
% 54.80/22.52  																																																|
% 54.80/22.52  																																																	+-Applying beta-rule and splitting (633), into two cases.
% 54.80/22.52  																																																	|-Branch one:
% 54.80/22.52  																																																	| (1569) all_0_56_56 = e1
% 54.80/22.52  																																																	|
% 54.80/22.52  																																																		| Equations (1569) can reduce 828 to:
% 54.80/22.52  																																																		| (233)  ~ (e1 = e0)
% 54.80/22.52  																																																		|
% 54.80/22.52  																																																		| From (1569) and (111) follows:
% 54.80/22.52  																																																		| (3175) op(e0, e2) = e1
% 54.80/22.52  																																																		|
% 54.80/22.52  																																																		+-Applying beta-rule and splitting (56), into two cases.
% 54.80/22.52  																																																		|-Branch one:
% 54.80/22.52  																																																		| (696) unit = e2
% 54.80/22.52  																																																		|
% 54.80/22.52  																																																			| From (696) and (32) follows:
% 54.80/22.52  																																																			| (698) op(e2, e2) = e2
% 54.80/22.52  																																																			|
% 54.80/22.52  																																																			| From (696) and (28) follows:
% 54.80/22.53  																																																			| (699) op(e1, e2) = e1
% 54.80/22.53  																																																			|
% 54.80/22.53  																																																			| Instantiating formula (29) with e2, e2, e2, e0 and discharging atoms op(e2, e2) = e2, op(e2, e2) = e0, yields:
% 54.80/22.53  																																																			| (330) e2 = e0
% 54.80/22.53  																																																			|
% 54.80/22.53  																																																			| Instantiating formula (29) with e1, e2, e1, e2 and discharging atoms op(e1, e2) = e2, op(e1, e2) = e1, yields:
% 54.80/22.53  																																																			| (617) e2 = e1
% 54.80/22.53  																																																			|
% 54.80/22.53  																																																			| Combining equations (330,617) yields a new equation:
% 54.80/22.53  																																																			| (431) e1 = e0
% 54.80/22.53  																																																			|
% 54.80/22.53  																																																			| Equations (431) can reduce 233 to:
% 54.80/22.53  																																																			| (266) $false
% 54.80/22.53  																																																			|
% 54.80/22.53  																																																			|-The branch is then unsatisfiable
% 54.80/22.53  																																																		|-Branch two:
% 54.80/22.53  																																																		| (707)  ~ (unit = e2)
% 54.80/22.53  																																																		| (708) unit = e4 | unit = e3 | unit = e1 | unit = e0
% 54.80/22.53  																																																		|
% 54.80/22.53  																																																			+-Applying beta-rule and splitting (708), into two cases.
% 54.80/22.53  																																																			|-Branch one:
% 54.80/22.53  																																																			| (709) unit = e4
% 54.80/22.53  																																																			|
% 54.80/22.53  																																																				| From (709) and (227) follows:
% 54.80/22.53  																																																				| (710) op(e4, e4) = e4
% 54.80/22.53  																																																				|
% 54.80/22.53  																																																				| From (709) and (40) follows:
% 54.80/22.53  																																																				| (711) op(e3, e4) = e3
% 54.80/22.53  																																																				|
% 54.80/22.53  																																																				| From (709) and (32) follows:
% 54.80/22.53  																																																				| (712) op(e2, e4) = e2
% 54.80/22.53  																																																				|
% 54.80/22.53  																																																				| From (709) and (42) follows:
% 54.80/22.53  																																																				| (713) op(e0, e4) = e0
% 54.80/22.53  																																																				|
% 54.80/22.53  																																																				| Instantiating formula (29) with e4, e4, e4, e1 and discharging atoms op(e4, e4) = e4, op(e4, e4) = e1, yields:
% 55.21/22.53  																																																				| (630) e4 = e1
% 55.21/22.53  																																																				|
% 55.21/22.53  																																																				| Instantiating formula (29) with e3, e4, e3, e2 and discharging atoms op(e3, e4) = e3, op(e3, e4) = e2, yields:
% 55.21/22.53  																																																				| (662) e3 = e2
% 55.21/22.53  																																																				|
% 55.21/22.53  																																																				| Instantiating formula (29) with e2, e4, e2, e4 and discharging atoms op(e2, e4) = e4, op(e2, e4) = e2, yields:
% 55.21/22.53  																																																				| (323) e4 = e2
% 55.21/22.53  																																																				|
% 55.21/22.53  																																																				| Instantiating formula (29) with e0, e4, e0, e3 and discharging atoms op(e0, e4) = e3, op(e0, e4) = e0, yields:
% 55.21/22.53  																																																				| (676) e3 = e0
% 55.21/22.53  																																																				|
% 55.21/22.53  																																																				| Combining equations (323,630) yields a new equation:
% 55.21/22.53  																																																				| (616) e2 = e1
% 55.21/22.53  																																																				|
% 55.21/22.53  																																																				| Simplifying 616 yields:
% 55.21/22.53  																																																				| (617) e2 = e1
% 55.21/22.53  																																																				|
% 55.21/22.53  																																																				| Combining equations (662,676) yields a new equation:
% 55.21/22.53  																																																				| (391) e2 = e0
% 55.21/22.53  																																																				|
% 55.21/22.53  																																																				| Simplifying 391 yields:
% 55.21/22.53  																																																				| (330) e2 = e0
% 55.21/22.53  																																																				|
% 55.21/22.53  																																																				| Combining equations (330,617) yields a new equation:
% 55.21/22.53  																																																				| (431) e1 = e0
% 55.21/22.53  																																																				|
% 55.21/22.53  																																																				| Equations (431) can reduce 233 to:
% 55.21/22.53  																																																				| (266) $false
% 55.21/22.53  																																																				|
% 55.21/22.53  																																																				|-The branch is then unsatisfiable
% 55.21/22.53  																																																			|-Branch two:
% 55.21/22.53  																																																			| (724)  ~ (unit = e4)
% 55.21/22.53  																																																			| (725) unit = e3 | unit = e1 | unit = e0
% 55.21/22.53  																																																			|
% 55.21/22.53  																																																				+-Applying beta-rule and splitting (725), into two cases.
% 55.21/22.53  																																																				|-Branch one:
% 55.21/22.53  																																																				| (726) unit = e0
% 55.21/22.53  																																																				|
% 55.21/22.53  																																																					| From (726) and (244) follows:
% 55.21/22.53  																																																					| (2207) op(e0, e4) = e4
% 55.21/22.53  																																																					|
% 55.21/22.53  																																																					| From (726) and (15) follows:
% 55.21/22.53  																																																					| (1508) op(e0, e2) = e2
% 55.21/22.53  																																																					|
% 55.21/22.53  																																																					| From (726) and (227) follows:
% 55.21/22.53  																																																					| (3205) op(e4, e0) = e4
% 55.21/22.53  																																																					|
% 55.21/22.53  																																																					| From (726) and (32) follows:
% 55.21/22.53  																																																					| (727) op(e2, e0) = e2
% 55.21/22.53  																																																					|
% 55.21/22.53  																																																					| Instantiating formula (29) with e4, e0, e4, e0 and discharging atoms op(e4, e0) = e4, op(e4, e0) = e0, yields:
% 55.21/22.53  																																																					| (397) e4 = e0
% 55.21/22.53  																																																					|
% 55.21/22.53  																																																					| Instantiating formula (29) with e2, e0, e2, e3 and discharging atoms op(e2, e0) = e3, op(e2, e0) = e2, yields:
% 55.21/22.53  																																																					| (662) e3 = e2
% 55.21/22.53  																																																					|
% 55.21/22.53  																																																					| Instantiating formula (29) with e0, e4, e4, e3 and discharging atoms op(e0, e4) = e4, op(e0, e4) = e3, yields:
% 55.21/22.53  																																																					| (425) e4 = e3
% 55.21/22.53  																																																					|
% 55.21/22.53  																																																					| Instantiating formula (29) with e0, e2, e2, e1 and discharging atoms op(e0, e2) = e2, op(e0, e2) = e1, yields:
% 55.21/22.53  																																																					| (617) e2 = e1
% 55.21/22.53  																																																					|
% 55.21/22.53  																																																					| Combining equations (397,425) yields a new equation:
% 55.21/22.53  																																																					| (676) e3 = e0
% 55.21/22.53  																																																					|
% 55.21/22.53  																																																					| Combining equations (662,676) yields a new equation:
% 55.21/22.53  																																																					| (391) e2 = e0
% 55.21/22.53  																																																					|
% 55.21/22.53  																																																					| Simplifying 391 yields:
% 55.21/22.53  																																																					| (330) e2 = e0
% 55.21/22.53  																																																					|
% 55.21/22.53  																																																					| Combining equations (617,330) yields a new equation:
% 55.21/22.53  																																																					| (546) e1 = e0
% 55.21/22.53  																																																					|
% 55.21/22.53  																																																					| Simplifying 546 yields:
% 55.21/22.53  																																																					| (431) e1 = e0
% 55.21/22.53  																																																					|
% 55.21/22.53  																																																					| Equations (431) can reduce 233 to:
% 55.21/22.53  																																																					| (266) $false
% 55.21/22.53  																																																					|
% 55.21/22.53  																																																					|-The branch is then unsatisfiable
% 55.21/22.53  																																																				|-Branch two:
% 55.21/22.53  																																																				| (734)  ~ (unit = e0)
% 55.21/22.53  																																																				| (735) unit = e3 | unit = e1
% 55.21/22.53  																																																				|
% 55.21/22.53  																																																					+-Applying beta-rule and splitting (735), into two cases.
% 55.21/22.53  																																																					|-Branch one:
% 55.21/22.53  																																																					| (736) unit = e1
% 55.21/22.53  																																																					|
% 55.21/22.53  																																																						| From (736) and (227) follows:
% 55.21/22.53  																																																						| (739) op(e4, e1) = e4
% 55.21/22.53  																																																						|
% 55.21/22.53  																																																						| From (736) and (42) follows:
% 55.21/22.53  																																																						| (3221) op(e0, e1) = e0
% 55.21/22.53  																																																						|
% 55.21/22.53  																																																						| Instantiating formula (29) with e4, e1, e4, e3 and discharging atoms op(e4, e1) = e4, op(e4, e1) = e3, yields:
% 55.21/22.53  																																																						| (425) e4 = e3
% 55.21/22.53  																																																						|
% 55.21/22.53  																																																						| Instantiating formula (29) with e0, e1, e0, e4 and discharging atoms op(e0, e1) = e4, op(e0, e1) = e0, yields:
% 55.21/22.53  																																																						| (397) e4 = e0
% 55.21/22.53  																																																						|
% 55.21/22.53  																																																						| Combining equations (425,397) yields a new equation:
% 55.21/22.53  																																																						| (675) e3 = e0
% 55.21/22.53  																																																						|
% 55.21/22.53  																																																						| Simplifying 675 yields:
% 55.21/22.53  																																																						| (676) e3 = e0
% 55.21/22.53  																																																						|
% 55.21/22.53  																																																						| Equations (676) can reduce 80 to:
% 55.21/22.53  																																																						| (266) $false
% 55.21/22.53  																																																						|
% 55.21/22.53  																																																						|-The branch is then unsatisfiable
% 55.21/22.53  																																																					|-Branch two:
% 55.21/22.53  																																																					| (748)  ~ (unit = e1)
% 55.21/22.53  																																																					| (749) unit = e3
% 55.21/22.53  																																																					|
% 55.21/22.53  																																																						| From (749) and (209) follows:
% 55.21/22.53  																																																						| (1667) op(e3, e0) = e0
% 55.21/22.53  																																																						|
% 55.21/22.53  																																																						| Instantiating formula (29) with e3, e0, e0, e1 and discharging atoms op(e3, e0) = e1, op(e3, e0) = e0, yields:
% 55.21/22.53  																																																						| (431) e1 = e0
% 55.21/22.53  																																																						|
% 55.21/22.53  																																																						| Equations (431) can reduce 233 to:
% 55.21/22.53  																																																						| (266) $false
% 55.21/22.53  																																																						|
% 55.21/22.53  																																																						|-The branch is then unsatisfiable
% 55.21/22.53  																																																	|-Branch two:
% 55.21/22.53  																																																	| (466)  ~ (all_0_56_56 = e1)
% 55.21/22.53  																																																	| (1574) all_0_57_57 = e1 | all_0_58_58 = e1
% 55.21/22.53  																																																	|
% 55.21/22.53  																																																		+-Applying beta-rule and splitting (3172), into two cases.
% 55.21/22.53  																																																		|-Branch one:
% 55.21/22.53  																																																		| (1569) all_0_56_56 = e1
% 55.21/22.53  																																																		|
% 55.21/22.53  																																																			| Equations (1569) can reduce 466 to:
% 55.21/22.53  																																																			| (266) $false
% 55.21/22.53  																																																			|
% 55.21/22.53  																																																			|-The branch is then unsatisfiable
% 55.21/22.53  																																																		|-Branch two:
% 55.21/22.53  																																																		| (466)  ~ (all_0_56_56 = e1)
% 55.21/22.53  																																																		| (1097) all_0_56_56 = e3
% 55.21/22.53  																																																		|
% 55.21/22.53  																																																			| Equations (1097) can reduce 272 to:
% 55.21/22.53  																																																			| (266) $false
% 55.21/22.53  																																																			|
% 55.21/22.53  																																																			|-The branch is then unsatisfiable
% 55.21/22.53  																																														|-Branch two:
% 55.21/22.53  																																														| (803)  ~ (all_0_55_55 = e0)
% 55.21/22.53  																																														| (863) all_0_56_56 = e0 | all_0_57_57 = e0 | all_0_58_58 = e0
% 55.21/22.53  																																														|
% 55.21/22.53  																																															+-Applying beta-rule and splitting (863), into two cases.
% 55.21/22.53  																																															|-Branch one:
% 55.21/22.53  																																															| (679) all_0_56_56 = e0
% 55.21/22.53  																																															|
% 55.21/22.53  																																																| Equations (679) can reduce 828 to:
% 55.21/22.53  																																																| (266) $false
% 55.21/22.53  																																																|
% 55.21/22.53  																																																|-The branch is then unsatisfiable
% 55.21/22.53  																																															|-Branch two:
% 55.21/22.53  																																															| (828)  ~ (all_0_56_56 = e0)
% 55.21/22.53  																																															| (924) all_0_57_57 = e0 | all_0_58_58 = e0
% 55.21/22.53  																																															|
% 55.21/22.53  																																																+-Applying beta-rule and splitting (924), into two cases.
% 55.21/22.53  																																																|-Branch one:
% 55.21/22.53  																																																| (875) all_0_57_57 = e0
% 55.21/22.53  																																																|
% 55.21/22.53  																																																	| Combining equations (871,875) yields a new equation:
% 55.21/22.53  																																																	| (481) e4 = e0
% 55.21/22.53  																																																	|
% 55.21/22.53  																																																	| Simplifying 481 yields:
% 55.21/22.53  																																																	| (397) e4 = e0
% 55.21/22.53  																																																	|
% 55.21/22.53  																																																	| Equations (397) can reduce 49 to:
% 55.21/22.53  																																																	| (266) $false
% 55.21/22.53  																																																	|
% 55.21/22.53  																																																	|-The branch is then unsatisfiable
% 55.21/22.53  																																																|-Branch two:
% 55.21/22.53  																																																| (364)  ~ (all_0_57_57 = e0)
% 55.21/22.53  																																																| (914) all_0_58_58 = e0
% 55.21/22.53  																																																|
% 55.21/22.53  																																																	| Combining equations (914,624) yields a new equation:
% 55.21/22.53  																																																	| (330) e2 = e0
% 55.21/22.53  																																																	|
% 55.21/22.53  																																																	| Equations (330) can reduce 128 to:
% 55.21/22.53  																																																	| (266) $false
% 55.21/22.53  																																																	|
% 55.21/22.53  																																																	|-The branch is then unsatisfiable
% 55.21/22.53  																																												|-Branch two:
% 55.21/22.53  																																												| (549)  ~ (all_0_46_46 = e1)
% 55.21/22.53  																																												| (550) all_0_47_47 = e1 | all_0_48_48 = e1 | all_0_49_49 = e1
% 55.21/22.53  																																												|
% 55.21/22.53  																																													+-Applying beta-rule and splitting (131), into two cases.
% 55.21/22.53  																																													|-Branch one:
% 55.21/22.53  																																													| (459) all_0_42_42 = e1
% 55.21/22.53  																																													|
% 55.21/22.53  																																														| Combining equations (459,516) yields a new equation:
% 55.21/22.53  																																														| (455) e3 = e1
% 55.21/22.53  																																														|
% 55.21/22.53  																																														| Equations (455) can reduce 213 to:
% 55.21/22.53  																																														| (266) $false
% 55.21/22.53  																																														|
% 55.21/22.53  																																														|-The branch is then unsatisfiable
% 55.21/22.53  																																													|-Branch two:
% 55.21/22.53  																																													| (1380)  ~ (all_0_42_42 = e1)
% 55.21/22.53  																																													| (3259) all_0_47_47 = e1 | all_0_51_51 = e1 | all_0_56_56 = e1
% 55.21/22.53  																																													|
% 55.21/22.53  																																														+-Applying beta-rule and splitting (3259), into two cases.
% 55.21/22.53  																																														|-Branch one:
% 55.21/22.53  																																														| (654) all_0_47_47 = e1
% 55.21/22.53  																																														|
% 55.21/22.53  																																															| Combining equations (674,654) yields a new equation:
% 55.21/22.53  																																															| (431) e1 = e0
% 55.21/22.53  																																															|
% 55.21/22.53  																																															| Equations (431) can reduce 233 to:
% 55.21/22.53  																																															| (266) $false
% 55.21/22.53  																																															|
% 55.21/22.53  																																															|-The branch is then unsatisfiable
% 55.21/22.53  																																														|-Branch two:
% 55.21/22.53  																																														| (462)  ~ (all_0_47_47 = e1)
% 55.21/22.53  																																														| (3264) all_0_51_51 = e1 | all_0_56_56 = e1
% 55.21/22.53  																																														|
% 55.21/22.53  																																															| Equations (674) can reduce 462 to:
% 55.21/22.53  																																															| (435)  ~ (e1 = e0)
% 55.21/22.53  																																															|
% 55.21/22.53  																																															| Simplifying 435 yields:
% 55.21/22.53  																																															| (233)  ~ (e1 = e0)
% 55.21/22.53  																																															|
% 55.21/22.53  																																															+-Applying beta-rule and splitting (550), into two cases.
% 55.21/22.53  																																															|-Branch one:
% 55.21/22.53  																																															| (654) all_0_47_47 = e1
% 55.21/22.53  																																															|
% 55.21/22.53  																																																| Combining equations (674,654) yields a new equation:
% 55.21/22.53  																																																| (431) e1 = e0
% 55.21/22.53  																																																|
% 55.21/22.53  																																																| Equations (431) can reduce 233 to:
% 55.21/22.53  																																																| (266) $false
% 55.21/22.53  																																																|
% 55.21/22.53  																																																|-The branch is then unsatisfiable
% 55.21/22.53  																																															|-Branch two:
% 55.21/22.53  																																															| (462)  ~ (all_0_47_47 = e1)
% 55.21/22.53  																																															| (659) all_0_48_48 = e1 | all_0_49_49 = e1
% 55.21/22.53  																																															|
% 55.21/22.53  																																																+-Applying beta-rule and splitting (3264), into two cases.
% 55.21/22.53  																																																|-Branch one:
% 55.21/22.53  																																																| (1109) all_0_51_51 = e1
% 55.21/22.53  																																																|
% 55.21/22.53  																																																	| Combining equations (504,1109) yields a new equation:
% 55.21/22.53  																																																	| (616) e2 = e1
% 55.21/22.53  																																																	|
% 55.21/22.53  																																																	| Simplifying 616 yields:
% 55.21/22.53  																																																	| (617) e2 = e1
% 55.21/22.53  																																																	|
% 55.21/22.53  																																																	| Equations (617) can reduce 122 to:
% 55.21/22.53  																																																	| (266) $false
% 55.21/22.53  																																																	|
% 55.21/22.53  																																																	|-The branch is then unsatisfiable
% 55.21/22.53  																																																|-Branch two:
% 55.21/22.53  																																																| (464)  ~ (all_0_51_51 = e1)
% 55.21/22.53  																																																| (1569) all_0_56_56 = e1
% 55.21/22.53  																																																|
% 55.21/22.53  																																																	| Equations (1569) can reduce 272 to:
% 55.21/22.53  																																																	| (467)  ~ (e3 = e1)
% 55.21/22.53  																																																	|
% 55.21/22.53  																																																	| Simplifying 467 yields:
% 55.21/22.53  																																																	| (213)  ~ (e3 = e1)
% 55.21/22.53  																																																	|
% 55.21/22.53  																																																	| Equations (1569) can reduce 511 to:
% 55.21/22.53  																																																	| (604)  ~ (e2 = e1)
% 55.21/22.53  																																																	|
% 55.21/22.53  																																																	| Simplifying 604 yields:
% 55.21/22.53  																																																	| (122)  ~ (e2 = e1)
% 55.21/22.53  																																																	|
% 55.21/22.53  																																																	+-Applying beta-rule and splitting (659), into two cases.
% 55.21/22.53  																																																	|-Branch one:
% 55.21/22.53  																																																	| (615) all_0_48_48 = e1
% 55.21/22.53  																																																	|
% 55.21/22.53  																																																		| Combining equations (335,615) yields a new equation:
% 55.21/22.53  																																																		| (616) e2 = e1
% 55.21/22.53  																																																		|
% 55.21/22.53  																																																		| Simplifying 616 yields:
% 55.21/22.53  																																																		| (617) e2 = e1
% 55.21/22.53  																																																		|
% 55.21/22.53  																																																		| Equations (617) can reduce 122 to:
% 55.21/22.53  																																																		| (266) $false
% 55.21/22.53  																																																		|
% 55.21/22.53  																																																		|-The branch is then unsatisfiable
% 55.21/22.53  																																																	|-Branch two:
% 55.21/22.53  																																																	| (619)  ~ (all_0_48_48 = e1)
% 55.21/22.53  																																																	| (671) all_0_49_49 = e1
% 55.21/22.53  																																																	|
% 55.21/22.53  																																																		| Combining equations (884,671) yields a new equation:
% 55.21/22.53  																																																		| (454) e3 = e1
% 55.21/22.53  																																																		|
% 55.21/22.53  																																																		| Simplifying 454 yields:
% 55.21/22.53  																																																		| (455) e3 = e1
% 55.21/22.53  																																																		|
% 55.21/22.53  																																																		| Equations (455) can reduce 213 to:
% 55.21/22.53  																																																		| (266) $false
% 55.21/22.53  																																																		|
% 55.21/22.53  																																																		|-The branch is then unsatisfiable
% 55.21/22.53  																																									|-Branch two:
% 55.21/22.53  																																									| (839)  ~ (all_0_57_57 = e4)
% 55.21/22.53  																																									| (874) all_0_57_57 = e1 | all_0_57_57 = e0
% 55.21/22.53  																																									|
% 55.21/22.53  																																										+-Applying beta-rule and splitting (400), into two cases.
% 55.21/22.53  																																										|-Branch one:
% 55.21/22.53  																																										| (943) all_0_48_48 = e4
% 55.21/22.53  																																										|
% 55.21/22.53  																																											| Combining equations (943,335) yields a new equation:
% 55.21/22.53  																																											| (322) e4 = e2
% 55.21/22.53  																																											|
% 55.21/22.53  																																											| Simplifying 322 yields:
% 55.21/22.53  																																											| (323) e4 = e2
% 55.21/22.53  																																											|
% 55.21/22.53  																																											| Equations (323) can reduce 48 to:
% 55.21/22.53  																																											| (266) $false
% 55.21/22.53  																																											|
% 55.21/22.53  																																											|-The branch is then unsatisfiable
% 55.21/22.53  																																										|-Branch two:
% 55.21/22.53  																																										| (254)  ~ (all_0_48_48 = e4)
% 55.21/22.53  																																										| (947) all_0_52_52 = e4 | all_0_57_57 = e4
% 55.21/22.53  																																										|
% 55.21/22.53  																																											+-Applying beta-rule and splitting (947), into two cases.
% 55.21/22.53  																																											|-Branch one:
% 55.21/22.53  																																											| (565) all_0_52_52 = e4
% 55.21/22.53  																																											|
% 55.21/22.53  																																												| Combining equations (642,565) yields a new equation:
% 55.21/22.53  																																												| (630) e4 = e1
% 55.21/22.53  																																												|
% 55.21/22.53  																																												| Equations (630) can reduce 110 to:
% 55.21/22.53  																																												| (266) $false
% 55.21/22.53  																																												|
% 55.21/22.53  																																												|-The branch is then unsatisfiable
% 55.21/22.53  																																											|-Branch two:
% 55.21/22.53  																																											| (780)  ~ (all_0_52_52 = e4)
% 55.21/22.53  																																											| (871) all_0_57_57 = e4
% 55.21/22.53  																																											|
% 55.21/22.53  																																												| Equations (871) can reduce 839 to:
% 55.21/22.53  																																												| (266) $false
% 55.21/22.53  																																												|
% 55.21/22.53  																																												|-The branch is then unsatisfiable
% 55.21/22.53  																																								|-Branch two:
% 55.21/22.53  																																								| (1377)  ~ (all_0_39_39 = e4)
% 55.21/22.53  																																								| (480) all_0_39_39 = e0
% 55.21/22.53  																																								|
% 55.21/22.53  																																									| Equations (480) can reduce 484 to:
% 55.21/22.53  																																									| (266) $false
% 55.21/22.53  																																									|
% 55.21/22.53  																																									|-The branch is then unsatisfiable
% 55.21/22.53  																																					|-Branch two:
% 55.21/22.53  																																					| (646)  ~ (all_0_52_52 = e1)
% 55.21/22.53  																																					| (1208) all_0_53_53 = e1
% 55.21/22.53  																																					|
% 55.21/22.53  																																						| Combining equations (1208,1298) yields a new equation:
% 55.21/22.53  																																						| (630) e4 = e1
% 55.21/22.53  																																						|
% 55.21/22.53  																																						| Equations (630) can reduce 110 to:
% 55.21/22.53  																																						| (266) $false
% 55.21/22.53  																																						|
% 55.21/22.53  																																						|-The branch is then unsatisfiable
% 55.21/22.53  																																		|-Branch two:
% 55.21/22.53  																																		| (1401)  ~ (all_0_40_40 = e0)
% 55.21/22.53  																																		| (1748) all_0_44_44 = e0 | all_0_49_49 = e0 | all_0_58_58 = e0
% 55.21/22.53  																																		|
% 55.21/22.53  																																			+-Applying beta-rule and splitting (333), into two cases.
% 55.21/22.53  																																			|-Branch one:
% 55.21/22.53  																																			| (480) all_0_39_39 = e0
% 55.21/22.53  																																			|
% 55.21/22.53  																																				| Equations (480) can reduce 176 to:
% 55.21/22.53  																																				| (1400)  ~ (all_0_40_40 = e0)
% 55.21/22.53  																																				|
% 55.21/22.53  																																				| Simplifying 1400 yields:
% 55.21/22.53  																																				| (1401)  ~ (all_0_40_40 = e0)
% 55.21/22.54  																																				|
% 55.21/22.54  																																				+-Applying beta-rule and splitting (316), into two cases.
% 55.21/22.54  																																				|-Branch one:
% 55.21/22.54  																																				| (1378) all_0_40_40 = e4
% 55.21/22.54  																																				|
% 55.21/22.54  																																					| Equations (1378) can reduce 447 to:
% 55.21/22.54  																																					| (266) $false
% 55.21/22.54  																																					|
% 55.21/22.54  																																					|-The branch is then unsatisfiable
% 55.21/22.54  																																				|-Branch two:
% 55.21/22.54  																																				| (447)  ~ (all_0_40_40 = e4)
% 55.21/22.54  																																				| (485) all_0_40_40 = e0
% 55.21/22.54  																																				|
% 55.21/22.54  																																					| Equations (485) can reduce 1401 to:
% 55.21/22.54  																																					| (266) $false
% 55.21/22.54  																																					|
% 55.21/22.54  																																					|-The branch is then unsatisfiable
% 55.21/22.54  																																			|-Branch two:
% 55.21/22.54  																																			| (484)  ~ (all_0_39_39 = e0)
% 55.21/22.54  																																			| (485) all_0_40_40 = e0
% 55.21/22.54  																																			|
% 55.21/22.54  																																				| Equations (485) can reduce 1401 to:
% 55.21/22.54  																																				| (266) $false
% 55.21/22.54  																																				|
% 55.21/22.54  																																				|-The branch is then unsatisfiable
% 55.21/22.54  																																|-Branch two:
% 55.21/22.54  																																| (1453)  ~ (all_0_53_53 = e4)
% 55.21/22.54  																																| (1694) all_0_53_53 = e3 | all_0_53_53 = e1
% 55.21/22.54  																																|
% 55.21/22.54  																																	+-Applying beta-rule and splitting (1694), into two cases.
% 55.21/22.54  																																	|-Branch one:
% 55.21/22.54  																																	| (1208) all_0_53_53 = e1
% 55.21/22.54  																																	|
% 55.21/22.54  																																		| Equations (1208) can reduce 1459 to:
% 55.21/22.54  																																		| (266) $false
% 55.21/22.54  																																		|
% 55.21/22.54  																																		|-The branch is then unsatisfiable
% 55.21/22.54  																																	|-Branch two:
% 55.21/22.54  																																	| (1459)  ~ (all_0_53_53 = e1)
% 55.21/22.54  																																	| (665) all_0_53_53 = e3
% 55.21/22.54  																																	|
% 55.21/22.54  																																		| Equations (665) can reduce 903 to:
% 55.21/22.54  																																		| (266) $false
% 55.21/22.54  																																		|
% 55.21/22.54  																																		|-The branch is then unsatisfiable
% 55.21/22.54  																															|-Branch two:
% 55.21/22.54  																															| (1099)  ~ (all_0_51_51 = e2)
% 55.21/22.54  																															| (1152) all_0_52_52 = e2 | all_0_53_53 = e2
% 55.21/22.54  																															|
% 55.21/22.54  																																+-Applying beta-rule and splitting (614), into two cases.
% 55.21/22.54  																																|-Branch one:
% 55.21/22.54  																																| (607) all_0_53_53 = e2
% 55.21/22.54  																																|
% 55.21/22.54  																																	| Equations (607) can reduce 509 to:
% 55.21/22.54  																																	| (266) $false
% 55.21/22.54  																																	|
% 55.21/22.54  																																	|-The branch is then unsatisfiable
% 55.21/22.54  																																|-Branch two:
% 55.21/22.54  																																| (509)  ~ (all_0_53_53 = e2)
% 55.21/22.54  																																| (624) all_0_58_58 = e2
% 55.21/22.54  																																|
% 55.21/22.54  																																	| Equations (624) can reduce 44 to:
% 55.21/22.54  																																	| (511)  ~ (all_0_56_56 = e2)
% 55.21/22.54  																																	|
% 55.21/22.54  																																	+-Applying beta-rule and splitting (385), into two cases.
% 55.21/22.54  																																	|-Branch one:
% 55.21/22.54  																																	| (1105) all_0_47_47 = e2
% 55.21/22.54  																																	|
% 55.21/22.54  																																		| Equations (1105) can reduce 338 to:
% 55.21/22.54  																																		| (266) $false
% 55.21/22.54  																																		|
% 55.21/22.54  																																		|-The branch is then unsatisfiable
% 55.21/22.54  																																	|-Branch two:
% 55.21/22.54  																																	| (338)  ~ (all_0_47_47 = e2)
% 55.21/22.54  																																	| (1108) all_0_51_51 = e2 | all_0_56_56 = e2
% 55.21/22.54  																																	|
% 55.21/22.54  																																		+-Applying beta-rule and splitting (1108), into two cases.
% 55.21/22.54  																																		|-Branch one:
% 55.21/22.54  																																		| (504) all_0_51_51 = e2
% 55.21/22.54  																																		|
% 55.21/22.54  																																			| Equations (504) can reduce 1099 to:
% 55.21/22.54  																																			| (266) $false
% 55.21/22.54  																																			|
% 55.21/22.54  																																			|-The branch is then unsatisfiable
% 55.21/22.54  																																		|-Branch two:
% 55.21/22.54  																																		| (1099)  ~ (all_0_51_51 = e2)
% 55.21/22.54  																																		| (833) all_0_56_56 = e2
% 55.21/22.54  																																		|
% 55.21/22.54  																																			| Equations (833) can reduce 511 to:
% 55.21/22.54  																																			| (266) $false
% 55.21/22.54  																																			|
% 55.21/22.54  																																			|-The branch is then unsatisfiable
% 55.21/22.54  																												|-Branch two:
% 55.21/22.54  																												| (639)  ~ (all_0_44_44 = e1)
% 55.21/22.54  																												| (532) all_0_44_44 = e3
% 55.21/22.54  																												|
% 55.21/22.54  																													| Equations (532) can reduce 407 to:
% 55.21/22.54  																													| (266) $false
% 55.21/22.54  																													|
% 55.21/22.54  																													|-The branch is then unsatisfiable
% 55.21/22.54  																											|-Branch two:
% 55.21/22.54  																											| (405)  ~ (all_0_42_42 = e3)
% 55.21/22.54  																											| (521) all_0_47_47 = e3 | all_0_51_51 = e3 | all_0_56_56 = e3
% 55.21/22.54  																											|
% 55.21/22.54  																												+-Applying beta-rule and splitting (1899), into two cases.
% 55.21/22.54  																												|-Branch one:
% 55.21/22.54  																												| (516) all_0_42_42 = e3
% 55.21/22.54  																												|
% 55.21/22.54  																													| Equations (516) can reduce 405 to:
% 55.21/22.54  																													| (266) $false
% 55.21/22.54  																													|
% 55.21/22.54  																													|-The branch is then unsatisfiable
% 55.21/22.54  																												|-Branch two:
% 55.21/22.54  																												| (405)  ~ (all_0_42_42 = e3)
% 55.21/22.54  																												| (532) all_0_44_44 = e3
% 55.21/22.54  																												|
% 55.21/22.54  																													| Equations (532) can reduce 407 to:
% 55.21/22.54  																													| (266) $false
% 55.21/22.54  																													|
% 55.21/22.54  																													|-The branch is then unsatisfiable
% 55.21/22.54  																								|-Branch two:
% 55.21/22.54  																								| (525)  ~ (all_0_49_49 = e3)
% 55.21/22.54  																								| (887) all_0_53_53 = e3 | all_0_58_58 = e3
% 55.21/22.54  																								|
% 55.21/22.54  																									+-Applying beta-rule and splitting (887), into two cases.
% 55.21/22.54  																									|-Branch one:
% 55.21/22.54  																									| (665) all_0_53_53 = e3
% 55.21/22.54  																									|
% 55.21/22.54  																										| Equations (665) can reduce 903 to:
% 55.21/22.54  																										| (266) $false
% 55.21/22.54  																										|
% 55.21/22.54  																										|-The branch is then unsatisfiable
% 55.21/22.54  																									|-Branch two:
% 55.21/22.54  																									| (903)  ~ (all_0_53_53 = e3)
% 55.21/22.54  																									| (795) all_0_58_58 = e3
% 55.21/22.54  																									|
% 55.21/22.54  																										| Equations (795) can reduce 276 to:
% 55.21/22.54  																										| (266) $false
% 55.21/22.54  																										|
% 55.21/22.54  																										|-The branch is then unsatisfiable
% 55.21/22.54  																				|-Branch two:
% 55.21/22.54  																				| (411)  ~ (all_0_50_50 = e3)
% 55.21/22.54  																				| (418) all_0_51_51 = e3 | all_0_53_53 = e3
% 55.21/22.54  																				|
% 55.21/22.54  																					+-Applying beta-rule and splitting (1923), into two cases.
% 55.21/22.54  																					|-Branch one:
% 55.21/22.54  																					| (1557) all_0_46_46 = e3
% 55.21/22.54  																					|
% 55.21/22.54  																						| Equations (1557) can reduce 35 to:
% 55.21/22.54  																						| (410)  ~ (all_0_50_50 = e3)
% 55.21/22.54  																						|
% 55.21/22.54  																						| Simplifying 410 yields:
% 55.21/22.54  																						| (411)  ~ (all_0_50_50 = e3)
% 55.21/22.54  																						|
% 55.21/22.54  																						| Equations (1557) can reduce 58 to:
% 55.21/22.54  																						| (269)  ~ (all_0_55_55 = e3)
% 55.21/22.54  																						|
% 55.21/22.54  																						| Simplifying 269 yields:
% 55.21/22.54  																						| (270)  ~ (all_0_55_55 = e3)
% 55.21/22.54  																						|
% 55.21/22.54  																						| Equations (1557) can reduce 300 to:
% 55.21/22.54  																						| (212)  ~ (e3 = e2)
% 55.21/22.54  																						|
% 55.21/22.54  																						| From (1557) and (33) follows:
% 55.21/22.54  																						| (3526) op(e3, e3) = all_0_16_16
% 55.21/22.54  																						|
% 55.21/22.54  																						| From (1557) and (179) follows:
% 55.21/22.54  																						| (3527) op(e3, e2) = all_0_15_15
% 55.21/22.54  																						|
% 55.21/22.54  																						+-Applying beta-rule and splitting (422), into two cases.
% 55.21/22.54  																						|-Branch one:
% 55.21/22.54  																						| (775) all_0_50_50 = e4
% 55.21/22.54  																						|
% 55.21/22.54  																							| Equations (775) can reduce 566 to:
% 55.21/22.54  																							| (266) $false
% 55.21/22.54  																							|
% 55.21/22.54  																							|-The branch is then unsatisfiable
% 55.21/22.54  																						|-Branch two:
% 55.21/22.54  																						| (566)  ~ (all_0_50_50 = e4)
% 55.21/22.54  																						| (1444) all_0_50_50 = e3 | all_0_50_50 = e1
% 55.21/22.54  																						|
% 55.21/22.54  																							+-Applying beta-rule and splitting (1444), into two cases.
% 55.21/22.54  																							|-Branch one:
% 55.21/22.54  																							| (601) all_0_50_50 = e1
% 55.21/22.54  																							|
% 55.21/22.54  																								| Equations (601) can reduce 101 to:
% 55.21/22.54  																								| (3533)  ~ (all_0_52_52 = e1)
% 55.21/22.54  																								|
% 55.21/22.54  																								| Simplifying 3533 yields:
% 55.21/22.54  																								| (646)  ~ (all_0_52_52 = e1)
% 55.21/22.54  																								|
% 55.21/22.54  																								| Equations (601) can reduce 190 to:
% 55.21/22.54  																								| (1458)  ~ (all_0_53_53 = e1)
% 55.21/22.54  																								|
% 55.21/22.54  																								| Simplifying 1458 yields:
% 55.21/22.54  																								| (1459)  ~ (all_0_53_53 = e1)
% 55.21/22.54  																								|
% 55.21/22.54  																								| Equations (601) can reduce 93 to:
% 55.21/22.54  																								| (2331)  ~ (all_0_55_55 = e1)
% 55.21/22.54  																								|
% 55.21/22.54  																								| Simplifying 2331 yields:
% 55.21/22.54  																								| (632)  ~ (all_0_55_55 = e1)
% 55.21/22.54  																								|
% 55.21/22.54  																								| Equations (601) can reduce 302 to:
% 55.21/22.54  																								| (604)  ~ (e2 = e1)
% 55.21/22.54  																								|
% 55.21/22.54  																								| Simplifying 604 yields:
% 55.21/22.54  																								| (122)  ~ (e2 = e1)
% 55.21/22.54  																								|
% 55.21/22.54  																								| Equations (601) can reduce 121 to:
% 55.21/22.54  																								| (233)  ~ (e1 = e0)
% 55.21/22.54  																								|
% 55.21/22.54  																								| From (601) and (57) follows:
% 55.21/22.54  																								| (606) op(e1, e1) = all_0_22_22
% 55.21/22.54  																								|
% 55.21/22.54  																								+-Applying beta-rule and splitting (130), into two cases.
% 55.21/22.54  																								|-Branch one:
% 55.21/22.54  																								| (430) all_0_43_43 = e1
% 55.21/22.54  																								|
% 55.21/22.54  																									| Combining equations (356,430) yields a new equation:
% 55.21/22.54  																									| (431) e1 = e0
% 55.21/22.54  																									|
% 55.21/22.54  																									| Equations (431) can reduce 233 to:
% 55.21/22.54  																									| (266) $false
% 55.21/22.54  																									|
% 55.21/22.54  																									|-The branch is then unsatisfiable
% 55.21/22.54  																								|-Branch two:
% 55.21/22.54  																								| (433)  ~ (all_0_43_43 = e1)
% 55.21/22.54  																								| (434) all_0_48_48 = e1 | all_0_52_52 = e1 | all_0_57_57 = e1
% 55.21/22.54  																								|
% 55.21/22.54  																									+-Applying beta-rule and splitting (174), into two cases.
% 55.21/22.54  																									|-Branch one:
% 55.21/22.54  																									| (386) all_0_55_55 = e2
% 55.21/22.54  																									|
% 55.21/22.54  																										| Equations (386) can reduce 304 to:
% 55.21/22.54  																										| (266) $false
% 55.21/22.54  																										|
% 55.21/22.54  																										|-The branch is then unsatisfiable
% 55.21/22.54  																									|-Branch two:
% 55.21/22.54  																									| (304)  ~ (all_0_55_55 = e2)
% 55.21/22.54  																									| (2051) all_0_55_55 = e4 | all_0_55_55 = e3 | all_0_55_55 = e1 | all_0_55_55 = e0
% 55.21/22.54  																									|
% 55.21/22.54  																										+-Applying beta-rule and splitting (2051), into two cases.
% 55.21/22.54  																										|-Branch one:
% 55.21/22.54  																										| (587) all_0_55_55 = e4
% 55.21/22.54  																										|
% 55.21/22.54  																											| Equations (587) can reduce 763 to:
% 55.21/22.54  																											| (266) $false
% 55.21/22.54  																											|
% 55.21/22.54  																											|-The branch is then unsatisfiable
% 55.21/22.54  																										|-Branch two:
% 55.21/22.54  																										| (763)  ~ (all_0_55_55 = e4)
% 55.21/22.54  																										| (2055) all_0_55_55 = e3 | all_0_55_55 = e1 | all_0_55_55 = e0
% 55.21/22.54  																										|
% 55.21/22.54  																											+-Applying beta-rule and splitting (2055), into two cases.
% 55.21/22.54  																											|-Branch one:
% 55.21/22.54  																											| (858) all_0_55_55 = e0
% 55.21/22.54  																											|
% 55.21/22.54  																												| Equations (858) can reduce 3 to:
% 55.21/22.54  																												| (490)  ~ (all_0_58_58 = e0)
% 55.21/22.54  																												|
% 55.21/22.54  																												| Simplifying 490 yields:
% 55.21/22.54  																												| (491)  ~ (all_0_58_58 = e0)
% 55.21/22.54  																												|
% 55.21/22.54  																												| From (858) and (187) follows:
% 55.21/22.54  																												| (2064) op(e0, e3) = all_0_32_32
% 55.21/22.54  																												|
% 55.21/22.54  																												| From (858) and (74) follows:
% 55.21/22.54  																												| (752) op(e0, e3) = e0
% 55.21/22.54  																												|
% 55.21/22.54  																												+-Applying beta-rule and splitting (355), into two cases.
% 55.21/22.54  																												|-Branch one:
% 55.21/22.54  																												| (565) all_0_52_52 = e4
% 55.21/22.54  																												|
% 55.21/22.54  																													| Equations (565) can reduce 342 to:
% 55.21/22.54  																													| (48)  ~ (e4 = e2)
% 55.21/22.54  																													|
% 55.21/22.54  																													| Equations (565) can reduce 646 to:
% 55.21/22.54  																													| (110)  ~ (e4 = e1)
% 55.21/22.54  																													|
% 55.21/22.54  																													| Equations (565) can reduce 72 to:
% 55.21/22.54  																													| (49)  ~ (e4 = e0)
% 55.21/22.54  																													|
% 55.21/22.54  																													| From (565) and (124) follows:
% 55.21/22.54  																													| (570) op(e1, e1) = e4
% 55.21/22.54  																													|
% 55.21/22.54  																													+-Applying beta-rule and splitting (434), into two cases.
% 55.21/22.54  																													|-Branch one:
% 55.21/22.54  																													| (615) all_0_48_48 = e1
% 55.21/22.54  																													|
% 55.21/22.54  																														| Combining equations (335,615) yields a new equation:
% 55.21/22.54  																														| (616) e2 = e1
% 55.21/22.54  																														|
% 55.21/22.54  																														| Simplifying 616 yields:
% 55.21/22.54  																														| (617) e2 = e1
% 55.21/22.54  																														|
% 55.21/22.54  																														| Equations (617) can reduce 122 to:
% 55.21/22.54  																														| (266) $false
% 55.21/22.54  																														|
% 55.21/22.54  																														|-The branch is then unsatisfiable
% 55.21/22.54  																													|-Branch two:
% 55.21/22.54  																													| (619)  ~ (all_0_48_48 = e1)
% 55.21/22.54  																													| (620) all_0_52_52 = e1 | all_0_57_57 = e1
% 55.21/22.54  																													|
% 55.21/22.54  																														+-Applying beta-rule and splitting (620), into two cases.
% 55.21/22.54  																														|-Branch one:
% 55.21/22.54  																														| (642) all_0_52_52 = e1
% 55.21/22.54  																														|
% 55.21/22.54  																															| Combining equations (565,642) yields a new equation:
% 55.21/22.54  																															| (636) e4 = e1
% 55.21/22.54  																															|
% 55.21/22.54  																															| Simplifying 636 yields:
% 55.21/22.54  																															| (630) e4 = e1
% 55.21/22.54  																															|
% 55.21/22.54  																															| Equations (630) can reduce 110 to:
% 55.21/22.54  																															| (266) $false
% 55.21/22.54  																															|
% 55.21/22.54  																															|-The branch is then unsatisfiable
% 55.21/22.54  																														|-Branch two:
% 55.21/22.54  																														| (646)  ~ (all_0_52_52 = e1)
% 55.21/22.54  																														| (647) all_0_57_57 = e1
% 55.21/22.54  																														|
% 55.21/22.54  																															| Equations (647) can reduce 140 to:
% 55.21/22.54  																															| (466)  ~ (all_0_56_56 = e1)
% 55.21/22.54  																															|
% 55.21/22.54  																															| From (647) and (45) follows:
% 55.21/22.54  																															| (653) op(e1, e1) = all_0_36_36
% 55.21/22.54  																															|
% 55.21/22.54  																															| From (647) and (146) follows:
% 55.21/22.54  																															| (3580) op(e1, e0) = all_0_35_35
% 55.21/22.54  																															|
% 55.21/22.54  																															| Instantiating formula (29) with e3, e3, all_0_16_16, e4 and discharging atoms op(e3, e3) = all_0_16_16, op(e3, e3) = e4, yields:
% 55.21/22.54  																															| (687) all_0_16_16 = e4
% 55.21/22.54  																															|
% 55.21/22.54  																															| Instantiating formula (29) with e3, e2, all_0_15_15, all_0_42_42 and discharging atoms op(e3, e2) = all_0_15_15, op(e3, e2) = all_0_42_42, yields:
% 55.21/22.54  																															| (3582) all_0_15_15 = all_0_42_42
% 55.21/22.54  																															|
% 55.21/22.54  																															| Instantiating formula (29) with e1, e1, all_0_36_36, all_0_22_22 and discharging atoms op(e1, e1) = all_0_22_22, op(e1, e1) = all_0_36_36, yields:
% 55.21/22.54  																															| (685) all_0_22_22 = all_0_36_36
% 55.21/22.54  																															|
% 55.21/22.54  																															| Instantiating formula (29) with e1, e1, e4, all_0_22_22 and discharging atoms op(e1, e1) = all_0_22_22, op(e1, e1) = e4, yields:
% 55.21/22.54  																															| (686) all_0_22_22 = e4
% 55.21/22.54  																															|
% 55.21/22.54  																															| Instantiating formula (29) with e1, e0, all_0_35_35, all_0_53_53 and discharging atoms op(e1, e0) = all_0_35_35, op(e1, e0) = all_0_53_53, yields:
% 55.21/22.54  																															| (3585) all_0_35_35 = all_0_53_53
% 55.21/22.54  																															|
% 55.21/22.54  																															| Instantiating formula (29) with e0, e3, e0, all_0_32_32 and discharging atoms op(e0, e3) = all_0_32_32, op(e0, e3) = e0, yields:
% 55.21/22.54  																															| (2163) all_0_32_32 = e0
% 55.21/22.54  																															|
% 55.21/22.54  																															| Combining equations (685,686) yields a new equation:
% 55.21/22.54  																															| (689) all_0_36_36 = e4
% 55.21/22.54  																															|
% 55.21/22.54  																															| Simplifying 689 yields:
% 55.21/22.54  																															| (690) all_0_36_36 = e4
% 55.21/22.54  																															|
% 55.21/22.54  																															| From (687) and (3526) follows:
% 55.21/22.54  																															| (1913) op(e3, e3) = e4
% 55.21/22.54  																															|
% 55.21/22.54  																															| From (3582) and (3527) follows:
% 55.21/22.54  																															| (210) op(e3, e2) = all_0_42_42
% 55.21/22.54  																															|
% 55.21/22.54  																															| From (690) and (653) follows:
% 55.21/22.54  																															| (570) op(e1, e1) = e4
% 55.21/22.54  																															|
% 55.21/22.54  																															| From (3585) and (3580) follows:
% 55.21/22.54  																															| (84) op(e1, e0) = all_0_53_53
% 55.21/22.54  																															|
% 55.21/22.54  																															| From (2163) and (2064) follows:
% 55.21/22.54  																															| (752) op(e0, e3) = e0
% 55.21/22.54  																															|
% 55.21/22.54  																															+-Applying beta-rule and splitting (196), into two cases.
% 55.21/22.54  																															|-Branch one:
% 55.21/22.54  																															| (607) all_0_53_53 = e2
% 55.21/22.54  																															|
% 55.21/22.54  																																| Equations (607) can reduce 220 to:
% 55.21/22.54  																																| (147)  ~ (all_0_44_44 = e2)
% 55.21/22.54  																																|
% 55.21/22.54  																																| Equations (607) can reduce 65 to:
% 55.21/22.54  																																| (340)  ~ (all_0_49_49 = e2)
% 55.21/22.54  																																|
% 55.21/22.54  																																| Equations (607) can reduce 10 to:
% 55.21/22.54  																																| (1186)  ~ (all_0_58_58 = e2)
% 55.21/22.54  																																|
% 55.21/22.55  																																| Simplifying 1186 yields:
% 55.21/22.55  																																| (908)  ~ (all_0_58_58 = e2)
% 55.21/22.55  																																|
% 55.21/22.55  																																| Equations (607) can reduce 1459 to:
% 55.21/22.55  																																| (122)  ~ (e2 = e1)
% 55.21/22.55  																																|
% 55.21/22.55  																																| From (607) and (84) follows:
% 55.21/22.55  																																| (2566) op(e1, e0) = e2
% 55.21/22.55  																																|
% 55.21/22.55  																																+-Applying beta-rule and splitting (389), into two cases.
% 55.21/22.55  																																|-Branch one:
% 55.21/22.55  																																| (833) all_0_56_56 = e2
% 55.21/22.55  																																|
% 55.21/22.55  																																	| Equations (833) can reduce 236 to:
% 55.21/22.55  																																	| (51)  ~ (all_0_42_42 = e2)
% 55.21/22.55  																																	|
% 55.21/22.55  																																	| Equations (833) can reduce 91 to:
% 55.21/22.55  																																	| (338)  ~ (all_0_47_47 = e2)
% 55.21/22.55  																																	|
% 55.21/22.55  																																	| From (833) and (111) follows:
% 55.21/22.55  																																	| (1508) op(e0, e2) = e2
% 55.21/22.55  																																	|
% 55.21/22.55  																																	+-Applying beta-rule and splitting (189), into two cases.
% 55.21/22.55  																																	|-Branch one:
% 55.21/22.55  																																	| (532) all_0_44_44 = e3
% 55.21/22.55  																																	|
% 55.21/22.55  																																		| Equations (532) can reduce 73 to:
% 55.21/22.55  																																		| (405)  ~ (all_0_42_42 = e3)
% 55.21/22.55  																																		|
% 55.21/22.55  																																		| Equations (532) can reduce 147 to:
% 55.21/22.55  																																		| (212)  ~ (e3 = e2)
% 55.21/22.55  																																		|
% 55.21/22.55  																																		| From (532) and (138) follows:
% 55.21/22.55  																																		| (1639) op(e3, e0) = e3
% 55.21/22.55  																																		|
% 55.21/22.55  																																		+-Applying beta-rule and splitting (180), into two cases.
% 55.21/22.55  																																		|-Branch one:
% 55.21/22.55  																																		| (516) all_0_42_42 = e3
% 55.21/22.55  																																		|
% 55.21/22.55  																																			| Equations (516) can reduce 405 to:
% 55.21/22.55  																																			| (266) $false
% 55.21/22.55  																																			|
% 55.21/22.55  																																			|-The branch is then unsatisfiable
% 55.21/22.55  																																		|-Branch two:
% 55.21/22.55  																																		| (405)  ~ (all_0_42_42 = e3)
% 55.21/22.55  																																		| (521) all_0_47_47 = e3 | all_0_51_51 = e3 | all_0_56_56 = e3
% 55.21/22.55  																																		|
% 55.21/22.55  																																			+-Applying beta-rule and splitting (152), into two cases.
% 55.21/22.55  																																			|-Branch one:
% 55.21/22.55  																																			| (1392) all_0_42_42 = e4
% 55.21/22.55  																																			|
% 55.21/22.55  																																				| Equations (1392) can reduce 1890 to:
% 55.21/22.55  																																				| (266) $false
% 55.21/22.55  																																				|
% 55.21/22.55  																																				|-The branch is then unsatisfiable
% 55.21/22.55  																																			|-Branch two:
% 55.21/22.55  																																			| (1890)  ~ (all_0_42_42 = e4)
% 55.21/22.55  																																			| (1969) all_0_42_42 = e3 | all_0_42_42 = e1 | all_0_42_42 = e0
% 55.21/22.55  																																			|
% 55.21/22.55  																																				+-Applying beta-rule and splitting (1969), into two cases.
% 55.21/22.55  																																				|-Branch one:
% 55.21/22.55  																																				| (559) all_0_42_42 = e0
% 55.21/22.55  																																				|
% 55.21/22.55  																																					| Equations (559) can reduce 358 to:
% 55.21/22.55  																																					| (266) $false
% 55.21/22.55  																																					|
% 55.21/22.55  																																					|-The branch is then unsatisfiable
% 55.21/22.55  																																				|-Branch two:
% 55.21/22.55  																																				| (358)  ~ (all_0_42_42 = e0)
% 55.21/22.55  																																				| (2510) all_0_42_42 = e3 | all_0_42_42 = e1
% 55.21/22.55  																																				|
% 55.21/22.55  																																					+-Applying beta-rule and splitting (2510), into two cases.
% 55.21/22.55  																																					|-Branch one:
% 55.21/22.55  																																					| (459) all_0_42_42 = e1
% 55.21/22.55  																																					|
% 55.21/22.55  																																						| Equations (459) can reduce 198 to:
% 55.21/22.55  																																						| (461)  ~ (all_0_47_47 = e1)
% 55.21/22.55  																																						|
% 55.21/22.55  																																						| Simplifying 461 yields:
% 55.21/22.55  																																						| (462)  ~ (all_0_47_47 = e1)
% 55.21/22.55  																																						|
% 55.21/22.55  																																						| Equations (459) can reduce 405 to:
% 55.21/22.55  																																						| (467)  ~ (e3 = e1)
% 55.21/22.55  																																						|
% 55.21/22.55  																																						| Simplifying 467 yields:
% 55.21/22.55  																																						| (213)  ~ (e3 = e1)
% 55.21/22.55  																																						|
% 55.21/22.55  																																						| Equations (459) can reduce 51 to:
% 55.21/22.55  																																						| (604)  ~ (e2 = e1)
% 55.21/22.55  																																						|
% 55.21/22.55  																																						| Simplifying 604 yields:
% 55.21/22.55  																																						| (122)  ~ (e2 = e1)
% 55.21/22.55  																																						|
% 55.21/22.55  																																						| From (459) and (210) follows:
% 55.21/22.55  																																						| (470) op(e3, e2) = e1
% 55.21/22.55  																																						|
% 55.21/22.55  																																						+-Applying beta-rule and splitting (135), into two cases.
% 55.21/22.55  																																						|-Branch one:
% 55.21/22.55  																																						| (545) all_0_46_46 = e1
% 55.21/22.55  																																						|
% 55.21/22.55  																																							| Combining equations (545,1557) yields a new equation:
% 55.21/22.55  																																							| (455) e3 = e1
% 55.21/22.55  																																							|
% 55.21/22.55  																																							| Equations (455) can reduce 213 to:
% 55.21/22.55  																																							| (266) $false
% 55.21/22.55  																																							|
% 55.21/22.55  																																							|-The branch is then unsatisfiable
% 55.21/22.55  																																						|-Branch two:
% 55.21/22.55  																																						| (549)  ~ (all_0_46_46 = e1)
% 55.21/22.55  																																						| (550) all_0_47_47 = e1 | all_0_48_48 = e1 | all_0_49_49 = e1
% 55.21/22.55  																																						|
% 55.21/22.55  																																							+-Applying beta-rule and splitting (418), into two cases.
% 55.21/22.55  																																							|-Branch one:
% 55.21/22.55  																																							| (660) all_0_51_51 = e3
% 55.21/22.55  																																							|
% 55.21/22.55  																																								| Equations (660) can reduce 224 to:
% 55.21/22.55  																																								| (1091)  ~ (all_0_47_47 = e3)
% 55.21/22.55  																																								|
% 55.21/22.55  																																								| From (660) and (186) follows:
% 55.21/22.55  																																								| (1552) op(e1, e2) = e3
% 55.21/22.55  																																								|
% 55.21/22.55  																																								+-Applying beta-rule and splitting (550), into two cases.
% 55.21/22.55  																																								|-Branch one:
% 55.21/22.55  																																								| (654) all_0_47_47 = e1
% 55.21/22.55  																																								|
% 55.21/22.55  																																									| Equations (654) can reduce 462 to:
% 55.21/22.55  																																									| (266) $false
% 55.21/22.55  																																									|
% 55.21/22.55  																																									|-The branch is then unsatisfiable
% 55.21/22.55  																																								|-Branch two:
% 55.21/22.55  																																								| (462)  ~ (all_0_47_47 = e1)
% 55.21/22.55  																																								| (659) all_0_48_48 = e1 | all_0_49_49 = e1
% 55.21/22.55  																																								|
% 55.21/22.55  																																									+-Applying beta-rule and splitting (105), into two cases.
% 55.21/22.55  																																									|-Branch one:
% 55.21/22.55  																																									| (1105) all_0_47_47 = e2
% 55.21/22.55  																																									|
% 55.21/22.55  																																										| Equations (1105) can reduce 338 to:
% 55.21/22.55  																																										| (266) $false
% 55.21/22.55  																																										|
% 55.21/22.55  																																										|-The branch is then unsatisfiable
% 55.21/22.55  																																									|-Branch two:
% 55.21/22.55  																																									| (338)  ~ (all_0_47_47 = e2)
% 55.21/22.55  																																									| (1789) all_0_47_47 = e4 | all_0_47_47 = e3 | all_0_47_47 = e1 | all_0_47_47 = e0
% 55.21/22.55  																																									|
% 55.21/22.55  																																										+-Applying beta-rule and splitting (659), into two cases.
% 55.21/22.55  																																										|-Branch one:
% 55.21/22.55  																																										| (615) all_0_48_48 = e1
% 55.21/22.55  																																										|
% 55.21/22.55  																																											| Combining equations (615,335) yields a new equation:
% 55.21/22.55  																																											| (617) e2 = e1
% 55.21/22.55  																																											|
% 55.21/22.55  																																											| Equations (617) can reduce 122 to:
% 55.21/22.55  																																											| (266) $false
% 55.21/22.55  																																											|
% 55.21/22.55  																																											|-The branch is then unsatisfiable
% 55.21/22.55  																																										|-Branch two:
% 55.21/22.55  																																										| (619)  ~ (all_0_48_48 = e1)
% 55.21/22.55  																																										| (671) all_0_49_49 = e1
% 55.21/22.55  																																										|
% 55.21/22.55  																																											| Equations (671) can reduce 86 to:
% 55.21/22.55  																																											| (462)  ~ (all_0_47_47 = e1)
% 55.21/22.55  																																											|
% 55.21/22.55  																																											| Equations (671) can reduce 340 to:
% 55.21/22.55  																																											| (604)  ~ (e2 = e1)
% 55.21/22.55  																																											|
% 55.21/22.55  																																											| Simplifying 604 yields:
% 55.21/22.55  																																											| (122)  ~ (e2 = e1)
% 55.21/22.55  																																											|
% 55.21/22.55  																																											+-Applying beta-rule and splitting (1789), into two cases.
% 55.21/22.55  																																											|-Branch one:
% 55.21/22.55  																																											| (1790) all_0_47_47 = e4
% 55.21/22.55  																																											|
% 55.21/22.55  																																												| Equations (1790) can reduce 252 to:
% 55.21/22.55  																																												| (266) $false
% 55.21/22.55  																																												|
% 55.21/22.55  																																												|-The branch is then unsatisfiable
% 55.21/22.55  																																											|-Branch two:
% 55.21/22.55  																																											| (252)  ~ (all_0_47_47 = e4)
% 55.21/22.55  																																											| (1793) all_0_47_47 = e3 | all_0_47_47 = e1 | all_0_47_47 = e0
% 55.21/22.55  																																											|
% 55.21/22.55  																																												+-Applying beta-rule and splitting (1793), into two cases.
% 55.21/22.55  																																												|-Branch one:
% 55.21/22.55  																																												| (674) all_0_47_47 = e0
% 55.21/22.55  																																												|
% 55.21/22.55  																																													| Equations (674) can reduce 462 to:
% 55.21/22.55  																																													| (435)  ~ (e1 = e0)
% 55.21/22.55  																																													|
% 55.21/22.55  																																													| Simplifying 435 yields:
% 55.21/22.55  																																													| (233)  ~ (e1 = e0)
% 55.21/22.55  																																													|
% 55.21/22.55  																																													+-Applying beta-rule and splitting (56), into two cases.
% 55.21/22.55  																																													|-Branch one:
% 55.21/22.55  																																													| (696) unit = e2
% 55.21/22.55  																																													|
% 55.21/22.55  																																														| From (696) and (211) follows:
% 55.21/22.55  																																														| (1612) op(e2, e1) = e1
% 55.21/22.55  																																														|
% 55.21/22.55  																																														| From (696) and (42) follows:
% 55.21/22.55  																																														| (1613) op(e0, e2) = e0
% 55.21/22.55  																																														|
% 55.21/22.55  																																														| Instantiating formula (29) with e2, e1, e1, e2 and discharging atoms op(e2, e1) = e2, op(e2, e1) = e1, yields:
% 55.21/22.55  																																														| (617) e2 = e1
% 55.21/22.55  																																														|
% 55.21/22.55  																																														| Instantiating formula (29) with e0, e2, e0, e2 and discharging atoms op(e0, e2) = e2, op(e0, e2) = e0, yields:
% 55.21/22.55  																																														| (330) e2 = e0
% 55.21/22.55  																																														|
% 55.21/22.55  																																														| Combining equations (617,330) yields a new equation:
% 55.21/22.55  																																														| (546) e1 = e0
% 55.21/22.55  																																														|
% 55.21/22.55  																																														| Simplifying 546 yields:
% 55.21/22.55  																																														| (431) e1 = e0
% 55.21/22.55  																																														|
% 55.21/22.55  																																														| Equations (431) can reduce 233 to:
% 55.21/22.55  																																														| (266) $false
% 55.21/22.55  																																														|
% 55.21/22.55  																																														|-The branch is then unsatisfiable
% 55.21/22.55  																																													|-Branch two:
% 55.21/22.55  																																													| (707)  ~ (unit = e2)
% 55.21/22.55  																																													| (708) unit = e4 | unit = e3 | unit = e1 | unit = e0
% 55.21/22.55  																																													|
% 55.21/22.55  																																														+-Applying beta-rule and splitting (708), into two cases.
% 55.21/22.55  																																														|-Branch one:
% 55.21/22.55  																																														| (709) unit = e4
% 55.21/22.55  																																														|
% 55.21/22.55  																																															| From (709) and (227) follows:
% 55.21/22.55  																																															| (710) op(e4, e4) = e4
% 55.21/22.55  																																															|
% 55.21/22.55  																																															| From (709) and (40) follows:
% 55.21/22.55  																																															| (711) op(e3, e4) = e3
% 55.21/22.55  																																															|
% 55.21/22.55  																																															| From (709) and (32) follows:
% 55.21/22.55  																																															| (712) op(e2, e4) = e2
% 55.21/22.55  																																															|
% 55.21/22.55  																																															| From (709) and (42) follows:
% 55.21/22.55  																																															| (713) op(e0, e4) = e0
% 55.21/22.55  																																															|
% 55.21/22.55  																																															| Instantiating formula (29) with e4, e4, e4, e1 and discharging atoms op(e4, e4) = e4, op(e4, e4) = e1, yields:
% 55.21/22.55  																																															| (630) e4 = e1
% 55.21/22.55  																																															|
% 55.21/22.55  																																															| Instantiating formula (29) with e3, e4, e3, e2 and discharging atoms op(e3, e4) = e3, op(e3, e4) = e2, yields:
% 55.21/22.55  																																															| (662) e3 = e2
% 55.21/22.55  																																															|
% 55.21/22.55  																																															| Instantiating formula (29) with e2, e4, e2, e4 and discharging atoms op(e2, e4) = e4, op(e2, e4) = e2, yields:
% 55.21/22.55  																																															| (323) e4 = e2
% 55.21/22.55  																																															|
% 55.21/22.55  																																															| Instantiating formula (29) with e0, e4, e0, e3 and discharging atoms op(e0, e4) = e3, op(e0, e4) = e0, yields:
% 55.21/22.55  																																															| (676) e3 = e0
% 55.21/22.55  																																															|
% 55.21/22.55  																																															| Combining equations (323,630) yields a new equation:
% 55.21/22.55  																																															| (616) e2 = e1
% 55.21/22.55  																																															|
% 55.21/22.55  																																															| Simplifying 616 yields:
% 55.21/22.55  																																															| (617) e2 = e1
% 55.21/22.55  																																															|
% 55.21/22.55  																																															| Combining equations (662,676) yields a new equation:
% 55.21/22.55  																																															| (391) e2 = e0
% 55.21/22.55  																																															|
% 55.21/22.55  																																															| Simplifying 391 yields:
% 55.21/22.55  																																															| (330) e2 = e0
% 55.21/22.55  																																															|
% 55.21/22.55  																																															| Combining equations (330,617) yields a new equation:
% 55.21/22.55  																																															| (431) e1 = e0
% 55.21/22.55  																																															|
% 55.21/22.55  																																															| Equations (431) can reduce 233 to:
% 55.21/22.55  																																															| (266) $false
% 55.21/22.55  																																															|
% 55.21/22.55  																																															|-The branch is then unsatisfiable
% 55.21/22.55  																																														|-Branch two:
% 55.21/22.55  																																														| (724)  ~ (unit = e4)
% 55.21/22.55  																																														| (725) unit = e3 | unit = e1 | unit = e0
% 55.21/22.55  																																														|
% 55.21/22.55  																																															+-Applying beta-rule and splitting (725), into two cases.
% 55.21/22.55  																																															|-Branch one:
% 55.21/22.55  																																															| (726) unit = e0
% 55.21/22.55  																																															|
% 55.21/22.55  																																																| From (726) and (28) follows:
% 55.21/22.55  																																																| (2698) op(e1, e0) = e1
% 55.21/22.55  																																																|
% 55.21/22.55  																																																| Instantiating formula (29) with e1, e0, e1, e2 and discharging atoms op(e1, e0) = e2, op(e1, e0) = e1, yields:
% 55.21/22.55  																																																| (617) e2 = e1
% 55.21/22.55  																																																|
% 55.21/22.55  																																																| Equations (617) can reduce 122 to:
% 55.21/22.55  																																																| (266) $false
% 55.21/22.55  																																																|
% 55.21/22.55  																																																|-The branch is then unsatisfiable
% 55.21/22.55  																																															|-Branch two:
% 55.21/22.55  																																															| (734)  ~ (unit = e0)
% 55.21/22.55  																																															| (735) unit = e3 | unit = e1
% 55.21/22.55  																																															|
% 55.21/22.55  																																																+-Applying beta-rule and splitting (735), into two cases.
% 55.21/22.55  																																																|-Branch one:
% 55.21/22.55  																																																| (736) unit = e1
% 55.21/22.55  																																																|
% 55.21/22.55  																																																	| Equations (736) can reduce 734 to:
% 55.21/22.55  																																																	| (233)  ~ (e1 = e0)
% 55.21/22.55  																																																	|
% 55.21/22.55  																																																	| From (736) and (15) follows:
% 55.21/22.55  																																																	| (515) op(e1, e2) = e2
% 55.21/22.55  																																																	|
% 55.21/22.55  																																																	| From (736) and (227) follows:
% 55.21/22.55  																																																	| (739) op(e4, e1) = e4
% 55.21/22.55  																																																	|
% 55.21/22.55  																																																	| From (736) and (40) follows:
% 55.21/22.55  																																																	| (1652) op(e3, e1) = e3
% 55.21/22.55  																																																	|
% 55.21/22.55  																																																	| From (736) and (28) follows:
% 55.21/22.55  																																																	| (740) op(e1, e1) = e1
% 55.21/22.55  																																																	|
% 55.21/22.55  																																																	| Instantiating formula (29) with e4, e1, e4, e3 and discharging atoms op(e4, e1) = e4, op(e4, e1) = e3, yields:
% 55.21/22.55  																																																	| (425) e4 = e3
% 55.21/22.55  																																																	|
% 55.21/22.55  																																																	| Instantiating formula (29) with e3, e1, e3, e0 and discharging atoms op(e3, e1) = e3, op(e3, e1) = e0, yields:
% 55.21/22.55  																																																	| (676) e3 = e0
% 55.21/22.55  																																																	|
% 55.21/22.55  																																																	| Instantiating formula (29) with e1, e2, e2, e3 and discharging atoms op(e1, e2) = e3, op(e1, e2) = e2, yields:
% 55.21/22.55  																																																	| (662) e3 = e2
% 55.21/22.55  																																																	|
% 55.21/22.55  																																																	| Instantiating formula (29) with e1, e1, e1, e4 and discharging atoms op(e1, e1) = e4, op(e1, e1) = e1, yields:
% 55.21/22.55  																																																	| (630) e4 = e1
% 55.21/22.55  																																																	|
% 55.21/22.55  																																																	| Combining equations (425,630) yields a new equation:
% 55.21/22.55  																																																	| (454) e3 = e1
% 55.21/22.55  																																																	|
% 55.21/22.55  																																																	| Simplifying 454 yields:
% 55.21/22.55  																																																	| (455) e3 = e1
% 55.21/22.55  																																																	|
% 55.21/22.55  																																																	| Combining equations (455,662) yields a new equation:
% 55.21/22.55  																																																	| (617) e2 = e1
% 55.21/22.55  																																																	|
% 55.21/22.55  																																																	| Combining equations (676,662) yields a new equation:
% 55.21/22.55  																																																	| (330) e2 = e0
% 55.21/22.55  																																																	|
% 55.21/22.55  																																																	| Combining equations (617,330) yields a new equation:
% 55.21/22.55  																																																	| (546) e1 = e0
% 55.21/22.55  																																																	|
% 55.21/22.55  																																																	| Simplifying 546 yields:
% 55.21/22.55  																																																	| (431) e1 = e0
% 55.21/22.55  																																																	|
% 55.21/22.55  																																																	| Equations (431) can reduce 233 to:
% 55.21/22.55  																																																	| (266) $false
% 55.21/22.55  																																																	|
% 55.21/22.55  																																																	|-The branch is then unsatisfiable
% 55.21/22.55  																																																|-Branch two:
% 55.21/22.55  																																																| (748)  ~ (unit = e1)
% 55.21/22.55  																																																| (749) unit = e3
% 55.21/22.55  																																																|
% 55.21/22.55  																																																	| From (749) and (244) follows:
% 55.21/22.55  																																																	| (750) op(e3, e4) = e4
% 55.21/22.55  																																																	|
% 55.21/22.55  																																																	| From (749) and (15) follows:
% 55.21/22.55  																																																	| (751) op(e3, e2) = e2
% 55.21/22.55  																																																	|
% 55.21/22.55  																																																	| From (749) and (209) follows:
% 55.21/22.55  																																																	| (1667) op(e3, e0) = e0
% 55.21/22.55  																																																	|
% 55.21/22.55  																																																	| From (749) and (40) follows:
% 55.21/22.55  																																																	| (3715) op(e3, e3) = e3
% 55.21/22.55  																																																	|
% 55.21/22.55  																																																	| Instantiating formula (29) with e3, e4, e4, e2 and discharging atoms op(e3, e4) = e4, op(e3, e4) = e2, yields:
% 55.21/22.55  																																																	| (323) e4 = e2
% 55.21/22.55  																																																	|
% 55.21/22.55  																																																	| Instantiating formula (29) with e3, e3, e3, e4 and discharging atoms op(e3, e3) = e4, op(e3, e3) = e3, yields:
% 55.21/22.55  																																																	| (425) e4 = e3
% 55.21/22.55  																																																	|
% 55.21/22.55  																																																	| Instantiating formula (29) with e3, e2, e2, e1 and discharging atoms op(e3, e2) = e2, op(e3, e2) = e1, yields:
% 55.21/22.55  																																																	| (617) e2 = e1
% 55.21/22.55  																																																	|
% 55.21/22.55  																																																	| Instantiating formula (29) with e3, e0, e0, e3 and discharging atoms op(e3, e0) = e3, op(e3, e0) = e0, yields:
% 55.21/22.55  																																																	| (676) e3 = e0
% 55.21/22.55  																																																	|
% 55.21/22.55  																																																	| Combining equations (323,425) yields a new equation:
% 55.21/22.55  																																																	| (662) e3 = e2
% 55.21/22.55  																																																	|
% 55.21/22.55  																																																	| Combining equations (676,662) yields a new equation:
% 55.21/22.55  																																																	| (330) e2 = e0
% 55.21/22.55  																																																	|
% 55.21/22.55  																																																	| Combining equations (330,617) yields a new equation:
% 55.21/22.55  																																																	| (431) e1 = e0
% 55.21/22.55  																																																	|
% 55.21/22.55  																																																	| Equations (431) can reduce 233 to:
% 55.21/22.55  																																																	| (266) $false
% 55.21/22.55  																																																	|
% 55.21/22.55  																																																	|-The branch is then unsatisfiable
% 55.21/22.55  																																												|-Branch two:
% 55.21/22.55  																																												| (678)  ~ (all_0_47_47 = e0)
% 55.21/22.55  																																												| (1831) all_0_47_47 = e3 | all_0_47_47 = e1
% 55.21/22.55  																																												|
% 55.21/22.55  																																													+-Applying beta-rule and splitting (1831), into two cases.
% 55.21/22.55  																																													|-Branch one:
% 55.21/22.55  																																													| (654) all_0_47_47 = e1
% 55.21/22.55  																																													|
% 55.21/22.55  																																														| Equations (654) can reduce 462 to:
% 55.21/22.55  																																														| (266) $false
% 55.21/22.55  																																														|
% 55.21/22.55  																																														|-The branch is then unsatisfiable
% 55.21/22.55  																																													|-Branch two:
% 55.21/22.55  																																													| (462)  ~ (all_0_47_47 = e1)
% 55.21/22.55  																																													| (522) all_0_47_47 = e3
% 55.21/22.55  																																													|
% 55.21/22.55  																																														| Equations (522) can reduce 1091 to:
% 55.21/22.55  																																														| (266) $false
% 55.21/22.55  																																														|
% 55.21/22.55  																																														|-The branch is then unsatisfiable
% 55.21/22.55  																																							|-Branch two:
% 55.21/22.55  																																							| (664)  ~ (all_0_51_51 = e3)
% 55.21/22.55  																																							| (665) all_0_53_53 = e3
% 55.21/22.55  																																							|
% 55.21/22.55  																																								| Combining equations (607,665) yields a new equation:
% 55.21/22.55  																																								| (662) e3 = e2
% 55.21/22.55  																																								|
% 55.21/22.55  																																								| Equations (662) can reduce 212 to:
% 55.21/22.55  																																								| (266) $false
% 55.21/22.55  																																								|
% 55.21/22.55  																																								|-The branch is then unsatisfiable
% 55.21/22.55  																																					|-Branch two:
% 55.21/22.55  																																					| (1380)  ~ (all_0_42_42 = e1)
% 55.21/22.55  																																					| (516) all_0_42_42 = e3
% 55.21/22.55  																																					|
% 55.21/22.55  																																						| Equations (516) can reduce 405 to:
% 55.21/22.55  																																						| (266) $false
% 55.21/22.55  																																						|
% 55.21/22.55  																																						|-The branch is then unsatisfiable
% 55.21/22.56  																																	|-Branch two:
% 55.21/22.56  																																	| (407)  ~ (all_0_44_44 = e3)
% 55.21/22.56  																																	| (537) all_0_49_49 = e3 | all_0_53_53 = e3 | all_0_58_58 = e3
% 55.21/22.56  																																	|
% 55.21/22.56  																																		+-Applying beta-rule and splitting (1899), into two cases.
% 55.21/22.56  																																		|-Branch one:
% 55.21/22.56  																																		| (516) all_0_42_42 = e3
% 55.21/22.56  																																		|
% 55.21/22.56  																																			| Equations (516) can reduce 61 to:
% 55.21/22.56  																																			| (1925)  ~ (all_0_51_51 = e3)
% 55.21/22.56  																																			|
% 55.21/22.56  																																			| Simplifying 1925 yields:
% 55.21/22.56  																																			| (664)  ~ (all_0_51_51 = e3)
% 55.21/22.56  																																			|
% 55.21/22.56  																																			| Equations (516) can reduce 51 to:
% 55.21/22.56  																																			| (212)  ~ (e3 = e2)
% 55.21/22.56  																																			|
% 55.21/22.56  																																			+-Applying beta-rule and splitting (418), into two cases.
% 55.21/22.56  																																			|-Branch one:
% 55.21/22.56  																																			| (660) all_0_51_51 = e3
% 55.21/22.56  																																			|
% 55.21/22.56  																																				| Equations (660) can reduce 664 to:
% 55.21/22.56  																																				| (266) $false
% 55.21/22.56  																																				|
% 55.21/22.56  																																				|-The branch is then unsatisfiable
% 55.21/22.56  																																			|-Branch two:
% 55.21/22.56  																																			| (664)  ~ (all_0_51_51 = e3)
% 55.21/22.56  																																			| (665) all_0_53_53 = e3
% 55.21/22.56  																																			|
% 55.21/22.56  																																				| Combining equations (665,607) yields a new equation:
% 55.21/22.56  																																				| (661) e3 = e2
% 55.21/22.56  																																				|
% 55.21/22.56  																																				| Simplifying 661 yields:
% 55.21/22.56  																																				| (662) e3 = e2
% 55.21/22.56  																																				|
% 55.21/22.56  																																				| Equations (662) can reduce 212 to:
% 55.21/22.56  																																				| (266) $false
% 55.21/22.56  																																				|
% 55.21/22.56  																																				|-The branch is then unsatisfiable
% 55.21/22.56  																																		|-Branch two:
% 55.21/22.56  																																		| (405)  ~ (all_0_42_42 = e3)
% 55.21/22.56  																																		| (532) all_0_44_44 = e3
% 55.21/22.56  																																		|
% 55.21/22.56  																																			| Equations (532) can reduce 407 to:
% 55.21/22.56  																																			| (266) $false
% 55.21/22.56  																																			|
% 55.21/22.56  																																			|-The branch is then unsatisfiable
% 55.21/22.56  																																|-Branch two:
% 55.21/22.56  																																| (511)  ~ (all_0_56_56 = e2)
% 55.21/22.56  																																| (1709) all_0_57_57 = e2 | all_0_58_58 = e2
% 55.21/22.56  																																|
% 55.21/22.56  																																	+-Applying beta-rule and splitting (108), into two cases.
% 55.21/22.56  																																	|-Branch one:
% 55.21/22.56  																																	| (624) all_0_58_58 = e2
% 55.21/22.56  																																	|
% 55.21/22.56  																																		| Equations (624) can reduce 908 to:
% 55.21/22.56  																																		| (266) $false
% 55.21/22.56  																																		|
% 55.21/22.56  																																		|-The branch is then unsatisfiable
% 55.21/22.56  																																	|-Branch two:
% 55.21/22.56  																																	| (908)  ~ (all_0_58_58 = e2)
% 55.21/22.56  																																	| (909) all_0_58_58 = e4 | all_0_58_58 = e3 | all_0_58_58 = e1 | all_0_58_58 = e0
% 55.21/22.56  																																	|
% 55.21/22.56  																																		+-Applying beta-rule and splitting (1709), into two cases.
% 55.21/22.56  																																		|-Branch one:
% 55.21/22.56  																																		| (442) all_0_57_57 = e2
% 55.21/22.56  																																		|
% 55.21/22.56  																																			| Combining equations (442,647) yields a new equation:
% 55.21/22.56  																																			| (616) e2 = e1
% 55.21/22.56  																																			|
% 55.21/22.56  																																			| Simplifying 616 yields:
% 55.21/22.56  																																			| (617) e2 = e1
% 55.21/22.56  																																			|
% 55.21/22.56  																																			| Equations (617) can reduce 122 to:
% 55.21/22.56  																																			| (266) $false
% 55.21/22.56  																																			|
% 55.21/22.56  																																			|-The branch is then unsatisfiable
% 55.21/22.56  																																		|-Branch two:
% 55.21/22.56  																																		| (344)  ~ (all_0_57_57 = e2)
% 55.21/22.56  																																		| (624) all_0_58_58 = e2
% 55.21/22.56  																																		|
% 55.21/22.56  																																			| Equations (624) can reduce 908 to:
% 55.21/22.56  																																			| (266) $false
% 55.21/22.56  																																			|
% 55.21/22.56  																																			|-The branch is then unsatisfiable
% 55.21/22.56  																															|-Branch two:
% 55.21/22.56  																															| (509)  ~ (all_0_53_53 = e2)
% 55.21/22.56  																															| (610) all_0_53_53 = e4 | all_0_53_53 = e3 | all_0_53_53 = e1
% 55.21/22.56  																															|
% 55.21/22.56  																																+-Applying beta-rule and splitting (381), into two cases.
% 55.21/22.56  																																|-Branch one:
% 55.21/22.56  																																| (504) all_0_51_51 = e2
% 55.21/22.56  																																|
% 55.21/22.56  																																	| Equations (504) can reduce 61 to:
% 55.21/22.56  																																	| (51)  ~ (all_0_42_42 = e2)
% 55.21/22.56  																																	|
% 55.21/22.56  																																	| Equations (504) can reduce 224 to:
% 55.21/22.56  																																	| (338)  ~ (all_0_47_47 = e2)
% 55.21/22.56  																																	|
% 55.21/22.56  																																	| Equations (504) can reduce 16 to:
% 55.21/22.56  																																	| (510)  ~ (all_0_56_56 = e2)
% 55.21/22.56  																																	|
% 55.21/22.56  																																	| Simplifying 510 yields:
% 55.21/22.56  																																	| (511)  ~ (all_0_56_56 = e2)
% 55.21/22.56  																																	|
% 55.21/22.56  																																	| From (504) and (186) follows:
% 55.21/22.56  																																	| (515) op(e1, e2) = e2
% 55.21/22.56  																																	|
% 55.21/22.56  																																	+-Applying beta-rule and splitting (133), into two cases.
% 55.21/22.56  																																	|-Branch one:
% 55.21/22.56  																																	| (833) all_0_56_56 = e2
% 55.21/22.56  																																	|
% 55.21/22.56  																																		| Equations (833) can reduce 511 to:
% 55.21/22.56  																																		| (266) $false
% 55.21/22.56  																																		|
% 55.21/22.56  																																		|-The branch is then unsatisfiable
% 55.21/22.56  																																	|-Branch two:
% 55.21/22.56  																																	| (511)  ~ (all_0_56_56 = e2)
% 55.21/22.56  																																	| (836) all_0_56_56 = e4 | all_0_56_56 = e3 | all_0_56_56 = e1 | all_0_56_56 = e0
% 55.21/22.56  																																	|
% 55.21/22.56  																																		+-Applying beta-rule and splitting (418), into two cases.
% 55.21/22.56  																																		|-Branch one:
% 55.21/22.56  																																		| (660) all_0_51_51 = e3
% 55.21/22.56  																																		|
% 55.21/22.56  																																			| Combining equations (504,660) yields a new equation:
% 55.21/22.56  																																			| (662) e3 = e2
% 55.21/22.56  																																			|
% 55.21/22.56  																																			| Equations (662) can reduce 212 to:
% 55.21/22.56  																																			| (266) $false
% 55.21/22.56  																																			|
% 55.21/22.56  																																			|-The branch is then unsatisfiable
% 55.21/22.56  																																		|-Branch two:
% 55.21/22.56  																																		| (664)  ~ (all_0_51_51 = e3)
% 55.21/22.56  																																		| (665) all_0_53_53 = e3
% 55.21/22.56  																																		|
% 55.21/22.56  																																			| Equations (665) can reduce 162 to:
% 55.21/22.56  																																			| (2)  ~ (all_0_40_40 = e3)
% 55.21/22.56  																																			|
% 55.21/22.56  																																			| Equations (665) can reduce 220 to:
% 55.21/22.56  																																			| (407)  ~ (all_0_44_44 = e3)
% 55.21/22.56  																																			|
% 55.21/22.56  																																			| From (665) and (84) follows:
% 55.21/22.56  																																			| (3786) op(e1, e0) = e3
% 55.21/22.56  																																			|
% 55.21/22.56  																																			+-Applying beta-rule and splitting (26), into two cases.
% 55.21/22.56  																																			|-Branch one:
% 55.21/22.56  																																			| (446) all_0_44_44 = e4
% 55.21/22.56  																																			|
% 55.21/22.56  																																				| Equations (446) can reduce 1390 to:
% 55.21/22.56  																																				| (266) $false
% 55.21/22.56  																																				|
% 55.21/22.56  																																				|-The branch is then unsatisfiable
% 55.21/22.56  																																			|-Branch two:
% 55.21/22.56  																																			| (1390)  ~ (all_0_44_44 = e4)
% 55.21/22.56  																																			| (1391) all_0_44_44 = e3 | all_0_44_44 = e1 | all_0_44_44 = e0
% 55.21/22.56  																																			|
% 55.21/22.56  																																				+-Applying beta-rule and splitting (180), into two cases.
% 55.21/22.56  																																				|-Branch one:
% 55.21/22.56  																																				| (516) all_0_42_42 = e3
% 55.21/22.56  																																				|
% 55.21/22.56  																																					| Equations (516) can reduce 145 to:
% 55.21/22.56  																																					| (246)  ~ (all_0_39_39 = e3)
% 55.21/22.56  																																					|
% 55.21/22.56  																																					| Equations (516) can reduce 73 to:
% 55.21/22.56  																																					| (406)  ~ (all_0_44_44 = e3)
% 55.21/22.56  																																					|
% 55.21/22.56  																																					| Simplifying 406 yields:
% 55.21/22.56  																																					| (407)  ~ (all_0_44_44 = e3)
% 55.21/22.56  																																					|
% 55.21/22.56  																																					| Equations (516) can reduce 51 to:
% 55.21/22.56  																																					| (212)  ~ (e3 = e2)
% 55.21/22.56  																																					|
% 55.21/22.56  																																					| Equations (516) can reduce 358 to:
% 55.21/22.56  																																					| (80)  ~ (e3 = e0)
% 55.21/22.56  																																					|
% 55.21/22.56  																																					+-Applying beta-rule and splitting (1391), into two cases.
% 55.21/22.56  																																					|-Branch one:
% 55.21/22.56  																																					| (1414) all_0_44_44 = e0
% 55.21/22.56  																																					|
% 55.21/22.56  																																						| Equations (1414) can reduce 360 to:
% 55.21/22.56  																																						| (266) $false
% 55.21/22.56  																																						|
% 55.21/22.56  																																						|-The branch is then unsatisfiable
% 55.21/22.56  																																					|-Branch two:
% 55.21/22.56  																																					| (360)  ~ (all_0_44_44 = e0)
% 55.21/22.56  																																					| (1417) all_0_44_44 = e3 | all_0_44_44 = e1
% 55.21/22.56  																																					|
% 55.21/22.56  																																						+-Applying beta-rule and splitting (1417), into two cases.
% 55.21/22.56  																																						|-Branch one:
% 55.21/22.56  																																						| (635) all_0_44_44 = e1
% 55.21/22.56  																																						|
% 55.21/22.56  																																							| Equations (635) can reduce 181 to:
% 55.21/22.56  																																							| (879)  ~ (all_0_58_58 = e1)
% 55.21/22.56  																																							|
% 55.21/22.56  																																							| Simplifying 879 yields:
% 55.21/22.56  																																							| (880)  ~ (all_0_58_58 = e1)
% 55.21/22.56  																																							|
% 55.21/22.56  																																							| Equations (635) can reduce 407 to:
% 55.21/22.56  																																							| (467)  ~ (e3 = e1)
% 55.21/22.56  																																							|
% 55.21/22.56  																																							| Simplifying 467 yields:
% 55.21/22.56  																																							| (213)  ~ (e3 = e1)
% 55.21/22.56  																																							|
% 55.21/22.56  																																							| Equations (635) can reduce 147 to:
% 55.21/22.56  																																							| (604)  ~ (e2 = e1)
% 55.21/22.56  																																							|
% 55.21/22.56  																																							| Simplifying 604 yields:
% 55.21/22.56  																																							| (122)  ~ (e2 = e1)
% 55.21/22.56  																																							|
% 55.21/22.56  																																							| Equations (635) can reduce 360 to:
% 55.21/22.56  																																							| (233)  ~ (e1 = e0)
% 55.21/22.56  																																							|
% 55.21/22.56  																																							| From (635) and (138) follows:
% 55.21/22.56  																																							| (1423) op(e3, e0) = e1
% 55.21/22.56  																																							|
% 55.21/22.56  																																							+-Applying beta-rule and splitting (131), into two cases.
% 55.21/22.56  																																							|-Branch one:
% 55.21/22.56  																																							| (459) all_0_42_42 = e1
% 55.21/22.56  																																							|
% 55.21/22.56  																																								| Combining equations (459,516) yields a new equation:
% 55.21/22.56  																																								| (455) e3 = e1
% 55.21/22.56  																																								|
% 55.21/22.56  																																								| Equations (455) can reduce 213 to:
% 55.21/22.56  																																								| (266) $false
% 55.21/22.56  																																								|
% 55.21/22.56  																																								|-The branch is then unsatisfiable
% 55.21/22.56  																																							|-Branch two:
% 55.21/22.56  																																							| (1380)  ~ (all_0_42_42 = e1)
% 55.21/22.56  																																							| (3259) all_0_47_47 = e1 | all_0_51_51 = e1 | all_0_56_56 = e1
% 55.21/22.56  																																							|
% 55.21/22.56  																																								+-Applying beta-rule and splitting (54), into two cases.
% 55.21/22.56  																																								|-Branch one:
% 55.21/22.56  																																								| (583) all_0_49_49 = e2
% 55.21/22.56  																																								|
% 55.21/22.56  																																									| Equations (583) can reduce 340 to:
% 55.21/22.56  																																									| (266) $false
% 55.21/22.56  																																									|
% 55.21/22.56  																																									|-The branch is then unsatisfiable
% 55.21/22.56  																																								|-Branch two:
% 55.21/22.56  																																								| (340)  ~ (all_0_49_49 = e2)
% 55.21/22.56  																																								| (586) all_0_49_49 = e4 | all_0_49_49 = e3 | all_0_49_49 = e1 | all_0_49_49 = e0
% 55.21/22.56  																																								|
% 55.21/22.56  																																									+-Applying beta-rule and splitting (3259), into two cases.
% 55.21/22.56  																																									|-Branch one:
% 55.21/22.56  																																									| (654) all_0_47_47 = e1
% 55.21/22.56  																																									|
% 55.21/22.56  																																										| Equations (654) can reduce 79 to:
% 55.21/22.56  																																										| (151)  ~ (all_0_39_39 = e1)
% 55.21/22.56  																																										|
% 55.21/22.56  																																										| Equations (654) can reduce 86 to:
% 55.21/22.56  																																										| (1419)  ~ (all_0_49_49 = e1)
% 55.21/22.56  																																										|
% 55.21/22.56  																																										| Simplifying 1419 yields:
% 55.21/22.56  																																										| (1064)  ~ (all_0_49_49 = e1)
% 55.21/22.56  																																										|
% 55.21/22.56  																																										| Equations (654) can reduce 338 to:
% 55.21/22.56  																																										| (604)  ~ (e2 = e1)
% 55.21/22.56  																																										|
% 55.21/22.56  																																										| Simplifying 604 yields:
% 55.21/22.56  																																										| (122)  ~ (e2 = e1)
% 55.21/22.56  																																										|
% 55.21/22.56  																																										+-Applying beta-rule and splitting (104), into two cases.
% 55.21/22.56  																																										|-Branch one:
% 55.21/22.56  																																										| (480) all_0_39_39 = e0
% 55.21/22.56  																																										|
% 55.21/22.56  																																											| Equations (480) can reduce 176 to:
% 55.21/22.56  																																											| (1400)  ~ (all_0_40_40 = e0)
% 55.21/22.56  																																											|
% 55.21/22.56  																																											| Simplifying 1400 yields:
% 55.21/22.56  																																											| (1401)  ~ (all_0_40_40 = e0)
% 55.21/22.56  																																											|
% 55.21/22.56  																																											| Equations (480) can reduce 246 to:
% 55.21/22.56  																																											| (541)  ~ (e3 = e0)
% 55.21/22.56  																																											|
% 55.21/22.56  																																											| Simplifying 541 yields:
% 55.21/22.56  																																											| (80)  ~ (e3 = e0)
% 55.21/22.56  																																											|
% 55.21/22.56  																																											| Equations (480) can reduce 151 to:
% 55.21/22.56  																																											| (435)  ~ (e1 = e0)
% 55.21/22.56  																																											|
% 55.21/22.56  																																											| Simplifying 435 yields:
% 55.21/22.56  																																											| (233)  ~ (e1 = e0)
% 55.21/22.56  																																											|
% 55.21/22.56  																																											+-Applying beta-rule and splitting (326), into two cases.
% 55.21/22.56  																																											|-Branch one:
% 55.21/22.56  																																											| (471) all_0_39_39 = e4
% 55.21/22.56  																																											|
% 55.21/22.56  																																												| Combining equations (471,480) yields a new equation:
% 55.21/22.56  																																												| (481) e4 = e0
% 55.21/22.56  																																												|
% 55.21/22.56  																																												| Simplifying 481 yields:
% 55.21/22.56  																																												| (397) e4 = e0
% 55.21/22.56  																																												|
% 55.21/22.56  																																												| Equations (397) can reduce 49 to:
% 55.21/22.56  																																												| (266) $false
% 55.21/22.56  																																												|
% 55.21/22.56  																																												|-The branch is then unsatisfiable
% 55.21/22.56  																																											|-Branch two:
% 55.21/22.56  																																											| (1377)  ~ (all_0_39_39 = e4)
% 55.21/22.56  																																											| (1378) all_0_40_40 = e4
% 55.21/22.56  																																											|
% 55.21/22.56  																																												| Equations (1378) can reduce 200 to:
% 55.21/22.56  																																												| (255)  ~ (all_0_49_49 = e4)
% 55.21/22.56  																																												|
% 55.21/22.56  																																												| Simplifying 255 yields:
% 55.21/22.56  																																												| (256)  ~ (all_0_49_49 = e4)
% 55.21/22.56  																																												|
% 55.21/22.56  																																												| Equations (1378) can reduce 1401 to:
% 55.21/22.56  																																												| (49)  ~ (e4 = e0)
% 55.21/22.56  																																												|
% 55.21/22.56  																																												+-Applying beta-rule and splitting (108), into two cases.
% 55.21/22.56  																																												|-Branch one:
% 55.21/22.56  																																												| (624) all_0_58_58 = e2
% 55.21/22.56  																																												|
% 55.21/22.56  																																													| Equations (624) can reduce 880 to:
% 55.21/22.56  																																													| (122)  ~ (e2 = e1)
% 55.21/22.56  																																													|
% 55.21/22.56  																																													| Equations (624) can reduce 491 to:
% 55.21/22.56  																																													| (128)  ~ (e2 = e0)
% 55.21/22.56  																																													|
% 55.21/22.56  																																													+-Applying beta-rule and splitting (184), into two cases.
% 55.21/22.56  																																													|-Branch one:
% 55.21/22.56  																																													| (538) all_0_46_46 = e0
% 55.21/22.56  																																													|
% 55.21/22.56  																																														| Combining equations (1557,538) yields a new equation:
% 55.21/22.56  																																														| (675) e3 = e0
% 55.21/22.56  																																														|
% 55.21/22.56  																																														| Simplifying 675 yields:
% 55.21/22.56  																																														| (676) e3 = e0
% 55.21/22.56  																																														|
% 55.21/22.56  																																														| Equations (676) can reduce 80 to:
% 55.21/22.56  																																														| (266) $false
% 55.21/22.56  																																														|
% 55.21/22.56  																																														|-The branch is then unsatisfiable
% 55.21/22.56  																																													|-Branch two:
% 55.21/22.56  																																													| (831)  ~ (all_0_46_46 = e0)
% 55.21/22.56  																																													| (832) all_0_47_47 = e0 | all_0_48_48 = e0 | all_0_49_49 = e0
% 55.21/22.56  																																													|
% 55.21/22.56  																																														+-Applying beta-rule and splitting (75), into two cases.
% 55.21/22.56  																																														|-Branch one:
% 55.21/22.56  																																														| (485) all_0_40_40 = e0
% 55.21/22.56  																																														|
% 55.21/22.56  																																															| Combining equations (485,1378) yields a new equation:
% 55.21/22.56  																																															| (397) e4 = e0
% 55.21/22.56  																																															|
% 55.21/22.56  																																															| Equations (397) can reduce 49 to:
% 55.21/22.56  																																															| (266) $false
% 55.21/22.56  																																															|
% 55.21/22.56  																																															|-The branch is then unsatisfiable
% 55.21/22.56  																																														|-Branch two:
% 55.21/22.56  																																														| (1401)  ~ (all_0_40_40 = e0)
% 55.21/22.56  																																														| (1748) all_0_44_44 = e0 | all_0_49_49 = e0 | all_0_58_58 = e0
% 55.21/22.56  																																														|
% 55.21/22.56  																																															+-Applying beta-rule and splitting (586), into two cases.
% 55.21/22.56  																																															|-Branch one:
% 55.21/22.56  																																															| (974) all_0_49_49 = e4
% 55.21/22.56  																																															|
% 55.21/22.56  																																																| Equations (974) can reduce 256 to:
% 55.21/22.56  																																																| (266) $false
% 55.21/22.56  																																																|
% 55.21/22.56  																																																|-The branch is then unsatisfiable
% 55.21/22.56  																																															|-Branch two:
% 55.21/22.56  																																															| (256)  ~ (all_0_49_49 = e4)
% 55.21/22.56  																																															| (977) all_0_49_49 = e3 | all_0_49_49 = e1 | all_0_49_49 = e0
% 55.21/22.56  																																															|
% 55.21/22.56  																																																+-Applying beta-rule and splitting (1748), into two cases.
% 55.21/22.56  																																																|-Branch one:
% 55.21/22.56  																																																| (1414) all_0_44_44 = e0
% 55.21/22.56  																																																|
% 55.21/22.56  																																																	| Combining equations (635,1414) yields a new equation:
% 55.21/22.56  																																																	| (546) e1 = e0
% 55.21/22.56  																																																	|
% 55.21/22.56  																																																	| Simplifying 546 yields:
% 55.21/22.56  																																																	| (431) e1 = e0
% 55.21/22.56  																																																	|
% 55.21/22.56  																																																	| Equations (431) can reduce 233 to:
% 55.21/22.56  																																																	| (266) $false
% 55.21/22.56  																																																	|
% 55.21/22.56  																																																	|-The branch is then unsatisfiable
% 55.21/22.56  																																																|-Branch two:
% 55.21/22.56  																																																| (360)  ~ (all_0_44_44 = e0)
% 55.21/22.56  																																																| (1760) all_0_49_49 = e0 | all_0_58_58 = e0
% 55.21/22.56  																																																|
% 55.21/22.56  																																																	| Equations (635) can reduce 360 to:
% 55.21/22.56  																																																	| (233)  ~ (e1 = e0)
% 55.21/22.56  																																																	|
% 55.21/22.56  																																																	+-Applying beta-rule and splitting (977), into two cases.
% 55.21/22.56  																																																	|-Branch one:
% 55.21/22.56  																																																	| (978) all_0_49_49 = e0
% 55.21/22.56  																																																	|
% 55.21/22.56  																																																		| Equations (978) can reduce 1064 to:
% 55.21/22.56  																																																		| (435)  ~ (e1 = e0)
% 55.21/22.56  																																																		|
% 55.21/22.56  																																																		| Simplifying 435 yields:
% 55.21/22.56  																																																		| (233)  ~ (e1 = e0)
% 55.21/22.56  																																																		|
% 55.21/22.56  																																																		+-Applying beta-rule and splitting (56), into two cases.
% 55.21/22.56  																																																		|-Branch one:
% 55.21/22.56  																																																		| (696) unit = e2
% 55.21/22.56  																																																		|
% 55.21/22.56  																																																			| From (696) and (28) follows:
% 55.21/22.56  																																																			| (699) op(e1, e2) = e1
% 55.21/22.56  																																																			|
% 55.21/22.56  																																																			| Instantiating formula (29) with e1, e2, e1, e2 and discharging atoms op(e1, e2) = e2, op(e1, e2) = e1, yields:
% 55.21/22.56  																																																			| (617) e2 = e1
% 55.21/22.56  																																																			|
% 55.21/22.56  																																																			| Equations (617) can reduce 122 to:
% 55.21/22.56  																																																			| (266) $false
% 55.21/22.56  																																																			|
% 55.21/22.56  																																																			|-The branch is then unsatisfiable
% 55.21/22.56  																																																		|-Branch two:
% 55.21/22.56  																																																		| (707)  ~ (unit = e2)
% 55.21/22.56  																																																		| (708) unit = e4 | unit = e3 | unit = e1 | unit = e0
% 55.21/22.56  																																																		|
% 55.21/22.56  																																																			+-Applying beta-rule and splitting (708), into two cases.
% 55.21/22.56  																																																			|-Branch one:
% 55.21/22.56  																																																			| (709) unit = e4
% 55.21/22.56  																																																			|
% 55.21/22.56  																																																				| From (709) and (227) follows:
% 55.21/22.56  																																																				| (710) op(e4, e4) = e4
% 55.21/22.56  																																																				|
% 55.21/22.56  																																																				| From (709) and (40) follows:
% 55.21/22.56  																																																				| (711) op(e3, e4) = e3
% 55.21/22.56  																																																				|
% 55.21/22.56  																																																				| From (709) and (32) follows:
% 55.21/22.56  																																																				| (712) op(e2, e4) = e2
% 55.21/22.56  																																																				|
% 55.21/22.56  																																																				| From (709) and (42) follows:
% 55.21/22.56  																																																				| (713) op(e0, e4) = e0
% 55.21/22.56  																																																				|
% 55.21/22.56  																																																				| Instantiating formula (29) with e4, e4, e4, e1 and discharging atoms op(e4, e4) = e4, op(e4, e4) = e1, yields:
% 55.21/22.56  																																																				| (630) e4 = e1
% 55.21/22.56  																																																				|
% 55.21/22.56  																																																				| Instantiating formula (29) with e3, e4, e3, e2 and discharging atoms op(e3, e4) = e3, op(e3, e4) = e2, yields:
% 55.21/22.56  																																																				| (662) e3 = e2
% 55.21/22.56  																																																				|
% 55.21/22.56  																																																				| Instantiating formula (29) with e2, e4, e2, e4 and discharging atoms op(e2, e4) = e4, op(e2, e4) = e2, yields:
% 55.21/22.56  																																																				| (323) e4 = e2
% 55.21/22.56  																																																				|
% 55.21/22.56  																																																				| Instantiating formula (29) with e0, e4, e0, e3 and discharging atoms op(e0, e4) = e3, op(e0, e4) = e0, yields:
% 55.21/22.56  																																																				| (676) e3 = e0
% 55.21/22.56  																																																				|
% 55.21/22.56  																																																				| Combining equations (630,323) yields a new equation:
% 55.21/22.56  																																																				| (617) e2 = e1
% 55.21/22.56  																																																				|
% 55.21/22.56  																																																				| Combining equations (662,676) yields a new equation:
% 55.21/22.56  																																																				| (391) e2 = e0
% 55.21/22.56  																																																				|
% 55.21/22.56  																																																				| Simplifying 391 yields:
% 55.21/22.56  																																																				| (330) e2 = e0
% 55.21/22.56  																																																				|
% 55.21/22.56  																																																				| Combining equations (617,330) yields a new equation:
% 55.21/22.56  																																																				| (546) e1 = e0
% 55.21/22.56  																																																				|
% 55.21/22.56  																																																				| Simplifying 546 yields:
% 55.21/22.56  																																																				| (431) e1 = e0
% 55.21/22.56  																																																				|
% 55.21/22.56  																																																				| Equations (431) can reduce 233 to:
% 55.21/22.56  																																																				| (266) $false
% 55.21/22.56  																																																				|
% 55.21/22.56  																																																				|-The branch is then unsatisfiable
% 55.21/22.56  																																																			|-Branch two:
% 55.21/22.56  																																																			| (724)  ~ (unit = e4)
% 55.21/22.56  																																																			| (725) unit = e3 | unit = e1 | unit = e0
% 55.21/22.56  																																																			|
% 55.21/22.56  																																																				+-Applying beta-rule and splitting (725), into two cases.
% 55.21/22.56  																																																				|-Branch one:
% 55.21/22.56  																																																				| (726) unit = e0
% 55.21/22.56  																																																				|
% 55.21/22.56  																																																					| From (726) and (24) follows:
% 55.21/22.56  																																																					| (2208) op(e0, e3) = e3
% 55.21/22.56  																																																					|
% 55.21/22.56  																																																					| From (726) and (28) follows:
% 55.21/22.56  																																																					| (2698) op(e1, e0) = e1
% 55.21/22.56  																																																					|
% 55.21/22.56  																																																					| Instantiating formula (29) with e1, e0, e1, e3 and discharging atoms op(e1, e0) = e3, op(e1, e0) = e1, yields:
% 55.21/22.56  																																																					| (455) e3 = e1
% 55.21/22.56  																																																					|
% 55.21/22.56  																																																					| Instantiating formula (29) with e0, e3, e3, e0 and discharging atoms op(e0, e3) = e3, op(e0, e3) = e0, yields:
% 55.21/22.56  																																																					| (676) e3 = e0
% 55.21/22.56  																																																					|
% 55.21/22.56  																																																					| Combining equations (455,676) yields a new equation:
% 55.21/22.56  																																																					| (546) e1 = e0
% 55.21/22.56  																																																					|
% 55.21/22.56  																																																					| Simplifying 546 yields:
% 55.21/22.56  																																																					| (431) e1 = e0
% 55.21/22.56  																																																					|
% 55.21/22.56  																																																					| Equations (431) can reduce 233 to:
% 55.21/22.56  																																																					| (266) $false
% 55.21/22.56  																																																					|
% 55.21/22.56  																																																					|-The branch is then unsatisfiable
% 55.21/22.56  																																																				|-Branch two:
% 55.21/22.56  																																																				| (734)  ~ (unit = e0)
% 55.21/22.56  																																																				| (735) unit = e3 | unit = e1
% 55.21/22.56  																																																				|
% 55.21/22.56  																																																					+-Applying beta-rule and splitting (735), into two cases.
% 55.21/22.56  																																																					|-Branch one:
% 55.21/22.56  																																																					| (736) unit = e1
% 55.21/22.56  																																																					|
% 55.21/22.56  																																																						| Equations (736) can reduce 734 to:
% 55.21/22.56  																																																						| (233)  ~ (e1 = e0)
% 55.21/22.56  																																																						|
% 55.21/22.56  																																																						| From (736) and (244) follows:
% 55.21/22.56  																																																						| (738) op(e1, e4) = e4
% 55.21/22.56  																																																						|
% 55.21/22.56  																																																						| From (736) and (227) follows:
% 55.21/22.56  																																																						| (739) op(e4, e1) = e4
% 55.21/22.57  																																																						|
% 55.21/22.57  																																																						| From (736) and (28) follows:
% 55.21/22.57  																																																						| (740) op(e1, e1) = e1
% 55.21/22.57  																																																						|
% 55.21/22.57  																																																						| Instantiating formula (29) with e4, e1, e4, e3 and discharging atoms op(e4, e1) = e4, op(e4, e1) = e3, yields:
% 55.21/22.57  																																																						| (425) e4 = e3
% 55.21/22.57  																																																						|
% 55.21/22.57  																																																						| Instantiating formula (29) with e1, e4, e4, e0 and discharging atoms op(e1, e4) = e4, op(e1, e4) = e0, yields:
% 55.21/22.57  																																																						| (397) e4 = e0
% 55.21/22.57  																																																						|
% 55.21/22.57  																																																						| Instantiating formula (29) with e1, e1, e1, e4 and discharging atoms op(e1, e1) = e4, op(e1, e1) = e1, yields:
% 55.21/22.57  																																																						| (630) e4 = e1
% 55.21/22.57  																																																						|
% 55.21/22.57  																																																						| Combining equations (630,425) yields a new equation:
% 55.21/22.57  																																																						| (455) e3 = e1
% 55.21/22.57  																																																						|
% 55.21/22.57  																																																						| Combining equations (397,425) yields a new equation:
% 55.21/22.57  																																																						| (676) e3 = e0
% 55.21/22.57  																																																						|
% 55.21/22.57  																																																						| Combining equations (676,455) yields a new equation:
% 55.21/22.57  																																																						| (431) e1 = e0
% 55.21/22.57  																																																						|
% 55.21/22.57  																																																						| Equations (431) can reduce 233 to:
% 55.21/22.57  																																																						| (266) $false
% 55.21/22.57  																																																						|
% 55.21/22.57  																																																						|-The branch is then unsatisfiable
% 55.21/22.57  																																																					|-Branch two:
% 55.21/22.57  																																																					| (748)  ~ (unit = e1)
% 55.21/22.57  																																																					| (749) unit = e3
% 55.21/22.57  																																																					|
% 55.21/22.57  																																																						| From (749) and (209) follows:
% 55.21/22.57  																																																						| (1667) op(e3, e0) = e0
% 55.21/22.57  																																																						|
% 55.21/22.57  																																																						| Instantiating formula (29) with e3, e0, e0, e1 and discharging atoms op(e3, e0) = e1, op(e3, e0) = e0, yields:
% 55.21/22.57  																																																						| (431) e1 = e0
% 55.21/22.57  																																																						|
% 55.21/22.57  																																																						| Equations (431) can reduce 233 to:
% 55.21/22.57  																																																						| (266) $false
% 55.21/22.57  																																																						|
% 55.21/22.57  																																																						|-The branch is then unsatisfiable
% 55.21/22.57  																																																	|-Branch two:
% 55.21/22.57  																																																	| (487)  ~ (all_0_49_49 = e0)
% 55.21/22.57  																																																	| (981) all_0_49_49 = e3 | all_0_49_49 = e1
% 55.21/22.57  																																																	|
% 55.21/22.57  																																																		+-Applying beta-rule and splitting (832), into two cases.
% 55.21/22.57  																																																		|-Branch one:
% 55.21/22.57  																																																		| (674) all_0_47_47 = e0
% 55.21/22.57  																																																		|
% 55.21/22.57  																																																			| Combining equations (674,654) yields a new equation:
% 55.21/22.57  																																																			| (431) e1 = e0
% 55.21/22.57  																																																			|
% 55.21/22.57  																																																			| Equations (431) can reduce 233 to:
% 55.21/22.57  																																																			| (266) $false
% 55.21/22.57  																																																			|
% 55.21/22.57  																																																			|-The branch is then unsatisfiable
% 55.21/22.57  																																																		|-Branch two:
% 55.21/22.57  																																																		| (678)  ~ (all_0_47_47 = e0)
% 55.21/22.57  																																																		| (1278) all_0_48_48 = e0 | all_0_49_49 = e0
% 55.21/22.57  																																																		|
% 55.21/22.57  																																																			+-Applying beta-rule and splitting (1278), into two cases.
% 55.21/22.57  																																																			|-Branch one:
% 55.21/22.57  																																																			| (1279) all_0_48_48 = e0
% 55.21/22.57  																																																			|
% 55.21/22.57  																																																				| Combining equations (335,1279) yields a new equation:
% 55.21/22.57  																																																				| (391) e2 = e0
% 55.21/22.57  																																																				|
% 55.21/22.57  																																																				| Simplifying 391 yields:
% 55.21/22.57  																																																				| (330) e2 = e0
% 55.21/22.57  																																																				|
% 55.21/22.57  																																																				| Equations (330) can reduce 128 to:
% 55.21/22.57  																																																				| (266) $false
% 55.21/22.57  																																																				|
% 55.21/22.57  																																																				|-The branch is then unsatisfiable
% 55.21/22.57  																																																			|-Branch two:
% 55.21/22.57  																																																			| (1283)  ~ (all_0_48_48 = e0)
% 55.21/22.57  																																																			| (978) all_0_49_49 = e0
% 55.21/22.57  																																																			|
% 55.21/22.57  																																																				| Equations (978) can reduce 487 to:
% 55.21/22.57  																																																				| (266) $false
% 55.21/22.57  																																																				|
% 55.21/22.57  																																																				|-The branch is then unsatisfiable
% 55.21/22.57  																																												|-Branch two:
% 55.21/22.57  																																												| (908)  ~ (all_0_58_58 = e2)
% 55.21/22.57  																																												| (909) all_0_58_58 = e4 | all_0_58_58 = e3 | all_0_58_58 = e1 | all_0_58_58 = e0
% 55.21/22.57  																																												|
% 55.21/22.57  																																													+-Applying beta-rule and splitting (389), into two cases.
% 55.21/22.57  																																													|-Branch one:
% 55.21/22.57  																																													| (833) all_0_56_56 = e2
% 55.21/22.57  																																													|
% 55.21/22.57  																																														| Equations (833) can reduce 511 to:
% 55.21/22.57  																																														| (266) $false
% 55.21/22.57  																																														|
% 55.21/22.57  																																														|-The branch is then unsatisfiable
% 55.21/22.57  																																													|-Branch two:
% 55.21/22.57  																																													| (511)  ~ (all_0_56_56 = e2)
% 55.21/22.57  																																													| (1709) all_0_57_57 = e2 | all_0_58_58 = e2
% 55.21/22.57  																																													|
% 55.21/22.57  																																														+-Applying beta-rule and splitting (1709), into two cases.
% 55.21/22.57  																																														|-Branch one:
% 55.21/22.57  																																														| (442) all_0_57_57 = e2
% 55.21/22.57  																																														|
% 55.21/22.57  																																															| Combining equations (442,647) yields a new equation:
% 55.21/22.57  																																															| (616) e2 = e1
% 55.21/22.57  																																															|
% 55.21/22.57  																																															| Simplifying 616 yields:
% 55.21/22.57  																																															| (617) e2 = e1
% 55.21/22.57  																																															|
% 55.21/22.57  																																															| Equations (617) can reduce 122 to:
% 55.21/22.57  																																															| (266) $false
% 55.21/22.57  																																															|
% 55.21/22.57  																																															|-The branch is then unsatisfiable
% 55.21/22.57  																																														|-Branch two:
% 55.21/22.57  																																														| (344)  ~ (all_0_57_57 = e2)
% 55.21/22.57  																																														| (624) all_0_58_58 = e2
% 55.21/22.57  																																														|
% 55.21/22.57  																																															| Equations (624) can reduce 908 to:
% 55.21/22.57  																																															| (266) $false
% 55.21/22.57  																																															|
% 55.21/22.57  																																															|-The branch is then unsatisfiable
% 55.21/22.57  																																										|-Branch two:
% 55.21/22.57  																																										| (484)  ~ (all_0_39_39 = e0)
% 55.21/22.57  																																										| (558) all_0_42_42 = e0 | all_0_47_47 = e0 | all_0_56_56 = e0
% 55.21/22.57  																																										|
% 55.21/22.57  																																											+-Applying beta-rule and splitting (377), into two cases.
% 55.21/22.57  																																											|-Branch one:
% 55.21/22.57  																																											| (583) all_0_49_49 = e2
% 55.21/22.57  																																											|
% 55.21/22.57  																																												| Equations (583) can reduce 340 to:
% 55.21/22.57  																																												| (266) $false
% 55.21/22.57  																																												|
% 55.21/22.57  																																												|-The branch is then unsatisfiable
% 55.21/22.57  																																											|-Branch two:
% 55.21/22.57  																																											| (340)  ~ (all_0_49_49 = e2)
% 55.21/22.57  																																											| (614) all_0_53_53 = e2 | all_0_58_58 = e2
% 55.21/22.57  																																											|
% 55.21/22.57  																																												+-Applying beta-rule and splitting (184), into two cases.
% 55.21/22.57  																																												|-Branch one:
% 55.21/22.57  																																												| (538) all_0_46_46 = e0
% 55.21/22.57  																																												|
% 55.21/22.57  																																													| Combining equations (538,1557) yields a new equation:
% 55.21/22.57  																																													| (676) e3 = e0
% 55.21/22.57  																																													|
% 55.21/22.57  																																													| Equations (676) can reduce 80 to:
% 55.21/22.57  																																													| (266) $false
% 55.21/22.57  																																													|
% 55.21/22.57  																																													|-The branch is then unsatisfiable
% 55.21/22.57  																																												|-Branch two:
% 55.21/22.57  																																												| (831)  ~ (all_0_46_46 = e0)
% 55.21/22.57  																																												| (832) all_0_47_47 = e0 | all_0_48_48 = e0 | all_0_49_49 = e0
% 55.21/22.57  																																												|
% 55.21/22.57  																																													+-Applying beta-rule and splitting (614), into two cases.
% 55.21/22.57  																																													|-Branch one:
% 55.21/22.57  																																													| (607) all_0_53_53 = e2
% 55.21/22.57  																																													|
% 55.21/22.57  																																														| Combining equations (665,607) yields a new equation:
% 55.21/22.57  																																														| (661) e3 = e2
% 55.21/22.57  																																														|
% 55.21/22.57  																																														| Simplifying 661 yields:
% 55.21/22.57  																																														| (662) e3 = e2
% 55.21/22.57  																																														|
% 55.21/22.57  																																														| Equations (662) can reduce 212 to:
% 55.21/22.57  																																														| (266) $false
% 55.21/22.57  																																														|
% 55.21/22.57  																																														|-The branch is then unsatisfiable
% 55.21/22.57  																																													|-Branch two:
% 55.21/22.57  																																													| (509)  ~ (all_0_53_53 = e2)
% 55.21/22.57  																																													| (624) all_0_58_58 = e2
% 55.21/22.57  																																													|
% 55.21/22.57  																																														| Equations (624) can reduce 491 to:
% 55.21/22.57  																																														| (128)  ~ (e2 = e0)
% 55.21/22.57  																																														|
% 55.21/22.57  																																														+-Applying beta-rule and splitting (832), into two cases.
% 55.21/22.57  																																														|-Branch one:
% 55.21/22.57  																																														| (674) all_0_47_47 = e0
% 55.21/22.57  																																														|
% 55.21/22.57  																																															| Combining equations (674,654) yields a new equation:
% 55.21/22.57  																																															| (431) e1 = e0
% 55.21/22.57  																																															|
% 55.21/22.57  																																															| Equations (431) can reduce 233 to:
% 55.21/22.57  																																															| (266) $false
% 55.21/22.57  																																															|
% 55.21/22.57  																																															|-The branch is then unsatisfiable
% 55.21/22.57  																																														|-Branch two:
% 55.21/22.57  																																														| (678)  ~ (all_0_47_47 = e0)
% 55.21/22.57  																																														| (1278) all_0_48_48 = e0 | all_0_49_49 = e0
% 55.21/22.57  																																														|
% 55.21/22.57  																																															+-Applying beta-rule and splitting (1278), into two cases.
% 55.21/22.57  																																															|-Branch one:
% 55.21/22.57  																																															| (1279) all_0_48_48 = e0
% 55.21/22.57  																																															|
% 55.21/22.57  																																																| Combining equations (335,1279) yields a new equation:
% 55.21/22.57  																																																| (391) e2 = e0
% 55.21/22.57  																																																|
% 55.21/22.57  																																																| Simplifying 391 yields:
% 55.21/22.57  																																																| (330) e2 = e0
% 55.21/22.57  																																																|
% 55.21/22.57  																																																| Equations (330) can reduce 128 to:
% 55.21/22.57  																																																| (266) $false
% 55.21/22.57  																																																|
% 55.21/22.57  																																																|-The branch is then unsatisfiable
% 55.21/22.57  																																															|-Branch two:
% 55.21/22.57  																																															| (1283)  ~ (all_0_48_48 = e0)
% 55.21/22.57  																																															| (978) all_0_49_49 = e0
% 55.21/22.57  																																															|
% 55.21/22.57  																																																| Equations (978) can reduce 200 to:
% 55.21/22.57  																																																| (1401)  ~ (all_0_40_40 = e0)
% 55.21/22.57  																																																|
% 55.21/22.57  																																																+-Applying beta-rule and splitting (316), into two cases.
% 55.21/22.57  																																																|-Branch one:
% 55.21/22.57  																																																| (1378) all_0_40_40 = e4
% 55.21/22.57  																																																|
% 55.21/22.57  																																																	| Equations (1378) can reduce 2 to:
% 55.21/22.57  																																																	| (188)  ~ (e4 = e3)
% 55.21/22.57  																																																	|
% 55.21/22.57  																																																	| Equations (1378) can reduce 1401 to:
% 55.21/22.57  																																																	| (49)  ~ (e4 = e0)
% 55.21/22.57  																																																	|
% 55.21/22.57  																																																	+-Applying beta-rule and splitting (171), into two cases.
% 55.21/22.57  																																																	|-Branch one:
% 55.21/22.57  																																																	| (265) all_0_54_54 = e4
% 55.21/22.57  																																																	|
% 55.21/22.57  																																																		| Combining equations (268,265) yields a new equation:
% 55.21/22.57  																																																		| (425) e4 = e3
% 55.21/22.57  																																																		|
% 55.21/22.57  																																																		| Equations (425) can reduce 188 to:
% 55.21/22.57  																																																		| (266) $false
% 55.21/22.57  																																																		|
% 55.21/22.57  																																																		|-The branch is then unsatisfiable
% 55.21/22.57  																																																	|-Branch two:
% 55.21/22.57  																																																	| (258)  ~ (all_0_54_54 = e4)
% 55.21/22.57  																																																	| (575) all_0_55_55 = e4 | all_0_56_56 = e4 | all_0_57_57 = e4 | all_0_58_58 = e4
% 55.21/22.57  																																																	|
% 55.21/22.57  																																																		+-Applying beta-rule and splitting (575), into two cases.
% 55.21/22.57  																																																		|-Branch one:
% 55.21/22.57  																																																		| (587) all_0_55_55 = e4
% 55.21/22.57  																																																		|
% 55.21/22.57  																																																			| Combining equations (858,587) yields a new equation:
% 55.21/22.57  																																																			| (397) e4 = e0
% 55.21/22.57  																																																			|
% 55.21/22.57  																																																			| Equations (397) can reduce 49 to:
% 55.21/22.57  																																																			| (266) $false
% 55.21/22.57  																																																			|
% 55.21/22.57  																																																			|-The branch is then unsatisfiable
% 55.21/22.57  																																																		|-Branch two:
% 55.21/22.57  																																																		| (763)  ~ (all_0_55_55 = e4)
% 55.21/22.57  																																																		| (764) all_0_56_56 = e4 | all_0_57_57 = e4 | all_0_58_58 = e4
% 55.21/22.57  																																																		|
% 55.21/22.57  																																																			| Equations (858) can reduce 763 to:
% 55.21/22.57  																																																			| (401)  ~ (e4 = e0)
% 55.21/22.57  																																																			|
% 55.21/22.57  																																																			| Simplifying 401 yields:
% 55.21/22.57  																																																			| (49)  ~ (e4 = e0)
% 55.21/22.57  																																																			|
% 55.21/22.57  																																																			+-Applying beta-rule and splitting (333), into two cases.
% 55.21/22.57  																																																			|-Branch one:
% 55.21/22.57  																																																			| (480) all_0_39_39 = e0
% 55.21/22.57  																																																			|
% 55.21/22.57  																																																				| Equations (480) can reduce 484 to:
% 55.21/22.57  																																																				| (266) $false
% 55.21/22.57  																																																				|
% 55.21/22.57  																																																				|-The branch is then unsatisfiable
% 55.21/22.57  																																																			|-Branch two:
% 55.21/22.57  																																																			| (484)  ~ (all_0_39_39 = e0)
% 55.21/22.57  																																																			| (485) all_0_40_40 = e0
% 55.21/22.57  																																																			|
% 55.21/22.57  																																																				| Combining equations (485,1378) yields a new equation:
% 55.21/22.57  																																																				| (397) e4 = e0
% 55.21/22.57  																																																				|
% 55.21/22.57  																																																				| Equations (397) can reduce 49 to:
% 55.21/22.57  																																																				| (266) $false
% 55.21/22.57  																																																				|
% 55.21/22.57  																																																				|-The branch is then unsatisfiable
% 55.21/22.57  																																																|-Branch two:
% 55.21/22.57  																																																| (447)  ~ (all_0_40_40 = e4)
% 55.21/22.57  																																																| (485) all_0_40_40 = e0
% 55.21/22.57  																																																|
% 55.21/22.57  																																																	| Equations (485) can reduce 1401 to:
% 55.21/22.57  																																																	| (266) $false
% 55.21/22.57  																																																	|
% 55.21/22.57  																																																	|-The branch is then unsatisfiable
% 55.21/22.57  																																									|-Branch two:
% 55.21/22.57  																																									| (462)  ~ (all_0_47_47 = e1)
% 55.21/22.57  																																									| (3264) all_0_51_51 = e1 | all_0_56_56 = e1
% 55.21/22.57  																																									|
% 55.21/22.57  																																										+-Applying beta-rule and splitting (3264), into two cases.
% 55.21/22.57  																																										|-Branch one:
% 55.21/22.57  																																										| (1109) all_0_51_51 = e1
% 55.21/22.57  																																										|
% 55.21/22.57  																																											| Combining equations (504,1109) yields a new equation:
% 55.21/22.57  																																											| (616) e2 = e1
% 55.21/22.57  																																											|
% 55.21/22.57  																																											| Simplifying 616 yields:
% 55.21/22.57  																																											| (617) e2 = e1
% 55.21/22.57  																																											|
% 55.21/22.57  																																											| Equations (617) can reduce 122 to:
% 55.21/22.57  																																											| (266) $false
% 55.21/22.57  																																											|
% 55.21/22.57  																																											|-The branch is then unsatisfiable
% 55.21/22.57  																																										|-Branch two:
% 55.21/22.57  																																										| (464)  ~ (all_0_51_51 = e1)
% 55.21/22.57  																																										| (1569) all_0_56_56 = e1
% 55.21/22.57  																																										|
% 55.21/22.57  																																											| Equations (1569) can reduce 466 to:
% 55.21/22.57  																																											| (266) $false
% 55.21/22.57  																																											|
% 55.21/22.57  																																											|-The branch is then unsatisfiable
% 55.21/22.57  																																						|-Branch two:
% 55.21/22.57  																																						| (639)  ~ (all_0_44_44 = e1)
% 55.21/22.57  																																						| (532) all_0_44_44 = e3
% 55.21/22.57  																																						|
% 55.21/22.57  																																							| Equations (532) can reduce 407 to:
% 55.21/22.57  																																							| (266) $false
% 55.21/22.57  																																							|
% 55.21/22.57  																																							|-The branch is then unsatisfiable
% 55.21/22.57  																																				|-Branch two:
% 55.21/22.57  																																				| (405)  ~ (all_0_42_42 = e3)
% 55.21/22.57  																																				| (521) all_0_47_47 = e3 | all_0_51_51 = e3 | all_0_56_56 = e3
% 55.21/22.57  																																				|
% 55.21/22.57  																																					+-Applying beta-rule and splitting (1899), into two cases.
% 55.21/22.57  																																					|-Branch one:
% 55.21/22.57  																																					| (516) all_0_42_42 = e3
% 55.21/22.57  																																					|
% 55.21/22.57  																																						| Equations (516) can reduce 405 to:
% 55.21/22.57  																																						| (266) $false
% 55.21/22.57  																																						|
% 55.21/22.57  																																						|-The branch is then unsatisfiable
% 55.21/22.57  																																					|-Branch two:
% 55.21/22.57  																																					| (405)  ~ (all_0_42_42 = e3)
% 55.21/22.57  																																					| (532) all_0_44_44 = e3
% 55.21/22.57  																																					|
% 55.21/22.57  																																						| Equations (532) can reduce 407 to:
% 55.21/22.57  																																						| (266) $false
% 55.21/22.57  																																						|
% 55.21/22.57  																																						|-The branch is then unsatisfiable
% 55.21/22.57  																																|-Branch two:
% 55.21/22.57  																																| (1099)  ~ (all_0_51_51 = e2)
% 55.21/22.57  																																| (1152) all_0_52_52 = e2 | all_0_53_53 = e2
% 55.21/22.57  																																|
% 55.21/22.57  																																	+-Applying beta-rule and splitting (1152), into two cases.
% 55.21/22.57  																																	|-Branch one:
% 55.21/22.57  																																	| (352) all_0_52_52 = e2
% 55.21/22.57  																																	|
% 55.21/22.57  																																		| Combining equations (565,352) yields a new equation:
% 55.21/22.57  																																		| (322) e4 = e2
% 55.21/22.57  																																		|
% 55.21/22.57  																																		| Simplifying 322 yields:
% 55.21/22.57  																																		| (323) e4 = e2
% 55.21/22.57  																																		|
% 55.21/22.57  																																		| Equations (323) can reduce 48 to:
% 55.21/22.57  																																		| (266) $false
% 55.21/22.57  																																		|
% 55.21/22.57  																																		|-The branch is then unsatisfiable
% 55.21/22.57  																																	|-Branch two:
% 55.21/22.57  																																	| (342)  ~ (all_0_52_52 = e2)
% 55.21/22.57  																																	| (607) all_0_53_53 = e2
% 55.21/22.57  																																	|
% 55.21/22.57  																																		| Equations (607) can reduce 509 to:
% 55.21/22.57  																																		| (266) $false
% 55.21/22.57  																																		|
% 55.21/22.57  																																		|-The branch is then unsatisfiable
% 55.21/22.57  																												|-Branch two:
% 55.21/22.57  																												| (780)  ~ (all_0_52_52 = e4)
% 55.21/22.57  																												| (642) all_0_52_52 = e1
% 55.21/22.57  																												|
% 55.21/22.57  																													| Equations (642) can reduce 646 to:
% 55.21/22.57  																													| (266) $false
% 55.21/22.57  																													|
% 55.21/22.57  																													|-The branch is then unsatisfiable
% 55.21/22.57  																											|-Branch two:
% 55.21/22.57  																											| (803)  ~ (all_0_55_55 = e0)
% 55.21/22.57  																											| (2315) all_0_55_55 = e3 | all_0_55_55 = e1
% 55.21/22.57  																											|
% 55.21/22.57  																												+-Applying beta-rule and splitting (2315), into two cases.
% 55.21/22.57  																												|-Branch one:
% 55.21/22.57  																												| (629) all_0_55_55 = e1
% 55.21/22.57  																												|
% 55.21/22.57  																													| Equations (629) can reduce 632 to:
% 55.21/22.57  																													| (266) $false
% 55.21/22.57  																													|
% 55.21/22.57  																													|-The branch is then unsatisfiable
% 55.21/22.57  																												|-Branch two:
% 55.21/22.57  																												| (632)  ~ (all_0_55_55 = e1)
% 55.21/22.57  																												| (2336) all_0_55_55 = e3
% 55.21/22.57  																												|
% 55.21/22.57  																													| Equations (2336) can reduce 270 to:
% 55.21/22.57  																													| (266) $false
% 55.21/22.57  																													|
% 55.21/22.57  																													|-The branch is then unsatisfiable
% 55.21/22.57  																							|-Branch two:
% 55.21/22.57  																							| (759)  ~ (all_0_50_50 = e1)
% 55.21/22.57  																							| (415) all_0_50_50 = e3
% 55.21/22.57  																							|
% 55.21/22.57  																								| Equations (415) can reduce 411 to:
% 55.21/22.57  																								| (266) $false
% 55.21/22.57  																								|
% 55.21/22.57  																								|-The branch is then unsatisfiable
% 55.21/22.57  																					|-Branch two:
% 55.21/22.57  																					| (409)  ~ (all_0_46_46 = e3)
% 55.21/22.57  																					| (4042) all_0_50_50 = e3 | all_0_55_55 = e3
% 55.21/22.57  																					|
% 55.21/22.57  																						+-Applying beta-rule and splitting (4042), into two cases.
% 55.21/22.57  																						|-Branch one:
% 55.21/22.57  																						| (415) all_0_50_50 = e3
% 55.21/22.57  																						|
% 55.21/22.57  																							| Equations (415) can reduce 411 to:
% 55.21/22.57  																							| (266) $false
% 55.21/22.57  																							|
% 55.21/22.57  																							|-The branch is then unsatisfiable
% 55.21/22.57  																						|-Branch two:
% 55.21/22.57  																						| (411)  ~ (all_0_50_50 = e3)
% 55.21/22.57  																						| (2336) all_0_55_55 = e3
% 55.21/22.57  																						|
% 55.21/22.57  																							| Equations (2336) can reduce 270 to:
% 55.21/22.57  																							| (266) $false
% 55.21/22.57  																							|
% 55.21/22.57  																							|-The branch is then unsatisfiable
% 55.21/22.57  																	|-Branch two:
% 55.21/22.57  																	| (440)  ~ (all_0_41_41 = e4)
% 55.21/22.57  																	| (4049) all_0_41_41 = e3 | all_0_41_41 = e1 | all_0_41_41 = e0
% 55.21/22.57  																	|
% 55.21/22.57  																		+-Applying beta-rule and splitting (4049), into two cases.
% 55.21/22.57  																		|-Branch one:
% 55.21/22.57  																		| (794) all_0_41_41 = e0
% 55.21/22.57  																		|
% 55.21/22.57  																			| Equations (794) can reduce 357 to:
% 55.21/22.57  																			| (266) $false
% 55.21/22.57  																			|
% 55.21/22.57  																			|-The branch is then unsatisfiable
% 55.21/22.57  																		|-Branch two:
% 55.21/22.57  																		| (357)  ~ (all_0_41_41 = e0)
% 55.21/22.57  																		| (4053) all_0_41_41 = e3 | all_0_41_41 = e1
% 55.21/22.57  																		|
% 55.21/22.57  																			+-Applying beta-rule and splitting (4053), into two cases.
% 55.21/22.57  																			|-Branch one:
% 55.21/22.57  																			| (453) all_0_41_41 = e1
% 55.21/22.57  																			|
% 55.21/22.57  																				| Equations (453) can reduce 214 to:
% 55.21/22.57  																				| (4055)  ~ (all_0_42_42 = e1)
% 55.21/22.57  																				|
% 55.21/22.57  																				| Simplifying 4055 yields:
% 55.21/22.57  																				| (1380)  ~ (all_0_42_42 = e1)
% 55.21/22.57  																				|
% 55.21/22.57  																				| Equations (453) can reduce 149 to:
% 55.21/22.57  																				| (4057)  ~ (all_0_44_44 = e1)
% 55.21/22.57  																				|
% 55.21/22.58  																				| Simplifying 4057 yields:
% 55.21/22.58  																				| (639)  ~ (all_0_44_44 = e1)
% 55.21/22.58  																				|
% 55.21/22.58  																				| Equations (453) can reduce 43 to:
% 55.21/22.58  																				| (4059)  ~ (all_0_46_46 = e1)
% 55.21/22.58  																				|
% 55.21/22.58  																				| Simplifying 4059 yields:
% 55.21/22.58  																				| (549)  ~ (all_0_46_46 = e1)
% 55.21/22.58  																				|
% 55.21/22.58  																				| Equations (453) can reduce 221 to:
% 55.21/22.58  																				| (1136)  ~ (all_0_50_50 = e1)
% 55.21/22.58  																				|
% 55.21/22.58  																				| Simplifying 1136 yields:
% 55.21/22.58  																				| (759)  ~ (all_0_50_50 = e1)
% 55.21/22.58  																				|
% 55.21/22.58  																				| Equations (453) can reduce 191 to:
% 55.21/22.58  																				| (2331)  ~ (all_0_55_55 = e1)
% 55.21/22.58  																				|
% 55.21/22.58  																				| Simplifying 2331 yields:
% 55.21/22.58  																				| (632)  ~ (all_0_55_55 = e1)
% 55.21/22.58  																				|
% 55.21/22.58  																				| Equations (453) can reduce 440 to:
% 55.21/22.58  																				| (602)  ~ (e4 = e1)
% 55.21/22.58  																				|
% 55.21/22.58  																				| Simplifying 602 yields:
% 55.21/22.58  																				| (110)  ~ (e4 = e1)
% 55.21/22.58  																				|
% 55.21/22.58  																				| Equations (453) can reduce 85 to:
% 55.21/22.58  																				| (604)  ~ (e2 = e1)
% 55.21/22.58  																				|
% 55.21/22.58  																				| Simplifying 604 yields:
% 55.21/22.58  																				| (122)  ~ (e2 = e1)
% 55.21/22.58  																				|
% 55.21/22.58  																				+-Applying beta-rule and splitting (152), into two cases.
% 55.21/22.58  																				|-Branch one:
% 55.21/22.58  																				| (1392) all_0_42_42 = e4
% 55.21/22.58  																				|
% 55.21/22.58  																					| Equations (1392) can reduce 145 to:
% 55.21/22.58  																					| (1377)  ~ (all_0_39_39 = e4)
% 55.21/22.58  																					|
% 55.21/22.58  																					| Equations (1392) can reduce 236 to:
% 55.21/22.58  																					| (476)  ~ (all_0_56_56 = e4)
% 55.21/22.58  																					|
% 55.21/22.58  																					| Simplifying 476 yields:
% 55.21/22.58  																					| (477)  ~ (all_0_56_56 = e4)
% 55.21/22.58  																					|
% 55.21/22.58  																					| From (1392) and (225) follows:
% 55.21/22.58  																					| (4073) op(e4, e2) = all_0_8_8
% 55.21/22.58  																					|
% 55.21/22.58  																					| From (1392) and (210) follows:
% 55.21/22.58  																					| (4074) op(e3, e2) = e4
% 55.21/22.58  																					|
% 55.21/22.58  																					+-Applying beta-rule and splitting (320), into two cases.
% 55.21/22.58  																					|-Branch one:
% 55.21/22.58  																					| (471) all_0_39_39 = e4
% 55.21/22.58  																					|
% 55.21/22.58  																						| Equations (471) can reduce 1377 to:
% 55.21/22.58  																						| (266) $false
% 55.21/22.58  																						|
% 55.21/22.58  																						|-The branch is then unsatisfiable
% 55.21/22.58  																					|-Branch two:
% 55.21/22.58  																					| (1377)  ~ (all_0_39_39 = e4)
% 55.21/22.58  																					| (480) all_0_39_39 = e0
% 55.21/22.58  																					|
% 55.21/22.58  																						| Equations (480) can reduce 79 to:
% 55.21/22.58  																						| (1402)  ~ (all_0_47_47 = e0)
% 55.21/22.58  																						|
% 55.21/22.58  																						| Simplifying 1402 yields:
% 55.21/22.58  																						| (678)  ~ (all_0_47_47 = e0)
% 55.21/22.58  																						|
% 55.21/22.58  																						| Equations (480) can reduce 139 to:
% 55.21/22.58  																						| (1404)  ~ (all_0_51_51 = e0)
% 55.21/22.58  																						|
% 55.21/22.58  																						| Simplifying 1404 yields:
% 55.21/22.58  																						| (115)  ~ (all_0_51_51 = e0)
% 55.21/22.58  																						|
% 55.21/22.58  																						| Equations (480) can reduce 154 to:
% 55.21/22.58  																						| (1181)  ~ (all_0_56_56 = e0)
% 55.21/22.58  																						|
% 55.21/22.58  																						| Simplifying 1181 yields:
% 55.21/22.58  																						| (828)  ~ (all_0_56_56 = e0)
% 55.21/22.58  																						|
% 55.21/22.58  																						| Equations (480) can reduce 1377 to:
% 55.21/22.58  																						| (401)  ~ (e4 = e0)
% 55.21/22.58  																						|
% 55.21/22.58  																						| Simplifying 401 yields:
% 55.21/22.58  																						| (49)  ~ (e4 = e0)
% 55.21/22.58  																						|
% 55.21/22.58  																						| Equations (480) can reduce 151 to:
% 55.21/22.58  																						| (435)  ~ (e1 = e0)
% 55.21/22.58  																						|
% 55.21/22.58  																						| Simplifying 435 yields:
% 55.21/22.58  																						| (233)  ~ (e1 = e0)
% 55.21/22.58  																						|
% 55.21/22.58  																						| From (480) and (182) follows:
% 55.21/22.58  																						| (1412) op(e0, e4) = all_0_2_2
% 55.21/22.58  																						|
% 55.21/22.58  																						| From (480) and (14) follows:
% 55.21/22.58  																						| (4090) op(e4, e2) = e0
% 55.21/22.58  																						|
% 55.21/22.58  																						+-Applying beta-rule and splitting (326), into two cases.
% 55.21/22.58  																						|-Branch one:
% 55.21/22.58  																						| (471) all_0_39_39 = e4
% 55.21/22.58  																						|
% 55.21/22.58  																							| Combining equations (480,471) yields a new equation:
% 55.21/22.58  																							| (397) e4 = e0
% 55.21/22.58  																							|
% 55.21/22.58  																							| Equations (397) can reduce 49 to:
% 55.21/22.58  																							| (266) $false
% 55.21/22.58  																							|
% 55.21/22.58  																							|-The branch is then unsatisfiable
% 55.21/22.58  																						|-Branch two:
% 55.21/22.58  																						| (1377)  ~ (all_0_39_39 = e4)
% 55.21/22.58  																						| (1378) all_0_40_40 = e4
% 55.21/22.58  																						|
% 55.21/22.58  																							| Equations (1378) can reduce 178 to:
% 55.21/22.58  																							| (450)  ~ (all_0_58_58 = e4)
% 55.21/22.58  																							|
% 55.21/22.58  																							| Simplifying 450 yields:
% 55.21/22.58  																							| (451)  ~ (all_0_58_58 = e4)
% 55.21/22.58  																							|
% 55.21/22.58  																							| Equations (1378) can reduce 132 to:
% 55.21/22.58  																							| (110)  ~ (e4 = e1)
% 55.21/22.58  																							|
% 55.21/22.58  																							| From (1378) and (34) follows:
% 55.21/22.58  																							| (1455) op(e4, e4) = all_0_4_4
% 55.21/22.58  																							|
% 55.21/22.58  																							+-Applying beta-rule and splitting (163), into two cases.
% 55.21/22.58  																							|-Branch one:
% 55.21/22.58  																							| (565) all_0_52_52 = e4
% 55.21/22.58  																							|
% 55.21/22.58  																								| Equations (565) can reduce 101 to:
% 55.21/22.58  																								| (566)  ~ (all_0_50_50 = e4)
% 55.21/22.58  																								|
% 55.21/22.58  																								| Equations (565) can reduce 11 to:
% 55.21/22.58  																								| (838)  ~ (all_0_57_57 = e4)
% 55.21/22.58  																								|
% 55.21/22.58  																								| Simplifying 838 yields:
% 55.21/22.58  																								| (839)  ~ (all_0_57_57 = e4)
% 55.21/22.58  																								|
% 55.21/22.58  																								| Equations (565) can reduce 166 to:
% 55.21/22.58  																								| (188)  ~ (e4 = e3)
% 55.21/22.58  																								|
% 55.21/22.58  																								| Equations (565) can reduce 72 to:
% 55.21/22.58  																								| (49)  ~ (e4 = e0)
% 55.21/22.58  																								|
% 55.21/22.58  																								+-Applying beta-rule and splitting (241), into two cases.
% 55.21/22.58  																								|-Branch one:
% 55.21/22.58  																								| (378) all_0_50_50 = e2
% 55.21/22.58  																								|
% 55.21/22.58  																									| Equations (378) can reduce 302 to:
% 55.21/22.58  																									| (266) $false
% 55.21/22.58  																									|
% 55.21/22.58  																									|-The branch is then unsatisfiable
% 55.21/22.58  																								|-Branch two:
% 55.21/22.58  																								| (302)  ~ (all_0_50_50 = e2)
% 55.21/22.58  																								| (422) all_0_50_50 = e4 | all_0_50_50 = e3 | all_0_50_50 = e1
% 55.21/22.58  																								|
% 55.21/22.58  																									+-Applying beta-rule and splitting (130), into two cases.
% 55.21/22.58  																									|-Branch one:
% 55.21/22.58  																									| (430) all_0_43_43 = e1
% 55.21/22.58  																									|
% 55.21/22.58  																										| Combining equations (356,430) yields a new equation:
% 55.21/22.58  																										| (431) e1 = e0
% 55.21/22.58  																										|
% 55.21/22.58  																										| Equations (431) can reduce 233 to:
% 55.21/22.58  																										| (266) $false
% 55.21/22.58  																										|
% 55.21/22.58  																										|-The branch is then unsatisfiable
% 55.21/22.58  																									|-Branch two:
% 55.21/22.58  																									| (433)  ~ (all_0_43_43 = e1)
% 55.21/22.58  																									| (434) all_0_48_48 = e1 | all_0_52_52 = e1 | all_0_57_57 = e1
% 55.21/22.58  																									|
% 55.21/22.58  																										+-Applying beta-rule and splitting (12), into two cases.
% 55.21/22.58  																										|-Branch one:
% 55.21/22.58  																										| (442) all_0_57_57 = e2
% 55.21/22.58  																										|
% 55.21/22.58  																											| Equations (442) can reduce 344 to:
% 55.21/22.58  																											| (266) $false
% 55.21/22.58  																											|
% 55.21/22.58  																											|-The branch is then unsatisfiable
% 55.21/22.58  																										|-Branch two:
% 55.21/22.58  																										| (344)  ~ (all_0_57_57 = e2)
% 55.21/22.58  																										| (445) all_0_57_57 = e4 | all_0_57_57 = e1 | all_0_57_57 = e0
% 55.21/22.58  																										|
% 55.21/22.58  																											+-Applying beta-rule and splitting (171), into two cases.
% 55.21/22.58  																											|-Branch one:
% 55.21/22.58  																											| (265) all_0_54_54 = e4
% 55.21/22.58  																											|
% 55.21/22.58  																												| Combining equations (268,265) yields a new equation:
% 55.21/22.58  																												| (425) e4 = e3
% 55.21/22.58  																												|
% 55.21/22.58  																												| Equations (425) can reduce 188 to:
% 55.21/22.58  																												| (266) $false
% 55.21/22.58  																												|
% 55.21/22.58  																												|-The branch is then unsatisfiable
% 55.21/22.58  																											|-Branch two:
% 55.21/22.58  																											| (258)  ~ (all_0_54_54 = e4)
% 55.21/22.58  																											| (575) all_0_55_55 = e4 | all_0_56_56 = e4 | all_0_57_57 = e4 | all_0_58_58 = e4
% 55.21/22.58  																											|
% 55.21/22.58  																												+-Applying beta-rule and splitting (434), into two cases.
% 55.21/22.58  																												|-Branch one:
% 55.21/22.58  																												| (615) all_0_48_48 = e1
% 55.21/22.58  																												|
% 55.21/22.58  																													| Combining equations (335,615) yields a new equation:
% 55.21/22.58  																													| (616) e2 = e1
% 55.21/22.58  																													|
% 55.21/22.58  																													| Simplifying 616 yields:
% 55.21/22.58  																													| (617) e2 = e1
% 55.21/22.58  																													|
% 55.21/22.58  																													| Equations (617) can reduce 122 to:
% 55.21/22.58  																													| (266) $false
% 55.21/22.58  																													|
% 55.21/22.58  																													|-The branch is then unsatisfiable
% 55.21/22.58  																												|-Branch two:
% 55.21/22.58  																												| (619)  ~ (all_0_48_48 = e1)
% 55.21/22.58  																												| (620) all_0_52_52 = e1 | all_0_57_57 = e1
% 55.21/22.58  																												|
% 55.21/22.58  																													+-Applying beta-rule and splitting (620), into two cases.
% 55.21/22.58  																													|-Branch one:
% 55.21/22.58  																													| (642) all_0_52_52 = e1
% 55.21/22.58  																													|
% 55.21/22.58  																														| Combining equations (565,642) yields a new equation:
% 55.21/22.58  																														| (636) e4 = e1
% 55.21/22.58  																														|
% 55.21/22.58  																														| Simplifying 636 yields:
% 55.21/22.58  																														| (630) e4 = e1
% 55.21/22.58  																														|
% 55.21/22.58  																														| Equations (630) can reduce 110 to:
% 55.21/22.58  																														| (266) $false
% 55.21/22.58  																														|
% 55.21/22.58  																														|-The branch is then unsatisfiable
% 55.21/22.58  																													|-Branch two:
% 55.21/22.58  																													| (646)  ~ (all_0_52_52 = e1)
% 55.21/22.58  																													| (647) all_0_57_57 = e1
% 55.21/22.58  																													|
% 55.21/22.58  																														| Equations (647) can reduce 81 to:
% 55.21/22.58  																														| (632)  ~ (all_0_55_55 = e1)
% 55.21/22.58  																														|
% 55.21/22.58  																														| Equations (647) can reduce 140 to:
% 55.21/22.58  																														| (466)  ~ (all_0_56_56 = e1)
% 55.21/22.58  																														|
% 55.21/22.58  																														| Equations (647) can reduce 148 to:
% 55.21/22.58  																														| (879)  ~ (all_0_58_58 = e1)
% 55.21/22.58  																														|
% 55.21/22.58  																														| Simplifying 879 yields:
% 55.21/22.58  																														| (880)  ~ (all_0_58_58 = e1)
% 55.21/22.58  																														|
% 55.21/22.58  																														| Equations (647) can reduce 839 to:
% 55.21/22.58  																														| (602)  ~ (e4 = e1)
% 55.21/22.58  																														|
% 55.21/22.58  																														| Simplifying 602 yields:
% 55.21/22.58  																														| (110)  ~ (e4 = e1)
% 55.21/22.58  																														|
% 55.21/22.58  																														| Equations (647) can reduce 344 to:
% 55.21/22.58  																														| (604)  ~ (e2 = e1)
% 55.21/22.58  																														|
% 55.21/22.58  																														| Simplifying 604 yields:
% 55.21/22.58  																														| (122)  ~ (e2 = e1)
% 55.21/22.58  																														|
% 55.21/22.58  																														| From (647) and (146) follows:
% 55.21/22.58  																														| (3580) op(e1, e0) = all_0_35_35
% 55.21/22.58  																														|
% 55.21/22.58  																														+-Applying beta-rule and splitting (133), into two cases.
% 55.21/22.58  																														|-Branch one:
% 55.21/22.58  																														| (833) all_0_56_56 = e2
% 55.21/22.58  																														|
% 55.21/22.58  																															| Equations (833) can reduce 16 to:
% 55.21/22.58  																															| (1099)  ~ (all_0_51_51 = e2)
% 55.21/22.58  																															|
% 55.21/22.58  																															| Equations (833) can reduce 153 to:
% 55.21/22.58  																															| (304)  ~ (all_0_55_55 = e2)
% 55.21/22.58  																															|
% 55.21/22.58  																															| Equations (833) can reduce 44 to:
% 55.21/22.58  																															| (1186)  ~ (all_0_58_58 = e2)
% 55.21/22.58  																															|
% 55.21/22.58  																															| Simplifying 1186 yields:
% 55.21/22.58  																															| (908)  ~ (all_0_58_58 = e2)
% 55.21/22.58  																															|
% 55.21/22.58  																															| Equations (833) can reduce 466 to:
% 55.21/22.58  																															| (122)  ~ (e2 = e1)
% 55.21/22.58  																															|
% 55.21/22.58  																															| From (833) and (87) follows:
% 55.21/22.58  																															| (4151) op(e2, e2) = all_0_34_34
% 55.21/22.58  																															|
% 55.21/22.58  																															+-Applying beta-rule and splitting (108), into two cases.
% 55.21/22.58  																															|-Branch one:
% 55.21/22.58  																															| (624) all_0_58_58 = e2
% 55.21/22.58  																															|
% 55.21/22.58  																																| Equations (624) can reduce 908 to:
% 55.21/22.58  																																| (266) $false
% 55.21/22.58  																																|
% 55.21/22.58  																																|-The branch is then unsatisfiable
% 55.21/22.58  																															|-Branch two:
% 55.21/22.58  																															| (908)  ~ (all_0_58_58 = e2)
% 55.21/22.58  																															| (909) all_0_58_58 = e4 | all_0_58_58 = e3 | all_0_58_58 = e1 | all_0_58_58 = e0
% 55.21/22.58  																															|
% 55.21/22.58  																																+-Applying beta-rule and splitting (575), into two cases.
% 55.21/22.58  																																|-Branch one:
% 55.21/22.58  																																| (587) all_0_55_55 = e4
% 55.21/22.58  																																|
% 55.21/22.58  																																	| Equations (587) can reduce 93 to:
% 55.21/22.58  																																	| (566)  ~ (all_0_50_50 = e4)
% 55.21/22.58  																																	|
% 55.21/22.58  																																	| Equations (587) can reduce 3 to:
% 55.21/22.58  																																	| (450)  ~ (all_0_58_58 = e4)
% 55.21/22.58  																																	|
% 55.21/22.58  																																	| Simplifying 450 yields:
% 55.21/22.58  																																	| (451)  ~ (all_0_58_58 = e4)
% 55.21/22.58  																																	|
% 55.21/22.58  																																	| Equations (587) can reduce 270 to:
% 55.21/22.58  																																	| (188)  ~ (e4 = e3)
% 55.21/22.58  																																	|
% 55.21/22.58  																																	| Equations (587) can reduce 304 to:
% 55.21/22.58  																																	| (48)  ~ (e4 = e2)
% 55.21/22.58  																																	|
% 55.21/22.58  																																	| Equations (587) can reduce 632 to:
% 55.21/22.58  																																	| (110)  ~ (e4 = e1)
% 55.21/22.58  																																	|
% 55.21/22.58  																																	+-Applying beta-rule and splitting (381), into two cases.
% 55.21/22.58  																																	|-Branch one:
% 55.21/22.58  																																	| (504) all_0_51_51 = e2
% 55.21/22.58  																																	|
% 55.21/22.58  																																		| Equations (504) can reduce 1099 to:
% 55.21/22.58  																																		| (266) $false
% 55.21/22.58  																																		|
% 55.21/22.58  																																		|-The branch is then unsatisfiable
% 55.21/22.58  																																	|-Branch two:
% 55.21/22.58  																																	| (1099)  ~ (all_0_51_51 = e2)
% 55.21/22.58  																																	| (1152) all_0_52_52 = e2 | all_0_53_53 = e2
% 55.21/22.58  																																	|
% 55.21/22.58  																																		+-Applying beta-rule and splitting (125), into two cases.
% 55.21/22.58  																																		|-Branch one:
% 55.21/22.58  																																		| (858) all_0_55_55 = e0
% 55.21/22.58  																																		|
% 55.21/22.58  																																			| Combining equations (858,587) yields a new equation:
% 55.21/22.58  																																			| (397) e4 = e0
% 55.21/22.58  																																			|
% 55.21/22.58  																																			| Equations (397) can reduce 49 to:
% 55.21/22.58  																																			| (266) $false
% 55.21/22.58  																																			|
% 55.21/22.58  																																			|-The branch is then unsatisfiable
% 55.21/22.58  																																		|-Branch two:
% 55.21/22.58  																																		| (803)  ~ (all_0_55_55 = e0)
% 55.21/22.58  																																		| (863) all_0_56_56 = e0 | all_0_57_57 = e0 | all_0_58_58 = e0
% 55.21/22.58  																																		|
% 55.21/22.58  																																			| Equations (587) can reduce 803 to:
% 55.21/22.58  																																			| (49)  ~ (e4 = e0)
% 55.21/22.58  																																			|
% 55.21/22.58  																																			+-Applying beta-rule and splitting (1899), into two cases.
% 55.21/22.58  																																			|-Branch one:
% 55.21/22.58  																																			| (516) all_0_42_42 = e3
% 55.21/22.58  																																			|
% 55.21/22.58  																																				| Combining equations (516,1392) yields a new equation:
% 55.21/22.58  																																				| (425) e4 = e3
% 55.21/22.58  																																				|
% 55.21/22.58  																																				| Equations (425) can reduce 188 to:
% 55.21/22.58  																																				| (266) $false
% 55.21/22.58  																																				|
% 55.21/22.58  																																				|-The branch is then unsatisfiable
% 55.21/22.58  																																			|-Branch two:
% 55.21/22.58  																																			| (405)  ~ (all_0_42_42 = e3)
% 55.21/22.58  																																			| (532) all_0_44_44 = e3
% 55.21/22.58  																																			|
% 55.21/22.58  																																				| Equations (532) can reduce 9 to:
% 55.21/22.58  																																				| (524)  ~ (all_0_49_49 = e3)
% 55.21/22.58  																																				|
% 55.21/22.58  																																				| Simplifying 524 yields:
% 55.21/22.58  																																				| (525)  ~ (all_0_49_49 = e3)
% 55.21/22.58  																																				|
% 55.21/22.58  																																				| Equations (532) can reduce 220 to:
% 55.21/22.58  																																				| (1114)  ~ (all_0_53_53 = e3)
% 55.21/22.58  																																				|
% 55.21/22.58  																																				| Simplifying 1114 yields:
% 55.21/22.58  																																				| (903)  ~ (all_0_53_53 = e3)
% 55.21/22.58  																																				|
% 55.21/22.58  																																				| Equations (532) can reduce 639 to:
% 55.21/22.58  																																				| (213)  ~ (e3 = e1)
% 55.21/22.58  																																				|
% 55.21/22.58  																																				| From (532) and (70) follows:
% 55.21/22.58  																																				| (1954) op(e3, e0) = all_0_12_12
% 55.21/22.58  																																				|
% 55.21/22.58  																																				| From (532) and (138) follows:
% 55.21/22.58  																																				| (1639) op(e3, e0) = e3
% 55.21/22.58  																																				|
% 55.21/22.58  																																				+-Applying beta-rule and splitting (909), into two cases.
% 55.21/22.58  																																				|-Branch one:
% 55.21/22.58  																																				| (910) all_0_58_58 = e4
% 55.21/22.58  																																				|
% 55.21/22.58  																																					| Equations (910) can reduce 451 to:
% 55.21/22.58  																																					| (266) $false
% 55.21/22.58  																																					|
% 55.21/22.58  																																					|-The branch is then unsatisfiable
% 55.21/22.58  																																				|-Branch two:
% 55.21/22.58  																																				| (451)  ~ (all_0_58_58 = e4)
% 55.21/22.58  																																				| (913) all_0_58_58 = e3 | all_0_58_58 = e1 | all_0_58_58 = e0
% 55.21/22.58  																																				|
% 55.21/22.58  																																					+-Applying beta-rule and splitting (1152), into two cases.
% 55.21/22.58  																																					|-Branch one:
% 55.21/22.58  																																					| (352) all_0_52_52 = e2
% 55.21/22.58  																																					|
% 55.21/22.58  																																						| Combining equations (565,352) yields a new equation:
% 55.21/22.58  																																						| (322) e4 = e2
% 55.21/22.58  																																						|
% 55.21/22.58  																																						| Simplifying 322 yields:
% 55.21/22.58  																																						| (323) e4 = e2
% 55.21/22.58  																																						|
% 55.21/22.58  																																						| Equations (323) can reduce 48 to:
% 55.21/22.58  																																						| (266) $false
% 55.21/22.58  																																						|
% 55.21/22.58  																																						|-The branch is then unsatisfiable
% 55.21/22.58  																																					|-Branch two:
% 55.21/22.58  																																					| (342)  ~ (all_0_52_52 = e2)
% 55.21/22.58  																																					| (607) all_0_53_53 = e2
% 55.21/22.58  																																					|
% 55.21/22.58  																																						| Equations (607) can reduce 65 to:
% 55.21/22.58  																																						| (340)  ~ (all_0_49_49 = e2)
% 55.21/22.58  																																						|
% 55.21/22.58  																																						| Equations (607) can reduce 190 to:
% 55.21/22.58  																																						| (302)  ~ (all_0_50_50 = e2)
% 55.21/22.58  																																						|
% 55.21/22.58  																																						| Equations (607) can reduce 6 to:
% 55.21/22.58  																																						| (1099)  ~ (all_0_51_51 = e2)
% 55.21/22.58  																																						|
% 55.21/22.58  																																						| Equations (607) can reduce 903 to:
% 55.21/22.58  																																						| (626)  ~ (e3 = e2)
% 55.21/22.58  																																						|
% 55.21/22.58  																																						| Simplifying 626 yields:
% 55.21/22.58  																																						| (212)  ~ (e3 = e2)
% 55.21/22.58  																																						|
% 55.21/22.58  																																						| From (607) and (92) follows:
% 55.21/22.58  																																						| (1555) op(e2, e1) = all_0_27_27
% 55.21/22.58  																																						|
% 55.21/22.58  																																						| From (607) and (84) follows:
% 55.21/22.58  																																						| (2566) op(e1, e0) = e2
% 55.21/22.58  																																						|
% 55.21/22.58  																																						+-Applying beta-rule and splitting (160), into two cases.
% 55.21/22.58  																																						|-Branch one:
% 55.21/22.58  																																						| (601) all_0_50_50 = e1
% 55.21/22.58  																																						|
% 55.21/22.58  																																							| Equations (601) can reduce 759 to:
% 55.21/22.58  																																							| (266) $false
% 55.21/22.58  																																							|
% 55.21/22.58  																																							|-The branch is then unsatisfiable
% 55.21/22.58  																																						|-Branch two:
% 55.21/22.58  																																						| (759)  ~ (all_0_50_50 = e1)
% 55.21/22.58  																																						| (1168) all_0_51_51 = e1 | all_0_52_52 = e1 | all_0_53_53 = e1
% 55.21/22.58  																																						|
% 55.21/22.58  																																							+-Applying beta-rule and splitting (1168), into two cases.
% 55.21/22.58  																																							|-Branch one:
% 55.21/22.58  																																							| (1109) all_0_51_51 = e1
% 55.21/22.58  																																							|
% 55.21/22.58  																																								| Equations (1109) can reduce 59 to:
% 55.21/22.58  																																								| (759)  ~ (all_0_50_50 = e1)
% 55.21/22.58  																																								|
% 55.21/22.58  																																								| Equations (1109) can reduce 1099 to:
% 55.21/22.58  																																								| (604)  ~ (e2 = e1)
% 55.21/22.58  																																								|
% 55.21/22.58  																																								| Simplifying 604 yields:
% 55.21/22.58  																																								| (122)  ~ (e2 = e1)
% 55.21/22.58  																																								|
% 55.21/22.58  																																								| Equations (1109) can reduce 115 to:
% 55.21/22.58  																																								| (233)  ~ (e1 = e0)
% 55.21/22.58  																																								|
% 55.21/22.58  																																								| From (1109) and (177) follows:
% 55.21/22.58  																																								| (4211) op(e1, e2) = all_0_25_25
% 55.21/22.58  																																								|
% 55.21/22.58  																																								| From (1109) and (186) follows:
% 55.21/22.58  																																								| (699) op(e1, e2) = e1
% 55.21/22.58  																																								|
% 55.21/22.58  																																								+-Applying beta-rule and splitting (168), into two cases.
% 55.21/22.58  																																								|-Branch one:
% 55.21/22.58  																																								| (415) all_0_50_50 = e3
% 55.21/22.58  																																								|
% 55.21/22.58  																																									| Equations (415) can reduce 566 to:
% 55.21/22.58  																																									| (277)  ~ (e4 = e3)
% 55.21/22.58  																																									|
% 55.21/22.58  																																									| Simplifying 277 yields:
% 55.21/22.58  																																									| (188)  ~ (e4 = e3)
% 55.21/22.58  																																									|
% 55.21/22.58  																																									| Equations (415) can reduce 302 to:
% 55.21/22.58  																																									| (212)  ~ (e3 = e2)
% 55.21/22.58  																																									|
% 55.21/22.58  																																									| Equations (415) can reduce 759 to:
% 55.21/22.58  																																									| (213)  ~ (e3 = e1)
% 55.21/22.58  																																									|
% 55.21/22.58  																																									| From (415) and (242) follows:
% 55.21/22.59  																																									| (1934) op(e1, e3) = e3
% 55.21/22.59  																																									|
% 55.21/22.59  																																									+-Applying beta-rule and splitting (123), into two cases.
% 55.21/22.59  																																									|-Branch one:
% 55.21/22.59  																																									| (1794) all_0_46_46 = e2
% 55.21/22.59  																																									|
% 55.21/22.59  																																										| Equations (1794) can reduce 300 to:
% 55.21/22.59  																																										| (266) $false
% 55.21/22.59  																																										|
% 55.21/22.59  																																										|-The branch is then unsatisfiable
% 55.21/22.59  																																									|-Branch two:
% 55.21/22.59  																																									| (300)  ~ (all_0_46_46 = e2)
% 55.21/22.59  																																									| (1797) all_0_46_46 = e4 | all_0_46_46 = e3 | all_0_46_46 = e1 | all_0_46_46 = e0
% 55.21/22.59  																																									|
% 55.21/22.59  																																										+-Applying beta-rule and splitting (112), into two cases.
% 55.21/22.59  																																										|-Branch one:
% 55.21/22.59  																																										| (635) all_0_44_44 = e1
% 55.21/22.59  																																										|
% 55.21/22.59  																																											| Combining equations (532,635) yields a new equation:
% 55.21/22.59  																																											| (454) e3 = e1
% 55.21/22.59  																																											|
% 55.21/22.59  																																											| Simplifying 454 yields:
% 55.21/22.59  																																											| (455) e3 = e1
% 55.21/22.59  																																											|
% 55.21/22.59  																																											| Equations (455) can reduce 213 to:
% 55.21/22.59  																																											| (266) $false
% 55.21/22.59  																																											|
% 55.21/22.59  																																											|-The branch is then unsatisfiable
% 55.21/22.59  																																										|-Branch two:
% 55.21/22.59  																																										| (639)  ~ (all_0_44_44 = e1)
% 55.21/22.59  																																										| (640) all_0_49_49 = e1 | all_0_53_53 = e1 | all_0_58_58 = e1
% 55.21/22.59  																																										|
% 55.21/22.59  																																											+-Applying beta-rule and splitting (640), into two cases.
% 55.21/22.59  																																											|-Branch one:
% 55.21/22.59  																																											| (671) all_0_49_49 = e1
% 55.21/22.59  																																											|
% 55.21/22.59  																																												| Equations (671) can reduce 208 to:
% 55.21/22.59  																																												| (549)  ~ (all_0_46_46 = e1)
% 55.21/22.59  																																												|
% 55.21/22.59  																																												| Equations (671) can reduce 119 to:
% 55.21/22.59  																																												| (879)  ~ (all_0_58_58 = e1)
% 55.21/22.59  																																												|
% 55.21/22.59  																																												| Simplifying 879 yields:
% 55.21/22.59  																																												| (880)  ~ (all_0_58_58 = e1)
% 55.21/22.59  																																												|
% 55.21/22.59  																																												| Equations (671) can reduce 525 to:
% 55.21/22.59  																																												| (467)  ~ (e3 = e1)
% 55.21/22.59  																																												|
% 55.21/22.59  																																												| Simplifying 467 yields:
% 55.21/22.59  																																												| (213)  ~ (e3 = e1)
% 55.21/22.59  																																												|
% 55.21/22.59  																																												| Equations (671) can reduce 340 to:
% 55.21/22.59  																																												| (604)  ~ (e2 = e1)
% 55.21/22.59  																																												|
% 55.21/22.59  																																												| Simplifying 604 yields:
% 55.21/22.59  																																												| (122)  ~ (e2 = e1)
% 55.21/22.59  																																												|
% 55.21/22.59  																																												| From (671) and (129) follows:
% 55.21/22.59  																																												| (672) op(e1, e2) = all_0_20_20
% 55.21/22.59  																																												|
% 55.21/22.59  																																												| From (671) and (66) follows:
% 55.21/22.59  																																												| (4238) op(e1, e0) = all_0_21_21
% 55.21/22.59  																																												|
% 55.21/22.59  																																												+-Applying beta-rule and splitting (75), into two cases.
% 55.21/22.59  																																												|-Branch one:
% 55.21/22.59  																																												| (485) all_0_40_40 = e0
% 55.21/22.59  																																												|
% 55.21/22.59  																																													| Combining equations (485,1378) yields a new equation:
% 55.21/22.59  																																													| (397) e4 = e0
% 55.21/22.59  																																													|
% 55.21/22.59  																																													| Equations (397) can reduce 49 to:
% 55.21/22.59  																																													| (266) $false
% 55.21/22.59  																																													|
% 55.21/22.59  																																													|-The branch is then unsatisfiable
% 55.21/22.59  																																												|-Branch two:
% 55.21/22.59  																																												| (1401)  ~ (all_0_40_40 = e0)
% 55.21/22.59  																																												| (1748) all_0_44_44 = e0 | all_0_49_49 = e0 | all_0_58_58 = e0
% 55.21/22.59  																																												|
% 55.21/22.59  																																													| Equations (1378) can reduce 1401 to:
% 55.21/22.59  																																													| (49)  ~ (e4 = e0)
% 55.21/22.59  																																													|
% 55.21/22.59  																																													+-Applying beta-rule and splitting (184), into two cases.
% 55.21/22.59  																																													|-Branch one:
% 55.21/22.59  																																													| (538) all_0_46_46 = e0
% 55.21/22.59  																																													|
% 55.21/22.59  																																														| Equations (538) can reduce 300 to:
% 55.21/22.59  																																														| (365)  ~ (e2 = e0)
% 55.21/22.59  																																														|
% 55.21/22.59  																																														| Simplifying 365 yields:
% 55.21/22.59  																																														| (128)  ~ (e2 = e0)
% 55.21/22.59  																																														|
% 55.21/22.59  																																														| Equations (538) can reduce 549 to:
% 55.21/22.59  																																														| (435)  ~ (e1 = e0)
% 55.21/22.59  																																														|
% 55.21/22.59  																																														| Simplifying 435 yields:
% 55.21/22.59  																																														| (233)  ~ (e1 = e0)
% 55.21/22.59  																																														|
% 55.21/22.59  																																														+-Applying beta-rule and splitting (180), into two cases.
% 55.21/22.59  																																														|-Branch one:
% 55.21/22.59  																																														| (516) all_0_42_42 = e3
% 55.21/22.59  																																														|
% 55.21/22.59  																																															| Combining equations (1392,516) yields a new equation:
% 55.21/22.59  																																															| (424) e4 = e3
% 55.21/22.59  																																															|
% 55.21/22.59  																																															| Simplifying 424 yields:
% 55.21/22.59  																																															| (425) e4 = e3
% 55.21/22.59  																																															|
% 55.21/22.59  																																															| Equations (425) can reduce 188 to:
% 55.21/22.59  																																															| (266) $false
% 55.21/22.59  																																															|
% 55.21/22.59  																																															|-The branch is then unsatisfiable
% 55.21/22.59  																																														|-Branch two:
% 55.21/22.59  																																														| (405)  ~ (all_0_42_42 = e3)
% 55.21/22.59  																																														| (521) all_0_47_47 = e3 | all_0_51_51 = e3 | all_0_56_56 = e3
% 55.21/22.59  																																														|
% 55.21/22.59  																																															+-Applying beta-rule and splitting (521), into two cases.
% 55.21/22.59  																																															|-Branch one:
% 55.21/22.59  																																															| (522) all_0_47_47 = e3
% 55.21/22.59  																																															|
% 55.21/22.59  																																																| From (522) and (23) follows:
% 55.21/22.59  																																																| (531) op(e2, e2) = e3
% 55.21/22.59  																																																|
% 55.21/22.59  																																																+-Applying beta-rule and splitting (913), into two cases.
% 55.21/22.59  																																																|-Branch one:
% 55.21/22.59  																																																| (914) all_0_58_58 = e0
% 55.21/22.59  																																																|
% 55.21/22.59  																																																	| Equations (914) can reduce 880 to:
% 55.21/22.59  																																																	| (435)  ~ (e1 = e0)
% 55.21/22.59  																																																	|
% 55.21/22.59  																																																	| Simplifying 435 yields:
% 55.21/22.59  																																																	| (233)  ~ (e1 = e0)
% 55.21/22.59  																																																	|
% 55.21/22.59  																																																	| Instantiating formula (29) with e4, e4, all_0_4_4, e1 and discharging atoms op(e4, e4) = all_0_4_4, op(e4, e4) = e1, yields:
% 55.21/22.59  																																																	| (1587) all_0_4_4 = e1
% 55.21/22.59  																																																	|
% 55.21/22.59  																																																	| Instantiating formula (29) with e4, e2, e0, all_0_8_8 and discharging atoms op(e4, e2) = all_0_8_8, op(e4, e2) = e0, yields:
% 55.21/22.59  																																																	| (4262) all_0_8_8 = e0
% 55.21/22.59  																																																	|
% 55.21/22.59  																																																	| Instantiating formula (29) with e3, e0, e3, all_0_12_12 and discharging atoms op(e3, e0) = all_0_12_12, op(e3, e0) = e3, yields:
% 55.21/22.59  																																																	| (2156) all_0_12_12 = e3
% 55.21/22.59  																																																	|
% 55.21/22.59  																																																	| Instantiating formula (29) with e2, e2, e3, all_0_34_34 and discharging atoms op(e2, e2) = all_0_34_34, op(e2, e2) = e3, yields:
% 55.21/22.59  																																																	| (4264) all_0_34_34 = e3
% 55.21/22.59  																																																	|
% 55.21/22.59  																																																	| Instantiating formula (29) with e2, e1, all_0_27_27, e2 and discharging atoms op(e2, e1) = all_0_27_27, op(e2, e1) = e2, yields:
% 55.21/22.59  																																																	| (1590) all_0_27_27 = e2
% 55.21/22.59  																																																	|
% 55.21/22.59  																																																	| Instantiating formula (29) with e1, e2, all_0_25_25, all_0_20_20 and discharging atoms op(e1, e2) = all_0_20_20, op(e1, e2) = all_0_25_25, yields:
% 55.21/22.59  																																																	| (4266) all_0_20_20 = all_0_25_25
% 55.21/22.59  																																																	|
% 55.21/22.59  																																																	| Instantiating formula (29) with e1, e2, e1, all_0_20_20 and discharging atoms op(e1, e2) = all_0_20_20, op(e1, e2) = e1, yields:
% 55.21/22.59  																																																	| (4267) all_0_20_20 = e1
% 55.21/22.59  																																																	|
% 55.21/22.59  																																																	| Instantiating formula (29) with e1, e0, all_0_35_35, all_0_21_21 and discharging atoms op(e1, e0) = all_0_21_21, op(e1, e0) = all_0_35_35, yields:
% 55.21/22.59  																																																	| (4268) all_0_21_21 = all_0_35_35
% 55.21/22.59  																																																	|
% 55.21/22.59  																																																	| Instantiating formula (29) with e1, e0, e2, all_0_21_21 and discharging atoms op(e1, e0) = all_0_21_21, op(e1, e0) = e2, yields:
% 55.21/22.59  																																																	| (4269) all_0_21_21 = e2
% 55.21/22.59  																																																	|
% 55.21/22.59  																																																	| Instantiating formula (29) with e0, e4, all_0_2_2, e3 and discharging atoms op(e0, e4) = all_0_2_2, op(e0, e4) = e3, yields:
% 55.21/22.59  																																																	| (1595) all_0_2_2 = e3
% 55.21/22.59  																																																	|
% 55.21/22.59  																																																	| Combining equations (4267,4266) yields a new equation:
% 55.21/22.59  																																																	| (4271) all_0_25_25 = e1
% 55.21/22.59  																																																	|
% 55.21/22.59  																																																	| Combining equations (4268,4269) yields a new equation:
% 55.21/22.59  																																																	| (4272) all_0_35_35 = e2
% 55.21/22.59  																																																	|
% 55.21/22.59  																																																	| Simplifying 4272 yields:
% 55.21/22.59  																																																	| (4273) all_0_35_35 = e2
% 55.21/22.59  																																																	|
% 55.21/22.59  																																																	| From (1587) and (1455) follows:
% 55.21/22.59  																																																	| (41) op(e4, e4) = e1
% 55.21/22.59  																																																	|
% 55.21/22.59  																																																	| From (4262) and (4073) follows:
% 55.21/22.59  																																																	| (4090) op(e4, e2) = e0
% 55.21/22.59  																																																	|
% 55.21/22.59  																																																	| From (2156) and (1954) follows:
% 55.21/22.59  																																																	| (1639) op(e3, e0) = e3
% 55.21/22.59  																																																	|
% 55.21/22.59  																																																	| From (4264) and (4151) follows:
% 55.21/22.59  																																																	| (531) op(e2, e2) = e3
% 55.21/22.59  																																																	|
% 55.21/22.59  																																																	| From (1590) and (1555) follows:
% 55.21/22.59  																																																	| (347) op(e2, e1) = e2
% 55.21/22.59  																																																	|
% 55.21/22.59  																																																	| From (4271) and (4211) follows:
% 55.21/22.59  																																																	| (699) op(e1, e2) = e1
% 55.21/22.59  																																																	|
% 55.21/22.59  																																																	| From (4273) and (3580) follows:
% 55.21/22.59  																																																	| (2566) op(e1, e0) = e2
% 55.21/22.59  																																																	|
% 55.21/22.59  																																																	| From (1595) and (1412) follows:
% 55.21/22.59  																																																	| (283) op(e0, e4) = e3
% 55.21/22.59  																																																	|
% 55.21/22.59  																																																	+-Applying beta-rule and splitting (56), into two cases.
% 55.21/22.59  																																																	|-Branch one:
% 55.21/22.59  																																																	| (696) unit = e2
% 55.21/22.59  																																																	|
% 55.21/22.59  																																																		| From (696) and (211) follows:
% 55.21/22.59  																																																		| (1612) op(e2, e1) = e1
% 55.21/22.59  																																																		|
% 55.21/22.59  																																																		| From (696) and (227) follows:
% 55.21/22.59  																																																		| (4284) op(e4, e2) = e4
% 55.21/22.59  																																																		|
% 55.21/22.59  																																																		| From (696) and (40) follows:
% 55.21/22.59  																																																		| (4285) op(e3, e2) = e3
% 55.21/22.59  																																																		|
% 55.21/22.59  																																																		| From (696) and (32) follows:
% 55.21/22.59  																																																		| (698) op(e2, e2) = e2
% 55.21/22.59  																																																		|
% 55.21/22.59  																																																		| Instantiating formula (29) with e4, e2, e4, e0 and discharging atoms op(e4, e2) = e4, op(e4, e2) = e0, yields:
% 55.21/22.59  																																																		| (397) e4 = e0
% 55.21/22.59  																																																		|
% 55.21/22.59  																																																		| Instantiating formula (29) with e3, e2, e3, e4 and discharging atoms op(e3, e2) = e4, op(e3, e2) = e3, yields:
% 55.21/22.59  																																																		| (425) e4 = e3
% 55.21/22.59  																																																		|
% 55.21/22.59  																																																		| Instantiating formula (29) with e2, e2, e2, e3 and discharging atoms op(e2, e2) = e3, op(e2, e2) = e2, yields:
% 55.21/22.59  																																																		| (662) e3 = e2
% 55.21/22.59  																																																		|
% 55.21/22.59  																																																		| Instantiating formula (29) with e2, e1, e1, e2 and discharging atoms op(e2, e1) = e2, op(e2, e1) = e1, yields:
% 55.21/22.59  																																																		| (617) e2 = e1
% 55.21/22.59  																																																		|
% 55.21/22.59  																																																		| Combining equations (397,425) yields a new equation:
% 55.21/22.59  																																																		| (676) e3 = e0
% 55.21/22.59  																																																		|
% 55.21/22.59  																																																		| Combining equations (676,662) yields a new equation:
% 55.21/22.59  																																																		| (330) e2 = e0
% 55.21/22.59  																																																		|
% 55.21/22.59  																																																		| Combining equations (617,330) yields a new equation:
% 55.21/22.59  																																																		| (546) e1 = e0
% 55.21/22.59  																																																		|
% 55.21/22.59  																																																		| Simplifying 546 yields:
% 55.21/22.59  																																																		| (431) e1 = e0
% 55.21/22.59  																																																		|
% 55.21/22.59  																																																		| Equations (431) can reduce 233 to:
% 55.21/22.59  																																																		| (266) $false
% 55.21/22.59  																																																		|
% 55.21/22.59  																																																		|-The branch is then unsatisfiable
% 55.21/22.59  																																																	|-Branch two:
% 55.21/22.59  																																																	| (707)  ~ (unit = e2)
% 55.21/22.59  																																																	| (708) unit = e4 | unit = e3 | unit = e1 | unit = e0
% 55.21/22.59  																																																	|
% 55.21/22.59  																																																		+-Applying beta-rule and splitting (708), into two cases.
% 55.21/22.59  																																																		|-Branch one:
% 55.21/22.59  																																																		| (709) unit = e4
% 55.21/22.59  																																																		|
% 55.21/22.59  																																																			| From (709) and (227) follows:
% 55.21/22.59  																																																			| (710) op(e4, e4) = e4
% 55.21/22.59  																																																			|
% 55.21/22.59  																																																			| From (709) and (40) follows:
% 55.21/22.59  																																																			| (711) op(e3, e4) = e3
% 55.21/22.59  																																																			|
% 55.21/22.59  																																																			| From (709) and (32) follows:
% 55.21/22.59  																																																			| (712) op(e2, e4) = e2
% 55.21/22.59  																																																			|
% 55.21/22.59  																																																			| From (709) and (42) follows:
% 55.21/22.59  																																																			| (713) op(e0, e4) = e0
% 55.21/22.59  																																																			|
% 55.21/22.59  																																																			| Instantiating formula (29) with e4, e4, e4, e1 and discharging atoms op(e4, e4) = e4, op(e4, e4) = e1, yields:
% 55.21/22.59  																																																			| (630) e4 = e1
% 55.21/22.59  																																																			|
% 55.21/22.59  																																																			| Instantiating formula (29) with e3, e4, e3, e2 and discharging atoms op(e3, e4) = e3, op(e3, e4) = e2, yields:
% 55.21/22.59  																																																			| (662) e3 = e2
% 55.21/22.59  																																																			|
% 55.21/22.59  																																																			| Instantiating formula (29) with e2, e4, e2, e4 and discharging atoms op(e2, e4) = e4, op(e2, e4) = e2, yields:
% 55.21/22.59  																																																			| (323) e4 = e2
% 55.21/22.59  																																																			|
% 55.21/22.59  																																																			| Instantiating formula (29) with e0, e4, e0, e3 and discharging atoms op(e0, e4) = e3, op(e0, e4) = e0, yields:
% 55.21/22.59  																																																			| (676) e3 = e0
% 55.21/22.59  																																																			|
% 55.21/22.59  																																																			| Combining equations (630,323) yields a new equation:
% 55.21/22.59  																																																			| (617) e2 = e1
% 55.21/22.59  																																																			|
% 55.21/22.59  																																																			| Combining equations (662,676) yields a new equation:
% 55.21/22.59  																																																			| (391) e2 = e0
% 55.21/22.59  																																																			|
% 55.21/22.59  																																																			| Simplifying 391 yields:
% 55.21/22.59  																																																			| (330) e2 = e0
% 55.21/22.59  																																																			|
% 55.21/22.59  																																																			| Combining equations (617,330) yields a new equation:
% 55.21/22.59  																																																			| (546) e1 = e0
% 55.21/22.59  																																																			|
% 55.21/22.59  																																																			| Simplifying 546 yields:
% 55.21/22.59  																																																			| (431) e1 = e0
% 55.21/22.59  																																																			|
% 55.21/22.59  																																																			| Equations (431) can reduce 233 to:
% 55.21/22.59  																																																			| (266) $false
% 55.21/22.59  																																																			|
% 55.21/22.59  																																																			|-The branch is then unsatisfiable
% 55.21/22.59  																																																		|-Branch two:
% 55.21/22.59  																																																		| (724)  ~ (unit = e4)
% 55.21/22.59  																																																		| (725) unit = e3 | unit = e1 | unit = e0
% 55.21/22.59  																																																		|
% 55.21/22.59  																																																			+-Applying beta-rule and splitting (725), into two cases.
% 55.21/22.59  																																																			|-Branch one:
% 55.21/22.59  																																																			| (726) unit = e0
% 55.21/22.59  																																																			|
% 55.21/22.59  																																																				| From (726) and (28) follows:
% 55.21/22.59  																																																				| (2698) op(e1, e0) = e1
% 55.21/22.59  																																																				|
% 55.21/22.59  																																																				| Instantiating formula (29) with e1, e0, e1, e2 and discharging atoms op(e1, e0) = e2, op(e1, e0) = e1, yields:
% 55.21/22.59  																																																				| (617) e2 = e1
% 55.21/22.59  																																																				|
% 55.21/22.59  																																																				| Equations (617) can reduce 122 to:
% 55.21/22.60  																																																				| (266) $false
% 55.21/22.60  																																																				|
% 55.21/22.60  																																																				|-The branch is then unsatisfiable
% 55.21/22.60  																																																			|-Branch two:
% 55.21/22.60  																																																			| (734)  ~ (unit = e0)
% 55.21/22.60  																																																			| (735) unit = e3 | unit = e1
% 55.21/22.60  																																																			|
% 55.21/22.60  																																																				+-Applying beta-rule and splitting (735), into two cases.
% 55.21/22.60  																																																				|-Branch one:
% 55.21/22.60  																																																				| (736) unit = e1
% 55.21/22.60  																																																				|
% 55.21/22.60  																																																					| Equations (736) can reduce 734 to:
% 55.21/22.60  																																																					| (233)  ~ (e1 = e0)
% 55.21/22.60  																																																					|
% 55.21/22.60  																																																					| From (736) and (15) follows:
% 55.21/22.60  																																																					| (515) op(e1, e2) = e2
% 55.21/22.60  																																																					|
% 55.21/22.60  																																																					| From (736) and (209) follows:
% 55.21/22.60  																																																					| (2715) op(e1, e0) = e0
% 55.21/22.60  																																																					|
% 55.21/22.60  																																																					| Instantiating formula (29) with e1, e2, e2, e1 and discharging atoms op(e1, e2) = e2, op(e1, e2) = e1, yields:
% 55.21/22.60  																																																					| (617) e2 = e1
% 55.21/22.60  																																																					|
% 55.21/22.60  																																																					| Instantiating formula (29) with e1, e0, e0, e2 and discharging atoms op(e1, e0) = e2, op(e1, e0) = e0, yields:
% 55.21/22.60  																																																					| (330) e2 = e0
% 55.21/22.60  																																																					|
% 55.21/22.60  																																																					| Combining equations (330,617) yields a new equation:
% 55.21/22.60  																																																					| (431) e1 = e0
% 55.21/22.60  																																																					|
% 55.21/22.60  																																																					| Equations (431) can reduce 233 to:
% 55.21/22.60  																																																					| (266) $false
% 55.21/22.60  																																																					|
% 55.21/22.60  																																																					|-The branch is then unsatisfiable
% 55.21/22.60  																																																				|-Branch two:
% 55.21/22.60  																																																				| (748)  ~ (unit = e1)
% 55.21/22.60  																																																				| (749) unit = e3
% 55.21/22.60  																																																				|
% 55.21/22.60  																																																					| From (749) and (209) follows:
% 55.21/22.60  																																																					| (1667) op(e3, e0) = e0
% 55.21/22.60  																																																					|
% 55.21/22.60  																																																					| From (749) and (28) follows:
% 55.21/22.60  																																																					| (2235) op(e1, e3) = e1
% 55.21/22.60  																																																					|
% 55.21/22.60  																																																					| Instantiating formula (29) with e3, e0, e0, e3 and discharging atoms op(e3, e0) = e3, op(e3, e0) = e0, yields:
% 55.21/22.60  																																																					| (676) e3 = e0
% 55.21/22.60  																																																					|
% 55.21/22.60  																																																					| Instantiating formula (29) with e1, e3, e1, e3 and discharging atoms op(e1, e3) = e3, op(e1, e3) = e1, yields:
% 55.21/22.60  																																																					| (455) e3 = e1
% 55.21/22.60  																																																					|
% 55.21/22.60  																																																					| Combining equations (676,455) yields a new equation:
% 55.21/22.60  																																																					| (431) e1 = e0
% 55.21/22.60  																																																					|
% 55.21/22.60  																																																					| Equations (431) can reduce 233 to:
% 55.21/22.60  																																																					| (266) $false
% 55.21/22.60  																																																					|
% 55.21/22.60  																																																					|-The branch is then unsatisfiable
% 55.21/22.60  																																																|-Branch two:
% 55.21/22.60  																																																| (491)  ~ (all_0_58_58 = e0)
% 55.21/22.60  																																																| (917) all_0_58_58 = e3 | all_0_58_58 = e1
% 55.21/22.60  																																																|
% 55.21/22.60  																																																	+-Applying beta-rule and splitting (863), into two cases.
% 55.21/22.60  																																																	|-Branch one:
% 55.21/22.60  																																																	| (679) all_0_56_56 = e0
% 55.21/22.60  																																																	|
% 55.21/22.60  																																																		| Combining equations (833,679) yields a new equation:
% 55.21/22.60  																																																		| (391) e2 = e0
% 55.21/22.60  																																																		|
% 55.21/22.60  																																																		| Simplifying 391 yields:
% 55.21/22.60  																																																		| (330) e2 = e0
% 55.21/22.60  																																																		|
% 55.21/22.60  																																																		| Equations (330) can reduce 128 to:
% 55.21/22.60  																																																		| (266) $false
% 55.21/22.60  																																																		|
% 55.21/22.60  																																																		|-The branch is then unsatisfiable
% 55.21/22.60  																																																	|-Branch two:
% 55.21/22.60  																																																	| (828)  ~ (all_0_56_56 = e0)
% 55.21/22.60  																																																	| (924) all_0_57_57 = e0 | all_0_58_58 = e0
% 55.21/22.60  																																																	|
% 55.21/22.60  																																																		+-Applying beta-rule and splitting (924), into two cases.
% 55.21/22.60  																																																		|-Branch one:
% 55.21/22.60  																																																		| (875) all_0_57_57 = e0
% 55.21/22.60  																																																		|
% 55.21/22.60  																																																			| Combining equations (875,647) yields a new equation:
% 55.21/22.60  																																																			| (431) e1 = e0
% 55.21/22.60  																																																			|
% 55.21/22.60  																																																			| Equations (431) can reduce 233 to:
% 55.21/22.60  																																																			| (266) $false
% 55.21/22.60  																																																			|
% 55.21/22.60  																																																			|-The branch is then unsatisfiable
% 55.21/22.60  																																																		|-Branch two:
% 55.21/22.60  																																																		| (364)  ~ (all_0_57_57 = e0)
% 55.21/22.60  																																																		| (914) all_0_58_58 = e0
% 55.21/22.60  																																																		|
% 55.21/22.60  																																																			| Equations (914) can reduce 491 to:
% 55.21/22.60  																																																			| (266) $false
% 55.21/22.60  																																																			|
% 55.21/22.60  																																																			|-The branch is then unsatisfiable
% 55.21/22.60  																																															|-Branch two:
% 55.21/22.60  																																															| (1091)  ~ (all_0_47_47 = e3)
% 55.21/22.60  																																															| (1092) all_0_51_51 = e3 | all_0_56_56 = e3
% 55.21/22.60  																																															|
% 55.21/22.60  																																																+-Applying beta-rule and splitting (1092), into two cases.
% 55.21/22.60  																																																|-Branch one:
% 55.21/22.60  																																																| (660) all_0_51_51 = e3
% 55.21/22.60  																																																|
% 55.21/22.60  																																																	| Combining equations (660,1109) yields a new equation:
% 55.21/22.60  																																																	| (454) e3 = e1
% 55.21/22.60  																																																	|
% 55.21/22.60  																																																	| Simplifying 454 yields:
% 55.21/22.60  																																																	| (455) e3 = e1
% 55.21/22.60  																																																	|
% 55.21/22.60  																																																	| Equations (455) can reduce 213 to:
% 55.21/22.60  																																																	| (266) $false
% 55.21/22.60  																																																	|
% 55.21/22.60  																																																	|-The branch is then unsatisfiable
% 55.21/22.60  																																																|-Branch two:
% 55.21/22.60  																																																| (664)  ~ (all_0_51_51 = e3)
% 55.21/22.60  																																																| (1097) all_0_56_56 = e3
% 55.21/22.60  																																																|
% 55.21/22.60  																																																	| Combining equations (833,1097) yields a new equation:
% 55.21/22.60  																																																	| (662) e3 = e2
% 55.21/22.60  																																																	|
% 55.21/22.60  																																																	| Equations (662) can reduce 212 to:
% 55.21/22.60  																																																	| (266) $false
% 55.21/22.60  																																																	|
% 55.21/22.60  																																																	|-The branch is then unsatisfiable
% 55.21/22.60  																																													|-Branch two:
% 55.21/22.60  																																													| (831)  ~ (all_0_46_46 = e0)
% 55.21/22.60  																																													| (832) all_0_47_47 = e0 | all_0_48_48 = e0 | all_0_49_49 = e0
% 55.21/22.60  																																													|
% 55.21/22.60  																																														+-Applying beta-rule and splitting (395), into two cases.
% 55.21/22.60  																																														|-Branch one:
% 55.21/22.60  																																														| (794) all_0_41_41 = e0
% 55.21/22.60  																																														|
% 55.21/22.60  																																															| Combining equations (794,453) yields a new equation:
% 55.21/22.60  																																															| (431) e1 = e0
% 55.21/22.60  																																															|
% 55.21/22.60  																																															| Equations (431) can reduce 233 to:
% 55.21/22.60  																																															| (266) $false
% 55.21/22.60  																																															|
% 55.21/22.60  																																															|-The branch is then unsatisfiable
% 55.21/22.60  																																														|-Branch two:
% 55.21/22.60  																																														| (357)  ~ (all_0_41_41 = e0)
% 55.21/22.60  																																														| (895) all_0_46_46 = e0 | all_0_55_55 = e0
% 55.21/22.60  																																														|
% 55.21/22.60  																																															+-Applying beta-rule and splitting (895), into two cases.
% 55.21/22.60  																																															|-Branch one:
% 55.21/22.60  																																															| (538) all_0_46_46 = e0
% 55.21/22.60  																																															|
% 55.21/22.60  																																																| Equations (538) can reduce 831 to:
% 55.21/22.60  																																																| (266) $false
% 55.21/22.60  																																																|
% 55.21/22.60  																																																|-The branch is then unsatisfiable
% 55.21/22.60  																																															|-Branch two:
% 55.21/22.60  																																															| (831)  ~ (all_0_46_46 = e0)
% 55.21/22.60  																																															| (858) all_0_55_55 = e0
% 55.21/22.60  																																															|
% 55.21/22.60  																																																| Combining equations (587,858) yields a new equation:
% 55.21/22.60  																																																| (481) e4 = e0
% 55.21/22.60  																																																|
% 55.21/22.60  																																																| Simplifying 481 yields:
% 55.21/22.60  																																																| (397) e4 = e0
% 55.21/22.60  																																																|
% 55.21/22.60  																																																| Equations (397) can reduce 49 to:
% 55.21/22.60  																																																| (266) $false
% 55.21/22.60  																																																|
% 55.21/22.60  																																																|-The branch is then unsatisfiable
% 55.21/22.60  																																											|-Branch two:
% 55.21/22.60  																																											| (1064)  ~ (all_0_49_49 = e1)
% 55.21/22.60  																																											| (2141) all_0_53_53 = e1 | all_0_58_58 = e1
% 55.21/22.60  																																											|
% 55.21/22.60  																																												+-Applying beta-rule and splitting (2141), into two cases.
% 55.21/22.60  																																												|-Branch one:
% 55.21/22.60  																																												| (1208) all_0_53_53 = e1
% 55.21/22.60  																																												|
% 55.21/22.60  																																													| Combining equations (607,1208) yields a new equation:
% 55.21/22.60  																																													| (616) e2 = e1
% 55.21/22.60  																																													|
% 55.21/22.60  																																													| Simplifying 616 yields:
% 55.21/22.60  																																													| (617) e2 = e1
% 55.21/22.60  																																													|
% 55.21/22.60  																																													| Equations (617) can reduce 122 to:
% 55.21/22.60  																																													| (266) $false
% 55.21/22.60  																																													|
% 55.21/22.60  																																													|-The branch is then unsatisfiable
% 55.21/22.60  																																												|-Branch two:
% 55.21/22.60  																																												| (1459)  ~ (all_0_53_53 = e1)
% 55.21/22.60  																																												| (918) all_0_58_58 = e1
% 55.21/22.60  																																												|
% 55.21/22.60  																																													| Equations (918) can reduce 880 to:
% 55.21/22.60  																																													| (266) $false
% 55.21/22.60  																																													|
% 55.21/22.60  																																													|-The branch is then unsatisfiable
% 55.21/22.60  																																								|-Branch two:
% 55.21/22.60  																																								| (411)  ~ (all_0_50_50 = e3)
% 55.21/22.60  																																								| (418) all_0_51_51 = e3 | all_0_53_53 = e3
% 55.21/22.60  																																								|
% 55.21/22.60  																																									+-Applying beta-rule and splitting (144), into two cases.
% 55.21/22.60  																																									|-Branch one:
% 55.21/22.60  																																									| (403) all_0_41_41 = e3
% 55.21/22.60  																																									|
% 55.21/22.60  																																										| Combining equations (453,403) yields a new equation:
% 55.21/22.60  																																										| (455) e3 = e1
% 55.21/22.60  																																										|
% 55.21/22.60  																																										| Equations (455) can reduce 213 to:
% 55.21/22.60  																																										| (266) $false
% 55.21/22.60  																																										|
% 55.21/22.60  																																										|-The branch is then unsatisfiable
% 55.21/22.60  																																									|-Branch two:
% 55.21/22.60  																																									| (1898)  ~ (all_0_41_41 = e3)
% 55.21/22.60  																																									| (1923) all_0_46_46 = e3 | all_0_50_50 = e3 | all_0_55_55 = e3
% 55.21/22.60  																																									|
% 55.21/22.60  																																										| Equations (453) can reduce 1898 to:
% 55.21/22.60  																																										| (467)  ~ (e3 = e1)
% 55.21/22.60  																																										|
% 55.21/22.60  																																										| Simplifying 467 yields:
% 55.21/22.60  																																										| (213)  ~ (e3 = e1)
% 55.21/22.60  																																										|
% 55.21/22.60  																																										+-Applying beta-rule and splitting (112), into two cases.
% 55.21/22.60  																																										|-Branch one:
% 55.21/22.60  																																										| (635) all_0_44_44 = e1
% 55.21/22.60  																																										|
% 55.21/22.60  																																											| Combining equations (532,635) yields a new equation:
% 55.21/22.60  																																											| (454) e3 = e1
% 55.21/22.60  																																											|
% 55.21/22.60  																																											| Simplifying 454 yields:
% 55.21/22.60  																																											| (455) e3 = e1
% 55.21/22.60  																																											|
% 55.21/22.60  																																											| Equations (455) can reduce 213 to:
% 55.21/22.60  																																											| (266) $false
% 55.21/22.60  																																											|
% 55.21/22.60  																																											|-The branch is then unsatisfiable
% 55.21/22.60  																																										|-Branch two:
% 55.21/22.60  																																										| (639)  ~ (all_0_44_44 = e1)
% 55.21/22.60  																																										| (640) all_0_49_49 = e1 | all_0_53_53 = e1 | all_0_58_58 = e1
% 55.21/22.60  																																										|
% 55.21/22.60  																																											| Equations (532) can reduce 639 to:
% 55.21/22.60  																																											| (213)  ~ (e3 = e1)
% 55.21/22.60  																																											|
% 55.21/22.60  																																											+-Applying beta-rule and splitting (418), into two cases.
% 55.21/22.60  																																											|-Branch one:
% 55.21/22.60  																																											| (660) all_0_51_51 = e3
% 55.21/22.60  																																											|
% 55.21/22.60  																																												| Combining equations (1109,660) yields a new equation:
% 55.21/22.60  																																												| (455) e3 = e1
% 55.21/22.60  																																												|
% 55.21/22.60  																																												| Equations (455) can reduce 213 to:
% 55.21/22.60  																																												| (266) $false
% 55.21/22.60  																																												|
% 55.21/22.60  																																												|-The branch is then unsatisfiable
% 55.21/22.60  																																											|-Branch two:
% 55.21/22.60  																																											| (664)  ~ (all_0_51_51 = e3)
% 55.21/22.60  																																											| (665) all_0_53_53 = e3
% 55.21/22.60  																																											|
% 55.21/22.60  																																												| Combining equations (607,665) yields a new equation:
% 55.21/22.60  																																												| (662) e3 = e2
% 55.21/22.60  																																												|
% 55.21/22.60  																																												| Equations (662) can reduce 212 to:
% 55.21/22.60  																																												| (266) $false
% 55.21/22.60  																																												|
% 55.21/22.60  																																												|-The branch is then unsatisfiable
% 55.21/22.60  																																							|-Branch two:
% 55.21/22.60  																																							| (464)  ~ (all_0_51_51 = e1)
% 55.21/22.60  																																							| (1202) all_0_52_52 = e1 | all_0_53_53 = e1
% 55.21/22.60  																																							|
% 55.21/22.60  																																								+-Applying beta-rule and splitting (1202), into two cases.
% 55.21/22.60  																																								|-Branch one:
% 55.21/22.60  																																								| (642) all_0_52_52 = e1
% 55.21/22.60  																																								|
% 55.21/22.60  																																									| Combining equations (565,642) yields a new equation:
% 55.21/22.60  																																									| (636) e4 = e1
% 55.21/22.60  																																									|
% 55.21/22.60  																																									| Simplifying 636 yields:
% 55.21/22.60  																																									| (630) e4 = e1
% 55.21/22.60  																																									|
% 55.21/22.60  																																									| Equations (630) can reduce 110 to:
% 55.21/22.60  																																									| (266) $false
% 55.21/22.60  																																									|
% 55.21/22.60  																																									|-The branch is then unsatisfiable
% 55.21/22.60  																																								|-Branch two:
% 55.21/22.60  																																								| (646)  ~ (all_0_52_52 = e1)
% 55.21/22.60  																																								| (1208) all_0_53_53 = e1
% 55.21/22.60  																																								|
% 55.21/22.60  																																									| Combining equations (607,1208) yields a new equation:
% 55.21/22.60  																																									| (616) e2 = e1
% 55.21/22.60  																																									|
% 55.21/22.60  																																									| Simplifying 616 yields:
% 55.21/22.60  																																									| (617) e2 = e1
% 55.21/22.60  																																									|
% 55.21/22.60  																																									| Equations (617) can reduce 122 to:
% 55.21/22.60  																																									| (266) $false
% 55.21/22.60  																																									|
% 55.21/22.60  																																									|-The branch is then unsatisfiable
% 55.21/22.60  																																|-Branch two:
% 55.21/22.60  																																| (763)  ~ (all_0_55_55 = e4)
% 55.21/22.60  																																| (764) all_0_56_56 = e4 | all_0_57_57 = e4 | all_0_58_58 = e4
% 55.21/22.60  																																|
% 55.21/22.60  																																	+-Applying beta-rule and splitting (422), into two cases.
% 55.21/22.60  																																	|-Branch one:
% 55.21/22.60  																																	| (775) all_0_50_50 = e4
% 55.21/22.60  																																	|
% 55.21/22.60  																																		| Equations (775) can reduce 566 to:
% 55.21/22.60  																																		| (266) $false
% 55.21/22.60  																																		|
% 55.21/22.60  																																		|-The branch is then unsatisfiable
% 55.21/22.60  																																	|-Branch two:
% 55.21/22.60  																																	| (566)  ~ (all_0_50_50 = e4)
% 55.21/22.60  																																	| (1444) all_0_50_50 = e3 | all_0_50_50 = e1
% 55.21/22.60  																																	|
% 55.48/22.60  																																		+-Applying beta-rule and splitting (1444), into two cases.
% 55.48/22.60  																																		|-Branch one:
% 55.48/22.60  																																		| (601) all_0_50_50 = e1
% 55.48/22.60  																																		|
% 55.48/22.60  																																			| Equations (601) can reduce 759 to:
% 55.48/22.60  																																			| (266) $false
% 55.48/22.60  																																			|
% 55.48/22.60  																																			|-The branch is then unsatisfiable
% 55.48/22.60  																																		|-Branch two:
% 55.48/22.60  																																		| (759)  ~ (all_0_50_50 = e1)
% 55.48/22.60  																																		| (415) all_0_50_50 = e3
% 55.48/22.60  																																		|
% 55.48/22.60  																																			| Equations (415) can reduce 35 to:
% 55.48/22.60  																																			| (409)  ~ (all_0_46_46 = e3)
% 55.48/22.60  																																			|
% 55.48/22.60  																																			| Equations (415) can reduce 93 to:
% 55.48/22.60  																																			| (269)  ~ (all_0_55_55 = e3)
% 55.48/22.60  																																			|
% 55.48/22.60  																																			| Simplifying 269 yields:
% 55.48/22.60  																																			| (270)  ~ (all_0_55_55 = e3)
% 55.48/22.60  																																			|
% 55.48/22.60  																																			+-Applying beta-rule and splitting (174), into two cases.
% 55.48/22.60  																																			|-Branch one:
% 55.48/22.60  																																			| (386) all_0_55_55 = e2
% 55.48/22.60  																																			|
% 55.48/22.60  																																				| Equations (386) can reduce 304 to:
% 55.48/22.60  																																				| (266) $false
% 55.48/22.60  																																				|
% 55.48/22.60  																																				|-The branch is then unsatisfiable
% 55.48/22.60  																																			|-Branch two:
% 55.48/22.60  																																			| (304)  ~ (all_0_55_55 = e2)
% 55.48/22.60  																																			| (2051) all_0_55_55 = e4 | all_0_55_55 = e3 | all_0_55_55 = e1 | all_0_55_55 = e0
% 55.48/22.60  																																			|
% 55.48/22.60  																																				+-Applying beta-rule and splitting (123), into two cases.
% 55.48/22.60  																																				|-Branch one:
% 55.48/22.60  																																				| (1794) all_0_46_46 = e2
% 55.48/22.60  																																				|
% 55.48/22.60  																																					| Equations (1794) can reduce 300 to:
% 55.48/22.60  																																					| (266) $false
% 55.48/22.60  																																					|
% 55.48/22.60  																																					|-The branch is then unsatisfiable
% 55.48/22.60  																																				|-Branch two:
% 55.48/22.60  																																				| (300)  ~ (all_0_46_46 = e2)
% 55.48/22.60  																																				| (1797) all_0_46_46 = e4 | all_0_46_46 = e3 | all_0_46_46 = e1 | all_0_46_46 = e0
% 55.48/22.60  																																				|
% 55.48/22.60  																																					+-Applying beta-rule and splitting (1797), into two cases.
% 55.48/22.60  																																					|-Branch one:
% 55.48/22.60  																																					| (770) all_0_46_46 = e4
% 55.48/22.60  																																					|
% 55.48/22.60  																																						| Equations (770) can reduce 250 to:
% 55.48/22.60  																																						| (266) $false
% 55.48/22.60  																																						|
% 55.48/22.60  																																						|-The branch is then unsatisfiable
% 55.48/22.60  																																					|-Branch two:
% 55.48/22.60  																																					| (250)  ~ (all_0_46_46 = e4)
% 55.48/22.60  																																					| (1801) all_0_46_46 = e3 | all_0_46_46 = e1 | all_0_46_46 = e0
% 55.48/22.60  																																					|
% 55.48/22.60  																																						+-Applying beta-rule and splitting (1801), into two cases.
% 55.48/22.60  																																						|-Branch one:
% 55.48/22.60  																																						| (538) all_0_46_46 = e0
% 55.48/22.60  																																						|
% 55.48/22.60  																																							| Equations (538) can reduce 58 to:
% 55.48/22.60  																																							| (4444)  ~ (all_0_55_55 = e0)
% 55.48/22.60  																																							|
% 55.48/22.60  																																							| Simplifying 4444 yields:
% 55.48/22.60  																																							| (803)  ~ (all_0_55_55 = e0)
% 55.48/22.60  																																							|
% 55.48/22.60  																																							| Equations (538) can reduce 300 to:
% 55.48/22.60  																																							| (365)  ~ (e2 = e0)
% 55.48/22.60  																																							|
% 55.48/22.60  																																							| Simplifying 365 yields:
% 55.48/22.60  																																							| (128)  ~ (e2 = e0)
% 55.48/22.60  																																							|
% 55.48/22.60  																																							| Equations (538) can reduce 549 to:
% 55.48/22.60  																																							| (435)  ~ (e1 = e0)
% 55.48/22.60  																																							|
% 55.48/22.60  																																							| Simplifying 435 yields:
% 55.48/22.60  																																							| (233)  ~ (e1 = e0)
% 55.48/22.60  																																							|
% 55.48/22.60  																																							+-Applying beta-rule and splitting (125), into two cases.
% 55.48/22.60  																																							|-Branch one:
% 55.48/22.60  																																							| (858) all_0_55_55 = e0
% 55.48/22.60  																																							|
% 55.48/22.60  																																								| Equations (858) can reduce 803 to:
% 55.48/22.60  																																								| (266) $false
% 55.48/22.60  																																								|
% 55.48/22.60  																																								|-The branch is then unsatisfiable
% 55.48/22.60  																																							|-Branch two:
% 55.48/22.60  																																							| (803)  ~ (all_0_55_55 = e0)
% 55.48/22.60  																																							| (863) all_0_56_56 = e0 | all_0_57_57 = e0 | all_0_58_58 = e0
% 55.48/22.60  																																							|
% 55.48/22.60  																																								+-Applying beta-rule and splitting (863), into two cases.
% 55.48/22.60  																																								|-Branch one:
% 55.48/22.60  																																								| (679) all_0_56_56 = e0
% 55.48/22.60  																																								|
% 55.48/22.60  																																									| Combining equations (833,679) yields a new equation:
% 55.48/22.60  																																									| (391) e2 = e0
% 55.48/22.60  																																									|
% 55.48/22.60  																																									| Simplifying 391 yields:
% 55.48/22.60  																																									| (330) e2 = e0
% 55.48/22.60  																																									|
% 55.48/22.60  																																									| Equations (330) can reduce 128 to:
% 55.48/22.60  																																									| (266) $false
% 55.48/22.60  																																									|
% 55.48/22.60  																																									|-The branch is then unsatisfiable
% 55.48/22.60  																																								|-Branch two:
% 55.48/22.60  																																								| (828)  ~ (all_0_56_56 = e0)
% 55.48/22.60  																																								| (924) all_0_57_57 = e0 | all_0_58_58 = e0
% 55.48/22.60  																																								|
% 55.48/22.60  																																									+-Applying beta-rule and splitting (924), into two cases.
% 55.48/22.60  																																									|-Branch one:
% 55.48/22.60  																																									| (875) all_0_57_57 = e0
% 55.48/22.60  																																									|
% 55.48/22.60  																																										| Combining equations (647,875) yields a new equation:
% 55.48/22.60  																																										| (546) e1 = e0
% 55.48/22.60  																																										|
% 55.48/22.60  																																										| Simplifying 546 yields:
% 55.48/22.60  																																										| (431) e1 = e0
% 55.48/22.60  																																										|
% 55.48/22.60  																																										| Equations (431) can reduce 233 to:
% 55.48/22.60  																																										| (266) $false
% 55.48/22.60  																																										|
% 55.48/22.60  																																										|-The branch is then unsatisfiable
% 55.48/22.60  																																									|-Branch two:
% 55.48/22.60  																																									| (364)  ~ (all_0_57_57 = e0)
% 55.48/22.60  																																									| (914) all_0_58_58 = e0
% 55.48/22.60  																																									|
% 55.48/22.60  																																										| Equations (914) can reduce 3 to:
% 55.48/22.60  																																										| (803)  ~ (all_0_55_55 = e0)
% 55.48/22.60  																																										|
% 55.48/22.60  																																										+-Applying beta-rule and splitting (2051), into two cases.
% 55.48/22.60  																																										|-Branch one:
% 55.48/22.60  																																										| (587) all_0_55_55 = e4
% 55.48/22.60  																																										|
% 55.48/22.60  																																											| Equations (587) can reduce 763 to:
% 55.48/22.60  																																											| (266) $false
% 55.48/22.60  																																											|
% 55.48/22.60  																																											|-The branch is then unsatisfiable
% 55.48/22.60  																																										|-Branch two:
% 55.48/22.60  																																										| (763)  ~ (all_0_55_55 = e4)
% 55.48/22.60  																																										| (2055) all_0_55_55 = e3 | all_0_55_55 = e1 | all_0_55_55 = e0
% 55.48/22.60  																																										|
% 55.48/22.60  																																											+-Applying beta-rule and splitting (2055), into two cases.
% 55.48/22.60  																																											|-Branch one:
% 55.48/22.60  																																											| (858) all_0_55_55 = e0
% 55.48/22.60  																																											|
% 55.48/22.60  																																												| Equations (858) can reduce 803 to:
% 55.48/22.60  																																												| (266) $false
% 55.48/22.60  																																												|
% 55.48/22.60  																																												|-The branch is then unsatisfiable
% 55.48/22.60  																																											|-Branch two:
% 55.48/22.60  																																											| (803)  ~ (all_0_55_55 = e0)
% 55.48/22.60  																																											| (2315) all_0_55_55 = e3 | all_0_55_55 = e1
% 55.48/22.60  																																											|
% 55.48/22.60  																																												+-Applying beta-rule and splitting (2315), into two cases.
% 55.48/22.60  																																												|-Branch one:
% 55.48/22.60  																																												| (629) all_0_55_55 = e1
% 55.48/22.60  																																												|
% 55.48/22.60  																																													| Equations (629) can reduce 632 to:
% 55.48/22.60  																																													| (266) $false
% 55.48/22.60  																																													|
% 55.48/22.60  																																													|-The branch is then unsatisfiable
% 55.48/22.60  																																												|-Branch two:
% 55.48/22.60  																																												| (632)  ~ (all_0_55_55 = e1)
% 55.48/22.60  																																												| (2336) all_0_55_55 = e3
% 55.48/22.60  																																												|
% 55.48/22.60  																																													| Equations (2336) can reduce 270 to:
% 55.48/22.60  																																													| (266) $false
% 55.48/22.60  																																													|
% 55.48/22.60  																																													|-The branch is then unsatisfiable
% 55.48/22.60  																																						|-Branch two:
% 55.48/22.60  																																						| (831)  ~ (all_0_46_46 = e0)
% 55.48/22.61  																																						| (1838) all_0_46_46 = e3 | all_0_46_46 = e1
% 55.48/22.61  																																						|
% 55.48/22.61  																																							+-Applying beta-rule and splitting (1838), into two cases.
% 55.48/22.61  																																							|-Branch one:
% 55.48/22.61  																																							| (545) all_0_46_46 = e1
% 55.48/22.61  																																							|
% 55.48/22.61  																																								| Equations (545) can reduce 549 to:
% 55.48/22.61  																																								| (266) $false
% 55.48/22.61  																																								|
% 55.48/22.61  																																								|-The branch is then unsatisfiable
% 55.48/22.61  																																							|-Branch two:
% 55.48/22.61  																																							| (549)  ~ (all_0_46_46 = e1)
% 55.48/22.61  																																							| (1557) all_0_46_46 = e3
% 55.48/22.61  																																							|
% 55.48/22.61  																																								| Equations (1557) can reduce 409 to:
% 55.48/22.61  																																								| (266) $false
% 55.48/22.61  																																								|
% 55.48/22.61  																																								|-The branch is then unsatisfiable
% 55.48/22.61  																														|-Branch two:
% 55.48/22.61  																														| (511)  ~ (all_0_56_56 = e2)
% 55.48/22.61  																														| (836) all_0_56_56 = e4 | all_0_56_56 = e3 | all_0_56_56 = e1 | all_0_56_56 = e0
% 55.48/22.61  																														|
% 55.48/22.61  																															+-Applying beta-rule and splitting (836), into two cases.
% 55.48/22.61  																															|-Branch one:
% 55.48/22.61  																															| (842) all_0_56_56 = e4
% 55.48/22.61  																															|
% 55.48/22.61  																																| Equations (842) can reduce 477 to:
% 55.48/22.61  																																| (266) $false
% 55.48/22.61  																																|
% 55.48/22.61  																																|-The branch is then unsatisfiable
% 55.48/22.61  																															|-Branch two:
% 55.48/22.61  																															| (477)  ~ (all_0_56_56 = e4)
% 55.48/22.61  																															| (845) all_0_56_56 = e3 | all_0_56_56 = e1 | all_0_56_56 = e0
% 55.48/22.61  																															|
% 55.48/22.61  																																+-Applying beta-rule and splitting (389), into two cases.
% 55.48/22.61  																																|-Branch one:
% 55.48/22.61  																																| (833) all_0_56_56 = e2
% 55.48/22.61  																																|
% 55.48/22.61  																																	| Equations (833) can reduce 511 to:
% 55.48/22.61  																																	| (266) $false
% 55.48/22.61  																																	|
% 55.48/22.61  																																	|-The branch is then unsatisfiable
% 55.48/22.61  																																|-Branch two:
% 55.48/22.61  																																| (511)  ~ (all_0_56_56 = e2)
% 55.48/22.61  																																| (1709) all_0_57_57 = e2 | all_0_58_58 = e2
% 55.48/22.61  																																|
% 55.48/22.61  																																	+-Applying beta-rule and splitting (1709), into two cases.
% 55.48/22.61  																																	|-Branch one:
% 55.48/22.61  																																	| (442) all_0_57_57 = e2
% 55.48/22.61  																																	|
% 55.48/22.61  																																		| Combining equations (647,442) yields a new equation:
% 55.48/22.61  																																		| (617) e2 = e1
% 55.48/22.61  																																		|
% 55.48/22.61  																																		| Equations (617) can reduce 122 to:
% 55.48/22.61  																																		| (266) $false
% 55.48/22.61  																																		|
% 55.48/22.61  																																		|-The branch is then unsatisfiable
% 55.48/22.61  																																	|-Branch two:
% 55.48/22.61  																																	| (344)  ~ (all_0_57_57 = e2)
% 55.48/22.61  																																	| (624) all_0_58_58 = e2
% 55.48/22.61  																																	|
% 55.48/22.61  																																		| Equations (624) can reduce 451 to:
% 55.48/22.61  																																		| (327)  ~ (e4 = e2)
% 55.48/22.61  																																		|
% 55.48/22.61  																																		| Simplifying 327 yields:
% 55.48/22.61  																																		| (48)  ~ (e4 = e2)
% 55.48/22.61  																																		|
% 55.48/22.61  																																		+-Applying beta-rule and splitting (575), into two cases.
% 55.48/22.61  																																		|-Branch one:
% 55.48/22.61  																																		| (587) all_0_55_55 = e4
% 55.48/22.61  																																		|
% 55.48/22.61  																																			+-Applying beta-rule and splitting (125), into two cases.
% 55.48/22.61  																																			|-Branch one:
% 55.48/22.61  																																			| (858) all_0_55_55 = e0
% 55.48/22.61  																																			|
% 55.48/22.61  																																				| Combining equations (858,587) yields a new equation:
% 55.48/22.61  																																				| (397) e4 = e0
% 55.48/22.61  																																				|
% 55.48/22.61  																																				| Equations (397) can reduce 49 to:
% 55.48/22.61  																																				| (266) $false
% 55.48/22.61  																																				|
% 55.48/22.61  																																				|-The branch is then unsatisfiable
% 55.48/22.61  																																			|-Branch two:
% 55.48/22.61  																																			| (803)  ~ (all_0_55_55 = e0)
% 55.48/22.61  																																			| (863) all_0_56_56 = e0 | all_0_57_57 = e0 | all_0_58_58 = e0
% 55.48/22.61  																																			|
% 55.48/22.61  																																				+-Applying beta-rule and splitting (863), into two cases.
% 55.48/22.61  																																				|-Branch one:
% 55.48/22.61  																																				| (679) all_0_56_56 = e0
% 55.48/22.61  																																				|
% 55.48/22.61  																																					| Equations (679) can reduce 828 to:
% 55.48/22.61  																																					| (266) $false
% 55.48/22.61  																																					|
% 55.48/22.61  																																					|-The branch is then unsatisfiable
% 55.48/22.61  																																				|-Branch two:
% 55.48/22.61  																																				| (828)  ~ (all_0_56_56 = e0)
% 55.48/22.61  																																				| (924) all_0_57_57 = e0 | all_0_58_58 = e0
% 55.48/22.61  																																				|
% 55.48/22.61  																																					+-Applying beta-rule and splitting (845), into two cases.
% 55.48/22.61  																																					|-Branch one:
% 55.48/22.61  																																					| (679) all_0_56_56 = e0
% 55.48/22.61  																																					|
% 55.48/22.61  																																						| Equations (679) can reduce 828 to:
% 55.48/22.61  																																						| (266) $false
% 55.48/22.61  																																						|
% 55.48/22.61  																																						|-The branch is then unsatisfiable
% 55.48/22.61  																																					|-Branch two:
% 55.48/22.61  																																					| (828)  ~ (all_0_56_56 = e0)
% 55.48/22.61  																																					| (3172) all_0_56_56 = e3 | all_0_56_56 = e1
% 55.48/22.61  																																					|
% 55.48/22.61  																																						+-Applying beta-rule and splitting (3172), into two cases.
% 55.48/22.61  																																						|-Branch one:
% 55.48/22.61  																																						| (1569) all_0_56_56 = e1
% 55.48/22.61  																																						|
% 55.48/22.61  																																							| Equations (1569) can reduce 466 to:
% 55.48/22.61  																																							| (266) $false
% 55.48/22.61  																																							|
% 55.48/22.61  																																							|-The branch is then unsatisfiable
% 55.48/22.61  																																						|-Branch two:
% 55.48/22.61  																																						| (466)  ~ (all_0_56_56 = e1)
% 55.48/22.61  																																						| (1097) all_0_56_56 = e3
% 55.48/22.61  																																						|
% 55.48/22.61  																																							| Equations (1097) can reduce 272 to:
% 55.48/22.61  																																							| (266) $false
% 55.48/22.61  																																							|
% 55.48/22.61  																																							|-The branch is then unsatisfiable
% 55.48/22.61  																																		|-Branch two:
% 55.48/22.61  																																		| (763)  ~ (all_0_55_55 = e4)
% 55.48/22.61  																																		| (764) all_0_56_56 = e4 | all_0_57_57 = e4 | all_0_58_58 = e4
% 55.48/22.61  																																		|
% 55.48/22.61  																																			+-Applying beta-rule and splitting (764), into two cases.
% 55.48/22.61  																																			|-Branch one:
% 55.48/22.61  																																			| (842) all_0_56_56 = e4
% 55.48/22.61  																																			|
% 55.48/22.61  																																				| Equations (842) can reduce 477 to:
% 55.48/22.61  																																				| (266) $false
% 55.48/22.61  																																				|
% 55.48/22.61  																																				|-The branch is then unsatisfiable
% 55.48/22.61  																																			|-Branch two:
% 55.48/22.61  																																			| (477)  ~ (all_0_56_56 = e4)
% 55.48/22.61  																																			| (935) all_0_57_57 = e4 | all_0_58_58 = e4
% 55.48/22.61  																																			|
% 55.48/22.61  																																				+-Applying beta-rule and splitting (131), into two cases.
% 55.48/22.61  																																				|-Branch one:
% 55.48/22.61  																																				| (459) all_0_42_42 = e1
% 55.48/22.61  																																				|
% 55.48/22.61  																																					| Combining equations (1392,459) yields a new equation:
% 55.48/22.61  																																					| (636) e4 = e1
% 55.48/22.61  																																					|
% 55.48/22.61  																																					| Simplifying 636 yields:
% 55.48/22.61  																																					| (630) e4 = e1
% 55.48/22.61  																																					|
% 55.48/22.61  																																					| Equations (630) can reduce 110 to:
% 55.48/22.61  																																					| (266) $false
% 55.48/22.61  																																					|
% 55.48/22.61  																																					|-The branch is then unsatisfiable
% 55.48/22.61  																																				|-Branch two:
% 55.48/22.61  																																				| (1380)  ~ (all_0_42_42 = e1)
% 55.48/22.61  																																				| (3259) all_0_47_47 = e1 | all_0_51_51 = e1 | all_0_56_56 = e1
% 55.48/22.61  																																				|
% 55.48/22.61  																																					| Equations (1392) can reduce 1380 to:
% 55.48/22.61  																																					| (110)  ~ (e4 = e1)
% 55.48/22.61  																																					|
% 55.48/22.61  																																					+-Applying beta-rule and splitting (62), into two cases.
% 55.48/22.61  																																					|-Branch one:
% 55.48/22.61  																																					| (321) all_0_38_38 = e4
% 55.48/22.61  																																					|
% 55.48/22.61  																																						| Combining equations (321,292) yields a new equation:
% 55.48/22.61  																																						| (322) e4 = e2
% 55.48/22.61  																																						|
% 55.48/22.61  																																						| Simplifying 322 yields:
% 55.48/22.61  																																						| (323) e4 = e2
% 55.48/22.61  																																						|
% 55.48/22.61  																																						| Equations (323) can reduce 48 to:
% 55.48/22.61  																																						| (266) $false
% 55.48/22.61  																																						|
% 55.48/22.61  																																						|-The branch is then unsatisfiable
% 55.48/22.61  																																					|-Branch two:
% 55.48/22.61  																																					| (325)  ~ (all_0_38_38 = e4)
% 55.48/22.61  																																					| (582) all_0_41_41 = e4 | all_0_46_46 = e4 | all_0_50_50 = e4 | all_0_55_55 = e4
% 55.48/22.61  																																					|
% 55.48/22.61  																																						| Equations (292) can reduce 325 to:
% 55.48/22.61  																																						| (327)  ~ (e4 = e2)
% 55.48/22.61  																																						|
% 55.48/22.61  																																						| Simplifying 327 yields:
% 55.48/22.61  																																						| (48)  ~ (e4 = e2)
% 55.48/22.61  																																						|
% 55.48/22.61  																																						+-Applying beta-rule and splitting (582), into two cases.
% 55.48/22.61  																																						|-Branch one:
% 55.48/22.61  																																						| (437) all_0_41_41 = e4
% 55.48/22.61  																																						|
% 55.48/22.61  																																							| Combining equations (453,437) yields a new equation:
% 55.48/22.61  																																							| (630) e4 = e1
% 55.48/22.61  																																							|
% 55.48/22.61  																																							| Equations (630) can reduce 110 to:
% 55.48/22.61  																																							| (266) $false
% 55.48/22.61  																																							|
% 55.48/22.61  																																							|-The branch is then unsatisfiable
% 55.48/22.61  																																						|-Branch two:
% 55.48/22.61  																																						| (440)  ~ (all_0_41_41 = e4)
% 55.48/22.61  																																						| (769) all_0_46_46 = e4 | all_0_50_50 = e4 | all_0_55_55 = e4
% 55.48/22.61  																																						|
% 55.48/22.61  																																							| Equations (453) can reduce 440 to:
% 55.48/22.61  																																							| (602)  ~ (e4 = e1)
% 55.48/22.61  																																							|
% 55.48/22.61  																																							| Simplifying 602 yields:
% 55.48/22.61  																																							| (110)  ~ (e4 = e1)
% 55.48/22.61  																																							|
% 55.48/22.61  																																							+-Applying beta-rule and splitting (935), into two cases.
% 55.48/22.61  																																							|-Branch one:
% 55.48/22.61  																																							| (871) all_0_57_57 = e4
% 55.48/22.61  																																							|
% 55.48/22.61  																																								| Combining equations (871,647) yields a new equation:
% 55.48/22.61  																																								| (636) e4 = e1
% 55.48/22.61  																																								|
% 55.48/22.61  																																								| Simplifying 636 yields:
% 55.48/22.61  																																								| (630) e4 = e1
% 55.48/22.61  																																								|
% 55.48/22.61  																																								| Equations (630) can reduce 110 to:
% 55.48/22.61  																																								| (266) $false
% 55.48/22.61  																																								|
% 55.48/22.61  																																								|-The branch is then unsatisfiable
% 55.48/22.61  																																							|-Branch two:
% 55.48/22.61  																																							| (839)  ~ (all_0_57_57 = e4)
% 55.48/22.61  																																							| (910) all_0_58_58 = e4
% 55.48/22.61  																																							|
% 55.48/22.61  																																								| Combining equations (624,910) yields a new equation:
% 55.48/22.61  																																								| (323) e4 = e2
% 55.48/22.61  																																								|
% 55.48/22.61  																																								| Equations (323) can reduce 48 to:
% 55.48/22.61  																																								| (266) $false
% 55.48/22.61  																																								|
% 55.48/22.61  																																								|-The branch is then unsatisfiable
% 55.48/22.61  																							|-Branch two:
% 55.48/22.61  																							| (780)  ~ (all_0_52_52 = e4)
% 55.48/22.61  																							| (781) (all_0_41_41 = e0 & all_0_58_58 = e3 &  ~ (all_0_44_44 = e3)) | (all_0_41_41 = e0 & all_0_58_58 = e3 &  ~ (all_0_55_55 = e0)) | (all_0_47_47 = e1 & all_0_52_52 = e2 &  ~ (all_0_48_48 = e2)) | (all_0_47_47 = e1 & all_0_52_52 = e2 &  ~ (all_0_51_51 = e1)) | (all_0_47_47 = e0 & all_0_58_58 = e2 &  ~ (all_0_49_49 = e2)) | (all_0_47_47 = e0 & all_0_58_58 = e2 &  ~ (all_0_56_56 = e0))
% 55.48/22.61  																							|
% 55.48/22.61  																								+-Applying beta-rule and splitting (355), into two cases.
% 55.48/22.61  																								|-Branch one:
% 55.48/22.61  																								| (565) all_0_52_52 = e4
% 55.48/22.61  																								|
% 55.48/22.61  																									| Equations (565) can reduce 780 to:
% 55.48/22.61  																									| (266) $false
% 55.48/22.61  																									|
% 55.48/22.61  																									|-The branch is then unsatisfiable
% 55.48/22.61  																								|-Branch two:
% 55.48/22.61  																								| (780)  ~ (all_0_52_52 = e4)
% 55.48/22.61  																								| (642) all_0_52_52 = e1
% 55.48/22.61  																								|
% 55.48/22.61  																									| Equations (642) can reduce 342 to:
% 55.48/22.61  																									| (604)  ~ (e2 = e1)
% 55.48/22.61  																									|
% 55.48/22.61  																									| Simplifying 604 yields:
% 55.48/22.61  																									| (122)  ~ (e2 = e1)
% 55.48/22.61  																									|
% 55.48/22.61  																									| Equations (642) can reduce 72 to:
% 55.48/22.61  																									| (233)  ~ (e1 = e0)
% 55.48/22.61  																									|
% 55.48/22.61  																									+-Applying beta-rule and splitting (781), into two cases.
% 55.48/22.61  																									|-Branch one:
% 55.48/22.61  																									| (789) (all_0_41_41 = e0 & all_0_58_58 = e3 &  ~ (all_0_44_44 = e3)) | (all_0_41_41 = e0 & all_0_58_58 = e3 &  ~ (all_0_55_55 = e0)) | (all_0_47_47 = e1 & all_0_52_52 = e2 &  ~ (all_0_48_48 = e2)) | (all_0_47_47 = e1 & all_0_52_52 = e2 &  ~ (all_0_51_51 = e1)) | (all_0_47_47 = e0 & all_0_58_58 = e2 &  ~ (all_0_49_49 = e2))
% 55.48/22.61  																									|
% 55.48/22.61  																										+-Applying beta-rule and splitting (789), into two cases.
% 55.48/22.61  																										|-Branch one:
% 55.48/22.61  																										| (790) (all_0_41_41 = e0 & all_0_58_58 = e3 &  ~ (all_0_44_44 = e3)) | (all_0_41_41 = e0 & all_0_58_58 = e3 &  ~ (all_0_55_55 = e0)) | (all_0_47_47 = e1 & all_0_52_52 = e2 &  ~ (all_0_48_48 = e2)) | (all_0_47_47 = e1 & all_0_52_52 = e2 &  ~ (all_0_51_51 = e1))
% 55.48/22.61  																										|
% 55.48/22.61  																											+-Applying beta-rule and splitting (790), into two cases.
% 55.48/22.61  																											|-Branch one:
% 55.48/22.61  																											| (791) (all_0_41_41 = e0 & all_0_58_58 = e3 &  ~ (all_0_44_44 = e3)) | (all_0_41_41 = e0 & all_0_58_58 = e3 &  ~ (all_0_55_55 = e0)) | (all_0_47_47 = e1 & all_0_52_52 = e2 &  ~ (all_0_48_48 = e2))
% 55.48/22.61  																											|
% 55.48/22.61  																												+-Applying beta-rule and splitting (791), into two cases.
% 55.48/22.61  																												|-Branch one:
% 55.48/22.61  																												| (792) (all_0_41_41 = e0 & all_0_58_58 = e3 &  ~ (all_0_44_44 = e3)) | (all_0_41_41 = e0 & all_0_58_58 = e3 &  ~ (all_0_55_55 = e0))
% 55.48/22.61  																												|
% 55.48/22.61  																													+-Applying beta-rule and splitting (792), into two cases.
% 55.48/22.61  																													|-Branch one:
% 55.48/22.61  																													| (793) all_0_41_41 = e0 & all_0_58_58 = e3 &  ~ (all_0_44_44 = e3)
% 55.48/22.61  																													|
% 55.48/22.61  																														| Applying alpha-rule on (793) yields:
% 55.48/22.61  																														| (794) all_0_41_41 = e0
% 55.48/22.61  																														| (795) all_0_58_58 = e3
% 55.48/22.61  																														| (407)  ~ (all_0_44_44 = e3)
% 55.48/22.61  																														|
% 55.48/22.61  																														| Combining equations (453,794) yields a new equation:
% 55.48/22.61  																														| (546) e1 = e0
% 55.48/22.61  																														|
% 55.48/22.61  																														| Simplifying 546 yields:
% 55.48/22.61  																														| (431) e1 = e0
% 55.48/22.61  																														|
% 55.48/22.61  																														| Equations (431) can reduce 233 to:
% 55.48/22.61  																														| (266) $false
% 55.48/22.61  																														|
% 55.48/22.61  																														|-The branch is then unsatisfiable
% 55.48/22.61  																													|-Branch two:
% 55.48/22.61  																													| (800) all_0_41_41 = e0 & all_0_58_58 = e3 &  ~ (all_0_55_55 = e0)
% 55.48/22.61  																													|
% 55.48/22.61  																														| Applying alpha-rule on (800) yields:
% 55.48/22.61  																														| (794) all_0_41_41 = e0
% 55.48/22.61  																														| (795) all_0_58_58 = e3
% 55.48/22.61  																														| (803)  ~ (all_0_55_55 = e0)
% 55.48/22.61  																														|
% 55.48/22.61  																														| Combining equations (453,794) yields a new equation:
% 55.48/22.61  																														| (546) e1 = e0
% 55.48/22.61  																														|
% 55.48/22.61  																														| Simplifying 546 yields:
% 55.48/22.61  																														| (431) e1 = e0
% 55.48/22.61  																														|
% 55.48/22.61  																														| Equations (431) can reduce 233 to:
% 55.48/22.61  																														| (266) $false
% 55.48/22.61  																														|
% 55.48/22.61  																														|-The branch is then unsatisfiable
% 55.48/22.61  																												|-Branch two:
% 55.48/22.61  																												| (807) all_0_47_47 = e1 & all_0_52_52 = e2 &  ~ (all_0_48_48 = e2)
% 55.48/22.61  																												|
% 55.48/22.61  																													| Applying alpha-rule on (807) yields:
% 55.48/22.61  																													| (654) all_0_47_47 = e1
% 55.48/22.61  																													| (352) all_0_52_52 = e2
% 55.48/22.61  																													| (810)  ~ (all_0_48_48 = e2)
% 55.48/22.61  																													|
% 55.48/22.61  																													| Combining equations (352,642) yields a new equation:
% 55.48/22.61  																													| (616) e2 = e1
% 55.48/22.61  																													|
% 55.48/22.61  																													| Simplifying 616 yields:
% 55.48/22.61  																													| (617) e2 = e1
% 55.48/22.61  																													|
% 55.48/22.61  																													| Equations (617) can reduce 122 to:
% 55.48/22.61  																													| (266) $false
% 55.48/22.61  																													|
% 55.48/22.61  																													|-The branch is then unsatisfiable
% 55.48/22.61  																											|-Branch two:
% 55.48/22.61  																											| (813) all_0_47_47 = e1 & all_0_52_52 = e2 &  ~ (all_0_51_51 = e1)
% 55.48/22.61  																											|
% 55.48/22.61  																												| Applying alpha-rule on (813) yields:
% 55.48/22.61  																												| (654) all_0_47_47 = e1
% 55.48/22.61  																												| (352) all_0_52_52 = e2
% 55.48/22.61  																												| (464)  ~ (all_0_51_51 = e1)
% 55.48/22.61  																												|
% 55.48/22.61  																												| Combining equations (352,642) yields a new equation:
% 55.48/22.61  																												| (616) e2 = e1
% 55.48/22.61  																												|
% 55.48/22.61  																												| Simplifying 616 yields:
% 55.48/22.61  																												| (617) e2 = e1
% 55.48/22.61  																												|
% 55.48/22.61  																												| Equations (617) can reduce 122 to:
% 55.48/22.61  																												| (266) $false
% 55.48/22.61  																												|
% 55.48/22.61  																												|-The branch is then unsatisfiable
% 55.48/22.61  																										|-Branch two:
% 55.48/22.61  																										| (819) all_0_47_47 = e0 & all_0_58_58 = e2 &  ~ (all_0_49_49 = e2)
% 55.48/22.61  																										|
% 55.48/22.61  																											| Applying alpha-rule on (819) yields:
% 55.48/22.61  																											| (674) all_0_47_47 = e0
% 55.48/22.61  																											| (624) all_0_58_58 = e2
% 55.48/22.61  																											| (340)  ~ (all_0_49_49 = e2)
% 55.48/22.61  																											|
% 55.48/22.61  																											| Equations (674) can reduce 678 to:
% 55.48/22.61  																											| (266) $false
% 55.48/22.61  																											|
% 55.48/22.61  																											|-The branch is then unsatisfiable
% 55.48/22.61  																									|-Branch two:
% 55.48/22.61  																									| (825) all_0_47_47 = e0 & all_0_58_58 = e2 &  ~ (all_0_56_56 = e0)
% 55.48/22.61  																									|
% 55.48/22.61  																										| Applying alpha-rule on (825) yields:
% 55.48/22.61  																										| (674) all_0_47_47 = e0
% 55.48/22.61  																										| (624) all_0_58_58 = e2
% 55.48/22.61  																										| (828)  ~ (all_0_56_56 = e0)
% 55.48/22.61  																										|
% 55.48/22.61  																										| Equations (674) can reduce 678 to:
% 55.48/22.61  																										| (266) $false
% 55.48/22.61  																										|
% 55.48/22.61  																										|-The branch is then unsatisfiable
% 55.48/22.61  																				|-Branch two:
% 55.48/22.61  																				| (1890)  ~ (all_0_42_42 = e4)
% 55.48/22.61  																				| (1969) all_0_42_42 = e3 | all_0_42_42 = e1 | all_0_42_42 = e0
% 55.48/22.61  																				|
% 55.48/22.61  																					+-Applying beta-rule and splitting (1969), into two cases.
% 55.48/22.61  																					|-Branch one:
% 55.48/22.61  																					| (559) all_0_42_42 = e0
% 55.48/22.61  																					|
% 55.48/22.61  																						| Equations (559) can reduce 358 to:
% 55.48/22.61  																						| (266) $false
% 55.48/22.61  																						|
% 55.48/22.61  																						|-The branch is then unsatisfiable
% 55.48/22.61  																					|-Branch two:
% 55.48/22.61  																					| (358)  ~ (all_0_42_42 = e0)
% 55.48/22.61  																					| (2510) all_0_42_42 = e3 | all_0_42_42 = e1
% 55.48/22.61  																					|
% 55.48/22.61  																						+-Applying beta-rule and splitting (64), into two cases.
% 55.48/22.61  																						|-Branch one:
% 55.48/22.61  																						| (437) all_0_41_41 = e4
% 55.48/22.61  																						|
% 55.48/22.61  																							| Combining equations (453,437) yields a new equation:
% 55.48/22.61  																							| (630) e4 = e1
% 55.48/22.61  																							|
% 55.48/22.61  																							| Equations (630) can reduce 110 to:
% 55.48/22.61  																							| (266) $false
% 55.48/22.61  																							|
% 55.48/22.61  																							|-The branch is then unsatisfiable
% 55.48/22.61  																						|-Branch two:
% 55.48/22.61  																						| (440)  ~ (all_0_41_41 = e4)
% 55.48/22.61  																						| (441) all_0_42_42 = e4 | all_0_43_43 = e4 | all_0_44_44 = e4
% 55.48/22.61  																						|
% 55.48/22.61  																							+-Applying beta-rule and splitting (441), into two cases.
% 55.48/22.61  																							|-Branch one:
% 55.48/22.61  																							| (1392) all_0_42_42 = e4
% 55.48/22.61  																							|
% 55.48/22.61  																								| Equations (1392) can reduce 1890 to:
% 55.48/22.61  																								| (266) $false
% 55.48/22.61  																								|
% 55.48/22.61  																								|-The branch is then unsatisfiable
% 55.48/22.61  																							|-Branch two:
% 55.48/22.61  																							| (1890)  ~ (all_0_42_42 = e4)
% 55.48/22.61  																							| (1891) all_0_43_43 = e4 | all_0_44_44 = e4
% 55.48/22.61  																							|
% 55.48/22.61  																								+-Applying beta-rule and splitting (2510), into two cases.
% 55.48/22.61  																								|-Branch one:
% 55.48/22.61  																								| (459) all_0_42_42 = e1
% 55.48/22.61  																								|
% 55.48/22.61  																									| Equations (459) can reduce 1380 to:
% 55.48/22.61  																									| (266) $false
% 55.48/22.61  																									|
% 55.48/22.61  																									|-The branch is then unsatisfiable
% 55.48/22.61  																								|-Branch two:
% 55.48/22.61  																								| (1380)  ~ (all_0_42_42 = e1)
% 55.48/22.61  																								| (516) all_0_42_42 = e3
% 55.48/22.61  																								|
% 55.48/22.61  																									| Equations (516) can reduce 145 to:
% 55.48/22.61  																									| (246)  ~ (all_0_39_39 = e3)
% 55.48/22.61  																									|
% 55.48/22.61  																									| Equations (516) can reduce 236 to:
% 55.48/22.61  																									| (271)  ~ (all_0_56_56 = e3)
% 55.48/22.61  																									|
% 55.48/22.61  																									| Simplifying 271 yields:
% 55.48/22.61  																									| (272)  ~ (all_0_56_56 = e3)
% 55.48/22.61  																									|
% 55.48/22.61  																									| Equations (516) can reduce 1380 to:
% 55.48/22.61  																									| (213)  ~ (e3 = e1)
% 55.48/22.61  																									|
% 55.48/22.61  																									| From (516) and (225) follows:
% 55.48/22.61  																									| (4633) op(e3, e2) = all_0_8_8
% 55.48/22.61  																									|
% 55.48/22.61  																									| From (516) and (210) follows:
% 55.48/22.61  																									| (4285) op(e3, e2) = e3
% 55.48/22.61  																									|
% 55.48/22.61  																									+-Applying beta-rule and splitting (1891), into two cases.
% 55.48/22.61  																									|-Branch one:
% 55.48/22.61  																									| (396) all_0_43_43 = e4
% 55.48/22.61  																									|
% 55.48/22.61  																										| Combining equations (356,396) yields a new equation:
% 55.48/22.61  																										| (397) e4 = e0
% 55.48/22.61  																										|
% 55.48/22.61  																										| Equations (397) can reduce 49 to:
% 55.48/22.61  																										| (266) $false
% 55.48/22.61  																										|
% 55.48/22.61  																										|-The branch is then unsatisfiable
% 55.48/22.61  																									|-Branch two:
% 55.48/22.61  																									| (399)  ~ (all_0_43_43 = e4)
% 55.48/22.61  																									| (446) all_0_44_44 = e4
% 55.48/22.61  																									|
% 55.48/22.61  																										| Equations (446) can reduce 143 to:
% 55.48/22.61  																										| (447)  ~ (all_0_40_40 = e4)
% 55.48/22.61  																										|
% 55.48/22.61  																										| Equations (446) can reduce 9 to:
% 55.48/22.61  																										| (255)  ~ (all_0_49_49 = e4)
% 55.48/22.62  																										|
% 55.48/22.62  																										| Simplifying 255 yields:
% 55.48/22.62  																										| (256)  ~ (all_0_49_49 = e4)
% 55.48/22.62  																										|
% 55.48/22.62  																										| Equations (446) can reduce 181 to:
% 55.48/22.62  																										| (450)  ~ (all_0_58_58 = e4)
% 55.48/22.62  																										|
% 55.48/22.62  																										| Simplifying 450 yields:
% 55.48/22.62  																										| (451)  ~ (all_0_58_58 = e4)
% 55.48/22.62  																										|
% 55.48/22.62  																										| From (446) and (70) follows:
% 55.48/22.62  																										| (4645) op(e4, e0) = all_0_12_12
% 55.48/22.62  																										|
% 55.48/22.62  																										| From (446) and (138) follows:
% 55.48/22.62  																										| (4646) op(e3, e0) = e4
% 55.48/22.62  																										|
% 55.48/22.62  																										+-Applying beta-rule and splitting (316), into two cases.
% 55.48/22.62  																										|-Branch one:
% 55.48/22.62  																										| (1378) all_0_40_40 = e4
% 55.48/22.62  																										|
% 55.48/22.62  																											| Equations (1378) can reduce 447 to:
% 55.48/22.62  																											| (266) $false
% 55.48/22.62  																											|
% 55.48/22.62  																											|-The branch is then unsatisfiable
% 55.48/22.62  																										|-Branch two:
% 55.48/22.62  																										| (447)  ~ (all_0_40_40 = e4)
% 55.48/22.62  																										| (485) all_0_40_40 = e0
% 55.48/22.62  																										|
% 55.48/22.62  																											| Equations (485) can reduce 176 to:
% 55.48/22.62  																											| (484)  ~ (all_0_39_39 = e0)
% 55.48/22.62  																											|
% 55.48/22.62  																											| Equations (485) can reduce 200 to:
% 55.48/22.62  																											| (486)  ~ (all_0_49_49 = e0)
% 55.48/22.62  																											|
% 55.48/22.62  																											| Simplifying 486 yields:
% 55.48/22.62  																											| (487)  ~ (all_0_49_49 = e0)
% 55.48/22.62  																											|
% 55.48/22.62  																											| Equations (485) can reduce 178 to:
% 55.48/22.62  																											| (490)  ~ (all_0_58_58 = e0)
% 55.48/22.62  																											|
% 55.48/22.62  																											| Simplifying 490 yields:
% 55.48/22.62  																											| (491)  ~ (all_0_58_58 = e0)
% 55.48/22.62  																											|
% 55.48/22.62  																											| Equations (485) can reduce 447 to:
% 55.48/22.62  																											| (401)  ~ (e4 = e0)
% 55.48/22.62  																											|
% 55.48/22.62  																											| Simplifying 401 yields:
% 55.48/22.62  																											| (49)  ~ (e4 = e0)
% 55.48/22.62  																											|
% 55.48/22.62  																											| Equations (485) can reduce 296 to:
% 55.48/22.62  																											| (365)  ~ (e2 = e0)
% 55.48/22.62  																											|
% 55.48/22.62  																											| Simplifying 365 yields:
% 55.48/22.62  																											| (128)  ~ (e2 = e0)
% 55.48/22.62  																											|
% 55.48/22.62  																											| From (485) and (34) follows:
% 55.48/22.62  																											| (494) op(e0, e4) = all_0_4_4
% 55.48/22.62  																											|
% 55.48/22.62  																											| From (485) and (203) follows:
% 55.48/22.62  																											| (495) op(e0, e0) = all_0_5_5
% 55.48/22.62  																											|
% 55.48/22.62  																											| From (485) and (234) follows:
% 55.48/22.62  																											| (3072) op(e4, e0) = e0
% 55.48/22.62  																											|
% 55.48/22.62  																											+-Applying beta-rule and splitting (326), into two cases.
% 55.48/22.62  																											|-Branch one:
% 55.48/22.62  																											| (471) all_0_39_39 = e4
% 55.48/22.62  																											|
% 55.48/22.62  																												| Equations (471) can reduce 79 to:
% 55.48/22.62  																												| (251)  ~ (all_0_47_47 = e4)
% 55.48/22.62  																												|
% 55.48/22.62  																												| Simplifying 251 yields:
% 55.48/22.62  																												| (252)  ~ (all_0_47_47 = e4)
% 55.48/22.62  																												|
% 55.48/22.62  																												| Equations (471) can reduce 154 to:
% 55.48/22.62  																												| (476)  ~ (all_0_56_56 = e4)
% 55.48/22.62  																												|
% 55.48/22.62  																												| Simplifying 476 yields:
% 55.48/22.62  																												| (477)  ~ (all_0_56_56 = e4)
% 55.48/22.62  																												|
% 55.48/22.62  																												| Equations (471) can reduce 246 to:
% 55.48/22.62  																												| (188)  ~ (e4 = e3)
% 55.48/22.62  																												|
% 55.48/22.62  																												| Equations (471) can reduce 294 to:
% 55.48/22.62  																												| (48)  ~ (e4 = e2)
% 55.48/22.62  																												|
% 55.48/22.62  																												| Equations (471) can reduce 151 to:
% 55.48/22.62  																												| (110)  ~ (e4 = e1)
% 55.48/22.62  																												|
% 55.48/22.62  																												| Equations (471) can reduce 484 to:
% 55.48/22.62  																												| (49)  ~ (e4 = e0)
% 55.48/22.62  																												|
% 55.48/22.62  																												| From (471) and (182) follows:
% 55.48/22.62  																												| (479) op(e4, e4) = all_0_2_2
% 55.48/22.62  																												|
% 55.48/22.62  																												| Instantiating formula (29) with e4, e4, all_0_2_2, e1 and discharging atoms op(e4, e4) = all_0_2_2, op(e4, e4) = e1, yields:
% 55.48/22.62  																												| (496) all_0_2_2 = e1
% 55.48/22.62  																												|
% 55.48/22.62  																												| Instantiating formula (29) with e4, e0, e0, all_0_12_12 and discharging atoms op(e4, e0) = all_0_12_12, op(e4, e0) = e0, yields:
% 55.48/22.62  																												| (4674) all_0_12_12 = e0
% 55.48/22.62  																												|
% 55.48/22.62  																												| Instantiating formula (29) with e3, e2, e3, all_0_8_8 and discharging atoms op(e3, e2) = all_0_8_8, op(e3, e2) = e3, yields:
% 55.48/22.62  																												| (4675) all_0_8_8 = e3
% 55.48/22.62  																												|
% 55.48/22.62  																												| Instantiating formula (29) with e0, e4, all_0_4_4, e3 and discharging atoms op(e0, e4) = all_0_4_4, op(e0, e4) = e3, yields:
% 55.48/22.62  																												| (498) all_0_4_4 = e3
% 55.48/22.62  																												|
% 55.48/22.62  																												| Instantiating formula (29) with e0, e0, all_0_5_5, all_0_58_58 and discharging atoms op(e0, e0) = all_0_5_5, op(e0, e0) = all_0_58_58, yields:
% 55.48/22.62  																												| (499) all_0_5_5 = all_0_58_58
% 55.48/22.62  																												|
% 55.48/22.62  																												| From (496) and (479) follows:
% 55.48/22.62  																												| (41) op(e4, e4) = e1
% 55.48/22.62  																												|
% 55.48/22.62  																												| From (4674) and (4645) follows:
% 55.48/22.62  																												| (3072) op(e4, e0) = e0
% 55.48/22.62  																												|
% 55.48/22.62  																												| From (4675) and (4633) follows:
% 55.48/22.62  																												| (4285) op(e3, e2) = e3
% 55.48/22.62  																												|
% 55.48/22.62  																												| From (498) and (494) follows:
% 55.48/22.62  																												| (283) op(e0, e4) = e3
% 55.48/22.62  																												|
% 55.48/22.62  																												| From (499) and (495) follows:
% 55.48/22.62  																												| (245) op(e0, e0) = all_0_58_58
% 55.48/22.62  																												|
% 55.48/22.62  																												+-Applying beta-rule and splitting (168), into two cases.
% 55.48/22.62  																												|-Branch one:
% 55.48/22.62  																												| (415) all_0_50_50 = e3
% 55.48/22.62  																												|
% 55.48/22.62  																													| Equations (415) can reduce 59 to:
% 55.48/22.62  																													| (1925)  ~ (all_0_51_51 = e3)
% 55.48/22.62  																													|
% 55.48/22.62  																													| Simplifying 1925 yields:
% 55.48/22.62  																													| (664)  ~ (all_0_51_51 = e3)
% 55.48/22.62  																													|
% 55.48/22.62  																													| Equations (415) can reduce 190 to:
% 55.48/22.62  																													| (1114)  ~ (all_0_53_53 = e3)
% 55.48/22.62  																													|
% 55.48/22.62  																													| Simplifying 1114 yields:
% 55.48/22.62  																													| (903)  ~ (all_0_53_53 = e3)
% 55.48/22.62  																													|
% 55.48/22.62  																													| Equations (415) can reduce 93 to:
% 55.48/22.62  																													| (269)  ~ (all_0_55_55 = e3)
% 55.48/22.62  																													|
% 55.48/22.62  																													| Simplifying 269 yields:
% 55.48/22.62  																													| (270)  ~ (all_0_55_55 = e3)
% 55.48/22.62  																													|
% 55.48/22.62  																													| Equations (415) can reduce 759 to:
% 55.48/22.62  																													| (213)  ~ (e3 = e1)
% 55.48/22.62  																													|
% 55.48/22.62  																													| From (415) and (57) follows:
% 55.48/22.62  																													| (1933) op(e3, e1) = all_0_22_22
% 55.48/22.62  																													|
% 55.48/22.62  																													| From (415) and (242) follows:
% 55.48/22.62  																													| (1934) op(e1, e3) = e3
% 55.48/22.62  																													|
% 55.48/22.62  																													+-Applying beta-rule and splitting (62), into two cases.
% 55.48/22.62  																													|-Branch one:
% 55.48/22.62  																													| (321) all_0_38_38 = e4
% 55.48/22.62  																													|
% 55.48/22.62  																														| Combining equations (292,321) yields a new equation:
% 55.48/22.62  																														| (323) e4 = e2
% 55.48/22.62  																														|
% 55.48/22.62  																														| Equations (323) can reduce 48 to:
% 55.48/22.62  																														| (266) $false
% 55.48/22.62  																														|
% 55.48/22.62  																														|-The branch is then unsatisfiable
% 55.48/22.62  																													|-Branch two:
% 55.48/22.62  																													| (325)  ~ (all_0_38_38 = e4)
% 55.48/22.62  																													| (582) all_0_41_41 = e4 | all_0_46_46 = e4 | all_0_50_50 = e4 | all_0_55_55 = e4
% 55.48/22.62  																													|
% 55.48/22.62  																														+-Applying beta-rule and splitting (582), into two cases.
% 55.48/22.62  																														|-Branch one:
% 55.48/22.62  																														| (437) all_0_41_41 = e4
% 55.48/22.62  																														|
% 55.48/22.62  																															| Combining equations (453,437) yields a new equation:
% 55.48/22.62  																															| (630) e4 = e1
% 55.48/22.62  																															|
% 55.48/22.62  																															| Equations (630) can reduce 110 to:
% 55.48/22.62  																															| (266) $false
% 55.48/22.62  																															|
% 55.48/22.62  																															|-The branch is then unsatisfiable
% 55.48/22.62  																														|-Branch two:
% 55.48/22.62  																														| (440)  ~ (all_0_41_41 = e4)
% 55.48/22.62  																														| (769) all_0_46_46 = e4 | all_0_50_50 = e4 | all_0_55_55 = e4
% 55.48/22.62  																														|
% 55.48/22.62  																															+-Applying beta-rule and splitting (769), into two cases.
% 55.48/22.62  																															|-Branch one:
% 55.48/22.62  																															| (770) all_0_46_46 = e4
% 55.48/22.62  																															|
% 55.48/22.62  																																| Equations (770) can reduce 250 to:
% 55.48/22.62  																																| (266) $false
% 55.48/22.62  																																|
% 55.48/22.62  																																|-The branch is then unsatisfiable
% 55.48/22.62  																															|-Branch two:
% 55.48/22.62  																															| (250)  ~ (all_0_46_46 = e4)
% 55.48/22.62  																															| (774) all_0_50_50 = e4 | all_0_55_55 = e4
% 55.48/22.62  																															|
% 55.48/22.62  																																+-Applying beta-rule and splitting (774), into two cases.
% 55.48/22.62  																																|-Branch one:
% 55.48/22.62  																																| (775) all_0_50_50 = e4
% 55.48/22.62  																																|
% 55.48/22.62  																																	| Combining equations (415,775) yields a new equation:
% 55.48/22.62  																																	| (425) e4 = e3
% 55.48/22.62  																																	|
% 55.48/22.62  																																	| Equations (425) can reduce 188 to:
% 55.48/22.62  																																	| (266) $false
% 55.48/22.62  																																	|
% 55.48/22.62  																																	|-The branch is then unsatisfiable
% 55.48/22.62  																																|-Branch two:
% 55.48/22.62  																																| (566)  ~ (all_0_50_50 = e4)
% 55.48/22.62  																																| (587) all_0_55_55 = e4
% 55.48/22.62  																																|
% 55.48/22.62  																																	| Equations (587) can reduce 81 to:
% 55.48/22.62  																																	| (838)  ~ (all_0_57_57 = e4)
% 55.48/22.62  																																	|
% 55.48/22.62  																																	| Simplifying 838 yields:
% 55.48/22.62  																																	| (839)  ~ (all_0_57_57 = e4)
% 55.48/22.62  																																	|
% 55.48/22.62  																																	| Equations (587) can reduce 270 to:
% 55.48/22.62  																																	| (188)  ~ (e4 = e3)
% 55.48/22.62  																																	|
% 55.48/22.62  																																	| Equations (587) can reduce 304 to:
% 55.48/22.62  																																	| (48)  ~ (e4 = e2)
% 55.48/22.62  																																	|
% 55.48/22.62  																																	| Equations (587) can reduce 632 to:
% 55.48/22.62  																																	| (110)  ~ (e4 = e1)
% 55.48/22.62  																																	|
% 55.48/22.62  																																	| From (587) and (68) follows:
% 55.48/22.62  																																	| (4717) op(e4, e0) = all_0_31_31
% 55.48/22.62  																																	|
% 55.48/22.62  																																	| From (587) and (74) follows:
% 55.48/22.62  																																	| (589) op(e0, e3) = e4
% 55.48/22.62  																																	|
% 55.48/22.62  																																	+-Applying beta-rule and splitting (125), into two cases.
% 55.48/22.62  																																	|-Branch one:
% 55.48/22.62  																																	| (858) all_0_55_55 = e0
% 55.48/22.62  																																	|
% 55.48/22.62  																																		| Combining equations (858,587) yields a new equation:
% 55.48/22.62  																																		| (397) e4 = e0
% 55.48/22.62  																																		|
% 55.48/22.62  																																		| Equations (397) can reduce 49 to:
% 55.48/22.62  																																		| (266) $false
% 55.48/22.62  																																		|
% 55.48/22.62  																																		|-The branch is then unsatisfiable
% 55.48/22.62  																																	|-Branch two:
% 55.48/22.62  																																	| (803)  ~ (all_0_55_55 = e0)
% 55.48/22.62  																																	| (863) all_0_56_56 = e0 | all_0_57_57 = e0 | all_0_58_58 = e0
% 55.48/22.62  																																	|
% 55.48/22.62  																																		+-Applying beta-rule and splitting (863), into two cases.
% 55.48/22.62  																																		|-Branch one:
% 55.48/22.62  																																		| (679) all_0_56_56 = e0
% 55.48/22.62  																																		|
% 55.48/22.62  																																			| Equations (679) can reduce 91 to:
% 55.48/22.62  																																			| (678)  ~ (all_0_47_47 = e0)
% 55.48/22.62  																																			|
% 55.48/22.62  																																			| Equations (679) can reduce 16 to:
% 55.48/22.62  																																			| (115)  ~ (all_0_51_51 = e0)
% 55.48/22.62  																																			|
% 55.48/22.62  																																			| Equations (679) can reduce 140 to:
% 55.48/22.62  																																			| (363)  ~ (all_0_57_57 = e0)
% 55.48/22.62  																																			|
% 55.48/22.62  																																			| Simplifying 363 yields:
% 55.48/22.62  																																			| (364)  ~ (all_0_57_57 = e0)
% 55.48/22.62  																																			|
% 55.48/22.62  																																			| Equations (679) can reduce 44 to:
% 55.48/22.62  																																			| (490)  ~ (all_0_58_58 = e0)
% 55.48/22.62  																																			|
% 55.48/22.62  																																			| Simplifying 490 yields:
% 55.48/22.62  																																			| (491)  ~ (all_0_58_58 = e0)
% 55.48/22.62  																																			|
% 55.48/22.62  																																			+-Applying beta-rule and splitting (189), into two cases.
% 55.48/22.62  																																			|-Branch one:
% 55.48/22.62  																																			| (532) all_0_44_44 = e3
% 55.48/22.62  																																			|
% 55.48/22.62  																																				| Combining equations (446,532) yields a new equation:
% 55.48/22.62  																																				| (424) e4 = e3
% 55.48/22.62  																																				|
% 55.48/22.62  																																				| Simplifying 424 yields:
% 55.48/22.62  																																				| (425) e4 = e3
% 55.48/22.62  																																				|
% 55.48/22.62  																																				| Equations (425) can reduce 188 to:
% 55.48/22.62  																																				| (266) $false
% 55.48/22.62  																																				|
% 55.48/22.62  																																				|-The branch is then unsatisfiable
% 55.48/22.62  																																			|-Branch two:
% 55.48/22.62  																																			| (407)  ~ (all_0_44_44 = e3)
% 55.48/22.62  																																			| (537) all_0_49_49 = e3 | all_0_53_53 = e3 | all_0_58_58 = e3
% 55.48/22.62  																																			|
% 55.48/22.62  																																				+-Applying beta-rule and splitting (537), into two cases.
% 55.48/22.62  																																				|-Branch one:
% 55.48/22.62  																																				| (884) all_0_49_49 = e3
% 55.48/22.62  																																				|
% 55.48/22.62  																																					| Equations (884) can reduce 86 to:
% 55.48/22.62  																																					| (1091)  ~ (all_0_47_47 = e3)
% 55.48/22.62  																																					|
% 55.48/22.62  																																					| Equations (884) can reduce 487 to:
% 55.48/22.62  																																					| (80)  ~ (e3 = e0)
% 55.48/22.62  																																					|
% 55.48/22.62  																																					| From (884) and (129) follows:
% 55.48/22.62  																																					| (4740) op(e3, e2) = all_0_20_20
% 55.48/22.62  																																					|
% 55.48/22.62  																																					| From (884) and (55) follows:
% 55.48/22.62  																																					| (1581) op(e2, e0) = e3
% 55.48/22.62  																																					|
% 55.48/22.62  																																					+-Applying beta-rule and splitting (105), into two cases.
% 55.48/22.62  																																					|-Branch one:
% 55.48/22.62  																																					| (1105) all_0_47_47 = e2
% 55.48/22.62  																																					|
% 55.48/22.62  																																						| Equations (1105) can reduce 338 to:
% 55.48/22.62  																																						| (266) $false
% 55.48/22.62  																																						|
% 55.48/22.62  																																						|-The branch is then unsatisfiable
% 55.48/22.62  																																					|-Branch two:
% 55.48/22.62  																																					| (338)  ~ (all_0_47_47 = e2)
% 55.48/22.62  																																					| (1789) all_0_47_47 = e4 | all_0_47_47 = e3 | all_0_47_47 = e1 | all_0_47_47 = e0
% 55.48/22.62  																																					|
% 55.48/22.62  																																						+-Applying beta-rule and splitting (400), into two cases.
% 55.48/22.62  																																						|-Branch one:
% 55.48/22.62  																																						| (943) all_0_48_48 = e4
% 55.48/22.62  																																						|
% 55.48/22.62  																																							| Combining equations (943,335) yields a new equation:
% 55.48/22.62  																																							| (322) e4 = e2
% 55.48/22.62  																																							|
% 55.48/22.62  																																							| Simplifying 322 yields:
% 55.48/22.62  																																							| (323) e4 = e2
% 55.48/22.62  																																							|
% 55.48/22.62  																																							| Equations (323) can reduce 48 to:
% 55.48/22.62  																																							| (266) $false
% 55.48/22.62  																																							|
% 55.48/22.62  																																							|-The branch is then unsatisfiable
% 55.48/22.62  																																						|-Branch two:
% 55.48/22.62  																																						| (254)  ~ (all_0_48_48 = e4)
% 55.48/22.62  																																						| (947) all_0_52_52 = e4 | all_0_57_57 = e4
% 55.48/22.62  																																						|
% 55.48/22.62  																																							+-Applying beta-rule and splitting (163), into two cases.
% 55.48/22.62  																																							|-Branch one:
% 55.48/22.62  																																							| (565) all_0_52_52 = e4
% 55.48/22.62  																																							|
% 55.48/22.62  																																								| From (565) and (124) follows:
% 55.48/22.62  																																								| (570) op(e1, e1) = e4
% 55.48/22.62  																																								|
% 55.48/22.62  																																								+-Applying beta-rule and splitting (385), into two cases.
% 55.48/22.62  																																								|-Branch one:
% 55.48/22.62  																																								| (1105) all_0_47_47 = e2
% 55.48/22.62  																																								|
% 55.48/22.62  																																									| Equations (1105) can reduce 338 to:
% 55.48/22.62  																																									| (266) $false
% 55.48/22.62  																																									|
% 55.48/22.62  																																									|-The branch is then unsatisfiable
% 55.48/22.62  																																								|-Branch two:
% 55.48/22.62  																																								| (338)  ~ (all_0_47_47 = e2)
% 55.48/22.62  																																								| (1108) all_0_51_51 = e2 | all_0_56_56 = e2
% 55.48/22.62  																																								|
% 55.48/22.62  																																									+-Applying beta-rule and splitting (1108), into two cases.
% 55.48/22.62  																																									|-Branch one:
% 55.48/22.62  																																									| (504) all_0_51_51 = e2
% 55.48/22.62  																																									|
% 55.48/22.62  																																										| Equations (504) can reduce 224 to:
% 55.48/22.62  																																										| (338)  ~ (all_0_47_47 = e2)
% 55.48/22.62  																																										|
% 55.48/22.62  																																										| Equations (504) can reduce 6 to:
% 55.48/22.62  																																										| (508)  ~ (all_0_53_53 = e2)
% 55.48/22.62  																																										|
% 55.48/22.62  																																										| Simplifying 508 yields:
% 55.48/22.62  																																										| (509)  ~ (all_0_53_53 = e2)
% 55.48/22.62  																																										|
% 55.48/22.62  																																										| Equations (504) can reduce 664 to:
% 55.48/22.62  																																										| (626)  ~ (e3 = e2)
% 55.48/22.62  																																										|
% 55.48/22.62  																																										| Simplifying 626 yields:
% 55.48/22.62  																																										| (212)  ~ (e3 = e2)
% 55.48/22.62  																																										|
% 55.48/22.62  																																										| Equations (504) can reduce 115 to:
% 55.48/22.62  																																										| (128)  ~ (e2 = e0)
% 55.48/22.62  																																										|
% 55.48/22.62  																																										| From (504) and (186) follows:
% 55.48/22.62  																																										| (515) op(e1, e2) = e2
% 55.48/22.62  																																										|
% 55.48/22.62  																																										+-Applying beta-rule and splitting (135), into two cases.
% 55.48/22.62  																																										|-Branch one:
% 55.48/22.62  																																										| (545) all_0_46_46 = e1
% 55.48/22.62  																																										|
% 55.48/22.62  																																											| Equations (545) can reduce 549 to:
% 55.48/22.62  																																											| (266) $false
% 55.48/22.62  																																											|
% 55.48/22.62  																																											|-The branch is then unsatisfiable
% 55.48/22.62  																																										|-Branch two:
% 55.48/22.62  																																										| (549)  ~ (all_0_46_46 = e1)
% 55.48/22.62  																																										| (550) all_0_47_47 = e1 | all_0_48_48 = e1 | all_0_49_49 = e1
% 55.48/22.62  																																										|
% 55.48/22.62  																																											+-Applying beta-rule and splitting (377), into two cases.
% 55.48/22.62  																																											|-Branch one:
% 55.48/22.62  																																											| (583) all_0_49_49 = e2
% 55.48/22.62  																																											|
% 55.48/22.62  																																												| Combining equations (884,583) yields a new equation:
% 55.48/22.62  																																												| (661) e3 = e2
% 55.48/22.62  																																												|
% 55.48/22.62  																																												| Simplifying 661 yields:
% 55.48/22.62  																																												| (662) e3 = e2
% 55.48/22.62  																																												|
% 55.48/22.62  																																												| Equations (662) can reduce 212 to:
% 55.48/22.62  																																												| (266) $false
% 55.48/22.62  																																												|
% 55.48/22.62  																																												|-The branch is then unsatisfiable
% 55.48/22.62  																																											|-Branch two:
% 55.48/22.62  																																											| (340)  ~ (all_0_49_49 = e2)
% 55.48/22.62  																																											| (614) all_0_53_53 = e2 | all_0_58_58 = e2
% 55.48/22.62  																																											|
% 55.48/22.62  																																												+-Applying beta-rule and splitting (184), into two cases.
% 55.48/22.62  																																												|-Branch one:
% 55.48/22.62  																																												| (538) all_0_46_46 = e0
% 55.48/22.62  																																												|
% 55.48/22.62  																																													| Equations (538) can reduce 19 to:
% 55.48/22.62  																																													| (1402)  ~ (all_0_47_47 = e0)
% 55.48/22.62  																																													|
% 55.48/22.62  																																													| Simplifying 1402 yields:
% 55.48/22.62  																																													| (678)  ~ (all_0_47_47 = e0)
% 55.48/22.62  																																													|
% 55.48/22.62  																																													| From (538) and (33) follows:
% 55.48/22.62  																																													| (543) op(e0, e3) = all_0_16_16
% 55.48/22.62  																																													|
% 55.48/22.62  																																													+-Applying beta-rule and splitting (614), into two cases.
% 55.48/22.62  																																													|-Branch one:
% 55.48/22.62  																																													| (607) all_0_53_53 = e2
% 55.48/22.62  																																													|
% 55.48/22.62  																																														| Equations (607) can reduce 509 to:
% 55.48/22.62  																																														| (266) $false
% 55.48/22.62  																																														|
% 55.48/22.62  																																														|-The branch is then unsatisfiable
% 55.48/22.62  																																													|-Branch two:
% 55.48/22.62  																																													| (509)  ~ (all_0_53_53 = e2)
% 55.48/22.62  																																													| (624) all_0_58_58 = e2
% 55.48/22.62  																																													|
% 55.48/22.62  																																														| Equations (624) can reduce 10 to:
% 55.48/22.62  																																														| (509)  ~ (all_0_53_53 = e2)
% 55.48/22.62  																																														|
% 55.48/22.62  																																														| Equations (624) can reduce 148 to:
% 55.48/22.62  																																														| (344)  ~ (all_0_57_57 = e2)
% 55.48/22.62  																																														|
% 55.48/22.62  																																														+-Applying beta-rule and splitting (12), into two cases.
% 55.48/22.62  																																														|-Branch one:
% 55.48/22.62  																																														| (442) all_0_57_57 = e2
% 55.48/22.62  																																														|
% 55.48/22.62  																																															| Equations (442) can reduce 344 to:
% 55.48/22.62  																																															| (266) $false
% 55.48/22.62  																																															|
% 55.48/22.62  																																															|-The branch is then unsatisfiable
% 55.48/22.62  																																														|-Branch two:
% 55.48/22.62  																																														| (344)  ~ (all_0_57_57 = e2)
% 55.48/22.62  																																														| (445) all_0_57_57 = e4 | all_0_57_57 = e1 | all_0_57_57 = e0
% 55.48/22.62  																																														|
% 55.48/22.62  																																															+-Applying beta-rule and splitting (216), into two cases.
% 55.48/22.62  																																															|-Branch one:
% 55.48/22.62  																																															| (629) all_0_55_55 = e1
% 55.48/22.62  																																															|
% 55.48/22.62  																																																| Combining equations (587,629) yields a new equation:
% 55.48/22.62  																																																| (636) e4 = e1
% 55.48/22.62  																																																|
% 55.48/22.62  																																																| Simplifying 636 yields:
% 55.48/22.62  																																																| (630) e4 = e1
% 55.48/22.62  																																																|
% 55.48/22.62  																																																| Equations (630) can reduce 110 to:
% 55.48/22.62  																																																| (266) $false
% 55.48/22.62  																																																|
% 55.48/22.62  																																																|-The branch is then unsatisfiable
% 55.48/22.62  																																															|-Branch two:
% 55.48/22.62  																																															| (632)  ~ (all_0_55_55 = e1)
% 55.48/22.62  																																															| (633) all_0_56_56 = e1 | all_0_57_57 = e1 | all_0_58_58 = e1
% 55.48/22.62  																																															|
% 55.48/22.62  																																																+-Applying beta-rule and splitting (196), into two cases.
% 55.48/22.62  																																																|-Branch one:
% 55.48/22.62  																																																| (607) all_0_53_53 = e2
% 55.48/22.62  																																																|
% 55.48/22.62  																																																	| Equations (607) can reduce 509 to:
% 55.48/22.62  																																																	| (266) $false
% 55.48/22.62  																																																	|
% 55.48/22.62  																																																	|-The branch is then unsatisfiable
% 55.48/22.62  																																																|-Branch two:
% 55.48/22.62  																																																| (509)  ~ (all_0_53_53 = e2)
% 55.48/22.62  																																																| (610) all_0_53_53 = e4 | all_0_53_53 = e3 | all_0_53_53 = e1
% 55.48/22.62  																																																|
% 55.48/22.62  																																																	+-Applying beta-rule and splitting (160), into two cases.
% 55.48/22.62  																																																	|-Branch one:
% 55.48/22.62  																																																	| (601) all_0_50_50 = e1
% 55.48/22.62  																																																	|
% 55.48/22.62  																																																		| Combining equations (415,601) yields a new equation:
% 55.48/22.62  																																																		| (454) e3 = e1
% 55.48/22.62  																																																		|
% 55.48/22.62  																																																		| Simplifying 454 yields:
% 55.48/22.62  																																																		| (455) e3 = e1
% 55.48/22.62  																																																		|
% 55.48/22.62  																																																		| Equations (455) can reduce 213 to:
% 55.48/22.62  																																																		| (266) $false
% 55.48/22.62  																																																		|
% 55.48/22.62  																																																		|-The branch is then unsatisfiable
% 55.48/22.62  																																																	|-Branch two:
% 55.48/22.63  																																																	| (759)  ~ (all_0_50_50 = e1)
% 55.48/22.63  																																																	| (1168) all_0_51_51 = e1 | all_0_52_52 = e1 | all_0_53_53 = e1
% 55.48/22.63  																																																	|
% 55.48/22.63  																																																		+-Applying beta-rule and splitting (550), into two cases.
% 55.48/22.63  																																																		|-Branch one:
% 55.48/22.63  																																																		| (654) all_0_47_47 = e1
% 55.48/22.63  																																																		|
% 55.48/22.63  																																																			| Equations (654) can reduce 252 to:
% 55.48/22.63  																																																			| (602)  ~ (e4 = e1)
% 55.48/22.63  																																																			|
% 55.48/22.63  																																																			| Simplifying 602 yields:
% 55.48/22.63  																																																			| (110)  ~ (e4 = e1)
% 55.48/22.63  																																																			|
% 55.48/22.63  																																																			| Equations (654) can reduce 338 to:
% 55.48/22.63  																																																			| (604)  ~ (e2 = e1)
% 55.48/22.63  																																																			|
% 55.48/22.63  																																																			| Simplifying 604 yields:
% 55.48/22.63  																																																			| (122)  ~ (e2 = e1)
% 55.48/22.63  																																																			|
% 55.48/22.63  																																																			| Equations (654) can reduce 678 to:
% 55.48/22.63  																																																			| (233)  ~ (e1 = e0)
% 55.48/22.63  																																																			|
% 55.48/22.63  																																																			+-Applying beta-rule and splitting (633), into two cases.
% 55.48/22.63  																																																			|-Branch one:
% 55.48/22.63  																																																			| (1569) all_0_56_56 = e1
% 55.48/22.63  																																																			|
% 55.48/22.63  																																																				| Combining equations (679,1569) yields a new equation:
% 55.48/22.63  																																																				| (431) e1 = e0
% 55.48/22.63  																																																				|
% 55.48/22.63  																																																				| Equations (431) can reduce 233 to:
% 55.48/22.63  																																																				| (266) $false
% 55.48/22.63  																																																				|
% 55.48/22.63  																																																				|-The branch is then unsatisfiable
% 55.48/22.63  																																																			|-Branch two:
% 55.48/22.63  																																																			| (466)  ~ (all_0_56_56 = e1)
% 55.48/22.63  																																																			| (1574) all_0_57_57 = e1 | all_0_58_58 = e1
% 55.48/22.63  																																																			|
% 55.48/22.63  																																																				+-Applying beta-rule and splitting (1168), into two cases.
% 55.48/22.63  																																																				|-Branch one:
% 55.48/22.63  																																																				| (1109) all_0_51_51 = e1
% 55.48/22.63  																																																				|
% 55.48/22.63  																																																					| Combining equations (1109,504) yields a new equation:
% 55.48/22.63  																																																					| (617) e2 = e1
% 55.48/22.63  																																																					|
% 55.48/22.63  																																																					| Equations (617) can reduce 122 to:
% 55.48/22.63  																																																					| (266) $false
% 55.48/22.63  																																																					|
% 55.48/22.63  																																																					|-The branch is then unsatisfiable
% 55.48/22.63  																																																				|-Branch two:
% 55.48/22.63  																																																				| (464)  ~ (all_0_51_51 = e1)
% 55.48/22.63  																																																				| (1202) all_0_52_52 = e1 | all_0_53_53 = e1
% 55.48/22.63  																																																				|
% 55.48/22.63  																																																					+-Applying beta-rule and splitting (1202), into two cases.
% 55.48/22.63  																																																					|-Branch one:
% 55.48/22.63  																																																					| (642) all_0_52_52 = e1
% 55.48/22.63  																																																					|
% 55.48/22.63  																																																						| Combining equations (565,642) yields a new equation:
% 55.48/22.63  																																																						| (636) e4 = e1
% 55.48/22.63  																																																						|
% 55.48/22.63  																																																						| Simplifying 636 yields:
% 55.48/22.63  																																																						| (630) e4 = e1
% 55.48/22.63  																																																						|
% 55.48/22.63  																																																						| Equations (630) can reduce 110 to:
% 55.48/22.63  																																																						| (266) $false
% 55.48/22.63  																																																						|
% 55.48/22.63  																																																						|-The branch is then unsatisfiable
% 55.48/22.63  																																																					|-Branch two:
% 55.48/22.63  																																																					| (646)  ~ (all_0_52_52 = e1)
% 55.48/22.63  																																																					| (1208) all_0_53_53 = e1
% 55.48/22.63  																																																					|
% 55.48/22.63  																																																						| Equations (1208) can reduce 509 to:
% 55.48/22.63  																																																						| (604)  ~ (e2 = e1)
% 55.48/22.63  																																																						|
% 55.48/22.63  																																																						| Simplifying 604 yields:
% 55.48/22.63  																																																						| (122)  ~ (e2 = e1)
% 55.48/22.63  																																																						|
% 55.48/22.63  																																																						| From (1208) and (92) follows:
% 55.48/22.63  																																																						| (2152) op(e1, e1) = all_0_27_27
% 55.48/22.63  																																																						|
% 55.48/22.63  																																																						+-Applying beta-rule and splitting (1574), into two cases.
% 55.48/22.63  																																																						|-Branch one:
% 55.48/22.63  																																																						| (647) all_0_57_57 = e1
% 55.48/22.63  																																																						|
% 55.48/22.63  																																																							| Equations (647) can reduce 344 to:
% 55.48/22.63  																																																							| (604)  ~ (e2 = e1)
% 55.48/22.63  																																																							|
% 55.48/22.63  																																																							| Simplifying 604 yields:
% 55.48/22.63  																																																							| (122)  ~ (e2 = e1)
% 55.48/22.63  																																																							|
% 55.48/22.63  																																																							| Equations (647) can reduce 364 to:
% 55.48/22.63  																																																							| (233)  ~ (e1 = e0)
% 55.48/22.63  																																																							|
% 55.48/22.63  																																																							| From (647) and (45) follows:
% 55.48/22.63  																																																							| (653) op(e1, e1) = all_0_36_36
% 55.48/22.63  																																																							|
% 55.48/22.63  																																																							| Instantiating formula (29) with e4, e0, all_0_31_31, e0 and discharging atoms op(e4, e0) = all_0_31_31, op(e4, e0) = e0, yields:
% 55.48/22.63  																																																							| (4836) all_0_31_31 = e0
% 55.48/22.63  																																																							|
% 55.48/22.63  																																																							| Instantiating formula (29) with e3, e2, all_0_20_20, e3 and discharging atoms op(e3, e2) = all_0_20_20, op(e3, e2) = e3, yields:
% 55.48/22.63  																																																							| (4837) all_0_20_20 = e3
% 55.48/22.63  																																																							|
% 55.48/22.63  																																																							| Instantiating formula (29) with e3, e1, all_0_22_22, e0 and discharging atoms op(e3, e1) = all_0_22_22, op(e3, e1) = e0, yields:
% 55.48/22.63  																																																							| (1935) all_0_22_22 = e0
% 55.48/22.63  																																																							|
% 55.48/22.63  																																																							| Instantiating formula (29) with e1, e1, all_0_36_36, all_0_27_27 and discharging atoms op(e1, e1) = all_0_27_27, op(e1, e1) = all_0_36_36, yields:
% 55.48/22.63  																																																							| (2160) all_0_27_27 = all_0_36_36
% 55.48/22.63  																																																							|
% 55.48/22.63  																																																							| Instantiating formula (29) with e1, e1, e4, all_0_27_27 and discharging atoms op(e1, e1) = all_0_27_27, op(e1, e1) = e4, yields:
% 55.48/22.63  																																																							| (2161) all_0_27_27 = e4
% 55.48/22.63  																																																							|
% 55.48/22.63  																																																							| Instantiating formula (29) with e0, e3, e4, all_0_16_16 and discharging atoms op(e0, e3) = all_0_16_16, op(e0, e3) = e4, yields:
% 55.48/22.63  																																																							| (687) all_0_16_16 = e4
% 55.48/22.63  																																																							|
% 55.48/22.63  																																																							| Combining equations (2160,2161) yields a new equation:
% 55.48/22.63  																																																							| (689) all_0_36_36 = e4
% 55.48/22.63  																																																							|
% 55.48/22.63  																																																							| Simplifying 689 yields:
% 55.48/22.63  																																																							| (690) all_0_36_36 = e4
% 55.48/22.63  																																																							|
% 55.48/22.63  																																																							| From (4836) and (4717) follows:
% 55.48/22.63  																																																							| (3072) op(e4, e0) = e0
% 55.48/22.63  																																																							|
% 55.48/22.63  																																																							| From (4837) and (4740) follows:
% 55.48/22.63  																																																							| (4285) op(e3, e2) = e3
% 55.48/22.63  																																																							|
% 55.48/22.63  																																																							| From (1935) and (1933) follows:
% 55.48/22.63  																																																							| (369) op(e3, e1) = e0
% 55.48/22.63  																																																							|
% 55.48/22.63  																																																							| From (690) and (653) follows:
% 55.48/22.63  																																																							| (570) op(e1, e1) = e4
% 55.48/22.63  																																																							|
% 55.48/22.63  																																																							| From (687) and (543) follows:
% 55.48/22.63  																																																							| (589) op(e0, e3) = e4
% 55.48/22.63  																																																							|
% 55.48/22.63  																																																							+-Applying beta-rule and splitting (56), into two cases.
% 55.48/22.63  																																																							|-Branch one:
% 55.48/22.63  																																																							| (696) unit = e2
% 55.48/22.63  																																																							|
% 55.48/22.63  																																																								| From (696) and (28) follows:
% 55.48/22.63  																																																								| (699) op(e1, e2) = e1
% 55.48/22.63  																																																								|
% 55.48/22.63  																																																								| Instantiating formula (29) with e1, e2, e1, e2 and discharging atoms op(e1, e2) = e2, op(e1, e2) = e1, yields:
% 55.48/22.63  																																																								| (617) e2 = e1
% 55.48/22.63  																																																								|
% 55.48/22.63  																																																								| Equations (617) can reduce 122 to:
% 55.48/22.63  																																																								| (266) $false
% 55.48/22.63  																																																								|
% 55.48/22.63  																																																								|-The branch is then unsatisfiable
% 55.48/22.63  																																																							|-Branch two:
% 55.48/22.63  																																																							| (707)  ~ (unit = e2)
% 55.48/22.63  																																																							| (708) unit = e4 | unit = e3 | unit = e1 | unit = e0
% 55.48/22.63  																																																							|
% 55.48/22.63  																																																								+-Applying beta-rule and splitting (708), into two cases.
% 55.48/22.63  																																																								|-Branch one:
% 55.48/22.63  																																																								| (709) unit = e4
% 55.48/22.63  																																																								|
% 55.48/22.63  																																																									| From (709) and (227) follows:
% 55.48/22.63  																																																									| (710) op(e4, e4) = e4
% 55.48/22.63  																																																									|
% 55.48/22.63  																																																									| From (709) and (40) follows:
% 55.48/22.63  																																																									| (711) op(e3, e4) = e3
% 55.48/22.63  																																																									|
% 55.48/22.63  																																																									| From (709) and (32) follows:
% 55.48/22.63  																																																									| (712) op(e2, e4) = e2
% 55.48/22.63  																																																									|
% 55.48/22.63  																																																									| From (709) and (42) follows:
% 55.48/22.63  																																																									| (713) op(e0, e4) = e0
% 55.48/22.63  																																																									|
% 55.48/22.63  																																																									| Instantiating formula (29) with e4, e4, e4, e1 and discharging atoms op(e4, e4) = e4, op(e4, e4) = e1, yields:
% 55.48/22.63  																																																									| (630) e4 = e1
% 55.48/22.63  																																																									|
% 55.48/22.63  																																																									| Instantiating formula (29) with e3, e4, e3, e2 and discharging atoms op(e3, e4) = e3, op(e3, e4) = e2, yields:
% 55.48/22.63  																																																									| (662) e3 = e2
% 55.48/22.63  																																																									|
% 55.48/22.63  																																																									| Instantiating formula (29) with e2, e4, e2, e4 and discharging atoms op(e2, e4) = e4, op(e2, e4) = e2, yields:
% 55.48/22.63  																																																									| (323) e4 = e2
% 55.48/22.63  																																																									|
% 55.48/22.63  																																																									| Instantiating formula (29) with e0, e4, e0, e3 and discharging atoms op(e0, e4) = e3, op(e0, e4) = e0, yields:
% 55.48/22.63  																																																									| (676) e3 = e0
% 55.48/22.63  																																																									|
% 55.48/22.63  																																																									| Combining equations (323,630) yields a new equation:
% 55.48/22.63  																																																									| (616) e2 = e1
% 55.48/22.63  																																																									|
% 55.48/22.63  																																																									| Simplifying 616 yields:
% 55.48/22.63  																																																									| (617) e2 = e1
% 55.48/22.63  																																																									|
% 55.48/22.63  																																																									| Combining equations (662,676) yields a new equation:
% 55.48/22.63  																																																									| (391) e2 = e0
% 55.48/22.63  																																																									|
% 55.48/22.63  																																																									| Simplifying 391 yields:
% 55.48/22.63  																																																									| (330) e2 = e0
% 55.48/22.63  																																																									|
% 55.48/22.63  																																																									| Combining equations (330,617) yields a new equation:
% 55.48/22.63  																																																									| (431) e1 = e0
% 55.48/22.63  																																																									|
% 55.48/22.63  																																																									| Equations (431) can reduce 233 to:
% 55.48/22.63  																																																									| (266) $false
% 55.48/22.63  																																																									|
% 55.48/22.63  																																																									|-The branch is then unsatisfiable
% 55.48/22.63  																																																								|-Branch two:
% 55.48/22.63  																																																								| (724)  ~ (unit = e4)
% 55.48/22.63  																																																								| (725) unit = e3 | unit = e1 | unit = e0
% 55.48/22.63  																																																								|
% 55.48/22.63  																																																									+-Applying beta-rule and splitting (725), into two cases.
% 55.48/22.63  																																																									|-Branch one:
% 55.48/22.63  																																																									| (726) unit = e0
% 55.48/22.63  																																																									|
% 55.48/22.63  																																																										| Equations (726) can reduce 707 to:
% 55.48/22.63  																																																										| (365)  ~ (e2 = e0)
% 55.48/22.63  																																																										|
% 55.48/22.63  																																																										| Simplifying 365 yields:
% 55.48/22.63  																																																										| (128)  ~ (e2 = e0)
% 55.48/22.63  																																																										|
% 55.48/22.63  																																																										| From (726) and (24) follows:
% 55.48/22.63  																																																										| (2208) op(e0, e3) = e3
% 55.48/22.63  																																																										|
% 55.48/22.63  																																																										| From (726) and (227) follows:
% 55.48/22.63  																																																										| (3205) op(e4, e0) = e4
% 55.48/22.63  																																																										|
% 55.48/22.63  																																																										| From (726) and (32) follows:
% 55.48/22.63  																																																										| (727) op(e2, e0) = e2
% 55.48/22.63  																																																										|
% 55.48/22.63  																																																										| Instantiating formula (29) with e4, e0, e4, e0 and discharging atoms op(e4, e0) = e4, op(e4, e0) = e0, yields:
% 55.48/22.63  																																																										| (397) e4 = e0
% 55.48/22.63  																																																										|
% 55.48/22.63  																																																										| Instantiating formula (29) with e2, e0, e2, e3 and discharging atoms op(e2, e0) = e3, op(e2, e0) = e2, yields:
% 55.48/22.63  																																																										| (662) e3 = e2
% 55.48/22.63  																																																										|
% 55.48/22.63  																																																										| Instantiating formula (29) with e0, e3, e3, e4 and discharging atoms op(e0, e3) = e4, op(e0, e3) = e3, yields:
% 55.48/22.63  																																																										| (425) e4 = e3
% 55.48/22.63  																																																										|
% 55.48/22.63  																																																										| Combining equations (397,425) yields a new equation:
% 55.48/22.63  																																																										| (676) e3 = e0
% 55.48/22.63  																																																										|
% 55.48/22.63  																																																										| Combining equations (676,662) yields a new equation:
% 55.48/22.63  																																																										| (330) e2 = e0
% 55.48/22.63  																																																										|
% 55.48/22.63  																																																										| Equations (330) can reduce 128 to:
% 55.48/22.63  																																																										| (266) $false
% 55.48/22.63  																																																										|
% 55.48/22.63  																																																										|-The branch is then unsatisfiable
% 55.48/22.63  																																																									|-Branch two:
% 55.48/22.63  																																																									| (734)  ~ (unit = e0)
% 55.48/22.63  																																																									| (735) unit = e3 | unit = e1
% 55.48/22.63  																																																									|
% 55.48/22.63  																																																										+-Applying beta-rule and splitting (735), into two cases.
% 55.48/22.63  																																																										|-Branch one:
% 55.48/22.63  																																																										| (736) unit = e1
% 55.48/22.63  																																																										|
% 55.48/22.63  																																																											| Equations (736) can reduce 734 to:
% 55.48/22.63  																																																											| (233)  ~ (e1 = e0)
% 55.48/22.63  																																																											|
% 55.48/22.63  																																																											| From (736) and (227) follows:
% 55.48/22.63  																																																											| (739) op(e4, e1) = e4
% 55.48/22.63  																																																											|
% 55.48/22.63  																																																											| From (736) and (40) follows:
% 55.48/22.63  																																																											| (1652) op(e3, e1) = e3
% 55.48/22.63  																																																											|
% 55.48/22.63  																																																											| From (736) and (28) follows:
% 55.48/22.63  																																																											| (740) op(e1, e1) = e1
% 55.48/22.63  																																																											|
% 55.48/22.63  																																																											| Instantiating formula (29) with e4, e1, e4, e3 and discharging atoms op(e4, e1) = e4, op(e4, e1) = e3, yields:
% 55.48/22.63  																																																											| (425) e4 = e3
% 55.48/22.63  																																																											|
% 55.48/22.63  																																																											| Instantiating formula (29) with e3, e1, e3, e0 and discharging atoms op(e3, e1) = e3, op(e3, e1) = e0, yields:
% 55.48/22.63  																																																											| (676) e3 = e0
% 55.48/22.63  																																																											|
% 55.48/22.63  																																																											| Instantiating formula (29) with e1, e1, e1, e4 and discharging atoms op(e1, e1) = e4, op(e1, e1) = e1, yields:
% 55.48/22.63  																																																											| (630) e4 = e1
% 55.48/22.63  																																																											|
% 55.48/22.63  																																																											| Combining equations (425,630) yields a new equation:
% 55.48/22.63  																																																											| (454) e3 = e1
% 55.48/22.63  																																																											|
% 55.48/22.63  																																																											| Simplifying 454 yields:
% 55.48/22.63  																																																											| (455) e3 = e1
% 55.48/22.63  																																																											|
% 55.48/22.63  																																																											| Combining equations (455,676) yields a new equation:
% 55.48/22.63  																																																											| (546) e1 = e0
% 55.48/22.63  																																																											|
% 55.48/22.63  																																																											| Simplifying 546 yields:
% 55.48/22.63  																																																											| (431) e1 = e0
% 55.48/22.63  																																																											|
% 55.48/22.63  																																																											| Equations (431) can reduce 233 to:
% 55.48/22.63  																																																											| (266) $false
% 55.48/22.63  																																																											|
% 55.48/22.63  																																																											|-The branch is then unsatisfiable
% 55.48/22.63  																																																										|-Branch two:
% 55.48/22.63  																																																										| (748)  ~ (unit = e1)
% 55.48/22.63  																																																										| (749) unit = e3
% 55.48/22.63  																																																										|
% 55.48/22.63  																																																											| From (749) and (244) follows:
% 55.48/22.63  																																																											| (750) op(e3, e4) = e4
% 55.48/22.63  																																																											|
% 55.48/22.63  																																																											| From (749) and (15) follows:
% 55.48/22.63  																																																											| (751) op(e3, e2) = e2
% 55.48/22.63  																																																											|
% 55.48/22.63  																																																											| From (749) and (28) follows:
% 55.48/22.63  																																																											| (2235) op(e1, e3) = e1
% 55.48/22.63  																																																											|
% 55.48/22.63  																																																											| From (749) and (42) follows:
% 55.48/22.63  																																																											| (752) op(e0, e3) = e0
% 55.48/22.63  																																																											|
% 55.48/22.63  																																																											| Instantiating formula (29) with e3, e4, e4, e2 and discharging atoms op(e3, e4) = e4, op(e3, e4) = e2, yields:
% 55.48/22.63  																																																											| (323) e4 = e2
% 55.48/22.63  																																																											|
% 55.48/22.63  																																																											| Instantiating formula (29) with e3, e2, e2, e3 and discharging atoms op(e3, e2) = e3, op(e3, e2) = e2, yields:
% 55.48/22.63  																																																											| (662) e3 = e2
% 55.48/22.63  																																																											|
% 55.48/22.63  																																																											| Instantiating formula (29) with e1, e3, e1, e3 and discharging atoms op(e1, e3) = e3, op(e1, e3) = e1, yields:
% 55.48/22.63  																																																											| (455) e3 = e1
% 55.48/22.63  																																																											|
% 55.48/22.63  																																																											| Instantiating formula (29) with e0, e3, e0, e4 and discharging atoms op(e0, e3) = e4, op(e0, e3) = e0, yields:
% 55.48/22.63  																																																											| (397) e4 = e0
% 55.48/22.63  																																																											|
% 55.48/22.63  																																																											| Combining equations (397,323) yields a new equation:
% 55.48/22.63  																																																											| (330) e2 = e0
% 55.48/22.63  																																																											|
% 55.48/22.63  																																																											| Combining equations (662,455) yields a new equation:
% 55.48/22.63  																																																											| (616) e2 = e1
% 55.48/22.63  																																																											|
% 55.48/22.63  																																																											| Simplifying 616 yields:
% 55.48/22.63  																																																											| (617) e2 = e1
% 55.48/22.63  																																																											|
% 55.48/22.63  																																																											| Combining equations (617,330) yields a new equation:
% 55.48/22.63  																																																											| (546) e1 = e0
% 55.48/22.63  																																																											|
% 55.48/22.63  																																																											| Simplifying 546 yields:
% 55.48/22.63  																																																											| (431) e1 = e0
% 55.48/22.63  																																																											|
% 55.48/22.63  																																																											| Equations (431) can reduce 233 to:
% 55.48/22.63  																																																											| (266) $false
% 55.48/22.63  																																																											|
% 55.48/22.63  																																																											|-The branch is then unsatisfiable
% 55.48/22.63  																																																						|-Branch two:
% 55.48/22.63  																																																						| (1670)  ~ (all_0_57_57 = e1)
% 55.48/22.63  																																																						| (918) all_0_58_58 = e1
% 55.48/22.63  																																																						|
% 55.48/22.63  																																																							| Combining equations (918,624) yields a new equation:
% 55.48/22.63  																																																							| (617) e2 = e1
% 55.48/22.63  																																																							|
% 55.48/22.63  																																																							| Equations (617) can reduce 122 to:
% 55.48/22.63  																																																							| (266) $false
% 55.48/22.63  																																																							|
% 55.48/22.63  																																																							|-The branch is then unsatisfiable
% 55.48/22.63  																																																		|-Branch two:
% 55.48/22.63  																																																		| (462)  ~ (all_0_47_47 = e1)
% 55.48/22.63  																																																		| (659) all_0_48_48 = e1 | all_0_49_49 = e1
% 55.48/22.63  																																																		|
% 55.48/22.63  																																																			+-Applying beta-rule and splitting (1789), into two cases.
% 55.48/22.63  																																																			|-Branch one:
% 55.48/22.63  																																																			| (1790) all_0_47_47 = e4
% 55.48/22.63  																																																			|
% 55.48/22.63  																																																				| Equations (1790) can reduce 252 to:
% 55.48/22.63  																																																				| (266) $false
% 55.48/22.63  																																																				|
% 55.48/22.63  																																																				|-The branch is then unsatisfiable
% 55.48/22.63  																																																			|-Branch two:
% 55.48/22.63  																																																			| (252)  ~ (all_0_47_47 = e4)
% 55.48/22.63  																																																			| (1793) all_0_47_47 = e3 | all_0_47_47 = e1 | all_0_47_47 = e0
% 55.48/22.63  																																																			|
% 55.48/22.63  																																																				+-Applying beta-rule and splitting (1793), into two cases.
% 55.48/22.63  																																																				|-Branch one:
% 55.48/22.63  																																																				| (674) all_0_47_47 = e0
% 55.48/22.63  																																																				|
% 55.48/22.63  																																																					| Equations (674) can reduce 678 to:
% 55.48/22.63  																																																					| (266) $false
% 55.48/22.63  																																																					|
% 55.48/22.63  																																																					|-The branch is then unsatisfiable
% 55.48/22.63  																																																				|-Branch two:
% 55.48/22.63  																																																				| (678)  ~ (all_0_47_47 = e0)
% 55.48/22.63  																																																				| (1831) all_0_47_47 = e3 | all_0_47_47 = e1
% 55.48/22.63  																																																				|
% 55.48/22.63  																																																					+-Applying beta-rule and splitting (1831), into two cases.
% 55.48/22.63  																																																					|-Branch one:
% 55.48/22.63  																																																					| (654) all_0_47_47 = e1
% 55.48/22.63  																																																					|
% 55.48/22.63  																																																						| Equations (654) can reduce 462 to:
% 55.48/22.63  																																																						| (266) $false
% 55.48/22.63  																																																						|
% 55.48/22.63  																																																						|-The branch is then unsatisfiable
% 55.48/22.63  																																																					|-Branch two:
% 55.48/22.63  																																																					| (462)  ~ (all_0_47_47 = e1)
% 55.48/22.63  																																																					| (522) all_0_47_47 = e3
% 55.48/22.63  																																																					|
% 55.48/22.63  																																																						| Equations (522) can reduce 1091 to:
% 55.48/22.63  																																																						| (266) $false
% 55.48/22.63  																																																						|
% 55.48/22.63  																																																						|-The branch is then unsatisfiable
% 55.48/22.64  																																												|-Branch two:
% 55.48/22.64  																																												| (831)  ~ (all_0_46_46 = e0)
% 55.48/22.64  																																												| (832) all_0_47_47 = e0 | all_0_48_48 = e0 | all_0_49_49 = e0
% 55.48/22.64  																																												|
% 55.48/22.64  																																													+-Applying beta-rule and splitting (832), into two cases.
% 55.48/22.64  																																													|-Branch one:
% 55.48/22.64  																																													| (674) all_0_47_47 = e0
% 55.48/22.64  																																													|
% 55.48/22.64  																																														| Equations (674) can reduce 678 to:
% 55.48/22.64  																																														| (266) $false
% 55.48/22.64  																																														|
% 55.48/22.64  																																														|-The branch is then unsatisfiable
% 55.48/22.64  																																													|-Branch two:
% 55.48/22.64  																																													| (678)  ~ (all_0_47_47 = e0)
% 55.48/22.64  																																													| (1278) all_0_48_48 = e0 | all_0_49_49 = e0
% 55.48/22.64  																																													|
% 55.48/22.64  																																														+-Applying beta-rule and splitting (12), into two cases.
% 55.48/22.64  																																														|-Branch one:
% 55.48/22.64  																																														| (442) all_0_57_57 = e2
% 55.48/22.64  																																														|
% 55.48/22.64  																																															| Equations (442) can reduce 344 to:
% 55.48/22.64  																																															| (266) $false
% 55.48/22.64  																																															|
% 55.48/22.64  																																															|-The branch is then unsatisfiable
% 55.48/22.64  																																														|-Branch two:
% 55.48/22.64  																																														| (344)  ~ (all_0_57_57 = e2)
% 55.48/22.64  																																														| (445) all_0_57_57 = e4 | all_0_57_57 = e1 | all_0_57_57 = e0
% 55.48/22.64  																																														|
% 55.48/22.64  																																															+-Applying beta-rule and splitting (389), into two cases.
% 55.48/22.64  																																															|-Branch one:
% 55.48/22.64  																																															| (833) all_0_56_56 = e2
% 55.48/22.64  																																															|
% 55.48/22.64  																																																| Combining equations (679,833) yields a new equation:
% 55.48/22.64  																																																| (330) e2 = e0
% 55.48/22.64  																																																|
% 55.48/22.64  																																																| Equations (330) can reduce 128 to:
% 55.48/22.64  																																																| (266) $false
% 55.48/22.64  																																																|
% 55.48/22.64  																																																|-The branch is then unsatisfiable
% 55.48/22.64  																																															|-Branch two:
% 55.48/22.64  																																															| (511)  ~ (all_0_56_56 = e2)
% 55.48/22.64  																																															| (1709) all_0_57_57 = e2 | all_0_58_58 = e2
% 55.48/22.64  																																															|
% 55.48/22.64  																																																+-Applying beta-rule and splitting (1709), into two cases.
% 55.48/22.64  																																																|-Branch one:
% 55.48/22.64  																																																| (442) all_0_57_57 = e2
% 55.48/22.64  																																																|
% 55.48/22.64  																																																	| Equations (442) can reduce 344 to:
% 55.48/22.64  																																																	| (266) $false
% 55.48/22.64  																																																	|
% 55.48/22.64  																																																	|-The branch is then unsatisfiable
% 55.48/22.64  																																																|-Branch two:
% 55.48/22.64  																																																| (344)  ~ (all_0_57_57 = e2)
% 55.48/22.64  																																																| (624) all_0_58_58 = e2
% 55.48/22.64  																																																|
% 55.48/22.64  																																																	| Equations (624) can reduce 491 to:
% 55.48/22.64  																																																	| (128)  ~ (e2 = e0)
% 55.48/22.64  																																																	|
% 55.48/22.64  																																																	+-Applying beta-rule and splitting (1278), into two cases.
% 55.48/22.64  																																																	|-Branch one:
% 55.48/22.64  																																																	| (1279) all_0_48_48 = e0
% 55.48/22.64  																																																	|
% 55.48/22.64  																																																		| Combining equations (335,1279) yields a new equation:
% 55.48/22.64  																																																		| (391) e2 = e0
% 55.48/22.64  																																																		|
% 55.48/22.64  																																																		| Simplifying 391 yields:
% 55.48/22.64  																																																		| (330) e2 = e0
% 55.48/22.64  																																																		|
% 55.48/22.64  																																																		| Equations (330) can reduce 128 to:
% 55.48/22.64  																																																		| (266) $false
% 55.48/22.64  																																																		|
% 55.48/22.64  																																																		|-The branch is then unsatisfiable
% 55.48/22.64  																																																	|-Branch two:
% 55.48/22.64  																																																	| (1283)  ~ (all_0_48_48 = e0)
% 55.48/22.64  																																																	| (978) all_0_49_49 = e0
% 55.48/22.64  																																																	|
% 55.48/22.64  																																																		| Combining equations (978,884) yields a new equation:
% 55.48/22.64  																																																		| (676) e3 = e0
% 55.48/22.64  																																																		|
% 55.48/22.64  																																																		| Equations (676) can reduce 80 to:
% 55.48/22.64  																																																		| (266) $false
% 55.48/22.64  																																																		|
% 55.48/22.64  																																																		|-The branch is then unsatisfiable
% 55.48/22.64  																																									|-Branch two:
% 55.48/22.64  																																									| (1099)  ~ (all_0_51_51 = e2)
% 55.48/22.64  																																									| (833) all_0_56_56 = e2
% 55.48/22.64  																																									|
% 55.48/22.64  																																										| Combining equations (833,679) yields a new equation:
% 55.48/22.64  																																										| (391) e2 = e0
% 55.48/22.64  																																										|
% 55.48/22.64  																																										| Simplifying 391 yields:
% 55.48/22.64  																																										| (330) e2 = e0
% 55.48/22.64  																																										|
% 55.48/22.64  																																										| Equations (330) can reduce 128 to:
% 55.48/22.64  																																										| (266) $false
% 55.48/22.64  																																										|
% 55.48/22.64  																																										|-The branch is then unsatisfiable
% 55.48/22.64  																																							|-Branch two:
% 55.48/22.64  																																							| (780)  ~ (all_0_52_52 = e4)
% 55.48/22.64  																																							| (781) (all_0_41_41 = e0 & all_0_58_58 = e3 &  ~ (all_0_44_44 = e3)) | (all_0_41_41 = e0 & all_0_58_58 = e3 &  ~ (all_0_55_55 = e0)) | (all_0_47_47 = e1 & all_0_52_52 = e2 &  ~ (all_0_48_48 = e2)) | (all_0_47_47 = e1 & all_0_52_52 = e2 &  ~ (all_0_51_51 = e1)) | (all_0_47_47 = e0 & all_0_58_58 = e2 &  ~ (all_0_49_49 = e2)) | (all_0_47_47 = e0 & all_0_58_58 = e2 &  ~ (all_0_56_56 = e0))
% 55.48/22.64  																																							|
% 55.48/22.64  																																								+-Applying beta-rule and splitting (947), into two cases.
% 55.48/22.64  																																								|-Branch one:
% 55.48/22.64  																																								| (565) all_0_52_52 = e4
% 55.48/22.64  																																								|
% 55.48/22.64  																																									| Equations (565) can reduce 780 to:
% 55.48/22.64  																																									| (266) $false
% 55.48/22.64  																																									|
% 55.48/22.64  																																									|-The branch is then unsatisfiable
% 55.48/22.64  																																								|-Branch two:
% 55.48/22.64  																																								| (780)  ~ (all_0_52_52 = e4)
% 55.48/22.64  																																								| (871) all_0_57_57 = e4
% 55.48/22.64  																																								|
% 55.48/22.64  																																									| Equations (871) can reduce 839 to:
% 55.48/22.64  																																									| (266) $false
% 55.48/22.64  																																									|
% 55.48/22.64  																																									|-The branch is then unsatisfiable
% 55.48/22.64  																																				|-Branch two:
% 55.48/22.64  																																				| (525)  ~ (all_0_49_49 = e3)
% 55.48/22.64  																																				| (887) all_0_53_53 = e3 | all_0_58_58 = e3
% 55.48/22.64  																																				|
% 55.48/22.64  																																					+-Applying beta-rule and splitting (887), into two cases.
% 55.48/22.64  																																					|-Branch one:
% 55.48/22.64  																																					| (665) all_0_53_53 = e3
% 55.48/22.64  																																					|
% 55.48/22.64  																																						| Equations (665) can reduce 903 to:
% 55.48/22.64  																																						| (266) $false
% 55.48/22.64  																																						|
% 55.48/22.64  																																						|-The branch is then unsatisfiable
% 55.48/22.64  																																					|-Branch two:
% 55.48/22.64  																																					| (903)  ~ (all_0_53_53 = e3)
% 55.48/22.64  																																					| (795) all_0_58_58 = e3
% 55.48/22.64  																																					|
% 55.48/22.64  																																						| Equations (795) can reduce 276 to:
% 55.48/22.64  																																						| (266) $false
% 55.48/22.64  																																						|
% 55.48/22.64  																																						|-The branch is then unsatisfiable
% 55.48/22.64  																																		|-Branch two:
% 55.48/22.64  																																		| (828)  ~ (all_0_56_56 = e0)
% 55.48/22.64  																																		| (924) all_0_57_57 = e0 | all_0_58_58 = e0
% 55.48/22.64  																																		|
% 55.48/22.64  																																			+-Applying beta-rule and splitting (924), into two cases.
% 55.48/22.64  																																			|-Branch one:
% 55.48/22.64  																																			| (875) all_0_57_57 = e0
% 55.48/22.64  																																			|
% 55.48/22.64  																																				| Equations (875) can reduce 364 to:
% 55.48/22.64  																																				| (266) $false
% 55.48/22.64  																																				|
% 55.48/22.64  																																				|-The branch is then unsatisfiable
% 55.48/22.64  																																			|-Branch two:
% 55.48/22.64  																																			| (364)  ~ (all_0_57_57 = e0)
% 55.48/22.64  																																			| (914) all_0_58_58 = e0
% 55.48/22.64  																																			|
% 55.48/22.64  																																				| Equations (914) can reduce 491 to:
% 55.48/22.64  																																				| (266) $false
% 55.48/22.64  																																				|
% 55.48/22.64  																																				|-The branch is then unsatisfiable
% 55.48/22.64  																												|-Branch two:
% 55.48/22.64  																												| (411)  ~ (all_0_50_50 = e3)
% 55.48/22.64  																												| (418) all_0_51_51 = e3 | all_0_53_53 = e3
% 55.48/22.64  																												|
% 55.48/22.64  																													+-Applying beta-rule and splitting (241), into two cases.
% 55.48/22.64  																													|-Branch one:
% 55.48/22.64  																													| (378) all_0_50_50 = e2
% 55.48/22.64  																													|
% 55.48/22.64  																														| Equations (378) can reduce 302 to:
% 55.48/22.64  																														| (266) $false
% 55.48/22.64  																														|
% 55.48/22.64  																														|-The branch is then unsatisfiable
% 55.48/22.64  																													|-Branch two:
% 55.48/22.64  																													| (302)  ~ (all_0_50_50 = e2)
% 55.48/22.64  																													| (422) all_0_50_50 = e4 | all_0_50_50 = e3 | all_0_50_50 = e1
% 55.48/22.64  																													|
% 55.48/22.64  																														+-Applying beta-rule and splitting (144), into two cases.
% 55.48/22.64  																														|-Branch one:
% 55.48/22.64  																														| (403) all_0_41_41 = e3
% 55.48/22.64  																														|
% 55.48/22.64  																															| Combining equations (453,403) yields a new equation:
% 55.48/22.64  																															| (455) e3 = e1
% 55.48/22.64  																															|
% 55.48/22.64  																															| Equations (455) can reduce 213 to:
% 55.48/22.64  																															| (266) $false
% 55.48/22.64  																															|
% 55.48/22.64  																															|-The branch is then unsatisfiable
% 55.48/22.64  																														|-Branch two:
% 55.48/22.64  																														| (1898)  ~ (all_0_41_41 = e3)
% 55.48/22.64  																														| (1923) all_0_46_46 = e3 | all_0_50_50 = e3 | all_0_55_55 = e3
% 55.48/22.64  																														|
% 55.48/22.64  																															+-Applying beta-rule and splitting (1923), into two cases.
% 55.48/22.64  																															|-Branch one:
% 55.48/22.64  																															| (1557) all_0_46_46 = e3
% 55.48/22.64  																															|
% 55.48/22.64  																																| Equations (1557) can reduce 19 to:
% 55.48/22.64  																																| (2538)  ~ (all_0_47_47 = e3)
% 55.48/22.64  																																|
% 55.48/22.64  																																| Simplifying 2538 yields:
% 55.48/22.64  																																| (1091)  ~ (all_0_47_47 = e3)
% 55.48/22.64  																																|
% 55.48/22.64  																																| Equations (1557) can reduce 208 to:
% 55.48/22.64  																																| (524)  ~ (all_0_49_49 = e3)
% 55.48/22.64  																																|
% 55.48/22.64  																																| Simplifying 524 yields:
% 55.48/22.64  																																| (525)  ~ (all_0_49_49 = e3)
% 55.48/22.64  																																|
% 55.48/22.64  																																| Equations (1557) can reduce 58 to:
% 55.48/22.64  																																| (269)  ~ (all_0_55_55 = e3)
% 55.48/22.64  																																|
% 55.48/22.64  																																| Simplifying 269 yields:
% 55.48/22.64  																																| (270)  ~ (all_0_55_55 = e3)
% 55.48/22.64  																																|
% 55.48/22.64  																																| Equations (1557) can reduce 250 to:
% 55.48/22.64  																																| (277)  ~ (e4 = e3)
% 55.48/22.64  																																|
% 55.48/22.64  																																| Simplifying 277 yields:
% 55.48/22.64  																																| (188)  ~ (e4 = e3)
% 55.48/22.64  																																|
% 55.48/22.64  																																+-Applying beta-rule and splitting (54), into two cases.
% 55.48/22.64  																																|-Branch one:
% 55.48/22.64  																																| (583) all_0_49_49 = e2
% 55.48/22.64  																																|
% 55.48/22.64  																																	| Equations (583) can reduce 340 to:
% 55.48/22.64  																																	| (266) $false
% 55.48/22.64  																																	|
% 55.48/22.64  																																	|-The branch is then unsatisfiable
% 55.48/22.64  																																|-Branch two:
% 55.48/22.64  																																| (340)  ~ (all_0_49_49 = e2)
% 55.48/22.64  																																| (586) all_0_49_49 = e4 | all_0_49_49 = e3 | all_0_49_49 = e1 | all_0_49_49 = e0
% 55.48/22.64  																																|
% 55.48/22.64  																																	+-Applying beta-rule and splitting (586), into two cases.
% 55.48/22.64  																																	|-Branch one:
% 55.48/22.64  																																	| (974) all_0_49_49 = e4
% 55.48/22.64  																																	|
% 55.48/22.64  																																		| Equations (974) can reduce 256 to:
% 55.48/22.64  																																		| (266) $false
% 55.48/22.64  																																		|
% 55.48/22.64  																																		|-The branch is then unsatisfiable
% 55.48/22.64  																																	|-Branch two:
% 55.48/22.64  																																	| (256)  ~ (all_0_49_49 = e4)
% 55.48/22.64  																																	| (977) all_0_49_49 = e3 | all_0_49_49 = e1 | all_0_49_49 = e0
% 55.48/22.64  																																	|
% 55.48/22.64  																																		+-Applying beta-rule and splitting (189), into two cases.
% 55.48/22.64  																																		|-Branch one:
% 55.48/22.64  																																		| (532) all_0_44_44 = e3
% 55.48/22.64  																																		|
% 55.48/22.64  																																			| Combining equations (446,532) yields a new equation:
% 55.48/22.64  																																			| (424) e4 = e3
% 55.48/22.64  																																			|
% 55.48/22.64  																																			| Simplifying 424 yields:
% 55.48/22.64  																																			| (425) e4 = e3
% 55.48/22.64  																																			|
% 55.48/22.64  																																			| Equations (425) can reduce 188 to:
% 55.48/22.64  																																			| (266) $false
% 55.48/22.64  																																			|
% 55.48/22.64  																																			|-The branch is then unsatisfiable
% 55.48/22.64  																																		|-Branch two:
% 55.48/22.64  																																		| (407)  ~ (all_0_44_44 = e3)
% 55.48/22.64  																																		| (537) all_0_49_49 = e3 | all_0_53_53 = e3 | all_0_58_58 = e3
% 55.48/22.64  																																		|
% 55.48/22.64  																																			+-Applying beta-rule and splitting (537), into two cases.
% 55.48/22.64  																																			|-Branch one:
% 55.48/22.64  																																			| (884) all_0_49_49 = e3
% 55.48/22.64  																																			|
% 55.48/22.64  																																				| Equations (884) can reduce 525 to:
% 55.48/22.64  																																				| (266) $false
% 55.48/22.64  																																				|
% 55.48/22.64  																																				|-The branch is then unsatisfiable
% 55.48/22.64  																																			|-Branch two:
% 55.48/22.64  																																			| (525)  ~ (all_0_49_49 = e3)
% 55.48/22.64  																																			| (887) all_0_53_53 = e3 | all_0_58_58 = e3
% 55.48/22.64  																																			|
% 55.48/22.64  																																				+-Applying beta-rule and splitting (887), into two cases.
% 55.48/22.64  																																				|-Branch one:
% 55.48/22.64  																																				| (665) all_0_53_53 = e3
% 55.48/22.64  																																				|
% 55.48/22.64  																																					| Equations (665) can reduce 65 to:
% 55.48/22.64  																																					| (525)  ~ (all_0_49_49 = e3)
% 55.48/22.64  																																					|
% 55.48/22.64  																																					| Equations (665) can reduce 190 to:
% 55.48/22.64  																																					| (411)  ~ (all_0_50_50 = e3)
% 55.48/22.64  																																					|
% 55.48/22.64  																																					| Equations (665) can reduce 10 to:
% 55.48/22.64  																																					| (275)  ~ (all_0_58_58 = e3)
% 55.48/22.64  																																					|
% 55.48/22.64  																																					| Simplifying 275 yields:
% 55.48/22.64  																																					| (276)  ~ (all_0_58_58 = e3)
% 55.48/22.64  																																					|
% 55.48/22.64  																																					| From (665) and (175) follows:
% 55.48/22.64  																																					| (5031) op(e3, e0) = all_0_28_28
% 55.48/22.64  																																					|
% 55.48/22.64  																																					+-Applying beta-rule and splitting (977), into two cases.
% 55.48/22.64  																																					|-Branch one:
% 55.48/22.64  																																					| (978) all_0_49_49 = e0
% 55.48/22.64  																																					|
% 55.48/22.64  																																						| Equations (978) can reduce 487 to:
% 55.48/22.64  																																						| (266) $false
% 55.48/22.64  																																						|
% 55.48/22.64  																																						|-The branch is then unsatisfiable
% 55.48/22.64  																																					|-Branch two:
% 55.48/22.64  																																					| (487)  ~ (all_0_49_49 = e0)
% 55.48/22.64  																																					| (981) all_0_49_49 = e3 | all_0_49_49 = e1
% 55.48/22.64  																																					|
% 55.48/22.64  																																						+-Applying beta-rule and splitting (981), into two cases.
% 55.48/22.64  																																						|-Branch one:
% 55.48/22.64  																																						| (671) all_0_49_49 = e1
% 55.48/22.64  																																						|
% 55.48/22.64  																																							| Equations (671) can reduce 86 to:
% 55.48/22.64  																																							| (462)  ~ (all_0_47_47 = e1)
% 55.48/22.64  																																							|
% 55.48/22.64  																																							| From (671) and (129) follows:
% 55.48/22.64  																																							| (672) op(e1, e2) = all_0_20_20
% 55.48/22.64  																																							|
% 55.48/22.64  																																							+-Applying beta-rule and splitting (105), into two cases.
% 55.48/22.64  																																							|-Branch one:
% 55.48/22.64  																																							| (1105) all_0_47_47 = e2
% 55.48/22.64  																																							|
% 55.48/22.64  																																								| Equations (1105) can reduce 338 to:
% 55.48/22.64  																																								| (266) $false
% 55.48/22.64  																																								|
% 55.48/22.64  																																								|-The branch is then unsatisfiable
% 55.48/22.64  																																							|-Branch two:
% 55.48/22.64  																																							| (338)  ~ (all_0_47_47 = e2)
% 55.48/22.64  																																							| (1789) all_0_47_47 = e4 | all_0_47_47 = e3 | all_0_47_47 = e1 | all_0_47_47 = e0
% 55.48/22.64  																																							|
% 55.48/22.64  																																								+-Applying beta-rule and splitting (1789), into two cases.
% 55.48/22.64  																																								|-Branch one:
% 55.48/22.64  																																								| (1790) all_0_47_47 = e4
% 55.48/22.64  																																								|
% 55.48/22.64  																																									| Equations (1790) can reduce 252 to:
% 55.48/22.64  																																									| (266) $false
% 55.48/22.64  																																									|
% 55.48/22.64  																																									|-The branch is then unsatisfiable
% 55.48/22.64  																																								|-Branch two:
% 55.48/22.64  																																								| (252)  ~ (all_0_47_47 = e4)
% 55.48/22.64  																																								| (1793) all_0_47_47 = e3 | all_0_47_47 = e1 | all_0_47_47 = e0
% 55.48/22.64  																																								|
% 55.48/22.64  																																									+-Applying beta-rule and splitting (1793), into two cases.
% 55.48/22.64  																																									|-Branch one:
% 55.48/22.64  																																									| (674) all_0_47_47 = e0
% 55.48/22.64  																																									|
% 55.48/22.64  																																										| Equations (674) can reduce 1091 to:
% 55.48/22.64  																																										| (541)  ~ (e3 = e0)
% 55.48/22.64  																																										|
% 55.48/22.64  																																										| Simplifying 541 yields:
% 55.48/22.64  																																										| (80)  ~ (e3 = e0)
% 55.48/22.64  																																										|
% 55.48/22.64  																																										| Equations (674) can reduce 462 to:
% 55.48/22.64  																																										| (435)  ~ (e1 = e0)
% 55.48/22.64  																																										|
% 55.48/22.64  																																										| Simplifying 435 yields:
% 55.48/22.64  																																										| (233)  ~ (e1 = e0)
% 55.48/22.64  																																										|
% 55.48/22.64  																																										| From (674) and (23) follows:
% 55.48/22.64  																																										| (3148) op(e2, e2) = e0
% 55.48/22.64  																																										|
% 55.48/22.64  																																										+-Applying beta-rule and splitting (422), into two cases.
% 55.48/22.64  																																										|-Branch one:
% 55.48/22.64  																																										| (775) all_0_50_50 = e4
% 55.48/22.64  																																										|
% 55.48/22.64  																																											| Equations (775) can reduce 101 to:
% 55.48/22.64  																																											| (958)  ~ (all_0_52_52 = e4)
% 55.48/22.64  																																											|
% 55.48/22.64  																																											| Simplifying 958 yields:
% 55.48/22.64  																																											| (780)  ~ (all_0_52_52 = e4)
% 55.48/22.64  																																											|
% 55.48/22.64  																																											| Equations (775) can reduce 93 to:
% 55.48/22.64  																																											| (1909)  ~ (all_0_55_55 = e4)
% 55.48/22.64  																																											|
% 55.48/22.64  																																											| Simplifying 1909 yields:
% 55.48/22.64  																																											| (763)  ~ (all_0_55_55 = e4)
% 55.48/22.64  																																											|
% 55.48/22.64  																																											| Equations (775) can reduce 411 to:
% 55.48/22.64  																																											| (188)  ~ (e4 = e3)
% 55.48/22.64  																																											|
% 55.48/22.64  																																											| From (775) and (242) follows:
% 55.48/22.64  																																											| (5059) op(e1, e3) = e4
% 55.48/22.64  																																											|
% 55.48/22.64  																																											+-Applying beta-rule and splitting (163), into two cases.
% 55.48/22.64  																																											|-Branch one:
% 55.48/22.64  																																											| (565) all_0_52_52 = e4
% 55.48/22.64  																																											|
% 55.48/22.64  																																												| Equations (565) can reduce 780 to:
% 55.48/22.64  																																												| (266) $false
% 55.48/22.64  																																												|
% 55.48/22.64  																																												|-The branch is then unsatisfiable
% 55.48/22.64  																																											|-Branch two:
% 55.48/22.64  																																											| (780)  ~ (all_0_52_52 = e4)
% 55.48/22.64  																																											| (781) (all_0_41_41 = e0 & all_0_58_58 = e3 &  ~ (all_0_44_44 = e3)) | (all_0_41_41 = e0 & all_0_58_58 = e3 &  ~ (all_0_55_55 = e0)) | (all_0_47_47 = e1 & all_0_52_52 = e2 &  ~ (all_0_48_48 = e2)) | (all_0_47_47 = e1 & all_0_52_52 = e2 &  ~ (all_0_51_51 = e1)) | (all_0_47_47 = e0 & all_0_58_58 = e2 &  ~ (all_0_49_49 = e2)) | (all_0_47_47 = e0 & all_0_58_58 = e2 &  ~ (all_0_56_56 = e0))
% 55.48/22.64  																																											|
% 55.48/22.64  																																												+-Applying beta-rule and splitting (781), into two cases.
% 55.48/22.64  																																												|-Branch one:
% 55.48/22.64  																																												| (789) (all_0_41_41 = e0 & all_0_58_58 = e3 &  ~ (all_0_44_44 = e3)) | (all_0_41_41 = e0 & all_0_58_58 = e3 &  ~ (all_0_55_55 = e0)) | (all_0_47_47 = e1 & all_0_52_52 = e2 &  ~ (all_0_48_48 = e2)) | (all_0_47_47 = e1 & all_0_52_52 = e2 &  ~ (all_0_51_51 = e1)) | (all_0_47_47 = e0 & all_0_58_58 = e2 &  ~ (all_0_49_49 = e2))
% 55.48/22.64  																																												|
% 55.48/22.64  																																													+-Applying beta-rule and splitting (789), into two cases.
% 55.48/22.64  																																													|-Branch one:
% 55.48/22.64  																																													| (790) (all_0_41_41 = e0 & all_0_58_58 = e3 &  ~ (all_0_44_44 = e3)) | (all_0_41_41 = e0 & all_0_58_58 = e3 &  ~ (all_0_55_55 = e0)) | (all_0_47_47 = e1 & all_0_52_52 = e2 &  ~ (all_0_48_48 = e2)) | (all_0_47_47 = e1 & all_0_52_52 = e2 &  ~ (all_0_51_51 = e1))
% 55.48/22.64  																																													|
% 55.48/22.64  																																														+-Applying beta-rule and splitting (790), into two cases.
% 55.48/22.64  																																														|-Branch one:
% 55.48/22.64  																																														| (791) (all_0_41_41 = e0 & all_0_58_58 = e3 &  ~ (all_0_44_44 = e3)) | (all_0_41_41 = e0 & all_0_58_58 = e3 &  ~ (all_0_55_55 = e0)) | (all_0_47_47 = e1 & all_0_52_52 = e2 &  ~ (all_0_48_48 = e2))
% 55.48/22.64  																																														|
% 55.48/22.64  																																															+-Applying beta-rule and splitting (791), into two cases.
% 55.48/22.64  																																															|-Branch one:
% 55.48/22.64  																																															| (792) (all_0_41_41 = e0 & all_0_58_58 = e3 &  ~ (all_0_44_44 = e3)) | (all_0_41_41 = e0 & all_0_58_58 = e3 &  ~ (all_0_55_55 = e0))
% 55.48/22.64  																																															|
% 55.48/22.64  																																																+-Applying beta-rule and splitting (792), into two cases.
% 55.48/22.64  																																																|-Branch one:
% 55.48/22.64  																																																| (793) all_0_41_41 = e0 & all_0_58_58 = e3 &  ~ (all_0_44_44 = e3)
% 55.48/22.64  																																																|
% 55.48/22.64  																																																	| Applying alpha-rule on (793) yields:
% 55.48/22.64  																																																	| (794) all_0_41_41 = e0
% 55.48/22.64  																																																	| (795) all_0_58_58 = e3
% 55.48/22.64  																																																	| (407)  ~ (all_0_44_44 = e3)
% 55.48/22.64  																																																	|
% 55.48/22.64  																																																	| Combining equations (794,453) yields a new equation:
% 55.48/22.64  																																																	| (431) e1 = e0
% 55.48/22.64  																																																	|
% 55.48/22.64  																																																	| Equations (431) can reduce 233 to:
% 55.48/22.64  																																																	| (266) $false
% 55.48/22.64  																																																	|
% 55.48/22.64  																																																	|-The branch is then unsatisfiable
% 55.48/22.64  																																																|-Branch two:
% 55.48/22.64  																																																| (800) all_0_41_41 = e0 & all_0_58_58 = e3 &  ~ (all_0_55_55 = e0)
% 55.48/22.64  																																																|
% 55.48/22.64  																																																	| Applying alpha-rule on (800) yields:
% 55.48/22.64  																																																	| (794) all_0_41_41 = e0
% 55.48/22.64  																																																	| (795) all_0_58_58 = e3
% 55.48/22.64  																																																	| (803)  ~ (all_0_55_55 = e0)
% 55.48/22.64  																																																	|
% 55.48/22.64  																																																	| Combining equations (794,453) yields a new equation:
% 55.48/22.64  																																																	| (431) e1 = e0
% 55.48/22.64  																																																	|
% 55.48/22.64  																																																	| Equations (431) can reduce 233 to:
% 55.48/22.64  																																																	| (266) $false
% 55.48/22.64  																																																	|
% 55.48/22.64  																																																	|-The branch is then unsatisfiable
% 55.48/22.64  																																															|-Branch two:
% 55.48/22.64  																																															| (807) all_0_47_47 = e1 & all_0_52_52 = e2 &  ~ (all_0_48_48 = e2)
% 55.48/22.64  																																															|
% 55.48/22.64  																																																| Applying alpha-rule on (807) yields:
% 55.48/22.64  																																																| (654) all_0_47_47 = e1
% 55.48/22.64  																																																| (352) all_0_52_52 = e2
% 55.48/22.64  																																																| (810)  ~ (all_0_48_48 = e2)
% 55.48/22.64  																																																|
% 55.48/22.64  																																																| Combining equations (674,654) yields a new equation:
% 55.48/22.64  																																																| (431) e1 = e0
% 55.48/22.64  																																																|
% 55.48/22.64  																																																| Equations (431) can reduce 233 to:
% 55.48/22.64  																																																| (266) $false
% 55.48/22.64  																																																|
% 55.48/22.64  																																																|-The branch is then unsatisfiable
% 55.48/22.64  																																														|-Branch two:
% 55.48/22.64  																																														| (813) all_0_47_47 = e1 & all_0_52_52 = e2 &  ~ (all_0_51_51 = e1)
% 55.48/22.64  																																														|
% 55.48/22.64  																																															| Applying alpha-rule on (813) yields:
% 55.48/22.64  																																															| (654) all_0_47_47 = e1
% 55.48/22.64  																																															| (352) all_0_52_52 = e2
% 55.48/22.64  																																															| (464)  ~ (all_0_51_51 = e1)
% 55.48/22.64  																																															|
% 55.48/22.64  																																															| Combining equations (674,654) yields a new equation:
% 55.48/22.64  																																															| (431) e1 = e0
% 55.48/22.64  																																															|
% 55.48/22.64  																																															| Equations (431) can reduce 233 to:
% 55.48/22.64  																																															| (266) $false
% 55.48/22.64  																																															|
% 55.48/22.64  																																															|-The branch is then unsatisfiable
% 55.48/22.64  																																													|-Branch two:
% 55.48/22.64  																																													| (819) all_0_47_47 = e0 & all_0_58_58 = e2 &  ~ (all_0_49_49 = e2)
% 55.48/22.64  																																													|
% 55.48/22.64  																																														| Applying alpha-rule on (819) yields:
% 55.48/22.64  																																														| (674) all_0_47_47 = e0
% 55.48/22.64  																																														| (624) all_0_58_58 = e2
% 55.48/22.64  																																														| (340)  ~ (all_0_49_49 = e2)
% 55.48/22.64  																																														|
% 55.48/22.64  																																														| Equations (624) can reduce 44 to:
% 55.48/22.64  																																														| (511)  ~ (all_0_56_56 = e2)
% 55.48/22.64  																																														|
% 55.48/22.64  																																														| Equations (624) can reduce 451 to:
% 55.48/22.64  																																														| (327)  ~ (e4 = e2)
% 55.48/22.64  																																														|
% 55.48/22.64  																																														| Simplifying 327 yields:
% 55.48/22.65  																																														| (48)  ~ (e4 = e2)
% 55.48/22.65  																																														|
% 55.48/22.65  																																														| Equations (624) can reduce 276 to:
% 55.48/22.65  																																														| (626)  ~ (e3 = e2)
% 55.48/22.65  																																														|
% 55.48/22.65  																																														| Simplifying 626 yields:
% 55.48/22.65  																																														| (212)  ~ (e3 = e2)
% 55.48/22.65  																																														|
% 55.48/22.65  																																														| From (624) and (245) follows:
% 55.48/22.65  																																														| (628) op(e0, e0) = e2
% 55.48/22.65  																																														|
% 55.48/22.65  																																														+-Applying beta-rule and splitting (400), into two cases.
% 55.48/22.65  																																														|-Branch one:
% 55.48/22.65  																																														| (943) all_0_48_48 = e4
% 55.48/22.65  																																														|
% 55.48/22.65  																																															| Combining equations (335,943) yields a new equation:
% 55.48/22.65  																																															| (323) e4 = e2
% 55.48/22.65  																																															|
% 55.48/22.65  																																															| Equations (323) can reduce 48 to:
% 55.48/22.65  																																															| (266) $false
% 55.48/22.65  																																															|
% 55.48/22.65  																																															|-The branch is then unsatisfiable
% 55.48/22.65  																																														|-Branch two:
% 55.48/22.65  																																														| (254)  ~ (all_0_48_48 = e4)
% 55.48/22.65  																																														| (947) all_0_52_52 = e4 | all_0_57_57 = e4
% 55.48/22.65  																																														|
% 55.48/22.65  																																															| Equations (335) can reduce 254 to:
% 55.48/22.65  																																															| (327)  ~ (e4 = e2)
% 55.48/22.65  																																															|
% 55.48/22.65  																																															| Simplifying 327 yields:
% 55.48/22.65  																																															| (48)  ~ (e4 = e2)
% 55.48/22.65  																																															|
% 55.48/22.65  																																															+-Applying beta-rule and splitting (171), into two cases.
% 55.48/22.65  																																															|-Branch one:
% 55.48/22.65  																																															| (265) all_0_54_54 = e4
% 55.48/22.65  																																															|
% 55.48/22.65  																																																| Combining equations (268,265) yields a new equation:
% 55.48/22.65  																																																| (425) e4 = e3
% 55.48/22.65  																																																|
% 55.48/22.65  																																																| Equations (425) can reduce 188 to:
% 55.48/22.65  																																																| (266) $false
% 55.48/22.65  																																																|
% 55.48/22.65  																																																|-The branch is then unsatisfiable
% 55.48/22.65  																																															|-Branch two:
% 55.48/22.65  																																															| (258)  ~ (all_0_54_54 = e4)
% 55.48/22.65  																																															| (575) all_0_55_55 = e4 | all_0_56_56 = e4 | all_0_57_57 = e4 | all_0_58_58 = e4
% 55.48/22.65  																																															|
% 55.48/22.65  																																																+-Applying beta-rule and splitting (575), into two cases.
% 55.48/22.65  																																																|-Branch one:
% 55.48/22.65  																																																| (587) all_0_55_55 = e4
% 55.48/22.65  																																																|
% 55.48/22.65  																																																	| Equations (587) can reduce 763 to:
% 55.48/22.65  																																																	| (266) $false
% 55.48/22.65  																																																	|
% 55.48/22.65  																																																	|-The branch is then unsatisfiable
% 55.48/22.65  																																																|-Branch two:
% 55.48/22.65  																																																| (763)  ~ (all_0_55_55 = e4)
% 55.48/22.65  																																																| (764) all_0_56_56 = e4 | all_0_57_57 = e4 | all_0_58_58 = e4
% 55.48/22.65  																																																|
% 55.48/22.65  																																																	+-Applying beta-rule and splitting (764), into two cases.
% 55.48/22.65  																																																	|-Branch one:
% 55.48/22.65  																																																	| (842) all_0_56_56 = e4
% 55.48/22.65  																																																	|
% 55.48/22.65  																																																		| Equations (842) can reduce 477 to:
% 55.48/22.65  																																																		| (266) $false
% 55.48/22.65  																																																		|
% 55.48/22.65  																																																		|-The branch is then unsatisfiable
% 55.48/22.65  																																																	|-Branch two:
% 55.48/22.65  																																																	| (477)  ~ (all_0_56_56 = e4)
% 55.48/22.65  																																																	| (935) all_0_57_57 = e4 | all_0_58_58 = e4
% 55.48/22.65  																																																	|
% 55.48/22.65  																																																		+-Applying beta-rule and splitting (935), into two cases.
% 55.48/22.65  																																																		|-Branch one:
% 55.48/22.65  																																																		| (871) all_0_57_57 = e4
% 55.48/22.65  																																																		|
% 55.48/22.65  																																																			| Equations (871) can reduce 11 to:
% 55.48/22.65  																																																			| (780)  ~ (all_0_52_52 = e4)
% 55.48/22.65  																																																			|
% 55.48/22.65  																																																			| Equations (871) can reduce 140 to:
% 55.48/22.65  																																																			| (477)  ~ (all_0_56_56 = e4)
% 55.48/22.65  																																																			|
% 55.48/22.65  																																																			| From (871) and (83) follows:
% 55.48/22.65  																																																			| (3109) op(e0, e1) = e4
% 55.48/22.65  																																																			|
% 55.48/22.65  																																																			+-Applying beta-rule and splitting (125), into two cases.
% 55.48/22.65  																																																			|-Branch one:
% 55.48/22.65  																																																			| (858) all_0_55_55 = e0
% 55.48/22.65  																																																			|
% 55.48/22.65  																																																				| Equations (858) can reduce 153 to:
% 55.48/22.65  																																																				| (1181)  ~ (all_0_56_56 = e0)
% 55.48/22.65  																																																				|
% 55.48/22.65  																																																				| Simplifying 1181 yields:
% 55.48/22.65  																																																				| (828)  ~ (all_0_56_56 = e0)
% 55.48/22.65  																																																				|
% 55.48/22.65  																																																				| Equations (858) can reduce 270 to:
% 55.48/22.65  																																																				| (541)  ~ (e3 = e0)
% 55.48/22.65  																																																				|
% 55.48/22.65  																																																				| Simplifying 541 yields:
% 55.48/22.65  																																																				| (80)  ~ (e3 = e0)
% 55.48/22.65  																																																				|
% 55.48/22.65  																																																				| From (858) and (68) follows:
% 55.48/22.65  																																																				| (5131) op(e0, e0) = all_0_31_31
% 55.48/22.65  																																																				|
% 55.48/22.65  																																																				+-Applying beta-rule and splitting (133), into two cases.
% 55.48/22.65  																																																				|-Branch one:
% 55.48/22.65  																																																				| (833) all_0_56_56 = e2
% 55.48/22.65  																																																				|
% 55.48/22.65  																																																					| Equations (833) can reduce 511 to:
% 55.48/22.65  																																																					| (266) $false
% 55.48/22.65  																																																					|
% 55.48/22.65  																																																					|-The branch is then unsatisfiable
% 55.48/22.65  																																																				|-Branch two:
% 55.48/22.65  																																																				| (511)  ~ (all_0_56_56 = e2)
% 55.48/22.65  																																																				| (836) all_0_56_56 = e4 | all_0_56_56 = e3 | all_0_56_56 = e1 | all_0_56_56 = e0
% 55.48/22.65  																																																				|
% 55.48/22.65  																																																					+-Applying beta-rule and splitting (836), into two cases.
% 55.48/22.65  																																																					|-Branch one:
% 55.48/22.65  																																																					| (842) all_0_56_56 = e4
% 55.48/22.65  																																																					|
% 55.48/22.65  																																																						| Equations (842) can reduce 477 to:
% 55.48/22.65  																																																						| (266) $false
% 55.48/22.65  																																																						|
% 55.48/22.65  																																																						|-The branch is then unsatisfiable
% 55.48/22.65  																																																					|-Branch two:
% 55.48/22.65  																																																					| (477)  ~ (all_0_56_56 = e4)
% 55.48/22.65  																																																					| (845) all_0_56_56 = e3 | all_0_56_56 = e1 | all_0_56_56 = e0
% 55.48/22.65  																																																					|
% 55.48/22.65  																																																						+-Applying beta-rule and splitting (845), into two cases.
% 55.48/22.65  																																																						|-Branch one:
% 55.48/22.65  																																																						| (679) all_0_56_56 = e0
% 55.48/22.65  																																																						|
% 55.48/22.65  																																																							| Equations (679) can reduce 828 to:
% 55.48/22.65  																																																							| (266) $false
% 55.48/22.65  																																																							|
% 55.48/22.65  																																																							|-The branch is then unsatisfiable
% 55.48/22.65  																																																						|-Branch two:
% 55.48/22.65  																																																						| (828)  ~ (all_0_56_56 = e0)
% 55.48/22.65  																																																						| (3172) all_0_56_56 = e3 | all_0_56_56 = e1
% 55.48/22.65  																																																						|
% 55.48/22.65  																																																							+-Applying beta-rule and splitting (3172), into two cases.
% 55.48/22.65  																																																							|-Branch one:
% 55.48/22.65  																																																							| (1569) all_0_56_56 = e1
% 55.48/22.65  																																																							|
% 55.48/22.65  																																																								| From (1569) and (87) follows:
% 55.48/22.65  																																																								| (5145) op(e1, e2) = all_0_34_34
% 55.48/22.65  																																																								|
% 55.48/22.65  																																																								| From (1569) and (111) follows:
% 55.48/22.65  																																																								| (3175) op(e0, e2) = e1
% 55.48/22.65  																																																								|
% 55.48/22.65  																																																								+-Applying beta-rule and splitting (7), into two cases.
% 55.48/22.65  																																																								|-Branch one:
% 55.48/22.65  																																																								| (504) all_0_51_51 = e2
% 55.48/22.65  																																																								|
% 55.48/22.65  																																																									| From (504) and (177) follows:
% 55.48/22.65  																																																									| (514) op(e2, e2) = all_0_25_25
% 55.48/22.65  																																																									|
% 55.48/22.65  																																																									| From (504) and (186) follows:
% 55.48/22.65  																																																									| (515) op(e1, e2) = e2
% 55.48/22.65  																																																									|
% 55.48/22.65  																																																									+-Applying beta-rule and splitting (355), into two cases.
% 55.48/22.65  																																																									|-Branch one:
% 55.48/22.65  																																																									| (565) all_0_52_52 = e4
% 55.48/22.65  																																																									|
% 55.48/22.65  																																																										| Equations (565) can reduce 780 to:
% 55.48/22.65  																																																										| (266) $false
% 55.48/22.65  																																																										|
% 55.48/22.65  																																																										|-The branch is then unsatisfiable
% 55.48/22.65  																																																									|-Branch two:
% 55.48/22.65  																																																									| (780)  ~ (all_0_52_52 = e4)
% 55.48/22.65  																																																									| (642) all_0_52_52 = e1
% 55.48/22.65  																																																									|
% 55.48/22.65  																																																										| Equations (642) can reduce 72 to:
% 55.48/22.65  																																																										| (233)  ~ (e1 = e0)
% 55.48/22.65  																																																										|
% 55.48/22.65  																																																										| Instantiating formula (29) with e3, e0, all_0_28_28, e4 and discharging atoms op(e3, e0) = all_0_28_28, op(e3, e0) = e4, yields:
% 55.48/22.65  																																																										| (5155) all_0_28_28 = e4
% 55.48/22.65  																																																										|
% 55.48/22.65  																																																										| Instantiating formula (29) with e2, e2, e0, all_0_25_25 and discharging atoms op(e2, e2) = all_0_25_25, op(e2, e2) = e0, yields:
% 55.48/22.65  																																																										| (5156) all_0_25_25 = e0
% 55.48/22.65  																																																										|
% 55.48/22.65  																																																										| Instantiating formula (29) with e1, e2, all_0_34_34, all_0_20_20 and discharging atoms op(e1, e2) = all_0_20_20, op(e1, e2) = all_0_34_34, yields:
% 55.48/22.65  																																																										| (5157) all_0_20_20 = all_0_34_34
% 55.48/22.65  																																																										|
% 55.48/22.65  																																																										| Instantiating formula (29) with e1, e2, e2, all_0_20_20 and discharging atoms op(e1, e2) = all_0_20_20, op(e1, e2) = e2, yields:
% 55.48/22.65  																																																										| (684) all_0_20_20 = e2
% 55.48/22.65  																																																										|
% 55.48/22.65  																																																										| Instantiating formula (29) with e0, e0, e2, all_0_31_31 and discharging atoms op(e0, e0) = all_0_31_31, op(e0, e0) = e2, yields:
% 55.48/22.65  																																																										| (5159) all_0_31_31 = e2
% 55.48/22.65  																																																										|
% 55.48/22.65  																																																										| Combining equations (684,5157) yields a new equation:
% 55.48/22.65  																																																										| (5160) all_0_34_34 = e2
% 55.48/22.65  																																																										|
% 55.48/22.65  																																																										| From (5155) and (5031) follows:
% 55.48/22.65  																																																										| (4646) op(e3, e0) = e4
% 55.48/22.65  																																																										|
% 55.48/22.65  																																																										| From (5156) and (514) follows:
% 55.48/22.65  																																																										| (3148) op(e2, e2) = e0
% 55.48/22.65  																																																										|
% 55.48/22.65  																																																										| From (5160) and (5145) follows:
% 55.48/22.65  																																																										| (515) op(e1, e2) = e2
% 55.48/22.65  																																																										|
% 55.48/22.65  																																																										| From (5159) and (5131) follows:
% 55.48/22.65  																																																										| (628) op(e0, e0) = e2
% 55.48/22.65  																																																										|
% 55.48/22.65  																																																										+-Applying beta-rule and splitting (56), into two cases.
% 55.48/22.65  																																																										|-Branch one:
% 55.48/22.65  																																																										| (696) unit = e2
% 55.48/22.65  																																																										|
% 55.48/22.65  																																																											| From (696) and (32) follows:
% 55.48/22.65  																																																											| (698) op(e2, e2) = e2
% 55.48/22.65  																																																											|
% 55.48/22.65  																																																											| From (696) and (28) follows:
% 55.48/22.65  																																																											| (699) op(e1, e2) = e1
% 55.48/22.65  																																																											|
% 55.48/22.65  																																																											| Instantiating formula (29) with e2, e2, e2, e0 and discharging atoms op(e2, e2) = e2, op(e2, e2) = e0, yields:
% 55.48/22.65  																																																											| (330) e2 = e0
% 55.48/22.65  																																																											|
% 55.48/22.65  																																																											| Instantiating formula (29) with e1, e2, e1, e2 and discharging atoms op(e1, e2) = e2, op(e1, e2) = e1, yields:
% 55.48/22.65  																																																											| (617) e2 = e1
% 55.48/22.65  																																																											|
% 55.48/22.65  																																																											| Combining equations (330,617) yields a new equation:
% 55.48/22.65  																																																											| (431) e1 = e0
% 55.48/22.65  																																																											|
% 55.48/22.65  																																																											| Equations (431) can reduce 233 to:
% 55.48/22.65  																																																											| (266) $false
% 55.48/22.65  																																																											|
% 55.48/22.65  																																																											|-The branch is then unsatisfiable
% 55.48/22.65  																																																										|-Branch two:
% 55.48/22.65  																																																										| (707)  ~ (unit = e2)
% 55.48/22.65  																																																										| (708) unit = e4 | unit = e3 | unit = e1 | unit = e0
% 55.48/22.65  																																																										|
% 55.48/22.65  																																																											+-Applying beta-rule and splitting (708), into two cases.
% 55.48/22.65  																																																											|-Branch one:
% 55.48/22.65  																																																											| (709) unit = e4
% 55.48/22.65  																																																											|
% 55.48/22.65  																																																												| From (709) and (227) follows:
% 55.48/22.65  																																																												| (710) op(e4, e4) = e4
% 55.48/22.65  																																																												|
% 55.48/22.65  																																																												| From (709) and (40) follows:
% 55.48/22.65  																																																												| (711) op(e3, e4) = e3
% 55.48/22.65  																																																												|
% 55.48/22.65  																																																												| From (709) and (32) follows:
% 55.48/22.65  																																																												| (712) op(e2, e4) = e2
% 55.48/22.65  																																																												|
% 55.48/22.65  																																																												| From (709) and (42) follows:
% 55.48/22.65  																																																												| (713) op(e0, e4) = e0
% 55.48/22.65  																																																												|
% 55.48/22.65  																																																												| Instantiating formula (29) with e4, e4, e4, e1 and discharging atoms op(e4, e4) = e4, op(e4, e4) = e1, yields:
% 55.48/22.65  																																																												| (630) e4 = e1
% 55.48/22.65  																																																												|
% 55.48/22.65  																																																												| Instantiating formula (29) with e3, e4, e3, e2 and discharging atoms op(e3, e4) = e3, op(e3, e4) = e2, yields:
% 55.48/22.65  																																																												| (662) e3 = e2
% 55.48/22.65  																																																												|
% 55.48/22.65  																																																												| Instantiating formula (29) with e2, e4, e2, e4 and discharging atoms op(e2, e4) = e4, op(e2, e4) = e2, yields:
% 55.48/22.65  																																																												| (323) e4 = e2
% 55.48/22.65  																																																												|
% 55.48/22.65  																																																												| Instantiating formula (29) with e0, e4, e0, e3 and discharging atoms op(e0, e4) = e3, op(e0, e4) = e0, yields:
% 55.48/22.65  																																																												| (676) e3 = e0
% 55.48/22.65  																																																												|
% 55.48/22.65  																																																												| Combining equations (323,630) yields a new equation:
% 55.48/22.65  																																																												| (616) e2 = e1
% 55.48/22.65  																																																												|
% 55.48/22.65  																																																												| Simplifying 616 yields:
% 55.48/22.65  																																																												| (617) e2 = e1
% 55.48/22.65  																																																												|
% 55.48/22.65  																																																												| Combining equations (662,676) yields a new equation:
% 55.48/22.65  																																																												| (391) e2 = e0
% 55.48/22.65  																																																												|
% 55.48/22.65  																																																												| Simplifying 391 yields:
% 55.48/22.65  																																																												| (330) e2 = e0
% 55.48/22.65  																																																												|
% 55.48/22.65  																																																												| Combining equations (330,617) yields a new equation:
% 55.48/22.65  																																																												| (431) e1 = e0
% 55.48/22.65  																																																												|
% 55.48/22.65  																																																												| Equations (431) can reduce 233 to:
% 55.48/22.65  																																																												| (266) $false
% 55.48/22.65  																																																												|
% 55.48/22.65  																																																												|-The branch is then unsatisfiable
% 55.48/22.65  																																																											|-Branch two:
% 55.48/22.65  																																																											| (724)  ~ (unit = e4)
% 55.48/22.65  																																																											| (725) unit = e3 | unit = e1 | unit = e0
% 55.48/22.65  																																																											|
% 55.48/22.65  																																																												+-Applying beta-rule and splitting (725), into two cases.
% 55.48/22.65  																																																												|-Branch one:
% 55.48/22.65  																																																												| (726) unit = e0
% 55.48/22.65  																																																												|
% 55.48/22.65  																																																													| From (726) and (15) follows:
% 55.48/22.65  																																																													| (1508) op(e0, e2) = e2
% 55.48/22.65  																																																													|
% 55.48/22.65  																																																													| From (726) and (42) follows:
% 55.48/22.65  																																																													| (728) op(e0, e0) = e0
% 55.48/22.65  																																																													|
% 55.48/22.65  																																																													| Instantiating formula (29) with e0, e2, e2, e1 and discharging atoms op(e0, e2) = e2, op(e0, e2) = e1, yields:
% 55.48/22.65  																																																													| (617) e2 = e1
% 55.48/22.65  																																																													|
% 55.48/22.65  																																																													| Instantiating formula (29) with e0, e0, e0, e2 and discharging atoms op(e0, e0) = e2, op(e0, e0) = e0, yields:
% 55.48/22.65  																																																													| (330) e2 = e0
% 55.48/22.65  																																																													|
% 55.48/22.65  																																																													| Combining equations (330,617) yields a new equation:
% 55.48/22.65  																																																													| (431) e1 = e0
% 55.48/22.65  																																																													|
% 55.48/22.65  																																																													| Equations (431) can reduce 233 to:
% 55.48/22.65  																																																													| (266) $false
% 55.48/22.65  																																																													|
% 55.48/22.65  																																																													|-The branch is then unsatisfiable
% 55.48/22.65  																																																												|-Branch two:
% 55.48/22.65  																																																												| (734)  ~ (unit = e0)
% 55.48/22.65  																																																												| (735) unit = e3 | unit = e1
% 55.48/22.65  																																																												|
% 55.48/22.65  																																																													+-Applying beta-rule and splitting (735), into two cases.
% 55.48/22.65  																																																													|-Branch one:
% 55.48/22.65  																																																													| (736) unit = e1
% 55.48/22.65  																																																													|
% 55.48/22.65  																																																														| From (736) and (24) follows:
% 55.48/22.65  																																																														| (1934) op(e1, e3) = e3
% 55.48/22.65  																																																														|
% 55.48/22.65  																																																														| From (736) and (42) follows:
% 55.48/22.65  																																																														| (3221) op(e0, e1) = e0
% 55.48/22.65  																																																														|
% 55.48/22.65  																																																														| Instantiating formula (29) with e1, e3, e3, e4 and discharging atoms op(e1, e3) = e4, op(e1, e3) = e3, yields:
% 55.48/22.65  																																																														| (425) e4 = e3
% 55.48/22.65  																																																														|
% 55.48/22.65  																																																														| Instantiating formula (29) with e0, e1, e0, e4 and discharging atoms op(e0, e1) = e4, op(e0, e1) = e0, yields:
% 55.48/22.65  																																																														| (397) e4 = e0
% 55.48/22.65  																																																														|
% 55.48/22.65  																																																														| Combining equations (425,397) yields a new equation:
% 55.48/22.65  																																																														| (675) e3 = e0
% 55.48/22.65  																																																														|
% 55.48/22.65  																																																														| Simplifying 675 yields:
% 55.48/22.65  																																																														| (676) e3 = e0
% 55.48/22.65  																																																														|
% 55.48/22.65  																																																														| Equations (676) can reduce 80 to:
% 55.48/22.65  																																																														| (266) $false
% 55.48/22.65  																																																														|
% 55.48/22.65  																																																														|-The branch is then unsatisfiable
% 55.48/22.65  																																																													|-Branch two:
% 55.48/22.65  																																																													| (748)  ~ (unit = e1)
% 55.48/22.65  																																																													| (749) unit = e3
% 55.48/22.65  																																																													|
% 55.48/22.65  																																																														| From (749) and (209) follows:
% 55.48/22.65  																																																														| (1667) op(e3, e0) = e0
% 55.48/22.65  																																																														|
% 55.48/22.65  																																																														| From (749) and (28) follows:
% 55.48/22.65  																																																														| (2235) op(e1, e3) = e1
% 55.48/22.66  																																																														|
% 55.48/22.66  																																																														| Instantiating formula (29) with e3, e0, e0, e4 and discharging atoms op(e3, e0) = e4, op(e3, e0) = e0, yields:
% 55.48/22.66  																																																														| (397) e4 = e0
% 55.48/22.66  																																																														|
% 55.48/22.66  																																																														| Instantiating formula (29) with e1, e3, e1, e4 and discharging atoms op(e1, e3) = e4, op(e1, e3) = e1, yields:
% 55.48/22.66  																																																														| (630) e4 = e1
% 55.48/22.66  																																																														|
% 55.48/22.66  																																																														| Combining equations (397,630) yields a new equation:
% 55.48/22.66  																																																														| (431) e1 = e0
% 55.48/22.66  																																																														|
% 55.48/22.66  																																																														| Equations (431) can reduce 233 to:
% 55.48/22.66  																																																														| (266) $false
% 55.48/22.66  																																																														|
% 55.48/22.66  																																																														|-The branch is then unsatisfiable
% 55.48/22.66  																																																								|-Branch two:
% 55.48/22.66  																																																								| (1099)  ~ (all_0_51_51 = e2)
% 55.48/22.66  																																																								| (1100) all_0_51_51 = e4 | all_0_51_51 = e3 | all_0_51_51 = e1
% 55.48/22.66  																																																								|
% 55.48/22.66  																																																									+-Applying beta-rule and splitting (355), into two cases.
% 55.48/22.66  																																																									|-Branch one:
% 55.48/22.66  																																																									| (565) all_0_52_52 = e4
% 55.48/22.66  																																																									|
% 55.48/22.66  																																																										| Equations (565) can reduce 780 to:
% 55.48/22.66  																																																										| (266) $false
% 55.48/22.66  																																																										|
% 55.48/22.66  																																																										|-The branch is then unsatisfiable
% 55.48/22.66  																																																									|-Branch two:
% 55.48/22.66  																																																									| (780)  ~ (all_0_52_52 = e4)
% 55.48/22.66  																																																									| (642) all_0_52_52 = e1
% 55.48/22.66  																																																									|
% 55.48/22.66  																																																										| Equations (642) can reduce 342 to:
% 55.48/22.66  																																																										| (604)  ~ (e2 = e1)
% 55.48/22.66  																																																										|
% 55.48/22.66  																																																										| Simplifying 604 yields:
% 55.48/22.66  																																																										| (122)  ~ (e2 = e1)
% 55.48/22.66  																																																										|
% 55.48/22.66  																																																										+-Applying beta-rule and splitting (381), into two cases.
% 55.48/22.66  																																																										|-Branch one:
% 55.48/22.66  																																																										| (504) all_0_51_51 = e2
% 55.48/22.66  																																																										|
% 55.48/22.66  																																																											| Equations (504) can reduce 1099 to:
% 55.48/22.66  																																																											| (266) $false
% 55.48/22.66  																																																											|
% 55.48/22.66  																																																											|-The branch is then unsatisfiable
% 55.48/22.66  																																																										|-Branch two:
% 55.48/22.66  																																																										| (1099)  ~ (all_0_51_51 = e2)
% 55.48/22.66  																																																										| (1152) all_0_52_52 = e2 | all_0_53_53 = e2
% 55.48/22.66  																																																										|
% 55.48/22.66  																																																											+-Applying beta-rule and splitting (1152), into two cases.
% 55.48/22.66  																																																											|-Branch one:
% 55.48/22.66  																																																											| (352) all_0_52_52 = e2
% 55.48/22.66  																																																											|
% 55.48/22.66  																																																												| Combining equations (642,352) yields a new equation:
% 55.48/22.66  																																																												| (617) e2 = e1
% 55.48/22.66  																																																												|
% 55.48/22.66  																																																												| Equations (617) can reduce 122 to:
% 55.48/22.66  																																																												| (266) $false
% 55.48/22.66  																																																												|
% 55.48/22.66  																																																												|-The branch is then unsatisfiable
% 55.48/22.66  																																																											|-Branch two:
% 55.48/22.66  																																																											| (342)  ~ (all_0_52_52 = e2)
% 55.48/22.66  																																																											| (607) all_0_53_53 = e2
% 55.48/22.66  																																																											|
% 55.48/22.66  																																																												| Combining equations (607,665) yields a new equation:
% 55.48/22.66  																																																												| (662) e3 = e2
% 55.48/22.66  																																																												|
% 55.48/22.66  																																																												| Equations (662) can reduce 212 to:
% 55.48/22.66  																																																												| (266) $false
% 55.48/22.66  																																																												|
% 55.48/22.66  																																																												|-The branch is then unsatisfiable
% 55.48/22.66  																																																							|-Branch two:
% 55.48/22.66  																																																							| (466)  ~ (all_0_56_56 = e1)
% 55.48/22.66  																																																							| (1097) all_0_56_56 = e3
% 55.48/22.66  																																																							|
% 55.48/22.66  																																																								| Equations (1097) can reduce 272 to:
% 55.48/22.66  																																																								| (266) $false
% 55.48/22.66  																																																								|
% 55.48/22.66  																																																								|-The branch is then unsatisfiable
% 55.48/22.66  																																																			|-Branch two:
% 55.48/22.66  																																																			| (803)  ~ (all_0_55_55 = e0)
% 55.48/22.66  																																																			| (863) all_0_56_56 = e0 | all_0_57_57 = e0 | all_0_58_58 = e0
% 55.48/22.66  																																																			|
% 55.48/22.66  																																																				+-Applying beta-rule and splitting (130), into two cases.
% 55.48/22.66  																																																				|-Branch one:
% 55.48/22.66  																																																				| (430) all_0_43_43 = e1
% 55.48/22.66  																																																				|
% 55.48/22.66  																																																					| Combining equations (356,430) yields a new equation:
% 55.48/22.66  																																																					| (431) e1 = e0
% 55.48/22.66  																																																					|
% 55.48/22.66  																																																					| Equations (431) can reduce 233 to:
% 55.48/22.66  																																																					| (266) $false
% 55.48/22.66  																																																					|
% 55.48/22.66  																																																					|-The branch is then unsatisfiable
% 55.48/22.66  																																																				|-Branch two:
% 55.48/22.66  																																																				| (433)  ~ (all_0_43_43 = e1)
% 55.48/22.66  																																																				| (434) all_0_48_48 = e1 | all_0_52_52 = e1 | all_0_57_57 = e1
% 55.48/22.66  																																																				|
% 55.48/22.66  																																																					| Equations (356) can reduce 433 to:
% 55.48/22.66  																																																					| (435)  ~ (e1 = e0)
% 55.48/22.66  																																																					|
% 55.48/22.66  																																																					| Simplifying 435 yields:
% 55.48/22.66  																																																					| (233)  ~ (e1 = e0)
% 55.48/22.66  																																																					|
% 55.48/22.66  																																																					+-Applying beta-rule and splitting (395), into two cases.
% 55.48/22.66  																																																					|-Branch one:
% 55.48/22.66  																																																					| (794) all_0_41_41 = e0
% 55.48/22.66  																																																					|
% 55.48/22.66  																																																						| Combining equations (453,794) yields a new equation:
% 55.48/22.66  																																																						| (546) e1 = e0
% 55.48/22.66  																																																						|
% 55.48/22.66  																																																						| Simplifying 546 yields:
% 55.48/22.66  																																																						| (431) e1 = e0
% 55.48/22.66  																																																						|
% 55.48/22.66  																																																						| Equations (431) can reduce 233 to:
% 55.48/22.66  																																																						| (266) $false
% 55.48/22.66  																																																						|
% 55.48/22.66  																																																						|-The branch is then unsatisfiable
% 55.48/22.66  																																																					|-Branch two:
% 55.48/22.66  																																																					| (357)  ~ (all_0_41_41 = e0)
% 55.48/22.66  																																																					| (895) all_0_46_46 = e0 | all_0_55_55 = e0
% 55.48/22.66  																																																					|
% 55.48/22.66  																																																						+-Applying beta-rule and splitting (895), into two cases.
% 55.48/22.66  																																																						|-Branch one:
% 55.48/22.66  																																																						| (538) all_0_46_46 = e0
% 55.48/22.66  																																																						|
% 55.48/22.66  																																																							| Combining equations (1557,538) yields a new equation:
% 55.48/22.66  																																																							| (675) e3 = e0
% 55.48/22.66  																																																							|
% 55.48/22.66  																																																							| Simplifying 675 yields:
% 55.48/22.66  																																																							| (676) e3 = e0
% 55.48/22.66  																																																							|
% 55.48/22.66  																																																							| Equations (676) can reduce 80 to:
% 55.48/22.66  																																																							| (266) $false
% 55.48/22.66  																																																							|
% 55.48/22.66  																																																							|-The branch is then unsatisfiable
% 55.48/22.66  																																																						|-Branch two:
% 55.48/22.66  																																																						| (831)  ~ (all_0_46_46 = e0)
% 55.48/22.66  																																																						| (858) all_0_55_55 = e0
% 55.48/22.66  																																																						|
% 55.48/22.66  																																																							| Equations (858) can reduce 803 to:
% 55.48/22.66  																																																							| (266) $false
% 55.48/22.66  																																																							|
% 55.48/22.66  																																																							|-The branch is then unsatisfiable
% 55.48/22.66  																																																		|-Branch two:
% 55.48/22.66  																																																		| (839)  ~ (all_0_57_57 = e4)
% 55.48/22.66  																																																		| (910) all_0_58_58 = e4
% 55.48/22.66  																																																		|
% 55.48/22.66  																																																			| Combining equations (624,910) yields a new equation:
% 55.48/22.66  																																																			| (323) e4 = e2
% 55.48/22.66  																																																			|
% 55.48/22.66  																																																			| Equations (323) can reduce 48 to:
% 55.48/22.66  																																																			| (266) $false
% 55.48/22.66  																																																			|
% 55.48/22.66  																																																			|-The branch is then unsatisfiable
% 55.48/22.66  																																												|-Branch two:
% 55.48/22.66  																																												| (825) all_0_47_47 = e0 & all_0_58_58 = e2 &  ~ (all_0_56_56 = e0)
% 55.48/22.66  																																												|
% 55.48/22.66  																																													| Applying alpha-rule on (825) yields:
% 55.48/22.66  																																													| (674) all_0_47_47 = e0
% 55.48/22.66  																																													| (624) all_0_58_58 = e2
% 55.48/22.66  																																													| (828)  ~ (all_0_56_56 = e0)
% 55.48/22.66  																																													|
% 55.48/22.66  																																													| Equations (624) can reduce 44 to:
% 55.48/22.66  																																													| (511)  ~ (all_0_56_56 = e2)
% 55.48/22.66  																																													|
% 55.48/22.66  																																													| Equations (624) can reduce 451 to:
% 55.48/22.66  																																													| (327)  ~ (e4 = e2)
% 55.48/22.66  																																													|
% 55.48/22.66  																																													| Simplifying 327 yields:
% 55.48/22.66  																																													| (48)  ~ (e4 = e2)
% 55.48/22.66  																																													|
% 55.48/22.66  																																													| Equations (624) can reduce 276 to:
% 55.48/22.66  																																													| (626)  ~ (e3 = e2)
% 55.48/22.66  																																													|
% 55.48/22.66  																																													| Simplifying 626 yields:
% 55.48/22.66  																																													| (212)  ~ (e3 = e2)
% 55.48/22.66  																																													|
% 55.48/22.66  																																													| From (624) and (245) follows:
% 55.48/22.66  																																													| (628) op(e0, e0) = e2
% 55.48/22.66  																																													|
% 55.48/22.66  																																													+-Applying beta-rule and splitting (400), into two cases.
% 55.48/22.66  																																													|-Branch one:
% 55.48/22.66  																																													| (943) all_0_48_48 = e4
% 55.48/22.66  																																													|
% 55.48/22.66  																																														| Combining equations (335,943) yields a new equation:
% 55.48/22.66  																																														| (323) e4 = e2
% 55.48/22.66  																																														|
% 55.48/22.66  																																														| Equations (323) can reduce 48 to:
% 55.48/22.66  																																														| (266) $false
% 55.48/22.66  																																														|
% 55.48/22.66  																																														|-The branch is then unsatisfiable
% 55.48/22.66  																																													|-Branch two:
% 55.48/22.66  																																													| (254)  ~ (all_0_48_48 = e4)
% 55.48/22.66  																																													| (947) all_0_52_52 = e4 | all_0_57_57 = e4
% 55.48/22.66  																																													|
% 55.48/22.66  																																														| Equations (335) can reduce 254 to:
% 55.48/22.66  																																														| (327)  ~ (e4 = e2)
% 55.48/22.66  																																														|
% 55.48/22.66  																																														| Simplifying 327 yields:
% 55.48/22.66  																																														| (48)  ~ (e4 = e2)
% 55.48/22.66  																																														|
% 55.48/22.66  																																														+-Applying beta-rule and splitting (171), into two cases.
% 55.48/22.66  																																														|-Branch one:
% 55.48/22.66  																																														| (265) all_0_54_54 = e4
% 55.48/22.66  																																														|
% 55.48/22.66  																																															| Combining equations (268,265) yields a new equation:
% 55.48/22.66  																																															| (425) e4 = e3
% 55.48/22.66  																																															|
% 55.48/22.66  																																															| Equations (425) can reduce 188 to:
% 55.48/22.66  																																															| (266) $false
% 55.48/22.66  																																															|
% 55.48/22.66  																																															|-The branch is then unsatisfiable
% 55.48/22.66  																																														|-Branch two:
% 55.48/22.66  																																														| (258)  ~ (all_0_54_54 = e4)
% 55.48/22.66  																																														| (575) all_0_55_55 = e4 | all_0_56_56 = e4 | all_0_57_57 = e4 | all_0_58_58 = e4
% 55.48/22.66  																																														|
% 55.48/22.66  																																															+-Applying beta-rule and splitting (575), into two cases.
% 55.48/22.66  																																															|-Branch one:
% 55.48/22.66  																																															| (587) all_0_55_55 = e4
% 55.48/22.66  																																															|
% 55.48/22.66  																																																| Equations (587) can reduce 763 to:
% 55.48/22.66  																																																| (266) $false
% 55.48/22.66  																																																|
% 55.48/22.66  																																																|-The branch is then unsatisfiable
% 55.48/22.66  																																															|-Branch two:
% 55.48/22.66  																																															| (763)  ~ (all_0_55_55 = e4)
% 55.48/22.66  																																															| (764) all_0_56_56 = e4 | all_0_57_57 = e4 | all_0_58_58 = e4
% 55.48/22.66  																																															|
% 55.48/22.66  																																																+-Applying beta-rule and splitting (764), into two cases.
% 55.48/22.66  																																																|-Branch one:
% 55.48/22.66  																																																| (842) all_0_56_56 = e4
% 55.48/22.66  																																																|
% 55.48/22.66  																																																	| Equations (842) can reduce 477 to:
% 55.48/22.66  																																																	| (266) $false
% 55.48/22.66  																																																	|
% 55.48/22.66  																																																	|-The branch is then unsatisfiable
% 55.48/22.66  																																																|-Branch two:
% 55.48/22.66  																																																| (477)  ~ (all_0_56_56 = e4)
% 55.48/22.66  																																																| (935) all_0_57_57 = e4 | all_0_58_58 = e4
% 55.48/22.66  																																																|
% 55.48/22.66  																																																	+-Applying beta-rule and splitting (935), into two cases.
% 55.48/22.66  																																																	|-Branch one:
% 55.48/22.66  																																																	| (871) all_0_57_57 = e4
% 55.48/22.66  																																																	|
% 55.48/22.66  																																																		| Equations (871) can reduce 11 to:
% 55.48/22.66  																																																		| (780)  ~ (all_0_52_52 = e4)
% 55.48/22.66  																																																		|
% 55.48/22.66  																																																		| Equations (871) can reduce 140 to:
% 55.48/22.66  																																																		| (477)  ~ (all_0_56_56 = e4)
% 55.48/22.66  																																																		|
% 55.48/22.66  																																																		| From (871) and (83) follows:
% 55.48/22.66  																																																		| (3109) op(e0, e1) = e4
% 55.48/22.66  																																																		|
% 55.48/22.66  																																																		+-Applying beta-rule and splitting (125), into two cases.
% 55.48/22.66  																																																		|-Branch one:
% 55.48/22.66  																																																		| (858) all_0_55_55 = e0
% 55.48/22.66  																																																		|
% 55.48/22.66  																																																			| Equations (858) can reduce 153 to:
% 55.48/22.66  																																																			| (1181)  ~ (all_0_56_56 = e0)
% 55.48/22.66  																																																			|
% 55.48/22.66  																																																			| Simplifying 1181 yields:
% 55.48/22.66  																																																			| (828)  ~ (all_0_56_56 = e0)
% 55.48/22.66  																																																			|
% 55.48/22.66  																																																			| Equations (858) can reduce 270 to:
% 55.48/22.66  																																																			| (541)  ~ (e3 = e0)
% 55.48/22.66  																																																			|
% 55.48/22.66  																																																			| Simplifying 541 yields:
% 55.48/22.66  																																																			| (80)  ~ (e3 = e0)
% 55.48/22.66  																																																			|
% 55.48/22.66  																																																			| From (858) and (68) follows:
% 55.48/22.66  																																																			| (5131) op(e0, e0) = all_0_31_31
% 55.48/22.66  																																																			|
% 55.48/22.66  																																																			+-Applying beta-rule and splitting (133), into two cases.
% 55.48/22.66  																																																			|-Branch one:
% 55.48/22.66  																																																			| (833) all_0_56_56 = e2
% 55.48/22.66  																																																			|
% 55.48/22.66  																																																				| Equations (833) can reduce 511 to:
% 55.48/22.66  																																																				| (266) $false
% 55.48/22.66  																																																				|
% 55.48/22.66  																																																				|-The branch is then unsatisfiable
% 55.48/22.66  																																																			|-Branch two:
% 55.48/22.66  																																																			| (511)  ~ (all_0_56_56 = e2)
% 55.48/22.66  																																																			| (836) all_0_56_56 = e4 | all_0_56_56 = e3 | all_0_56_56 = e1 | all_0_56_56 = e0
% 55.48/22.66  																																																			|
% 55.48/22.66  																																																				+-Applying beta-rule and splitting (836), into two cases.
% 55.48/22.66  																																																				|-Branch one:
% 55.48/22.66  																																																				| (842) all_0_56_56 = e4
% 55.48/22.66  																																																				|
% 55.48/22.66  																																																					| Equations (842) can reduce 477 to:
% 55.48/22.66  																																																					| (266) $false
% 55.48/22.66  																																																					|
% 55.48/22.66  																																																					|-The branch is then unsatisfiable
% 55.48/22.66  																																																				|-Branch two:
% 55.48/22.66  																																																				| (477)  ~ (all_0_56_56 = e4)
% 55.48/22.66  																																																				| (845) all_0_56_56 = e3 | all_0_56_56 = e1 | all_0_56_56 = e0
% 55.48/22.66  																																																				|
% 55.48/22.66  																																																					+-Applying beta-rule and splitting (845), into two cases.
% 55.48/22.66  																																																					|-Branch one:
% 55.48/22.66  																																																					| (679) all_0_56_56 = e0
% 55.48/22.66  																																																					|
% 55.48/22.66  																																																						| Equations (679) can reduce 828 to:
% 55.48/22.66  																																																						| (266) $false
% 55.48/22.66  																																																						|
% 55.48/22.66  																																																						|-The branch is then unsatisfiable
% 55.48/22.66  																																																					|-Branch two:
% 55.48/22.66  																																																					| (828)  ~ (all_0_56_56 = e0)
% 55.48/22.66  																																																					| (3172) all_0_56_56 = e3 | all_0_56_56 = e1
% 55.48/22.66  																																																					|
% 55.48/22.66  																																																						+-Applying beta-rule and splitting (3172), into two cases.
% 55.48/22.66  																																																						|-Branch one:
% 55.48/22.66  																																																						| (1569) all_0_56_56 = e1
% 55.48/22.66  																																																						|
% 55.48/22.66  																																																							| From (1569) and (87) follows:
% 55.48/22.66  																																																							| (5145) op(e1, e2) = all_0_34_34
% 55.48/22.66  																																																							|
% 55.48/22.66  																																																							| From (1569) and (111) follows:
% 55.48/22.66  																																																							| (3175) op(e0, e2) = e1
% 55.48/22.66  																																																							|
% 55.48/22.66  																																																							+-Applying beta-rule and splitting (7), into two cases.
% 55.48/22.66  																																																							|-Branch one:
% 55.48/22.66  																																																							| (504) all_0_51_51 = e2
% 55.48/22.66  																																																							|
% 55.48/22.66  																																																								| From (504) and (177) follows:
% 55.48/22.66  																																																								| (514) op(e2, e2) = all_0_25_25
% 55.48/22.66  																																																								|
% 55.48/22.66  																																																								| From (504) and (186) follows:
% 55.48/22.66  																																																								| (515) op(e1, e2) = e2
% 55.48/22.66  																																																								|
% 55.48/22.66  																																																								+-Applying beta-rule and splitting (355), into two cases.
% 55.48/22.66  																																																								|-Branch one:
% 55.48/22.66  																																																								| (565) all_0_52_52 = e4
% 55.48/22.66  																																																								|
% 55.48/22.66  																																																									| Equations (565) can reduce 780 to:
% 55.48/22.66  																																																									| (266) $false
% 55.48/22.66  																																																									|
% 55.48/22.66  																																																									|-The branch is then unsatisfiable
% 55.48/22.66  																																																								|-Branch two:
% 55.48/22.66  																																																								| (780)  ~ (all_0_52_52 = e4)
% 55.48/22.66  																																																								| (642) all_0_52_52 = e1
% 55.48/22.66  																																																								|
% 55.48/22.66  																																																									| Equations (642) can reduce 72 to:
% 55.48/22.66  																																																									| (233)  ~ (e1 = e0)
% 55.48/22.66  																																																									|
% 55.48/22.66  																																																									| Instantiating formula (29) with e3, e0, all_0_28_28, e4 and discharging atoms op(e3, e0) = all_0_28_28, op(e3, e0) = e4, yields:
% 55.48/22.66  																																																									| (5155) all_0_28_28 = e4
% 55.48/22.66  																																																									|
% 55.48/22.66  																																																									| Instantiating formula (29) with e2, e2, e0, all_0_25_25 and discharging atoms op(e2, e2) = all_0_25_25, op(e2, e2) = e0, yields:
% 55.48/22.66  																																																									| (5156) all_0_25_25 = e0
% 55.48/22.66  																																																									|
% 55.48/22.66  																																																									| Instantiating formula (29) with e1, e2, all_0_34_34, all_0_20_20 and discharging atoms op(e1, e2) = all_0_20_20, op(e1, e2) = all_0_34_34, yields:
% 55.48/22.66  																																																									| (5157) all_0_20_20 = all_0_34_34
% 55.48/22.66  																																																									|
% 55.48/22.66  																																																									| Instantiating formula (29) with e1, e2, e2, all_0_20_20 and discharging atoms op(e1, e2) = all_0_20_20, op(e1, e2) = e2, yields:
% 55.48/22.66  																																																									| (684) all_0_20_20 = e2
% 55.48/22.66  																																																									|
% 55.48/22.66  																																																									| Instantiating formula (29) with e0, e0, e2, all_0_31_31 and discharging atoms op(e0, e0) = all_0_31_31, op(e0, e0) = e2, yields:
% 55.48/22.66  																																																									| (5159) all_0_31_31 = e2
% 55.48/22.66  																																																									|
% 55.48/22.66  																																																									| Combining equations (684,5157) yields a new equation:
% 55.48/22.66  																																																									| (5160) all_0_34_34 = e2
% 55.48/22.66  																																																									|
% 55.48/22.66  																																																									| From (5155) and (5031) follows:
% 55.48/22.66  																																																									| (4646) op(e3, e0) = e4
% 55.48/22.66  																																																									|
% 55.48/22.66  																																																									| From (5156) and (514) follows:
% 55.48/22.66  																																																									| (3148) op(e2, e2) = e0
% 55.48/22.66  																																																									|
% 55.48/22.66  																																																									| From (5160) and (5145) follows:
% 55.48/22.66  																																																									| (515) op(e1, e2) = e2
% 55.48/22.66  																																																									|
% 55.48/22.66  																																																									| From (5159) and (5131) follows:
% 55.48/22.66  																																																									| (628) op(e0, e0) = e2
% 55.48/22.66  																																																									|
% 55.48/22.66  																																																									+-Applying beta-rule and splitting (56), into two cases.
% 55.48/22.66  																																																									|-Branch one:
% 55.48/22.66  																																																									| (696) unit = e2
% 55.48/22.66  																																																									|
% 55.48/22.66  																																																										| From (696) and (32) follows:
% 55.48/22.66  																																																										| (698) op(e2, e2) = e2
% 55.48/22.66  																																																										|
% 55.48/22.66  																																																										| From (696) and (28) follows:
% 55.48/22.66  																																																										| (699) op(e1, e2) = e1
% 55.48/22.66  																																																										|
% 55.48/22.67  																																																										| Instantiating formula (29) with e2, e2, e2, e0 and discharging atoms op(e2, e2) = e2, op(e2, e2) = e0, yields:
% 55.48/22.67  																																																										| (330) e2 = e0
% 55.48/22.67  																																																										|
% 55.48/22.67  																																																										| Instantiating formula (29) with e1, e2, e1, e2 and discharging atoms op(e1, e2) = e2, op(e1, e2) = e1, yields:
% 55.48/22.67  																																																										| (617) e2 = e1
% 55.48/22.67  																																																										|
% 55.48/22.67  																																																										| Combining equations (330,617) yields a new equation:
% 55.48/22.67  																																																										| (431) e1 = e0
% 55.48/22.67  																																																										|
% 55.48/22.67  																																																										| Equations (431) can reduce 233 to:
% 55.48/22.67  																																																										| (266) $false
% 55.48/22.67  																																																										|
% 55.48/22.67  																																																										|-The branch is then unsatisfiable
% 55.48/22.67  																																																									|-Branch two:
% 55.48/22.67  																																																									| (707)  ~ (unit = e2)
% 55.48/22.67  																																																									| (708) unit = e4 | unit = e3 | unit = e1 | unit = e0
% 55.48/22.67  																																																									|
% 55.48/22.67  																																																										+-Applying beta-rule and splitting (708), into two cases.
% 55.48/22.67  																																																										|-Branch one:
% 55.48/22.67  																																																										| (709) unit = e4
% 55.48/22.67  																																																										|
% 55.48/22.67  																																																											| From (709) and (227) follows:
% 55.48/22.67  																																																											| (710) op(e4, e4) = e4
% 55.48/22.67  																																																											|
% 55.48/22.67  																																																											| From (709) and (40) follows:
% 55.48/22.67  																																																											| (711) op(e3, e4) = e3
% 55.48/22.67  																																																											|
% 55.48/22.67  																																																											| From (709) and (32) follows:
% 55.48/22.67  																																																											| (712) op(e2, e4) = e2
% 55.48/22.67  																																																											|
% 55.48/22.67  																																																											| From (709) and (42) follows:
% 55.48/22.67  																																																											| (713) op(e0, e4) = e0
% 55.48/22.67  																																																											|
% 55.48/22.67  																																																											| Instantiating formula (29) with e4, e4, e4, e1 and discharging atoms op(e4, e4) = e4, op(e4, e4) = e1, yields:
% 55.48/22.67  																																																											| (630) e4 = e1
% 55.48/22.67  																																																											|
% 55.48/22.67  																																																											| Instantiating formula (29) with e3, e4, e3, e2 and discharging atoms op(e3, e4) = e3, op(e3, e4) = e2, yields:
% 55.48/22.67  																																																											| (662) e3 = e2
% 55.48/22.67  																																																											|
% 55.48/22.67  																																																											| Instantiating formula (29) with e2, e4, e2, e4 and discharging atoms op(e2, e4) = e4, op(e2, e4) = e2, yields:
% 55.48/22.67  																																																											| (323) e4 = e2
% 55.48/22.67  																																																											|
% 55.48/22.67  																																																											| Instantiating formula (29) with e0, e4, e0, e3 and discharging atoms op(e0, e4) = e3, op(e0, e4) = e0, yields:
% 55.48/22.67  																																																											| (676) e3 = e0
% 55.48/22.67  																																																											|
% 55.48/22.67  																																																											| Combining equations (323,630) yields a new equation:
% 55.48/22.67  																																																											| (616) e2 = e1
% 55.48/22.67  																																																											|
% 55.48/22.67  																																																											| Simplifying 616 yields:
% 55.48/22.67  																																																											| (617) e2 = e1
% 55.48/22.67  																																																											|
% 55.48/22.67  																																																											| Combining equations (662,676) yields a new equation:
% 55.48/22.67  																																																											| (391) e2 = e0
% 55.48/22.67  																																																											|
% 55.48/22.67  																																																											| Simplifying 391 yields:
% 55.48/22.67  																																																											| (330) e2 = e0
% 55.48/22.67  																																																											|
% 55.48/22.67  																																																											| Combining equations (330,617) yields a new equation:
% 55.48/22.67  																																																											| (431) e1 = e0
% 55.48/22.67  																																																											|
% 55.48/22.67  																																																											| Equations (431) can reduce 233 to:
% 55.48/22.67  																																																											| (266) $false
% 55.48/22.67  																																																											|
% 55.48/22.67  																																																											|-The branch is then unsatisfiable
% 55.48/22.67  																																																										|-Branch two:
% 55.48/22.67  																																																										| (724)  ~ (unit = e4)
% 55.48/22.67  																																																										| (725) unit = e3 | unit = e1 | unit = e0
% 55.48/22.67  																																																										|
% 55.48/22.67  																																																											+-Applying beta-rule and splitting (725), into two cases.
% 55.48/22.67  																																																											|-Branch one:
% 55.48/22.67  																																																											| (726) unit = e0
% 55.48/22.67  																																																											|
% 55.48/22.67  																																																												| From (726) and (15) follows:
% 55.48/22.67  																																																												| (1508) op(e0, e2) = e2
% 55.48/22.67  																																																												|
% 55.48/22.67  																																																												| From (726) and (42) follows:
% 55.48/22.67  																																																												| (728) op(e0, e0) = e0
% 55.48/22.67  																																																												|
% 55.48/22.67  																																																												| Instantiating formula (29) with e0, e2, e2, e1 and discharging atoms op(e0, e2) = e2, op(e0, e2) = e1, yields:
% 55.48/22.67  																																																												| (617) e2 = e1
% 55.48/22.67  																																																												|
% 55.48/22.67  																																																												| Instantiating formula (29) with e0, e0, e0, e2 and discharging atoms op(e0, e0) = e2, op(e0, e0) = e0, yields:
% 55.48/22.67  																																																												| (330) e2 = e0
% 55.48/22.67  																																																												|
% 55.48/22.67  																																																												| Combining equations (330,617) yields a new equation:
% 55.48/22.67  																																																												| (431) e1 = e0
% 55.48/22.67  																																																												|
% 55.48/22.67  																																																												| Equations (431) can reduce 233 to:
% 55.48/22.67  																																																												| (266) $false
% 55.48/22.67  																																																												|
% 55.48/22.67  																																																												|-The branch is then unsatisfiable
% 55.48/22.67  																																																											|-Branch two:
% 55.48/22.67  																																																											| (734)  ~ (unit = e0)
% 55.48/22.67  																																																											| (735) unit = e3 | unit = e1
% 55.48/22.67  																																																											|
% 55.48/22.67  																																																												+-Applying beta-rule and splitting (735), into two cases.
% 55.48/22.67  																																																												|-Branch one:
% 55.48/22.67  																																																												| (736) unit = e1
% 55.48/22.67  																																																												|
% 55.48/22.67  																																																													| From (736) and (24) follows:
% 55.48/22.67  																																																													| (1934) op(e1, e3) = e3
% 55.48/22.67  																																																													|
% 55.48/22.67  																																																													| From (736) and (42) follows:
% 55.48/22.67  																																																													| (3221) op(e0, e1) = e0
% 55.48/22.67  																																																													|
% 55.48/22.67  																																																													| Instantiating formula (29) with e1, e3, e3, e4 and discharging atoms op(e1, e3) = e4, op(e1, e3) = e3, yields:
% 55.48/22.67  																																																													| (425) e4 = e3
% 55.48/22.67  																																																													|
% 55.48/22.67  																																																													| Instantiating formula (29) with e0, e1, e0, e4 and discharging atoms op(e0, e1) = e4, op(e0, e1) = e0, yields:
% 55.48/22.67  																																																													| (397) e4 = e0
% 55.48/22.67  																																																													|
% 55.48/22.67  																																																													| Combining equations (425,397) yields a new equation:
% 55.48/22.67  																																																													| (675) e3 = e0
% 55.48/22.67  																																																													|
% 55.48/22.67  																																																													| Simplifying 675 yields:
% 55.48/22.67  																																																													| (676) e3 = e0
% 55.48/22.67  																																																													|
% 55.48/22.67  																																																													| Equations (676) can reduce 80 to:
% 55.48/22.67  																																																													| (266) $false
% 55.48/22.67  																																																													|
% 55.48/22.67  																																																													|-The branch is then unsatisfiable
% 55.48/22.67  																																																												|-Branch two:
% 55.48/22.67  																																																												| (748)  ~ (unit = e1)
% 55.48/22.67  																																																												| (749) unit = e3
% 55.48/22.67  																																																												|
% 55.48/22.67  																																																													| From (749) and (209) follows:
% 55.48/22.67  																																																													| (1667) op(e3, e0) = e0
% 55.48/22.67  																																																													|
% 55.48/22.67  																																																													| From (749) and (28) follows:
% 55.48/22.67  																																																													| (2235) op(e1, e3) = e1
% 55.48/22.67  																																																													|
% 55.48/22.67  																																																													| Instantiating formula (29) with e3, e0, e0, e4 and discharging atoms op(e3, e0) = e4, op(e3, e0) = e0, yields:
% 55.48/22.67  																																																													| (397) e4 = e0
% 55.48/22.67  																																																													|
% 55.48/22.67  																																																													| Instantiating formula (29) with e1, e3, e1, e4 and discharging atoms op(e1, e3) = e4, op(e1, e3) = e1, yields:
% 55.48/22.67  																																																													| (630) e4 = e1
% 55.48/22.67  																																																													|
% 55.48/22.67  																																																													| Combining equations (397,630) yields a new equation:
% 55.48/22.67  																																																													| (431) e1 = e0
% 55.48/22.67  																																																													|
% 55.48/22.67  																																																													| Equations (431) can reduce 233 to:
% 55.48/22.67  																																																													| (266) $false
% 55.48/22.67  																																																													|
% 55.48/22.67  																																																													|-The branch is then unsatisfiable
% 55.48/22.67  																																																							|-Branch two:
% 55.48/22.67  																																																							| (1099)  ~ (all_0_51_51 = e2)
% 55.48/22.67  																																																							| (1100) all_0_51_51 = e4 | all_0_51_51 = e3 | all_0_51_51 = e1
% 55.48/22.67  																																																							|
% 55.48/22.67  																																																								+-Applying beta-rule and splitting (355), into two cases.
% 55.48/22.67  																																																								|-Branch one:
% 55.48/22.67  																																																								| (565) all_0_52_52 = e4
% 55.48/22.67  																																																								|
% 55.48/22.67  																																																									| Equations (565) can reduce 780 to:
% 55.48/22.67  																																																									| (266) $false
% 55.48/22.67  																																																									|
% 55.48/22.67  																																																									|-The branch is then unsatisfiable
% 55.48/22.67  																																																								|-Branch two:
% 55.48/22.67  																																																								| (780)  ~ (all_0_52_52 = e4)
% 55.48/22.67  																																																								| (642) all_0_52_52 = e1
% 55.48/22.67  																																																								|
% 55.48/22.67  																																																									| Equations (642) can reduce 342 to:
% 55.48/22.67  																																																									| (604)  ~ (e2 = e1)
% 55.48/22.67  																																																									|
% 55.48/22.67  																																																									| Simplifying 604 yields:
% 55.48/22.67  																																																									| (122)  ~ (e2 = e1)
% 55.48/22.67  																																																									|
% 55.48/22.67  																																																									+-Applying beta-rule and splitting (381), into two cases.
% 55.48/22.67  																																																									|-Branch one:
% 55.48/22.67  																																																									| (504) all_0_51_51 = e2
% 55.48/22.67  																																																									|
% 55.48/22.67  																																																										| Equations (504) can reduce 1099 to:
% 55.48/22.67  																																																										| (266) $false
% 55.48/22.67  																																																										|
% 55.48/22.67  																																																										|-The branch is then unsatisfiable
% 55.48/22.67  																																																									|-Branch two:
% 55.48/22.67  																																																									| (1099)  ~ (all_0_51_51 = e2)
% 55.48/22.67  																																																									| (1152) all_0_52_52 = e2 | all_0_53_53 = e2
% 55.48/22.67  																																																									|
% 55.48/22.67  																																																										+-Applying beta-rule and splitting (1152), into two cases.
% 55.48/22.67  																																																										|-Branch one:
% 55.48/22.67  																																																										| (352) all_0_52_52 = e2
% 55.48/22.67  																																																										|
% 55.48/22.67  																																																											| Combining equations (642,352) yields a new equation:
% 55.48/22.67  																																																											| (617) e2 = e1
% 55.48/22.67  																																																											|
% 55.48/22.67  																																																											| Equations (617) can reduce 122 to:
% 55.48/22.67  																																																											| (266) $false
% 55.48/22.67  																																																											|
% 55.48/22.67  																																																											|-The branch is then unsatisfiable
% 55.48/22.67  																																																										|-Branch two:
% 55.48/22.67  																																																										| (342)  ~ (all_0_52_52 = e2)
% 55.48/22.67  																																																										| (607) all_0_53_53 = e2
% 55.48/22.67  																																																										|
% 55.48/22.67  																																																											| Combining equations (607,665) yields a new equation:
% 55.48/22.67  																																																											| (662) e3 = e2
% 55.48/22.67  																																																											|
% 55.48/22.67  																																																											| Equations (662) can reduce 212 to:
% 55.48/22.67  																																																											| (266) $false
% 55.48/22.67  																																																											|
% 55.48/22.67  																																																											|-The branch is then unsatisfiable
% 55.48/22.67  																																																						|-Branch two:
% 55.48/22.67  																																																						| (466)  ~ (all_0_56_56 = e1)
% 55.48/22.67  																																																						| (1097) all_0_56_56 = e3
% 55.48/22.67  																																																						|
% 55.48/22.67  																																																							| Equations (1097) can reduce 272 to:
% 55.48/22.67  																																																							| (266) $false
% 55.48/22.67  																																																							|
% 55.48/22.67  																																																							|-The branch is then unsatisfiable
% 55.48/22.67  																																																		|-Branch two:
% 55.48/22.67  																																																		| (803)  ~ (all_0_55_55 = e0)
% 55.48/22.67  																																																		| (863) all_0_56_56 = e0 | all_0_57_57 = e0 | all_0_58_58 = e0
% 55.48/22.67  																																																		|
% 55.48/22.67  																																																			+-Applying beta-rule and splitting (130), into two cases.
% 55.48/22.67  																																																			|-Branch one:
% 55.48/22.67  																																																			| (430) all_0_43_43 = e1
% 55.48/22.67  																																																			|
% 55.48/22.67  																																																				| Combining equations (356,430) yields a new equation:
% 55.48/22.67  																																																				| (431) e1 = e0
% 55.48/22.67  																																																				|
% 55.48/22.67  																																																				| Equations (431) can reduce 233 to:
% 55.48/22.67  																																																				| (266) $false
% 55.48/22.67  																																																				|
% 55.48/22.67  																																																				|-The branch is then unsatisfiable
% 55.48/22.67  																																																			|-Branch two:
% 55.48/22.67  																																																			| (433)  ~ (all_0_43_43 = e1)
% 55.48/22.67  																																																			| (434) all_0_48_48 = e1 | all_0_52_52 = e1 | all_0_57_57 = e1
% 55.48/22.67  																																																			|
% 55.48/22.67  																																																				| Equations (356) can reduce 433 to:
% 55.48/22.67  																																																				| (435)  ~ (e1 = e0)
% 55.48/22.67  																																																				|
% 55.48/22.67  																																																				| Simplifying 435 yields:
% 55.48/22.67  																																																				| (233)  ~ (e1 = e0)
% 55.48/22.67  																																																				|
% 55.48/22.67  																																																				+-Applying beta-rule and splitting (395), into two cases.
% 55.48/22.67  																																																				|-Branch one:
% 55.48/22.67  																																																				| (794) all_0_41_41 = e0
% 55.48/22.67  																																																				|
% 55.48/22.67  																																																					| Combining equations (453,794) yields a new equation:
% 55.48/22.67  																																																					| (546) e1 = e0
% 55.48/22.67  																																																					|
% 55.48/22.67  																																																					| Simplifying 546 yields:
% 55.48/22.67  																																																					| (431) e1 = e0
% 55.48/22.67  																																																					|
% 55.48/22.67  																																																					| Equations (431) can reduce 233 to:
% 55.48/22.67  																																																					| (266) $false
% 55.48/22.67  																																																					|
% 55.48/22.67  																																																					|-The branch is then unsatisfiable
% 55.48/22.67  																																																				|-Branch two:
% 55.48/22.67  																																																				| (357)  ~ (all_0_41_41 = e0)
% 55.48/22.67  																																																				| (895) all_0_46_46 = e0 | all_0_55_55 = e0
% 55.48/22.67  																																																				|
% 55.48/22.67  																																																					+-Applying beta-rule and splitting (895), into two cases.
% 55.48/22.67  																																																					|-Branch one:
% 55.48/22.67  																																																					| (538) all_0_46_46 = e0
% 55.48/22.67  																																																					|
% 55.48/22.67  																																																						| Combining equations (1557,538) yields a new equation:
% 55.48/22.67  																																																						| (675) e3 = e0
% 55.48/22.67  																																																						|
% 55.48/22.67  																																																						| Simplifying 675 yields:
% 55.48/22.67  																																																						| (676) e3 = e0
% 55.48/22.67  																																																						|
% 55.48/22.67  																																																						| Equations (676) can reduce 80 to:
% 55.48/22.67  																																																						| (266) $false
% 55.48/22.67  																																																						|
% 55.48/22.67  																																																						|-The branch is then unsatisfiable
% 55.48/22.67  																																																					|-Branch two:
% 55.48/22.67  																																																					| (831)  ~ (all_0_46_46 = e0)
% 55.48/22.67  																																																					| (858) all_0_55_55 = e0
% 55.48/22.67  																																																					|
% 55.48/22.67  																																																						| Equations (858) can reduce 803 to:
% 55.48/22.67  																																																						| (266) $false
% 55.48/22.67  																																																						|
% 55.48/22.67  																																																						|-The branch is then unsatisfiable
% 55.48/22.67  																																																	|-Branch two:
% 55.48/22.67  																																																	| (839)  ~ (all_0_57_57 = e4)
% 55.48/22.67  																																																	| (910) all_0_58_58 = e4
% 55.48/22.67  																																																	|
% 55.48/22.67  																																																		| Combining equations (624,910) yields a new equation:
% 55.48/22.67  																																																		| (323) e4 = e2
% 55.48/22.67  																																																		|
% 55.48/22.67  																																																		| Equations (323) can reduce 48 to:
% 55.48/22.67  																																																		| (266) $false
% 55.48/22.67  																																																		|
% 55.48/22.67  																																																		|-The branch is then unsatisfiable
% 55.48/22.67  																																										|-Branch two:
% 55.48/22.67  																																										| (566)  ~ (all_0_50_50 = e4)
% 55.48/22.67  																																										| (1444) all_0_50_50 = e3 | all_0_50_50 = e1
% 55.48/22.67  																																										|
% 55.48/22.67  																																											+-Applying beta-rule and splitting (1444), into two cases.
% 55.48/22.67  																																											|-Branch one:
% 55.48/22.67  																																											| (601) all_0_50_50 = e1
% 55.48/22.67  																																											|
% 55.48/22.67  																																												| Equations (601) can reduce 759 to:
% 55.48/22.67  																																												| (266) $false
% 55.48/22.67  																																												|
% 55.48/22.67  																																												|-The branch is then unsatisfiable
% 55.48/22.67  																																											|-Branch two:
% 55.48/22.67  																																											| (759)  ~ (all_0_50_50 = e1)
% 55.48/22.67  																																											| (415) all_0_50_50 = e3
% 55.48/22.67  																																											|
% 55.48/22.67  																																												| Equations (415) can reduce 411 to:
% 55.48/22.67  																																												| (266) $false
% 55.48/22.67  																																												|
% 55.48/22.67  																																												|-The branch is then unsatisfiable
% 55.48/22.67  																																									|-Branch two:
% 55.48/22.67  																																									| (678)  ~ (all_0_47_47 = e0)
% 55.48/22.67  																																									| (1831) all_0_47_47 = e3 | all_0_47_47 = e1
% 55.48/22.67  																																									|
% 55.48/22.67  																																										+-Applying beta-rule and splitting (1831), into two cases.
% 55.48/22.67  																																										|-Branch one:
% 55.48/22.67  																																										| (654) all_0_47_47 = e1
% 55.48/22.67  																																										|
% 55.48/22.67  																																											| Equations (654) can reduce 462 to:
% 55.48/22.67  																																											| (266) $false
% 55.48/22.67  																																											|
% 55.48/22.67  																																											|-The branch is then unsatisfiable
% 55.48/22.67  																																										|-Branch two:
% 55.48/22.67  																																										| (462)  ~ (all_0_47_47 = e1)
% 55.48/22.67  																																										| (522) all_0_47_47 = e3
% 55.48/22.67  																																										|
% 55.48/22.67  																																											| Equations (522) can reduce 1091 to:
% 55.48/22.67  																																											| (266) $false
% 55.48/22.67  																																											|
% 55.48/22.67  																																											|-The branch is then unsatisfiable
% 55.48/22.67  																																						|-Branch two:
% 55.48/22.67  																																						| (1064)  ~ (all_0_49_49 = e1)
% 55.48/22.67  																																						| (884) all_0_49_49 = e3
% 55.48/22.67  																																						|
% 55.48/22.67  																																							| Equations (884) can reduce 525 to:
% 55.48/22.67  																																							| (266) $false
% 55.48/22.67  																																							|
% 55.48/22.67  																																							|-The branch is then unsatisfiable
% 55.48/22.67  																																				|-Branch two:
% 55.48/22.67  																																				| (903)  ~ (all_0_53_53 = e3)
% 55.48/22.67  																																				| (795) all_0_58_58 = e3
% 55.48/22.67  																																				|
% 55.48/22.67  																																					| Equations (795) can reduce 276 to:
% 55.48/22.67  																																					| (266) $false
% 55.48/22.67  																																					|
% 55.48/22.67  																																					|-The branch is then unsatisfiable
% 55.48/22.67  																															|-Branch two:
% 55.48/22.67  																															| (409)  ~ (all_0_46_46 = e3)
% 55.48/22.67  																															| (4042) all_0_50_50 = e3 | all_0_55_55 = e3
% 55.48/22.67  																															|
% 55.48/22.67  																																+-Applying beta-rule and splitting (4042), into two cases.
% 55.48/22.67  																																|-Branch one:
% 55.48/22.67  																																| (415) all_0_50_50 = e3
% 55.48/22.67  																																|
% 55.48/22.67  																																	| Equations (415) can reduce 411 to:
% 55.48/22.67  																																	| (266) $false
% 55.48/22.67  																																	|
% 55.48/22.67  																																	|-The branch is then unsatisfiable
% 55.48/22.67  																																|-Branch two:
% 55.48/22.67  																																| (411)  ~ (all_0_50_50 = e3)
% 55.48/22.67  																																| (2336) all_0_55_55 = e3
% 55.48/22.67  																																|
% 55.48/22.67  																																	| Equations (2336) can reduce 270 to:
% 55.48/22.67  																																	| (266) $false
% 55.48/22.67  																																	|
% 55.48/22.67  																																	|-The branch is then unsatisfiable
% 55.48/22.67  																											|-Branch two:
% 55.48/22.67  																											| (1377)  ~ (all_0_39_39 = e4)
% 55.48/22.67  																											| (1378) all_0_40_40 = e4
% 55.48/22.67  																											|
% 55.48/22.67  																												| Combining equations (485,1378) yields a new equation:
% 55.48/22.67  																												| (397) e4 = e0
% 55.48/22.67  																												|
% 55.48/22.67  																												| Equations (397) can reduce 49 to:
% 55.48/22.67  																												| (266) $false
% 55.48/22.67  																												|
% 55.48/22.67  																												|-The branch is then unsatisfiable
% 55.48/22.67  																			|-Branch two:
% 55.48/22.67  																			| (457)  ~ (all_0_41_41 = e1)
% 55.48/22.67  																			| (403) all_0_41_41 = e3
% 55.48/22.67  																			|
% 55.48/22.67  																				| Equations (403) can reduce 1898 to:
% 55.48/22.67  																				| (266) $false
% 55.48/22.67  																				|
% 55.48/22.67  																				|-The branch is then unsatisfiable
% 55.48/22.67  									|-Branch two:
% 55.48/22.67  									| (5470)  ~ (all_0_43_43 = e0)
% 55.48/22.67  									| (5471) all_0_48_48 = e0 | all_0_57_57 = e0
% 55.48/22.67  									|
% 55.48/22.67  										+-Applying beta-rule and splitting (5471), into two cases.
% 55.48/22.67  										|-Branch one:
% 55.48/22.67  										| (1279) all_0_48_48 = e0
% 55.48/22.67  										|
% 55.48/22.67  											| Combining equations (1279,335) yields a new equation:
% 55.48/22.67  											| (330) e2 = e0
% 55.48/22.67  											|
% 55.48/22.67  											| Equations (330) can reduce 128 to:
% 55.48/22.67  											| (266) $false
% 55.48/22.67  											|
% 55.48/22.67  											|-The branch is then unsatisfiable
% 55.48/22.67  										|-Branch two:
% 55.48/22.67  										| (1283)  ~ (all_0_48_48 = e0)
% 55.48/22.67  										| (875) all_0_57_57 = e0
% 55.48/22.67  										|
% 55.48/22.67  											| Equations (875) can reduce 199 to:
% 55.48/22.67  											| (5470)  ~ (all_0_43_43 = e0)
% 55.48/22.68  											|
% 55.48/22.68  											| Equations (875) can reduce 11 to:
% 55.48/22.68  											| (72)  ~ (all_0_52_52 = e0)
% 55.48/22.68  											|
% 55.48/22.68  											| Equations (875) can reduce 81 to:
% 55.48/22.68  											| (803)  ~ (all_0_55_55 = e0)
% 55.48/22.68  											|
% 55.48/22.68  											| Equations (875) can reduce 140 to:
% 55.48/22.68  											| (828)  ~ (all_0_56_56 = e0)
% 55.48/22.68  											|
% 55.48/22.68  											| Equations (875) can reduce 148 to:
% 55.48/22.68  											| (490)  ~ (all_0_58_58 = e0)
% 55.48/22.68  											|
% 55.48/22.68  											| Simplifying 490 yields:
% 55.48/22.68  											| (491)  ~ (all_0_58_58 = e0)
% 55.48/22.68  											|
% 55.48/22.68  											| Equations (875) can reduce 344 to:
% 55.48/22.68  											| (365)  ~ (e2 = e0)
% 55.48/22.68  											|
% 55.48/22.68  											| Simplifying 365 yields:
% 55.48/22.68  											| (128)  ~ (e2 = e0)
% 55.48/22.68  											|
% 55.48/22.68  											| From (875) and (146) follows:
% 55.48/22.68  											| (5485) op(e0, e0) = all_0_35_35
% 55.48/22.68  											|
% 55.48/22.68  											| Instantiating formula (29) with e0, e0, all_0_35_35, all_0_58_58 and discharging atoms op(e0, e0) = all_0_35_35, op(e0, e0) = all_0_58_58, yields:
% 55.48/22.68  											| (5486) all_0_35_35 = all_0_58_58
% 55.48/22.68  											|
% 55.48/22.68  											| From (5486) and (5485) follows:
% 55.48/22.68  											| (245) op(e0, e0) = all_0_58_58
% 55.48/22.68  											|
% 55.48/22.68  											+-Applying beta-rule and splitting (195), into two cases.
% 55.48/22.68  											|-Branch one:
% 55.48/22.68  											| (396) all_0_43_43 = e4
% 55.48/22.68  											|
% 55.48/22.68  												| Equations (396) can reduce 31 to:
% 55.48/22.68  												| (440)  ~ (all_0_41_41 = e4)
% 55.48/22.68  												|
% 55.48/22.68  												| Equations (396) can reduce 217 to:
% 55.48/22.68  												| (958)  ~ (all_0_52_52 = e4)
% 55.48/22.68  												|
% 55.48/22.68  												| Simplifying 958 yields:
% 55.48/22.68  												| (780)  ~ (all_0_52_52 = e4)
% 55.48/22.68  												|
% 55.48/22.68  												| From (396) and (37) follows:
% 55.48/22.68  												| (5492) op(e3, e1) = e4
% 55.48/22.68  												|
% 55.48/22.68  												+-Applying beta-rule and splitting (163), into two cases.
% 55.48/22.68  												|-Branch one:
% 55.48/22.68  												| (565) all_0_52_52 = e4
% 55.48/22.68  												|
% 55.48/22.68  													| Equations (565) can reduce 780 to:
% 55.48/22.68  													| (266) $false
% 55.48/22.68  													|
% 55.48/22.68  													|-The branch is then unsatisfiable
% 55.48/22.68  												|-Branch two:
% 55.48/22.68  												| (780)  ~ (all_0_52_52 = e4)
% 55.48/22.68  												| (781) (all_0_41_41 = e0 & all_0_58_58 = e3 &  ~ (all_0_44_44 = e3)) | (all_0_41_41 = e0 & all_0_58_58 = e3 &  ~ (all_0_55_55 = e0)) | (all_0_47_47 = e1 & all_0_52_52 = e2 &  ~ (all_0_48_48 = e2)) | (all_0_47_47 = e1 & all_0_52_52 = e2 &  ~ (all_0_51_51 = e1)) | (all_0_47_47 = e0 & all_0_58_58 = e2 &  ~ (all_0_49_49 = e2)) | (all_0_47_47 = e0 & all_0_58_58 = e2 &  ~ (all_0_56_56 = e0))
% 55.48/22.68  												|
% 55.48/22.68  													+-Applying beta-rule and splitting (781), into two cases.
% 55.48/22.68  													|-Branch one:
% 55.48/22.68  													| (789) (all_0_41_41 = e0 & all_0_58_58 = e3 &  ~ (all_0_44_44 = e3)) | (all_0_41_41 = e0 & all_0_58_58 = e3 &  ~ (all_0_55_55 = e0)) | (all_0_47_47 = e1 & all_0_52_52 = e2 &  ~ (all_0_48_48 = e2)) | (all_0_47_47 = e1 & all_0_52_52 = e2 &  ~ (all_0_51_51 = e1)) | (all_0_47_47 = e0 & all_0_58_58 = e2 &  ~ (all_0_49_49 = e2))
% 55.48/22.68  													|
% 55.48/22.68  														+-Applying beta-rule and splitting (789), into two cases.
% 55.48/22.68  														|-Branch one:
% 55.48/22.68  														| (790) (all_0_41_41 = e0 & all_0_58_58 = e3 &  ~ (all_0_44_44 = e3)) | (all_0_41_41 = e0 & all_0_58_58 = e3 &  ~ (all_0_55_55 = e0)) | (all_0_47_47 = e1 & all_0_52_52 = e2 &  ~ (all_0_48_48 = e2)) | (all_0_47_47 = e1 & all_0_52_52 = e2 &  ~ (all_0_51_51 = e1))
% 55.48/22.68  														|
% 55.48/22.68  															+-Applying beta-rule and splitting (790), into two cases.
% 55.48/22.68  															|-Branch one:
% 55.48/22.68  															| (791) (all_0_41_41 = e0 & all_0_58_58 = e3 &  ~ (all_0_44_44 = e3)) | (all_0_41_41 = e0 & all_0_58_58 = e3 &  ~ (all_0_55_55 = e0)) | (all_0_47_47 = e1 & all_0_52_52 = e2 &  ~ (all_0_48_48 = e2))
% 55.48/22.68  															|
% 55.48/22.68  																+-Applying beta-rule and splitting (791), into two cases.
% 55.48/22.68  																|-Branch one:
% 55.48/22.68  																| (792) (all_0_41_41 = e0 & all_0_58_58 = e3 &  ~ (all_0_44_44 = e3)) | (all_0_41_41 = e0 & all_0_58_58 = e3 &  ~ (all_0_55_55 = e0))
% 55.48/22.68  																|
% 55.48/22.68  																	+-Applying beta-rule and splitting (792), into two cases.
% 55.48/22.68  																	|-Branch one:
% 55.48/22.68  																	| (793) all_0_41_41 = e0 & all_0_58_58 = e3 &  ~ (all_0_44_44 = e3)
% 55.48/22.68  																	|
% 55.48/22.68  																		| Applying alpha-rule on (793) yields:
% 55.48/22.68  																		| (794) all_0_41_41 = e0
% 55.48/22.68  																		| (795) all_0_58_58 = e3
% 55.48/22.68  																		| (407)  ~ (all_0_44_44 = e3)
% 55.48/22.68  																		|
% 55.48/22.68  																		| Equations (795) can reduce 276 to:
% 55.48/22.68  																		| (266) $false
% 55.48/22.68  																		|
% 55.48/22.68  																		|-The branch is then unsatisfiable
% 55.48/22.68  																	|-Branch two:
% 55.48/22.68  																	| (800) all_0_41_41 = e0 & all_0_58_58 = e3 &  ~ (all_0_55_55 = e0)
% 55.48/22.68  																	|
% 55.48/22.68  																		| Applying alpha-rule on (800) yields:
% 55.48/22.68  																		| (794) all_0_41_41 = e0
% 55.48/22.68  																		| (795) all_0_58_58 = e3
% 55.48/22.68  																		| (803)  ~ (all_0_55_55 = e0)
% 55.48/22.68  																		|
% 55.48/22.68  																		| Equations (795) can reduce 276 to:
% 55.48/22.68  																		| (266) $false
% 55.48/22.68  																		|
% 55.48/22.68  																		|-The branch is then unsatisfiable
% 55.48/22.68  																|-Branch two:
% 55.48/22.68  																| (807) all_0_47_47 = e1 & all_0_52_52 = e2 &  ~ (all_0_48_48 = e2)
% 55.48/22.68  																|
% 55.48/22.68  																	| Applying alpha-rule on (807) yields:
% 55.48/22.68  																	| (654) all_0_47_47 = e1
% 55.48/22.68  																	| (352) all_0_52_52 = e2
% 55.48/22.68  																	| (810)  ~ (all_0_48_48 = e2)
% 55.48/22.68  																	|
% 55.48/22.68  																	| Equations (352) can reduce 342 to:
% 55.48/22.68  																	| (266) $false
% 55.48/22.68  																	|
% 55.48/22.68  																	|-The branch is then unsatisfiable
% 55.48/22.68  															|-Branch two:
% 55.48/22.68  															| (813) all_0_47_47 = e1 & all_0_52_52 = e2 &  ~ (all_0_51_51 = e1)
% 55.48/22.68  															|
% 55.48/22.68  																| Applying alpha-rule on (813) yields:
% 55.48/22.68  																| (654) all_0_47_47 = e1
% 55.48/22.68  																| (352) all_0_52_52 = e2
% 55.48/22.68  																| (464)  ~ (all_0_51_51 = e1)
% 55.48/22.68  																|
% 55.48/22.68  																| Equations (352) can reduce 342 to:
% 55.48/22.68  																| (266) $false
% 55.48/22.68  																|
% 55.48/22.68  																|-The branch is then unsatisfiable
% 55.48/22.68  														|-Branch two:
% 55.48/22.68  														| (819) all_0_47_47 = e0 & all_0_58_58 = e2 &  ~ (all_0_49_49 = e2)
% 55.48/22.68  														|
% 55.48/22.68  															| Applying alpha-rule on (819) yields:
% 55.48/22.68  															| (674) all_0_47_47 = e0
% 55.48/22.68  															| (624) all_0_58_58 = e2
% 55.48/22.68  															| (340)  ~ (all_0_49_49 = e2)
% 55.48/22.68  															|
% 55.48/22.68  															| Equations (674) can reduce 79 to:
% 55.48/22.68  															| (484)  ~ (all_0_39_39 = e0)
% 55.48/22.68  															|
% 55.48/22.68  															| Equations (624) can reduce 181 to:
% 55.48/22.68  															| (147)  ~ (all_0_44_44 = e2)
% 55.48/22.68  															|
% 55.48/22.68  															| Equations (674) can reduce 19 to:
% 55.48/22.68  															| (831)  ~ (all_0_46_46 = e0)
% 55.48/22.68  															|
% 55.48/22.68  															| Equations (674) can reduce 91 to:
% 55.48/22.68  															| (1181)  ~ (all_0_56_56 = e0)
% 55.48/22.68  															|
% 55.48/22.68  															| Simplifying 1181 yields:
% 55.48/22.68  															| (828)  ~ (all_0_56_56 = e0)
% 55.48/22.68  															|
% 55.48/22.68  															| Equations (624) can reduce 119 to:
% 55.48/22.68  															| (340)  ~ (all_0_49_49 = e2)
% 55.48/22.68  															|
% 55.48/22.68  															| Equations (624) can reduce 3 to:
% 55.48/22.68  															| (304)  ~ (all_0_55_55 = e2)
% 55.48/22.68  															|
% 55.48/22.68  															| Equations (624) can reduce 44 to:
% 55.48/22.68  															| (511)  ~ (all_0_56_56 = e2)
% 55.48/22.68  															|
% 55.48/22.68  															| Equations (624) can reduce 491 to:
% 55.48/22.68  															| (128)  ~ (e2 = e0)
% 55.48/22.68  															|
% 55.48/22.68  															| From (674) and (23) follows:
% 55.48/22.68  															| (3148) op(e2, e2) = e0
% 55.48/22.68  															|
% 55.48/22.68  															+-Applying beta-rule and splitting (355), into two cases.
% 55.48/22.68  															|-Branch one:
% 55.48/22.68  															| (565) all_0_52_52 = e4
% 55.48/22.68  															|
% 55.48/22.68  																| Equations (565) can reduce 780 to:
% 55.48/22.68  																| (266) $false
% 55.48/22.68  																|
% 55.48/22.68  																|-The branch is then unsatisfiable
% 55.48/22.68  															|-Branch two:
% 55.48/22.68  															| (780)  ~ (all_0_52_52 = e4)
% 55.48/22.68  															| (642) all_0_52_52 = e1
% 55.48/22.68  															|
% 55.48/22.68  																| Equations (642) can reduce 342 to:
% 55.48/22.68  																| (604)  ~ (e2 = e1)
% 55.48/22.68  																|
% 55.48/22.68  																| Simplifying 604 yields:
% 55.48/22.68  																| (122)  ~ (e2 = e1)
% 55.48/22.68  																|
% 55.48/22.68  																| Equations (642) can reduce 72 to:
% 55.48/22.68  																| (233)  ~ (e1 = e0)
% 55.48/22.68  																|
% 55.48/22.68  																+-Applying beta-rule and splitting (320), into two cases.
% 55.48/22.68  																|-Branch one:
% 55.48/22.68  																| (471) all_0_39_39 = e4
% 55.48/22.68  																|
% 55.48/22.68  																	| Equations (471) can reduce 145 to:
% 55.48/22.68  																	| (1901)  ~ (all_0_42_42 = e4)
% 55.48/22.68  																	|
% 55.48/22.68  																	| Simplifying 1901 yields:
% 55.48/22.68  																	| (1890)  ~ (all_0_42_42 = e4)
% 55.48/22.68  																	|
% 55.48/22.68  																	| Equations (471) can reduce 139 to:
% 55.48/22.68  																	| (474)  ~ (all_0_51_51 = e4)
% 55.48/22.68  																	|
% 55.48/22.68  																	| Simplifying 474 yields:
% 55.48/22.68  																	| (475)  ~ (all_0_51_51 = e4)
% 55.48/22.68  																	|
% 55.48/22.68  																	| Equations (471) can reduce 154 to:
% 55.48/22.68  																	| (476)  ~ (all_0_56_56 = e4)
% 55.48/22.68  																	|
% 55.48/22.68  																	| Simplifying 476 yields:
% 55.48/22.68  																	| (477)  ~ (all_0_56_56 = e4)
% 55.48/22.68  																	|
% 55.48/22.68  																	| Equations (471) can reduce 246 to:
% 55.48/22.68  																	| (188)  ~ (e4 = e3)
% 55.48/22.68  																	|
% 55.48/22.68  																	| Equations (471) can reduce 294 to:
% 55.48/22.68  																	| (48)  ~ (e4 = e2)
% 55.48/22.68  																	|
% 55.48/22.68  																	| Equations (471) can reduce 151 to:
% 55.48/22.68  																	| (110)  ~ (e4 = e1)
% 55.48/22.68  																	|
% 55.48/22.68  																	| From (471) and (182) follows:
% 55.48/22.68  																	| (479) op(e4, e4) = all_0_2_2
% 55.48/22.68  																	|
% 55.48/22.68  																	+-Applying beta-rule and splitting (243), into two cases.
% 55.48/22.68  																	|-Branch one:
% 55.48/22.68  																	| (329) all_0_38_38 = e0
% 55.48/22.68  																	|
% 55.48/22.68  																		| Combining equations (292,329) yields a new equation:
% 55.48/22.68  																		| (391) e2 = e0
% 55.48/22.68  																		|
% 55.48/22.68  																		| Simplifying 391 yields:
% 55.48/22.68  																		| (330) e2 = e0
% 55.48/22.68  																		|
% 55.48/22.68  																		| Equations (330) can reduce 128 to:
% 55.48/22.68  																		| (266) $false
% 55.48/22.68  																		|
% 55.48/22.68  																		|-The branch is then unsatisfiable
% 55.48/22.68  																	|-Branch two:
% 55.48/22.68  																	| (332)  ~ (all_0_38_38 = e0)
% 55.48/22.68  																	| (395) all_0_41_41 = e0 | all_0_46_46 = e0 | all_0_55_55 = e0
% 55.48/22.68  																	|
% 55.48/22.68  																		+-Applying beta-rule and splitting (171), into two cases.
% 55.48/22.68  																		|-Branch one:
% 55.48/22.68  																		| (265) all_0_54_54 = e4
% 55.48/22.68  																		|
% 55.48/22.68  																			| Combining equations (268,265) yields a new equation:
% 55.48/22.68  																			| (425) e4 = e3
% 55.48/22.68  																			|
% 55.48/22.68  																			| Equations (425) can reduce 188 to:
% 55.48/22.68  																			| (266) $false
% 55.48/22.68  																			|
% 55.48/22.68  																			|-The branch is then unsatisfiable
% 55.48/22.68  																		|-Branch two:
% 55.48/22.68  																		| (258)  ~ (all_0_54_54 = e4)
% 55.48/22.68  																		| (575) all_0_55_55 = e4 | all_0_56_56 = e4 | all_0_57_57 = e4 | all_0_58_58 = e4
% 55.48/22.68  																		|
% 55.48/22.68  																			+-Applying beta-rule and splitting (395), into two cases.
% 55.48/22.68  																			|-Branch one:
% 55.48/22.68  																			| (794) all_0_41_41 = e0
% 55.48/22.68  																			|
% 55.48/22.68  																				| Equations (794) can reduce 214 to:
% 55.48/22.68  																				| (5565)  ~ (all_0_42_42 = e0)
% 55.48/22.68  																				|
% 55.48/22.68  																				| Simplifying 5565 yields:
% 55.48/22.68  																				| (358)  ~ (all_0_42_42 = e0)
% 55.48/22.68  																				|
% 55.48/22.68  																				| Equations (794) can reduce 43 to:
% 55.48/22.68  																				| (5567)  ~ (all_0_46_46 = e0)
% 55.48/22.68  																				|
% 55.48/22.68  																				| Simplifying 5567 yields:
% 55.48/22.68  																				| (831)  ~ (all_0_46_46 = e0)
% 55.48/22.68  																				|
% 55.48/22.68  																				| Equations (794) can reduce 440 to:
% 55.48/22.68  																				| (401)  ~ (e4 = e0)
% 55.48/22.68  																				|
% 55.48/22.68  																				| Simplifying 401 yields:
% 55.48/22.68  																				| (49)  ~ (e4 = e0)
% 55.48/22.68  																				|
% 55.48/22.68  																				| Equations (794) can reduce 85 to:
% 55.48/22.68  																				| (365)  ~ (e2 = e0)
% 55.48/22.68  																				|
% 55.48/22.68  																				| Simplifying 365 yields:
% 55.48/22.68  																				| (128)  ~ (e2 = e0)
% 55.48/22.68  																				|
% 55.48/22.68  																				| From (794) and (219) follows:
% 55.48/22.68  																				| (5573) op(e3, e3) = e0
% 55.48/22.68  																				|
% 55.48/22.68  																				+-Applying beta-rule and splitting (575), into two cases.
% 55.48/22.68  																				|-Branch one:
% 55.48/22.68  																				| (587) all_0_55_55 = e4
% 55.48/22.68  																				|
% 55.48/22.68  																					| Equations (587) can reduce 58 to:
% 55.48/22.68  																					| (250)  ~ (all_0_46_46 = e4)
% 55.48/22.68  																					|
% 55.48/22.68  																					| Equations (587) can reduce 93 to:
% 55.48/22.68  																					| (566)  ~ (all_0_50_50 = e4)
% 55.48/22.68  																					|
% 55.48/22.68  																					| Equations (587) can reduce 153 to:
% 55.48/22.68  																					| (476)  ~ (all_0_56_56 = e4)
% 55.48/22.68  																					|
% 55.48/22.68  																					| Simplifying 476 yields:
% 55.48/22.68  																					| (477)  ~ (all_0_56_56 = e4)
% 55.48/22.68  																					|
% 55.48/22.68  																					| Equations (587) can reduce 304 to:
% 55.48/22.68  																					| (48)  ~ (e4 = e2)
% 55.48/22.68  																					|
% 55.48/22.68  																					| From (587) and (68) follows:
% 55.48/22.68  																					| (4717) op(e4, e0) = all_0_31_31
% 55.48/22.68  																					|
% 55.48/22.68  																					| From (587) and (74) follows:
% 55.48/22.68  																					| (589) op(e0, e3) = e4
% 55.48/22.68  																					|
% 55.48/22.68  																					+-Applying beta-rule and splitting (216), into two cases.
% 55.48/22.68  																					|-Branch one:
% 55.48/22.68  																					| (629) all_0_55_55 = e1
% 55.48/22.68  																					|
% 55.48/22.68  																						| Combining equations (629,587) yields a new equation:
% 55.48/22.68  																						| (630) e4 = e1
% 55.48/22.68  																						|
% 55.48/22.68  																						| Equations (630) can reduce 110 to:
% 55.48/22.68  																						| (266) $false
% 55.48/22.68  																						|
% 55.48/22.68  																						|-The branch is then unsatisfiable
% 55.48/22.68  																					|-Branch two:
% 55.48/22.68  																					| (632)  ~ (all_0_55_55 = e1)
% 55.48/22.68  																					| (633) all_0_56_56 = e1 | all_0_57_57 = e1 | all_0_58_58 = e1
% 55.48/22.68  																					|
% 55.48/22.68  																						+-Applying beta-rule and splitting (633), into two cases.
% 55.48/22.68  																						|-Branch one:
% 55.48/22.68  																						| (1569) all_0_56_56 = e1
% 55.48/22.68  																						|
% 55.48/22.68  																							| Equations (1569) can reduce 236 to:
% 55.77/22.68  																							| (1380)  ~ (all_0_42_42 = e1)
% 55.77/22.68  																							|
% 55.77/22.68  																							| Equations (1569) can reduce 477 to:
% 55.77/22.68  																							| (602)  ~ (e4 = e1)
% 55.77/22.68  																							|
% 55.77/22.68  																							| Simplifying 602 yields:
% 55.77/22.68  																							| (110)  ~ (e4 = e1)
% 55.77/22.68  																							|
% 55.77/22.68  																							| Equations (1569) can reduce 511 to:
% 55.77/22.68  																							| (604)  ~ (e2 = e1)
% 55.77/22.68  																							|
% 55.77/22.68  																							| Simplifying 604 yields:
% 55.77/22.68  																							| (122)  ~ (e2 = e1)
% 55.77/22.68  																							|
% 55.77/22.68  																							| Equations (1569) can reduce 828 to:
% 55.77/22.68  																							| (233)  ~ (e1 = e0)
% 55.77/22.68  																							|
% 55.77/22.68  																							| From (1569) and (87) follows:
% 55.77/22.68  																							| (5145) op(e1, e2) = all_0_34_34
% 55.77/22.68  																							|
% 55.77/22.68  																							| From (1569) and (127) follows:
% 55.77/22.68  																							| (5595) op(e1, e0) = all_0_33_33
% 55.77/22.68  																							|
% 55.77/22.68  																							+-Applying beta-rule and splitting (47), into two cases.
% 55.77/22.68  																							|-Branch one:
% 55.77/22.68  																							| (317) all_0_39_39 = e2
% 55.77/22.68  																							|
% 55.77/22.68  																								| Combining equations (471,317) yields a new equation:
% 55.77/22.68  																								| (322) e4 = e2
% 55.77/22.68  																								|
% 55.77/22.68  																								| Simplifying 322 yields:
% 55.77/22.68  																								| (323) e4 = e2
% 55.77/22.68  																								|
% 55.77/22.68  																								| Equations (323) can reduce 48 to:
% 55.77/22.68  																								| (266) $false
% 55.77/22.68  																								|
% 55.77/22.68  																								|-The branch is then unsatisfiable
% 55.77/22.68  																							|-Branch two:
% 55.77/22.68  																							| (294)  ~ (all_0_39_39 = e2)
% 55.77/22.68  																							| (385) all_0_47_47 = e2 | all_0_51_51 = e2 | all_0_56_56 = e2
% 55.77/22.68  																							|
% 55.77/22.68  																								+-Applying beta-rule and splitting (231), into two cases.
% 55.77/22.68  																								|-Branch one:
% 55.77/22.68  																								| (775) all_0_50_50 = e4
% 55.77/22.68  																								|
% 55.77/22.68  																									| Equations (775) can reduce 566 to:
% 55.77/22.68  																									| (266) $false
% 55.77/22.68  																									|
% 55.77/22.68  																									|-The branch is then unsatisfiable
% 55.77/22.68  																								|-Branch two:
% 55.77/22.68  																								| (566)  ~ (all_0_50_50 = e4)
% 55.77/22.68  																								| (1071) all_0_51_51 = e4 | all_0_52_52 = e4 | all_0_53_53 = e4
% 55.77/22.68  																								|
% 55.77/22.68  																									+-Applying beta-rule and splitting (152), into two cases.
% 55.77/22.68  																									|-Branch one:
% 55.77/22.68  																									| (1392) all_0_42_42 = e4
% 55.77/22.68  																									|
% 55.77/22.68  																										| Equations (1392) can reduce 1890 to:
% 55.77/22.68  																										| (266) $false
% 55.77/22.68  																										|
% 55.77/22.68  																										|-The branch is then unsatisfiable
% 55.77/22.68  																									|-Branch two:
% 55.77/22.68  																									| (1890)  ~ (all_0_42_42 = e4)
% 55.77/22.68  																									| (1969) all_0_42_42 = e3 | all_0_42_42 = e1 | all_0_42_42 = e0
% 55.77/22.68  																									|
% 55.77/22.68  																										+-Applying beta-rule and splitting (18), into two cases.
% 55.77/22.68  																										|-Branch one:
% 55.77/22.68  																										| (453) all_0_41_41 = e1
% 55.77/22.68  																										|
% 55.77/22.68  																											| Combining equations (794,453) yields a new equation:
% 55.77/22.68  																											| (431) e1 = e0
% 55.77/22.68  																											|
% 55.77/22.68  																											| Equations (431) can reduce 233 to:
% 55.77/22.68  																											| (266) $false
% 55.77/22.68  																											|
% 55.77/22.68  																											|-The branch is then unsatisfiable
% 55.77/22.68  																										|-Branch two:
% 55.77/22.68  																										| (457)  ~ (all_0_41_41 = e1)
% 55.77/22.68  																										| (595) all_0_46_46 = e1 | all_0_50_50 = e1 | all_0_55_55 = e1
% 55.77/22.68  																										|
% 55.77/22.68  																											+-Applying beta-rule and splitting (1969), into two cases.
% 55.77/22.68  																											|-Branch one:
% 55.77/22.68  																											| (559) all_0_42_42 = e0
% 55.77/22.68  																											|
% 55.77/22.68  																												| Equations (559) can reduce 358 to:
% 55.77/22.68  																												| (266) $false
% 55.77/22.68  																												|
% 55.77/22.68  																												|-The branch is then unsatisfiable
% 55.77/22.68  																											|-Branch two:
% 55.77/22.68  																											| (358)  ~ (all_0_42_42 = e0)
% 55.77/22.68  																											| (2510) all_0_42_42 = e3 | all_0_42_42 = e1
% 55.77/22.68  																											|
% 55.77/22.68  																												+-Applying beta-rule and splitting (2510), into two cases.
% 55.77/22.68  																												|-Branch one:
% 55.77/22.68  																												| (459) all_0_42_42 = e1
% 55.77/22.68  																												|
% 55.77/22.68  																													| Equations (459) can reduce 1380 to:
% 55.77/22.68  																													| (266) $false
% 55.77/22.68  																													|
% 55.77/22.68  																													|-The branch is then unsatisfiable
% 55.77/22.68  																												|-Branch two:
% 55.77/22.68  																												| (1380)  ~ (all_0_42_42 = e1)
% 55.77/22.68  																												| (516) all_0_42_42 = e3
% 55.77/22.69  																												|
% 55.77/22.69  																													| Equations (516) can reduce 73 to:
% 55.77/22.69  																													| (406)  ~ (all_0_44_44 = e3)
% 55.77/22.69  																													|
% 55.77/22.69  																													| Simplifying 406 yields:
% 55.77/22.69  																													| (407)  ~ (all_0_44_44 = e3)
% 55.77/22.69  																													|
% 55.77/22.69  																													| Equations (516) can reduce 1890 to:
% 55.77/22.69  																													| (277)  ~ (e4 = e3)
% 55.77/22.69  																													|
% 55.77/22.69  																													| Simplifying 277 yields:
% 55.77/22.69  																													| (188)  ~ (e4 = e3)
% 55.77/22.69  																													|
% 55.77/22.69  																													| Equations (516) can reduce 1380 to:
% 55.77/22.69  																													| (213)  ~ (e3 = e1)
% 55.77/22.69  																													|
% 55.77/22.69  																													| Equations (516) can reduce 358 to:
% 55.77/22.69  																													| (80)  ~ (e3 = e0)
% 55.77/22.69  																													|
% 55.77/22.69  																													| From (516) and (226) follows:
% 55.77/22.69  																													| (5629) op(e3, e3) = all_0_7_7
% 55.77/22.69  																													|
% 55.77/22.69  																													| From (516) and (225) follows:
% 55.77/22.69  																													| (4633) op(e3, e2) = all_0_8_8
% 55.77/22.69  																													|
% 55.77/22.69  																													| From (516) and (210) follows:
% 55.77/22.69  																													| (4285) op(e3, e2) = e3
% 55.77/22.69  																													|
% 55.77/22.69  																													+-Applying beta-rule and splitting (595), into two cases.
% 55.77/22.69  																													|-Branch one:
% 55.77/22.69  																													| (545) all_0_46_46 = e1
% 55.77/22.69  																													|
% 55.77/22.69  																														| Equations (545) can reduce 250 to:
% 55.77/22.69  																														| (602)  ~ (e4 = e1)
% 55.77/22.69  																														|
% 55.77/22.69  																														| Simplifying 602 yields:
% 55.77/22.69  																														| (110)  ~ (e4 = e1)
% 55.77/22.69  																														|
% 55.77/22.69  																														| Equations (545) can reduce 831 to:
% 55.77/22.69  																														| (233)  ~ (e1 = e0)
% 55.77/22.69  																														|
% 55.77/22.69  																														| From (545) and (179) follows:
% 55.77/22.69  																														| (5636) op(e1, e2) = all_0_15_15
% 55.77/22.69  																														|
% 55.77/22.69  																														| From (545) and (120) follows:
% 55.77/22.69  																														| (2105) op(e2, e3) = e1
% 55.77/22.69  																														|
% 55.77/22.69  																														+-Applying beta-rule and splitting (112), into two cases.
% 55.77/22.69  																														|-Branch one:
% 55.77/22.69  																														| (635) all_0_44_44 = e1
% 55.77/22.69  																														|
% 55.77/22.69  																															| Equations (635) can reduce 143 to:
% 55.77/22.69  																															| (132)  ~ (all_0_40_40 = e1)
% 55.77/22.69  																															|
% 55.77/22.69  																															| Equations (635) can reduce 220 to:
% 55.77/22.69  																															| (1458)  ~ (all_0_53_53 = e1)
% 55.77/22.69  																															|
% 55.77/22.69  																															| Simplifying 1458 yields:
% 55.77/22.69  																															| (1459)  ~ (all_0_53_53 = e1)
% 55.77/22.69  																															|
% 55.77/22.69  																															| Equations (635) can reduce 407 to:
% 55.77/22.69  																															| (467)  ~ (e3 = e1)
% 55.77/22.69  																															|
% 55.77/22.69  																															| Simplifying 467 yields:
% 55.77/22.69  																															| (213)  ~ (e3 = e1)
% 55.77/22.69  																															|
% 55.77/22.69  																															| Equations (635) can reduce 147 to:
% 55.77/22.69  																															| (604)  ~ (e2 = e1)
% 55.77/22.69  																															|
% 55.77/22.69  																															| Simplifying 604 yields:
% 55.77/22.69  																															| (122)  ~ (e2 = e1)
% 55.77/22.69  																															|
% 55.77/22.69  																															| From (635) and (70) follows:
% 55.77/22.69  																															| (2555) op(e1, e0) = all_0_12_12
% 55.77/22.69  																															|
% 55.77/22.69  																															+-Applying beta-rule and splitting (78), into two cases.
% 55.77/22.69  																															|-Branch one:
% 55.77/22.69  																															| (423) all_0_45_45 = e3
% 55.77/22.69  																															|
% 55.77/22.69  																																| Combining equations (248,423) yields a new equation:
% 55.77/22.69  																																| (424) e4 = e3
% 55.77/22.69  																																|
% 55.77/22.69  																																| Simplifying 424 yields:
% 55.77/22.69  																																| (425) e4 = e3
% 55.77/22.69  																																|
% 55.77/22.69  																																| Equations (425) can reduce 188 to:
% 55.77/22.69  																																| (266) $false
% 55.77/22.69  																																|
% 55.77/22.69  																																|-The branch is then unsatisfiable
% 55.77/22.69  																															|-Branch two:
% 55.77/22.69  																															| (427)  ~ (all_0_45_45 = e3)
% 55.77/22.69  																															| (428) all_0_46_46 = e3 | all_0_47_47 = e3 | all_0_49_49 = e3
% 55.77/22.69  																															|
% 55.77/22.69  																																+-Applying beta-rule and splitting (385), into two cases.
% 55.77/22.69  																																|-Branch one:
% 55.77/22.69  																																| (1105) all_0_47_47 = e2
% 55.77/22.69  																																|
% 55.77/22.69  																																	| Combining equations (674,1105) yields a new equation:
% 55.77/22.69  																																	| (330) e2 = e0
% 55.77/22.69  																																	|
% 55.77/22.69  																																	| Equations (330) can reduce 128 to:
% 55.77/22.69  																																	| (266) $false
% 55.77/22.69  																																	|
% 55.77/22.69  																																	|-The branch is then unsatisfiable
% 55.77/22.69  																																|-Branch two:
% 55.77/22.69  																																| (338)  ~ (all_0_47_47 = e2)
% 55.77/22.69  																																| (1108) all_0_51_51 = e2 | all_0_56_56 = e2
% 55.77/22.69  																																|
% 55.77/22.69  																																	+-Applying beta-rule and splitting (1108), into two cases.
% 55.77/22.69  																																	|-Branch one:
% 55.77/22.69  																																	| (504) all_0_51_51 = e2
% 55.77/22.69  																																	|
% 55.77/22.69  																																		| Equations (504) can reduce 6 to:
% 55.77/22.69  																																		| (508)  ~ (all_0_53_53 = e2)
% 55.77/22.69  																																		|
% 55.77/22.69  																																		| Simplifying 508 yields:
% 55.77/22.69  																																		| (509)  ~ (all_0_53_53 = e2)
% 55.77/22.69  																																		|
% 55.77/22.69  																																		| From (504) and (177) follows:
% 55.77/22.69  																																		| (514) op(e2, e2) = all_0_25_25
% 55.77/22.69  																																		|
% 55.77/22.69  																																		| From (504) and (186) follows:
% 55.77/22.69  																																		| (515) op(e1, e2) = e2
% 55.77/22.69  																																		|
% 55.77/22.69  																																		+-Applying beta-rule and splitting (54), into two cases.
% 55.77/22.69  																																		|-Branch one:
% 55.77/22.69  																																		| (583) all_0_49_49 = e2
% 55.77/22.69  																																		|
% 55.77/22.69  																																			| Equations (583) can reduce 340 to:
% 55.77/22.69  																																			| (266) $false
% 55.77/22.69  																																			|
% 55.77/22.69  																																			|-The branch is then unsatisfiable
% 55.77/22.69  																																		|-Branch two:
% 55.77/22.69  																																		| (340)  ~ (all_0_49_49 = e2)
% 55.77/22.69  																																		| (586) all_0_49_49 = e4 | all_0_49_49 = e3 | all_0_49_49 = e1 | all_0_49_49 = e0
% 55.77/22.69  																																		|
% 55.77/22.69  																																			+-Applying beta-rule and splitting (428), into two cases.
% 55.77/22.69  																																			|-Branch one:
% 55.77/22.69  																																			| (1557) all_0_46_46 = e3
% 55.77/22.69  																																			|
% 55.77/22.69  																																				| Combining equations (545,1557) yields a new equation:
% 55.77/22.69  																																				| (455) e3 = e1
% 55.77/22.69  																																				|
% 55.77/22.69  																																				| Equations (455) can reduce 213 to:
% 55.77/22.69  																																				| (266) $false
% 55.77/22.69  																																				|
% 55.77/22.69  																																				|-The branch is then unsatisfiable
% 55.77/22.69  																																			|-Branch two:
% 55.77/22.69  																																			| (409)  ~ (all_0_46_46 = e3)
% 55.77/22.69  																																			| (1561) all_0_47_47 = e3 | all_0_49_49 = e3
% 55.77/22.69  																																			|
% 55.77/22.69  																																				+-Applying beta-rule and splitting (1561), into two cases.
% 55.77/22.69  																																				|-Branch one:
% 55.77/22.69  																																				| (522) all_0_47_47 = e3
% 55.77/22.69  																																				|
% 55.77/22.69  																																					| Combining equations (522,674) yields a new equation:
% 55.77/22.69  																																					| (675) e3 = e0
% 55.77/22.69  																																					|
% 55.77/22.69  																																					| Simplifying 675 yields:
% 55.77/22.69  																																					| (676) e3 = e0
% 55.77/22.69  																																					|
% 55.77/22.69  																																					| Equations (676) can reduce 80 to:
% 55.77/22.69  																																					| (266) $false
% 55.77/22.69  																																					|
% 55.77/22.69  																																					|-The branch is then unsatisfiable
% 55.77/22.69  																																				|-Branch two:
% 55.77/22.69  																																				| (1091)  ~ (all_0_47_47 = e3)
% 55.77/22.69  																																				| (884) all_0_49_49 = e3
% 55.77/22.69  																																				|
% 55.77/22.69  																																					| Equations (884) can reduce 200 to:
% 55.77/22.69  																																					| (2)  ~ (all_0_40_40 = e3)
% 55.77/22.69  																																					|
% 55.77/22.69  																																					| Equations (884) can reduce 65 to:
% 55.77/22.69  																																					| (1114)  ~ (all_0_53_53 = e3)
% 55.77/22.69  																																					|
% 55.77/22.69  																																					| Simplifying 1114 yields:
% 55.77/22.69  																																					| (903)  ~ (all_0_53_53 = e3)
% 55.77/22.69  																																					|
% 55.77/22.69  																																					| Equations (884) can reduce 340 to:
% 55.77/22.69  																																					| (212)  ~ (e3 = e2)
% 55.77/22.69  																																					|
% 55.77/22.69  																																					| From (884) and (129) follows:
% 55.77/22.69  																																					| (4740) op(e3, e2) = all_0_20_20
% 55.77/22.69  																																					|
% 55.77/22.69  																																					| From (884) and (55) follows:
% 55.77/22.69  																																					| (1581) op(e2, e0) = e3
% 55.77/22.69  																																					|
% 55.77/22.69  																																					+-Applying beta-rule and splitting (196), into two cases.
% 55.77/22.69  																																					|-Branch one:
% 55.77/22.69  																																					| (607) all_0_53_53 = e2
% 55.77/22.69  																																					|
% 55.77/22.69  																																						| Equations (607) can reduce 509 to:
% 55.77/22.69  																																						| (266) $false
% 55.77/22.69  																																						|
% 55.77/22.69  																																						|-The branch is then unsatisfiable
% 55.77/22.69  																																					|-Branch two:
% 55.77/22.69  																																					| (509)  ~ (all_0_53_53 = e2)
% 55.77/22.69  																																					| (610) all_0_53_53 = e4 | all_0_53_53 = e3 | all_0_53_53 = e1
% 55.77/22.69  																																					|
% 55.77/22.69  																																						+-Applying beta-rule and splitting (610), into two cases.
% 55.77/22.69  																																						|-Branch one:
% 55.77/22.69  																																						| (1298) all_0_53_53 = e4
% 55.77/22.69  																																						|
% 55.77/22.69  																																							| Equations (1298) can reduce 162 to:
% 55.77/22.69  																																							| (447)  ~ (all_0_40_40 = e4)
% 55.77/22.69  																																							|
% 55.77/22.69  																																							| Equations (1298) can reduce 903 to:
% 55.77/22.69  																																							| (188)  ~ (e4 = e3)
% 55.77/22.69  																																							|
% 55.77/22.69  																																							| From (1298) and (175) follows:
% 55.77/22.69  																																							| (5691) op(e4, e0) = all_0_28_28
% 55.77/22.69  																																							|
% 55.77/22.69  																																							| From (1298) and (84) follows:
% 55.77/22.69  																																							| (5692) op(e1, e0) = e4
% 55.77/22.69  																																							|
% 55.77/22.69  																																							+-Applying beta-rule and splitting (168), into two cases.
% 55.77/22.69  																																							|-Branch one:
% 55.77/22.69  																																							| (415) all_0_50_50 = e3
% 55.77/22.69  																																							|
% 55.77/22.69  																																								| From (415) and (8) follows:
% 55.77/22.69  																																								| (5694) op(e3, e3) = all_0_23_23
% 55.77/22.69  																																								|
% 55.77/22.69  																																								| From (415) and (57) follows:
% 55.77/22.69  																																								| (1933) op(e3, e1) = all_0_22_22
% 55.77/22.69  																																								|
% 55.77/22.69  																																								+-Applying beta-rule and splitting (316), into two cases.
% 55.77/22.69  																																								|-Branch one:
% 55.77/22.69  																																								| (1378) all_0_40_40 = e4
% 55.77/22.69  																																								|
% 55.77/22.69  																																									| Equations (1378) can reduce 447 to:
% 55.77/22.69  																																									| (266) $false
% 55.77/22.69  																																									|
% 55.77/22.69  																																									|-The branch is then unsatisfiable
% 55.77/22.69  																																								|-Branch two:
% 55.77/22.69  																																								| (447)  ~ (all_0_40_40 = e4)
% 55.77/22.69  																																								| (485) all_0_40_40 = e0
% 55.77/22.69  																																								|
% 55.77/22.69  																																									| Equations (485) can reduce 2 to:
% 55.77/22.69  																																									| (541)  ~ (e3 = e0)
% 55.77/22.69  																																									|
% 55.77/22.69  																																									| Simplifying 541 yields:
% 55.77/22.69  																																									| (80)  ~ (e3 = e0)
% 55.77/22.69  																																									|
% 55.77/22.69  																																									| Equations (485) can reduce 132 to:
% 55.77/22.69  																																									| (435)  ~ (e1 = e0)
% 55.77/22.69  																																									|
% 55.77/22.69  																																									| Simplifying 435 yields:
% 55.77/22.69  																																									| (233)  ~ (e1 = e0)
% 55.77/22.69  																																									|
% 55.77/22.69  																																									| From (485) and (34) follows:
% 55.77/22.69  																																									| (494) op(e0, e4) = all_0_4_4
% 55.77/22.69  																																									|
% 55.77/22.69  																																									| From (485) and (234) follows:
% 55.77/22.69  																																									| (3072) op(e4, e0) = e0
% 55.77/22.69  																																									|
% 55.77/22.69  																																									| Instantiating formula (29) with e4, e4, all_0_2_2, e1 and discharging atoms op(e4, e4) = all_0_2_2, op(e4, e4) = e1, yields:
% 55.77/22.69  																																									| (496) all_0_2_2 = e1
% 55.77/22.69  																																									|
% 55.77/22.69  																																									| Instantiating formula (29) with e4, e0, all_0_31_31, all_0_28_28 and discharging atoms op(e4, e0) = all_0_28_28, op(e4, e0) = all_0_31_31, yields:
% 55.77/22.69  																																									| (5707) all_0_28_28 = all_0_31_31
% 55.77/22.69  																																									|
% 55.77/22.69  																																									| Instantiating formula (29) with e4, e0, e0, all_0_28_28 and discharging atoms op(e4, e0) = all_0_28_28, op(e4, e0) = e0, yields:
% 55.77/22.69  																																									| (5708) all_0_28_28 = e0
% 55.77/22.69  																																									|
% 55.77/22.69  																																									| Instantiating formula (29) with e3, e3, all_0_23_23, all_0_7_7 and discharging atoms op(e3, e3) = all_0_7_7, op(e3, e3) = all_0_23_23, yields:
% 55.77/22.69  																																									| (5709) all_0_7_7 = all_0_23_23
% 55.77/22.69  																																									|
% 55.77/22.69  																																									| Instantiating formula (29) with e3, e3, e0, all_0_7_7 and discharging atoms op(e3, e3) = all_0_7_7, op(e3, e3) = e0, yields:
% 55.77/22.69  																																									| (5710) all_0_7_7 = e0
% 55.77/22.69  																																									|
% 55.77/22.69  																																									| Instantiating formula (29) with e3, e2, all_0_20_20, all_0_8_8 and discharging atoms op(e3, e2) = all_0_8_8, op(e3, e2) = all_0_20_20, yields:
% 55.77/22.69  																																									| (5711) all_0_8_8 = all_0_20_20
% 55.77/22.69  																																									|
% 55.77/22.69  																																									| Instantiating formula (29) with e3, e2, e3, all_0_8_8 and discharging atoms op(e3, e2) = all_0_8_8, op(e3, e2) = e3, yields:
% 55.77/22.69  																																									| (4675) all_0_8_8 = e3
% 55.77/22.69  																																									|
% 55.77/22.69  																																									| Instantiating formula (29) with e3, e1, e4, all_0_22_22 and discharging atoms op(e3, e1) = all_0_22_22, op(e3, e1) = e4, yields:
% 55.77/22.69  																																									| (686) all_0_22_22 = e4
% 55.77/22.69  																																									|
% 55.77/22.69  																																									| Instantiating formula (29) with e2, e2, e0, all_0_25_25 and discharging atoms op(e2, e2) = all_0_25_25, op(e2, e2) = e0, yields:
% 55.77/22.69  																																									| (5156) all_0_25_25 = e0
% 55.77/22.69  																																									|
% 55.77/22.69  																																									| Instantiating formula (29) with e1, e2, all_0_34_34, all_0_15_15 and discharging atoms op(e1, e2) = all_0_15_15, op(e1, e2) = all_0_34_34, yields:
% 55.77/22.69  																																									| (5715) all_0_15_15 = all_0_34_34
% 55.77/22.69  																																									|
% 55.77/22.69  																																									| Instantiating formula (29) with e1, e2, e2, all_0_15_15 and discharging atoms op(e1, e2) = all_0_15_15, op(e1, e2) = e2, yields:
% 55.77/22.69  																																									| (1599) all_0_15_15 = e2
% 55.77/22.69  																																									|
% 55.77/22.69  																																									| Instantiating formula (29) with e1, e0, all_0_33_33, all_0_12_12 and discharging atoms op(e1, e0) = all_0_12_12, op(e1, e0) = all_0_33_33, yields:
% 55.77/22.69  																																									| (5717) all_0_12_12 = all_0_33_33
% 55.77/22.69  																																									|
% 55.77/22.69  																																									| Instantiating formula (29) with e1, e0, e4, all_0_12_12 and discharging atoms op(e1, e0) = all_0_12_12, op(e1, e0) = e4, yields:
% 55.77/22.69  																																									| (5718) all_0_12_12 = e4
% 55.77/22.69  																																									|
% 55.77/22.69  																																									| Instantiating formula (29) with e0, e4, all_0_4_4, e3 and discharging atoms op(e0, e4) = all_0_4_4, op(e0, e4) = e3, yields:
% 55.77/22.69  																																									| (498) all_0_4_4 = e3
% 55.77/22.69  																																									|
% 55.77/22.69  																																									| Combining equations (5709,5710) yields a new equation:
% 55.77/22.69  																																									| (5720) all_0_23_23 = e0
% 55.77/22.69  																																									|
% 55.77/22.70  																																									| Simplifying 5720 yields:
% 55.77/22.70  																																									| (5721) all_0_23_23 = e0
% 55.77/22.70  																																									|
% 55.77/22.70  																																									| Combining equations (5711,4675) yields a new equation:
% 55.77/22.70  																																									| (5722) all_0_20_20 = e3
% 55.77/22.70  																																									|
% 55.77/22.70  																																									| Simplifying 5722 yields:
% 55.77/22.70  																																									| (4837) all_0_20_20 = e3
% 55.77/22.70  																																									|
% 55.77/22.70  																																									| Combining equations (5717,5718) yields a new equation:
% 55.77/22.70  																																									| (5724) all_0_33_33 = e4
% 55.77/22.70  																																									|
% 55.77/22.70  																																									| Simplifying 5724 yields:
% 55.77/22.70  																																									| (5725) all_0_33_33 = e4
% 55.77/22.70  																																									|
% 55.77/22.70  																																									| Combining equations (5715,1599) yields a new equation:
% 55.77/22.70  																																									| (5726) all_0_34_34 = e2
% 55.77/22.70  																																									|
% 55.77/22.70  																																									| Simplifying 5726 yields:
% 55.77/22.70  																																									| (5160) all_0_34_34 = e2
% 55.77/22.70  																																									|
% 55.77/22.70  																																									| Combining equations (5707,5708) yields a new equation:
% 55.77/22.70  																																									| (5728) all_0_31_31 = e0
% 55.77/22.70  																																									|
% 55.77/22.70  																																									| Simplifying 5728 yields:
% 55.77/22.70  																																									| (4836) all_0_31_31 = e0
% 55.77/22.70  																																									|
% 55.77/22.70  																																									| From (496) and (479) follows:
% 55.77/22.70  																																									| (41) op(e4, e4) = e1
% 55.77/22.70  																																									|
% 55.77/22.70  																																									| From (4836) and (4717) follows:
% 55.77/22.70  																																									| (3072) op(e4, e0) = e0
% 55.77/22.70  																																									|
% 55.77/22.70  																																									| From (5721) and (5694) follows:
% 55.77/22.70  																																									| (5573) op(e3, e3) = e0
% 55.77/22.70  																																									|
% 55.77/22.70  																																									| From (4837) and (4740) follows:
% 55.77/22.70  																																									| (4285) op(e3, e2) = e3
% 55.77/22.70  																																									|
% 55.77/22.70  																																									| From (686) and (1933) follows:
% 55.77/22.70  																																									| (5492) op(e3, e1) = e4
% 55.77/22.70  																																									|
% 55.77/22.70  																																									| From (5156) and (514) follows:
% 55.77/22.70  																																									| (3148) op(e2, e2) = e0
% 55.77/22.70  																																									|
% 55.77/22.70  																																									| From (5160) and (5145) follows:
% 55.77/22.70  																																									| (515) op(e1, e2) = e2
% 55.77/22.70  																																									|
% 55.77/22.70  																																									| From (5725) and (5595) follows:
% 55.77/22.70  																																									| (5692) op(e1, e0) = e4
% 55.77/22.70  																																									|
% 55.77/22.70  																																									| From (498) and (494) follows:
% 55.77/22.70  																																									| (283) op(e0, e4) = e3
% 55.77/22.70  																																									|
% 55.77/22.70  																																									+-Applying beta-rule and splitting (56), into two cases.
% 55.77/22.70  																																									|-Branch one:
% 55.77/22.70  																																									| (696) unit = e2
% 55.77/22.70  																																									|
% 55.77/22.70  																																										| From (696) and (32) follows:
% 55.77/22.70  																																										| (698) op(e2, e2) = e2
% 55.77/22.70  																																										|
% 55.77/22.70  																																										| From (696) and (28) follows:
% 55.77/22.70  																																										| (699) op(e1, e2) = e1
% 55.77/22.70  																																										|
% 55.77/22.70  																																										| Instantiating formula (29) with e2, e2, e2, e0 and discharging atoms op(e2, e2) = e2, op(e2, e2) = e0, yields:
% 55.77/22.70  																																										| (330) e2 = e0
% 55.77/22.70  																																										|
% 55.77/22.70  																																										| Instantiating formula (29) with e1, e2, e1, e2 and discharging atoms op(e1, e2) = e2, op(e1, e2) = e1, yields:
% 55.77/22.70  																																										| (617) e2 = e1
% 55.77/22.70  																																										|
% 55.77/22.70  																																										| Combining equations (330,617) yields a new equation:
% 55.77/22.70  																																										| (431) e1 = e0
% 55.77/22.70  																																										|
% 55.77/22.70  																																										| Equations (431) can reduce 233 to:
% 55.77/22.70  																																										| (266) $false
% 55.77/22.70  																																										|
% 55.77/22.70  																																										|-The branch is then unsatisfiable
% 55.77/22.70  																																									|-Branch two:
% 55.77/22.70  																																									| (707)  ~ (unit = e2)
% 55.77/22.70  																																									| (708) unit = e4 | unit = e3 | unit = e1 | unit = e0
% 55.77/22.70  																																									|
% 55.77/22.70  																																										+-Applying beta-rule and splitting (708), into two cases.
% 55.77/22.70  																																										|-Branch one:
% 55.77/22.70  																																										| (709) unit = e4
% 55.77/22.70  																																										|
% 55.77/22.70  																																											| From (709) and (227) follows:
% 55.77/22.70  																																											| (710) op(e4, e4) = e4
% 55.77/22.70  																																											|
% 55.77/22.70  																																											| From (709) and (40) follows:
% 55.77/22.70  																																											| (711) op(e3, e4) = e3
% 55.77/22.70  																																											|
% 55.77/22.70  																																											| From (709) and (32) follows:
% 55.77/22.70  																																											| (712) op(e2, e4) = e2
% 55.77/22.70  																																											|
% 55.77/22.70  																																											| From (709) and (42) follows:
% 55.77/22.70  																																											| (713) op(e0, e4) = e0
% 55.77/22.70  																																											|
% 55.77/22.70  																																											| Instantiating formula (29) with e4, e4, e4, e1 and discharging atoms op(e4, e4) = e4, op(e4, e4) = e1, yields:
% 55.77/22.70  																																											| (630) e4 = e1
% 55.77/22.70  																																											|
% 55.77/22.70  																																											| Instantiating formula (29) with e3, e4, e3, e2 and discharging atoms op(e3, e4) = e3, op(e3, e4) = e2, yields:
% 55.77/22.70  																																											| (662) e3 = e2
% 55.77/22.70  																																											|
% 55.77/22.70  																																											| Instantiating formula (29) with e2, e4, e2, e4 and discharging atoms op(e2, e4) = e4, op(e2, e4) = e2, yields:
% 55.77/22.70  																																											| (323) e4 = e2
% 55.77/22.70  																																											|
% 55.77/22.70  																																											| Instantiating formula (29) with e0, e4, e0, e3 and discharging atoms op(e0, e4) = e3, op(e0, e4) = e0, yields:
% 55.77/22.70  																																											| (676) e3 = e0
% 55.77/22.70  																																											|
% 55.77/22.70  																																											| Combining equations (323,630) yields a new equation:
% 55.77/22.70  																																											| (616) e2 = e1
% 55.77/22.70  																																											|
% 55.77/22.70  																																											| Simplifying 616 yields:
% 55.77/22.70  																																											| (617) e2 = e1
% 55.77/22.70  																																											|
% 55.77/22.70  																																											| Combining equations (662,676) yields a new equation:
% 55.77/22.70  																																											| (391) e2 = e0
% 55.77/22.70  																																											|
% 55.77/22.70  																																											| Simplifying 391 yields:
% 55.77/22.70  																																											| (330) e2 = e0
% 55.77/22.70  																																											|
% 55.77/22.70  																																											| Combining equations (330,617) yields a new equation:
% 55.77/22.70  																																											| (431) e1 = e0
% 55.77/22.70  																																											|
% 55.77/22.70  																																											| Equations (431) can reduce 233 to:
% 55.77/22.70  																																											| (266) $false
% 55.77/22.70  																																											|
% 55.77/22.70  																																											|-The branch is then unsatisfiable
% 55.77/22.70  																																										|-Branch two:
% 55.77/22.70  																																										| (724)  ~ (unit = e4)
% 55.77/22.70  																																										| (725) unit = e3 | unit = e1 | unit = e0
% 55.77/22.70  																																										|
% 55.77/22.70  																																											+-Applying beta-rule and splitting (725), into two cases.
% 55.77/22.70  																																											|-Branch one:
% 55.77/22.70  																																											| (726) unit = e0
% 55.77/22.70  																																											|
% 55.77/22.70  																																												| From (726) and (24) follows:
% 55.77/22.70  																																												| (2208) op(e0, e3) = e3
% 55.77/22.70  																																												|
% 55.77/22.70  																																												| From (726) and (227) follows:
% 55.77/22.70  																																												| (3205) op(e4, e0) = e4
% 55.77/22.70  																																												|
% 55.77/22.70  																																												| From (726) and (32) follows:
% 55.77/22.70  																																												| (727) op(e2, e0) = e2
% 55.77/22.70  																																												|
% 55.77/22.70  																																												| From (726) and (28) follows:
% 55.77/22.70  																																												| (2698) op(e1, e0) = e1
% 55.77/22.70  																																												|
% 55.77/22.70  																																												| Instantiating formula (29) with e4, e0, e4, e0 and discharging atoms op(e4, e0) = e4, op(e4, e0) = e0, yields:
% 55.77/22.70  																																												| (397) e4 = e0
% 55.77/22.70  																																												|
% 55.77/22.70  																																												| Instantiating formula (29) with e2, e0, e2, e3 and discharging atoms op(e2, e0) = e3, op(e2, e0) = e2, yields:
% 55.77/22.70  																																												| (662) e3 = e2
% 55.77/22.70  																																												|
% 55.77/22.70  																																												| Instantiating formula (29) with e1, e0, e1, e4 and discharging atoms op(e1, e0) = e4, op(e1, e0) = e1, yields:
% 55.77/22.70  																																												| (630) e4 = e1
% 55.77/22.70  																																												|
% 55.77/22.70  																																												| Instantiating formula (29) with e0, e3, e3, e4 and discharging atoms op(e0, e3) = e4, op(e0, e3) = e3, yields:
% 55.77/22.70  																																												| (425) e4 = e3
% 55.77/22.70  																																												|
% 55.77/22.70  																																												| Combining equations (630,425) yields a new equation:
% 55.77/22.70  																																												| (455) e3 = e1
% 55.77/22.70  																																												|
% 55.77/22.70  																																												| Combining equations (397,425) yields a new equation:
% 55.77/22.70  																																												| (676) e3 = e0
% 55.77/22.70  																																												|
% 55.77/22.70  																																												| Combining equations (676,662) yields a new equation:
% 55.77/22.70  																																												| (330) e2 = e0
% 55.77/22.70  																																												|
% 55.77/22.70  																																												| Combining equations (455,662) yields a new equation:
% 55.77/22.70  																																												| (617) e2 = e1
% 55.77/22.70  																																												|
% 55.77/22.70  																																												| Combining equations (330,617) yields a new equation:
% 55.77/22.70  																																												| (431) e1 = e0
% 55.77/22.70  																																												|
% 55.77/22.70  																																												| Equations (431) can reduce 233 to:
% 55.77/22.70  																																												| (266) $false
% 55.77/22.70  																																												|
% 55.77/22.70  																																												|-The branch is then unsatisfiable
% 55.77/22.70  																																											|-Branch two:
% 55.77/22.70  																																											| (734)  ~ (unit = e0)
% 55.77/22.70  																																											| (735) unit = e3 | unit = e1
% 55.77/22.70  																																											|
% 55.77/22.70  																																												+-Applying beta-rule and splitting (735), into two cases.
% 55.77/22.70  																																												|-Branch one:
% 55.77/22.70  																																												| (736) unit = e1
% 55.77/22.70  																																												|
% 55.77/22.70  																																													| From (736) and (209) follows:
% 55.77/22.70  																																													| (2715) op(e1, e0) = e0
% 55.77/22.70  																																													|
% 55.77/22.70  																																													| From (736) and (40) follows:
% 55.77/22.70  																																													| (1652) op(e3, e1) = e3
% 55.77/22.70  																																													|
% 55.77/22.70  																																													| Instantiating formula (29) with e3, e1, e3, e4 and discharging atoms op(e3, e1) = e4, op(e3, e1) = e3, yields:
% 55.77/22.70  																																													| (425) e4 = e3
% 55.77/22.70  																																													|
% 55.77/22.70  																																													| Instantiating formula (29) with e1, e0, e0, e4 and discharging atoms op(e1, e0) = e4, op(e1, e0) = e0, yields:
% 55.77/22.70  																																													| (397) e4 = e0
% 55.77/22.70  																																													|
% 55.77/22.70  																																													| Combining equations (397,425) yields a new equation:
% 55.77/22.70  																																													| (676) e3 = e0
% 55.77/22.70  																																													|
% 55.77/22.70  																																													| Equations (676) can reduce 80 to:
% 55.77/22.70  																																													| (266) $false
% 55.77/22.70  																																													|
% 55.77/22.70  																																													|-The branch is then unsatisfiable
% 55.77/22.70  																																												|-Branch two:
% 55.77/22.70  																																												| (748)  ~ (unit = e1)
% 55.77/22.70  																																												| (749) unit = e3
% 55.77/22.70  																																												|
% 55.77/22.70  																																													| From (749) and (15) follows:
% 55.77/22.70  																																													| (751) op(e3, e2) = e2
% 55.77/22.70  																																													|
% 55.77/22.70  																																													| From (749) and (40) follows:
% 55.77/22.70  																																													| (3715) op(e3, e3) = e3
% 55.77/22.70  																																													|
% 55.77/22.70  																																													| From (749) and (32) follows:
% 55.77/22.71  																																													| (5793) op(e2, e3) = e2
% 55.77/22.71  																																													|
% 55.77/22.71  																																													| Instantiating formula (29) with e3, e3, e3, e0 and discharging atoms op(e3, e3) = e3, op(e3, e3) = e0, yields:
% 55.77/22.71  																																													| (676) e3 = e0
% 55.77/22.71  																																													|
% 55.77/22.71  																																													| Instantiating formula (29) with e3, e2, e2, e3 and discharging atoms op(e3, e2) = e3, op(e3, e2) = e2, yields:
% 55.77/22.71  																																													| (662) e3 = e2
% 55.77/22.71  																																													|
% 55.77/22.71  																																													| Instantiating formula (29) with e2, e3, e2, e1 and discharging atoms op(e2, e3) = e2, op(e2, e3) = e1, yields:
% 55.77/22.71  																																													| (617) e2 = e1
% 55.77/22.71  																																													|
% 55.77/22.71  																																													| Combining equations (662,676) yields a new equation:
% 55.77/22.71  																																													| (391) e2 = e0
% 55.77/22.71  																																													|
% 55.77/22.71  																																													| Simplifying 391 yields:
% 55.77/22.71  																																													| (330) e2 = e0
% 55.77/22.71  																																													|
% 55.77/22.71  																																													| Combining equations (617,330) yields a new equation:
% 55.77/22.71  																																													| (546) e1 = e0
% 55.77/22.71  																																													|
% 55.77/22.71  																																													| Simplifying 546 yields:
% 55.77/22.71  																																													| (431) e1 = e0
% 55.77/22.71  																																													|
% 55.77/22.71  																																													| Equations (431) can reduce 233 to:
% 55.77/22.71  																																													| (266) $false
% 55.77/22.71  																																													|
% 55.77/22.71  																																													|-The branch is then unsatisfiable
% 55.77/22.71  																																							|-Branch two:
% 55.77/22.71  																																							| (411)  ~ (all_0_50_50 = e3)
% 55.77/22.71  																																							| (418) all_0_51_51 = e3 | all_0_53_53 = e3
% 55.77/22.71  																																							|
% 55.77/22.71  																																								+-Applying beta-rule and splitting (418), into two cases.
% 55.77/22.71  																																								|-Branch one:
% 55.77/22.71  																																								| (660) all_0_51_51 = e3
% 55.77/22.71  																																								|
% 55.77/22.71  																																									| Combining equations (504,660) yields a new equation:
% 55.77/22.71  																																									| (662) e3 = e2
% 55.77/22.71  																																									|
% 55.77/22.71  																																									| Equations (662) can reduce 212 to:
% 55.77/22.71  																																									| (266) $false
% 55.77/22.71  																																									|
% 55.77/22.71  																																									|-The branch is then unsatisfiable
% 55.77/22.71  																																								|-Branch two:
% 55.77/22.71  																																								| (664)  ~ (all_0_51_51 = e3)
% 55.77/22.71  																																								| (665) all_0_53_53 = e3
% 55.77/22.71  																																								|
% 55.77/22.71  																																									| Combining equations (1298,665) yields a new equation:
% 55.77/22.71  																																									| (424) e4 = e3
% 55.77/22.71  																																									|
% 55.77/22.71  																																									| Simplifying 424 yields:
% 55.77/22.71  																																									| (425) e4 = e3
% 55.77/22.71  																																									|
% 55.77/22.71  																																									| Equations (425) can reduce 188 to:
% 55.77/22.71  																																									| (266) $false
% 55.77/22.71  																																									|
% 55.77/22.71  																																									|-The branch is then unsatisfiable
% 55.77/22.71  																																						|-Branch two:
% 55.77/22.71  																																						| (1453)  ~ (all_0_53_53 = e4)
% 55.77/22.71  																																						| (1694) all_0_53_53 = e3 | all_0_53_53 = e1
% 55.77/22.71  																																						|
% 55.77/22.71  																																							+-Applying beta-rule and splitting (1694), into two cases.
% 55.77/22.71  																																							|-Branch one:
% 55.77/22.71  																																							| (1208) all_0_53_53 = e1
% 55.77/22.71  																																							|
% 55.77/22.71  																																								| Equations (1208) can reduce 1459 to:
% 55.77/22.71  																																								| (266) $false
% 55.77/22.71  																																								|
% 55.77/22.71  																																								|-The branch is then unsatisfiable
% 55.77/22.71  																																							|-Branch two:
% 55.77/22.71  																																							| (1459)  ~ (all_0_53_53 = e1)
% 55.77/22.71  																																							| (665) all_0_53_53 = e3
% 55.77/22.71  																																							|
% 55.77/22.71  																																								| Equations (665) can reduce 903 to:
% 55.77/22.71  																																								| (266) $false
% 55.77/22.71  																																								|
% 55.77/22.71  																																								|-The branch is then unsatisfiable
% 55.77/22.71  																																	|-Branch two:
% 55.77/22.71  																																	| (1099)  ~ (all_0_51_51 = e2)
% 55.77/22.71  																																	| (833) all_0_56_56 = e2
% 55.77/22.71  																																	|
% 55.77/22.71  																																		| Combining equations (833,1569) yields a new equation:
% 55.77/22.71  																																		| (616) e2 = e1
% 55.77/22.71  																																		|
% 55.77/22.71  																																		| Simplifying 616 yields:
% 55.77/22.71  																																		| (617) e2 = e1
% 55.77/22.71  																																		|
% 55.77/22.71  																																		| Equations (617) can reduce 122 to:
% 55.77/22.71  																																		| (266) $false
% 55.77/22.71  																																		|
% 55.77/22.71  																																		|-The branch is then unsatisfiable
% 55.77/22.71  																														|-Branch two:
% 55.77/22.71  																														| (639)  ~ (all_0_44_44 = e1)
% 55.77/22.71  																														| (640) all_0_49_49 = e1 | all_0_53_53 = e1 | all_0_58_58 = e1
% 55.77/22.71  																														|
% 55.77/22.71  																															+-Applying beta-rule and splitting (103), into two cases.
% 55.77/22.71  																															|-Branch one:
% 55.77/22.71  																															| (453) all_0_41_41 = e1
% 55.77/22.71  																															|
% 55.77/22.71  																																| Combining equations (794,453) yields a new equation:
% 55.77/22.71  																																| (431) e1 = e0
% 55.77/22.71  																																|
% 55.77/22.71  																																| Equations (431) can reduce 233 to:
% 55.77/22.71  																																| (266) $false
% 55.77/22.71  																																|
% 55.77/22.71  																																|-The branch is then unsatisfiable
% 55.77/22.71  																															|-Branch two:
% 55.77/22.71  																															| (457)  ~ (all_0_41_41 = e1)
% 55.77/22.71  																															| (458) all_0_42_42 = e1 | all_0_43_43 = e1 | all_0_44_44 = e1
% 55.77/22.71  																															|
% 55.77/22.71  																																+-Applying beta-rule and splitting (458), into two cases.
% 55.77/22.71  																																|-Branch one:
% 55.77/22.71  																																| (459) all_0_42_42 = e1
% 55.77/22.71  																																|
% 55.77/22.71  																																	| Combining equations (516,459) yields a new equation:
% 55.77/22.71  																																	| (454) e3 = e1
% 55.77/22.71  																																	|
% 55.77/22.71  																																	| Simplifying 454 yields:
% 55.77/22.71  																																	| (455) e3 = e1
% 55.77/22.71  																																	|
% 55.77/22.71  																																	| Equations (455) can reduce 213 to:
% 55.77/22.71  																																	| (266) $false
% 55.77/22.71  																																	|
% 55.77/22.71  																																	|-The branch is then unsatisfiable
% 55.77/22.71  																																|-Branch two:
% 55.77/22.71  																																| (1380)  ~ (all_0_42_42 = e1)
% 55.77/22.71  																																| (1381) all_0_43_43 = e1 | all_0_44_44 = e1
% 55.77/22.71  																																|
% 55.77/22.71  																																	+-Applying beta-rule and splitting (1381), into two cases.
% 55.77/22.71  																																	|-Branch one:
% 55.77/22.71  																																	| (430) all_0_43_43 = e1
% 55.77/22.71  																																	|
% 55.77/22.71  																																		| Combining equations (396,430) yields a new equation:
% 55.77/22.71  																																		| (636) e4 = e1
% 55.77/22.71  																																		|
% 55.77/22.71  																																		| Simplifying 636 yields:
% 55.77/22.71  																																		| (630) e4 = e1
% 55.77/22.71  																																		|
% 55.77/22.71  																																		| Equations (630) can reduce 110 to:
% 55.77/22.71  																																		| (266) $false
% 55.77/22.71  																																		|
% 55.77/22.71  																																		|-The branch is then unsatisfiable
% 55.77/22.71  																																	|-Branch two:
% 55.77/22.71  																																	| (433)  ~ (all_0_43_43 = e1)
% 55.77/22.71  																																	| (635) all_0_44_44 = e1
% 55.77/22.71  																																	|
% 55.77/22.71  																																		| Equations (635) can reduce 639 to:
% 55.77/22.71  																																		| (266) $false
% 55.77/22.71  																																		|
% 55.77/22.71  																																		|-The branch is then unsatisfiable
% 55.77/22.71  																													|-Branch two:
% 55.77/22.71  																													| (549)  ~ (all_0_46_46 = e1)
% 55.77/22.71  																													| (600) all_0_50_50 = e1 | all_0_55_55 = e1
% 55.77/22.71  																													|
% 55.77/22.71  																														+-Applying beta-rule and splitting (123), into two cases.
% 55.77/22.71  																														|-Branch one:
% 55.77/22.71  																														| (1794) all_0_46_46 = e2
% 55.77/22.71  																														|
% 55.77/22.71  																															| Equations (1794) can reduce 300 to:
% 55.77/22.71  																															| (266) $false
% 55.77/22.71  																															|
% 55.77/22.71  																															|-The branch is then unsatisfiable
% 55.77/22.71  																														|-Branch two:
% 55.77/22.71  																														| (300)  ~ (all_0_46_46 = e2)
% 55.77/22.71  																														| (1797) all_0_46_46 = e4 | all_0_46_46 = e3 | all_0_46_46 = e1 | all_0_46_46 = e0
% 55.77/22.71  																														|
% 55.77/22.71  																															+-Applying beta-rule and splitting (385), into two cases.
% 55.77/22.71  																															|-Branch one:
% 55.77/22.71  																															| (1105) all_0_47_47 = e2
% 55.77/22.71  																															|
% 55.77/22.71  																																| Combining equations (674,1105) yields a new equation:
% 55.77/22.71  																																| (330) e2 = e0
% 55.77/22.71  																																|
% 55.77/22.71  																																| Equations (330) can reduce 128 to:
% 55.77/22.71  																																| (266) $false
% 55.77/22.71  																																|
% 55.77/22.71  																																|-The branch is then unsatisfiable
% 55.77/22.71  																															|-Branch two:
% 55.77/22.71  																															| (338)  ~ (all_0_47_47 = e2)
% 55.77/22.71  																															| (1108) all_0_51_51 = e2 | all_0_56_56 = e2
% 55.77/22.71  																															|
% 55.77/22.71  																																+-Applying beta-rule and splitting (1797), into two cases.
% 55.77/22.71  																																|-Branch one:
% 55.77/22.71  																																| (770) all_0_46_46 = e4
% 55.77/22.71  																																|
% 55.77/22.71  																																	| Equations (770) can reduce 250 to:
% 55.77/22.71  																																	| (266) $false
% 55.77/22.71  																																	|
% 55.77/22.71  																																	|-The branch is then unsatisfiable
% 55.77/22.71  																																|-Branch two:
% 55.77/22.71  																																| (250)  ~ (all_0_46_46 = e4)
% 55.77/22.71  																																| (1801) all_0_46_46 = e3 | all_0_46_46 = e1 | all_0_46_46 = e0
% 55.77/22.71  																																|
% 55.77/22.71  																																	+-Applying beta-rule and splitting (135), into two cases.
% 55.77/22.71  																																	|-Branch one:
% 55.77/22.71  																																	| (545) all_0_46_46 = e1
% 55.77/22.71  																																	|
% 55.77/22.71  																																		| Equations (545) can reduce 549 to:
% 55.77/22.71  																																		| (266) $false
% 55.77/22.71  																																		|
% 55.77/22.71  																																		|-The branch is then unsatisfiable
% 55.77/22.71  																																	|-Branch two:
% 55.77/22.71  																																	| (549)  ~ (all_0_46_46 = e1)
% 55.77/22.71  																																	| (550) all_0_47_47 = e1 | all_0_48_48 = e1 | all_0_49_49 = e1
% 55.77/22.71  																																	|
% 55.77/22.71  																																		+-Applying beta-rule and splitting (1801), into two cases.
% 55.77/22.71  																																		|-Branch one:
% 55.77/22.71  																																		| (538) all_0_46_46 = e0
% 55.77/22.71  																																		|
% 55.77/22.71  																																			| Equations (538) can reduce 831 to:
% 55.77/22.71  																																			| (266) $false
% 55.77/22.71  																																			|
% 55.77/22.71  																																			|-The branch is then unsatisfiable
% 55.77/22.71  																																		|-Branch two:
% 55.77/22.71  																																		| (831)  ~ (all_0_46_46 = e0)
% 55.77/22.71  																																		| (1838) all_0_46_46 = e3 | all_0_46_46 = e1
% 55.77/22.71  																																		|
% 55.77/22.71  																																			+-Applying beta-rule and splitting (1108), into two cases.
% 55.77/22.71  																																			|-Branch one:
% 55.77/22.71  																																			| (504) all_0_51_51 = e2
% 55.77/22.71  																																			|
% 55.77/22.71  																																				| Equations (504) can reduce 475 to:
% 55.77/22.71  																																				| (327)  ~ (e4 = e2)
% 55.77/22.71  																																				|
% 55.77/22.71  																																				| Simplifying 327 yields:
% 55.77/22.71  																																				| (48)  ~ (e4 = e2)
% 55.77/22.71  																																				|
% 55.77/22.71  																																				+-Applying beta-rule and splitting (1838), into two cases.
% 55.77/22.71  																																				|-Branch one:
% 55.77/22.71  																																				| (545) all_0_46_46 = e1
% 55.77/22.71  																																				|
% 55.77/22.71  																																					| Equations (545) can reduce 549 to:
% 55.77/22.71  																																					| (266) $false
% 55.77/22.71  																																					|
% 55.77/22.71  																																					|-The branch is then unsatisfiable
% 55.77/22.71  																																				|-Branch two:
% 55.77/22.71  																																				| (549)  ~ (all_0_46_46 = e1)
% 55.77/22.71  																																				| (1557) all_0_46_46 = e3
% 55.77/22.71  																																				|
% 55.77/22.71  																																					| Equations (1557) can reduce 208 to:
% 55.77/22.71  																																					| (524)  ~ (all_0_49_49 = e3)
% 55.77/22.71  																																					|
% 55.77/22.71  																																					| Simplifying 524 yields:
% 55.77/22.71  																																					| (525)  ~ (all_0_49_49 = e3)
% 55.77/22.71  																																					|
% 55.77/22.71  																																					| Equations (1557) can reduce 250 to:
% 55.77/22.71  																																					| (277)  ~ (e4 = e3)
% 55.77/22.71  																																					|
% 55.77/22.71  																																					| Simplifying 277 yields:
% 55.77/22.71  																																					| (188)  ~ (e4 = e3)
% 55.77/22.71  																																					|
% 55.77/22.71  																																					| Equations (1557) can reduce 300 to:
% 55.77/22.71  																																					| (212)  ~ (e3 = e2)
% 55.77/22.71  																																					|
% 55.77/22.71  																																					+-Applying beta-rule and splitting (189), into two cases.
% 55.77/22.71  																																					|-Branch one:
% 55.77/22.71  																																					| (532) all_0_44_44 = e3
% 55.77/22.71  																																					|
% 55.77/22.71  																																						| Equations (532) can reduce 407 to:
% 55.77/22.71  																																						| (266) $false
% 55.77/22.71  																																						|
% 55.77/22.71  																																						|-The branch is then unsatisfiable
% 55.77/22.71  																																					|-Branch two:
% 55.77/22.71  																																					| (407)  ~ (all_0_44_44 = e3)
% 55.77/22.71  																																					| (537) all_0_49_49 = e3 | all_0_53_53 = e3 | all_0_58_58 = e3
% 55.77/22.71  																																					|
% 55.77/22.71  																																						+-Applying beta-rule and splitting (537), into two cases.
% 55.77/22.71  																																						|-Branch one:
% 55.77/22.71  																																						| (884) all_0_49_49 = e3
% 55.77/22.71  																																						|
% 55.77/22.71  																																							| Equations (884) can reduce 525 to:
% 55.77/22.71  																																							| (266) $false
% 55.77/22.71  																																							|
% 55.77/22.71  																																							|-The branch is then unsatisfiable
% 55.77/22.71  																																						|-Branch two:
% 55.77/22.71  																																						| (525)  ~ (all_0_49_49 = e3)
% 55.77/22.71  																																						| (887) all_0_53_53 = e3 | all_0_58_58 = e3
% 55.77/22.71  																																						|
% 55.77/22.71  																																							+-Applying beta-rule and splitting (887), into two cases.
% 55.77/22.71  																																							|-Branch one:
% 55.77/22.71  																																							| (665) all_0_53_53 = e3
% 55.77/22.71  																																							|
% 55.77/22.71  																																								+-Applying beta-rule and splitting (1071), into two cases.
% 55.77/22.71  																																								|-Branch one:
% 55.77/22.71  																																								| (1101) all_0_51_51 = e4
% 55.77/22.71  																																								|
% 55.77/22.71  																																									| Combining equations (1101,504) yields a new equation:
% 55.77/22.71  																																									| (322) e4 = e2
% 55.77/22.71  																																									|
% 55.77/22.71  																																									| Simplifying 322 yields:
% 55.77/22.71  																																									| (323) e4 = e2
% 55.77/22.71  																																									|
% 55.77/22.71  																																									| Equations (323) can reduce 48 to:
% 55.77/22.71  																																									| (266) $false
% 55.77/22.71  																																									|
% 55.77/22.71  																																									|-The branch is then unsatisfiable
% 55.77/22.71  																																								|-Branch two:
% 55.77/22.71  																																								| (475)  ~ (all_0_51_51 = e4)
% 55.77/22.71  																																								| (1294) all_0_52_52 = e4 | all_0_53_53 = e4
% 55.77/22.71  																																								|
% 55.77/22.71  																																									+-Applying beta-rule and splitting (1294), into two cases.
% 55.77/22.71  																																									|-Branch one:
% 55.77/22.71  																																									| (565) all_0_52_52 = e4
% 55.77/22.71  																																									|
% 55.77/22.71  																																										| Combining equations (565,642) yields a new equation:
% 55.77/22.71  																																										| (636) e4 = e1
% 55.77/22.71  																																										|
% 55.77/22.71  																																										| Simplifying 636 yields:
% 55.77/22.71  																																										| (630) e4 = e1
% 55.77/22.71  																																										|
% 55.77/22.71  																																										| Equations (630) can reduce 110 to:
% 55.77/22.71  																																										| (266) $false
% 55.77/22.71  																																										|
% 55.77/22.71  																																										|-The branch is then unsatisfiable
% 55.77/22.71  																																									|-Branch two:
% 55.77/22.71  																																									| (780)  ~ (all_0_52_52 = e4)
% 55.77/22.71  																																									| (1298) all_0_53_53 = e4
% 55.77/22.71  																																									|
% 55.77/22.71  																																										| Combining equations (1298,665) yields a new equation:
% 55.77/22.71  																																										| (424) e4 = e3
% 55.77/22.71  																																										|
% 55.77/22.71  																																										| Simplifying 424 yields:
% 55.77/22.71  																																										| (425) e4 = e3
% 55.77/22.71  																																										|
% 55.77/22.71  																																										| Equations (425) can reduce 188 to:
% 55.77/22.71  																																										| (266) $false
% 55.77/22.71  																																										|
% 55.77/22.71  																																										|-The branch is then unsatisfiable
% 55.77/22.71  																																							|-Branch two:
% 55.77/22.71  																																							| (903)  ~ (all_0_53_53 = e3)
% 55.77/22.71  																																							| (795) all_0_58_58 = e3
% 55.77/22.71  																																							|
% 55.77/22.71  																																								| Combining equations (624,795) yields a new equation:
% 55.77/22.71  																																								| (662) e3 = e2
% 55.77/22.71  																																								|
% 55.77/22.71  																																								| Equations (662) can reduce 212 to:
% 55.77/22.71  																																								| (266) $false
% 55.77/22.71  																																								|
% 55.77/22.71  																																								|-The branch is then unsatisfiable
% 55.77/22.71  																																			|-Branch two:
% 55.77/22.71  																																			| (1099)  ~ (all_0_51_51 = e2)
% 55.77/22.71  																																			| (833) all_0_56_56 = e2
% 55.77/22.71  																																			|
% 55.77/22.71  																																				| Combining equations (833,1569) yields a new equation:
% 55.77/22.71  																																				| (616) e2 = e1
% 55.77/22.71  																																				|
% 55.77/22.71  																																				| Simplifying 616 yields:
% 55.77/22.71  																																				| (617) e2 = e1
% 55.77/22.71  																																				|
% 55.77/22.71  																																				| Equations (617) can reduce 122 to:
% 55.77/22.71  																																				| (266) $false
% 55.77/22.71  																																				|
% 55.77/22.71  																																				|-The branch is then unsatisfiable
% 55.77/22.71  																						|-Branch two:
% 55.77/22.71  																						| (466)  ~ (all_0_56_56 = e1)
% 55.77/22.71  																						| (1574) all_0_57_57 = e1 | all_0_58_58 = e1
% 55.77/22.71  																						|
% 55.77/22.71  																							+-Applying beta-rule and splitting (1574), into two cases.
% 55.77/22.71  																							|-Branch one:
% 55.77/22.71  																							| (647) all_0_57_57 = e1
% 55.77/22.71  																							|
% 55.77/22.71  																								| Combining equations (647,875) yields a new equation:
% 55.77/22.71  																								| (546) e1 = e0
% 55.77/22.71  																								|
% 55.77/22.71  																								| Simplifying 546 yields:
% 55.77/22.71  																								| (431) e1 = e0
% 55.77/22.71  																								|
% 55.77/22.71  																								| Equations (431) can reduce 233 to:
% 55.77/22.71  																								| (266) $false
% 55.77/22.71  																								|
% 55.77/22.71  																								|-The branch is then unsatisfiable
% 55.77/22.71  																							|-Branch two:
% 55.77/22.71  																							| (1670)  ~ (all_0_57_57 = e1)
% 55.77/22.71  																							| (918) all_0_58_58 = e1
% 55.77/22.71  																							|
% 55.77/22.71  																								| Combining equations (624,918) yields a new equation:
% 55.77/22.71  																								| (616) e2 = e1
% 55.77/22.71  																								|
% 55.77/22.71  																								| Simplifying 616 yields:
% 55.77/22.71  																								| (617) e2 = e1
% 55.77/22.71  																								|
% 55.77/22.71  																								| Equations (617) can reduce 122 to:
% 55.77/22.71  																								| (266) $false
% 55.77/22.71  																								|
% 55.77/22.71  																								|-The branch is then unsatisfiable
% 55.77/22.71  																				|-Branch two:
% 55.77/22.71  																				| (763)  ~ (all_0_55_55 = e4)
% 55.77/22.71  																				| (764) all_0_56_56 = e4 | all_0_57_57 = e4 | all_0_58_58 = e4
% 55.77/22.71  																				|
% 55.77/22.71  																					+-Applying beta-rule and splitting (764), into two cases.
% 55.77/22.71  																					|-Branch one:
% 55.77/22.71  																					| (842) all_0_56_56 = e4
% 55.77/22.71  																					|
% 55.77/22.71  																						| Equations (842) can reduce 477 to:
% 55.77/22.71  																						| (266) $false
% 55.77/22.71  																						|
% 55.77/22.71  																						|-The branch is then unsatisfiable
% 55.77/22.71  																					|-Branch two:
% 55.77/22.71  																					| (477)  ~ (all_0_56_56 = e4)
% 55.77/22.71  																					| (935) all_0_57_57 = e4 | all_0_58_58 = e4
% 55.77/22.71  																					|
% 55.77/22.71  																						+-Applying beta-rule and splitting (935), into two cases.
% 55.77/22.71  																						|-Branch one:
% 55.77/22.71  																						| (871) all_0_57_57 = e4
% 55.77/22.71  																						|
% 55.77/22.71  																							| Combining equations (871,875) yields a new equation:
% 55.77/22.71  																							| (481) e4 = e0
% 55.77/22.71  																							|
% 55.77/22.71  																							| Simplifying 481 yields:
% 55.77/22.71  																							| (397) e4 = e0
% 55.77/22.71  																							|
% 55.77/22.71  																							| Equations (397) can reduce 49 to:
% 55.77/22.71  																							| (266) $false
% 55.77/22.71  																							|
% 55.77/22.71  																							|-The branch is then unsatisfiable
% 55.77/22.71  																						|-Branch two:
% 55.77/22.71  																						| (839)  ~ (all_0_57_57 = e4)
% 55.77/22.71  																						| (910) all_0_58_58 = e4
% 55.77/22.71  																						|
% 55.77/22.71  																							| Combining equations (624,910) yields a new equation:
% 55.77/22.71  																							| (323) e4 = e2
% 55.77/22.71  																							|
% 55.77/22.71  																							| Equations (323) can reduce 48 to:
% 55.77/22.71  																							| (266) $false
% 55.77/22.71  																							|
% 55.77/22.71  																							|-The branch is then unsatisfiable
% 55.77/22.71  																			|-Branch two:
% 55.77/22.71  																			| (357)  ~ (all_0_41_41 = e0)
% 55.77/22.71  																			| (895) all_0_46_46 = e0 | all_0_55_55 = e0
% 55.77/22.71  																			|
% 55.77/22.71  																				+-Applying beta-rule and splitting (895), into two cases.
% 55.77/22.71  																				|-Branch one:
% 55.77/22.71  																				| (538) all_0_46_46 = e0
% 55.77/22.71  																				|
% 55.77/22.71  																					| Equations (538) can reduce 831 to:
% 55.77/22.71  																					| (266) $false
% 55.77/22.71  																					|
% 55.77/22.71  																					|-The branch is then unsatisfiable
% 55.77/22.71  																				|-Branch two:
% 55.77/22.71  																				| (831)  ~ (all_0_46_46 = e0)
% 55.77/22.71  																				| (858) all_0_55_55 = e0
% 55.77/22.71  																				|
% 55.77/22.71  																					| Equations (858) can reduce 803 to:
% 55.77/22.71  																					| (266) $false
% 55.77/22.71  																					|
% 55.77/22.71  																					|-The branch is then unsatisfiable
% 55.77/22.71  																|-Branch two:
% 55.77/22.71  																| (1377)  ~ (all_0_39_39 = e4)
% 55.77/22.71  																| (480) all_0_39_39 = e0
% 55.77/22.71  																|
% 55.77/22.71  																	| Equations (480) can reduce 484 to:
% 55.77/22.71  																	| (266) $false
% 55.77/22.71  																	|
% 55.77/22.71  																	|-The branch is then unsatisfiable
% 55.77/22.71  													|-Branch two:
% 55.77/22.71  													| (825) all_0_47_47 = e0 & all_0_58_58 = e2 &  ~ (all_0_56_56 = e0)
% 55.77/22.71  													|
% 55.77/22.71  														| Applying alpha-rule on (825) yields:
% 55.77/22.71  														| (674) all_0_47_47 = e0
% 55.77/22.71  														| (624) all_0_58_58 = e2
% 55.77/22.71  														| (828)  ~ (all_0_56_56 = e0)
% 55.77/22.71  														|
% 55.77/22.71  														| Equations (674) can reduce 79 to:
% 55.77/22.71  														| (484)  ~ (all_0_39_39 = e0)
% 55.77/22.71  														|
% 55.77/22.71  														| Equations (624) can reduce 181 to:
% 55.77/22.71  														| (147)  ~ (all_0_44_44 = e2)
% 55.77/22.71  														|
% 55.77/22.71  														| Equations (674) can reduce 19 to:
% 55.77/22.71  														| (831)  ~ (all_0_46_46 = e0)
% 55.77/22.71  														|
% 55.77/22.71  														| Equations (674) can reduce 91 to:
% 55.77/22.71  														| (1181)  ~ (all_0_56_56 = e0)
% 55.77/22.71  														|
% 55.77/22.71  														| Simplifying 1181 yields:
% 55.77/22.71  														| (828)  ~ (all_0_56_56 = e0)
% 55.77/22.71  														|
% 55.77/22.71  														| Equations (624) can reduce 119 to:
% 55.77/22.71  														| (340)  ~ (all_0_49_49 = e2)
% 55.77/22.71  														|
% 55.77/22.71  														| Equations (624) can reduce 3 to:
% 55.77/22.71  														| (304)  ~ (all_0_55_55 = e2)
% 55.77/22.71  														|
% 55.77/22.71  														| Equations (624) can reduce 44 to:
% 55.77/22.71  														| (511)  ~ (all_0_56_56 = e2)
% 55.77/22.71  														|
% 55.77/22.71  														| Equations (624) can reduce 491 to:
% 55.77/22.71  														| (128)  ~ (e2 = e0)
% 55.77/22.71  														|
% 55.77/22.71  														| From (674) and (23) follows:
% 55.77/22.71  														| (3148) op(e2, e2) = e0
% 55.77/22.71  														|
% 55.77/22.71  														+-Applying beta-rule and splitting (355), into two cases.
% 55.77/22.71  														|-Branch one:
% 55.77/22.71  														| (565) all_0_52_52 = e4
% 55.77/22.71  														|
% 55.77/22.71  															| Equations (565) can reduce 780 to:
% 55.77/22.71  															| (266) $false
% 55.77/22.71  															|
% 55.77/22.71  															|-The branch is then unsatisfiable
% 55.77/22.71  														|-Branch two:
% 55.77/22.71  														| (780)  ~ (all_0_52_52 = e4)
% 55.77/22.71  														| (642) all_0_52_52 = e1
% 55.77/22.71  														|
% 55.77/22.71  															| Equations (642) can reduce 342 to:
% 55.77/22.71  															| (604)  ~ (e2 = e1)
% 55.77/22.71  															|
% 55.77/22.71  															| Simplifying 604 yields:
% 55.77/22.71  															| (122)  ~ (e2 = e1)
% 55.77/22.71  															|
% 55.77/22.71  															| Equations (642) can reduce 72 to:
% 55.77/22.71  															| (233)  ~ (e1 = e0)
% 55.77/22.71  															|
% 55.77/22.71  															+-Applying beta-rule and splitting (320), into two cases.
% 55.77/22.71  															|-Branch one:
% 55.77/22.71  															| (471) all_0_39_39 = e4
% 55.77/22.71  															|
% 55.77/22.71  																| Equations (471) can reduce 145 to:
% 55.77/22.71  																| (1901)  ~ (all_0_42_42 = e4)
% 55.77/22.71  																|
% 55.77/22.72  																| Simplifying 1901 yields:
% 55.77/22.72  																| (1890)  ~ (all_0_42_42 = e4)
% 55.77/22.72  																|
% 55.77/22.72  																| Equations (471) can reduce 139 to:
% 55.77/22.72  																| (474)  ~ (all_0_51_51 = e4)
% 55.77/22.72  																|
% 55.77/22.72  																| Simplifying 474 yields:
% 55.77/22.72  																| (475)  ~ (all_0_51_51 = e4)
% 55.77/22.72  																|
% 55.77/22.72  																| Equations (471) can reduce 154 to:
% 55.77/22.72  																| (476)  ~ (all_0_56_56 = e4)
% 55.77/22.72  																|
% 55.77/22.72  																| Simplifying 476 yields:
% 55.77/22.72  																| (477)  ~ (all_0_56_56 = e4)
% 55.77/22.72  																|
% 55.77/22.72  																| Equations (471) can reduce 246 to:
% 55.77/22.72  																| (188)  ~ (e4 = e3)
% 55.77/22.72  																|
% 55.77/22.72  																| Equations (471) can reduce 294 to:
% 55.77/22.72  																| (48)  ~ (e4 = e2)
% 55.77/22.72  																|
% 55.77/22.72  																| Equations (471) can reduce 151 to:
% 55.77/22.72  																| (110)  ~ (e4 = e1)
% 55.77/22.72  																|
% 55.77/22.72  																| From (471) and (182) follows:
% 55.77/22.72  																| (479) op(e4, e4) = all_0_2_2
% 55.77/22.72  																|
% 55.77/22.72  																+-Applying beta-rule and splitting (243), into two cases.
% 55.77/22.72  																|-Branch one:
% 55.77/22.72  																| (329) all_0_38_38 = e0
% 55.77/22.72  																|
% 55.77/22.72  																	| Combining equations (292,329) yields a new equation:
% 55.77/22.72  																	| (391) e2 = e0
% 55.77/22.72  																	|
% 55.77/22.72  																	| Simplifying 391 yields:
% 55.77/22.72  																	| (330) e2 = e0
% 55.77/22.72  																	|
% 55.77/22.72  																	| Equations (330) can reduce 128 to:
% 55.77/22.72  																	| (266) $false
% 55.77/22.72  																	|
% 55.77/22.72  																	|-The branch is then unsatisfiable
% 55.77/22.72  																|-Branch two:
% 55.77/22.72  																| (332)  ~ (all_0_38_38 = e0)
% 55.77/22.72  																| (395) all_0_41_41 = e0 | all_0_46_46 = e0 | all_0_55_55 = e0
% 55.77/22.72  																|
% 55.77/22.72  																	+-Applying beta-rule and splitting (171), into two cases.
% 55.77/22.72  																	|-Branch one:
% 55.77/22.72  																	| (265) all_0_54_54 = e4
% 55.77/22.72  																	|
% 55.77/22.72  																		| Combining equations (268,265) yields a new equation:
% 55.77/22.72  																		| (425) e4 = e3
% 55.77/22.72  																		|
% 55.77/22.72  																		| Equations (425) can reduce 188 to:
% 55.77/22.72  																		| (266) $false
% 55.77/22.72  																		|
% 55.77/22.72  																		|-The branch is then unsatisfiable
% 55.77/22.72  																	|-Branch two:
% 55.77/22.72  																	| (258)  ~ (all_0_54_54 = e4)
% 55.77/22.72  																	| (575) all_0_55_55 = e4 | all_0_56_56 = e4 | all_0_57_57 = e4 | all_0_58_58 = e4
% 55.77/22.72  																	|
% 55.77/22.72  																		+-Applying beta-rule and splitting (395), into two cases.
% 55.77/22.72  																		|-Branch one:
% 55.77/22.72  																		| (794) all_0_41_41 = e0
% 55.77/22.72  																		|
% 55.77/22.72  																			| Equations (794) can reduce 214 to:
% 55.77/22.72  																			| (5565)  ~ (all_0_42_42 = e0)
% 55.77/22.72  																			|
% 55.77/22.72  																			| Simplifying 5565 yields:
% 55.77/22.72  																			| (358)  ~ (all_0_42_42 = e0)
% 55.77/22.72  																			|
% 55.77/22.72  																			| Equations (794) can reduce 43 to:
% 55.77/22.72  																			| (5567)  ~ (all_0_46_46 = e0)
% 55.77/22.72  																			|
% 55.77/22.72  																			| Simplifying 5567 yields:
% 55.77/22.72  																			| (831)  ~ (all_0_46_46 = e0)
% 55.77/22.72  																			|
% 55.77/22.72  																			| Equations (794) can reduce 440 to:
% 55.77/22.72  																			| (401)  ~ (e4 = e0)
% 55.77/22.72  																			|
% 55.77/22.72  																			| Simplifying 401 yields:
% 55.77/22.72  																			| (49)  ~ (e4 = e0)
% 55.77/22.72  																			|
% 55.77/22.72  																			| Equations (794) can reduce 85 to:
% 55.77/22.72  																			| (365)  ~ (e2 = e0)
% 55.77/22.72  																			|
% 55.77/22.72  																			| Simplifying 365 yields:
% 55.77/22.72  																			| (128)  ~ (e2 = e0)
% 55.77/22.72  																			|
% 55.77/22.72  																			| From (794) and (219) follows:
% 55.77/22.72  																			| (5573) op(e3, e3) = e0
% 55.77/22.72  																			|
% 55.77/22.72  																			+-Applying beta-rule and splitting (575), into two cases.
% 55.77/22.72  																			|-Branch one:
% 55.77/22.72  																			| (587) all_0_55_55 = e4
% 55.77/22.72  																			|
% 55.77/22.72  																				| Equations (587) can reduce 58 to:
% 55.77/22.72  																				| (250)  ~ (all_0_46_46 = e4)
% 55.77/22.72  																				|
% 55.77/22.72  																				| Equations (587) can reduce 93 to:
% 55.77/22.72  																				| (566)  ~ (all_0_50_50 = e4)
% 55.77/22.72  																				|
% 55.77/22.72  																				| Equations (587) can reduce 153 to:
% 55.77/22.72  																				| (476)  ~ (all_0_56_56 = e4)
% 55.77/22.72  																				|
% 55.77/22.72  																				| Simplifying 476 yields:
% 55.77/22.72  																				| (477)  ~ (all_0_56_56 = e4)
% 55.77/22.72  																				|
% 55.77/22.72  																				| Equations (587) can reduce 304 to:
% 55.77/22.72  																				| (48)  ~ (e4 = e2)
% 55.77/22.72  																				|
% 55.77/22.72  																				| From (587) and (68) follows:
% 55.77/22.72  																				| (4717) op(e4, e0) = all_0_31_31
% 55.77/22.72  																				|
% 55.77/22.72  																				| From (587) and (74) follows:
% 55.77/22.72  																				| (589) op(e0, e3) = e4
% 55.77/22.72  																				|
% 55.77/22.72  																				+-Applying beta-rule and splitting (216), into two cases.
% 55.77/22.72  																				|-Branch one:
% 55.77/22.72  																				| (629) all_0_55_55 = e1
% 55.77/22.72  																				|
% 55.77/22.72  																					| Combining equations (629,587) yields a new equation:
% 55.77/22.72  																					| (630) e4 = e1
% 55.77/22.72  																					|
% 55.77/22.72  																					| Equations (630) can reduce 110 to:
% 55.77/22.72  																					| (266) $false
% 55.77/22.72  																					|
% 55.77/22.72  																					|-The branch is then unsatisfiable
% 55.77/22.72  																				|-Branch two:
% 55.77/22.72  																				| (632)  ~ (all_0_55_55 = e1)
% 55.77/22.72  																				| (633) all_0_56_56 = e1 | all_0_57_57 = e1 | all_0_58_58 = e1
% 55.77/22.72  																				|
% 55.77/22.72  																					+-Applying beta-rule and splitting (633), into two cases.
% 55.77/22.72  																					|-Branch one:
% 55.77/22.72  																					| (1569) all_0_56_56 = e1
% 55.77/22.72  																					|
% 55.77/22.72  																						| Equations (1569) can reduce 236 to:
% 55.77/22.72  																						| (1380)  ~ (all_0_42_42 = e1)
% 55.77/22.72  																						|
% 55.77/22.72  																						| Equations (1569) can reduce 477 to:
% 55.77/22.72  																						| (602)  ~ (e4 = e1)
% 55.77/22.72  																						|
% 55.77/22.72  																						| Simplifying 602 yields:
% 55.77/22.72  																						| (110)  ~ (e4 = e1)
% 55.77/22.72  																						|
% 55.77/22.72  																						| Equations (1569) can reduce 511 to:
% 55.77/22.72  																						| (604)  ~ (e2 = e1)
% 55.77/22.72  																						|
% 55.77/22.72  																						| Simplifying 604 yields:
% 55.77/22.72  																						| (122)  ~ (e2 = e1)
% 55.77/22.72  																						|
% 55.77/22.72  																						| Equations (1569) can reduce 828 to:
% 55.77/22.72  																						| (233)  ~ (e1 = e0)
% 55.77/22.72  																						|
% 55.77/22.72  																						| From (1569) and (87) follows:
% 55.77/22.72  																						| (5145) op(e1, e2) = all_0_34_34
% 55.77/22.72  																						|
% 55.77/22.72  																						| From (1569) and (127) follows:
% 55.77/22.72  																						| (5595) op(e1, e0) = all_0_33_33
% 55.77/22.72  																						|
% 55.77/22.72  																						+-Applying beta-rule and splitting (47), into two cases.
% 55.77/22.72  																						|-Branch one:
% 55.77/22.72  																						| (317) all_0_39_39 = e2
% 55.77/22.72  																						|
% 55.77/22.72  																							| Combining equations (471,317) yields a new equation:
% 55.77/22.72  																							| (322) e4 = e2
% 55.77/22.72  																							|
% 55.77/22.72  																							| Simplifying 322 yields:
% 55.77/22.72  																							| (323) e4 = e2
% 55.77/22.72  																							|
% 55.77/22.72  																							| Equations (323) can reduce 48 to:
% 55.77/22.72  																							| (266) $false
% 55.77/22.72  																							|
% 55.77/22.72  																							|-The branch is then unsatisfiable
% 55.77/22.72  																						|-Branch two:
% 55.77/22.72  																						| (294)  ~ (all_0_39_39 = e2)
% 55.77/22.72  																						| (385) all_0_47_47 = e2 | all_0_51_51 = e2 | all_0_56_56 = e2
% 55.77/22.72  																						|
% 55.77/22.72  																							+-Applying beta-rule and splitting (231), into two cases.
% 55.77/22.72  																							|-Branch one:
% 55.77/22.72  																							| (775) all_0_50_50 = e4
% 55.77/22.72  																							|
% 55.77/22.72  																								| Equations (775) can reduce 566 to:
% 55.77/22.72  																								| (266) $false
% 55.77/22.72  																								|
% 55.77/22.72  																								|-The branch is then unsatisfiable
% 55.77/22.72  																							|-Branch two:
% 55.77/22.72  																							| (566)  ~ (all_0_50_50 = e4)
% 55.77/22.72  																							| (1071) all_0_51_51 = e4 | all_0_52_52 = e4 | all_0_53_53 = e4
% 55.77/22.72  																							|
% 55.77/22.72  																								+-Applying beta-rule and splitting (152), into two cases.
% 55.77/22.72  																								|-Branch one:
% 55.77/22.72  																								| (1392) all_0_42_42 = e4
% 55.77/22.72  																								|
% 55.77/22.72  																									| Equations (1392) can reduce 1890 to:
% 55.77/22.72  																									| (266) $false
% 55.77/22.72  																									|
% 55.77/22.72  																									|-The branch is then unsatisfiable
% 55.77/22.72  																								|-Branch two:
% 55.77/22.72  																								| (1890)  ~ (all_0_42_42 = e4)
% 55.77/22.72  																								| (1969) all_0_42_42 = e3 | all_0_42_42 = e1 | all_0_42_42 = e0
% 55.77/22.72  																								|
% 55.77/22.72  																									+-Applying beta-rule and splitting (18), into two cases.
% 55.77/22.72  																									|-Branch one:
% 55.77/22.72  																									| (453) all_0_41_41 = e1
% 55.77/22.72  																									|
% 55.77/22.72  																										| Combining equations (794,453) yields a new equation:
% 55.77/22.72  																										| (431) e1 = e0
% 55.77/22.72  																										|
% 55.77/22.72  																										| Equations (431) can reduce 233 to:
% 55.77/22.72  																										| (266) $false
% 55.77/22.72  																										|
% 55.77/22.72  																										|-The branch is then unsatisfiable
% 55.77/22.72  																									|-Branch two:
% 55.77/22.72  																									| (457)  ~ (all_0_41_41 = e1)
% 55.77/22.72  																									| (595) all_0_46_46 = e1 | all_0_50_50 = e1 | all_0_55_55 = e1
% 55.77/22.72  																									|
% 55.77/22.72  																										+-Applying beta-rule and splitting (1969), into two cases.
% 55.77/22.72  																										|-Branch one:
% 55.77/22.72  																										| (559) all_0_42_42 = e0
% 55.77/22.72  																										|
% 55.77/22.72  																											| Equations (559) can reduce 358 to:
% 55.77/22.72  																											| (266) $false
% 55.77/22.72  																											|
% 55.77/22.72  																											|-The branch is then unsatisfiable
% 55.77/22.72  																										|-Branch two:
% 55.77/22.72  																										| (358)  ~ (all_0_42_42 = e0)
% 55.77/22.72  																										| (2510) all_0_42_42 = e3 | all_0_42_42 = e1
% 55.77/22.72  																										|
% 55.77/22.72  																											+-Applying beta-rule and splitting (2510), into two cases.
% 55.77/22.72  																											|-Branch one:
% 55.77/22.72  																											| (459) all_0_42_42 = e1
% 55.77/22.72  																											|
% 55.77/22.72  																												| Equations (459) can reduce 1380 to:
% 55.77/22.72  																												| (266) $false
% 55.77/22.72  																												|
% 55.77/22.72  																												|-The branch is then unsatisfiable
% 55.77/22.72  																											|-Branch two:
% 55.77/22.72  																											| (1380)  ~ (all_0_42_42 = e1)
% 55.77/22.72  																											| (516) all_0_42_42 = e3
% 55.77/22.72  																											|
% 55.77/22.72  																												| Equations (516) can reduce 73 to:
% 55.77/22.72  																												| (406)  ~ (all_0_44_44 = e3)
% 55.77/22.72  																												|
% 55.77/22.72  																												| Simplifying 406 yields:
% 55.77/22.72  																												| (407)  ~ (all_0_44_44 = e3)
% 55.77/22.72  																												|
% 55.77/22.72  																												| Equations (516) can reduce 1890 to:
% 55.77/22.72  																												| (277)  ~ (e4 = e3)
% 55.77/22.72  																												|
% 55.77/22.72  																												| Simplifying 277 yields:
% 55.77/22.72  																												| (188)  ~ (e4 = e3)
% 55.77/22.72  																												|
% 55.77/22.72  																												| Equations (516) can reduce 1380 to:
% 55.77/22.72  																												| (213)  ~ (e3 = e1)
% 55.77/22.72  																												|
% 55.77/22.72  																												| Equations (516) can reduce 358 to:
% 55.77/22.72  																												| (80)  ~ (e3 = e0)
% 55.77/22.72  																												|
% 55.77/22.72  																												| From (516) and (226) follows:
% 55.77/22.72  																												| (5629) op(e3, e3) = all_0_7_7
% 55.77/22.72  																												|
% 55.77/22.72  																												| From (516) and (225) follows:
% 55.77/22.72  																												| (4633) op(e3, e2) = all_0_8_8
% 55.77/22.72  																												|
% 55.77/22.72  																												| From (516) and (210) follows:
% 55.77/22.72  																												| (4285) op(e3, e2) = e3
% 55.77/22.72  																												|
% 55.77/22.72  																												+-Applying beta-rule and splitting (595), into two cases.
% 55.77/22.72  																												|-Branch one:
% 55.77/22.72  																												| (545) all_0_46_46 = e1
% 55.77/22.72  																												|
% 55.77/22.72  																													| Equations (545) can reduce 250 to:
% 55.77/22.72  																													| (602)  ~ (e4 = e1)
% 55.77/22.72  																													|
% 55.77/22.72  																													| Simplifying 602 yields:
% 55.77/22.72  																													| (110)  ~ (e4 = e1)
% 55.77/22.72  																													|
% 55.77/22.72  																													| Equations (545) can reduce 831 to:
% 55.77/22.72  																													| (233)  ~ (e1 = e0)
% 55.77/22.72  																													|
% 55.77/22.72  																													| From (545) and (179) follows:
% 55.77/22.72  																													| (5636) op(e1, e2) = all_0_15_15
% 55.77/22.72  																													|
% 55.77/22.72  																													| From (545) and (120) follows:
% 55.77/22.72  																													| (2105) op(e2, e3) = e1
% 55.77/22.72  																													|
% 55.77/22.72  																													+-Applying beta-rule and splitting (112), into two cases.
% 55.77/22.72  																													|-Branch one:
% 55.77/22.72  																													| (635) all_0_44_44 = e1
% 55.77/22.72  																													|
% 55.77/22.72  																														| Equations (635) can reduce 143 to:
% 55.77/22.72  																														| (132)  ~ (all_0_40_40 = e1)
% 55.77/22.72  																														|
% 55.77/22.72  																														| Equations (635) can reduce 220 to:
% 55.77/22.72  																														| (1458)  ~ (all_0_53_53 = e1)
% 55.77/22.72  																														|
% 55.77/22.72  																														| Simplifying 1458 yields:
% 55.77/22.72  																														| (1459)  ~ (all_0_53_53 = e1)
% 55.77/22.72  																														|
% 55.77/22.72  																														| Equations (635) can reduce 407 to:
% 55.77/22.72  																														| (467)  ~ (e3 = e1)
% 55.77/22.72  																														|
% 55.77/22.72  																														| Simplifying 467 yields:
% 55.77/22.72  																														| (213)  ~ (e3 = e1)
% 55.77/22.72  																														|
% 55.77/22.72  																														| Equations (635) can reduce 147 to:
% 55.77/22.72  																														| (604)  ~ (e2 = e1)
% 55.77/22.72  																														|
% 55.77/22.72  																														| Simplifying 604 yields:
% 55.77/22.72  																														| (122)  ~ (e2 = e1)
% 55.77/22.72  																														|
% 55.77/22.72  																														| From (635) and (70) follows:
% 55.77/22.72  																														| (2555) op(e1, e0) = all_0_12_12
% 55.77/22.72  																														|
% 55.77/22.72  																														+-Applying beta-rule and splitting (78), into two cases.
% 55.77/22.72  																														|-Branch one:
% 55.77/22.72  																														| (423) all_0_45_45 = e3
% 55.77/22.72  																														|
% 55.77/22.72  																															| Combining equations (248,423) yields a new equation:
% 55.77/22.72  																															| (424) e4 = e3
% 55.77/22.72  																															|
% 55.77/22.72  																															| Simplifying 424 yields:
% 55.77/22.72  																															| (425) e4 = e3
% 55.77/22.72  																															|
% 55.77/22.72  																															| Equations (425) can reduce 188 to:
% 55.77/22.72  																															| (266) $false
% 55.77/22.72  																															|
% 55.77/22.72  																															|-The branch is then unsatisfiable
% 55.77/22.72  																														|-Branch two:
% 55.77/22.72  																														| (427)  ~ (all_0_45_45 = e3)
% 55.77/22.72  																														| (428) all_0_46_46 = e3 | all_0_47_47 = e3 | all_0_49_49 = e3
% 55.77/22.72  																														|
% 55.77/22.72  																															+-Applying beta-rule and splitting (385), into two cases.
% 55.77/22.72  																															|-Branch one:
% 55.77/22.72  																															| (1105) all_0_47_47 = e2
% 55.77/22.72  																															|
% 55.77/22.72  																																| Combining equations (674,1105) yields a new equation:
% 55.77/22.72  																																| (330) e2 = e0
% 55.77/22.72  																																|
% 55.77/22.72  																																| Equations (330) can reduce 128 to:
% 55.77/22.72  																																| (266) $false
% 55.77/22.72  																																|
% 55.77/22.72  																																|-The branch is then unsatisfiable
% 55.77/22.72  																															|-Branch two:
% 55.77/22.72  																															| (338)  ~ (all_0_47_47 = e2)
% 55.77/22.72  																															| (1108) all_0_51_51 = e2 | all_0_56_56 = e2
% 55.77/22.72  																															|
% 55.77/22.72  																																+-Applying beta-rule and splitting (1108), into two cases.
% 55.77/22.72  																																|-Branch one:
% 55.77/22.72  																																| (504) all_0_51_51 = e2
% 55.77/22.72  																																|
% 55.77/22.72  																																	| Equations (504) can reduce 6 to:
% 55.77/22.72  																																	| (508)  ~ (all_0_53_53 = e2)
% 55.77/22.72  																																	|
% 55.77/22.72  																																	| Simplifying 508 yields:
% 55.77/22.72  																																	| (509)  ~ (all_0_53_53 = e2)
% 55.77/22.72  																																	|
% 55.77/22.72  																																	| From (504) and (177) follows:
% 55.77/22.72  																																	| (514) op(e2, e2) = all_0_25_25
% 55.77/22.72  																																	|
% 55.77/22.72  																																	| From (504) and (186) follows:
% 55.77/22.72  																																	| (515) op(e1, e2) = e2
% 55.77/22.72  																																	|
% 55.77/22.72  																																	+-Applying beta-rule and splitting (54), into two cases.
% 55.77/22.72  																																	|-Branch one:
% 55.77/22.72  																																	| (583) all_0_49_49 = e2
% 55.77/22.72  																																	|
% 55.77/22.72  																																		| Equations (583) can reduce 340 to:
% 55.77/22.72  																																		| (266) $false
% 55.77/22.72  																																		|
% 55.77/22.72  																																		|-The branch is then unsatisfiable
% 55.77/22.72  																																	|-Branch two:
% 55.77/22.72  																																	| (340)  ~ (all_0_49_49 = e2)
% 55.77/22.72  																																	| (586) all_0_49_49 = e4 | all_0_49_49 = e3 | all_0_49_49 = e1 | all_0_49_49 = e0
% 55.77/22.72  																																	|
% 55.77/22.72  																																		+-Applying beta-rule and splitting (428), into two cases.
% 55.77/22.72  																																		|-Branch one:
% 55.77/22.72  																																		| (1557) all_0_46_46 = e3
% 55.77/22.72  																																		|
% 55.77/22.72  																																			| Combining equations (545,1557) yields a new equation:
% 55.77/22.72  																																			| (455) e3 = e1
% 55.77/22.72  																																			|
% 55.77/22.72  																																			| Equations (455) can reduce 213 to:
% 55.77/22.72  																																			| (266) $false
% 55.77/22.72  																																			|
% 55.77/22.72  																																			|-The branch is then unsatisfiable
% 55.77/22.72  																																		|-Branch two:
% 55.77/22.72  																																		| (409)  ~ (all_0_46_46 = e3)
% 55.77/22.72  																																		| (1561) all_0_47_47 = e3 | all_0_49_49 = e3
% 55.77/22.72  																																		|
% 55.77/22.72  																																			+-Applying beta-rule and splitting (1561), into two cases.
% 55.77/22.72  																																			|-Branch one:
% 55.77/22.72  																																			| (522) all_0_47_47 = e3
% 55.77/22.72  																																			|
% 55.77/22.72  																																				| Combining equations (522,674) yields a new equation:
% 55.77/22.72  																																				| (675) e3 = e0
% 55.77/22.72  																																				|
% 55.77/22.72  																																				| Simplifying 675 yields:
% 55.77/22.72  																																				| (676) e3 = e0
% 55.77/22.72  																																				|
% 55.77/22.72  																																				| Equations (676) can reduce 80 to:
% 55.77/22.72  																																				| (266) $false
% 55.77/22.72  																																				|
% 55.77/22.72  																																				|-The branch is then unsatisfiable
% 55.77/22.72  																																			|-Branch two:
% 55.77/22.72  																																			| (1091)  ~ (all_0_47_47 = e3)
% 55.77/22.72  																																			| (884) all_0_49_49 = e3
% 55.77/22.72  																																			|
% 55.77/22.72  																																				| Equations (884) can reduce 200 to:
% 55.77/22.72  																																				| (2)  ~ (all_0_40_40 = e3)
% 55.77/22.72  																																				|
% 55.77/22.72  																																				| Equations (884) can reduce 65 to:
% 55.77/22.72  																																				| (1114)  ~ (all_0_53_53 = e3)
% 55.77/22.72  																																				|
% 55.77/22.72  																																				| Simplifying 1114 yields:
% 55.77/22.72  																																				| (903)  ~ (all_0_53_53 = e3)
% 55.77/22.72  																																				|
% 55.77/22.72  																																				| Equations (884) can reduce 340 to:
% 55.77/22.72  																																				| (212)  ~ (e3 = e2)
% 55.77/22.72  																																				|
% 55.77/22.72  																																				| From (884) and (129) follows:
% 55.77/22.72  																																				| (4740) op(e3, e2) = all_0_20_20
% 55.77/22.72  																																				|
% 55.77/22.72  																																				| From (884) and (55) follows:
% 55.77/22.72  																																				| (1581) op(e2, e0) = e3
% 55.77/22.72  																																				|
% 55.77/22.72  																																				+-Applying beta-rule and splitting (196), into two cases.
% 55.77/22.72  																																				|-Branch one:
% 55.77/22.72  																																				| (607) all_0_53_53 = e2
% 55.77/22.72  																																				|
% 55.77/22.72  																																					| Equations (607) can reduce 509 to:
% 55.77/22.72  																																					| (266) $false
% 55.77/22.72  																																					|
% 55.77/22.72  																																					|-The branch is then unsatisfiable
% 55.77/22.72  																																				|-Branch two:
% 55.77/22.72  																																				| (509)  ~ (all_0_53_53 = e2)
% 55.77/22.72  																																				| (610) all_0_53_53 = e4 | all_0_53_53 = e3 | all_0_53_53 = e1
% 55.77/22.72  																																				|
% 55.77/22.72  																																					+-Applying beta-rule and splitting (610), into two cases.
% 55.77/22.72  																																					|-Branch one:
% 55.77/22.72  																																					| (1298) all_0_53_53 = e4
% 55.77/22.72  																																					|
% 55.77/22.72  																																						| Equations (1298) can reduce 162 to:
% 55.77/22.72  																																						| (447)  ~ (all_0_40_40 = e4)
% 55.77/22.72  																																						|
% 55.77/22.72  																																						| Equations (1298) can reduce 903 to:
% 55.77/22.72  																																						| (188)  ~ (e4 = e3)
% 55.77/22.72  																																						|
% 55.77/22.72  																																						| From (1298) and (175) follows:
% 55.77/22.72  																																						| (5691) op(e4, e0) = all_0_28_28
% 55.77/22.72  																																						|
% 55.77/22.72  																																						| From (1298) and (84) follows:
% 55.77/22.72  																																						| (5692) op(e1, e0) = e4
% 55.77/22.72  																																						|
% 55.77/22.72  																																						+-Applying beta-rule and splitting (168), into two cases.
% 55.77/22.72  																																						|-Branch one:
% 55.77/22.72  																																						| (415) all_0_50_50 = e3
% 55.77/22.72  																																						|
% 55.77/22.72  																																							| From (415) and (8) follows:
% 55.77/22.73  																																							| (5694) op(e3, e3) = all_0_23_23
% 55.77/22.73  																																							|
% 55.77/22.73  																																							| From (415) and (57) follows:
% 55.77/22.73  																																							| (1933) op(e3, e1) = all_0_22_22
% 55.77/22.73  																																							|
% 55.77/22.73  																																							+-Applying beta-rule and splitting (316), into two cases.
% 55.77/22.73  																																							|-Branch one:
% 55.77/22.73  																																							| (1378) all_0_40_40 = e4
% 55.77/22.73  																																							|
% 55.77/22.73  																																								| Equations (1378) can reduce 447 to:
% 55.77/22.73  																																								| (266) $false
% 55.77/22.73  																																								|
% 55.77/22.73  																																								|-The branch is then unsatisfiable
% 55.77/22.73  																																							|-Branch two:
% 55.77/22.73  																																							| (447)  ~ (all_0_40_40 = e4)
% 55.77/22.73  																																							| (485) all_0_40_40 = e0
% 55.77/22.73  																																							|
% 55.77/22.73  																																								| Equations (485) can reduce 2 to:
% 55.77/22.73  																																								| (541)  ~ (e3 = e0)
% 55.77/22.73  																																								|
% 55.77/22.73  																																								| Simplifying 541 yields:
% 55.77/22.73  																																								| (80)  ~ (e3 = e0)
% 55.77/22.73  																																								|
% 55.77/22.73  																																								| Equations (485) can reduce 132 to:
% 55.77/22.73  																																								| (435)  ~ (e1 = e0)
% 55.77/22.73  																																								|
% 55.77/22.73  																																								| Simplifying 435 yields:
% 55.77/22.73  																																								| (233)  ~ (e1 = e0)
% 55.77/22.73  																																								|
% 55.77/22.73  																																								| From (485) and (34) follows:
% 55.77/22.73  																																								| (494) op(e0, e4) = all_0_4_4
% 55.77/22.73  																																								|
% 55.77/22.73  																																								| From (485) and (234) follows:
% 55.77/22.73  																																								| (3072) op(e4, e0) = e0
% 55.77/22.73  																																								|
% 55.77/22.73  																																								| Instantiating formula (29) with e4, e4, all_0_2_2, e1 and discharging atoms op(e4, e4) = all_0_2_2, op(e4, e4) = e1, yields:
% 55.77/22.73  																																								| (496) all_0_2_2 = e1
% 55.77/22.73  																																								|
% 55.77/22.73  																																								| Instantiating formula (29) with e4, e0, all_0_31_31, all_0_28_28 and discharging atoms op(e4, e0) = all_0_28_28, op(e4, e0) = all_0_31_31, yields:
% 55.77/22.73  																																								| (5707) all_0_28_28 = all_0_31_31
% 55.77/22.73  																																								|
% 55.77/22.73  																																								| Instantiating formula (29) with e4, e0, e0, all_0_28_28 and discharging atoms op(e4, e0) = all_0_28_28, op(e4, e0) = e0, yields:
% 55.77/22.73  																																								| (5708) all_0_28_28 = e0
% 55.77/22.73  																																								|
% 55.77/22.73  																																								| Instantiating formula (29) with e3, e3, all_0_23_23, all_0_7_7 and discharging atoms op(e3, e3) = all_0_7_7, op(e3, e3) = all_0_23_23, yields:
% 55.77/22.73  																																								| (5709) all_0_7_7 = all_0_23_23
% 55.77/22.73  																																								|
% 55.77/22.73  																																								| Instantiating formula (29) with e3, e3, e0, all_0_7_7 and discharging atoms op(e3, e3) = all_0_7_7, op(e3, e3) = e0, yields:
% 55.77/22.73  																																								| (5710) all_0_7_7 = e0
% 55.77/22.73  																																								|
% 55.77/22.73  																																								| Instantiating formula (29) with e3, e2, all_0_20_20, all_0_8_8 and discharging atoms op(e3, e2) = all_0_8_8, op(e3, e2) = all_0_20_20, yields:
% 55.77/22.73  																																								| (5711) all_0_8_8 = all_0_20_20
% 55.77/22.73  																																								|
% 55.77/22.73  																																								| Instantiating formula (29) with e3, e2, e3, all_0_8_8 and discharging atoms op(e3, e2) = all_0_8_8, op(e3, e2) = e3, yields:
% 55.77/22.73  																																								| (4675) all_0_8_8 = e3
% 55.77/22.73  																																								|
% 55.77/22.73  																																								| Instantiating formula (29) with e3, e1, e4, all_0_22_22 and discharging atoms op(e3, e1) = all_0_22_22, op(e3, e1) = e4, yields:
% 55.77/22.73  																																								| (686) all_0_22_22 = e4
% 55.77/22.73  																																								|
% 55.77/22.73  																																								| Instantiating formula (29) with e2, e2, e0, all_0_25_25 and discharging atoms op(e2, e2) = all_0_25_25, op(e2, e2) = e0, yields:
% 55.77/22.73  																																								| (5156) all_0_25_25 = e0
% 55.77/22.73  																																								|
% 55.77/22.73  																																								| Instantiating formula (29) with e1, e2, all_0_34_34, all_0_15_15 and discharging atoms op(e1, e2) = all_0_15_15, op(e1, e2) = all_0_34_34, yields:
% 55.77/22.73  																																								| (5715) all_0_15_15 = all_0_34_34
% 55.77/22.73  																																								|
% 55.77/22.73  																																								| Instantiating formula (29) with e1, e2, e2, all_0_15_15 and discharging atoms op(e1, e2) = all_0_15_15, op(e1, e2) = e2, yields:
% 55.77/22.73  																																								| (1599) all_0_15_15 = e2
% 55.77/22.73  																																								|
% 55.77/22.73  																																								| Instantiating formula (29) with e1, e0, all_0_33_33, all_0_12_12 and discharging atoms op(e1, e0) = all_0_12_12, op(e1, e0) = all_0_33_33, yields:
% 55.77/22.73  																																								| (5717) all_0_12_12 = all_0_33_33
% 55.77/22.73  																																								|
% 55.77/22.73  																																								| Instantiating formula (29) with e1, e0, e4, all_0_12_12 and discharging atoms op(e1, e0) = all_0_12_12, op(e1, e0) = e4, yields:
% 55.77/22.73  																																								| (5718) all_0_12_12 = e4
% 55.77/22.73  																																								|
% 55.77/22.73  																																								| Instantiating formula (29) with e0, e4, all_0_4_4, e3 and discharging atoms op(e0, e4) = all_0_4_4, op(e0, e4) = e3, yields:
% 55.77/22.73  																																								| (498) all_0_4_4 = e3
% 55.77/22.73  																																								|
% 55.77/22.73  																																								| Combining equations (5709,5710) yields a new equation:
% 55.77/22.73  																																								| (5720) all_0_23_23 = e0
% 55.77/22.73  																																								|
% 55.77/22.73  																																								| Simplifying 5720 yields:
% 55.77/22.73  																																								| (5721) all_0_23_23 = e0
% 55.77/22.73  																																								|
% 55.77/22.73  																																								| Combining equations (5711,4675) yields a new equation:
% 55.77/22.73  																																								| (5722) all_0_20_20 = e3
% 55.77/22.73  																																								|
% 55.77/22.73  																																								| Simplifying 5722 yields:
% 55.77/22.73  																																								| (4837) all_0_20_20 = e3
% 55.77/22.73  																																								|
% 55.77/22.73  																																								| Combining equations (5717,5718) yields a new equation:
% 55.77/22.73  																																								| (5724) all_0_33_33 = e4
% 55.77/22.73  																																								|
% 55.77/22.73  																																								| Simplifying 5724 yields:
% 55.77/22.73  																																								| (5725) all_0_33_33 = e4
% 55.77/22.73  																																								|
% 55.77/22.73  																																								| Combining equations (5715,1599) yields a new equation:
% 55.77/22.73  																																								| (5726) all_0_34_34 = e2
% 55.77/22.73  																																								|
% 55.77/22.73  																																								| Simplifying 5726 yields:
% 55.77/22.73  																																								| (5160) all_0_34_34 = e2
% 55.77/22.73  																																								|
% 55.77/22.73  																																								| Combining equations (5707,5708) yields a new equation:
% 55.77/22.73  																																								| (5728) all_0_31_31 = e0
% 55.77/22.73  																																								|
% 55.77/22.73  																																								| Simplifying 5728 yields:
% 55.77/22.73  																																								| (4836) all_0_31_31 = e0
% 55.77/22.73  																																								|
% 55.77/22.73  																																								| From (496) and (479) follows:
% 55.77/22.73  																																								| (41) op(e4, e4) = e1
% 55.77/22.73  																																								|
% 55.77/22.73  																																								| From (4836) and (4717) follows:
% 55.77/22.73  																																								| (3072) op(e4, e0) = e0
% 55.77/22.73  																																								|
% 55.77/22.73  																																								| From (5721) and (5694) follows:
% 55.77/22.73  																																								| (5573) op(e3, e3) = e0
% 55.77/22.73  																																								|
% 55.77/22.73  																																								| From (4837) and (4740) follows:
% 55.77/22.73  																																								| (4285) op(e3, e2) = e3
% 55.77/22.73  																																								|
% 55.77/22.73  																																								| From (686) and (1933) follows:
% 55.77/22.73  																																								| (5492) op(e3, e1) = e4
% 55.77/22.73  																																								|
% 55.77/22.73  																																								| From (5156) and (514) follows:
% 55.77/22.73  																																								| (3148) op(e2, e2) = e0
% 55.77/22.73  																																								|
% 55.77/22.73  																																								| From (5160) and (5145) follows:
% 55.77/22.73  																																								| (515) op(e1, e2) = e2
% 55.77/22.73  																																								|
% 55.77/22.73  																																								| From (5725) and (5595) follows:
% 55.77/22.73  																																								| (5692) op(e1, e0) = e4
% 55.77/22.73  																																								|
% 55.77/22.73  																																								| From (498) and (494) follows:
% 55.77/22.73  																																								| (283) op(e0, e4) = e3
% 55.77/22.73  																																								|
% 55.77/22.73  																																								+-Applying beta-rule and splitting (56), into two cases.
% 55.77/22.73  																																								|-Branch one:
% 55.77/22.73  																																								| (696) unit = e2
% 55.77/22.74  																																								|
% 55.77/22.74  																																									| From (696) and (32) follows:
% 55.77/22.74  																																									| (698) op(e2, e2) = e2
% 55.77/22.74  																																									|
% 55.77/22.74  																																									| From (696) and (28) follows:
% 55.77/22.74  																																									| (699) op(e1, e2) = e1
% 55.77/22.74  																																									|
% 55.77/22.74  																																									| Instantiating formula (29) with e2, e2, e2, e0 and discharging atoms op(e2, e2) = e2, op(e2, e2) = e0, yields:
% 55.77/22.74  																																									| (330) e2 = e0
% 55.77/22.74  																																									|
% 55.77/22.74  																																									| Instantiating formula (29) with e1, e2, e1, e2 and discharging atoms op(e1, e2) = e2, op(e1, e2) = e1, yields:
% 55.77/22.74  																																									| (617) e2 = e1
% 55.77/22.74  																																									|
% 55.77/22.74  																																									| Combining equations (330,617) yields a new equation:
% 55.77/22.74  																																									| (431) e1 = e0
% 55.77/22.74  																																									|
% 55.77/22.74  																																									| Equations (431) can reduce 233 to:
% 55.77/22.74  																																									| (266) $false
% 55.77/22.74  																																									|
% 55.77/22.74  																																									|-The branch is then unsatisfiable
% 55.77/22.74  																																								|-Branch two:
% 55.77/22.74  																																								| (707)  ~ (unit = e2)
% 55.77/22.74  																																								| (708) unit = e4 | unit = e3 | unit = e1 | unit = e0
% 55.77/22.74  																																								|
% 55.77/22.74  																																									+-Applying beta-rule and splitting (708), into two cases.
% 55.77/22.74  																																									|-Branch one:
% 55.77/22.74  																																									| (709) unit = e4
% 55.77/22.74  																																									|
% 55.77/22.74  																																										| From (709) and (227) follows:
% 55.77/22.74  																																										| (710) op(e4, e4) = e4
% 55.77/22.74  																																										|
% 55.77/22.74  																																										| From (709) and (40) follows:
% 55.77/22.74  																																										| (711) op(e3, e4) = e3
% 55.77/22.74  																																										|
% 55.77/22.74  																																										| From (709) and (32) follows:
% 55.77/22.74  																																										| (712) op(e2, e4) = e2
% 55.77/22.74  																																										|
% 55.77/22.74  																																										| From (709) and (42) follows:
% 55.77/22.74  																																										| (713) op(e0, e4) = e0
% 55.77/22.74  																																										|
% 55.77/22.74  																																										| Instantiating formula (29) with e4, e4, e4, e1 and discharging atoms op(e4, e4) = e4, op(e4, e4) = e1, yields:
% 55.77/22.74  																																										| (630) e4 = e1
% 55.77/22.74  																																										|
% 55.77/22.74  																																										| Instantiating formula (29) with e3, e4, e3, e2 and discharging atoms op(e3, e4) = e3, op(e3, e4) = e2, yields:
% 55.77/22.74  																																										| (662) e3 = e2
% 55.77/22.74  																																										|
% 55.77/22.74  																																										| Instantiating formula (29) with e2, e4, e2, e4 and discharging atoms op(e2, e4) = e4, op(e2, e4) = e2, yields:
% 55.77/22.74  																																										| (323) e4 = e2
% 55.77/22.74  																																										|
% 55.77/22.74  																																										| Instantiating formula (29) with e0, e4, e0, e3 and discharging atoms op(e0, e4) = e3, op(e0, e4) = e0, yields:
% 55.77/22.74  																																										| (676) e3 = e0
% 55.77/22.74  																																										|
% 55.77/22.74  																																										| Combining equations (323,630) yields a new equation:
% 55.77/22.74  																																										| (616) e2 = e1
% 55.77/22.74  																																										|
% 55.77/22.74  																																										| Simplifying 616 yields:
% 55.77/22.74  																																										| (617) e2 = e1
% 55.77/22.74  																																										|
% 55.77/22.74  																																										| Combining equations (662,676) yields a new equation:
% 55.77/22.74  																																										| (391) e2 = e0
% 55.77/22.74  																																										|
% 55.77/22.74  																																										| Simplifying 391 yields:
% 55.77/22.74  																																										| (330) e2 = e0
% 55.77/22.74  																																										|
% 55.77/22.74  																																										| Combining equations (330,617) yields a new equation:
% 55.77/22.74  																																										| (431) e1 = e0
% 55.77/22.74  																																										|
% 55.77/22.74  																																										| Equations (431) can reduce 233 to:
% 55.77/22.74  																																										| (266) $false
% 55.77/22.74  																																										|
% 55.77/22.74  																																										|-The branch is then unsatisfiable
% 55.77/22.74  																																									|-Branch two:
% 55.77/22.74  																																									| (724)  ~ (unit = e4)
% 55.77/22.74  																																									| (725) unit = e3 | unit = e1 | unit = e0
% 55.77/22.74  																																									|
% 55.77/22.74  																																										+-Applying beta-rule and splitting (725), into two cases.
% 55.77/22.74  																																										|-Branch one:
% 55.77/22.74  																																										| (726) unit = e0
% 55.77/22.74  																																										|
% 55.77/22.74  																																											| From (726) and (24) follows:
% 55.77/22.74  																																											| (2208) op(e0, e3) = e3
% 55.77/22.74  																																											|
% 55.77/22.74  																																											| From (726) and (227) follows:
% 55.77/22.74  																																											| (3205) op(e4, e0) = e4
% 55.77/22.74  																																											|
% 55.77/22.74  																																											| From (726) and (32) follows:
% 55.77/22.74  																																											| (727) op(e2, e0) = e2
% 55.77/22.74  																																											|
% 55.77/22.74  																																											| From (726) and (28) follows:
% 55.77/22.74  																																											| (2698) op(e1, e0) = e1
% 55.77/22.74  																																											|
% 55.77/22.74  																																											| Instantiating formula (29) with e4, e0, e4, e0 and discharging atoms op(e4, e0) = e4, op(e4, e0) = e0, yields:
% 55.77/22.74  																																											| (397) e4 = e0
% 55.77/22.74  																																											|
% 55.77/22.74  																																											| Instantiating formula (29) with e2, e0, e2, e3 and discharging atoms op(e2, e0) = e3, op(e2, e0) = e2, yields:
% 55.77/22.74  																																											| (662) e3 = e2
% 55.77/22.74  																																											|
% 55.77/22.74  																																											| Instantiating formula (29) with e1, e0, e1, e4 and discharging atoms op(e1, e0) = e4, op(e1, e0) = e1, yields:
% 55.77/22.74  																																											| (630) e4 = e1
% 55.77/22.74  																																											|
% 55.77/22.74  																																											| Instantiating formula (29) with e0, e3, e3, e4 and discharging atoms op(e0, e3) = e4, op(e0, e3) = e3, yields:
% 55.77/22.74  																																											| (425) e4 = e3
% 55.77/22.74  																																											|
% 55.77/22.74  																																											| Combining equations (630,425) yields a new equation:
% 55.77/22.74  																																											| (455) e3 = e1
% 55.77/22.74  																																											|
% 55.77/22.74  																																											| Combining equations (397,425) yields a new equation:
% 55.77/22.74  																																											| (676) e3 = e0
% 55.77/22.74  																																											|
% 55.77/22.74  																																											| Combining equations (676,662) yields a new equation:
% 55.77/22.74  																																											| (330) e2 = e0
% 55.77/22.74  																																											|
% 55.77/22.74  																																											| Combining equations (455,662) yields a new equation:
% 55.77/22.74  																																											| (617) e2 = e1
% 55.77/22.74  																																											|
% 55.77/22.74  																																											| Combining equations (330,617) yields a new equation:
% 55.77/22.74  																																											| (431) e1 = e0
% 55.77/22.74  																																											|
% 55.77/22.74  																																											| Equations (431) can reduce 233 to:
% 55.77/22.74  																																											| (266) $false
% 55.77/22.74  																																											|
% 55.77/22.74  																																											|-The branch is then unsatisfiable
% 55.77/22.74  																																										|-Branch two:
% 55.77/22.74  																																										| (734)  ~ (unit = e0)
% 55.77/22.74  																																										| (735) unit = e3 | unit = e1
% 55.77/22.74  																																										|
% 55.77/22.74  																																											+-Applying beta-rule and splitting (735), into two cases.
% 55.77/22.74  																																											|-Branch one:
% 55.77/22.74  																																											| (736) unit = e1
% 55.77/22.74  																																											|
% 55.77/22.74  																																												| From (736) and (209) follows:
% 55.77/22.74  																																												| (2715) op(e1, e0) = e0
% 55.77/22.74  																																												|
% 55.77/22.74  																																												| From (736) and (40) follows:
% 55.77/22.74  																																												| (1652) op(e3, e1) = e3
% 55.77/22.74  																																												|
% 55.77/22.74  																																												| Instantiating formula (29) with e3, e1, e3, e4 and discharging atoms op(e3, e1) = e4, op(e3, e1) = e3, yields:
% 55.77/22.74  																																												| (425) e4 = e3
% 55.77/22.74  																																												|
% 55.77/22.74  																																												| Instantiating formula (29) with e1, e0, e0, e4 and discharging atoms op(e1, e0) = e4, op(e1, e0) = e0, yields:
% 55.77/22.74  																																												| (397) e4 = e0
% 55.77/22.74  																																												|
% 55.77/22.74  																																												| Combining equations (397,425) yields a new equation:
% 55.77/22.74  																																												| (676) e3 = e0
% 55.77/22.74  																																												|
% 55.77/22.74  																																												| Equations (676) can reduce 80 to:
% 55.77/22.74  																																												| (266) $false
% 55.77/22.74  																																												|
% 55.77/22.74  																																												|-The branch is then unsatisfiable
% 55.77/22.74  																																											|-Branch two:
% 55.77/22.74  																																											| (748)  ~ (unit = e1)
% 55.77/22.74  																																											| (749) unit = e3
% 55.77/22.74  																																											|
% 55.77/22.74  																																												| From (749) and (15) follows:
% 55.77/22.74  																																												| (751) op(e3, e2) = e2
% 55.77/22.74  																																												|
% 55.77/22.74  																																												| From (749) and (40) follows:
% 55.77/22.74  																																												| (3715) op(e3, e3) = e3
% 55.77/22.74  																																												|
% 55.77/22.74  																																												| From (749) and (32) follows:
% 55.77/22.74  																																												| (5793) op(e2, e3) = e2
% 55.77/22.74  																																												|
% 55.77/22.74  																																												| Instantiating formula (29) with e3, e3, e3, e0 and discharging atoms op(e3, e3) = e3, op(e3, e3) = e0, yields:
% 55.77/22.74  																																												| (676) e3 = e0
% 55.77/22.74  																																												|
% 55.77/22.74  																																												| Instantiating formula (29) with e3, e2, e2, e3 and discharging atoms op(e3, e2) = e3, op(e3, e2) = e2, yields:
% 55.77/22.74  																																												| (662) e3 = e2
% 55.77/22.74  																																												|
% 55.77/22.74  																																												| Instantiating formula (29) with e2, e3, e2, e1 and discharging atoms op(e2, e3) = e2, op(e2, e3) = e1, yields:
% 55.77/22.74  																																												| (617) e2 = e1
% 55.77/22.74  																																												|
% 55.77/22.74  																																												| Combining equations (662,676) yields a new equation:
% 55.77/22.74  																																												| (391) e2 = e0
% 55.77/22.74  																																												|
% 55.77/22.74  																																												| Simplifying 391 yields:
% 55.77/22.74  																																												| (330) e2 = e0
% 55.77/22.74  																																												|
% 55.77/22.74  																																												| Combining equations (617,330) yields a new equation:
% 55.77/22.74  																																												| (546) e1 = e0
% 55.77/22.74  																																												|
% 55.77/22.74  																																												| Simplifying 546 yields:
% 55.77/22.74  																																												| (431) e1 = e0
% 55.77/22.74  																																												|
% 55.77/22.74  																																												| Equations (431) can reduce 233 to:
% 55.77/22.74  																																												| (266) $false
% 55.77/22.74  																																												|
% 55.77/22.74  																																												|-The branch is then unsatisfiable
% 55.77/22.74  																																						|-Branch two:
% 55.77/22.74  																																						| (411)  ~ (all_0_50_50 = e3)
% 55.77/22.74  																																						| (418) all_0_51_51 = e3 | all_0_53_53 = e3
% 55.77/22.74  																																						|
% 55.77/22.74  																																							+-Applying beta-rule and splitting (418), into two cases.
% 55.77/22.74  																																							|-Branch one:
% 55.77/22.74  																																							| (660) all_0_51_51 = e3
% 55.77/22.74  																																							|
% 55.77/22.74  																																								| Combining equations (504,660) yields a new equation:
% 55.77/22.74  																																								| (662) e3 = e2
% 55.77/22.74  																																								|
% 55.77/22.74  																																								| Equations (662) can reduce 212 to:
% 55.77/22.74  																																								| (266) $false
% 55.77/22.74  																																								|
% 55.77/22.74  																																								|-The branch is then unsatisfiable
% 55.77/22.74  																																							|-Branch two:
% 55.77/22.74  																																							| (664)  ~ (all_0_51_51 = e3)
% 55.77/22.74  																																							| (665) all_0_53_53 = e3
% 55.77/22.74  																																							|
% 55.77/22.74  																																								| Combining equations (1298,665) yields a new equation:
% 55.77/22.74  																																								| (424) e4 = e3
% 55.77/22.74  																																								|
% 55.77/22.74  																																								| Simplifying 424 yields:
% 55.77/22.74  																																								| (425) e4 = e3
% 55.77/22.74  																																								|
% 55.77/22.74  																																								| Equations (425) can reduce 188 to:
% 55.77/22.74  																																								| (266) $false
% 55.77/22.74  																																								|
% 55.77/22.74  																																								|-The branch is then unsatisfiable
% 55.77/22.74  																																					|-Branch two:
% 55.77/22.74  																																					| (1453)  ~ (all_0_53_53 = e4)
% 55.77/22.74  																																					| (1694) all_0_53_53 = e3 | all_0_53_53 = e1
% 55.77/22.74  																																					|
% 55.77/22.74  																																						+-Applying beta-rule and splitting (1694), into two cases.
% 55.77/22.74  																																						|-Branch one:
% 55.77/22.74  																																						| (1208) all_0_53_53 = e1
% 55.77/22.74  																																						|
% 55.77/22.74  																																							| Equations (1208) can reduce 1459 to:
% 55.77/22.74  																																							| (266) $false
% 55.77/22.74  																																							|
% 55.77/22.74  																																							|-The branch is then unsatisfiable
% 55.77/22.74  																																						|-Branch two:
% 55.77/22.74  																																						| (1459)  ~ (all_0_53_53 = e1)
% 55.77/22.74  																																						| (665) all_0_53_53 = e3
% 55.77/22.74  																																						|
% 55.77/22.74  																																							| Equations (665) can reduce 903 to:
% 55.77/22.74  																																							| (266) $false
% 55.77/22.74  																																							|
% 55.77/22.74  																																							|-The branch is then unsatisfiable
% 55.77/22.74  																																|-Branch two:
% 55.77/22.74  																																| (1099)  ~ (all_0_51_51 = e2)
% 55.77/22.74  																																| (833) all_0_56_56 = e2
% 55.77/22.74  																																|
% 55.77/22.74  																																	| Combining equations (833,1569) yields a new equation:
% 55.77/22.74  																																	| (616) e2 = e1
% 55.77/22.74  																																	|
% 55.77/22.74  																																	| Simplifying 616 yields:
% 55.77/22.74  																																	| (617) e2 = e1
% 55.77/22.74  																																	|
% 55.77/22.74  																																	| Equations (617) can reduce 122 to:
% 55.77/22.74  																																	| (266) $false
% 55.77/22.74  																																	|
% 55.77/22.74  																																	|-The branch is then unsatisfiable
% 55.77/22.74  																													|-Branch two:
% 55.77/22.74  																													| (639)  ~ (all_0_44_44 = e1)
% 55.77/22.74  																													| (640) all_0_49_49 = e1 | all_0_53_53 = e1 | all_0_58_58 = e1
% 55.77/22.74  																													|
% 55.77/22.74  																														+-Applying beta-rule and splitting (103), into two cases.
% 55.77/22.74  																														|-Branch one:
% 55.77/22.74  																														| (453) all_0_41_41 = e1
% 55.77/22.74  																														|
% 55.77/22.74  																															| Combining equations (794,453) yields a new equation:
% 55.77/22.74  																															| (431) e1 = e0
% 55.77/22.74  																															|
% 55.77/22.74  																															| Equations (431) can reduce 233 to:
% 55.77/22.74  																															| (266) $false
% 55.77/22.74  																															|
% 55.77/22.74  																															|-The branch is then unsatisfiable
% 55.77/22.74  																														|-Branch two:
% 55.77/22.74  																														| (457)  ~ (all_0_41_41 = e1)
% 55.77/22.74  																														| (458) all_0_42_42 = e1 | all_0_43_43 = e1 | all_0_44_44 = e1
% 55.77/22.74  																														|
% 55.77/22.74  																															+-Applying beta-rule and splitting (458), into two cases.
% 55.77/22.74  																															|-Branch one:
% 55.77/22.74  																															| (459) all_0_42_42 = e1
% 55.77/22.74  																															|
% 55.77/22.74  																																| Combining equations (516,459) yields a new equation:
% 55.77/22.74  																																| (454) e3 = e1
% 55.77/22.74  																																|
% 55.77/22.74  																																| Simplifying 454 yields:
% 55.77/22.74  																																| (455) e3 = e1
% 55.77/22.74  																																|
% 55.77/22.74  																																| Equations (455) can reduce 213 to:
% 55.77/22.74  																																| (266) $false
% 55.77/22.74  																																|
% 55.77/22.74  																																|-The branch is then unsatisfiable
% 55.77/22.74  																															|-Branch two:
% 55.77/22.74  																															| (1380)  ~ (all_0_42_42 = e1)
% 55.77/22.74  																															| (1381) all_0_43_43 = e1 | all_0_44_44 = e1
% 55.77/22.74  																															|
% 55.77/22.74  																																+-Applying beta-rule and splitting (1381), into two cases.
% 55.77/22.74  																																|-Branch one:
% 55.77/22.74  																																| (430) all_0_43_43 = e1
% 55.77/22.74  																																|
% 55.77/22.74  																																	| Combining equations (396,430) yields a new equation:
% 55.77/22.74  																																	| (636) e4 = e1
% 55.77/22.74  																																	|
% 55.77/22.74  																																	| Simplifying 636 yields:
% 55.77/22.74  																																	| (630) e4 = e1
% 55.77/22.74  																																	|
% 55.77/22.74  																																	| Equations (630) can reduce 110 to:
% 55.77/22.74  																																	| (266) $false
% 55.77/22.74  																																	|
% 55.77/22.74  																																	|-The branch is then unsatisfiable
% 55.77/22.74  																																|-Branch two:
% 55.77/22.74  																																| (433)  ~ (all_0_43_43 = e1)
% 55.77/22.74  																																| (635) all_0_44_44 = e1
% 55.77/22.74  																																|
% 55.77/22.74  																																	| Equations (635) can reduce 639 to:
% 55.77/22.74  																																	| (266) $false
% 55.77/22.74  																																	|
% 55.77/22.74  																																	|-The branch is then unsatisfiable
% 55.77/22.74  																												|-Branch two:
% 55.77/22.74  																												| (549)  ~ (all_0_46_46 = e1)
% 55.77/22.74  																												| (600) all_0_50_50 = e1 | all_0_55_55 = e1
% 55.77/22.74  																												|
% 55.77/22.74  																													+-Applying beta-rule and splitting (123), into two cases.
% 55.77/22.74  																													|-Branch one:
% 55.77/22.74  																													| (1794) all_0_46_46 = e2
% 55.77/22.74  																													|
% 55.77/22.74  																														| Equations (1794) can reduce 300 to:
% 55.77/22.74  																														| (266) $false
% 55.77/22.74  																														|
% 55.77/22.74  																														|-The branch is then unsatisfiable
% 55.77/22.74  																													|-Branch two:
% 55.77/22.74  																													| (300)  ~ (all_0_46_46 = e2)
% 55.77/22.74  																													| (1797) all_0_46_46 = e4 | all_0_46_46 = e3 | all_0_46_46 = e1 | all_0_46_46 = e0
% 55.77/22.74  																													|
% 55.77/22.74  																														+-Applying beta-rule and splitting (385), into two cases.
% 55.77/22.74  																														|-Branch one:
% 55.77/22.74  																														| (1105) all_0_47_47 = e2
% 55.77/22.74  																														|
% 55.77/22.74  																															| Combining equations (674,1105) yields a new equation:
% 55.77/22.74  																															| (330) e2 = e0
% 55.77/22.74  																															|
% 55.77/22.74  																															| Equations (330) can reduce 128 to:
% 55.77/22.74  																															| (266) $false
% 55.77/22.74  																															|
% 55.77/22.74  																															|-The branch is then unsatisfiable
% 55.77/22.74  																														|-Branch two:
% 55.77/22.74  																														| (338)  ~ (all_0_47_47 = e2)
% 55.77/22.74  																														| (1108) all_0_51_51 = e2 | all_0_56_56 = e2
% 55.77/22.74  																														|
% 55.77/22.74  																															+-Applying beta-rule and splitting (1797), into two cases.
% 55.77/22.74  																															|-Branch one:
% 55.77/22.74  																															| (770) all_0_46_46 = e4
% 55.77/22.74  																															|
% 55.77/22.74  																																| Equations (770) can reduce 250 to:
% 55.77/22.74  																																| (266) $false
% 55.77/22.74  																																|
% 55.77/22.74  																																|-The branch is then unsatisfiable
% 55.77/22.74  																															|-Branch two:
% 55.77/22.74  																															| (250)  ~ (all_0_46_46 = e4)
% 55.77/22.74  																															| (1801) all_0_46_46 = e3 | all_0_46_46 = e1 | all_0_46_46 = e0
% 55.77/22.74  																															|
% 55.77/22.74  																																+-Applying beta-rule and splitting (135), into two cases.
% 55.77/22.74  																																|-Branch one:
% 55.77/22.74  																																| (545) all_0_46_46 = e1
% 55.77/22.74  																																|
% 55.77/22.74  																																	| Equations (545) can reduce 549 to:
% 55.77/22.74  																																	| (266) $false
% 55.77/22.74  																																	|
% 55.77/22.74  																																	|-The branch is then unsatisfiable
% 55.77/22.74  																																|-Branch two:
% 55.77/22.74  																																| (549)  ~ (all_0_46_46 = e1)
% 55.77/22.74  																																| (550) all_0_47_47 = e1 | all_0_48_48 = e1 | all_0_49_49 = e1
% 55.77/22.74  																																|
% 55.77/22.74  																																	+-Applying beta-rule and splitting (1801), into two cases.
% 55.77/22.74  																																	|-Branch one:
% 55.77/22.74  																																	| (538) all_0_46_46 = e0
% 55.77/22.74  																																	|
% 55.77/22.74  																																		| Equations (538) can reduce 831 to:
% 55.77/22.74  																																		| (266) $false
% 55.77/22.74  																																		|
% 55.77/22.74  																																		|-The branch is then unsatisfiable
% 55.77/22.74  																																	|-Branch two:
% 55.77/22.74  																																	| (831)  ~ (all_0_46_46 = e0)
% 55.77/22.74  																																	| (1838) all_0_46_46 = e3 | all_0_46_46 = e1
% 55.77/22.74  																																	|
% 55.77/22.74  																																		+-Applying beta-rule and splitting (1108), into two cases.
% 55.77/22.74  																																		|-Branch one:
% 55.77/22.74  																																		| (504) all_0_51_51 = e2
% 55.77/22.74  																																		|
% 55.77/22.74  																																			| Equations (504) can reduce 475 to:
% 55.77/22.74  																																			| (327)  ~ (e4 = e2)
% 55.77/22.74  																																			|
% 55.77/22.74  																																			| Simplifying 327 yields:
% 55.77/22.74  																																			| (48)  ~ (e4 = e2)
% 55.77/22.74  																																			|
% 55.77/22.74  																																			+-Applying beta-rule and splitting (1838), into two cases.
% 55.77/22.74  																																			|-Branch one:
% 55.77/22.74  																																			| (545) all_0_46_46 = e1
% 55.77/22.74  																																			|
% 55.77/22.74  																																				| Equations (545) can reduce 549 to:
% 55.77/22.74  																																				| (266) $false
% 55.77/22.74  																																				|
% 55.77/22.74  																																				|-The branch is then unsatisfiable
% 55.77/22.74  																																			|-Branch two:
% 55.77/22.74  																																			| (549)  ~ (all_0_46_46 = e1)
% 55.77/22.74  																																			| (1557) all_0_46_46 = e3
% 55.77/22.74  																																			|
% 55.77/22.74  																																				| Equations (1557) can reduce 208 to:
% 55.77/22.74  																																				| (524)  ~ (all_0_49_49 = e3)
% 55.77/22.74  																																				|
% 55.77/22.74  																																				| Simplifying 524 yields:
% 55.77/22.74  																																				| (525)  ~ (all_0_49_49 = e3)
% 55.77/22.74  																																				|
% 55.77/22.74  																																				| Equations (1557) can reduce 250 to:
% 55.77/22.74  																																				| (277)  ~ (e4 = e3)
% 55.77/22.74  																																				|
% 55.77/22.74  																																				| Simplifying 277 yields:
% 55.77/22.74  																																				| (188)  ~ (e4 = e3)
% 55.77/22.74  																																				|
% 55.77/22.74  																																				| Equations (1557) can reduce 300 to:
% 55.77/22.74  																																				| (212)  ~ (e3 = e2)
% 55.77/22.74  																																				|
% 55.77/22.74  																																				+-Applying beta-rule and splitting (189), into two cases.
% 55.77/22.74  																																				|-Branch one:
% 55.77/22.74  																																				| (532) all_0_44_44 = e3
% 55.77/22.74  																																				|
% 55.77/22.74  																																					| Equations (532) can reduce 407 to:
% 55.77/22.74  																																					| (266) $false
% 55.77/22.74  																																					|
% 55.77/22.74  																																					|-The branch is then unsatisfiable
% 55.77/22.74  																																				|-Branch two:
% 55.77/22.74  																																				| (407)  ~ (all_0_44_44 = e3)
% 55.77/22.74  																																				| (537) all_0_49_49 = e3 | all_0_53_53 = e3 | all_0_58_58 = e3
% 55.77/22.74  																																				|
% 55.77/22.74  																																					+-Applying beta-rule and splitting (537), into two cases.
% 55.77/22.74  																																					|-Branch one:
% 55.77/22.74  																																					| (884) all_0_49_49 = e3
% 55.77/22.74  																																					|
% 55.77/22.74  																																						| Equations (884) can reduce 525 to:
% 55.77/22.74  																																						| (266) $false
% 55.77/22.74  																																						|
% 55.77/22.74  																																						|-The branch is then unsatisfiable
% 55.77/22.74  																																					|-Branch two:
% 55.77/22.74  																																					| (525)  ~ (all_0_49_49 = e3)
% 55.77/22.74  																																					| (887) all_0_53_53 = e3 | all_0_58_58 = e3
% 55.77/22.74  																																					|
% 55.77/22.74  																																						+-Applying beta-rule and splitting (887), into two cases.
% 55.77/22.74  																																						|-Branch one:
% 55.77/22.74  																																						| (665) all_0_53_53 = e3
% 55.77/22.74  																																						|
% 55.77/22.74  																																							+-Applying beta-rule and splitting (1071), into two cases.
% 55.77/22.74  																																							|-Branch one:
% 55.77/22.74  																																							| (1101) all_0_51_51 = e4
% 55.77/22.74  																																							|
% 55.77/22.74  																																								| Combining equations (1101,504) yields a new equation:
% 55.77/22.74  																																								| (322) e4 = e2
% 55.77/22.74  																																								|
% 55.77/22.74  																																								| Simplifying 322 yields:
% 55.77/22.74  																																								| (323) e4 = e2
% 55.77/22.74  																																								|
% 55.77/22.74  																																								| Equations (323) can reduce 48 to:
% 55.77/22.74  																																								| (266) $false
% 55.77/22.74  																																								|
% 55.77/22.74  																																								|-The branch is then unsatisfiable
% 55.77/22.74  																																							|-Branch two:
% 55.77/22.74  																																							| (475)  ~ (all_0_51_51 = e4)
% 55.77/22.74  																																							| (1294) all_0_52_52 = e4 | all_0_53_53 = e4
% 55.77/22.74  																																							|
% 55.77/22.74  																																								+-Applying beta-rule and splitting (1294), into two cases.
% 55.77/22.74  																																								|-Branch one:
% 55.77/22.74  																																								| (565) all_0_52_52 = e4
% 55.77/22.74  																																								|
% 55.77/22.74  																																									| Combining equations (565,642) yields a new equation:
% 55.77/22.74  																																									| (636) e4 = e1
% 55.77/22.74  																																									|
% 55.77/22.74  																																									| Simplifying 636 yields:
% 55.77/22.74  																																									| (630) e4 = e1
% 55.77/22.74  																																									|
% 55.77/22.74  																																									| Equations (630) can reduce 110 to:
% 55.77/22.74  																																									| (266) $false
% 55.77/22.74  																																									|
% 55.77/22.74  																																									|-The branch is then unsatisfiable
% 55.77/22.74  																																								|-Branch two:
% 55.77/22.74  																																								| (780)  ~ (all_0_52_52 = e4)
% 55.77/22.74  																																								| (1298) all_0_53_53 = e4
% 55.77/22.74  																																								|
% 55.77/22.74  																																									| Combining equations (1298,665) yields a new equation:
% 55.77/22.74  																																									| (424) e4 = e3
% 55.77/22.74  																																									|
% 55.77/22.74  																																									| Simplifying 424 yields:
% 55.77/22.74  																																									| (425) e4 = e3
% 55.77/22.74  																																									|
% 55.77/22.74  																																									| Equations (425) can reduce 188 to:
% 55.77/22.74  																																									| (266) $false
% 55.77/22.74  																																									|
% 55.77/22.74  																																									|-The branch is then unsatisfiable
% 55.77/22.74  																																						|-Branch two:
% 55.77/22.74  																																						| (903)  ~ (all_0_53_53 = e3)
% 55.77/22.74  																																						| (795) all_0_58_58 = e3
% 55.77/22.74  																																						|
% 55.77/22.74  																																							| Combining equations (624,795) yields a new equation:
% 55.77/22.74  																																							| (662) e3 = e2
% 55.77/22.74  																																							|
% 55.77/22.74  																																							| Equations (662) can reduce 212 to:
% 55.77/22.74  																																							| (266) $false
% 55.77/22.74  																																							|
% 55.77/22.74  																																							|-The branch is then unsatisfiable
% 55.77/22.74  																																		|-Branch two:
% 55.77/22.74  																																		| (1099)  ~ (all_0_51_51 = e2)
% 55.77/22.74  																																		| (833) all_0_56_56 = e2
% 55.77/22.74  																																		|
% 55.77/22.74  																																			| Combining equations (833,1569) yields a new equation:
% 55.77/22.74  																																			| (616) e2 = e1
% 55.77/22.74  																																			|
% 55.77/22.74  																																			| Simplifying 616 yields:
% 55.77/22.74  																																			| (617) e2 = e1
% 55.77/22.74  																																			|
% 55.77/22.74  																																			| Equations (617) can reduce 122 to:
% 55.77/22.74  																																			| (266) $false
% 55.77/22.74  																																			|
% 55.77/22.74  																																			|-The branch is then unsatisfiable
% 55.77/22.75  																					|-Branch two:
% 55.77/22.75  																					| (466)  ~ (all_0_56_56 = e1)
% 55.77/22.75  																					| (1574) all_0_57_57 = e1 | all_0_58_58 = e1
% 55.77/22.75  																					|
% 55.77/22.75  																						+-Applying beta-rule and splitting (1574), into two cases.
% 55.77/22.75  																						|-Branch one:
% 55.77/22.75  																						| (647) all_0_57_57 = e1
% 55.77/22.75  																						|
% 55.77/22.75  																							| Combining equations (647,875) yields a new equation:
% 55.77/22.75  																							| (546) e1 = e0
% 55.77/22.75  																							|
% 55.77/22.75  																							| Simplifying 546 yields:
% 55.77/22.75  																							| (431) e1 = e0
% 55.77/22.75  																							|
% 55.77/22.75  																							| Equations (431) can reduce 233 to:
% 55.77/22.75  																							| (266) $false
% 55.77/22.75  																							|
% 55.77/22.75  																							|-The branch is then unsatisfiable
% 55.77/22.75  																						|-Branch two:
% 55.77/22.75  																						| (1670)  ~ (all_0_57_57 = e1)
% 55.77/22.75  																						| (918) all_0_58_58 = e1
% 55.77/22.75  																						|
% 55.77/22.75  																							| Combining equations (624,918) yields a new equation:
% 55.77/22.75  																							| (616) e2 = e1
% 55.77/22.75  																							|
% 55.77/22.75  																							| Simplifying 616 yields:
% 55.77/22.75  																							| (617) e2 = e1
% 55.77/22.75  																							|
% 55.77/22.75  																							| Equations (617) can reduce 122 to:
% 55.77/22.75  																							| (266) $false
% 55.77/22.75  																							|
% 55.77/22.75  																							|-The branch is then unsatisfiable
% 55.77/22.75  																			|-Branch two:
% 55.77/22.75  																			| (763)  ~ (all_0_55_55 = e4)
% 55.77/22.75  																			| (764) all_0_56_56 = e4 | all_0_57_57 = e4 | all_0_58_58 = e4
% 55.77/22.75  																			|
% 55.77/22.75  																				+-Applying beta-rule and splitting (764), into two cases.
% 55.77/22.75  																				|-Branch one:
% 55.77/22.75  																				| (842) all_0_56_56 = e4
% 55.77/22.75  																				|
% 55.77/22.75  																					| Equations (842) can reduce 477 to:
% 55.77/22.75  																					| (266) $false
% 55.77/22.75  																					|
% 55.77/22.75  																					|-The branch is then unsatisfiable
% 55.77/22.75  																				|-Branch two:
% 55.77/22.75  																				| (477)  ~ (all_0_56_56 = e4)
% 55.77/22.75  																				| (935) all_0_57_57 = e4 | all_0_58_58 = e4
% 55.77/22.75  																				|
% 55.77/22.75  																					+-Applying beta-rule and splitting (935), into two cases.
% 55.77/22.75  																					|-Branch one:
% 55.77/22.75  																					| (871) all_0_57_57 = e4
% 55.77/22.75  																					|
% 55.77/22.75  																						| Combining equations (871,875) yields a new equation:
% 55.77/22.75  																						| (481) e4 = e0
% 55.77/22.75  																						|
% 55.77/22.75  																						| Simplifying 481 yields:
% 55.77/22.75  																						| (397) e4 = e0
% 55.77/22.75  																						|
% 55.77/22.75  																						| Equations (397) can reduce 49 to:
% 55.77/22.75  																						| (266) $false
% 55.77/22.75  																						|
% 55.77/22.75  																						|-The branch is then unsatisfiable
% 55.77/22.75  																					|-Branch two:
% 55.77/22.75  																					| (839)  ~ (all_0_57_57 = e4)
% 55.77/22.75  																					| (910) all_0_58_58 = e4
% 55.77/22.75  																					|
% 55.77/22.75  																						| Combining equations (624,910) yields a new equation:
% 55.77/22.75  																						| (323) e4 = e2
% 55.77/22.75  																						|
% 55.77/22.75  																						| Equations (323) can reduce 48 to:
% 55.77/22.75  																						| (266) $false
% 55.77/22.75  																						|
% 55.77/22.75  																						|-The branch is then unsatisfiable
% 55.77/22.75  																		|-Branch two:
% 55.77/22.75  																		| (357)  ~ (all_0_41_41 = e0)
% 55.77/22.75  																		| (895) all_0_46_46 = e0 | all_0_55_55 = e0
% 55.77/22.75  																		|
% 55.77/22.75  																			+-Applying beta-rule and splitting (895), into two cases.
% 55.77/22.75  																			|-Branch one:
% 55.77/22.75  																			| (538) all_0_46_46 = e0
% 55.77/22.75  																			|
% 55.77/22.75  																				| Equations (538) can reduce 831 to:
% 55.77/22.75  																				| (266) $false
% 55.77/22.75  																				|
% 55.77/22.75  																				|-The branch is then unsatisfiable
% 55.77/22.75  																			|-Branch two:
% 55.77/22.75  																			| (831)  ~ (all_0_46_46 = e0)
% 55.77/22.75  																			| (858) all_0_55_55 = e0
% 55.77/22.75  																			|
% 55.77/22.75  																				| Equations (858) can reduce 803 to:
% 55.77/22.75  																				| (266) $false
% 55.77/22.75  																				|
% 55.77/22.75  																				|-The branch is then unsatisfiable
% 55.77/22.75  															|-Branch two:
% 55.77/22.75  															| (1377)  ~ (all_0_39_39 = e4)
% 55.77/22.75  															| (480) all_0_39_39 = e0
% 55.77/22.75  															|
% 55.77/22.75  																| Equations (480) can reduce 484 to:
% 55.77/22.75  																| (266) $false
% 55.77/22.75  																|
% 55.77/22.75  																|-The branch is then unsatisfiable
% 55.77/22.75  											|-Branch two:
% 55.77/22.75  											| (399)  ~ (all_0_43_43 = e4)
% 55.77/22.75  											| (6374) all_0_43_43 = e1 | all_0_43_43 = e0
% 55.77/22.75  											|
% 55.77/22.75  												+-Applying beta-rule and splitting (6374), into two cases.
% 55.77/22.75  												|-Branch one:
% 55.77/22.75  												| (356) all_0_43_43 = e0
% 55.77/22.75  												|
% 55.77/22.75  													| Equations (356) can reduce 5470 to:
% 55.77/22.75  													| (266) $false
% 55.77/22.75  													|
% 55.77/22.75  													|-The branch is then unsatisfiable
% 55.77/22.75  												|-Branch two:
% 55.77/22.75  												| (5470)  ~ (all_0_43_43 = e0)
% 55.77/22.75  												| (430) all_0_43_43 = e1
% 55.77/22.75  												|
% 55.77/22.75  													| Equations (430) can reduce 31 to:
% 55.77/22.75  													| (457)  ~ (all_0_41_41 = e1)
% 55.77/22.75  													|
% 55.77/22.75  													| Equations (430) can reduce 240 to:
% 55.77/22.75  													| (1380)  ~ (all_0_42_42 = e1)
% 55.77/22.75  													|
% 55.77/22.75  													| Equations (430) can reduce 159 to:
% 55.77/22.75  													| (4057)  ~ (all_0_44_44 = e1)
% 55.77/22.75  													|
% 55.77/22.75  													| Simplifying 4057 yields:
% 55.77/22.75  													| (639)  ~ (all_0_44_44 = e1)
% 55.77/22.75  													|
% 55.77/22.75  													| Equations (430) can reduce 217 to:
% 55.77/22.75  													| (3533)  ~ (all_0_52_52 = e1)
% 55.77/22.75  													|
% 55.77/22.75  													| Simplifying 3533 yields:
% 55.77/22.75  													| (646)  ~ (all_0_52_52 = e1)
% 55.77/22.75  													|
% 55.77/22.75  													| From (430) and (88) follows:
% 55.77/22.75  													| (6385) op(e1, e3) = all_0_9_9
% 55.77/22.75  													|
% 55.77/22.75  													| From (430) and (98) follows:
% 55.77/22.75  													| (6386) op(e1, e1) = all_0_10_10
% 55.77/22.75  													|
% 55.77/22.75  													+-Applying beta-rule and splitting (355), into two cases.
% 55.77/22.75  													|-Branch one:
% 55.77/22.75  													| (565) all_0_52_52 = e4
% 55.77/22.75  													|
% 55.77/22.75  														| Equations (565) can reduce 101 to:
% 55.77/22.75  														| (566)  ~ (all_0_50_50 = e4)
% 55.77/22.75  														|
% 55.77/22.75  														| Equations (565) can reduce 20 to:
% 55.77/22.75  														| (475)  ~ (all_0_51_51 = e4)
% 55.77/22.75  														|
% 55.77/22.75  														| Equations (565) can reduce 46 to:
% 55.77/22.75  														| (1452)  ~ (all_0_53_53 = e4)
% 55.77/22.75  														|
% 55.77/22.75  														| Simplifying 1452 yields:
% 55.77/22.75  														| (1453)  ~ (all_0_53_53 = e4)
% 55.77/22.75  														|
% 55.77/22.75  														| From (565) and (124) follows:
% 55.77/22.75  														| (570) op(e1, e1) = e4
% 55.77/22.75  														|
% 55.77/22.75  														| Instantiating formula (29) with e1, e3, all_0_9_9, all_0_50_50 and discharging atoms op(e1, e3) = all_0_9_9, op(e1, e3) = all_0_50_50, yields:
% 55.77/22.75  														| (6393) all_0_9_9 = all_0_50_50
% 55.77/22.75  														|
% 55.77/22.75  														| Instantiating formula (29) with e1, e1, e4, all_0_10_10 and discharging atoms op(e1, e1) = all_0_10_10, op(e1, e1) = e4, yields:
% 55.77/22.75  														| (6394) all_0_10_10 = e4
% 55.77/22.75  														|
% 55.77/22.75  														| From (6393) and (6385) follows:
% 55.77/22.75  														| (242) op(e1, e3) = all_0_50_50
% 55.77/22.75  														|
% 55.77/22.75  														| From (6394) and (6386) follows:
% 55.77/22.75  														| (570) op(e1, e1) = e4
% 55.77/22.75  														|
% 55.77/22.75  														+-Applying beta-rule and splitting (158), into two cases.
% 55.77/22.75  														|-Branch one:
% 55.77/22.75  														| (313) all_0_40_40 = e2
% 55.77/22.75  														|
% 55.77/22.75  															| Equations (313) can reduce 296 to:
% 55.77/22.75  															| (266) $false
% 55.77/22.75  															|
% 55.77/22.75  															|-The branch is then unsatisfiable
% 55.77/22.75  														|-Branch two:
% 55.77/22.75  														| (296)  ~ (all_0_40_40 = e2)
% 55.77/22.75  														| (377) all_0_49_49 = e2 | all_0_53_53 = e2 | all_0_58_58 = e2
% 55.77/22.75  														|
% 55.77/22.75  															+-Applying beta-rule and splitting (95), into two cases.
% 55.77/22.75  															|-Branch one:
% 55.77/22.75  															| (378) all_0_50_50 = e2
% 55.77/22.75  															|
% 55.77/22.75  																| Equations (378) can reduce 302 to:
% 55.77/22.75  																| (266) $false
% 55.77/22.75  																|
% 55.77/22.75  																|-The branch is then unsatisfiable
% 55.77/22.75  															|-Branch two:
% 55.77/22.75  															| (302)  ~ (all_0_50_50 = e2)
% 55.77/22.75  															| (381) all_0_51_51 = e2 | all_0_52_52 = e2 | all_0_53_53 = e2
% 55.77/22.75  															|
% 55.77/22.75  																+-Applying beta-rule and splitting (47), into two cases.
% 55.77/22.75  																|-Branch one:
% 55.77/22.75  																| (317) all_0_39_39 = e2
% 55.77/22.75  																|
% 55.77/22.75  																	| Equations (317) can reduce 294 to:
% 55.77/22.75  																	| (266) $false
% 55.77/22.75  																	|
% 55.77/22.75  																	|-The branch is then unsatisfiable
% 55.77/22.75  																|-Branch two:
% 55.77/22.75  																| (294)  ~ (all_0_39_39 = e2)
% 55.77/22.75  																| (385) all_0_47_47 = e2 | all_0_51_51 = e2 | all_0_56_56 = e2
% 55.77/22.75  																|
% 55.77/22.75  																	+-Applying beta-rule and splitting (222), into two cases.
% 55.77/22.75  																	|-Branch one:
% 55.77/22.75  																	| (386) all_0_55_55 = e2
% 55.77/22.75  																	|
% 55.77/22.75  																		| Equations (386) can reduce 304 to:
% 55.77/22.75  																		| (266) $false
% 55.77/22.75  																		|
% 55.77/22.75  																		|-The branch is then unsatisfiable
% 55.77/22.75  																	|-Branch two:
% 55.77/22.75  																	| (304)  ~ (all_0_55_55 = e2)
% 55.77/22.75  																	| (389) all_0_56_56 = e2 | all_0_57_57 = e2 | all_0_58_58 = e2
% 55.77/22.75  																	|
% 55.77/22.75  																		+-Applying beta-rule and splitting (243), into two cases.
% 55.77/22.75  																		|-Branch one:
% 55.77/22.75  																		| (329) all_0_38_38 = e0
% 55.77/22.75  																		|
% 55.77/22.75  																			| Combining equations (292,329) yields a new equation:
% 55.77/22.75  																			| (391) e2 = e0
% 55.77/22.75  																			|
% 55.77/22.75  																			| Simplifying 391 yields:
% 55.77/22.75  																			| (330) e2 = e0
% 55.77/22.75  																			|
% 55.77/22.75  																			| Equations (330) can reduce 128 to:
% 55.77/22.75  																			| (266) $false
% 55.77/22.75  																			|
% 55.77/22.75  																			|-The branch is then unsatisfiable
% 55.77/22.75  																		|-Branch two:
% 55.77/22.75  																		| (332)  ~ (all_0_38_38 = e0)
% 55.77/22.75  																		| (395) all_0_41_41 = e0 | all_0_46_46 = e0 | all_0_55_55 = e0
% 55.77/22.75  																		|
% 55.77/22.75  																			+-Applying beta-rule and splitting (241), into two cases.
% 55.77/22.75  																			|-Branch one:
% 55.77/22.75  																			| (378) all_0_50_50 = e2
% 55.77/22.75  																			|
% 55.77/22.75  																				| Equations (378) can reduce 302 to:
% 55.77/22.75  																				| (266) $false
% 55.77/22.75  																				|
% 55.77/22.75  																				|-The branch is then unsatisfiable
% 55.77/22.75  																			|-Branch two:
% 55.77/22.75  																			| (302)  ~ (all_0_50_50 = e2)
% 55.77/22.75  																			| (422) all_0_50_50 = e4 | all_0_50_50 = e3 | all_0_50_50 = e1
% 55.77/22.75  																			|
% 55.77/22.75  																				+-Applying beta-rule and splitting (168), into two cases.
% 55.77/22.75  																				|-Branch one:
% 55.77/22.75  																				| (415) all_0_50_50 = e3
% 55.77/22.75  																				|
% 55.77/22.75  																					| Equations (415) can reduce 221 to:
% 55.77/22.75  																					| (1898)  ~ (all_0_41_41 = e3)
% 55.77/22.75  																					|
% 55.77/22.75  																					| Equations (415) can reduce 35 to:
% 55.77/22.75  																					| (409)  ~ (all_0_46_46 = e3)
% 55.77/22.75  																					|
% 55.77/22.75  																					| Equations (415) can reduce 59 to:
% 55.77/22.75  																					| (1925)  ~ (all_0_51_51 = e3)
% 55.77/22.75  																					|
% 55.77/22.75  																					| Simplifying 1925 yields:
% 55.77/22.75  																					| (664)  ~ (all_0_51_51 = e3)
% 55.77/22.75  																					|
% 55.77/22.75  																					| Equations (415) can reduce 190 to:
% 55.77/22.75  																					| (1114)  ~ (all_0_53_53 = e3)
% 55.77/22.75  																					|
% 55.77/22.75  																					| Simplifying 1114 yields:
% 55.77/22.75  																					| (903)  ~ (all_0_53_53 = e3)
% 55.77/22.75  																					|
% 55.77/22.75  																					| Equations (415) can reduce 93 to:
% 55.77/22.75  																					| (269)  ~ (all_0_55_55 = e3)
% 55.77/22.75  																					|
% 55.77/22.75  																					| Simplifying 269 yields:
% 55.77/22.75  																					| (270)  ~ (all_0_55_55 = e3)
% 55.77/22.75  																					|
% 55.77/22.75  																					| Equations (415) can reduce 121 to:
% 55.77/22.75  																					| (80)  ~ (e3 = e0)
% 55.77/22.75  																					|
% 55.77/22.75  																					| From (415) and (8) follows:
% 55.77/22.75  																					| (5694) op(e3, e3) = all_0_23_23
% 55.77/22.75  																					|
% 55.77/22.75  																					| From (415) and (242) follows:
% 55.77/22.75  																					| (1934) op(e1, e3) = e3
% 55.77/22.75  																					|
% 55.77/22.75  																					| Instantiating formula (29) with e3, e3, all_0_23_23, all_0_41_41 and discharging atoms op(e3, e3) = all_0_23_23, op(e3, e3) = all_0_41_41, yields:
% 55.77/22.75  																					| (6435) all_0_23_23 = all_0_41_41
% 55.77/22.75  																					|
% 55.77/22.75  																					| From (6435) and (5694) follows:
% 55.77/22.75  																					| (219) op(e3, e3) = all_0_41_41
% 55.77/22.75  																					|
% 55.77/22.75  																					+-Applying beta-rule and splitting (113), into two cases.
% 55.77/22.75  																					|-Branch one:
% 55.77/22.75  																					| (403) all_0_41_41 = e3
% 55.77/22.75  																					|
% 55.77/22.75  																						| Equations (403) can reduce 1898 to:
% 55.77/22.75  																						| (266) $false
% 55.77/22.75  																						|
% 55.77/22.75  																						|-The branch is then unsatisfiable
% 55.77/22.75  																					|-Branch two:
% 55.77/22.75  																					| (1898)  ~ (all_0_41_41 = e3)
% 55.77/22.75  																					| (1899) all_0_42_42 = e3 | all_0_44_44 = e3
% 55.77/22.75  																					|
% 55.77/22.75  																						+-Applying beta-rule and splitting (7), into two cases.
% 55.77/22.75  																						|-Branch one:
% 55.77/22.75  																						| (504) all_0_51_51 = e2
% 55.77/22.75  																						|
% 55.77/22.75  																							| Equations (504) can reduce 139 to:
% 55.77/22.75  																							| (294)  ~ (all_0_39_39 = e2)
% 55.77/22.75  																							|
% 55.77/22.75  																							| Equations (504) can reduce 61 to:
% 55.77/22.75  																							| (51)  ~ (all_0_42_42 = e2)
% 55.77/22.75  																							|
% 55.77/22.75  																							| Equations (504) can reduce 224 to:
% 55.77/22.75  																							| (338)  ~ (all_0_47_47 = e2)
% 55.77/22.75  																							|
% 55.77/22.75  																							| Equations (504) can reduce 6 to:
% 55.77/22.75  																							| (508)  ~ (all_0_53_53 = e2)
% 55.77/22.75  																							|
% 55.77/22.75  																							| Simplifying 508 yields:
% 55.77/22.75  																							| (509)  ~ (all_0_53_53 = e2)
% 55.77/22.75  																							|
% 55.77/22.75  																							| From (504) and (177) follows:
% 55.77/22.75  																							| (514) op(e2, e2) = all_0_25_25
% 55.77/22.75  																							|
% 55.77/22.75  																							| From (504) and (186) follows:
% 55.77/22.75  																							| (515) op(e1, e2) = e2
% 55.77/22.75  																							|
% 55.77/22.75  																							+-Applying beta-rule and splitting (196), into two cases.
% 55.77/22.75  																							|-Branch one:
% 55.77/22.75  																							| (607) all_0_53_53 = e2
% 55.77/22.75  																							|
% 55.77/22.75  																								| Equations (607) can reduce 509 to:
% 55.77/22.75  																								| (266) $false
% 55.77/22.75  																								|
% 55.77/22.75  																								|-The branch is then unsatisfiable
% 55.77/22.75  																							|-Branch two:
% 55.77/22.75  																							| (509)  ~ (all_0_53_53 = e2)
% 55.77/22.75  																							| (610) all_0_53_53 = e4 | all_0_53_53 = e3 | all_0_53_53 = e1
% 55.77/22.75  																							|
% 55.77/22.75  																								+-Applying beta-rule and splitting (377), into two cases.
% 55.77/22.75  																								|-Branch one:
% 55.77/22.75  																								| (583) all_0_49_49 = e2
% 55.77/22.75  																								|
% 55.77/22.75  																									| Equations (583) can reduce 340 to:
% 55.77/22.75  																									| (266) $false
% 55.77/22.75  																									|
% 55.77/22.75  																									|-The branch is then unsatisfiable
% 55.77/22.75  																								|-Branch two:
% 55.77/22.75  																								| (340)  ~ (all_0_49_49 = e2)
% 55.77/22.75  																								| (614) all_0_53_53 = e2 | all_0_58_58 = e2
% 55.77/22.75  																								|
% 55.77/22.75  																									+-Applying beta-rule and splitting (610), into two cases.
% 55.77/22.75  																									|-Branch one:
% 55.77/22.75  																									| (1298) all_0_53_53 = e4
% 55.77/22.75  																									|
% 55.77/22.75  																										| Equations (1298) can reduce 1453 to:
% 55.77/22.75  																										| (266) $false
% 55.77/22.75  																										|
% 55.77/22.75  																										|-The branch is then unsatisfiable
% 55.77/22.75  																									|-Branch two:
% 55.77/22.75  																									| (1453)  ~ (all_0_53_53 = e4)
% 55.77/22.75  																									| (1694) all_0_53_53 = e3 | all_0_53_53 = e1
% 55.77/22.75  																									|
% 55.77/22.75  																										+-Applying beta-rule and splitting (614), into two cases.
% 55.77/22.75  																										|-Branch one:
% 55.77/22.75  																										| (607) all_0_53_53 = e2
% 55.77/22.75  																										|
% 55.77/22.75  																											| Equations (607) can reduce 509 to:
% 55.77/22.75  																											| (266) $false
% 55.77/22.75  																											|
% 55.77/22.75  																											|-The branch is then unsatisfiable
% 55.77/22.75  																										|-Branch two:
% 55.77/22.75  																										| (509)  ~ (all_0_53_53 = e2)
% 55.77/22.75  																										| (624) all_0_58_58 = e2
% 55.77/22.75  																										|
% 55.77/22.75  																											| Equations (624) can reduce 178 to:
% 55.77/22.75  																											| (296)  ~ (all_0_40_40 = e2)
% 55.77/22.75  																											|
% 55.77/22.75  																											| Equations (624) can reduce 119 to:
% 55.77/22.75  																											| (340)  ~ (all_0_49_49 = e2)
% 55.77/22.75  																											|
% 55.77/22.75  																											| Equations (624) can reduce 10 to:
% 55.77/22.75  																											| (509)  ~ (all_0_53_53 = e2)
% 55.77/22.75  																											|
% 55.77/22.75  																											| Equations (624) can reduce 3 to:
% 55.77/22.75  																											| (304)  ~ (all_0_55_55 = e2)
% 55.77/22.75  																											|
% 55.77/22.75  																											| Equations (624) can reduce 44 to:
% 55.77/22.75  																											| (511)  ~ (all_0_56_56 = e2)
% 55.77/22.75  																											|
% 55.77/22.75  																											| Equations (624) can reduce 276 to:
% 55.77/22.75  																											| (626)  ~ (e3 = e2)
% 55.77/22.75  																											|
% 55.77/22.75  																											| Simplifying 626 yields:
% 55.77/22.75  																											| (212)  ~ (e3 = e2)
% 55.77/22.75  																											|
% 55.77/22.75  																											| Equations (624) can reduce 491 to:
% 55.77/22.75  																											| (128)  ~ (e2 = e0)
% 55.77/22.75  																											|
% 55.77/22.75  																											| From (624) and (245) follows:
% 55.77/22.75  																											| (628) op(e0, e0) = e2
% 55.77/22.75  																											|
% 55.77/22.75  																											+-Applying beta-rule and splitting (1694), into two cases.
% 55.77/22.75  																											|-Branch one:
% 55.77/22.75  																											| (1208) all_0_53_53 = e1
% 55.77/22.75  																											|
% 55.77/22.75  																												| Equations (1208) can reduce 162 to:
% 55.77/22.75  																												| (132)  ~ (all_0_40_40 = e1)
% 55.77/22.75  																												|
% 55.77/22.75  																												| Equations (1208) can reduce 220 to:
% 55.77/22.75  																												| (639)  ~ (all_0_44_44 = e1)
% 55.77/22.75  																												|
% 55.77/22.75  																												| Equations (1208) can reduce 65 to:
% 55.77/22.75  																												| (1064)  ~ (all_0_49_49 = e1)
% 55.77/22.76  																												|
% 55.77/22.76  																												| Equations (1208) can reduce 509 to:
% 55.77/22.76  																												| (604)  ~ (e2 = e1)
% 55.77/22.76  																												|
% 55.77/22.76  																												| Simplifying 604 yields:
% 55.77/22.76  																												| (122)  ~ (e2 = e1)
% 55.77/22.76  																												|
% 55.77/22.76  																												| Equations (1208) can reduce 247 to:
% 55.77/22.76  																												| (233)  ~ (e1 = e0)
% 55.77/22.76  																												|
% 55.77/22.76  																												| From (1208) and (92) follows:
% 55.77/22.76  																												| (2152) op(e1, e1) = all_0_27_27
% 55.77/22.76  																												|
% 55.77/22.76  																												| Instantiating formula (29) with e2, e2, all_0_25_25, all_0_47_47 and discharging atoms op(e2, e2) = all_0_25_25, op(e2, e2) = all_0_47_47, yields:
% 55.77/22.76  																												| (6482) all_0_25_25 = all_0_47_47
% 55.77/22.76  																												|
% 55.77/22.76  																												| Instantiating formula (29) with e1, e1, all_0_27_27, e4 and discharging atoms op(e1, e1) = all_0_27_27, op(e1, e1) = e4, yields:
% 55.77/22.76  																												| (2161) all_0_27_27 = e4
% 55.77/22.76  																												|
% 55.77/22.76  																												| From (6482) and (514) follows:
% 55.77/22.76  																												| (23) op(e2, e2) = all_0_47_47
% 55.77/22.76  																												|
% 55.77/22.76  																												| From (2161) and (2152) follows:
% 55.77/22.76  																												| (570) op(e1, e1) = e4
% 55.77/22.76  																												|
% 55.77/22.76  																												+-Applying beta-rule and splitting (18), into two cases.
% 55.77/22.76  																												|-Branch one:
% 55.77/22.76  																												| (453) all_0_41_41 = e1
% 55.77/22.76  																												|
% 55.77/22.76  																													| Equations (453) can reduce 457 to:
% 55.77/22.76  																													| (266) $false
% 55.77/22.76  																													|
% 55.77/22.76  																													|-The branch is then unsatisfiable
% 55.77/22.76  																												|-Branch two:
% 55.77/22.76  																												| (457)  ~ (all_0_41_41 = e1)
% 55.77/22.76  																												| (595) all_0_46_46 = e1 | all_0_50_50 = e1 | all_0_55_55 = e1
% 55.77/22.76  																												|
% 55.77/22.76  																													+-Applying beta-rule and splitting (180), into two cases.
% 55.77/22.76  																													|-Branch one:
% 55.77/22.76  																													| (516) all_0_42_42 = e3
% 55.77/22.76  																													|
% 55.77/22.76  																														| Equations (516) can reduce 145 to:
% 55.77/22.76  																														| (246)  ~ (all_0_39_39 = e3)
% 55.77/22.76  																														|
% 55.77/22.76  																														| Equations (516) can reduce 214 to:
% 55.77/22.76  																														| (1898)  ~ (all_0_41_41 = e3)
% 55.77/22.76  																														|
% 55.77/22.76  																														| Equations (516) can reduce 73 to:
% 55.77/22.76  																														| (406)  ~ (all_0_44_44 = e3)
% 55.77/22.76  																														|
% 55.77/22.76  																														| Simplifying 406 yields:
% 55.77/22.76  																														| (407)  ~ (all_0_44_44 = e3)
% 55.77/22.76  																														|
% 55.77/22.76  																														| Equations (516) can reduce 236 to:
% 55.77/22.76  																														| (271)  ~ (all_0_56_56 = e3)
% 55.77/22.76  																														|
% 55.77/22.76  																														| Simplifying 271 yields:
% 55.77/22.76  																														| (272)  ~ (all_0_56_56 = e3)
% 55.77/22.76  																														|
% 55.77/22.76  																														| Equations (516) can reduce 51 to:
% 55.77/22.76  																														| (212)  ~ (e3 = e2)
% 55.77/22.76  																														|
% 55.77/22.76  																														| Equations (516) can reduce 1380 to:
% 55.77/22.76  																														| (213)  ~ (e3 = e1)
% 55.77/22.76  																														|
% 55.77/22.76  																														| From (516) and (210) follows:
% 55.77/22.76  																														| (4285) op(e3, e2) = e3
% 55.77/22.76  																														|
% 55.77/22.76  																														+-Applying beta-rule and splitting (189), into two cases.
% 55.77/22.76  																														|-Branch one:
% 55.77/22.76  																														| (532) all_0_44_44 = e3
% 55.77/22.76  																														|
% 55.77/22.76  																															| Equations (532) can reduce 407 to:
% 55.77/22.76  																															| (266) $false
% 55.77/22.76  																															|
% 55.77/22.76  																															|-The branch is then unsatisfiable
% 55.77/22.76  																														|-Branch two:
% 55.77/22.76  																														| (407)  ~ (all_0_44_44 = e3)
% 55.77/22.76  																														| (537) all_0_49_49 = e3 | all_0_53_53 = e3 | all_0_58_58 = e3
% 55.77/22.76  																														|
% 55.77/22.76  																															+-Applying beta-rule and splitting (537), into two cases.
% 55.77/22.76  																															|-Branch one:
% 55.77/22.76  																															| (884) all_0_49_49 = e3
% 55.77/22.76  																															|
% 55.77/22.76  																																| Equations (884) can reduce 200 to:
% 55.77/22.76  																																| (2)  ~ (all_0_40_40 = e3)
% 55.77/22.76  																																|
% 55.77/22.76  																																| Equations (884) can reduce 9 to:
% 55.77/22.76  																																| (407)  ~ (all_0_44_44 = e3)
% 55.77/22.76  																																|
% 55.77/22.76  																																| Equations (884) can reduce 208 to:
% 55.77/22.76  																																| (409)  ~ (all_0_46_46 = e3)
% 55.77/22.76  																																|
% 55.77/22.76  																																| Equations (884) can reduce 86 to:
% 55.77/22.76  																																| (1091)  ~ (all_0_47_47 = e3)
% 55.77/22.76  																																|
% 55.77/22.76  																																| Equations (884) can reduce 256 to:
% 55.77/22.76  																																| (277)  ~ (e4 = e3)
% 55.77/22.76  																																|
% 55.77/22.76  																																| Simplifying 277 yields:
% 55.77/22.76  																																| (188)  ~ (e4 = e3)
% 55.77/22.76  																																|
% 55.77/22.76  																																| Equations (884) can reduce 1064 to:
% 55.77/22.76  																																| (213)  ~ (e3 = e1)
% 55.77/22.76  																																|
% 55.77/22.76  																																| From (884) and (55) follows:
% 55.77/22.76  																																| (1581) op(e2, e0) = e3
% 55.77/22.76  																																|
% 55.77/22.76  																																+-Applying beta-rule and splitting (184), into two cases.
% 55.77/22.76  																																|-Branch one:
% 55.77/22.76  																																| (538) all_0_46_46 = e0
% 55.77/22.76  																																|
% 55.77/22.76  																																	| Equations (538) can reduce 43 to:
% 55.77/22.76  																																	| (357)  ~ (all_0_41_41 = e0)
% 55.77/22.76  																																	|
% 55.77/22.76  																																	| Equations (538) can reduce 19 to:
% 55.77/22.76  																																	| (1402)  ~ (all_0_47_47 = e0)
% 55.77/22.76  																																	|
% 55.77/22.76  																																	| Simplifying 1402 yields:
% 55.77/22.76  																																	| (678)  ~ (all_0_47_47 = e0)
% 55.77/22.76  																																	|
% 55.77/22.76  																																	| Equations (538) can reduce 250 to:
% 55.77/22.76  																																	| (401)  ~ (e4 = e0)
% 55.77/22.76  																																	|
% 55.77/22.76  																																	| Simplifying 401 yields:
% 55.77/22.76  																																	| (49)  ~ (e4 = e0)
% 55.77/22.76  																																	|
% 55.77/22.76  																																	| Equations (538) can reduce 409 to:
% 55.77/22.76  																																	| (541)  ~ (e3 = e0)
% 55.77/22.76  																																	|
% 55.77/22.76  																																	| Simplifying 541 yields:
% 55.77/22.76  																																	| (80)  ~ (e3 = e0)
% 55.77/22.76  																																	|
% 55.77/22.76  																																	| From (538) and (120) follows:
% 55.77/22.76  																																	| (544) op(e2, e3) = e0
% 55.77/22.76  																																	|
% 55.77/22.76  																																	+-Applying beta-rule and splitting (104), into two cases.
% 55.77/22.76  																																	|-Branch one:
% 55.77/22.76  																																	| (480) all_0_39_39 = e0
% 55.77/22.76  																																	|
% 55.77/22.76  																																		| Equations (480) can reduce 176 to:
% 55.77/22.76  																																		| (1400)  ~ (all_0_40_40 = e0)
% 55.77/22.76  																																		|
% 55.77/22.76  																																		| Simplifying 1400 yields:
% 55.77/22.76  																																		| (1401)  ~ (all_0_40_40 = e0)
% 55.77/22.76  																																		|
% 55.77/22.76  																																		| Equations (480) can reduce 79 to:
% 55.77/22.76  																																		| (1402)  ~ (all_0_47_47 = e0)
% 55.77/22.76  																																		|
% 55.77/22.76  																																		| Simplifying 1402 yields:
% 55.77/22.76  																																		| (678)  ~ (all_0_47_47 = e0)
% 55.77/22.76  																																		|
% 55.77/22.76  																																		| Equations (480) can reduce 246 to:
% 55.77/22.76  																																		| (541)  ~ (e3 = e0)
% 55.77/22.76  																																		|
% 55.77/22.76  																																		| Simplifying 541 yields:
% 55.77/22.76  																																		| (80)  ~ (e3 = e0)
% 55.77/22.76  																																		|
% 55.77/22.76  																																		| Equations (480) can reduce 294 to:
% 55.77/22.76  																																		| (365)  ~ (e2 = e0)
% 55.77/22.76  																																		|
% 55.77/22.76  																																		| Simplifying 365 yields:
% 55.77/22.76  																																		| (128)  ~ (e2 = e0)
% 55.77/22.76  																																		|
% 55.77/22.76  																																		+-Applying beta-rule and splitting (164), into two cases.
% 55.77/22.76  																																		|-Branch one:
% 55.77/22.76  																																		| (471) all_0_39_39 = e4
% 55.77/22.76  																																		|
% 55.77/22.76  																																			| Combining equations (471,480) yields a new equation:
% 55.77/22.76  																																			| (481) e4 = e0
% 55.77/22.76  																																			|
% 55.77/22.76  																																			| Simplifying 481 yields:
% 55.77/22.76  																																			| (397) e4 = e0
% 55.77/22.76  																																			|
% 55.77/22.76  																																			| Equations (397) can reduce 49 to:
% 55.77/22.76  																																			| (266) $false
% 55.77/22.76  																																			|
% 55.77/22.76  																																			|-The branch is then unsatisfiable
% 55.77/22.76  																																		|-Branch two:
% 55.77/22.76  																																		| (1377)  ~ (all_0_39_39 = e4)
% 55.77/22.76  																																		| (2115) all_0_42_42 = e4 | all_0_47_47 = e4 | all_0_51_51 = e4 | all_0_56_56 = e4
% 55.77/22.76  																																		|
% 55.77/22.76  																																			| Equations (480) can reduce 1377 to:
% 55.77/22.76  																																			| (401)  ~ (e4 = e0)
% 55.77/22.76  																																			|
% 55.77/22.76  																																			| Simplifying 401 yields:
% 55.77/22.76  																																			| (49)  ~ (e4 = e0)
% 55.77/22.76  																																			|
% 55.77/22.76  																																			+-Applying beta-rule and splitting (2115), into two cases.
% 55.77/22.76  																																			|-Branch one:
% 55.77/22.76  																																			| (1392) all_0_42_42 = e4
% 55.77/22.76  																																			|
% 55.77/22.76  																																				| Combining equations (1392,516) yields a new equation:
% 55.77/22.76  																																				| (424) e4 = e3
% 55.77/22.76  																																				|
% 55.77/22.76  																																				| Simplifying 424 yields:
% 55.77/22.76  																																				| (425) e4 = e3
% 55.77/22.76  																																				|
% 55.77/22.76  																																				| Equations (425) can reduce 188 to:
% 55.77/22.76  																																				| (266) $false
% 55.77/22.76  																																				|
% 55.77/22.76  																																				|-The branch is then unsatisfiable
% 55.77/22.76  																																			|-Branch two:
% 55.77/22.76  																																			| (1890)  ~ (all_0_42_42 = e4)
% 55.77/22.76  																																			| (2246) all_0_47_47 = e4 | all_0_51_51 = e4 | all_0_56_56 = e4
% 55.77/22.76  																																			|
% 55.77/22.76  																																				+-Applying beta-rule and splitting (2246), into two cases.
% 55.77/22.76  																																				|-Branch one:
% 55.77/22.76  																																				| (1790) all_0_47_47 = e4
% 55.77/22.76  																																				|
% 55.77/22.76  																																					| Equations (1790) can reduce 252 to:
% 55.77/22.76  																																					| (266) $false
% 55.77/22.76  																																					|
% 55.77/22.76  																																					|-The branch is then unsatisfiable
% 55.77/22.76  																																				|-Branch two:
% 55.77/22.76  																																				| (252)  ~ (all_0_47_47 = e4)
% 55.77/22.76  																																				| (6548) all_0_51_51 = e4 | all_0_56_56 = e4
% 55.77/22.76  																																				|
% 55.77/22.76  																																					+-Applying beta-rule and splitting (75), into two cases.
% 55.77/22.76  																																					|-Branch one:
% 55.77/22.76  																																					| (485) all_0_40_40 = e0
% 55.77/22.76  																																					|
% 55.77/22.76  																																						| Equations (485) can reduce 1401 to:
% 55.77/22.76  																																						| (266) $false
% 55.77/22.76  																																						|
% 55.77/22.76  																																						|-The branch is then unsatisfiable
% 55.77/22.76  																																					|-Branch two:
% 55.77/22.76  																																					| (1401)  ~ (all_0_40_40 = e0)
% 55.77/22.76  																																					| (1748) all_0_44_44 = e0 | all_0_49_49 = e0 | all_0_58_58 = e0
% 55.77/22.76  																																					|
% 55.77/22.76  																																						+-Applying beta-rule and splitting (1748), into two cases.
% 55.77/22.76  																																						|-Branch one:
% 55.77/22.76  																																						| (1414) all_0_44_44 = e0
% 55.77/22.76  																																						|
% 55.77/22.76  																																							| Equations (1414) can reduce 149 to:
% 55.77/22.76  																																							| (357)  ~ (all_0_41_41 = e0)
% 55.77/22.76  																																							|
% 55.77/22.76  																																							| Equations (1414) can reduce 639 to:
% 55.77/22.76  																																							| (435)  ~ (e1 = e0)
% 55.77/22.76  																																							|
% 55.77/22.76  																																							| Simplifying 435 yields:
% 55.77/22.76  																																							| (233)  ~ (e1 = e0)
% 55.77/22.76  																																							|
% 55.77/22.76  																																							+-Applying beta-rule and splitting (326), into two cases.
% 55.77/22.76  																																							|-Branch one:
% 55.77/22.76  																																							| (471) all_0_39_39 = e4
% 55.77/22.76  																																							|
% 55.77/22.76  																																								| Combining equations (471,480) yields a new equation:
% 55.77/22.76  																																								| (481) e4 = e0
% 55.77/22.76  																																								|
% 55.77/22.76  																																								| Simplifying 481 yields:
% 55.77/22.76  																																								| (397) e4 = e0
% 55.77/22.76  																																								|
% 55.77/22.76  																																								| Equations (397) can reduce 49 to:
% 55.77/22.76  																																								| (266) $false
% 55.77/22.76  																																								|
% 55.77/22.76  																																								|-The branch is then unsatisfiable
% 55.77/22.76  																																							|-Branch two:
% 55.77/22.76  																																							| (1377)  ~ (all_0_39_39 = e4)
% 55.77/22.76  																																							| (1378) all_0_40_40 = e4
% 55.77/22.76  																																							|
% 55.77/22.76  																																								| Equations (1378) can reduce 296 to:
% 55.77/22.76  																																								| (48)  ~ (e4 = e2)
% 55.77/22.76  																																								|
% 55.77/22.76  																																								+-Applying beta-rule and splitting (27), into two cases.
% 55.77/22.76  																																								|-Branch one:
% 55.77/22.76  																																								| (437) all_0_41_41 = e4
% 55.77/22.76  																																								|
% 55.77/22.76  																																									| Equations (437) can reduce 85 to:
% 55.77/22.76  																																									| (48)  ~ (e4 = e2)
% 55.77/22.76  																																									|
% 55.77/22.76  																																									| Equations (437) can reduce 457 to:
% 55.77/22.76  																																									| (110)  ~ (e4 = e1)
% 55.77/22.76  																																									|
% 55.77/22.76  																																									| From (437) and (219) follows:
% 55.77/22.76  																																									| (1913) op(e3, e3) = e4
% 55.77/22.76  																																									|
% 55.77/22.76  																																									+-Applying beta-rule and splitting (135), into two cases.
% 55.77/22.76  																																									|-Branch one:
% 55.77/22.76  																																									| (545) all_0_46_46 = e1
% 55.77/22.76  																																									|
% 55.77/22.76  																																										| Combining equations (538,545) yields a new equation:
% 55.77/22.76  																																										| (431) e1 = e0
% 55.77/22.76  																																										|
% 55.77/22.76  																																										| Equations (431) can reduce 233 to:
% 55.77/22.76  																																										| (266) $false
% 55.77/22.76  																																										|
% 55.77/22.76  																																										|-The branch is then unsatisfiable
% 55.77/22.76  																																									|-Branch two:
% 55.77/22.76  																																									| (549)  ~ (all_0_46_46 = e1)
% 55.77/22.76  																																									| (550) all_0_47_47 = e1 | all_0_48_48 = e1 | all_0_49_49 = e1
% 55.77/22.76  																																									|
% 55.77/22.76  																																										| Equations (538) can reduce 549 to:
% 55.77/22.76  																																										| (435)  ~ (e1 = e0)
% 55.77/22.76  																																										|
% 55.77/22.76  																																										| Simplifying 435 yields:
% 55.77/22.76  																																										| (233)  ~ (e1 = e0)
% 55.77/22.76  																																										|
% 55.77/22.76  																																										+-Applying beta-rule and splitting (6548), into two cases.
% 55.77/22.76  																																										|-Branch one:
% 55.77/22.76  																																										| (1101) all_0_51_51 = e4
% 55.77/22.76  																																										|
% 55.77/22.76  																																											| Combining equations (504,1101) yields a new equation:
% 55.77/22.76  																																											| (323) e4 = e2
% 55.77/22.76  																																											|
% 55.77/22.76  																																											| Equations (323) can reduce 48 to:
% 55.77/22.76  																																											| (266) $false
% 55.77/22.76  																																											|
% 55.77/22.76  																																											|-The branch is then unsatisfiable
% 55.77/22.76  																																										|-Branch two:
% 55.77/22.76  																																										| (475)  ~ (all_0_51_51 = e4)
% 55.77/22.76  																																										| (842) all_0_56_56 = e4
% 55.77/22.76  																																										|
% 55.77/22.76  																																											| Equations (842) can reduce 91 to:
% 55.77/22.76  																																											| (252)  ~ (all_0_47_47 = e4)
% 55.77/22.76  																																											|
% 55.77/22.76  																																											| From (842) and (111) follows:
% 55.77/22.76  																																											| (2154) op(e0, e2) = e4
% 55.77/22.76  																																											|
% 55.77/22.76  																																											+-Applying beta-rule and splitting (105), into two cases.
% 55.77/22.76  																																											|-Branch one:
% 55.77/22.76  																																											| (1105) all_0_47_47 = e2
% 55.77/22.76  																																											|
% 55.77/22.76  																																												| Equations (1105) can reduce 338 to:
% 55.77/22.76  																																												| (266) $false
% 55.77/22.76  																																												|
% 55.77/22.76  																																												|-The branch is then unsatisfiable
% 55.77/22.76  																																											|-Branch two:
% 55.77/22.76  																																											| (338)  ~ (all_0_47_47 = e2)
% 55.77/22.76  																																											| (1789) all_0_47_47 = e4 | all_0_47_47 = e3 | all_0_47_47 = e1 | all_0_47_47 = e0
% 55.77/22.76  																																											|
% 55.77/22.76  																																												+-Applying beta-rule and splitting (216), into two cases.
% 55.77/22.76  																																												|-Branch one:
% 55.77/22.76  																																												| (629) all_0_55_55 = e1
% 55.77/22.76  																																												|
% 55.77/22.76  																																													| From (629) and (74) follows:
% 55.77/22.76  																																													| (6587) op(e0, e3) = e1
% 55.77/22.76  																																													|
% 55.77/22.76  																																													+-Applying beta-rule and splitting (550), into two cases.
% 55.77/22.76  																																													|-Branch one:
% 55.77/22.76  																																													| (654) all_0_47_47 = e1
% 55.77/22.76  																																													|
% 55.77/22.76  																																														| Equations (654) can reduce 338 to:
% 55.77/22.76  																																														| (604)  ~ (e2 = e1)
% 55.77/22.76  																																														|
% 55.77/22.76  																																														| Simplifying 604 yields:
% 55.77/22.76  																																														| (122)  ~ (e2 = e1)
% 55.77/22.76  																																														|
% 55.77/22.76  																																														| Equations (654) can reduce 678 to:
% 55.77/22.76  																																														| (233)  ~ (e1 = e0)
% 55.77/22.76  																																														|
% 55.77/22.76  																																														+-Applying beta-rule and splitting (56), into two cases.
% 55.77/22.76  																																														|-Branch one:
% 55.77/22.76  																																														| (696) unit = e2
% 55.77/22.76  																																														|
% 55.77/22.76  																																															| From (696) and (28) follows:
% 55.77/22.76  																																															| (699) op(e1, e2) = e1
% 55.77/22.76  																																															|
% 55.77/22.76  																																															| Instantiating formula (29) with e1, e2, e1, e2 and discharging atoms op(e1, e2) = e2, op(e1, e2) = e1, yields:
% 55.77/22.76  																																															| (617) e2 = e1
% 55.77/22.76  																																															|
% 55.77/22.76  																																															| Equations (617) can reduce 122 to:
% 55.77/22.76  																																															| (266) $false
% 55.77/22.76  																																															|
% 55.77/22.76  																																															|-The branch is then unsatisfiable
% 55.77/22.76  																																														|-Branch two:
% 55.77/22.76  																																														| (707)  ~ (unit = e2)
% 55.77/22.76  																																														| (708) unit = e4 | unit = e3 | unit = e1 | unit = e0
% 55.77/22.76  																																														|
% 55.77/22.76  																																															+-Applying beta-rule and splitting (708), into two cases.
% 55.77/22.76  																																															|-Branch one:
% 55.77/22.76  																																															| (709) unit = e4
% 55.77/22.76  																																															|
% 55.77/22.76  																																																| From (709) and (227) follows:
% 55.77/22.76  																																																| (710) op(e4, e4) = e4
% 55.77/22.76  																																																|
% 55.77/22.76  																																																| From (709) and (40) follows:
% 55.77/22.76  																																																| (711) op(e3, e4) = e3
% 55.77/22.76  																																																|
% 55.77/22.76  																																																| From (709) and (32) follows:
% 55.77/22.76  																																																| (712) op(e2, e4) = e2
% 55.77/22.76  																																																|
% 55.77/22.76  																																																| From (709) and (42) follows:
% 55.77/22.76  																																																| (713) op(e0, e4) = e0
% 55.77/22.76  																																																|
% 55.77/22.76  																																																| Instantiating formula (29) with e4, e4, e4, e1 and discharging atoms op(e4, e4) = e4, op(e4, e4) = e1, yields:
% 55.77/22.76  																																																| (630) e4 = e1
% 55.77/22.76  																																																|
% 55.77/22.76  																																																| Instantiating formula (29) with e3, e4, e3, e2 and discharging atoms op(e3, e4) = e3, op(e3, e4) = e2, yields:
% 55.77/22.76  																																																| (662) e3 = e2
% 55.77/22.76  																																																|
% 55.77/22.76  																																																| Instantiating formula (29) with e2, e4, e2, e4 and discharging atoms op(e2, e4) = e4, op(e2, e4) = e2, yields:
% 55.77/22.76  																																																| (323) e4 = e2
% 55.77/22.76  																																																|
% 55.77/22.76  																																																| Instantiating formula (29) with e0, e4, e0, e3 and discharging atoms op(e0, e4) = e3, op(e0, e4) = e0, yields:
% 55.77/22.76  																																																| (676) e3 = e0
% 55.77/22.76  																																																|
% 55.77/22.76  																																																| Combining equations (630,323) yields a new equation:
% 55.77/22.76  																																																| (617) e2 = e1
% 55.77/22.76  																																																|
% 55.77/22.76  																																																| Combining equations (662,676) yields a new equation:
% 55.77/22.76  																																																| (391) e2 = e0
% 55.77/22.76  																																																|
% 55.77/22.76  																																																| Simplifying 391 yields:
% 55.77/22.76  																																																| (330) e2 = e0
% 55.77/22.76  																																																|
% 55.77/22.76  																																																| Combining equations (617,330) yields a new equation:
% 55.77/22.76  																																																| (546) e1 = e0
% 55.77/22.76  																																																|
% 55.77/22.76  																																																| Simplifying 546 yields:
% 55.77/22.76  																																																| (431) e1 = e0
% 55.77/22.76  																																																|
% 55.77/22.76  																																																| Equations (431) can reduce 233 to:
% 55.77/22.76  																																																| (266) $false
% 55.77/22.76  																																																|
% 55.77/22.76  																																																|-The branch is then unsatisfiable
% 55.77/22.76  																																															|-Branch two:
% 55.77/22.76  																																															| (724)  ~ (unit = e4)
% 55.77/22.76  																																															| (725) unit = e3 | unit = e1 | unit = e0
% 55.77/22.76  																																															|
% 55.77/22.76  																																																+-Applying beta-rule and splitting (725), into two cases.
% 55.77/22.76  																																																|-Branch one:
% 55.77/22.76  																																																| (726) unit = e0
% 55.77/22.76  																																																|
% 55.77/22.76  																																																	| From (726) and (244) follows:
% 55.77/22.76  																																																	| (2207) op(e0, e4) = e4
% 55.77/22.76  																																																	|
% 55.77/22.76  																																																	| From (726) and (24) follows:
% 55.77/22.76  																																																	| (2208) op(e0, e3) = e3
% 55.77/22.76  																																																	|
% 55.77/22.76  																																																	| From (726) and (15) follows:
% 55.77/22.76  																																																	| (1508) op(e0, e2) = e2
% 55.77/22.76  																																																	|
% 55.77/22.76  																																																	| From (726) and (42) follows:
% 55.77/22.76  																																																	| (728) op(e0, e0) = e0
% 55.77/22.76  																																																	|
% 55.77/22.76  																																																	| Instantiating formula (29) with e0, e4, e4, e3 and discharging atoms op(e0, e4) = e4, op(e0, e4) = e3, yields:
% 55.77/22.76  																																																	| (425) e4 = e3
% 55.77/22.76  																																																	|
% 55.77/22.76  																																																	| Instantiating formula (29) with e0, e3, e3, e1 and discharging atoms op(e0, e3) = e3, op(e0, e3) = e1, yields:
% 55.77/22.76  																																																	| (455) e3 = e1
% 55.77/22.76  																																																	|
% 55.77/22.76  																																																	| Instantiating formula (29) with e0, e2, e2, e4 and discharging atoms op(e0, e2) = e4, op(e0, e2) = e2, yields:
% 55.77/22.76  																																																	| (323) e4 = e2
% 55.77/22.76  																																																	|
% 55.77/22.76  																																																	| Instantiating formula (29) with e0, e0, e0, e2 and discharging atoms op(e0, e0) = e2, op(e0, e0) = e0, yields:
% 55.77/22.76  																																																	| (330) e2 = e0
% 55.77/22.76  																																																	|
% 55.77/22.76  																																																	| Combining equations (323,425) yields a new equation:
% 55.77/22.76  																																																	| (662) e3 = e2
% 55.77/22.76  																																																	|
% 55.77/22.76  																																																	| Combining equations (662,455) yields a new equation:
% 55.77/22.76  																																																	| (616) e2 = e1
% 55.77/22.76  																																																	|
% 55.77/22.76  																																																	| Simplifying 616 yields:
% 55.77/22.76  																																																	| (617) e2 = e1
% 55.77/22.76  																																																	|
% 55.77/22.76  																																																	| Combining equations (617,330) yields a new equation:
% 55.77/22.76  																																																	| (546) e1 = e0
% 55.77/22.76  																																																	|
% 55.77/22.76  																																																	| Simplifying 546 yields:
% 55.77/22.76  																																																	| (431) e1 = e0
% 55.77/22.76  																																																	|
% 55.77/22.76  																																																	| Equations (431) can reduce 233 to:
% 55.77/22.76  																																																	| (266) $false
% 55.77/22.76  																																																	|
% 55.77/22.76  																																																	|-The branch is then unsatisfiable
% 55.77/22.76  																																																|-Branch two:
% 55.77/22.76  																																																| (734)  ~ (unit = e0)
% 55.77/22.76  																																																| (735) unit = e3 | unit = e1
% 55.77/22.76  																																																|
% 55.77/22.76  																																																	+-Applying beta-rule and splitting (735), into two cases.
% 55.77/22.76  																																																	|-Branch one:
% 55.77/22.76  																																																	| (736) unit = e1
% 55.77/22.76  																																																	|
% 55.77/22.76  																																																		| Equations (736) can reduce 734 to:
% 55.77/22.76  																																																		| (233)  ~ (e1 = e0)
% 55.77/22.76  																																																		|
% 55.77/22.76  																																																		| From (736) and (244) follows:
% 55.77/22.76  																																																		| (738) op(e1, e4) = e4
% 55.77/22.76  																																																		|
% 55.77/22.76  																																																		| From (736) and (28) follows:
% 55.77/22.76  																																																		| (740) op(e1, e1) = e1
% 55.77/22.76  																																																		|
% 55.77/22.76  																																																		| Instantiating formula (29) with e1, e4, e4, e0 and discharging atoms op(e1, e4) = e4, op(e1, e4) = e0, yields:
% 55.77/22.76  																																																		| (397) e4 = e0
% 55.77/22.76  																																																		|
% 55.77/22.76  																																																		| Instantiating formula (29) with e1, e1, e1, e4 and discharging atoms op(e1, e1) = e4, op(e1, e1) = e1, yields:
% 55.77/22.76  																																																		| (630) e4 = e1
% 55.77/22.76  																																																		|
% 55.77/22.76  																																																		| Combining equations (397,630) yields a new equation:
% 55.77/22.76  																																																		| (431) e1 = e0
% 55.77/22.76  																																																		|
% 55.77/22.76  																																																		| Equations (431) can reduce 233 to:
% 55.77/22.76  																																																		| (266) $false
% 55.77/22.76  																																																		|
% 55.77/22.76  																																																		|-The branch is then unsatisfiable
% 55.77/22.76  																																																	|-Branch two:
% 55.77/22.76  																																																	| (748)  ~ (unit = e1)
% 55.77/22.76  																																																	| (749) unit = e3
% 55.77/22.76  																																																	|
% 55.77/22.76  																																																		| From (749) and (244) follows:
% 55.77/22.77  																																																		| (750) op(e3, e4) = e4
% 55.77/22.77  																																																		|
% 55.77/22.77  																																																		| From (749) and (40) follows:
% 55.77/22.77  																																																		| (3715) op(e3, e3) = e3
% 55.77/22.77  																																																		|
% 55.77/22.77  																																																		| From (749) and (32) follows:
% 55.77/22.77  																																																		| (5793) op(e2, e3) = e2
% 55.77/22.77  																																																		|
% 55.77/22.77  																																																		| From (749) and (28) follows:
% 55.77/22.77  																																																		| (2235) op(e1, e3) = e1
% 55.77/22.77  																																																		|
% 55.77/22.77  																																																		| Instantiating formula (29) with e3, e4, e4, e2 and discharging atoms op(e3, e4) = e4, op(e3, e4) = e2, yields:
% 55.77/22.77  																																																		| (323) e4 = e2
% 55.77/22.77  																																																		|
% 55.77/22.77  																																																		| Instantiating formula (29) with e3, e3, e3, e4 and discharging atoms op(e3, e3) = e4, op(e3, e3) = e3, yields:
% 55.77/22.77  																																																		| (425) e4 = e3
% 55.77/22.77  																																																		|
% 55.77/22.77  																																																		| Instantiating formula (29) with e2, e3, e2, e0 and discharging atoms op(e2, e3) = e2, op(e2, e3) = e0, yields:
% 55.77/22.77  																																																		| (330) e2 = e0
% 55.77/22.77  																																																		|
% 55.77/22.77  																																																		| Instantiating formula (29) with e1, e3, e1, e3 and discharging atoms op(e1, e3) = e3, op(e1, e3) = e1, yields:
% 55.77/22.77  																																																		| (455) e3 = e1
% 55.77/22.77  																																																		|
% 55.77/22.77  																																																		| Combining equations (323,425) yields a new equation:
% 55.77/22.77  																																																		| (662) e3 = e2
% 55.77/22.77  																																																		|
% 55.77/22.77  																																																		| Combining equations (662,455) yields a new equation:
% 55.77/22.77  																																																		| (616) e2 = e1
% 55.77/22.77  																																																		|
% 55.77/22.77  																																																		| Simplifying 616 yields:
% 55.77/22.77  																																																		| (617) e2 = e1
% 55.77/22.77  																																																		|
% 55.77/22.77  																																																		| Combining equations (617,330) yields a new equation:
% 55.77/22.77  																																																		| (546) e1 = e0
% 55.77/22.77  																																																		|
% 55.77/22.77  																																																		| Simplifying 546 yields:
% 55.77/22.77  																																																		| (431) e1 = e0
% 55.77/22.77  																																																		|
% 55.77/22.77  																																																		| Equations (431) can reduce 233 to:
% 55.77/22.77  																																																		| (266) $false
% 55.77/22.77  																																																		|
% 55.77/22.77  																																																		|-The branch is then unsatisfiable
% 55.77/22.77  																																													|-Branch two:
% 55.77/22.77  																																													| (462)  ~ (all_0_47_47 = e1)
% 55.77/22.77  																																													| (659) all_0_48_48 = e1 | all_0_49_49 = e1
% 55.77/22.77  																																													|
% 55.77/22.77  																																														+-Applying beta-rule and splitting (1789), into two cases.
% 55.77/22.77  																																														|-Branch one:
% 55.77/22.77  																																														| (1790) all_0_47_47 = e4
% 55.77/22.77  																																														|
% 55.77/22.77  																																															| Equations (1790) can reduce 252 to:
% 55.77/22.77  																																															| (266) $false
% 55.77/22.77  																																															|
% 55.77/22.77  																																															|-The branch is then unsatisfiable
% 55.77/22.77  																																														|-Branch two:
% 55.77/22.77  																																														| (252)  ~ (all_0_47_47 = e4)
% 55.77/22.77  																																														| (1793) all_0_47_47 = e3 | all_0_47_47 = e1 | all_0_47_47 = e0
% 55.77/22.77  																																														|
% 55.77/22.77  																																															+-Applying beta-rule and splitting (1793), into two cases.
% 55.77/22.77  																																															|-Branch one:
% 55.77/22.77  																																															| (674) all_0_47_47 = e0
% 55.77/22.77  																																															|
% 55.77/22.77  																																																| Equations (674) can reduce 678 to:
% 55.77/22.77  																																																| (266) $false
% 55.77/22.77  																																																|
% 55.77/22.77  																																																|-The branch is then unsatisfiable
% 55.77/22.77  																																															|-Branch two:
% 55.77/22.77  																																															| (678)  ~ (all_0_47_47 = e0)
% 55.77/22.77  																																															| (1831) all_0_47_47 = e3 | all_0_47_47 = e1
% 55.77/22.77  																																															|
% 55.77/22.77  																																																+-Applying beta-rule and splitting (1831), into two cases.
% 55.77/22.77  																																																|-Branch one:
% 55.77/22.77  																																																| (654) all_0_47_47 = e1
% 55.77/22.77  																																																|
% 55.77/22.77  																																																	| Equations (654) can reduce 462 to:
% 55.77/22.77  																																																	| (266) $false
% 55.77/22.77  																																																	|
% 55.77/22.77  																																																	|-The branch is then unsatisfiable
% 55.77/22.77  																																																|-Branch two:
% 55.77/22.77  																																																| (462)  ~ (all_0_47_47 = e1)
% 55.77/22.77  																																																| (522) all_0_47_47 = e3
% 55.77/22.77  																																																|
% 55.77/22.77  																																																	| Equations (522) can reduce 1091 to:
% 55.77/22.77  																																																	| (266) $false
% 55.77/22.77  																																																	|
% 55.77/22.77  																																																	|-The branch is then unsatisfiable
% 55.77/22.77  																																												|-Branch two:
% 55.77/22.77  																																												| (632)  ~ (all_0_55_55 = e1)
% 55.77/22.77  																																												| (633) all_0_56_56 = e1 | all_0_57_57 = e1 | all_0_58_58 = e1
% 55.77/22.77  																																												|
% 55.77/22.77  																																													+-Applying beta-rule and splitting (633), into two cases.
% 55.77/22.77  																																													|-Branch one:
% 55.77/22.77  																																													| (1569) all_0_56_56 = e1
% 55.77/22.77  																																													|
% 55.77/22.77  																																														| Combining equations (1569,842) yields a new equation:
% 55.77/22.77  																																														| (630) e4 = e1
% 55.77/22.77  																																														|
% 55.77/22.77  																																														| Equations (630) can reduce 110 to:
% 55.77/22.77  																																														| (266) $false
% 55.77/22.77  																																														|
% 55.77/22.77  																																														|-The branch is then unsatisfiable
% 55.77/22.77  																																													|-Branch two:
% 55.77/22.77  																																													| (466)  ~ (all_0_56_56 = e1)
% 55.77/22.77  																																													| (1574) all_0_57_57 = e1 | all_0_58_58 = e1
% 55.77/22.77  																																													|
% 55.77/22.77  																																														+-Applying beta-rule and splitting (1574), into two cases.
% 55.77/22.77  																																														|-Branch one:
% 55.77/22.77  																																														| (647) all_0_57_57 = e1
% 55.77/22.77  																																														|
% 55.77/22.77  																																															| Combining equations (875,647) yields a new equation:
% 55.77/22.77  																																															| (431) e1 = e0
% 55.77/22.77  																																															|
% 55.77/22.77  																																															| Equations (431) can reduce 233 to:
% 55.77/22.77  																																															| (266) $false
% 55.77/22.77  																																															|
% 55.77/22.77  																																															|-The branch is then unsatisfiable
% 55.77/22.77  																																														|-Branch two:
% 55.77/22.77  																																														| (1670)  ~ (all_0_57_57 = e1)
% 55.77/22.77  																																														| (918) all_0_58_58 = e1
% 55.77/22.77  																																														|
% 55.77/22.77  																																															| Combining equations (918,624) yields a new equation:
% 55.77/22.77  																																															| (617) e2 = e1
% 55.77/22.77  																																															|
% 55.77/22.77  																																															| Equations (617) can reduce 122 to:
% 55.77/22.77  																																															| (266) $false
% 55.77/22.77  																																															|
% 55.77/22.77  																																															|-The branch is then unsatisfiable
% 55.77/22.77  																																								|-Branch two:
% 55.77/22.77  																																								| (440)  ~ (all_0_41_41 = e4)
% 55.77/22.77  																																								| (4049) all_0_41_41 = e3 | all_0_41_41 = e1 | all_0_41_41 = e0
% 55.77/22.77  																																								|
% 55.77/22.77  																																									+-Applying beta-rule and splitting (4049), into two cases.
% 55.77/22.77  																																									|-Branch one:
% 55.77/22.77  																																									| (794) all_0_41_41 = e0
% 55.77/22.77  																																									|
% 55.77/22.77  																																										| Equations (794) can reduce 357 to:
% 55.77/22.77  																																										| (266) $false
% 55.77/22.77  																																										|
% 55.77/22.77  																																										|-The branch is then unsatisfiable
% 55.77/22.77  																																									|-Branch two:
% 55.77/22.77  																																									| (357)  ~ (all_0_41_41 = e0)
% 55.77/22.77  																																									| (4053) all_0_41_41 = e3 | all_0_41_41 = e1
% 55.77/22.77  																																									|
% 55.77/22.77  																																										+-Applying beta-rule and splitting (6548), into two cases.
% 55.77/22.77  																																										|-Branch one:
% 55.77/22.77  																																										| (1101) all_0_51_51 = e4
% 55.77/22.77  																																										|
% 55.77/22.77  																																											| Combining equations (504,1101) yields a new equation:
% 55.77/22.77  																																											| (323) e4 = e2
% 55.77/22.77  																																											|
% 55.77/22.77  																																											| Equations (323) can reduce 48 to:
% 55.77/22.77  																																											| (266) $false
% 55.77/22.77  																																											|
% 55.77/22.77  																																											|-The branch is then unsatisfiable
% 55.77/22.77  																																										|-Branch two:
% 55.77/22.77  																																										| (475)  ~ (all_0_51_51 = e4)
% 55.77/22.77  																																										| (842) all_0_56_56 = e4
% 55.77/22.77  																																										|
% 55.77/22.77  																																											| Equations (842) can reduce 91 to:
% 55.77/22.77  																																											| (252)  ~ (all_0_47_47 = e4)
% 55.77/22.77  																																											|
% 55.77/22.77  																																											+-Applying beta-rule and splitting (131), into two cases.
% 55.77/22.77  																																											|-Branch one:
% 55.77/22.77  																																											| (459) all_0_42_42 = e1
% 55.77/22.77  																																											|
% 55.77/22.77  																																												| Combining equations (459,516) yields a new equation:
% 55.77/22.77  																																												| (455) e3 = e1
% 55.77/22.77  																																												|
% 55.77/22.77  																																												| Equations (455) can reduce 213 to:
% 55.77/22.77  																																												| (266) $false
% 55.77/22.77  																																												|
% 55.77/22.77  																																												|-The branch is then unsatisfiable
% 55.77/22.77  																																											|-Branch two:
% 55.77/22.77  																																											| (1380)  ~ (all_0_42_42 = e1)
% 55.77/22.77  																																											| (3259) all_0_47_47 = e1 | all_0_51_51 = e1 | all_0_56_56 = e1
% 55.77/22.77  																																											|
% 55.77/22.77  																																												+-Applying beta-rule and splitting (216), into two cases.
% 55.77/22.77  																																												|-Branch one:
% 55.77/22.77  																																												| (629) all_0_55_55 = e1
% 55.77/22.77  																																												|
% 55.77/22.77  																																													| Equations (629) can reduce 191 to:
% 55.77/22.77  																																													| (457)  ~ (all_0_41_41 = e1)
% 55.77/22.77  																																													|
% 55.77/22.77  																																													+-Applying beta-rule and splitting (4053), into two cases.
% 55.77/22.77  																																													|-Branch one:
% 55.77/22.77  																																													| (453) all_0_41_41 = e1
% 55.77/22.77  																																													|
% 55.77/22.77  																																														| Equations (453) can reduce 457 to:
% 55.77/22.77  																																														| (266) $false
% 55.77/22.77  																																														|
% 55.77/22.77  																																														|-The branch is then unsatisfiable
% 55.77/22.77  																																													|-Branch two:
% 55.77/22.77  																																													| (457)  ~ (all_0_41_41 = e1)
% 55.77/22.77  																																													| (403) all_0_41_41 = e3
% 55.77/22.77  																																													|
% 55.77/22.77  																																														| Equations (403) can reduce 1898 to:
% 55.77/22.77  																																														| (266) $false
% 55.77/22.77  																																														|
% 55.77/22.77  																																														|-The branch is then unsatisfiable
% 55.77/22.77  																																												|-Branch two:
% 55.77/22.77  																																												| (632)  ~ (all_0_55_55 = e1)
% 55.77/22.77  																																												| (633) all_0_56_56 = e1 | all_0_57_57 = e1 | all_0_58_58 = e1
% 55.77/22.77  																																												|
% 55.77/22.77  																																													+-Applying beta-rule and splitting (3259), into two cases.
% 55.77/22.77  																																													|-Branch one:
% 55.77/22.77  																																													| (654) all_0_47_47 = e1
% 55.77/22.77  																																													|
% 55.77/22.77  																																														| Equations (654) can reduce 1091 to:
% 55.77/22.77  																																														| (467)  ~ (e3 = e1)
% 55.77/22.77  																																														|
% 55.77/22.77  																																														| Simplifying 467 yields:
% 55.77/22.77  																																														| (213)  ~ (e3 = e1)
% 55.77/22.77  																																														|
% 55.77/22.77  																																														| Equations (654) can reduce 678 to:
% 55.77/22.77  																																														| (233)  ~ (e1 = e0)
% 55.77/22.77  																																														|
% 55.77/22.77  																																														+-Applying beta-rule and splitting (595), into two cases.
% 55.77/22.77  																																														|-Branch one:
% 55.77/22.77  																																														| (545) all_0_46_46 = e1
% 55.77/22.77  																																														|
% 55.77/22.77  																																															| Combining equations (538,545) yields a new equation:
% 55.77/22.77  																																															| (431) e1 = e0
% 55.77/22.77  																																															|
% 55.77/22.77  																																															| Equations (431) can reduce 233 to:
% 55.77/22.77  																																															| (266) $false
% 55.77/22.77  																																															|
% 55.77/22.77  																																															|-The branch is then unsatisfiable
% 55.77/22.77  																																														|-Branch two:
% 55.77/22.77  																																														| (549)  ~ (all_0_46_46 = e1)
% 55.77/22.77  																																														| (600) all_0_50_50 = e1 | all_0_55_55 = e1
% 55.77/22.77  																																														|
% 55.77/22.77  																																															+-Applying beta-rule and splitting (600), into two cases.
% 55.77/22.77  																																															|-Branch one:
% 55.77/22.77  																																															| (601) all_0_50_50 = e1
% 55.77/22.77  																																															|
% 55.77/22.77  																																																| Combining equations (415,601) yields a new equation:
% 55.77/22.77  																																																| (454) e3 = e1
% 55.77/22.77  																																																|
% 55.77/22.77  																																																| Simplifying 454 yields:
% 55.77/22.77  																																																| (455) e3 = e1
% 55.77/22.77  																																																|
% 55.77/22.77  																																																| Equations (455) can reduce 213 to:
% 55.77/22.77  																																																| (266) $false
% 55.77/22.77  																																																|
% 55.77/22.77  																																																|-The branch is then unsatisfiable
% 55.77/22.77  																																															|-Branch two:
% 55.77/22.77  																																															| (759)  ~ (all_0_50_50 = e1)
% 55.77/22.77  																																															| (629) all_0_55_55 = e1
% 55.77/22.77  																																															|
% 55.77/22.77  																																																| Equations (629) can reduce 632 to:
% 55.77/22.77  																																																| (266) $false
% 55.77/22.77  																																																|
% 55.77/22.77  																																																|-The branch is then unsatisfiable
% 55.77/22.77  																																													|-Branch two:
% 55.77/22.77  																																													| (462)  ~ (all_0_47_47 = e1)
% 55.77/22.77  																																													| (3264) all_0_51_51 = e1 | all_0_56_56 = e1
% 55.77/22.77  																																													|
% 55.77/22.77  																																														+-Applying beta-rule and splitting (105), into two cases.
% 55.77/22.77  																																														|-Branch one:
% 55.77/22.77  																																														| (1105) all_0_47_47 = e2
% 55.77/22.77  																																														|
% 55.77/22.77  																																															| Equations (1105) can reduce 338 to:
% 55.77/22.77  																																															| (266) $false
% 55.77/22.77  																																															|
% 55.77/22.77  																																															|-The branch is then unsatisfiable
% 55.77/22.77  																																														|-Branch two:
% 55.77/22.77  																																														| (338)  ~ (all_0_47_47 = e2)
% 55.77/22.77  																																														| (1789) all_0_47_47 = e4 | all_0_47_47 = e3 | all_0_47_47 = e1 | all_0_47_47 = e0
% 55.77/22.77  																																														|
% 55.77/22.77  																																															+-Applying beta-rule and splitting (1789), into two cases.
% 55.77/22.77  																																															|-Branch one:
% 55.77/22.77  																																															| (1790) all_0_47_47 = e4
% 55.77/22.77  																																															|
% 55.77/22.77  																																																| Equations (1790) can reduce 252 to:
% 55.77/22.77  																																																| (266) $false
% 55.77/22.77  																																																|
% 55.77/22.77  																																																|-The branch is then unsatisfiable
% 55.77/22.77  																																															|-Branch two:
% 55.77/22.77  																																															| (252)  ~ (all_0_47_47 = e4)
% 55.77/22.77  																																															| (1793) all_0_47_47 = e3 | all_0_47_47 = e1 | all_0_47_47 = e0
% 55.77/22.77  																																															|
% 55.77/22.77  																																																+-Applying beta-rule and splitting (1793), into two cases.
% 55.77/22.77  																																																|-Branch one:
% 55.77/22.77  																																																| (674) all_0_47_47 = e0
% 55.77/22.77  																																																|
% 55.77/22.77  																																																	| Equations (674) can reduce 678 to:
% 55.77/22.77  																																																	| (266) $false
% 55.77/22.77  																																																	|
% 55.77/22.77  																																																	|-The branch is then unsatisfiable
% 55.77/22.77  																																																|-Branch two:
% 55.77/22.77  																																																| (678)  ~ (all_0_47_47 = e0)
% 55.77/22.77  																																																| (1831) all_0_47_47 = e3 | all_0_47_47 = e1
% 55.77/22.77  																																																|
% 55.77/22.77  																																																	+-Applying beta-rule and splitting (1831), into two cases.
% 55.77/22.77  																																																	|-Branch one:
% 55.77/22.77  																																																	| (654) all_0_47_47 = e1
% 55.77/22.77  																																																	|
% 55.77/22.77  																																																		| Equations (654) can reduce 462 to:
% 55.77/22.77  																																																		| (266) $false
% 55.77/22.77  																																																		|
% 55.77/22.77  																																																		|-The branch is then unsatisfiable
% 55.77/22.77  																																																	|-Branch two:
% 55.77/22.77  																																																	| (462)  ~ (all_0_47_47 = e1)
% 55.77/22.77  																																																	| (522) all_0_47_47 = e3
% 55.77/22.77  																																																	|
% 55.77/22.77  																																																		| Equations (522) can reduce 1091 to:
% 55.77/22.77  																																																		| (266) $false
% 55.77/22.77  																																																		|
% 55.77/22.77  																																																		|-The branch is then unsatisfiable
% 55.77/22.77  																																						|-Branch two:
% 55.77/22.77  																																						| (360)  ~ (all_0_44_44 = e0)
% 55.77/22.77  																																						| (1760) all_0_49_49 = e0 | all_0_58_58 = e0
% 55.77/22.77  																																						|
% 55.77/22.77  																																							+-Applying beta-rule and splitting (1760), into two cases.
% 55.77/22.77  																																							|-Branch one:
% 55.77/22.77  																																							| (978) all_0_49_49 = e0
% 55.77/22.77  																																							|
% 55.77/22.77  																																								| Combining equations (884,978) yields a new equation:
% 55.77/22.77  																																								| (675) e3 = e0
% 55.77/22.77  																																								|
% 55.77/22.77  																																								| Simplifying 675 yields:
% 55.77/22.77  																																								| (676) e3 = e0
% 55.77/22.77  																																								|
% 55.77/22.77  																																								| Equations (676) can reduce 80 to:
% 55.77/22.77  																																								| (266) $false
% 55.77/22.77  																																								|
% 55.77/22.77  																																								|-The branch is then unsatisfiable
% 55.77/22.77  																																							|-Branch two:
% 55.77/22.77  																																							| (487)  ~ (all_0_49_49 = e0)
% 55.77/22.77  																																							| (914) all_0_58_58 = e0
% 55.77/22.77  																																							|
% 55.77/22.77  																																								| Combining equations (914,624) yields a new equation:
% 55.77/22.77  																																								| (330) e2 = e0
% 55.77/22.77  																																								|
% 55.77/22.77  																																								| Equations (330) can reduce 128 to:
% 55.77/22.77  																																								| (266) $false
% 55.77/22.77  																																								|
% 55.77/22.77  																																								|-The branch is then unsatisfiable
% 55.77/22.77  																																	|-Branch two:
% 55.77/22.77  																																	| (484)  ~ (all_0_39_39 = e0)
% 55.77/22.77  																																	| (558) all_0_42_42 = e0 | all_0_47_47 = e0 | all_0_56_56 = e0
% 55.77/22.77  																																	|
% 55.77/22.77  																																		+-Applying beta-rule and splitting (165), into two cases.
% 55.77/22.77  																																		|-Branch one:
% 55.77/22.77  																																		| (794) all_0_41_41 = e0
% 55.77/22.77  																																		|
% 55.77/22.77  																																			| Equations (794) can reduce 357 to:
% 55.77/22.77  																																			| (266) $false
% 55.77/22.77  																																			|
% 55.77/22.77  																																			|-The branch is then unsatisfiable
% 55.77/22.77  																																		|-Branch two:
% 55.77/22.77  																																		| (357)  ~ (all_0_41_41 = e0)
% 55.77/22.77  																																		| (6761) all_0_42_42 = e0 | all_0_43_43 = e0 | all_0_44_44 = e0
% 55.77/22.77  																																		|
% 55.77/22.77  																																			+-Applying beta-rule and splitting (6761), into two cases.
% 55.77/22.77  																																			|-Branch one:
% 55.77/22.77  																																			| (559) all_0_42_42 = e0
% 55.77/22.77  																																			|
% 55.77/22.77  																																				| Combining equations (559,516) yields a new equation:
% 55.77/22.77  																																				| (676) e3 = e0
% 55.77/22.77  																																				|
% 55.77/22.77  																																				| Equations (676) can reduce 80 to:
% 55.77/22.77  																																				| (266) $false
% 55.77/22.77  																																				|
% 55.77/22.77  																																				|-The branch is then unsatisfiable
% 55.77/22.77  																																			|-Branch two:
% 55.77/22.77  																																			| (358)  ~ (all_0_42_42 = e0)
% 55.77/22.77  																																			| (6766) all_0_43_43 = e0 | all_0_44_44 = e0
% 55.77/22.77  																																			|
% 55.77/22.77  																																				| Equations (516) can reduce 358 to:
% 55.77/22.77  																																				| (80)  ~ (e3 = e0)
% 55.77/22.77  																																				|
% 55.77/22.77  																																				+-Applying beta-rule and splitting (558), into two cases.
% 55.77/22.77  																																				|-Branch one:
% 55.77/22.77  																																				| (559) all_0_42_42 = e0
% 55.77/22.77  																																				|
% 55.77/22.77  																																					| Combining equations (559,516) yields a new equation:
% 55.77/22.77  																																					| (676) e3 = e0
% 55.77/22.77  																																					|
% 55.77/22.77  																																					| Equations (676) can reduce 80 to:
% 55.77/22.77  																																					| (266) $false
% 55.77/22.77  																																					|
% 55.77/22.77  																																					|-The branch is then unsatisfiable
% 55.77/22.77  																																				|-Branch two:
% 55.77/22.77  																																				| (358)  ~ (all_0_42_42 = e0)
% 55.77/22.77  																																				| (563) all_0_47_47 = e0 | all_0_56_56 = e0
% 55.77/22.77  																																				|
% 55.77/22.77  																																					+-Applying beta-rule and splitting (563), into two cases.
% 55.77/22.77  																																					|-Branch one:
% 55.77/22.77  																																					| (674) all_0_47_47 = e0
% 55.77/22.77  																																					|
% 55.77/22.77  																																						| Equations (674) can reduce 678 to:
% 55.77/22.77  																																						| (266) $false
% 55.77/22.77  																																						|
% 55.77/22.77  																																						|-The branch is then unsatisfiable
% 55.77/22.77  																																					|-Branch two:
% 55.77/22.77  																																					| (678)  ~ (all_0_47_47 = e0)
% 55.77/22.77  																																					| (679) all_0_56_56 = e0
% 55.77/22.77  																																					|
% 55.77/22.77  																																						| Equations (679) can reduce 828 to:
% 55.77/22.77  																																						| (266) $false
% 55.77/22.77  																																						|
% 55.77/22.77  																																						|-The branch is then unsatisfiable
% 55.77/22.77  																																|-Branch two:
% 55.77/22.77  																																| (831)  ~ (all_0_46_46 = e0)
% 55.77/22.77  																																| (832) all_0_47_47 = e0 | all_0_48_48 = e0 | all_0_49_49 = e0
% 55.77/22.77  																																|
% 55.77/22.77  																																	+-Applying beta-rule and splitting (832), into two cases.
% 55.77/22.77  																																	|-Branch one:
% 55.77/22.77  																																	| (674) all_0_47_47 = e0
% 55.77/22.77  																																	|
% 55.77/22.77  																																		| Equations (674) can reduce 79 to:
% 55.77/22.77  																																		| (484)  ~ (all_0_39_39 = e0)
% 55.77/22.77  																																		|
% 55.77/22.77  																																		| Equations (674) can reduce 91 to:
% 55.77/22.77  																																		| (1181)  ~ (all_0_56_56 = e0)
% 55.77/22.77  																																		|
% 55.77/22.77  																																		| Simplifying 1181 yields:
% 55.77/22.77  																																		| (828)  ~ (all_0_56_56 = e0)
% 55.77/22.77  																																		|
% 55.77/22.77  																																		| From (674) and (23) follows:
% 55.77/22.77  																																		| (3148) op(e2, e2) = e0
% 55.77/22.78  																																		|
% 55.77/22.78  																																		+-Applying beta-rule and splitting (333), into two cases.
% 55.77/22.78  																																		|-Branch one:
% 55.77/22.78  																																		| (480) all_0_39_39 = e0
% 55.77/22.78  																																		|
% 55.77/22.78  																																			| Equations (480) can reduce 484 to:
% 55.77/22.78  																																			| (266) $false
% 55.77/22.78  																																			|
% 55.77/22.78  																																			|-The branch is then unsatisfiable
% 55.77/22.78  																																		|-Branch two:
% 55.77/22.78  																																		| (484)  ~ (all_0_39_39 = e0)
% 55.77/22.78  																																		| (485) all_0_40_40 = e0
% 55.77/22.78  																																		|
% 55.77/22.78  																																			| Equations (485) can reduce 176 to:
% 55.77/22.78  																																			| (484)  ~ (all_0_39_39 = e0)
% 55.77/22.78  																																			|
% 55.77/22.78  																																			| Equations (485) can reduce 143 to:
% 55.77/22.78  																																			| (359)  ~ (all_0_44_44 = e0)
% 55.77/22.78  																																			|
% 55.77/22.78  																																			| Simplifying 359 yields:
% 55.77/22.78  																																			| (360)  ~ (all_0_44_44 = e0)
% 55.77/22.78  																																			|
% 55.77/22.78  																																			| Equations (485) can reduce 2 to:
% 55.77/22.78  																																			| (541)  ~ (e3 = e0)
% 55.77/22.78  																																			|
% 55.77/22.78  																																			| Simplifying 541 yields:
% 55.77/22.78  																																			| (80)  ~ (e3 = e0)
% 55.77/22.78  																																			|
% 55.77/22.78  																																			| Equations (485) can reduce 132 to:
% 55.77/22.78  																																			| (435)  ~ (e1 = e0)
% 55.77/22.78  																																			|
% 55.77/22.78  																																			| Simplifying 435 yields:
% 55.77/22.78  																																			| (233)  ~ (e1 = e0)
% 55.77/22.78  																																			|
% 55.77/22.78  																																			| From (485) and (234) follows:
% 55.77/22.78  																																			| (3072) op(e4, e0) = e0
% 55.77/22.78  																																			|
% 55.77/22.78  																																			+-Applying beta-rule and splitting (26), into two cases.
% 55.77/22.78  																																			|-Branch one:
% 55.77/22.78  																																			| (446) all_0_44_44 = e4
% 55.77/22.78  																																			|
% 55.77/22.78  																																				| Equations (446) can reduce 149 to:
% 55.77/22.78  																																				| (440)  ~ (all_0_41_41 = e4)
% 55.77/22.78  																																				|
% 55.77/22.78  																																				+-Applying beta-rule and splitting (165), into two cases.
% 55.77/22.78  																																				|-Branch one:
% 55.77/22.78  																																				| (794) all_0_41_41 = e0
% 55.77/22.78  																																				|
% 55.77/22.78  																																					| Equations (794) can reduce 43 to:
% 55.77/22.78  																																					| (5567)  ~ (all_0_46_46 = e0)
% 55.77/22.78  																																					|
% 55.77/22.78  																																					| Simplifying 5567 yields:
% 55.77/22.78  																																					| (831)  ~ (all_0_46_46 = e0)
% 55.77/22.78  																																					|
% 55.77/22.78  																																					| Equations (794) can reduce 191 to:
% 55.77/22.78  																																					| (4444)  ~ (all_0_55_55 = e0)
% 55.77/22.78  																																					|
% 55.77/22.78  																																					| Simplifying 4444 yields:
% 55.77/22.78  																																					| (803)  ~ (all_0_55_55 = e0)
% 55.77/22.78  																																					|
% 55.77/22.78  																																					| Equations (794) can reduce 440 to:
% 55.77/22.78  																																					| (401)  ~ (e4 = e0)
% 55.77/22.78  																																					|
% 55.77/22.78  																																					| Simplifying 401 yields:
% 55.77/22.78  																																					| (49)  ~ (e4 = e0)
% 55.77/22.78  																																					|
% 55.77/22.78  																																					| Equations (794) can reduce 457 to:
% 55.77/22.78  																																					| (435)  ~ (e1 = e0)
% 55.77/22.78  																																					|
% 55.77/22.78  																																					| Simplifying 435 yields:
% 55.77/22.78  																																					| (233)  ~ (e1 = e0)
% 55.77/22.78  																																					|
% 55.77/22.78  																																					+-Applying beta-rule and splitting (131), into two cases.
% 55.77/22.78  																																					|-Branch one:
% 55.77/22.78  																																					| (459) all_0_42_42 = e1
% 55.77/22.78  																																					|
% 55.77/22.78  																																						| Combining equations (459,516) yields a new equation:
% 55.77/22.78  																																						| (455) e3 = e1
% 55.77/22.78  																																						|
% 55.77/22.78  																																						| Equations (455) can reduce 213 to:
% 55.77/22.78  																																						| (266) $false
% 55.77/22.78  																																						|
% 55.77/22.78  																																						|-The branch is then unsatisfiable
% 55.77/22.78  																																					|-Branch two:
% 55.77/22.78  																																					| (1380)  ~ (all_0_42_42 = e1)
% 55.77/22.78  																																					| (3259) all_0_47_47 = e1 | all_0_51_51 = e1 | all_0_56_56 = e1
% 55.77/22.78  																																					|
% 55.77/22.78  																																						+-Applying beta-rule and splitting (123), into two cases.
% 55.77/22.78  																																						|-Branch one:
% 55.77/22.78  																																						| (1794) all_0_46_46 = e2
% 55.77/22.78  																																						|
% 55.77/22.78  																																							| Equations (1794) can reduce 300 to:
% 55.77/22.78  																																							| (266) $false
% 55.77/22.78  																																							|
% 55.77/22.78  																																							|-The branch is then unsatisfiable
% 55.77/22.78  																																						|-Branch two:
% 55.77/22.78  																																						| (300)  ~ (all_0_46_46 = e2)
% 55.77/22.78  																																						| (1797) all_0_46_46 = e4 | all_0_46_46 = e3 | all_0_46_46 = e1 | all_0_46_46 = e0
% 55.77/22.78  																																						|
% 55.77/22.78  																																							+-Applying beta-rule and splitting (135), into two cases.
% 55.77/22.78  																																							|-Branch one:
% 55.77/22.78  																																							| (545) all_0_46_46 = e1
% 55.77/22.78  																																							|
% 55.77/22.78  																																								| Equations (545) can reduce 300 to:
% 55.77/22.78  																																								| (604)  ~ (e2 = e1)
% 55.77/22.78  																																								|
% 55.77/22.78  																																								| Simplifying 604 yields:
% 55.77/22.78  																																								| (122)  ~ (e2 = e1)
% 55.77/22.78  																																								|
% 55.77/22.78  																																								| Equations (545) can reduce 831 to:
% 55.77/22.78  																																								| (233)  ~ (e1 = e0)
% 55.77/22.78  																																								|
% 55.77/22.78  																																								+-Applying beta-rule and splitting (174), into two cases.
% 55.77/22.78  																																								|-Branch one:
% 55.77/22.78  																																								| (386) all_0_55_55 = e2
% 55.77/22.78  																																								|
% 55.77/22.78  																																									| Equations (386) can reduce 304 to:
% 55.77/22.78  																																									| (266) $false
% 55.77/22.78  																																									|
% 55.77/22.78  																																									|-The branch is then unsatisfiable
% 55.77/22.78  																																								|-Branch two:
% 55.77/22.78  																																								| (304)  ~ (all_0_55_55 = e2)
% 55.77/22.78  																																								| (2051) all_0_55_55 = e4 | all_0_55_55 = e3 | all_0_55_55 = e1 | all_0_55_55 = e0
% 55.77/22.78  																																								|
% 55.77/22.78  																																									+-Applying beta-rule and splitting (3259), into two cases.
% 55.77/22.78  																																									|-Branch one:
% 55.77/22.78  																																									| (654) all_0_47_47 = e1
% 55.77/22.78  																																									|
% 55.77/22.78  																																										| Combining equations (674,654) yields a new equation:
% 55.77/22.78  																																										| (431) e1 = e0
% 55.77/22.78  																																										|
% 55.77/22.78  																																										| Equations (431) can reduce 233 to:
% 55.77/22.78  																																										| (266) $false
% 55.77/22.78  																																										|
% 55.77/22.78  																																										|-The branch is then unsatisfiable
% 55.77/22.78  																																									|-Branch two:
% 55.77/22.78  																																									| (462)  ~ (all_0_47_47 = e1)
% 55.77/22.78  																																									| (3264) all_0_51_51 = e1 | all_0_56_56 = e1
% 55.77/22.78  																																									|
% 55.77/22.78  																																										+-Applying beta-rule and splitting (3264), into two cases.
% 55.77/22.78  																																										|-Branch one:
% 55.77/22.78  																																										| (1109) all_0_51_51 = e1
% 55.77/22.78  																																										|
% 56.15/22.78  																																											| Combining equations (504,1109) yields a new equation:
% 56.15/22.78  																																											| (616) e2 = e1
% 56.15/22.78  																																											|
% 56.15/22.78  																																											| Simplifying 616 yields:
% 56.15/22.78  																																											| (617) e2 = e1
% 56.15/22.78  																																											|
% 56.15/22.78  																																											| Equations (617) can reduce 122 to:
% 56.15/22.78  																																											| (266) $false
% 56.15/22.78  																																											|
% 56.15/22.78  																																											|-The branch is then unsatisfiable
% 56.15/22.78  																																										|-Branch two:
% 56.15/22.78  																																										| (464)  ~ (all_0_51_51 = e1)
% 56.15/22.78  																																										| (1569) all_0_56_56 = e1
% 56.15/22.78  																																										|
% 56.15/22.78  																																											| Equations (1569) can reduce 153 to:
% 56.15/22.78  																																											| (632)  ~ (all_0_55_55 = e1)
% 56.15/22.78  																																											|
% 56.15/22.78  																																											| Equations (1569) can reduce 828 to:
% 56.15/22.78  																																											| (233)  ~ (e1 = e0)
% 56.15/22.78  																																											|
% 56.15/22.78  																																											| From (1569) and (111) follows:
% 56.15/22.78  																																											| (3175) op(e0, e2) = e1
% 56.15/22.78  																																											|
% 56.15/22.78  																																											+-Applying beta-rule and splitting (2051), into two cases.
% 56.15/22.78  																																											|-Branch one:
% 56.15/22.78  																																											| (587) all_0_55_55 = e4
% 56.15/22.78  																																											|
% 56.15/22.78  																																												| From (587) and (74) follows:
% 56.15/22.78  																																												| (589) op(e0, e3) = e4
% 56.15/22.78  																																												|
% 56.15/22.78  																																												+-Applying beta-rule and splitting (56), into two cases.
% 56.15/22.78  																																												|-Branch one:
% 56.15/22.78  																																												| (696) unit = e2
% 56.15/22.78  																																												|
% 56.15/22.78  																																													| From (696) and (32) follows:
% 56.15/22.78  																																													| (698) op(e2, e2) = e2
% 56.15/22.78  																																													|
% 56.15/22.78  																																													| From (696) and (28) follows:
% 56.15/22.78  																																													| (699) op(e1, e2) = e1
% 56.15/22.78  																																													|
% 56.15/22.78  																																													| Instantiating formula (29) with e2, e2, e2, e0 and discharging atoms op(e2, e2) = e2, op(e2, e2) = e0, yields:
% 56.15/22.78  																																													| (330) e2 = e0
% 56.15/22.78  																																													|
% 56.15/22.78  																																													| Instantiating formula (29) with e1, e2, e1, e2 and discharging atoms op(e1, e2) = e2, op(e1, e2) = e1, yields:
% 56.15/22.78  																																													| (617) e2 = e1
% 56.15/22.78  																																													|
% 56.15/22.78  																																													| Combining equations (330,617) yields a new equation:
% 56.15/22.78  																																													| (431) e1 = e0
% 56.15/22.78  																																													|
% 56.15/22.78  																																													| Equations (431) can reduce 233 to:
% 56.15/22.78  																																													| (266) $false
% 56.15/22.78  																																													|
% 56.15/22.78  																																													|-The branch is then unsatisfiable
% 56.15/22.78  																																												|-Branch two:
% 56.15/22.78  																																												| (707)  ~ (unit = e2)
% 56.15/22.78  																																												| (708) unit = e4 | unit = e3 | unit = e1 | unit = e0
% 56.15/22.78  																																												|
% 56.15/22.78  																																													+-Applying beta-rule and splitting (708), into two cases.
% 56.15/22.78  																																													|-Branch one:
% 56.15/22.78  																																													| (709) unit = e4
% 56.15/22.78  																																													|
% 56.15/22.78  																																														| From (709) and (227) follows:
% 56.15/22.78  																																														| (710) op(e4, e4) = e4
% 56.15/22.78  																																														|
% 56.15/22.78  																																														| From (709) and (40) follows:
% 56.15/22.78  																																														| (711) op(e3, e4) = e3
% 56.15/22.78  																																														|
% 56.15/22.78  																																														| From (709) and (32) follows:
% 56.15/22.78  																																														| (712) op(e2, e4) = e2
% 56.15/22.78  																																														|
% 56.15/22.78  																																														| From (709) and (42) follows:
% 56.15/22.78  																																														| (713) op(e0, e4) = e0
% 56.15/22.78  																																														|
% 56.15/22.78  																																														| Instantiating formula (29) with e4, e4, e4, e1 and discharging atoms op(e4, e4) = e4, op(e4, e4) = e1, yields:
% 56.15/22.78  																																														| (630) e4 = e1
% 56.15/22.78  																																														|
% 56.15/22.78  																																														| Instantiating formula (29) with e3, e4, e3, e2 and discharging atoms op(e3, e4) = e3, op(e3, e4) = e2, yields:
% 56.15/22.78  																																														| (662) e3 = e2
% 56.15/22.78  																																														|
% 56.15/22.78  																																														| Instantiating formula (29) with e2, e4, e2, e4 and discharging atoms op(e2, e4) = e4, op(e2, e4) = e2, yields:
% 56.15/22.78  																																														| (323) e4 = e2
% 56.15/22.78  																																														|
% 56.15/22.78  																																														| Instantiating formula (29) with e0, e4, e0, e3 and discharging atoms op(e0, e4) = e3, op(e0, e4) = e0, yields:
% 56.15/22.78  																																														| (676) e3 = e0
% 56.15/22.78  																																														|
% 56.15/22.78  																																														| Combining equations (323,630) yields a new equation:
% 56.15/22.78  																																														| (616) e2 = e1
% 56.15/22.78  																																														|
% 56.15/22.78  																																														| Simplifying 616 yields:
% 56.15/22.78  																																														| (617) e2 = e1
% 56.15/22.78  																																														|
% 56.15/22.78  																																														| Combining equations (662,676) yields a new equation:
% 56.15/22.78  																																														| (391) e2 = e0
% 56.15/22.78  																																														|
% 56.15/22.78  																																														| Simplifying 391 yields:
% 56.15/22.78  																																														| (330) e2 = e0
% 56.15/22.78  																																														|
% 56.15/22.78  																																														| Combining equations (330,617) yields a new equation:
% 56.15/22.78  																																														| (431) e1 = e0
% 56.15/22.78  																																														|
% 56.15/22.78  																																														| Equations (431) can reduce 233 to:
% 56.15/22.78  																																														| (266) $false
% 56.15/22.78  																																														|
% 56.15/22.78  																																														|-The branch is then unsatisfiable
% 56.15/22.78  																																													|-Branch two:
% 56.15/22.78  																																													| (724)  ~ (unit = e4)
% 56.15/22.78  																																													| (725) unit = e3 | unit = e1 | unit = e0
% 56.15/22.78  																																													|
% 56.15/22.78  																																														+-Applying beta-rule and splitting (725), into two cases.
% 56.15/22.78  																																														|-Branch one:
% 56.15/22.78  																																														| (726) unit = e0
% 56.15/22.78  																																														|
% 56.15/22.78  																																															| From (726) and (24) follows:
% 56.15/22.78  																																															| (2208) op(e0, e3) = e3
% 56.15/22.78  																																															|
% 56.15/22.78  																																															| From (726) and (15) follows:
% 56.15/22.78  																																															| (1508) op(e0, e2) = e2
% 56.15/22.78  																																															|
% 56.15/22.78  																																															| From (726) and (227) follows:
% 56.15/22.78  																																															| (3205) op(e4, e0) = e4
% 56.15/22.78  																																															|
% 56.15/22.78  																																															| From (726) and (32) follows:
% 56.15/22.78  																																															| (727) op(e2, e0) = e2
% 56.15/22.78  																																															|
% 56.15/22.78  																																															| Instantiating formula (29) with e4, e0, e4, e0 and discharging atoms op(e4, e0) = e4, op(e4, e0) = e0, yields:
% 56.15/22.78  																																															| (397) e4 = e0
% 56.15/22.78  																																															|
% 56.15/22.78  																																															| Instantiating formula (29) with e2, e0, e2, e3 and discharging atoms op(e2, e0) = e3, op(e2, e0) = e2, yields:
% 56.15/22.78  																																															| (662) e3 = e2
% 56.15/22.78  																																															|
% 56.15/22.78  																																															| Instantiating formula (29) with e0, e3, e3, e4 and discharging atoms op(e0, e3) = e4, op(e0, e3) = e3, yields:
% 56.15/22.78  																																															| (425) e4 = e3
% 56.15/22.78  																																															|
% 56.15/22.78  																																															| Instantiating formula (29) with e0, e2, e2, e1 and discharging atoms op(e0, e2) = e2, op(e0, e2) = e1, yields:
% 56.15/22.78  																																															| (617) e2 = e1
% 56.15/22.78  																																															|
% 56.15/22.78  																																															| Combining equations (397,425) yields a new equation:
% 56.15/22.78  																																															| (676) e3 = e0
% 56.15/22.78  																																															|
% 56.15/22.78  																																															| Combining equations (676,662) yields a new equation:
% 56.15/22.78  																																															| (330) e2 = e0
% 56.15/22.78  																																															|
% 56.15/22.78  																																															| Combining equations (617,330) yields a new equation:
% 56.15/22.78  																																															| (546) e1 = e0
% 56.15/22.78  																																															|
% 56.15/22.78  																																															| Simplifying 546 yields:
% 56.15/22.78  																																															| (431) e1 = e0
% 56.15/22.78  																																															|
% 56.15/22.78  																																															| Equations (431) can reduce 233 to:
% 56.15/22.78  																																															| (266) $false
% 56.15/22.78  																																															|
% 56.15/22.78  																																															|-The branch is then unsatisfiable
% 56.15/22.78  																																														|-Branch two:
% 56.15/22.78  																																														| (734)  ~ (unit = e0)
% 56.15/22.78  																																														| (735) unit = e3 | unit = e1
% 56.15/22.78  																																														|
% 56.15/22.78  																																															+-Applying beta-rule and splitting (735), into two cases.
% 56.15/22.78  																																															|-Branch one:
% 56.15/22.78  																																															| (736) unit = e1
% 56.15/22.78  																																															|
% 56.15/22.78  																																																| Equations (736) can reduce 734 to:
% 56.15/22.78  																																																| (233)  ~ (e1 = e0)
% 56.15/22.78  																																																|
% 56.15/22.78  																																																| From (736) and (244) follows:
% 56.15/22.78  																																																| (738) op(e1, e4) = e4
% 56.15/22.78  																																																|
% 56.15/22.78  																																																| From (736) and (28) follows:
% 56.15/22.78  																																																| (740) op(e1, e1) = e1
% 56.15/22.78  																																																|
% 56.15/22.78  																																																| Instantiating formula (29) with e1, e4, e4, e0 and discharging atoms op(e1, e4) = e4, op(e1, e4) = e0, yields:
% 56.15/22.78  																																																| (397) e4 = e0
% 56.15/22.78  																																																|
% 56.15/22.78  																																																| Instantiating formula (29) with e1, e1, e1, e4 and discharging atoms op(e1, e1) = e4, op(e1, e1) = e1, yields:
% 56.15/22.78  																																																| (630) e4 = e1
% 56.15/22.78  																																																|
% 56.15/22.78  																																																| Combining equations (397,630) yields a new equation:
% 56.15/22.78  																																																| (431) e1 = e0
% 56.15/22.78  																																																|
% 56.15/22.78  																																																| Equations (431) can reduce 233 to:
% 56.15/22.78  																																																| (266) $false
% 56.15/22.78  																																																|
% 56.15/22.78  																																																|-The branch is then unsatisfiable
% 56.15/22.78  																																															|-Branch two:
% 56.15/22.78  																																															| (748)  ~ (unit = e1)
% 56.15/22.78  																																															| (749) unit = e3
% 56.15/22.78  																																															|
% 56.15/22.78  																																																| From (749) and (244) follows:
% 56.15/22.78  																																																| (750) op(e3, e4) = e4
% 56.15/22.78  																																																|
% 56.15/22.78  																																																| From (749) and (15) follows:
% 56.15/22.78  																																																| (751) op(e3, e2) = e2
% 56.15/22.78  																																																|
% 56.15/22.78  																																																| From (749) and (28) follows:
% 56.15/22.78  																																																| (2235) op(e1, e3) = e1
% 56.15/22.78  																																																|
% 56.15/22.78  																																																| From (749) and (42) follows:
% 56.15/22.78  																																																| (752) op(e0, e3) = e0
% 56.15/22.78  																																																|
% 56.15/22.78  																																																| Instantiating formula (29) with e3, e4, e4, e2 and discharging atoms op(e3, e4) = e4, op(e3, e4) = e2, yields:
% 56.15/22.78  																																																| (323) e4 = e2
% 56.15/22.78  																																																|
% 56.15/22.78  																																																| Instantiating formula (29) with e3, e2, e2, e3 and discharging atoms op(e3, e2) = e3, op(e3, e2) = e2, yields:
% 56.15/22.78  																																																| (662) e3 = e2
% 56.15/22.78  																																																|
% 56.15/22.78  																																																| Instantiating formula (29) with e1, e3, e1, e3 and discharging atoms op(e1, e3) = e3, op(e1, e3) = e1, yields:
% 56.15/22.78  																																																| (455) e3 = e1
% 56.15/22.78  																																																|
% 56.15/22.78  																																																| Instantiating formula (29) with e0, e3, e0, e4 and discharging atoms op(e0, e3) = e4, op(e0, e3) = e0, yields:
% 56.15/22.78  																																																| (397) e4 = e0
% 56.15/22.78  																																																|
% 56.15/22.78  																																																| Combining equations (397,323) yields a new equation:
% 56.15/22.78  																																																| (330) e2 = e0
% 56.15/22.78  																																																|
% 56.15/22.78  																																																| Combining equations (662,455) yields a new equation:
% 56.15/22.78  																																																| (616) e2 = e1
% 56.15/22.78  																																																|
% 56.15/22.78  																																																| Simplifying 616 yields:
% 56.15/22.78  																																																| (617) e2 = e1
% 56.15/22.78  																																																|
% 56.15/22.78  																																																| Combining equations (330,617) yields a new equation:
% 56.15/22.78  																																																| (431) e1 = e0
% 56.15/22.78  																																																|
% 56.15/22.78  																																																| Equations (431) can reduce 233 to:
% 56.15/22.78  																																																| (266) $false
% 56.15/22.78  																																																|
% 56.15/22.78  																																																|-The branch is then unsatisfiable
% 56.15/22.78  																																											|-Branch two:
% 56.15/22.78  																																											| (763)  ~ (all_0_55_55 = e4)
% 56.15/22.78  																																											| (2055) all_0_55_55 = e3 | all_0_55_55 = e1 | all_0_55_55 = e0
% 56.15/22.78  																																											|
% 56.15/22.78  																																												+-Applying beta-rule and splitting (2055), into two cases.
% 56.15/22.78  																																												|-Branch one:
% 56.15/22.78  																																												| (858) all_0_55_55 = e0
% 56.15/22.78  																																												|
% 56.15/22.78  																																													| Equations (858) can reduce 803 to:
% 56.15/22.78  																																													| (266) $false
% 56.15/22.78  																																													|
% 56.15/22.78  																																													|-The branch is then unsatisfiable
% 56.15/22.78  																																												|-Branch two:
% 56.15/22.78  																																												| (803)  ~ (all_0_55_55 = e0)
% 56.15/22.78  																																												| (2315) all_0_55_55 = e3 | all_0_55_55 = e1
% 56.15/22.78  																																												|
% 56.15/22.78  																																													+-Applying beta-rule and splitting (2315), into two cases.
% 56.15/22.78  																																													|-Branch one:
% 56.15/22.78  																																													| (629) all_0_55_55 = e1
% 56.15/22.78  																																													|
% 56.15/22.78  																																														| Equations (629) can reduce 632 to:
% 56.15/22.78  																																														| (266) $false
% 56.15/22.78  																																														|
% 56.15/22.78  																																														|-The branch is then unsatisfiable
% 56.15/22.78  																																													|-Branch two:
% 56.15/22.78  																																													| (632)  ~ (all_0_55_55 = e1)
% 56.15/22.78  																																													| (2336) all_0_55_55 = e3
% 56.15/22.78  																																													|
% 56.15/22.78  																																														| Equations (2336) can reduce 270 to:
% 56.15/22.78  																																														| (266) $false
% 56.15/22.78  																																														|
% 56.15/22.78  																																														|-The branch is then unsatisfiable
% 56.15/22.78  																																							|-Branch two:
% 56.15/22.78  																																							| (549)  ~ (all_0_46_46 = e1)
% 56.15/22.78  																																							| (550) all_0_47_47 = e1 | all_0_48_48 = e1 | all_0_49_49 = e1
% 56.15/22.78  																																							|
% 56.15/22.78  																																								+-Applying beta-rule and splitting (326), into two cases.
% 56.15/22.78  																																								|-Branch one:
% 56.15/22.78  																																								| (471) all_0_39_39 = e4
% 56.15/22.78  																																								|
% 56.15/22.78  																																									| Equations (471) can reduce 154 to:
% 56.15/22.78  																																									| (476)  ~ (all_0_56_56 = e4)
% 56.15/22.78  																																									|
% 56.15/22.78  																																									| Simplifying 476 yields:
% 56.15/22.78  																																									| (477)  ~ (all_0_56_56 = e4)
% 56.15/22.78  																																									|
% 56.15/22.78  																																									| Equations (471) can reduce 246 to:
% 56.15/22.78  																																									| (188)  ~ (e4 = e3)
% 56.15/22.78  																																									|
% 56.15/22.78  																																									| Equations (471) can reduce 294 to:
% 56.15/22.78  																																									| (48)  ~ (e4 = e2)
% 56.15/22.78  																																									|
% 56.15/22.78  																																									| Equations (471) can reduce 151 to:
% 56.15/22.78  																																									| (110)  ~ (e4 = e1)
% 56.15/22.78  																																									|
% 56.15/22.78  																																									| Equations (471) can reduce 484 to:
% 56.15/22.78  																																									| (49)  ~ (e4 = e0)
% 56.15/22.78  																																									|
% 56.15/22.78  																																									+-Applying beta-rule and splitting (171), into two cases.
% 56.15/22.78  																																									|-Branch one:
% 56.15/22.78  																																									| (265) all_0_54_54 = e4
% 56.15/22.78  																																									|
% 56.15/22.78  																																										| Combining equations (268,265) yields a new equation:
% 56.15/22.78  																																										| (425) e4 = e3
% 56.15/22.78  																																										|
% 56.15/22.78  																																										| Equations (425) can reduce 188 to:
% 56.15/22.78  																																										| (266) $false
% 56.15/22.78  																																										|
% 56.15/22.78  																																										|-The branch is then unsatisfiable
% 56.15/22.78  																																									|-Branch two:
% 56.15/22.78  																																									| (258)  ~ (all_0_54_54 = e4)
% 56.15/22.78  																																									| (575) all_0_55_55 = e4 | all_0_56_56 = e4 | all_0_57_57 = e4 | all_0_58_58 = e4
% 56.15/22.78  																																									|
% 56.15/22.78  																																										+-Applying beta-rule and splitting (575), into two cases.
% 56.15/22.78  																																										|-Branch one:
% 56.15/22.78  																																										| (587) all_0_55_55 = e4
% 56.15/22.78  																																										|
% 56.15/22.78  																																											+-Applying beta-rule and splitting (216), into two cases.
% 56.15/22.78  																																											|-Branch one:
% 56.15/22.78  																																											| (629) all_0_55_55 = e1
% 56.15/22.78  																																											|
% 56.15/22.78  																																												| Combining equations (629,587) yields a new equation:
% 56.15/22.78  																																												| (630) e4 = e1
% 56.15/22.78  																																												|
% 56.15/22.78  																																												| Equations (630) can reduce 110 to:
% 56.15/22.78  																																												| (266) $false
% 56.15/22.78  																																												|
% 56.15/22.78  																																												|-The branch is then unsatisfiable
% 56.15/22.78  																																											|-Branch two:
% 56.15/22.78  																																											| (632)  ~ (all_0_55_55 = e1)
% 56.15/22.78  																																											| (633) all_0_56_56 = e1 | all_0_57_57 = e1 | all_0_58_58 = e1
% 56.15/22.78  																																											|
% 56.15/22.78  																																												+-Applying beta-rule and splitting (133), into two cases.
% 56.15/22.78  																																												|-Branch one:
% 56.15/22.78  																																												| (833) all_0_56_56 = e2
% 56.15/22.78  																																												|
% 56.15/22.78  																																													| Equations (833) can reduce 511 to:
% 56.15/22.78  																																													| (266) $false
% 56.15/22.78  																																													|
% 56.15/22.78  																																													|-The branch is then unsatisfiable
% 56.15/22.78  																																												|-Branch two:
% 56.15/22.78  																																												| (511)  ~ (all_0_56_56 = e2)
% 56.15/22.79  																																												| (836) all_0_56_56 = e4 | all_0_56_56 = e3 | all_0_56_56 = e1 | all_0_56_56 = e0
% 56.15/22.79  																																												|
% 56.15/22.79  																																													+-Applying beta-rule and splitting (550), into two cases.
% 56.15/22.79  																																													|-Branch one:
% 56.15/22.79  																																													| (654) all_0_47_47 = e1
% 56.15/22.79  																																													|
% 56.15/22.79  																																														| Combining equations (654,674) yields a new equation:
% 56.15/22.79  																																														| (546) e1 = e0
% 56.15/22.79  																																														|
% 56.15/22.79  																																														| Simplifying 546 yields:
% 56.15/22.79  																																														| (431) e1 = e0
% 56.15/22.79  																																														|
% 56.15/22.79  																																														| Equations (431) can reduce 233 to:
% 56.15/22.79  																																														| (266) $false
% 56.15/22.79  																																														|
% 56.15/22.79  																																														|-The branch is then unsatisfiable
% 56.15/22.79  																																													|-Branch two:
% 56.15/22.79  																																													| (462)  ~ (all_0_47_47 = e1)
% 56.15/22.79  																																													| (659) all_0_48_48 = e1 | all_0_49_49 = e1
% 56.15/22.79  																																													|
% 56.15/22.79  																																														| Equations (674) can reduce 462 to:
% 56.15/22.79  																																														| (435)  ~ (e1 = e0)
% 56.15/22.79  																																														|
% 56.15/22.79  																																														| Simplifying 435 yields:
% 56.15/22.79  																																														| (233)  ~ (e1 = e0)
% 56.15/22.79  																																														|
% 56.15/22.79  																																														+-Applying beta-rule and splitting (633), into two cases.
% 56.15/22.79  																																														|-Branch one:
% 56.15/22.79  																																														| (1569) all_0_56_56 = e1
% 56.15/22.79  																																														|
% 56.15/22.79  																																															| Equations (1569) can reduce 272 to:
% 56.15/22.79  																																															| (467)  ~ (e3 = e1)
% 56.15/22.79  																																															|
% 56.15/22.79  																																															| Simplifying 467 yields:
% 56.15/22.79  																																															| (213)  ~ (e3 = e1)
% 56.15/22.79  																																															|
% 56.15/22.79  																																															| Equations (1569) can reduce 511 to:
% 56.15/22.79  																																															| (604)  ~ (e2 = e1)
% 56.15/22.79  																																															|
% 56.15/22.79  																																															| Simplifying 604 yields:
% 56.15/22.79  																																															| (122)  ~ (e2 = e1)
% 56.15/22.79  																																															|
% 56.15/22.79  																																															+-Applying beta-rule and splitting (659), into two cases.
% 56.15/22.79  																																															|-Branch one:
% 56.15/22.79  																																															| (615) all_0_48_48 = e1
% 56.15/22.79  																																															|
% 56.15/22.79  																																																| Combining equations (335,615) yields a new equation:
% 56.15/22.79  																																																| (616) e2 = e1
% 56.15/22.79  																																																|
% 56.15/22.79  																																																| Simplifying 616 yields:
% 56.15/22.79  																																																| (617) e2 = e1
% 56.15/22.79  																																																|
% 56.15/22.79  																																																| Equations (617) can reduce 122 to:
% 56.15/22.79  																																																| (266) $false
% 56.15/22.79  																																																|
% 56.15/22.79  																																																|-The branch is then unsatisfiable
% 56.15/22.79  																																															|-Branch two:
% 56.15/22.79  																																															| (619)  ~ (all_0_48_48 = e1)
% 56.15/22.79  																																															| (671) all_0_49_49 = e1
% 56.15/22.79  																																															|
% 56.15/22.79  																																																| Combining equations (884,671) yields a new equation:
% 56.15/22.79  																																																| (454) e3 = e1
% 56.15/22.79  																																																|
% 56.15/22.79  																																																| Simplifying 454 yields:
% 56.15/22.79  																																																| (455) e3 = e1
% 56.15/22.79  																																																|
% 56.15/22.79  																																																| Equations (455) can reduce 213 to:
% 56.15/22.79  																																																| (266) $false
% 56.15/22.79  																																																|
% 56.15/22.79  																																																|-The branch is then unsatisfiable
% 56.15/22.79  																																														|-Branch two:
% 56.15/22.79  																																														| (466)  ~ (all_0_56_56 = e1)
% 56.15/22.79  																																														| (1574) all_0_57_57 = e1 | all_0_58_58 = e1
% 56.15/22.79  																																														|
% 56.15/22.79  																																															+-Applying beta-rule and splitting (3259), into two cases.
% 56.15/22.79  																																															|-Branch one:
% 56.15/22.79  																																															| (654) all_0_47_47 = e1
% 56.15/22.79  																																															|
% 56.15/22.79  																																																| Combining equations (654,674) yields a new equation:
% 56.15/22.79  																																																| (546) e1 = e0
% 56.15/22.79  																																																|
% 56.15/22.79  																																																| Simplifying 546 yields:
% 56.15/22.79  																																																| (431) e1 = e0
% 56.15/22.79  																																																|
% 56.15/22.79  																																																| Equations (431) can reduce 233 to:
% 56.15/22.79  																																																| (266) $false
% 56.15/22.79  																																																|
% 56.15/22.79  																																																|-The branch is then unsatisfiable
% 56.15/22.79  																																															|-Branch two:
% 56.15/22.79  																																															| (462)  ~ (all_0_47_47 = e1)
% 56.15/22.79  																																															| (3264) all_0_51_51 = e1 | all_0_56_56 = e1
% 56.15/22.79  																																															|
% 56.15/22.79  																																																| Equations (674) can reduce 462 to:
% 56.15/22.79  																																																| (435)  ~ (e1 = e0)
% 56.15/22.79  																																																|
% 56.15/22.79  																																																| Simplifying 435 yields:
% 56.15/22.79  																																																| (233)  ~ (e1 = e0)
% 56.15/22.79  																																																|
% 56.15/22.79  																																																+-Applying beta-rule and splitting (1574), into two cases.
% 56.15/22.79  																																																|-Branch one:
% 56.15/22.79  																																																| (647) all_0_57_57 = e1
% 56.15/22.79  																																																|
% 56.15/22.79  																																																	| Combining equations (875,647) yields a new equation:
% 56.15/22.79  																																																	| (431) e1 = e0
% 56.15/22.79  																																																	|
% 56.15/22.79  																																																	| Equations (431) can reduce 233 to:
% 56.15/22.79  																																																	| (266) $false
% 56.15/22.79  																																																	|
% 56.15/22.79  																																																	|-The branch is then unsatisfiable
% 56.15/22.79  																																																|-Branch two:
% 56.15/22.79  																																																| (1670)  ~ (all_0_57_57 = e1)
% 56.15/22.79  																																																| (918) all_0_58_58 = e1
% 56.15/22.79  																																																|
% 56.15/22.79  																																																	| Combining equations (918,624) yields a new equation:
% 56.15/22.79  																																																	| (617) e2 = e1
% 56.15/22.79  																																																	|
% 56.15/22.79  																																																	| Equations (617) can reduce 122 to:
% 56.15/22.79  																																																	| (266) $false
% 56.15/22.79  																																																	|
% 56.15/22.79  																																																	|-The branch is then unsatisfiable
% 56.15/22.79  																																										|-Branch two:
% 56.15/22.79  																																										| (763)  ~ (all_0_55_55 = e4)
% 56.15/22.79  																																										| (764) all_0_56_56 = e4 | all_0_57_57 = e4 | all_0_58_58 = e4
% 56.15/22.79  																																										|
% 56.15/22.79  																																											+-Applying beta-rule and splitting (764), into two cases.
% 56.15/22.79  																																											|-Branch one:
% 56.15/22.79  																																											| (842) all_0_56_56 = e4
% 56.15/22.79  																																											|
% 56.15/22.79  																																												| Equations (842) can reduce 477 to:
% 56.15/22.79  																																												| (266) $false
% 56.15/22.79  																																												|
% 56.15/22.79  																																												|-The branch is then unsatisfiable
% 56.15/22.79  																																											|-Branch two:
% 56.15/22.79  																																											| (477)  ~ (all_0_56_56 = e4)
% 56.15/22.79  																																											| (935) all_0_57_57 = e4 | all_0_58_58 = e4
% 56.15/22.79  																																											|
% 56.15/22.79  																																												+-Applying beta-rule and splitting (935), into two cases.
% 56.15/22.79  																																												|-Branch one:
% 56.15/22.79  																																												| (871) all_0_57_57 = e4
% 56.15/22.79  																																												|
% 56.15/22.79  																																													| Combining equations (875,871) yields a new equation:
% 56.15/22.79  																																													| (397) e4 = e0
% 56.15/22.79  																																													|
% 56.15/22.79  																																													| Equations (397) can reduce 49 to:
% 56.15/22.79  																																													| (266) $false
% 56.15/22.79  																																													|
% 56.15/22.79  																																													|-The branch is then unsatisfiable
% 56.15/22.79  																																												|-Branch two:
% 56.15/22.79  																																												| (839)  ~ (all_0_57_57 = e4)
% 56.15/22.79  																																												| (910) all_0_58_58 = e4
% 56.15/22.79  																																												|
% 56.15/22.79  																																													| Combining equations (910,624) yields a new equation:
% 56.15/22.79  																																													| (322) e4 = e2
% 56.15/22.79  																																													|
% 56.15/22.79  																																													| Simplifying 322 yields:
% 56.15/22.79  																																													| (323) e4 = e2
% 56.15/22.79  																																													|
% 56.15/22.79  																																													| Equations (323) can reduce 48 to:
% 56.15/22.79  																																													| (266) $false
% 56.15/22.79  																																													|
% 56.15/22.79  																																													|-The branch is then unsatisfiable
% 56.15/22.79  																																								|-Branch two:
% 56.15/22.79  																																								| (1377)  ~ (all_0_39_39 = e4)
% 56.15/22.79  																																								| (1378) all_0_40_40 = e4
% 56.15/22.79  																																								|
% 56.15/22.79  																																									| Combining equations (1378,485) yields a new equation:
% 56.15/22.79  																																									| (481) e4 = e0
% 56.15/22.79  																																									|
% 56.15/22.79  																																									| Simplifying 481 yields:
% 56.15/22.79  																																									| (397) e4 = e0
% 56.15/22.79  																																									|
% 56.15/22.79  																																									| Equations (397) can reduce 49 to:
% 56.15/22.79  																																									| (266) $false
% 56.15/22.79  																																									|
% 56.15/22.79  																																									|-The branch is then unsatisfiable
% 56.15/22.79  																																				|-Branch two:
% 56.15/22.79  																																				| (357)  ~ (all_0_41_41 = e0)
% 56.15/22.79  																																				| (6761) all_0_42_42 = e0 | all_0_43_43 = e0 | all_0_44_44 = e0
% 56.15/22.79  																																				|
% 56.15/22.79  																																					+-Applying beta-rule and splitting (131), into two cases.
% 56.15/22.79  																																					|-Branch one:
% 56.15/22.79  																																					| (459) all_0_42_42 = e1
% 56.15/22.79  																																					|
% 56.15/22.79  																																						| Combining equations (459,516) yields a new equation:
% 56.15/22.79  																																						| (455) e3 = e1
% 56.15/22.79  																																						|
% 56.15/22.79  																																						| Equations (455) can reduce 213 to:
% 56.15/22.79  																																						| (266) $false
% 56.15/22.79  																																						|
% 56.15/22.79  																																						|-The branch is then unsatisfiable
% 56.15/22.79  																																					|-Branch two:
% 56.15/22.79  																																					| (1380)  ~ (all_0_42_42 = e1)
% 56.15/22.79  																																					| (3259) all_0_47_47 = e1 | all_0_51_51 = e1 | all_0_56_56 = e1
% 56.15/22.79  																																					|
% 56.15/22.79  																																						| Equations (516) can reduce 1380 to:
% 56.15/22.79  																																						| (213)  ~ (e3 = e1)
% 56.15/22.79  																																						|
% 56.15/22.79  																																						+-Applying beta-rule and splitting (27), into two cases.
% 56.15/22.79  																																						|-Branch one:
% 56.15/22.79  																																						| (437) all_0_41_41 = e4
% 56.15/22.79  																																						|
% 56.15/22.79  																																							| Equations (437) can reduce 440 to:
% 56.15/22.79  																																							| (266) $false
% 56.15/22.79  																																							|
% 56.15/22.79  																																							|-The branch is then unsatisfiable
% 56.15/22.79  																																						|-Branch two:
% 56.15/22.79  																																						| (440)  ~ (all_0_41_41 = e4)
% 56.15/22.79  																																						| (4049) all_0_41_41 = e3 | all_0_41_41 = e1 | all_0_41_41 = e0
% 56.15/22.79  																																						|
% 56.15/22.79  																																							+-Applying beta-rule and splitting (135), into two cases.
% 56.15/22.79  																																							|-Branch one:
% 56.15/22.79  																																							| (545) all_0_46_46 = e1
% 56.15/22.79  																																							|
% 56.15/22.79  																																								| Equations (545) can reduce 43 to:
% 56.15/22.79  																																								| (457)  ~ (all_0_41_41 = e1)
% 56.15/22.79  																																								|
% 56.15/22.79  																																								+-Applying beta-rule and splitting (4049), into two cases.
% 56.15/22.79  																																								|-Branch one:
% 56.15/22.79  																																								| (794) all_0_41_41 = e0
% 56.15/22.79  																																								|
% 56.15/22.79  																																									| Equations (794) can reduce 357 to:
% 56.15/22.79  																																									| (266) $false
% 56.15/22.79  																																									|
% 56.15/22.79  																																									|-The branch is then unsatisfiable
% 56.15/22.79  																																								|-Branch two:
% 56.15/22.79  																																								| (357)  ~ (all_0_41_41 = e0)
% 56.15/22.79  																																								| (4053) all_0_41_41 = e3 | all_0_41_41 = e1
% 56.15/22.79  																																								|
% 56.15/22.79  																																									+-Applying beta-rule and splitting (4053), into two cases.
% 56.15/22.79  																																									|-Branch one:
% 56.15/22.79  																																									| (453) all_0_41_41 = e1
% 56.15/22.79  																																									|
% 56.15/22.79  																																										| Equations (453) can reduce 457 to:
% 56.15/22.79  																																										| (266) $false
% 56.15/22.79  																																										|
% 56.15/22.79  																																										|-The branch is then unsatisfiable
% 56.15/22.79  																																									|-Branch two:
% 56.15/22.79  																																									| (457)  ~ (all_0_41_41 = e1)
% 56.15/22.79  																																									| (403) all_0_41_41 = e3
% 56.15/22.79  																																									|
% 56.15/22.79  																																										| Equations (403) can reduce 1898 to:
% 56.15/22.79  																																										| (266) $false
% 56.15/22.79  																																										|
% 56.15/22.79  																																										|-The branch is then unsatisfiable
% 56.15/22.79  																																							|-Branch two:
% 56.15/22.79  																																							| (549)  ~ (all_0_46_46 = e1)
% 56.15/22.79  																																							| (550) all_0_47_47 = e1 | all_0_48_48 = e1 | all_0_49_49 = e1
% 56.15/22.79  																																							|
% 56.15/22.79  																																								+-Applying beta-rule and splitting (550), into two cases.
% 56.15/22.79  																																								|-Branch one:
% 56.15/22.79  																																								| (654) all_0_47_47 = e1
% 56.15/22.79  																																								|
% 56.15/22.79  																																									| Combining equations (654,674) yields a new equation:
% 56.15/22.79  																																									| (546) e1 = e0
% 56.15/22.79  																																									|
% 56.15/22.79  																																									| Simplifying 546 yields:
% 56.15/22.79  																																									| (431) e1 = e0
% 56.15/22.79  																																									|
% 56.15/22.79  																																									| Equations (431) can reduce 233 to:
% 56.15/22.79  																																									| (266) $false
% 56.15/22.79  																																									|
% 56.15/22.79  																																									|-The branch is then unsatisfiable
% 56.15/22.79  																																								|-Branch two:
% 56.15/22.79  																																								| (462)  ~ (all_0_47_47 = e1)
% 56.15/22.79  																																								| (659) all_0_48_48 = e1 | all_0_49_49 = e1
% 56.15/22.79  																																								|
% 56.15/22.79  																																									+-Applying beta-rule and splitting (659), into two cases.
% 56.15/22.79  																																									|-Branch one:
% 56.15/22.79  																																									| (615) all_0_48_48 = e1
% 56.15/22.79  																																									|
% 56.15/22.79  																																										| Combining equations (335,615) yields a new equation:
% 56.15/22.79  																																										| (616) e2 = e1
% 56.15/22.79  																																										|
% 56.15/22.79  																																										| Simplifying 616 yields:
% 56.15/22.79  																																										| (617) e2 = e1
% 56.15/22.79  																																										|
% 56.15/22.79  																																										| Equations (617) can reduce 122 to:
% 56.15/22.79  																																										| (266) $false
% 56.15/22.79  																																										|
% 56.15/22.79  																																										|-The branch is then unsatisfiable
% 56.15/22.79  																																									|-Branch two:
% 56.15/22.79  																																									| (619)  ~ (all_0_48_48 = e1)
% 56.15/22.79  																																									| (671) all_0_49_49 = e1
% 56.15/22.79  																																									|
% 56.15/22.79  																																										| Combining equations (884,671) yields a new equation:
% 56.15/22.79  																																										| (454) e3 = e1
% 56.15/22.79  																																										|
% 56.15/22.79  																																										| Simplifying 454 yields:
% 56.15/22.79  																																										| (455) e3 = e1
% 56.15/22.79  																																										|
% 56.15/22.79  																																										| Equations (455) can reduce 213 to:
% 56.15/22.79  																																										| (266) $false
% 56.15/22.79  																																										|
% 56.15/22.79  																																										|-The branch is then unsatisfiable
% 56.15/22.79  																																			|-Branch two:
% 56.15/22.79  																																			| (1390)  ~ (all_0_44_44 = e4)
% 56.15/22.79  																																			| (1391) all_0_44_44 = e3 | all_0_44_44 = e1 | all_0_44_44 = e0
% 56.15/22.79  																																			|
% 56.15/22.79  																																				+-Applying beta-rule and splitting (165), into two cases.
% 56.15/22.79  																																				|-Branch one:
% 56.15/22.79  																																				| (794) all_0_41_41 = e0
% 56.15/22.79  																																				|
% 56.15/22.79  																																					| Equations (794) can reduce 149 to:
% 56.15/22.79  																																					| (359)  ~ (all_0_44_44 = e0)
% 56.15/22.79  																																					|
% 56.15/22.79  																																					| Simplifying 359 yields:
% 56.15/22.79  																																					| (360)  ~ (all_0_44_44 = e0)
% 56.15/22.79  																																					|
% 56.15/22.79  																																					+-Applying beta-rule and splitting (1391), into two cases.
% 56.15/22.79  																																					|-Branch one:
% 56.15/22.79  																																					| (1414) all_0_44_44 = e0
% 56.15/22.79  																																					|
% 56.15/22.79  																																						| Equations (1414) can reduce 360 to:
% 56.15/22.79  																																						| (266) $false
% 56.15/22.79  																																						|
% 56.15/22.79  																																						|-The branch is then unsatisfiable
% 56.15/22.79  																																					|-Branch two:
% 56.15/22.79  																																					| (360)  ~ (all_0_44_44 = e0)
% 56.15/22.79  																																					| (1417) all_0_44_44 = e3 | all_0_44_44 = e1
% 56.15/22.79  																																					|
% 56.15/22.79  																																						+-Applying beta-rule and splitting (1417), into two cases.
% 56.15/22.79  																																						|-Branch one:
% 56.15/22.79  																																						| (635) all_0_44_44 = e1
% 56.15/22.79  																																						|
% 56.15/22.79  																																							| Equations (635) can reduce 639 to:
% 56.15/22.79  																																							| (266) $false
% 56.15/22.79  																																							|
% 56.15/22.79  																																							|-The branch is then unsatisfiable
% 56.15/22.79  																																						|-Branch two:
% 56.15/22.79  																																						| (639)  ~ (all_0_44_44 = e1)
% 56.15/22.79  																																						| (532) all_0_44_44 = e3
% 56.15/22.79  																																						|
% 56.15/22.79  																																							| Equations (532) can reduce 407 to:
% 56.15/22.79  																																							| (266) $false
% 56.15/22.79  																																							|
% 56.15/22.79  																																							|-The branch is then unsatisfiable
% 56.15/22.79  																																				|-Branch two:
% 56.15/22.79  																																				| (357)  ~ (all_0_41_41 = e0)
% 56.15/22.79  																																				| (6761) all_0_42_42 = e0 | all_0_43_43 = e0 | all_0_44_44 = e0
% 56.15/22.79  																																				|
% 56.21/22.79  																																					+-Applying beta-rule and splitting (6761), into two cases.
% 56.21/22.79  																																					|-Branch one:
% 56.21/22.79  																																					| (559) all_0_42_42 = e0
% 56.21/22.79  																																					|
% 56.21/22.79  																																						| Combining equations (559,516) yields a new equation:
% 56.21/22.79  																																						| (676) e3 = e0
% 56.21/22.79  																																						|
% 56.21/22.79  																																						| Equations (676) can reduce 80 to:
% 56.21/22.79  																																						| (266) $false
% 56.21/22.79  																																						|
% 56.21/22.79  																																						|-The branch is then unsatisfiable
% 56.21/22.79  																																					|-Branch two:
% 56.21/22.79  																																					| (358)  ~ (all_0_42_42 = e0)
% 56.21/22.79  																																					| (6766) all_0_43_43 = e0 | all_0_44_44 = e0
% 56.21/22.79  																																					|
% 56.21/22.79  																																						+-Applying beta-rule and splitting (6766), into two cases.
% 56.21/22.79  																																						|-Branch one:
% 56.21/22.79  																																						| (356) all_0_43_43 = e0
% 56.21/22.79  																																						|
% 56.21/22.79  																																							| Combining equations (356,430) yields a new equation:
% 56.21/22.79  																																							| (431) e1 = e0
% 56.21/22.79  																																							|
% 56.21/22.79  																																							| Equations (431) can reduce 233 to:
% 56.21/22.79  																																							| (266) $false
% 56.21/22.79  																																							|
% 56.21/22.79  																																							|-The branch is then unsatisfiable
% 56.21/22.79  																																						|-Branch two:
% 56.21/22.79  																																						| (5470)  ~ (all_0_43_43 = e0)
% 56.21/22.79  																																						| (1414) all_0_44_44 = e0
% 56.21/22.79  																																						|
% 56.21/22.79  																																							| Equations (1414) can reduce 360 to:
% 56.21/22.79  																																							| (266) $false
% 56.21/22.79  																																							|
% 56.21/22.79  																																							|-The branch is then unsatisfiable
% 56.21/22.79  																																	|-Branch two:
% 56.21/22.79  																																	| (678)  ~ (all_0_47_47 = e0)
% 56.21/22.79  																																	| (1278) all_0_48_48 = e0 | all_0_49_49 = e0
% 56.21/22.79  																																	|
% 56.21/22.79  																																		+-Applying beta-rule and splitting (1278), into two cases.
% 56.21/22.79  																																		|-Branch one:
% 56.21/22.79  																																		| (1279) all_0_48_48 = e0
% 56.21/22.79  																																		|
% 56.21/22.79  																																			| Combining equations (1279,335) yields a new equation:
% 56.21/22.79  																																			| (330) e2 = e0
% 56.21/22.79  																																			|
% 56.21/22.79  																																			| Equations (330) can reduce 128 to:
% 56.21/22.79  																																			| (266) $false
% 56.21/22.79  																																			|
% 56.21/22.79  																																			|-The branch is then unsatisfiable
% 56.21/22.79  																																		|-Branch two:
% 56.21/22.79  																																		| (1283)  ~ (all_0_48_48 = e0)
% 56.21/22.79  																																		| (978) all_0_49_49 = e0
% 56.21/22.79  																																		|
% 56.21/22.79  																																			| Combining equations (884,978) yields a new equation:
% 56.21/22.79  																																			| (675) e3 = e0
% 56.21/22.79  																																			|
% 56.21/22.79  																																			| Simplifying 675 yields:
% 56.21/22.79  																																			| (676) e3 = e0
% 56.21/22.79  																																			|
% 56.21/22.79  																																			| Equations (676) can reduce 80 to:
% 56.21/22.79  																																			| (266) $false
% 56.21/22.79  																																			|
% 56.21/22.79  																																			|-The branch is then unsatisfiable
% 56.21/22.79  																															|-Branch two:
% 56.21/22.79  																															| (525)  ~ (all_0_49_49 = e3)
% 56.21/22.79  																															| (887) all_0_53_53 = e3 | all_0_58_58 = e3
% 56.21/22.79  																															|
% 56.21/22.79  																																+-Applying beta-rule and splitting (887), into two cases.
% 56.21/22.79  																																|-Branch one:
% 56.21/22.79  																																| (665) all_0_53_53 = e3
% 56.21/22.79  																																|
% 56.21/22.79  																																	| Combining equations (1208,665) yields a new equation:
% 56.21/22.79  																																	| (455) e3 = e1
% 56.21/22.79  																																	|
% 56.21/22.79  																																	| Equations (455) can reduce 213 to:
% 56.21/22.79  																																	| (266) $false
% 56.21/22.79  																																	|
% 56.21/22.79  																																	|-The branch is then unsatisfiable
% 56.21/22.79  																																|-Branch two:
% 56.21/22.79  																																| (903)  ~ (all_0_53_53 = e3)
% 56.21/22.79  																																| (795) all_0_58_58 = e3
% 56.21/22.79  																																|
% 56.21/22.79  																																	| Combining equations (624,795) yields a new equation:
% 56.21/22.79  																																	| (662) e3 = e2
% 56.21/22.79  																																	|
% 56.21/22.79  																																	| Equations (662) can reduce 212 to:
% 56.21/22.79  																																	| (266) $false
% 56.21/22.79  																																	|
% 56.21/22.79  																																	|-The branch is then unsatisfiable
% 56.21/22.79  																													|-Branch two:
% 56.21/22.79  																													| (405)  ~ (all_0_42_42 = e3)
% 56.21/22.79  																													| (521) all_0_47_47 = e3 | all_0_51_51 = e3 | all_0_56_56 = e3
% 56.21/22.79  																													|
% 56.21/22.79  																														+-Applying beta-rule and splitting (521), into two cases.
% 56.21/22.79  																														|-Branch one:
% 56.21/22.79  																														| (522) all_0_47_47 = e3
% 56.21/22.79  																														|
% 56.21/22.79  																															| Equations (522) can reduce 79 to:
% 56.21/22.79  																															| (246)  ~ (all_0_39_39 = e3)
% 56.21/22.79  																															|
% 56.21/22.79  																															| Equations (522) can reduce 198 to:
% 56.21/22.79  																															| (405)  ~ (all_0_42_42 = e3)
% 56.21/22.79  																															|
% 56.21/22.79  																															| Equations (522) can reduce 19 to:
% 56.21/22.79  																															| (409)  ~ (all_0_46_46 = e3)
% 56.21/22.79  																															|
% 56.21/22.79  																															| From (522) and (23) follows:
% 56.21/22.79  																															| (531) op(e2, e2) = e3
% 56.21/22.79  																															|
% 56.21/22.79  																															+-Applying beta-rule and splitting (189), into two cases.
% 56.21/22.79  																															|-Branch one:
% 56.21/22.79  																															| (532) all_0_44_44 = e3
% 56.21/22.79  																															|
% 56.21/22.79  																																| Equations (532) can reduce 143 to:
% 56.21/22.79  																																| (2)  ~ (all_0_40_40 = e3)
% 56.21/22.79  																																|
% 56.21/22.79  																																| Equations (532) can reduce 73 to:
% 56.21/22.79  																																| (405)  ~ (all_0_42_42 = e3)
% 56.21/22.79  																																|
% 56.21/22.79  																																| Equations (532) can reduce 9 to:
% 56.21/22.79  																																| (524)  ~ (all_0_49_49 = e3)
% 56.21/22.79  																																|
% 56.21/22.79  																																| Simplifying 524 yields:
% 56.21/22.79  																																| (525)  ~ (all_0_49_49 = e3)
% 56.21/22.79  																																|
% 56.21/22.79  																																+-Applying beta-rule and splitting (135), into two cases.
% 56.21/22.79  																																|-Branch one:
% 56.21/22.79  																																| (545) all_0_46_46 = e1
% 56.21/22.79  																																|
% 56.21/22.79  																																	| Equations (545) can reduce 43 to:
% 56.21/22.79  																																	| (457)  ~ (all_0_41_41 = e1)
% 56.21/22.79  																																	|
% 56.21/22.79  																																	| Equations (545) can reduce 208 to:
% 56.21/22.79  																																	| (1419)  ~ (all_0_49_49 = e1)
% 56.21/22.79  																																	|
% 56.21/22.79  																																	| Simplifying 1419 yields:
% 56.21/22.79  																																	| (1064)  ~ (all_0_49_49 = e1)
% 56.21/22.79  																																	|
% 56.21/22.79  																																	| Equations (545) can reduce 58 to:
% 56.21/22.80  																																	| (2331)  ~ (all_0_55_55 = e1)
% 56.21/22.80  																																	|
% 56.21/22.80  																																	| Simplifying 2331 yields:
% 56.21/22.80  																																	| (632)  ~ (all_0_55_55 = e1)
% 56.21/22.80  																																	|
% 56.21/22.80  																																	| Equations (545) can reduce 300 to:
% 56.21/22.80  																																	| (604)  ~ (e2 = e1)
% 56.21/22.80  																																	|
% 56.21/22.80  																																	| Simplifying 604 yields:
% 56.21/22.80  																																	| (122)  ~ (e2 = e1)
% 56.21/22.80  																																	|
% 56.21/22.80  																																	| From (545) and (120) follows:
% 56.21/22.80  																																	| (2105) op(e2, e3) = e1
% 56.21/22.80  																																	|
% 56.21/22.80  																																	+-Applying beta-rule and splitting (54), into two cases.
% 56.21/22.80  																																	|-Branch one:
% 56.21/22.80  																																	| (583) all_0_49_49 = e2
% 56.21/22.80  																																	|
% 56.21/22.80  																																		| Equations (583) can reduce 340 to:
% 56.21/22.80  																																		| (266) $false
% 56.21/22.80  																																		|
% 56.21/22.80  																																		|-The branch is then unsatisfiable
% 56.21/22.80  																																	|-Branch two:
% 56.21/22.80  																																	| (340)  ~ (all_0_49_49 = e2)
% 56.21/22.80  																																	| (586) all_0_49_49 = e4 | all_0_49_49 = e3 | all_0_49_49 = e1 | all_0_49_49 = e0
% 56.21/22.80  																																	|
% 56.21/22.80  																																		+-Applying beta-rule and splitting (184), into two cases.
% 56.21/22.80  																																		|-Branch one:
% 56.21/22.80  																																		| (538) all_0_46_46 = e0
% 56.21/22.80  																																		|
% 56.21/22.80  																																			| Combining equations (538,545) yields a new equation:
% 56.21/22.80  																																			| (431) e1 = e0
% 56.21/22.80  																																			|
% 56.21/22.80  																																			| Equations (431) can reduce 233 to:
% 56.21/22.80  																																			| (266) $false
% 56.21/22.80  																																			|
% 56.21/22.80  																																			|-The branch is then unsatisfiable
% 56.21/22.80  																																		|-Branch two:
% 56.21/22.80  																																		| (831)  ~ (all_0_46_46 = e0)
% 56.21/22.80  																																		| (832) all_0_47_47 = e0 | all_0_48_48 = e0 | all_0_49_49 = e0
% 56.21/22.80  																																		|
% 56.21/22.80  																																			+-Applying beta-rule and splitting (216), into two cases.
% 56.21/22.80  																																			|-Branch one:
% 56.21/22.80  																																			| (629) all_0_55_55 = e1
% 56.21/22.80  																																			|
% 56.21/22.80  																																				| Equations (629) can reduce 632 to:
% 56.21/22.80  																																				| (266) $false
% 56.21/22.80  																																				|
% 56.21/22.80  																																				|-The branch is then unsatisfiable
% 56.21/22.80  																																			|-Branch two:
% 56.21/22.80  																																			| (632)  ~ (all_0_55_55 = e1)
% 56.21/22.80  																																			| (633) all_0_56_56 = e1 | all_0_57_57 = e1 | all_0_58_58 = e1
% 56.21/22.80  																																			|
% 56.21/22.80  																																				+-Applying beta-rule and splitting (174), into two cases.
% 56.21/22.80  																																				|-Branch one:
% 56.21/22.80  																																				| (386) all_0_55_55 = e2
% 56.21/22.80  																																				|
% 56.21/22.80  																																					| Equations (386) can reduce 304 to:
% 56.21/22.80  																																					| (266) $false
% 56.21/22.80  																																					|
% 56.21/22.80  																																					|-The branch is then unsatisfiable
% 56.21/22.80  																																				|-Branch two:
% 56.21/22.80  																																				| (304)  ~ (all_0_55_55 = e2)
% 56.21/22.80  																																				| (2051) all_0_55_55 = e4 | all_0_55_55 = e3 | all_0_55_55 = e1 | all_0_55_55 = e0
% 56.21/22.80  																																				|
% 56.21/22.80  																																					+-Applying beta-rule and splitting (150), into two cases.
% 56.21/22.80  																																					|-Branch one:
% 56.21/22.80  																																					| (1378) all_0_40_40 = e4
% 56.21/22.80  																																					|
% 56.21/22.80  																																						| Equations (1378) can reduce 200 to:
% 56.21/22.80  																																						| (255)  ~ (all_0_49_49 = e4)
% 56.21/22.80  																																						|
% 56.21/22.80  																																						| Simplifying 255 yields:
% 56.21/22.80  																																						| (256)  ~ (all_0_49_49 = e4)
% 56.21/22.80  																																						|
% 56.21/22.80  																																						+-Applying beta-rule and splitting (2051), into two cases.
% 56.21/22.80  																																						|-Branch one:
% 56.21/22.80  																																						| (587) all_0_55_55 = e4
% 56.21/22.80  																																						|
% 56.21/22.80  																																							| Equations (587) can reduce 191 to:
% 56.21/22.80  																																							| (440)  ~ (all_0_41_41 = e4)
% 56.21/22.80  																																							|
% 56.21/22.80  																																							| Equations (587) can reduce 270 to:
% 56.21/22.80  																																							| (188)  ~ (e4 = e3)
% 56.21/22.80  																																							|
% 56.21/22.80  																																							| Equations (587) can reduce 632 to:
% 56.21/22.80  																																							| (110)  ~ (e4 = e1)
% 56.21/22.80  																																							|
% 56.21/22.80  																																							| From (587) and (74) follows:
% 56.21/22.80  																																							| (589) op(e0, e3) = e4
% 56.21/22.80  																																							|
% 56.21/22.80  																																							+-Applying beta-rule and splitting (64), into two cases.
% 56.21/22.80  																																							|-Branch one:
% 56.21/22.80  																																							| (437) all_0_41_41 = e4
% 56.21/22.80  																																							|
% 56.21/22.80  																																								| Equations (437) can reduce 440 to:
% 56.21/22.80  																																								| (266) $false
% 56.21/22.80  																																								|
% 56.21/22.80  																																								|-The branch is then unsatisfiable
% 56.21/22.80  																																							|-Branch two:
% 56.21/22.80  																																							| (440)  ~ (all_0_41_41 = e4)
% 56.21/22.80  																																							| (441) all_0_42_42 = e4 | all_0_43_43 = e4 | all_0_44_44 = e4
% 56.21/22.80  																																							|
% 56.21/22.80  																																								+-Applying beta-rule and splitting (441), into two cases.
% 56.21/22.80  																																								|-Branch one:
% 56.21/22.80  																																								| (1392) all_0_42_42 = e4
% 56.21/22.80  																																								|
% 56.21/22.80  																																									| Equations (1392) can reduce 145 to:
% 56.21/22.80  																																									| (1377)  ~ (all_0_39_39 = e4)
% 56.21/22.80  																																									|
% 56.21/22.80  																																									| From (1392) and (210) follows:
% 56.21/22.80  																																									| (4074) op(e3, e2) = e4
% 56.21/22.80  																																									|
% 56.21/22.80  																																									+-Applying beta-rule and splitting (320), into two cases.
% 56.21/22.80  																																									|-Branch one:
% 56.21/22.80  																																									| (471) all_0_39_39 = e4
% 56.21/22.80  																																									|
% 56.21/22.80  																																										| Equations (471) can reduce 1377 to:
% 56.21/22.80  																																										| (266) $false
% 56.21/22.80  																																										|
% 56.21/22.80  																																										|-The branch is then unsatisfiable
% 56.21/22.80  																																									|-Branch two:
% 56.21/22.80  																																									| (1377)  ~ (all_0_39_39 = e4)
% 56.21/22.80  																																									| (480) all_0_39_39 = e0
% 56.21/22.80  																																									|
% 56.21/22.80  																																										| Equations (480) can reduce 154 to:
% 56.21/22.80  																																										| (1181)  ~ (all_0_56_56 = e0)
% 56.21/22.80  																																										|
% 56.21/22.80  																																										| Simplifying 1181 yields:
% 56.21/22.80  																																										| (828)  ~ (all_0_56_56 = e0)
% 56.21/22.80  																																										|
% 56.21/22.80  																																										| Equations (480) can reduce 1377 to:
% 56.21/22.80  																																										| (401)  ~ (e4 = e0)
% 56.21/22.80  																																										|
% 56.21/22.80  																																										| Simplifying 401 yields:
% 56.21/22.80  																																										| (49)  ~ (e4 = e0)
% 56.21/22.80  																																										|
% 56.21/22.80  																																										| Equations (480) can reduce 151 to:
% 56.21/22.80  																																										| (435)  ~ (e1 = e0)
% 56.21/22.80  																																										|
% 56.21/22.80  																																										| Simplifying 435 yields:
% 56.21/22.80  																																										| (233)  ~ (e1 = e0)
% 56.21/22.80  																																										|
% 56.21/22.80  																																										| From (480) and (14) follows:
% 56.21/22.80  																																										| (4090) op(e4, e2) = e0
% 56.21/22.80  																																										|
% 56.21/22.80  																																										+-Applying beta-rule and splitting (165), into two cases.
% 56.21/22.80  																																										|-Branch one:
% 56.21/22.80  																																										| (794) all_0_41_41 = e0
% 56.21/22.80  																																										|
% 56.21/22.80  																																											| Equations (794) can reduce 457 to:
% 56.21/22.80  																																											| (435)  ~ (e1 = e0)
% 56.21/22.80  																																											|
% 56.21/22.80  																																											| Simplifying 435 yields:
% 56.21/22.80  																																											| (233)  ~ (e1 = e0)
% 56.21/22.80  																																											|
% 56.21/22.80  																																											+-Applying beta-rule and splitting (633), into two cases.
% 56.21/22.80  																																											|-Branch one:
% 56.21/22.80  																																											| (1569) all_0_56_56 = e1
% 56.21/22.80  																																											|
% 56.21/22.80  																																												| From (1569) and (111) follows:
% 56.21/22.80  																																												| (3175) op(e0, e2) = e1
% 56.21/22.80  																																												|
% 56.21/22.80  																																												+-Applying beta-rule and splitting (586), into two cases.
% 56.21/22.80  																																												|-Branch one:
% 56.21/22.80  																																												| (974) all_0_49_49 = e4
% 56.21/22.80  																																												|
% 56.21/22.80  																																													| Equations (974) can reduce 256 to:
% 56.21/22.80  																																													| (266) $false
% 56.21/22.80  																																													|
% 56.21/22.80  																																													|-The branch is then unsatisfiable
% 56.21/22.80  																																												|-Branch two:
% 56.21/22.80  																																												| (256)  ~ (all_0_49_49 = e4)
% 56.21/22.80  																																												| (977) all_0_49_49 = e3 | all_0_49_49 = e1 | all_0_49_49 = e0
% 56.21/22.80  																																												|
% 56.21/22.80  																																													+-Applying beta-rule and splitting (977), into two cases.
% 56.21/22.80  																																													|-Branch one:
% 56.21/22.80  																																													| (978) all_0_49_49 = e0
% 56.21/22.80  																																													|
% 56.21/22.80  																																														| Equations (978) can reduce 1064 to:
% 56.21/22.80  																																														| (435)  ~ (e1 = e0)
% 56.21/22.80  																																														|
% 56.21/22.80  																																														| Simplifying 435 yields:
% 56.21/22.80  																																														| (233)  ~ (e1 = e0)
% 56.21/22.80  																																														|
% 56.21/22.80  																																														+-Applying beta-rule and splitting (56), into two cases.
% 56.21/22.80  																																														|-Branch one:
% 56.21/22.80  																																														| (696) unit = e2
% 56.21/22.80  																																														|
% 56.21/22.80  																																															| From (696) and (24) follows:
% 56.21/22.80  																																															| (697) op(e2, e3) = e3
% 56.21/22.80  																																															|
% 56.21/22.80  																																															| From (696) and (227) follows:
% 56.21/22.80  																																															| (4284) op(e4, e2) = e4
% 56.21/22.80  																																															|
% 56.21/22.80  																																															| From (696) and (40) follows:
% 56.21/22.80  																																															| (4285) op(e3, e2) = e3
% 56.21/22.80  																																															|
% 56.21/22.80  																																															| From (696) and (32) follows:
% 56.21/22.80  																																															| (698) op(e2, e2) = e2
% 56.21/22.80  																																															|
% 56.21/22.80  																																															| Instantiating formula (29) with e4, e2, e4, e0 and discharging atoms op(e4, e2) = e4, op(e4, e2) = e0, yields:
% 56.21/22.80  																																															| (397) e4 = e0
% 56.21/22.80  																																															|
% 56.21/22.80  																																															| Instantiating formula (29) with e3, e2, e3, e4 and discharging atoms op(e3, e2) = e4, op(e3, e2) = e3, yields:
% 56.21/22.80  																																															| (425) e4 = e3
% 56.21/22.80  																																															|
% 56.21/22.80  																																															| Instantiating formula (29) with e2, e3, e3, e1 and discharging atoms op(e2, e3) = e3, op(e2, e3) = e1, yields:
% 56.21/22.80  																																															| (455) e3 = e1
% 56.21/22.80  																																															|
% 56.21/22.80  																																															| Instantiating formula (29) with e2, e2, e2, e3 and discharging atoms op(e2, e2) = e3, op(e2, e2) = e2, yields:
% 56.21/22.80  																																															| (662) e3 = e2
% 56.21/22.80  																																															|
% 56.21/22.80  																																															| Combining equations (397,425) yields a new equation:
% 56.21/22.80  																																															| (676) e3 = e0
% 56.21/22.80  																																															|
% 56.21/22.80  																																															| Combining equations (676,662) yields a new equation:
% 56.21/22.80  																																															| (330) e2 = e0
% 56.21/22.80  																																															|
% 56.21/22.80  																																															| Combining equations (455,662) yields a new equation:
% 56.21/22.80  																																															| (617) e2 = e1
% 56.21/22.80  																																															|
% 56.21/22.80  																																															| Combining equations (330,617) yields a new equation:
% 56.21/22.80  																																															| (431) e1 = e0
% 56.21/22.80  																																															|
% 56.21/22.80  																																															| Equations (431) can reduce 233 to:
% 56.21/22.80  																																															| (266) $false
% 56.21/22.80  																																															|
% 56.21/22.80  																																															|-The branch is then unsatisfiable
% 56.21/22.80  																																														|-Branch two:
% 56.21/22.80  																																														| (707)  ~ (unit = e2)
% 56.21/22.80  																																														| (708) unit = e4 | unit = e3 | unit = e1 | unit = e0
% 56.21/22.80  																																														|
% 56.21/22.80  																																															+-Applying beta-rule and splitting (708), into two cases.
% 56.21/22.80  																																															|-Branch one:
% 56.21/22.80  																																															| (709) unit = e4
% 56.21/22.80  																																															|
% 56.21/22.80  																																																| From (709) and (227) follows:
% 56.21/22.80  																																																| (710) op(e4, e4) = e4
% 56.21/22.80  																																																|
% 56.21/22.80  																																																| From (709) and (40) follows:
% 56.21/22.80  																																																| (711) op(e3, e4) = e3
% 56.21/22.80  																																																|
% 56.21/22.80  																																																| From (709) and (32) follows:
% 56.21/22.80  																																																| (712) op(e2, e4) = e2
% 56.21/22.80  																																																|
% 56.21/22.80  																																																| From (709) and (42) follows:
% 56.21/22.80  																																																| (713) op(e0, e4) = e0
% 56.21/22.80  																																																|
% 56.21/22.80  																																																| Instantiating formula (29) with e4, e4, e4, e1 and discharging atoms op(e4, e4) = e4, op(e4, e4) = e1, yields:
% 56.21/22.80  																																																| (630) e4 = e1
% 56.21/22.80  																																																|
% 56.21/22.80  																																																| Instantiating formula (29) with e3, e4, e3, e2 and discharging atoms op(e3, e4) = e3, op(e3, e4) = e2, yields:
% 56.21/22.80  																																																| (662) e3 = e2
% 56.21/22.80  																																																|
% 56.21/22.80  																																																| Instantiating formula (29) with e2, e4, e2, e4 and discharging atoms op(e2, e4) = e4, op(e2, e4) = e2, yields:
% 56.21/22.80  																																																| (323) e4 = e2
% 56.21/22.80  																																																|
% 56.21/22.80  																																																| Instantiating formula (29) with e0, e4, e0, e3 and discharging atoms op(e0, e4) = e3, op(e0, e4) = e0, yields:
% 56.21/22.80  																																																| (676) e3 = e0
% 56.21/22.80  																																																|
% 56.21/22.80  																																																| Combining equations (630,323) yields a new equation:
% 56.21/22.80  																																																| (617) e2 = e1
% 56.21/22.80  																																																|
% 56.21/22.80  																																																| Combining equations (662,676) yields a new equation:
% 56.21/22.80  																																																| (391) e2 = e0
% 56.21/22.80  																																																|
% 56.21/22.80  																																																| Simplifying 391 yields:
% 56.21/22.80  																																																| (330) e2 = e0
% 56.21/22.80  																																																|
% 56.21/22.80  																																																| Combining equations (617,330) yields a new equation:
% 56.21/22.80  																																																| (546) e1 = e0
% 56.21/22.80  																																																|
% 56.21/22.80  																																																| Simplifying 546 yields:
% 56.21/22.80  																																																| (431) e1 = e0
% 56.21/22.80  																																																|
% 56.21/22.80  																																																| Equations (431) can reduce 233 to:
% 56.21/22.80  																																																| (266) $false
% 56.21/22.80  																																																|
% 56.21/22.80  																																																|-The branch is then unsatisfiable
% 56.21/22.80  																																															|-Branch two:
% 56.21/22.80  																																															| (724)  ~ (unit = e4)
% 56.21/22.80  																																															| (725) unit = e3 | unit = e1 | unit = e0
% 56.21/22.80  																																															|
% 56.21/22.80  																																																+-Applying beta-rule and splitting (725), into two cases.
% 56.21/22.80  																																																|-Branch one:
% 56.21/22.80  																																																| (726) unit = e0
% 56.21/22.80  																																																|
% 56.21/22.80  																																																	| From (726) and (15) follows:
% 56.21/22.80  																																																	| (1508) op(e0, e2) = e2
% 56.21/22.80  																																																	|
% 56.21/22.80  																																																	| From (726) and (42) follows:
% 56.21/22.80  																																																	| (728) op(e0, e0) = e0
% 56.21/22.80  																																																	|
% 56.21/22.80  																																																	| Instantiating formula (29) with e0, e2, e2, e1 and discharging atoms op(e0, e2) = e2, op(e0, e2) = e1, yields:
% 56.21/22.80  																																																	| (617) e2 = e1
% 56.21/22.80  																																																	|
% 56.21/22.80  																																																	| Instantiating formula (29) with e0, e0, e0, e2 and discharging atoms op(e0, e0) = e2, op(e0, e0) = e0, yields:
% 56.21/22.80  																																																	| (330) e2 = e0
% 56.21/22.80  																																																	|
% 56.21/22.80  																																																	| Combining equations (617,330) yields a new equation:
% 56.21/22.80  																																																	| (546) e1 = e0
% 56.21/22.80  																																																	|
% 56.21/22.80  																																																	| Simplifying 546 yields:
% 56.21/22.80  																																																	| (431) e1 = e0
% 56.21/22.80  																																																	|
% 56.21/22.80  																																																	| Equations (431) can reduce 233 to:
% 56.21/22.80  																																																	| (266) $false
% 56.21/22.80  																																																	|
% 56.21/22.80  																																																	|-The branch is then unsatisfiable
% 56.21/22.80  																																																|-Branch two:
% 56.21/22.80  																																																| (734)  ~ (unit = e0)
% 56.21/22.80  																																																| (735) unit = e3 | unit = e1
% 56.21/22.80  																																																|
% 56.21/22.80  																																																	+-Applying beta-rule and splitting (735), into two cases.
% 56.21/22.80  																																																	|-Branch one:
% 56.21/22.80  																																																	| (736) unit = e1
% 56.21/22.80  																																																	|
% 56.21/22.80  																																																		| Equations (736) can reduce 734 to:
% 56.21/22.80  																																																		| (233)  ~ (e1 = e0)
% 56.21/22.80  																																																		|
% 56.21/22.80  																																																		| From (736) and (244) follows:
% 56.21/22.80  																																																		| (738) op(e1, e4) = e4
% 56.21/22.80  																																																		|
% 56.21/22.80  																																																		| From (736) and (28) follows:
% 56.21/22.80  																																																		| (740) op(e1, e1) = e1
% 56.21/22.80  																																																		|
% 56.21/22.80  																																																		| Instantiating formula (29) with e1, e4, e4, e0 and discharging atoms op(e1, e4) = e4, op(e1, e4) = e0, yields:
% 56.21/22.80  																																																		| (397) e4 = e0
% 56.21/22.80  																																																		|
% 56.21/22.80  																																																		| Instantiating formula (29) with e1, e1, e1, e4 and discharging atoms op(e1, e1) = e4, op(e1, e1) = e1, yields:
% 56.21/22.80  																																																		| (630) e4 = e1
% 56.21/22.80  																																																		|
% 56.21/22.80  																																																		| Combining equations (397,630) yields a new equation:
% 56.21/22.80  																																																		| (431) e1 = e0
% 56.21/22.80  																																																		|
% 56.21/22.80  																																																		| Equations (431) can reduce 233 to:
% 56.21/22.80  																																																		| (266) $false
% 56.21/22.80  																																																		|
% 56.21/22.80  																																																		|-The branch is then unsatisfiable
% 56.21/22.80  																																																	|-Branch two:
% 56.21/22.80  																																																	| (748)  ~ (unit = e1)
% 56.21/22.80  																																																	| (749) unit = e3
% 56.21/22.80  																																																	|
% 56.21/22.80  																																																		| From (749) and (15) follows:
% 56.21/22.80  																																																		| (751) op(e3, e2) = e2
% 56.21/22.80  																																																		|
% 56.21/22.80  																																																		| From (749) and (32) follows:
% 56.21/22.80  																																																		| (5793) op(e2, e3) = e2
% 56.21/22.80  																																																		|
% 56.21/22.80  																																																		| From (749) and (42) follows:
% 56.21/22.80  																																																		| (752) op(e0, e3) = e0
% 56.21/22.80  																																																		|
% 56.21/22.80  																																																		| Instantiating formula (29) with e3, e2, e2, e4 and discharging atoms op(e3, e2) = e4, op(e3, e2) = e2, yields:
% 56.21/22.80  																																																		| (323) e4 = e2
% 56.21/22.80  																																																		|
% 56.21/22.80  																																																		| Instantiating formula (29) with e2, e3, e2, e1 and discharging atoms op(e2, e3) = e2, op(e2, e3) = e1, yields:
% 56.21/22.80  																																																		| (617) e2 = e1
% 56.21/22.80  																																																		|
% 56.21/22.80  																																																		| Instantiating formula (29) with e0, e3, e0, e4 and discharging atoms op(e0, e3) = e4, op(e0, e3) = e0, yields:
% 56.21/22.80  																																																		| (397) e4 = e0
% 56.21/22.80  																																																		|
% 56.21/22.80  																																																		| Combining equations (323,397) yields a new equation:
% 56.21/22.80  																																																		| (391) e2 = e0
% 56.21/22.80  																																																		|
% 56.21/22.80  																																																		| Simplifying 391 yields:
% 56.21/22.80  																																																		| (330) e2 = e0
% 56.21/22.80  																																																		|
% 56.21/22.80  																																																		| Combining equations (617,330) yields a new equation:
% 56.21/22.80  																																																		| (546) e1 = e0
% 56.21/22.80  																																																		|
% 56.21/22.80  																																																		| Simplifying 546 yields:
% 56.21/22.80  																																																		| (431) e1 = e0
% 56.21/22.80  																																																		|
% 56.21/22.80  																																																		| Equations (431) can reduce 233 to:
% 56.21/22.80  																																																		| (266) $false
% 56.21/22.80  																																																		|
% 56.21/22.80  																																																		|-The branch is then unsatisfiable
% 56.21/22.80  																																													|-Branch two:
% 56.21/22.80  																																													| (487)  ~ (all_0_49_49 = e0)
% 56.21/22.80  																																													| (981) all_0_49_49 = e3 | all_0_49_49 = e1
% 56.21/22.80  																																													|
% 56.21/22.80  																																														+-Applying beta-rule and splitting (981), into two cases.
% 56.21/22.80  																																														|-Branch one:
% 56.21/22.80  																																														| (671) all_0_49_49 = e1
% 56.21/22.80  																																														|
% 56.21/22.80  																																															| Equations (671) can reduce 1064 to:
% 56.21/22.80  																																															| (266) $false
% 56.21/22.80  																																															|
% 56.21/22.80  																																															|-The branch is then unsatisfiable
% 56.21/22.80  																																														|-Branch two:
% 56.21/22.80  																																														| (1064)  ~ (all_0_49_49 = e1)
% 56.21/22.80  																																														| (884) all_0_49_49 = e3
% 56.21/22.80  																																														|
% 56.21/22.80  																																															| Equations (884) can reduce 525 to:
% 56.21/22.80  																																															| (266) $false
% 56.21/22.80  																																															|
% 56.21/22.80  																																															|-The branch is then unsatisfiable
% 56.21/22.80  																																											|-Branch two:
% 56.21/22.80  																																											| (466)  ~ (all_0_56_56 = e1)
% 56.21/22.80  																																											| (1574) all_0_57_57 = e1 | all_0_58_58 = e1
% 56.21/22.80  																																											|
% 56.21/22.80  																																												+-Applying beta-rule and splitting (1574), into two cases.
% 56.21/22.80  																																												|-Branch one:
% 56.21/22.80  																																												| (647) all_0_57_57 = e1
% 56.21/22.80  																																												|
% 56.21/22.80  																																													| Combining equations (647,875) yields a new equation:
% 56.21/22.80  																																													| (546) e1 = e0
% 56.21/22.80  																																													|
% 56.21/22.80  																																													| Simplifying 546 yields:
% 56.21/22.80  																																													| (431) e1 = e0
% 56.21/22.80  																																													|
% 56.21/22.80  																																													| Equations (431) can reduce 233 to:
% 56.21/22.80  																																													| (266) $false
% 56.21/22.80  																																													|
% 56.21/22.80  																																													|-The branch is then unsatisfiable
% 56.21/22.80  																																												|-Branch two:
% 56.21/22.80  																																												| (1670)  ~ (all_0_57_57 = e1)
% 56.21/22.80  																																												| (918) all_0_58_58 = e1
% 56.21/22.80  																																												|
% 56.21/22.80  																																													| Combining equations (918,624) yields a new equation:
% 56.21/22.80  																																													| (617) e2 = e1
% 56.21/22.80  																																													|
% 56.21/22.80  																																													| Equations (617) can reduce 122 to:
% 56.21/22.80  																																													| (266) $false
% 56.21/22.80  																																													|
% 56.21/22.80  																																													|-The branch is then unsatisfiable
% 56.21/22.80  																																										|-Branch two:
% 56.21/22.80  																																										| (357)  ~ (all_0_41_41 = e0)
% 56.21/22.80  																																										| (6761) all_0_42_42 = e0 | all_0_43_43 = e0 | all_0_44_44 = e0
% 56.21/22.80  																																										|
% 56.21/22.80  																																											+-Applying beta-rule and splitting (6761), into two cases.
% 56.21/22.80  																																											|-Branch one:
% 56.21/22.80  																																											| (559) all_0_42_42 = e0
% 56.21/22.80  																																											|
% 56.21/22.80  																																												| Combining equations (559,1392) yields a new equation:
% 56.21/22.80  																																												| (397) e4 = e0
% 56.21/22.80  																																												|
% 56.21/22.80  																																												| Equations (397) can reduce 49 to:
% 56.21/22.80  																																												| (266) $false
% 56.21/22.80  																																												|
% 56.21/22.80  																																												|-The branch is then unsatisfiable
% 56.21/22.80  																																											|-Branch two:
% 56.21/22.80  																																											| (358)  ~ (all_0_42_42 = e0)
% 56.21/22.80  																																											| (6766) all_0_43_43 = e0 | all_0_44_44 = e0
% 56.21/22.80  																																											|
% 56.21/22.80  																																												| Equations (1392) can reduce 358 to:
% 56.21/22.80  																																												| (49)  ~ (e4 = e0)
% 56.21/22.80  																																												|
% 56.21/22.80  																																												+-Applying beta-rule and splitting (75), into two cases.
% 56.21/22.80  																																												|-Branch one:
% 56.21/22.80  																																												| (485) all_0_40_40 = e0
% 56.21/22.80  																																												|
% 56.21/22.80  																																													| Combining equations (1378,485) yields a new equation:
% 56.21/22.80  																																													| (481) e4 = e0
% 56.21/22.80  																																													|
% 56.21/22.80  																																													| Simplifying 481 yields:
% 56.21/22.80  																																													| (397) e4 = e0
% 56.21/22.80  																																													|
% 56.21/22.80  																																													| Equations (397) can reduce 49 to:
% 56.21/22.80  																																													| (266) $false
% 56.21/22.80  																																													|
% 56.21/22.80  																																													|-The branch is then unsatisfiable
% 56.21/22.80  																																												|-Branch two:
% 56.21/22.80  																																												| (1401)  ~ (all_0_40_40 = e0)
% 56.21/22.80  																																												| (1748) all_0_44_44 = e0 | all_0_49_49 = e0 | all_0_58_58 = e0
% 56.21/22.81  																																												|
% 56.21/22.81  																																													| Equations (1378) can reduce 1401 to:
% 56.21/22.81  																																													| (49)  ~ (e4 = e0)
% 56.21/22.81  																																													|
% 56.21/22.81  																																													+-Applying beta-rule and splitting (395), into two cases.
% 56.21/22.81  																																													|-Branch one:
% 56.21/22.81  																																													| (794) all_0_41_41 = e0
% 56.21/22.81  																																													|
% 56.21/22.81  																																														| Equations (794) can reduce 357 to:
% 56.21/22.81  																																														| (266) $false
% 56.21/22.81  																																														|
% 56.21/22.81  																																														|-The branch is then unsatisfiable
% 56.21/22.81  																																													|-Branch two:
% 56.21/22.81  																																													| (357)  ~ (all_0_41_41 = e0)
% 56.21/22.81  																																													| (895) all_0_46_46 = e0 | all_0_55_55 = e0
% 56.21/22.81  																																													|
% 56.21/22.81  																																														+-Applying beta-rule and splitting (633), into two cases.
% 56.21/22.81  																																														|-Branch one:
% 56.21/22.81  																																														| (1569) all_0_56_56 = e1
% 56.21/22.81  																																														|
% 56.21/22.81  																																															| Equations (1569) can reduce 828 to:
% 56.21/22.81  																																															| (233)  ~ (e1 = e0)
% 56.21/22.81  																																															|
% 56.21/22.81  																																															+-Applying beta-rule and splitting (895), into two cases.
% 56.21/22.81  																																															|-Branch one:
% 56.21/22.81  																																															| (538) all_0_46_46 = e0
% 56.21/22.81  																																															|
% 56.21/22.81  																																																| Combining equations (538,545) yields a new equation:
% 56.21/22.81  																																																| (431) e1 = e0
% 56.21/22.81  																																																|
% 56.21/22.81  																																																| Equations (431) can reduce 233 to:
% 56.21/22.81  																																																| (266) $false
% 56.21/22.81  																																																|
% 56.21/22.81  																																																|-The branch is then unsatisfiable
% 56.21/22.81  																																															|-Branch two:
% 56.21/22.81  																																															| (831)  ~ (all_0_46_46 = e0)
% 56.21/22.81  																																															| (858) all_0_55_55 = e0
% 56.21/22.81  																																															|
% 56.21/22.81  																																																| Combining equations (858,587) yields a new equation:
% 56.21/22.81  																																																| (397) e4 = e0
% 56.21/22.81  																																																|
% 56.21/22.81  																																																| Equations (397) can reduce 49 to:
% 56.21/22.81  																																																| (266) $false
% 56.21/22.81  																																																|
% 56.21/22.81  																																																|-The branch is then unsatisfiable
% 56.21/22.81  																																														|-Branch two:
% 56.21/22.81  																																														| (466)  ~ (all_0_56_56 = e1)
% 56.21/22.81  																																														| (1574) all_0_57_57 = e1 | all_0_58_58 = e1
% 56.21/22.81  																																														|
% 56.21/22.81  																																															+-Applying beta-rule and splitting (1574), into two cases.
% 56.21/22.81  																																															|-Branch one:
% 56.21/22.81  																																															| (647) all_0_57_57 = e1
% 56.21/22.81  																																															|
% 56.21/22.81  																																																| Combining equations (875,647) yields a new equation:
% 56.21/22.81  																																																| (431) e1 = e0
% 56.21/22.81  																																																|
% 56.21/22.81  																																																| Equations (431) can reduce 233 to:
% 56.21/22.81  																																																| (266) $false
% 56.21/22.81  																																																|
% 56.21/22.81  																																																|-The branch is then unsatisfiable
% 56.21/22.81  																																															|-Branch two:
% 56.21/22.81  																																															| (1670)  ~ (all_0_57_57 = e1)
% 56.21/22.81  																																															| (918) all_0_58_58 = e1
% 56.21/22.81  																																															|
% 56.21/22.81  																																																| Combining equations (918,624) yields a new equation:
% 56.21/22.81  																																																| (617) e2 = e1
% 56.21/22.81  																																																|
% 56.21/22.81  																																																| Equations (617) can reduce 122 to:
% 56.21/22.81  																																																| (266) $false
% 56.21/22.81  																																																|
% 56.21/22.81  																																																|-The branch is then unsatisfiable
% 56.21/22.81  																																								|-Branch two:
% 56.21/22.81  																																								| (1890)  ~ (all_0_42_42 = e4)
% 56.21/22.81  																																								| (1891) all_0_43_43 = e4 | all_0_44_44 = e4
% 56.21/22.81  																																								|
% 56.21/22.81  																																									+-Applying beta-rule and splitting (1891), into two cases.
% 56.21/22.81  																																									|-Branch one:
% 56.21/22.81  																																									| (396) all_0_43_43 = e4
% 56.21/22.81  																																									|
% 56.21/22.81  																																										| Combining equations (430,396) yields a new equation:
% 56.21/22.81  																																										| (630) e4 = e1
% 56.21/22.81  																																										|
% 56.21/22.81  																																										| Equations (630) can reduce 110 to:
% 56.21/22.81  																																										| (266) $false
% 56.21/22.81  																																										|
% 56.21/22.81  																																										|-The branch is then unsatisfiable
% 56.21/22.81  																																									|-Branch two:
% 56.21/22.81  																																									| (399)  ~ (all_0_43_43 = e4)
% 56.21/22.81  																																									| (446) all_0_44_44 = e4
% 56.21/22.81  																																									|
% 56.21/22.81  																																										| Combining equations (532,446) yields a new equation:
% 56.21/22.81  																																										| (425) e4 = e3
% 56.21/22.81  																																										|
% 56.21/22.81  																																										| Equations (425) can reduce 188 to:
% 56.21/22.81  																																										| (266) $false
% 56.21/22.81  																																										|
% 56.21/22.81  																																										|-The branch is then unsatisfiable
% 56.21/22.81  																																						|-Branch two:
% 56.21/22.81  																																						| (763)  ~ (all_0_55_55 = e4)
% 56.21/22.81  																																						| (2055) all_0_55_55 = e3 | all_0_55_55 = e1 | all_0_55_55 = e0
% 56.21/22.81  																																						|
% 56.21/22.81  																																							+-Applying beta-rule and splitting (2055), into two cases.
% 56.21/22.81  																																							|-Branch one:
% 56.21/22.81  																																							| (858) all_0_55_55 = e0
% 56.21/22.81  																																							|
% 56.21/22.81  																																								| Equations (858) can reduce 803 to:
% 56.21/22.81  																																								| (266) $false
% 56.21/22.81  																																								|
% 56.21/22.81  																																								|-The branch is then unsatisfiable
% 56.21/22.81  																																							|-Branch two:
% 56.21/22.81  																																							| (803)  ~ (all_0_55_55 = e0)
% 56.21/22.81  																																							| (2315) all_0_55_55 = e3 | all_0_55_55 = e1
% 56.21/22.81  																																							|
% 56.21/22.81  																																								+-Applying beta-rule and splitting (2315), into two cases.
% 56.21/22.81  																																								|-Branch one:
% 56.21/22.81  																																								| (629) all_0_55_55 = e1
% 56.21/22.81  																																								|
% 56.21/22.81  																																									| Equations (629) can reduce 632 to:
% 56.21/22.81  																																									| (266) $false
% 56.21/22.81  																																									|
% 56.21/22.81  																																									|-The branch is then unsatisfiable
% 56.21/22.81  																																								|-Branch two:
% 56.21/22.81  																																								| (632)  ~ (all_0_55_55 = e1)
% 56.21/22.81  																																								| (2336) all_0_55_55 = e3
% 56.21/22.81  																																								|
% 56.21/22.81  																																									| Equations (2336) can reduce 270 to:
% 56.21/22.81  																																									| (266) $false
% 56.21/22.81  																																									|
% 56.21/22.81  																																									|-The branch is then unsatisfiable
% 56.21/22.81  																																					|-Branch two:
% 56.21/22.81  																																					| (447)  ~ (all_0_40_40 = e4)
% 56.21/22.81  																																					| (2271) all_0_44_44 = e4 | all_0_49_49 = e4 | all_0_53_53 = e4 | all_0_58_58 = e4
% 56.21/22.81  																																					|
% 56.21/22.81  																																						+-Applying beta-rule and splitting (316), into two cases.
% 56.21/22.81  																																						|-Branch one:
% 56.21/22.81  																																						| (1378) all_0_40_40 = e4
% 56.21/22.81  																																						|
% 56.21/22.81  																																							| Equations (1378) can reduce 447 to:
% 56.21/22.81  																																							| (266) $false
% 56.21/22.81  																																							|
% 56.21/22.81  																																							|-The branch is then unsatisfiable
% 56.21/22.81  																																						|-Branch two:
% 56.21/22.81  																																						| (447)  ~ (all_0_40_40 = e4)
% 56.21/22.81  																																						| (485) all_0_40_40 = e0
% 56.21/22.81  																																						|
% 56.21/22.81  																																							| Equations (485) can reduce 200 to:
% 56.21/22.81  																																							| (486)  ~ (all_0_49_49 = e0)
% 56.21/22.81  																																							|
% 56.21/22.81  																																							| Simplifying 486 yields:
% 56.21/22.81  																																							| (487)  ~ (all_0_49_49 = e0)
% 56.21/22.81  																																							|
% 56.21/22.81  																																							| Equations (485) can reduce 2 to:
% 56.21/22.81  																																							| (541)  ~ (e3 = e0)
% 56.21/22.81  																																							|
% 56.21/22.81  																																							| Simplifying 541 yields:
% 56.21/22.81  																																							| (80)  ~ (e3 = e0)
% 56.21/22.81  																																							|
% 56.21/22.81  																																							| Equations (485) can reduce 296 to:
% 56.21/22.81  																																							| (365)  ~ (e2 = e0)
% 56.21/22.81  																																							|
% 56.21/22.81  																																							| Simplifying 365 yields:
% 56.21/22.81  																																							| (128)  ~ (e2 = e0)
% 56.21/22.81  																																							|
% 56.21/22.81  																																							+-Applying beta-rule and splitting (832), into two cases.
% 56.21/22.81  																																							|-Branch one:
% 56.21/22.81  																																							| (674) all_0_47_47 = e0
% 56.21/22.81  																																							|
% 56.21/22.81  																																								| Combining equations (522,674) yields a new equation:
% 56.21/22.81  																																								| (675) e3 = e0
% 56.21/22.81  																																								|
% 56.21/22.81  																																								| Simplifying 675 yields:
% 56.21/22.81  																																								| (676) e3 = e0
% 56.21/22.81  																																								|
% 56.21/22.81  																																								| Equations (676) can reduce 80 to:
% 56.21/22.81  																																								| (266) $false
% 56.21/22.81  																																								|
% 56.21/22.81  																																								|-The branch is then unsatisfiable
% 56.21/22.81  																																							|-Branch two:
% 56.21/22.81  																																							| (678)  ~ (all_0_47_47 = e0)
% 56.21/22.81  																																							| (1278) all_0_48_48 = e0 | all_0_49_49 = e0
% 56.21/22.81  																																							|
% 56.21/22.81  																																								+-Applying beta-rule and splitting (1278), into two cases.
% 56.21/22.81  																																								|-Branch one:
% 56.21/22.81  																																								| (1279) all_0_48_48 = e0
% 56.21/22.81  																																								|
% 56.21/22.81  																																									| Combining equations (335,1279) yields a new equation:
% 56.21/22.81  																																									| (391) e2 = e0
% 56.21/22.81  																																									|
% 56.21/22.81  																																									| Simplifying 391 yields:
% 56.21/22.81  																																									| (330) e2 = e0
% 56.21/22.81  																																									|
% 56.21/22.81  																																									| Equations (330) can reduce 128 to:
% 56.21/22.81  																																									| (266) $false
% 56.21/22.81  																																									|
% 56.21/22.81  																																									|-The branch is then unsatisfiable
% 56.21/22.81  																																								|-Branch two:
% 56.21/22.81  																																								| (1283)  ~ (all_0_48_48 = e0)
% 56.21/22.81  																																								| (978) all_0_49_49 = e0
% 56.21/22.81  																																								|
% 56.21/22.81  																																									| Equations (978) can reduce 487 to:
% 56.21/22.81  																																									| (266) $false
% 56.21/22.81  																																									|
% 56.21/22.81  																																									|-The branch is then unsatisfiable
% 56.21/22.81  																																|-Branch two:
% 56.21/22.81  																																| (549)  ~ (all_0_46_46 = e1)
% 56.21/22.81  																																| (550) all_0_47_47 = e1 | all_0_48_48 = e1 | all_0_49_49 = e1
% 56.21/22.81  																																|
% 56.21/22.81  																																	+-Applying beta-rule and splitting (54), into two cases.
% 56.21/22.81  																																	|-Branch one:
% 56.21/22.81  																																	| (583) all_0_49_49 = e2
% 56.21/22.81  																																	|
% 56.21/22.81  																																		| Equations (583) can reduce 340 to:
% 56.21/22.81  																																		| (266) $false
% 56.21/22.81  																																		|
% 56.21/22.81  																																		|-The branch is then unsatisfiable
% 56.21/22.81  																																	|-Branch two:
% 56.21/22.81  																																	| (340)  ~ (all_0_49_49 = e2)
% 56.21/22.81  																																	| (586) all_0_49_49 = e4 | all_0_49_49 = e3 | all_0_49_49 = e1 | all_0_49_49 = e0
% 56.21/22.81  																																	|
% 56.21/22.81  																																		+-Applying beta-rule and splitting (150), into two cases.
% 56.21/22.81  																																		|-Branch one:
% 56.21/22.81  																																		| (1378) all_0_40_40 = e4
% 56.21/22.81  																																		|
% 56.21/22.81  																																			| Equations (1378) can reduce 176 to:
% 56.21/22.81  																																			| (1377)  ~ (all_0_39_39 = e4)
% 56.21/22.81  																																			|
% 56.21/22.81  																																			+-Applying beta-rule and splitting (131), into two cases.
% 56.21/22.81  																																			|-Branch one:
% 56.21/22.81  																																			| (459) all_0_42_42 = e1
% 56.21/22.81  																																			|
% 56.21/22.81  																																				| Equations (459) can reduce 1380 to:
% 56.21/22.81  																																				| (266) $false
% 56.21/22.81  																																				|
% 56.21/22.81  																																				|-The branch is then unsatisfiable
% 56.21/22.81  																																			|-Branch two:
% 56.21/22.81  																																			| (1380)  ~ (all_0_42_42 = e1)
% 56.21/22.81  																																			| (3259) all_0_47_47 = e1 | all_0_51_51 = e1 | all_0_56_56 = e1
% 56.21/22.81  																																			|
% 56.21/22.81  																																				+-Applying beta-rule and splitting (123), into two cases.
% 56.21/22.81  																																				|-Branch one:
% 56.21/22.81  																																				| (1794) all_0_46_46 = e2
% 56.21/22.81  																																				|
% 56.21/22.81  																																					| Equations (1794) can reduce 300 to:
% 56.21/22.81  																																					| (266) $false
% 56.21/22.81  																																					|
% 56.21/22.81  																																					|-The branch is then unsatisfiable
% 56.21/22.81  																																				|-Branch two:
% 56.21/22.81  																																				| (300)  ~ (all_0_46_46 = e2)
% 56.21/22.81  																																				| (1797) all_0_46_46 = e4 | all_0_46_46 = e3 | all_0_46_46 = e1 | all_0_46_46 = e0
% 56.21/22.81  																																				|
% 56.21/22.81  																																					+-Applying beta-rule and splitting (1797), into two cases.
% 56.21/22.81  																																					|-Branch one:
% 56.21/22.81  																																					| (770) all_0_46_46 = e4
% 56.21/22.81  																																					|
% 56.21/22.81  																																						| Equations (770) can reduce 250 to:
% 56.21/22.81  																																						| (266) $false
% 56.21/22.81  																																						|
% 56.21/22.81  																																						|-The branch is then unsatisfiable
% 56.21/22.81  																																					|-Branch two:
% 56.21/22.81  																																					| (250)  ~ (all_0_46_46 = e4)
% 56.21/22.81  																																					| (1801) all_0_46_46 = e3 | all_0_46_46 = e1 | all_0_46_46 = e0
% 56.21/22.81  																																					|
% 56.29/22.81  																																						+-Applying beta-rule and splitting (1801), into two cases.
% 56.29/22.81  																																						|-Branch one:
% 56.29/22.81  																																						| (538) all_0_46_46 = e0
% 56.29/22.81  																																						|
% 56.29/22.81  																																							| Equations (538) can reduce 208 to:
% 56.29/22.81  																																							| (486)  ~ (all_0_49_49 = e0)
% 56.29/22.81  																																							|
% 56.29/22.81  																																							| Simplifying 486 yields:
% 56.29/22.81  																																							| (487)  ~ (all_0_49_49 = e0)
% 56.29/22.81  																																							|
% 56.29/22.81  																																							+-Applying beta-rule and splitting (320), into two cases.
% 56.29/22.81  																																							|-Branch one:
% 56.29/22.81  																																							| (471) all_0_39_39 = e4
% 56.29/22.81  																																							|
% 56.29/22.81  																																								| Equations (471) can reduce 1377 to:
% 56.29/22.81  																																								| (266) $false
% 56.29/22.81  																																								|
% 56.29/22.81  																																								|-The branch is then unsatisfiable
% 56.29/22.81  																																							|-Branch two:
% 56.29/22.81  																																							| (1377)  ~ (all_0_39_39 = e4)
% 56.29/22.81  																																							| (480) all_0_39_39 = e0
% 56.29/22.81  																																							|
% 56.29/22.81  																																								| Equations (480) can reduce 145 to:
% 56.29/22.81  																																								| (5565)  ~ (all_0_42_42 = e0)
% 56.29/22.81  																																								|
% 56.29/22.81  																																								| Simplifying 5565 yields:
% 56.29/22.81  																																								| (358)  ~ (all_0_42_42 = e0)
% 56.29/22.81  																																								|
% 56.29/22.81  																																								| Equations (480) can reduce 246 to:
% 56.29/22.81  																																								| (541)  ~ (e3 = e0)
% 56.29/22.81  																																								|
% 56.29/22.81  																																								| Simplifying 541 yields:
% 56.29/22.81  																																								| (80)  ~ (e3 = e0)
% 56.29/22.81  																																								|
% 56.29/22.81  																																								| Equations (480) can reduce 294 to:
% 56.29/22.81  																																								| (365)  ~ (e2 = e0)
% 56.29/22.81  																																								|
% 56.29/22.81  																																								| Simplifying 365 yields:
% 56.29/22.81  																																								| (128)  ~ (e2 = e0)
% 56.29/22.81  																																								|
% 56.29/22.81  																																								+-Applying beta-rule and splitting (152), into two cases.
% 56.29/22.81  																																								|-Branch one:
% 56.29/22.81  																																								| (1392) all_0_42_42 = e4
% 56.29/22.81  																																								|
% 56.29/22.81  																																									| Equations (1392) can reduce 358 to:
% 56.29/22.81  																																									| (49)  ~ (e4 = e0)
% 56.29/22.81  																																									|
% 56.29/22.81  																																									+-Applying beta-rule and splitting (75), into two cases.
% 56.29/22.81  																																									|-Branch one:
% 56.29/22.81  																																									| (485) all_0_40_40 = e0
% 56.29/22.81  																																									|
% 56.29/22.81  																																										| Combining equations (1378,485) yields a new equation:
% 56.29/22.81  																																										| (481) e4 = e0
% 56.29/22.81  																																										|
% 56.29/22.81  																																										| Simplifying 481 yields:
% 56.29/22.81  																																										| (397) e4 = e0
% 56.29/22.81  																																										|
% 56.29/22.81  																																										| Equations (397) can reduce 49 to:
% 56.29/22.81  																																										| (266) $false
% 56.29/22.81  																																										|
% 56.29/22.81  																																										|-The branch is then unsatisfiable
% 56.29/22.81  																																									|-Branch two:
% 56.29/22.81  																																									| (1401)  ~ (all_0_40_40 = e0)
% 56.29/22.81  																																									| (1748) all_0_44_44 = e0 | all_0_49_49 = e0 | all_0_58_58 = e0
% 56.29/22.81  																																									|
% 56.29/22.81  																																										+-Applying beta-rule and splitting (1748), into two cases.
% 56.29/22.81  																																										|-Branch one:
% 56.29/22.81  																																										| (1414) all_0_44_44 = e0
% 56.29/22.81  																																										|
% 56.29/22.81  																																											| Combining equations (532,1414) yields a new equation:
% 56.29/22.81  																																											| (675) e3 = e0
% 56.29/22.81  																																											|
% 56.29/22.81  																																											| Simplifying 675 yields:
% 56.29/22.81  																																											| (676) e3 = e0
% 56.29/22.81  																																											|
% 56.29/22.81  																																											| Equations (676) can reduce 80 to:
% 56.29/22.81  																																											| (266) $false
% 56.29/22.81  																																											|
% 56.29/22.81  																																											|-The branch is then unsatisfiable
% 56.29/22.81  																																										|-Branch two:
% 56.29/22.81  																																										| (360)  ~ (all_0_44_44 = e0)
% 56.29/22.81  																																										| (1760) all_0_49_49 = e0 | all_0_58_58 = e0
% 56.29/22.81  																																										|
% 56.29/22.81  																																											+-Applying beta-rule and splitting (1760), into two cases.
% 56.29/22.81  																																											|-Branch one:
% 56.29/22.81  																																											| (978) all_0_49_49 = e0
% 56.29/22.81  																																											|
% 56.29/22.81  																																												| Equations (978) can reduce 487 to:
% 56.29/22.81  																																												| (266) $false
% 56.29/22.81  																																												|
% 56.29/22.81  																																												|-The branch is then unsatisfiable
% 56.29/22.81  																																											|-Branch two:
% 56.29/22.81  																																											| (487)  ~ (all_0_49_49 = e0)
% 56.29/22.81  																																											| (914) all_0_58_58 = e0
% 56.29/22.81  																																											|
% 56.29/22.81  																																												| Combining equations (914,624) yields a new equation:
% 56.29/22.81  																																												| (330) e2 = e0
% 56.29/22.81  																																												|
% 56.29/22.81  																																												| Equations (330) can reduce 128 to:
% 56.29/22.81  																																												| (266) $false
% 56.29/22.81  																																												|
% 56.29/22.81  																																												|-The branch is then unsatisfiable
% 56.29/22.81  																																								|-Branch two:
% 56.29/22.81  																																								| (1890)  ~ (all_0_42_42 = e4)
% 56.29/22.81  																																								| (1969) all_0_42_42 = e3 | all_0_42_42 = e1 | all_0_42_42 = e0
% 56.29/22.81  																																								|
% 56.29/22.81  																																									+-Applying beta-rule and splitting (1969), into two cases.
% 56.29/22.81  																																									|-Branch one:
% 56.29/22.81  																																									| (559) all_0_42_42 = e0
% 56.29/22.81  																																									|
% 56.29/22.81  																																										| Equations (559) can reduce 358 to:
% 56.29/22.81  																																										| (266) $false
% 56.29/22.81  																																										|
% 56.29/22.81  																																										|-The branch is then unsatisfiable
% 56.29/22.81  																																									|-Branch two:
% 56.29/22.81  																																									| (358)  ~ (all_0_42_42 = e0)
% 56.29/22.81  																																									| (2510) all_0_42_42 = e3 | all_0_42_42 = e1
% 56.29/22.81  																																									|
% 56.29/22.81  																																										+-Applying beta-rule and splitting (2510), into two cases.
% 56.29/22.81  																																										|-Branch one:
% 56.29/22.81  																																										| (459) all_0_42_42 = e1
% 56.29/22.81  																																										|
% 56.29/22.81  																																											| Equations (459) can reduce 1380 to:
% 56.29/22.81  																																											| (266) $false
% 56.29/22.81  																																											|
% 56.29/22.81  																																											|-The branch is then unsatisfiable
% 56.29/22.81  																																										|-Branch two:
% 56.29/22.81  																																										| (1380)  ~ (all_0_42_42 = e1)
% 56.29/22.81  																																										| (516) all_0_42_42 = e3
% 56.29/22.81  																																										|
% 56.29/22.81  																																											| Equations (516) can reduce 405 to:
% 56.29/22.81  																																											| (266) $false
% 56.29/22.81  																																											|
% 56.29/22.81  																																											|-The branch is then unsatisfiable
% 56.29/22.81  																																						|-Branch two:
% 56.29/22.81  																																						| (831)  ~ (all_0_46_46 = e0)
% 56.29/22.81  																																						| (1838) all_0_46_46 = e3 | all_0_46_46 = e1
% 56.29/22.81  																																						|
% 56.29/22.81  																																							+-Applying beta-rule and splitting (1838), into two cases.
% 56.29/22.81  																																							|-Branch one:
% 56.29/22.81  																																							| (545) all_0_46_46 = e1
% 56.29/22.81  																																							|
% 56.29/22.81  																																								| Equations (545) can reduce 549 to:
% 56.29/22.81  																																								| (266) $false
% 56.29/22.81  																																								|
% 56.29/22.81  																																								|-The branch is then unsatisfiable
% 56.29/22.81  																																							|-Branch two:
% 56.29/22.81  																																							| (549)  ~ (all_0_46_46 = e1)
% 56.29/22.81  																																							| (1557) all_0_46_46 = e3
% 56.29/22.81  																																							|
% 56.29/22.81  																																								| Equations (1557) can reduce 409 to:
% 56.29/22.81  																																								| (266) $false
% 56.29/22.81  																																								|
% 56.29/22.81  																																								|-The branch is then unsatisfiable
% 56.29/22.81  																																		|-Branch two:
% 56.29/22.81  																																		| (447)  ~ (all_0_40_40 = e4)
% 56.29/22.81  																																		| (2271) all_0_44_44 = e4 | all_0_49_49 = e4 | all_0_53_53 = e4 | all_0_58_58 = e4
% 56.29/22.81  																																		|
% 56.29/22.81  																																			+-Applying beta-rule and splitting (326), into two cases.
% 56.29/22.81  																																			|-Branch one:
% 56.29/22.81  																																			| (471) all_0_39_39 = e4
% 56.29/22.81  																																			|
% 56.29/22.81  																																				| Equations (471) can reduce 176 to:
% 56.29/22.81  																																				| (7398)  ~ (all_0_40_40 = e4)
% 56.29/22.81  																																				|
% 56.29/22.81  																																				| Simplifying 7398 yields:
% 56.29/22.81  																																				| (447)  ~ (all_0_40_40 = e4)
% 56.29/22.81  																																				|
% 56.29/22.81  																																				+-Applying beta-rule and splitting (316), into two cases.
% 56.29/22.81  																																				|-Branch one:
% 56.29/22.81  																																				| (1378) all_0_40_40 = e4
% 56.29/22.81  																																				|
% 56.29/22.81  																																					| Equations (1378) can reduce 447 to:
% 56.29/22.81  																																					| (266) $false
% 56.29/22.81  																																					|
% 56.29/22.81  																																					|-The branch is then unsatisfiable
% 56.29/22.81  																																				|-Branch two:
% 56.29/22.81  																																				| (447)  ~ (all_0_40_40 = e4)
% 56.29/22.81  																																				| (485) all_0_40_40 = e0
% 56.29/22.81  																																				|
% 56.29/22.81  																																					| Equations (485) can reduce 200 to:
% 56.29/22.82  																																					| (486)  ~ (all_0_49_49 = e0)
% 56.29/22.82  																																					|
% 56.29/22.82  																																					| Simplifying 486 yields:
% 56.29/22.82  																																					| (487)  ~ (all_0_49_49 = e0)
% 56.29/22.82  																																					|
% 56.29/22.82  																																					+-Applying beta-rule and splitting (586), into two cases.
% 56.29/22.82  																																					|-Branch one:
% 56.29/22.82  																																					| (974) all_0_49_49 = e4
% 56.29/22.82  																																					|
% 56.29/22.82  																																						| Equations (974) can reduce 256 to:
% 56.29/22.82  																																						| (266) $false
% 56.29/22.82  																																						|
% 56.29/22.82  																																						|-The branch is then unsatisfiable
% 56.29/22.82  																																					|-Branch two:
% 56.29/22.82  																																					| (256)  ~ (all_0_49_49 = e4)
% 56.29/22.82  																																					| (977) all_0_49_49 = e3 | all_0_49_49 = e1 | all_0_49_49 = e0
% 56.29/22.82  																																					|
% 56.29/22.82  																																						+-Applying beta-rule and splitting (977), into two cases.
% 56.29/22.82  																																						|-Branch one:
% 56.29/22.82  																																						| (978) all_0_49_49 = e0
% 56.29/22.82  																																						|
% 56.29/22.82  																																							| Equations (978) can reduce 487 to:
% 56.29/22.82  																																							| (266) $false
% 56.29/22.82  																																							|
% 56.29/22.82  																																							|-The branch is then unsatisfiable
% 56.29/22.82  																																						|-Branch two:
% 56.29/22.82  																																						| (487)  ~ (all_0_49_49 = e0)
% 56.29/22.82  																																						| (981) all_0_49_49 = e3 | all_0_49_49 = e1
% 56.29/22.82  																																						|
% 56.29/22.82  																																							+-Applying beta-rule and splitting (981), into two cases.
% 56.29/22.82  																																							|-Branch one:
% 56.29/22.82  																																							| (671) all_0_49_49 = e1
% 56.29/22.82  																																							|
% 56.29/22.82  																																								| Equations (671) can reduce 1064 to:
% 56.29/22.82  																																								| (266) $false
% 56.29/22.82  																																								|
% 56.29/22.82  																																								|-The branch is then unsatisfiable
% 56.29/22.82  																																							|-Branch two:
% 56.29/22.82  																																							| (1064)  ~ (all_0_49_49 = e1)
% 56.29/22.82  																																							| (884) all_0_49_49 = e3
% 56.29/22.82  																																							|
% 56.29/22.82  																																								| Equations (884) can reduce 525 to:
% 56.29/22.82  																																								| (266) $false
% 56.29/22.82  																																								|
% 56.29/22.82  																																								|-The branch is then unsatisfiable
% 56.29/22.82  																																			|-Branch two:
% 56.31/22.82  																																			| (1377)  ~ (all_0_39_39 = e4)
% 56.31/22.82  																																			| (1378) all_0_40_40 = e4
% 56.31/22.82  																																			|
% 56.31/22.82  																																				| Equations (1378) can reduce 447 to:
% 56.31/22.82  																																				| (266) $false
% 56.31/22.82  																																				|
% 56.31/22.82  																																				|-The branch is then unsatisfiable
% 56.31/22.82  																															|-Branch two:
% 56.31/22.82  																															| (407)  ~ (all_0_44_44 = e3)
% 56.31/22.82  																															| (537) all_0_49_49 = e3 | all_0_53_53 = e3 | all_0_58_58 = e3
% 56.31/22.82  																															|
% 56.31/22.82  																																+-Applying beta-rule and splitting (1899), into two cases.
% 56.31/22.82  																																|-Branch one:
% 56.31/22.82  																																| (516) all_0_42_42 = e3
% 56.31/22.82  																																|
% 56.31/22.82  																																	| Equations (516) can reduce 405 to:
% 56.31/22.82  																																	| (266) $false
% 56.31/22.82  																																	|
% 56.31/22.82  																																	|-The branch is then unsatisfiable
% 56.31/22.82  																																|-Branch two:
% 56.31/22.82  																																| (405)  ~ (all_0_42_42 = e3)
% 56.31/22.82  																																| (532) all_0_44_44 = e3
% 56.31/22.82  																																|
% 56.31/22.82  																																	| Equations (532) can reduce 407 to:
% 56.31/22.82  																																	| (266) $false
% 56.31/22.82  																																	|
% 56.31/22.82  																																	|-The branch is then unsatisfiable
% 56.31/22.82  																														|-Branch two:
% 56.31/22.82  																														| (1091)  ~ (all_0_47_47 = e3)
% 56.31/22.82  																														| (1092) all_0_51_51 = e3 | all_0_56_56 = e3
% 56.31/22.82  																														|
% 56.31/22.82  																															+-Applying beta-rule and splitting (1092), into two cases.
% 56.31/22.82  																															|-Branch one:
% 56.31/22.82  																															| (660) all_0_51_51 = e3
% 56.31/22.82  																															|
% 56.31/22.82  																																| Combining equations (504,660) yields a new equation:
% 56.31/22.82  																																| (662) e3 = e2
% 56.31/22.82  																																|
% 56.31/22.82  																																| Equations (662) can reduce 212 to:
% 56.31/22.82  																																| (266) $false
% 56.31/22.82  																																|
% 56.31/22.82  																																|-The branch is then unsatisfiable
% 56.31/22.82  																															|-Branch two:
% 56.31/22.82  																															| (664)  ~ (all_0_51_51 = e3)
% 56.31/22.82  																															| (1097) all_0_56_56 = e3
% 56.31/22.82  																															|
% 56.31/22.82  																																| Equations (1097) can reduce 272 to:
% 56.31/22.82  																																| (266) $false
% 56.31/22.82  																																|
% 56.31/22.82  																																|-The branch is then unsatisfiable
% 56.31/22.82  																											|-Branch two:
% 56.31/22.82  																											| (1459)  ~ (all_0_53_53 = e1)
% 56.31/22.82  																											| (665) all_0_53_53 = e3
% 56.31/22.82  																											|
% 56.31/22.82  																												| Equations (665) can reduce 903 to:
% 56.31/22.82  																												| (266) $false
% 56.31/22.82  																												|
% 56.31/22.82  																												|-The branch is then unsatisfiable
% 56.31/22.82  																						|-Branch two:
% 56.31/22.82  																						| (1099)  ~ (all_0_51_51 = e2)
% 56.31/22.82  																						| (1100) all_0_51_51 = e4 | all_0_51_51 = e3 | all_0_51_51 = e1
% 56.31/22.82  																						|
% 56.31/22.82  																							+-Applying beta-rule and splitting (1100), into two cases.
% 56.31/22.82  																							|-Branch one:
% 56.31/22.82  																							| (1101) all_0_51_51 = e4
% 56.31/22.82  																							|
% 56.31/22.82  																								| Equations (1101) can reduce 475 to:
% 56.31/22.82  																								| (266) $false
% 56.31/22.82  																								|
% 56.31/22.82  																								|-The branch is then unsatisfiable
% 56.31/22.82  																							|-Branch two:
% 56.31/22.82  																							| (475)  ~ (all_0_51_51 = e4)
% 56.31/22.82  																							| (1104) all_0_51_51 = e3 | all_0_51_51 = e1
% 56.31/22.82  																							|
% 56.31/22.82  																								+-Applying beta-rule and splitting (1104), into two cases.
% 56.31/22.82  																								|-Branch one:
% 56.31/22.82  																								| (1109) all_0_51_51 = e1
% 56.31/22.82  																								|
% 56.31/22.82  																									| Equations (1109) can reduce 139 to:
% 56.31/22.82  																									| (151)  ~ (all_0_39_39 = e1)
% 56.31/22.82  																									|
% 56.31/22.82  																									| Equations (1109) can reduce 61 to:
% 56.31/22.82  																									| (1380)  ~ (all_0_42_42 = e1)
% 56.31/22.82  																									|
% 56.31/22.82  																									| Equations (1109) can reduce 224 to:
% 56.31/22.82  																									| (462)  ~ (all_0_47_47 = e1)
% 56.31/22.82  																									|
% 56.31/22.82  																									| Equations (1109) can reduce 16 to:
% 56.31/22.82  																									| (465)  ~ (all_0_56_56 = e1)
% 56.31/22.82  																									|
% 56.31/22.82  																									| Simplifying 465 yields:
% 56.31/22.82  																									| (466)  ~ (all_0_56_56 = e1)
% 56.31/22.82  																									|
% 56.31/22.82  																									| Equations (1109) can reduce 664 to:
% 56.31/22.82  																									| (467)  ~ (e3 = e1)
% 56.31/22.82  																									|
% 56.31/22.82  																									| Simplifying 467 yields:
% 56.31/22.82  																									| (213)  ~ (e3 = e1)
% 56.31/22.82  																									|
% 56.31/22.82  																									| Equations (1109) can reduce 1099 to:
% 56.31/22.82  																									| (604)  ~ (e2 = e1)
% 56.31/22.82  																									|
% 56.31/22.82  																									| Simplifying 604 yields:
% 56.31/22.82  																									| (122)  ~ (e2 = e1)
% 56.31/22.82  																									|
% 56.31/22.82  																									| Equations (1109) can reduce 115 to:
% 56.31/22.82  																									| (233)  ~ (e1 = e0)
% 56.31/22.82  																									|
% 56.31/22.82  																									| From (1109) and (177) follows:
% 56.31/22.82  																									| (4211) op(e1, e2) = all_0_25_25
% 56.31/22.82  																									|
% 56.31/22.82  																									| From (1109) and (186) follows:
% 56.31/22.82  																									| (699) op(e1, e2) = e1
% 56.31/22.82  																									|
% 56.31/22.82  																									+-Applying beta-rule and splitting (196), into two cases.
% 56.31/22.82  																									|-Branch one:
% 56.31/22.82  																									| (607) all_0_53_53 = e2
% 56.31/22.82  																									|
% 56.31/22.82  																										| Equations (607) can reduce 162 to:
% 56.31/22.82  																										| (296)  ~ (all_0_40_40 = e2)
% 56.31/22.82  																										|
% 56.31/22.82  																										| Equations (607) can reduce 220 to:
% 56.31/22.82  																										| (147)  ~ (all_0_44_44 = e2)
% 56.31/22.82  																										|
% 56.31/22.82  																										| Equations (607) can reduce 65 to:
% 56.31/22.82  																										| (340)  ~ (all_0_49_49 = e2)
% 56.31/22.82  																										|
% 56.31/22.82  																										| Equations (607) can reduce 10 to:
% 56.31/22.82  																										| (1186)  ~ (all_0_58_58 = e2)
% 56.31/22.82  																										|
% 56.31/22.82  																										| Simplifying 1186 yields:
% 56.31/22.82  																										| (908)  ~ (all_0_58_58 = e2)
% 56.31/22.82  																										|
% 56.31/22.82  																										| Equations (607) can reduce 247 to:
% 56.31/22.82  																										| (128)  ~ (e2 = e0)
% 56.31/22.82  																										|
% 56.31/22.82  																										| From (607) and (92) follows:
% 56.31/22.82  																										| (1555) op(e2, e1) = all_0_27_27
% 56.31/22.82  																										|
% 56.31/22.82  																										| From (607) and (175) follows:
% 56.31/22.82  																										| (1556) op(e2, e0) = all_0_28_28
% 56.31/22.82  																										|
% 56.31/22.82  																										| From (607) and (84) follows:
% 56.31/22.82  																										| (2566) op(e1, e0) = e2
% 56.31/22.82  																										|
% 56.31/22.82  																										+-Applying beta-rule and splitting (389), into two cases.
% 56.31/22.82  																										|-Branch one:
% 56.31/22.82  																										| (833) all_0_56_56 = e2
% 56.31/22.82  																										|
% 56.31/22.82  																											| Equations (833) can reduce 154 to:
% 56.31/22.82  																											| (294)  ~ (all_0_39_39 = e2)
% 56.31/22.82  																											|
% 56.31/22.82  																											| Equations (833) can reduce 236 to:
% 56.31/22.82  																											| (51)  ~ (all_0_42_42 = e2)
% 56.31/22.82  																											|
% 56.31/22.82  																											| Equations (833) can reduce 91 to:
% 56.31/22.82  																											| (338)  ~ (all_0_47_47 = e2)
% 56.31/22.82  																											|
% 56.31/22.82  																											| Equations (833) can reduce 153 to:
% 56.31/22.82  																											| (304)  ~ (all_0_55_55 = e2)
% 56.31/22.82  																											|
% 56.31/22.82  																											| Equations (833) can reduce 44 to:
% 56.31/22.82  																											| (1186)  ~ (all_0_58_58 = e2)
% 56.31/22.82  																											|
% 56.31/22.82  																											| Simplifying 1186 yields:
% 56.31/22.82  																											| (908)  ~ (all_0_58_58 = e2)
% 56.31/22.82  																											|
% 56.31/22.82  																											| Equations (833) can reduce 466 to:
% 56.31/22.82  																											| (122)  ~ (e2 = e1)
% 56.31/22.82  																											|
% 56.31/22.82  																											| From (833) and (87) follows:
% 56.31/22.82  																											| (4151) op(e2, e2) = all_0_34_34
% 56.31/22.82  																											|
% 56.31/22.82  																											| From (833) and (127) follows:
% 56.31/22.82  																											| (1507) op(e2, e0) = all_0_33_33
% 56.31/22.82  																											|
% 56.31/22.82  																											| From (833) and (111) follows:
% 56.31/22.82  																											| (1508) op(e0, e2) = e2
% 56.31/22.82  																											|
% 56.31/22.82  																											| Instantiating formula (29) with e2, e2, all_0_34_34, all_0_47_47 and discharging atoms op(e2, e2) = all_0_34_34, op(e2, e2) = all_0_47_47, yields:
% 56.31/22.82  																											| (7480) all_0_34_34 = all_0_47_47
% 56.31/22.82  																											|
% 56.31/22.82  																											| Instantiating formula (29) with e2, e1, all_0_27_27, e2 and discharging atoms op(e2, e1) = all_0_27_27, op(e2, e1) = e2, yields:
% 56.31/22.82  																											| (1590) all_0_27_27 = e2
% 56.31/22.82  																											|
% 56.31/22.82  																											| Instantiating formula (29) with e2, e0, all_0_28_28, all_0_49_49 and discharging atoms op(e2, e0) = all_0_28_28, op(e2, e0) = all_0_49_49, yields:
% 56.31/22.82  																											| (7482) all_0_28_28 = all_0_49_49
% 56.31/22.82  																											|
% 56.31/22.82  																											| Instantiating formula (29) with e2, e0, all_0_33_33, all_0_28_28 and discharging atoms op(e2, e0) = all_0_28_28, op(e2, e0) = all_0_33_33, yields:
% 56.31/22.82  																											| (1591) all_0_28_28 = all_0_33_33
% 56.31/22.82  																											|
% 56.31/22.82  																											| Instantiating formula (29) with e1, e2, e1, all_0_25_25 and discharging atoms op(e1, e2) = all_0_25_25, op(e1, e2) = e1, yields:
% 56.31/22.82  																											| (4271) all_0_25_25 = e1
% 56.31/22.82  																											|
% 56.31/22.82  																											| Combining equations (1591,7482) yields a new equation:
% 56.31/22.82  																											| (7485) all_0_33_33 = all_0_49_49
% 56.31/22.82  																											|
% 56.31/22.82  																											| Simplifying 7485 yields:
% 56.31/22.82  																											| (7486) all_0_33_33 = all_0_49_49
% 56.31/22.82  																											|
% 56.31/22.82  																											| From (7480) and (4151) follows:
% 56.31/22.82  																											| (23) op(e2, e2) = all_0_47_47
% 56.31/22.82  																											|
% 56.31/22.82  																											| From (1590) and (1555) follows:
% 56.31/22.82  																											| (347) op(e2, e1) = e2
% 56.31/22.82  																											|
% 56.31/22.82  																											| From (7486) and (1507) follows:
% 56.31/22.82  																											| (55) op(e2, e0) = all_0_49_49
% 56.31/22.82  																											|
% 56.31/22.82  																											| From (4271) and (4211) follows:
% 56.31/22.82  																											| (699) op(e1, e2) = e1
% 56.31/22.82  																											|
% 56.31/22.82  																											+-Applying beta-rule and splitting (189), into two cases.
% 56.31/22.82  																											|-Branch one:
% 56.31/22.82  																											| (532) all_0_44_44 = e3
% 56.31/22.82  																											|
% 56.31/22.82  																												| Equations (532) can reduce 143 to:
% 56.31/22.82  																												| (2)  ~ (all_0_40_40 = e3)
% 56.31/22.82  																												|
% 56.31/22.82  																												| Equations (532) can reduce 149 to:
% 56.31/22.82  																												| (1898)  ~ (all_0_41_41 = e3)
% 56.31/22.82  																												|
% 56.31/22.82  																												| Equations (532) can reduce 73 to:
% 56.31/22.82  																												| (405)  ~ (all_0_42_42 = e3)
% 56.31/22.82  																												|
% 56.31/22.82  																												| Equations (532) can reduce 181 to:
% 56.31/22.82  																												| (275)  ~ (all_0_58_58 = e3)
% 56.31/22.82  																												|
% 56.31/22.82  																												| Simplifying 275 yields:
% 56.31/22.82  																												| (276)  ~ (all_0_58_58 = e3)
% 56.31/22.82  																												|
% 56.31/22.82  																												| Equations (532) can reduce 147 to:
% 56.31/22.82  																												| (212)  ~ (e3 = e2)
% 56.31/22.82  																												|
% 56.31/22.82  																												| Equations (532) can reduce 639 to:
% 56.31/22.82  																												| (213)  ~ (e3 = e1)
% 56.31/22.82  																												|
% 56.31/22.82  																												| From (532) and (138) follows:
% 56.31/22.82  																												| (1639) op(e3, e0) = e3
% 56.31/22.82  																												|
% 56.31/22.82  																												+-Applying beta-rule and splitting (180), into two cases.
% 56.31/22.82  																												|-Branch one:
% 56.31/22.82  																												| (516) all_0_42_42 = e3
% 56.31/22.82  																												|
% 56.31/22.82  																													| Equations (516) can reduce 405 to:
% 56.31/22.82  																													| (266) $false
% 56.31/22.82  																													|
% 56.31/22.82  																													|-The branch is then unsatisfiable
% 56.31/22.82  																												|-Branch two:
% 56.31/22.82  																												| (405)  ~ (all_0_42_42 = e3)
% 56.31/22.82  																												| (521) all_0_47_47 = e3 | all_0_51_51 = e3 | all_0_56_56 = e3
% 56.31/22.82  																												|
% 56.31/22.82  																													+-Applying beta-rule and splitting (521), into two cases.
% 56.31/22.82  																													|-Branch one:
% 56.31/22.82  																													| (522) all_0_47_47 = e3
% 56.31/22.82  																													|
% 56.31/22.82  																														| Equations (522) can reduce 79 to:
% 56.31/22.82  																														| (246)  ~ (all_0_39_39 = e3)
% 56.31/22.82  																														|
% 56.31/22.82  																														| Equations (522) can reduce 198 to:
% 56.31/22.82  																														| (405)  ~ (all_0_42_42 = e3)
% 56.31/22.82  																														|
% 56.31/22.82  																														| Equations (522) can reduce 19 to:
% 56.31/22.82  																														| (409)  ~ (all_0_46_46 = e3)
% 56.31/22.82  																														|
% 56.31/22.82  																														| Equations (522) can reduce 86 to:
% 56.31/22.82  																														| (524)  ~ (all_0_49_49 = e3)
% 56.31/22.82  																														|
% 56.31/22.82  																														| Simplifying 524 yields:
% 56.31/22.82  																														| (525)  ~ (all_0_49_49 = e3)
% 56.31/22.82  																														|
% 56.31/22.82  																														| Equations (522) can reduce 462 to:
% 56.31/22.82  																														| (213)  ~ (e3 = e1)
% 56.31/22.82  																														|
% 56.31/22.82  																														| From (522) and (23) follows:
% 56.31/22.82  																														| (531) op(e2, e2) = e3
% 56.31/22.82  																														|
% 56.31/22.82  																														+-Applying beta-rule and splitting (104), into two cases.
% 56.31/22.82  																														|-Branch one:
% 56.31/22.82  																														| (480) all_0_39_39 = e0
% 56.31/22.82  																														|
% 56.31/22.82  																															| Equations (480) can reduce 176 to:
% 56.31/22.82  																															| (1400)  ~ (all_0_40_40 = e0)
% 56.31/22.82  																															|
% 56.31/22.82  																															| Simplifying 1400 yields:
% 56.31/22.82  																															| (1401)  ~ (all_0_40_40 = e0)
% 56.31/22.82  																															|
% 56.31/22.82  																															| Equations (480) can reduce 145 to:
% 56.31/22.82  																															| (5565)  ~ (all_0_42_42 = e0)
% 56.31/22.82  																															|
% 56.31/22.82  																															| Simplifying 5565 yields:
% 56.31/22.82  																															| (358)  ~ (all_0_42_42 = e0)
% 56.31/22.82  																															|
% 56.31/22.82  																															| Equations (480) can reduce 246 to:
% 56.31/22.82  																															| (541)  ~ (e3 = e0)
% 56.31/22.82  																															|
% 56.31/22.82  																															| Simplifying 541 yields:
% 56.31/22.82  																															| (80)  ~ (e3 = e0)
% 56.31/22.82  																															|
% 56.31/22.82  																															| Equations (480) can reduce 151 to:
% 56.31/22.82  																															| (435)  ~ (e1 = e0)
% 56.31/22.82  																															|
% 56.31/22.82  																															| Simplifying 435 yields:
% 56.31/22.82  																															| (233)  ~ (e1 = e0)
% 56.31/22.82  																															|
% 56.31/22.82  																															| From (480) and (14) follows:
% 56.31/22.83  																															| (4090) op(e4, e2) = e0
% 56.31/22.83  																															|
% 56.31/22.83  																															+-Applying beta-rule and splitting (152), into two cases.
% 56.31/22.83  																															|-Branch one:
% 56.31/22.83  																															| (1392) all_0_42_42 = e4
% 56.31/22.83  																															|
% 56.31/22.83  																																| Equations (1392) can reduce 358 to:
% 56.31/22.83  																																| (49)  ~ (e4 = e0)
% 56.31/22.83  																																|
% 56.31/22.83  																																| From (1392) and (210) follows:
% 56.31/22.83  																																| (4074) op(e3, e2) = e4
% 56.31/22.83  																																|
% 56.31/22.83  																																+-Applying beta-rule and splitting (75), into two cases.
% 56.31/22.83  																																|-Branch one:
% 56.31/22.83  																																| (485) all_0_40_40 = e0
% 56.31/22.83  																																|
% 56.31/22.83  																																	| Equations (485) can reduce 1401 to:
% 56.31/22.83  																																	| (266) $false
% 56.31/22.83  																																	|
% 56.31/22.83  																																	|-The branch is then unsatisfiable
% 56.31/22.83  																																|-Branch two:
% 56.31/22.83  																																| (1401)  ~ (all_0_40_40 = e0)
% 56.31/22.83  																																| (1748) all_0_44_44 = e0 | all_0_49_49 = e0 | all_0_58_58 = e0
% 56.31/22.83  																																|
% 56.31/22.83  																																	+-Applying beta-rule and splitting (326), into two cases.
% 56.31/22.83  																																	|-Branch one:
% 56.31/22.83  																																	| (471) all_0_39_39 = e4
% 56.31/22.83  																																	|
% 56.31/22.83  																																		| Combining equations (471,480) yields a new equation:
% 56.31/22.83  																																		| (481) e4 = e0
% 56.31/22.83  																																		|
% 56.31/22.83  																																		| Simplifying 481 yields:
% 56.31/22.83  																																		| (397) e4 = e0
% 56.31/22.83  																																		|
% 56.31/22.83  																																		| Equations (397) can reduce 49 to:
% 56.31/22.83  																																		| (266) $false
% 56.31/22.83  																																		|
% 56.31/22.83  																																		|-The branch is then unsatisfiable
% 56.31/22.83  																																	|-Branch two:
% 56.31/22.83  																																	| (1377)  ~ (all_0_39_39 = e4)
% 56.31/22.83  																																	| (1378) all_0_40_40 = e4
% 56.31/22.83  																																	|
% 56.31/22.83  																																		| Equations (1378) can reduce 200 to:
% 56.31/22.83  																																		| (255)  ~ (all_0_49_49 = e4)
% 56.31/22.83  																																		|
% 56.31/22.83  																																		| Simplifying 255 yields:
% 56.31/22.83  																																		| (256)  ~ (all_0_49_49 = e4)
% 56.31/22.83  																																		|
% 56.31/22.83  																																		| Equations (1378) can reduce 178 to:
% 56.31/22.83  																																		| (450)  ~ (all_0_58_58 = e4)
% 56.31/22.83  																																		|
% 56.31/22.83  																																		| Simplifying 450 yields:
% 56.31/22.83  																																		| (451)  ~ (all_0_58_58 = e4)
% 56.31/22.83  																																		|
% 56.31/22.83  																																		| Equations (1378) can reduce 2 to:
% 56.31/22.83  																																		| (188)  ~ (e4 = e3)
% 56.31/22.83  																																		|
% 56.31/22.83  																																		| Equations (1378) can reduce 296 to:
% 56.31/22.83  																																		| (48)  ~ (e4 = e2)
% 56.31/22.83  																																		|
% 56.31/22.83  																																		| Equations (1378) can reduce 1401 to:
% 56.31/22.83  																																		| (49)  ~ (e4 = e0)
% 56.31/22.83  																																		|
% 56.31/22.83  																																		+-Applying beta-rule and splitting (165), into two cases.
% 56.31/22.83  																																		|-Branch one:
% 56.31/22.83  																																		| (794) all_0_41_41 = e0
% 56.31/22.83  																																		|
% 56.31/22.83  																																			| Equations (794) can reduce 43 to:
% 56.31/22.83  																																			| (5567)  ~ (all_0_46_46 = e0)
% 56.31/22.83  																																			|
% 56.31/22.83  																																			| Simplifying 5567 yields:
% 56.31/22.83  																																			| (831)  ~ (all_0_46_46 = e0)
% 56.31/22.83  																																			|
% 56.31/22.83  																																			| Equations (794) can reduce 1898 to:
% 56.31/22.83  																																			| (541)  ~ (e3 = e0)
% 56.31/22.83  																																			|
% 56.31/22.83  																																			| Simplifying 541 yields:
% 56.31/22.83  																																			| (80)  ~ (e3 = e0)
% 56.31/22.83  																																			|
% 56.31/22.83  																																			| Equations (794) can reduce 85 to:
% 56.31/22.83  																																			| (365)  ~ (e2 = e0)
% 56.31/22.83  																																			|
% 56.31/22.83  																																			| Simplifying 365 yields:
% 56.31/22.83  																																			| (128)  ~ (e2 = e0)
% 56.31/22.83  																																			|
% 56.31/22.83  																																			+-Applying beta-rule and splitting (123), into two cases.
% 56.31/22.83  																																			|-Branch one:
% 56.31/22.83  																																			| (1794) all_0_46_46 = e2
% 56.31/22.83  																																			|
% 56.31/22.83  																																				| Equations (1794) can reduce 300 to:
% 56.31/22.83  																																				| (266) $false
% 56.31/22.83  																																				|
% 56.31/22.83  																																				|-The branch is then unsatisfiable
% 56.31/22.83  																																			|-Branch two:
% 56.31/22.83  																																			| (300)  ~ (all_0_46_46 = e2)
% 56.31/22.83  																																			| (1797) all_0_46_46 = e4 | all_0_46_46 = e3 | all_0_46_46 = e1 | all_0_46_46 = e0
% 56.31/22.83  																																			|
% 56.31/22.83  																																				+-Applying beta-rule and splitting (184), into two cases.
% 56.31/22.83  																																				|-Branch one:
% 56.31/22.83  																																				| (538) all_0_46_46 = e0
% 56.31/22.83  																																				|
% 56.31/22.83  																																					| Equations (538) can reduce 831 to:
% 56.31/22.83  																																					| (266) $false
% 56.31/22.83  																																					|
% 56.31/22.83  																																					|-The branch is then unsatisfiable
% 56.31/22.83  																																				|-Branch two:
% 56.31/22.83  																																				| (831)  ~ (all_0_46_46 = e0)
% 56.31/22.83  																																				| (832) all_0_47_47 = e0 | all_0_48_48 = e0 | all_0_49_49 = e0
% 56.31/22.83  																																				|
% 56.31/22.83  																																					+-Applying beta-rule and splitting (1797), into two cases.
% 56.31/22.83  																																					|-Branch one:
% 56.31/22.83  																																					| (770) all_0_46_46 = e4
% 56.31/22.83  																																					|
% 56.31/22.83  																																						| Equations (770) can reduce 250 to:
% 56.31/22.83  																																						| (266) $false
% 56.31/22.83  																																						|
% 56.31/22.83  																																						|-The branch is then unsatisfiable
% 56.31/22.83  																																					|-Branch two:
% 56.31/22.83  																																					| (250)  ~ (all_0_46_46 = e4)
% 56.31/22.83  																																					| (1801) all_0_46_46 = e3 | all_0_46_46 = e1 | all_0_46_46 = e0
% 56.31/22.83  																																					|
% 56.31/22.83  																																						+-Applying beta-rule and splitting (832), into two cases.
% 56.31/22.83  																																						|-Branch one:
% 56.31/22.83  																																						| (674) all_0_47_47 = e0
% 56.31/22.83  																																						|
% 56.31/22.83  																																							| Combining equations (522,674) yields a new equation:
% 56.31/22.83  																																							| (675) e3 = e0
% 56.31/22.83  																																							|
% 56.31/22.83  																																							| Simplifying 675 yields:
% 56.31/22.83  																																							| (676) e3 = e0
% 56.31/22.83  																																							|
% 56.31/22.83  																																							| Equations (676) can reduce 80 to:
% 56.31/22.83  																																							| (266) $false
% 56.31/22.83  																																							|
% 56.31/22.83  																																							|-The branch is then unsatisfiable
% 56.31/22.83  																																						|-Branch two:
% 56.31/22.83  																																						| (678)  ~ (all_0_47_47 = e0)
% 56.31/22.83  																																						| (1278) all_0_48_48 = e0 | all_0_49_49 = e0
% 56.31/22.83  																																						|
% 56.31/22.83  																																							+-Applying beta-rule and splitting (1801), into two cases.
% 56.31/22.83  																																							|-Branch one:
% 56.31/22.83  																																							| (538) all_0_46_46 = e0
% 56.31/22.83  																																							|
% 56.31/22.83  																																								| Equations (538) can reduce 831 to:
% 56.31/22.83  																																								| (266) $false
% 56.31/22.83  																																								|
% 56.31/22.83  																																								|-The branch is then unsatisfiable
% 56.31/22.83  																																							|-Branch two:
% 56.31/22.83  																																							| (831)  ~ (all_0_46_46 = e0)
% 56.31/22.83  																																							| (1838) all_0_46_46 = e3 | all_0_46_46 = e1
% 56.31/22.83  																																							|
% 56.31/22.83  																																								+-Applying beta-rule and splitting (108), into two cases.
% 56.31/22.83  																																								|-Branch one:
% 56.31/22.83  																																								| (624) all_0_58_58 = e2
% 56.31/22.83  																																								|
% 56.31/22.83  																																									| Equations (624) can reduce 908 to:
% 56.31/22.83  																																									| (266) $false
% 56.31/22.83  																																									|
% 56.31/22.83  																																									|-The branch is then unsatisfiable
% 56.31/22.83  																																								|-Branch two:
% 56.31/22.83  																																								| (908)  ~ (all_0_58_58 = e2)
% 56.31/22.83  																																								| (909) all_0_58_58 = e4 | all_0_58_58 = e3 | all_0_58_58 = e1 | all_0_58_58 = e0
% 56.31/22.83  																																								|
% 56.31/22.83  																																									+-Applying beta-rule and splitting (1278), into two cases.
% 56.31/22.83  																																									|-Branch one:
% 56.31/22.83  																																									| (1279) all_0_48_48 = e0
% 56.31/22.83  																																									|
% 56.31/22.83  																																										| Combining equations (335,1279) yields a new equation:
% 56.31/22.83  																																										| (391) e2 = e0
% 56.31/22.83  																																										|
% 56.31/22.83  																																										| Simplifying 391 yields:
% 56.31/22.83  																																										| (330) e2 = e0
% 56.31/22.83  																																										|
% 56.31/22.83  																																										| Equations (330) can reduce 128 to:
% 56.31/22.83  																																										| (266) $false
% 56.31/22.83  																																										|
% 56.31/22.83  																																										|-The branch is then unsatisfiable
% 56.31/22.83  																																									|-Branch two:
% 56.31/22.83  																																									| (1283)  ~ (all_0_48_48 = e0)
% 56.31/22.83  																																									| (978) all_0_49_49 = e0
% 56.31/22.83  																																									|
% 56.31/22.83  																																										| Equations (978) can reduce 119 to:
% 56.31/22.83  																																										| (490)  ~ (all_0_58_58 = e0)
% 56.31/22.83  																																										|
% 56.31/22.83  																																										| Simplifying 490 yields:
% 56.31/22.83  																																										| (491)  ~ (all_0_58_58 = e0)
% 56.31/22.83  																																										|
% 56.31/22.83  																																										| Equations (978) can reduce 256 to:
% 56.31/22.83  																																										| (401)  ~ (e4 = e0)
% 56.31/22.83  																																										|
% 56.31/22.83  																																										| Simplifying 401 yields:
% 56.31/22.83  																																										| (49)  ~ (e4 = e0)
% 56.31/22.83  																																										|
% 56.31/22.83  																																										| From (978) and (55) follows:
% 56.31/22.83  																																										| (7585) op(e2, e0) = e0
% 56.31/22.83  																																										|
% 56.31/22.83  																																										+-Applying beta-rule and splitting (135), into two cases.
% 56.31/22.83  																																										|-Branch one:
% 56.31/22.83  																																										| (545) all_0_46_46 = e1
% 56.31/22.83  																																										|
% 56.31/22.83  																																											| From (545) and (120) follows:
% 56.31/22.83  																																											| (2105) op(e2, e3) = e1
% 56.31/22.83  																																											|
% 56.31/22.83  																																											+-Applying beta-rule and splitting (171), into two cases.
% 56.31/22.83  																																											|-Branch one:
% 56.31/22.83  																																											| (265) all_0_54_54 = e4
% 56.31/22.83  																																											|
% 56.31/22.83  																																												| Combining equations (265,268) yields a new equation:
% 56.31/22.83  																																												| (424) e4 = e3
% 56.31/22.83  																																												|
% 56.31/22.83  																																												| Simplifying 424 yields:
% 56.31/22.83  																																												| (425) e4 = e3
% 56.31/22.83  																																												|
% 56.31/22.83  																																												| Equations (425) can reduce 188 to:
% 56.31/22.83  																																												| (266) $false
% 56.31/22.83  																																												|
% 56.31/22.83  																																												|-The branch is then unsatisfiable
% 56.31/22.83  																																											|-Branch two:
% 56.31/22.83  																																											| (258)  ~ (all_0_54_54 = e4)
% 56.31/22.83  																																											| (575) all_0_55_55 = e4 | all_0_56_56 = e4 | all_0_57_57 = e4 | all_0_58_58 = e4
% 56.31/22.83  																																											|
% 56.31/22.83  																																												+-Applying beta-rule and splitting (909), into two cases.
% 56.31/22.83  																																												|-Branch one:
% 56.31/22.83  																																												| (910) all_0_58_58 = e4
% 56.31/22.83  																																												|
% 56.31/22.83  																																													| Equations (910) can reduce 451 to:
% 56.31/22.83  																																													| (266) $false
% 56.31/22.83  																																													|
% 56.31/22.83  																																													|-The branch is then unsatisfiable
% 56.31/22.83  																																												|-Branch two:
% 56.31/22.83  																																												| (451)  ~ (all_0_58_58 = e4)
% 56.31/22.83  																																												| (913) all_0_58_58 = e3 | all_0_58_58 = e1 | all_0_58_58 = e0
% 56.31/22.83  																																												|
% 56.31/22.83  																																													+-Applying beta-rule and splitting (913), into two cases.
% 56.31/22.83  																																													|-Branch one:
% 56.31/22.83  																																													| (914) all_0_58_58 = e0
% 56.31/22.83  																																													|
% 56.31/22.83  																																														| Equations (914) can reduce 491 to:
% 56.31/22.83  																																														| (266) $false
% 56.31/22.83  																																														|
% 56.31/22.83  																																														|-The branch is then unsatisfiable
% 56.31/22.83  																																													|-Branch two:
% 56.31/22.83  																																													| (491)  ~ (all_0_58_58 = e0)
% 56.31/22.83  																																													| (917) all_0_58_58 = e3 | all_0_58_58 = e1
% 56.31/22.83  																																													|
% 56.31/22.83  																																														+-Applying beta-rule and splitting (917), into two cases.
% 56.31/22.83  																																														|-Branch one:
% 56.31/22.83  																																														| (918) all_0_58_58 = e1
% 56.31/22.83  																																														|
% 56.31/22.83  																																															| Equations (918) can reduce 451 to:
% 56.31/22.83  																																															| (602)  ~ (e4 = e1)
% 56.31/22.83  																																															|
% 56.31/22.83  																																															| Simplifying 602 yields:
% 56.31/22.83  																																															| (110)  ~ (e4 = e1)
% 56.31/22.83  																																															|
% 56.31/22.83  																																															| Equations (918) can reduce 491 to:
% 56.31/22.83  																																															| (233)  ~ (e1 = e0)
% 56.31/22.83  																																															|
% 56.31/22.83  																																															+-Applying beta-rule and splitting (575), into two cases.
% 56.31/22.83  																																															|-Branch one:
% 56.31/22.83  																																															| (587) all_0_55_55 = e4
% 56.31/22.83  																																															|
% 56.31/22.83  																																																| From (587) and (74) follows:
% 56.31/22.83  																																																| (589) op(e0, e3) = e4
% 56.31/22.83  																																																|
% 56.31/22.83  																																																+-Applying beta-rule and splitting (56), into two cases.
% 56.31/22.83  																																																|-Branch one:
% 56.31/22.83  																																																| (696) unit = e2
% 56.31/22.83  																																																|
% 56.31/22.83  																																																	| From (696) and (24) follows:
% 56.31/22.83  																																																	| (697) op(e2, e3) = e3
% 56.31/22.83  																																																	|
% 56.31/22.83  																																																	| From (696) and (227) follows:
% 56.31/22.83  																																																	| (4284) op(e4, e2) = e4
% 56.31/22.83  																																																	|
% 56.31/22.83  																																																	| From (696) and (40) follows:
% 56.31/22.83  																																																	| (4285) op(e3, e2) = e3
% 56.31/22.83  																																																	|
% 56.31/22.83  																																																	| From (696) and (32) follows:
% 56.31/22.83  																																																	| (698) op(e2, e2) = e2
% 56.31/22.83  																																																	|
% 56.31/22.83  																																																	| Instantiating formula (29) with e4, e2, e4, e0 and discharging atoms op(e4, e2) = e4, op(e4, e2) = e0, yields:
% 56.31/22.83  																																																	| (397) e4 = e0
% 56.31/22.83  																																																	|
% 56.31/22.83  																																																	| Instantiating formula (29) with e3, e2, e3, e4 and discharging atoms op(e3, e2) = e4, op(e3, e2) = e3, yields:
% 56.31/22.83  																																																	| (425) e4 = e3
% 56.31/22.83  																																																	|
% 56.31/22.83  																																																	| Instantiating formula (29) with e2, e3, e3, e1 and discharging atoms op(e2, e3) = e3, op(e2, e3) = e1, yields:
% 56.31/22.83  																																																	| (455) e3 = e1
% 56.31/22.83  																																																	|
% 56.31/22.83  																																																	| Instantiating formula (29) with e2, e2, e2, e3 and discharging atoms op(e2, e2) = e3, op(e2, e2) = e2, yields:
% 56.31/22.83  																																																	| (662) e3 = e2
% 56.31/22.83  																																																	|
% 56.31/22.83  																																																	| Combining equations (397,425) yields a new equation:
% 56.31/22.83  																																																	| (676) e3 = e0
% 56.31/22.83  																																																	|
% 56.31/22.83  																																																	| Combining equations (676,662) yields a new equation:
% 56.31/22.83  																																																	| (330) e2 = e0
% 56.31/22.83  																																																	|
% 56.31/22.83  																																																	| Combining equations (455,662) yields a new equation:
% 56.31/22.83  																																																	| (617) e2 = e1
% 56.31/22.83  																																																	|
% 56.31/22.83  																																																	| Combining equations (617,330) yields a new equation:
% 56.31/22.83  																																																	| (546) e1 = e0
% 56.31/22.83  																																																	|
% 56.31/22.83  																																																	| Simplifying 546 yields:
% 56.31/22.83  																																																	| (431) e1 = e0
% 56.31/22.83  																																																	|
% 56.31/22.83  																																																	| Equations (431) can reduce 233 to:
% 56.31/22.83  																																																	| (266) $false
% 56.31/22.83  																																																	|
% 56.31/22.83  																																																	|-The branch is then unsatisfiable
% 56.31/22.83  																																																|-Branch two:
% 56.31/22.83  																																																| (707)  ~ (unit = e2)
% 56.31/22.83  																																																| (708) unit = e4 | unit = e3 | unit = e1 | unit = e0
% 56.31/22.83  																																																|
% 56.31/22.83  																																																	+-Applying beta-rule and splitting (708), into two cases.
% 56.31/22.83  																																																	|-Branch one:
% 56.31/22.83  																																																	| (709) unit = e4
% 56.31/22.83  																																																	|
% 56.31/22.83  																																																		| From (709) and (227) follows:
% 56.31/22.83  																																																		| (710) op(e4, e4) = e4
% 56.31/22.83  																																																		|
% 56.31/22.83  																																																		| From (709) and (40) follows:
% 56.31/22.83  																																																		| (711) op(e3, e4) = e3
% 56.31/22.83  																																																		|
% 56.31/22.83  																																																		| From (709) and (32) follows:
% 56.31/22.83  																																																		| (712) op(e2, e4) = e2
% 56.31/22.83  																																																		|
% 56.31/22.83  																																																		| From (709) and (42) follows:
% 56.31/22.83  																																																		| (713) op(e0, e4) = e0
% 56.31/22.83  																																																		|
% 56.31/22.83  																																																		| Instantiating formula (29) with e4, e4, e4, e1 and discharging atoms op(e4, e4) = e4, op(e4, e4) = e1, yields:
% 56.31/22.83  																																																		| (630) e4 = e1
% 56.31/22.83  																																																		|
% 56.31/22.83  																																																		| Instantiating formula (29) with e3, e4, e3, e2 and discharging atoms op(e3, e4) = e3, op(e3, e4) = e2, yields:
% 56.31/22.83  																																																		| (662) e3 = e2
% 56.31/22.83  																																																		|
% 56.31/22.83  																																																		| Instantiating formula (29) with e2, e4, e2, e4 and discharging atoms op(e2, e4) = e4, op(e2, e4) = e2, yields:
% 56.31/22.83  																																																		| (323) e4 = e2
% 56.31/22.83  																																																		|
% 56.31/22.83  																																																		| Instantiating formula (29) with e0, e4, e0, e3 and discharging atoms op(e0, e4) = e3, op(e0, e4) = e0, yields:
% 56.31/22.83  																																																		| (676) e3 = e0
% 56.31/22.83  																																																		|
% 56.31/22.83  																																																		| Combining equations (630,323) yields a new equation:
% 56.31/22.83  																																																		| (617) e2 = e1
% 56.31/22.83  																																																		|
% 56.31/22.83  																																																		| Combining equations (662,676) yields a new equation:
% 56.31/22.83  																																																		| (391) e2 = e0
% 56.31/22.83  																																																		|
% 56.31/22.83  																																																		| Simplifying 391 yields:
% 56.31/22.83  																																																		| (330) e2 = e0
% 56.31/22.83  																																																		|
% 56.31/22.83  																																																		| Combining equations (617,330) yields a new equation:
% 56.31/22.83  																																																		| (546) e1 = e0
% 56.31/22.83  																																																		|
% 56.31/22.83  																																																		| Simplifying 546 yields:
% 56.31/22.83  																																																		| (431) e1 = e0
% 56.31/22.83  																																																		|
% 56.31/22.83  																																																		| Equations (431) can reduce 233 to:
% 56.31/22.83  																																																		| (266) $false
% 56.31/22.83  																																																		|
% 56.31/22.83  																																																		|-The branch is then unsatisfiable
% 56.31/22.83  																																																	|-Branch two:
% 56.31/22.83  																																																	| (724)  ~ (unit = e4)
% 56.31/22.83  																																																	| (725) unit = e3 | unit = e1 | unit = e0
% 56.31/22.83  																																																	|
% 56.31/22.83  																																																		+-Applying beta-rule and splitting (725), into two cases.
% 56.31/22.83  																																																		|-Branch one:
% 56.31/22.83  																																																		| (726) unit = e0
% 56.31/22.83  																																																		|
% 56.31/22.83  																																																			| From (726) and (32) follows:
% 56.31/22.83  																																																			| (727) op(e2, e0) = e2
% 56.31/22.83  																																																			|
% 56.31/22.83  																																																			| From (726) and (28) follows:
% 56.31/22.83  																																																			| (2698) op(e1, e0) = e1
% 56.31/22.83  																																																			|
% 56.31/22.83  																																																			| Instantiating formula (29) with e2, e0, e2, e0 and discharging atoms op(e2, e0) = e2, op(e2, e0) = e0, yields:
% 56.31/22.83  																																																			| (330) e2 = e0
% 56.31/22.83  																																																			|
% 56.31/22.83  																																																			| Instantiating formula (29) with e1, e0, e1, e2 and discharging atoms op(e1, e0) = e2, op(e1, e0) = e1, yields:
% 56.31/22.83  																																																			| (617) e2 = e1
% 56.31/22.83  																																																			|
% 56.31/22.83  																																																			| Combining equations (617,330) yields a new equation:
% 56.31/22.83  																																																			| (546) e1 = e0
% 56.31/22.83  																																																			|
% 56.31/22.83  																																																			| Simplifying 546 yields:
% 56.31/22.83  																																																			| (431) e1 = e0
% 56.31/22.83  																																																			|
% 56.31/22.83  																																																			| Equations (431) can reduce 233 to:
% 56.31/22.83  																																																			| (266) $false
% 56.31/22.83  																																																			|
% 56.31/22.83  																																																			|-The branch is then unsatisfiable
% 56.31/22.83  																																																		|-Branch two:
% 56.31/22.83  																																																		| (734)  ~ (unit = e0)
% 56.31/22.83  																																																		| (735) unit = e3 | unit = e1
% 56.31/22.83  																																																		|
% 56.31/22.83  																																																			+-Applying beta-rule and splitting (735), into two cases.
% 56.31/22.83  																																																			|-Branch one:
% 56.31/22.83  																																																			| (736) unit = e1
% 56.31/22.83  																																																			|
% 56.31/22.83  																																																				| Equations (736) can reduce 734 to:
% 56.31/22.83  																																																				| (233)  ~ (e1 = e0)
% 56.31/22.83  																																																				|
% 56.31/22.83  																																																				| From (736) and (15) follows:
% 56.31/22.83  																																																				| (515) op(e1, e2) = e2
% 56.31/22.83  																																																				|
% 56.31/22.83  																																																				| From (736) and (209) follows:
% 56.31/22.83  																																																				| (2715) op(e1, e0) = e0
% 56.31/22.83  																																																				|
% 56.31/22.83  																																																				| Instantiating formula (29) with e1, e2, e2, e1 and discharging atoms op(e1, e2) = e2, op(e1, e2) = e1, yields:
% 56.31/22.83  																																																				| (617) e2 = e1
% 56.31/22.83  																																																				|
% 56.31/22.83  																																																				| Instantiating formula (29) with e1, e0, e0, e2 and discharging atoms op(e1, e0) = e2, op(e1, e0) = e0, yields:
% 56.31/22.83  																																																				| (330) e2 = e0
% 56.31/22.83  																																																				|
% 56.31/22.83  																																																				| Combining equations (330,617) yields a new equation:
% 56.31/22.83  																																																				| (431) e1 = e0
% 56.31/22.83  																																																				|
% 56.31/22.83  																																																				| Equations (431) can reduce 233 to:
% 56.31/22.83  																																																				| (266) $false
% 56.31/22.83  																																																				|
% 56.31/22.83  																																																				|-The branch is then unsatisfiable
% 56.31/22.83  																																																			|-Branch two:
% 56.31/22.83  																																																			| (748)  ~ (unit = e1)
% 56.31/22.83  																																																			| (749) unit = e3
% 56.31/22.83  																																																			|
% 56.31/22.83  																																																				| From (749) and (15) follows:
% 56.31/22.83  																																																				| (751) op(e3, e2) = e2
% 56.31/22.83  																																																				|
% 56.31/22.83  																																																				| From (749) and (32) follows:
% 56.31/22.83  																																																				| (5793) op(e2, e3) = e2
% 56.31/22.83  																																																				|
% 56.31/22.83  																																																				| From (749) and (42) follows:
% 56.31/22.83  																																																				| (752) op(e0, e3) = e0
% 56.31/22.83  																																																				|
% 56.31/22.83  																																																				| Instantiating formula (29) with e3, e2, e2, e4 and discharging atoms op(e3, e2) = e4, op(e3, e2) = e2, yields:
% 56.31/22.83  																																																				| (323) e4 = e2
% 56.31/22.83  																																																				|
% 56.31/22.83  																																																				| Instantiating formula (29) with e2, e3, e2, e1 and discharging atoms op(e2, e3) = e2, op(e2, e3) = e1, yields:
% 56.31/22.83  																																																				| (617) e2 = e1
% 56.31/22.83  																																																				|
% 56.31/22.83  																																																				| Instantiating formula (29) with e0, e3, e0, e4 and discharging atoms op(e0, e3) = e4, op(e0, e3) = e0, yields:
% 56.31/22.83  																																																				| (397) e4 = e0
% 56.31/22.83  																																																				|
% 56.31/22.83  																																																				| Combining equations (323,397) yields a new equation:
% 56.31/22.83  																																																				| (391) e2 = e0
% 56.31/22.83  																																																				|
% 56.31/22.83  																																																				| Simplifying 391 yields:
% 56.31/22.83  																																																				| (330) e2 = e0
% 56.31/22.83  																																																				|
% 56.31/22.83  																																																				| Combining equations (617,330) yields a new equation:
% 56.31/22.83  																																																				| (546) e1 = e0
% 56.31/22.83  																																																				|
% 56.31/22.83  																																																				| Simplifying 546 yields:
% 56.31/22.83  																																																				| (431) e1 = e0
% 56.31/22.83  																																																				|
% 56.31/22.83  																																																				| Equations (431) can reduce 233 to:
% 56.31/22.83  																																																				| (266) $false
% 56.31/22.83  																																																				|
% 56.31/22.83  																																																				|-The branch is then unsatisfiable
% 56.31/22.83  																																															|-Branch two:
% 56.31/22.83  																																															| (763)  ~ (all_0_55_55 = e4)
% 56.31/22.83  																																															| (764) all_0_56_56 = e4 | all_0_57_57 = e4 | all_0_58_58 = e4
% 56.31/22.83  																																															|
% 56.31/22.83  																																																+-Applying beta-rule and splitting (764), into two cases.
% 56.31/22.83  																																																|-Branch one:
% 56.31/22.83  																																																| (842) all_0_56_56 = e4
% 56.31/22.83  																																																|
% 56.31/22.83  																																																	| Combining equations (833,842) yields a new equation:
% 56.31/22.83  																																																	| (323) e4 = e2
% 56.31/22.83  																																																	|
% 56.31/22.83  																																																	| Equations (323) can reduce 48 to:
% 56.31/22.83  																																																	| (266) $false
% 56.31/22.83  																																																	|
% 56.31/22.83  																																																	|-The branch is then unsatisfiable
% 56.31/22.83  																																																|-Branch two:
% 56.31/22.83  																																																| (477)  ~ (all_0_56_56 = e4)
% 56.31/22.83  																																																| (935) all_0_57_57 = e4 | all_0_58_58 = e4
% 56.31/22.83  																																																|
% 56.31/22.83  																																																	+-Applying beta-rule and splitting (935), into two cases.
% 56.31/22.83  																																																	|-Branch one:
% 56.31/22.83  																																																	| (871) all_0_57_57 = e4
% 56.31/22.83  																																																	|
% 56.31/22.83  																																																		| Combining equations (871,875) yields a new equation:
% 56.31/22.83  																																																		| (481) e4 = e0
% 56.31/22.83  																																																		|
% 56.31/22.83  																																																		| Simplifying 481 yields:
% 56.31/22.83  																																																		| (397) e4 = e0
% 56.31/22.83  																																																		|
% 56.31/22.83  																																																		| Equations (397) can reduce 49 to:
% 56.31/22.83  																																																		| (266) $false
% 56.31/22.83  																																																		|
% 56.31/22.83  																																																		|-The branch is then unsatisfiable
% 56.31/22.83  																																																	|-Branch two:
% 56.31/22.83  																																																	| (839)  ~ (all_0_57_57 = e4)
% 56.31/22.84  																																																	| (910) all_0_58_58 = e4
% 56.31/22.84  																																																	|
% 56.31/22.84  																																																		| Combining equations (910,918) yields a new equation:
% 56.31/22.84  																																																		| (636) e4 = e1
% 56.31/22.84  																																																		|
% 56.31/22.84  																																																		| Simplifying 636 yields:
% 56.31/22.84  																																																		| (630) e4 = e1
% 56.31/22.84  																																																		|
% 56.31/22.84  																																																		| Equations (630) can reduce 110 to:
% 56.31/22.84  																																																		| (266) $false
% 56.31/22.84  																																																		|
% 56.31/22.84  																																																		|-The branch is then unsatisfiable
% 56.31/22.84  																																														|-Branch two:
% 56.31/22.84  																																														| (880)  ~ (all_0_58_58 = e1)
% 56.31/22.84  																																														| (795) all_0_58_58 = e3
% 56.31/22.84  																																														|
% 56.31/22.84  																																															| Equations (795) can reduce 276 to:
% 56.31/22.84  																																															| (266) $false
% 56.31/22.84  																																															|
% 56.31/22.84  																																															|-The branch is then unsatisfiable
% 56.31/22.84  																																										|-Branch two:
% 56.31/22.84  																																										| (549)  ~ (all_0_46_46 = e1)
% 56.31/22.84  																																										| (550) all_0_47_47 = e1 | all_0_48_48 = e1 | all_0_49_49 = e1
% 56.31/22.84  																																										|
% 56.31/22.84  																																											+-Applying beta-rule and splitting (1838), into two cases.
% 56.31/22.84  																																											|-Branch one:
% 56.31/22.84  																																											| (545) all_0_46_46 = e1
% 56.31/22.84  																																											|
% 56.31/22.84  																																												| Equations (545) can reduce 549 to:
% 56.31/22.84  																																												| (266) $false
% 56.31/22.84  																																												|
% 56.31/22.84  																																												|-The branch is then unsatisfiable
% 56.31/22.84  																																											|-Branch two:
% 56.31/22.84  																																											| (549)  ~ (all_0_46_46 = e1)
% 56.31/22.84  																																											| (1557) all_0_46_46 = e3
% 56.31/22.84  																																											|
% 56.31/22.84  																																												| Equations (1557) can reduce 409 to:
% 56.31/22.84  																																												| (266) $false
% 56.31/22.84  																																												|
% 56.31/22.84  																																												|-The branch is then unsatisfiable
% 56.31/22.84  																																		|-Branch two:
% 56.31/22.84  																																		| (357)  ~ (all_0_41_41 = e0)
% 56.31/22.84  																																		| (6761) all_0_42_42 = e0 | all_0_43_43 = e0 | all_0_44_44 = e0
% 56.31/22.84  																																		|
% 56.31/22.84  																																			+-Applying beta-rule and splitting (108), into two cases.
% 56.31/22.84  																																			|-Branch one:
% 56.31/22.84  																																			| (624) all_0_58_58 = e2
% 56.31/22.84  																																			|
% 56.31/22.84  																																				| Equations (624) can reduce 908 to:
% 56.31/22.84  																																				| (266) $false
% 56.31/22.84  																																				|
% 56.31/22.84  																																				|-The branch is then unsatisfiable
% 56.31/22.84  																																			|-Branch two:
% 56.31/22.84  																																			| (908)  ~ (all_0_58_58 = e2)
% 56.31/22.84  																																			| (909) all_0_58_58 = e4 | all_0_58_58 = e3 | all_0_58_58 = e1 | all_0_58_58 = e0
% 56.31/22.84  																																			|
% 56.31/22.84  																																				+-Applying beta-rule and splitting (909), into two cases.
% 56.31/22.84  																																				|-Branch one:
% 56.31/22.84  																																				| (910) all_0_58_58 = e4
% 56.31/22.84  																																				|
% 56.31/22.84  																																					| Equations (910) can reduce 451 to:
% 56.31/22.84  																																					| (266) $false
% 56.31/22.84  																																					|
% 56.31/22.84  																																					|-The branch is then unsatisfiable
% 56.31/22.84  																																				|-Branch two:
% 56.31/22.84  																																				| (451)  ~ (all_0_58_58 = e4)
% 56.31/22.84  																																				| (913) all_0_58_58 = e3 | all_0_58_58 = e1 | all_0_58_58 = e0
% 56.31/22.84  																																				|
% 56.31/22.84  																																					+-Applying beta-rule and splitting (913), into two cases.
% 56.31/22.84  																																					|-Branch one:
% 56.31/22.84  																																					| (914) all_0_58_58 = e0
% 56.31/22.84  																																					|
% 56.31/22.84  																																						| Equations (914) can reduce 491 to:
% 56.31/22.84  																																						| (266) $false
% 56.31/22.84  																																						|
% 56.31/22.84  																																						|-The branch is then unsatisfiable
% 56.31/22.84  																																					|-Branch two:
% 56.31/22.84  																																					| (491)  ~ (all_0_58_58 = e0)
% 56.31/22.84  																																					| (917) all_0_58_58 = e3 | all_0_58_58 = e1
% 56.31/22.84  																																					|
% 56.31/22.84  																																						+-Applying beta-rule and splitting (917), into two cases.
% 56.31/22.84  																																						|-Branch one:
% 56.31/22.84  																																						| (918) all_0_58_58 = e1
% 56.31/22.84  																																						|
% 56.31/22.84  																																							| Equations (918) can reduce 119 to:
% 56.31/22.84  																																							| (1064)  ~ (all_0_49_49 = e1)
% 56.31/22.84  																																							|
% 56.31/22.84  																																							| Equations (918) can reduce 276 to:
% 56.31/22.84  																																							| (467)  ~ (e3 = e1)
% 56.31/22.84  																																							|
% 56.31/22.84  																																							| Simplifying 467 yields:
% 56.31/22.84  																																							| (213)  ~ (e3 = e1)
% 56.31/22.84  																																							|
% 56.31/22.84  																																							| Equations (918) can reduce 908 to:
% 56.31/22.84  																																							| (604)  ~ (e2 = e1)
% 56.31/22.84  																																							|
% 56.31/22.84  																																							| Simplifying 604 yields:
% 56.31/22.84  																																							| (122)  ~ (e2 = e1)
% 56.31/22.84  																																							|
% 56.31/22.84  																																							| Equations (918) can reduce 491 to:
% 56.31/22.84  																																							| (233)  ~ (e1 = e0)
% 56.31/22.84  																																							|
% 56.31/22.84  																																							+-Applying beta-rule and splitting (135), into two cases.
% 56.31/22.84  																																							|-Branch one:
% 56.31/22.84  																																							| (545) all_0_46_46 = e1
% 56.31/22.84  																																							|
% 56.31/22.84  																																								| Equations (545) can reduce 208 to:
% 56.31/22.84  																																								| (1419)  ~ (all_0_49_49 = e1)
% 56.31/22.84  																																								|
% 56.31/22.84  																																								| Simplifying 1419 yields:
% 56.31/22.84  																																								| (1064)  ~ (all_0_49_49 = e1)
% 56.31/22.84  																																								|
% 56.31/22.84  																																								+-Applying beta-rule and splitting (184), into two cases.
% 56.31/22.84  																																								|-Branch one:
% 56.31/22.84  																																								| (538) all_0_46_46 = e0
% 56.31/22.84  																																								|
% 56.31/22.84  																																									| Combining equations (545,538) yields a new equation:
% 56.31/22.84  																																									| (546) e1 = e0
% 56.31/22.84  																																									|
% 56.31/22.84  																																									| Simplifying 546 yields:
% 56.31/22.84  																																									| (431) e1 = e0
% 56.31/22.84  																																									|
% 56.31/22.84  																																									| Equations (431) can reduce 233 to:
% 56.31/22.84  																																									| (266) $false
% 56.31/22.84  																																									|
% 56.31/22.84  																																									|-The branch is then unsatisfiable
% 56.31/22.84  																																								|-Branch two:
% 56.31/22.84  																																								| (831)  ~ (all_0_46_46 = e0)
% 56.31/22.84  																																								| (832) all_0_47_47 = e0 | all_0_48_48 = e0 | all_0_49_49 = e0
% 56.31/22.84  																																								|
% 56.31/22.84  																																									| Equations (545) can reduce 831 to:
% 56.31/22.84  																																									| (233)  ~ (e1 = e0)
% 56.31/22.84  																																									|
% 56.31/22.84  																																									+-Applying beta-rule and splitting (1748), into two cases.
% 56.31/22.84  																																									|-Branch one:
% 56.31/22.84  																																									| (1414) all_0_44_44 = e0
% 56.31/22.84  																																									|
% 56.31/22.84  																																										| Combining equations (532,1414) yields a new equation:
% 56.31/22.84  																																										| (675) e3 = e0
% 56.31/22.84  																																										|
% 56.31/22.84  																																										| Simplifying 675 yields:
% 56.31/22.84  																																										| (676) e3 = e0
% 56.31/22.84  																																										|
% 56.31/22.84  																																										| Equations (676) can reduce 80 to:
% 56.31/22.84  																																										| (266) $false
% 56.31/22.84  																																										|
% 56.31/22.84  																																										|-The branch is then unsatisfiable
% 56.31/22.84  																																									|-Branch two:
% 56.31/22.84  																																									| (360)  ~ (all_0_44_44 = e0)
% 56.31/22.84  																																									| (1760) all_0_49_49 = e0 | all_0_58_58 = e0
% 56.31/22.84  																																									|
% 56.31/22.84  																																										+-Applying beta-rule and splitting (6761), into two cases.
% 56.31/22.84  																																										|-Branch one:
% 56.31/22.84  																																										| (559) all_0_42_42 = e0
% 56.31/22.84  																																										|
% 56.31/22.84  																																											| Combining equations (559,1392) yields a new equation:
% 56.31/22.84  																																											| (397) e4 = e0
% 56.31/22.84  																																											|
% 56.31/22.84  																																											| Equations (397) can reduce 49 to:
% 56.31/22.84  																																											| (266) $false
% 56.31/22.84  																																											|
% 56.31/22.84  																																											|-The branch is then unsatisfiable
% 56.31/22.84  																																										|-Branch two:
% 56.31/22.84  																																										| (358)  ~ (all_0_42_42 = e0)
% 56.31/22.84  																																										| (6766) all_0_43_43 = e0 | all_0_44_44 = e0
% 56.31/22.84  																																										|
% 56.31/22.84  																																											+-Applying beta-rule and splitting (1760), into two cases.
% 56.31/22.84  																																											|-Branch one:
% 56.31/22.84  																																											| (978) all_0_49_49 = e0
% 56.31/22.84  																																											|
% 56.31/22.84  																																												| Equations (978) can reduce 525 to:
% 56.31/22.84  																																												| (541)  ~ (e3 = e0)
% 56.31/22.84  																																												|
% 56.31/22.84  																																												| Simplifying 541 yields:
% 56.31/22.84  																																												| (80)  ~ (e3 = e0)
% 56.31/22.84  																																												|
% 56.31/22.84  																																												| Equations (978) can reduce 1064 to:
% 56.31/22.84  																																												| (435)  ~ (e1 = e0)
% 56.31/22.84  																																												|
% 56.31/22.84  																																												| Simplifying 435 yields:
% 56.31/22.84  																																												| (233)  ~ (e1 = e0)
% 56.31/22.84  																																												|
% 56.31/22.84  																																												+-Applying beta-rule and splitting (6766), into two cases.
% 56.31/22.84  																																												|-Branch one:
% 56.31/22.84  																																												| (356) all_0_43_43 = e0
% 56.31/22.84  																																												|
% 56.31/22.84  																																													| Combining equations (430,356) yields a new equation:
% 56.31/22.84  																																													| (546) e1 = e0
% 56.31/22.84  																																													|
% 56.31/22.84  																																													| Simplifying 546 yields:
% 56.31/22.84  																																													| (431) e1 = e0
% 56.31/22.84  																																													|
% 56.31/22.84  																																													| Equations (431) can reduce 233 to:
% 56.31/22.84  																																													| (266) $false
% 56.31/22.84  																																													|
% 56.31/22.84  																																													|-The branch is then unsatisfiable
% 56.31/22.84  																																												|-Branch two:
% 56.31/22.84  																																												| (5470)  ~ (all_0_43_43 = e0)
% 56.31/22.84  																																												| (1414) all_0_44_44 = e0
% 56.31/22.84  																																												|
% 56.31/22.84  																																													| Combining equations (532,1414) yields a new equation:
% 56.31/22.84  																																													| (675) e3 = e0
% 56.31/22.84  																																													|
% 56.31/22.84  																																													| Simplifying 675 yields:
% 56.31/22.84  																																													| (676) e3 = e0
% 56.31/22.84  																																													|
% 56.31/22.84  																																													| Equations (676) can reduce 80 to:
% 56.31/22.84  																																													| (266) $false
% 56.31/22.84  																																													|
% 56.31/22.84  																																													|-The branch is then unsatisfiable
% 56.31/22.84  																																											|-Branch two:
% 56.31/22.84  																																											| (487)  ~ (all_0_49_49 = e0)
% 56.31/22.84  																																											| (914) all_0_58_58 = e0
% 56.31/22.84  																																											|
% 56.31/22.84  																																												| Combining equations (914,918) yields a new equation:
% 56.31/22.84  																																												| (431) e1 = e0
% 56.31/22.84  																																												|
% 56.31/22.84  																																												| Equations (431) can reduce 233 to:
% 56.31/22.84  																																												| (266) $false
% 56.31/22.84  																																												|
% 56.31/22.84  																																												|-The branch is then unsatisfiable
% 56.31/22.84  																																							|-Branch two:
% 56.31/22.84  																																							| (549)  ~ (all_0_46_46 = e1)
% 56.31/22.84  																																							| (550) all_0_47_47 = e1 | all_0_48_48 = e1 | all_0_49_49 = e1
% 56.31/22.84  																																							|
% 56.31/22.84  																																								+-Applying beta-rule and splitting (550), into two cases.
% 56.31/22.84  																																								|-Branch one:
% 56.31/22.84  																																								| (654) all_0_47_47 = e1
% 56.31/22.84  																																								|
% 56.31/22.84  																																									| Combining equations (522,654) yields a new equation:
% 56.31/22.84  																																									| (454) e3 = e1
% 56.31/22.84  																																									|
% 56.31/22.84  																																									| Simplifying 454 yields:
% 56.31/22.84  																																									| (455) e3 = e1
% 56.31/22.84  																																									|
% 56.31/22.84  																																									| Equations (455) can reduce 213 to:
% 56.31/22.84  																																									| (266) $false
% 56.31/22.84  																																									|
% 56.31/22.84  																																									|-The branch is then unsatisfiable
% 56.31/22.84  																																								|-Branch two:
% 56.31/22.84  																																								| (462)  ~ (all_0_47_47 = e1)
% 56.31/22.84  																																								| (659) all_0_48_48 = e1 | all_0_49_49 = e1
% 56.31/22.84  																																								|
% 56.31/22.84  																																									+-Applying beta-rule and splitting (659), into two cases.
% 56.31/22.84  																																									|-Branch one:
% 56.31/22.84  																																									| (615) all_0_48_48 = e1
% 56.31/22.84  																																									|
% 56.31/22.84  																																										| Combining equations (335,615) yields a new equation:
% 56.31/22.84  																																										| (616) e2 = e1
% 56.31/22.84  																																										|
% 56.31/22.84  																																										| Simplifying 616 yields:
% 56.31/22.84  																																										| (617) e2 = e1
% 56.31/22.84  																																										|
% 56.31/22.84  																																										| Equations (617) can reduce 122 to:
% 56.31/22.84  																																										| (266) $false
% 56.31/22.84  																																										|
% 56.31/22.84  																																										|-The branch is then unsatisfiable
% 56.31/22.84  																																									|-Branch two:
% 56.31/22.84  																																									| (619)  ~ (all_0_48_48 = e1)
% 56.31/22.84  																																									| (671) all_0_49_49 = e1
% 56.31/22.84  																																									|
% 56.31/22.84  																																										| Equations (671) can reduce 1064 to:
% 56.31/22.84  																																										| (266) $false
% 56.31/22.84  																																										|
% 56.31/22.84  																																										|-The branch is then unsatisfiable
% 56.31/22.84  																																						|-Branch two:
% 56.31/22.84  																																						| (880)  ~ (all_0_58_58 = e1)
% 56.31/22.84  																																						| (795) all_0_58_58 = e3
% 56.31/22.84  																																						|
% 56.31/22.84  																																							| Equations (795) can reduce 276 to:
% 56.31/22.84  																																							| (266) $false
% 56.31/22.84  																																							|
% 56.31/22.84  																																							|-The branch is then unsatisfiable
% 56.31/22.84  																															|-Branch two:
% 56.31/22.84  																															| (1890)  ~ (all_0_42_42 = e4)
% 56.31/22.84  																															| (1969) all_0_42_42 = e3 | all_0_42_42 = e1 | all_0_42_42 = e0
% 56.31/22.84  																															|
% 56.31/22.84  																																+-Applying beta-rule and splitting (75), into two cases.
% 56.31/22.84  																																|-Branch one:
% 56.31/22.84  																																| (485) all_0_40_40 = e0
% 56.31/22.84  																																|
% 56.31/22.84  																																	| Equations (485) can reduce 1401 to:
% 56.31/22.84  																																	| (266) $false
% 56.31/22.84  																																	|
% 56.31/22.84  																																	|-The branch is then unsatisfiable
% 56.31/22.84  																																|-Branch two:
% 56.31/22.84  																																| (1401)  ~ (all_0_40_40 = e0)
% 56.31/22.84  																																| (1748) all_0_44_44 = e0 | all_0_49_49 = e0 | all_0_58_58 = e0
% 56.31/22.84  																																|
% 56.31/22.84  																																	+-Applying beta-rule and splitting (1748), into two cases.
% 56.31/22.84  																																	|-Branch one:
% 56.31/22.84  																																	| (1414) all_0_44_44 = e0
% 56.31/22.84  																																	|
% 56.31/22.84  																																		| Combining equations (1414,532) yields a new equation:
% 56.31/22.84  																																		| (676) e3 = e0
% 56.31/22.84  																																		|
% 56.31/22.84  																																		| Equations (676) can reduce 80 to:
% 56.31/22.84  																																		| (266) $false
% 56.31/22.84  																																		|
% 56.31/22.84  																																		|-The branch is then unsatisfiable
% 56.31/22.84  																																	|-Branch two:
% 56.31/22.84  																																	| (360)  ~ (all_0_44_44 = e0)
% 56.31/22.84  																																	| (1760) all_0_49_49 = e0 | all_0_58_58 = e0
% 56.31/22.84  																																	|
% 56.31/22.84  																																		+-Applying beta-rule and splitting (1760), into two cases.
% 56.31/22.84  																																		|-Branch one:
% 56.31/22.84  																																		| (978) all_0_49_49 = e0
% 56.31/22.84  																																		|
% 56.31/22.84  																																			| Equations (978) can reduce 208 to:
% 56.31/22.84  																																			| (831)  ~ (all_0_46_46 = e0)
% 56.31/22.84  																																			|
% 56.31/22.84  																																			| Equations (978) can reduce 256 to:
% 56.31/22.84  																																			| (401)  ~ (e4 = e0)
% 56.31/22.84  																																			|
% 56.31/22.84  																																			| Simplifying 401 yields:
% 56.31/22.84  																																			| (49)  ~ (e4 = e0)
% 56.31/22.84  																																			|
% 56.31/22.84  																																			+-Applying beta-rule and splitting (395), into two cases.
% 56.31/22.84  																																			|-Branch one:
% 56.31/22.84  																																			| (794) all_0_41_41 = e0
% 56.31/22.84  																																			|
% 56.31/22.84  																																				| Equations (794) can reduce 214 to:
% 56.31/22.84  																																				| (5565)  ~ (all_0_42_42 = e0)
% 56.31/22.84  																																				|
% 56.31/22.84  																																				| Simplifying 5565 yields:
% 56.31/22.84  																																				| (358)  ~ (all_0_42_42 = e0)
% 56.31/22.84  																																				|
% 56.31/22.84  																																				+-Applying beta-rule and splitting (1969), into two cases.
% 56.31/22.84  																																				|-Branch one:
% 56.31/22.84  																																				| (559) all_0_42_42 = e0
% 56.31/22.84  																																				|
% 56.31/22.84  																																					| Equations (559) can reduce 358 to:
% 56.31/22.84  																																					| (266) $false
% 56.31/22.84  																																					|
% 56.31/22.84  																																					|-The branch is then unsatisfiable
% 56.31/22.84  																																				|-Branch two:
% 56.31/22.84  																																				| (358)  ~ (all_0_42_42 = e0)
% 56.31/22.84  																																				| (2510) all_0_42_42 = e3 | all_0_42_42 = e1
% 56.31/22.84  																																				|
% 56.31/22.84  																																					+-Applying beta-rule and splitting (2510), into two cases.
% 56.31/22.84  																																					|-Branch one:
% 56.31/22.84  																																					| (459) all_0_42_42 = e1
% 56.31/22.84  																																					|
% 56.31/22.84  																																						| Equations (459) can reduce 1380 to:
% 56.31/22.84  																																						| (266) $false
% 56.31/22.84  																																						|
% 56.31/22.84  																																						|-The branch is then unsatisfiable
% 56.31/22.84  																																					|-Branch two:
% 56.31/22.84  																																					| (1380)  ~ (all_0_42_42 = e1)
% 56.31/22.84  																																					| (516) all_0_42_42 = e3
% 56.31/22.84  																																					|
% 56.31/22.84  																																						| Equations (516) can reduce 405 to:
% 56.31/22.84  																																						| (266) $false
% 56.31/22.84  																																						|
% 56.31/22.84  																																						|-The branch is then unsatisfiable
% 56.31/22.84  																																			|-Branch two:
% 56.31/22.84  																																			| (357)  ~ (all_0_41_41 = e0)
% 56.31/22.84  																																			| (895) all_0_46_46 = e0 | all_0_55_55 = e0
% 56.31/22.84  																																			|
% 56.31/22.84  																																				+-Applying beta-rule and splitting (64), into two cases.
% 56.31/22.84  																																				|-Branch one:
% 56.31/22.84  																																				| (437) all_0_41_41 = e4
% 56.31/22.84  																																				|
% 56.31/22.84  																																					| Equations (437) can reduce 457 to:
% 56.31/22.84  																																					| (110)  ~ (e4 = e1)
% 56.31/22.84  																																					|
% 56.31/22.84  																																					+-Applying beta-rule and splitting (112), into two cases.
% 56.31/22.84  																																					|-Branch one:
% 56.31/22.84  																																					| (635) all_0_44_44 = e1
% 56.31/22.84  																																					|
% 56.31/22.84  																																						| Combining equations (635,532) yields a new equation:
% 56.31/22.84  																																						| (455) e3 = e1
% 56.31/22.84  																																						|
% 56.31/22.84  																																						| Equations (455) can reduce 213 to:
% 56.31/22.84  																																						| (266) $false
% 56.31/22.84  																																						|
% 56.31/22.84  																																						|-The branch is then unsatisfiable
% 56.31/22.84  																																					|-Branch two:
% 56.31/22.84  																																					| (639)  ~ (all_0_44_44 = e1)
% 56.31/22.84  																																					| (640) all_0_49_49 = e1 | all_0_53_53 = e1 | all_0_58_58 = e1
% 56.31/22.84  																																					|
% 56.31/22.84  																																						| Equations (532) can reduce 639 to:
% 56.31/22.84  																																						| (213)  ~ (e3 = e1)
% 56.31/22.84  																																						|
% 56.31/22.84  																																						+-Applying beta-rule and splitting (135), into two cases.
% 56.31/22.84  																																						|-Branch one:
% 56.31/22.84  																																						| (545) all_0_46_46 = e1
% 56.31/22.84  																																						|
% 56.31/22.84  																																							| Equations (545) can reduce 831 to:
% 56.31/22.84  																																							| (233)  ~ (e1 = e0)
% 56.31/22.84  																																							|
% 56.31/22.84  																																							+-Applying beta-rule and splitting (895), into two cases.
% 56.31/22.84  																																							|-Branch one:
% 56.31/22.84  																																							| (538) all_0_46_46 = e0
% 56.31/22.84  																																							|
% 56.31/22.84  																																								| Combining equations (545,538) yields a new equation:
% 56.31/22.84  																																								| (546) e1 = e0
% 56.31/22.84  																																								|
% 56.31/22.84  																																								| Simplifying 546 yields:
% 56.31/22.84  																																								| (431) e1 = e0
% 56.31/22.84  																																								|
% 56.31/22.84  																																								| Equations (431) can reduce 233 to:
% 56.31/22.84  																																								| (266) $false
% 56.31/22.84  																																								|
% 56.31/22.84  																																								|-The branch is then unsatisfiable
% 56.31/22.84  																																							|-Branch two:
% 56.31/22.84  																																							| (831)  ~ (all_0_46_46 = e0)
% 56.31/22.84  																																							| (858) all_0_55_55 = e0
% 56.31/22.84  																																							|
% 56.31/22.84  																																								| Equations (858) can reduce 803 to:
% 56.31/22.84  																																								| (266) $false
% 56.31/22.84  																																								|
% 56.31/22.84  																																								|-The branch is then unsatisfiable
% 56.31/22.84  																																						|-Branch two:
% 56.31/22.84  																																						| (549)  ~ (all_0_46_46 = e1)
% 56.31/22.84  																																						| (550) all_0_47_47 = e1 | all_0_48_48 = e1 | all_0_49_49 = e1
% 56.31/22.84  																																						|
% 56.31/22.84  																																							+-Applying beta-rule and splitting (18), into two cases.
% 56.31/22.84  																																							|-Branch one:
% 56.31/22.84  																																							| (453) all_0_41_41 = e1
% 56.31/22.84  																																							|
% 56.31/22.84  																																								| Combining equations (453,437) yields a new equation:
% 56.31/22.84  																																								| (630) e4 = e1
% 56.31/22.84  																																								|
% 56.31/22.84  																																								| Equations (630) can reduce 110 to:
% 56.31/22.84  																																								| (266) $false
% 56.31/22.84  																																								|
% 56.31/22.84  																																								|-The branch is then unsatisfiable
% 56.31/22.84  																																							|-Branch two:
% 56.31/22.84  																																							| (457)  ~ (all_0_41_41 = e1)
% 56.31/22.84  																																							| (595) all_0_46_46 = e1 | all_0_50_50 = e1 | all_0_55_55 = e1
% 56.31/22.84  																																							|
% 56.31/22.84  																																								+-Applying beta-rule and splitting (595), into two cases.
% 56.31/22.84  																																								|-Branch one:
% 56.31/22.84  																																								| (545) all_0_46_46 = e1
% 56.31/22.84  																																								|
% 56.31/22.84  																																									| Equations (545) can reduce 549 to:
% 56.31/22.84  																																									| (266) $false
% 56.31/22.84  																																									|
% 56.31/22.84  																																									|-The branch is then unsatisfiable
% 56.31/22.84  																																								|-Branch two:
% 56.31/22.84  																																								| (549)  ~ (all_0_46_46 = e1)
% 56.31/22.84  																																								| (600) all_0_50_50 = e1 | all_0_55_55 = e1
% 56.31/22.84  																																								|
% 56.31/22.84  																																									+-Applying beta-rule and splitting (600), into two cases.
% 56.31/22.84  																																									|-Branch one:
% 56.31/22.84  																																									| (601) all_0_50_50 = e1
% 56.31/22.84  																																									|
% 56.31/22.84  																																										| Combining equations (601,415) yields a new equation:
% 56.31/22.84  																																										| (455) e3 = e1
% 56.31/22.84  																																										|
% 56.31/22.84  																																										| Equations (455) can reduce 213 to:
% 56.31/22.84  																																										| (266) $false
% 56.31/22.84  																																										|
% 56.31/22.84  																																										|-The branch is then unsatisfiable
% 56.31/22.84  																																									|-Branch two:
% 56.31/22.84  																																									| (759)  ~ (all_0_50_50 = e1)
% 56.31/22.84  																																									| (629) all_0_55_55 = e1
% 56.31/22.84  																																									|
% 56.31/22.84  																																										| Equations (629) can reduce 803 to:
% 56.31/22.84  																																										| (233)  ~ (e1 = e0)
% 56.31/22.84  																																										|
% 56.31/22.84  																																										+-Applying beta-rule and splitting (895), into two cases.
% 56.31/22.84  																																										|-Branch one:
% 56.31/22.84  																																										| (538) all_0_46_46 = e0
% 56.31/22.84  																																										|
% 56.31/22.84  																																											| Equations (538) can reduce 831 to:
% 56.31/22.84  																																											| (266) $false
% 56.31/22.84  																																											|
% 56.31/22.84  																																											|-The branch is then unsatisfiable
% 56.31/22.84  																																										|-Branch two:
% 56.31/22.84  																																										| (831)  ~ (all_0_46_46 = e0)
% 56.31/22.84  																																										| (858) all_0_55_55 = e0
% 56.31/22.84  																																										|
% 56.31/22.84  																																											| Combining equations (629,858) yields a new equation:
% 56.31/22.84  																																											| (546) e1 = e0
% 56.31/22.84  																																											|
% 56.31/22.84  																																											| Simplifying 546 yields:
% 56.31/22.84  																																											| (431) e1 = e0
% 56.31/22.84  																																											|
% 56.31/22.84  																																											| Equations (431) can reduce 233 to:
% 56.31/22.84  																																											| (266) $false
% 56.31/22.84  																																											|
% 56.31/22.84  																																											|-The branch is then unsatisfiable
% 56.31/22.84  																																				|-Branch two:
% 56.31/22.84  																																				| (440)  ~ (all_0_41_41 = e4)
% 56.31/22.84  																																				| (441) all_0_42_42 = e4 | all_0_43_43 = e4 | all_0_44_44 = e4
% 56.31/22.85  																																				|
% 56.31/22.85  																																					+-Applying beta-rule and splitting (112), into two cases.
% 56.31/22.85  																																					|-Branch one:
% 56.31/22.85  																																					| (635) all_0_44_44 = e1
% 56.31/22.85  																																					|
% 56.31/22.85  																																						| Combining equations (635,532) yields a new equation:
% 56.31/22.85  																																						| (455) e3 = e1
% 56.31/22.85  																																						|
% 56.31/22.85  																																						| Equations (455) can reduce 213 to:
% 56.31/22.85  																																						| (266) $false
% 56.31/22.85  																																						|
% 56.31/22.85  																																						|-The branch is then unsatisfiable
% 56.31/22.85  																																					|-Branch two:
% 56.31/22.85  																																					| (639)  ~ (all_0_44_44 = e1)
% 56.31/22.85  																																					| (640) all_0_49_49 = e1 | all_0_53_53 = e1 | all_0_58_58 = e1
% 56.31/22.85  																																					|
% 56.31/22.85  																																						| Equations (532) can reduce 639 to:
% 56.31/22.85  																																						| (213)  ~ (e3 = e1)
% 56.31/22.85  																																						|
% 56.31/22.85  																																						+-Applying beta-rule and splitting (640), into two cases.
% 56.31/22.85  																																						|-Branch one:
% 56.31/22.85  																																						| (671) all_0_49_49 = e1
% 56.31/22.85  																																						|
% 56.31/22.85  																																							| Combining equations (978,671) yields a new equation:
% 56.31/22.85  																																							| (431) e1 = e0
% 56.31/22.85  																																							|
% 56.31/22.85  																																							| Equations (431) can reduce 233 to:
% 56.31/22.85  																																							| (266) $false
% 56.31/22.85  																																							|
% 56.31/22.85  																																							|-The branch is then unsatisfiable
% 56.31/22.85  																																						|-Branch two:
% 56.31/22.85  																																						| (1064)  ~ (all_0_49_49 = e1)
% 56.31/22.85  																																						| (2141) all_0_53_53 = e1 | all_0_58_58 = e1
% 56.31/22.85  																																						|
% 56.31/22.85  																																							+-Applying beta-rule and splitting (135), into two cases.
% 56.31/22.85  																																							|-Branch one:
% 56.31/22.85  																																							| (545) all_0_46_46 = e1
% 56.31/22.85  																																							|
% 56.31/22.85  																																								| Equations (545) can reduce 300 to:
% 56.31/22.85  																																								| (604)  ~ (e2 = e1)
% 56.31/22.85  																																								|
% 56.31/22.85  																																								| Simplifying 604 yields:
% 56.31/22.85  																																								| (122)  ~ (e2 = e1)
% 56.31/22.85  																																								|
% 56.31/22.85  																																								+-Applying beta-rule and splitting (326), into two cases.
% 56.31/22.85  																																								|-Branch one:
% 56.31/22.85  																																								| (471) all_0_39_39 = e4
% 56.31/22.85  																																								|
% 56.31/22.85  																																									| Combining equations (471,480) yields a new equation:
% 56.31/22.85  																																									| (481) e4 = e0
% 56.31/22.85  																																									|
% 56.31/22.85  																																									| Simplifying 481 yields:
% 56.31/22.85  																																									| (397) e4 = e0
% 56.31/22.85  																																									|
% 56.31/22.85  																																									| Equations (397) can reduce 49 to:
% 56.31/22.85  																																									| (266) $false
% 56.31/22.85  																																									|
% 56.31/22.85  																																									|-The branch is then unsatisfiable
% 56.31/22.85  																																								|-Branch two:
% 56.31/22.85  																																								| (1377)  ~ (all_0_39_39 = e4)
% 56.31/22.85  																																								| (1378) all_0_40_40 = e4
% 56.31/22.85  																																								|
% 56.31/22.85  																																									| Equations (1378) can reduce 178 to:
% 56.31/22.85  																																									| (450)  ~ (all_0_58_58 = e4)
% 56.31/22.85  																																									|
% 56.31/22.85  																																									| Simplifying 450 yields:
% 56.31/22.85  																																									| (451)  ~ (all_0_58_58 = e4)
% 56.31/22.85  																																									|
% 56.31/22.85  																																									| Equations (1378) can reduce 2 to:
% 56.31/22.85  																																									| (188)  ~ (e4 = e3)
% 56.31/22.85  																																									|
% 56.31/22.85  																																									+-Applying beta-rule and splitting (171), into two cases.
% 56.31/22.85  																																									|-Branch one:
% 56.31/22.85  																																									| (265) all_0_54_54 = e4
% 56.31/22.85  																																									|
% 56.31/22.85  																																										| Combining equations (265,268) yields a new equation:
% 56.31/22.85  																																										| (424) e4 = e3
% 56.31/22.85  																																										|
% 56.31/22.85  																																										| Simplifying 424 yields:
% 56.31/22.85  																																										| (425) e4 = e3
% 56.31/22.85  																																										|
% 56.31/22.85  																																										| Equations (425) can reduce 188 to:
% 56.31/22.85  																																										| (266) $false
% 56.31/22.85  																																										|
% 56.31/22.85  																																										|-The branch is then unsatisfiable
% 56.31/22.85  																																									|-Branch two:
% 56.31/22.85  																																									| (258)  ~ (all_0_54_54 = e4)
% 56.31/22.85  																																									| (575) all_0_55_55 = e4 | all_0_56_56 = e4 | all_0_57_57 = e4 | all_0_58_58 = e4
% 56.31/22.85  																																									|
% 56.31/22.85  																																										| Equations (268) can reduce 258 to:
% 56.31/22.85  																																										| (277)  ~ (e4 = e3)
% 56.31/22.85  																																										|
% 56.31/22.85  																																										| Simplifying 277 yields:
% 56.31/22.85  																																										| (188)  ~ (e4 = e3)
% 56.31/22.85  																																										|
% 56.31/22.85  																																										+-Applying beta-rule and splitting (2141), into two cases.
% 56.31/22.85  																																										|-Branch one:
% 56.31/22.85  																																										| (1208) all_0_53_53 = e1
% 56.31/22.85  																																										|
% 56.31/22.85  																																											| Combining equations (607,1208) yields a new equation:
% 56.31/22.85  																																											| (616) e2 = e1
% 56.31/22.85  																																											|
% 56.31/22.85  																																											| Simplifying 616 yields:
% 56.31/22.85  																																											| (617) e2 = e1
% 56.31/22.85  																																											|
% 56.31/22.85  																																											| Equations (617) can reduce 122 to:
% 56.31/22.85  																																											| (266) $false
% 56.31/22.85  																																											|
% 56.31/22.85  																																											|-The branch is then unsatisfiable
% 56.31/22.85  																																										|-Branch two:
% 56.31/22.85  																																										| (1459)  ~ (all_0_53_53 = e1)
% 56.31/22.85  																																										| (918) all_0_58_58 = e1
% 56.31/22.85  																																										|
% 56.31/22.85  																																											| Equations (918) can reduce 451 to:
% 56.31/22.85  																																											| (602)  ~ (e4 = e1)
% 56.31/22.85  																																											|
% 56.31/22.85  																																											| Simplifying 602 yields:
% 56.31/22.85  																																											| (110)  ~ (e4 = e1)
% 56.31/22.85  																																											|
% 56.31/22.85  																																											+-Applying beta-rule and splitting (441), into two cases.
% 56.31/22.85  																																											|-Branch one:
% 56.31/22.85  																																											| (1392) all_0_42_42 = e4
% 56.31/22.85  																																											|
% 56.31/22.85  																																												| Equations (1392) can reduce 1890 to:
% 56.31/22.85  																																												| (266) $false
% 56.31/22.85  																																												|
% 56.31/22.85  																																												|-The branch is then unsatisfiable
% 56.31/22.85  																																											|-Branch two:
% 56.31/22.85  																																											| (1890)  ~ (all_0_42_42 = e4)
% 56.31/22.85  																																											| (1891) all_0_43_43 = e4 | all_0_44_44 = e4
% 56.31/22.85  																																											|
% 56.31/22.85  																																												+-Applying beta-rule and splitting (1891), into two cases.
% 56.31/22.85  																																												|-Branch one:
% 56.31/22.85  																																												| (396) all_0_43_43 = e4
% 56.31/22.85  																																												|
% 56.31/22.85  																																													| Combining equations (396,430) yields a new equation:
% 56.31/22.85  																																													| (636) e4 = e1
% 56.31/22.85  																																													|
% 56.31/22.85  																																													| Simplifying 636 yields:
% 56.31/22.85  																																													| (630) e4 = e1
% 56.31/22.85  																																													|
% 56.31/22.85  																																													| Equations (630) can reduce 110 to:
% 56.31/22.85  																																													| (266) $false
% 56.31/22.85  																																													|
% 56.31/22.85  																																													|-The branch is then unsatisfiable
% 56.31/22.85  																																												|-Branch two:
% 56.31/22.85  																																												| (399)  ~ (all_0_43_43 = e4)
% 56.31/22.85  																																												| (446) all_0_44_44 = e4
% 56.31/22.85  																																												|
% 56.31/22.85  																																													| Combining equations (532,446) yields a new equation:
% 56.31/22.85  																																													| (425) e4 = e3
% 56.31/22.85  																																													|
% 56.31/22.85  																																													| Equations (425) can reduce 188 to:
% 56.31/22.85  																																													| (266) $false
% 56.31/22.85  																																													|
% 56.31/22.85  																																													|-The branch is then unsatisfiable
% 56.31/22.85  																																							|-Branch two:
% 56.31/22.85  																																							| (549)  ~ (all_0_46_46 = e1)
% 56.31/22.85  																																							| (550) all_0_47_47 = e1 | all_0_48_48 = e1 | all_0_49_49 = e1
% 56.31/22.85  																																							|
% 56.31/22.85  																																								+-Applying beta-rule and splitting (18), into two cases.
% 56.31/22.85  																																								|-Branch one:
% 56.31/22.85  																																								| (453) all_0_41_41 = e1
% 56.31/22.85  																																								|
% 56.31/22.85  																																									| Equations (453) can reduce 457 to:
% 56.31/22.85  																																									| (266) $false
% 56.31/22.85  																																									|
% 56.31/22.85  																																									|-The branch is then unsatisfiable
% 56.31/22.85  																																								|-Branch two:
% 56.31/22.85  																																								| (457)  ~ (all_0_41_41 = e1)
% 56.31/22.85  																																								| (595) all_0_46_46 = e1 | all_0_50_50 = e1 | all_0_55_55 = e1
% 56.31/22.85  																																								|
% 56.31/22.85  																																									+-Applying beta-rule and splitting (595), into two cases.
% 56.31/22.85  																																									|-Branch one:
% 56.31/22.85  																																									| (545) all_0_46_46 = e1
% 56.31/22.85  																																									|
% 56.31/22.85  																																										| Equations (545) can reduce 549 to:
% 56.31/22.85  																																										| (266) $false
% 56.31/22.85  																																										|
% 56.31/22.85  																																										|-The branch is then unsatisfiable
% 56.31/22.85  																																									|-Branch two:
% 56.31/22.85  																																									| (549)  ~ (all_0_46_46 = e1)
% 56.31/22.85  																																									| (600) all_0_50_50 = e1 | all_0_55_55 = e1
% 56.31/22.85  																																									|
% 56.31/22.85  																																										+-Applying beta-rule and splitting (600), into two cases.
% 56.31/22.85  																																										|-Branch one:
% 56.31/22.85  																																										| (601) all_0_50_50 = e1
% 56.31/22.85  																																										|
% 56.31/22.85  																																											| Combining equations (601,415) yields a new equation:
% 56.31/22.85  																																											| (455) e3 = e1
% 56.31/22.85  																																											|
% 56.31/22.85  																																											| Equations (455) can reduce 213 to:
% 56.31/22.85  																																											| (266) $false
% 56.31/22.85  																																											|
% 56.31/22.85  																																											|-The branch is then unsatisfiable
% 56.31/22.85  																																										|-Branch two:
% 56.31/22.85  																																										| (759)  ~ (all_0_50_50 = e1)
% 56.31/22.85  																																										| (629) all_0_55_55 = e1
% 56.31/22.85  																																										|
% 56.31/22.85  																																											| Equations (629) can reduce 803 to:
% 56.31/22.85  																																											| (233)  ~ (e1 = e0)
% 56.31/22.85  																																											|
% 56.31/22.85  																																											+-Applying beta-rule and splitting (895), into two cases.
% 56.31/22.85  																																											|-Branch one:
% 56.31/22.85  																																											| (538) all_0_46_46 = e0
% 56.31/22.85  																																											|
% 56.31/22.85  																																												| Equations (538) can reduce 831 to:
% 56.31/22.85  																																												| (266) $false
% 56.31/22.85  																																												|
% 56.31/22.85  																																												|-The branch is then unsatisfiable
% 56.31/22.85  																																											|-Branch two:
% 56.31/22.85  																																											| (831)  ~ (all_0_46_46 = e0)
% 56.31/22.85  																																											| (858) all_0_55_55 = e0
% 56.31/22.85  																																											|
% 56.31/22.85  																																												| Combining equations (858,629) yields a new equation:
% 56.31/22.85  																																												| (431) e1 = e0
% 56.31/22.85  																																												|
% 56.31/22.85  																																												| Equations (431) can reduce 233 to:
% 56.31/22.85  																																												| (266) $false
% 56.31/22.85  																																												|
% 56.31/22.85  																																												|-The branch is then unsatisfiable
% 56.31/22.85  																																		|-Branch two:
% 56.31/22.85  																																		| (487)  ~ (all_0_49_49 = e0)
% 56.31/22.85  																																		| (914) all_0_58_58 = e0
% 56.31/22.85  																																		|
% 56.31/22.85  																																			| Equations (914) can reduce 491 to:
% 56.31/22.85  																																			| (266) $false
% 56.31/22.85  																																			|
% 56.31/22.85  																																			|-The branch is then unsatisfiable
% 56.31/22.85  																														|-Branch two:
% 56.31/22.85  																														| (484)  ~ (all_0_39_39 = e0)
% 56.31/22.85  																														| (558) all_0_42_42 = e0 | all_0_47_47 = e0 | all_0_56_56 = e0
% 56.31/22.85  																														|
% 56.31/22.85  																															+-Applying beta-rule and splitting (320), into two cases.
% 56.31/22.85  																															|-Branch one:
% 56.31/22.85  																															| (471) all_0_39_39 = e4
% 56.31/22.85  																															|
% 56.31/22.85  																																| Equations (471) can reduce 145 to:
% 56.31/22.85  																																| (1901)  ~ (all_0_42_42 = e4)
% 56.31/22.85  																																|
% 56.31/22.85  																																| Simplifying 1901 yields:
% 56.31/22.85  																																| (1890)  ~ (all_0_42_42 = e4)
% 56.31/22.85  																																|
% 56.31/22.85  																																| Equations (471) can reduce 246 to:
% 56.31/22.85  																																| (188)  ~ (e4 = e3)
% 56.31/22.85  																																|
% 56.31/22.85  																																| Equations (471) can reduce 294 to:
% 56.31/22.85  																																| (48)  ~ (e4 = e2)
% 56.31/22.85  																																|
% 56.31/22.85  																																| Equations (471) can reduce 484 to:
% 56.31/22.85  																																| (49)  ~ (e4 = e0)
% 56.31/22.85  																																|
% 56.31/22.85  																																+-Applying beta-rule and splitting (333), into two cases.
% 56.31/22.85  																																|-Branch one:
% 56.31/22.85  																																| (480) all_0_39_39 = e0
% 56.31/22.85  																																|
% 56.31/22.85  																																	| Combining equations (480,471) yields a new equation:
% 56.31/22.85  																																	| (397) e4 = e0
% 56.31/22.85  																																	|
% 56.31/22.85  																																	| Equations (397) can reduce 49 to:
% 56.31/22.85  																																	| (266) $false
% 56.31/22.85  																																	|
% 56.31/22.85  																																	|-The branch is then unsatisfiable
% 56.31/22.85  																																|-Branch two:
% 56.31/22.85  																																| (484)  ~ (all_0_39_39 = e0)
% 56.31/22.85  																																| (485) all_0_40_40 = e0
% 56.31/22.85  																																|
% 56.31/22.85  																																	| Equations (485) can reduce 200 to:
% 56.31/22.85  																																	| (486)  ~ (all_0_49_49 = e0)
% 56.31/22.85  																																	|
% 56.31/22.85  																																	| Simplifying 486 yields:
% 56.31/22.85  																																	| (487)  ~ (all_0_49_49 = e0)
% 56.31/22.85  																																	|
% 56.31/22.85  																																	| Equations (485) can reduce 178 to:
% 56.31/22.85  																																	| (490)  ~ (all_0_58_58 = e0)
% 56.31/22.85  																																	|
% 56.31/22.85  																																	| Simplifying 490 yields:
% 56.31/22.85  																																	| (491)  ~ (all_0_58_58 = e0)
% 56.31/22.85  																																	|
% 56.31/22.85  																																	| Equations (485) can reduce 2 to:
% 56.31/22.85  																																	| (541)  ~ (e3 = e0)
% 56.31/22.85  																																	|
% 56.31/22.85  																																	| Simplifying 541 yields:
% 56.31/22.85  																																	| (80)  ~ (e3 = e0)
% 56.31/22.85  																																	|
% 56.31/22.85  																																	| Equations (485) can reduce 296 to:
% 56.31/22.85  																																	| (365)  ~ (e2 = e0)
% 56.31/22.85  																																	|
% 56.31/22.85  																																	| Simplifying 365 yields:
% 56.31/22.85  																																	| (128)  ~ (e2 = e0)
% 56.31/22.85  																																	|
% 56.31/22.85  																																	| Equations (485) can reduce 132 to:
% 56.31/22.85  																																	| (435)  ~ (e1 = e0)
% 56.31/22.85  																																	|
% 56.31/22.85  																																	| Simplifying 435 yields:
% 56.31/22.85  																																	| (233)  ~ (e1 = e0)
% 56.31/22.85  																																	|
% 56.31/22.85  																																	+-Applying beta-rule and splitting (184), into two cases.
% 56.31/22.85  																																	|-Branch one:
% 56.31/22.85  																																	| (538) all_0_46_46 = e0
% 56.31/22.85  																																	|
% 56.31/22.85  																																		| Equations (538) can reduce 43 to:
% 56.31/22.85  																																		| (357)  ~ (all_0_41_41 = e0)
% 56.31/22.85  																																		|
% 56.31/22.85  																																		| Equations (538) can reduce 58 to:
% 56.31/22.85  																																		| (4444)  ~ (all_0_55_55 = e0)
% 56.31/22.85  																																		|
% 56.31/22.85  																																		| Simplifying 4444 yields:
% 56.31/22.85  																																		| (803)  ~ (all_0_55_55 = e0)
% 56.31/22.85  																																		|
% 56.31/22.85  																																		| Equations (538) can reduce 250 to:
% 56.31/22.85  																																		| (401)  ~ (e4 = e0)
% 56.31/22.85  																																		|
% 56.31/22.85  																																		| Simplifying 401 yields:
% 56.31/22.85  																																		| (49)  ~ (e4 = e0)
% 56.31/22.85  																																		|
% 56.31/22.85  																																		| From (538) and (120) follows:
% 56.31/22.85  																																		| (544) op(e2, e3) = e0
% 56.31/22.85  																																		|
% 56.31/22.85  																																		+-Applying beta-rule and splitting (152), into two cases.
% 56.31/22.85  																																		|-Branch one:
% 56.31/22.85  																																		| (1392) all_0_42_42 = e4
% 56.31/22.85  																																		|
% 56.31/22.85  																																			| Equations (1392) can reduce 1890 to:
% 56.31/22.85  																																			| (266) $false
% 56.31/22.85  																																			|
% 56.31/22.85  																																			|-The branch is then unsatisfiable
% 56.31/22.85  																																		|-Branch two:
% 56.31/22.85  																																		| (1890)  ~ (all_0_42_42 = e4)
% 56.31/22.85  																																		| (1969) all_0_42_42 = e3 | all_0_42_42 = e1 | all_0_42_42 = e0
% 56.31/22.85  																																		|
% 56.31/22.85  																																			+-Applying beta-rule and splitting (18), into two cases.
% 56.31/22.85  																																			|-Branch one:
% 56.31/22.85  																																			| (453) all_0_41_41 = e1
% 56.31/22.85  																																			|
% 56.31/22.85  																																				| Equations (453) can reduce 457 to:
% 56.31/22.85  																																				| (266) $false
% 56.31/22.85  																																				|
% 56.31/22.85  																																				|-The branch is then unsatisfiable
% 56.31/22.85  																																			|-Branch two:
% 56.31/22.85  																																			| (457)  ~ (all_0_41_41 = e1)
% 56.31/22.85  																																			| (595) all_0_46_46 = e1 | all_0_50_50 = e1 | all_0_55_55 = e1
% 56.31/22.85  																																			|
% 56.31/22.85  																																				+-Applying beta-rule and splitting (27), into two cases.
% 56.31/22.85  																																				|-Branch one:
% 56.31/22.85  																																				| (437) all_0_41_41 = e4
% 56.31/22.85  																																				|
% 56.31/22.85  																																					| Equations (437) can reduce 1898 to:
% 56.31/22.85  																																					| (188)  ~ (e4 = e3)
% 56.31/22.85  																																					|
% 56.31/22.85  																																					| Equations (437) can reduce 85 to:
% 56.31/22.85  																																					| (48)  ~ (e4 = e2)
% 56.31/22.85  																																					|
% 56.31/22.85  																																					| Equations (437) can reduce 357 to:
% 56.31/22.85  																																					| (49)  ~ (e4 = e0)
% 56.31/22.85  																																					|
% 56.31/22.85  																																					+-Applying beta-rule and splitting (165), into two cases.
% 56.31/22.85  																																					|-Branch one:
% 56.31/22.85  																																					| (794) all_0_41_41 = e0
% 56.31/22.85  																																					|
% 56.31/22.85  																																						| Combining equations (794,437) yields a new equation:
% 56.31/22.85  																																						| (397) e4 = e0
% 56.31/22.85  																																						|
% 56.31/22.85  																																						| Equations (397) can reduce 49 to:
% 56.31/22.85  																																						| (266) $false
% 56.31/22.85  																																						|
% 56.31/22.85  																																						|-The branch is then unsatisfiable
% 56.31/22.85  																																					|-Branch two:
% 56.31/22.85  																																					| (357)  ~ (all_0_41_41 = e0)
% 56.31/22.85  																																					| (6761) all_0_42_42 = e0 | all_0_43_43 = e0 | all_0_44_44 = e0
% 56.31/22.85  																																					|
% 56.31/22.85  																																						| Equations (437) can reduce 357 to:
% 56.31/22.85  																																						| (49)  ~ (e4 = e0)
% 56.31/22.85  																																						|
% 56.31/22.85  																																						+-Applying beta-rule and splitting (135), into two cases.
% 56.31/22.85  																																						|-Branch one:
% 56.31/22.85  																																						| (545) all_0_46_46 = e1
% 56.31/22.85  																																						|
% 56.31/22.85  																																							| Combining equations (538,545) yields a new equation:
% 56.31/22.85  																																							| (431) e1 = e0
% 56.31/22.85  																																							|
% 56.31/22.85  																																							| Equations (431) can reduce 233 to:
% 56.31/22.85  																																							| (266) $false
% 56.31/22.85  																																							|
% 56.31/22.85  																																							|-The branch is then unsatisfiable
% 56.31/22.85  																																						|-Branch two:
% 56.31/22.85  																																						| (549)  ~ (all_0_46_46 = e1)
% 56.31/22.85  																																						| (550) all_0_47_47 = e1 | all_0_48_48 = e1 | all_0_49_49 = e1
% 56.31/22.85  																																						|
% 56.31/22.85  																																							+-Applying beta-rule and splitting (171), into two cases.
% 56.31/22.85  																																							|-Branch one:
% 56.31/22.85  																																							| (265) all_0_54_54 = e4
% 56.31/22.85  																																							|
% 56.31/22.85  																																								| Combining equations (265,268) yields a new equation:
% 56.31/22.85  																																								| (424) e4 = e3
% 56.31/22.85  																																								|
% 56.31/22.85  																																								| Simplifying 424 yields:
% 56.31/22.85  																																								| (425) e4 = e3
% 56.31/22.85  																																								|
% 56.31/22.85  																																								| Equations (425) can reduce 188 to:
% 56.31/22.85  																																								| (266) $false
% 56.31/22.85  																																								|
% 56.31/22.85  																																								|-The branch is then unsatisfiable
% 56.31/22.85  																																							|-Branch two:
% 56.31/22.85  																																							| (258)  ~ (all_0_54_54 = e4)
% 56.31/22.85  																																							| (575) all_0_55_55 = e4 | all_0_56_56 = e4 | all_0_57_57 = e4 | all_0_58_58 = e4
% 56.31/22.85  																																							|
% 56.31/22.85  																																								| Equations (268) can reduce 258 to:
% 56.31/22.85  																																								| (277)  ~ (e4 = e3)
% 56.31/22.85  																																								|
% 56.31/22.85  																																								| Simplifying 277 yields:
% 56.31/22.85  																																								| (188)  ~ (e4 = e3)
% 56.31/22.85  																																								|
% 56.31/22.85  																																								+-Applying beta-rule and splitting (150), into two cases.
% 56.31/22.85  																																								|-Branch one:
% 56.31/22.85  																																								| (1378) all_0_40_40 = e4
% 56.31/22.85  																																								|
% 56.31/22.85  																																									| Combining equations (485,1378) yields a new equation:
% 56.31/22.85  																																									| (397) e4 = e0
% 56.31/22.85  																																									|
% 56.31/22.85  																																									| Equations (397) can reduce 49 to:
% 56.31/22.85  																																									| (266) $false
% 56.31/22.85  																																									|
% 56.31/22.85  																																									|-The branch is then unsatisfiable
% 56.31/22.85  																																								|-Branch two:
% 56.31/22.85  																																								| (447)  ~ (all_0_40_40 = e4)
% 56.31/22.85  																																								| (2271) all_0_44_44 = e4 | all_0_49_49 = e4 | all_0_53_53 = e4 | all_0_58_58 = e4
% 56.31/22.85  																																								|
% 56.31/22.85  																																									+-Applying beta-rule and splitting (558), into two cases.
% 56.31/22.85  																																									|-Branch one:
% 56.31/22.85  																																									| (559) all_0_42_42 = e0
% 56.31/22.85  																																									|
% 56.31/22.85  																																										| Equations (559) can reduce 1380 to:
% 56.31/22.85  																																										| (435)  ~ (e1 = e0)
% 56.31/22.85  																																										|
% 56.31/22.85  																																										| Simplifying 435 yields:
% 56.31/22.85  																																										| (233)  ~ (e1 = e0)
% 56.31/22.85  																																										|
% 56.31/22.85  																																										+-Applying beta-rule and splitting (2271), into two cases.
% 56.31/22.85  																																										|-Branch one:
% 56.31/22.85  																																										| (446) all_0_44_44 = e4
% 56.31/22.85  																																										|
% 56.31/22.85  																																											| Combining equations (532,446) yields a new equation:
% 56.31/22.85  																																											| (425) e4 = e3
% 56.31/22.85  																																											|
% 56.31/22.85  																																											| Equations (425) can reduce 188 to:
% 56.31/22.85  																																											| (266) $false
% 56.31/22.85  																																											|
% 56.31/22.85  																																											|-The branch is then unsatisfiable
% 56.31/22.85  																																										|-Branch two:
% 56.31/22.85  																																										| (1390)  ~ (all_0_44_44 = e4)
% 56.31/22.85  																																										| (7998) all_0_49_49 = e4 | all_0_53_53 = e4 | all_0_58_58 = e4
% 56.31/22.85  																																										|
% 56.31/22.85  																																											+-Applying beta-rule and splitting (595), into two cases.
% 56.31/22.85  																																											|-Branch one:
% 56.31/22.85  																																											| (545) all_0_46_46 = e1
% 56.31/22.85  																																											|
% 56.31/22.85  																																												| Combining equations (538,545) yields a new equation:
% 56.31/22.85  																																												| (431) e1 = e0
% 56.31/22.85  																																												|
% 56.31/22.85  																																												| Equations (431) can reduce 233 to:
% 56.31/22.85  																																												| (266) $false
% 56.31/22.85  																																												|
% 56.31/22.85  																																												|-The branch is then unsatisfiable
% 56.31/22.85  																																											|-Branch two:
% 56.31/22.85  																																											| (549)  ~ (all_0_46_46 = e1)
% 56.31/22.85  																																											| (600) all_0_50_50 = e1 | all_0_55_55 = e1
% 56.31/22.85  																																											|
% 56.31/22.85  																																												+-Applying beta-rule and splitting (550), into two cases.
% 56.31/22.85  																																												|-Branch one:
% 56.31/22.85  																																												| (654) all_0_47_47 = e1
% 56.31/22.85  																																												|
% 56.31/22.85  																																													| Combining equations (522,654) yields a new equation:
% 56.31/22.85  																																													| (454) e3 = e1
% 56.31/22.85  																																													|
% 56.31/22.85  																																													| Simplifying 454 yields:
% 56.31/22.85  																																													| (455) e3 = e1
% 56.31/22.85  																																													|
% 56.31/22.85  																																													| Equations (455) can reduce 213 to:
% 56.31/22.85  																																													| (266) $false
% 56.31/22.85  																																													|
% 56.31/22.85  																																													|-The branch is then unsatisfiable
% 56.31/22.85  																																												|-Branch two:
% 56.31/22.85  																																												| (462)  ~ (all_0_47_47 = e1)
% 56.31/22.85  																																												| (659) all_0_48_48 = e1 | all_0_49_49 = e1
% 56.31/22.85  																																												|
% 56.31/22.85  																																													+-Applying beta-rule and splitting (7998), into two cases.
% 56.31/22.85  																																													|-Branch one:
% 56.31/22.85  																																													| (974) all_0_49_49 = e4
% 56.31/22.85  																																													|
% 56.31/22.85  																																														| Equations (974) can reduce 256 to:
% 56.31/22.85  																																														| (266) $false
% 56.31/22.85  																																														|
% 56.31/22.85  																																														|-The branch is then unsatisfiable
% 56.31/22.85  																																													|-Branch two:
% 56.31/22.85  																																													| (256)  ~ (all_0_49_49 = e4)
% 56.31/22.85  																																													| (8013) all_0_53_53 = e4 | all_0_58_58 = e4
% 56.31/22.85  																																													|
% 56.31/22.85  																																														+-Applying beta-rule and splitting (659), into two cases.
% 56.31/22.85  																																														|-Branch one:
% 56.31/22.85  																																														| (615) all_0_48_48 = e1
% 56.31/22.85  																																														|
% 56.31/22.85  																																															| Combining equations (335,615) yields a new equation:
% 56.31/22.85  																																															| (616) e2 = e1
% 56.31/22.85  																																															|
% 56.31/22.85  																																															| Simplifying 616 yields:
% 56.31/22.85  																																															| (617) e2 = e1
% 56.31/22.85  																																															|
% 56.31/22.85  																																															| Equations (617) can reduce 122 to:
% 56.31/22.85  																																															| (266) $false
% 56.31/22.85  																																															|
% 56.31/22.85  																																															|-The branch is then unsatisfiable
% 56.31/22.85  																																														|-Branch two:
% 56.31/22.85  																																														| (619)  ~ (all_0_48_48 = e1)
% 56.31/22.85  																																														| (671) all_0_49_49 = e1
% 56.31/22.85  																																														|
% 56.31/22.85  																																															| Equations (671) can reduce 525 to:
% 56.31/22.85  																																															| (467)  ~ (e3 = e1)
% 56.31/22.85  																																															|
% 56.31/22.85  																																															| Simplifying 467 yields:
% 56.31/22.85  																																															| (213)  ~ (e3 = e1)
% 56.31/22.85  																																															|
% 56.31/22.85  																																															+-Applying beta-rule and splitting (216), into two cases.
% 56.31/22.85  																																															|-Branch one:
% 56.31/22.85  																																															| (629) all_0_55_55 = e1
% 56.31/22.85  																																															|
% 56.31/22.85  																																																| Equations (629) can reduce 803 to:
% 56.31/22.85  																																																| (233)  ~ (e1 = e0)
% 56.31/22.85  																																																|
% 56.31/22.85  																																																| From (629) and (74) follows:
% 56.31/22.85  																																																| (6587) op(e0, e3) = e1
% 56.31/22.85  																																																|
% 56.31/22.85  																																																+-Applying beta-rule and splitting (8013), into two cases.
% 56.31/22.85  																																																|-Branch one:
% 56.31/22.85  																																																| (1298) all_0_53_53 = e4
% 56.31/22.85  																																																|
% 56.31/22.85  																																																	| Combining equations (607,1298) yields a new equation:
% 56.31/22.85  																																																	| (323) e4 = e2
% 56.31/22.85  																																																	|
% 56.31/22.85  																																																	| Equations (323) can reduce 48 to:
% 56.31/22.85  																																																	| (266) $false
% 56.31/22.85  																																																	|
% 56.31/22.85  																																																	|-The branch is then unsatisfiable
% 56.31/22.85  																																																|-Branch two:
% 56.31/22.85  																																																| (1453)  ~ (all_0_53_53 = e4)
% 56.31/22.85  																																																| (910) all_0_58_58 = e4
% 56.31/22.86  																																																|
% 56.31/22.86  																																																	| From (910) and (245) follows:
% 56.31/22.86  																																																	| (2661) op(e0, e0) = e4
% 56.31/22.86  																																																	|
% 56.31/22.86  																																																	+-Applying beta-rule and splitting (56), into two cases.
% 56.31/22.86  																																																	|-Branch one:
% 56.31/22.86  																																																	| (696) unit = e2
% 56.31/22.86  																																																	|
% 56.31/22.86  																																																		| From (696) and (24) follows:
% 56.31/22.86  																																																		| (697) op(e2, e3) = e3
% 56.31/22.86  																																																		|
% 56.31/22.86  																																																		| From (696) and (211) follows:
% 56.31/22.86  																																																		| (1612) op(e2, e1) = e1
% 56.31/22.86  																																																		|
% 56.31/22.86  																																																		| From (696) and (32) follows:
% 56.31/22.86  																																																		| (698) op(e2, e2) = e2
% 56.31/22.86  																																																		|
% 56.31/22.86  																																																		| Instantiating formula (29) with e2, e3, e3, e0 and discharging atoms op(e2, e3) = e3, op(e2, e3) = e0, yields:
% 56.31/22.86  																																																		| (676) e3 = e0
% 56.31/22.86  																																																		|
% 56.31/22.86  																																																		| Instantiating formula (29) with e2, e2, e2, e3 and discharging atoms op(e2, e2) = e3, op(e2, e2) = e2, yields:
% 56.31/22.86  																																																		| (662) e3 = e2
% 56.31/22.86  																																																		|
% 56.31/22.86  																																																		| Instantiating formula (29) with e2, e1, e1, e2 and discharging atoms op(e2, e1) = e2, op(e2, e1) = e1, yields:
% 56.31/22.86  																																																		| (617) e2 = e1
% 56.31/22.86  																																																		|
% 56.31/22.86  																																																		| Combining equations (676,662) yields a new equation:
% 56.31/22.86  																																																		| (330) e2 = e0
% 56.31/22.86  																																																		|
% 56.31/22.86  																																																		| Combining equations (617,330) yields a new equation:
% 56.31/22.86  																																																		| (546) e1 = e0
% 56.31/22.86  																																																		|
% 56.31/22.86  																																																		| Simplifying 546 yields:
% 56.31/22.86  																																																		| (431) e1 = e0
% 56.31/22.86  																																																		|
% 56.31/22.86  																																																		| Equations (431) can reduce 233 to:
% 56.31/22.86  																																																		| (266) $false
% 56.31/22.86  																																																		|
% 56.31/22.86  																																																		|-The branch is then unsatisfiable
% 56.31/22.86  																																																	|-Branch two:
% 56.31/22.86  																																																	| (707)  ~ (unit = e2)
% 56.31/22.86  																																																	| (708) unit = e4 | unit = e3 | unit = e1 | unit = e0
% 56.31/22.86  																																																	|
% 56.31/22.86  																																																		+-Applying beta-rule and splitting (708), into two cases.
% 56.31/22.86  																																																		|-Branch one:
% 56.31/22.86  																																																		| (709) unit = e4
% 56.31/22.86  																																																		|
% 56.31/22.86  																																																			| From (709) and (227) follows:
% 56.31/22.86  																																																			| (710) op(e4, e4) = e4
% 56.31/22.86  																																																			|
% 56.31/22.86  																																																			| From (709) and (40) follows:
% 56.31/22.86  																																																			| (711) op(e3, e4) = e3
% 56.31/22.86  																																																			|
% 56.31/22.86  																																																			| From (709) and (32) follows:
% 56.31/22.86  																																																			| (712) op(e2, e4) = e2
% 56.31/22.86  																																																			|
% 56.31/22.86  																																																			| From (709) and (42) follows:
% 56.31/22.86  																																																			| (713) op(e0, e4) = e0
% 56.31/22.86  																																																			|
% 56.31/22.86  																																																			| Instantiating formula (29) with e4, e4, e4, e1 and discharging atoms op(e4, e4) = e4, op(e4, e4) = e1, yields:
% 56.31/22.86  																																																			| (630) e4 = e1
% 56.31/22.86  																																																			|
% 56.31/22.86  																																																			| Instantiating formula (29) with e3, e4, e3, e2 and discharging atoms op(e3, e4) = e3, op(e3, e4) = e2, yields:
% 56.31/22.86  																																																			| (662) e3 = e2
% 56.31/22.86  																																																			|
% 56.31/22.86  																																																			| Instantiating formula (29) with e2, e4, e2, e4 and discharging atoms op(e2, e4) = e4, op(e2, e4) = e2, yields:
% 56.31/22.86  																																																			| (323) e4 = e2
% 56.31/22.86  																																																			|
% 56.31/22.86  																																																			| Instantiating formula (29) with e0, e4, e0, e3 and discharging atoms op(e0, e4) = e3, op(e0, e4) = e0, yields:
% 56.31/22.86  																																																			| (676) e3 = e0
% 56.31/22.86  																																																			|
% 56.31/22.86  																																																			| Combining equations (323,630) yields a new equation:
% 56.31/22.86  																																																			| (616) e2 = e1
% 56.31/22.86  																																																			|
% 56.31/22.86  																																																			| Simplifying 616 yields:
% 56.31/22.86  																																																			| (617) e2 = e1
% 56.31/22.86  																																																			|
% 56.31/22.86  																																																			| Combining equations (662,676) yields a new equation:
% 56.31/22.86  																																																			| (391) e2 = e0
% 56.31/22.86  																																																			|
% 56.31/22.86  																																																			| Simplifying 391 yields:
% 56.31/22.86  																																																			| (330) e2 = e0
% 56.31/22.86  																																																			|
% 56.31/22.86  																																																			| Combining equations (330,617) yields a new equation:
% 56.31/22.86  																																																			| (431) e1 = e0
% 56.31/22.86  																																																			|
% 56.31/22.86  																																																			| Equations (431) can reduce 233 to:
% 56.31/22.86  																																																			| (266) $false
% 56.31/22.86  																																																			|
% 56.31/22.86  																																																			|-The branch is then unsatisfiable
% 56.31/22.86  																																																		|-Branch two:
% 56.31/22.86  																																																		| (724)  ~ (unit = e4)
% 56.31/22.86  																																																		| (725) unit = e3 | unit = e1 | unit = e0
% 56.31/22.86  																																																		|
% 56.31/22.86  																																																			+-Applying beta-rule and splitting (725), into two cases.
% 56.31/22.86  																																																			|-Branch one:
% 56.31/22.86  																																																			| (726) unit = e0
% 56.31/22.86  																																																			|
% 56.31/22.86  																																																				| From (726) and (244) follows:
% 56.31/22.86  																																																				| (2207) op(e0, e4) = e4
% 56.31/22.86  																																																				|
% 56.31/22.86  																																																				| From (726) and (24) follows:
% 56.31/22.86  																																																				| (2208) op(e0, e3) = e3
% 56.31/22.86  																																																				|
% 56.31/22.86  																																																				| From (726) and (42) follows:
% 56.31/22.86  																																																				| (728) op(e0, e0) = e0
% 56.31/22.86  																																																				|
% 56.31/22.86  																																																				| Instantiating formula (29) with e0, e4, e4, e3 and discharging atoms op(e0, e4) = e4, op(e0, e4) = e3, yields:
% 56.31/22.86  																																																				| (425) e4 = e3
% 56.31/22.86  																																																				|
% 56.31/22.86  																																																				| Instantiating formula (29) with e0, e3, e3, e1 and discharging atoms op(e0, e3) = e3, op(e0, e3) = e1, yields:
% 56.31/22.86  																																																				| (455) e3 = e1
% 56.31/22.86  																																																				|
% 56.31/22.86  																																																				| Instantiating formula (29) with e0, e0, e0, e4 and discharging atoms op(e0, e0) = e4, op(e0, e0) = e0, yields:
% 56.31/22.86  																																																				| (397) e4 = e0
% 56.31/22.86  																																																				|
% 56.31/22.86  																																																				| Combining equations (425,397) yields a new equation:
% 56.31/22.86  																																																				| (675) e3 = e0
% 56.31/22.86  																																																				|
% 56.31/22.86  																																																				| Simplifying 675 yields:
% 56.31/22.86  																																																				| (676) e3 = e0
% 56.31/22.86  																																																				|
% 56.31/22.86  																																																				| Combining equations (676,455) yields a new equation:
% 56.31/22.86  																																																				| (431) e1 = e0
% 56.31/22.86  																																																				|
% 56.31/22.86  																																																				| Equations (431) can reduce 233 to:
% 56.31/22.86  																																																				| (266) $false
% 56.31/22.86  																																																				|
% 56.31/22.86  																																																				|-The branch is then unsatisfiable
% 56.31/22.86  																																																			|-Branch two:
% 56.31/22.86  																																																			| (734)  ~ (unit = e0)
% 56.31/22.86  																																																			| (735) unit = e3 | unit = e1
% 56.31/22.86  																																																			|
% 56.31/22.86  																																																				+-Applying beta-rule and splitting (735), into two cases.
% 56.31/22.86  																																																				|-Branch one:
% 56.31/22.86  																																																				| (736) unit = e1
% 56.31/22.86  																																																				|
% 56.31/22.86  																																																					| Equations (736) can reduce 734 to:
% 56.31/22.86  																																																					| (233)  ~ (e1 = e0)
% 56.31/22.86  																																																					|
% 56.31/22.86  																																																					| From (736) and (15) follows:
% 56.31/22.86  																																																					| (515) op(e1, e2) = e2
% 56.31/22.86  																																																					|
% 56.31/22.86  																																																					| From (736) and (209) follows:
% 56.31/22.86  																																																					| (2715) op(e1, e0) = e0
% 56.31/22.86  																																																					|
% 56.31/22.86  																																																					| Instantiating formula (29) with e1, e2, e2, e1 and discharging atoms op(e1, e2) = e2, op(e1, e2) = e1, yields:
% 56.31/22.86  																																																					| (617) e2 = e1
% 56.31/22.86  																																																					|
% 56.31/22.86  																																																					| Instantiating formula (29) with e1, e0, e0, e2 and discharging atoms op(e1, e0) = e2, op(e1, e0) = e0, yields:
% 56.31/22.86  																																																					| (330) e2 = e0
% 56.31/22.86  																																																					|
% 56.31/22.86  																																																					| Combining equations (330,617) yields a new equation:
% 56.31/22.86  																																																					| (431) e1 = e0
% 56.31/22.86  																																																					|
% 56.31/22.86  																																																					| Equations (431) can reduce 233 to:
% 56.31/22.86  																																																					| (266) $false
% 56.31/22.86  																																																					|
% 56.31/22.86  																																																					|-The branch is then unsatisfiable
% 56.31/22.86  																																																				|-Branch two:
% 56.31/22.86  																																																				| (748)  ~ (unit = e1)
% 56.31/22.86  																																																				| (749) unit = e3
% 56.31/22.86  																																																				|
% 56.31/22.86  																																																					| From (749) and (209) follows:
% 56.31/22.86  																																																					| (1667) op(e3, e0) = e0
% 56.31/22.86  																																																					|
% 56.31/22.86  																																																					| From (749) and (28) follows:
% 56.31/22.86  																																																					| (2235) op(e1, e3) = e1
% 56.31/22.86  																																																					|
% 56.31/22.86  																																																					| Instantiating formula (29) with e3, e0, e0, e3 and discharging atoms op(e3, e0) = e3, op(e3, e0) = e0, yields:
% 56.31/22.86  																																																					| (676) e3 = e0
% 56.31/22.86  																																																					|
% 56.31/22.86  																																																					| Instantiating formula (29) with e1, e3, e1, e3 and discharging atoms op(e1, e3) = e3, op(e1, e3) = e1, yields:
% 56.31/22.86  																																																					| (455) e3 = e1
% 56.31/22.86  																																																					|
% 56.31/22.86  																																																					| Combining equations (455,676) yields a new equation:
% 56.31/22.86  																																																					| (546) e1 = e0
% 56.31/22.86  																																																					|
% 56.31/22.86  																																																					| Simplifying 546 yields:
% 56.31/22.86  																																																					| (431) e1 = e0
% 56.31/22.86  																																																					|
% 56.31/22.86  																																																					| Equations (431) can reduce 233 to:
% 56.31/22.86  																																																					| (266) $false
% 56.31/22.86  																																																					|
% 56.31/22.86  																																																					|-The branch is then unsatisfiable
% 56.31/22.86  																																															|-Branch two:
% 56.31/22.86  																																															| (632)  ~ (all_0_55_55 = e1)
% 56.31/22.86  																																															| (633) all_0_56_56 = e1 | all_0_57_57 = e1 | all_0_58_58 = e1
% 56.31/22.86  																																															|
% 56.31/22.86  																																																+-Applying beta-rule and splitting (600), into two cases.
% 56.31/22.86  																																																|-Branch one:
% 56.31/22.86  																																																| (601) all_0_50_50 = e1
% 56.31/22.86  																																																|
% 56.31/22.86  																																																	| Combining equations (415,601) yields a new equation:
% 56.31/22.86  																																																	| (454) e3 = e1
% 56.31/22.86  																																																	|
% 56.31/22.86  																																																	| Simplifying 454 yields:
% 56.31/22.86  																																																	| (455) e3 = e1
% 56.31/22.86  																																																	|
% 56.31/22.86  																																																	| Equations (455) can reduce 213 to:
% 56.31/22.86  																																																	| (266) $false
% 56.31/22.86  																																																	|
% 56.31/22.86  																																																	|-The branch is then unsatisfiable
% 56.31/22.86  																																																|-Branch two:
% 56.31/22.86  																																																| (759)  ~ (all_0_50_50 = e1)
% 56.31/22.86  																																																| (629) all_0_55_55 = e1
% 56.31/22.86  																																																|
% 56.31/22.86  																																																	| Equations (629) can reduce 632 to:
% 56.31/22.86  																																																	| (266) $false
% 56.31/22.86  																																																	|
% 56.31/22.86  																																																	|-The branch is then unsatisfiable
% 56.31/22.86  																																									|-Branch two:
% 56.31/22.86  																																									| (358)  ~ (all_0_42_42 = e0)
% 56.31/22.86  																																									| (563) all_0_47_47 = e0 | all_0_56_56 = e0
% 56.31/22.86  																																									|
% 56.31/22.86  																																										+-Applying beta-rule and splitting (1969), into two cases.
% 56.31/22.86  																																										|-Branch one:
% 56.31/22.86  																																										| (559) all_0_42_42 = e0
% 56.31/22.86  																																										|
% 56.31/22.86  																																											| Equations (559) can reduce 358 to:
% 56.31/22.86  																																											| (266) $false
% 56.31/22.86  																																											|
% 56.31/22.86  																																											|-The branch is then unsatisfiable
% 56.31/22.86  																																										|-Branch two:
% 56.31/22.86  																																										| (358)  ~ (all_0_42_42 = e0)
% 56.31/22.86  																																										| (2510) all_0_42_42 = e3 | all_0_42_42 = e1
% 56.31/22.86  																																										|
% 56.31/22.86  																																											+-Applying beta-rule and splitting (2510), into two cases.
% 56.31/22.86  																																											|-Branch one:
% 56.31/22.86  																																											| (459) all_0_42_42 = e1
% 56.31/22.86  																																											|
% 56.31/22.86  																																												| Equations (459) can reduce 1380 to:
% 56.31/22.86  																																												| (266) $false
% 56.31/22.86  																																												|
% 56.31/22.86  																																												|-The branch is then unsatisfiable
% 56.31/22.86  																																											|-Branch two:
% 56.31/22.86  																																											| (1380)  ~ (all_0_42_42 = e1)
% 56.31/22.86  																																											| (516) all_0_42_42 = e3
% 56.31/22.86  																																											|
% 56.31/22.86  																																												| Equations (516) can reduce 405 to:
% 56.31/22.86  																																												| (266) $false
% 56.31/22.86  																																												|
% 56.31/22.86  																																												|-The branch is then unsatisfiable
% 56.31/22.86  																																				|-Branch two:
% 56.31/22.86  																																				| (440)  ~ (all_0_41_41 = e4)
% 56.31/22.86  																																				| (4049) all_0_41_41 = e3 | all_0_41_41 = e1 | all_0_41_41 = e0
% 56.31/22.86  																																				|
% 56.31/22.86  																																					+-Applying beta-rule and splitting (595), into two cases.
% 56.31/22.86  																																					|-Branch one:
% 56.31/22.86  																																					| (545) all_0_46_46 = e1
% 56.31/22.86  																																					|
% 56.31/22.86  																																						| Combining equations (545,538) yields a new equation:
% 56.31/22.86  																																						| (546) e1 = e0
% 56.31/22.86  																																						|
% 56.31/22.86  																																						| Simplifying 546 yields:
% 56.31/22.86  																																						| (431) e1 = e0
% 56.31/22.86  																																						|
% 56.31/22.86  																																						| Equations (431) can reduce 233 to:
% 56.31/22.86  																																						| (266) $false
% 56.31/22.86  																																						|
% 56.31/22.86  																																						|-The branch is then unsatisfiable
% 56.31/22.86  																																					|-Branch two:
% 56.31/22.86  																																					| (549)  ~ (all_0_46_46 = e1)
% 56.31/22.86  																																					| (600) all_0_50_50 = e1 | all_0_55_55 = e1
% 56.31/22.86  																																					|
% 56.31/22.86  																																						| Equations (538) can reduce 549 to:
% 56.31/22.86  																																						| (435)  ~ (e1 = e0)
% 56.31/22.86  																																						|
% 56.31/22.86  																																						| Simplifying 435 yields:
% 56.31/22.86  																																						| (233)  ~ (e1 = e0)
% 56.31/22.86  																																						|
% 56.31/22.86  																																						+-Applying beta-rule and splitting (62), into two cases.
% 56.31/22.86  																																						|-Branch one:
% 56.31/22.86  																																						| (321) all_0_38_38 = e4
% 56.31/22.86  																																						|
% 56.31/22.86  																																							| Combining equations (321,292) yields a new equation:
% 56.31/22.86  																																							| (322) e4 = e2
% 56.31/22.86  																																							|
% 56.31/22.86  																																							| Simplifying 322 yields:
% 56.31/22.86  																																							| (323) e4 = e2
% 56.31/22.86  																																							|
% 56.31/22.86  																																							| Equations (323) can reduce 48 to:
% 56.31/22.86  																																							| (266) $false
% 56.31/22.86  																																							|
% 56.31/22.86  																																							|-The branch is then unsatisfiable
% 56.31/22.86  																																						|-Branch two:
% 56.31/22.86  																																						| (325)  ~ (all_0_38_38 = e4)
% 56.31/22.86  																																						| (582) all_0_41_41 = e4 | all_0_46_46 = e4 | all_0_50_50 = e4 | all_0_55_55 = e4
% 56.31/22.86  																																						|
% 56.31/22.86  																																							| Equations (292) can reduce 325 to:
% 56.31/22.86  																																							| (327)  ~ (e4 = e2)
% 56.31/22.86  																																							|
% 56.31/22.86  																																							| Simplifying 327 yields:
% 56.31/22.86  																																							| (48)  ~ (e4 = e2)
% 56.31/22.86  																																							|
% 56.31/22.86  																																							+-Applying beta-rule and splitting (64), into two cases.
% 56.31/22.86  																																							|-Branch one:
% 56.31/22.86  																																							| (437) all_0_41_41 = e4
% 56.31/22.86  																																							|
% 56.31/22.86  																																								| Equations (437) can reduce 440 to:
% 56.31/22.86  																																								| (266) $false
% 56.31/22.86  																																								|
% 56.31/22.86  																																								|-The branch is then unsatisfiable
% 56.31/22.86  																																							|-Branch two:
% 56.31/22.86  																																							| (440)  ~ (all_0_41_41 = e4)
% 56.31/22.86  																																							| (441) all_0_42_42 = e4 | all_0_43_43 = e4 | all_0_44_44 = e4
% 56.31/22.86  																																							|
% 56.31/22.86  																																								+-Applying beta-rule and splitting (135), into two cases.
% 56.31/22.86  																																								|-Branch one:
% 56.31/22.86  																																								| (545) all_0_46_46 = e1
% 56.31/22.86  																																								|
% 56.31/22.86  																																									| Combining equations (545,538) yields a new equation:
% 56.31/22.86  																																									| (546) e1 = e0
% 56.31/22.86  																																									|
% 56.31/22.86  																																									| Simplifying 546 yields:
% 56.31/22.86  																																									| (431) e1 = e0
% 56.31/22.86  																																									|
% 56.31/22.86  																																									| Equations (431) can reduce 233 to:
% 56.31/22.86  																																									| (266) $false
% 56.31/22.86  																																									|
% 56.31/22.86  																																									|-The branch is then unsatisfiable
% 56.31/22.86  																																								|-Branch two:
% 56.31/22.86  																																								| (549)  ~ (all_0_46_46 = e1)
% 56.31/22.86  																																								| (550) all_0_47_47 = e1 | all_0_48_48 = e1 | all_0_49_49 = e1
% 56.31/22.86  																																								|
% 56.31/22.86  																																									+-Applying beta-rule and splitting (150), into two cases.
% 56.31/22.86  																																									|-Branch one:
% 56.31/22.86  																																									| (1378) all_0_40_40 = e4
% 56.31/22.86  																																									|
% 56.31/22.86  																																										| Combining equations (1378,485) yields a new equation:
% 56.31/22.86  																																										| (481) e4 = e0
% 56.31/22.86  																																										|
% 56.31/22.86  																																										| Simplifying 481 yields:
% 56.31/22.86  																																										| (397) e4 = e0
% 56.31/22.86  																																										|
% 56.31/22.86  																																										| Equations (397) can reduce 49 to:
% 56.31/22.86  																																										| (266) $false
% 56.31/22.86  																																										|
% 56.31/22.86  																																										|-The branch is then unsatisfiable
% 56.31/22.86  																																									|-Branch two:
% 56.31/22.86  																																									| (447)  ~ (all_0_40_40 = e4)
% 56.31/22.86  																																									| (2271) all_0_44_44 = e4 | all_0_49_49 = e4 | all_0_53_53 = e4 | all_0_58_58 = e4
% 56.31/22.86  																																									|
% 56.31/22.86  																																										+-Applying beta-rule and splitting (550), into two cases.
% 56.31/22.86  																																										|-Branch one:
% 56.31/22.86  																																										| (654) all_0_47_47 = e1
% 56.31/22.86  																																										|
% 56.31/22.86  																																											| Combining equations (522,654) yields a new equation:
% 56.31/22.86  																																											| (454) e3 = e1
% 56.31/22.86  																																											|
% 56.31/22.86  																																											| Simplifying 454 yields:
% 56.31/22.86  																																											| (455) e3 = e1
% 56.31/22.86  																																											|
% 56.31/22.86  																																											| Equations (455) can reduce 213 to:
% 56.31/22.86  																																											| (266) $false
% 56.31/22.86  																																											|
% 56.31/22.86  																																											|-The branch is then unsatisfiable
% 56.31/22.86  																																										|-Branch two:
% 56.31/22.86  																																										| (462)  ~ (all_0_47_47 = e1)
% 56.31/22.86  																																										| (659) all_0_48_48 = e1 | all_0_49_49 = e1
% 56.31/22.86  																																										|
% 56.31/22.86  																																											+-Applying beta-rule and splitting (2271), into two cases.
% 56.31/22.86  																																											|-Branch one:
% 56.31/22.86  																																											| (446) all_0_44_44 = e4
% 56.31/22.86  																																											|
% 56.31/22.86  																																												| Combining equations (532,446) yields a new equation:
% 56.31/22.86  																																												| (425) e4 = e3
% 56.31/22.86  																																												|
% 56.31/22.86  																																												| Equations (425) can reduce 188 to:
% 56.31/22.86  																																												| (266) $false
% 56.31/22.86  																																												|
% 56.31/22.86  																																												|-The branch is then unsatisfiable
% 56.31/22.86  																																											|-Branch two:
% 56.31/22.86  																																											| (1390)  ~ (all_0_44_44 = e4)
% 56.31/22.86  																																											| (7998) all_0_49_49 = e4 | all_0_53_53 = e4 | all_0_58_58 = e4
% 56.31/22.86  																																											|
% 56.31/22.86  																																												+-Applying beta-rule and splitting (7998), into two cases.
% 56.31/22.86  																																												|-Branch one:
% 56.31/22.86  																																												| (974) all_0_49_49 = e4
% 56.31/22.86  																																												|
% 56.31/22.86  																																													| Equations (974) can reduce 256 to:
% 56.31/22.86  																																													| (266) $false
% 56.31/22.86  																																													|
% 56.31/22.86  																																													|-The branch is then unsatisfiable
% 56.31/22.86  																																												|-Branch two:
% 56.31/22.86  																																												| (256)  ~ (all_0_49_49 = e4)
% 56.31/22.86  																																												| (8013) all_0_53_53 = e4 | all_0_58_58 = e4
% 56.31/22.86  																																												|
% 56.31/22.86  																																													+-Applying beta-rule and splitting (659), into two cases.
% 56.31/22.86  																																													|-Branch one:
% 56.31/22.86  																																													| (615) all_0_48_48 = e1
% 56.31/22.86  																																													|
% 56.31/22.86  																																														| Combining equations (335,615) yields a new equation:
% 56.31/22.86  																																														| (616) e2 = e1
% 56.31/22.86  																																														|
% 56.31/22.86  																																														| Simplifying 616 yields:
% 56.31/22.86  																																														| (617) e2 = e1
% 56.31/22.86  																																														|
% 56.31/22.86  																																														| Equations (617) can reduce 122 to:
% 56.31/22.86  																																														| (266) $false
% 56.31/22.86  																																														|
% 56.31/22.86  																																														|-The branch is then unsatisfiable
% 56.31/22.86  																																													|-Branch two:
% 56.31/22.86  																																													| (619)  ~ (all_0_48_48 = e1)
% 56.31/22.86  																																													| (671) all_0_49_49 = e1
% 56.31/22.86  																																													|
% 56.31/22.86  																																														| Equations (671) can reduce 525 to:
% 56.31/22.86  																																														| (467)  ~ (e3 = e1)
% 56.31/22.86  																																														|
% 56.31/22.86  																																														| Simplifying 467 yields:
% 56.31/22.86  																																														| (213)  ~ (e3 = e1)
% 56.31/22.86  																																														|
% 56.31/22.86  																																														+-Applying beta-rule and splitting (216), into two cases.
% 56.31/22.86  																																														|-Branch one:
% 56.31/22.86  																																														| (629) all_0_55_55 = e1
% 56.31/22.86  																																														|
% 56.31/22.86  																																															| Equations (629) can reduce 3 to:
% 56.31/22.86  																																															| (879)  ~ (all_0_58_58 = e1)
% 56.31/22.86  																																															|
% 56.31/22.86  																																															| Simplifying 879 yields:
% 56.31/22.86  																																															| (880)  ~ (all_0_58_58 = e1)
% 56.31/22.86  																																															|
% 56.31/22.86  																																															+-Applying beta-rule and splitting (582), into two cases.
% 56.31/22.86  																																															|-Branch one:
% 56.31/22.86  																																															| (437) all_0_41_41 = e4
% 56.31/22.86  																																															|
% 56.31/22.86  																																																| Equations (437) can reduce 440 to:
% 56.31/22.86  																																																| (266) $false
% 56.31/22.86  																																																|
% 56.31/22.86  																																																|-The branch is then unsatisfiable
% 56.31/22.86  																																															|-Branch two:
% 56.31/22.86  																																															| (440)  ~ (all_0_41_41 = e4)
% 56.31/22.86  																																															| (769) all_0_46_46 = e4 | all_0_50_50 = e4 | all_0_55_55 = e4
% 56.31/22.86  																																															|
% 56.31/22.86  																																																+-Applying beta-rule and splitting (8013), into two cases.
% 56.31/22.86  																																																|-Branch one:
% 56.31/22.86  																																																| (1298) all_0_53_53 = e4
% 56.31/22.86  																																																|
% 56.31/22.86  																																																	| Combining equations (607,1298) yields a new equation:
% 56.31/22.86  																																																	| (323) e4 = e2
% 56.31/22.86  																																																	|
% 56.31/22.86  																																																	| Equations (323) can reduce 48 to:
% 56.31/22.86  																																																	| (266) $false
% 56.31/22.86  																																																	|
% 56.31/22.86  																																																	|-The branch is then unsatisfiable
% 56.31/22.86  																																																|-Branch two:
% 56.31/22.86  																																																| (1453)  ~ (all_0_53_53 = e4)
% 56.31/22.86  																																																| (910) all_0_58_58 = e4
% 56.31/22.86  																																																|
% 56.31/22.86  																																																	| Equations (910) can reduce 276 to:
% 56.31/22.86  																																																	| (188)  ~ (e4 = e3)
% 56.31/22.86  																																																	|
% 56.31/22.86  																																																	| Equations (910) can reduce 880 to:
% 56.31/22.86  																																																	| (110)  ~ (e4 = e1)
% 56.31/22.86  																																																	|
% 56.31/22.86  																																																	| Equations (910) can reduce 491 to:
% 56.31/22.86  																																																	| (49)  ~ (e4 = e0)
% 56.31/22.86  																																																	|
% 56.31/22.86  																																																	+-Applying beta-rule and splitting (769), into two cases.
% 56.31/22.86  																																																	|-Branch one:
% 56.31/22.86  																																																	| (770) all_0_46_46 = e4
% 56.31/22.86  																																																	|
% 56.31/22.86  																																																		| Combining equations (538,770) yields a new equation:
% 56.31/22.86  																																																		| (397) e4 = e0
% 56.31/22.87  																																																		|
% 56.31/22.87  																																																		| Equations (397) can reduce 49 to:
% 56.31/22.87  																																																		| (266) $false
% 56.31/22.87  																																																		|
% 56.31/22.87  																																																		|-The branch is then unsatisfiable
% 56.31/22.87  																																																	|-Branch two:
% 56.31/22.87  																																																	| (250)  ~ (all_0_46_46 = e4)
% 56.31/22.87  																																																	| (774) all_0_50_50 = e4 | all_0_55_55 = e4
% 56.31/22.87  																																																	|
% 56.31/22.87  																																																		+-Applying beta-rule and splitting (774), into two cases.
% 56.31/22.87  																																																		|-Branch one:
% 56.31/22.87  																																																		| (775) all_0_50_50 = e4
% 56.31/22.87  																																																		|
% 56.31/22.87  																																																			| Combining equations (415,775) yields a new equation:
% 56.31/22.87  																																																			| (425) e4 = e3
% 56.31/22.87  																																																			|
% 56.31/22.87  																																																			| Equations (425) can reduce 188 to:
% 56.31/22.87  																																																			| (266) $false
% 56.31/22.87  																																																			|
% 56.31/22.87  																																																			|-The branch is then unsatisfiable
% 56.31/22.87  																																																		|-Branch two:
% 56.31/22.87  																																																		| (566)  ~ (all_0_50_50 = e4)
% 56.31/22.87  																																																		| (587) all_0_55_55 = e4
% 56.31/22.87  																																																		|
% 56.31/22.87  																																																			| Combining equations (587,629) yields a new equation:
% 56.31/22.87  																																																			| (636) e4 = e1
% 56.31/22.87  																																																			|
% 56.31/22.87  																																																			| Simplifying 636 yields:
% 56.31/22.87  																																																			| (630) e4 = e1
% 56.31/22.87  																																																			|
% 56.31/22.87  																																																			| Equations (630) can reduce 110 to:
% 56.31/22.87  																																																			| (266) $false
% 56.31/22.87  																																																			|
% 56.31/22.87  																																																			|-The branch is then unsatisfiable
% 56.31/22.87  																																														|-Branch two:
% 56.31/22.87  																																														| (632)  ~ (all_0_55_55 = e1)
% 56.31/22.87  																																														| (633) all_0_56_56 = e1 | all_0_57_57 = e1 | all_0_58_58 = e1
% 56.31/22.87  																																														|
% 56.31/22.87  																																															+-Applying beta-rule and splitting (600), into two cases.
% 56.31/22.87  																																															|-Branch one:
% 56.31/22.87  																																															| (601) all_0_50_50 = e1
% 56.31/22.87  																																															|
% 56.31/22.87  																																																| Combining equations (601,415) yields a new equation:
% 56.31/22.87  																																																| (455) e3 = e1
% 56.31/22.87  																																																|
% 56.31/22.87  																																																| Equations (455) can reduce 213 to:
% 56.31/22.87  																																																| (266) $false
% 56.31/22.87  																																																|
% 56.31/22.87  																																																|-The branch is then unsatisfiable
% 56.31/22.87  																																															|-Branch two:
% 56.31/22.87  																																															| (759)  ~ (all_0_50_50 = e1)
% 56.31/22.87  																																															| (629) all_0_55_55 = e1
% 56.31/22.87  																																															|
% 56.31/22.87  																																																| Equations (629) can reduce 632 to:
% 56.31/22.87  																																																| (266) $false
% 56.31/22.87  																																																|
% 56.31/22.87  																																																|-The branch is then unsatisfiable
% 56.31/22.87  																																	|-Branch two:
% 56.31/22.87  																																	| (831)  ~ (all_0_46_46 = e0)
% 56.31/22.87  																																	| (832) all_0_47_47 = e0 | all_0_48_48 = e0 | all_0_49_49 = e0
% 56.31/22.87  																																	|
% 56.31/22.87  																																		+-Applying beta-rule and splitting (558), into two cases.
% 56.31/22.87  																																		|-Branch one:
% 56.31/22.87  																																		| (559) all_0_42_42 = e0
% 56.31/22.87  																																		|
% 56.31/22.87  																																			| Equations (559) can reduce 405 to:
% 56.31/22.87  																																			| (541)  ~ (e3 = e0)
% 56.31/22.87  																																			|
% 56.31/22.87  																																			| Simplifying 541 yields:
% 56.31/22.87  																																			| (80)  ~ (e3 = e0)
% 56.31/22.87  																																			|
% 56.31/22.87  																																			| Equations (559) can reduce 51 to:
% 56.31/22.87  																																			| (365)  ~ (e2 = e0)
% 56.31/22.87  																																			|
% 56.31/22.87  																																			| Simplifying 365 yields:
% 56.31/22.87  																																			| (128)  ~ (e2 = e0)
% 56.31/22.87  																																			|
% 56.31/22.87  																																			+-Applying beta-rule and splitting (54), into two cases.
% 56.31/22.87  																																			|-Branch one:
% 56.31/22.87  																																			| (583) all_0_49_49 = e2
% 56.31/22.87  																																			|
% 56.31/22.87  																																				| Equations (583) can reduce 340 to:
% 56.31/22.87  																																				| (266) $false
% 56.31/22.87  																																				|
% 56.31/22.87  																																				|-The branch is then unsatisfiable
% 56.31/22.87  																																			|-Branch two:
% 56.31/22.87  																																			| (340)  ~ (all_0_49_49 = e2)
% 56.31/22.87  																																			| (586) all_0_49_49 = e4 | all_0_49_49 = e3 | all_0_49_49 = e1 | all_0_49_49 = e0
% 56.31/22.87  																																			|
% 56.31/22.87  																																				+-Applying beta-rule and splitting (586), into two cases.
% 56.31/22.87  																																				|-Branch one:
% 56.31/22.87  																																				| (974) all_0_49_49 = e4
% 56.31/22.87  																																				|
% 56.31/22.87  																																					| Equations (974) can reduce 256 to:
% 56.31/22.87  																																					| (266) $false
% 56.31/22.87  																																					|
% 56.31/22.87  																																					|-The branch is then unsatisfiable
% 56.31/22.87  																																				|-Branch two:
% 56.31/22.87  																																				| (256)  ~ (all_0_49_49 = e4)
% 56.31/22.87  																																				| (977) all_0_49_49 = e3 | all_0_49_49 = e1 | all_0_49_49 = e0
% 56.31/22.87  																																				|
% 56.31/22.87  																																					+-Applying beta-rule and splitting (977), into two cases.
% 56.31/22.87  																																					|-Branch one:
% 56.31/22.87  																																					| (978) all_0_49_49 = e0
% 56.31/22.87  																																					|
% 56.31/22.87  																																						| Equations (978) can reduce 487 to:
% 56.31/22.87  																																						| (266) $false
% 56.31/22.87  																																						|
% 56.31/22.87  																																						|-The branch is then unsatisfiable
% 56.31/22.87  																																					|-Branch two:
% 56.31/22.87  																																					| (487)  ~ (all_0_49_49 = e0)
% 56.31/22.87  																																					| (981) all_0_49_49 = e3 | all_0_49_49 = e1
% 56.31/22.87  																																					|
% 56.31/22.87  																																						+-Applying beta-rule and splitting (981), into two cases.
% 56.31/22.87  																																						|-Branch one:
% 56.31/22.87  																																						| (671) all_0_49_49 = e1
% 56.31/22.87  																																						|
% 56.31/22.87  																																							| Equations (671) can reduce 487 to:
% 56.31/22.87  																																							| (233)  ~ (e1 = e0)
% 56.31/22.87  																																							|
% 56.31/22.87  																																							+-Applying beta-rule and splitting (832), into two cases.
% 56.31/22.87  																																							|-Branch one:
% 56.31/22.87  																																							| (674) all_0_47_47 = e0
% 56.31/22.87  																																							|
% 56.31/22.87  																																								| Combining equations (522,674) yields a new equation:
% 56.31/22.87  																																								| (675) e3 = e0
% 56.31/22.87  																																								|
% 56.31/22.87  																																								| Simplifying 675 yields:
% 56.31/22.87  																																								| (676) e3 = e0
% 56.31/22.87  																																								|
% 56.31/22.87  																																								| Equations (676) can reduce 80 to:
% 56.31/22.87  																																								| (266) $false
% 56.31/22.87  																																								|
% 56.31/22.87  																																								|-The branch is then unsatisfiable
% 56.31/22.87  																																							|-Branch two:
% 56.31/22.87  																																							| (678)  ~ (all_0_47_47 = e0)
% 56.31/22.87  																																							| (1278) all_0_48_48 = e0 | all_0_49_49 = e0
% 56.31/22.87  																																							|
% 56.31/22.87  																																								+-Applying beta-rule and splitting (1278), into two cases.
% 56.31/22.87  																																								|-Branch one:
% 56.31/22.87  																																								| (1279) all_0_48_48 = e0
% 56.31/22.87  																																								|
% 56.31/22.87  																																									| Combining equations (335,1279) yields a new equation:
% 56.31/22.87  																																									| (391) e2 = e0
% 56.31/22.87  																																									|
% 56.31/22.87  																																									| Simplifying 391 yields:
% 56.31/22.87  																																									| (330) e2 = e0
% 56.31/22.87  																																									|
% 56.31/22.87  																																									| Equations (330) can reduce 128 to:
% 56.31/22.87  																																									| (266) $false
% 56.31/22.87  																																									|
% 56.31/22.87  																																									|-The branch is then unsatisfiable
% 56.31/22.87  																																								|-Branch two:
% 56.31/22.87  																																								| (1283)  ~ (all_0_48_48 = e0)
% 56.31/22.87  																																								| (978) all_0_49_49 = e0
% 56.31/22.87  																																								|
% 56.31/22.87  																																									| Combining equations (671,978) yields a new equation:
% 56.31/22.87  																																									| (546) e1 = e0
% 56.31/22.87  																																									|
% 56.31/22.87  																																									| Simplifying 546 yields:
% 56.31/22.87  																																									| (431) e1 = e0
% 56.31/22.87  																																									|
% 56.31/22.87  																																									| Equations (431) can reduce 233 to:
% 56.31/22.87  																																									| (266) $false
% 56.31/22.87  																																									|
% 56.31/22.87  																																									|-The branch is then unsatisfiable
% 56.31/22.87  																																						|-Branch two:
% 56.31/22.87  																																						| (1064)  ~ (all_0_49_49 = e1)
% 56.31/22.87  																																						| (884) all_0_49_49 = e3
% 56.31/22.87  																																						|
% 56.31/22.87  																																							| Equations (884) can reduce 525 to:
% 56.31/22.87  																																							| (266) $false
% 56.31/22.87  																																							|
% 56.31/22.87  																																							|-The branch is then unsatisfiable
% 56.31/22.87  																																		|-Branch two:
% 56.31/22.87  																																		| (358)  ~ (all_0_42_42 = e0)
% 56.31/22.87  																																		| (563) all_0_47_47 = e0 | all_0_56_56 = e0
% 56.31/22.87  																																		|
% 56.31/22.87  																																			+-Applying beta-rule and splitting (563), into two cases.
% 56.31/22.87  																																			|-Branch one:
% 56.31/22.87  																																			| (674) all_0_47_47 = e0
% 56.31/22.87  																																			|
% 56.31/22.87  																																				| Combining equations (674,522) yields a new equation:
% 56.31/22.87  																																				| (676) e3 = e0
% 56.31/22.87  																																				|
% 56.31/22.87  																																				| Equations (676) can reduce 80 to:
% 56.31/22.87  																																				| (266) $false
% 56.31/22.87  																																				|
% 56.31/22.87  																																				|-The branch is then unsatisfiable
% 56.31/22.87  																																			|-Branch two:
% 56.31/22.87  																																			| (678)  ~ (all_0_47_47 = e0)
% 56.31/22.87  																																			| (679) all_0_56_56 = e0
% 56.31/22.87  																																			|
% 56.31/22.87  																																				| Combining equations (833,679) yields a new equation:
% 56.31/22.87  																																				| (391) e2 = e0
% 56.31/22.87  																																				|
% 56.31/22.87  																																				| Simplifying 391 yields:
% 56.31/22.87  																																				| (330) e2 = e0
% 56.31/22.87  																																				|
% 56.31/22.87  																																				| Equations (330) can reduce 128 to:
% 56.31/22.87  																																				| (266) $false
% 56.31/22.87  																																				|
% 56.31/22.87  																																				|-The branch is then unsatisfiable
% 56.31/22.87  																															|-Branch two:
% 56.31/22.87  																															| (1377)  ~ (all_0_39_39 = e4)
% 56.31/22.87  																															| (480) all_0_39_39 = e0
% 56.31/22.87  																															|
% 56.31/22.87  																																| Equations (480) can reduce 484 to:
% 56.31/22.87  																																| (266) $false
% 56.31/22.87  																																|
% 56.31/22.87  																																|-The branch is then unsatisfiable
% 56.31/22.87  																													|-Branch two:
% 56.31/22.87  																													| (1091)  ~ (all_0_47_47 = e3)
% 56.31/22.87  																													| (1092) all_0_51_51 = e3 | all_0_56_56 = e3
% 56.31/22.87  																													|
% 56.31/22.87  																														+-Applying beta-rule and splitting (1092), into two cases.
% 56.31/22.87  																														|-Branch one:
% 56.31/22.87  																														| (660) all_0_51_51 = e3
% 56.31/22.87  																														|
% 56.31/22.87  																															| Combining equations (1109,660) yields a new equation:
% 56.31/22.87  																															| (455) e3 = e1
% 56.31/22.87  																															|
% 56.31/22.87  																															| Equations (455) can reduce 213 to:
% 56.31/22.87  																															| (266) $false
% 56.31/22.87  																															|
% 56.31/22.87  																															|-The branch is then unsatisfiable
% 56.31/22.87  																														|-Branch two:
% 56.31/22.87  																														| (664)  ~ (all_0_51_51 = e3)
% 56.31/22.87  																														| (1097) all_0_56_56 = e3
% 56.31/22.87  																														|
% 56.31/22.87  																															| Combining equations (1097,833) yields a new equation:
% 56.31/22.87  																															| (661) e3 = e2
% 56.31/22.87  																															|
% 56.31/22.87  																															| Simplifying 661 yields:
% 56.31/22.87  																															| (662) e3 = e2
% 56.31/22.87  																															|
% 56.31/22.87  																															| Equations (662) can reduce 212 to:
% 56.31/22.87  																															| (266) $false
% 56.31/22.87  																															|
% 56.31/22.87  																															|-The branch is then unsatisfiable
% 56.31/22.87  																											|-Branch two:
% 56.31/22.87  																											| (407)  ~ (all_0_44_44 = e3)
% 56.31/22.87  																											| (537) all_0_49_49 = e3 | all_0_53_53 = e3 | all_0_58_58 = e3
% 56.31/22.87  																											|
% 56.31/22.87  																												+-Applying beta-rule and splitting (537), into two cases.
% 56.31/22.87  																												|-Branch one:
% 56.31/22.87  																												| (884) all_0_49_49 = e3
% 56.31/22.87  																												|
% 56.31/22.87  																													| Equations (884) can reduce 200 to:
% 56.31/22.87  																													| (2)  ~ (all_0_40_40 = e3)
% 56.31/22.87  																													|
% 56.31/22.87  																													| Equations (884) can reduce 9 to:
% 56.31/22.87  																													| (407)  ~ (all_0_44_44 = e3)
% 56.31/22.87  																													|
% 56.31/22.87  																													| Equations (884) can reduce 119 to:
% 56.31/22.87  																													| (275)  ~ (all_0_58_58 = e3)
% 56.31/22.87  																													|
% 56.31/22.87  																													| Simplifying 275 yields:
% 56.31/22.87  																													| (276)  ~ (all_0_58_58 = e3)
% 56.31/22.87  																													|
% 56.31/22.87  																													| From (884) and (55) follows:
% 56.31/22.87  																													| (1581) op(e2, e0) = e3
% 56.31/22.87  																													|
% 56.31/22.87  																													+-Applying beta-rule and splitting (180), into two cases.
% 56.31/22.87  																													|-Branch one:
% 56.31/22.87  																													| (516) all_0_42_42 = e3
% 56.31/22.87  																													|
% 56.31/22.87  																														| Equations (516) can reduce 145 to:
% 56.31/22.87  																														| (246)  ~ (all_0_39_39 = e3)
% 56.31/22.87  																														|
% 56.31/22.87  																														| Equations (516) can reduce 198 to:
% 56.31/22.87  																														| (2538)  ~ (all_0_47_47 = e3)
% 56.31/22.87  																														|
% 56.31/22.87  																														| Simplifying 2538 yields:
% 56.31/22.87  																														| (1091)  ~ (all_0_47_47 = e3)
% 56.31/22.87  																														|
% 56.31/22.87  																														| Equations (516) can reduce 1380 to:
% 56.31/22.87  																														| (213)  ~ (e3 = e1)
% 56.31/22.87  																														|
% 56.31/22.87  																														| From (516) and (210) follows:
% 56.31/22.87  																														| (4285) op(e3, e2) = e3
% 56.31/22.87  																														|
% 56.31/22.87  																														+-Applying beta-rule and splitting (112), into two cases.
% 56.31/22.87  																														|-Branch one:
% 56.31/22.87  																														| (635) all_0_44_44 = e1
% 56.31/22.87  																														|
% 56.31/22.87  																															| Equations (635) can reduce 639 to:
% 56.31/22.87  																															| (266) $false
% 56.31/22.87  																															|
% 56.31/22.87  																															|-The branch is then unsatisfiable
% 56.31/22.87  																														|-Branch two:
% 56.31/22.87  																														| (639)  ~ (all_0_44_44 = e1)
% 56.31/22.87  																														| (640) all_0_49_49 = e1 | all_0_53_53 = e1 | all_0_58_58 = e1
% 56.31/22.87  																														|
% 56.31/22.87  																															+-Applying beta-rule and splitting (135), into two cases.
% 56.31/22.87  																															|-Branch one:
% 56.31/22.87  																															| (545) all_0_46_46 = e1
% 56.31/22.87  																															|
% 56.31/22.87  																																| Equations (545) can reduce 43 to:
% 56.31/22.87  																																| (457)  ~ (all_0_41_41 = e1)
% 56.31/22.87  																																|
% 56.31/22.87  																																| Equations (545) can reduce 19 to:
% 56.31/22.87  																																| (461)  ~ (all_0_47_47 = e1)
% 56.31/22.87  																																|
% 56.31/22.87  																																| Simplifying 461 yields:
% 56.31/22.87  																																| (462)  ~ (all_0_47_47 = e1)
% 56.31/22.87  																																|
% 56.31/22.87  																																| Equations (545) can reduce 58 to:
% 56.31/22.87  																																| (2331)  ~ (all_0_55_55 = e1)
% 56.31/22.87  																																|
% 56.31/22.87  																																| Simplifying 2331 yields:
% 56.31/22.87  																																| (632)  ~ (all_0_55_55 = e1)
% 56.31/22.87  																																|
% 56.31/22.87  																																| Equations (545) can reduce 300 to:
% 56.31/22.87  																																| (604)  ~ (e2 = e1)
% 56.31/22.87  																																|
% 56.31/22.87  																																| Simplifying 604 yields:
% 56.31/22.87  																																| (122)  ~ (e2 = e1)
% 56.31/22.87  																																|
% 56.31/22.87  																																+-Applying beta-rule and splitting (216), into two cases.
% 56.31/22.87  																																|-Branch one:
% 56.31/22.87  																																| (629) all_0_55_55 = e1
% 56.31/22.87  																																|
% 56.31/22.87  																																	| Equations (629) can reduce 632 to:
% 56.31/22.87  																																	| (266) $false
% 56.31/22.87  																																	|
% 56.31/22.87  																																	|-The branch is then unsatisfiable
% 56.31/22.87  																																|-Branch two:
% 56.31/22.87  																																| (632)  ~ (all_0_55_55 = e1)
% 56.31/22.87  																																| (633) all_0_56_56 = e1 | all_0_57_57 = e1 | all_0_58_58 = e1
% 56.31/22.87  																																|
% 56.31/22.87  																																	+-Applying beta-rule and splitting (174), into two cases.
% 56.31/22.87  																																	|-Branch one:
% 56.31/22.87  																																	| (386) all_0_55_55 = e2
% 56.31/22.87  																																	|
% 56.31/22.87  																																		| Equations (386) can reduce 304 to:
% 56.31/22.87  																																		| (266) $false
% 56.31/22.87  																																		|
% 56.31/22.87  																																		|-The branch is then unsatisfiable
% 56.31/22.87  																																	|-Branch two:
% 56.31/22.87  																																	| (304)  ~ (all_0_55_55 = e2)
% 56.31/22.87  																																	| (2051) all_0_55_55 = e4 | all_0_55_55 = e3 | all_0_55_55 = e1 | all_0_55_55 = e0
% 56.31/22.87  																																	|
% 56.31/22.87  																																		+-Applying beta-rule and splitting (105), into two cases.
% 56.31/22.87  																																		|-Branch one:
% 56.31/22.87  																																		| (1105) all_0_47_47 = e2
% 56.31/22.87  																																		|
% 56.31/22.87  																																			| Equations (1105) can reduce 338 to:
% 56.31/22.87  																																			| (266) $false
% 56.31/22.87  																																			|
% 56.31/22.87  																																			|-The branch is then unsatisfiable
% 56.31/22.87  																																		|-Branch two:
% 56.31/22.87  																																		| (338)  ~ (all_0_47_47 = e2)
% 56.31/22.87  																																		| (1789) all_0_47_47 = e4 | all_0_47_47 = e3 | all_0_47_47 = e1 | all_0_47_47 = e0
% 56.31/22.87  																																		|
% 56.31/22.87  																																			+-Applying beta-rule and splitting (184), into two cases.
% 56.31/22.87  																																			|-Branch one:
% 56.31/22.87  																																			| (538) all_0_46_46 = e0
% 56.31/22.87  																																			|
% 56.31/22.87  																																				| Combining equations (538,545) yields a new equation:
% 56.31/22.87  																																				| (431) e1 = e0
% 56.31/22.87  																																				|
% 56.31/22.87  																																				| Equations (431) can reduce 233 to:
% 56.31/22.87  																																				| (266) $false
% 56.31/22.87  																																				|
% 56.31/22.87  																																				|-The branch is then unsatisfiable
% 56.31/22.87  																																			|-Branch two:
% 56.31/22.87  																																			| (831)  ~ (all_0_46_46 = e0)
% 56.31/22.87  																																			| (832) all_0_47_47 = e0 | all_0_48_48 = e0 | all_0_49_49 = e0
% 56.31/22.87  																																			|
% 56.31/22.87  																																				| Equations (545) can reduce 831 to:
% 56.31/22.87  																																				| (233)  ~ (e1 = e0)
% 56.31/22.87  																																				|
% 56.31/22.87  																																				+-Applying beta-rule and splitting (395), into two cases.
% 56.31/22.87  																																				|-Branch one:
% 56.31/22.87  																																				| (794) all_0_41_41 = e0
% 56.31/22.87  																																				|
% 56.31/22.87  																																					| Equations (794) can reduce 191 to:
% 56.31/22.87  																																					| (4444)  ~ (all_0_55_55 = e0)
% 56.31/22.87  																																					|
% 56.31/22.87  																																					| Simplifying 4444 yields:
% 56.31/22.87  																																					| (803)  ~ (all_0_55_55 = e0)
% 56.31/22.87  																																					|
% 56.31/22.87  																																					| Equations (794) can reduce 457 to:
% 56.31/22.87  																																					| (435)  ~ (e1 = e0)
% 56.31/22.87  																																					|
% 56.31/22.87  																																					| Simplifying 435 yields:
% 56.31/22.87  																																					| (233)  ~ (e1 = e0)
% 56.31/22.87  																																					|
% 56.31/22.87  																																					+-Applying beta-rule and splitting (1789), into two cases.
% 56.31/22.87  																																					|-Branch one:
% 56.31/22.87  																																					| (1790) all_0_47_47 = e4
% 56.31/22.87  																																					|
% 56.31/22.87  																																						| Equations (1790) can reduce 252 to:
% 56.31/22.87  																																						| (266) $false
% 56.31/22.87  																																						|
% 56.31/22.87  																																						|-The branch is then unsatisfiable
% 56.31/22.87  																																					|-Branch two:
% 56.31/22.87  																																					| (252)  ~ (all_0_47_47 = e4)
% 56.31/22.87  																																					| (1793) all_0_47_47 = e3 | all_0_47_47 = e1 | all_0_47_47 = e0
% 56.31/22.87  																																					|
% 56.31/22.87  																																						+-Applying beta-rule and splitting (633), into two cases.
% 56.31/22.87  																																						|-Branch one:
% 56.31/22.87  																																						| (1569) all_0_56_56 = e1
% 56.31/22.87  																																						|
% 56.31/22.87  																																							| Combining equations (833,1569) yields a new equation:
% 56.31/22.87  																																							| (616) e2 = e1
% 56.31/22.87  																																							|
% 56.31/22.87  																																							| Simplifying 616 yields:
% 56.31/22.87  																																							| (617) e2 = e1
% 56.31/22.87  																																							|
% 56.31/22.87  																																							| Equations (617) can reduce 122 to:
% 56.31/22.87  																																							| (266) $false
% 56.31/22.87  																																							|
% 56.31/22.87  																																							|-The branch is then unsatisfiable
% 56.31/22.87  																																						|-Branch two:
% 56.31/22.87  																																						| (466)  ~ (all_0_56_56 = e1)
% 56.31/22.87  																																						| (1574) all_0_57_57 = e1 | all_0_58_58 = e1
% 56.31/22.87  																																						|
% 56.31/22.87  																																							+-Applying beta-rule and splitting (1574), into two cases.
% 56.31/22.87  																																							|-Branch one:
% 56.31/22.87  																																							| (647) all_0_57_57 = e1
% 56.31/22.87  																																							|
% 56.31/22.87  																																								| Combining equations (875,647) yields a new equation:
% 56.31/22.87  																																								| (431) e1 = e0
% 56.31/22.87  																																								|
% 56.31/22.87  																																								| Equations (431) can reduce 233 to:
% 56.31/22.87  																																								| (266) $false
% 56.31/22.87  																																								|
% 56.31/22.87  																																								|-The branch is then unsatisfiable
% 56.31/22.87  																																							|-Branch two:
% 56.31/22.87  																																							| (1670)  ~ (all_0_57_57 = e1)
% 56.31/22.87  																																							| (918) all_0_58_58 = e1
% 56.31/22.87  																																							|
% 56.31/22.87  																																								| Equations (918) can reduce 178 to:
% 56.31/22.87  																																								| (132)  ~ (all_0_40_40 = e1)
% 56.31/22.87  																																								|
% 56.31/22.87  																																								| Equations (918) can reduce 3 to:
% 56.31/22.87  																																								| (632)  ~ (all_0_55_55 = e1)
% 56.31/22.87  																																								|
% 56.31/22.87  																																								+-Applying beta-rule and splitting (2051), into two cases.
% 56.31/22.87  																																								|-Branch one:
% 56.31/22.87  																																								| (587) all_0_55_55 = e4
% 56.31/22.87  																																								|
% 56.31/22.87  																																									| Equations (587) can reduce 803 to:
% 56.31/22.87  																																									| (49)  ~ (e4 = e0)
% 56.31/22.87  																																									|
% 56.31/22.87  																																									| From (587) and (74) follows:
% 56.31/22.87  																																									| (589) op(e0, e3) = e4
% 56.31/22.87  																																									|
% 56.31/22.87  																																									+-Applying beta-rule and splitting (164), into two cases.
% 56.31/22.87  																																									|-Branch one:
% 56.31/22.87  																																									| (471) all_0_39_39 = e4
% 56.31/22.87  																																									|
% 56.31/22.87  																																										| Equations (471) can reduce 176 to:
% 56.31/22.87  																																										| (7398)  ~ (all_0_40_40 = e4)
% 56.31/22.87  																																										|
% 56.31/22.87  																																										| Simplifying 7398 yields:
% 56.31/22.87  																																										| (447)  ~ (all_0_40_40 = e4)
% 56.31/22.87  																																										|
% 56.31/22.87  																																										| Equations (471) can reduce 246 to:
% 56.31/22.87  																																										| (188)  ~ (e4 = e3)
% 56.31/22.87  																																										|
% 56.31/22.87  																																										| Equations (471) can reduce 294 to:
% 56.31/22.87  																																										| (48)  ~ (e4 = e2)
% 56.31/22.87  																																										|
% 56.31/22.87  																																										| Equations (471) can reduce 151 to:
% 56.31/22.87  																																										| (110)  ~ (e4 = e1)
% 56.31/22.87  																																										|
% 56.31/22.87  																																										+-Applying beta-rule and splitting (26), into two cases.
% 56.31/22.87  																																										|-Branch one:
% 56.31/22.87  																																										| (446) all_0_44_44 = e4
% 56.31/22.87  																																										|
% 56.31/22.87  																																											| Equations (446) can reduce 143 to:
% 56.31/22.87  																																											| (447)  ~ (all_0_40_40 = e4)
% 56.31/22.87  																																											|
% 56.31/22.87  																																											+-Applying beta-rule and splitting (75), into two cases.
% 56.31/22.87  																																											|-Branch one:
% 56.31/22.87  																																											| (485) all_0_40_40 = e0
% 56.31/22.87  																																											|
% 56.31/22.87  																																												| From (485) and (234) follows:
% 56.31/22.87  																																												| (3072) op(e4, e0) = e0
% 56.31/22.87  																																												|
% 56.31/22.87  																																												+-Applying beta-rule and splitting (832), into two cases.
% 56.31/22.87  																																												|-Branch one:
% 56.31/22.87  																																												| (674) all_0_47_47 = e0
% 56.31/22.87  																																												|
% 56.31/22.87  																																													| Equations (674) can reduce 462 to:
% 56.31/22.87  																																													| (435)  ~ (e1 = e0)
% 56.31/22.87  																																													|
% 56.31/22.87  																																													| Simplifying 435 yields:
% 56.31/22.87  																																													| (233)  ~ (e1 = e0)
% 56.31/22.87  																																													|
% 56.31/22.87  																																													+-Applying beta-rule and splitting (56), into two cases.
% 56.31/22.87  																																													|-Branch one:
% 56.31/22.87  																																													| (696) unit = e2
% 56.31/22.87  																																													|
% 56.31/22.87  																																														| From (696) and (211) follows:
% 56.31/22.87  																																														| (1612) op(e2, e1) = e1
% 56.31/22.87  																																														|
% 56.31/22.87  																																														| From (696) and (42) follows:
% 56.31/22.87  																																														| (1613) op(e0, e2) = e0
% 56.31/22.87  																																														|
% 56.31/22.87  																																														| Instantiating formula (29) with e2, e1, e1, e2 and discharging atoms op(e2, e1) = e2, op(e2, e1) = e1, yields:
% 56.31/22.87  																																														| (617) e2 = e1
% 56.31/22.87  																																														|
% 56.31/22.87  																																														| Instantiating formula (29) with e0, e2, e0, e2 and discharging atoms op(e0, e2) = e2, op(e0, e2) = e0, yields:
% 56.31/22.87  																																														| (330) e2 = e0
% 56.31/22.87  																																														|
% 56.31/22.87  																																														| Combining equations (330,617) yields a new equation:
% 56.31/22.87  																																														| (431) e1 = e0
% 56.31/22.87  																																														|
% 56.31/22.87  																																														| Equations (431) can reduce 233 to:
% 56.31/22.87  																																														| (266) $false
% 56.31/22.87  																																														|
% 56.31/22.87  																																														|-The branch is then unsatisfiable
% 56.31/22.87  																																													|-Branch two:
% 56.31/22.87  																																													| (707)  ~ (unit = e2)
% 56.31/22.87  																																													| (708) unit = e4 | unit = e3 | unit = e1 | unit = e0
% 56.31/22.87  																																													|
% 56.31/22.87  																																														+-Applying beta-rule and splitting (708), into two cases.
% 56.31/22.87  																																														|-Branch one:
% 56.31/22.87  																																														| (709) unit = e4
% 56.31/22.87  																																														|
% 56.31/22.87  																																															| From (709) and (227) follows:
% 56.31/22.88  																																															| (710) op(e4, e4) = e4
% 56.31/22.88  																																															|
% 56.31/22.88  																																															| From (709) and (40) follows:
% 56.31/22.88  																																															| (711) op(e3, e4) = e3
% 56.31/22.88  																																															|
% 56.31/22.88  																																															| From (709) and (32) follows:
% 56.31/22.88  																																															| (712) op(e2, e4) = e2
% 56.31/22.88  																																															|
% 56.31/22.88  																																															| From (709) and (42) follows:
% 56.31/22.88  																																															| (713) op(e0, e4) = e0
% 56.31/22.88  																																															|
% 56.31/22.88  																																															| Instantiating formula (29) with e4, e4, e4, e1 and discharging atoms op(e4, e4) = e4, op(e4, e4) = e1, yields:
% 56.31/22.88  																																															| (630) e4 = e1
% 56.31/22.88  																																															|
% 56.31/22.88  																																															| Instantiating formula (29) with e3, e4, e3, e2 and discharging atoms op(e3, e4) = e3, op(e3, e4) = e2, yields:
% 56.31/22.88  																																															| (662) e3 = e2
% 56.31/22.88  																																															|
% 56.31/22.88  																																															| Instantiating formula (29) with e2, e4, e2, e4 and discharging atoms op(e2, e4) = e4, op(e2, e4) = e2, yields:
% 56.31/22.88  																																															| (323) e4 = e2
% 56.31/22.88  																																															|
% 56.31/22.88  																																															| Instantiating formula (29) with e0, e4, e0, e3 and discharging atoms op(e0, e4) = e3, op(e0, e4) = e0, yields:
% 56.31/22.88  																																															| (676) e3 = e0
% 56.31/22.88  																																															|
% 56.31/22.88  																																															| Combining equations (323,630) yields a new equation:
% 56.31/22.88  																																															| (616) e2 = e1
% 56.31/22.88  																																															|
% 56.31/22.88  																																															| Simplifying 616 yields:
% 56.31/22.88  																																															| (617) e2 = e1
% 56.31/22.88  																																															|
% 56.31/22.88  																																															| Combining equations (662,676) yields a new equation:
% 56.31/22.88  																																															| (391) e2 = e0
% 56.31/22.88  																																															|
% 56.31/22.88  																																															| Simplifying 391 yields:
% 56.31/22.88  																																															| (330) e2 = e0
% 56.31/22.88  																																															|
% 56.31/22.88  																																															| Combining equations (330,617) yields a new equation:
% 56.31/22.88  																																															| (431) e1 = e0
% 56.31/22.88  																																															|
% 56.31/22.88  																																															| Equations (431) can reduce 233 to:
% 56.31/22.88  																																															| (266) $false
% 56.31/22.88  																																															|
% 56.31/22.88  																																															|-The branch is then unsatisfiable
% 56.31/22.88  																																														|-Branch two:
% 56.31/22.88  																																														| (724)  ~ (unit = e4)
% 56.31/22.88  																																														| (725) unit = e3 | unit = e1 | unit = e0
% 56.31/22.88  																																														|
% 56.31/22.88  																																															+-Applying beta-rule and splitting (725), into two cases.
% 56.31/22.88  																																															|-Branch one:
% 56.31/22.88  																																															| (726) unit = e0
% 56.31/22.88  																																															|
% 56.31/22.88  																																																| From (726) and (24) follows:
% 56.31/22.88  																																																| (2208) op(e0, e3) = e3
% 56.31/22.88  																																																|
% 56.31/22.88  																																																| From (726) and (227) follows:
% 56.31/22.88  																																																| (3205) op(e4, e0) = e4
% 56.31/22.88  																																																|
% 56.31/22.88  																																																| From (726) and (32) follows:
% 56.31/22.88  																																																| (727) op(e2, e0) = e2
% 56.31/22.88  																																																|
% 56.31/22.88  																																																| From (726) and (28) follows:
% 56.31/22.88  																																																| (2698) op(e1, e0) = e1
% 56.31/22.88  																																																|
% 56.31/22.88  																																																| Instantiating formula (29) with e4, e0, e4, e0 and discharging atoms op(e4, e0) = e4, op(e4, e0) = e0, yields:
% 56.31/22.88  																																																| (397) e4 = e0
% 56.31/22.88  																																																|
% 56.31/22.88  																																																| Instantiating formula (29) with e2, e0, e2, e3 and discharging atoms op(e2, e0) = e3, op(e2, e0) = e2, yields:
% 56.31/22.88  																																																| (662) e3 = e2
% 56.31/22.88  																																																|
% 56.31/22.88  																																																| Instantiating formula (29) with e1, e0, e1, e2 and discharging atoms op(e1, e0) = e2, op(e1, e0) = e1, yields:
% 56.31/22.88  																																																| (617) e2 = e1
% 56.31/22.88  																																																|
% 56.31/22.88  																																																| Instantiating formula (29) with e0, e3, e3, e4 and discharging atoms op(e0, e3) = e4, op(e0, e3) = e3, yields:
% 56.31/22.88  																																																| (425) e4 = e3
% 56.31/22.88  																																																|
% 56.31/22.88  																																																| Combining equations (397,425) yields a new equation:
% 56.31/22.88  																																																| (676) e3 = e0
% 56.31/22.88  																																																|
% 56.31/22.88  																																																| Combining equations (676,662) yields a new equation:
% 56.31/22.88  																																																| (330) e2 = e0
% 56.31/22.88  																																																|
% 56.31/22.88  																																																| Combining equations (330,617) yields a new equation:
% 56.31/22.88  																																																| (431) e1 = e0
% 56.31/22.88  																																																|
% 56.31/22.88  																																																| Equations (431) can reduce 233 to:
% 56.31/22.88  																																																| (266) $false
% 56.31/22.88  																																																|
% 56.31/22.88  																																																|-The branch is then unsatisfiable
% 56.31/22.88  																																															|-Branch two:
% 56.31/22.88  																																															| (734)  ~ (unit = e0)
% 56.31/22.88  																																															| (735) unit = e3 | unit = e1
% 56.31/22.88  																																															|
% 56.31/22.88  																																																+-Applying beta-rule and splitting (735), into two cases.
% 56.31/22.88  																																																|-Branch one:
% 56.31/22.88  																																																| (736) unit = e1
% 56.31/22.88  																																																|
% 56.31/22.88  																																																	| Equations (736) can reduce 734 to:
% 56.31/22.88  																																																	| (233)  ~ (e1 = e0)
% 56.31/22.88  																																																	|
% 56.31/22.88  																																																	| From (736) and (15) follows:
% 56.31/22.88  																																																	| (515) op(e1, e2) = e2
% 56.31/22.88  																																																	|
% 56.31/22.88  																																																	| From (736) and (209) follows:
% 56.31/22.88  																																																	| (2715) op(e1, e0) = e0
% 56.31/22.88  																																																	|
% 56.31/22.88  																																																	| Instantiating formula (29) with e1, e2, e2, e1 and discharging atoms op(e1, e2) = e2, op(e1, e2) = e1, yields:
% 56.31/22.88  																																																	| (617) e2 = e1
% 56.31/22.88  																																																	|
% 56.31/22.88  																																																	| Instantiating formula (29) with e1, e0, e0, e2 and discharging atoms op(e1, e0) = e2, op(e1, e0) = e0, yields:
% 56.31/22.88  																																																	| (330) e2 = e0
% 56.31/22.88  																																																	|
% 56.31/22.88  																																																	| Combining equations (330,617) yields a new equation:
% 56.31/22.88  																																																	| (431) e1 = e0
% 56.31/22.88  																																																	|
% 56.31/22.88  																																																	| Equations (431) can reduce 233 to:
% 56.31/22.88  																																																	| (266) $false
% 56.31/22.88  																																																	|
% 56.31/22.88  																																																	|-The branch is then unsatisfiable
% 56.31/22.88  																																																|-Branch two:
% 56.31/22.88  																																																| (748)  ~ (unit = e1)
% 56.31/22.88  																																																| (749) unit = e3
% 56.31/22.88  																																																|
% 56.31/22.88  																																																	| From (749) and (244) follows:
% 56.31/22.88  																																																	| (750) op(e3, e4) = e4
% 56.31/22.88  																																																	|
% 56.31/22.88  																																																	| From (749) and (15) follows:
% 56.31/22.88  																																																	| (751) op(e3, e2) = e2
% 56.31/22.88  																																																	|
% 56.31/22.88  																																																	| From (749) and (28) follows:
% 56.31/22.88  																																																	| (2235) op(e1, e3) = e1
% 56.31/22.88  																																																	|
% 56.31/22.88  																																																	| From (749) and (42) follows:
% 56.31/22.88  																																																	| (752) op(e0, e3) = e0
% 56.31/22.88  																																																	|
% 56.31/22.88  																																																	| Instantiating formula (29) with e3, e4, e4, e2 and discharging atoms op(e3, e4) = e4, op(e3, e4) = e2, yields:
% 56.31/22.88  																																																	| (323) e4 = e2
% 56.31/22.88  																																																	|
% 56.31/22.88  																																																	| Instantiating formula (29) with e3, e2, e2, e3 and discharging atoms op(e3, e2) = e3, op(e3, e2) = e2, yields:
% 56.31/22.88  																																																	| (662) e3 = e2
% 56.31/22.88  																																																	|
% 56.31/22.88  																																																	| Instantiating formula (29) with e1, e3, e1, e3 and discharging atoms op(e1, e3) = e3, op(e1, e3) = e1, yields:
% 56.31/22.88  																																																	| (455) e3 = e1
% 56.31/22.88  																																																	|
% 56.31/22.88  																																																	| Instantiating formula (29) with e0, e3, e0, e4 and discharging atoms op(e0, e3) = e4, op(e0, e3) = e0, yields:
% 56.31/22.88  																																																	| (397) e4 = e0
% 56.31/22.88  																																																	|
% 56.31/22.88  																																																	| Combining equations (397,323) yields a new equation:
% 56.31/22.88  																																																	| (330) e2 = e0
% 56.31/22.88  																																																	|
% 56.31/22.88  																																																	| Combining equations (662,455) yields a new equation:
% 56.31/22.88  																																																	| (616) e2 = e1
% 56.31/22.88  																																																	|
% 56.31/22.88  																																																	| Simplifying 616 yields:
% 56.31/22.88  																																																	| (617) e2 = e1
% 56.31/22.88  																																																	|
% 56.31/22.88  																																																	| Combining equations (330,617) yields a new equation:
% 56.31/22.88  																																																	| (431) e1 = e0
% 56.31/22.88  																																																	|
% 56.31/22.88  																																																	| Equations (431) can reduce 233 to:
% 56.31/22.88  																																																	| (266) $false
% 56.31/22.88  																																																	|
% 56.31/22.88  																																																	|-The branch is then unsatisfiable
% 56.31/22.88  																																												|-Branch two:
% 56.31/22.88  																																												| (678)  ~ (all_0_47_47 = e0)
% 56.31/22.88  																																												| (1278) all_0_48_48 = e0 | all_0_49_49 = e0
% 56.31/22.88  																																												|
% 56.31/22.88  																																													+-Applying beta-rule and splitting (1793), into two cases.
% 56.31/22.88  																																													|-Branch one:
% 56.31/22.88  																																													| (674) all_0_47_47 = e0
% 56.31/22.88  																																													|
% 56.31/22.88  																																														| Equations (674) can reduce 678 to:
% 56.31/22.88  																																														| (266) $false
% 56.31/22.88  																																														|
% 56.31/22.88  																																														|-The branch is then unsatisfiable
% 56.31/22.88  																																													|-Branch two:
% 56.31/22.88  																																													| (678)  ~ (all_0_47_47 = e0)
% 56.31/22.88  																																													| (1831) all_0_47_47 = e3 | all_0_47_47 = e1
% 56.31/22.88  																																													|
% 56.31/22.88  																																														+-Applying beta-rule and splitting (1831), into two cases.
% 56.31/22.88  																																														|-Branch one:
% 56.31/22.88  																																														| (654) all_0_47_47 = e1
% 56.31/22.88  																																														|
% 56.31/22.88  																																															| Equations (654) can reduce 462 to:
% 56.31/22.88  																																															| (266) $false
% 56.31/22.88  																																															|
% 56.31/22.88  																																															|-The branch is then unsatisfiable
% 56.31/22.88  																																														|-Branch two:
% 56.31/22.88  																																														| (462)  ~ (all_0_47_47 = e1)
% 56.31/22.88  																																														| (522) all_0_47_47 = e3
% 56.31/22.88  																																														|
% 56.31/22.88  																																															| Equations (522) can reduce 1091 to:
% 56.31/22.88  																																															| (266) $false
% 56.31/22.88  																																															|
% 56.31/22.88  																																															|-The branch is then unsatisfiable
% 56.31/22.88  																																											|-Branch two:
% 56.31/22.88  																																											| (1401)  ~ (all_0_40_40 = e0)
% 56.31/22.88  																																											| (1748) all_0_44_44 = e0 | all_0_49_49 = e0 | all_0_58_58 = e0
% 56.31/22.88  																																											|
% 56.31/22.88  																																												+-Applying beta-rule and splitting (316), into two cases.
% 56.31/22.88  																																												|-Branch one:
% 56.31/22.88  																																												| (1378) all_0_40_40 = e4
% 56.31/22.88  																																												|
% 56.31/22.88  																																													| Equations (1378) can reduce 447 to:
% 56.31/22.88  																																													| (266) $false
% 56.31/22.88  																																													|
% 56.31/22.88  																																													|-The branch is then unsatisfiable
% 56.31/22.88  																																												|-Branch two:
% 56.31/22.88  																																												| (447)  ~ (all_0_40_40 = e4)
% 56.31/22.88  																																												| (485) all_0_40_40 = e0
% 56.31/22.88  																																												|
% 56.31/22.88  																																													| Equations (485) can reduce 1401 to:
% 56.31/22.88  																																													| (266) $false
% 56.31/22.88  																																													|
% 56.31/22.88  																																													|-The branch is then unsatisfiable
% 56.31/22.88  																																										|-Branch two:
% 56.31/22.88  																																										| (1390)  ~ (all_0_44_44 = e4)
% 56.31/22.88  																																										| (1391) all_0_44_44 = e3 | all_0_44_44 = e1 | all_0_44_44 = e0
% 56.31/22.88  																																										|
% 56.31/22.88  																																											+-Applying beta-rule and splitting (316), into two cases.
% 56.31/22.88  																																											|-Branch one:
% 56.31/22.88  																																											| (1378) all_0_40_40 = e4
% 56.31/22.88  																																											|
% 56.31/22.88  																																												| Equations (1378) can reduce 447 to:
% 56.31/22.88  																																												| (266) $false
% 56.31/22.88  																																												|
% 56.31/22.88  																																												|-The branch is then unsatisfiable
% 56.31/22.88  																																											|-Branch two:
% 56.31/22.88  																																											| (447)  ~ (all_0_40_40 = e4)
% 56.31/22.88  																																											| (485) all_0_40_40 = e0
% 56.31/22.88  																																											|
% 56.31/22.88  																																												| Equations (485) can reduce 447 to:
% 56.31/22.88  																																												| (401)  ~ (e4 = e0)
% 56.31/22.88  																																												|
% 56.31/22.88  																																												| Simplifying 401 yields:
% 56.31/22.88  																																												| (49)  ~ (e4 = e0)
% 56.31/22.88  																																												|
% 56.31/22.88  																																												+-Applying beta-rule and splitting (150), into two cases.
% 56.31/22.88  																																												|-Branch one:
% 56.31/22.88  																																												| (1378) all_0_40_40 = e4
% 56.31/22.88  																																												|
% 56.31/22.88  																																													| Combining equations (485,1378) yields a new equation:
% 56.31/22.88  																																													| (397) e4 = e0
% 56.31/22.88  																																													|
% 56.31/22.88  																																													| Equations (397) can reduce 49 to:
% 56.31/22.88  																																													| (266) $false
% 56.31/22.88  																																													|
% 56.31/22.88  																																													|-The branch is then unsatisfiable
% 56.31/22.88  																																												|-Branch two:
% 56.31/22.88  																																												| (447)  ~ (all_0_40_40 = e4)
% 56.31/22.88  																																												| (2271) all_0_44_44 = e4 | all_0_49_49 = e4 | all_0_53_53 = e4 | all_0_58_58 = e4
% 56.31/22.88  																																												|
% 56.31/22.88  																																													+-Applying beta-rule and splitting (2271), into two cases.
% 56.31/22.88  																																													|-Branch one:
% 56.31/22.88  																																													| (446) all_0_44_44 = e4
% 56.31/22.88  																																													|
% 56.31/22.88  																																														| Equations (446) can reduce 1390 to:
% 56.31/22.88  																																														| (266) $false
% 56.31/22.88  																																														|
% 56.31/22.88  																																														|-The branch is then unsatisfiable
% 56.31/22.88  																																													|-Branch two:
% 56.31/22.88  																																													| (1390)  ~ (all_0_44_44 = e4)
% 56.31/22.88  																																													| (7998) all_0_49_49 = e4 | all_0_53_53 = e4 | all_0_58_58 = e4
% 56.31/22.88  																																													|
% 56.31/22.88  																																														+-Applying beta-rule and splitting (7998), into two cases.
% 56.31/22.88  																																														|-Branch one:
% 56.31/22.88  																																														| (974) all_0_49_49 = e4
% 56.31/22.88  																																														|
% 56.31/22.88  																																															| Combining equations (884,974) yields a new equation:
% 56.31/22.88  																																															| (425) e4 = e3
% 56.31/22.88  																																															|
% 56.31/22.88  																																															| Equations (425) can reduce 188 to:
% 56.31/22.88  																																															| (266) $false
% 56.31/22.88  																																															|
% 56.31/22.88  																																															|-The branch is then unsatisfiable
% 56.31/22.88  																																														|-Branch two:
% 56.31/22.88  																																														| (256)  ~ (all_0_49_49 = e4)
% 56.31/22.88  																																														| (8013) all_0_53_53 = e4 | all_0_58_58 = e4
% 56.31/22.88  																																														|
% 56.31/22.88  																																															+-Applying beta-rule and splitting (8013), into two cases.
% 56.31/22.88  																																															|-Branch one:
% 56.31/22.88  																																															| (1298) all_0_53_53 = e4
% 56.31/22.88  																																															|
% 56.31/22.88  																																																| Combining equations (607,1298) yields a new equation:
% 56.31/22.88  																																																| (323) e4 = e2
% 56.31/22.88  																																																|
% 56.31/22.88  																																																| Equations (323) can reduce 48 to:
% 56.31/22.88  																																																| (266) $false
% 56.31/22.88  																																																|
% 56.31/22.88  																																																|-The branch is then unsatisfiable
% 56.31/22.88  																																															|-Branch two:
% 56.31/22.88  																																															| (1453)  ~ (all_0_53_53 = e4)
% 56.31/22.88  																																															| (910) all_0_58_58 = e4
% 56.31/22.88  																																															|
% 56.31/22.88  																																																| Combining equations (910,918) yields a new equation:
% 56.31/22.88  																																																| (636) e4 = e1
% 56.31/22.88  																																																|
% 56.31/22.88  																																																| Simplifying 636 yields:
% 56.31/22.88  																																																| (630) e4 = e1
% 56.31/22.88  																																																|
% 56.31/22.88  																																																| Equations (630) can reduce 110 to:
% 56.31/22.88  																																																| (266) $false
% 56.31/22.88  																																																|
% 56.31/22.88  																																																|-The branch is then unsatisfiable
% 56.31/22.88  																																									|-Branch two:
% 56.31/22.88  																																									| (1377)  ~ (all_0_39_39 = e4)
% 56.31/22.88  																																									| (2115) all_0_42_42 = e4 | all_0_47_47 = e4 | all_0_51_51 = e4 | all_0_56_56 = e4
% 56.31/22.88  																																									|
% 56.31/22.88  																																										+-Applying beta-rule and splitting (64), into two cases.
% 56.31/22.88  																																										|-Branch one:
% 56.31/22.88  																																										| (437) all_0_41_41 = e4
% 56.31/22.88  																																										|
% 56.31/22.88  																																											| Combining equations (437,794) yields a new equation:
% 56.31/22.88  																																											| (481) e4 = e0
% 56.31/22.88  																																											|
% 56.31/22.88  																																											| Simplifying 481 yields:
% 56.31/22.88  																																											| (397) e4 = e0
% 56.31/22.88  																																											|
% 56.31/22.88  																																											| Equations (397) can reduce 49 to:
% 56.31/22.88  																																											| (266) $false
% 56.31/22.88  																																											|
% 56.31/22.88  																																											|-The branch is then unsatisfiable
% 56.31/22.88  																																										|-Branch two:
% 56.31/22.88  																																										| (440)  ~ (all_0_41_41 = e4)
% 56.31/22.88  																																										| (441) all_0_42_42 = e4 | all_0_43_43 = e4 | all_0_44_44 = e4
% 56.31/22.88  																																										|
% 56.31/22.88  																																											+-Applying beta-rule and splitting (326), into two cases.
% 56.31/22.88  																																											|-Branch one:
% 56.31/22.88  																																											| (471) all_0_39_39 = e4
% 56.31/22.88  																																											|
% 56.31/22.88  																																												| Equations (471) can reduce 1377 to:
% 56.31/22.88  																																												| (266) $false
% 56.31/22.88  																																												|
% 56.31/22.88  																																												|-The branch is then unsatisfiable
% 56.31/22.88  																																											|-Branch two:
% 56.31/22.88  																																											| (1377)  ~ (all_0_39_39 = e4)
% 56.31/22.88  																																											| (1378) all_0_40_40 = e4
% 56.31/22.88  																																											|
% 56.31/22.88  																																												| Equations (1378) can reduce 143 to:
% 56.31/22.88  																																												| (1903)  ~ (all_0_44_44 = e4)
% 56.31/22.88  																																												|
% 56.31/22.88  																																												| Simplifying 1903 yields:
% 56.31/22.88  																																												| (1390)  ~ (all_0_44_44 = e4)
% 56.31/22.88  																																												|
% 56.31/22.88  																																												| Equations (1378) can reduce 2 to:
% 56.31/22.88  																																												| (188)  ~ (e4 = e3)
% 56.31/22.88  																																												|
% 56.31/22.88  																																												| Equations (1378) can reduce 132 to:
% 56.31/22.88  																																												| (110)  ~ (e4 = e1)
% 56.31/22.88  																																												|
% 56.31/22.88  																																												+-Applying beta-rule and splitting (441), into two cases.
% 56.31/22.88  																																												|-Branch one:
% 56.31/22.88  																																												| (1392) all_0_42_42 = e4
% 56.31/22.88  																																												|
% 56.31/22.88  																																													| Combining equations (1392,516) yields a new equation:
% 56.31/22.88  																																													| (424) e4 = e3
% 56.31/22.88  																																													|
% 56.31/22.88  																																													| Simplifying 424 yields:
% 56.31/22.88  																																													| (425) e4 = e3
% 56.31/22.88  																																													|
% 56.31/22.88  																																													| Equations (425) can reduce 188 to:
% 56.31/22.88  																																													| (266) $false
% 56.31/22.88  																																													|
% 56.31/22.88  																																													|-The branch is then unsatisfiable
% 56.31/22.88  																																												|-Branch two:
% 56.31/22.88  																																												| (1890)  ~ (all_0_42_42 = e4)
% 56.31/22.88  																																												| (1891) all_0_43_43 = e4 | all_0_44_44 = e4
% 56.31/22.88  																																												|
% 56.31/22.88  																																													+-Applying beta-rule and splitting (1891), into two cases.
% 56.31/22.88  																																													|-Branch one:
% 56.31/22.88  																																													| (396) all_0_43_43 = e4
% 56.31/22.88  																																													|
% 56.31/22.88  																																														| Combining equations (430,396) yields a new equation:
% 56.31/22.88  																																														| (630) e4 = e1
% 56.31/22.88  																																														|
% 56.31/22.88  																																														| Equations (630) can reduce 110 to:
% 56.31/22.88  																																														| (266) $false
% 56.31/22.88  																																														|
% 56.31/22.88  																																														|-The branch is then unsatisfiable
% 56.31/22.88  																																													|-Branch two:
% 56.31/22.88  																																													| (399)  ~ (all_0_43_43 = e4)
% 56.31/22.88  																																													| (446) all_0_44_44 = e4
% 56.31/22.88  																																													|
% 56.31/22.88  																																														| Equations (446) can reduce 1390 to:
% 56.31/22.88  																																														| (266) $false
% 56.31/22.88  																																														|
% 56.31/22.88  																																														|-The branch is then unsatisfiable
% 56.31/22.88  																																								|-Branch two:
% 56.31/22.88  																																								| (763)  ~ (all_0_55_55 = e4)
% 56.31/22.88  																																								| (2055) all_0_55_55 = e3 | all_0_55_55 = e1 | all_0_55_55 = e0
% 56.31/22.88  																																								|
% 56.31/22.88  																																									+-Applying beta-rule and splitting (2055), into two cases.
% 56.31/22.88  																																									|-Branch one:
% 56.31/22.88  																																									| (858) all_0_55_55 = e0
% 56.31/22.88  																																									|
% 56.31/22.88  																																										| Equations (858) can reduce 803 to:
% 56.31/22.88  																																										| (266) $false
% 56.31/22.88  																																										|
% 56.31/22.88  																																										|-The branch is then unsatisfiable
% 56.31/22.88  																																									|-Branch two:
% 56.31/22.88  																																									| (803)  ~ (all_0_55_55 = e0)
% 56.31/22.88  																																									| (2315) all_0_55_55 = e3 | all_0_55_55 = e1
% 56.31/22.88  																																									|
% 56.31/22.88  																																										+-Applying beta-rule and splitting (2315), into two cases.
% 56.31/22.88  																																										|-Branch one:
% 56.31/22.88  																																										| (629) all_0_55_55 = e1
% 56.31/22.88  																																										|
% 56.31/22.88  																																											| Equations (629) can reduce 632 to:
% 56.31/22.88  																																											| (266) $false
% 56.31/22.88  																																											|
% 56.31/22.88  																																											|-The branch is then unsatisfiable
% 56.31/22.88  																																										|-Branch two:
% 56.31/22.88  																																										| (632)  ~ (all_0_55_55 = e1)
% 56.31/22.88  																																										| (2336) all_0_55_55 = e3
% 56.31/22.88  																																										|
% 56.31/22.88  																																											| Equations (2336) can reduce 270 to:
% 56.31/22.88  																																											| (266) $false
% 56.31/22.88  																																											|
% 56.31/22.88  																																											|-The branch is then unsatisfiable
% 56.31/22.89  																																				|-Branch two:
% 56.31/22.89  																																				| (357)  ~ (all_0_41_41 = e0)
% 56.31/22.89  																																				| (895) all_0_46_46 = e0 | all_0_55_55 = e0
% 56.31/22.89  																																				|
% 56.31/22.89  																																					+-Applying beta-rule and splitting (895), into two cases.
% 56.31/22.89  																																					|-Branch one:
% 56.31/22.89  																																					| (538) all_0_46_46 = e0
% 56.31/22.89  																																					|
% 56.31/22.89  																																						| Combining equations (538,545) yields a new equation:
% 56.31/22.89  																																						| (431) e1 = e0
% 56.31/22.89  																																						|
% 56.31/22.89  																																						| Equations (431) can reduce 233 to:
% 56.31/22.89  																																						| (266) $false
% 56.31/22.89  																																						|
% 56.31/22.89  																																						|-The branch is then unsatisfiable
% 56.31/22.89  																																					|-Branch two:
% 56.31/22.89  																																					| (831)  ~ (all_0_46_46 = e0)
% 56.31/22.89  																																					| (858) all_0_55_55 = e0
% 56.31/22.89  																																					|
% 56.31/22.89  																																						| Equations (858) can reduce 803 to:
% 56.31/22.89  																																						| (266) $false
% 56.31/22.89  																																						|
% 56.31/22.89  																																						|-The branch is then unsatisfiable
% 56.31/22.89  																															|-Branch two:
% 56.31/22.89  																															| (549)  ~ (all_0_46_46 = e1)
% 56.31/22.89  																															| (550) all_0_47_47 = e1 | all_0_48_48 = e1 | all_0_49_49 = e1
% 56.31/22.89  																															|
% 56.31/22.89  																																+-Applying beta-rule and splitting (640), into two cases.
% 56.31/22.89  																																|-Branch one:
% 56.31/22.89  																																| (671) all_0_49_49 = e1
% 56.31/22.89  																																|
% 56.31/22.89  																																	| Combining equations (884,671) yields a new equation:
% 56.31/22.89  																																	| (454) e3 = e1
% 56.31/22.89  																																	|
% 56.31/22.89  																																	| Simplifying 454 yields:
% 56.31/22.89  																																	| (455) e3 = e1
% 56.31/22.89  																																	|
% 56.31/22.89  																																	| Equations (455) can reduce 213 to:
% 56.31/22.89  																																	| (266) $false
% 56.31/22.89  																																	|
% 56.31/22.89  																																	|-The branch is then unsatisfiable
% 56.31/22.89  																																|-Branch two:
% 56.31/22.89  																																| (1064)  ~ (all_0_49_49 = e1)
% 56.31/22.89  																																| (2141) all_0_53_53 = e1 | all_0_58_58 = e1
% 56.31/22.89  																																|
% 56.31/22.89  																																	+-Applying beta-rule and splitting (2141), into two cases.
% 56.31/22.89  																																	|-Branch one:
% 56.31/22.89  																																	| (1208) all_0_53_53 = e1
% 56.31/22.89  																																	|
% 56.31/22.89  																																		| Combining equations (607,1208) yields a new equation:
% 56.31/22.89  																																		| (616) e2 = e1
% 56.31/22.89  																																		|
% 56.31/22.89  																																		| Simplifying 616 yields:
% 56.31/22.89  																																		| (617) e2 = e1
% 56.31/22.89  																																		|
% 56.31/22.89  																																		| Equations (617) can reduce 122 to:
% 56.31/22.89  																																		| (266) $false
% 56.31/22.89  																																		|
% 56.31/22.89  																																		|-The branch is then unsatisfiable
% 56.31/22.89  																																	|-Branch two:
% 56.31/22.89  																																	| (1459)  ~ (all_0_53_53 = e1)
% 56.31/22.89  																																	| (918) all_0_58_58 = e1
% 56.31/22.89  																																	|
% 56.31/22.89  																																		| Equations (918) can reduce 3 to:
% 56.31/22.89  																																		| (632)  ~ (all_0_55_55 = e1)
% 56.31/22.89  																																		|
% 56.31/22.89  																																		| Equations (918) can reduce 276 to:
% 56.31/22.89  																																		| (467)  ~ (e3 = e1)
% 56.31/22.89  																																		|
% 56.31/22.89  																																		| Simplifying 467 yields:
% 56.31/22.89  																																		| (213)  ~ (e3 = e1)
% 56.31/22.89  																																		|
% 56.31/22.89  																																		+-Applying beta-rule and splitting (18), into two cases.
% 56.31/22.89  																																		|-Branch one:
% 56.31/22.89  																																		| (453) all_0_41_41 = e1
% 56.31/22.89  																																		|
% 56.31/22.89  																																			| Equations (453) can reduce 457 to:
% 56.31/22.89  																																			| (266) $false
% 56.31/22.89  																																			|
% 56.31/22.89  																																			|-The branch is then unsatisfiable
% 56.31/22.89  																																		|-Branch two:
% 56.31/22.89  																																		| (457)  ~ (all_0_41_41 = e1)
% 56.31/22.89  																																		| (595) all_0_46_46 = e1 | all_0_50_50 = e1 | all_0_55_55 = e1
% 56.31/22.89  																																		|
% 56.31/22.89  																																			+-Applying beta-rule and splitting (595), into two cases.
% 56.31/22.89  																																			|-Branch one:
% 56.31/22.89  																																			| (545) all_0_46_46 = e1
% 56.31/22.89  																																			|
% 56.31/22.89  																																				| Equations (545) can reduce 549 to:
% 56.31/22.89  																																				| (266) $false
% 56.31/22.89  																																				|
% 56.31/22.89  																																				|-The branch is then unsatisfiable
% 56.31/22.89  																																			|-Branch two:
% 56.31/22.89  																																			| (549)  ~ (all_0_46_46 = e1)
% 56.31/22.89  																																			| (600) all_0_50_50 = e1 | all_0_55_55 = e1
% 56.31/22.89  																																			|
% 56.31/22.89  																																				+-Applying beta-rule and splitting (600), into two cases.
% 56.31/22.89  																																				|-Branch one:
% 56.31/22.89  																																				| (601) all_0_50_50 = e1
% 56.31/22.89  																																				|
% 56.31/22.89  																																					| Combining equations (415,601) yields a new equation:
% 56.31/22.89  																																					| (454) e3 = e1
% 56.31/22.89  																																					|
% 56.31/22.89  																																					| Simplifying 454 yields:
% 56.31/22.89  																																					| (455) e3 = e1
% 56.31/22.89  																																					|
% 56.31/22.89  																																					| Equations (455) can reduce 213 to:
% 56.31/22.89  																																					| (266) $false
% 56.31/22.89  																																					|
% 56.31/22.89  																																					|-The branch is then unsatisfiable
% 56.31/22.89  																																				|-Branch two:
% 56.31/22.89  																																				| (759)  ~ (all_0_50_50 = e1)
% 56.31/22.89  																																				| (629) all_0_55_55 = e1
% 56.31/22.89  																																				|
% 56.31/22.89  																																					| Equations (629) can reduce 632 to:
% 56.31/22.89  																																					| (266) $false
% 56.31/22.89  																																					|
% 56.31/22.89  																																					|-The branch is then unsatisfiable
% 56.31/22.89  																													|-Branch two:
% 56.31/22.89  																													| (405)  ~ (all_0_42_42 = e3)
% 56.31/22.89  																													| (521) all_0_47_47 = e3 | all_0_51_51 = e3 | all_0_56_56 = e3
% 56.31/22.89  																													|
% 56.31/22.89  																														+-Applying beta-rule and splitting (1899), into two cases.
% 56.31/22.89  																														|-Branch one:
% 56.31/22.89  																														| (516) all_0_42_42 = e3
% 56.31/22.89  																														|
% 56.31/22.89  																															| Equations (516) can reduce 405 to:
% 56.31/22.89  																															| (266) $false
% 56.31/22.89  																															|
% 56.31/22.89  																															|-The branch is then unsatisfiable
% 56.31/22.89  																														|-Branch two:
% 56.31/22.89  																														| (405)  ~ (all_0_42_42 = e3)
% 56.31/22.89  																														| (532) all_0_44_44 = e3
% 56.31/22.89  																														|
% 56.31/22.89  																															| Equations (532) can reduce 407 to:
% 56.31/22.89  																															| (266) $false
% 56.31/22.89  																															|
% 56.31/22.89  																															|-The branch is then unsatisfiable
% 56.31/22.89  																												|-Branch two:
% 56.31/22.89  																												| (525)  ~ (all_0_49_49 = e3)
% 56.31/22.89  																												| (887) all_0_53_53 = e3 | all_0_58_58 = e3
% 56.31/22.89  																												|
% 56.31/22.89  																													+-Applying beta-rule and splitting (1899), into two cases.
% 56.31/22.89  																													|-Branch one:
% 56.31/22.89  																													| (516) all_0_42_42 = e3
% 56.31/22.89  																													|
% 56.31/22.89  																														| Equations (516) can reduce 51 to:
% 56.31/22.89  																														| (212)  ~ (e3 = e2)
% 56.31/22.89  																														|
% 56.31/22.89  																														+-Applying beta-rule and splitting (887), into two cases.
% 56.31/22.89  																														|-Branch one:
% 56.31/22.89  																														| (665) all_0_53_53 = e3
% 56.31/22.89  																														|
% 56.31/22.89  																															| Combining equations (607,665) yields a new equation:
% 56.31/22.89  																															| (662) e3 = e2
% 56.31/22.89  																															|
% 56.31/22.89  																															| Equations (662) can reduce 212 to:
% 56.31/22.89  																															| (266) $false
% 56.31/22.89  																															|
% 56.31/22.89  																															|-The branch is then unsatisfiable
% 56.31/22.89  																														|-Branch two:
% 56.31/22.89  																														| (903)  ~ (all_0_53_53 = e3)
% 56.31/22.89  																														| (795) all_0_58_58 = e3
% 56.31/22.89  																														|
% 56.31/22.89  																															| Equations (795) can reduce 276 to:
% 56.31/22.89  																															| (266) $false
% 56.31/22.89  																															|
% 56.31/22.89  																															|-The branch is then unsatisfiable
% 56.31/22.89  																													|-Branch two:
% 56.31/22.89  																													| (405)  ~ (all_0_42_42 = e3)
% 56.31/22.89  																													| (532) all_0_44_44 = e3
% 56.31/22.89  																													|
% 56.31/22.89  																														| Equations (532) can reduce 407 to:
% 56.31/22.89  																														| (266) $false
% 56.31/22.89  																														|
% 56.31/22.89  																														|-The branch is then unsatisfiable
% 56.31/22.89  																										|-Branch two:
% 56.31/22.89  																										| (511)  ~ (all_0_56_56 = e2)
% 56.31/22.89  																										| (1709) all_0_57_57 = e2 | all_0_58_58 = e2
% 56.31/22.89  																										|
% 56.31/22.89  																											+-Applying beta-rule and splitting (1709), into two cases.
% 56.31/22.89  																											|-Branch one:
% 56.31/22.89  																											| (442) all_0_57_57 = e2
% 56.31/22.89  																											|
% 56.31/22.89  																												| Combining equations (875,442) yields a new equation:
% 56.31/22.89  																												| (330) e2 = e0
% 56.31/22.89  																												|
% 56.31/22.89  																												| Equations (330) can reduce 128 to:
% 56.31/22.89  																												| (266) $false
% 56.31/22.89  																												|
% 56.31/22.89  																												|-The branch is then unsatisfiable
% 56.31/22.89  																											|-Branch two:
% 56.31/22.89  																											| (344)  ~ (all_0_57_57 = e2)
% 56.31/22.89  																											| (624) all_0_58_58 = e2
% 56.31/22.89  																											|
% 56.31/22.89  																												| Equations (624) can reduce 908 to:
% 56.31/22.89  																												| (266) $false
% 56.31/22.89  																												|
% 56.31/22.89  																												|-The branch is then unsatisfiable
% 56.31/22.89  																									|-Branch two:
% 56.31/22.89  																									| (509)  ~ (all_0_53_53 = e2)
% 56.31/22.89  																									| (610) all_0_53_53 = e4 | all_0_53_53 = e3 | all_0_53_53 = e1
% 56.31/22.89  																									|
% 56.31/22.89  																										+-Applying beta-rule and splitting (377), into two cases.
% 56.31/22.89  																										|-Branch one:
% 56.31/22.89  																										| (583) all_0_49_49 = e2
% 56.31/22.89  																										|
% 56.31/22.89  																											| Equations (583) can reduce 340 to:
% 56.31/22.89  																											| (266) $false
% 56.31/22.89  																											|
% 56.31/22.89  																											|-The branch is then unsatisfiable
% 56.31/22.89  																										|-Branch two:
% 56.31/22.89  																										| (340)  ~ (all_0_49_49 = e2)
% 56.31/22.89  																										| (614) all_0_53_53 = e2 | all_0_58_58 = e2
% 56.31/22.89  																										|
% 56.31/22.89  																											+-Applying beta-rule and splitting (614), into two cases.
% 56.31/22.89  																											|-Branch one:
% 56.31/22.89  																											| (607) all_0_53_53 = e2
% 56.31/22.89  																											|
% 56.31/22.89  																												| Equations (607) can reduce 509 to:
% 56.31/22.89  																												| (266) $false
% 56.31/22.89  																												|
% 56.31/22.89  																												|-The branch is then unsatisfiable
% 56.31/22.89  																											|-Branch two:
% 56.31/22.89  																											| (509)  ~ (all_0_53_53 = e2)
% 56.31/22.89  																											| (624) all_0_58_58 = e2
% 56.31/22.89  																											|
% 56.31/22.89  																												| Equations (624) can reduce 44 to:
% 56.31/22.89  																												| (511)  ~ (all_0_56_56 = e2)
% 56.31/22.89  																												|
% 56.31/22.89  																												+-Applying beta-rule and splitting (112), into two cases.
% 56.31/22.89  																												|-Branch one:
% 56.31/22.89  																												| (635) all_0_44_44 = e1
% 56.31/22.89  																												|
% 56.31/22.89  																													| Equations (635) can reduce 639 to:
% 56.31/22.89  																													| (266) $false
% 56.31/22.89  																													|
% 56.31/22.89  																													|-The branch is then unsatisfiable
% 56.31/22.89  																												|-Branch two:
% 56.31/22.89  																												| (639)  ~ (all_0_44_44 = e1)
% 56.31/22.89  																												| (640) all_0_49_49 = e1 | all_0_53_53 = e1 | all_0_58_58 = e1
% 56.31/22.89  																												|
% 56.31/22.89  																													+-Applying beta-rule and splitting (385), into two cases.
% 56.31/22.89  																													|-Branch one:
% 56.31/22.89  																													| (1105) all_0_47_47 = e2
% 56.31/22.89  																													|
% 56.31/22.89  																														| Equations (1105) can reduce 338 to:
% 56.31/22.89  																														| (266) $false
% 56.31/22.89  																														|
% 56.31/22.89  																														|-The branch is then unsatisfiable
% 56.31/22.89  																													|-Branch two:
% 56.31/22.89  																													| (338)  ~ (all_0_47_47 = e2)
% 56.31/22.89  																													| (1108) all_0_51_51 = e2 | all_0_56_56 = e2
% 56.31/22.89  																													|
% 56.31/22.89  																														+-Applying beta-rule and splitting (133), into two cases.
% 56.31/22.89  																														|-Branch one:
% 56.31/22.89  																														| (833) all_0_56_56 = e2
% 56.31/22.89  																														|
% 56.31/22.89  																															| Equations (833) can reduce 511 to:
% 56.31/22.89  																															| (266) $false
% 56.31/22.89  																															|
% 56.31/22.89  																															|-The branch is then unsatisfiable
% 56.31/22.89  																														|-Branch two:
% 56.31/22.89  																														| (511)  ~ (all_0_56_56 = e2)
% 56.31/22.89  																														| (836) all_0_56_56 = e4 | all_0_56_56 = e3 | all_0_56_56 = e1 | all_0_56_56 = e0
% 56.31/22.89  																														|
% 56.31/22.89  																															+-Applying beta-rule and splitting (836), into two cases.
% 56.31/22.89  																															|-Branch one:
% 56.31/22.89  																															| (842) all_0_56_56 = e4
% 56.31/22.89  																															|
% 56.31/22.89  																																| Equations (842) can reduce 154 to:
% 56.31/22.89  																																| (1377)  ~ (all_0_39_39 = e4)
% 56.31/22.89  																																|
% 56.31/22.89  																																| Equations (842) can reduce 272 to:
% 56.31/22.89  																																| (188)  ~ (e4 = e3)
% 56.31/22.89  																																|
% 56.31/22.89  																																| Equations (842) can reduce 511 to:
% 56.31/22.89  																																| (48)  ~ (e4 = e2)
% 56.31/22.89  																																|
% 56.31/22.89  																																+-Applying beta-rule and splitting (640), into two cases.
% 56.31/22.89  																																|-Branch one:
% 56.31/22.89  																																| (671) all_0_49_49 = e1
% 56.31/22.89  																																|
% 56.31/22.89  																																	| Equations (671) can reduce 65 to:
% 56.31/22.89  																																	| (1458)  ~ (all_0_53_53 = e1)
% 56.31/22.89  																																	|
% 56.31/22.89  																																	| Simplifying 1458 yields:
% 56.31/22.89  																																	| (1459)  ~ (all_0_53_53 = e1)
% 56.31/22.89  																																	|
% 56.31/22.89  																																	+-Applying beta-rule and splitting (78), into two cases.
% 56.31/22.89  																																	|-Branch one:
% 56.31/22.89  																																	| (423) all_0_45_45 = e3
% 56.31/22.89  																																	|
% 56.31/22.89  																																		| Combining equations (248,423) yields a new equation:
% 56.31/22.89  																																		| (424) e4 = e3
% 56.31/22.89  																																		|
% 56.31/22.89  																																		| Simplifying 424 yields:
% 56.31/22.89  																																		| (425) e4 = e3
% 56.31/22.89  																																		|
% 56.31/22.89  																																		| Equations (425) can reduce 188 to:
% 56.31/22.89  																																		| (266) $false
% 56.31/22.89  																																		|
% 56.31/22.89  																																		|-The branch is then unsatisfiable
% 56.31/22.89  																																	|-Branch two:
% 56.31/22.89  																																	| (427)  ~ (all_0_45_45 = e3)
% 56.31/22.89  																																	| (428) all_0_46_46 = e3 | all_0_47_47 = e3 | all_0_49_49 = e3
% 56.31/22.89  																																	|
% 56.31/22.89  																																		+-Applying beta-rule and splitting (189), into two cases.
% 56.31/22.89  																																		|-Branch one:
% 56.31/22.89  																																		| (532) all_0_44_44 = e3
% 56.31/22.89  																																		|
% 56.31/22.89  																																			| Equations (532) can reduce 220 to:
% 56.31/22.89  																																			| (1114)  ~ (all_0_53_53 = e3)
% 56.31/22.89  																																			|
% 56.31/22.89  																																			| Simplifying 1114 yields:
% 56.31/22.89  																																			| (903)  ~ (all_0_53_53 = e3)
% 56.31/22.89  																																			|
% 56.31/22.89  																																			+-Applying beta-rule and splitting (75), into two cases.
% 56.31/22.89  																																			|-Branch one:
% 56.31/22.89  																																			| (485) all_0_40_40 = e0
% 56.31/22.89  																																			|
% 56.31/22.89  																																				| Equations (485) can reduce 176 to:
% 56.31/22.89  																																				| (484)  ~ (all_0_39_39 = e0)
% 56.31/22.89  																																				|
% 56.31/22.89  																																				+-Applying beta-rule and splitting (104), into two cases.
% 56.31/22.89  																																				|-Branch one:
% 56.31/22.89  																																				| (480) all_0_39_39 = e0
% 56.31/22.89  																																				|
% 56.31/22.89  																																					| Equations (480) can reduce 484 to:
% 56.31/22.89  																																					| (266) $false
% 56.31/22.89  																																					|
% 56.31/22.89  																																					|-The branch is then unsatisfiable
% 56.31/22.89  																																				|-Branch two:
% 56.31/22.89  																																				| (484)  ~ (all_0_39_39 = e0)
% 56.31/22.89  																																				| (558) all_0_42_42 = e0 | all_0_47_47 = e0 | all_0_56_56 = e0
% 56.31/22.89  																																				|
% 56.31/22.89  																																					+-Applying beta-rule and splitting (320), into two cases.
% 56.31/22.89  																																					|-Branch one:
% 56.31/22.89  																																					| (471) all_0_39_39 = e4
% 56.31/22.89  																																					|
% 56.31/22.89  																																						| Equations (471) can reduce 1377 to:
% 56.31/22.89  																																						| (266) $false
% 56.31/22.89  																																						|
% 56.31/22.89  																																						|-The branch is then unsatisfiable
% 56.31/22.89  																																					|-Branch two:
% 56.31/22.89  																																					| (1377)  ~ (all_0_39_39 = e4)
% 56.31/22.89  																																					| (480) all_0_39_39 = e0
% 56.31/22.89  																																					|
% 56.31/22.89  																																						| Equations (480) can reduce 484 to:
% 56.31/22.89  																																						| (266) $false
% 56.31/22.89  																																						|
% 56.31/22.89  																																						|-The branch is then unsatisfiable
% 56.31/22.89  																																			|-Branch two:
% 56.31/22.89  																																			| (1401)  ~ (all_0_40_40 = e0)
% 56.31/22.89  																																			| (1748) all_0_44_44 = e0 | all_0_49_49 = e0 | all_0_58_58 = e0
% 56.31/22.89  																																			|
% 56.31/22.89  																																				+-Applying beta-rule and splitting (150), into two cases.
% 56.31/22.89  																																				|-Branch one:
% 56.31/22.89  																																				| (1378) all_0_40_40 = e4
% 56.31/22.89  																																				|
% 56.31/22.89  																																					| Equations (1378) can reduce 162 to:
% 56.31/22.89  																																					| (1452)  ~ (all_0_53_53 = e4)
% 56.31/22.89  																																					|
% 56.31/22.89  																																					| Simplifying 1452 yields:
% 56.31/22.89  																																					| (1453)  ~ (all_0_53_53 = e4)
% 56.31/22.89  																																					|
% 56.31/22.89  																																					+-Applying beta-rule and splitting (610), into two cases.
% 56.31/22.89  																																					|-Branch one:
% 56.31/22.89  																																					| (1298) all_0_53_53 = e4
% 56.31/22.89  																																					|
% 56.31/22.89  																																						| Equations (1298) can reduce 1453 to:
% 56.31/22.89  																																						| (266) $false
% 56.31/22.89  																																						|
% 56.31/22.89  																																						|-The branch is then unsatisfiable
% 56.31/22.89  																																					|-Branch two:
% 56.31/22.89  																																					| (1453)  ~ (all_0_53_53 = e4)
% 56.31/22.89  																																					| (1694) all_0_53_53 = e3 | all_0_53_53 = e1
% 56.31/22.89  																																					|
% 56.31/22.89  																																						+-Applying beta-rule and splitting (1694), into two cases.
% 56.31/22.89  																																						|-Branch one:
% 56.31/22.89  																																						| (1208) all_0_53_53 = e1
% 56.31/22.89  																																						|
% 56.31/22.89  																																							| Equations (1208) can reduce 1459 to:
% 56.31/22.89  																																							| (266) $false
% 56.31/22.89  																																							|
% 56.31/22.89  																																							|-The branch is then unsatisfiable
% 56.31/22.89  																																						|-Branch two:
% 56.31/22.89  																																						| (1459)  ~ (all_0_53_53 = e1)
% 56.31/22.89  																																						| (665) all_0_53_53 = e3
% 56.31/22.89  																																						|
% 56.31/22.89  																																							| Equations (665) can reduce 903 to:
% 56.31/22.89  																																							| (266) $false
% 56.31/22.89  																																							|
% 56.31/22.89  																																							|-The branch is then unsatisfiable
% 56.31/22.89  																																				|-Branch two:
% 56.31/22.89  																																				| (447)  ~ (all_0_40_40 = e4)
% 56.31/22.89  																																				| (2271) all_0_44_44 = e4 | all_0_49_49 = e4 | all_0_53_53 = e4 | all_0_58_58 = e4
% 56.31/22.89  																																				|
% 56.31/22.89  																																					+-Applying beta-rule and splitting (316), into two cases.
% 56.31/22.89  																																					|-Branch one:
% 56.31/22.89  																																					| (1378) all_0_40_40 = e4
% 56.31/22.89  																																					|
% 56.31/22.89  																																						| Equations (1378) can reduce 447 to:
% 56.31/22.89  																																						| (266) $false
% 56.31/22.89  																																						|
% 56.31/22.89  																																						|-The branch is then unsatisfiable
% 56.31/22.89  																																					|-Branch two:
% 56.31/22.89  																																					| (447)  ~ (all_0_40_40 = e4)
% 56.31/22.89  																																					| (485) all_0_40_40 = e0
% 56.31/22.89  																																					|
% 56.31/22.89  																																						| Equations (485) can reduce 1401 to:
% 56.31/22.89  																																						| (266) $false
% 56.31/22.89  																																						|
% 56.31/22.89  																																						|-The branch is then unsatisfiable
% 56.31/22.89  																																		|-Branch two:
% 56.31/22.89  																																		| (407)  ~ (all_0_44_44 = e3)
% 56.31/22.89  																																		| (537) all_0_49_49 = e3 | all_0_53_53 = e3 | all_0_58_58 = e3
% 56.31/22.89  																																		|
% 56.31/22.89  																																			+-Applying beta-rule and splitting (428), into two cases.
% 56.31/22.89  																																			|-Branch one:
% 56.31/22.89  																																			| (1557) all_0_46_46 = e3
% 56.31/22.89  																																			|
% 56.31/22.89  																																				| Equations (1557) can reduce 409 to:
% 56.31/22.89  																																				| (266) $false
% 56.31/22.89  																																				|
% 56.31/22.89  																																				|-The branch is then unsatisfiable
% 56.31/22.89  																																			|-Branch two:
% 56.31/22.89  																																			| (409)  ~ (all_0_46_46 = e3)
% 56.31/22.89  																																			| (1561) all_0_47_47 = e3 | all_0_49_49 = e3
% 56.31/22.89  																																			|
% 56.31/22.89  																																				+-Applying beta-rule and splitting (537), into two cases.
% 56.31/22.89  																																				|-Branch one:
% 56.31/22.89  																																				| (884) all_0_49_49 = e3
% 56.31/22.89  																																				|
% 56.31/22.89  																																					| Combining equations (671,884) yields a new equation:
% 56.31/22.89  																																					| (455) e3 = e1
% 56.31/22.89  																																					|
% 56.31/22.89  																																					| Equations (455) can reduce 213 to:
% 56.31/22.89  																																					| (266) $false
% 56.31/22.89  																																					|
% 56.31/22.89  																																					|-The branch is then unsatisfiable
% 56.31/22.89  																																				|-Branch two:
% 56.31/22.89  																																				| (525)  ~ (all_0_49_49 = e3)
% 56.31/22.89  																																				| (887) all_0_53_53 = e3 | all_0_58_58 = e3
% 56.31/22.89  																																				|
% 56.31/22.89  																																					| Equations (671) can reduce 525 to:
% 56.31/22.89  																																					| (467)  ~ (e3 = e1)
% 56.31/22.89  																																					|
% 56.31/22.89  																																					| Simplifying 467 yields:
% 56.31/22.89  																																					| (213)  ~ (e3 = e1)
% 56.31/22.89  																																					|
% 56.31/22.89  																																					+-Applying beta-rule and splitting (1561), into two cases.
% 56.31/22.89  																																					|-Branch one:
% 56.31/22.89  																																					| (522) all_0_47_47 = e3
% 56.31/22.89  																																					|
% 56.31/22.89  																																						| Equations (522) can reduce 338 to:
% 56.31/22.89  																																						| (212)  ~ (e3 = e2)
% 56.31/22.89  																																						|
% 56.31/22.89  																																						+-Applying beta-rule and splitting (887), into two cases.
% 56.31/22.89  																																						|-Branch one:
% 56.31/22.89  																																						| (665) all_0_53_53 = e3
% 56.31/22.89  																																						|
% 56.31/22.89  																																							| Equations (665) can reduce 903 to:
% 56.31/22.89  																																							| (266) $false
% 56.31/22.89  																																							|
% 56.31/22.89  																																							|-The branch is then unsatisfiable
% 56.31/22.89  																																						|-Branch two:
% 56.31/22.89  																																						| (903)  ~ (all_0_53_53 = e3)
% 56.31/22.89  																																						| (795) all_0_58_58 = e3
% 56.31/22.89  																																						|
% 56.31/22.89  																																							| Combining equations (624,795) yields a new equation:
% 56.31/22.89  																																							| (662) e3 = e2
% 56.31/22.89  																																							|
% 56.31/22.89  																																							| Equations (662) can reduce 212 to:
% 56.31/22.89  																																							| (266) $false
% 56.31/22.89  																																							|
% 56.31/22.89  																																							|-The branch is then unsatisfiable
% 56.31/22.89  																																					|-Branch two:
% 56.31/22.89  																																					| (1091)  ~ (all_0_47_47 = e3)
% 56.31/22.89  																																					| (884) all_0_49_49 = e3
% 56.31/22.89  																																					|
% 56.31/22.89  																																						| Combining equations (671,884) yields a new equation:
% 56.31/22.89  																																						| (455) e3 = e1
% 56.31/22.89  																																						|
% 56.31/22.89  																																						| Equations (455) can reduce 213 to:
% 56.31/22.89  																																						| (266) $false
% 56.31/22.89  																																						|
% 56.31/22.89  																																						|-The branch is then unsatisfiable
% 56.31/22.89  																																|-Branch two:
% 56.31/22.89  																																| (1064)  ~ (all_0_49_49 = e1)
% 56.31/22.89  																																| (2141) all_0_53_53 = e1 | all_0_58_58 = e1
% 56.31/22.89  																																|
% 56.31/22.89  																																	+-Applying beta-rule and splitting (135), into two cases.
% 56.31/22.89  																																	|-Branch one:
% 56.31/22.89  																																	| (545) all_0_46_46 = e1
% 56.31/22.89  																																	|
% 56.31/22.89  																																		| Equations (545) can reduce 300 to:
% 56.31/22.89  																																		| (604)  ~ (e2 = e1)
% 56.31/22.89  																																		|
% 56.31/22.89  																																		| Simplifying 604 yields:
% 56.31/22.89  																																		| (122)  ~ (e2 = e1)
% 56.31/22.89  																																		|
% 56.31/22.89  																																		+-Applying beta-rule and splitting (381), into two cases.
% 56.31/22.89  																																		|-Branch one:
% 56.31/22.89  																																		| (504) all_0_51_51 = e2
% 56.31/22.89  																																		|
% 56.31/22.89  																																			| Combining equations (1109,504) yields a new equation:
% 56.31/22.89  																																			| (617) e2 = e1
% 56.31/22.89  																																			|
% 56.31/22.89  																																			| Equations (617) can reduce 122 to:
% 56.31/22.89  																																			| (266) $false
% 56.31/22.89  																																			|
% 56.31/22.89  																																			|-The branch is then unsatisfiable
% 56.31/22.89  																																		|-Branch two:
% 56.31/22.89  																																		| (1099)  ~ (all_0_51_51 = e2)
% 56.31/22.89  																																		| (1152) all_0_52_52 = e2 | all_0_53_53 = e2
% 56.31/22.89  																																		|
% 56.31/22.89  																																			| Equations (1109) can reduce 1099 to:
% 56.31/22.89  																																			| (604)  ~ (e2 = e1)
% 56.31/22.89  																																			|
% 56.31/22.89  																																			| Simplifying 604 yields:
% 56.31/22.89  																																			| (122)  ~ (e2 = e1)
% 56.31/22.89  																																			|
% 56.31/22.89  																																			+-Applying beta-rule and splitting (1108), into two cases.
% 56.31/22.89  																																			|-Branch one:
% 56.31/22.89  																																			| (504) all_0_51_51 = e2
% 56.31/22.89  																																			|
% 56.31/22.89  																																				| Combining equations (1109,504) yields a new equation:
% 56.31/22.89  																																				| (617) e2 = e1
% 56.31/22.89  																																				|
% 56.31/22.89  																																				| Equations (617) can reduce 122 to:
% 56.31/22.89  																																				| (266) $false
% 56.31/22.89  																																				|
% 56.31/22.89  																																				|-The branch is then unsatisfiable
% 56.31/22.89  																																			|-Branch two:
% 56.31/22.89  																																			| (1099)  ~ (all_0_51_51 = e2)
% 56.31/22.89  																																			| (833) all_0_56_56 = e2
% 56.31/22.89  																																			|
% 56.31/22.89  																																				| Combining equations (833,842) yields a new equation:
% 56.31/22.89  																																				| (323) e4 = e2
% 56.31/22.89  																																				|
% 56.31/22.89  																																				| Equations (323) can reduce 48 to:
% 56.31/22.89  																																				| (266) $false
% 56.31/22.89  																																				|
% 56.31/22.89  																																				|-The branch is then unsatisfiable
% 56.31/22.89  																																	|-Branch two:
% 56.31/22.89  																																	| (549)  ~ (all_0_46_46 = e1)
% 56.31/22.89  																																	| (550) all_0_47_47 = e1 | all_0_48_48 = e1 | all_0_49_49 = e1
% 56.31/22.89  																																	|
% 56.31/22.89  																																		+-Applying beta-rule and splitting (550), into two cases.
% 56.31/22.89  																																		|-Branch one:
% 56.31/22.89  																																		| (654) all_0_47_47 = e1
% 56.31/22.89  																																		|
% 56.31/22.89  																																			| Equations (654) can reduce 462 to:
% 56.31/22.89  																																			| (266) $false
% 56.31/22.89  																																			|
% 56.31/22.89  																																			|-The branch is then unsatisfiable
% 56.31/22.89  																																		|-Branch two:
% 56.31/22.89  																																		| (462)  ~ (all_0_47_47 = e1)
% 56.31/22.89  																																		| (659) all_0_48_48 = e1 | all_0_49_49 = e1
% 56.31/22.89  																																		|
% 56.31/22.89  																																			+-Applying beta-rule and splitting (659), into two cases.
% 56.31/22.89  																																			|-Branch one:
% 56.31/22.89  																																			| (615) all_0_48_48 = e1
% 56.31/22.89  																																			|
% 56.31/22.89  																																				| Combining equations (335,615) yields a new equation:
% 56.31/22.89  																																				| (616) e2 = e1
% 56.31/22.89  																																				|
% 56.31/22.89  																																				| Simplifying 616 yields:
% 56.31/22.89  																																				| (617) e2 = e1
% 56.31/22.89  																																				|
% 56.31/22.89  																																				| Equations (617) can reduce 122 to:
% 56.31/22.89  																																				| (266) $false
% 56.31/22.89  																																				|
% 56.31/22.89  																																				|-The branch is then unsatisfiable
% 56.31/22.89  																																			|-Branch two:
% 56.31/22.89  																																			| (619)  ~ (all_0_48_48 = e1)
% 56.31/22.89  																																			| (671) all_0_49_49 = e1
% 56.31/22.89  																																			|
% 56.31/22.89  																																				| Equations (671) can reduce 1064 to:
% 56.31/22.89  																																				| (266) $false
% 56.31/22.89  																																				|
% 56.31/22.89  																																				|-The branch is then unsatisfiable
% 56.31/22.89  																															|-Branch two:
% 56.31/22.89  																															| (477)  ~ (all_0_56_56 = e4)
% 56.31/22.89  																															| (845) all_0_56_56 = e3 | all_0_56_56 = e1 | all_0_56_56 = e0
% 56.31/22.89  																															|
% 56.31/22.89  																																+-Applying beta-rule and splitting (845), into two cases.
% 56.31/22.89  																																|-Branch one:
% 56.31/22.89  																																| (679) all_0_56_56 = e0
% 56.31/22.89  																																|
% 56.31/22.89  																																	| Equations (679) can reduce 828 to:
% 56.31/22.89  																																	| (266) $false
% 56.31/22.89  																																	|
% 56.31/22.89  																																	|-The branch is then unsatisfiable
% 56.31/22.89  																																|-Branch two:
% 56.31/22.89  																																| (828)  ~ (all_0_56_56 = e0)
% 56.31/22.90  																																| (3172) all_0_56_56 = e3 | all_0_56_56 = e1
% 56.31/22.90  																																|
% 56.31/22.90  																																	+-Applying beta-rule and splitting (3172), into two cases.
% 56.31/22.90  																																	|-Branch one:
% 56.31/22.90  																																	| (1569) all_0_56_56 = e1
% 56.31/22.90  																																	|
% 56.31/22.90  																																		| Equations (1569) can reduce 466 to:
% 56.31/22.90  																																		| (266) $false
% 56.31/22.90  																																		|
% 56.31/22.90  																																		|-The branch is then unsatisfiable
% 56.31/22.90  																																	|-Branch two:
% 56.31/22.90  																																	| (466)  ~ (all_0_56_56 = e1)
% 56.31/22.90  																																	| (1097) all_0_56_56 = e3
% 56.31/22.90  																																	|
% 56.31/22.90  																																		| Equations (1097) can reduce 272 to:
% 56.31/22.90  																																		| (266) $false
% 56.31/22.90  																																		|
% 56.31/22.90  																																		|-The branch is then unsatisfiable
% 56.31/22.90  																								|-Branch two:
% 56.31/22.90  																								| (464)  ~ (all_0_51_51 = e1)
% 56.31/22.90  																								| (660) all_0_51_51 = e3
% 56.31/22.90  																								|
% 56.31/22.90  																									| Equations (660) can reduce 664 to:
% 56.31/22.90  																									| (266) $false
% 56.31/22.90  																									|
% 56.31/22.90  																									|-The branch is then unsatisfiable
% 56.31/22.90  																				|-Branch two:
% 56.31/22.90  																				| (411)  ~ (all_0_50_50 = e3)
% 56.31/22.90  																				| (418) all_0_51_51 = e3 | all_0_53_53 = e3
% 56.31/22.90  																				|
% 56.31/22.90  																					+-Applying beta-rule and splitting (422), into two cases.
% 56.31/22.90  																					|-Branch one:
% 56.31/22.90  																					| (775) all_0_50_50 = e4
% 56.31/22.90  																					|
% 56.31/22.90  																						| Equations (775) can reduce 566 to:
% 56.31/22.90  																						| (266) $false
% 56.31/22.90  																						|
% 56.31/22.90  																						|-The branch is then unsatisfiable
% 56.31/22.90  																					|-Branch two:
% 56.31/22.90  																					| (566)  ~ (all_0_50_50 = e4)
% 56.31/22.90  																					| (1444) all_0_50_50 = e3 | all_0_50_50 = e1
% 56.31/22.90  																					|
% 56.31/22.90  																						+-Applying beta-rule and splitting (1444), into two cases.
% 56.31/22.90  																						|-Branch one:
% 56.31/22.90  																						| (601) all_0_50_50 = e1
% 56.31/22.90  																						|
% 56.31/22.90  																							| Equations (601) can reduce 221 to:
% 56.31/22.90  																							| (457)  ~ (all_0_41_41 = e1)
% 56.31/22.90  																							|
% 56.31/22.90  																							| Equations (601) can reduce 35 to:
% 56.31/22.90  																							| (549)  ~ (all_0_46_46 = e1)
% 56.31/22.90  																							|
% 56.31/22.90  																							| Equations (601) can reduce 59 to:
% 56.31/22.90  																							| (463)  ~ (all_0_51_51 = e1)
% 56.31/22.90  																							|
% 56.31/22.90  																							| Simplifying 463 yields:
% 56.31/22.90  																							| (464)  ~ (all_0_51_51 = e1)
% 56.31/22.90  																							|
% 56.31/22.90  																							| Equations (601) can reduce 190 to:
% 56.31/22.90  																							| (1458)  ~ (all_0_53_53 = e1)
% 56.31/22.90  																							|
% 56.31/22.90  																							| Simplifying 1458 yields:
% 56.31/22.90  																							| (1459)  ~ (all_0_53_53 = e1)
% 56.31/22.90  																							|
% 56.31/22.90  																							| Equations (601) can reduce 93 to:
% 56.31/22.90  																							| (2331)  ~ (all_0_55_55 = e1)
% 56.31/22.90  																							|
% 56.31/22.90  																							| Simplifying 2331 yields:
% 56.31/22.90  																							| (632)  ~ (all_0_55_55 = e1)
% 56.31/22.90  																							|
% 56.31/22.90  																							| From (601) and (57) follows:
% 56.31/22.90  																							| (606) op(e1, e1) = all_0_22_22
% 56.31/22.90  																							|
% 56.31/22.90  																							+-Applying beta-rule and splitting (174), into two cases.
% 56.31/22.90  																							|-Branch one:
% 56.31/22.90  																							| (386) all_0_55_55 = e2
% 56.31/22.90  																							|
% 56.31/22.90  																								| Equations (386) can reduce 304 to:
% 56.31/22.90  																								| (266) $false
% 56.31/22.90  																								|
% 56.31/22.90  																								|-The branch is then unsatisfiable
% 56.31/22.90  																							|-Branch two:
% 56.31/22.90  																							| (304)  ~ (all_0_55_55 = e2)
% 56.31/22.90  																							| (2051) all_0_55_55 = e4 | all_0_55_55 = e3 | all_0_55_55 = e1 | all_0_55_55 = e0
% 56.31/22.90  																							|
% 56.31/22.90  																								+-Applying beta-rule and splitting (2051), into two cases.
% 56.31/22.90  																								|-Branch one:
% 56.31/22.90  																								| (587) all_0_55_55 = e4
% 56.31/22.90  																								|
% 56.31/22.90  																									| Equations (587) can reduce 191 to:
% 56.31/22.90  																									| (440)  ~ (all_0_41_41 = e4)
% 56.31/22.90  																									|
% 56.31/22.90  																									| Equations (587) can reduce 58 to:
% 56.31/22.90  																									| (250)  ~ (all_0_46_46 = e4)
% 56.31/22.90  																									|
% 56.31/22.90  																									| Equations (587) can reduce 153 to:
% 56.31/22.90  																									| (476)  ~ (all_0_56_56 = e4)
% 56.31/22.90  																									|
% 56.31/22.90  																									| Simplifying 476 yields:
% 56.31/22.90  																									| (477)  ~ (all_0_56_56 = e4)
% 56.31/22.90  																									|
% 56.31/22.90  																									| Equations (587) can reduce 3 to:
% 56.31/22.90  																									| (450)  ~ (all_0_58_58 = e4)
% 56.31/22.90  																									|
% 56.31/22.90  																									| Simplifying 450 yields:
% 56.31/22.90  																									| (451)  ~ (all_0_58_58 = e4)
% 56.31/22.90  																									|
% 56.31/22.90  																									| Equations (587) can reduce 803 to:
% 56.31/22.90  																									| (49)  ~ (e4 = e0)
% 56.31/22.90  																									|
% 56.31/22.90  																									| From (587) and (187) follows:
% 56.31/22.90  																									| (8737) op(e4, e3) = all_0_32_32
% 56.31/22.90  																									|
% 56.31/22.90  																									| From (587) and (74) follows:
% 56.31/22.90  																									| (589) op(e0, e3) = e4
% 56.31/22.90  																									|
% 56.31/22.90  																									| Instantiating formula (29) with e4, e3, all_0_32_32, e2 and discharging atoms op(e4, e3) = all_0_32_32, op(e4, e3) = e2, yields:
% 56.31/22.90  																									| (8739) all_0_32_32 = e2
% 56.31/22.90  																									|
% 56.31/22.90  																									| Instantiating formula (29) with e1, e1, all_0_22_22, e4 and discharging atoms op(e1, e1) = all_0_22_22, op(e1, e1) = e4, yields:
% 56.31/22.90  																									| (686) all_0_22_22 = e4
% 56.31/22.90  																									|
% 56.31/22.90  																									| From (686) and (606) follows:
% 56.31/22.90  																									| (570) op(e1, e1) = e4
% 56.31/22.90  																									|
% 56.31/22.90  																									+-Applying beta-rule and splitting (7), into two cases.
% 56.31/22.90  																									|-Branch one:
% 56.31/22.90  																									| (504) all_0_51_51 = e2
% 56.31/22.90  																									|
% 56.31/22.90  																										| Equations (504) can reduce 139 to:
% 56.31/22.90  																										| (294)  ~ (all_0_39_39 = e2)
% 56.31/22.90  																										|
% 56.31/22.90  																										| Equations (504) can reduce 61 to:
% 56.31/22.90  																										| (51)  ~ (all_0_42_42 = e2)
% 56.31/22.90  																										|
% 56.31/22.90  																										| Equations (504) can reduce 224 to:
% 56.31/22.90  																										| (338)  ~ (all_0_47_47 = e2)
% 56.31/22.90  																										|
% 56.31/22.90  																										| Equations (504) can reduce 6 to:
% 56.31/22.90  																										| (508)  ~ (all_0_53_53 = e2)
% 56.31/22.90  																										|
% 56.31/22.90  																										| Simplifying 508 yields:
% 56.31/22.90  																										| (509)  ~ (all_0_53_53 = e2)
% 56.31/22.90  																										|
% 56.31/22.90  																										| Equations (504) can reduce 464 to:
% 56.31/22.90  																										| (122)  ~ (e2 = e1)
% 56.31/22.90  																										|
% 56.31/22.90  																										| From (504) and (177) follows:
% 56.31/22.90  																										| (514) op(e2, e2) = all_0_25_25
% 56.31/22.90  																										|
% 56.31/22.90  																										| From (504) and (186) follows:
% 56.31/22.90  																										| (515) op(e1, e2) = e2
% 56.31/22.90  																										|
% 56.31/22.90  																										+-Applying beta-rule and splitting (196), into two cases.
% 56.31/22.90  																										|-Branch one:
% 56.31/22.90  																										| (607) all_0_53_53 = e2
% 56.31/22.90  																										|
% 56.31/22.90  																											| Equations (607) can reduce 509 to:
% 56.31/22.90  																											| (266) $false
% 56.31/22.90  																											|
% 56.31/22.90  																											|-The branch is then unsatisfiable
% 56.31/22.90  																										|-Branch two:
% 56.31/22.90  																										| (509)  ~ (all_0_53_53 = e2)
% 56.31/22.90  																										| (610) all_0_53_53 = e4 | all_0_53_53 = e3 | all_0_53_53 = e1
% 56.31/22.90  																										|
% 56.31/22.90  																											+-Applying beta-rule and splitting (377), into two cases.
% 56.31/22.90  																											|-Branch one:
% 56.31/22.90  																											| (583) all_0_49_49 = e2
% 56.31/22.90  																											|
% 56.31/22.90  																												| Equations (583) can reduce 340 to:
% 56.31/22.90  																												| (266) $false
% 56.31/22.90  																												|
% 56.31/22.90  																												|-The branch is then unsatisfiable
% 56.31/22.90  																											|-Branch two:
% 56.31/22.90  																											| (340)  ~ (all_0_49_49 = e2)
% 56.31/22.90  																											| (614) all_0_53_53 = e2 | all_0_58_58 = e2
% 56.31/22.90  																											|
% 56.31/22.90  																												+-Applying beta-rule and splitting (614), into two cases.
% 56.31/22.90  																												|-Branch one:
% 56.31/22.90  																												| (607) all_0_53_53 = e2
% 56.31/22.90  																												|
% 56.31/22.90  																													| Equations (607) can reduce 509 to:
% 56.31/22.90  																													| (266) $false
% 56.31/22.90  																													|
% 56.31/22.90  																													|-The branch is then unsatisfiable
% 56.31/22.90  																												|-Branch two:
% 56.31/22.90  																												| (509)  ~ (all_0_53_53 = e2)
% 56.31/22.90  																												| (624) all_0_58_58 = e2
% 56.31/22.90  																												|
% 56.31/22.90  																													| Equations (624) can reduce 178 to:
% 56.31/22.90  																													| (296)  ~ (all_0_40_40 = e2)
% 56.31/22.90  																													|
% 56.31/22.90  																													| Equations (624) can reduce 181 to:
% 56.31/22.90  																													| (147)  ~ (all_0_44_44 = e2)
% 56.31/22.90  																													|
% 56.31/22.90  																													| Equations (624) can reduce 119 to:
% 56.31/22.90  																													| (340)  ~ (all_0_49_49 = e2)
% 56.31/22.90  																													|
% 56.31/22.90  																													| Equations (624) can reduce 451 to:
% 56.31/22.90  																													| (327)  ~ (e4 = e2)
% 56.31/22.90  																													|
% 56.31/22.90  																													| Simplifying 327 yields:
% 56.31/22.90  																													| (48)  ~ (e4 = e2)
% 56.31/22.90  																													|
% 56.31/22.90  																													| Equations (624) can reduce 276 to:
% 56.31/22.90  																													| (626)  ~ (e3 = e2)
% 56.31/22.90  																													|
% 56.31/22.90  																													| Simplifying 626 yields:
% 56.31/22.90  																													| (212)  ~ (e3 = e2)
% 56.31/22.90  																													|
% 56.31/22.90  																													| From (624) and (245) follows:
% 56.31/22.90  																													| (628) op(e0, e0) = e2
% 56.31/22.90  																													|
% 56.31/22.90  																													+-Applying beta-rule and splitting (112), into two cases.
% 56.31/22.90  																													|-Branch one:
% 56.31/22.90  																													| (635) all_0_44_44 = e1
% 56.31/22.90  																													|
% 56.31/22.90  																														| Equations (635) can reduce 639 to:
% 56.31/22.90  																														| (266) $false
% 56.31/22.90  																														|
% 56.31/22.90  																														|-The branch is then unsatisfiable
% 56.31/22.90  																													|-Branch two:
% 56.31/22.90  																													| (639)  ~ (all_0_44_44 = e1)
% 56.31/22.90  																													| (640) all_0_49_49 = e1 | all_0_53_53 = e1 | all_0_58_58 = e1
% 56.31/22.90  																													|
% 56.31/22.90  																														+-Applying beta-rule and splitting (640), into two cases.
% 56.31/22.90  																														|-Branch one:
% 56.31/22.90  																														| (671) all_0_49_49 = e1
% 56.31/22.90  																														|
% 56.31/22.90  																															| Equations (671) can reduce 200 to:
% 56.31/22.90  																															| (132)  ~ (all_0_40_40 = e1)
% 56.31/22.90  																															|
% 56.31/22.90  																															| Equations (671) can reduce 9 to:
% 56.31/22.90  																															| (639)  ~ (all_0_44_44 = e1)
% 56.31/22.90  																															|
% 56.31/22.90  																															| Equations (671) can reduce 208 to:
% 56.31/22.90  																															| (549)  ~ (all_0_46_46 = e1)
% 56.31/22.90  																															|
% 56.31/22.90  																															| Equations (671) can reduce 86 to:
% 56.31/22.90  																															| (462)  ~ (all_0_47_47 = e1)
% 56.31/22.90  																															|
% 56.31/22.90  																															| Equations (671) can reduce 340 to:
% 56.31/22.90  																															| (604)  ~ (e2 = e1)
% 56.31/22.90  																															|
% 56.31/22.90  																															| Simplifying 604 yields:
% 56.31/22.90  																															| (122)  ~ (e2 = e1)
% 56.31/22.90  																															|
% 56.31/22.90  																															| From (671) and (129) follows:
% 56.31/22.90  																															| (672) op(e1, e2) = all_0_20_20
% 56.31/22.90  																															|
% 56.31/22.90  																															| From (671) and (66) follows:
% 56.31/22.90  																															| (4238) op(e1, e0) = all_0_21_21
% 56.31/22.90  																															|
% 56.31/22.90  																															+-Applying beta-rule and splitting (131), into two cases.
% 56.31/22.90  																															|-Branch one:
% 56.31/22.90  																															| (459) all_0_42_42 = e1
% 56.31/22.90  																															|
% 56.31/22.90  																																| Equations (459) can reduce 1380 to:
% 56.31/22.90  																																| (266) $false
% 56.31/22.90  																																|
% 56.31/22.90  																																|-The branch is then unsatisfiable
% 56.31/22.90  																															|-Branch two:
% 56.31/22.90  																															| (1380)  ~ (all_0_42_42 = e1)
% 56.31/22.90  																															| (3259) all_0_47_47 = e1 | all_0_51_51 = e1 | all_0_56_56 = e1
% 56.31/22.90  																															|
% 56.31/22.90  																																+-Applying beta-rule and splitting (610), into two cases.
% 56.31/22.90  																																|-Branch one:
% 56.31/22.90  																																| (1298) all_0_53_53 = e4
% 56.31/22.90  																																|
% 56.31/22.90  																																	| Equations (1298) can reduce 1453 to:
% 56.31/22.90  																																	| (266) $false
% 56.31/22.90  																																	|
% 56.31/22.90  																																	|-The branch is then unsatisfiable
% 56.31/22.90  																																|-Branch two:
% 56.31/22.90  																																| (1453)  ~ (all_0_53_53 = e4)
% 56.31/22.90  																																| (1694) all_0_53_53 = e3 | all_0_53_53 = e1
% 56.31/22.90  																																|
% 56.31/22.90  																																	+-Applying beta-rule and splitting (3259), into two cases.
% 56.31/22.90  																																	|-Branch one:
% 56.31/22.90  																																	| (654) all_0_47_47 = e1
% 56.31/22.90  																																	|
% 56.31/22.90  																																		| Equations (654) can reduce 462 to:
% 56.31/22.90  																																		| (266) $false
% 56.31/22.90  																																		|
% 56.31/22.90  																																		|-The branch is then unsatisfiable
% 56.31/22.90  																																	|-Branch two:
% 56.31/22.90  																																	| (462)  ~ (all_0_47_47 = e1)
% 56.31/22.90  																																	| (3264) all_0_51_51 = e1 | all_0_56_56 = e1
% 56.31/22.90  																																	|
% 56.31/22.90  																																		+-Applying beta-rule and splitting (3264), into two cases.
% 56.31/22.90  																																		|-Branch one:
% 56.31/22.90  																																		| (1109) all_0_51_51 = e1
% 56.31/22.90  																																		|
% 56.31/22.90  																																			| Combining equations (504,1109) yields a new equation:
% 56.31/22.90  																																			| (616) e2 = e1
% 56.31/22.90  																																			|
% 56.31/22.90  																																			| Simplifying 616 yields:
% 56.31/22.90  																																			| (617) e2 = e1
% 56.31/22.90  																																			|
% 56.31/22.90  																																			| Equations (617) can reduce 122 to:
% 56.31/22.90  																																			| (266) $false
% 56.31/22.90  																																			|
% 56.31/22.90  																																			|-The branch is then unsatisfiable
% 56.31/22.90  																																		|-Branch two:
% 56.31/22.90  																																		| (464)  ~ (all_0_51_51 = e1)
% 56.31/22.90  																																		| (1569) all_0_56_56 = e1
% 56.66/22.90  																																		|
% 56.66/22.90  																																			| Equations (1569) can reduce 154 to:
% 56.66/22.90  																																			| (151)  ~ (all_0_39_39 = e1)
% 56.66/22.90  																																			|
% 56.66/22.90  																																			| Equations (1569) can reduce 236 to:
% 56.66/22.90  																																			| (1380)  ~ (all_0_42_42 = e1)
% 56.66/22.90  																																			|
% 56.66/22.90  																																			| Equations (1569) can reduce 91 to:
% 56.66/22.90  																																			| (462)  ~ (all_0_47_47 = e1)
% 56.66/22.90  																																			|
% 56.66/22.90  																																			| Equations (1569) can reduce 477 to:
% 56.66/22.90  																																			| (602)  ~ (e4 = e1)
% 56.66/22.90  																																			|
% 56.66/22.90  																																			| Simplifying 602 yields:
% 56.66/22.90  																																			| (110)  ~ (e4 = e1)
% 56.66/22.90  																																			|
% 56.66/22.90  																																			| From (1569) and (87) follows:
% 56.66/22.90  																																			| (5145) op(e1, e2) = all_0_34_34
% 56.66/22.90  																																			|
% 56.66/22.90  																																			| From (1569) and (127) follows:
% 56.66/22.90  																																			| (5595) op(e1, e0) = all_0_33_33
% 56.66/22.90  																																			|
% 56.66/22.90  																																			| From (1569) and (111) follows:
% 56.66/22.90  																																			| (3175) op(e0, e2) = e1
% 56.66/22.90  																																			|
% 56.66/22.90  																																			+-Applying beta-rule and splitting (418), into two cases.
% 56.66/22.90  																																			|-Branch one:
% 56.66/22.90  																																			| (660) all_0_51_51 = e3
% 56.66/22.90  																																			|
% 56.66/22.90  																																				| Combining equations (660,504) yields a new equation:
% 56.66/22.90  																																				| (661) e3 = e2
% 56.66/22.90  																																				|
% 56.66/22.90  																																				| Simplifying 661 yields:
% 56.66/22.90  																																				| (662) e3 = e2
% 56.66/22.90  																																				|
% 56.66/22.90  																																				| Equations (662) can reduce 212 to:
% 56.66/22.90  																																				| (266) $false
% 56.66/22.90  																																				|
% 56.66/22.90  																																				|-The branch is then unsatisfiable
% 56.66/22.90  																																			|-Branch two:
% 56.66/22.90  																																			| (664)  ~ (all_0_51_51 = e3)
% 56.66/22.90  																																			| (665) all_0_53_53 = e3
% 56.66/22.90  																																			|
% 56.66/22.90  																																				| Equations (665) can reduce 162 to:
% 56.66/22.90  																																				| (2)  ~ (all_0_40_40 = e3)
% 56.66/22.90  																																				|
% 56.66/22.90  																																				| Equations (665) can reduce 220 to:
% 56.66/22.90  																																				| (407)  ~ (all_0_44_44 = e3)
% 56.66/22.90  																																				|
% 56.66/22.90  																																				| Equations (665) can reduce 1453 to:
% 56.66/22.90  																																				| (277)  ~ (e4 = e3)
% 56.66/22.90  																																				|
% 56.66/22.90  																																				| Simplifying 277 yields:
% 56.66/22.90  																																				| (188)  ~ (e4 = e3)
% 56.66/22.90  																																				|
% 56.66/22.90  																																				| Equations (665) can reduce 247 to:
% 56.66/22.90  																																				| (80)  ~ (e3 = e0)
% 56.66/22.90  																																				|
% 56.66/22.90  																																				| From (665) and (84) follows:
% 56.66/22.90  																																				| (3786) op(e1, e0) = e3
% 56.66/22.90  																																				|
% 56.66/22.90  																																				| Instantiating formula (29) with e2, e2, all_0_25_25, all_0_47_47 and discharging atoms op(e2, e2) = all_0_25_25, op(e2, e2) = all_0_47_47, yields:
% 56.66/22.90  																																				| (6482) all_0_25_25 = all_0_47_47
% 56.66/22.90  																																				|
% 56.66/22.90  																																				| Instantiating formula (29) with e1, e2, all_0_34_34, all_0_20_20 and discharging atoms op(e1, e2) = all_0_20_20, op(e1, e2) = all_0_34_34, yields:
% 56.66/22.90  																																				| (5157) all_0_20_20 = all_0_34_34
% 56.66/22.90  																																				|
% 56.66/22.90  																																				| Instantiating formula (29) with e1, e2, e2, all_0_20_20 and discharging atoms op(e1, e2) = all_0_20_20, op(e1, e2) = e2, yields:
% 56.66/22.90  																																				| (684) all_0_20_20 = e2
% 56.66/22.90  																																				|
% 56.66/22.90  																																				| Instantiating formula (29) with e1, e0, all_0_33_33, all_0_21_21 and discharging atoms op(e1, e0) = all_0_21_21, op(e1, e0) = all_0_33_33, yields:
% 56.66/22.90  																																				| (8825) all_0_21_21 = all_0_33_33
% 56.66/22.90  																																				|
% 56.66/22.90  																																				| Instantiating formula (29) with e1, e0, e3, all_0_21_21 and discharging atoms op(e1, e0) = all_0_21_21, op(e1, e0) = e3, yields:
% 56.66/22.91  																																				| (8826) all_0_21_21 = e3
% 56.66/22.91  																																				|
% 56.66/22.91  																																				| Combining equations (5157,684) yields a new equation:
% 56.66/22.91  																																				| (5726) all_0_34_34 = e2
% 56.66/22.91  																																				|
% 56.66/22.91  																																				| Simplifying 5726 yields:
% 56.66/22.91  																																				| (5160) all_0_34_34 = e2
% 56.66/22.91  																																				|
% 56.66/22.91  																																				| Combining equations (8826,8825) yields a new equation:
% 56.66/22.91  																																				| (1602) all_0_33_33 = e3
% 56.66/22.91  																																				|
% 56.66/22.91  																																				| From (6482) and (514) follows:
% 56.66/22.91  																																				| (23) op(e2, e2) = all_0_47_47
% 56.66/22.91  																																				|
% 56.66/22.91  																																				| From (5160) and (5145) follows:
% 56.66/22.91  																																				| (515) op(e1, e2) = e2
% 56.66/22.91  																																				|
% 56.66/22.91  																																				| From (1602) and (5595) follows:
% 56.66/22.91  																																				| (3786) op(e1, e0) = e3
% 56.66/22.91  																																				|
% 56.66/22.91  																																				+-Applying beta-rule and splitting (113), into two cases.
% 56.66/22.91  																																				|-Branch one:
% 56.66/22.91  																																				| (403) all_0_41_41 = e3
% 56.66/22.91  																																				|
% 56.66/22.91  																																					| Equations (403) can reduce 214 to:
% 56.66/22.91  																																					| (404)  ~ (all_0_42_42 = e3)
% 56.66/22.91  																																					|
% 56.66/22.91  																																					| Simplifying 404 yields:
% 56.66/22.91  																																					| (405)  ~ (all_0_42_42 = e3)
% 56.66/22.91  																																					|
% 56.66/22.91  																																					| Equations (403) can reduce 85 to:
% 56.66/22.91  																																					| (212)  ~ (e3 = e2)
% 56.66/22.91  																																					|
% 56.66/22.91  																																					| Equations (403) can reduce 457 to:
% 56.66/22.91  																																					| (213)  ~ (e3 = e1)
% 56.66/22.91  																																					|
% 56.66/22.91  																																					+-Applying beta-rule and splitting (180), into two cases.
% 56.66/22.91  																																					|-Branch one:
% 56.66/22.91  																																					| (516) all_0_42_42 = e3
% 56.66/22.91  																																					|
% 56.66/22.91  																																						| Equations (516) can reduce 405 to:
% 56.66/22.91  																																						| (266) $false
% 56.66/22.91  																																						|
% 56.66/22.91  																																						|-The branch is then unsatisfiable
% 56.66/22.91  																																					|-Branch two:
% 56.66/22.91  																																					| (405)  ~ (all_0_42_42 = e3)
% 56.66/22.91  																																					| (521) all_0_47_47 = e3 | all_0_51_51 = e3 | all_0_56_56 = e3
% 56.66/22.91  																																					|
% 56.66/22.91  																																						+-Applying beta-rule and splitting (521), into two cases.
% 56.66/22.91  																																						|-Branch one:
% 56.66/22.91  																																						| (522) all_0_47_47 = e3
% 56.66/22.91  																																						|
% 56.66/22.91  																																							| Equations (522) can reduce 19 to:
% 56.66/22.91  																																							| (409)  ~ (all_0_46_46 = e3)
% 56.66/22.91  																																							|
% 56.66/22.91  																																							| Equations (522) can reduce 252 to:
% 56.66/22.91  																																							| (277)  ~ (e4 = e3)
% 56.66/22.91  																																							|
% 56.66/22.91  																																							| Simplifying 277 yields:
% 56.66/22.91  																																							| (188)  ~ (e4 = e3)
% 56.66/22.91  																																							|
% 56.66/22.91  																																							| From (522) and (23) follows:
% 56.66/22.91  																																							| (531) op(e2, e2) = e3
% 56.66/22.91  																																							|
% 56.66/22.91  																																							+-Applying beta-rule and splitting (184), into two cases.
% 56.66/22.91  																																							|-Branch one:
% 56.66/22.91  																																							| (538) all_0_46_46 = e0
% 56.66/22.91  																																							|
% 56.66/22.91  																																								| Equations (538) can reduce 409 to:
% 56.66/22.91  																																								| (541)  ~ (e3 = e0)
% 56.66/22.91  																																								|
% 56.66/22.91  																																								| Simplifying 541 yields:
% 56.66/22.91  																																								| (80)  ~ (e3 = e0)
% 56.66/22.91  																																								|
% 56.66/22.91  																																								| From (538) and (120) follows:
% 56.66/22.91  																																								| (544) op(e2, e3) = e0
% 56.66/22.91  																																								|
% 56.66/22.91  																																								+-Applying beta-rule and splitting (165), into two cases.
% 56.66/22.91  																																								|-Branch one:
% 56.66/22.91  																																								| (794) all_0_41_41 = e0
% 56.66/22.91  																																								|
% 56.66/22.91  																																									| Combining equations (794,403) yields a new equation:
% 56.66/22.91  																																									| (676) e3 = e0
% 56.66/22.91  																																									|
% 56.66/22.91  																																									| Equations (676) can reduce 80 to:
% 56.66/22.91  																																									| (266) $false
% 56.66/22.91  																																									|
% 56.66/22.91  																																									|-The branch is then unsatisfiable
% 56.66/22.91  																																								|-Branch two:
% 56.66/22.91  																																								| (357)  ~ (all_0_41_41 = e0)
% 56.66/22.91  																																								| (6761) all_0_42_42 = e0 | all_0_43_43 = e0 | all_0_44_44 = e0
% 56.66/22.91  																																								|
% 56.66/22.91  																																									+-Applying beta-rule and splitting (64), into two cases.
% 56.66/22.91  																																									|-Branch one:
% 56.66/22.91  																																									| (437) all_0_41_41 = e4
% 56.66/22.91  																																									|
% 56.66/22.91  																																										| Combining equations (437,403) yields a new equation:
% 56.66/22.91  																																										| (424) e4 = e3
% 56.66/22.91  																																										|
% 56.66/22.91  																																										| Simplifying 424 yields:
% 56.66/22.91  																																										| (425) e4 = e3
% 56.66/22.91  																																										|
% 56.66/22.91  																																										| Equations (425) can reduce 188 to:
% 56.66/22.91  																																										| (266) $false
% 56.66/22.91  																																										|
% 56.66/22.91  																																										|-The branch is then unsatisfiable
% 56.66/22.91  																																									|-Branch two:
% 56.66/22.91  																																									| (440)  ~ (all_0_41_41 = e4)
% 56.66/22.91  																																									| (441) all_0_42_42 = e4 | all_0_43_43 = e4 | all_0_44_44 = e4
% 56.66/22.91  																																									|
% 56.66/22.91  																																										+-Applying beta-rule and splitting (104), into two cases.
% 56.66/22.91  																																										|-Branch one:
% 56.66/22.91  																																										| (480) all_0_39_39 = e0
% 56.66/22.91  																																										|
% 56.66/22.91  																																											| Equations (480) can reduce 176 to:
% 56.66/22.91  																																											| (1400)  ~ (all_0_40_40 = e0)
% 56.66/22.91  																																											|
% 56.66/22.91  																																											| Simplifying 1400 yields:
% 56.66/22.91  																																											| (1401)  ~ (all_0_40_40 = e0)
% 56.66/22.91  																																											|
% 56.66/22.91  																																											| Equations (480) can reduce 294 to:
% 56.66/22.91  																																											| (365)  ~ (e2 = e0)
% 56.66/22.91  																																											|
% 56.66/22.91  																																											| Simplifying 365 yields:
% 56.66/22.91  																																											| (128)  ~ (e2 = e0)
% 56.66/22.91  																																											|
% 56.66/22.91  																																											| Equations (480) can reduce 151 to:
% 56.66/22.91  																																											| (435)  ~ (e1 = e0)
% 56.66/22.91  																																											|
% 56.66/22.91  																																											| Simplifying 435 yields:
% 56.66/22.91  																																											| (233)  ~ (e1 = e0)
% 56.66/22.91  																																											|
% 56.66/22.91  																																											| From (480) and (14) follows:
% 56.66/22.91  																																											| (4090) op(e4, e2) = e0
% 56.66/22.91  																																											|
% 56.66/22.91  																																											+-Applying beta-rule and splitting (152), into two cases.
% 56.66/22.91  																																											|-Branch one:
% 56.66/22.91  																																											| (1392) all_0_42_42 = e4
% 56.66/22.91  																																											|
% 56.66/22.91  																																												| From (1392) and (210) follows:
% 56.66/22.91  																																												| (4074) op(e3, e2) = e4
% 56.66/22.91  																																												|
% 56.66/22.91  																																												+-Applying beta-rule and splitting (75), into two cases.
% 56.66/22.91  																																												|-Branch one:
% 56.66/22.91  																																												| (485) all_0_40_40 = e0
% 56.66/22.91  																																												|
% 56.66/22.91  																																													| Equations (485) can reduce 1401 to:
% 56.66/22.91  																																													| (266) $false
% 56.66/22.91  																																													|
% 56.66/22.91  																																													|-The branch is then unsatisfiable
% 56.66/22.91  																																												|-Branch two:
% 56.66/22.91  																																												| (1401)  ~ (all_0_40_40 = e0)
% 56.66/22.91  																																												| (1748) all_0_44_44 = e0 | all_0_49_49 = e0 | all_0_58_58 = e0
% 56.66/22.91  																																												|
% 56.66/22.91  																																													+-Applying beta-rule and splitting (150), into two cases.
% 56.66/22.91  																																													|-Branch one:
% 56.66/22.91  																																													| (1378) all_0_40_40 = e4
% 56.66/22.91  																																													|
% 56.66/22.91  																																														| Equations (1378) can reduce 1401 to:
% 56.66/22.91  																																														| (49)  ~ (e4 = e0)
% 56.66/22.91  																																														|
% 56.66/22.91  																																														+-Applying beta-rule and splitting (1748), into two cases.
% 56.66/22.91  																																														|-Branch one:
% 56.66/22.91  																																														| (1414) all_0_44_44 = e0
% 56.66/22.91  																																														|
% 56.66/22.91  																																															| Equations (1414) can reduce 147 to:
% 56.66/22.91  																																															| (365)  ~ (e2 = e0)
% 56.66/22.91  																																															|
% 56.66/22.91  																																															| Simplifying 365 yields:
% 56.66/22.91  																																															| (128)  ~ (e2 = e0)
% 56.66/22.91  																																															|
% 56.66/22.91  																																															| Equations (1414) can reduce 639 to:
% 56.66/22.91  																																															| (435)  ~ (e1 = e0)
% 56.66/22.91  																																															|
% 56.66/22.91  																																															| Simplifying 435 yields:
% 56.66/22.91  																																															| (233)  ~ (e1 = e0)
% 56.66/22.91  																																															|
% 56.66/22.91  																																															+-Applying beta-rule and splitting (56), into two cases.
% 56.66/22.91  																																															|-Branch one:
% 56.66/22.91  																																															| (696) unit = e2
% 56.66/22.91  																																															|
% 56.66/22.91  																																																| From (696) and (227) follows:
% 56.66/22.91  																																																| (4284) op(e4, e2) = e4
% 56.66/22.91  																																																|
% 56.66/22.91  																																																| From (696) and (40) follows:
% 56.66/22.91  																																																| (4285) op(e3, e2) = e3
% 56.66/22.91  																																																|
% 56.66/22.91  																																																| From (696) and (32) follows:
% 56.66/22.91  																																																| (698) op(e2, e2) = e2
% 56.66/22.91  																																																|
% 56.66/22.91  																																																| From (696) and (28) follows:
% 56.66/22.91  																																																| (699) op(e1, e2) = e1
% 56.66/22.91  																																																|
% 56.66/22.91  																																																| Instantiating formula (29) with e4, e2, e4, e0 and discharging atoms op(e4, e2) = e4, op(e4, e2) = e0, yields:
% 56.66/22.91  																																																| (397) e4 = e0
% 56.66/22.91  																																																|
% 56.66/22.91  																																																| Instantiating formula (29) with e3, e2, e3, e4 and discharging atoms op(e3, e2) = e4, op(e3, e2) = e3, yields:
% 56.66/22.91  																																																| (425) e4 = e3
% 56.66/22.91  																																																|
% 56.66/22.91  																																																| Instantiating formula (29) with e2, e2, e2, e3 and discharging atoms op(e2, e2) = e3, op(e2, e2) = e2, yields:
% 56.66/22.91  																																																| (662) e3 = e2
% 56.66/22.91  																																																|
% 56.66/22.91  																																																| Instantiating formula (29) with e1, e2, e1, e2 and discharging atoms op(e1, e2) = e2, op(e1, e2) = e1, yields:
% 56.66/22.91  																																																| (617) e2 = e1
% 56.66/22.91  																																																|
% 56.66/22.91  																																																| Combining equations (397,425) yields a new equation:
% 56.66/22.91  																																																| (676) e3 = e0
% 56.66/22.91  																																																|
% 56.66/22.91  																																																| Combining equations (676,662) yields a new equation:
% 56.66/22.91  																																																| (330) e2 = e0
% 56.66/22.91  																																																|
% 56.66/22.91  																																																| Combining equations (330,617) yields a new equation:
% 56.66/22.91  																																																| (431) e1 = e0
% 56.66/22.91  																																																|
% 56.66/22.91  																																																| Equations (431) can reduce 233 to:
% 56.66/22.91  																																																| (266) $false
% 56.66/22.91  																																																|
% 56.66/22.91  																																																|-The branch is then unsatisfiable
% 56.66/22.91  																																															|-Branch two:
% 56.66/22.91  																																															| (707)  ~ (unit = e2)
% 56.66/22.91  																																															| (708) unit = e4 | unit = e3 | unit = e1 | unit = e0
% 56.66/22.91  																																															|
% 56.66/22.91  																																																+-Applying beta-rule and splitting (708), into two cases.
% 56.66/22.91  																																																|-Branch one:
% 56.66/22.91  																																																| (709) unit = e4
% 56.66/22.91  																																																|
% 56.66/22.91  																																																	| From (709) and (227) follows:
% 56.66/22.91  																																																	| (710) op(e4, e4) = e4
% 56.66/22.91  																																																	|
% 56.66/22.91  																																																	| From (709) and (40) follows:
% 56.66/22.91  																																																	| (711) op(e3, e4) = e3
% 56.66/22.91  																																																	|
% 56.66/22.91  																																																	| From (709) and (32) follows:
% 56.66/22.91  																																																	| (712) op(e2, e4) = e2
% 56.66/22.91  																																																	|
% 56.66/22.91  																																																	| From (709) and (42) follows:
% 56.66/22.91  																																																	| (713) op(e0, e4) = e0
% 56.66/22.91  																																																	|
% 56.66/22.91  																																																	| Instantiating formula (29) with e4, e4, e4, e1 and discharging atoms op(e4, e4) = e4, op(e4, e4) = e1, yields:
% 56.66/22.91  																																																	| (630) e4 = e1
% 56.66/22.91  																																																	|
% 56.66/22.91  																																																	| Instantiating formula (29) with e3, e4, e3, e2 and discharging atoms op(e3, e4) = e3, op(e3, e4) = e2, yields:
% 56.66/22.91  																																																	| (662) e3 = e2
% 56.66/22.91  																																																	|
% 56.66/22.91  																																																	| Instantiating formula (29) with e2, e4, e2, e4 and discharging atoms op(e2, e4) = e4, op(e2, e4) = e2, yields:
% 56.66/22.91  																																																	| (323) e4 = e2
% 56.66/22.91  																																																	|
% 56.66/22.91  																																																	| Instantiating formula (29) with e0, e4, e0, e3 and discharging atoms op(e0, e4) = e3, op(e0, e4) = e0, yields:
% 56.66/22.91  																																																	| (676) e3 = e0
% 56.66/22.91  																																																	|
% 56.66/22.91  																																																	| Combining equations (630,323) yields a new equation:
% 56.66/22.91  																																																	| (617) e2 = e1
% 56.66/22.91  																																																	|
% 56.66/22.91  																																																	| Combining equations (662,676) yields a new equation:
% 56.66/22.91  																																																	| (391) e2 = e0
% 56.66/22.91  																																																	|
% 56.66/22.91  																																																	| Simplifying 391 yields:
% 56.66/22.91  																																																	| (330) e2 = e0
% 56.66/22.91  																																																	|
% 56.66/22.91  																																																	| Combining equations (617,330) yields a new equation:
% 56.66/22.91  																																																	| (546) e1 = e0
% 56.66/22.91  																																																	|
% 56.66/22.91  																																																	| Simplifying 546 yields:
% 56.66/22.91  																																																	| (431) e1 = e0
% 56.66/22.91  																																																	|
% 56.66/22.91  																																																	| Equations (431) can reduce 233 to:
% 56.66/22.91  																																																	| (266) $false
% 56.66/22.91  																																																	|
% 56.66/22.91  																																																	|-The branch is then unsatisfiable
% 56.66/22.91  																																																|-Branch two:
% 56.66/22.91  																																																| (724)  ~ (unit = e4)
% 56.66/22.91  																																																| (725) unit = e3 | unit = e1 | unit = e0
% 56.66/22.91  																																																|
% 56.66/22.91  																																																	+-Applying beta-rule and splitting (725), into two cases.
% 56.66/22.91  																																																	|-Branch one:
% 56.66/22.91  																																																	| (726) unit = e0
% 56.66/22.91  																																																	|
% 56.66/22.91  																																																		| From (726) and (15) follows:
% 56.66/22.91  																																																		| (1508) op(e0, e2) = e2
% 56.66/22.91  																																																		|
% 56.66/22.91  																																																		| From (726) and (42) follows:
% 56.66/22.91  																																																		| (728) op(e0, e0) = e0
% 56.66/22.91  																																																		|
% 56.66/22.91  																																																		| Instantiating formula (29) with e0, e2, e2, e1 and discharging atoms op(e0, e2) = e2, op(e0, e2) = e1, yields:
% 56.66/22.91  																																																		| (617) e2 = e1
% 56.66/22.91  																																																		|
% 56.66/22.91  																																																		| Instantiating formula (29) with e0, e0, e0, e2 and discharging atoms op(e0, e0) = e2, op(e0, e0) = e0, yields:
% 56.66/22.91  																																																		| (330) e2 = e0
% 56.66/22.91  																																																		|
% 56.66/22.91  																																																		| Combining equations (330,617) yields a new equation:
% 56.66/22.91  																																																		| (431) e1 = e0
% 56.66/22.91  																																																		|
% 56.66/22.91  																																																		| Equations (431) can reduce 233 to:
% 56.66/22.91  																																																		| (266) $false
% 56.66/22.91  																																																		|
% 56.66/22.91  																																																		|-The branch is then unsatisfiable
% 56.66/22.91  																																																	|-Branch two:
% 56.66/22.91  																																																	| (734)  ~ (unit = e0)
% 56.66/22.91  																																																	| (735) unit = e3 | unit = e1
% 56.66/22.91  																																																	|
% 56.66/22.91  																																																		+-Applying beta-rule and splitting (735), into two cases.
% 56.66/22.91  																																																		|-Branch one:
% 56.66/22.91  																																																		| (736) unit = e1
% 56.66/22.91  																																																		|
% 56.66/22.91  																																																			| Equations (736) can reduce 734 to:
% 56.66/22.91  																																																			| (233)  ~ (e1 = e0)
% 56.66/22.91  																																																			|
% 56.66/22.91  																																																			| From (736) and (209) follows:
% 56.66/22.91  																																																			| (2715) op(e1, e0) = e0
% 56.66/22.91  																																																			|
% 56.66/22.91  																																																			| From (736) and (227) follows:
% 56.66/22.91  																																																			| (739) op(e4, e1) = e4
% 56.66/22.91  																																																			|
% 56.66/22.91  																																																			| From (736) and (28) follows:
% 56.66/22.91  																																																			| (740) op(e1, e1) = e1
% 56.66/22.91  																																																			|
% 56.66/22.91  																																																			| Instantiating formula (29) with e4, e1, e4, e3 and discharging atoms op(e4, e1) = e4, op(e4, e1) = e3, yields:
% 56.66/22.91  																																																			| (425) e4 = e3
% 56.66/22.91  																																																			|
% 56.66/22.91  																																																			| Instantiating formula (29) with e1, e1, e1, e4 and discharging atoms op(e1, e1) = e4, op(e1, e1) = e1, yields:
% 56.66/22.91  																																																			| (630) e4 = e1
% 56.66/22.91  																																																			|
% 56.66/22.91  																																																			| Instantiating formula (29) with e1, e0, e0, e3 and discharging atoms op(e1, e0) = e3, op(e1, e0) = e0, yields:
% 56.66/22.91  																																																			| (676) e3 = e0
% 56.66/22.91  																																																			|
% 56.66/22.91  																																																			| Combining equations (425,630) yields a new equation:
% 56.66/22.91  																																																			| (454) e3 = e1
% 56.66/22.91  																																																			|
% 56.66/22.91  																																																			| Simplifying 454 yields:
% 56.66/22.91  																																																			| (455) e3 = e1
% 56.66/22.91  																																																			|
% 56.66/22.91  																																																			| Combining equations (676,455) yields a new equation:
% 56.66/22.91  																																																			| (431) e1 = e0
% 56.66/22.91  																																																			|
% 56.66/22.91  																																																			| Equations (431) can reduce 233 to:
% 56.66/22.91  																																																			| (266) $false
% 56.66/22.91  																																																			|
% 56.66/22.91  																																																			|-The branch is then unsatisfiable
% 56.66/22.91  																																																		|-Branch two:
% 56.66/22.91  																																																		| (748)  ~ (unit = e1)
% 56.66/22.91  																																																		| (749) unit = e3
% 56.66/22.91  																																																		|
% 56.66/22.91  																																																			| From (749) and (15) follows:
% 56.66/22.91  																																																			| (751) op(e3, e2) = e2
% 56.66/22.91  																																																			|
% 56.66/22.91  																																																			| From (749) and (42) follows:
% 56.66/22.91  																																																			| (752) op(e0, e3) = e0
% 56.66/22.91  																																																			|
% 56.66/22.91  																																																			| Instantiating formula (29) with e3, e2, e2, e4 and discharging atoms op(e3, e2) = e4, op(e3, e2) = e2, yields:
% 56.66/22.91  																																																			| (323) e4 = e2
% 56.66/22.91  																																																			|
% 56.66/22.91  																																																			| Instantiating formula (29) with e0, e3, e0, e4 and discharging atoms op(e0, e3) = e4, op(e0, e3) = e0, yields:
% 56.66/22.91  																																																			| (397) e4 = e0
% 56.66/22.91  																																																			|
% 56.66/22.91  																																																			| Combining equations (323,397) yields a new equation:
% 56.66/22.91  																																																			| (391) e2 = e0
% 56.66/22.91  																																																			|
% 56.66/22.91  																																																			| Simplifying 391 yields:
% 56.66/22.91  																																																			| (330) e2 = e0
% 56.66/22.91  																																																			|
% 56.66/22.91  																																																			| Equations (330) can reduce 128 to:
% 56.66/22.91  																																																			| (266) $false
% 56.66/22.91  																																																			|
% 56.66/22.91  																																																			|-The branch is then unsatisfiable
% 56.66/22.91  																																														|-Branch two:
% 56.66/22.91  																																														| (360)  ~ (all_0_44_44 = e0)
% 56.66/22.91  																																														| (1760) all_0_49_49 = e0 | all_0_58_58 = e0
% 56.66/22.91  																																														|
% 56.66/22.91  																																															+-Applying beta-rule and splitting (6761), into two cases.
% 56.66/22.91  																																															|-Branch one:
% 56.66/22.91  																																															| (559) all_0_42_42 = e0
% 56.66/22.91  																																															|
% 56.66/22.91  																																																| Combining equations (1392,559) yields a new equation:
% 56.66/22.91  																																																| (481) e4 = e0
% 56.66/22.91  																																																|
% 56.66/22.91  																																																| Simplifying 481 yields:
% 56.66/22.91  																																																| (397) e4 = e0
% 56.66/22.91  																																																|
% 56.66/22.91  																																																| Equations (397) can reduce 49 to:
% 56.66/22.91  																																																| (266) $false
% 56.66/22.91  																																																|
% 56.66/22.91  																																																|-The branch is then unsatisfiable
% 56.66/22.91  																																															|-Branch two:
% 56.66/22.91  																																															| (358)  ~ (all_0_42_42 = e0)
% 56.66/22.91  																																															| (6766) all_0_43_43 = e0 | all_0_44_44 = e0
% 56.66/22.91  																																															|
% 56.66/22.92  																																																+-Applying beta-rule and splitting (6766), into two cases.
% 56.66/22.92  																																																|-Branch one:
% 56.66/22.92  																																																| (356) all_0_43_43 = e0
% 56.66/22.92  																																																|
% 56.66/22.92  																																																	| Combining equations (356,430) yields a new equation:
% 56.66/22.92  																																																	| (431) e1 = e0
% 56.66/22.92  																																																	|
% 56.66/22.92  																																																	| Equations (431) can reduce 233 to:
% 56.66/22.92  																																																	| (266) $false
% 56.66/22.92  																																																	|
% 56.66/22.92  																																																	|-The branch is then unsatisfiable
% 56.66/22.92  																																																|-Branch two:
% 56.66/22.92  																																																| (5470)  ~ (all_0_43_43 = e0)
% 56.66/22.92  																																																| (1414) all_0_44_44 = e0
% 56.66/22.92  																																																|
% 56.66/22.92  																																																	| Equations (1414) can reduce 360 to:
% 56.66/22.92  																																																	| (266) $false
% 56.66/22.92  																																																	|
% 56.66/22.92  																																																	|-The branch is then unsatisfiable
% 56.66/22.92  																																													|-Branch two:
% 56.66/22.92  																																													| (447)  ~ (all_0_40_40 = e4)
% 56.66/22.92  																																													| (2271) all_0_44_44 = e4 | all_0_49_49 = e4 | all_0_53_53 = e4 | all_0_58_58 = e4
% 56.66/22.92  																																													|
% 56.66/22.92  																																														+-Applying beta-rule and splitting (316), into two cases.
% 56.66/22.92  																																														|-Branch one:
% 56.66/22.92  																																														| (1378) all_0_40_40 = e4
% 56.66/22.92  																																														|
% 56.66/22.92  																																															| Equations (1378) can reduce 447 to:
% 56.66/22.92  																																															| (266) $false
% 56.66/22.92  																																															|
% 56.66/22.92  																																															|-The branch is then unsatisfiable
% 56.66/22.92  																																														|-Branch two:
% 56.66/22.92  																																														| (447)  ~ (all_0_40_40 = e4)
% 56.66/22.92  																																														| (485) all_0_40_40 = e0
% 56.66/22.92  																																														|
% 56.66/22.92  																																															| Equations (485) can reduce 1401 to:
% 56.66/22.92  																																															| (266) $false
% 56.66/22.92  																																															|
% 56.66/22.92  																																															|-The branch is then unsatisfiable
% 56.66/22.92  																																											|-Branch two:
% 56.66/22.92  																																											| (1890)  ~ (all_0_42_42 = e4)
% 56.66/22.92  																																											| (1969) all_0_42_42 = e3 | all_0_42_42 = e1 | all_0_42_42 = e0
% 56.66/22.92  																																											|
% 56.66/22.92  																																												+-Applying beta-rule and splitting (75), into two cases.
% 56.66/22.92  																																												|-Branch one:
% 56.66/22.92  																																												| (485) all_0_40_40 = e0
% 56.66/22.92  																																												|
% 56.66/22.92  																																													| Equations (485) can reduce 1401 to:
% 56.66/22.92  																																													| (266) $false
% 56.66/22.92  																																													|
% 56.66/22.92  																																													|-The branch is then unsatisfiable
% 56.66/22.92  																																												|-Branch two:
% 56.66/22.92  																																												| (1401)  ~ (all_0_40_40 = e0)
% 56.66/22.92  																																												| (1748) all_0_44_44 = e0 | all_0_49_49 = e0 | all_0_58_58 = e0
% 56.66/22.92  																																												|
% 56.66/22.92  																																													+-Applying beta-rule and splitting (1748), into two cases.
% 56.66/22.92  																																													|-Branch one:
% 56.66/22.92  																																													| (1414) all_0_44_44 = e0
% 56.66/22.92  																																													|
% 56.66/22.92  																																														| Equations (1414) can reduce 143 to:
% 56.66/22.92  																																														| (1401)  ~ (all_0_40_40 = e0)
% 56.66/22.92  																																														|
% 56.66/22.92  																																														+-Applying beta-rule and splitting (150), into two cases.
% 56.66/22.92  																																														|-Branch one:
% 56.66/22.92  																																														| (1378) all_0_40_40 = e4
% 56.66/22.92  																																														|
% 56.66/22.92  																																															| Equations (1378) can reduce 2 to:
% 56.66/22.92  																																															| (188)  ~ (e4 = e3)
% 56.66/22.92  																																															|
% 56.66/22.92  																																															| Equations (1378) can reduce 296 to:
% 56.66/22.92  																																															| (48)  ~ (e4 = e2)
% 56.66/22.92  																																															|
% 56.66/22.92  																																															| Equations (1378) can reduce 132 to:
% 56.66/22.92  																																															| (110)  ~ (e4 = e1)
% 56.66/22.92  																																															|
% 56.66/22.92  																																															| Equations (1378) can reduce 1401 to:
% 56.66/22.92  																																															| (49)  ~ (e4 = e0)
% 56.66/22.92  																																															|
% 56.66/22.92  																																															+-Applying beta-rule and splitting (164), into two cases.
% 56.66/22.92  																																															|-Branch one:
% 56.66/22.92  																																															| (471) all_0_39_39 = e4
% 56.66/22.92  																																															|
% 56.66/22.92  																																																| Combining equations (471,480) yields a new equation:
% 56.66/22.92  																																																| (481) e4 = e0
% 56.66/22.92  																																																|
% 56.66/22.92  																																																| Simplifying 481 yields:
% 56.66/22.92  																																																| (397) e4 = e0
% 56.66/22.92  																																																|
% 56.66/22.92  																																																| Equations (397) can reduce 49 to:
% 56.66/22.92  																																																| (266) $false
% 56.66/22.92  																																																|
% 56.66/22.92  																																																|-The branch is then unsatisfiable
% 56.66/22.92  																																															|-Branch two:
% 56.66/22.92  																																															| (1377)  ~ (all_0_39_39 = e4)
% 56.66/22.92  																																															| (2115) all_0_42_42 = e4 | all_0_47_47 = e4 | all_0_51_51 = e4 | all_0_56_56 = e4
% 56.66/22.92  																																															|
% 56.66/22.92  																																																+-Applying beta-rule and splitting (2115), into two cases.
% 56.66/22.92  																																																|-Branch one:
% 56.66/22.92  																																																| (1392) all_0_42_42 = e4
% 56.66/22.92  																																																|
% 56.66/22.92  																																																	| Equations (1392) can reduce 1890 to:
% 56.66/22.92  																																																	| (266) $false
% 56.66/22.92  																																																	|
% 56.66/22.92  																																																	|-The branch is then unsatisfiable
% 56.66/22.92  																																																|-Branch two:
% 56.66/22.92  																																																| (1890)  ~ (all_0_42_42 = e4)
% 56.66/22.92  																																																| (2246) all_0_47_47 = e4 | all_0_51_51 = e4 | all_0_56_56 = e4
% 56.66/22.92  																																																|
% 56.66/22.92  																																																	+-Applying beta-rule and splitting (2246), into two cases.
% 56.66/22.92  																																																	|-Branch one:
% 56.66/22.92  																																																	| (1790) all_0_47_47 = e4
% 56.66/22.92  																																																	|
% 56.66/22.92  																																																		| Combining equations (522,1790) yields a new equation:
% 56.66/22.92  																																																		| (425) e4 = e3
% 56.66/22.92  																																																		|
% 56.66/22.92  																																																		| Equations (425) can reduce 188 to:
% 56.66/22.92  																																																		| (266) $false
% 56.66/22.92  																																																		|
% 56.66/22.92  																																																		|-The branch is then unsatisfiable
% 56.66/22.92  																																																	|-Branch two:
% 56.66/22.92  																																																	| (252)  ~ (all_0_47_47 = e4)
% 56.66/22.92  																																																	| (6548) all_0_51_51 = e4 | all_0_56_56 = e4
% 56.66/22.92  																																																	|
% 56.66/22.92  																																																		+-Applying beta-rule and splitting (6548), into two cases.
% 56.66/22.92  																																																		|-Branch one:
% 56.66/22.92  																																																		| (1101) all_0_51_51 = e4
% 56.66/22.92  																																																		|
% 56.66/22.92  																																																			| Combining equations (504,1101) yields a new equation:
% 56.66/22.92  																																																			| (323) e4 = e2
% 56.66/22.92  																																																			|
% 56.66/22.92  																																																			| Equations (323) can reduce 48 to:
% 56.66/22.92  																																																			| (266) $false
% 56.66/22.92  																																																			|
% 56.66/22.92  																																																			|-The branch is then unsatisfiable
% 56.66/22.92  																																																		|-Branch two:
% 56.66/22.92  																																																		| (475)  ~ (all_0_51_51 = e4)
% 56.66/22.92  																																																		| (842) all_0_56_56 = e4
% 56.66/22.92  																																																		|
% 56.66/22.92  																																																			| Combining equations (1569,842) yields a new equation:
% 56.66/22.92  																																																			| (630) e4 = e1
% 56.66/22.92  																																																			|
% 56.66/22.92  																																																			| Equations (630) can reduce 110 to:
% 56.66/22.92  																																																			| (266) $false
% 56.66/22.92  																																																			|
% 56.66/22.92  																																																			|-The branch is then unsatisfiable
% 56.66/22.92  																																														|-Branch two:
% 56.66/22.92  																																														| (447)  ~ (all_0_40_40 = e4)
% 56.66/22.92  																																														| (2271) all_0_44_44 = e4 | all_0_49_49 = e4 | all_0_53_53 = e4 | all_0_58_58 = e4
% 56.66/22.92  																																														|
% 56.66/22.92  																																															+-Applying beta-rule and splitting (316), into two cases.
% 56.66/22.92  																																															|-Branch one:
% 56.66/22.92  																																															| (1378) all_0_40_40 = e4
% 56.66/22.92  																																															|
% 56.66/22.92  																																																| Equations (1378) can reduce 447 to:
% 56.66/22.92  																																																| (266) $false
% 56.66/22.92  																																																|
% 56.66/22.92  																																																|-The branch is then unsatisfiable
% 56.66/22.92  																																															|-Branch two:
% 56.66/22.92  																																															| (447)  ~ (all_0_40_40 = e4)
% 56.66/22.92  																																															| (485) all_0_40_40 = e0
% 56.66/22.92  																																															|
% 56.66/22.92  																																																| Equations (485) can reduce 1401 to:
% 56.66/22.92  																																																| (266) $false
% 56.66/22.92  																																																|
% 56.66/22.92  																																																|-The branch is then unsatisfiable
% 56.66/22.92  																																													|-Branch two:
% 56.66/22.92  																																													| (360)  ~ (all_0_44_44 = e0)
% 56.66/22.92  																																													| (1760) all_0_49_49 = e0 | all_0_58_58 = e0
% 56.66/22.92  																																													|
% 56.66/22.92  																																														+-Applying beta-rule and splitting (1760), into two cases.
% 56.66/22.92  																																														|-Branch one:
% 56.66/22.92  																																														| (978) all_0_49_49 = e0
% 56.66/22.92  																																														|
% 56.66/22.92  																																															| Combining equations (671,978) yields a new equation:
% 56.66/22.92  																																															| (546) e1 = e0
% 56.66/22.92  																																															|
% 56.66/22.92  																																															| Simplifying 546 yields:
% 56.66/22.92  																																															| (431) e1 = e0
% 56.66/22.92  																																															|
% 56.66/22.92  																																															| Equations (431) can reduce 233 to:
% 56.66/22.92  																																															| (266) $false
% 56.66/22.92  																																															|
% 56.66/22.92  																																															|-The branch is then unsatisfiable
% 56.66/22.92  																																														|-Branch two:
% 56.66/22.92  																																														| (487)  ~ (all_0_49_49 = e0)
% 56.66/22.92  																																														| (914) all_0_58_58 = e0
% 56.66/22.92  																																														|
% 56.66/22.92  																																															| Combining equations (914,624) yields a new equation:
% 56.66/22.92  																																															| (330) e2 = e0
% 56.66/22.92  																																															|
% 56.66/22.92  																																															| Equations (330) can reduce 128 to:
% 56.66/22.92  																																															| (266) $false
% 56.66/22.92  																																															|
% 56.66/22.92  																																															|-The branch is then unsatisfiable
% 56.66/22.92  																																										|-Branch two:
% 56.66/22.92  																																										| (484)  ~ (all_0_39_39 = e0)
% 56.66/22.92  																																										| (558) all_0_42_42 = e0 | all_0_47_47 = e0 | all_0_56_56 = e0
% 56.66/22.92  																																										|
% 56.66/22.92  																																											+-Applying beta-rule and splitting (320), into two cases.
% 56.66/22.92  																																											|-Branch one:
% 56.66/22.92  																																											| (471) all_0_39_39 = e4
% 56.66/22.92  																																											|
% 56.66/22.92  																																												| Equations (471) can reduce 145 to:
% 56.66/22.92  																																												| (1901)  ~ (all_0_42_42 = e4)
% 56.66/22.92  																																												|
% 56.66/22.92  																																												| Simplifying 1901 yields:
% 56.66/22.92  																																												| (1890)  ~ (all_0_42_42 = e4)
% 56.66/22.92  																																												|
% 56.66/22.92  																																												| Equations (471) can reduce 151 to:
% 56.66/22.92  																																												| (110)  ~ (e4 = e1)
% 56.66/22.92  																																												|
% 56.66/22.92  																																												+-Applying beta-rule and splitting (441), into two cases.
% 56.66/22.92  																																												|-Branch one:
% 56.66/22.92  																																												| (1392) all_0_42_42 = e4
% 56.66/22.92  																																												|
% 56.66/22.92  																																													| Equations (1392) can reduce 1890 to:
% 56.66/22.92  																																													| (266) $false
% 56.66/22.92  																																													|
% 56.66/22.92  																																													|-The branch is then unsatisfiable
% 56.66/22.92  																																												|-Branch two:
% 56.66/22.92  																																												| (1890)  ~ (all_0_42_42 = e4)
% 56.66/22.92  																																												| (1891) all_0_43_43 = e4 | all_0_44_44 = e4
% 56.66/22.92  																																												|
% 56.66/22.92  																																													+-Applying beta-rule and splitting (1891), into two cases.
% 56.66/22.92  																																													|-Branch one:
% 56.66/22.92  																																													| (396) all_0_43_43 = e4
% 56.66/22.92  																																													|
% 56.66/22.92  																																														| Combining equations (396,430) yields a new equation:
% 56.66/22.92  																																														| (636) e4 = e1
% 56.66/22.92  																																														|
% 56.66/22.92  																																														| Simplifying 636 yields:
% 56.66/22.92  																																														| (630) e4 = e1
% 56.66/22.92  																																														|
% 56.66/22.92  																																														| Equations (630) can reduce 110 to:
% 56.66/22.92  																																														| (266) $false
% 56.66/22.92  																																														|
% 56.66/22.92  																																														|-The branch is then unsatisfiable
% 56.66/22.92  																																													|-Branch two:
% 56.66/22.92  																																													| (399)  ~ (all_0_43_43 = e4)
% 56.66/22.92  																																													| (446) all_0_44_44 = e4
% 56.66/22.92  																																													|
% 56.66/22.92  																																														| Equations (446) can reduce 143 to:
% 56.66/22.92  																																														| (447)  ~ (all_0_40_40 = e4)
% 56.66/22.92  																																														|
% 56.66/22.92  																																														+-Applying beta-rule and splitting (75), into two cases.
% 56.66/22.92  																																														|-Branch one:
% 56.66/22.92  																																														| (485) all_0_40_40 = e0
% 56.66/22.92  																																														|
% 56.66/22.92  																																															| Equations (485) can reduce 2 to:
% 56.66/22.92  																																															| (541)  ~ (e3 = e0)
% 56.66/22.92  																																															|
% 56.66/22.92  																																															| Simplifying 541 yields:
% 56.66/22.92  																																															| (80)  ~ (e3 = e0)
% 56.66/22.92  																																															|
% 56.66/22.92  																																															| Equations (485) can reduce 132 to:
% 56.66/22.92  																																															| (435)  ~ (e1 = e0)
% 56.66/22.92  																																															|
% 56.66/22.92  																																															| Simplifying 435 yields:
% 56.66/22.92  																																															| (233)  ~ (e1 = e0)
% 56.66/22.92  																																															|
% 56.66/22.92  																																															+-Applying beta-rule and splitting (6761), into two cases.
% 56.66/22.92  																																															|-Branch one:
% 56.66/22.92  																																															| (559) all_0_42_42 = e0
% 56.66/22.92  																																															|
% 56.66/22.92  																																																| Equations (559) can reduce 51 to:
% 56.66/22.92  																																																| (365)  ~ (e2 = e0)
% 56.66/22.92  																																																|
% 56.66/22.92  																																																| Simplifying 365 yields:
% 56.66/22.92  																																																| (128)  ~ (e2 = e0)
% 56.66/22.92  																																																|
% 56.66/22.92  																																																| Equations (559) can reduce 1380 to:
% 56.66/22.92  																																																| (435)  ~ (e1 = e0)
% 56.66/22.92  																																																|
% 56.66/22.92  																																																| Simplifying 435 yields:
% 56.66/22.92  																																																| (233)  ~ (e1 = e0)
% 56.66/22.92  																																																|
% 56.66/22.92  																																																+-Applying beta-rule and splitting (56), into two cases.
% 56.66/22.92  																																																|-Branch one:
% 56.66/22.92  																																																| (696) unit = e2
% 56.66/22.92  																																																|
% 56.66/22.92  																																																	| From (696) and (24) follows:
% 56.66/22.92  																																																	| (697) op(e2, e3) = e3
% 56.66/22.92  																																																	|
% 56.66/22.92  																																																	| From (696) and (32) follows:
% 56.66/22.92  																																																	| (698) op(e2, e2) = e2
% 56.66/22.92  																																																	|
% 56.66/22.92  																																																	| From (696) and (28) follows:
% 56.66/22.92  																																																	| (699) op(e1, e2) = e1
% 56.66/22.92  																																																	|
% 56.66/22.92  																																																	| Instantiating formula (29) with e2, e3, e3, e0 and discharging atoms op(e2, e3) = e3, op(e2, e3) = e0, yields:
% 56.66/22.92  																																																	| (676) e3 = e0
% 56.66/22.92  																																																	|
% 56.66/22.92  																																																	| Instantiating formula (29) with e2, e2, e2, e3 and discharging atoms op(e2, e2) = e3, op(e2, e2) = e2, yields:
% 56.66/22.92  																																																	| (662) e3 = e2
% 56.66/22.92  																																																	|
% 56.66/22.92  																																																	| Instantiating formula (29) with e1, e2, e1, e2 and discharging atoms op(e1, e2) = e2, op(e1, e2) = e1, yields:
% 56.66/22.92  																																																	| (617) e2 = e1
% 56.66/22.92  																																																	|
% 56.66/22.92  																																																	| Combining equations (676,662) yields a new equation:
% 56.66/22.92  																																																	| (330) e2 = e0
% 56.66/22.92  																																																	|
% 56.66/22.92  																																																	| Combining equations (330,617) yields a new equation:
% 56.66/22.92  																																																	| (431) e1 = e0
% 56.66/22.92  																																																	|
% 56.66/22.92  																																																	| Equations (431) can reduce 233 to:
% 56.66/22.92  																																																	| (266) $false
% 56.66/22.92  																																																	|
% 56.66/22.92  																																																	|-The branch is then unsatisfiable
% 56.66/22.92  																																																|-Branch two:
% 56.66/22.92  																																																| (707)  ~ (unit = e2)
% 56.66/22.92  																																																| (708) unit = e4 | unit = e3 | unit = e1 | unit = e0
% 56.66/22.92  																																																|
% 56.66/22.92  																																																	+-Applying beta-rule and splitting (708), into two cases.
% 56.66/22.92  																																																	|-Branch one:
% 56.66/22.92  																																																	| (709) unit = e4
% 56.66/22.92  																																																	|
% 56.66/22.92  																																																		| From (709) and (227) follows:
% 56.66/22.92  																																																		| (710) op(e4, e4) = e4
% 56.66/22.92  																																																		|
% 56.66/22.92  																																																		| From (709) and (40) follows:
% 56.66/22.92  																																																		| (711) op(e3, e4) = e3
% 56.66/22.92  																																																		|
% 56.66/22.92  																																																		| From (709) and (32) follows:
% 56.66/22.92  																																																		| (712) op(e2, e4) = e2
% 56.66/22.92  																																																		|
% 56.66/22.92  																																																		| From (709) and (42) follows:
% 56.66/22.92  																																																		| (713) op(e0, e4) = e0
% 56.66/22.92  																																																		|
% 56.66/22.92  																																																		| Instantiating formula (29) with e4, e4, e4, e1 and discharging atoms op(e4, e4) = e4, op(e4, e4) = e1, yields:
% 56.66/22.92  																																																		| (630) e4 = e1
% 56.66/22.92  																																																		|
% 56.66/22.92  																																																		| Instantiating formula (29) with e3, e4, e3, e2 and discharging atoms op(e3, e4) = e3, op(e3, e4) = e2, yields:
% 56.66/22.92  																																																		| (662) e3 = e2
% 56.66/22.92  																																																		|
% 56.66/22.92  																																																		| Instantiating formula (29) with e2, e4, e2, e4 and discharging atoms op(e2, e4) = e4, op(e2, e4) = e2, yields:
% 56.66/22.92  																																																		| (323) e4 = e2
% 56.66/22.92  																																																		|
% 56.66/22.92  																																																		| Instantiating formula (29) with e0, e4, e0, e3 and discharging atoms op(e0, e4) = e3, op(e0, e4) = e0, yields:
% 56.66/22.92  																																																		| (676) e3 = e0
% 56.66/22.92  																																																		|
% 56.66/22.92  																																																		| Combining equations (323,630) yields a new equation:
% 56.66/22.92  																																																		| (616) e2 = e1
% 56.66/22.92  																																																		|
% 56.66/22.92  																																																		| Simplifying 616 yields:
% 56.66/22.92  																																																		| (617) e2 = e1
% 56.66/22.92  																																																		|
% 56.66/22.92  																																																		| Combining equations (662,676) yields a new equation:
% 56.66/22.92  																																																		| (391) e2 = e0
% 56.66/22.92  																																																		|
% 56.66/22.92  																																																		| Simplifying 391 yields:
% 56.66/22.92  																																																		| (330) e2 = e0
% 56.66/22.92  																																																		|
% 56.66/22.92  																																																		| Combining equations (330,617) yields a new equation:
% 56.66/22.92  																																																		| (431) e1 = e0
% 56.66/22.92  																																																		|
% 56.66/22.92  																																																		| Equations (431) can reduce 233 to:
% 56.66/22.92  																																																		| (266) $false
% 56.66/22.92  																																																		|
% 56.66/22.92  																																																		|-The branch is then unsatisfiable
% 56.66/22.92  																																																	|-Branch two:
% 56.66/22.92  																																																	| (724)  ~ (unit = e4)
% 56.66/22.92  																																																	| (725) unit = e3 | unit = e1 | unit = e0
% 56.66/22.92  																																																	|
% 56.66/22.92  																																																		+-Applying beta-rule and splitting (725), into two cases.
% 56.66/22.92  																																																		|-Branch one:
% 56.66/22.92  																																																		| (726) unit = e0
% 56.66/22.92  																																																		|
% 56.66/22.92  																																																			| From (726) and (15) follows:
% 56.66/22.92  																																																			| (1508) op(e0, e2) = e2
% 56.66/22.92  																																																			|
% 56.66/22.92  																																																			| From (726) and (42) follows:
% 56.66/22.92  																																																			| (728) op(e0, e0) = e0
% 56.66/22.92  																																																			|
% 56.66/22.92  																																																			| Instantiating formula (29) with e0, e2, e2, e1 and discharging atoms op(e0, e2) = e2, op(e0, e2) = e1, yields:
% 56.66/22.92  																																																			| (617) e2 = e1
% 56.66/22.92  																																																			|
% 56.66/22.92  																																																			| Instantiating formula (29) with e0, e0, e0, e2 and discharging atoms op(e0, e0) = e2, op(e0, e0) = e0, yields:
% 56.66/22.92  																																																			| (330) e2 = e0
% 56.66/22.92  																																																			|
% 56.66/22.92  																																																			| Combining equations (617,330) yields a new equation:
% 56.66/22.92  																																																			| (546) e1 = e0
% 56.66/22.92  																																																			|
% 56.66/22.92  																																																			| Simplifying 546 yields:
% 56.66/22.92  																																																			| (431) e1 = e0
% 56.66/22.92  																																																			|
% 56.66/22.92  																																																			| Equations (431) can reduce 233 to:
% 56.66/22.92  																																																			| (266) $false
% 56.66/22.92  																																																			|
% 56.66/22.92  																																																			|-The branch is then unsatisfiable
% 56.66/22.92  																																																		|-Branch two:
% 56.66/22.92  																																																		| (734)  ~ (unit = e0)
% 56.66/22.92  																																																		| (735) unit = e3 | unit = e1
% 56.66/22.92  																																																		|
% 56.66/22.92  																																																			+-Applying beta-rule and splitting (735), into two cases.
% 56.66/22.92  																																																			|-Branch one:
% 56.66/22.92  																																																			| (736) unit = e1
% 56.66/22.92  																																																			|
% 56.66/22.92  																																																				| Equations (736) can reduce 734 to:
% 56.66/22.92  																																																				| (233)  ~ (e1 = e0)
% 56.66/22.92  																																																				|
% 56.66/22.92  																																																				| From (736) and (209) follows:
% 56.66/22.92  																																																				| (2715) op(e1, e0) = e0
% 56.66/22.92  																																																				|
% 56.66/22.92  																																																				| From (736) and (227) follows:
% 56.66/22.92  																																																				| (739) op(e4, e1) = e4
% 56.66/22.92  																																																				|
% 56.66/22.92  																																																				| From (736) and (28) follows:
% 56.66/22.92  																																																				| (740) op(e1, e1) = e1
% 56.66/22.92  																																																				|
% 56.66/22.92  																																																				| Instantiating formula (29) with e4, e1, e4, e3 and discharging atoms op(e4, e1) = e4, op(e4, e1) = e3, yields:
% 56.66/22.92  																																																				| (425) e4 = e3
% 56.66/22.92  																																																				|
% 56.66/22.92  																																																				| Instantiating formula (29) with e1, e1, e1, e4 and discharging atoms op(e1, e1) = e4, op(e1, e1) = e1, yields:
% 56.66/22.92  																																																				| (630) e4 = e1
% 56.66/22.92  																																																				|
% 56.66/22.92  																																																				| Instantiating formula (29) with e1, e0, e0, e3 and discharging atoms op(e1, e0) = e3, op(e1, e0) = e0, yields:
% 56.66/22.92  																																																				| (676) e3 = e0
% 56.66/22.92  																																																				|
% 56.66/22.92  																																																				| Combining equations (425,630) yields a new equation:
% 56.66/22.92  																																																				| (454) e3 = e1
% 56.66/22.92  																																																				|
% 56.66/22.92  																																																				| Simplifying 454 yields:
% 56.66/22.92  																																																				| (455) e3 = e1
% 56.66/22.92  																																																				|
% 56.66/22.92  																																																				| Combining equations (676,455) yields a new equation:
% 56.66/22.92  																																																				| (431) e1 = e0
% 56.66/22.92  																																																				|
% 56.66/22.92  																																																				| Equations (431) can reduce 233 to:
% 56.66/22.92  																																																				| (266) $false
% 56.66/22.92  																																																				|
% 56.66/22.92  																																																				|-The branch is then unsatisfiable
% 56.66/22.92  																																																			|-Branch two:
% 56.66/22.92  																																																			| (748)  ~ (unit = e1)
% 56.66/22.92  																																																			| (749) unit = e3
% 56.66/22.92  																																																			|
% 56.66/22.92  																																																				| From (749) and (244) follows:
% 56.66/22.92  																																																				| (750) op(e3, e4) = e4
% 56.66/22.92  																																																				|
% 56.66/22.92  																																																				| From (749) and (42) follows:
% 56.66/22.92  																																																				| (752) op(e0, e3) = e0
% 56.66/22.92  																																																				|
% 56.66/22.92  																																																				| Instantiating formula (29) with e3, e4, e4, e2 and discharging atoms op(e3, e4) = e4, op(e3, e4) = e2, yields:
% 56.66/22.92  																																																				| (323) e4 = e2
% 56.66/22.92  																																																				|
% 56.66/22.92  																																																				| Instantiating formula (29) with e0, e3, e0, e4 and discharging atoms op(e0, e3) = e4, op(e0, e3) = e0, yields:
% 56.66/22.93  																																																				| (397) e4 = e0
% 56.66/22.93  																																																				|
% 56.66/22.93  																																																				| Combining equations (323,397) yields a new equation:
% 56.66/22.93  																																																				| (391) e2 = e0
% 56.66/22.93  																																																				|
% 56.66/22.93  																																																				| Simplifying 391 yields:
% 56.66/22.93  																																																				| (330) e2 = e0
% 56.66/22.93  																																																				|
% 56.66/22.93  																																																				| Equations (330) can reduce 128 to:
% 56.66/22.93  																																																				| (266) $false
% 56.66/22.93  																																																				|
% 56.66/22.93  																																																				|-The branch is then unsatisfiable
% 56.66/22.93  																																															|-Branch two:
% 56.66/22.93  																																															| (358)  ~ (all_0_42_42 = e0)
% 56.66/22.93  																																															| (6766) all_0_43_43 = e0 | all_0_44_44 = e0
% 56.66/22.93  																																															|
% 56.66/22.93  																																																+-Applying beta-rule and splitting (558), into two cases.
% 56.66/22.93  																																																|-Branch one:
% 56.66/22.93  																																																| (559) all_0_42_42 = e0
% 56.66/22.93  																																																|
% 56.66/22.93  																																																	| Equations (559) can reduce 358 to:
% 56.66/22.93  																																																	| (266) $false
% 56.66/22.93  																																																	|
% 56.66/22.93  																																																	|-The branch is then unsatisfiable
% 56.66/22.93  																																																|-Branch two:
% 56.66/22.93  																																																| (358)  ~ (all_0_42_42 = e0)
% 56.66/22.93  																																																| (563) all_0_47_47 = e0 | all_0_56_56 = e0
% 56.66/22.93  																																																|
% 56.66/22.93  																																																	+-Applying beta-rule and splitting (563), into two cases.
% 56.66/22.93  																																																	|-Branch one:
% 56.66/22.93  																																																	| (674) all_0_47_47 = e0
% 56.66/22.93  																																																	|
% 56.66/22.93  																																																		| Combining equations (522,674) yields a new equation:
% 56.66/22.93  																																																		| (675) e3 = e0
% 56.66/22.93  																																																		|
% 56.66/22.93  																																																		| Simplifying 675 yields:
% 56.66/22.93  																																																		| (676) e3 = e0
% 56.66/22.93  																																																		|
% 56.66/22.93  																																																		| Equations (676) can reduce 80 to:
% 56.66/22.93  																																																		| (266) $false
% 56.66/22.93  																																																		|
% 56.66/22.93  																																																		|-The branch is then unsatisfiable
% 56.66/22.93  																																																	|-Branch two:
% 56.66/22.93  																																																	| (678)  ~ (all_0_47_47 = e0)
% 56.66/22.93  																																																	| (679) all_0_56_56 = e0
% 56.66/22.93  																																																	|
% 56.66/22.93  																																																		| Combining equations (1569,679) yields a new equation:
% 56.66/22.93  																																																		| (546) e1 = e0
% 56.66/22.93  																																																		|
% 56.66/22.93  																																																		| Simplifying 546 yields:
% 56.66/22.93  																																																		| (431) e1 = e0
% 56.66/22.93  																																																		|
% 56.66/22.93  																																																		| Equations (431) can reduce 233 to:
% 56.66/22.93  																																																		| (266) $false
% 56.66/22.93  																																																		|
% 56.66/22.93  																																																		|-The branch is then unsatisfiable
% 56.66/22.93  																																														|-Branch two:
% 56.66/22.93  																																														| (1401)  ~ (all_0_40_40 = e0)
% 56.66/22.93  																																														| (1748) all_0_44_44 = e0 | all_0_49_49 = e0 | all_0_58_58 = e0
% 56.66/22.93  																																														|
% 56.66/22.93  																																															+-Applying beta-rule and splitting (316), into two cases.
% 56.66/22.93  																																															|-Branch one:
% 56.66/22.93  																																															| (1378) all_0_40_40 = e4
% 56.66/22.93  																																															|
% 56.66/22.93  																																																| Equations (1378) can reduce 447 to:
% 56.66/22.93  																																																| (266) $false
% 56.66/22.93  																																																|
% 56.66/22.93  																																																|-The branch is then unsatisfiable
% 56.66/22.93  																																															|-Branch two:
% 56.66/22.93  																																															| (447)  ~ (all_0_40_40 = e4)
% 56.66/22.93  																																															| (485) all_0_40_40 = e0
% 56.66/22.93  																																															|
% 56.66/22.93  																																																| Equations (485) can reduce 1401 to:
% 56.66/22.93  																																																| (266) $false
% 56.66/22.93  																																																|
% 56.66/22.93  																																																|-The branch is then unsatisfiable
% 56.66/22.93  																																											|-Branch two:
% 56.66/22.93  																																											| (1377)  ~ (all_0_39_39 = e4)
% 56.66/22.93  																																											| (480) all_0_39_39 = e0
% 56.66/22.93  																																											|
% 56.66/22.93  																																												| Equations (480) can reduce 484 to:
% 56.66/22.93  																																												| (266) $false
% 56.66/22.93  																																												|
% 56.66/22.93  																																												|-The branch is then unsatisfiable
% 56.66/22.93  																																							|-Branch two:
% 56.66/22.93  																																							| (831)  ~ (all_0_46_46 = e0)
% 56.66/22.93  																																							| (832) all_0_47_47 = e0 | all_0_48_48 = e0 | all_0_49_49 = e0
% 56.66/22.93  																																							|
% 56.66/22.93  																																								+-Applying beta-rule and splitting (395), into two cases.
% 56.66/22.93  																																								|-Branch one:
% 56.66/22.93  																																								| (794) all_0_41_41 = e0
% 56.66/22.93  																																								|
% 56.66/22.93  																																									| Combining equations (794,403) yields a new equation:
% 56.66/22.93  																																									| (676) e3 = e0
% 56.66/22.93  																																									|
% 56.66/22.93  																																									| Equations (676) can reduce 80 to:
% 56.66/22.93  																																									| (266) $false
% 56.66/22.93  																																									|
% 56.66/22.93  																																									|-The branch is then unsatisfiable
% 56.66/22.93  																																								|-Branch two:
% 56.66/22.93  																																								| (357)  ~ (all_0_41_41 = e0)
% 56.66/22.93  																																								| (895) all_0_46_46 = e0 | all_0_55_55 = e0
% 56.66/22.93  																																								|
% 56.66/22.93  																																									+-Applying beta-rule and splitting (895), into two cases.
% 56.66/22.93  																																									|-Branch one:
% 56.66/22.93  																																									| (538) all_0_46_46 = e0
% 56.66/22.93  																																									|
% 56.66/22.93  																																										| Equations (538) can reduce 831 to:
% 56.66/22.93  																																										| (266) $false
% 56.66/22.93  																																										|
% 56.66/22.93  																																										|-The branch is then unsatisfiable
% 56.66/22.93  																																									|-Branch two:
% 56.66/22.93  																																									| (831)  ~ (all_0_46_46 = e0)
% 56.66/22.93  																																									| (858) all_0_55_55 = e0
% 56.66/22.93  																																									|
% 56.66/22.93  																																										| Combining equations (858,587) yields a new equation:
% 56.66/22.93  																																										| (397) e4 = e0
% 56.66/22.93  																																										|
% 56.66/22.93  																																										| Equations (397) can reduce 49 to:
% 56.66/22.93  																																										| (266) $false
% 56.66/22.93  																																										|
% 56.66/22.93  																																										|-The branch is then unsatisfiable
% 56.66/22.93  																																						|-Branch two:
% 56.66/22.93  																																						| (1091)  ~ (all_0_47_47 = e3)
% 56.66/22.93  																																						| (1092) all_0_51_51 = e3 | all_0_56_56 = e3
% 56.66/22.93  																																						|
% 56.66/22.93  																																							+-Applying beta-rule and splitting (1092), into two cases.
% 56.66/22.93  																																							|-Branch one:
% 56.66/22.93  																																							| (660) all_0_51_51 = e3
% 56.66/22.93  																																							|
% 56.66/22.93  																																								| Combining equations (504,660) yields a new equation:
% 56.66/22.93  																																								| (662) e3 = e2
% 56.66/22.93  																																								|
% 56.66/22.93  																																								| Equations (662) can reduce 212 to:
% 56.66/22.93  																																								| (266) $false
% 56.66/22.93  																																								|
% 56.66/22.93  																																								|-The branch is then unsatisfiable
% 56.66/22.93  																																							|-Branch two:
% 56.66/22.93  																																							| (664)  ~ (all_0_51_51 = e3)
% 56.66/22.93  																																							| (1097) all_0_56_56 = e3
% 56.66/22.93  																																							|
% 56.66/22.93  																																								| Combining equations (1097,1569) yields a new equation:
% 56.66/22.93  																																								| (454) e3 = e1
% 56.66/22.93  																																								|
% 56.66/22.93  																																								| Simplifying 454 yields:
% 56.66/22.93  																																								| (455) e3 = e1
% 56.66/22.93  																																								|
% 56.66/22.93  																																								| Equations (455) can reduce 213 to:
% 56.66/22.93  																																								| (266) $false
% 56.66/22.93  																																								|
% 56.66/22.93  																																								|-The branch is then unsatisfiable
% 56.66/22.93  																																				|-Branch two:
% 56.66/22.93  																																				| (1898)  ~ (all_0_41_41 = e3)
% 56.66/22.93  																																				| (1899) all_0_42_42 = e3 | all_0_44_44 = e3
% 56.66/22.93  																																				|
% 56.66/22.93  																																					+-Applying beta-rule and splitting (1899), into two cases.
% 56.66/22.93  																																					|-Branch one:
% 56.66/22.93  																																					| (516) all_0_42_42 = e3
% 56.66/22.93  																																					|
% 56.66/22.93  																																						| Equations (516) can reduce 214 to:
% 56.66/22.93  																																						| (1898)  ~ (all_0_41_41 = e3)
% 56.66/22.93  																																						|
% 56.66/22.93  																																						+-Applying beta-rule and splitting (144), into two cases.
% 56.66/22.93  																																						|-Branch one:
% 56.66/22.93  																																						| (403) all_0_41_41 = e3
% 56.66/22.93  																																						|
% 56.66/22.93  																																							| Equations (403) can reduce 1898 to:
% 56.66/22.93  																																							| (266) $false
% 56.66/22.93  																																							|
% 56.66/22.93  																																							|-The branch is then unsatisfiable
% 56.66/22.93  																																						|-Branch two:
% 56.66/22.93  																																						| (1898)  ~ (all_0_41_41 = e3)
% 56.66/22.93  																																						| (1923) all_0_46_46 = e3 | all_0_50_50 = e3 | all_0_55_55 = e3
% 56.66/22.93  																																						|
% 56.66/22.93  																																							+-Applying beta-rule and splitting (64), into two cases.
% 56.66/22.93  																																							|-Branch one:
% 56.66/22.93  																																							| (437) all_0_41_41 = e4
% 56.66/22.93  																																							|
% 56.66/22.93  																																								| Equations (437) can reduce 440 to:
% 56.66/22.93  																																								| (266) $false
% 56.66/22.93  																																								|
% 56.66/22.93  																																								|-The branch is then unsatisfiable
% 56.66/22.93  																																							|-Branch two:
% 56.66/22.93  																																							| (440)  ~ (all_0_41_41 = e4)
% 56.66/22.93  																																							| (441) all_0_42_42 = e4 | all_0_43_43 = e4 | all_0_44_44 = e4
% 56.66/22.93  																																							|
% 56.66/22.93  																																								+-Applying beta-rule and splitting (441), into two cases.
% 56.66/22.93  																																								|-Branch one:
% 56.66/22.93  																																								| (1392) all_0_42_42 = e4
% 56.66/22.93  																																								|
% 56.66/22.93  																																									| Combining equations (1392,516) yields a new equation:
% 56.66/22.93  																																									| (424) e4 = e3
% 56.66/22.93  																																									|
% 56.66/22.93  																																									| Simplifying 424 yields:
% 56.66/22.93  																																									| (425) e4 = e3
% 56.66/22.93  																																									|
% 56.66/22.93  																																									| Equations (425) can reduce 188 to:
% 56.66/22.93  																																									| (266) $false
% 56.66/22.93  																																									|
% 56.66/22.93  																																									|-The branch is then unsatisfiable
% 56.66/22.93  																																								|-Branch two:
% 56.66/22.93  																																								| (1890)  ~ (all_0_42_42 = e4)
% 56.66/22.93  																																								| (1891) all_0_43_43 = e4 | all_0_44_44 = e4
% 56.66/22.93  																																								|
% 56.66/22.93  																																									| Equations (516) can reduce 1890 to:
% 56.66/22.93  																																									| (277)  ~ (e4 = e3)
% 56.66/22.93  																																									|
% 56.66/22.93  																																									| Simplifying 277 yields:
% 56.66/22.93  																																									| (188)  ~ (e4 = e3)
% 56.66/22.93  																																									|
% 56.66/22.93  																																									+-Applying beta-rule and splitting (27), into two cases.
% 56.66/22.93  																																									|-Branch one:
% 56.66/22.93  																																									| (437) all_0_41_41 = e4
% 56.66/22.93  																																									|
% 56.66/22.93  																																										| Equations (437) can reduce 440 to:
% 56.66/22.93  																																										| (266) $false
% 56.66/22.93  																																										|
% 56.66/22.93  																																										|-The branch is then unsatisfiable
% 56.66/22.93  																																									|-Branch two:
% 56.66/22.93  																																									| (440)  ~ (all_0_41_41 = e4)
% 56.66/22.93  																																									| (4049) all_0_41_41 = e3 | all_0_41_41 = e1 | all_0_41_41 = e0
% 56.66/22.93  																																									|
% 56.66/22.93  																																										+-Applying beta-rule and splitting (78), into two cases.
% 56.66/22.93  																																										|-Branch one:
% 56.66/22.93  																																										| (423) all_0_45_45 = e3
% 56.66/22.93  																																										|
% 56.66/22.93  																																											| Combining equations (423,248) yields a new equation:
% 56.66/22.93  																																											| (425) e4 = e3
% 56.66/22.93  																																											|
% 56.66/22.93  																																											| Equations (425) can reduce 188 to:
% 56.66/22.93  																																											| (266) $false
% 56.66/22.93  																																											|
% 56.66/22.93  																																											|-The branch is then unsatisfiable
% 56.66/22.93  																																										|-Branch two:
% 56.66/22.93  																																										| (427)  ~ (all_0_45_45 = e3)
% 56.66/22.93  																																										| (428) all_0_46_46 = e3 | all_0_47_47 = e3 | all_0_49_49 = e3
% 56.66/22.93  																																										|
% 56.66/22.93  																																											+-Applying beta-rule and splitting (428), into two cases.
% 56.66/22.93  																																											|-Branch one:
% 56.66/22.93  																																											| (1557) all_0_46_46 = e3
% 56.66/22.93  																																											|
% 56.66/22.93  																																												| Equations (1557) can reduce 19 to:
% 56.66/22.93  																																												| (2538)  ~ (all_0_47_47 = e3)
% 56.66/22.93  																																												|
% 56.66/22.93  																																												| Simplifying 2538 yields:
% 56.66/22.93  																																												| (1091)  ~ (all_0_47_47 = e3)
% 56.66/22.93  																																												|
% 56.66/22.93  																																												| Equations (1557) can reduce 250 to:
% 56.66/22.93  																																												| (277)  ~ (e4 = e3)
% 56.66/22.93  																																												|
% 56.66/22.93  																																												| Simplifying 277 yields:
% 56.66/22.93  																																												| (188)  ~ (e4 = e3)
% 56.66/22.93  																																												|
% 56.66/22.93  																																												| From (1557) and (120) follows:
% 56.66/22.93  																																												| (697) op(e2, e3) = e3
% 56.66/22.93  																																												|
% 56.66/22.93  																																												+-Applying beta-rule and splitting (184), into two cases.
% 56.66/22.93  																																												|-Branch one:
% 56.66/22.93  																																												| (538) all_0_46_46 = e0
% 56.66/22.93  																																												|
% 56.66/22.93  																																													| Combining equations (538,1557) yields a new equation:
% 56.66/22.93  																																													| (676) e3 = e0
% 56.66/22.93  																																													|
% 56.66/22.93  																																													| Equations (676) can reduce 80 to:
% 56.66/22.93  																																													| (266) $false
% 56.66/22.93  																																													|
% 56.66/22.93  																																													|-The branch is then unsatisfiable
% 56.66/22.93  																																												|-Branch two:
% 56.66/22.93  																																												| (831)  ~ (all_0_46_46 = e0)
% 56.66/22.93  																																												| (832) all_0_47_47 = e0 | all_0_48_48 = e0 | all_0_49_49 = e0
% 56.66/22.93  																																												|
% 56.66/22.93  																																													| Equations (1557) can reduce 831 to:
% 56.66/22.93  																																													| (80)  ~ (e3 = e0)
% 56.66/22.93  																																													|
% 56.66/22.93  																																													+-Applying beta-rule and splitting (164), into two cases.
% 56.66/22.93  																																													|-Branch one:
% 56.66/22.93  																																													| (471) all_0_39_39 = e4
% 56.66/22.93  																																													|
% 56.66/22.93  																																														| Equations (471) can reduce 79 to:
% 56.66/22.93  																																														| (251)  ~ (all_0_47_47 = e4)
% 56.66/22.93  																																														|
% 56.66/22.93  																																														| Simplifying 251 yields:
% 56.66/22.93  																																														| (252)  ~ (all_0_47_47 = e4)
% 56.66/22.93  																																														|
% 56.66/22.93  																																														| Equations (471) can reduce 151 to:
% 56.66/22.93  																																														| (110)  ~ (e4 = e1)
% 56.66/22.93  																																														|
% 56.66/22.93  																																														+-Applying beta-rule and splitting (104), into two cases.
% 56.66/22.93  																																														|-Branch one:
% 56.66/22.93  																																														| (480) all_0_39_39 = e0
% 56.66/22.93  																																														|
% 56.66/22.93  																																															| Combining equations (480,471) yields a new equation:
% 56.66/22.93  																																															| (397) e4 = e0
% 56.66/22.93  																																															|
% 56.66/22.93  																																															| Equations (397) can reduce 49 to:
% 56.66/22.93  																																															| (266) $false
% 56.66/22.93  																																															|
% 56.66/22.93  																																															|-The branch is then unsatisfiable
% 56.66/22.93  																																														|-Branch two:
% 56.66/22.93  																																														| (484)  ~ (all_0_39_39 = e0)
% 56.66/22.93  																																														| (558) all_0_42_42 = e0 | all_0_47_47 = e0 | all_0_56_56 = e0
% 56.66/22.93  																																														|
% 56.66/22.93  																																															+-Applying beta-rule and splitting (558), into two cases.
% 56.66/22.93  																																															|-Branch one:
% 56.66/22.93  																																															| (559) all_0_42_42 = e0
% 56.66/22.93  																																															|
% 56.66/22.93  																																																| Combining equations (559,516) yields a new equation:
% 56.66/22.93  																																																| (676) e3 = e0
% 56.66/22.93  																																																|
% 56.66/22.93  																																																| Equations (676) can reduce 80 to:
% 56.66/22.93  																																																| (266) $false
% 56.66/22.93  																																																|
% 56.66/22.93  																																																|-The branch is then unsatisfiable
% 56.66/22.93  																																															|-Branch two:
% 56.66/22.93  																																															| (358)  ~ (all_0_42_42 = e0)
% 56.66/22.93  																																															| (563) all_0_47_47 = e0 | all_0_56_56 = e0
% 56.66/22.93  																																															|
% 56.66/22.93  																																																+-Applying beta-rule and splitting (1891), into two cases.
% 56.66/22.93  																																																|-Branch one:
% 56.66/22.93  																																																| (396) all_0_43_43 = e4
% 56.66/22.93  																																																|
% 56.66/22.93  																																																	| Combining equations (396,430) yields a new equation:
% 56.66/22.93  																																																	| (636) e4 = e1
% 56.66/22.93  																																																	|
% 56.66/22.93  																																																	| Simplifying 636 yields:
% 56.66/22.93  																																																	| (630) e4 = e1
% 56.66/22.93  																																																	|
% 56.66/22.93  																																																	| Equations (630) can reduce 110 to:
% 56.66/22.93  																																																	| (266) $false
% 56.66/22.93  																																																	|
% 56.66/22.93  																																																	|-The branch is then unsatisfiable
% 56.66/22.93  																																																|-Branch two:
% 56.66/22.93  																																																| (399)  ~ (all_0_43_43 = e4)
% 56.66/22.93  																																																| (446) all_0_44_44 = e4
% 56.66/22.93  																																																|
% 56.66/22.93  																																																	| Equations (446) can reduce 143 to:
% 56.66/22.93  																																																	| (447)  ~ (all_0_40_40 = e4)
% 56.66/22.93  																																																	|
% 56.66/22.93  																																																	+-Applying beta-rule and splitting (75), into two cases.
% 56.66/22.93  																																																	|-Branch one:
% 56.66/22.93  																																																	| (485) all_0_40_40 = e0
% 56.66/22.93  																																																	|
% 56.66/22.93  																																																		| Equations (485) can reduce 132 to:
% 56.66/22.93  																																																		| (435)  ~ (e1 = e0)
% 56.66/22.93  																																																		|
% 56.66/22.93  																																																		| Simplifying 435 yields:
% 56.66/22.93  																																																		| (233)  ~ (e1 = e0)
% 56.66/22.93  																																																		|
% 56.66/22.93  																																																		+-Applying beta-rule and splitting (105), into two cases.
% 56.66/22.93  																																																		|-Branch one:
% 56.66/22.93  																																																		| (1105) all_0_47_47 = e2
% 56.66/22.93  																																																		|
% 56.66/22.93  																																																			| Equations (1105) can reduce 338 to:
% 56.66/22.93  																																																			| (266) $false
% 56.66/22.93  																																																			|
% 56.66/22.93  																																																			|-The branch is then unsatisfiable
% 56.66/22.93  																																																		|-Branch two:
% 56.66/22.93  																																																		| (338)  ~ (all_0_47_47 = e2)
% 56.66/22.93  																																																		| (1789) all_0_47_47 = e4 | all_0_47_47 = e3 | all_0_47_47 = e1 | all_0_47_47 = e0
% 56.66/22.93  																																																		|
% 56.66/22.93  																																																			+-Applying beta-rule and splitting (165), into two cases.
% 56.66/22.93  																																																			|-Branch one:
% 56.66/22.93  																																																			| (794) all_0_41_41 = e0
% 56.66/22.93  																																																			|
% 56.66/22.93  																																																				| Equations (794) can reduce 457 to:
% 56.66/22.93  																																																				| (435)  ~ (e1 = e0)
% 56.66/22.93  																																																				|
% 56.66/22.93  																																																				| Simplifying 435 yields:
% 56.66/22.93  																																																				| (233)  ~ (e1 = e0)
% 56.66/22.93  																																																				|
% 56.66/22.93  																																																				| From (794) and (219) follows:
% 56.66/22.93  																																																				| (5573) op(e3, e3) = e0
% 56.66/22.93  																																																				|
% 56.66/22.93  																																																				+-Applying beta-rule and splitting (563), into two cases.
% 56.66/22.93  																																																				|-Branch one:
% 56.66/22.93  																																																				| (674) all_0_47_47 = e0
% 56.66/22.93  																																																				|
% 56.66/22.93  																																																					| Equations (674) can reduce 338 to:
% 56.66/22.93  																																																					| (365)  ~ (e2 = e0)
% 56.66/22.93  																																																					|
% 56.66/22.93  																																																					| Simplifying 365 yields:
% 56.66/22.93  																																																					| (128)  ~ (e2 = e0)
% 56.66/22.93  																																																					|
% 56.66/22.93  																																																					| Equations (674) can reduce 462 to:
% 56.66/22.93  																																																					| (435)  ~ (e1 = e0)
% 56.66/22.93  																																																					|
% 56.66/22.93  																																																					| Simplifying 435 yields:
% 56.66/22.93  																																																					| (233)  ~ (e1 = e0)
% 56.66/22.93  																																																					|
% 56.66/22.93  																																																					| From (674) and (23) follows:
% 56.66/22.93  																																																					| (3148) op(e2, e2) = e0
% 56.66/22.93  																																																					|
% 56.66/22.93  																																																					+-Applying beta-rule and splitting (56), into two cases.
% 56.66/22.93  																																																					|-Branch one:
% 56.66/22.93  																																																					| (696) unit = e2
% 56.66/22.93  																																																					|
% 56.66/22.93  																																																						| From (696) and (32) follows:
% 56.66/22.93  																																																						| (698) op(e2, e2) = e2
% 56.66/22.93  																																																						|
% 56.66/22.93  																																																						| From (696) and (28) follows:
% 56.66/22.93  																																																						| (699) op(e1, e2) = e1
% 56.66/22.93  																																																						|
% 56.66/22.93  																																																						| Instantiating formula (29) with e2, e2, e2, e0 and discharging atoms op(e2, e2) = e2, op(e2, e2) = e0, yields:
% 56.66/22.93  																																																						| (330) e2 = e0
% 56.66/22.93  																																																						|
% 56.66/22.93  																																																						| Instantiating formula (29) with e1, e2, e1, e2 and discharging atoms op(e1, e2) = e2, op(e1, e2) = e1, yields:
% 56.66/22.93  																																																						| (617) e2 = e1
% 56.66/22.93  																																																						|
% 56.66/22.93  																																																						| Combining equations (330,617) yields a new equation:
% 56.66/22.93  																																																						| (431) e1 = e0
% 56.66/22.93  																																																						|
% 56.66/22.93  																																																						| Equations (431) can reduce 233 to:
% 56.66/22.93  																																																						| (266) $false
% 56.66/22.93  																																																						|
% 56.66/22.93  																																																						|-The branch is then unsatisfiable
% 56.66/22.93  																																																					|-Branch two:
% 56.66/22.93  																																																					| (707)  ~ (unit = e2)
% 56.66/22.93  																																																					| (708) unit = e4 | unit = e3 | unit = e1 | unit = e0
% 56.66/22.93  																																																					|
% 56.66/22.93  																																																						+-Applying beta-rule and splitting (708), into two cases.
% 56.66/22.93  																																																						|-Branch one:
% 56.66/22.93  																																																						| (709) unit = e4
% 56.66/22.93  																																																						|
% 56.66/22.93  																																																							| From (709) and (227) follows:
% 56.66/22.93  																																																							| (710) op(e4, e4) = e4
% 56.66/22.93  																																																							|
% 56.66/22.93  																																																							| From (709) and (40) follows:
% 56.66/22.93  																																																							| (711) op(e3, e4) = e3
% 56.66/22.93  																																																							|
% 56.66/22.93  																																																							| From (709) and (32) follows:
% 56.66/22.93  																																																							| (712) op(e2, e4) = e2
% 56.66/22.93  																																																							|
% 56.66/22.93  																																																							| From (709) and (42) follows:
% 56.66/22.93  																																																							| (713) op(e0, e4) = e0
% 56.66/22.93  																																																							|
% 56.66/22.93  																																																							| Instantiating formula (29) with e4, e4, e4, e1 and discharging atoms op(e4, e4) = e4, op(e4, e4) = e1, yields:
% 56.66/22.93  																																																							| (630) e4 = e1
% 56.66/22.93  																																																							|
% 56.66/22.93  																																																							| Instantiating formula (29) with e3, e4, e3, e2 and discharging atoms op(e3, e4) = e3, op(e3, e4) = e2, yields:
% 56.66/22.93  																																																							| (662) e3 = e2
% 56.66/22.93  																																																							|
% 56.66/22.93  																																																							| Instantiating formula (29) with e2, e4, e2, e4 and discharging atoms op(e2, e4) = e4, op(e2, e4) = e2, yields:
% 56.66/22.93  																																																							| (323) e4 = e2
% 56.66/22.93  																																																							|
% 56.66/22.93  																																																							| Instantiating formula (29) with e0, e4, e0, e3 and discharging atoms op(e0, e4) = e3, op(e0, e4) = e0, yields:
% 56.66/22.93  																																																							| (676) e3 = e0
% 56.66/22.93  																																																							|
% 56.66/22.93  																																																							| Combining equations (323,630) yields a new equation:
% 56.66/22.93  																																																							| (616) e2 = e1
% 56.66/22.93  																																																							|
% 56.66/22.93  																																																							| Simplifying 616 yields:
% 56.66/22.93  																																																							| (617) e2 = e1
% 56.66/22.93  																																																							|
% 56.66/22.93  																																																							| Combining equations (662,676) yields a new equation:
% 56.66/22.93  																																																							| (391) e2 = e0
% 56.66/22.93  																																																							|
% 56.66/22.93  																																																							| Simplifying 391 yields:
% 56.66/22.93  																																																							| (330) e2 = e0
% 56.66/22.93  																																																							|
% 56.66/22.93  																																																							| Combining equations (330,617) yields a new equation:
% 56.66/22.93  																																																							| (431) e1 = e0
% 56.66/22.93  																																																							|
% 56.66/22.93  																																																							| Equations (431) can reduce 233 to:
% 56.66/22.93  																																																							| (266) $false
% 56.66/22.93  																																																							|
% 56.66/22.93  																																																							|-The branch is then unsatisfiable
% 56.66/22.93  																																																						|-Branch two:
% 56.66/22.93  																																																						| (724)  ~ (unit = e4)
% 56.66/22.93  																																																						| (725) unit = e3 | unit = e1 | unit = e0
% 56.66/22.93  																																																						|
% 56.66/22.93  																																																							+-Applying beta-rule and splitting (725), into two cases.
% 56.66/22.93  																																																							|-Branch one:
% 56.66/22.93  																																																							| (726) unit = e0
% 56.66/22.93  																																																							|
% 56.66/22.93  																																																								| From (726) and (15) follows:
% 56.66/22.93  																																																								| (1508) op(e0, e2) = e2
% 56.66/22.93  																																																								|
% 56.66/22.93  																																																								| From (726) and (42) follows:
% 56.66/22.93  																																																								| (728) op(e0, e0) = e0
% 56.66/22.93  																																																								|
% 56.66/22.93  																																																								| Instantiating formula (29) with e0, e2, e2, e1 and discharging atoms op(e0, e2) = e2, op(e0, e2) = e1, yields:
% 56.66/22.93  																																																								| (617) e2 = e1
% 56.66/22.93  																																																								|
% 56.66/22.93  																																																								| Instantiating formula (29) with e0, e0, e0, e2 and discharging atoms op(e0, e0) = e2, op(e0, e0) = e0, yields:
% 56.66/22.93  																																																								| (330) e2 = e0
% 56.66/22.93  																																																								|
% 56.66/22.93  																																																								| Combining equations (617,330) yields a new equation:
% 56.66/22.93  																																																								| (546) e1 = e0
% 56.66/22.93  																																																								|
% 56.66/22.93  																																																								| Simplifying 546 yields:
% 56.66/22.93  																																																								| (431) e1 = e0
% 56.66/22.93  																																																								|
% 56.66/22.93  																																																								| Equations (431) can reduce 233 to:
% 56.66/22.93  																																																								| (266) $false
% 56.66/22.93  																																																								|
% 56.66/22.93  																																																								|-The branch is then unsatisfiable
% 56.66/22.93  																																																							|-Branch two:
% 56.66/22.93  																																																							| (734)  ~ (unit = e0)
% 56.66/22.93  																																																							| (735) unit = e3 | unit = e1
% 56.66/22.93  																																																							|
% 56.66/22.93  																																																								+-Applying beta-rule and splitting (735), into two cases.
% 56.66/22.93  																																																								|-Branch one:
% 56.66/22.93  																																																								| (736) unit = e1
% 56.66/22.93  																																																								|
% 56.66/22.93  																																																									| Equations (736) can reduce 734 to:
% 56.66/22.93  																																																									| (233)  ~ (e1 = e0)
% 56.66/22.93  																																																									|
% 56.66/22.93  																																																									| From (736) and (209) follows:
% 56.66/22.93  																																																									| (2715) op(e1, e0) = e0
% 56.66/22.93  																																																									|
% 56.66/22.93  																																																									| From (736) and (227) follows:
% 56.66/22.93  																																																									| (739) op(e4, e1) = e4
% 56.66/22.93  																																																									|
% 56.66/22.93  																																																									| From (736) and (28) follows:
% 56.66/22.93  																																																									| (740) op(e1, e1) = e1
% 56.66/22.93  																																																									|
% 56.66/22.93  																																																									| Instantiating formula (29) with e4, e1, e4, e3 and discharging atoms op(e4, e1) = e4, op(e4, e1) = e3, yields:
% 56.66/22.93  																																																									| (425) e4 = e3
% 56.66/22.93  																																																									|
% 56.66/22.93  																																																									| Instantiating formula (29) with e1, e1, e1, e4 and discharging atoms op(e1, e1) = e4, op(e1, e1) = e1, yields:
% 56.66/22.93  																																																									| (630) e4 = e1
% 56.66/22.93  																																																									|
% 56.66/22.93  																																																									| Instantiating formula (29) with e1, e0, e0, e3 and discharging atoms op(e1, e0) = e3, op(e1, e0) = e0, yields:
% 56.66/22.93  																																																									| (676) e3 = e0
% 56.66/22.93  																																																									|
% 56.66/22.93  																																																									| Combining equations (425,630) yields a new equation:
% 56.66/22.93  																																																									| (454) e3 = e1
% 56.66/22.94  																																																									|
% 56.66/22.94  																																																									| Simplifying 454 yields:
% 56.66/22.94  																																																									| (455) e3 = e1
% 56.66/22.94  																																																									|
% 56.66/22.94  																																																									| Combining equations (676,455) yields a new equation:
% 56.66/22.94  																																																									| (431) e1 = e0
% 56.66/22.94  																																																									|
% 56.66/22.94  																																																									| Equations (431) can reduce 233 to:
% 56.66/22.94  																																																									| (266) $false
% 56.66/22.94  																																																									|
% 56.66/22.94  																																																									|-The branch is then unsatisfiable
% 56.66/22.94  																																																								|-Branch two:
% 56.66/22.94  																																																								| (748)  ~ (unit = e1)
% 56.66/22.94  																																																								| (749) unit = e3
% 56.66/22.94  																																																								|
% 56.66/22.94  																																																									| From (749) and (40) follows:
% 56.66/22.94  																																																									| (3715) op(e3, e3) = e3
% 56.66/22.94  																																																									|
% 56.66/22.94  																																																									| From (749) and (32) follows:
% 56.66/22.94  																																																									| (5793) op(e2, e3) = e2
% 56.66/22.94  																																																									|
% 56.66/22.94  																																																									| Instantiating formula (29) with e3, e3, e3, e0 and discharging atoms op(e3, e3) = e3, op(e3, e3) = e0, yields:
% 56.66/22.94  																																																									| (676) e3 = e0
% 56.66/22.94  																																																									|
% 56.66/22.94  																																																									| Instantiating formula (29) with e2, e3, e2, e3 and discharging atoms op(e2, e3) = e3, op(e2, e3) = e2, yields:
% 56.66/22.94  																																																									| (662) e3 = e2
% 56.66/22.94  																																																									|
% 56.66/22.94  																																																									| Combining equations (676,662) yields a new equation:
% 56.66/22.94  																																																									| (330) e2 = e0
% 56.66/22.94  																																																									|
% 56.66/22.94  																																																									| Equations (330) can reduce 128 to:
% 56.66/22.94  																																																									| (266) $false
% 56.66/22.94  																																																									|
% 56.66/22.94  																																																									|-The branch is then unsatisfiable
% 56.66/22.94  																																																				|-Branch two:
% 56.66/22.94  																																																				| (678)  ~ (all_0_47_47 = e0)
% 56.66/22.94  																																																				| (679) all_0_56_56 = e0
% 56.66/22.94  																																																				|
% 56.66/22.94  																																																					| Combining equations (1569,679) yields a new equation:
% 56.66/22.94  																																																					| (546) e1 = e0
% 56.66/22.94  																																																					|
% 56.66/22.94  																																																					| Simplifying 546 yields:
% 56.66/22.94  																																																					| (431) e1 = e0
% 56.66/22.94  																																																					|
% 56.66/22.94  																																																					| Equations (431) can reduce 233 to:
% 56.66/22.94  																																																					| (266) $false
% 56.66/22.94  																																																					|
% 56.66/22.94  																																																					|-The branch is then unsatisfiable
% 56.66/22.94  																																																			|-Branch two:
% 56.66/22.94  																																																			| (357)  ~ (all_0_41_41 = e0)
% 56.66/22.94  																																																			| (6761) all_0_42_42 = e0 | all_0_43_43 = e0 | all_0_44_44 = e0
% 56.66/22.94  																																																			|
% 56.66/22.94  																																																				+-Applying beta-rule and splitting (563), into two cases.
% 56.66/22.94  																																																				|-Branch one:
% 56.66/22.94  																																																				| (674) all_0_47_47 = e0
% 56.66/22.94  																																																				|
% 56.66/22.94  																																																					| Equations (674) can reduce 252 to:
% 56.66/22.94  																																																					| (401)  ~ (e4 = e0)
% 56.66/22.94  																																																					|
% 56.66/22.94  																																																					| Simplifying 401 yields:
% 56.66/22.94  																																																					| (49)  ~ (e4 = e0)
% 56.66/22.94  																																																					|
% 56.66/22.94  																																																					| Equations (674) can reduce 1091 to:
% 56.66/22.94  																																																					| (541)  ~ (e3 = e0)
% 56.66/22.94  																																																					|
% 56.66/22.94  																																																					| Simplifying 541 yields:
% 56.66/22.94  																																																					| (80)  ~ (e3 = e0)
% 56.66/22.94  																																																					|
% 56.66/22.94  																																																					| Equations (674) can reduce 462 to:
% 56.66/22.94  																																																					| (435)  ~ (e1 = e0)
% 56.66/22.94  																																																					|
% 56.66/22.94  																																																					| Simplifying 435 yields:
% 56.66/22.94  																																																					| (233)  ~ (e1 = e0)
% 56.66/22.94  																																																					|
% 56.66/22.94  																																																					+-Applying beta-rule and splitting (6761), into two cases.
% 56.66/22.94  																																																					|-Branch one:
% 56.66/22.94  																																																					| (559) all_0_42_42 = e0
% 56.66/22.94  																																																					|
% 56.66/22.94  																																																						| Combining equations (516,559) yields a new equation:
% 56.66/22.94  																																																						| (675) e3 = e0
% 56.66/22.94  																																																						|
% 56.66/22.94  																																																						| Simplifying 675 yields:
% 56.66/22.94  																																																						| (676) e3 = e0
% 56.66/22.94  																																																						|
% 56.66/22.94  																																																						| Equations (676) can reduce 80 to:
% 56.66/22.94  																																																						| (266) $false
% 56.66/22.94  																																																						|
% 56.66/22.94  																																																						|-The branch is then unsatisfiable
% 56.66/22.94  																																																					|-Branch two:
% 56.66/22.94  																																																					| (358)  ~ (all_0_42_42 = e0)
% 56.66/22.94  																																																					| (6766) all_0_43_43 = e0 | all_0_44_44 = e0
% 56.66/22.94  																																																					|
% 56.66/22.94  																																																						+-Applying beta-rule and splitting (6766), into two cases.
% 56.66/22.94  																																																						|-Branch one:
% 56.66/22.94  																																																						| (356) all_0_43_43 = e0
% 56.66/22.94  																																																						|
% 56.66/22.94  																																																							| Combining equations (356,430) yields a new equation:
% 56.66/22.94  																																																							| (431) e1 = e0
% 56.66/22.94  																																																							|
% 56.66/22.94  																																																							| Equations (431) can reduce 233 to:
% 56.66/22.94  																																																							| (266) $false
% 56.66/22.94  																																																							|
% 56.66/22.94  																																																							|-The branch is then unsatisfiable
% 56.66/22.94  																																																						|-Branch two:
% 56.66/22.94  																																																						| (5470)  ~ (all_0_43_43 = e0)
% 56.66/22.94  																																																						| (1414) all_0_44_44 = e0
% 56.66/22.94  																																																						|
% 56.66/22.94  																																																							| Combining equations (446,1414) yields a new equation:
% 56.66/22.94  																																																							| (481) e4 = e0
% 56.66/22.94  																																																							|
% 56.66/22.94  																																																							| Simplifying 481 yields:
% 56.66/22.94  																																																							| (397) e4 = e0
% 56.66/22.94  																																																							|
% 56.66/22.94  																																																							| Equations (397) can reduce 49 to:
% 56.66/22.94  																																																							| (266) $false
% 56.66/22.94  																																																							|
% 56.66/22.94  																																																							|-The branch is then unsatisfiable
% 56.66/22.94  																																																				|-Branch two:
% 56.66/22.94  																																																				| (678)  ~ (all_0_47_47 = e0)
% 56.66/22.94  																																																				| (679) all_0_56_56 = e0
% 56.66/22.94  																																																				|
% 56.66/22.94  																																																					| Combining equations (1569,679) yields a new equation:
% 56.66/22.94  																																																					| (546) e1 = e0
% 56.66/22.94  																																																					|
% 56.66/22.94  																																																					| Simplifying 546 yields:
% 56.66/22.94  																																																					| (431) e1 = e0
% 56.66/22.94  																																																					|
% 56.66/22.94  																																																					| Equations (431) can reduce 233 to:
% 56.66/22.94  																																																					| (266) $false
% 56.66/22.94  																																																					|
% 56.66/22.94  																																																					|-The branch is then unsatisfiable
% 56.66/22.94  																																																	|-Branch two:
% 56.66/22.94  																																																	| (1401)  ~ (all_0_40_40 = e0)
% 56.66/22.94  																																																	| (1748) all_0_44_44 = e0 | all_0_49_49 = e0 | all_0_58_58 = e0
% 56.66/22.94  																																																	|
% 56.66/22.94  																																																		+-Applying beta-rule and splitting (316), into two cases.
% 56.66/22.94  																																																		|-Branch one:
% 56.66/22.94  																																																		| (1378) all_0_40_40 = e4
% 56.66/22.94  																																																		|
% 56.66/22.94  																																																			| Equations (1378) can reduce 447 to:
% 56.66/22.94  																																																			| (266) $false
% 56.66/22.94  																																																			|
% 56.66/22.94  																																																			|-The branch is then unsatisfiable
% 56.66/22.94  																																																		|-Branch two:
% 56.66/22.94  																																																		| (447)  ~ (all_0_40_40 = e4)
% 56.66/22.94  																																																		| (485) all_0_40_40 = e0
% 56.66/22.94  																																																		|
% 56.66/22.94  																																																			| Equations (485) can reduce 1401 to:
% 56.66/22.94  																																																			| (266) $false
% 56.66/22.94  																																																			|
% 56.66/22.94  																																																			|-The branch is then unsatisfiable
% 56.66/22.94  																																													|-Branch two:
% 56.66/22.94  																																													| (1377)  ~ (all_0_39_39 = e4)
% 56.66/22.94  																																													| (2115) all_0_42_42 = e4 | all_0_47_47 = e4 | all_0_51_51 = e4 | all_0_56_56 = e4
% 56.66/22.94  																																													|
% 56.66/22.94  																																														+-Applying beta-rule and splitting (2115), into two cases.
% 56.66/22.94  																																														|-Branch one:
% 56.66/22.94  																																														| (1392) all_0_42_42 = e4
% 56.66/22.94  																																														|
% 56.66/22.94  																																															| Combining equations (1392,516) yields a new equation:
% 56.66/22.94  																																															| (424) e4 = e3
% 56.66/22.94  																																															|
% 56.66/22.94  																																															| Simplifying 424 yields:
% 56.66/22.94  																																															| (425) e4 = e3
% 56.66/22.94  																																															|
% 56.66/22.94  																																															| Equations (425) can reduce 188 to:
% 56.66/22.94  																																															| (266) $false
% 56.66/22.94  																																															|
% 56.66/22.94  																																															|-The branch is then unsatisfiable
% 56.66/22.94  																																														|-Branch two:
% 56.66/22.94  																																														| (1890)  ~ (all_0_42_42 = e4)
% 56.66/22.94  																																														| (2246) all_0_47_47 = e4 | all_0_51_51 = e4 | all_0_56_56 = e4
% 56.66/22.94  																																														|
% 56.66/22.94  																																															+-Applying beta-rule and splitting (2246), into two cases.
% 56.66/22.94  																																															|-Branch one:
% 56.66/22.94  																																															| (1790) all_0_47_47 = e4
% 56.66/22.94  																																															|
% 56.66/22.94  																																																| Equations (1790) can reduce 252 to:
% 56.66/22.94  																																																| (266) $false
% 56.66/22.94  																																																|
% 56.66/22.94  																																																|-The branch is then unsatisfiable
% 56.66/22.94  																																															|-Branch two:
% 56.66/22.94  																																															| (252)  ~ (all_0_47_47 = e4)
% 56.66/22.94  																																															| (6548) all_0_51_51 = e4 | all_0_56_56 = e4
% 56.66/22.94  																																															|
% 56.66/22.94  																																																+-Applying beta-rule and splitting (6548), into two cases.
% 56.66/22.94  																																																|-Branch one:
% 56.66/22.94  																																																| (1101) all_0_51_51 = e4
% 56.66/22.94  																																																|
% 56.66/22.94  																																																	| Combining equations (504,1101) yields a new equation:
% 56.66/22.94  																																																	| (323) e4 = e2
% 56.66/22.94  																																																	|
% 56.66/22.94  																																																	| Equations (323) can reduce 48 to:
% 56.66/22.94  																																																	| (266) $false
% 56.66/22.94  																																																	|
% 56.66/22.94  																																																	|-The branch is then unsatisfiable
% 56.66/22.94  																																																|-Branch two:
% 56.66/22.94  																																																| (475)  ~ (all_0_51_51 = e4)
% 56.66/22.94  																																																| (842) all_0_56_56 = e4
% 56.66/22.94  																																																|
% 56.66/22.94  																																																	| Combining equations (1569,842) yields a new equation:
% 56.66/22.94  																																																	| (630) e4 = e1
% 56.66/22.94  																																																	|
% 56.66/22.94  																																																	| Equations (630) can reduce 110 to:
% 56.66/22.94  																																																	| (266) $false
% 56.66/22.94  																																																	|
% 56.66/22.94  																																																	|-The branch is then unsatisfiable
% 56.66/22.94  																																											|-Branch two:
% 56.66/22.94  																																											| (409)  ~ (all_0_46_46 = e3)
% 56.66/22.94  																																											| (1561) all_0_47_47 = e3 | all_0_49_49 = e3
% 56.66/22.94  																																											|
% 56.66/22.94  																																												+-Applying beta-rule and splitting (123), into two cases.
% 56.66/22.94  																																												|-Branch one:
% 56.66/22.94  																																												| (1794) all_0_46_46 = e2
% 56.66/22.94  																																												|
% 56.66/22.94  																																													| Equations (1794) can reduce 300 to:
% 56.66/22.94  																																													| (266) $false
% 56.66/22.94  																																													|
% 56.66/22.94  																																													|-The branch is then unsatisfiable
% 56.66/22.94  																																												|-Branch two:
% 56.66/22.94  																																												| (300)  ~ (all_0_46_46 = e2)
% 56.66/22.94  																																												| (1797) all_0_46_46 = e4 | all_0_46_46 = e3 | all_0_46_46 = e1 | all_0_46_46 = e0
% 56.66/22.94  																																												|
% 56.66/22.94  																																													+-Applying beta-rule and splitting (1797), into two cases.
% 56.66/22.94  																																													|-Branch one:
% 56.66/22.94  																																													| (770) all_0_46_46 = e4
% 56.66/22.94  																																													|
% 56.66/22.94  																																														| Equations (770) can reduce 250 to:
% 56.66/22.94  																																														| (266) $false
% 56.66/22.94  																																														|
% 56.66/22.94  																																														|-The branch is then unsatisfiable
% 56.66/22.94  																																													|-Branch two:
% 56.66/22.94  																																													| (250)  ~ (all_0_46_46 = e4)
% 56.66/22.94  																																													| (1801) all_0_46_46 = e3 | all_0_46_46 = e1 | all_0_46_46 = e0
% 56.66/22.94  																																													|
% 56.66/22.94  																																														+-Applying beta-rule and splitting (165), into two cases.
% 56.66/22.94  																																														|-Branch one:
% 56.66/22.94  																																														| (794) all_0_41_41 = e0
% 56.66/22.94  																																														|
% 56.66/22.94  																																															| Equations (794) can reduce 43 to:
% 56.66/22.94  																																															| (5567)  ~ (all_0_46_46 = e0)
% 56.66/22.94  																																															|
% 56.66/22.94  																																															| Simplifying 5567 yields:
% 56.66/22.94  																																															| (831)  ~ (all_0_46_46 = e0)
% 56.66/22.94  																																															|
% 56.66/22.94  																																															+-Applying beta-rule and splitting (1801), into two cases.
% 56.66/22.94  																																															|-Branch one:
% 56.66/22.94  																																															| (538) all_0_46_46 = e0
% 56.66/22.94  																																															|
% 56.66/22.94  																																																| Equations (538) can reduce 831 to:
% 56.66/22.94  																																																| (266) $false
% 56.66/22.94  																																																|
% 56.66/22.94  																																																|-The branch is then unsatisfiable
% 56.66/22.94  																																															|-Branch two:
% 56.66/22.94  																																															| (831)  ~ (all_0_46_46 = e0)
% 56.66/22.94  																																															| (1838) all_0_46_46 = e3 | all_0_46_46 = e1
% 56.66/22.94  																																															|
% 56.66/22.94  																																																+-Applying beta-rule and splitting (1838), into two cases.
% 56.66/22.94  																																																|-Branch one:
% 56.66/22.94  																																																| (545) all_0_46_46 = e1
% 56.66/22.94  																																																|
% 56.66/22.94  																																																	| Equations (545) can reduce 549 to:
% 56.66/22.94  																																																	| (266) $false
% 56.66/22.94  																																																	|
% 56.66/22.94  																																																	|-The branch is then unsatisfiable
% 56.66/22.94  																																																|-Branch two:
% 56.66/22.94  																																																| (549)  ~ (all_0_46_46 = e1)
% 56.66/22.94  																																																| (1557) all_0_46_46 = e3
% 56.66/22.94  																																																|
% 56.66/22.94  																																																	| Equations (1557) can reduce 409 to:
% 56.66/22.94  																																																	| (266) $false
% 56.66/22.94  																																																	|
% 56.66/22.94  																																																	|-The branch is then unsatisfiable
% 56.66/22.94  																																														|-Branch two:
% 56.66/22.94  																																														| (357)  ~ (all_0_41_41 = e0)
% 56.66/22.94  																																														| (6761) all_0_42_42 = e0 | all_0_43_43 = e0 | all_0_44_44 = e0
% 56.66/22.94  																																														|
% 56.66/22.94  																																															+-Applying beta-rule and splitting (395), into two cases.
% 56.66/22.94  																																															|-Branch one:
% 56.66/22.94  																																															| (794) all_0_41_41 = e0
% 56.66/22.94  																																															|
% 56.66/22.94  																																																| Equations (794) can reduce 357 to:
% 56.66/22.94  																																																| (266) $false
% 56.66/22.94  																																																|
% 56.66/22.94  																																																|-The branch is then unsatisfiable
% 56.66/22.94  																																															|-Branch two:
% 56.66/22.94  																																															| (357)  ~ (all_0_41_41 = e0)
% 56.66/22.94  																																															| (895) all_0_46_46 = e0 | all_0_55_55 = e0
% 56.66/22.94  																																															|
% 56.66/22.94  																																																+-Applying beta-rule and splitting (4049), into two cases.
% 56.66/22.94  																																																|-Branch one:
% 56.66/22.94  																																																| (794) all_0_41_41 = e0
% 56.66/22.94  																																																|
% 56.66/22.94  																																																	| Equations (794) can reduce 357 to:
% 56.66/22.94  																																																	| (266) $false
% 56.66/22.94  																																																	|
% 56.66/22.94  																																																	|-The branch is then unsatisfiable
% 56.66/22.94  																																																|-Branch two:
% 56.66/22.94  																																																| (357)  ~ (all_0_41_41 = e0)
% 56.66/22.94  																																																| (4053) all_0_41_41 = e3 | all_0_41_41 = e1
% 56.66/22.94  																																																|
% 56.66/22.94  																																																	+-Applying beta-rule and splitting (4053), into two cases.
% 56.66/22.94  																																																	|-Branch one:
% 56.66/22.94  																																																	| (453) all_0_41_41 = e1
% 56.66/22.94  																																																	|
% 56.66/22.94  																																																		| Equations (453) can reduce 457 to:
% 56.66/22.94  																																																		| (266) $false
% 56.66/22.94  																																																		|
% 56.66/22.94  																																																		|-The branch is then unsatisfiable
% 56.66/22.94  																																																	|-Branch two:
% 56.66/22.94  																																																	| (457)  ~ (all_0_41_41 = e1)
% 56.66/22.94  																																																	| (403) all_0_41_41 = e3
% 56.66/22.94  																																																	|
% 56.66/22.94  																																																		| Equations (403) can reduce 1898 to:
% 56.66/22.94  																																																		| (266) $false
% 56.66/22.94  																																																		|
% 56.66/22.94  																																																		|-The branch is then unsatisfiable
% 56.66/22.94  																																					|-Branch two:
% 56.66/22.94  																																					| (405)  ~ (all_0_42_42 = e3)
% 56.66/22.94  																																					| (532) all_0_44_44 = e3
% 56.66/22.94  																																					|
% 56.66/22.94  																																						| Equations (532) can reduce 407 to:
% 56.66/22.94  																																						| (266) $false
% 56.66/22.94  																																						|
% 56.66/22.94  																																						|-The branch is then unsatisfiable
% 56.66/22.94  																														|-Branch two:
% 56.66/22.94  																														| (1064)  ~ (all_0_49_49 = e1)
% 56.66/22.94  																														| (2141) all_0_53_53 = e1 | all_0_58_58 = e1
% 56.66/22.94  																														|
% 56.66/22.94  																															+-Applying beta-rule and splitting (2141), into two cases.
% 56.66/22.94  																															|-Branch one:
% 56.66/22.94  																															| (1208) all_0_53_53 = e1
% 56.66/22.94  																															|
% 56.66/22.94  																																| Equations (1208) can reduce 1459 to:
% 56.66/22.94  																																| (266) $false
% 56.66/22.94  																																|
% 56.66/22.94  																																|-The branch is then unsatisfiable
% 56.66/22.94  																															|-Branch two:
% 56.66/22.94  																															| (1459)  ~ (all_0_53_53 = e1)
% 56.66/22.94  																															| (918) all_0_58_58 = e1
% 56.66/22.94  																															|
% 56.66/22.94  																																| Combining equations (624,918) yields a new equation:
% 56.66/22.94  																																| (616) e2 = e1
% 56.66/22.94  																																|
% 56.66/22.94  																																| Simplifying 616 yields:
% 56.66/22.94  																																| (617) e2 = e1
% 56.66/22.94  																																|
% 56.66/22.94  																																| Equations (617) can reduce 122 to:
% 56.66/22.94  																																| (266) $false
% 56.66/22.94  																																|
% 56.66/22.94  																																|-The branch is then unsatisfiable
% 56.66/22.94  																									|-Branch two:
% 56.66/22.94  																									| (1099)  ~ (all_0_51_51 = e2)
% 56.66/22.94  																									| (1100) all_0_51_51 = e4 | all_0_51_51 = e3 | all_0_51_51 = e1
% 56.66/22.94  																									|
% 56.66/22.94  																										+-Applying beta-rule and splitting (385), into two cases.
% 56.66/22.94  																										|-Branch one:
% 56.66/22.94  																										| (1105) all_0_47_47 = e2
% 56.66/22.94  																										|
% 56.66/22.94  																											| Equations (1105) can reduce 338 to:
% 56.66/22.94  																											| (266) $false
% 56.66/22.94  																											|
% 56.66/22.94  																											|-The branch is then unsatisfiable
% 56.66/22.94  																										|-Branch two:
% 56.66/22.94  																										| (338)  ~ (all_0_47_47 = e2)
% 56.66/22.95  																										| (1108) all_0_51_51 = e2 | all_0_56_56 = e2
% 56.66/22.95  																										|
% 56.66/22.95  																											+-Applying beta-rule and splitting (381), into two cases.
% 56.66/22.95  																											|-Branch one:
% 56.66/22.95  																											| (504) all_0_51_51 = e2
% 56.66/22.95  																											|
% 56.66/22.95  																												| Equations (504) can reduce 1099 to:
% 56.66/22.95  																												| (266) $false
% 56.66/22.95  																												|
% 56.66/22.95  																												|-The branch is then unsatisfiable
% 56.66/22.95  																											|-Branch two:
% 56.66/22.95  																											| (1099)  ~ (all_0_51_51 = e2)
% 56.66/22.95  																											| (1152) all_0_52_52 = e2 | all_0_53_53 = e2
% 56.66/22.95  																											|
% 56.66/22.95  																												+-Applying beta-rule and splitting (1100), into two cases.
% 56.66/22.95  																												|-Branch one:
% 56.66/22.95  																												| (1101) all_0_51_51 = e4
% 56.66/22.95  																												|
% 56.66/22.95  																													| Equations (1101) can reduce 475 to:
% 56.66/22.95  																													| (266) $false
% 56.66/22.95  																													|
% 56.66/22.95  																													|-The branch is then unsatisfiable
% 56.66/22.95  																												|-Branch two:
% 56.66/22.95  																												| (475)  ~ (all_0_51_51 = e4)
% 56.66/22.95  																												| (1104) all_0_51_51 = e3 | all_0_51_51 = e1
% 56.66/22.95  																												|
% 56.66/22.95  																													+-Applying beta-rule and splitting (1108), into two cases.
% 56.66/22.95  																													|-Branch one:
% 56.66/22.95  																													| (504) all_0_51_51 = e2
% 56.66/22.95  																													|
% 56.66/22.95  																														| Equations (504) can reduce 1099 to:
% 56.66/22.95  																														| (266) $false
% 56.66/22.95  																														|
% 56.66/22.95  																														|-The branch is then unsatisfiable
% 56.66/22.95  																													|-Branch two:
% 56.66/22.95  																													| (1099)  ~ (all_0_51_51 = e2)
% 56.66/22.95  																													| (833) all_0_56_56 = e2
% 56.66/22.95  																													|
% 56.66/22.95  																														| Equations (833) can reduce 154 to:
% 56.66/22.95  																														| (294)  ~ (all_0_39_39 = e2)
% 56.66/22.95  																														|
% 56.66/22.95  																														| Equations (833) can reduce 236 to:
% 56.66/22.95  																														| (51)  ~ (all_0_42_42 = e2)
% 56.66/22.95  																														|
% 56.66/22.95  																														| Equations (833) can reduce 91 to:
% 56.66/22.95  																														| (338)  ~ (all_0_47_47 = e2)
% 56.66/22.95  																														|
% 56.66/22.95  																														| Equations (833) can reduce 44 to:
% 56.66/22.95  																														| (1186)  ~ (all_0_58_58 = e2)
% 56.66/22.95  																														|
% 56.66/22.95  																														| Simplifying 1186 yields:
% 56.66/22.95  																														| (908)  ~ (all_0_58_58 = e2)
% 56.66/22.95  																														|
% 56.66/22.95  																														| Equations (833) can reduce 477 to:
% 56.66/22.95  																														| (327)  ~ (e4 = e2)
% 56.66/22.95  																														|
% 56.66/22.95  																														| Simplifying 327 yields:
% 56.66/22.95  																														| (48)  ~ (e4 = e2)
% 56.66/22.95  																														|
% 56.66/22.95  																														| From (833) and (87) follows:
% 56.66/22.95  																														| (4151) op(e2, e2) = all_0_34_34
% 56.66/22.95  																														|
% 56.66/22.95  																														| From (833) and (127) follows:
% 56.66/22.95  																														| (1507) op(e2, e0) = all_0_33_33
% 56.66/22.95  																														|
% 56.66/22.95  																														| From (833) and (111) follows:
% 56.66/22.95  																														| (1508) op(e0, e2) = e2
% 56.66/22.95  																														|
% 56.66/22.95  																														+-Applying beta-rule and splitting (108), into two cases.
% 56.66/22.95  																														|-Branch one:
% 56.66/22.95  																														| (624) all_0_58_58 = e2
% 56.66/22.95  																														|
% 56.66/22.95  																															| Equations (624) can reduce 908 to:
% 56.66/22.95  																															| (266) $false
% 56.66/22.95  																															|
% 56.66/22.95  																															|-The branch is then unsatisfiable
% 56.66/22.95  																														|-Branch two:
% 56.66/22.95  																														| (908)  ~ (all_0_58_58 = e2)
% 56.66/22.95  																														| (909) all_0_58_58 = e4 | all_0_58_58 = e3 | all_0_58_58 = e1 | all_0_58_58 = e0
% 56.66/22.95  																														|
% 56.66/22.95  																															+-Applying beta-rule and splitting (909), into two cases.
% 56.66/22.95  																															|-Branch one:
% 56.66/22.95  																															| (910) all_0_58_58 = e4
% 56.66/22.95  																															|
% 56.66/22.95  																																| Equations (910) can reduce 451 to:
% 56.66/22.95  																																| (266) $false
% 56.66/22.95  																																|
% 56.66/22.95  																																|-The branch is then unsatisfiable
% 56.66/22.95  																															|-Branch two:
% 56.66/22.95  																															| (451)  ~ (all_0_58_58 = e4)
% 56.66/22.95  																															| (913) all_0_58_58 = e3 | all_0_58_58 = e1 | all_0_58_58 = e0
% 56.66/22.95  																															|
% 56.66/22.95  																																+-Applying beta-rule and splitting (913), into two cases.
% 56.66/22.95  																																|-Branch one:
% 56.66/22.95  																																| (914) all_0_58_58 = e0
% 56.66/22.95  																																|
% 56.66/22.95  																																	| Equations (914) can reduce 491 to:
% 56.66/22.95  																																	| (266) $false
% 56.66/22.95  																																	|
% 56.66/22.95  																																	|-The branch is then unsatisfiable
% 56.66/22.95  																																|-Branch two:
% 56.66/22.95  																																| (491)  ~ (all_0_58_58 = e0)
% 56.66/22.95  																																| (917) all_0_58_58 = e3 | all_0_58_58 = e1
% 56.66/22.95  																																|
% 56.66/22.95  																																	+-Applying beta-rule and splitting (917), into two cases.
% 56.66/22.95  																																	|-Branch one:
% 56.66/22.95  																																	| (918) all_0_58_58 = e1
% 56.66/22.95  																																	|
% 56.66/22.95  																																		| Combining equations (918,5486) yields a new equation:
% 56.66/22.95  																																		| (9437) all_0_35_35 = e1
% 56.66/22.95  																																		|
% 56.66/22.95  																																		| Equations (918) can reduce 178 to:
% 56.66/22.95  																																		| (132)  ~ (all_0_40_40 = e1)
% 56.66/22.95  																																		|
% 56.66/22.95  																																		| Equations (918) can reduce 181 to:
% 56.66/22.95  																																		| (639)  ~ (all_0_44_44 = e1)
% 56.66/22.95  																																		|
% 56.66/22.95  																																		| Equations (918) can reduce 119 to:
% 56.66/22.95  																																		| (1064)  ~ (all_0_49_49 = e1)
% 56.66/22.95  																																		|
% 56.66/22.95  																																		| Equations (918) can reduce 10 to:
% 56.66/22.95  																																		| (1459)  ~ (all_0_53_53 = e1)
% 56.66/22.95  																																		|
% 56.66/22.95  																																		| From (918) and (245) follows:
% 56.66/22.95  																																		| (9442) op(e0, e0) = e1
% 56.66/22.95  																																		|
% 56.66/22.95  																																		+-Applying beta-rule and splitting (1152), into two cases.
% 56.66/22.95  																																		|-Branch one:
% 56.66/22.95  																																		| (352) all_0_52_52 = e2
% 56.66/22.95  																																		|
% 56.66/22.95  																																			| Combining equations (352,565) yields a new equation:
% 56.66/22.95  																																			| (323) e4 = e2
% 56.66/22.95  																																			|
% 56.66/22.95  																																			| Equations (323) can reduce 48 to:
% 56.66/22.95  																																			| (266) $false
% 56.66/22.95  																																			|
% 56.66/22.95  																																			|-The branch is then unsatisfiable
% 56.66/22.95  																																		|-Branch two:
% 56.66/22.95  																																		| (342)  ~ (all_0_52_52 = e2)
% 56.66/22.95  																																		| (607) all_0_53_53 = e2
% 56.66/22.95  																																		|
% 56.66/22.95  																																			| Equations (607) can reduce 162 to:
% 56.66/22.95  																																			| (296)  ~ (all_0_40_40 = e2)
% 56.66/22.95  																																			|
% 56.66/22.95  																																			| Equations (607) can reduce 220 to:
% 56.66/22.95  																																			| (147)  ~ (all_0_44_44 = e2)
% 56.66/22.95  																																			|
% 56.66/22.95  																																			| Equations (607) can reduce 65 to:
% 56.66/22.95  																																			| (340)  ~ (all_0_49_49 = e2)
% 56.66/22.95  																																			|
% 56.66/22.95  																																			| Equations (607) can reduce 1459 to:
% 56.66/22.95  																																			| (122)  ~ (e2 = e1)
% 56.66/22.95  																																			|
% 56.66/22.95  																																			| From (607) and (92) follows:
% 56.66/22.95  																																			| (1555) op(e2, e1) = all_0_27_27
% 56.66/22.95  																																			|
% 56.66/22.95  																																			| From (607) and (175) follows:
% 56.66/22.95  																																			| (1556) op(e2, e0) = all_0_28_28
% 56.66/22.95  																																			|
% 56.66/22.95  																																			| From (607) and (84) follows:
% 56.66/22.95  																																			| (2566) op(e1, e0) = e2
% 56.66/22.95  																																			|
% 56.66/22.95  																																			+-Applying beta-rule and splitting (1104), into two cases.
% 56.66/22.95  																																			|-Branch one:
% 56.66/22.95  																																			| (1109) all_0_51_51 = e1
% 56.66/22.95  																																			|
% 56.66/22.95  																																				| Equations (1109) can reduce 464 to:
% 56.66/22.95  																																				| (266) $false
% 56.66/22.95  																																				|
% 56.66/22.95  																																				|-The branch is then unsatisfiable
% 56.66/22.95  																																			|-Branch two:
% 56.66/22.95  																																			| (464)  ~ (all_0_51_51 = e1)
% 56.66/22.95  																																			| (660) all_0_51_51 = e3
% 56.66/22.95  																																			|
% 56.66/22.95  																																				| Equations (660) can reduce 139 to:
% 56.66/22.95  																																				| (246)  ~ (all_0_39_39 = e3)
% 56.66/22.95  																																				|
% 56.66/22.95  																																				| Equations (660) can reduce 61 to:
% 56.66/22.95  																																				| (405)  ~ (all_0_42_42 = e3)
% 56.66/22.95  																																				|
% 56.66/22.95  																																				| Equations (660) can reduce 475 to:
% 56.66/22.95  																																				| (277)  ~ (e4 = e3)
% 56.66/22.95  																																				|
% 56.66/22.95  																																				| Simplifying 277 yields:
% 56.66/22.95  																																				| (188)  ~ (e4 = e3)
% 56.66/22.95  																																				|
% 56.66/22.95  																																				| Equations (660) can reduce 115 to:
% 56.66/22.95  																																				| (80)  ~ (e3 = e0)
% 56.66/22.95  																																				|
% 56.66/22.95  																																				| From (660) and (177) follows:
% 56.66/22.95  																																				| (9464) op(e3, e2) = all_0_25_25
% 56.66/22.95  																																				|
% 56.66/22.95  																																				| From (660) and (186) follows:
% 56.66/22.95  																																				| (1552) op(e1, e2) = e3
% 56.66/22.95  																																				|
% 56.66/22.95  																																				+-Applying beta-rule and splitting (135), into two cases.
% 56.66/22.95  																																				|-Branch one:
% 56.66/22.95  																																				| (545) all_0_46_46 = e1
% 56.66/22.95  																																				|
% 56.66/22.95  																																					| Equations (545) can reduce 549 to:
% 56.66/22.95  																																					| (266) $false
% 56.66/22.95  																																					|
% 56.66/22.95  																																					|-The branch is then unsatisfiable
% 56.66/22.95  																																				|-Branch two:
% 56.66/22.95  																																				| (549)  ~ (all_0_46_46 = e1)
% 56.66/22.95  																																				| (550) all_0_47_47 = e1 | all_0_48_48 = e1 | all_0_49_49 = e1
% 56.66/22.95  																																				|
% 56.66/22.95  																																					+-Applying beta-rule and splitting (550), into two cases.
% 56.66/22.95  																																					|-Branch one:
% 56.66/22.95  																																					| (654) all_0_47_47 = e1
% 56.66/22.95  																																					|
% 56.66/22.95  																																						| Combining equations (654,348) yields a new equation:
% 56.66/22.95  																																						| (9471) all_0_18_18 = e1
% 56.66/22.95  																																						|
% 56.66/22.95  																																						| Equations (654) can reduce 79 to:
% 56.66/22.95  																																						| (151)  ~ (all_0_39_39 = e1)
% 56.66/22.95  																																						|
% 56.66/22.95  																																						| Equations (654) can reduce 198 to:
% 56.66/22.95  																																						| (1380)  ~ (all_0_42_42 = e1)
% 56.66/22.95  																																						|
% 56.66/22.95  																																						| Equations (654) can reduce 86 to:
% 56.66/22.95  																																						| (1419)  ~ (all_0_49_49 = e1)
% 56.66/22.95  																																						|
% 56.66/22.95  																																						| Simplifying 1419 yields:
% 56.66/22.95  																																						| (1064)  ~ (all_0_49_49 = e1)
% 56.66/22.95  																																						|
% 56.66/22.95  																																						| Equations (654) can reduce 338 to:
% 56.66/22.95  																																						| (604)  ~ (e2 = e1)
% 56.66/22.95  																																						|
% 56.66/22.95  																																						| Simplifying 604 yields:
% 56.66/22.95  																																						| (122)  ~ (e2 = e1)
% 56.66/22.95  																																						|
% 56.66/22.95  																																						| From (654) and (23) follows:
% 56.66/22.95  																																						| (9478) op(e2, e2) = e1
% 56.66/22.95  																																						|
% 56.66/22.95  																																						| Instantiating formula (29) with e3, e2, all_0_25_25, all_0_42_42 and discharging atoms op(e3, e2) = all_0_25_25, op(e3, e2) = all_0_42_42, yields:
% 56.66/22.95  																																						| (9479) all_0_25_25 = all_0_42_42
% 56.66/22.95  																																						|
% 56.66/22.95  																																						| Instantiating formula (29) with e2, e2, e1, all_0_34_34 and discharging atoms op(e2, e2) = all_0_34_34, op(e2, e2) = e1, yields:
% 56.66/22.95  																																						| (9480) all_0_34_34 = e1
% 56.66/22.95  																																						|
% 56.66/22.95  																																						| Instantiating formula (29) with e2, e1, all_0_27_27, e2 and discharging atoms op(e2, e1) = all_0_27_27, op(e2, e1) = e2, yields:
% 56.66/22.95  																																						| (1590) all_0_27_27 = e2
% 56.66/22.95  																																						|
% 56.66/22.95  																																						| Instantiating formula (29) with e2, e0, all_0_28_28, all_0_49_49 and discharging atoms op(e2, e0) = all_0_28_28, op(e2, e0) = all_0_49_49, yields:
% 56.66/22.95  																																						| (7482) all_0_28_28 = all_0_49_49
% 56.66/22.95  																																						|
% 56.66/22.95  																																						| Instantiating formula (29) with e2, e0, all_0_33_33, all_0_28_28 and discharging atoms op(e2, e0) = all_0_28_28, op(e2, e0) = all_0_33_33, yields:
% 56.66/22.95  																																						| (1591) all_0_28_28 = all_0_33_33
% 56.66/22.95  																																						|
% 56.66/22.95  																																						| Combining equations (1591,7482) yields a new equation:
% 56.66/22.95  																																						| (7485) all_0_33_33 = all_0_49_49
% 56.66/22.95  																																						|
% 56.66/22.95  																																						| Simplifying 7485 yields:
% 56.66/22.95  																																						| (7486) all_0_33_33 = all_0_49_49
% 56.66/22.95  																																						|
% 56.66/22.95  																																						| From (9479) and (9464) follows:
% 56.66/22.95  																																						| (210) op(e3, e2) = all_0_42_42
% 56.66/22.95  																																						|
% 56.66/22.95  																																						| From (1590) and (1555) follows:
% 56.66/22.95  																																						| (347) op(e2, e1) = e2
% 56.66/22.95  																																						|
% 56.66/22.95  																																						| From (7486) and (1507) follows:
% 56.66/22.95  																																						| (55) op(e2, e0) = all_0_49_49
% 56.66/22.95  																																						|
% 56.66/22.95  																																						+-Applying beta-rule and splitting (113), into two cases.
% 56.66/22.95  																																						|-Branch one:
% 56.66/22.95  																																						| (403) all_0_41_41 = e3
% 56.66/22.95  																																						|
% 56.66/22.95  																																							| Equations (403) can reduce 214 to:
% 56.66/22.95  																																							| (404)  ~ (all_0_42_42 = e3)
% 56.66/22.95  																																							|
% 56.66/22.95  																																							| Simplifying 404 yields:
% 56.66/22.95  																																							| (405)  ~ (all_0_42_42 = e3)
% 56.66/22.95  																																							|
% 56.66/22.95  																																							| Equations (403) can reduce 43 to:
% 56.66/22.95  																																							| (408)  ~ (all_0_46_46 = e3)
% 56.66/22.95  																																							|
% 56.66/22.95  																																							| Simplifying 408 yields:
% 56.66/22.95  																																							| (409)  ~ (all_0_46_46 = e3)
% 56.66/22.95  																																							|
% 56.66/22.95  																																							| Equations (403) can reduce 440 to:
% 56.66/22.95  																																							| (277)  ~ (e4 = e3)
% 56.66/22.95  																																							|
% 56.66/22.95  																																							| Simplifying 277 yields:
% 56.66/22.95  																																							| (188)  ~ (e4 = e3)
% 56.66/22.95  																																							|
% 56.66/22.95  																																							| Equations (403) can reduce 457 to:
% 56.66/22.95  																																							| (213)  ~ (e3 = e1)
% 56.66/22.95  																																							|
% 56.66/22.95  																																							+-Applying beta-rule and splitting (78), into two cases.
% 56.66/22.95  																																							|-Branch one:
% 56.66/22.95  																																							| (423) all_0_45_45 = e3
% 56.66/22.95  																																							|
% 56.66/22.95  																																								| Combining equations (248,423) yields a new equation:
% 56.66/22.95  																																								| (424) e4 = e3
% 56.66/22.95  																																								|
% 56.66/22.95  																																								| Simplifying 424 yields:
% 56.66/22.95  																																								| (425) e4 = e3
% 56.66/22.95  																																								|
% 56.66/22.95  																																								| Equations (425) can reduce 188 to:
% 56.66/22.95  																																								| (266) $false
% 56.66/22.95  																																								|
% 56.66/22.95  																																								|-The branch is then unsatisfiable
% 56.66/22.95  																																							|-Branch two:
% 56.66/22.95  																																							| (427)  ~ (all_0_45_45 = e3)
% 56.66/22.95  																																							| (428) all_0_46_46 = e3 | all_0_47_47 = e3 | all_0_49_49 = e3
% 56.66/22.95  																																							|
% 56.66/22.95  																																								+-Applying beta-rule and splitting (123), into two cases.
% 56.66/22.95  																																								|-Branch one:
% 56.66/22.95  																																								| (1794) all_0_46_46 = e2
% 56.66/22.95  																																								|
% 56.66/22.95  																																									| Equations (1794) can reduce 300 to:
% 56.66/22.95  																																									| (266) $false
% 56.66/22.95  																																									|
% 56.66/22.95  																																									|-The branch is then unsatisfiable
% 56.66/22.95  																																								|-Branch two:
% 56.66/22.95  																																								| (300)  ~ (all_0_46_46 = e2)
% 56.66/22.95  																																								| (1797) all_0_46_46 = e4 | all_0_46_46 = e3 | all_0_46_46 = e1 | all_0_46_46 = e0
% 56.66/22.95  																																								|
% 56.66/22.96  																																									+-Applying beta-rule and splitting (428), into two cases.
% 56.66/22.96  																																									|-Branch one:
% 56.66/22.96  																																									| (1557) all_0_46_46 = e3
% 56.66/22.96  																																									|
% 56.66/22.96  																																										| Equations (1557) can reduce 409 to:
% 56.66/22.96  																																										| (266) $false
% 56.66/22.96  																																										|
% 56.66/22.96  																																										|-The branch is then unsatisfiable
% 56.66/22.96  																																									|-Branch two:
% 56.66/22.96  																																									| (409)  ~ (all_0_46_46 = e3)
% 56.66/22.96  																																									| (1561) all_0_47_47 = e3 | all_0_49_49 = e3
% 56.66/22.96  																																									|
% 56.66/22.96  																																										+-Applying beta-rule and splitting (1797), into two cases.
% 56.66/22.96  																																										|-Branch one:
% 56.66/22.96  																																										| (770) all_0_46_46 = e4
% 56.66/22.96  																																										|
% 56.66/22.96  																																											| Equations (770) can reduce 250 to:
% 56.66/22.96  																																											| (266) $false
% 56.66/22.96  																																											|
% 56.66/22.96  																																											|-The branch is then unsatisfiable
% 56.66/22.96  																																										|-Branch two:
% 56.66/22.96  																																										| (250)  ~ (all_0_46_46 = e4)
% 56.66/22.96  																																										| (1801) all_0_46_46 = e3 | all_0_46_46 = e1 | all_0_46_46 = e0
% 56.66/22.96  																																										|
% 56.66/22.96  																																											+-Applying beta-rule and splitting (1561), into two cases.
% 56.66/22.96  																																											|-Branch one:
% 56.66/22.96  																																											| (522) all_0_47_47 = e3
% 56.66/22.96  																																											|
% 56.66/22.96  																																												| Combining equations (654,522) yields a new equation:
% 56.66/22.96  																																												| (455) e3 = e1
% 56.66/22.96  																																												|
% 56.66/22.96  																																												| Equations (455) can reduce 213 to:
% 56.66/22.96  																																												| (266) $false
% 56.66/22.96  																																												|
% 56.66/22.96  																																												|-The branch is then unsatisfiable
% 56.66/22.96  																																											|-Branch two:
% 56.66/22.96  																																											| (1091)  ~ (all_0_47_47 = e3)
% 56.66/22.96  																																											| (884) all_0_49_49 = e3
% 56.66/22.96  																																											|
% 56.66/22.96  																																												| Combining equations (884,7482) yields a new equation:
% 56.66/22.96  																																												| (1592) all_0_28_28 = e3
% 56.66/22.96  																																												|
% 56.66/22.96  																																												| Equations (884) can reduce 9 to:
% 56.66/22.96  																																												| (407)  ~ (all_0_44_44 = e3)
% 56.66/22.96  																																												|
% 56.66/22.96  																																												| Equations (884) can reduce 256 to:
% 56.66/22.96  																																												| (277)  ~ (e4 = e3)
% 56.66/22.96  																																												|
% 56.66/22.96  																																												| Simplifying 277 yields:
% 56.66/22.96  																																												| (188)  ~ (e4 = e3)
% 56.66/22.96  																																												|
% 56.66/22.96  																																												| Equations (884) can reduce 1064 to:
% 56.66/22.96  																																												| (213)  ~ (e3 = e1)
% 56.66/22.96  																																												|
% 56.66/22.96  																																												| From (884) and (129) follows:
% 56.66/22.96  																																												| (4740) op(e3, e2) = all_0_20_20
% 56.66/22.96  																																												|
% 56.66/22.96  																																												| From (884) and (66) follows:
% 56.66/22.96  																																												| (1580) op(e3, e0) = all_0_21_21
% 56.66/22.96  																																												|
% 56.66/22.96  																																												| From (884) and (55) follows:
% 56.66/22.96  																																												| (1581) op(e2, e0) = e3
% 56.66/22.96  																																												|
% 56.66/22.96  																																												+-Applying beta-rule and splitting (184), into two cases.
% 56.66/22.96  																																												|-Branch one:
% 56.66/22.96  																																												| (538) all_0_46_46 = e0
% 56.66/22.96  																																												|
% 56.66/22.96  																																													| Combining equations (538,310) yields a new equation:
% 56.66/22.96  																																													| (9529) all_0_1_1 = e0
% 56.66/22.96  																																													|
% 56.66/22.96  																																													| Equations (538) can reduce 250 to:
% 56.66/22.96  																																													| (401)  ~ (e4 = e0)
% 56.66/22.96  																																													|
% 56.66/22.96  																																													| Simplifying 401 yields:
% 56.66/22.96  																																													| (49)  ~ (e4 = e0)
% 56.66/22.96  																																													|
% 56.66/22.96  																																													| From (538) and (33) follows:
% 56.66/22.96  																																													| (543) op(e0, e3) = all_0_16_16
% 56.66/22.96  																																													|
% 56.66/22.96  																																													| From (538) and (179) follows:
% 56.66/22.96  																																													| (1544) op(e0, e2) = all_0_15_15
% 56.66/22.96  																																													|
% 56.66/22.96  																																													| Instantiating formula (29) with e3, e2, all_0_20_20, all_0_42_42 and discharging atoms op(e3, e2) = all_0_20_20, op(e3, e2) = all_0_42_42, yields:
% 56.66/22.96  																																													| (9534) all_0_20_20 = all_0_42_42
% 56.66/22.96  																																													|
% 56.66/22.96  																																													| Instantiating formula (29) with e3, e0, all_0_21_21, all_0_44_44 and discharging atoms op(e3, e0) = all_0_21_21, op(e3, e0) = all_0_44_44, yields:
% 56.66/22.96  																																													| (9535) all_0_21_21 = all_0_44_44
% 56.66/22.96  																																													|
% 56.66/22.96  																																													| Instantiating formula (29) with e0, e3, all_0_16_16, e4 and discharging atoms op(e0, e3) = all_0_16_16, op(e0, e3) = e4, yields:
% 56.66/22.96  																																													| (687) all_0_16_16 = e4
% 56.66/22.96  																																													|
% 56.66/22.96  																																													| Instantiating formula (29) with e0, e2, all_0_15_15, e2 and discharging atoms op(e0, e2) = all_0_15_15, op(e0, e2) = e2, yields:
% 56.66/22.96  																																													| (1599) all_0_15_15 = e2
% 56.66/22.96  																																													|
% 56.66/22.96  																																													| From (9534) and (4740) follows:
% 56.66/22.96  																																													| (210) op(e3, e2) = all_0_42_42
% 56.66/22.96  																																													|
% 56.66/22.96  																																													| From (9535) and (1580) follows:
% 56.66/22.96  																																													| (138) op(e3, e0) = all_0_44_44
% 56.66/22.96  																																													|
% 56.66/22.96  																																													| From (687) and (543) follows:
% 56.66/22.96  																																													| (589) op(e0, e3) = e4
% 56.66/22.96  																																													|
% 56.66/22.96  																																													| From (1599) and (1544) follows:
% 56.66/22.96  																																													| (1508) op(e0, e2) = e2
% 56.66/22.96  																																													|
% 56.66/22.96  																																													+-Applying beta-rule and splitting (64), into two cases.
% 56.66/22.96  																																													|-Branch one:
% 56.66/22.96  																																													| (437) all_0_41_41 = e4
% 56.66/22.96  																																													|
% 56.66/22.96  																																														| Combining equations (403,437) yields a new equation:
% 56.66/22.96  																																														| (425) e4 = e3
% 56.66/22.96  																																														|
% 56.66/22.96  																																														| Equations (425) can reduce 188 to:
% 56.66/22.96  																																														| (266) $false
% 56.66/22.96  																																														|
% 56.66/22.96  																																														|-The branch is then unsatisfiable
% 56.66/22.96  																																													|-Branch two:
% 56.66/22.96  																																													| (440)  ~ (all_0_41_41 = e4)
% 56.66/22.96  																																													| (441) all_0_42_42 = e4 | all_0_43_43 = e4 | all_0_44_44 = e4
% 56.66/22.96  																																													|
% 56.66/22.96  																																														+-Applying beta-rule and splitting (75), into two cases.
% 56.66/22.96  																																														|-Branch one:
% 56.66/22.96  																																														| (485) all_0_40_40 = e0
% 56.66/22.96  																																														|
% 56.66/22.96  																																															| Equations (485) can reduce 176 to:
% 56.66/22.96  																																															| (484)  ~ (all_0_39_39 = e0)
% 56.66/22.96  																																															|
% 56.66/22.96  																																															| Equations (485) can reduce 296 to:
% 56.66/22.96  																																															| (365)  ~ (e2 = e0)
% 56.66/22.96  																																															|
% 56.66/22.96  																																															| Simplifying 365 yields:
% 56.66/22.96  																																															| (128)  ~ (e2 = e0)
% 56.66/22.96  																																															|
% 56.66/22.96  																																															| Equations (485) can reduce 132 to:
% 56.66/22.96  																																															| (435)  ~ (e1 = e0)
% 56.66/22.96  																																															|
% 56.66/22.96  																																															| Simplifying 435 yields:
% 56.66/22.96  																																															| (233)  ~ (e1 = e0)
% 56.66/22.96  																																															|
% 56.66/22.96  																																															| From (485) and (203) follows:
% 56.66/22.96  																																															| (495) op(e0, e0) = all_0_5_5
% 56.66/22.96  																																															|
% 56.66/22.96  																																															+-Applying beta-rule and splitting (26), into two cases.
% 56.66/22.96  																																															|-Branch one:
% 56.66/22.96  																																															| (446) all_0_44_44 = e4
% 56.66/22.96  																																															|
% 56.66/22.96  																																																| Combining equations (446,9535) yields a new equation:
% 56.66/22.96  																																																| (9555) all_0_21_21 = e4
% 56.66/22.96  																																																|
% 56.66/22.96  																																																+-Applying beta-rule and splitting (104), into two cases.
% 56.66/22.96  																																																|-Branch one:
% 56.66/22.96  																																																| (480) all_0_39_39 = e0
% 56.66/22.96  																																																|
% 56.66/22.96  																																																	| Equations (480) can reduce 484 to:
% 56.66/22.96  																																																	| (266) $false
% 56.66/22.96  																																																	|
% 56.66/22.96  																																																	|-The branch is then unsatisfiable
% 56.66/22.96  																																																|-Branch two:
% 56.66/22.96  																																																| (484)  ~ (all_0_39_39 = e0)
% 56.66/22.96  																																																| (558) all_0_42_42 = e0 | all_0_47_47 = e0 | all_0_56_56 = e0
% 56.66/22.96  																																																|
% 56.66/22.96  																																																	+-Applying beta-rule and splitting (164), into two cases.
% 56.66/22.96  																																																	|-Branch one:
% 56.66/22.96  																																																	| (471) all_0_39_39 = e4
% 56.66/22.96  																																																	|
% 56.66/22.96  																																																		| Equations (471) can reduce 145 to:
% 56.66/22.96  																																																		| (1901)  ~ (all_0_42_42 = e4)
% 56.66/22.96  																																																		|
% 56.66/22.96  																																																		| Simplifying 1901 yields:
% 56.66/22.96  																																																		| (1890)  ~ (all_0_42_42 = e4)
% 56.66/22.96  																																																		|
% 56.66/22.96  																																																		| Equations (471) can reduce 246 to:
% 56.66/22.96  																																																		| (188)  ~ (e4 = e3)
% 56.66/22.96  																																																		|
% 56.66/22.96  																																																		| Equations (471) can reduce 294 to:
% 56.66/22.96  																																																		| (48)  ~ (e4 = e2)
% 56.66/22.96  																																																		|
% 56.66/22.96  																																																		| Equations (471) can reduce 151 to:
% 56.66/22.96  																																																		| (110)  ~ (e4 = e1)
% 56.66/22.96  																																																		|
% 56.66/22.96  																																																		+-Applying beta-rule and splitting (558), into two cases.
% 56.66/22.96  																																																		|-Branch one:
% 56.66/22.96  																																																		| (559) all_0_42_42 = e0
% 56.66/22.96  																																																		|
% 56.66/22.96  																																																			| Combining equations (559,9479) yields a new equation:
% 56.66/22.96  																																																			| (5156) all_0_25_25 = e0
% 56.66/22.96  																																																			|
% 56.66/22.96  																																																			| Equations (559) can reduce 1890 to:
% 56.66/22.96  																																																			| (401)  ~ (e4 = e0)
% 56.66/22.96  																																																			|
% 56.66/22.96  																																																			| Simplifying 401 yields:
% 56.66/22.96  																																																			| (49)  ~ (e4 = e0)
% 56.66/22.96  																																																			|
% 56.66/22.96  																																																			| Equations (559) can reduce 51 to:
% 56.66/22.96  																																																			| (365)  ~ (e2 = e0)
% 56.66/22.96  																																																			|
% 56.66/22.96  																																																			| Simplifying 365 yields:
% 56.66/22.96  																																																			| (128)  ~ (e2 = e0)
% 56.66/22.96  																																																			|
% 56.66/22.96  																																																			| Equations (559) can reduce 1380 to:
% 56.66/22.96  																																																			| (435)  ~ (e1 = e0)
% 56.66/22.96  																																																			|
% 56.66/22.96  																																																			| Simplifying 435 yields:
% 56.66/22.96  																																																			| (233)  ~ (e1 = e0)
% 56.66/22.96  																																																			|
% 56.66/22.96  																																																			+-Applying beta-rule and splitting (238), into two cases.
% 56.66/22.96  																																																			|-Branch one:
% 56.66/22.96  																																																			| (396) all_0_43_43 = e4
% 56.66/22.96  																																																			|
% 56.66/22.96  																																																				| Combining equations (430,396) yields a new equation:
% 56.66/22.96  																																																				| (630) e4 = e1
% 56.66/22.96  																																																				|
% 56.66/22.96  																																																				| Equations (630) can reduce 110 to:
% 56.66/22.96  																																																				| (266) $false
% 56.66/22.96  																																																				|
% 56.66/22.96  																																																				|-The branch is then unsatisfiable
% 56.66/22.96  																																																			|-Branch two:
% 56.66/22.96  																																																			| (399)  ~ (all_0_43_43 = e4)
% 56.66/22.96  																																																			| (9578) (all_0_1_1 = e4 &  ~ (all_0_0_0 = e3) &  ~ (all_0_38_38 = e2)) | (all_0_3_3 = e4 &  ~ (all_0_2_2 = e2) &  ~ (all_0_39_39 = all_0_45_45)) | (all_0_5_5 = e4 &  ~ (all_0_4_4 = e0) &  ~ (all_0_40_40 = all_0_54_54)) | (all_0_8_8 = e3 &  ~ (all_0_7_7 = e2) &  ~ (all_0_42_42 = all_0_46_46)) | (all_0_10_10 = e3 &  ~ (all_0_9_9 = e1) &  ~ (all_0_43_43 = all_0_50_50)) | (all_0_12_12 = e3 &  ~ (all_0_11_11 = e0) &  ~ (all_0_44_44 = all_0_55_55)) | (all_0_14_14 = e2 &  ~ (all_0_13_13 = e4) &  ~ (all_0_39_39 = all_0_45_45)) | (all_0_16_16 = e2 &  ~ (all_0_15_15 = e3) &  ~ (all_0_42_42 = all_0_46_46)) | (all_0_19_19 = e2 &  ~ (all_0_18_18 = e1) &  ~ (all_0_48_48 = all_0_51_51)) | (all_0_21_21 = e2 &  ~ (all_0_20_20 = e0) &  ~ (all_0_49_49 = all_0_56_56)) | (all_0_23_23 = e1 &  ~ (all_0_22_22 = e3) &  ~ (all_0_43_43 = all_0_50_50)) | (all_0_25_25 = e1 &  ~ (all_0_24_24 = e2) &  ~ (all_0_48_48 = all_0_51_51)) | (all_0_28_28 = e1 &  ~ (all_0_27_27 = e0) &  ~ (all_0_53_53 = all_0_57_57)) | (all_0_30_30 = e0 &  ~ (all_0_29_29 = e4) &  ~ (all_0_40_40 = all_0_54_54)) | (all_0_32_32 = e0 &  ~ (all_0_31_31 = e3) &  ~ (all_0_44_44 = all_0_55_55)) | (all_0_34_34 = e0 &  ~ (all_0_33_33 = e2) &  ~ (all_0_49_49 = all_0_56_56)) | (all_0_36_36 = e0 &  ~ (all_0_35_35 = e1) &  ~ (all_0_53_53 = all_0_57_57)) | (all_0_45_45 = e3 &  ~ (all_0_38_38 = e2) &  ~ (all_0_46_46 = e4))
% 56.66/22.96  																																																			|
% 56.66/22.96  																																																				| Equations (430) can reduce 399 to:
% 56.66/22.96  																																																				| (602)  ~ (e4 = e1)
% 56.66/22.96  																																																				|
% 56.66/22.96  																																																				| Simplifying 602 yields:
% 56.66/22.96  																																																				| (110)  ~ (e4 = e1)
% 56.66/22.96  																																																				|
% 56.66/22.96  																																																				+-Applying beta-rule and splitting (9578), into two cases.
% 56.66/22.96  																																																				|-Branch one:
% 56.66/22.96  																																																				| (9581) (all_0_1_1 = e4 &  ~ (all_0_0_0 = e3) &  ~ (all_0_38_38 = e2)) | (all_0_3_3 = e4 &  ~ (all_0_2_2 = e2) &  ~ (all_0_39_39 = all_0_45_45)) | (all_0_5_5 = e4 &  ~ (all_0_4_4 = e0) &  ~ (all_0_40_40 = all_0_54_54)) | (all_0_8_8 = e3 &  ~ (all_0_7_7 = e2) &  ~ (all_0_42_42 = all_0_46_46)) | (all_0_10_10 = e3 &  ~ (all_0_9_9 = e1) &  ~ (all_0_43_43 = all_0_50_50)) | (all_0_12_12 = e3 &  ~ (all_0_11_11 = e0) &  ~ (all_0_44_44 = all_0_55_55)) | (all_0_14_14 = e2 &  ~ (all_0_13_13 = e4) &  ~ (all_0_39_39 = all_0_45_45)) | (all_0_16_16 = e2 &  ~ (all_0_15_15 = e3) &  ~ (all_0_42_42 = all_0_46_46)) | (all_0_19_19 = e2 &  ~ (all_0_18_18 = e1) &  ~ (all_0_48_48 = all_0_51_51)) | (all_0_21_21 = e2 &  ~ (all_0_20_20 = e0) &  ~ (all_0_49_49 = all_0_56_56)) | (all_0_23_23 = e1 &  ~ (all_0_22_22 = e3) &  ~ (all_0_43_43 = all_0_50_50)) | (all_0_25_25 = e1 &  ~ (all_0_24_24 = e2) &  ~ (all_0_48_48 = all_0_51_51)) | (all_0_28_28 = e1 &  ~ (all_0_27_27 = e0) &  ~ (all_0_53_53 = all_0_57_57)) | (all_0_30_30 = e0 &  ~ (all_0_29_29 = e4) &  ~ (all_0_40_40 = all_0_54_54)) | (all_0_32_32 = e0 &  ~ (all_0_31_31 = e3) &  ~ (all_0_44_44 = all_0_55_55)) | (all_0_34_34 = e0 &  ~ (all_0_33_33 = e2) &  ~ (all_0_49_49 = all_0_56_56)) | (all_0_36_36 = e0 &  ~ (all_0_35_35 = e1) &  ~ (all_0_53_53 = all_0_57_57))
% 56.66/22.96  																																																				|
% 56.66/22.96  																																																					+-Applying beta-rule and splitting (9581), into two cases.
% 56.66/22.96  																																																					|-Branch one:
% 56.66/22.96  																																																					| (9582) (all_0_1_1 = e4 &  ~ (all_0_0_0 = e3) &  ~ (all_0_38_38 = e2)) | (all_0_3_3 = e4 &  ~ (all_0_2_2 = e2) &  ~ (all_0_39_39 = all_0_45_45)) | (all_0_5_5 = e4 &  ~ (all_0_4_4 = e0) &  ~ (all_0_40_40 = all_0_54_54)) | (all_0_8_8 = e3 &  ~ (all_0_7_7 = e2) &  ~ (all_0_42_42 = all_0_46_46)) | (all_0_10_10 = e3 &  ~ (all_0_9_9 = e1) &  ~ (all_0_43_43 = all_0_50_50)) | (all_0_12_12 = e3 &  ~ (all_0_11_11 = e0) &  ~ (all_0_44_44 = all_0_55_55)) | (all_0_14_14 = e2 &  ~ (all_0_13_13 = e4) &  ~ (all_0_39_39 = all_0_45_45)) | (all_0_16_16 = e2 &  ~ (all_0_15_15 = e3) &  ~ (all_0_42_42 = all_0_46_46)) | (all_0_19_19 = e2 &  ~ (all_0_18_18 = e1) &  ~ (all_0_48_48 = all_0_51_51)) | (all_0_21_21 = e2 &  ~ (all_0_20_20 = e0) &  ~ (all_0_49_49 = all_0_56_56)) | (all_0_23_23 = e1 &  ~ (all_0_22_22 = e3) &  ~ (all_0_43_43 = all_0_50_50)) | (all_0_25_25 = e1 &  ~ (all_0_24_24 = e2) &  ~ (all_0_48_48 = all_0_51_51)) | (all_0_28_28 = e1 &  ~ (all_0_27_27 = e0) &  ~ (all_0_53_53 = all_0_57_57)) | (all_0_30_30 = e0 &  ~ (all_0_29_29 = e4) &  ~ (all_0_40_40 = all_0_54_54)) | (all_0_32_32 = e0 &  ~ (all_0_31_31 = e3) &  ~ (all_0_44_44 = all_0_55_55)) | (all_0_34_34 = e0 &  ~ (all_0_33_33 = e2) &  ~ (all_0_49_49 = all_0_56_56))
% 56.66/22.96  																																																					|
% 56.66/22.96  																																																						+-Applying beta-rule and splitting (9582), into two cases.
% 56.66/22.96  																																																						|-Branch one:
% 56.66/22.96  																																																						| (9583) (all_0_1_1 = e4 &  ~ (all_0_0_0 = e3) &  ~ (all_0_38_38 = e2)) | (all_0_3_3 = e4 &  ~ (all_0_2_2 = e2) &  ~ (all_0_39_39 = all_0_45_45)) | (all_0_5_5 = e4 &  ~ (all_0_4_4 = e0) &  ~ (all_0_40_40 = all_0_54_54)) | (all_0_8_8 = e3 &  ~ (all_0_7_7 = e2) &  ~ (all_0_42_42 = all_0_46_46)) | (all_0_10_10 = e3 &  ~ (all_0_9_9 = e1) &  ~ (all_0_43_43 = all_0_50_50)) | (all_0_12_12 = e3 &  ~ (all_0_11_11 = e0) &  ~ (all_0_44_44 = all_0_55_55)) | (all_0_14_14 = e2 &  ~ (all_0_13_13 = e4) &  ~ (all_0_39_39 = all_0_45_45)) | (all_0_16_16 = e2 &  ~ (all_0_15_15 = e3) &  ~ (all_0_42_42 = all_0_46_46)) | (all_0_19_19 = e2 &  ~ (all_0_18_18 = e1) &  ~ (all_0_48_48 = all_0_51_51)) | (all_0_21_21 = e2 &  ~ (all_0_20_20 = e0) &  ~ (all_0_49_49 = all_0_56_56)) | (all_0_23_23 = e1 &  ~ (all_0_22_22 = e3) &  ~ (all_0_43_43 = all_0_50_50)) | (all_0_25_25 = e1 &  ~ (all_0_24_24 = e2) &  ~ (all_0_48_48 = all_0_51_51)) | (all_0_28_28 = e1 &  ~ (all_0_27_27 = e0) &  ~ (all_0_53_53 = all_0_57_57)) | (all_0_30_30 = e0 &  ~ (all_0_29_29 = e4) &  ~ (all_0_40_40 = all_0_54_54)) | (all_0_32_32 = e0 &  ~ (all_0_31_31 = e3) &  ~ (all_0_44_44 = all_0_55_55))
% 56.66/22.96  																																																						|
% 56.66/22.96  																																																							+-Applying beta-rule and splitting (9583), into two cases.
% 56.66/22.96  																																																							|-Branch one:
% 56.66/22.96  																																																							| (9584) (all_0_1_1 = e4 &  ~ (all_0_0_0 = e3) &  ~ (all_0_38_38 = e2)) | (all_0_3_3 = e4 &  ~ (all_0_2_2 = e2) &  ~ (all_0_39_39 = all_0_45_45)) | (all_0_5_5 = e4 &  ~ (all_0_4_4 = e0) &  ~ (all_0_40_40 = all_0_54_54)) | (all_0_8_8 = e3 &  ~ (all_0_7_7 = e2) &  ~ (all_0_42_42 = all_0_46_46)) | (all_0_10_10 = e3 &  ~ (all_0_9_9 = e1) &  ~ (all_0_43_43 = all_0_50_50)) | (all_0_12_12 = e3 &  ~ (all_0_11_11 = e0) &  ~ (all_0_44_44 = all_0_55_55)) | (all_0_14_14 = e2 &  ~ (all_0_13_13 = e4) &  ~ (all_0_39_39 = all_0_45_45)) | (all_0_16_16 = e2 &  ~ (all_0_15_15 = e3) &  ~ (all_0_42_42 = all_0_46_46)) | (all_0_19_19 = e2 &  ~ (all_0_18_18 = e1) &  ~ (all_0_48_48 = all_0_51_51)) | (all_0_21_21 = e2 &  ~ (all_0_20_20 = e0) &  ~ (all_0_49_49 = all_0_56_56)) | (all_0_23_23 = e1 &  ~ (all_0_22_22 = e3) &  ~ (all_0_43_43 = all_0_50_50)) | (all_0_25_25 = e1 &  ~ (all_0_24_24 = e2) &  ~ (all_0_48_48 = all_0_51_51)) | (all_0_28_28 = e1 &  ~ (all_0_27_27 = e0) &  ~ (all_0_53_53 = all_0_57_57)) | (all_0_30_30 = e0 &  ~ (all_0_29_29 = e4) &  ~ (all_0_40_40 = all_0_54_54))
% 56.66/22.97  																																																							|
% 56.66/22.97  																																																								+-Applying beta-rule and splitting (9584), into two cases.
% 56.66/22.97  																																																								|-Branch one:
% 56.66/22.97  																																																								| (9585) (all_0_1_1 = e4 &  ~ (all_0_0_0 = e3) &  ~ (all_0_38_38 = e2)) | (all_0_3_3 = e4 &  ~ (all_0_2_2 = e2) &  ~ (all_0_39_39 = all_0_45_45)) | (all_0_5_5 = e4 &  ~ (all_0_4_4 = e0) &  ~ (all_0_40_40 = all_0_54_54)) | (all_0_8_8 = e3 &  ~ (all_0_7_7 = e2) &  ~ (all_0_42_42 = all_0_46_46)) | (all_0_10_10 = e3 &  ~ (all_0_9_9 = e1) &  ~ (all_0_43_43 = all_0_50_50)) | (all_0_12_12 = e3 &  ~ (all_0_11_11 = e0) &  ~ (all_0_44_44 = all_0_55_55)) | (all_0_14_14 = e2 &  ~ (all_0_13_13 = e4) &  ~ (all_0_39_39 = all_0_45_45)) | (all_0_16_16 = e2 &  ~ (all_0_15_15 = e3) &  ~ (all_0_42_42 = all_0_46_46)) | (all_0_19_19 = e2 &  ~ (all_0_18_18 = e1) &  ~ (all_0_48_48 = all_0_51_51)) | (all_0_21_21 = e2 &  ~ (all_0_20_20 = e0) &  ~ (all_0_49_49 = all_0_56_56)) | (all_0_23_23 = e1 &  ~ (all_0_22_22 = e3) &  ~ (all_0_43_43 = all_0_50_50)) | (all_0_25_25 = e1 &  ~ (all_0_24_24 = e2) &  ~ (all_0_48_48 = all_0_51_51)) | (all_0_28_28 = e1 &  ~ (all_0_27_27 = e0) &  ~ (all_0_53_53 = all_0_57_57))
% 56.66/22.97  																																																								|
% 56.66/22.97  																																																									+-Applying beta-rule and splitting (9585), into two cases.
% 56.66/22.97  																																																									|-Branch one:
% 56.66/22.97  																																																									| (9586) (all_0_1_1 = e4 &  ~ (all_0_0_0 = e3) &  ~ (all_0_38_38 = e2)) | (all_0_3_3 = e4 &  ~ (all_0_2_2 = e2) &  ~ (all_0_39_39 = all_0_45_45)) | (all_0_5_5 = e4 &  ~ (all_0_4_4 = e0) &  ~ (all_0_40_40 = all_0_54_54)) | (all_0_8_8 = e3 &  ~ (all_0_7_7 = e2) &  ~ (all_0_42_42 = all_0_46_46)) | (all_0_10_10 = e3 &  ~ (all_0_9_9 = e1) &  ~ (all_0_43_43 = all_0_50_50)) | (all_0_12_12 = e3 &  ~ (all_0_11_11 = e0) &  ~ (all_0_44_44 = all_0_55_55)) | (all_0_14_14 = e2 &  ~ (all_0_13_13 = e4) &  ~ (all_0_39_39 = all_0_45_45)) | (all_0_16_16 = e2 &  ~ (all_0_15_15 = e3) &  ~ (all_0_42_42 = all_0_46_46)) | (all_0_19_19 = e2 &  ~ (all_0_18_18 = e1) &  ~ (all_0_48_48 = all_0_51_51)) | (all_0_21_21 = e2 &  ~ (all_0_20_20 = e0) &  ~ (all_0_49_49 = all_0_56_56)) | (all_0_23_23 = e1 &  ~ (all_0_22_22 = e3) &  ~ (all_0_43_43 = all_0_50_50)) | (all_0_25_25 = e1 &  ~ (all_0_24_24 = e2) &  ~ (all_0_48_48 = all_0_51_51))
% 56.66/22.97  																																																									|
% 56.66/22.97  																																																										+-Applying beta-rule and splitting (9586), into two cases.
% 56.66/22.97  																																																										|-Branch one:
% 56.66/22.97  																																																										| (9587) (all_0_1_1 = e4 &  ~ (all_0_0_0 = e3) &  ~ (all_0_38_38 = e2)) | (all_0_3_3 = e4 &  ~ (all_0_2_2 = e2) &  ~ (all_0_39_39 = all_0_45_45)) | (all_0_5_5 = e4 &  ~ (all_0_4_4 = e0) &  ~ (all_0_40_40 = all_0_54_54)) | (all_0_8_8 = e3 &  ~ (all_0_7_7 = e2) &  ~ (all_0_42_42 = all_0_46_46)) | (all_0_10_10 = e3 &  ~ (all_0_9_9 = e1) &  ~ (all_0_43_43 = all_0_50_50)) | (all_0_12_12 = e3 &  ~ (all_0_11_11 = e0) &  ~ (all_0_44_44 = all_0_55_55)) | (all_0_14_14 = e2 &  ~ (all_0_13_13 = e4) &  ~ (all_0_39_39 = all_0_45_45)) | (all_0_16_16 = e2 &  ~ (all_0_15_15 = e3) &  ~ (all_0_42_42 = all_0_46_46)) | (all_0_19_19 = e2 &  ~ (all_0_18_18 = e1) &  ~ (all_0_48_48 = all_0_51_51)) | (all_0_21_21 = e2 &  ~ (all_0_20_20 = e0) &  ~ (all_0_49_49 = all_0_56_56)) | (all_0_23_23 = e1 &  ~ (all_0_22_22 = e3) &  ~ (all_0_43_43 = all_0_50_50))
% 56.66/22.97  																																																										|
% 56.66/22.97  																																																											+-Applying beta-rule and splitting (9587), into two cases.
% 56.66/22.97  																																																											|-Branch one:
% 56.66/22.97  																																																											| (9588) (all_0_1_1 = e4 &  ~ (all_0_0_0 = e3) &  ~ (all_0_38_38 = e2)) | (all_0_3_3 = e4 &  ~ (all_0_2_2 = e2) &  ~ (all_0_39_39 = all_0_45_45)) | (all_0_5_5 = e4 &  ~ (all_0_4_4 = e0) &  ~ (all_0_40_40 = all_0_54_54)) | (all_0_8_8 = e3 &  ~ (all_0_7_7 = e2) &  ~ (all_0_42_42 = all_0_46_46)) | (all_0_10_10 = e3 &  ~ (all_0_9_9 = e1) &  ~ (all_0_43_43 = all_0_50_50)) | (all_0_12_12 = e3 &  ~ (all_0_11_11 = e0) &  ~ (all_0_44_44 = all_0_55_55)) | (all_0_14_14 = e2 &  ~ (all_0_13_13 = e4) &  ~ (all_0_39_39 = all_0_45_45)) | (all_0_16_16 = e2 &  ~ (all_0_15_15 = e3) &  ~ (all_0_42_42 = all_0_46_46)) | (all_0_19_19 = e2 &  ~ (all_0_18_18 = e1) &  ~ (all_0_48_48 = all_0_51_51)) | (all_0_21_21 = e2 &  ~ (all_0_20_20 = e0) &  ~ (all_0_49_49 = all_0_56_56))
% 56.66/22.97  																																																											|
% 56.66/22.97  																																																												+-Applying beta-rule and splitting (9588), into two cases.
% 56.66/22.97  																																																												|-Branch one:
% 56.66/22.97  																																																												| (9589) (all_0_1_1 = e4 &  ~ (all_0_0_0 = e3) &  ~ (all_0_38_38 = e2)) | (all_0_3_3 = e4 &  ~ (all_0_2_2 = e2) &  ~ (all_0_39_39 = all_0_45_45)) | (all_0_5_5 = e4 &  ~ (all_0_4_4 = e0) &  ~ (all_0_40_40 = all_0_54_54)) | (all_0_8_8 = e3 &  ~ (all_0_7_7 = e2) &  ~ (all_0_42_42 = all_0_46_46)) | (all_0_10_10 = e3 &  ~ (all_0_9_9 = e1) &  ~ (all_0_43_43 = all_0_50_50)) | (all_0_12_12 = e3 &  ~ (all_0_11_11 = e0) &  ~ (all_0_44_44 = all_0_55_55)) | (all_0_14_14 = e2 &  ~ (all_0_13_13 = e4) &  ~ (all_0_39_39 = all_0_45_45)) | (all_0_16_16 = e2 &  ~ (all_0_15_15 = e3) &  ~ (all_0_42_42 = all_0_46_46)) | (all_0_19_19 = e2 &  ~ (all_0_18_18 = e1) &  ~ (all_0_48_48 = all_0_51_51))
% 56.66/22.97  																																																												|
% 56.66/22.97  																																																													+-Applying beta-rule and splitting (9589), into two cases.
% 56.66/22.97  																																																													|-Branch one:
% 56.66/22.97  																																																													| (9590) (all_0_1_1 = e4 &  ~ (all_0_0_0 = e3) &  ~ (all_0_38_38 = e2)) | (all_0_3_3 = e4 &  ~ (all_0_2_2 = e2) &  ~ (all_0_39_39 = all_0_45_45)) | (all_0_5_5 = e4 &  ~ (all_0_4_4 = e0) &  ~ (all_0_40_40 = all_0_54_54)) | (all_0_8_8 = e3 &  ~ (all_0_7_7 = e2) &  ~ (all_0_42_42 = all_0_46_46)) | (all_0_10_10 = e3 &  ~ (all_0_9_9 = e1) &  ~ (all_0_43_43 = all_0_50_50)) | (all_0_12_12 = e3 &  ~ (all_0_11_11 = e0) &  ~ (all_0_44_44 = all_0_55_55)) | (all_0_14_14 = e2 &  ~ (all_0_13_13 = e4) &  ~ (all_0_39_39 = all_0_45_45)) | (all_0_16_16 = e2 &  ~ (all_0_15_15 = e3) &  ~ (all_0_42_42 = all_0_46_46))
% 56.66/22.97  																																																													|
% 56.66/22.97  																																																														+-Applying beta-rule and splitting (9590), into two cases.
% 56.66/22.97  																																																														|-Branch one:
% 56.66/22.97  																																																														| (9591) (all_0_1_1 = e4 &  ~ (all_0_0_0 = e3) &  ~ (all_0_38_38 = e2)) | (all_0_3_3 = e4 &  ~ (all_0_2_2 = e2) &  ~ (all_0_39_39 = all_0_45_45)) | (all_0_5_5 = e4 &  ~ (all_0_4_4 = e0) &  ~ (all_0_40_40 = all_0_54_54)) | (all_0_8_8 = e3 &  ~ (all_0_7_7 = e2) &  ~ (all_0_42_42 = all_0_46_46)) | (all_0_10_10 = e3 &  ~ (all_0_9_9 = e1) &  ~ (all_0_43_43 = all_0_50_50)) | (all_0_12_12 = e3 &  ~ (all_0_11_11 = e0) &  ~ (all_0_44_44 = all_0_55_55)) | (all_0_14_14 = e2 &  ~ (all_0_13_13 = e4) &  ~ (all_0_39_39 = all_0_45_45))
% 56.66/22.97  																																																														|
% 56.66/22.97  																																																															+-Applying beta-rule and splitting (9591), into two cases.
% 56.66/22.97  																																																															|-Branch one:
% 56.66/22.97  																																																															| (9592) (all_0_1_1 = e4 &  ~ (all_0_0_0 = e3) &  ~ (all_0_38_38 = e2)) | (all_0_3_3 = e4 &  ~ (all_0_2_2 = e2) &  ~ (all_0_39_39 = all_0_45_45)) | (all_0_5_5 = e4 &  ~ (all_0_4_4 = e0) &  ~ (all_0_40_40 = all_0_54_54)) | (all_0_8_8 = e3 &  ~ (all_0_7_7 = e2) &  ~ (all_0_42_42 = all_0_46_46)) | (all_0_10_10 = e3 &  ~ (all_0_9_9 = e1) &  ~ (all_0_43_43 = all_0_50_50)) | (all_0_12_12 = e3 &  ~ (all_0_11_11 = e0) &  ~ (all_0_44_44 = all_0_55_55))
% 56.66/22.97  																																																															|
% 56.66/22.97  																																																																+-Applying beta-rule and splitting (9592), into two cases.
% 56.66/22.97  																																																																|-Branch one:
% 56.66/22.97  																																																																| (9593) (all_0_1_1 = e4 &  ~ (all_0_0_0 = e3) &  ~ (all_0_38_38 = e2)) | (all_0_3_3 = e4 &  ~ (all_0_2_2 = e2) &  ~ (all_0_39_39 = all_0_45_45)) | (all_0_5_5 = e4 &  ~ (all_0_4_4 = e0) &  ~ (all_0_40_40 = all_0_54_54)) | (all_0_8_8 = e3 &  ~ (all_0_7_7 = e2) &  ~ (all_0_42_42 = all_0_46_46)) | (all_0_10_10 = e3 &  ~ (all_0_9_9 = e1) &  ~ (all_0_43_43 = all_0_50_50))
% 56.66/22.97  																																																																|
% 56.66/22.97  																																																																	+-Applying beta-rule and splitting (9593), into two cases.
% 56.66/22.97  																																																																	|-Branch one:
% 56.66/22.97  																																																																	| (9594) (all_0_1_1 = e4 &  ~ (all_0_0_0 = e3) &  ~ (all_0_38_38 = e2)) | (all_0_3_3 = e4 &  ~ (all_0_2_2 = e2) &  ~ (all_0_39_39 = all_0_45_45)) | (all_0_5_5 = e4 &  ~ (all_0_4_4 = e0) &  ~ (all_0_40_40 = all_0_54_54)) | (all_0_8_8 = e3 &  ~ (all_0_7_7 = e2) &  ~ (all_0_42_42 = all_0_46_46))
% 56.66/22.97  																																																																	|
% 56.66/22.97  																																																																		+-Applying beta-rule and splitting (9594), into two cases.
% 56.66/22.97  																																																																		|-Branch one:
% 56.66/22.97  																																																																		| (9595) (all_0_1_1 = e4 &  ~ (all_0_0_0 = e3) &  ~ (all_0_38_38 = e2)) | (all_0_3_3 = e4 &  ~ (all_0_2_2 = e2) &  ~ (all_0_39_39 = all_0_45_45)) | (all_0_5_5 = e4 &  ~ (all_0_4_4 = e0) &  ~ (all_0_40_40 = all_0_54_54))
% 56.66/22.97  																																																																		|
% 56.66/22.97  																																																																			+-Applying beta-rule and splitting (9595), into two cases.
% 56.66/22.97  																																																																			|-Branch one:
% 56.66/22.97  																																																																			| (9596) (all_0_1_1 = e4 &  ~ (all_0_0_0 = e3) &  ~ (all_0_38_38 = e2)) | (all_0_3_3 = e4 &  ~ (all_0_2_2 = e2) &  ~ (all_0_39_39 = all_0_45_45))
% 56.66/22.97  																																																																			|
% 56.66/22.97  																																																																				+-Applying beta-rule and splitting (9596), into two cases.
% 56.66/22.97  																																																																				|-Branch one:
% 56.66/22.97  																																																																				| (9597) all_0_1_1 = e4 &  ~ (all_0_0_0 = e3) &  ~ (all_0_38_38 = e2)
% 56.66/22.97  																																																																				|
% 56.66/22.97  																																																																					| Applying alpha-rule on (9597) yields:
% 56.66/22.97  																																																																					| (9598) all_0_1_1 = e4
% 56.66/22.97  																																																																					| (9599)  ~ (all_0_0_0 = e3)
% 56.66/22.97  																																																																					| (9600)  ~ (all_0_38_38 = e2)
% 56.66/22.97  																																																																					|
% 56.66/22.97  																																																																					| Combining equations (9598,9529) yields a new equation:
% 56.66/22.97  																																																																					| (481) e4 = e0
% 56.66/22.97  																																																																					|
% 56.66/22.97  																																																																					| Simplifying 481 yields:
% 56.66/22.97  																																																																					| (397) e4 = e0
% 56.66/22.97  																																																																					|
% 56.66/22.97  																																																																					| Equations (397) can reduce 49 to:
% 56.66/22.97  																																																																					| (266) $false
% 56.66/22.97  																																																																					|
% 56.66/22.97  																																																																					|-The branch is then unsatisfiable
% 56.66/22.97  																																																																				|-Branch two:
% 56.66/22.97  																																																																				| (9604) all_0_3_3 = e4 &  ~ (all_0_2_2 = e2) &  ~ (all_0_39_39 = all_0_45_45)
% 56.66/22.97  																																																																				|
% 56.66/22.97  																																																																					| Applying alpha-rule on (9604) yields:
% 56.66/22.97  																																																																					| (2165) all_0_3_3 = e4
% 56.66/22.97  																																																																					| (9606)  ~ (all_0_2_2 = e2)
% 56.66/22.97  																																																																					| (9607)  ~ (all_0_39_39 = all_0_45_45)
% 56.66/22.98  																																																																					|
% 56.66/22.98  																																																																					| Equations (471,248) can reduce 9607 to:
% 56.66/22.98  																																																																					| (266) $false
% 56.66/22.98  																																																																					|
% 56.66/22.98  																																																																					|-The branch is then unsatisfiable
% 56.66/22.98  																																																																			|-Branch two:
% 56.66/22.98  																																																																			| (9609) all_0_5_5 = e4 &  ~ (all_0_4_4 = e0) &  ~ (all_0_40_40 = all_0_54_54)
% 56.66/22.98  																																																																			|
% 56.66/22.98  																																																																				| Applying alpha-rule on (9609) yields:
% 56.66/22.98  																																																																				| (9610) all_0_5_5 = e4
% 56.66/22.98  																																																																				| (9611)  ~ (all_0_4_4 = e0)
% 56.66/22.98  																																																																				| (9612)  ~ (all_0_40_40 = all_0_54_54)
% 56.66/22.98  																																																																				|
% 56.66/22.98  																																																																				| From (9610) and (495) follows:
% 56.66/22.98  																																																																				| (2661) op(e0, e0) = e4
% 56.66/22.98  																																																																				|
% 56.66/22.98  																																																																				| Instantiating formula (29) with e0, e0, e4, e1 and discharging atoms op(e0, e0) = e4, op(e0, e0) = e1, yields:
% 56.66/22.98  																																																																				| (630) e4 = e1
% 56.66/22.98  																																																																				|
% 56.66/22.98  																																																																				| Equations (630) can reduce 110 to:
% 56.66/22.98  																																																																				| (266) $false
% 56.66/22.98  																																																																				|
% 56.66/22.98  																																																																				|-The branch is then unsatisfiable
% 56.66/22.98  																																																																		|-Branch two:
% 56.66/22.98  																																																																		| (9616) all_0_8_8 = e3 &  ~ (all_0_7_7 = e2) &  ~ (all_0_42_42 = all_0_46_46)
% 56.66/22.98  																																																																		|
% 56.66/22.98  																																																																			| Applying alpha-rule on (9616) yields:
% 56.66/22.98  																																																																			| (4675) all_0_8_8 = e3
% 56.66/22.98  																																																																			| (9618)  ~ (all_0_7_7 = e2)
% 56.66/22.98  																																																																			| (9619)  ~ (all_0_42_42 = all_0_46_46)
% 56.66/22.98  																																																																			|
% 56.66/22.98  																																																																			| Equations (559,538) can reduce 9619 to:
% 56.66/22.98  																																																																			| (266) $false
% 56.66/22.98  																																																																			|
% 56.66/22.98  																																																																			|-The branch is then unsatisfiable
% 56.66/22.98  																																																																	|-Branch two:
% 56.66/22.98  																																																																	| (9621) all_0_10_10 = e3 &  ~ (all_0_9_9 = e1) &  ~ (all_0_43_43 = all_0_50_50)
% 56.66/22.98  																																																																	|
% 56.66/22.98  																																																																		| Applying alpha-rule on (9621) yields:
% 56.66/22.98  																																																																		| (9622) all_0_10_10 = e3
% 56.66/22.98  																																																																		| (9623)  ~ (all_0_9_9 = e1)
% 56.66/22.98  																																																																		| (9624)  ~ (all_0_43_43 = all_0_50_50)
% 56.66/22.98  																																																																		|
% 56.66/22.98  																																																																		| Combining equations (9622,6394) yields a new equation:
% 56.66/22.98  																																																																		| (425) e4 = e3
% 56.66/22.98  																																																																		|
% 56.66/22.98  																																																																		| Equations (425) can reduce 188 to:
% 56.66/22.98  																																																																		| (266) $false
% 56.66/22.98  																																																																		|
% 56.66/22.98  																																																																		|-The branch is then unsatisfiable
% 56.66/22.98  																																																																|-Branch two:
% 56.66/22.98  																																																																| (9627) all_0_12_12 = e3 &  ~ (all_0_11_11 = e0) &  ~ (all_0_44_44 = all_0_55_55)
% 56.66/22.98  																																																																|
% 56.66/22.98  																																																																	| Applying alpha-rule on (9627) yields:
% 56.66/22.98  																																																																	| (2156) all_0_12_12 = e3
% 56.66/22.98  																																																																	| (9629)  ~ (all_0_11_11 = e0)
% 56.66/22.98  																																																																	| (9630)  ~ (all_0_44_44 = all_0_55_55)
% 56.66/22.98  																																																																	|
% 56.96/22.98  																																																																	| Equations (446,587) can reduce 9630 to:
% 56.96/22.98  																																																																	| (266) $false
% 56.96/22.98  																																																																	|
% 56.96/22.98  																																																																	|-The branch is then unsatisfiable
% 56.96/22.98  																																																															|-Branch two:
% 56.96/22.98  																																																															| (9632) all_0_14_14 = e2 &  ~ (all_0_13_13 = e4) &  ~ (all_0_39_39 = all_0_45_45)
% 56.96/22.98  																																																															|
% 56.96/22.98  																																																																| Applying alpha-rule on (9632) yields:
% 56.96/22.98  																																																																| (9633) all_0_14_14 = e2
% 56.96/22.98  																																																																| (9634)  ~ (all_0_13_13 = e4)
% 56.96/22.98  																																																																| (9607)  ~ (all_0_39_39 = all_0_45_45)
% 56.96/22.98  																																																																|
% 56.96/22.99  																																																																| Combining equations (284,9633) yields a new equation:
% 56.96/22.99  																																																																| (617) e2 = e1
% 56.96/22.99  																																																																|
% 56.96/22.99  																																																																| Equations (617) can reduce 122 to:
% 56.96/22.99  																																																																| (266) $false
% 56.96/22.99  																																																																|
% 56.96/22.99  																																																																|-The branch is then unsatisfiable
% 56.96/22.99  																																																														|-Branch two:
% 56.96/22.99  																																																														| (9638) all_0_16_16 = e2 &  ~ (all_0_15_15 = e3) &  ~ (all_0_42_42 = all_0_46_46)
% 56.96/22.99  																																																														|
% 56.96/22.99  																																																															| Applying alpha-rule on (9638) yields:
% 56.96/22.99  																																																															| (9639) all_0_16_16 = e2
% 56.96/22.99  																																																															| (9640)  ~ (all_0_15_15 = e3)
% 56.96/22.99  																																																															| (9619)  ~ (all_0_42_42 = all_0_46_46)
% 56.96/22.99  																																																															|
% 56.96/22.99  																																																															| Combining equations (9639,687) yields a new equation:
% 56.96/22.99  																																																															| (323) e4 = e2
% 56.96/22.99  																																																															|
% 56.96/22.99  																																																															| Equations (323) can reduce 48 to:
% 56.96/22.99  																																																															| (266) $false
% 56.96/22.99  																																																															|
% 56.96/22.99  																																																															|-The branch is then unsatisfiable
% 56.96/22.99  																																																													|-Branch two:
% 56.96/22.99  																																																													| (9644) all_0_19_19 = e2 &  ~ (all_0_18_18 = e1) &  ~ (all_0_48_48 = all_0_51_51)
% 56.96/22.99  																																																													|
% 56.96/22.99  																																																														| Applying alpha-rule on (9644) yields:
% 56.96/22.99  																																																														| (349) all_0_19_19 = e2
% 56.96/22.99  																																																														| (9646)  ~ (all_0_18_18 = e1)
% 56.96/22.99  																																																														| (9647)  ~ (all_0_48_48 = all_0_51_51)
% 56.96/22.99  																																																														|
% 56.96/22.99  																																																														| Equations (9471) can reduce 9646 to:
% 56.96/22.99  																																																														| (266) $false
% 56.96/22.99  																																																														|
% 56.96/22.99  																																																														|-The branch is then unsatisfiable
% 56.96/22.99  																																																												|-Branch two:
% 56.96/22.99  																																																												| (9649) all_0_21_21 = e2 &  ~ (all_0_20_20 = e0) &  ~ (all_0_49_49 = all_0_56_56)
% 56.96/22.99  																																																												|
% 56.96/22.99  																																																													| Applying alpha-rule on (9649) yields:
% 56.96/22.99  																																																													| (4269) all_0_21_21 = e2
% 56.96/22.99  																																																													| (9651)  ~ (all_0_20_20 = e0)
% 56.96/22.99  																																																													| (9652)  ~ (all_0_49_49 = all_0_56_56)
% 56.96/22.99  																																																													|
% 56.96/22.99  																																																													| Combining equations (9555,4269) yields a new equation:
% 56.96/22.99  																																																													| (322) e4 = e2
% 56.96/22.99  																																																													|
% 56.96/22.99  																																																													| Simplifying 322 yields:
% 56.96/22.99  																																																													| (323) e4 = e2
% 56.96/22.99  																																																													|
% 56.96/22.99  																																																													| Equations (323) can reduce 48 to:
% 56.96/22.99  																																																													| (266) $false
% 56.96/22.99  																																																													|
% 56.96/22.99  																																																													|-The branch is then unsatisfiable
% 56.96/22.99  																																																											|-Branch two:
% 56.96/22.99  																																																											| (9656) all_0_23_23 = e1 &  ~ (all_0_22_22 = e3) &  ~ (all_0_43_43 = all_0_50_50)
% 56.96/22.99  																																																											|
% 56.96/22.99  																																																												| Applying alpha-rule on (9656) yields:
% 56.96/22.99  																																																												| (9657) all_0_23_23 = e1
% 56.96/22.99  																																																												| (9658)  ~ (all_0_22_22 = e3)
% 56.96/22.99  																																																												| (9624)  ~ (all_0_43_43 = all_0_50_50)
% 56.96/22.99  																																																												|
% 56.96/22.99  																																																												| Equations (430,601) can reduce 9624 to:
% 56.96/22.99  																																																												| (266) $false
% 56.96/22.99  																																																												|
% 56.96/22.99  																																																												|-The branch is then unsatisfiable
% 56.96/22.99  																																																										|-Branch two:
% 56.96/22.99  																																																										| (9661) all_0_25_25 = e1 &  ~ (all_0_24_24 = e2) &  ~ (all_0_48_48 = all_0_51_51)
% 56.96/22.99  																																																										|
% 56.96/22.99  																																																											| Applying alpha-rule on (9661) yields:
% 56.96/22.99  																																																											| (4271) all_0_25_25 = e1
% 56.96/22.99  																																																											| (9663)  ~ (all_0_24_24 = e2)
% 56.96/22.99  																																																											| (9647)  ~ (all_0_48_48 = all_0_51_51)
% 56.96/22.99  																																																											|
% 56.96/22.99  																																																											| Combining equations (4271,5156) yields a new equation:
% 56.96/22.99  																																																											| (546) e1 = e0
% 56.96/22.99  																																																											|
% 56.96/22.99  																																																											| Simplifying 546 yields:
% 56.96/22.99  																																																											| (431) e1 = e0
% 56.96/22.99  																																																											|
% 56.96/22.99  																																																											| Equations (431) can reduce 233 to:
% 56.96/22.99  																																																											| (266) $false
% 56.96/22.99  																																																											|
% 56.96/22.99  																																																											|-The branch is then unsatisfiable
% 56.96/23.00  																																																									|-Branch two:
% 56.96/23.00  																																																									| (9668) all_0_28_28 = e1 &  ~ (all_0_27_27 = e0) &  ~ (all_0_53_53 = all_0_57_57)
% 56.96/23.00  																																																									|
% 56.96/23.00  																																																										| Applying alpha-rule on (9668) yields:
% 56.96/23.00  																																																										| (9669) all_0_28_28 = e1
% 56.96/23.00  																																																										| (9670)  ~ (all_0_27_27 = e0)
% 56.96/23.00  																																																										| (9671)  ~ (all_0_53_53 = all_0_57_57)
% 56.96/23.00  																																																										|
% 56.96/23.00  																																																										| Combining equations (9669,1592) yields a new equation:
% 56.96/23.00  																																																										| (455) e3 = e1
% 56.96/23.00  																																																										|
% 56.96/23.00  																																																										| Equations (455) can reduce 213 to:
% 56.96/23.00  																																																										| (266) $false
% 56.96/23.00  																																																										|
% 56.96/23.00  																																																										|-The branch is then unsatisfiable
% 56.96/23.00  																																																								|-Branch two:
% 56.96/23.00  																																																								| (9674) all_0_30_30 = e0 &  ~ (all_0_29_29 = e4) &  ~ (all_0_40_40 = all_0_54_54)
% 56.96/23.00  																																																								|
% 56.96/23.00  																																																									| Applying alpha-rule on (9674) yields:
% 56.96/23.00  																																																									| (9675) all_0_30_30 = e0
% 56.96/23.00  																																																									| (9676)  ~ (all_0_29_29 = e4)
% 56.96/23.00  																																																									| (9612)  ~ (all_0_40_40 = all_0_54_54)
% 56.96/23.00  																																																									|
% 56.96/23.00  																																																									| Combining equations (9675,286) yields a new equation:
% 56.96/23.00  																																																									| (330) e2 = e0
% 56.96/23.00  																																																									|
% 56.96/23.00  																																																									| Equations (330) can reduce 128 to:
% 56.96/23.00  																																																									| (266) $false
% 56.96/23.00  																																																									|
% 56.96/23.00  																																																									|-The branch is then unsatisfiable
% 56.96/23.00  																																																							|-Branch two:
% 56.96/23.00  																																																							| (9680) all_0_32_32 = e0 &  ~ (all_0_31_31 = e3) &  ~ (all_0_44_44 = all_0_55_55)
% 56.96/23.00  																																																							|
% 56.96/23.00  																																																								| Applying alpha-rule on (9680) yields:
% 56.96/23.00  																																																								| (2163) all_0_32_32 = e0
% 56.96/23.00  																																																								| (9682)  ~ (all_0_31_31 = e3)
% 56.96/23.00  																																																								| (9630)  ~ (all_0_44_44 = all_0_55_55)
% 56.96/23.00  																																																								|
% 56.96/23.00  																																																								| Combining equations (2163,8739) yields a new equation:
% 56.96/23.00  																																																								| (330) e2 = e0
% 56.96/23.00  																																																								|
% 56.96/23.00  																																																								| Equations (330) can reduce 128 to:
% 56.96/23.00  																																																								| (266) $false
% 56.96/23.00  																																																								|
% 56.96/23.00  																																																								|-The branch is then unsatisfiable
% 56.96/23.00  																																																						|-Branch two:
% 56.96/23.00  																																																						| (9686) all_0_34_34 = e0 &  ~ (all_0_33_33 = e2) &  ~ (all_0_49_49 = all_0_56_56)
% 56.96/23.00  																																																						|
% 56.96/23.00  																																																							| Applying alpha-rule on (9686) yields:
% 56.96/23.00  																																																							| (9687) all_0_34_34 = e0
% 56.96/23.00  																																																							| (9688)  ~ (all_0_33_33 = e2)
% 56.96/23.00  																																																							| (9652)  ~ (all_0_49_49 = all_0_56_56)
% 56.96/23.00  																																																							|
% 56.96/23.00  																																																							| Combining equations (9480,9687) yields a new equation:
% 56.96/23.00  																																																							| (546) e1 = e0
% 56.96/23.00  																																																							|
% 56.96/23.00  																																																							| Simplifying 546 yields:
% 56.96/23.00  																																																							| (431) e1 = e0
% 56.96/23.00  																																																							|
% 56.96/23.00  																																																							| Equations (431) can reduce 233 to:
% 56.96/23.00  																																																							| (266) $false
% 56.96/23.00  																																																							|
% 56.96/23.00  																																																							|-The branch is then unsatisfiable
% 56.96/23.00  																																																					|-Branch two:
% 56.96/23.00  																																																					| (9693) all_0_36_36 = e0 &  ~ (all_0_35_35 = e1) &  ~ (all_0_53_53 = all_0_57_57)
% 56.96/23.00  																																																					|
% 56.96/23.00  																																																						| Applying alpha-rule on (9693) yields:
% 56.96/23.00  																																																						| (9694) all_0_36_36 = e0
% 56.96/23.00  																																																						| (9695)  ~ (all_0_35_35 = e1)
% 56.96/23.00  																																																						| (9671)  ~ (all_0_53_53 = all_0_57_57)
% 56.96/23.00  																																																						|
% 56.96/23.00  																																																						| Equations (9437) can reduce 9695 to:
% 56.96/23.00  																																																						| (266) $false
% 56.96/23.00  																																																						|
% 56.96/23.00  																																																						|-The branch is then unsatisfiable
% 56.96/23.01  																																																				|-Branch two:
% 56.96/23.01  																																																				| (9698) all_0_45_45 = e3 &  ~ (all_0_38_38 = e2) &  ~ (all_0_46_46 = e4)
% 56.96/23.01  																																																				|
% 56.96/23.01  																																																					| Applying alpha-rule on (9698) yields:
% 56.96/23.01  																																																					| (423) all_0_45_45 = e3
% 56.96/23.01  																																																					| (9600)  ~ (all_0_38_38 = e2)
% 56.96/23.01  																																																					| (250)  ~ (all_0_46_46 = e4)
% 56.96/23.01  																																																					|
% 56.96/23.01  																																																					| Combining equations (248,423) yields a new equation:
% 56.96/23.01  																																																					| (424) e4 = e3
% 56.96/23.01  																																																					|
% 56.96/23.01  																																																					| Simplifying 424 yields:
% 56.96/23.01  																																																					| (425) e4 = e3
% 56.96/23.01  																																																					|
% 56.96/23.01  																																																					| Equations (425) can reduce 188 to:
% 56.96/23.01  																																																					| (266) $false
% 56.96/23.01  																																																					|
% 56.96/23.01  																																																					|-The branch is then unsatisfiable
% 56.96/23.01  																																																		|-Branch two:
% 56.96/23.01  																																																		| (358)  ~ (all_0_42_42 = e0)
% 56.96/23.01  																																																		| (563) all_0_47_47 = e0 | all_0_56_56 = e0
% 56.96/23.01  																																																		|
% 56.96/23.01  																																																			+-Applying beta-rule and splitting (563), into two cases.
% 56.96/23.01  																																																			|-Branch one:
% 56.96/23.01  																																																			| (674) all_0_47_47 = e0
% 56.96/23.01  																																																			|
% 56.96/23.01  																																																				| Combining equations (674,654) yields a new equation:
% 56.96/23.01  																																																				| (431) e1 = e0
% 56.96/23.01  																																																				|
% 56.96/23.01  																																																				| Equations (431) can reduce 233 to:
% 56.96/23.01  																																																				| (266) $false
% 56.96/23.01  																																																				|
% 56.96/23.01  																																																				|-The branch is then unsatisfiable
% 56.96/23.01  																																																			|-Branch two:
% 56.96/23.01  																																																			| (678)  ~ (all_0_47_47 = e0)
% 56.96/23.01  																																																			| (679) all_0_56_56 = e0
% 56.96/23.01  																																																			|
% 56.96/23.01  																																																				| Combining equations (679,833) yields a new equation:
% 56.96/23.01  																																																				| (330) e2 = e0
% 56.96/23.01  																																																				|
% 56.96/23.01  																																																				| Equations (330) can reduce 128 to:
% 56.96/23.01  																																																				| (266) $false
% 56.96/23.01  																																																				|
% 56.96/23.01  																																																				|-The branch is then unsatisfiable
% 56.96/23.01  																																																	|-Branch two:
% 56.96/23.01  																																																	| (1377)  ~ (all_0_39_39 = e4)
% 56.96/23.01  																																																	| (2115) all_0_42_42 = e4 | all_0_47_47 = e4 | all_0_51_51 = e4 | all_0_56_56 = e4
% 56.96/23.01  																																																	|
% 56.96/23.01  																																																		+-Applying beta-rule and splitting (320), into two cases.
% 56.96/23.01  																																																		|-Branch one:
% 56.96/23.01  																																																		| (471) all_0_39_39 = e4
% 56.96/23.01  																																																		|
% 56.96/23.01  																																																			| Equations (471) can reduce 1377 to:
% 56.96/23.01  																																																			| (266) $false
% 56.96/23.01  																																																			|
% 56.96/23.01  																																																			|-The branch is then unsatisfiable
% 56.96/23.01  																																																		|-Branch two:
% 56.96/23.01  																																																		| (1377)  ~ (all_0_39_39 = e4)
% 56.96/23.01  																																																		| (480) all_0_39_39 = e0
% 56.96/23.01  																																																		|
% 56.96/23.01  																																																			| Equations (480) can reduce 484 to:
% 56.96/23.01  																																																			| (266) $false
% 56.96/23.01  																																																			|
% 56.96/23.01  																																																			|-The branch is then unsatisfiable
% 56.96/23.01  																																															|-Branch two:
% 56.96/23.01  																																															| (1390)  ~ (all_0_44_44 = e4)
% 56.96/23.01  																																															| (1391) all_0_44_44 = e3 | all_0_44_44 = e1 | all_0_44_44 = e0
% 56.96/23.01  																																															|
% 56.96/23.01  																																																+-Applying beta-rule and splitting (104), into two cases.
% 56.96/23.01  																																																|-Branch one:
% 56.96/23.01  																																																| (480) all_0_39_39 = e0
% 56.96/23.01  																																																|
% 56.96/23.01  																																																	| Equations (480) can reduce 484 to:
% 56.96/23.01  																																																	| (266) $false
% 56.96/23.01  																																																	|
% 56.96/23.01  																																																	|-The branch is then unsatisfiable
% 56.96/23.01  																																																|-Branch two:
% 56.96/23.01  																																																| (484)  ~ (all_0_39_39 = e0)
% 56.96/23.01  																																																| (558) all_0_42_42 = e0 | all_0_47_47 = e0 | all_0_56_56 = e0
% 56.96/23.01  																																																|
% 56.96/23.01  																																																	+-Applying beta-rule and splitting (150), into two cases.
% 56.96/23.01  																																																	|-Branch one:
% 56.96/23.01  																																																	| (1378) all_0_40_40 = e4
% 56.96/23.01  																																																	|
% 56.96/23.01  																																																		| Combining equations (485,1378) yields a new equation:
% 56.96/23.01  																																																		| (397) e4 = e0
% 56.96/23.01  																																																		|
% 56.96/23.01  																																																		| Equations (397) can reduce 49 to:
% 56.96/23.01  																																																		| (266) $false
% 56.96/23.01  																																																		|
% 56.96/23.01  																																																		|-The branch is then unsatisfiable
% 56.96/23.01  																																																	|-Branch two:
% 56.96/23.01  																																																	| (447)  ~ (all_0_40_40 = e4)
% 56.96/23.01  																																																	| (2271) all_0_44_44 = e4 | all_0_49_49 = e4 | all_0_53_53 = e4 | all_0_58_58 = e4
% 56.96/23.01  																																																	|
% 56.96/23.01  																																																		+-Applying beta-rule and splitting (320), into two cases.
% 56.96/23.01  																																																		|-Branch one:
% 56.96/23.01  																																																		| (471) all_0_39_39 = e4
% 56.96/23.01  																																																		|
% 56.96/23.01  																																																			| Equations (471) can reduce 145 to:
% 56.96/23.01  																																																			| (1901)  ~ (all_0_42_42 = e4)
% 56.96/23.01  																																																			|
% 56.96/23.01  																																																			| Simplifying 1901 yields:
% 56.96/23.01  																																																			| (1890)  ~ (all_0_42_42 = e4)
% 56.96/23.01  																																																			|
% 56.96/23.01  																																																			| Equations (471) can reduce 151 to:
% 56.96/23.01  																																																			| (110)  ~ (e4 = e1)
% 56.96/23.01  																																																			|
% 56.96/23.01  																																																			+-Applying beta-rule and splitting (152), into two cases.
% 56.96/23.01  																																																			|-Branch one:
% 56.96/23.01  																																																			| (1392) all_0_42_42 = e4
% 56.96/23.01  																																																			|
% 56.96/23.01  																																																				| Equations (1392) can reduce 1890 to:
% 56.96/23.01  																																																				| (266) $false
% 56.96/23.01  																																																				|
% 56.96/23.01  																																																				|-The branch is then unsatisfiable
% 56.96/23.01  																																																			|-Branch two:
% 56.96/23.01  																																																			| (1890)  ~ (all_0_42_42 = e4)
% 56.96/23.01  																																																			| (1969) all_0_42_42 = e3 | all_0_42_42 = e1 | all_0_42_42 = e0
% 56.96/23.01  																																																			|
% 56.96/23.01  																																																				+-Applying beta-rule and splitting (2271), into two cases.
% 56.96/23.01  																																																				|-Branch one:
% 56.96/23.01  																																																				| (446) all_0_44_44 = e4
% 56.96/23.01  																																																				|
% 56.96/23.01  																																																					| Equations (446) can reduce 1390 to:
% 56.96/23.01  																																																					| (266) $false
% 56.96/23.01  																																																					|
% 56.96/23.01  																																																					|-The branch is then unsatisfiable
% 56.96/23.01  																																																				|-Branch two:
% 56.96/23.01  																																																				| (1390)  ~ (all_0_44_44 = e4)
% 56.96/23.01  																																																				| (7998) all_0_49_49 = e4 | all_0_53_53 = e4 | all_0_58_58 = e4
% 56.96/23.01  																																																				|
% 56.96/23.01  																																																					+-Applying beta-rule and splitting (441), into two cases.
% 56.96/23.01  																																																					|-Branch one:
% 56.96/23.01  																																																					| (1392) all_0_42_42 = e4
% 56.96/23.01  																																																					|
% 56.96/23.01  																																																						| Equations (1392) can reduce 1890 to:
% 56.96/23.01  																																																						| (266) $false
% 56.96/23.01  																																																						|
% 56.96/23.01  																																																						|-The branch is then unsatisfiable
% 56.96/23.01  																																																					|-Branch two:
% 56.96/23.01  																																																					| (1890)  ~ (all_0_42_42 = e4)
% 56.96/23.01  																																																					| (1891) all_0_43_43 = e4 | all_0_44_44 = e4
% 56.96/23.01  																																																					|
% 56.96/23.01  																																																						+-Applying beta-rule and splitting (1891), into two cases.
% 56.96/23.01  																																																						|-Branch one:
% 56.96/23.01  																																																						| (396) all_0_43_43 = e4
% 56.96/23.01  																																																						|
% 56.96/23.01  																																																							| Combining equations (430,396) yields a new equation:
% 56.96/23.01  																																																							| (630) e4 = e1
% 56.96/23.01  																																																							|
% 56.96/23.01  																																																							| Equations (630) can reduce 110 to:
% 56.96/23.01  																																																							| (266) $false
% 56.96/23.01  																																																							|
% 56.96/23.01  																																																							|-The branch is then unsatisfiable
% 56.96/23.01  																																																						|-Branch two:
% 56.96/23.01  																																																						| (399)  ~ (all_0_43_43 = e4)
% 56.96/23.01  																																																						| (446) all_0_44_44 = e4
% 56.96/23.01  																																																						|
% 56.96/23.01  																																																							| Equations (446) can reduce 1390 to:
% 56.96/23.01  																																																							| (266) $false
% 56.96/23.01  																																																							|
% 56.96/23.01  																																																							|-The branch is then unsatisfiable
% 56.96/23.01  																																																		|-Branch two:
% 56.96/23.01  																																																		| (1377)  ~ (all_0_39_39 = e4)
% 56.96/23.01  																																																		| (480) all_0_39_39 = e0
% 56.96/23.01  																																																		|
% 56.96/23.01  																																																			| Equations (480) can reduce 484 to:
% 56.96/23.01  																																																			| (266) $false
% 56.96/23.01  																																																			|
% 56.96/23.01  																																																			|-The branch is then unsatisfiable
% 56.96/23.01  																																														|-Branch two:
% 56.96/23.01  																																														| (1401)  ~ (all_0_40_40 = e0)
% 56.96/23.01  																																														| (1748) all_0_44_44 = e0 | all_0_49_49 = e0 | all_0_58_58 = e0
% 56.96/23.01  																																														|
% 56.96/23.01  																																															+-Applying beta-rule and splitting (316), into two cases.
% 56.96/23.01  																																															|-Branch one:
% 56.96/23.01  																																															| (1378) all_0_40_40 = e4
% 56.96/23.01  																																															|
% 56.96/23.01  																																																| Equations (1378) can reduce 176 to:
% 56.96/23.01  																																																| (1377)  ~ (all_0_39_39 = e4)
% 56.96/23.01  																																																|
% 56.96/23.01  																																																| Equations (1378) can reduce 143 to:
% 56.96/23.01  																																																| (1903)  ~ (all_0_44_44 = e4)
% 56.96/23.01  																																																|
% 56.96/23.01  																																																| Simplifying 1903 yields:
% 56.96/23.01  																																																| (1390)  ~ (all_0_44_44 = e4)
% 56.96/23.01  																																																|
% 56.96/23.01  																																																| From (1378) and (34) follows:
% 56.96/23.01  																																																| (1455) op(e4, e4) = all_0_4_4
% 56.96/23.01  																																																|
% 56.96/23.01  																																																+-Applying beta-rule and splitting (164), into two cases.
% 56.96/23.01  																																																|-Branch one:
% 56.96/23.01  																																																| (471) all_0_39_39 = e4
% 56.96/23.01  																																																|
% 56.96/23.01  																																																	| Equations (471) can reduce 1377 to:
% 56.96/23.01  																																																	| (266) $false
% 56.96/23.01  																																																	|
% 56.96/23.01  																																																	|-The branch is then unsatisfiable
% 56.96/23.01  																																																|-Branch two:
% 56.96/23.01  																																																| (1377)  ~ (all_0_39_39 = e4)
% 56.96/23.01  																																																| (2115) all_0_42_42 = e4 | all_0_47_47 = e4 | all_0_51_51 = e4 | all_0_56_56 = e4
% 56.96/23.01  																																																|
% 56.96/23.01  																																																	+-Applying beta-rule and splitting (26), into two cases.
% 56.96/23.01  																																																	|-Branch one:
% 56.96/23.01  																																																	| (446) all_0_44_44 = e4
% 56.96/23.01  																																																	|
% 56.96/23.01  																																																		| Equations (446) can reduce 1390 to:
% 56.96/23.01  																																																		| (266) $false
% 56.96/23.01  																																																		|
% 56.96/23.01  																																																		|-The branch is then unsatisfiable
% 56.96/23.01  																																																	|-Branch two:
% 56.96/23.01  																																																	| (1390)  ~ (all_0_44_44 = e4)
% 56.96/23.01  																																																	| (1391) all_0_44_44 = e3 | all_0_44_44 = e1 | all_0_44_44 = e0
% 56.96/23.01  																																																	|
% 56.96/23.01  																																																		+-Applying beta-rule and splitting (320), into two cases.
% 56.96/23.01  																																																		|-Branch one:
% 56.96/23.01  																																																		| (471) all_0_39_39 = e4
% 56.96/23.01  																																																		|
% 56.96/23.01  																																																			| Equations (471) can reduce 1377 to:
% 56.96/23.01  																																																			| (266) $false
% 56.96/23.01  																																																			|
% 56.96/23.01  																																																			|-The branch is then unsatisfiable
% 56.96/23.01  																																																		|-Branch two:
% 56.96/23.01  																																																		| (1377)  ~ (all_0_39_39 = e4)
% 56.96/23.01  																																																		| (480) all_0_39_39 = e0
% 56.96/23.01  																																																		|
% 56.96/23.01  																																																			| From (480) and (182) follows:
% 56.96/23.01  																																																			| (1412) op(e0, e4) = all_0_2_2
% 56.96/23.01  																																																			|
% 56.96/23.01  																																																			| From (480) and (38) follows:
% 56.96/23.01  																																																			| (1413) op(e0, e2) = all_0_3_3
% 56.96/23.01  																																																			|
% 56.96/23.01  																																																			+-Applying beta-rule and splitting (152), into two cases.
% 56.96/23.01  																																																			|-Branch one:
% 56.96/23.01  																																																			| (1392) all_0_42_42 = e4
% 56.96/23.01  																																																			|
% 56.96/23.01  																																																				| From (1392) and (210) follows:
% 56.96/23.01  																																																				| (4074) op(e3, e2) = e4
% 56.96/23.01  																																																				|
% 56.96/23.01  																																																				+-Applying beta-rule and splitting (1391), into two cases.
% 56.96/23.01  																																																				|-Branch one:
% 56.96/23.01  																																																				| (1414) all_0_44_44 = e0
% 56.96/23.01  																																																				|
% 56.96/23.01  																																																					| Equations (1414) can reduce 147 to:
% 56.96/23.01  																																																					| (365)  ~ (e2 = e0)
% 56.96/23.01  																																																					|
% 56.96/23.01  																																																					| Simplifying 365 yields:
% 56.96/23.01  																																																					| (128)  ~ (e2 = e0)
% 56.96/23.01  																																																					|
% 56.96/23.01  																																																					| Equations (1414) can reduce 639 to:
% 56.96/23.01  																																																					| (435)  ~ (e1 = e0)
% 56.96/23.01  																																																					|
% 56.96/23.01  																																																					| Simplifying 435 yields:
% 56.96/23.01  																																																					| (233)  ~ (e1 = e0)
% 56.96/23.01  																																																					|
% 56.96/23.01  																																																					| From (1414) and (204) follows:
% 56.96/23.01  																																																					| (9785) op(e0, e3) = all_0_11_11
% 56.96/23.01  																																																					|
% 56.96/23.01  																																																					| From (1414) and (138) follows:
% 56.96/23.01  																																																					| (1667) op(e3, e0) = e0
% 56.96/23.01  																																																					|
% 56.96/23.01  																																																					| Instantiating formula (29) with e4, e4, all_0_4_4, e1 and discharging atoms op(e4, e4) = all_0_4_4, op(e4, e4) = e1, yields:
% 56.96/23.01  																																																					| (1587) all_0_4_4 = e1
% 56.96/23.01  																																																					|
% 56.96/23.01  																																																					| Instantiating formula (29) with e0, e4, all_0_2_2, e3 and discharging atoms op(e0, e4) = all_0_2_2, op(e0, e4) = e3, yields:
% 56.96/23.01  																																																					| (1595) all_0_2_2 = e3
% 56.96/23.01  																																																					|
% 56.96/23.01  																																																					| Instantiating formula (29) with e0, e3, all_0_11_11, e4 and discharging atoms op(e0, e3) = all_0_11_11, op(e0, e3) = e4, yields:
% 56.96/23.01  																																																					| (9789) all_0_11_11 = e4
% 56.96/23.01  																																																					|
% 56.96/23.01  																																																					| Instantiating formula (29) with e0, e2, all_0_3_3, e2 and discharging atoms op(e0, e2) = all_0_3_3, op(e0, e2) = e2, yields:
% 56.96/23.01  																																																					| (1597) all_0_3_3 = e2
% 56.96/23.01  																																																					|
% 56.96/23.01  																																																					| From (1587) and (1455) follows:
% 56.96/23.01  																																																					| (41) op(e4, e4) = e1
% 56.96/23.01  																																																					|
% 56.96/23.01  																																																					| From (1595) and (1412) follows:
% 56.96/23.01  																																																					| (283) op(e0, e4) = e3
% 56.96/23.01  																																																					|
% 56.96/23.01  																																																					| From (9789) and (9785) follows:
% 56.96/23.01  																																																					| (589) op(e0, e3) = e4
% 56.96/23.01  																																																					|
% 56.96/23.01  																																																					| From (1597) and (1413) follows:
% 56.96/23.01  																																																					| (1508) op(e0, e2) = e2
% 56.96/23.01  																																																					|
% 56.96/23.01  																																																					+-Applying beta-rule and splitting (56), into two cases.
% 56.96/23.01  																																																					|-Branch one:
% 56.96/23.01  																																																					| (696) unit = e2
% 56.96/23.01  																																																					|
% 56.96/23.01  																																																						| From (696) and (211) follows:
% 56.96/23.01  																																																						| (1612) op(e2, e1) = e1
% 56.96/23.01  																																																						|
% 56.96/23.01  																																																						| From (696) and (42) follows:
% 56.96/23.01  																																																						| (1613) op(e0, e2) = e0
% 56.96/23.01  																																																						|
% 56.96/23.01  																																																						| Instantiating formula (29) with e2, e1, e1, e2 and discharging atoms op(e2, e1) = e2, op(e2, e1) = e1, yields:
% 56.96/23.01  																																																						| (617) e2 = e1
% 56.96/23.01  																																																						|
% 56.96/23.01  																																																						| Instantiating formula (29) with e0, e2, e0, e2 and discharging atoms op(e0, e2) = e2, op(e0, e2) = e0, yields:
% 56.96/23.01  																																																						| (330) e2 = e0
% 56.96/23.01  																																																						|
% 56.96/23.01  																																																						| Combining equations (617,330) yields a new equation:
% 56.96/23.01  																																																						| (546) e1 = e0
% 56.96/23.01  																																																						|
% 56.96/23.01  																																																						| Simplifying 546 yields:
% 56.96/23.01  																																																						| (431) e1 = e0
% 56.96/23.01  																																																						|
% 56.96/23.01  																																																						| Equations (431) can reduce 233 to:
% 56.96/23.01  																																																						| (266) $false
% 56.96/23.01  																																																						|
% 56.96/23.01  																																																						|-The branch is then unsatisfiable
% 56.96/23.01  																																																					|-Branch two:
% 56.96/23.01  																																																					| (707)  ~ (unit = e2)
% 56.96/23.01  																																																					| (708) unit = e4 | unit = e3 | unit = e1 | unit = e0
% 56.96/23.01  																																																					|
% 56.96/23.01  																																																						+-Applying beta-rule and splitting (708), into two cases.
% 56.96/23.01  																																																						|-Branch one:
% 56.96/23.01  																																																						| (709) unit = e4
% 56.96/23.01  																																																						|
% 56.96/23.01  																																																							| From (709) and (227) follows:
% 56.96/23.01  																																																							| (710) op(e4, e4) = e4
% 56.96/23.02  																																																							|
% 56.96/23.02  																																																							| From (709) and (40) follows:
% 56.96/23.02  																																																							| (711) op(e3, e4) = e3
% 56.96/23.02  																																																							|
% 56.96/23.02  																																																							| From (709) and (32) follows:
% 56.96/23.02  																																																							| (712) op(e2, e4) = e2
% 56.96/23.02  																																																							|
% 56.96/23.02  																																																							| From (709) and (42) follows:
% 56.96/23.02  																																																							| (713) op(e0, e4) = e0
% 56.96/23.02  																																																							|
% 56.96/23.02  																																																							| Instantiating formula (29) with e4, e4, e4, e1 and discharging atoms op(e4, e4) = e4, op(e4, e4) = e1, yields:
% 56.96/23.02  																																																							| (630) e4 = e1
% 56.96/23.02  																																																							|
% 56.96/23.02  																																																							| Instantiating formula (29) with e3, e4, e3, e2 and discharging atoms op(e3, e4) = e3, op(e3, e4) = e2, yields:
% 56.96/23.02  																																																							| (662) e3 = e2
% 56.96/23.02  																																																							|
% 56.96/23.02  																																																							| Instantiating formula (29) with e2, e4, e2, e4 and discharging atoms op(e2, e4) = e4, op(e2, e4) = e2, yields:
% 56.96/23.02  																																																							| (323) e4 = e2
% 56.96/23.02  																																																							|
% 56.96/23.02  																																																							| Instantiating formula (29) with e0, e4, e0, e3 and discharging atoms op(e0, e4) = e3, op(e0, e4) = e0, yields:
% 56.96/23.02  																																																							| (676) e3 = e0
% 56.96/23.02  																																																							|
% 56.96/23.02  																																																							| Combining equations (630,323) yields a new equation:
% 56.96/23.02  																																																							| (617) e2 = e1
% 56.96/23.02  																																																							|
% 56.96/23.02  																																																							| Combining equations (662,676) yields a new equation:
% 56.96/23.02  																																																							| (391) e2 = e0
% 56.96/23.02  																																																							|
% 56.96/23.02  																																																							| Simplifying 391 yields:
% 56.96/23.02  																																																							| (330) e2 = e0
% 56.96/23.02  																																																							|
% 56.96/23.02  																																																							| Combining equations (617,330) yields a new equation:
% 56.96/23.02  																																																							| (546) e1 = e0
% 56.96/23.02  																																																							|
% 56.96/23.02  																																																							| Simplifying 546 yields:
% 56.96/23.02  																																																							| (431) e1 = e0
% 56.96/23.02  																																																							|
% 56.96/23.02  																																																							| Equations (431) can reduce 233 to:
% 56.96/23.02  																																																							| (266) $false
% 56.96/23.02  																																																							|
% 56.96/23.02  																																																							|-The branch is then unsatisfiable
% 56.96/23.02  																																																						|-Branch two:
% 56.96/23.02  																																																						| (724)  ~ (unit = e4)
% 56.96/23.02  																																																						| (725) unit = e3 | unit = e1 | unit = e0
% 56.96/23.02  																																																						|
% 56.96/23.02  																																																							+-Applying beta-rule and splitting (725), into two cases.
% 56.96/23.02  																																																							|-Branch one:
% 56.96/23.02  																																																							| (726) unit = e0
% 56.96/23.02  																																																							|
% 56.96/23.02  																																																								| From (726) and (40) follows:
% 56.96/23.02  																																																								| (1639) op(e3, e0) = e3
% 56.96/23.02  																																																								|
% 56.96/23.02  																																																								| From (726) and (32) follows:
% 56.96/23.02  																																																								| (727) op(e2, e0) = e2
% 56.96/23.02  																																																								|
% 56.96/23.02  																																																								| From (726) and (28) follows:
% 56.96/23.02  																																																								| (2698) op(e1, e0) = e1
% 56.96/23.02  																																																								|
% 56.96/23.02  																																																								| Instantiating formula (29) with e3, e0, e3, e0 and discharging atoms op(e3, e0) = e3, op(e3, e0) = e0, yields:
% 56.96/23.02  																																																								| (676) e3 = e0
% 56.96/23.02  																																																								|
% 56.96/23.02  																																																								| Instantiating formula (29) with e2, e0, e2, e3 and discharging atoms op(e2, e0) = e3, op(e2, e0) = e2, yields:
% 56.96/23.02  																																																								| (662) e3 = e2
% 56.96/23.02  																																																								|
% 56.96/23.02  																																																								| Instantiating formula (29) with e1, e0, e1, e2 and discharging atoms op(e1, e0) = e2, op(e1, e0) = e1, yields:
% 56.96/23.02  																																																								| (617) e2 = e1
% 56.96/23.02  																																																								|
% 56.96/23.02  																																																								| Combining equations (662,676) yields a new equation:
% 56.96/23.02  																																																								| (391) e2 = e0
% 56.96/23.02  																																																								|
% 56.96/23.02  																																																								| Simplifying 391 yields:
% 56.96/23.02  																																																								| (330) e2 = e0
% 56.96/23.02  																																																								|
% 56.96/23.02  																																																								| Combining equations (330,617) yields a new equation:
% 56.96/23.02  																																																								| (431) e1 = e0
% 56.96/23.02  																																																								|
% 56.96/23.02  																																																								| Equations (431) can reduce 233 to:
% 56.96/23.02  																																																								| (266) $false
% 56.96/23.02  																																																								|
% 56.96/23.02  																																																								|-The branch is then unsatisfiable
% 56.96/23.02  																																																							|-Branch two:
% 56.96/23.02  																																																							| (734)  ~ (unit = e0)
% 56.96/23.02  																																																							| (735) unit = e3 | unit = e1
% 56.96/23.02  																																																							|
% 56.96/23.02  																																																								+-Applying beta-rule and splitting (735), into two cases.
% 56.96/23.02  																																																								|-Branch one:
% 56.96/23.02  																																																								| (736) unit = e1
% 56.96/23.02  																																																								|
% 56.96/23.02  																																																									| Equations (736) can reduce 734 to:
% 56.96/23.02  																																																									| (233)  ~ (e1 = e0)
% 56.96/23.02  																																																									|
% 56.96/23.02  																																																									| From (736) and (244) follows:
% 56.96/23.02  																																																									| (738) op(e1, e4) = e4
% 56.96/23.02  																																																									|
% 56.96/23.02  																																																									| From (736) and (15) follows:
% 56.96/23.02  																																																									| (515) op(e1, e2) = e2
% 56.96/23.02  																																																									|
% 56.96/23.02  																																																									| From (736) and (227) follows:
% 56.96/23.02  																																																									| (739) op(e4, e1) = e4
% 56.96/23.02  																																																									|
% 56.96/23.02  																																																									| From (736) and (28) follows:
% 56.96/23.02  																																																									| (740) op(e1, e1) = e1
% 56.96/23.02  																																																									|
% 56.96/23.02  																																																									| Instantiating formula (29) with e4, e1, e4, e3 and discharging atoms op(e4, e1) = e4, op(e4, e1) = e3, yields:
% 56.96/23.02  																																																									| (425) e4 = e3
% 56.96/23.02  																																																									|
% 56.96/23.02  																																																									| Instantiating formula (29) with e1, e4, e4, e0 and discharging atoms op(e1, e4) = e4, op(e1, e4) = e0, yields:
% 56.96/23.02  																																																									| (397) e4 = e0
% 56.96/23.02  																																																									|
% 56.96/23.02  																																																									| Instantiating formula (29) with e1, e2, e2, e3 and discharging atoms op(e1, e2) = e3, op(e1, e2) = e2, yields:
% 56.96/23.02  																																																									| (662) e3 = e2
% 56.96/23.02  																																																									|
% 56.96/23.02  																																																									| Instantiating formula (29) with e1, e1, e1, e4 and discharging atoms op(e1, e1) = e4, op(e1, e1) = e1, yields:
% 56.96/23.02  																																																									| (630) e4 = e1
% 56.96/23.02  																																																									|
% 56.96/23.02  																																																									| Combining equations (630,425) yields a new equation:
% 56.96/23.02  																																																									| (455) e3 = e1
% 56.96/23.02  																																																									|
% 56.96/23.02  																																																									| Combining equations (397,425) yields a new equation:
% 56.96/23.02  																																																									| (676) e3 = e0
% 56.96/23.02  																																																									|
% 56.96/23.02  																																																									| Combining equations (676,662) yields a new equation:
% 56.96/23.02  																																																									| (330) e2 = e0
% 56.96/23.02  																																																									|
% 56.96/23.02  																																																									| Combining equations (455,662) yields a new equation:
% 56.96/23.02  																																																									| (617) e2 = e1
% 56.96/23.02  																																																									|
% 56.96/23.02  																																																									| Combining equations (617,330) yields a new equation:
% 56.96/23.02  																																																									| (546) e1 = e0
% 56.96/23.02  																																																									|
% 56.96/23.02  																																																									| Simplifying 546 yields:
% 56.96/23.02  																																																									| (431) e1 = e0
% 56.96/23.02  																																																									|
% 56.96/23.02  																																																									| Equations (431) can reduce 233 to:
% 56.96/23.02  																																																									| (266) $false
% 56.96/23.02  																																																									|
% 56.96/23.02  																																																									|-The branch is then unsatisfiable
% 56.96/23.02  																																																								|-Branch two:
% 56.96/23.02  																																																								| (748)  ~ (unit = e1)
% 56.96/23.02  																																																								| (749) unit = e3
% 56.96/23.02  																																																								|
% 56.96/23.02  																																																									| From (749) and (15) follows:
% 56.96/23.02  																																																									| (751) op(e3, e2) = e2
% 56.96/23.02  																																																									|
% 56.96/23.02  																																																									| From (749) and (42) follows:
% 56.96/23.02  																																																									| (752) op(e0, e3) = e0
% 56.96/23.02  																																																									|
% 56.96/23.02  																																																									| Instantiating formula (29) with e3, e2, e2, e4 and discharging atoms op(e3, e2) = e4, op(e3, e2) = e2, yields:
% 56.96/23.02  																																																									| (323) e4 = e2
% 56.96/23.02  																																																									|
% 56.96/23.02  																																																									| Instantiating formula (29) with e0, e3, e0, e4 and discharging atoms op(e0, e3) = e4, op(e0, e3) = e0, yields:
% 56.96/23.02  																																																									| (397) e4 = e0
% 56.96/23.02  																																																									|
% 56.96/23.02  																																																									| Combining equations (323,397) yields a new equation:
% 56.96/23.02  																																																									| (391) e2 = e0
% 56.96/23.02  																																																									|
% 56.96/23.02  																																																									| Simplifying 391 yields:
% 56.96/23.02  																																																									| (330) e2 = e0
% 56.96/23.02  																																																									|
% 56.96/23.02  																																																									| Equations (330) can reduce 128 to:
% 56.96/23.02  																																																									| (266) $false
% 56.96/23.02  																																																									|
% 56.96/23.02  																																																									|-The branch is then unsatisfiable
% 56.96/23.02  																																																				|-Branch two:
% 56.96/23.02  																																																				| (360)  ~ (all_0_44_44 = e0)
% 56.96/23.02  																																																				| (1417) all_0_44_44 = e3 | all_0_44_44 = e1
% 56.96/23.02  																																																				|
% 56.96/23.02  																																																					+-Applying beta-rule and splitting (1417), into two cases.
% 56.96/23.02  																																																					|-Branch one:
% 56.96/23.02  																																																					| (635) all_0_44_44 = e1
% 56.96/23.02  																																																					|
% 56.96/23.02  																																																						| Equations (635) can reduce 639 to:
% 56.96/23.02  																																																						| (266) $false
% 56.96/23.02  																																																						|
% 56.96/23.02  																																																						|-The branch is then unsatisfiable
% 56.96/23.02  																																																					|-Branch two:
% 56.96/23.02  																																																					| (639)  ~ (all_0_44_44 = e1)
% 56.96/23.02  																																																					| (532) all_0_44_44 = e3
% 56.96/23.02  																																																					|
% 56.96/23.02  																																																						| Equations (532) can reduce 407 to:
% 56.96/23.02  																																																						| (266) $false
% 56.96/23.02  																																																						|
% 56.96/23.02  																																																						|-The branch is then unsatisfiable
% 56.96/23.02  																																																			|-Branch two:
% 56.96/23.02  																																																			| (1890)  ~ (all_0_42_42 = e4)
% 56.96/23.02  																																																			| (1969) all_0_42_42 = e3 | all_0_42_42 = e1 | all_0_42_42 = e0
% 56.96/23.02  																																																			|
% 56.96/23.02  																																																				+-Applying beta-rule and splitting (1391), into two cases.
% 56.96/23.02  																																																				|-Branch one:
% 56.96/23.02  																																																				| (1414) all_0_44_44 = e0
% 56.96/23.02  																																																				|
% 56.96/23.02  																																																					| Equations (1414) can reduce 73 to:
% 56.96/23.02  																																																					| (358)  ~ (all_0_42_42 = e0)
% 56.96/23.02  																																																					|
% 56.96/23.02  																																																					+-Applying beta-rule and splitting (1969), into two cases.
% 56.96/23.02  																																																					|-Branch one:
% 56.96/23.02  																																																					| (559) all_0_42_42 = e0
% 56.96/23.02  																																																					|
% 56.96/23.02  																																																						| Equations (559) can reduce 358 to:
% 56.96/23.02  																																																						| (266) $false
% 56.96/23.02  																																																						|
% 56.96/23.02  																																																						|-The branch is then unsatisfiable
% 56.96/23.02  																																																					|-Branch two:
% 56.96/23.02  																																																					| (358)  ~ (all_0_42_42 = e0)
% 56.96/23.02  																																																					| (2510) all_0_42_42 = e3 | all_0_42_42 = e1
% 56.96/23.02  																																																					|
% 56.96/23.02  																																																						+-Applying beta-rule and splitting (2510), into two cases.
% 56.96/23.02  																																																						|-Branch one:
% 56.96/23.02  																																																						| (459) all_0_42_42 = e1
% 56.96/23.02  																																																						|
% 56.96/23.02  																																																							| Equations (459) can reduce 1380 to:
% 56.96/23.02  																																																							| (266) $false
% 56.96/23.02  																																																							|
% 56.96/23.02  																																																							|-The branch is then unsatisfiable
% 56.96/23.02  																																																						|-Branch two:
% 56.96/23.02  																																																						| (1380)  ~ (all_0_42_42 = e1)
% 56.96/23.02  																																																						| (516) all_0_42_42 = e3
% 56.96/23.02  																																																						|
% 56.96/23.02  																																																							| Equations (516) can reduce 405 to:
% 56.96/23.02  																																																							| (266) $false
% 56.96/23.02  																																																							|
% 56.96/23.02  																																																							|-The branch is then unsatisfiable
% 56.96/23.02  																																																				|-Branch two:
% 56.96/23.02  																																																				| (360)  ~ (all_0_44_44 = e0)
% 56.96/23.02  																																																				| (1417) all_0_44_44 = e3 | all_0_44_44 = e1
% 56.96/23.02  																																																				|
% 56.96/23.02  																																																					+-Applying beta-rule and splitting (1417), into two cases.
% 56.96/23.02  																																																					|-Branch one:
% 56.96/23.02  																																																					| (635) all_0_44_44 = e1
% 56.96/23.02  																																																					|
% 56.96/23.02  																																																						| Equations (635) can reduce 639 to:
% 56.96/23.02  																																																						| (266) $false
% 56.96/23.02  																																																						|
% 56.96/23.02  																																																						|-The branch is then unsatisfiable
% 56.96/23.02  																																																					|-Branch two:
% 56.96/23.02  																																																					| (639)  ~ (all_0_44_44 = e1)
% 56.96/23.02  																																																					| (532) all_0_44_44 = e3
% 56.96/23.02  																																																					|
% 56.96/23.02  																																																						| Equations (532) can reduce 407 to:
% 56.96/23.02  																																																						| (266) $false
% 56.96/23.02  																																																						|
% 56.96/23.02  																																																						|-The branch is then unsatisfiable
% 56.96/23.02  																																															|-Branch two:
% 56.96/23.02  																																															| (447)  ~ (all_0_40_40 = e4)
% 56.96/23.02  																																															| (485) all_0_40_40 = e0
% 56.96/23.02  																																															|
% 56.96/23.02  																																																| Equations (485) can reduce 1401 to:
% 56.96/23.02  																																																| (266) $false
% 56.96/23.02  																																																|
% 56.96/23.02  																																																|-The branch is then unsatisfiable
% 56.96/23.02  																																												|-Branch two:
% 56.96/23.02  																																												| (831)  ~ (all_0_46_46 = e0)
% 56.96/23.02  																																												| (832) all_0_47_47 = e0 | all_0_48_48 = e0 | all_0_49_49 = e0
% 56.96/23.02  																																												|
% 56.96/23.02  																																													+-Applying beta-rule and splitting (1801), into two cases.
% 56.96/23.02  																																													|-Branch one:
% 56.96/23.02  																																													| (538) all_0_46_46 = e0
% 56.96/23.02  																																													|
% 56.96/23.02  																																														| Equations (538) can reduce 831 to:
% 56.96/23.02  																																														| (266) $false
% 56.96/23.02  																																														|
% 56.96/23.02  																																														|-The branch is then unsatisfiable
% 56.96/23.02  																																													|-Branch two:
% 56.96/23.02  																																													| (831)  ~ (all_0_46_46 = e0)
% 56.96/23.02  																																													| (1838) all_0_46_46 = e3 | all_0_46_46 = e1
% 56.96/23.02  																																													|
% 56.96/23.02  																																														+-Applying beta-rule and splitting (395), into two cases.
% 56.96/23.02  																																														|-Branch one:
% 56.96/23.02  																																														| (794) all_0_41_41 = e0
% 56.96/23.02  																																														|
% 56.96/23.02  																																															| Combining equations (403,794) yields a new equation:
% 56.96/23.02  																																															| (675) e3 = e0
% 56.96/23.02  																																															|
% 56.96/23.02  																																															| Simplifying 675 yields:
% 56.96/23.02  																																															| (676) e3 = e0
% 56.96/23.02  																																															|
% 56.96/23.02  																																															| Equations (676) can reduce 80 to:
% 56.96/23.02  																																															| (266) $false
% 56.96/23.02  																																															|
% 56.96/23.02  																																															|-The branch is then unsatisfiable
% 56.96/23.02  																																														|-Branch two:
% 56.96/23.02  																																														| (357)  ~ (all_0_41_41 = e0)
% 56.96/23.02  																																														| (895) all_0_46_46 = e0 | all_0_55_55 = e0
% 56.96/23.02  																																														|
% 56.96/23.02  																																															+-Applying beta-rule and splitting (895), into two cases.
% 56.96/23.02  																																															|-Branch one:
% 56.96/23.02  																																															| (538) all_0_46_46 = e0
% 56.96/23.02  																																															|
% 56.96/23.02  																																																| Equations (538) can reduce 831 to:
% 56.96/23.02  																																																| (266) $false
% 56.96/23.02  																																																|
% 56.96/23.02  																																																|-The branch is then unsatisfiable
% 56.96/23.02  																																															|-Branch two:
% 56.96/23.02  																																															| (831)  ~ (all_0_46_46 = e0)
% 56.96/23.02  																																															| (858) all_0_55_55 = e0
% 56.96/23.02  																																															|
% 56.96/23.02  																																																| Combining equations (587,858) yields a new equation:
% 56.96/23.02  																																																| (481) e4 = e0
% 56.96/23.02  																																																|
% 56.96/23.02  																																																| Simplifying 481 yields:
% 56.96/23.02  																																																| (397) e4 = e0
% 56.96/23.02  																																																|
% 56.96/23.02  																																																| Equations (397) can reduce 49 to:
% 56.96/23.02  																																																| (266) $false
% 56.96/23.02  																																																|
% 56.96/23.02  																																																|-The branch is then unsatisfiable
% 56.96/23.02  																																						|-Branch two:
% 56.96/23.02  																																						| (1898)  ~ (all_0_41_41 = e3)
% 56.96/23.02  																																						| (1899) all_0_42_42 = e3 | all_0_44_44 = e3
% 56.96/23.02  																																						|
% 56.96/23.02  																																							+-Applying beta-rule and splitting (1899), into two cases.
% 56.96/23.02  																																							|-Branch one:
% 56.96/23.02  																																							| (516) all_0_42_42 = e3
% 56.96/23.02  																																							|
% 56.96/23.02  																																								| Equations (516) can reduce 405 to:
% 56.96/23.02  																																								| (266) $false
% 56.96/23.02  																																								|
% 56.96/23.02  																																								|-The branch is then unsatisfiable
% 56.96/23.02  																																							|-Branch two:
% 56.96/23.02  																																							| (405)  ~ (all_0_42_42 = e3)
% 56.96/23.02  																																							| (532) all_0_44_44 = e3
% 56.96/23.02  																																							|
% 56.96/23.02  																																								| Equations (532) can reduce 143 to:
% 56.96/23.02  																																								| (2)  ~ (all_0_40_40 = e3)
% 56.96/23.02  																																								|
% 56.96/23.02  																																								| Equations (532) can reduce 149 to:
% 56.96/23.02  																																								| (1898)  ~ (all_0_41_41 = e3)
% 56.96/23.02  																																								|
% 56.96/23.02  																																								| Equations (532) can reduce 639 to:
% 56.96/23.02  																																								| (213)  ~ (e3 = e1)
% 56.96/23.02  																																								|
% 56.96/23.02  																																								| From (532) and (70) follows:
% 56.96/23.02  																																								| (1954) op(e3, e0) = all_0_12_12
% 56.96/23.02  																																								|
% 56.96/23.02  																																								| From (532) and (138) follows:
% 56.96/23.02  																																								| (1639) op(e3, e0) = e3
% 56.96/23.02  																																								|
% 56.96/23.02  																																								+-Applying beta-rule and splitting (78), into two cases.
% 56.96/23.02  																																								|-Branch one:
% 56.96/23.02  																																								| (423) all_0_45_45 = e3
% 56.96/23.02  																																								|
% 56.96/23.02  																																									| Combining equations (248,423) yields a new equation:
% 56.96/23.02  																																									| (424) e4 = e3
% 56.96/23.02  																																									|
% 56.96/23.02  																																									| Simplifying 424 yields:
% 56.96/23.02  																																									| (425) e4 = e3
% 56.96/23.02  																																									|
% 56.96/23.02  																																									| Equations (425) can reduce 188 to:
% 56.96/23.02  																																									| (266) $false
% 56.96/23.02  																																									|
% 56.96/23.02  																																									|-The branch is then unsatisfiable
% 56.96/23.02  																																								|-Branch two:
% 56.96/23.02  																																								| (427)  ~ (all_0_45_45 = e3)
% 56.96/23.02  																																								| (428) all_0_46_46 = e3 | all_0_47_47 = e3 | all_0_49_49 = e3
% 56.96/23.02  																																								|
% 56.96/23.02  																																									| Equations (248) can reduce 427 to:
% 56.96/23.02  																																									| (188)  ~ (e4 = e3)
% 56.96/23.02  																																									|
% 56.96/23.02  																																									+-Applying beta-rule and splitting (144), into two cases.
% 56.96/23.02  																																									|-Branch one:
% 56.96/23.02  																																									| (403) all_0_41_41 = e3
% 56.96/23.02  																																									|
% 56.96/23.02  																																										| Equations (403) can reduce 1898 to:
% 56.96/23.02  																																										| (266) $false
% 56.96/23.02  																																										|
% 56.96/23.02  																																										|-The branch is then unsatisfiable
% 56.96/23.02  																																									|-Branch two:
% 56.96/23.02  																																									| (1898)  ~ (all_0_41_41 = e3)
% 56.96/23.02  																																									| (1923) all_0_46_46 = e3 | all_0_50_50 = e3 | all_0_55_55 = e3
% 56.96/23.02  																																									|
% 56.96/23.02  																																										+-Applying beta-rule and splitting (1923), into two cases.
% 56.96/23.02  																																										|-Branch one:
% 56.96/23.02  																																										| (1557) all_0_46_46 = e3
% 56.96/23.02  																																										|
% 56.96/23.02  																																											| From (1557) and (120) follows:
% 56.96/23.02  																																											| (697) op(e2, e3) = e3
% 56.96/23.02  																																											|
% 56.96/23.02  																																											+-Applying beta-rule and splitting (27), into two cases.
% 56.96/23.02  																																											|-Branch one:
% 56.96/23.02  																																											| (437) all_0_41_41 = e4
% 56.96/23.02  																																											|
% 56.96/23.02  																																												| Equations (437) can reduce 440 to:
% 56.96/23.02  																																												| (266) $false
% 56.96/23.02  																																												|
% 56.96/23.02  																																												|-The branch is then unsatisfiable
% 56.96/23.02  																																											|-Branch two:
% 56.96/23.02  																																											| (440)  ~ (all_0_41_41 = e4)
% 56.96/23.02  																																											| (4049) all_0_41_41 = e3 | all_0_41_41 = e1 | all_0_41_41 = e0
% 56.96/23.02  																																											|
% 56.96/23.02  																																												+-Applying beta-rule and splitting (54), into two cases.
% 56.96/23.02  																																												|-Branch one:
% 56.96/23.02  																																												| (583) all_0_49_49 = e2
% 56.96/23.02  																																												|
% 56.96/23.02  																																													| Equations (583) can reduce 340 to:
% 56.96/23.02  																																													| (266) $false
% 56.96/23.02  																																													|
% 56.96/23.02  																																													|-The branch is then unsatisfiable
% 56.96/23.02  																																												|-Branch two:
% 56.96/23.02  																																												| (340)  ~ (all_0_49_49 = e2)
% 56.96/23.02  																																												| (586) all_0_49_49 = e4 | all_0_49_49 = e3 | all_0_49_49 = e1 | all_0_49_49 = e0
% 56.96/23.02  																																												|
% 56.96/23.02  																																													+-Applying beta-rule and splitting (64), into two cases.
% 56.96/23.02  																																													|-Branch one:
% 56.96/23.02  																																													| (437) all_0_41_41 = e4
% 56.96/23.02  																																													|
% 56.96/23.02  																																														| Equations (437) can reduce 440 to:
% 56.96/23.02  																																														| (266) $false
% 56.96/23.02  																																														|
% 56.96/23.02  																																														|-The branch is then unsatisfiable
% 56.96/23.02  																																													|-Branch two:
% 56.96/23.02  																																													| (440)  ~ (all_0_41_41 = e4)
% 56.96/23.02  																																													| (441) all_0_42_42 = e4 | all_0_43_43 = e4 | all_0_44_44 = e4
% 56.96/23.02  																																													|
% 56.96/23.02  																																														+-Applying beta-rule and splitting (184), into two cases.
% 56.96/23.02  																																														|-Branch one:
% 56.96/23.02  																																														| (538) all_0_46_46 = e0
% 56.96/23.02  																																														|
% 56.96/23.02  																																															| Combining equations (1557,538) yields a new equation:
% 56.96/23.02  																																															| (675) e3 = e0
% 56.96/23.02  																																															|
% 56.96/23.02  																																															| Simplifying 675 yields:
% 56.96/23.02  																																															| (676) e3 = e0
% 56.96/23.02  																																															|
% 56.96/23.02  																																															| Equations (676) can reduce 80 to:
% 56.96/23.02  																																															| (266) $false
% 56.96/23.02  																																															|
% 56.96/23.02  																																															|-The branch is then unsatisfiable
% 56.96/23.02  																																														|-Branch two:
% 56.96/23.02  																																														| (831)  ~ (all_0_46_46 = e0)
% 56.96/23.02  																																														| (832) all_0_47_47 = e0 | all_0_48_48 = e0 | all_0_49_49 = e0
% 56.96/23.02  																																														|
% 56.96/23.02  																																															+-Applying beta-rule and splitting (152), into two cases.
% 56.96/23.02  																																															|-Branch one:
% 56.96/23.02  																																															| (1392) all_0_42_42 = e4
% 56.96/23.02  																																															|
% 56.96/23.02  																																																| Equations (1392) can reduce 145 to:
% 56.96/23.02  																																																| (1377)  ~ (all_0_39_39 = e4)
% 56.96/23.02  																																																|
% 56.96/23.02  																																																+-Applying beta-rule and splitting (104), into two cases.
% 56.96/23.02  																																																|-Branch one:
% 56.96/23.02  																																																| (480) all_0_39_39 = e0
% 56.96/23.02  																																																|
% 56.96/23.02  																																																	| Equations (480) can reduce 176 to:
% 56.96/23.02  																																																	| (1400)  ~ (all_0_40_40 = e0)
% 56.96/23.02  																																																	|
% 56.96/23.02  																																																	| Simplifying 1400 yields:
% 56.96/23.02  																																																	| (1401)  ~ (all_0_40_40 = e0)
% 56.96/23.02  																																																	|
% 56.96/23.02  																																																	| Equations (480) can reduce 294 to:
% 56.96/23.02  																																																	| (365)  ~ (e2 = e0)
% 56.96/23.02  																																																	|
% 56.96/23.02  																																																	| Simplifying 365 yields:
% 56.96/23.02  																																																	| (128)  ~ (e2 = e0)
% 56.96/23.02  																																																	|
% 56.96/23.02  																																																	| Equations (480) can reduce 151 to:
% 56.96/23.02  																																																	| (435)  ~ (e1 = e0)
% 56.96/23.02  																																																	|
% 56.96/23.02  																																																	| Simplifying 435 yields:
% 56.96/23.02  																																																	| (233)  ~ (e1 = e0)
% 56.96/23.02  																																																	|
% 56.96/23.02  																																																	| From (480) and (182) follows:
% 56.96/23.02  																																																	| (1412) op(e0, e4) = all_0_2_2
% 56.96/23.02  																																																	|
% 56.96/23.02  																																																	| From (480) and (38) follows:
% 56.96/23.02  																																																	| (1413) op(e0, e2) = all_0_3_3
% 56.96/23.02  																																																	|
% 56.96/23.02  																																																	+-Applying beta-rule and splitting (316), into two cases.
% 56.96/23.02  																																																	|-Branch one:
% 56.96/23.02  																																																	| (1378) all_0_40_40 = e4
% 56.96/23.02  																																																	|
% 56.96/23.02  																																																		| From (1378) and (34) follows:
% 56.96/23.02  																																																		| (1455) op(e4, e4) = all_0_4_4
% 56.96/23.02  																																																		|
% 56.96/23.02  																																																		+-Applying beta-rule and splitting (832), into two cases.
% 56.96/23.02  																																																		|-Branch one:
% 56.96/23.02  																																																		| (674) all_0_47_47 = e0
% 56.96/23.02  																																																		|
% 56.96/23.02  																																																			| Combining equations (654,674) yields a new equation:
% 56.96/23.02  																																																			| (546) e1 = e0
% 56.96/23.02  																																																			|
% 56.96/23.02  																																																			| Simplifying 546 yields:
% 56.96/23.02  																																																			| (431) e1 = e0
% 56.96/23.02  																																																			|
% 56.96/23.02  																																																			| Equations (431) can reduce 233 to:
% 56.96/23.02  																																																			| (266) $false
% 56.96/23.02  																																																			|
% 56.96/23.02  																																																			|-The branch is then unsatisfiable
% 56.96/23.02  																																																		|-Branch two:
% 56.96/23.02  																																																		| (678)  ~ (all_0_47_47 = e0)
% 56.96/23.02  																																																		| (1278) all_0_48_48 = e0 | all_0_49_49 = e0
% 56.96/23.02  																																																		|
% 56.96/23.02  																																																			+-Applying beta-rule and splitting (1278), into two cases.
% 56.96/23.02  																																																			|-Branch one:
% 56.96/23.02  																																																			| (1279) all_0_48_48 = e0
% 56.96/23.02  																																																			|
% 56.96/23.02  																																																				| Combining equations (1279,335) yields a new equation:
% 56.96/23.02  																																																				| (330) e2 = e0
% 56.96/23.02  																																																				|
% 56.96/23.02  																																																				| Equations (330) can reduce 128 to:
% 56.96/23.02  																																																				| (266) $false
% 56.96/23.02  																																																				|
% 56.96/23.02  																																																				|-The branch is then unsatisfiable
% 56.96/23.02  																																																			|-Branch two:
% 56.96/23.02  																																																			| (1283)  ~ (all_0_48_48 = e0)
% 56.96/23.02  																																																			| (978) all_0_49_49 = e0
% 56.96/23.02  																																																			|
% 56.96/23.02  																																																				| Equations (978) can reduce 340 to:
% 56.96/23.02  																																																				| (365)  ~ (e2 = e0)
% 56.96/23.02  																																																				|
% 56.96/23.02  																																																				| Simplifying 365 yields:
% 56.96/23.02  																																																				| (128)  ~ (e2 = e0)
% 56.96/23.02  																																																				|
% 56.96/23.02  																																																				| Equations (978) can reduce 1064 to:
% 56.96/23.02  																																																				| (435)  ~ (e1 = e0)
% 56.96/23.02  																																																				|
% 56.96/23.02  																																																				| Simplifying 435 yields:
% 56.96/23.02  																																																				| (233)  ~ (e1 = e0)
% 56.96/23.02  																																																				|
% 56.96/23.02  																																																				| From (978) and (129) follows:
% 56.96/23.02  																																																				| (2097) op(e0, e2) = all_0_20_20
% 56.96/23.02  																																																				|
% 56.96/23.02  																																																				| From (978) and (55) follows:
% 56.96/23.03  																																																				| (7585) op(e2, e0) = e0
% 56.96/23.03  																																																				|
% 56.96/23.03  																																																				| Instantiating formula (29) with e4, e4, all_0_4_4, e1 and discharging atoms op(e4, e4) = all_0_4_4, op(e4, e4) = e1, yields:
% 56.96/23.03  																																																				| (1587) all_0_4_4 = e1
% 56.96/23.03  																																																				|
% 56.96/23.03  																																																				| Instantiating formula (29) with e3, e0, e3, all_0_12_12 and discharging atoms op(e3, e0) = all_0_12_12, op(e3, e0) = e3, yields:
% 56.96/23.03  																																																				| (2156) all_0_12_12 = e3
% 56.96/23.03  																																																				|
% 56.96/23.03  																																																				| Instantiating formula (29) with e0, e4, all_0_2_2, e3 and discharging atoms op(e0, e4) = all_0_2_2, op(e0, e4) = e3, yields:
% 56.96/23.03  																																																				| (1595) all_0_2_2 = e3
% 56.96/23.03  																																																				|
% 56.96/23.03  																																																				| Instantiating formula (29) with e0, e2, all_0_3_3, e2 and discharging atoms op(e0, e2) = all_0_3_3, op(e0, e2) = e2, yields:
% 56.96/23.03  																																																				| (1597) all_0_3_3 = e2
% 56.96/23.03  																																																				|
% 56.96/23.03  																																																				| Instantiating formula (29) with e0, e2, all_0_20_20, all_0_3_3 and discharging atoms op(e0, e2) = all_0_3_3, op(e0, e2) = all_0_20_20, yields:
% 56.96/23.03  																																																				| (2164) all_0_3_3 = all_0_20_20
% 56.96/23.03  																																																				|
% 56.96/23.03  																																																				| Combining equations (2164,1597) yields a new equation:
% 56.96/23.03  																																																				| (9987) all_0_20_20 = e2
% 56.96/23.03  																																																				|
% 56.96/23.03  																																																				| Simplifying 9987 yields:
% 56.96/23.03  																																																				| (684) all_0_20_20 = e2
% 56.96/23.03  																																																				|
% 56.96/23.03  																																																				| From (1587) and (1455) follows:
% 56.96/23.03  																																																				| (41) op(e4, e4) = e1
% 56.96/23.03  																																																				|
% 56.96/23.03  																																																				| From (2156) and (1954) follows:
% 56.96/23.03  																																																				| (1639) op(e3, e0) = e3
% 56.96/23.03  																																																				|
% 56.96/23.03  																																																				| From (1595) and (1412) follows:
% 56.96/23.03  																																																				| (283) op(e0, e4) = e3
% 56.96/23.03  																																																				|
% 56.96/23.03  																																																				| From (684) and (2097) follows:
% 56.96/23.03  																																																				| (1508) op(e0, e2) = e2
% 56.96/23.03  																																																				|
% 56.96/23.03  																																																				+-Applying beta-rule and splitting (56), into two cases.
% 56.96/23.03  																																																				|-Branch one:
% 56.96/23.03  																																																				| (696) unit = e2
% 56.96/23.03  																																																				|
% 56.96/23.03  																																																					| From (696) and (211) follows:
% 56.96/23.03  																																																					| (1612) op(e2, e1) = e1
% 56.96/23.03  																																																					|
% 56.96/23.03  																																																					| From (696) and (42) follows:
% 56.96/23.03  																																																					| (1613) op(e0, e2) = e0
% 56.96/23.03  																																																					|
% 56.96/23.03  																																																					| Instantiating formula (29) with e2, e1, e1, e2 and discharging atoms op(e2, e1) = e2, op(e2, e1) = e1, yields:
% 56.96/23.03  																																																					| (617) e2 = e1
% 56.96/23.03  																																																					|
% 56.96/23.03  																																																					| Instantiating formula (29) with e0, e2, e0, e2 and discharging atoms op(e0, e2) = e2, op(e0, e2) = e0, yields:
% 56.96/23.03  																																																					| (330) e2 = e0
% 56.96/23.03  																																																					|
% 56.96/23.03  																																																					| Combining equations (617,330) yields a new equation:
% 56.96/23.03  																																																					| (546) e1 = e0
% 56.96/23.03  																																																					|
% 56.96/23.03  																																																					| Simplifying 546 yields:
% 56.96/23.03  																																																					| (431) e1 = e0
% 56.96/23.03  																																																					|
% 56.96/23.03  																																																					| Equations (431) can reduce 233 to:
% 56.96/23.03  																																																					| (266) $false
% 56.96/23.03  																																																					|
% 56.96/23.03  																																																					|-The branch is then unsatisfiable
% 56.96/23.03  																																																				|-Branch two:
% 56.96/23.03  																																																				| (707)  ~ (unit = e2)
% 56.96/23.03  																																																				| (708) unit = e4 | unit = e3 | unit = e1 | unit = e0
% 56.96/23.03  																																																				|
% 56.96/23.03  																																																					+-Applying beta-rule and splitting (708), into two cases.
% 56.96/23.03  																																																					|-Branch one:
% 56.96/23.03  																																																					| (709) unit = e4
% 56.96/23.03  																																																					|
% 56.96/23.03  																																																						| From (709) and (227) follows:
% 56.96/23.03  																																																						| (710) op(e4, e4) = e4
% 56.96/23.03  																																																						|
% 56.96/23.03  																																																						| From (709) and (40) follows:
% 56.96/23.03  																																																						| (711) op(e3, e4) = e3
% 56.96/23.03  																																																						|
% 56.96/23.03  																																																						| From (709) and (32) follows:
% 56.96/23.03  																																																						| (712) op(e2, e4) = e2
% 56.96/23.03  																																																						|
% 56.96/23.03  																																																						| From (709) and (42) follows:
% 56.96/23.03  																																																						| (713) op(e0, e4) = e0
% 56.96/23.03  																																																						|
% 56.96/23.03  																																																						| Instantiating formula (29) with e4, e4, e4, e1 and discharging atoms op(e4, e4) = e4, op(e4, e4) = e1, yields:
% 56.96/23.03  																																																						| (630) e4 = e1
% 56.96/23.03  																																																						|
% 56.96/23.03  																																																						| Instantiating formula (29) with e3, e4, e3, e2 and discharging atoms op(e3, e4) = e3, op(e3, e4) = e2, yields:
% 56.96/23.03  																																																						| (662) e3 = e2
% 56.96/23.03  																																																						|
% 56.96/23.03  																																																						| Instantiating formula (29) with e2, e4, e2, e4 and discharging atoms op(e2, e4) = e4, op(e2, e4) = e2, yields:
% 56.96/23.03  																																																						| (323) e4 = e2
% 56.96/23.03  																																																						|
% 56.96/23.03  																																																						| Instantiating formula (29) with e0, e4, e0, e3 and discharging atoms op(e0, e4) = e3, op(e0, e4) = e0, yields:
% 56.96/23.03  																																																						| (676) e3 = e0
% 56.96/23.03  																																																						|
% 56.96/23.03  																																																						| Combining equations (630,323) yields a new equation:
% 56.96/23.03  																																																						| (617) e2 = e1
% 56.96/23.03  																																																						|
% 56.96/23.03  																																																						| Combining equations (662,676) yields a new equation:
% 56.96/23.03  																																																						| (391) e2 = e0
% 56.96/23.03  																																																						|
% 56.96/23.03  																																																						| Simplifying 391 yields:
% 56.96/23.03  																																																						| (330) e2 = e0
% 56.96/23.03  																																																						|
% 56.96/23.03  																																																						| Combining equations (617,330) yields a new equation:
% 56.96/23.03  																																																						| (546) e1 = e0
% 56.96/23.03  																																																						|
% 56.96/23.03  																																																						| Simplifying 546 yields:
% 56.96/23.03  																																																						| (431) e1 = e0
% 56.96/23.03  																																																						|
% 56.96/23.03  																																																						| Equations (431) can reduce 233 to:
% 56.96/23.03  																																																						| (266) $false
% 56.96/23.03  																																																						|
% 56.96/23.03  																																																						|-The branch is then unsatisfiable
% 56.96/23.03  																																																					|-Branch two:
% 56.96/23.03  																																																					| (724)  ~ (unit = e4)
% 56.96/23.03  																																																					| (725) unit = e3 | unit = e1 | unit = e0
% 56.96/23.03  																																																					|
% 56.96/23.03  																																																						+-Applying beta-rule and splitting (725), into two cases.
% 56.96/23.03  																																																						|-Branch one:
% 56.96/23.03  																																																						| (726) unit = e0
% 56.96/23.03  																																																						|
% 56.96/23.03  																																																							| From (726) and (32) follows:
% 56.96/23.03  																																																							| (727) op(e2, e0) = e2
% 56.96/23.03  																																																							|
% 56.96/23.03  																																																							| From (726) and (28) follows:
% 56.96/23.03  																																																							| (2698) op(e1, e0) = e1
% 56.96/23.03  																																																							|
% 56.96/23.03  																																																							| Instantiating formula (29) with e2, e0, e2, e0 and discharging atoms op(e2, e0) = e2, op(e2, e0) = e0, yields:
% 56.96/23.03  																																																							| (330) e2 = e0
% 56.96/23.03  																																																							|
% 56.96/23.03  																																																							| Instantiating formula (29) with e1, e0, e1, e2 and discharging atoms op(e1, e0) = e2, op(e1, e0) = e1, yields:
% 56.96/23.03  																																																							| (617) e2 = e1
% 56.96/23.03  																																																							|
% 56.96/23.03  																																																							| Combining equations (617,330) yields a new equation:
% 56.96/23.03  																																																							| (546) e1 = e0
% 56.96/23.03  																																																							|
% 56.96/23.03  																																																							| Simplifying 546 yields:
% 56.96/23.03  																																																							| (431) e1 = e0
% 56.96/23.03  																																																							|
% 56.96/23.03  																																																							| Equations (431) can reduce 233 to:
% 56.96/23.03  																																																							| (266) $false
% 56.96/23.03  																																																							|
% 56.96/23.03  																																																							|-The branch is then unsatisfiable
% 56.96/23.03  																																																						|-Branch two:
% 56.96/23.03  																																																						| (734)  ~ (unit = e0)
% 56.96/23.03  																																																						| (735) unit = e3 | unit = e1
% 56.96/23.03  																																																						|
% 56.96/23.03  																																																							+-Applying beta-rule and splitting (735), into two cases.
% 56.96/23.03  																																																							|-Branch one:
% 56.96/23.03  																																																							| (736) unit = e1
% 56.96/23.03  																																																							|
% 56.96/23.03  																																																								| Equations (736) can reduce 734 to:
% 56.96/23.03  																																																								| (233)  ~ (e1 = e0)
% 56.96/23.03  																																																								|
% 56.96/23.03  																																																								| From (736) and (244) follows:
% 56.96/23.03  																																																								| (738) op(e1, e4) = e4
% 56.96/23.03  																																																								|
% 56.96/23.03  																																																								| From (736) and (15) follows:
% 56.96/23.03  																																																								| (515) op(e1, e2) = e2
% 56.96/23.03  																																																								|
% 56.96/23.03  																																																								| From (736) and (227) follows:
% 56.96/23.03  																																																								| (739) op(e4, e1) = e4
% 56.96/23.03  																																																								|
% 56.96/23.03  																																																								| From (736) and (28) follows:
% 56.96/23.03  																																																								| (740) op(e1, e1) = e1
% 56.96/23.03  																																																								|
% 56.96/23.03  																																																								| Instantiating formula (29) with e4, e1, e4, e3 and discharging atoms op(e4, e1) = e4, op(e4, e1) = e3, yields:
% 56.96/23.03  																																																								| (425) e4 = e3
% 56.96/23.03  																																																								|
% 56.96/23.03  																																																								| Instantiating formula (29) with e1, e4, e4, e0 and discharging atoms op(e1, e4) = e4, op(e1, e4) = e0, yields:
% 56.96/23.03  																																																								| (397) e4 = e0
% 56.96/23.03  																																																								|
% 56.96/23.03  																																																								| Instantiating formula (29) with e1, e2, e2, e3 and discharging atoms op(e1, e2) = e3, op(e1, e2) = e2, yields:
% 56.96/23.03  																																																								| (662) e3 = e2
% 56.96/23.03  																																																								|
% 56.96/23.03  																																																								| Instantiating formula (29) with e1, e1, e1, e4 and discharging atoms op(e1, e1) = e4, op(e1, e1) = e1, yields:
% 56.96/23.03  																																																								| (630) e4 = e1
% 56.96/23.03  																																																								|
% 56.96/23.03  																																																								| Combining equations (630,425) yields a new equation:
% 56.96/23.03  																																																								| (455) e3 = e1
% 56.96/23.03  																																																								|
% 56.96/23.03  																																																								| Combining equations (397,425) yields a new equation:
% 56.96/23.03  																																																								| (676) e3 = e0
% 56.96/23.03  																																																								|
% 56.96/23.03  																																																								| Combining equations (676,662) yields a new equation:
% 56.96/23.03  																																																								| (330) e2 = e0
% 56.96/23.03  																																																								|
% 56.96/23.03  																																																								| Combining equations (455,662) yields a new equation:
% 56.96/23.03  																																																								| (617) e2 = e1
% 56.96/23.03  																																																								|
% 56.96/23.03  																																																								| Combining equations (617,330) yields a new equation:
% 56.96/23.03  																																																								| (546) e1 = e0
% 56.96/23.03  																																																								|
% 56.96/23.03  																																																								| Simplifying 546 yields:
% 56.96/23.03  																																																								| (431) e1 = e0
% 56.96/23.03  																																																								|
% 56.96/23.03  																																																								| Equations (431) can reduce 233 to:
% 56.96/23.03  																																																								| (266) $false
% 56.96/23.03  																																																								|
% 56.96/23.03  																																																								|-The branch is then unsatisfiable
% 56.96/23.03  																																																							|-Branch two:
% 56.96/23.03  																																																							| (748)  ~ (unit = e1)
% 56.96/23.03  																																																							| (749) unit = e3
% 56.96/23.03  																																																							|
% 56.96/23.03  																																																								| From (749) and (209) follows:
% 56.96/23.03  																																																								| (1667) op(e3, e0) = e0
% 56.96/23.03  																																																								|
% 56.96/23.03  																																																								| From (749) and (32) follows:
% 56.96/23.03  																																																								| (5793) op(e2, e3) = e2
% 56.96/23.03  																																																								|
% 56.96/23.03  																																																								| Instantiating formula (29) with e3, e0, e0, e3 and discharging atoms op(e3, e0) = e3, op(e3, e0) = e0, yields:
% 56.96/23.03  																																																								| (676) e3 = e0
% 56.96/23.03  																																																								|
% 56.96/23.03  																																																								| Instantiating formula (29) with e2, e3, e2, e3 and discharging atoms op(e2, e3) = e3, op(e2, e3) = e2, yields:
% 56.96/23.03  																																																								| (662) e3 = e2
% 56.96/23.03  																																																								|
% 56.96/23.03  																																																								| Combining equations (676,662) yields a new equation:
% 56.96/23.03  																																																								| (330) e2 = e0
% 56.96/23.03  																																																								|
% 56.96/23.03  																																																								| Equations (330) can reduce 128 to:
% 56.96/23.03  																																																								| (266) $false
% 56.96/23.03  																																																								|
% 56.96/23.03  																																																								|-The branch is then unsatisfiable
% 56.96/23.03  																																																	|-Branch two:
% 56.96/23.03  																																																	| (447)  ~ (all_0_40_40 = e4)
% 56.96/23.03  																																																	| (485) all_0_40_40 = e0
% 56.96/23.03  																																																	|
% 56.96/23.03  																																																		| Equations (485) can reduce 1401 to:
% 56.96/23.03  																																																		| (266) $false
% 56.96/23.03  																																																		|
% 56.96/23.03  																																																		|-The branch is then unsatisfiable
% 56.96/23.03  																																																|-Branch two:
% 56.96/23.03  																																																| (484)  ~ (all_0_39_39 = e0)
% 56.96/23.03  																																																| (558) all_0_42_42 = e0 | all_0_47_47 = e0 | all_0_56_56 = e0
% 56.96/23.03  																																																|
% 56.96/23.03  																																																	+-Applying beta-rule and splitting (150), into two cases.
% 56.96/23.03  																																																	|-Branch one:
% 56.96/23.03  																																																	| (1378) all_0_40_40 = e4
% 56.96/23.03  																																																	|
% 56.96/23.03  																																																		| Equations (1378) can reduce 176 to:
% 56.96/23.03  																																																		| (1377)  ~ (all_0_39_39 = e4)
% 56.96/23.03  																																																		|
% 56.96/23.03  																																																		+-Applying beta-rule and splitting (320), into two cases.
% 56.96/23.03  																																																		|-Branch one:
% 56.96/23.03  																																																		| (471) all_0_39_39 = e4
% 56.96/23.03  																																																		|
% 56.96/23.03  																																																			| Equations (471) can reduce 1377 to:
% 56.96/23.03  																																																			| (266) $false
% 56.96/23.03  																																																			|
% 56.96/23.03  																																																			|-The branch is then unsatisfiable
% 56.96/23.03  																																																		|-Branch two:
% 56.96/23.03  																																																		| (1377)  ~ (all_0_39_39 = e4)
% 56.96/23.03  																																																		| (480) all_0_39_39 = e0
% 56.96/23.03  																																																		|
% 56.96/23.03  																																																			| Equations (480) can reduce 484 to:
% 56.96/23.03  																																																			| (266) $false
% 56.96/23.03  																																																			|
% 56.96/23.03  																																																			|-The branch is then unsatisfiable
% 56.96/23.03  																																																	|-Branch two:
% 56.96/23.03  																																																	| (447)  ~ (all_0_40_40 = e4)
% 56.96/23.03  																																																	| (2271) all_0_44_44 = e4 | all_0_49_49 = e4 | all_0_53_53 = e4 | all_0_58_58 = e4
% 56.96/23.03  																																																	|
% 56.96/23.03  																																																		+-Applying beta-rule and splitting (326), into two cases.
% 56.96/23.03  																																																		|-Branch one:
% 56.96/23.03  																																																		| (471) all_0_39_39 = e4
% 56.96/23.03  																																																		|
% 56.96/23.03  																																																			| Equations (471) can reduce 1377 to:
% 56.96/23.03  																																																			| (266) $false
% 56.96/23.03  																																																			|
% 56.96/23.03  																																																			|-The branch is then unsatisfiable
% 56.96/23.03  																																																		|-Branch two:
% 56.96/23.03  																																																		| (1377)  ~ (all_0_39_39 = e4)
% 56.96/23.03  																																																		| (1378) all_0_40_40 = e4
% 56.96/23.03  																																																		|
% 56.96/23.03  																																																			| Equations (1378) can reduce 447 to:
% 56.96/23.03  																																																			| (266) $false
% 56.96/23.03  																																																			|
% 56.96/23.03  																																																			|-The branch is then unsatisfiable
% 56.96/23.03  																																															|-Branch two:
% 56.96/23.03  																																															| (1890)  ~ (all_0_42_42 = e4)
% 56.96/23.03  																																															| (1969) all_0_42_42 = e3 | all_0_42_42 = e1 | all_0_42_42 = e0
% 56.96/23.03  																																															|
% 56.96/23.03  																																																+-Applying beta-rule and splitting (104), into two cases.
% 56.96/23.03  																																																|-Branch one:
% 56.96/23.03  																																																| (480) all_0_39_39 = e0
% 56.96/23.03  																																																|
% 56.96/23.03  																																																	| Equations (480) can reduce 176 to:
% 56.96/23.03  																																																	| (1400)  ~ (all_0_40_40 = e0)
% 56.96/23.03  																																																	|
% 56.96/23.03  																																																	| Simplifying 1400 yields:
% 56.96/23.03  																																																	| (1401)  ~ (all_0_40_40 = e0)
% 56.96/23.03  																																																	|
% 56.96/23.03  																																																	+-Applying beta-rule and splitting (75), into two cases.
% 56.96/23.03  																																																	|-Branch one:
% 56.96/23.03  																																																	| (485) all_0_40_40 = e0
% 56.96/23.03  																																																	|
% 56.96/23.03  																																																		| Equations (485) can reduce 1401 to:
% 56.96/23.03  																																																		| (266) $false
% 56.96/23.03  																																																		|
% 56.96/23.03  																																																		|-The branch is then unsatisfiable
% 56.96/23.03  																																																	|-Branch two:
% 56.96/23.03  																																																	| (1401)  ~ (all_0_40_40 = e0)
% 56.96/23.03  																																																	| (1748) all_0_44_44 = e0 | all_0_49_49 = e0 | all_0_58_58 = e0
% 56.96/23.03  																																																	|
% 56.96/23.03  																																																		+-Applying beta-rule and splitting (150), into two cases.
% 56.96/23.03  																																																		|-Branch one:
% 56.96/23.03  																																																		| (1378) all_0_40_40 = e4
% 56.96/23.03  																																																		|
% 56.96/23.03  																																																			| Equations (1378) can reduce 2 to:
% 56.96/23.03  																																																			| (188)  ~ (e4 = e3)
% 56.96/23.03  																																																			|
% 56.96/23.03  																																																			| Equations (1378) can reduce 132 to:
% 56.96/23.03  																																																			| (110)  ~ (e4 = e1)
% 56.96/23.03  																																																			|
% 56.96/23.03  																																																			+-Applying beta-rule and splitting (441), into two cases.
% 56.96/23.03  																																																			|-Branch one:
% 56.96/23.03  																																																			| (1392) all_0_42_42 = e4
% 56.96/23.03  																																																			|
% 56.96/23.03  																																																				| Equations (1392) can reduce 1890 to:
% 56.96/23.03  																																																				| (266) $false
% 56.96/23.03  																																																				|
% 56.96/23.03  																																																				|-The branch is then unsatisfiable
% 56.96/23.03  																																																			|-Branch two:
% 56.96/23.03  																																																			| (1890)  ~ (all_0_42_42 = e4)
% 56.96/23.03  																																																			| (1891) all_0_43_43 = e4 | all_0_44_44 = e4
% 56.96/23.03  																																																			|
% 56.96/23.03  																																																				+-Applying beta-rule and splitting (1891), into two cases.
% 56.96/23.03  																																																				|-Branch one:
% 56.96/23.03  																																																				| (396) all_0_43_43 = e4
% 56.96/23.03  																																																				|
% 56.96/23.03  																																																					| Combining equations (430,396) yields a new equation:
% 56.96/23.03  																																																					| (630) e4 = e1
% 56.96/23.03  																																																					|
% 56.96/23.03  																																																					| Equations (630) can reduce 110 to:
% 56.96/23.03  																																																					| (266) $false
% 56.96/23.03  																																																					|
% 56.96/23.03  																																																					|-The branch is then unsatisfiable
% 56.96/23.03  																																																				|-Branch two:
% 56.96/23.03  																																																				| (399)  ~ (all_0_43_43 = e4)
% 56.96/23.03  																																																				| (446) all_0_44_44 = e4
% 56.96/23.03  																																																				|
% 56.96/23.03  																																																					| Combining equations (532,446) yields a new equation:
% 56.96/23.03  																																																					| (425) e4 = e3
% 56.96/23.03  																																																					|
% 56.96/23.03  																																																					| Equations (425) can reduce 188 to:
% 56.96/23.03  																																																					| (266) $false
% 56.96/23.03  																																																					|
% 56.96/23.03  																																																					|-The branch is then unsatisfiable
% 56.96/23.03  																																																		|-Branch two:
% 56.96/23.03  																																																		| (447)  ~ (all_0_40_40 = e4)
% 56.96/23.03  																																																		| (2271) all_0_44_44 = e4 | all_0_49_49 = e4 | all_0_53_53 = e4 | all_0_58_58 = e4
% 56.96/23.03  																																																		|
% 56.96/23.03  																																																			+-Applying beta-rule and splitting (316), into two cases.
% 56.96/23.03  																																																			|-Branch one:
% 56.96/23.03  																																																			| (1378) all_0_40_40 = e4
% 56.96/23.03  																																																			|
% 56.96/23.03  																																																				| Equations (1378) can reduce 447 to:
% 56.96/23.03  																																																				| (266) $false
% 56.96/23.03  																																																				|
% 56.96/23.03  																																																				|-The branch is then unsatisfiable
% 56.96/23.03  																																																			|-Branch two:
% 56.96/23.03  																																																			| (447)  ~ (all_0_40_40 = e4)
% 56.96/23.03  																																																			| (485) all_0_40_40 = e0
% 56.96/23.03  																																																			|
% 56.96/23.03  																																																				| Equations (485) can reduce 1401 to:
% 56.96/23.03  																																																				| (266) $false
% 56.96/23.03  																																																				|
% 56.96/23.03  																																																				|-The branch is then unsatisfiable
% 56.96/23.03  																																																|-Branch two:
% 56.96/23.03  																																																| (484)  ~ (all_0_39_39 = e0)
% 56.96/23.03  																																																| (558) all_0_42_42 = e0 | all_0_47_47 = e0 | all_0_56_56 = e0
% 56.96/23.03  																																																|
% 56.96/23.03  																																																	+-Applying beta-rule and splitting (333), into two cases.
% 56.96/23.03  																																																	|-Branch one:
% 56.96/23.03  																																																	| (480) all_0_39_39 = e0
% 56.96/23.03  																																																	|
% 56.96/23.03  																																																		| Equations (480) can reduce 484 to:
% 56.96/23.03  																																																		| (266) $false
% 56.96/23.03  																																																		|
% 56.96/23.03  																																																		|-The branch is then unsatisfiable
% 56.96/23.03  																																																	|-Branch two:
% 56.96/23.03  																																																	| (484)  ~ (all_0_39_39 = e0)
% 56.96/23.03  																																																	| (485) all_0_40_40 = e0
% 56.96/23.03  																																																	|
% 56.96/23.03  																																																		| Equations (485) can reduce 200 to:
% 56.96/23.03  																																																		| (486)  ~ (all_0_49_49 = e0)
% 56.96/23.03  																																																		|
% 56.96/23.03  																																																		| Simplifying 486 yields:
% 56.96/23.03  																																																		| (487)  ~ (all_0_49_49 = e0)
% 56.96/23.03  																																																		|
% 56.96/23.03  																																																		| Equations (485) can reduce 296 to:
% 56.96/23.03  																																																		| (365)  ~ (e2 = e0)
% 56.96/23.03  																																																		|
% 56.96/23.03  																																																		| Simplifying 365 yields:
% 56.96/23.03  																																																		| (128)  ~ (e2 = e0)
% 56.96/23.03  																																																		|
% 56.96/23.03  																																																		| Equations (485) can reduce 132 to:
% 56.96/23.03  																																																		| (435)  ~ (e1 = e0)
% 56.96/23.03  																																																		|
% 56.96/23.03  																																																		| Simplifying 435 yields:
% 56.96/23.03  																																																		| (233)  ~ (e1 = e0)
% 56.96/23.03  																																																		|
% 56.96/23.03  																																																		+-Applying beta-rule and splitting (832), into two cases.
% 56.96/23.03  																																																		|-Branch one:
% 56.96/23.03  																																																		| (674) all_0_47_47 = e0
% 56.96/23.03  																																																		|
% 56.96/23.03  																																																			| Combining equations (654,674) yields a new equation:
% 56.96/23.03  																																																			| (546) e1 = e0
% 56.96/23.03  																																																			|
% 56.96/23.03  																																																			| Simplifying 546 yields:
% 56.96/23.03  																																																			| (431) e1 = e0
% 56.96/23.03  																																																			|
% 56.96/23.03  																																																			| Equations (431) can reduce 233 to:
% 56.96/23.03  																																																			| (266) $false
% 56.96/23.03  																																																			|
% 56.96/23.03  																																																			|-The branch is then unsatisfiable
% 56.96/23.03  																																																		|-Branch two:
% 56.96/23.03  																																																		| (678)  ~ (all_0_47_47 = e0)
% 56.96/23.03  																																																		| (1278) all_0_48_48 = e0 | all_0_49_49 = e0
% 56.96/23.03  																																																		|
% 56.96/23.03  																																																			+-Applying beta-rule and splitting (1278), into two cases.
% 56.96/23.03  																																																			|-Branch one:
% 56.96/23.03  																																																			| (1279) all_0_48_48 = e0
% 56.96/23.03  																																																			|
% 56.96/23.03  																																																				| Combining equations (1279,335) yields a new equation:
% 56.96/23.03  																																																				| (330) e2 = e0
% 56.96/23.03  																																																				|
% 56.96/23.03  																																																				| Equations (330) can reduce 128 to:
% 56.96/23.03  																																																				| (266) $false
% 56.96/23.03  																																																				|
% 56.96/23.03  																																																				|-The branch is then unsatisfiable
% 56.96/23.03  																																																			|-Branch two:
% 56.96/23.03  																																																			| (1283)  ~ (all_0_48_48 = e0)
% 56.96/23.03  																																																			| (978) all_0_49_49 = e0
% 56.96/23.03  																																																			|
% 56.96/23.03  																																																				| Equations (978) can reduce 487 to:
% 56.96/23.03  																																																				| (266) $false
% 56.96/23.03  																																																				|
% 56.96/23.03  																																																				|-The branch is then unsatisfiable
% 56.96/23.04  																																										|-Branch two:
% 56.96/23.04  																																										| (409)  ~ (all_0_46_46 = e3)
% 56.96/23.04  																																										| (4042) all_0_50_50 = e3 | all_0_55_55 = e3
% 56.96/23.04  																																										|
% 56.96/23.04  																																											+-Applying beta-rule and splitting (4042), into two cases.
% 56.96/23.04  																																											|-Branch one:
% 56.96/23.04  																																											| (415) all_0_50_50 = e3
% 56.96/23.04  																																											|
% 56.96/23.04  																																												| Combining equations (601,415) yields a new equation:
% 56.96/23.04  																																												| (455) e3 = e1
% 56.96/23.04  																																												|
% 56.96/23.04  																																												| Equations (455) can reduce 213 to:
% 56.96/23.04  																																												| (266) $false
% 56.96/23.04  																																												|
% 56.96/23.04  																																												|-The branch is then unsatisfiable
% 56.96/23.04  																																											|-Branch two:
% 56.96/23.04  																																											| (411)  ~ (all_0_50_50 = e3)
% 56.96/23.04  																																											| (2336) all_0_55_55 = e3
% 56.96/23.04  																																											|
% 56.96/23.04  																																												| Combining equations (2336,587) yields a new equation:
% 56.96/23.04  																																												| (425) e4 = e3
% 56.96/23.04  																																												|
% 56.96/23.04  																																												| Equations (425) can reduce 188 to:
% 56.96/23.04  																																												| (266) $false
% 56.96/23.04  																																												|
% 56.96/23.04  																																												|-The branch is then unsatisfiable
% 56.96/23.04  																																					|-Branch two:
% 56.96/23.04  																																					| (462)  ~ (all_0_47_47 = e1)
% 56.96/23.04  																																					| (659) all_0_48_48 = e1 | all_0_49_49 = e1
% 56.96/23.04  																																					|
% 56.96/23.04  																																						+-Applying beta-rule and splitting (659), into two cases.
% 56.96/23.04  																																						|-Branch one:
% 56.96/23.04  																																						| (615) all_0_48_48 = e1
% 56.96/23.04  																																						|
% 56.96/23.04  																																							| Combining equations (335,615) yields a new equation:
% 56.96/23.04  																																							| (616) e2 = e1
% 56.96/23.04  																																							|
% 56.96/23.04  																																							| Simplifying 616 yields:
% 56.96/23.04  																																							| (617) e2 = e1
% 56.96/23.04  																																							|
% 56.96/23.04  																																							| Equations (617) can reduce 122 to:
% 56.96/23.04  																																							| (266) $false
% 56.96/23.04  																																							|
% 56.96/23.04  																																							|-The branch is then unsatisfiable
% 56.96/23.04  																																						|-Branch two:
% 56.96/23.04  																																						| (619)  ~ (all_0_48_48 = e1)
% 56.96/23.04  																																						| (671) all_0_49_49 = e1
% 56.96/23.04  																																						|
% 56.96/23.04  																																							| Equations (671) can reduce 1064 to:
% 56.96/23.04  																																							| (266) $false
% 56.96/23.04  																																							|
% 56.96/23.04  																																							|-The branch is then unsatisfiable
% 56.96/23.04  																																	|-Branch two:
% 56.96/23.04  																																	| (880)  ~ (all_0_58_58 = e1)
% 56.96/23.04  																																	| (795) all_0_58_58 = e3
% 56.96/23.04  																																	|
% 56.96/23.04  																																		| Equations (795) can reduce 276 to:
% 56.96/23.04  																																		| (266) $false
% 56.96/23.04  																																		|
% 56.96/23.04  																																		|-The branch is then unsatisfiable
% 56.96/23.04  																								|-Branch two:
% 56.96/23.04  																								| (763)  ~ (all_0_55_55 = e4)
% 56.96/23.04  																								| (2055) all_0_55_55 = e3 | all_0_55_55 = e1 | all_0_55_55 = e0
% 56.96/23.04  																								|
% 56.96/23.04  																									+-Applying beta-rule and splitting (2055), into two cases.
% 56.96/23.04  																									|-Branch one:
% 56.96/23.04  																									| (858) all_0_55_55 = e0
% 56.96/23.04  																									|
% 56.96/23.04  																										| Equations (858) can reduce 803 to:
% 56.96/23.04  																										| (266) $false
% 56.96/23.04  																										|
% 56.96/23.04  																										|-The branch is then unsatisfiable
% 56.96/23.04  																									|-Branch two:
% 56.96/23.04  																									| (803)  ~ (all_0_55_55 = e0)
% 56.96/23.04  																									| (2315) all_0_55_55 = e3 | all_0_55_55 = e1
% 56.96/23.04  																									|
% 56.96/23.04  																										+-Applying beta-rule and splitting (2315), into two cases.
% 56.96/23.04  																										|-Branch one:
% 56.96/23.04  																										| (629) all_0_55_55 = e1
% 56.96/23.04  																										|
% 56.96/23.04  																											| Equations (629) can reduce 632 to:
% 56.96/23.04  																											| (266) $false
% 56.96/23.04  																											|
% 56.96/23.04  																											|-The branch is then unsatisfiable
% 56.96/23.04  																										|-Branch two:
% 56.96/23.04  																										| (632)  ~ (all_0_55_55 = e1)
% 56.96/23.04  																										| (2336) all_0_55_55 = e3
% 56.96/23.04  																										|
% 56.96/23.04  																											| Equations (2336) can reduce 270 to:
% 56.96/23.04  																											| (266) $false
% 56.96/23.04  																											|
% 56.96/23.04  																											|-The branch is then unsatisfiable
% 56.96/23.04  																						|-Branch two:
% 56.96/23.04  																						| (759)  ~ (all_0_50_50 = e1)
% 56.96/23.04  																						| (415) all_0_50_50 = e3
% 56.96/23.04  																						|
% 56.96/23.04  																							| Equations (415) can reduce 411 to:
% 56.96/23.04  																							| (266) $false
% 56.96/23.04  																							|
% 56.96/23.04  																							|-The branch is then unsatisfiable
% 56.96/23.04  													|-Branch two:
% 56.96/23.04  													| (780)  ~ (all_0_52_52 = e4)
% 56.96/23.04  													| (642) all_0_52_52 = e1
% 56.96/23.04  													|
% 56.96/23.04  														| Equations (642) can reduce 646 to:
% 56.96/23.04  														| (266) $false
% 56.96/23.04  														|
% 56.96/23.04  														|-The branch is then unsatisfiable
% 56.96/23.04  							|-Branch two:
% 56.96/23.04  							| (810)  ~ (all_0_48_48 = e2)
% 56.96/23.04  							| (10167) all_0_52_52 = e2 | all_0_57_57 = e2
% 56.96/23.04  							|
% 56.96/23.04  								+-Applying beta-rule and splitting (53), into two cases.
% 56.96/23.04  								|-Branch one:
% 56.96/23.04  								| (1794) all_0_46_46 = e2
% 56.96/23.04  								|
% 56.96/23.04  									| Equations (1794) can reduce 300 to:
% 56.96/23.04  									| (266) $false
% 56.96/23.04  									|
% 56.96/23.04  									|-The branch is then unsatisfiable
% 56.96/23.04  								|-Branch two:
% 56.96/23.04  								| (300)  ~ (all_0_46_46 = e2)
% 56.96/23.04  								| (10171) all_0_47_47 = e2 | all_0_48_48 = e2 | all_0_49_49 = e2
% 56.96/23.04  								|
% 56.96/23.04  									+-Applying beta-rule and splitting (109), into two cases.
% 56.96/23.04  									|-Branch one:
% 56.96/23.04  									| (352) all_0_52_52 = e2
% 56.96/23.04  									|
% 56.96/23.04  										| Equations (352) can reduce 217 to:
% 56.96/23.04  										| (96)  ~ (all_0_43_43 = e2)
% 56.96/23.04  										|
% 56.96/23.04  										| Equations (352) can reduce 202 to:
% 56.96/23.04  										| (810)  ~ (all_0_48_48 = e2)
% 56.96/23.04  										|
% 56.96/23.04  										| Equations (352) can reduce 101 to:
% 56.96/23.04  										| (302)  ~ (all_0_50_50 = e2)
% 56.96/23.04  										|
% 56.96/23.04  										| Equations (352) can reduce 20 to:
% 56.96/23.04  										| (1099)  ~ (all_0_51_51 = e2)
% 56.96/23.04  										|
% 56.96/23.04  										| Equations (352) can reduce 46 to:
% 56.96/23.04  										| (508)  ~ (all_0_53_53 = e2)
% 56.96/23.04  										|
% 56.96/23.04  										| Simplifying 508 yields:
% 56.96/23.04  										| (509)  ~ (all_0_53_53 = e2)
% 56.96/23.04  										|
% 56.96/23.04  										| Equations (352) can reduce 11 to:
% 56.96/23.04  										| (343)  ~ (all_0_57_57 = e2)
% 56.96/23.04  										|
% 56.96/23.04  										| Simplifying 343 yields:
% 56.96/23.04  										| (344)  ~ (all_0_57_57 = e2)
% 56.96/23.04  										|
% 56.96/23.04  										| Equations (352) can reduce 72 to:
% 56.96/23.04  										| (128)  ~ (e2 = e0)
% 56.96/23.04  										|
% 56.96/23.04  										| From (352) and (124) follows:
% 56.96/23.04  										| (10182) op(e1, e1) = e2
% 56.96/23.04  										|
% 56.96/23.04  										+-Applying beta-rule and splitting (158), into two cases.
% 56.96/23.04  										|-Branch one:
% 56.96/23.04  										| (313) all_0_40_40 = e2
% 56.96/23.04  										|
% 56.96/23.04  											| Equations (313) can reduce 296 to:
% 56.96/23.04  											| (266) $false
% 56.96/23.04  											|
% 56.96/23.04  											|-The branch is then unsatisfiable
% 56.96/23.04  										|-Branch two:
% 56.96/23.04  										| (296)  ~ (all_0_40_40 = e2)
% 56.96/23.04  										| (377) all_0_49_49 = e2 | all_0_53_53 = e2 | all_0_58_58 = e2
% 56.96/23.04  										|
% 56.96/23.04  											+-Applying beta-rule and splitting (47), into two cases.
% 56.96/23.04  											|-Branch one:
% 56.96/23.04  											| (317) all_0_39_39 = e2
% 56.96/23.04  											|
% 56.96/23.04  												| Equations (317) can reduce 294 to:
% 56.96/23.04  												| (266) $false
% 56.96/23.04  												|
% 56.96/23.04  												|-The branch is then unsatisfiable
% 56.96/23.04  											|-Branch two:
% 56.96/23.04  											| (294)  ~ (all_0_39_39 = e2)
% 56.96/23.04  											| (385) all_0_47_47 = e2 | all_0_51_51 = e2 | all_0_56_56 = e2
% 56.96/23.04  											|
% 56.96/23.04  												+-Applying beta-rule and splitting (222), into two cases.
% 56.96/23.04  												|-Branch one:
% 56.96/23.04  												| (386) all_0_55_55 = e2
% 56.96/23.04  												|
% 56.96/23.04  													| Equations (386) can reduce 304 to:
% 56.96/23.04  													| (266) $false
% 56.96/23.04  													|
% 56.96/23.04  													|-The branch is then unsatisfiable
% 56.96/23.04  												|-Branch two:
% 56.96/23.04  												| (304)  ~ (all_0_55_55 = e2)
% 56.96/23.04  												| (389) all_0_56_56 = e2 | all_0_57_57 = e2 | all_0_58_58 = e2
% 56.96/23.04  												|
% 56.96/23.04  													+-Applying beta-rule and splitting (4), into two cases.
% 56.96/23.04  													|-Branch one:
% 56.96/23.04  													| (356) all_0_43_43 = e0
% 56.96/23.04  													|
% 56.96/23.04  														| Equations (356) can reduce 31 to:
% 56.96/23.04  														| (357)  ~ (all_0_41_41 = e0)
% 56.96/23.04  														|
% 56.96/23.04  														| Equations (356) can reduce 240 to:
% 56.96/23.04  														| (358)  ~ (all_0_42_42 = e0)
% 56.96/23.04  														|
% 56.96/23.04  														| Equations (356) can reduce 159 to:
% 56.96/23.04  														| (359)  ~ (all_0_44_44 = e0)
% 56.96/23.04  														|
% 56.96/23.04  														| Simplifying 359 yields:
% 56.96/23.04  														| (360)  ~ (all_0_44_44 = e0)
% 56.96/23.04  														|
% 56.96/23.04  														| Equations (356) can reduce 17 to:
% 56.96/23.04  														| (10200)  ~ (all_0_48_48 = e0)
% 56.96/23.04  														|
% 56.96/23.04  														| Simplifying 10200 yields:
% 56.96/23.04  														| (1283)  ~ (all_0_48_48 = e0)
% 56.96/23.04  														|
% 56.96/23.04  														| Equations (356) can reduce 99 to:
% 56.96/23.04  														| (541)  ~ (e3 = e0)
% 56.96/23.04  														|
% 56.96/23.04  														| Simplifying 541 yields:
% 56.96/23.04  														| (80)  ~ (e3 = e0)
% 56.96/23.04  														|
% 56.96/23.04  														| Equations (356) can reduce 96 to:
% 56.96/23.04  														| (365)  ~ (e2 = e0)
% 56.96/23.04  														|
% 56.96/23.04  														| Simplifying 365 yields:
% 56.96/23.04  														| (128)  ~ (e2 = e0)
% 56.96/23.04  														|
% 56.96/23.04  														+-Applying beta-rule and splitting (230), into two cases.
% 56.96/23.04  														|-Branch one:
% 56.96/23.04  														| (396) all_0_43_43 = e4
% 56.96/23.04  														|
% 56.96/23.04  															| Combining equations (356,396) yields a new equation:
% 56.96/23.04  															| (397) e4 = e0
% 56.96/23.04  															|
% 56.96/23.04  															| Equations (397) can reduce 49 to:
% 56.96/23.04  															| (266) $false
% 56.96/23.04  															|
% 56.96/23.04  															|-The branch is then unsatisfiable
% 56.96/23.04  														|-Branch two:
% 56.96/23.04  														| (399)  ~ (all_0_43_43 = e4)
% 56.96/23.04  														| (400) all_0_48_48 = e4 | all_0_52_52 = e4 | all_0_57_57 = e4
% 56.96/23.04  														|
% 56.96/23.04  															+-Applying beta-rule and splitting (400), into two cases.
% 56.96/23.04  															|-Branch one:
% 56.96/23.04  															| (943) all_0_48_48 = e4
% 56.96/23.04  															|
% 56.96/23.04  																| Equations (943) can reduce 254 to:
% 56.96/23.04  																| (266) $false
% 56.96/23.04  																|
% 56.96/23.04  																|-The branch is then unsatisfiable
% 56.96/23.04  															|-Branch two:
% 56.96/23.04  															| (254)  ~ (all_0_48_48 = e4)
% 56.96/23.04  															| (947) all_0_52_52 = e4 | all_0_57_57 = e4
% 56.96/23.04  															|
% 56.96/23.04  																+-Applying beta-rule and splitting (228), into two cases.
% 56.96/23.04  																|-Branch one:
% 56.96/23.04  																| (335) all_0_48_48 = e2
% 56.96/23.04  																|
% 56.96/23.04  																	| Equations (335) can reduce 810 to:
% 56.96/23.04  																	| (266) $false
% 56.96/23.04  																	|
% 56.96/23.04  																	|-The branch is then unsatisfiable
% 56.96/23.04  																|-Branch two:
% 56.96/23.04  																| (810)  ~ (all_0_48_48 = e2)
% 56.96/23.04  																| (10218) all_0_48_48 = e4 | all_0_48_48 = e1 | all_0_48_48 = e0
% 56.96/23.04  																|
% 56.96/23.04  																	+-Applying beta-rule and splitting (10218), into two cases.
% 56.96/23.04  																	|-Branch one:
% 56.96/23.04  																	| (943) all_0_48_48 = e4
% 56.96/23.04  																	|
% 56.96/23.04  																		| Equations (943) can reduce 254 to:
% 56.96/23.04  																		| (266) $false
% 56.96/23.04  																		|
% 56.96/23.04  																		|-The branch is then unsatisfiable
% 56.96/23.04  																	|-Branch two:
% 56.96/23.04  																	| (254)  ~ (all_0_48_48 = e4)
% 56.96/23.04  																	| (10222) all_0_48_48 = e1 | all_0_48_48 = e0
% 56.96/23.04  																	|
% 56.96/23.04  																		+-Applying beta-rule and splitting (947), into two cases.
% 56.96/23.04  																		|-Branch one:
% 56.96/23.04  																		| (565) all_0_52_52 = e4
% 56.96/23.04  																		|
% 56.96/23.04  																			| Combining equations (565,352) yields a new equation:
% 56.96/23.04  																			| (322) e4 = e2
% 56.96/23.04  																			|
% 56.96/23.04  																			| Simplifying 322 yields:
% 56.96/23.04  																			| (323) e4 = e2
% 56.96/23.04  																			|
% 56.96/23.04  																			| Equations (323) can reduce 48 to:
% 56.96/23.04  																			| (266) $false
% 56.96/23.04  																			|
% 56.96/23.04  																			|-The branch is then unsatisfiable
% 56.96/23.04  																		|-Branch two:
% 56.96/23.04  																		| (780)  ~ (all_0_52_52 = e4)
% 56.96/23.04  																		| (871) all_0_57_57 = e4
% 56.96/23.04  																		|
% 56.96/23.04  																			| Equations (871) can reduce 239 to:
% 56.96/23.04  																			| (254)  ~ (all_0_48_48 = e4)
% 56.96/23.04  																			|
% 56.96/23.04  																			| Equations (871) can reduce 81 to:
% 56.96/23.04  																			| (763)  ~ (all_0_55_55 = e4)
% 56.96/23.04  																			|
% 56.96/23.04  																			| Equations (871) can reduce 140 to:
% 56.96/23.04  																			| (477)  ~ (all_0_56_56 = e4)
% 56.96/23.04  																			|
% 56.96/23.04  																			| Equations (871) can reduce 67 to:
% 56.96/23.04  																			| (188)  ~ (e4 = e3)
% 56.96/23.04  																			|
% 56.96/23.04  																			| Equations (871) can reduce 344 to:
% 56.96/23.04  																			| (48)  ~ (e4 = e2)
% 56.96/23.04  																			|
% 56.96/23.04  																			+-Applying beta-rule and splitting (10222), into two cases.
% 56.96/23.04  																			|-Branch one:
% 56.96/23.04  																			| (1279) all_0_48_48 = e0
% 56.96/23.04  																			|
% 56.96/23.04  																				| Equations (1279) can reduce 1283 to:
% 56.96/23.04  																				| (266) $false
% 56.96/23.04  																				|
% 56.96/23.04  																				|-The branch is then unsatisfiable
% 56.96/23.04  																			|-Branch two:
% 56.96/23.04  																			| (1283)  ~ (all_0_48_48 = e0)
% 56.96/23.04  																			| (615) all_0_48_48 = e1
% 56.96/23.04  																			|
% 56.96/23.04  																				| Equations (615) can reduce 30 to:
% 56.96/23.04  																				| (549)  ~ (all_0_46_46 = e1)
% 56.96/23.04  																				|
% 56.96/23.04  																				| Equations (615) can reduce 114 to:
% 56.96/23.04  																				| (462)  ~ (all_0_47_47 = e1)
% 56.96/23.04  																				|
% 56.96/23.04  																				| Equations (615) can reduce 185 to:
% 56.96/23.04  																				| (1419)  ~ (all_0_49_49 = e1)
% 56.96/23.04  																				|
% 56.96/23.04  																				| Simplifying 1419 yields:
% 56.96/23.04  																				| (1064)  ~ (all_0_49_49 = e1)
% 56.96/23.04  																				|
% 56.96/23.04  																				| Equations (615) can reduce 254 to:
% 56.96/23.04  																				| (602)  ~ (e4 = e1)
% 56.96/23.04  																				|
% 56.96/23.04  																				| Simplifying 602 yields:
% 56.96/23.04  																				| (110)  ~ (e4 = e1)
% 56.96/23.04  																				|
% 56.96/23.04  																				| Equations (615) can reduce 215 to:
% 56.96/23.04  																				| (467)  ~ (e3 = e1)
% 56.96/23.04  																				|
% 56.96/23.04  																				| Simplifying 467 yields:
% 56.96/23.04  																				| (213)  ~ (e3 = e1)
% 56.96/23.04  																				|
% 56.96/23.04  																				| Equations (615) can reduce 1283 to:
% 56.96/23.04  																				| (233)  ~ (e1 = e0)
% 56.96/23.04  																				|
% 56.96/23.04  																				+-Applying beta-rule and splitting (243), into two cases.
% 56.96/23.04  																				|-Branch one:
% 56.96/23.04  																				| (329) all_0_38_38 = e0
% 56.96/23.04  																				|
% 56.96/23.04  																					| Combining equations (292,329) yields a new equation:
% 56.96/23.04  																					| (391) e2 = e0
% 56.96/23.04  																					|
% 56.96/23.04  																					| Simplifying 391 yields:
% 56.96/23.04  																					| (330) e2 = e0
% 56.96/23.04  																					|
% 56.96/23.04  																					| Equations (330) can reduce 128 to:
% 56.96/23.04  																					| (266) $false
% 56.96/23.04  																					|
% 56.96/23.04  																					|-The branch is then unsatisfiable
% 56.96/23.04  																				|-Branch two:
% 56.96/23.04  																				| (332)  ~ (all_0_38_38 = e0)
% 56.96/23.04  																				| (395) all_0_41_41 = e0 | all_0_46_46 = e0 | all_0_55_55 = e0
% 56.96/23.04  																				|
% 56.96/23.04  																					+-Applying beta-rule and splitting (113), into two cases.
% 56.96/23.04  																					|-Branch one:
% 56.96/23.04  																					| (403) all_0_41_41 = e3
% 56.96/23.04  																					|
% 56.96/23.04  																						| Equations (403) can reduce 43 to:
% 56.96/23.04  																						| (408)  ~ (all_0_46_46 = e3)
% 56.96/23.04  																						|
% 56.96/23.04  																						| Simplifying 408 yields:
% 56.96/23.04  																						| (409)  ~ (all_0_46_46 = e3)
% 56.96/23.04  																						|
% 56.96/23.04  																						+-Applying beta-rule and splitting (123), into two cases.
% 56.96/23.04  																						|-Branch one:
% 56.96/23.04  																						| (1794) all_0_46_46 = e2
% 56.96/23.04  																						|
% 56.96/23.04  																							| Equations (1794) can reduce 300 to:
% 56.96/23.04  																							| (266) $false
% 56.96/23.04  																							|
% 56.96/23.04  																							|-The branch is then unsatisfiable
% 56.96/23.04  																						|-Branch two:
% 56.96/23.04  																						| (300)  ~ (all_0_46_46 = e2)
% 56.96/23.04  																						| (1797) all_0_46_46 = e4 | all_0_46_46 = e3 | all_0_46_46 = e1 | all_0_46_46 = e0
% 56.96/23.04  																						|
% 56.96/23.04  																							+-Applying beta-rule and splitting (1797), into two cases.
% 56.96/23.04  																							|-Branch one:
% 56.96/23.04  																							| (770) all_0_46_46 = e4
% 56.96/23.04  																							|
% 56.96/23.04  																								| Equations (770) can reduce 250 to:
% 56.96/23.04  																								| (266) $false
% 56.96/23.04  																								|
% 56.96/23.04  																								|-The branch is then unsatisfiable
% 56.96/23.04  																							|-Branch two:
% 56.96/23.04  																							| (250)  ~ (all_0_46_46 = e4)
% 56.96/23.04  																							| (1801) all_0_46_46 = e3 | all_0_46_46 = e1 | all_0_46_46 = e0
% 56.96/23.04  																							|
% 56.96/23.04  																								+-Applying beta-rule and splitting (1801), into two cases.
% 56.96/23.04  																								|-Branch one:
% 56.96/23.04  																								| (538) all_0_46_46 = e0
% 56.96/23.04  																								|
% 56.96/23.04  																									| Equations (538) can reduce 19 to:
% 56.96/23.04  																									| (1402)  ~ (all_0_47_47 = e0)
% 56.96/23.04  																									|
% 56.96/23.04  																									| Simplifying 1402 yields:
% 56.96/23.04  																									| (678)  ~ (all_0_47_47 = e0)
% 56.96/23.04  																									|
% 56.96/23.04  																									| Equations (538) can reduce 409 to:
% 56.96/23.05  																									| (541)  ~ (e3 = e0)
% 56.96/23.05  																									|
% 56.96/23.05  																									| Simplifying 541 yields:
% 56.96/23.05  																									| (80)  ~ (e3 = e0)
% 56.96/23.05  																									|
% 56.96/23.05  																									+-Applying beta-rule and splitting (163), into two cases.
% 56.96/23.05  																									|-Branch one:
% 56.96/23.05  																									| (565) all_0_52_52 = e4
% 56.96/23.05  																									|
% 56.96/23.05  																										| Combining equations (352,565) yields a new equation:
% 56.96/23.05  																										| (323) e4 = e2
% 56.96/23.05  																										|
% 56.96/23.05  																										| Equations (323) can reduce 48 to:
% 56.96/23.05  																										| (266) $false
% 56.96/23.05  																										|
% 56.96/23.05  																										|-The branch is then unsatisfiable
% 56.96/23.05  																									|-Branch two:
% 56.96/23.05  																									| (780)  ~ (all_0_52_52 = e4)
% 56.96/23.05  																									| (781) (all_0_41_41 = e0 & all_0_58_58 = e3 &  ~ (all_0_44_44 = e3)) | (all_0_41_41 = e0 & all_0_58_58 = e3 &  ~ (all_0_55_55 = e0)) | (all_0_47_47 = e1 & all_0_52_52 = e2 &  ~ (all_0_48_48 = e2)) | (all_0_47_47 = e1 & all_0_52_52 = e2 &  ~ (all_0_51_51 = e1)) | (all_0_47_47 = e0 & all_0_58_58 = e2 &  ~ (all_0_49_49 = e2)) | (all_0_47_47 = e0 & all_0_58_58 = e2 &  ~ (all_0_56_56 = e0))
% 56.96/23.05  																									|
% 56.96/23.05  																										+-Applying beta-rule and splitting (781), into two cases.
% 56.96/23.05  																										|-Branch one:
% 56.96/23.05  																										| (789) (all_0_41_41 = e0 & all_0_58_58 = e3 &  ~ (all_0_44_44 = e3)) | (all_0_41_41 = e0 & all_0_58_58 = e3 &  ~ (all_0_55_55 = e0)) | (all_0_47_47 = e1 & all_0_52_52 = e2 &  ~ (all_0_48_48 = e2)) | (all_0_47_47 = e1 & all_0_52_52 = e2 &  ~ (all_0_51_51 = e1)) | (all_0_47_47 = e0 & all_0_58_58 = e2 &  ~ (all_0_49_49 = e2))
% 56.96/23.05  																										|
% 56.96/23.05  																											+-Applying beta-rule and splitting (789), into two cases.
% 56.96/23.05  																											|-Branch one:
% 56.96/23.05  																											| (790) (all_0_41_41 = e0 & all_0_58_58 = e3 &  ~ (all_0_44_44 = e3)) | (all_0_41_41 = e0 & all_0_58_58 = e3 &  ~ (all_0_55_55 = e0)) | (all_0_47_47 = e1 & all_0_52_52 = e2 &  ~ (all_0_48_48 = e2)) | (all_0_47_47 = e1 & all_0_52_52 = e2 &  ~ (all_0_51_51 = e1))
% 56.96/23.05  																											|
% 56.96/23.05  																												+-Applying beta-rule and splitting (790), into two cases.
% 56.96/23.05  																												|-Branch one:
% 56.96/23.05  																												| (791) (all_0_41_41 = e0 & all_0_58_58 = e3 &  ~ (all_0_44_44 = e3)) | (all_0_41_41 = e0 & all_0_58_58 = e3 &  ~ (all_0_55_55 = e0)) | (all_0_47_47 = e1 & all_0_52_52 = e2 &  ~ (all_0_48_48 = e2))
% 56.96/23.05  																												|
% 56.96/23.05  																													+-Applying beta-rule and splitting (791), into two cases.
% 56.96/23.05  																													|-Branch one:
% 56.96/23.05  																													| (792) (all_0_41_41 = e0 & all_0_58_58 = e3 &  ~ (all_0_44_44 = e3)) | (all_0_41_41 = e0 & all_0_58_58 = e3 &  ~ (all_0_55_55 = e0))
% 56.96/23.05  																													|
% 56.96/23.05  																														+-Applying beta-rule and splitting (792), into two cases.
% 56.96/23.05  																														|-Branch one:
% 56.96/23.05  																														| (793) all_0_41_41 = e0 & all_0_58_58 = e3 &  ~ (all_0_44_44 = e3)
% 56.96/23.05  																														|
% 56.96/23.05  																															| Applying alpha-rule on (793) yields:
% 56.96/23.05  																															| (794) all_0_41_41 = e0
% 56.96/23.05  																															| (795) all_0_58_58 = e3
% 56.96/23.05  																															| (407)  ~ (all_0_44_44 = e3)
% 56.96/23.05  																															|
% 56.96/23.05  																															| Combining equations (403,794) yields a new equation:
% 56.96/23.05  																															| (675) e3 = e0
% 56.96/23.05  																															|
% 56.96/23.05  																															| Simplifying 675 yields:
% 56.96/23.05  																															| (676) e3 = e0
% 56.96/23.05  																															|
% 56.96/23.05  																															| Equations (676) can reduce 80 to:
% 56.96/23.05  																															| (266) $false
% 56.96/23.05  																															|
% 56.96/23.05  																															|-The branch is then unsatisfiable
% 56.96/23.05  																														|-Branch two:
% 56.96/23.05  																														| (800) all_0_41_41 = e0 & all_0_58_58 = e3 &  ~ (all_0_55_55 = e0)
% 56.96/23.05  																														|
% 56.96/23.05  																															| Applying alpha-rule on (800) yields:
% 56.96/23.05  																															| (794) all_0_41_41 = e0
% 56.96/23.05  																															| (795) all_0_58_58 = e3
% 56.96/23.05  																															| (803)  ~ (all_0_55_55 = e0)
% 56.96/23.05  																															|
% 56.96/23.05  																															| Combining equations (403,794) yields a new equation:
% 56.96/23.05  																															| (675) e3 = e0
% 56.96/23.05  																															|
% 56.96/23.05  																															| Simplifying 675 yields:
% 56.96/23.05  																															| (676) e3 = e0
% 56.96/23.05  																															|
% 56.96/23.05  																															| Equations (676) can reduce 80 to:
% 56.96/23.05  																															| (266) $false
% 56.96/23.05  																															|
% 56.96/23.05  																															|-The branch is then unsatisfiable
% 56.96/23.05  																													|-Branch two:
% 56.96/23.05  																													| (807) all_0_47_47 = e1 & all_0_52_52 = e2 &  ~ (all_0_48_48 = e2)
% 56.96/23.05  																													|
% 56.96/23.05  																														| Applying alpha-rule on (807) yields:
% 56.96/23.05  																														| (654) all_0_47_47 = e1
% 56.96/23.05  																														| (352) all_0_52_52 = e2
% 56.96/23.05  																														| (810)  ~ (all_0_48_48 = e2)
% 56.96/23.05  																														|
% 56.96/23.05  																														| Equations (654) can reduce 462 to:
% 56.96/23.05  																														| (266) $false
% 56.96/23.05  																														|
% 56.96/23.05  																														|-The branch is then unsatisfiable
% 56.96/23.05  																												|-Branch two:
% 56.96/23.05  																												| (813) all_0_47_47 = e1 & all_0_52_52 = e2 &  ~ (all_0_51_51 = e1)
% 56.96/23.05  																												|
% 56.96/23.05  																													| Applying alpha-rule on (813) yields:
% 56.96/23.05  																													| (654) all_0_47_47 = e1
% 56.96/23.05  																													| (352) all_0_52_52 = e2
% 56.96/23.05  																													| (464)  ~ (all_0_51_51 = e1)
% 56.96/23.05  																													|
% 56.96/23.05  																													| Equations (654) can reduce 462 to:
% 56.96/23.05  																													| (266) $false
% 56.96/23.05  																													|
% 56.96/23.05  																													|-The branch is then unsatisfiable
% 56.96/23.05  																											|-Branch two:
% 56.96/23.05  																											| (819) all_0_47_47 = e0 & all_0_58_58 = e2 &  ~ (all_0_49_49 = e2)
% 56.96/23.05  																											|
% 56.96/23.05  																												| Applying alpha-rule on (819) yields:
% 56.96/23.05  																												| (674) all_0_47_47 = e0
% 56.96/23.05  																												| (624) all_0_58_58 = e2
% 56.96/23.05  																												| (340)  ~ (all_0_49_49 = e2)
% 56.96/23.05  																												|
% 56.96/23.05  																												| Equations (674) can reduce 678 to:
% 56.96/23.05  																												| (266) $false
% 56.96/23.05  																												|
% 56.96/23.05  																												|-The branch is then unsatisfiable
% 56.96/23.05  																										|-Branch two:
% 56.96/23.05  																										| (825) all_0_47_47 = e0 & all_0_58_58 = e2 &  ~ (all_0_56_56 = e0)
% 56.96/23.05  																										|
% 56.96/23.05  																											| Applying alpha-rule on (825) yields:
% 56.96/23.05  																											| (674) all_0_47_47 = e0
% 56.96/23.05  																											| (624) all_0_58_58 = e2
% 56.96/23.05  																											| (828)  ~ (all_0_56_56 = e0)
% 56.96/23.05  																											|
% 56.96/23.05  																											| Equations (674) can reduce 678 to:
% 56.96/23.05  																											| (266) $false
% 56.96/23.05  																											|
% 56.96/23.05  																											|-The branch is then unsatisfiable
% 56.96/23.05  																								|-Branch two:
% 56.96/23.05  																								| (831)  ~ (all_0_46_46 = e0)
% 56.96/23.05  																								| (1838) all_0_46_46 = e3 | all_0_46_46 = e1
% 56.96/23.05  																								|
% 56.96/23.05  																									+-Applying beta-rule and splitting (1838), into two cases.
% 56.96/23.05  																									|-Branch one:
% 56.96/23.05  																									| (545) all_0_46_46 = e1
% 56.96/23.05  																									|
% 56.96/23.05  																										| Equations (545) can reduce 549 to:
% 56.96/23.05  																										| (266) $false
% 56.96/23.05  																										|
% 56.96/23.05  																										|-The branch is then unsatisfiable
% 56.96/23.05  																									|-Branch two:
% 56.96/23.05  																									| (549)  ~ (all_0_46_46 = e1)
% 56.96/23.05  																									| (1557) all_0_46_46 = e3
% 56.96/23.05  																									|
% 56.96/23.05  																										| Equations (1557) can reduce 409 to:
% 56.96/23.05  																										| (266) $false
% 56.96/23.05  																										|
% 56.96/23.05  																										|-The branch is then unsatisfiable
% 56.96/23.05  																					|-Branch two:
% 56.96/23.05  																					| (1898)  ~ (all_0_41_41 = e3)
% 56.96/23.05  																					| (1899) all_0_42_42 = e3 | all_0_44_44 = e3
% 56.96/23.05  																					|
% 56.96/23.05  																						+-Applying beta-rule and splitting (144), into two cases.
% 56.96/23.05  																						|-Branch one:
% 56.96/23.05  																						| (403) all_0_41_41 = e3
% 56.96/23.05  																						|
% 56.96/23.05  																							| Equations (403) can reduce 1898 to:
% 56.96/23.05  																							| (266) $false
% 56.96/23.05  																							|
% 56.96/23.05  																							|-The branch is then unsatisfiable
% 56.96/23.05  																						|-Branch two:
% 56.96/23.05  																						| (1898)  ~ (all_0_41_41 = e3)
% 56.96/23.05  																						| (1923) all_0_46_46 = e3 | all_0_50_50 = e3 | all_0_55_55 = e3
% 56.96/23.05  																						|
% 56.96/23.05  																							+-Applying beta-rule and splitting (168), into two cases.
% 56.96/23.05  																							|-Branch one:
% 56.96/23.05  																							| (415) all_0_50_50 = e3
% 56.96/23.05  																							|
% 56.96/23.05  																								+-Applying beta-rule and splitting (62), into two cases.
% 56.96/23.05  																								|-Branch one:
% 56.96/23.05  																								| (321) all_0_38_38 = e4
% 56.96/23.05  																								|
% 56.96/23.05  																									| Combining equations (292,321) yields a new equation:
% 56.96/23.05  																									| (323) e4 = e2
% 56.96/23.05  																									|
% 56.96/23.05  																									| Equations (323) can reduce 48 to:
% 56.96/23.05  																									| (266) $false
% 56.96/23.05  																									|
% 56.96/23.05  																									|-The branch is then unsatisfiable
% 56.96/23.05  																								|-Branch two:
% 56.96/23.05  																								| (325)  ~ (all_0_38_38 = e4)
% 56.96/23.05  																								| (582) all_0_41_41 = e4 | all_0_46_46 = e4 | all_0_50_50 = e4 | all_0_55_55 = e4
% 56.96/23.05  																								|
% 56.96/23.05  																									+-Applying beta-rule and splitting (582), into two cases.
% 56.96/23.05  																									|-Branch one:
% 56.96/23.05  																									| (437) all_0_41_41 = e4
% 56.96/23.05  																									|
% 56.96/23.05  																										| Equations (437) can reduce 43 to:
% 56.96/23.05  																										| (249)  ~ (all_0_46_46 = e4)
% 56.96/23.05  																										|
% 56.96/23.05  																										| Simplifying 249 yields:
% 56.96/23.05  																										| (250)  ~ (all_0_46_46 = e4)
% 56.96/23.05  																										|
% 56.96/23.05  																										| Equations (437) can reduce 85 to:
% 56.96/23.05  																										| (48)  ~ (e4 = e2)
% 56.96/23.05  																										|
% 56.96/23.05  																										| Equations (437) can reduce 357 to:
% 56.96/23.05  																										| (49)  ~ (e4 = e0)
% 56.96/23.05  																										|
% 56.96/23.05  																										+-Applying beta-rule and splitting (18), into two cases.
% 56.96/23.05  																										|-Branch one:
% 56.96/23.05  																										| (453) all_0_41_41 = e1
% 56.96/23.05  																										|
% 56.96/23.05  																											| Combining equations (437,453) yields a new equation:
% 56.96/23.05  																											| (636) e4 = e1
% 56.96/23.05  																											|
% 56.96/23.05  																											| Simplifying 636 yields:
% 56.96/23.05  																											| (630) e4 = e1
% 56.96/23.05  																											|
% 56.96/23.05  																											| Equations (630) can reduce 110 to:
% 56.96/23.05  																											| (266) $false
% 56.96/23.05  																											|
% 56.96/23.05  																											|-The branch is then unsatisfiable
% 56.96/23.05  																										|-Branch two:
% 56.96/23.05  																										| (457)  ~ (all_0_41_41 = e1)
% 56.96/23.05  																										| (595) all_0_46_46 = e1 | all_0_50_50 = e1 | all_0_55_55 = e1
% 56.96/23.05  																										|
% 56.96/23.05  																											+-Applying beta-rule and splitting (595), into two cases.
% 56.96/23.05  																											|-Branch one:
% 56.96/23.05  																											| (545) all_0_46_46 = e1
% 56.96/23.05  																											|
% 56.96/23.05  																												| Equations (545) can reduce 549 to:
% 56.96/23.05  																												| (266) $false
% 56.96/23.05  																												|
% 56.96/23.05  																												|-The branch is then unsatisfiable
% 56.96/23.05  																											|-Branch two:
% 56.96/23.05  																											| (549)  ~ (all_0_46_46 = e1)
% 56.96/23.05  																											| (600) all_0_50_50 = e1 | all_0_55_55 = e1
% 56.96/23.05  																											|
% 56.96/23.05  																												+-Applying beta-rule and splitting (600), into two cases.
% 56.96/23.05  																												|-Branch one:
% 56.96/23.05  																												| (601) all_0_50_50 = e1
% 56.96/23.05  																												|
% 56.96/23.05  																													| Combining equations (601,415) yields a new equation:
% 56.96/23.05  																													| (455) e3 = e1
% 56.96/23.05  																													|
% 56.96/23.05  																													| Equations (455) can reduce 213 to:
% 56.96/23.05  																													| (266) $false
% 56.96/23.05  																													|
% 56.96/23.05  																													|-The branch is then unsatisfiable
% 56.96/23.05  																												|-Branch two:
% 56.96/23.05  																												| (759)  ~ (all_0_50_50 = e1)
% 56.96/23.05  																												| (629) all_0_55_55 = e1
% 56.96/23.05  																												|
% 56.96/23.05  																													+-Applying beta-rule and splitting (395), into two cases.
% 56.96/23.05  																													|-Branch one:
% 56.96/23.05  																													| (794) all_0_41_41 = e0
% 56.96/23.05  																													|
% 56.96/23.05  																														| Combining equations (437,794) yields a new equation:
% 56.96/23.05  																														| (481) e4 = e0
% 56.96/23.05  																														|
% 56.96/23.05  																														| Simplifying 481 yields:
% 56.96/23.05  																														| (397) e4 = e0
% 56.96/23.05  																														|
% 56.96/23.05  																														| Equations (397) can reduce 49 to:
% 56.96/23.05  																														| (266) $false
% 56.96/23.05  																														|
% 56.96/23.05  																														|-The branch is then unsatisfiable
% 56.96/23.05  																													|-Branch two:
% 56.96/23.05  																													| (357)  ~ (all_0_41_41 = e0)
% 56.96/23.05  																													| (895) all_0_46_46 = e0 | all_0_55_55 = e0
% 56.96/23.05  																													|
% 56.96/23.05  																														+-Applying beta-rule and splitting (895), into two cases.
% 56.96/23.05  																														|-Branch one:
% 56.96/23.05  																														| (538) all_0_46_46 = e0
% 56.96/23.05  																														|
% 56.96/23.05  																															| Equations (538) can reduce 19 to:
% 56.96/23.05  																															| (1402)  ~ (all_0_47_47 = e0)
% 56.96/23.05  																															|
% 56.96/23.05  																															| Simplifying 1402 yields:
% 56.96/23.05  																															| (678)  ~ (all_0_47_47 = e0)
% 56.96/23.05  																															|
% 56.96/23.05  																															| Equations (538) can reduce 250 to:
% 56.96/23.05  																															| (401)  ~ (e4 = e0)
% 56.96/23.05  																															|
% 56.96/23.05  																															| Simplifying 401 yields:
% 56.96/23.05  																															| (49)  ~ (e4 = e0)
% 56.96/23.05  																															|
% 56.96/23.05  																															+-Applying beta-rule and splitting (163), into two cases.
% 56.96/23.05  																															|-Branch one:
% 56.96/23.05  																															| (565) all_0_52_52 = e4
% 56.96/23.05  																															|
% 56.96/23.05  																																| Combining equations (565,352) yields a new equation:
% 56.96/23.05  																																| (322) e4 = e2
% 56.96/23.05  																																|
% 56.96/23.05  																																| Simplifying 322 yields:
% 56.96/23.05  																																| (323) e4 = e2
% 56.96/23.05  																																|
% 56.96/23.05  																																| Equations (323) can reduce 48 to:
% 56.96/23.05  																																| (266) $false
% 56.96/23.05  																																|
% 56.96/23.05  																																|-The branch is then unsatisfiable
% 56.96/23.05  																															|-Branch two:
% 56.96/23.05  																															| (780)  ~ (all_0_52_52 = e4)
% 56.96/23.05  																															| (781) (all_0_41_41 = e0 & all_0_58_58 = e3 &  ~ (all_0_44_44 = e3)) | (all_0_41_41 = e0 & all_0_58_58 = e3 &  ~ (all_0_55_55 = e0)) | (all_0_47_47 = e1 & all_0_52_52 = e2 &  ~ (all_0_48_48 = e2)) | (all_0_47_47 = e1 & all_0_52_52 = e2 &  ~ (all_0_51_51 = e1)) | (all_0_47_47 = e0 & all_0_58_58 = e2 &  ~ (all_0_49_49 = e2)) | (all_0_47_47 = e0 & all_0_58_58 = e2 &  ~ (all_0_56_56 = e0))
% 56.96/23.05  																															|
% 56.96/23.05  																																+-Applying beta-rule and splitting (781), into two cases.
% 56.96/23.05  																																|-Branch one:
% 56.96/23.05  																																| (789) (all_0_41_41 = e0 & all_0_58_58 = e3 &  ~ (all_0_44_44 = e3)) | (all_0_41_41 = e0 & all_0_58_58 = e3 &  ~ (all_0_55_55 = e0)) | (all_0_47_47 = e1 & all_0_52_52 = e2 &  ~ (all_0_48_48 = e2)) | (all_0_47_47 = e1 & all_0_52_52 = e2 &  ~ (all_0_51_51 = e1)) | (all_0_47_47 = e0 & all_0_58_58 = e2 &  ~ (all_0_49_49 = e2))
% 56.96/23.05  																																|
% 56.96/23.05  																																	+-Applying beta-rule and splitting (789), into two cases.
% 56.96/23.05  																																	|-Branch one:
% 56.96/23.05  																																	| (790) (all_0_41_41 = e0 & all_0_58_58 = e3 &  ~ (all_0_44_44 = e3)) | (all_0_41_41 = e0 & all_0_58_58 = e3 &  ~ (all_0_55_55 = e0)) | (all_0_47_47 = e1 & all_0_52_52 = e2 &  ~ (all_0_48_48 = e2)) | (all_0_47_47 = e1 & all_0_52_52 = e2 &  ~ (all_0_51_51 = e1))
% 56.96/23.05  																																	|
% 56.96/23.05  																																		+-Applying beta-rule and splitting (790), into two cases.
% 56.96/23.05  																																		|-Branch one:
% 56.96/23.05  																																		| (791) (all_0_41_41 = e0 & all_0_58_58 = e3 &  ~ (all_0_44_44 = e3)) | (all_0_41_41 = e0 & all_0_58_58 = e3 &  ~ (all_0_55_55 = e0)) | (all_0_47_47 = e1 & all_0_52_52 = e2 &  ~ (all_0_48_48 = e2))
% 56.96/23.05  																																		|
% 56.96/23.05  																																			+-Applying beta-rule and splitting (791), into two cases.
% 56.96/23.05  																																			|-Branch one:
% 56.96/23.05  																																			| (792) (all_0_41_41 = e0 & all_0_58_58 = e3 &  ~ (all_0_44_44 = e3)) | (all_0_41_41 = e0 & all_0_58_58 = e3 &  ~ (all_0_55_55 = e0))
% 56.96/23.05  																																			|
% 56.96/23.05  																																				+-Applying beta-rule and splitting (792), into two cases.
% 56.96/23.05  																																				|-Branch one:
% 56.96/23.05  																																				| (793) all_0_41_41 = e0 & all_0_58_58 = e3 &  ~ (all_0_44_44 = e3)
% 56.96/23.05  																																				|
% 56.96/23.05  																																					| Applying alpha-rule on (793) yields:
% 56.96/23.05  																																					| (794) all_0_41_41 = e0
% 56.96/23.05  																																					| (795) all_0_58_58 = e3
% 56.96/23.05  																																					| (407)  ~ (all_0_44_44 = e3)
% 56.96/23.05  																																					|
% 56.96/23.05  																																					| Combining equations (437,794) yields a new equation:
% 56.96/23.05  																																					| (481) e4 = e0
% 56.96/23.05  																																					|
% 56.96/23.05  																																					| Simplifying 481 yields:
% 56.96/23.05  																																					| (397) e4 = e0
% 56.96/23.05  																																					|
% 56.96/23.05  																																					| Equations (397) can reduce 49 to:
% 56.96/23.05  																																					| (266) $false
% 56.96/23.05  																																					|
% 56.96/23.05  																																					|-The branch is then unsatisfiable
% 56.96/23.05  																																				|-Branch two:
% 56.96/23.05  																																				| (800) all_0_41_41 = e0 & all_0_58_58 = e3 &  ~ (all_0_55_55 = e0)
% 56.96/23.05  																																				|
% 56.96/23.05  																																					| Applying alpha-rule on (800) yields:
% 56.96/23.05  																																					| (794) all_0_41_41 = e0
% 56.96/23.05  																																					| (795) all_0_58_58 = e3
% 56.96/23.05  																																					| (803)  ~ (all_0_55_55 = e0)
% 56.96/23.05  																																					|
% 56.96/23.05  																																					| Combining equations (437,794) yields a new equation:
% 56.96/23.05  																																					| (481) e4 = e0
% 56.96/23.05  																																					|
% 56.96/23.05  																																					| Simplifying 481 yields:
% 56.96/23.05  																																					| (397) e4 = e0
% 56.96/23.05  																																					|
% 56.96/23.05  																																					| Equations (397) can reduce 49 to:
% 56.96/23.05  																																					| (266) $false
% 56.96/23.05  																																					|
% 56.96/23.05  																																					|-The branch is then unsatisfiable
% 56.96/23.05  																																			|-Branch two:
% 56.96/23.05  																																			| (807) all_0_47_47 = e1 & all_0_52_52 = e2 &  ~ (all_0_48_48 = e2)
% 56.96/23.05  																																			|
% 56.96/23.05  																																				| Applying alpha-rule on (807) yields:
% 56.96/23.05  																																				| (654) all_0_47_47 = e1
% 56.96/23.05  																																				| (352) all_0_52_52 = e2
% 56.96/23.05  																																				| (810)  ~ (all_0_48_48 = e2)
% 56.96/23.05  																																				|
% 56.96/23.05  																																				| Equations (654) can reduce 462 to:
% 56.96/23.05  																																				| (266) $false
% 56.96/23.05  																																				|
% 56.96/23.05  																																				|-The branch is then unsatisfiable
% 56.96/23.05  																																		|-Branch two:
% 56.96/23.05  																																		| (813) all_0_47_47 = e1 & all_0_52_52 = e2 &  ~ (all_0_51_51 = e1)
% 56.96/23.05  																																		|
% 56.96/23.05  																																			| Applying alpha-rule on (813) yields:
% 56.96/23.05  																																			| (654) all_0_47_47 = e1
% 56.96/23.05  																																			| (352) all_0_52_52 = e2
% 56.96/23.05  																																			| (464)  ~ (all_0_51_51 = e1)
% 56.96/23.05  																																			|
% 56.96/23.05  																																			| Equations (654) can reduce 462 to:
% 56.96/23.05  																																			| (266) $false
% 56.96/23.05  																																			|
% 56.96/23.05  																																			|-The branch is then unsatisfiable
% 56.96/23.05  																																	|-Branch two:
% 56.96/23.05  																																	| (819) all_0_47_47 = e0 & all_0_58_58 = e2 &  ~ (all_0_49_49 = e2)
% 56.96/23.05  																																	|
% 56.96/23.05  																																		| Applying alpha-rule on (819) yields:
% 56.96/23.05  																																		| (674) all_0_47_47 = e0
% 56.96/23.05  																																		| (624) all_0_58_58 = e2
% 56.96/23.05  																																		| (340)  ~ (all_0_49_49 = e2)
% 56.96/23.05  																																		|
% 56.96/23.05  																																		| Equations (674) can reduce 678 to:
% 56.96/23.05  																																		| (266) $false
% 56.96/23.05  																																		|
% 56.96/23.05  																																		|-The branch is then unsatisfiable
% 56.96/23.05  																																|-Branch two:
% 56.96/23.05  																																| (825) all_0_47_47 = e0 & all_0_58_58 = e2 &  ~ (all_0_56_56 = e0)
% 56.96/23.05  																																|
% 56.96/23.05  																																	| Applying alpha-rule on (825) yields:
% 56.96/23.05  																																	| (674) all_0_47_47 = e0
% 56.96/23.05  																																	| (624) all_0_58_58 = e2
% 56.96/23.05  																																	| (828)  ~ (all_0_56_56 = e0)
% 56.96/23.05  																																	|
% 56.96/23.05  																																	| Equations (674) can reduce 678 to:
% 56.96/23.05  																																	| (266) $false
% 56.96/23.05  																																	|
% 56.96/23.05  																																	|-The branch is then unsatisfiable
% 56.96/23.05  																														|-Branch two:
% 56.96/23.05  																														| (831)  ~ (all_0_46_46 = e0)
% 56.96/23.05  																														| (858) all_0_55_55 = e0
% 56.96/23.05  																														|
% 56.96/23.05  																															| Combining equations (858,629) yields a new equation:
% 56.96/23.05  																															| (431) e1 = e0
% 56.96/23.05  																															|
% 56.96/23.05  																															| Equations (431) can reduce 233 to:
% 56.96/23.05  																															| (266) $false
% 56.96/23.05  																															|
% 56.96/23.05  																															|-The branch is then unsatisfiable
% 56.96/23.05  																									|-Branch two:
% 56.96/23.05  																									| (440)  ~ (all_0_41_41 = e4)
% 56.96/23.05  																									| (769) all_0_46_46 = e4 | all_0_50_50 = e4 | all_0_55_55 = e4
% 56.96/23.05  																									|
% 56.96/23.05  																										+-Applying beta-rule and splitting (769), into two cases.
% 56.96/23.05  																										|-Branch one:
% 56.96/23.05  																										| (770) all_0_46_46 = e4
% 56.96/23.05  																										|
% 56.96/23.05  																											| Equations (770) can reduce 250 to:
% 56.96/23.05  																											| (266) $false
% 56.96/23.05  																											|
% 56.96/23.05  																											|-The branch is then unsatisfiable
% 56.96/23.05  																										|-Branch two:
% 56.96/23.05  																										| (250)  ~ (all_0_46_46 = e4)
% 56.96/23.05  																										| (774) all_0_50_50 = e4 | all_0_55_55 = e4
% 56.96/23.05  																										|
% 56.96/23.05  																											+-Applying beta-rule and splitting (774), into two cases.
% 56.96/23.05  																											|-Branch one:
% 56.96/23.05  																											| (775) all_0_50_50 = e4
% 56.96/23.05  																											|
% 56.96/23.05  																												| Combining equations (415,775) yields a new equation:
% 56.96/23.05  																												| (425) e4 = e3
% 56.96/23.05  																												|
% 56.96/23.05  																												| Equations (425) can reduce 188 to:
% 56.96/23.05  																												| (266) $false
% 56.96/23.05  																												|
% 56.96/23.05  																												|-The branch is then unsatisfiable
% 56.96/23.05  																											|-Branch two:
% 56.96/23.05  																											| (566)  ~ (all_0_50_50 = e4)
% 56.96/23.05  																											| (587) all_0_55_55 = e4
% 56.96/23.05  																											|
% 56.96/23.05  																												| Equations (587) can reduce 763 to:
% 56.96/23.05  																												| (266) $false
% 56.96/23.05  																												|
% 56.96/23.05  																												|-The branch is then unsatisfiable
% 56.96/23.05  																							|-Branch two:
% 56.96/23.05  																							| (411)  ~ (all_0_50_50 = e3)
% 56.96/23.05  																							| (418) all_0_51_51 = e3 | all_0_53_53 = e3
% 56.96/23.05  																							|
% 56.96/23.05  																								+-Applying beta-rule and splitting (1923), into two cases.
% 56.96/23.05  																								|-Branch one:
% 56.96/23.05  																								| (1557) all_0_46_46 = e3
% 56.96/23.05  																								|
% 56.96/23.05  																									| Equations (1557) can reduce 43 to:
% 56.96/23.05  																									| (1898)  ~ (all_0_41_41 = e3)
% 56.96/23.05  																									|
% 56.96/23.05  																									| Equations (1557) can reduce 35 to:
% 56.96/23.05  																									| (410)  ~ (all_0_50_50 = e3)
% 56.96/23.05  																									|
% 56.96/23.05  																									| Simplifying 410 yields:
% 56.96/23.05  																									| (411)  ~ (all_0_50_50 = e3)
% 56.96/23.05  																									|
% 56.96/23.05  																									| Equations (1557) can reduce 58 to:
% 56.96/23.05  																									| (269)  ~ (all_0_55_55 = e3)
% 56.96/23.05  																									|
% 56.96/23.05  																									| Simplifying 269 yields:
% 56.96/23.05  																									| (270)  ~ (all_0_55_55 = e3)
% 56.96/23.05  																									|
% 56.96/23.05  																									| Equations (1557) can reduce 250 to:
% 56.96/23.05  																									| (277)  ~ (e4 = e3)
% 56.96/23.05  																									|
% 56.96/23.05  																									| Simplifying 277 yields:
% 56.96/23.05  																									| (188)  ~ (e4 = e3)
% 56.96/23.05  																									|
% 56.96/23.05  																									+-Applying beta-rule and splitting (395), into two cases.
% 56.96/23.05  																									|-Branch one:
% 56.96/23.05  																									| (794) all_0_41_41 = e0
% 56.96/23.05  																									|
% 56.96/23.05  																										| Equations (794) can reduce 357 to:
% 56.96/23.05  																										| (266) $false
% 56.96/23.05  																										|
% 56.96/23.05  																										|-The branch is then unsatisfiable
% 56.96/23.05  																									|-Branch two:
% 56.96/23.05  																									| (357)  ~ (all_0_41_41 = e0)
% 56.96/23.05  																									| (895) all_0_46_46 = e0 | all_0_55_55 = e0
% 56.96/23.05  																									|
% 56.96/23.05  																										+-Applying beta-rule and splitting (895), into two cases.
% 56.96/23.05  																										|-Branch one:
% 56.96/23.05  																										| (538) all_0_46_46 = e0
% 56.96/23.05  																										|
% 56.96/23.05  																											| Combining equations (1557,538) yields a new equation:
% 56.96/23.05  																											| (675) e3 = e0
% 56.96/23.05  																											|
% 56.96/23.05  																											| Simplifying 675 yields:
% 56.96/23.05  																											| (676) e3 = e0
% 56.96/23.05  																											|
% 56.96/23.05  																											| Equations (676) can reduce 80 to:
% 56.96/23.05  																											| (266) $false
% 56.96/23.05  																											|
% 56.96/23.05  																											|-The branch is then unsatisfiable
% 56.96/23.05  																										|-Branch two:
% 56.96/23.05  																										| (831)  ~ (all_0_46_46 = e0)
% 56.96/23.05  																										| (858) all_0_55_55 = e0
% 56.96/23.05  																										|
% 56.96/23.05  																											| Equations (858) can reduce 191 to:
% 56.96/23.05  																											| (357)  ~ (all_0_41_41 = e0)
% 56.96/23.05  																											|
% 56.96/23.05  																											| Equations (858) can reduce 93 to:
% 56.96/23.05  																											| (121)  ~ (all_0_50_50 = e0)
% 56.96/23.05  																											|
% 56.96/23.05  																											| Equations (858) can reduce 153 to:
% 56.96/23.05  																											| (1181)  ~ (all_0_56_56 = e0)
% 56.96/23.05  																											|
% 56.96/23.05  																											| Simplifying 1181 yields:
% 56.96/23.05  																											| (828)  ~ (all_0_56_56 = e0)
% 56.96/23.05  																											|
% 56.96/23.05  																											| Equations (858) can reduce 3 to:
% 56.96/23.05  																											| (490)  ~ (all_0_58_58 = e0)
% 56.96/23.05  																											|
% 56.96/23.05  																											| Simplifying 490 yields:
% 56.96/23.05  																											| (491)  ~ (all_0_58_58 = e0)
% 56.96/23.05  																											|
% 56.96/23.05  																											| Equations (858) can reduce 763 to:
% 56.96/23.05  																											| (401)  ~ (e4 = e0)
% 56.96/23.05  																											|
% 56.96/23.05  																											| Simplifying 401 yields:
% 56.96/23.05  																											| (49)  ~ (e4 = e0)
% 56.96/23.05  																											|
% 56.96/23.05  																											| Equations (858) can reduce 270 to:
% 56.96/23.05  																											| (541)  ~ (e3 = e0)
% 56.96/23.05  																											|
% 56.96/23.05  																											| Simplifying 541 yields:
% 56.96/23.05  																											| (80)  ~ (e3 = e0)
% 56.96/23.05  																											|
% 56.96/23.05  																											+-Applying beta-rule and splitting (27), into two cases.
% 56.96/23.05  																											|-Branch one:
% 56.96/23.05  																											| (437) all_0_41_41 = e4
% 56.96/23.05  																											|
% 56.96/23.05  																												| Equations (437) can reduce 214 to:
% 56.96/23.05  																												| (1901)  ~ (all_0_42_42 = e4)
% 56.96/23.05  																												|
% 56.96/23.05  																												| Simplifying 1901 yields:
% 56.96/23.05  																												| (1890)  ~ (all_0_42_42 = e4)
% 56.96/23.05  																												|
% 56.96/23.05  																												| Equations (437) can reduce 149 to:
% 56.96/23.05  																												| (1903)  ~ (all_0_44_44 = e4)
% 56.96/23.05  																												|
% 56.96/23.05  																												| Simplifying 1903 yields:
% 56.96/23.05  																												| (1390)  ~ (all_0_44_44 = e4)
% 56.96/23.05  																												|
% 56.96/23.05  																												| Equations (437) can reduce 221 to:
% 56.96/23.05  																												| (1907)  ~ (all_0_50_50 = e4)
% 56.96/23.05  																												|
% 56.96/23.05  																												| Simplifying 1907 yields:
% 56.96/23.05  																												| (566)  ~ (all_0_50_50 = e4)
% 56.96/23.05  																												|
% 56.96/23.05  																												| Equations (437) can reduce 85 to:
% 56.96/23.05  																												| (48)  ~ (e4 = e2)
% 56.96/23.05  																												|
% 56.96/23.05  																												| Equations (437) can reduce 357 to:
% 56.96/23.05  																												| (49)  ~ (e4 = e0)
% 56.96/23.05  																												|
% 56.96/23.05  																												+-Applying beta-rule and splitting (241), into two cases.
% 56.96/23.05  																												|-Branch one:
% 56.96/23.05  																												| (378) all_0_50_50 = e2
% 56.96/23.05  																												|
% 56.96/23.05  																													| Equations (378) can reduce 302 to:
% 56.96/23.05  																													| (266) $false
% 56.96/23.05  																													|
% 56.96/23.05  																													|-The branch is then unsatisfiable
% 56.96/23.05  																												|-Branch two:
% 56.96/23.05  																												| (302)  ~ (all_0_50_50 = e2)
% 56.96/23.05  																												| (422) all_0_50_50 = e4 | all_0_50_50 = e3 | all_0_50_50 = e1
% 56.96/23.05  																												|
% 56.96/23.05  																													+-Applying beta-rule and splitting (422), into two cases.
% 56.96/23.05  																													|-Branch one:
% 56.96/23.05  																													| (775) all_0_50_50 = e4
% 56.96/23.05  																													|
% 56.96/23.05  																														| Equations (775) can reduce 566 to:
% 56.96/23.05  																														| (266) $false
% 56.96/23.05  																														|
% 56.96/23.06  																														|-The branch is then unsatisfiable
% 56.96/23.06  																													|-Branch two:
% 56.96/23.06  																													| (566)  ~ (all_0_50_50 = e4)
% 56.96/23.06  																													| (1444) all_0_50_50 = e3 | all_0_50_50 = e1
% 56.96/23.06  																													|
% 56.96/23.06  																														+-Applying beta-rule and splitting (1444), into two cases.
% 56.96/23.06  																														|-Branch one:
% 56.96/23.06  																														| (601) all_0_50_50 = e1
% 56.96/23.06  																														|
% 56.96/23.06  																															| Equations (601) can reduce 59 to:
% 56.96/23.06  																															| (463)  ~ (all_0_51_51 = e1)
% 56.96/23.06  																															|
% 56.96/23.06  																															| Simplifying 463 yields:
% 56.96/23.06  																															| (464)  ~ (all_0_51_51 = e1)
% 56.96/23.06  																															|
% 56.96/23.06  																															| Equations (601) can reduce 190 to:
% 56.96/23.06  																															| (1458)  ~ (all_0_53_53 = e1)
% 56.96/23.06  																															|
% 56.96/23.06  																															| Simplifying 1458 yields:
% 56.96/23.06  																															| (1459)  ~ (all_0_53_53 = e1)
% 56.96/23.06  																															|
% 56.96/23.06  																															| Equations (601) can reduce 566 to:
% 56.96/23.06  																															| (602)  ~ (e4 = e1)
% 56.96/23.06  																															|
% 56.96/23.06  																															| Simplifying 602 yields:
% 56.96/23.06  																															| (110)  ~ (e4 = e1)
% 56.96/23.06  																															|
% 56.96/23.06  																															| Equations (601) can reduce 302 to:
% 56.96/23.06  																															| (604)  ~ (e2 = e1)
% 56.96/23.06  																															|
% 56.96/23.06  																															| Simplifying 604 yields:
% 56.96/23.06  																															| (122)  ~ (e2 = e1)
% 56.96/23.06  																															|
% 56.96/23.06  																															+-Applying beta-rule and splitting (152), into two cases.
% 56.96/23.06  																															|-Branch one:
% 56.96/23.06  																															| (1392) all_0_42_42 = e4
% 56.96/23.06  																															|
% 56.96/23.06  																																| Equations (1392) can reduce 1890 to:
% 56.96/23.06  																																| (266) $false
% 56.96/23.06  																																|
% 56.96/23.06  																																|-The branch is then unsatisfiable
% 56.96/23.06  																															|-Branch two:
% 56.96/23.06  																															| (1890)  ~ (all_0_42_42 = e4)
% 56.96/23.06  																															| (1969) all_0_42_42 = e3 | all_0_42_42 = e1 | all_0_42_42 = e0
% 56.96/23.06  																															|
% 56.96/23.06  																																+-Applying beta-rule and splitting (184), into two cases.
% 56.96/23.06  																																|-Branch one:
% 56.96/23.06  																																| (538) all_0_46_46 = e0
% 56.96/23.06  																																|
% 56.96/23.06  																																	| Combining equations (1557,538) yields a new equation:
% 56.96/23.06  																																	| (675) e3 = e0
% 56.96/23.06  																																	|
% 56.96/23.06  																																	| Simplifying 675 yields:
% 56.96/23.06  																																	| (676) e3 = e0
% 56.96/23.06  																																	|
% 56.96/23.06  																																	| Equations (676) can reduce 80 to:
% 56.96/23.06  																																	| (266) $false
% 56.96/23.06  																																	|
% 56.96/23.06  																																	|-The branch is then unsatisfiable
% 56.96/23.06  																																|-Branch two:
% 56.96/23.06  																																| (831)  ~ (all_0_46_46 = e0)
% 56.96/23.06  																																| (832) all_0_47_47 = e0 | all_0_48_48 = e0 | all_0_49_49 = e0
% 56.96/23.06  																																|
% 56.96/23.06  																																	+-Applying beta-rule and splitting (180), into two cases.
% 56.96/23.06  																																	|-Branch one:
% 56.96/23.06  																																	| (516) all_0_42_42 = e3
% 56.96/23.06  																																	|
% 56.96/23.06  																																		| Equations (516) can reduce 145 to:
% 56.96/23.06  																																		| (246)  ~ (all_0_39_39 = e3)
% 56.96/23.06  																																		|
% 56.96/23.06  																																		| Equations (516) can reduce 198 to:
% 56.96/23.06  																																		| (2538)  ~ (all_0_47_47 = e3)
% 56.96/23.06  																																		|
% 56.96/23.06  																																		| Simplifying 2538 yields:
% 56.96/23.06  																																		| (1091)  ~ (all_0_47_47 = e3)
% 56.96/23.06  																																		|
% 56.96/23.06  																																		| Equations (516) can reduce 61 to:
% 56.96/23.06  																																		| (1925)  ~ (all_0_51_51 = e3)
% 56.96/23.06  																																		|
% 56.96/23.06  																																		| Simplifying 1925 yields:
% 56.96/23.06  																																		| (664)  ~ (all_0_51_51 = e3)
% 56.96/23.06  																																		|
% 56.96/23.06  																																		| Equations (516) can reduce 236 to:
% 56.96/23.06  																																		| (271)  ~ (all_0_56_56 = e3)
% 56.96/23.06  																																		|
% 56.96/23.06  																																		| Simplifying 271 yields:
% 56.96/23.06  																																		| (272)  ~ (all_0_56_56 = e3)
% 56.96/23.06  																																		|
% 56.96/23.06  																																		| Equations (516) can reduce 1890 to:
% 56.96/23.06  																																		| (277)  ~ (e4 = e3)
% 56.96/23.06  																																		|
% 56.96/23.06  																																		| Simplifying 277 yields:
% 56.96/23.06  																																		| (188)  ~ (e4 = e3)
% 56.96/23.06  																																		|
% 56.96/23.06  																																		+-Applying beta-rule and splitting (103), into two cases.
% 56.96/23.06  																																		|-Branch one:
% 56.96/23.06  																																		| (453) all_0_41_41 = e1
% 56.96/23.06  																																		|
% 56.96/23.06  																																			| Combining equations (453,437) yields a new equation:
% 56.96/23.06  																																			| (630) e4 = e1
% 56.96/23.06  																																			|
% 56.96/23.06  																																			| Equations (630) can reduce 110 to:
% 56.96/23.06  																																			| (266) $false
% 56.96/23.06  																																			|
% 56.96/23.06  																																			|-The branch is then unsatisfiable
% 56.96/23.06  																																		|-Branch two:
% 56.96/23.06  																																		| (457)  ~ (all_0_41_41 = e1)
% 56.96/23.06  																																		| (458) all_0_42_42 = e1 | all_0_43_43 = e1 | all_0_44_44 = e1
% 56.96/23.06  																																		|
% 56.96/23.06  																																			| Equations (437) can reduce 457 to:
% 56.96/23.06  																																			| (110)  ~ (e4 = e1)
% 56.96/23.06  																																			|
% 56.96/23.06  																																			+-Applying beta-rule and splitting (418), into two cases.
% 56.96/23.06  																																			|-Branch one:
% 56.96/23.06  																																			| (660) all_0_51_51 = e3
% 56.96/23.06  																																			|
% 56.96/23.06  																																				| Equations (660) can reduce 664 to:
% 56.96/23.06  																																				| (266) $false
% 56.96/23.06  																																				|
% 56.96/23.06  																																				|-The branch is then unsatisfiable
% 56.96/23.06  																																			|-Branch two:
% 56.96/23.06  																																			| (664)  ~ (all_0_51_51 = e3)
% 56.96/23.06  																																			| (665) all_0_53_53 = e3
% 56.96/23.06  																																			|
% 56.96/23.06  																																				| Equations (665) can reduce 162 to:
% 56.96/23.06  																																				| (2)  ~ (all_0_40_40 = e3)
% 56.96/23.06  																																				|
% 56.96/23.06  																																				| Equations (665) can reduce 1459 to:
% 56.96/23.06  																																				| (213)  ~ (e3 = e1)
% 56.96/23.06  																																				|
% 56.96/23.06  																																				+-Applying beta-rule and splitting (26), into two cases.
% 56.96/23.06  																																				|-Branch one:
% 56.96/23.06  																																				| (446) all_0_44_44 = e4
% 56.96/23.06  																																				|
% 56.96/23.06  																																					| Equations (446) can reduce 1390 to:
% 56.96/23.06  																																					| (266) $false
% 56.96/23.06  																																					|
% 56.96/23.06  																																					|-The branch is then unsatisfiable
% 56.96/23.06  																																				|-Branch two:
% 56.96/23.06  																																				| (1390)  ~ (all_0_44_44 = e4)
% 56.96/23.06  																																				| (1391) all_0_44_44 = e3 | all_0_44_44 = e1 | all_0_44_44 = e0
% 56.96/23.06  																																				|
% 56.96/23.06  																																					+-Applying beta-rule and splitting (231), into two cases.
% 56.96/23.06  																																					|-Branch one:
% 56.96/23.06  																																					| (775) all_0_50_50 = e4
% 56.96/23.06  																																					|
% 56.96/23.06  																																						| Combining equations (601,775) yields a new equation:
% 56.96/23.06  																																						| (630) e4 = e1
% 56.96/23.06  																																						|
% 56.96/23.06  																																						| Equations (630) can reduce 110 to:
% 56.96/23.06  																																						| (266) $false
% 56.96/23.06  																																						|
% 56.96/23.06  																																						|-The branch is then unsatisfiable
% 56.96/23.06  																																					|-Branch two:
% 56.96/23.06  																																					| (566)  ~ (all_0_50_50 = e4)
% 56.96/23.06  																																					| (1071) all_0_51_51 = e4 | all_0_52_52 = e4 | all_0_53_53 = e4
% 56.96/23.06  																																					|
% 56.96/23.06  																																						+-Applying beta-rule and splitting (131), into two cases.
% 56.96/23.06  																																						|-Branch one:
% 56.96/23.06  																																						| (459) all_0_42_42 = e1
% 56.96/23.06  																																						|
% 56.96/23.06  																																							| Combining equations (459,516) yields a new equation:
% 56.96/23.06  																																							| (455) e3 = e1
% 56.96/23.06  																																							|
% 56.96/23.06  																																							| Equations (455) can reduce 213 to:
% 56.96/23.06  																																							| (266) $false
% 56.96/23.06  																																							|
% 56.96/23.06  																																							|-The branch is then unsatisfiable
% 56.96/23.06  																																						|-Branch two:
% 56.96/23.06  																																						| (1380)  ~ (all_0_42_42 = e1)
% 56.96/23.06  																																						| (3259) all_0_47_47 = e1 | all_0_51_51 = e1 | all_0_56_56 = e1
% 56.96/23.06  																																						|
% 56.96/23.06  																																							| Equations (516) can reduce 1380 to:
% 56.96/23.06  																																							| (213)  ~ (e3 = e1)
% 56.96/23.06  																																							|
% 56.96/23.06  																																							+-Applying beta-rule and splitting (1071), into two cases.
% 56.96/23.06  																																							|-Branch one:
% 56.96/23.06  																																							| (1101) all_0_51_51 = e4
% 56.96/23.06  																																							|
% 56.96/23.06  																																								| Equations (1101) can reduce 139 to:
% 56.96/23.06  																																								| (1377)  ~ (all_0_39_39 = e4)
% 56.96/23.06  																																								|
% 56.96/23.06  																																								| Equations (1101) can reduce 115 to:
% 56.96/23.06  																																								| (49)  ~ (e4 = e0)
% 56.96/23.06  																																								|
% 56.96/23.06  																																								+-Applying beta-rule and splitting (150), into two cases.
% 56.96/23.06  																																								|-Branch one:
% 56.96/23.06  																																								| (1378) all_0_40_40 = e4
% 56.96/23.06  																																								|
% 56.96/23.06  																																									| Equations (1378) can reduce 200 to:
% 56.96/23.06  																																									| (255)  ~ (all_0_49_49 = e4)
% 56.96/23.06  																																									|
% 56.96/23.06  																																									| Simplifying 255 yields:
% 56.96/23.06  																																									| (256)  ~ (all_0_49_49 = e4)
% 56.96/23.06  																																									|
% 56.96/23.06  																																									| Equations (1378) can reduce 296 to:
% 56.96/23.06  																																									| (48)  ~ (e4 = e2)
% 56.96/23.06  																																									|
% 56.96/23.06  																																									| Equations (1378) can reduce 132 to:
% 56.96/23.06  																																									| (110)  ~ (e4 = e1)
% 56.96/23.06  																																									|
% 56.96/23.06  																																									+-Applying beta-rule and splitting (333), into two cases.
% 56.96/23.06  																																									|-Branch one:
% 56.96/23.06  																																									| (480) all_0_39_39 = e0
% 56.96/23.06  																																									|
% 56.96/23.06  																																										| Equations (480) can reduce 79 to:
% 56.96/23.06  																																										| (1402)  ~ (all_0_47_47 = e0)
% 56.96/23.06  																																										|
% 56.96/23.06  																																										| Simplifying 1402 yields:
% 56.96/23.06  																																										| (678)  ~ (all_0_47_47 = e0)
% 56.96/23.06  																																										|
% 56.96/23.06  																																										| Equations (480) can reduce 151 to:
% 56.96/23.06  																																										| (435)  ~ (e1 = e0)
% 56.96/23.06  																																										|
% 56.96/23.06  																																										| Simplifying 435 yields:
% 56.96/23.06  																																										| (233)  ~ (e1 = e0)
% 56.96/23.06  																																										|
% 56.96/23.06  																																										+-Applying beta-rule and splitting (3259), into two cases.
% 56.96/23.06  																																										|-Branch one:
% 56.96/23.06  																																										| (654) all_0_47_47 = e1
% 56.96/23.06  																																										|
% 56.96/23.06  																																											| Equations (654) can reduce 462 to:
% 56.96/23.06  																																											| (266) $false
% 56.96/23.06  																																											|
% 56.96/23.06  																																											|-The branch is then unsatisfiable
% 56.96/23.06  																																										|-Branch two:
% 56.96/23.06  																																										| (462)  ~ (all_0_47_47 = e1)
% 56.96/23.06  																																										| (3264) all_0_51_51 = e1 | all_0_56_56 = e1
% 56.96/23.06  																																										|
% 56.96/23.06  																																											+-Applying beta-rule and splitting (832), into two cases.
% 56.96/23.06  																																											|-Branch one:
% 56.96/23.06  																																											| (674) all_0_47_47 = e0
% 56.96/23.06  																																											|
% 56.96/23.06  																																												| Equations (674) can reduce 678 to:
% 56.96/23.06  																																												| (266) $false
% 56.96/23.06  																																												|
% 56.96/23.06  																																												|-The branch is then unsatisfiable
% 56.96/23.06  																																											|-Branch two:
% 56.96/23.06  																																											| (678)  ~ (all_0_47_47 = e0)
% 56.96/23.06  																																											| (1278) all_0_48_48 = e0 | all_0_49_49 = e0
% 56.96/23.06  																																											|
% 56.96/23.06  																																												+-Applying beta-rule and splitting (163), into two cases.
% 56.96/23.06  																																												|-Branch one:
% 56.96/23.06  																																												| (565) all_0_52_52 = e4
% 56.96/23.06  																																												|
% 56.96/23.06  																																													| Combining equations (352,565) yields a new equation:
% 56.96/23.06  																																													| (323) e4 = e2
% 56.96/23.06  																																													|
% 56.96/23.06  																																													| Equations (323) can reduce 48 to:
% 56.96/23.06  																																													| (266) $false
% 56.96/23.06  																																													|
% 56.96/23.06  																																													|-The branch is then unsatisfiable
% 56.96/23.06  																																												|-Branch two:
% 56.96/23.06  																																												| (780)  ~ (all_0_52_52 = e4)
% 56.96/23.06  																																												| (781) (all_0_41_41 = e0 & all_0_58_58 = e3 &  ~ (all_0_44_44 = e3)) | (all_0_41_41 = e0 & all_0_58_58 = e3 &  ~ (all_0_55_55 = e0)) | (all_0_47_47 = e1 & all_0_52_52 = e2 &  ~ (all_0_48_48 = e2)) | (all_0_47_47 = e1 & all_0_52_52 = e2 &  ~ (all_0_51_51 = e1)) | (all_0_47_47 = e0 & all_0_58_58 = e2 &  ~ (all_0_49_49 = e2)) | (all_0_47_47 = e0 & all_0_58_58 = e2 &  ~ (all_0_56_56 = e0))
% 56.96/23.06  																																												|
% 56.96/23.06  																																													+-Applying beta-rule and splitting (1278), into two cases.
% 56.96/23.06  																																													|-Branch one:
% 56.96/23.06  																																													| (1279) all_0_48_48 = e0
% 56.96/23.06  																																													|
% 56.96/23.06  																																														| Combining equations (615,1279) yields a new equation:
% 56.96/23.06  																																														| (546) e1 = e0
% 56.96/23.06  																																														|
% 56.96/23.06  																																														| Simplifying 546 yields:
% 56.96/23.06  																																														| (431) e1 = e0
% 56.96/23.06  																																														|
% 56.96/23.06  																																														| Equations (431) can reduce 233 to:
% 56.96/23.06  																																														| (266) $false
% 56.96/23.06  																																														|
% 56.96/23.06  																																														|-The branch is then unsatisfiable
% 56.96/23.06  																																													|-Branch two:
% 56.96/23.06  																																													| (1283)  ~ (all_0_48_48 = e0)
% 56.96/23.06  																																													| (978) all_0_49_49 = e0
% 56.96/23.06  																																													|
% 56.96/23.06  																																														| Equations (978) can reduce 86 to:
% 56.96/23.06  																																														| (678)  ~ (all_0_47_47 = e0)
% 56.96/23.06  																																														|
% 56.96/23.06  																																														| Equations (978) can reduce 256 to:
% 56.96/23.06  																																														| (401)  ~ (e4 = e0)
% 56.96/23.06  																																														|
% 56.96/23.06  																																														| Simplifying 401 yields:
% 56.96/23.06  																																														| (49)  ~ (e4 = e0)
% 56.96/23.06  																																														|
% 56.96/23.06  																																														+-Applying beta-rule and splitting (3264), into two cases.
% 56.96/23.06  																																														|-Branch one:
% 56.96/23.06  																																														| (1109) all_0_51_51 = e1
% 56.96/23.06  																																														|
% 56.96/23.06  																																															| Combining equations (1101,1109) yields a new equation:
% 56.96/23.06  																																															| (636) e4 = e1
% 56.96/23.06  																																															|
% 56.96/23.06  																																															| Simplifying 636 yields:
% 56.96/23.06  																																															| (630) e4 = e1
% 56.96/23.06  																																															|
% 56.96/23.06  																																															| Equations (630) can reduce 110 to:
% 56.96/23.06  																																															| (266) $false
% 56.96/23.06  																																															|
% 56.96/23.06  																																															|-The branch is then unsatisfiable
% 56.96/23.06  																																														|-Branch two:
% 56.96/23.06  																																														| (464)  ~ (all_0_51_51 = e1)
% 56.96/23.06  																																														| (1569) all_0_56_56 = e1
% 56.96/23.06  																																														|
% 56.96/23.06  																																															| Equations (1569) can reduce 91 to:
% 56.96/23.06  																																															| (462)  ~ (all_0_47_47 = e1)
% 56.96/23.06  																																															|
% 56.96/23.06  																																															+-Applying beta-rule and splitting (781), into two cases.
% 56.96/23.06  																																															|-Branch one:
% 56.96/23.06  																																															| (789) (all_0_41_41 = e0 & all_0_58_58 = e3 &  ~ (all_0_44_44 = e3)) | (all_0_41_41 = e0 & all_0_58_58 = e3 &  ~ (all_0_55_55 = e0)) | (all_0_47_47 = e1 & all_0_52_52 = e2 &  ~ (all_0_48_48 = e2)) | (all_0_47_47 = e1 & all_0_52_52 = e2 &  ~ (all_0_51_51 = e1)) | (all_0_47_47 = e0 & all_0_58_58 = e2 &  ~ (all_0_49_49 = e2))
% 56.96/23.06  																																															|
% 56.96/23.06  																																																+-Applying beta-rule and splitting (789), into two cases.
% 56.96/23.06  																																																|-Branch one:
% 56.96/23.06  																																																| (790) (all_0_41_41 = e0 & all_0_58_58 = e3 &  ~ (all_0_44_44 = e3)) | (all_0_41_41 = e0 & all_0_58_58 = e3 &  ~ (all_0_55_55 = e0)) | (all_0_47_47 = e1 & all_0_52_52 = e2 &  ~ (all_0_48_48 = e2)) | (all_0_47_47 = e1 & all_0_52_52 = e2 &  ~ (all_0_51_51 = e1))
% 56.96/23.06  																																																|
% 56.96/23.06  																																																	+-Applying beta-rule and splitting (790), into two cases.
% 56.96/23.06  																																																	|-Branch one:
% 56.96/23.06  																																																	| (791) (all_0_41_41 = e0 & all_0_58_58 = e3 &  ~ (all_0_44_44 = e3)) | (all_0_41_41 = e0 & all_0_58_58 = e3 &  ~ (all_0_55_55 = e0)) | (all_0_47_47 = e1 & all_0_52_52 = e2 &  ~ (all_0_48_48 = e2))
% 56.96/23.06  																																																	|
% 56.96/23.06  																																																		+-Applying beta-rule and splitting (791), into two cases.
% 56.96/23.06  																																																		|-Branch one:
% 56.96/23.06  																																																		| (792) (all_0_41_41 = e0 & all_0_58_58 = e3 &  ~ (all_0_44_44 = e3)) | (all_0_41_41 = e0 & all_0_58_58 = e3 &  ~ (all_0_55_55 = e0))
% 56.96/23.06  																																																		|
% 56.96/23.06  																																																			+-Applying beta-rule and splitting (792), into two cases.
% 56.96/23.06  																																																			|-Branch one:
% 56.96/23.06  																																																			| (793) all_0_41_41 = e0 & all_0_58_58 = e3 &  ~ (all_0_44_44 = e3)
% 56.96/23.06  																																																			|
% 56.96/23.06  																																																				| Applying alpha-rule on (793) yields:
% 56.96/23.06  																																																				| (794) all_0_41_41 = e0
% 56.96/23.06  																																																				| (795) all_0_58_58 = e3
% 56.96/23.06  																																																				| (407)  ~ (all_0_44_44 = e3)
% 56.96/23.06  																																																				|
% 56.96/23.06  																																																				| Combining equations (437,794) yields a new equation:
% 56.96/23.06  																																																				| (481) e4 = e0
% 56.96/23.06  																																																				|
% 56.96/23.06  																																																				| Simplifying 481 yields:
% 56.96/23.06  																																																				| (397) e4 = e0
% 56.96/23.06  																																																				|
% 56.96/23.06  																																																				| Equations (397) can reduce 49 to:
% 56.96/23.06  																																																				| (266) $false
% 56.96/23.06  																																																				|
% 56.96/23.06  																																																				|-The branch is then unsatisfiable
% 56.96/23.06  																																																			|-Branch two:
% 56.96/23.06  																																																			| (800) all_0_41_41 = e0 & all_0_58_58 = e3 &  ~ (all_0_55_55 = e0)
% 56.96/23.06  																																																			|
% 56.96/23.06  																																																				| Applying alpha-rule on (800) yields:
% 56.96/23.06  																																																				| (794) all_0_41_41 = e0
% 56.96/23.06  																																																				| (795) all_0_58_58 = e3
% 56.96/23.06  																																																				| (803)  ~ (all_0_55_55 = e0)
% 56.96/23.06  																																																				|
% 56.96/23.06  																																																				| Combining equations (437,794) yields a new equation:
% 56.96/23.06  																																																				| (481) e4 = e0
% 56.96/23.06  																																																				|
% 56.96/23.06  																																																				| Simplifying 481 yields:
% 56.96/23.06  																																																				| (397) e4 = e0
% 56.96/23.06  																																																				|
% 56.96/23.06  																																																				| Equations (397) can reduce 49 to:
% 56.96/23.06  																																																				| (266) $false
% 56.96/23.06  																																																				|
% 56.96/23.06  																																																				|-The branch is then unsatisfiable
% 56.96/23.06  																																																		|-Branch two:
% 56.96/23.06  																																																		| (807) all_0_47_47 = e1 & all_0_52_52 = e2 &  ~ (all_0_48_48 = e2)
% 56.96/23.06  																																																		|
% 56.96/23.06  																																																			| Applying alpha-rule on (807) yields:
% 56.96/23.06  																																																			| (654) all_0_47_47 = e1
% 56.96/23.06  																																																			| (352) all_0_52_52 = e2
% 56.96/23.06  																																																			| (810)  ~ (all_0_48_48 = e2)
% 56.96/23.06  																																																			|
% 56.96/23.06  																																																			| Equations (654) can reduce 462 to:
% 56.96/23.06  																																																			| (266) $false
% 56.96/23.06  																																																			|
% 56.96/23.06  																																																			|-The branch is then unsatisfiable
% 56.96/23.06  																																																	|-Branch two:
% 56.96/23.06  																																																	| (813) all_0_47_47 = e1 & all_0_52_52 = e2 &  ~ (all_0_51_51 = e1)
% 56.96/23.06  																																																	|
% 56.96/23.06  																																																		| Applying alpha-rule on (813) yields:
% 56.96/23.06  																																																		| (654) all_0_47_47 = e1
% 56.96/23.06  																																																		| (352) all_0_52_52 = e2
% 56.96/23.06  																																																		| (464)  ~ (all_0_51_51 = e1)
% 56.96/23.06  																																																		|
% 56.96/23.06  																																																		| Equations (654) can reduce 462 to:
% 56.96/23.06  																																																		| (266) $false
% 56.96/23.06  																																																		|
% 56.96/23.06  																																																		|-The branch is then unsatisfiable
% 56.96/23.06  																																																|-Branch two:
% 56.96/23.06  																																																| (819) all_0_47_47 = e0 & all_0_58_58 = e2 &  ~ (all_0_49_49 = e2)
% 56.96/23.06  																																																|
% 56.96/23.06  																																																	| Applying alpha-rule on (819) yields:
% 56.96/23.06  																																																	| (674) all_0_47_47 = e0
% 56.96/23.06  																																																	| (624) all_0_58_58 = e2
% 56.96/23.06  																																																	| (340)  ~ (all_0_49_49 = e2)
% 56.96/23.06  																																																	|
% 56.96/23.06  																																																	| Equations (674) can reduce 678 to:
% 56.96/23.06  																																																	| (266) $false
% 56.96/23.06  																																																	|
% 56.96/23.06  																																																	|-The branch is then unsatisfiable
% 56.96/23.06  																																															|-Branch two:
% 56.96/23.06  																																															| (825) all_0_47_47 = e0 & all_0_58_58 = e2 &  ~ (all_0_56_56 = e0)
% 56.96/23.06  																																															|
% 56.96/23.06  																																																| Applying alpha-rule on (825) yields:
% 56.96/23.06  																																																| (674) all_0_47_47 = e0
% 56.96/23.06  																																																| (624) all_0_58_58 = e2
% 56.96/23.06  																																																| (828)  ~ (all_0_56_56 = e0)
% 56.96/23.06  																																																|
% 56.96/23.06  																																																| Equations (674) can reduce 678 to:
% 56.96/23.06  																																																| (266) $false
% 56.96/23.06  																																																|
% 56.96/23.06  																																																|-The branch is then unsatisfiable
% 56.96/23.06  																																									|-Branch two:
% 56.96/23.06  																																									| (484)  ~ (all_0_39_39 = e0)
% 56.96/23.06  																																									| (485) all_0_40_40 = e0
% 56.96/23.06  																																									|
% 56.96/23.06  																																										| Combining equations (485,1378) yields a new equation:
% 56.96/23.06  																																										| (397) e4 = e0
% 56.96/23.06  																																										|
% 56.96/23.06  																																										| Equations (397) can reduce 49 to:
% 56.96/23.06  																																										| (266) $false
% 56.96/23.06  																																										|
% 56.96/23.06  																																										|-The branch is then unsatisfiable
% 56.96/23.06  																																								|-Branch two:
% 56.96/23.06  																																								| (447)  ~ (all_0_40_40 = e4)
% 56.96/23.06  																																								| (2271) all_0_44_44 = e4 | all_0_49_49 = e4 | all_0_53_53 = e4 | all_0_58_58 = e4
% 56.96/23.06  																																								|
% 56.96/23.06  																																									+-Applying beta-rule and splitting (3259), into two cases.
% 56.96/23.06  																																									|-Branch one:
% 56.96/23.06  																																									| (654) all_0_47_47 = e1
% 56.96/23.06  																																									|
% 56.96/23.06  																																										| Equations (654) can reduce 462 to:
% 56.96/23.06  																																										| (266) $false
% 56.96/23.06  																																										|
% 56.96/23.06  																																										|-The branch is then unsatisfiable
% 56.96/23.06  																																									|-Branch two:
% 56.96/23.06  																																									| (462)  ~ (all_0_47_47 = e1)
% 56.96/23.06  																																									| (3264) all_0_51_51 = e1 | all_0_56_56 = e1
% 56.96/23.06  																																									|
% 56.96/23.06  																																										+-Applying beta-rule and splitting (2271), into two cases.
% 56.96/23.06  																																										|-Branch one:
% 56.96/23.06  																																										| (446) all_0_44_44 = e4
% 56.96/23.06  																																										|
% 56.96/23.06  																																											| Equations (446) can reduce 1390 to:
% 56.96/23.06  																																											| (266) $false
% 56.96/23.06  																																											|
% 56.96/23.06  																																											|-The branch is then unsatisfiable
% 56.96/23.06  																																										|-Branch two:
% 56.96/23.06  																																										| (1390)  ~ (all_0_44_44 = e4)
% 56.96/23.06  																																										| (7998) all_0_49_49 = e4 | all_0_53_53 = e4 | all_0_58_58 = e4
% 56.96/23.06  																																										|
% 56.96/23.06  																																											+-Applying beta-rule and splitting (316), into two cases.
% 56.96/23.06  																																											|-Branch one:
% 56.96/23.06  																																											| (1378) all_0_40_40 = e4
% 56.96/23.06  																																											|
% 56.96/23.06  																																												| Equations (1378) can reduce 447 to:
% 56.96/23.06  																																												| (266) $false
% 56.96/23.06  																																												|
% 56.96/23.06  																																												|-The branch is then unsatisfiable
% 56.96/23.06  																																											|-Branch two:
% 56.96/23.06  																																											| (447)  ~ (all_0_40_40 = e4)
% 56.96/23.06  																																											| (485) all_0_40_40 = e0
% 56.96/23.06  																																											|
% 56.96/23.06  																																												| Equations (485) can reduce 176 to:
% 56.96/23.06  																																												| (484)  ~ (all_0_39_39 = e0)
% 56.96/23.06  																																												|
% 56.96/23.06  																																												| Equations (485) can reduce 2 to:
% 56.96/23.06  																																												| (541)  ~ (e3 = e0)
% 56.96/23.06  																																												|
% 56.96/23.06  																																												| Simplifying 541 yields:
% 56.96/23.06  																																												| (80)  ~ (e3 = e0)
% 56.96/23.06  																																												|
% 56.96/23.06  																																												| Equations (485) can reduce 132 to:
% 56.96/23.06  																																												| (435)  ~ (e1 = e0)
% 56.96/23.06  																																												|
% 56.96/23.06  																																												| Simplifying 435 yields:
% 56.96/23.06  																																												| (233)  ~ (e1 = e0)
% 56.96/23.06  																																												|
% 56.96/23.06  																																												+-Applying beta-rule and splitting (104), into two cases.
% 56.96/23.06  																																												|-Branch one:
% 56.96/23.06  																																												| (480) all_0_39_39 = e0
% 56.96/23.06  																																												|
% 56.96/23.06  																																													| Equations (480) can reduce 484 to:
% 56.96/23.06  																																													| (266) $false
% 56.96/23.06  																																													|
% 56.96/23.06  																																													|-The branch is then unsatisfiable
% 56.96/23.06  																																												|-Branch two:
% 56.96/23.06  																																												| (484)  ~ (all_0_39_39 = e0)
% 56.96/23.06  																																												| (558) all_0_42_42 = e0 | all_0_47_47 = e0 | all_0_56_56 = e0
% 56.96/23.06  																																												|
% 56.96/23.06  																																													+-Applying beta-rule and splitting (458), into two cases.
% 56.96/23.06  																																													|-Branch one:
% 56.96/23.06  																																													| (459) all_0_42_42 = e1
% 56.96/23.06  																																													|
% 56.96/23.06  																																														| Combining equations (459,516) yields a new equation:
% 56.96/23.06  																																														| (455) e3 = e1
% 56.96/23.06  																																														|
% 56.96/23.06  																																														| Equations (455) can reduce 213 to:
% 56.96/23.06  																																														| (266) $false
% 56.96/23.06  																																														|
% 56.96/23.06  																																														|-The branch is then unsatisfiable
% 56.96/23.06  																																													|-Branch two:
% 56.96/23.06  																																													| (1380)  ~ (all_0_42_42 = e1)
% 56.96/23.06  																																													| (1381) all_0_43_43 = e1 | all_0_44_44 = e1
% 56.96/23.06  																																													|
% 56.96/23.06  																																														+-Applying beta-rule and splitting (1381), into two cases.
% 56.96/23.06  																																														|-Branch one:
% 56.96/23.06  																																														| (430) all_0_43_43 = e1
% 56.96/23.06  																																														|
% 56.96/23.06  																																															| Combining equations (430,356) yields a new equation:
% 56.96/23.06  																																															| (546) e1 = e0
% 56.96/23.06  																																															|
% 56.96/23.06  																																															| Simplifying 546 yields:
% 56.96/23.06  																																															| (431) e1 = e0
% 56.96/23.06  																																															|
% 56.96/23.06  																																															| Equations (431) can reduce 233 to:
% 56.96/23.06  																																															| (266) $false
% 56.96/23.06  																																															|
% 56.96/23.06  																																															|-The branch is then unsatisfiable
% 56.96/23.06  																																														|-Branch two:
% 56.96/23.06  																																														| (433)  ~ (all_0_43_43 = e1)
% 56.96/23.06  																																														| (635) all_0_44_44 = e1
% 56.96/23.06  																																														|
% 56.96/23.06  																																															| Equations (635) can reduce 1390 to:
% 56.96/23.06  																																															| (602)  ~ (e4 = e1)
% 56.96/23.06  																																															|
% 56.96/23.06  																																															| Simplifying 602 yields:
% 56.96/23.06  																																															| (110)  ~ (e4 = e1)
% 56.96/23.06  																																															|
% 56.96/23.06  																																															+-Applying beta-rule and splitting (558), into two cases.
% 56.96/23.06  																																															|-Branch one:
% 56.96/23.06  																																															| (559) all_0_42_42 = e0
% 56.96/23.06  																																															|
% 56.96/23.06  																																																| Combining equations (559,516) yields a new equation:
% 56.96/23.06  																																																| (676) e3 = e0
% 56.96/23.06  																																																|
% 56.96/23.06  																																																| Equations (676) can reduce 80 to:
% 56.96/23.06  																																																| (266) $false
% 56.96/23.06  																																																|
% 56.96/23.06  																																																|-The branch is then unsatisfiable
% 56.96/23.06  																																															|-Branch two:
% 56.96/23.06  																																															| (358)  ~ (all_0_42_42 = e0)
% 56.96/23.06  																																															| (563) all_0_47_47 = e0 | all_0_56_56 = e0
% 56.96/23.06  																																															|
% 56.96/23.06  																																																+-Applying beta-rule and splitting (3264), into two cases.
% 56.96/23.06  																																																|-Branch one:
% 56.96/23.06  																																																| (1109) all_0_51_51 = e1
% 56.96/23.06  																																																|
% 56.96/23.06  																																																	| Combining equations (1101,1109) yields a new equation:
% 56.96/23.06  																																																	| (636) e4 = e1
% 56.96/23.06  																																																	|
% 56.96/23.06  																																																	| Simplifying 636 yields:
% 56.96/23.06  																																																	| (630) e4 = e1
% 56.96/23.06  																																																	|
% 56.96/23.06  																																																	| Equations (630) can reduce 110 to:
% 56.96/23.06  																																																	| (266) $false
% 56.96/23.06  																																																	|
% 56.96/23.06  																																																	|-The branch is then unsatisfiable
% 56.96/23.06  																																																|-Branch two:
% 56.96/23.06  																																																| (464)  ~ (all_0_51_51 = e1)
% 56.96/23.07  																																																| (1569) all_0_56_56 = e1
% 56.96/23.07  																																																|
% 56.96/23.07  																																																	| Equations (1569) can reduce 828 to:
% 56.96/23.07  																																																	| (233)  ~ (e1 = e0)
% 56.96/23.07  																																																	|
% 56.96/23.07  																																																	+-Applying beta-rule and splitting (563), into two cases.
% 56.96/23.07  																																																	|-Branch one:
% 56.96/23.07  																																																	| (674) all_0_47_47 = e0
% 56.96/23.07  																																																	|
% 56.96/23.07  																																																		| Equations (674) can reduce 79 to:
% 56.96/23.07  																																																		| (484)  ~ (all_0_39_39 = e0)
% 56.96/23.07  																																																		|
% 56.96/23.07  																																																		+-Applying beta-rule and splitting (320), into two cases.
% 56.96/23.07  																																																		|-Branch one:
% 56.96/23.07  																																																		| (471) all_0_39_39 = e4
% 56.96/23.07  																																																		|
% 56.96/23.07  																																																			| Equations (471) can reduce 1377 to:
% 56.96/23.07  																																																			| (266) $false
% 56.96/23.07  																																																			|
% 56.96/23.07  																																																			|-The branch is then unsatisfiable
% 56.96/23.07  																																																		|-Branch two:
% 56.96/23.07  																																																		| (1377)  ~ (all_0_39_39 = e4)
% 56.96/23.07  																																																		| (480) all_0_39_39 = e0
% 56.96/23.07  																																																		|
% 56.96/23.07  																																																			| Equations (480) can reduce 484 to:
% 56.96/23.07  																																																			| (266) $false
% 56.96/23.07  																																																			|
% 56.96/23.07  																																																			|-The branch is then unsatisfiable
% 56.96/23.07  																																																	|-Branch two:
% 56.96/23.07  																																																	| (678)  ~ (all_0_47_47 = e0)
% 56.96/23.07  																																																	| (679) all_0_56_56 = e0
% 56.96/23.07  																																																	|
% 56.96/23.07  																																																		| Combining equations (1569,679) yields a new equation:
% 56.96/23.07  																																																		| (546) e1 = e0
% 56.96/23.07  																																																		|
% 56.96/23.07  																																																		| Simplifying 546 yields:
% 56.96/23.07  																																																		| (431) e1 = e0
% 56.96/23.07  																																																		|
% 56.96/23.07  																																																		| Equations (431) can reduce 233 to:
% 56.96/23.07  																																																		| (266) $false
% 56.96/23.07  																																																		|
% 56.96/23.07  																																																		|-The branch is then unsatisfiable
% 56.96/23.07  																																							|-Branch two:
% 56.96/23.07  																																							| (475)  ~ (all_0_51_51 = e4)
% 56.96/23.07  																																							| (1294) all_0_52_52 = e4 | all_0_53_53 = e4
% 56.96/23.07  																																							|
% 56.96/23.07  																																								+-Applying beta-rule and splitting (164), into two cases.
% 56.96/23.07  																																								|-Branch one:
% 56.96/23.07  																																								| (471) all_0_39_39 = e4
% 56.96/23.07  																																								|
% 56.96/23.07  																																									| Equations (471) can reduce 154 to:
% 56.96/23.07  																																									| (476)  ~ (all_0_56_56 = e4)
% 56.96/23.07  																																									|
% 56.96/23.07  																																									| Simplifying 476 yields:
% 56.96/23.07  																																									| (477)  ~ (all_0_56_56 = e4)
% 56.96/23.07  																																									|
% 56.96/23.07  																																									| Equations (471) can reduce 246 to:
% 56.96/23.07  																																									| (188)  ~ (e4 = e3)
% 56.96/23.07  																																									|
% 56.96/23.07  																																									+-Applying beta-rule and splitting (104), into two cases.
% 56.96/23.07  																																									|-Branch one:
% 56.96/23.07  																																									| (480) all_0_39_39 = e0
% 56.96/23.07  																																									|
% 56.96/23.07  																																										| Combining equations (480,471) yields a new equation:
% 56.96/23.07  																																										| (397) e4 = e0
% 56.96/23.07  																																										|
% 56.96/23.07  																																										| Equations (397) can reduce 49 to:
% 56.96/23.07  																																										| (266) $false
% 56.96/23.07  																																										|
% 56.96/23.07  																																										|-The branch is then unsatisfiable
% 56.96/23.07  																																									|-Branch two:
% 56.96/23.07  																																									| (484)  ~ (all_0_39_39 = e0)
% 56.96/23.07  																																									| (558) all_0_42_42 = e0 | all_0_47_47 = e0 | all_0_56_56 = e0
% 56.96/23.07  																																									|
% 56.96/23.07  																																										| Equations (471) can reduce 484 to:
% 56.96/23.07  																																										| (49)  ~ (e4 = e0)
% 56.96/23.07  																																										|
% 56.96/23.07  																																										+-Applying beta-rule and splitting (333), into two cases.
% 56.96/23.07  																																										|-Branch one:
% 56.96/23.07  																																										| (480) all_0_39_39 = e0
% 56.96/23.07  																																										|
% 56.96/23.07  																																											| Combining equations (480,471) yields a new equation:
% 56.96/23.07  																																											| (397) e4 = e0
% 56.96/23.07  																																											|
% 56.96/23.07  																																											| Equations (397) can reduce 49 to:
% 56.96/23.07  																																											| (266) $false
% 56.96/23.07  																																											|
% 56.96/23.07  																																											|-The branch is then unsatisfiable
% 56.96/23.07  																																										|-Branch two:
% 56.96/23.07  																																										| (484)  ~ (all_0_39_39 = e0)
% 56.96/23.07  																																										| (485) all_0_40_40 = e0
% 56.96/23.07  																																										|
% 56.96/23.07  																																											| Equations (485) can reduce 200 to:
% 56.96/23.07  																																											| (486)  ~ (all_0_49_49 = e0)
% 56.96/23.07  																																											|
% 56.96/23.07  																																											| Simplifying 486 yields:
% 56.96/23.07  																																											| (487)  ~ (all_0_49_49 = e0)
% 56.96/23.07  																																											|
% 56.96/23.07  																																											| Equations (485) can reduce 178 to:
% 56.96/23.07  																																											| (490)  ~ (all_0_58_58 = e0)
% 56.96/23.07  																																											|
% 56.96/23.07  																																											| Simplifying 490 yields:
% 56.96/23.07  																																											| (491)  ~ (all_0_58_58 = e0)
% 56.96/23.07  																																											|
% 56.96/23.07  																																											+-Applying beta-rule and splitting (54), into two cases.
% 56.96/23.07  																																											|-Branch one:
% 56.96/23.07  																																											| (583) all_0_49_49 = e2
% 56.96/23.07  																																											|
% 56.96/23.07  																																												| Equations (583) can reduce 256 to:
% 56.96/23.07  																																												| (327)  ~ (e4 = e2)
% 56.96/23.07  																																												|
% 56.96/23.07  																																												| Simplifying 327 yields:
% 56.96/23.07  																																												| (48)  ~ (e4 = e2)
% 56.96/23.07  																																												|
% 56.96/23.07  																																												+-Applying beta-rule and splitting (163), into two cases.
% 56.96/23.07  																																												|-Branch one:
% 56.96/23.07  																																												| (565) all_0_52_52 = e4
% 56.96/23.07  																																												|
% 56.96/23.07  																																													| Combining equations (352,565) yields a new equation:
% 56.96/23.07  																																													| (323) e4 = e2
% 56.96/23.07  																																													|
% 56.96/23.07  																																													| Equations (323) can reduce 48 to:
% 56.96/23.07  																																													| (266) $false
% 56.96/23.07  																																													|
% 56.96/23.07  																																													|-The branch is then unsatisfiable
% 56.96/23.07  																																												|-Branch two:
% 56.96/23.07  																																												| (780)  ~ (all_0_52_52 = e4)
% 56.96/23.07  																																												| (781) (all_0_41_41 = e0 & all_0_58_58 = e3 &  ~ (all_0_44_44 = e3)) | (all_0_41_41 = e0 & all_0_58_58 = e3 &  ~ (all_0_55_55 = e0)) | (all_0_47_47 = e1 & all_0_52_52 = e2 &  ~ (all_0_48_48 = e2)) | (all_0_47_47 = e1 & all_0_52_52 = e2 &  ~ (all_0_51_51 = e1)) | (all_0_47_47 = e0 & all_0_58_58 = e2 &  ~ (all_0_49_49 = e2)) | (all_0_47_47 = e0 & all_0_58_58 = e2 &  ~ (all_0_56_56 = e0))
% 56.96/23.07  																																												|
% 56.96/23.07  																																													| Equations (352) can reduce 780 to:
% 56.96/23.07  																																													| (327)  ~ (e4 = e2)
% 56.96/23.07  																																													|
% 56.96/23.07  																																													| Simplifying 327 yields:
% 56.96/23.07  																																													| (48)  ~ (e4 = e2)
% 56.96/23.07  																																													|
% 56.96/23.07  																																													+-Applying beta-rule and splitting (1294), into two cases.
% 56.96/23.07  																																													|-Branch one:
% 56.96/23.07  																																													| (565) all_0_52_52 = e4
% 56.96/23.07  																																													|
% 56.96/23.07  																																														| Combining equations (352,565) yields a new equation:
% 56.96/23.07  																																														| (323) e4 = e2
% 56.96/23.07  																																														|
% 56.96/23.07  																																														| Equations (323) can reduce 48 to:
% 56.96/23.07  																																														| (266) $false
% 56.96/23.07  																																														|
% 56.96/23.07  																																														|-The branch is then unsatisfiable
% 56.96/23.07  																																													|-Branch two:
% 56.96/23.07  																																													| (780)  ~ (all_0_52_52 = e4)
% 56.96/23.07  																																													| (1298) all_0_53_53 = e4
% 56.96/23.07  																																													|
% 56.96/23.07  																																														| Combining equations (665,1298) yields a new equation:
% 56.96/23.07  																																														| (425) e4 = e3
% 56.96/23.07  																																														|
% 56.96/23.07  																																														| Equations (425) can reduce 188 to:
% 56.96/23.07  																																														| (266) $false
% 56.96/23.07  																																														|
% 56.96/23.07  																																														|-The branch is then unsatisfiable
% 56.96/23.07  																																											|-Branch two:
% 56.96/23.07  																																											| (340)  ~ (all_0_49_49 = e2)
% 56.96/23.07  																																											| (586) all_0_49_49 = e4 | all_0_49_49 = e3 | all_0_49_49 = e1 | all_0_49_49 = e0
% 56.96/23.07  																																											|
% 56.96/23.07  																																												+-Applying beta-rule and splitting (10171), into two cases.
% 56.96/23.07  																																												|-Branch one:
% 56.96/23.07  																																												| (1105) all_0_47_47 = e2
% 56.96/23.07  																																												|
% 56.96/23.07  																																													| Equations (1105) can reduce 86 to:
% 56.96/23.07  																																													| (339)  ~ (all_0_49_49 = e2)
% 56.96/23.07  																																													|
% 56.96/23.07  																																													| Simplifying 339 yields:
% 56.96/23.07  																																													| (340)  ~ (all_0_49_49 = e2)
% 56.96/23.07  																																													|
% 56.96/23.07  																																													| Equations (1105) can reduce 91 to:
% 56.96/23.07  																																													| (510)  ~ (all_0_56_56 = e2)
% 56.96/23.07  																																													|
% 56.96/23.07  																																													| Simplifying 510 yields:
% 56.96/23.07  																																													| (511)  ~ (all_0_56_56 = e2)
% 56.96/23.07  																																													|
% 56.96/23.07  																																													| Equations (1105) can reduce 1091 to:
% 56.96/23.07  																																													| (626)  ~ (e3 = e2)
% 56.96/23.07  																																													|
% 56.96/23.07  																																													| Simplifying 626 yields:
% 56.96/23.07  																																													| (212)  ~ (e3 = e2)
% 56.96/23.07  																																													|
% 56.96/23.07  																																													+-Applying beta-rule and splitting (377), into two cases.
% 56.96/23.07  																																													|-Branch one:
% 56.96/23.07  																																													| (583) all_0_49_49 = e2
% 56.96/23.07  																																													|
% 56.96/23.07  																																														| Equations (583) can reduce 340 to:
% 56.96/23.07  																																														| (266) $false
% 56.96/23.07  																																														|
% 56.96/23.07  																																														|-The branch is then unsatisfiable
% 56.96/23.07  																																													|-Branch two:
% 56.96/23.07  																																													| (340)  ~ (all_0_49_49 = e2)
% 56.96/23.07  																																													| (614) all_0_53_53 = e2 | all_0_58_58 = e2
% 56.96/23.07  																																													|
% 56.96/23.07  																																														+-Applying beta-rule and splitting (133), into two cases.
% 56.96/23.07  																																														|-Branch one:
% 56.96/23.07  																																														| (833) all_0_56_56 = e2
% 56.96/23.07  																																														|
% 56.96/23.07  																																															| Equations (833) can reduce 511 to:
% 56.96/23.07  																																															| (266) $false
% 56.96/23.07  																																															|
% 56.96/23.07  																																															|-The branch is then unsatisfiable
% 56.96/23.07  																																														|-Branch two:
% 56.96/23.07  																																														| (511)  ~ (all_0_56_56 = e2)
% 56.96/23.07  																																														| (836) all_0_56_56 = e4 | all_0_56_56 = e3 | all_0_56_56 = e1 | all_0_56_56 = e0
% 56.96/23.07  																																														|
% 56.96/23.07  																																															+-Applying beta-rule and splitting (836), into two cases.
% 56.96/23.07  																																															|-Branch one:
% 56.96/23.07  																																															| (842) all_0_56_56 = e4
% 56.96/23.07  																																															|
% 56.96/23.07  																																																| Equations (842) can reduce 477 to:
% 56.96/23.07  																																																| (266) $false
% 56.96/23.07  																																																|
% 56.96/23.07  																																																|-The branch is then unsatisfiable
% 56.96/23.07  																																															|-Branch two:
% 56.96/23.07  																																															| (477)  ~ (all_0_56_56 = e4)
% 56.96/23.07  																																															| (845) all_0_56_56 = e3 | all_0_56_56 = e1 | all_0_56_56 = e0
% 56.96/23.07  																																															|
% 56.96/23.07  																																																+-Applying beta-rule and splitting (845), into two cases.
% 56.96/23.07  																																																|-Branch one:
% 56.96/23.07  																																																| (679) all_0_56_56 = e0
% 56.96/23.07  																																																|
% 56.96/23.07  																																																	| Equations (679) can reduce 828 to:
% 56.96/23.07  																																																	| (266) $false
% 56.96/23.07  																																																	|
% 56.96/23.07  																																																	|-The branch is then unsatisfiable
% 56.96/23.07  																																																|-Branch two:
% 56.96/23.07  																																																| (828)  ~ (all_0_56_56 = e0)
% 56.96/23.07  																																																| (3172) all_0_56_56 = e3 | all_0_56_56 = e1
% 56.96/23.07  																																																|
% 56.96/23.07  																																																	+-Applying beta-rule and splitting (3172), into two cases.
% 56.96/23.07  																																																	|-Branch one:
% 56.96/23.07  																																																	| (1569) all_0_56_56 = e1
% 56.96/23.07  																																																	|
% 56.96/23.07  																																																		| Equations (1569) can reduce 828 to:
% 56.96/23.07  																																																		| (233)  ~ (e1 = e0)
% 56.96/23.07  																																																		|
% 56.96/23.07  																																																		+-Applying beta-rule and splitting (108), into two cases.
% 56.96/23.07  																																																		|-Branch one:
% 56.96/23.07  																																																		| (624) all_0_58_58 = e2
% 56.96/23.07  																																																		|
% 56.96/23.07  																																																			| Equations (624) can reduce 491 to:
% 56.96/23.07  																																																			| (128)  ~ (e2 = e0)
% 56.96/23.07  																																																			|
% 56.96/23.07  																																																			+-Applying beta-rule and splitting (832), into two cases.
% 56.96/23.07  																																																			|-Branch one:
% 56.96/23.07  																																																			| (674) all_0_47_47 = e0
% 56.96/23.07  																																																			|
% 56.96/23.07  																																																				| Combining equations (674,1105) yields a new equation:
% 56.96/23.07  																																																				| (330) e2 = e0
% 56.96/23.07  																																																				|
% 56.96/23.07  																																																				| Equations (330) can reduce 128 to:
% 56.96/23.07  																																																				| (266) $false
% 56.96/23.07  																																																				|
% 56.96/23.07  																																																				|-The branch is then unsatisfiable
% 56.96/23.07  																																																			|-Branch two:
% 56.96/23.07  																																																			| (678)  ~ (all_0_47_47 = e0)
% 56.96/23.07  																																																			| (1278) all_0_48_48 = e0 | all_0_49_49 = e0
% 56.96/23.07  																																																			|
% 56.96/23.07  																																																				+-Applying beta-rule and splitting (1278), into two cases.
% 56.96/23.07  																																																				|-Branch one:
% 56.96/23.07  																																																				| (1279) all_0_48_48 = e0
% 56.96/23.07  																																																				|
% 56.96/23.07  																																																					| Combining equations (615,1279) yields a new equation:
% 56.96/23.07  																																																					| (546) e1 = e0
% 56.96/23.07  																																																					|
% 56.96/23.07  																																																					| Simplifying 546 yields:
% 56.96/23.07  																																																					| (431) e1 = e0
% 56.96/23.07  																																																					|
% 56.96/23.07  																																																					| Equations (431) can reduce 233 to:
% 56.96/23.07  																																																					| (266) $false
% 56.96/23.07  																																																					|
% 56.96/23.07  																																																					|-The branch is then unsatisfiable
% 56.96/23.07  																																																				|-Branch two:
% 56.96/23.07  																																																				| (1283)  ~ (all_0_48_48 = e0)
% 56.96/23.07  																																																				| (978) all_0_49_49 = e0
% 56.96/23.07  																																																				|
% 56.96/23.07  																																																					| Equations (978) can reduce 487 to:
% 56.96/23.07  																																																					| (266) $false
% 56.96/23.07  																																																					|
% 56.96/23.07  																																																					|-The branch is then unsatisfiable
% 56.96/23.07  																																																		|-Branch two:
% 56.96/23.07  																																																		| (908)  ~ (all_0_58_58 = e2)
% 56.96/23.07  																																																		| (909) all_0_58_58 = e4 | all_0_58_58 = e3 | all_0_58_58 = e1 | all_0_58_58 = e0
% 56.96/23.07  																																																		|
% 56.96/23.07  																																																			+-Applying beta-rule and splitting (614), into two cases.
% 56.96/23.07  																																																			|-Branch one:
% 56.96/23.07  																																																			| (607) all_0_53_53 = e2
% 56.96/23.07  																																																			|
% 56.96/23.07  																																																				| Combining equations (665,607) yields a new equation:
% 56.96/23.07  																																																				| (661) e3 = e2
% 56.96/23.07  																																																				|
% 56.96/23.07  																																																				| Simplifying 661 yields:
% 56.96/23.07  																																																				| (662) e3 = e2
% 56.96/23.07  																																																				|
% 56.96/23.07  																																																				| Equations (662) can reduce 212 to:
% 56.96/23.07  																																																				| (266) $false
% 56.96/23.07  																																																				|
% 56.96/23.07  																																																				|-The branch is then unsatisfiable
% 56.96/23.07  																																																			|-Branch two:
% 56.96/23.07  																																																			| (509)  ~ (all_0_53_53 = e2)
% 56.96/23.07  																																																			| (624) all_0_58_58 = e2
% 56.96/23.07  																																																			|
% 56.96/23.07  																																																				| Equations (624) can reduce 908 to:
% 56.96/23.07  																																																				| (266) $false
% 56.96/23.07  																																																				|
% 56.96/23.07  																																																				|-The branch is then unsatisfiable
% 56.96/23.07  																																																	|-Branch two:
% 56.96/23.07  																																																	| (466)  ~ (all_0_56_56 = e1)
% 56.96/23.07  																																																	| (1097) all_0_56_56 = e3
% 56.96/23.07  																																																	|
% 56.96/23.07  																																																		| Equations (1097) can reduce 272 to:
% 56.96/23.07  																																																		| (266) $false
% 56.96/23.07  																																																		|
% 56.96/23.07  																																																		|-The branch is then unsatisfiable
% 56.96/23.07  																																												|-Branch two:
% 56.96/23.07  																																												| (338)  ~ (all_0_47_47 = e2)
% 56.96/23.07  																																												| (10761) all_0_48_48 = e2 | all_0_49_49 = e2
% 56.96/23.07  																																												|
% 56.96/23.07  																																													+-Applying beta-rule and splitting (10761), into two cases.
% 56.96/23.07  																																													|-Branch one:
% 56.96/23.07  																																													| (335) all_0_48_48 = e2
% 56.96/23.07  																																													|
% 56.96/23.07  																																														| Combining equations (615,335) yields a new equation:
% 56.96/23.07  																																														| (617) e2 = e1
% 56.96/23.07  																																														|
% 56.96/23.07  																																														| Equations (617) can reduce 122 to:
% 56.96/23.07  																																														| (266) $false
% 56.96/23.07  																																														|
% 56.96/23.07  																																														|-The branch is then unsatisfiable
% 56.96/23.07  																																													|-Branch two:
% 56.96/23.07  																																													| (810)  ~ (all_0_48_48 = e2)
% 56.96/23.07  																																													| (583) all_0_49_49 = e2
% 56.96/23.07  																																													|
% 56.96/23.07  																																														| Equations (583) can reduce 340 to:
% 56.96/23.07  																																														| (266) $false
% 56.96/23.07  																																														|
% 56.96/23.07  																																														|-The branch is then unsatisfiable
% 56.96/23.07  																																								|-Branch two:
% 56.96/23.07  																																								| (1377)  ~ (all_0_39_39 = e4)
% 56.96/23.07  																																								| (2115) all_0_42_42 = e4 | all_0_47_47 = e4 | all_0_51_51 = e4 | all_0_56_56 = e4
% 56.96/23.07  																																								|
% 56.96/23.07  																																									+-Applying beta-rule and splitting (2115), into two cases.
% 56.96/23.07  																																									|-Branch one:
% 56.96/23.07  																																									| (1392) all_0_42_42 = e4
% 56.96/23.07  																																									|
% 56.96/23.07  																																										| Combining equations (1392,516) yields a new equation:
% 56.96/23.07  																																										| (424) e4 = e3
% 56.96/23.07  																																										|
% 56.96/23.07  																																										| Simplifying 424 yields:
% 56.96/23.07  																																										| (425) e4 = e3
% 56.96/23.07  																																										|
% 56.96/23.07  																																										| Equations (425) can reduce 188 to:
% 56.96/23.07  																																										| (266) $false
% 56.96/23.07  																																										|
% 56.96/23.07  																																										|-The branch is then unsatisfiable
% 56.96/23.07  																																									|-Branch two:
% 56.96/23.07  																																									| (1890)  ~ (all_0_42_42 = e4)
% 56.96/23.07  																																									| (2246) all_0_47_47 = e4 | all_0_51_51 = e4 | all_0_56_56 = e4
% 56.96/23.07  																																									|
% 56.96/23.07  																																										+-Applying beta-rule and splitting (2246), into two cases.
% 56.96/23.07  																																										|-Branch one:
% 56.96/23.07  																																										| (1790) all_0_47_47 = e4
% 56.96/23.07  																																										|
% 56.96/23.07  																																											| Equations (1790) can reduce 252 to:
% 56.96/23.07  																																											| (266) $false
% 56.96/23.07  																																											|
% 56.96/23.07  																																											|-The branch is then unsatisfiable
% 56.96/23.07  																																										|-Branch two:
% 56.96/23.07  																																										| (252)  ~ (all_0_47_47 = e4)
% 56.96/23.07  																																										| (6548) all_0_51_51 = e4 | all_0_56_56 = e4
% 56.96/23.07  																																										|
% 56.96/23.07  																																											+-Applying beta-rule and splitting (6548), into two cases.
% 56.96/23.07  																																											|-Branch one:
% 56.96/23.07  																																											| (1101) all_0_51_51 = e4
% 56.96/23.07  																																											|
% 56.96/23.07  																																												| Equations (1101) can reduce 475 to:
% 56.96/23.07  																																												| (266) $false
% 56.96/23.07  																																												|
% 56.96/23.07  																																												|-The branch is then unsatisfiable
% 56.96/23.07  																																											|-Branch two:
% 56.96/23.07  																																											| (475)  ~ (all_0_51_51 = e4)
% 56.96/23.07  																																											| (842) all_0_56_56 = e4
% 56.96/23.07  																																											|
% 56.96/23.07  																																												| Equations (842) can reduce 477 to:
% 56.96/23.07  																																												| (266) $false
% 56.96/23.07  																																												|
% 56.96/23.07  																																												|-The branch is then unsatisfiable
% 56.96/23.07  																																	|-Branch two:
% 56.96/23.07  																																	| (405)  ~ (all_0_42_42 = e3)
% 56.96/23.07  																																	| (521) all_0_47_47 = e3 | all_0_51_51 = e3 | all_0_56_56 = e3
% 56.96/23.07  																																	|
% 56.96/23.07  																																		+-Applying beta-rule and splitting (1899), into two cases.
% 56.96/23.07  																																		|-Branch one:
% 56.96/23.07  																																		| (516) all_0_42_42 = e3
% 56.96/23.07  																																		|
% 56.96/23.07  																																			| Equations (516) can reduce 405 to:
% 56.96/23.07  																																			| (266) $false
% 56.96/23.07  																																			|
% 56.96/23.07  																																			|-The branch is then unsatisfiable
% 56.96/23.07  																																		|-Branch two:
% 56.96/23.07  																																		| (405)  ~ (all_0_42_42 = e3)
% 56.96/23.07  																																		| (532) all_0_44_44 = e3
% 56.96/23.07  																																		|
% 56.96/23.07  																																			| Equations (532) can reduce 220 to:
% 56.96/23.07  																																			| (1114)  ~ (all_0_53_53 = e3)
% 56.96/23.07  																																			|
% 56.96/23.07  																																			| Simplifying 1114 yields:
% 56.96/23.07  																																			| (903)  ~ (all_0_53_53 = e3)
% 56.96/23.07  																																			|
% 56.96/23.07  																																			| Equations (532) can reduce 181 to:
% 56.96/23.07  																																			| (275)  ~ (all_0_58_58 = e3)
% 56.96/23.07  																																			|
% 56.96/23.07  																																			| Simplifying 275 yields:
% 56.96/23.07  																																			| (276)  ~ (all_0_58_58 = e3)
% 56.96/23.07  																																			|
% 56.96/23.07  																																			| Equations (532) can reduce 1390 to:
% 56.96/23.07  																																			| (277)  ~ (e4 = e3)
% 56.96/23.07  																																			|
% 56.96/23.07  																																			| Simplifying 277 yields:
% 56.96/23.07  																																			| (188)  ~ (e4 = e3)
% 56.96/23.07  																																			|
% 56.96/23.07  																																			+-Applying beta-rule and splitting (418), into two cases.
% 56.96/23.07  																																			|-Branch one:
% 56.96/23.07  																																			| (660) all_0_51_51 = e3
% 56.96/23.07  																																			|
% 56.96/23.07  																																				| Equations (660) can reduce 464 to:
% 56.96/23.07  																																				| (213)  ~ (e3 = e1)
% 56.96/23.07  																																				|
% 56.96/23.07  																																				+-Applying beta-rule and splitting (231), into two cases.
% 56.96/23.07  																																				|-Branch one:
% 56.96/23.07  																																				| (775) all_0_50_50 = e4
% 56.96/23.07  																																				|
% 56.96/23.07  																																					| Combining equations (601,775) yields a new equation:
% 56.96/23.07  																																					| (630) e4 = e1
% 56.96/23.07  																																					|
% 56.96/23.07  																																					| Equations (630) can reduce 110 to:
% 56.96/23.07  																																					| (266) $false
% 56.96/23.07  																																					|
% 56.96/23.07  																																					|-The branch is then unsatisfiable
% 56.96/23.07  																																				|-Branch two:
% 56.96/23.07  																																				| (566)  ~ (all_0_50_50 = e4)
% 56.96/23.07  																																				| (1071) all_0_51_51 = e4 | all_0_52_52 = e4 | all_0_53_53 = e4
% 56.96/23.07  																																				|
% 56.96/23.07  																																					| Equations (601) can reduce 566 to:
% 56.96/23.07  																																					| (602)  ~ (e4 = e1)
% 56.96/23.07  																																					|
% 56.96/23.07  																																					| Simplifying 602 yields:
% 56.96/23.07  																																					| (110)  ~ (e4 = e1)
% 56.96/23.07  																																					|
% 56.96/23.07  																																					+-Applying beta-rule and splitting (103), into two cases.
% 56.96/23.07  																																					|-Branch one:
% 56.96/23.07  																																					| (453) all_0_41_41 = e1
% 56.96/23.07  																																					|
% 56.96/23.07  																																						| Combining equations (453,437) yields a new equation:
% 56.96/23.07  																																						| (630) e4 = e1
% 56.96/23.07  																																						|
% 56.96/23.07  																																						| Equations (630) can reduce 110 to:
% 56.96/23.07  																																						| (266) $false
% 56.96/23.07  																																						|
% 56.96/23.07  																																						|-The branch is then unsatisfiable
% 56.96/23.07  																																					|-Branch two:
% 56.96/23.07  																																					| (457)  ~ (all_0_41_41 = e1)
% 56.96/23.07  																																					| (458) all_0_42_42 = e1 | all_0_43_43 = e1 | all_0_44_44 = e1
% 56.96/23.07  																																					|
% 56.96/23.07  																																						+-Applying beta-rule and splitting (1071), into two cases.
% 56.96/23.07  																																						|-Branch one:
% 56.96/23.07  																																						| (1101) all_0_51_51 = e4
% 56.96/23.07  																																						|
% 56.96/23.07  																																							| Combining equations (660,1101) yields a new equation:
% 56.96/23.07  																																							| (425) e4 = e3
% 56.96/23.07  																																							|
% 56.96/23.07  																																							| Equations (425) can reduce 188 to:
% 56.96/23.07  																																							| (266) $false
% 56.96/23.07  																																							|
% 56.96/23.07  																																							|-The branch is then unsatisfiable
% 56.96/23.07  																																						|-Branch two:
% 56.96/23.07  																																						| (475)  ~ (all_0_51_51 = e4)
% 56.96/23.07  																																						| (1294) all_0_52_52 = e4 | all_0_53_53 = e4
% 56.96/23.07  																																						|
% 56.96/23.07  																																							+-Applying beta-rule and splitting (1294), into two cases.
% 56.96/23.07  																																							|-Branch one:
% 56.96/23.07  																																							| (565) all_0_52_52 = e4
% 56.96/23.07  																																							|
% 56.96/23.08  																																								| Combining equations (565,352) yields a new equation:
% 56.96/23.08  																																								| (322) e4 = e2
% 56.96/23.08  																																								|
% 56.96/23.08  																																								| Simplifying 322 yields:
% 56.96/23.08  																																								| (323) e4 = e2
% 56.96/23.08  																																								|
% 56.96/23.08  																																								| Equations (323) can reduce 48 to:
% 56.96/23.08  																																								| (266) $false
% 56.96/23.08  																																								|
% 56.96/23.08  																																								|-The branch is then unsatisfiable
% 56.96/23.08  																																							|-Branch two:
% 56.96/23.08  																																							| (780)  ~ (all_0_52_52 = e4)
% 56.96/23.08  																																							| (1298) all_0_53_53 = e4
% 56.96/23.08  																																							|
% 56.96/23.08  																																								| Equations (1298) can reduce 162 to:
% 56.96/23.08  																																								| (447)  ~ (all_0_40_40 = e4)
% 56.96/23.08  																																								|
% 56.96/23.08  																																								| Equations (1298) can reduce 247 to:
% 56.96/23.08  																																								| (49)  ~ (e4 = e0)
% 56.96/23.08  																																								|
% 56.96/23.08  																																								+-Applying beta-rule and splitting (164), into two cases.
% 56.96/23.08  																																								|-Branch one:
% 56.96/23.08  																																								| (471) all_0_39_39 = e4
% 56.96/23.08  																																								|
% 56.96/23.08  																																									| Equations (471) can reduce 145 to:
% 56.96/23.08  																																									| (1901)  ~ (all_0_42_42 = e4)
% 56.96/23.08  																																									|
% 56.96/23.08  																																									| Simplifying 1901 yields:
% 56.96/23.08  																																									| (1890)  ~ (all_0_42_42 = e4)
% 56.96/23.08  																																									|
% 56.96/23.08  																																									| Equations (471) can reduce 294 to:
% 56.96/23.08  																																									| (48)  ~ (e4 = e2)
% 56.96/23.08  																																									|
% 56.96/23.08  																																									+-Applying beta-rule and splitting (112), into two cases.
% 56.96/23.08  																																									|-Branch one:
% 56.96/23.08  																																									| (635) all_0_44_44 = e1
% 56.96/23.08  																																									|
% 56.96/23.08  																																										| Combining equations (635,532) yields a new equation:
% 56.96/23.08  																																										| (455) e3 = e1
% 56.96/23.08  																																										|
% 56.96/23.08  																																										| Equations (455) can reduce 213 to:
% 56.96/23.08  																																										| (266) $false
% 56.96/23.08  																																										|
% 56.96/23.08  																																										|-The branch is then unsatisfiable
% 56.96/23.08  																																									|-Branch two:
% 56.96/23.08  																																									| (639)  ~ (all_0_44_44 = e1)
% 56.96/23.08  																																									| (640) all_0_49_49 = e1 | all_0_53_53 = e1 | all_0_58_58 = e1
% 56.96/23.08  																																									|
% 56.96/23.08  																																										| Equations (532) can reduce 639 to:
% 56.96/23.08  																																										| (213)  ~ (e3 = e1)
% 56.96/23.08  																																										|
% 56.96/23.08  																																										+-Applying beta-rule and splitting (104), into two cases.
% 56.96/23.08  																																										|-Branch one:
% 56.96/23.08  																																										| (480) all_0_39_39 = e0
% 56.96/23.08  																																										|
% 56.96/23.08  																																											| Combining equations (480,471) yields a new equation:
% 56.96/23.08  																																											| (397) e4 = e0
% 56.96/23.08  																																											|
% 56.96/23.08  																																											| Equations (397) can reduce 49 to:
% 56.96/23.08  																																											| (266) $false
% 56.96/23.08  																																											|
% 56.96/23.08  																																											|-The branch is then unsatisfiable
% 56.96/23.08  																																										|-Branch two:
% 56.96/23.08  																																										| (484)  ~ (all_0_39_39 = e0)
% 56.96/23.08  																																										| (558) all_0_42_42 = e0 | all_0_47_47 = e0 | all_0_56_56 = e0
% 56.96/23.08  																																										|
% 56.96/23.08  																																											| Equations (471) can reduce 484 to:
% 56.96/23.08  																																											| (49)  ~ (e4 = e0)
% 56.96/23.08  																																											|
% 56.96/23.08  																																											+-Applying beta-rule and splitting (640), into two cases.
% 56.96/23.08  																																											|-Branch one:
% 56.96/23.08  																																											| (671) all_0_49_49 = e1
% 56.96/23.08  																																											|
% 56.96/23.08  																																												| Equations (671) can reduce 1064 to:
% 56.96/23.08  																																												| (266) $false
% 56.96/23.08  																																												|
% 56.96/23.08  																																												|-The branch is then unsatisfiable
% 56.96/23.08  																																											|-Branch two:
% 56.96/23.08  																																											| (1064)  ~ (all_0_49_49 = e1)
% 56.96/23.08  																																											| (2141) all_0_53_53 = e1 | all_0_58_58 = e1
% 56.96/23.08  																																											|
% 56.96/23.08  																																												+-Applying beta-rule and splitting (333), into two cases.
% 56.96/23.08  																																												|-Branch one:
% 56.96/23.08  																																												| (480) all_0_39_39 = e0
% 56.96/23.08  																																												|
% 56.96/23.08  																																													| Combining equations (480,471) yields a new equation:
% 56.96/23.08  																																													| (397) e4 = e0
% 56.96/23.08  																																													|
% 56.96/23.08  																																													| Equations (397) can reduce 49 to:
% 56.96/23.08  																																													| (266) $false
% 56.96/23.08  																																													|
% 56.96/23.08  																																													|-The branch is then unsatisfiable
% 56.96/23.08  																																												|-Branch two:
% 56.96/23.08  																																												| (484)  ~ (all_0_39_39 = e0)
% 56.96/23.08  																																												| (485) all_0_40_40 = e0
% 56.96/23.08  																																												|
% 56.96/23.08  																																													| Equations (485) can reduce 132 to:
% 56.96/23.08  																																													| (435)  ~ (e1 = e0)
% 56.96/23.08  																																													|
% 56.96/23.08  																																													| Simplifying 435 yields:
% 56.96/23.08  																																													| (233)  ~ (e1 = e0)
% 56.96/23.08  																																													|
% 56.96/23.08  																																													+-Applying beta-rule and splitting (458), into two cases.
% 56.96/23.08  																																													|-Branch one:
% 56.96/23.08  																																													| (459) all_0_42_42 = e1
% 56.96/23.08  																																													|
% 56.96/23.08  																																														| Equations (459) can reduce 198 to:
% 56.96/23.08  																																														| (461)  ~ (all_0_47_47 = e1)
% 56.96/23.08  																																														|
% 56.96/23.08  																																														| Simplifying 461 yields:
% 56.96/23.08  																																														| (462)  ~ (all_0_47_47 = e1)
% 56.96/23.08  																																														|
% 56.96/23.08  																																														| Equations (459) can reduce 1890 to:
% 56.96/23.08  																																														| (602)  ~ (e4 = e1)
% 56.96/23.08  																																														|
% 56.96/23.08  																																														| Simplifying 602 yields:
% 56.96/23.08  																																														| (110)  ~ (e4 = e1)
% 56.96/23.08  																																														|
% 56.96/23.08  																																														| Equations (459) can reduce 51 to:
% 56.96/23.08  																																														| (604)  ~ (e2 = e1)
% 56.96/23.08  																																														|
% 56.96/23.08  																																														| Simplifying 604 yields:
% 56.96/23.08  																																														| (122)  ~ (e2 = e1)
% 56.96/23.08  																																														|
% 56.96/23.08  																																														+-Applying beta-rule and splitting (2141), into two cases.
% 56.96/23.08  																																														|-Branch one:
% 56.96/23.08  																																														| (1208) all_0_53_53 = e1
% 56.96/23.08  																																														|
% 56.96/23.08  																																															| Combining equations (1298,1208) yields a new equation:
% 56.96/23.08  																																															| (636) e4 = e1
% 56.96/23.08  																																															|
% 56.96/23.08  																																															| Simplifying 636 yields:
% 56.96/23.08  																																															| (630) e4 = e1
% 56.96/23.08  																																															|
% 56.96/23.08  																																															| Equations (630) can reduce 110 to:
% 56.96/23.08  																																															| (266) $false
% 56.96/23.08  																																															|
% 56.96/23.08  																																															|-The branch is then unsatisfiable
% 56.96/23.08  																																														|-Branch two:
% 56.96/23.08  																																														| (1459)  ~ (all_0_53_53 = e1)
% 56.96/23.08  																																														| (918) all_0_58_58 = e1
% 56.96/23.08  																																														|
% 56.96/23.08  																																															| Equations (918) can reduce 119 to:
% 56.96/23.08  																																															| (1064)  ~ (all_0_49_49 = e1)
% 56.96/23.08  																																															|
% 56.96/23.08  																																															| Equations (918) can reduce 276 to:
% 56.96/23.08  																																															| (467)  ~ (e3 = e1)
% 56.96/23.08  																																															|
% 56.96/23.08  																																															| Simplifying 467 yields:
% 56.96/23.08  																																															| (213)  ~ (e3 = e1)
% 56.96/23.08  																																															|
% 56.96/23.08  																																															+-Applying beta-rule and splitting (163), into two cases.
% 56.96/23.08  																																															|-Branch one:
% 56.96/23.08  																																															| (565) all_0_52_52 = e4
% 56.96/23.08  																																															|
% 56.96/23.08  																																																| Combining equations (352,565) yields a new equation:
% 56.96/23.08  																																																| (323) e4 = e2
% 56.96/23.08  																																																|
% 56.96/23.08  																																																| Equations (323) can reduce 48 to:
% 56.96/23.08  																																																| (266) $false
% 56.96/23.08  																																																|
% 56.96/23.08  																																																|-The branch is then unsatisfiable
% 56.96/23.08  																																															|-Branch two:
% 56.96/23.08  																																															| (780)  ~ (all_0_52_52 = e4)
% 56.96/23.08  																																															| (781) (all_0_41_41 = e0 & all_0_58_58 = e3 &  ~ (all_0_44_44 = e3)) | (all_0_41_41 = e0 & all_0_58_58 = e3 &  ~ (all_0_55_55 = e0)) | (all_0_47_47 = e1 & all_0_52_52 = e2 &  ~ (all_0_48_48 = e2)) | (all_0_47_47 = e1 & all_0_52_52 = e2 &  ~ (all_0_51_51 = e1)) | (all_0_47_47 = e0 & all_0_58_58 = e2 &  ~ (all_0_49_49 = e2)) | (all_0_47_47 = e0 & all_0_58_58 = e2 &  ~ (all_0_56_56 = e0))
% 56.96/23.08  																																															|
% 56.96/23.08  																																																| Equations (352) can reduce 780 to:
% 56.96/23.08  																																																| (327)  ~ (e4 = e2)
% 56.96/23.08  																																																|
% 56.96/23.08  																																																| Simplifying 327 yields:
% 56.96/23.08  																																																| (48)  ~ (e4 = e2)
% 56.96/23.08  																																																|
% 56.96/23.08  																																																+-Applying beta-rule and splitting (54), into two cases.
% 56.96/23.08  																																																|-Branch one:
% 56.96/23.08  																																																| (583) all_0_49_49 = e2
% 56.96/23.08  																																																|
% 57.12/23.08  																																																	| Equations (583) can reduce 1064 to:
% 57.12/23.08  																																																	| (122)  ~ (e2 = e1)
% 57.12/23.08  																																																	|
% 57.12/23.08  																																																	+-Applying beta-rule and splitting (781), into two cases.
% 57.12/23.08  																																																	|-Branch one:
% 57.12/23.08  																																																	| (789) (all_0_41_41 = e0 & all_0_58_58 = e3 &  ~ (all_0_44_44 = e3)) | (all_0_41_41 = e0 & all_0_58_58 = e3 &  ~ (all_0_55_55 = e0)) | (all_0_47_47 = e1 & all_0_52_52 = e2 &  ~ (all_0_48_48 = e2)) | (all_0_47_47 = e1 & all_0_52_52 = e2 &  ~ (all_0_51_51 = e1)) | (all_0_47_47 = e0 & all_0_58_58 = e2 &  ~ (all_0_49_49 = e2))
% 57.12/23.08  																																																	|
% 57.12/23.08  																																																		+-Applying beta-rule and splitting (789), into two cases.
% 57.12/23.08  																																																		|-Branch one:
% 57.12/23.08  																																																		| (790) (all_0_41_41 = e0 & all_0_58_58 = e3 &  ~ (all_0_44_44 = e3)) | (all_0_41_41 = e0 & all_0_58_58 = e3 &  ~ (all_0_55_55 = e0)) | (all_0_47_47 = e1 & all_0_52_52 = e2 &  ~ (all_0_48_48 = e2)) | (all_0_47_47 = e1 & all_0_52_52 = e2 &  ~ (all_0_51_51 = e1))
% 57.12/23.08  																																																		|
% 57.12/23.08  																																																			+-Applying beta-rule and splitting (790), into two cases.
% 57.12/23.08  																																																			|-Branch one:
% 57.12/23.08  																																																			| (791) (all_0_41_41 = e0 & all_0_58_58 = e3 &  ~ (all_0_44_44 = e3)) | (all_0_41_41 = e0 & all_0_58_58 = e3 &  ~ (all_0_55_55 = e0)) | (all_0_47_47 = e1 & all_0_52_52 = e2 &  ~ (all_0_48_48 = e2))
% 57.12/23.08  																																																			|
% 57.12/23.08  																																																				+-Applying beta-rule and splitting (791), into two cases.
% 57.12/23.08  																																																				|-Branch one:
% 57.12/23.08  																																																				| (792) (all_0_41_41 = e0 & all_0_58_58 = e3 &  ~ (all_0_44_44 = e3)) | (all_0_41_41 = e0 & all_0_58_58 = e3 &  ~ (all_0_55_55 = e0))
% 57.12/23.08  																																																				|
% 57.12/23.08  																																																					+-Applying beta-rule and splitting (792), into two cases.
% 57.12/23.08  																																																					|-Branch one:
% 57.12/23.08  																																																					| (793) all_0_41_41 = e0 & all_0_58_58 = e3 &  ~ (all_0_44_44 = e3)
% 57.12/23.08  																																																					|
% 57.12/23.08  																																																						| Applying alpha-rule on (793) yields:
% 57.12/23.08  																																																						| (794) all_0_41_41 = e0
% 57.12/23.08  																																																						| (795) all_0_58_58 = e3
% 57.12/23.08  																																																						| (407)  ~ (all_0_44_44 = e3)
% 57.12/23.08  																																																						|
% 57.12/23.08  																																																						| Combining equations (918,795) yields a new equation:
% 57.12/23.08  																																																						| (455) e3 = e1
% 57.12/23.08  																																																						|
% 57.12/23.08  																																																						| Equations (455) can reduce 213 to:
% 57.12/23.08  																																																						| (266) $false
% 57.12/23.08  																																																						|
% 57.12/23.08  																																																						|-The branch is then unsatisfiable
% 57.12/23.08  																																																					|-Branch two:
% 57.12/23.08  																																																					| (800) all_0_41_41 = e0 & all_0_58_58 = e3 &  ~ (all_0_55_55 = e0)
% 57.12/23.08  																																																					|
% 57.12/23.08  																																																						| Applying alpha-rule on (800) yields:
% 57.12/23.08  																																																						| (794) all_0_41_41 = e0
% 57.12/23.08  																																																						| (795) all_0_58_58 = e3
% 57.12/23.08  																																																						| (803)  ~ (all_0_55_55 = e0)
% 57.12/23.08  																																																						|
% 57.12/23.08  																																																						| Combining equations (918,795) yields a new equation:
% 57.12/23.08  																																																						| (455) e3 = e1
% 57.12/23.08  																																																						|
% 57.12/23.08  																																																						| Equations (455) can reduce 213 to:
% 57.12/23.08  																																																						| (266) $false
% 57.12/23.08  																																																						|
% 57.12/23.08  																																																						|-The branch is then unsatisfiable
% 57.12/23.08  																																																				|-Branch two:
% 57.12/23.08  																																																				| (807) all_0_47_47 = e1 & all_0_52_52 = e2 &  ~ (all_0_48_48 = e2)
% 57.12/23.08  																																																				|
% 57.12/23.08  																																																					| Applying alpha-rule on (807) yields:
% 57.12/23.08  																																																					| (654) all_0_47_47 = e1
% 57.12/23.08  																																																					| (352) all_0_52_52 = e2
% 57.12/23.08  																																																					| (810)  ~ (all_0_48_48 = e2)
% 57.12/23.08  																																																					|
% 57.12/23.08  																																																					| Equations (654) can reduce 462 to:
% 57.12/23.08  																																																					| (266) $false
% 57.12/23.08  																																																					|
% 57.12/23.08  																																																					|-The branch is then unsatisfiable
% 57.12/23.08  																																																			|-Branch two:
% 57.12/23.08  																																																			| (813) all_0_47_47 = e1 & all_0_52_52 = e2 &  ~ (all_0_51_51 = e1)
% 57.12/23.08  																																																			|
% 57.12/23.08  																																																				| Applying alpha-rule on (813) yields:
% 57.12/23.08  																																																				| (654) all_0_47_47 = e1
% 57.12/23.08  																																																				| (352) all_0_52_52 = e2
% 57.12/23.08  																																																				| (464)  ~ (all_0_51_51 = e1)
% 57.12/23.08  																																																				|
% 57.12/23.08  																																																				| Equations (654) can reduce 462 to:
% 57.12/23.08  																																																				| (266) $false
% 57.12/23.08  																																																				|
% 57.12/23.08  																																																				|-The branch is then unsatisfiable
% 57.12/23.08  																																																		|-Branch two:
% 57.12/23.08  																																																		| (819) all_0_47_47 = e0 & all_0_58_58 = e2 &  ~ (all_0_49_49 = e2)
% 57.12/23.08  																																																		|
% 57.12/23.08  																																																			| Applying alpha-rule on (819) yields:
% 57.12/23.08  																																																			| (674) all_0_47_47 = e0
% 57.12/23.08  																																																			| (624) all_0_58_58 = e2
% 57.12/23.08  																																																			| (340)  ~ (all_0_49_49 = e2)
% 57.12/23.08  																																																			|
% 57.12/23.08  																																																			| Combining equations (918,624) yields a new equation:
% 57.12/23.08  																																																			| (617) e2 = e1
% 57.12/23.08  																																																			|
% 57.12/23.08  																																																			| Equations (617) can reduce 122 to:
% 57.12/23.08  																																																			| (266) $false
% 57.12/23.08  																																																			|
% 57.12/23.08  																																																			|-The branch is then unsatisfiable
% 57.12/23.08  																																																	|-Branch two:
% 57.12/23.08  																																																	| (825) all_0_47_47 = e0 & all_0_58_58 = e2 &  ~ (all_0_56_56 = e0)
% 57.12/23.08  																																																	|
% 57.12/23.08  																																																		| Applying alpha-rule on (825) yields:
% 57.12/23.08  																																																		| (674) all_0_47_47 = e0
% 57.12/23.08  																																																		| (624) all_0_58_58 = e2
% 57.12/23.08  																																																		| (828)  ~ (all_0_56_56 = e0)
% 57.12/23.08  																																																		|
% 57.12/23.08  																																																		| Combining equations (918,624) yields a new equation:
% 57.12/23.08  																																																		| (617) e2 = e1
% 57.12/23.08  																																																		|
% 57.12/23.08  																																																		| Equations (617) can reduce 122 to:
% 57.12/23.08  																																																		| (266) $false
% 57.12/23.08  																																																		|
% 57.12/23.08  																																																		|-The branch is then unsatisfiable
% 57.12/23.08  																																																|-Branch two:
% 57.12/23.08  																																																| (340)  ~ (all_0_49_49 = e2)
% 57.12/23.08  																																																| (586) all_0_49_49 = e4 | all_0_49_49 = e3 | all_0_49_49 = e1 | all_0_49_49 = e0
% 57.12/23.08  																																																|
% 57.12/23.08  																																																	+-Applying beta-rule and splitting (377), into two cases.
% 57.12/23.08  																																																	|-Branch one:
% 57.12/23.08  																																																	| (583) all_0_49_49 = e2
% 57.12/23.08  																																																	|
% 57.12/23.08  																																																		| Equations (583) can reduce 340 to:
% 57.12/23.08  																																																		| (266) $false
% 57.12/23.08  																																																		|
% 57.12/23.08  																																																		|-The branch is then unsatisfiable
% 57.12/23.08  																																																	|-Branch two:
% 57.12/23.08  																																																	| (340)  ~ (all_0_49_49 = e2)
% 57.12/23.08  																																																	| (614) all_0_53_53 = e2 | all_0_58_58 = e2
% 57.12/23.08  																																																	|
% 57.12/23.08  																																																		+-Applying beta-rule and splitting (614), into two cases.
% 57.12/23.08  																																																		|-Branch one:
% 57.12/23.08  																																																		| (607) all_0_53_53 = e2
% 57.12/23.08  																																																		|
% 57.12/23.08  																																																			| Combining equations (1298,607) yields a new equation:
% 57.12/23.08  																																																			| (322) e4 = e2
% 57.12/23.08  																																																			|
% 57.12/23.08  																																																			| Simplifying 322 yields:
% 57.12/23.08  																																																			| (323) e4 = e2
% 57.12/23.08  																																																			|
% 57.12/23.08  																																																			| Equations (323) can reduce 48 to:
% 57.12/23.08  																																																			| (266) $false
% 57.12/23.08  																																																			|
% 57.12/23.08  																																																			|-The branch is then unsatisfiable
% 57.12/23.08  																																																		|-Branch two:
% 57.12/23.08  																																																		| (509)  ~ (all_0_53_53 = e2)
% 57.12/23.08  																																																		| (624) all_0_58_58 = e2
% 57.12/23.08  																																																		|
% 57.12/23.08  																																																			| Combining equations (918,624) yields a new equation:
% 57.12/23.08  																																																			| (617) e2 = e1
% 57.12/23.08  																																																			|
% 57.12/23.08  																																																			| Equations (617) can reduce 122 to:
% 57.12/23.08  																																																			| (266) $false
% 57.12/23.08  																																																			|
% 57.12/23.08  																																																			|-The branch is then unsatisfiable
% 57.12/23.08  																																													|-Branch two:
% 57.12/23.08  																																													| (1380)  ~ (all_0_42_42 = e1)
% 57.12/23.08  																																													| (1381) all_0_43_43 = e1 | all_0_44_44 = e1
% 57.12/23.08  																																													|
% 57.12/23.08  																																														+-Applying beta-rule and splitting (1381), into two cases.
% 57.12/23.08  																																														|-Branch one:
% 57.12/23.08  																																														| (430) all_0_43_43 = e1
% 57.12/23.08  																																														|
% 57.12/23.08  																																															| Combining equations (430,356) yields a new equation:
% 57.12/23.08  																																															| (546) e1 = e0
% 57.12/23.08  																																															|
% 57.12/23.08  																																															| Simplifying 546 yields:
% 57.12/23.08  																																															| (431) e1 = e0
% 57.12/23.08  																																															|
% 57.12/23.08  																																															| Equations (431) can reduce 233 to:
% 57.12/23.08  																																															| (266) $false
% 57.12/23.08  																																															|
% 57.12/23.08  																																															|-The branch is then unsatisfiable
% 57.12/23.08  																																														|-Branch two:
% 57.12/23.08  																																														| (433)  ~ (all_0_43_43 = e1)
% 57.12/23.08  																																														| (635) all_0_44_44 = e1
% 57.12/23.08  																																														|
% 57.12/23.08  																																															| Combining equations (635,532) yields a new equation:
% 57.12/23.08  																																															| (455) e3 = e1
% 57.12/23.08  																																															|
% 57.12/23.08  																																															| Equations (455) can reduce 213 to:
% 57.12/23.08  																																															| (266) $false
% 57.12/23.08  																																															|
% 57.12/23.08  																																															|-The branch is then unsatisfiable
% 57.12/23.08  																																								|-Branch two:
% 57.12/23.08  																																								| (1377)  ~ (all_0_39_39 = e4)
% 57.12/23.08  																																								| (2115) all_0_42_42 = e4 | all_0_47_47 = e4 | all_0_51_51 = e4 | all_0_56_56 = e4
% 57.12/23.08  																																								|
% 57.12/23.08  																																									+-Applying beta-rule and splitting (320), into two cases.
% 57.12/23.08  																																									|-Branch one:
% 57.12/23.08  																																									| (471) all_0_39_39 = e4
% 57.12/23.08  																																									|
% 57.12/23.08  																																										| Equations (471) can reduce 1377 to:
% 57.12/23.08  																																										| (266) $false
% 57.12/23.08  																																										|
% 57.12/23.08  																																										|-The branch is then unsatisfiable
% 57.12/23.08  																																									|-Branch two:
% 57.12/23.08  																																									| (1377)  ~ (all_0_39_39 = e4)
% 57.12/23.08  																																									| (480) all_0_39_39 = e0
% 57.12/23.08  																																									|
% 57.12/23.08  																																										| Equations (480) can reduce 176 to:
% 57.12/23.08  																																										| (1400)  ~ (all_0_40_40 = e0)
% 57.12/23.08  																																										|
% 57.12/23.08  																																										| Simplifying 1400 yields:
% 57.12/23.08  																																										| (1401)  ~ (all_0_40_40 = e0)
% 57.12/23.08  																																										|
% 57.12/23.08  																																										+-Applying beta-rule and splitting (316), into two cases.
% 57.12/23.08  																																										|-Branch one:
% 57.12/23.08  																																										| (1378) all_0_40_40 = e4
% 57.12/23.08  																																										|
% 57.12/23.08  																																											| Equations (1378) can reduce 447 to:
% 57.12/23.08  																																											| (266) $false
% 57.12/23.08  																																											|
% 57.12/23.08  																																											|-The branch is then unsatisfiable
% 57.12/23.08  																																										|-Branch two:
% 57.12/23.08  																																										| (447)  ~ (all_0_40_40 = e4)
% 57.12/23.08  																																										| (485) all_0_40_40 = e0
% 57.12/23.08  																																										|
% 57.12/23.08  																																											| Equations (485) can reduce 1401 to:
% 57.12/23.08  																																											| (266) $false
% 57.12/23.08  																																											|
% 57.12/23.08  																																											|-The branch is then unsatisfiable
% 57.12/23.08  																																			|-Branch two:
% 57.12/23.08  																																			| (664)  ~ (all_0_51_51 = e3)
% 57.12/23.08  																																			| (665) all_0_53_53 = e3
% 57.12/23.08  																																			|
% 57.12/23.08  																																				| Equations (665) can reduce 903 to:
% 57.12/23.08  																																				| (266) $false
% 57.12/23.08  																																				|
% 57.12/23.08  																																				|-The branch is then unsatisfiable
% 57.12/23.08  																														|-Branch two:
% 57.12/23.08  																														| (759)  ~ (all_0_50_50 = e1)
% 57.12/23.08  																														| (415) all_0_50_50 = e3
% 57.12/23.08  																														|
% 57.12/23.08  																															| Equations (415) can reduce 411 to:
% 57.12/23.08  																															| (266) $false
% 57.12/23.08  																															|
% 57.12/23.08  																															|-The branch is then unsatisfiable
% 57.12/23.08  																											|-Branch two:
% 57.12/23.08  																											| (440)  ~ (all_0_41_41 = e4)
% 57.12/23.08  																											| (4049) all_0_41_41 = e3 | all_0_41_41 = e1 | all_0_41_41 = e0
% 57.12/23.08  																											|
% 57.12/23.08  																												+-Applying beta-rule and splitting (4049), into two cases.
% 57.12/23.08  																												|-Branch one:
% 57.12/23.08  																												| (794) all_0_41_41 = e0
% 57.12/23.08  																												|
% 57.12/23.08  																													| Equations (794) can reduce 357 to:
% 57.12/23.08  																													| (266) $false
% 57.12/23.08  																													|
% 57.12/23.08  																													|-The branch is then unsatisfiable
% 57.12/23.08  																												|-Branch two:
% 57.12/23.08  																												| (357)  ~ (all_0_41_41 = e0)
% 57.12/23.08  																												| (4053) all_0_41_41 = e3 | all_0_41_41 = e1
% 57.12/23.08  																												|
% 57.12/23.08  																													+-Applying beta-rule and splitting (4053), into two cases.
% 57.12/23.08  																													|-Branch one:
% 57.12/23.08  																													| (453) all_0_41_41 = e1
% 57.12/23.08  																													|
% 57.12/23.08  																														| Equations (453) can reduce 221 to:
% 57.12/23.08  																														| (1136)  ~ (all_0_50_50 = e1)
% 57.12/23.08  																														|
% 57.12/23.08  																														| Simplifying 1136 yields:
% 57.12/23.08  																														| (759)  ~ (all_0_50_50 = e1)
% 57.12/23.08  																														|
% 57.12/23.08  																														| Equations (453) can reduce 440 to:
% 57.12/23.08  																														| (602)  ~ (e4 = e1)
% 57.12/23.08  																														|
% 57.12/23.08  																														| Simplifying 602 yields:
% 57.12/23.08  																														| (110)  ~ (e4 = e1)
% 57.12/23.08  																														|
% 57.12/23.08  																														+-Applying beta-rule and splitting (241), into two cases.
% 57.12/23.08  																														|-Branch one:
% 57.12/23.08  																														| (378) all_0_50_50 = e2
% 57.12/23.08  																														|
% 57.12/23.08  																															| Equations (378) can reduce 302 to:
% 57.12/23.08  																															| (266) $false
% 57.12/23.08  																															|
% 57.12/23.08  																															|-The branch is then unsatisfiable
% 57.12/23.08  																														|-Branch two:
% 57.12/23.08  																														| (302)  ~ (all_0_50_50 = e2)
% 57.12/23.08  																														| (422) all_0_50_50 = e4 | all_0_50_50 = e3 | all_0_50_50 = e1
% 57.12/23.08  																														|
% 57.12/23.08  																															+-Applying beta-rule and splitting (62), into two cases.
% 57.12/23.08  																															|-Branch one:
% 57.12/23.08  																															| (321) all_0_38_38 = e4
% 57.12/23.08  																															|
% 57.12/23.08  																																| Combining equations (321,292) yields a new equation:
% 57.12/23.08  																																| (322) e4 = e2
% 57.12/23.08  																																|
% 57.12/23.08  																																| Simplifying 322 yields:
% 57.12/23.08  																																| (323) e4 = e2
% 57.12/23.08  																																|
% 57.12/23.08  																																| Equations (323) can reduce 48 to:
% 57.12/23.08  																																| (266) $false
% 57.12/23.08  																																|
% 57.12/23.08  																																|-The branch is then unsatisfiable
% 57.12/23.08  																															|-Branch two:
% 57.12/23.08  																															| (325)  ~ (all_0_38_38 = e4)
% 57.12/23.08  																															| (582) all_0_41_41 = e4 | all_0_46_46 = e4 | all_0_50_50 = e4 | all_0_55_55 = e4
% 57.12/23.08  																															|
% 57.12/23.08  																																+-Applying beta-rule and splitting (582), into two cases.
% 57.12/23.08  																																|-Branch one:
% 57.12/23.08  																																| (437) all_0_41_41 = e4
% 57.12/23.08  																																|
% 57.12/23.08  																																	| Combining equations (437,453) yields a new equation:
% 57.12/23.08  																																	| (636) e4 = e1
% 57.12/23.08  																																	|
% 57.12/23.08  																																	| Simplifying 636 yields:
% 57.12/23.08  																																	| (630) e4 = e1
% 57.12/23.08  																																	|
% 57.12/23.08  																																	| Equations (630) can reduce 110 to:
% 57.12/23.08  																																	| (266) $false
% 57.12/23.08  																																	|
% 57.12/23.08  																																	|-The branch is then unsatisfiable
% 57.12/23.08  																																|-Branch two:
% 57.12/23.08  																																| (440)  ~ (all_0_41_41 = e4)
% 57.12/23.08  																																| (769) all_0_46_46 = e4 | all_0_50_50 = e4 | all_0_55_55 = e4
% 57.12/23.08  																																|
% 57.12/23.08  																																	+-Applying beta-rule and splitting (769), into two cases.
% 57.12/23.08  																																	|-Branch one:
% 57.12/23.08  																																	| (770) all_0_46_46 = e4
% 57.12/23.08  																																	|
% 57.12/23.08  																																		| Combining equations (1557,770) yields a new equation:
% 57.12/23.08  																																		| (425) e4 = e3
% 57.12/23.08  																																		|
% 57.12/23.08  																																		| Equations (425) can reduce 188 to:
% 57.12/23.08  																																		| (266) $false
% 57.12/23.08  																																		|
% 57.12/23.08  																																		|-The branch is then unsatisfiable
% 57.12/23.08  																																	|-Branch two:
% 57.12/23.08  																																	| (250)  ~ (all_0_46_46 = e4)
% 57.12/23.08  																																	| (774) all_0_50_50 = e4 | all_0_55_55 = e4
% 57.12/23.08  																																	|
% 57.12/23.08  																																		+-Applying beta-rule and splitting (422), into two cases.
% 57.12/23.08  																																		|-Branch one:
% 57.12/23.08  																																		| (775) all_0_50_50 = e4
% 57.12/23.08  																																		|
% 57.12/23.08  																																			| Equations (775) can reduce 759 to:
% 57.12/23.08  																																			| (110)  ~ (e4 = e1)
% 57.12/23.08  																																			|
% 57.12/23.08  																																			| Equations (775) can reduce 121 to:
% 57.12/23.08  																																			| (49)  ~ (e4 = e0)
% 57.12/23.08  																																			|
% 57.12/23.08  																																			+-Applying beta-rule and splitting (26), into two cases.
% 57.12/23.08  																																			|-Branch one:
% 57.12/23.08  																																			| (446) all_0_44_44 = e4
% 57.12/23.08  																																			|
% 57.12/23.08  																																				| Equations (446) can reduce 143 to:
% 57.12/23.08  																																				| (447)  ~ (all_0_40_40 = e4)
% 57.12/23.08  																																				|
% 57.12/23.08  																																				| Equations (446) can reduce 360 to:
% 57.12/23.08  																																				| (49)  ~ (e4 = e0)
% 57.12/23.08  																																				|
% 57.12/23.08  																																				+-Applying beta-rule and splitting (164), into two cases.
% 57.12/23.08  																																				|-Branch one:
% 57.12/23.08  																																				| (471) all_0_39_39 = e4
% 57.12/23.08  																																				|
% 57.12/23.08  																																					| Equations (471) can reduce 176 to:
% 57.12/23.08  																																					| (7398)  ~ (all_0_40_40 = e4)
% 57.12/23.08  																																					|
% 57.12/23.08  																																					| Simplifying 7398 yields:
% 57.12/23.08  																																					| (447)  ~ (all_0_40_40 = e4)
% 57.12/23.08  																																					|
% 57.12/23.08  																																					| Equations (471) can reduce 294 to:
% 57.12/23.08  																																					| (48)  ~ (e4 = e2)
% 57.12/23.08  																																					|
% 57.12/23.08  																																					+-Applying beta-rule and splitting (104), into two cases.
% 57.12/23.08  																																					|-Branch one:
% 57.12/23.08  																																					| (480) all_0_39_39 = e0
% 57.12/23.08  																																					|
% 57.12/23.08  																																						| Combining equations (480,471) yields a new equation:
% 57.12/23.08  																																						| (397) e4 = e0
% 57.12/23.08  																																						|
% 57.12/23.08  																																						| Equations (397) can reduce 49 to:
% 57.12/23.08  																																						| (266) $false
% 57.12/23.08  																																						|
% 57.12/23.08  																																						|-The branch is then unsatisfiable
% 57.12/23.08  																																					|-Branch two:
% 57.12/23.08  																																					| (484)  ~ (all_0_39_39 = e0)
% 57.12/23.08  																																					| (558) all_0_42_42 = e0 | all_0_47_47 = e0 | all_0_56_56 = e0
% 57.12/23.08  																																					|
% 57.12/23.08  																																						+-Applying beta-rule and splitting (558), into two cases.
% 57.12/23.08  																																						|-Branch one:
% 57.12/23.09  																																						| (559) all_0_42_42 = e0
% 57.12/23.09  																																						|
% 57.12/23.09  																																							| Equations (559) can reduce 358 to:
% 57.12/23.09  																																							| (266) $false
% 57.12/23.09  																																							|
% 57.12/23.09  																																							|-The branch is then unsatisfiable
% 57.12/23.09  																																						|-Branch two:
% 57.12/23.09  																																						| (358)  ~ (all_0_42_42 = e0)
% 57.12/23.09  																																						| (563) all_0_47_47 = e0 | all_0_56_56 = e0
% 57.12/23.09  																																						|
% 57.12/23.09  																																							+-Applying beta-rule and splitting (563), into two cases.
% 57.12/23.09  																																							|-Branch one:
% 57.12/23.09  																																							| (674) all_0_47_47 = e0
% 57.12/23.09  																																							|
% 57.12/23.09  																																								+-Applying beta-rule and splitting (75), into two cases.
% 57.12/23.09  																																								|-Branch one:
% 57.12/23.09  																																								| (485) all_0_40_40 = e0
% 57.12/23.09  																																								|
% 57.12/23.09  																																									| Equations (485) can reduce 178 to:
% 57.12/23.09  																																									| (490)  ~ (all_0_58_58 = e0)
% 57.12/23.09  																																									|
% 57.12/23.09  																																									| Simplifying 490 yields:
% 57.12/23.09  																																									| (491)  ~ (all_0_58_58 = e0)
% 57.12/23.09  																																									|
% 57.12/23.09  																																									| Equations (485) can reduce 132 to:
% 57.12/23.09  																																									| (435)  ~ (e1 = e0)
% 57.12/23.09  																																									|
% 57.12/23.09  																																									| Simplifying 435 yields:
% 57.12/23.09  																																									| (233)  ~ (e1 = e0)
% 57.12/23.09  																																									|
% 57.12/23.09  																																									+-Applying beta-rule and splitting (163), into two cases.
% 57.12/23.09  																																									|-Branch one:
% 57.12/23.09  																																									| (565) all_0_52_52 = e4
% 57.12/23.09  																																									|
% 57.12/23.09  																																										| Combining equations (565,352) yields a new equation:
% 57.12/23.09  																																										| (322) e4 = e2
% 57.12/23.09  																																										|
% 57.12/23.09  																																										| Simplifying 322 yields:
% 57.12/23.09  																																										| (323) e4 = e2
% 57.12/23.09  																																										|
% 57.12/23.09  																																										| Equations (323) can reduce 48 to:
% 57.12/23.09  																																										| (266) $false
% 57.12/23.09  																																										|
% 57.12/23.09  																																										|-The branch is then unsatisfiable
% 57.12/23.09  																																									|-Branch two:
% 57.12/23.09  																																									| (780)  ~ (all_0_52_52 = e4)
% 57.12/23.09  																																									| (781) (all_0_41_41 = e0 & all_0_58_58 = e3 &  ~ (all_0_44_44 = e3)) | (all_0_41_41 = e0 & all_0_58_58 = e3 &  ~ (all_0_55_55 = e0)) | (all_0_47_47 = e1 & all_0_52_52 = e2 &  ~ (all_0_48_48 = e2)) | (all_0_47_47 = e1 & all_0_52_52 = e2 &  ~ (all_0_51_51 = e1)) | (all_0_47_47 = e0 & all_0_58_58 = e2 &  ~ (all_0_49_49 = e2)) | (all_0_47_47 = e0 & all_0_58_58 = e2 &  ~ (all_0_56_56 = e0))
% 57.12/23.09  																																									|
% 57.12/23.09  																																										+-Applying beta-rule and splitting (7), into two cases.
% 57.12/23.09  																																										|-Branch one:
% 57.12/23.09  																																										| (504) all_0_51_51 = e2
% 57.12/23.09  																																										|
% 57.12/23.09  																																											| Equations (504) can reduce 1099 to:
% 57.12/23.09  																																											| (266) $false
% 57.12/23.09  																																											|
% 57.12/23.09  																																											|-The branch is then unsatisfiable
% 57.12/23.09  																																										|-Branch two:
% 57.12/23.09  																																										| (1099)  ~ (all_0_51_51 = e2)
% 57.12/23.09  																																										| (1100) all_0_51_51 = e4 | all_0_51_51 = e3 | all_0_51_51 = e1
% 57.12/23.09  																																										|
% 57.12/23.09  																																											+-Applying beta-rule and splitting (781), into two cases.
% 57.12/23.09  																																											|-Branch one:
% 57.12/23.09  																																											| (789) (all_0_41_41 = e0 & all_0_58_58 = e3 &  ~ (all_0_44_44 = e3)) | (all_0_41_41 = e0 & all_0_58_58 = e3 &  ~ (all_0_55_55 = e0)) | (all_0_47_47 = e1 & all_0_52_52 = e2 &  ~ (all_0_48_48 = e2)) | (all_0_47_47 = e1 & all_0_52_52 = e2 &  ~ (all_0_51_51 = e1)) | (all_0_47_47 = e0 & all_0_58_58 = e2 &  ~ (all_0_49_49 = e2))
% 57.12/23.09  																																											|
% 57.12/23.09  																																												+-Applying beta-rule and splitting (789), into two cases.
% 57.12/23.09  																																												|-Branch one:
% 57.12/23.09  																																												| (790) (all_0_41_41 = e0 & all_0_58_58 = e3 &  ~ (all_0_44_44 = e3)) | (all_0_41_41 = e0 & all_0_58_58 = e3 &  ~ (all_0_55_55 = e0)) | (all_0_47_47 = e1 & all_0_52_52 = e2 &  ~ (all_0_48_48 = e2)) | (all_0_47_47 = e1 & all_0_52_52 = e2 &  ~ (all_0_51_51 = e1))
% 57.12/23.09  																																												|
% 57.12/23.09  																																													+-Applying beta-rule and splitting (790), into two cases.
% 57.12/23.09  																																													|-Branch one:
% 57.12/23.09  																																													| (791) (all_0_41_41 = e0 & all_0_58_58 = e3 &  ~ (all_0_44_44 = e3)) | (all_0_41_41 = e0 & all_0_58_58 = e3 &  ~ (all_0_55_55 = e0)) | (all_0_47_47 = e1 & all_0_52_52 = e2 &  ~ (all_0_48_48 = e2))
% 57.12/23.09  																																													|
% 57.12/23.09  																																														+-Applying beta-rule and splitting (791), into two cases.
% 57.12/23.09  																																														|-Branch one:
% 57.12/23.09  																																														| (792) (all_0_41_41 = e0 & all_0_58_58 = e3 &  ~ (all_0_44_44 = e3)) | (all_0_41_41 = e0 & all_0_58_58 = e3 &  ~ (all_0_55_55 = e0))
% 57.12/23.09  																																														|
% 57.12/23.09  																																															+-Applying beta-rule and splitting (792), into two cases.
% 57.12/23.09  																																															|-Branch one:
% 57.12/23.09  																																															| (793) all_0_41_41 = e0 & all_0_58_58 = e3 &  ~ (all_0_44_44 = e3)
% 57.12/23.09  																																															|
% 57.12/23.09  																																																| Applying alpha-rule on (793) yields:
% 57.12/23.09  																																																| (794) all_0_41_41 = e0
% 57.12/23.09  																																																| (795) all_0_58_58 = e3
% 57.12/23.09  																																																| (407)  ~ (all_0_44_44 = e3)
% 57.12/23.09  																																																|
% 57.12/23.09  																																																| Combining equations (794,453) yields a new equation:
% 57.12/23.09  																																																| (431) e1 = e0
% 57.12/23.09  																																																|
% 57.12/23.09  																																																| Equations (431) can reduce 233 to:
% 57.12/23.09  																																																| (266) $false
% 57.12/23.09  																																																|
% 57.12/23.09  																																																|-The branch is then unsatisfiable
% 57.12/23.09  																																															|-Branch two:
% 57.12/23.09  																																															| (800) all_0_41_41 = e0 & all_0_58_58 = e3 &  ~ (all_0_55_55 = e0)
% 57.12/23.09  																																															|
% 57.12/23.09  																																																| Applying alpha-rule on (800) yields:
% 57.12/23.09  																																																| (794) all_0_41_41 = e0
% 57.12/23.09  																																																| (795) all_0_58_58 = e3
% 57.12/23.09  																																																| (803)  ~ (all_0_55_55 = e0)
% 57.12/23.09  																																																|
% 57.12/23.09  																																																| Combining equations (794,453) yields a new equation:
% 57.12/23.09  																																																| (431) e1 = e0
% 57.12/23.09  																																																|
% 57.12/23.09  																																																| Equations (431) can reduce 233 to:
% 57.12/23.09  																																																| (266) $false
% 57.12/23.09  																																																|
% 57.12/23.09  																																																|-The branch is then unsatisfiable
% 57.12/23.09  																																														|-Branch two:
% 57.12/23.09  																																														| (807) all_0_47_47 = e1 & all_0_52_52 = e2 &  ~ (all_0_48_48 = e2)
% 57.12/23.09  																																														|
% 57.12/23.09  																																															| Applying alpha-rule on (807) yields:
% 57.12/23.09  																																															| (654) all_0_47_47 = e1
% 57.12/23.09  																																															| (352) all_0_52_52 = e2
% 57.12/23.09  																																															| (810)  ~ (all_0_48_48 = e2)
% 57.12/23.09  																																															|
% 57.12/23.09  																																															| Combining equations (654,674) yields a new equation:
% 57.12/23.09  																																															| (546) e1 = e0
% 57.12/23.09  																																															|
% 57.12/23.09  																																															| Simplifying 546 yields:
% 57.12/23.09  																																															| (431) e1 = e0
% 57.12/23.09  																																															|
% 57.12/23.09  																																															| Equations (431) can reduce 233 to:
% 57.12/23.09  																																															| (266) $false
% 57.12/23.09  																																															|
% 57.12/23.09  																																															|-The branch is then unsatisfiable
% 57.12/23.09  																																													|-Branch two:
% 57.12/23.09  																																													| (813) all_0_47_47 = e1 & all_0_52_52 = e2 &  ~ (all_0_51_51 = e1)
% 57.12/23.09  																																													|
% 57.12/23.09  																																														| Applying alpha-rule on (813) yields:
% 57.12/23.09  																																														| (654) all_0_47_47 = e1
% 57.12/23.09  																																														| (352) all_0_52_52 = e2
% 57.12/23.09  																																														| (464)  ~ (all_0_51_51 = e1)
% 57.12/23.09  																																														|
% 57.12/23.09  																																														| Combining equations (654,674) yields a new equation:
% 57.12/23.09  																																														| (546) e1 = e0
% 57.12/23.09  																																														|
% 57.12/23.09  																																														| Simplifying 546 yields:
% 57.12/23.09  																																														| (431) e1 = e0
% 57.12/23.09  																																														|
% 57.12/23.09  																																														| Equations (431) can reduce 233 to:
% 57.12/23.09  																																														| (266) $false
% 57.12/23.09  																																														|
% 57.12/23.09  																																														|-The branch is then unsatisfiable
% 57.12/23.09  																																												|-Branch two:
% 57.12/23.09  																																												| (819) all_0_47_47 = e0 & all_0_58_58 = e2 &  ~ (all_0_49_49 = e2)
% 57.12/23.09  																																												|
% 57.12/23.09  																																													| Applying alpha-rule on (819) yields:
% 57.12/23.09  																																													| (674) all_0_47_47 = e0
% 57.12/23.09  																																													| (624) all_0_58_58 = e2
% 57.12/23.09  																																													| (340)  ~ (all_0_49_49 = e2)
% 57.12/23.09  																																													|
% 57.12/23.09  																																													| Equations (624) can reduce 44 to:
% 57.12/23.09  																																													| (511)  ~ (all_0_56_56 = e2)
% 57.12/23.09  																																													|
% 57.12/23.09  																																													| Equations (624) can reduce 491 to:
% 57.12/23.09  																																													| (128)  ~ (e2 = e0)
% 57.12/23.09  																																													|
% 57.12/23.09  																																													+-Applying beta-rule and splitting (133), into two cases.
% 57.12/23.09  																																													|-Branch one:
% 57.12/23.09  																																													| (833) all_0_56_56 = e2
% 57.12/23.09  																																													|
% 57.12/23.09  																																														| Equations (833) can reduce 511 to:
% 57.12/23.09  																																														| (266) $false
% 57.12/23.09  																																														|
% 57.12/23.09  																																														|-The branch is then unsatisfiable
% 57.12/23.09  																																													|-Branch two:
% 57.12/23.09  																																													| (511)  ~ (all_0_56_56 = e2)
% 57.12/23.09  																																													| (836) all_0_56_56 = e4 | all_0_56_56 = e3 | all_0_56_56 = e1 | all_0_56_56 = e0
% 57.12/23.09  																																													|
% 57.12/23.09  																																														+-Applying beta-rule and splitting (10171), into two cases.
% 57.12/23.09  																																														|-Branch one:
% 57.12/23.09  																																														| (1105) all_0_47_47 = e2
% 57.12/23.09  																																														|
% 57.12/23.09  																																															| Combining equations (674,1105) yields a new equation:
% 57.12/23.09  																																															| (330) e2 = e0
% 57.12/23.09  																																															|
% 57.12/23.09  																																															| Equations (330) can reduce 128 to:
% 57.12/23.09  																																															| (266) $false
% 57.12/23.09  																																															|
% 57.12/23.09  																																															|-The branch is then unsatisfiable
% 57.12/23.09  																																														|-Branch two:
% 57.12/23.09  																																														| (338)  ~ (all_0_47_47 = e2)
% 57.12/23.09  																																														| (10761) all_0_48_48 = e2 | all_0_49_49 = e2
% 57.12/23.09  																																														|
% 57.12/23.09  																																															| Equations (674) can reduce 338 to:
% 57.12/23.09  																																															| (365)  ~ (e2 = e0)
% 57.12/23.09  																																															|
% 57.12/23.09  																																															| Simplifying 365 yields:
% 57.12/23.09  																																															| (128)  ~ (e2 = e0)
% 57.12/23.09  																																															|
% 57.12/23.09  																																															+-Applying beta-rule and splitting (385), into two cases.
% 57.12/23.09  																																															|-Branch one:
% 57.12/23.09  																																															| (1105) all_0_47_47 = e2
% 57.12/23.09  																																															|
% 57.12/23.09  																																																| Combining equations (674,1105) yields a new equation:
% 57.12/23.09  																																																| (330) e2 = e0
% 57.12/23.09  																																																|
% 57.12/23.09  																																																| Equations (330) can reduce 128 to:
% 57.12/23.09  																																																| (266) $false
% 57.12/23.09  																																																|
% 57.12/23.09  																																																|-The branch is then unsatisfiable
% 57.12/23.09  																																															|-Branch two:
% 57.12/23.09  																																															| (338)  ~ (all_0_47_47 = e2)
% 57.12/23.09  																																															| (1108) all_0_51_51 = e2 | all_0_56_56 = e2
% 57.12/23.09  																																															|
% 57.12/23.09  																																																+-Applying beta-rule and splitting (1108), into two cases.
% 57.12/23.09  																																																|-Branch one:
% 57.12/23.09  																																																| (504) all_0_51_51 = e2
% 57.12/23.09  																																																|
% 57.12/23.09  																																																	| Equations (504) can reduce 1099 to:
% 57.12/23.09  																																																	| (266) $false
% 57.12/23.09  																																																	|
% 57.12/23.09  																																																	|-The branch is then unsatisfiable
% 57.12/23.09  																																																|-Branch two:
% 57.12/23.09  																																																| (1099)  ~ (all_0_51_51 = e2)
% 57.12/23.09  																																																| (833) all_0_56_56 = e2
% 57.12/23.09  																																																|
% 57.12/23.09  																																																	| Equations (833) can reduce 511 to:
% 57.12/23.09  																																																	| (266) $false
% 57.12/23.09  																																																	|
% 57.12/23.09  																																																	|-The branch is then unsatisfiable
% 57.12/23.09  																																											|-Branch two:
% 57.12/23.09  																																											| (825) all_0_47_47 = e0 & all_0_58_58 = e2 &  ~ (all_0_56_56 = e0)
% 57.12/23.09  																																											|
% 57.12/23.09  																																												| Applying alpha-rule on (825) yields:
% 57.12/23.09  																																												| (674) all_0_47_47 = e0
% 57.12/23.09  																																												| (624) all_0_58_58 = e2
% 57.12/23.09  																																												| (828)  ~ (all_0_56_56 = e0)
% 57.12/23.09  																																												|
% 57.12/23.09  																																												| Equations (624) can reduce 44 to:
% 57.12/23.09  																																												| (511)  ~ (all_0_56_56 = e2)
% 57.12/23.09  																																												|
% 57.12/23.09  																																												| Equations (624) can reduce 491 to:
% 57.12/23.09  																																												| (128)  ~ (e2 = e0)
% 57.12/23.09  																																												|
% 57.12/23.09  																																												+-Applying beta-rule and splitting (133), into two cases.
% 57.12/23.09  																																												|-Branch one:
% 57.12/23.09  																																												| (833) all_0_56_56 = e2
% 57.12/23.09  																																												|
% 57.12/23.09  																																													| Equations (833) can reduce 511 to:
% 57.12/23.09  																																													| (266) $false
% 57.12/23.09  																																													|
% 57.12/23.09  																																													|-The branch is then unsatisfiable
% 57.12/23.09  																																												|-Branch two:
% 57.12/23.09  																																												| (511)  ~ (all_0_56_56 = e2)
% 57.12/23.09  																																												| (836) all_0_56_56 = e4 | all_0_56_56 = e3 | all_0_56_56 = e1 | all_0_56_56 = e0
% 57.12/23.09  																																												|
% 57.12/23.09  																																													+-Applying beta-rule and splitting (10171), into two cases.
% 57.12/23.09  																																													|-Branch one:
% 57.12/23.09  																																													| (1105) all_0_47_47 = e2
% 57.12/23.09  																																													|
% 57.12/23.09  																																														| Combining equations (674,1105) yields a new equation:
% 57.12/23.09  																																														| (330) e2 = e0
% 57.12/23.09  																																														|
% 57.12/23.09  																																														| Equations (330) can reduce 128 to:
% 57.12/23.09  																																														| (266) $false
% 57.12/23.09  																																														|
% 57.12/23.09  																																														|-The branch is then unsatisfiable
% 57.12/23.09  																																													|-Branch two:
% 57.12/23.09  																																													| (338)  ~ (all_0_47_47 = e2)
% 57.12/23.09  																																													| (10761) all_0_48_48 = e2 | all_0_49_49 = e2
% 57.12/23.09  																																													|
% 57.12/23.09  																																														| Equations (674) can reduce 338 to:
% 57.12/23.09  																																														| (365)  ~ (e2 = e0)
% 57.12/23.09  																																														|
% 57.12/23.09  																																														| Simplifying 365 yields:
% 57.12/23.09  																																														| (128)  ~ (e2 = e0)
% 57.12/23.09  																																														|
% 57.12/23.09  																																														+-Applying beta-rule and splitting (385), into two cases.
% 57.12/23.09  																																														|-Branch one:
% 57.12/23.09  																																														| (1105) all_0_47_47 = e2
% 57.12/23.09  																																														|
% 57.12/23.09  																																															| Combining equations (674,1105) yields a new equation:
% 57.12/23.09  																																															| (330) e2 = e0
% 57.12/23.09  																																															|
% 57.12/23.09  																																															| Equations (330) can reduce 128 to:
% 57.12/23.09  																																															| (266) $false
% 57.12/23.09  																																															|
% 57.12/23.09  																																															|-The branch is then unsatisfiable
% 57.12/23.09  																																														|-Branch two:
% 57.12/23.09  																																														| (338)  ~ (all_0_47_47 = e2)
% 57.12/23.09  																																														| (1108) all_0_51_51 = e2 | all_0_56_56 = e2
% 57.12/23.09  																																														|
% 57.12/23.09  																																															+-Applying beta-rule and splitting (1108), into two cases.
% 57.12/23.09  																																															|-Branch one:
% 57.12/23.09  																																															| (504) all_0_51_51 = e2
% 57.12/23.09  																																															|
% 57.12/23.09  																																																| Equations (504) can reduce 1099 to:
% 57.12/23.09  																																																| (266) $false
% 57.12/23.09  																																																|
% 57.12/23.09  																																																|-The branch is then unsatisfiable
% 57.12/23.09  																																															|-Branch two:
% 57.12/23.09  																																															| (1099)  ~ (all_0_51_51 = e2)
% 57.12/23.09  																																															| (833) all_0_56_56 = e2
% 57.12/23.09  																																															|
% 57.12/23.09  																																																| Equations (833) can reduce 511 to:
% 57.12/23.09  																																																| (266) $false
% 57.12/23.09  																																																|
% 57.12/23.09  																																																|-The branch is then unsatisfiable
% 57.12/23.09  																																								|-Branch two:
% 57.12/23.09  																																								| (1401)  ~ (all_0_40_40 = e0)
% 57.12/23.09  																																								| (1748) all_0_44_44 = e0 | all_0_49_49 = e0 | all_0_58_58 = e0
% 57.12/23.09  																																								|
% 57.12/23.09  																																									+-Applying beta-rule and splitting (316), into two cases.
% 57.12/23.09  																																									|-Branch one:
% 57.13/23.09  																																									| (1378) all_0_40_40 = e4
% 57.13/23.09  																																									|
% 57.13/23.09  																																										| Equations (1378) can reduce 447 to:
% 57.13/23.09  																																										| (266) $false
% 57.13/23.09  																																										|
% 57.13/23.09  																																										|-The branch is then unsatisfiable
% 57.13/23.09  																																									|-Branch two:
% 57.13/23.09  																																									| (447)  ~ (all_0_40_40 = e4)
% 57.13/23.09  																																									| (485) all_0_40_40 = e0
% 57.13/23.09  																																									|
% 57.13/23.09  																																										| Equations (485) can reduce 1401 to:
% 57.13/23.09  																																										| (266) $false
% 57.13/23.09  																																										|
% 57.13/23.09  																																										|-The branch is then unsatisfiable
% 57.13/23.09  																																							|-Branch two:
% 57.13/23.09  																																							| (678)  ~ (all_0_47_47 = e0)
% 57.13/23.09  																																							| (679) all_0_56_56 = e0
% 57.13/23.09  																																							|
% 57.13/23.09  																																								| Equations (679) can reduce 828 to:
% 57.13/23.09  																																								| (266) $false
% 57.13/23.09  																																								|
% 57.13/23.09  																																								|-The branch is then unsatisfiable
% 57.13/23.09  																																				|-Branch two:
% 57.13/23.09  																																				| (1377)  ~ (all_0_39_39 = e4)
% 57.13/23.09  																																				| (2115) all_0_42_42 = e4 | all_0_47_47 = e4 | all_0_51_51 = e4 | all_0_56_56 = e4
% 57.13/23.09  																																				|
% 57.13/23.09  																																					+-Applying beta-rule and splitting (326), into two cases.
% 57.13/23.09  																																					|-Branch one:
% 57.13/23.09  																																					| (471) all_0_39_39 = e4
% 57.13/23.09  																																					|
% 57.13/23.09  																																						| Equations (471) can reduce 1377 to:
% 57.13/23.09  																																						| (266) $false
% 57.13/23.09  																																						|
% 57.13/23.09  																																						|-The branch is then unsatisfiable
% 57.13/23.09  																																					|-Branch two:
% 57.13/23.09  																																					| (1377)  ~ (all_0_39_39 = e4)
% 57.13/23.09  																																					| (1378) all_0_40_40 = e4
% 57.13/23.09  																																					|
% 57.13/23.09  																																						| Equations (1378) can reduce 447 to:
% 57.13/23.09  																																						| (266) $false
% 57.13/23.09  																																						|
% 57.13/23.09  																																						|-The branch is then unsatisfiable
% 57.13/23.09  																																			|-Branch two:
% 57.13/23.09  																																			| (1390)  ~ (all_0_44_44 = e4)
% 57.13/23.09  																																			| (1391) all_0_44_44 = e3 | all_0_44_44 = e1 | all_0_44_44 = e0
% 57.13/23.09  																																			|
% 57.13/23.09  																																				+-Applying beta-rule and splitting (64), into two cases.
% 57.13/23.09  																																				|-Branch one:
% 57.13/23.09  																																				| (437) all_0_41_41 = e4
% 57.13/23.09  																																				|
% 57.13/23.09  																																					| Combining equations (437,453) yields a new equation:
% 57.13/23.09  																																					| (636) e4 = e1
% 57.13/23.09  																																					|
% 57.13/23.09  																																					| Simplifying 636 yields:
% 57.13/23.09  																																					| (630) e4 = e1
% 57.13/23.09  																																					|
% 57.13/23.09  																																					| Equations (630) can reduce 110 to:
% 57.13/23.09  																																					| (266) $false
% 57.13/23.09  																																					|
% 57.13/23.09  																																					|-The branch is then unsatisfiable
% 57.13/23.09  																																				|-Branch two:
% 57.13/23.09  																																				| (440)  ~ (all_0_41_41 = e4)
% 57.13/23.09  																																				| (441) all_0_42_42 = e4 | all_0_43_43 = e4 | all_0_44_44 = e4
% 57.13/23.09  																																				|
% 57.13/23.09  																																					+-Applying beta-rule and splitting (441), into two cases.
% 57.13/23.09  																																					|-Branch one:
% 57.13/23.09  																																					| (1392) all_0_42_42 = e4
% 57.13/23.09  																																					|
% 57.13/23.09  																																						| Equations (1392) can reduce 145 to:
% 57.13/23.09  																																						| (1377)  ~ (all_0_39_39 = e4)
% 57.13/23.09  																																						|
% 57.13/23.09  																																						| Equations (1392) can reduce 358 to:
% 57.13/23.09  																																						| (49)  ~ (e4 = e0)
% 57.13/23.09  																																						|
% 57.13/23.09  																																						+-Applying beta-rule and splitting (326), into two cases.
% 57.13/23.09  																																						|-Branch one:
% 57.13/23.09  																																						| (471) all_0_39_39 = e4
% 57.13/23.09  																																						|
% 57.13/23.09  																																							| Equations (471) can reduce 1377 to:
% 57.13/23.09  																																							| (266) $false
% 57.13/23.09  																																							|
% 57.13/23.09  																																							|-The branch is then unsatisfiable
% 57.13/23.09  																																						|-Branch two:
% 57.13/23.09  																																						| (1377)  ~ (all_0_39_39 = e4)
% 57.13/23.09  																																						| (1378) all_0_40_40 = e4
% 57.13/23.09  																																						|
% 57.13/23.09  																																							| Equations (1378) can reduce 176 to:
% 57.13/23.09  																																							| (1377)  ~ (all_0_39_39 = e4)
% 57.13/23.09  																																							|
% 57.13/23.09  																																							| Equations (1378) can reduce 296 to:
% 57.13/23.09  																																							| (48)  ~ (e4 = e2)
% 57.13/23.09  																																							|
% 57.13/23.09  																																							+-Applying beta-rule and splitting (333), into two cases.
% 57.13/23.09  																																							|-Branch one:
% 57.13/23.09  																																							| (480) all_0_39_39 = e0
% 57.13/23.09  																																							|
% 57.13/23.09  																																								| Equations (480) can reduce 1377 to:
% 57.13/23.09  																																								| (401)  ~ (e4 = e0)
% 57.13/23.09  																																								|
% 57.13/23.09  																																								| Simplifying 401 yields:
% 57.13/23.09  																																								| (49)  ~ (e4 = e0)
% 57.13/23.09  																																								|
% 57.13/23.09  																																								+-Applying beta-rule and splitting (75), into two cases.
% 57.13/23.09  																																								|-Branch one:
% 57.13/23.09  																																								| (485) all_0_40_40 = e0
% 57.13/23.09  																																								|
% 57.13/23.09  																																									| Combining equations (485,1378) yields a new equation:
% 57.13/23.09  																																									| (397) e4 = e0
% 57.13/23.09  																																									|
% 57.13/23.09  																																									| Equations (397) can reduce 49 to:
% 57.13/23.09  																																									| (266) $false
% 57.13/23.09  																																									|
% 57.13/23.09  																																									|-The branch is then unsatisfiable
% 57.13/23.09  																																								|-Branch two:
% 57.13/23.09  																																								| (1401)  ~ (all_0_40_40 = e0)
% 57.13/23.09  																																								| (1748) all_0_44_44 = e0 | all_0_49_49 = e0 | all_0_58_58 = e0
% 57.13/23.09  																																								|
% 57.13/23.09  																																									+-Applying beta-rule and splitting (1748), into two cases.
% 57.13/23.09  																																									|-Branch one:
% 57.13/23.09  																																									| (1414) all_0_44_44 = e0
% 57.13/23.09  																																									|
% 57.13/23.09  																																										| Equations (1414) can reduce 360 to:
% 57.13/23.09  																																										| (266) $false
% 57.13/23.09  																																										|
% 57.13/23.09  																																										|-The branch is then unsatisfiable
% 57.13/23.09  																																									|-Branch two:
% 57.13/23.09  																																									| (360)  ~ (all_0_44_44 = e0)
% 57.13/23.09  																																									| (1760) all_0_49_49 = e0 | all_0_58_58 = e0
% 57.13/23.09  																																									|
% 57.13/23.09  																																										+-Applying beta-rule and splitting (163), into two cases.
% 57.13/23.09  																																										|-Branch one:
% 57.13/23.09  																																										| (565) all_0_52_52 = e4
% 57.13/23.09  																																										|
% 57.13/23.09  																																											| Combining equations (565,352) yields a new equation:
% 57.13/23.09  																																											| (322) e4 = e2
% 57.13/23.09  																																											|
% 57.13/23.09  																																											| Simplifying 322 yields:
% 57.13/23.09  																																											| (323) e4 = e2
% 57.13/23.09  																																											|
% 57.13/23.09  																																											| Equations (323) can reduce 48 to:
% 57.13/23.09  																																											| (266) $false
% 57.13/23.09  																																											|
% 57.13/23.09  																																											|-The branch is then unsatisfiable
% 57.13/23.09  																																										|-Branch two:
% 57.13/23.09  																																										| (780)  ~ (all_0_52_52 = e4)
% 57.13/23.09  																																										| (781) (all_0_41_41 = e0 & all_0_58_58 = e3 &  ~ (all_0_44_44 = e3)) | (all_0_41_41 = e0 & all_0_58_58 = e3 &  ~ (all_0_55_55 = e0)) | (all_0_47_47 = e1 & all_0_52_52 = e2 &  ~ (all_0_48_48 = e2)) | (all_0_47_47 = e1 & all_0_52_52 = e2 &  ~ (all_0_51_51 = e1)) | (all_0_47_47 = e0 & all_0_58_58 = e2 &  ~ (all_0_49_49 = e2)) | (all_0_47_47 = e0 & all_0_58_58 = e2 &  ~ (all_0_56_56 = e0))
% 57.13/23.09  																																										|
% 57.13/23.09  																																											+-Applying beta-rule and splitting (1760), into two cases.
% 57.13/23.09  																																											|-Branch one:
% 57.13/23.09  																																											| (978) all_0_49_49 = e0
% 57.13/23.09  																																											|
% 57.13/23.09  																																												| Equations (978) can reduce 86 to:
% 57.13/23.09  																																												| (678)  ~ (all_0_47_47 = e0)
% 57.13/23.09  																																												|
% 57.13/23.09  																																												| Equations (978) can reduce 1064 to:
% 57.13/23.09  																																												| (435)  ~ (e1 = e0)
% 57.13/23.09  																																												|
% 57.13/23.09  																																												| Simplifying 435 yields:
% 57.13/23.09  																																												| (233)  ~ (e1 = e0)
% 57.13/23.09  																																												|
% 57.13/23.09  																																												+-Applying beta-rule and splitting (781), into two cases.
% 57.13/23.09  																																												|-Branch one:
% 57.13/23.09  																																												| (789) (all_0_41_41 = e0 & all_0_58_58 = e3 &  ~ (all_0_44_44 = e3)) | (all_0_41_41 = e0 & all_0_58_58 = e3 &  ~ (all_0_55_55 = e0)) | (all_0_47_47 = e1 & all_0_52_52 = e2 &  ~ (all_0_48_48 = e2)) | (all_0_47_47 = e1 & all_0_52_52 = e2 &  ~ (all_0_51_51 = e1)) | (all_0_47_47 = e0 & all_0_58_58 = e2 &  ~ (all_0_49_49 = e2))
% 57.13/23.09  																																												|
% 57.13/23.09  																																													+-Applying beta-rule and splitting (789), into two cases.
% 57.13/23.09  																																													|-Branch one:
% 57.13/23.09  																																													| (790) (all_0_41_41 = e0 & all_0_58_58 = e3 &  ~ (all_0_44_44 = e3)) | (all_0_41_41 = e0 & all_0_58_58 = e3 &  ~ (all_0_55_55 = e0)) | (all_0_47_47 = e1 & all_0_52_52 = e2 &  ~ (all_0_48_48 = e2)) | (all_0_47_47 = e1 & all_0_52_52 = e2 &  ~ (all_0_51_51 = e1))
% 57.13/23.09  																																													|
% 57.13/23.09  																																														+-Applying beta-rule and splitting (790), into two cases.
% 57.13/23.09  																																														|-Branch one:
% 57.13/23.09  																																														| (791) (all_0_41_41 = e0 & all_0_58_58 = e3 &  ~ (all_0_44_44 = e3)) | (all_0_41_41 = e0 & all_0_58_58 = e3 &  ~ (all_0_55_55 = e0)) | (all_0_47_47 = e1 & all_0_52_52 = e2 &  ~ (all_0_48_48 = e2))
% 57.13/23.09  																																														|
% 57.13/23.09  																																															+-Applying beta-rule and splitting (791), into two cases.
% 57.13/23.09  																																															|-Branch one:
% 57.13/23.10  																																															| (792) (all_0_41_41 = e0 & all_0_58_58 = e3 &  ~ (all_0_44_44 = e3)) | (all_0_41_41 = e0 & all_0_58_58 = e3 &  ~ (all_0_55_55 = e0))
% 57.13/23.10  																																															|
% 57.13/23.10  																																																+-Applying beta-rule and splitting (792), into two cases.
% 57.13/23.10  																																																|-Branch one:
% 57.13/23.10  																																																| (793) all_0_41_41 = e0 & all_0_58_58 = e3 &  ~ (all_0_44_44 = e3)
% 57.13/23.10  																																																|
% 57.13/23.10  																																																	| Applying alpha-rule on (793) yields:
% 57.13/23.10  																																																	| (794) all_0_41_41 = e0
% 57.13/23.10  																																																	| (795) all_0_58_58 = e3
% 57.13/23.10  																																																	| (407)  ~ (all_0_44_44 = e3)
% 57.13/23.10  																																																	|
% 57.13/23.10  																																																	| Combining equations (794,453) yields a new equation:
% 57.13/23.10  																																																	| (431) e1 = e0
% 57.13/23.10  																																																	|
% 57.13/23.10  																																																	| Equations (431) can reduce 233 to:
% 57.13/23.10  																																																	| (266) $false
% 57.13/23.10  																																																	|
% 57.13/23.10  																																																	|-The branch is then unsatisfiable
% 57.13/23.10  																																																|-Branch two:
% 57.13/23.10  																																																| (800) all_0_41_41 = e0 & all_0_58_58 = e3 &  ~ (all_0_55_55 = e0)
% 57.13/23.10  																																																|
% 57.13/23.10  																																																	| Applying alpha-rule on (800) yields:
% 57.13/23.10  																																																	| (794) all_0_41_41 = e0
% 57.13/23.10  																																																	| (795) all_0_58_58 = e3
% 57.13/23.10  																																																	| (803)  ~ (all_0_55_55 = e0)
% 57.13/23.10  																																																	|
% 57.13/23.10  																																																	| Combining equations (794,453) yields a new equation:
% 57.13/23.10  																																																	| (431) e1 = e0
% 57.13/23.10  																																																	|
% 57.13/23.10  																																																	| Equations (431) can reduce 233 to:
% 57.13/23.10  																																																	| (266) $false
% 57.13/23.10  																																																	|
% 57.13/23.10  																																																	|-The branch is then unsatisfiable
% 57.13/23.10  																																															|-Branch two:
% 57.13/23.10  																																															| (807) all_0_47_47 = e1 & all_0_52_52 = e2 &  ~ (all_0_48_48 = e2)
% 57.13/23.10  																																															|
% 57.13/23.10  																																																| Applying alpha-rule on (807) yields:
% 57.13/23.10  																																																| (654) all_0_47_47 = e1
% 57.13/23.10  																																																| (352) all_0_52_52 = e2
% 57.13/23.10  																																																| (810)  ~ (all_0_48_48 = e2)
% 57.13/23.10  																																																|
% 57.13/23.10  																																																| Equations (654) can reduce 462 to:
% 57.13/23.10  																																																| (266) $false
% 57.13/23.10  																																																|
% 57.13/23.10  																																																|-The branch is then unsatisfiable
% 57.13/23.10  																																														|-Branch two:
% 57.13/23.10  																																														| (813) all_0_47_47 = e1 & all_0_52_52 = e2 &  ~ (all_0_51_51 = e1)
% 57.13/23.10  																																														|
% 57.13/23.10  																																															| Applying alpha-rule on (813) yields:
% 57.13/23.10  																																															| (654) all_0_47_47 = e1
% 57.13/23.10  																																															| (352) all_0_52_52 = e2
% 57.13/23.10  																																															| (464)  ~ (all_0_51_51 = e1)
% 57.13/23.10  																																															|
% 57.13/23.10  																																															| Equations (654) can reduce 462 to:
% 57.13/23.10  																																															| (266) $false
% 57.13/23.10  																																															|
% 57.13/23.10  																																															|-The branch is then unsatisfiable
% 57.13/23.10  																																													|-Branch two:
% 57.13/23.10  																																													| (819) all_0_47_47 = e0 & all_0_58_58 = e2 &  ~ (all_0_49_49 = e2)
% 57.13/23.10  																																													|
% 57.13/23.10  																																														| Applying alpha-rule on (819) yields:
% 57.13/23.10  																																														| (674) all_0_47_47 = e0
% 57.13/23.10  																																														| (624) all_0_58_58 = e2
% 57.13/23.10  																																														| (340)  ~ (all_0_49_49 = e2)
% 57.13/23.10  																																														|
% 57.13/23.10  																																														| Equations (674) can reduce 678 to:
% 57.13/23.10  																																														| (266) $false
% 57.13/23.10  																																														|
% 57.13/23.10  																																														|-The branch is then unsatisfiable
% 57.13/23.10  																																												|-Branch two:
% 57.13/23.10  																																												| (825) all_0_47_47 = e0 & all_0_58_58 = e2 &  ~ (all_0_56_56 = e0)
% 57.13/23.10  																																												|
% 57.13/23.10  																																													| Applying alpha-rule on (825) yields:
% 57.13/23.10  																																													| (674) all_0_47_47 = e0
% 57.13/23.10  																																													| (624) all_0_58_58 = e2
% 57.13/23.10  																																													| (828)  ~ (all_0_56_56 = e0)
% 57.13/23.10  																																													|
% 57.13/23.10  																																													| Equations (674) can reduce 678 to:
% 57.13/23.10  																																													| (266) $false
% 57.13/23.10  																																													|
% 57.13/23.10  																																													|-The branch is then unsatisfiable
% 57.13/23.10  																																											|-Branch two:
% 57.13/23.10  																																											| (487)  ~ (all_0_49_49 = e0)
% 57.13/23.10  																																											| (914) all_0_58_58 = e0
% 57.13/23.10  																																											|
% 57.13/23.10  																																												| Equations (914) can reduce 491 to:
% 57.13/23.10  																																												| (266) $false
% 57.13/23.10  																																												|
% 57.13/23.10  																																												|-The branch is then unsatisfiable
% 57.13/23.10  																																							|-Branch two:
% 57.13/23.10  																																							| (484)  ~ (all_0_39_39 = e0)
% 57.13/23.10  																																							| (485) all_0_40_40 = e0
% 57.13/23.10  																																							|
% 57.13/23.10  																																								| Combining equations (485,1378) yields a new equation:
% 57.13/23.10  																																								| (397) e4 = e0
% 57.13/23.10  																																								|
% 57.13/23.10  																																								| Equations (397) can reduce 49 to:
% 57.13/23.10  																																								| (266) $false
% 57.13/23.10  																																								|
% 57.13/23.10  																																								|-The branch is then unsatisfiable
% 57.13/23.10  																																					|-Branch two:
% 57.13/23.10  																																					| (1890)  ~ (all_0_42_42 = e4)
% 57.13/23.10  																																					| (1891) all_0_43_43 = e4 | all_0_44_44 = e4
% 57.13/23.10  																																					|
% 57.13/23.10  																																						+-Applying beta-rule and splitting (1891), into two cases.
% 57.13/23.10  																																						|-Branch one:
% 57.13/23.10  																																						| (396) all_0_43_43 = e4
% 57.13/23.10  																																						|
% 57.13/23.10  																																							| Combining equations (396,356) yields a new equation:
% 57.13/23.10  																																							| (481) e4 = e0
% 57.13/23.10  																																							|
% 57.13/23.10  																																							| Simplifying 481 yields:
% 57.13/23.10  																																							| (397) e4 = e0
% 57.13/23.10  																																							|
% 57.13/23.10  																																							| Equations (397) can reduce 49 to:
% 57.13/23.10  																																							| (266) $false
% 57.13/23.10  																																							|
% 57.13/23.10  																																							|-The branch is then unsatisfiable
% 57.13/23.10  																																						|-Branch two:
% 57.13/23.10  																																						| (399)  ~ (all_0_43_43 = e4)
% 57.13/23.10  																																						| (446) all_0_44_44 = e4
% 57.13/23.10  																																						|
% 57.13/23.10  																																							| Equations (446) can reduce 1390 to:
% 57.13/23.10  																																							| (266) $false
% 57.13/23.10  																																							|
% 57.13/23.10  																																							|-The branch is then unsatisfiable
% 57.13/23.10  																																		|-Branch two:
% 57.13/23.10  																																		| (566)  ~ (all_0_50_50 = e4)
% 57.13/23.10  																																		| (1444) all_0_50_50 = e3 | all_0_50_50 = e1
% 57.13/23.10  																																		|
% 57.13/23.10  																																			+-Applying beta-rule and splitting (774), into two cases.
% 57.13/23.10  																																			|-Branch one:
% 57.13/23.10  																																			| (775) all_0_50_50 = e4
% 57.13/23.10  																																			|
% 57.13/23.10  																																				| Equations (775) can reduce 566 to:
% 57.13/23.10  																																				| (266) $false
% 57.13/23.10  																																				|
% 57.13/23.10  																																				|-The branch is then unsatisfiable
% 57.13/23.10  																																			|-Branch two:
% 57.13/23.10  																																			| (566)  ~ (all_0_50_50 = e4)
% 57.13/23.10  																																			| (587) all_0_55_55 = e4
% 57.13/23.10  																																			|
% 57.13/23.10  																																				| Combining equations (858,587) yields a new equation:
% 57.13/23.10  																																				| (397) e4 = e0
% 57.13/23.10  																																				|
% 57.13/23.10  																																				| Equations (397) can reduce 49 to:
% 57.13/23.10  																																				| (266) $false
% 57.13/23.10  																																				|
% 57.13/23.10  																																				|-The branch is then unsatisfiable
% 57.13/23.10  																													|-Branch two:
% 57.13/23.10  																													| (457)  ~ (all_0_41_41 = e1)
% 57.13/23.10  																													| (403) all_0_41_41 = e3
% 57.13/23.10  																													|
% 57.13/23.10  																														| Equations (403) can reduce 1898 to:
% 57.13/23.10  																														| (266) $false
% 57.13/23.10  																														|
% 57.13/23.10  																														|-The branch is then unsatisfiable
% 57.13/23.10  																								|-Branch two:
% 57.13/23.10  																								| (409)  ~ (all_0_46_46 = e3)
% 57.13/23.10  																								| (4042) all_0_50_50 = e3 | all_0_55_55 = e3
% 57.13/23.10  																								|
% 57.13/23.10  																									+-Applying beta-rule and splitting (4042), into two cases.
% 57.13/23.10  																									|-Branch one:
% 57.13/23.10  																									| (415) all_0_50_50 = e3
% 57.13/23.10  																									|
% 57.13/23.10  																										| Equations (415) can reduce 411 to:
% 57.13/23.10  																										| (266) $false
% 57.13/23.10  																										|
% 57.13/23.10  																										|-The branch is then unsatisfiable
% 57.13/23.10  																									|-Branch two:
% 57.13/23.10  																									| (411)  ~ (all_0_50_50 = e3)
% 57.13/23.10  																									| (2336) all_0_55_55 = e3
% 57.13/23.10  																									|
% 57.13/23.10  																										| Equations (2336) can reduce 270 to:
% 57.13/23.10  																										| (266) $false
% 57.13/23.10  																										|
% 57.13/23.10  																										|-The branch is then unsatisfiable
% 57.13/23.10  													|-Branch two:
% 57.13/23.10  													| (5470)  ~ (all_0_43_43 = e0)
% 57.13/23.10  													| (5471) all_0_48_48 = e0 | all_0_57_57 = e0
% 57.13/23.10  													|
% 57.13/23.10  														+-Applying beta-rule and splitting (195), into two cases.
% 57.13/23.10  														|-Branch one:
% 57.13/23.10  														| (396) all_0_43_43 = e4
% 57.13/23.10  														|
% 57.13/23.10  															| Equations (396) can reduce 31 to:
% 57.13/23.10  															| (440)  ~ (all_0_41_41 = e4)
% 57.13/23.10  															|
% 57.13/23.10  															| Equations (396) can reduce 240 to:
% 57.13/23.10  															| (1890)  ~ (all_0_42_42 = e4)
% 57.13/23.10  															|
% 57.13/23.10  															| Equations (396) can reduce 159 to:
% 57.13/23.10  															| (1903)  ~ (all_0_44_44 = e4)
% 57.13/23.10  															|
% 57.13/23.10  															| Simplifying 1903 yields:
% 57.13/23.10  															| (1390)  ~ (all_0_44_44 = e4)
% 57.13/23.10  															|
% 57.13/23.10  															| Equations (396) can reduce 17 to:
% 57.13/23.10  															| (253)  ~ (all_0_48_48 = e4)
% 57.13/23.10  															|
% 57.13/23.10  															| Simplifying 253 yields:
% 57.13/23.10  															| (254)  ~ (all_0_48_48 = e4)
% 57.13/23.10  															|
% 57.13/23.10  															| Equations (396) can reduce 199 to:
% 57.13/23.10  															| (838)  ~ (all_0_57_57 = e4)
% 57.13/23.10  															|
% 57.13/23.10  															| Simplifying 838 yields:
% 57.13/23.10  															| (839)  ~ (all_0_57_57 = e4)
% 57.13/23.10  															|
% 57.13/23.10  															| Equations (396) can reduce 99 to:
% 57.13/23.10  															| (188)  ~ (e4 = e3)
% 57.13/23.10  															|
% 57.13/23.10  															| Equations (396) can reduce 96 to:
% 57.13/23.10  															| (48)  ~ (e4 = e2)
% 57.13/23.10  															|
% 57.13/23.10  															| From (396) and (37) follows:
% 57.13/23.10  															| (5492) op(e3, e1) = e4
% 57.13/23.10  															|
% 57.13/23.10  															+-Applying beta-rule and splitting (168), into two cases.
% 57.13/23.10  															|-Branch one:
% 57.13/23.10  															| (415) all_0_50_50 = e3
% 57.13/23.10  															|
% 57.13/23.10  																| Equations (415) can reduce 221 to:
% 57.13/23.10  																| (1898)  ~ (all_0_41_41 = e3)
% 57.13/23.10  																|
% 57.13/23.10  																| Equations (415) can reduce 35 to:
% 57.13/23.10  																| (409)  ~ (all_0_46_46 = e3)
% 57.13/23.10  																|
% 57.13/23.10  																| Equations (415) can reduce 121 to:
% 57.13/23.10  																| (80)  ~ (e3 = e0)
% 57.13/23.10  																|
% 57.13/23.10  																+-Applying beta-rule and splitting (62), into two cases.
% 57.13/23.10  																|-Branch one:
% 57.13/23.10  																| (321) all_0_38_38 = e4
% 57.13/23.10  																|
% 57.13/23.10  																	| Combining equations (321,292) yields a new equation:
% 57.13/23.10  																	| (322) e4 = e2
% 57.13/23.10  																	|
% 57.13/23.10  																	| Simplifying 322 yields:
% 57.13/23.10  																	| (323) e4 = e2
% 57.13/23.10  																	|
% 57.13/23.10  																	| Equations (323) can reduce 48 to:
% 57.13/23.10  																	| (266) $false
% 57.13/23.10  																	|
% 57.13/23.10  																	|-The branch is then unsatisfiable
% 57.13/23.10  																|-Branch two:
% 57.13/23.10  																| (325)  ~ (all_0_38_38 = e4)
% 57.13/23.10  																| (582) all_0_41_41 = e4 | all_0_46_46 = e4 | all_0_50_50 = e4 | all_0_55_55 = e4
% 57.13/23.10  																|
% 57.13/23.10  																	+-Applying beta-rule and splitting (582), into two cases.
% 57.13/23.10  																	|-Branch one:
% 57.13/23.10  																	| (437) all_0_41_41 = e4
% 57.13/23.10  																	|
% 57.13/23.10  																		| Equations (437) can reduce 440 to:
% 57.13/23.10  																		| (266) $false
% 57.13/23.10  																		|
% 57.13/23.10  																		|-The branch is then unsatisfiable
% 57.13/23.10  																	|-Branch two:
% 57.13/23.10  																	| (440)  ~ (all_0_41_41 = e4)
% 57.13/23.10  																	| (769) all_0_46_46 = e4 | all_0_50_50 = e4 | all_0_55_55 = e4
% 57.13/23.10  																	|
% 57.13/23.10  																		+-Applying beta-rule and splitting (769), into two cases.
% 57.13/23.10  																		|-Branch one:
% 57.13/23.10  																		| (770) all_0_46_46 = e4
% 57.13/23.10  																		|
% 57.13/23.10  																			| Equations (770) can reduce 250 to:
% 57.13/23.10  																			| (266) $false
% 57.13/23.10  																			|
% 57.13/23.10  																			|-The branch is then unsatisfiable
% 57.13/23.10  																		|-Branch two:
% 57.13/23.10  																		| (250)  ~ (all_0_46_46 = e4)
% 57.13/23.10  																		| (774) all_0_50_50 = e4 | all_0_55_55 = e4
% 57.13/23.10  																		|
% 57.13/23.10  																			+-Applying beta-rule and splitting (774), into two cases.
% 57.13/23.10  																			|-Branch one:
% 57.13/23.10  																			| (775) all_0_50_50 = e4
% 57.13/23.10  																			|
% 57.13/23.10  																				| Combining equations (415,775) yields a new equation:
% 57.13/23.10  																				| (425) e4 = e3
% 57.13/23.10  																				|
% 57.13/23.10  																				| Equations (425) can reduce 188 to:
% 57.13/23.10  																				| (266) $false
% 57.13/23.10  																				|
% 57.13/23.10  																				|-The branch is then unsatisfiable
% 57.13/23.10  																			|-Branch two:
% 57.13/23.10  																			| (566)  ~ (all_0_50_50 = e4)
% 57.13/23.10  																			| (587) all_0_55_55 = e4
% 57.13/23.10  																			|
% 57.13/23.10  																				| Equations (587) can reduce 304 to:
% 57.13/23.10  																				| (48)  ~ (e4 = e2)
% 57.13/23.10  																				|
% 57.13/23.10  																				+-Applying beta-rule and splitting (113), into two cases.
% 57.13/23.10  																				|-Branch one:
% 57.13/23.10  																				| (403) all_0_41_41 = e3
% 57.13/23.10  																				|
% 57.13/23.10  																					| Equations (403) can reduce 1898 to:
% 57.13/23.10  																					| (266) $false
% 57.13/23.10  																					|
% 57.13/23.10  																					|-The branch is then unsatisfiable
% 57.13/23.10  																				|-Branch two:
% 57.13/23.10  																				| (1898)  ~ (all_0_41_41 = e3)
% 57.13/23.10  																				| (1899) all_0_42_42 = e3 | all_0_44_44 = e3
% 57.13/23.10  																				|
% 57.13/23.10  																					+-Applying beta-rule and splitting (189), into two cases.
% 57.13/23.10  																					|-Branch one:
% 57.13/23.10  																					| (532) all_0_44_44 = e3
% 57.13/23.10  																					|
% 57.13/23.10  																						| Equations (532) can reduce 73 to:
% 57.13/23.10  																						| (405)  ~ (all_0_42_42 = e3)
% 57.13/23.10  																						|
% 57.13/23.10  																						| Equations (532) can reduce 9 to:
% 57.13/23.10  																						| (524)  ~ (all_0_49_49 = e3)
% 57.13/23.10  																						|
% 57.13/23.10  																						| Simplifying 524 yields:
% 57.13/23.10  																						| (525)  ~ (all_0_49_49 = e3)
% 57.13/23.10  																						|
% 57.13/23.10  																						| Equations (532) can reduce 181 to:
% 57.13/23.10  																						| (275)  ~ (all_0_58_58 = e3)
% 57.13/23.10  																						|
% 57.13/23.10  																						| Simplifying 275 yields:
% 57.13/23.10  																						| (276)  ~ (all_0_58_58 = e3)
% 57.13/23.10  																						|
% 57.13/23.10  																						| Equations (532) can reduce 1390 to:
% 57.13/23.10  																						| (277)  ~ (e4 = e3)
% 57.13/23.10  																						|
% 57.13/23.10  																						| Simplifying 277 yields:
% 57.13/23.10  																						| (188)  ~ (e4 = e3)
% 57.13/23.10  																						|
% 57.13/23.10  																						+-Applying beta-rule and splitting (78), into two cases.
% 57.13/23.10  																						|-Branch one:
% 57.13/23.10  																						| (423) all_0_45_45 = e3
% 57.13/23.10  																						|
% 57.13/23.10  																							| Combining equations (248,423) yields a new equation:
% 57.13/23.10  																							| (424) e4 = e3
% 57.13/23.10  																							|
% 57.13/23.10  																							| Simplifying 424 yields:
% 57.13/23.10  																							| (425) e4 = e3
% 57.13/23.10  																							|
% 57.13/23.10  																							| Equations (425) can reduce 188 to:
% 57.13/23.10  																							| (266) $false
% 57.13/23.10  																							|
% 57.13/23.10  																							|-The branch is then unsatisfiable
% 57.13/23.10  																						|-Branch two:
% 57.13/23.10  																						| (427)  ~ (all_0_45_45 = e3)
% 57.13/23.10  																						| (428) all_0_46_46 = e3 | all_0_47_47 = e3 | all_0_49_49 = e3
% 57.13/23.10  																						|
% 57.13/23.10  																							+-Applying beta-rule and splitting (180), into two cases.
% 57.13/23.10  																							|-Branch one:
% 57.13/23.10  																							| (516) all_0_42_42 = e3
% 57.13/23.10  																							|
% 57.13/23.10  																								| Equations (516) can reduce 405 to:
% 57.13/23.10  																								| (266) $false
% 57.13/23.10  																								|
% 57.13/23.10  																								|-The branch is then unsatisfiable
% 57.13/23.10  																							|-Branch two:
% 57.13/23.10  																							| (405)  ~ (all_0_42_42 = e3)
% 57.13/23.10  																							| (521) all_0_47_47 = e3 | all_0_51_51 = e3 | all_0_56_56 = e3
% 57.13/23.10  																							|
% 57.13/23.10  																								+-Applying beta-rule and splitting (428), into two cases.
% 57.13/23.10  																								|-Branch one:
% 57.13/23.10  																								| (1557) all_0_46_46 = e3
% 57.13/23.10  																								|
% 57.13/23.10  																									| Equations (1557) can reduce 409 to:
% 57.13/23.10  																									| (266) $false
% 57.13/23.10  																									|
% 57.13/23.10  																									|-The branch is then unsatisfiable
% 57.13/23.10  																								|-Branch two:
% 57.13/23.10  																								| (409)  ~ (all_0_46_46 = e3)
% 57.13/23.10  																								| (1561) all_0_47_47 = e3 | all_0_49_49 = e3
% 57.13/23.10  																								|
% 57.13/23.10  																									+-Applying beta-rule and splitting (521), into two cases.
% 57.13/23.10  																									|-Branch one:
% 57.13/23.10  																									| (522) all_0_47_47 = e3
% 57.13/23.10  																									|
% 57.13/23.10  																										+-Applying beta-rule and splitting (163), into two cases.
% 57.13/23.10  																										|-Branch one:
% 57.13/23.10  																										| (565) all_0_52_52 = e4
% 57.13/23.10  																										|
% 57.13/23.10  																											| Combining equations (352,565) yields a new equation:
% 57.13/23.10  																											| (323) e4 = e2
% 57.13/23.10  																											|
% 57.13/23.10  																											| Equations (323) can reduce 48 to:
% 57.13/23.10  																											| (266) $false
% 57.13/23.10  																											|
% 57.13/23.10  																											|-The branch is then unsatisfiable
% 57.13/23.10  																										|-Branch two:
% 57.13/23.10  																										| (780)  ~ (all_0_52_52 = e4)
% 57.13/23.10  																										| (781) (all_0_41_41 = e0 & all_0_58_58 = e3 &  ~ (all_0_44_44 = e3)) | (all_0_41_41 = e0 & all_0_58_58 = e3 &  ~ (all_0_55_55 = e0)) | (all_0_47_47 = e1 & all_0_52_52 = e2 &  ~ (all_0_48_48 = e2)) | (all_0_47_47 = e1 & all_0_52_52 = e2 &  ~ (all_0_51_51 = e1)) | (all_0_47_47 = e0 & all_0_58_58 = e2 &  ~ (all_0_49_49 = e2)) | (all_0_47_47 = e0 & all_0_58_58 = e2 &  ~ (all_0_56_56 = e0))
% 57.13/23.10  																										|
% 57.13/23.10  																											+-Applying beta-rule and splitting (781), into two cases.
% 57.13/23.10  																											|-Branch one:
% 57.13/23.10  																											| (789) (all_0_41_41 = e0 & all_0_58_58 = e3 &  ~ (all_0_44_44 = e3)) | (all_0_41_41 = e0 & all_0_58_58 = e3 &  ~ (all_0_55_55 = e0)) | (all_0_47_47 = e1 & all_0_52_52 = e2 &  ~ (all_0_48_48 = e2)) | (all_0_47_47 = e1 & all_0_52_52 = e2 &  ~ (all_0_51_51 = e1)) | (all_0_47_47 = e0 & all_0_58_58 = e2 &  ~ (all_0_49_49 = e2))
% 57.13/23.10  																											|
% 57.13/23.10  																												+-Applying beta-rule and splitting (789), into two cases.
% 57.13/23.10  																												|-Branch one:
% 57.13/23.10  																												| (790) (all_0_41_41 = e0 & all_0_58_58 = e3 &  ~ (all_0_44_44 = e3)) | (all_0_41_41 = e0 & all_0_58_58 = e3 &  ~ (all_0_55_55 = e0)) | (all_0_47_47 = e1 & all_0_52_52 = e2 &  ~ (all_0_48_48 = e2)) | (all_0_47_47 = e1 & all_0_52_52 = e2 &  ~ (all_0_51_51 = e1))
% 57.13/23.10  																												|
% 57.13/23.10  																													+-Applying beta-rule and splitting (790), into two cases.
% 57.13/23.10  																													|-Branch one:
% 57.13/23.10  																													| (791) (all_0_41_41 = e0 & all_0_58_58 = e3 &  ~ (all_0_44_44 = e3)) | (all_0_41_41 = e0 & all_0_58_58 = e3 &  ~ (all_0_55_55 = e0)) | (all_0_47_47 = e1 & all_0_52_52 = e2 &  ~ (all_0_48_48 = e2))
% 57.13/23.10  																													|
% 57.13/23.10  																														+-Applying beta-rule and splitting (791), into two cases.
% 57.13/23.10  																														|-Branch one:
% 57.13/23.10  																														| (792) (all_0_41_41 = e0 & all_0_58_58 = e3 &  ~ (all_0_44_44 = e3)) | (all_0_41_41 = e0 & all_0_58_58 = e3 &  ~ (all_0_55_55 = e0))
% 57.13/23.10  																														|
% 57.13/23.10  																															+-Applying beta-rule and splitting (792), into two cases.
% 57.13/23.10  																															|-Branch one:
% 57.13/23.10  																															| (793) all_0_41_41 = e0 & all_0_58_58 = e3 &  ~ (all_0_44_44 = e3)
% 57.13/23.10  																															|
% 57.13/23.10  																																| Applying alpha-rule on (793) yields:
% 57.13/23.10  																																| (794) all_0_41_41 = e0
% 57.13/23.10  																																| (795) all_0_58_58 = e3
% 57.13/23.10  																																| (407)  ~ (all_0_44_44 = e3)
% 57.13/23.10  																																|
% 57.13/23.10  																																| Equations (795) can reduce 276 to:
% 57.13/23.10  																																| (266) $false
% 57.13/23.10  																																|
% 57.13/23.10  																																|-The branch is then unsatisfiable
% 57.13/23.10  																															|-Branch two:
% 57.13/23.10  																															| (800) all_0_41_41 = e0 & all_0_58_58 = e3 &  ~ (all_0_55_55 = e0)
% 57.13/23.10  																															|
% 57.13/23.10  																																| Applying alpha-rule on (800) yields:
% 57.13/23.10  																																| (794) all_0_41_41 = e0
% 57.13/23.10  																																| (795) all_0_58_58 = e3
% 57.13/23.10  																																| (803)  ~ (all_0_55_55 = e0)
% 57.13/23.10  																																|
% 57.13/23.10  																																| Equations (795) can reduce 276 to:
% 57.13/23.10  																																| (266) $false
% 57.13/23.10  																																|
% 57.13/23.10  																																|-The branch is then unsatisfiable
% 57.13/23.10  																														|-Branch two:
% 57.13/23.10  																														| (807) all_0_47_47 = e1 & all_0_52_52 = e2 &  ~ (all_0_48_48 = e2)
% 57.13/23.10  																														|
% 57.13/23.10  																															| Applying alpha-rule on (807) yields:
% 57.13/23.10  																															| (654) all_0_47_47 = e1
% 57.13/23.10  																															| (352) all_0_52_52 = e2
% 57.13/23.10  																															| (810)  ~ (all_0_48_48 = e2)
% 57.13/23.10  																															|
% 57.13/23.10  																															| Combining equations (654,522) yields a new equation:
% 57.13/23.10  																															| (455) e3 = e1
% 57.13/23.10  																															|
% 57.13/23.10  																															| Equations (455) can reduce 213 to:
% 57.13/23.10  																															| (266) $false
% 57.13/23.10  																															|
% 57.13/23.10  																															|-The branch is then unsatisfiable
% 57.13/23.10  																													|-Branch two:
% 57.13/23.10  																													| (813) all_0_47_47 = e1 & all_0_52_52 = e2 &  ~ (all_0_51_51 = e1)
% 57.13/23.10  																													|
% 57.13/23.10  																														| Applying alpha-rule on (813) yields:
% 57.13/23.10  																														| (654) all_0_47_47 = e1
% 57.13/23.10  																														| (352) all_0_52_52 = e2
% 57.13/23.10  																														| (464)  ~ (all_0_51_51 = e1)
% 57.13/23.10  																														|
% 57.13/23.10  																														| Combining equations (654,522) yields a new equation:
% 57.13/23.10  																														| (455) e3 = e1
% 57.13/23.10  																														|
% 57.13/23.10  																														| Equations (455) can reduce 213 to:
% 57.13/23.10  																														| (266) $false
% 57.13/23.10  																														|
% 57.13/23.10  																														|-The branch is then unsatisfiable
% 57.13/23.11  																												|-Branch two:
% 57.13/23.11  																												| (819) all_0_47_47 = e0 & all_0_58_58 = e2 &  ~ (all_0_49_49 = e2)
% 57.13/23.11  																												|
% 57.13/23.11  																													| Applying alpha-rule on (819) yields:
% 57.13/23.11  																													| (674) all_0_47_47 = e0
% 57.13/23.11  																													| (624) all_0_58_58 = e2
% 57.13/23.11  																													| (340)  ~ (all_0_49_49 = e2)
% 57.13/23.11  																													|
% 57.13/23.11  																													| Combining equations (674,522) yields a new equation:
% 57.13/23.11  																													| (676) e3 = e0
% 57.13/23.11  																													|
% 57.13/23.11  																													| Equations (676) can reduce 80 to:
% 57.13/23.11  																													| (266) $false
% 57.13/23.11  																													|
% 57.13/23.11  																													|-The branch is then unsatisfiable
% 57.13/23.11  																											|-Branch two:
% 57.13/23.11  																											| (825) all_0_47_47 = e0 & all_0_58_58 = e2 &  ~ (all_0_56_56 = e0)
% 57.13/23.11  																											|
% 57.13/23.11  																												| Applying alpha-rule on (825) yields:
% 57.13/23.11  																												| (674) all_0_47_47 = e0
% 57.13/23.11  																												| (624) all_0_58_58 = e2
% 57.13/23.11  																												| (828)  ~ (all_0_56_56 = e0)
% 57.13/23.11  																												|
% 57.13/23.11  																												| Combining equations (674,522) yields a new equation:
% 57.13/23.11  																												| (676) e3 = e0
% 57.13/23.11  																												|
% 57.13/23.11  																												| Equations (676) can reduce 80 to:
% 57.13/23.11  																												| (266) $false
% 57.13/23.11  																												|
% 57.13/23.11  																												|-The branch is then unsatisfiable
% 57.13/23.11  																									|-Branch two:
% 57.13/23.11  																									| (1091)  ~ (all_0_47_47 = e3)
% 57.13/23.11  																									| (1092) all_0_51_51 = e3 | all_0_56_56 = e3
% 57.13/23.11  																									|
% 57.13/23.11  																										+-Applying beta-rule and splitting (1561), into two cases.
% 57.13/23.11  																										|-Branch one:
% 57.13/23.11  																										| (522) all_0_47_47 = e3
% 57.13/23.11  																										|
% 57.13/23.11  																											| Equations (522) can reduce 1091 to:
% 57.13/23.11  																											| (266) $false
% 57.13/23.11  																											|
% 57.13/23.11  																											|-The branch is then unsatisfiable
% 57.13/23.11  																										|-Branch two:
% 57.13/23.11  																										| (1091)  ~ (all_0_47_47 = e3)
% 57.13/23.11  																										| (884) all_0_49_49 = e3
% 57.13/23.11  																										|
% 57.13/23.11  																											| Equations (884) can reduce 525 to:
% 57.13/23.11  																											| (266) $false
% 57.13/23.11  																											|
% 57.13/23.11  																											|-The branch is then unsatisfiable
% 57.13/23.11  																					|-Branch two:
% 57.13/23.11  																					| (407)  ~ (all_0_44_44 = e3)
% 57.13/23.11  																					| (537) all_0_49_49 = e3 | all_0_53_53 = e3 | all_0_58_58 = e3
% 57.13/23.11  																					|
% 57.13/23.11  																						+-Applying beta-rule and splitting (1899), into two cases.
% 57.13/23.11  																						|-Branch one:
% 57.13/23.11  																						| (516) all_0_42_42 = e3
% 57.13/23.11  																						|
% 57.13/23.11  																							| Equations (516) can reduce 198 to:
% 57.13/23.11  																							| (2538)  ~ (all_0_47_47 = e3)
% 57.13/23.11  																							|
% 57.13/23.11  																							| Simplifying 2538 yields:
% 57.13/23.11  																							| (1091)  ~ (all_0_47_47 = e3)
% 57.13/23.11  																							|
% 57.13/23.11  																							| Equations (516) can reduce 1890 to:
% 57.13/23.11  																							| (277)  ~ (e4 = e3)
% 57.13/23.11  																							|
% 57.13/23.11  																							| Simplifying 277 yields:
% 57.13/23.11  																							| (188)  ~ (e4 = e3)
% 57.13/23.11  																							|
% 57.13/23.11  																							| Equations (516) can reduce 51 to:
% 57.13/23.11  																							| (212)  ~ (e3 = e2)
% 57.13/23.11  																							|
% 57.13/23.11  																							+-Applying beta-rule and splitting (537), into two cases.
% 57.13/23.11  																							|-Branch one:
% 57.13/23.11  																							| (884) all_0_49_49 = e3
% 57.13/23.11  																							|
% 57.13/23.11  																								| Equations (884) can reduce 119 to:
% 57.13/23.11  																								| (275)  ~ (all_0_58_58 = e3)
% 57.13/23.11  																								|
% 57.13/23.11  																								| Simplifying 275 yields:
% 57.13/23.11  																								| (276)  ~ (all_0_58_58 = e3)
% 57.13/23.11  																								|
% 57.13/23.11  																								+-Applying beta-rule and splitting (10171), into two cases.
% 57.13/23.11  																								|-Branch one:
% 57.13/23.11  																								| (1105) all_0_47_47 = e2
% 57.13/23.11  																								|
% 57.13/23.11  																									| Equations (1105) can reduce 252 to:
% 57.13/23.11  																									| (327)  ~ (e4 = e2)
% 57.13/23.11  																									|
% 57.13/23.11  																									| Simplifying 327 yields:
% 57.13/23.11  																									| (48)  ~ (e4 = e2)
% 57.13/23.11  																									|
% 57.13/23.11  																									+-Applying beta-rule and splitting (163), into two cases.
% 57.13/23.11  																									|-Branch one:
% 57.13/23.11  																									| (565) all_0_52_52 = e4
% 57.13/23.11  																									|
% 57.13/23.11  																										| Combining equations (352,565) yields a new equation:
% 57.13/23.11  																										| (323) e4 = e2
% 57.13/23.11  																										|
% 57.13/23.11  																										| Equations (323) can reduce 48 to:
% 57.13/23.11  																										| (266) $false
% 57.13/23.11  																										|
% 57.13/23.11  																										|-The branch is then unsatisfiable
% 57.13/23.11  																									|-Branch two:
% 57.13/23.11  																									| (780)  ~ (all_0_52_52 = e4)
% 57.13/23.11  																									| (781) (all_0_41_41 = e0 & all_0_58_58 = e3 &  ~ (all_0_44_44 = e3)) | (all_0_41_41 = e0 & all_0_58_58 = e3 &  ~ (all_0_55_55 = e0)) | (all_0_47_47 = e1 & all_0_52_52 = e2 &  ~ (all_0_48_48 = e2)) | (all_0_47_47 = e1 & all_0_52_52 = e2 &  ~ (all_0_51_51 = e1)) | (all_0_47_47 = e0 & all_0_58_58 = e2 &  ~ (all_0_49_49 = e2)) | (all_0_47_47 = e0 & all_0_58_58 = e2 &  ~ (all_0_56_56 = e0))
% 57.13/23.11  																									|
% 57.13/23.11  																										+-Applying beta-rule and splitting (781), into two cases.
% 57.13/23.11  																										|-Branch one:
% 57.13/23.11  																										| (789) (all_0_41_41 = e0 & all_0_58_58 = e3 &  ~ (all_0_44_44 = e3)) | (all_0_41_41 = e0 & all_0_58_58 = e3 &  ~ (all_0_55_55 = e0)) | (all_0_47_47 = e1 & all_0_52_52 = e2 &  ~ (all_0_48_48 = e2)) | (all_0_47_47 = e1 & all_0_52_52 = e2 &  ~ (all_0_51_51 = e1)) | (all_0_47_47 = e0 & all_0_58_58 = e2 &  ~ (all_0_49_49 = e2))
% 57.13/23.11  																										|
% 57.13/23.11  																											+-Applying beta-rule and splitting (789), into two cases.
% 57.13/23.11  																											|-Branch one:
% 57.13/23.11  																											| (790) (all_0_41_41 = e0 & all_0_58_58 = e3 &  ~ (all_0_44_44 = e3)) | (all_0_41_41 = e0 & all_0_58_58 = e3 &  ~ (all_0_55_55 = e0)) | (all_0_47_47 = e1 & all_0_52_52 = e2 &  ~ (all_0_48_48 = e2)) | (all_0_47_47 = e1 & all_0_52_52 = e2 &  ~ (all_0_51_51 = e1))
% 57.13/23.11  																											|
% 57.13/23.11  																												+-Applying beta-rule and splitting (790), into two cases.
% 57.13/23.11  																												|-Branch one:
% 57.13/23.11  																												| (791) (all_0_41_41 = e0 & all_0_58_58 = e3 &  ~ (all_0_44_44 = e3)) | (all_0_41_41 = e0 & all_0_58_58 = e3 &  ~ (all_0_55_55 = e0)) | (all_0_47_47 = e1 & all_0_52_52 = e2 &  ~ (all_0_48_48 = e2))
% 57.13/23.11  																												|
% 57.13/23.11  																													+-Applying beta-rule and splitting (791), into two cases.
% 57.13/23.11  																													|-Branch one:
% 57.13/23.11  																													| (792) (all_0_41_41 = e0 & all_0_58_58 = e3 &  ~ (all_0_44_44 = e3)) | (all_0_41_41 = e0 & all_0_58_58 = e3 &  ~ (all_0_55_55 = e0))
% 57.13/23.11  																													|
% 57.13/23.11  																														+-Applying beta-rule and splitting (792), into two cases.
% 57.13/23.11  																														|-Branch one:
% 57.13/23.11  																														| (793) all_0_41_41 = e0 & all_0_58_58 = e3 &  ~ (all_0_44_44 = e3)
% 57.13/23.11  																														|
% 57.13/23.11  																															| Applying alpha-rule on (793) yields:
% 57.13/23.11  																															| (794) all_0_41_41 = e0
% 57.13/23.11  																															| (795) all_0_58_58 = e3
% 57.13/23.11  																															| (407)  ~ (all_0_44_44 = e3)
% 57.13/23.11  																															|
% 57.13/23.11  																															| Equations (795) can reduce 276 to:
% 57.13/23.11  																															| (266) $false
% 57.13/23.11  																															|
% 57.13/23.11  																															|-The branch is then unsatisfiable
% 57.13/23.11  																														|-Branch two:
% 57.13/23.11  																														| (800) all_0_41_41 = e0 & all_0_58_58 = e3 &  ~ (all_0_55_55 = e0)
% 57.13/23.11  																														|
% 57.13/23.11  																															| Applying alpha-rule on (800) yields:
% 57.13/23.11  																															| (794) all_0_41_41 = e0
% 57.13/23.11  																															| (795) all_0_58_58 = e3
% 57.13/23.11  																															| (803)  ~ (all_0_55_55 = e0)
% 57.13/23.11  																															|
% 57.13/23.11  																															| Equations (795) can reduce 276 to:
% 57.13/23.11  																															| (266) $false
% 57.13/23.11  																															|
% 57.13/23.11  																															|-The branch is then unsatisfiable
% 57.13/23.11  																													|-Branch two:
% 57.13/23.11  																													| (807) all_0_47_47 = e1 & all_0_52_52 = e2 &  ~ (all_0_48_48 = e2)
% 57.13/23.11  																													|
% 57.13/23.11  																														| Applying alpha-rule on (807) yields:
% 57.13/23.11  																														| (654) all_0_47_47 = e1
% 57.13/23.11  																														| (352) all_0_52_52 = e2
% 57.13/23.11  																														| (810)  ~ (all_0_48_48 = e2)
% 57.13/23.11  																														|
% 57.13/23.11  																														| Combining equations (654,1105) yields a new equation:
% 57.13/23.11  																														| (617) e2 = e1
% 57.13/23.11  																														|
% 57.13/23.11  																														| Equations (617) can reduce 122 to:
% 57.13/23.11  																														| (266) $false
% 57.13/23.11  																														|
% 57.13/23.11  																														|-The branch is then unsatisfiable
% 57.13/23.11  																												|-Branch two:
% 57.13/23.11  																												| (813) all_0_47_47 = e1 & all_0_52_52 = e2 &  ~ (all_0_51_51 = e1)
% 57.13/23.11  																												|
% 57.13/23.11  																													| Applying alpha-rule on (813) yields:
% 57.13/23.11  																													| (654) all_0_47_47 = e1
% 57.13/23.11  																													| (352) all_0_52_52 = e2
% 57.13/23.11  																													| (464)  ~ (all_0_51_51 = e1)
% 57.13/23.11  																													|
% 57.13/23.11  																													| Combining equations (654,1105) yields a new equation:
% 57.13/23.11  																													| (617) e2 = e1
% 57.13/23.11  																													|
% 57.13/23.11  																													| Equations (617) can reduce 122 to:
% 57.13/23.11  																													| (266) $false
% 57.13/23.11  																													|
% 57.13/23.11  																													|-The branch is then unsatisfiable
% 57.13/23.11  																											|-Branch two:
% 57.13/23.11  																											| (819) all_0_47_47 = e0 & all_0_58_58 = e2 &  ~ (all_0_49_49 = e2)
% 57.13/23.11  																											|
% 57.13/23.11  																												| Applying alpha-rule on (819) yields:
% 57.13/23.11  																												| (674) all_0_47_47 = e0
% 57.13/23.11  																												| (624) all_0_58_58 = e2
% 57.13/23.11  																												| (340)  ~ (all_0_49_49 = e2)
% 57.13/23.11  																												|
% 57.13/23.11  																												| Combining equations (674,1105) yields a new equation:
% 57.13/23.11  																												| (330) e2 = e0
% 57.13/23.11  																												|
% 57.13/23.11  																												| Equations (330) can reduce 128 to:
% 57.13/23.11  																												| (266) $false
% 57.13/23.11  																												|
% 57.13/23.11  																												|-The branch is then unsatisfiable
% 57.13/23.11  																										|-Branch two:
% 57.13/23.11  																										| (825) all_0_47_47 = e0 & all_0_58_58 = e2 &  ~ (all_0_56_56 = e0)
% 57.13/23.11  																										|
% 57.13/23.11  																											| Applying alpha-rule on (825) yields:
% 57.13/23.11  																											| (674) all_0_47_47 = e0
% 57.13/23.11  																											| (624) all_0_58_58 = e2
% 57.13/23.11  																											| (828)  ~ (all_0_56_56 = e0)
% 57.13/23.11  																											|
% 57.13/23.11  																											| Combining equations (674,1105) yields a new equation:
% 57.13/23.11  																											| (330) e2 = e0
% 57.13/23.11  																											|
% 57.13/23.11  																											| Equations (330) can reduce 128 to:
% 57.13/23.11  																											| (266) $false
% 57.13/23.11  																											|
% 57.13/23.11  																											|-The branch is then unsatisfiable
% 57.13/23.11  																								|-Branch two:
% 57.13/23.11  																								| (338)  ~ (all_0_47_47 = e2)
% 57.13/23.11  																								| (10761) all_0_48_48 = e2 | all_0_49_49 = e2
% 57.13/23.11  																								|
% 57.13/23.11  																									+-Applying beta-rule and splitting (377), into two cases.
% 57.13/23.11  																									|-Branch one:
% 57.13/23.11  																									| (583) all_0_49_49 = e2
% 57.13/23.11  																									|
% 57.13/23.11  																										| Combining equations (884,583) yields a new equation:
% 57.13/23.11  																										| (661) e3 = e2
% 57.13/23.11  																										|
% 57.13/23.11  																										| Simplifying 661 yields:
% 57.13/23.11  																										| (662) e3 = e2
% 57.13/23.11  																										|
% 57.13/23.11  																										| Equations (662) can reduce 212 to:
% 57.13/23.11  																										| (266) $false
% 57.13/23.11  																										|
% 57.13/23.11  																										|-The branch is then unsatisfiable
% 57.13/23.11  																									|-Branch two:
% 57.13/23.11  																									| (340)  ~ (all_0_49_49 = e2)
% 57.13/23.11  																									| (614) all_0_53_53 = e2 | all_0_58_58 = e2
% 57.13/23.11  																									|
% 57.13/23.11  																										| Equations (884) can reduce 340 to:
% 57.13/23.11  																										| (212)  ~ (e3 = e2)
% 57.13/23.11  																										|
% 57.13/23.11  																										+-Applying beta-rule and splitting (10761), into two cases.
% 57.13/23.11  																										|-Branch one:
% 57.13/23.11  																										| (335) all_0_48_48 = e2
% 57.13/23.11  																										|
% 57.13/23.11  																											| Equations (335) can reduce 810 to:
% 57.13/23.11  																											| (266) $false
% 57.13/23.11  																											|
% 57.13/23.11  																											|-The branch is then unsatisfiable
% 57.13/23.11  																										|-Branch two:
% 57.13/23.11  																										| (810)  ~ (all_0_48_48 = e2)
% 57.13/23.11  																										| (583) all_0_49_49 = e2
% 57.13/23.11  																										|
% 57.13/23.11  																											| Combining equations (884,583) yields a new equation:
% 57.13/23.11  																											| (661) e3 = e2
% 57.13/23.11  																											|
% 57.13/23.11  																											| Simplifying 661 yields:
% 57.13/23.11  																											| (662) e3 = e2
% 57.13/23.11  																											|
% 57.13/23.11  																											| Equations (662) can reduce 212 to:
% 57.13/23.11  																											| (266) $false
% 57.13/23.11  																											|
% 57.13/23.11  																											|-The branch is then unsatisfiable
% 57.13/23.11  																							|-Branch two:
% 57.13/23.11  																							| (525)  ~ (all_0_49_49 = e3)
% 57.13/23.11  																							| (887) all_0_53_53 = e3 | all_0_58_58 = e3
% 57.13/23.11  																							|
% 57.13/23.11  																								+-Applying beta-rule and splitting (78), into two cases.
% 57.13/23.11  																								|-Branch one:
% 57.13/23.11  																								| (423) all_0_45_45 = e3
% 57.13/23.11  																								|
% 57.13/23.11  																									| Combining equations (248,423) yields a new equation:
% 57.13/23.11  																									| (424) e4 = e3
% 57.13/23.11  																									|
% 57.13/23.11  																									| Simplifying 424 yields:
% 57.13/23.11  																									| (425) e4 = e3
% 57.13/23.11  																									|
% 57.13/23.11  																									| Equations (425) can reduce 188 to:
% 57.13/23.11  																									| (266) $false
% 57.13/23.11  																									|
% 57.13/23.11  																									|-The branch is then unsatisfiable
% 57.13/23.11  																								|-Branch two:
% 57.13/23.11  																								| (427)  ~ (all_0_45_45 = e3)
% 57.13/23.11  																								| (428) all_0_46_46 = e3 | all_0_47_47 = e3 | all_0_49_49 = e3
% 57.13/23.11  																								|
% 57.13/23.11  																									+-Applying beta-rule and splitting (428), into two cases.
% 57.13/23.11  																									|-Branch one:
% 57.13/23.11  																									| (1557) all_0_46_46 = e3
% 57.13/23.11  																									|
% 57.13/23.11  																										| Equations (1557) can reduce 409 to:
% 57.13/23.11  																										| (266) $false
% 57.13/23.11  																										|
% 57.13/23.11  																										|-The branch is then unsatisfiable
% 57.13/23.11  																									|-Branch two:
% 57.13/23.11  																									| (409)  ~ (all_0_46_46 = e3)
% 57.13/23.11  																									| (1561) all_0_47_47 = e3 | all_0_49_49 = e3
% 57.13/23.11  																									|
% 57.13/23.11  																										+-Applying beta-rule and splitting (1561), into two cases.
% 57.13/23.11  																										|-Branch one:
% 57.13/23.11  																										| (522) all_0_47_47 = e3
% 57.13/23.11  																										|
% 57.13/23.11  																											| Equations (522) can reduce 1091 to:
% 57.13/23.11  																											| (266) $false
% 57.13/23.11  																											|
% 57.13/23.11  																											|-The branch is then unsatisfiable
% 57.13/23.11  																										|-Branch two:
% 57.13/23.11  																										| (1091)  ~ (all_0_47_47 = e3)
% 57.13/23.11  																										| (884) all_0_49_49 = e3
% 57.13/23.11  																										|
% 57.13/23.11  																											| Equations (884) can reduce 525 to:
% 57.13/23.11  																											| (266) $false
% 57.13/23.11  																											|
% 57.13/23.11  																											|-The branch is then unsatisfiable
% 57.13/23.11  																						|-Branch two:
% 57.13/23.11  																						| (405)  ~ (all_0_42_42 = e3)
% 57.13/23.11  																						| (532) all_0_44_44 = e3
% 57.13/23.11  																						|
% 57.13/23.11  																							| Equations (532) can reduce 407 to:
% 57.13/23.11  																							| (266) $false
% 57.13/23.11  																							|
% 57.13/23.11  																							|-The branch is then unsatisfiable
% 57.13/23.11  															|-Branch two:
% 57.13/23.11  															| (411)  ~ (all_0_50_50 = e3)
% 57.13/23.11  															| (418) all_0_51_51 = e3 | all_0_53_53 = e3
% 57.13/23.11  															|
% 57.13/23.11  																+-Applying beta-rule and splitting (241), into two cases.
% 57.13/23.11  																|-Branch one:
% 57.13/23.11  																| (378) all_0_50_50 = e2
% 57.13/23.11  																|
% 57.13/23.11  																	| Equations (378) can reduce 302 to:
% 57.13/23.11  																	| (266) $false
% 57.13/23.11  																	|
% 57.13/23.11  																	|-The branch is then unsatisfiable
% 57.13/23.11  																|-Branch two:
% 57.13/23.11  																| (302)  ~ (all_0_50_50 = e2)
% 57.13/23.11  																| (422) all_0_50_50 = e4 | all_0_50_50 = e3 | all_0_50_50 = e1
% 57.13/23.11  																|
% 57.13/23.11  																	+-Applying beta-rule and splitting (228), into two cases.
% 57.13/23.11  																	|-Branch one:
% 57.13/23.11  																	| (335) all_0_48_48 = e2
% 57.13/23.11  																	|
% 57.13/23.11  																		| Equations (335) can reduce 810 to:
% 57.13/23.11  																		| (266) $false
% 57.13/23.11  																		|
% 57.13/23.11  																		|-The branch is then unsatisfiable
% 57.13/23.11  																	|-Branch two:
% 57.13/23.11  																	| (810)  ~ (all_0_48_48 = e2)
% 57.13/23.11  																	| (10218) all_0_48_48 = e4 | all_0_48_48 = e1 | all_0_48_48 = e0
% 57.13/23.11  																	|
% 57.13/23.11  																		+-Applying beta-rule and splitting (130), into two cases.
% 57.13/23.11  																		|-Branch one:
% 57.13/23.11  																		| (430) all_0_43_43 = e1
% 57.13/23.11  																		|
% 57.13/23.11  																			| Combining equations (430,396) yields a new equation:
% 57.13/23.11  																			| (630) e4 = e1
% 57.13/23.11  																			|
% 57.13/23.11  																			| Equations (630) can reduce 110 to:
% 57.13/23.11  																			| (266) $false
% 57.13/23.11  																			|
% 57.13/23.11  																			|-The branch is then unsatisfiable
% 57.13/23.11  																		|-Branch two:
% 57.13/23.11  																		| (433)  ~ (all_0_43_43 = e1)
% 57.13/23.11  																		| (434) all_0_48_48 = e1 | all_0_52_52 = e1 | all_0_57_57 = e1
% 57.13/23.11  																		|
% 57.13/23.11  																			| Equations (396) can reduce 433 to:
% 57.13/23.11  																			| (110)  ~ (e4 = e1)
% 57.13/23.11  																			|
% 57.13/23.11  																			+-Applying beta-rule and splitting (144), into two cases.
% 57.13/23.11  																			|-Branch one:
% 57.13/23.11  																			| (403) all_0_41_41 = e3
% 57.13/23.11  																			|
% 57.13/23.11  																				| Equations (403) can reduce 214 to:
% 57.13/23.11  																				| (404)  ~ (all_0_42_42 = e3)
% 57.13/23.11  																				|
% 57.13/23.11  																				| Simplifying 404 yields:
% 57.13/23.11  																				| (405)  ~ (all_0_42_42 = e3)
% 57.13/23.11  																				|
% 57.13/23.11  																				| Equations (403) can reduce 149 to:
% 57.13/23.11  																				| (406)  ~ (all_0_44_44 = e3)
% 57.13/23.11  																				|
% 57.13/23.11  																				| Simplifying 406 yields:
% 57.13/23.11  																				| (407)  ~ (all_0_44_44 = e3)
% 57.13/23.11  																				|
% 57.13/23.11  																				| Equations (403) can reduce 43 to:
% 57.13/23.11  																				| (408)  ~ (all_0_46_46 = e3)
% 57.13/23.11  																				|
% 57.13/23.11  																				| Simplifying 408 yields:
% 57.13/23.11  																				| (409)  ~ (all_0_46_46 = e3)
% 57.13/23.11  																				|
% 57.13/23.11  																				| Equations (403) can reduce 221 to:
% 57.13/23.11  																				| (410)  ~ (all_0_50_50 = e3)
% 57.13/23.11  																				|
% 57.13/23.11  																				| Simplifying 410 yields:
% 57.13/23.11  																				| (411)  ~ (all_0_50_50 = e3)
% 57.13/23.11  																				|
% 57.13/23.11  																				+-Applying beta-rule and splitting (165), into two cases.
% 57.13/23.11  																				|-Branch one:
% 57.13/23.11  																				| (794) all_0_41_41 = e0
% 57.13/23.11  																				|
% 57.13/23.11  																					| Combining equations (794,403) yields a new equation:
% 57.13/23.11  																					| (676) e3 = e0
% 57.13/23.11  																					|
% 57.13/23.11  																					| Equations (676) can reduce 80 to:
% 57.13/23.11  																					| (266) $false
% 57.13/23.11  																					|
% 57.13/23.11  																					|-The branch is then unsatisfiable
% 57.13/23.11  																				|-Branch two:
% 57.13/23.11  																				| (357)  ~ (all_0_41_41 = e0)
% 57.13/23.11  																				| (6761) all_0_42_42 = e0 | all_0_43_43 = e0 | all_0_44_44 = e0
% 57.13/23.11  																				|
% 57.13/23.11  																					+-Applying beta-rule and splitting (12), into two cases.
% 57.13/23.11  																					|-Branch one:
% 57.13/23.11  																					| (442) all_0_57_57 = e2
% 57.13/23.11  																					|
% 57.13/23.11  																						| Equations (442) can reduce 344 to:
% 57.13/23.11  																						| (266) $false
% 57.13/23.11  																						|
% 57.13/23.11  																						|-The branch is then unsatisfiable
% 57.13/23.11  																					|-Branch two:
% 57.13/23.11  																					| (344)  ~ (all_0_57_57 = e2)
% 57.13/23.11  																					| (445) all_0_57_57 = e4 | all_0_57_57 = e1 | all_0_57_57 = e0
% 57.13/23.11  																					|
% 57.13/23.11  																						+-Applying beta-rule and splitting (26), into two cases.
% 57.13/23.11  																						|-Branch one:
% 57.13/23.11  																						| (446) all_0_44_44 = e4
% 57.13/23.11  																						|
% 57.13/23.11  																							| Equations (446) can reduce 1390 to:
% 57.13/23.11  																							| (266) $false
% 57.13/23.11  																							|
% 57.13/23.11  																							|-The branch is then unsatisfiable
% 57.13/23.11  																						|-Branch two:
% 57.13/23.11  																						| (1390)  ~ (all_0_44_44 = e4)
% 57.13/23.11  																						| (1391) all_0_44_44 = e3 | all_0_44_44 = e1 | all_0_44_44 = e0
% 57.13/23.11  																						|
% 57.13/23.11  																							+-Applying beta-rule and splitting (180), into two cases.
% 57.13/23.11  																							|-Branch one:
% 57.13/23.11  																							| (516) all_0_42_42 = e3
% 57.13/23.11  																							|
% 57.13/23.11  																								| Equations (516) can reduce 405 to:
% 57.13/23.11  																								| (266) $false
% 57.13/23.11  																								|
% 57.13/23.11  																								|-The branch is then unsatisfiable
% 57.13/23.11  																							|-Branch two:
% 57.13/23.11  																							| (405)  ~ (all_0_42_42 = e3)
% 57.13/23.11  																							| (521) all_0_47_47 = e3 | all_0_51_51 = e3 | all_0_56_56 = e3
% 57.13/23.11  																							|
% 57.13/23.11  																								+-Applying beta-rule and splitting (189), into two cases.
% 57.13/23.11  																								|-Branch one:
% 57.13/23.11  																								| (532) all_0_44_44 = e3
% 57.13/23.11  																								|
% 57.13/23.11  																									| Equations (532) can reduce 407 to:
% 57.13/23.11  																									| (266) $false
% 57.13/23.11  																									|
% 57.13/23.11  																									|-The branch is then unsatisfiable
% 57.13/23.11  																								|-Branch two:
% 57.13/23.11  																								| (407)  ~ (all_0_44_44 = e3)
% 57.13/23.11  																								| (537) all_0_49_49 = e3 | all_0_53_53 = e3 | all_0_58_58 = e3
% 57.13/23.11  																								|
% 57.13/23.11  																									+-Applying beta-rule and splitting (196), into two cases.
% 57.13/23.11  																									|-Branch one:
% 57.13/23.11  																									| (607) all_0_53_53 = e2
% 57.13/23.11  																									|
% 57.13/23.11  																										| Equations (607) can reduce 509 to:
% 57.13/23.11  																										| (266) $false
% 57.13/23.11  																										|
% 57.13/23.11  																										|-The branch is then unsatisfiable
% 57.13/23.11  																									|-Branch two:
% 57.13/23.11  																									| (509)  ~ (all_0_53_53 = e2)
% 57.13/23.11  																									| (610) all_0_53_53 = e4 | all_0_53_53 = e3 | all_0_53_53 = e1
% 57.13/23.11  																									|
% 57.13/23.11  																										+-Applying beta-rule and splitting (7), into two cases.
% 57.13/23.11  																										|-Branch one:
% 57.13/23.11  																										| (504) all_0_51_51 = e2
% 57.13/23.11  																										|
% 57.13/23.11  																											| Equations (504) can reduce 1099 to:
% 57.13/23.11  																											| (266) $false
% 57.13/23.11  																											|
% 57.13/23.11  																											|-The branch is then unsatisfiable
% 57.13/23.11  																										|-Branch two:
% 57.13/23.11  																										| (1099)  ~ (all_0_51_51 = e2)
% 57.13/23.11  																										| (1100) all_0_51_51 = e4 | all_0_51_51 = e3 | all_0_51_51 = e1
% 57.13/23.11  																										|
% 57.13/23.11  																											+-Applying beta-rule and splitting (123), into two cases.
% 57.13/23.11  																											|-Branch one:
% 57.13/23.11  																											| (1794) all_0_46_46 = e2
% 57.13/23.11  																											|
% 57.13/23.11  																												| Equations (1794) can reduce 300 to:
% 57.13/23.11  																												| (266) $false
% 57.13/23.11  																												|
% 57.13/23.11  																												|-The branch is then unsatisfiable
% 57.13/23.11  																											|-Branch two:
% 57.13/23.11  																											| (300)  ~ (all_0_46_46 = e2)
% 57.13/23.11  																											| (1797) all_0_46_46 = e4 | all_0_46_46 = e3 | all_0_46_46 = e1 | all_0_46_46 = e0
% 57.13/23.11  																											|
% 57.13/23.11  																												+-Applying beta-rule and splitting (231), into two cases.
% 57.13/23.11  																												|-Branch one:
% 57.13/23.11  																												| (775) all_0_50_50 = e4
% 57.13/23.11  																												|
% 57.13/23.11  																													| Equations (775) can reduce 35 to:
% 57.13/23.11  																													| (250)  ~ (all_0_46_46 = e4)
% 57.13/23.11  																													|
% 57.13/23.11  																													| Equations (775) can reduce 190 to:
% 57.13/23.11  																													| (1452)  ~ (all_0_53_53 = e4)
% 57.13/23.11  																													|
% 57.13/23.11  																													| Simplifying 1452 yields:
% 57.13/23.12  																													| (1453)  ~ (all_0_53_53 = e4)
% 57.13/23.12  																													|
% 57.13/23.12  																													| Equations (775) can reduce 121 to:
% 57.13/23.12  																													| (49)  ~ (e4 = e0)
% 57.13/23.12  																													|
% 57.13/23.12  																													+-Applying beta-rule and splitting (164), into two cases.
% 57.13/23.12  																													|-Branch one:
% 57.13/23.12  																													| (471) all_0_39_39 = e4
% 57.13/23.12  																													|
% 57.13/23.12  																														| Equations (471) can reduce 176 to:
% 57.13/23.12  																														| (7398)  ~ (all_0_40_40 = e4)
% 57.13/23.12  																														|
% 57.13/23.12  																														| Simplifying 7398 yields:
% 57.13/23.12  																														| (447)  ~ (all_0_40_40 = e4)
% 57.13/23.12  																														|
% 57.13/23.12  																														| Equations (471) can reduce 79 to:
% 57.13/23.12  																														| (251)  ~ (all_0_47_47 = e4)
% 57.13/23.12  																														|
% 57.13/23.12  																														| Simplifying 251 yields:
% 57.13/23.12  																														| (252)  ~ (all_0_47_47 = e4)
% 57.13/23.12  																														|
% 57.13/23.12  																														+-Applying beta-rule and splitting (150), into two cases.
% 57.13/23.12  																														|-Branch one:
% 57.13/23.12  																														| (1378) all_0_40_40 = e4
% 57.13/23.12  																														|
% 57.13/23.12  																															| Equations (1378) can reduce 447 to:
% 57.13/23.12  																															| (266) $false
% 57.13/23.12  																															|
% 57.13/23.12  																															|-The branch is then unsatisfiable
% 57.13/23.12  																														|-Branch two:
% 57.13/23.12  																														| (447)  ~ (all_0_40_40 = e4)
% 57.13/23.12  																														| (2271) all_0_44_44 = e4 | all_0_49_49 = e4 | all_0_53_53 = e4 | all_0_58_58 = e4
% 57.13/23.12  																														|
% 57.13/23.12  																															+-Applying beta-rule and splitting (2271), into two cases.
% 57.13/23.12  																															|-Branch one:
% 57.13/23.12  																															| (446) all_0_44_44 = e4
% 57.13/23.12  																															|
% 57.13/23.12  																																| Equations (446) can reduce 1390 to:
% 57.13/23.12  																																| (266) $false
% 57.13/23.12  																																|
% 57.13/23.12  																																|-The branch is then unsatisfiable
% 57.13/23.12  																															|-Branch two:
% 57.13/23.12  																															| (1390)  ~ (all_0_44_44 = e4)
% 57.13/23.12  																															| (7998) all_0_49_49 = e4 | all_0_53_53 = e4 | all_0_58_58 = e4
% 57.13/23.12  																															|
% 57.13/23.12  																																+-Applying beta-rule and splitting (7998), into two cases.
% 57.13/23.12  																																|-Branch one:
% 57.13/23.12  																																| (974) all_0_49_49 = e4
% 57.13/23.12  																																|
% 57.13/23.12  																																	| Equations (974) can reduce 256 to:
% 57.13/23.12  																																	| (266) $false
% 57.13/23.12  																																	|
% 57.13/23.12  																																	|-The branch is then unsatisfiable
% 57.13/23.12  																																|-Branch two:
% 57.13/23.12  																																| (256)  ~ (all_0_49_49 = e4)
% 57.13/23.12  																																| (8013) all_0_53_53 = e4 | all_0_58_58 = e4
% 57.13/23.12  																																|
% 57.13/23.12  																																	+-Applying beta-rule and splitting (8013), into two cases.
% 57.13/23.12  																																	|-Branch one:
% 57.13/23.12  																																	| (1298) all_0_53_53 = e4
% 57.13/23.12  																																	|
% 57.13/23.12  																																		| Equations (1298) can reduce 1453 to:
% 57.13/23.12  																																		| (266) $false
% 57.13/23.12  																																		|
% 57.13/23.12  																																		|-The branch is then unsatisfiable
% 57.13/23.12  																																	|-Branch two:
% 57.13/23.12  																																	| (1453)  ~ (all_0_53_53 = e4)
% 57.13/23.12  																																	| (910) all_0_58_58 = e4
% 57.13/23.12  																																	|
% 57.13/23.12  																																		| Equations (910) can reduce 178 to:
% 57.13/23.12  																																		| (447)  ~ (all_0_40_40 = e4)
% 57.13/23.12  																																		|
% 57.13/23.12  																																		| Equations (910) can reduce 119 to:
% 57.13/23.12  																																		| (256)  ~ (all_0_49_49 = e4)
% 57.13/23.12  																																		|
% 57.13/23.12  																																		| Equations (910) can reduce 44 to:
% 57.13/23.12  																																		| (477)  ~ (all_0_56_56 = e4)
% 57.13/23.12  																																		|
% 57.13/23.12  																																		| Equations (910) can reduce 148 to:
% 57.13/23.12  																																		| (839)  ~ (all_0_57_57 = e4)
% 57.13/23.12  																																		|
% 57.13/23.12  																																		+-Applying beta-rule and splitting (333), into two cases.
% 57.13/23.12  																																		|-Branch one:
% 57.13/23.12  																																		| (480) all_0_39_39 = e0
% 57.13/23.12  																																		|
% 57.13/23.12  																																			| Combining equations (480,471) yields a new equation:
% 57.13/23.12  																																			| (397) e4 = e0
% 57.13/23.12  																																			|
% 57.13/23.12  																																			| Equations (397) can reduce 49 to:
% 57.13/23.12  																																			| (266) $false
% 57.13/23.12  																																			|
% 57.13/23.12  																																			|-The branch is then unsatisfiable
% 57.13/23.12  																																		|-Branch two:
% 57.13/23.12  																																		| (484)  ~ (all_0_39_39 = e0)
% 57.13/23.12  																																		| (485) all_0_40_40 = e0
% 57.13/23.12  																																		|
% 57.13/23.12  																																			| Equations (485) can reduce 143 to:
% 57.13/23.12  																																			| (359)  ~ (all_0_44_44 = e0)
% 57.13/23.12  																																			|
% 57.13/23.12  																																			| Simplifying 359 yields:
% 57.13/23.12  																																			| (360)  ~ (all_0_44_44 = e0)
% 57.13/23.12  																																			|
% 57.13/23.12  																																			| Equations (485) can reduce 447 to:
% 57.13/23.12  																																			| (401)  ~ (e4 = e0)
% 57.13/23.12  																																			|
% 57.13/23.12  																																			| Simplifying 401 yields:
% 57.13/23.12  																																			| (49)  ~ (e4 = e0)
% 57.13/23.12  																																			|
% 57.13/23.12  																																			+-Applying beta-rule and splitting (389), into two cases.
% 57.13/23.12  																																			|-Branch one:
% 57.13/23.12  																																			| (833) all_0_56_56 = e2
% 57.13/23.12  																																			|
% 57.13/23.12  																																				| Equations (833) can reduce 477 to:
% 57.13/23.12  																																				| (327)  ~ (e4 = e2)
% 57.13/23.12  																																				|
% 57.13/23.12  																																				| Simplifying 327 yields:
% 57.13/23.12  																																				| (48)  ~ (e4 = e2)
% 57.13/23.12  																																				|
% 57.13/23.12  																																				+-Applying beta-rule and splitting (377), into two cases.
% 57.13/23.12  																																				|-Branch one:
% 57.13/23.12  																																				| (583) all_0_49_49 = e2
% 57.13/23.12  																																				|
% 57.13/23.12  																																					| Equations (583) can reduce 185 to:
% 57.13/23.12  																																					| (810)  ~ (all_0_48_48 = e2)
% 57.13/23.12  																																					|
% 57.13/23.12  																																					| Equations (583) can reduce 256 to:
% 57.13/23.12  																																					| (327)  ~ (e4 = e2)
% 57.13/23.12  																																					|
% 57.13/23.12  																																					| Simplifying 327 yields:
% 57.13/23.12  																																					| (48)  ~ (e4 = e2)
% 57.13/23.12  																																					|
% 57.13/23.12  																																					+-Applying beta-rule and splitting (163), into two cases.
% 57.13/23.12  																																					|-Branch one:
% 57.13/23.12  																																					| (565) all_0_52_52 = e4
% 57.13/23.12  																																					|
% 57.13/23.12  																																						| Combining equations (352,565) yields a new equation:
% 57.13/23.12  																																						| (323) e4 = e2
% 57.13/23.12  																																						|
% 57.13/23.12  																																						| Equations (323) can reduce 48 to:
% 57.13/23.12  																																						| (266) $false
% 57.13/23.12  																																						|
% 57.13/23.12  																																						|-The branch is then unsatisfiable
% 57.13/23.12  																																					|-Branch two:
% 57.13/23.12  																																					| (780)  ~ (all_0_52_52 = e4)
% 57.13/23.12  																																					| (781) (all_0_41_41 = e0 & all_0_58_58 = e3 &  ~ (all_0_44_44 = e3)) | (all_0_41_41 = e0 & all_0_58_58 = e3 &  ~ (all_0_55_55 = e0)) | (all_0_47_47 = e1 & all_0_52_52 = e2 &  ~ (all_0_48_48 = e2)) | (all_0_47_47 = e1 & all_0_52_52 = e2 &  ~ (all_0_51_51 = e1)) | (all_0_47_47 = e0 & all_0_58_58 = e2 &  ~ (all_0_49_49 = e2)) | (all_0_47_47 = e0 & all_0_58_58 = e2 &  ~ (all_0_56_56 = e0))
% 57.13/23.12  																																					|
% 57.13/23.12  																																						| Equations (352) can reduce 780 to:
% 57.13/23.12  																																						| (327)  ~ (e4 = e2)
% 57.13/23.12  																																						|
% 57.13/23.12  																																						| Simplifying 327 yields:
% 57.13/23.12  																																						| (48)  ~ (e4 = e2)
% 57.13/23.12  																																						|
% 57.13/23.12  																																						+-Applying beta-rule and splitting (1391), into two cases.
% 57.13/23.12  																																						|-Branch one:
% 57.13/23.12  																																						| (1414) all_0_44_44 = e0
% 57.13/23.12  																																						|
% 57.13/23.12  																																							| Equations (1414) can reduce 360 to:
% 57.13/23.12  																																							| (266) $false
% 57.13/23.12  																																							|
% 57.13/23.12  																																							|-The branch is then unsatisfiable
% 57.13/23.12  																																						|-Branch two:
% 57.13/23.12  																																						| (360)  ~ (all_0_44_44 = e0)
% 57.13/23.12  																																						| (1417) all_0_44_44 = e3 | all_0_44_44 = e1
% 57.13/23.12  																																						|
% 57.13/23.12  																																							+-Applying beta-rule and splitting (6761), into two cases.
% 57.13/23.12  																																							|-Branch one:
% 57.13/23.12  																																							| (559) all_0_42_42 = e0
% 57.13/23.12  																																							|
% 57.13/23.12  																																								| Equations (559) can reduce 405 to:
% 57.13/23.12  																																								| (541)  ~ (e3 = e0)
% 57.13/23.12  																																								|
% 57.13/23.12  																																								| Simplifying 541 yields:
% 57.13/23.12  																																								| (80)  ~ (e3 = e0)
% 57.13/23.12  																																								|
% 57.13/23.12  																																								+-Applying beta-rule and splitting (781), into two cases.
% 57.13/23.12  																																								|-Branch one:
% 57.13/23.12  																																								| (789) (all_0_41_41 = e0 & all_0_58_58 = e3 &  ~ (all_0_44_44 = e3)) | (all_0_41_41 = e0 & all_0_58_58 = e3 &  ~ (all_0_55_55 = e0)) | (all_0_47_47 = e1 & all_0_52_52 = e2 &  ~ (all_0_48_48 = e2)) | (all_0_47_47 = e1 & all_0_52_52 = e2 &  ~ (all_0_51_51 = e1)) | (all_0_47_47 = e0 & all_0_58_58 = e2 &  ~ (all_0_49_49 = e2))
% 57.13/23.12  																																								|
% 57.13/23.12  																																									+-Applying beta-rule and splitting (789), into two cases.
% 57.13/23.12  																																									|-Branch one:
% 57.13/23.12  																																									| (790) (all_0_41_41 = e0 & all_0_58_58 = e3 &  ~ (all_0_44_44 = e3)) | (all_0_41_41 = e0 & all_0_58_58 = e3 &  ~ (all_0_55_55 = e0)) | (all_0_47_47 = e1 & all_0_52_52 = e2 &  ~ (all_0_48_48 = e2)) | (all_0_47_47 = e1 & all_0_52_52 = e2 &  ~ (all_0_51_51 = e1))
% 57.13/23.12  																																									|
% 57.13/23.12  																																										+-Applying beta-rule and splitting (790), into two cases.
% 57.13/23.12  																																										|-Branch one:
% 57.13/23.12  																																										| (791) (all_0_41_41 = e0 & all_0_58_58 = e3 &  ~ (all_0_44_44 = e3)) | (all_0_41_41 = e0 & all_0_58_58 = e3 &  ~ (all_0_55_55 = e0)) | (all_0_47_47 = e1 & all_0_52_52 = e2 &  ~ (all_0_48_48 = e2))
% 57.13/23.12  																																										|
% 57.13/23.12  																																											+-Applying beta-rule and splitting (791), into two cases.
% 57.13/23.12  																																											|-Branch one:
% 57.13/23.12  																																											| (792) (all_0_41_41 = e0 & all_0_58_58 = e3 &  ~ (all_0_44_44 = e3)) | (all_0_41_41 = e0 & all_0_58_58 = e3 &  ~ (all_0_55_55 = e0))
% 57.13/23.12  																																											|
% 57.13/23.12  																																												+-Applying beta-rule and splitting (792), into two cases.
% 57.13/23.12  																																												|-Branch one:
% 57.13/23.12  																																												| (793) all_0_41_41 = e0 & all_0_58_58 = e3 &  ~ (all_0_44_44 = e3)
% 57.13/23.12  																																												|
% 57.13/23.12  																																													| Applying alpha-rule on (793) yields:
% 57.13/23.12  																																													| (794) all_0_41_41 = e0
% 57.13/23.12  																																													| (795) all_0_58_58 = e3
% 57.13/23.12  																																													| (407)  ~ (all_0_44_44 = e3)
% 57.13/23.12  																																													|
% 57.13/23.12  																																													| Combining equations (794,403) yields a new equation:
% 57.13/23.12  																																													| (676) e3 = e0
% 57.13/23.12  																																													|
% 57.13/23.12  																																													| Equations (676) can reduce 80 to:
% 57.13/23.12  																																													| (266) $false
% 57.13/23.12  																																													|
% 57.13/23.12  																																													|-The branch is then unsatisfiable
% 57.13/23.12  																																												|-Branch two:
% 57.13/23.12  																																												| (800) all_0_41_41 = e0 & all_0_58_58 = e3 &  ~ (all_0_55_55 = e0)
% 57.13/23.12  																																												|
% 57.13/23.12  																																													| Applying alpha-rule on (800) yields:
% 57.13/23.12  																																													| (794) all_0_41_41 = e0
% 57.13/23.12  																																													| (795) all_0_58_58 = e3
% 57.13/23.12  																																													| (803)  ~ (all_0_55_55 = e0)
% 57.13/23.12  																																													|
% 57.13/23.12  																																													| Combining equations (794,403) yields a new equation:
% 57.13/23.12  																																													| (676) e3 = e0
% 57.13/23.12  																																													|
% 57.13/23.12  																																													| Equations (676) can reduce 80 to:
% 57.13/23.12  																																													| (266) $false
% 57.13/23.12  																																													|
% 57.13/23.12  																																													|-The branch is then unsatisfiable
% 57.13/23.12  																																											|-Branch two:
% 57.13/23.12  																																											| (807) all_0_47_47 = e1 & all_0_52_52 = e2 &  ~ (all_0_48_48 = e2)
% 57.13/23.12  																																											|
% 57.13/23.12  																																												| Applying alpha-rule on (807) yields:
% 57.13/23.12  																																												| (654) all_0_47_47 = e1
% 57.13/23.12  																																												| (352) all_0_52_52 = e2
% 57.13/23.12  																																												| (810)  ~ (all_0_48_48 = e2)
% 57.13/23.12  																																												|
% 57.13/23.12  																																												| Equations (654) can reduce 19 to:
% 57.13/23.12  																																												| (549)  ~ (all_0_46_46 = e1)
% 57.13/23.12  																																												|
% 57.13/23.12  																																												| Equations (654) can reduce 114 to:
% 57.13/23.12  																																												| (11581)  ~ (all_0_48_48 = e1)
% 57.13/23.12  																																												|
% 57.13/23.12  																																												| Simplifying 11581 yields:
% 57.13/23.12  																																												| (619)  ~ (all_0_48_48 = e1)
% 57.13/23.12  																																												|
% 57.13/23.12  																																												+-Applying beta-rule and splitting (10218), into two cases.
% 57.13/23.12  																																												|-Branch one:
% 57.13/23.12  																																												| (943) all_0_48_48 = e4
% 57.13/23.12  																																												|
% 57.13/23.12  																																													| Equations (943) can reduce 254 to:
% 57.13/23.12  																																													| (266) $false
% 57.13/23.12  																																													|
% 57.13/23.12  																																													|-The branch is then unsatisfiable
% 57.13/23.12  																																												|-Branch two:
% 57.13/23.12  																																												| (254)  ~ (all_0_48_48 = e4)
% 57.13/23.12  																																												| (10222) all_0_48_48 = e1 | all_0_48_48 = e0
% 57.13/23.12  																																												|
% 57.13/23.12  																																													+-Applying beta-rule and splitting (10222), into two cases.
% 57.13/23.12  																																													|-Branch one:
% 57.13/23.12  																																													| (1279) all_0_48_48 = e0
% 57.13/23.12  																																													|
% 57.13/23.12  																																														| Equations (1279) can reduce 239 to:
% 57.13/23.12  																																														| (363)  ~ (all_0_57_57 = e0)
% 57.13/23.12  																																														|
% 57.13/23.12  																																														| Simplifying 363 yields:
% 57.13/23.12  																																														| (364)  ~ (all_0_57_57 = e0)
% 57.13/23.12  																																														|
% 57.13/23.12  																																														| Equations (1279) can reduce 254 to:
% 57.13/23.12  																																														| (401)  ~ (e4 = e0)
% 57.13/23.12  																																														|
% 57.13/23.12  																																														| Simplifying 401 yields:
% 57.13/23.12  																																														| (49)  ~ (e4 = e0)
% 57.13/23.12  																																														|
% 57.13/23.12  																																														| Equations (1279) can reduce 810 to:
% 57.13/23.12  																																														| (365)  ~ (e2 = e0)
% 57.13/23.12  																																														|
% 57.13/23.12  																																														| Simplifying 365 yields:
% 57.13/23.12  																																														| (128)  ~ (e2 = e0)
% 57.13/23.12  																																														|
% 57.13/23.12  																																														+-Applying beta-rule and splitting (125), into two cases.
% 57.13/23.12  																																														|-Branch one:
% 57.13/23.12  																																														| (858) all_0_55_55 = e0
% 57.13/23.12  																																														|
% 57.13/23.12  																																															| Equations (858) can reduce 58 to:
% 57.13/23.12  																																															| (831)  ~ (all_0_46_46 = e0)
% 57.13/23.12  																																															|
% 57.13/23.12  																																															+-Applying beta-rule and splitting (1797), into two cases.
% 57.13/23.12  																																															|-Branch one:
% 57.13/23.12  																																															| (770) all_0_46_46 = e4
% 57.13/23.12  																																															|
% 57.13/23.12  																																																| Equations (770) can reduce 250 to:
% 57.13/23.12  																																																| (266) $false
% 57.13/23.12  																																																|
% 57.13/23.12  																																																|-The branch is then unsatisfiable
% 57.13/23.12  																																															|-Branch two:
% 57.13/23.12  																																															| (250)  ~ (all_0_46_46 = e4)
% 57.13/23.12  																																															| (1801) all_0_46_46 = e3 | all_0_46_46 = e1 | all_0_46_46 = e0
% 57.13/23.12  																																															|
% 57.13/23.12  																																																+-Applying beta-rule and splitting (1801), into two cases.
% 57.13/23.12  																																																|-Branch one:
% 57.13/23.12  																																																| (538) all_0_46_46 = e0
% 57.13/23.12  																																																|
% 57.13/23.12  																																																	| Equations (538) can reduce 831 to:
% 57.13/23.12  																																																	| (266) $false
% 57.13/23.12  																																																	|
% 57.13/23.12  																																																	|-The branch is then unsatisfiable
% 57.13/23.12  																																																|-Branch two:
% 57.13/23.12  																																																| (831)  ~ (all_0_46_46 = e0)
% 57.13/23.12  																																																| (1838) all_0_46_46 = e3 | all_0_46_46 = e1
% 57.13/23.12  																																																|
% 57.13/23.12  																																																	+-Applying beta-rule and splitting (1838), into two cases.
% 57.13/23.12  																																																	|-Branch one:
% 57.13/23.12  																																																	| (545) all_0_46_46 = e1
% 57.13/23.12  																																																	|
% 57.13/23.12  																																																		| Equations (545) can reduce 549 to:
% 57.13/23.12  																																																		| (266) $false
% 57.13/23.12  																																																		|
% 57.13/23.12  																																																		|-The branch is then unsatisfiable
% 57.13/23.12  																																																	|-Branch two:
% 57.13/23.12  																																																	| (549)  ~ (all_0_46_46 = e1)
% 57.13/23.12  																																																	| (1557) all_0_46_46 = e3
% 57.13/23.12  																																																	|
% 57.13/23.12  																																																		| Equations (1557) can reduce 409 to:
% 57.13/23.12  																																																		| (266) $false
% 57.13/23.12  																																																		|
% 57.13/23.12  																																																		|-The branch is then unsatisfiable
% 57.13/23.12  																																														|-Branch two:
% 57.13/23.12  																																														| (803)  ~ (all_0_55_55 = e0)
% 57.13/23.12  																																														| (863) all_0_56_56 = e0 | all_0_57_57 = e0 | all_0_58_58 = e0
% 57.13/23.12  																																														|
% 57.13/23.12  																																															+-Applying beta-rule and splitting (863), into two cases.
% 57.13/23.12  																																															|-Branch one:
% 57.13/23.12  																																															| (679) all_0_56_56 = e0
% 57.13/23.12  																																															|
% 57.13/23.12  																																																| Combining equations (833,679) yields a new equation:
% 57.13/23.12  																																																| (391) e2 = e0
% 57.13/23.12  																																																|
% 57.13/23.12  																																																| Simplifying 391 yields:
% 57.13/23.12  																																																| (330) e2 = e0
% 57.13/23.12  																																																|
% 57.13/23.12  																																																| Equations (330) can reduce 128 to:
% 57.13/23.12  																																																| (266) $false
% 57.13/23.12  																																																|
% 57.13/23.12  																																																|-The branch is then unsatisfiable
% 57.13/23.12  																																															|-Branch two:
% 57.13/23.12  																																															| (828)  ~ (all_0_56_56 = e0)
% 57.13/23.12  																																															| (924) all_0_57_57 = e0 | all_0_58_58 = e0
% 57.13/23.12  																																															|
% 57.13/23.12  																																																+-Applying beta-rule and splitting (445), into two cases.
% 57.13/23.12  																																																|-Branch one:
% 57.13/23.12  																																																| (871) all_0_57_57 = e4
% 57.13/23.12  																																																|
% 57.13/23.12  																																																	| Equations (871) can reduce 839 to:
% 57.13/23.12  																																																	| (266) $false
% 57.13/23.12  																																																	|
% 57.13/23.12  																																																	|-The branch is then unsatisfiable
% 57.13/23.12  																																																|-Branch two:
% 57.13/23.12  																																																| (839)  ~ (all_0_57_57 = e4)
% 57.13/23.12  																																																| (874) all_0_57_57 = e1 | all_0_57_57 = e0
% 57.13/23.12  																																																|
% 57.13/23.12  																																																	+-Applying beta-rule and splitting (874), into two cases.
% 57.13/23.12  																																																	|-Branch one:
% 57.13/23.12  																																																	| (875) all_0_57_57 = e0
% 57.13/23.12  																																																	|
% 57.13/23.12  																																																		| Equations (875) can reduce 364 to:
% 57.13/23.12  																																																		| (266) $false
% 57.13/23.12  																																																		|
% 57.13/23.12  																																																		|-The branch is then unsatisfiable
% 57.13/23.12  																																																	|-Branch two:
% 57.13/23.12  																																																	| (364)  ~ (all_0_57_57 = e0)
% 57.13/23.12  																																																	| (647) all_0_57_57 = e1
% 57.13/23.12  																																																	|
% 57.13/23.12  																																																		| Equations (647) can reduce 364 to:
% 57.13/23.12  																																																		| (233)  ~ (e1 = e0)
% 57.13/23.12  																																																		|
% 57.13/23.12  																																																		+-Applying beta-rule and splitting (924), into two cases.
% 57.13/23.12  																																																		|-Branch one:
% 57.13/23.12  																																																		| (875) all_0_57_57 = e0
% 57.13/23.12  																																																		|
% 57.13/23.12  																																																			| Combining equations (647,875) yields a new equation:
% 57.13/23.12  																																																			| (546) e1 = e0
% 57.13/23.12  																																																			|
% 57.13/23.12  																																																			| Simplifying 546 yields:
% 57.13/23.12  																																																			| (431) e1 = e0
% 57.13/23.12  																																																			|
% 57.13/23.12  																																																			| Equations (431) can reduce 233 to:
% 57.13/23.12  																																																			| (266) $false
% 57.13/23.12  																																																			|
% 57.13/23.12  																																																			|-The branch is then unsatisfiable
% 57.13/23.12  																																																		|-Branch two:
% 57.13/23.12  																																																		| (364)  ~ (all_0_57_57 = e0)
% 57.13/23.12  																																																		| (914) all_0_58_58 = e0
% 57.13/23.12  																																																		|
% 57.13/23.12  																																																			| Combining equations (914,910) yields a new equation:
% 57.13/23.12  																																																			| (397) e4 = e0
% 57.13/23.12  																																																			|
% 57.13/23.13  																																																			| Equations (397) can reduce 49 to:
% 57.13/23.13  																																																			| (266) $false
% 57.13/23.13  																																																			|
% 57.13/23.13  																																																			|-The branch is then unsatisfiable
% 57.13/23.13  																																													|-Branch two:
% 57.13/23.13  																																													| (1283)  ~ (all_0_48_48 = e0)
% 57.13/23.13  																																													| (615) all_0_48_48 = e1
% 57.13/23.13  																																													|
% 57.13/23.13  																																														| Equations (615) can reduce 619 to:
% 57.13/23.13  																																														| (266) $false
% 57.13/23.13  																																														|
% 57.13/23.13  																																														|-The branch is then unsatisfiable
% 57.16/23.13  																																										|-Branch two:
% 57.16/23.13  																																										| (813) all_0_47_47 = e1 & all_0_52_52 = e2 &  ~ (all_0_51_51 = e1)
% 57.16/23.13  																																										|
% 57.16/23.13  																																											| Applying alpha-rule on (813) yields:
% 57.16/23.13  																																											| (654) all_0_47_47 = e1
% 57.16/23.13  																																											| (352) all_0_52_52 = e2
% 57.16/23.13  																																											| (464)  ~ (all_0_51_51 = e1)
% 57.16/23.13  																																											|
% 57.16/23.13  																																											| Equations (654) can reduce 19 to:
% 57.16/23.13  																																											| (549)  ~ (all_0_46_46 = e1)
% 57.16/23.13  																																											|
% 57.16/23.13  																																											| Equations (654) can reduce 114 to:
% 57.16/23.13  																																											| (11581)  ~ (all_0_48_48 = e1)
% 57.16/23.13  																																											|
% 57.16/23.13  																																											| Simplifying 11581 yields:
% 57.16/23.13  																																											| (619)  ~ (all_0_48_48 = e1)
% 57.16/23.13  																																											|
% 57.16/23.13  																																											+-Applying beta-rule and splitting (10218), into two cases.
% 57.16/23.13  																																											|-Branch one:
% 57.16/23.13  																																											| (943) all_0_48_48 = e4
% 57.16/23.13  																																											|
% 57.16/23.13  																																												| Equations (943) can reduce 254 to:
% 57.16/23.13  																																												| (266) $false
% 57.16/23.13  																																												|
% 57.16/23.13  																																												|-The branch is then unsatisfiable
% 57.16/23.13  																																											|-Branch two:
% 57.16/23.13  																																											| (254)  ~ (all_0_48_48 = e4)
% 57.16/23.13  																																											| (10222) all_0_48_48 = e1 | all_0_48_48 = e0
% 57.16/23.13  																																											|
% 57.16/23.13  																																												+-Applying beta-rule and splitting (10222), into two cases.
% 57.16/23.13  																																												|-Branch one:
% 57.16/23.13  																																												| (1279) all_0_48_48 = e0
% 57.16/23.13  																																												|
% 57.16/23.13  																																													| Equations (1279) can reduce 239 to:
% 57.16/23.13  																																													| (363)  ~ (all_0_57_57 = e0)
% 57.16/23.13  																																													|
% 57.16/23.13  																																													| Simplifying 363 yields:
% 57.16/23.13  																																													| (364)  ~ (all_0_57_57 = e0)
% 57.16/23.13  																																													|
% 57.16/23.13  																																													| Equations (1279) can reduce 254 to:
% 57.16/23.13  																																													| (401)  ~ (e4 = e0)
% 57.16/23.13  																																													|
% 57.16/23.13  																																													| Simplifying 401 yields:
% 57.16/23.13  																																													| (49)  ~ (e4 = e0)
% 57.16/23.13  																																													|
% 57.16/23.13  																																													| Equations (1279) can reduce 810 to:
% 57.16/23.13  																																													| (365)  ~ (e2 = e0)
% 57.16/23.13  																																													|
% 57.16/23.13  																																													| Simplifying 365 yields:
% 57.16/23.13  																																													| (128)  ~ (e2 = e0)
% 57.16/23.13  																																													|
% 57.16/23.13  																																													+-Applying beta-rule and splitting (125), into two cases.
% 57.16/23.13  																																													|-Branch one:
% 57.16/23.13  																																													| (858) all_0_55_55 = e0
% 57.16/23.13  																																													|
% 57.16/23.13  																																														| Equations (858) can reduce 58 to:
% 57.16/23.13  																																														| (831)  ~ (all_0_46_46 = e0)
% 57.16/23.13  																																														|
% 57.16/23.13  																																														+-Applying beta-rule and splitting (1797), into two cases.
% 57.16/23.13  																																														|-Branch one:
% 57.16/23.13  																																														| (770) all_0_46_46 = e4
% 57.16/23.13  																																														|
% 57.16/23.13  																																															| Equations (770) can reduce 250 to:
% 57.16/23.13  																																															| (266) $false
% 57.16/23.13  																																															|
% 57.16/23.13  																																															|-The branch is then unsatisfiable
% 57.16/23.13  																																														|-Branch two:
% 57.16/23.13  																																														| (250)  ~ (all_0_46_46 = e4)
% 57.16/23.13  																																														| (1801) all_0_46_46 = e3 | all_0_46_46 = e1 | all_0_46_46 = e0
% 57.16/23.13  																																														|
% 57.16/23.13  																																															+-Applying beta-rule and splitting (1801), into two cases.
% 57.16/23.13  																																															|-Branch one:
% 57.16/23.13  																																															| (538) all_0_46_46 = e0
% 57.16/23.13  																																															|
% 57.16/23.13  																																																| Equations (538) can reduce 831 to:
% 57.16/23.13  																																																| (266) $false
% 57.16/23.13  																																																|
% 57.16/23.13  																																																|-The branch is then unsatisfiable
% 57.16/23.13  																																															|-Branch two:
% 57.16/23.13  																																															| (831)  ~ (all_0_46_46 = e0)
% 57.16/23.13  																																															| (1838) all_0_46_46 = e3 | all_0_46_46 = e1
% 57.16/23.13  																																															|
% 57.16/23.13  																																																+-Applying beta-rule and splitting (1838), into two cases.
% 57.16/23.13  																																																|-Branch one:
% 57.16/23.13  																																																| (545) all_0_46_46 = e1
% 57.16/23.13  																																																|
% 57.16/23.13  																																																	| Equations (545) can reduce 549 to:
% 57.16/23.13  																																																	| (266) $false
% 57.16/23.13  																																																	|
% 57.16/23.13  																																																	|-The branch is then unsatisfiable
% 57.16/23.13  																																																|-Branch two:
% 57.16/23.13  																																																| (549)  ~ (all_0_46_46 = e1)
% 57.16/23.13  																																																| (1557) all_0_46_46 = e3
% 57.16/23.13  																																																|
% 57.16/23.13  																																																	| Equations (1557) can reduce 409 to:
% 57.16/23.13  																																																	| (266) $false
% 57.16/23.13  																																																	|
% 57.16/23.13  																																																	|-The branch is then unsatisfiable
% 57.16/23.13  																																													|-Branch two:
% 57.16/23.13  																																													| (803)  ~ (all_0_55_55 = e0)
% 57.16/23.13  																																													| (863) all_0_56_56 = e0 | all_0_57_57 = e0 | all_0_58_58 = e0
% 57.16/23.13  																																													|
% 57.16/23.13  																																														+-Applying beta-rule and splitting (863), into two cases.
% 57.16/23.13  																																														|-Branch one:
% 57.16/23.13  																																														| (679) all_0_56_56 = e0
% 57.16/23.13  																																														|
% 57.16/23.13  																																															| Combining equations (833,679) yields a new equation:
% 57.16/23.13  																																															| (391) e2 = e0
% 57.16/23.13  																																															|
% 57.16/23.13  																																															| Simplifying 391 yields:
% 57.16/23.13  																																															| (330) e2 = e0
% 57.16/23.13  																																															|
% 57.16/23.13  																																															| Equations (330) can reduce 128 to:
% 57.16/23.13  																																															| (266) $false
% 57.16/23.13  																																															|
% 57.16/23.13  																																															|-The branch is then unsatisfiable
% 57.16/23.13  																																														|-Branch two:
% 57.16/23.13  																																														| (828)  ~ (all_0_56_56 = e0)
% 57.16/23.13  																																														| (924) all_0_57_57 = e0 | all_0_58_58 = e0
% 57.16/23.13  																																														|
% 57.16/23.13  																																															+-Applying beta-rule and splitting (445), into two cases.
% 57.16/23.13  																																															|-Branch one:
% 57.16/23.13  																																															| (871) all_0_57_57 = e4
% 57.16/23.13  																																															|
% 57.16/23.13  																																																| Equations (871) can reduce 839 to:
% 57.16/23.13  																																																| (266) $false
% 57.16/23.13  																																																|
% 57.16/23.13  																																																|-The branch is then unsatisfiable
% 57.16/23.13  																																															|-Branch two:
% 57.16/23.13  																																															| (839)  ~ (all_0_57_57 = e4)
% 57.16/23.13  																																															| (874) all_0_57_57 = e1 | all_0_57_57 = e0
% 57.16/23.13  																																															|
% 57.16/23.13  																																																+-Applying beta-rule and splitting (874), into two cases.
% 57.16/23.13  																																																|-Branch one:
% 57.16/23.13  																																																| (875) all_0_57_57 = e0
% 57.16/23.13  																																																|
% 57.16/23.13  																																																	| Equations (875) can reduce 364 to:
% 57.16/23.13  																																																	| (266) $false
% 57.16/23.13  																																																	|
% 57.16/23.13  																																																	|-The branch is then unsatisfiable
% 57.16/23.13  																																																|-Branch two:
% 57.16/23.13  																																																| (364)  ~ (all_0_57_57 = e0)
% 57.16/23.13  																																																| (647) all_0_57_57 = e1
% 57.16/23.13  																																																|
% 57.16/23.13  																																																	| Equations (647) can reduce 364 to:
% 57.16/23.13  																																																	| (233)  ~ (e1 = e0)
% 57.16/23.13  																																																	|
% 57.16/23.13  																																																	+-Applying beta-rule and splitting (924), into two cases.
% 57.16/23.13  																																																	|-Branch one:
% 57.16/23.13  																																																	| (875) all_0_57_57 = e0
% 57.16/23.13  																																																	|
% 57.16/23.13  																																																		| Combining equations (647,875) yields a new equation:
% 57.16/23.13  																																																		| (546) e1 = e0
% 57.16/23.13  																																																		|
% 57.16/23.13  																																																		| Simplifying 546 yields:
% 57.16/23.13  																																																		| (431) e1 = e0
% 57.16/23.13  																																																		|
% 57.16/23.13  																																																		| Equations (431) can reduce 233 to:
% 57.16/23.13  																																																		| (266) $false
% 57.16/23.13  																																																		|
% 57.16/23.13  																																																		|-The branch is then unsatisfiable
% 57.16/23.13  																																																	|-Branch two:
% 57.16/23.13  																																																	| (364)  ~ (all_0_57_57 = e0)
% 57.16/23.13  																																																	| (914) all_0_58_58 = e0
% 57.16/23.13  																																																	|
% 57.16/23.13  																																																		| Combining equations (914,910) yields a new equation:
% 57.16/23.13  																																																		| (397) e4 = e0
% 57.16/23.13  																																																		|
% 57.16/23.13  																																																		| Equations (397) can reduce 49 to:
% 57.16/23.13  																																																		| (266) $false
% 57.16/23.13  																																																		|
% 57.16/23.13  																																																		|-The branch is then unsatisfiable
% 57.16/23.13  																																												|-Branch two:
% 57.16/23.13  																																												| (1283)  ~ (all_0_48_48 = e0)
% 57.16/23.13  																																												| (615) all_0_48_48 = e1
% 57.16/23.13  																																												|
% 57.16/23.13  																																													| Equations (615) can reduce 619 to:
% 57.16/23.13  																																													| (266) $false
% 57.16/23.13  																																													|
% 57.16/23.13  																																													|-The branch is then unsatisfiable
% 57.18/23.13  																																									|-Branch two:
% 57.18/23.13  																																									| (819) all_0_47_47 = e0 & all_0_58_58 = e2 &  ~ (all_0_49_49 = e2)
% 57.18/23.13  																																									|
% 57.18/23.13  																																										| Applying alpha-rule on (819) yields:
% 57.18/23.13  																																										| (674) all_0_47_47 = e0
% 57.18/23.13  																																										| (624) all_0_58_58 = e2
% 57.18/23.13  																																										| (340)  ~ (all_0_49_49 = e2)
% 57.18/23.13  																																										|
% 57.18/23.13  																																										| Combining equations (910,624) yields a new equation:
% 57.18/23.13  																																										| (322) e4 = e2
% 57.18/23.13  																																										|
% 57.18/23.13  																																										| Simplifying 322 yields:
% 57.18/23.13  																																										| (323) e4 = e2
% 57.18/23.13  																																										|
% 57.18/23.13  																																										| Equations (323) can reduce 48 to:
% 57.18/23.13  																																										| (266) $false
% 57.18/23.13  																																										|
% 57.18/23.13  																																										|-The branch is then unsatisfiable
% 57.18/23.13  																																								|-Branch two:
% 57.18/23.13  																																								| (825) all_0_47_47 = e0 & all_0_58_58 = e2 &  ~ (all_0_56_56 = e0)
% 57.18/23.13  																																								|
% 57.18/23.13  																																									| Applying alpha-rule on (825) yields:
% 57.18/23.13  																																									| (674) all_0_47_47 = e0
% 57.18/23.13  																																									| (624) all_0_58_58 = e2
% 57.18/23.13  																																									| (828)  ~ (all_0_56_56 = e0)
% 57.18/23.13  																																									|
% 57.18/23.13  																																									| Combining equations (910,624) yields a new equation:
% 57.18/23.13  																																									| (322) e4 = e2
% 57.18/23.13  																																									|
% 57.18/23.13  																																									| Simplifying 322 yields:
% 57.18/23.13  																																									| (323) e4 = e2
% 57.18/23.13  																																									|
% 57.18/23.13  																																									| Equations (323) can reduce 48 to:
% 57.18/23.13  																																									| (266) $false
% 57.18/23.13  																																									|
% 57.18/23.13  																																									|-The branch is then unsatisfiable
% 57.18/23.13  																																							|-Branch two:
% 57.18/23.13  																																							| (358)  ~ (all_0_42_42 = e0)
% 57.18/23.13  																																							| (6766) all_0_43_43 = e0 | all_0_44_44 = e0
% 57.18/23.13  																																							|
% 57.18/23.13  																																								+-Applying beta-rule and splitting (1417), into two cases.
% 57.18/23.13  																																								|-Branch one:
% 57.18/23.13  																																								| (635) all_0_44_44 = e1
% 57.18/23.13  																																								|
% 57.18/23.13  																																									| Equations (635) can reduce 360 to:
% 57.18/23.13  																																									| (233)  ~ (e1 = e0)
% 57.18/23.13  																																									|
% 57.18/23.13  																																									+-Applying beta-rule and splitting (104), into two cases.
% 57.18/23.13  																																									|-Branch one:
% 57.18/23.13  																																									| (480) all_0_39_39 = e0
% 57.18/23.13  																																									|
% 57.18/23.13  																																										| Combining equations (480,471) yields a new equation:
% 57.18/23.13  																																										| (397) e4 = e0
% 57.18/23.13  																																										|
% 57.18/23.13  																																										| Equations (397) can reduce 49 to:
% 57.18/23.13  																																										| (266) $false
% 57.18/23.13  																																										|
% 57.18/23.13  																																										|-The branch is then unsatisfiable
% 57.18/23.13  																																									|-Branch two:
% 57.18/23.13  																																									| (484)  ~ (all_0_39_39 = e0)
% 57.18/23.13  																																									| (558) all_0_42_42 = e0 | all_0_47_47 = e0 | all_0_56_56 = e0
% 57.18/23.13  																																									|
% 57.18/23.13  																																										| Equations (471) can reduce 484 to:
% 57.18/23.13  																																										| (49)  ~ (e4 = e0)
% 57.18/23.13  																																										|
% 57.18/23.13  																																										+-Applying beta-rule and splitting (6766), into two cases.
% 57.18/23.13  																																										|-Branch one:
% 57.18/23.13  																																										| (356) all_0_43_43 = e0
% 57.18/23.13  																																										|
% 57.18/23.13  																																											| Combining equations (356,396) yields a new equation:
% 57.18/23.13  																																											| (397) e4 = e0
% 57.18/23.13  																																											|
% 57.18/23.13  																																											| Equations (397) can reduce 49 to:
% 57.18/23.13  																																											| (266) $false
% 57.18/23.13  																																											|
% 57.18/23.13  																																											|-The branch is then unsatisfiable
% 57.18/23.13  																																										|-Branch two:
% 57.18/23.13  																																										| (5470)  ~ (all_0_43_43 = e0)
% 57.18/23.13  																																										| (1414) all_0_44_44 = e0
% 57.18/23.13  																																										|
% 57.18/23.13  																																											| Combining equations (1414,635) yields a new equation:
% 57.18/23.13  																																											| (431) e1 = e0
% 57.18/23.13  																																											|
% 57.18/23.13  																																											| Equations (431) can reduce 233 to:
% 57.18/23.13  																																											| (266) $false
% 57.18/23.13  																																											|
% 57.18/23.13  																																											|-The branch is then unsatisfiable
% 57.18/23.13  																																								|-Branch two:
% 57.18/23.13  																																								| (639)  ~ (all_0_44_44 = e1)
% 57.18/23.13  																																								| (532) all_0_44_44 = e3
% 57.18/23.13  																																								|
% 57.18/23.13  																																									| Equations (532) can reduce 407 to:
% 57.18/23.13  																																									| (266) $false
% 57.18/23.13  																																									|
% 57.18/23.13  																																									|-The branch is then unsatisfiable
% 57.18/23.13  																																				|-Branch two:
% 57.18/23.13  																																				| (340)  ~ (all_0_49_49 = e2)
% 57.18/23.13  																																				| (614) all_0_53_53 = e2 | all_0_58_58 = e2
% 57.18/23.13  																																				|
% 57.18/23.13  																																					+-Applying beta-rule and splitting (163), into two cases.
% 57.18/23.13  																																					|-Branch one:
% 57.18/23.13  																																					| (565) all_0_52_52 = e4
% 57.18/23.13  																																					|
% 57.18/23.13  																																						| Combining equations (352,565) yields a new equation:
% 57.18/23.13  																																						| (323) e4 = e2
% 57.18/23.13  																																						|
% 57.18/23.13  																																						| Equations (323) can reduce 48 to:
% 57.18/23.13  																																						| (266) $false
% 57.18/23.13  																																						|
% 57.18/23.13  																																						|-The branch is then unsatisfiable
% 57.18/23.13  																																					|-Branch two:
% 57.18/23.13  																																					| (780)  ~ (all_0_52_52 = e4)
% 57.18/23.13  																																					| (781) (all_0_41_41 = e0 & all_0_58_58 = e3 &  ~ (all_0_44_44 = e3)) | (all_0_41_41 = e0 & all_0_58_58 = e3 &  ~ (all_0_55_55 = e0)) | (all_0_47_47 = e1 & all_0_52_52 = e2 &  ~ (all_0_48_48 = e2)) | (all_0_47_47 = e1 & all_0_52_52 = e2 &  ~ (all_0_51_51 = e1)) | (all_0_47_47 = e0 & all_0_58_58 = e2 &  ~ (all_0_49_49 = e2)) | (all_0_47_47 = e0 & all_0_58_58 = e2 &  ~ (all_0_56_56 = e0))
% 57.18/23.13  																																					|
% 57.18/23.13  																																						| Equations (352) can reduce 780 to:
% 57.18/23.13  																																						| (327)  ~ (e4 = e2)
% 57.18/23.13  																																						|
% 57.18/23.13  																																						| Simplifying 327 yields:
% 57.18/23.13  																																						| (48)  ~ (e4 = e2)
% 57.18/23.13  																																						|
% 57.18/23.13  																																						+-Applying beta-rule and splitting (614), into two cases.
% 57.18/23.13  																																						|-Branch one:
% 57.18/23.13  																																						| (607) all_0_53_53 = e2
% 57.18/23.13  																																						|
% 57.18/23.13  																																							| Equations (607) can reduce 509 to:
% 57.18/23.13  																																							| (266) $false
% 57.18/23.13  																																							|
% 57.18/23.13  																																							|-The branch is then unsatisfiable
% 57.18/23.13  																																						|-Branch two:
% 57.18/23.13  																																						| (509)  ~ (all_0_53_53 = e2)
% 57.18/23.13  																																						| (624) all_0_58_58 = e2
% 57.18/23.13  																																						|
% 57.18/23.13  																																							| Combining equations (910,624) yields a new equation:
% 57.18/23.13  																																							| (322) e4 = e2
% 57.18/23.13  																																							|
% 57.18/23.13  																																							| Simplifying 322 yields:
% 57.18/23.13  																																							| (323) e4 = e2
% 57.18/23.13  																																							|
% 57.18/23.13  																																							| Equations (323) can reduce 48 to:
% 57.18/23.13  																																							| (266) $false
% 57.18/23.13  																																							|
% 57.18/23.13  																																							|-The branch is then unsatisfiable
% 57.18/23.13  																																			|-Branch two:
% 57.18/23.13  																																			| (511)  ~ (all_0_56_56 = e2)
% 57.18/23.13  																																			| (1709) all_0_57_57 = e2 | all_0_58_58 = e2
% 57.18/23.13  																																			|
% 57.18/23.13  																																				+-Applying beta-rule and splitting (385), into two cases.
% 57.18/23.13  																																				|-Branch one:
% 57.18/23.13  																																				| (1105) all_0_47_47 = e2
% 57.18/23.13  																																				|
% 57.18/23.13  																																					| Equations (1105) can reduce 252 to:
% 57.18/23.13  																																					| (327)  ~ (e4 = e2)
% 57.18/23.13  																																					|
% 57.18/23.13  																																					| Simplifying 327 yields:
% 57.18/23.13  																																					| (48)  ~ (e4 = e2)
% 57.18/23.13  																																					|
% 57.18/23.13  																																					+-Applying beta-rule and splitting (163), into two cases.
% 57.18/23.13  																																					|-Branch one:
% 57.18/23.13  																																					| (565) all_0_52_52 = e4
% 57.18/23.13  																																					|
% 57.18/23.13  																																						| Combining equations (565,352) yields a new equation:
% 57.18/23.13  																																						| (322) e4 = e2
% 57.18/23.13  																																						|
% 57.18/23.13  																																						| Simplifying 322 yields:
% 57.18/23.13  																																						| (323) e4 = e2
% 57.18/23.13  																																						|
% 57.18/23.13  																																						| Equations (323) can reduce 48 to:
% 57.18/23.13  																																						| (266) $false
% 57.18/23.13  																																						|
% 57.18/23.13  																																						|-The branch is then unsatisfiable
% 57.18/23.13  																																					|-Branch two:
% 57.18/23.13  																																					| (780)  ~ (all_0_52_52 = e4)
% 57.18/23.13  																																					| (781) (all_0_41_41 = e0 & all_0_58_58 = e3 &  ~ (all_0_44_44 = e3)) | (all_0_41_41 = e0 & all_0_58_58 = e3 &  ~ (all_0_55_55 = e0)) | (all_0_47_47 = e1 & all_0_52_52 = e2 &  ~ (all_0_48_48 = e2)) | (all_0_47_47 = e1 & all_0_52_52 = e2 &  ~ (all_0_51_51 = e1)) | (all_0_47_47 = e0 & all_0_58_58 = e2 &  ~ (all_0_49_49 = e2)) | (all_0_47_47 = e0 & all_0_58_58 = e2 &  ~ (all_0_56_56 = e0))
% 57.18/23.13  																																					|
% 57.18/23.13  																																						| Equations (352) can reduce 780 to:
% 57.18/23.13  																																						| (327)  ~ (e4 = e2)
% 57.18/23.14  																																						|
% 57.18/23.14  																																						| Simplifying 327 yields:
% 57.18/23.14  																																						| (48)  ~ (e4 = e2)
% 57.18/23.14  																																						|
% 57.18/23.14  																																						+-Applying beta-rule and splitting (1709), into two cases.
% 57.18/23.14  																																						|-Branch one:
% 57.18/23.14  																																						| (442) all_0_57_57 = e2
% 57.18/23.14  																																						|
% 57.18/23.14  																																							| Equations (442) can reduce 344 to:
% 57.18/23.14  																																							| (266) $false
% 57.18/23.14  																																							|
% 57.18/23.14  																																							|-The branch is then unsatisfiable
% 57.18/23.14  																																						|-Branch two:
% 57.18/23.14  																																						| (344)  ~ (all_0_57_57 = e2)
% 57.18/23.14  																																						| (624) all_0_58_58 = e2
% 57.18/23.14  																																						|
% 57.18/23.14  																																							| Combining equations (624,910) yields a new equation:
% 57.18/23.14  																																							| (323) e4 = e2
% 57.18/23.14  																																							|
% 57.18/23.14  																																							| Equations (323) can reduce 48 to:
% 57.18/23.14  																																							| (266) $false
% 57.18/23.14  																																							|
% 57.18/23.14  																																							|-The branch is then unsatisfiable
% 57.18/23.14  																																				|-Branch two:
% 57.18/23.14  																																				| (338)  ~ (all_0_47_47 = e2)
% 57.18/23.14  																																				| (1108) all_0_51_51 = e2 | all_0_56_56 = e2
% 57.18/23.14  																																				|
% 57.18/23.14  																																					+-Applying beta-rule and splitting (1108), into two cases.
% 57.18/23.14  																																					|-Branch one:
% 57.18/23.14  																																					| (504) all_0_51_51 = e2
% 57.18/23.14  																																					|
% 57.18/23.14  																																						| Equations (504) can reduce 1099 to:
% 57.18/23.14  																																						| (266) $false
% 57.18/23.14  																																						|
% 57.18/23.14  																																						|-The branch is then unsatisfiable
% 57.18/23.14  																																					|-Branch two:
% 57.18/23.14  																																					| (1099)  ~ (all_0_51_51 = e2)
% 57.18/23.14  																																					| (833) all_0_56_56 = e2
% 57.18/23.14  																																					|
% 57.18/23.14  																																						| Equations (833) can reduce 511 to:
% 57.18/23.14  																																						| (266) $false
% 57.18/23.14  																																						|
% 57.18/23.14  																																						|-The branch is then unsatisfiable
% 57.18/23.14  																													|-Branch two:
% 57.18/23.14  																													| (1377)  ~ (all_0_39_39 = e4)
% 57.18/23.14  																													| (2115) all_0_42_42 = e4 | all_0_47_47 = e4 | all_0_51_51 = e4 | all_0_56_56 = e4
% 57.18/23.14  																													|
% 57.18/23.14  																														+-Applying beta-rule and splitting (326), into two cases.
% 57.18/23.14  																														|-Branch one:
% 57.18/23.14  																														| (471) all_0_39_39 = e4
% 57.18/23.14  																														|
% 57.18/23.14  																															| Equations (471) can reduce 1377 to:
% 57.18/23.14  																															| (266) $false
% 57.18/23.14  																															|
% 57.18/23.14  																															|-The branch is then unsatisfiable
% 57.18/23.14  																														|-Branch two:
% 57.18/23.14  																														| (1377)  ~ (all_0_39_39 = e4)
% 57.18/23.14  																														| (1378) all_0_40_40 = e4
% 57.18/23.14  																														|
% 57.18/23.14  																															| Equations (1378) can reduce 296 to:
% 57.18/23.14  																															| (48)  ~ (e4 = e2)
% 57.18/23.14  																															|
% 57.18/23.14  																															+-Applying beta-rule and splitting (333), into two cases.
% 57.18/23.14  																															|-Branch one:
% 57.18/23.14  																															| (480) all_0_39_39 = e0
% 57.18/23.14  																															|
% 57.18/23.14  																																| Equations (480) can reduce 79 to:
% 57.18/23.14  																																| (1402)  ~ (all_0_47_47 = e0)
% 57.18/23.14  																																|
% 57.18/23.14  																																| Simplifying 1402 yields:
% 57.18/23.14  																																| (678)  ~ (all_0_47_47 = e0)
% 57.18/23.14  																																|
% 57.18/23.14  																																| Equations (480) can reduce 246 to:
% 57.18/23.14  																																| (541)  ~ (e3 = e0)
% 57.18/23.14  																																|
% 57.18/23.14  																																| Simplifying 541 yields:
% 57.18/23.14  																																| (80)  ~ (e3 = e0)
% 57.18/23.14  																																|
% 57.18/23.14  																																+-Applying beta-rule and splitting (163), into two cases.
% 57.18/23.14  																																|-Branch one:
% 57.18/23.14  																																| (565) all_0_52_52 = e4
% 57.18/23.14  																																|
% 57.18/23.14  																																	| Combining equations (352,565) yields a new equation:
% 57.18/23.14  																																	| (323) e4 = e2
% 57.18/23.14  																																	|
% 57.18/23.14  																																	| Equations (323) can reduce 48 to:
% 57.18/23.14  																																	| (266) $false
% 57.18/23.14  																																	|
% 57.18/23.14  																																	|-The branch is then unsatisfiable
% 57.18/23.14  																																|-Branch two:
% 57.18/23.14  																																| (780)  ~ (all_0_52_52 = e4)
% 57.18/23.14  																																| (781) (all_0_41_41 = e0 & all_0_58_58 = e3 &  ~ (all_0_44_44 = e3)) | (all_0_41_41 = e0 & all_0_58_58 = e3 &  ~ (all_0_55_55 = e0)) | (all_0_47_47 = e1 & all_0_52_52 = e2 &  ~ (all_0_48_48 = e2)) | (all_0_47_47 = e1 & all_0_52_52 = e2 &  ~ (all_0_51_51 = e1)) | (all_0_47_47 = e0 & all_0_58_58 = e2 &  ~ (all_0_49_49 = e2)) | (all_0_47_47 = e0 & all_0_58_58 = e2 &  ~ (all_0_56_56 = e0))
% 57.18/23.14  																																|
% 57.18/23.14  																																	+-Applying beta-rule and splitting (781), into two cases.
% 57.18/23.14  																																	|-Branch one:
% 57.18/23.14  																																	| (789) (all_0_41_41 = e0 & all_0_58_58 = e3 &  ~ (all_0_44_44 = e3)) | (all_0_41_41 = e0 & all_0_58_58 = e3 &  ~ (all_0_55_55 = e0)) | (all_0_47_47 = e1 & all_0_52_52 = e2 &  ~ (all_0_48_48 = e2)) | (all_0_47_47 = e1 & all_0_52_52 = e2 &  ~ (all_0_51_51 = e1)) | (all_0_47_47 = e0 & all_0_58_58 = e2 &  ~ (all_0_49_49 = e2))
% 57.18/23.14  																																	|
% 57.18/23.14  																																		+-Applying beta-rule and splitting (789), into two cases.
% 57.18/23.14  																																		|-Branch one:
% 57.18/23.14  																																		| (790) (all_0_41_41 = e0 & all_0_58_58 = e3 &  ~ (all_0_44_44 = e3)) | (all_0_41_41 = e0 & all_0_58_58 = e3 &  ~ (all_0_55_55 = e0)) | (all_0_47_47 = e1 & all_0_52_52 = e2 &  ~ (all_0_48_48 = e2)) | (all_0_47_47 = e1 & all_0_52_52 = e2 &  ~ (all_0_51_51 = e1))
% 57.18/23.14  																																		|
% 57.18/23.14  																																			+-Applying beta-rule and splitting (790), into two cases.
% 57.18/23.14  																																			|-Branch one:
% 57.18/23.14  																																			| (791) (all_0_41_41 = e0 & all_0_58_58 = e3 &  ~ (all_0_44_44 = e3)) | (all_0_41_41 = e0 & all_0_58_58 = e3 &  ~ (all_0_55_55 = e0)) | (all_0_47_47 = e1 & all_0_52_52 = e2 &  ~ (all_0_48_48 = e2))
% 57.18/23.14  																																			|
% 57.18/23.14  																																				+-Applying beta-rule and splitting (791), into two cases.
% 57.18/23.14  																																				|-Branch one:
% 57.18/23.14  																																				| (792) (all_0_41_41 = e0 & all_0_58_58 = e3 &  ~ (all_0_44_44 = e3)) | (all_0_41_41 = e0 & all_0_58_58 = e3 &  ~ (all_0_55_55 = e0))
% 57.18/23.14  																																				|
% 57.18/23.14  																																					+-Applying beta-rule and splitting (792), into two cases.
% 57.18/23.14  																																					|-Branch one:
% 57.18/23.14  																																					| (793) all_0_41_41 = e0 & all_0_58_58 = e3 &  ~ (all_0_44_44 = e3)
% 57.18/23.14  																																					|
% 57.18/23.14  																																						| Applying alpha-rule on (793) yields:
% 57.18/23.14  																																						| (794) all_0_41_41 = e0
% 57.18/23.14  																																						| (795) all_0_58_58 = e3
% 57.18/23.14  																																						| (407)  ~ (all_0_44_44 = e3)
% 57.18/23.14  																																						|
% 57.18/23.14  																																						| Combining equations (403,794) yields a new equation:
% 57.18/23.14  																																						| (675) e3 = e0
% 57.18/23.14  																																						|
% 57.18/23.14  																																						| Simplifying 675 yields:
% 57.18/23.14  																																						| (676) e3 = e0
% 57.18/23.14  																																						|
% 57.18/23.14  																																						| Equations (676) can reduce 80 to:
% 57.18/23.14  																																						| (266) $false
% 57.18/23.14  																																						|
% 57.18/23.14  																																						|-The branch is then unsatisfiable
% 57.18/23.14  																																					|-Branch two:
% 57.18/23.14  																																					| (800) all_0_41_41 = e0 & all_0_58_58 = e3 &  ~ (all_0_55_55 = e0)
% 57.18/23.14  																																					|
% 57.18/23.14  																																						| Applying alpha-rule on (800) yields:
% 57.18/23.14  																																						| (794) all_0_41_41 = e0
% 57.18/23.14  																																						| (795) all_0_58_58 = e3
% 57.18/23.14  																																						| (803)  ~ (all_0_55_55 = e0)
% 57.18/23.14  																																						|
% 57.18/23.14  																																						| Combining equations (403,794) yields a new equation:
% 57.18/23.14  																																						| (675) e3 = e0
% 57.18/23.14  																																						|
% 57.18/23.14  																																						| Simplifying 675 yields:
% 57.18/23.14  																																						| (676) e3 = e0
% 57.18/23.14  																																						|
% 57.18/23.14  																																						| Equations (676) can reduce 80 to:
% 57.18/23.14  																																						| (266) $false
% 57.18/23.14  																																						|
% 57.18/23.14  																																						|-The branch is then unsatisfiable
% 57.18/23.14  																																				|-Branch two:
% 57.18/23.14  																																				| (807) all_0_47_47 = e1 & all_0_52_52 = e2 &  ~ (all_0_48_48 = e2)
% 57.18/23.14  																																				|
% 57.18/23.14  																																					| Applying alpha-rule on (807) yields:
% 57.18/23.14  																																					| (654) all_0_47_47 = e1
% 57.18/23.14  																																					| (352) all_0_52_52 = e2
% 57.18/23.14  																																					| (810)  ~ (all_0_48_48 = e2)
% 57.18/23.14  																																					|
% 57.18/23.14  																																					| Equations (654) can reduce 19 to:
% 57.18/23.14  																																					| (549)  ~ (all_0_46_46 = e1)
% 57.18/23.14  																																					|
% 57.18/23.14  																																					| Equations (654) can reduce 114 to:
% 57.18/23.14  																																					| (11581)  ~ (all_0_48_48 = e1)
% 57.18/23.14  																																					|
% 57.18/23.14  																																					| Simplifying 11581 yields:
% 57.18/23.14  																																					| (619)  ~ (all_0_48_48 = e1)
% 57.18/23.14  																																					|
% 57.18/23.14  																																					+-Applying beta-rule and splitting (1797), into two cases.
% 57.18/23.14  																																					|-Branch one:
% 57.18/23.14  																																					| (770) all_0_46_46 = e4
% 57.18/23.14  																																					|
% 57.18/23.14  																																						| Equations (770) can reduce 250 to:
% 57.18/23.14  																																						| (266) $false
% 57.18/23.14  																																						|
% 57.18/23.14  																																						|-The branch is then unsatisfiable
% 57.18/23.14  																																					|-Branch two:
% 57.18/23.14  																																					| (250)  ~ (all_0_46_46 = e4)
% 57.18/23.14  																																					| (1801) all_0_46_46 = e3 | all_0_46_46 = e1 | all_0_46_46 = e0
% 57.18/23.14  																																					|
% 57.18/23.14  																																						+-Applying beta-rule and splitting (1801), into two cases.
% 57.18/23.14  																																						|-Branch one:
% 57.18/23.14  																																						| (538) all_0_46_46 = e0
% 57.18/23.14  																																						|
% 57.18/23.14  																																							| Equations (538) can reduce 30 to:
% 57.18/23.14  																																							| (10200)  ~ (all_0_48_48 = e0)
% 57.18/23.14  																																							|
% 57.18/23.14  																																							| Simplifying 10200 yields:
% 57.18/23.14  																																							| (1283)  ~ (all_0_48_48 = e0)
% 57.18/23.14  																																							|
% 57.18/23.14  																																							+-Applying beta-rule and splitting (5471), into two cases.
% 57.18/23.14  																																							|-Branch one:
% 57.18/23.14  																																							| (1279) all_0_48_48 = e0
% 57.18/23.14  																																							|
% 57.18/23.14  																																								| Equations (1279) can reduce 1283 to:
% 57.18/23.14  																																								| (266) $false
% 57.18/23.14  																																								|
% 57.18/23.14  																																								|-The branch is then unsatisfiable
% 57.18/23.14  																																							|-Branch two:
% 57.18/23.14  																																							| (1283)  ~ (all_0_48_48 = e0)
% 57.18/23.14  																																							| (875) all_0_57_57 = e0
% 57.18/23.14  																																							|
% 57.18/23.14  																																								| Equations (875) can reduce 239 to:
% 57.18/23.14  																																								| (1283)  ~ (all_0_48_48 = e0)
% 57.18/23.14  																																								|
% 57.18/23.14  																																								+-Applying beta-rule and splitting (10218), into two cases.
% 57.18/23.14  																																								|-Branch one:
% 57.18/23.14  																																								| (943) all_0_48_48 = e4
% 57.18/23.14  																																								|
% 57.18/23.14  																																									| Equations (943) can reduce 254 to:
% 57.18/23.14  																																									| (266) $false
% 57.18/23.14  																																									|
% 57.18/23.14  																																									|-The branch is then unsatisfiable
% 57.18/23.14  																																								|-Branch two:
% 57.18/23.14  																																								| (254)  ~ (all_0_48_48 = e4)
% 57.18/23.14  																																								| (10222) all_0_48_48 = e1 | all_0_48_48 = e0
% 57.18/23.14  																																								|
% 57.18/23.14  																																									+-Applying beta-rule and splitting (10222), into two cases.
% 57.18/23.14  																																									|-Branch one:
% 57.18/23.14  																																									| (1279) all_0_48_48 = e0
% 57.18/23.14  																																									|
% 57.18/23.14  																																										| Equations (1279) can reduce 1283 to:
% 57.18/23.14  																																										| (266) $false
% 57.18/23.14  																																										|
% 57.18/23.14  																																										|-The branch is then unsatisfiable
% 57.18/23.14  																																									|-Branch two:
% 57.18/23.14  																																									| (1283)  ~ (all_0_48_48 = e0)
% 57.18/23.14  																																									| (615) all_0_48_48 = e1
% 57.18/23.14  																																									|
% 57.18/23.14  																																										| Equations (615) can reduce 619 to:
% 57.18/23.14  																																										| (266) $false
% 57.18/23.14  																																										|
% 57.18/23.14  																																										|-The branch is then unsatisfiable
% 57.18/23.14  																																						|-Branch two:
% 57.18/23.14  																																						| (831)  ~ (all_0_46_46 = e0)
% 57.18/23.14  																																						| (1838) all_0_46_46 = e3 | all_0_46_46 = e1
% 57.18/23.14  																																						|
% 57.18/23.14  																																							+-Applying beta-rule and splitting (1838), into two cases.
% 57.18/23.14  																																							|-Branch one:
% 57.18/23.14  																																							| (545) all_0_46_46 = e1
% 57.18/23.14  																																							|
% 57.18/23.14  																																								| Equations (545) can reduce 549 to:
% 57.18/23.14  																																								| (266) $false
% 57.18/23.14  																																								|
% 57.18/23.14  																																								|-The branch is then unsatisfiable
% 57.18/23.14  																																							|-Branch two:
% 57.18/23.14  																																							| (549)  ~ (all_0_46_46 = e1)
% 57.18/23.14  																																							| (1557) all_0_46_46 = e3
% 57.18/23.14  																																							|
% 57.18/23.14  																																								| Equations (1557) can reduce 409 to:
% 57.18/23.14  																																								| (266) $false
% 57.18/23.14  																																								|
% 57.18/23.14  																																								|-The branch is then unsatisfiable
% 57.18/23.14  																																			|-Branch two:
% 57.18/23.14  																																			| (813) all_0_47_47 = e1 & all_0_52_52 = e2 &  ~ (all_0_51_51 = e1)
% 57.18/23.14  																																			|
% 57.18/23.14  																																				| Applying alpha-rule on (813) yields:
% 57.18/23.14  																																				| (654) all_0_47_47 = e1
% 57.18/23.14  																																				| (352) all_0_52_52 = e2
% 57.18/23.14  																																				| (464)  ~ (all_0_51_51 = e1)
% 57.18/23.14  																																				|
% 57.18/23.14  																																				| Equations (654) can reduce 19 to:
% 57.18/23.14  																																				| (549)  ~ (all_0_46_46 = e1)
% 57.18/23.14  																																				|
% 57.18/23.14  																																				| Equations (654) can reduce 114 to:
% 57.18/23.14  																																				| (11581)  ~ (all_0_48_48 = e1)
% 57.18/23.14  																																				|
% 57.18/23.14  																																				| Simplifying 11581 yields:
% 57.18/23.14  																																				| (619)  ~ (all_0_48_48 = e1)
% 57.18/23.14  																																				|
% 57.18/23.14  																																				+-Applying beta-rule and splitting (1797), into two cases.
% 57.18/23.14  																																				|-Branch one:
% 57.18/23.14  																																				| (770) all_0_46_46 = e4
% 57.18/23.14  																																				|
% 57.18/23.14  																																					| Equations (770) can reduce 250 to:
% 57.18/23.14  																																					| (266) $false
% 57.18/23.14  																																					|
% 57.18/23.14  																																					|-The branch is then unsatisfiable
% 57.18/23.14  																																				|-Branch two:
% 57.18/23.14  																																				| (250)  ~ (all_0_46_46 = e4)
% 57.18/23.14  																																				| (1801) all_0_46_46 = e3 | all_0_46_46 = e1 | all_0_46_46 = e0
% 57.18/23.14  																																				|
% 57.18/23.14  																																					+-Applying beta-rule and splitting (1801), into two cases.
% 57.18/23.14  																																					|-Branch one:
% 57.18/23.14  																																					| (538) all_0_46_46 = e0
% 57.18/23.14  																																					|
% 57.18/23.14  																																						| Equations (538) can reduce 30 to:
% 57.18/23.14  																																						| (10200)  ~ (all_0_48_48 = e0)
% 57.18/23.14  																																						|
% 57.18/23.14  																																						| Simplifying 10200 yields:
% 57.18/23.14  																																						| (1283)  ~ (all_0_48_48 = e0)
% 57.18/23.14  																																						|
% 57.18/23.15  																																						+-Applying beta-rule and splitting (5471), into two cases.
% 57.18/23.15  																																						|-Branch one:
% 57.18/23.15  																																						| (1279) all_0_48_48 = e0
% 57.18/23.15  																																						|
% 57.18/23.15  																																							| Equations (1279) can reduce 1283 to:
% 57.18/23.15  																																							| (266) $false
% 57.18/23.15  																																							|
% 57.18/23.15  																																							|-The branch is then unsatisfiable
% 57.18/23.15  																																						|-Branch two:
% 57.18/23.15  																																						| (1283)  ~ (all_0_48_48 = e0)
% 57.18/23.15  																																						| (875) all_0_57_57 = e0
% 57.18/23.15  																																						|
% 57.18/23.15  																																							| Equations (875) can reduce 239 to:
% 57.18/23.15  																																							| (1283)  ~ (all_0_48_48 = e0)
% 57.18/23.15  																																							|
% 57.18/23.15  																																							+-Applying beta-rule and splitting (10218), into two cases.
% 57.18/23.15  																																							|-Branch one:
% 57.18/23.15  																																							| (943) all_0_48_48 = e4
% 57.18/23.15  																																							|
% 57.18/23.15  																																								| Equations (943) can reduce 254 to:
% 57.18/23.15  																																								| (266) $false
% 57.18/23.15  																																								|
% 57.18/23.15  																																								|-The branch is then unsatisfiable
% 57.18/23.15  																																							|-Branch two:
% 57.18/23.15  																																							| (254)  ~ (all_0_48_48 = e4)
% 57.18/23.15  																																							| (10222) all_0_48_48 = e1 | all_0_48_48 = e0
% 57.18/23.15  																																							|
% 57.18/23.15  																																								+-Applying beta-rule and splitting (10222), into two cases.
% 57.18/23.15  																																								|-Branch one:
% 57.18/23.15  																																								| (1279) all_0_48_48 = e0
% 57.18/23.15  																																								|
% 57.18/23.15  																																									| Equations (1279) can reduce 1283 to:
% 57.18/23.15  																																									| (266) $false
% 57.18/23.15  																																									|
% 57.18/23.15  																																									|-The branch is then unsatisfiable
% 57.18/23.15  																																								|-Branch two:
% 57.18/23.15  																																								| (1283)  ~ (all_0_48_48 = e0)
% 57.18/23.15  																																								| (615) all_0_48_48 = e1
% 57.18/23.15  																																								|
% 57.18/23.15  																																									| Equations (615) can reduce 619 to:
% 57.18/23.15  																																									| (266) $false
% 57.18/23.15  																																									|
% 57.18/23.15  																																									|-The branch is then unsatisfiable
% 57.18/23.15  																																					|-Branch two:
% 57.18/23.15  																																					| (831)  ~ (all_0_46_46 = e0)
% 57.18/23.15  																																					| (1838) all_0_46_46 = e3 | all_0_46_46 = e1
% 57.18/23.15  																																					|
% 57.18/23.15  																																						+-Applying beta-rule and splitting (1838), into two cases.
% 57.18/23.15  																																						|-Branch one:
% 57.18/23.15  																																						| (545) all_0_46_46 = e1
% 57.18/23.15  																																						|
% 57.18/23.15  																																							| Equations (545) can reduce 549 to:
% 57.18/23.15  																																							| (266) $false
% 57.18/23.15  																																							|
% 57.18/23.15  																																							|-The branch is then unsatisfiable
% 57.18/23.15  																																						|-Branch two:
% 57.18/23.15  																																						| (549)  ~ (all_0_46_46 = e1)
% 57.18/23.15  																																						| (1557) all_0_46_46 = e3
% 57.18/23.15  																																						|
% 57.18/23.15  																																							| Equations (1557) can reduce 409 to:
% 57.18/23.15  																																							| (266) $false
% 57.18/23.15  																																							|
% 57.18/23.15  																																							|-The branch is then unsatisfiable
% 57.18/23.15  																																		|-Branch two:
% 57.18/23.15  																																		| (819) all_0_47_47 = e0 & all_0_58_58 = e2 &  ~ (all_0_49_49 = e2)
% 57.18/23.15  																																		|
% 57.18/23.15  																																			| Applying alpha-rule on (819) yields:
% 57.18/23.15  																																			| (674) all_0_47_47 = e0
% 57.18/23.15  																																			| (624) all_0_58_58 = e2
% 57.18/23.15  																																			| (340)  ~ (all_0_49_49 = e2)
% 57.18/23.15  																																			|
% 57.18/23.15  																																			| Equations (674) can reduce 678 to:
% 57.18/23.15  																																			| (266) $false
% 57.18/23.15  																																			|
% 57.18/23.15  																																			|-The branch is then unsatisfiable
% 57.18/23.15  																																	|-Branch two:
% 57.18/23.15  																																	| (825) all_0_47_47 = e0 & all_0_58_58 = e2 &  ~ (all_0_56_56 = e0)
% 57.18/23.15  																																	|
% 57.18/23.15  																																		| Applying alpha-rule on (825) yields:
% 57.18/23.15  																																		| (674) all_0_47_47 = e0
% 57.18/23.15  																																		| (624) all_0_58_58 = e2
% 57.18/23.15  																																		| (828)  ~ (all_0_56_56 = e0)
% 57.18/23.15  																																		|
% 57.18/23.15  																																		| Equations (674) can reduce 678 to:
% 57.18/23.15  																																		| (266) $false
% 57.18/23.15  																																		|
% 57.18/23.15  																																		|-The branch is then unsatisfiable
% 57.18/23.15  																															|-Branch two:
% 57.18/23.15  																															| (484)  ~ (all_0_39_39 = e0)
% 57.18/23.15  																															| (485) all_0_40_40 = e0
% 57.18/23.15  																															|
% 57.18/23.15  																																| Combining equations (485,1378) yields a new equation:
% 57.18/23.15  																																| (397) e4 = e0
% 57.18/23.15  																																|
% 57.18/23.15  																																| Equations (397) can reduce 49 to:
% 57.18/23.15  																																| (266) $false
% 57.18/23.15  																																|
% 57.18/23.15  																																|-The branch is then unsatisfiable
% 57.18/23.15  																												|-Branch two:
% 57.18/23.15  																												| (566)  ~ (all_0_50_50 = e4)
% 57.18/23.15  																												| (1071) all_0_51_51 = e4 | all_0_52_52 = e4 | all_0_53_53 = e4
% 57.18/23.15  																												|
% 57.18/23.15  																													+-Applying beta-rule and splitting (422), into two cases.
% 57.18/23.15  																													|-Branch one:
% 57.18/23.15  																													| (775) all_0_50_50 = e4
% 57.18/23.15  																													|
% 57.18/23.15  																														| Equations (775) can reduce 566 to:
% 57.18/23.15  																														| (266) $false
% 57.18/23.15  																														|
% 57.18/23.15  																														|-The branch is then unsatisfiable
% 57.18/23.15  																													|-Branch two:
% 57.18/23.15  																													| (566)  ~ (all_0_50_50 = e4)
% 57.18/23.15  																													| (1444) all_0_50_50 = e3 | all_0_50_50 = e1
% 57.18/23.15  																													|
% 57.18/23.15  																														+-Applying beta-rule and splitting (1444), into two cases.
% 57.18/23.15  																														|-Branch one:
% 57.18/23.15  																														| (601) all_0_50_50 = e1
% 57.18/23.15  																														|
% 57.18/23.15  																															| Equations (601) can reduce 35 to:
% 57.18/23.15  																															| (549)  ~ (all_0_46_46 = e1)
% 57.18/23.15  																															|
% 57.18/23.15  																															| Equations (601) can reduce 302 to:
% 57.18/23.15  																															| (604)  ~ (e2 = e1)
% 57.18/23.15  																															|
% 57.18/23.15  																															| Simplifying 604 yields:
% 57.18/23.15  																															| (122)  ~ (e2 = e1)
% 57.18/23.15  																															|
% 57.18/23.15  																															+-Applying beta-rule and splitting (62), into two cases.
% 57.18/23.15  																															|-Branch one:
% 57.18/23.15  																															| (321) all_0_38_38 = e4
% 57.18/23.15  																															|
% 57.18/23.15  																																| Combining equations (321,292) yields a new equation:
% 57.18/23.15  																																| (322) e4 = e2
% 57.18/23.15  																																|
% 57.18/23.15  																																| Simplifying 322 yields:
% 57.18/23.15  																																| (323) e4 = e2
% 57.18/23.15  																																|
% 57.18/23.15  																																| Equations (323) can reduce 48 to:
% 57.18/23.15  																																| (266) $false
% 57.18/23.15  																																|
% 57.18/23.15  																																|-The branch is then unsatisfiable
% 57.18/23.15  																															|-Branch two:
% 57.18/23.15  																															| (325)  ~ (all_0_38_38 = e4)
% 57.18/23.15  																															| (582) all_0_41_41 = e4 | all_0_46_46 = e4 | all_0_50_50 = e4 | all_0_55_55 = e4
% 57.18/23.15  																															|
% 57.18/23.15  																																| Equations (292) can reduce 325 to:
% 57.18/23.15  																																| (327)  ~ (e4 = e2)
% 57.18/23.15  																																|
% 57.18/23.15  																																| Simplifying 327 yields:
% 57.18/23.15  																																| (48)  ~ (e4 = e2)
% 57.18/23.15  																																|
% 57.18/23.15  																																+-Applying beta-rule and splitting (1797), into two cases.
% 57.18/23.15  																																|-Branch one:
% 57.18/23.15  																																| (770) all_0_46_46 = e4
% 57.18/23.15  																																|
% 57.18/23.15  																																	| Equations (770) can reduce 250 to:
% 57.18/23.15  																																	| (266) $false
% 57.18/23.15  																																	|
% 57.18/23.15  																																	|-The branch is then unsatisfiable
% 57.18/23.15  																																|-Branch two:
% 57.18/23.15  																																| (250)  ~ (all_0_46_46 = e4)
% 57.18/23.15  																																| (1801) all_0_46_46 = e3 | all_0_46_46 = e1 | all_0_46_46 = e0
% 57.18/23.15  																																|
% 57.18/23.15  																																	+-Applying beta-rule and splitting (1801), into two cases.
% 57.18/23.15  																																	|-Branch one:
% 57.18/23.15  																																	| (538) all_0_46_46 = e0
% 57.18/23.15  																																	|
% 57.18/23.15  																																		| Equations (538) can reduce 19 to:
% 57.18/23.15  																																		| (1402)  ~ (all_0_47_47 = e0)
% 57.18/23.15  																																		|
% 57.18/23.15  																																		| Simplifying 1402 yields:
% 57.18/23.15  																																		| (678)  ~ (all_0_47_47 = e0)
% 57.18/23.15  																																		|
% 57.18/23.15  																																		| Equations (538) can reduce 30 to:
% 57.18/23.15  																																		| (10200)  ~ (all_0_48_48 = e0)
% 57.18/23.15  																																		|
% 57.18/23.15  																																		| Simplifying 10200 yields:
% 57.18/23.15  																																		| (1283)  ~ (all_0_48_48 = e0)
% 57.18/23.15  																																		|
% 57.18/23.15  																																		| Equations (538) can reduce 549 to:
% 57.18/23.15  																																		| (435)  ~ (e1 = e0)
% 57.18/23.15  																																		|
% 57.18/23.15  																																		| Simplifying 435 yields:
% 57.18/23.15  																																		| (233)  ~ (e1 = e0)
% 57.18/23.15  																																		|
% 57.18/23.15  																																		+-Applying beta-rule and splitting (5471), into two cases.
% 57.18/23.15  																																		|-Branch one:
% 57.18/23.15  																																		| (1279) all_0_48_48 = e0
% 57.18/23.15  																																		|
% 57.18/23.15  																																			| Equations (1279) can reduce 1283 to:
% 57.18/23.15  																																			| (266) $false
% 57.18/23.15  																																			|
% 57.18/23.15  																																			|-The branch is then unsatisfiable
% 57.18/23.15  																																		|-Branch two:
% 57.18/23.15  																																		| (1283)  ~ (all_0_48_48 = e0)
% 57.18/23.15  																																		| (875) all_0_57_57 = e0
% 57.18/23.15  																																		|
% 57.18/23.15  																																			| Equations (875) can reduce 67 to:
% 57.18/23.15  																																			| (541)  ~ (e3 = e0)
% 57.18/23.15  																																			|
% 57.18/23.15  																																			| Simplifying 541 yields:
% 57.18/23.15  																																			| (80)  ~ (e3 = e0)
% 57.18/23.15  																																			|
% 57.18/23.15  																																			+-Applying beta-rule and splitting (434), into two cases.
% 57.18/23.15  																																			|-Branch one:
% 57.18/23.15  																																			| (615) all_0_48_48 = e1
% 57.18/23.15  																																			|
% 57.18/23.15  																																				| Equations (615) can reduce 114 to:
% 57.18/23.15  																																				| (462)  ~ (all_0_47_47 = e1)
% 57.18/23.15  																																				|
% 57.18/23.15  																																				+-Applying beta-rule and splitting (163), into two cases.
% 57.18/23.15  																																				|-Branch one:
% 57.18/23.15  																																				| (565) all_0_52_52 = e4
% 57.18/23.15  																																				|
% 57.18/23.15  																																					| Combining equations (565,352) yields a new equation:
% 57.18/23.15  																																					| (322) e4 = e2
% 57.18/23.15  																																					|
% 57.18/23.15  																																					| Simplifying 322 yields:
% 57.18/23.15  																																					| (323) e4 = e2
% 57.18/23.15  																																					|
% 57.18/23.15  																																					| Equations (323) can reduce 48 to:
% 57.18/23.15  																																					| (266) $false
% 57.18/23.15  																																					|
% 57.18/23.15  																																					|-The branch is then unsatisfiable
% 57.18/23.15  																																				|-Branch two:
% 57.18/23.15  																																				| (780)  ~ (all_0_52_52 = e4)
% 57.18/23.15  																																				| (781) (all_0_41_41 = e0 & all_0_58_58 = e3 &  ~ (all_0_44_44 = e3)) | (all_0_41_41 = e0 & all_0_58_58 = e3 &  ~ (all_0_55_55 = e0)) | (all_0_47_47 = e1 & all_0_52_52 = e2 &  ~ (all_0_48_48 = e2)) | (all_0_47_47 = e1 & all_0_52_52 = e2 &  ~ (all_0_51_51 = e1)) | (all_0_47_47 = e0 & all_0_58_58 = e2 &  ~ (all_0_49_49 = e2)) | (all_0_47_47 = e0 & all_0_58_58 = e2 &  ~ (all_0_56_56 = e0))
% 57.18/23.15  																																				|
% 57.18/23.15  																																					+-Applying beta-rule and splitting (781), into two cases.
% 57.18/23.15  																																					|-Branch one:
% 57.18/23.15  																																					| (789) (all_0_41_41 = e0 & all_0_58_58 = e3 &  ~ (all_0_44_44 = e3)) | (all_0_41_41 = e0 & all_0_58_58 = e3 &  ~ (all_0_55_55 = e0)) | (all_0_47_47 = e1 & all_0_52_52 = e2 &  ~ (all_0_48_48 = e2)) | (all_0_47_47 = e1 & all_0_52_52 = e2 &  ~ (all_0_51_51 = e1)) | (all_0_47_47 = e0 & all_0_58_58 = e2 &  ~ (all_0_49_49 = e2))
% 57.18/23.15  																																					|
% 57.18/23.15  																																						+-Applying beta-rule and splitting (789), into two cases.
% 57.18/23.15  																																						|-Branch one:
% 57.18/23.15  																																						| (790) (all_0_41_41 = e0 & all_0_58_58 = e3 &  ~ (all_0_44_44 = e3)) | (all_0_41_41 = e0 & all_0_58_58 = e3 &  ~ (all_0_55_55 = e0)) | (all_0_47_47 = e1 & all_0_52_52 = e2 &  ~ (all_0_48_48 = e2)) | (all_0_47_47 = e1 & all_0_52_52 = e2 &  ~ (all_0_51_51 = e1))
% 57.18/23.15  																																						|
% 57.18/23.15  																																							+-Applying beta-rule and splitting (790), into two cases.
% 57.18/23.15  																																							|-Branch one:
% 57.18/23.15  																																							| (791) (all_0_41_41 = e0 & all_0_58_58 = e3 &  ~ (all_0_44_44 = e3)) | (all_0_41_41 = e0 & all_0_58_58 = e3 &  ~ (all_0_55_55 = e0)) | (all_0_47_47 = e1 & all_0_52_52 = e2 &  ~ (all_0_48_48 = e2))
% 57.18/23.15  																																							|
% 57.18/23.15  																																								+-Applying beta-rule and splitting (791), into two cases.
% 57.18/23.15  																																								|-Branch one:
% 57.18/23.15  																																								| (792) (all_0_41_41 = e0 & all_0_58_58 = e3 &  ~ (all_0_44_44 = e3)) | (all_0_41_41 = e0 & all_0_58_58 = e3 &  ~ (all_0_55_55 = e0))
% 57.18/23.15  																																								|
% 57.18/23.15  																																									+-Applying beta-rule and splitting (792), into two cases.
% 57.18/23.15  																																									|-Branch one:
% 57.18/23.15  																																									| (793) all_0_41_41 = e0 & all_0_58_58 = e3 &  ~ (all_0_44_44 = e3)
% 57.18/23.15  																																									|
% 57.18/23.15  																																										| Applying alpha-rule on (793) yields:
% 57.18/23.15  																																										| (794) all_0_41_41 = e0
% 57.18/23.15  																																										| (795) all_0_58_58 = e3
% 57.18/23.15  																																										| (407)  ~ (all_0_44_44 = e3)
% 57.18/23.15  																																										|
% 57.18/23.15  																																										| Combining equations (794,403) yields a new equation:
% 57.18/23.15  																																										| (676) e3 = e0
% 57.18/23.15  																																										|
% 57.18/23.15  																																										| Equations (676) can reduce 80 to:
% 57.18/23.15  																																										| (266) $false
% 57.18/23.15  																																										|
% 57.18/23.15  																																										|-The branch is then unsatisfiable
% 57.18/23.15  																																									|-Branch two:
% 57.18/23.15  																																									| (800) all_0_41_41 = e0 & all_0_58_58 = e3 &  ~ (all_0_55_55 = e0)
% 57.18/23.15  																																									|
% 57.18/23.15  																																										| Applying alpha-rule on (800) yields:
% 57.18/23.15  																																										| (794) all_0_41_41 = e0
% 57.18/23.15  																																										| (795) all_0_58_58 = e3
% 57.18/23.15  																																										| (803)  ~ (all_0_55_55 = e0)
% 57.18/23.15  																																										|
% 57.18/23.15  																																										| Combining equations (794,403) yields a new equation:
% 57.18/23.15  																																										| (676) e3 = e0
% 57.18/23.15  																																										|
% 57.18/23.15  																																										| Equations (676) can reduce 80 to:
% 57.18/23.15  																																										| (266) $false
% 57.18/23.15  																																										|
% 57.18/23.15  																																										|-The branch is then unsatisfiable
% 57.18/23.15  																																								|-Branch two:
% 57.18/23.15  																																								| (807) all_0_47_47 = e1 & all_0_52_52 = e2 &  ~ (all_0_48_48 = e2)
% 57.18/23.15  																																								|
% 57.18/23.15  																																									| Applying alpha-rule on (807) yields:
% 57.18/23.15  																																									| (654) all_0_47_47 = e1
% 57.18/23.15  																																									| (352) all_0_52_52 = e2
% 57.18/23.15  																																									| (810)  ~ (all_0_48_48 = e2)
% 57.18/23.15  																																									|
% 57.18/23.15  																																									| Equations (654) can reduce 462 to:
% 57.18/23.15  																																									| (266) $false
% 57.18/23.15  																																									|
% 57.18/23.15  																																									|-The branch is then unsatisfiable
% 57.18/23.15  																																							|-Branch two:
% 57.18/23.15  																																							| (813) all_0_47_47 = e1 & all_0_52_52 = e2 &  ~ (all_0_51_51 = e1)
% 57.18/23.15  																																							|
% 57.18/23.15  																																								| Applying alpha-rule on (813) yields:
% 57.18/23.15  																																								| (654) all_0_47_47 = e1
% 57.18/23.15  																																								| (352) all_0_52_52 = e2
% 57.18/23.15  																																								| (464)  ~ (all_0_51_51 = e1)
% 57.18/23.15  																																								|
% 57.18/23.15  																																								| Equations (654) can reduce 462 to:
% 57.18/23.15  																																								| (266) $false
% 57.18/23.15  																																								|
% 57.18/23.15  																																								|-The branch is then unsatisfiable
% 57.18/23.15  																																						|-Branch two:
% 57.18/23.15  																																						| (819) all_0_47_47 = e0 & all_0_58_58 = e2 &  ~ (all_0_49_49 = e2)
% 57.18/23.15  																																						|
% 57.18/23.15  																																							| Applying alpha-rule on (819) yields:
% 57.18/23.15  																																							| (674) all_0_47_47 = e0
% 57.18/23.15  																																							| (624) all_0_58_58 = e2
% 57.18/23.15  																																							| (340)  ~ (all_0_49_49 = e2)
% 57.18/23.15  																																							|
% 57.18/23.15  																																							| Equations (674) can reduce 678 to:
% 57.18/23.15  																																							| (266) $false
% 57.18/23.15  																																							|
% 57.18/23.15  																																							|-The branch is then unsatisfiable
% 57.18/23.15  																																					|-Branch two:
% 57.18/23.15  																																					| (825) all_0_47_47 = e0 & all_0_58_58 = e2 &  ~ (all_0_56_56 = e0)
% 57.18/23.15  																																					|
% 57.18/23.15  																																						| Applying alpha-rule on (825) yields:
% 57.18/23.15  																																						| (674) all_0_47_47 = e0
% 57.18/23.15  																																						| (624) all_0_58_58 = e2
% 57.18/23.15  																																						| (828)  ~ (all_0_56_56 = e0)
% 57.18/23.15  																																						|
% 57.18/23.15  																																						| Equations (674) can reduce 678 to:
% 57.18/23.15  																																						| (266) $false
% 57.18/23.15  																																						|
% 57.18/23.15  																																						|-The branch is then unsatisfiable
% 57.18/23.15  																																			|-Branch two:
% 57.18/23.15  																																			| (619)  ~ (all_0_48_48 = e1)
% 57.18/23.15  																																			| (620) all_0_52_52 = e1 | all_0_57_57 = e1
% 57.18/23.15  																																			|
% 57.18/23.15  																																				+-Applying beta-rule and splitting (620), into two cases.
% 57.18/23.15  																																				|-Branch one:
% 57.18/23.15  																																				| (642) all_0_52_52 = e1
% 57.18/23.15  																																				|
% 57.18/23.15  																																					| Combining equations (352,642) yields a new equation:
% 57.18/23.15  																																					| (616) e2 = e1
% 57.18/23.15  																																					|
% 57.18/23.15  																																					| Simplifying 616 yields:
% 57.18/23.15  																																					| (617) e2 = e1
% 57.18/23.15  																																					|
% 57.18/23.15  																																					| Equations (617) can reduce 122 to:
% 57.18/23.15  																																					| (266) $false
% 57.18/23.15  																																					|
% 57.18/23.15  																																					|-The branch is then unsatisfiable
% 57.18/23.15  																																				|-Branch two:
% 57.18/23.15  																																				| (646)  ~ (all_0_52_52 = e1)
% 57.18/23.15  																																				| (647) all_0_57_57 = e1
% 57.18/23.15  																																				|
% 57.18/23.15  																																					| Combining equations (647,875) yields a new equation:
% 57.18/23.15  																																					| (546) e1 = e0
% 57.18/23.15  																																					|
% 57.18/23.15  																																					| Simplifying 546 yields:
% 57.18/23.15  																																					| (431) e1 = e0
% 57.18/23.15  																																					|
% 57.18/23.15  																																					| Equations (431) can reduce 233 to:
% 57.18/23.15  																																					| (266) $false
% 57.18/23.15  																																					|
% 57.18/23.15  																																					|-The branch is then unsatisfiable
% 57.18/23.15  																																	|-Branch two:
% 57.18/23.15  																																	| (831)  ~ (all_0_46_46 = e0)
% 57.18/23.15  																																	| (1838) all_0_46_46 = e3 | all_0_46_46 = e1
% 57.18/23.15  																																	|
% 57.18/23.15  																																		+-Applying beta-rule and splitting (1838), into two cases.
% 57.18/23.15  																																		|-Branch one:
% 57.18/23.15  																																		| (545) all_0_46_46 = e1
% 57.18/23.15  																																		|
% 57.18/23.15  																																			| Equations (545) can reduce 549 to:
% 57.18/23.15  																																			| (266) $false
% 57.18/23.15  																																			|
% 57.18/23.15  																																			|-The branch is then unsatisfiable
% 57.18/23.15  																																		|-Branch two:
% 57.18/23.15  																																		| (549)  ~ (all_0_46_46 = e1)
% 57.18/23.15  																																		| (1557) all_0_46_46 = e3
% 57.18/23.15  																																		|
% 57.18/23.15  																																			| Equations (1557) can reduce 409 to:
% 57.18/23.15  																																			| (266) $false
% 57.18/23.15  																																			|
% 57.18/23.15  																																			|-The branch is then unsatisfiable
% 57.18/23.15  																														|-Branch two:
% 57.18/23.15  																														| (759)  ~ (all_0_50_50 = e1)
% 57.18/23.15  																														| (415) all_0_50_50 = e3
% 57.18/23.15  																														|
% 57.18/23.15  																															| Equations (415) can reduce 411 to:
% 57.18/23.15  																															| (266) $false
% 57.18/23.15  																															|
% 57.18/23.15  																															|-The branch is then unsatisfiable
% 57.18/23.15  																			|-Branch two:
% 57.18/23.15  																			| (1898)  ~ (all_0_41_41 = e3)
% 57.18/23.15  																			| (1923) all_0_46_46 = e3 | all_0_50_50 = e3 | all_0_55_55 = e3
% 57.18/23.15  																			|
% 57.18/23.15  																				+-Applying beta-rule and splitting (1923), into two cases.
% 57.18/23.15  																				|-Branch one:
% 57.18/23.15  																				| (1557) all_0_46_46 = e3
% 57.18/23.15  																				|
% 57.18/23.16  																					| Equations (1557) can reduce 43 to:
% 57.18/23.16  																					| (1898)  ~ (all_0_41_41 = e3)
% 57.18/23.16  																					|
% 57.18/23.16  																					| Equations (1557) can reduce 208 to:
% 57.18/23.16  																					| (524)  ~ (all_0_49_49 = e3)
% 57.18/23.16  																					|
% 57.18/23.16  																					| Simplifying 524 yields:
% 57.18/23.16  																					| (525)  ~ (all_0_49_49 = e3)
% 57.18/23.16  																					|
% 57.18/23.16  																					| Equations (1557) can reduce 58 to:
% 57.18/23.16  																					| (269)  ~ (all_0_55_55 = e3)
% 57.18/23.16  																					|
% 57.18/23.16  																					| Simplifying 269 yields:
% 57.18/23.16  																					| (270)  ~ (all_0_55_55 = e3)
% 57.18/23.16  																					|
% 57.18/23.16  																					| From (1557) and (120) follows:
% 57.18/23.16  																					| (697) op(e2, e3) = e3
% 57.18/23.16  																					|
% 57.18/23.16  																					+-Applying beta-rule and splitting (113), into two cases.
% 57.18/23.16  																					|-Branch one:
% 57.18/23.16  																					| (403) all_0_41_41 = e3
% 57.18/23.16  																					|
% 57.18/23.16  																						| Equations (403) can reduce 1898 to:
% 57.18/23.16  																						| (266) $false
% 57.18/23.16  																						|
% 57.18/23.16  																						|-The branch is then unsatisfiable
% 57.18/23.16  																					|-Branch two:
% 57.18/23.16  																					| (1898)  ~ (all_0_41_41 = e3)
% 57.18/23.16  																					| (1899) all_0_42_42 = e3 | all_0_44_44 = e3
% 57.18/23.16  																					|
% 57.18/23.16  																						+-Applying beta-rule and splitting (12), into two cases.
% 57.18/23.16  																						|-Branch one:
% 57.18/23.16  																						| (442) all_0_57_57 = e2
% 57.18/23.16  																						|
% 57.18/23.16  																							| Equations (442) can reduce 344 to:
% 57.18/23.16  																							| (266) $false
% 57.18/23.16  																							|
% 57.18/23.16  																							|-The branch is then unsatisfiable
% 57.18/23.16  																						|-Branch two:
% 57.18/23.16  																						| (344)  ~ (all_0_57_57 = e2)
% 57.18/23.16  																						| (445) all_0_57_57 = e4 | all_0_57_57 = e1 | all_0_57_57 = e0
% 57.18/23.16  																						|
% 57.18/23.16  																							+-Applying beta-rule and splitting (27), into two cases.
% 57.18/23.16  																							|-Branch one:
% 57.18/23.16  																							| (437) all_0_41_41 = e4
% 57.18/23.16  																							|
% 57.18/23.16  																								| Equations (437) can reduce 440 to:
% 57.18/23.16  																								| (266) $false
% 57.18/23.16  																								|
% 57.18/23.16  																								|-The branch is then unsatisfiable
% 57.18/23.16  																							|-Branch two:
% 57.18/23.16  																							| (440)  ~ (all_0_41_41 = e4)
% 57.18/23.16  																							| (4049) all_0_41_41 = e3 | all_0_41_41 = e1 | all_0_41_41 = e0
% 57.18/23.16  																							|
% 57.18/23.16  																								+-Applying beta-rule and splitting (243), into two cases.
% 57.18/23.16  																								|-Branch one:
% 57.18/23.16  																								| (329) all_0_38_38 = e0
% 57.18/23.16  																								|
% 57.18/23.16  																									| Combining equations (329,292) yields a new equation:
% 57.18/23.16  																									| (330) e2 = e0
% 57.18/23.16  																									|
% 57.18/23.16  																									| Equations (330) can reduce 128 to:
% 57.18/23.16  																									| (266) $false
% 57.18/23.16  																									|
% 57.18/23.16  																									|-The branch is then unsatisfiable
% 57.18/23.16  																								|-Branch two:
% 57.18/23.16  																								| (332)  ~ (all_0_38_38 = e0)
% 57.18/23.16  																								| (395) all_0_41_41 = e0 | all_0_46_46 = e0 | all_0_55_55 = e0
% 57.18/23.16  																								|
% 57.18/23.16  																									+-Applying beta-rule and splitting (189), into two cases.
% 57.18/23.16  																									|-Branch one:
% 57.18/23.16  																									| (532) all_0_44_44 = e3
% 57.18/23.16  																									|
% 57.18/23.16  																										| Equations (532) can reduce 143 to:
% 57.18/23.16  																										| (2)  ~ (all_0_40_40 = e3)
% 57.18/23.16  																										|
% 57.18/23.16  																										| Equations (532) can reduce 149 to:
% 57.18/23.16  																										| (1898)  ~ (all_0_41_41 = e3)
% 57.18/23.16  																										|
% 57.18/23.16  																										| Equations (532) can reduce 9 to:
% 57.18/23.16  																										| (524)  ~ (all_0_49_49 = e3)
% 57.18/23.16  																										|
% 57.18/23.16  																										| Simplifying 524 yields:
% 57.18/23.16  																										| (525)  ~ (all_0_49_49 = e3)
% 57.18/23.16  																										|
% 57.18/23.16  																										| Equations (532) can reduce 220 to:
% 57.18/23.16  																										| (1114)  ~ (all_0_53_53 = e3)
% 57.18/23.16  																										|
% 57.18/23.16  																										| Simplifying 1114 yields:
% 57.18/23.16  																										| (903)  ~ (all_0_53_53 = e3)
% 57.18/23.16  																										|
% 57.18/23.16  																										| Equations (532) can reduce 181 to:
% 57.18/23.16  																										| (275)  ~ (all_0_58_58 = e3)
% 57.18/23.16  																										|
% 57.18/23.16  																										| Simplifying 275 yields:
% 57.18/23.16  																										| (276)  ~ (all_0_58_58 = e3)
% 57.18/23.16  																										|
% 57.18/23.16  																										| Equations (532) can reduce 1390 to:
% 57.18/23.16  																										| (277)  ~ (e4 = e3)
% 57.18/23.16  																										|
% 57.18/23.16  																										| Simplifying 277 yields:
% 57.18/23.16  																										| (188)  ~ (e4 = e3)
% 57.18/23.16  																										|
% 57.18/23.16  																										| From (532) and (138) follows:
% 57.18/23.16  																										| (1639) op(e3, e0) = e3
% 57.18/23.16  																										|
% 57.18/23.16  																										+-Applying beta-rule and splitting (418), into two cases.
% 57.18/23.16  																										|-Branch one:
% 57.18/23.16  																										| (660) all_0_51_51 = e3
% 57.18/23.16  																										|
% 57.18/23.16  																											| Equations (660) can reduce 139 to:
% 57.18/23.16  																											| (246)  ~ (all_0_39_39 = e3)
% 57.18/23.16  																											|
% 57.18/23.16  																											| Equations (660) can reduce 61 to:
% 57.18/23.16  																											| (405)  ~ (all_0_42_42 = e3)
% 57.18/23.16  																											|
% 57.18/23.16  																											| Equations (660) can reduce 224 to:
% 57.18/23.16  																											| (1091)  ~ (all_0_47_47 = e3)
% 57.18/23.16  																											|
% 57.18/23.16  																											| Equations (660) can reduce 59 to:
% 57.18/23.16  																											| (411)  ~ (all_0_50_50 = e3)
% 57.18/23.16  																											|
% 57.18/23.16  																											| Equations (660) can reduce 6 to:
% 57.18/23.16  																											| (1114)  ~ (all_0_53_53 = e3)
% 57.18/23.16  																											|
% 57.18/23.16  																											| Simplifying 1114 yields:
% 57.18/23.16  																											| (903)  ~ (all_0_53_53 = e3)
% 57.18/23.16  																											|
% 57.18/23.16  																											| Equations (660) can reduce 1099 to:
% 57.18/23.16  																											| (212)  ~ (e3 = e2)
% 57.18/23.16  																											|
% 57.18/23.16  																											| From (660) and (186) follows:
% 57.18/23.16  																											| (1552) op(e1, e2) = e3
% 57.18/23.16  																											|
% 57.18/23.16  																											+-Applying beta-rule and splitting (160), into two cases.
% 57.18/23.16  																											|-Branch one:
% 57.18/23.16  																											| (601) all_0_50_50 = e1
% 57.18/23.16  																											|
% 57.18/23.16  																												| Equations (601) can reduce 221 to:
% 57.18/23.16  																												| (457)  ~ (all_0_41_41 = e1)
% 57.18/23.16  																												|
% 57.18/23.16  																												| Equations (601) can reduce 93 to:
% 57.18/23.16  																												| (2331)  ~ (all_0_55_55 = e1)
% 57.18/23.16  																												|
% 57.18/23.16  																												| Simplifying 2331 yields:
% 57.18/23.16  																												| (632)  ~ (all_0_55_55 = e1)
% 57.18/23.16  																												|
% 57.18/23.16  																												| Equations (601) can reduce 411 to:
% 57.18/23.16  																												| (467)  ~ (e3 = e1)
% 57.18/23.16  																												|
% 57.18/23.16  																												| Simplifying 467 yields:
% 57.18/23.16  																												| (213)  ~ (e3 = e1)
% 57.18/23.16  																												|
% 57.18/23.16  																												+-Applying beta-rule and splitting (231), into two cases.
% 57.18/23.16  																												|-Branch one:
% 57.18/23.16  																												| (775) all_0_50_50 = e4
% 57.18/23.16  																												|
% 57.18/23.16  																													| Combining equations (601,775) yields a new equation:
% 57.18/23.16  																													| (630) e4 = e1
% 57.18/23.16  																													|
% 57.18/23.16  																													| Equations (630) can reduce 110 to:
% 57.18/23.16  																													| (266) $false
% 57.18/23.16  																													|
% 57.18/23.16  																													|-The branch is then unsatisfiable
% 57.18/23.16  																												|-Branch two:
% 57.18/23.16  																												| (566)  ~ (all_0_50_50 = e4)
% 57.18/23.16  																												| (1071) all_0_51_51 = e4 | all_0_52_52 = e4 | all_0_53_53 = e4
% 57.18/23.16  																												|
% 57.18/23.16  																													| Equations (601) can reduce 566 to:
% 57.18/23.16  																													| (602)  ~ (e4 = e1)
% 57.18/23.16  																													|
% 57.18/23.16  																													| Simplifying 602 yields:
% 57.18/23.16  																													| (110)  ~ (e4 = e1)
% 57.18/23.16  																													|
% 57.18/23.16  																													+-Applying beta-rule and splitting (196), into two cases.
% 57.18/23.16  																													|-Branch one:
% 57.18/23.16  																													| (607) all_0_53_53 = e2
% 57.18/23.16  																													|
% 57.18/23.16  																														| Equations (607) can reduce 509 to:
% 57.18/23.16  																														| (266) $false
% 57.18/23.16  																														|
% 57.18/23.16  																														|-The branch is then unsatisfiable
% 57.18/23.16  																													|-Branch two:
% 57.18/23.16  																													| (509)  ~ (all_0_53_53 = e2)
% 57.18/23.16  																													| (610) all_0_53_53 = e4 | all_0_53_53 = e3 | all_0_53_53 = e1
% 57.18/23.16  																													|
% 57.18/23.16  																														+-Applying beta-rule and splitting (103), into two cases.
% 57.18/23.16  																														|-Branch one:
% 57.18/23.16  																														| (453) all_0_41_41 = e1
% 57.18/23.16  																														|
% 57.18/23.16  																															| Equations (453) can reduce 457 to:
% 57.18/23.16  																															| (266) $false
% 57.18/23.16  																															|
% 57.18/23.16  																															|-The branch is then unsatisfiable
% 57.18/23.16  																														|-Branch two:
% 57.18/23.16  																														| (457)  ~ (all_0_41_41 = e1)
% 57.18/23.16  																														| (458) all_0_42_42 = e1 | all_0_43_43 = e1 | all_0_44_44 = e1
% 57.18/23.16  																														|
% 57.18/23.16  																															+-Applying beta-rule and splitting (62), into two cases.
% 57.18/23.16  																															|-Branch one:
% 57.18/23.16  																															| (321) all_0_38_38 = e4
% 57.18/23.16  																															|
% 57.18/23.16  																																| Combining equations (321,292) yields a new equation:
% 57.18/23.16  																																| (322) e4 = e2
% 57.18/23.16  																																|
% 57.18/23.16  																																| Simplifying 322 yields:
% 57.18/23.16  																																| (323) e4 = e2
% 57.18/23.16  																																|
% 57.18/23.16  																																| Equations (323) can reduce 48 to:
% 57.18/23.16  																																| (266) $false
% 57.18/23.16  																																|
% 57.18/23.16  																																|-The branch is then unsatisfiable
% 57.18/23.16  																															|-Branch two:
% 57.18/23.16  																															| (325)  ~ (all_0_38_38 = e4)
% 57.18/23.16  																															| (582) all_0_41_41 = e4 | all_0_46_46 = e4 | all_0_50_50 = e4 | all_0_55_55 = e4
% 57.18/23.16  																															|
% 57.18/23.16  																																| Equations (292) can reduce 325 to:
% 57.18/23.16  																																| (327)  ~ (e4 = e2)
% 57.18/23.16  																																|
% 57.18/23.16  																																| Simplifying 327 yields:
% 57.18/23.16  																																| (48)  ~ (e4 = e2)
% 57.18/23.16  																																|
% 57.18/23.16  																																+-Applying beta-rule and splitting (458), into two cases.
% 57.18/23.16  																																|-Branch one:
% 57.18/23.16  																																| (459) all_0_42_42 = e1
% 57.18/23.16  																																|
% 57.18/23.16  																																	| Equations (459) can reduce 145 to:
% 57.18/23.16  																																	| (151)  ~ (all_0_39_39 = e1)
% 57.18/23.16  																																	|
% 57.18/23.16  																																	| Equations (459) can reduce 198 to:
% 57.18/23.16  																																	| (461)  ~ (all_0_47_47 = e1)
% 57.18/23.16  																																	|
% 57.18/23.16  																																	| Simplifying 461 yields:
% 57.18/23.16  																																	| (462)  ~ (all_0_47_47 = e1)
% 57.18/23.16  																																	|
% 57.18/23.16  																																	| Equations (459) can reduce 236 to:
% 57.18/23.16  																																	| (465)  ~ (all_0_56_56 = e1)
% 57.18/23.16  																																	|
% 57.18/23.16  																																	| Simplifying 465 yields:
% 57.18/23.16  																																	| (466)  ~ (all_0_56_56 = e1)
% 57.18/23.16  																																	|
% 57.18/23.16  																																	| Equations (459) can reduce 405 to:
% 57.18/23.16  																																	| (467)  ~ (e3 = e1)
% 57.18/23.16  																																	|
% 57.18/23.16  																																	| Simplifying 467 yields:
% 57.18/23.16  																																	| (213)  ~ (e3 = e1)
% 57.18/23.16  																																	|
% 57.18/23.16  																																	+-Applying beta-rule and splitting (1071), into two cases.
% 57.18/23.16  																																	|-Branch one:
% 57.18/23.16  																																	| (1101) all_0_51_51 = e4
% 57.18/23.16  																																	|
% 57.18/23.16  																																		| Combining equations (1101,660) yields a new equation:
% 57.18/23.16  																																		| (424) e4 = e3
% 57.18/23.16  																																		|
% 57.18/23.16  																																		| Simplifying 424 yields:
% 57.18/23.16  																																		| (425) e4 = e3
% 57.18/23.16  																																		|
% 57.18/23.16  																																		| Equations (425) can reduce 188 to:
% 57.18/23.16  																																		| (266) $false
% 57.18/23.16  																																		|
% 57.18/23.16  																																		|-The branch is then unsatisfiable
% 57.18/23.16  																																	|-Branch two:
% 57.18/23.16  																																	| (475)  ~ (all_0_51_51 = e4)
% 57.18/23.16  																																	| (1294) all_0_52_52 = e4 | all_0_53_53 = e4
% 57.18/23.16  																																	|
% 57.18/23.16  																																		+-Applying beta-rule and splitting (165), into two cases.
% 57.18/23.16  																																		|-Branch one:
% 57.18/23.16  																																		| (794) all_0_41_41 = e0
% 57.18/23.16  																																		|
% 57.18/23.16  																																			| Equations (794) can reduce 191 to:
% 57.18/23.16  																																			| (4444)  ~ (all_0_55_55 = e0)
% 57.18/23.16  																																			|
% 57.18/23.16  																																			| Simplifying 4444 yields:
% 57.18/23.16  																																			| (803)  ~ (all_0_55_55 = e0)
% 57.18/23.16  																																			|
% 57.18/23.16  																																			+-Applying beta-rule and splitting (174), into two cases.
% 57.18/23.16  																																			|-Branch one:
% 57.18/23.16  																																			| (386) all_0_55_55 = e2
% 57.18/23.16  																																			|
% 57.18/23.16  																																				| Equations (386) can reduce 304 to:
% 57.18/23.16  																																				| (266) $false
% 57.18/23.16  																																				|
% 57.18/23.16  																																				|-The branch is then unsatisfiable
% 57.18/23.16  																																			|-Branch two:
% 57.18/23.16  																																			| (304)  ~ (all_0_55_55 = e2)
% 57.18/23.16  																																			| (2051) all_0_55_55 = e4 | all_0_55_55 = e3 | all_0_55_55 = e1 | all_0_55_55 = e0
% 57.18/23.16  																																			|
% 57.18/23.16  																																				+-Applying beta-rule and splitting (1294), into two cases.
% 57.18/23.16  																																				|-Branch one:
% 57.18/23.16  																																				| (565) all_0_52_52 = e4
% 57.18/23.16  																																				|
% 57.18/23.16  																																					| Combining equations (352,565) yields a new equation:
% 57.18/23.16  																																					| (323) e4 = e2
% 57.18/23.16  																																					|
% 57.18/23.16  																																					| Equations (323) can reduce 48 to:
% 57.18/23.16  																																					| (266) $false
% 57.18/23.16  																																					|
% 57.18/23.16  																																					|-The branch is then unsatisfiable
% 57.18/23.16  																																				|-Branch two:
% 57.18/23.16  																																				| (780)  ~ (all_0_52_52 = e4)
% 57.18/23.16  																																				| (1298) all_0_53_53 = e4
% 57.18/23.16  																																				|
% 57.18/23.16  																																					| Equations (1298) can reduce 162 to:
% 57.18/23.16  																																					| (447)  ~ (all_0_40_40 = e4)
% 57.18/23.16  																																					|
% 57.18/23.16  																																					| Equations (1298) can reduce 65 to:
% 57.18/23.16  																																					| (256)  ~ (all_0_49_49 = e4)
% 57.18/23.16  																																					|
% 57.18/23.16  																																					+-Applying beta-rule and splitting (2051), into two cases.
% 57.18/23.16  																																					|-Branch one:
% 57.18/23.16  																																					| (587) all_0_55_55 = e4
% 57.18/23.16  																																					|
% 57.18/23.16  																																						| Equations (587) can reduce 3 to:
% 57.18/23.16  																																						| (450)  ~ (all_0_58_58 = e4)
% 57.18/23.16  																																						|
% 57.18/23.16  																																						| Simplifying 450 yields:
% 57.18/23.16  																																						| (451)  ~ (all_0_58_58 = e4)
% 57.18/23.16  																																						|
% 57.18/23.16  																																						| Equations (587) can reduce 803 to:
% 57.18/23.16  																																						| (49)  ~ (e4 = e0)
% 57.18/23.16  																																						|
% 57.18/23.16  																																						+-Applying beta-rule and splitting (326), into two cases.
% 57.18/23.16  																																						|-Branch one:
% 57.18/23.16  																																						| (471) all_0_39_39 = e4
% 57.18/23.16  																																						|
% 57.18/23.16  																																							| Equations (471) can reduce 176 to:
% 57.18/23.16  																																							| (7398)  ~ (all_0_40_40 = e4)
% 57.18/23.16  																																							|
% 57.18/23.16  																																							| Simplifying 7398 yields:
% 57.18/23.16  																																							| (447)  ~ (all_0_40_40 = e4)
% 57.18/23.16  																																							|
% 57.18/23.16  																																							| Equations (471) can reduce 154 to:
% 57.18/23.16  																																							| (476)  ~ (all_0_56_56 = e4)
% 57.18/23.16  																																							|
% 57.18/23.16  																																							| Simplifying 476 yields:
% 57.18/23.16  																																							| (477)  ~ (all_0_56_56 = e4)
% 57.18/23.16  																																							|
% 57.18/23.16  																																							| Equations (471) can reduce 151 to:
% 57.18/23.16  																																							| (110)  ~ (e4 = e1)
% 57.18/23.16  																																							|
% 57.18/23.16  																																							+-Applying beta-rule and splitting (333), into two cases.
% 57.18/23.16  																																							|-Branch one:
% 57.18/23.16  																																							| (480) all_0_39_39 = e0
% 57.18/23.16  																																							|
% 57.18/23.16  																																								| Combining equations (480,471) yields a new equation:
% 57.18/23.16  																																								| (397) e4 = e0
% 57.18/23.16  																																								|
% 57.18/23.16  																																								| Equations (397) can reduce 49 to:
% 57.18/23.16  																																								| (266) $false
% 57.18/23.16  																																								|
% 57.18/23.16  																																								|-The branch is then unsatisfiable
% 57.18/23.16  																																							|-Branch two:
% 57.18/23.16  																																							| (484)  ~ (all_0_39_39 = e0)
% 57.18/23.16  																																							| (485) all_0_40_40 = e0
% 57.18/23.16  																																							|
% 57.18/23.16  																																								| Equations (485) can reduce 200 to:
% 57.18/23.16  																																								| (486)  ~ (all_0_49_49 = e0)
% 57.18/23.16  																																								|
% 57.18/23.16  																																								| Simplifying 486 yields:
% 57.18/23.16  																																								| (487)  ~ (all_0_49_49 = e0)
% 57.18/23.16  																																								|
% 57.18/23.16  																																								| Equations (485) can reduce 447 to:
% 57.18/23.16  																																								| (401)  ~ (e4 = e0)
% 57.18/23.16  																																								|
% 57.18/23.16  																																								| Simplifying 401 yields:
% 57.18/23.16  																																								| (49)  ~ (e4 = e0)
% 57.18/23.16  																																								|
% 57.18/23.16  																																								| Equations (485) can reduce 296 to:
% 57.18/23.16  																																								| (365)  ~ (e2 = e0)
% 57.18/23.16  																																								|
% 57.18/23.16  																																								| Simplifying 365 yields:
% 57.18/23.16  																																								| (128)  ~ (e2 = e0)
% 57.18/23.16  																																								|
% 57.18/23.16  																																								+-Applying beta-rule and splitting (125), into two cases.
% 57.18/23.16  																																								|-Branch one:
% 57.18/23.16  																																								| (858) all_0_55_55 = e0
% 57.18/23.16  																																								|
% 57.18/23.16  																																									| Combining equations (858,587) yields a new equation:
% 57.18/23.16  																																									| (397) e4 = e0
% 57.18/23.16  																																									|
% 57.18/23.16  																																									| Equations (397) can reduce 49 to:
% 57.18/23.16  																																									| (266) $false
% 57.18/23.16  																																									|
% 57.18/23.16  																																									|-The branch is then unsatisfiable
% 57.18/23.16  																																								|-Branch two:
% 57.18/23.16  																																								| (803)  ~ (all_0_55_55 = e0)
% 57.18/23.16  																																								| (863) all_0_56_56 = e0 | all_0_57_57 = e0 | all_0_58_58 = e0
% 57.18/23.16  																																								|
% 57.18/23.16  																																									| Equations (587) can reduce 803 to:
% 57.18/23.16  																																									| (49)  ~ (e4 = e0)
% 57.18/23.16  																																									|
% 57.18/23.16  																																									+-Applying beta-rule and splitting (216), into two cases.
% 57.18/23.16  																																									|-Branch one:
% 57.18/23.16  																																									| (629) all_0_55_55 = e1
% 57.18/23.16  																																									|
% 57.18/23.16  																																										| Combining equations (629,587) yields a new equation:
% 57.18/23.16  																																										| (630) e4 = e1
% 57.18/23.16  																																										|
% 57.18/23.16  																																										| Equations (630) can reduce 110 to:
% 57.18/23.16  																																										| (266) $false
% 57.18/23.16  																																										|
% 57.18/23.16  																																										|-The branch is then unsatisfiable
% 57.18/23.16  																																									|-Branch two:
% 57.18/23.16  																																									| (632)  ~ (all_0_55_55 = e1)
% 57.18/23.16  																																									| (633) all_0_56_56 = e1 | all_0_57_57 = e1 | all_0_58_58 = e1
% 57.18/23.16  																																									|
% 57.18/23.16  																																										| Equations (587) can reduce 632 to:
% 57.18/23.16  																																										| (110)  ~ (e4 = e1)
% 57.18/23.16  																																										|
% 57.18/23.16  																																										+-Applying beta-rule and splitting (104), into two cases.
% 57.18/23.16  																																										|-Branch one:
% 57.18/23.16  																																										| (480) all_0_39_39 = e0
% 57.18/23.16  																																										|
% 57.18/23.16  																																											| Combining equations (480,471) yields a new equation:
% 57.18/23.16  																																											| (397) e4 = e0
% 57.18/23.16  																																											|
% 57.18/23.16  																																											| Equations (397) can reduce 49 to:
% 57.18/23.16  																																											| (266) $false
% 57.18/23.16  																																											|
% 57.18/23.16  																																											|-The branch is then unsatisfiable
% 57.18/23.16  																																										|-Branch two:
% 57.18/23.16  																																										| (484)  ~ (all_0_39_39 = e0)
% 57.18/23.16  																																										| (558) all_0_42_42 = e0 | all_0_47_47 = e0 | all_0_56_56 = e0
% 57.18/23.16  																																										|
% 57.18/23.16  																																											+-Applying beta-rule and splitting (112), into two cases.
% 57.18/23.16  																																											|-Branch one:
% 57.18/23.16  																																											| (635) all_0_44_44 = e1
% 57.18/23.16  																																											|
% 57.18/23.16  																																												| Combining equations (532,635) yields a new equation:
% 57.18/23.16  																																												| (454) e3 = e1
% 57.18/23.16  																																												|
% 57.18/23.16  																																												| Simplifying 454 yields:
% 57.18/23.16  																																												| (455) e3 = e1
% 57.18/23.16  																																												|
% 57.18/23.16  																																												| Equations (455) can reduce 213 to:
% 57.18/23.16  																																												| (266) $false
% 57.18/23.16  																																												|
% 57.18/23.16  																																												|-The branch is then unsatisfiable
% 57.18/23.16  																																											|-Branch two:
% 57.18/23.16  																																											| (639)  ~ (all_0_44_44 = e1)
% 57.18/23.16  																																											| (640) all_0_49_49 = e1 | all_0_53_53 = e1 | all_0_58_58 = e1
% 57.18/23.16  																																											|
% 57.18/23.16  																																												| Equations (532) can reduce 639 to:
% 57.18/23.16  																																												| (213)  ~ (e3 = e1)
% 57.18/23.16  																																												|
% 57.18/23.16  																																												+-Applying beta-rule and splitting (135), into two cases.
% 57.18/23.16  																																												|-Branch one:
% 57.18/23.16  																																												| (545) all_0_46_46 = e1
% 57.18/23.16  																																												|
% 57.18/23.16  																																													| Combining equations (1557,545) yields a new equation:
% 57.18/23.16  																																													| (454) e3 = e1
% 57.18/23.16  																																													|
% 57.18/23.16  																																													| Simplifying 454 yields:
% 57.18/23.16  																																													| (455) e3 = e1
% 57.18/23.16  																																													|
% 57.18/23.16  																																													| Equations (455) can reduce 213 to:
% 57.18/23.16  																																													| (266) $false
% 57.18/23.16  																																													|
% 57.18/23.16  																																													|-The branch is then unsatisfiable
% 57.18/23.16  																																												|-Branch two:
% 57.18/23.16  																																												| (549)  ~ (all_0_46_46 = e1)
% 57.18/23.16  																																												| (550) all_0_47_47 = e1 | all_0_48_48 = e1 | all_0_49_49 = e1
% 57.18/23.16  																																												|
% 57.18/23.16  																																													+-Applying beta-rule and splitting (133), into two cases.
% 57.18/23.16  																																													|-Branch one:
% 57.18/23.16  																																													| (833) all_0_56_56 = e2
% 57.18/23.16  																																													|
% 57.18/23.16  																																														| Equations (833) can reduce 44 to:
% 57.18/23.16  																																														| (1186)  ~ (all_0_58_58 = e2)
% 57.18/23.16  																																														|
% 57.18/23.16  																																														| Simplifying 1186 yields:
% 57.18/23.16  																																														| (908)  ~ (all_0_58_58 = e2)
% 57.18/23.16  																																														|
% 57.18/23.16  																																														| Equations (833) can reduce 477 to:
% 57.18/23.16  																																														| (327)  ~ (e4 = e2)
% 57.18/23.16  																																														|
% 57.18/23.16  																																														| Simplifying 327 yields:
% 57.18/23.16  																																														| (48)  ~ (e4 = e2)
% 57.18/23.16  																																														|
% 57.18/23.16  																																														| Equations (833) can reduce 466 to:
% 57.18/23.16  																																														| (122)  ~ (e2 = e1)
% 57.18/23.16  																																														|
% 57.18/23.16  																																														+-Applying beta-rule and splitting (163), into two cases.
% 57.18/23.16  																																														|-Branch one:
% 57.18/23.16  																																														| (565) all_0_52_52 = e4
% 57.18/23.16  																																														|
% 57.18/23.16  																																															| Combining equations (352,565) yields a new equation:
% 57.18/23.16  																																															| (323) e4 = e2
% 57.18/23.16  																																															|
% 57.18/23.16  																																															| Equations (323) can reduce 48 to:
% 57.18/23.16  																																															| (266) $false
% 57.18/23.16  																																															|
% 57.18/23.16  																																															|-The branch is then unsatisfiable
% 57.18/23.16  																																														|-Branch two:
% 57.18/23.16  																																														| (780)  ~ (all_0_52_52 = e4)
% 57.18/23.16  																																														| (781) (all_0_41_41 = e0 & all_0_58_58 = e3 &  ~ (all_0_44_44 = e3)) | (all_0_41_41 = e0 & all_0_58_58 = e3 &  ~ (all_0_55_55 = e0)) | (all_0_47_47 = e1 & all_0_52_52 = e2 &  ~ (all_0_48_48 = e2)) | (all_0_47_47 = e1 & all_0_52_52 = e2 &  ~ (all_0_51_51 = e1)) | (all_0_47_47 = e0 & all_0_58_58 = e2 &  ~ (all_0_49_49 = e2)) | (all_0_47_47 = e0 & all_0_58_58 = e2 &  ~ (all_0_56_56 = e0))
% 57.18/23.16  																																														|
% 57.18/23.16  																																															+-Applying beta-rule and splitting (108), into two cases.
% 57.18/23.16  																																															|-Branch one:
% 57.18/23.16  																																															| (624) all_0_58_58 = e2
% 57.18/23.16  																																															|
% 57.18/23.16  																																																| Equations (624) can reduce 908 to:
% 57.18/23.16  																																																| (266) $false
% 57.18/23.16  																																																|
% 57.18/23.16  																																																|-The branch is then unsatisfiable
% 57.18/23.16  																																															|-Branch two:
% 57.18/23.16  																																															| (908)  ~ (all_0_58_58 = e2)
% 57.18/23.16  																																															| (909) all_0_58_58 = e4 | all_0_58_58 = e3 | all_0_58_58 = e1 | all_0_58_58 = e0
% 57.18/23.16  																																															|
% 57.18/23.16  																																																+-Applying beta-rule and splitting (377), into two cases.
% 57.18/23.16  																																																|-Branch one:
% 57.18/23.16  																																																| (583) all_0_49_49 = e2
% 57.18/23.16  																																																|
% 57.18/23.16  																																																	| Equations (583) can reduce 119 to:
% 57.18/23.16  																																																	| (1186)  ~ (all_0_58_58 = e2)
% 57.18/23.16  																																																	|
% 57.18/23.16  																																																	| Simplifying 1186 yields:
% 57.18/23.16  																																																	| (908)  ~ (all_0_58_58 = e2)
% 57.18/23.16  																																																	|
% 57.18/23.16  																																																	+-Applying beta-rule and splitting (550), into two cases.
% 57.18/23.16  																																																	|-Branch one:
% 57.18/23.16  																																																	| (654) all_0_47_47 = e1
% 57.18/23.16  																																																	|
% 57.18/23.16  																																																		| Equations (654) can reduce 462 to:
% 57.18/23.16  																																																		| (266) $false
% 57.18/23.16  																																																		|
% 57.18/23.16  																																																		|-The branch is then unsatisfiable
% 57.18/23.16  																																																	|-Branch two:
% 57.18/23.16  																																																	| (462)  ~ (all_0_47_47 = e1)
% 57.18/23.16  																																																	| (659) all_0_48_48 = e1 | all_0_49_49 = e1
% 57.18/23.16  																																																	|
% 57.18/23.16  																																																		+-Applying beta-rule and splitting (640), into two cases.
% 57.18/23.16  																																																		|-Branch one:
% 57.18/23.16  																																																		| (671) all_0_49_49 = e1
% 57.18/23.16  																																																		|
% 57.18/23.16  																																																			| Combining equations (671,583) yields a new equation:
% 57.18/23.16  																																																			| (617) e2 = e1
% 57.18/23.16  																																																			|
% 57.18/23.16  																																																			| Equations (617) can reduce 122 to:
% 57.18/23.16  																																																			| (266) $false
% 57.18/23.16  																																																			|
% 57.18/23.16  																																																			|-The branch is then unsatisfiable
% 57.18/23.16  																																																		|-Branch two:
% 57.18/23.16  																																																		| (1064)  ~ (all_0_49_49 = e1)
% 57.18/23.16  																																																		| (2141) all_0_53_53 = e1 | all_0_58_58 = e1
% 57.18/23.16  																																																		|
% 57.18/23.16  																																																			+-Applying beta-rule and splitting (2141), into two cases.
% 57.18/23.16  																																																			|-Branch one:
% 57.18/23.16  																																																			| (1208) all_0_53_53 = e1
% 57.18/23.16  																																																			|
% 57.18/23.16  																																																				| Combining equations (1208,1298) yields a new equation:
% 57.18/23.16  																																																				| (630) e4 = e1
% 57.18/23.16  																																																				|
% 57.18/23.16  																																																				| Equations (630) can reduce 110 to:
% 57.18/23.16  																																																				| (266) $false
% 57.18/23.16  																																																				|
% 57.18/23.16  																																																				|-The branch is then unsatisfiable
% 57.18/23.16  																																																			|-Branch two:
% 57.18/23.16  																																																			| (1459)  ~ (all_0_53_53 = e1)
% 57.18/23.16  																																																			| (918) all_0_58_58 = e1
% 57.18/23.16  																																																			|
% 57.18/23.16  																																																				| Equations (918) can reduce 276 to:
% 57.18/23.16  																																																				| (467)  ~ (e3 = e1)
% 57.18/23.16  																																																				|
% 57.18/23.16  																																																				| Simplifying 467 yields:
% 57.18/23.16  																																																				| (213)  ~ (e3 = e1)
% 57.18/23.16  																																																				|
% 57.18/23.16  																																																				| Equations (918) can reduce 908 to:
% 57.18/23.16  																																																				| (604)  ~ (e2 = e1)
% 57.18/23.16  																																																				|
% 57.18/23.16  																																																				| Simplifying 604 yields:
% 57.18/23.16  																																																				| (122)  ~ (e2 = e1)
% 57.18/23.16  																																																				|
% 57.18/23.16  																																																				+-Applying beta-rule and splitting (781), into two cases.
% 57.18/23.16  																																																				|-Branch one:
% 57.18/23.16  																																																				| (789) (all_0_41_41 = e0 & all_0_58_58 = e3 &  ~ (all_0_44_44 = e3)) | (all_0_41_41 = e0 & all_0_58_58 = e3 &  ~ (all_0_55_55 = e0)) | (all_0_47_47 = e1 & all_0_52_52 = e2 &  ~ (all_0_48_48 = e2)) | (all_0_47_47 = e1 & all_0_52_52 = e2 &  ~ (all_0_51_51 = e1)) | (all_0_47_47 = e0 & all_0_58_58 = e2 &  ~ (all_0_49_49 = e2))
% 57.18/23.16  																																																				|
% 57.18/23.16  																																																					+-Applying beta-rule and splitting (789), into two cases.
% 57.18/23.16  																																																					|-Branch one:
% 57.18/23.16  																																																					| (790) (all_0_41_41 = e0 & all_0_58_58 = e3 &  ~ (all_0_44_44 = e3)) | (all_0_41_41 = e0 & all_0_58_58 = e3 &  ~ (all_0_55_55 = e0)) | (all_0_47_47 = e1 & all_0_52_52 = e2 &  ~ (all_0_48_48 = e2)) | (all_0_47_47 = e1 & all_0_52_52 = e2 &  ~ (all_0_51_51 = e1))
% 57.18/23.16  																																																					|
% 57.18/23.16  																																																						+-Applying beta-rule and splitting (790), into two cases.
% 57.18/23.16  																																																						|-Branch one:
% 57.18/23.16  																																																						| (791) (all_0_41_41 = e0 & all_0_58_58 = e3 &  ~ (all_0_44_44 = e3)) | (all_0_41_41 = e0 & all_0_58_58 = e3 &  ~ (all_0_55_55 = e0)) | (all_0_47_47 = e1 & all_0_52_52 = e2 &  ~ (all_0_48_48 = e2))
% 57.18/23.16  																																																						|
% 57.18/23.16  																																																							+-Applying beta-rule and splitting (791), into two cases.
% 57.18/23.16  																																																							|-Branch one:
% 57.18/23.16  																																																							| (792) (all_0_41_41 = e0 & all_0_58_58 = e3 &  ~ (all_0_44_44 = e3)) | (all_0_41_41 = e0 & all_0_58_58 = e3 &  ~ (all_0_55_55 = e0))
% 57.18/23.16  																																																							|
% 57.18/23.16  																																																								+-Applying beta-rule and splitting (792), into two cases.
% 57.18/23.16  																																																								|-Branch one:
% 57.18/23.16  																																																								| (793) all_0_41_41 = e0 & all_0_58_58 = e3 &  ~ (all_0_44_44 = e3)
% 57.18/23.16  																																																								|
% 57.18/23.16  																																																									| Applying alpha-rule on (793) yields:
% 57.18/23.16  																																																									| (794) all_0_41_41 = e0
% 57.18/23.16  																																																									| (795) all_0_58_58 = e3
% 57.18/23.16  																																																									| (407)  ~ (all_0_44_44 = e3)
% 57.18/23.16  																																																									|
% 57.18/23.16  																																																									| Combining equations (918,795) yields a new equation:
% 57.18/23.16  																																																									| (455) e3 = e1
% 57.18/23.16  																																																									|
% 57.18/23.16  																																																									| Equations (455) can reduce 213 to:
% 57.18/23.16  																																																									| (266) $false
% 57.18/23.16  																																																									|
% 57.18/23.16  																																																									|-The branch is then unsatisfiable
% 57.18/23.16  																																																								|-Branch two:
% 57.18/23.16  																																																								| (800) all_0_41_41 = e0 & all_0_58_58 = e3 &  ~ (all_0_55_55 = e0)
% 57.18/23.16  																																																								|
% 57.18/23.16  																																																									| Applying alpha-rule on (800) yields:
% 57.18/23.16  																																																									| (794) all_0_41_41 = e0
% 57.18/23.16  																																																									| (795) all_0_58_58 = e3
% 57.18/23.17  																																																									| (803)  ~ (all_0_55_55 = e0)
% 57.18/23.17  																																																									|
% 57.18/23.17  																																																									| Combining equations (918,795) yields a new equation:
% 57.18/23.17  																																																									| (455) e3 = e1
% 57.18/23.17  																																																									|
% 57.18/23.17  																																																									| Equations (455) can reduce 213 to:
% 57.18/23.17  																																																									| (266) $false
% 57.18/23.17  																																																									|
% 57.18/23.17  																																																									|-The branch is then unsatisfiable
% 57.18/23.17  																																																							|-Branch two:
% 57.18/23.17  																																																							| (807) all_0_47_47 = e1 & all_0_52_52 = e2 &  ~ (all_0_48_48 = e2)
% 57.18/23.17  																																																							|
% 57.18/23.17  																																																								| Applying alpha-rule on (807) yields:
% 57.18/23.17  																																																								| (654) all_0_47_47 = e1
% 57.18/23.17  																																																								| (352) all_0_52_52 = e2
% 57.18/23.17  																																																								| (810)  ~ (all_0_48_48 = e2)
% 57.18/23.17  																																																								|
% 57.18/23.17  																																																								| Equations (654) can reduce 462 to:
% 57.18/23.17  																																																								| (266) $false
% 57.18/23.17  																																																								|
% 57.18/23.17  																																																								|-The branch is then unsatisfiable
% 57.18/23.17  																																																						|-Branch two:
% 57.18/23.17  																																																						| (813) all_0_47_47 = e1 & all_0_52_52 = e2 &  ~ (all_0_51_51 = e1)
% 57.18/23.17  																																																						|
% 57.18/23.17  																																																							| Applying alpha-rule on (813) yields:
% 57.18/23.17  																																																							| (654) all_0_47_47 = e1
% 57.18/23.17  																																																							| (352) all_0_52_52 = e2
% 57.18/23.17  																																																							| (464)  ~ (all_0_51_51 = e1)
% 57.18/23.17  																																																							|
% 57.18/23.17  																																																							| Equations (654) can reduce 462 to:
% 57.18/23.17  																																																							| (266) $false
% 57.18/23.17  																																																							|
% 57.18/23.17  																																																							|-The branch is then unsatisfiable
% 57.18/23.17  																																																					|-Branch two:
% 57.18/23.17  																																																					| (819) all_0_47_47 = e0 & all_0_58_58 = e2 &  ~ (all_0_49_49 = e2)
% 57.18/23.17  																																																					|
% 57.18/23.17  																																																						| Applying alpha-rule on (819) yields:
% 57.18/23.17  																																																						| (674) all_0_47_47 = e0
% 57.18/23.17  																																																						| (624) all_0_58_58 = e2
% 57.18/23.17  																																																						| (340)  ~ (all_0_49_49 = e2)
% 57.18/23.17  																																																						|
% 57.18/23.17  																																																						| Combining equations (918,624) yields a new equation:
% 57.18/23.17  																																																						| (617) e2 = e1
% 57.18/23.17  																																																						|
% 57.18/23.17  																																																						| Equations (617) can reduce 122 to:
% 57.18/23.17  																																																						| (266) $false
% 57.18/23.17  																																																						|
% 57.18/23.17  																																																						|-The branch is then unsatisfiable
% 57.18/23.17  																																																				|-Branch two:
% 57.18/23.17  																																																				| (825) all_0_47_47 = e0 & all_0_58_58 = e2 &  ~ (all_0_56_56 = e0)
% 57.18/23.17  																																																				|
% 57.18/23.17  																																																					| Applying alpha-rule on (825) yields:
% 57.18/23.17  																																																					| (674) all_0_47_47 = e0
% 57.18/23.17  																																																					| (624) all_0_58_58 = e2
% 57.18/23.17  																																																					| (828)  ~ (all_0_56_56 = e0)
% 57.18/23.17  																																																					|
% 57.18/23.17  																																																					| Combining equations (918,624) yields a new equation:
% 57.18/23.17  																																																					| (617) e2 = e1
% 57.18/23.17  																																																					|
% 57.18/23.17  																																																					| Equations (617) can reduce 122 to:
% 57.18/23.17  																																																					| (266) $false
% 57.18/23.17  																																																					|
% 57.18/23.17  																																																					|-The branch is then unsatisfiable
% 57.18/23.17  																																																|-Branch two:
% 57.18/23.17  																																																| (340)  ~ (all_0_49_49 = e2)
% 57.18/23.17  																																																| (614) all_0_53_53 = e2 | all_0_58_58 = e2
% 57.18/23.17  																																																|
% 57.18/23.17  																																																	+-Applying beta-rule and splitting (54), into two cases.
% 57.18/23.17  																																																	|-Branch one:
% 57.18/23.17  																																																	| (583) all_0_49_49 = e2
% 57.18/23.17  																																																	|
% 57.18/23.17  																																																		| Equations (583) can reduce 340 to:
% 57.18/23.17  																																																		| (266) $false
% 57.18/23.17  																																																		|
% 57.18/23.17  																																																		|-The branch is then unsatisfiable
% 57.18/23.17  																																																	|-Branch two:
% 57.18/23.17  																																																	| (340)  ~ (all_0_49_49 = e2)
% 57.18/23.17  																																																	| (586) all_0_49_49 = e4 | all_0_49_49 = e3 | all_0_49_49 = e1 | all_0_49_49 = e0
% 57.18/23.17  																																																	|
% 57.18/23.17  																																																		+-Applying beta-rule and splitting (586), into two cases.
% 57.18/23.17  																																																		|-Branch one:
% 57.18/23.17  																																																		| (974) all_0_49_49 = e4
% 57.18/23.17  																																																		|
% 57.18/23.17  																																																			| Equations (974) can reduce 256 to:
% 57.18/23.17  																																																			| (266) $false
% 57.18/23.17  																																																			|
% 57.18/23.17  																																																			|-The branch is then unsatisfiable
% 57.18/23.17  																																																		|-Branch two:
% 57.18/23.17  																																																		| (256)  ~ (all_0_49_49 = e4)
% 57.18/23.17  																																																		| (977) all_0_49_49 = e3 | all_0_49_49 = e1 | all_0_49_49 = e0
% 57.18/23.17  																																																		|
% 57.18/23.17  																																																			+-Applying beta-rule and splitting (977), into two cases.
% 57.18/23.17  																																																			|-Branch one:
% 57.18/23.17  																																																			| (978) all_0_49_49 = e0
% 57.18/23.17  																																																			|
% 57.18/23.17  																																																				| Equations (978) can reduce 487 to:
% 57.18/23.17  																																																				| (266) $false
% 57.18/23.17  																																																				|
% 57.18/23.17  																																																				|-The branch is then unsatisfiable
% 57.18/23.17  																																																			|-Branch two:
% 57.18/23.17  																																																			| (487)  ~ (all_0_49_49 = e0)
% 57.18/23.17  																																																			| (981) all_0_49_49 = e3 | all_0_49_49 = e1
% 57.18/23.17  																																																			|
% 57.18/23.17  																																																				+-Applying beta-rule and splitting (981), into two cases.
% 57.18/23.17  																																																				|-Branch one:
% 57.18/23.17  																																																				| (671) all_0_49_49 = e1
% 57.18/23.17  																																																				|
% 57.18/23.17  																																																					| Equations (671) can reduce 86 to:
% 57.18/23.17  																																																					| (462)  ~ (all_0_47_47 = e1)
% 57.18/23.17  																																																					|
% 57.18/23.17  																																																					| Equations (671) can reduce 487 to:
% 57.18/23.17  																																																					| (233)  ~ (e1 = e0)
% 57.18/23.17  																																																					|
% 57.18/23.17  																																																					+-Applying beta-rule and splitting (558), into two cases.
% 57.18/23.17  																																																					|-Branch one:
% 57.18/23.17  																																																					| (559) all_0_42_42 = e0
% 57.18/23.17  																																																					|
% 57.18/23.17  																																																						| Combining equations (559,459) yields a new equation:
% 57.18/23.17  																																																						| (431) e1 = e0
% 57.18/23.17  																																																						|
% 57.18/23.17  																																																						| Equations (431) can reduce 233 to:
% 57.18/23.17  																																																						| (266) $false
% 57.18/23.17  																																																						|
% 57.18/23.17  																																																						|-The branch is then unsatisfiable
% 57.18/23.17  																																																					|-Branch two:
% 57.18/23.17  																																																					| (358)  ~ (all_0_42_42 = e0)
% 57.18/23.17  																																																					| (563) all_0_47_47 = e0 | all_0_56_56 = e0
% 57.18/23.17  																																																					|
% 57.18/23.17  																																																						+-Applying beta-rule and splitting (563), into two cases.
% 57.18/23.17  																																																						|-Branch one:
% 57.18/23.17  																																																						| (674) all_0_47_47 = e0
% 57.18/23.17  																																																						|
% 57.18/23.17  																																																							| Equations (674) can reduce 462 to:
% 57.18/23.17  																																																							| (435)  ~ (e1 = e0)
% 57.18/23.17  																																																							|
% 57.18/23.17  																																																							| Simplifying 435 yields:
% 57.18/23.17  																																																							| (233)  ~ (e1 = e0)
% 57.18/23.17  																																																							|
% 57.18/23.17  																																																							+-Applying beta-rule and splitting (781), into two cases.
% 57.18/23.17  																																																							|-Branch one:
% 57.18/23.17  																																																							| (789) (all_0_41_41 = e0 & all_0_58_58 = e3 &  ~ (all_0_44_44 = e3)) | (all_0_41_41 = e0 & all_0_58_58 = e3 &  ~ (all_0_55_55 = e0)) | (all_0_47_47 = e1 & all_0_52_52 = e2 &  ~ (all_0_48_48 = e2)) | (all_0_47_47 = e1 & all_0_52_52 = e2 &  ~ (all_0_51_51 = e1)) | (all_0_47_47 = e0 & all_0_58_58 = e2 &  ~ (all_0_49_49 = e2))
% 57.18/23.17  																																																							|
% 57.18/23.17  																																																								+-Applying beta-rule and splitting (789), into two cases.
% 57.18/23.17  																																																								|-Branch one:
% 57.18/23.17  																																																								| (790) (all_0_41_41 = e0 & all_0_58_58 = e3 &  ~ (all_0_44_44 = e3)) | (all_0_41_41 = e0 & all_0_58_58 = e3 &  ~ (all_0_55_55 = e0)) | (all_0_47_47 = e1 & all_0_52_52 = e2 &  ~ (all_0_48_48 = e2)) | (all_0_47_47 = e1 & all_0_52_52 = e2 &  ~ (all_0_51_51 = e1))
% 57.18/23.17  																																																								|
% 57.18/23.17  																																																									+-Applying beta-rule and splitting (790), into two cases.
% 57.18/23.17  																																																									|-Branch one:
% 57.18/23.17  																																																									| (791) (all_0_41_41 = e0 & all_0_58_58 = e3 &  ~ (all_0_44_44 = e3)) | (all_0_41_41 = e0 & all_0_58_58 = e3 &  ~ (all_0_55_55 = e0)) | (all_0_47_47 = e1 & all_0_52_52 = e2 &  ~ (all_0_48_48 = e2))
% 57.18/23.17  																																																									|
% 57.18/23.17  																																																										+-Applying beta-rule and splitting (791), into two cases.
% 57.18/23.17  																																																										|-Branch one:
% 57.18/23.17  																																																										| (792) (all_0_41_41 = e0 & all_0_58_58 = e3 &  ~ (all_0_44_44 = e3)) | (all_0_41_41 = e0 & all_0_58_58 = e3 &  ~ (all_0_55_55 = e0))
% 57.18/23.17  																																																										|
% 57.18/23.17  																																																											+-Applying beta-rule and splitting (792), into two cases.
% 57.18/23.17  																																																											|-Branch one:
% 57.18/23.17  																																																											| (793) all_0_41_41 = e0 & all_0_58_58 = e3 &  ~ (all_0_44_44 = e3)
% 57.18/23.17  																																																											|
% 57.18/23.17  																																																												| Applying alpha-rule on (793) yields:
% 57.18/23.17  																																																												| (794) all_0_41_41 = e0
% 57.18/23.17  																																																												| (795) all_0_58_58 = e3
% 57.18/23.17  																																																												| (407)  ~ (all_0_44_44 = e3)
% 57.18/23.17  																																																												|
% 57.18/23.17  																																																												| Equations (795) can reduce 276 to:
% 57.18/23.17  																																																												| (266) $false
% 57.18/23.17  																																																												|
% 57.18/23.17  																																																												|-The branch is then unsatisfiable
% 57.18/23.17  																																																											|-Branch two:
% 57.18/23.17  																																																											| (800) all_0_41_41 = e0 & all_0_58_58 = e3 &  ~ (all_0_55_55 = e0)
% 57.18/23.17  																																																											|
% 57.18/23.17  																																																												| Applying alpha-rule on (800) yields:
% 57.18/23.17  																																																												| (794) all_0_41_41 = e0
% 57.18/23.17  																																																												| (795) all_0_58_58 = e3
% 57.18/23.17  																																																												| (803)  ~ (all_0_55_55 = e0)
% 57.18/23.17  																																																												|
% 57.18/23.17  																																																												| Equations (795) can reduce 276 to:
% 57.18/23.17  																																																												| (266) $false
% 57.18/23.17  																																																												|
% 57.18/23.17  																																																												|-The branch is then unsatisfiable
% 57.18/23.17  																																																										|-Branch two:
% 57.18/23.17  																																																										| (807) all_0_47_47 = e1 & all_0_52_52 = e2 &  ~ (all_0_48_48 = e2)
% 57.18/23.17  																																																										|
% 57.18/23.17  																																																											| Applying alpha-rule on (807) yields:
% 57.18/23.17  																																																											| (654) all_0_47_47 = e1
% 57.18/23.17  																																																											| (352) all_0_52_52 = e2
% 57.18/23.17  																																																											| (810)  ~ (all_0_48_48 = e2)
% 57.18/23.17  																																																											|
% 57.18/23.17  																																																											| Combining equations (654,674) yields a new equation:
% 57.18/23.17  																																																											| (546) e1 = e0
% 57.18/23.17  																																																											|
% 57.18/23.17  																																																											| Simplifying 546 yields:
% 57.18/23.17  																																																											| (431) e1 = e0
% 57.18/23.17  																																																											|
% 57.18/23.17  																																																											| Equations (431) can reduce 233 to:
% 57.18/23.17  																																																											| (266) $false
% 57.18/23.17  																																																											|
% 57.18/23.17  																																																											|-The branch is then unsatisfiable
% 57.18/23.17  																																																									|-Branch two:
% 57.18/23.17  																																																									| (813) all_0_47_47 = e1 & all_0_52_52 = e2 &  ~ (all_0_51_51 = e1)
% 57.18/23.17  																																																									|
% 57.18/23.17  																																																										| Applying alpha-rule on (813) yields:
% 57.18/23.17  																																																										| (654) all_0_47_47 = e1
% 57.18/23.17  																																																										| (352) all_0_52_52 = e2
% 57.18/23.17  																																																										| (464)  ~ (all_0_51_51 = e1)
% 57.18/23.17  																																																										|
% 57.18/23.17  																																																										| Combining equations (654,674) yields a new equation:
% 57.18/23.17  																																																										| (546) e1 = e0
% 57.18/23.17  																																																										|
% 57.18/23.17  																																																										| Simplifying 546 yields:
% 57.18/23.17  																																																										| (431) e1 = e0
% 57.18/23.17  																																																										|
% 57.18/23.17  																																																										| Equations (431) can reduce 233 to:
% 57.18/23.17  																																																										| (266) $false
% 57.18/23.17  																																																										|
% 57.18/23.17  																																																										|-The branch is then unsatisfiable
% 57.18/23.17  																																																								|-Branch two:
% 57.18/23.17  																																																								| (819) all_0_47_47 = e0 & all_0_58_58 = e2 &  ~ (all_0_49_49 = e2)
% 57.18/23.17  																																																								|
% 57.18/23.17  																																																									| Applying alpha-rule on (819) yields:
% 57.18/23.17  																																																									| (674) all_0_47_47 = e0
% 57.18/23.17  																																																									| (624) all_0_58_58 = e2
% 57.18/23.17  																																																									| (340)  ~ (all_0_49_49 = e2)
% 57.18/23.17  																																																									|
% 57.18/23.17  																																																									| Equations (624) can reduce 908 to:
% 57.18/23.17  																																																									| (266) $false
% 57.18/23.17  																																																									|
% 57.18/23.17  																																																									|-The branch is then unsatisfiable
% 57.18/23.17  																																																							|-Branch two:
% 57.18/23.17  																																																							| (825) all_0_47_47 = e0 & all_0_58_58 = e2 &  ~ (all_0_56_56 = e0)
% 57.18/23.17  																																																							|
% 57.18/23.17  																																																								| Applying alpha-rule on (825) yields:
% 57.18/23.17  																																																								| (674) all_0_47_47 = e0
% 57.18/23.17  																																																								| (624) all_0_58_58 = e2
% 57.18/23.17  																																																								| (828)  ~ (all_0_56_56 = e0)
% 57.18/23.17  																																																								|
% 57.18/23.17  																																																								| Equations (624) can reduce 908 to:
% 57.18/23.17  																																																								| (266) $false
% 57.18/23.17  																																																								|
% 57.18/23.17  																																																								|-The branch is then unsatisfiable
% 57.18/23.17  																																																						|-Branch two:
% 57.18/23.17  																																																						| (678)  ~ (all_0_47_47 = e0)
% 57.18/23.17  																																																						| (679) all_0_56_56 = e0
% 57.18/23.17  																																																						|
% 57.18/23.17  																																																							| Combining equations (679,833) yields a new equation:
% 57.18/23.17  																																																							| (330) e2 = e0
% 57.18/23.17  																																																							|
% 57.18/23.17  																																																							| Equations (330) can reduce 128 to:
% 57.18/23.17  																																																							| (266) $false
% 57.18/23.17  																																																							|
% 57.18/23.17  																																																							|-The branch is then unsatisfiable
% 57.18/23.17  																																																				|-Branch two:
% 57.18/23.17  																																																				| (1064)  ~ (all_0_49_49 = e1)
% 57.18/23.17  																																																				| (884) all_0_49_49 = e3
% 57.18/23.17  																																																				|
% 57.18/23.17  																																																					| Equations (884) can reduce 525 to:
% 57.18/23.17  																																																					| (266) $false
% 57.18/23.17  																																																					|
% 57.18/23.17  																																																					|-The branch is then unsatisfiable
% 57.18/23.17  																																													|-Branch two:
% 57.18/23.17  																																													| (511)  ~ (all_0_56_56 = e2)
% 57.18/23.17  																																													| (836) all_0_56_56 = e4 | all_0_56_56 = e3 | all_0_56_56 = e1 | all_0_56_56 = e0
% 57.18/23.17  																																													|
% 57.18/23.17  																																														+-Applying beta-rule and splitting (389), into two cases.
% 57.18/23.17  																																														|-Branch one:
% 57.18/23.17  																																														| (833) all_0_56_56 = e2
% 57.18/23.17  																																														|
% 57.18/23.17  																																															| Equations (833) can reduce 511 to:
% 57.18/23.17  																																															| (266) $false
% 57.18/23.17  																																															|
% 57.18/23.17  																																															|-The branch is then unsatisfiable
% 57.18/23.17  																																														|-Branch two:
% 57.18/23.17  																																														| (511)  ~ (all_0_56_56 = e2)
% 57.18/23.17  																																														| (1709) all_0_57_57 = e2 | all_0_58_58 = e2
% 57.18/23.17  																																														|
% 57.18/23.17  																																															+-Applying beta-rule and splitting (1709), into two cases.
% 57.18/23.17  																																															|-Branch one:
% 57.18/23.17  																																															| (442) all_0_57_57 = e2
% 57.18/23.17  																																															|
% 57.18/23.17  																																																| Equations (442) can reduce 344 to:
% 57.18/23.17  																																																| (266) $false
% 57.18/23.17  																																																|
% 57.18/23.17  																																																|-The branch is then unsatisfiable
% 57.18/23.17  																																															|-Branch two:
% 57.18/23.17  																																															| (344)  ~ (all_0_57_57 = e2)
% 57.18/23.17  																																															| (624) all_0_58_58 = e2
% 57.18/23.17  																																															|
% 57.18/23.17  																																																| Equations (624) can reduce 119 to:
% 57.18/23.17  																																																| (340)  ~ (all_0_49_49 = e2)
% 57.18/23.17  																																																|
% 57.18/23.17  																																																| Equations (624) can reduce 148 to:
% 57.18/23.17  																																																| (344)  ~ (all_0_57_57 = e2)
% 57.18/23.17  																																																|
% 57.18/23.17  																																																| Equations (624) can reduce 451 to:
% 57.18/23.17  																																																| (327)  ~ (e4 = e2)
% 57.18/23.17  																																																|
% 57.18/23.17  																																																| Simplifying 327 yields:
% 57.18/23.17  																																																| (48)  ~ (e4 = e2)
% 57.18/23.17  																																																|
% 57.18/23.17  																																																+-Applying beta-rule and splitting (54), into two cases.
% 57.18/23.17  																																																|-Branch one:
% 57.18/23.17  																																																| (583) all_0_49_49 = e2
% 57.18/23.17  																																																|
% 57.18/23.17  																																																	| Equations (583) can reduce 340 to:
% 57.18/23.17  																																																	| (266) $false
% 57.18/23.17  																																																	|
% 57.18/23.17  																																																	|-The branch is then unsatisfiable
% 57.18/23.17  																																																|-Branch two:
% 57.18/23.17  																																																| (340)  ~ (all_0_49_49 = e2)
% 57.18/23.17  																																																| (586) all_0_49_49 = e4 | all_0_49_49 = e3 | all_0_49_49 = e1 | all_0_49_49 = e0
% 57.18/23.17  																																																|
% 57.18/23.17  																																																	+-Applying beta-rule and splitting (586), into two cases.
% 57.18/23.17  																																																	|-Branch one:
% 57.18/23.17  																																																	| (974) all_0_49_49 = e4
% 57.18/23.17  																																																	|
% 57.18/23.17  																																																		| Equations (974) can reduce 256 to:
% 57.18/23.17  																																																		| (266) $false
% 57.18/23.17  																																																		|
% 57.18/23.17  																																																		|-The branch is then unsatisfiable
% 57.18/23.17  																																																	|-Branch two:
% 57.18/23.17  																																																	| (256)  ~ (all_0_49_49 = e4)
% 57.18/23.17  																																																	| (977) all_0_49_49 = e3 | all_0_49_49 = e1 | all_0_49_49 = e0
% 57.18/23.17  																																																	|
% 57.18/23.17  																																																		+-Applying beta-rule and splitting (977), into two cases.
% 57.18/23.17  																																																		|-Branch one:
% 57.18/23.17  																																																		| (978) all_0_49_49 = e0
% 57.18/23.17  																																																		|
% 57.18/23.17  																																																			| Equations (978) can reduce 487 to:
% 57.18/23.17  																																																			| (266) $false
% 57.18/23.17  																																																			|
% 57.18/23.17  																																																			|-The branch is then unsatisfiable
% 57.18/23.17  																																																		|-Branch two:
% 57.18/23.17  																																																		| (487)  ~ (all_0_49_49 = e0)
% 57.18/23.17  																																																		| (981) all_0_49_49 = e3 | all_0_49_49 = e1
% 57.18/23.17  																																																		|
% 57.18/23.17  																																																			+-Applying beta-rule and splitting (981), into two cases.
% 57.18/23.17  																																																			|-Branch one:
% 57.18/23.17  																																																			| (671) all_0_49_49 = e1
% 57.18/23.17  																																																			|
% 57.18/23.17  																																																				| Equations (671) can reduce 86 to:
% 57.18/23.17  																																																				| (462)  ~ (all_0_47_47 = e1)
% 57.18/23.17  																																																				|
% 57.18/23.17  																																																				| Equations (671) can reduce 185 to:
% 57.18/23.17  																																																				| (619)  ~ (all_0_48_48 = e1)
% 57.18/23.17  																																																				|
% 57.18/23.17  																																																				| Equations (671) can reduce 340 to:
% 57.18/23.17  																																																				| (604)  ~ (e2 = e1)
% 57.18/23.17  																																																				|
% 57.18/23.17  																																																				| Simplifying 604 yields:
% 57.18/23.17  																																																				| (122)  ~ (e2 = e1)
% 57.18/23.17  																																																				|
% 57.18/23.17  																																																				| Equations (671) can reduce 487 to:
% 57.18/23.17  																																																				| (233)  ~ (e1 = e0)
% 57.18/23.17  																																																				|
% 57.18/23.17  																																																				+-Applying beta-rule and splitting (163), into two cases.
% 57.18/23.17  																																																				|-Branch one:
% 57.18/23.17  																																																				| (565) all_0_52_52 = e4
% 57.18/23.17  																																																				|
% 57.18/23.17  																																																					| Combining equations (352,565) yields a new equation:
% 57.18/23.17  																																																					| (323) e4 = e2
% 57.18/23.17  																																																					|
% 57.18/23.17  																																																					| Equations (323) can reduce 48 to:
% 57.18/23.17  																																																					| (266) $false
% 57.18/23.17  																																																					|
% 57.18/23.17  																																																					|-The branch is then unsatisfiable
% 57.18/23.17  																																																				|-Branch two:
% 57.18/23.17  																																																				| (780)  ~ (all_0_52_52 = e4)
% 57.18/23.17  																																																				| (781) (all_0_41_41 = e0 & all_0_58_58 = e3 &  ~ (all_0_44_44 = e3)) | (all_0_41_41 = e0 & all_0_58_58 = e3 &  ~ (all_0_55_55 = e0)) | (all_0_47_47 = e1 & all_0_52_52 = e2 &  ~ (all_0_48_48 = e2)) | (all_0_47_47 = e1 & all_0_52_52 = e2 &  ~ (all_0_51_51 = e1)) | (all_0_47_47 = e0 & all_0_58_58 = e2 &  ~ (all_0_49_49 = e2)) | (all_0_47_47 = e0 & all_0_58_58 = e2 &  ~ (all_0_56_56 = e0))
% 57.18/23.17  																																																				|
% 57.18/23.17  																																																					+-Applying beta-rule and splitting (434), into two cases.
% 57.18/23.17  																																																					|-Branch one:
% 57.18/23.17  																																																					| (615) all_0_48_48 = e1
% 57.18/23.17  																																																					|
% 57.18/23.17  																																																						| Equations (615) can reduce 619 to:
% 57.18/23.17  																																																						| (266) $false
% 57.18/23.17  																																																						|
% 57.18/23.17  																																																						|-The branch is then unsatisfiable
% 57.18/23.17  																																																					|-Branch two:
% 57.18/23.17  																																																					| (619)  ~ (all_0_48_48 = e1)
% 57.18/23.17  																																																					| (620) all_0_52_52 = e1 | all_0_57_57 = e1
% 57.18/23.17  																																																					|
% 57.18/23.17  																																																						+-Applying beta-rule and splitting (620), into two cases.
% 57.18/23.17  																																																						|-Branch one:
% 57.18/23.17  																																																						| (642) all_0_52_52 = e1
% 57.18/23.17  																																																						|
% 57.18/23.17  																																																							| Combining equations (352,642) yields a new equation:
% 57.18/23.17  																																																							| (616) e2 = e1
% 57.18/23.17  																																																							|
% 57.18/23.17  																																																							| Simplifying 616 yields:
% 57.18/23.17  																																																							| (617) e2 = e1
% 57.18/23.17  																																																							|
% 57.18/23.17  																																																							| Equations (617) can reduce 122 to:
% 57.18/23.17  																																																							| (266) $false
% 57.18/23.17  																																																							|
% 57.18/23.17  																																																							|-The branch is then unsatisfiable
% 57.18/23.17  																																																						|-Branch two:
% 57.18/23.17  																																																						| (646)  ~ (all_0_52_52 = e1)
% 57.18/23.17  																																																						| (647) all_0_57_57 = e1
% 57.18/23.17  																																																						|
% 57.18/23.17  																																																							| Equations (647) can reduce 344 to:
% 57.18/23.17  																																																							| (604)  ~ (e2 = e1)
% 57.18/23.17  																																																							|
% 57.18/23.17  																																																							| Simplifying 604 yields:
% 57.18/23.17  																																																							| (122)  ~ (e2 = e1)
% 57.18/23.17  																																																							|
% 57.18/23.17  																																																							+-Applying beta-rule and splitting (10171), into two cases.
% 57.18/23.17  																																																							|-Branch one:
% 57.18/23.17  																																																							| (1105) all_0_47_47 = e2
% 57.18/23.17  																																																							|
% 57.18/23.17  																																																								| Equations (1105) can reduce 114 to:
% 57.18/23.17  																																																								| (12342)  ~ (all_0_48_48 = e2)
% 57.18/23.17  																																																								|
% 57.18/23.17  																																																								| Simplifying 12342 yields:
% 57.18/23.17  																																																								| (810)  ~ (all_0_48_48 = e2)
% 57.18/23.17  																																																								|
% 57.18/23.17  																																																								| Equations (1105) can reduce 1091 to:
% 57.18/23.17  																																																								| (626)  ~ (e3 = e2)
% 57.18/23.17  																																																								|
% 57.18/23.17  																																																								| Simplifying 626 yields:
% 57.18/23.17  																																																								| (212)  ~ (e3 = e2)
% 57.18/23.17  																																																								|
% 57.18/23.17  																																																								| Equations (1105) can reduce 462 to:
% 57.18/23.17  																																																								| (122)  ~ (e2 = e1)
% 57.18/23.17  																																																								|
% 57.18/23.17  																																																								+-Applying beta-rule and splitting (5471), into two cases.
% 57.18/23.17  																																																								|-Branch one:
% 57.18/23.17  																																																								| (1279) all_0_48_48 = e0
% 57.18/23.17  																																																								|
% 57.18/23.17  																																																									| Equations (1279) can reduce 810 to:
% 57.18/23.17  																																																									| (365)  ~ (e2 = e0)
% 57.18/23.17  																																																									|
% 57.18/23.17  																																																									| Simplifying 365 yields:
% 57.18/23.17  																																																									| (128)  ~ (e2 = e0)
% 57.18/23.17  																																																									|
% 57.18/23.17  																																																									+-Applying beta-rule and splitting (781), into two cases.
% 57.18/23.17  																																																									|-Branch one:
% 57.18/23.17  																																																									| (789) (all_0_41_41 = e0 & all_0_58_58 = e3 &  ~ (all_0_44_44 = e3)) | (all_0_41_41 = e0 & all_0_58_58 = e3 &  ~ (all_0_55_55 = e0)) | (all_0_47_47 = e1 & all_0_52_52 = e2 &  ~ (all_0_48_48 = e2)) | (all_0_47_47 = e1 & all_0_52_52 = e2 &  ~ (all_0_51_51 = e1)) | (all_0_47_47 = e0 & all_0_58_58 = e2 &  ~ (all_0_49_49 = e2))
% 57.18/23.17  																																																									|
% 57.18/23.17  																																																										+-Applying beta-rule and splitting (789), into two cases.
% 57.18/23.17  																																																										|-Branch one:
% 57.18/23.17  																																																										| (790) (all_0_41_41 = e0 & all_0_58_58 = e3 &  ~ (all_0_44_44 = e3)) | (all_0_41_41 = e0 & all_0_58_58 = e3 &  ~ (all_0_55_55 = e0)) | (all_0_47_47 = e1 & all_0_52_52 = e2 &  ~ (all_0_48_48 = e2)) | (all_0_47_47 = e1 & all_0_52_52 = e2 &  ~ (all_0_51_51 = e1))
% 57.18/23.17  																																																										|
% 57.18/23.17  																																																											+-Applying beta-rule and splitting (790), into two cases.
% 57.18/23.17  																																																											|-Branch one:
% 57.18/23.17  																																																											| (791) (all_0_41_41 = e0 & all_0_58_58 = e3 &  ~ (all_0_44_44 = e3)) | (all_0_41_41 = e0 & all_0_58_58 = e3 &  ~ (all_0_55_55 = e0)) | (all_0_47_47 = e1 & all_0_52_52 = e2 &  ~ (all_0_48_48 = e2))
% 57.18/23.17  																																																											|
% 57.18/23.17  																																																												+-Applying beta-rule and splitting (791), into two cases.
% 57.18/23.17  																																																												|-Branch one:
% 57.18/23.17  																																																												| (792) (all_0_41_41 = e0 & all_0_58_58 = e3 &  ~ (all_0_44_44 = e3)) | (all_0_41_41 = e0 & all_0_58_58 = e3 &  ~ (all_0_55_55 = e0))
% 57.18/23.17  																																																												|
% 57.18/23.17  																																																													+-Applying beta-rule and splitting (792), into two cases.
% 57.18/23.17  																																																													|-Branch one:
% 57.18/23.17  																																																													| (793) all_0_41_41 = e0 & all_0_58_58 = e3 &  ~ (all_0_44_44 = e3)
% 57.18/23.17  																																																													|
% 57.18/23.17  																																																														| Applying alpha-rule on (793) yields:
% 57.18/23.17  																																																														| (794) all_0_41_41 = e0
% 57.18/23.17  																																																														| (795) all_0_58_58 = e3
% 57.18/23.17  																																																														| (407)  ~ (all_0_44_44 = e3)
% 57.18/23.17  																																																														|
% 57.18/23.17  																																																														| Combining equations (624,795) yields a new equation:
% 57.18/23.17  																																																														| (662) e3 = e2
% 57.18/23.17  																																																														|
% 57.18/23.17  																																																														| Equations (662) can reduce 212 to:
% 57.18/23.17  																																																														| (266) $false
% 57.18/23.17  																																																														|
% 57.18/23.17  																																																														|-The branch is then unsatisfiable
% 57.18/23.17  																																																													|-Branch two:
% 57.18/23.17  																																																													| (800) all_0_41_41 = e0 & all_0_58_58 = e3 &  ~ (all_0_55_55 = e0)
% 57.18/23.17  																																																													|
% 57.18/23.17  																																																														| Applying alpha-rule on (800) yields:
% 57.18/23.17  																																																														| (794) all_0_41_41 = e0
% 57.18/23.17  																																																														| (795) all_0_58_58 = e3
% 57.18/23.17  																																																														| (803)  ~ (all_0_55_55 = e0)
% 57.18/23.17  																																																														|
% 57.18/23.17  																																																														| Combining equations (624,795) yields a new equation:
% 57.18/23.17  																																																														| (662) e3 = e2
% 57.18/23.17  																																																														|
% 57.18/23.17  																																																														| Equations (662) can reduce 212 to:
% 57.18/23.17  																																																														| (266) $false
% 57.18/23.17  																																																														|
% 57.18/23.17  																																																														|-The branch is then unsatisfiable
% 57.18/23.17  																																																												|-Branch two:
% 57.18/23.17  																																																												| (807) all_0_47_47 = e1 & all_0_52_52 = e2 &  ~ (all_0_48_48 = e2)
% 57.18/23.17  																																																												|
% 57.18/23.17  																																																													| Applying alpha-rule on (807) yields:
% 57.18/23.17  																																																													| (654) all_0_47_47 = e1
% 57.18/23.17  																																																													| (352) all_0_52_52 = e2
% 57.18/23.17  																																																													| (810)  ~ (all_0_48_48 = e2)
% 57.18/23.17  																																																													|
% 57.18/23.17  																																																													| Combining equations (654,1105) yields a new equation:
% 57.18/23.17  																																																													| (617) e2 = e1
% 57.18/23.17  																																																													|
% 57.18/23.17  																																																													| Equations (617) can reduce 122 to:
% 57.18/23.17  																																																													| (266) $false
% 57.18/23.17  																																																													|
% 57.18/23.17  																																																													|-The branch is then unsatisfiable
% 57.18/23.17  																																																											|-Branch two:
% 57.18/23.17  																																																											| (813) all_0_47_47 = e1 & all_0_52_52 = e2 &  ~ (all_0_51_51 = e1)
% 57.18/23.17  																																																											|
% 57.18/23.17  																																																												| Applying alpha-rule on (813) yields:
% 57.18/23.17  																																																												| (654) all_0_47_47 = e1
% 57.18/23.17  																																																												| (352) all_0_52_52 = e2
% 57.18/23.17  																																																												| (464)  ~ (all_0_51_51 = e1)
% 57.18/23.17  																																																												|
% 57.18/23.17  																																																												| Combining equations (654,1105) yields a new equation:
% 57.18/23.17  																																																												| (617) e2 = e1
% 57.18/23.17  																																																												|
% 57.18/23.17  																																																												| Equations (617) can reduce 122 to:
% 57.18/23.17  																																																												| (266) $false
% 57.18/23.17  																																																												|
% 57.18/23.17  																																																												|-The branch is then unsatisfiable
% 57.18/23.18  																																																										|-Branch two:
% 57.18/23.18  																																																										| (819) all_0_47_47 = e0 & all_0_58_58 = e2 &  ~ (all_0_49_49 = e2)
% 57.18/23.18  																																																										|
% 57.18/23.18  																																																											| Applying alpha-rule on (819) yields:
% 57.18/23.18  																																																											| (674) all_0_47_47 = e0
% 57.18/23.18  																																																											| (624) all_0_58_58 = e2
% 57.18/23.18  																																																											| (340)  ~ (all_0_49_49 = e2)
% 57.18/23.18  																																																											|
% 57.18/23.18  																																																											| Combining equations (674,1105) yields a new equation:
% 57.18/23.18  																																																											| (330) e2 = e0
% 57.18/23.18  																																																											|
% 57.18/23.18  																																																											| Equations (330) can reduce 128 to:
% 57.18/23.18  																																																											| (266) $false
% 57.18/23.18  																																																											|
% 57.18/23.18  																																																											|-The branch is then unsatisfiable
% 57.18/23.18  																																																									|-Branch two:
% 57.18/23.18  																																																									| (825) all_0_47_47 = e0 & all_0_58_58 = e2 &  ~ (all_0_56_56 = e0)
% 57.18/23.18  																																																									|
% 57.18/23.18  																																																										| Applying alpha-rule on (825) yields:
% 57.18/23.18  																																																										| (674) all_0_47_47 = e0
% 57.18/23.18  																																																										| (624) all_0_58_58 = e2
% 57.18/23.18  																																																										| (828)  ~ (all_0_56_56 = e0)
% 57.18/23.18  																																																										|
% 57.18/23.18  																																																										| Combining equations (674,1105) yields a new equation:
% 57.18/23.18  																																																										| (330) e2 = e0
% 57.18/23.18  																																																										|
% 57.18/23.18  																																																										| Equations (330) can reduce 128 to:
% 57.18/23.18  																																																										| (266) $false
% 57.18/23.18  																																																										|
% 57.18/23.18  																																																										|-The branch is then unsatisfiable
% 57.18/23.18  																																																								|-Branch two:
% 57.18/23.18  																																																								| (1283)  ~ (all_0_48_48 = e0)
% 57.18/23.18  																																																								| (875) all_0_57_57 = e0
% 57.18/23.18  																																																								|
% 57.18/23.18  																																																									| Combining equations (875,647) yields a new equation:
% 57.18/23.18  																																																									| (431) e1 = e0
% 57.18/23.18  																																																									|
% 57.18/23.18  																																																									| Equations (431) can reduce 233 to:
% 57.18/23.18  																																																									| (266) $false
% 57.18/23.18  																																																									|
% 57.18/23.18  																																																									|-The branch is then unsatisfiable
% 57.18/23.18  																																																							|-Branch two:
% 57.18/23.18  																																																							| (338)  ~ (all_0_47_47 = e2)
% 57.18/23.18  																																																							| (10761) all_0_48_48 = e2 | all_0_49_49 = e2
% 57.18/23.18  																																																							|
% 57.18/23.18  																																																								+-Applying beta-rule and splitting (10761), into two cases.
% 57.18/23.18  																																																								|-Branch one:
% 57.18/23.18  																																																								| (335) all_0_48_48 = e2
% 57.18/23.18  																																																								|
% 57.18/23.18  																																																									| Equations (335) can reduce 810 to:
% 57.18/23.18  																																																									| (266) $false
% 57.18/23.18  																																																									|
% 57.18/23.18  																																																									|-The branch is then unsatisfiable
% 57.18/23.18  																																																								|-Branch two:
% 57.18/23.18  																																																								| (810)  ~ (all_0_48_48 = e2)
% 57.18/23.18  																																																								| (583) all_0_49_49 = e2
% 57.18/23.18  																																																								|
% 57.18/23.18  																																																									| Combining equations (583,671) yields a new equation:
% 57.18/23.18  																																																									| (616) e2 = e1
% 57.18/23.18  																																																									|
% 57.18/23.18  																																																									| Simplifying 616 yields:
% 57.18/23.18  																																																									| (617) e2 = e1
% 57.18/23.18  																																																									|
% 57.18/23.18  																																																									| Equations (617) can reduce 122 to:
% 57.18/23.18  																																																									| (266) $false
% 57.18/23.18  																																																									|
% 57.18/23.18  																																																									|-The branch is then unsatisfiable
% 57.18/23.18  																																																			|-Branch two:
% 57.18/23.18  																																																			| (1064)  ~ (all_0_49_49 = e1)
% 57.18/23.18  																																																			| (884) all_0_49_49 = e3
% 57.18/23.18  																																																			|
% 57.18/23.18  																																																				| Equations (884) can reduce 525 to:
% 57.18/23.18  																																																				| (266) $false
% 57.18/23.18  																																																				|
% 57.18/23.18  																																																				|-The branch is then unsatisfiable
% 57.18/23.18  																																						|-Branch two:
% 57.18/23.18  																																						| (1377)  ~ (all_0_39_39 = e4)
% 57.18/23.18  																																						| (1378) all_0_40_40 = e4
% 57.18/23.18  																																						|
% 57.18/23.18  																																							| Equations (1378) can reduce 447 to:
% 57.18/23.18  																																							| (266) $false
% 57.18/23.18  																																							|
% 57.18/23.18  																																							|-The branch is then unsatisfiable
% 57.18/23.18  																																					|-Branch two:
% 57.18/23.18  																																					| (763)  ~ (all_0_55_55 = e4)
% 57.18/23.18  																																					| (2055) all_0_55_55 = e3 | all_0_55_55 = e1 | all_0_55_55 = e0
% 57.18/23.18  																																					|
% 57.18/23.18  																																						+-Applying beta-rule and splitting (2055), into two cases.
% 57.18/23.18  																																						|-Branch one:
% 57.18/23.18  																																						| (858) all_0_55_55 = e0
% 57.18/23.18  																																						|
% 57.18/23.18  																																							| Equations (858) can reduce 803 to:
% 57.18/23.18  																																							| (266) $false
% 57.18/23.18  																																							|
% 57.18/23.18  																																							|-The branch is then unsatisfiable
% 57.18/23.18  																																						|-Branch two:
% 57.18/23.18  																																						| (803)  ~ (all_0_55_55 = e0)
% 57.18/23.18  																																						| (2315) all_0_55_55 = e3 | all_0_55_55 = e1
% 57.18/23.18  																																						|
% 57.18/23.18  																																							+-Applying beta-rule and splitting (2315), into two cases.
% 57.18/23.18  																																							|-Branch one:
% 57.18/23.18  																																							| (629) all_0_55_55 = e1
% 57.18/23.18  																																							|
% 57.18/23.18  																																								| Equations (629) can reduce 632 to:
% 57.18/23.18  																																								| (266) $false
% 57.18/23.18  																																								|
% 57.18/23.18  																																								|-The branch is then unsatisfiable
% 57.18/23.18  																																							|-Branch two:
% 57.18/23.18  																																							| (632)  ~ (all_0_55_55 = e1)
% 57.18/23.18  																																							| (2336) all_0_55_55 = e3
% 57.18/23.18  																																							|
% 57.18/23.18  																																								| Equations (2336) can reduce 270 to:
% 57.18/23.18  																																								| (266) $false
% 57.18/23.18  																																								|
% 57.18/23.18  																																								|-The branch is then unsatisfiable
% 57.18/23.18  																																		|-Branch two:
% 57.18/23.18  																																		| (357)  ~ (all_0_41_41 = e0)
% 57.18/23.18  																																		| (6761) all_0_42_42 = e0 | all_0_43_43 = e0 | all_0_44_44 = e0
% 57.18/23.18  																																		|
% 57.18/23.18  																																			+-Applying beta-rule and splitting (610), into two cases.
% 57.18/23.18  																																			|-Branch one:
% 57.18/23.18  																																			| (1298) all_0_53_53 = e4
% 57.18/23.18  																																			|
% 57.18/23.18  																																				| Equations (1298) can reduce 162 to:
% 57.18/23.18  																																				| (447)  ~ (all_0_40_40 = e4)
% 57.18/23.18  																																				|
% 57.18/23.18  																																				+-Applying beta-rule and splitting (316), into two cases.
% 57.18/23.18  																																				|-Branch one:
% 57.18/23.18  																																				| (1378) all_0_40_40 = e4
% 57.18/23.18  																																				|
% 57.18/23.18  																																					| Equations (1378) can reduce 447 to:
% 57.18/23.18  																																					| (266) $false
% 57.18/23.18  																																					|
% 57.18/23.18  																																					|-The branch is then unsatisfiable
% 57.18/23.18  																																				|-Branch two:
% 57.18/23.18  																																				| (447)  ~ (all_0_40_40 = e4)
% 57.18/23.18  																																				| (485) all_0_40_40 = e0
% 57.18/23.18  																																				|
% 57.18/23.18  																																					| Equations (485) can reduce 176 to:
% 57.18/23.18  																																					| (484)  ~ (all_0_39_39 = e0)
% 57.18/23.18  																																					|
% 57.18/23.18  																																					| Equations (485) can reduce 447 to:
% 57.18/23.18  																																					| (401)  ~ (e4 = e0)
% 57.18/23.18  																																					|
% 57.18/23.18  																																					| Simplifying 401 yields:
% 57.18/23.18  																																					| (49)  ~ (e4 = e0)
% 57.18/23.18  																																					|
% 57.18/23.18  																																					| Equations (485) can reduce 2 to:
% 57.18/23.18  																																					| (541)  ~ (e3 = e0)
% 57.18/23.18  																																					|
% 57.18/23.18  																																					| Simplifying 541 yields:
% 57.18/23.18  																																					| (80)  ~ (e3 = e0)
% 57.18/23.18  																																					|
% 57.18/23.18  																																					| Equations (485) can reduce 132 to:
% 57.18/23.18  																																					| (435)  ~ (e1 = e0)
% 57.18/23.18  																																					|
% 57.18/23.18  																																					| Simplifying 435 yields:
% 57.18/23.18  																																					| (233)  ~ (e1 = e0)
% 57.18/23.18  																																					|
% 57.18/23.18  																																					+-Applying beta-rule and splitting (6761), into two cases.
% 57.18/23.18  																																					|-Branch one:
% 57.18/23.18  																																					| (559) all_0_42_42 = e0
% 57.18/23.18  																																					|
% 57.18/23.18  																																						| Combining equations (559,459) yields a new equation:
% 57.18/23.18  																																						| (431) e1 = e0
% 57.18/23.18  																																						|
% 57.18/23.18  																																						| Equations (431) can reduce 233 to:
% 57.18/23.18  																																						| (266) $false
% 57.18/23.18  																																						|
% 57.18/23.18  																																						|-The branch is then unsatisfiable
% 57.18/23.18  																																					|-Branch two:
% 57.18/23.18  																																					| (358)  ~ (all_0_42_42 = e0)
% 57.18/23.18  																																					| (6766) all_0_43_43 = e0 | all_0_44_44 = e0
% 57.18/23.18  																																					|
% 57.18/23.18  																																						+-Applying beta-rule and splitting (326), into two cases.
% 57.18/23.18  																																						|-Branch one:
% 57.18/23.18  																																						| (471) all_0_39_39 = e4
% 57.18/23.18  																																						|
% 57.18/23.18  																																							| Equations (471) can reduce 484 to:
% 57.18/23.18  																																							| (49)  ~ (e4 = e0)
% 57.18/23.18  																																							|
% 57.18/23.18  																																							+-Applying beta-rule and splitting (6766), into two cases.
% 57.18/23.18  																																							|-Branch one:
% 57.18/23.18  																																							| (356) all_0_43_43 = e0
% 57.18/23.18  																																							|
% 57.18/23.18  																																								| Combining equations (356,396) yields a new equation:
% 57.18/23.18  																																								| (397) e4 = e0
% 57.18/23.18  																																								|
% 57.18/23.18  																																								| Equations (397) can reduce 49 to:
% 57.18/23.18  																																								| (266) $false
% 57.18/23.18  																																								|
% 57.18/23.18  																																								|-The branch is then unsatisfiable
% 57.18/23.18  																																							|-Branch two:
% 57.18/23.18  																																							| (5470)  ~ (all_0_43_43 = e0)
% 57.18/23.18  																																							| (1414) all_0_44_44 = e0
% 57.18/23.18  																																							|
% 57.18/23.18  																																								| Combining equations (532,1414) yields a new equation:
% 57.18/23.18  																																								| (675) e3 = e0
% 57.18/23.18  																																								|
% 57.18/23.18  																																								| Simplifying 675 yields:
% 57.18/23.18  																																								| (676) e3 = e0
% 57.18/23.18  																																								|
% 57.18/23.18  																																								| Equations (676) can reduce 80 to:
% 57.18/23.18  																																								| (266) $false
% 57.18/23.18  																																								|
% 57.18/23.18  																																								|-The branch is then unsatisfiable
% 57.18/23.18  																																						|-Branch two:
% 57.18/23.18  																																						| (1377)  ~ (all_0_39_39 = e4)
% 57.18/23.18  																																						| (1378) all_0_40_40 = e4
% 57.18/23.18  																																						|
% 57.18/23.18  																																							| Combining equations (1378,485) yields a new equation:
% 57.18/23.18  																																							| (481) e4 = e0
% 57.18/23.18  																																							|
% 57.18/23.18  																																							| Simplifying 481 yields:
% 57.18/23.18  																																							| (397) e4 = e0
% 57.18/23.18  																																							|
% 57.18/23.18  																																							| Equations (397) can reduce 49 to:
% 57.18/23.18  																																							| (266) $false
% 57.18/23.18  																																							|
% 57.18/23.18  																																							|-The branch is then unsatisfiable
% 57.18/23.18  																																			|-Branch two:
% 57.18/23.18  																																			| (1453)  ~ (all_0_53_53 = e4)
% 57.18/23.18  																																			| (1694) all_0_53_53 = e3 | all_0_53_53 = e1
% 57.18/23.18  																																			|
% 57.18/23.18  																																				+-Applying beta-rule and splitting (1294), into two cases.
% 57.18/23.18  																																				|-Branch one:
% 57.18/23.18  																																				| (565) all_0_52_52 = e4
% 57.18/23.18  																																				|
% 57.18/23.18  																																					| Combining equations (352,565) yields a new equation:
% 57.18/23.18  																																					| (323) e4 = e2
% 57.18/23.18  																																					|
% 57.18/23.18  																																					| Equations (323) can reduce 48 to:
% 57.18/23.18  																																					| (266) $false
% 57.18/23.18  																																					|
% 57.18/23.18  																																					|-The branch is then unsatisfiable
% 57.18/23.18  																																				|-Branch two:
% 57.18/23.18  																																				| (780)  ~ (all_0_52_52 = e4)
% 57.18/23.18  																																				| (1298) all_0_53_53 = e4
% 57.18/23.18  																																				|
% 57.18/23.18  																																					| Equations (1298) can reduce 1453 to:
% 57.18/23.18  																																					| (266) $false
% 57.18/23.18  																																					|
% 57.18/23.18  																																					|-The branch is then unsatisfiable
% 57.18/23.18  																																|-Branch two:
% 57.18/23.18  																																| (1380)  ~ (all_0_42_42 = e1)
% 57.18/23.18  																																| (1381) all_0_43_43 = e1 | all_0_44_44 = e1
% 57.18/23.18  																																|
% 57.18/23.18  																																	+-Applying beta-rule and splitting (1381), into two cases.
% 57.18/23.18  																																	|-Branch one:
% 57.18/23.18  																																	| (430) all_0_43_43 = e1
% 57.18/23.18  																																	|
% 57.18/23.18  																																		| Combining equations (430,396) yields a new equation:
% 57.18/23.18  																																		| (630) e4 = e1
% 57.18/23.18  																																		|
% 57.18/23.18  																																		| Equations (630) can reduce 110 to:
% 57.18/23.18  																																		| (266) $false
% 57.18/23.18  																																		|
% 57.18/23.18  																																		|-The branch is then unsatisfiable
% 57.18/23.18  																																	|-Branch two:
% 57.18/23.18  																																	| (433)  ~ (all_0_43_43 = e1)
% 57.18/23.18  																																	| (635) all_0_44_44 = e1
% 57.18/23.18  																																	|
% 57.18/23.18  																																		| Combining equations (532,635) yields a new equation:
% 57.18/23.18  																																		| (454) e3 = e1
% 57.18/23.18  																																		|
% 57.18/23.18  																																		| Simplifying 454 yields:
% 57.18/23.18  																																		| (455) e3 = e1
% 57.18/23.18  																																		|
% 57.18/23.18  																																		| Equations (455) can reduce 213 to:
% 57.18/23.18  																																		| (266) $false
% 57.18/23.18  																																		|
% 57.18/23.18  																																		|-The branch is then unsatisfiable
% 57.18/23.18  																											|-Branch two:
% 57.18/23.18  																											| (759)  ~ (all_0_50_50 = e1)
% 57.18/23.18  																											| (1168) all_0_51_51 = e1 | all_0_52_52 = e1 | all_0_53_53 = e1
% 57.18/23.18  																											|
% 57.18/23.18  																												+-Applying beta-rule and splitting (1168), into two cases.
% 57.18/23.18  																												|-Branch one:
% 57.18/23.18  																												| (1109) all_0_51_51 = e1
% 57.18/23.18  																												|
% 57.18/23.18  																													| Combining equations (1109,660) yields a new equation:
% 57.18/23.18  																													| (455) e3 = e1
% 57.18/23.18  																													|
% 57.18/23.18  																													| Equations (455) can reduce 213 to:
% 57.18/23.18  																													| (266) $false
% 57.18/23.18  																													|
% 57.18/23.18  																													|-The branch is then unsatisfiable
% 57.18/23.18  																												|-Branch two:
% 57.18/23.18  																												| (464)  ~ (all_0_51_51 = e1)
% 57.18/23.18  																												| (1202) all_0_52_52 = e1 | all_0_53_53 = e1
% 57.18/23.18  																												|
% 57.18/23.18  																													+-Applying beta-rule and splitting (422), into two cases.
% 57.18/23.18  																													|-Branch one:
% 57.18/23.18  																													| (775) all_0_50_50 = e4
% 57.18/23.18  																													|
% 57.18/23.18  																														| Equations (775) can reduce 93 to:
% 57.18/23.18  																														| (1909)  ~ (all_0_55_55 = e4)
% 57.18/23.18  																														|
% 57.18/23.18  																														| Simplifying 1909 yields:
% 57.18/23.18  																														| (763)  ~ (all_0_55_55 = e4)
% 57.18/23.18  																														|
% 57.18/23.18  																														| Equations (775) can reduce 411 to:
% 57.18/23.18  																														| (188)  ~ (e4 = e3)
% 57.18/23.18  																														|
% 57.18/23.18  																														| Equations (775) can reduce 302 to:
% 57.18/23.18  																														| (48)  ~ (e4 = e2)
% 57.18/23.18  																														|
% 57.18/23.18  																														| From (775) and (242) follows:
% 57.18/23.18  																														| (5059) op(e1, e3) = e4
% 57.18/23.18  																														|
% 57.18/23.18  																														+-Applying beta-rule and splitting (1202), into two cases.
% 57.18/23.18  																														|-Branch one:
% 57.18/23.18  																														| (642) all_0_52_52 = e1
% 57.18/23.18  																														|
% 57.18/23.18  																															| Combining equations (352,642) yields a new equation:
% 57.18/23.18  																															| (616) e2 = e1
% 57.18/23.18  																															|
% 57.18/23.18  																															| Simplifying 616 yields:
% 57.18/23.18  																															| (617) e2 = e1
% 57.18/23.18  																															|
% 57.18/23.18  																															| Equations (617) can reduce 122 to:
% 57.18/23.18  																															| (266) $false
% 57.18/23.18  																															|
% 57.18/23.18  																															|-The branch is then unsatisfiable
% 57.18/23.18  																														|-Branch two:
% 57.18/23.18  																														| (646)  ~ (all_0_52_52 = e1)
% 57.18/23.18  																														| (1208) all_0_53_53 = e1
% 57.18/23.18  																														|
% 57.18/23.18  																															| Equations (1208) can reduce 162 to:
% 57.18/23.18  																															| (132)  ~ (all_0_40_40 = e1)
% 57.18/23.18  																															|
% 57.18/23.18  																															| Equations (1208) can reduce 65 to:
% 57.18/23.18  																															| (1064)  ~ (all_0_49_49 = e1)
% 57.18/23.18  																															|
% 57.18/23.18  																															| Equations (1208) can reduce 10 to:
% 57.18/23.18  																															| (879)  ~ (all_0_58_58 = e1)
% 57.18/23.18  																															|
% 57.18/23.18  																															| Simplifying 879 yields:
% 57.18/23.18  																															| (880)  ~ (all_0_58_58 = e1)
% 57.18/23.18  																															|
% 57.18/23.18  																															| Equations (1208) can reduce 903 to:
% 57.18/23.18  																															| (467)  ~ (e3 = e1)
% 57.18/23.18  																															|
% 57.18/23.18  																															| Simplifying 467 yields:
% 57.18/23.18  																															| (213)  ~ (e3 = e1)
% 57.18/23.18  																															|
% 57.18/23.18  																															| Equations (1208) can reduce 509 to:
% 57.18/23.18  																															| (604)  ~ (e2 = e1)
% 57.18/23.18  																															|
% 57.18/23.18  																															| Simplifying 604 yields:
% 57.18/23.18  																															| (122)  ~ (e2 = e1)
% 57.18/23.18  																															|
% 57.18/23.18  																															+-Applying beta-rule and splitting (135), into two cases.
% 57.18/23.18  																															|-Branch one:
% 57.18/23.18  																															| (545) all_0_46_46 = e1
% 57.18/23.18  																															|
% 57.18/23.18  																																| Combining equations (1557,545) yields a new equation:
% 57.18/23.18  																																| (454) e3 = e1
% 57.18/23.18  																																|
% 57.18/23.18  																																| Simplifying 454 yields:
% 57.18/23.18  																																| (455) e3 = e1
% 57.18/23.18  																																|
% 57.18/23.18  																																| Equations (455) can reduce 213 to:
% 57.18/23.18  																																| (266) $false
% 57.18/23.18  																																|
% 57.18/23.18  																																|-The branch is then unsatisfiable
% 57.18/23.18  																															|-Branch two:
% 57.18/23.18  																															| (549)  ~ (all_0_46_46 = e1)
% 57.18/23.18  																															| (550) all_0_47_47 = e1 | all_0_48_48 = e1 | all_0_49_49 = e1
% 57.18/23.18  																															|
% 57.18/23.18  																																| Equations (1557) can reduce 549 to:
% 57.18/23.18  																																| (213)  ~ (e3 = e1)
% 57.18/23.18  																																|
% 57.18/23.18  																																+-Applying beta-rule and splitting (103), into two cases.
% 57.18/23.18  																																|-Branch one:
% 57.18/23.18  																																| (453) all_0_41_41 = e1
% 57.18/23.18  																																|
% 57.18/23.18  																																	| Equations (453) can reduce 214 to:
% 57.18/23.18  																																	| (4055)  ~ (all_0_42_42 = e1)
% 57.18/23.18  																																	|
% 57.18/23.18  																																	| Simplifying 4055 yields:
% 57.18/23.18  																																	| (1380)  ~ (all_0_42_42 = e1)
% 57.18/23.18  																																	|
% 57.18/23.18  																																	| Equations (453) can reduce 191 to:
% 57.18/23.18  																																	| (2331)  ~ (all_0_55_55 = e1)
% 57.18/23.18  																																	|
% 57.18/23.18  																																	| Simplifying 2331 yields:
% 57.18/23.18  																																	| (632)  ~ (all_0_55_55 = e1)
% 57.18/23.18  																																	|
% 57.18/23.18  																																	| From (453) and (219) follows:
% 57.18/23.18  																																	| (12512) op(e3, e3) = e1
% 57.18/23.18  																																	|
% 57.18/23.18  																																	+-Applying beta-rule and splitting (152), into two cases.
% 57.18/23.18  																																	|-Branch one:
% 57.18/23.18  																																	| (1392) all_0_42_42 = e4
% 57.18/23.18  																																	|
% 57.18/23.18  																																		| Equations (1392) can reduce 1890 to:
% 57.18/23.18  																																		| (266) $false
% 57.18/23.18  																																		|
% 57.18/23.18  																																		|-The branch is then unsatisfiable
% 57.18/23.18  																																	|-Branch two:
% 57.18/23.18  																																	| (1890)  ~ (all_0_42_42 = e4)
% 57.18/23.18  																																	| (1969) all_0_42_42 = e3 | all_0_42_42 = e1 | all_0_42_42 = e0
% 57.18/23.18  																																	|
% 57.18/23.18  																																		+-Applying beta-rule and splitting (1969), into two cases.
% 57.18/23.18  																																		|-Branch one:
% 57.18/23.18  																																		| (559) all_0_42_42 = e0
% 57.18/23.18  																																		|
% 57.18/23.18  																																			| Equations (559) can reduce 145 to:
% 57.18/23.18  																																			| (484)  ~ (all_0_39_39 = e0)
% 57.18/23.19  																																			|
% 57.18/23.19  																																			+-Applying beta-rule and splitting (174), into two cases.
% 57.18/23.19  																																			|-Branch one:
% 57.18/23.19  																																			| (386) all_0_55_55 = e2
% 57.18/23.19  																																			|
% 57.18/23.19  																																				| Equations (386) can reduce 304 to:
% 57.18/23.19  																																				| (266) $false
% 57.18/23.19  																																				|
% 57.18/23.19  																																				|-The branch is then unsatisfiable
% 57.18/23.19  																																			|-Branch two:
% 57.18/23.19  																																			| (304)  ~ (all_0_55_55 = e2)
% 57.18/23.19  																																			| (2051) all_0_55_55 = e4 | all_0_55_55 = e3 | all_0_55_55 = e1 | all_0_55_55 = e0
% 57.18/23.19  																																			|
% 57.18/23.19  																																				+-Applying beta-rule and splitting (2051), into two cases.
% 57.18/23.19  																																				|-Branch one:
% 57.18/23.19  																																				| (587) all_0_55_55 = e4
% 57.18/23.19  																																				|
% 57.18/23.19  																																					| Equations (587) can reduce 763 to:
% 57.18/23.19  																																					| (266) $false
% 57.18/23.19  																																					|
% 57.18/23.19  																																					|-The branch is then unsatisfiable
% 57.18/23.19  																																				|-Branch two:
% 57.18/23.19  																																				| (763)  ~ (all_0_55_55 = e4)
% 57.18/23.19  																																				| (2055) all_0_55_55 = e3 | all_0_55_55 = e1 | all_0_55_55 = e0
% 57.18/23.19  																																				|
% 57.18/23.19  																																					+-Applying beta-rule and splitting (2055), into two cases.
% 57.18/23.19  																																					|-Branch one:
% 57.18/23.19  																																					| (858) all_0_55_55 = e0
% 57.18/23.19  																																					|
% 57.18/23.19  																																						| Equations (858) can reduce 81 to:
% 57.18/23.19  																																						| (363)  ~ (all_0_57_57 = e0)
% 57.18/23.19  																																						|
% 57.18/23.19  																																						| Simplifying 363 yields:
% 57.18/23.19  																																						| (364)  ~ (all_0_57_57 = e0)
% 57.18/23.19  																																						|
% 57.18/23.19  																																						| Equations (858) can reduce 632 to:
% 57.18/23.19  																																						| (435)  ~ (e1 = e0)
% 57.18/23.19  																																						|
% 57.18/23.19  																																						| Simplifying 435 yields:
% 57.18/23.19  																																						| (233)  ~ (e1 = e0)
% 57.18/23.19  																																						|
% 57.18/23.19  																																						+-Applying beta-rule and splitting (163), into two cases.
% 57.18/23.19  																																						|-Branch one:
% 57.18/23.19  																																						| (565) all_0_52_52 = e4
% 57.18/23.19  																																						|
% 57.18/23.19  																																							| Combining equations (352,565) yields a new equation:
% 57.18/23.19  																																							| (323) e4 = e2
% 57.18/23.19  																																							|
% 57.18/23.19  																																							| Equations (323) can reduce 48 to:
% 57.18/23.19  																																							| (266) $false
% 57.18/23.19  																																							|
% 57.18/23.19  																																							|-The branch is then unsatisfiable
% 57.18/23.19  																																						|-Branch two:
% 57.18/23.19  																																						| (780)  ~ (all_0_52_52 = e4)
% 57.18/23.19  																																						| (781) (all_0_41_41 = e0 & all_0_58_58 = e3 &  ~ (all_0_44_44 = e3)) | (all_0_41_41 = e0 & all_0_58_58 = e3 &  ~ (all_0_55_55 = e0)) | (all_0_47_47 = e1 & all_0_52_52 = e2 &  ~ (all_0_48_48 = e2)) | (all_0_47_47 = e1 & all_0_52_52 = e2 &  ~ (all_0_51_51 = e1)) | (all_0_47_47 = e0 & all_0_58_58 = e2 &  ~ (all_0_49_49 = e2)) | (all_0_47_47 = e0 & all_0_58_58 = e2 &  ~ (all_0_56_56 = e0))
% 57.18/23.19  																																						|
% 57.18/23.19  																																							+-Applying beta-rule and splitting (5471), into two cases.
% 57.18/23.19  																																							|-Branch one:
% 57.18/23.19  																																							| (1279) all_0_48_48 = e0
% 57.18/23.19  																																							|
% 57.18/23.19  																																								| Equations (1279) can reduce 114 to:
% 57.18/23.19  																																								| (678)  ~ (all_0_47_47 = e0)
% 57.18/23.19  																																								|
% 57.18/23.19  																																								| Equations (1279) can reduce 239 to:
% 57.18/23.19  																																								| (363)  ~ (all_0_57_57 = e0)
% 57.18/23.19  																																								|
% 57.18/23.19  																																								| Simplifying 363 yields:
% 57.18/23.19  																																								| (364)  ~ (all_0_57_57 = e0)
% 57.18/23.19  																																								|
% 57.18/23.19  																																								| Equations (1279) can reduce 254 to:
% 57.18/23.19  																																								| (401)  ~ (e4 = e0)
% 57.18/23.19  																																								|
% 57.18/23.19  																																								| Simplifying 401 yields:
% 57.18/23.19  																																								| (49)  ~ (e4 = e0)
% 57.18/23.19  																																								|
% 57.18/23.19  																																								+-Applying beta-rule and splitting (781), into two cases.
% 57.18/23.19  																																								|-Branch one:
% 57.18/23.19  																																								| (789) (all_0_41_41 = e0 & all_0_58_58 = e3 &  ~ (all_0_44_44 = e3)) | (all_0_41_41 = e0 & all_0_58_58 = e3 &  ~ (all_0_55_55 = e0)) | (all_0_47_47 = e1 & all_0_52_52 = e2 &  ~ (all_0_48_48 = e2)) | (all_0_47_47 = e1 & all_0_52_52 = e2 &  ~ (all_0_51_51 = e1)) | (all_0_47_47 = e0 & all_0_58_58 = e2 &  ~ (all_0_49_49 = e2))
% 57.18/23.19  																																								|
% 57.18/23.19  																																									+-Applying beta-rule and splitting (789), into two cases.
% 57.18/23.19  																																									|-Branch one:
% 57.18/23.19  																																									| (790) (all_0_41_41 = e0 & all_0_58_58 = e3 &  ~ (all_0_44_44 = e3)) | (all_0_41_41 = e0 & all_0_58_58 = e3 &  ~ (all_0_55_55 = e0)) | (all_0_47_47 = e1 & all_0_52_52 = e2 &  ~ (all_0_48_48 = e2)) | (all_0_47_47 = e1 & all_0_52_52 = e2 &  ~ (all_0_51_51 = e1))
% 57.18/23.19  																																									|
% 57.18/23.19  																																										+-Applying beta-rule and splitting (790), into two cases.
% 57.18/23.19  																																										|-Branch one:
% 57.18/23.19  																																										| (791) (all_0_41_41 = e0 & all_0_58_58 = e3 &  ~ (all_0_44_44 = e3)) | (all_0_41_41 = e0 & all_0_58_58 = e3 &  ~ (all_0_55_55 = e0)) | (all_0_47_47 = e1 & all_0_52_52 = e2 &  ~ (all_0_48_48 = e2))
% 57.18/23.19  																																										|
% 57.18/23.19  																																											+-Applying beta-rule and splitting (791), into two cases.
% 57.18/23.19  																																											|-Branch one:
% 57.18/23.19  																																											| (792) (all_0_41_41 = e0 & all_0_58_58 = e3 &  ~ (all_0_44_44 = e3)) | (all_0_41_41 = e0 & all_0_58_58 = e3 &  ~ (all_0_55_55 = e0))
% 57.18/23.19  																																											|
% 57.18/23.19  																																												+-Applying beta-rule and splitting (792), into two cases.
% 57.18/23.19  																																												|-Branch one:
% 57.18/23.19  																																												| (793) all_0_41_41 = e0 & all_0_58_58 = e3 &  ~ (all_0_44_44 = e3)
% 57.18/23.19  																																												|
% 57.18/23.19  																																													| Applying alpha-rule on (793) yields:
% 57.18/23.19  																																													| (794) all_0_41_41 = e0
% 57.18/23.19  																																													| (795) all_0_58_58 = e3
% 57.18/23.19  																																													| (407)  ~ (all_0_44_44 = e3)
% 57.18/23.19  																																													|
% 57.18/23.19  																																													| Combining equations (794,453) yields a new equation:
% 57.18/23.19  																																													| (431) e1 = e0
% 57.18/23.19  																																													|
% 57.18/23.19  																																													| Equations (431) can reduce 233 to:
% 57.18/23.19  																																													| (266) $false
% 57.18/23.19  																																													|
% 57.18/23.19  																																													|-The branch is then unsatisfiable
% 57.18/23.19  																																												|-Branch two:
% 57.18/23.19  																																												| (800) all_0_41_41 = e0 & all_0_58_58 = e3 &  ~ (all_0_55_55 = e0)
% 57.18/23.19  																																												|
% 57.18/23.19  																																													| Applying alpha-rule on (800) yields:
% 57.18/23.19  																																													| (794) all_0_41_41 = e0
% 57.18/23.19  																																													| (795) all_0_58_58 = e3
% 57.18/23.19  																																													| (803)  ~ (all_0_55_55 = e0)
% 57.18/23.19  																																													|
% 57.18/23.19  																																													| Combining equations (794,453) yields a new equation:
% 57.18/23.19  																																													| (431) e1 = e0
% 57.18/23.19  																																													|
% 57.18/23.19  																																													| Equations (431) can reduce 233 to:
% 57.18/23.19  																																													| (266) $false
% 57.18/23.19  																																													|
% 57.18/23.19  																																													|-The branch is then unsatisfiable
% 57.18/23.19  																																											|-Branch two:
% 57.18/23.19  																																											| (807) all_0_47_47 = e1 & all_0_52_52 = e2 &  ~ (all_0_48_48 = e2)
% 57.18/23.19  																																											|
% 57.18/23.19  																																												| Applying alpha-rule on (807) yields:
% 57.18/23.19  																																												| (654) all_0_47_47 = e1
% 57.18/23.19  																																												| (352) all_0_52_52 = e2
% 57.18/23.19  																																												| (810)  ~ (all_0_48_48 = e2)
% 57.18/23.19  																																												|
% 57.18/23.19  																																												| Equations (654) can reduce 86 to:
% 57.18/23.19  																																												| (1419)  ~ (all_0_49_49 = e1)
% 57.18/23.19  																																												|
% 57.18/23.19  																																												| Simplifying 1419 yields:
% 57.18/23.19  																																												| (1064)  ~ (all_0_49_49 = e1)
% 57.18/23.19  																																												|
% 57.18/23.19  																																												| Equations (654) can reduce 91 to:
% 57.18/23.19  																																												| (465)  ~ (all_0_56_56 = e1)
% 57.18/23.19  																																												|
% 57.18/23.19  																																												| Simplifying 465 yields:
% 57.18/23.19  																																												| (466)  ~ (all_0_56_56 = e1)
% 57.18/23.19  																																												|
% 57.18/23.19  																																												| Equations (654) can reduce 678 to:
% 57.18/23.19  																																												| (233)  ~ (e1 = e0)
% 57.18/23.19  																																												|
% 57.18/23.19  																																												| From (654) and (23) follows:
% 57.18/23.19  																																												| (9478) op(e2, e2) = e1
% 57.18/23.19  																																												|
% 57.18/23.19  																																												+-Applying beta-rule and splitting (216), into two cases.
% 57.18/23.19  																																												|-Branch one:
% 57.18/23.19  																																												| (629) all_0_55_55 = e1
% 57.18/23.19  																																												|
% 57.18/23.19  																																													| Combining equations (629,858) yields a new equation:
% 57.18/23.19  																																													| (546) e1 = e0
% 57.18/23.19  																																													|
% 57.18/23.19  																																													| Simplifying 546 yields:
% 57.18/23.19  																																													| (431) e1 = e0
% 57.18/23.19  																																													|
% 57.18/23.19  																																													| Equations (431) can reduce 233 to:
% 57.18/23.19  																																													| (266) $false
% 57.18/23.19  																																													|
% 57.18/23.19  																																													|-The branch is then unsatisfiable
% 57.18/23.19  																																												|-Branch two:
% 57.18/23.19  																																												| (632)  ~ (all_0_55_55 = e1)
% 57.18/23.19  																																												| (633) all_0_56_56 = e1 | all_0_57_57 = e1 | all_0_58_58 = e1
% 57.18/23.19  																																												|
% 57.18/23.19  																																													+-Applying beta-rule and splitting (54), into two cases.
% 57.18/23.19  																																													|-Branch one:
% 57.18/23.19  																																													| (583) all_0_49_49 = e2
% 57.18/23.19  																																													|
% 57.18/23.19  																																														| Equations (583) can reduce 256 to:
% 57.18/23.19  																																														| (327)  ~ (e4 = e2)
% 57.18/23.19  																																														|
% 57.18/23.19  																																														| Simplifying 327 yields:
% 57.18/23.19  																																														| (48)  ~ (e4 = e2)
% 57.18/23.19  																																														|
% 57.18/23.19  																																														| Equations (583) can reduce 525 to:
% 57.18/23.19  																																														| (626)  ~ (e3 = e2)
% 57.18/23.19  																																														|
% 57.18/23.19  																																														| Simplifying 626 yields:
% 57.18/23.19  																																														| (212)  ~ (e3 = e2)
% 57.18/23.19  																																														|
% 57.18/23.19  																																														| Equations (583) can reduce 1064 to:
% 57.18/23.19  																																														| (122)  ~ (e2 = e1)
% 57.18/23.19  																																														|
% 57.18/23.19  																																														+-Applying beta-rule and splitting (75), into two cases.
% 57.18/23.19  																																														|-Branch one:
% 57.18/23.19  																																														| (485) all_0_40_40 = e0
% 57.18/23.19  																																														|
% 57.18/23.19  																																															| Equations (485) can reduce 2 to:
% 57.18/23.19  																																															| (541)  ~ (e3 = e0)
% 57.18/23.19  																																															|
% 57.18/23.19  																																															| Simplifying 541 yields:
% 57.18/23.19  																																															| (80)  ~ (e3 = e0)
% 57.18/23.19  																																															|
% 57.18/23.19  																																															| Equations (485) can reduce 132 to:
% 57.18/23.19  																																															| (435)  ~ (e1 = e0)
% 57.18/23.19  																																															|
% 57.18/23.19  																																															| Simplifying 435 yields:
% 57.18/23.19  																																															| (233)  ~ (e1 = e0)
% 57.18/23.19  																																															|
% 57.18/23.19  																																															+-Applying beta-rule and splitting (150), into two cases.
% 57.18/23.19  																																															|-Branch one:
% 57.18/23.19  																																															| (1378) all_0_40_40 = e4
% 57.18/23.19  																																															|
% 57.18/23.19  																																																| Combining equations (1378,485) yields a new equation:
% 57.18/23.19  																																																| (481) e4 = e0
% 57.18/23.19  																																																|
% 57.18/23.19  																																																| Simplifying 481 yields:
% 57.18/23.19  																																																| (397) e4 = e0
% 57.18/23.19  																																																|
% 57.18/23.19  																																																| Equations (397) can reduce 49 to:
% 57.18/23.19  																																																| (266) $false
% 57.18/23.19  																																																|
% 57.18/23.19  																																																|-The branch is then unsatisfiable
% 57.18/23.19  																																															|-Branch two:
% 57.18/23.19  																																															| (447)  ~ (all_0_40_40 = e4)
% 57.18/23.19  																																															| (2271) all_0_44_44 = e4 | all_0_49_49 = e4 | all_0_53_53 = e4 | all_0_58_58 = e4
% 57.18/23.19  																																															|
% 57.18/23.19  																																																+-Applying beta-rule and splitting (434), into two cases.
% 57.18/23.19  																																																|-Branch one:
% 57.18/23.19  																																																| (615) all_0_48_48 = e1
% 57.18/23.19  																																																|
% 57.18/23.19  																																																	| Combining equations (1279,615) yields a new equation:
% 57.18/23.19  																																																	| (431) e1 = e0
% 57.18/23.19  																																																	|
% 57.18/23.19  																																																	| Equations (431) can reduce 233 to:
% 57.18/23.19  																																																	| (266) $false
% 57.18/23.19  																																																	|
% 57.18/23.19  																																																	|-The branch is then unsatisfiable
% 57.18/23.19  																																																|-Branch two:
% 57.18/23.19  																																																| (619)  ~ (all_0_48_48 = e1)
% 57.18/23.19  																																																| (620) all_0_52_52 = e1 | all_0_57_57 = e1
% 57.18/23.19  																																																|
% 57.18/23.19  																																																	+-Applying beta-rule and splitting (620), into two cases.
% 57.18/23.19  																																																	|-Branch one:
% 57.18/23.19  																																																	| (642) all_0_52_52 = e1
% 57.18/23.19  																																																	|
% 57.18/23.19  																																																		| Combining equations (352,642) yields a new equation:
% 57.18/23.19  																																																		| (616) e2 = e1
% 57.18/23.19  																																																		|
% 57.18/23.19  																																																		| Simplifying 616 yields:
% 57.18/23.19  																																																		| (617) e2 = e1
% 57.18/23.19  																																																		|
% 57.18/23.19  																																																		| Equations (617) can reduce 122 to:
% 57.18/23.19  																																																		| (266) $false
% 57.18/23.19  																																																		|
% 57.18/23.19  																																																		|-The branch is then unsatisfiable
% 57.18/23.19  																																																	|-Branch two:
% 57.18/23.19  																																																	| (646)  ~ (all_0_52_52 = e1)
% 57.18/23.19  																																																	| (647) all_0_57_57 = e1
% 57.18/23.19  																																																	|
% 57.18/23.19  																																																		| Equations (647) can reduce 839 to:
% 57.18/23.19  																																																		| (602)  ~ (e4 = e1)
% 57.18/23.19  																																																		|
% 57.18/23.19  																																																		| Simplifying 602 yields:
% 57.18/23.19  																																																		| (110)  ~ (e4 = e1)
% 57.18/23.19  																																																		|
% 57.18/23.19  																																																		| Equations (647) can reduce 344 to:
% 57.18/23.19  																																																		| (604)  ~ (e2 = e1)
% 57.18/23.19  																																																		|
% 57.18/23.19  																																																		| Simplifying 604 yields:
% 57.18/23.19  																																																		| (122)  ~ (e2 = e1)
% 57.18/23.19  																																																		|
% 57.18/23.19  																																																		| Equations (647) can reduce 364 to:
% 57.18/23.19  																																																		| (233)  ~ (e1 = e0)
% 57.18/23.19  																																																		|
% 57.18/23.19  																																																		+-Applying beta-rule and splitting (2271), into two cases.
% 57.18/23.19  																																																		|-Branch one:
% 57.18/23.19  																																																		| (446) all_0_44_44 = e4
% 57.18/23.19  																																																		|
% 57.18/23.19  																																																			| Combining equations (532,446) yields a new equation:
% 57.18/23.19  																																																			| (425) e4 = e3
% 57.18/23.19  																																																			|
% 57.18/23.19  																																																			| Equations (425) can reduce 188 to:
% 57.18/23.19  																																																			| (266) $false
% 57.18/23.19  																																																			|
% 57.18/23.19  																																																			|-The branch is then unsatisfiable
% 57.18/23.19  																																																		|-Branch two:
% 57.18/23.19  																																																		| (1390)  ~ (all_0_44_44 = e4)
% 57.18/23.19  																																																		| (7998) all_0_49_49 = e4 | all_0_53_53 = e4 | all_0_58_58 = e4
% 57.18/23.19  																																																		|
% 57.18/23.19  																																																			+-Applying beta-rule and splitting (7998), into two cases.
% 57.18/23.19  																																																			|-Branch one:
% 57.18/23.19  																																																			| (974) all_0_49_49 = e4
% 57.18/23.19  																																																			|
% 57.18/23.19  																																																				| Combining equations (583,974) yields a new equation:
% 57.18/23.19  																																																				| (323) e4 = e2
% 57.18/23.19  																																																				|
% 57.18/23.19  																																																				| Equations (323) can reduce 48 to:
% 57.18/23.19  																																																				| (266) $false
% 57.18/23.19  																																																				|
% 57.18/23.19  																																																				|-The branch is then unsatisfiable
% 57.18/23.19  																																																			|-Branch two:
% 57.18/23.19  																																																			| (256)  ~ (all_0_49_49 = e4)
% 57.18/23.19  																																																			| (8013) all_0_53_53 = e4 | all_0_58_58 = e4
% 57.18/23.19  																																																			|
% 57.18/23.19  																																																				+-Applying beta-rule and splitting (8013), into two cases.
% 57.18/23.19  																																																				|-Branch one:
% 57.18/23.19  																																																				| (1298) all_0_53_53 = e4
% 57.18/23.19  																																																				|
% 57.18/23.19  																																																					| Combining equations (1208,1298) yields a new equation:
% 57.18/23.19  																																																					| (630) e4 = e1
% 57.18/23.19  																																																					|
% 57.18/23.19  																																																					| Equations (630) can reduce 110 to:
% 57.18/23.19  																																																					| (266) $false
% 57.18/23.19  																																																					|
% 57.18/23.19  																																																					|-The branch is then unsatisfiable
% 57.18/23.19  																																																				|-Branch two:
% 57.18/23.19  																																																				| (1453)  ~ (all_0_53_53 = e4)
% 57.18/23.19  																																																				| (910) all_0_58_58 = e4
% 57.18/23.19  																																																				|
% 57.18/23.19  																																																					| From (910) and (245) follows:
% 57.18/23.19  																																																					| (2661) op(e0, e0) = e4
% 57.18/23.19  																																																					|
% 57.18/23.19  																																																					+-Applying beta-rule and splitting (133), into two cases.
% 57.18/23.19  																																																					|-Branch one:
% 57.18/23.19  																																																					| (833) all_0_56_56 = e2
% 57.18/23.19  																																																					|
% 57.18/23.19  																																																						| From (833) and (111) follows:
% 57.18/23.19  																																																						| (1508) op(e0, e2) = e2
% 57.18/23.19  																																																						|
% 57.18/23.19  																																																						+-Applying beta-rule and splitting (56), into two cases.
% 57.18/23.19  																																																						|-Branch one:
% 57.18/23.19  																																																						| (696) unit = e2
% 57.18/23.19  																																																						|
% 57.18/23.19  																																																							| From (696) and (32) follows:
% 57.18/23.19  																																																							| (698) op(e2, e2) = e2
% 57.18/23.19  																																																							|
% 57.18/23.19  																																																							| From (696) and (42) follows:
% 57.18/23.19  																																																							| (1613) op(e0, e2) = e0
% 57.18/23.19  																																																							|
% 57.18/23.19  																																																							| Instantiating formula (29) with e2, e2, e2, e1 and discharging atoms op(e2, e2) = e2, op(e2, e2) = e1, yields:
% 57.18/23.19  																																																							| (617) e2 = e1
% 57.18/23.19  																																																							|
% 57.18/23.19  																																																							| Instantiating formula (29) with e0, e2, e0, e2 and discharging atoms op(e0, e2) = e2, op(e0, e2) = e0, yields:
% 57.18/23.19  																																																							| (330) e2 = e0
% 57.18/23.19  																																																							|
% 57.18/23.19  																																																							| Combining equations (330,617) yields a new equation:
% 57.18/23.19  																																																							| (431) e1 = e0
% 57.18/23.19  																																																							|
% 57.18/23.19  																																																							| Equations (431) can reduce 233 to:
% 57.18/23.19  																																																							| (266) $false
% 57.18/23.19  																																																							|
% 57.18/23.19  																																																							|-The branch is then unsatisfiable
% 57.18/23.19  																																																						|-Branch two:
% 57.18/23.19  																																																						| (707)  ~ (unit = e2)
% 57.18/23.19  																																																						| (708) unit = e4 | unit = e3 | unit = e1 | unit = e0
% 57.18/23.19  																																																						|
% 57.18/23.19  																																																							+-Applying beta-rule and splitting (708), into two cases.
% 57.18/23.19  																																																							|-Branch one:
% 57.18/23.19  																																																							| (709) unit = e4
% 57.18/23.19  																																																							|
% 57.18/23.19  																																																								| From (709) and (227) follows:
% 57.18/23.19  																																																								| (710) op(e4, e4) = e4
% 57.18/23.19  																																																								|
% 57.18/23.19  																																																								| From (709) and (40) follows:
% 57.18/23.19  																																																								| (711) op(e3, e4) = e3
% 57.18/23.19  																																																								|
% 57.18/23.19  																																																								| From (709) and (32) follows:
% 57.18/23.19  																																																								| (712) op(e2, e4) = e2
% 57.18/23.19  																																																								|
% 57.18/23.19  																																																								| From (709) and (42) follows:
% 57.18/23.19  																																																								| (713) op(e0, e4) = e0
% 57.18/23.19  																																																								|
% 57.18/23.19  																																																								| Instantiating formula (29) with e4, e4, e4, e1 and discharging atoms op(e4, e4) = e4, op(e4, e4) = e1, yields:
% 57.18/23.19  																																																								| (630) e4 = e1
% 57.18/23.19  																																																								|
% 57.18/23.19  																																																								| Instantiating formula (29) with e3, e4, e3, e2 and discharging atoms op(e3, e4) = e3, op(e3, e4) = e2, yields:
% 57.18/23.19  																																																								| (662) e3 = e2
% 57.18/23.19  																																																								|
% 57.18/23.19  																																																								| Instantiating formula (29) with e2, e4, e2, e4 and discharging atoms op(e2, e4) = e4, op(e2, e4) = e2, yields:
% 57.18/23.19  																																																								| (323) e4 = e2
% 57.18/23.19  																																																								|
% 57.18/23.19  																																																								| Instantiating formula (29) with e0, e4, e0, e3 and discharging atoms op(e0, e4) = e3, op(e0, e4) = e0, yields:
% 57.18/23.19  																																																								| (676) e3 = e0
% 57.18/23.19  																																																								|
% 57.18/23.19  																																																								| Combining equations (323,630) yields a new equation:
% 57.18/23.19  																																																								| (616) e2 = e1
% 57.18/23.19  																																																								|
% 57.18/23.19  																																																								| Simplifying 616 yields:
% 57.18/23.19  																																																								| (617) e2 = e1
% 57.18/23.19  																																																								|
% 57.18/23.19  																																																								| Combining equations (662,676) yields a new equation:
% 57.18/23.19  																																																								| (391) e2 = e0
% 57.18/23.19  																																																								|
% 57.18/23.19  																																																								| Simplifying 391 yields:
% 57.18/23.19  																																																								| (330) e2 = e0
% 57.18/23.19  																																																								|
% 57.18/23.19  																																																								| Combining equations (330,617) yields a new equation:
% 57.18/23.19  																																																								| (431) e1 = e0
% 57.18/23.19  																																																								|
% 57.18/23.19  																																																								| Equations (431) can reduce 233 to:
% 57.18/23.19  																																																								| (266) $false
% 57.18/23.19  																																																								|
% 57.18/23.19  																																																								|-The branch is then unsatisfiable
% 57.18/23.19  																																																							|-Branch two:
% 57.18/23.19  																																																							| (724)  ~ (unit = e4)
% 57.18/23.19  																																																							| (725) unit = e3 | unit = e1 | unit = e0
% 57.18/23.19  																																																							|
% 57.18/23.19  																																																								+-Applying beta-rule and splitting (725), into two cases.
% 57.18/23.19  																																																								|-Branch one:
% 57.18/23.19  																																																								| (726) unit = e0
% 57.18/23.19  																																																								|
% 57.18/23.19  																																																									| From (726) and (244) follows:
% 57.18/23.19  																																																									| (2207) op(e0, e4) = e4
% 57.18/23.19  																																																									|
% 57.18/23.19  																																																									| From (726) and (42) follows:
% 57.18/23.19  																																																									| (728) op(e0, e0) = e0
% 57.18/23.19  																																																									|
% 57.18/23.19  																																																									| Instantiating formula (29) with e0, e4, e4, e3 and discharging atoms op(e0, e4) = e4, op(e0, e4) = e3, yields:
% 57.18/23.19  																																																									| (425) e4 = e3
% 57.18/23.19  																																																									|
% 57.18/23.19  																																																									| Instantiating formula (29) with e0, e0, e0, e4 and discharging atoms op(e0, e0) = e4, op(e0, e0) = e0, yields:
% 57.18/23.19  																																																									| (397) e4 = e0
% 57.18/23.19  																																																									|
% 57.18/23.19  																																																									| Combining equations (397,425) yields a new equation:
% 57.18/23.19  																																																									| (676) e3 = e0
% 57.18/23.19  																																																									|
% 57.18/23.19  																																																									| Equations (676) can reduce 80 to:
% 57.18/23.19  																																																									| (266) $false
% 57.18/23.19  																																																									|
% 57.18/23.19  																																																									|-The branch is then unsatisfiable
% 57.18/23.19  																																																								|-Branch two:
% 57.18/23.19  																																																								| (734)  ~ (unit = e0)
% 57.18/23.19  																																																								| (735) unit = e3 | unit = e1
% 57.18/23.19  																																																								|
% 57.18/23.19  																																																									+-Applying beta-rule and splitting (735), into two cases.
% 57.18/23.19  																																																									|-Branch one:
% 57.18/23.19  																																																									| (736) unit = e1
% 57.18/23.19  																																																									|
% 57.18/23.19  																																																										| Equations (736) can reduce 734 to:
% 57.18/23.19  																																																										| (233)  ~ (e1 = e0)
% 57.18/23.19  																																																										|
% 57.18/23.19  																																																										| From (736) and (244) follows:
% 57.18/23.19  																																																										| (738) op(e1, e4) = e4
% 57.18/23.19  																																																										|
% 57.18/23.19  																																																										| From (736) and (24) follows:
% 57.18/23.19  																																																										| (1934) op(e1, e3) = e3
% 57.18/23.19  																																																										|
% 57.18/23.19  																																																										| From (736) and (15) follows:
% 57.18/23.19  																																																										| (515) op(e1, e2) = e2
% 57.18/23.19  																																																										|
% 57.18/23.19  																																																										| From (736) and (28) follows:
% 57.18/23.19  																																																										| (740) op(e1, e1) = e1
% 57.18/23.19  																																																										|
% 57.18/23.19  																																																										| Instantiating formula (29) with e1, e4, e4, e0 and discharging atoms op(e1, e4) = e4, op(e1, e4) = e0, yields:
% 57.18/23.19  																																																										| (397) e4 = e0
% 57.18/23.19  																																																										|
% 57.18/23.19  																																																										| Instantiating formula (29) with e1, e3, e3, e4 and discharging atoms op(e1, e3) = e4, op(e1, e3) = e3, yields:
% 57.18/23.19  																																																										| (425) e4 = e3
% 57.18/23.19  																																																										|
% 57.18/23.19  																																																										| Instantiating formula (29) with e1, e2, e2, e3 and discharging atoms op(e1, e2) = e3, op(e1, e2) = e2, yields:
% 57.18/23.19  																																																										| (662) e3 = e2
% 57.18/23.19  																																																										|
% 57.18/23.19  																																																										| Instantiating formula (29) with e1, e1, e1, e2 and discharging atoms op(e1, e1) = e2, op(e1, e1) = e1, yields:
% 57.18/23.19  																																																										| (617) e2 = e1
% 57.18/23.19  																																																										|
% 57.18/23.19  																																																										| Combining equations (397,425) yields a new equation:
% 57.18/23.19  																																																										| (676) e3 = e0
% 57.18/23.19  																																																										|
% 57.18/23.19  																																																										| Combining equations (676,662) yields a new equation:
% 57.18/23.19  																																																										| (330) e2 = e0
% 57.18/23.19  																																																										|
% 57.18/23.19  																																																										| Combining equations (617,330) yields a new equation:
% 57.18/23.19  																																																										| (546) e1 = e0
% 57.18/23.19  																																																										|
% 57.18/23.19  																																																										| Simplifying 546 yields:
% 57.18/23.19  																																																										| (431) e1 = e0
% 57.18/23.19  																																																										|
% 57.18/23.19  																																																										| Equations (431) can reduce 233 to:
% 57.18/23.19  																																																										| (266) $false
% 57.18/23.19  																																																										|
% 57.18/23.19  																																																										|-The branch is then unsatisfiable
% 57.18/23.19  																																																									|-Branch two:
% 57.18/23.19  																																																									| (748)  ~ (unit = e1)
% 57.18/23.19  																																																									| (749) unit = e3
% 57.18/23.19  																																																									|
% 57.18/23.19  																																																										| From (749) and (209) follows:
% 57.18/23.19  																																																										| (1667) op(e3, e0) = e0
% 57.18/23.19  																																																										|
% 57.18/23.19  																																																										| From (749) and (40) follows:
% 57.18/23.19  																																																										| (3715) op(e3, e3) = e3
% 57.18/23.19  																																																										|
% 57.18/23.19  																																																										| From (749) and (32) follows:
% 57.18/23.19  																																																										| (5793) op(e2, e3) = e2
% 57.18/23.19  																																																										|
% 57.18/23.19  																																																										| Instantiating formula (29) with e3, e3, e3, e1 and discharging atoms op(e3, e3) = e3, op(e3, e3) = e1, yields:
% 57.18/23.20  																																																										| (455) e3 = e1
% 57.18/23.20  																																																										|
% 57.18/23.20  																																																										| Instantiating formula (29) with e3, e0, e0, e3 and discharging atoms op(e3, e0) = e3, op(e3, e0) = e0, yields:
% 57.18/23.20  																																																										| (676) e3 = e0
% 57.18/23.20  																																																										|
% 57.18/23.20  																																																										| Instantiating formula (29) with e2, e3, e2, e3 and discharging atoms op(e2, e3) = e3, op(e2, e3) = e2, yields:
% 57.18/23.20  																																																										| (662) e3 = e2
% 57.18/23.20  																																																										|
% 57.18/23.20  																																																										| Combining equations (676,662) yields a new equation:
% 57.18/23.20  																																																										| (330) e2 = e0
% 57.18/23.20  																																																										|
% 57.18/23.20  																																																										| Combining equations (455,662) yields a new equation:
% 57.18/23.20  																																																										| (617) e2 = e1
% 57.18/23.20  																																																										|
% 57.18/23.20  																																																										| Combining equations (617,330) yields a new equation:
% 57.18/23.20  																																																										| (546) e1 = e0
% 57.18/23.20  																																																										|
% 57.18/23.20  																																																										| Simplifying 546 yields:
% 57.18/23.20  																																																										| (431) e1 = e0
% 57.18/23.20  																																																										|
% 57.18/23.20  																																																										| Equations (431) can reduce 233 to:
% 57.18/23.20  																																																										| (266) $false
% 57.18/23.20  																																																										|
% 57.18/23.20  																																																										|-The branch is then unsatisfiable
% 57.18/23.20  																																																					|-Branch two:
% 57.18/23.20  																																																					| (511)  ~ (all_0_56_56 = e2)
% 57.18/23.20  																																																					| (836) all_0_56_56 = e4 | all_0_56_56 = e3 | all_0_56_56 = e1 | all_0_56_56 = e0
% 57.18/23.20  																																																					|
% 57.18/23.20  																																																						+-Applying beta-rule and splitting (385), into two cases.
% 57.18/23.20  																																																						|-Branch one:
% 57.18/23.20  																																																						| (1105) all_0_47_47 = e2
% 57.18/23.20  																																																						|
% 57.18/23.20  																																																							| Combining equations (1105,654) yields a new equation:
% 57.18/23.20  																																																							| (616) e2 = e1
% 57.18/23.20  																																																							|
% 57.18/23.20  																																																							| Simplifying 616 yields:
% 57.18/23.20  																																																							| (617) e2 = e1
% 57.18/23.20  																																																							|
% 57.18/23.20  																																																							| Equations (617) can reduce 122 to:
% 57.18/23.20  																																																							| (266) $false
% 57.18/23.20  																																																							|
% 57.18/23.20  																																																							|-The branch is then unsatisfiable
% 57.18/23.20  																																																						|-Branch two:
% 57.18/23.20  																																																						| (338)  ~ (all_0_47_47 = e2)
% 57.18/23.20  																																																						| (1108) all_0_51_51 = e2 | all_0_56_56 = e2
% 57.18/23.20  																																																						|
% 57.18/23.20  																																																							+-Applying beta-rule and splitting (1108), into two cases.
% 57.18/23.20  																																																							|-Branch one:
% 57.18/23.20  																																																							| (504) all_0_51_51 = e2
% 57.18/23.20  																																																							|
% 57.18/23.20  																																																								| Combining equations (660,504) yields a new equation:
% 57.18/23.20  																																																								| (661) e3 = e2
% 57.18/23.20  																																																								|
% 57.18/23.20  																																																								| Simplifying 661 yields:
% 57.18/23.20  																																																								| (662) e3 = e2
% 57.18/23.20  																																																								|
% 57.18/23.20  																																																								| Equations (662) can reduce 212 to:
% 57.18/23.20  																																																								| (266) $false
% 57.18/23.20  																																																								|
% 57.18/23.20  																																																								|-The branch is then unsatisfiable
% 57.18/23.20  																																																							|-Branch two:
% 57.18/23.20  																																																							| (1099)  ~ (all_0_51_51 = e2)
% 57.18/23.20  																																																							| (833) all_0_56_56 = e2
% 57.18/23.20  																																																							|
% 57.18/23.20  																																																								| Equations (833) can reduce 511 to:
% 57.18/23.20  																																																								| (266) $false
% 57.18/23.20  																																																								|
% 57.18/23.20  																																																								|-The branch is then unsatisfiable
% 57.18/23.20  																																														|-Branch two:
% 57.18/23.20  																																														| (1401)  ~ (all_0_40_40 = e0)
% 57.18/23.20  																																														| (1748) all_0_44_44 = e0 | all_0_49_49 = e0 | all_0_58_58 = e0
% 57.18/23.20  																																														|
% 57.18/23.20  																																															+-Applying beta-rule and splitting (320), into two cases.
% 57.18/23.20  																																															|-Branch one:
% 57.18/23.20  																																															| (471) all_0_39_39 = e4
% 57.18/23.20  																																															|
% 57.18/23.20  																																																| Equations (471) can reduce 176 to:
% 57.18/23.20  																																																| (7398)  ~ (all_0_40_40 = e4)
% 57.18/23.20  																																																|
% 57.18/23.20  																																																| Simplifying 7398 yields:
% 57.18/23.20  																																																| (447)  ~ (all_0_40_40 = e4)
% 57.18/23.20  																																																|
% 57.18/23.20  																																																+-Applying beta-rule and splitting (150), into two cases.
% 57.18/23.20  																																																|-Branch one:
% 57.18/23.20  																																																| (1378) all_0_40_40 = e4
% 57.18/23.20  																																																|
% 57.18/23.20  																																																	| Equations (1378) can reduce 447 to:
% 57.18/23.20  																																																	| (266) $false
% 57.18/23.20  																																																	|
% 57.18/23.20  																																																	|-The branch is then unsatisfiable
% 57.18/23.20  																																																|-Branch two:
% 57.18/23.20  																																																| (447)  ~ (all_0_40_40 = e4)
% 57.18/23.20  																																																| (2271) all_0_44_44 = e4 | all_0_49_49 = e4 | all_0_53_53 = e4 | all_0_58_58 = e4
% 57.18/23.20  																																																|
% 57.18/23.20  																																																	+-Applying beta-rule and splitting (316), into two cases.
% 57.18/23.20  																																																	|-Branch one:
% 57.18/23.20  																																																	| (1378) all_0_40_40 = e4
% 57.18/23.20  																																																	|
% 57.18/23.20  																																																		| Equations (1378) can reduce 447 to:
% 57.18/23.20  																																																		| (266) $false
% 57.18/23.20  																																																		|
% 57.18/23.20  																																																		|-The branch is then unsatisfiable
% 57.18/23.20  																																																	|-Branch two:
% 57.18/23.20  																																																	| (447)  ~ (all_0_40_40 = e4)
% 57.18/23.20  																																																	| (485) all_0_40_40 = e0
% 57.18/23.20  																																																	|
% 57.18/23.20  																																																		| Equations (485) can reduce 1401 to:
% 57.18/23.20  																																																		| (266) $false
% 57.18/23.20  																																																		|
% 57.18/23.20  																																																		|-The branch is then unsatisfiable
% 57.18/23.20  																																															|-Branch two:
% 57.18/23.20  																																															| (1377)  ~ (all_0_39_39 = e4)
% 57.18/23.20  																																															| (480) all_0_39_39 = e0
% 57.18/23.20  																																															|
% 57.18/23.20  																																																| Equations (480) can reduce 484 to:
% 57.18/23.20  																																																| (266) $false
% 57.18/23.20  																																																|
% 57.18/23.20  																																																|-The branch is then unsatisfiable
% 57.18/23.20  																																													|-Branch two:
% 57.18/23.20  																																													| (340)  ~ (all_0_49_49 = e2)
% 57.18/23.20  																																													| (586) all_0_49_49 = e4 | all_0_49_49 = e3 | all_0_49_49 = e1 | all_0_49_49 = e0
% 57.18/23.20  																																													|
% 57.18/23.20  																																														+-Applying beta-rule and splitting (75), into two cases.
% 57.18/23.20  																																														|-Branch one:
% 57.18/23.20  																																														| (485) all_0_40_40 = e0
% 57.18/23.20  																																														|
% 57.18/23.20  																																															| Equations (485) can reduce 296 to:
% 57.18/23.20  																																															| (365)  ~ (e2 = e0)
% 57.18/23.20  																																															|
% 57.18/23.20  																																															| Simplifying 365 yields:
% 57.18/23.20  																																															| (128)  ~ (e2 = e0)
% 57.18/23.20  																																															|
% 57.18/23.20  																																															+-Applying beta-rule and splitting (633), into two cases.
% 57.18/23.20  																																															|-Branch one:
% 57.18/23.20  																																															| (1569) all_0_56_56 = e1
% 57.18/23.20  																																															|
% 57.18/23.20  																																																| Equations (1569) can reduce 466 to:
% 57.18/23.20  																																																| (266) $false
% 57.18/23.20  																																																|
% 57.18/23.20  																																																|-The branch is then unsatisfiable
% 57.18/23.20  																																															|-Branch two:
% 57.18/23.20  																																															| (466)  ~ (all_0_56_56 = e1)
% 57.18/23.20  																																															| (1574) all_0_57_57 = e1 | all_0_58_58 = e1
% 57.18/23.20  																																															|
% 57.18/23.20  																																																+-Applying beta-rule and splitting (1574), into two cases.
% 57.18/23.20  																																																|-Branch one:
% 57.18/23.20  																																																| (647) all_0_57_57 = e1
% 57.18/23.20  																																																|
% 57.18/23.20  																																																	| Equations (647) can reduce 344 to:
% 57.18/23.20  																																																	| (604)  ~ (e2 = e1)
% 57.18/23.20  																																																	|
% 57.18/23.20  																																																	| Simplifying 604 yields:
% 57.18/23.20  																																																	| (122)  ~ (e2 = e1)
% 57.18/23.20  																																																	|
% 57.18/23.20  																																																	+-Applying beta-rule and splitting (10171), into two cases.
% 57.18/23.20  																																																	|-Branch one:
% 57.18/23.20  																																																	| (1105) all_0_47_47 = e2
% 57.18/23.20  																																																	|
% 57.18/23.20  																																																		| Combining equations (654,1105) yields a new equation:
% 57.18/23.20  																																																		| (617) e2 = e1
% 57.18/23.20  																																																		|
% 57.18/23.20  																																																		| Equations (617) can reduce 122 to:
% 57.18/23.20  																																																		| (266) $false
% 57.18/23.20  																																																		|
% 57.18/23.20  																																																		|-The branch is then unsatisfiable
% 57.18/23.20  																																																	|-Branch two:
% 57.18/23.20  																																																	| (338)  ~ (all_0_47_47 = e2)
% 57.18/23.20  																																																	| (10761) all_0_48_48 = e2 | all_0_49_49 = e2
% 57.18/23.20  																																																	|
% 57.18/23.20  																																																		+-Applying beta-rule and splitting (10761), into two cases.
% 57.18/23.20  																																																		|-Branch one:
% 57.18/23.20  																																																		| (335) all_0_48_48 = e2
% 57.18/23.20  																																																		|
% 57.18/23.20  																																																			| Combining equations (1279,335) yields a new equation:
% 57.18/23.20  																																																			| (330) e2 = e0
% 57.18/23.20  																																																			|
% 57.18/23.20  																																																			| Equations (330) can reduce 128 to:
% 57.18/23.20  																																																			| (266) $false
% 57.18/23.20  																																																			|
% 57.18/23.20  																																																			|-The branch is then unsatisfiable
% 57.18/23.20  																																																		|-Branch two:
% 57.18/23.20  																																																		| (810)  ~ (all_0_48_48 = e2)
% 57.18/23.20  																																																		| (583) all_0_49_49 = e2
% 57.18/23.20  																																																		|
% 57.18/23.20  																																																			| Equations (583) can reduce 340 to:
% 57.18/23.20  																																																			| (266) $false
% 57.18/23.20  																																																			|
% 57.18/23.20  																																																			|-The branch is then unsatisfiable
% 57.18/23.20  																																																|-Branch two:
% 57.18/23.20  																																																| (1670)  ~ (all_0_57_57 = e1)
% 57.18/23.20  																																																| (918) all_0_58_58 = e1
% 57.18/23.20  																																																|
% 57.18/23.20  																																																	| Equations (918) can reduce 880 to:
% 57.18/23.20  																																																	| (266) $false
% 57.18/23.20  																																																	|
% 57.18/23.20  																																																	|-The branch is then unsatisfiable
% 57.18/23.20  																																														|-Branch two:
% 57.18/23.20  																																														| (1401)  ~ (all_0_40_40 = e0)
% 57.18/23.20  																																														| (1748) all_0_44_44 = e0 | all_0_49_49 = e0 | all_0_58_58 = e0
% 57.18/23.20  																																														|
% 57.18/23.20  																																															+-Applying beta-rule and splitting (320), into two cases.
% 57.18/23.20  																																															|-Branch one:
% 57.18/23.20  																																															| (471) all_0_39_39 = e4
% 57.18/23.20  																																															|
% 57.18/23.20  																																																| Equations (471) can reduce 176 to:
% 57.18/23.20  																																																| (7398)  ~ (all_0_40_40 = e4)
% 57.18/23.20  																																																|
% 57.18/23.20  																																																| Simplifying 7398 yields:
% 57.18/23.20  																																																| (447)  ~ (all_0_40_40 = e4)
% 57.18/23.20  																																																|
% 57.18/23.20  																																																+-Applying beta-rule and splitting (150), into two cases.
% 57.18/23.20  																																																|-Branch one:
% 57.18/23.20  																																																| (1378) all_0_40_40 = e4
% 57.18/23.20  																																																|
% 57.18/23.20  																																																	| Equations (1378) can reduce 447 to:
% 57.18/23.20  																																																	| (266) $false
% 57.18/23.20  																																																	|
% 57.18/23.20  																																																	|-The branch is then unsatisfiable
% 57.18/23.20  																																																|-Branch two:
% 57.18/23.20  																																																| (447)  ~ (all_0_40_40 = e4)
% 57.18/23.20  																																																| (2271) all_0_44_44 = e4 | all_0_49_49 = e4 | all_0_53_53 = e4 | all_0_58_58 = e4
% 57.18/23.20  																																																|
% 57.18/23.20  																																																	+-Applying beta-rule and splitting (316), into two cases.
% 57.18/23.20  																																																	|-Branch one:
% 57.18/23.20  																																																	| (1378) all_0_40_40 = e4
% 57.18/23.20  																																																	|
% 57.18/23.20  																																																		| Equations (1378) can reduce 447 to:
% 57.18/23.20  																																																		| (266) $false
% 57.18/23.20  																																																		|
% 57.18/23.20  																																																		|-The branch is then unsatisfiable
% 57.18/23.20  																																																	|-Branch two:
% 57.18/23.20  																																																	| (447)  ~ (all_0_40_40 = e4)
% 57.18/23.20  																																																	| (485) all_0_40_40 = e0
% 57.18/23.20  																																																	|
% 57.18/23.20  																																																		| Equations (485) can reduce 1401 to:
% 57.18/23.20  																																																		| (266) $false
% 57.18/23.20  																																																		|
% 57.18/23.20  																																																		|-The branch is then unsatisfiable
% 57.18/23.20  																																															|-Branch two:
% 57.18/23.20  																																															| (1377)  ~ (all_0_39_39 = e4)
% 57.18/23.20  																																															| (480) all_0_39_39 = e0
% 57.18/23.20  																																															|
% 57.18/23.20  																																																| Equations (480) can reduce 484 to:
% 57.18/23.20  																																																| (266) $false
% 57.18/23.20  																																																|
% 57.18/23.20  																																																|-The branch is then unsatisfiable
% 57.18/23.20  																																										|-Branch two:
% 57.18/23.20  																																										| (813) all_0_47_47 = e1 & all_0_52_52 = e2 &  ~ (all_0_51_51 = e1)
% 57.18/23.20  																																										|
% 57.18/23.20  																																											| Applying alpha-rule on (813) yields:
% 57.18/23.20  																																											| (654) all_0_47_47 = e1
% 57.18/23.20  																																											| (352) all_0_52_52 = e2
% 57.18/23.20  																																											| (464)  ~ (all_0_51_51 = e1)
% 57.18/23.20  																																											|
% 57.18/23.20  																																											| Equations (654) can reduce 86 to:
% 57.18/23.20  																																											| (1419)  ~ (all_0_49_49 = e1)
% 57.18/23.20  																																											|
% 57.18/23.20  																																											| Simplifying 1419 yields:
% 57.18/23.20  																																											| (1064)  ~ (all_0_49_49 = e1)
% 57.18/23.20  																																											|
% 57.18/23.20  																																											| Equations (654) can reduce 91 to:
% 57.18/23.20  																																											| (465)  ~ (all_0_56_56 = e1)
% 57.18/23.20  																																											|
% 57.18/23.20  																																											| Simplifying 465 yields:
% 57.18/23.20  																																											| (466)  ~ (all_0_56_56 = e1)
% 57.18/23.20  																																											|
% 57.18/23.20  																																											| Equations (654) can reduce 678 to:
% 57.18/23.20  																																											| (233)  ~ (e1 = e0)
% 57.18/23.20  																																											|
% 57.18/23.20  																																											| From (654) and (23) follows:
% 57.18/23.20  																																											| (9478) op(e2, e2) = e1
% 57.18/23.20  																																											|
% 57.18/23.20  																																											+-Applying beta-rule and splitting (216), into two cases.
% 57.18/23.20  																																											|-Branch one:
% 57.18/23.20  																																											| (629) all_0_55_55 = e1
% 57.18/23.20  																																											|
% 57.18/23.20  																																												| Combining equations (629,858) yields a new equation:
% 57.18/23.20  																																												| (546) e1 = e0
% 57.18/23.20  																																												|
% 57.18/23.20  																																												| Simplifying 546 yields:
% 57.18/23.20  																																												| (431) e1 = e0
% 57.18/23.20  																																												|
% 57.18/23.20  																																												| Equations (431) can reduce 233 to:
% 57.18/23.20  																																												| (266) $false
% 57.18/23.20  																																												|
% 57.18/23.20  																																												|-The branch is then unsatisfiable
% 57.18/23.20  																																											|-Branch two:
% 57.18/23.20  																																											| (632)  ~ (all_0_55_55 = e1)
% 57.18/23.20  																																											| (633) all_0_56_56 = e1 | all_0_57_57 = e1 | all_0_58_58 = e1
% 57.18/23.20  																																											|
% 57.18/23.20  																																												+-Applying beta-rule and splitting (54), into two cases.
% 57.18/23.20  																																												|-Branch one:
% 57.18/23.20  																																												| (583) all_0_49_49 = e2
% 57.18/23.20  																																												|
% 57.18/23.20  																																													| Equations (583) can reduce 256 to:
% 57.18/23.20  																																													| (327)  ~ (e4 = e2)
% 57.18/23.20  																																													|
% 57.18/23.20  																																													| Simplifying 327 yields:
% 57.18/23.20  																																													| (48)  ~ (e4 = e2)
% 57.18/23.20  																																													|
% 57.18/23.20  																																													| Equations (583) can reduce 525 to:
% 57.18/23.20  																																													| (626)  ~ (e3 = e2)
% 57.18/23.20  																																													|
% 57.18/23.20  																																													| Simplifying 626 yields:
% 57.18/23.20  																																													| (212)  ~ (e3 = e2)
% 57.18/23.20  																																													|
% 57.18/23.20  																																													| Equations (583) can reduce 1064 to:
% 57.18/23.20  																																													| (122)  ~ (e2 = e1)
% 57.18/23.20  																																													|
% 57.18/23.20  																																													+-Applying beta-rule and splitting (75), into two cases.
% 57.18/23.20  																																													|-Branch one:
% 57.18/23.20  																																													| (485) all_0_40_40 = e0
% 57.18/23.20  																																													|
% 57.18/23.20  																																														| Equations (485) can reduce 2 to:
% 57.18/23.20  																																														| (541)  ~ (e3 = e0)
% 57.18/23.20  																																														|
% 57.18/23.20  																																														| Simplifying 541 yields:
% 57.18/23.20  																																														| (80)  ~ (e3 = e0)
% 57.18/23.20  																																														|
% 57.18/23.20  																																														| Equations (485) can reduce 132 to:
% 57.18/23.20  																																														| (435)  ~ (e1 = e0)
% 57.18/23.20  																																														|
% 57.18/23.20  																																														| Simplifying 435 yields:
% 57.18/23.20  																																														| (233)  ~ (e1 = e0)
% 57.18/23.20  																																														|
% 57.18/23.20  																																														+-Applying beta-rule and splitting (150), into two cases.
% 57.18/23.20  																																														|-Branch one:
% 57.18/23.20  																																														| (1378) all_0_40_40 = e4
% 57.18/23.20  																																														|
% 57.18/23.20  																																															| Combining equations (1378,485) yields a new equation:
% 57.18/23.20  																																															| (481) e4 = e0
% 57.18/23.20  																																															|
% 57.18/23.20  																																															| Simplifying 481 yields:
% 57.18/23.20  																																															| (397) e4 = e0
% 57.18/23.20  																																															|
% 57.18/23.20  																																															| Equations (397) can reduce 49 to:
% 57.18/23.20  																																															| (266) $false
% 57.18/23.20  																																															|
% 57.18/23.20  																																															|-The branch is then unsatisfiable
% 57.18/23.20  																																														|-Branch two:
% 57.18/23.20  																																														| (447)  ~ (all_0_40_40 = e4)
% 57.18/23.20  																																														| (2271) all_0_44_44 = e4 | all_0_49_49 = e4 | all_0_53_53 = e4 | all_0_58_58 = e4
% 57.18/23.20  																																														|
% 57.18/23.20  																																															+-Applying beta-rule and splitting (434), into two cases.
% 57.18/23.20  																																															|-Branch one:
% 57.18/23.20  																																															| (615) all_0_48_48 = e1
% 57.18/23.20  																																															|
% 57.18/23.20  																																																| Combining equations (1279,615) yields a new equation:
% 57.18/23.20  																																																| (431) e1 = e0
% 57.18/23.20  																																																|
% 57.18/23.20  																																																| Equations (431) can reduce 233 to:
% 57.18/23.20  																																																| (266) $false
% 57.18/23.20  																																																|
% 57.18/23.20  																																																|-The branch is then unsatisfiable
% 57.18/23.20  																																															|-Branch two:
% 57.18/23.20  																																															| (619)  ~ (all_0_48_48 = e1)
% 57.18/23.20  																																															| (620) all_0_52_52 = e1 | all_0_57_57 = e1
% 57.18/23.20  																																															|
% 57.18/23.20  																																																+-Applying beta-rule and splitting (620), into two cases.
% 57.18/23.20  																																																|-Branch one:
% 57.18/23.20  																																																| (642) all_0_52_52 = e1
% 57.18/23.20  																																																|
% 57.18/23.20  																																																	| Combining equations (352,642) yields a new equation:
% 57.18/23.20  																																																	| (616) e2 = e1
% 57.18/23.20  																																																	|
% 57.18/23.20  																																																	| Simplifying 616 yields:
% 57.18/23.20  																																																	| (617) e2 = e1
% 57.18/23.20  																																																	|
% 57.18/23.20  																																																	| Equations (617) can reduce 122 to:
% 57.18/23.20  																																																	| (266) $false
% 57.18/23.20  																																																	|
% 57.18/23.20  																																																	|-The branch is then unsatisfiable
% 57.18/23.20  																																																|-Branch two:
% 57.18/23.20  																																																| (646)  ~ (all_0_52_52 = e1)
% 57.18/23.20  																																																| (647) all_0_57_57 = e1
% 57.18/23.20  																																																|
% 57.18/23.20  																																																	| Equations (647) can reduce 839 to:
% 57.18/23.20  																																																	| (602)  ~ (e4 = e1)
% 57.18/23.20  																																																	|
% 57.18/23.20  																																																	| Simplifying 602 yields:
% 57.18/23.20  																																																	| (110)  ~ (e4 = e1)
% 57.18/23.20  																																																	|
% 57.18/23.20  																																																	| Equations (647) can reduce 344 to:
% 57.18/23.20  																																																	| (604)  ~ (e2 = e1)
% 57.18/23.20  																																																	|
% 57.18/23.20  																																																	| Simplifying 604 yields:
% 57.18/23.20  																																																	| (122)  ~ (e2 = e1)
% 57.18/23.20  																																																	|
% 57.18/23.20  																																																	| Equations (647) can reduce 364 to:
% 57.18/23.20  																																																	| (233)  ~ (e1 = e0)
% 57.18/23.20  																																																	|
% 57.18/23.20  																																																	+-Applying beta-rule and splitting (2271), into two cases.
% 57.18/23.20  																																																	|-Branch one:
% 57.18/23.20  																																																	| (446) all_0_44_44 = e4
% 57.18/23.20  																																																	|
% 57.18/23.20  																																																		| Combining equations (532,446) yields a new equation:
% 57.18/23.20  																																																		| (425) e4 = e3
% 57.18/23.20  																																																		|
% 57.18/23.20  																																																		| Equations (425) can reduce 188 to:
% 57.18/23.20  																																																		| (266) $false
% 57.18/23.20  																																																		|
% 57.18/23.20  																																																		|-The branch is then unsatisfiable
% 57.18/23.20  																																																	|-Branch two:
% 57.18/23.20  																																																	| (1390)  ~ (all_0_44_44 = e4)
% 57.18/23.20  																																																	| (7998) all_0_49_49 = e4 | all_0_53_53 = e4 | all_0_58_58 = e4
% 57.18/23.20  																																																	|
% 57.18/23.20  																																																		+-Applying beta-rule and splitting (7998), into two cases.
% 57.18/23.20  																																																		|-Branch one:
% 57.18/23.20  																																																		| (974) all_0_49_49 = e4
% 57.18/23.20  																																																		|
% 57.18/23.20  																																																			| Combining equations (583,974) yields a new equation:
% 57.18/23.20  																																																			| (323) e4 = e2
% 57.18/23.20  																																																			|
% 57.18/23.20  																																																			| Equations (323) can reduce 48 to:
% 57.18/23.20  																																																			| (266) $false
% 57.18/23.20  																																																			|
% 57.18/23.20  																																																			|-The branch is then unsatisfiable
% 57.18/23.20  																																																		|-Branch two:
% 57.18/23.20  																																																		| (256)  ~ (all_0_49_49 = e4)
% 57.18/23.20  																																																		| (8013) all_0_53_53 = e4 | all_0_58_58 = e4
% 57.18/23.21  																																																		|
% 57.18/23.21  																																																			+-Applying beta-rule and splitting (8013), into two cases.
% 57.18/23.21  																																																			|-Branch one:
% 57.18/23.21  																																																			| (1298) all_0_53_53 = e4
% 57.18/23.21  																																																			|
% 57.18/23.21  																																																				| Combining equations (1208,1298) yields a new equation:
% 57.18/23.21  																																																				| (630) e4 = e1
% 57.18/23.21  																																																				|
% 57.18/23.21  																																																				| Equations (630) can reduce 110 to:
% 57.18/23.21  																																																				| (266) $false
% 57.18/23.21  																																																				|
% 57.18/23.21  																																																				|-The branch is then unsatisfiable
% 57.18/23.21  																																																			|-Branch two:
% 57.18/23.21  																																																			| (1453)  ~ (all_0_53_53 = e4)
% 57.18/23.21  																																																			| (910) all_0_58_58 = e4
% 57.18/23.21  																																																			|
% 57.18/23.21  																																																				| From (910) and (245) follows:
% 57.18/23.21  																																																				| (2661) op(e0, e0) = e4
% 57.18/23.21  																																																				|
% 57.18/23.21  																																																				+-Applying beta-rule and splitting (133), into two cases.
% 57.18/23.21  																																																				|-Branch one:
% 57.18/23.21  																																																				| (833) all_0_56_56 = e2
% 57.18/23.21  																																																				|
% 57.18/23.21  																																																					| From (833) and (111) follows:
% 57.18/23.21  																																																					| (1508) op(e0, e2) = e2
% 57.18/23.21  																																																					|
% 57.18/23.21  																																																					+-Applying beta-rule and splitting (56), into two cases.
% 57.18/23.21  																																																					|-Branch one:
% 57.18/23.21  																																																					| (696) unit = e2
% 57.18/23.21  																																																					|
% 57.18/23.21  																																																						| From (696) and (32) follows:
% 57.18/23.21  																																																						| (698) op(e2, e2) = e2
% 57.18/23.21  																																																						|
% 57.18/23.21  																																																						| From (696) and (42) follows:
% 57.18/23.21  																																																						| (1613) op(e0, e2) = e0
% 57.18/23.21  																																																						|
% 57.18/23.21  																																																						| Instantiating formula (29) with e2, e2, e2, e1 and discharging atoms op(e2, e2) = e2, op(e2, e2) = e1, yields:
% 57.18/23.21  																																																						| (617) e2 = e1
% 57.18/23.21  																																																						|
% 57.18/23.21  																																																						| Instantiating formula (29) with e0, e2, e0, e2 and discharging atoms op(e0, e2) = e2, op(e0, e2) = e0, yields:
% 57.18/23.21  																																																						| (330) e2 = e0
% 57.18/23.21  																																																						|
% 57.18/23.21  																																																						| Combining equations (330,617) yields a new equation:
% 57.18/23.21  																																																						| (431) e1 = e0
% 57.18/23.21  																																																						|
% 57.18/23.21  																																																						| Equations (431) can reduce 233 to:
% 57.18/23.21  																																																						| (266) $false
% 57.18/23.21  																																																						|
% 57.18/23.21  																																																						|-The branch is then unsatisfiable
% 57.18/23.21  																																																					|-Branch two:
% 57.18/23.21  																																																					| (707)  ~ (unit = e2)
% 57.18/23.21  																																																					| (708) unit = e4 | unit = e3 | unit = e1 | unit = e0
% 57.18/23.21  																																																					|
% 57.18/23.21  																																																						+-Applying beta-rule and splitting (708), into two cases.
% 57.18/23.21  																																																						|-Branch one:
% 57.18/23.21  																																																						| (709) unit = e4
% 57.18/23.21  																																																						|
% 57.18/23.21  																																																							| From (709) and (227) follows:
% 57.18/23.21  																																																							| (710) op(e4, e4) = e4
% 57.18/23.21  																																																							|
% 57.18/23.21  																																																							| From (709) and (40) follows:
% 57.18/23.21  																																																							| (711) op(e3, e4) = e3
% 57.18/23.21  																																																							|
% 57.18/23.21  																																																							| From (709) and (32) follows:
% 57.18/23.21  																																																							| (712) op(e2, e4) = e2
% 57.18/23.21  																																																							|
% 57.18/23.21  																																																							| From (709) and (42) follows:
% 57.18/23.21  																																																							| (713) op(e0, e4) = e0
% 57.18/23.21  																																																							|
% 57.18/23.21  																																																							| Instantiating formula (29) with e4, e4, e4, e1 and discharging atoms op(e4, e4) = e4, op(e4, e4) = e1, yields:
% 57.18/23.21  																																																							| (630) e4 = e1
% 57.18/23.21  																																																							|
% 57.18/23.21  																																																							| Instantiating formula (29) with e3, e4, e3, e2 and discharging atoms op(e3, e4) = e3, op(e3, e4) = e2, yields:
% 57.18/23.21  																																																							| (662) e3 = e2
% 57.18/23.21  																																																							|
% 57.18/23.21  																																																							| Instantiating formula (29) with e2, e4, e2, e4 and discharging atoms op(e2, e4) = e4, op(e2, e4) = e2, yields:
% 57.18/23.21  																																																							| (323) e4 = e2
% 57.18/23.21  																																																							|
% 57.18/23.21  																																																							| Instantiating formula (29) with e0, e4, e0, e3 and discharging atoms op(e0, e4) = e3, op(e0, e4) = e0, yields:
% 57.18/23.21  																																																							| (676) e3 = e0
% 57.18/23.21  																																																							|
% 57.18/23.21  																																																							| Combining equations (323,630) yields a new equation:
% 57.18/23.21  																																																							| (616) e2 = e1
% 57.18/23.21  																																																							|
% 57.18/23.21  																																																							| Simplifying 616 yields:
% 57.18/23.21  																																																							| (617) e2 = e1
% 57.18/23.21  																																																							|
% 57.18/23.21  																																																							| Combining equations (662,676) yields a new equation:
% 57.18/23.21  																																																							| (391) e2 = e0
% 57.18/23.21  																																																							|
% 57.18/23.21  																																																							| Simplifying 391 yields:
% 57.18/23.21  																																																							| (330) e2 = e0
% 57.18/23.21  																																																							|
% 57.18/23.21  																																																							| Combining equations (330,617) yields a new equation:
% 57.18/23.21  																																																							| (431) e1 = e0
% 57.18/23.21  																																																							|
% 57.18/23.21  																																																							| Equations (431) can reduce 233 to:
% 57.18/23.21  																																																							| (266) $false
% 57.18/23.21  																																																							|
% 57.18/23.21  																																																							|-The branch is then unsatisfiable
% 57.18/23.21  																																																						|-Branch two:
% 57.18/23.21  																																																						| (724)  ~ (unit = e4)
% 57.18/23.21  																																																						| (725) unit = e3 | unit = e1 | unit = e0
% 57.18/23.21  																																																						|
% 57.18/23.21  																																																							+-Applying beta-rule and splitting (725), into two cases.
% 57.18/23.21  																																																							|-Branch one:
% 57.18/23.21  																																																							| (726) unit = e0
% 57.18/23.21  																																																							|
% 57.18/23.21  																																																								| From (726) and (244) follows:
% 57.18/23.21  																																																								| (2207) op(e0, e4) = e4
% 57.18/23.21  																																																								|
% 57.18/23.21  																																																								| From (726) and (42) follows:
% 57.18/23.21  																																																								| (728) op(e0, e0) = e0
% 57.18/23.21  																																																								|
% 57.18/23.21  																																																								| Instantiating formula (29) with e0, e4, e4, e3 and discharging atoms op(e0, e4) = e4, op(e0, e4) = e3, yields:
% 57.18/23.21  																																																								| (425) e4 = e3
% 57.18/23.21  																																																								|
% 57.18/23.21  																																																								| Instantiating formula (29) with e0, e0, e0, e4 and discharging atoms op(e0, e0) = e4, op(e0, e0) = e0, yields:
% 57.18/23.21  																																																								| (397) e4 = e0
% 57.18/23.21  																																																								|
% 57.18/23.21  																																																								| Combining equations (397,425) yields a new equation:
% 57.18/23.21  																																																								| (676) e3 = e0
% 57.18/23.21  																																																								|
% 57.18/23.21  																																																								| Equations (676) can reduce 80 to:
% 57.18/23.21  																																																								| (266) $false
% 57.18/23.21  																																																								|
% 57.18/23.21  																																																								|-The branch is then unsatisfiable
% 57.18/23.21  																																																							|-Branch two:
% 57.18/23.21  																																																							| (734)  ~ (unit = e0)
% 57.18/23.21  																																																							| (735) unit = e3 | unit = e1
% 57.18/23.21  																																																							|
% 57.18/23.21  																																																								+-Applying beta-rule and splitting (735), into two cases.
% 57.18/23.21  																																																								|-Branch one:
% 57.18/23.21  																																																								| (736) unit = e1
% 57.18/23.21  																																																								|
% 57.18/23.21  																																																									| Equations (736) can reduce 734 to:
% 57.18/23.21  																																																									| (233)  ~ (e1 = e0)
% 57.18/23.21  																																																									|
% 57.18/23.21  																																																									| From (736) and (244) follows:
% 57.18/23.21  																																																									| (738) op(e1, e4) = e4
% 57.18/23.21  																																																									|
% 57.18/23.21  																																																									| From (736) and (24) follows:
% 57.18/23.21  																																																									| (1934) op(e1, e3) = e3
% 57.18/23.21  																																																									|
% 57.18/23.21  																																																									| From (736) and (15) follows:
% 57.18/23.21  																																																									| (515) op(e1, e2) = e2
% 57.18/23.21  																																																									|
% 57.18/23.21  																																																									| From (736) and (28) follows:
% 57.18/23.21  																																																									| (740) op(e1, e1) = e1
% 57.18/23.21  																																																									|
% 57.18/23.21  																																																									| Instantiating formula (29) with e1, e4, e4, e0 and discharging atoms op(e1, e4) = e4, op(e1, e4) = e0, yields:
% 57.18/23.21  																																																									| (397) e4 = e0
% 57.18/23.21  																																																									|
% 57.18/23.21  																																																									| Instantiating formula (29) with e1, e3, e3, e4 and discharging atoms op(e1, e3) = e4, op(e1, e3) = e3, yields:
% 57.18/23.21  																																																									| (425) e4 = e3
% 57.18/23.21  																																																									|
% 57.18/23.21  																																																									| Instantiating formula (29) with e1, e2, e2, e3 and discharging atoms op(e1, e2) = e3, op(e1, e2) = e2, yields:
% 57.18/23.21  																																																									| (662) e3 = e2
% 57.18/23.21  																																																									|
% 57.18/23.21  																																																									| Instantiating formula (29) with e1, e1, e1, e2 and discharging atoms op(e1, e1) = e2, op(e1, e1) = e1, yields:
% 57.18/23.21  																																																									| (617) e2 = e1
% 57.18/23.21  																																																									|
% 57.18/23.21  																																																									| Combining equations (397,425) yields a new equation:
% 57.18/23.21  																																																									| (676) e3 = e0
% 57.18/23.21  																																																									|
% 57.18/23.21  																																																									| Combining equations (676,662) yields a new equation:
% 57.18/23.21  																																																									| (330) e2 = e0
% 57.18/23.21  																																																									|
% 57.18/23.21  																																																									| Combining equations (617,330) yields a new equation:
% 57.18/23.21  																																																									| (546) e1 = e0
% 57.18/23.21  																																																									|
% 57.18/23.21  																																																									| Simplifying 546 yields:
% 57.18/23.21  																																																									| (431) e1 = e0
% 57.18/23.21  																																																									|
% 57.18/23.21  																																																									| Equations (431) can reduce 233 to:
% 57.18/23.21  																																																									| (266) $false
% 57.18/23.21  																																																									|
% 57.18/23.21  																																																									|-The branch is then unsatisfiable
% 57.18/23.21  																																																								|-Branch two:
% 57.18/23.21  																																																								| (748)  ~ (unit = e1)
% 57.18/23.21  																																																								| (749) unit = e3
% 57.18/23.21  																																																								|
% 57.18/23.21  																																																									| From (749) and (209) follows:
% 57.18/23.21  																																																									| (1667) op(e3, e0) = e0
% 57.18/23.21  																																																									|
% 57.18/23.21  																																																									| From (749) and (40) follows:
% 57.18/23.21  																																																									| (3715) op(e3, e3) = e3
% 57.18/23.21  																																																									|
% 57.18/23.21  																																																									| From (749) and (32) follows:
% 57.18/23.21  																																																									| (5793) op(e2, e3) = e2
% 57.18/23.21  																																																									|
% 57.18/23.21  																																																									| Instantiating formula (29) with e3, e3, e3, e1 and discharging atoms op(e3, e3) = e3, op(e3, e3) = e1, yields:
% 57.18/23.21  																																																									| (455) e3 = e1
% 57.18/23.21  																																																									|
% 57.18/23.21  																																																									| Instantiating formula (29) with e3, e0, e0, e3 and discharging atoms op(e3, e0) = e3, op(e3, e0) = e0, yields:
% 57.18/23.21  																																																									| (676) e3 = e0
% 57.18/23.21  																																																									|
% 57.18/23.21  																																																									| Instantiating formula (29) with e2, e3, e2, e3 and discharging atoms op(e2, e3) = e3, op(e2, e3) = e2, yields:
% 57.18/23.21  																																																									| (662) e3 = e2
% 57.18/23.21  																																																									|
% 57.18/23.21  																																																									| Combining equations (676,662) yields a new equation:
% 57.18/23.21  																																																									| (330) e2 = e0
% 57.18/23.21  																																																									|
% 57.18/23.21  																																																									| Combining equations (455,662) yields a new equation:
% 57.18/23.21  																																																									| (617) e2 = e1
% 57.18/23.21  																																																									|
% 57.18/23.21  																																																									| Combining equations (617,330) yields a new equation:
% 57.18/23.21  																																																									| (546) e1 = e0
% 57.18/23.21  																																																									|
% 57.18/23.21  																																																									| Simplifying 546 yields:
% 57.18/23.21  																																																									| (431) e1 = e0
% 57.18/23.21  																																																									|
% 57.18/23.21  																																																									| Equations (431) can reduce 233 to:
% 57.18/23.21  																																																									| (266) $false
% 57.18/23.21  																																																									|
% 57.18/23.21  																																																									|-The branch is then unsatisfiable
% 57.18/23.21  																																																				|-Branch two:
% 57.18/23.21  																																																				| (511)  ~ (all_0_56_56 = e2)
% 57.18/23.21  																																																				| (836) all_0_56_56 = e4 | all_0_56_56 = e3 | all_0_56_56 = e1 | all_0_56_56 = e0
% 57.18/23.21  																																																				|
% 57.18/23.21  																																																					+-Applying beta-rule and splitting (385), into two cases.
% 57.18/23.21  																																																					|-Branch one:
% 57.18/23.21  																																																					| (1105) all_0_47_47 = e2
% 57.18/23.21  																																																					|
% 57.18/23.21  																																																						| Combining equations (1105,654) yields a new equation:
% 57.18/23.21  																																																						| (616) e2 = e1
% 57.18/23.21  																																																						|
% 57.18/23.21  																																																						| Simplifying 616 yields:
% 57.18/23.21  																																																						| (617) e2 = e1
% 57.18/23.21  																																																						|
% 57.18/23.21  																																																						| Equations (617) can reduce 122 to:
% 57.18/23.21  																																																						| (266) $false
% 57.18/23.21  																																																						|
% 57.18/23.21  																																																						|-The branch is then unsatisfiable
% 57.18/23.21  																																																					|-Branch two:
% 57.18/23.21  																																																					| (338)  ~ (all_0_47_47 = e2)
% 57.18/23.21  																																																					| (1108) all_0_51_51 = e2 | all_0_56_56 = e2
% 57.18/23.21  																																																					|
% 57.18/23.21  																																																						+-Applying beta-rule and splitting (1108), into two cases.
% 57.18/23.21  																																																						|-Branch one:
% 57.18/23.21  																																																						| (504) all_0_51_51 = e2
% 57.18/23.21  																																																						|
% 57.18/23.21  																																																							| Combining equations (660,504) yields a new equation:
% 57.18/23.21  																																																							| (661) e3 = e2
% 57.18/23.21  																																																							|
% 57.18/23.21  																																																							| Simplifying 661 yields:
% 57.18/23.21  																																																							| (662) e3 = e2
% 57.18/23.21  																																																							|
% 57.18/23.21  																																																							| Equations (662) can reduce 212 to:
% 57.18/23.21  																																																							| (266) $false
% 57.18/23.21  																																																							|
% 57.18/23.21  																																																							|-The branch is then unsatisfiable
% 57.18/23.21  																																																						|-Branch two:
% 57.18/23.21  																																																						| (1099)  ~ (all_0_51_51 = e2)
% 57.18/23.21  																																																						| (833) all_0_56_56 = e2
% 57.18/23.21  																																																						|
% 57.18/23.21  																																																							| Equations (833) can reduce 511 to:
% 57.18/23.21  																																																							| (266) $false
% 57.18/23.21  																																																							|
% 57.18/23.21  																																																							|-The branch is then unsatisfiable
% 57.18/23.21  																																													|-Branch two:
% 57.18/23.21  																																													| (1401)  ~ (all_0_40_40 = e0)
% 57.18/23.21  																																													| (1748) all_0_44_44 = e0 | all_0_49_49 = e0 | all_0_58_58 = e0
% 57.18/23.21  																																													|
% 57.18/23.21  																																														+-Applying beta-rule and splitting (320), into two cases.
% 57.18/23.21  																																														|-Branch one:
% 57.18/23.21  																																														| (471) all_0_39_39 = e4
% 57.18/23.21  																																														|
% 57.18/23.21  																																															| Equations (471) can reduce 176 to:
% 57.18/23.21  																																															| (7398)  ~ (all_0_40_40 = e4)
% 57.18/23.21  																																															|
% 57.18/23.21  																																															| Simplifying 7398 yields:
% 57.18/23.21  																																															| (447)  ~ (all_0_40_40 = e4)
% 57.18/23.21  																																															|
% 57.18/23.21  																																															+-Applying beta-rule and splitting (150), into two cases.
% 57.18/23.21  																																															|-Branch one:
% 57.18/23.21  																																															| (1378) all_0_40_40 = e4
% 57.18/23.21  																																															|
% 57.18/23.21  																																																| Equations (1378) can reduce 447 to:
% 57.18/23.21  																																																| (266) $false
% 57.18/23.21  																																																|
% 57.18/23.21  																																																|-The branch is then unsatisfiable
% 57.18/23.21  																																															|-Branch two:
% 57.18/23.21  																																															| (447)  ~ (all_0_40_40 = e4)
% 57.18/23.21  																																															| (2271) all_0_44_44 = e4 | all_0_49_49 = e4 | all_0_53_53 = e4 | all_0_58_58 = e4
% 57.18/23.21  																																															|
% 57.18/23.21  																																																+-Applying beta-rule and splitting (316), into two cases.
% 57.18/23.21  																																																|-Branch one:
% 57.18/23.21  																																																| (1378) all_0_40_40 = e4
% 57.18/23.21  																																																|
% 57.18/23.21  																																																	| Equations (1378) can reduce 447 to:
% 57.18/23.21  																																																	| (266) $false
% 57.18/23.21  																																																	|
% 57.18/23.21  																																																	|-The branch is then unsatisfiable
% 57.18/23.21  																																																|-Branch two:
% 57.18/23.21  																																																| (447)  ~ (all_0_40_40 = e4)
% 57.18/23.21  																																																| (485) all_0_40_40 = e0
% 57.18/23.21  																																																|
% 57.18/23.21  																																																	| Equations (485) can reduce 1401 to:
% 57.18/23.21  																																																	| (266) $false
% 57.18/23.21  																																																	|
% 57.18/23.21  																																																	|-The branch is then unsatisfiable
% 57.18/23.21  																																														|-Branch two:
% 57.18/23.21  																																														| (1377)  ~ (all_0_39_39 = e4)
% 57.18/23.21  																																														| (480) all_0_39_39 = e0
% 57.18/23.21  																																														|
% 57.18/23.21  																																															| Equations (480) can reduce 484 to:
% 57.18/23.21  																																															| (266) $false
% 57.18/23.21  																																															|
% 57.18/23.21  																																															|-The branch is then unsatisfiable
% 57.18/23.21  																																												|-Branch two:
% 57.18/23.21  																																												| (340)  ~ (all_0_49_49 = e2)
% 57.18/23.21  																																												| (586) all_0_49_49 = e4 | all_0_49_49 = e3 | all_0_49_49 = e1 | all_0_49_49 = e0
% 57.18/23.21  																																												|
% 57.18/23.21  																																													+-Applying beta-rule and splitting (75), into two cases.
% 57.18/23.21  																																													|-Branch one:
% 57.18/23.21  																																													| (485) all_0_40_40 = e0
% 57.18/23.21  																																													|
% 57.18/23.21  																																														| Equations (485) can reduce 296 to:
% 57.18/23.21  																																														| (365)  ~ (e2 = e0)
% 57.18/23.21  																																														|
% 57.18/23.21  																																														| Simplifying 365 yields:
% 57.18/23.21  																																														| (128)  ~ (e2 = e0)
% 57.18/23.21  																																														|
% 57.18/23.21  																																														+-Applying beta-rule and splitting (633), into two cases.
% 57.18/23.21  																																														|-Branch one:
% 57.18/23.21  																																														| (1569) all_0_56_56 = e1
% 57.18/23.21  																																														|
% 57.18/23.21  																																															| Equations (1569) can reduce 466 to:
% 57.18/23.21  																																															| (266) $false
% 57.18/23.21  																																															|
% 57.18/23.21  																																															|-The branch is then unsatisfiable
% 57.18/23.21  																																														|-Branch two:
% 57.18/23.21  																																														| (466)  ~ (all_0_56_56 = e1)
% 57.18/23.21  																																														| (1574) all_0_57_57 = e1 | all_0_58_58 = e1
% 57.18/23.21  																																														|
% 57.18/23.21  																																															+-Applying beta-rule and splitting (1574), into two cases.
% 57.18/23.21  																																															|-Branch one:
% 57.18/23.21  																																															| (647) all_0_57_57 = e1
% 57.18/23.21  																																															|
% 57.18/23.21  																																																| Equations (647) can reduce 344 to:
% 57.18/23.21  																																																| (604)  ~ (e2 = e1)
% 57.18/23.21  																																																|
% 57.18/23.21  																																																| Simplifying 604 yields:
% 57.18/23.21  																																																| (122)  ~ (e2 = e1)
% 57.18/23.21  																																																|
% 57.18/23.21  																																																+-Applying beta-rule and splitting (10171), into two cases.
% 57.18/23.21  																																																|-Branch one:
% 57.18/23.21  																																																| (1105) all_0_47_47 = e2
% 57.18/23.21  																																																|
% 57.18/23.21  																																																	| Combining equations (654,1105) yields a new equation:
% 57.18/23.21  																																																	| (617) e2 = e1
% 57.18/23.21  																																																	|
% 57.18/23.21  																																																	| Equations (617) can reduce 122 to:
% 57.18/23.21  																																																	| (266) $false
% 57.18/23.21  																																																	|
% 57.18/23.21  																																																	|-The branch is then unsatisfiable
% 57.18/23.21  																																																|-Branch two:
% 57.18/23.21  																																																| (338)  ~ (all_0_47_47 = e2)
% 57.18/23.21  																																																| (10761) all_0_48_48 = e2 | all_0_49_49 = e2
% 57.18/23.21  																																																|
% 57.18/23.21  																																																	+-Applying beta-rule and splitting (10761), into two cases.
% 57.18/23.21  																																																	|-Branch one:
% 57.18/23.21  																																																	| (335) all_0_48_48 = e2
% 57.18/23.21  																																																	|
% 57.18/23.21  																																																		| Combining equations (1279,335) yields a new equation:
% 57.18/23.21  																																																		| (330) e2 = e0
% 57.18/23.21  																																																		|
% 57.18/23.21  																																																		| Equations (330) can reduce 128 to:
% 57.18/23.21  																																																		| (266) $false
% 57.18/23.21  																																																		|
% 57.18/23.21  																																																		|-The branch is then unsatisfiable
% 57.18/23.21  																																																	|-Branch two:
% 57.18/23.21  																																																	| (810)  ~ (all_0_48_48 = e2)
% 57.18/23.21  																																																	| (583) all_0_49_49 = e2
% 57.18/23.21  																																																	|
% 57.18/23.21  																																																		| Equations (583) can reduce 340 to:
% 57.18/23.21  																																																		| (266) $false
% 57.18/23.21  																																																		|
% 57.18/23.21  																																																		|-The branch is then unsatisfiable
% 57.18/23.21  																																															|-Branch two:
% 57.18/23.21  																																															| (1670)  ~ (all_0_57_57 = e1)
% 57.18/23.21  																																															| (918) all_0_58_58 = e1
% 57.18/23.21  																																															|
% 57.18/23.21  																																																| Equations (918) can reduce 880 to:
% 57.18/23.21  																																																| (266) $false
% 57.18/23.21  																																																|
% 57.18/23.21  																																																|-The branch is then unsatisfiable
% 57.18/23.21  																																													|-Branch two:
% 57.18/23.21  																																													| (1401)  ~ (all_0_40_40 = e0)
% 57.18/23.21  																																													| (1748) all_0_44_44 = e0 | all_0_49_49 = e0 | all_0_58_58 = e0
% 57.18/23.21  																																													|
% 57.18/23.21  																																														+-Applying beta-rule and splitting (320), into two cases.
% 57.18/23.21  																																														|-Branch one:
% 57.18/23.21  																																														| (471) all_0_39_39 = e4
% 57.18/23.21  																																														|
% 57.18/23.21  																																															| Equations (471) can reduce 176 to:
% 57.18/23.22  																																															| (7398)  ~ (all_0_40_40 = e4)
% 57.18/23.22  																																															|
% 57.18/23.22  																																															| Simplifying 7398 yields:
% 57.18/23.22  																																															| (447)  ~ (all_0_40_40 = e4)
% 57.18/23.22  																																															|
% 57.18/23.22  																																															+-Applying beta-rule and splitting (150), into two cases.
% 57.18/23.22  																																															|-Branch one:
% 57.18/23.22  																																															| (1378) all_0_40_40 = e4
% 57.18/23.22  																																															|
% 57.18/23.22  																																																| Equations (1378) can reduce 447 to:
% 57.18/23.22  																																																| (266) $false
% 57.18/23.22  																																																|
% 57.18/23.22  																																																|-The branch is then unsatisfiable
% 57.18/23.22  																																															|-Branch two:
% 57.18/23.22  																																															| (447)  ~ (all_0_40_40 = e4)
% 57.18/23.22  																																															| (2271) all_0_44_44 = e4 | all_0_49_49 = e4 | all_0_53_53 = e4 | all_0_58_58 = e4
% 57.18/23.22  																																															|
% 57.18/23.22  																																																+-Applying beta-rule and splitting (316), into two cases.
% 57.18/23.22  																																																|-Branch one:
% 57.18/23.22  																																																| (1378) all_0_40_40 = e4
% 57.18/23.22  																																																|
% 57.18/23.22  																																																	| Equations (1378) can reduce 447 to:
% 57.18/23.22  																																																	| (266) $false
% 57.18/23.22  																																																	|
% 57.18/23.22  																																																	|-The branch is then unsatisfiable
% 57.18/23.22  																																																|-Branch two:
% 57.18/23.22  																																																| (447)  ~ (all_0_40_40 = e4)
% 57.18/23.22  																																																| (485) all_0_40_40 = e0
% 57.18/23.22  																																																|
% 57.18/23.22  																																																	| Equations (485) can reduce 1401 to:
% 57.18/23.22  																																																	| (266) $false
% 57.18/23.22  																																																	|
% 57.18/23.22  																																																	|-The branch is then unsatisfiable
% 57.18/23.22  																																														|-Branch two:
% 57.18/23.22  																																														| (1377)  ~ (all_0_39_39 = e4)
% 57.18/23.22  																																														| (480) all_0_39_39 = e0
% 57.18/23.22  																																														|
% 57.18/23.22  																																															| Equations (480) can reduce 484 to:
% 57.18/23.22  																																															| (266) $false
% 57.18/23.22  																																															|
% 57.18/23.22  																																															|-The branch is then unsatisfiable
% 57.18/23.22  																																									|-Branch two:
% 57.18/23.22  																																									| (819) all_0_47_47 = e0 & all_0_58_58 = e2 &  ~ (all_0_49_49 = e2)
% 57.18/23.22  																																									|
% 57.18/23.22  																																										| Applying alpha-rule on (819) yields:
% 57.18/23.22  																																										| (674) all_0_47_47 = e0
% 57.18/23.22  																																										| (624) all_0_58_58 = e2
% 57.18/23.22  																																										| (340)  ~ (all_0_49_49 = e2)
% 57.18/23.22  																																										|
% 57.18/23.22  																																										| Equations (674) can reduce 678 to:
% 57.18/23.22  																																										| (266) $false
% 57.18/23.22  																																										|
% 57.18/23.22  																																										|-The branch is then unsatisfiable
% 57.18/23.22  																																								|-Branch two:
% 57.18/23.22  																																								| (825) all_0_47_47 = e0 & all_0_58_58 = e2 &  ~ (all_0_56_56 = e0)
% 57.18/23.22  																																								|
% 57.18/23.22  																																									| Applying alpha-rule on (825) yields:
% 57.18/23.22  																																									| (674) all_0_47_47 = e0
% 57.18/23.22  																																									| (624) all_0_58_58 = e2
% 57.18/23.22  																																									| (828)  ~ (all_0_56_56 = e0)
% 57.18/23.22  																																									|
% 57.18/23.22  																																									| Equations (674) can reduce 678 to:
% 57.18/23.22  																																									| (266) $false
% 57.18/23.22  																																									|
% 57.18/23.22  																																									|-The branch is then unsatisfiable
% 57.18/23.22  																																							|-Branch two:
% 57.18/23.22  																																							| (1283)  ~ (all_0_48_48 = e0)
% 57.18/23.22  																																							| (875) all_0_57_57 = e0
% 57.18/23.22  																																							|
% 57.18/23.22  																																								| Equations (875) can reduce 364 to:
% 57.18/23.22  																																								| (266) $false
% 57.18/23.22  																																								|
% 57.18/23.22  																																								|-The branch is then unsatisfiable
% 57.18/23.22  																																					|-Branch two:
% 57.18/23.22  																																					| (803)  ~ (all_0_55_55 = e0)
% 57.18/23.22  																																					| (2315) all_0_55_55 = e3 | all_0_55_55 = e1
% 57.18/23.22  																																					|
% 57.18/23.22  																																						+-Applying beta-rule and splitting (2315), into two cases.
% 57.18/23.22  																																						|-Branch one:
% 57.18/23.22  																																						| (629) all_0_55_55 = e1
% 57.18/23.22  																																						|
% 57.18/23.22  																																							| Equations (629) can reduce 632 to:
% 57.18/23.22  																																							| (266) $false
% 57.18/23.22  																																							|
% 57.18/23.22  																																							|-The branch is then unsatisfiable
% 57.18/23.22  																																						|-Branch two:
% 57.18/23.22  																																						| (632)  ~ (all_0_55_55 = e1)
% 57.18/23.22  																																						| (2336) all_0_55_55 = e3
% 57.18/23.22  																																						|
% 57.18/23.22  																																							| Equations (2336) can reduce 270 to:
% 57.18/23.22  																																							| (266) $false
% 57.18/23.22  																																							|
% 57.18/23.22  																																							|-The branch is then unsatisfiable
% 57.35/23.22  																																		|-Branch two:
% 57.35/23.22  																																		| (358)  ~ (all_0_42_42 = e0)
% 57.35/23.22  																																		| (2510) all_0_42_42 = e3 | all_0_42_42 = e1
% 57.35/23.22  																																		|
% 57.35/23.22  																																			+-Applying beta-rule and splitting (2510), into two cases.
% 57.35/23.22  																																			|-Branch one:
% 57.35/23.22  																																			| (459) all_0_42_42 = e1
% 57.35/23.22  																																			|
% 57.35/23.22  																																				| Equations (459) can reduce 1380 to:
% 57.35/23.22  																																				| (266) $false
% 57.35/23.22  																																				|
% 57.35/23.22  																																				|-The branch is then unsatisfiable
% 57.35/23.22  																																			|-Branch two:
% 57.35/23.22  																																			| (1380)  ~ (all_0_42_42 = e1)
% 57.35/23.22  																																			| (516) all_0_42_42 = e3
% 57.35/23.22  																																			|
% 57.35/23.22  																																				| Equations (516) can reduce 405 to:
% 57.35/23.22  																																				| (266) $false
% 57.35/23.22  																																				|
% 57.35/23.22  																																				|-The branch is then unsatisfiable
% 57.35/23.22  																																|-Branch two:
% 57.35/23.22  																																| (457)  ~ (all_0_41_41 = e1)
% 57.35/23.22  																																| (458) all_0_42_42 = e1 | all_0_43_43 = e1 | all_0_44_44 = e1
% 57.35/23.22  																																|
% 57.35/23.22  																																	+-Applying beta-rule and splitting (458), into two cases.
% 57.35/23.22  																																	|-Branch one:
% 57.35/23.22  																																	| (459) all_0_42_42 = e1
% 57.35/23.22  																																	|
% 57.35/23.22  																																		| Equations (459) can reduce 145 to:
% 57.35/23.22  																																		| (151)  ~ (all_0_39_39 = e1)
% 57.35/23.22  																																		|
% 57.35/23.22  																																		| Equations (459) can reduce 214 to:
% 57.35/23.22  																																		| (457)  ~ (all_0_41_41 = e1)
% 57.35/23.22  																																		|
% 57.35/23.22  																																		| Equations (459) can reduce 198 to:
% 57.35/23.22  																																		| (461)  ~ (all_0_47_47 = e1)
% 57.35/23.22  																																		|
% 57.35/23.22  																																		| Simplifying 461 yields:
% 57.35/23.22  																																		| (462)  ~ (all_0_47_47 = e1)
% 57.35/23.22  																																		|
% 57.35/23.22  																																		| Equations (459) can reduce 236 to:
% 57.35/23.22  																																		| (465)  ~ (all_0_56_56 = e1)
% 57.35/23.22  																																		|
% 57.35/23.22  																																		| Simplifying 465 yields:
% 57.35/23.22  																																		| (466)  ~ (all_0_56_56 = e1)
% 57.35/23.22  																																		|
% 57.35/23.22  																																		| Equations (459) can reduce 1890 to:
% 57.35/23.22  																																		| (602)  ~ (e4 = e1)
% 57.35/23.22  																																		|
% 57.35/23.22  																																		| Simplifying 602 yields:
% 57.35/23.22  																																		| (110)  ~ (e4 = e1)
% 57.35/23.22  																																		|
% 57.35/23.22  																																		| Equations (459) can reduce 405 to:
% 57.35/23.22  																																		| (467)  ~ (e3 = e1)
% 57.35/23.22  																																		|
% 57.35/23.22  																																		| Simplifying 467 yields:
% 57.35/23.22  																																		| (213)  ~ (e3 = e1)
% 57.35/23.22  																																		|
% 57.35/23.22  																																		+-Applying beta-rule and splitting (550), into two cases.
% 57.35/23.22  																																		|-Branch one:
% 57.35/23.22  																																		| (654) all_0_47_47 = e1
% 57.35/23.22  																																		|
% 57.35/23.22  																																			| Equations (654) can reduce 462 to:
% 57.35/23.22  																																			| (266) $false
% 57.35/23.22  																																			|
% 57.35/23.22  																																			|-The branch is then unsatisfiable
% 57.35/23.22  																																		|-Branch two:
% 57.35/23.22  																																		| (462)  ~ (all_0_47_47 = e1)
% 57.35/23.22  																																		| (659) all_0_48_48 = e1 | all_0_49_49 = e1
% 57.35/23.22  																																		|
% 57.35/23.22  																																			+-Applying beta-rule and splitting (18), into two cases.
% 57.35/23.22  																																			|-Branch one:
% 57.35/23.22  																																			| (453) all_0_41_41 = e1
% 57.35/23.22  																																			|
% 57.35/23.22  																																				| Equations (453) can reduce 457 to:
% 57.35/23.22  																																				| (266) $false
% 57.35/23.22  																																				|
% 57.35/23.22  																																				|-The branch is then unsatisfiable
% 57.35/23.22  																																			|-Branch two:
% 57.35/23.22  																																			| (457)  ~ (all_0_41_41 = e1)
% 57.35/23.22  																																			| (595) all_0_46_46 = e1 | all_0_50_50 = e1 | all_0_55_55 = e1
% 57.35/23.22  																																			|
% 57.35/23.22  																																				+-Applying beta-rule and splitting (165), into two cases.
% 57.35/23.22  																																				|-Branch one:
% 57.35/23.22  																																				| (794) all_0_41_41 = e0
% 57.35/23.22  																																				|
% 57.35/23.22  																																					| Equations (794) can reduce 191 to:
% 57.35/23.22  																																					| (4444)  ~ (all_0_55_55 = e0)
% 57.35/23.22  																																					|
% 57.35/23.22  																																					| Simplifying 4444 yields:
% 57.35/23.22  																																					| (803)  ~ (all_0_55_55 = e0)
% 57.35/23.22  																																					|
% 57.35/23.22  																																					+-Applying beta-rule and splitting (174), into two cases.
% 57.35/23.22  																																					|-Branch one:
% 57.35/23.22  																																					| (386) all_0_55_55 = e2
% 57.35/23.22  																																					|
% 57.35/23.22  																																						| Equations (386) can reduce 304 to:
% 57.35/23.22  																																						| (266) $false
% 57.35/23.22  																																						|
% 57.35/23.22  																																						|-The branch is then unsatisfiable
% 57.35/23.22  																																					|-Branch two:
% 57.35/23.22  																																					| (304)  ~ (all_0_55_55 = e2)
% 57.35/23.22  																																					| (2051) all_0_55_55 = e4 | all_0_55_55 = e3 | all_0_55_55 = e1 | all_0_55_55 = e0
% 57.35/23.22  																																					|
% 57.35/23.22  																																						+-Applying beta-rule and splitting (659), into two cases.
% 57.35/23.22  																																						|-Branch one:
% 57.35/23.22  																																						| (615) all_0_48_48 = e1
% 57.35/23.22  																																						|
% 57.35/23.22  																																							| Equations (615) can reduce 114 to:
% 57.35/23.22  																																							| (462)  ~ (all_0_47_47 = e1)
% 57.35/23.22  																																							|
% 57.35/23.22  																																							| Equations (615) can reduce 239 to:
% 57.35/23.22  																																							| (2437)  ~ (all_0_57_57 = e1)
% 57.35/23.22  																																							|
% 57.35/23.22  																																							| Simplifying 2437 yields:
% 57.35/23.22  																																							| (1670)  ~ (all_0_57_57 = e1)
% 57.35/23.22  																																							|
% 57.35/23.22  																																							+-Applying beta-rule and splitting (216), into two cases.
% 57.35/23.22  																																							|-Branch one:
% 57.35/23.22  																																							| (629) all_0_55_55 = e1
% 57.35/23.22  																																							|
% 57.35/23.22  																																								| Equations (629) can reduce 153 to:
% 57.35/23.22  																																								| (465)  ~ (all_0_56_56 = e1)
% 57.35/23.22  																																								|
% 57.35/23.22  																																								| Simplifying 465 yields:
% 57.35/23.22  																																								| (466)  ~ (all_0_56_56 = e1)
% 57.35/23.22  																																								|
% 57.35/23.22  																																								| Equations (629) can reduce 304 to:
% 57.35/23.22  																																								| (604)  ~ (e2 = e1)
% 57.35/23.22  																																								|
% 57.35/23.22  																																								| Simplifying 604 yields:
% 57.35/23.22  																																								| (122)  ~ (e2 = e1)
% 57.35/23.22  																																								|
% 57.35/23.22  																																								| Equations (629) can reduce 803 to:
% 57.35/23.22  																																								| (233)  ~ (e1 = e0)
% 57.35/23.22  																																								|
% 57.35/23.22  																																								+-Applying beta-rule and splitting (5471), into two cases.
% 57.35/23.22  																																								|-Branch one:
% 57.35/23.22  																																								| (1279) all_0_48_48 = e0
% 57.35/23.22  																																								|
% 57.35/23.22  																																									| Combining equations (615,1279) yields a new equation:
% 57.35/23.22  																																									| (546) e1 = e0
% 57.35/23.22  																																									|
% 57.35/23.22  																																									| Simplifying 546 yields:
% 57.35/23.22  																																									| (431) e1 = e0
% 57.35/23.22  																																									|
% 57.35/23.22  																																									| Equations (431) can reduce 233 to:
% 57.35/23.22  																																									| (266) $false
% 57.35/23.22  																																									|
% 57.35/23.22  																																									|-The branch is then unsatisfiable
% 57.35/23.22  																																								|-Branch two:
% 57.35/23.22  																																								| (1283)  ~ (all_0_48_48 = e0)
% 57.35/23.22  																																								| (875) all_0_57_57 = e0
% 57.35/23.22  																																								|
% 57.35/23.22  																																									+-Applying beta-rule and splitting (75), into two cases.
% 57.35/23.22  																																									|-Branch one:
% 57.35/23.22  																																									| (485) all_0_40_40 = e0
% 57.35/23.22  																																									|
% 57.35/23.22  																																										| Equations (485) can reduce 200 to:
% 57.35/23.22  																																										| (486)  ~ (all_0_49_49 = e0)
% 57.35/23.22  																																										|
% 57.35/23.22  																																										| Simplifying 486 yields:
% 57.35/23.22  																																										| (487)  ~ (all_0_49_49 = e0)
% 57.35/23.22  																																										|
% 57.35/23.22  																																										| Equations (485) can reduce 2 to:
% 57.35/23.22  																																										| (541)  ~ (e3 = e0)
% 57.35/23.22  																																										|
% 57.35/23.22  																																										| Simplifying 541 yields:
% 57.35/23.22  																																										| (80)  ~ (e3 = e0)
% 57.35/23.22  																																										|
% 57.35/23.22  																																										| Equations (485) can reduce 296 to:
% 57.35/23.22  																																										| (365)  ~ (e2 = e0)
% 57.35/23.22  																																										|
% 57.35/23.22  																																										| Simplifying 365 yields:
% 57.35/23.22  																																										| (128)  ~ (e2 = e0)
% 57.35/23.22  																																										|
% 57.35/23.22  																																										| Equations (485) can reduce 132 to:
% 57.35/23.22  																																										| (435)  ~ (e1 = e0)
% 57.35/23.22  																																										|
% 57.35/23.22  																																										| Simplifying 435 yields:
% 57.35/23.22  																																										| (233)  ~ (e1 = e0)
% 57.35/23.22  																																										|
% 57.35/23.22  																																										+-Applying beta-rule and splitting (184), into two cases.
% 57.35/23.22  																																										|-Branch one:
% 57.35/23.22  																																										| (538) all_0_46_46 = e0
% 57.35/23.22  																																										|
% 57.35/23.22  																																											| Combining equations (538,1557) yields a new equation:
% 57.35/23.22  																																											| (676) e3 = e0
% 57.35/23.22  																																											|
% 57.35/23.22  																																											| Equations (676) can reduce 80 to:
% 57.35/23.22  																																											| (266) $false
% 57.35/23.22  																																											|
% 57.35/23.22  																																											|-The branch is then unsatisfiable
% 57.35/23.22  																																										|-Branch two:
% 57.35/23.22  																																										| (831)  ~ (all_0_46_46 = e0)
% 57.35/23.22  																																										| (832) all_0_47_47 = e0 | all_0_48_48 = e0 | all_0_49_49 = e0
% 57.35/23.22  																																										|
% 57.35/23.22  																																											+-Applying beta-rule and splitting (832), into two cases.
% 57.35/23.22  																																											|-Branch one:
% 57.35/23.22  																																											| (674) all_0_47_47 = e0
% 57.35/23.22  																																											|
% 57.35/23.22  																																												| Equations (674) can reduce 79 to:
% 57.35/23.22  																																												| (484)  ~ (all_0_39_39 = e0)
% 57.35/23.22  																																												|
% 57.35/23.22  																																												| Equations (674) can reduce 86 to:
% 57.35/23.22  																																												| (486)  ~ (all_0_49_49 = e0)
% 57.35/23.22  																																												|
% 57.35/23.22  																																												| Simplifying 486 yields:
% 57.35/23.22  																																												| (487)  ~ (all_0_49_49 = e0)
% 57.35/23.22  																																												|
% 57.35/23.22  																																												| Equations (674) can reduce 462 to:
% 57.35/23.22  																																												| (435)  ~ (e1 = e0)
% 57.35/23.22  																																												|
% 57.35/23.22  																																												| Simplifying 435 yields:
% 57.35/23.22  																																												| (233)  ~ (e1 = e0)
% 57.35/23.22  																																												|
% 57.35/23.22  																																												+-Applying beta-rule and splitting (54), into two cases.
% 57.35/23.22  																																												|-Branch one:
% 57.35/23.22  																																												| (583) all_0_49_49 = e2
% 57.35/23.22  																																												|
% 57.35/23.22  																																													| Equations (583) can reduce 119 to:
% 57.35/23.22  																																													| (1186)  ~ (all_0_58_58 = e2)
% 57.35/23.22  																																													|
% 57.35/23.22  																																													| Simplifying 1186 yields:
% 57.35/23.22  																																													| (908)  ~ (all_0_58_58 = e2)
% 57.35/23.22  																																													|
% 57.35/23.22  																																													| Equations (583) can reduce 487 to:
% 57.35/23.22  																																													| (128)  ~ (e2 = e0)
% 57.35/23.22  																																													|
% 57.35/23.22  																																													+-Applying beta-rule and splitting (389), into two cases.
% 57.35/23.22  																																													|-Branch one:
% 57.35/23.22  																																													| (833) all_0_56_56 = e2
% 57.35/23.22  																																													|
% 57.35/23.22  																																														| Equations (833) can reduce 154 to:
% 57.35/23.22  																																														| (294)  ~ (all_0_39_39 = e2)
% 57.35/23.22  																																														|
% 57.35/23.22  																																														| Equations (833) can reduce 44 to:
% 57.35/23.22  																																														| (1186)  ~ (all_0_58_58 = e2)
% 57.35/23.22  																																														|
% 57.35/23.22  																																														| Simplifying 1186 yields:
% 57.35/23.22  																																														| (908)  ~ (all_0_58_58 = e2)
% 57.35/23.22  																																														|
% 57.35/23.22  																																														+-Applying beta-rule and splitting (164), into two cases.
% 57.35/23.22  																																														|-Branch one:
% 57.35/23.22  																																														| (471) all_0_39_39 = e4
% 57.35/23.22  																																														|
% 57.35/23.22  																																															| Equations (471) can reduce 246 to:
% 57.35/23.22  																																															| (188)  ~ (e4 = e3)
% 57.35/23.22  																																															|
% 57.35/23.22  																																															| Equations (471) can reduce 294 to:
% 57.35/23.22  																																															| (48)  ~ (e4 = e2)
% 57.35/23.22  																																															|
% 57.35/23.22  																																															| Equations (471) can reduce 151 to:
% 57.35/23.22  																																															| (110)  ~ (e4 = e1)
% 57.35/23.22  																																															|
% 57.35/23.22  																																															| Equations (471) can reduce 484 to:
% 57.35/23.22  																																															| (49)  ~ (e4 = e0)
% 57.35/23.22  																																															|
% 57.35/23.22  																																															+-Applying beta-rule and splitting (108), into two cases.
% 57.35/23.22  																																															|-Branch one:
% 57.35/23.22  																																															| (624) all_0_58_58 = e2
% 57.35/23.22  																																															|
% 57.35/23.22  																																																| Equations (624) can reduce 908 to:
% 57.35/23.22  																																																| (266) $false
% 57.35/23.22  																																																|
% 57.35/23.22  																																																|-The branch is then unsatisfiable
% 57.35/23.22  																																															|-Branch two:
% 57.35/23.22  																																															| (908)  ~ (all_0_58_58 = e2)
% 57.35/23.22  																																															| (909) all_0_58_58 = e4 | all_0_58_58 = e3 | all_0_58_58 = e1 | all_0_58_58 = e0
% 57.35/23.22  																																															|
% 57.35/23.22  																																																+-Applying beta-rule and splitting (171), into two cases.
% 57.35/23.22  																																																|-Branch one:
% 57.35/23.22  																																																| (265) all_0_54_54 = e4
% 57.35/23.22  																																																|
% 57.35/23.22  																																																	| Combining equations (268,265) yields a new equation:
% 57.35/23.22  																																																	| (425) e4 = e3
% 57.35/23.22  																																																	|
% 57.35/23.22  																																																	| Equations (425) can reduce 188 to:
% 57.35/23.22  																																																	| (266) $false
% 57.35/23.22  																																																	|
% 57.35/23.22  																																																	|-The branch is then unsatisfiable
% 57.35/23.22  																																																|-Branch two:
% 57.35/23.22  																																																| (258)  ~ (all_0_54_54 = e4)
% 57.35/23.22  																																																| (575) all_0_55_55 = e4 | all_0_56_56 = e4 | all_0_57_57 = e4 | all_0_58_58 = e4
% 57.35/23.22  																																																|
% 57.35/23.22  																																																	+-Applying beta-rule and splitting (163), into two cases.
% 57.35/23.22  																																																	|-Branch one:
% 57.35/23.22  																																																	| (565) all_0_52_52 = e4
% 57.35/23.22  																																																	|
% 57.35/23.22  																																																		| Combining equations (565,352) yields a new equation:
% 57.35/23.22  																																																		| (322) e4 = e2
% 57.35/23.22  																																																		|
% 57.35/23.22  																																																		| Simplifying 322 yields:
% 57.35/23.22  																																																		| (323) e4 = e2
% 57.35/23.22  																																																		|
% 57.35/23.22  																																																		| Equations (323) can reduce 48 to:
% 57.35/23.22  																																																		| (266) $false
% 57.35/23.22  																																																		|
% 57.35/23.22  																																																		|-The branch is then unsatisfiable
% 57.35/23.22  																																																	|-Branch two:
% 57.35/23.22  																																																	| (780)  ~ (all_0_52_52 = e4)
% 57.35/23.22  																																																	| (781) (all_0_41_41 = e0 & all_0_58_58 = e3 &  ~ (all_0_44_44 = e3)) | (all_0_41_41 = e0 & all_0_58_58 = e3 &  ~ (all_0_55_55 = e0)) | (all_0_47_47 = e1 & all_0_52_52 = e2 &  ~ (all_0_48_48 = e2)) | (all_0_47_47 = e1 & all_0_52_52 = e2 &  ~ (all_0_51_51 = e1)) | (all_0_47_47 = e0 & all_0_58_58 = e2 &  ~ (all_0_49_49 = e2)) | (all_0_47_47 = e0 & all_0_58_58 = e2 &  ~ (all_0_56_56 = e0))
% 57.35/23.22  																																																	|
% 57.35/23.22  																																																		| Equations (352) can reduce 780 to:
% 57.35/23.22  																																																		| (327)  ~ (e4 = e2)
% 57.35/23.22  																																																		|
% 57.35/23.22  																																																		| Simplifying 327 yields:
% 57.35/23.22  																																																		| (48)  ~ (e4 = e2)
% 57.35/23.22  																																																		|
% 57.35/23.22  																																																		+-Applying beta-rule and splitting (575), into two cases.
% 57.35/23.22  																																																		|-Branch one:
% 57.35/23.22  																																																		| (587) all_0_55_55 = e4
% 57.35/23.22  																																																		|
% 57.35/23.22  																																																			| Combining equations (629,587) yields a new equation:
% 57.35/23.22  																																																			| (630) e4 = e1
% 57.35/23.22  																																																			|
% 57.35/23.22  																																																			| Equations (630) can reduce 110 to:
% 57.35/23.22  																																																			| (266) $false
% 57.35/23.22  																																																			|
% 57.35/23.22  																																																			|-The branch is then unsatisfiable
% 57.35/23.22  																																																		|-Branch two:
% 57.35/23.22  																																																		| (763)  ~ (all_0_55_55 = e4)
% 57.35/23.22  																																																		| (764) all_0_56_56 = e4 | all_0_57_57 = e4 | all_0_58_58 = e4
% 57.35/23.22  																																																		|
% 57.35/23.22  																																																			+-Applying beta-rule and splitting (764), into two cases.
% 57.35/23.22  																																																			|-Branch one:
% 57.35/23.22  																																																			| (842) all_0_56_56 = e4
% 57.35/23.22  																																																			|
% 57.35/23.22  																																																				| Combining equations (833,842) yields a new equation:
% 57.35/23.22  																																																				| (323) e4 = e2
% 57.35/23.22  																																																				|
% 57.35/23.22  																																																				| Equations (323) can reduce 48 to:
% 57.35/23.22  																																																				| (266) $false
% 57.35/23.22  																																																				|
% 57.35/23.22  																																																				|-The branch is then unsatisfiable
% 57.35/23.22  																																																			|-Branch two:
% 57.35/23.22  																																																			| (477)  ~ (all_0_56_56 = e4)
% 57.35/23.22  																																																			| (935) all_0_57_57 = e4 | all_0_58_58 = e4
% 57.35/23.22  																																																			|
% 57.35/23.22  																																																				+-Applying beta-rule and splitting (935), into two cases.
% 57.35/23.22  																																																				|-Branch one:
% 57.35/23.22  																																																				| (871) all_0_57_57 = e4
% 57.35/23.22  																																																				|
% 57.35/23.22  																																																					| Combining equations (871,875) yields a new equation:
% 57.35/23.22  																																																					| (481) e4 = e0
% 57.35/23.22  																																																					|
% 57.35/23.22  																																																					| Simplifying 481 yields:
% 57.35/23.22  																																																					| (397) e4 = e0
% 57.35/23.22  																																																					|
% 57.35/23.22  																																																					| Equations (397) can reduce 49 to:
% 57.35/23.22  																																																					| (266) $false
% 57.35/23.22  																																																					|
% 57.35/23.22  																																																					|-The branch is then unsatisfiable
% 57.35/23.22  																																																				|-Branch two:
% 57.35/23.22  																																																				| (839)  ~ (all_0_57_57 = e4)
% 57.35/23.22  																																																				| (910) all_0_58_58 = e4
% 57.35/23.22  																																																				|
% 57.35/23.22  																																																					| Equations (910) can reduce 276 to:
% 57.35/23.22  																																																					| (188)  ~ (e4 = e3)
% 57.35/23.22  																																																					|
% 57.35/23.22  																																																					| Equations (910) can reduce 908 to:
% 57.35/23.22  																																																					| (48)  ~ (e4 = e2)
% 57.35/23.22  																																																					|
% 57.35/23.22  																																																					+-Applying beta-rule and splitting (781), into two cases.
% 57.35/23.22  																																																					|-Branch one:
% 57.35/23.22  																																																					| (789) (all_0_41_41 = e0 & all_0_58_58 = e3 &  ~ (all_0_44_44 = e3)) | (all_0_41_41 = e0 & all_0_58_58 = e3 &  ~ (all_0_55_55 = e0)) | (all_0_47_47 = e1 & all_0_52_52 = e2 &  ~ (all_0_48_48 = e2)) | (all_0_47_47 = e1 & all_0_52_52 = e2 &  ~ (all_0_51_51 = e1)) | (all_0_47_47 = e0 & all_0_58_58 = e2 &  ~ (all_0_49_49 = e2))
% 57.35/23.22  																																																					|
% 57.35/23.22  																																																						+-Applying beta-rule and splitting (789), into two cases.
% 57.35/23.22  																																																						|-Branch one:
% 57.35/23.22  																																																						| (790) (all_0_41_41 = e0 & all_0_58_58 = e3 &  ~ (all_0_44_44 = e3)) | (all_0_41_41 = e0 & all_0_58_58 = e3 &  ~ (all_0_55_55 = e0)) | (all_0_47_47 = e1 & all_0_52_52 = e2 &  ~ (all_0_48_48 = e2)) | (all_0_47_47 = e1 & all_0_52_52 = e2 &  ~ (all_0_51_51 = e1))
% 57.35/23.22  																																																						|
% 57.35/23.22  																																																							+-Applying beta-rule and splitting (790), into two cases.
% 57.35/23.22  																																																							|-Branch one:
% 57.35/23.22  																																																							| (791) (all_0_41_41 = e0 & all_0_58_58 = e3 &  ~ (all_0_44_44 = e3)) | (all_0_41_41 = e0 & all_0_58_58 = e3 &  ~ (all_0_55_55 = e0)) | (all_0_47_47 = e1 & all_0_52_52 = e2 &  ~ (all_0_48_48 = e2))
% 57.35/23.22  																																																							|
% 57.35/23.22  																																																								+-Applying beta-rule and splitting (791), into two cases.
% 57.35/23.22  																																																								|-Branch one:
% 57.35/23.22  																																																								| (792) (all_0_41_41 = e0 & all_0_58_58 = e3 &  ~ (all_0_44_44 = e3)) | (all_0_41_41 = e0 & all_0_58_58 = e3 &  ~ (all_0_55_55 = e0))
% 57.35/23.22  																																																								|
% 57.35/23.22  																																																									+-Applying beta-rule and splitting (792), into two cases.
% 57.35/23.22  																																																									|-Branch one:
% 57.35/23.22  																																																									| (793) all_0_41_41 = e0 & all_0_58_58 = e3 &  ~ (all_0_44_44 = e3)
% 57.35/23.22  																																																									|
% 57.35/23.22  																																																										| Applying alpha-rule on (793) yields:
% 57.35/23.22  																																																										| (794) all_0_41_41 = e0
% 57.35/23.22  																																																										| (795) all_0_58_58 = e3
% 57.35/23.22  																																																										| (407)  ~ (all_0_44_44 = e3)
% 57.35/23.22  																																																										|
% 57.35/23.22  																																																										| Combining equations (795,910) yields a new equation:
% 57.35/23.22  																																																										| (425) e4 = e3
% 57.35/23.22  																																																										|
% 57.35/23.22  																																																										| Equations (425) can reduce 188 to:
% 57.35/23.22  																																																										| (266) $false
% 57.35/23.22  																																																										|
% 57.35/23.22  																																																										|-The branch is then unsatisfiable
% 57.35/23.22  																																																									|-Branch two:
% 57.35/23.22  																																																									| (800) all_0_41_41 = e0 & all_0_58_58 = e3 &  ~ (all_0_55_55 = e0)
% 57.35/23.22  																																																									|
% 57.35/23.22  																																																										| Applying alpha-rule on (800) yields:
% 57.35/23.22  																																																										| (794) all_0_41_41 = e0
% 57.35/23.22  																																																										| (795) all_0_58_58 = e3
% 57.35/23.22  																																																										| (803)  ~ (all_0_55_55 = e0)
% 57.35/23.22  																																																										|
% 57.35/23.22  																																																										| Combining equations (795,910) yields a new equation:
% 57.35/23.22  																																																										| (425) e4 = e3
% 57.35/23.22  																																																										|
% 57.35/23.22  																																																										| Equations (425) can reduce 188 to:
% 57.35/23.22  																																																										| (266) $false
% 57.35/23.22  																																																										|
% 57.35/23.22  																																																										|-The branch is then unsatisfiable
% 57.35/23.22  																																																								|-Branch two:
% 57.35/23.22  																																																								| (807) all_0_47_47 = e1 & all_0_52_52 = e2 &  ~ (all_0_48_48 = e2)
% 57.35/23.22  																																																								|
% 57.35/23.22  																																																									| Applying alpha-rule on (807) yields:
% 57.35/23.22  																																																									| (654) all_0_47_47 = e1
% 57.35/23.22  																																																									| (352) all_0_52_52 = e2
% 57.35/23.22  																																																									| (810)  ~ (all_0_48_48 = e2)
% 57.35/23.22  																																																									|
% 57.35/23.22  																																																									| Combining equations (674,654) yields a new equation:
% 57.35/23.22  																																																									| (431) e1 = e0
% 57.35/23.22  																																																									|
% 57.35/23.22  																																																									| Equations (431) can reduce 233 to:
% 57.35/23.22  																																																									| (266) $false
% 57.35/23.22  																																																									|
% 57.35/23.22  																																																									|-The branch is then unsatisfiable
% 57.35/23.22  																																																							|-Branch two:
% 57.35/23.22  																																																							| (813) all_0_47_47 = e1 & all_0_52_52 = e2 &  ~ (all_0_51_51 = e1)
% 57.35/23.22  																																																							|
% 57.35/23.22  																																																								| Applying alpha-rule on (813) yields:
% 57.35/23.22  																																																								| (654) all_0_47_47 = e1
% 57.35/23.22  																																																								| (352) all_0_52_52 = e2
% 57.35/23.22  																																																								| (464)  ~ (all_0_51_51 = e1)
% 57.35/23.22  																																																								|
% 57.35/23.22  																																																								| Combining equations (674,654) yields a new equation:
% 57.35/23.22  																																																								| (431) e1 = e0
% 57.35/23.22  																																																								|
% 57.35/23.22  																																																								| Equations (431) can reduce 233 to:
% 57.35/23.22  																																																								| (266) $false
% 57.35/23.22  																																																								|
% 57.35/23.22  																																																								|-The branch is then unsatisfiable
% 57.35/23.22  																																																						|-Branch two:
% 57.35/23.22  																																																						| (819) all_0_47_47 = e0 & all_0_58_58 = e2 &  ~ (all_0_49_49 = e2)
% 57.35/23.22  																																																						|
% 57.35/23.22  																																																							| Applying alpha-rule on (819) yields:
% 57.35/23.22  																																																							| (674) all_0_47_47 = e0
% 57.35/23.22  																																																							| (624) all_0_58_58 = e2
% 57.35/23.22  																																																							| (340)  ~ (all_0_49_49 = e2)
% 57.35/23.22  																																																							|
% 57.35/23.22  																																																							| Combining equations (910,624) yields a new equation:
% 57.35/23.22  																																																							| (322) e4 = e2
% 57.35/23.22  																																																							|
% 57.35/23.22  																																																							| Simplifying 322 yields:
% 57.35/23.22  																																																							| (323) e4 = e2
% 57.35/23.22  																																																							|
% 57.35/23.22  																																																							| Equations (323) can reduce 48 to:
% 57.35/23.22  																																																							| (266) $false
% 57.35/23.22  																																																							|
% 57.35/23.22  																																																							|-The branch is then unsatisfiable
% 57.35/23.22  																																																					|-Branch two:
% 57.35/23.22  																																																					| (825) all_0_47_47 = e0 & all_0_58_58 = e2 &  ~ (all_0_56_56 = e0)
% 57.35/23.22  																																																					|
% 57.35/23.22  																																																						| Applying alpha-rule on (825) yields:
% 57.35/23.22  																																																						| (674) all_0_47_47 = e0
% 57.35/23.22  																																																						| (624) all_0_58_58 = e2
% 57.35/23.22  																																																						| (828)  ~ (all_0_56_56 = e0)
% 57.35/23.22  																																																						|
% 57.35/23.23  																																																						| Combining equations (910,624) yields a new equation:
% 57.35/23.23  																																																						| (322) e4 = e2
% 57.35/23.23  																																																						|
% 57.35/23.23  																																																						| Simplifying 322 yields:
% 57.35/23.23  																																																						| (323) e4 = e2
% 57.35/23.23  																																																						|
% 57.35/23.23  																																																						| Equations (323) can reduce 48 to:
% 57.35/23.23  																																																						| (266) $false
% 57.35/23.23  																																																						|
% 57.35/23.23  																																																						|-The branch is then unsatisfiable
% 57.35/23.23  																																														|-Branch two:
% 57.35/23.23  																																														| (1377)  ~ (all_0_39_39 = e4)
% 57.35/23.23  																																														| (2115) all_0_42_42 = e4 | all_0_47_47 = e4 | all_0_51_51 = e4 | all_0_56_56 = e4
% 57.35/23.23  																																														|
% 57.35/23.23  																																															+-Applying beta-rule and splitting (320), into two cases.
% 57.35/23.23  																																															|-Branch one:
% 57.35/23.23  																																															| (471) all_0_39_39 = e4
% 57.35/23.23  																																															|
% 57.35/23.23  																																																| Equations (471) can reduce 1377 to:
% 57.35/23.23  																																																| (266) $false
% 57.35/23.23  																																																|
% 57.35/23.23  																																																|-The branch is then unsatisfiable
% 57.35/23.23  																																															|-Branch two:
% 57.35/23.23  																																															| (1377)  ~ (all_0_39_39 = e4)
% 57.35/23.23  																																															| (480) all_0_39_39 = e0
% 57.35/23.23  																																															|
% 57.35/23.23  																																																| Equations (480) can reduce 484 to:
% 57.35/23.23  																																																| (266) $false
% 57.35/23.23  																																																|
% 57.35/23.23  																																																|-The branch is then unsatisfiable
% 57.35/23.23  																																													|-Branch two:
% 57.35/23.23  																																													| (511)  ~ (all_0_56_56 = e2)
% 57.35/23.23  																																													| (1709) all_0_57_57 = e2 | all_0_58_58 = e2
% 57.35/23.23  																																													|
% 57.35/23.23  																																														+-Applying beta-rule and splitting (108), into two cases.
% 57.35/23.23  																																														|-Branch one:
% 57.35/23.23  																																														| (624) all_0_58_58 = e2
% 57.35/23.23  																																														|
% 57.35/23.23  																																															| Equations (624) can reduce 908 to:
% 57.35/23.23  																																															| (266) $false
% 57.35/23.23  																																															|
% 57.35/23.23  																																															|-The branch is then unsatisfiable
% 57.35/23.23  																																														|-Branch two:
% 57.35/23.23  																																														| (908)  ~ (all_0_58_58 = e2)
% 57.35/23.23  																																														| (909) all_0_58_58 = e4 | all_0_58_58 = e3 | all_0_58_58 = e1 | all_0_58_58 = e0
% 57.35/23.23  																																														|
% 57.35/23.23  																																															+-Applying beta-rule and splitting (1709), into two cases.
% 57.35/23.23  																																															|-Branch one:
% 57.35/23.23  																																															| (442) all_0_57_57 = e2
% 57.35/23.23  																																															|
% 57.35/23.23  																																																| Combining equations (875,442) yields a new equation:
% 57.35/23.23  																																																| (330) e2 = e0
% 57.35/23.23  																																																|
% 57.35/23.23  																																																| Equations (330) can reduce 128 to:
% 57.35/23.23  																																																| (266) $false
% 57.35/23.23  																																																|
% 57.35/23.23  																																																|-The branch is then unsatisfiable
% 57.35/23.23  																																															|-Branch two:
% 57.35/23.23  																																															| (344)  ~ (all_0_57_57 = e2)
% 57.35/23.23  																																															| (624) all_0_58_58 = e2
% 57.35/23.23  																																															|
% 57.35/23.23  																																																| Equations (624) can reduce 908 to:
% 57.35/23.23  																																																| (266) $false
% 57.35/23.23  																																																|
% 57.35/23.23  																																																|-The branch is then unsatisfiable
% 57.35/23.23  																																												|-Branch two:
% 57.35/23.23  																																												| (340)  ~ (all_0_49_49 = e2)
% 57.35/23.23  																																												| (586) all_0_49_49 = e4 | all_0_49_49 = e3 | all_0_49_49 = e1 | all_0_49_49 = e0
% 57.35/23.23  																																												|
% 57.35/23.23  																																													+-Applying beta-rule and splitting (133), into two cases.
% 57.35/23.23  																																													|-Branch one:
% 57.35/23.23  																																													| (833) all_0_56_56 = e2
% 57.35/23.23  																																													|
% 57.35/23.23  																																														| Equations (833) can reduce 44 to:
% 57.35/23.23  																																														| (1186)  ~ (all_0_58_58 = e2)
% 57.35/23.23  																																														|
% 57.35/23.23  																																														| Simplifying 1186 yields:
% 57.35/23.23  																																														| (908)  ~ (all_0_58_58 = e2)
% 57.35/23.23  																																														|
% 57.35/23.23  																																														| Equations (833) can reduce 466 to:
% 57.35/23.23  																																														| (122)  ~ (e2 = e1)
% 57.35/23.23  																																														|
% 57.35/23.23  																																														+-Applying beta-rule and splitting (108), into two cases.
% 57.35/23.23  																																														|-Branch one:
% 57.35/23.23  																																														| (624) all_0_58_58 = e2
% 57.35/23.23  																																														|
% 57.35/23.23  																																															| Equations (624) can reduce 908 to:
% 57.35/23.23  																																															| (266) $false
% 57.35/23.23  																																															|
% 57.35/23.23  																																															|-The branch is then unsatisfiable
% 57.35/23.23  																																														|-Branch two:
% 57.35/23.23  																																														| (908)  ~ (all_0_58_58 = e2)
% 57.35/23.23  																																														| (909) all_0_58_58 = e4 | all_0_58_58 = e3 | all_0_58_58 = e1 | all_0_58_58 = e0
% 57.35/23.23  																																														|
% 57.35/23.23  																																															+-Applying beta-rule and splitting (377), into two cases.
% 57.35/23.23  																																															|-Branch one:
% 57.35/23.23  																																															| (583) all_0_49_49 = e2
% 57.35/23.23  																																															|
% 57.35/23.23  																																																| Equations (583) can reduce 340 to:
% 57.35/23.23  																																																| (266) $false
% 57.35/23.23  																																																|
% 57.35/23.23  																																																|-The branch is then unsatisfiable
% 57.35/23.23  																																															|-Branch two:
% 57.35/23.23  																																															| (340)  ~ (all_0_49_49 = e2)
% 57.35/23.23  																																															| (614) all_0_53_53 = e2 | all_0_58_58 = e2
% 57.35/23.23  																																															|
% 57.35/23.23  																																																+-Applying beta-rule and splitting (614), into two cases.
% 57.35/23.23  																																																|-Branch one:
% 57.35/23.23  																																																| (607) all_0_53_53 = e2
% 57.35/23.23  																																																|
% 57.35/23.23  																																																	| Combining equations (1208,607) yields a new equation:
% 57.35/23.23  																																																	| (617) e2 = e1
% 57.35/23.23  																																																	|
% 57.35/23.23  																																																	| Equations (617) can reduce 122 to:
% 57.35/23.23  																																																	| (266) $false
% 57.35/23.23  																																																	|
% 57.35/23.23  																																																	|-The branch is then unsatisfiable
% 57.35/23.23  																																																|-Branch two:
% 57.35/23.23  																																																| (509)  ~ (all_0_53_53 = e2)
% 57.35/23.23  																																																| (624) all_0_58_58 = e2
% 57.35/23.23  																																																|
% 57.35/23.23  																																																	| Equations (624) can reduce 908 to:
% 57.35/23.23  																																																	| (266) $false
% 57.35/23.23  																																																	|
% 57.35/23.23  																																																	|-The branch is then unsatisfiable
% 57.35/23.23  																																													|-Branch two:
% 57.35/23.23  																																													| (511)  ~ (all_0_56_56 = e2)
% 57.35/23.23  																																													| (836) all_0_56_56 = e4 | all_0_56_56 = e3 | all_0_56_56 = e1 | all_0_56_56 = e0
% 57.35/23.23  																																													|
% 57.35/23.23  																																														+-Applying beta-rule and splitting (385), into two cases.
% 57.35/23.23  																																														|-Branch one:
% 57.35/23.23  																																														| (1105) all_0_47_47 = e2
% 57.35/23.23  																																														|
% 57.35/23.23  																																															| Combining equations (674,1105) yields a new equation:
% 57.35/23.23  																																															| (330) e2 = e0
% 57.35/23.23  																																															|
% 57.35/23.23  																																															| Equations (330) can reduce 128 to:
% 57.35/23.23  																																															| (266) $false
% 57.35/23.23  																																															|
% 57.35/23.23  																																															|-The branch is then unsatisfiable
% 57.35/23.23  																																														|-Branch two:
% 57.35/23.23  																																														| (338)  ~ (all_0_47_47 = e2)
% 57.35/23.23  																																														| (1108) all_0_51_51 = e2 | all_0_56_56 = e2
% 57.35/23.23  																																														|
% 57.35/23.23  																																															+-Applying beta-rule and splitting (1108), into two cases.
% 57.35/23.23  																																															|-Branch one:
% 57.35/23.23  																																															| (504) all_0_51_51 = e2
% 57.35/23.23  																																															|
% 57.35/23.23  																																																| Combining equations (504,660) yields a new equation:
% 57.35/23.23  																																																| (662) e3 = e2
% 57.35/23.23  																																																|
% 57.35/23.23  																																																| Equations (662) can reduce 212 to:
% 57.35/23.23  																																																| (266) $false
% 57.35/23.23  																																																|
% 57.35/23.23  																																																|-The branch is then unsatisfiable
% 57.35/23.23  																																															|-Branch two:
% 57.35/23.23  																																															| (1099)  ~ (all_0_51_51 = e2)
% 57.35/23.23  																																															| (833) all_0_56_56 = e2
% 57.35/23.23  																																															|
% 57.35/23.23  																																																| Equations (833) can reduce 511 to:
% 57.35/23.23  																																																| (266) $false
% 57.35/23.23  																																																|
% 57.35/23.23  																																																|-The branch is then unsatisfiable
% 57.35/23.23  																																											|-Branch two:
% 57.35/23.23  																																											| (678)  ~ (all_0_47_47 = e0)
% 57.35/23.23  																																											| (1278) all_0_48_48 = e0 | all_0_49_49 = e0
% 57.35/23.23  																																											|
% 57.35/23.23  																																												+-Applying beta-rule and splitting (1278), into two cases.
% 57.35/23.23  																																												|-Branch one:
% 57.35/23.23  																																												| (1279) all_0_48_48 = e0
% 57.35/23.23  																																												|
% 57.35/23.23  																																													| Combining equations (615,1279) yields a new equation:
% 57.35/23.23  																																													| (546) e1 = e0
% 57.35/23.23  																																													|
% 57.35/23.23  																																													| Simplifying 546 yields:
% 57.35/23.23  																																													| (431) e1 = e0
% 57.35/23.23  																																													|
% 57.35/23.23  																																													| Equations (431) can reduce 233 to:
% 57.35/23.23  																																													| (266) $false
% 57.35/23.23  																																													|
% 57.35/23.23  																																													|-The branch is then unsatisfiable
% 57.35/23.23  																																												|-Branch two:
% 57.35/23.23  																																												| (1283)  ~ (all_0_48_48 = e0)
% 57.35/23.23  																																												| (978) all_0_49_49 = e0
% 57.35/23.23  																																												|
% 57.35/23.23  																																													| Equations (978) can reduce 487 to:
% 57.35/23.23  																																													| (266) $false
% 57.35/23.23  																																													|
% 57.35/23.23  																																													|-The branch is then unsatisfiable
% 57.35/23.23  																																									|-Branch two:
% 57.35/23.23  																																									| (1401)  ~ (all_0_40_40 = e0)
% 57.35/23.23  																																									| (1748) all_0_44_44 = e0 | all_0_49_49 = e0 | all_0_58_58 = e0
% 57.35/23.23  																																									|
% 57.35/23.23  																																										+-Applying beta-rule and splitting (316), into two cases.
% 57.35/23.23  																																										|-Branch one:
% 57.35/23.23  																																										| (1378) all_0_40_40 = e4
% 57.35/23.23  																																										|
% 57.35/23.23  																																											| Equations (1378) can reduce 200 to:
% 57.35/23.23  																																											| (255)  ~ (all_0_49_49 = e4)
% 57.35/23.23  																																											|
% 57.35/23.23  																																											| Simplifying 255 yields:
% 57.35/23.23  																																											| (256)  ~ (all_0_49_49 = e4)
% 57.35/23.23  																																											|
% 57.35/23.23  																																											| Equations (1378) can reduce 178 to:
% 57.35/23.23  																																											| (450)  ~ (all_0_58_58 = e4)
% 57.35/23.23  																																											|
% 57.35/23.23  																																											| Simplifying 450 yields:
% 57.35/23.23  																																											| (451)  ~ (all_0_58_58 = e4)
% 57.35/23.23  																																											|
% 57.35/23.23  																																											| Equations (1378) can reduce 1401 to:
% 57.35/23.23  																																											| (49)  ~ (e4 = e0)
% 57.35/23.23  																																											|
% 57.35/23.23  																																											+-Applying beta-rule and splitting (108), into two cases.
% 57.35/23.23  																																											|-Branch one:
% 57.35/23.23  																																											| (624) all_0_58_58 = e2
% 57.35/23.23  																																											|
% 57.35/23.23  																																												| Equations (624) can reduce 44 to:
% 57.35/23.23  																																												| (511)  ~ (all_0_56_56 = e2)
% 57.35/23.23  																																												|
% 57.35/23.23  																																												| Equations (624) can reduce 451 to:
% 57.35/23.23  																																												| (327)  ~ (e4 = e2)
% 57.35/23.23  																																												|
% 57.35/23.23  																																												| Simplifying 327 yields:
% 57.35/23.23  																																												| (48)  ~ (e4 = e2)
% 57.35/23.23  																																												|
% 57.35/23.23  																																												| Equations (624) can reduce 276 to:
% 57.35/23.23  																																												| (626)  ~ (e3 = e2)
% 57.35/23.23  																																												|
% 57.35/23.23  																																												| Simplifying 626 yields:
% 57.35/23.23  																																												| (212)  ~ (e3 = e2)
% 57.35/23.23  																																												|
% 57.35/23.23  																																												+-Applying beta-rule and splitting (133), into two cases.
% 57.35/23.23  																																												|-Branch one:
% 57.35/23.23  																																												| (833) all_0_56_56 = e2
% 57.35/23.23  																																												|
% 57.35/23.23  																																													| Equations (833) can reduce 511 to:
% 57.35/23.23  																																													| (266) $false
% 57.35/23.23  																																													|
% 57.35/23.23  																																													|-The branch is then unsatisfiable
% 57.35/23.23  																																												|-Branch two:
% 57.35/23.23  																																												| (511)  ~ (all_0_56_56 = e2)
% 57.35/23.23  																																												| (836) all_0_56_56 = e4 | all_0_56_56 = e3 | all_0_56_56 = e1 | all_0_56_56 = e0
% 57.35/23.23  																																												|
% 57.35/23.23  																																													+-Applying beta-rule and splitting (163), into two cases.
% 57.35/23.23  																																													|-Branch one:
% 57.35/23.23  																																													| (565) all_0_52_52 = e4
% 57.35/23.23  																																													|
% 57.35/23.23  																																														| Combining equations (352,565) yields a new equation:
% 57.35/23.23  																																														| (323) e4 = e2
% 57.35/23.23  																																														|
% 57.35/23.23  																																														| Equations (323) can reduce 48 to:
% 57.35/23.23  																																														| (266) $false
% 57.35/23.23  																																														|
% 57.35/23.23  																																														|-The branch is then unsatisfiable
% 57.35/23.23  																																													|-Branch two:
% 57.35/23.23  																																													| (780)  ~ (all_0_52_52 = e4)
% 57.35/23.23  																																													| (781) (all_0_41_41 = e0 & all_0_58_58 = e3 &  ~ (all_0_44_44 = e3)) | (all_0_41_41 = e0 & all_0_58_58 = e3 &  ~ (all_0_55_55 = e0)) | (all_0_47_47 = e1 & all_0_52_52 = e2 &  ~ (all_0_48_48 = e2)) | (all_0_47_47 = e1 & all_0_52_52 = e2 &  ~ (all_0_51_51 = e1)) | (all_0_47_47 = e0 & all_0_58_58 = e2 &  ~ (all_0_49_49 = e2)) | (all_0_47_47 = e0 & all_0_58_58 = e2 &  ~ (all_0_56_56 = e0))
% 57.35/23.23  																																													|
% 57.35/23.23  																																														+-Applying beta-rule and splitting (333), into two cases.
% 57.35/23.23  																																														|-Branch one:
% 57.35/23.23  																																														| (480) all_0_39_39 = e0
% 57.35/23.23  																																														|
% 57.35/23.23  																																															| Equations (480) can reduce 79 to:
% 57.35/23.23  																																															| (1402)  ~ (all_0_47_47 = e0)
% 57.35/23.23  																																															|
% 57.35/23.23  																																															| Simplifying 1402 yields:
% 57.35/23.23  																																															| (678)  ~ (all_0_47_47 = e0)
% 57.35/23.23  																																															|
% 57.35/23.23  																																															+-Applying beta-rule and splitting (10171), into two cases.
% 57.35/23.23  																																															|-Branch one:
% 57.35/23.23  																																															| (1105) all_0_47_47 = e2
% 57.35/23.23  																																															|
% 57.35/23.23  																																																| Equations (1105) can reduce 1091 to:
% 57.35/23.23  																																																| (626)  ~ (e3 = e2)
% 57.35/23.23  																																																|
% 57.35/23.23  																																																| Simplifying 626 yields:
% 57.35/23.23  																																																| (212)  ~ (e3 = e2)
% 57.35/23.23  																																																|
% 57.35/23.23  																																																| Equations (1105) can reduce 462 to:
% 57.35/23.23  																																																| (122)  ~ (e2 = e1)
% 57.35/23.23  																																																|
% 57.35/23.23  																																																| Equations (1105) can reduce 678 to:
% 57.35/23.23  																																																| (128)  ~ (e2 = e0)
% 57.35/23.23  																																																|
% 57.35/23.23  																																																+-Applying beta-rule and splitting (781), into two cases.
% 57.35/23.23  																																																|-Branch one:
% 57.35/23.23  																																																| (789) (all_0_41_41 = e0 & all_0_58_58 = e3 &  ~ (all_0_44_44 = e3)) | (all_0_41_41 = e0 & all_0_58_58 = e3 &  ~ (all_0_55_55 = e0)) | (all_0_47_47 = e1 & all_0_52_52 = e2 &  ~ (all_0_48_48 = e2)) | (all_0_47_47 = e1 & all_0_52_52 = e2 &  ~ (all_0_51_51 = e1)) | (all_0_47_47 = e0 & all_0_58_58 = e2 &  ~ (all_0_49_49 = e2))
% 57.35/23.23  																																																|
% 57.35/23.23  																																																	+-Applying beta-rule and splitting (789), into two cases.
% 57.35/23.23  																																																	|-Branch one:
% 57.35/23.23  																																																	| (790) (all_0_41_41 = e0 & all_0_58_58 = e3 &  ~ (all_0_44_44 = e3)) | (all_0_41_41 = e0 & all_0_58_58 = e3 &  ~ (all_0_55_55 = e0)) | (all_0_47_47 = e1 & all_0_52_52 = e2 &  ~ (all_0_48_48 = e2)) | (all_0_47_47 = e1 & all_0_52_52 = e2 &  ~ (all_0_51_51 = e1))
% 57.35/23.23  																																																	|
% 57.35/23.23  																																																		+-Applying beta-rule and splitting (790), into two cases.
% 57.35/23.23  																																																		|-Branch one:
% 57.35/23.23  																																																		| (791) (all_0_41_41 = e0 & all_0_58_58 = e3 &  ~ (all_0_44_44 = e3)) | (all_0_41_41 = e0 & all_0_58_58 = e3 &  ~ (all_0_55_55 = e0)) | (all_0_47_47 = e1 & all_0_52_52 = e2 &  ~ (all_0_48_48 = e2))
% 57.35/23.23  																																																		|
% 57.35/23.23  																																																			+-Applying beta-rule and splitting (791), into two cases.
% 57.35/23.23  																																																			|-Branch one:
% 57.35/23.23  																																																			| (792) (all_0_41_41 = e0 & all_0_58_58 = e3 &  ~ (all_0_44_44 = e3)) | (all_0_41_41 = e0 & all_0_58_58 = e3 &  ~ (all_0_55_55 = e0))
% 57.35/23.23  																																																			|
% 57.35/23.23  																																																				+-Applying beta-rule and splitting (792), into two cases.
% 57.35/23.23  																																																				|-Branch one:
% 57.35/23.23  																																																				| (793) all_0_41_41 = e0 & all_0_58_58 = e3 &  ~ (all_0_44_44 = e3)
% 57.35/23.23  																																																				|
% 57.35/23.23  																																																					| Applying alpha-rule on (793) yields:
% 57.35/23.23  																																																					| (794) all_0_41_41 = e0
% 57.35/23.23  																																																					| (795) all_0_58_58 = e3
% 57.35/23.23  																																																					| (407)  ~ (all_0_44_44 = e3)
% 57.35/23.23  																																																					|
% 57.35/23.23  																																																					| Combining equations (795,624) yields a new equation:
% 57.35/23.23  																																																					| (661) e3 = e2
% 57.35/23.23  																																																					|
% 57.35/23.23  																																																					| Simplifying 661 yields:
% 57.35/23.23  																																																					| (662) e3 = e2
% 57.35/23.23  																																																					|
% 57.35/23.23  																																																					| Equations (662) can reduce 212 to:
% 57.35/23.23  																																																					| (266) $false
% 57.35/23.23  																																																					|
% 57.35/23.23  																																																					|-The branch is then unsatisfiable
% 57.35/23.23  																																																				|-Branch two:
% 57.35/23.23  																																																				| (800) all_0_41_41 = e0 & all_0_58_58 = e3 &  ~ (all_0_55_55 = e0)
% 57.35/23.23  																																																				|
% 57.35/23.23  																																																					| Applying alpha-rule on (800) yields:
% 57.35/23.23  																																																					| (794) all_0_41_41 = e0
% 57.35/23.23  																																																					| (795) all_0_58_58 = e3
% 57.35/23.23  																																																					| (803)  ~ (all_0_55_55 = e0)
% 57.35/23.23  																																																					|
% 57.35/23.23  																																																					| Combining equations (795,624) yields a new equation:
% 57.35/23.23  																																																					| (661) e3 = e2
% 57.35/23.23  																																																					|
% 57.35/23.23  																																																					| Simplifying 661 yields:
% 57.35/23.23  																																																					| (662) e3 = e2
% 57.35/23.23  																																																					|
% 57.35/23.23  																																																					| Equations (662) can reduce 212 to:
% 57.35/23.23  																																																					| (266) $false
% 57.35/23.23  																																																					|
% 57.35/23.23  																																																					|-The branch is then unsatisfiable
% 57.35/23.23  																																																			|-Branch two:
% 57.35/23.23  																																																			| (807) all_0_47_47 = e1 & all_0_52_52 = e2 &  ~ (all_0_48_48 = e2)
% 57.35/23.23  																																																			|
% 57.35/23.23  																																																				| Applying alpha-rule on (807) yields:
% 57.35/23.23  																																																				| (654) all_0_47_47 = e1
% 57.35/23.23  																																																				| (352) all_0_52_52 = e2
% 57.35/23.23  																																																				| (810)  ~ (all_0_48_48 = e2)
% 57.35/23.23  																																																				|
% 57.35/23.23  																																																				| Combining equations (1105,654) yields a new equation:
% 57.35/23.23  																																																				| (616) e2 = e1
% 57.35/23.23  																																																				|
% 57.35/23.23  																																																				| Simplifying 616 yields:
% 57.35/23.23  																																																				| (617) e2 = e1
% 57.35/23.23  																																																				|
% 57.35/23.23  																																																				| Equations (617) can reduce 122 to:
% 57.35/23.23  																																																				| (266) $false
% 57.35/23.23  																																																				|
% 57.35/23.23  																																																				|-The branch is then unsatisfiable
% 57.35/23.23  																																																		|-Branch two:
% 57.35/23.23  																																																		| (813) all_0_47_47 = e1 & all_0_52_52 = e2 &  ~ (all_0_51_51 = e1)
% 57.35/23.23  																																																		|
% 57.35/23.23  																																																			| Applying alpha-rule on (813) yields:
% 57.35/23.23  																																																			| (654) all_0_47_47 = e1
% 57.35/23.23  																																																			| (352) all_0_52_52 = e2
% 57.35/23.23  																																																			| (464)  ~ (all_0_51_51 = e1)
% 57.35/23.23  																																																			|
% 57.35/23.23  																																																			| Combining equations (1105,654) yields a new equation:
% 57.35/23.23  																																																			| (616) e2 = e1
% 57.35/23.23  																																																			|
% 57.35/23.23  																																																			| Simplifying 616 yields:
% 57.35/23.23  																																																			| (617) e2 = e1
% 57.35/23.23  																																																			|
% 57.35/23.23  																																																			| Equations (617) can reduce 122 to:
% 57.35/23.23  																																																			| (266) $false
% 57.35/23.23  																																																			|
% 57.35/23.23  																																																			|-The branch is then unsatisfiable
% 57.35/23.23  																																																	|-Branch two:
% 57.35/23.23  																																																	| (819) all_0_47_47 = e0 & all_0_58_58 = e2 &  ~ (all_0_49_49 = e2)
% 57.35/23.23  																																																	|
% 57.35/23.23  																																																		| Applying alpha-rule on (819) yields:
% 57.35/23.23  																																																		| (674) all_0_47_47 = e0
% 57.35/23.23  																																																		| (624) all_0_58_58 = e2
% 57.35/23.23  																																																		| (340)  ~ (all_0_49_49 = e2)
% 57.35/23.23  																																																		|
% 57.35/23.23  																																																		| Combining equations (1105,674) yields a new equation:
% 57.35/23.23  																																																		| (391) e2 = e0
% 57.35/23.23  																																																		|
% 57.35/23.23  																																																		| Simplifying 391 yields:
% 57.35/23.23  																																																		| (330) e2 = e0
% 57.35/23.23  																																																		|
% 57.35/23.23  																																																		| Equations (330) can reduce 128 to:
% 57.35/23.23  																																																		| (266) $false
% 57.35/23.23  																																																		|
% 57.35/23.23  																																																		|-The branch is then unsatisfiable
% 57.35/23.23  																																																|-Branch two:
% 57.35/23.23  																																																| (825) all_0_47_47 = e0 & all_0_58_58 = e2 &  ~ (all_0_56_56 = e0)
% 57.35/23.23  																																																|
% 57.35/23.23  																																																	| Applying alpha-rule on (825) yields:
% 57.35/23.23  																																																	| (674) all_0_47_47 = e0
% 57.35/23.23  																																																	| (624) all_0_58_58 = e2
% 57.35/23.23  																																																	| (828)  ~ (all_0_56_56 = e0)
% 57.35/23.23  																																																	|
% 57.35/23.23  																																																	| Combining equations (1105,674) yields a new equation:
% 57.35/23.23  																																																	| (391) e2 = e0
% 57.35/23.23  																																																	|
% 57.35/23.23  																																																	| Simplifying 391 yields:
% 57.35/23.23  																																																	| (330) e2 = e0
% 57.35/23.23  																																																	|
% 57.35/23.23  																																																	| Equations (330) can reduce 128 to:
% 57.35/23.23  																																																	| (266) $false
% 57.35/23.23  																																																	|
% 57.35/23.23  																																																	|-The branch is then unsatisfiable
% 57.35/23.23  																																															|-Branch two:
% 57.35/23.23  																																															| (338)  ~ (all_0_47_47 = e2)
% 57.35/23.23  																																															| (10761) all_0_48_48 = e2 | all_0_49_49 = e2
% 57.35/23.23  																																															|
% 57.35/23.23  																																																+-Applying beta-rule and splitting (105), into two cases.
% 57.35/23.23  																																																|-Branch one:
% 57.35/23.23  																																																| (1105) all_0_47_47 = e2
% 57.35/23.23  																																																|
% 57.35/23.23  																																																	| Equations (1105) can reduce 338 to:
% 57.35/23.23  																																																	| (266) $false
% 57.35/23.23  																																																	|
% 57.35/23.23  																																																	|-The branch is then unsatisfiable
% 57.35/23.23  																																																|-Branch two:
% 57.35/23.23  																																																| (338)  ~ (all_0_47_47 = e2)
% 57.35/23.23  																																																| (1789) all_0_47_47 = e4 | all_0_47_47 = e3 | all_0_47_47 = e1 | all_0_47_47 = e0
% 57.35/23.23  																																																|
% 57.35/23.23  																																																	+-Applying beta-rule and splitting (385), into two cases.
% 57.35/23.23  																																																	|-Branch one:
% 57.35/23.23  																																																	| (1105) all_0_47_47 = e2
% 57.35/23.23  																																																	|
% 57.35/23.23  																																																		| Equations (1105) can reduce 338 to:
% 57.35/23.23  																																																		| (266) $false
% 57.35/23.23  																																																		|
% 57.35/23.23  																																																		|-The branch is then unsatisfiable
% 57.35/23.23  																																																	|-Branch two:
% 57.35/23.23  																																																	| (338)  ~ (all_0_47_47 = e2)
% 57.35/23.23  																																																	| (1108) all_0_51_51 = e2 | all_0_56_56 = e2
% 57.35/23.23  																																																	|
% 57.35/23.23  																																																		+-Applying beta-rule and splitting (1108), into two cases.
% 57.35/23.23  																																																		|-Branch one:
% 57.35/23.23  																																																		| (504) all_0_51_51 = e2
% 57.35/23.23  																																																		|
% 57.35/23.23  																																																			| Combining equations (660,504) yields a new equation:
% 57.35/23.23  																																																			| (661) e3 = e2
% 57.35/23.23  																																																			|
% 57.35/23.23  																																																			| Simplifying 661 yields:
% 57.35/23.23  																																																			| (662) e3 = e2
% 57.35/23.23  																																																			|
% 57.35/23.23  																																																			| Equations (662) can reduce 212 to:
% 57.35/23.23  																																																			| (266) $false
% 57.35/23.23  																																																			|
% 57.35/23.23  																																																			|-The branch is then unsatisfiable
% 57.35/23.23  																																																		|-Branch two:
% 57.35/23.23  																																																		| (1099)  ~ (all_0_51_51 = e2)
% 57.35/23.23  																																																		| (833) all_0_56_56 = e2
% 57.35/23.23  																																																		|
% 57.35/23.23  																																																			| Equations (833) can reduce 511 to:
% 57.35/23.23  																																																			| (266) $false
% 57.35/23.23  																																																			|
% 57.35/23.23  																																																			|-The branch is then unsatisfiable
% 57.35/23.23  																																														|-Branch two:
% 57.35/23.23  																																														| (484)  ~ (all_0_39_39 = e0)
% 57.35/23.23  																																														| (485) all_0_40_40 = e0
% 57.35/23.23  																																														|
% 57.35/23.23  																																															| Combining equations (485,1378) yields a new equation:
% 57.35/23.23  																																															| (397) e4 = e0
% 57.35/23.23  																																															|
% 57.35/23.23  																																															| Equations (397) can reduce 49 to:
% 57.35/23.23  																																															| (266) $false
% 57.35/23.23  																																															|
% 57.35/23.23  																																															|-The branch is then unsatisfiable
% 57.35/23.23  																																											|-Branch two:
% 57.35/23.23  																																											| (908)  ~ (all_0_58_58 = e2)
% 57.35/23.23  																																											| (909) all_0_58_58 = e4 | all_0_58_58 = e3 | all_0_58_58 = e1 | all_0_58_58 = e0
% 57.35/23.23  																																											|
% 57.35/23.23  																																												+-Applying beta-rule and splitting (377), into two cases.
% 57.35/23.23  																																												|-Branch one:
% 57.35/23.23  																																												| (583) all_0_49_49 = e2
% 57.35/23.23  																																												|
% 57.35/23.23  																																													| Equations (583) can reduce 86 to:
% 57.35/23.23  																																													| (338)  ~ (all_0_47_47 = e2)
% 57.35/23.23  																																													|
% 57.35/23.23  																																													| Equations (583) can reduce 256 to:
% 57.35/23.23  																																													| (327)  ~ (e4 = e2)
% 57.35/23.23  																																													|
% 57.35/23.23  																																													| Simplifying 327 yields:
% 57.35/23.23  																																													| (48)  ~ (e4 = e2)
% 57.35/23.23  																																													|
% 57.35/23.23  																																													| Equations (583) can reduce 525 to:
% 57.35/23.23  																																													| (626)  ~ (e3 = e2)
% 57.35/23.23  																																													|
% 57.35/23.23  																																													| Simplifying 626 yields:
% 57.35/23.23  																																													| (212)  ~ (e3 = e2)
% 57.35/23.23  																																													|
% 57.35/23.23  																																													+-Applying beta-rule and splitting (105), into two cases.
% 57.35/23.23  																																													|-Branch one:
% 57.35/23.23  																																													| (1105) all_0_47_47 = e2
% 57.35/23.23  																																													|
% 57.35/23.23  																																														| Equations (1105) can reduce 338 to:
% 57.35/23.23  																																														| (266) $false
% 57.35/23.23  																																														|
% 57.35/23.23  																																														|-The branch is then unsatisfiable
% 57.35/23.23  																																													|-Branch two:
% 57.35/23.23  																																													| (338)  ~ (all_0_47_47 = e2)
% 57.35/23.23  																																													| (1789) all_0_47_47 = e4 | all_0_47_47 = e3 | all_0_47_47 = e1 | all_0_47_47 = e0
% 57.35/23.23  																																													|
% 57.35/23.23  																																														+-Applying beta-rule and splitting (385), into two cases.
% 57.35/23.23  																																														|-Branch one:
% 57.35/23.23  																																														| (1105) all_0_47_47 = e2
% 57.35/23.23  																																														|
% 57.35/23.23  																																															| Equations (1105) can reduce 338 to:
% 57.35/23.23  																																															| (266) $false
% 57.35/23.23  																																															|
% 57.35/23.23  																																															|-The branch is then unsatisfiable
% 57.35/23.23  																																														|-Branch two:
% 57.35/23.23  																																														| (338)  ~ (all_0_47_47 = e2)
% 57.35/23.23  																																														| (1108) all_0_51_51 = e2 | all_0_56_56 = e2
% 57.35/23.23  																																														|
% 57.35/23.23  																																															+-Applying beta-rule and splitting (1108), into two cases.
% 57.35/23.23  																																															|-Branch one:
% 57.35/23.23  																																															| (504) all_0_51_51 = e2
% 57.35/23.23  																																															|
% 57.35/23.23  																																																| Combining equations (660,504) yields a new equation:
% 57.35/23.23  																																																| (661) e3 = e2
% 57.35/23.23  																																																|
% 57.35/23.23  																																																| Simplifying 661 yields:
% 57.35/23.23  																																																| (662) e3 = e2
% 57.35/23.23  																																																|
% 57.35/23.23  																																																| Equations (662) can reduce 212 to:
% 57.35/23.23  																																																| (266) $false
% 57.35/23.23  																																																|
% 57.35/23.23  																																																|-The branch is then unsatisfiable
% 57.35/23.23  																																															|-Branch two:
% 57.35/23.23  																																															| (1099)  ~ (all_0_51_51 = e2)
% 57.35/23.23  																																															| (833) all_0_56_56 = e2
% 57.35/23.23  																																															|
% 57.35/23.23  																																																| Equations (833) can reduce 44 to:
% 57.35/23.23  																																																| (1186)  ~ (all_0_58_58 = e2)
% 57.35/23.23  																																																|
% 57.35/23.23  																																																| Simplifying 1186 yields:
% 57.35/23.23  																																																| (908)  ~ (all_0_58_58 = e2)
% 57.35/23.23  																																																|
% 57.35/23.23  																																																+-Applying beta-rule and splitting (163), into two cases.
% 57.35/23.23  																																																|-Branch one:
% 57.35/23.23  																																																| (565) all_0_52_52 = e4
% 57.35/23.23  																																																|
% 57.35/23.23  																																																	| Combining equations (565,352) yields a new equation:
% 57.35/23.23  																																																	| (322) e4 = e2
% 57.35/23.23  																																																	|
% 57.35/23.23  																																																	| Simplifying 322 yields:
% 57.35/23.23  																																																	| (323) e4 = e2
% 57.35/23.23  																																																	|
% 57.35/23.23  																																																	| Equations (323) can reduce 48 to:
% 57.35/23.23  																																																	| (266) $false
% 57.35/23.23  																																																	|
% 57.35/23.23  																																																	|-The branch is then unsatisfiable
% 57.35/23.23  																																																|-Branch two:
% 57.35/23.23  																																																| (780)  ~ (all_0_52_52 = e4)
% 57.35/23.23  																																																| (781) (all_0_41_41 = e0 & all_0_58_58 = e3 &  ~ (all_0_44_44 = e3)) | (all_0_41_41 = e0 & all_0_58_58 = e3 &  ~ (all_0_55_55 = e0)) | (all_0_47_47 = e1 & all_0_52_52 = e2 &  ~ (all_0_48_48 = e2)) | (all_0_47_47 = e1 & all_0_52_52 = e2 &  ~ (all_0_51_51 = e1)) | (all_0_47_47 = e0 & all_0_58_58 = e2 &  ~ (all_0_49_49 = e2)) | (all_0_47_47 = e0 & all_0_58_58 = e2 &  ~ (all_0_56_56 = e0))
% 57.35/23.24  																																																|
% 57.35/23.24  																																																	+-Applying beta-rule and splitting (781), into two cases.
% 57.35/23.24  																																																	|-Branch one:
% 57.35/23.24  																																																	| (789) (all_0_41_41 = e0 & all_0_58_58 = e3 &  ~ (all_0_44_44 = e3)) | (all_0_41_41 = e0 & all_0_58_58 = e3 &  ~ (all_0_55_55 = e0)) | (all_0_47_47 = e1 & all_0_52_52 = e2 &  ~ (all_0_48_48 = e2)) | (all_0_47_47 = e1 & all_0_52_52 = e2 &  ~ (all_0_51_51 = e1)) | (all_0_47_47 = e0 & all_0_58_58 = e2 &  ~ (all_0_49_49 = e2))
% 57.35/23.24  																																																	|
% 57.35/23.24  																																																		+-Applying beta-rule and splitting (789), into two cases.
% 57.35/23.24  																																																		|-Branch one:
% 57.35/23.24  																																																		| (790) (all_0_41_41 = e0 & all_0_58_58 = e3 &  ~ (all_0_44_44 = e3)) | (all_0_41_41 = e0 & all_0_58_58 = e3 &  ~ (all_0_55_55 = e0)) | (all_0_47_47 = e1 & all_0_52_52 = e2 &  ~ (all_0_48_48 = e2)) | (all_0_47_47 = e1 & all_0_52_52 = e2 &  ~ (all_0_51_51 = e1))
% 57.35/23.24  																																																		|
% 57.35/23.24  																																																			+-Applying beta-rule and splitting (790), into two cases.
% 57.35/23.24  																																																			|-Branch one:
% 57.35/23.24  																																																			| (791) (all_0_41_41 = e0 & all_0_58_58 = e3 &  ~ (all_0_44_44 = e3)) | (all_0_41_41 = e0 & all_0_58_58 = e3 &  ~ (all_0_55_55 = e0)) | (all_0_47_47 = e1 & all_0_52_52 = e2 &  ~ (all_0_48_48 = e2))
% 57.35/23.24  																																																			|
% 57.35/23.24  																																																				+-Applying beta-rule and splitting (791), into two cases.
% 57.35/23.24  																																																				|-Branch one:
% 57.35/23.24  																																																				| (792) (all_0_41_41 = e0 & all_0_58_58 = e3 &  ~ (all_0_44_44 = e3)) | (all_0_41_41 = e0 & all_0_58_58 = e3 &  ~ (all_0_55_55 = e0))
% 57.35/23.24  																																																				|
% 57.35/23.24  																																																					+-Applying beta-rule and splitting (792), into two cases.
% 57.35/23.24  																																																					|-Branch one:
% 57.35/23.24  																																																					| (793) all_0_41_41 = e0 & all_0_58_58 = e3 &  ~ (all_0_44_44 = e3)
% 57.35/23.24  																																																					|
% 57.35/23.24  																																																						| Applying alpha-rule on (793) yields:
% 57.35/23.24  																																																						| (794) all_0_41_41 = e0
% 57.35/23.24  																																																						| (795) all_0_58_58 = e3
% 57.35/23.24  																																																						| (407)  ~ (all_0_44_44 = e3)
% 57.35/23.24  																																																						|
% 57.35/23.24  																																																						| Equations (795) can reduce 276 to:
% 57.35/23.24  																																																						| (266) $false
% 57.35/23.24  																																																						|
% 57.35/23.24  																																																						|-The branch is then unsatisfiable
% 57.35/23.24  																																																					|-Branch two:
% 57.35/23.24  																																																					| (800) all_0_41_41 = e0 & all_0_58_58 = e3 &  ~ (all_0_55_55 = e0)
% 57.35/23.24  																																																					|
% 57.35/23.24  																																																						| Applying alpha-rule on (800) yields:
% 57.35/23.24  																																																						| (794) all_0_41_41 = e0
% 57.35/23.24  																																																						| (795) all_0_58_58 = e3
% 57.35/23.24  																																																						| (803)  ~ (all_0_55_55 = e0)
% 57.35/23.24  																																																						|
% 57.35/23.24  																																																						| Equations (795) can reduce 276 to:
% 57.35/23.24  																																																						| (266) $false
% 57.35/23.24  																																																						|
% 57.35/23.24  																																																						|-The branch is then unsatisfiable
% 57.35/23.24  																																																				|-Branch two:
% 57.35/23.24  																																																				| (807) all_0_47_47 = e1 & all_0_52_52 = e2 &  ~ (all_0_48_48 = e2)
% 57.35/23.24  																																																				|
% 57.35/23.24  																																																					| Applying alpha-rule on (807) yields:
% 57.35/23.24  																																																					| (654) all_0_47_47 = e1
% 57.35/23.24  																																																					| (352) all_0_52_52 = e2
% 57.35/23.24  																																																					| (810)  ~ (all_0_48_48 = e2)
% 57.35/23.24  																																																					|
% 57.35/23.24  																																																					| Equations (654) can reduce 462 to:
% 57.35/23.24  																																																					| (266) $false
% 57.35/23.24  																																																					|
% 57.35/23.24  																																																					|-The branch is then unsatisfiable
% 57.35/23.24  																																																			|-Branch two:
% 57.35/23.24  																																																			| (813) all_0_47_47 = e1 & all_0_52_52 = e2 &  ~ (all_0_51_51 = e1)
% 57.35/23.24  																																																			|
% 57.35/23.24  																																																				| Applying alpha-rule on (813) yields:
% 57.35/23.24  																																																				| (654) all_0_47_47 = e1
% 57.35/23.24  																																																				| (352) all_0_52_52 = e2
% 57.35/23.24  																																																				| (464)  ~ (all_0_51_51 = e1)
% 57.35/23.24  																																																				|
% 57.35/23.24  																																																				| Equations (654) can reduce 462 to:
% 57.35/23.24  																																																				| (266) $false
% 57.35/23.24  																																																				|
% 57.35/23.24  																																																				|-The branch is then unsatisfiable
% 57.35/23.24  																																																		|-Branch two:
% 57.35/23.24  																																																		| (819) all_0_47_47 = e0 & all_0_58_58 = e2 &  ~ (all_0_49_49 = e2)
% 57.35/23.24  																																																		|
% 57.35/23.24  																																																			| Applying alpha-rule on (819) yields:
% 57.35/23.24  																																																			| (674) all_0_47_47 = e0
% 57.35/23.24  																																																			| (624) all_0_58_58 = e2
% 57.35/23.24  																																																			| (340)  ~ (all_0_49_49 = e2)
% 57.35/23.24  																																																			|
% 57.35/23.24  																																																			| Equations (624) can reduce 908 to:
% 57.35/23.24  																																																			| (266) $false
% 57.35/23.24  																																																			|
% 57.35/23.24  																																																			|-The branch is then unsatisfiable
% 57.35/23.24  																																																	|-Branch two:
% 57.35/23.24  																																																	| (825) all_0_47_47 = e0 & all_0_58_58 = e2 &  ~ (all_0_56_56 = e0)
% 57.35/23.24  																																																	|
% 57.35/23.24  																																																		| Applying alpha-rule on (825) yields:
% 57.35/23.24  																																																		| (674) all_0_47_47 = e0
% 57.35/23.24  																																																		| (624) all_0_58_58 = e2
% 57.35/23.24  																																																		| (828)  ~ (all_0_56_56 = e0)
% 57.35/23.24  																																																		|
% 57.35/23.24  																																																		| Equations (624) can reduce 908 to:
% 57.35/23.24  																																																		| (266) $false
% 57.35/23.24  																																																		|
% 57.35/23.24  																																																		|-The branch is then unsatisfiable
% 57.35/23.24  																																												|-Branch two:
% 57.35/23.24  																																												| (340)  ~ (all_0_49_49 = e2)
% 57.35/23.24  																																												| (614) all_0_53_53 = e2 | all_0_58_58 = e2
% 57.35/23.24  																																												|
% 57.35/23.24  																																													+-Applying beta-rule and splitting (614), into two cases.
% 57.35/23.24  																																													|-Branch one:
% 57.35/23.24  																																													| (607) all_0_53_53 = e2
% 57.35/23.24  																																													|
% 57.35/23.24  																																														| Combining equations (1208,607) yields a new equation:
% 57.35/23.24  																																														| (617) e2 = e1
% 57.35/23.24  																																														|
% 57.35/23.24  																																														| Equations (617) can reduce 122 to:
% 57.35/23.24  																																														| (266) $false
% 57.35/23.24  																																														|
% 57.35/23.24  																																														|-The branch is then unsatisfiable
% 57.35/23.24  																																													|-Branch two:
% 57.35/23.24  																																													| (509)  ~ (all_0_53_53 = e2)
% 57.35/23.24  																																													| (624) all_0_58_58 = e2
% 57.35/23.24  																																													|
% 57.35/23.24  																																														| Equations (624) can reduce 908 to:
% 57.35/23.24  																																														| (266) $false
% 57.35/23.24  																																														|
% 57.35/23.24  																																														|-The branch is then unsatisfiable
% 57.35/23.24  																																										|-Branch two:
% 57.35/23.24  																																										| (447)  ~ (all_0_40_40 = e4)
% 57.35/23.24  																																										| (485) all_0_40_40 = e0
% 57.35/23.24  																																										|
% 57.35/23.24  																																											| Equations (485) can reduce 1401 to:
% 57.35/23.24  																																											| (266) $false
% 57.35/23.24  																																											|
% 57.35/23.24  																																											|-The branch is then unsatisfiable
% 57.35/23.24  																																							|-Branch two:
% 57.35/23.24  																																							| (632)  ~ (all_0_55_55 = e1)
% 57.35/23.24  																																							| (633) all_0_56_56 = e1 | all_0_57_57 = e1 | all_0_58_58 = e1
% 57.35/23.24  																																							|
% 57.35/23.24  																																								+-Applying beta-rule and splitting (445), into two cases.
% 57.35/23.24  																																								|-Branch one:
% 57.35/23.24  																																								| (871) all_0_57_57 = e4
% 57.35/23.24  																																								|
% 57.35/23.24  																																									| Equations (871) can reduce 839 to:
% 57.35/23.24  																																									| (266) $false
% 57.35/23.24  																																									|
% 57.35/23.24  																																									|-The branch is then unsatisfiable
% 57.35/23.24  																																								|-Branch two:
% 57.35/23.24  																																								| (839)  ~ (all_0_57_57 = e4)
% 57.35/23.24  																																								| (874) all_0_57_57 = e1 | all_0_57_57 = e0
% 57.35/23.24  																																								|
% 57.35/23.24  																																									+-Applying beta-rule and splitting (874), into two cases.
% 57.35/23.24  																																									|-Branch one:
% 57.35/23.24  																																									| (875) all_0_57_57 = e0
% 57.35/23.24  																																									|
% 57.35/23.24  																																										| Equations (875) can reduce 1670 to:
% 57.35/23.24  																																										| (435)  ~ (e1 = e0)
% 57.35/23.24  																																										|
% 57.35/23.24  																																										| Simplifying 435 yields:
% 57.35/23.24  																																										| (233)  ~ (e1 = e0)
% 57.35/23.24  																																										|
% 57.35/23.24  																																										+-Applying beta-rule and splitting (633), into two cases.
% 57.35/23.24  																																										|-Branch one:
% 57.35/23.24  																																										| (1569) all_0_56_56 = e1
% 57.35/23.24  																																										|
% 57.35/23.24  																																											| Equations (1569) can reduce 466 to:
% 57.35/23.24  																																											| (266) $false
% 57.35/23.24  																																											|
% 57.35/23.24  																																											|-The branch is then unsatisfiable
% 57.35/23.24  																																										|-Branch two:
% 57.35/23.24  																																										| (466)  ~ (all_0_56_56 = e1)
% 57.35/23.24  																																										| (1574) all_0_57_57 = e1 | all_0_58_58 = e1
% 57.35/23.24  																																										|
% 57.35/23.24  																																											+-Applying beta-rule and splitting (1574), into two cases.
% 57.35/23.24  																																											|-Branch one:
% 57.35/23.24  																																											| (647) all_0_57_57 = e1
% 57.35/23.24  																																											|
% 57.35/23.24  																																												| Combining equations (875,647) yields a new equation:
% 57.35/23.24  																																												| (431) e1 = e0
% 57.35/23.24  																																												|
% 57.35/23.24  																																												| Equations (431) can reduce 233 to:
% 57.35/23.24  																																												| (266) $false
% 57.35/23.24  																																												|
% 57.35/23.24  																																												|-The branch is then unsatisfiable
% 57.35/23.24  																																											|-Branch two:
% 57.35/23.24  																																											| (1670)  ~ (all_0_57_57 = e1)
% 57.35/23.24  																																											| (918) all_0_58_58 = e1
% 57.35/23.24  																																											|
% 57.35/23.24  																																												| Equations (918) can reduce 880 to:
% 57.35/23.24  																																												| (266) $false
% 57.35/23.24  																																												|
% 57.35/23.24  																																												|-The branch is then unsatisfiable
% 57.35/23.24  																																									|-Branch two:
% 57.35/23.24  																																									| (364)  ~ (all_0_57_57 = e0)
% 57.35/23.24  																																									| (647) all_0_57_57 = e1
% 57.35/23.24  																																									|
% 57.35/23.24  																																										| Equations (647) can reduce 1670 to:
% 57.35/23.24  																																										| (266) $false
% 57.35/23.24  																																										|
% 57.35/23.24  																																										|-The branch is then unsatisfiable
% 57.35/23.24  																																						|-Branch two:
% 57.35/23.24  																																						| (619)  ~ (all_0_48_48 = e1)
% 57.35/23.24  																																						| (671) all_0_49_49 = e1
% 57.35/23.24  																																						|
% 57.35/23.24  																																							| Equations (671) can reduce 1064 to:
% 57.35/23.24  																																							| (266) $false
% 57.35/23.24  																																							|
% 57.35/23.24  																																							|-The branch is then unsatisfiable
% 57.35/23.24  																																				|-Branch two:
% 57.35/23.24  																																				| (357)  ~ (all_0_41_41 = e0)
% 57.35/23.24  																																				| (6761) all_0_42_42 = e0 | all_0_43_43 = e0 | all_0_44_44 = e0
% 57.35/23.24  																																				|
% 57.35/23.24  																																					+-Applying beta-rule and splitting (595), into two cases.
% 57.35/23.24  																																					|-Branch one:
% 57.35/23.24  																																					| (545) all_0_46_46 = e1
% 57.35/23.24  																																					|
% 57.35/23.24  																																						| Combining equations (545,1557) yields a new equation:
% 57.35/23.24  																																						| (455) e3 = e1
% 57.35/23.24  																																						|
% 57.35/23.24  																																						| Equations (455) can reduce 213 to:
% 57.35/23.24  																																						| (266) $false
% 57.35/23.24  																																						|
% 57.35/23.24  																																						|-The branch is then unsatisfiable
% 57.35/23.24  																																					|-Branch two:
% 57.35/23.24  																																					| (549)  ~ (all_0_46_46 = e1)
% 57.35/23.24  																																					| (600) all_0_50_50 = e1 | all_0_55_55 = e1
% 57.35/23.24  																																					|
% 57.35/23.24  																																						+-Applying beta-rule and splitting (600), into two cases.
% 57.35/23.24  																																						|-Branch one:
% 57.35/23.24  																																						| (601) all_0_50_50 = e1
% 57.35/23.24  																																						|
% 57.35/23.24  																																							| Combining equations (775,601) yields a new equation:
% 57.35/23.24  																																							| (636) e4 = e1
% 57.35/23.24  																																							|
% 57.35/23.24  																																							| Simplifying 636 yields:
% 57.35/23.24  																																							| (630) e4 = e1
% 57.35/23.24  																																							|
% 57.35/23.24  																																							| Equations (630) can reduce 110 to:
% 57.35/23.24  																																							| (266) $false
% 57.35/23.24  																																							|
% 57.35/23.24  																																							|-The branch is then unsatisfiable
% 57.35/23.24  																																						|-Branch two:
% 57.35/23.24  																																						| (759)  ~ (all_0_50_50 = e1)
% 57.35/23.24  																																						| (629) all_0_55_55 = e1
% 57.35/23.24  																																						|
% 57.35/23.24  																																							| Equations (629) can reduce 191 to:
% 57.35/23.24  																																							| (457)  ~ (all_0_41_41 = e1)
% 57.35/23.24  																																							|
% 57.35/23.24  																																							+-Applying beta-rule and splitting (4049), into two cases.
% 57.35/23.24  																																							|-Branch one:
% 57.35/23.24  																																							| (794) all_0_41_41 = e0
% 57.35/23.24  																																							|
% 57.35/23.24  																																								| Equations (794) can reduce 357 to:
% 57.35/23.24  																																								| (266) $false
% 57.35/23.24  																																								|
% 57.35/23.24  																																								|-The branch is then unsatisfiable
% 57.35/23.24  																																							|-Branch two:
% 57.35/23.24  																																							| (357)  ~ (all_0_41_41 = e0)
% 57.35/23.24  																																							| (4053) all_0_41_41 = e3 | all_0_41_41 = e1
% 57.35/23.24  																																							|
% 57.35/23.24  																																								+-Applying beta-rule and splitting (4053), into two cases.
% 57.35/23.24  																																								|-Branch one:
% 57.35/23.24  																																								| (453) all_0_41_41 = e1
% 57.35/23.24  																																								|
% 57.35/23.24  																																									| Equations (453) can reduce 457 to:
% 57.35/23.24  																																									| (266) $false
% 57.35/23.24  																																									|
% 57.35/23.24  																																									|-The branch is then unsatisfiable
% 57.35/23.24  																																								|-Branch two:
% 57.35/23.24  																																								| (457)  ~ (all_0_41_41 = e1)
% 57.35/23.24  																																								| (403) all_0_41_41 = e3
% 57.35/23.24  																																								|
% 57.35/23.24  																																									| Equations (403) can reduce 1898 to:
% 57.35/23.24  																																									| (266) $false
% 57.35/23.24  																																									|
% 57.35/23.24  																																									|-The branch is then unsatisfiable
% 57.35/23.24  																																	|-Branch two:
% 57.35/23.24  																																	| (1380)  ~ (all_0_42_42 = e1)
% 57.35/23.24  																																	| (1381) all_0_43_43 = e1 | all_0_44_44 = e1
% 57.35/23.24  																																	|
% 57.35/23.24  																																		+-Applying beta-rule and splitting (152), into two cases.
% 57.35/23.24  																																		|-Branch one:
% 57.35/23.24  																																		| (1392) all_0_42_42 = e4
% 57.35/23.24  																																		|
% 57.35/23.24  																																			| Equations (1392) can reduce 1890 to:
% 57.35/23.24  																																			| (266) $false
% 57.35/23.24  																																			|
% 57.35/23.24  																																			|-The branch is then unsatisfiable
% 57.35/23.24  																																		|-Branch two:
% 57.35/23.24  																																		| (1890)  ~ (all_0_42_42 = e4)
% 57.35/23.24  																																		| (1969) all_0_42_42 = e3 | all_0_42_42 = e1 | all_0_42_42 = e0
% 57.35/23.24  																																		|
% 57.35/23.24  																																			+-Applying beta-rule and splitting (18), into two cases.
% 57.35/23.24  																																			|-Branch one:
% 57.35/23.24  																																			| (453) all_0_41_41 = e1
% 57.35/23.24  																																			|
% 57.35/23.24  																																				| Equations (453) can reduce 457 to:
% 57.35/23.24  																																				| (266) $false
% 57.35/23.24  																																				|
% 57.35/23.24  																																				|-The branch is then unsatisfiable
% 57.35/23.24  																																			|-Branch two:
% 57.35/23.24  																																			| (457)  ~ (all_0_41_41 = e1)
% 57.35/23.24  																																			| (595) all_0_46_46 = e1 | all_0_50_50 = e1 | all_0_55_55 = e1
% 57.35/23.24  																																			|
% 57.35/23.24  																																				+-Applying beta-rule and splitting (1969), into two cases.
% 57.35/23.24  																																				|-Branch one:
% 57.35/23.24  																																				| (559) all_0_42_42 = e0
% 57.35/23.24  																																				|
% 57.35/23.24  																																					| Equations (559) can reduce 145 to:
% 57.35/23.24  																																					| (484)  ~ (all_0_39_39 = e0)
% 57.35/23.24  																																					|
% 57.35/23.24  																																					| Equations (559) can reduce 1890 to:
% 57.35/23.24  																																					| (401)  ~ (e4 = e0)
% 57.35/23.24  																																					|
% 57.35/23.24  																																					| Simplifying 401 yields:
% 57.35/23.24  																																					| (49)  ~ (e4 = e0)
% 57.35/23.24  																																					|
% 57.35/23.24  																																					+-Applying beta-rule and splitting (333), into two cases.
% 57.35/23.24  																																					|-Branch one:
% 57.35/23.24  																																					| (480) all_0_39_39 = e0
% 57.35/23.24  																																					|
% 57.35/23.24  																																						| Equations (480) can reduce 484 to:
% 57.35/23.24  																																						| (266) $false
% 57.35/23.24  																																						|
% 57.35/23.24  																																						|-The branch is then unsatisfiable
% 57.35/23.24  																																					|-Branch two:
% 57.35/23.24  																																					| (484)  ~ (all_0_39_39 = e0)
% 57.35/23.24  																																					| (485) all_0_40_40 = e0
% 57.35/23.24  																																					|
% 57.35/23.24  																																						| Equations (485) can reduce 132 to:
% 57.35/23.24  																																						| (435)  ~ (e1 = e0)
% 57.35/23.24  																																						|
% 57.35/23.24  																																						| Simplifying 435 yields:
% 57.35/23.24  																																						| (233)  ~ (e1 = e0)
% 57.35/23.24  																																						|
% 57.35/23.24  																																						+-Applying beta-rule and splitting (150), into two cases.
% 57.35/23.24  																																						|-Branch one:
% 57.35/23.24  																																						| (1378) all_0_40_40 = e4
% 57.35/23.24  																																						|
% 57.35/23.24  																																							| Combining equations (1378,485) yields a new equation:
% 57.35/23.24  																																							| (481) e4 = e0
% 57.35/23.24  																																							|
% 57.35/23.24  																																							| Simplifying 481 yields:
% 57.35/23.24  																																							| (397) e4 = e0
% 57.35/23.24  																																							|
% 57.35/23.24  																																							| Equations (397) can reduce 49 to:
% 57.35/23.24  																																							| (266) $false
% 57.35/23.24  																																							|
% 57.35/23.24  																																							|-The branch is then unsatisfiable
% 57.35/23.24  																																						|-Branch two:
% 57.35/23.24  																																						| (447)  ~ (all_0_40_40 = e4)
% 57.35/23.24  																																						| (2271) all_0_44_44 = e4 | all_0_49_49 = e4 | all_0_53_53 = e4 | all_0_58_58 = e4
% 57.35/23.24  																																						|
% 57.35/23.24  																																							| Equations (485) can reduce 447 to:
% 57.35/23.24  																																							| (401)  ~ (e4 = e0)
% 57.35/23.24  																																							|
% 57.35/23.24  																																							| Simplifying 401 yields:
% 57.35/23.24  																																							| (49)  ~ (e4 = e0)
% 57.35/23.24  																																							|
% 57.35/23.24  																																							+-Applying beta-rule and splitting (54), into two cases.
% 57.35/23.24  																																							|-Branch one:
% 57.35/23.24  																																							| (583) all_0_49_49 = e2
% 57.35/23.24  																																							|
% 57.35/23.24  																																								| Equations (583) can reduce 119 to:
% 57.35/23.24  																																								| (1186)  ~ (all_0_58_58 = e2)
% 57.35/23.24  																																								|
% 57.35/23.24  																																								| Simplifying 1186 yields:
% 57.35/23.24  																																								| (908)  ~ (all_0_58_58 = e2)
% 57.35/23.24  																																								|
% 57.35/23.24  																																								| Equations (583) can reduce 1064 to:
% 57.35/23.24  																																								| (122)  ~ (e2 = e1)
% 57.35/23.24  																																								|
% 57.35/23.24  																																								+-Applying beta-rule and splitting (108), into two cases.
% 57.35/23.24  																																								|-Branch one:
% 57.35/23.24  																																								| (624) all_0_58_58 = e2
% 57.35/23.24  																																								|
% 57.35/23.24  																																									| Equations (624) can reduce 908 to:
% 57.35/23.24  																																									| (266) $false
% 57.35/23.24  																																									|
% 57.35/23.24  																																									|-The branch is then unsatisfiable
% 57.35/23.24  																																								|-Branch two:
% 57.35/23.24  																																								| (908)  ~ (all_0_58_58 = e2)
% 57.35/23.24  																																								| (909) all_0_58_58 = e4 | all_0_58_58 = e3 | all_0_58_58 = e1 | all_0_58_58 = e0
% 57.35/23.24  																																								|
% 57.35/23.24  																																									+-Applying beta-rule and splitting (389), into two cases.
% 57.35/23.24  																																									|-Branch one:
% 57.35/23.24  																																									| (833) all_0_56_56 = e2
% 57.35/23.24  																																									|
% 57.35/23.24  																																										| Equations (833) can reduce 154 to:
% 57.35/23.24  																																										| (294)  ~ (all_0_39_39 = e2)
% 57.35/23.24  																																										|
% 57.35/23.24  																																										| Equations (833) can reduce 91 to:
% 57.35/23.24  																																										| (338)  ~ (all_0_47_47 = e2)
% 57.35/23.24  																																										|
% 57.35/23.24  																																										+-Applying beta-rule and splitting (131), into two cases.
% 57.35/23.24  																																										|-Branch one:
% 57.35/23.24  																																										| (459) all_0_42_42 = e1
% 57.35/23.24  																																										|
% 57.35/23.24  																																											| Combining equations (459,559) yields a new equation:
% 57.35/23.24  																																											| (546) e1 = e0
% 57.35/23.24  																																											|
% 57.35/23.24  																																											| Simplifying 546 yields:
% 57.35/23.24  																																											| (431) e1 = e0
% 57.35/23.24  																																											|
% 57.35/23.24  																																											| Equations (431) can reduce 233 to:
% 57.35/23.24  																																											| (266) $false
% 57.35/23.24  																																											|
% 57.35/23.24  																																											|-The branch is then unsatisfiable
% 57.35/23.24  																																										|-Branch two:
% 57.35/23.24  																																										| (1380)  ~ (all_0_42_42 = e1)
% 57.35/23.24  																																										| (3259) all_0_47_47 = e1 | all_0_51_51 = e1 | all_0_56_56 = e1
% 57.35/23.24  																																										|
% 57.35/23.24  																																											+-Applying beta-rule and splitting (326), into two cases.
% 57.35/23.24  																																											|-Branch one:
% 57.35/23.24  																																											| (471) all_0_39_39 = e4
% 57.35/23.24  																																											|
% 57.35/23.24  																																												| Equations (471) can reduce 246 to:
% 57.35/23.24  																																												| (188)  ~ (e4 = e3)
% 57.35/23.24  																																												|
% 57.35/23.24  																																												| Equations (471) can reduce 294 to:
% 57.35/23.24  																																												| (48)  ~ (e4 = e2)
% 57.35/23.24  																																												|
% 57.35/23.24  																																												+-Applying beta-rule and splitting (171), into two cases.
% 57.35/23.24  																																												|-Branch one:
% 57.35/23.24  																																												| (265) all_0_54_54 = e4
% 57.35/23.24  																																												|
% 57.35/23.24  																																													| Combining equations (268,265) yields a new equation:
% 57.35/23.24  																																													| (425) e4 = e3
% 57.35/23.24  																																													|
% 57.35/23.24  																																													| Equations (425) can reduce 188 to:
% 57.35/23.24  																																													| (266) $false
% 57.35/23.24  																																													|
% 57.35/23.24  																																													|-The branch is then unsatisfiable
% 57.35/23.24  																																												|-Branch two:
% 57.35/23.24  																																												| (258)  ~ (all_0_54_54 = e4)
% 57.35/23.24  																																												| (575) all_0_55_55 = e4 | all_0_56_56 = e4 | all_0_57_57 = e4 | all_0_58_58 = e4
% 57.35/23.24  																																												|
% 57.35/23.24  																																													+-Applying beta-rule and splitting (575), into two cases.
% 57.35/23.24  																																													|-Branch one:
% 57.35/23.24  																																													| (587) all_0_55_55 = e4
% 57.35/23.24  																																													|
% 57.35/23.24  																																														| Equations (587) can reduce 763 to:
% 57.35/23.24  																																														| (266) $false
% 57.35/23.24  																																														|
% 57.35/23.24  																																														|-The branch is then unsatisfiable
% 57.35/23.24  																																													|-Branch two:
% 57.35/23.24  																																													| (763)  ~ (all_0_55_55 = e4)
% 57.35/23.24  																																													| (764) all_0_56_56 = e4 | all_0_57_57 = e4 | all_0_58_58 = e4
% 57.35/23.24  																																													|
% 57.35/23.24  																																														+-Applying beta-rule and splitting (764), into two cases.
% 57.35/23.24  																																														|-Branch one:
% 57.35/23.24  																																														| (842) all_0_56_56 = e4
% 57.35/23.24  																																														|
% 57.35/23.24  																																															| Combining equations (842,833) yields a new equation:
% 57.35/23.24  																																															| (322) e4 = e2
% 57.35/23.24  																																															|
% 57.35/23.24  																																															| Simplifying 322 yields:
% 57.35/23.24  																																															| (323) e4 = e2
% 57.35/23.24  																																															|
% 57.35/23.24  																																															| Equations (323) can reduce 48 to:
% 57.35/23.24  																																															| (266) $false
% 57.35/23.24  																																															|
% 57.35/23.24  																																															|-The branch is then unsatisfiable
% 57.35/23.24  																																														|-Branch two:
% 57.35/23.24  																																														| (477)  ~ (all_0_56_56 = e4)
% 57.35/23.24  																																														| (935) all_0_57_57 = e4 | all_0_58_58 = e4
% 57.35/23.24  																																														|
% 57.35/23.24  																																															+-Applying beta-rule and splitting (935), into two cases.
% 57.35/23.24  																																															|-Branch one:
% 57.35/23.24  																																															| (871) all_0_57_57 = e4
% 57.35/23.24  																																															|
% 57.35/23.24  																																																| Equations (871) can reduce 839 to:
% 57.35/23.24  																																																| (266) $false
% 57.35/23.24  																																																|
% 57.35/23.24  																																																|-The branch is then unsatisfiable
% 57.35/23.24  																																															|-Branch two:
% 57.35/23.24  																																															| (839)  ~ (all_0_57_57 = e4)
% 57.35/23.24  																																															| (910) all_0_58_58 = e4
% 57.35/23.24  																																															|
% 57.35/23.24  																																																| Equations (910) can reduce 148 to:
% 57.35/23.24  																																																| (839)  ~ (all_0_57_57 = e4)
% 57.35/23.24  																																																|
% 57.35/23.24  																																																+-Applying beta-rule and splitting (3259), into two cases.
% 57.35/23.24  																																																|-Branch one:
% 57.35/23.24  																																																| (654) all_0_47_47 = e1
% 57.35/23.24  																																																|
% 57.35/23.24  																																																	| Equations (654) can reduce 114 to:
% 57.35/23.24  																																																	| (11581)  ~ (all_0_48_48 = e1)
% 57.35/23.24  																																																	|
% 57.35/23.24  																																																	| Simplifying 11581 yields:
% 57.35/23.24  																																																	| (619)  ~ (all_0_48_48 = e1)
% 57.35/23.24  																																																	|
% 57.35/23.24  																																																	| Equations (654) can reduce 338 to:
% 57.35/23.24  																																																	| (604)  ~ (e2 = e1)
% 57.35/23.24  																																																	|
% 57.35/23.25  																																																	| Simplifying 604 yields:
% 57.35/23.25  																																																	| (122)  ~ (e2 = e1)
% 57.35/23.25  																																																	|
% 57.35/23.25  																																																	+-Applying beta-rule and splitting (434), into two cases.
% 57.35/23.25  																																																	|-Branch one:
% 57.35/23.25  																																																	| (615) all_0_48_48 = e1
% 57.35/23.25  																																																	|
% 57.35/23.25  																																																		| Equations (615) can reduce 619 to:
% 57.35/23.25  																																																		| (266) $false
% 57.35/23.25  																																																		|
% 57.35/23.25  																																																		|-The branch is then unsatisfiable
% 57.35/23.25  																																																	|-Branch two:
% 57.35/23.25  																																																	| (619)  ~ (all_0_48_48 = e1)
% 57.35/23.25  																																																	| (620) all_0_52_52 = e1 | all_0_57_57 = e1
% 57.35/23.25  																																																	|
% 57.35/23.25  																																																		+-Applying beta-rule and splitting (620), into two cases.
% 57.35/23.25  																																																		|-Branch one:
% 57.35/23.25  																																																		| (642) all_0_52_52 = e1
% 57.35/23.25  																																																		|
% 57.35/23.25  																																																			| Combining equations (352,642) yields a new equation:
% 57.35/23.25  																																																			| (616) e2 = e1
% 57.35/23.25  																																																			|
% 57.35/23.25  																																																			| Simplifying 616 yields:
% 57.35/23.25  																																																			| (617) e2 = e1
% 57.35/23.25  																																																			|
% 57.35/23.25  																																																			| Equations (617) can reduce 122 to:
% 57.35/23.25  																																																			| (266) $false
% 57.35/23.25  																																																			|
% 57.35/23.25  																																																			|-The branch is then unsatisfiable
% 57.35/23.25  																																																		|-Branch two:
% 57.35/23.25  																																																		| (646)  ~ (all_0_52_52 = e1)
% 57.35/23.25  																																																		| (647) all_0_57_57 = e1
% 57.35/23.25  																																																		|
% 57.35/23.25  																																																			| Equations (647) can reduce 81 to:
% 57.35/23.25  																																																			| (632)  ~ (all_0_55_55 = e1)
% 57.35/23.25  																																																			|
% 57.35/23.25  																																																			| Equations (647) can reduce 839 to:
% 57.35/23.25  																																																			| (602)  ~ (e4 = e1)
% 57.35/23.25  																																																			|
% 57.35/23.25  																																																			| Simplifying 602 yields:
% 57.35/23.25  																																																			| (110)  ~ (e4 = e1)
% 57.35/23.25  																																																			|
% 57.35/23.25  																																																			| Equations (647) can reduce 67 to:
% 57.35/23.25  																																																			| (467)  ~ (e3 = e1)
% 57.35/23.25  																																																			|
% 57.35/23.25  																																																			| Simplifying 467 yields:
% 57.35/23.25  																																																			| (213)  ~ (e3 = e1)
% 57.35/23.25  																																																			|
% 57.35/23.25  																																																			+-Applying beta-rule and splitting (595), into two cases.
% 57.35/23.25  																																																			|-Branch one:
% 57.35/23.25  																																																			| (545) all_0_46_46 = e1
% 57.35/23.25  																																																			|
% 57.35/23.25  																																																				| Combining equations (1557,545) yields a new equation:
% 57.35/23.25  																																																				| (454) e3 = e1
% 57.35/23.25  																																																				|
% 57.35/23.25  																																																				| Simplifying 454 yields:
% 57.35/23.25  																																																				| (455) e3 = e1
% 57.35/23.25  																																																				|
% 57.35/23.25  																																																				| Equations (455) can reduce 213 to:
% 57.35/23.25  																																																				| (266) $false
% 57.35/23.25  																																																				|
% 57.35/23.25  																																																				|-The branch is then unsatisfiable
% 57.35/23.25  																																																			|-Branch two:
% 57.35/23.25  																																																			| (549)  ~ (all_0_46_46 = e1)
% 57.35/23.25  																																																			| (600) all_0_50_50 = e1 | all_0_55_55 = e1
% 57.35/23.25  																																																			|
% 57.35/23.25  																																																				+-Applying beta-rule and splitting (600), into two cases.
% 57.35/23.25  																																																				|-Branch one:
% 57.35/23.25  																																																				| (601) all_0_50_50 = e1
% 57.35/23.25  																																																				|
% 57.35/23.25  																																																					| Combining equations (775,601) yields a new equation:
% 57.35/23.25  																																																					| (636) e4 = e1
% 57.35/23.25  																																																					|
% 57.35/23.25  																																																					| Simplifying 636 yields:
% 57.35/23.25  																																																					| (630) e4 = e1
% 57.35/23.25  																																																					|
% 57.35/23.25  																																																					| Equations (630) can reduce 110 to:
% 57.35/23.25  																																																					| (266) $false
% 57.35/23.25  																																																					|
% 57.35/23.25  																																																					|-The branch is then unsatisfiable
% 57.35/23.25  																																																				|-Branch two:
% 57.35/23.25  																																																				| (759)  ~ (all_0_50_50 = e1)
% 57.35/23.25  																																																				| (629) all_0_55_55 = e1
% 57.35/23.25  																																																				|
% 57.35/23.25  																																																					| Equations (629) can reduce 632 to:
% 57.35/23.25  																																																					| (266) $false
% 57.35/23.25  																																																					|
% 57.35/23.25  																																																					|-The branch is then unsatisfiable
% 57.35/23.25  																																																|-Branch two:
% 57.35/23.25  																																																| (462)  ~ (all_0_47_47 = e1)
% 57.35/23.25  																																																| (3264) all_0_51_51 = e1 | all_0_56_56 = e1
% 57.35/23.25  																																																|
% 57.35/23.25  																																																	+-Applying beta-rule and splitting (3264), into two cases.
% 57.35/23.25  																																																	|-Branch one:
% 57.35/23.25  																																																	| (1109) all_0_51_51 = e1
% 57.35/23.25  																																																	|
% 57.35/23.25  																																																		| Combining equations (660,1109) yields a new equation:
% 57.35/23.25  																																																		| (454) e3 = e1
% 57.35/23.25  																																																		|
% 57.35/23.25  																																																		| Simplifying 454 yields:
% 57.35/23.25  																																																		| (455) e3 = e1
% 57.35/23.25  																																																		|
% 57.35/23.25  																																																		| Equations (455) can reduce 213 to:
% 57.35/23.25  																																																		| (266) $false
% 57.35/23.25  																																																		|
% 57.35/23.25  																																																		|-The branch is then unsatisfiable
% 57.35/23.25  																																																	|-Branch two:
% 57.35/23.25  																																																	| (464)  ~ (all_0_51_51 = e1)
% 57.35/23.25  																																																	| (1569) all_0_56_56 = e1
% 57.35/23.25  																																																	|
% 57.35/23.25  																																																		| Combining equations (833,1569) yields a new equation:
% 57.35/23.25  																																																		| (616) e2 = e1
% 57.35/23.25  																																																		|
% 57.35/23.25  																																																		| Simplifying 616 yields:
% 57.35/23.25  																																																		| (617) e2 = e1
% 57.35/23.25  																																																		|
% 57.35/23.25  																																																		| Equations (617) can reduce 122 to:
% 57.35/23.25  																																																		| (266) $false
% 57.35/23.25  																																																		|
% 57.35/23.25  																																																		|-The branch is then unsatisfiable
% 57.35/23.25  																																											|-Branch two:
% 57.35/23.25  																																											| (1377)  ~ (all_0_39_39 = e4)
% 57.35/23.25  																																											| (1378) all_0_40_40 = e4
% 57.35/23.25  																																											|
% 57.35/23.25  																																												| Combining equations (1378,485) yields a new equation:
% 57.35/23.25  																																												| (481) e4 = e0
% 57.35/23.25  																																												|
% 57.35/23.25  																																												| Simplifying 481 yields:
% 57.35/23.25  																																												| (397) e4 = e0
% 57.35/23.25  																																												|
% 57.35/23.25  																																												| Equations (397) can reduce 49 to:
% 57.35/23.25  																																												| (266) $false
% 57.35/23.25  																																												|
% 57.35/23.25  																																												|-The branch is then unsatisfiable
% 57.35/23.25  																																									|-Branch two:
% 57.35/23.25  																																									| (511)  ~ (all_0_56_56 = e2)
% 57.35/23.25  																																									| (1709) all_0_57_57 = e2 | all_0_58_58 = e2
% 57.35/23.25  																																									|
% 57.35/23.25  																																										+-Applying beta-rule and splitting (1709), into two cases.
% 57.35/23.25  																																										|-Branch one:
% 57.35/23.25  																																										| (442) all_0_57_57 = e2
% 57.35/23.25  																																										|
% 57.35/23.25  																																											| Equations (442) can reduce 344 to:
% 57.35/23.25  																																											| (266) $false
% 57.35/23.25  																																											|
% 57.35/23.25  																																											|-The branch is then unsatisfiable
% 57.35/23.25  																																										|-Branch two:
% 57.35/23.25  																																										| (344)  ~ (all_0_57_57 = e2)
% 57.35/23.25  																																										| (624) all_0_58_58 = e2
% 57.35/23.25  																																										|
% 57.35/23.25  																																											| Equations (624) can reduce 908 to:
% 57.35/23.25  																																											| (266) $false
% 57.35/23.25  																																											|
% 57.35/23.25  																																											|-The branch is then unsatisfiable
% 57.35/23.25  																																							|-Branch two:
% 57.35/23.25  																																							| (340)  ~ (all_0_49_49 = e2)
% 57.35/23.25  																																							| (586) all_0_49_49 = e4 | all_0_49_49 = e3 | all_0_49_49 = e1 | all_0_49_49 = e0
% 57.35/23.25  																																							|
% 57.35/23.25  																																								+-Applying beta-rule and splitting (326), into two cases.
% 57.35/23.25  																																								|-Branch one:
% 57.35/23.25  																																								| (471) all_0_39_39 = e4
% 57.35/23.25  																																								|
% 57.35/23.25  																																									| Equations (471) can reduce 246 to:
% 57.35/23.25  																																									| (188)  ~ (e4 = e3)
% 57.35/23.25  																																									|
% 57.35/23.25  																																									| Equations (471) can reduce 294 to:
% 57.35/23.25  																																									| (48)  ~ (e4 = e2)
% 57.35/23.25  																																									|
% 57.35/23.25  																																									| Equations (471) can reduce 151 to:
% 57.35/23.25  																																									| (110)  ~ (e4 = e1)
% 57.35/23.25  																																									|
% 57.35/23.25  																																									+-Applying beta-rule and splitting (171), into two cases.
% 57.35/23.25  																																									|-Branch one:
% 57.35/23.25  																																									| (265) all_0_54_54 = e4
% 57.35/23.25  																																									|
% 57.35/23.25  																																										| Combining equations (268,265) yields a new equation:
% 57.35/23.25  																																										| (425) e4 = e3
% 57.35/23.25  																																										|
% 57.35/23.25  																																										| Equations (425) can reduce 188 to:
% 57.35/23.25  																																										| (266) $false
% 57.35/23.25  																																										|
% 57.35/23.25  																																										|-The branch is then unsatisfiable
% 57.35/23.25  																																									|-Branch two:
% 57.35/23.25  																																									| (258)  ~ (all_0_54_54 = e4)
% 57.35/23.25  																																									| (575) all_0_55_55 = e4 | all_0_56_56 = e4 | all_0_57_57 = e4 | all_0_58_58 = e4
% 57.35/23.25  																																									|
% 57.35/23.25  																																										| Equations (268) can reduce 258 to:
% 57.35/23.25  																																										| (277)  ~ (e4 = e3)
% 57.35/23.25  																																										|
% 57.35/23.25  																																										| Simplifying 277 yields:
% 57.35/23.25  																																										| (188)  ~ (e4 = e3)
% 57.35/23.25  																																										|
% 57.35/23.25  																																										+-Applying beta-rule and splitting (377), into two cases.
% 57.35/23.25  																																										|-Branch one:
% 57.35/23.25  																																										| (583) all_0_49_49 = e2
% 57.35/23.25  																																										|
% 57.35/23.25  																																											| Equations (583) can reduce 340 to:
% 57.35/23.25  																																											| (266) $false
% 57.35/23.25  																																											|
% 57.35/23.25  																																											|-The branch is then unsatisfiable
% 57.35/23.25  																																										|-Branch two:
% 57.35/23.25  																																										| (340)  ~ (all_0_49_49 = e2)
% 57.35/23.25  																																										| (614) all_0_53_53 = e2 | all_0_58_58 = e2
% 57.35/23.25  																																										|
% 57.35/23.25  																																											+-Applying beta-rule and splitting (2271), into two cases.
% 57.35/23.25  																																											|-Branch one:
% 57.35/23.25  																																											| (446) all_0_44_44 = e4
% 57.35/23.25  																																											|
% 57.35/23.25  																																												| Combining equations (446,532) yields a new equation:
% 57.35/23.25  																																												| (424) e4 = e3
% 57.35/23.25  																																												|
% 57.35/23.25  																																												| Simplifying 424 yields:
% 57.35/23.25  																																												| (425) e4 = e3
% 57.35/23.25  																																												|
% 57.35/23.25  																																												| Equations (425) can reduce 188 to:
% 57.35/23.25  																																												| (266) $false
% 57.35/23.25  																																												|
% 57.35/23.25  																																												|-The branch is then unsatisfiable
% 57.35/23.25  																																											|-Branch two:
% 57.35/23.25  																																											| (1390)  ~ (all_0_44_44 = e4)
% 57.35/23.25  																																											| (7998) all_0_49_49 = e4 | all_0_53_53 = e4 | all_0_58_58 = e4
% 57.35/23.25  																																											|
% 57.35/23.25  																																												+-Applying beta-rule and splitting (7998), into two cases.
% 57.35/23.25  																																												|-Branch one:
% 57.35/23.25  																																												| (974) all_0_49_49 = e4
% 57.35/23.25  																																												|
% 57.35/23.25  																																													| Equations (974) can reduce 256 to:
% 57.35/23.25  																																													| (266) $false
% 57.35/23.25  																																													|
% 57.35/23.25  																																													|-The branch is then unsatisfiable
% 57.35/23.25  																																												|-Branch two:
% 57.35/23.25  																																												| (256)  ~ (all_0_49_49 = e4)
% 57.35/23.25  																																												| (8013) all_0_53_53 = e4 | all_0_58_58 = e4
% 57.35/23.25  																																												|
% 57.35/23.25  																																													+-Applying beta-rule and splitting (8013), into two cases.
% 57.35/23.25  																																													|-Branch one:
% 57.35/23.25  																																													| (1298) all_0_53_53 = e4
% 57.35/23.25  																																													|
% 57.35/23.25  																																														| Combining equations (1298,1208) yields a new equation:
% 57.35/23.25  																																														| (636) e4 = e1
% 57.35/23.25  																																														|
% 57.35/23.25  																																														| Simplifying 636 yields:
% 57.35/23.25  																																														| (630) e4 = e1
% 57.35/23.25  																																														|
% 57.35/23.25  																																														| Equations (630) can reduce 110 to:
% 57.35/23.25  																																														| (266) $false
% 57.35/23.25  																																														|
% 57.35/23.25  																																														|-The branch is then unsatisfiable
% 57.35/23.25  																																													|-Branch two:
% 57.35/23.25  																																													| (1453)  ~ (all_0_53_53 = e4)
% 57.35/23.25  																																													| (910) all_0_58_58 = e4
% 57.35/23.25  																																													|
% 57.35/23.25  																																														| Equations (910) can reduce 44 to:
% 57.35/23.25  																																														| (477)  ~ (all_0_56_56 = e4)
% 57.35/23.25  																																														|
% 57.35/23.25  																																														+-Applying beta-rule and splitting (389), into two cases.
% 57.35/23.25  																																														|-Branch one:
% 57.35/23.25  																																														| (833) all_0_56_56 = e2
% 57.35/23.25  																																														|
% 57.35/23.25  																																															| Equations (833) can reduce 477 to:
% 57.35/23.25  																																															| (327)  ~ (e4 = e2)
% 57.35/23.25  																																															|
% 57.35/23.25  																																															| Simplifying 327 yields:
% 57.35/23.25  																																															| (48)  ~ (e4 = e2)
% 57.35/23.25  																																															|
% 57.35/23.25  																																															+-Applying beta-rule and splitting (614), into two cases.
% 57.35/23.25  																																															|-Branch one:
% 57.35/23.25  																																															| (607) all_0_53_53 = e2
% 57.35/23.25  																																															|
% 57.35/23.25  																																																| Combining equations (1208,607) yields a new equation:
% 57.35/23.25  																																																| (617) e2 = e1
% 57.35/23.25  																																																|
% 57.35/23.25  																																																| Equations (617) can reduce 122 to:
% 57.35/23.25  																																																| (266) $false
% 57.35/23.25  																																																|
% 57.35/23.25  																																																|-The branch is then unsatisfiable
% 57.35/23.25  																																															|-Branch two:
% 57.35/23.25  																																															| (509)  ~ (all_0_53_53 = e2)
% 57.35/23.25  																																															| (624) all_0_58_58 = e2
% 57.35/23.25  																																															|
% 57.35/23.25  																																																| Combining equations (624,910) yields a new equation:
% 57.35/23.25  																																																| (323) e4 = e2
% 57.35/23.25  																																																|
% 57.35/23.25  																																																| Equations (323) can reduce 48 to:
% 57.35/23.25  																																																| (266) $false
% 57.35/23.25  																																																|
% 57.35/23.25  																																																|-The branch is then unsatisfiable
% 57.35/23.25  																																														|-Branch two:
% 57.35/23.25  																																														| (511)  ~ (all_0_56_56 = e2)
% 57.35/23.25  																																														| (1709) all_0_57_57 = e2 | all_0_58_58 = e2
% 57.35/23.25  																																														|
% 57.35/23.25  																																															+-Applying beta-rule and splitting (1709), into two cases.
% 57.35/23.25  																																															|-Branch one:
% 57.35/23.25  																																															| (442) all_0_57_57 = e2
% 57.35/23.25  																																															|
% 57.35/23.25  																																																| Equations (442) can reduce 344 to:
% 57.35/23.25  																																																| (266) $false
% 57.35/23.25  																																																|
% 57.35/23.25  																																																|-The branch is then unsatisfiable
% 57.35/23.25  																																															|-Branch two:
% 57.35/23.25  																																															| (344)  ~ (all_0_57_57 = e2)
% 57.35/23.25  																																															| (624) all_0_58_58 = e2
% 57.35/23.25  																																															|
% 57.35/23.25  																																																| Combining equations (910,624) yields a new equation:
% 57.35/23.25  																																																| (322) e4 = e2
% 57.35/23.25  																																																|
% 57.35/23.25  																																																| Simplifying 322 yields:
% 57.35/23.25  																																																| (323) e4 = e2
% 57.35/23.25  																																																|
% 57.35/23.25  																																																| Equations (323) can reduce 48 to:
% 57.35/23.25  																																																| (266) $false
% 57.35/23.25  																																																|
% 57.35/23.25  																																																|-The branch is then unsatisfiable
% 57.35/23.25  																																								|-Branch two:
% 57.35/23.25  																																								| (1377)  ~ (all_0_39_39 = e4)
% 57.35/23.25  																																								| (1378) all_0_40_40 = e4
% 57.35/23.25  																																								|
% 57.35/23.25  																																									| Combining equations (1378,485) yields a new equation:
% 57.35/23.25  																																									| (481) e4 = e0
% 57.35/23.25  																																									|
% 57.35/23.25  																																									| Simplifying 481 yields:
% 57.35/23.25  																																									| (397) e4 = e0
% 57.35/23.25  																																									|
% 57.35/23.25  																																									| Equations (397) can reduce 49 to:
% 57.35/23.25  																																									| (266) $false
% 57.35/23.25  																																									|
% 57.35/23.25  																																									|-The branch is then unsatisfiable
% 57.35/23.25  																																				|-Branch two:
% 57.35/23.25  																																				| (358)  ~ (all_0_42_42 = e0)
% 57.35/23.25  																																				| (2510) all_0_42_42 = e3 | all_0_42_42 = e1
% 57.35/23.25  																																				|
% 57.35/23.25  																																					+-Applying beta-rule and splitting (2510), into two cases.
% 57.35/23.25  																																					|-Branch one:
% 57.35/23.25  																																					| (459) all_0_42_42 = e1
% 57.35/23.25  																																					|
% 57.35/23.25  																																						| Equations (459) can reduce 1380 to:
% 57.35/23.25  																																						| (266) $false
% 57.35/23.25  																																						|
% 57.35/23.25  																																						|-The branch is then unsatisfiable
% 57.35/23.25  																																					|-Branch two:
% 57.35/23.25  																																					| (1380)  ~ (all_0_42_42 = e1)
% 57.35/23.25  																																					| (516) all_0_42_42 = e3
% 57.35/23.25  																																					|
% 57.35/23.25  																																						| Equations (516) can reduce 405 to:
% 57.35/23.25  																																						| (266) $false
% 57.35/23.25  																																						|
% 57.35/23.25  																																						|-The branch is then unsatisfiable
% 57.35/23.25  																													|-Branch two:
% 57.35/23.25  																													| (566)  ~ (all_0_50_50 = e4)
% 57.35/23.25  																													| (1444) all_0_50_50 = e3 | all_0_50_50 = e1
% 57.35/23.25  																													|
% 57.35/23.25  																														+-Applying beta-rule and splitting (1202), into two cases.
% 57.35/23.25  																														|-Branch one:
% 57.35/23.25  																														| (642) all_0_52_52 = e1
% 57.35/23.25  																														|
% 57.35/23.25  																															| Combining equations (352,642) yields a new equation:
% 57.35/23.25  																															| (616) e2 = e1
% 57.35/23.25  																															|
% 57.35/23.25  																															| Simplifying 616 yields:
% 57.35/23.25  																															| (617) e2 = e1
% 57.35/23.25  																															|
% 57.35/23.25  																															| Equations (617) can reduce 122 to:
% 57.35/23.25  																															| (266) $false
% 57.35/23.25  																															|
% 57.35/23.25  																															|-The branch is then unsatisfiable
% 57.35/23.25  																														|-Branch two:
% 57.35/23.25  																														| (646)  ~ (all_0_52_52 = e1)
% 57.35/23.25  																														| (1208) all_0_53_53 = e1
% 57.35/23.25  																														|
% 57.35/23.25  																															| Equations (1208) can reduce 190 to:
% 57.35/23.25  																															| (759)  ~ (all_0_50_50 = e1)
% 57.35/23.25  																															|
% 57.35/23.25  																															+-Applying beta-rule and splitting (1444), into two cases.
% 57.35/23.25  																															|-Branch one:
% 57.35/23.25  																															| (601) all_0_50_50 = e1
% 57.35/23.25  																															|
% 57.35/23.25  																																| Equations (601) can reduce 759 to:
% 57.35/23.25  																																| (266) $false
% 57.35/23.25  																																|
% 57.35/23.25  																																|-The branch is then unsatisfiable
% 57.35/23.25  																															|-Branch two:
% 57.35/23.25  																															| (759)  ~ (all_0_50_50 = e1)
% 57.35/23.25  																															| (415) all_0_50_50 = e3
% 57.35/23.25  																															|
% 57.35/23.25  																																| Equations (415) can reduce 411 to:
% 57.35/23.25  																																| (266) $false
% 57.35/23.25  																																|
% 57.35/23.25  																																|-The branch is then unsatisfiable
% 57.35/23.25  																										|-Branch two:
% 57.35/23.25  																										| (664)  ~ (all_0_51_51 = e3)
% 57.35/23.25  																										| (665) all_0_53_53 = e3
% 57.35/23.25  																										|
% 57.35/23.25  																											| Equations (665) can reduce 903 to:
% 57.35/23.25  																											| (266) $false
% 57.35/23.25  																											|
% 57.35/23.25  																											|-The branch is then unsatisfiable
% 57.35/23.25  																									|-Branch two:
% 57.35/23.25  																									| (407)  ~ (all_0_44_44 = e3)
% 57.35/23.25  																									| (537) all_0_49_49 = e3 | all_0_53_53 = e3 | all_0_58_58 = e3
% 57.35/23.25  																									|
% 57.35/23.25  																										+-Applying beta-rule and splitting (537), into two cases.
% 57.35/23.25  																										|-Branch one:
% 57.35/23.25  																										| (884) all_0_49_49 = e3
% 57.35/23.25  																										|
% 57.35/23.25  																											| Equations (884) can reduce 525 to:
% 57.35/23.25  																											| (266) $false
% 57.35/23.25  																											|
% 57.35/23.25  																											|-The branch is then unsatisfiable
% 57.35/23.25  																										|-Branch two:
% 57.35/23.25  																										| (525)  ~ (all_0_49_49 = e3)
% 57.35/23.25  																										| (887) all_0_53_53 = e3 | all_0_58_58 = e3
% 57.35/23.25  																										|
% 57.35/23.25  																											+-Applying beta-rule and splitting (887), into two cases.
% 57.35/23.25  																											|-Branch one:
% 57.35/23.25  																											| (665) all_0_53_53 = e3
% 57.35/23.25  																											|
% 57.35/23.25  																												| Equations (665) can reduce 162 to:
% 57.35/23.25  																												| (2)  ~ (all_0_40_40 = e3)
% 57.35/23.25  																												|
% 57.35/23.25  																												| Equations (665) can reduce 220 to:
% 57.35/23.25  																												| (407)  ~ (all_0_44_44 = e3)
% 57.35/23.25  																												|
% 57.35/23.25  																												| Equations (665) can reduce 65 to:
% 57.35/23.25  																												| (525)  ~ (all_0_49_49 = e3)
% 57.35/23.25  																												|
% 57.35/23.25  																												| Equations (665) can reduce 190 to:
% 57.35/23.25  																												| (411)  ~ (all_0_50_50 = e3)
% 57.35/23.25  																												|
% 57.35/23.25  																												| Equations (665) can reduce 10 to:
% 57.35/23.25  																												| (275)  ~ (all_0_58_58 = e3)
% 57.35/23.25  																												|
% 57.35/23.25  																												| Simplifying 275 yields:
% 57.35/23.25  																												| (276)  ~ (all_0_58_58 = e3)
% 57.35/23.25  																												|
% 57.35/23.25  																												| Equations (665) can reduce 247 to:
% 57.35/23.25  																												| (80)  ~ (e3 = e0)
% 57.35/23.25  																												|
% 57.35/23.25  																												| From (665) and (84) follows:
% 57.35/23.25  																												| (3786) op(e1, e0) = e3
% 57.35/23.25  																												|
% 57.35/23.25  																												+-Applying beta-rule and splitting (180), into two cases.
% 57.35/23.25  																												|-Branch one:
% 57.35/23.25  																												| (516) all_0_42_42 = e3
% 57.35/23.25  																												|
% 57.35/23.25  																													| Equations (516) can reduce 214 to:
% 57.35/23.25  																													| (1898)  ~ (all_0_41_41 = e3)
% 57.35/23.25  																													|
% 57.35/23.25  																													| Equations (516) can reduce 73 to:
% 57.35/23.25  																													| (406)  ~ (all_0_44_44 = e3)
% 57.35/23.25  																													|
% 57.35/23.25  																													| Simplifying 406 yields:
% 57.35/23.25  																													| (407)  ~ (all_0_44_44 = e3)
% 57.35/23.25  																													|
% 57.35/23.25  																													| Equations (516) can reduce 198 to:
% 57.35/23.25  																													| (2538)  ~ (all_0_47_47 = e3)
% 57.35/23.25  																													|
% 57.35/23.25  																													| Simplifying 2538 yields:
% 57.35/23.25  																													| (1091)  ~ (all_0_47_47 = e3)
% 57.35/23.25  																													|
% 57.35/23.25  																													| Equations (516) can reduce 61 to:
% 57.35/23.25  																													| (1925)  ~ (all_0_51_51 = e3)
% 57.35/23.25  																													|
% 57.35/23.25  																													| Simplifying 1925 yields:
% 57.35/23.25  																													| (664)  ~ (all_0_51_51 = e3)
% 57.35/23.25  																													|
% 57.35/23.25  																													| Equations (516) can reduce 236 to:
% 57.35/23.25  																													| (271)  ~ (all_0_56_56 = e3)
% 57.35/23.25  																													|
% 57.35/23.25  																													| Simplifying 271 yields:
% 57.35/23.25  																													| (272)  ~ (all_0_56_56 = e3)
% 57.35/23.25  																													|
% 57.35/23.25  																													| Equations (516) can reduce 1890 to:
% 57.35/23.25  																													| (277)  ~ (e4 = e3)
% 57.35/23.25  																													|
% 57.35/23.25  																													| Simplifying 277 yields:
% 57.35/23.25  																													| (188)  ~ (e4 = e3)
% 57.35/23.25  																													|
% 57.35/23.25  																													+-Applying beta-rule and splitting (26), into two cases.
% 57.35/23.25  																													|-Branch one:
% 57.35/23.25  																													| (446) all_0_44_44 = e4
% 57.35/23.25  																													|
% 57.35/23.25  																														| Equations (446) can reduce 1390 to:
% 57.35/23.25  																														| (266) $false
% 57.35/23.25  																														|
% 57.35/23.25  																														|-The branch is then unsatisfiable
% 57.35/23.25  																													|-Branch two:
% 57.35/23.25  																													| (1390)  ~ (all_0_44_44 = e4)
% 57.35/23.25  																													| (1391) all_0_44_44 = e3 | all_0_44_44 = e1 | all_0_44_44 = e0
% 57.35/23.25  																													|
% 57.35/23.25  																														+-Applying beta-rule and splitting (7), into two cases.
% 57.35/23.25  																														|-Branch one:
% 57.35/23.25  																														| (504) all_0_51_51 = e2
% 57.35/23.25  																														|
% 57.35/23.25  																															| Equations (504) can reduce 1099 to:
% 57.35/23.25  																															| (266) $false
% 57.35/23.25  																															|
% 57.35/23.25  																															|-The branch is then unsatisfiable
% 57.35/23.25  																														|-Branch two:
% 57.35/23.26  																														| (1099)  ~ (all_0_51_51 = e2)
% 57.35/23.26  																														| (1100) all_0_51_51 = e4 | all_0_51_51 = e3 | all_0_51_51 = e1
% 57.35/23.26  																														|
% 57.35/23.26  																															+-Applying beta-rule and splitting (165), into two cases.
% 57.35/23.26  																															|-Branch one:
% 57.35/23.26  																															| (794) all_0_41_41 = e0
% 57.35/23.26  																															|
% 57.35/23.26  																																| Equations (794) can reduce 149 to:
% 57.35/23.26  																																| (359)  ~ (all_0_44_44 = e0)
% 57.35/23.26  																																|
% 57.35/23.26  																																| Simplifying 359 yields:
% 57.35/23.26  																																| (360)  ~ (all_0_44_44 = e0)
% 57.35/23.26  																																|
% 57.35/23.26  																																| Equations (794) can reduce 191 to:
% 57.35/23.26  																																| (4444)  ~ (all_0_55_55 = e0)
% 57.35/23.26  																																|
% 57.35/23.26  																																| Simplifying 4444 yields:
% 57.35/23.26  																																| (803)  ~ (all_0_55_55 = e0)
% 57.35/23.26  																																|
% 57.35/23.26  																																+-Applying beta-rule and splitting (1391), into two cases.
% 57.35/23.26  																																|-Branch one:
% 57.35/23.26  																																| (1414) all_0_44_44 = e0
% 57.35/23.26  																																|
% 57.35/23.26  																																	| Equations (1414) can reduce 360 to:
% 57.35/23.26  																																	| (266) $false
% 57.35/23.26  																																	|
% 57.35/23.26  																																	|-The branch is then unsatisfiable
% 57.35/23.26  																																|-Branch two:
% 57.35/23.26  																																| (360)  ~ (all_0_44_44 = e0)
% 57.35/23.26  																																| (1417) all_0_44_44 = e3 | all_0_44_44 = e1
% 57.35/23.26  																																|
% 57.35/23.26  																																	+-Applying beta-rule and splitting (1417), into two cases.
% 57.35/23.26  																																	|-Branch one:
% 57.35/23.26  																																	| (635) all_0_44_44 = e1
% 57.35/23.26  																																	|
% 57.35/23.26  																																		| Equations (635) can reduce 181 to:
% 57.35/23.26  																																		| (879)  ~ (all_0_58_58 = e1)
% 57.35/23.26  																																		|
% 57.35/23.26  																																		| Simplifying 879 yields:
% 57.35/23.26  																																		| (880)  ~ (all_0_58_58 = e1)
% 57.35/23.26  																																		|
% 57.35/23.26  																																		| Equations (635) can reduce 1390 to:
% 57.35/23.26  																																		| (602)  ~ (e4 = e1)
% 57.35/23.26  																																		|
% 57.35/23.26  																																		| Simplifying 602 yields:
% 57.35/23.26  																																		| (110)  ~ (e4 = e1)
% 57.35/23.26  																																		|
% 57.35/23.26  																																		| Equations (635) can reduce 407 to:
% 57.35/23.26  																																		| (467)  ~ (e3 = e1)
% 57.35/23.26  																																		|
% 57.35/23.26  																																		| Simplifying 467 yields:
% 57.35/23.26  																																		| (213)  ~ (e3 = e1)
% 57.35/23.26  																																		|
% 57.35/23.26  																																		| Equations (635) can reduce 147 to:
% 57.35/23.26  																																		| (604)  ~ (e2 = e1)
% 57.35/23.26  																																		|
% 57.35/23.26  																																		| Simplifying 604 yields:
% 57.35/23.26  																																		| (122)  ~ (e2 = e1)
% 57.35/23.26  																																		|
% 57.35/23.26  																																		| Equations (635) can reduce 360 to:
% 57.35/23.26  																																		| (233)  ~ (e1 = e0)
% 57.35/23.26  																																		|
% 57.35/23.26  																																		+-Applying beta-rule and splitting (135), into two cases.
% 57.35/23.26  																																		|-Branch one:
% 57.35/23.26  																																		| (545) all_0_46_46 = e1
% 57.35/23.26  																																		|
% 57.35/23.26  																																			| Combining equations (1557,545) yields a new equation:
% 57.35/23.26  																																			| (454) e3 = e1
% 57.35/23.26  																																			|
% 57.35/23.26  																																			| Simplifying 454 yields:
% 57.35/23.26  																																			| (455) e3 = e1
% 57.35/23.26  																																			|
% 57.35/23.26  																																			| Equations (455) can reduce 213 to:
% 57.35/23.26  																																			| (266) $false
% 57.35/23.26  																																			|
% 57.35/23.26  																																			|-The branch is then unsatisfiable
% 57.35/23.26  																																		|-Branch two:
% 57.35/23.26  																																		| (549)  ~ (all_0_46_46 = e1)
% 57.35/23.26  																																		| (550) all_0_47_47 = e1 | all_0_48_48 = e1 | all_0_49_49 = e1
% 57.35/23.26  																																		|
% 57.35/23.26  																																			| Equations (1557) can reduce 549 to:
% 57.35/23.26  																																			| (213)  ~ (e3 = e1)
% 57.35/23.26  																																			|
% 57.35/23.26  																																			+-Applying beta-rule and splitting (18), into two cases.
% 57.35/23.26  																																			|-Branch one:
% 57.35/23.26  																																			| (453) all_0_41_41 = e1
% 57.35/23.26  																																			|
% 57.35/23.26  																																				| Combining equations (453,794) yields a new equation:
% 57.35/23.26  																																				| (546) e1 = e0
% 57.35/23.26  																																				|
% 57.35/23.26  																																				| Simplifying 546 yields:
% 57.35/23.26  																																				| (431) e1 = e0
% 57.35/23.26  																																				|
% 57.35/23.26  																																				| Equations (431) can reduce 233 to:
% 57.35/23.26  																																				| (266) $false
% 57.35/23.26  																																				|
% 57.35/23.26  																																				|-The branch is then unsatisfiable
% 57.35/23.26  																																			|-Branch two:
% 57.35/23.26  																																			| (457)  ~ (all_0_41_41 = e1)
% 57.35/23.26  																																			| (595) all_0_46_46 = e1 | all_0_50_50 = e1 | all_0_55_55 = e1
% 57.35/23.26  																																			|
% 57.35/23.26  																																				+-Applying beta-rule and splitting (160), into two cases.
% 57.35/23.26  																																				|-Branch one:
% 57.35/23.26  																																				| (601) all_0_50_50 = e1
% 57.35/23.26  																																				|
% 57.35/23.26  																																					| Equations (601) can reduce 302 to:
% 57.35/23.26  																																					| (604)  ~ (e2 = e1)
% 57.35/23.26  																																					|
% 57.35/23.26  																																					| Simplifying 604 yields:
% 57.35/23.26  																																					| (122)  ~ (e2 = e1)
% 57.35/23.26  																																					|
% 57.35/23.26  																																					+-Applying beta-rule and splitting (231), into two cases.
% 57.35/23.26  																																					|-Branch one:
% 57.35/23.26  																																					| (775) all_0_50_50 = e4
% 57.35/23.26  																																					|
% 57.35/23.26  																																						| Combining equations (601,775) yields a new equation:
% 57.35/23.26  																																						| (630) e4 = e1
% 57.35/23.26  																																						|
% 57.35/23.26  																																						| Equations (630) can reduce 110 to:
% 57.35/23.26  																																						| (266) $false
% 57.35/23.26  																																						|
% 57.35/23.26  																																						|-The branch is then unsatisfiable
% 57.35/23.26  																																					|-Branch two:
% 57.35/23.26  																																					| (566)  ~ (all_0_50_50 = e4)
% 57.35/23.26  																																					| (1071) all_0_51_51 = e4 | all_0_52_52 = e4 | all_0_53_53 = e4
% 57.35/23.26  																																					|
% 57.35/23.26  																																						+-Applying beta-rule and splitting (174), into two cases.
% 57.35/23.26  																																						|-Branch one:
% 57.35/23.26  																																						| (386) all_0_55_55 = e2
% 57.35/23.26  																																						|
% 57.35/23.26  																																							| Equations (386) can reduce 304 to:
% 57.35/23.26  																																							| (266) $false
% 57.35/23.26  																																							|
% 57.35/23.26  																																							|-The branch is then unsatisfiable
% 57.35/23.26  																																						|-Branch two:
% 57.35/23.26  																																						| (304)  ~ (all_0_55_55 = e2)
% 57.35/23.26  																																						| (2051) all_0_55_55 = e4 | all_0_55_55 = e3 | all_0_55_55 = e1 | all_0_55_55 = e0
% 57.35/23.26  																																						|
% 57.35/23.26  																																							+-Applying beta-rule and splitting (1071), into two cases.
% 57.35/23.26  																																							|-Branch one:
% 57.35/23.26  																																							| (1101) all_0_51_51 = e4
% 57.35/23.26  																																							|
% 57.35/23.26  																																								| Equations (1101) can reduce 139 to:
% 57.35/23.26  																																								| (1377)  ~ (all_0_39_39 = e4)
% 57.35/23.26  																																								|
% 57.35/23.26  																																								| Equations (1101) can reduce 224 to:
% 57.35/23.26  																																								| (252)  ~ (all_0_47_47 = e4)
% 57.35/23.26  																																								|
% 57.35/23.26  																																								| From (1101) and (186) follows:
% 57.35/23.26  																																								| (13720) op(e1, e2) = e4
% 57.35/23.26  																																								|
% 57.35/23.26  																																								+-Applying beta-rule and splitting (320), into two cases.
% 57.35/23.26  																																								|-Branch one:
% 57.35/23.26  																																								| (471) all_0_39_39 = e4
% 57.35/23.26  																																								|
% 57.35/23.26  																																									| Equations (471) can reduce 1377 to:
% 57.35/23.26  																																									| (266) $false
% 57.35/23.26  																																									|
% 57.35/23.26  																																									|-The branch is then unsatisfiable
% 57.35/23.26  																																								|-Branch two:
% 57.35/23.26  																																								| (1377)  ~ (all_0_39_39 = e4)
% 57.35/23.26  																																								| (480) all_0_39_39 = e0
% 57.35/23.26  																																								|
% 57.35/23.26  																																									| Equations (480) can reduce 176 to:
% 57.35/23.26  																																									| (1400)  ~ (all_0_40_40 = e0)
% 57.35/23.26  																																									|
% 57.35/23.26  																																									| Simplifying 1400 yields:
% 57.35/23.26  																																									| (1401)  ~ (all_0_40_40 = e0)
% 57.35/23.26  																																									|
% 57.35/23.26  																																									| Equations (480) can reduce 79 to:
% 57.35/23.26  																																									| (1402)  ~ (all_0_47_47 = e0)
% 57.35/23.26  																																									|
% 57.35/23.26  																																									| Simplifying 1402 yields:
% 57.35/23.26  																																									| (678)  ~ (all_0_47_47 = e0)
% 57.35/23.26  																																									|
% 57.35/23.26  																																									| Equations (480) can reduce 1377 to:
% 57.35/23.26  																																									| (401)  ~ (e4 = e0)
% 57.35/23.26  																																									|
% 57.35/23.26  																																									| Simplifying 401 yields:
% 57.35/23.26  																																									| (49)  ~ (e4 = e0)
% 57.35/23.26  																																									|
% 57.35/23.26  																																									+-Applying beta-rule and splitting (326), into two cases.
% 57.35/23.26  																																									|-Branch one:
% 57.35/23.26  																																									| (471) all_0_39_39 = e4
% 57.35/23.26  																																									|
% 57.35/23.26  																																										| Combining equations (471,480) yields a new equation:
% 57.35/23.26  																																										| (481) e4 = e0
% 57.35/23.26  																																										|
% 57.35/23.26  																																										| Simplifying 481 yields:
% 57.35/23.26  																																										| (397) e4 = e0
% 57.35/23.26  																																										|
% 57.35/23.26  																																										| Equations (397) can reduce 49 to:
% 57.35/23.26  																																										| (266) $false
% 57.35/23.26  																																										|
% 57.35/23.26  																																										|-The branch is then unsatisfiable
% 57.35/23.26  																																									|-Branch two:
% 57.35/23.26  																																									| (1377)  ~ (all_0_39_39 = e4)
% 57.35/23.26  																																									| (1378) all_0_40_40 = e4
% 57.35/23.26  																																									|
% 57.35/23.26  																																										| Equations (1378) can reduce 2 to:
% 57.35/23.26  																																										| (188)  ~ (e4 = e3)
% 57.35/23.26  																																										|
% 57.35/23.26  																																										| Equations (1378) can reduce 296 to:
% 57.35/23.26  																																										| (48)  ~ (e4 = e2)
% 57.35/23.26  																																										|
% 57.35/23.26  																																										| Equations (1378) can reduce 1401 to:
% 57.35/23.26  																																										| (49)  ~ (e4 = e0)
% 57.35/23.26  																																										|
% 57.35/23.26  																																										+-Applying beta-rule and splitting (2051), into two cases.
% 57.35/23.26  																																										|-Branch one:
% 57.35/23.26  																																										| (587) all_0_55_55 = e4
% 57.35/23.26  																																										|
% 57.35/23.26  																																											| Equations (587) can reduce 3 to:
% 57.35/23.26  																																											| (450)  ~ (all_0_58_58 = e4)
% 57.35/23.26  																																											|
% 57.35/23.26  																																											| Simplifying 450 yields:
% 57.35/23.26  																																											| (451)  ~ (all_0_58_58 = e4)
% 57.35/23.26  																																											|
% 57.35/23.26  																																											| Equations (587) can reduce 304 to:
% 57.35/23.26  																																											| (48)  ~ (e4 = e2)
% 57.35/23.26  																																											|
% 57.35/23.26  																																											| From (587) and (74) follows:
% 57.35/23.26  																																											| (589) op(e0, e3) = e4
% 57.35/23.26  																																											|
% 57.35/23.26  																																											+-Applying beta-rule and splitting (163), into two cases.
% 57.35/23.26  																																											|-Branch one:
% 57.35/23.26  																																											| (565) all_0_52_52 = e4
% 57.35/23.26  																																											|
% 57.35/23.26  																																												| Combining equations (352,565) yields a new equation:
% 57.35/23.26  																																												| (323) e4 = e2
% 57.35/23.26  																																												|
% 57.35/23.26  																																												| Equations (323) can reduce 48 to:
% 57.35/23.26  																																												| (266) $false
% 57.35/23.26  																																												|
% 57.35/23.26  																																												|-The branch is then unsatisfiable
% 57.35/23.26  																																											|-Branch two:
% 57.35/23.26  																																											| (780)  ~ (all_0_52_52 = e4)
% 57.35/23.26  																																											| (781) (all_0_41_41 = e0 & all_0_58_58 = e3 &  ~ (all_0_44_44 = e3)) | (all_0_41_41 = e0 & all_0_58_58 = e3 &  ~ (all_0_55_55 = e0)) | (all_0_47_47 = e1 & all_0_52_52 = e2 &  ~ (all_0_48_48 = e2)) | (all_0_47_47 = e1 & all_0_52_52 = e2 &  ~ (all_0_51_51 = e1)) | (all_0_47_47 = e0 & all_0_58_58 = e2 &  ~ (all_0_49_49 = e2)) | (all_0_47_47 = e0 & all_0_58_58 = e2 &  ~ (all_0_56_56 = e0))
% 57.35/23.26  																																											|
% 57.35/23.26  																																												+-Applying beta-rule and splitting (781), into two cases.
% 57.35/23.26  																																												|-Branch one:
% 57.35/23.26  																																												| (789) (all_0_41_41 = e0 & all_0_58_58 = e3 &  ~ (all_0_44_44 = e3)) | (all_0_41_41 = e0 & all_0_58_58 = e3 &  ~ (all_0_55_55 = e0)) | (all_0_47_47 = e1 & all_0_52_52 = e2 &  ~ (all_0_48_48 = e2)) | (all_0_47_47 = e1 & all_0_52_52 = e2 &  ~ (all_0_51_51 = e1)) | (all_0_47_47 = e0 & all_0_58_58 = e2 &  ~ (all_0_49_49 = e2))
% 57.35/23.26  																																												|
% 57.35/23.26  																																													+-Applying beta-rule and splitting (789), into two cases.
% 57.35/23.26  																																													|-Branch one:
% 57.35/23.26  																																													| (790) (all_0_41_41 = e0 & all_0_58_58 = e3 &  ~ (all_0_44_44 = e3)) | (all_0_41_41 = e0 & all_0_58_58 = e3 &  ~ (all_0_55_55 = e0)) | (all_0_47_47 = e1 & all_0_52_52 = e2 &  ~ (all_0_48_48 = e2)) | (all_0_47_47 = e1 & all_0_52_52 = e2 &  ~ (all_0_51_51 = e1))
% 57.35/23.26  																																													|
% 57.35/23.26  																																														+-Applying beta-rule and splitting (790), into two cases.
% 57.35/23.26  																																														|-Branch one:
% 57.35/23.26  																																														| (791) (all_0_41_41 = e0 & all_0_58_58 = e3 &  ~ (all_0_44_44 = e3)) | (all_0_41_41 = e0 & all_0_58_58 = e3 &  ~ (all_0_55_55 = e0)) | (all_0_47_47 = e1 & all_0_52_52 = e2 &  ~ (all_0_48_48 = e2))
% 57.35/23.26  																																														|
% 57.35/23.26  																																															+-Applying beta-rule and splitting (791), into two cases.
% 57.35/23.26  																																															|-Branch one:
% 57.35/23.26  																																															| (792) (all_0_41_41 = e0 & all_0_58_58 = e3 &  ~ (all_0_44_44 = e3)) | (all_0_41_41 = e0 & all_0_58_58 = e3 &  ~ (all_0_55_55 = e0))
% 57.35/23.26  																																															|
% 57.35/23.26  																																																+-Applying beta-rule and splitting (792), into two cases.
% 57.35/23.26  																																																|-Branch one:
% 57.35/23.26  																																																| (793) all_0_41_41 = e0 & all_0_58_58 = e3 &  ~ (all_0_44_44 = e3)
% 57.35/23.26  																																																|
% 57.35/23.26  																																																	| Applying alpha-rule on (793) yields:
% 57.35/23.26  																																																	| (794) all_0_41_41 = e0
% 57.35/23.26  																																																	| (795) all_0_58_58 = e3
% 57.35/23.26  																																																	| (407)  ~ (all_0_44_44 = e3)
% 57.35/23.26  																																																	|
% 57.35/23.26  																																																	| Equations (795) can reduce 276 to:
% 57.35/23.26  																																																	| (266) $false
% 57.35/23.26  																																																	|
% 57.35/23.26  																																																	|-The branch is then unsatisfiable
% 57.35/23.26  																																																|-Branch two:
% 57.35/23.26  																																																| (800) all_0_41_41 = e0 & all_0_58_58 = e3 &  ~ (all_0_55_55 = e0)
% 57.35/23.26  																																																|
% 57.35/23.26  																																																	| Applying alpha-rule on (800) yields:
% 57.35/23.26  																																																	| (794) all_0_41_41 = e0
% 57.35/23.26  																																																	| (795) all_0_58_58 = e3
% 57.35/23.26  																																																	| (803)  ~ (all_0_55_55 = e0)
% 57.35/23.26  																																																	|
% 57.35/23.26  																																																	| Equations (795) can reduce 276 to:
% 57.35/23.26  																																																	| (266) $false
% 57.35/23.26  																																																	|
% 57.35/23.26  																																																	|-The branch is then unsatisfiable
% 57.35/23.26  																																															|-Branch two:
% 57.35/23.26  																																															| (807) all_0_47_47 = e1 & all_0_52_52 = e2 &  ~ (all_0_48_48 = e2)
% 57.35/23.26  																																															|
% 57.35/23.26  																																																| Applying alpha-rule on (807) yields:
% 57.35/23.26  																																																| (654) all_0_47_47 = e1
% 57.35/23.26  																																																| (352) all_0_52_52 = e2
% 57.35/23.26  																																																| (810)  ~ (all_0_48_48 = e2)
% 57.35/23.26  																																																|
% 57.35/23.26  																																																| Equations (654) can reduce 114 to:
% 57.35/23.26  																																																| (11581)  ~ (all_0_48_48 = e1)
% 57.35/23.26  																																																|
% 57.35/23.26  																																																| Simplifying 11581 yields:
% 57.35/23.26  																																																| (619)  ~ (all_0_48_48 = e1)
% 57.35/23.26  																																																|
% 57.35/23.26  																																																| Equations (654) can reduce 86 to:
% 57.35/23.26  																																																| (1419)  ~ (all_0_49_49 = e1)
% 57.35/23.26  																																																|
% 57.35/23.26  																																																| Simplifying 1419 yields:
% 57.35/23.26  																																																| (1064)  ~ (all_0_49_49 = e1)
% 57.35/23.26  																																																|
% 57.35/23.26  																																																| Equations (654) can reduce 91 to:
% 57.35/23.26  																																																| (465)  ~ (all_0_56_56 = e1)
% 57.35/23.26  																																																|
% 57.35/23.26  																																																| Simplifying 465 yields:
% 57.35/23.26  																																																| (466)  ~ (all_0_56_56 = e1)
% 57.35/23.26  																																																|
% 57.35/23.26  																																																| Equations (654) can reduce 252 to:
% 57.35/23.26  																																																| (602)  ~ (e4 = e1)
% 57.35/23.26  																																																|
% 57.35/23.26  																																																| Simplifying 602 yields:
% 57.35/23.26  																																																| (110)  ~ (e4 = e1)
% 57.35/23.26  																																																|
% 57.35/23.26  																																																| From (654) and (23) follows:
% 57.35/23.26  																																																| (9478) op(e2, e2) = e1
% 57.35/23.26  																																																|
% 57.35/23.26  																																																+-Applying beta-rule and splitting (133), into two cases.
% 57.35/23.26  																																																|-Branch one:
% 57.35/23.26  																																																| (833) all_0_56_56 = e2
% 57.35/23.26  																																																|
% 57.35/23.26  																																																	| Equations (833) can reduce 140 to:
% 57.35/23.26  																																																	| (343)  ~ (all_0_57_57 = e2)
% 57.35/23.26  																																																	|
% 57.35/23.26  																																																	| Simplifying 343 yields:
% 57.35/23.26  																																																	| (344)  ~ (all_0_57_57 = e2)
% 57.35/23.26  																																																	|
% 57.35/23.26  																																																	| Equations (833) can reduce 466 to:
% 57.35/23.26  																																																	| (122)  ~ (e2 = e1)
% 57.35/23.26  																																																	|
% 57.35/23.26  																																																	| From (833) and (111) follows:
% 57.35/23.26  																																																	| (1508) op(e0, e2) = e2
% 57.35/23.26  																																																	|
% 57.35/23.26  																																																	+-Applying beta-rule and splitting (216), into two cases.
% 57.35/23.26  																																																	|-Branch one:
% 57.35/23.26  																																																	| (629) all_0_55_55 = e1
% 57.35/23.26  																																																	|
% 57.35/23.26  																																																		| Combining equations (587,629) yields a new equation:
% 57.35/23.26  																																																		| (636) e4 = e1
% 57.35/23.26  																																																		|
% 57.35/23.26  																																																		| Simplifying 636 yields:
% 57.35/23.26  																																																		| (630) e4 = e1
% 57.35/23.26  																																																		|
% 57.35/23.26  																																																		| Equations (630) can reduce 110 to:
% 57.35/23.26  																																																		| (266) $false
% 57.35/23.26  																																																		|
% 57.35/23.26  																																																		|-The branch is then unsatisfiable
% 57.35/23.26  																																																	|-Branch two:
% 57.35/23.26  																																																	| (632)  ~ (all_0_55_55 = e1)
% 57.35/23.26  																																																	| (633) all_0_56_56 = e1 | all_0_57_57 = e1 | all_0_58_58 = e1
% 57.35/23.26  																																																	|
% 57.35/23.26  																																																		+-Applying beta-rule and splitting (377), into two cases.
% 57.35/23.26  																																																		|-Branch one:
% 57.35/23.26  																																																		| (583) all_0_49_49 = e2
% 57.35/23.26  																																																		|
% 57.35/23.26  																																																			| Equations (583) can reduce 185 to:
% 57.35/23.26  																																																			| (810)  ~ (all_0_48_48 = e2)
% 57.35/23.26  																																																			|
% 57.35/23.26  																																																			| Equations (583) can reduce 1064 to:
% 57.35/23.26  																																																			| (122)  ~ (e2 = e1)
% 57.35/23.26  																																																			|
% 57.35/23.26  																																																			+-Applying beta-rule and splitting (10218), into two cases.
% 57.35/23.26  																																																			|-Branch one:
% 57.35/23.26  																																																			| (943) all_0_48_48 = e4
% 57.35/23.26  																																																			|
% 57.35/23.26  																																																				| Equations (943) can reduce 254 to:
% 57.35/23.26  																																																				| (266) $false
% 57.35/23.26  																																																				|
% 57.35/23.26  																																																				|-The branch is then unsatisfiable
% 57.35/23.26  																																																			|-Branch two:
% 57.35/23.26  																																																			| (254)  ~ (all_0_48_48 = e4)
% 57.35/23.26  																																																			| (10222) all_0_48_48 = e1 | all_0_48_48 = e0
% 57.35/23.26  																																																			|
% 57.35/23.26  																																																				+-Applying beta-rule and splitting (633), into two cases.
% 57.35/23.26  																																																				|-Branch one:
% 57.35/23.26  																																																				| (1569) all_0_56_56 = e1
% 57.35/23.26  																																																				|
% 57.35/23.26  																																																					| Combining equations (1569,833) yields a new equation:
% 57.35/23.26  																																																					| (617) e2 = e1
% 57.35/23.26  																																																					|
% 57.35/23.26  																																																					| Equations (617) can reduce 122 to:
% 57.35/23.26  																																																					| (266) $false
% 57.35/23.26  																																																					|
% 57.35/23.26  																																																					|-The branch is then unsatisfiable
% 57.35/23.26  																																																				|-Branch two:
% 57.35/23.26  																																																				| (466)  ~ (all_0_56_56 = e1)
% 57.35/23.26  																																																				| (1574) all_0_57_57 = e1 | all_0_58_58 = e1
% 57.35/23.26  																																																				|
% 57.35/23.26  																																																					+-Applying beta-rule and splitting (10222), into two cases.
% 57.35/23.26  																																																					|-Branch one:
% 57.35/23.26  																																																					| (1279) all_0_48_48 = e0
% 57.35/23.26  																																																					|
% 57.35/23.26  																																																						| Equations (1279) can reduce 239 to:
% 57.35/23.26  																																																						| (363)  ~ (all_0_57_57 = e0)
% 57.35/23.26  																																																						|
% 57.35/23.26  																																																						| Simplifying 363 yields:
% 57.35/23.26  																																																						| (364)  ~ (all_0_57_57 = e0)
% 57.35/23.26  																																																						|
% 57.35/23.26  																																																						| Equations (1279) can reduce 254 to:
% 57.35/23.26  																																																						| (401)  ~ (e4 = e0)
% 57.35/23.26  																																																						|
% 57.35/23.26  																																																						| Simplifying 401 yields:
% 57.35/23.26  																																																						| (49)  ~ (e4 = e0)
% 57.35/23.26  																																																						|
% 57.35/23.26  																																																						| Equations (1279) can reduce 810 to:
% 57.35/23.26  																																																						| (365)  ~ (e2 = e0)
% 57.35/23.26  																																																						|
% 57.35/23.26  																																																						| Simplifying 365 yields:
% 57.35/23.26  																																																						| (128)  ~ (e2 = e0)
% 57.35/23.26  																																																						|
% 57.35/23.26  																																																						+-Applying beta-rule and splitting (125), into two cases.
% 57.35/23.26  																																																						|-Branch one:
% 57.35/23.26  																																																						| (858) all_0_55_55 = e0
% 57.35/23.26  																																																						|
% 57.35/23.26  																																																							| Combining equations (587,858) yields a new equation:
% 57.35/23.26  																																																							| (481) e4 = e0
% 57.35/23.26  																																																							|
% 57.35/23.26  																																																							| Simplifying 481 yields:
% 57.35/23.26  																																																							| (397) e4 = e0
% 57.35/23.26  																																																							|
% 57.35/23.26  																																																							| Equations (397) can reduce 49 to:
% 57.35/23.26  																																																							| (266) $false
% 57.35/23.26  																																																							|
% 57.35/23.26  																																																							|-The branch is then unsatisfiable
% 57.35/23.26  																																																						|-Branch two:
% 57.35/23.26  																																																						| (803)  ~ (all_0_55_55 = e0)
% 57.35/23.26  																																																						| (863) all_0_56_56 = e0 | all_0_57_57 = e0 | all_0_58_58 = e0
% 57.35/23.26  																																																						|
% 57.35/23.26  																																																							+-Applying beta-rule and splitting (1574), into two cases.
% 57.35/23.26  																																																							|-Branch one:
% 57.35/23.26  																																																							| (647) all_0_57_57 = e1
% 57.35/23.26  																																																							|
% 57.35/23.26  																																																								| Equations (647) can reduce 148 to:
% 57.35/23.26  																																																								| (879)  ~ (all_0_58_58 = e1)
% 57.35/23.26  																																																								|
% 57.35/23.26  																																																								| Simplifying 879 yields:
% 57.35/23.26  																																																								| (880)  ~ (all_0_58_58 = e1)
% 57.35/23.26  																																																								|
% 57.35/23.26  																																																								| Equations (647) can reduce 67 to:
% 57.35/23.26  																																																								| (467)  ~ (e3 = e1)
% 57.35/23.26  																																																								|
% 57.35/23.26  																																																								| Simplifying 467 yields:
% 57.35/23.26  																																																								| (213)  ~ (e3 = e1)
% 57.35/23.26  																																																								|
% 57.35/23.26  																																																								| Equations (647) can reduce 364 to:
% 57.35/23.26  																																																								| (233)  ~ (e1 = e0)
% 57.35/23.26  																																																								|
% 57.35/23.26  																																																								+-Applying beta-rule and splitting (863), into two cases.
% 57.35/23.26  																																																								|-Branch one:
% 57.35/23.26  																																																								| (679) all_0_56_56 = e0
% 57.35/23.26  																																																								|
% 57.35/23.26  																																																									| Combining equations (679,833) yields a new equation:
% 57.35/23.26  																																																									| (330) e2 = e0
% 57.35/23.26  																																																									|
% 57.35/23.26  																																																									| Equations (330) can reduce 128 to:
% 57.35/23.26  																																																									| (266) $false
% 57.35/23.26  																																																									|
% 57.35/23.26  																																																									|-The branch is then unsatisfiable
% 57.35/23.26  																																																								|-Branch two:
% 57.35/23.26  																																																								| (828)  ~ (all_0_56_56 = e0)
% 57.35/23.26  																																																								| (924) all_0_57_57 = e0 | all_0_58_58 = e0
% 57.35/23.26  																																																								|
% 57.35/23.27  																																																									+-Applying beta-rule and splitting (924), into two cases.
% 57.35/23.27  																																																									|-Branch one:
% 57.35/23.27  																																																									| (875) all_0_57_57 = e0
% 57.35/23.27  																																																									|
% 57.35/23.27  																																																										| Combining equations (875,647) yields a new equation:
% 57.35/23.27  																																																										| (431) e1 = e0
% 57.35/23.27  																																																										|
% 57.35/23.27  																																																										| Equations (431) can reduce 233 to:
% 57.35/23.27  																																																										| (266) $false
% 57.35/23.27  																																																										|
% 57.35/23.27  																																																										|-The branch is then unsatisfiable
% 57.35/23.27  																																																									|-Branch two:
% 57.35/23.27  																																																									| (364)  ~ (all_0_57_57 = e0)
% 57.35/23.27  																																																									| (914) all_0_58_58 = e0
% 57.35/23.27  																																																									|
% 57.35/23.27  																																																										| Equations (914) can reduce 880 to:
% 57.35/23.27  																																																										| (435)  ~ (e1 = e0)
% 57.35/23.27  																																																										|
% 57.35/23.27  																																																										| Simplifying 435 yields:
% 57.35/23.27  																																																										| (233)  ~ (e1 = e0)
% 57.35/23.27  																																																										|
% 57.35/23.27  																																																										+-Applying beta-rule and splitting (56), into two cases.
% 57.35/23.27  																																																										|-Branch one:
% 57.35/23.27  																																																										| (696) unit = e2
% 57.35/23.27  																																																										|
% 57.35/23.27  																																																											| From (696) and (32) follows:
% 57.35/23.27  																																																											| (698) op(e2, e2) = e2
% 57.35/23.27  																																																											|
% 57.35/23.27  																																																											| From (696) and (42) follows:
% 57.35/23.27  																																																											| (1613) op(e0, e2) = e0
% 57.35/23.27  																																																											|
% 57.35/23.27  																																																											| Instantiating formula (29) with e2, e2, e2, e1 and discharging atoms op(e2, e2) = e2, op(e2, e2) = e1, yields:
% 57.35/23.27  																																																											| (617) e2 = e1
% 57.35/23.27  																																																											|
% 57.35/23.27  																																																											| Instantiating formula (29) with e0, e2, e0, e2 and discharging atoms op(e0, e2) = e2, op(e0, e2) = e0, yields:
% 57.35/23.27  																																																											| (330) e2 = e0
% 57.35/23.27  																																																											|
% 57.35/23.27  																																																											| Combining equations (330,617) yields a new equation:
% 57.35/23.27  																																																											| (431) e1 = e0
% 57.35/23.27  																																																											|
% 57.35/23.27  																																																											| Equations (431) can reduce 233 to:
% 57.35/23.27  																																																											| (266) $false
% 57.35/23.27  																																																											|
% 57.35/23.27  																																																											|-The branch is then unsatisfiable
% 57.35/23.27  																																																										|-Branch two:
% 57.35/23.27  																																																										| (707)  ~ (unit = e2)
% 57.35/23.27  																																																										| (708) unit = e4 | unit = e3 | unit = e1 | unit = e0
% 57.35/23.27  																																																										|
% 57.35/23.27  																																																											+-Applying beta-rule and splitting (708), into two cases.
% 57.35/23.27  																																																											|-Branch one:
% 57.35/23.27  																																																											| (709) unit = e4
% 57.35/23.27  																																																											|
% 57.35/23.27  																																																												| From (709) and (227) follows:
% 57.35/23.27  																																																												| (710) op(e4, e4) = e4
% 57.35/23.27  																																																												|
% 57.35/23.27  																																																												| From (709) and (40) follows:
% 57.35/23.27  																																																												| (711) op(e3, e4) = e3
% 57.35/23.27  																																																												|
% 57.35/23.27  																																																												| From (709) and (32) follows:
% 57.35/23.27  																																																												| (712) op(e2, e4) = e2
% 57.35/23.27  																																																												|
% 57.35/23.27  																																																												| From (709) and (42) follows:
% 57.35/23.27  																																																												| (713) op(e0, e4) = e0
% 57.35/23.27  																																																												|
% 57.35/23.27  																																																												| Instantiating formula (29) with e4, e4, e4, e1 and discharging atoms op(e4, e4) = e4, op(e4, e4) = e1, yields:
% 57.35/23.27  																																																												| (630) e4 = e1
% 57.35/23.27  																																																												|
% 57.35/23.27  																																																												| Instantiating formula (29) with e3, e4, e3, e2 and discharging atoms op(e3, e4) = e3, op(e3, e4) = e2, yields:
% 57.35/23.27  																																																												| (662) e3 = e2
% 57.35/23.27  																																																												|
% 57.35/23.27  																																																												| Instantiating formula (29) with e2, e4, e2, e4 and discharging atoms op(e2, e4) = e4, op(e2, e4) = e2, yields:
% 57.35/23.27  																																																												| (323) e4 = e2
% 57.35/23.27  																																																												|
% 57.35/23.27  																																																												| Instantiating formula (29) with e0, e4, e0, e3 and discharging atoms op(e0, e4) = e3, op(e0, e4) = e0, yields:
% 57.35/23.27  																																																												| (676) e3 = e0
% 57.35/23.27  																																																												|
% 57.35/23.27  																																																												| Combining equations (630,323) yields a new equation:
% 57.35/23.27  																																																												| (617) e2 = e1
% 57.35/23.27  																																																												|
% 57.35/23.27  																																																												| Combining equations (662,676) yields a new equation:
% 57.35/23.27  																																																												| (391) e2 = e0
% 57.35/23.27  																																																												|
% 57.35/23.27  																																																												| Simplifying 391 yields:
% 57.35/23.27  																																																												| (330) e2 = e0
% 57.35/23.27  																																																												|
% 57.35/23.27  																																																												| Combining equations (617,330) yields a new equation:
% 57.35/23.27  																																																												| (546) e1 = e0
% 57.35/23.27  																																																												|
% 57.35/23.27  																																																												| Simplifying 546 yields:
% 57.35/23.27  																																																												| (431) e1 = e0
% 57.35/23.27  																																																												|
% 57.35/23.27  																																																												| Equations (431) can reduce 233 to:
% 57.35/23.27  																																																												| (266) $false
% 57.35/23.27  																																																												|
% 57.35/23.27  																																																												|-The branch is then unsatisfiable
% 57.35/23.27  																																																											|-Branch two:
% 57.35/23.27  																																																											| (724)  ~ (unit = e4)
% 57.35/23.27  																																																											| (725) unit = e3 | unit = e1 | unit = e0
% 57.35/23.27  																																																											|
% 57.35/23.27  																																																												+-Applying beta-rule and splitting (725), into two cases.
% 57.35/23.27  																																																												|-Branch one:
% 57.35/23.27  																																																												| (726) unit = e0
% 57.35/23.27  																																																												|
% 57.35/23.27  																																																													| From (726) and (28) follows:
% 57.35/23.27  																																																													| (2698) op(e1, e0) = e1
% 57.35/23.27  																																																													|
% 57.35/23.27  																																																													| Instantiating formula (29) with e1, e0, e1, e3 and discharging atoms op(e1, e0) = e3, op(e1, e0) = e1, yields:
% 57.35/23.27  																																																													| (455) e3 = e1
% 57.35/23.27  																																																													|
% 57.35/23.27  																																																													| Equations (455) can reduce 213 to:
% 57.35/23.27  																																																													| (266) $false
% 57.35/23.27  																																																													|
% 57.35/23.27  																																																													|-The branch is then unsatisfiable
% 57.35/23.27  																																																												|-Branch two:
% 57.35/23.27  																																																												| (734)  ~ (unit = e0)
% 57.35/23.27  																																																												| (735) unit = e3 | unit = e1
% 57.35/23.27  																																																												|
% 57.35/23.27  																																																													+-Applying beta-rule and splitting (735), into two cases.
% 57.35/23.27  																																																													|-Branch one:
% 57.35/23.27  																																																													| (736) unit = e1
% 57.35/23.27  																																																													|
% 57.35/23.27  																																																														| Equations (736) can reduce 734 to:
% 57.35/23.27  																																																														| (233)  ~ (e1 = e0)
% 57.35/23.27  																																																														|
% 57.35/23.27  																																																														| From (736) and (244) follows:
% 57.35/23.27  																																																														| (738) op(e1, e4) = e4
% 57.35/23.27  																																																														|
% 57.35/23.27  																																																														| From (736) and (15) follows:
% 57.35/23.27  																																																														| (515) op(e1, e2) = e2
% 57.35/23.27  																																																														|
% 57.35/23.27  																																																														| From (736) and (28) follows:
% 57.35/23.27  																																																														| (740) op(e1, e1) = e1
% 57.35/23.27  																																																														|
% 57.35/23.27  																																																														| Instantiating formula (29) with e1, e4, e4, e0 and discharging atoms op(e1, e4) = e4, op(e1, e4) = e0, yields:
% 57.35/23.27  																																																														| (397) e4 = e0
% 57.35/23.27  																																																														|
% 57.35/23.27  																																																														| Instantiating formula (29) with e1, e2, e2, e4 and discharging atoms op(e1, e2) = e4, op(e1, e2) = e2, yields:
% 57.35/23.27  																																																														| (323) e4 = e2
% 57.35/23.27  																																																														|
% 57.35/23.27  																																																														| Instantiating formula (29) with e1, e1, e1, e2 and discharging atoms op(e1, e1) = e2, op(e1, e1) = e1, yields:
% 57.35/23.27  																																																														| (617) e2 = e1
% 57.35/23.27  																																																														|
% 57.35/23.27  																																																														| Combining equations (323,397) yields a new equation:
% 57.35/23.27  																																																														| (391) e2 = e0
% 57.35/23.27  																																																														|
% 57.35/23.27  																																																														| Simplifying 391 yields:
% 57.35/23.27  																																																														| (330) e2 = e0
% 57.35/23.27  																																																														|
% 57.35/23.27  																																																														| Combining equations (330,617) yields a new equation:
% 57.35/23.27  																																																														| (431) e1 = e0
% 57.35/23.27  																																																														|
% 57.35/23.27  																																																														| Equations (431) can reduce 233 to:
% 57.35/23.27  																																																														| (266) $false
% 57.35/23.27  																																																														|
% 57.35/23.27  																																																														|-The branch is then unsatisfiable
% 57.35/23.27  																																																													|-Branch two:
% 57.35/23.27  																																																													| (748)  ~ (unit = e1)
% 57.35/23.27  																																																													| (749) unit = e3
% 57.35/23.27  																																																													|
% 57.35/23.27  																																																														| From (749) and (211) follows:
% 57.35/23.27  																																																														| (13877) op(e3, e1) = e1
% 57.35/23.27  																																																														|
% 57.35/23.27  																																																														| From (749) and (42) follows:
% 57.35/23.27  																																																														| (752) op(e0, e3) = e0
% 57.35/23.27  																																																														|
% 57.35/23.27  																																																														| Instantiating formula (29) with e3, e1, e1, e4 and discharging atoms op(e3, e1) = e4, op(e3, e1) = e1, yields:
% 57.35/23.27  																																																														| (630) e4 = e1
% 57.35/23.27  																																																														|
% 57.35/23.27  																																																														| Instantiating formula (29) with e0, e3, e0, e4 and discharging atoms op(e0, e3) = e4, op(e0, e3) = e0, yields:
% 57.35/23.27  																																																														| (397) e4 = e0
% 57.35/23.27  																																																														|
% 57.35/23.27  																																																														| Combining equations (630,397) yields a new equation:
% 57.35/23.27  																																																														| (546) e1 = e0
% 57.35/23.27  																																																														|
% 57.35/23.27  																																																														| Simplifying 546 yields:
% 57.35/23.27  																																																														| (431) e1 = e0
% 57.35/23.27  																																																														|
% 57.35/23.27  																																																														| Equations (431) can reduce 233 to:
% 57.35/23.27  																																																														| (266) $false
% 57.35/23.27  																																																														|
% 57.35/23.27  																																																														|-The branch is then unsatisfiable
% 57.35/23.27  																																																							|-Branch two:
% 57.35/23.27  																																																							| (1670)  ~ (all_0_57_57 = e1)
% 57.35/23.27  																																																							| (918) all_0_58_58 = e1
% 57.35/23.27  																																																							|
% 57.35/23.27  																																																								| Equations (918) can reduce 880 to:
% 57.35/23.27  																																																								| (266) $false
% 57.35/23.27  																																																								|
% 57.35/23.27  																																																								|-The branch is then unsatisfiable
% 57.35/23.27  																																																					|-Branch two:
% 57.35/23.27  																																																					| (1283)  ~ (all_0_48_48 = e0)
% 57.35/23.27  																																																					| (615) all_0_48_48 = e1
% 57.35/23.27  																																																					|
% 57.35/23.27  																																																						| Equations (615) can reduce 619 to:
% 57.35/23.27  																																																						| (266) $false
% 57.35/23.27  																																																						|
% 57.35/23.27  																																																						|-The branch is then unsatisfiable
% 57.35/23.27  																																																		|-Branch two:
% 57.35/23.27  																																																		| (340)  ~ (all_0_49_49 = e2)
% 57.35/23.27  																																																		| (614) all_0_53_53 = e2 | all_0_58_58 = e2
% 57.35/23.27  																																																		|
% 57.35/23.27  																																																			+-Applying beta-rule and splitting (54), into two cases.
% 57.35/23.27  																																																			|-Branch one:
% 57.35/23.27  																																																			| (583) all_0_49_49 = e2
% 57.35/23.27  																																																			|
% 57.35/23.27  																																																				| Equations (583) can reduce 340 to:
% 57.35/23.27  																																																				| (266) $false
% 57.35/23.27  																																																				|
% 57.35/23.27  																																																				|-The branch is then unsatisfiable
% 57.35/23.27  																																																			|-Branch two:
% 57.35/23.27  																																																			| (340)  ~ (all_0_49_49 = e2)
% 57.35/23.27  																																																			| (586) all_0_49_49 = e4 | all_0_49_49 = e3 | all_0_49_49 = e1 | all_0_49_49 = e0
% 57.35/23.27  																																																			|
% 57.35/23.27  																																																				+-Applying beta-rule and splitting (434), into two cases.
% 57.35/23.27  																																																				|-Branch one:
% 57.35/23.27  																																																				| (615) all_0_48_48 = e1
% 57.35/23.27  																																																				|
% 57.35/23.27  																																																					| Equations (615) can reduce 619 to:
% 57.35/23.27  																																																					| (266) $false
% 57.35/23.27  																																																					|
% 57.35/23.27  																																																					|-The branch is then unsatisfiable
% 57.35/23.27  																																																				|-Branch two:
% 57.35/23.27  																																																				| (619)  ~ (all_0_48_48 = e1)
% 57.35/23.27  																																																				| (620) all_0_52_52 = e1 | all_0_57_57 = e1
% 57.35/23.27  																																																				|
% 57.35/23.27  																																																					+-Applying beta-rule and splitting (620), into two cases.
% 57.35/23.27  																																																					|-Branch one:
% 57.35/23.27  																																																					| (642) all_0_52_52 = e1
% 57.35/23.27  																																																					|
% 57.35/23.27  																																																						| Combining equations (352,642) yields a new equation:
% 57.35/23.27  																																																						| (616) e2 = e1
% 57.35/23.27  																																																						|
% 57.35/23.27  																																																						| Simplifying 616 yields:
% 57.35/23.27  																																																						| (617) e2 = e1
% 57.35/23.27  																																																						|
% 57.35/23.27  																																																						| Equations (617) can reduce 122 to:
% 57.35/23.27  																																																						| (266) $false
% 57.35/23.27  																																																						|
% 57.35/23.27  																																																						|-The branch is then unsatisfiable
% 57.35/23.27  																																																					|-Branch two:
% 57.35/23.27  																																																					| (646)  ~ (all_0_52_52 = e1)
% 57.35/23.27  																																																					| (647) all_0_57_57 = e1
% 57.35/23.27  																																																					|
% 57.35/23.27  																																																						| Equations (647) can reduce 344 to:
% 57.35/23.27  																																																						| (604)  ~ (e2 = e1)
% 57.35/23.27  																																																						|
% 57.35/23.27  																																																						| Simplifying 604 yields:
% 57.35/23.27  																																																						| (122)  ~ (e2 = e1)
% 57.35/23.27  																																																						|
% 57.35/23.27  																																																						+-Applying beta-rule and splitting (10171), into two cases.
% 57.35/23.27  																																																						|-Branch one:
% 57.35/23.27  																																																						| (1105) all_0_47_47 = e2
% 57.35/23.27  																																																						|
% 57.35/23.27  																																																							| Combining equations (654,1105) yields a new equation:
% 57.35/23.27  																																																							| (617) e2 = e1
% 57.35/23.27  																																																							|
% 57.35/23.27  																																																							| Equations (617) can reduce 122 to:
% 57.35/23.27  																																																							| (266) $false
% 57.35/23.27  																																																							|
% 57.35/23.27  																																																							|-The branch is then unsatisfiable
% 57.35/23.27  																																																						|-Branch two:
% 57.35/23.27  																																																						| (338)  ~ (all_0_47_47 = e2)
% 57.35/23.27  																																																						| (10761) all_0_48_48 = e2 | all_0_49_49 = e2
% 57.35/23.27  																																																						|
% 57.35/23.27  																																																							+-Applying beta-rule and splitting (10761), into two cases.
% 57.35/23.27  																																																							|-Branch one:
% 57.35/23.27  																																																							| (335) all_0_48_48 = e2
% 57.35/23.27  																																																							|
% 57.35/23.27  																																																								| Equations (335) can reduce 810 to:
% 57.35/23.27  																																																								| (266) $false
% 57.35/23.27  																																																								|
% 57.35/23.27  																																																								|-The branch is then unsatisfiable
% 57.35/23.27  																																																							|-Branch two:
% 57.35/23.27  																																																							| (810)  ~ (all_0_48_48 = e2)
% 57.35/23.27  																																																							| (583) all_0_49_49 = e2
% 57.35/23.27  																																																							|
% 57.35/23.27  																																																								| Equations (583) can reduce 340 to:
% 57.35/23.27  																																																								| (266) $false
% 57.35/23.27  																																																								|
% 57.35/23.27  																																																								|-The branch is then unsatisfiable
% 57.35/23.27  																																																|-Branch two:
% 57.35/23.27  																																																| (511)  ~ (all_0_56_56 = e2)
% 57.35/23.27  																																																| (836) all_0_56_56 = e4 | all_0_56_56 = e3 | all_0_56_56 = e1 | all_0_56_56 = e0
% 57.35/23.27  																																																|
% 57.35/23.27  																																																	+-Applying beta-rule and splitting (385), into two cases.
% 57.35/23.27  																																																	|-Branch one:
% 57.35/23.27  																																																	| (1105) all_0_47_47 = e2
% 57.35/23.27  																																																	|
% 57.35/23.27  																																																		| Combining equations (654,1105) yields a new equation:
% 57.35/23.27  																																																		| (617) e2 = e1
% 57.35/23.27  																																																		|
% 57.35/23.27  																																																		| Equations (617) can reduce 122 to:
% 57.35/23.27  																																																		| (266) $false
% 57.35/23.27  																																																		|
% 57.35/23.27  																																																		|-The branch is then unsatisfiable
% 57.35/23.27  																																																	|-Branch two:
% 57.35/23.27  																																																	| (338)  ~ (all_0_47_47 = e2)
% 57.35/23.27  																																																	| (1108) all_0_51_51 = e2 | all_0_56_56 = e2
% 57.35/23.27  																																																	|
% 57.35/23.27  																																																		+-Applying beta-rule and splitting (389), into two cases.
% 57.35/23.27  																																																		|-Branch one:
% 57.35/23.27  																																																		| (833) all_0_56_56 = e2
% 57.35/23.27  																																																		|
% 57.35/23.27  																																																			| Equations (833) can reduce 511 to:
% 57.35/23.27  																																																			| (266) $false
% 57.35/23.27  																																																			|
% 57.35/23.27  																																																			|-The branch is then unsatisfiable
% 57.35/23.27  																																																		|-Branch two:
% 57.35/23.27  																																																		| (511)  ~ (all_0_56_56 = e2)
% 57.35/23.27  																																																		| (1709) all_0_57_57 = e2 | all_0_58_58 = e2
% 57.35/23.27  																																																		|
% 57.35/23.27  																																																			+-Applying beta-rule and splitting (1709), into two cases.
% 57.35/23.27  																																																			|-Branch one:
% 57.35/23.27  																																																			| (442) all_0_57_57 = e2
% 57.35/23.27  																																																			|
% 57.35/23.27  																																																				| Equations (442) can reduce 344 to:
% 57.35/23.27  																																																				| (266) $false
% 57.35/23.27  																																																				|
% 57.35/23.27  																																																				|-The branch is then unsatisfiable
% 57.35/23.27  																																																			|-Branch two:
% 57.35/23.27  																																																			| (344)  ~ (all_0_57_57 = e2)
% 57.35/23.27  																																																			| (624) all_0_58_58 = e2
% 57.35/23.27  																																																			|
% 57.35/23.27  																																																				| Equations (624) can reduce 44 to:
% 57.35/23.27  																																																				| (511)  ~ (all_0_56_56 = e2)
% 57.35/23.27  																																																				|
% 57.35/23.27  																																																				| Equations (624) can reduce 451 to:
% 57.35/23.27  																																																				| (327)  ~ (e4 = e2)
% 57.35/23.27  																																																				|
% 57.35/23.27  																																																				| Simplifying 327 yields:
% 57.35/23.27  																																																				| (48)  ~ (e4 = e2)
% 57.35/23.27  																																																				|
% 57.35/23.27  																																																				+-Applying beta-rule and splitting (1108), into two cases.
% 57.35/23.27  																																																				|-Branch one:
% 57.35/23.27  																																																				| (504) all_0_51_51 = e2
% 57.35/23.27  																																																				|
% 57.35/23.27  																																																					| Combining equations (1101,504) yields a new equation:
% 57.35/23.27  																																																					| (322) e4 = e2
% 57.35/23.27  																																																					|
% 57.35/23.27  																																																					| Simplifying 322 yields:
% 57.35/23.27  																																																					| (323) e4 = e2
% 57.35/23.27  																																																					|
% 57.35/23.27  																																																					| Equations (323) can reduce 48 to:
% 57.35/23.27  																																																					| (266) $false
% 57.35/23.27  																																																					|
% 57.35/23.27  																																																					|-The branch is then unsatisfiable
% 57.35/23.27  																																																				|-Branch two:
% 57.35/23.27  																																																				| (1099)  ~ (all_0_51_51 = e2)
% 57.35/23.27  																																																				| (833) all_0_56_56 = e2
% 57.35/23.27  																																																				|
% 57.35/23.27  																																																					| Equations (833) can reduce 511 to:
% 57.35/23.27  																																																					| (266) $false
% 57.35/23.27  																																																					|
% 57.35/23.27  																																																					|-The branch is then unsatisfiable
% 57.35/23.27  																																														|-Branch two:
% 57.35/23.27  																																														| (813) all_0_47_47 = e1 & all_0_52_52 = e2 &  ~ (all_0_51_51 = e1)
% 57.35/23.27  																																														|
% 57.35/23.27  																																															| Applying alpha-rule on (813) yields:
% 57.35/23.27  																																															| (654) all_0_47_47 = e1
% 57.35/23.27  																																															| (352) all_0_52_52 = e2
% 57.35/23.27  																																															| (464)  ~ (all_0_51_51 = e1)
% 57.35/23.27  																																															|
% 57.35/23.27  																																															| Equations (654) can reduce 114 to:
% 57.35/23.27  																																															| (11581)  ~ (all_0_48_48 = e1)
% 57.35/23.27  																																															|
% 57.35/23.27  																																															| Simplifying 11581 yields:
% 57.35/23.27  																																															| (619)  ~ (all_0_48_48 = e1)
% 57.35/23.27  																																															|
% 57.35/23.27  																																															| Equations (654) can reduce 86 to:
% 57.35/23.27  																																															| (1419)  ~ (all_0_49_49 = e1)
% 57.35/23.27  																																															|
% 57.35/23.27  																																															| Simplifying 1419 yields:
% 57.35/23.27  																																															| (1064)  ~ (all_0_49_49 = e1)
% 57.35/23.27  																																															|
% 57.35/23.27  																																															| Equations (654) can reduce 91 to:
% 57.35/23.27  																																															| (465)  ~ (all_0_56_56 = e1)
% 57.35/23.27  																																															|
% 57.35/23.27  																																															| Simplifying 465 yields:
% 57.35/23.27  																																															| (466)  ~ (all_0_56_56 = e1)
% 57.35/23.27  																																															|
% 57.35/23.27  																																															| Equations (1101) can reduce 464 to:
% 57.35/23.27  																																															| (110)  ~ (e4 = e1)
% 57.35/23.27  																																															|
% 57.35/23.27  																																															| From (654) and (23) follows:
% 57.35/23.27  																																															| (9478) op(e2, e2) = e1
% 57.35/23.27  																																															|
% 57.35/23.27  																																															+-Applying beta-rule and splitting (133), into two cases.
% 57.35/23.27  																																															|-Branch one:
% 57.35/23.27  																																															| (833) all_0_56_56 = e2
% 57.35/23.27  																																															|
% 57.35/23.27  																																																| Equations (833) can reduce 140 to:
% 57.35/23.28  																																																| (343)  ~ (all_0_57_57 = e2)
% 57.35/23.28  																																																|
% 57.35/23.28  																																																| Simplifying 343 yields:
% 57.35/23.28  																																																| (344)  ~ (all_0_57_57 = e2)
% 57.35/23.28  																																																|
% 57.35/23.28  																																																| Equations (833) can reduce 466 to:
% 57.35/23.28  																																																| (122)  ~ (e2 = e1)
% 57.35/23.28  																																																|
% 57.35/23.28  																																																| From (833) and (111) follows:
% 57.35/23.28  																																																| (1508) op(e0, e2) = e2
% 57.35/23.28  																																																|
% 57.35/23.28  																																																+-Applying beta-rule and splitting (216), into two cases.
% 57.35/23.28  																																																|-Branch one:
% 57.35/23.28  																																																| (629) all_0_55_55 = e1
% 57.35/23.28  																																																|
% 57.35/23.28  																																																	| Combining equations (587,629) yields a new equation:
% 57.35/23.28  																																																	| (636) e4 = e1
% 57.35/23.28  																																																	|
% 57.35/23.28  																																																	| Simplifying 636 yields:
% 57.35/23.28  																																																	| (630) e4 = e1
% 57.35/23.28  																																																	|
% 57.35/23.28  																																																	| Equations (630) can reduce 110 to:
% 57.35/23.28  																																																	| (266) $false
% 57.35/23.28  																																																	|
% 57.35/23.28  																																																	|-The branch is then unsatisfiable
% 57.35/23.28  																																																|-Branch two:
% 57.35/23.28  																																																| (632)  ~ (all_0_55_55 = e1)
% 57.35/23.28  																																																| (633) all_0_56_56 = e1 | all_0_57_57 = e1 | all_0_58_58 = e1
% 57.35/23.28  																																																|
% 57.35/23.28  																																																	+-Applying beta-rule and splitting (377), into two cases.
% 57.35/23.28  																																																	|-Branch one:
% 57.35/23.28  																																																	| (583) all_0_49_49 = e2
% 57.35/23.28  																																																	|
% 57.35/23.28  																																																		| Equations (583) can reduce 185 to:
% 57.35/23.28  																																																		| (810)  ~ (all_0_48_48 = e2)
% 57.35/23.28  																																																		|
% 57.35/23.28  																																																		| Equations (583) can reduce 1064 to:
% 57.35/23.28  																																																		| (122)  ~ (e2 = e1)
% 57.35/23.28  																																																		|
% 57.35/23.28  																																																		+-Applying beta-rule and splitting (10218), into two cases.
% 57.35/23.28  																																																		|-Branch one:
% 57.35/23.28  																																																		| (943) all_0_48_48 = e4
% 57.35/23.28  																																																		|
% 57.35/23.28  																																																			| Equations (943) can reduce 254 to:
% 57.35/23.28  																																																			| (266) $false
% 57.35/23.28  																																																			|
% 57.35/23.28  																																																			|-The branch is then unsatisfiable
% 57.35/23.28  																																																		|-Branch two:
% 57.35/23.28  																																																		| (254)  ~ (all_0_48_48 = e4)
% 57.35/23.28  																																																		| (10222) all_0_48_48 = e1 | all_0_48_48 = e0
% 57.35/23.28  																																																		|
% 57.35/23.28  																																																			+-Applying beta-rule and splitting (633), into two cases.
% 57.35/23.28  																																																			|-Branch one:
% 57.35/23.28  																																																			| (1569) all_0_56_56 = e1
% 57.35/23.28  																																																			|
% 57.35/23.28  																																																				| Combining equations (1569,833) yields a new equation:
% 57.35/23.28  																																																				| (617) e2 = e1
% 57.35/23.28  																																																				|
% 57.35/23.28  																																																				| Equations (617) can reduce 122 to:
% 57.35/23.28  																																																				| (266) $false
% 57.35/23.28  																																																				|
% 57.35/23.28  																																																				|-The branch is then unsatisfiable
% 57.35/23.28  																																																			|-Branch two:
% 57.35/23.28  																																																			| (466)  ~ (all_0_56_56 = e1)
% 57.35/23.28  																																																			| (1574) all_0_57_57 = e1 | all_0_58_58 = e1
% 57.35/23.28  																																																			|
% 57.35/23.28  																																																				+-Applying beta-rule and splitting (10222), into two cases.
% 57.35/23.28  																																																				|-Branch one:
% 57.35/23.28  																																																				| (1279) all_0_48_48 = e0
% 57.35/23.28  																																																				|
% 57.35/23.28  																																																					| Equations (1279) can reduce 239 to:
% 57.35/23.28  																																																					| (363)  ~ (all_0_57_57 = e0)
% 57.35/23.28  																																																					|
% 57.35/23.28  																																																					| Simplifying 363 yields:
% 57.35/23.28  																																																					| (364)  ~ (all_0_57_57 = e0)
% 57.35/23.28  																																																					|
% 57.35/23.28  																																																					| Equations (1279) can reduce 254 to:
% 57.35/23.28  																																																					| (401)  ~ (e4 = e0)
% 57.35/23.28  																																																					|
% 57.35/23.28  																																																					| Simplifying 401 yields:
% 57.35/23.28  																																																					| (49)  ~ (e4 = e0)
% 57.35/23.28  																																																					|
% 57.35/23.28  																																																					| Equations (1279) can reduce 810 to:
% 57.35/23.28  																																																					| (365)  ~ (e2 = e0)
% 57.35/23.28  																																																					|
% 57.35/23.28  																																																					| Simplifying 365 yields:
% 57.35/23.28  																																																					| (128)  ~ (e2 = e0)
% 57.35/23.28  																																																					|
% 57.35/23.28  																																																					+-Applying beta-rule and splitting (125), into two cases.
% 57.35/23.28  																																																					|-Branch one:
% 57.35/23.28  																																																					| (858) all_0_55_55 = e0
% 57.35/23.28  																																																					|
% 57.35/23.28  																																																						| Combining equations (587,858) yields a new equation:
% 57.35/23.28  																																																						| (481) e4 = e0
% 57.35/23.28  																																																						|
% 57.35/23.28  																																																						| Simplifying 481 yields:
% 57.35/23.28  																																																						| (397) e4 = e0
% 57.35/23.28  																																																						|
% 57.35/23.28  																																																						| Equations (397) can reduce 49 to:
% 57.35/23.28  																																																						| (266) $false
% 57.35/23.28  																																																						|
% 57.35/23.28  																																																						|-The branch is then unsatisfiable
% 57.35/23.28  																																																					|-Branch two:
% 57.35/23.28  																																																					| (803)  ~ (all_0_55_55 = e0)
% 57.35/23.28  																																																					| (863) all_0_56_56 = e0 | all_0_57_57 = e0 | all_0_58_58 = e0
% 57.35/23.28  																																																					|
% 57.35/23.28  																																																						+-Applying beta-rule and splitting (1574), into two cases.
% 57.35/23.28  																																																						|-Branch one:
% 57.35/23.28  																																																						| (647) all_0_57_57 = e1
% 57.35/23.28  																																																						|
% 57.35/23.28  																																																							| Equations (647) can reduce 148 to:
% 57.35/23.28  																																																							| (879)  ~ (all_0_58_58 = e1)
% 57.35/23.28  																																																							|
% 57.35/23.28  																																																							| Simplifying 879 yields:
% 57.35/23.28  																																																							| (880)  ~ (all_0_58_58 = e1)
% 57.35/23.28  																																																							|
% 57.35/23.28  																																																							| Equations (647) can reduce 67 to:
% 57.35/23.28  																																																							| (467)  ~ (e3 = e1)
% 57.35/23.28  																																																							|
% 57.35/23.28  																																																							| Simplifying 467 yields:
% 57.35/23.28  																																																							| (213)  ~ (e3 = e1)
% 57.35/23.28  																																																							|
% 57.35/23.28  																																																							| Equations (647) can reduce 364 to:
% 57.35/23.28  																																																							| (233)  ~ (e1 = e0)
% 57.35/23.28  																																																							|
% 57.35/23.28  																																																							+-Applying beta-rule and splitting (863), into two cases.
% 57.35/23.28  																																																							|-Branch one:
% 57.35/23.28  																																																							| (679) all_0_56_56 = e0
% 57.35/23.28  																																																							|
% 57.35/23.28  																																																								| Combining equations (679,833) yields a new equation:
% 57.35/23.28  																																																								| (330) e2 = e0
% 57.35/23.28  																																																								|
% 57.35/23.28  																																																								| Equations (330) can reduce 128 to:
% 57.35/23.28  																																																								| (266) $false
% 57.35/23.28  																																																								|
% 57.35/23.28  																																																								|-The branch is then unsatisfiable
% 57.35/23.28  																																																							|-Branch two:
% 57.35/23.28  																																																							| (828)  ~ (all_0_56_56 = e0)
% 57.35/23.28  																																																							| (924) all_0_57_57 = e0 | all_0_58_58 = e0
% 57.35/23.28  																																																							|
% 57.35/23.28  																																																								+-Applying beta-rule and splitting (924), into two cases.
% 57.35/23.28  																																																								|-Branch one:
% 57.35/23.28  																																																								| (875) all_0_57_57 = e0
% 57.35/23.28  																																																								|
% 57.35/23.28  																																																									| Combining equations (875,647) yields a new equation:
% 57.35/23.28  																																																									| (431) e1 = e0
% 57.35/23.28  																																																									|
% 57.35/23.28  																																																									| Equations (431) can reduce 233 to:
% 57.35/23.28  																																																									| (266) $false
% 57.35/23.28  																																																									|
% 57.35/23.28  																																																									|-The branch is then unsatisfiable
% 57.35/23.28  																																																								|-Branch two:
% 57.35/23.28  																																																								| (364)  ~ (all_0_57_57 = e0)
% 57.35/23.28  																																																								| (914) all_0_58_58 = e0
% 57.35/23.28  																																																								|
% 57.35/23.28  																																																									| Equations (914) can reduce 880 to:
% 57.35/23.28  																																																									| (435)  ~ (e1 = e0)
% 57.35/23.28  																																																									|
% 57.35/23.28  																																																									| Simplifying 435 yields:
% 57.35/23.28  																																																									| (233)  ~ (e1 = e0)
% 57.35/23.28  																																																									|
% 57.35/23.28  																																																									+-Applying beta-rule and splitting (56), into two cases.
% 57.35/23.28  																																																									|-Branch one:
% 57.35/23.28  																																																									| (696) unit = e2
% 57.35/23.28  																																																									|
% 57.35/23.28  																																																										| From (696) and (32) follows:
% 57.35/23.28  																																																										| (698) op(e2, e2) = e2
% 57.35/23.28  																																																										|
% 57.35/23.28  																																																										| From (696) and (42) follows:
% 57.35/23.28  																																																										| (1613) op(e0, e2) = e0
% 57.35/23.28  																																																										|
% 57.35/23.28  																																																										| Instantiating formula (29) with e2, e2, e2, e1 and discharging atoms op(e2, e2) = e2, op(e2, e2) = e1, yields:
% 57.35/23.28  																																																										| (617) e2 = e1
% 57.35/23.28  																																																										|
% 57.35/23.28  																																																										| Instantiating formula (29) with e0, e2, e0, e2 and discharging atoms op(e0, e2) = e2, op(e0, e2) = e0, yields:
% 57.35/23.28  																																																										| (330) e2 = e0
% 57.35/23.28  																																																										|
% 57.35/23.28  																																																										| Combining equations (330,617) yields a new equation:
% 57.35/23.28  																																																										| (431) e1 = e0
% 57.35/23.28  																																																										|
% 57.35/23.28  																																																										| Equations (431) can reduce 233 to:
% 57.35/23.28  																																																										| (266) $false
% 57.35/23.28  																																																										|
% 57.35/23.28  																																																										|-The branch is then unsatisfiable
% 57.35/23.28  																																																									|-Branch two:
% 57.35/23.28  																																																									| (707)  ~ (unit = e2)
% 57.35/23.28  																																																									| (708) unit = e4 | unit = e3 | unit = e1 | unit = e0
% 57.35/23.28  																																																									|
% 57.35/23.28  																																																										+-Applying beta-rule and splitting (708), into two cases.
% 57.35/23.28  																																																										|-Branch one:
% 57.35/23.28  																																																										| (709) unit = e4
% 57.35/23.28  																																																										|
% 57.35/23.28  																																																											| From (709) and (227) follows:
% 57.35/23.28  																																																											| (710) op(e4, e4) = e4
% 57.35/23.28  																																																											|
% 57.35/23.28  																																																											| From (709) and (40) follows:
% 57.35/23.28  																																																											| (711) op(e3, e4) = e3
% 57.35/23.28  																																																											|
% 57.35/23.28  																																																											| From (709) and (32) follows:
% 57.35/23.28  																																																											| (712) op(e2, e4) = e2
% 57.35/23.28  																																																											|
% 57.35/23.28  																																																											| From (709) and (42) follows:
% 57.35/23.28  																																																											| (713) op(e0, e4) = e0
% 57.35/23.28  																																																											|
% 57.35/23.28  																																																											| Instantiating formula (29) with e4, e4, e4, e1 and discharging atoms op(e4, e4) = e4, op(e4, e4) = e1, yields:
% 57.35/23.28  																																																											| (630) e4 = e1
% 57.35/23.28  																																																											|
% 57.35/23.28  																																																											| Instantiating formula (29) with e3, e4, e3, e2 and discharging atoms op(e3, e4) = e3, op(e3, e4) = e2, yields:
% 57.35/23.28  																																																											| (662) e3 = e2
% 57.35/23.28  																																																											|
% 57.35/23.28  																																																											| Instantiating formula (29) with e2, e4, e2, e4 and discharging atoms op(e2, e4) = e4, op(e2, e4) = e2, yields:
% 57.35/23.28  																																																											| (323) e4 = e2
% 57.35/23.28  																																																											|
% 57.35/23.28  																																																											| Instantiating formula (29) with e0, e4, e0, e3 and discharging atoms op(e0, e4) = e3, op(e0, e4) = e0, yields:
% 57.35/23.28  																																																											| (676) e3 = e0
% 57.35/23.28  																																																											|
% 57.35/23.28  																																																											| Combining equations (630,323) yields a new equation:
% 57.35/23.28  																																																											| (617) e2 = e1
% 57.35/23.28  																																																											|
% 57.35/23.28  																																																											| Combining equations (662,676) yields a new equation:
% 57.35/23.28  																																																											| (391) e2 = e0
% 57.35/23.28  																																																											|
% 57.35/23.28  																																																											| Simplifying 391 yields:
% 57.35/23.28  																																																											| (330) e2 = e0
% 57.35/23.28  																																																											|
% 57.35/23.28  																																																											| Combining equations (617,330) yields a new equation:
% 57.35/23.28  																																																											| (546) e1 = e0
% 57.35/23.28  																																																											|
% 57.35/23.28  																																																											| Simplifying 546 yields:
% 57.35/23.28  																																																											| (431) e1 = e0
% 57.35/23.28  																																																											|
% 57.35/23.28  																																																											| Equations (431) can reduce 233 to:
% 57.35/23.28  																																																											| (266) $false
% 57.35/23.28  																																																											|
% 57.35/23.28  																																																											|-The branch is then unsatisfiable
% 57.35/23.28  																																																										|-Branch two:
% 57.35/23.28  																																																										| (724)  ~ (unit = e4)
% 57.35/23.28  																																																										| (725) unit = e3 | unit = e1 | unit = e0
% 57.35/23.28  																																																										|
% 57.35/23.28  																																																											+-Applying beta-rule and splitting (725), into two cases.
% 57.35/23.28  																																																											|-Branch one:
% 57.35/23.28  																																																											| (726) unit = e0
% 57.35/23.28  																																																											|
% 57.35/23.28  																																																												| From (726) and (28) follows:
% 57.35/23.28  																																																												| (2698) op(e1, e0) = e1
% 57.35/23.28  																																																												|
% 57.35/23.28  																																																												| Instantiating formula (29) with e1, e0, e1, e3 and discharging atoms op(e1, e0) = e3, op(e1, e0) = e1, yields:
% 57.35/23.28  																																																												| (455) e3 = e1
% 57.35/23.28  																																																												|
% 57.35/23.28  																																																												| Equations (455) can reduce 213 to:
% 57.35/23.28  																																																												| (266) $false
% 57.35/23.28  																																																												|
% 57.35/23.28  																																																												|-The branch is then unsatisfiable
% 57.35/23.28  																																																											|-Branch two:
% 57.35/23.28  																																																											| (734)  ~ (unit = e0)
% 57.35/23.28  																																																											| (735) unit = e3 | unit = e1
% 57.35/23.28  																																																											|
% 57.35/23.28  																																																												+-Applying beta-rule and splitting (735), into two cases.
% 57.35/23.28  																																																												|-Branch one:
% 57.35/23.28  																																																												| (736) unit = e1
% 57.35/23.28  																																																												|
% 57.35/23.28  																																																													| Equations (736) can reduce 734 to:
% 57.35/23.28  																																																													| (233)  ~ (e1 = e0)
% 57.35/23.28  																																																													|
% 57.35/23.28  																																																													| From (736) and (244) follows:
% 57.35/23.28  																																																													| (738) op(e1, e4) = e4
% 57.35/23.28  																																																													|
% 57.35/23.28  																																																													| From (736) and (15) follows:
% 57.35/23.28  																																																													| (515) op(e1, e2) = e2
% 57.35/23.28  																																																													|
% 57.35/23.28  																																																													| From (736) and (28) follows:
% 57.35/23.28  																																																													| (740) op(e1, e1) = e1
% 57.35/23.28  																																																													|
% 57.35/23.28  																																																													| Instantiating formula (29) with e1, e4, e4, e0 and discharging atoms op(e1, e4) = e4, op(e1, e4) = e0, yields:
% 57.35/23.28  																																																													| (397) e4 = e0
% 57.35/23.28  																																																													|
% 57.35/23.28  																																																													| Instantiating formula (29) with e1, e2, e2, e4 and discharging atoms op(e1, e2) = e4, op(e1, e2) = e2, yields:
% 57.35/23.28  																																																													| (323) e4 = e2
% 57.35/23.28  																																																													|
% 57.35/23.28  																																																													| Instantiating formula (29) with e1, e1, e1, e2 and discharging atoms op(e1, e1) = e2, op(e1, e1) = e1, yields:
% 57.35/23.28  																																																													| (617) e2 = e1
% 57.35/23.28  																																																													|
% 57.35/23.28  																																																													| Combining equations (323,397) yields a new equation:
% 57.35/23.28  																																																													| (391) e2 = e0
% 57.35/23.28  																																																													|
% 57.35/23.28  																																																													| Simplifying 391 yields:
% 57.35/23.28  																																																													| (330) e2 = e0
% 57.35/23.28  																																																													|
% 57.35/23.28  																																																													| Combining equations (330,617) yields a new equation:
% 57.35/23.28  																																																													| (431) e1 = e0
% 57.35/23.28  																																																													|
% 57.35/23.28  																																																													| Equations (431) can reduce 233 to:
% 57.35/23.28  																																																													| (266) $false
% 57.35/23.28  																																																													|
% 57.35/23.28  																																																													|-The branch is then unsatisfiable
% 57.35/23.28  																																																												|-Branch two:
% 57.35/23.28  																																																												| (748)  ~ (unit = e1)
% 57.35/23.28  																																																												| (749) unit = e3
% 57.35/23.28  																																																												|
% 57.35/23.28  																																																													| From (749) and (211) follows:
% 57.35/23.28  																																																													| (13877) op(e3, e1) = e1
% 57.35/23.28  																																																													|
% 57.35/23.28  																																																													| From (749) and (42) follows:
% 57.35/23.28  																																																													| (752) op(e0, e3) = e0
% 57.35/23.28  																																																													|
% 57.35/23.28  																																																													| Instantiating formula (29) with e3, e1, e1, e4 and discharging atoms op(e3, e1) = e4, op(e3, e1) = e1, yields:
% 57.35/23.28  																																																													| (630) e4 = e1
% 57.35/23.28  																																																													|
% 57.35/23.28  																																																													| Instantiating formula (29) with e0, e3, e0, e4 and discharging atoms op(e0, e3) = e4, op(e0, e3) = e0, yields:
% 57.35/23.28  																																																													| (397) e4 = e0
% 57.35/23.28  																																																													|
% 57.35/23.28  																																																													| Combining equations (630,397) yields a new equation:
% 57.35/23.28  																																																													| (546) e1 = e0
% 57.35/23.28  																																																													|
% 57.35/23.28  																																																													| Simplifying 546 yields:
% 57.35/23.28  																																																													| (431) e1 = e0
% 57.35/23.28  																																																													|
% 57.35/23.28  																																																													| Equations (431) can reduce 233 to:
% 57.35/23.28  																																																													| (266) $false
% 57.35/23.28  																																																													|
% 57.35/23.28  																																																													|-The branch is then unsatisfiable
% 57.35/23.28  																																																						|-Branch two:
% 57.35/23.28  																																																						| (1670)  ~ (all_0_57_57 = e1)
% 57.35/23.28  																																																						| (918) all_0_58_58 = e1
% 57.35/23.28  																																																						|
% 57.35/23.28  																																																							| Equations (918) can reduce 880 to:
% 57.35/23.28  																																																							| (266) $false
% 57.35/23.28  																																																							|
% 57.35/23.28  																																																							|-The branch is then unsatisfiable
% 57.35/23.28  																																																				|-Branch two:
% 57.35/23.28  																																																				| (1283)  ~ (all_0_48_48 = e0)
% 57.35/23.28  																																																				| (615) all_0_48_48 = e1
% 57.35/23.28  																																																				|
% 57.35/23.28  																																																					| Equations (615) can reduce 619 to:
% 57.35/23.28  																																																					| (266) $false
% 57.35/23.28  																																																					|
% 57.35/23.28  																																																					|-The branch is then unsatisfiable
% 57.35/23.28  																																																	|-Branch two:
% 57.35/23.28  																																																	| (340)  ~ (all_0_49_49 = e2)
% 57.35/23.28  																																																	| (614) all_0_53_53 = e2 | all_0_58_58 = e2
% 57.35/23.28  																																																	|
% 57.35/23.28  																																																		+-Applying beta-rule and splitting (54), into two cases.
% 57.35/23.28  																																																		|-Branch one:
% 57.35/23.28  																																																		| (583) all_0_49_49 = e2
% 57.35/23.28  																																																		|
% 57.35/23.28  																																																			| Equations (583) can reduce 340 to:
% 57.35/23.28  																																																			| (266) $false
% 57.35/23.28  																																																			|
% 57.35/23.28  																																																			|-The branch is then unsatisfiable
% 57.35/23.28  																																																		|-Branch two:
% 57.35/23.28  																																																		| (340)  ~ (all_0_49_49 = e2)
% 57.35/23.28  																																																		| (586) all_0_49_49 = e4 | all_0_49_49 = e3 | all_0_49_49 = e1 | all_0_49_49 = e0
% 57.35/23.28  																																																		|
% 57.35/23.28  																																																			+-Applying beta-rule and splitting (434), into two cases.
% 57.35/23.28  																																																			|-Branch one:
% 57.35/23.28  																																																			| (615) all_0_48_48 = e1
% 57.35/23.28  																																																			|
% 57.35/23.28  																																																				| Equations (615) can reduce 619 to:
% 57.35/23.28  																																																				| (266) $false
% 57.35/23.28  																																																				|
% 57.35/23.28  																																																				|-The branch is then unsatisfiable
% 57.35/23.28  																																																			|-Branch two:
% 57.35/23.28  																																																			| (619)  ~ (all_0_48_48 = e1)
% 57.35/23.28  																																																			| (620) all_0_52_52 = e1 | all_0_57_57 = e1
% 57.35/23.28  																																																			|
% 57.35/23.28  																																																				+-Applying beta-rule and splitting (620), into two cases.
% 57.35/23.28  																																																				|-Branch one:
% 57.35/23.28  																																																				| (642) all_0_52_52 = e1
% 57.35/23.28  																																																				|
% 57.35/23.28  																																																					| Combining equations (352,642) yields a new equation:
% 57.35/23.28  																																																					| (616) e2 = e1
% 57.35/23.28  																																																					|
% 57.35/23.28  																																																					| Simplifying 616 yields:
% 57.35/23.28  																																																					| (617) e2 = e1
% 57.35/23.28  																																																					|
% 57.35/23.28  																																																					| Equations (617) can reduce 122 to:
% 57.35/23.28  																																																					| (266) $false
% 57.35/23.28  																																																					|
% 57.35/23.28  																																																					|-The branch is then unsatisfiable
% 57.35/23.28  																																																				|-Branch two:
% 57.35/23.28  																																																				| (646)  ~ (all_0_52_52 = e1)
% 57.35/23.28  																																																				| (647) all_0_57_57 = e1
% 57.35/23.28  																																																				|
% 57.35/23.28  																																																					| Equations (647) can reduce 344 to:
% 57.35/23.28  																																																					| (604)  ~ (e2 = e1)
% 57.35/23.28  																																																					|
% 57.35/23.28  																																																					| Simplifying 604 yields:
% 57.35/23.28  																																																					| (122)  ~ (e2 = e1)
% 57.35/23.28  																																																					|
% 57.35/23.28  																																																					+-Applying beta-rule and splitting (10171), into two cases.
% 57.35/23.28  																																																					|-Branch one:
% 57.35/23.28  																																																					| (1105) all_0_47_47 = e2
% 57.50/23.28  																																																					|
% 57.50/23.28  																																																						| Combining equations (654,1105) yields a new equation:
% 57.50/23.28  																																																						| (617) e2 = e1
% 57.50/23.28  																																																						|
% 57.50/23.28  																																																						| Equations (617) can reduce 122 to:
% 57.50/23.28  																																																						| (266) $false
% 57.50/23.28  																																																						|
% 57.50/23.28  																																																						|-The branch is then unsatisfiable
% 57.50/23.28  																																																					|-Branch two:
% 57.50/23.28  																																																					| (338)  ~ (all_0_47_47 = e2)
% 57.50/23.28  																																																					| (10761) all_0_48_48 = e2 | all_0_49_49 = e2
% 57.50/23.28  																																																					|
% 57.50/23.28  																																																						+-Applying beta-rule and splitting (10761), into two cases.
% 57.50/23.28  																																																						|-Branch one:
% 57.50/23.28  																																																						| (335) all_0_48_48 = e2
% 57.50/23.28  																																																						|
% 57.50/23.28  																																																							| Equations (335) can reduce 810 to:
% 57.50/23.28  																																																							| (266) $false
% 57.50/23.28  																																																							|
% 57.50/23.28  																																																							|-The branch is then unsatisfiable
% 57.50/23.28  																																																						|-Branch two:
% 57.50/23.28  																																																						| (810)  ~ (all_0_48_48 = e2)
% 57.50/23.28  																																																						| (583) all_0_49_49 = e2
% 57.50/23.28  																																																						|
% 57.50/23.28  																																																							| Equations (583) can reduce 340 to:
% 57.50/23.28  																																																							| (266) $false
% 57.50/23.28  																																																							|
% 57.50/23.28  																																																							|-The branch is then unsatisfiable
% 57.50/23.28  																																															|-Branch two:
% 57.50/23.28  																																															| (511)  ~ (all_0_56_56 = e2)
% 57.50/23.28  																																															| (836) all_0_56_56 = e4 | all_0_56_56 = e3 | all_0_56_56 = e1 | all_0_56_56 = e0
% 57.50/23.28  																																															|
% 57.50/23.28  																																																+-Applying beta-rule and splitting (385), into two cases.
% 57.50/23.28  																																																|-Branch one:
% 57.50/23.28  																																																| (1105) all_0_47_47 = e2
% 57.50/23.28  																																																|
% 57.50/23.28  																																																	| Combining equations (654,1105) yields a new equation:
% 57.50/23.28  																																																	| (617) e2 = e1
% 57.50/23.28  																																																	|
% 57.50/23.28  																																																	| Equations (617) can reduce 122 to:
% 57.50/23.28  																																																	| (266) $false
% 57.50/23.28  																																																	|
% 57.50/23.28  																																																	|-The branch is then unsatisfiable
% 57.50/23.28  																																																|-Branch two:
% 57.50/23.28  																																																| (338)  ~ (all_0_47_47 = e2)
% 57.50/23.28  																																																| (1108) all_0_51_51 = e2 | all_0_56_56 = e2
% 57.50/23.28  																																																|
% 57.50/23.28  																																																	+-Applying beta-rule and splitting (389), into two cases.
% 57.50/23.28  																																																	|-Branch one:
% 57.50/23.28  																																																	| (833) all_0_56_56 = e2
% 57.50/23.28  																																																	|
% 57.50/23.28  																																																		| Equations (833) can reduce 511 to:
% 57.50/23.28  																																																		| (266) $false
% 57.50/23.28  																																																		|
% 57.50/23.28  																																																		|-The branch is then unsatisfiable
% 57.50/23.28  																																																	|-Branch two:
% 57.50/23.28  																																																	| (511)  ~ (all_0_56_56 = e2)
% 57.50/23.28  																																																	| (1709) all_0_57_57 = e2 | all_0_58_58 = e2
% 57.50/23.29  																																																	|
% 57.50/23.29  																																																		+-Applying beta-rule and splitting (1709), into two cases.
% 57.50/23.29  																																																		|-Branch one:
% 57.50/23.29  																																																		| (442) all_0_57_57 = e2
% 57.50/23.29  																																																		|
% 57.50/23.29  																																																			| Equations (442) can reduce 344 to:
% 57.50/23.29  																																																			| (266) $false
% 57.50/23.29  																																																			|
% 57.50/23.29  																																																			|-The branch is then unsatisfiable
% 57.50/23.29  																																																		|-Branch two:
% 57.50/23.29  																																																		| (344)  ~ (all_0_57_57 = e2)
% 57.50/23.29  																																																		| (624) all_0_58_58 = e2
% 57.50/23.29  																																																		|
% 57.50/23.29  																																																			| Equations (624) can reduce 44 to:
% 57.50/23.29  																																																			| (511)  ~ (all_0_56_56 = e2)
% 57.50/23.29  																																																			|
% 57.50/23.29  																																																			| Equations (624) can reduce 451 to:
% 57.50/23.29  																																																			| (327)  ~ (e4 = e2)
% 57.50/23.29  																																																			|
% 57.50/23.29  																																																			| Simplifying 327 yields:
% 57.50/23.29  																																																			| (48)  ~ (e4 = e2)
% 57.50/23.29  																																																			|
% 57.50/23.29  																																																			+-Applying beta-rule and splitting (1108), into two cases.
% 57.50/23.29  																																																			|-Branch one:
% 57.50/23.29  																																																			| (504) all_0_51_51 = e2
% 57.50/23.29  																																																			|
% 57.50/23.29  																																																				| Combining equations (1101,504) yields a new equation:
% 57.50/23.29  																																																				| (322) e4 = e2
% 57.50/23.29  																																																				|
% 57.50/23.29  																																																				| Simplifying 322 yields:
% 57.50/23.29  																																																				| (323) e4 = e2
% 57.50/23.29  																																																				|
% 57.50/23.29  																																																				| Equations (323) can reduce 48 to:
% 57.50/23.29  																																																				| (266) $false
% 57.50/23.29  																																																				|
% 57.50/23.29  																																																				|-The branch is then unsatisfiable
% 57.50/23.29  																																																			|-Branch two:
% 57.50/23.29  																																																			| (1099)  ~ (all_0_51_51 = e2)
% 57.50/23.29  																																																			| (833) all_0_56_56 = e2
% 57.50/23.29  																																																			|
% 57.50/23.29  																																																				| Equations (833) can reduce 511 to:
% 57.50/23.29  																																																				| (266) $false
% 57.50/23.29  																																																				|
% 57.50/23.29  																																																				|-The branch is then unsatisfiable
% 57.50/23.29  																																													|-Branch two:
% 57.50/23.29  																																													| (819) all_0_47_47 = e0 & all_0_58_58 = e2 &  ~ (all_0_49_49 = e2)
% 57.50/23.29  																																													|
% 57.50/23.29  																																														| Applying alpha-rule on (819) yields:
% 57.50/23.29  																																														| (674) all_0_47_47 = e0
% 57.50/23.29  																																														| (624) all_0_58_58 = e2
% 57.50/23.29  																																														| (340)  ~ (all_0_49_49 = e2)
% 57.50/23.29  																																														|
% 57.50/23.29  																																														| Equations (674) can reduce 678 to:
% 57.50/23.29  																																														| (266) $false
% 57.50/23.29  																																														|
% 57.50/23.29  																																														|-The branch is then unsatisfiable
% 57.50/23.29  																																												|-Branch two:
% 57.50/23.29  																																												| (825) all_0_47_47 = e0 & all_0_58_58 = e2 &  ~ (all_0_56_56 = e0)
% 57.50/23.29  																																												|
% 57.50/23.29  																																													| Applying alpha-rule on (825) yields:
% 57.50/23.29  																																													| (674) all_0_47_47 = e0
% 57.50/23.29  																																													| (624) all_0_58_58 = e2
% 57.50/23.29  																																													| (828)  ~ (all_0_56_56 = e0)
% 57.50/23.29  																																													|
% 57.50/23.29  																																													| Equations (674) can reduce 678 to:
% 57.50/23.29  																																													| (266) $false
% 57.50/23.29  																																													|
% 57.50/23.29  																																													|-The branch is then unsatisfiable
% 57.50/23.29  																																										|-Branch two:
% 57.50/23.29  																																										| (763)  ~ (all_0_55_55 = e4)
% 57.50/23.29  																																										| (2055) all_0_55_55 = e3 | all_0_55_55 = e1 | all_0_55_55 = e0
% 57.50/23.29  																																										|
% 57.50/23.29  																																											+-Applying beta-rule and splitting (171), into two cases.
% 57.50/23.29  																																											|-Branch one:
% 57.50/23.29  																																											| (265) all_0_54_54 = e4
% 57.50/23.29  																																											|
% 57.50/23.29  																																												| Combining equations (268,265) yields a new equation:
% 57.50/23.29  																																												| (425) e4 = e3
% 57.50/23.29  																																												|
% 57.50/23.29  																																												| Equations (425) can reduce 188 to:
% 57.50/23.29  																																												| (266) $false
% 57.50/23.29  																																												|
% 57.50/23.29  																																												|-The branch is then unsatisfiable
% 57.50/23.29  																																											|-Branch two:
% 57.50/23.29  																																											| (258)  ~ (all_0_54_54 = e4)
% 57.50/23.29  																																											| (575) all_0_55_55 = e4 | all_0_56_56 = e4 | all_0_57_57 = e4 | all_0_58_58 = e4
% 57.50/23.29  																																											|
% 57.50/23.29  																																												| Equations (268) can reduce 258 to:
% 57.50/23.29  																																												| (277)  ~ (e4 = e3)
% 57.50/23.29  																																												|
% 57.50/23.29  																																												| Simplifying 277 yields:
% 57.50/23.29  																																												| (188)  ~ (e4 = e3)
% 57.50/23.29  																																												|
% 57.50/23.29  																																												+-Applying beta-rule and splitting (575), into two cases.
% 57.50/23.29  																																												|-Branch one:
% 57.50/23.29  																																												| (587) all_0_55_55 = e4
% 57.50/23.29  																																												|
% 57.50/23.29  																																													| Equations (587) can reduce 763 to:
% 57.50/23.29  																																													| (266) $false
% 57.50/23.29  																																													|
% 57.50/23.29  																																													|-The branch is then unsatisfiable
% 57.50/23.29  																																												|-Branch two:
% 57.50/23.29  																																												| (763)  ~ (all_0_55_55 = e4)
% 57.50/23.29  																																												| (764) all_0_56_56 = e4 | all_0_57_57 = e4 | all_0_58_58 = e4
% 57.50/23.29  																																												|
% 57.50/23.29  																																													+-Applying beta-rule and splitting (62), into two cases.
% 57.50/23.29  																																													|-Branch one:
% 57.50/23.29  																																													| (321) all_0_38_38 = e4
% 57.50/23.29  																																													|
% 57.50/23.29  																																														| Combining equations (321,292) yields a new equation:
% 57.50/23.29  																																														| (322) e4 = e2
% 57.50/23.29  																																														|
% 57.50/23.29  																																														| Simplifying 322 yields:
% 57.50/23.29  																																														| (323) e4 = e2
% 57.50/23.29  																																														|
% 57.50/23.29  																																														| Equations (323) can reduce 48 to:
% 57.50/23.29  																																														| (266) $false
% 57.50/23.29  																																														|
% 57.50/23.29  																																														|-The branch is then unsatisfiable
% 57.50/23.29  																																													|-Branch two:
% 57.50/23.29  																																													| (325)  ~ (all_0_38_38 = e4)
% 57.50/23.29  																																													| (582) all_0_41_41 = e4 | all_0_46_46 = e4 | all_0_50_50 = e4 | all_0_55_55 = e4
% 57.50/23.29  																																													|
% 57.50/23.29  																																														| Equations (292) can reduce 325 to:
% 57.50/23.29  																																														| (327)  ~ (e4 = e2)
% 57.50/23.29  																																														|
% 57.50/23.29  																																														| Simplifying 327 yields:
% 57.50/23.29  																																														| (48)  ~ (e4 = e2)
% 57.50/23.29  																																														|
% 57.50/23.29  																																														+-Applying beta-rule and splitting (163), into two cases.
% 57.50/23.29  																																														|-Branch one:
% 57.50/23.29  																																														| (565) all_0_52_52 = e4
% 57.50/23.29  																																														|
% 57.50/23.29  																																															| Combining equations (565,352) yields a new equation:
% 57.50/23.29  																																															| (322) e4 = e2
% 57.50/23.29  																																															|
% 57.50/23.29  																																															| Simplifying 322 yields:
% 57.50/23.29  																																															| (323) e4 = e2
% 57.50/23.29  																																															|
% 57.50/23.29  																																															| Equations (323) can reduce 48 to:
% 57.50/23.29  																																															| (266) $false
% 57.50/23.29  																																															|
% 57.50/23.29  																																															|-The branch is then unsatisfiable
% 57.50/23.29  																																														|-Branch two:
% 57.50/23.29  																																														| (780)  ~ (all_0_52_52 = e4)
% 57.50/23.29  																																														| (781) (all_0_41_41 = e0 & all_0_58_58 = e3 &  ~ (all_0_44_44 = e3)) | (all_0_41_41 = e0 & all_0_58_58 = e3 &  ~ (all_0_55_55 = e0)) | (all_0_47_47 = e1 & all_0_52_52 = e2 &  ~ (all_0_48_48 = e2)) | (all_0_47_47 = e1 & all_0_52_52 = e2 &  ~ (all_0_51_51 = e1)) | (all_0_47_47 = e0 & all_0_58_58 = e2 &  ~ (all_0_49_49 = e2)) | (all_0_47_47 = e0 & all_0_58_58 = e2 &  ~ (all_0_56_56 = e0))
% 57.50/23.29  																																														|
% 57.50/23.29  																																															+-Applying beta-rule and splitting (582), into two cases.
% 57.50/23.29  																																															|-Branch one:
% 57.50/23.29  																																															| (437) all_0_41_41 = e4
% 57.50/23.29  																																															|
% 57.50/23.29  																																																| Combining equations (437,794) yields a new equation:
% 57.50/23.29  																																																| (481) e4 = e0
% 57.50/23.29  																																																|
% 57.50/23.29  																																																| Simplifying 481 yields:
% 57.50/23.29  																																																| (397) e4 = e0
% 57.50/23.29  																																																|
% 57.50/23.29  																																																| Equations (397) can reduce 49 to:
% 57.50/23.29  																																																| (266) $false
% 57.50/23.29  																																																|
% 57.50/23.29  																																																|-The branch is then unsatisfiable
% 57.50/23.29  																																															|-Branch two:
% 57.50/23.29  																																															| (440)  ~ (all_0_41_41 = e4)
% 57.50/23.29  																																															| (769) all_0_46_46 = e4 | all_0_50_50 = e4 | all_0_55_55 = e4
% 57.50/23.29  																																															|
% 57.50/23.29  																																																+-Applying beta-rule and splitting (781), into two cases.
% 57.50/23.29  																																																|-Branch one:
% 57.50/23.29  																																																| (789) (all_0_41_41 = e0 & all_0_58_58 = e3 &  ~ (all_0_44_44 = e3)) | (all_0_41_41 = e0 & all_0_58_58 = e3 &  ~ (all_0_55_55 = e0)) | (all_0_47_47 = e1 & all_0_52_52 = e2 &  ~ (all_0_48_48 = e2)) | (all_0_47_47 = e1 & all_0_52_52 = e2 &  ~ (all_0_51_51 = e1)) | (all_0_47_47 = e0 & all_0_58_58 = e2 &  ~ (all_0_49_49 = e2))
% 57.50/23.29  																																																|
% 57.50/23.29  																																																	+-Applying beta-rule and splitting (789), into two cases.
% 57.50/23.29  																																																	|-Branch one:
% 57.50/23.29  																																																	| (790) (all_0_41_41 = e0 & all_0_58_58 = e3 &  ~ (all_0_44_44 = e3)) | (all_0_41_41 = e0 & all_0_58_58 = e3 &  ~ (all_0_55_55 = e0)) | (all_0_47_47 = e1 & all_0_52_52 = e2 &  ~ (all_0_48_48 = e2)) | (all_0_47_47 = e1 & all_0_52_52 = e2 &  ~ (all_0_51_51 = e1))
% 57.50/23.29  																																																	|
% 57.50/23.29  																																																		+-Applying beta-rule and splitting (790), into two cases.
% 57.50/23.29  																																																		|-Branch one:
% 57.50/23.29  																																																		| (791) (all_0_41_41 = e0 & all_0_58_58 = e3 &  ~ (all_0_44_44 = e3)) | (all_0_41_41 = e0 & all_0_58_58 = e3 &  ~ (all_0_55_55 = e0)) | (all_0_47_47 = e1 & all_0_52_52 = e2 &  ~ (all_0_48_48 = e2))
% 57.50/23.29  																																																		|
% 57.50/23.29  																																																			+-Applying beta-rule and splitting (791), into two cases.
% 57.50/23.29  																																																			|-Branch one:
% 57.50/23.29  																																																			| (792) (all_0_41_41 = e0 & all_0_58_58 = e3 &  ~ (all_0_44_44 = e3)) | (all_0_41_41 = e0 & all_0_58_58 = e3 &  ~ (all_0_55_55 = e0))
% 57.50/23.29  																																																			|
% 57.50/23.29  																																																				+-Applying beta-rule and splitting (792), into two cases.
% 57.50/23.29  																																																				|-Branch one:
% 57.50/23.29  																																																				| (793) all_0_41_41 = e0 & all_0_58_58 = e3 &  ~ (all_0_44_44 = e3)
% 57.50/23.29  																																																				|
% 57.50/23.29  																																																					| Applying alpha-rule on (793) yields:
% 57.50/23.29  																																																					| (794) all_0_41_41 = e0
% 57.50/23.29  																																																					| (795) all_0_58_58 = e3
% 57.50/23.29  																																																					| (407)  ~ (all_0_44_44 = e3)
% 57.50/23.29  																																																					|
% 57.50/23.29  																																																					| Equations (795) can reduce 276 to:
% 57.50/23.29  																																																					| (266) $false
% 57.50/23.29  																																																					|
% 57.50/23.29  																																																					|-The branch is then unsatisfiable
% 57.50/23.29  																																																				|-Branch two:
% 57.50/23.29  																																																				| (800) all_0_41_41 = e0 & all_0_58_58 = e3 &  ~ (all_0_55_55 = e0)
% 57.50/23.29  																																																				|
% 57.50/23.29  																																																					| Applying alpha-rule on (800) yields:
% 57.50/23.29  																																																					| (794) all_0_41_41 = e0
% 57.50/23.29  																																																					| (795) all_0_58_58 = e3
% 57.50/23.29  																																																					| (803)  ~ (all_0_55_55 = e0)
% 57.50/23.29  																																																					|
% 57.50/23.29  																																																					| Equations (795) can reduce 276 to:
% 57.50/23.29  																																																					| (266) $false
% 57.50/23.29  																																																					|
% 57.50/23.29  																																																					|-The branch is then unsatisfiable
% 57.50/23.29  																																																			|-Branch two:
% 57.50/23.29  																																																			| (807) all_0_47_47 = e1 & all_0_52_52 = e2 &  ~ (all_0_48_48 = e2)
% 57.50/23.29  																																																			|
% 57.50/23.29  																																																				| Applying alpha-rule on (807) yields:
% 57.50/23.29  																																																				| (654) all_0_47_47 = e1
% 57.50/23.29  																																																				| (352) all_0_52_52 = e2
% 57.50/23.29  																																																				| (810)  ~ (all_0_48_48 = e2)
% 57.50/23.29  																																																				|
% 57.50/23.29  																																																				| Equations (654) can reduce 252 to:
% 57.50/23.29  																																																				| (602)  ~ (e4 = e1)
% 57.50/23.29  																																																				|
% 57.50/23.29  																																																				| Simplifying 602 yields:
% 57.50/23.29  																																																				| (110)  ~ (e4 = e1)
% 57.50/23.29  																																																				|
% 57.50/23.29  																																																				+-Applying beta-rule and splitting (769), into two cases.
% 57.50/23.29  																																																				|-Branch one:
% 57.50/23.29  																																																				| (770) all_0_46_46 = e4
% 57.50/23.29  																																																				|
% 57.50/23.29  																																																					| Combining equations (1557,770) yields a new equation:
% 57.50/23.29  																																																					| (425) e4 = e3
% 57.50/23.29  																																																					|
% 57.50/23.29  																																																					| Equations (425) can reduce 188 to:
% 57.50/23.29  																																																					| (266) $false
% 57.50/23.29  																																																					|
% 57.50/23.29  																																																					|-The branch is then unsatisfiable
% 57.50/23.29  																																																				|-Branch two:
% 57.50/23.29  																																																				| (250)  ~ (all_0_46_46 = e4)
% 57.50/23.29  																																																				| (774) all_0_50_50 = e4 | all_0_55_55 = e4
% 57.50/23.29  																																																				|
% 57.50/23.29  																																																					+-Applying beta-rule and splitting (774), into two cases.
% 57.50/23.29  																																																					|-Branch one:
% 57.50/23.29  																																																					| (775) all_0_50_50 = e4
% 57.50/23.29  																																																					|
% 57.50/23.29  																																																						| Combining equations (601,775) yields a new equation:
% 57.50/23.29  																																																						| (630) e4 = e1
% 57.50/23.29  																																																						|
% 57.50/23.29  																																																						| Equations (630) can reduce 110 to:
% 57.50/23.29  																																																						| (266) $false
% 57.50/23.29  																																																						|
% 57.50/23.29  																																																						|-The branch is then unsatisfiable
% 57.50/23.29  																																																					|-Branch two:
% 57.50/23.29  																																																					| (566)  ~ (all_0_50_50 = e4)
% 57.50/23.29  																																																					| (587) all_0_55_55 = e4
% 57.50/23.29  																																																					|
% 57.50/23.29  																																																						| Equations (587) can reduce 763 to:
% 57.50/23.29  																																																						| (266) $false
% 57.50/23.29  																																																						|
% 57.50/23.29  																																																						|-The branch is then unsatisfiable
% 57.50/23.29  																																																		|-Branch two:
% 57.50/23.29  																																																		| (813) all_0_47_47 = e1 & all_0_52_52 = e2 &  ~ (all_0_51_51 = e1)
% 57.50/23.29  																																																		|
% 57.50/23.29  																																																			| Applying alpha-rule on (813) yields:
% 57.50/23.29  																																																			| (654) all_0_47_47 = e1
% 57.50/23.29  																																																			| (352) all_0_52_52 = e2
% 57.50/23.29  																																																			| (464)  ~ (all_0_51_51 = e1)
% 57.50/23.29  																																																			|
% 57.50/23.29  																																																			| Equations (1101) can reduce 464 to:
% 57.50/23.29  																																																			| (110)  ~ (e4 = e1)
% 57.50/23.29  																																																			|
% 57.50/23.29  																																																			+-Applying beta-rule and splitting (769), into two cases.
% 57.50/23.29  																																																			|-Branch one:
% 57.50/23.29  																																																			| (770) all_0_46_46 = e4
% 57.50/23.29  																																																			|
% 57.50/23.29  																																																				| Combining equations (1557,770) yields a new equation:
% 57.50/23.29  																																																				| (425) e4 = e3
% 57.50/23.29  																																																				|
% 57.50/23.29  																																																				| Equations (425) can reduce 188 to:
% 57.50/23.29  																																																				| (266) $false
% 57.50/23.29  																																																				|
% 57.50/23.29  																																																				|-The branch is then unsatisfiable
% 57.50/23.29  																																																			|-Branch two:
% 57.50/23.29  																																																			| (250)  ~ (all_0_46_46 = e4)
% 57.50/23.29  																																																			| (774) all_0_50_50 = e4 | all_0_55_55 = e4
% 57.50/23.29  																																																			|
% 57.50/23.29  																																																				+-Applying beta-rule and splitting (774), into two cases.
% 57.50/23.29  																																																				|-Branch one:
% 57.50/23.29  																																																				| (775) all_0_50_50 = e4
% 57.50/23.29  																																																				|
% 57.50/23.29  																																																					| Combining equations (601,775) yields a new equation:
% 57.50/23.29  																																																					| (630) e4 = e1
% 57.50/23.29  																																																					|
% 57.50/23.29  																																																					| Equations (630) can reduce 110 to:
% 57.50/23.29  																																																					| (266) $false
% 57.50/23.29  																																																					|
% 57.50/23.29  																																																					|-The branch is then unsatisfiable
% 57.50/23.29  																																																				|-Branch two:
% 57.50/23.29  																																																				| (566)  ~ (all_0_50_50 = e4)
% 57.50/23.29  																																																				| (587) all_0_55_55 = e4
% 57.50/23.29  																																																				|
% 57.50/23.29  																																																					| Equations (587) can reduce 763 to:
% 57.50/23.29  																																																					| (266) $false
% 57.50/23.29  																																																					|
% 57.50/23.29  																																																					|-The branch is then unsatisfiable
% 57.50/23.29  																																																	|-Branch two:
% 57.50/23.29  																																																	| (819) all_0_47_47 = e0 & all_0_58_58 = e2 &  ~ (all_0_49_49 = e2)
% 57.50/23.29  																																																	|
% 57.50/23.29  																																																		| Applying alpha-rule on (819) yields:
% 57.50/23.29  																																																		| (674) all_0_47_47 = e0
% 57.50/23.29  																																																		| (624) all_0_58_58 = e2
% 57.50/23.29  																																																		| (340)  ~ (all_0_49_49 = e2)
% 57.50/23.29  																																																		|
% 57.50/23.29  																																																		| Equations (674) can reduce 678 to:
% 57.50/23.29  																																																		| (266) $false
% 57.50/23.29  																																																		|
% 57.50/23.29  																																																		|-The branch is then unsatisfiable
% 57.50/23.29  																																																|-Branch two:
% 57.50/23.29  																																																| (825) all_0_47_47 = e0 & all_0_58_58 = e2 &  ~ (all_0_56_56 = e0)
% 57.50/23.29  																																																|
% 57.50/23.29  																																																	| Applying alpha-rule on (825) yields:
% 57.50/23.29  																																																	| (674) all_0_47_47 = e0
% 57.50/23.29  																																																	| (624) all_0_58_58 = e2
% 57.50/23.29  																																																	| (828)  ~ (all_0_56_56 = e0)
% 57.50/23.29  																																																	|
% 57.50/23.29  																																																	| Equations (674) can reduce 678 to:
% 57.50/23.29  																																																	| (266) $false
% 57.50/23.29  																																																	|
% 57.50/23.29  																																																	|-The branch is then unsatisfiable
% 57.50/23.29  																																							|-Branch two:
% 57.50/23.29  																																							| (475)  ~ (all_0_51_51 = e4)
% 57.50/23.29  																																							| (1294) all_0_52_52 = e4 | all_0_53_53 = e4
% 57.50/23.29  																																							|
% 57.50/23.29  																																								+-Applying beta-rule and splitting (1294), into two cases.
% 57.50/23.29  																																								|-Branch one:
% 57.50/23.29  																																								| (565) all_0_52_52 = e4
% 57.50/23.29  																																								|
% 57.50/23.29  																																									| Combining equations (565,352) yields a new equation:
% 57.50/23.29  																																									| (322) e4 = e2
% 57.50/23.29  																																									|
% 57.50/23.29  																																									| Simplifying 322 yields:
% 57.50/23.29  																																									| (323) e4 = e2
% 57.50/23.29  																																									|
% 57.50/23.29  																																									| Equations (323) can reduce 48 to:
% 57.50/23.29  																																									| (266) $false
% 57.50/23.29  																																									|
% 57.50/23.29  																																									|-The branch is then unsatisfiable
% 57.50/23.29  																																								|-Branch two:
% 57.50/23.29  																																								| (780)  ~ (all_0_52_52 = e4)
% 57.50/23.29  																																								| (1298) all_0_53_53 = e4
% 57.50/23.29  																																								|
% 57.50/23.29  																																									| Combining equations (665,1298) yields a new equation:
% 57.50/23.29  																																									| (425) e4 = e3
% 57.50/23.29  																																									|
% 57.50/23.29  																																									| Equations (425) can reduce 188 to:
% 57.50/23.29  																																									| (266) $false
% 57.50/23.29  																																									|
% 57.50/23.29  																																									|-The branch is then unsatisfiable
% 57.50/23.29  																																				|-Branch two:
% 57.50/23.29  																																				| (759)  ~ (all_0_50_50 = e1)
% 57.50/23.29  																																				| (1168) all_0_51_51 = e1 | all_0_52_52 = e1 | all_0_53_53 = e1
% 57.50/23.29  																																				|
% 57.50/23.29  																																					+-Applying beta-rule and splitting (595), into two cases.
% 57.50/23.29  																																					|-Branch one:
% 57.50/23.29  																																					| (545) all_0_46_46 = e1
% 57.50/23.29  																																					|
% 57.50/23.29  																																						| Combining equations (1557,545) yields a new equation:
% 57.50/23.29  																																						| (454) e3 = e1
% 57.50/23.29  																																						|
% 57.50/23.29  																																						| Simplifying 454 yields:
% 57.50/23.29  																																						| (455) e3 = e1
% 57.50/23.29  																																						|
% 57.50/23.29  																																						| Equations (455) can reduce 213 to:
% 57.50/23.29  																																						| (266) $false
% 57.50/23.29  																																						|
% 57.50/23.29  																																						|-The branch is then unsatisfiable
% 57.50/23.29  																																					|-Branch two:
% 57.50/23.29  																																					| (549)  ~ (all_0_46_46 = e1)
% 57.50/23.29  																																					| (600) all_0_50_50 = e1 | all_0_55_55 = e1
% 57.50/23.29  																																					|
% 57.50/23.29  																																						| Equations (1557) can reduce 549 to:
% 57.50/23.29  																																						| (213)  ~ (e3 = e1)
% 57.50/23.29  																																						|
% 57.50/23.29  																																						+-Applying beta-rule and splitting (1168), into two cases.
% 57.50/23.29  																																						|-Branch one:
% 57.50/23.29  																																						| (1109) all_0_51_51 = e1
% 57.50/23.29  																																						|
% 57.50/23.29  																																							| Equations (1109) can reduce 224 to:
% 57.50/23.29  																																							| (462)  ~ (all_0_47_47 = e1)
% 57.50/23.29  																																							|
% 57.50/23.29  																																							| Equations (1109) can reduce 59 to:
% 57.50/23.29  																																							| (759)  ~ (all_0_50_50 = e1)
% 57.50/23.29  																																							|
% 57.50/23.29  																																							+-Applying beta-rule and splitting (231), into two cases.
% 57.50/23.29  																																							|-Branch one:
% 57.50/23.29  																																							| (775) all_0_50_50 = e4
% 57.50/23.29  																																							|
% 57.50/23.29  																																								| Equations (775) can reduce 302 to:
% 57.50/23.29  																																								| (48)  ~ (e4 = e2)
% 57.50/23.29  																																								|
% 57.50/23.29  																																								| Equations (775) can reduce 759 to:
% 57.50/23.29  																																								| (110)  ~ (e4 = e1)
% 57.50/23.29  																																								|
% 57.50/23.29  																																								+-Applying beta-rule and splitting (600), into two cases.
% 57.50/23.29  																																								|-Branch one:
% 57.50/23.29  																																								| (601) all_0_50_50 = e1
% 57.50/23.29  																																								|
% 57.50/23.29  																																									| Combining equations (775,601) yields a new equation:
% 57.50/23.29  																																									| (636) e4 = e1
% 57.50/23.29  																																									|
% 57.50/23.29  																																									| Simplifying 636 yields:
% 57.50/23.29  																																									| (630) e4 = e1
% 57.50/23.29  																																									|
% 57.50/23.29  																																									| Equations (630) can reduce 110 to:
% 57.50/23.29  																																									| (266) $false
% 57.50/23.29  																																									|
% 57.50/23.29  																																									|-The branch is then unsatisfiable
% 57.50/23.29  																																								|-Branch two:
% 57.50/23.29  																																								| (759)  ~ (all_0_50_50 = e1)
% 57.50/23.29  																																								| (629) all_0_55_55 = e1
% 57.50/23.29  																																								|
% 57.50/23.29  																																									| Equations (629) can reduce 3 to:
% 57.50/23.29  																																									| (879)  ~ (all_0_58_58 = e1)
% 57.50/23.29  																																									|
% 57.50/23.29  																																									| Simplifying 879 yields:
% 57.50/23.29  																																									| (880)  ~ (all_0_58_58 = e1)
% 57.50/23.29  																																									|
% 57.50/23.29  																																									| Equations (629) can reduce 803 to:
% 57.50/23.29  																																									| (233)  ~ (e1 = e0)
% 57.50/23.29  																																									|
% 57.50/23.29  																																									+-Applying beta-rule and splitting (434), into two cases.
% 57.50/23.29  																																									|-Branch one:
% 57.50/23.29  																																									| (615) all_0_48_48 = e1
% 57.50/23.29  																																									|
% 57.50/23.29  																																										| Equations (615) can reduce 114 to:
% 57.50/23.29  																																										| (462)  ~ (all_0_47_47 = e1)
% 57.50/23.29  																																										|
% 57.50/23.29  																																										| Equations (615) can reduce 185 to:
% 57.50/23.29  																																										| (1419)  ~ (all_0_49_49 = e1)
% 57.50/23.29  																																										|
% 57.50/23.29  																																										| Simplifying 1419 yields:
% 57.50/23.29  																																										| (1064)  ~ (all_0_49_49 = e1)
% 57.50/23.29  																																										|
% 57.50/23.29  																																										| Equations (615) can reduce 239 to:
% 57.50/23.29  																																										| (2437)  ~ (all_0_57_57 = e1)
% 57.50/23.29  																																										|
% 57.50/23.29  																																										| Simplifying 2437 yields:
% 57.50/23.29  																																										| (1670)  ~ (all_0_57_57 = e1)
% 57.50/23.29  																																										|
% 57.50/23.29  																																										+-Applying beta-rule and splitting (5471), into two cases.
% 57.50/23.29  																																										|-Branch one:
% 57.50/23.29  																																										| (1279) all_0_48_48 = e0
% 57.50/23.29  																																										|
% 57.50/23.29  																																											| Combining equations (615,1279) yields a new equation:
% 57.50/23.29  																																											| (546) e1 = e0
% 57.50/23.29  																																											|
% 57.50/23.29  																																											| Simplifying 546 yields:
% 57.50/23.29  																																											| (431) e1 = e0
% 57.50/23.29  																																											|
% 57.50/23.29  																																											| Equations (431) can reduce 233 to:
% 57.50/23.29  																																											| (266) $false
% 57.50/23.29  																																											|
% 57.50/23.29  																																											|-The branch is then unsatisfiable
% 57.50/23.29  																																										|-Branch two:
% 57.50/23.29  																																										| (1283)  ~ (all_0_48_48 = e0)
% 57.50/23.29  																																										| (875) all_0_57_57 = e0
% 57.50/23.29  																																										|
% 57.50/23.29  																																											| Equations (875) can reduce 148 to:
% 57.50/23.29  																																											| (490)  ~ (all_0_58_58 = e0)
% 57.50/23.29  																																											|
% 57.50/23.29  																																											| Simplifying 490 yields:
% 57.50/23.29  																																											| (491)  ~ (all_0_58_58 = e0)
% 57.50/23.29  																																											|
% 57.50/23.29  																																											| Equations (875) can reduce 1670 to:
% 57.50/23.29  																																											| (435)  ~ (e1 = e0)
% 57.50/23.29  																																											|
% 57.50/23.29  																																											| Simplifying 435 yields:
% 57.50/23.29  																																											| (233)  ~ (e1 = e0)
% 57.50/23.29  																																											|
% 57.50/23.29  																																											+-Applying beta-rule and splitting (75), into two cases.
% 57.50/23.29  																																											|-Branch one:
% 57.50/23.29  																																											| (485) all_0_40_40 = e0
% 57.50/23.29  																																											|
% 57.50/23.29  																																												| Equations (485) can reduce 176 to:
% 57.50/23.29  																																												| (484)  ~ (all_0_39_39 = e0)
% 57.50/23.29  																																												|
% 57.50/23.29  																																												| Equations (485) can reduce 200 to:
% 57.50/23.29  																																												| (486)  ~ (all_0_49_49 = e0)
% 57.50/23.29  																																												|
% 57.50/23.29  																																												| Simplifying 486 yields:
% 57.50/23.29  																																												| (487)  ~ (all_0_49_49 = e0)
% 57.50/23.29  																																												|
% 57.50/23.29  																																												+-Applying beta-rule and splitting (104), into two cases.
% 57.50/23.29  																																												|-Branch one:
% 57.50/23.29  																																												| (480) all_0_39_39 = e0
% 57.50/23.29  																																												|
% 57.50/23.29  																																													| Equations (480) can reduce 484 to:
% 57.50/23.29  																																													| (266) $false
% 57.50/23.29  																																													|
% 57.50/23.29  																																													|-The branch is then unsatisfiable
% 57.50/23.29  																																												|-Branch two:
% 57.50/23.29  																																												| (484)  ~ (all_0_39_39 = e0)
% 57.50/23.29  																																												| (558) all_0_42_42 = e0 | all_0_47_47 = e0 | all_0_56_56 = e0
% 57.50/23.29  																																												|
% 57.50/23.29  																																													+-Applying beta-rule and splitting (54), into two cases.
% 57.50/23.29  																																													|-Branch one:
% 57.50/23.29  																																													| (583) all_0_49_49 = e2
% 57.50/23.29  																																													|
% 57.50/23.29  																																														| Equations (583) can reduce 86 to:
% 57.50/23.29  																																														| (338)  ~ (all_0_47_47 = e2)
% 57.50/23.29  																																														|
% 57.50/23.29  																																														| Equations (583) can reduce 1064 to:
% 57.50/23.29  																																														| (122)  ~ (e2 = e1)
% 57.50/23.29  																																														|
% 57.50/23.29  																																														+-Applying beta-rule and splitting (105), into two cases.
% 57.50/23.29  																																														|-Branch one:
% 57.50/23.29  																																														| (1105) all_0_47_47 = e2
% 57.50/23.29  																																														|
% 57.50/23.29  																																															| Equations (1105) can reduce 338 to:
% 57.50/23.29  																																															| (266) $false
% 57.50/23.29  																																															|
% 57.50/23.29  																																															|-The branch is then unsatisfiable
% 57.50/23.29  																																														|-Branch two:
% 57.50/23.29  																																														| (338)  ~ (all_0_47_47 = e2)
% 57.50/23.29  																																														| (1789) all_0_47_47 = e4 | all_0_47_47 = e3 | all_0_47_47 = e1 | all_0_47_47 = e0
% 57.50/23.29  																																														|
% 57.50/23.29  																																															+-Applying beta-rule and splitting (320), into two cases.
% 57.50/23.29  																																															|-Branch one:
% 57.50/23.29  																																															| (471) all_0_39_39 = e4
% 57.50/23.29  																																															|
% 57.50/23.29  																																																| Equations (471) can reduce 154 to:
% 57.50/23.29  																																																| (476)  ~ (all_0_56_56 = e4)
% 57.50/23.29  																																																|
% 57.50/23.29  																																																| Simplifying 476 yields:
% 57.50/23.29  																																																| (477)  ~ (all_0_56_56 = e4)
% 57.50/23.29  																																																|
% 57.50/23.29  																																																+-Applying beta-rule and splitting (133), into two cases.
% 57.50/23.29  																																																|-Branch one:
% 57.50/23.29  																																																| (833) all_0_56_56 = e2
% 57.50/23.29  																																																|
% 57.50/23.29  																																																	| Equations (833) can reduce 44 to:
% 57.50/23.29  																																																	| (1186)  ~ (all_0_58_58 = e2)
% 57.50/23.29  																																																	|
% 57.50/23.29  																																																	| Simplifying 1186 yields:
% 57.50/23.29  																																																	| (908)  ~ (all_0_58_58 = e2)
% 57.50/23.29  																																																	|
% 57.50/23.29  																																																	| Equations (833) can reduce 477 to:
% 57.50/23.29  																																																	| (327)  ~ (e4 = e2)
% 57.50/23.29  																																																	|
% 57.50/23.29  																																																	| Simplifying 327 yields:
% 57.50/23.29  																																																	| (48)  ~ (e4 = e2)
% 57.50/23.29  																																																	|
% 57.50/23.29  																																																	+-Applying beta-rule and splitting (163), into two cases.
% 57.50/23.29  																																																	|-Branch one:
% 57.50/23.29  																																																	| (565) all_0_52_52 = e4
% 57.50/23.29  																																																	|
% 57.50/23.29  																																																		| Combining equations (565,352) yields a new equation:
% 57.50/23.29  																																																		| (322) e4 = e2
% 57.50/23.29  																																																		|
% 57.50/23.29  																																																		| Simplifying 322 yields:
% 57.50/23.29  																																																		| (323) e4 = e2
% 57.50/23.29  																																																		|
% 57.50/23.29  																																																		| Equations (323) can reduce 48 to:
% 57.50/23.29  																																																		| (266) $false
% 57.50/23.29  																																																		|
% 57.50/23.29  																																																		|-The branch is then unsatisfiable
% 57.50/23.29  																																																	|-Branch two:
% 57.50/23.29  																																																	| (780)  ~ (all_0_52_52 = e4)
% 57.50/23.29  																																																	| (781) (all_0_41_41 = e0 & all_0_58_58 = e3 &  ~ (all_0_44_44 = e3)) | (all_0_41_41 = e0 & all_0_58_58 = e3 &  ~ (all_0_55_55 = e0)) | (all_0_47_47 = e1 & all_0_52_52 = e2 &  ~ (all_0_48_48 = e2)) | (all_0_47_47 = e1 & all_0_52_52 = e2 &  ~ (all_0_51_51 = e1)) | (all_0_47_47 = e0 & all_0_58_58 = e2 &  ~ (all_0_49_49 = e2)) | (all_0_47_47 = e0 & all_0_58_58 = e2 &  ~ (all_0_56_56 = e0))
% 57.50/23.29  																																																	|
% 57.50/23.29  																																																		+-Applying beta-rule and splitting (781), into two cases.
% 57.50/23.29  																																																		|-Branch one:
% 57.50/23.29  																																																		| (789) (all_0_41_41 = e0 & all_0_58_58 = e3 &  ~ (all_0_44_44 = e3)) | (all_0_41_41 = e0 & all_0_58_58 = e3 &  ~ (all_0_55_55 = e0)) | (all_0_47_47 = e1 & all_0_52_52 = e2 &  ~ (all_0_48_48 = e2)) | (all_0_47_47 = e1 & all_0_52_52 = e2 &  ~ (all_0_51_51 = e1)) | (all_0_47_47 = e0 & all_0_58_58 = e2 &  ~ (all_0_49_49 = e2))
% 57.50/23.29  																																																		|
% 57.50/23.29  																																																			+-Applying beta-rule and splitting (789), into two cases.
% 57.50/23.29  																																																			|-Branch one:
% 57.50/23.29  																																																			| (790) (all_0_41_41 = e0 & all_0_58_58 = e3 &  ~ (all_0_44_44 = e3)) | (all_0_41_41 = e0 & all_0_58_58 = e3 &  ~ (all_0_55_55 = e0)) | (all_0_47_47 = e1 & all_0_52_52 = e2 &  ~ (all_0_48_48 = e2)) | (all_0_47_47 = e1 & all_0_52_52 = e2 &  ~ (all_0_51_51 = e1))
% 57.50/23.29  																																																			|
% 57.50/23.29  																																																				+-Applying beta-rule and splitting (790), into two cases.
% 57.50/23.29  																																																				|-Branch one:
% 57.50/23.29  																																																				| (791) (all_0_41_41 = e0 & all_0_58_58 = e3 &  ~ (all_0_44_44 = e3)) | (all_0_41_41 = e0 & all_0_58_58 = e3 &  ~ (all_0_55_55 = e0)) | (all_0_47_47 = e1 & all_0_52_52 = e2 &  ~ (all_0_48_48 = e2))
% 57.50/23.29  																																																				|
% 57.50/23.29  																																																					+-Applying beta-rule and splitting (791), into two cases.
% 57.50/23.29  																																																					|-Branch one:
% 57.50/23.29  																																																					| (792) (all_0_41_41 = e0 & all_0_58_58 = e3 &  ~ (all_0_44_44 = e3)) | (all_0_41_41 = e0 & all_0_58_58 = e3 &  ~ (all_0_55_55 = e0))
% 57.50/23.29  																																																					|
% 57.50/23.29  																																																						+-Applying beta-rule and splitting (792), into two cases.
% 57.50/23.29  																																																						|-Branch one:
% 57.50/23.29  																																																						| (793) all_0_41_41 = e0 & all_0_58_58 = e3 &  ~ (all_0_44_44 = e3)
% 57.50/23.30  																																																						|
% 57.50/23.30  																																																							| Applying alpha-rule on (793) yields:
% 57.50/23.30  																																																							| (794) all_0_41_41 = e0
% 57.50/23.30  																																																							| (795) all_0_58_58 = e3
% 57.50/23.30  																																																							| (407)  ~ (all_0_44_44 = e3)
% 57.50/23.30  																																																							|
% 57.50/23.30  																																																							| Equations (795) can reduce 276 to:
% 57.50/23.30  																																																							| (266) $false
% 57.50/23.30  																																																							|
% 57.50/23.30  																																																							|-The branch is then unsatisfiable
% 57.50/23.30  																																																						|-Branch two:
% 57.50/23.30  																																																						| (800) all_0_41_41 = e0 & all_0_58_58 = e3 &  ~ (all_0_55_55 = e0)
% 57.50/23.30  																																																						|
% 57.50/23.30  																																																							| Applying alpha-rule on (800) yields:
% 57.50/23.30  																																																							| (794) all_0_41_41 = e0
% 57.50/23.30  																																																							| (795) all_0_58_58 = e3
% 57.50/23.30  																																																							| (803)  ~ (all_0_55_55 = e0)
% 57.50/23.30  																																																							|
% 57.50/23.30  																																																							| Equations (795) can reduce 276 to:
% 57.50/23.30  																																																							| (266) $false
% 57.50/23.30  																																																							|
% 57.50/23.30  																																																							|-The branch is then unsatisfiable
% 57.50/23.30  																																																					|-Branch two:
% 57.50/23.30  																																																					| (807) all_0_47_47 = e1 & all_0_52_52 = e2 &  ~ (all_0_48_48 = e2)
% 57.50/23.30  																																																					|
% 57.50/23.30  																																																						| Applying alpha-rule on (807) yields:
% 57.50/23.30  																																																						| (654) all_0_47_47 = e1
% 57.50/23.30  																																																						| (352) all_0_52_52 = e2
% 57.50/23.30  																																																						| (810)  ~ (all_0_48_48 = e2)
% 57.50/23.30  																																																						|
% 57.50/23.30  																																																						| Equations (654) can reduce 462 to:
% 57.50/23.30  																																																						| (266) $false
% 57.50/23.30  																																																						|
% 57.50/23.30  																																																						|-The branch is then unsatisfiable
% 57.50/23.30  																																																				|-Branch two:
% 57.50/23.30  																																																				| (813) all_0_47_47 = e1 & all_0_52_52 = e2 &  ~ (all_0_51_51 = e1)
% 57.50/23.30  																																																				|
% 57.50/23.30  																																																					| Applying alpha-rule on (813) yields:
% 57.50/23.30  																																																					| (654) all_0_47_47 = e1
% 57.50/23.30  																																																					| (352) all_0_52_52 = e2
% 57.50/23.30  																																																					| (464)  ~ (all_0_51_51 = e1)
% 57.50/23.30  																																																					|
% 57.50/23.30  																																																					| Equations (1109) can reduce 464 to:
% 57.50/23.30  																																																					| (266) $false
% 57.50/23.30  																																																					|
% 57.50/23.30  																																																					|-The branch is then unsatisfiable
% 57.50/23.30  																																																			|-Branch two:
% 57.50/23.30  																																																			| (819) all_0_47_47 = e0 & all_0_58_58 = e2 &  ~ (all_0_49_49 = e2)
% 57.50/23.30  																																																			|
% 57.50/23.30  																																																				| Applying alpha-rule on (819) yields:
% 57.50/23.30  																																																				| (674) all_0_47_47 = e0
% 57.50/23.30  																																																				| (624) all_0_58_58 = e2
% 57.50/23.30  																																																				| (340)  ~ (all_0_49_49 = e2)
% 57.50/23.30  																																																				|
% 57.50/23.30  																																																				| Equations (624) can reduce 908 to:
% 57.50/23.30  																																																				| (266) $false
% 57.50/23.30  																																																				|
% 57.50/23.30  																																																				|-The branch is then unsatisfiable
% 57.50/23.30  																																																		|-Branch two:
% 57.50/23.30  																																																		| (825) all_0_47_47 = e0 & all_0_58_58 = e2 &  ~ (all_0_56_56 = e0)
% 57.50/23.30  																																																		|
% 57.50/23.30  																																																			| Applying alpha-rule on (825) yields:
% 57.50/23.30  																																																			| (674) all_0_47_47 = e0
% 57.50/23.30  																																																			| (624) all_0_58_58 = e2
% 57.50/23.30  																																																			| (828)  ~ (all_0_56_56 = e0)
% 57.50/23.30  																																																			|
% 57.50/23.30  																																																			| Equations (624) can reduce 908 to:
% 57.50/23.30  																																																			| (266) $false
% 57.50/23.30  																																																			|
% 57.50/23.30  																																																			|-The branch is then unsatisfiable
% 57.50/23.30  																																																|-Branch two:
% 57.50/23.30  																																																| (511)  ~ (all_0_56_56 = e2)
% 57.50/23.30  																																																| (836) all_0_56_56 = e4 | all_0_56_56 = e3 | all_0_56_56 = e1 | all_0_56_56 = e0
% 57.50/23.30  																																																|
% 57.50/23.30  																																																	+-Applying beta-rule and splitting (385), into two cases.
% 57.50/23.30  																																																	|-Branch one:
% 57.50/23.30  																																																	| (1105) all_0_47_47 = e2
% 57.50/23.30  																																																	|
% 57.50/23.30  																																																		| Equations (1105) can reduce 338 to:
% 57.50/23.30  																																																		| (266) $false
% 57.50/23.30  																																																		|
% 57.50/23.30  																																																		|-The branch is then unsatisfiable
% 57.50/23.30  																																																	|-Branch two:
% 57.50/23.30  																																																	| (338)  ~ (all_0_47_47 = e2)
% 57.50/23.30  																																																	| (1108) all_0_51_51 = e2 | all_0_56_56 = e2
% 57.50/23.30  																																																	|
% 57.50/23.30  																																																		+-Applying beta-rule and splitting (1108), into two cases.
% 57.50/23.30  																																																		|-Branch one:
% 57.50/23.30  																																																		| (504) all_0_51_51 = e2
% 57.50/23.30  																																																		|
% 57.50/23.30  																																																			| Combining equations (1109,504) yields a new equation:
% 57.50/23.30  																																																			| (617) e2 = e1
% 57.50/23.30  																																																			|
% 57.50/23.30  																																																			| Equations (617) can reduce 122 to:
% 57.50/23.30  																																																			| (266) $false
% 57.50/23.30  																																																			|
% 57.50/23.30  																																																			|-The branch is then unsatisfiable
% 57.50/23.30  																																																		|-Branch two:
% 57.50/23.30  																																																		| (1099)  ~ (all_0_51_51 = e2)
% 57.50/23.30  																																																		| (833) all_0_56_56 = e2
% 57.50/23.30  																																																		|
% 57.50/23.30  																																																			| Equations (833) can reduce 511 to:
% 57.50/23.30  																																																			| (266) $false
% 57.50/23.30  																																																			|
% 57.50/23.30  																																																			|-The branch is then unsatisfiable
% 57.50/23.30  																																															|-Branch two:
% 57.50/23.30  																																															| (1377)  ~ (all_0_39_39 = e4)
% 57.50/23.30  																																															| (480) all_0_39_39 = e0
% 57.50/23.30  																																															|
% 57.50/23.30  																																																| Equations (480) can reduce 484 to:
% 57.50/23.30  																																																| (266) $false
% 57.50/23.30  																																																|
% 57.50/23.30  																																																|-The branch is then unsatisfiable
% 57.50/23.30  																																													|-Branch two:
% 57.50/23.30  																																													| (340)  ~ (all_0_49_49 = e2)
% 57.50/23.30  																																													| (586) all_0_49_49 = e4 | all_0_49_49 = e3 | all_0_49_49 = e1 | all_0_49_49 = e0
% 57.50/23.30  																																													|
% 57.50/23.30  																																														+-Applying beta-rule and splitting (586), into two cases.
% 57.50/23.30  																																														|-Branch one:
% 57.50/23.30  																																														| (974) all_0_49_49 = e4
% 57.50/23.30  																																														|
% 57.50/23.30  																																															| Equations (974) can reduce 256 to:
% 57.50/23.30  																																															| (266) $false
% 57.50/23.30  																																															|
% 57.50/23.30  																																															|-The branch is then unsatisfiable
% 57.50/23.30  																																														|-Branch two:
% 57.50/23.30  																																														| (256)  ~ (all_0_49_49 = e4)
% 57.50/23.30  																																														| (977) all_0_49_49 = e3 | all_0_49_49 = e1 | all_0_49_49 = e0
% 57.50/23.30  																																														|
% 57.50/23.30  																																															+-Applying beta-rule and splitting (977), into two cases.
% 57.50/23.30  																																															|-Branch one:
% 57.50/23.30  																																															| (978) all_0_49_49 = e0
% 57.50/23.30  																																															|
% 57.50/23.30  																																																| Equations (978) can reduce 487 to:
% 57.50/23.30  																																																| (266) $false
% 57.50/23.30  																																																|
% 57.50/23.30  																																																|-The branch is then unsatisfiable
% 57.50/23.30  																																															|-Branch two:
% 57.50/23.30  																																															| (487)  ~ (all_0_49_49 = e0)
% 57.50/23.30  																																															| (981) all_0_49_49 = e3 | all_0_49_49 = e1
% 57.50/23.30  																																															|
% 57.50/23.30  																																																+-Applying beta-rule and splitting (981), into two cases.
% 57.50/23.30  																																																|-Branch one:
% 57.50/23.30  																																																| (671) all_0_49_49 = e1
% 57.50/23.30  																																																|
% 57.50/23.30  																																																	| Equations (671) can reduce 1064 to:
% 57.50/23.30  																																																	| (266) $false
% 57.50/23.30  																																																	|
% 57.50/23.30  																																																	|-The branch is then unsatisfiable
% 57.50/23.30  																																																|-Branch two:
% 57.50/23.30  																																																| (1064)  ~ (all_0_49_49 = e1)
% 57.50/23.30  																																																| (884) all_0_49_49 = e3
% 57.50/23.30  																																																|
% 57.50/23.30  																																																	| Equations (884) can reduce 525 to:
% 57.50/23.30  																																																	| (266) $false
% 57.50/23.30  																																																	|
% 57.50/23.30  																																																	|-The branch is then unsatisfiable
% 57.50/23.30  																																											|-Branch two:
% 57.50/23.30  																																											| (1401)  ~ (all_0_40_40 = e0)
% 57.50/23.30  																																											| (1748) all_0_44_44 = e0 | all_0_49_49 = e0 | all_0_58_58 = e0
% 57.50/23.30  																																											|
% 57.50/23.30  																																												+-Applying beta-rule and splitting (1748), into two cases.
% 57.50/23.30  																																												|-Branch one:
% 57.50/23.30  																																												| (1414) all_0_44_44 = e0
% 57.50/23.30  																																												|
% 57.50/23.30  																																													| Combining equations (635,1414) yields a new equation:
% 57.50/23.30  																																													| (546) e1 = e0
% 57.50/23.30  																																													|
% 57.50/23.30  																																													| Simplifying 546 yields:
% 57.50/23.30  																																													| (431) e1 = e0
% 57.50/23.30  																																													|
% 57.50/23.30  																																													| Equations (431) can reduce 233 to:
% 57.50/23.30  																																													| (266) $false
% 57.50/23.30  																																													|
% 57.50/23.30  																																													|-The branch is then unsatisfiable
% 57.50/23.30  																																												|-Branch two:
% 57.50/23.30  																																												| (360)  ~ (all_0_44_44 = e0)
% 57.50/23.30  																																												| (1760) all_0_49_49 = e0 | all_0_58_58 = e0
% 57.50/23.30  																																												|
% 57.50/23.30  																																													+-Applying beta-rule and splitting (1760), into two cases.
% 57.50/23.30  																																													|-Branch one:
% 57.50/23.30  																																													| (978) all_0_49_49 = e0
% 57.50/23.30  																																													|
% 57.50/23.30  																																														| Equations (978) can reduce 200 to:
% 57.50/23.30  																																														| (1401)  ~ (all_0_40_40 = e0)
% 57.50/23.30  																																														|
% 57.50/23.30  																																														| Equations (978) can reduce 119 to:
% 57.50/23.30  																																														| (490)  ~ (all_0_58_58 = e0)
% 57.50/23.30  																																														|
% 57.50/23.30  																																														| Simplifying 490 yields:
% 57.50/23.30  																																														| (491)  ~ (all_0_58_58 = e0)
% 57.50/23.30  																																														|
% 57.50/23.30  																																														+-Applying beta-rule and splitting (104), into two cases.
% 57.50/23.30  																																														|-Branch one:
% 57.50/23.30  																																														| (480) all_0_39_39 = e0
% 57.50/23.30  																																														|
% 57.50/23.30  																																															| Equations (480) can reduce 176 to:
% 57.50/23.30  																																															| (1400)  ~ (all_0_40_40 = e0)
% 57.50/23.30  																																															|
% 57.50/23.30  																																															| Simplifying 1400 yields:
% 57.50/23.30  																																															| (1401)  ~ (all_0_40_40 = e0)
% 57.50/23.30  																																															|
% 57.50/23.30  																																															| Equations (480) can reduce 79 to:
% 57.50/23.30  																																															| (1402)  ~ (all_0_47_47 = e0)
% 57.50/23.30  																																															|
% 57.50/23.30  																																															| Simplifying 1402 yields:
% 57.50/23.30  																																															| (678)  ~ (all_0_47_47 = e0)
% 57.50/23.30  																																															|
% 57.50/23.30  																																															+-Applying beta-rule and splitting (316), into two cases.
% 57.50/23.30  																																															|-Branch one:
% 57.50/23.30  																																															| (1378) all_0_40_40 = e4
% 57.50/23.30  																																															|
% 57.50/23.30  																																																| Equations (1378) can reduce 178 to:
% 57.50/23.30  																																																| (450)  ~ (all_0_58_58 = e4)
% 57.50/23.30  																																																|
% 57.50/23.30  																																																| Simplifying 450 yields:
% 57.50/23.30  																																																| (451)  ~ (all_0_58_58 = e4)
% 57.50/23.30  																																																|
% 57.50/23.30  																																																| Equations (1378) can reduce 296 to:
% 57.50/23.30  																																																| (48)  ~ (e4 = e2)
% 57.50/23.30  																																																|
% 57.50/23.30  																																																+-Applying beta-rule and splitting (105), into two cases.
% 57.50/23.30  																																																|-Branch one:
% 57.50/23.30  																																																| (1105) all_0_47_47 = e2
% 57.50/23.30  																																																|
% 57.50/23.30  																																																	| Equations (1105) can reduce 1091 to:
% 57.50/23.30  																																																	| (626)  ~ (e3 = e2)
% 57.50/23.30  																																																	|
% 57.50/23.30  																																																	| Simplifying 626 yields:
% 57.50/23.30  																																																	| (212)  ~ (e3 = e2)
% 57.50/23.30  																																																	|
% 57.50/23.30  																																																	| Equations (1105) can reduce 678 to:
% 57.50/23.30  																																																	| (128)  ~ (e2 = e0)
% 57.50/23.30  																																																	|
% 57.50/23.30  																																																	+-Applying beta-rule and splitting (108), into two cases.
% 57.50/23.30  																																																	|-Branch one:
% 57.50/23.30  																																																	| (624) all_0_58_58 = e2
% 57.50/23.30  																																																	|
% 57.50/23.30  																																																		| Equations (624) can reduce 451 to:
% 57.50/23.30  																																																		| (327)  ~ (e4 = e2)
% 57.50/23.30  																																																		|
% 57.50/23.30  																																																		| Simplifying 327 yields:
% 57.50/23.30  																																																		| (48)  ~ (e4 = e2)
% 57.50/23.30  																																																		|
% 57.50/23.30  																																																		| Equations (624) can reduce 276 to:
% 57.50/23.30  																																																		| (626)  ~ (e3 = e2)
% 57.50/23.30  																																																		|
% 57.50/23.30  																																																		| Simplifying 626 yields:
% 57.50/23.30  																																																		| (212)  ~ (e3 = e2)
% 57.50/23.30  																																																		|
% 57.50/23.30  																																																		| Equations (624) can reduce 880 to:
% 57.50/23.30  																																																		| (122)  ~ (e2 = e1)
% 57.50/23.30  																																																		|
% 57.50/23.30  																																																		| Equations (624) can reduce 491 to:
% 57.50/23.30  																																																		| (128)  ~ (e2 = e0)
% 57.50/23.30  																																																		|
% 57.50/23.30  																																																		+-Applying beta-rule and splitting (163), into two cases.
% 57.50/23.30  																																																		|-Branch one:
% 57.50/23.30  																																																		| (565) all_0_52_52 = e4
% 57.50/23.30  																																																		|
% 57.50/23.30  																																																			| Combining equations (352,565) yields a new equation:
% 57.50/23.30  																																																			| (323) e4 = e2
% 57.50/23.30  																																																			|
% 57.50/23.30  																																																			| Equations (323) can reduce 48 to:
% 57.50/23.30  																																																			| (266) $false
% 57.50/23.30  																																																			|
% 57.50/23.30  																																																			|-The branch is then unsatisfiable
% 57.50/23.30  																																																		|-Branch two:
% 57.50/23.30  																																																		| (780)  ~ (all_0_52_52 = e4)
% 57.50/23.30  																																																		| (781) (all_0_41_41 = e0 & all_0_58_58 = e3 &  ~ (all_0_44_44 = e3)) | (all_0_41_41 = e0 & all_0_58_58 = e3 &  ~ (all_0_55_55 = e0)) | (all_0_47_47 = e1 & all_0_52_52 = e2 &  ~ (all_0_48_48 = e2)) | (all_0_47_47 = e1 & all_0_52_52 = e2 &  ~ (all_0_51_51 = e1)) | (all_0_47_47 = e0 & all_0_58_58 = e2 &  ~ (all_0_49_49 = e2)) | (all_0_47_47 = e0 & all_0_58_58 = e2 &  ~ (all_0_56_56 = e0))
% 57.50/23.30  																																																		|
% 57.50/23.30  																																																			+-Applying beta-rule and splitting (781), into two cases.
% 57.50/23.30  																																																			|-Branch one:
% 57.50/23.30  																																																			| (789) (all_0_41_41 = e0 & all_0_58_58 = e3 &  ~ (all_0_44_44 = e3)) | (all_0_41_41 = e0 & all_0_58_58 = e3 &  ~ (all_0_55_55 = e0)) | (all_0_47_47 = e1 & all_0_52_52 = e2 &  ~ (all_0_48_48 = e2)) | (all_0_47_47 = e1 & all_0_52_52 = e2 &  ~ (all_0_51_51 = e1)) | (all_0_47_47 = e0 & all_0_58_58 = e2 &  ~ (all_0_49_49 = e2))
% 57.50/23.30  																																																			|
% 57.50/23.30  																																																				+-Applying beta-rule and splitting (789), into two cases.
% 57.50/23.30  																																																				|-Branch one:
% 57.50/23.30  																																																				| (790) (all_0_41_41 = e0 & all_0_58_58 = e3 &  ~ (all_0_44_44 = e3)) | (all_0_41_41 = e0 & all_0_58_58 = e3 &  ~ (all_0_55_55 = e0)) | (all_0_47_47 = e1 & all_0_52_52 = e2 &  ~ (all_0_48_48 = e2)) | (all_0_47_47 = e1 & all_0_52_52 = e2 &  ~ (all_0_51_51 = e1))
% 57.50/23.30  																																																				|
% 57.50/23.30  																																																					+-Applying beta-rule and splitting (790), into two cases.
% 57.50/23.30  																																																					|-Branch one:
% 57.50/23.30  																																																					| (791) (all_0_41_41 = e0 & all_0_58_58 = e3 &  ~ (all_0_44_44 = e3)) | (all_0_41_41 = e0 & all_0_58_58 = e3 &  ~ (all_0_55_55 = e0)) | (all_0_47_47 = e1 & all_0_52_52 = e2 &  ~ (all_0_48_48 = e2))
% 57.50/23.30  																																																					|
% 57.50/23.30  																																																						+-Applying beta-rule and splitting (791), into two cases.
% 57.50/23.30  																																																						|-Branch one:
% 57.50/23.30  																																																						| (792) (all_0_41_41 = e0 & all_0_58_58 = e3 &  ~ (all_0_44_44 = e3)) | (all_0_41_41 = e0 & all_0_58_58 = e3 &  ~ (all_0_55_55 = e0))
% 57.50/23.30  																																																						|
% 57.50/23.30  																																																							+-Applying beta-rule and splitting (792), into two cases.
% 57.50/23.30  																																																							|-Branch one:
% 57.50/23.30  																																																							| (793) all_0_41_41 = e0 & all_0_58_58 = e3 &  ~ (all_0_44_44 = e3)
% 57.50/23.30  																																																							|
% 57.50/23.30  																																																								| Applying alpha-rule on (793) yields:
% 57.50/23.30  																																																								| (794) all_0_41_41 = e0
% 57.50/23.30  																																																								| (795) all_0_58_58 = e3
% 57.50/23.30  																																																								| (407)  ~ (all_0_44_44 = e3)
% 57.50/23.30  																																																								|
% 57.50/23.30  																																																								| Combining equations (795,624) yields a new equation:
% 57.50/23.30  																																																								| (661) e3 = e2
% 57.50/23.30  																																																								|
% 57.50/23.30  																																																								| Simplifying 661 yields:
% 57.50/23.30  																																																								| (662) e3 = e2
% 57.50/23.30  																																																								|
% 57.50/23.30  																																																								| Equations (662) can reduce 212 to:
% 57.50/23.30  																																																								| (266) $false
% 57.50/23.30  																																																								|
% 57.50/23.30  																																																								|-The branch is then unsatisfiable
% 57.50/23.30  																																																							|-Branch two:
% 57.50/23.30  																																																							| (800) all_0_41_41 = e0 & all_0_58_58 = e3 &  ~ (all_0_55_55 = e0)
% 57.50/23.30  																																																							|
% 57.50/23.30  																																																								| Applying alpha-rule on (800) yields:
% 57.50/23.30  																																																								| (794) all_0_41_41 = e0
% 57.50/23.30  																																																								| (795) all_0_58_58 = e3
% 57.50/23.30  																																																								| (803)  ~ (all_0_55_55 = e0)
% 57.50/23.30  																																																								|
% 57.50/23.30  																																																								| Combining equations (795,624) yields a new equation:
% 57.50/23.30  																																																								| (661) e3 = e2
% 57.50/23.30  																																																								|
% 57.50/23.30  																																																								| Simplifying 661 yields:
% 57.50/23.30  																																																								| (662) e3 = e2
% 57.50/23.30  																																																								|
% 57.50/23.30  																																																								| Equations (662) can reduce 212 to:
% 57.50/23.30  																																																								| (266) $false
% 57.50/23.30  																																																								|
% 57.50/23.30  																																																								|-The branch is then unsatisfiable
% 57.50/23.30  																																																						|-Branch two:
% 57.50/23.30  																																																						| (807) all_0_47_47 = e1 & all_0_52_52 = e2 &  ~ (all_0_48_48 = e2)
% 57.50/23.30  																																																						|
% 57.50/23.30  																																																							| Applying alpha-rule on (807) yields:
% 57.50/23.30  																																																							| (654) all_0_47_47 = e1
% 57.50/23.30  																																																							| (352) all_0_52_52 = e2
% 57.50/23.30  																																																							| (810)  ~ (all_0_48_48 = e2)
% 57.50/23.30  																																																							|
% 57.50/23.30  																																																							| Combining equations (1105,654) yields a new equation:
% 57.50/23.30  																																																							| (616) e2 = e1
% 57.50/23.30  																																																							|
% 57.50/23.30  																																																							| Simplifying 616 yields:
% 57.50/23.30  																																																							| (617) e2 = e1
% 57.50/23.30  																																																							|
% 57.50/23.30  																																																							| Equations (617) can reduce 122 to:
% 57.50/23.30  																																																							| (266) $false
% 57.50/23.30  																																																							|
% 57.50/23.30  																																																							|-The branch is then unsatisfiable
% 57.50/23.30  																																																					|-Branch two:
% 57.50/23.30  																																																					| (813) all_0_47_47 = e1 & all_0_52_52 = e2 &  ~ (all_0_51_51 = e1)
% 57.50/23.30  																																																					|
% 57.50/23.30  																																																						| Applying alpha-rule on (813) yields:
% 57.50/23.30  																																																						| (654) all_0_47_47 = e1
% 57.50/23.30  																																																						| (352) all_0_52_52 = e2
% 57.50/23.30  																																																						| (464)  ~ (all_0_51_51 = e1)
% 57.50/23.30  																																																						|
% 57.50/23.30  																																																						| Combining equations (1105,654) yields a new equation:
% 57.50/23.30  																																																						| (616) e2 = e1
% 57.50/23.30  																																																						|
% 57.50/23.30  																																																						| Simplifying 616 yields:
% 57.50/23.30  																																																						| (617) e2 = e1
% 57.50/23.30  																																																						|
% 57.50/23.30  																																																						| Equations (617) can reduce 122 to:
% 57.50/23.30  																																																						| (266) $false
% 57.50/23.30  																																																						|
% 57.50/23.30  																																																						|-The branch is then unsatisfiable
% 57.50/23.30  																																																				|-Branch two:
% 57.50/23.30  																																																				| (819) all_0_47_47 = e0 & all_0_58_58 = e2 &  ~ (all_0_49_49 = e2)
% 57.50/23.30  																																																				|
% 57.50/23.30  																																																					| Applying alpha-rule on (819) yields:
% 57.50/23.30  																																																					| (674) all_0_47_47 = e0
% 57.50/23.30  																																																					| (624) all_0_58_58 = e2
% 57.50/23.30  																																																					| (340)  ~ (all_0_49_49 = e2)
% 57.50/23.30  																																																					|
% 57.50/23.30  																																																					| Combining equations (1105,674) yields a new equation:
% 57.50/23.30  																																																					| (391) e2 = e0
% 57.50/23.30  																																																					|
% 57.50/23.30  																																																					| Simplifying 391 yields:
% 57.50/23.30  																																																					| (330) e2 = e0
% 57.50/23.30  																																																					|
% 57.50/23.30  																																																					| Equations (330) can reduce 128 to:
% 57.50/23.30  																																																					| (266) $false
% 57.50/23.30  																																																					|
% 57.50/23.30  																																																					|-The branch is then unsatisfiable
% 57.50/23.30  																																																			|-Branch two:
% 57.50/23.30  																																																			| (825) all_0_47_47 = e0 & all_0_58_58 = e2 &  ~ (all_0_56_56 = e0)
% 57.50/23.30  																																																			|
% 57.50/23.30  																																																				| Applying alpha-rule on (825) yields:
% 57.50/23.30  																																																				| (674) all_0_47_47 = e0
% 57.50/23.30  																																																				| (624) all_0_58_58 = e2
% 57.50/23.30  																																																				| (828)  ~ (all_0_56_56 = e0)
% 57.50/23.30  																																																				|
% 57.50/23.30  																																																				| Combining equations (1105,674) yields a new equation:
% 57.50/23.30  																																																				| (391) e2 = e0
% 57.50/23.30  																																																				|
% 57.50/23.30  																																																				| Simplifying 391 yields:
% 57.50/23.30  																																																				| (330) e2 = e0
% 57.50/23.30  																																																				|
% 57.50/23.30  																																																				| Equations (330) can reduce 128 to:
% 57.50/23.30  																																																				| (266) $false
% 57.50/23.30  																																																				|
% 57.50/23.30  																																																				|-The branch is then unsatisfiable
% 57.50/23.30  																																																	|-Branch two:
% 57.50/23.30  																																																	| (908)  ~ (all_0_58_58 = e2)
% 57.50/23.30  																																																	| (909) all_0_58_58 = e4 | all_0_58_58 = e3 | all_0_58_58 = e1 | all_0_58_58 = e0
% 57.50/23.30  																																																	|
% 57.50/23.30  																																																		+-Applying beta-rule and splitting (377), into two cases.
% 57.50/23.30  																																																		|-Branch one:
% 57.50/23.30  																																																		| (583) all_0_49_49 = e2
% 57.50/23.30  																																																		|
% 57.50/23.30  																																																			| Combining equations (978,583) yields a new equation:
% 57.50/23.30  																																																			| (330) e2 = e0
% 57.50/23.30  																																																			|
% 57.50/23.30  																																																			| Equations (330) can reduce 128 to:
% 57.50/23.30  																																																			| (266) $false
% 57.50/23.30  																																																			|
% 57.50/23.30  																																																			|-The branch is then unsatisfiable
% 57.50/23.30  																																																		|-Branch two:
% 57.50/23.30  																																																		| (340)  ~ (all_0_49_49 = e2)
% 57.50/23.30  																																																		| (614) all_0_53_53 = e2 | all_0_58_58 = e2
% 57.50/23.30  																																																		|
% 57.50/23.30  																																																			+-Applying beta-rule and splitting (614), into two cases.
% 57.50/23.30  																																																			|-Branch one:
% 57.50/23.30  																																																			| (607) all_0_53_53 = e2
% 57.50/23.30  																																																			|
% 57.50/23.30  																																																				| Combining equations (665,607) yields a new equation:
% 57.50/23.30  																																																				| (661) e3 = e2
% 57.50/23.30  																																																				|
% 57.50/23.30  																																																				| Simplifying 661 yields:
% 57.50/23.30  																																																				| (662) e3 = e2
% 57.50/23.30  																																																				|
% 57.50/23.30  																																																				| Equations (662) can reduce 212 to:
% 57.50/23.30  																																																				| (266) $false
% 57.50/23.30  																																																				|
% 57.50/23.30  																																																				|-The branch is then unsatisfiable
% 57.50/23.30  																																																			|-Branch two:
% 57.50/23.30  																																																			| (509)  ~ (all_0_53_53 = e2)
% 57.50/23.30  																																																			| (624) all_0_58_58 = e2
% 57.50/23.30  																																																			|
% 57.50/23.30  																																																				| Equations (624) can reduce 908 to:
% 57.50/23.30  																																																				| (266) $false
% 57.50/23.30  																																																				|
% 57.50/23.30  																																																				|-The branch is then unsatisfiable
% 57.50/23.30  																																																|-Branch two:
% 57.50/23.30  																																																| (338)  ~ (all_0_47_47 = e2)
% 57.50/23.30  																																																| (1789) all_0_47_47 = e4 | all_0_47_47 = e3 | all_0_47_47 = e1 | all_0_47_47 = e0
% 57.50/23.30  																																																|
% 57.50/23.30  																																																	+-Applying beta-rule and splitting (108), into two cases.
% 57.50/23.30  																																																	|-Branch one:
% 57.50/23.30  																																																	| (624) all_0_58_58 = e2
% 57.50/23.30  																																																	|
% 57.50/23.30  																																																		| Equations (624) can reduce 880 to:
% 57.50/23.30  																																																		| (122)  ~ (e2 = e1)
% 57.50/23.30  																																																		|
% 57.50/23.30  																																																		| Equations (624) can reduce 491 to:
% 57.50/23.30  																																																		| (128)  ~ (e2 = e0)
% 57.50/23.30  																																																		|
% 57.50/23.30  																																																		+-Applying beta-rule and splitting (385), into two cases.
% 57.50/23.30  																																																		|-Branch one:
% 57.50/23.30  																																																		| (1105) all_0_47_47 = e2
% 57.50/23.30  																																																		|
% 57.50/23.30  																																																			| Equations (1105) can reduce 338 to:
% 57.50/23.30  																																																			| (266) $false
% 57.50/23.30  																																																			|
% 57.50/23.30  																																																			|-The branch is then unsatisfiable
% 57.50/23.30  																																																		|-Branch two:
% 57.50/23.30  																																																		| (338)  ~ (all_0_47_47 = e2)
% 57.50/23.30  																																																		| (1108) all_0_51_51 = e2 | all_0_56_56 = e2
% 57.50/23.30  																																																		|
% 57.50/23.30  																																																			+-Applying beta-rule and splitting (10171), into two cases.
% 57.50/23.30  																																																			|-Branch one:
% 57.50/23.30  																																																			| (1105) all_0_47_47 = e2
% 57.50/23.30  																																																			|
% 57.50/23.30  																																																				| Equations (1105) can reduce 338 to:
% 57.50/23.30  																																																				| (266) $false
% 57.50/23.30  																																																				|
% 57.50/23.30  																																																				|-The branch is then unsatisfiable
% 57.50/23.30  																																																			|-Branch two:
% 57.50/23.30  																																																			| (338)  ~ (all_0_47_47 = e2)
% 57.50/23.30  																																																			| (10761) all_0_48_48 = e2 | all_0_49_49 = e2
% 57.50/23.30  																																																			|
% 57.50/23.30  																																																				+-Applying beta-rule and splitting (10761), into two cases.
% 57.50/23.30  																																																				|-Branch one:
% 57.50/23.30  																																																				| (335) all_0_48_48 = e2
% 57.50/23.30  																																																				|
% 57.50/23.30  																																																					| Combining equations (335,615) yields a new equation:
% 57.50/23.30  																																																					| (616) e2 = e1
% 57.50/23.30  																																																					|
% 57.50/23.30  																																																					| Simplifying 616 yields:
% 57.50/23.30  																																																					| (617) e2 = e1
% 57.50/23.30  																																																					|
% 57.50/23.30  																																																					| Equations (617) can reduce 122 to:
% 57.50/23.30  																																																					| (266) $false
% 57.50/23.30  																																																					|
% 57.50/23.30  																																																					|-The branch is then unsatisfiable
% 57.50/23.30  																																																				|-Branch two:
% 57.50/23.30  																																																				| (810)  ~ (all_0_48_48 = e2)
% 57.50/23.30  																																																				| (583) all_0_49_49 = e2
% 57.50/23.30  																																																				|
% 57.50/23.30  																																																					| Combining equations (978,583) yields a new equation:
% 57.50/23.30  																																																					| (330) e2 = e0
% 57.50/23.30  																																																					|
% 57.50/23.30  																																																					| Equations (330) can reduce 128 to:
% 57.50/23.30  																																																					| (266) $false
% 57.50/23.30  																																																					|
% 57.50/23.30  																																																					|-The branch is then unsatisfiable
% 57.50/23.30  																																																	|-Branch two:
% 57.50/23.30  																																																	| (908)  ~ (all_0_58_58 = e2)
% 57.50/23.30  																																																	| (909) all_0_58_58 = e4 | all_0_58_58 = e3 | all_0_58_58 = e1 | all_0_58_58 = e0
% 57.50/23.30  																																																	|
% 57.50/23.30  																																																		+-Applying beta-rule and splitting (163), into two cases.
% 57.50/23.30  																																																		|-Branch one:
% 57.50/23.30  																																																		| (565) all_0_52_52 = e4
% 57.50/23.30  																																																		|
% 57.50/23.30  																																																			| Combining equations (352,565) yields a new equation:
% 57.50/23.30  																																																			| (323) e4 = e2
% 57.50/23.30  																																																			|
% 57.50/23.30  																																																			| Equations (323) can reduce 48 to:
% 57.50/23.30  																																																			| (266) $false
% 57.50/23.30  																																																			|
% 57.50/23.30  																																																			|-The branch is then unsatisfiable
% 57.50/23.30  																																																		|-Branch two:
% 57.50/23.31  																																																		| (780)  ~ (all_0_52_52 = e4)
% 57.50/23.31  																																																		| (781) (all_0_41_41 = e0 & all_0_58_58 = e3 &  ~ (all_0_44_44 = e3)) | (all_0_41_41 = e0 & all_0_58_58 = e3 &  ~ (all_0_55_55 = e0)) | (all_0_47_47 = e1 & all_0_52_52 = e2 &  ~ (all_0_48_48 = e2)) | (all_0_47_47 = e1 & all_0_52_52 = e2 &  ~ (all_0_51_51 = e1)) | (all_0_47_47 = e0 & all_0_58_58 = e2 &  ~ (all_0_49_49 = e2)) | (all_0_47_47 = e0 & all_0_58_58 = e2 &  ~ (all_0_56_56 = e0))
% 57.50/23.31  																																																		|
% 57.50/23.31  																																																			+-Applying beta-rule and splitting (781), into two cases.
% 57.50/23.31  																																																			|-Branch one:
% 57.50/23.31  																																																			| (789) (all_0_41_41 = e0 & all_0_58_58 = e3 &  ~ (all_0_44_44 = e3)) | (all_0_41_41 = e0 & all_0_58_58 = e3 &  ~ (all_0_55_55 = e0)) | (all_0_47_47 = e1 & all_0_52_52 = e2 &  ~ (all_0_48_48 = e2)) | (all_0_47_47 = e1 & all_0_52_52 = e2 &  ~ (all_0_51_51 = e1)) | (all_0_47_47 = e0 & all_0_58_58 = e2 &  ~ (all_0_49_49 = e2))
% 57.50/23.31  																																																			|
% 57.50/23.31  																																																				+-Applying beta-rule and splitting (789), into two cases.
% 57.50/23.31  																																																				|-Branch one:
% 57.50/23.31  																																																				| (790) (all_0_41_41 = e0 & all_0_58_58 = e3 &  ~ (all_0_44_44 = e3)) | (all_0_41_41 = e0 & all_0_58_58 = e3 &  ~ (all_0_55_55 = e0)) | (all_0_47_47 = e1 & all_0_52_52 = e2 &  ~ (all_0_48_48 = e2)) | (all_0_47_47 = e1 & all_0_52_52 = e2 &  ~ (all_0_51_51 = e1))
% 57.50/23.31  																																																				|
% 57.50/23.31  																																																					+-Applying beta-rule and splitting (790), into two cases.
% 57.50/23.31  																																																					|-Branch one:
% 57.50/23.31  																																																					| (791) (all_0_41_41 = e0 & all_0_58_58 = e3 &  ~ (all_0_44_44 = e3)) | (all_0_41_41 = e0 & all_0_58_58 = e3 &  ~ (all_0_55_55 = e0)) | (all_0_47_47 = e1 & all_0_52_52 = e2 &  ~ (all_0_48_48 = e2))
% 57.50/23.31  																																																					|
% 57.50/23.31  																																																						+-Applying beta-rule and splitting (791), into two cases.
% 57.50/23.31  																																																						|-Branch one:
% 57.50/23.31  																																																						| (792) (all_0_41_41 = e0 & all_0_58_58 = e3 &  ~ (all_0_44_44 = e3)) | (all_0_41_41 = e0 & all_0_58_58 = e3 &  ~ (all_0_55_55 = e0))
% 57.50/23.31  																																																						|
% 57.50/23.31  																																																							+-Applying beta-rule and splitting (792), into two cases.
% 57.50/23.31  																																																							|-Branch one:
% 57.50/23.31  																																																							| (793) all_0_41_41 = e0 & all_0_58_58 = e3 &  ~ (all_0_44_44 = e3)
% 57.50/23.31  																																																							|
% 57.50/23.31  																																																								| Applying alpha-rule on (793) yields:
% 57.50/23.31  																																																								| (794) all_0_41_41 = e0
% 57.50/23.31  																																																								| (795) all_0_58_58 = e3
% 57.50/23.31  																																																								| (407)  ~ (all_0_44_44 = e3)
% 57.50/23.31  																																																								|
% 57.50/23.31  																																																								| Equations (795) can reduce 276 to:
% 57.50/23.31  																																																								| (266) $false
% 57.50/23.31  																																																								|
% 57.50/23.31  																																																								|-The branch is then unsatisfiable
% 57.50/23.31  																																																							|-Branch two:
% 57.50/23.31  																																																							| (800) all_0_41_41 = e0 & all_0_58_58 = e3 &  ~ (all_0_55_55 = e0)
% 57.50/23.31  																																																							|
% 57.50/23.31  																																																								| Applying alpha-rule on (800) yields:
% 57.50/23.31  																																																								| (794) all_0_41_41 = e0
% 57.50/23.31  																																																								| (795) all_0_58_58 = e3
% 57.50/23.31  																																																								| (803)  ~ (all_0_55_55 = e0)
% 57.50/23.31  																																																								|
% 57.50/23.31  																																																								| Equations (795) can reduce 276 to:
% 57.50/23.31  																																																								| (266) $false
% 57.50/23.31  																																																								|
% 57.50/23.31  																																																								|-The branch is then unsatisfiable
% 57.50/23.31  																																																						|-Branch two:
% 57.50/23.31  																																																						| (807) all_0_47_47 = e1 & all_0_52_52 = e2 &  ~ (all_0_48_48 = e2)
% 57.50/23.31  																																																						|
% 57.50/23.31  																																																							| Applying alpha-rule on (807) yields:
% 57.50/23.31  																																																							| (654) all_0_47_47 = e1
% 57.50/23.31  																																																							| (352) all_0_52_52 = e2
% 57.50/23.31  																																																							| (810)  ~ (all_0_48_48 = e2)
% 57.50/23.31  																																																							|
% 57.50/23.31  																																																							| Equations (654) can reduce 462 to:
% 57.50/23.31  																																																							| (266) $false
% 57.50/23.31  																																																							|
% 57.50/23.31  																																																							|-The branch is then unsatisfiable
% 57.50/23.31  																																																					|-Branch two:
% 57.50/23.31  																																																					| (813) all_0_47_47 = e1 & all_0_52_52 = e2 &  ~ (all_0_51_51 = e1)
% 57.50/23.31  																																																					|
% 57.50/23.31  																																																						| Applying alpha-rule on (813) yields:
% 57.50/23.31  																																																						| (654) all_0_47_47 = e1
% 57.50/23.31  																																																						| (352) all_0_52_52 = e2
% 57.50/23.31  																																																						| (464)  ~ (all_0_51_51 = e1)
% 57.50/23.31  																																																						|
% 57.50/23.31  																																																						| Equations (1109) can reduce 464 to:
% 57.50/23.31  																																																						| (266) $false
% 57.50/23.31  																																																						|
% 57.50/23.31  																																																						|-The branch is then unsatisfiable
% 57.50/23.31  																																																				|-Branch two:
% 57.50/23.31  																																																				| (819) all_0_47_47 = e0 & all_0_58_58 = e2 &  ~ (all_0_49_49 = e2)
% 57.50/23.31  																																																				|
% 57.50/23.31  																																																					| Applying alpha-rule on (819) yields:
% 57.50/23.31  																																																					| (674) all_0_47_47 = e0
% 57.50/23.31  																																																					| (624) all_0_58_58 = e2
% 57.50/23.31  																																																					| (340)  ~ (all_0_49_49 = e2)
% 57.50/23.31  																																																					|
% 57.50/23.31  																																																					| Equations (624) can reduce 908 to:
% 57.50/23.31  																																																					| (266) $false
% 57.50/23.31  																																																					|
% 57.50/23.31  																																																					|-The branch is then unsatisfiable
% 57.50/23.31  																																																			|-Branch two:
% 57.50/23.31  																																																			| (825) all_0_47_47 = e0 & all_0_58_58 = e2 &  ~ (all_0_56_56 = e0)
% 57.50/23.31  																																																			|
% 57.50/23.31  																																																				| Applying alpha-rule on (825) yields:
% 57.50/23.31  																																																				| (674) all_0_47_47 = e0
% 57.50/23.31  																																																				| (624) all_0_58_58 = e2
% 57.50/23.31  																																																				| (828)  ~ (all_0_56_56 = e0)
% 57.50/23.31  																																																				|
% 57.50/23.31  																																																				| Equations (624) can reduce 908 to:
% 57.50/23.31  																																																				| (266) $false
% 57.50/23.31  																																																				|
% 57.50/23.31  																																																				|-The branch is then unsatisfiable
% 57.50/23.31  																																															|-Branch two:
% 57.50/23.31  																																															| (447)  ~ (all_0_40_40 = e4)
% 57.50/23.31  																																															| (485) all_0_40_40 = e0
% 57.50/23.31  																																															|
% 57.50/23.31  																																																| Equations (485) can reduce 1401 to:
% 57.50/23.31  																																																| (266) $false
% 57.50/23.31  																																																|
% 57.50/23.31  																																																|-The branch is then unsatisfiable
% 57.50/23.31  																																														|-Branch two:
% 57.50/23.31  																																														| (484)  ~ (all_0_39_39 = e0)
% 57.50/23.31  																																														| (558) all_0_42_42 = e0 | all_0_47_47 = e0 | all_0_56_56 = e0
% 57.50/23.31  																																														|
% 57.50/23.31  																																															+-Applying beta-rule and splitting (316), into two cases.
% 57.50/23.31  																																															|-Branch one:
% 57.50/23.31  																																															| (1378) all_0_40_40 = e4
% 57.50/23.31  																																															|
% 57.50/23.31  																																																| Equations (1378) can reduce 176 to:
% 57.50/23.31  																																																| (1377)  ~ (all_0_39_39 = e4)
% 57.50/23.31  																																																|
% 57.50/23.31  																																																+-Applying beta-rule and splitting (164), into two cases.
% 57.50/23.31  																																																|-Branch one:
% 57.50/23.31  																																																| (471) all_0_39_39 = e4
% 57.50/23.31  																																																|
% 57.50/23.31  																																																	| Equations (471) can reduce 1377 to:
% 57.50/23.31  																																																	| (266) $false
% 57.50/23.31  																																																	|
% 57.50/23.31  																																																	|-The branch is then unsatisfiable
% 57.50/23.31  																																																|-Branch two:
% 57.50/23.31  																																																| (1377)  ~ (all_0_39_39 = e4)
% 57.50/23.31  																																																| (2115) all_0_42_42 = e4 | all_0_47_47 = e4 | all_0_51_51 = e4 | all_0_56_56 = e4
% 57.50/23.31  																																																|
% 57.50/23.31  																																																	+-Applying beta-rule and splitting (320), into two cases.
% 57.50/23.31  																																																	|-Branch one:
% 57.50/23.31  																																																	| (471) all_0_39_39 = e4
% 57.50/23.31  																																																	|
% 57.50/23.31  																																																		| Equations (471) can reduce 1377 to:
% 57.50/23.31  																																																		| (266) $false
% 57.50/23.31  																																																		|
% 57.50/23.31  																																																		|-The branch is then unsatisfiable
% 57.50/23.31  																																																	|-Branch two:
% 57.50/23.31  																																																	| (1377)  ~ (all_0_39_39 = e4)
% 57.50/23.31  																																																	| (480) all_0_39_39 = e0
% 57.50/23.31  																																																	|
% 57.50/23.31  																																																		| Equations (480) can reduce 484 to:
% 57.50/23.31  																																																		| (266) $false
% 57.50/23.31  																																																		|
% 57.50/23.31  																																																		|-The branch is then unsatisfiable
% 57.50/23.31  																																															|-Branch two:
% 57.50/23.31  																																															| (447)  ~ (all_0_40_40 = e4)
% 57.50/23.31  																																															| (485) all_0_40_40 = e0
% 57.50/23.31  																																															|
% 57.50/23.31  																																																| Equations (485) can reduce 1401 to:
% 57.50/23.31  																																																| (266) $false
% 57.50/23.31  																																																|
% 57.50/23.31  																																																|-The branch is then unsatisfiable
% 57.50/23.31  																																													|-Branch two:
% 57.50/23.31  																																													| (487)  ~ (all_0_49_49 = e0)
% 57.50/23.31  																																													| (914) all_0_58_58 = e0
% 57.50/23.31  																																													|
% 57.50/23.31  																																														| Equations (914) can reduce 491 to:
% 57.50/23.31  																																														| (266) $false
% 57.50/23.31  																																														|
% 57.50/23.31  																																														|-The branch is then unsatisfiable
% 57.50/23.31  																																									|-Branch two:
% 57.50/23.31  																																									| (619)  ~ (all_0_48_48 = e1)
% 57.50/23.31  																																									| (620) all_0_52_52 = e1 | all_0_57_57 = e1
% 57.50/23.31  																																									|
% 57.50/23.31  																																										+-Applying beta-rule and splitting (10218), into two cases.
% 57.50/23.31  																																										|-Branch one:
% 57.50/23.31  																																										| (943) all_0_48_48 = e4
% 57.50/23.31  																																										|
% 57.50/23.31  																																											| Equations (943) can reduce 254 to:
% 57.50/23.31  																																											| (266) $false
% 57.50/23.31  																																											|
% 57.50/23.31  																																											|-The branch is then unsatisfiable
% 57.50/23.31  																																										|-Branch two:
% 57.50/23.31  																																										| (254)  ~ (all_0_48_48 = e4)
% 57.50/23.31  																																										| (10222) all_0_48_48 = e1 | all_0_48_48 = e0
% 57.50/23.31  																																										|
% 57.50/23.31  																																											+-Applying beta-rule and splitting (10222), into two cases.
% 57.50/23.31  																																											|-Branch one:
% 57.50/23.31  																																											| (1279) all_0_48_48 = e0
% 57.50/23.31  																																											|
% 57.50/23.31  																																												| Equations (1279) can reduce 114 to:
% 57.50/23.31  																																												| (678)  ~ (all_0_47_47 = e0)
% 57.50/23.31  																																												|
% 57.50/23.31  																																												+-Applying beta-rule and splitting (163), into two cases.
% 57.50/23.31  																																												|-Branch one:
% 57.50/23.31  																																												| (565) all_0_52_52 = e4
% 57.50/23.31  																																												|
% 57.50/23.31  																																													| Combining equations (352,565) yields a new equation:
% 57.50/23.31  																																													| (323) e4 = e2
% 57.50/23.31  																																													|
% 57.50/23.31  																																													| Equations (323) can reduce 48 to:
% 57.50/23.31  																																													| (266) $false
% 57.50/23.31  																																													|
% 57.50/23.31  																																													|-The branch is then unsatisfiable
% 57.50/23.31  																																												|-Branch two:
% 57.50/23.31  																																												| (780)  ~ (all_0_52_52 = e4)
% 57.50/23.31  																																												| (781) (all_0_41_41 = e0 & all_0_58_58 = e3 &  ~ (all_0_44_44 = e3)) | (all_0_41_41 = e0 & all_0_58_58 = e3 &  ~ (all_0_55_55 = e0)) | (all_0_47_47 = e1 & all_0_52_52 = e2 &  ~ (all_0_48_48 = e2)) | (all_0_47_47 = e1 & all_0_52_52 = e2 &  ~ (all_0_51_51 = e1)) | (all_0_47_47 = e0 & all_0_58_58 = e2 &  ~ (all_0_49_49 = e2)) | (all_0_47_47 = e0 & all_0_58_58 = e2 &  ~ (all_0_56_56 = e0))
% 57.50/23.31  																																												|
% 57.50/23.31  																																													+-Applying beta-rule and splitting (781), into two cases.
% 57.50/23.31  																																													|-Branch one:
% 57.50/23.31  																																													| (789) (all_0_41_41 = e0 & all_0_58_58 = e3 &  ~ (all_0_44_44 = e3)) | (all_0_41_41 = e0 & all_0_58_58 = e3 &  ~ (all_0_55_55 = e0)) | (all_0_47_47 = e1 & all_0_52_52 = e2 &  ~ (all_0_48_48 = e2)) | (all_0_47_47 = e1 & all_0_52_52 = e2 &  ~ (all_0_51_51 = e1)) | (all_0_47_47 = e0 & all_0_58_58 = e2 &  ~ (all_0_49_49 = e2))
% 57.50/23.31  																																													|
% 57.50/23.31  																																														+-Applying beta-rule and splitting (789), into two cases.
% 57.50/23.31  																																														|-Branch one:
% 57.50/23.31  																																														| (790) (all_0_41_41 = e0 & all_0_58_58 = e3 &  ~ (all_0_44_44 = e3)) | (all_0_41_41 = e0 & all_0_58_58 = e3 &  ~ (all_0_55_55 = e0)) | (all_0_47_47 = e1 & all_0_52_52 = e2 &  ~ (all_0_48_48 = e2)) | (all_0_47_47 = e1 & all_0_52_52 = e2 &  ~ (all_0_51_51 = e1))
% 57.50/23.31  																																														|
% 57.50/23.31  																																															+-Applying beta-rule and splitting (790), into two cases.
% 57.50/23.31  																																															|-Branch one:
% 57.50/23.31  																																															| (791) (all_0_41_41 = e0 & all_0_58_58 = e3 &  ~ (all_0_44_44 = e3)) | (all_0_41_41 = e0 & all_0_58_58 = e3 &  ~ (all_0_55_55 = e0)) | (all_0_47_47 = e1 & all_0_52_52 = e2 &  ~ (all_0_48_48 = e2))
% 57.50/23.31  																																															|
% 57.50/23.31  																																																+-Applying beta-rule and splitting (791), into two cases.
% 57.50/23.31  																																																|-Branch one:
% 57.50/23.31  																																																| (792) (all_0_41_41 = e0 & all_0_58_58 = e3 &  ~ (all_0_44_44 = e3)) | (all_0_41_41 = e0 & all_0_58_58 = e3 &  ~ (all_0_55_55 = e0))
% 57.50/23.31  																																																|
% 57.50/23.31  																																																	+-Applying beta-rule and splitting (792), into two cases.
% 57.50/23.31  																																																	|-Branch one:
% 57.50/23.31  																																																	| (793) all_0_41_41 = e0 & all_0_58_58 = e3 &  ~ (all_0_44_44 = e3)
% 57.50/23.31  																																																	|
% 57.50/23.31  																																																		| Applying alpha-rule on (793) yields:
% 57.50/23.31  																																																		| (794) all_0_41_41 = e0
% 57.50/23.31  																																																		| (795) all_0_58_58 = e3
% 57.50/23.31  																																																		| (407)  ~ (all_0_44_44 = e3)
% 57.50/23.31  																																																		|
% 57.50/23.31  																																																		| Equations (795) can reduce 276 to:
% 57.50/23.31  																																																		| (266) $false
% 57.50/23.31  																																																		|
% 57.50/23.31  																																																		|-The branch is then unsatisfiable
% 57.50/23.31  																																																	|-Branch two:
% 57.50/23.31  																																																	| (800) all_0_41_41 = e0 & all_0_58_58 = e3 &  ~ (all_0_55_55 = e0)
% 57.50/23.31  																																																	|
% 57.50/23.31  																																																		| Applying alpha-rule on (800) yields:
% 57.50/23.31  																																																		| (794) all_0_41_41 = e0
% 57.50/23.31  																																																		| (795) all_0_58_58 = e3
% 57.50/23.31  																																																		| (803)  ~ (all_0_55_55 = e0)
% 57.50/23.31  																																																		|
% 57.50/23.31  																																																		| Equations (795) can reduce 276 to:
% 57.50/23.31  																																																		| (266) $false
% 57.50/23.31  																																																		|
% 57.50/23.31  																																																		|-The branch is then unsatisfiable
% 57.50/23.31  																																																|-Branch two:
% 57.50/23.31  																																																| (807) all_0_47_47 = e1 & all_0_52_52 = e2 &  ~ (all_0_48_48 = e2)
% 57.50/23.31  																																																|
% 57.50/23.31  																																																	| Applying alpha-rule on (807) yields:
% 57.50/23.31  																																																	| (654) all_0_47_47 = e1
% 57.50/23.31  																																																	| (352) all_0_52_52 = e2
% 57.50/23.31  																																																	| (810)  ~ (all_0_48_48 = e2)
% 57.50/23.31  																																																	|
% 57.50/23.31  																																																	| Equations (654) can reduce 462 to:
% 57.50/23.31  																																																	| (266) $false
% 57.50/23.31  																																																	|
% 57.50/23.31  																																																	|-The branch is then unsatisfiable
% 57.50/23.31  																																															|-Branch two:
% 57.50/23.31  																																															| (813) all_0_47_47 = e1 & all_0_52_52 = e2 &  ~ (all_0_51_51 = e1)
% 57.50/23.31  																																															|
% 57.50/23.31  																																																| Applying alpha-rule on (813) yields:
% 57.50/23.31  																																																| (654) all_0_47_47 = e1
% 57.50/23.31  																																																| (352) all_0_52_52 = e2
% 57.50/23.31  																																																| (464)  ~ (all_0_51_51 = e1)
% 57.50/23.31  																																																|
% 57.50/23.31  																																																| Equations (1109) can reduce 464 to:
% 57.50/23.31  																																																| (266) $false
% 57.50/23.31  																																																|
% 57.50/23.31  																																																|-The branch is then unsatisfiable
% 57.50/23.31  																																														|-Branch two:
% 57.50/23.31  																																														| (819) all_0_47_47 = e0 & all_0_58_58 = e2 &  ~ (all_0_49_49 = e2)
% 57.50/23.31  																																														|
% 57.50/23.31  																																															| Applying alpha-rule on (819) yields:
% 57.50/23.31  																																															| (674) all_0_47_47 = e0
% 57.50/23.31  																																															| (624) all_0_58_58 = e2
% 57.50/23.31  																																															| (340)  ~ (all_0_49_49 = e2)
% 57.50/23.31  																																															|
% 57.50/23.31  																																															| Equations (674) can reduce 678 to:
% 57.50/23.31  																																															| (266) $false
% 57.50/23.31  																																															|
% 57.50/23.31  																																															|-The branch is then unsatisfiable
% 57.50/23.31  																																													|-Branch two:
% 57.50/23.31  																																													| (825) all_0_47_47 = e0 & all_0_58_58 = e2 &  ~ (all_0_56_56 = e0)
% 57.50/23.31  																																													|
% 57.50/23.31  																																														| Applying alpha-rule on (825) yields:
% 57.50/23.31  																																														| (674) all_0_47_47 = e0
% 57.50/23.31  																																														| (624) all_0_58_58 = e2
% 57.50/23.31  																																														| (828)  ~ (all_0_56_56 = e0)
% 57.50/23.31  																																														|
% 57.50/23.31  																																														| Equations (674) can reduce 678 to:
% 57.50/23.31  																																														| (266) $false
% 57.50/23.31  																																														|
% 57.50/23.31  																																														|-The branch is then unsatisfiable
% 57.50/23.31  																																											|-Branch two:
% 57.50/23.31  																																											| (1283)  ~ (all_0_48_48 = e0)
% 57.50/23.31  																																											| (615) all_0_48_48 = e1
% 57.50/23.31  																																											|
% 57.50/23.31  																																												| Equations (615) can reduce 619 to:
% 57.50/23.31  																																												| (266) $false
% 57.50/23.31  																																												|
% 57.50/23.31  																																												|-The branch is then unsatisfiable
% 57.50/23.31  																																							|-Branch two:
% 57.50/23.31  																																							| (566)  ~ (all_0_50_50 = e4)
% 57.50/23.31  																																							| (1071) all_0_51_51 = e4 | all_0_52_52 = e4 | all_0_53_53 = e4
% 57.50/23.31  																																							|
% 57.50/23.31  																																								+-Applying beta-rule and splitting (1071), into two cases.
% 57.50/23.31  																																								|-Branch one:
% 57.50/23.31  																																								| (1101) all_0_51_51 = e4
% 57.50/23.31  																																								|
% 57.50/23.31  																																									| Combining equations (1109,1101) yields a new equation:
% 57.50/23.31  																																									| (630) e4 = e1
% 57.50/23.31  																																									|
% 57.50/23.31  																																									| Equations (630) can reduce 110 to:
% 57.50/23.31  																																									| (266) $false
% 57.50/23.31  																																									|
% 57.50/23.31  																																									|-The branch is then unsatisfiable
% 57.50/23.31  																																								|-Branch two:
% 57.50/23.31  																																								| (475)  ~ (all_0_51_51 = e4)
% 57.50/23.31  																																								| (1294) all_0_52_52 = e4 | all_0_53_53 = e4
% 57.50/23.31  																																								|
% 57.50/23.31  																																									+-Applying beta-rule and splitting (1294), into two cases.
% 57.50/23.31  																																									|-Branch one:
% 57.50/23.31  																																									| (565) all_0_52_52 = e4
% 57.50/23.31  																																									|
% 57.50/23.31  																																										| Combining equations (352,565) yields a new equation:
% 57.50/23.31  																																										| (323) e4 = e2
% 57.50/23.31  																																										|
% 57.50/23.31  																																										| Equations (323) can reduce 48 to:
% 57.50/23.31  																																										| (266) $false
% 57.50/23.31  																																										|
% 57.50/23.31  																																										|-The branch is then unsatisfiable
% 57.50/23.31  																																									|-Branch two:
% 57.50/23.31  																																									| (780)  ~ (all_0_52_52 = e4)
% 57.50/23.31  																																									| (1298) all_0_53_53 = e4
% 57.50/23.31  																																									|
% 57.50/23.31  																																										| Combining equations (1298,665) yields a new equation:
% 57.50/23.31  																																										| (424) e4 = e3
% 57.50/23.31  																																										|
% 57.50/23.31  																																										| Simplifying 424 yields:
% 57.50/23.31  																																										| (425) e4 = e3
% 57.50/23.31  																																										|
% 57.50/23.31  																																										| Equations (425) can reduce 188 to:
% 57.50/23.31  																																										| (266) $false
% 57.50/23.31  																																										|
% 57.50/23.31  																																										|-The branch is then unsatisfiable
% 57.50/23.31  																																						|-Branch two:
% 57.50/23.31  																																						| (464)  ~ (all_0_51_51 = e1)
% 57.50/23.31  																																						| (1202) all_0_52_52 = e1 | all_0_53_53 = e1
% 57.50/23.31  																																						|
% 57.50/23.31  																																							+-Applying beta-rule and splitting (1202), into two cases.
% 57.50/23.31  																																							|-Branch one:
% 57.50/23.31  																																							| (642) all_0_52_52 = e1
% 57.50/23.31  																																							|
% 57.50/23.31  																																								| Combining equations (352,642) yields a new equation:
% 57.50/23.31  																																								| (616) e2 = e1
% 57.50/23.31  																																								|
% 57.50/23.31  																																								| Simplifying 616 yields:
% 57.50/23.31  																																								| (617) e2 = e1
% 57.50/23.31  																																								|
% 57.50/23.31  																																								| Equations (617) can reduce 122 to:
% 57.50/23.31  																																								| (266) $false
% 57.50/23.31  																																								|
% 57.50/23.31  																																								|-The branch is then unsatisfiable
% 57.50/23.31  																																							|-Branch two:
% 57.50/23.31  																																							| (646)  ~ (all_0_52_52 = e1)
% 57.50/23.31  																																							| (1208) all_0_53_53 = e1
% 57.50/23.31  																																							|
% 57.50/23.31  																																								| Combining equations (665,1208) yields a new equation:
% 57.50/23.31  																																								| (454) e3 = e1
% 57.50/23.31  																																								|
% 57.50/23.31  																																								| Simplifying 454 yields:
% 57.50/23.31  																																								| (455) e3 = e1
% 57.50/23.31  																																								|
% 57.50/23.31  																																								| Equations (455) can reduce 213 to:
% 57.50/23.31  																																								| (266) $false
% 57.50/23.31  																																								|
% 57.50/23.31  																																								|-The branch is then unsatisfiable
% 57.50/23.31  																																	|-Branch two:
% 57.50/23.31  																																	| (639)  ~ (all_0_44_44 = e1)
% 57.50/23.31  																																	| (532) all_0_44_44 = e3
% 57.50/23.31  																																	|
% 57.50/23.31  																																		| Equations (532) can reduce 407 to:
% 57.50/23.31  																																		| (266) $false
% 57.50/23.31  																																		|
% 57.50/23.31  																																		|-The branch is then unsatisfiable
% 57.50/23.31  																															|-Branch two:
% 57.50/23.31  																															| (357)  ~ (all_0_41_41 = e0)
% 57.50/23.31  																															| (6761) all_0_42_42 = e0 | all_0_43_43 = e0 | all_0_44_44 = e0
% 57.50/23.31  																															|
% 57.50/23.31  																																+-Applying beta-rule and splitting (6761), into two cases.
% 57.50/23.31  																																|-Branch one:
% 57.50/23.31  																																| (559) all_0_42_42 = e0
% 57.50/23.31  																																|
% 57.50/23.31  																																	| Combining equations (559,516) yields a new equation:
% 57.50/23.31  																																	| (676) e3 = e0
% 57.50/23.31  																																	|
% 57.50/23.31  																																	| Equations (676) can reduce 80 to:
% 57.50/23.31  																																	| (266) $false
% 57.50/23.31  																																	|
% 57.50/23.31  																																	|-The branch is then unsatisfiable
% 57.50/23.31  																																|-Branch two:
% 57.50/23.31  																																| (358)  ~ (all_0_42_42 = e0)
% 57.50/23.31  																																| (6766) all_0_43_43 = e0 | all_0_44_44 = e0
% 57.50/23.31  																																|
% 57.50/23.31  																																	| Equations (516) can reduce 358 to:
% 57.50/23.31  																																	| (80)  ~ (e3 = e0)
% 57.50/23.31  																																	|
% 57.50/23.31  																																	+-Applying beta-rule and splitting (4049), into two cases.
% 57.50/23.31  																																	|-Branch one:
% 57.50/23.31  																																	| (794) all_0_41_41 = e0
% 57.50/23.31  																																	|
% 57.50/23.31  																																		| Equations (794) can reduce 357 to:
% 57.50/23.31  																																		| (266) $false
% 57.50/23.31  																																		|
% 57.50/23.31  																																		|-The branch is then unsatisfiable
% 57.50/23.31  																																	|-Branch two:
% 57.50/23.31  																																	| (357)  ~ (all_0_41_41 = e0)
% 57.50/23.31  																																	| (4053) all_0_41_41 = e3 | all_0_41_41 = e1
% 57.50/23.31  																																	|
% 57.50/23.31  																																		+-Applying beta-rule and splitting (395), into two cases.
% 57.50/23.31  																																		|-Branch one:
% 57.50/23.31  																																		| (794) all_0_41_41 = e0
% 57.50/23.31  																																		|
% 57.50/23.31  																																			| Equations (794) can reduce 357 to:
% 57.50/23.31  																																			| (266) $false
% 57.50/23.31  																																			|
% 57.50/23.31  																																			|-The branch is then unsatisfiable
% 57.50/23.31  																																		|-Branch two:
% 57.50/23.31  																																		| (357)  ~ (all_0_41_41 = e0)
% 57.50/23.31  																																		| (895) all_0_46_46 = e0 | all_0_55_55 = e0
% 57.50/23.31  																																		|
% 57.50/23.31  																																			+-Applying beta-rule and splitting (4053), into two cases.
% 57.50/23.31  																																			|-Branch one:
% 57.50/23.31  																																			| (453) all_0_41_41 = e1
% 57.50/23.31  																																			|
% 57.50/23.31  																																				| Equations (453) can reduce 221 to:
% 57.50/23.31  																																				| (1136)  ~ (all_0_50_50 = e1)
% 57.50/23.31  																																				|
% 57.50/23.31  																																				| Simplifying 1136 yields:
% 57.50/23.31  																																				| (759)  ~ (all_0_50_50 = e1)
% 57.50/23.31  																																				|
% 57.50/23.31  																																				| Equations (453) can reduce 1898 to:
% 57.50/23.31  																																				| (467)  ~ (e3 = e1)
% 57.50/23.31  																																				|
% 57.50/23.31  																																				| Simplifying 467 yields:
% 57.50/23.31  																																				| (213)  ~ (e3 = e1)
% 57.50/23.31  																																				|
% 57.50/23.31  																																				| Equations (453) can reduce 85 to:
% 57.50/23.31  																																				| (604)  ~ (e2 = e1)
% 57.50/23.31  																																				|
% 57.50/23.31  																																				| Simplifying 604 yields:
% 57.50/23.31  																																				| (122)  ~ (e2 = e1)
% 57.50/23.31  																																				|
% 57.50/23.31  																																				+-Applying beta-rule and splitting (895), into two cases.
% 57.50/23.31  																																				|-Branch one:
% 57.50/23.31  																																				| (538) all_0_46_46 = e0
% 57.50/23.31  																																				|
% 57.50/23.31  																																					| Combining equations (1557,538) yields a new equation:
% 57.50/23.31  																																					| (675) e3 = e0
% 57.50/23.31  																																					|
% 57.50/23.31  																																					| Simplifying 675 yields:
% 57.50/23.31  																																					| (676) e3 = e0
% 57.50/23.31  																																					|
% 57.50/23.31  																																					| Equations (676) can reduce 80 to:
% 57.50/23.31  																																					| (266) $false
% 57.50/23.31  																																					|
% 57.50/23.31  																																					|-The branch is then unsatisfiable
% 57.50/23.31  																																				|-Branch two:
% 57.50/23.31  																																				| (831)  ~ (all_0_46_46 = e0)
% 57.50/23.32  																																				| (858) all_0_55_55 = e0
% 57.50/23.32  																																				|
% 57.50/23.32  																																					| Equations (858) can reduce 93 to:
% 57.50/23.32  																																					| (121)  ~ (all_0_50_50 = e0)
% 57.50/23.32  																																					|
% 57.50/23.32  																																					| Equations (858) can reduce 81 to:
% 57.50/23.32  																																					| (363)  ~ (all_0_57_57 = e0)
% 57.50/23.32  																																					|
% 57.50/23.32  																																					| Simplifying 363 yields:
% 57.50/23.32  																																					| (364)  ~ (all_0_57_57 = e0)
% 57.50/23.32  																																					|
% 57.50/23.32  																																					+-Applying beta-rule and splitting (160), into two cases.
% 57.50/23.32  																																					|-Branch one:
% 57.50/23.32  																																					| (601) all_0_50_50 = e1
% 57.50/23.32  																																					|
% 57.50/23.32  																																						| Equations (601) can reduce 759 to:
% 57.50/23.32  																																						| (266) $false
% 57.50/23.32  																																						|
% 57.50/23.32  																																						|-The branch is then unsatisfiable
% 57.50/23.32  																																					|-Branch two:
% 57.50/23.32  																																					| (759)  ~ (all_0_50_50 = e1)
% 57.50/23.32  																																					| (1168) all_0_51_51 = e1 | all_0_52_52 = e1 | all_0_53_53 = e1
% 57.50/23.32  																																					|
% 57.50/23.32  																																						+-Applying beta-rule and splitting (1168), into two cases.
% 57.50/23.32  																																						|-Branch one:
% 57.50/23.32  																																						| (1109) all_0_51_51 = e1
% 57.50/23.32  																																						|
% 57.50/23.32  																																							| Equations (1109) can reduce 139 to:
% 57.50/23.32  																																							| (151)  ~ (all_0_39_39 = e1)
% 57.50/23.32  																																							|
% 57.50/23.32  																																							| Equations (1109) can reduce 224 to:
% 57.50/23.32  																																							| (462)  ~ (all_0_47_47 = e1)
% 57.50/23.32  																																							|
% 57.50/23.32  																																							| Equations (1109) can reduce 59 to:
% 57.50/23.32  																																							| (759)  ~ (all_0_50_50 = e1)
% 57.50/23.32  																																							|
% 57.50/23.32  																																							| Equations (1109) can reduce 664 to:
% 57.50/23.32  																																							| (467)  ~ (e3 = e1)
% 57.50/23.32  																																							|
% 57.50/23.32  																																							| Simplifying 467 yields:
% 57.50/23.32  																																							| (213)  ~ (e3 = e1)
% 57.50/23.32  																																							|
% 57.50/23.32  																																							| Equations (1109) can reduce 1099 to:
% 57.50/23.32  																																							| (604)  ~ (e2 = e1)
% 57.50/23.32  																																							|
% 57.50/23.32  																																							| Simplifying 604 yields:
% 57.50/23.32  																																							| (122)  ~ (e2 = e1)
% 57.50/23.32  																																							|
% 57.50/23.32  																																							+-Applying beta-rule and splitting (445), into two cases.
% 57.50/23.32  																																							|-Branch one:
% 57.50/23.32  																																							| (871) all_0_57_57 = e4
% 57.50/23.32  																																							|
% 57.50/23.32  																																								| Equations (871) can reduce 839 to:
% 57.50/23.32  																																								| (266) $false
% 57.50/23.32  																																								|
% 57.50/23.32  																																								|-The branch is then unsatisfiable
% 57.50/23.32  																																							|-Branch two:
% 57.50/23.32  																																							| (839)  ~ (all_0_57_57 = e4)
% 57.50/23.32  																																							| (874) all_0_57_57 = e1 | all_0_57_57 = e0
% 57.50/23.32  																																							|
% 57.50/23.32  																																								+-Applying beta-rule and splitting (1391), into two cases.
% 57.50/23.32  																																								|-Branch one:
% 57.50/23.32  																																								| (1414) all_0_44_44 = e0
% 57.50/23.32  																																								|
% 57.50/23.32  																																									| Equations (1414) can reduce 143 to:
% 57.50/23.32  																																									| (1401)  ~ (all_0_40_40 = e0)
% 57.50/23.32  																																									|
% 57.50/23.32  																																									| Equations (1414) can reduce 181 to:
% 57.50/23.32  																																									| (490)  ~ (all_0_58_58 = e0)
% 57.50/23.32  																																									|
% 57.50/23.32  																																									| Simplifying 490 yields:
% 57.50/23.32  																																									| (491)  ~ (all_0_58_58 = e0)
% 57.50/23.32  																																									|
% 57.50/23.32  																																									+-Applying beta-rule and splitting (5471), into two cases.
% 57.50/23.32  																																									|-Branch one:
% 57.50/23.32  																																									| (1279) all_0_48_48 = e0
% 57.50/23.32  																																									|
% 57.50/23.32  																																										| Equations (1279) can reduce 239 to:
% 57.50/23.32  																																										| (363)  ~ (all_0_57_57 = e0)
% 57.50/23.32  																																										|
% 57.50/23.32  																																										| Simplifying 363 yields:
% 57.50/23.32  																																										| (364)  ~ (all_0_57_57 = e0)
% 57.50/23.32  																																										|
% 57.50/23.32  																																										+-Applying beta-rule and splitting (104), into two cases.
% 57.50/23.32  																																										|-Branch one:
% 57.50/23.32  																																										| (480) all_0_39_39 = e0
% 57.50/23.32  																																										|
% 57.50/23.32  																																											| Equations (480) can reduce 151 to:
% 57.50/23.32  																																											| (435)  ~ (e1 = e0)
% 57.50/23.32  																																											|
% 57.50/23.32  																																											| Simplifying 435 yields:
% 57.50/23.32  																																											| (233)  ~ (e1 = e0)
% 57.50/23.32  																																											|
% 57.50/23.32  																																											+-Applying beta-rule and splitting (105), into two cases.
% 57.50/23.32  																																											|-Branch one:
% 57.50/23.32  																																											| (1105) all_0_47_47 = e2
% 57.50/23.32  																																											|
% 57.50/23.32  																																												| Equations (1105) can reduce 86 to:
% 57.50/23.32  																																												| (339)  ~ (all_0_49_49 = e2)
% 57.50/23.32  																																												|
% 57.50/23.32  																																												| Simplifying 339 yields:
% 57.50/23.32  																																												| (340)  ~ (all_0_49_49 = e2)
% 57.50/23.32  																																												|
% 57.50/23.32  																																												| Equations (1105) can reduce 252 to:
% 57.50/23.32  																																												| (327)  ~ (e4 = e2)
% 57.50/23.32  																																												|
% 57.50/23.32  																																												| Simplifying 327 yields:
% 57.50/23.32  																																												| (48)  ~ (e4 = e2)
% 57.50/23.32  																																												|
% 57.50/23.32  																																												| Equations (1105) can reduce 1091 to:
% 57.50/23.32  																																												| (626)  ~ (e3 = e2)
% 57.50/23.32  																																												|
% 57.50/23.32  																																												| Simplifying 626 yields:
% 57.50/23.32  																																												| (212)  ~ (e3 = e2)
% 57.50/23.32  																																												|
% 57.50/23.32  																																												| Equations (1105) can reduce 462 to:
% 57.50/23.32  																																												| (122)  ~ (e2 = e1)
% 57.50/23.32  																																												|
% 57.50/23.32  																																												+-Applying beta-rule and splitting (377), into two cases.
% 57.50/23.32  																																												|-Branch one:
% 57.50/23.32  																																												| (583) all_0_49_49 = e2
% 57.50/23.32  																																												|
% 57.50/23.32  																																													| Equations (583) can reduce 340 to:
% 57.50/23.32  																																													| (266) $false
% 57.50/23.32  																																													|
% 57.50/23.32  																																													|-The branch is then unsatisfiable
% 57.50/23.32  																																												|-Branch two:
% 57.50/23.32  																																												| (340)  ~ (all_0_49_49 = e2)
% 57.50/23.32  																																												| (614) all_0_53_53 = e2 | all_0_58_58 = e2
% 57.50/23.32  																																												|
% 57.50/23.32  																																													+-Applying beta-rule and splitting (163), into two cases.
% 57.50/23.32  																																													|-Branch one:
% 57.50/23.32  																																													| (565) all_0_52_52 = e4
% 57.50/23.32  																																													|
% 57.50/23.32  																																														| Combining equations (352,565) yields a new equation:
% 57.50/23.32  																																														| (323) e4 = e2
% 57.50/23.32  																																														|
% 57.50/23.32  																																														| Equations (323) can reduce 48 to:
% 57.50/23.32  																																														| (266) $false
% 57.50/23.32  																																														|
% 57.50/23.32  																																														|-The branch is then unsatisfiable
% 57.50/23.32  																																													|-Branch two:
% 57.50/23.32  																																													| (780)  ~ (all_0_52_52 = e4)
% 57.50/23.32  																																													| (781) (all_0_41_41 = e0 & all_0_58_58 = e3 &  ~ (all_0_44_44 = e3)) | (all_0_41_41 = e0 & all_0_58_58 = e3 &  ~ (all_0_55_55 = e0)) | (all_0_47_47 = e1 & all_0_52_52 = e2 &  ~ (all_0_48_48 = e2)) | (all_0_47_47 = e1 & all_0_52_52 = e2 &  ~ (all_0_51_51 = e1)) | (all_0_47_47 = e0 & all_0_58_58 = e2 &  ~ (all_0_49_49 = e2)) | (all_0_47_47 = e0 & all_0_58_58 = e2 &  ~ (all_0_56_56 = e0))
% 57.50/23.32  																																													|
% 57.50/23.32  																																														+-Applying beta-rule and splitting (614), into two cases.
% 57.50/23.32  																																														|-Branch one:
% 57.50/23.32  																																														| (607) all_0_53_53 = e2
% 57.50/23.32  																																														|
% 57.50/23.32  																																															| Combining equations (665,607) yields a new equation:
% 57.50/23.32  																																															| (661) e3 = e2
% 57.50/23.32  																																															|
% 57.50/23.32  																																															| Simplifying 661 yields:
% 57.50/23.32  																																															| (662) e3 = e2
% 57.50/23.32  																																															|
% 57.50/23.32  																																															| Equations (662) can reduce 212 to:
% 57.50/23.32  																																															| (266) $false
% 57.50/23.32  																																															|
% 57.50/23.32  																																															|-The branch is then unsatisfiable
% 57.50/23.32  																																														|-Branch two:
% 57.50/23.32  																																														| (509)  ~ (all_0_53_53 = e2)
% 57.50/23.32  																																														| (624) all_0_58_58 = e2
% 57.50/23.32  																																														|
% 57.50/23.32  																																															| Equations (624) can reduce 491 to:
% 57.50/23.32  																																															| (128)  ~ (e2 = e0)
% 57.50/23.32  																																															|
% 57.50/23.32  																																															+-Applying beta-rule and splitting (112), into two cases.
% 57.50/23.32  																																															|-Branch one:
% 57.50/23.32  																																															| (635) all_0_44_44 = e1
% 57.50/23.32  																																															|
% 57.50/23.32  																																																| Combining equations (1414,635) yields a new equation:
% 57.50/23.32  																																																| (431) e1 = e0
% 57.50/23.32  																																																|
% 57.50/23.32  																																																| Equations (431) can reduce 233 to:
% 57.50/23.32  																																																| (266) $false
% 57.50/23.32  																																																|
% 57.50/23.32  																																																|-The branch is then unsatisfiable
% 57.50/23.32  																																															|-Branch two:
% 57.50/23.32  																																															| (639)  ~ (all_0_44_44 = e1)
% 57.50/23.32  																																															| (640) all_0_49_49 = e1 | all_0_53_53 = e1 | all_0_58_58 = e1
% 57.50/23.32  																																															|
% 57.50/23.32  																																																| Equations (1414) can reduce 639 to:
% 57.50/23.32  																																																| (435)  ~ (e1 = e0)
% 57.50/23.32  																																																|
% 57.50/23.32  																																																| Simplifying 435 yields:
% 57.50/23.32  																																																| (233)  ~ (e1 = e0)
% 57.50/23.32  																																																|
% 57.50/23.32  																																																+-Applying beta-rule and splitting (216), into two cases.
% 57.50/23.32  																																																|-Branch one:
% 57.50/23.32  																																																| (629) all_0_55_55 = e1
% 57.50/23.32  																																																|
% 57.50/23.32  																																																	| Combining equations (858,629) yields a new equation:
% 57.50/23.32  																																																	| (431) e1 = e0
% 57.50/23.32  																																																	|
% 57.50/23.32  																																																	| Equations (431) can reduce 233 to:
% 57.50/23.32  																																																	| (266) $false
% 57.50/23.32  																																																	|
% 57.50/23.32  																																																	|-The branch is then unsatisfiable
% 57.50/23.32  																																																|-Branch two:
% 57.50/23.32  																																																| (632)  ~ (all_0_55_55 = e1)
% 57.50/23.32  																																																| (633) all_0_56_56 = e1 | all_0_57_57 = e1 | all_0_58_58 = e1
% 57.50/23.32  																																																|
% 57.50/23.32  																																																	| Equations (858) can reduce 632 to:
% 57.50/23.32  																																																	| (435)  ~ (e1 = e0)
% 57.50/23.32  																																																	|
% 57.50/23.32  																																																	| Simplifying 435 yields:
% 57.50/23.32  																																																	| (233)  ~ (e1 = e0)
% 57.50/23.32  																																																	|
% 57.50/23.32  																																																	+-Applying beta-rule and splitting (434), into two cases.
% 57.50/23.32  																																																	|-Branch one:
% 57.50/23.32  																																																	| (615) all_0_48_48 = e1
% 57.50/23.32  																																																	|
% 57.50/23.32  																																																		| Combining equations (1279,615) yields a new equation:
% 57.50/23.32  																																																		| (431) e1 = e0
% 57.50/23.32  																																																		|
% 57.50/23.32  																																																		| Equations (431) can reduce 233 to:
% 57.50/23.32  																																																		| (266) $false
% 57.50/23.32  																																																		|
% 57.50/23.32  																																																		|-The branch is then unsatisfiable
% 57.50/23.32  																																																	|-Branch two:
% 57.50/23.32  																																																	| (619)  ~ (all_0_48_48 = e1)
% 57.50/23.32  																																																	| (620) all_0_52_52 = e1 | all_0_57_57 = e1
% 57.50/23.32  																																																	|
% 57.50/23.32  																																																		| Equations (1279) can reduce 619 to:
% 57.50/23.32  																																																		| (435)  ~ (e1 = e0)
% 57.50/23.32  																																																		|
% 57.50/23.32  																																																		| Simplifying 435 yields:
% 57.50/23.32  																																																		| (233)  ~ (e1 = e0)
% 57.50/23.32  																																																		|
% 57.50/23.32  																																																		+-Applying beta-rule and splitting (781), into two cases.
% 57.50/23.32  																																																		|-Branch one:
% 57.50/23.32  																																																		| (789) (all_0_41_41 = e0 & all_0_58_58 = e3 &  ~ (all_0_44_44 = e3)) | (all_0_41_41 = e0 & all_0_58_58 = e3 &  ~ (all_0_55_55 = e0)) | (all_0_47_47 = e1 & all_0_52_52 = e2 &  ~ (all_0_48_48 = e2)) | (all_0_47_47 = e1 & all_0_52_52 = e2 &  ~ (all_0_51_51 = e1)) | (all_0_47_47 = e0 & all_0_58_58 = e2 &  ~ (all_0_49_49 = e2))
% 57.50/23.32  																																																		|
% 57.50/23.32  																																																			+-Applying beta-rule and splitting (789), into two cases.
% 57.50/23.32  																																																			|-Branch one:
% 57.50/23.32  																																																			| (790) (all_0_41_41 = e0 & all_0_58_58 = e3 &  ~ (all_0_44_44 = e3)) | (all_0_41_41 = e0 & all_0_58_58 = e3 &  ~ (all_0_55_55 = e0)) | (all_0_47_47 = e1 & all_0_52_52 = e2 &  ~ (all_0_48_48 = e2)) | (all_0_47_47 = e1 & all_0_52_52 = e2 &  ~ (all_0_51_51 = e1))
% 57.50/23.32  																																																			|
% 57.50/23.32  																																																				+-Applying beta-rule and splitting (790), into two cases.
% 57.50/23.32  																																																				|-Branch one:
% 57.50/23.32  																																																				| (791) (all_0_41_41 = e0 & all_0_58_58 = e3 &  ~ (all_0_44_44 = e3)) | (all_0_41_41 = e0 & all_0_58_58 = e3 &  ~ (all_0_55_55 = e0)) | (all_0_47_47 = e1 & all_0_52_52 = e2 &  ~ (all_0_48_48 = e2))
% 57.50/23.32  																																																				|
% 57.50/23.32  																																																					+-Applying beta-rule and splitting (791), into two cases.
% 57.50/23.32  																																																					|-Branch one:
% 57.50/23.32  																																																					| (792) (all_0_41_41 = e0 & all_0_58_58 = e3 &  ~ (all_0_44_44 = e3)) | (all_0_41_41 = e0 & all_0_58_58 = e3 &  ~ (all_0_55_55 = e0))
% 57.50/23.32  																																																					|
% 57.50/23.32  																																																						+-Applying beta-rule and splitting (792), into two cases.
% 57.50/23.32  																																																						|-Branch one:
% 57.50/23.32  																																																						| (793) all_0_41_41 = e0 & all_0_58_58 = e3 &  ~ (all_0_44_44 = e3)
% 57.50/23.32  																																																						|
% 57.50/23.32  																																																							| Applying alpha-rule on (793) yields:
% 57.50/23.32  																																																							| (794) all_0_41_41 = e0
% 57.50/23.32  																																																							| (795) all_0_58_58 = e3
% 57.50/23.32  																																																							| (407)  ~ (all_0_44_44 = e3)
% 57.50/23.32  																																																							|
% 57.50/23.32  																																																							| Combining equations (794,453) yields a new equation:
% 57.50/23.32  																																																							| (431) e1 = e0
% 57.50/23.32  																																																							|
% 57.50/23.32  																																																							| Equations (431) can reduce 233 to:
% 57.50/23.32  																																																							| (266) $false
% 57.50/23.32  																																																							|
% 57.50/23.32  																																																							|-The branch is then unsatisfiable
% 57.50/23.32  																																																						|-Branch two:
% 57.50/23.32  																																																						| (800) all_0_41_41 = e0 & all_0_58_58 = e3 &  ~ (all_0_55_55 = e0)
% 57.50/23.32  																																																						|
% 57.50/23.32  																																																							| Applying alpha-rule on (800) yields:
% 57.50/23.32  																																																							| (794) all_0_41_41 = e0
% 57.50/23.32  																																																							| (795) all_0_58_58 = e3
% 57.50/23.32  																																																							| (803)  ~ (all_0_55_55 = e0)
% 57.50/23.32  																																																							|
% 57.50/23.32  																																																							| Combining equations (794,453) yields a new equation:
% 57.50/23.32  																																																							| (431) e1 = e0
% 57.50/23.32  																																																							|
% 57.50/23.32  																																																							| Equations (431) can reduce 233 to:
% 57.50/23.32  																																																							| (266) $false
% 57.50/23.32  																																																							|
% 57.50/23.32  																																																							|-The branch is then unsatisfiable
% 57.50/23.32  																																																					|-Branch two:
% 57.50/23.32  																																																					| (807) all_0_47_47 = e1 & all_0_52_52 = e2 &  ~ (all_0_48_48 = e2)
% 57.50/23.32  																																																					|
% 57.50/23.32  																																																						| Applying alpha-rule on (807) yields:
% 57.50/23.32  																																																						| (654) all_0_47_47 = e1
% 57.50/23.32  																																																						| (352) all_0_52_52 = e2
% 57.50/23.32  																																																						| (810)  ~ (all_0_48_48 = e2)
% 57.50/23.32  																																																						|
% 57.50/23.32  																																																						| Combining equations (654,1105) yields a new equation:
% 57.50/23.32  																																																						| (617) e2 = e1
% 57.50/23.32  																																																						|
% 57.50/23.32  																																																						| Equations (617) can reduce 122 to:
% 57.50/23.32  																																																						| (266) $false
% 57.50/23.32  																																																						|
% 57.50/23.32  																																																						|-The branch is then unsatisfiable
% 57.50/23.32  																																																				|-Branch two:
% 57.50/23.32  																																																				| (813) all_0_47_47 = e1 & all_0_52_52 = e2 &  ~ (all_0_51_51 = e1)
% 57.50/23.32  																																																				|
% 57.50/23.32  																																																					| Applying alpha-rule on (813) yields:
% 57.50/23.32  																																																					| (654) all_0_47_47 = e1
% 57.50/23.32  																																																					| (352) all_0_52_52 = e2
% 57.50/23.32  																																																					| (464)  ~ (all_0_51_51 = e1)
% 57.50/23.32  																																																					|
% 57.50/23.32  																																																					| Combining equations (654,1105) yields a new equation:
% 57.50/23.32  																																																					| (617) e2 = e1
% 57.50/23.32  																																																					|
% 57.50/23.32  																																																					| Equations (617) can reduce 122 to:
% 57.50/23.32  																																																					| (266) $false
% 57.50/23.32  																																																					|
% 57.50/23.32  																																																					|-The branch is then unsatisfiable
% 57.50/23.32  																																																			|-Branch two:
% 57.50/23.32  																																																			| (819) all_0_47_47 = e0 & all_0_58_58 = e2 &  ~ (all_0_49_49 = e2)
% 57.50/23.32  																																																			|
% 57.50/23.32  																																																				| Applying alpha-rule on (819) yields:
% 57.50/23.32  																																																				| (674) all_0_47_47 = e0
% 57.50/23.32  																																																				| (624) all_0_58_58 = e2
% 57.50/23.32  																																																				| (340)  ~ (all_0_49_49 = e2)
% 57.50/23.32  																																																				|
% 57.50/23.32  																																																				| Combining equations (674,1105) yields a new equation:
% 57.50/23.32  																																																				| (330) e2 = e0
% 57.50/23.32  																																																				|
% 57.50/23.32  																																																				| Equations (330) can reduce 128 to:
% 57.50/23.32  																																																				| (266) $false
% 57.50/23.32  																																																				|
% 57.50/23.32  																																																				|-The branch is then unsatisfiable
% 57.50/23.32  																																																		|-Branch two:
% 57.50/23.32  																																																		| (825) all_0_47_47 = e0 & all_0_58_58 = e2 &  ~ (all_0_56_56 = e0)
% 57.50/23.32  																																																		|
% 57.50/23.32  																																																			| Applying alpha-rule on (825) yields:
% 57.50/23.32  																																																			| (674) all_0_47_47 = e0
% 57.50/23.32  																																																			| (624) all_0_58_58 = e2
% 57.50/23.32  																																																			| (828)  ~ (all_0_56_56 = e0)
% 57.50/23.32  																																																			|
% 57.50/23.32  																																																			| Combining equations (674,1105) yields a new equation:
% 57.50/23.32  																																																			| (330) e2 = e0
% 57.50/23.32  																																																			|
% 57.50/23.32  																																																			| Equations (330) can reduce 128 to:
% 57.50/23.32  																																																			| (266) $false
% 57.50/23.32  																																																			|
% 57.50/23.32  																																																			|-The branch is then unsatisfiable
% 57.50/23.32  																																											|-Branch two:
% 57.50/23.32  																																											| (338)  ~ (all_0_47_47 = e2)
% 57.50/23.32  																																											| (1789) all_0_47_47 = e4 | all_0_47_47 = e3 | all_0_47_47 = e1 | all_0_47_47 = e0
% 57.50/23.32  																																											|
% 57.50/23.32  																																												+-Applying beta-rule and splitting (135), into two cases.
% 57.50/23.32  																																												|-Branch one:
% 57.50/23.32  																																												| (545) all_0_46_46 = e1
% 57.50/23.32  																																												|
% 57.50/23.32  																																													| Combining equations (1557,545) yields a new equation:
% 57.50/23.32  																																													| (454) e3 = e1
% 57.50/23.32  																																													|
% 57.50/23.32  																																													| Simplifying 454 yields:
% 57.50/23.32  																																													| (455) e3 = e1
% 57.50/23.32  																																													|
% 57.50/23.32  																																													| Equations (455) can reduce 213 to:
% 57.50/23.32  																																													| (266) $false
% 57.50/23.32  																																													|
% 57.50/23.32  																																													|-The branch is then unsatisfiable
% 57.50/23.32  																																												|-Branch two:
% 57.50/23.32  																																												| (549)  ~ (all_0_46_46 = e1)
% 57.50/23.32  																																												| (550) all_0_47_47 = e1 | all_0_48_48 = e1 | all_0_49_49 = e1
% 57.50/23.32  																																												|
% 57.50/23.32  																																													+-Applying beta-rule and splitting (550), into two cases.
% 57.50/23.32  																																													|-Branch one:
% 57.50/23.32  																																													| (654) all_0_47_47 = e1
% 57.50/23.32  																																													|
% 57.50/23.32  																																														| Equations (654) can reduce 462 to:
% 57.50/23.32  																																														| (266) $false
% 57.50/23.32  																																														|
% 57.50/23.32  																																														|-The branch is then unsatisfiable
% 57.50/23.32  																																													|-Branch two:
% 57.50/23.32  																																													| (462)  ~ (all_0_47_47 = e1)
% 57.50/23.32  																																													| (659) all_0_48_48 = e1 | all_0_49_49 = e1
% 57.50/23.32  																																													|
% 57.50/23.32  																																														+-Applying beta-rule and splitting (659), into two cases.
% 57.50/23.32  																																														|-Branch one:
% 57.50/23.32  																																														| (615) all_0_48_48 = e1
% 57.50/23.32  																																														|
% 57.50/23.32  																																															| Combining equations (1279,615) yields a new equation:
% 57.50/23.32  																																															| (431) e1 = e0
% 57.50/23.32  																																															|
% 57.50/23.32  																																															| Equations (431) can reduce 233 to:
% 57.50/23.32  																																															| (266) $false
% 57.50/23.32  																																															|
% 57.50/23.32  																																															|-The branch is then unsatisfiable
% 57.50/23.32  																																														|-Branch two:
% 57.50/23.32  																																														| (619)  ~ (all_0_48_48 = e1)
% 57.50/23.32  																																														| (671) all_0_49_49 = e1
% 57.50/23.32  																																														|
% 57.50/23.32  																																															+-Applying beta-rule and splitting (377), into two cases.
% 57.50/23.32  																																															|-Branch one:
% 57.50/23.32  																																															| (583) all_0_49_49 = e2
% 57.50/23.32  																																															|
% 57.50/23.32  																																																| Combining equations (671,583) yields a new equation:
% 57.50/23.32  																																																| (617) e2 = e1
% 57.50/23.32  																																																|
% 57.50/23.32  																																																| Equations (617) can reduce 122 to:
% 57.50/23.32  																																																| (266) $false
% 57.50/23.32  																																																|
% 57.50/23.32  																																																|-The branch is then unsatisfiable
% 57.50/23.32  																																															|-Branch two:
% 57.50/23.32  																																															| (340)  ~ (all_0_49_49 = e2)
% 57.50/23.32  																																															| (614) all_0_53_53 = e2 | all_0_58_58 = e2
% 57.50/23.32  																																															|
% 57.50/23.32  																																																+-Applying beta-rule and splitting (10171), into two cases.
% 57.50/23.32  																																																|-Branch one:
% 57.50/23.32  																																																| (1105) all_0_47_47 = e2
% 57.50/23.32  																																																|
% 57.50/23.32  																																																	| Equations (1105) can reduce 338 to:
% 57.50/23.32  																																																	| (266) $false
% 57.50/23.32  																																																	|
% 57.50/23.32  																																																	|-The branch is then unsatisfiable
% 57.50/23.32  																																																|-Branch two:
% 57.50/23.32  																																																| (338)  ~ (all_0_47_47 = e2)
% 57.50/23.32  																																																| (10761) all_0_48_48 = e2 | all_0_49_49 = e2
% 57.50/23.32  																																																|
% 57.50/23.32  																																																	+-Applying beta-rule and splitting (385), into two cases.
% 57.50/23.32  																																																	|-Branch one:
% 57.50/23.32  																																																	| (1105) all_0_47_47 = e2
% 57.50/23.32  																																																	|
% 57.50/23.32  																																																		| Equations (1105) can reduce 338 to:
% 57.50/23.32  																																																		| (266) $false
% 57.50/23.32  																																																		|
% 57.50/23.32  																																																		|-The branch is then unsatisfiable
% 57.50/23.32  																																																	|-Branch two:
% 57.50/23.32  																																																	| (338)  ~ (all_0_47_47 = e2)
% 57.50/23.32  																																																	| (1108) all_0_51_51 = e2 | all_0_56_56 = e2
% 57.50/23.32  																																																	|
% 57.50/23.32  																																																		+-Applying beta-rule and splitting (874), into two cases.
% 57.50/23.32  																																																		|-Branch one:
% 57.50/23.32  																																																		| (875) all_0_57_57 = e0
% 57.50/23.32  																																																		|
% 57.50/23.32  																																																			| Equations (875) can reduce 364 to:
% 57.50/23.32  																																																			| (266) $false
% 57.50/23.32  																																																			|
% 57.50/23.32  																																																			|-The branch is then unsatisfiable
% 57.50/23.32  																																																		|-Branch two:
% 57.50/23.32  																																																		| (364)  ~ (all_0_57_57 = e0)
% 57.50/23.32  																																																		| (647) all_0_57_57 = e1
% 57.50/23.32  																																																		|
% 57.50/23.32  																																																			| Equations (647) can reduce 344 to:
% 57.50/23.32  																																																			| (604)  ~ (e2 = e1)
% 57.50/23.32  																																																			|
% 57.50/23.32  																																																			| Simplifying 604 yields:
% 57.50/23.32  																																																			| (122)  ~ (e2 = e1)
% 57.50/23.32  																																																			|
% 57.50/23.32  																																																			+-Applying beta-rule and splitting (1108), into two cases.
% 57.50/23.32  																																																			|-Branch one:
% 57.50/23.32  																																																			| (504) all_0_51_51 = e2
% 57.50/23.32  																																																			|
% 57.50/23.32  																																																				| Combining equations (1109,504) yields a new equation:
% 57.50/23.32  																																																				| (617) e2 = e1
% 57.50/23.32  																																																				|
% 57.50/23.32  																																																				| Equations (617) can reduce 122 to:
% 57.50/23.32  																																																				| (266) $false
% 57.50/23.32  																																																				|
% 57.50/23.32  																																																				|-The branch is then unsatisfiable
% 57.50/23.32  																																																			|-Branch two:
% 57.50/23.32  																																																			| (1099)  ~ (all_0_51_51 = e2)
% 57.50/23.32  																																																			| (833) all_0_56_56 = e2
% 57.50/23.32  																																																			|
% 57.50/23.32  																																																				| Equations (833) can reduce 44 to:
% 57.50/23.32  																																																				| (1186)  ~ (all_0_58_58 = e2)
% 57.50/23.32  																																																				|
% 57.50/23.32  																																																				| Simplifying 1186 yields:
% 57.50/23.32  																																																				| (908)  ~ (all_0_58_58 = e2)
% 57.50/23.32  																																																				|
% 57.50/23.32  																																																				| Equations (833) can reduce 272 to:
% 57.50/23.32  																																																				| (626)  ~ (e3 = e2)
% 57.50/23.32  																																																				|
% 57.50/23.32  																																																				| Simplifying 626 yields:
% 57.50/23.32  																																																				| (212)  ~ (e3 = e2)
% 57.50/23.32  																																																				|
% 57.50/23.32  																																																				+-Applying beta-rule and splitting (108), into two cases.
% 57.50/23.32  																																																				|-Branch one:
% 57.50/23.32  																																																				| (624) all_0_58_58 = e2
% 57.50/23.32  																																																				|
% 57.50/23.32  																																																					| Equations (624) can reduce 908 to:
% 57.50/23.32  																																																					| (266) $false
% 57.50/23.32  																																																					|
% 57.50/23.32  																																																					|-The branch is then unsatisfiable
% 57.50/23.32  																																																				|-Branch two:
% 57.50/23.32  																																																				| (908)  ~ (all_0_58_58 = e2)
% 57.50/23.32  																																																				| (909) all_0_58_58 = e4 | all_0_58_58 = e3 | all_0_58_58 = e1 | all_0_58_58 = e0
% 57.50/23.32  																																																				|
% 57.50/23.32  																																																					+-Applying beta-rule and splitting (614), into two cases.
% 57.50/23.32  																																																					|-Branch one:
% 57.50/23.32  																																																					| (607) all_0_53_53 = e2
% 57.50/23.32  																																																					|
% 57.50/23.32  																																																						| Combining equations (665,607) yields a new equation:
% 57.50/23.32  																																																						| (661) e3 = e2
% 57.50/23.32  																																																						|
% 57.50/23.32  																																																						| Simplifying 661 yields:
% 57.50/23.32  																																																						| (662) e3 = e2
% 57.50/23.32  																																																						|
% 57.50/23.32  																																																						| Equations (662) can reduce 212 to:
% 57.50/23.32  																																																						| (266) $false
% 57.50/23.32  																																																						|
% 57.50/23.32  																																																						|-The branch is then unsatisfiable
% 57.50/23.32  																																																					|-Branch two:
% 57.50/23.32  																																																					| (509)  ~ (all_0_53_53 = e2)
% 57.50/23.32  																																																					| (624) all_0_58_58 = e2
% 57.50/23.32  																																																					|
% 57.50/23.32  																																																						| Equations (624) can reduce 908 to:
% 57.50/23.32  																																																						| (266) $false
% 57.50/23.32  																																																						|
% 57.50/23.32  																																																						|-The branch is then unsatisfiable
% 57.50/23.32  																																										|-Branch two:
% 57.50/23.32  																																										| (484)  ~ (all_0_39_39 = e0)
% 57.50/23.32  																																										| (558) all_0_42_42 = e0 | all_0_47_47 = e0 | all_0_56_56 = e0
% 57.50/23.32  																																										|
% 57.50/23.32  																																											+-Applying beta-rule and splitting (316), into two cases.
% 57.50/23.32  																																											|-Branch one:
% 57.50/23.32  																																											| (1378) all_0_40_40 = e4
% 57.50/23.32  																																											|
% 57.50/23.32  																																												| Equations (1378) can reduce 176 to:
% 57.50/23.32  																																												| (1377)  ~ (all_0_39_39 = e4)
% 57.50/23.32  																																												|
% 57.50/23.32  																																												+-Applying beta-rule and splitting (320), into two cases.
% 57.50/23.32  																																												|-Branch one:
% 57.50/23.32  																																												| (471) all_0_39_39 = e4
% 57.50/23.32  																																												|
% 57.50/23.32  																																													| Equations (471) can reduce 1377 to:
% 57.50/23.32  																																													| (266) $false
% 57.50/23.32  																																													|
% 57.50/23.32  																																													|-The branch is then unsatisfiable
% 57.50/23.32  																																												|-Branch two:
% 57.50/23.32  																																												| (1377)  ~ (all_0_39_39 = e4)
% 57.50/23.32  																																												| (480) all_0_39_39 = e0
% 57.50/23.32  																																												|
% 57.50/23.32  																																													| Equations (480) can reduce 484 to:
% 57.50/23.32  																																													| (266) $false
% 57.50/23.32  																																													|
% 57.50/23.32  																																													|-The branch is then unsatisfiable
% 57.50/23.32  																																											|-Branch two:
% 57.50/23.32  																																											| (447)  ~ (all_0_40_40 = e4)
% 57.50/23.32  																																											| (485) all_0_40_40 = e0
% 57.50/23.32  																																											|
% 57.50/23.32  																																												| Equations (485) can reduce 1401 to:
% 57.50/23.32  																																												| (266) $false
% 57.50/23.32  																																												|
% 57.50/23.32  																																												|-The branch is then unsatisfiable
% 57.50/23.32  																																									|-Branch two:
% 57.50/23.32  																																									| (1283)  ~ (all_0_48_48 = e0)
% 57.50/23.32  																																									| (875) all_0_57_57 = e0
% 57.50/23.32  																																									|
% 57.50/23.32  																																										| Equations (875) can reduce 364 to:
% 57.50/23.32  																																										| (266) $false
% 57.50/23.32  																																										|
% 57.50/23.32  																																										|-The branch is then unsatisfiable
% 57.50/23.32  																																								|-Branch two:
% 57.50/23.32  																																								| (360)  ~ (all_0_44_44 = e0)
% 57.50/23.32  																																								| (1417) all_0_44_44 = e3 | all_0_44_44 = e1
% 57.50/23.32  																																								|
% 57.50/23.32  																																									+-Applying beta-rule and splitting (422), into two cases.
% 57.50/23.32  																																									|-Branch one:
% 57.50/23.32  																																									| (775) all_0_50_50 = e4
% 57.50/23.32  																																									|
% 57.50/23.32  																																										| Equations (775) can reduce 121 to:
% 57.50/23.32  																																										| (49)  ~ (e4 = e0)
% 57.50/23.32  																																										|
% 57.50/23.32  																																										+-Applying beta-rule and splitting (6766), into two cases.
% 57.50/23.32  																																										|-Branch one:
% 57.50/23.32  																																										| (356) all_0_43_43 = e0
% 57.50/23.32  																																										|
% 57.50/23.32  																																											| Combining equations (356,396) yields a new equation:
% 57.50/23.32  																																											| (397) e4 = e0
% 57.50/23.32  																																											|
% 57.50/23.32  																																											| Equations (397) can reduce 49 to:
% 57.50/23.32  																																											| (266) $false
% 57.50/23.32  																																											|
% 57.50/23.32  																																											|-The branch is then unsatisfiable
% 57.50/23.32  																																										|-Branch two:
% 57.50/23.33  																																										| (5470)  ~ (all_0_43_43 = e0)
% 57.50/23.33  																																										| (1414) all_0_44_44 = e0
% 57.50/23.33  																																										|
% 57.50/23.33  																																											| Equations (1414) can reduce 360 to:
% 57.50/23.33  																																											| (266) $false
% 57.50/23.33  																																											|
% 57.50/23.33  																																											|-The branch is then unsatisfiable
% 57.50/23.33  																																									|-Branch two:
% 57.50/23.33  																																									| (566)  ~ (all_0_50_50 = e4)
% 57.50/23.33  																																									| (1444) all_0_50_50 = e3 | all_0_50_50 = e1
% 57.50/23.33  																																									|
% 57.50/23.33  																																										+-Applying beta-rule and splitting (1444), into two cases.
% 57.50/23.33  																																										|-Branch one:
% 57.50/23.33  																																										| (601) all_0_50_50 = e1
% 57.50/23.33  																																										|
% 57.50/23.33  																																											| Equations (601) can reduce 759 to:
% 57.50/23.33  																																											| (266) $false
% 57.50/23.33  																																											|
% 57.50/23.33  																																											|-The branch is then unsatisfiable
% 57.50/23.33  																																										|-Branch two:
% 57.50/23.33  																																										| (759)  ~ (all_0_50_50 = e1)
% 57.50/23.33  																																										| (415) all_0_50_50 = e3
% 57.50/23.33  																																										|
% 57.50/23.33  																																											| Equations (415) can reduce 411 to:
% 57.50/23.33  																																											| (266) $false
% 57.50/23.33  																																											|
% 57.50/23.33  																																											|-The branch is then unsatisfiable
% 57.50/23.33  																																						|-Branch two:
% 57.50/23.33  																																						| (464)  ~ (all_0_51_51 = e1)
% 57.50/23.33  																																						| (1202) all_0_52_52 = e1 | all_0_53_53 = e1
% 57.50/23.33  																																						|
% 57.50/23.33  																																							+-Applying beta-rule and splitting (1202), into two cases.
% 57.50/23.33  																																							|-Branch one:
% 57.50/23.33  																																							| (642) all_0_52_52 = e1
% 57.50/23.33  																																							|
% 57.50/23.33  																																								| Combining equations (352,642) yields a new equation:
% 57.50/23.33  																																								| (616) e2 = e1
% 57.50/23.33  																																								|
% 57.50/23.33  																																								| Simplifying 616 yields:
% 57.50/23.33  																																								| (617) e2 = e1
% 57.50/23.33  																																								|
% 57.50/23.33  																																								| Equations (617) can reduce 122 to:
% 57.50/23.33  																																								| (266) $false
% 57.50/23.33  																																								|
% 57.50/23.33  																																								|-The branch is then unsatisfiable
% 57.50/23.33  																																							|-Branch two:
% 57.50/23.33  																																							| (646)  ~ (all_0_52_52 = e1)
% 57.50/23.33  																																							| (1208) all_0_53_53 = e1
% 57.50/23.33  																																							|
% 57.50/23.33  																																								| Combining equations (1208,665) yields a new equation:
% 57.50/23.33  																																								| (455) e3 = e1
% 57.50/23.33  																																								|
% 57.50/23.33  																																								| Equations (455) can reduce 213 to:
% 57.50/23.33  																																								| (266) $false
% 57.50/23.33  																																								|
% 57.50/23.33  																																								|-The branch is then unsatisfiable
% 57.50/23.33  																																			|-Branch two:
% 57.50/23.33  																																			| (457)  ~ (all_0_41_41 = e1)
% 57.50/23.33  																																			| (403) all_0_41_41 = e3
% 57.50/23.33  																																			|
% 57.50/23.33  																																				| Equations (403) can reduce 1898 to:
% 57.50/23.33  																																				| (266) $false
% 57.50/23.33  																																				|
% 57.50/23.33  																																				|-The branch is then unsatisfiable
% 57.50/23.33  																												|-Branch two:
% 57.50/23.33  																												| (405)  ~ (all_0_42_42 = e3)
% 57.50/23.33  																												| (521) all_0_47_47 = e3 | all_0_51_51 = e3 | all_0_56_56 = e3
% 57.50/23.33  																												|
% 57.50/23.33  																													+-Applying beta-rule and splitting (1899), into two cases.
% 57.50/23.33  																													|-Branch one:
% 57.50/23.33  																													| (516) all_0_42_42 = e3
% 57.50/23.33  																													|
% 57.50/23.33  																														| Equations (516) can reduce 405 to:
% 57.50/23.33  																														| (266) $false
% 57.50/23.33  																														|
% 57.50/23.33  																														|-The branch is then unsatisfiable
% 57.50/23.33  																													|-Branch two:
% 57.50/23.33  																													| (405)  ~ (all_0_42_42 = e3)
% 57.50/23.33  																													| (532) all_0_44_44 = e3
% 57.50/23.33  																													|
% 57.50/23.33  																														| Equations (532) can reduce 407 to:
% 57.50/23.33  																														| (266) $false
% 57.50/23.33  																														|
% 57.50/23.33  																														|-The branch is then unsatisfiable
% 57.50/23.33  																											|-Branch two:
% 57.50/23.33  																											| (903)  ~ (all_0_53_53 = e3)
% 57.50/23.33  																											| (795) all_0_58_58 = e3
% 57.50/23.33  																											|
% 57.50/23.33  																												| Equations (795) can reduce 276 to:
% 57.50/23.33  																												| (266) $false
% 57.50/23.33  																												|
% 57.50/23.33  																												|-The branch is then unsatisfiable
% 57.50/23.33  																				|-Branch two:
% 57.50/23.33  																				| (409)  ~ (all_0_46_46 = e3)
% 57.50/23.33  																				| (4042) all_0_50_50 = e3 | all_0_55_55 = e3
% 57.50/23.33  																				|
% 57.50/23.33  																					+-Applying beta-rule and splitting (4042), into two cases.
% 57.50/23.33  																					|-Branch one:
% 57.50/23.33  																					| (415) all_0_50_50 = e3
% 57.50/23.33  																					|
% 57.50/23.33  																						| Equations (415) can reduce 411 to:
% 57.50/23.33  																						| (266) $false
% 57.50/23.33  																						|
% 57.50/23.33  																						|-The branch is then unsatisfiable
% 57.50/23.33  																					|-Branch two:
% 57.50/23.33  																					| (411)  ~ (all_0_50_50 = e3)
% 57.50/23.33  																					| (2336) all_0_55_55 = e3
% 57.50/23.33  																					|
% 57.50/23.33  																						| Equations (2336) can reduce 270 to:
% 57.50/23.33  																						| (266) $false
% 57.50/23.33  																						|
% 57.50/23.33  																						|-The branch is then unsatisfiable
% 57.50/23.33  														|-Branch two:
% 57.50/23.33  														| (399)  ~ (all_0_43_43 = e4)
% 57.50/23.33  														| (6374) all_0_43_43 = e1 | all_0_43_43 = e0
% 57.50/23.33  														|
% 57.50/23.33  															+-Applying beta-rule and splitting (230), into two cases.
% 57.50/23.33  															|-Branch one:
% 57.50/23.33  															| (396) all_0_43_43 = e4
% 57.50/23.33  															|
% 57.50/23.33  																| Equations (396) can reduce 399 to:
% 57.50/23.33  																| (266) $false
% 57.50/23.33  																|
% 57.50/23.33  																|-The branch is then unsatisfiable
% 57.50/23.33  															|-Branch two:
% 57.50/23.33  															| (399)  ~ (all_0_43_43 = e4)
% 57.50/23.33  															| (400) all_0_48_48 = e4 | all_0_52_52 = e4 | all_0_57_57 = e4
% 57.50/23.33  															|
% 57.50/23.33  																+-Applying beta-rule and splitting (6374), into two cases.
% 57.50/23.33  																|-Branch one:
% 57.50/23.33  																| (356) all_0_43_43 = e0
% 57.50/23.33  																|
% 57.50/23.33  																	| Equations (356) can reduce 5470 to:
% 57.50/23.33  																	| (266) $false
% 57.50/23.33  																	|
% 57.50/23.33  																	|-The branch is then unsatisfiable
% 57.50/23.33  																|-Branch two:
% 57.50/23.33  																| (5470)  ~ (all_0_43_43 = e0)
% 57.50/23.33  																| (430) all_0_43_43 = e1
% 57.50/23.33  																|
% 57.50/23.33  																	| Equations (430) can reduce 159 to:
% 57.50/23.33  																	| (4057)  ~ (all_0_44_44 = e1)
% 57.50/23.33  																	|
% 57.50/23.33  																	| Simplifying 4057 yields:
% 57.50/23.33  																	| (639)  ~ (all_0_44_44 = e1)
% 57.50/23.33  																	|
% 57.50/23.33  																	| Equations (430) can reduce 17 to:
% 57.50/23.33  																	| (11581)  ~ (all_0_48_48 = e1)
% 57.50/23.33  																	|
% 57.50/23.33  																	| Simplifying 11581 yields:
% 57.50/23.33  																	| (619)  ~ (all_0_48_48 = e1)
% 57.50/23.33  																	|
% 57.50/23.33  																	| Equations (430) can reduce 99 to:
% 57.50/23.33  																	| (467)  ~ (e3 = e1)
% 57.50/23.33  																	|
% 57.50/23.33  																	| Simplifying 467 yields:
% 57.50/23.33  																	| (213)  ~ (e3 = e1)
% 57.50/23.33  																	|
% 57.50/23.33  																	| Equations (430) can reduce 96 to:
% 57.50/23.33  																	| (604)  ~ (e2 = e1)
% 57.50/23.33  																	|
% 57.50/23.33  																	| Simplifying 604 yields:
% 57.50/23.33  																	| (122)  ~ (e2 = e1)
% 57.50/23.33  																	|
% 57.50/23.33  																	| From (430) and (88) follows:
% 57.50/23.33  																	| (6385) op(e1, e3) = all_0_9_9
% 57.50/23.33  																	|
% 57.50/23.33  																	| From (430) and (98) follows:
% 57.50/23.33  																	| (6386) op(e1, e1) = all_0_10_10
% 57.50/23.33  																	|
% 57.50/23.33  																	| From (430) and (37) follows:
% 57.50/23.33  																	| (13877) op(e3, e1) = e1
% 57.50/23.33  																	|
% 57.50/23.33  																	+-Applying beta-rule and splitting (400), into two cases.
% 57.50/23.33  																	|-Branch one:
% 57.50/23.33  																	| (943) all_0_48_48 = e4
% 57.50/23.33  																	|
% 57.50/23.33  																		| Equations (943) can reduce 254 to:
% 57.50/23.33  																		| (266) $false
% 57.50/23.33  																		|
% 57.50/23.33  																		|-The branch is then unsatisfiable
% 57.50/23.33  																	|-Branch two:
% 57.50/23.33  																	| (254)  ~ (all_0_48_48 = e4)
% 57.50/23.33  																	| (947) all_0_52_52 = e4 | all_0_57_57 = e4
% 57.50/23.33  																	|
% 57.50/23.33  																		+-Applying beta-rule and splitting (228), into two cases.
% 57.50/23.33  																		|-Branch one:
% 57.50/23.33  																		| (335) all_0_48_48 = e2
% 57.50/23.33  																		|
% 57.50/23.33  																			| Equations (335) can reduce 810 to:
% 57.50/23.33  																			| (266) $false
% 57.50/23.33  																			|
% 57.50/23.33  																			|-The branch is then unsatisfiable
% 57.50/23.33  																		|-Branch two:
% 57.50/23.33  																		| (810)  ~ (all_0_48_48 = e2)
% 57.50/23.33  																		| (10218) all_0_48_48 = e4 | all_0_48_48 = e1 | all_0_48_48 = e0
% 57.50/23.33  																		|
% 57.50/23.33  																			+-Applying beta-rule and splitting (947), into two cases.
% 57.50/23.33  																			|-Branch one:
% 57.50/23.33  																			| (565) all_0_52_52 = e4
% 57.50/23.33  																			|
% 57.50/23.33  																				| Combining equations (565,352) yields a new equation:
% 57.50/23.33  																				| (322) e4 = e2
% 57.50/23.33  																				|
% 57.50/23.33  																				| Simplifying 322 yields:
% 57.50/23.33  																				| (323) e4 = e2
% 57.50/23.33  																				|
% 57.50/23.33  																				| Equations (323) can reduce 48 to:
% 57.50/23.33  																				| (266) $false
% 57.50/23.33  																				|
% 57.50/23.33  																				|-The branch is then unsatisfiable
% 57.50/23.33  																			|-Branch two:
% 57.50/23.33  																			| (780)  ~ (all_0_52_52 = e4)
% 57.50/23.33  																			| (871) all_0_57_57 = e4
% 57.50/23.33  																			|
% 57.50/23.33  																				| Equations (871) can reduce 239 to:
% 57.50/23.33  																				| (254)  ~ (all_0_48_48 = e4)
% 57.50/23.33  																				|
% 57.50/23.33  																				| Equations (871) can reduce 148 to:
% 57.50/23.33  																				| (450)  ~ (all_0_58_58 = e4)
% 57.50/23.33  																				|
% 57.50/23.33  																				| Simplifying 450 yields:
% 57.50/23.33  																				| (451)  ~ (all_0_58_58 = e4)
% 57.50/23.33  																				|
% 57.50/23.33  																				| Equations (871) can reduce 67 to:
% 57.50/23.33  																				| (188)  ~ (e4 = e3)
% 57.50/23.33  																				|
% 57.50/23.33  																				| Equations (871) can reduce 344 to:
% 57.50/23.33  																				| (48)  ~ (e4 = e2)
% 57.50/23.33  																				|
% 57.50/23.33  																				| From (871) and (83) follows:
% 57.50/23.33  																				| (3109) op(e0, e1) = e4
% 57.50/23.33  																				|
% 57.50/23.33  																				+-Applying beta-rule and splitting (10218), into two cases.
% 57.50/23.33  																				|-Branch one:
% 57.50/23.33  																				| (943) all_0_48_48 = e4
% 57.50/23.33  																				|
% 57.50/23.33  																					| Equations (943) can reduce 254 to:
% 57.50/23.33  																					| (266) $false
% 57.50/23.33  																					|
% 57.50/23.33  																					|-The branch is then unsatisfiable
% 57.50/23.33  																				|-Branch two:
% 57.50/23.33  																				| (254)  ~ (all_0_48_48 = e4)
% 57.50/23.33  																				| (10222) all_0_48_48 = e1 | all_0_48_48 = e0
% 57.50/23.33  																				|
% 57.50/23.33  																					+-Applying beta-rule and splitting (10222), into two cases.
% 57.50/23.33  																					|-Branch one:
% 57.50/23.33  																					| (1279) all_0_48_48 = e0
% 57.50/23.33  																					|
% 57.50/23.33  																						| Equations (1279) can reduce 114 to:
% 57.50/23.33  																						| (678)  ~ (all_0_47_47 = e0)
% 57.50/23.33  																						|
% 57.50/23.33  																						| Equations (1279) can reduce 185 to:
% 57.50/23.33  																						| (486)  ~ (all_0_49_49 = e0)
% 57.50/23.33  																						|
% 57.50/23.33  																						| Simplifying 486 yields:
% 57.50/23.33  																						| (487)  ~ (all_0_49_49 = e0)
% 57.50/23.33  																						|
% 57.50/23.33  																						| Equations (1279) can reduce 254 to:
% 57.50/23.33  																						| (401)  ~ (e4 = e0)
% 57.50/23.33  																						|
% 57.50/23.33  																						| Simplifying 401 yields:
% 57.50/23.33  																						| (49)  ~ (e4 = e0)
% 57.50/23.33  																						|
% 57.50/23.33  																						| From (1279) and (169) follows:
% 57.50/23.33  																						| (14936) op(e0, e2) = all_0_18_18
% 57.50/23.33  																						|
% 57.50/23.33  																						| From (1279) and (21) follows:
% 57.50/23.33  																						| (14937) op(e0, e1) = all_0_19_19
% 57.50/23.33  																						|
% 57.50/23.33  																						| From (1279) and (192) follows:
% 57.50/23.34  																						| (14938) op(e2, e1) = e0
% 57.50/23.34  																						|
% 57.50/23.34  																						+-Applying beta-rule and splitting (163), into two cases.
% 57.50/23.34  																						|-Branch one:
% 57.50/23.34  																						| (565) all_0_52_52 = e4
% 57.50/23.34  																						|
% 57.50/23.34  																							| Combining equations (352,565) yields a new equation:
% 57.50/23.34  																							| (323) e4 = e2
% 57.50/23.34  																							|
% 57.50/23.34  																							| Equations (323) can reduce 48 to:
% 57.50/23.34  																							| (266) $false
% 57.50/23.34  																							|
% 57.50/23.34  																							|-The branch is then unsatisfiable
% 57.50/23.34  																						|-Branch two:
% 57.50/23.34  																						| (780)  ~ (all_0_52_52 = e4)
% 57.50/23.34  																						| (781) (all_0_41_41 = e0 & all_0_58_58 = e3 &  ~ (all_0_44_44 = e3)) | (all_0_41_41 = e0 & all_0_58_58 = e3 &  ~ (all_0_55_55 = e0)) | (all_0_47_47 = e1 & all_0_52_52 = e2 &  ~ (all_0_48_48 = e2)) | (all_0_47_47 = e1 & all_0_52_52 = e2 &  ~ (all_0_51_51 = e1)) | (all_0_47_47 = e0 & all_0_58_58 = e2 &  ~ (all_0_49_49 = e2)) | (all_0_47_47 = e0 & all_0_58_58 = e2 &  ~ (all_0_56_56 = e0))
% 57.50/23.34  																						|
% 57.50/23.34  																							+-Applying beta-rule and splitting (781), into two cases.
% 57.50/23.34  																							|-Branch one:
% 57.50/23.34  																							| (789) (all_0_41_41 = e0 & all_0_58_58 = e3 &  ~ (all_0_44_44 = e3)) | (all_0_41_41 = e0 & all_0_58_58 = e3 &  ~ (all_0_55_55 = e0)) | (all_0_47_47 = e1 & all_0_52_52 = e2 &  ~ (all_0_48_48 = e2)) | (all_0_47_47 = e1 & all_0_52_52 = e2 &  ~ (all_0_51_51 = e1)) | (all_0_47_47 = e0 & all_0_58_58 = e2 &  ~ (all_0_49_49 = e2))
% 57.50/23.34  																							|
% 57.50/23.34  																								+-Applying beta-rule and splitting (789), into two cases.
% 57.50/23.34  																								|-Branch one:
% 57.50/23.34  																								| (790) (all_0_41_41 = e0 & all_0_58_58 = e3 &  ~ (all_0_44_44 = e3)) | (all_0_41_41 = e0 & all_0_58_58 = e3 &  ~ (all_0_55_55 = e0)) | (all_0_47_47 = e1 & all_0_52_52 = e2 &  ~ (all_0_48_48 = e2)) | (all_0_47_47 = e1 & all_0_52_52 = e2 &  ~ (all_0_51_51 = e1))
% 57.50/23.34  																								|
% 57.50/23.34  																									+-Applying beta-rule and splitting (790), into two cases.
% 57.50/23.34  																									|-Branch one:
% 57.50/23.34  																									| (791) (all_0_41_41 = e0 & all_0_58_58 = e3 &  ~ (all_0_44_44 = e3)) | (all_0_41_41 = e0 & all_0_58_58 = e3 &  ~ (all_0_55_55 = e0)) | (all_0_47_47 = e1 & all_0_52_52 = e2 &  ~ (all_0_48_48 = e2))
% 57.50/23.34  																									|
% 57.50/23.34  																										+-Applying beta-rule and splitting (791), into two cases.
% 57.50/23.34  																										|-Branch one:
% 57.50/23.34  																										| (792) (all_0_41_41 = e0 & all_0_58_58 = e3 &  ~ (all_0_44_44 = e3)) | (all_0_41_41 = e0 & all_0_58_58 = e3 &  ~ (all_0_55_55 = e0))
% 57.50/23.34  																										|
% 57.50/23.34  																											+-Applying beta-rule and splitting (792), into two cases.
% 57.50/23.34  																											|-Branch one:
% 57.50/23.34  																											| (793) all_0_41_41 = e0 & all_0_58_58 = e3 &  ~ (all_0_44_44 = e3)
% 57.50/23.34  																											|
% 57.50/23.34  																												| Applying alpha-rule on (793) yields:
% 57.50/23.34  																												| (794) all_0_41_41 = e0
% 57.50/23.34  																												| (795) all_0_58_58 = e3
% 57.50/23.34  																												| (407)  ~ (all_0_44_44 = e3)
% 57.50/23.34  																												|
% 57.50/23.34  																												| Equations (795) can reduce 276 to:
% 57.50/23.34  																												| (266) $false
% 57.50/23.34  																												|
% 57.50/23.34  																												|-The branch is then unsatisfiable
% 57.50/23.34  																											|-Branch two:
% 57.50/23.34  																											| (800) all_0_41_41 = e0 & all_0_58_58 = e3 &  ~ (all_0_55_55 = e0)
% 57.50/23.34  																											|
% 57.50/23.34  																												| Applying alpha-rule on (800) yields:
% 57.50/23.34  																												| (794) all_0_41_41 = e0
% 57.50/23.34  																												| (795) all_0_58_58 = e3
% 57.50/23.34  																												| (803)  ~ (all_0_55_55 = e0)
% 57.50/23.34  																												|
% 57.50/23.34  																												| Equations (795) can reduce 276 to:
% 57.50/23.34  																												| (266) $false
% 57.50/23.34  																												|
% 57.50/23.34  																												|-The branch is then unsatisfiable
% 57.50/23.34  																										|-Branch two:
% 57.50/23.34  																										| (807) all_0_47_47 = e1 & all_0_52_52 = e2 &  ~ (all_0_48_48 = e2)
% 57.50/23.34  																										|
% 57.50/23.34  																											| Applying alpha-rule on (807) yields:
% 57.50/23.34  																											| (654) all_0_47_47 = e1
% 57.50/23.34  																											| (352) all_0_52_52 = e2
% 57.50/23.34  																											| (810)  ~ (all_0_48_48 = e2)
% 57.50/23.34  																											|
% 57.50/23.34  																											| Equations (654) can reduce 79 to:
% 57.50/23.34  																											| (151)  ~ (all_0_39_39 = e1)
% 57.50/23.34  																											|
% 57.50/23.34  																											| Equations (654) can reduce 198 to:
% 57.50/23.34  																											| (1380)  ~ (all_0_42_42 = e1)
% 57.50/23.34  																											|
% 57.50/23.34  																											| Equations (654) can reduce 86 to:
% 57.50/23.34  																											| (1419)  ~ (all_0_49_49 = e1)
% 57.50/23.34  																											|
% 57.50/23.34  																											| Simplifying 1419 yields:
% 57.50/23.34  																											| (1064)  ~ (all_0_49_49 = e1)
% 57.50/23.34  																											|
% 57.50/23.34  																											| Equations (654) can reduce 224 to:
% 57.50/23.34  																											| (463)  ~ (all_0_51_51 = e1)
% 57.50/23.34  																											|
% 57.50/23.34  																											| Simplifying 463 yields:
% 57.50/23.34  																											| (464)  ~ (all_0_51_51 = e1)
% 57.50/23.34  																											|
% 57.50/23.34  																											| Equations (654) can reduce 252 to:
% 57.50/23.34  																											| (602)  ~ (e4 = e1)
% 57.50/23.34  																											|
% 57.50/23.34  																											| Simplifying 602 yields:
% 57.50/23.34  																											| (110)  ~ (e4 = e1)
% 57.50/23.34  																											|
% 57.50/23.34  																											| Equations (654) can reduce 678 to:
% 57.50/23.34  																											| (233)  ~ (e1 = e0)
% 57.50/23.34  																											|
% 57.50/23.34  																											| From (654) and (23) follows:
% 57.50/23.34  																											| (9478) op(e2, e2) = e1
% 57.50/23.34  																											|
% 57.50/23.34  																											+-Applying beta-rule and splitting (385), into two cases.
% 57.50/23.34  																											|-Branch one:
% 57.50/23.34  																											| (1105) all_0_47_47 = e2
% 57.50/23.34  																											|
% 57.50/23.34  																												| Combining equations (654,1105) yields a new equation:
% 57.50/23.34  																												| (617) e2 = e1
% 57.50/23.34  																												|
% 57.50/23.34  																												| Equations (617) can reduce 122 to:
% 57.50/23.34  																												| (266) $false
% 57.50/23.34  																												|
% 57.50/23.34  																												|-The branch is then unsatisfiable
% 57.50/23.34  																											|-Branch two:
% 57.50/23.34  																											| (338)  ~ (all_0_47_47 = e2)
% 57.50/23.34  																											| (1108) all_0_51_51 = e2 | all_0_56_56 = e2
% 57.50/23.34  																											|
% 57.50/23.34  																												+-Applying beta-rule and splitting (1108), into two cases.
% 57.50/23.34  																												|-Branch one:
% 57.50/23.34  																												| (504) all_0_51_51 = e2
% 57.50/23.34  																												|
% 57.50/23.34  																													| Equations (504) can reduce 1099 to:
% 57.50/23.34  																													| (266) $false
% 57.50/23.34  																													|
% 57.50/23.34  																													|-The branch is then unsatisfiable
% 57.50/23.34  																												|-Branch two:
% 57.50/23.34  																												| (1099)  ~ (all_0_51_51 = e2)
% 57.50/23.34  																												| (833) all_0_56_56 = e2
% 57.50/23.34  																												|
% 57.50/23.34  																													| Equations (833) can reduce 236 to:
% 57.50/23.34  																													| (51)  ~ (all_0_42_42 = e2)
% 57.50/23.34  																													|
% 57.50/23.34  																													| Equations (833) can reduce 16 to:
% 57.50/23.34  																													| (1099)  ~ (all_0_51_51 = e2)
% 57.50/23.34  																													|
% 57.50/23.34  																													| Equations (833) can reduce 153 to:
% 57.50/23.34  																													| (304)  ~ (all_0_55_55 = e2)
% 57.50/23.34  																													|
% 57.50/23.34  																													| Equations (833) can reduce 44 to:
% 57.50/23.34  																													| (1186)  ~ (all_0_58_58 = e2)
% 57.50/23.34  																													|
% 57.50/23.34  																													| Simplifying 1186 yields:
% 57.50/23.34  																													| (908)  ~ (all_0_58_58 = e2)
% 57.50/23.34  																													|
% 57.50/23.34  																													| Equations (833) can reduce 272 to:
% 57.50/23.34  																													| (626)  ~ (e3 = e2)
% 57.50/23.34  																													|
% 57.50/23.34  																													| Simplifying 626 yields:
% 57.50/23.34  																													| (212)  ~ (e3 = e2)
% 57.50/23.34  																													|
% 57.50/23.34  																													| From (833) and (87) follows:
% 57.50/23.34  																													| (4151) op(e2, e2) = all_0_34_34
% 57.50/23.34  																													|
% 57.50/23.34  																													| From (833) and (111) follows:
% 57.50/23.34  																													| (1508) op(e0, e2) = e2
% 57.50/23.34  																													|
% 57.50/23.34  																													+-Applying beta-rule and splitting (377), into two cases.
% 57.50/23.34  																													|-Branch one:
% 57.50/23.34  																													| (583) all_0_49_49 = e2
% 57.50/23.34  																													|
% 57.50/23.34  																														| Equations (583) can reduce 200 to:
% 57.50/23.34  																														| (296)  ~ (all_0_40_40 = e2)
% 57.50/23.34  																														|
% 57.50/23.34  																														| Equations (583) can reduce 119 to:
% 57.50/23.34  																														| (1186)  ~ (all_0_58_58 = e2)
% 57.50/23.34  																														|
% 57.50/23.34  																														| Simplifying 1186 yields:
% 57.50/23.34  																														| (908)  ~ (all_0_58_58 = e2)
% 57.50/23.34  																														|
% 57.50/23.34  																														| Equations (583) can reduce 1064 to:
% 57.50/23.34  																														| (122)  ~ (e2 = e1)
% 57.50/23.34  																														|
% 57.50/23.34  																														| Equations (583) can reduce 487 to:
% 57.50/23.34  																														| (128)  ~ (e2 = e0)
% 57.50/23.34  																														|
% 57.50/23.34  																														| From (583) and (129) follows:
% 57.50/23.34  																														| (14996) op(e2, e2) = all_0_20_20
% 57.50/23.34  																														|
% 57.50/23.34  																														+-Applying beta-rule and splitting (78), into two cases.
% 57.50/23.34  																														|-Branch one:
% 57.50/23.34  																														| (423) all_0_45_45 = e3
% 57.50/23.34  																														|
% 57.50/23.34  																															| Combining equations (248,423) yields a new equation:
% 57.50/23.34  																															| (424) e4 = e3
% 57.50/23.34  																															|
% 57.50/23.34  																															| Simplifying 424 yields:
% 57.50/23.34  																															| (425) e4 = e3
% 57.50/23.34  																															|
% 57.50/23.34  																															| Equations (425) can reduce 188 to:
% 57.50/23.34  																															| (266) $false
% 57.50/23.34  																															|
% 57.50/23.34  																															|-The branch is then unsatisfiable
% 57.50/23.34  																														|-Branch two:
% 57.50/23.34  																														| (427)  ~ (all_0_45_45 = e3)
% 57.50/23.34  																														| (428) all_0_46_46 = e3 | all_0_47_47 = e3 | all_0_49_49 = e3
% 57.50/23.34  																														|
% 57.50/23.34  																															+-Applying beta-rule and splitting (428), into two cases.
% 57.50/23.34  																															|-Branch one:
% 57.50/23.34  																															| (1557) all_0_46_46 = e3
% 57.50/23.34  																															|
% 57.50/23.34  																																| Equations (1557) can reduce 43 to:
% 57.50/23.34  																																| (1898)  ~ (all_0_41_41 = e3)
% 57.50/23.34  																																|
% 57.50/23.34  																																| Equations (1557) can reduce 35 to:
% 57.50/23.34  																																| (410)  ~ (all_0_50_50 = e3)
% 57.50/23.34  																																|
% 57.50/23.34  																																| Simplifying 410 yields:
% 57.50/23.34  																																| (411)  ~ (all_0_50_50 = e3)
% 57.50/23.34  																																|
% 57.50/23.34  																																| Equations (1557) can reduce 58 to:
% 57.50/23.34  																																| (269)  ~ (all_0_55_55 = e3)
% 57.50/23.34  																																|
% 57.50/23.34  																																| Simplifying 269 yields:
% 57.50/23.34  																																| (270)  ~ (all_0_55_55 = e3)
% 57.50/23.34  																																|
% 57.50/23.34  																																| From (1557) and (33) follows:
% 57.50/23.34  																																| (3526) op(e3, e3) = all_0_16_16
% 57.50/23.34  																																|
% 57.50/23.34  																																| From (1557) and (179) follows:
% 57.50/23.34  																																| (3527) op(e3, e2) = all_0_15_15
% 57.50/23.34  																																|
% 57.50/23.34  																																| From (1557) and (120) follows:
% 57.50/23.34  																																| (697) op(e2, e3) = e3
% 57.50/23.34  																																|
% 57.50/23.34  																																| Instantiating formula (29) with e3, e3, all_0_16_16, all_0_41_41 and discharging atoms op(e3, e3) = all_0_16_16, op(e3, e3) = all_0_41_41, yields:
% 57.50/23.34  																																| (15012) all_0_16_16 = all_0_41_41
% 57.50/23.34  																																|
% 57.50/23.34  																																| Instantiating formula (29) with e3, e2, all_0_15_15, all_0_42_42 and discharging atoms op(e3, e2) = all_0_15_15, op(e3, e2) = all_0_42_42, yields:
% 57.50/23.34  																																| (3582) all_0_15_15 = all_0_42_42
% 57.50/23.34  																																|
% 57.50/23.34  																																| Instantiating formula (29) with e2, e2, all_0_34_34, all_0_20_20 and discharging atoms op(e2, e2) = all_0_20_20, op(e2, e2) = all_0_34_34, yields:
% 57.50/23.34  																																| (5157) all_0_20_20 = all_0_34_34
% 57.50/23.34  																																|
% 57.50/23.34  																																| Instantiating formula (29) with e2, e2, e1, all_0_20_20 and discharging atoms op(e2, e2) = all_0_20_20, op(e2, e2) = e1, yields:
% 57.50/23.34  																																| (4267) all_0_20_20 = e1
% 57.50/23.34  																																|
% 57.50/23.34  																																| Instantiating formula (29) with e1, e3, all_0_9_9, all_0_50_50 and discharging atoms op(e1, e3) = all_0_9_9, op(e1, e3) = all_0_50_50, yields:
% 57.50/23.34  																																| (6393) all_0_9_9 = all_0_50_50
% 57.50/23.34  																																|
% 57.50/23.34  																																| Instantiating formula (29) with e1, e1, all_0_10_10, e2 and discharging atoms op(e1, e1) = all_0_10_10, op(e1, e1) = e2, yields:
% 57.50/23.34  																																| (15017) all_0_10_10 = e2
% 57.50/23.34  																																|
% 57.50/23.34  																																| Instantiating formula (29) with e0, e2, e2, all_0_18_18 and discharging atoms op(e0, e2) = all_0_18_18, op(e0, e2) = e2, yields:
% 57.50/23.34  																																| (15018) all_0_18_18 = e2
% 57.50/23.34  																																|
% 57.50/23.34  																																| Instantiating formula (29) with e0, e1, e4, all_0_19_19 and discharging atoms op(e0, e1) = all_0_19_19, op(e0, e1) = e4, yields:
% 57.50/23.34  																																| (15019) all_0_19_19 = e4
% 57.50/23.34  																																|
% 57.50/23.34  																																| Combining equations (5157,4267) yields a new equation:
% 57.50/23.34  																																| (15020) all_0_34_34 = e1
% 57.50/23.34  																																|
% 57.50/23.34  																																| Simplifying 15020 yields:
% 57.50/23.35  																																| (9480) all_0_34_34 = e1
% 57.50/23.35  																																|
% 57.50/23.35  																																| From (15012) and (3526) follows:
% 57.50/23.35  																																| (219) op(e3, e3) = all_0_41_41
% 57.50/23.35  																																|
% 57.50/23.35  																																| From (3582) and (3527) follows:
% 57.50/23.35  																																| (210) op(e3, e2) = all_0_42_42
% 57.50/23.35  																																|
% 57.50/23.35  																																| From (9480) and (4151) follows:
% 57.50/23.35  																																| (9478) op(e2, e2) = e1
% 57.50/23.35  																																|
% 57.50/23.35  																																| From (6393) and (6385) follows:
% 57.50/23.35  																																| (242) op(e1, e3) = all_0_50_50
% 57.50/23.35  																																|
% 57.50/23.35  																																| From (15017) and (6386) follows:
% 57.50/23.35  																																| (10182) op(e1, e1) = e2
% 57.50/23.35  																																|
% 57.50/23.35  																																| From (15018) and (14936) follows:
% 57.50/23.35  																																| (1508) op(e0, e2) = e2
% 57.50/23.35  																																|
% 57.50/23.35  																																| From (15019) and (14937) follows:
% 57.50/23.35  																																| (3109) op(e0, e1) = e4
% 57.50/23.35  																																|
% 57.50/23.35  																																+-Applying beta-rule and splitting (113), into two cases.
% 57.50/23.35  																																|-Branch one:
% 57.50/23.35  																																| (403) all_0_41_41 = e3
% 57.50/23.35  																																|
% 57.50/23.35  																																	| Equations (403) can reduce 1898 to:
% 57.50/23.35  																																	| (266) $false
% 57.50/23.35  																																	|
% 57.50/23.35  																																	|-The branch is then unsatisfiable
% 57.50/23.35  																																|-Branch two:
% 57.50/23.35  																																| (1898)  ~ (all_0_41_41 = e3)
% 57.50/23.35  																																| (1899) all_0_42_42 = e3 | all_0_44_44 = e3
% 57.50/23.35  																																|
% 57.50/23.35  																																	+-Applying beta-rule and splitting (168), into two cases.
% 57.50/23.35  																																	|-Branch one:
% 57.50/23.35  																																	| (415) all_0_50_50 = e3
% 57.50/23.35  																																	|
% 57.50/23.35  																																		| Equations (415) can reduce 411 to:
% 57.50/23.35  																																		| (266) $false
% 57.50/23.35  																																		|
% 57.50/23.35  																																		|-The branch is then unsatisfiable
% 57.50/23.35  																																	|-Branch two:
% 57.50/23.35  																																	| (411)  ~ (all_0_50_50 = e3)
% 57.50/23.35  																																	| (418) all_0_51_51 = e3 | all_0_53_53 = e3
% 57.50/23.35  																																	|
% 57.50/23.35  																																		+-Applying beta-rule and splitting (216), into two cases.
% 57.50/23.35  																																		|-Branch one:
% 57.50/23.35  																																		| (629) all_0_55_55 = e1
% 57.50/23.35  																																		|
% 57.50/23.35  																																			| Equations (629) can reduce 191 to:
% 57.50/23.35  																																			| (457)  ~ (all_0_41_41 = e1)
% 57.50/23.35  																																			|
% 57.50/23.35  																																			| Equations (629) can reduce 93 to:
% 57.50/23.35  																																			| (759)  ~ (all_0_50_50 = e1)
% 57.50/23.35  																																			|
% 57.50/23.35  																																			| Equations (629) can reduce 3 to:
% 57.50/23.35  																																			| (879)  ~ (all_0_58_58 = e1)
% 57.50/23.35  																																			|
% 57.50/23.35  																																			| Simplifying 879 yields:
% 57.50/23.35  																																			| (880)  ~ (all_0_58_58 = e1)
% 57.50/23.35  																																			|
% 57.50/23.35  																																			| Equations (629) can reduce 270 to:
% 57.50/23.35  																																			| (467)  ~ (e3 = e1)
% 57.50/23.35  																																			|
% 57.50/23.35  																																			| Simplifying 467 yields:
% 57.50/23.35  																																			| (213)  ~ (e3 = e1)
% 57.50/23.35  																																			|
% 57.50/23.35  																																			| Equations (629) can reduce 304 to:
% 57.50/23.35  																																			| (604)  ~ (e2 = e1)
% 57.50/23.35  																																			|
% 57.50/23.35  																																			| Simplifying 604 yields:
% 57.50/23.35  																																			| (122)  ~ (e2 = e1)
% 57.50/23.35  																																			|
% 57.50/23.35  																																			| From (629) and (187) follows:
% 57.50/23.35  																																			| (15046) op(e1, e3) = all_0_32_32
% 57.50/23.35  																																			|
% 57.50/23.35  																																			+-Applying beta-rule and splitting (108), into two cases.
% 57.50/23.35  																																			|-Branch one:
% 57.50/23.35  																																			| (624) all_0_58_58 = e2
% 57.50/23.35  																																			|
% 57.50/23.35  																																				| Equations (624) can reduce 908 to:
% 57.50/23.35  																																				| (266) $false
% 57.50/23.35  																																				|
% 57.50/23.35  																																				|-The branch is then unsatisfiable
% 57.50/23.35  																																			|-Branch two:
% 57.50/23.35  																																			| (908)  ~ (all_0_58_58 = e2)
% 57.50/23.35  																																			| (909) all_0_58_58 = e4 | all_0_58_58 = e3 | all_0_58_58 = e1 | all_0_58_58 = e0
% 57.50/23.35  																																			|
% 57.50/23.35  																																				+-Applying beta-rule and splitting (112), into two cases.
% 57.50/23.35  																																				|-Branch one:
% 57.50/23.35  																																				| (635) all_0_44_44 = e1
% 57.50/23.35  																																				|
% 57.50/23.35  																																					| Equations (635) can reduce 639 to:
% 57.50/23.35  																																					| (266) $false
% 57.50/23.35  																																					|
% 57.50/23.35  																																					|-The branch is then unsatisfiable
% 57.50/23.35  																																				|-Branch two:
% 57.50/23.35  																																				| (639)  ~ (all_0_44_44 = e1)
% 57.50/23.35  																																				| (640) all_0_49_49 = e1 | all_0_53_53 = e1 | all_0_58_58 = e1
% 57.50/23.35  																																				|
% 57.50/23.35  																																					+-Applying beta-rule and splitting (909), into two cases.
% 57.50/23.35  																																					|-Branch one:
% 57.50/23.35  																																					| (910) all_0_58_58 = e4
% 57.50/23.35  																																					|
% 57.50/23.35  																																						| Equations (910) can reduce 451 to:
% 57.50/23.35  																																						| (266) $false
% 57.50/23.35  																																						|
% 57.50/23.35  																																						|-The branch is then unsatisfiable
% 57.50/23.35  																																					|-Branch two:
% 57.50/23.35  																																					| (451)  ~ (all_0_58_58 = e4)
% 57.50/23.35  																																					| (913) all_0_58_58 = e3 | all_0_58_58 = e1 | all_0_58_58 = e0
% 57.50/23.35  																																					|
% 57.50/23.35  																																						+-Applying beta-rule and splitting (640), into two cases.
% 57.50/23.35  																																						|-Branch one:
% 57.50/23.35  																																						| (671) all_0_49_49 = e1
% 57.50/23.35  																																						|
% 57.50/23.35  																																							| Combining equations (583,671) yields a new equation:
% 57.50/23.35  																																							| (616) e2 = e1
% 57.50/23.35  																																							|
% 57.50/23.35  																																							| Simplifying 616 yields:
% 57.50/23.35  																																							| (617) e2 = e1
% 57.50/23.35  																																							|
% 57.50/23.35  																																							| Equations (617) can reduce 122 to:
% 57.50/23.35  																																							| (266) $false
% 57.50/23.35  																																							|
% 57.50/23.35  																																							|-The branch is then unsatisfiable
% 57.50/23.35  																																						|-Branch two:
% 57.50/23.35  																																						| (1064)  ~ (all_0_49_49 = e1)
% 57.50/23.35  																																						| (2141) all_0_53_53 = e1 | all_0_58_58 = e1
% 57.50/23.35  																																						|
% 57.50/23.35  																																							| Equations (583) can reduce 1064 to:
% 57.50/23.35  																																							| (122)  ~ (e2 = e1)
% 57.50/23.35  																																							|
% 57.50/23.35  																																							+-Applying beta-rule and splitting (913), into two cases.
% 57.50/23.35  																																							|-Branch one:
% 57.50/23.35  																																							| (914) all_0_58_58 = e0
% 57.50/23.35  																																							|
% 57.50/23.35  																																								| Equations (914) can reduce 178 to:
% 57.50/23.35  																																								| (1401)  ~ (all_0_40_40 = e0)
% 57.50/23.35  																																								|
% 57.50/23.35  																																								| Equations (914) can reduce 908 to:
% 57.50/23.35  																																								| (365)  ~ (e2 = e0)
% 57.50/23.35  																																								|
% 57.50/23.35  																																								| Simplifying 365 yields:
% 57.50/23.35  																																								| (128)  ~ (e2 = e0)
% 57.50/23.35  																																								|
% 57.50/23.35  																																								| Equations (914) can reduce 880 to:
% 57.50/23.35  																																								| (435)  ~ (e1 = e0)
% 57.50/23.35  																																								|
% 57.50/23.35  																																								| Simplifying 435 yields:
% 57.50/23.35  																																								| (233)  ~ (e1 = e0)
% 57.50/23.35  																																								|
% 57.50/23.35  																																								+-Applying beta-rule and splitting (2141), into two cases.
% 57.50/23.35  																																								|-Branch one:
% 57.50/23.35  																																								| (1208) all_0_53_53 = e1
% 57.50/23.35  																																								|
% 57.50/23.35  																																									| Equations (1208) can reduce 162 to:
% 57.50/23.35  																																									| (132)  ~ (all_0_40_40 = e1)
% 57.50/23.35  																																									|
% 57.50/23.35  																																									| Equations (1208) can reduce 220 to:
% 57.50/23.35  																																									| (639)  ~ (all_0_44_44 = e1)
% 57.50/23.35  																																									|
% 57.50/23.35  																																									| Equations (1208) can reduce 190 to:
% 57.50/23.35  																																									| (759)  ~ (all_0_50_50 = e1)
% 57.50/23.35  																																									|
% 57.50/23.35  																																									+-Applying beta-rule and splitting (418), into two cases.
% 57.50/23.35  																																									|-Branch one:
% 57.50/23.35  																																									| (660) all_0_51_51 = e3
% 57.50/23.35  																																									|
% 57.50/23.35  																																										| Equations (660) can reduce 61 to:
% 57.50/23.35  																																										| (405)  ~ (all_0_42_42 = e3)
% 57.50/23.35  																																										|
% 57.50/23.35  																																										| Equations (660) can reduce 59 to:
% 57.50/23.35  																																										| (411)  ~ (all_0_50_50 = e3)
% 57.50/23.35  																																										|
% 57.50/23.35  																																										| From (660) and (177) follows:
% 57.50/23.35  																																										| (9464) op(e3, e2) = all_0_25_25
% 57.50/23.35  																																										|
% 57.50/23.35  																																										| From (660) and (157) follows:
% 57.50/23.35  																																										| (1551) op(e3, e1) = all_0_24_24
% 57.50/23.35  																																										|
% 57.50/23.35  																																										| From (660) and (186) follows:
% 57.50/23.35  																																										| (1552) op(e1, e2) = e3
% 57.50/23.35  																																										|
% 57.50/23.35  																																										+-Applying beta-rule and splitting (1899), into two cases.
% 57.50/23.35  																																										|-Branch one:
% 57.50/23.35  																																										| (516) all_0_42_42 = e3
% 57.50/23.35  																																										|
% 57.50/23.35  																																											| Equations (516) can reduce 405 to:
% 57.50/23.35  																																											| (266) $false
% 57.50/23.35  																																											|
% 57.50/23.35  																																											|-The branch is then unsatisfiable
% 57.50/23.35  																																										|-Branch two:
% 57.50/23.35  																																										| (405)  ~ (all_0_42_42 = e3)
% 57.50/23.35  																																										| (532) all_0_44_44 = e3
% 57.50/23.35  																																										|
% 57.50/23.35  																																											| Equations (532) can reduce 143 to:
% 57.50/23.35  																																											| (2)  ~ (all_0_40_40 = e3)
% 57.50/23.35  																																											|
% 57.50/23.35  																																											| Equations (532) can reduce 149 to:
% 57.50/23.35  																																											| (1898)  ~ (all_0_41_41 = e3)
% 57.50/23.35  																																											|
% 57.50/23.35  																																											| Equations (532) can reduce 639 to:
% 57.50/23.35  																																											| (213)  ~ (e3 = e1)
% 57.50/23.35  																																											|
% 57.50/23.35  																																											| From (532) and (70) follows:
% 57.50/23.35  																																											| (1954) op(e3, e0) = all_0_12_12
% 57.50/23.35  																																											|
% 57.50/23.35  																																											| From (532) and (138) follows:
% 57.50/23.35  																																											| (1639) op(e3, e0) = e3
% 57.50/23.35  																																											|
% 57.50/23.35  																																											+-Applying beta-rule and splitting (150), into two cases.
% 57.50/23.35  																																											|-Branch one:
% 57.50/23.35  																																											| (1378) all_0_40_40 = e4
% 57.50/23.35  																																											|
% 57.50/23.35  																																												| Equations (1378) can reduce 176 to:
% 57.50/23.35  																																												| (1377)  ~ (all_0_39_39 = e4)
% 57.50/23.35  																																												|
% 57.50/23.35  																																												| Equations (1378) can reduce 2 to:
% 57.50/23.35  																																												| (188)  ~ (e4 = e3)
% 57.50/23.35  																																												|
% 57.50/23.35  																																												| Equations (1378) can reduce 296 to:
% 57.50/23.35  																																												| (48)  ~ (e4 = e2)
% 57.50/23.35  																																												|
% 57.50/23.35  																																												| Equations (1378) can reduce 132 to:
% 57.50/23.35  																																												| (110)  ~ (e4 = e1)
% 57.50/23.35  																																												|
% 57.50/23.35  																																												| From (1378) and (34) follows:
% 57.50/23.35  																																												| (1455) op(e4, e4) = all_0_4_4
% 57.50/23.35  																																												|
% 57.50/23.35  																																												+-Applying beta-rule and splitting (231), into two cases.
% 57.50/23.35  																																												|-Branch one:
% 57.50/23.35  																																												| (775) all_0_50_50 = e4
% 57.50/23.35  																																												|
% 57.50/23.35  																																													| Equations (775) can reduce 221 to:
% 57.50/23.35  																																													| (440)  ~ (all_0_41_41 = e4)
% 57.50/23.35  																																													|
% 57.50/23.35  																																													| Equations (775) can reduce 411 to:
% 57.50/23.35  																																													| (188)  ~ (e4 = e3)
% 57.50/23.35  																																													|
% 57.50/23.35  																																													| Equations (775) can reduce 759 to:
% 57.50/23.35  																																													| (110)  ~ (e4 = e1)
% 57.50/23.35  																																													|
% 57.50/23.35  																																													| From (775) and (242) follows:
% 57.50/23.36  																																													| (5059) op(e1, e3) = e4
% 57.50/23.36  																																													|
% 57.50/23.36  																																													+-Applying beta-rule and splitting (27), into two cases.
% 57.50/23.36  																																													|-Branch one:
% 57.50/23.36  																																													| (437) all_0_41_41 = e4
% 57.50/23.36  																																													|
% 57.50/23.36  																																														| Equations (437) can reduce 440 to:
% 57.50/23.36  																																														| (266) $false
% 57.50/23.36  																																														|
% 57.50/23.36  																																														|-The branch is then unsatisfiable
% 57.50/23.36  																																													|-Branch two:
% 57.50/23.36  																																													| (440)  ~ (all_0_41_41 = e4)
% 57.50/23.36  																																													| (4049) all_0_41_41 = e3 | all_0_41_41 = e1 | all_0_41_41 = e0
% 57.50/23.36  																																													|
% 57.50/23.36  																																														+-Applying beta-rule and splitting (243), into two cases.
% 57.50/23.36  																																														|-Branch one:
% 57.50/23.36  																																														| (329) all_0_38_38 = e0
% 57.50/23.36  																																														|
% 57.50/23.36  																																															| Combining equations (292,329) yields a new equation:
% 57.50/23.36  																																															| (391) e2 = e0
% 57.50/23.36  																																															|
% 57.50/23.36  																																															| Simplifying 391 yields:
% 57.50/23.36  																																															| (330) e2 = e0
% 57.50/23.36  																																															|
% 57.50/23.36  																																															| Equations (330) can reduce 128 to:
% 57.50/23.36  																																															| (266) $false
% 57.50/23.36  																																															|
% 57.50/23.36  																																															|-The branch is then unsatisfiable
% 57.50/23.36  																																														|-Branch two:
% 57.50/23.36  																																														| (332)  ~ (all_0_38_38 = e0)
% 57.50/23.36  																																														| (395) all_0_41_41 = e0 | all_0_46_46 = e0 | all_0_55_55 = e0
% 57.50/23.36  																																														|
% 57.50/23.36  																																															+-Applying beta-rule and splitting (320), into two cases.
% 57.50/23.36  																																															|-Branch one:
% 57.50/23.36  																																															| (471) all_0_39_39 = e4
% 57.50/23.36  																																															|
% 57.50/23.36  																																																| Equations (471) can reduce 1377 to:
% 57.50/23.36  																																																| (266) $false
% 57.50/23.36  																																																|
% 57.50/23.36  																																																|-The branch is then unsatisfiable
% 57.50/23.36  																																															|-Branch two:
% 57.50/23.36  																																															| (1377)  ~ (all_0_39_39 = e4)
% 57.50/23.36  																																															| (480) all_0_39_39 = e0
% 57.50/23.36  																																															|
% 57.50/23.36  																																																| Equations (480) can reduce 1377 to:
% 57.50/23.36  																																																| (401)  ~ (e4 = e0)
% 57.50/23.36  																																																|
% 57.50/23.36  																																																| Simplifying 401 yields:
% 57.50/23.36  																																																| (49)  ~ (e4 = e0)
% 57.50/23.36  																																																|
% 57.50/23.36  																																																| From (480) and (182) follows:
% 57.50/23.36  																																																| (1412) op(e0, e4) = all_0_2_2
% 57.50/23.36  																																																|
% 57.50/23.36  																																																| From (480) and (38) follows:
% 57.50/23.36  																																																| (1413) op(e0, e2) = all_0_3_3
% 57.50/23.36  																																																|
% 57.50/23.36  																																																+-Applying beta-rule and splitting (164), into two cases.
% 57.50/23.36  																																																|-Branch one:
% 57.50/23.36  																																																| (471) all_0_39_39 = e4
% 57.50/23.36  																																																|
% 57.50/23.36  																																																	| Combining equations (480,471) yields a new equation:
% 57.50/23.36  																																																	| (397) e4 = e0
% 57.50/23.36  																																																	|
% 57.50/23.36  																																																	| Equations (397) can reduce 49 to:
% 57.50/23.36  																																																	| (266) $false
% 57.50/23.36  																																																	|
% 57.50/23.36  																																																	|-The branch is then unsatisfiable
% 57.50/23.36  																																																|-Branch two:
% 57.50/23.36  																																																| (1377)  ~ (all_0_39_39 = e4)
% 57.50/23.36  																																																| (2115) all_0_42_42 = e4 | all_0_47_47 = e4 | all_0_51_51 = e4 | all_0_56_56 = e4
% 57.50/23.36  																																																|
% 57.50/23.36  																																																	+-Applying beta-rule and splitting (395), into two cases.
% 57.50/23.36  																																																	|-Branch one:
% 57.50/23.36  																																																	| (794) all_0_41_41 = e0
% 57.50/23.36  																																																	|
% 57.50/23.36  																																																		| Equations (794) can reduce 440 to:
% 57.50/23.36  																																																		| (401)  ~ (e4 = e0)
% 57.50/23.36  																																																		|
% 57.50/23.36  																																																		| Simplifying 401 yields:
% 57.50/23.36  																																																		| (49)  ~ (e4 = e0)
% 57.50/23.36  																																																		|
% 57.50/23.36  																																																		| Equations (794) can reduce 457 to:
% 57.50/23.36  																																																		| (435)  ~ (e1 = e0)
% 57.50/23.36  																																																		|
% 57.50/23.36  																																																		| Simplifying 435 yields:
% 57.50/23.36  																																																		| (233)  ~ (e1 = e0)
% 57.50/23.36  																																																		|
% 57.50/23.36  																																																		+-Applying beta-rule and splitting (64), into two cases.
% 57.50/23.36  																																																		|-Branch one:
% 57.50/23.36  																																																		| (437) all_0_41_41 = e4
% 57.50/23.36  																																																		|
% 57.50/23.36  																																																			| Combining equations (794,437) yields a new equation:
% 57.50/23.36  																																																			| (397) e4 = e0
% 57.50/23.36  																																																			|
% 57.50/23.36  																																																			| Equations (397) can reduce 49 to:
% 57.50/23.36  																																																			| (266) $false
% 57.50/23.36  																																																			|
% 57.50/23.36  																																																			|-The branch is then unsatisfiable
% 57.50/23.36  																																																		|-Branch two:
% 57.50/23.36  																																																		| (440)  ~ (all_0_41_41 = e4)
% 57.50/23.36  																																																		| (441) all_0_42_42 = e4 | all_0_43_43 = e4 | all_0_44_44 = e4
% 57.50/23.36  																																																		|
% 57.50/23.36  																																																			+-Applying beta-rule and splitting (152), into two cases.
% 57.50/23.36  																																																			|-Branch one:
% 57.50/23.36  																																																			| (1392) all_0_42_42 = e4
% 57.50/23.36  																																																			|
% 57.50/23.36  																																																				| From (1392) and (210) follows:
% 57.50/23.36  																																																				| (4074) op(e3, e2) = e4
% 57.50/23.36  																																																				|
% 57.50/23.36  																																																				| Instantiating formula (29) with e4, e4, all_0_4_4, e1 and discharging atoms op(e4, e4) = all_0_4_4, op(e4, e4) = e1, yields:
% 57.50/23.36  																																																				| (1587) all_0_4_4 = e1
% 57.50/23.36  																																																				|
% 57.50/23.36  																																																				| Instantiating formula (29) with e3, e2, e4, all_0_25_25 and discharging atoms op(e3, e2) = all_0_25_25, op(e3, e2) = e4, yields:
% 57.50/23.36  																																																				| (15138) all_0_25_25 = e4
% 57.50/23.36  																																																				|
% 57.50/23.36  																																																				| Instantiating formula (29) with e3, e1, all_0_24_24, e1 and discharging atoms op(e3, e1) = all_0_24_24, op(e3, e1) = e1, yields:
% 57.50/23.36  																																																				| (15139) all_0_24_24 = e1
% 57.50/23.36  																																																				|
% 57.50/23.36  																																																				| Instantiating formula (29) with e3, e0, e3, all_0_12_12 and discharging atoms op(e3, e0) = all_0_12_12, op(e3, e0) = e3, yields:
% 57.50/23.36  																																																				| (2156) all_0_12_12 = e3
% 57.50/23.36  																																																				|
% 57.50/23.36  																																																				| Instantiating formula (29) with e1, e3, e4, all_0_32_32 and discharging atoms op(e1, e3) = all_0_32_32, op(e1, e3) = e4, yields:
% 57.50/23.36  																																																				| (15141) all_0_32_32 = e4
% 57.50/23.36  																																																				|
% 57.50/23.36  																																																				| Instantiating formula (29) with e0, e4, all_0_2_2, e3 and discharging atoms op(e0, e4) = all_0_2_2, op(e0, e4) = e3, yields:
% 57.50/23.36  																																																				| (1595) all_0_2_2 = e3
% 57.50/23.36  																																																				|
% 57.50/23.36  																																																				| Instantiating formula (29) with e0, e2, all_0_3_3, e2 and discharging atoms op(e0, e2) = all_0_3_3, op(e0, e2) = e2, yields:
% 57.50/23.36  																																																				| (1597) all_0_3_3 = e2
% 57.50/23.36  																																																				|
% 57.50/23.36  																																																				| From (1587) and (1455) follows:
% 57.50/23.36  																																																				| (41) op(e4, e4) = e1
% 57.50/23.36  																																																				|
% 57.50/23.36  																																																				| From (15138) and (9464) follows:
% 57.50/23.36  																																																				| (4074) op(e3, e2) = e4
% 57.50/23.36  																																																				|
% 57.50/23.36  																																																				| From (15139) and (1551) follows:
% 57.50/23.36  																																																				| (13877) op(e3, e1) = e1
% 57.50/23.36  																																																				|
% 57.50/23.36  																																																				| From (2156) and (1954) follows:
% 57.50/23.36  																																																				| (1639) op(e3, e0) = e3
% 57.50/23.36  																																																				|
% 57.50/23.36  																																																				| From (15141) and (15046) follows:
% 57.50/23.36  																																																				| (5059) op(e1, e3) = e4
% 57.50/23.36  																																																				|
% 57.50/23.36  																																																				| From (1595) and (1412) follows:
% 57.50/23.36  																																																				| (283) op(e0, e4) = e3
% 57.50/23.36  																																																				|
% 57.50/23.36  																																																				| From (1597) and (1413) follows:
% 57.50/23.36  																																																				| (1508) op(e0, e2) = e2
% 57.50/23.36  																																																				|
% 57.50/23.36  																																																				+-Applying beta-rule and splitting (56), into two cases.
% 57.50/23.36  																																																				|-Branch one:
% 57.50/23.36  																																																				| (696) unit = e2
% 57.50/23.36  																																																				|
% 57.50/23.36  																																																					| From (696) and (32) follows:
% 57.50/23.36  																																																					| (698) op(e2, e2) = e2
% 57.50/23.36  																																																					|
% 57.50/23.36  																																																					| From (696) and (42) follows:
% 57.50/23.36  																																																					| (1613) op(e0, e2) = e0
% 57.50/23.36  																																																					|
% 57.50/23.36  																																																					| Instantiating formula (29) with e2, e2, e2, e1 and discharging atoms op(e2, e2) = e2, op(e2, e2) = e1, yields:
% 57.50/23.36  																																																					| (617) e2 = e1
% 57.50/23.36  																																																					|
% 57.50/23.36  																																																					| Instantiating formula (29) with e0, e2, e0, e2 and discharging atoms op(e0, e2) = e2, op(e0, e2) = e0, yields:
% 57.50/23.36  																																																					| (330) e2 = e0
% 57.50/23.36  																																																					|
% 57.50/23.36  																																																					| Combining equations (617,330) yields a new equation:
% 57.50/23.36  																																																					| (546) e1 = e0
% 57.50/23.36  																																																					|
% 57.50/23.36  																																																					| Simplifying 546 yields:
% 57.50/23.36  																																																					| (431) e1 = e0
% 57.50/23.36  																																																					|
% 57.60/23.36  																																																					| Equations (431) can reduce 233 to:
% 57.60/23.36  																																																					| (266) $false
% 57.60/23.36  																																																					|
% 57.60/23.36  																																																					|-The branch is then unsatisfiable
% 57.60/23.36  																																																				|-Branch two:
% 57.60/23.36  																																																				| (707)  ~ (unit = e2)
% 57.60/23.36  																																																				| (708) unit = e4 | unit = e3 | unit = e1 | unit = e0
% 57.60/23.36  																																																				|
% 57.60/23.36  																																																					+-Applying beta-rule and splitting (708), into two cases.
% 57.60/23.36  																																																					|-Branch one:
% 57.60/23.36  																																																					| (709) unit = e4
% 57.60/23.36  																																																					|
% 57.60/23.36  																																																						| From (709) and (227) follows:
% 57.60/23.36  																																																						| (710) op(e4, e4) = e4
% 57.60/23.36  																																																						|
% 57.60/23.36  																																																						| From (709) and (40) follows:
% 57.60/23.36  																																																						| (711) op(e3, e4) = e3
% 57.60/23.36  																																																						|
% 57.60/23.36  																																																						| From (709) and (32) follows:
% 57.60/23.36  																																																						| (712) op(e2, e4) = e2
% 57.60/23.36  																																																						|
% 57.60/23.36  																																																						| From (709) and (42) follows:
% 57.60/23.36  																																																						| (713) op(e0, e4) = e0
% 57.60/23.36  																																																						|
% 57.60/23.36  																																																						| Instantiating formula (29) with e4, e4, e4, e1 and discharging atoms op(e4, e4) = e4, op(e4, e4) = e1, yields:
% 57.60/23.36  																																																						| (630) e4 = e1
% 57.60/23.36  																																																						|
% 57.60/23.36  																																																						| Instantiating formula (29) with e3, e4, e3, e2 and discharging atoms op(e3, e4) = e3, op(e3, e4) = e2, yields:
% 57.60/23.36  																																																						| (662) e3 = e2
% 57.60/23.36  																																																						|
% 57.60/23.36  																																																						| Instantiating formula (29) with e2, e4, e2, e4 and discharging atoms op(e2, e4) = e4, op(e2, e4) = e2, yields:
% 57.60/23.36  																																																						| (323) e4 = e2
% 57.60/23.36  																																																						|
% 57.60/23.36  																																																						| Instantiating formula (29) with e0, e4, e0, e3 and discharging atoms op(e0, e4) = e3, op(e0, e4) = e0, yields:
% 57.60/23.36  																																																						| (676) e3 = e0
% 57.60/23.36  																																																						|
% 57.60/23.36  																																																						| Combining equations (630,323) yields a new equation:
% 57.60/23.36  																																																						| (617) e2 = e1
% 57.60/23.36  																																																						|
% 57.60/23.36  																																																						| Combining equations (662,676) yields a new equation:
% 57.60/23.36  																																																						| (391) e2 = e0
% 57.60/23.36  																																																						|
% 57.60/23.36  																																																						| Simplifying 391 yields:
% 57.60/23.36  																																																						| (330) e2 = e0
% 57.60/23.36  																																																						|
% 57.60/23.36  																																																						| Combining equations (617,330) yields a new equation:
% 57.60/23.36  																																																						| (546) e1 = e0
% 57.60/23.36  																																																						|
% 57.60/23.36  																																																						| Simplifying 546 yields:
% 57.60/23.36  																																																						| (431) e1 = e0
% 57.60/23.36  																																																						|
% 57.60/23.36  																																																						| Equations (431) can reduce 233 to:
% 57.60/23.36  																																																						| (266) $false
% 57.60/23.36  																																																						|
% 57.60/23.36  																																																						|-The branch is then unsatisfiable
% 57.60/23.36  																																																					|-Branch two:
% 57.60/23.36  																																																					| (724)  ~ (unit = e4)
% 57.60/23.36  																																																					| (725) unit = e3 | unit = e1 | unit = e0
% 57.60/23.36  																																																					|
% 57.60/23.36  																																																						+-Applying beta-rule and splitting (725), into two cases.
% 57.60/23.36  																																																						|-Branch one:
% 57.60/23.36  																																																						| (726) unit = e0
% 57.60/23.36  																																																						|
% 57.60/23.36  																																																							| From (726) and (244) follows:
% 57.60/23.36  																																																							| (2207) op(e0, e4) = e4
% 57.60/23.36  																																																							|
% 57.60/23.36  																																																							| From (726) and (211) follows:
% 57.60/23.36  																																																							| (15180) op(e0, e1) = e1
% 57.60/23.36  																																																							|
% 57.60/23.36  																																																							| Instantiating formula (29) with e0, e4, e4, e3 and discharging atoms op(e0, e4) = e4, op(e0, e4) = e3, yields:
% 57.60/23.36  																																																							| (425) e4 = e3
% 57.60/23.36  																																																							|
% 57.60/23.36  																																																							| Instantiating formula (29) with e0, e1, e1, e4 and discharging atoms op(e0, e1) = e4, op(e0, e1) = e1, yields:
% 57.60/23.36  																																																							| (630) e4 = e1
% 57.60/23.36  																																																							|
% 57.60/23.36  																																																							| Combining equations (425,630) yields a new equation:
% 57.60/23.36  																																																							| (454) e3 = e1
% 57.60/23.36  																																																							|
% 57.60/23.37  																																																							| Simplifying 454 yields:
% 57.60/23.37  																																																							| (455) e3 = e1
% 57.60/23.37  																																																							|
% 57.60/23.37  																																																							| Equations (455) can reduce 213 to:
% 57.60/23.37  																																																							| (266) $false
% 57.60/23.37  																																																							|
% 57.60/23.37  																																																							|-The branch is then unsatisfiable
% 57.60/23.37  																																																						|-Branch two:
% 57.60/23.37  																																																						| (734)  ~ (unit = e0)
% 57.60/23.37  																																																						| (735) unit = e3 | unit = e1
% 57.60/23.37  																																																						|
% 57.60/23.37  																																																							+-Applying beta-rule and splitting (735), into two cases.
% 57.60/23.37  																																																							|-Branch one:
% 57.60/23.37  																																																							| (736) unit = e1
% 57.60/23.37  																																																							|
% 57.60/23.37  																																																								| Equations (736) can reduce 734 to:
% 57.60/23.37  																																																								| (233)  ~ (e1 = e0)
% 57.60/23.37  																																																								|
% 57.60/23.37  																																																								| From (736) and (15) follows:
% 57.60/23.37  																																																								| (515) op(e1, e2) = e2
% 57.60/23.37  																																																								|
% 57.60/23.37  																																																								| From (736) and (40) follows:
% 57.60/23.37  																																																								| (1652) op(e3, e1) = e3
% 57.60/23.37  																																																								|
% 57.60/23.37  																																																								| From (736) and (32) follows:
% 57.60/23.37  																																																								| (347) op(e2, e1) = e2
% 57.60/23.37  																																																								|
% 57.60/23.37  																																																								| Instantiating formula (29) with e3, e1, e3, e1 and discharging atoms op(e3, e1) = e3, op(e3, e1) = e1, yields:
% 57.60/23.37  																																																								| (455) e3 = e1
% 57.60/23.37  																																																								|
% 57.60/23.37  																																																								| Instantiating formula (29) with e2, e1, e2, e0 and discharging atoms op(e2, e1) = e2, op(e2, e1) = e0, yields:
% 57.60/23.37  																																																								| (330) e2 = e0
% 57.60/23.37  																																																								|
% 57.60/23.37  																																																								| Instantiating formula (29) with e1, e2, e2, e3 and discharging atoms op(e1, e2) = e3, op(e1, e2) = e2, yields:
% 57.60/23.37  																																																								| (662) e3 = e2
% 57.60/23.37  																																																								|
% 57.60/23.37  																																																								| Combining equations (662,455) yields a new equation:
% 57.60/23.37  																																																								| (616) e2 = e1
% 57.60/23.37  																																																								|
% 57.60/23.37  																																																								| Simplifying 616 yields:
% 57.60/23.37  																																																								| (617) e2 = e1
% 57.60/23.37  																																																								|
% 57.60/23.37  																																																								| Combining equations (330,617) yields a new equation:
% 57.60/23.37  																																																								| (431) e1 = e0
% 57.60/23.37  																																																								|
% 57.60/23.37  																																																								| Equations (431) can reduce 233 to:
% 57.60/23.37  																																																								| (266) $false
% 57.60/23.37  																																																								|
% 57.60/23.37  																																																								|-The branch is then unsatisfiable
% 57.60/23.37  																																																							|-Branch two:
% 57.60/23.37  																																																							| (748)  ~ (unit = e1)
% 57.60/23.37  																																																							| (749) unit = e3
% 57.60/23.37  																																																							|
% 57.60/23.37  																																																								| From (749) and (15) follows:
% 57.60/23.37  																																																								| (751) op(e3, e2) = e2
% 57.60/23.37  																																																								|
% 57.60/23.37  																																																								| From (749) and (209) follows:
% 57.60/23.37  																																																								| (1667) op(e3, e0) = e0
% 57.60/23.37  																																																								|
% 57.60/23.37  																																																								| From (749) and (32) follows:
% 57.60/23.37  																																																								| (5793) op(e2, e3) = e2
% 57.60/23.37  																																																								|
% 57.60/23.37  																																																								| From (749) and (28) follows:
% 57.60/23.37  																																																								| (2235) op(e1, e3) = e1
% 57.60/23.37  																																																								|
% 57.60/23.37  																																																								| Instantiating formula (29) with e3, e2, e2, e4 and discharging atoms op(e3, e2) = e4, op(e3, e2) = e2, yields:
% 57.60/23.37  																																																								| (323) e4 = e2
% 57.60/23.37  																																																								|
% 57.60/23.37  																																																								| Instantiating formula (29) with e3, e0, e0, e3 and discharging atoms op(e3, e0) = e3, op(e3, e0) = e0, yields:
% 57.60/23.37  																																																								| (676) e3 = e0
% 57.60/23.37  																																																								|
% 57.60/23.37  																																																								| Instantiating formula (29) with e2, e3, e2, e3 and discharging atoms op(e2, e3) = e3, op(e2, e3) = e2, yields:
% 57.60/23.37  																																																								| (662) e3 = e2
% 57.60/23.37  																																																								|
% 57.60/23.37  																																																								| Instantiating formula (29) with e1, e3, e1, e4 and discharging atoms op(e1, e3) = e4, op(e1, e3) = e1, yields:
% 57.60/23.37  																																																								| (630) e4 = e1
% 57.60/23.37  																																																								|
% 57.60/23.37  																																																								| Combining equations (630,323) yields a new equation:
% 57.60/23.37  																																																								| (617) e2 = e1
% 57.60/23.37  																																																								|
% 57.60/23.37  																																																								| Combining equations (676,662) yields a new equation:
% 57.60/23.37  																																																								| (330) e2 = e0
% 57.60/23.37  																																																								|
% 57.60/23.37  																																																								| Combining equations (330,617) yields a new equation:
% 57.60/23.37  																																																								| (431) e1 = e0
% 57.60/23.37  																																																								|
% 57.60/23.37  																																																								| Equations (431) can reduce 233 to:
% 57.60/23.37  																																																								| (266) $false
% 57.60/23.37  																																																								|
% 57.60/23.37  																																																								|-The branch is then unsatisfiable
% 57.60/23.37  																																																			|-Branch two:
% 57.60/23.37  																																																			| (1890)  ~ (all_0_42_42 = e4)
% 57.60/23.37  																																																			| (1969) all_0_42_42 = e3 | all_0_42_42 = e1 | all_0_42_42 = e0
% 57.60/23.37  																																																			|
% 57.60/23.37  																																																				+-Applying beta-rule and splitting (2115), into two cases.
% 57.60/23.37  																																																				|-Branch one:
% 57.60/23.37  																																																				| (1392) all_0_42_42 = e4
% 57.60/23.37  																																																				|
% 57.60/23.37  																																																					| Equations (1392) can reduce 1890 to:
% 57.60/23.37  																																																					| (266) $false
% 57.60/23.37  																																																					|
% 57.60/23.37  																																																					|-The branch is then unsatisfiable
% 57.60/23.37  																																																				|-Branch two:
% 57.60/23.37  																																																				| (1890)  ~ (all_0_42_42 = e4)
% 57.60/23.37  																																																				| (2246) all_0_47_47 = e4 | all_0_51_51 = e4 | all_0_56_56 = e4
% 57.60/23.37  																																																				|
% 57.60/23.37  																																																					+-Applying beta-rule and splitting (441), into two cases.
% 57.60/23.37  																																																					|-Branch one:
% 57.60/23.37  																																																					| (1392) all_0_42_42 = e4
% 57.60/23.37  																																																					|
% 57.60/23.37  																																																						| Equations (1392) can reduce 1890 to:
% 57.60/23.37  																																																						| (266) $false
% 57.60/23.37  																																																						|
% 57.60/23.37  																																																						|-The branch is then unsatisfiable
% 57.60/23.37  																																																					|-Branch two:
% 57.60/23.37  																																																					| (1890)  ~ (all_0_42_42 = e4)
% 57.60/23.37  																																																					| (1891) all_0_43_43 = e4 | all_0_44_44 = e4
% 57.60/23.37  																																																					|
% 57.60/23.37  																																																						+-Applying beta-rule and splitting (1891), into two cases.
% 57.60/23.37  																																																						|-Branch one:
% 57.60/23.37  																																																						| (396) all_0_43_43 = e4
% 57.60/23.37  																																																						|
% 57.60/23.37  																																																							| Combining equations (396,430) yields a new equation:
% 57.60/23.37  																																																							| (636) e4 = e1
% 57.60/23.37  																																																							|
% 57.60/23.37  																																																							| Simplifying 636 yields:
% 57.60/23.37  																																																							| (630) e4 = e1
% 57.60/23.37  																																																							|
% 57.60/23.37  																																																							| Equations (630) can reduce 110 to:
% 57.60/23.37  																																																							| (266) $false
% 57.60/23.37  																																																							|
% 57.60/23.37  																																																							|-The branch is then unsatisfiable
% 57.60/23.37  																																																						|-Branch two:
% 57.60/23.37  																																																						| (399)  ~ (all_0_43_43 = e4)
% 57.60/23.37  																																																						| (446) all_0_44_44 = e4
% 57.60/23.37  																																																						|
% 57.60/23.37  																																																							| Combining equations (532,446) yields a new equation:
% 57.60/23.37  																																																							| (425) e4 = e3
% 57.60/23.37  																																																							|
% 57.60/23.37  																																																							| Equations (425) can reduce 188 to:
% 57.60/23.37  																																																							| (266) $false
% 57.60/23.37  																																																							|
% 57.60/23.37  																																																							|-The branch is then unsatisfiable
% 57.60/23.37  																																																	|-Branch two:
% 57.60/23.37  																																																	| (357)  ~ (all_0_41_41 = e0)
% 57.60/23.37  																																																	| (895) all_0_46_46 = e0 | all_0_55_55 = e0
% 57.60/23.37  																																																	|
% 57.60/23.37  																																																		+-Applying beta-rule and splitting (165), into two cases.
% 57.60/23.37  																																																		|-Branch one:
% 57.60/23.37  																																																		| (794) all_0_41_41 = e0
% 57.60/23.37  																																																		|
% 57.60/23.37  																																																			| Equations (794) can reduce 357 to:
% 57.60/23.37  																																																			| (266) $false
% 57.60/23.37  																																																			|
% 57.60/23.37  																																																			|-The branch is then unsatisfiable
% 57.60/23.37  																																																		|-Branch two:
% 57.60/23.37  																																																		| (357)  ~ (all_0_41_41 = e0)
% 57.60/23.37  																																																		| (6761) all_0_42_42 = e0 | all_0_43_43 = e0 | all_0_44_44 = e0
% 57.60/23.37  																																																		|
% 57.60/23.37  																																																			+-Applying beta-rule and splitting (4049), into two cases.
% 57.60/23.37  																																																			|-Branch one:
% 57.60/23.37  																																																			| (794) all_0_41_41 = e0
% 57.60/23.37  																																																			|
% 57.60/23.37  																																																				| Equations (794) can reduce 357 to:
% 57.60/23.37  																																																				| (266) $false
% 57.60/23.37  																																																				|
% 57.60/23.37  																																																				|-The branch is then unsatisfiable
% 57.60/23.37  																																																			|-Branch two:
% 57.60/23.37  																																																			| (357)  ~ (all_0_41_41 = e0)
% 57.60/23.37  																																																			| (4053) all_0_41_41 = e3 | all_0_41_41 = e1
% 57.60/23.37  																																																			|
% 57.60/23.37  																																																				+-Applying beta-rule and splitting (4053), into two cases.
% 57.60/23.37  																																																				|-Branch one:
% 57.60/23.37  																																																				| (453) all_0_41_41 = e1
% 57.60/23.37  																																																				|
% 57.60/23.37  																																																					| Equations (453) can reduce 457 to:
% 57.60/23.37  																																																					| (266) $false
% 57.60/23.37  																																																					|
% 57.60/23.37  																																																					|-The branch is then unsatisfiable
% 57.60/23.37  																																																				|-Branch two:
% 57.60/23.37  																																																				| (457)  ~ (all_0_41_41 = e1)
% 57.60/23.37  																																																				| (403) all_0_41_41 = e3
% 57.60/23.37  																																																				|
% 57.60/23.37  																																																					| Equations (403) can reduce 1898 to:
% 57.60/23.37  																																																					| (266) $false
% 57.60/23.37  																																																					|
% 57.60/23.37  																																																					|-The branch is then unsatisfiable
% 57.60/23.37  																																												|-Branch two:
% 57.60/23.37  																																												| (566)  ~ (all_0_50_50 = e4)
% 57.60/23.37  																																												| (1071) all_0_51_51 = e4 | all_0_52_52 = e4 | all_0_53_53 = e4
% 57.60/23.37  																																												|
% 57.60/23.37  																																													+-Applying beta-rule and splitting (1071), into two cases.
% 57.60/23.37  																																													|-Branch one:
% 57.60/23.37  																																													| (1101) all_0_51_51 = e4
% 57.60/23.37  																																													|
% 57.60/23.37  																																														| Combining equations (660,1101) yields a new equation:
% 57.60/23.37  																																														| (425) e4 = e3
% 57.60/23.37  																																														|
% 57.60/23.37  																																														| Equations (425) can reduce 188 to:
% 57.60/23.37  																																														| (266) $false
% 57.60/23.37  																																														|
% 57.60/23.37  																																														|-The branch is then unsatisfiable
% 57.60/23.37  																																													|-Branch two:
% 57.60/23.37  																																													| (475)  ~ (all_0_51_51 = e4)
% 57.60/23.37  																																													| (1294) all_0_52_52 = e4 | all_0_53_53 = e4
% 57.60/23.37  																																													|
% 57.60/23.37  																																														+-Applying beta-rule and splitting (62), into two cases.
% 57.60/23.37  																																														|-Branch one:
% 57.60/23.37  																																														| (321) all_0_38_38 = e4
% 57.60/23.37  																																														|
% 57.60/23.37  																																															| Combining equations (292,321) yields a new equation:
% 57.60/23.37  																																															| (323) e4 = e2
% 57.60/23.37  																																															|
% 57.60/23.37  																																															| Equations (323) can reduce 48 to:
% 57.60/23.37  																																															| (266) $false
% 57.60/23.37  																																															|
% 57.60/23.37  																																															|-The branch is then unsatisfiable
% 57.60/23.37  																																														|-Branch two:
% 57.60/23.37  																																														| (325)  ~ (all_0_38_38 = e4)
% 57.60/23.37  																																														| (582) all_0_41_41 = e4 | all_0_46_46 = e4 | all_0_50_50 = e4 | all_0_55_55 = e4
% 57.60/23.37  																																														|
% 57.60/23.37  																																															| Equations (292) can reduce 325 to:
% 57.60/23.37  																																															| (327)  ~ (e4 = e2)
% 57.60/23.37  																																															|
% 57.60/23.37  																																															| Simplifying 327 yields:
% 57.60/23.37  																																															| (48)  ~ (e4 = e2)
% 57.60/23.37  																																															|
% 57.60/23.37  																																															+-Applying beta-rule and splitting (1294), into two cases.
% 57.60/23.37  																																															|-Branch one:
% 57.60/23.37  																																															| (565) all_0_52_52 = e4
% 57.60/23.37  																																															|
% 57.60/23.37  																																																| Combining equations (352,565) yields a new equation:
% 57.60/23.37  																																																| (323) e4 = e2
% 57.60/23.37  																																																|
% 57.60/23.37  																																																| Equations (323) can reduce 48 to:
% 57.60/23.37  																																																| (266) $false
% 57.60/23.37  																																																|
% 57.60/23.37  																																																|-The branch is then unsatisfiable
% 57.60/23.37  																																															|-Branch two:
% 57.60/23.37  																																															| (780)  ~ (all_0_52_52 = e4)
% 57.60/23.37  																																															| (1298) all_0_53_53 = e4
% 57.60/23.37  																																															|
% 57.60/23.37  																																																| Combining equations (1298,1208) yields a new equation:
% 57.60/23.37  																																																| (636) e4 = e1
% 57.60/23.37  																																																|
% 57.60/23.37  																																																| Simplifying 636 yields:
% 57.60/23.37  																																																| (630) e4 = e1
% 57.60/23.37  																																																|
% 57.60/23.37  																																																| Equations (630) can reduce 110 to:
% 57.60/23.37  																																																| (266) $false
% 57.60/23.37  																																																|
% 57.60/23.37  																																																|-The branch is then unsatisfiable
% 57.60/23.37  																																											|-Branch two:
% 57.60/23.37  																																											| (447)  ~ (all_0_40_40 = e4)
% 57.60/23.37  																																											| (2271) all_0_44_44 = e4 | all_0_49_49 = e4 | all_0_53_53 = e4 | all_0_58_58 = e4
% 57.60/23.37  																																											|
% 57.60/23.37  																																												+-Applying beta-rule and splitting (316), into two cases.
% 57.60/23.37  																																												|-Branch one:
% 57.60/23.37  																																												| (1378) all_0_40_40 = e4
% 57.60/23.37  																																												|
% 57.60/23.37  																																													| Equations (1378) can reduce 447 to:
% 57.60/23.37  																																													| (266) $false
% 57.60/23.37  																																													|
% 57.60/23.37  																																													|-The branch is then unsatisfiable
% 57.60/23.37  																																												|-Branch two:
% 57.60/23.37  																																												| (447)  ~ (all_0_40_40 = e4)
% 57.60/23.37  																																												| (485) all_0_40_40 = e0
% 57.60/23.37  																																												|
% 57.60/23.37  																																													| Equations (485) can reduce 1401 to:
% 57.60/23.37  																																													| (266) $false
% 57.60/23.37  																																													|
% 57.60/23.37  																																													|-The branch is then unsatisfiable
% 57.60/23.37  																																									|-Branch two:
% 57.60/23.37  																																									| (664)  ~ (all_0_51_51 = e3)
% 57.60/23.37  																																									| (665) all_0_53_53 = e3
% 57.60/23.37  																																									|
% 57.60/23.37  																																										| Combining equations (665,1208) yields a new equation:
% 57.60/23.37  																																										| (454) e3 = e1
% 57.60/23.37  																																										|
% 57.60/23.37  																																										| Simplifying 454 yields:
% 57.60/23.37  																																										| (455) e3 = e1
% 57.60/23.37  																																										|
% 57.60/23.37  																																										| Equations (455) can reduce 213 to:
% 57.60/23.37  																																										| (266) $false
% 57.60/23.37  																																										|
% 57.60/23.37  																																										|-The branch is then unsatisfiable
% 57.60/23.37  																																								|-Branch two:
% 57.60/23.37  																																								| (1459)  ~ (all_0_53_53 = e1)
% 57.60/23.37  																																								| (918) all_0_58_58 = e1
% 57.60/23.37  																																								|
% 57.60/23.37  																																									| Combining equations (914,918) yields a new equation:
% 57.60/23.37  																																									| (431) e1 = e0
% 57.60/23.37  																																									|
% 57.60/23.37  																																									| Equations (431) can reduce 233 to:
% 57.60/23.37  																																									| (266) $false
% 57.60/23.37  																																									|
% 57.60/23.37  																																									|-The branch is then unsatisfiable
% 57.60/23.37  																																							|-Branch two:
% 57.60/23.37  																																							| (491)  ~ (all_0_58_58 = e0)
% 57.60/23.37  																																							| (917) all_0_58_58 = e3 | all_0_58_58 = e1
% 57.60/23.37  																																							|
% 57.60/23.37  																																								+-Applying beta-rule and splitting (160), into two cases.
% 57.60/23.37  																																								|-Branch one:
% 57.60/23.37  																																								| (601) all_0_50_50 = e1
% 57.60/23.37  																																								|
% 57.60/23.37  																																									| Equations (601) can reduce 759 to:
% 57.60/23.37  																																									| (266) $false
% 57.60/23.37  																																									|
% 57.60/23.37  																																									|-The branch is then unsatisfiable
% 57.60/23.37  																																								|-Branch two:
% 57.60/23.37  																																								| (759)  ~ (all_0_50_50 = e1)
% 57.60/23.37  																																								| (1168) all_0_51_51 = e1 | all_0_52_52 = e1 | all_0_53_53 = e1
% 57.60/23.37  																																								|
% 57.60/23.37  																																									+-Applying beta-rule and splitting (1168), into two cases.
% 57.60/23.37  																																									|-Branch one:
% 57.60/23.37  																																									| (1109) all_0_51_51 = e1
% 57.60/23.37  																																									|
% 57.60/23.37  																																										| Equations (1109) can reduce 464 to:
% 57.60/23.37  																																										| (266) $false
% 57.60/23.37  																																										|
% 57.60/23.37  																																										|-The branch is then unsatisfiable
% 57.60/23.37  																																									|-Branch two:
% 57.60/23.37  																																									| (464)  ~ (all_0_51_51 = e1)
% 57.60/23.37  																																									| (1202) all_0_52_52 = e1 | all_0_53_53 = e1
% 57.60/23.37  																																									|
% 57.60/23.37  																																										+-Applying beta-rule and splitting (1202), into two cases.
% 57.60/23.37  																																										|-Branch one:
% 57.60/23.37  																																										| (642) all_0_52_52 = e1
% 57.60/23.37  																																										|
% 57.60/23.37  																																											| Combining equations (352,642) yields a new equation:
% 57.60/23.37  																																											| (616) e2 = e1
% 57.60/23.37  																																											|
% 57.60/23.37  																																											| Simplifying 616 yields:
% 57.60/23.37  																																											| (617) e2 = e1
% 57.60/23.37  																																											|
% 57.60/23.37  																																											| Equations (617) can reduce 122 to:
% 57.60/23.37  																																											| (266) $false
% 57.60/23.37  																																											|
% 57.60/23.37  																																											|-The branch is then unsatisfiable
% 57.60/23.37  																																										|-Branch two:
% 57.60/23.37  																																										| (646)  ~ (all_0_52_52 = e1)
% 57.60/23.37  																																										| (1208) all_0_53_53 = e1
% 57.60/23.37  																																										|
% 57.60/23.37  																																											| Equations (1208) can reduce 10 to:
% 57.60/23.37  																																											| (879)  ~ (all_0_58_58 = e1)
% 57.60/23.37  																																											|
% 57.60/23.37  																																											| Simplifying 879 yields:
% 57.60/23.37  																																											| (880)  ~ (all_0_58_58 = e1)
% 57.60/23.37  																																											|
% 57.60/23.37  																																											+-Applying beta-rule and splitting (418), into two cases.
% 57.60/23.37  																																											|-Branch one:
% 57.60/23.37  																																											| (660) all_0_51_51 = e3
% 57.60/23.37  																																											|
% 57.60/23.37  																																												| Equations (660) can reduce 61 to:
% 57.60/23.37  																																												| (405)  ~ (all_0_42_42 = e3)
% 57.60/23.37  																																												|
% 57.60/23.37  																																												+-Applying beta-rule and splitting (189), into two cases.
% 57.60/23.37  																																												|-Branch one:
% 57.60/23.37  																																												| (532) all_0_44_44 = e3
% 57.60/23.37  																																												|
% 57.60/23.37  																																													| Equations (532) can reduce 181 to:
% 57.60/23.37  																																													| (275)  ~ (all_0_58_58 = e3)
% 57.60/23.37  																																													|
% 57.60/23.37  																																													| Simplifying 275 yields:
% 57.60/23.37  																																													| (276)  ~ (all_0_58_58 = e3)
% 57.60/23.37  																																													|
% 57.60/23.37  																																													+-Applying beta-rule and splitting (917), into two cases.
% 57.60/23.37  																																													|-Branch one:
% 57.60/23.37  																																													| (918) all_0_58_58 = e1
% 57.60/23.37  																																													|
% 57.60/23.37  																																														| Equations (918) can reduce 880 to:
% 57.60/23.37  																																														| (266) $false
% 57.60/23.37  																																														|
% 57.60/23.37  																																														|-The branch is then unsatisfiable
% 57.60/23.37  																																													|-Branch two:
% 57.60/23.37  																																													| (880)  ~ (all_0_58_58 = e1)
% 57.60/23.37  																																													| (795) all_0_58_58 = e3
% 57.60/23.37  																																													|
% 57.60/23.37  																																														| Equations (795) can reduce 276 to:
% 57.60/23.37  																																														| (266) $false
% 57.60/23.37  																																														|
% 57.60/23.37  																																														|-The branch is then unsatisfiable
% 57.60/23.37  																																												|-Branch two:
% 57.60/23.37  																																												| (407)  ~ (all_0_44_44 = e3)
% 57.60/23.37  																																												| (537) all_0_49_49 = e3 | all_0_53_53 = e3 | all_0_58_58 = e3
% 57.60/23.37  																																												|
% 57.60/23.37  																																													+-Applying beta-rule and splitting (1899), into two cases.
% 57.60/23.37  																																													|-Branch one:
% 57.60/23.37  																																													| (516) all_0_42_42 = e3
% 57.60/23.37  																																													|
% 57.60/23.37  																																														| Equations (516) can reduce 405 to:
% 57.60/23.37  																																														| (266) $false
% 57.60/23.37  																																														|
% 57.60/23.37  																																														|-The branch is then unsatisfiable
% 57.60/23.37  																																													|-Branch two:
% 57.60/23.37  																																													| (405)  ~ (all_0_42_42 = e3)
% 57.60/23.37  																																													| (532) all_0_44_44 = e3
% 57.60/23.37  																																													|
% 57.60/23.37  																																														| Equations (532) can reduce 407 to:
% 57.60/23.37  																																														| (266) $false
% 57.60/23.37  																																														|
% 57.60/23.37  																																														|-The branch is then unsatisfiable
% 57.60/23.37  																																											|-Branch two:
% 57.60/23.37  																																											| (664)  ~ (all_0_51_51 = e3)
% 57.60/23.37  																																											| (665) all_0_53_53 = e3
% 57.60/23.37  																																											|
% 57.60/23.37  																																												| Combining equations (665,1208) yields a new equation:
% 57.60/23.37  																																												| (454) e3 = e1
% 57.60/23.37  																																												|
% 57.60/23.37  																																												| Simplifying 454 yields:
% 57.60/23.37  																																												| (455) e3 = e1
% 57.60/23.37  																																												|
% 57.60/23.37  																																												| Equations (455) can reduce 213 to:
% 57.60/23.37  																																												| (266) $false
% 57.60/23.37  																																												|
% 57.60/23.37  																																												|-The branch is then unsatisfiable
% 57.60/23.37  																																		|-Branch two:
% 57.60/23.37  																																		| (632)  ~ (all_0_55_55 = e1)
% 57.60/23.37  																																		| (633) all_0_56_56 = e1 | all_0_57_57 = e1 | all_0_58_58 = e1
% 57.60/23.37  																																		|
% 57.60/23.37  																																			+-Applying beta-rule and splitting (633), into two cases.
% 57.60/23.37  																																			|-Branch one:
% 57.60/23.37  																																			| (1569) all_0_56_56 = e1
% 57.60/23.37  																																			|
% 57.60/23.37  																																				| Combining equations (833,1569) yields a new equation:
% 57.60/23.37  																																				| (616) e2 = e1
% 57.60/23.37  																																				|
% 57.60/23.37  																																				| Simplifying 616 yields:
% 57.60/23.37  																																				| (617) e2 = e1
% 57.60/23.37  																																				|
% 57.60/23.37  																																				| Equations (617) can reduce 122 to:
% 57.60/23.37  																																				| (266) $false
% 57.60/23.37  																																				|
% 57.60/23.37  																																				|-The branch is then unsatisfiable
% 57.60/23.37  																																			|-Branch two:
% 57.60/23.37  																																			| (466)  ~ (all_0_56_56 = e1)
% 57.60/23.37  																																			| (1574) all_0_57_57 = e1 | all_0_58_58 = e1
% 57.60/23.37  																																			|
% 57.60/23.37  																																				+-Applying beta-rule and splitting (1574), into two cases.
% 57.60/23.37  																																				|-Branch one:
% 57.60/23.37  																																				| (647) all_0_57_57 = e1
% 57.60/23.37  																																				|
% 57.60/23.37  																																					| Combining equations (647,871) yields a new equation:
% 57.60/23.37  																																					| (630) e4 = e1
% 57.60/23.37  																																					|
% 57.60/23.37  																																					| Equations (630) can reduce 110 to:
% 57.60/23.37  																																					| (266) $false
% 57.60/23.37  																																					|
% 57.60/23.37  																																					|-The branch is then unsatisfiable
% 57.60/23.37  																																				|-Branch two:
% 57.60/23.37  																																				| (1670)  ~ (all_0_57_57 = e1)
% 57.60/23.37  																																				| (918) all_0_58_58 = e1
% 57.60/23.37  																																				|
% 57.60/23.37  																																					| Equations (918) can reduce 178 to:
% 57.60/23.37  																																					| (132)  ~ (all_0_40_40 = e1)
% 57.60/23.37  																																					|
% 57.60/23.37  																																					| Equations (918) can reduce 181 to:
% 57.60/23.37  																																					| (639)  ~ (all_0_44_44 = e1)
% 57.60/23.37  																																					|
% 57.60/23.37  																																					| Equations (918) can reduce 10 to:
% 57.60/23.37  																																					| (1459)  ~ (all_0_53_53 = e1)
% 57.60/23.37  																																					|
% 57.60/23.37  																																					| Equations (918) can reduce 908 to:
% 57.60/23.37  																																					| (604)  ~ (e2 = e1)
% 57.60/23.37  																																					|
% 57.60/23.37  																																					| Simplifying 604 yields:
% 57.60/23.37  																																					| (122)  ~ (e2 = e1)
% 57.60/23.37  																																					|
% 57.60/23.37  																																					+-Applying beta-rule and splitting (125), into two cases.
% 57.60/23.37  																																					|-Branch one:
% 57.60/23.37  																																					| (858) all_0_55_55 = e0
% 57.60/23.37  																																					|
% 57.60/23.37  																																						| Equations (858) can reduce 191 to:
% 57.60/23.37  																																						| (357)  ~ (all_0_41_41 = e0)
% 57.60/23.37  																																						|
% 57.60/23.37  																																						| From (858) and (187) follows:
% 57.60/23.37  																																						| (2064) op(e0, e3) = all_0_32_32
% 57.60/23.37  																																						|
% 57.60/23.37  																																						| From (858) and (74) follows:
% 57.60/23.37  																																						| (752) op(e0, e3) = e0
% 57.60/23.37  																																						|
% 57.60/23.37  																																						+-Applying beta-rule and splitting (160), into two cases.
% 57.60/23.37  																																						|-Branch one:
% 57.60/23.37  																																						| (601) all_0_50_50 = e1
% 57.60/23.37  																																						|
% 57.60/23.37  																																							| Equations (601) can reduce 221 to:
% 57.60/23.37  																																							| (457)  ~ (all_0_41_41 = e1)
% 57.60/23.38  																																							|
% 57.60/23.38  																																							| Equations (601) can reduce 59 to:
% 57.60/23.38  																																							| (463)  ~ (all_0_51_51 = e1)
% 57.60/23.38  																																							|
% 57.60/23.38  																																							| Simplifying 463 yields:
% 57.60/23.38  																																							| (464)  ~ (all_0_51_51 = e1)
% 57.60/23.38  																																							|
% 57.60/23.38  																																							| From (601) and (8) follows:
% 57.60/23.38  																																							| (15351) op(e1, e3) = all_0_23_23
% 57.60/23.38  																																							|
% 57.60/23.38  																																							| From (601) and (57) follows:
% 57.60/23.38  																																							| (606) op(e1, e1) = all_0_22_22
% 57.60/23.38  																																							|
% 57.60/23.38  																																							| From (601) and (242) follows:
% 57.60/23.38  																																							| (2235) op(e1, e3) = e1
% 57.60/23.38  																																							|
% 57.60/23.38  																																							+-Applying beta-rule and splitting (27), into two cases.
% 57.60/23.38  																																							|-Branch one:
% 57.60/23.38  																																							| (437) all_0_41_41 = e4
% 57.60/23.38  																																							|
% 57.60/23.38  																																								| Equations (437) can reduce 214 to:
% 57.60/23.38  																																								| (1901)  ~ (all_0_42_42 = e4)
% 57.60/23.38  																																								|
% 57.60/23.38  																																								| Simplifying 1901 yields:
% 57.60/23.38  																																								| (1890)  ~ (all_0_42_42 = e4)
% 57.60/23.38  																																								|
% 57.60/23.38  																																								| Equations (437) can reduce 149 to:
% 57.62/23.38  																																								| (1903)  ~ (all_0_44_44 = e4)
% 57.62/23.38  																																								|
% 57.62/23.38  																																								| Simplifying 1903 yields:
% 57.62/23.38  																																								| (1390)  ~ (all_0_44_44 = e4)
% 57.62/23.38  																																								|
% 57.62/23.38  																																								| Equations (437) can reduce 357 to:
% 57.62/23.38  																																								| (49)  ~ (e4 = e0)
% 57.62/23.38  																																								|
% 57.62/23.38  																																								| From (437) and (219) follows:
% 57.62/23.38  																																								| (1913) op(e3, e3) = e4
% 57.62/23.38  																																								|
% 57.62/23.38  																																								| Instantiating formula (29) with e1, e3, e1, all_0_23_23 and discharging atoms op(e1, e3) = all_0_23_23, op(e1, e3) = e1, yields:
% 57.62/23.38  																																								| (9657) all_0_23_23 = e1
% 57.62/23.38  																																								|
% 57.62/23.38  																																								| Instantiating formula (29) with e1, e1, all_0_22_22, e2 and discharging atoms op(e1, e1) = all_0_22_22, op(e1, e1) = e2, yields:
% 57.62/23.38  																																								| (15362) all_0_22_22 = e2
% 57.62/23.38  																																								|
% 57.62/23.38  																																								| Instantiating formula (29) with e0, e3, e0, all_0_32_32 and discharging atoms op(e0, e3) = all_0_32_32, op(e0, e3) = e0, yields:
% 57.62/23.38  																																								| (2163) all_0_32_32 = e0
% 57.62/23.38  																																								|
% 57.62/23.38  																																								| From (9657) and (15351) follows:
% 57.62/23.38  																																								| (2235) op(e1, e3) = e1
% 57.62/23.38  																																								|
% 57.62/23.38  																																								| From (15362) and (606) follows:
% 57.62/23.38  																																								| (10182) op(e1, e1) = e2
% 57.62/23.38  																																								|
% 57.62/23.38  																																								| From (2163) and (2064) follows:
% 57.62/23.38  																																								| (752) op(e0, e3) = e0
% 57.62/23.38  																																								|
% 57.62/23.38  																																								+-Applying beta-rule and splitting (104), into two cases.
% 57.62/23.38  																																								|-Branch one:
% 57.62/23.38  																																								| (480) all_0_39_39 = e0
% 57.62/23.38  																																								|
% 57.62/23.38  																																									| Equations (480) can reduce 176 to:
% 57.62/23.38  																																									| (1400)  ~ (all_0_40_40 = e0)
% 57.62/23.38  																																									|
% 57.62/23.38  																																									| Simplifying 1400 yields:
% 57.62/23.38  																																									| (1401)  ~ (all_0_40_40 = e0)
% 57.62/23.38  																																									|
% 57.62/23.38  																																									| Equations (480) can reduce 145 to:
% 57.62/23.38  																																									| (5565)  ~ (all_0_42_42 = e0)
% 57.62/23.38  																																									|
% 57.62/23.38  																																									| Simplifying 5565 yields:
% 57.62/23.38  																																									| (358)  ~ (all_0_42_42 = e0)
% 57.62/23.38  																																									|
% 57.62/23.38  																																									| Equations (480) can reduce 246 to:
% 57.62/23.38  																																									| (541)  ~ (e3 = e0)
% 57.62/23.38  																																									|
% 57.62/23.38  																																									| Simplifying 541 yields:
% 57.62/23.38  																																									| (80)  ~ (e3 = e0)
% 57.62/23.38  																																									|
% 57.62/23.38  																																									| Equations (480) can reduce 151 to:
% 57.62/23.38  																																									| (435)  ~ (e1 = e0)
% 57.62/23.38  																																									|
% 57.62/23.38  																																									| Simplifying 435 yields:
% 57.62/23.38  																																									| (233)  ~ (e1 = e0)
% 57.62/23.38  																																									|
% 57.62/23.38  																																									| From (480) and (182) follows:
% 57.62/23.38  																																									| (1412) op(e0, e4) = all_0_2_2
% 57.62/23.38  																																									|
% 57.62/23.38  																																									| From (480) and (38) follows:
% 57.62/23.38  																																									| (1413) op(e0, e2) = all_0_3_3
% 57.62/23.38  																																									|
% 57.62/23.38  																																									+-Applying beta-rule and splitting (165), into two cases.
% 57.62/23.38  																																									|-Branch one:
% 57.62/23.38  																																									| (794) all_0_41_41 = e0
% 57.62/23.38  																																									|
% 57.62/23.38  																																										| Combining equations (437,794) yields a new equation:
% 57.62/23.38  																																										| (481) e4 = e0
% 57.62/23.38  																																										|
% 57.62/23.38  																																										| Simplifying 481 yields:
% 57.62/23.38  																																										| (397) e4 = e0
% 57.62/23.38  																																										|
% 57.62/23.38  																																										| Equations (397) can reduce 49 to:
% 57.62/23.38  																																										| (266) $false
% 57.62/23.38  																																										|
% 57.62/23.38  																																										|-The branch is then unsatisfiable
% 57.62/23.38  																																									|-Branch two:
% 57.62/23.38  																																									| (357)  ~ (all_0_41_41 = e0)
% 57.62/23.38  																																									| (6761) all_0_42_42 = e0 | all_0_43_43 = e0 | all_0_44_44 = e0
% 57.62/23.38  																																									|
% 57.62/23.38  																																										+-Applying beta-rule and splitting (316), into two cases.
% 57.62/23.38  																																										|-Branch one:
% 57.62/23.38  																																										| (1378) all_0_40_40 = e4
% 57.62/23.38  																																										|
% 57.62/23.38  																																											| Equations (1378) can reduce 132 to:
% 57.62/23.38  																																											| (110)  ~ (e4 = e1)
% 57.62/23.38  																																											|
% 57.62/23.38  																																											| Equations (1378) can reduce 1401 to:
% 57.62/23.38  																																											| (49)  ~ (e4 = e0)
% 57.62/23.38  																																											|
% 57.62/23.38  																																											| From (1378) and (34) follows:
% 57.62/23.38  																																											| (1455) op(e4, e4) = all_0_4_4
% 57.62/23.38  																																											|
% 57.62/23.38  																																											+-Applying beta-rule and splitting (152), into two cases.
% 57.62/23.38  																																											|-Branch one:
% 57.62/23.38  																																											| (1392) all_0_42_42 = e4
% 57.62/23.38  																																											|
% 57.62/23.38  																																												| Equations (1392) can reduce 1890 to:
% 57.62/23.38  																																												| (266) $false
% 57.62/23.38  																																												|
% 57.62/23.38  																																												|-The branch is then unsatisfiable
% 57.62/23.38  																																											|-Branch two:
% 57.62/23.38  																																											| (1890)  ~ (all_0_42_42 = e4)
% 57.62/23.38  																																											| (1969) all_0_42_42 = e3 | all_0_42_42 = e1 | all_0_42_42 = e0
% 57.62/23.38  																																											|
% 57.62/23.38  																																												+-Applying beta-rule and splitting (164), into two cases.
% 57.62/23.38  																																												|-Branch one:
% 57.62/23.38  																																												| (471) all_0_39_39 = e4
% 57.62/23.38  																																												|
% 57.62/23.38  																																													| Combining equations (480,471) yields a new equation:
% 57.62/23.38  																																													| (397) e4 = e0
% 57.62/23.38  																																													|
% 57.62/23.38  																																													| Equations (397) can reduce 49 to:
% 57.62/23.38  																																													| (266) $false
% 57.62/23.38  																																													|
% 57.62/23.38  																																													|-The branch is then unsatisfiable
% 57.62/23.38  																																												|-Branch two:
% 57.62/23.38  																																												| (1377)  ~ (all_0_39_39 = e4)
% 57.62/23.38  																																												| (2115) all_0_42_42 = e4 | all_0_47_47 = e4 | all_0_51_51 = e4 | all_0_56_56 = e4
% 57.62/23.38  																																												|
% 57.62/23.38  																																													| Equations (480) can reduce 1377 to:
% 57.62/23.38  																																													| (401)  ~ (e4 = e0)
% 57.62/23.38  																																													|
% 57.62/23.38  																																													| Simplifying 401 yields:
% 57.62/23.38  																																													| (49)  ~ (e4 = e0)
% 57.62/23.38  																																													|
% 57.62/23.38  																																													+-Applying beta-rule and splitting (6761), into two cases.
% 57.62/23.38  																																													|-Branch one:
% 57.62/23.38  																																													| (559) all_0_42_42 = e0
% 57.62/23.38  																																													|
% 57.62/23.38  																																														| Equations (559) can reduce 358 to:
% 57.62/23.38  																																														| (266) $false
% 57.62/23.38  																																														|
% 57.62/23.38  																																														|-The branch is then unsatisfiable
% 57.62/23.38  																																													|-Branch two:
% 57.62/23.38  																																													| (358)  ~ (all_0_42_42 = e0)
% 57.62/23.38  																																													| (6766) all_0_43_43 = e0 | all_0_44_44 = e0
% 57.62/23.38  																																													|
% 57.62/23.38  																																														+-Applying beta-rule and splitting (231), into two cases.
% 57.62/23.38  																																														|-Branch one:
% 57.62/23.38  																																														| (775) all_0_50_50 = e4
% 57.62/23.38  																																														|
% 57.62/23.38  																																															| Combining equations (775,601) yields a new equation:
% 57.62/23.38  																																															| (636) e4 = e1
% 57.62/23.38  																																															|
% 57.62/23.38  																																															| Simplifying 636 yields:
% 57.62/23.38  																																															| (630) e4 = e1
% 57.62/23.38  																																															|
% 57.62/23.38  																																															| Equations (630) can reduce 110 to:
% 57.62/23.38  																																															| (266) $false
% 57.62/23.38  																																															|
% 57.62/23.38  																																															|-The branch is then unsatisfiable
% 57.62/23.38  																																														|-Branch two:
% 57.62/23.38  																																														| (566)  ~ (all_0_50_50 = e4)
% 57.62/23.38  																																														| (1071) all_0_51_51 = e4 | all_0_52_52 = e4 | all_0_53_53 = e4
% 57.62/23.38  																																														|
% 57.62/23.38  																																															+-Applying beta-rule and splitting (1969), into two cases.
% 57.62/23.38  																																															|-Branch one:
% 57.62/23.38  																																															| (559) all_0_42_42 = e0
% 57.62/23.38  																																															|
% 57.62/23.38  																																																| Equations (559) can reduce 358 to:
% 57.62/23.38  																																																| (266) $false
% 57.62/23.38  																																																|
% 57.62/23.38  																																																|-The branch is then unsatisfiable
% 57.62/23.38  																																															|-Branch two:
% 57.62/23.38  																																															| (358)  ~ (all_0_42_42 = e0)
% 57.62/23.38  																																															| (2510) all_0_42_42 = e3 | all_0_42_42 = e1
% 57.62/23.38  																																															|
% 57.62/23.38  																																																+-Applying beta-rule and splitting (75), into two cases.
% 57.62/23.38  																																																|-Branch one:
% 57.62/23.38  																																																| (485) all_0_40_40 = e0
% 57.62/23.38  																																																|
% 57.62/23.38  																																																	| Combining equations (1378,485) yields a new equation:
% 57.62/23.38  																																																	| (481) e4 = e0
% 57.62/23.38  																																																	|
% 57.62/23.38  																																																	| Simplifying 481 yields:
% 57.62/23.38  																																																	| (397) e4 = e0
% 57.62/23.38  																																																	|
% 57.62/23.38  																																																	| Equations (397) can reduce 49 to:
% 57.62/23.38  																																																	| (266) $false
% 57.62/23.38  																																																	|
% 57.62/23.38  																																																	|-The branch is then unsatisfiable
% 57.62/23.38  																																																|-Branch two:
% 57.62/23.38  																																																| (1401)  ~ (all_0_40_40 = e0)
% 57.62/23.38  																																																| (1748) all_0_44_44 = e0 | all_0_49_49 = e0 | all_0_58_58 = e0
% 57.62/23.38  																																																|
% 57.62/23.38  																																																	+-Applying beta-rule and splitting (1071), into two cases.
% 57.62/23.38  																																																	|-Branch one:
% 57.62/23.38  																																																	| (1101) all_0_51_51 = e4
% 57.62/23.38  																																																	|
% 57.62/23.38  																																																		| From (1101) and (186) follows:
% 57.62/23.38  																																																		| (13720) op(e1, e2) = e4
% 57.62/23.38  																																																		|
% 57.62/23.38  																																																		+-Applying beta-rule and splitting (180), into two cases.
% 57.62/23.38  																																																		|-Branch one:
% 57.62/23.38  																																																		| (516) all_0_42_42 = e3
% 57.62/23.38  																																																		|
% 57.62/23.38  																																																			| From (516) and (226) follows:
% 57.62/23.38  																																																			| (5629) op(e3, e3) = all_0_7_7
% 57.62/23.38  																																																			|
% 57.62/23.38  																																																			+-Applying beta-rule and splitting (6766), into two cases.
% 57.62/23.38  																																																			|-Branch one:
% 57.62/23.38  																																																			| (356) all_0_43_43 = e0
% 57.62/23.38  																																																			|
% 57.62/23.38  																																																				| Combining equations (430,356) yields a new equation:
% 57.62/23.38  																																																				| (546) e1 = e0
% 57.62/23.38  																																																				|
% 57.62/23.38  																																																				| Simplifying 546 yields:
% 57.62/23.38  																																																				| (431) e1 = e0
% 57.62/23.38  																																																				|
% 57.62/23.38  																																																				| Equations (431) can reduce 233 to:
% 57.62/23.38  																																																				| (266) $false
% 57.62/23.38  																																																				|
% 57.62/23.38  																																																				|-The branch is then unsatisfiable
% 57.62/23.38  																																																			|-Branch two:
% 57.62/23.38  																																																			| (5470)  ~ (all_0_43_43 = e0)
% 57.62/23.38  																																																			| (1414) all_0_44_44 = e0
% 57.62/23.38  																																																			|
% 57.62/23.38  																																																				| Equations (1414) can reduce 639 to:
% 57.62/23.38  																																																				| (435)  ~ (e1 = e0)
% 57.62/23.38  																																																				|
% 57.62/23.38  																																																				| Simplifying 435 yields:
% 57.62/23.38  																																																				| (233)  ~ (e1 = e0)
% 57.62/23.38  																																																				|
% 57.62/23.38  																																																				| From (1414) and (204) follows:
% 57.62/23.38  																																																				| (9785) op(e0, e3) = all_0_11_11
% 57.62/23.38  																																																				|
% 57.62/23.38  																																																				| Instantiating formula (29) with e4, e4, all_0_4_4, e1 and discharging atoms op(e4, e4) = all_0_4_4, op(e4, e4) = e1, yields:
% 57.62/23.38  																																																				| (1587) all_0_4_4 = e1
% 57.62/23.38  																																																				|
% 57.62/23.38  																																																				| Instantiating formula (29) with e3, e3, all_0_7_7, e4 and discharging atoms op(e3, e3) = all_0_7_7, op(e3, e3) = e4, yields:
% 57.62/23.39  																																																				| (15433) all_0_7_7 = e4
% 57.62/23.39  																																																				|
% 57.62/23.39  																																																				| Instantiating formula (29) with e0, e4, all_0_2_2, e3 and discharging atoms op(e0, e4) = all_0_2_2, op(e0, e4) = e3, yields:
% 57.62/23.39  																																																				| (1595) all_0_2_2 = e3
% 57.62/23.39  																																																				|
% 57.62/23.39  																																																				| Instantiating formula (29) with e0, e3, all_0_11_11, e0 and discharging atoms op(e0, e3) = all_0_11_11, op(e0, e3) = e0, yields:
% 57.62/23.39  																																																				| (15435) all_0_11_11 = e0
% 57.62/23.39  																																																				|
% 57.62/23.39  																																																				| Instantiating formula (29) with e0, e2, all_0_3_3, e2 and discharging atoms op(e0, e2) = all_0_3_3, op(e0, e2) = e2, yields:
% 57.62/23.39  																																																				| (1597) all_0_3_3 = e2
% 57.62/23.39  																																																				|
% 57.62/23.39  																																																				| From (1587) and (1455) follows:
% 57.62/23.39  																																																				| (41) op(e4, e4) = e1
% 57.62/23.39  																																																				|
% 57.62/23.39  																																																				| From (15433) and (5629) follows:
% 57.62/23.39  																																																				| (1913) op(e3, e3) = e4
% 57.62/23.39  																																																				|
% 57.62/23.39  																																																				| From (1595) and (1412) follows:
% 57.62/23.39  																																																				| (283) op(e0, e4) = e3
% 57.62/23.39  																																																				|
% 57.62/23.39  																																																				| From (15435) and (9785) follows:
% 57.62/23.39  																																																				| (752) op(e0, e3) = e0
% 57.62/23.39  																																																				|
% 57.62/23.39  																																																				| From (1597) and (1413) follows:
% 57.62/23.39  																																																				| (1508) op(e0, e2) = e2
% 57.62/23.39  																																																				|
% 57.62/23.39  																																																				+-Applying beta-rule and splitting (56), into two cases.
% 57.62/23.39  																																																				|-Branch one:
% 57.62/23.39  																																																				| (696) unit = e2
% 57.62/23.39  																																																				|
% 57.62/23.39  																																																					| From (696) and (32) follows:
% 57.62/23.39  																																																					| (698) op(e2, e2) = e2
% 57.62/23.39  																																																					|
% 57.62/23.39  																																																					| From (696) and (42) follows:
% 57.62/23.39  																																																					| (1613) op(e0, e2) = e0
% 57.62/23.39  																																																					|
% 57.62/23.39  																																																					| Instantiating formula (29) with e2, e2, e2, e1 and discharging atoms op(e2, e2) = e2, op(e2, e2) = e1, yields:
% 57.62/23.39  																																																					| (617) e2 = e1
% 57.62/23.39  																																																					|
% 57.62/23.39  																																																					| Instantiating formula (29) with e0, e2, e0, e2 and discharging atoms op(e0, e2) = e2, op(e0, e2) = e0, yields:
% 57.62/23.39  																																																					| (330) e2 = e0
% 57.62/23.39  																																																					|
% 57.62/23.39  																																																					| Combining equations (330,617) yields a new equation:
% 57.62/23.39  																																																					| (431) e1 = e0
% 57.62/23.39  																																																					|
% 57.62/23.39  																																																					| Equations (431) can reduce 233 to:
% 57.62/23.39  																																																					| (266) $false
% 57.62/23.39  																																																					|
% 57.62/23.39  																																																					|-The branch is then unsatisfiable
% 57.62/23.39  																																																				|-Branch two:
% 57.62/23.39  																																																				| (707)  ~ (unit = e2)
% 57.62/23.39  																																																				| (708) unit = e4 | unit = e3 | unit = e1 | unit = e0
% 57.62/23.39  																																																				|
% 57.62/23.39  																																																					+-Applying beta-rule and splitting (708), into two cases.
% 57.62/23.39  																																																					|-Branch one:
% 57.62/23.39  																																																					| (709) unit = e4
% 57.62/23.39  																																																					|
% 57.62/23.39  																																																						| From (709) and (227) follows:
% 57.62/23.39  																																																						| (710) op(e4, e4) = e4
% 57.62/23.39  																																																						|
% 57.62/23.39  																																																						| From (709) and (40) follows:
% 57.62/23.39  																																																						| (711) op(e3, e4) = e3
% 57.62/23.39  																																																						|
% 57.62/23.39  																																																						| From (709) and (32) follows:
% 57.62/23.39  																																																						| (712) op(e2, e4) = e2
% 57.62/23.39  																																																						|
% 57.62/23.39  																																																						| From (709) and (42) follows:
% 57.62/23.39  																																																						| (713) op(e0, e4) = e0
% 57.62/23.39  																																																						|
% 57.62/23.39  																																																						| Instantiating formula (29) with e4, e4, e4, e1 and discharging atoms op(e4, e4) = e4, op(e4, e4) = e1, yields:
% 57.62/23.39  																																																						| (630) e4 = e1
% 57.62/23.39  																																																						|
% 57.62/23.39  																																																						| Instantiating formula (29) with e3, e4, e3, e2 and discharging atoms op(e3, e4) = e3, op(e3, e4) = e2, yields:
% 57.62/23.39  																																																						| (662) e3 = e2
% 57.62/23.39  																																																						|
% 57.62/23.39  																																																						| Instantiating formula (29) with e2, e4, e2, e4 and discharging atoms op(e2, e4) = e4, op(e2, e4) = e2, yields:
% 57.62/23.39  																																																						| (323) e4 = e2
% 57.62/23.39  																																																						|
% 57.62/23.39  																																																						| Instantiating formula (29) with e0, e4, e0, e3 and discharging atoms op(e0, e4) = e3, op(e0, e4) = e0, yields:
% 57.62/23.39  																																																						| (676) e3 = e0
% 57.62/23.39  																																																						|
% 57.62/23.39  																																																						| Combining equations (630,323) yields a new equation:
% 57.62/23.39  																																																						| (617) e2 = e1
% 57.62/23.39  																																																						|
% 57.62/23.39  																																																						| Combining equations (662,676) yields a new equation:
% 57.62/23.39  																																																						| (391) e2 = e0
% 57.62/23.39  																																																						|
% 57.62/23.39  																																																						| Simplifying 391 yields:
% 57.62/23.39  																																																						| (330) e2 = e0
% 57.62/23.39  																																																						|
% 57.62/23.39  																																																						| Combining equations (617,330) yields a new equation:
% 57.62/23.39  																																																						| (546) e1 = e0
% 57.62/23.39  																																																						|
% 57.62/23.39  																																																						| Simplifying 546 yields:
% 57.62/23.39  																																																						| (431) e1 = e0
% 57.62/23.39  																																																						|
% 57.62/23.39  																																																						| Equations (431) can reduce 233 to:
% 57.62/23.39  																																																						| (266) $false
% 57.62/23.39  																																																						|
% 57.62/23.39  																																																						|-The branch is then unsatisfiable
% 57.62/23.39  																																																					|-Branch two:
% 57.62/23.39  																																																					| (724)  ~ (unit = e4)
% 57.62/23.39  																																																					| (725) unit = e3 | unit = e1 | unit = e0
% 57.62/23.39  																																																					|
% 57.62/23.39  																																																						+-Applying beta-rule and splitting (725), into two cases.
% 57.62/23.39  																																																						|-Branch one:
% 57.62/23.39  																																																						| (726) unit = e0
% 57.62/23.39  																																																						|
% 57.62/23.39  																																																							| From (726) and (244) follows:
% 57.62/23.39  																																																							| (2207) op(e0, e4) = e4
% 57.62/23.39  																																																							|
% 57.62/23.39  																																																							| From (726) and (24) follows:
% 57.62/23.39  																																																							| (2208) op(e0, e3) = e3
% 57.62/23.39  																																																							|
% 57.62/23.39  																																																							| From (726) and (211) follows:
% 57.62/23.39  																																																							| (15180) op(e0, e1) = e1
% 57.62/23.39  																																																							|
% 57.62/23.39  																																																							| Instantiating formula (29) with e0, e4, e4, e3 and discharging atoms op(e0, e4) = e4, op(e0, e4) = e3, yields:
% 57.62/23.39  																																																							| (425) e4 = e3
% 57.62/23.39  																																																							|
% 57.62/23.39  																																																							| Instantiating formula (29) with e0, e3, e3, e0 and discharging atoms op(e0, e3) = e3, op(e0, e3) = e0, yields:
% 57.62/23.39  																																																							| (676) e3 = e0
% 57.62/23.39  																																																							|
% 57.62/23.39  																																																							| Instantiating formula (29) with e0, e1, e1, e4 and discharging atoms op(e0, e1) = e4, op(e0, e1) = e1, yields:
% 57.62/23.39  																																																							| (630) e4 = e1
% 57.62/23.39  																																																							|
% 57.62/23.39  																																																							| Combining equations (425,630) yields a new equation:
% 57.62/23.39  																																																							| (454) e3 = e1
% 57.62/23.39  																																																							|
% 57.62/23.39  																																																							| Simplifying 454 yields:
% 57.62/23.39  																																																							| (455) e3 = e1
% 57.62/23.39  																																																							|
% 57.62/23.39  																																																							| Combining equations (676,455) yields a new equation:
% 57.62/23.39  																																																							| (431) e1 = e0
% 57.62/23.39  																																																							|
% 57.62/23.39  																																																							| Equations (431) can reduce 233 to:
% 57.62/23.39  																																																							| (266) $false
% 57.62/23.39  																																																							|
% 57.62/23.39  																																																							|-The branch is then unsatisfiable
% 57.62/23.39  																																																						|-Branch two:
% 57.62/23.39  																																																						| (734)  ~ (unit = e0)
% 57.62/23.39  																																																						| (735) unit = e3 | unit = e1
% 57.62/23.39  																																																						|
% 57.62/23.39  																																																							+-Applying beta-rule and splitting (735), into two cases.
% 57.62/23.39  																																																							|-Branch one:
% 57.62/23.39  																																																							| (736) unit = e1
% 57.62/23.39  																																																							|
% 57.62/23.39  																																																								| Equations (736) can reduce 734 to:
% 57.62/23.39  																																																								| (233)  ~ (e1 = e0)
% 57.62/23.39  																																																								|
% 57.62/23.39  																																																								| From (736) and (15) follows:
% 57.62/23.39  																																																								| (515) op(e1, e2) = e2
% 57.62/23.39  																																																								|
% 57.62/23.39  																																																								| From (736) and (28) follows:
% 57.62/23.39  																																																								| (740) op(e1, e1) = e1
% 57.62/23.39  																																																								|
% 57.62/23.39  																																																								| From (736) and (42) follows:
% 57.62/23.39  																																																								| (3221) op(e0, e1) = e0
% 57.62/23.39  																																																								|
% 57.62/23.39  																																																								| Instantiating formula (29) with e1, e2, e2, e4 and discharging atoms op(e1, e2) = e4, op(e1, e2) = e2, yields:
% 57.62/23.39  																																																								| (323) e4 = e2
% 57.62/23.39  																																																								|
% 57.62/23.39  																																																								| Instantiating formula (29) with e1, e1, e1, e2 and discharging atoms op(e1, e1) = e2, op(e1, e1) = e1, yields:
% 57.62/23.39  																																																								| (617) e2 = e1
% 57.62/23.39  																																																								|
% 57.62/23.39  																																																								| Instantiating formula (29) with e0, e1, e0, e4 and discharging atoms op(e0, e1) = e4, op(e0, e1) = e0, yields:
% 57.62/23.39  																																																								| (397) e4 = e0
% 57.62/23.39  																																																								|
% 57.62/23.39  																																																								| Combining equations (323,397) yields a new equation:
% 57.62/23.39  																																																								| (391) e2 = e0
% 57.62/23.39  																																																								|
% 57.62/23.39  																																																								| Simplifying 391 yields:
% 57.62/23.39  																																																								| (330) e2 = e0
% 57.62/23.39  																																																								|
% 57.62/23.39  																																																								| Combining equations (617,330) yields a new equation:
% 57.62/23.39  																																																								| (546) e1 = e0
% 57.62/23.39  																																																								|
% 57.62/23.39  																																																								| Simplifying 546 yields:
% 57.62/23.39  																																																								| (431) e1 = e0
% 57.62/23.39  																																																								|
% 57.62/23.39  																																																								| Equations (431) can reduce 233 to:
% 57.62/23.39  																																																								| (266) $false
% 57.62/23.39  																																																								|
% 57.62/23.39  																																																								|-The branch is then unsatisfiable
% 57.62/23.39  																																																							|-Branch two:
% 57.62/23.39  																																																							| (748)  ~ (unit = e1)
% 57.62/23.39  																																																							| (749) unit = e3
% 57.62/23.39  																																																							|
% 57.62/23.39  																																																								| Equations (749) can reduce 707 to:
% 57.62/23.39  																																																								| (212)  ~ (e3 = e2)
% 57.62/23.39  																																																								|
% 57.62/23.39  																																																								| From (749) and (244) follows:
% 57.62/23.39  																																																								| (750) op(e3, e4) = e4
% 57.62/23.39  																																																								|
% 57.62/23.39  																																																								| From (749) and (40) follows:
% 57.62/23.39  																																																								| (3715) op(e3, e3) = e3
% 57.62/23.39  																																																								|
% 57.62/23.39  																																																								| Instantiating formula (29) with e3, e4, e4, e2 and discharging atoms op(e3, e4) = e4, op(e3, e4) = e2, yields:
% 57.62/23.39  																																																								| (323) e4 = e2
% 57.62/23.39  																																																								|
% 57.62/23.39  																																																								| Instantiating formula (29) with e3, e3, e3, e4 and discharging atoms op(e3, e3) = e4, op(e3, e3) = e3, yields:
% 57.62/23.39  																																																								| (425) e4 = e3
% 57.62/23.39  																																																								|
% 57.62/23.39  																																																								| Combining equations (323,425) yields a new equation:
% 57.62/23.39  																																																								| (662) e3 = e2
% 57.62/23.39  																																																								|
% 57.62/23.39  																																																								| Equations (662) can reduce 212 to:
% 57.62/23.39  																																																								| (266) $false
% 57.62/23.39  																																																								|
% 57.62/23.39  																																																								|-The branch is then unsatisfiable
% 57.62/23.39  																																																		|-Branch two:
% 57.62/23.39  																																																		| (405)  ~ (all_0_42_42 = e3)
% 57.62/23.39  																																																		| (521) all_0_47_47 = e3 | all_0_51_51 = e3 | all_0_56_56 = e3
% 57.62/23.39  																																																		|
% 57.62/23.39  																																																			+-Applying beta-rule and splitting (1899), into two cases.
% 57.62/23.39  																																																			|-Branch one:
% 57.62/23.39  																																																			| (516) all_0_42_42 = e3
% 57.62/23.39  																																																			|
% 57.62/23.39  																																																				| Equations (516) can reduce 405 to:
% 57.62/23.39  																																																				| (266) $false
% 57.62/23.39  																																																				|
% 57.62/23.39  																																																				|-The branch is then unsatisfiable
% 57.62/23.39  																																																			|-Branch two:
% 57.62/23.39  																																																			| (405)  ~ (all_0_42_42 = e3)
% 57.62/23.39  																																																			| (532) all_0_44_44 = e3
% 57.62/23.39  																																																			|
% 57.62/23.39  																																																				+-Applying beta-rule and splitting (1748), into two cases.
% 57.62/23.39  																																																				|-Branch one:
% 57.62/23.39  																																																				| (1414) all_0_44_44 = e0
% 57.62/23.39  																																																				|
% 57.62/23.39  																																																					| Combining equations (532,1414) yields a new equation:
% 57.62/23.39  																																																					| (675) e3 = e0
% 57.62/23.39  																																																					|
% 57.62/23.39  																																																					| Simplifying 675 yields:
% 57.62/23.39  																																																					| (676) e3 = e0
% 57.62/23.39  																																																					|
% 57.62/23.39  																																																					| Equations (676) can reduce 80 to:
% 57.62/23.39  																																																					| (266) $false
% 57.62/23.39  																																																					|
% 57.62/23.39  																																																					|-The branch is then unsatisfiable
% 57.62/23.39  																																																				|-Branch two:
% 57.62/23.39  																																																				| (360)  ~ (all_0_44_44 = e0)
% 57.62/23.39  																																																				| (1760) all_0_49_49 = e0 | all_0_58_58 = e0
% 57.62/23.39  																																																				|
% 57.62/23.39  																																																					| Equations (532) can reduce 360 to:
% 57.62/23.39  																																																					| (80)  ~ (e3 = e0)
% 57.62/23.39  																																																					|
% 57.62/23.39  																																																					+-Applying beta-rule and splitting (6766), into two cases.
% 57.62/23.39  																																																					|-Branch one:
% 57.62/23.39  																																																					| (356) all_0_43_43 = e0
% 57.62/23.39  																																																					|
% 57.62/23.39  																																																						| Combining equations (430,356) yields a new equation:
% 57.62/23.39  																																																						| (546) e1 = e0
% 57.62/23.39  																																																						|
% 57.62/23.39  																																																						| Simplifying 546 yields:
% 57.62/23.39  																																																						| (431) e1 = e0
% 57.62/23.39  																																																						|
% 57.62/23.39  																																																						| Equations (431) can reduce 233 to:
% 57.62/23.39  																																																						| (266) $false
% 57.62/23.39  																																																						|
% 57.62/23.39  																																																						|-The branch is then unsatisfiable
% 57.62/23.39  																																																					|-Branch two:
% 57.62/23.39  																																																					| (5470)  ~ (all_0_43_43 = e0)
% 57.62/23.39  																																																					| (1414) all_0_44_44 = e0
% 57.62/23.39  																																																					|
% 57.62/23.39  																																																						| Combining equations (532,1414) yields a new equation:
% 57.62/23.39  																																																						| (675) e3 = e0
% 57.62/23.39  																																																						|
% 57.62/23.39  																																																						| Simplifying 675 yields:
% 57.62/23.39  																																																						| (676) e3 = e0
% 57.62/23.39  																																																						|
% 57.62/23.39  																																																						| Equations (676) can reduce 80 to:
% 57.62/23.39  																																																						| (266) $false
% 57.62/23.39  																																																						|
% 57.62/23.39  																																																						|-The branch is then unsatisfiable
% 57.62/23.39  																																																	|-Branch two:
% 57.62/23.39  																																																	| (475)  ~ (all_0_51_51 = e4)
% 57.62/23.39  																																																	| (1294) all_0_52_52 = e4 | all_0_53_53 = e4
% 57.62/23.39  																																																	|
% 57.62/23.39  																																																		+-Applying beta-rule and splitting (7), into two cases.
% 57.62/23.39  																																																		|-Branch one:
% 57.62/23.39  																																																		| (504) all_0_51_51 = e2
% 57.62/23.39  																																																		|
% 57.62/23.39  																																																			| Equations (504) can reduce 1099 to:
% 57.62/23.39  																																																			| (266) $false
% 57.62/23.39  																																																			|
% 57.62/23.39  																																																			|-The branch is then unsatisfiable
% 57.62/23.39  																																																		|-Branch two:
% 57.62/23.39  																																																		| (1099)  ~ (all_0_51_51 = e2)
% 57.62/23.39  																																																		| (1100) all_0_51_51 = e4 | all_0_51_51 = e3 | all_0_51_51 = e1
% 57.62/23.39  																																																		|
% 57.62/23.39  																																																			+-Applying beta-rule and splitting (1100), into two cases.
% 57.62/23.39  																																																			|-Branch one:
% 57.62/23.39  																																																			| (1101) all_0_51_51 = e4
% 57.62/23.39  																																																			|
% 57.62/23.39  																																																				| Equations (1101) can reduce 475 to:
% 57.62/23.39  																																																				| (266) $false
% 57.62/23.39  																																																				|
% 57.62/23.39  																																																				|-The branch is then unsatisfiable
% 57.62/23.39  																																																			|-Branch two:
% 57.62/23.39  																																																			| (475)  ~ (all_0_51_51 = e4)
% 57.62/23.39  																																																			| (1104) all_0_51_51 = e3 | all_0_51_51 = e1
% 57.62/23.39  																																																			|
% 57.62/23.39  																																																				+-Applying beta-rule and splitting (1104), into two cases.
% 57.62/23.39  																																																				|-Branch one:
% 57.62/23.39  																																																				| (1109) all_0_51_51 = e1
% 57.62/23.39  																																																				|
% 57.62/23.39  																																																					| Equations (1109) can reduce 464 to:
% 57.62/23.39  																																																					| (266) $false
% 57.62/23.39  																																																					|
% 57.62/23.39  																																																					|-The branch is then unsatisfiable
% 57.62/23.39  																																																				|-Branch two:
% 57.62/23.39  																																																				| (464)  ~ (all_0_51_51 = e1)
% 57.62/23.39  																																																				| (660) all_0_51_51 = e3
% 57.62/23.39  																																																				|
% 57.62/23.39  																																																					| Equations (660) can reduce 61 to:
% 57.62/23.39  																																																					| (405)  ~ (all_0_42_42 = e3)
% 57.62/23.39  																																																					|
% 57.62/23.39  																																																					+-Applying beta-rule and splitting (2510), into two cases.
% 57.62/23.39  																																																					|-Branch one:
% 57.62/23.39  																																																					| (459) all_0_42_42 = e1
% 57.62/23.39  																																																					|
% 57.62/23.39  																																																						| Equations (459) can reduce 1380 to:
% 57.62/23.39  																																																						| (266) $false
% 57.62/23.39  																																																						|
% 57.62/23.39  																																																						|-The branch is then unsatisfiable
% 57.62/23.39  																																																					|-Branch two:
% 57.62/23.39  																																																					| (1380)  ~ (all_0_42_42 = e1)
% 57.62/23.39  																																																					| (516) all_0_42_42 = e3
% 57.62/23.39  																																																					|
% 57.62/23.39  																																																						| Equations (516) can reduce 405 to:
% 57.62/23.39  																																																						| (266) $false
% 57.62/23.39  																																																						|
% 57.62/23.39  																																																						|-The branch is then unsatisfiable
% 57.62/23.40  																																										|-Branch two:
% 57.62/23.40  																																										| (447)  ~ (all_0_40_40 = e4)
% 57.62/23.40  																																										| (485) all_0_40_40 = e0
% 57.62/23.40  																																										|
% 57.62/23.40  																																											| Equations (485) can reduce 1401 to:
% 57.62/23.40  																																											| (266) $false
% 57.62/23.40  																																											|
% 57.62/23.40  																																											|-The branch is then unsatisfiable
% 57.62/23.40  																																								|-Branch two:
% 57.62/23.40  																																								| (484)  ~ (all_0_39_39 = e0)
% 57.62/23.40  																																								| (558) all_0_42_42 = e0 | all_0_47_47 = e0 | all_0_56_56 = e0
% 57.62/23.40  																																								|
% 57.62/23.40  																																									+-Applying beta-rule and splitting (333), into two cases.
% 57.62/23.40  																																									|-Branch one:
% 57.62/23.40  																																									| (480) all_0_39_39 = e0
% 57.62/23.40  																																									|
% 57.62/23.40  																																										| Equations (480) can reduce 484 to:
% 57.62/23.40  																																										| (266) $false
% 57.62/23.40  																																										|
% 57.62/23.40  																																										|-The branch is then unsatisfiable
% 57.62/23.40  																																									|-Branch two:
% 57.62/23.40  																																									| (484)  ~ (all_0_39_39 = e0)
% 57.62/23.40  																																									| (485) all_0_40_40 = e0
% 57.62/23.40  																																									|
% 57.62/23.40  																																										| Equations (485) can reduce 296 to:
% 57.62/23.40  																																										| (365)  ~ (e2 = e0)
% 57.62/23.40  																																										|
% 57.62/23.40  																																										| Simplifying 365 yields:
% 57.62/23.40  																																										| (128)  ~ (e2 = e0)
% 57.62/23.40  																																										|
% 57.62/23.40  																																										| Equations (485) can reduce 132 to:
% 57.62/23.40  																																										| (435)  ~ (e1 = e0)
% 57.62/23.40  																																										|
% 57.62/23.40  																																										| Simplifying 435 yields:
% 57.62/23.40  																																										| (233)  ~ (e1 = e0)
% 57.62/23.40  																																										|
% 57.62/23.40  																																										| From (485) and (34) follows:
% 57.62/23.40  																																										| (494) op(e0, e4) = all_0_4_4
% 57.62/23.40  																																										|
% 57.62/23.40  																																										+-Applying beta-rule and splitting (26), into two cases.
% 57.62/23.40  																																										|-Branch one:
% 57.62/23.40  																																										| (446) all_0_44_44 = e4
% 57.62/23.40  																																										|
% 57.62/23.40  																																											| Equations (446) can reduce 1390 to:
% 57.62/23.40  																																											| (266) $false
% 57.62/23.40  																																											|
% 57.62/23.40  																																											|-The branch is then unsatisfiable
% 57.62/23.40  																																										|-Branch two:
% 57.62/23.40  																																										| (1390)  ~ (all_0_44_44 = e4)
% 57.62/23.40  																																										| (1391) all_0_44_44 = e3 | all_0_44_44 = e1 | all_0_44_44 = e0
% 57.62/23.40  																																										|
% 57.62/23.40  																																											+-Applying beta-rule and splitting (165), into two cases.
% 57.62/23.40  																																											|-Branch one:
% 57.62/23.40  																																											| (794) all_0_41_41 = e0
% 57.62/23.40  																																											|
% 57.62/23.40  																																												| Combining equations (437,794) yields a new equation:
% 57.62/23.40  																																												| (481) e4 = e0
% 57.62/23.40  																																												|
% 57.62/23.40  																																												| Simplifying 481 yields:
% 57.62/23.40  																																												| (397) e4 = e0
% 57.62/23.40  																																												|
% 57.62/23.40  																																												| Equations (397) can reduce 49 to:
% 57.62/23.40  																																												| (266) $false
% 57.62/23.40  																																												|
% 57.62/23.40  																																												|-The branch is then unsatisfiable
% 57.62/23.40  																																											|-Branch two:
% 57.62/23.40  																																											| (357)  ~ (all_0_41_41 = e0)
% 57.62/23.40  																																											| (6761) all_0_42_42 = e0 | all_0_43_43 = e0 | all_0_44_44 = e0
% 57.62/23.40  																																											|
% 57.62/23.40  																																												| Equations (437) can reduce 357 to:
% 57.62/23.40  																																												| (49)  ~ (e4 = e0)
% 57.62/23.40  																																												|
% 57.62/23.40  																																												+-Applying beta-rule and splitting (326), into two cases.
% 57.62/23.40  																																												|-Branch one:
% 57.62/23.40  																																												| (471) all_0_39_39 = e4
% 57.62/23.40  																																												|
% 57.62/23.40  																																													| From (471) and (182) follows:
% 57.62/23.40  																																													| (479) op(e4, e4) = all_0_2_2
% 57.62/23.40  																																													|
% 57.62/23.40  																																													+-Applying beta-rule and splitting (558), into two cases.
% 57.62/23.40  																																													|-Branch one:
% 57.62/23.40  																																													| (559) all_0_42_42 = e0
% 57.62/23.40  																																													|
% 57.62/23.40  																																														| Equations (559) can reduce 73 to:
% 57.62/23.40  																																														| (359)  ~ (all_0_44_44 = e0)
% 57.62/23.40  																																														|
% 57.62/23.40  																																														| Simplifying 359 yields:
% 57.62/23.40  																																														| (360)  ~ (all_0_44_44 = e0)
% 57.62/23.40  																																														|
% 57.62/23.40  																																														| Equations (559) can reduce 51 to:
% 57.62/23.40  																																														| (365)  ~ (e2 = e0)
% 57.62/23.40  																																														|
% 57.62/23.40  																																														| Simplifying 365 yields:
% 57.62/23.40  																																														| (128)  ~ (e2 = e0)
% 57.62/23.40  																																														|
% 57.62/23.40  																																														| Equations (559) can reduce 1380 to:
% 57.62/23.40  																																														| (435)  ~ (e1 = e0)
% 57.62/23.40  																																														|
% 57.62/23.40  																																														| Simplifying 435 yields:
% 57.62/23.40  																																														| (233)  ~ (e1 = e0)
% 57.62/23.40  																																														|
% 57.62/23.40  																																														| From (559) and (226) follows:
% 57.62/23.40  																																														| (15579) op(e0, e3) = all_0_7_7
% 57.62/23.40  																																														|
% 57.62/23.40  																																														| From (559) and (225) follows:
% 57.62/23.40  																																														| (15580) op(e0, e2) = all_0_8_8
% 57.62/23.40  																																														|
% 57.62/23.40  																																														+-Applying beta-rule and splitting (1391), into two cases.
% 57.62/23.40  																																														|-Branch one:
% 57.62/23.40  																																														| (1414) all_0_44_44 = e0
% 57.62/23.40  																																														|
% 57.62/23.40  																																															| Equations (1414) can reduce 360 to:
% 57.62/23.40  																																															| (266) $false
% 57.62/23.40  																																															|
% 57.62/23.40  																																															|-The branch is then unsatisfiable
% 57.62/23.40  																																														|-Branch two:
% 57.62/23.40  																																														| (360)  ~ (all_0_44_44 = e0)
% 57.62/23.40  																																														| (1417) all_0_44_44 = e3 | all_0_44_44 = e1
% 57.62/23.40  																																														|
% 57.62/23.40  																																															+-Applying beta-rule and splitting (1417), into two cases.
% 57.62/23.40  																																															|-Branch one:
% 57.62/23.40  																																															| (635) all_0_44_44 = e1
% 57.62/23.40  																																															|
% 57.62/23.40  																																																| Equations (635) can reduce 639 to:
% 57.62/23.40  																																																| (266) $false
% 57.62/23.40  																																																|
% 57.62/23.40  																																																|-The branch is then unsatisfiable
% 57.62/23.40  																																															|-Branch two:
% 57.62/23.40  																																															| (639)  ~ (all_0_44_44 = e1)
% 57.62/23.40  																																															| (532) all_0_44_44 = e3
% 57.62/23.40  																																															|
% 57.62/23.40  																																																| Equations (532) can reduce 220 to:
% 57.62/23.40  																																																| (1114)  ~ (all_0_53_53 = e3)
% 57.62/23.40  																																																|
% 57.62/23.40  																																																| Simplifying 1114 yields:
% 57.62/23.40  																																																| (903)  ~ (all_0_53_53 = e3)
% 57.62/23.40  																																																|
% 57.62/23.40  																																																| From (532) and (204) follows:
% 57.62/23.40  																																																| (15591) op(e3, e3) = all_0_11_11
% 57.62/23.40  																																																|
% 57.62/23.40  																																																| From (532) and (70) follows:
% 57.62/23.40  																																																| (1954) op(e3, e0) = all_0_12_12
% 57.62/23.40  																																																|
% 57.62/23.40  																																																| From (532) and (138) follows:
% 57.62/23.40  																																																| (1639) op(e3, e0) = e3
% 57.62/23.40  																																																|
% 57.62/23.40  																																																+-Applying beta-rule and splitting (418), into two cases.
% 57.62/23.40  																																																|-Branch one:
% 57.62/23.40  																																																| (660) all_0_51_51 = e3
% 57.62/23.40  																																																|
% 57.62/23.40  																																																	| From (660) and (186) follows:
% 57.62/23.40  																																																	| (1552) op(e1, e2) = e3
% 57.62/23.40  																																																	|
% 57.62/23.40  																																																	| Instantiating formula (29) with e4, e4, all_0_2_2, e1 and discharging atoms op(e4, e4) = all_0_2_2, op(e4, e4) = e1, yields:
% 57.62/23.40  																																																	| (496) all_0_2_2 = e1
% 57.62/23.40  																																																	|
% 57.62/23.40  																																																	| Instantiating formula (29) with e3, e3, all_0_11_11, e4 and discharging atoms op(e3, e3) = all_0_11_11, op(e3, e3) = e4, yields:
% 57.62/23.40  																																																	| (9789) all_0_11_11 = e4
% 57.62/23.40  																																																	|
% 57.62/23.40  																																																	| Instantiating formula (29) with e3, e0, e3, all_0_12_12 and discharging atoms op(e3, e0) = all_0_12_12, op(e3, e0) = e3, yields:
% 57.62/23.40  																																																	| (2156) all_0_12_12 = e3
% 57.62/23.40  																																																	|
% 57.62/23.40  																																																	| Instantiating formula (29) with e0, e4, all_0_4_4, e3 and discharging atoms op(e0, e4) = all_0_4_4, op(e0, e4) = e3, yields:
% 57.62/23.40  																																																	| (498) all_0_4_4 = e3
% 57.62/23.40  																																																	|
% 57.62/23.40  																																																	| Instantiating formula (29) with e0, e3, all_0_7_7, e0 and discharging atoms op(e0, e3) = all_0_7_7, op(e0, e3) = e0, yields:
% 57.62/23.40  																																																	| (5710) all_0_7_7 = e0
% 57.62/23.40  																																																	|
% 57.62/23.40  																																																	| Instantiating formula (29) with e0, e2, all_0_8_8, e2 and discharging atoms op(e0, e2) = all_0_8_8, op(e0, e2) = e2, yields:
% 57.62/23.40  																																																	| (15601) all_0_8_8 = e2
% 57.62/23.40  																																																	|
% 57.62/23.40  																																																	| From (496) and (479) follows:
% 57.62/23.40  																																																	| (41) op(e4, e4) = e1
% 57.62/23.40  																																																	|
% 57.62/23.40  																																																	| From (9789) and (15591) follows:
% 57.62/23.40  																																																	| (1913) op(e3, e3) = e4
% 57.62/23.40  																																																	|
% 57.62/23.40  																																																	| From (2156) and (1954) follows:
% 57.62/23.40  																																																	| (1639) op(e3, e0) = e3
% 57.62/23.40  																																																	|
% 57.62/23.40  																																																	| From (498) and (494) follows:
% 57.62/23.40  																																																	| (283) op(e0, e4) = e3
% 57.62/23.40  																																																	|
% 57.62/23.40  																																																	| From (5710) and (15579) follows:
% 57.62/23.40  																																																	| (752) op(e0, e3) = e0
% 57.62/23.40  																																																	|
% 57.62/23.40  																																																	| From (15601) and (15580) follows:
% 57.62/23.40  																																																	| (1508) op(e0, e2) = e2
% 57.62/23.40  																																																	|
% 57.62/23.40  																																																	+-Applying beta-rule and splitting (56), into two cases.
% 57.62/23.40  																																																	|-Branch one:
% 57.62/23.40  																																																	| (696) unit = e2
% 57.62/23.40  																																																	|
% 57.62/23.40  																																																		| From (696) and (32) follows:
% 57.62/23.40  																																																		| (698) op(e2, e2) = e2
% 57.62/23.40  																																																		|
% 57.62/23.40  																																																		| From (696) and (42) follows:
% 57.62/23.40  																																																		| (1613) op(e0, e2) = e0
% 57.62/23.40  																																																		|
% 57.62/23.40  																																																		| Instantiating formula (29) with e2, e2, e2, e1 and discharging atoms op(e2, e2) = e2, op(e2, e2) = e1, yields:
% 57.62/23.40  																																																		| (617) e2 = e1
% 57.62/23.40  																																																		|
% 57.62/23.40  																																																		| Instantiating formula (29) with e0, e2, e0, e2 and discharging atoms op(e0, e2) = e2, op(e0, e2) = e0, yields:
% 57.62/23.40  																																																		| (330) e2 = e0
% 57.62/23.40  																																																		|
% 57.62/23.40  																																																		| Combining equations (330,617) yields a new equation:
% 57.62/23.40  																																																		| (431) e1 = e0
% 57.62/23.40  																																																		|
% 57.62/23.40  																																																		| Equations (431) can reduce 233 to:
% 57.62/23.40  																																																		| (266) $false
% 57.62/23.40  																																																		|
% 57.62/23.40  																																																		|-The branch is then unsatisfiable
% 57.62/23.40  																																																	|-Branch two:
% 57.62/23.40  																																																	| (707)  ~ (unit = e2)
% 57.62/23.40  																																																	| (708) unit = e4 | unit = e3 | unit = e1 | unit = e0
% 57.62/23.40  																																																	|
% 57.62/23.40  																																																		+-Applying beta-rule and splitting (708), into two cases.
% 57.62/23.40  																																																		|-Branch one:
% 57.62/23.40  																																																		| (709) unit = e4
% 57.62/23.40  																																																		|
% 57.62/23.40  																																																			| From (709) and (227) follows:
% 57.62/23.40  																																																			| (710) op(e4, e4) = e4
% 57.62/23.40  																																																			|
% 57.62/23.40  																																																			| From (709) and (40) follows:
% 57.62/23.40  																																																			| (711) op(e3, e4) = e3
% 57.62/23.40  																																																			|
% 57.62/23.40  																																																			| From (709) and (32) follows:
% 57.62/23.40  																																																			| (712) op(e2, e4) = e2
% 57.62/23.40  																																																			|
% 57.62/23.40  																																																			| From (709) and (42) follows:
% 57.62/23.40  																																																			| (713) op(e0, e4) = e0
% 57.62/23.40  																																																			|
% 57.62/23.40  																																																			| Instantiating formula (29) with e4, e4, e4, e1 and discharging atoms op(e4, e4) = e4, op(e4, e4) = e1, yields:
% 57.62/23.40  																																																			| (630) e4 = e1
% 57.62/23.40  																																																			|
% 57.62/23.40  																																																			| Instantiating formula (29) with e3, e4, e3, e2 and discharging atoms op(e3, e4) = e3, op(e3, e4) = e2, yields:
% 57.62/23.40  																																																			| (662) e3 = e2
% 57.62/23.40  																																																			|
% 57.62/23.40  																																																			| Instantiating formula (29) with e2, e4, e2, e4 and discharging atoms op(e2, e4) = e4, op(e2, e4) = e2, yields:
% 57.74/23.42  																																																			| (323) e4 = e2
% 57.74/23.42  																																																			|
% 57.74/23.42  																																																			| Instantiating formula (29) with e0, e4, e0, e3 and discharging atoms op(e0, e4) = e3, op(e0, e4) = e0, yields:
% 57.74/23.42  																																																			| (676) e3 = e0
% 57.74/23.42  																																																			|
% 57.74/23.42  																																																			| Combining equations (323,630) yields a new equation:
% 57.74/23.42  																																																			| (616) e2 = e1
% 57.74/23.42  																																																			|
% 57.74/23.42  																																																			| Simplifying 616 yields:
% 57.74/23.42  																																																			| (617) e2 = e1
% 57.74/23.42  																																																			|
% 57.74/23.42  																																																			| Combining equations (662,676) yields a new equation:
% 57.74/23.42  																																																			| (391) e2 = e0
% 57.74/23.42  																																																			|
% 57.74/23.42  																																																			| Simplifying 391 yields:
% 57.74/23.42  																																																			| (330) e2 = e0
% 57.74/23.42  																																																			|
% 57.74/23.42  																																																			| Combining equations (330,617) yields a new equation:
% 57.74/23.42  																																																			| (431) e1 = e0
% 57.74/23.42  																																																			|
% 57.74/23.42  																																																			| Equations (431) can reduce 233 to:
% 57.74/23.42  																																																			| (266) $false
% 57.74/23.42  																																																			|
% 57.74/23.42  																																																			|-The branch is then unsatisfiable
% 57.74/23.42  																																																		|-Branch two:
% 57.74/23.42  																																																		| (724)  ~ (unit = e4)
% 57.74/23.42  																																																		| (725) unit = e3 | unit = e1 | unit = e0
% 57.74/23.42  																																																		|
% 57.74/23.42  																																																			+-Applying beta-rule and splitting (725), into two cases.
% 57.74/23.42  																																																			|-Branch one:
% 57.74/23.42  																																																			| (726) unit = e0
% 57.74/23.42  																																																			|
% 57.74/23.42  																																																				| From (726) and (244) follows:
% 57.74/23.42  																																																				| (2207) op(e0, e4) = e4
% 57.74/23.42  																																																				|
% 57.74/23.42  																																																				| From (726) and (24) follows:
% 57.74/23.42  																																																				| (2208) op(e0, e3) = e3
% 57.74/23.42  																																																				|
% 57.74/23.42  																																																				| From (726) and (211) follows:
% 57.74/23.42  																																																				| (15180) op(e0, e1) = e1
% 57.74/23.42  																																																				|
% 57.74/23.42  																																																				| Instantiating formula (29) with e0, e4, e4, e3 and discharging atoms op(e0, e4) = e4, op(e0, e4) = e3, yields:
% 57.74/23.42  																																																				| (425) e4 = e3
% 57.74/23.42  																																																				|
% 57.74/23.42  																																																				| Instantiating formula (29) with e0, e3, e3, e0 and discharging atoms op(e0, e3) = e3, op(e0, e3) = e0, yields:
% 57.74/23.42  																																																				| (676) e3 = e0
% 57.74/23.42  																																																				|
% 57.74/23.42  																																																				| Instantiating formula (29) with e0, e1, e1, e4 and discharging atoms op(e0, e1) = e4, op(e0, e1) = e1, yields:
% 57.74/23.42  																																																				| (630) e4 = e1
% 57.74/23.42  																																																				|
% 57.74/23.42  																																																				| Combining equations (425,630) yields a new equation:
% 57.74/23.42  																																																				| (454) e3 = e1
% 57.74/23.42  																																																				|
% 57.74/23.42  																																																				| Simplifying 454 yields:
% 57.74/23.42  																																																				| (455) e3 = e1
% 57.74/23.42  																																																				|
% 57.74/23.42  																																																				| Combining equations (455,676) yields a new equation:
% 57.74/23.42  																																																				| (546) e1 = e0
% 57.74/23.42  																																																				|
% 57.74/23.42  																																																				| Simplifying 546 yields:
% 57.74/23.42  																																																				| (431) e1 = e0
% 57.74/23.42  																																																				|
% 57.74/23.42  																																																				| Equations (431) can reduce 233 to:
% 57.74/23.42  																																																				| (266) $false
% 57.74/23.42  																																																				|
% 57.74/23.42  																																																				|-The branch is then unsatisfiable
% 57.74/23.42  																																																			|-Branch two:
% 57.74/23.42  																																																			| (734)  ~ (unit = e0)
% 57.74/23.42  																																																			| (735) unit = e3 | unit = e1
% 57.74/23.42  																																																			|
% 57.74/23.42  																																																				+-Applying beta-rule and splitting (735), into two cases.
% 57.74/23.42  																																																				|-Branch one:
% 57.74/23.42  																																																				| (736) unit = e1
% 57.74/23.42  																																																				|
% 57.74/23.42  																																																					| Equations (736) can reduce 734 to:
% 57.74/23.42  																																																					| (233)  ~ (e1 = e0)
% 57.74/23.42  																																																					|
% 57.74/23.42  																																																					| From (736) and (24) follows:
% 57.74/23.42  																																																					| (1934) op(e1, e3) = e3
% 57.74/23.42  																																																					|
% 57.74/23.42  																																																					| From (736) and (15) follows:
% 57.74/23.42  																																																					| (515) op(e1, e2) = e2
% 57.74/23.42  																																																					|
% 57.74/23.42  																																																					| From (736) and (32) follows:
% 57.74/23.42  																																																					| (347) op(e2, e1) = e2
% 57.74/23.42  																																																					|
% 57.74/23.42  																																																					| Instantiating formula (29) with e2, e1, e2, e0 and discharging atoms op(e2, e1) = e2, op(e2, e1) = e0, yields:
% 57.74/23.42  																																																					| (330) e2 = e0
% 57.74/23.42  																																																					|
% 57.74/23.42  																																																					| Instantiating formula (29) with e1, e3, e3, e1 and discharging atoms op(e1, e3) = e3, op(e1, e3) = e1, yields:
% 57.74/23.42  																																																					| (455) e3 = e1
% 57.74/23.42  																																																					|
% 57.74/23.42  																																																					| Instantiating formula (29) with e1, e2, e2, e3 and discharging atoms op(e1, e2) = e3, op(e1, e2) = e2, yields:
% 57.74/23.42  																																																					| (662) e3 = e2
% 57.74/23.42  																																																					|
% 57.74/23.42  																																																					| Combining equations (662,455) yields a new equation:
% 57.74/23.42  																																																					| (616) e2 = e1
% 57.74/23.42  																																																					|
% 57.74/23.42  																																																					| Simplifying 616 yields:
% 57.74/23.42  																																																					| (617) e2 = e1
% 57.74/23.42  																																																					|
% 57.74/23.42  																																																					| Combining equations (617,330) yields a new equation:
% 57.74/23.42  																																																					| (546) e1 = e0
% 57.74/23.42  																																																					|
% 57.74/23.42  																																																					| Simplifying 546 yields:
% 57.74/23.42  																																																					| (431) e1 = e0
% 57.74/23.42  																																																					|
% 57.74/23.42  																																																					| Equations (431) can reduce 233 to:
% 57.74/23.42  																																																					| (266) $false
% 57.74/23.42  																																																					|
% 57.74/23.42  																																																					|-The branch is then unsatisfiable
% 57.74/23.42  																																																				|-Branch two:
% 57.74/23.42  																																																				| (748)  ~ (unit = e1)
% 57.74/23.42  																																																				| (749) unit = e3
% 57.74/23.42  																																																				|
% 57.74/23.42  																																																					| From (749) and (244) follows:
% 57.74/23.42  																																																					| (750) op(e3, e4) = e4
% 57.74/23.42  																																																					|
% 57.74/23.42  																																																					| From (749) and (209) follows:
% 57.74/23.42  																																																					| (1667) op(e3, e0) = e0
% 57.74/23.42  																																																					|
% 57.74/23.42  																																																					| From (749) and (40) follows:
% 57.74/23.42  																																																					| (3715) op(e3, e3) = e3
% 57.74/23.42  																																																					|
% 57.74/23.42  																																																					| Instantiating formula (29) with e3, e4, e4, e2 and discharging atoms op(e3, e4) = e4, op(e3, e4) = e2, yields:
% 57.74/23.42  																																																					| (323) e4 = e2
% 57.74/23.42  																																																					|
% 57.74/23.42  																																																					| Instantiating formula (29) with e3, e3, e3, e4 and discharging atoms op(e3, e3) = e4, op(e3, e3) = e3, yields:
% 57.74/23.42  																																																					| (425) e4 = e3
% 57.74/23.42  																																																					|
% 57.74/23.42  																																																					| Instantiating formula (29) with e3, e0, e0, e3 and discharging atoms op(e3, e0) = e3, op(e3, e0) = e0, yields:
% 57.74/23.42  																																																					| (676) e3 = e0
% 57.74/23.42  																																																					|
% 57.74/23.42  																																																					| Combining equations (323,425) yields a new equation:
% 57.74/23.42  																																																					| (662) e3 = e2
% 57.74/23.42  																																																					|
% 57.74/23.42  																																																					| Combining equations (676,662) yields a new equation:
% 57.74/23.42  																																																					| (330) e2 = e0
% 57.74/23.42  																																																					|
% 57.74/23.42  																																																					| Equations (330) can reduce 128 to:
% 57.74/23.42  																																																					| (266) $false
% 57.74/23.42  																																																					|
% 57.74/23.42  																																																					|-The branch is then unsatisfiable
% 57.74/23.42  																																																|-Branch two:
% 57.74/23.42  																																																| (664)  ~ (all_0_51_51 = e3)
% 57.74/23.42  																																																| (665) all_0_53_53 = e3
% 57.74/23.42  																																																|
% 57.74/23.42  																																																	| Equations (665) can reduce 903 to:
% 57.74/23.42  																																																	| (266) $false
% 57.74/23.42  																																																	|
% 57.74/23.42  																																																	|-The branch is then unsatisfiable
% 57.74/23.42  																																													|-Branch two:
% 57.74/23.42  																																													| (358)  ~ (all_0_42_42 = e0)
% 57.74/23.42  																																													| (563) all_0_47_47 = e0 | all_0_56_56 = e0
% 57.74/23.43  																																													|
% 57.74/23.43  																																														+-Applying beta-rule and splitting (563), into two cases.
% 57.74/23.43  																																														|-Branch one:
% 57.74/23.43  																																														| (674) all_0_47_47 = e0
% 57.74/23.43  																																														|
% 57.74/23.43  																																															| Combining equations (654,674) yields a new equation:
% 57.74/23.43  																																															| (546) e1 = e0
% 57.74/23.43  																																															|
% 57.74/23.43  																																															| Simplifying 546 yields:
% 57.74/23.43  																																															| (431) e1 = e0
% 57.74/23.43  																																															|
% 57.74/23.43  																																															| Equations (431) can reduce 233 to:
% 57.74/23.43  																																															| (266) $false
% 57.74/23.43  																																															|
% 57.74/23.43  																																															|-The branch is then unsatisfiable
% 57.74/23.43  																																														|-Branch two:
% 57.74/23.43  																																														| (678)  ~ (all_0_47_47 = e0)
% 57.74/23.43  																																														| (679) all_0_56_56 = e0
% 57.74/23.43  																																														|
% 57.74/23.43  																																															| Combining equations (833,679) yields a new equation:
% 57.74/23.43  																																															| (391) e2 = e0
% 57.74/23.43  																																															|
% 57.74/23.43  																																															| Simplifying 391 yields:
% 57.74/23.43  																																															| (330) e2 = e0
% 57.74/23.43  																																															|
% 57.74/23.43  																																															| Equations (330) can reduce 128 to:
% 57.74/23.43  																																															| (266) $false
% 57.74/23.43  																																															|
% 57.74/23.43  																																															|-The branch is then unsatisfiable
% 57.74/23.43  																																												|-Branch two:
% 57.74/23.43  																																												| (1377)  ~ (all_0_39_39 = e4)
% 57.74/23.43  																																												| (1378) all_0_40_40 = e4
% 57.74/23.43  																																												|
% 57.74/23.43  																																													| Combining equations (485,1378) yields a new equation:
% 57.74/23.43  																																													| (397) e4 = e0
% 57.74/23.43  																																													|
% 57.74/23.43  																																													| Equations (397) can reduce 49 to:
% 57.74/23.43  																																													| (266) $false
% 57.74/23.43  																																													|
% 57.74/23.43  																																													|-The branch is then unsatisfiable
% 57.74/23.43  																																							|-Branch two:
% 57.74/23.43  																																							| (440)  ~ (all_0_41_41 = e4)
% 57.74/23.43  																																							| (4049) all_0_41_41 = e3 | all_0_41_41 = e1 | all_0_41_41 = e0
% 57.74/23.43  																																							|
% 57.74/23.43  																																								+-Applying beta-rule and splitting (4049), into two cases.
% 57.74/23.43  																																								|-Branch one:
% 57.74/23.43  																																								| (794) all_0_41_41 = e0
% 57.74/23.43  																																								|
% 57.74/23.43  																																									| Equations (794) can reduce 357 to:
% 57.74/23.43  																																									| (266) $false
% 57.74/23.43  																																									|
% 57.74/23.43  																																									|-The branch is then unsatisfiable
% 57.74/23.43  																																								|-Branch two:
% 57.74/23.43  																																								| (357)  ~ (all_0_41_41 = e0)
% 57.74/23.43  																																								| (4053) all_0_41_41 = e3 | all_0_41_41 = e1
% 57.74/23.43  																																								|
% 57.74/23.43  																																									+-Applying beta-rule and splitting (4053), into two cases.
% 57.74/23.43  																																									|-Branch one:
% 57.74/23.43  																																									| (453) all_0_41_41 = e1
% 57.74/23.43  																																									|
% 57.74/23.43  																																										| Equations (453) can reduce 457 to:
% 57.74/23.43  																																										| (266) $false
% 57.74/23.43  																																										|
% 57.74/23.43  																																										|-The branch is then unsatisfiable
% 57.74/23.43  																																									|-Branch two:
% 57.74/23.43  																																									| (457)  ~ (all_0_41_41 = e1)
% 57.74/23.43  																																									| (403) all_0_41_41 = e3
% 57.74/23.43  																																									|
% 57.74/23.43  																																										| Equations (403) can reduce 1898 to:
% 57.74/23.43  																																										| (266) $false
% 57.74/23.43  																																										|
% 57.74/23.43  																																										|-The branch is then unsatisfiable
% 57.74/23.43  																																						|-Branch two:
% 57.74/23.43  																																						| (759)  ~ (all_0_50_50 = e1)
% 57.74/23.43  																																						| (1168) all_0_51_51 = e1 | all_0_52_52 = e1 | all_0_53_53 = e1
% 57.74/23.43  																																						|
% 57.74/23.43  																																							+-Applying beta-rule and splitting (1168), into two cases.
% 57.74/23.43  																																							|-Branch one:
% 57.74/23.43  																																							| (1109) all_0_51_51 = e1
% 57.74/23.43  																																							|
% 57.74/23.43  																																								| Equations (1109) can reduce 464 to:
% 57.74/23.43  																																								| (266) $false
% 57.74/23.43  																																								|
% 57.74/23.43  																																								|-The branch is then unsatisfiable
% 57.74/23.43  																																							|-Branch two:
% 57.74/23.43  																																							| (464)  ~ (all_0_51_51 = e1)
% 57.74/23.43  																																							| (1202) all_0_52_52 = e1 | all_0_53_53 = e1
% 57.74/23.43  																																							|
% 57.74/23.43  																																								+-Applying beta-rule and splitting (1202), into two cases.
% 57.74/23.43  																																								|-Branch one:
% 57.74/23.43  																																								| (642) all_0_52_52 = e1
% 57.74/23.43  																																								|
% 57.74/23.43  																																									| Combining equations (352,642) yields a new equation:
% 57.74/23.43  																																									| (616) e2 = e1
% 57.74/23.43  																																									|
% 57.74/23.43  																																									| Simplifying 616 yields:
% 57.74/23.43  																																									| (617) e2 = e1
% 57.74/23.43  																																									|
% 57.74/23.43  																																									| Equations (617) can reduce 122 to:
% 57.74/23.43  																																									| (266) $false
% 57.74/23.43  																																									|
% 57.74/23.43  																																									|-The branch is then unsatisfiable
% 57.74/23.43  																																								|-Branch two:
% 57.74/23.43  																																								| (646)  ~ (all_0_52_52 = e1)
% 57.74/23.43  																																								| (1208) all_0_53_53 = e1
% 57.74/23.43  																																								|
% 57.74/23.43  																																									| Equations (1208) can reduce 1459 to:
% 57.74/23.43  																																									| (266) $false
% 57.74/23.43  																																									|
% 57.74/23.43  																																									|-The branch is then unsatisfiable
% 57.74/23.43  																																					|-Branch two:
% 57.74/23.43  																																					| (803)  ~ (all_0_55_55 = e0)
% 57.74/23.43  																																					| (863) all_0_56_56 = e0 | all_0_57_57 = e0 | all_0_58_58 = e0
% 57.74/23.43  																																					|
% 57.74/23.43  																																						+-Applying beta-rule and splitting (863), into two cases.
% 57.74/23.43  																																						|-Branch one:
% 57.74/23.43  																																						| (679) all_0_56_56 = e0
% 57.74/23.43  																																						|
% 57.74/23.43  																																							| Combining equations (833,679) yields a new equation:
% 57.74/23.43  																																							| (391) e2 = e0
% 57.74/23.43  																																							|
% 57.74/23.43  																																							| Simplifying 391 yields:
% 57.74/23.43  																																							| (330) e2 = e0
% 57.74/23.43  																																							|
% 57.74/23.43  																																							| Equations (330) can reduce 128 to:
% 57.74/23.43  																																							| (266) $false
% 57.74/23.43  																																							|
% 57.74/23.43  																																							|-The branch is then unsatisfiable
% 57.74/23.43  																																						|-Branch two:
% 57.74/23.43  																																						| (828)  ~ (all_0_56_56 = e0)
% 57.74/23.43  																																						| (924) all_0_57_57 = e0 | all_0_58_58 = e0
% 57.74/23.43  																																						|
% 57.74/23.43  																																							+-Applying beta-rule and splitting (924), into two cases.
% 57.74/23.43  																																							|-Branch one:
% 57.74/23.43  																																							| (875) all_0_57_57 = e0
% 57.74/23.43  																																							|
% 57.74/23.43  																																								| Combining equations (871,875) yields a new equation:
% 57.74/23.43  																																								| (481) e4 = e0
% 57.74/23.43  																																								|
% 57.74/23.43  																																								| Simplifying 481 yields:
% 57.74/23.43  																																								| (397) e4 = e0
% 57.74/23.43  																																								|
% 57.74/23.43  																																								| Equations (397) can reduce 49 to:
% 57.74/23.43  																																								| (266) $false
% 57.74/23.43  																																								|
% 57.74/23.43  																																								|-The branch is then unsatisfiable
% 57.74/23.43  																																							|-Branch two:
% 57.74/23.43  																																							| (364)  ~ (all_0_57_57 = e0)
% 57.74/23.43  																																							| (914) all_0_58_58 = e0
% 57.74/23.43  																																							|
% 57.74/23.43  																																								| Combining equations (914,918) yields a new equation:
% 57.74/23.43  																																								| (431) e1 = e0
% 57.74/23.43  																																								|
% 57.74/23.43  																																								| Equations (431) can reduce 233 to:
% 57.74/23.43  																																								| (266) $false
% 57.74/23.43  																																								|
% 57.74/23.43  																																								|-The branch is then unsatisfiable
% 57.74/23.43  																															|-Branch two:
% 57.74/23.43  																															| (409)  ~ (all_0_46_46 = e3)
% 57.74/23.43  																															| (1561) all_0_47_47 = e3 | all_0_49_49 = e3
% 57.74/23.43  																															|
% 57.74/23.43  																																+-Applying beta-rule and splitting (1561), into two cases.
% 57.74/23.43  																																|-Branch one:
% 57.74/23.43  																																| (522) all_0_47_47 = e3
% 57.74/23.43  																																|
% 57.74/23.43  																																	| Combining equations (654,522) yields a new equation:
% 57.74/23.43  																																	| (455) e3 = e1
% 57.74/23.43  																																	|
% 57.74/23.43  																																	| Equations (455) can reduce 213 to:
% 57.74/23.43  																																	| (266) $false
% 57.74/23.43  																																	|
% 57.74/23.43  																																	|-The branch is then unsatisfiable
% 57.74/23.43  																																|-Branch two:
% 57.74/23.43  																																| (1091)  ~ (all_0_47_47 = e3)
% 57.74/23.43  																																| (884) all_0_49_49 = e3
% 57.74/23.43  																																|
% 57.74/23.43  																																	| Combining equations (583,884) yields a new equation:
% 57.74/23.43  																																	| (662) e3 = e2
% 57.74/23.43  																																	|
% 57.74/23.43  																																	| Equations (662) can reduce 212 to:
% 57.74/23.43  																																	| (266) $false
% 57.74/23.43  																																	|
% 57.74/23.43  																																	|-The branch is then unsatisfiable
% 57.74/23.43  																													|-Branch two:
% 57.74/23.43  																													| (340)  ~ (all_0_49_49 = e2)
% 57.74/23.43  																													| (614) all_0_53_53 = e2 | all_0_58_58 = e2
% 57.74/23.43  																													|
% 57.74/23.43  																														+-Applying beta-rule and splitting (614), into two cases.
% 57.74/23.43  																														|-Branch one:
% 57.74/23.43  																														| (607) all_0_53_53 = e2
% 57.74/23.43  																														|
% 57.74/23.43  																															| Equations (607) can reduce 509 to:
% 57.74/23.43  																															| (266) $false
% 57.74/23.43  																															|
% 57.74/23.43  																															|-The branch is then unsatisfiable
% 57.74/23.43  																														|-Branch two:
% 57.74/23.43  																														| (509)  ~ (all_0_53_53 = e2)
% 57.74/23.43  																														| (624) all_0_58_58 = e2
% 57.74/23.43  																														|
% 57.74/23.43  																															| Equations (624) can reduce 908 to:
% 57.74/23.43  																															| (266) $false
% 57.74/23.43  																															|
% 57.74/23.43  																															|-The branch is then unsatisfiable
% 57.74/23.43  																									|-Branch two:
% 57.74/23.43  																									| (813) all_0_47_47 = e1 & all_0_52_52 = e2 &  ~ (all_0_51_51 = e1)
% 57.74/23.43  																									|
% 57.74/23.43  																										| Applying alpha-rule on (813) yields:
% 57.74/23.43  																										| (654) all_0_47_47 = e1
% 57.74/23.43  																										| (352) all_0_52_52 = e2
% 57.74/23.43  																										| (464)  ~ (all_0_51_51 = e1)
% 57.74/23.43  																										|
% 57.74/23.43  																										| Equations (654) can reduce 79 to:
% 57.74/23.43  																										| (151)  ~ (all_0_39_39 = e1)
% 57.74/23.43  																										|
% 57.74/23.43  																										| Equations (654) can reduce 198 to:
% 57.74/23.43  																										| (1380)  ~ (all_0_42_42 = e1)
% 57.74/23.43  																										|
% 57.74/23.43  																										| Equations (654) can reduce 86 to:
% 57.74/23.43  																										| (1419)  ~ (all_0_49_49 = e1)
% 57.74/23.43  																										|
% 57.74/23.43  																										| Simplifying 1419 yields:
% 57.74/23.43  																										| (1064)  ~ (all_0_49_49 = e1)
% 57.74/23.43  																										|
% 57.74/23.43  																										| Equations (654) can reduce 224 to:
% 57.74/23.43  																										| (463)  ~ (all_0_51_51 = e1)
% 57.74/23.43  																										|
% 57.74/23.43  																										| Simplifying 463 yields:
% 57.74/23.43  																										| (464)  ~ (all_0_51_51 = e1)
% 57.74/23.43  																										|
% 57.74/23.43  																										| Equations (654) can reduce 252 to:
% 57.74/23.43  																										| (602)  ~ (e4 = e1)
% 57.74/23.43  																										|
% 57.74/23.43  																										| Simplifying 602 yields:
% 57.74/23.43  																										| (110)  ~ (e4 = e1)
% 57.74/23.43  																										|
% 57.74/23.43  																										| Equations (654) can reduce 678 to:
% 57.74/23.43  																										| (233)  ~ (e1 = e0)
% 57.74/23.43  																										|
% 57.74/23.43  																										| From (654) and (23) follows:
% 57.74/23.43  																										| (9478) op(e2, e2) = e1
% 57.74/23.43  																										|
% 57.74/23.43  																										+-Applying beta-rule and splitting (385), into two cases.
% 57.74/23.43  																										|-Branch one:
% 57.74/23.43  																										| (1105) all_0_47_47 = e2
% 57.74/23.43  																										|
% 57.74/23.43  																											| Combining equations (654,1105) yields a new equation:
% 57.74/23.43  																											| (617) e2 = e1
% 57.74/23.43  																											|
% 57.74/23.43  																											| Equations (617) can reduce 122 to:
% 57.74/23.43  																											| (266) $false
% 57.74/23.43  																											|
% 57.74/23.43  																											|-The branch is then unsatisfiable
% 57.74/23.43  																										|-Branch two:
% 57.74/23.43  																										| (338)  ~ (all_0_47_47 = e2)
% 57.74/23.43  																										| (1108) all_0_51_51 = e2 | all_0_56_56 = e2
% 57.74/23.43  																										|
% 57.74/23.43  																											+-Applying beta-rule and splitting (1108), into two cases.
% 57.74/23.43  																											|-Branch one:
% 57.74/23.43  																											| (504) all_0_51_51 = e2
% 57.74/23.43  																											|
% 57.74/23.43  																												| Equations (504) can reduce 1099 to:
% 57.74/23.43  																												| (266) $false
% 57.74/23.43  																												|
% 57.74/23.43  																												|-The branch is then unsatisfiable
% 57.74/23.43  																											|-Branch two:
% 57.74/23.43  																											| (1099)  ~ (all_0_51_51 = e2)
% 57.74/23.43  																											| (833) all_0_56_56 = e2
% 57.74/23.43  																											|
% 57.74/23.43  																												| Equations (833) can reduce 236 to:
% 57.74/23.43  																												| (51)  ~ (all_0_42_42 = e2)
% 57.74/23.43  																												|
% 57.74/23.43  																												| Equations (833) can reduce 16 to:
% 57.74/23.44  																												| (1099)  ~ (all_0_51_51 = e2)
% 57.74/23.44  																												|
% 57.74/23.44  																												| Equations (833) can reduce 153 to:
% 57.74/23.44  																												| (304)  ~ (all_0_55_55 = e2)
% 57.74/23.44  																												|
% 57.74/23.44  																												| Equations (833) can reduce 44 to:
% 57.74/23.44  																												| (1186)  ~ (all_0_58_58 = e2)
% 57.74/23.44  																												|
% 57.74/23.44  																												| Simplifying 1186 yields:
% 57.74/23.44  																												| (908)  ~ (all_0_58_58 = e2)
% 57.74/23.44  																												|
% 57.74/23.44  																												| Equations (833) can reduce 272 to:
% 57.74/23.44  																												| (626)  ~ (e3 = e2)
% 57.74/23.44  																												|
% 57.74/23.44  																												| Simplifying 626 yields:
% 57.74/23.44  																												| (212)  ~ (e3 = e2)
% 57.74/23.44  																												|
% 57.74/23.44  																												| From (833) and (87) follows:
% 57.74/23.44  																												| (4151) op(e2, e2) = all_0_34_34
% 57.74/23.44  																												|
% 57.74/23.44  																												| From (833) and (111) follows:
% 57.74/23.44  																												| (1508) op(e0, e2) = e2
% 57.74/23.44  																												|
% 57.74/23.44  																												+-Applying beta-rule and splitting (377), into two cases.
% 57.74/23.44  																												|-Branch one:
% 57.74/23.44  																												| (583) all_0_49_49 = e2
% 57.74/23.44  																												|
% 57.74/23.44  																													| Equations (583) can reduce 200 to:
% 57.74/23.44  																													| (296)  ~ (all_0_40_40 = e2)
% 57.74/23.44  																													|
% 57.74/23.44  																													| Equations (583) can reduce 119 to:
% 57.74/23.44  																													| (1186)  ~ (all_0_58_58 = e2)
% 57.74/23.44  																													|
% 57.74/23.44  																													| Simplifying 1186 yields:
% 57.74/23.44  																													| (908)  ~ (all_0_58_58 = e2)
% 57.74/23.44  																													|
% 57.74/23.44  																													| Equations (583) can reduce 1064 to:
% 57.74/23.44  																													| (122)  ~ (e2 = e1)
% 57.74/23.44  																													|
% 57.76/23.44  																													| Equations (583) can reduce 487 to:
% 57.76/23.44  																													| (128)  ~ (e2 = e0)
% 57.76/23.44  																													|
% 57.76/23.44  																													| From (583) and (129) follows:
% 57.76/23.44  																													| (14996) op(e2, e2) = all_0_20_20
% 57.76/23.44  																													|
% 57.76/23.44  																													+-Applying beta-rule and splitting (78), into two cases.
% 57.76/23.44  																													|-Branch one:
% 57.76/23.44  																													| (423) all_0_45_45 = e3
% 57.76/23.44  																													|
% 57.76/23.44  																														| Combining equations (248,423) yields a new equation:
% 57.76/23.44  																														| (424) e4 = e3
% 57.76/23.44  																														|
% 57.76/23.44  																														| Simplifying 424 yields:
% 57.76/23.44  																														| (425) e4 = e3
% 57.76/23.44  																														|
% 57.76/23.44  																														| Equations (425) can reduce 188 to:
% 57.76/23.44  																														| (266) $false
% 57.76/23.44  																														|
% 57.76/23.44  																														|-The branch is then unsatisfiable
% 57.76/23.44  																													|-Branch two:
% 57.76/23.44  																													| (427)  ~ (all_0_45_45 = e3)
% 57.76/23.44  																													| (428) all_0_46_46 = e3 | all_0_47_47 = e3 | all_0_49_49 = e3
% 57.76/23.44  																													|
% 57.76/23.44  																														+-Applying beta-rule and splitting (428), into two cases.
% 57.76/23.44  																														|-Branch one:
% 57.76/23.44  																														| (1557) all_0_46_46 = e3
% 57.76/23.44  																														|
% 57.76/23.44  																															| Equations (1557) can reduce 43 to:
% 57.76/23.44  																															| (1898)  ~ (all_0_41_41 = e3)
% 57.76/23.44  																															|
% 57.76/23.44  																															| Equations (1557) can reduce 35 to:
% 57.76/23.44  																															| (410)  ~ (all_0_50_50 = e3)
% 57.76/23.44  																															|
% 57.76/23.44  																															| Simplifying 410 yields:
% 57.76/23.44  																															| (411)  ~ (all_0_50_50 = e3)
% 57.76/23.44  																															|
% 57.76/23.44  																															| Equations (1557) can reduce 58 to:
% 57.76/23.44  																															| (269)  ~ (all_0_55_55 = e3)
% 57.76/23.44  																															|
% 57.76/23.44  																															| Simplifying 269 yields:
% 57.76/23.44  																															| (270)  ~ (all_0_55_55 = e3)
% 57.76/23.44  																															|
% 57.76/23.44  																															| From (1557) and (33) follows:
% 57.76/23.44  																															| (3526) op(e3, e3) = all_0_16_16
% 57.76/23.44  																															|
% 57.76/23.44  																															| From (1557) and (179) follows:
% 57.76/23.44  																															| (3527) op(e3, e2) = all_0_15_15
% 57.76/23.44  																															|
% 57.76/23.44  																															| From (1557) and (120) follows:
% 57.76/23.44  																															| (697) op(e2, e3) = e3
% 57.76/23.44  																															|
% 57.76/23.44  																															| Instantiating formula (29) with e3, e3, all_0_16_16, all_0_41_41 and discharging atoms op(e3, e3) = all_0_16_16, op(e3, e3) = all_0_41_41, yields:
% 57.76/23.44  																															| (15012) all_0_16_16 = all_0_41_41
% 57.76/23.44  																															|
% 57.76/23.44  																															| Instantiating formula (29) with e3, e2, all_0_15_15, all_0_42_42 and discharging atoms op(e3, e2) = all_0_15_15, op(e3, e2) = all_0_42_42, yields:
% 57.76/23.44  																															| (3582) all_0_15_15 = all_0_42_42
% 57.76/23.44  																															|
% 57.76/23.44  																															| Instantiating formula (29) with e2, e2, all_0_34_34, all_0_20_20 and discharging atoms op(e2, e2) = all_0_20_20, op(e2, e2) = all_0_34_34, yields:
% 57.76/23.44  																															| (5157) all_0_20_20 = all_0_34_34
% 57.76/23.44  																															|
% 57.76/23.44  																															| Instantiating formula (29) with e2, e2, e1, all_0_20_20 and discharging atoms op(e2, e2) = all_0_20_20, op(e2, e2) = e1, yields:
% 57.76/23.44  																															| (4267) all_0_20_20 = e1
% 57.76/23.44  																															|
% 57.76/23.44  																															| Instantiating formula (29) with e1, e3, all_0_9_9, all_0_50_50 and discharging atoms op(e1, e3) = all_0_9_9, op(e1, e3) = all_0_50_50, yields:
% 57.76/23.44  																															| (6393) all_0_9_9 = all_0_50_50
% 57.76/23.44  																															|
% 57.76/23.44  																															| Instantiating formula (29) with e1, e1, all_0_10_10, e2 and discharging atoms op(e1, e1) = all_0_10_10, op(e1, e1) = e2, yields:
% 57.76/23.44  																															| (15017) all_0_10_10 = e2
% 57.76/23.44  																															|
% 57.76/23.44  																															| Instantiating formula (29) with e0, e2, e2, all_0_18_18 and discharging atoms op(e0, e2) = all_0_18_18, op(e0, e2) = e2, yields:
% 57.76/23.44  																															| (15018) all_0_18_18 = e2
% 57.76/23.44  																															|
% 57.76/23.44  																															| Instantiating formula (29) with e0, e1, e4, all_0_19_19 and discharging atoms op(e0, e1) = all_0_19_19, op(e0, e1) = e4, yields:
% 57.76/23.44  																															| (15019) all_0_19_19 = e4
% 57.76/23.44  																															|
% 57.76/23.44  																															| Combining equations (5157,4267) yields a new equation:
% 57.76/23.45  																															| (15020) all_0_34_34 = e1
% 57.76/23.45  																															|
% 57.76/23.45  																															| Simplifying 15020 yields:
% 57.76/23.45  																															| (9480) all_0_34_34 = e1
% 57.76/23.45  																															|
% 57.76/23.45  																															| From (15012) and (3526) follows:
% 57.76/23.45  																															| (219) op(e3, e3) = all_0_41_41
% 57.76/23.45  																															|
% 57.76/23.45  																															| From (3582) and (3527) follows:
% 57.76/23.45  																															| (210) op(e3, e2) = all_0_42_42
% 57.76/23.45  																															|
% 57.76/23.45  																															| From (9480) and (4151) follows:
% 57.76/23.45  																															| (9478) op(e2, e2) = e1
% 57.76/23.45  																															|
% 57.76/23.45  																															| From (6393) and (6385) follows:
% 57.76/23.45  																															| (242) op(e1, e3) = all_0_50_50
% 57.76/23.45  																															|
% 57.76/23.45  																															| From (15017) and (6386) follows:
% 57.76/23.45  																															| (10182) op(e1, e1) = e2
% 57.76/23.45  																															|
% 57.76/23.45  																															| From (15018) and (14936) follows:
% 57.76/23.45  																															| (1508) op(e0, e2) = e2
% 57.76/23.45  																															|
% 57.76/23.45  																															| From (15019) and (14937) follows:
% 57.76/23.45  																															| (3109) op(e0, e1) = e4
% 57.76/23.45  																															|
% 57.76/23.45  																															+-Applying beta-rule and splitting (113), into two cases.
% 57.76/23.45  																															|-Branch one:
% 57.76/23.45  																															| (403) all_0_41_41 = e3
% 57.76/23.45  																															|
% 57.76/23.45  																																| Equations (403) can reduce 1898 to:
% 57.76/23.45  																																| (266) $false
% 57.76/23.45  																																|
% 57.76/23.45  																																|-The branch is then unsatisfiable
% 57.76/23.45  																															|-Branch two:
% 57.76/23.45  																															| (1898)  ~ (all_0_41_41 = e3)
% 57.76/23.45  																															| (1899) all_0_42_42 = e3 | all_0_44_44 = e3
% 57.76/23.45  																															|
% 57.76/23.45  																																+-Applying beta-rule and splitting (168), into two cases.
% 57.76/23.45  																																|-Branch one:
% 57.76/23.45  																																| (415) all_0_50_50 = e3
% 57.76/23.45  																																|
% 57.76/23.45  																																	| Equations (415) can reduce 411 to:
% 57.76/23.45  																																	| (266) $false
% 57.76/23.45  																																	|
% 57.76/23.45  																																	|-The branch is then unsatisfiable
% 57.76/23.45  																																|-Branch two:
% 57.76/23.45  																																| (411)  ~ (all_0_50_50 = e3)
% 57.76/23.45  																																| (418) all_0_51_51 = e3 | all_0_53_53 = e3
% 57.76/23.45  																																|
% 57.76/23.45  																																	+-Applying beta-rule and splitting (216), into two cases.
% 57.76/23.45  																																	|-Branch one:
% 57.76/23.45  																																	| (629) all_0_55_55 = e1
% 57.76/23.45  																																	|
% 57.76/23.45  																																		| Equations (629) can reduce 191 to:
% 57.76/23.45  																																		| (457)  ~ (all_0_41_41 = e1)
% 57.76/23.45  																																		|
% 57.76/23.45  																																		| Equations (629) can reduce 93 to:
% 57.76/23.45  																																		| (759)  ~ (all_0_50_50 = e1)
% 57.76/23.45  																																		|
% 57.76/23.45  																																		| Equations (629) can reduce 3 to:
% 57.76/23.45  																																		| (879)  ~ (all_0_58_58 = e1)
% 57.76/23.45  																																		|
% 57.76/23.45  																																		| Simplifying 879 yields:
% 57.76/23.45  																																		| (880)  ~ (all_0_58_58 = e1)
% 57.76/23.45  																																		|
% 57.76/23.45  																																		| Equations (629) can reduce 270 to:
% 57.76/23.45  																																		| (467)  ~ (e3 = e1)
% 57.76/23.45  																																		|
% 57.76/23.45  																																		| Simplifying 467 yields:
% 57.76/23.45  																																		| (213)  ~ (e3 = e1)
% 57.76/23.45  																																		|
% 57.76/23.45  																																		| Equations (629) can reduce 304 to:
% 57.76/23.45  																																		| (604)  ~ (e2 = e1)
% 57.76/23.45  																																		|
% 57.76/23.46  																																		| Simplifying 604 yields:
% 57.76/23.46  																																		| (122)  ~ (e2 = e1)
% 57.76/23.46  																																		|
% 57.76/23.46  																																		| From (629) and (187) follows:
% 57.76/23.46  																																		| (15046) op(e1, e3) = all_0_32_32
% 57.76/23.46  																																		|
% 57.76/23.46  																																		+-Applying beta-rule and splitting (108), into two cases.
% 57.76/23.46  																																		|-Branch one:
% 57.76/23.46  																																		| (624) all_0_58_58 = e2
% 57.76/23.46  																																		|
% 57.76/23.46  																																			| Equations (624) can reduce 908 to:
% 57.76/23.46  																																			| (266) $false
% 57.76/23.46  																																			|
% 57.76/23.46  																																			|-The branch is then unsatisfiable
% 57.76/23.46  																																		|-Branch two:
% 57.76/23.46  																																		| (908)  ~ (all_0_58_58 = e2)
% 57.76/23.46  																																		| (909) all_0_58_58 = e4 | all_0_58_58 = e3 | all_0_58_58 = e1 | all_0_58_58 = e0
% 57.76/23.46  																																		|
% 57.76/23.46  																																			+-Applying beta-rule and splitting (112), into two cases.
% 57.76/23.46  																																			|-Branch one:
% 57.76/23.46  																																			| (635) all_0_44_44 = e1
% 57.76/23.46  																																			|
% 57.76/23.46  																																				| Equations (635) can reduce 639 to:
% 57.76/23.46  																																				| (266) $false
% 57.76/23.46  																																				|
% 57.76/23.46  																																				|-The branch is then unsatisfiable
% 57.76/23.46  																																			|-Branch two:
% 57.76/23.46  																																			| (639)  ~ (all_0_44_44 = e1)
% 57.76/23.46  																																			| (640) all_0_49_49 = e1 | all_0_53_53 = e1 | all_0_58_58 = e1
% 57.76/23.46  																																			|
% 57.76/23.46  																																				+-Applying beta-rule and splitting (909), into two cases.
% 57.76/23.46  																																				|-Branch one:
% 57.76/23.46  																																				| (910) all_0_58_58 = e4
% 57.76/23.46  																																				|
% 57.76/23.46  																																					| Equations (910) can reduce 451 to:
% 57.76/23.46  																																					| (266) $false
% 57.76/23.46  																																					|
% 57.76/23.46  																																					|-The branch is then unsatisfiable
% 57.76/23.46  																																				|-Branch two:
% 57.76/23.46  																																				| (451)  ~ (all_0_58_58 = e4)
% 57.76/23.46  																																				| (913) all_0_58_58 = e3 | all_0_58_58 = e1 | all_0_58_58 = e0
% 57.76/23.46  																																				|
% 57.76/23.46  																																					+-Applying beta-rule and splitting (640), into two cases.
% 57.76/23.46  																																					|-Branch one:
% 57.76/23.46  																																					| (671) all_0_49_49 = e1
% 57.76/23.46  																																					|
% 57.76/23.46  																																						| Combining equations (583,671) yields a new equation:
% 57.76/23.46  																																						| (616) e2 = e1
% 57.76/23.46  																																						|
% 57.76/23.46  																																						| Simplifying 616 yields:
% 57.76/23.46  																																						| (617) e2 = e1
% 57.76/23.46  																																						|
% 57.76/23.46  																																						| Equations (617) can reduce 122 to:
% 57.76/23.46  																																						| (266) $false
% 57.76/23.46  																																						|
% 57.76/23.46  																																						|-The branch is then unsatisfiable
% 57.76/23.46  																																					|-Branch two:
% 57.76/23.46  																																					| (1064)  ~ (all_0_49_49 = e1)
% 57.76/23.46  																																					| (2141) all_0_53_53 = e1 | all_0_58_58 = e1
% 57.76/23.46  																																					|
% 57.76/23.46  																																						| Equations (583) can reduce 1064 to:
% 57.76/23.46  																																						| (122)  ~ (e2 = e1)
% 57.76/23.46  																																						|
% 57.76/23.46  																																						+-Applying beta-rule and splitting (913), into two cases.
% 57.76/23.46  																																						|-Branch one:
% 57.76/23.46  																																						| (914) all_0_58_58 = e0
% 57.76/23.46  																																						|
% 57.76/23.46  																																							| Equations (914) can reduce 178 to:
% 57.76/23.46  																																							| (1401)  ~ (all_0_40_40 = e0)
% 57.76/23.46  																																							|
% 57.76/23.46  																																							| Equations (914) can reduce 908 to:
% 57.76/23.46  																																							| (365)  ~ (e2 = e0)
% 57.76/23.46  																																							|
% 57.76/23.46  																																							| Simplifying 365 yields:
% 57.76/23.46  																																							| (128)  ~ (e2 = e0)
% 57.76/23.46  																																							|
% 57.76/23.46  																																							| Equations (914) can reduce 880 to:
% 57.76/23.46  																																							| (435)  ~ (e1 = e0)
% 57.76/23.46  																																							|
% 57.76/23.46  																																							| Simplifying 435 yields:
% 57.76/23.46  																																							| (233)  ~ (e1 = e0)
% 57.76/23.46  																																							|
% 57.76/23.46  																																							+-Applying beta-rule and splitting (2141), into two cases.
% 57.76/23.46  																																							|-Branch one:
% 57.76/23.46  																																							| (1208) all_0_53_53 = e1
% 57.76/23.46  																																							|
% 57.76/23.46  																																								| Equations (1208) can reduce 162 to:
% 57.76/23.46  																																								| (132)  ~ (all_0_40_40 = e1)
% 57.76/23.46  																																								|
% 57.76/23.46  																																								| Equations (1208) can reduce 220 to:
% 57.76/23.46  																																								| (639)  ~ (all_0_44_44 = e1)
% 57.76/23.46  																																								|
% 57.76/23.46  																																								| Equations (1208) can reduce 190 to:
% 57.76/23.46  																																								| (759)  ~ (all_0_50_50 = e1)
% 57.76/23.46  																																								|
% 57.76/23.46  																																								+-Applying beta-rule and splitting (418), into two cases.
% 57.76/23.46  																																								|-Branch one:
% 57.76/23.46  																																								| (660) all_0_51_51 = e3
% 57.76/23.46  																																								|
% 57.76/23.46  																																									| Equations (660) can reduce 61 to:
% 57.76/23.46  																																									| (405)  ~ (all_0_42_42 = e3)
% 57.76/23.46  																																									|
% 57.76/23.46  																																									| Equations (660) can reduce 59 to:
% 57.76/23.46  																																									| (411)  ~ (all_0_50_50 = e3)
% 57.76/23.46  																																									|
% 57.76/23.46  																																									| From (660) and (177) follows:
% 57.76/23.46  																																									| (9464) op(e3, e2) = all_0_25_25
% 57.76/23.46  																																									|
% 57.76/23.46  																																									| From (660) and (157) follows:
% 57.76/23.46  																																									| (1551) op(e3, e1) = all_0_24_24
% 57.76/23.46  																																									|
% 57.76/23.46  																																									| From (660) and (186) follows:
% 57.76/23.46  																																									| (1552) op(e1, e2) = e3
% 57.76/23.46  																																									|
% 57.76/23.46  																																									+-Applying beta-rule and splitting (1899), into two cases.
% 57.76/23.46  																																									|-Branch one:
% 57.76/23.46  																																									| (516) all_0_42_42 = e3
% 57.76/23.46  																																									|
% 57.76/23.46  																																										| Equations (516) can reduce 405 to:
% 57.76/23.46  																																										| (266) $false
% 57.76/23.46  																																										|
% 57.76/23.46  																																										|-The branch is then unsatisfiable
% 57.76/23.46  																																									|-Branch two:
% 57.76/23.46  																																									| (405)  ~ (all_0_42_42 = e3)
% 57.76/23.46  																																									| (532) all_0_44_44 = e3
% 57.76/23.46  																																									|
% 57.76/23.46  																																										| Equations (532) can reduce 143 to:
% 57.76/23.46  																																										| (2)  ~ (all_0_40_40 = e3)
% 57.76/23.46  																																										|
% 57.76/23.46  																																										| Equations (532) can reduce 149 to:
% 57.76/23.46  																																										| (1898)  ~ (all_0_41_41 = e3)
% 57.76/23.46  																																										|
% 57.76/23.46  																																										| Equations (532) can reduce 639 to:
% 57.76/23.46  																																										| (213)  ~ (e3 = e1)
% 57.76/23.46  																																										|
% 57.76/23.46  																																										| From (532) and (70) follows:
% 57.76/23.46  																																										| (1954) op(e3, e0) = all_0_12_12
% 57.76/23.46  																																										|
% 57.76/23.46  																																										| From (532) and (138) follows:
% 57.76/23.46  																																										| (1639) op(e3, e0) = e3
% 57.76/23.46  																																										|
% 57.76/23.46  																																										+-Applying beta-rule and splitting (150), into two cases.
% 57.76/23.46  																																										|-Branch one:
% 57.76/23.46  																																										| (1378) all_0_40_40 = e4
% 57.76/23.46  																																										|
% 57.76/23.46  																																											| Equations (1378) can reduce 176 to:
% 57.76/23.46  																																											| (1377)  ~ (all_0_39_39 = e4)
% 57.76/23.46  																																											|
% 57.76/23.46  																																											| Equations (1378) can reduce 2 to:
% 57.76/23.46  																																											| (188)  ~ (e4 = e3)
% 57.76/23.46  																																											|
% 57.76/23.46  																																											| Equations (1378) can reduce 296 to:
% 57.76/23.46  																																											| (48)  ~ (e4 = e2)
% 57.76/23.46  																																											|
% 57.76/23.46  																																											| Equations (1378) can reduce 132 to:
% 57.76/23.46  																																											| (110)  ~ (e4 = e1)
% 57.76/23.46  																																											|
% 57.76/23.46  																																											| From (1378) and (34) follows:
% 57.76/23.46  																																											| (1455) op(e4, e4) = all_0_4_4
% 57.76/23.46  																																											|
% 57.76/23.46  																																											+-Applying beta-rule and splitting (231), into two cases.
% 57.76/23.46  																																											|-Branch one:
% 57.76/23.46  																																											| (775) all_0_50_50 = e4
% 57.76/23.46  																																											|
% 57.76/23.46  																																												| Equations (775) can reduce 221 to:
% 57.76/23.46  																																												| (440)  ~ (all_0_41_41 = e4)
% 57.76/23.46  																																												|
% 57.76/23.46  																																												| Equations (775) can reduce 411 to:
% 57.76/23.46  																																												| (188)  ~ (e4 = e3)
% 57.76/23.46  																																												|
% 57.76/23.46  																																												| Equations (775) can reduce 759 to:
% 57.76/23.46  																																												| (110)  ~ (e4 = e1)
% 57.76/23.46  																																												|
% 57.76/23.46  																																												| From (775) and (242) follows:
% 57.76/23.46  																																												| (5059) op(e1, e3) = e4
% 57.76/23.46  																																												|
% 57.76/23.46  																																												+-Applying beta-rule and splitting (27), into two cases.
% 57.76/23.46  																																												|-Branch one:
% 57.76/23.46  																																												| (437) all_0_41_41 = e4
% 57.76/23.46  																																												|
% 57.76/23.46  																																													| Equations (437) can reduce 440 to:
% 57.76/23.46  																																													| (266) $false
% 57.76/23.46  																																													|
% 57.76/23.46  																																													|-The branch is then unsatisfiable
% 57.76/23.46  																																												|-Branch two:
% 57.76/23.46  																																												| (440)  ~ (all_0_41_41 = e4)
% 57.76/23.46  																																												| (4049) all_0_41_41 = e3 | all_0_41_41 = e1 | all_0_41_41 = e0
% 57.76/23.46  																																												|
% 57.76/23.46  																																													+-Applying beta-rule and splitting (243), into two cases.
% 57.76/23.46  																																													|-Branch one:
% 57.76/23.46  																																													| (329) all_0_38_38 = e0
% 57.76/23.46  																																													|
% 57.76/23.46  																																														| Combining equations (292,329) yields a new equation:
% 57.76/23.46  																																														| (391) e2 = e0
% 57.76/23.46  																																														|
% 57.76/23.46  																																														| Simplifying 391 yields:
% 57.76/23.46  																																														| (330) e2 = e0
% 57.76/23.46  																																														|
% 57.76/23.46  																																														| Equations (330) can reduce 128 to:
% 57.76/23.46  																																														| (266) $false
% 57.76/23.46  																																														|
% 57.76/23.46  																																														|-The branch is then unsatisfiable
% 57.76/23.46  																																													|-Branch two:
% 57.76/23.46  																																													| (332)  ~ (all_0_38_38 = e0)
% 57.76/23.46  																																													| (395) all_0_41_41 = e0 | all_0_46_46 = e0 | all_0_55_55 = e0
% 57.76/23.46  																																													|
% 57.76/23.46  																																														+-Applying beta-rule and splitting (320), into two cases.
% 57.76/23.46  																																														|-Branch one:
% 57.76/23.46  																																														| (471) all_0_39_39 = e4
% 57.76/23.46  																																														|
% 57.76/23.46  																																															| Equations (471) can reduce 1377 to:
% 57.76/23.46  																																															| (266) $false
% 57.76/23.46  																																															|
% 57.76/23.46  																																															|-The branch is then unsatisfiable
% 57.76/23.46  																																														|-Branch two:
% 57.76/23.46  																																														| (1377)  ~ (all_0_39_39 = e4)
% 57.76/23.46  																																														| (480) all_0_39_39 = e0
% 57.76/23.46  																																														|
% 57.76/23.46  																																															| Equations (480) can reduce 1377 to:
% 57.76/23.46  																																															| (401)  ~ (e4 = e0)
% 57.76/23.46  																																															|
% 57.76/23.46  																																															| Simplifying 401 yields:
% 57.76/23.46  																																															| (49)  ~ (e4 = e0)
% 57.76/23.46  																																															|
% 57.76/23.46  																																															| From (480) and (182) follows:
% 57.76/23.46  																																															| (1412) op(e0, e4) = all_0_2_2
% 57.76/23.46  																																															|
% 57.76/23.46  																																															| From (480) and (38) follows:
% 57.76/23.46  																																															| (1413) op(e0, e2) = all_0_3_3
% 57.76/23.46  																																															|
% 57.76/23.46  																																															+-Applying beta-rule and splitting (164), into two cases.
% 57.76/23.46  																																															|-Branch one:
% 57.76/23.46  																																															| (471) all_0_39_39 = e4
% 57.76/23.46  																																															|
% 57.76/23.46  																																																| Combining equations (480,471) yields a new equation:
% 57.76/23.46  																																																| (397) e4 = e0
% 57.76/23.46  																																																|
% 57.76/23.46  																																																| Equations (397) can reduce 49 to:
% 57.76/23.46  																																																| (266) $false
% 57.76/23.46  																																																|
% 57.76/23.46  																																																|-The branch is then unsatisfiable
% 57.76/23.46  																																															|-Branch two:
% 57.76/23.46  																																															| (1377)  ~ (all_0_39_39 = e4)
% 57.76/23.46  																																															| (2115) all_0_42_42 = e4 | all_0_47_47 = e4 | all_0_51_51 = e4 | all_0_56_56 = e4
% 57.76/23.46  																																															|
% 57.76/23.46  																																																+-Applying beta-rule and splitting (395), into two cases.
% 57.76/23.46  																																																|-Branch one:
% 57.76/23.46  																																																| (794) all_0_41_41 = e0
% 57.76/23.46  																																																|
% 57.76/23.46  																																																	| Equations (794) can reduce 440 to:
% 57.76/23.46  																																																	| (401)  ~ (e4 = e0)
% 57.76/23.46  																																																	|
% 57.76/23.46  																																																	| Simplifying 401 yields:
% 57.76/23.46  																																																	| (49)  ~ (e4 = e0)
% 57.76/23.46  																																																	|
% 57.76/23.46  																																																	| Equations (794) can reduce 457 to:
% 57.76/23.46  																																																	| (435)  ~ (e1 = e0)
% 57.76/23.47  																																																	|
% 57.76/23.47  																																																	| Simplifying 435 yields:
% 57.76/23.47  																																																	| (233)  ~ (e1 = e0)
% 57.76/23.47  																																																	|
% 57.76/23.47  																																																	+-Applying beta-rule and splitting (64), into two cases.
% 57.76/23.47  																																																	|-Branch one:
% 57.76/23.47  																																																	| (437) all_0_41_41 = e4
% 57.76/23.47  																																																	|
% 57.76/23.47  																																																		| Combining equations (794,437) yields a new equation:
% 57.76/23.47  																																																		| (397) e4 = e0
% 57.76/23.47  																																																		|
% 57.76/23.47  																																																		| Equations (397) can reduce 49 to:
% 57.76/23.47  																																																		| (266) $false
% 57.76/23.47  																																																		|
% 57.76/23.47  																																																		|-The branch is then unsatisfiable
% 57.76/23.47  																																																	|-Branch two:
% 57.76/23.47  																																																	| (440)  ~ (all_0_41_41 = e4)
% 57.76/23.47  																																																	| (441) all_0_42_42 = e4 | all_0_43_43 = e4 | all_0_44_44 = e4
% 57.76/23.47  																																																	|
% 57.76/23.47  																																																		+-Applying beta-rule and splitting (152), into two cases.
% 57.76/23.47  																																																		|-Branch one:
% 57.76/23.47  																																																		| (1392) all_0_42_42 = e4
% 57.76/23.47  																																																		|
% 57.76/23.47  																																																			| From (1392) and (210) follows:
% 57.76/23.47  																																																			| (4074) op(e3, e2) = e4
% 57.76/23.47  																																																			|
% 57.76/23.47  																																																			| Instantiating formula (29) with e4, e4, all_0_4_4, e1 and discharging atoms op(e4, e4) = all_0_4_4, op(e4, e4) = e1, yields:
% 57.76/23.47  																																																			| (1587) all_0_4_4 = e1
% 57.76/23.47  																																																			|
% 57.76/23.47  																																																			| Instantiating formula (29) with e3, e2, e4, all_0_25_25 and discharging atoms op(e3, e2) = all_0_25_25, op(e3, e2) = e4, yields:
% 57.76/23.47  																																																			| (15138) all_0_25_25 = e4
% 57.76/23.47  																																																			|
% 57.76/23.47  																																																			| Instantiating formula (29) with e3, e1, all_0_24_24, e1 and discharging atoms op(e3, e1) = all_0_24_24, op(e3, e1) = e1, yields:
% 57.76/23.47  																																																			| (15139) all_0_24_24 = e1
% 57.76/23.47  																																																			|
% 57.76/23.47  																																																			| Instantiating formula (29) with e3, e0, e3, all_0_12_12 and discharging atoms op(e3, e0) = all_0_12_12, op(e3, e0) = e3, yields:
% 57.76/23.47  																																																			| (2156) all_0_12_12 = e3
% 57.76/23.47  																																																			|
% 57.76/23.47  																																																			| Instantiating formula (29) with e1, e3, e4, all_0_32_32 and discharging atoms op(e1, e3) = all_0_32_32, op(e1, e3) = e4, yields:
% 57.76/23.47  																																																			| (15141) all_0_32_32 = e4
% 57.76/23.47  																																																			|
% 57.76/23.47  																																																			| Instantiating formula (29) with e0, e4, all_0_2_2, e3 and discharging atoms op(e0, e4) = all_0_2_2, op(e0, e4) = e3, yields:
% 57.76/23.47  																																																			| (1595) all_0_2_2 = e3
% 57.76/23.47  																																																			|
% 57.76/23.47  																																																			| Instantiating formula (29) with e0, e2, all_0_3_3, e2 and discharging atoms op(e0, e2) = all_0_3_3, op(e0, e2) = e2, yields:
% 57.76/23.47  																																																			| (1597) all_0_3_3 = e2
% 57.76/23.47  																																																			|
% 57.76/23.47  																																																			| From (1587) and (1455) follows:
% 57.76/23.47  																																																			| (41) op(e4, e4) = e1
% 57.76/23.47  																																																			|
% 57.76/23.47  																																																			| From (15138) and (9464) follows:
% 57.76/23.47  																																																			| (4074) op(e3, e2) = e4
% 57.76/23.47  																																																			|
% 57.76/23.47  																																																			| From (15139) and (1551) follows:
% 57.76/23.47  																																																			| (13877) op(e3, e1) = e1
% 57.76/23.47  																																																			|
% 57.76/23.47  																																																			| From (2156) and (1954) follows:
% 57.76/23.47  																																																			| (1639) op(e3, e0) = e3
% 57.76/23.47  																																																			|
% 57.76/23.47  																																																			| From (15141) and (15046) follows:
% 57.76/23.47  																																																			| (5059) op(e1, e3) = e4
% 57.76/23.47  																																																			|
% 57.76/23.47  																																																			| From (1595) and (1412) follows:
% 57.76/23.47  																																																			| (283) op(e0, e4) = e3
% 57.76/23.47  																																																			|
% 57.76/23.47  																																																			| From (1597) and (1413) follows:
% 57.76/23.47  																																																			| (1508) op(e0, e2) = e2
% 57.76/23.47  																																																			|
% 57.76/23.47  																																																			+-Applying beta-rule and splitting (56), into two cases.
% 57.76/23.47  																																																			|-Branch one:
% 57.76/23.47  																																																			| (696) unit = e2
% 57.76/23.47  																																																			|
% 57.76/23.47  																																																				| From (696) and (32) follows:
% 57.76/23.47  																																																				| (698) op(e2, e2) = e2
% 57.76/23.47  																																																				|
% 57.76/23.47  																																																				| From (696) and (42) follows:
% 57.76/23.47  																																																				| (1613) op(e0, e2) = e0
% 57.76/23.47  																																																				|
% 57.76/23.47  																																																				| Instantiating formula (29) with e2, e2, e2, e1 and discharging atoms op(e2, e2) = e2, op(e2, e2) = e1, yields:
% 57.76/23.47  																																																				| (617) e2 = e1
% 57.76/23.47  																																																				|
% 57.76/23.47  																																																				| Instantiating formula (29) with e0, e2, e0, e2 and discharging atoms op(e0, e2) = e2, op(e0, e2) = e0, yields:
% 57.76/23.48  																																																				| (330) e2 = e0
% 57.76/23.48  																																																				|
% 57.76/23.48  																																																				| Combining equations (617,330) yields a new equation:
% 57.76/23.48  																																																				| (546) e1 = e0
% 57.76/23.48  																																																				|
% 57.76/23.48  																																																				| Simplifying 546 yields:
% 57.76/23.48  																																																				| (431) e1 = e0
% 57.76/23.48  																																																				|
% 57.76/23.48  																																																				| Equations (431) can reduce 233 to:
% 57.76/23.48  																																																				| (266) $false
% 57.76/23.48  																																																				|
% 57.76/23.48  																																																				|-The branch is then unsatisfiable
% 57.76/23.48  																																																			|-Branch two:
% 57.76/23.48  																																																			| (707)  ~ (unit = e2)
% 57.76/23.48  																																																			| (708) unit = e4 | unit = e3 | unit = e1 | unit = e0
% 57.76/23.48  																																																			|
% 57.76/23.48  																																																				+-Applying beta-rule and splitting (708), into two cases.
% 57.76/23.48  																																																				|-Branch one:
% 57.76/23.48  																																																				| (709) unit = e4
% 57.76/23.48  																																																				|
% 57.76/23.48  																																																					| From (709) and (227) follows:
% 57.76/23.48  																																																					| (710) op(e4, e4) = e4
% 57.76/23.48  																																																					|
% 57.76/23.48  																																																					| From (709) and (40) follows:
% 57.76/23.48  																																																					| (711) op(e3, e4) = e3
% 57.76/23.48  																																																					|
% 57.76/23.48  																																																					| From (709) and (32) follows:
% 57.76/23.48  																																																					| (712) op(e2, e4) = e2
% 57.76/23.48  																																																					|
% 57.76/23.48  																																																					| From (709) and (42) follows:
% 57.76/23.48  																																																					| (713) op(e0, e4) = e0
% 57.76/23.48  																																																					|
% 57.76/23.48  																																																					| Instantiating formula (29) with e4, e4, e4, e1 and discharging atoms op(e4, e4) = e4, op(e4, e4) = e1, yields:
% 57.76/23.48  																																																					| (630) e4 = e1
% 57.76/23.48  																																																					|
% 57.76/23.48  																																																					| Instantiating formula (29) with e3, e4, e3, e2 and discharging atoms op(e3, e4) = e3, op(e3, e4) = e2, yields:
% 57.76/23.48  																																																					| (662) e3 = e2
% 57.76/23.48  																																																					|
% 57.76/23.48  																																																					| Instantiating formula (29) with e2, e4, e2, e4 and discharging atoms op(e2, e4) = e4, op(e2, e4) = e2, yields:
% 57.76/23.48  																																																					| (323) e4 = e2
% 57.76/23.48  																																																					|
% 57.76/23.48  																																																					| Instantiating formula (29) with e0, e4, e0, e3 and discharging atoms op(e0, e4) = e3, op(e0, e4) = e0, yields:
% 57.76/23.48  																																																					| (676) e3 = e0
% 57.76/23.48  																																																					|
% 57.76/23.48  																																																					| Combining equations (630,323) yields a new equation:
% 57.76/23.48  																																																					| (617) e2 = e1
% 57.76/23.48  																																																					|
% 57.76/23.48  																																																					| Combining equations (662,676) yields a new equation:
% 57.76/23.48  																																																					| (391) e2 = e0
% 57.76/23.48  																																																					|
% 57.76/23.48  																																																					| Simplifying 391 yields:
% 57.76/23.48  																																																					| (330) e2 = e0
% 57.76/23.48  																																																					|
% 57.76/23.48  																																																					| Combining equations (617,330) yields a new equation:
% 57.76/23.48  																																																					| (546) e1 = e0
% 57.76/23.48  																																																					|
% 57.76/23.48  																																																					| Simplifying 546 yields:
% 57.76/23.48  																																																					| (431) e1 = e0
% 57.76/23.48  																																																					|
% 57.76/23.48  																																																					| Equations (431) can reduce 233 to:
% 57.76/23.48  																																																					| (266) $false
% 57.76/23.48  																																																					|
% 57.76/23.48  																																																					|-The branch is then unsatisfiable
% 57.76/23.48  																																																				|-Branch two:
% 57.76/23.48  																																																				| (724)  ~ (unit = e4)
% 57.76/23.48  																																																				| (725) unit = e3 | unit = e1 | unit = e0
% 57.76/23.48  																																																				|
% 57.76/23.48  																																																					+-Applying beta-rule and splitting (725), into two cases.
% 57.76/23.48  																																																					|-Branch one:
% 57.76/23.48  																																																					| (726) unit = e0
% 57.76/23.48  																																																					|
% 57.76/23.48  																																																						| From (726) and (244) follows:
% 57.76/23.48  																																																						| (2207) op(e0, e4) = e4
% 57.76/23.48  																																																						|
% 57.76/23.48  																																																						| From (726) and (211) follows:
% 57.76/23.48  																																																						| (15180) op(e0, e1) = e1
% 57.76/23.48  																																																						|
% 57.76/23.48  																																																						| Instantiating formula (29) with e0, e4, e4, e3 and discharging atoms op(e0, e4) = e4, op(e0, e4) = e3, yields:
% 57.76/23.48  																																																						| (425) e4 = e3
% 57.76/23.48  																																																						|
% 57.76/23.48  																																																						| Instantiating formula (29) with e0, e1, e1, e4 and discharging atoms op(e0, e1) = e4, op(e0, e1) = e1, yields:
% 57.76/23.48  																																																						| (630) e4 = e1
% 57.76/23.48  																																																						|
% 57.76/23.48  																																																						| Combining equations (425,630) yields a new equation:
% 57.76/23.48  																																																						| (454) e3 = e1
% 57.76/23.48  																																																						|
% 57.76/23.48  																																																						| Simplifying 454 yields:
% 57.76/23.48  																																																						| (455) e3 = e1
% 57.76/23.48  																																																						|
% 57.76/23.48  																																																						| Equations (455) can reduce 213 to:
% 57.76/23.48  																																																						| (266) $false
% 57.76/23.48  																																																						|
% 57.76/23.48  																																																						|-The branch is then unsatisfiable
% 57.76/23.48  																																																					|-Branch two:
% 57.76/23.48  																																																					| (734)  ~ (unit = e0)
% 57.76/23.48  																																																					| (735) unit = e3 | unit = e1
% 57.76/23.48  																																																					|
% 57.76/23.48  																																																						+-Applying beta-rule and splitting (735), into two cases.
% 57.76/23.48  																																																						|-Branch one:
% 57.76/23.48  																																																						| (736) unit = e1
% 57.76/23.48  																																																						|
% 57.76/23.48  																																																							| Equations (736) can reduce 734 to:
% 57.76/23.48  																																																							| (233)  ~ (e1 = e0)
% 57.76/23.48  																																																							|
% 57.76/23.48  																																																							| From (736) and (15) follows:
% 57.76/23.48  																																																							| (515) op(e1, e2) = e2
% 57.76/23.48  																																																							|
% 57.76/23.48  																																																							| From (736) and (40) follows:
% 57.76/23.48  																																																							| (1652) op(e3, e1) = e3
% 57.76/23.48  																																																							|
% 57.76/23.48  																																																							| From (736) and (32) follows:
% 57.76/23.48  																																																							| (347) op(e2, e1) = e2
% 57.76/23.48  																																																							|
% 57.76/23.48  																																																							| Instantiating formula (29) with e3, e1, e3, e1 and discharging atoms op(e3, e1) = e3, op(e3, e1) = e1, yields:
% 57.76/23.48  																																																							| (455) e3 = e1
% 57.76/23.48  																																																							|
% 57.76/23.48  																																																							| Instantiating formula (29) with e2, e1, e2, e0 and discharging atoms op(e2, e1) = e2, op(e2, e1) = e0, yields:
% 57.76/23.48  																																																							| (330) e2 = e0
% 57.76/23.48  																																																							|
% 57.76/23.48  																																																							| Instantiating formula (29) with e1, e2, e2, e3 and discharging atoms op(e1, e2) = e3, op(e1, e2) = e2, yields:
% 57.76/23.48  																																																							| (662) e3 = e2
% 57.76/23.48  																																																							|
% 57.76/23.48  																																																							| Combining equations (662,455) yields a new equation:
% 57.76/23.48  																																																							| (616) e2 = e1
% 57.76/23.48  																																																							|
% 57.76/23.48  																																																							| Simplifying 616 yields:
% 57.76/23.48  																																																							| (617) e2 = e1
% 57.76/23.48  																																																							|
% 57.76/23.48  																																																							| Combining equations (330,617) yields a new equation:
% 57.76/23.48  																																																							| (431) e1 = e0
% 57.76/23.48  																																																							|
% 57.76/23.48  																																																							| Equations (431) can reduce 233 to:
% 57.76/23.48  																																																							| (266) $false
% 57.76/23.48  																																																							|
% 57.76/23.48  																																																							|-The branch is then unsatisfiable
% 57.76/23.48  																																																						|-Branch two:
% 57.76/23.48  																																																						| (748)  ~ (unit = e1)
% 57.76/23.48  																																																						| (749) unit = e3
% 57.76/23.48  																																																						|
% 57.76/23.48  																																																							| From (749) and (15) follows:
% 57.76/23.48  																																																							| (751) op(e3, e2) = e2
% 57.76/23.48  																																																							|
% 57.76/23.48  																																																							| From (749) and (209) follows:
% 57.76/23.48  																																																							| (1667) op(e3, e0) = e0
% 57.76/23.48  																																																							|
% 57.76/23.48  																																																							| From (749) and (32) follows:
% 57.76/23.48  																																																							| (5793) op(e2, e3) = e2
% 57.76/23.48  																																																							|
% 57.76/23.48  																																																							| From (749) and (28) follows:
% 57.76/23.48  																																																							| (2235) op(e1, e3) = e1
% 57.76/23.48  																																																							|
% 57.76/23.48  																																																							| Instantiating formula (29) with e3, e2, e2, e4 and discharging atoms op(e3, e2) = e4, op(e3, e2) = e2, yields:
% 57.76/23.48  																																																							| (323) e4 = e2
% 57.76/23.48  																																																							|
% 57.76/23.48  																																																							| Instantiating formula (29) with e3, e0, e0, e3 and discharging atoms op(e3, e0) = e3, op(e3, e0) = e0, yields:
% 57.76/23.48  																																																							| (676) e3 = e0
% 57.76/23.48  																																																							|
% 57.76/23.48  																																																							| Instantiating formula (29) with e2, e3, e2, e3 and discharging atoms op(e2, e3) = e3, op(e2, e3) = e2, yields:
% 57.76/23.48  																																																							| (662) e3 = e2
% 57.76/23.48  																																																							|
% 57.76/23.48  																																																							| Instantiating formula (29) with e1, e3, e1, e4 and discharging atoms op(e1, e3) = e4, op(e1, e3) = e1, yields:
% 57.76/23.48  																																																							| (630) e4 = e1
% 57.76/23.48  																																																							|
% 57.76/23.48  																																																							| Combining equations (630,323) yields a new equation:
% 57.76/23.48  																																																							| (617) e2 = e1
% 57.76/23.48  																																																							|
% 57.76/23.48  																																																							| Combining equations (676,662) yields a new equation:
% 57.76/23.48  																																																							| (330) e2 = e0
% 57.76/23.48  																																																							|
% 57.76/23.48  																																																							| Combining equations (330,617) yields a new equation:
% 57.76/23.48  																																																							| (431) e1 = e0
% 57.76/23.48  																																																							|
% 57.76/23.48  																																																							| Equations (431) can reduce 233 to:
% 57.76/23.48  																																																							| (266) $false
% 57.76/23.48  																																																							|
% 57.76/23.48  																																																							|-The branch is then unsatisfiable
% 57.76/23.48  																																																		|-Branch two:
% 57.76/23.48  																																																		| (1890)  ~ (all_0_42_42 = e4)
% 57.76/23.48  																																																		| (1969) all_0_42_42 = e3 | all_0_42_42 = e1 | all_0_42_42 = e0
% 57.76/23.48  																																																		|
% 57.76/23.48  																																																			+-Applying beta-rule and splitting (2115), into two cases.
% 57.76/23.48  																																																			|-Branch one:
% 57.76/23.48  																																																			| (1392) all_0_42_42 = e4
% 57.76/23.48  																																																			|
% 57.76/23.48  																																																				| Equations (1392) can reduce 1890 to:
% 57.76/23.48  																																																				| (266) $false
% 57.76/23.48  																																																				|
% 57.76/23.48  																																																				|-The branch is then unsatisfiable
% 57.76/23.48  																																																			|-Branch two:
% 57.76/23.48  																																																			| (1890)  ~ (all_0_42_42 = e4)
% 57.76/23.48  																																																			| (2246) all_0_47_47 = e4 | all_0_51_51 = e4 | all_0_56_56 = e4
% 57.76/23.48  																																																			|
% 57.76/23.48  																																																				+-Applying beta-rule and splitting (441), into two cases.
% 57.76/23.48  																																																				|-Branch one:
% 57.76/23.48  																																																				| (1392) all_0_42_42 = e4
% 57.76/23.48  																																																				|
% 57.76/23.48  																																																					| Equations (1392) can reduce 1890 to:
% 57.76/23.48  																																																					| (266) $false
% 57.76/23.48  																																																					|
% 57.76/23.48  																																																					|-The branch is then unsatisfiable
% 57.76/23.48  																																																				|-Branch two:
% 57.76/23.48  																																																				| (1890)  ~ (all_0_42_42 = e4)
% 57.76/23.48  																																																				| (1891) all_0_43_43 = e4 | all_0_44_44 = e4
% 57.76/23.48  																																																				|
% 57.76/23.48  																																																					+-Applying beta-rule and splitting (1891), into two cases.
% 57.76/23.48  																																																					|-Branch one:
% 57.76/23.48  																																																					| (396) all_0_43_43 = e4
% 57.76/23.48  																																																					|
% 57.76/23.48  																																																						| Combining equations (396,430) yields a new equation:
% 57.76/23.48  																																																						| (636) e4 = e1
% 57.76/23.48  																																																						|
% 57.76/23.48  																																																						| Simplifying 636 yields:
% 57.76/23.48  																																																						| (630) e4 = e1
% 57.76/23.48  																																																						|
% 57.76/23.48  																																																						| Equations (630) can reduce 110 to:
% 57.76/23.48  																																																						| (266) $false
% 57.76/23.48  																																																						|
% 57.76/23.48  																																																						|-The branch is then unsatisfiable
% 57.76/23.48  																																																					|-Branch two:
% 57.76/23.48  																																																					| (399)  ~ (all_0_43_43 = e4)
% 57.76/23.48  																																																					| (446) all_0_44_44 = e4
% 57.76/23.48  																																																					|
% 57.76/23.48  																																																						| Combining equations (532,446) yields a new equation:
% 57.76/23.48  																																																						| (425) e4 = e3
% 57.76/23.48  																																																						|
% 57.76/23.48  																																																						| Equations (425) can reduce 188 to:
% 57.76/23.48  																																																						| (266) $false
% 57.76/23.48  																																																						|
% 57.76/23.48  																																																						|-The branch is then unsatisfiable
% 57.76/23.48  																																																|-Branch two:
% 57.76/23.48  																																																| (357)  ~ (all_0_41_41 = e0)
% 57.76/23.48  																																																| (895) all_0_46_46 = e0 | all_0_55_55 = e0
% 57.76/23.48  																																																|
% 57.76/23.48  																																																	+-Applying beta-rule and splitting (165), into two cases.
% 57.76/23.48  																																																	|-Branch one:
% 57.76/23.48  																																																	| (794) all_0_41_41 = e0
% 57.76/23.48  																																																	|
% 57.76/23.48  																																																		| Equations (794) can reduce 357 to:
% 57.76/23.48  																																																		| (266) $false
% 57.76/23.48  																																																		|
% 57.76/23.48  																																																		|-The branch is then unsatisfiable
% 57.76/23.48  																																																	|-Branch two:
% 57.76/23.48  																																																	| (357)  ~ (all_0_41_41 = e0)
% 57.76/23.48  																																																	| (6761) all_0_42_42 = e0 | all_0_43_43 = e0 | all_0_44_44 = e0
% 57.76/23.48  																																																	|
% 57.76/23.48  																																																		+-Applying beta-rule and splitting (4049), into two cases.
% 57.76/23.48  																																																		|-Branch one:
% 57.76/23.48  																																																		| (794) all_0_41_41 = e0
% 57.76/23.48  																																																		|
% 57.76/23.48  																																																			| Equations (794) can reduce 357 to:
% 57.76/23.48  																																																			| (266) $false
% 57.76/23.48  																																																			|
% 57.76/23.48  																																																			|-The branch is then unsatisfiable
% 57.76/23.48  																																																		|-Branch two:
% 57.76/23.48  																																																		| (357)  ~ (all_0_41_41 = e0)
% 57.76/23.48  																																																		| (4053) all_0_41_41 = e3 | all_0_41_41 = e1
% 57.76/23.48  																																																		|
% 57.76/23.48  																																																			+-Applying beta-rule and splitting (4053), into two cases.
% 57.76/23.48  																																																			|-Branch one:
% 57.76/23.48  																																																			| (453) all_0_41_41 = e1
% 57.76/23.48  																																																			|
% 57.76/23.48  																																																				| Equations (453) can reduce 457 to:
% 57.76/23.48  																																																				| (266) $false
% 57.76/23.48  																																																				|
% 57.76/23.48  																																																				|-The branch is then unsatisfiable
% 57.76/23.48  																																																			|-Branch two:
% 57.76/23.48  																																																			| (457)  ~ (all_0_41_41 = e1)
% 57.76/23.48  																																																			| (403) all_0_41_41 = e3
% 57.76/23.48  																																																			|
% 57.76/23.48  																																																				| Equations (403) can reduce 1898 to:
% 57.76/23.48  																																																				| (266) $false
% 57.76/23.48  																																																				|
% 57.76/23.48  																																																				|-The branch is then unsatisfiable
% 57.76/23.49  																																											|-Branch two:
% 57.76/23.49  																																											| (566)  ~ (all_0_50_50 = e4)
% 57.76/23.49  																																											| (1071) all_0_51_51 = e4 | all_0_52_52 = e4 | all_0_53_53 = e4
% 57.76/23.49  																																											|
% 57.76/23.49  																																												+-Applying beta-rule and splitting (1071), into two cases.
% 57.76/23.49  																																												|-Branch one:
% 57.76/23.49  																																												| (1101) all_0_51_51 = e4
% 57.76/23.49  																																												|
% 57.76/23.49  																																													| Combining equations (660,1101) yields a new equation:
% 57.76/23.49  																																													| (425) e4 = e3
% 57.76/23.49  																																													|
% 57.76/23.49  																																													| Equations (425) can reduce 188 to:
% 57.76/23.49  																																													| (266) $false
% 57.76/23.49  																																													|
% 57.76/23.49  																																													|-The branch is then unsatisfiable
% 57.76/23.49  																																												|-Branch two:
% 57.76/23.49  																																												| (475)  ~ (all_0_51_51 = e4)
% 57.76/23.49  																																												| (1294) all_0_52_52 = e4 | all_0_53_53 = e4
% 57.76/23.49  																																												|
% 57.76/23.49  																																													+-Applying beta-rule and splitting (62), into two cases.
% 57.76/23.49  																																													|-Branch one:
% 57.76/23.49  																																													| (321) all_0_38_38 = e4
% 57.76/23.49  																																													|
% 57.76/23.49  																																														| Combining equations (292,321) yields a new equation:
% 57.76/23.49  																																														| (323) e4 = e2
% 57.76/23.49  																																														|
% 57.76/23.49  																																														| Equations (323) can reduce 48 to:
% 57.76/23.49  																																														| (266) $false
% 57.76/23.49  																																														|
% 57.76/23.49  																																														|-The branch is then unsatisfiable
% 57.76/23.49  																																													|-Branch two:
% 57.76/23.49  																																													| (325)  ~ (all_0_38_38 = e4)
% 57.76/23.49  																																													| (582) all_0_41_41 = e4 | all_0_46_46 = e4 | all_0_50_50 = e4 | all_0_55_55 = e4
% 57.76/23.49  																																													|
% 57.76/23.49  																																														| Equations (292) can reduce 325 to:
% 57.76/23.49  																																														| (327)  ~ (e4 = e2)
% 57.76/23.49  																																														|
% 57.76/23.49  																																														| Simplifying 327 yields:
% 57.76/23.49  																																														| (48)  ~ (e4 = e2)
% 57.76/23.49  																																														|
% 57.76/23.49  																																														+-Applying beta-rule and splitting (1294), into two cases.
% 57.76/23.49  																																														|-Branch one:
% 57.76/23.49  																																														| (565) all_0_52_52 = e4
% 57.76/23.49  																																														|
% 57.76/23.49  																																															| Combining equations (352,565) yields a new equation:
% 57.76/23.49  																																															| (323) e4 = e2
% 57.76/23.49  																																															|
% 57.76/23.49  																																															| Equations (323) can reduce 48 to:
% 57.76/23.49  																																															| (266) $false
% 57.76/23.49  																																															|
% 57.76/23.49  																																															|-The branch is then unsatisfiable
% 57.76/23.49  																																														|-Branch two:
% 57.76/23.49  																																														| (780)  ~ (all_0_52_52 = e4)
% 57.76/23.49  																																														| (1298) all_0_53_53 = e4
% 57.76/23.49  																																														|
% 57.76/23.49  																																															| Combining equations (1298,1208) yields a new equation:
% 57.76/23.49  																																															| (636) e4 = e1
% 57.76/23.49  																																															|
% 57.76/23.49  																																															| Simplifying 636 yields:
% 57.76/23.49  																																															| (630) e4 = e1
% 57.76/23.49  																																															|
% 57.76/23.49  																																															| Equations (630) can reduce 110 to:
% 57.76/23.49  																																															| (266) $false
% 57.76/23.49  																																															|
% 57.76/23.49  																																															|-The branch is then unsatisfiable
% 57.76/23.49  																																										|-Branch two:
% 57.76/23.49  																																										| (447)  ~ (all_0_40_40 = e4)
% 57.76/23.49  																																										| (2271) all_0_44_44 = e4 | all_0_49_49 = e4 | all_0_53_53 = e4 | all_0_58_58 = e4
% 57.76/23.49  																																										|
% 57.76/23.49  																																											+-Applying beta-rule and splitting (316), into two cases.
% 57.76/23.49  																																											|-Branch one:
% 57.76/23.49  																																											| (1378) all_0_40_40 = e4
% 57.76/23.49  																																											|
% 57.76/23.49  																																												| Equations (1378) can reduce 447 to:
% 57.76/23.49  																																												| (266) $false
% 57.76/23.49  																																												|
% 57.76/23.49  																																												|-The branch is then unsatisfiable
% 57.76/23.49  																																											|-Branch two:
% 57.76/23.49  																																											| (447)  ~ (all_0_40_40 = e4)
% 57.76/23.49  																																											| (485) all_0_40_40 = e0
% 57.76/23.49  																																											|
% 57.76/23.49  																																												| Equations (485) can reduce 1401 to:
% 57.76/23.49  																																												| (266) $false
% 57.76/23.49  																																												|
% 57.76/23.49  																																												|-The branch is then unsatisfiable
% 57.76/23.49  																																								|-Branch two:
% 57.76/23.49  																																								| (664)  ~ (all_0_51_51 = e3)
% 57.76/23.49  																																								| (665) all_0_53_53 = e3
% 57.76/23.49  																																								|
% 57.76/23.49  																																									| Combining equations (665,1208) yields a new equation:
% 57.76/23.49  																																									| (454) e3 = e1
% 57.76/23.49  																																									|
% 57.76/23.49  																																									| Simplifying 454 yields:
% 57.76/23.49  																																									| (455) e3 = e1
% 57.76/23.49  																																									|
% 57.76/23.49  																																									| Equations (455) can reduce 213 to:
% 57.76/23.49  																																									| (266) $false
% 57.76/23.49  																																									|
% 57.76/23.49  																																									|-The branch is then unsatisfiable
% 57.76/23.49  																																							|-Branch two:
% 57.76/23.49  																																							| (1459)  ~ (all_0_53_53 = e1)
% 57.76/23.49  																																							| (918) all_0_58_58 = e1
% 57.76/23.49  																																							|
% 57.76/23.49  																																								| Combining equations (914,918) yields a new equation:
% 57.76/23.49  																																								| (431) e1 = e0
% 57.76/23.49  																																								|
% 57.76/23.49  																																								| Equations (431) can reduce 233 to:
% 57.76/23.49  																																								| (266) $false
% 57.76/23.49  																																								|
% 57.76/23.49  																																								|-The branch is then unsatisfiable
% 57.76/23.49  																																						|-Branch two:
% 57.76/23.49  																																						| (491)  ~ (all_0_58_58 = e0)
% 57.76/23.49  																																						| (917) all_0_58_58 = e3 | all_0_58_58 = e1
% 57.76/23.49  																																						|
% 57.76/23.49  																																							+-Applying beta-rule and splitting (160), into two cases.
% 57.76/23.49  																																							|-Branch one:
% 57.76/23.49  																																							| (601) all_0_50_50 = e1
% 57.76/23.49  																																							|
% 57.76/23.49  																																								| Equations (601) can reduce 759 to:
% 57.76/23.49  																																								| (266) $false
% 57.76/23.49  																																								|
% 57.76/23.49  																																								|-The branch is then unsatisfiable
% 57.76/23.49  																																							|-Branch two:
% 57.76/23.49  																																							| (759)  ~ (all_0_50_50 = e1)
% 57.76/23.49  																																							| (1168) all_0_51_51 = e1 | all_0_52_52 = e1 | all_0_53_53 = e1
% 57.76/23.49  																																							|
% 57.76/23.49  																																								+-Applying beta-rule and splitting (1168), into two cases.
% 57.76/23.49  																																								|-Branch one:
% 57.76/23.49  																																								| (1109) all_0_51_51 = e1
% 57.76/23.49  																																								|
% 57.76/23.49  																																									| Equations (1109) can reduce 464 to:
% 57.76/23.49  																																									| (266) $false
% 57.76/23.49  																																									|
% 57.76/23.49  																																									|-The branch is then unsatisfiable
% 57.76/23.49  																																								|-Branch two:
% 57.76/23.49  																																								| (464)  ~ (all_0_51_51 = e1)
% 57.76/23.49  																																								| (1202) all_0_52_52 = e1 | all_0_53_53 = e1
% 57.76/23.49  																																								|
% 57.76/23.49  																																									+-Applying beta-rule and splitting (1202), into two cases.
% 57.76/23.49  																																									|-Branch one:
% 57.76/23.49  																																									| (642) all_0_52_52 = e1
% 57.76/23.49  																																									|
% 57.76/23.49  																																										| Combining equations (352,642) yields a new equation:
% 57.76/23.49  																																										| (616) e2 = e1
% 57.76/23.49  																																										|
% 57.76/23.49  																																										| Simplifying 616 yields:
% 57.76/23.49  																																										| (617) e2 = e1
% 57.76/23.49  																																										|
% 57.76/23.49  																																										| Equations (617) can reduce 122 to:
% 57.76/23.49  																																										| (266) $false
% 57.76/23.49  																																										|
% 57.76/23.49  																																										|-The branch is then unsatisfiable
% 57.76/23.49  																																									|-Branch two:
% 57.76/23.49  																																									| (646)  ~ (all_0_52_52 = e1)
% 57.76/23.49  																																									| (1208) all_0_53_53 = e1
% 57.76/23.49  																																									|
% 57.76/23.49  																																										| Equations (1208) can reduce 10 to:
% 57.76/23.49  																																										| (879)  ~ (all_0_58_58 = e1)
% 57.76/23.49  																																										|
% 57.76/23.49  																																										| Simplifying 879 yields:
% 57.76/23.49  																																										| (880)  ~ (all_0_58_58 = e1)
% 57.76/23.49  																																										|
% 57.76/23.49  																																										+-Applying beta-rule and splitting (418), into two cases.
% 57.76/23.49  																																										|-Branch one:
% 57.76/23.49  																																										| (660) all_0_51_51 = e3
% 57.76/23.49  																																										|
% 57.76/23.49  																																											| Equations (660) can reduce 61 to:
% 57.76/23.49  																																											| (405)  ~ (all_0_42_42 = e3)
% 57.76/23.49  																																											|
% 57.76/23.49  																																											+-Applying beta-rule and splitting (189), into two cases.
% 57.76/23.49  																																											|-Branch one:
% 57.76/23.49  																																											| (532) all_0_44_44 = e3
% 57.76/23.49  																																											|
% 57.76/23.49  																																												| Equations (532) can reduce 181 to:
% 57.76/23.49  																																												| (275)  ~ (all_0_58_58 = e3)
% 57.76/23.49  																																												|
% 57.76/23.49  																																												| Simplifying 275 yields:
% 57.76/23.49  																																												| (276)  ~ (all_0_58_58 = e3)
% 57.76/23.49  																																												|
% 57.76/23.49  																																												+-Applying beta-rule and splitting (917), into two cases.
% 57.76/23.49  																																												|-Branch one:
% 57.76/23.49  																																												| (918) all_0_58_58 = e1
% 57.76/23.49  																																												|
% 57.76/23.49  																																													| Equations (918) can reduce 880 to:
% 57.76/23.49  																																													| (266) $false
% 57.76/23.49  																																													|
% 57.76/23.49  																																													|-The branch is then unsatisfiable
% 57.76/23.49  																																												|-Branch two:
% 57.76/23.49  																																												| (880)  ~ (all_0_58_58 = e1)
% 57.76/23.49  																																												| (795) all_0_58_58 = e3
% 57.76/23.49  																																												|
% 57.76/23.49  																																													| Equations (795) can reduce 276 to:
% 57.76/23.49  																																													| (266) $false
% 57.76/23.49  																																													|
% 57.76/23.49  																																													|-The branch is then unsatisfiable
% 57.76/23.49  																																											|-Branch two:
% 57.76/23.49  																																											| (407)  ~ (all_0_44_44 = e3)
% 57.76/23.49  																																											| (537) all_0_49_49 = e3 | all_0_53_53 = e3 | all_0_58_58 = e3
% 57.76/23.49  																																											|
% 57.76/23.49  																																												+-Applying beta-rule and splitting (1899), into two cases.
% 57.76/23.49  																																												|-Branch one:
% 57.76/23.49  																																												| (516) all_0_42_42 = e3
% 57.76/23.49  																																												|
% 57.76/23.49  																																													| Equations (516) can reduce 405 to:
% 57.76/23.49  																																													| (266) $false
% 57.76/23.49  																																													|
% 57.76/23.49  																																													|-The branch is then unsatisfiable
% 57.76/23.49  																																												|-Branch two:
% 57.76/23.49  																																												| (405)  ~ (all_0_42_42 = e3)
% 57.76/23.49  																																												| (532) all_0_44_44 = e3
% 57.76/23.49  																																												|
% 57.76/23.49  																																													| Equations (532) can reduce 407 to:
% 57.76/23.49  																																													| (266) $false
% 57.76/23.49  																																													|
% 57.76/23.49  																																													|-The branch is then unsatisfiable
% 57.76/23.49  																																										|-Branch two:
% 57.76/23.49  																																										| (664)  ~ (all_0_51_51 = e3)
% 57.76/23.49  																																										| (665) all_0_53_53 = e3
% 57.76/23.49  																																										|
% 57.76/23.49  																																											| Combining equations (665,1208) yields a new equation:
% 57.76/23.49  																																											| (454) e3 = e1
% 57.76/23.49  																																											|
% 57.76/23.49  																																											| Simplifying 454 yields:
% 57.76/23.49  																																											| (455) e3 = e1
% 57.76/23.49  																																											|
% 57.76/23.49  																																											| Equations (455) can reduce 213 to:
% 57.76/23.49  																																											| (266) $false
% 57.76/23.49  																																											|
% 57.76/23.49  																																											|-The branch is then unsatisfiable
% 57.76/23.49  																																	|-Branch two:
% 57.76/23.49  																																	| (632)  ~ (all_0_55_55 = e1)
% 57.76/23.49  																																	| (633) all_0_56_56 = e1 | all_0_57_57 = e1 | all_0_58_58 = e1
% 57.76/23.49  																																	|
% 57.76/23.49  																																		+-Applying beta-rule and splitting (633), into two cases.
% 57.76/23.49  																																		|-Branch one:
% 57.76/23.49  																																		| (1569) all_0_56_56 = e1
% 57.76/23.49  																																		|
% 57.76/23.49  																																			| Combining equations (833,1569) yields a new equation:
% 57.76/23.49  																																			| (616) e2 = e1
% 57.76/23.49  																																			|
% 57.76/23.49  																																			| Simplifying 616 yields:
% 57.76/23.49  																																			| (617) e2 = e1
% 57.76/23.49  																																			|
% 57.76/23.49  																																			| Equations (617) can reduce 122 to:
% 57.76/23.49  																																			| (266) $false
% 57.76/23.49  																																			|
% 57.76/23.49  																																			|-The branch is then unsatisfiable
% 57.76/23.49  																																		|-Branch two:
% 57.76/23.49  																																		| (466)  ~ (all_0_56_56 = e1)
% 57.76/23.49  																																		| (1574) all_0_57_57 = e1 | all_0_58_58 = e1
% 57.76/23.49  																																		|
% 57.76/23.49  																																			+-Applying beta-rule and splitting (1574), into two cases.
% 57.76/23.49  																																			|-Branch one:
% 57.76/23.49  																																			| (647) all_0_57_57 = e1
% 57.76/23.49  																																			|
% 57.76/23.49  																																				| Combining equations (647,871) yields a new equation:
% 57.76/23.49  																																				| (630) e4 = e1
% 57.76/23.49  																																				|
% 57.76/23.49  																																				| Equations (630) can reduce 110 to:
% 57.76/23.49  																																				| (266) $false
% 57.76/23.49  																																				|
% 57.76/23.49  																																				|-The branch is then unsatisfiable
% 57.76/23.49  																																			|-Branch two:
% 57.76/23.49  																																			| (1670)  ~ (all_0_57_57 = e1)
% 57.76/23.49  																																			| (918) all_0_58_58 = e1
% 57.76/23.49  																																			|
% 57.76/23.49  																																				| Equations (918) can reduce 178 to:
% 57.76/23.49  																																				| (132)  ~ (all_0_40_40 = e1)
% 57.76/23.49  																																				|
% 57.76/23.49  																																				| Equations (918) can reduce 181 to:
% 57.76/23.49  																																				| (639)  ~ (all_0_44_44 = e1)
% 57.76/23.49  																																				|
% 57.76/23.49  																																				| Equations (918) can reduce 10 to:
% 57.76/23.49  																																				| (1459)  ~ (all_0_53_53 = e1)
% 57.76/23.49  																																				|
% 57.76/23.49  																																				| Equations (918) can reduce 908 to:
% 57.76/23.49  																																				| (604)  ~ (e2 = e1)
% 57.76/23.49  																																				|
% 57.76/23.49  																																				| Simplifying 604 yields:
% 57.76/23.49  																																				| (122)  ~ (e2 = e1)
% 57.76/23.49  																																				|
% 57.76/23.49  																																				+-Applying beta-rule and splitting (125), into two cases.
% 57.76/23.49  																																				|-Branch one:
% 57.76/23.49  																																				| (858) all_0_55_55 = e0
% 57.76/23.49  																																				|
% 57.76/23.49  																																					| Equations (858) can reduce 191 to:
% 57.76/23.49  																																					| (357)  ~ (all_0_41_41 = e0)
% 57.76/23.49  																																					|
% 57.76/23.49  																																					| From (858) and (187) follows:
% 57.76/23.49  																																					| (2064) op(e0, e3) = all_0_32_32
% 57.76/23.49  																																					|
% 57.76/23.49  																																					| From (858) and (74) follows:
% 57.76/23.49  																																					| (752) op(e0, e3) = e0
% 57.76/23.49  																																					|
% 57.76/23.49  																																					+-Applying beta-rule and splitting (160), into two cases.
% 57.76/23.49  																																					|-Branch one:
% 57.76/23.49  																																					| (601) all_0_50_50 = e1
% 57.76/23.49  																																					|
% 57.76/23.49  																																						| Equations (601) can reduce 221 to:
% 57.76/23.49  																																						| (457)  ~ (all_0_41_41 = e1)
% 57.76/23.49  																																						|
% 57.76/23.49  																																						| Equations (601) can reduce 59 to:
% 57.76/23.49  																																						| (463)  ~ (all_0_51_51 = e1)
% 57.76/23.49  																																						|
% 57.76/23.49  																																						| Simplifying 463 yields:
% 57.76/23.49  																																						| (464)  ~ (all_0_51_51 = e1)
% 57.76/23.49  																																						|
% 57.76/23.49  																																						| From (601) and (8) follows:
% 57.76/23.49  																																						| (15351) op(e1, e3) = all_0_23_23
% 57.76/23.49  																																						|
% 57.76/23.49  																																						| From (601) and (57) follows:
% 57.76/23.49  																																						| (606) op(e1, e1) = all_0_22_22
% 57.76/23.49  																																						|
% 57.76/23.49  																																						| From (601) and (242) follows:
% 57.76/23.49  																																						| (2235) op(e1, e3) = e1
% 57.76/23.49  																																						|
% 57.76/23.49  																																						+-Applying beta-rule and splitting (27), into two cases.
% 57.76/23.49  																																						|-Branch one:
% 57.76/23.49  																																						| (437) all_0_41_41 = e4
% 57.76/23.49  																																						|
% 57.76/23.49  																																							| Equations (437) can reduce 214 to:
% 57.76/23.49  																																							| (1901)  ~ (all_0_42_42 = e4)
% 57.76/23.49  																																							|
% 57.76/23.49  																																							| Simplifying 1901 yields:
% 57.76/23.49  																																							| (1890)  ~ (all_0_42_42 = e4)
% 57.76/23.49  																																							|
% 57.76/23.49  																																							| Equations (437) can reduce 149 to:
% 57.76/23.49  																																							| (1903)  ~ (all_0_44_44 = e4)
% 57.76/23.49  																																							|
% 57.76/23.49  																																							| Simplifying 1903 yields:
% 57.76/23.49  																																							| (1390)  ~ (all_0_44_44 = e4)
% 57.76/23.49  																																							|
% 57.76/23.49  																																							| Equations (437) can reduce 357 to:
% 57.76/23.49  																																							| (49)  ~ (e4 = e0)
% 57.76/23.49  																																							|
% 57.76/23.49  																																							| From (437) and (219) follows:
% 57.76/23.49  																																							| (1913) op(e3, e3) = e4
% 57.76/23.49  																																							|
% 57.76/23.49  																																							| Instantiating formula (29) with e1, e3, e1, all_0_23_23 and discharging atoms op(e1, e3) = all_0_23_23, op(e1, e3) = e1, yields:
% 57.76/23.49  																																							| (9657) all_0_23_23 = e1
% 57.76/23.49  																																							|
% 57.76/23.49  																																							| Instantiating formula (29) with e1, e1, all_0_22_22, e2 and discharging atoms op(e1, e1) = all_0_22_22, op(e1, e1) = e2, yields:
% 57.76/23.49  																																							| (15362) all_0_22_22 = e2
% 57.76/23.49  																																							|
% 57.76/23.49  																																							| Instantiating formula (29) with e0, e3, e0, all_0_32_32 and discharging atoms op(e0, e3) = all_0_32_32, op(e0, e3) = e0, yields:
% 57.76/23.49  																																							| (2163) all_0_32_32 = e0
% 57.76/23.49  																																							|
% 57.76/23.49  																																							| From (9657) and (15351) follows:
% 57.76/23.49  																																							| (2235) op(e1, e3) = e1
% 57.76/23.49  																																							|
% 57.76/23.49  																																							| From (15362) and (606) follows:
% 57.76/23.49  																																							| (10182) op(e1, e1) = e2
% 57.76/23.49  																																							|
% 57.76/23.49  																																							| From (2163) and (2064) follows:
% 57.76/23.49  																																							| (752) op(e0, e3) = e0
% 57.76/23.49  																																							|
% 57.76/23.49  																																							+-Applying beta-rule and splitting (104), into two cases.
% 57.76/23.49  																																							|-Branch one:
% 57.76/23.49  																																							| (480) all_0_39_39 = e0
% 57.76/23.49  																																							|
% 57.76/23.49  																																								| Equations (480) can reduce 176 to:
% 57.76/23.49  																																								| (1400)  ~ (all_0_40_40 = e0)
% 57.76/23.49  																																								|
% 57.76/23.49  																																								| Simplifying 1400 yields:
% 57.76/23.49  																																								| (1401)  ~ (all_0_40_40 = e0)
% 57.76/23.49  																																								|
% 57.76/23.49  																																								| Equations (480) can reduce 145 to:
% 57.76/23.49  																																								| (5565)  ~ (all_0_42_42 = e0)
% 57.76/23.49  																																								|
% 57.76/23.49  																																								| Simplifying 5565 yields:
% 57.76/23.49  																																								| (358)  ~ (all_0_42_42 = e0)
% 57.76/23.49  																																								|
% 57.76/23.50  																																								| Equations (480) can reduce 246 to:
% 57.76/23.50  																																								| (541)  ~ (e3 = e0)
% 57.76/23.50  																																								|
% 57.76/23.50  																																								| Simplifying 541 yields:
% 57.76/23.50  																																								| (80)  ~ (e3 = e0)
% 57.76/23.50  																																								|
% 57.76/23.50  																																								| Equations (480) can reduce 151 to:
% 57.76/23.50  																																								| (435)  ~ (e1 = e0)
% 57.76/23.50  																																								|
% 57.76/23.50  																																								| Simplifying 435 yields:
% 57.76/23.50  																																								| (233)  ~ (e1 = e0)
% 57.76/23.50  																																								|
% 57.76/23.50  																																								| From (480) and (182) follows:
% 57.76/23.50  																																								| (1412) op(e0, e4) = all_0_2_2
% 57.76/23.50  																																								|
% 57.76/23.50  																																								| From (480) and (38) follows:
% 57.76/23.50  																																								| (1413) op(e0, e2) = all_0_3_3
% 57.76/23.50  																																								|
% 57.76/23.50  																																								+-Applying beta-rule and splitting (165), into two cases.
% 57.76/23.50  																																								|-Branch one:
% 57.76/23.50  																																								| (794) all_0_41_41 = e0
% 57.76/23.50  																																								|
% 57.76/23.50  																																									| Combining equations (437,794) yields a new equation:
% 57.76/23.50  																																									| (481) e4 = e0
% 57.76/23.50  																																									|
% 57.76/23.50  																																									| Simplifying 481 yields:
% 57.76/23.50  																																									| (397) e4 = e0
% 57.76/23.50  																																									|
% 57.76/23.50  																																									| Equations (397) can reduce 49 to:
% 57.76/23.50  																																									| (266) $false
% 57.76/23.50  																																									|
% 57.76/23.50  																																									|-The branch is then unsatisfiable
% 57.76/23.50  																																								|-Branch two:
% 57.76/23.50  																																								| (357)  ~ (all_0_41_41 = e0)
% 57.76/23.50  																																								| (6761) all_0_42_42 = e0 | all_0_43_43 = e0 | all_0_44_44 = e0
% 57.76/23.50  																																								|
% 57.76/23.50  																																									+-Applying beta-rule and splitting (316), into two cases.
% 57.76/23.50  																																									|-Branch one:
% 57.76/23.50  																																									| (1378) all_0_40_40 = e4
% 57.76/23.50  																																									|
% 57.76/23.50  																																										| Equations (1378) can reduce 132 to:
% 57.76/23.50  																																										| (110)  ~ (e4 = e1)
% 57.76/23.50  																																										|
% 57.76/23.50  																																										| Equations (1378) can reduce 1401 to:
% 57.76/23.50  																																										| (49)  ~ (e4 = e0)
% 57.76/23.50  																																										|
% 57.76/23.50  																																										| From (1378) and (34) follows:
% 57.76/23.50  																																										| (1455) op(e4, e4) = all_0_4_4
% 57.76/23.50  																																										|
% 57.76/23.50  																																										+-Applying beta-rule and splitting (152), into two cases.
% 57.76/23.50  																																										|-Branch one:
% 57.76/23.50  																																										| (1392) all_0_42_42 = e4
% 57.76/23.50  																																										|
% 57.76/23.50  																																											| Equations (1392) can reduce 1890 to:
% 57.76/23.50  																																											| (266) $false
% 57.76/23.50  																																											|
% 57.76/23.50  																																											|-The branch is then unsatisfiable
% 57.76/23.50  																																										|-Branch two:
% 57.76/23.50  																																										| (1890)  ~ (all_0_42_42 = e4)
% 57.76/23.50  																																										| (1969) all_0_42_42 = e3 | all_0_42_42 = e1 | all_0_42_42 = e0
% 57.76/23.50  																																										|
% 57.76/23.50  																																											+-Applying beta-rule and splitting (164), into two cases.
% 57.76/23.50  																																											|-Branch one:
% 57.76/23.50  																																											| (471) all_0_39_39 = e4
% 57.76/23.50  																																											|
% 57.76/23.50  																																												| Combining equations (480,471) yields a new equation:
% 57.76/23.50  																																												| (397) e4 = e0
% 57.76/23.50  																																												|
% 57.76/23.50  																																												| Equations (397) can reduce 49 to:
% 57.76/23.50  																																												| (266) $false
% 57.76/23.50  																																												|
% 57.76/23.50  																																												|-The branch is then unsatisfiable
% 57.76/23.50  																																											|-Branch two:
% 57.76/23.50  																																											| (1377)  ~ (all_0_39_39 = e4)
% 57.76/23.50  																																											| (2115) all_0_42_42 = e4 | all_0_47_47 = e4 | all_0_51_51 = e4 | all_0_56_56 = e4
% 57.76/23.50  																																											|
% 57.76/23.50  																																												| Equations (480) can reduce 1377 to:
% 57.76/23.50  																																												| (401)  ~ (e4 = e0)
% 57.76/23.50  																																												|
% 57.76/23.50  																																												| Simplifying 401 yields:
% 57.76/23.50  																																												| (49)  ~ (e4 = e0)
% 57.76/23.50  																																												|
% 57.76/23.50  																																												+-Applying beta-rule and splitting (6761), into two cases.
% 57.76/23.50  																																												|-Branch one:
% 57.76/23.50  																																												| (559) all_0_42_42 = e0
% 57.76/23.50  																																												|
% 57.76/23.50  																																													| Equations (559) can reduce 358 to:
% 57.76/23.50  																																													| (266) $false
% 57.76/23.50  																																													|
% 57.76/23.50  																																													|-The branch is then unsatisfiable
% 57.76/23.50  																																												|-Branch two:
% 57.76/23.50  																																												| (358)  ~ (all_0_42_42 = e0)
% 57.76/23.50  																																												| (6766) all_0_43_43 = e0 | all_0_44_44 = e0
% 57.76/23.50  																																												|
% 57.76/23.50  																																													+-Applying beta-rule and splitting (231), into two cases.
% 57.76/23.50  																																													|-Branch one:
% 57.76/23.50  																																													| (775) all_0_50_50 = e4
% 57.76/23.50  																																													|
% 57.76/23.50  																																														| Combining equations (775,601) yields a new equation:
% 57.76/23.50  																																														| (636) e4 = e1
% 57.76/23.50  																																														|
% 57.76/23.50  																																														| Simplifying 636 yields:
% 57.76/23.50  																																														| (630) e4 = e1
% 57.76/23.50  																																														|
% 57.76/23.50  																																														| Equations (630) can reduce 110 to:
% 57.76/23.50  																																														| (266) $false
% 57.76/23.50  																																														|
% 57.76/23.50  																																														|-The branch is then unsatisfiable
% 57.76/23.50  																																													|-Branch two:
% 57.76/23.50  																																													| (566)  ~ (all_0_50_50 = e4)
% 57.76/23.50  																																													| (1071) all_0_51_51 = e4 | all_0_52_52 = e4 | all_0_53_53 = e4
% 57.76/23.50  																																													|
% 57.76/23.50  																																														+-Applying beta-rule and splitting (1969), into two cases.
% 57.76/23.50  																																														|-Branch one:
% 57.76/23.50  																																														| (559) all_0_42_42 = e0
% 57.76/23.50  																																														|
% 57.76/23.50  																																															| Equations (559) can reduce 358 to:
% 57.76/23.50  																																															| (266) $false
% 57.76/23.50  																																															|
% 57.76/23.50  																																															|-The branch is then unsatisfiable
% 57.76/23.50  																																														|-Branch two:
% 57.76/23.50  																																														| (358)  ~ (all_0_42_42 = e0)
% 57.76/23.50  																																														| (2510) all_0_42_42 = e3 | all_0_42_42 = e1
% 57.76/23.50  																																														|
% 57.76/23.50  																																															+-Applying beta-rule and splitting (75), into two cases.
% 57.76/23.50  																																															|-Branch one:
% 57.76/23.50  																																															| (485) all_0_40_40 = e0
% 57.76/23.50  																																															|
% 57.76/23.50  																																																| Combining equations (1378,485) yields a new equation:
% 57.76/23.50  																																																| (481) e4 = e0
% 57.76/23.50  																																																|
% 57.76/23.50  																																																| Simplifying 481 yields:
% 57.76/23.50  																																																| (397) e4 = e0
% 57.76/23.50  																																																|
% 57.76/23.50  																																																| Equations (397) can reduce 49 to:
% 57.76/23.50  																																																| (266) $false
% 57.76/23.50  																																																|
% 57.76/23.50  																																																|-The branch is then unsatisfiable
% 57.76/23.50  																																															|-Branch two:
% 57.76/23.50  																																															| (1401)  ~ (all_0_40_40 = e0)
% 57.76/23.50  																																															| (1748) all_0_44_44 = e0 | all_0_49_49 = e0 | all_0_58_58 = e0
% 57.76/23.50  																																															|
% 57.76/23.50  																																																+-Applying beta-rule and splitting (1071), into two cases.
% 57.76/23.50  																																																|-Branch one:
% 57.76/23.50  																																																| (1101) all_0_51_51 = e4
% 57.76/23.50  																																																|
% 57.76/23.50  																																																	| From (1101) and (186) follows:
% 57.76/23.50  																																																	| (13720) op(e1, e2) = e4
% 57.76/23.50  																																																	|
% 57.76/23.50  																																																	+-Applying beta-rule and splitting (180), into two cases.
% 57.76/23.50  																																																	|-Branch one:
% 57.76/23.50  																																																	| (516) all_0_42_42 = e3
% 57.76/23.50  																																																	|
% 57.76/23.50  																																																		| From (516) and (226) follows:
% 57.76/23.50  																																																		| (5629) op(e3, e3) = all_0_7_7
% 57.76/23.50  																																																		|
% 57.76/23.50  																																																		+-Applying beta-rule and splitting (6766), into two cases.
% 57.76/23.50  																																																		|-Branch one:
% 57.76/23.50  																																																		| (356) all_0_43_43 = e0
% 57.76/23.50  																																																		|
% 57.76/23.50  																																																			| Combining equations (430,356) yields a new equation:
% 57.76/23.50  																																																			| (546) e1 = e0
% 57.76/23.50  																																																			|
% 57.76/23.50  																																																			| Simplifying 546 yields:
% 57.76/23.50  																																																			| (431) e1 = e0
% 57.76/23.50  																																																			|
% 57.76/23.50  																																																			| Equations (431) can reduce 233 to:
% 57.76/23.50  																																																			| (266) $false
% 57.76/23.50  																																																			|
% 57.76/23.50  																																																			|-The branch is then unsatisfiable
% 57.76/23.50  																																																		|-Branch two:
% 57.76/23.50  																																																		| (5470)  ~ (all_0_43_43 = e0)
% 57.76/23.50  																																																		| (1414) all_0_44_44 = e0
% 57.76/23.50  																																																		|
% 57.76/23.50  																																																			| Equations (1414) can reduce 639 to:
% 57.76/23.50  																																																			| (435)  ~ (e1 = e0)
% 57.76/23.50  																																																			|
% 57.76/23.50  																																																			| Simplifying 435 yields:
% 57.76/23.50  																																																			| (233)  ~ (e1 = e0)
% 57.76/23.50  																																																			|
% 57.76/23.50  																																																			| From (1414) and (204) follows:
% 57.76/23.50  																																																			| (9785) op(e0, e3) = all_0_11_11
% 57.76/23.50  																																																			|
% 57.76/23.50  																																																			| Instantiating formula (29) with e4, e4, all_0_4_4, e1 and discharging atoms op(e4, e4) = all_0_4_4, op(e4, e4) = e1, yields:
% 57.76/23.50  																																																			| (1587) all_0_4_4 = e1
% 57.76/23.50  																																																			|
% 57.76/23.50  																																																			| Instantiating formula (29) with e3, e3, all_0_7_7, e4 and discharging atoms op(e3, e3) = all_0_7_7, op(e3, e3) = e4, yields:
% 57.76/23.50  																																																			| (15433) all_0_7_7 = e4
% 57.76/23.50  																																																			|
% 57.76/23.50  																																																			| Instantiating formula (29) with e0, e4, all_0_2_2, e3 and discharging atoms op(e0, e4) = all_0_2_2, op(e0, e4) = e3, yields:
% 57.76/23.50  																																																			| (1595) all_0_2_2 = e3
% 57.76/23.50  																																																			|
% 57.76/23.50  																																																			| Instantiating formula (29) with e0, e3, all_0_11_11, e0 and discharging atoms op(e0, e3) = all_0_11_11, op(e0, e3) = e0, yields:
% 57.76/23.50  																																																			| (15435) all_0_11_11 = e0
% 57.76/23.50  																																																			|
% 57.76/23.50  																																																			| Instantiating formula (29) with e0, e2, all_0_3_3, e2 and discharging atoms op(e0, e2) = all_0_3_3, op(e0, e2) = e2, yields:
% 57.76/23.50  																																																			| (1597) all_0_3_3 = e2
% 57.76/23.50  																																																			|
% 57.76/23.50  																																																			| From (1587) and (1455) follows:
% 57.76/23.50  																																																			| (41) op(e4, e4) = e1
% 57.76/23.50  																																																			|
% 57.76/23.50  																																																			| From (15433) and (5629) follows:
% 57.76/23.50  																																																			| (1913) op(e3, e3) = e4
% 57.76/23.50  																																																			|
% 57.76/23.50  																																																			| From (1595) and (1412) follows:
% 57.76/23.50  																																																			| (283) op(e0, e4) = e3
% 57.76/23.50  																																																			|
% 57.76/23.50  																																																			| From (15435) and (9785) follows:
% 57.76/23.50  																																																			| (752) op(e0, e3) = e0
% 57.76/23.50  																																																			|
% 57.76/23.50  																																																			| From (1597) and (1413) follows:
% 57.76/23.50  																																																			| (1508) op(e0, e2) = e2
% 57.76/23.50  																																																			|
% 57.76/23.50  																																																			+-Applying beta-rule and splitting (56), into two cases.
% 57.76/23.50  																																																			|-Branch one:
% 57.76/23.50  																																																			| (696) unit = e2
% 57.76/23.50  																																																			|
% 57.76/23.50  																																																				| From (696) and (32) follows:
% 57.76/23.50  																																																				| (698) op(e2, e2) = e2
% 57.76/23.50  																																																				|
% 57.76/23.50  																																																				| From (696) and (42) follows:
% 57.76/23.50  																																																				| (1613) op(e0, e2) = e0
% 57.76/23.50  																																																				|
% 57.76/23.50  																																																				| Instantiating formula (29) with e2, e2, e2, e1 and discharging atoms op(e2, e2) = e2, op(e2, e2) = e1, yields:
% 57.76/23.50  																																																				| (617) e2 = e1
% 57.76/23.50  																																																				|
% 57.76/23.50  																																																				| Instantiating formula (29) with e0, e2, e0, e2 and discharging atoms op(e0, e2) = e2, op(e0, e2) = e0, yields:
% 57.76/23.50  																																																				| (330) e2 = e0
% 57.76/23.50  																																																				|
% 57.76/23.50  																																																				| Combining equations (330,617) yields a new equation:
% 57.76/23.50  																																																				| (431) e1 = e0
% 57.76/23.50  																																																				|
% 57.76/23.50  																																																				| Equations (431) can reduce 233 to:
% 57.76/23.50  																																																				| (266) $false
% 57.76/23.50  																																																				|
% 57.76/23.50  																																																				|-The branch is then unsatisfiable
% 57.76/23.50  																																																			|-Branch two:
% 57.76/23.50  																																																			| (707)  ~ (unit = e2)
% 57.76/23.50  																																																			| (708) unit = e4 | unit = e3 | unit = e1 | unit = e0
% 57.76/23.50  																																																			|
% 57.76/23.50  																																																				+-Applying beta-rule and splitting (708), into two cases.
% 57.76/23.50  																																																				|-Branch one:
% 57.76/23.50  																																																				| (709) unit = e4
% 57.76/23.50  																																																				|
% 57.76/23.50  																																																					| From (709) and (227) follows:
% 57.76/23.50  																																																					| (710) op(e4, e4) = e4
% 57.76/23.50  																																																					|
% 57.76/23.50  																																																					| From (709) and (40) follows:
% 57.76/23.50  																																																					| (711) op(e3, e4) = e3
% 57.76/23.50  																																																					|
% 57.76/23.50  																																																					| From (709) and (32) follows:
% 57.76/23.50  																																																					| (712) op(e2, e4) = e2
% 57.76/23.50  																																																					|
% 57.76/23.50  																																																					| From (709) and (42) follows:
% 57.76/23.50  																																																					| (713) op(e0, e4) = e0
% 57.76/23.50  																																																					|
% 57.76/23.50  																																																					| Instantiating formula (29) with e4, e4, e4, e1 and discharging atoms op(e4, e4) = e4, op(e4, e4) = e1, yields:
% 57.76/23.50  																																																					| (630) e4 = e1
% 57.76/23.50  																																																					|
% 57.76/23.50  																																																					| Instantiating formula (29) with e3, e4, e3, e2 and discharging atoms op(e3, e4) = e3, op(e3, e4) = e2, yields:
% 57.76/23.50  																																																					| (662) e3 = e2
% 57.76/23.50  																																																					|
% 57.76/23.50  																																																					| Instantiating formula (29) with e2, e4, e2, e4 and discharging atoms op(e2, e4) = e4, op(e2, e4) = e2, yields:
% 57.76/23.50  																																																					| (323) e4 = e2
% 57.76/23.50  																																																					|
% 57.76/23.50  																																																					| Instantiating formula (29) with e0, e4, e0, e3 and discharging atoms op(e0, e4) = e3, op(e0, e4) = e0, yields:
% 57.76/23.50  																																																					| (676) e3 = e0
% 57.76/23.50  																																																					|
% 57.76/23.50  																																																					| Combining equations (630,323) yields a new equation:
% 57.76/23.50  																																																					| (617) e2 = e1
% 57.76/23.50  																																																					|
% 57.76/23.50  																																																					| Combining equations (662,676) yields a new equation:
% 57.76/23.50  																																																					| (391) e2 = e0
% 57.76/23.50  																																																					|
% 57.76/23.50  																																																					| Simplifying 391 yields:
% 57.76/23.50  																																																					| (330) e2 = e0
% 57.76/23.50  																																																					|
% 57.76/23.50  																																																					| Combining equations (617,330) yields a new equation:
% 57.76/23.50  																																																					| (546) e1 = e0
% 57.76/23.50  																																																					|
% 57.76/23.50  																																																					| Simplifying 546 yields:
% 57.76/23.50  																																																					| (431) e1 = e0
% 57.76/23.50  																																																					|
% 57.76/23.50  																																																					| Equations (431) can reduce 233 to:
% 57.76/23.50  																																																					| (266) $false
% 57.76/23.50  																																																					|
% 57.76/23.50  																																																					|-The branch is then unsatisfiable
% 57.76/23.50  																																																				|-Branch two:
% 57.76/23.50  																																																				| (724)  ~ (unit = e4)
% 57.76/23.50  																																																				| (725) unit = e3 | unit = e1 | unit = e0
% 57.76/23.50  																																																				|
% 57.76/23.50  																																																					+-Applying beta-rule and splitting (725), into two cases.
% 57.76/23.50  																																																					|-Branch one:
% 57.76/23.50  																																																					| (726) unit = e0
% 57.76/23.50  																																																					|
% 57.76/23.50  																																																						| From (726) and (244) follows:
% 57.76/23.50  																																																						| (2207) op(e0, e4) = e4
% 57.76/23.50  																																																						|
% 57.76/23.50  																																																						| From (726) and (24) follows:
% 57.76/23.50  																																																						| (2208) op(e0, e3) = e3
% 57.76/23.50  																																																						|
% 57.76/23.50  																																																						| From (726) and (211) follows:
% 57.76/23.50  																																																						| (15180) op(e0, e1) = e1
% 57.76/23.50  																																																						|
% 57.76/23.50  																																																						| Instantiating formula (29) with e0, e4, e4, e3 and discharging atoms op(e0, e4) = e4, op(e0, e4) = e3, yields:
% 57.76/23.50  																																																						| (425) e4 = e3
% 57.76/23.50  																																																						|
% 57.76/23.50  																																																						| Instantiating formula (29) with e0, e3, e3, e0 and discharging atoms op(e0, e3) = e3, op(e0, e3) = e0, yields:
% 57.76/23.50  																																																						| (676) e3 = e0
% 57.76/23.50  																																																						|
% 57.76/23.50  																																																						| Instantiating formula (29) with e0, e1, e1, e4 and discharging atoms op(e0, e1) = e4, op(e0, e1) = e1, yields:
% 57.76/23.50  																																																						| (630) e4 = e1
% 57.76/23.50  																																																						|
% 57.76/23.50  																																																						| Combining equations (425,630) yields a new equation:
% 57.76/23.50  																																																						| (454) e3 = e1
% 57.76/23.50  																																																						|
% 57.76/23.50  																																																						| Simplifying 454 yields:
% 57.76/23.50  																																																						| (455) e3 = e1
% 57.76/23.50  																																																						|
% 57.76/23.50  																																																						| Combining equations (676,455) yields a new equation:
% 57.76/23.50  																																																						| (431) e1 = e0
% 57.76/23.50  																																																						|
% 57.76/23.50  																																																						| Equations (431) can reduce 233 to:
% 57.76/23.50  																																																						| (266) $false
% 57.76/23.50  																																																						|
% 57.76/23.50  																																																						|-The branch is then unsatisfiable
% 57.76/23.50  																																																					|-Branch two:
% 57.76/23.50  																																																					| (734)  ~ (unit = e0)
% 57.76/23.50  																																																					| (735) unit = e3 | unit = e1
% 57.76/23.50  																																																					|
% 57.76/23.50  																																																						+-Applying beta-rule and splitting (735), into two cases.
% 57.76/23.50  																																																						|-Branch one:
% 57.76/23.50  																																																						| (736) unit = e1
% 57.76/23.50  																																																						|
% 57.76/23.50  																																																							| Equations (736) can reduce 734 to:
% 57.76/23.50  																																																							| (233)  ~ (e1 = e0)
% 57.76/23.50  																																																							|
% 57.76/23.50  																																																							| From (736) and (15) follows:
% 57.76/23.50  																																																							| (515) op(e1, e2) = e2
% 57.76/23.50  																																																							|
% 57.76/23.50  																																																							| From (736) and (28) follows:
% 57.76/23.50  																																																							| (740) op(e1, e1) = e1
% 57.76/23.50  																																																							|
% 57.76/23.50  																																																							| From (736) and (42) follows:
% 57.76/23.50  																																																							| (3221) op(e0, e1) = e0
% 57.76/23.50  																																																							|
% 57.76/23.50  																																																							| Instantiating formula (29) with e1, e2, e2, e4 and discharging atoms op(e1, e2) = e4, op(e1, e2) = e2, yields:
% 57.76/23.50  																																																							| (323) e4 = e2
% 57.76/23.50  																																																							|
% 57.76/23.50  																																																							| Instantiating formula (29) with e1, e1, e1, e2 and discharging atoms op(e1, e1) = e2, op(e1, e1) = e1, yields:
% 57.76/23.50  																																																							| (617) e2 = e1
% 57.76/23.50  																																																							|
% 57.76/23.50  																																																							| Instantiating formula (29) with e0, e1, e0, e4 and discharging atoms op(e0, e1) = e4, op(e0, e1) = e0, yields:
% 57.76/23.50  																																																							| (397) e4 = e0
% 57.76/23.50  																																																							|
% 57.76/23.50  																																																							| Combining equations (323,397) yields a new equation:
% 57.76/23.50  																																																							| (391) e2 = e0
% 57.76/23.50  																																																							|
% 57.76/23.50  																																																							| Simplifying 391 yields:
% 57.76/23.50  																																																							| (330) e2 = e0
% 57.76/23.50  																																																							|
% 57.76/23.50  																																																							| Combining equations (617,330) yields a new equation:
% 57.76/23.50  																																																							| (546) e1 = e0
% 57.76/23.50  																																																							|
% 57.76/23.50  																																																							| Simplifying 546 yields:
% 57.76/23.50  																																																							| (431) e1 = e0
% 57.76/23.50  																																																							|
% 57.76/23.50  																																																							| Equations (431) can reduce 233 to:
% 57.76/23.50  																																																							| (266) $false
% 57.76/23.50  																																																							|
% 57.76/23.50  																																																							|-The branch is then unsatisfiable
% 57.76/23.50  																																																						|-Branch two:
% 57.76/23.50  																																																						| (748)  ~ (unit = e1)
% 57.76/23.50  																																																						| (749) unit = e3
% 57.76/23.50  																																																						|
% 57.76/23.50  																																																							| Equations (749) can reduce 707 to:
% 57.76/23.50  																																																							| (212)  ~ (e3 = e2)
% 57.76/23.50  																																																							|
% 57.76/23.50  																																																							| From (749) and (244) follows:
% 57.76/23.50  																																																							| (750) op(e3, e4) = e4
% 57.76/23.50  																																																							|
% 57.76/23.50  																																																							| From (749) and (40) follows:
% 57.76/23.50  																																																							| (3715) op(e3, e3) = e3
% 57.76/23.50  																																																							|
% 57.76/23.50  																																																							| Instantiating formula (29) with e3, e4, e4, e2 and discharging atoms op(e3, e4) = e4, op(e3, e4) = e2, yields:
% 57.76/23.51  																																																							| (323) e4 = e2
% 57.76/23.51  																																																							|
% 57.76/23.51  																																																							| Instantiating formula (29) with e3, e3, e3, e4 and discharging atoms op(e3, e3) = e4, op(e3, e3) = e3, yields:
% 57.76/23.51  																																																							| (425) e4 = e3
% 57.76/23.51  																																																							|
% 57.76/23.51  																																																							| Combining equations (323,425) yields a new equation:
% 57.76/23.51  																																																							| (662) e3 = e2
% 57.76/23.51  																																																							|
% 57.76/23.51  																																																							| Equations (662) can reduce 212 to:
% 57.76/23.51  																																																							| (266) $false
% 57.76/23.51  																																																							|
% 57.76/23.51  																																																							|-The branch is then unsatisfiable
% 57.76/23.51  																																																	|-Branch two:
% 57.76/23.51  																																																	| (405)  ~ (all_0_42_42 = e3)
% 57.76/23.51  																																																	| (521) all_0_47_47 = e3 | all_0_51_51 = e3 | all_0_56_56 = e3
% 57.76/23.51  																																																	|
% 57.76/23.51  																																																		+-Applying beta-rule and splitting (1899), into two cases.
% 57.76/23.51  																																																		|-Branch one:
% 57.76/23.51  																																																		| (516) all_0_42_42 = e3
% 57.76/23.51  																																																		|
% 57.76/23.51  																																																			| Equations (516) can reduce 405 to:
% 57.76/23.51  																																																			| (266) $false
% 57.76/23.51  																																																			|
% 57.76/23.51  																																																			|-The branch is then unsatisfiable
% 57.76/23.51  																																																		|-Branch two:
% 57.76/23.51  																																																		| (405)  ~ (all_0_42_42 = e3)
% 57.76/23.51  																																																		| (532) all_0_44_44 = e3
% 57.76/23.51  																																																		|
% 57.76/23.51  																																																			+-Applying beta-rule and splitting (1748), into two cases.
% 57.76/23.51  																																																			|-Branch one:
% 57.76/23.51  																																																			| (1414) all_0_44_44 = e0
% 57.76/23.51  																																																			|
% 57.76/23.51  																																																				| Combining equations (532,1414) yields a new equation:
% 57.76/23.51  																																																				| (675) e3 = e0
% 57.76/23.51  																																																				|
% 57.76/23.51  																																																				| Simplifying 675 yields:
% 57.76/23.51  																																																				| (676) e3 = e0
% 57.76/23.51  																																																				|
% 57.76/23.51  																																																				| Equations (676) can reduce 80 to:
% 57.76/23.51  																																																				| (266) $false
% 57.76/23.51  																																																				|
% 57.76/23.51  																																																				|-The branch is then unsatisfiable
% 57.76/23.51  																																																			|-Branch two:
% 57.76/23.51  																																																			| (360)  ~ (all_0_44_44 = e0)
% 57.76/23.51  																																																			| (1760) all_0_49_49 = e0 | all_0_58_58 = e0
% 57.76/23.51  																																																			|
% 57.76/23.51  																																																				| Equations (532) can reduce 360 to:
% 57.76/23.51  																																																				| (80)  ~ (e3 = e0)
% 57.76/23.51  																																																				|
% 57.76/23.51  																																																				+-Applying beta-rule and splitting (6766), into two cases.
% 57.76/23.51  																																																				|-Branch one:
% 57.76/23.51  																																																				| (356) all_0_43_43 = e0
% 57.76/23.51  																																																				|
% 57.76/23.51  																																																					| Combining equations (430,356) yields a new equation:
% 57.76/23.51  																																																					| (546) e1 = e0
% 57.76/23.51  																																																					|
% 57.76/23.51  																																																					| Simplifying 546 yields:
% 57.76/23.51  																																																					| (431) e1 = e0
% 57.76/23.51  																																																					|
% 57.76/23.51  																																																					| Equations (431) can reduce 233 to:
% 57.76/23.51  																																																					| (266) $false
% 57.76/23.51  																																																					|
% 57.76/23.51  																																																					|-The branch is then unsatisfiable
% 57.76/23.51  																																																				|-Branch two:
% 57.76/23.51  																																																				| (5470)  ~ (all_0_43_43 = e0)
% 57.76/23.51  																																																				| (1414) all_0_44_44 = e0
% 57.76/23.51  																																																				|
% 57.76/23.51  																																																					| Combining equations (532,1414) yields a new equation:
% 57.76/23.51  																																																					| (675) e3 = e0
% 57.76/23.51  																																																					|
% 57.76/23.51  																																																					| Simplifying 675 yields:
% 57.76/23.51  																																																					| (676) e3 = e0
% 57.76/23.51  																																																					|
% 57.76/23.51  																																																					| Equations (676) can reduce 80 to:
% 57.76/23.51  																																																					| (266) $false
% 57.76/23.51  																																																					|
% 57.76/23.51  																																																					|-The branch is then unsatisfiable
% 57.76/23.51  																																																|-Branch two:
% 57.76/23.51  																																																| (475)  ~ (all_0_51_51 = e4)
% 57.76/23.51  																																																| (1294) all_0_52_52 = e4 | all_0_53_53 = e4
% 57.76/23.51  																																																|
% 57.76/23.51  																																																	+-Applying beta-rule and splitting (7), into two cases.
% 57.76/23.51  																																																	|-Branch one:
% 57.76/23.51  																																																	| (504) all_0_51_51 = e2
% 57.76/23.51  																																																	|
% 57.76/23.51  																																																		| Equations (504) can reduce 1099 to:
% 57.76/23.51  																																																		| (266) $false
% 57.76/23.51  																																																		|
% 57.76/23.51  																																																		|-The branch is then unsatisfiable
% 57.76/23.51  																																																	|-Branch two:
% 57.76/23.51  																																																	| (1099)  ~ (all_0_51_51 = e2)
% 57.76/23.51  																																																	| (1100) all_0_51_51 = e4 | all_0_51_51 = e3 | all_0_51_51 = e1
% 57.76/23.51  																																																	|
% 57.76/23.51  																																																		+-Applying beta-rule and splitting (1100), into two cases.
% 57.76/23.51  																																																		|-Branch one:
% 57.76/23.51  																																																		| (1101) all_0_51_51 = e4
% 57.76/23.51  																																																		|
% 57.76/23.51  																																																			| Equations (1101) can reduce 475 to:
% 57.76/23.51  																																																			| (266) $false
% 57.76/23.51  																																																			|
% 57.76/23.51  																																																			|-The branch is then unsatisfiable
% 57.76/23.51  																																																		|-Branch two:
% 57.76/23.51  																																																		| (475)  ~ (all_0_51_51 = e4)
% 57.76/23.51  																																																		| (1104) all_0_51_51 = e3 | all_0_51_51 = e1
% 57.76/23.51  																																																		|
% 57.76/23.51  																																																			+-Applying beta-rule and splitting (1104), into two cases.
% 57.76/23.51  																																																			|-Branch one:
% 57.76/23.51  																																																			| (1109) all_0_51_51 = e1
% 57.76/23.51  																																																			|
% 57.76/23.51  																																																				| Equations (1109) can reduce 464 to:
% 57.76/23.51  																																																				| (266) $false
% 57.76/23.51  																																																				|
% 57.76/23.51  																																																				|-The branch is then unsatisfiable
% 57.76/23.51  																																																			|-Branch two:
% 57.76/23.51  																																																			| (464)  ~ (all_0_51_51 = e1)
% 57.76/23.51  																																																			| (660) all_0_51_51 = e3
% 57.76/23.51  																																																			|
% 57.76/23.51  																																																				| Equations (660) can reduce 61 to:
% 57.76/23.51  																																																				| (405)  ~ (all_0_42_42 = e3)
% 57.76/23.51  																																																				|
% 57.76/23.51  																																																				+-Applying beta-rule and splitting (2510), into two cases.
% 57.76/23.51  																																																				|-Branch one:
% 57.76/23.51  																																																				| (459) all_0_42_42 = e1
% 57.76/23.51  																																																				|
% 57.76/23.51  																																																					| Equations (459) can reduce 1380 to:
% 57.76/23.51  																																																					| (266) $false
% 57.76/23.51  																																																					|
% 57.76/23.51  																																																					|-The branch is then unsatisfiable
% 57.76/23.51  																																																				|-Branch two:
% 57.76/23.51  																																																				| (1380)  ~ (all_0_42_42 = e1)
% 57.76/23.51  																																																				| (516) all_0_42_42 = e3
% 57.76/23.51  																																																				|
% 57.76/23.51  																																																					| Equations (516) can reduce 405 to:
% 57.76/23.51  																																																					| (266) $false
% 57.76/23.51  																																																					|
% 57.76/23.51  																																																					|-The branch is then unsatisfiable
% 57.76/23.51  																																									|-Branch two:
% 57.76/23.51  																																									| (447)  ~ (all_0_40_40 = e4)
% 57.76/23.51  																																									| (485) all_0_40_40 = e0
% 57.76/23.51  																																									|
% 57.76/23.51  																																										| Equations (485) can reduce 1401 to:
% 57.76/23.51  																																										| (266) $false
% 57.76/23.51  																																										|
% 57.76/23.51  																																										|-The branch is then unsatisfiable
% 57.76/23.51  																																							|-Branch two:
% 57.76/23.51  																																							| (484)  ~ (all_0_39_39 = e0)
% 57.76/23.51  																																							| (558) all_0_42_42 = e0 | all_0_47_47 = e0 | all_0_56_56 = e0
% 57.76/23.51  																																							|
% 57.76/23.51  																																								+-Applying beta-rule and splitting (333), into two cases.
% 57.76/23.51  																																								|-Branch one:
% 57.76/23.51  																																								| (480) all_0_39_39 = e0
% 57.76/23.51  																																								|
% 57.76/23.51  																																									| Equations (480) can reduce 484 to:
% 57.76/23.51  																																									| (266) $false
% 57.76/23.51  																																									|
% 57.76/23.51  																																									|-The branch is then unsatisfiable
% 57.76/23.51  																																								|-Branch two:
% 57.76/23.51  																																								| (484)  ~ (all_0_39_39 = e0)
% 57.76/23.51  																																								| (485) all_0_40_40 = e0
% 57.76/23.51  																																								|
% 57.76/23.51  																																									| Equations (485) can reduce 296 to:
% 57.76/23.51  																																									| (365)  ~ (e2 = e0)
% 57.76/23.51  																																									|
% 57.76/23.51  																																									| Simplifying 365 yields:
% 57.76/23.51  																																									| (128)  ~ (e2 = e0)
% 57.76/23.51  																																									|
% 57.76/23.51  																																									| Equations (485) can reduce 132 to:
% 57.76/23.51  																																									| (435)  ~ (e1 = e0)
% 57.76/23.51  																																									|
% 57.76/23.51  																																									| Simplifying 435 yields:
% 57.76/23.51  																																									| (233)  ~ (e1 = e0)
% 57.76/23.51  																																									|
% 57.76/23.51  																																									| From (485) and (34) follows:
% 57.76/23.51  																																									| (494) op(e0, e4) = all_0_4_4
% 57.76/23.51  																																									|
% 57.76/23.51  																																									+-Applying beta-rule and splitting (26), into two cases.
% 57.76/23.51  																																									|-Branch one:
% 57.76/23.51  																																									| (446) all_0_44_44 = e4
% 57.76/23.51  																																									|
% 57.76/23.51  																																										| Equations (446) can reduce 1390 to:
% 57.76/23.51  																																										| (266) $false
% 57.76/23.51  																																										|
% 57.76/23.51  																																										|-The branch is then unsatisfiable
% 57.76/23.51  																																									|-Branch two:
% 57.76/23.51  																																									| (1390)  ~ (all_0_44_44 = e4)
% 57.76/23.51  																																									| (1391) all_0_44_44 = e3 | all_0_44_44 = e1 | all_0_44_44 = e0
% 57.76/23.51  																																									|
% 57.76/23.51  																																										+-Applying beta-rule and splitting (165), into two cases.
% 57.76/23.51  																																										|-Branch one:
% 57.76/23.51  																																										| (794) all_0_41_41 = e0
% 57.76/23.51  																																										|
% 57.76/23.51  																																											| Combining equations (437,794) yields a new equation:
% 57.76/23.51  																																											| (481) e4 = e0
% 57.76/23.51  																																											|
% 57.76/23.51  																																											| Simplifying 481 yields:
% 57.76/23.51  																																											| (397) e4 = e0
% 57.76/23.51  																																											|
% 57.76/23.51  																																											| Equations (397) can reduce 49 to:
% 57.76/23.51  																																											| (266) $false
% 57.76/23.51  																																											|
% 57.76/23.51  																																											|-The branch is then unsatisfiable
% 57.76/23.51  																																										|-Branch two:
% 57.76/23.51  																																										| (357)  ~ (all_0_41_41 = e0)
% 57.76/23.51  																																										| (6761) all_0_42_42 = e0 | all_0_43_43 = e0 | all_0_44_44 = e0
% 57.76/23.51  																																										|
% 57.76/23.51  																																											| Equations (437) can reduce 357 to:
% 57.76/23.51  																																											| (49)  ~ (e4 = e0)
% 57.76/23.51  																																											|
% 57.76/23.51  																																											+-Applying beta-rule and splitting (326), into two cases.
% 57.76/23.51  																																											|-Branch one:
% 57.76/23.51  																																											| (471) all_0_39_39 = e4
% 57.76/23.51  																																											|
% 57.76/23.51  																																												| From (471) and (182) follows:
% 57.76/23.51  																																												| (479) op(e4, e4) = all_0_2_2
% 57.76/23.51  																																												|
% 57.76/23.51  																																												+-Applying beta-rule and splitting (558), into two cases.
% 57.76/23.51  																																												|-Branch one:
% 57.76/23.51  																																												| (559) all_0_42_42 = e0
% 57.76/23.51  																																												|
% 57.76/23.51  																																													| Equations (559) can reduce 73 to:
% 57.76/23.51  																																													| (359)  ~ (all_0_44_44 = e0)
% 57.76/23.51  																																													|
% 57.76/23.51  																																													| Simplifying 359 yields:
% 57.76/23.51  																																													| (360)  ~ (all_0_44_44 = e0)
% 57.76/23.51  																																													|
% 57.76/23.51  																																													| Equations (559) can reduce 51 to:
% 57.76/23.51  																																													| (365)  ~ (e2 = e0)
% 57.76/23.51  																																													|
% 57.76/23.51  																																													| Simplifying 365 yields:
% 57.76/23.51  																																													| (128)  ~ (e2 = e0)
% 57.76/23.51  																																													|
% 57.76/23.51  																																													| Equations (559) can reduce 1380 to:
% 57.76/23.51  																																													| (435)  ~ (e1 = e0)
% 57.76/23.51  																																													|
% 57.76/23.51  																																													| Simplifying 435 yields:
% 57.76/23.51  																																													| (233)  ~ (e1 = e0)
% 57.76/23.51  																																													|
% 57.76/23.51  																																													| From (559) and (226) follows:
% 57.76/23.51  																																													| (15579) op(e0, e3) = all_0_7_7
% 57.76/23.51  																																													|
% 57.76/23.51  																																													| From (559) and (225) follows:
% 57.76/23.51  																																													| (15580) op(e0, e2) = all_0_8_8
% 57.76/23.51  																																													|
% 57.76/23.51  																																													+-Applying beta-rule and splitting (1391), into two cases.
% 57.76/23.51  																																													|-Branch one:
% 57.76/23.51  																																													| (1414) all_0_44_44 = e0
% 57.76/23.51  																																													|
% 57.76/23.51  																																														| Equations (1414) can reduce 360 to:
% 57.76/23.51  																																														| (266) $false
% 57.76/23.51  																																														|
% 57.76/23.51  																																														|-The branch is then unsatisfiable
% 57.76/23.51  																																													|-Branch two:
% 57.76/23.51  																																													| (360)  ~ (all_0_44_44 = e0)
% 57.76/23.51  																																													| (1417) all_0_44_44 = e3 | all_0_44_44 = e1
% 57.76/23.51  																																													|
% 57.76/23.51  																																														+-Applying beta-rule and splitting (1417), into two cases.
% 57.76/23.51  																																														|-Branch one:
% 57.76/23.51  																																														| (635) all_0_44_44 = e1
% 57.76/23.51  																																														|
% 57.76/23.51  																																															| Equations (635) can reduce 639 to:
% 57.76/23.51  																																															| (266) $false
% 57.76/23.51  																																															|
% 57.76/23.51  																																															|-The branch is then unsatisfiable
% 57.76/23.51  																																														|-Branch two:
% 57.76/23.51  																																														| (639)  ~ (all_0_44_44 = e1)
% 57.76/23.51  																																														| (532) all_0_44_44 = e3
% 57.76/23.51  																																														|
% 57.76/23.51  																																															| Equations (532) can reduce 220 to:
% 57.76/23.51  																																															| (1114)  ~ (all_0_53_53 = e3)
% 57.76/23.51  																																															|
% 57.76/23.51  																																															| Simplifying 1114 yields:
% 57.76/23.51  																																															| (903)  ~ (all_0_53_53 = e3)
% 57.76/23.51  																																															|
% 57.76/23.51  																																															| From (532) and (204) follows:
% 57.76/23.51  																																															| (15591) op(e3, e3) = all_0_11_11
% 57.76/23.51  																																															|
% 57.76/23.51  																																															| From (532) and (70) follows:
% 57.76/23.51  																																															| (1954) op(e3, e0) = all_0_12_12
% 57.76/23.51  																																															|
% 57.76/23.51  																																															| From (532) and (138) follows:
% 57.76/23.51  																																															| (1639) op(e3, e0) = e3
% 57.76/23.51  																																															|
% 57.76/23.51  																																															+-Applying beta-rule and splitting (418), into two cases.
% 57.76/23.51  																																															|-Branch one:
% 57.76/23.51  																																															| (660) all_0_51_51 = e3
% 57.76/23.51  																																															|
% 57.76/23.51  																																																| From (660) and (186) follows:
% 57.76/23.51  																																																| (1552) op(e1, e2) = e3
% 57.76/23.51  																																																|
% 57.76/23.51  																																																| Instantiating formula (29) with e4, e4, all_0_2_2, e1 and discharging atoms op(e4, e4) = all_0_2_2, op(e4, e4) = e1, yields:
% 57.76/23.51  																																																| (496) all_0_2_2 = e1
% 57.76/23.51  																																																|
% 57.76/23.51  																																																| Instantiating formula (29) with e3, e3, all_0_11_11, e4 and discharging atoms op(e3, e3) = all_0_11_11, op(e3, e3) = e4, yields:
% 57.76/23.51  																																																| (9789) all_0_11_11 = e4
% 57.76/23.51  																																																|
% 57.76/23.51  																																																| Instantiating formula (29) with e3, e0, e3, all_0_12_12 and discharging atoms op(e3, e0) = all_0_12_12, op(e3, e0) = e3, yields:
% 57.76/23.51  																																																| (2156) all_0_12_12 = e3
% 57.76/23.51  																																																|
% 57.76/23.51  																																																| Instantiating formula (29) with e0, e4, all_0_4_4, e3 and discharging atoms op(e0, e4) = all_0_4_4, op(e0, e4) = e3, yields:
% 57.76/23.51  																																																| (498) all_0_4_4 = e3
% 57.76/23.51  																																																|
% 57.76/23.51  																																																| Instantiating formula (29) with e0, e3, all_0_7_7, e0 and discharging atoms op(e0, e3) = all_0_7_7, op(e0, e3) = e0, yields:
% 57.76/23.51  																																																| (5710) all_0_7_7 = e0
% 57.76/23.51  																																																|
% 57.76/23.51  																																																| Instantiating formula (29) with e0, e2, all_0_8_8, e2 and discharging atoms op(e0, e2) = all_0_8_8, op(e0, e2) = e2, yields:
% 57.76/23.51  																																																| (15601) all_0_8_8 = e2
% 57.76/23.51  																																																|
% 57.76/23.51  																																																| From (496) and (479) follows:
% 57.76/23.51  																																																| (41) op(e4, e4) = e1
% 57.76/23.51  																																																|
% 57.76/23.51  																																																| From (9789) and (15591) follows:
% 57.76/23.51  																																																| (1913) op(e3, e3) = e4
% 57.76/23.51  																																																|
% 57.76/23.51  																																																| From (2156) and (1954) follows:
% 57.76/23.51  																																																| (1639) op(e3, e0) = e3
% 57.76/23.51  																																																|
% 57.76/23.51  																																																| From (498) and (494) follows:
% 57.76/23.51  																																																| (283) op(e0, e4) = e3
% 57.76/23.51  																																																|
% 57.76/23.51  																																																| From (5710) and (15579) follows:
% 57.76/23.51  																																																| (752) op(e0, e3) = e0
% 57.76/23.51  																																																|
% 57.76/23.51  																																																| From (15601) and (15580) follows:
% 57.76/23.51  																																																| (1508) op(e0, e2) = e2
% 57.76/23.51  																																																|
% 57.76/23.51  																																																+-Applying beta-rule and splitting (56), into two cases.
% 57.76/23.51  																																																|-Branch one:
% 57.76/23.51  																																																| (696) unit = e2
% 57.76/23.51  																																																|
% 57.76/23.51  																																																	| From (696) and (32) follows:
% 57.76/23.51  																																																	| (698) op(e2, e2) = e2
% 57.76/23.51  																																																	|
% 57.76/23.51  																																																	| From (696) and (42) follows:
% 57.76/23.51  																																																	| (1613) op(e0, e2) = e0
% 57.76/23.51  																																																	|
% 57.76/23.51  																																																	| Instantiating formula (29) with e2, e2, e2, e1 and discharging atoms op(e2, e2) = e2, op(e2, e2) = e1, yields:
% 57.76/23.51  																																																	| (617) e2 = e1
% 57.76/23.51  																																																	|
% 57.76/23.51  																																																	| Instantiating formula (29) with e0, e2, e0, e2 and discharging atoms op(e0, e2) = e2, op(e0, e2) = e0, yields:
% 57.76/23.51  																																																	| (330) e2 = e0
% 57.76/23.51  																																																	|
% 57.76/23.51  																																																	| Combining equations (330,617) yields a new equation:
% 57.76/23.51  																																																	| (431) e1 = e0
% 57.76/23.51  																																																	|
% 57.76/23.51  																																																	| Equations (431) can reduce 233 to:
% 57.76/23.51  																																																	| (266) $false
% 57.76/23.51  																																																	|
% 57.76/23.51  																																																	|-The branch is then unsatisfiable
% 57.76/23.51  																																																|-Branch two:
% 57.76/23.51  																																																| (707)  ~ (unit = e2)
% 57.76/23.51  																																																| (708) unit = e4 | unit = e3 | unit = e1 | unit = e0
% 57.76/23.51  																																																|
% 57.76/23.51  																																																	+-Applying beta-rule and splitting (708), into two cases.
% 57.76/23.51  																																																	|-Branch one:
% 57.76/23.51  																																																	| (709) unit = e4
% 57.76/23.51  																																																	|
% 57.76/23.51  																																																		| From (709) and (227) follows:
% 57.76/23.52  																																																		| (710) op(e4, e4) = e4
% 57.76/23.52  																																																		|
% 57.76/23.52  																																																		| From (709) and (40) follows:
% 57.76/23.52  																																																		| (711) op(e3, e4) = e3
% 57.76/23.52  																																																		|
% 57.76/23.52  																																																		| From (709) and (32) follows:
% 57.76/23.52  																																																		| (712) op(e2, e4) = e2
% 57.76/23.52  																																																		|
% 57.76/23.52  																																																		| From (709) and (42) follows:
% 57.76/23.52  																																																		| (713) op(e0, e4) = e0
% 57.76/23.52  																																																		|
% 57.76/23.52  																																																		| Instantiating formula (29) with e4, e4, e4, e1 and discharging atoms op(e4, e4) = e4, op(e4, e4) = e1, yields:
% 57.76/23.52  																																																		| (630) e4 = e1
% 57.76/23.52  																																																		|
% 57.76/23.52  																																																		| Instantiating formula (29) with e3, e4, e3, e2 and discharging atoms op(e3, e4) = e3, op(e3, e4) = e2, yields:
% 57.76/23.52  																																																		| (662) e3 = e2
% 57.76/23.52  																																																		|
% 57.76/23.52  																																																		| Instantiating formula (29) with e2, e4, e2, e4 and discharging atoms op(e2, e4) = e4, op(e2, e4) = e2, yields:
% 57.76/23.52  																																																		| (323) e4 = e2
% 57.76/23.52  																																																		|
% 57.76/23.52  																																																		| Instantiating formula (29) with e0, e4, e0, e3 and discharging atoms op(e0, e4) = e3, op(e0, e4) = e0, yields:
% 57.76/23.52  																																																		| (676) e3 = e0
% 57.76/23.52  																																																		|
% 57.76/23.52  																																																		| Combining equations (323,630) yields a new equation:
% 57.76/23.52  																																																		| (616) e2 = e1
% 57.76/23.52  																																																		|
% 57.76/23.52  																																																		| Simplifying 616 yields:
% 57.76/23.52  																																																		| (617) e2 = e1
% 57.76/23.52  																																																		|
% 57.76/23.52  																																																		| Combining equations (662,676) yields a new equation:
% 57.76/23.52  																																																		| (391) e2 = e0
% 57.76/23.52  																																																		|
% 57.76/23.52  																																																		| Simplifying 391 yields:
% 57.76/23.52  																																																		| (330) e2 = e0
% 57.76/23.52  																																																		|
% 57.76/23.52  																																																		| Combining equations (330,617) yields a new equation:
% 57.76/23.52  																																																		| (431) e1 = e0
% 57.76/23.52  																																																		|
% 57.76/23.52  																																																		| Equations (431) can reduce 233 to:
% 57.76/23.52  																																																		| (266) $false
% 57.76/23.52  																																																		|
% 57.76/23.52  																																																		|-The branch is then unsatisfiable
% 57.76/23.52  																																																	|-Branch two:
% 57.76/23.52  																																																	| (724)  ~ (unit = e4)
% 57.76/23.52  																																																	| (725) unit = e3 | unit = e1 | unit = e0
% 57.76/23.52  																																																	|
% 57.76/23.52  																																																		+-Applying beta-rule and splitting (725), into two cases.
% 57.76/23.52  																																																		|-Branch one:
% 57.76/23.52  																																																		| (726) unit = e0
% 57.76/23.52  																																																		|
% 57.76/23.52  																																																			| From (726) and (244) follows:
% 57.76/23.52  																																																			| (2207) op(e0, e4) = e4
% 57.76/23.52  																																																			|
% 57.76/23.52  																																																			| From (726) and (24) follows:
% 57.76/23.52  																																																			| (2208) op(e0, e3) = e3
% 57.76/23.52  																																																			|
% 57.76/23.52  																																																			| From (726) and (211) follows:
% 57.76/23.52  																																																			| (15180) op(e0, e1) = e1
% 57.76/23.52  																																																			|
% 57.76/23.52  																																																			| Instantiating formula (29) with e0, e4, e4, e3 and discharging atoms op(e0, e4) = e4, op(e0, e4) = e3, yields:
% 57.76/23.52  																																																			| (425) e4 = e3
% 57.76/23.52  																																																			|
% 57.76/23.52  																																																			| Instantiating formula (29) with e0, e3, e3, e0 and discharging atoms op(e0, e3) = e3, op(e0, e3) = e0, yields:
% 57.76/23.52  																																																			| (676) e3 = e0
% 57.76/23.52  																																																			|
% 57.76/23.52  																																																			| Instantiating formula (29) with e0, e1, e1, e4 and discharging atoms op(e0, e1) = e4, op(e0, e1) = e1, yields:
% 57.76/23.52  																																																			| (630) e4 = e1
% 57.76/23.52  																																																			|
% 57.76/23.52  																																																			| Combining equations (425,630) yields a new equation:
% 57.76/23.52  																																																			| (454) e3 = e1
% 57.76/23.52  																																																			|
% 57.76/23.52  																																																			| Simplifying 454 yields:
% 57.76/23.52  																																																			| (455) e3 = e1
% 57.76/23.52  																																																			|
% 57.76/23.52  																																																			| Combining equations (455,676) yields a new equation:
% 57.76/23.52  																																																			| (546) e1 = e0
% 57.76/23.52  																																																			|
% 57.76/23.52  																																																			| Simplifying 546 yields:
% 57.76/23.52  																																																			| (431) e1 = e0
% 57.76/23.52  																																																			|
% 57.76/23.52  																																																			| Equations (431) can reduce 233 to:
% 57.76/23.52  																																																			| (266) $false
% 57.76/23.52  																																																			|
% 57.76/23.52  																																																			|-The branch is then unsatisfiable
% 57.76/23.52  																																																		|-Branch two:
% 57.76/23.52  																																																		| (734)  ~ (unit = e0)
% 57.76/23.52  																																																		| (735) unit = e3 | unit = e1
% 57.76/23.52  																																																		|
% 57.76/23.52  																																																			+-Applying beta-rule and splitting (735), into two cases.
% 57.76/23.52  																																																			|-Branch one:
% 57.76/23.52  																																																			| (736) unit = e1
% 57.76/23.52  																																																			|
% 57.76/23.52  																																																				| Equations (736) can reduce 734 to:
% 57.76/23.52  																																																				| (233)  ~ (e1 = e0)
% 57.85/23.52  																																																				|
% 57.85/23.52  																																																				| From (736) and (24) follows:
% 57.85/23.52  																																																				| (1934) op(e1, e3) = e3
% 57.85/23.52  																																																				|
% 57.85/23.52  																																																				| From (736) and (15) follows:
% 57.85/23.52  																																																				| (515) op(e1, e2) = e2
% 57.85/23.52  																																																				|
% 57.85/23.52  																																																				| From (736) and (32) follows:
% 57.85/23.52  																																																				| (347) op(e2, e1) = e2
% 57.85/23.52  																																																				|
% 57.85/23.52  																																																				| Instantiating formula (29) with e2, e1, e2, e0 and discharging atoms op(e2, e1) = e2, op(e2, e1) = e0, yields:
% 57.85/23.52  																																																				| (330) e2 = e0
% 57.85/23.52  																																																				|
% 57.85/23.52  																																																				| Instantiating formula (29) with e1, e3, e3, e1 and discharging atoms op(e1, e3) = e3, op(e1, e3) = e1, yields:
% 57.85/23.52  																																																				| (455) e3 = e1
% 57.85/23.52  																																																				|
% 57.85/23.52  																																																				| Instantiating formula (29) with e1, e2, e2, e3 and discharging atoms op(e1, e2) = e3, op(e1, e2) = e2, yields:
% 57.85/23.52  																																																				| (662) e3 = e2
% 57.85/23.52  																																																				|
% 57.85/23.52  																																																				| Combining equations (662,455) yields a new equation:
% 57.85/23.52  																																																				| (616) e2 = e1
% 57.85/23.52  																																																				|
% 57.85/23.52  																																																				| Simplifying 616 yields:
% 57.85/23.52  																																																				| (617) e2 = e1
% 57.85/23.52  																																																				|
% 57.85/23.52  																																																				| Combining equations (617,330) yields a new equation:
% 57.85/23.52  																																																				| (546) e1 = e0
% 57.85/23.52  																																																				|
% 57.85/23.52  																																																				| Simplifying 546 yields:
% 57.85/23.52  																																																				| (431) e1 = e0
% 57.85/23.52  																																																				|
% 57.85/23.52  																																																				| Equations (431) can reduce 233 to:
% 57.85/23.52  																																																				| (266) $false
% 57.85/23.52  																																																				|
% 57.85/23.52  																																																				|-The branch is then unsatisfiable
% 57.85/23.52  																																																			|-Branch two:
% 57.85/23.52  																																																			| (748)  ~ (unit = e1)
% 57.85/23.52  																																																			| (749) unit = e3
% 57.85/23.52  																																																			|
% 57.85/23.52  																																																				| From (749) and (244) follows:
% 57.85/23.52  																																																				| (750) op(e3, e4) = e4
% 57.85/23.52  																																																				|
% 57.85/23.52  																																																				| From (749) and (209) follows:
% 57.85/23.52  																																																				| (1667) op(e3, e0) = e0
% 57.85/23.52  																																																				|
% 57.85/23.52  																																																				| From (749) and (40) follows:
% 57.85/23.52  																																																				| (3715) op(e3, e3) = e3
% 57.85/23.52  																																																				|
% 57.85/23.52  																																																				| Instantiating formula (29) with e3, e4, e4, e2 and discharging atoms op(e3, e4) = e4, op(e3, e4) = e2, yields:
% 57.85/23.52  																																																				| (323) e4 = e2
% 57.85/23.52  																																																				|
% 57.85/23.52  																																																				| Instantiating formula (29) with e3, e3, e3, e4 and discharging atoms op(e3, e3) = e4, op(e3, e3) = e3, yields:
% 57.85/23.52  																																																				| (425) e4 = e3
% 57.85/23.52  																																																				|
% 57.85/23.52  																																																				| Instantiating formula (29) with e3, e0, e0, e3 and discharging atoms op(e3, e0) = e3, op(e3, e0) = e0, yields:
% 57.85/23.52  																																																				| (676) e3 = e0
% 57.85/23.52  																																																				|
% 57.85/23.52  																																																				| Combining equations (323,425) yields a new equation:
% 57.85/23.52  																																																				| (662) e3 = e2
% 57.85/23.52  																																																				|
% 57.85/23.52  																																																				| Combining equations (676,662) yields a new equation:
% 57.85/23.52  																																																				| (330) e2 = e0
% 57.85/23.52  																																																				|
% 57.85/23.52  																																																				| Equations (330) can reduce 128 to:
% 57.85/23.52  																																																				| (266) $false
% 57.85/23.52  																																																				|
% 57.85/23.52  																																																				|-The branch is then unsatisfiable
% 57.85/23.52  																																															|-Branch two:
% 57.85/23.52  																																															| (664)  ~ (all_0_51_51 = e3)
% 57.85/23.52  																																															| (665) all_0_53_53 = e3
% 57.85/23.52  																																															|
% 57.85/23.52  																																																| Equations (665) can reduce 903 to:
% 57.85/23.52  																																																| (266) $false
% 57.85/23.52  																																																|
% 57.85/23.52  																																																|-The branch is then unsatisfiable
% 57.85/23.52  																																												|-Branch two:
% 57.85/23.52  																																												| (358)  ~ (all_0_42_42 = e0)
% 57.85/23.52  																																												| (563) all_0_47_47 = e0 | all_0_56_56 = e0
% 57.85/23.52  																																												|
% 57.85/23.52  																																													+-Applying beta-rule and splitting (563), into two cases.
% 57.85/23.52  																																													|-Branch one:
% 57.85/23.52  																																													| (674) all_0_47_47 = e0
% 57.85/23.52  																																													|
% 57.85/23.52  																																														| Combining equations (654,674) yields a new equation:
% 57.85/23.52  																																														| (546) e1 = e0
% 57.85/23.52  																																														|
% 57.85/23.52  																																														| Simplifying 546 yields:
% 57.85/23.52  																																														| (431) e1 = e0
% 57.85/23.52  																																														|
% 57.85/23.52  																																														| Equations (431) can reduce 233 to:
% 57.85/23.52  																																														| (266) $false
% 57.85/23.52  																																														|
% 57.85/23.52  																																														|-The branch is then unsatisfiable
% 57.85/23.52  																																													|-Branch two:
% 57.85/23.52  																																													| (678)  ~ (all_0_47_47 = e0)
% 57.85/23.52  																																													| (679) all_0_56_56 = e0
% 57.85/23.52  																																													|
% 57.85/23.52  																																														| Combining equations (833,679) yields a new equation:
% 57.85/23.52  																																														| (391) e2 = e0
% 57.85/23.52  																																														|
% 57.85/23.52  																																														| Simplifying 391 yields:
% 57.85/23.52  																																														| (330) e2 = e0
% 57.85/23.52  																																														|
% 57.85/23.52  																																														| Equations (330) can reduce 128 to:
% 57.85/23.52  																																														| (266) $false
% 57.85/23.52  																																														|
% 57.85/23.52  																																														|-The branch is then unsatisfiable
% 57.85/23.52  																																											|-Branch two:
% 57.85/23.52  																																											| (1377)  ~ (all_0_39_39 = e4)
% 57.85/23.52  																																											| (1378) all_0_40_40 = e4
% 57.85/23.52  																																											|
% 57.85/23.52  																																												| Combining equations (485,1378) yields a new equation:
% 57.85/23.52  																																												| (397) e4 = e0
% 57.85/23.52  																																												|
% 57.85/23.52  																																												| Equations (397) can reduce 49 to:
% 57.85/23.52  																																												| (266) $false
% 57.85/23.52  																																												|
% 57.85/23.52  																																												|-The branch is then unsatisfiable
% 57.85/23.52  																																						|-Branch two:
% 57.85/23.52  																																						| (440)  ~ (all_0_41_41 = e4)
% 57.85/23.52  																																						| (4049) all_0_41_41 = e3 | all_0_41_41 = e1 | all_0_41_41 = e0
% 57.85/23.52  																																						|
% 57.85/23.52  																																							+-Applying beta-rule and splitting (4049), into two cases.
% 57.85/23.52  																																							|-Branch one:
% 57.85/23.52  																																							| (794) all_0_41_41 = e0
% 57.85/23.52  																																							|
% 57.85/23.52  																																								| Equations (794) can reduce 357 to:
% 57.85/23.52  																																								| (266) $false
% 57.85/23.52  																																								|
% 57.85/23.52  																																								|-The branch is then unsatisfiable
% 57.85/23.52  																																							|-Branch two:
% 57.85/23.52  																																							| (357)  ~ (all_0_41_41 = e0)
% 57.85/23.52  																																							| (4053) all_0_41_41 = e3 | all_0_41_41 = e1
% 57.85/23.52  																																							|
% 57.85/23.52  																																								+-Applying beta-rule and splitting (4053), into two cases.
% 57.85/23.52  																																								|-Branch one:
% 57.85/23.52  																																								| (453) all_0_41_41 = e1
% 57.85/23.52  																																								|
% 57.85/23.52  																																									| Equations (453) can reduce 457 to:
% 57.85/23.52  																																									| (266) $false
% 57.85/23.52  																																									|
% 57.85/23.52  																																									|-The branch is then unsatisfiable
% 57.85/23.52  																																								|-Branch two:
% 57.85/23.52  																																								| (457)  ~ (all_0_41_41 = e1)
% 57.85/23.52  																																								| (403) all_0_41_41 = e3
% 57.85/23.52  																																								|
% 57.85/23.52  																																									| Equations (403) can reduce 1898 to:
% 57.85/23.52  																																									| (266) $false
% 57.85/23.52  																																									|
% 57.85/23.52  																																									|-The branch is then unsatisfiable
% 57.85/23.52  																																					|-Branch two:
% 57.85/23.52  																																					| (759)  ~ (all_0_50_50 = e1)
% 57.85/23.52  																																					| (1168) all_0_51_51 = e1 | all_0_52_52 = e1 | all_0_53_53 = e1
% 57.85/23.52  																																					|
% 57.85/23.52  																																						+-Applying beta-rule and splitting (1168), into two cases.
% 57.85/23.52  																																						|-Branch one:
% 57.85/23.52  																																						| (1109) all_0_51_51 = e1
% 57.85/23.52  																																						|
% 57.85/23.52  																																							| Equations (1109) can reduce 464 to:
% 57.85/23.52  																																							| (266) $false
% 57.85/23.52  																																							|
% 57.85/23.52  																																							|-The branch is then unsatisfiable
% 57.85/23.52  																																						|-Branch two:
% 57.85/23.52  																																						| (464)  ~ (all_0_51_51 = e1)
% 57.85/23.52  																																						| (1202) all_0_52_52 = e1 | all_0_53_53 = e1
% 57.85/23.52  																																						|
% 57.85/23.52  																																							+-Applying beta-rule and splitting (1202), into two cases.
% 57.85/23.52  																																							|-Branch one:
% 57.85/23.52  																																							| (642) all_0_52_52 = e1
% 57.85/23.52  																																							|
% 57.85/23.52  																																								| Combining equations (352,642) yields a new equation:
% 57.85/23.52  																																								| (616) e2 = e1
% 57.85/23.52  																																								|
% 57.85/23.52  																																								| Simplifying 616 yields:
% 57.85/23.52  																																								| (617) e2 = e1
% 57.85/23.52  																																								|
% 57.85/23.52  																																								| Equations (617) can reduce 122 to:
% 57.85/23.52  																																								| (266) $false
% 57.85/23.52  																																								|
% 57.85/23.52  																																								|-The branch is then unsatisfiable
% 57.85/23.52  																																							|-Branch two:
% 57.85/23.52  																																							| (646)  ~ (all_0_52_52 = e1)
% 57.85/23.52  																																							| (1208) all_0_53_53 = e1
% 57.85/23.52  																																							|
% 57.85/23.52  																																								| Equations (1208) can reduce 1459 to:
% 57.85/23.52  																																								| (266) $false
% 57.85/23.52  																																								|
% 57.85/23.52  																																								|-The branch is then unsatisfiable
% 57.85/23.52  																																				|-Branch two:
% 57.85/23.52  																																				| (803)  ~ (all_0_55_55 = e0)
% 57.85/23.52  																																				| (863) all_0_56_56 = e0 | all_0_57_57 = e0 | all_0_58_58 = e0
% 57.85/23.52  																																				|
% 57.85/23.52  																																					+-Applying beta-rule and splitting (863), into two cases.
% 57.85/23.52  																																					|-Branch one:
% 57.85/23.52  																																					| (679) all_0_56_56 = e0
% 57.85/23.52  																																					|
% 57.85/23.52  																																						| Combining equations (833,679) yields a new equation:
% 57.85/23.52  																																						| (391) e2 = e0
% 57.85/23.52  																																						|
% 57.85/23.52  																																						| Simplifying 391 yields:
% 57.85/23.52  																																						| (330) e2 = e0
% 57.85/23.52  																																						|
% 57.85/23.52  																																						| Equations (330) can reduce 128 to:
% 57.85/23.52  																																						| (266) $false
% 57.85/23.52  																																						|
% 57.85/23.52  																																						|-The branch is then unsatisfiable
% 57.85/23.52  																																					|-Branch two:
% 57.85/23.52  																																					| (828)  ~ (all_0_56_56 = e0)
% 57.85/23.52  																																					| (924) all_0_57_57 = e0 | all_0_58_58 = e0
% 57.85/23.52  																																					|
% 57.85/23.52  																																						+-Applying beta-rule and splitting (924), into two cases.
% 57.85/23.52  																																						|-Branch one:
% 57.85/23.52  																																						| (875) all_0_57_57 = e0
% 57.85/23.52  																																						|
% 57.85/23.52  																																							| Combining equations (871,875) yields a new equation:
% 57.85/23.52  																																							| (481) e4 = e0
% 57.85/23.52  																																							|
% 57.85/23.52  																																							| Simplifying 481 yields:
% 57.85/23.52  																																							| (397) e4 = e0
% 57.85/23.52  																																							|
% 57.85/23.52  																																							| Equations (397) can reduce 49 to:
% 57.85/23.52  																																							| (266) $false
% 57.85/23.52  																																							|
% 57.85/23.52  																																							|-The branch is then unsatisfiable
% 57.85/23.52  																																						|-Branch two:
% 57.85/23.52  																																						| (364)  ~ (all_0_57_57 = e0)
% 57.85/23.52  																																						| (914) all_0_58_58 = e0
% 57.85/23.52  																																						|
% 57.85/23.52  																																							| Combining equations (914,918) yields a new equation:
% 57.85/23.52  																																							| (431) e1 = e0
% 57.85/23.52  																																							|
% 57.85/23.52  																																							| Equations (431) can reduce 233 to:
% 57.85/23.52  																																							| (266) $false
% 57.85/23.52  																																							|
% 57.85/23.52  																																							|-The branch is then unsatisfiable
% 57.85/23.52  																														|-Branch two:
% 57.85/23.52  																														| (409)  ~ (all_0_46_46 = e3)
% 57.85/23.52  																														| (1561) all_0_47_47 = e3 | all_0_49_49 = e3
% 57.85/23.52  																														|
% 57.85/23.52  																															+-Applying beta-rule and splitting (1561), into two cases.
% 57.85/23.52  																															|-Branch one:
% 57.85/23.52  																															| (522) all_0_47_47 = e3
% 57.85/23.52  																															|
% 57.85/23.52  																																| Combining equations (654,522) yields a new equation:
% 57.85/23.52  																																| (455) e3 = e1
% 57.85/23.52  																																|
% 57.85/23.52  																																| Equations (455) can reduce 213 to:
% 57.85/23.52  																																| (266) $false
% 57.85/23.52  																																|
% 57.85/23.52  																																|-The branch is then unsatisfiable
% 57.85/23.52  																															|-Branch two:
% 57.85/23.52  																															| (1091)  ~ (all_0_47_47 = e3)
% 57.85/23.52  																															| (884) all_0_49_49 = e3
% 57.85/23.52  																															|
% 57.85/23.52  																																| Combining equations (583,884) yields a new equation:
% 57.85/23.52  																																| (662) e3 = e2
% 57.85/23.52  																																|
% 57.85/23.52  																																| Equations (662) can reduce 212 to:
% 57.85/23.52  																																| (266) $false
% 57.85/23.52  																																|
% 57.85/23.52  																																|-The branch is then unsatisfiable
% 57.85/23.52  																												|-Branch two:
% 57.85/23.52  																												| (340)  ~ (all_0_49_49 = e2)
% 57.85/23.52  																												| (614) all_0_53_53 = e2 | all_0_58_58 = e2
% 57.85/23.52  																												|
% 57.85/23.52  																													+-Applying beta-rule and splitting (614), into two cases.
% 57.85/23.52  																													|-Branch one:
% 57.85/23.52  																													| (607) all_0_53_53 = e2
% 57.85/23.52  																													|
% 57.85/23.52  																														| Equations (607) can reduce 509 to:
% 57.85/23.52  																														| (266) $false
% 57.85/23.52  																														|
% 57.85/23.52  																														|-The branch is then unsatisfiable
% 57.85/23.52  																													|-Branch two:
% 57.85/23.52  																													| (509)  ~ (all_0_53_53 = e2)
% 57.85/23.52  																													| (624) all_0_58_58 = e2
% 57.85/23.52  																													|
% 57.85/23.52  																														| Equations (624) can reduce 908 to:
% 57.85/23.52  																														| (266) $false
% 57.85/23.52  																														|
% 57.85/23.52  																														|-The branch is then unsatisfiable
% 57.85/23.52  																								|-Branch two:
% 57.85/23.52  																								| (819) all_0_47_47 = e0 & all_0_58_58 = e2 &  ~ (all_0_49_49 = e2)
% 57.85/23.52  																								|
% 57.85/23.52  																									| Applying alpha-rule on (819) yields:
% 57.85/23.52  																									| (674) all_0_47_47 = e0
% 57.85/23.52  																									| (624) all_0_58_58 = e2
% 57.85/23.52  																									| (340)  ~ (all_0_49_49 = e2)
% 57.85/23.52  																									|
% 57.85/23.52  																									| Equations (674) can reduce 678 to:
% 57.85/23.52  																									| (266) $false
% 57.85/23.52  																									|
% 57.85/23.52  																									|-The branch is then unsatisfiable
% 57.85/23.52  																							|-Branch two:
% 57.85/23.52  																							| (825) all_0_47_47 = e0 & all_0_58_58 = e2 &  ~ (all_0_56_56 = e0)
% 57.85/23.52  																							|
% 57.85/23.52  																								| Applying alpha-rule on (825) yields:
% 57.85/23.52  																								| (674) all_0_47_47 = e0
% 57.85/23.52  																								| (624) all_0_58_58 = e2
% 57.85/23.52  																								| (828)  ~ (all_0_56_56 = e0)
% 57.85/23.52  																								|
% 57.85/23.52  																								| Equations (674) can reduce 678 to:
% 57.85/23.52  																								| (266) $false
% 57.85/23.52  																								|
% 57.85/23.52  																								|-The branch is then unsatisfiable
% 57.85/23.52  																					|-Branch two:
% 57.85/23.52  																					| (1283)  ~ (all_0_48_48 = e0)
% 57.85/23.52  																					| (615) all_0_48_48 = e1
% 57.85/23.52  																					|
% 57.85/23.52  																						| Equations (615) can reduce 619 to:
% 57.85/23.52  																						| (266) $false
% 57.85/23.52  																						|
% 57.85/23.52  																						|-The branch is then unsatisfiable
% 57.85/23.52  									|-Branch two:
% 57.85/23.52  									| (342)  ~ (all_0_52_52 = e2)
% 57.85/23.52  									| (355) all_0_52_52 = e4 | all_0_52_52 = e1
% 57.85/23.52  									|
% 57.85/23.52  										+-Applying beta-rule and splitting (10167), into two cases.
% 57.85/23.52  										|-Branch one:
% 57.85/23.52  										| (352) all_0_52_52 = e2
% 57.85/23.52  										|
% 57.85/23.52  											| Equations (352) can reduce 342 to:
% 57.85/23.52  											| (266) $false
% 57.85/23.52  											|
% 57.85/23.52  											|-The branch is then unsatisfiable
% 57.85/23.52  										|-Branch two:
% 57.85/23.52  										| (342)  ~ (all_0_52_52 = e2)
% 57.85/23.52  										| (442) all_0_57_57 = e2
% 57.85/23.52  										|
% 57.85/23.52  											| Equations (442) can reduce 199 to:
% 57.85/23.52  											| (96)  ~ (all_0_43_43 = e2)
% 57.85/23.52  											|
% 57.85/23.52  											| Equations (442) can reduce 239 to:
% 57.85/23.52  											| (810)  ~ (all_0_48_48 = e2)
% 57.85/23.52  											|
% 57.85/23.52  											| Equations (442) can reduce 11 to:
% 57.85/23.52  											| (342)  ~ (all_0_52_52 = e2)
% 57.85/23.52  											|
% 57.85/23.52  											| Equations (442) can reduce 81 to:
% 57.85/23.52  											| (304)  ~ (all_0_55_55 = e2)
% 57.85/23.52  											|
% 57.85/23.52  											| Equations (442) can reduce 140 to:
% 57.85/23.52  											| (511)  ~ (all_0_56_56 = e2)
% 57.85/23.52  											|
% 57.85/23.52  											| Equations (442) can reduce 148 to:
% 57.85/23.52  											| (1186)  ~ (all_0_58_58 = e2)
% 57.85/23.52  											|
% 57.85/23.52  											| Simplifying 1186 yields:
% 57.85/23.52  											| (908)  ~ (all_0_58_58 = e2)
% 57.85/23.52  											|
% 57.85/23.52  											| From (442) and (45) follows:
% 57.85/23.52  											| (16560) op(e2, e1) = all_0_36_36
% 57.85/23.52  											|
% 57.85/23.52  											| From (442) and (146) follows:
% 57.85/23.52  											| (16561) op(e2, e0) = all_0_35_35
% 57.85/23.52  											|
% 57.85/23.52  											| From (442) and (83) follows:
% 57.85/23.53  											| (16562) op(e0, e1) = e2
% 57.85/23.53  											|
% 57.85/23.53  											+-Applying beta-rule and splitting (163), into two cases.
% 57.85/23.53  											|-Branch one:
% 57.85/23.53  											| (565) all_0_52_52 = e4
% 57.85/23.53  											|
% 57.85/23.53  												| Equations (565) can reduce 217 to:
% 57.85/23.53  												| (399)  ~ (all_0_43_43 = e4)
% 57.85/23.53  												|
% 57.85/23.53  												| Equations (565) can reduce 202 to:
% 57.85/23.53  												| (254)  ~ (all_0_48_48 = e4)
% 57.85/23.53  												|
% 57.85/23.53  												| Equations (565) can reduce 101 to:
% 57.85/23.53  												| (566)  ~ (all_0_50_50 = e4)
% 57.85/23.53  												|
% 57.85/23.53  												| Equations (565) can reduce 20 to:
% 57.85/23.53  												| (475)  ~ (all_0_51_51 = e4)
% 57.85/23.53  												|
% 57.85/23.53  												| Equations (565) can reduce 46 to:
% 57.85/23.53  												| (1452)  ~ (all_0_53_53 = e4)
% 57.85/23.53  												|
% 57.85/23.53  												| Simplifying 1452 yields:
% 57.85/23.53  												| (1453)  ~ (all_0_53_53 = e4)
% 57.85/23.53  												|
% 57.85/23.53  												| Equations (565) can reduce 166 to:
% 57.85/23.53  												| (188)  ~ (e4 = e3)
% 57.85/23.53  												|
% 57.85/23.53  												| Equations (565) can reduce 342 to:
% 57.85/23.53  												| (48)  ~ (e4 = e2)
% 57.85/23.53  												|
% 57.85/23.53  												| From (565) and (124) follows:
% 57.85/23.53  												| (570) op(e1, e1) = e4
% 57.85/23.53  												|
% 57.85/23.53  												| Instantiating formula (29) with e2, e1, all_0_36_36, all_0_48_48 and discharging atoms op(e2, e1) = all_0_36_36, op(e2, e1) = all_0_48_48, yields:
% 57.85/23.53  												| (16573) all_0_36_36 = all_0_48_48
% 57.85/23.53  												|
% 57.85/23.53  												| Instantiating formula (29) with e2, e0, all_0_35_35, all_0_49_49 and discharging atoms op(e2, e0) = all_0_35_35, op(e2, e0) = all_0_49_49, yields:
% 57.85/23.53  												| (16574) all_0_35_35 = all_0_49_49
% 57.85/23.53  												|
% 57.85/23.53  												| From (16573) and (16560) follows:
% 57.85/23.53  												| (192) op(e2, e1) = all_0_48_48
% 57.85/23.53  												|
% 57.85/23.53  												| From (16574) and (16561) follows:
% 57.85/23.53  												| (55) op(e2, e0) = all_0_49_49
% 57.85/23.53  												|
% 57.85/23.53  												+-Applying beta-rule and splitting (4), into two cases.
% 57.85/23.53  												|-Branch one:
% 57.85/23.53  												| (356) all_0_43_43 = e0
% 57.85/23.53  												|
% 57.85/23.53  													| Equations (356) can reduce 31 to:
% 57.85/23.53  													| (357)  ~ (all_0_41_41 = e0)
% 57.85/23.53  													|
% 57.85/23.53  													| Equations (356) can reduce 240 to:
% 57.85/23.53  													| (358)  ~ (all_0_42_42 = e0)
% 57.85/23.53  													|
% 57.85/23.53  													| Equations (356) can reduce 159 to:
% 57.85/23.53  													| (359)  ~ (all_0_44_44 = e0)
% 57.85/23.53  													|
% 57.85/23.53  													| Simplifying 359 yields:
% 57.85/23.53  													| (360)  ~ (all_0_44_44 = e0)
% 57.85/23.53  													|
% 57.85/23.53  													| Equations (356) can reduce 17 to:
% 57.85/23.53  													| (10200)  ~ (all_0_48_48 = e0)
% 57.85/23.53  													|
% 57.85/23.53  													| Simplifying 10200 yields:
% 57.85/23.53  													| (1283)  ~ (all_0_48_48 = e0)
% 57.85/23.53  													|
% 57.85/23.53  													| Equations (356) can reduce 96 to:
% 57.85/23.53  													| (365)  ~ (e2 = e0)
% 57.85/23.53  													|
% 57.85/23.53  													| Simplifying 365 yields:
% 57.85/23.53  													| (128)  ~ (e2 = e0)
% 57.85/23.53  													|
% 57.85/23.53  													| From (356) and (88) follows:
% 57.85/23.53  													| (367) op(e0, e3) = all_0_9_9
% 57.85/23.53  													|
% 57.85/23.53  													| From (356) and (98) follows:
% 57.85/23.53  													| (368) op(e0, e1) = all_0_10_10
% 57.85/23.53  													|
% 57.85/23.53  													+-Applying beta-rule and splitting (228), into two cases.
% 57.85/23.53  													|-Branch one:
% 57.85/23.53  													| (335) all_0_48_48 = e2
% 57.85/23.53  													|
% 57.85/23.53  														| Equations (335) can reduce 810 to:
% 57.85/23.53  														| (266) $false
% 57.85/23.53  														|
% 57.85/23.53  														|-The branch is then unsatisfiable
% 57.85/23.53  													|-Branch two:
% 57.85/23.53  													| (810)  ~ (all_0_48_48 = e2)
% 57.85/23.53  													| (10218) all_0_48_48 = e4 | all_0_48_48 = e1 | all_0_48_48 = e0
% 57.85/23.53  													|
% 57.85/23.53  														+-Applying beta-rule and splitting (10218), into two cases.
% 57.85/23.53  														|-Branch one:
% 57.85/23.53  														| (943) all_0_48_48 = e4
% 57.85/23.53  														|
% 57.85/23.53  															| Equations (943) can reduce 254 to:
% 57.85/23.53  															| (266) $false
% 57.85/23.53  															|
% 57.85/23.53  															|-The branch is then unsatisfiable
% 57.85/23.53  														|-Branch two:
% 57.85/23.53  														| (254)  ~ (all_0_48_48 = e4)
% 57.85/23.53  														| (10222) all_0_48_48 = e1 | all_0_48_48 = e0
% 57.85/23.53  														|
% 57.85/23.53  															+-Applying beta-rule and splitting (10222), into two cases.
% 57.85/23.53  															|-Branch one:
% 57.85/23.53  															| (1279) all_0_48_48 = e0
% 57.85/23.53  															|
% 57.85/23.53  																| Equations (1279) can reduce 1283 to:
% 57.85/23.53  																| (266) $false
% 57.85/23.53  																|
% 57.85/23.53  																|-The branch is then unsatisfiable
% 57.85/23.53  															|-Branch two:
% 57.85/23.53  															| (1283)  ~ (all_0_48_48 = e0)
% 57.85/23.53  															| (615) all_0_48_48 = e1
% 57.85/23.53  															|
% 57.85/23.53  																| Equations (615) can reduce 30 to:
% 57.85/23.53  																| (549)  ~ (all_0_46_46 = e1)
% 57.85/23.53  																|
% 57.85/23.53  																| Equations (615) can reduce 114 to:
% 57.85/23.53  																| (462)  ~ (all_0_47_47 = e1)
% 57.85/23.53  																|
% 57.85/23.53  																| Equations (615) can reduce 185 to:
% 57.85/23.53  																| (1419)  ~ (all_0_49_49 = e1)
% 57.85/23.53  																|
% 57.85/23.53  																| Simplifying 1419 yields:
% 57.85/23.53  																| (1064)  ~ (all_0_49_49 = e1)
% 57.85/23.53  																|
% 57.85/23.53  																| Equations (615) can reduce 254 to:
% 57.85/23.53  																| (602)  ~ (e4 = e1)
% 57.85/23.53  																|
% 57.85/23.53  																| Simplifying 602 yields:
% 57.85/23.53  																| (110)  ~ (e4 = e1)
% 57.85/23.53  																|
% 57.85/23.53  																| Equations (615) can reduce 215 to:
% 57.85/23.53  																| (467)  ~ (e3 = e1)
% 57.85/23.53  																|
% 57.85/23.53  																| Simplifying 467 yields:
% 57.85/23.53  																| (213)  ~ (e3 = e1)
% 57.85/23.53  																|
% 57.85/23.53  																| Equations (615) can reduce 1283 to:
% 57.85/23.53  																| (233)  ~ (e1 = e0)
% 57.85/23.53  																|
% 57.85/23.53  																| From (615) and (169) follows:
% 57.85/23.53  																| (16609) op(e1, e2) = all_0_18_18
% 57.85/23.53  																|
% 57.85/23.53  																| From (615) and (192) follows:
% 57.85/23.53  																| (1612) op(e2, e1) = e1
% 57.85/23.53  																|
% 57.85/23.53  																| Instantiating formula (29) with e1, e2, all_0_18_18, all_0_51_51 and discharging atoms op(e1, e2) = all_0_18_18, op(e1, e2) = all_0_51_51, yields:
% 57.85/23.53  																| (16611) all_0_18_18 = all_0_51_51
% 57.85/23.53  																|
% 57.85/23.53  																| Instantiating formula (29) with e0, e3, all_0_9_9, all_0_55_55 and discharging atoms op(e0, e3) = all_0_9_9, op(e0, e3) = all_0_55_55, yields:
% 57.85/23.53  																| (370) all_0_9_9 = all_0_55_55
% 57.85/23.53  																|
% 57.85/23.53  																| Instantiating formula (29) with e0, e1, all_0_10_10, e2 and discharging atoms op(e0, e1) = all_0_10_10, op(e0, e1) = e2, yields:
% 57.85/23.53  																| (15017) all_0_10_10 = e2
% 57.85/23.53  																|
% 57.85/23.53  																| From (16611) and (16609) follows:
% 57.85/23.53  																| (186) op(e1, e2) = all_0_51_51
% 57.85/23.53  																|
% 57.85/23.53  																| From (370) and (367) follows:
% 57.85/23.53  																| (74) op(e0, e3) = all_0_55_55
% 57.85/23.53  																|
% 57.85/23.53  																| From (15017) and (368) follows:
% 57.85/23.53  																| (16562) op(e0, e1) = e2
% 57.85/23.53  																|
% 57.85/23.53  																+-Applying beta-rule and splitting (47), into two cases.
% 57.85/23.53  																|-Branch one:
% 57.85/23.53  																| (317) all_0_39_39 = e2
% 57.85/23.53  																|
% 57.85/23.53  																	| Equations (317) can reduce 294 to:
% 57.85/23.53  																	| (266) $false
% 57.85/23.53  																	|
% 57.85/23.53  																	|-The branch is then unsatisfiable
% 57.85/23.53  																|-Branch two:
% 57.85/23.53  																| (294)  ~ (all_0_39_39 = e2)
% 57.85/23.53  																| (385) all_0_47_47 = e2 | all_0_51_51 = e2 | all_0_56_56 = e2
% 57.85/23.53  																|
% 57.85/23.53  																	+-Applying beta-rule and splitting (158), into two cases.
% 57.85/23.53  																	|-Branch one:
% 57.85/23.53  																	| (313) all_0_40_40 = e2
% 57.85/23.53  																	|
% 57.85/23.53  																		| Equations (313) can reduce 296 to:
% 57.85/23.53  																		| (266) $false
% 57.85/23.53  																		|
% 57.85/23.53  																		|-The branch is then unsatisfiable
% 57.85/23.53  																	|-Branch two:
% 57.85/23.53  																	| (296)  ~ (all_0_40_40 = e2)
% 57.85/23.53  																	| (377) all_0_49_49 = e2 | all_0_53_53 = e2 | all_0_58_58 = e2
% 57.85/23.53  																	|
% 57.85/23.53  																		+-Applying beta-rule and splitting (95), into two cases.
% 57.85/23.53  																		|-Branch one:
% 57.85/23.53  																		| (378) all_0_50_50 = e2
% 57.85/23.53  																		|
% 57.85/23.53  																			| Equations (378) can reduce 302 to:
% 57.85/23.53  																			| (266) $false
% 57.85/23.53  																			|
% 57.85/23.53  																			|-The branch is then unsatisfiable
% 57.85/23.53  																		|-Branch two:
% 57.85/23.53  																		| (302)  ~ (all_0_50_50 = e2)
% 57.85/23.53  																		| (381) all_0_51_51 = e2 | all_0_52_52 = e2 | all_0_53_53 = e2
% 57.85/23.53  																		|
% 57.85/23.53  																			+-Applying beta-rule and splitting (241), into two cases.
% 57.85/23.53  																			|-Branch one:
% 57.85/23.53  																			| (378) all_0_50_50 = e2
% 57.85/23.53  																			|
% 57.85/23.53  																				| Equations (378) can reduce 302 to:
% 57.85/23.53  																				| (266) $false
% 57.85/23.53  																				|
% 57.85/23.53  																				|-The branch is then unsatisfiable
% 57.85/23.53  																			|-Branch two:
% 57.85/23.53  																			| (302)  ~ (all_0_50_50 = e2)
% 57.85/23.53  																			| (422) all_0_50_50 = e4 | all_0_50_50 = e3 | all_0_50_50 = e1
% 57.85/23.53  																			|
% 57.85/23.53  																				+-Applying beta-rule and splitting (243), into two cases.
% 57.85/23.53  																				|-Branch one:
% 57.85/23.53  																				| (329) all_0_38_38 = e0
% 57.85/23.53  																				|
% 57.85/23.53  																					| Combining equations (292,329) yields a new equation:
% 57.85/23.53  																					| (391) e2 = e0
% 57.85/23.53  																					|
% 57.85/23.53  																					| Simplifying 391 yields:
% 57.85/23.53  																					| (330) e2 = e0
% 57.85/23.53  																					|
% 57.85/23.53  																					| Equations (330) can reduce 128 to:
% 57.85/23.53  																					| (266) $false
% 57.85/23.53  																					|
% 57.85/23.53  																					|-The branch is then unsatisfiable
% 57.85/23.53  																				|-Branch two:
% 57.85/23.53  																				| (332)  ~ (all_0_38_38 = e0)
% 57.85/23.53  																				| (395) all_0_41_41 = e0 | all_0_46_46 = e0 | all_0_55_55 = e0
% 57.85/23.53  																				|
% 57.85/23.53  																					+-Applying beta-rule and splitting (113), into two cases.
% 57.85/23.53  																					|-Branch one:
% 57.85/23.53  																					| (403) all_0_41_41 = e3
% 57.85/23.53  																					|
% 57.85/23.53  																						| Equations (403) can reduce 214 to:
% 57.85/23.53  																						| (404)  ~ (all_0_42_42 = e3)
% 57.85/23.53  																						|
% 57.85/23.53  																						| Simplifying 404 yields:
% 57.85/23.53  																						| (405)  ~ (all_0_42_42 = e3)
% 57.85/23.53  																						|
% 57.85/23.53  																						| Equations (403) can reduce 149 to:
% 57.85/23.53  																						| (406)  ~ (all_0_44_44 = e3)
% 57.85/23.53  																						|
% 57.85/23.53  																						| Simplifying 406 yields:
% 57.85/23.53  																						| (407)  ~ (all_0_44_44 = e3)
% 57.85/23.53  																						|
% 57.85/23.53  																						| Equations (403) can reduce 43 to:
% 57.85/23.53  																						| (408)  ~ (all_0_46_46 = e3)
% 57.85/23.53  																						|
% 57.85/23.53  																						| Simplifying 408 yields:
% 57.85/23.53  																						| (409)  ~ (all_0_46_46 = e3)
% 57.85/23.53  																						|
% 57.85/23.53  																						| Equations (403) can reduce 221 to:
% 57.85/23.53  																						| (410)  ~ (all_0_50_50 = e3)
% 57.85/23.53  																						|
% 57.85/23.53  																						| Simplifying 410 yields:
% 57.85/23.53  																						| (411)  ~ (all_0_50_50 = e3)
% 57.85/23.53  																						|
% 57.85/23.53  																						+-Applying beta-rule and splitting (422), into two cases.
% 57.85/23.53  																						|-Branch one:
% 57.85/23.53  																						| (775) all_0_50_50 = e4
% 57.85/23.53  																						|
% 57.85/23.53  																							| Equations (775) can reduce 566 to:
% 57.85/23.53  																							| (266) $false
% 57.85/23.53  																							|
% 57.85/23.53  																							|-The branch is then unsatisfiable
% 57.85/23.53  																						|-Branch two:
% 57.85/23.53  																						| (566)  ~ (all_0_50_50 = e4)
% 57.85/23.53  																						| (1444) all_0_50_50 = e3 | all_0_50_50 = e1
% 57.85/23.53  																						|
% 57.85/23.53  																							+-Applying beta-rule and splitting (1444), into two cases.
% 57.85/23.53  																							|-Branch one:
% 57.85/23.53  																							| (601) all_0_50_50 = e1
% 57.85/23.53  																							|
% 57.85/23.53  																								| Equations (601) can reduce 35 to:
% 57.85/23.53  																								| (549)  ~ (all_0_46_46 = e1)
% 57.85/23.53  																								|
% 57.85/23.53  																								| Equations (601) can reduce 59 to:
% 57.85/23.53  																								| (463)  ~ (all_0_51_51 = e1)
% 57.85/23.53  																								|
% 57.85/23.53  																								| Simplifying 463 yields:
% 57.85/23.53  																								| (464)  ~ (all_0_51_51 = e1)
% 57.85/23.53  																								|
% 57.85/23.53  																								| Equations (601) can reduce 190 to:
% 57.85/23.53  																								| (1458)  ~ (all_0_53_53 = e1)
% 57.85/23.53  																								|
% 57.85/23.53  																								| Simplifying 1458 yields:
% 57.85/23.53  																								| (1459)  ~ (all_0_53_53 = e1)
% 57.85/23.53  																								|
% 57.85/23.53  																								| Equations (601) can reduce 93 to:
% 57.85/23.53  																								| (2331)  ~ (all_0_55_55 = e1)
% 57.85/23.53  																								|
% 57.85/23.53  																								| Simplifying 2331 yields:
% 57.85/23.53  																								| (632)  ~ (all_0_55_55 = e1)
% 57.85/23.53  																								|
% 57.85/23.53  																								| Equations (601) can reduce 566 to:
% 57.85/23.53  																								| (602)  ~ (e4 = e1)
% 57.85/23.53  																								|
% 57.85/23.53  																								| Simplifying 602 yields:
% 57.85/23.53  																								| (110)  ~ (e4 = e1)
% 57.85/23.53  																								|
% 57.85/23.53  																								| From (601) and (8) follows:
% 57.85/23.53  																								| (15351) op(e1, e3) = all_0_23_23
% 57.85/23.53  																								|
% 57.85/23.53  																								| From (601) and (242) follows:
% 57.85/23.53  																								| (2235) op(e1, e3) = e1
% 57.85/23.53  																								|
% 57.85/23.53  																								+-Applying beta-rule and splitting (123), into two cases.
% 57.85/23.53  																								|-Branch one:
% 57.85/23.53  																								| (1794) all_0_46_46 = e2
% 57.85/23.53  																								|
% 57.85/23.53  																									| Equations (1794) can reduce 300 to:
% 57.85/23.53  																									| (266) $false
% 57.85/23.53  																									|
% 57.85/23.53  																									|-The branch is then unsatisfiable
% 57.85/23.53  																								|-Branch two:
% 57.85/23.53  																								| (300)  ~ (all_0_46_46 = e2)
% 57.85/23.54  																								| (1797) all_0_46_46 = e4 | all_0_46_46 = e3 | all_0_46_46 = e1 | all_0_46_46 = e0
% 57.85/23.54  																								|
% 57.85/23.54  																									+-Applying beta-rule and splitting (62), into two cases.
% 57.85/23.54  																									|-Branch one:
% 57.85/23.54  																									| (321) all_0_38_38 = e4
% 57.85/23.54  																									|
% 57.85/23.54  																										| Combining equations (292,321) yields a new equation:
% 57.85/23.54  																										| (323) e4 = e2
% 57.85/23.54  																										|
% 57.85/23.54  																										| Equations (323) can reduce 48 to:
% 57.85/23.54  																										| (266) $false
% 57.85/23.54  																										|
% 57.85/23.54  																										|-The branch is then unsatisfiable
% 57.85/23.54  																									|-Branch two:
% 57.85/23.54  																									| (325)  ~ (all_0_38_38 = e4)
% 57.85/23.54  																									| (582) all_0_41_41 = e4 | all_0_46_46 = e4 | all_0_50_50 = e4 | all_0_55_55 = e4
% 57.85/23.54  																									|
% 57.85/23.54  																										+-Applying beta-rule and splitting (1797), into two cases.
% 57.85/23.54  																										|-Branch one:
% 57.85/23.54  																										| (770) all_0_46_46 = e4
% 57.85/23.54  																										|
% 57.85/23.54  																											| Equations (770) can reduce 250 to:
% 57.85/23.54  																											| (266) $false
% 57.85/23.54  																											|
% 57.85/23.54  																											|-The branch is then unsatisfiable
% 57.85/23.54  																										|-Branch two:
% 57.85/23.54  																										| (250)  ~ (all_0_46_46 = e4)
% 57.85/23.54  																										| (1801) all_0_46_46 = e3 | all_0_46_46 = e1 | all_0_46_46 = e0
% 57.85/23.54  																										|
% 57.85/23.54  																											+-Applying beta-rule and splitting (582), into two cases.
% 57.85/23.54  																											|-Branch one:
% 57.85/23.54  																											| (437) all_0_41_41 = e4
% 57.85/23.54  																											|
% 57.85/23.54  																												| Combining equations (403,437) yields a new equation:
% 57.85/23.54  																												| (425) e4 = e3
% 57.85/23.54  																												|
% 57.85/23.54  																												| Equations (425) can reduce 188 to:
% 57.85/23.54  																												| (266) $false
% 57.85/23.54  																												|
% 57.85/23.54  																												|-The branch is then unsatisfiable
% 57.85/23.54  																											|-Branch two:
% 57.85/23.54  																											| (440)  ~ (all_0_41_41 = e4)
% 57.85/23.54  																											| (769) all_0_46_46 = e4 | all_0_50_50 = e4 | all_0_55_55 = e4
% 57.85/23.54  																											|
% 57.85/23.54  																												+-Applying beta-rule and splitting (769), into two cases.
% 57.85/23.54  																												|-Branch one:
% 57.85/23.54  																												| (770) all_0_46_46 = e4
% 57.85/23.54  																												|
% 57.85/23.54  																													| Equations (770) can reduce 250 to:
% 57.85/23.54  																													| (266) $false
% 57.85/23.54  																													|
% 57.85/23.54  																													|-The branch is then unsatisfiable
% 57.85/23.54  																												|-Branch two:
% 57.85/23.54  																												| (250)  ~ (all_0_46_46 = e4)
% 57.85/23.54  																												| (774) all_0_50_50 = e4 | all_0_55_55 = e4
% 57.85/23.54  																												|
% 57.85/23.54  																													+-Applying beta-rule and splitting (774), into two cases.
% 57.85/23.54  																													|-Branch one:
% 57.85/23.54  																													| (775) all_0_50_50 = e4
% 57.85/23.54  																													|
% 57.85/23.54  																														| Combining equations (775,601) yields a new equation:
% 57.85/23.54  																														| (636) e4 = e1
% 57.85/23.54  																														|
% 57.85/23.54  																														| Simplifying 636 yields:
% 57.85/23.54  																														| (630) e4 = e1
% 57.85/23.54  																														|
% 57.85/23.54  																														| Equations (630) can reduce 110 to:
% 57.85/23.54  																														| (266) $false
% 57.85/23.54  																														|
% 57.85/23.54  																														|-The branch is then unsatisfiable
% 57.85/23.54  																													|-Branch two:
% 57.85/23.54  																													| (566)  ~ (all_0_50_50 = e4)
% 57.85/23.54  																													| (587) all_0_55_55 = e4
% 57.85/23.54  																													|
% 57.85/23.54  																														| Equations (587) can reduce 58 to:
% 57.85/23.54  																														| (250)  ~ (all_0_46_46 = e4)
% 57.85/23.54  																														|
% 57.85/23.54  																														| Equations (587) can reduce 153 to:
% 57.85/23.54  																														| (476)  ~ (all_0_56_56 = e4)
% 57.85/23.54  																														|
% 57.85/23.54  																														| Simplifying 476 yields:
% 57.85/23.54  																														| (477)  ~ (all_0_56_56 = e4)
% 57.85/23.54  																														|
% 57.85/23.54  																														| Equations (587) can reduce 3 to:
% 57.85/23.54  																														| (450)  ~ (all_0_58_58 = e4)
% 57.85/23.54  																														|
% 57.85/23.54  																														| Simplifying 450 yields:
% 57.85/23.54  																														| (451)  ~ (all_0_58_58 = e4)
% 57.85/23.54  																														|
% 57.85/23.54  																														| Equations (587) can reduce 304 to:
% 57.85/23.54  																														| (48)  ~ (e4 = e2)
% 57.85/23.54  																														|
% 57.85/23.54  																														| Equations (587) can reduce 632 to:
% 57.85/23.54  																														| (110)  ~ (e4 = e1)
% 57.85/23.54  																														|
% 57.85/23.54  																														| From (587) and (68) follows:
% 57.85/23.54  																														| (4717) op(e4, e0) = all_0_31_31
% 57.85/23.54  																														|
% 57.85/23.54  																														| From (587) and (74) follows:
% 57.85/23.54  																														| (589) op(e0, e3) = e4
% 57.85/23.54  																														|
% 57.85/23.54  																														+-Applying beta-rule and splitting (1801), into two cases.
% 57.85/23.54  																														|-Branch one:
% 57.85/23.54  																														| (538) all_0_46_46 = e0
% 57.85/23.54  																														|
% 57.85/23.54  																															| Equations (538) can reduce 19 to:
% 57.85/23.54  																															| (1402)  ~ (all_0_47_47 = e0)
% 57.85/23.54  																															|
% 57.85/23.54  																															| Simplifying 1402 yields:
% 57.85/23.54  																															| (678)  ~ (all_0_47_47 = e0)
% 57.85/23.54  																															|
% 57.85/23.54  																															| Equations (538) can reduce 250 to:
% 57.85/23.54  																															| (401)  ~ (e4 = e0)
% 57.85/23.54  																															|
% 57.85/23.54  																															| Simplifying 401 yields:
% 57.85/23.54  																															| (49)  ~ (e4 = e0)
% 57.85/23.54  																															|
% 57.85/23.54  																															| From (538) and (33) follows:
% 57.85/23.54  																															| (543) op(e0, e3) = all_0_16_16
% 57.85/23.54  																															|
% 57.85/23.54  																															| From (538) and (179) follows:
% 57.85/23.54  																															| (1544) op(e0, e2) = all_0_15_15
% 57.85/23.54  																															|
% 57.85/23.54  																															| From (538) and (120) follows:
% 57.85/23.54  																															| (544) op(e2, e3) = e0
% 57.85/23.54  																															|
% 57.85/23.54  																															| Instantiating formula (29) with e4, e0, all_0_31_31, all_0_40_40 and discharging atoms op(e4, e0) = all_0_31_31, op(e4, e0) = all_0_40_40, yields:
% 57.85/23.54  																															| (16709) all_0_31_31 = all_0_40_40
% 57.85/23.54  																															|
% 57.85/23.54  																															| Instantiating formula (29) with e1, e3, e1, all_0_23_23 and discharging atoms op(e1, e3) = all_0_23_23, op(e1, e3) = e1, yields:
% 57.85/23.54  																															| (9657) all_0_23_23 = e1
% 57.85/23.54  																															|
% 57.85/23.54  																															| Instantiating formula (29) with e0, e3, e4, all_0_16_16 and discharging atoms op(e0, e3) = all_0_16_16, op(e0, e3) = e4, yields:
% 57.85/23.54  																															| (687) all_0_16_16 = e4
% 57.85/23.54  																															|
% 57.85/23.54  																															| Instantiating formula (29) with e0, e2, all_0_15_15, all_0_56_56 and discharging atoms op(e0, e2) = all_0_15_15, op(e0, e2) = all_0_56_56, yields:
% 57.85/23.54  																															| (16712) all_0_15_15 = all_0_56_56
% 57.85/23.54  																															|
% 57.85/23.54  																															| From (16709) and (4717) follows:
% 57.85/23.54  																															| (234) op(e4, e0) = all_0_40_40
% 57.85/23.54  																															|
% 57.85/23.54  																															| From (9657) and (15351) follows:
% 57.85/23.54  																															| (2235) op(e1, e3) = e1
% 57.85/23.54  																															|
% 57.85/23.54  																															| From (687) and (543) follows:
% 57.85/23.54  																															| (589) op(e0, e3) = e4
% 57.85/23.54  																															|
% 57.85/23.54  																															| From (16712) and (1544) follows:
% 57.85/23.54  																															| (111) op(e0, e2) = all_0_56_56
% 57.85/23.54  																															|
% 57.85/23.54  																															+-Applying beta-rule and splitting (196), into two cases.
% 57.85/23.54  																															|-Branch one:
% 57.85/23.54  																															| (607) all_0_53_53 = e2
% 57.85/23.54  																															|
% 57.85/23.54  																																| Equations (607) can reduce 220 to:
% 57.85/23.54  																																| (147)  ~ (all_0_44_44 = e2)
% 57.85/23.54  																																|
% 57.85/23.54  																																| Equations (607) can reduce 65 to:
% 57.85/23.54  																																| (340)  ~ (all_0_49_49 = e2)
% 57.85/23.54  																																|
% 57.85/23.54  																																| Equations (607) can reduce 6 to:
% 57.85/23.54  																																| (1099)  ~ (all_0_51_51 = e2)
% 57.85/23.54  																																|
% 57.85/23.54  																																| Equations (607) can reduce 1459 to:
% 57.85/23.54  																																| (122)  ~ (e2 = e1)
% 57.85/23.54  																																|
% 57.85/23.54  																																+-Applying beta-rule and splitting (7), into two cases.
% 57.85/23.54  																																|-Branch one:
% 57.85/23.54  																																| (504) all_0_51_51 = e2
% 57.85/23.54  																																|
% 57.85/23.54  																																	| Equations (504) can reduce 1099 to:
% 57.85/23.54  																																	| (266) $false
% 57.85/23.54  																																	|
% 57.85/23.54  																																	|-The branch is then unsatisfiable
% 57.85/23.54  																																|-Branch two:
% 57.85/23.54  																																| (1099)  ~ (all_0_51_51 = e2)
% 57.85/23.54  																																| (1100) all_0_51_51 = e4 | all_0_51_51 = e3 | all_0_51_51 = e1
% 57.85/23.54  																																|
% 57.85/23.54  																																	+-Applying beta-rule and splitting (1100), into two cases.
% 57.85/23.54  																																	|-Branch one:
% 57.85/23.54  																																	| (1101) all_0_51_51 = e4
% 57.85/23.54  																																	|
% 57.85/23.54  																																		| Equations (1101) can reduce 475 to:
% 57.85/23.54  																																		| (266) $false
% 57.85/23.54  																																		|
% 57.85/23.54  																																		|-The branch is then unsatisfiable
% 57.85/23.54  																																	|-Branch two:
% 57.85/23.54  																																	| (475)  ~ (all_0_51_51 = e4)
% 57.85/23.54  																																	| (1104) all_0_51_51 = e3 | all_0_51_51 = e1
% 57.85/23.54  																																	|
% 57.85/23.54  																																		+-Applying beta-rule and splitting (1104), into two cases.
% 57.85/23.54  																																		|-Branch one:
% 57.85/23.54  																																		| (1109) all_0_51_51 = e1
% 57.85/23.54  																																		|
% 57.85/23.54  																																			| Equations (1109) can reduce 464 to:
% 57.85/23.54  																																			| (266) $false
% 57.85/23.54  																																			|
% 57.85/23.54  																																			|-The branch is then unsatisfiable
% 57.85/23.54  																																		|-Branch two:
% 57.85/23.54  																																		| (464)  ~ (all_0_51_51 = e1)
% 57.85/23.54  																																		| (660) all_0_51_51 = e3
% 57.85/23.54  																																		|
% 57.85/23.54  																																			| Equations (660) can reduce 61 to:
% 57.85/23.54  																																			| (405)  ~ (all_0_42_42 = e3)
% 57.85/23.54  																																			|
% 57.85/23.54  																																			| Equations (660) can reduce 224 to:
% 57.85/23.54  																																			| (1091)  ~ (all_0_47_47 = e3)
% 57.85/23.54  																																			|
% 57.85/23.54  																																			| Equations (660) can reduce 475 to:
% 57.85/23.54  																																			| (277)  ~ (e4 = e3)
% 57.85/23.54  																																			|
% 57.85/23.54  																																			| Simplifying 277 yields:
% 57.85/23.54  																																			| (188)  ~ (e4 = e3)
% 57.85/23.54  																																			|
% 57.85/23.54  																																			| Equations (660) can reduce 1099 to:
% 57.85/23.54  																																			| (212)  ~ (e3 = e2)
% 57.85/23.54  																																			|
% 57.85/23.54  																																			| Equations (660) can reduce 115 to:
% 57.85/23.54  																																			| (80)  ~ (e3 = e0)
% 57.85/23.54  																																			|
% 57.85/23.54  																																			| From (660) and (186) follows:
% 57.85/23.54  																																			| (1552) op(e1, e2) = e3
% 57.85/23.54  																																			|
% 57.85/23.54  																																			+-Applying beta-rule and splitting (189), into two cases.
% 57.85/23.54  																																			|-Branch one:
% 57.85/23.54  																																			| (532) all_0_44_44 = e3
% 57.85/23.54  																																			|
% 57.85/23.54  																																				| Equations (532) can reduce 407 to:
% 57.85/23.54  																																				| (266) $false
% 57.85/23.54  																																				|
% 57.85/23.54  																																				|-The branch is then unsatisfiable
% 57.85/23.54  																																			|-Branch two:
% 57.85/23.54  																																			| (407)  ~ (all_0_44_44 = e3)
% 57.85/23.54  																																			| (537) all_0_49_49 = e3 | all_0_53_53 = e3 | all_0_58_58 = e3
% 57.85/23.54  																																			|
% 57.85/23.54  																																				+-Applying beta-rule and splitting (10171), into two cases.
% 57.85/23.54  																																				|-Branch one:
% 57.85/23.54  																																				| (1105) all_0_47_47 = e2
% 57.85/23.54  																																				|
% 57.85/23.54  																																					| Equations (1105) can reduce 79 to:
% 57.85/23.54  																																					| (294)  ~ (all_0_39_39 = e2)
% 57.85/23.54  																																					|
% 57.85/23.54  																																					| Equations (1105) can reduce 198 to:
% 57.85/23.54  																																					| (51)  ~ (all_0_42_42 = e2)
% 57.85/23.54  																																					|
% 57.85/23.54  																																					| Equations (1105) can reduce 86 to:
% 57.85/23.54  																																					| (339)  ~ (all_0_49_49 = e2)
% 57.85/23.54  																																					|
% 57.85/23.54  																																					| Simplifying 339 yields:
% 57.85/23.54  																																					| (340)  ~ (all_0_49_49 = e2)
% 57.85/23.54  																																					|
% 57.85/23.54  																																					| Equations (1105) can reduce 91 to:
% 57.85/23.54  																																					| (510)  ~ (all_0_56_56 = e2)
% 57.85/23.54  																																					|
% 57.85/23.54  																																					| Simplifying 510 yields:
% 57.85/23.54  																																					| (511)  ~ (all_0_56_56 = e2)
% 57.85/23.54  																																					|
% 57.85/23.54  																																					| Equations (1105) can reduce 1091 to:
% 57.85/23.54  																																					| (626)  ~ (e3 = e2)
% 57.85/23.54  																																					|
% 57.85/23.54  																																					| Simplifying 626 yields:
% 57.85/23.54  																																					| (212)  ~ (e3 = e2)
% 57.85/23.54  																																					|
% 57.85/23.54  																																					| Equations (1105) can reduce 678 to:
% 57.85/23.54  																																					| (128)  ~ (e2 = e0)
% 57.85/23.54  																																					|
% 57.85/23.54  																																					+-Applying beta-rule and splitting (54), into two cases.
% 57.85/23.54  																																					|-Branch one:
% 57.85/23.54  																																					| (583) all_0_49_49 = e2
% 57.85/23.54  																																					|
% 57.85/23.54  																																						| Equations (583) can reduce 340 to:
% 57.85/23.54  																																						| (266) $false
% 57.85/23.54  																																						|
% 57.85/23.54  																																						|-The branch is then unsatisfiable
% 57.85/23.54  																																					|-Branch two:
% 57.85/23.54  																																					| (340)  ~ (all_0_49_49 = e2)
% 57.85/23.54  																																					| (586) all_0_49_49 = e4 | all_0_49_49 = e3 | all_0_49_49 = e1 | all_0_49_49 = e0
% 57.85/23.54  																																					|
% 57.85/23.54  																																						+-Applying beta-rule and splitting (78), into two cases.
% 57.85/23.54  																																						|-Branch one:
% 57.85/23.54  																																						| (423) all_0_45_45 = e3
% 57.85/23.54  																																						|
% 57.85/23.54  																																							| Combining equations (423,248) yields a new equation:
% 57.85/23.54  																																							| (425) e4 = e3
% 57.85/23.54  																																							|
% 57.85/23.54  																																							| Equations (425) can reduce 188 to:
% 57.85/23.54  																																							| (266) $false
% 57.85/23.54  																																							|
% 57.85/23.54  																																							|-The branch is then unsatisfiable
% 57.85/23.54  																																						|-Branch two:
% 57.85/23.54  																																						| (427)  ~ (all_0_45_45 = e3)
% 57.85/23.54  																																						| (428) all_0_46_46 = e3 | all_0_47_47 = e3 | all_0_49_49 = e3
% 57.85/23.54  																																						|
% 57.85/23.54  																																							+-Applying beta-rule and splitting (586), into two cases.
% 57.85/23.54  																																							|-Branch one:
% 57.85/23.54  																																							| (974) all_0_49_49 = e4
% 57.85/23.54  																																							|
% 57.85/23.54  																																								| Equations (974) can reduce 256 to:
% 57.85/23.54  																																								| (266) $false
% 57.85/23.54  																																								|
% 57.85/23.54  																																								|-The branch is then unsatisfiable
% 57.85/23.54  																																							|-Branch two:
% 57.85/23.54  																																							| (256)  ~ (all_0_49_49 = e4)
% 57.85/23.54  																																							| (977) all_0_49_49 = e3 | all_0_49_49 = e1 | all_0_49_49 = e0
% 57.85/23.54  																																							|
% 57.85/23.54  																																								+-Applying beta-rule and splitting (428), into two cases.
% 57.85/23.54  																																								|-Branch one:
% 57.85/23.54  																																								| (1557) all_0_46_46 = e3
% 57.85/23.54  																																								|
% 57.85/23.54  																																									| Combining equations (1557,538) yields a new equation:
% 57.85/23.54  																																									| (675) e3 = e0
% 57.85/23.54  																																									|
% 57.85/23.54  																																									| Simplifying 675 yields:
% 57.85/23.54  																																									| (676) e3 = e0
% 57.85/23.54  																																									|
% 57.85/23.54  																																									| Equations (676) can reduce 80 to:
% 57.85/23.54  																																									| (266) $false
% 57.85/23.54  																																									|
% 57.85/23.54  																																									|-The branch is then unsatisfiable
% 57.85/23.54  																																								|-Branch two:
% 57.85/23.54  																																								| (409)  ~ (all_0_46_46 = e3)
% 57.85/23.54  																																								| (1561) all_0_47_47 = e3 | all_0_49_49 = e3
% 57.85/23.54  																																								|
% 57.85/23.54  																																									+-Applying beta-rule and splitting (1561), into two cases.
% 57.85/23.54  																																									|-Branch one:
% 57.85/23.54  																																									| (522) all_0_47_47 = e3
% 57.85/23.54  																																									|
% 57.85/23.54  																																										| Combining equations (522,1105) yields a new equation:
% 57.85/23.54  																																										| (661) e3 = e2
% 57.85/23.54  																																										|
% 57.85/23.54  																																										| Simplifying 661 yields:
% 57.85/23.54  																																										| (662) e3 = e2
% 57.85/23.54  																																										|
% 57.85/23.54  																																										| Equations (662) can reduce 212 to:
% 57.85/23.54  																																										| (266) $false
% 57.85/23.54  																																										|
% 57.85/23.54  																																										|-The branch is then unsatisfiable
% 57.85/23.54  																																									|-Branch two:
% 57.85/23.54  																																									| (1091)  ~ (all_0_47_47 = e3)
% 57.85/23.54  																																									| (884) all_0_49_49 = e3
% 57.85/23.54  																																									|
% 57.85/23.54  																																										| Equations (884) can reduce 9 to:
% 57.85/23.54  																																										| (407)  ~ (all_0_44_44 = e3)
% 57.85/23.54  																																										|
% 57.85/23.54  																																										| Equations (884) can reduce 256 to:
% 57.85/23.54  																																										| (277)  ~ (e4 = e3)
% 57.85/23.54  																																										|
% 57.85/23.54  																																										| Simplifying 277 yields:
% 57.85/23.54  																																										| (188)  ~ (e4 = e3)
% 57.85/23.54  																																										|
% 57.85/23.54  																																										| From (884) and (55) follows:
% 57.85/23.54  																																										| (1581) op(e2, e0) = e3
% 57.85/23.54  																																										|
% 57.85/23.54  																																										+-Applying beta-rule and splitting (64), into two cases.
% 57.85/23.54  																																										|-Branch one:
% 57.85/23.54  																																										| (437) all_0_41_41 = e4
% 57.85/23.54  																																										|
% 57.85/23.54  																																											| Combining equations (437,403) yields a new equation:
% 57.85/23.54  																																											| (424) e4 = e3
% 57.85/23.54  																																											|
% 57.85/23.54  																																											| Simplifying 424 yields:
% 57.85/23.54  																																											| (425) e4 = e3
% 57.85/23.54  																																											|
% 57.85/23.54  																																											| Equations (425) can reduce 188 to:
% 57.85/23.54  																																											| (266) $false
% 57.85/23.54  																																											|
% 57.85/23.54  																																											|-The branch is then unsatisfiable
% 57.85/23.54  																																										|-Branch two:
% 57.85/23.54  																																										| (440)  ~ (all_0_41_41 = e4)
% 57.85/23.54  																																										| (441) all_0_42_42 = e4 | all_0_43_43 = e4 | all_0_44_44 = e4
% 57.85/23.54  																																										|
% 57.85/23.54  																																											+-Applying beta-rule and splitting (104), into two cases.
% 57.85/23.54  																																											|-Branch one:
% 57.85/23.54  																																											| (480) all_0_39_39 = e0
% 57.85/23.54  																																											|
% 57.85/23.54  																																												| Equations (480) can reduce 176 to:
% 57.85/23.54  																																												| (1400)  ~ (all_0_40_40 = e0)
% 57.85/23.54  																																												|
% 57.85/23.54  																																												| Simplifying 1400 yields:
% 57.85/23.54  																																												| (1401)  ~ (all_0_40_40 = e0)
% 57.85/23.54  																																												|
% 57.85/23.54  																																												| Equations (480) can reduce 154 to:
% 57.85/23.54  																																												| (1181)  ~ (all_0_56_56 = e0)
% 57.85/23.54  																																												|
% 57.85/23.54  																																												| Simplifying 1181 yields:
% 57.85/23.54  																																												| (828)  ~ (all_0_56_56 = e0)
% 57.85/23.54  																																												|
% 57.85/23.54  																																												| Equations (480) can reduce 294 to:
% 57.85/23.54  																																												| (365)  ~ (e2 = e0)
% 57.85/23.54  																																												|
% 57.85/23.54  																																												| Simplifying 365 yields:
% 57.85/23.54  																																												| (128)  ~ (e2 = e0)
% 57.85/23.54  																																												|
% 57.85/23.54  																																												| From (480) and (14) follows:
% 57.85/23.54  																																												| (4090) op(e4, e2) = e0
% 57.85/23.54  																																												|
% 57.85/23.54  																																												+-Applying beta-rule and splitting (125), into two cases.
% 57.85/23.54  																																												|-Branch one:
% 57.85/23.54  																																												| (858) all_0_55_55 = e0
% 57.85/23.54  																																												|
% 57.85/23.54  																																													| Combining equations (587,858) yields a new equation:
% 57.85/23.54  																																													| (481) e4 = e0
% 57.85/23.54  																																													|
% 57.85/23.54  																																													| Simplifying 481 yields:
% 57.85/23.54  																																													| (397) e4 = e0
% 57.85/23.54  																																													|
% 57.85/23.54  																																													| Equations (397) can reduce 49 to:
% 57.85/23.54  																																													| (266) $false
% 57.85/23.54  																																													|
% 57.85/23.54  																																													|-The branch is then unsatisfiable
% 57.85/23.54  																																												|-Branch two:
% 57.85/23.54  																																												| (803)  ~ (all_0_55_55 = e0)
% 57.85/23.54  																																												| (863) all_0_56_56 = e0 | all_0_57_57 = e0 | all_0_58_58 = e0
% 57.85/23.54  																																												|
% 57.85/23.54  																																													+-Applying beta-rule and splitting (316), into two cases.
% 57.85/23.54  																																													|-Branch one:
% 57.85/23.54  																																													| (1378) all_0_40_40 = e4
% 57.85/23.54  																																													|
% 57.85/23.54  																																														| Equations (1378) can reduce 143 to:
% 57.85/23.54  																																														| (1903)  ~ (all_0_44_44 = e4)
% 57.85/23.54  																																														|
% 57.85/23.54  																																														| Simplifying 1903 yields:
% 57.85/23.54  																																														| (1390)  ~ (all_0_44_44 = e4)
% 57.85/23.54  																																														|
% 57.85/23.54  																																														| Equations (1378) can reduce 178 to:
% 57.85/23.54  																																														| (450)  ~ (all_0_58_58 = e4)
% 57.85/23.54  																																														|
% 57.85/23.54  																																														| Simplifying 450 yields:
% 57.85/23.54  																																														| (451)  ~ (all_0_58_58 = e4)
% 57.85/23.54  																																														|
% 57.85/23.54  																																														+-Applying beta-rule and splitting (26), into two cases.
% 57.85/23.54  																																														|-Branch one:
% 57.85/23.54  																																														| (446) all_0_44_44 = e4
% 57.85/23.54  																																														|
% 57.85/23.54  																																															| Equations (446) can reduce 1390 to:
% 57.85/23.54  																																															| (266) $false
% 57.85/23.54  																																															|
% 57.85/23.54  																																															|-The branch is then unsatisfiable
% 57.85/23.54  																																														|-Branch two:
% 57.85/23.54  																																														| (1390)  ~ (all_0_44_44 = e4)
% 57.85/23.54  																																														| (1391) all_0_44_44 = e3 | all_0_44_44 = e1 | all_0_44_44 = e0
% 57.85/23.54  																																														|
% 57.85/23.54  																																															+-Applying beta-rule and splitting (863), into two cases.
% 57.85/23.54  																																															|-Branch one:
% 57.85/23.54  																																															| (679) all_0_56_56 = e0
% 57.85/23.54  																																															|
% 57.85/23.54  																																																| Equations (679) can reduce 828 to:
% 57.85/23.54  																																																| (266) $false
% 57.85/23.54  																																																|
% 57.85/23.54  																																																|-The branch is then unsatisfiable
% 57.85/23.54  																																															|-Branch two:
% 57.85/23.54  																																															| (828)  ~ (all_0_56_56 = e0)
% 57.85/23.54  																																															| (924) all_0_57_57 = e0 | all_0_58_58 = e0
% 57.85/23.54  																																															|
% 57.85/23.54  																																																+-Applying beta-rule and splitting (924), into two cases.
% 57.85/23.54  																																																|-Branch one:
% 57.85/23.54  																																																| (875) all_0_57_57 = e0
% 57.85/23.54  																																																|
% 57.85/23.54  																																																	| Combining equations (875,442) yields a new equation:
% 57.85/23.54  																																																	| (330) e2 = e0
% 57.85/23.54  																																																	|
% 57.85/23.54  																																																	| Equations (330) can reduce 128 to:
% 57.85/23.54  																																																	| (266) $false
% 57.85/23.54  																																																	|
% 57.85/23.54  																																																	|-The branch is then unsatisfiable
% 57.85/23.54  																																																|-Branch two:
% 57.85/23.54  																																																| (364)  ~ (all_0_57_57 = e0)
% 57.85/23.54  																																																| (914) all_0_58_58 = e0
% 57.85/23.54  																																																|
% 57.85/23.54  																																																	| Equations (914) can reduce 181 to:
% 57.85/23.54  																																																	| (360)  ~ (all_0_44_44 = e0)
% 57.85/23.54  																																																	|
% 57.85/23.54  																																																	| Equations (914) can reduce 44 to:
% 57.85/23.54  																																																	| (828)  ~ (all_0_56_56 = e0)
% 57.85/23.54  																																																	|
% 57.85/23.54  																																																	| Equations (914) can reduce 451 to:
% 57.85/23.54  																																																	| (401)  ~ (e4 = e0)
% 57.85/23.54  																																																	|
% 57.85/23.54  																																																	| Simplifying 401 yields:
% 57.85/23.54  																																																	| (49)  ~ (e4 = e0)
% 57.85/23.54  																																																	|
% 57.85/23.54  																																																	+-Applying beta-rule and splitting (112), into two cases.
% 57.85/23.54  																																																	|-Branch one:
% 57.85/23.54  																																																	| (635) all_0_44_44 = e1
% 57.85/23.54  																																																	|
% 57.85/23.54  																																																		| Equations (635) can reduce 73 to:
% 57.85/23.54  																																																		| (1380)  ~ (all_0_42_42 = e1)
% 57.85/23.54  																																																		|
% 57.85/23.54  																																																		| Equations (635) can reduce 1390 to:
% 57.85/23.54  																																																		| (602)  ~ (e4 = e1)
% 57.85/23.54  																																																		|
% 57.85/23.54  																																																		| Simplifying 602 yields:
% 57.85/23.54  																																																		| (110)  ~ (e4 = e1)
% 57.85/23.54  																																																		|
% 57.85/23.54  																																																		| Equations (635) can reduce 147 to:
% 57.85/23.54  																																																		| (604)  ~ (e2 = e1)
% 57.85/23.54  																																																		|
% 57.85/23.54  																																																		| Simplifying 604 yields:
% 57.85/23.54  																																																		| (122)  ~ (e2 = e1)
% 57.85/23.54  																																																		|
% 57.85/23.54  																																																		| Equations (635) can reduce 360 to:
% 57.85/23.54  																																																		| (233)  ~ (e1 = e0)
% 57.85/23.54  																																																		|
% 57.85/23.54  																																																		| From (635) and (138) follows:
% 57.85/23.54  																																																		| (1423) op(e3, e0) = e1
% 57.85/23.54  																																																		|
% 57.85/23.54  																																																		+-Applying beta-rule and splitting (152), into two cases.
% 57.85/23.54  																																																		|-Branch one:
% 57.85/23.54  																																																		| (1392) all_0_42_42 = e4
% 57.85/23.54  																																																		|
% 57.85/23.54  																																																			| Equations (1392) can reduce 1380 to:
% 57.85/23.54  																																																			| (110)  ~ (e4 = e1)
% 57.85/23.54  																																																			|
% 57.85/23.54  																																																			| From (1392) and (210) follows:
% 57.85/23.54  																																																			| (4074) op(e3, e2) = e4
% 57.85/23.54  																																																			|
% 57.85/23.54  																																																			+-Applying beta-rule and splitting (216), into two cases.
% 57.85/23.54  																																																			|-Branch one:
% 57.85/23.54  																																																			| (629) all_0_55_55 = e1
% 57.85/23.54  																																																			|
% 57.85/23.54  																																																				| Combining equations (587,629) yields a new equation:
% 57.85/23.54  																																																				| (636) e4 = e1
% 57.85/23.54  																																																				|
% 57.85/23.54  																																																				| Simplifying 636 yields:
% 57.85/23.54  																																																				| (630) e4 = e1
% 57.85/23.54  																																																				|
% 57.85/23.54  																																																				| Equations (630) can reduce 110 to:
% 57.85/23.54  																																																				| (266) $false
% 57.85/23.54  																																																				|
% 57.85/23.54  																																																				|-The branch is then unsatisfiable
% 57.85/23.54  																																																			|-Branch two:
% 57.85/23.54  																																																			| (632)  ~ (all_0_55_55 = e1)
% 57.85/23.54  																																																			| (633) all_0_56_56 = e1 | all_0_57_57 = e1 | all_0_58_58 = e1
% 57.85/23.54  																																																			|
% 57.85/23.54  																																																				| Equations (587) can reduce 632 to:
% 57.85/23.54  																																																				| (110)  ~ (e4 = e1)
% 57.85/23.54  																																																				|
% 57.85/23.54  																																																				+-Applying beta-rule and splitting (131), into two cases.
% 57.85/23.54  																																																				|-Branch one:
% 57.85/23.54  																																																				| (459) all_0_42_42 = e1
% 57.85/23.54  																																																				|
% 57.85/23.54  																																																					| Combining equations (459,1392) yields a new equation:
% 57.85/23.54  																																																					| (630) e4 = e1
% 57.85/23.54  																																																					|
% 57.85/23.54  																																																					| Equations (630) can reduce 110 to:
% 57.85/23.54  																																																					| (266) $false
% 57.85/23.54  																																																					|
% 57.85/23.54  																																																					|-The branch is then unsatisfiable
% 57.85/23.54  																																																				|-Branch two:
% 57.85/23.54  																																																				| (1380)  ~ (all_0_42_42 = e1)
% 57.85/23.54  																																																				| (3259) all_0_47_47 = e1 | all_0_51_51 = e1 | all_0_56_56 = e1
% 57.85/23.54  																																																				|
% 57.85/23.54  																																																					+-Applying beta-rule and splitting (133), into two cases.
% 57.85/23.54  																																																					|-Branch one:
% 57.85/23.54  																																																					| (833) all_0_56_56 = e2
% 57.85/23.54  																																																					|
% 57.85/23.54  																																																						| Equations (833) can reduce 511 to:
% 57.85/23.54  																																																						| (266) $false
% 57.85/23.54  																																																						|
% 57.85/23.54  																																																						|-The branch is then unsatisfiable
% 57.85/23.54  																																																					|-Branch two:
% 57.85/23.54  																																																					| (511)  ~ (all_0_56_56 = e2)
% 57.85/23.54  																																																					| (836) all_0_56_56 = e4 | all_0_56_56 = e3 | all_0_56_56 = e1 | all_0_56_56 = e0
% 57.85/23.54  																																																					|
% 57.85/23.54  																																																						+-Applying beta-rule and splitting (633), into two cases.
% 57.85/23.54  																																																						|-Branch one:
% 57.85/23.55  																																																						| (1569) all_0_56_56 = e1
% 57.85/23.55  																																																						|
% 57.85/23.55  																																																							| Equations (1569) can reduce 511 to:
% 57.85/23.55  																																																							| (604)  ~ (e2 = e1)
% 57.85/23.55  																																																							|
% 57.85/23.55  																																																							| Simplifying 604 yields:
% 57.85/23.55  																																																							| (122)  ~ (e2 = e1)
% 57.85/23.55  																																																							|
% 57.85/23.55  																																																							| Equations (1569) can reduce 828 to:
% 57.85/23.55  																																																							| (233)  ~ (e1 = e0)
% 57.85/23.55  																																																							|
% 57.85/23.55  																																																							+-Applying beta-rule and splitting (56), into two cases.
% 57.85/23.55  																																																							|-Branch one:
% 57.85/23.55  																																																							| (696) unit = e2
% 57.85/23.55  																																																							|
% 57.85/23.55  																																																								| From (696) and (227) follows:
% 57.85/23.55  																																																								| (4284) op(e4, e2) = e4
% 57.85/23.55  																																																								|
% 57.85/23.55  																																																								| From (696) and (40) follows:
% 57.85/23.55  																																																								| (4285) op(e3, e2) = e3
% 57.85/23.55  																																																								|
% 57.85/23.55  																																																								| From (696) and (28) follows:
% 57.85/23.55  																																																								| (699) op(e1, e2) = e1
% 57.85/23.55  																																																								|
% 57.85/23.55  																																																								| Instantiating formula (29) with e4, e2, e4, e0 and discharging atoms op(e4, e2) = e4, op(e4, e2) = e0, yields:
% 57.85/23.55  																																																								| (397) e4 = e0
% 57.85/23.55  																																																								|
% 57.85/23.55  																																																								| Instantiating formula (29) with e3, e2, e3, e4 and discharging atoms op(e3, e2) = e4, op(e3, e2) = e3, yields:
% 57.85/23.55  																																																								| (425) e4 = e3
% 57.85/23.55  																																																								|
% 57.85/23.55  																																																								| Instantiating formula (29) with e1, e2, e1, e3 and discharging atoms op(e1, e2) = e3, op(e1, e2) = e1, yields:
% 57.85/23.55  																																																								| (455) e3 = e1
% 57.85/23.55  																																																								|
% 57.85/23.55  																																																								| Combining equations (397,425) yields a new equation:
% 57.85/23.55  																																																								| (676) e3 = e0
% 57.85/23.55  																																																								|
% 57.85/23.55  																																																								| Combining equations (676,455) yields a new equation:
% 57.85/23.55  																																																								| (431) e1 = e0
% 57.85/23.55  																																																								|
% 57.85/23.55  																																																								| Equations (431) can reduce 233 to:
% 57.85/23.55  																																																								| (266) $false
% 57.85/23.55  																																																								|
% 57.85/23.55  																																																								|-The branch is then unsatisfiable
% 57.85/23.55  																																																							|-Branch two:
% 57.85/23.55  																																																							| (707)  ~ (unit = e2)
% 57.85/23.55  																																																							| (708) unit = e4 | unit = e3 | unit = e1 | unit = e0
% 57.85/23.55  																																																							|
% 57.85/23.55  																																																								+-Applying beta-rule and splitting (708), into two cases.
% 57.85/23.55  																																																								|-Branch one:
% 57.85/23.55  																																																								| (709) unit = e4
% 57.85/23.55  																																																								|
% 57.85/23.55  																																																									| From (709) and (227) follows:
% 57.85/23.55  																																																									| (710) op(e4, e4) = e4
% 57.85/23.55  																																																									|
% 57.85/23.55  																																																									| From (709) and (40) follows:
% 57.85/23.55  																																																									| (711) op(e3, e4) = e3
% 57.85/23.55  																																																									|
% 57.85/23.55  																																																									| From (709) and (32) follows:
% 57.85/23.55  																																																									| (712) op(e2, e4) = e2
% 57.85/23.55  																																																									|
% 57.85/23.55  																																																									| From (709) and (42) follows:
% 57.85/23.55  																																																									| (713) op(e0, e4) = e0
% 57.85/23.55  																																																									|
% 57.85/23.55  																																																									| Instantiating formula (29) with e4, e4, e4, e1 and discharging atoms op(e4, e4) = e4, op(e4, e4) = e1, yields:
% 57.85/23.55  																																																									| (630) e4 = e1
% 57.85/23.55  																																																									|
% 57.85/23.55  																																																									| Instantiating formula (29) with e3, e4, e3, e2 and discharging atoms op(e3, e4) = e3, op(e3, e4) = e2, yields:
% 57.85/23.55  																																																									| (662) e3 = e2
% 57.85/23.55  																																																									|
% 57.85/23.55  																																																									| Instantiating formula (29) with e2, e4, e2, e4 and discharging atoms op(e2, e4) = e4, op(e2, e4) = e2, yields:
% 57.85/23.55  																																																									| (323) e4 = e2
% 57.85/23.55  																																																									|
% 57.85/23.55  																																																									| Instantiating formula (29) with e0, e4, e0, e3 and discharging atoms op(e0, e4) = e3, op(e0, e4) = e0, yields:
% 57.85/23.55  																																																									| (676) e3 = e0
% 57.85/23.55  																																																									|
% 57.85/23.55  																																																									| Combining equations (630,323) yields a new equation:
% 57.85/23.55  																																																									| (617) e2 = e1
% 57.85/23.55  																																																									|
% 57.85/23.55  																																																									| Combining equations (662,676) yields a new equation:
% 57.85/23.55  																																																									| (391) e2 = e0
% 57.85/23.55  																																																									|
% 57.85/23.55  																																																									| Simplifying 391 yields:
% 57.85/23.55  																																																									| (330) e2 = e0
% 57.85/23.55  																																																									|
% 57.85/23.55  																																																									| Combining equations (617,330) yields a new equation:
% 57.85/23.55  																																																									| (546) e1 = e0
% 57.85/23.55  																																																									|
% 57.85/23.55  																																																									| Simplifying 546 yields:
% 57.85/23.55  																																																									| (431) e1 = e0
% 57.85/23.55  																																																									|
% 57.85/23.55  																																																									| Equations (431) can reduce 233 to:
% 57.85/23.55  																																																									| (266) $false
% 57.85/23.55  																																																									|
% 57.85/23.55  																																																									|-The branch is then unsatisfiable
% 57.85/23.55  																																																								|-Branch two:
% 57.85/23.55  																																																								| (724)  ~ (unit = e4)
% 57.85/23.55  																																																								| (725) unit = e3 | unit = e1 | unit = e0
% 57.85/23.55  																																																								|
% 57.85/23.55  																																																									+-Applying beta-rule and splitting (725), into two cases.
% 57.85/23.55  																																																									|-Branch one:
% 57.85/23.55  																																																									| (726) unit = e0
% 57.85/23.55  																																																									|
% 57.85/23.55  																																																										| From (726) and (40) follows:
% 57.85/23.55  																																																										| (1639) op(e3, e0) = e3
% 57.85/23.55  																																																										|
% 57.85/23.55  																																																										| From (726) and (32) follows:
% 57.85/23.55  																																																										| (727) op(e2, e0) = e2
% 57.85/23.55  																																																										|
% 57.85/23.55  																																																										| Instantiating formula (29) with e3, e0, e3, e1 and discharging atoms op(e3, e0) = e3, op(e3, e0) = e1, yields:
% 57.85/23.55  																																																										| (455) e3 = e1
% 57.85/23.55  																																																										|
% 57.85/23.55  																																																										| Instantiating formula (29) with e2, e0, e2, e3 and discharging atoms op(e2, e0) = e3, op(e2, e0) = e2, yields:
% 57.85/23.55  																																																										| (662) e3 = e2
% 57.85/23.55  																																																										|
% 57.85/23.55  																																																										| Combining equations (662,455) yields a new equation:
% 57.85/23.55  																																																										| (616) e2 = e1
% 57.85/23.55  																																																										|
% 57.85/23.55  																																																										| Simplifying 616 yields:
% 57.85/23.55  																																																										| (617) e2 = e1
% 57.85/23.55  																																																										|
% 57.85/23.55  																																																										| Equations (617) can reduce 122 to:
% 57.85/23.55  																																																										| (266) $false
% 57.85/23.55  																																																										|
% 57.85/23.55  																																																										|-The branch is then unsatisfiable
% 57.85/23.55  																																																									|-Branch two:
% 57.85/23.55  																																																									| (734)  ~ (unit = e0)
% 57.85/23.55  																																																									| (735) unit = e3 | unit = e1
% 57.85/23.55  																																																									|
% 57.85/23.55  																																																										+-Applying beta-rule and splitting (735), into two cases.
% 57.85/23.55  																																																										|-Branch one:
% 57.85/23.55  																																																										| (736) unit = e1
% 57.85/23.55  																																																										|
% 57.85/23.55  																																																											| Equations (736) can reduce 734 to:
% 57.85/23.55  																																																											| (233)  ~ (e1 = e0)
% 57.85/23.55  																																																											|
% 57.85/23.55  																																																											| From (736) and (24) follows:
% 57.85/23.55  																																																											| (1934) op(e1, e3) = e3
% 57.85/23.55  																																																											|
% 57.85/23.55  																																																											| From (736) and (15) follows:
% 57.85/23.55  																																																											| (515) op(e1, e2) = e2
% 57.85/23.55  																																																											|
% 57.85/23.55  																																																											| From (736) and (42) follows:
% 57.85/23.55  																																																											| (3221) op(e0, e1) = e0
% 57.85/23.55  																																																											|
% 57.85/23.55  																																																											| Instantiating formula (29) with e1, e3, e3, e1 and discharging atoms op(e1, e3) = e3, op(e1, e3) = e1, yields:
% 57.85/23.55  																																																											| (455) e3 = e1
% 57.85/23.55  																																																											|
% 57.85/23.55  																																																											| Instantiating formula (29) with e1, e2, e2, e3 and discharging atoms op(e1, e2) = e3, op(e1, e2) = e2, yields:
% 57.85/23.55  																																																											| (662) e3 = e2
% 57.85/23.55  																																																											|
% 57.85/23.55  																																																											| Instantiating formula (29) with e0, e1, e0, e2 and discharging atoms op(e0, e1) = e2, op(e0, e1) = e0, yields:
% 57.85/23.55  																																																											| (330) e2 = e0
% 57.85/23.55  																																																											|
% 57.85/23.55  																																																											| Combining equations (662,455) yields a new equation:
% 57.85/23.55  																																																											| (616) e2 = e1
% 57.85/23.55  																																																											|
% 57.85/23.55  																																																											| Simplifying 616 yields:
% 57.85/23.55  																																																											| (617) e2 = e1
% 57.85/23.55  																																																											|
% 57.85/23.55  																																																											| Combining equations (617,330) yields a new equation:
% 57.85/23.55  																																																											| (546) e1 = e0
% 57.85/23.55  																																																											|
% 57.85/23.55  																																																											| Simplifying 546 yields:
% 57.85/23.55  																																																											| (431) e1 = e0
% 57.85/23.55  																																																											|
% 57.85/23.55  																																																											| Equations (431) can reduce 233 to:
% 57.85/23.55  																																																											| (266) $false
% 57.85/23.55  																																																											|
% 57.85/23.55  																																																											|-The branch is then unsatisfiable
% 57.85/23.55  																																																										|-Branch two:
% 57.85/23.55  																																																										| (748)  ~ (unit = e1)
% 57.85/23.55  																																																										| (749) unit = e3
% 57.85/23.55  																																																										|
% 57.85/23.55  																																																											| From (749) and (209) follows:
% 57.85/23.55  																																																											| (1667) op(e3, e0) = e0
% 57.85/23.55  																																																											|
% 57.85/23.55  																																																											| Instantiating formula (29) with e3, e0, e0, e1 and discharging atoms op(e3, e0) = e1, op(e3, e0) = e0, yields:
% 57.85/23.55  																																																											| (431) e1 = e0
% 57.85/23.55  																																																											|
% 57.85/23.55  																																																											| Equations (431) can reduce 233 to:
% 57.85/23.55  																																																											| (266) $false
% 57.85/23.55  																																																											|
% 57.85/23.55  																																																											|-The branch is then unsatisfiable
% 57.85/23.55  																																																						|-Branch two:
% 57.85/23.55  																																																						| (466)  ~ (all_0_56_56 = e1)
% 57.85/23.55  																																																						| (1574) all_0_57_57 = e1 | all_0_58_58 = e1
% 57.85/23.55  																																																						|
% 57.85/23.55  																																																							+-Applying beta-rule and splitting (3259), into two cases.
% 57.85/23.55  																																																							|-Branch one:
% 57.85/23.55  																																																							| (654) all_0_47_47 = e1
% 57.85/23.55  																																																							|
% 57.85/23.55  																																																								| Combining equations (1105,654) yields a new equation:
% 57.85/23.55  																																																								| (616) e2 = e1
% 57.85/23.55  																																																								|
% 57.85/23.55  																																																								| Simplifying 616 yields:
% 57.85/23.55  																																																								| (617) e2 = e1
% 57.85/23.55  																																																								|
% 57.85/23.55  																																																								| Equations (617) can reduce 122 to:
% 57.85/23.55  																																																								| (266) $false
% 57.85/23.55  																																																								|
% 57.85/23.55  																																																								|-The branch is then unsatisfiable
% 57.85/23.55  																																																							|-Branch two:
% 57.85/23.55  																																																							| (462)  ~ (all_0_47_47 = e1)
% 57.85/23.55  																																																							| (3264) all_0_51_51 = e1 | all_0_56_56 = e1
% 57.85/23.55  																																																							|
% 57.85/23.55  																																																								| Equations (1105) can reduce 462 to:
% 57.85/23.55  																																																								| (122)  ~ (e2 = e1)
% 57.85/23.55  																																																								|
% 57.85/23.55  																																																								+-Applying beta-rule and splitting (1574), into two cases.
% 57.85/23.55  																																																								|-Branch one:
% 57.85/23.55  																																																								| (647) all_0_57_57 = e1
% 57.85/23.55  																																																								|
% 57.85/23.55  																																																									| Combining equations (442,647) yields a new equation:
% 57.85/23.55  																																																									| (616) e2 = e1
% 57.85/23.55  																																																									|
% 57.85/23.55  																																																									| Simplifying 616 yields:
% 57.85/23.55  																																																									| (617) e2 = e1
% 57.85/23.55  																																																									|
% 57.85/23.55  																																																									| Equations (617) can reduce 122 to:
% 57.85/23.55  																																																									| (266) $false
% 57.85/23.55  																																																									|
% 57.85/23.55  																																																									|-The branch is then unsatisfiable
% 57.85/23.55  																																																								|-Branch two:
% 57.85/23.55  																																																								| (1670)  ~ (all_0_57_57 = e1)
% 57.85/23.55  																																																								| (918) all_0_58_58 = e1
% 57.85/23.55  																																																								|
% 57.85/23.55  																																																									| Combining equations (918,914) yields a new equation:
% 57.85/23.55  																																																									| (546) e1 = e0
% 57.85/23.55  																																																									|
% 57.85/23.55  																																																									| Simplifying 546 yields:
% 57.85/23.55  																																																									| (431) e1 = e0
% 57.85/23.55  																																																									|
% 57.85/23.55  																																																									| Equations (431) can reduce 233 to:
% 57.85/23.55  																																																									| (266) $false
% 57.85/23.55  																																																									|
% 57.85/23.55  																																																									|-The branch is then unsatisfiable
% 57.85/23.55  																																																		|-Branch two:
% 57.85/23.55  																																																		| (1890)  ~ (all_0_42_42 = e4)
% 57.85/23.55  																																																		| (1969) all_0_42_42 = e3 | all_0_42_42 = e1 | all_0_42_42 = e0
% 57.85/23.55  																																																		|
% 57.85/23.55  																																																			+-Applying beta-rule and splitting (216), into two cases.
% 57.85/23.55  																																																			|-Branch one:
% 57.85/23.55  																																																			| (629) all_0_55_55 = e1
% 57.85/23.55  																																																			|
% 57.85/23.55  																																																				| Combining equations (629,587) yields a new equation:
% 57.85/23.55  																																																				| (630) e4 = e1
% 57.85/23.55  																																																				|
% 57.85/23.55  																																																				| Equations (630) can reduce 110 to:
% 57.85/23.55  																																																				| (266) $false
% 57.85/23.55  																																																				|
% 57.85/23.55  																																																				|-The branch is then unsatisfiable
% 57.85/23.55  																																																			|-Branch two:
% 57.85/23.55  																																																			| (632)  ~ (all_0_55_55 = e1)
% 57.85/23.55  																																																			| (633) all_0_56_56 = e1 | all_0_57_57 = e1 | all_0_58_58 = e1
% 57.85/23.55  																																																			|
% 57.85/23.55  																																																				| Equations (587) can reduce 632 to:
% 57.85/23.55  																																																				| (110)  ~ (e4 = e1)
% 57.85/23.55  																																																				|
% 57.85/23.55  																																																				+-Applying beta-rule and splitting (164), into two cases.
% 57.85/23.55  																																																				|-Branch one:
% 57.85/23.55  																																																				| (471) all_0_39_39 = e4
% 57.85/23.55  																																																				|
% 57.85/23.55  																																																					| Combining equations (471,480) yields a new equation:
% 57.85/23.55  																																																					| (481) e4 = e0
% 57.85/23.55  																																																					|
% 57.85/23.55  																																																					| Simplifying 481 yields:
% 57.85/23.55  																																																					| (397) e4 = e0
% 57.85/23.55  																																																					|
% 57.85/23.55  																																																					| Equations (397) can reduce 49 to:
% 57.85/23.55  																																																					| (266) $false
% 57.85/23.55  																																																					|
% 57.85/23.55  																																																					|-The branch is then unsatisfiable
% 57.85/23.55  																																																				|-Branch two:
% 57.85/23.55  																																																				| (1377)  ~ (all_0_39_39 = e4)
% 57.85/23.55  																																																				| (2115) all_0_42_42 = e4 | all_0_47_47 = e4 | all_0_51_51 = e4 | all_0_56_56 = e4
% 57.85/23.55  																																																				|
% 57.85/23.55  																																																					| Equations (480) can reduce 1377 to:
% 57.85/23.55  																																																					| (401)  ~ (e4 = e0)
% 57.85/23.55  																																																					|
% 57.85/23.55  																																																					| Simplifying 401 yields:
% 57.85/23.55  																																																					| (49)  ~ (e4 = e0)
% 57.85/23.55  																																																					|
% 57.85/23.55  																																																					+-Applying beta-rule and splitting (441), into two cases.
% 57.85/23.55  																																																					|-Branch one:
% 57.85/23.55  																																																					| (1392) all_0_42_42 = e4
% 57.85/23.55  																																																					|
% 57.85/23.55  																																																						| Equations (1392) can reduce 1890 to:
% 57.85/23.55  																																																						| (266) $false
% 57.85/23.55  																																																						|
% 57.85/23.55  																																																						|-The branch is then unsatisfiable
% 57.85/23.55  																																																					|-Branch two:
% 57.85/23.55  																																																					| (1890)  ~ (all_0_42_42 = e4)
% 57.85/23.55  																																																					| (1891) all_0_43_43 = e4 | all_0_44_44 = e4
% 57.85/23.55  																																																					|
% 57.85/23.55  																																																						+-Applying beta-rule and splitting (1891), into two cases.
% 57.85/23.55  																																																						|-Branch one:
% 57.85/23.55  																																																						| (396) all_0_43_43 = e4
% 57.85/23.55  																																																						|
% 57.85/23.55  																																																							| Combining equations (396,356) yields a new equation:
% 57.85/23.55  																																																							| (481) e4 = e0
% 57.85/23.55  																																																							|
% 57.85/23.55  																																																							| Simplifying 481 yields:
% 57.85/23.55  																																																							| (397) e4 = e0
% 57.85/23.55  																																																							|
% 57.85/23.55  																																																							| Equations (397) can reduce 49 to:
% 57.85/23.55  																																																							| (266) $false
% 57.85/23.55  																																																							|
% 57.85/23.55  																																																							|-The branch is then unsatisfiable
% 57.85/23.55  																																																						|-Branch two:
% 57.85/23.55  																																																						| (399)  ~ (all_0_43_43 = e4)
% 57.85/23.55  																																																						| (446) all_0_44_44 = e4
% 57.85/23.55  																																																						|
% 57.85/23.55  																																																							| Combining equations (446,635) yields a new equation:
% 57.85/23.55  																																																							| (636) e4 = e1
% 57.85/23.55  																																																							|
% 57.85/23.55  																																																							| Simplifying 636 yields:
% 57.85/23.55  																																																							| (630) e4 = e1
% 57.85/23.55  																																																							|
% 57.85/23.55  																																																							| Equations (630) can reduce 110 to:
% 57.85/23.55  																																																							| (266) $false
% 57.85/23.55  																																																							|
% 57.85/23.55  																																																							|-The branch is then unsatisfiable
% 57.85/23.55  																																																	|-Branch two:
% 57.85/23.55  																																																	| (639)  ~ (all_0_44_44 = e1)
% 57.85/23.55  																																																	| (640) all_0_49_49 = e1 | all_0_53_53 = e1 | all_0_58_58 = e1
% 57.85/23.55  																																																	|
% 57.85/23.55  																																																		+-Applying beta-rule and splitting (1391), into two cases.
% 57.85/23.55  																																																		|-Branch one:
% 57.85/23.55  																																																		| (1414) all_0_44_44 = e0
% 57.85/23.55  																																																		|
% 57.85/23.55  																																																			| Equations (1414) can reduce 360 to:
% 57.85/23.55  																																																			| (266) $false
% 57.85/23.55  																																																			|
% 57.85/23.55  																																																			|-The branch is then unsatisfiable
% 57.85/23.55  																																																		|-Branch two:
% 57.85/23.55  																																																		| (360)  ~ (all_0_44_44 = e0)
% 57.85/23.55  																																																		| (1417) all_0_44_44 = e3 | all_0_44_44 = e1
% 57.85/23.55  																																																		|
% 57.85/23.55  																																																			+-Applying beta-rule and splitting (1417), into two cases.
% 57.85/23.55  																																																			|-Branch one:
% 57.85/23.55  																																																			| (635) all_0_44_44 = e1
% 57.85/23.55  																																																			|
% 57.85/23.55  																																																				| Equations (635) can reduce 639 to:
% 57.85/23.55  																																																				| (266) $false
% 57.85/23.55  																																																				|
% 57.85/23.55  																																																				|-The branch is then unsatisfiable
% 57.85/23.55  																																																			|-Branch two:
% 57.85/23.55  																																																			| (639)  ~ (all_0_44_44 = e1)
% 57.85/23.55  																																																			| (532) all_0_44_44 = e3
% 57.85/23.55  																																																			|
% 57.85/23.55  																																																				| Equations (532) can reduce 407 to:
% 57.85/23.55  																																																				| (266) $false
% 57.85/23.55  																																																				|
% 57.85/23.55  																																																				|-The branch is then unsatisfiable
% 57.85/23.55  																																													|-Branch two:
% 57.85/23.55  																																													| (447)  ~ (all_0_40_40 = e4)
% 57.85/23.55  																																													| (485) all_0_40_40 = e0
% 57.85/23.55  																																													|
% 57.85/23.55  																																														| Equations (485) can reduce 1401 to:
% 57.85/23.55  																																														| (266) $false
% 57.85/23.55  																																														|
% 57.85/23.55  																																														|-The branch is then unsatisfiable
% 57.85/23.55  																																											|-Branch two:
% 57.85/23.55  																																											| (484)  ~ (all_0_39_39 = e0)
% 57.85/23.55  																																											| (558) all_0_42_42 = e0 | all_0_47_47 = e0 | all_0_56_56 = e0
% 57.85/23.55  																																											|
% 57.85/23.55  																																												+-Applying beta-rule and splitting (320), into two cases.
% 57.85/23.55  																																												|-Branch one:
% 57.85/23.55  																																												| (471) all_0_39_39 = e4
% 57.85/23.55  																																												|
% 57.85/23.55  																																													| Equations (471) can reduce 176 to:
% 57.85/23.55  																																													| (7398)  ~ (all_0_40_40 = e4)
% 57.85/23.55  																																													|
% 57.85/23.55  																																													| Simplifying 7398 yields:
% 57.85/23.55  																																													| (447)  ~ (all_0_40_40 = e4)
% 57.85/23.55  																																													|
% 57.85/23.55  																																													| Equations (471) can reduce 145 to:
% 57.85/23.55  																																													| (1901)  ~ (all_0_42_42 = e4)
% 57.85/23.55  																																													|
% 57.85/23.55  																																													| Simplifying 1901 yields:
% 57.85/23.55  																																													| (1890)  ~ (all_0_42_42 = e4)
% 57.85/23.55  																																													|
% 57.85/23.55  																																													| Equations (471) can reduce 151 to:
% 57.85/23.55  																																													| (110)  ~ (e4 = e1)
% 57.85/23.55  																																													|
% 57.85/23.55  																																													+-Applying beta-rule and splitting (558), into two cases.
% 57.85/23.55  																																													|-Branch one:
% 57.85/23.55  																																													| (559) all_0_42_42 = e0
% 57.85/23.55  																																													|
% 57.85/23.55  																																														| Equations (559) can reduce 358 to:
% 57.85/23.55  																																														| (266) $false
% 57.85/23.55  																																														|
% 57.85/23.55  																																														|-The branch is then unsatisfiable
% 57.85/23.55  																																													|-Branch two:
% 57.85/23.55  																																													| (358)  ~ (all_0_42_42 = e0)
% 57.85/23.55  																																													| (563) all_0_47_47 = e0 | all_0_56_56 = e0
% 57.85/23.55  																																													|
% 57.85/23.55  																																														+-Applying beta-rule and splitting (152), into two cases.
% 57.85/23.55  																																														|-Branch one:
% 57.85/23.55  																																														| (1392) all_0_42_42 = e4
% 57.85/23.55  																																														|
% 57.85/23.55  																																															| Equations (1392) can reduce 1890 to:
% 57.85/23.55  																																															| (266) $false
% 57.85/23.55  																																															|
% 57.85/23.55  																																															|-The branch is then unsatisfiable
% 57.85/23.55  																																														|-Branch two:
% 57.85/23.55  																																														| (1890)  ~ (all_0_42_42 = e4)
% 57.85/23.55  																																														| (1969) all_0_42_42 = e3 | all_0_42_42 = e1 | all_0_42_42 = e0
% 57.85/23.55  																																														|
% 57.85/23.55  																																															+-Applying beta-rule and splitting (563), into two cases.
% 57.85/23.55  																																															|-Branch one:
% 57.85/23.55  																																															| (674) all_0_47_47 = e0
% 57.85/23.55  																																															|
% 57.85/23.55  																																																| Combining equations (674,1105) yields a new equation:
% 57.85/23.55  																																																| (330) e2 = e0
% 57.85/23.55  																																																|
% 57.85/23.55  																																																| Equations (330) can reduce 128 to:
% 57.85/23.55  																																																| (266) $false
% 57.85/23.55  																																																|
% 57.85/23.55  																																																|-The branch is then unsatisfiable
% 57.85/23.55  																																															|-Branch two:
% 57.85/23.55  																																															| (678)  ~ (all_0_47_47 = e0)
% 57.85/23.55  																																															| (679) all_0_56_56 = e0
% 57.85/23.55  																																															|
% 57.85/23.55  																																																| Equations (679) can reduce 236 to:
% 57.85/23.55  																																																| (358)  ~ (all_0_42_42 = e0)
% 57.85/23.55  																																																|
% 57.85/23.55  																																																+-Applying beta-rule and splitting (1969), into two cases.
% 57.85/23.55  																																																|-Branch one:
% 57.85/23.55  																																																| (559) all_0_42_42 = e0
% 57.85/23.55  																																																|
% 57.85/23.55  																																																	| Equations (559) can reduce 358 to:
% 57.85/23.55  																																																	| (266) $false
% 57.85/23.55  																																																	|
% 57.85/23.55  																																																	|-The branch is then unsatisfiable
% 57.85/23.55  																																																|-Branch two:
% 57.85/23.55  																																																| (358)  ~ (all_0_42_42 = e0)
% 57.85/23.55  																																																| (2510) all_0_42_42 = e3 | all_0_42_42 = e1
% 57.85/23.55  																																																|
% 57.85/23.55  																																																	+-Applying beta-rule and splitting (216), into two cases.
% 57.85/23.55  																																																	|-Branch one:
% 57.85/23.55  																																																	| (629) all_0_55_55 = e1
% 57.85/23.55  																																																	|
% 57.85/23.55  																																																		| Combining equations (629,587) yields a new equation:
% 57.85/23.55  																																																		| (630) e4 = e1
% 57.85/23.55  																																																		|
% 57.85/23.55  																																																		| Equations (630) can reduce 110 to:
% 57.85/23.55  																																																		| (266) $false
% 57.85/23.55  																																																		|
% 57.85/23.55  																																																		|-The branch is then unsatisfiable
% 57.85/23.55  																																																	|-Branch two:
% 57.85/23.55  																																																	| (632)  ~ (all_0_55_55 = e1)
% 57.85/23.55  																																																	| (633) all_0_56_56 = e1 | all_0_57_57 = e1 | all_0_58_58 = e1
% 57.85/23.55  																																																	|
% 57.85/23.55  																																																		+-Applying beta-rule and splitting (2510), into two cases.
% 57.85/23.55  																																																		|-Branch one:
% 57.85/23.55  																																																		| (459) all_0_42_42 = e1
% 57.85/23.55  																																																		|
% 57.85/23.55  																																																			| Equations (459) can reduce 51 to:
% 57.85/23.55  																																																			| (604)  ~ (e2 = e1)
% 57.85/23.55  																																																			|
% 57.85/23.55  																																																			| Simplifying 604 yields:
% 57.85/23.55  																																																			| (122)  ~ (e2 = e1)
% 57.85/23.55  																																																			|
% 57.85/23.55  																																																			| Equations (459) can reduce 358 to:
% 57.85/23.55  																																																			| (233)  ~ (e1 = e0)
% 57.85/23.55  																																																			|
% 57.85/23.55  																																																			| From (459) and (210) follows:
% 57.85/23.55  																																																			| (470) op(e3, e2) = e1
% 57.85/23.55  																																																			|
% 57.85/23.55  																																																			+-Applying beta-rule and splitting (633), into two cases.
% 57.85/23.55  																																																			|-Branch one:
% 57.85/23.55  																																																			| (1569) all_0_56_56 = e1
% 57.85/23.55  																																																			|
% 57.85/23.55  																																																				| Combining equations (1569,679) yields a new equation:
% 57.85/23.55  																																																				| (546) e1 = e0
% 57.85/23.55  																																																				|
% 57.85/23.55  																																																				| Simplifying 546 yields:
% 57.85/23.55  																																																				| (431) e1 = e0
% 57.85/23.55  																																																				|
% 57.85/23.55  																																																				| Equations (431) can reduce 233 to:
% 57.85/23.55  																																																				| (266) $false
% 57.85/23.55  																																																				|
% 57.85/23.55  																																																				|-The branch is then unsatisfiable
% 57.85/23.55  																																																			|-Branch two:
% 57.85/23.55  																																																			| (466)  ~ (all_0_56_56 = e1)
% 57.85/23.55  																																																			| (1574) all_0_57_57 = e1 | all_0_58_58 = e1
% 57.85/23.55  																																																			|
% 57.85/23.55  																																																				+-Applying beta-rule and splitting (75), into two cases.
% 57.85/23.55  																																																				|-Branch one:
% 57.85/23.55  																																																				| (485) all_0_40_40 = e0
% 57.85/23.55  																																																				|
% 57.85/23.55  																																																					| Equations (485) can reduce 178 to:
% 57.85/23.55  																																																					| (490)  ~ (all_0_58_58 = e0)
% 57.85/23.55  																																																					|
% 57.85/23.55  																																																					| Simplifying 490 yields:
% 57.85/23.55  																																																					| (491)  ~ (all_0_58_58 = e0)
% 57.85/23.55  																																																					|
% 57.85/23.55  																																																					| From (485) and (234) follows:
% 57.85/23.55  																																																					| (3072) op(e4, e0) = e0
% 57.85/23.55  																																																					|
% 57.85/23.55  																																																					+-Applying beta-rule and splitting (1574), into two cases.
% 57.85/23.55  																																																					|-Branch one:
% 57.85/23.55  																																																					| (647) all_0_57_57 = e1
% 57.85/23.55  																																																					|
% 57.85/23.55  																																																						| Combining equations (647,442) yields a new equation:
% 57.85/23.55  																																																						| (617) e2 = e1
% 57.85/23.55  																																																						|
% 57.85/23.55  																																																						| Equations (617) can reduce 122 to:
% 57.85/23.55  																																																						| (266) $false
% 57.85/23.55  																																																						|
% 57.85/23.55  																																																						|-The branch is then unsatisfiable
% 57.85/23.55  																																																					|-Branch two:
% 57.85/23.55  																																																					| (1670)  ~ (all_0_57_57 = e1)
% 57.85/23.55  																																																					| (918) all_0_58_58 = e1
% 57.85/23.55  																																																					|
% 57.85/23.55  																																																						| Equations (918) can reduce 491 to:
% 57.85/23.55  																																																						| (233)  ~ (e1 = e0)
% 57.85/23.55  																																																						|
% 57.85/23.55  																																																						+-Applying beta-rule and splitting (56), into two cases.
% 57.85/23.55  																																																						|-Branch one:
% 57.85/23.55  																																																						| (696) unit = e2
% 57.85/23.55  																																																						|
% 57.85/23.55  																																																							| From (696) and (209) follows:
% 57.85/23.55  																																																							| (7585) op(e2, e0) = e0
% 57.85/23.55  																																																							|
% 57.85/23.55  																																																							| From (696) and (28) follows:
% 57.85/23.55  																																																							| (699) op(e1, e2) = e1
% 57.85/23.55  																																																							|
% 57.85/23.55  																																																							| Instantiating formula (29) with e2, e0, e0, e3 and discharging atoms op(e2, e0) = e3, op(e2, e0) = e0, yields:
% 57.85/23.55  																																																							| (676) e3 = e0
% 57.85/23.55  																																																							|
% 57.85/23.55  																																																							| Instantiating formula (29) with e1, e2, e1, e3 and discharging atoms op(e1, e2) = e3, op(e1, e2) = e1, yields:
% 57.85/23.55  																																																							| (455) e3 = e1
% 57.85/23.55  																																																							|
% 57.85/23.55  																																																							| Combining equations (676,455) yields a new equation:
% 57.85/23.55  																																																							| (431) e1 = e0
% 57.85/23.55  																																																							|
% 57.85/23.55  																																																							| Equations (431) can reduce 233 to:
% 57.85/23.55  																																																							| (266) $false
% 57.85/23.55  																																																							|
% 57.85/23.55  																																																							|-The branch is then unsatisfiable
% 57.85/23.55  																																																						|-Branch two:
% 57.85/23.55  																																																						| (707)  ~ (unit = e2)
% 57.85/23.55  																																																						| (708) unit = e4 | unit = e3 | unit = e1 | unit = e0
% 57.85/23.55  																																																						|
% 57.85/23.55  																																																							+-Applying beta-rule and splitting (708), into two cases.
% 57.85/23.55  																																																							|-Branch one:
% 57.85/23.55  																																																							| (709) unit = e4
% 57.85/23.55  																																																							|
% 57.85/23.55  																																																								| From (709) and (227) follows:
% 57.85/23.55  																																																								| (710) op(e4, e4) = e4
% 57.85/23.55  																																																								|
% 57.85/23.55  																																																								| From (709) and (40) follows:
% 57.85/23.55  																																																								| (711) op(e3, e4) = e3
% 57.85/23.55  																																																								|
% 57.85/23.55  																																																								| From (709) and (32) follows:
% 57.85/23.55  																																																								| (712) op(e2, e4) = e2
% 57.85/23.55  																																																								|
% 57.85/23.55  																																																								| From (709) and (42) follows:
% 57.85/23.55  																																																								| (713) op(e0, e4) = e0
% 57.85/23.55  																																																								|
% 57.85/23.55  																																																								| Instantiating formula (29) with e4, e4, e4, e1 and discharging atoms op(e4, e4) = e4, op(e4, e4) = e1, yields:
% 57.85/23.55  																																																								| (630) e4 = e1
% 57.85/23.55  																																																								|
% 57.85/23.55  																																																								| Instantiating formula (29) with e3, e4, e3, e2 and discharging atoms op(e3, e4) = e3, op(e3, e4) = e2, yields:
% 57.85/23.55  																																																								| (662) e3 = e2
% 57.85/23.55  																																																								|
% 57.85/23.55  																																																								| Instantiating formula (29) with e2, e4, e2, e4 and discharging atoms op(e2, e4) = e4, op(e2, e4) = e2, yields:
% 57.85/23.55  																																																								| (323) e4 = e2
% 57.85/23.55  																																																								|
% 57.85/23.55  																																																								| Instantiating formula (29) with e0, e4, e0, e3 and discharging atoms op(e0, e4) = e3, op(e0, e4) = e0, yields:
% 57.85/23.55  																																																								| (676) e3 = e0
% 57.85/23.55  																																																								|
% 57.85/23.55  																																																								| Combining equations (323,630) yields a new equation:
% 57.85/23.55  																																																								| (616) e2 = e1
% 57.85/23.55  																																																								|
% 57.85/23.55  																																																								| Simplifying 616 yields:
% 57.85/23.55  																																																								| (617) e2 = e1
% 57.85/23.55  																																																								|
% 57.85/23.55  																																																								| Combining equations (662,676) yields a new equation:
% 57.85/23.55  																																																								| (391) e2 = e0
% 57.85/23.55  																																																								|
% 57.85/23.55  																																																								| Simplifying 391 yields:
% 57.85/23.55  																																																								| (330) e2 = e0
% 57.85/23.56  																																																								|
% 57.85/23.56  																																																								| Combining equations (330,617) yields a new equation:
% 57.85/23.56  																																																								| (431) e1 = e0
% 57.85/23.56  																																																								|
% 57.85/23.56  																																																								| Equations (431) can reduce 233 to:
% 57.85/23.56  																																																								| (266) $false
% 57.85/23.56  																																																								|
% 57.85/23.56  																																																								|-The branch is then unsatisfiable
% 57.85/23.56  																																																							|-Branch two:
% 57.85/23.56  																																																							| (724)  ~ (unit = e4)
% 57.85/23.56  																																																							| (725) unit = e3 | unit = e1 | unit = e0
% 57.85/23.56  																																																							|
% 57.85/23.56  																																																								+-Applying beta-rule and splitting (725), into two cases.
% 57.85/23.56  																																																								|-Branch one:
% 57.85/23.56  																																																								| (726) unit = e0
% 57.85/23.56  																																																								|
% 57.85/23.56  																																																									| From (726) and (24) follows:
% 57.85/23.56  																																																									| (2208) op(e0, e3) = e3
% 57.85/23.56  																																																									|
% 57.85/23.56  																																																									| From (726) and (211) follows:
% 57.85/23.56  																																																									| (15180) op(e0, e1) = e1
% 57.85/23.56  																																																									|
% 57.85/23.56  																																																									| From (726) and (227) follows:
% 57.85/23.56  																																																									| (3205) op(e4, e0) = e4
% 57.85/23.56  																																																									|
% 57.85/23.56  																																																									| From (726) and (32) follows:
% 57.85/23.56  																																																									| (727) op(e2, e0) = e2
% 57.85/23.56  																																																									|
% 57.85/23.56  																																																									| Instantiating formula (29) with e4, e0, e4, e0 and discharging atoms op(e4, e0) = e4, op(e4, e0) = e0, yields:
% 57.85/23.56  																																																									| (397) e4 = e0
% 57.85/23.56  																																																									|
% 57.85/23.56  																																																									| Instantiating formula (29) with e2, e0, e2, e3 and discharging atoms op(e2, e0) = e3, op(e2, e0) = e2, yields:
% 57.85/23.56  																																																									| (662) e3 = e2
% 57.85/23.56  																																																									|
% 57.85/23.56  																																																									| Instantiating formula (29) with e0, e3, e3, e4 and discharging atoms op(e0, e3) = e4, op(e0, e3) = e3, yields:
% 57.85/23.56  																																																									| (425) e4 = e3
% 57.85/23.56  																																																									|
% 57.85/23.56  																																																									| Instantiating formula (29) with e0, e1, e1, e2 and discharging atoms op(e0, e1) = e2, op(e0, e1) = e1, yields:
% 57.85/23.56  																																																									| (617) e2 = e1
% 57.85/23.56  																																																									|
% 57.85/23.56  																																																									| Combining equations (397,425) yields a new equation:
% 57.85/23.56  																																																									| (676) e3 = e0
% 57.85/23.56  																																																									|
% 57.85/23.56  																																																									| Combining equations (676,662) yields a new equation:
% 57.85/23.56  																																																									| (330) e2 = e0
% 57.85/23.56  																																																									|
% 57.85/23.56  																																																									| Combining equations (617,330) yields a new equation:
% 57.85/23.56  																																																									| (546) e1 = e0
% 57.85/23.56  																																																									|
% 57.85/23.56  																																																									| Simplifying 546 yields:
% 57.85/23.56  																																																									| (431) e1 = e0
% 57.85/23.56  																																																									|
% 57.85/23.56  																																																									| Equations (431) can reduce 233 to:
% 57.85/23.56  																																																									| (266) $false
% 57.85/23.56  																																																									|
% 57.85/23.56  																																																									|-The branch is then unsatisfiable
% 57.85/23.56  																																																								|-Branch two:
% 57.85/23.56  																																																								| (734)  ~ (unit = e0)
% 57.85/23.56  																																																								| (735) unit = e3 | unit = e1
% 57.85/23.56  																																																								|
% 57.85/23.56  																																																									+-Applying beta-rule and splitting (735), into two cases.
% 57.85/23.56  																																																									|-Branch one:
% 57.85/23.56  																																																									| (736) unit = e1
% 57.85/23.56  																																																									|
% 57.85/23.56  																																																										| Equations (736) can reduce 734 to:
% 57.85/23.56  																																																										| (233)  ~ (e1 = e0)
% 57.85/23.56  																																																										|
% 57.85/23.56  																																																										| From (736) and (24) follows:
% 57.85/23.56  																																																										| (1934) op(e1, e3) = e3
% 57.85/23.56  																																																										|
% 57.85/23.56  																																																										| From (736) and (15) follows:
% 57.85/23.56  																																																										| (515) op(e1, e2) = e2
% 57.85/23.56  																																																										|
% 57.85/23.56  																																																										| From (736) and (42) follows:
% 57.85/23.56  																																																										| (3221) op(e0, e1) = e0
% 57.85/23.56  																																																										|
% 57.85/23.56  																																																										| Instantiating formula (29) with e1, e3, e3, e1 and discharging atoms op(e1, e3) = e3, op(e1, e3) = e1, yields:
% 57.85/23.56  																																																										| (455) e3 = e1
% 57.85/23.56  																																																										|
% 57.85/23.56  																																																										| Instantiating formula (29) with e1, e2, e2, e3 and discharging atoms op(e1, e2) = e3, op(e1, e2) = e2, yields:
% 57.85/23.56  																																																										| (662) e3 = e2
% 57.85/23.56  																																																										|
% 57.85/23.56  																																																										| Instantiating formula (29) with e0, e1, e0, e2 and discharging atoms op(e0, e1) = e2, op(e0, e1) = e0, yields:
% 57.85/23.56  																																																										| (330) e2 = e0
% 57.85/23.56  																																																										|
% 57.85/23.56  																																																										| Combining equations (662,455) yields a new equation:
% 57.85/23.56  																																																										| (616) e2 = e1
% 57.85/23.56  																																																										|
% 57.85/23.56  																																																										| Simplifying 616 yields:
% 57.85/23.56  																																																										| (617) e2 = e1
% 57.85/23.56  																																																										|
% 57.85/23.56  																																																										| Combining equations (617,330) yields a new equation:
% 57.85/23.56  																																																										| (546) e1 = e0
% 57.85/23.56  																																																										|
% 57.85/23.56  																																																										| Simplifying 546 yields:
% 57.85/23.56  																																																										| (431) e1 = e0
% 57.85/23.56  																																																										|
% 57.85/23.56  																																																										| Equations (431) can reduce 233 to:
% 57.85/23.56  																																																										| (266) $false
% 57.85/23.56  																																																										|
% 57.85/23.56  																																																										|-The branch is then unsatisfiable
% 57.85/23.56  																																																									|-Branch two:
% 57.85/23.56  																																																									| (748)  ~ (unit = e1)
% 57.85/23.56  																																																									| (749) unit = e3
% 57.85/23.56  																																																									|
% 57.85/23.56  																																																										| From (749) and (244) follows:
% 57.85/23.56  																																																										| (750) op(e3, e4) = e4
% 57.85/23.56  																																																										|
% 57.85/23.56  																																																										| From (749) and (15) follows:
% 57.85/23.56  																																																										| (751) op(e3, e2) = e2
% 57.85/23.56  																																																										|
% 57.85/23.56  																																																										| From (749) and (42) follows:
% 57.85/23.56  																																																										| (752) op(e0, e3) = e0
% 57.85/23.56  																																																										|
% 57.85/23.56  																																																										| Instantiating formula (29) with e3, e4, e4, e2 and discharging atoms op(e3, e4) = e4, op(e3, e4) = e2, yields:
% 57.85/23.56  																																																										| (323) e4 = e2
% 57.85/23.56  																																																										|
% 57.85/23.56  																																																										| Instantiating formula (29) with e3, e2, e2, e1 and discharging atoms op(e3, e2) = e2, op(e3, e2) = e1, yields:
% 57.85/23.56  																																																										| (617) e2 = e1
% 57.85/23.56  																																																										|
% 57.85/23.56  																																																										| Instantiating formula (29) with e0, e3, e0, e4 and discharging atoms op(e0, e3) = e4, op(e0, e3) = e0, yields:
% 57.85/23.56  																																																										| (397) e4 = e0
% 57.85/23.56  																																																										|
% 57.85/23.56  																																																										| Combining equations (397,323) yields a new equation:
% 57.85/23.56  																																																										| (330) e2 = e0
% 57.85/23.56  																																																										|
% 57.85/23.56  																																																										| Combining equations (330,617) yields a new equation:
% 57.85/23.56  																																																										| (431) e1 = e0
% 57.85/23.56  																																																										|
% 57.85/23.56  																																																										| Equations (431) can reduce 233 to:
% 57.85/23.56  																																																										| (266) $false
% 57.85/23.56  																																																										|
% 57.85/23.56  																																																										|-The branch is then unsatisfiable
% 57.85/23.56  																																																				|-Branch two:
% 57.85/23.56  																																																				| (1401)  ~ (all_0_40_40 = e0)
% 57.85/23.56  																																																				| (1748) all_0_44_44 = e0 | all_0_49_49 = e0 | all_0_58_58 = e0
% 57.85/23.56  																																																				|
% 57.85/23.56  																																																					+-Applying beta-rule and splitting (150), into two cases.
% 57.85/23.56  																																																					|-Branch one:
% 57.85/23.56  																																																					| (1378) all_0_40_40 = e4
% 57.85/23.56  																																																					|
% 57.85/23.56  																																																						| Equations (1378) can reduce 447 to:
% 57.85/23.56  																																																						| (266) $false
% 57.85/23.56  																																																						|
% 57.85/23.56  																																																						|-The branch is then unsatisfiable
% 57.85/23.56  																																																					|-Branch two:
% 57.85/23.56  																																																					| (447)  ~ (all_0_40_40 = e4)
% 57.85/23.56  																																																					| (2271) all_0_44_44 = e4 | all_0_49_49 = e4 | all_0_53_53 = e4 | all_0_58_58 = e4
% 57.85/23.56  																																																					|
% 57.85/23.56  																																																						+-Applying beta-rule and splitting (316), into two cases.
% 57.85/23.56  																																																						|-Branch one:
% 57.85/23.56  																																																						| (1378) all_0_40_40 = e4
% 57.85/23.56  																																																						|
% 57.85/23.56  																																																							| Equations (1378) can reduce 447 to:
% 57.85/23.56  																																																							| (266) $false
% 57.85/23.56  																																																							|
% 57.85/23.56  																																																							|-The branch is then unsatisfiable
% 57.85/23.56  																																																						|-Branch two:
% 57.85/23.56  																																																						| (447)  ~ (all_0_40_40 = e4)
% 57.85/23.56  																																																						| (485) all_0_40_40 = e0
% 57.85/23.56  																																																						|
% 57.85/23.56  																																																							| Equations (485) can reduce 1401 to:
% 57.85/23.56  																																																							| (266) $false
% 57.85/23.56  																																																							|
% 57.85/23.56  																																																							|-The branch is then unsatisfiable
% 57.85/23.56  																																																		|-Branch two:
% 57.85/23.56  																																																		| (1380)  ~ (all_0_42_42 = e1)
% 57.85/23.56  																																																		| (516) all_0_42_42 = e3
% 57.85/23.56  																																																		|
% 57.85/23.56  																																																			| Equations (516) can reduce 405 to:
% 57.85/23.56  																																																			| (266) $false
% 57.85/23.56  																																																			|
% 57.85/23.56  																																																			|-The branch is then unsatisfiable
% 57.85/23.56  																																												|-Branch two:
% 57.85/23.56  																																												| (1377)  ~ (all_0_39_39 = e4)
% 57.85/23.56  																																												| (480) all_0_39_39 = e0
% 57.85/23.56  																																												|
% 57.85/23.56  																																													| Equations (480) can reduce 484 to:
% 57.85/23.56  																																													| (266) $false
% 57.85/23.56  																																													|
% 57.85/23.56  																																													|-The branch is then unsatisfiable
% 57.85/23.56  																																				|-Branch two:
% 57.85/23.56  																																				| (338)  ~ (all_0_47_47 = e2)
% 57.85/23.56  																																				| (10761) all_0_48_48 = e2 | all_0_49_49 = e2
% 57.85/23.56  																																				|
% 57.85/23.56  																																					+-Applying beta-rule and splitting (537), into two cases.
% 57.85/23.56  																																					|-Branch one:
% 57.85/23.56  																																					| (884) all_0_49_49 = e3
% 57.85/23.56  																																					|
% 57.85/23.56  																																						| Equations (884) can reduce 340 to:
% 57.85/23.56  																																						| (212)  ~ (e3 = e2)
% 57.85/23.56  																																						|
% 57.85/23.56  																																						+-Applying beta-rule and splitting (10761), into two cases.
% 57.85/23.56  																																						|-Branch one:
% 57.85/23.56  																																						| (335) all_0_48_48 = e2
% 57.85/23.56  																																						|
% 57.85/23.56  																																							| Combining equations (335,615) yields a new equation:
% 57.85/23.56  																																							| (616) e2 = e1
% 57.85/23.56  																																							|
% 57.85/23.56  																																							| Simplifying 616 yields:
% 57.85/23.56  																																							| (617) e2 = e1
% 57.85/23.56  																																							|
% 57.85/23.56  																																							| Equations (617) can reduce 122 to:
% 57.85/23.56  																																							| (266) $false
% 57.85/23.56  																																							|
% 57.85/23.56  																																							|-The branch is then unsatisfiable
% 57.85/23.56  																																						|-Branch two:
% 57.85/23.56  																																						| (810)  ~ (all_0_48_48 = e2)
% 57.85/23.56  																																						| (583) all_0_49_49 = e2
% 57.85/23.56  																																						|
% 57.85/23.56  																																							| Combining equations (884,583) yields a new equation:
% 57.85/23.56  																																							| (661) e3 = e2
% 57.85/23.56  																																							|
% 57.85/23.56  																																							| Simplifying 661 yields:
% 57.85/23.56  																																							| (662) e3 = e2
% 57.85/23.56  																																							|
% 57.85/23.56  																																							| Equations (662) can reduce 212 to:
% 57.85/23.56  																																							| (266) $false
% 57.85/23.56  																																							|
% 57.85/23.56  																																							|-The branch is then unsatisfiable
% 57.85/23.56  																																					|-Branch two:
% 57.85/23.56  																																					| (525)  ~ (all_0_49_49 = e3)
% 57.85/23.56  																																					| (887) all_0_53_53 = e3 | all_0_58_58 = e3
% 57.85/23.56  																																					|
% 57.85/23.56  																																						+-Applying beta-rule and splitting (887), into two cases.
% 57.85/23.56  																																						|-Branch one:
% 57.85/23.56  																																						| (665) all_0_53_53 = e3
% 57.85/23.56  																																						|
% 57.85/23.56  																																							| Combining equations (665,607) yields a new equation:
% 57.85/23.56  																																							| (661) e3 = e2
% 57.85/23.56  																																							|
% 57.85/23.56  																																							| Simplifying 661 yields:
% 57.85/23.56  																																							| (662) e3 = e2
% 57.85/23.56  																																							|
% 57.85/23.56  																																							| Equations (662) can reduce 212 to:
% 57.85/23.56  																																							| (266) $false
% 57.85/23.56  																																							|
% 57.85/23.56  																																							|-The branch is then unsatisfiable
% 57.85/23.56  																																						|-Branch two:
% 57.85/23.56  																																						| (903)  ~ (all_0_53_53 = e3)
% 57.85/23.56  																																						| (795) all_0_58_58 = e3
% 57.85/23.56  																																						|
% 57.85/23.56  																																							| Equations (795) can reduce 276 to:
% 57.85/23.56  																																							| (266) $false
% 57.85/23.56  																																							|
% 57.85/23.56  																																							|-The branch is then unsatisfiable
% 57.85/23.56  																															|-Branch two:
% 57.85/23.56  																															| (509)  ~ (all_0_53_53 = e2)
% 57.85/23.56  																															| (610) all_0_53_53 = e4 | all_0_53_53 = e3 | all_0_53_53 = e1
% 57.85/23.56  																															|
% 57.85/23.56  																																+-Applying beta-rule and splitting (610), into two cases.
% 57.85/23.56  																																|-Branch one:
% 57.85/23.56  																																| (1298) all_0_53_53 = e4
% 57.85/23.56  																																|
% 57.85/23.56  																																	| Equations (1298) can reduce 1453 to:
% 57.85/23.56  																																	| (266) $false
% 57.85/23.56  																																	|
% 57.85/23.56  																																	|-The branch is then unsatisfiable
% 57.85/23.56  																																|-Branch two:
% 57.85/23.56  																																| (1453)  ~ (all_0_53_53 = e4)
% 57.85/23.56  																																| (1694) all_0_53_53 = e3 | all_0_53_53 = e1
% 57.85/23.56  																																|
% 57.85/23.56  																																	+-Applying beta-rule and splitting (1694), into two cases.
% 57.85/23.56  																																	|-Branch one:
% 57.85/23.56  																																	| (1208) all_0_53_53 = e1
% 57.85/23.56  																																	|
% 57.85/23.56  																																		| Equations (1208) can reduce 1459 to:
% 57.85/23.56  																																		| (266) $false
% 57.85/23.56  																																		|
% 57.85/23.56  																																		|-The branch is then unsatisfiable
% 57.85/23.56  																																	|-Branch two:
% 57.85/23.56  																																	| (1459)  ~ (all_0_53_53 = e1)
% 57.85/23.56  																																	| (665) all_0_53_53 = e3
% 57.85/23.56  																																	|
% 57.85/23.56  																																		| Equations (665) can reduce 162 to:
% 57.85/23.56  																																		| (2)  ~ (all_0_40_40 = e3)
% 57.85/23.56  																																		|
% 57.85/23.56  																																		| Equations (665) can reduce 220 to:
% 57.85/23.56  																																		| (407)  ~ (all_0_44_44 = e3)
% 57.85/23.56  																																		|
% 57.85/23.56  																																		| Equations (665) can reduce 65 to:
% 57.85/23.56  																																		| (525)  ~ (all_0_49_49 = e3)
% 57.85/23.56  																																		|
% 57.85/23.56  																																		| Equations (665) can reduce 10 to:
% 57.85/23.56  																																		| (275)  ~ (all_0_58_58 = e3)
% 57.85/23.56  																																		|
% 57.85/23.56  																																		| Simplifying 275 yields:
% 57.85/23.56  																																		| (276)  ~ (all_0_58_58 = e3)
% 57.85/23.56  																																		|
% 57.85/23.56  																																		| Equations (665) can reduce 1453 to:
% 57.85/23.56  																																		| (277)  ~ (e4 = e3)
% 57.85/23.56  																																		|
% 57.85/23.56  																																		| Simplifying 277 yields:
% 57.85/23.56  																																		| (188)  ~ (e4 = e3)
% 57.85/23.56  																																		|
% 57.85/23.56  																																		| Equations (665) can reduce 509 to:
% 57.85/23.56  																																		| (212)  ~ (e3 = e2)
% 57.85/23.56  																																		|
% 57.85/23.56  																																		| Equations (665) can reduce 247 to:
% 57.85/23.56  																																		| (80)  ~ (e3 = e0)
% 57.85/23.56  																																		|
% 57.85/23.56  																																		+-Applying beta-rule and splitting (7), into two cases.
% 57.85/23.56  																																		|-Branch one:
% 57.85/23.56  																																		| (504) all_0_51_51 = e2
% 57.85/23.56  																																		|
% 57.85/23.56  																																			| Equations (504) can reduce 139 to:
% 57.85/23.56  																																			| (294)  ~ (all_0_39_39 = e2)
% 57.85/23.56  																																			|
% 57.85/23.56  																																			| Equations (504) can reduce 224 to:
% 57.85/23.56  																																			| (338)  ~ (all_0_47_47 = e2)
% 57.85/23.56  																																			|
% 57.85/23.56  																																			| Equations (504) can reduce 464 to:
% 57.85/23.56  																																			| (122)  ~ (e2 = e1)
% 57.85/23.56  																																			|
% 57.85/23.56  																																			| From (504) and (186) follows:
% 57.85/23.56  																																			| (515) op(e1, e2) = e2
% 57.85/23.56  																																			|
% 57.85/23.56  																																			+-Applying beta-rule and splitting (10171), into two cases.
% 57.85/23.56  																																			|-Branch one:
% 57.85/23.56  																																			| (1105) all_0_47_47 = e2
% 57.85/23.56  																																			|
% 57.85/23.56  																																				| Equations (1105) can reduce 338 to:
% 57.85/23.56  																																				| (266) $false
% 57.85/23.56  																																				|
% 57.85/23.56  																																				|-The branch is then unsatisfiable
% 57.85/23.56  																																			|-Branch two:
% 57.85/23.56  																																			| (338)  ~ (all_0_47_47 = e2)
% 57.85/23.56  																																			| (10761) all_0_48_48 = e2 | all_0_49_49 = e2
% 57.85/23.56  																																			|
% 57.85/23.56  																																				+-Applying beta-rule and splitting (10761), into two cases.
% 57.85/23.56  																																				|-Branch one:
% 57.85/23.56  																																				| (335) all_0_48_48 = e2
% 57.85/23.56  																																				|
% 57.85/23.56  																																					| Combining equations (615,335) yields a new equation:
% 57.85/23.56  																																					| (617) e2 = e1
% 57.85/23.56  																																					|
% 57.85/23.56  																																					| Equations (617) can reduce 122 to:
% 57.85/23.56  																																					| (266) $false
% 57.85/23.56  																																					|
% 57.85/23.56  																																					|-The branch is then unsatisfiable
% 57.85/23.56  																																				|-Branch two:
% 57.85/23.56  																																				| (810)  ~ (all_0_48_48 = e2)
% 57.85/23.56  																																				| (583) all_0_49_49 = e2
% 57.85/23.56  																																				|
% 57.85/23.56  																																					| Equations (583) can reduce 200 to:
% 57.85/23.56  																																					| (296)  ~ (all_0_40_40 = e2)
% 57.85/23.56  																																					|
% 57.85/23.56  																																					| Equations (583) can reduce 9 to:
% 57.85/23.56  																																					| (147)  ~ (all_0_44_44 = e2)
% 57.85/23.56  																																					|
% 57.85/23.56  																																					| Equations (583) can reduce 119 to:
% 57.85/23.56  																																					| (1186)  ~ (all_0_58_58 = e2)
% 57.85/23.56  																																					|
% 57.85/23.56  																																					| Simplifying 1186 yields:
% 57.85/23.56  																																					| (908)  ~ (all_0_58_58 = e2)
% 57.85/23.56  																																					|
% 57.85/23.56  																																					| Equations (583) can reduce 525 to:
% 57.85/23.56  																																					| (626)  ~ (e3 = e2)
% 57.85/23.56  																																					|
% 57.85/23.56  																																					| Simplifying 626 yields:
% 57.85/23.56  																																					| (212)  ~ (e3 = e2)
% 57.85/23.56  																																					|
% 57.85/23.56  																																					+-Applying beta-rule and splitting (180), into two cases.
% 57.85/23.56  																																					|-Branch one:
% 57.85/23.56  																																					| (516) all_0_42_42 = e3
% 57.85/23.56  																																					|
% 57.85/23.56  																																						| Equations (516) can reduce 405 to:
% 57.85/23.56  																																						| (266) $false
% 57.85/23.56  																																						|
% 57.85/23.56  																																						|-The branch is then unsatisfiable
% 57.85/23.56  																																					|-Branch two:
% 57.85/23.56  																																					| (405)  ~ (all_0_42_42 = e3)
% 57.85/23.56  																																					| (521) all_0_47_47 = e3 | all_0_51_51 = e3 | all_0_56_56 = e3
% 57.85/23.56  																																					|
% 57.85/23.56  																																						+-Applying beta-rule and splitting (521), into two cases.
% 57.85/23.56  																																						|-Branch one:
% 57.85/23.56  																																						| (522) all_0_47_47 = e3
% 57.85/23.56  																																						|
% 57.85/23.56  																																							| Equations (522) can reduce 462 to:
% 57.85/23.56  																																							| (213)  ~ (e3 = e1)
% 57.85/23.56  																																							|
% 57.85/23.56  																																							| From (522) and (23) follows:
% 57.85/23.56  																																							| (531) op(e2, e2) = e3
% 57.85/23.56  																																							|
% 57.85/23.56  																																							+-Applying beta-rule and splitting (103), into two cases.
% 57.85/23.56  																																							|-Branch one:
% 57.85/23.56  																																							| (453) all_0_41_41 = e1
% 57.85/23.56  																																							|
% 57.85/23.56  																																								| Combining equations (453,403) yields a new equation:
% 57.85/23.56  																																								| (455) e3 = e1
% 57.85/23.56  																																								|
% 57.85/23.56  																																								| Equations (455) can reduce 213 to:
% 57.85/23.56  																																								| (266) $false
% 57.85/23.56  																																								|
% 57.85/23.56  																																								|-The branch is then unsatisfiable
% 57.85/23.56  																																							|-Branch two:
% 57.85/23.56  																																							| (457)  ~ (all_0_41_41 = e1)
% 57.85/23.56  																																							| (458) all_0_42_42 = e1 | all_0_43_43 = e1 | all_0_44_44 = e1
% 57.85/23.56  																																							|
% 57.85/23.56  																																								+-Applying beta-rule and splitting (216), into two cases.
% 57.85/23.56  																																								|-Branch one:
% 57.85/23.56  																																								| (629) all_0_55_55 = e1
% 57.85/23.56  																																								|
% 57.85/23.56  																																									| Combining equations (587,629) yields a new equation:
% 57.85/23.56  																																									| (636) e4 = e1
% 57.85/23.56  																																									|
% 57.85/23.56  																																									| Simplifying 636 yields:
% 57.85/23.56  																																									| (630) e4 = e1
% 57.85/23.56  																																									|
% 57.85/23.56  																																									| Equations (630) can reduce 110 to:
% 57.85/23.56  																																									| (266) $false
% 57.85/23.56  																																									|
% 57.85/23.56  																																									|-The branch is then unsatisfiable
% 57.85/23.56  																																								|-Branch two:
% 57.85/23.56  																																								| (632)  ~ (all_0_55_55 = e1)
% 57.85/23.56  																																								| (633) all_0_56_56 = e1 | all_0_57_57 = e1 | all_0_58_58 = e1
% 57.85/23.56  																																								|
% 57.85/23.56  																																									+-Applying beta-rule and splitting (75), into two cases.
% 57.85/23.56  																																									|-Branch one:
% 57.85/23.56  																																									| (485) all_0_40_40 = e0
% 57.85/23.56  																																									|
% 57.85/23.56  																																										| Equations (485) can reduce 176 to:
% 57.85/23.56  																																										| (484)  ~ (all_0_39_39 = e0)
% 57.85/23.56  																																										|
% 57.85/23.56  																																										| Equations (485) can reduce 2 to:
% 57.85/23.56  																																										| (541)  ~ (e3 = e0)
% 57.85/23.56  																																										|
% 57.85/23.56  																																										| Simplifying 541 yields:
% 57.85/23.56  																																										| (80)  ~ (e3 = e0)
% 57.85/23.56  																																										|
% 57.85/23.56  																																										+-Applying beta-rule and splitting (104), into two cases.
% 57.85/23.56  																																										|-Branch one:
% 57.85/23.56  																																										| (480) all_0_39_39 = e0
% 57.85/23.56  																																										|
% 57.85/23.56  																																											| Equations (480) can reduce 484 to:
% 57.85/23.56  																																											| (266) $false
% 57.85/23.56  																																											|
% 57.85/23.56  																																											|-The branch is then unsatisfiable
% 57.85/23.56  																																										|-Branch two:
% 57.85/23.56  																																										| (484)  ~ (all_0_39_39 = e0)
% 57.85/23.56  																																										| (558) all_0_42_42 = e0 | all_0_47_47 = e0 | all_0_56_56 = e0
% 57.85/23.56  																																										|
% 57.85/23.56  																																											+-Applying beta-rule and splitting (108), into two cases.
% 57.85/23.56  																																											|-Branch one:
% 57.85/23.56  																																											| (624) all_0_58_58 = e2
% 57.85/23.56  																																											|
% 57.85/23.56  																																												| Equations (624) can reduce 908 to:
% 57.85/23.56  																																												| (266) $false
% 57.85/23.56  																																												|
% 57.85/23.56  																																												|-The branch is then unsatisfiable
% 57.85/23.56  																																											|-Branch two:
% 57.85/23.56  																																											| (908)  ~ (all_0_58_58 = e2)
% 57.85/23.56  																																											| (909) all_0_58_58 = e4 | all_0_58_58 = e3 | all_0_58_58 = e1 | all_0_58_58 = e0
% 57.85/23.56  																																											|
% 57.85/23.56  																																												+-Applying beta-rule and splitting (125), into two cases.
% 57.85/23.56  																																												|-Branch one:
% 57.85/23.56  																																												| (858) all_0_55_55 = e0
% 57.85/23.56  																																												|
% 57.85/23.56  																																													| Combining equations (587,858) yields a new equation:
% 57.85/23.56  																																													| (481) e4 = e0
% 57.85/23.56  																																													|
% 57.85/23.56  																																													| Simplifying 481 yields:
% 57.85/23.56  																																													| (397) e4 = e0
% 57.85/23.56  																																													|
% 57.85/23.56  																																													| Equations (397) can reduce 49 to:
% 57.85/23.56  																																													| (266) $false
% 57.85/23.56  																																													|
% 57.85/23.56  																																													|-The branch is then unsatisfiable
% 57.85/23.56  																																												|-Branch two:
% 57.85/23.56  																																												| (803)  ~ (all_0_55_55 = e0)
% 57.85/23.56  																																												| (863) all_0_56_56 = e0 | all_0_57_57 = e0 | all_0_58_58 = e0
% 57.85/23.56  																																												|
% 57.85/23.56  																																													+-Applying beta-rule and splitting (909), into two cases.
% 57.85/23.56  																																													|-Branch one:
% 57.85/23.56  																																													| (910) all_0_58_58 = e4
% 57.85/23.56  																																													|
% 57.85/23.56  																																														| Equations (910) can reduce 451 to:
% 57.85/23.56  																																														| (266) $false
% 57.85/23.56  																																														|
% 57.85/23.56  																																														|-The branch is then unsatisfiable
% 57.85/23.56  																																													|-Branch two:
% 57.85/23.56  																																													| (451)  ~ (all_0_58_58 = e4)
% 57.85/23.56  																																													| (913) all_0_58_58 = e3 | all_0_58_58 = e1 | all_0_58_58 = e0
% 57.85/23.56  																																													|
% 57.85/23.56  																																														+-Applying beta-rule and splitting (558), into two cases.
% 57.85/23.56  																																														|-Branch one:
% 57.85/23.56  																																														| (559) all_0_42_42 = e0
% 57.85/23.56  																																														|
% 57.85/23.56  																																															| Equations (559) can reduce 358 to:
% 57.85/23.56  																																															| (266) $false
% 57.85/23.56  																																															|
% 57.85/23.56  																																															|-The branch is then unsatisfiable
% 57.85/23.56  																																														|-Branch two:
% 57.85/23.56  																																														| (358)  ~ (all_0_42_42 = e0)
% 57.85/23.56  																																														| (563) all_0_47_47 = e0 | all_0_56_56 = e0
% 57.85/23.56  																																														|
% 57.85/23.56  																																															+-Applying beta-rule and splitting (863), into two cases.
% 57.85/23.56  																																															|-Branch one:
% 57.85/23.56  																																															| (679) all_0_56_56 = e0
% 57.85/23.56  																																															|
% 57.85/23.56  																																																| Equations (679) can reduce 44 to:
% 57.85/23.56  																																																| (490)  ~ (all_0_58_58 = e0)
% 57.85/23.56  																																																|
% 57.85/23.56  																																																| Simplifying 490 yields:
% 57.85/23.56  																																																| (491)  ~ (all_0_58_58 = e0)
% 57.85/23.56  																																																|
% 57.85/23.56  																																																| From (679) and (111) follows:
% 57.85/23.56  																																																| (1613) op(e0, e2) = e0
% 57.85/23.56  																																																|
% 57.85/23.56  																																																+-Applying beta-rule and splitting (131), into two cases.
% 57.85/23.56  																																																|-Branch one:
% 57.85/23.56  																																																| (459) all_0_42_42 = e1
% 57.85/23.56  																																																|
% 57.85/23.56  																																																	| From (459) and (210) follows:
% 57.85/23.56  																																																	| (470) op(e3, e2) = e1
% 57.85/23.56  																																																	|
% 57.85/23.56  																																																	+-Applying beta-rule and splitting (913), into two cases.
% 57.85/23.56  																																																	|-Branch one:
% 57.85/23.56  																																																	| (914) all_0_58_58 = e0
% 57.85/23.56  																																																	|
% 57.85/23.56  																																																		| Equations (914) can reduce 491 to:
% 57.85/23.56  																																																		| (266) $false
% 57.85/23.56  																																																		|
% 57.85/23.56  																																																		|-The branch is then unsatisfiable
% 57.85/23.56  																																																	|-Branch two:
% 57.85/23.56  																																																	| (491)  ~ (all_0_58_58 = e0)
% 57.85/23.56  																																																	| (917) all_0_58_58 = e3 | all_0_58_58 = e1
% 57.85/23.56  																																																	|
% 57.85/23.56  																																																		+-Applying beta-rule and splitting (917), into two cases.
% 57.85/23.56  																																																		|-Branch one:
% 57.85/23.56  																																																		| (918) all_0_58_58 = e1
% 57.85/23.56  																																																		|
% 57.85/23.56  																																																			| Equations (918) can reduce 491 to:
% 57.85/23.56  																																																			| (233)  ~ (e1 = e0)
% 57.85/23.56  																																																			|
% 57.85/23.56  																																																			+-Applying beta-rule and splitting (56), into two cases.
% 57.85/23.56  																																																			|-Branch one:
% 57.85/23.56  																																																			| (696) unit = e2
% 57.85/23.56  																																																			|
% 57.85/23.56  																																																				| From (696) and (24) follows:
% 57.85/23.56  																																																				| (697) op(e2, e3) = e3
% 57.85/23.56  																																																				|
% 57.85/23.56  																																																				| From (696) and (32) follows:
% 57.85/23.56  																																																				| (698) op(e2, e2) = e2
% 57.85/23.56  																																																				|
% 57.85/23.56  																																																				| From (696) and (28) follows:
% 57.85/23.56  																																																				| (699) op(e1, e2) = e1
% 57.85/23.56  																																																				|
% 57.85/23.56  																																																				| Instantiating formula (29) with e2, e3, e3, e0 and discharging atoms op(e2, e3) = e3, op(e2, e3) = e0, yields:
% 57.85/23.56  																																																				| (676) e3 = e0
% 57.85/23.56  																																																				|
% 57.85/23.56  																																																				| Instantiating formula (29) with e2, e2, e2, e3 and discharging atoms op(e2, e2) = e3, op(e2, e2) = e2, yields:
% 57.85/23.56  																																																				| (662) e3 = e2
% 57.85/23.56  																																																				|
% 57.85/23.56  																																																				| Instantiating formula (29) with e1, e2, e1, e2 and discharging atoms op(e1, e2) = e2, op(e1, e2) = e1, yields:
% 57.85/23.56  																																																				| (617) e2 = e1
% 57.85/23.56  																																																				|
% 57.85/23.56  																																																				| Combining equations (662,676) yields a new equation:
% 57.85/23.56  																																																				| (391) e2 = e0
% 57.85/23.56  																																																				|
% 57.85/23.56  																																																				| Simplifying 391 yields:
% 57.85/23.56  																																																				| (330) e2 = e0
% 57.85/23.56  																																																				|
% 57.85/23.56  																																																				| Combining equations (330,617) yields a new equation:
% 57.85/23.56  																																																				| (431) e1 = e0
% 57.85/23.56  																																																				|
% 57.85/23.56  																																																				| Equations (431) can reduce 233 to:
% 57.85/23.56  																																																				| (266) $false
% 57.85/23.56  																																																				|
% 57.85/23.56  																																																				|-The branch is then unsatisfiable
% 57.85/23.56  																																																			|-Branch two:
% 57.85/23.56  																																																			| (707)  ~ (unit = e2)
% 57.85/23.56  																																																			| (708) unit = e4 | unit = e3 | unit = e1 | unit = e0
% 57.85/23.56  																																																			|
% 57.85/23.56  																																																				+-Applying beta-rule and splitting (708), into two cases.
% 57.85/23.56  																																																				|-Branch one:
% 57.85/23.56  																																																				| (709) unit = e4
% 57.85/23.56  																																																				|
% 57.85/23.56  																																																					| From (709) and (227) follows:
% 57.85/23.57  																																																					| (710) op(e4, e4) = e4
% 57.85/23.57  																																																					|
% 57.85/23.57  																																																					| From (709) and (40) follows:
% 57.85/23.57  																																																					| (711) op(e3, e4) = e3
% 57.85/23.57  																																																					|
% 57.85/23.57  																																																					| From (709) and (32) follows:
% 57.85/23.57  																																																					| (712) op(e2, e4) = e2
% 57.85/23.57  																																																					|
% 57.85/23.57  																																																					| From (709) and (42) follows:
% 57.85/23.57  																																																					| (713) op(e0, e4) = e0
% 57.85/23.57  																																																					|
% 57.85/23.57  																																																					| Instantiating formula (29) with e4, e4, e4, e1 and discharging atoms op(e4, e4) = e4, op(e4, e4) = e1, yields:
% 57.85/23.57  																																																					| (630) e4 = e1
% 57.85/23.57  																																																					|
% 57.85/23.57  																																																					| Instantiating formula (29) with e3, e4, e3, e2 and discharging atoms op(e3, e4) = e3, op(e3, e4) = e2, yields:
% 57.85/23.57  																																																					| (662) e3 = e2
% 57.85/23.57  																																																					|
% 57.85/23.57  																																																					| Instantiating formula (29) with e2, e4, e2, e4 and discharging atoms op(e2, e4) = e4, op(e2, e4) = e2, yields:
% 57.85/23.57  																																																					| (323) e4 = e2
% 57.85/23.57  																																																					|
% 57.85/23.57  																																																					| Instantiating formula (29) with e0, e4, e0, e3 and discharging atoms op(e0, e4) = e3, op(e0, e4) = e0, yields:
% 57.85/23.57  																																																					| (676) e3 = e0
% 57.85/23.57  																																																					|
% 57.85/23.57  																																																					| Combining equations (323,630) yields a new equation:
% 57.85/23.57  																																																					| (616) e2 = e1
% 57.85/23.57  																																																					|
% 57.85/23.57  																																																					| Simplifying 616 yields:
% 57.85/23.57  																																																					| (617) e2 = e1
% 57.85/23.57  																																																					|
% 57.85/23.57  																																																					| Combining equations (662,676) yields a new equation:
% 57.85/23.57  																																																					| (391) e2 = e0
% 57.85/23.57  																																																					|
% 57.85/23.57  																																																					| Simplifying 391 yields:
% 57.85/23.57  																																																					| (330) e2 = e0
% 57.85/23.57  																																																					|
% 57.85/23.57  																																																					| Combining equations (330,617) yields a new equation:
% 57.85/23.57  																																																					| (431) e1 = e0
% 57.85/23.57  																																																					|
% 57.85/23.57  																																																					| Equations (431) can reduce 233 to:
% 57.85/23.57  																																																					| (266) $false
% 57.85/23.57  																																																					|
% 57.85/23.57  																																																					|-The branch is then unsatisfiable
% 57.85/23.57  																																																				|-Branch two:
% 57.85/23.57  																																																				| (724)  ~ (unit = e4)
% 57.85/23.57  																																																				| (725) unit = e3 | unit = e1 | unit = e0
% 57.85/23.57  																																																				|
% 57.85/23.57  																																																					+-Applying beta-rule and splitting (725), into two cases.
% 57.85/23.57  																																																					|-Branch one:
% 57.85/23.57  																																																					| (726) unit = e0
% 57.85/23.57  																																																					|
% 57.85/23.57  																																																						| From (726) and (15) follows:
% 57.85/23.57  																																																						| (1508) op(e0, e2) = e2
% 57.85/23.57  																																																						|
% 57.85/23.57  																																																						| From (726) and (211) follows:
% 57.85/23.57  																																																						| (15180) op(e0, e1) = e1
% 57.85/23.57  																																																						|
% 57.85/23.57  																																																						| Instantiating formula (29) with e0, e2, e2, e0 and discharging atoms op(e0, e2) = e2, op(e0, e2) = e0, yields:
% 57.85/23.57  																																																						| (330) e2 = e0
% 57.85/23.57  																																																						|
% 57.85/23.57  																																																						| Instantiating formula (29) with e0, e1, e1, e2 and discharging atoms op(e0, e1) = e2, op(e0, e1) = e1, yields:
% 57.85/23.57  																																																						| (617) e2 = e1
% 57.85/23.57  																																																						|
% 57.85/23.57  																																																						| Combining equations (330,617) yields a new equation:
% 57.85/23.57  																																																						| (431) e1 = e0
% 57.85/23.57  																																																						|
% 57.85/23.57  																																																						| Equations (431) can reduce 233 to:
% 57.85/23.57  																																																						| (266) $false
% 57.85/23.57  																																																						|
% 57.85/23.57  																																																						|-The branch is then unsatisfiable
% 57.85/23.57  																																																					|-Branch two:
% 57.85/23.57  																																																					| (734)  ~ (unit = e0)
% 57.85/23.57  																																																					| (735) unit = e3 | unit = e1
% 57.85/23.57  																																																					|
% 57.85/23.57  																																																						+-Applying beta-rule and splitting (735), into two cases.
% 57.85/23.57  																																																						|-Branch one:
% 57.85/23.57  																																																						| (736) unit = e1
% 57.85/23.57  																																																						|
% 57.85/23.57  																																																							| Equations (736) can reduce 734 to:
% 57.85/23.57  																																																							| (233)  ~ (e1 = e0)
% 57.85/23.57  																																																							|
% 57.85/23.57  																																																							| From (736) and (32) follows:
% 57.85/23.57  																																																							| (347) op(e2, e1) = e2
% 57.85/23.57  																																																							|
% 57.85/23.57  																																																							| From (736) and (42) follows:
% 57.85/23.57  																																																							| (3221) op(e0, e1) = e0
% 57.85/23.57  																																																							|
% 57.85/23.57  																																																							| Instantiating formula (29) with e2, e1, e2, e1 and discharging atoms op(e2, e1) = e2, op(e2, e1) = e1, yields:
% 57.85/23.57  																																																							| (617) e2 = e1
% 57.85/23.57  																																																							|
% 57.85/23.57  																																																							| Instantiating formula (29) with e0, e1, e0, e2 and discharging atoms op(e0, e1) = e2, op(e0, e1) = e0, yields:
% 57.85/23.57  																																																							| (330) e2 = e0
% 57.85/23.57  																																																							|
% 57.85/23.57  																																																							| Combining equations (330,617) yields a new equation:
% 57.85/23.57  																																																							| (431) e1 = e0
% 57.85/23.57  																																																							|
% 57.85/23.57  																																																							| Equations (431) can reduce 233 to:
% 57.85/23.57  																																																							| (266) $false
% 57.85/23.57  																																																							|
% 57.85/23.57  																																																							|-The branch is then unsatisfiable
% 57.85/23.57  																																																						|-Branch two:
% 57.85/23.57  																																																						| (748)  ~ (unit = e1)
% 57.85/23.57  																																																						| (749) unit = e3
% 57.85/23.57  																																																						|
% 57.85/23.57  																																																							| From (749) and (244) follows:
% 57.85/23.57  																																																							| (750) op(e3, e4) = e4
% 57.85/23.57  																																																							|
% 57.85/23.57  																																																							| From (749) and (15) follows:
% 57.85/23.57  																																																							| (751) op(e3, e2) = e2
% 57.85/23.57  																																																							|
% 57.85/23.57  																																																							| From (749) and (42) follows:
% 57.85/23.57  																																																							| (752) op(e0, e3) = e0
% 57.85/23.57  																																																							|
% 57.85/23.57  																																																							| Instantiating formula (29) with e3, e4, e4, e2 and discharging atoms op(e3, e4) = e4, op(e3, e4) = e2, yields:
% 57.85/23.57  																																																							| (323) e4 = e2
% 57.85/23.57  																																																							|
% 57.85/23.57  																																																							| Instantiating formula (29) with e3, e2, e2, e1 and discharging atoms op(e3, e2) = e2, op(e3, e2) = e1, yields:
% 57.85/23.57  																																																							| (617) e2 = e1
% 57.85/23.57  																																																							|
% 57.85/23.57  																																																							| Instantiating formula (29) with e0, e3, e0, e4 and discharging atoms op(e0, e3) = e4, op(e0, e3) = e0, yields:
% 57.85/23.57  																																																							| (397) e4 = e0
% 57.85/23.57  																																																							|
% 57.85/23.57  																																																							| Combining equations (397,323) yields a new equation:
% 57.85/23.57  																																																							| (330) e2 = e0
% 57.85/23.57  																																																							|
% 57.85/23.57  																																																							| Combining equations (330,617) yields a new equation:
% 57.85/23.57  																																																							| (431) e1 = e0
% 57.85/23.57  																																																							|
% 57.85/23.57  																																																							| Equations (431) can reduce 233 to:
% 57.85/23.57  																																																							| (266) $false
% 57.85/23.57  																																																							|
% 57.85/23.57  																																																							|-The branch is then unsatisfiable
% 57.85/23.57  																																																		|-Branch two:
% 57.85/23.57  																																																		| (880)  ~ (all_0_58_58 = e1)
% 57.85/23.57  																																																		| (795) all_0_58_58 = e3
% 57.85/23.57  																																																		|
% 57.85/23.57  																																																			| Equations (795) can reduce 276 to:
% 57.85/23.57  																																																			| (266) $false
% 57.85/23.57  																																																			|
% 57.85/23.57  																																																			|-The branch is then unsatisfiable
% 57.85/23.57  																																																|-Branch two:
% 57.85/23.57  																																																| (1380)  ~ (all_0_42_42 = e1)
% 57.85/23.57  																																																| (3259) all_0_47_47 = e1 | all_0_51_51 = e1 | all_0_56_56 = e1
% 57.85/23.57  																																																|
% 57.85/23.57  																																																	+-Applying beta-rule and splitting (913), into two cases.
% 57.85/23.57  																																																	|-Branch one:
% 57.85/23.57  																																																	| (914) all_0_58_58 = e0
% 57.85/23.57  																																																	|
% 57.85/23.57  																																																		| Equations (914) can reduce 491 to:
% 57.85/23.57  																																																		| (266) $false
% 57.85/23.57  																																																		|
% 57.85/23.57  																																																		|-The branch is then unsatisfiable
% 57.85/23.57  																																																	|-Branch two:
% 57.85/23.57  																																																	| (491)  ~ (all_0_58_58 = e0)
% 57.85/23.57  																																																	| (917) all_0_58_58 = e3 | all_0_58_58 = e1
% 57.85/23.57  																																																	|
% 57.85/23.57  																																																		+-Applying beta-rule and splitting (917), into two cases.
% 57.85/23.57  																																																		|-Branch one:
% 57.85/23.57  																																																		| (918) all_0_58_58 = e1
% 57.85/23.57  																																																		|
% 57.85/23.57  																																																			| Equations (918) can reduce 181 to:
% 57.85/23.57  																																																			| (639)  ~ (all_0_44_44 = e1)
% 57.85/23.57  																																																			|
% 57.85/23.57  																																																			| Equations (918) can reduce 491 to:
% 57.85/23.57  																																																			| (233)  ~ (e1 = e0)
% 57.85/23.57  																																																			|
% 57.85/23.57  																																																			+-Applying beta-rule and splitting (458), into two cases.
% 57.85/23.57  																																																			|-Branch one:
% 57.85/23.57  																																																			| (459) all_0_42_42 = e1
% 57.85/23.57  																																																			|
% 57.85/23.57  																																																				| Equations (459) can reduce 1380 to:
% 57.85/23.57  																																																				| (266) $false
% 57.85/23.57  																																																				|
% 57.85/23.57  																																																				|-The branch is then unsatisfiable
% 57.85/23.57  																																																			|-Branch two:
% 57.85/23.57  																																																			| (1380)  ~ (all_0_42_42 = e1)
% 57.85/23.57  																																																			| (1381) all_0_43_43 = e1 | all_0_44_44 = e1
% 57.85/23.57  																																																			|
% 57.85/23.57  																																																				+-Applying beta-rule and splitting (1381), into two cases.
% 57.85/23.57  																																																				|-Branch one:
% 57.85/23.57  																																																				| (430) all_0_43_43 = e1
% 57.85/23.57  																																																				|
% 57.85/23.57  																																																					| Combining equations (430,356) yields a new equation:
% 57.85/23.57  																																																					| (546) e1 = e0
% 57.85/23.57  																																																					|
% 57.85/23.57  																																																					| Simplifying 546 yields:
% 57.85/23.57  																																																					| (431) e1 = e0
% 57.85/23.57  																																																					|
% 57.85/23.57  																																																					| Equations (431) can reduce 233 to:
% 57.85/23.57  																																																					| (266) $false
% 57.85/23.57  																																																					|
% 57.85/23.57  																																																					|-The branch is then unsatisfiable
% 57.85/23.57  																																																				|-Branch two:
% 57.85/23.57  																																																				| (433)  ~ (all_0_43_43 = e1)
% 57.85/23.57  																																																				| (635) all_0_44_44 = e1
% 57.85/23.57  																																																				|
% 57.85/23.57  																																																					| Equations (635) can reduce 639 to:
% 57.85/23.57  																																																					| (266) $false
% 57.85/23.57  																																																					|
% 57.85/23.57  																																																					|-The branch is then unsatisfiable
% 57.85/23.57  																																																		|-Branch two:
% 57.85/23.57  																																																		| (880)  ~ (all_0_58_58 = e1)
% 57.85/23.57  																																																		| (795) all_0_58_58 = e3
% 57.85/23.57  																																																		|
% 57.85/23.57  																																																			| Equations (795) can reduce 276 to:
% 57.85/23.57  																																																			| (266) $false
% 57.85/23.57  																																																			|
% 57.85/23.57  																																																			|-The branch is then unsatisfiable
% 57.85/23.57  																																															|-Branch two:
% 57.85/23.57  																																															| (828)  ~ (all_0_56_56 = e0)
% 57.85/23.57  																																															| (924) all_0_57_57 = e0 | all_0_58_58 = e0
% 57.85/23.57  																																															|
% 57.85/23.57  																																																+-Applying beta-rule and splitting (563), into two cases.
% 57.85/23.57  																																																|-Branch one:
% 57.85/23.57  																																																| (674) all_0_47_47 = e0
% 57.85/23.57  																																																|
% 57.85/23.57  																																																	| Combining equations (674,522) yields a new equation:
% 57.85/23.57  																																																	| (676) e3 = e0
% 57.85/23.57  																																																	|
% 57.85/23.57  																																																	| Equations (676) can reduce 80 to:
% 57.85/23.57  																																																	| (266) $false
% 57.85/23.57  																																																	|
% 57.85/23.57  																																																	|-The branch is then unsatisfiable
% 57.85/23.57  																																																|-Branch two:
% 57.85/23.57  																																																| (678)  ~ (all_0_47_47 = e0)
% 57.85/23.57  																																																| (679) all_0_56_56 = e0
% 57.85/23.57  																																																|
% 57.85/23.57  																																																	| Equations (679) can reduce 828 to:
% 57.85/23.57  																																																	| (266) $false
% 57.85/23.57  																																																	|
% 57.85/23.57  																																																	|-The branch is then unsatisfiable
% 57.85/23.57  																																									|-Branch two:
% 57.85/23.57  																																									| (1401)  ~ (all_0_40_40 = e0)
% 57.85/23.57  																																									| (1748) all_0_44_44 = e0 | all_0_49_49 = e0 | all_0_58_58 = e0
% 57.85/23.57  																																									|
% 57.85/23.57  																																										+-Applying beta-rule and splitting (316), into two cases.
% 57.85/23.57  																																										|-Branch one:
% 57.85/23.57  																																										| (1378) all_0_40_40 = e4
% 57.85/23.57  																																										|
% 57.85/23.57  																																											| Equations (1378) can reduce 176 to:
% 57.85/23.57  																																											| (1377)  ~ (all_0_39_39 = e4)
% 57.85/23.57  																																											|
% 57.85/23.57  																																											| Equations (1378) can reduce 143 to:
% 57.85/23.57  																																											| (1903)  ~ (all_0_44_44 = e4)
% 57.85/23.57  																																											|
% 57.85/23.57  																																											| Simplifying 1903 yields:
% 57.85/23.57  																																											| (1390)  ~ (all_0_44_44 = e4)
% 57.85/23.57  																																											|
% 57.85/23.57  																																											| Equations (1378) can reduce 2 to:
% 57.85/23.57  																																											| (188)  ~ (e4 = e3)
% 57.85/23.57  																																											|
% 57.85/23.57  																																											| Equations (1378) can reduce 296 to:
% 57.85/23.57  																																											| (48)  ~ (e4 = e2)
% 57.85/23.57  																																											|
% 57.85/23.57  																																											| Equations (1378) can reduce 1401 to:
% 57.85/23.57  																																											| (49)  ~ (e4 = e0)
% 57.85/23.57  																																											|
% 57.85/23.57  																																											+-Applying beta-rule and splitting (64), into two cases.
% 57.85/23.57  																																											|-Branch one:
% 57.85/23.57  																																											| (437) all_0_41_41 = e4
% 57.85/23.57  																																											|
% 57.85/23.57  																																												| Combining equations (437,403) yields a new equation:
% 57.85/23.57  																																												| (424) e4 = e3
% 57.85/23.57  																																												|
% 57.85/23.57  																																												| Simplifying 424 yields:
% 57.85/23.57  																																												| (425) e4 = e3
% 57.85/23.57  																																												|
% 57.85/23.57  																																												| Equations (425) can reduce 188 to:
% 57.85/23.57  																																												| (266) $false
% 57.85/23.57  																																												|
% 57.85/23.57  																																												|-The branch is then unsatisfiable
% 57.85/23.57  																																											|-Branch two:
% 57.85/23.57  																																											| (440)  ~ (all_0_41_41 = e4)
% 57.85/23.57  																																											| (441) all_0_42_42 = e4 | all_0_43_43 = e4 | all_0_44_44 = e4
% 57.85/23.57  																																											|
% 57.85/23.57  																																												| Equations (403) can reduce 440 to:
% 57.85/23.57  																																												| (277)  ~ (e4 = e3)
% 57.85/23.57  																																												|
% 57.85/23.57  																																												| Simplifying 277 yields:
% 57.85/23.57  																																												| (188)  ~ (e4 = e3)
% 57.85/23.57  																																												|
% 57.85/23.57  																																												+-Applying beta-rule and splitting (26), into two cases.
% 57.85/23.57  																																												|-Branch one:
% 57.85/23.57  																																												| (446) all_0_44_44 = e4
% 57.85/23.57  																																												|
% 57.85/23.57  																																													| Equations (446) can reduce 1390 to:
% 57.85/23.57  																																													| (266) $false
% 57.85/23.57  																																													|
% 57.85/23.57  																																													|-The branch is then unsatisfiable
% 57.85/23.57  																																												|-Branch two:
% 57.85/23.57  																																												| (1390)  ~ (all_0_44_44 = e4)
% 57.85/23.57  																																												| (1391) all_0_44_44 = e3 | all_0_44_44 = e1 | all_0_44_44 = e0
% 57.85/23.57  																																												|
% 57.85/23.57  																																													+-Applying beta-rule and splitting (441), into two cases.
% 57.85/23.57  																																													|-Branch one:
% 57.85/23.57  																																													| (1392) all_0_42_42 = e4
% 57.85/23.57  																																													|
% 57.85/23.57  																																														| Equations (1392) can reduce 145 to:
% 57.85/23.57  																																														| (1377)  ~ (all_0_39_39 = e4)
% 57.85/23.57  																																														|
% 57.85/23.57  																																														| Equations (1392) can reduce 358 to:
% 57.85/23.57  																																														| (49)  ~ (e4 = e0)
% 57.85/23.57  																																														|
% 57.85/23.57  																																														| From (1392) and (210) follows:
% 57.85/23.57  																																														| (4074) op(e3, e2) = e4
% 57.85/23.57  																																														|
% 57.85/23.57  																																														+-Applying beta-rule and splitting (333), into two cases.
% 57.85/23.57  																																														|-Branch one:
% 57.85/23.57  																																														| (480) all_0_39_39 = e0
% 57.85/23.57  																																														|
% 57.85/23.57  																																															| Equations (480) can reduce 154 to:
% 57.85/23.57  																																															| (1181)  ~ (all_0_56_56 = e0)
% 57.85/23.57  																																															|
% 57.85/23.57  																																															| Simplifying 1181 yields:
% 57.85/23.57  																																															| (828)  ~ (all_0_56_56 = e0)
% 57.85/23.57  																																															|
% 57.85/23.57  																																															| Equations (480) can reduce 1377 to:
% 57.85/23.57  																																															| (401)  ~ (e4 = e0)
% 57.85/23.57  																																															|
% 57.85/23.57  																																															| Simplifying 401 yields:
% 57.85/23.57  																																															| (49)  ~ (e4 = e0)
% 57.85/23.57  																																															|
% 57.85/23.57  																																															| Equations (480) can reduce 294 to:
% 57.85/23.57  																																															| (365)  ~ (e2 = e0)
% 57.85/23.57  																																															|
% 57.85/23.57  																																															| Simplifying 365 yields:
% 57.85/23.57  																																															| (128)  ~ (e2 = e0)
% 57.85/23.57  																																															|
% 57.85/23.57  																																															| From (480) and (14) follows:
% 57.85/23.57  																																															| (4090) op(e4, e2) = e0
% 57.85/23.57  																																															|
% 57.85/23.57  																																															+-Applying beta-rule and splitting (125), into two cases.
% 57.85/23.57  																																															|-Branch one:
% 57.85/23.57  																																															| (858) all_0_55_55 = e0
% 57.85/23.57  																																															|
% 57.85/23.57  																																																| Combining equations (858,587) yields a new equation:
% 57.85/23.57  																																																| (397) e4 = e0
% 57.85/23.57  																																																|
% 57.85/23.57  																																																| Equations (397) can reduce 49 to:
% 57.85/23.57  																																																| (266) $false
% 57.85/23.57  																																																|
% 57.85/23.57  																																																|-The branch is then unsatisfiable
% 57.85/23.57  																																															|-Branch two:
% 57.85/23.57  																																															| (803)  ~ (all_0_55_55 = e0)
% 57.85/23.57  																																															| (863) all_0_56_56 = e0 | all_0_57_57 = e0 | all_0_58_58 = e0
% 57.85/23.57  																																															|
% 57.85/23.57  																																																+-Applying beta-rule and splitting (863), into two cases.
% 57.85/23.57  																																																|-Branch one:
% 57.85/23.57  																																																| (679) all_0_56_56 = e0
% 57.85/23.57  																																																|
% 57.85/23.57  																																																	| Equations (679) can reduce 828 to:
% 57.85/23.57  																																																	| (266) $false
% 57.85/23.57  																																																	|
% 57.85/23.57  																																																	|-The branch is then unsatisfiable
% 57.85/23.57  																																																|-Branch two:
% 57.85/23.57  																																																| (828)  ~ (all_0_56_56 = e0)
% 57.85/23.57  																																																| (924) all_0_57_57 = e0 | all_0_58_58 = e0
% 57.85/23.57  																																																|
% 57.85/23.57  																																																	+-Applying beta-rule and splitting (112), into two cases.
% 57.85/23.57  																																																	|-Branch one:
% 57.85/23.57  																																																	| (635) all_0_44_44 = e1
% 57.85/23.57  																																																	|
% 57.85/23.57  																																																		| Equations (635) can reduce 181 to:
% 57.85/23.57  																																																		| (879)  ~ (all_0_58_58 = e1)
% 57.85/23.57  																																																		|
% 57.85/23.57  																																																		| Simplifying 879 yields:
% 57.85/23.57  																																																		| (880)  ~ (all_0_58_58 = e1)
% 57.85/23.57  																																																		|
% 57.85/23.57  																																																		| Equations (635) can reduce 147 to:
% 57.85/23.57  																																																		| (604)  ~ (e2 = e1)
% 57.85/23.57  																																																		|
% 57.85/23.57  																																																		| Simplifying 604 yields:
% 57.85/23.57  																																																		| (122)  ~ (e2 = e1)
% 57.85/23.57  																																																		|
% 57.85/23.57  																																																		| From (635) and (138) follows:
% 57.85/23.57  																																																		| (1423) op(e3, e0) = e1
% 57.85/23.57  																																																		|
% 57.85/23.57  																																																		+-Applying beta-rule and splitting (924), into two cases.
% 57.85/23.57  																																																		|-Branch one:
% 57.85/23.57  																																																		| (875) all_0_57_57 = e0
% 57.85/23.57  																																																		|
% 57.85/23.57  																																																			| Combining equations (875,442) yields a new equation:
% 57.85/23.57  																																																			| (330) e2 = e0
% 57.85/23.57  																																																			|
% 57.85/23.57  																																																			| Equations (330) can reduce 128 to:
% 57.85/23.57  																																																			| (266) $false
% 57.85/23.57  																																																			|
% 57.85/23.57  																																																			|-The branch is then unsatisfiable
% 57.85/23.57  																																																		|-Branch two:
% 57.85/23.57  																																																		| (364)  ~ (all_0_57_57 = e0)
% 57.85/23.57  																																																		| (914) all_0_58_58 = e0
% 57.85/23.57  																																																		|
% 57.85/23.57  																																																			| Equations (914) can reduce 880 to:
% 57.85/23.57  																																																			| (435)  ~ (e1 = e0)
% 57.85/23.57  																																																			|
% 57.85/23.57  																																																			| Simplifying 435 yields:
% 57.85/23.57  																																																			| (233)  ~ (e1 = e0)
% 57.85/23.57  																																																			|
% 57.85/23.57  																																																			+-Applying beta-rule and splitting (56), into two cases.
% 57.85/23.57  																																																			|-Branch one:
% 57.85/23.57  																																																			| (696) unit = e2
% 57.85/23.57  																																																			|
% 57.85/23.57  																																																				| From (696) and (227) follows:
% 57.85/23.57  																																																				| (4284) op(e4, e2) = e4
% 57.85/23.57  																																																				|
% 57.85/23.57  																																																				| From (696) and (40) follows:
% 57.85/23.57  																																																				| (4285) op(e3, e2) = e3
% 57.85/23.57  																																																				|
% 57.85/23.57  																																																				| From (696) and (32) follows:
% 57.85/23.57  																																																				| (698) op(e2, e2) = e2
% 57.85/23.57  																																																				|
% 57.85/23.57  																																																				| From (696) and (28) follows:
% 57.85/23.57  																																																				| (699) op(e1, e2) = e1
% 57.85/23.57  																																																				|
% 57.85/23.57  																																																				| Instantiating formula (29) with e4, e2, e4, e0 and discharging atoms op(e4, e2) = e4, op(e4, e2) = e0, yields:
% 57.85/23.57  																																																				| (397) e4 = e0
% 57.85/23.57  																																																				|
% 57.85/23.57  																																																				| Instantiating formula (29) with e3, e2, e3, e4 and discharging atoms op(e3, e2) = e4, op(e3, e2) = e3, yields:
% 57.85/23.57  																																																				| (425) e4 = e3
% 57.85/23.57  																																																				|
% 57.85/23.57  																																																				| Instantiating formula (29) with e2, e2, e2, e3 and discharging atoms op(e2, e2) = e3, op(e2, e2) = e2, yields:
% 57.85/23.57  																																																				| (662) e3 = e2
% 57.85/23.57  																																																				|
% 57.85/23.57  																																																				| Instantiating formula (29) with e1, e2, e1, e2 and discharging atoms op(e1, e2) = e2, op(e1, e2) = e1, yields:
% 57.85/23.57  																																																				| (617) e2 = e1
% 57.85/23.57  																																																				|
% 57.85/23.57  																																																				| Combining equations (397,425) yields a new equation:
% 57.85/23.57  																																																				| (676) e3 = e0
% 57.85/23.57  																																																				|
% 57.85/23.57  																																																				| Combining equations (676,662) yields a new equation:
% 57.85/23.57  																																																				| (330) e2 = e0
% 57.85/23.57  																																																				|
% 57.85/23.57  																																																				| Combining equations (617,330) yields a new equation:
% 57.85/23.57  																																																				| (546) e1 = e0
% 57.85/23.57  																																																				|
% 57.85/23.57  																																																				| Simplifying 546 yields:
% 57.85/23.57  																																																				| (431) e1 = e0
% 57.85/23.57  																																																				|
% 57.85/23.57  																																																				| Equations (431) can reduce 233 to:
% 57.85/23.57  																																																				| (266) $false
% 57.85/23.57  																																																				|
% 57.85/23.57  																																																				|-The branch is then unsatisfiable
% 57.85/23.57  																																																			|-Branch two:
% 57.85/23.57  																																																			| (707)  ~ (unit = e2)
% 57.85/23.57  																																																			| (708) unit = e4 | unit = e3 | unit = e1 | unit = e0
% 57.85/23.57  																																																			|
% 57.85/23.57  																																																				+-Applying beta-rule and splitting (708), into two cases.
% 57.85/23.57  																																																				|-Branch one:
% 57.85/23.57  																																																				| (709) unit = e4
% 57.85/23.57  																																																				|
% 57.85/23.57  																																																					| From (709) and (227) follows:
% 57.85/23.57  																																																					| (710) op(e4, e4) = e4
% 57.85/23.57  																																																					|
% 57.85/23.57  																																																					| From (709) and (40) follows:
% 57.85/23.57  																																																					| (711) op(e3, e4) = e3
% 57.85/23.57  																																																					|
% 57.85/23.57  																																																					| From (709) and (32) follows:
% 57.85/23.57  																																																					| (712) op(e2, e4) = e2
% 57.85/23.57  																																																					|
% 57.85/23.57  																																																					| From (709) and (42) follows:
% 57.85/23.57  																																																					| (713) op(e0, e4) = e0
% 57.85/23.57  																																																					|
% 57.85/23.57  																																																					| Instantiating formula (29) with e4, e4, e4, e1 and discharging atoms op(e4, e4) = e4, op(e4, e4) = e1, yields:
% 57.85/23.57  																																																					| (630) e4 = e1
% 57.85/23.57  																																																					|
% 57.85/23.57  																																																					| Instantiating formula (29) with e3, e4, e3, e2 and discharging atoms op(e3, e4) = e3, op(e3, e4) = e2, yields:
% 57.85/23.57  																																																					| (662) e3 = e2
% 57.85/23.57  																																																					|
% 57.85/23.57  																																																					| Instantiating formula (29) with e2, e4, e2, e4 and discharging atoms op(e2, e4) = e4, op(e2, e4) = e2, yields:
% 57.85/23.57  																																																					| (323) e4 = e2
% 57.85/23.57  																																																					|
% 57.85/23.57  																																																					| Instantiating formula (29) with e0, e4, e0, e3 and discharging atoms op(e0, e4) = e3, op(e0, e4) = e0, yields:
% 57.85/23.57  																																																					| (676) e3 = e0
% 57.85/23.57  																																																					|
% 57.85/23.57  																																																					| Combining equations (630,323) yields a new equation:
% 57.85/23.57  																																																					| (617) e2 = e1
% 57.85/23.57  																																																					|
% 57.85/23.57  																																																					| Combining equations (662,676) yields a new equation:
% 57.85/23.57  																																																					| (391) e2 = e0
% 57.85/23.57  																																																					|
% 57.85/23.57  																																																					| Simplifying 391 yields:
% 57.85/23.57  																																																					| (330) e2 = e0
% 57.85/23.57  																																																					|
% 57.85/23.57  																																																					| Combining equations (617,330) yields a new equation:
% 57.85/23.57  																																																					| (546) e1 = e0
% 57.85/23.57  																																																					|
% 57.85/23.57  																																																					| Simplifying 546 yields:
% 57.85/23.57  																																																					| (431) e1 = e0
% 57.85/23.57  																																																					|
% 57.85/23.57  																																																					| Equations (431) can reduce 233 to:
% 57.85/23.57  																																																					| (266) $false
% 57.85/23.57  																																																					|
% 57.85/23.57  																																																					|-The branch is then unsatisfiable
% 57.85/23.57  																																																				|-Branch two:
% 57.85/23.57  																																																				| (724)  ~ (unit = e4)
% 57.85/23.57  																																																				| (725) unit = e3 | unit = e1 | unit = e0
% 57.85/23.57  																																																				|
% 57.85/23.57  																																																					+-Applying beta-rule and splitting (725), into two cases.
% 57.85/23.57  																																																					|-Branch one:
% 57.85/23.57  																																																					| (726) unit = e0
% 57.85/23.57  																																																					|
% 57.85/23.57  																																																						| From (726) and (211) follows:
% 57.85/23.57  																																																						| (15180) op(e0, e1) = e1
% 57.85/23.57  																																																						|
% 57.85/23.57  																																																						| Instantiating formula (29) with e0, e1, e1, e2 and discharging atoms op(e0, e1) = e2, op(e0, e1) = e1, yields:
% 57.85/23.57  																																																						| (617) e2 = e1
% 57.85/23.57  																																																						|
% 57.85/23.57  																																																						| Equations (617) can reduce 122 to:
% 57.85/23.57  																																																						| (266) $false
% 57.85/23.57  																																																						|
% 57.85/23.57  																																																						|-The branch is then unsatisfiable
% 57.85/23.57  																																																					|-Branch two:
% 57.85/23.57  																																																					| (734)  ~ (unit = e0)
% 57.85/23.57  																																																					| (735) unit = e3 | unit = e1
% 57.85/23.57  																																																					|
% 57.85/23.57  																																																						+-Applying beta-rule and splitting (735), into two cases.
% 57.85/23.57  																																																						|-Branch one:
% 57.85/23.57  																																																						| (736) unit = e1
% 57.85/23.57  																																																						|
% 57.85/23.57  																																																							| Equations (736) can reduce 734 to:
% 57.85/23.57  																																																							| (233)  ~ (e1 = e0)
% 57.85/23.57  																																																							|
% 57.85/23.57  																																																							| From (736) and (32) follows:
% 57.85/23.57  																																																							| (347) op(e2, e1) = e2
% 57.85/23.57  																																																							|
% 57.85/23.57  																																																							| From (736) and (42) follows:
% 57.85/23.57  																																																							| (3221) op(e0, e1) = e0
% 57.85/23.57  																																																							|
% 57.85/23.57  																																																							| Instantiating formula (29) with e2, e1, e2, e1 and discharging atoms op(e2, e1) = e2, op(e2, e1) = e1, yields:
% 57.85/23.57  																																																							| (617) e2 = e1
% 57.85/23.57  																																																							|
% 57.85/23.57  																																																							| Instantiating formula (29) with e0, e1, e0, e2 and discharging atoms op(e0, e1) = e2, op(e0, e1) = e0, yields:
% 57.85/23.57  																																																							| (330) e2 = e0
% 57.85/23.57  																																																							|
% 57.85/23.57  																																																							| Combining equations (330,617) yields a new equation:
% 57.85/23.57  																																																							| (431) e1 = e0
% 57.85/23.57  																																																							|
% 57.85/23.57  																																																							| Equations (431) can reduce 233 to:
% 57.85/23.57  																																																							| (266) $false
% 57.85/23.57  																																																							|
% 57.85/23.57  																																																							|-The branch is then unsatisfiable
% 57.85/23.57  																																																						|-Branch two:
% 57.85/23.57  																																																						| (748)  ~ (unit = e1)
% 57.85/23.57  																																																						| (749) unit = e3
% 57.85/23.57  																																																						|
% 57.85/23.57  																																																							| From (749) and (209) follows:
% 57.85/23.57  																																																							| (1667) op(e3, e0) = e0
% 57.85/23.57  																																																							|
% 57.85/23.57  																																																							| Instantiating formula (29) with e3, e0, e0, e1 and discharging atoms op(e3, e0) = e1, op(e3, e0) = e0, yields:
% 57.85/23.57  																																																							| (431) e1 = e0
% 57.85/23.57  																																																							|
% 57.85/23.57  																																																							| Equations (431) can reduce 233 to:
% 57.85/23.57  																																																							| (266) $false
% 57.85/23.57  																																																							|
% 57.85/23.57  																																																							|-The branch is then unsatisfiable
% 57.85/23.57  																																																	|-Branch two:
% 57.85/23.57  																																																	| (639)  ~ (all_0_44_44 = e1)
% 57.85/23.57  																																																	| (640) all_0_49_49 = e1 | all_0_53_53 = e1 | all_0_58_58 = e1
% 57.85/23.57  																																																	|
% 57.85/23.57  																																																		+-Applying beta-rule and splitting (1391), into two cases.
% 57.85/23.57  																																																		|-Branch one:
% 57.85/23.58  																																																		| (1414) all_0_44_44 = e0
% 57.85/23.58  																																																		|
% 57.85/23.58  																																																			| Equations (1414) can reduce 360 to:
% 57.85/23.58  																																																			| (266) $false
% 57.85/23.58  																																																			|
% 57.85/23.58  																																																			|-The branch is then unsatisfiable
% 57.85/23.58  																																																		|-Branch two:
% 57.85/23.58  																																																		| (360)  ~ (all_0_44_44 = e0)
% 57.85/23.58  																																																		| (1417) all_0_44_44 = e3 | all_0_44_44 = e1
% 57.85/23.58  																																																		|
% 57.85/23.58  																																																			+-Applying beta-rule and splitting (1417), into two cases.
% 57.85/23.58  																																																			|-Branch one:
% 57.85/23.58  																																																			| (635) all_0_44_44 = e1
% 57.85/23.58  																																																			|
% 57.85/23.58  																																																				| Equations (635) can reduce 639 to:
% 57.85/23.58  																																																				| (266) $false
% 57.85/23.58  																																																				|
% 57.85/23.58  																																																				|-The branch is then unsatisfiable
% 57.85/23.58  																																																			|-Branch two:
% 57.85/23.58  																																																			| (639)  ~ (all_0_44_44 = e1)
% 57.85/23.58  																																																			| (532) all_0_44_44 = e3
% 57.85/23.58  																																																			|
% 57.85/23.58  																																																				| Equations (532) can reduce 407 to:
% 57.85/23.58  																																																				| (266) $false
% 57.85/23.58  																																																				|
% 57.85/23.58  																																																				|-The branch is then unsatisfiable
% 57.85/23.58  																																														|-Branch two:
% 57.85/23.58  																																														| (484)  ~ (all_0_39_39 = e0)
% 57.85/23.58  																																														| (485) all_0_40_40 = e0
% 57.85/23.58  																																														|
% 57.85/23.58  																																															| Combining equations (485,1378) yields a new equation:
% 57.85/23.58  																																															| (397) e4 = e0
% 57.85/23.58  																																															|
% 57.85/23.58  																																															| Equations (397) can reduce 49 to:
% 57.85/23.58  																																															| (266) $false
% 57.85/23.58  																																															|
% 57.85/23.58  																																															|-The branch is then unsatisfiable
% 57.85/23.58  																																													|-Branch two:
% 57.85/23.58  																																													| (1890)  ~ (all_0_42_42 = e4)
% 57.85/23.58  																																													| (1891) all_0_43_43 = e4 | all_0_44_44 = e4
% 57.85/23.58  																																													|
% 57.85/23.58  																																														+-Applying beta-rule and splitting (152), into two cases.
% 57.85/23.58  																																														|-Branch one:
% 57.85/23.58  																																														| (1392) all_0_42_42 = e4
% 57.85/23.58  																																														|
% 57.85/23.58  																																															| Equations (1392) can reduce 1890 to:
% 57.85/23.58  																																															| (266) $false
% 57.85/23.58  																																															|
% 57.85/23.58  																																															|-The branch is then unsatisfiable
% 57.85/23.58  																																														|-Branch two:
% 57.85/23.58  																																														| (1890)  ~ (all_0_42_42 = e4)
% 57.85/23.58  																																														| (1969) all_0_42_42 = e3 | all_0_42_42 = e1 | all_0_42_42 = e0
% 57.85/23.58  																																														|
% 57.85/23.58  																																															+-Applying beta-rule and splitting (1391), into two cases.
% 57.85/23.58  																																															|-Branch one:
% 57.85/23.58  																																															| (1414) all_0_44_44 = e0
% 57.85/23.58  																																															|
% 57.85/23.58  																																																| Equations (1414) can reduce 360 to:
% 57.85/23.58  																																																| (266) $false
% 57.85/23.58  																																																|
% 57.85/23.58  																																																|-The branch is then unsatisfiable
% 57.85/23.58  																																															|-Branch two:
% 57.85/23.58  																																															| (360)  ~ (all_0_44_44 = e0)
% 57.85/23.58  																																															| (1417) all_0_44_44 = e3 | all_0_44_44 = e1
% 57.85/23.58  																																															|
% 57.85/23.58  																																																+-Applying beta-rule and splitting (333), into two cases.
% 57.85/23.58  																																																|-Branch one:
% 57.85/23.58  																																																| (480) all_0_39_39 = e0
% 57.85/23.58  																																																|
% 57.85/23.58  																																																	| Equations (480) can reduce 1377 to:
% 57.85/23.58  																																																	| (401)  ~ (e4 = e0)
% 57.85/23.58  																																																	|
% 57.85/23.58  																																																	| Simplifying 401 yields:
% 57.85/23.58  																																																	| (49)  ~ (e4 = e0)
% 57.85/23.58  																																																	|
% 57.85/23.58  																																																	+-Applying beta-rule and splitting (164), into two cases.
% 57.85/23.58  																																																	|-Branch one:
% 57.85/23.58  																																																	| (471) all_0_39_39 = e4
% 57.85/23.58  																																																	|
% 57.91/23.58  																																																		| Combining equations (471,480) yields a new equation:
% 57.91/23.58  																																																		| (481) e4 = e0
% 57.91/23.58  																																																		|
% 57.91/23.58  																																																		| Simplifying 481 yields:
% 57.91/23.58  																																																		| (397) e4 = e0
% 57.91/23.58  																																																		|
% 57.91/23.58  																																																		| Equations (397) can reduce 49 to:
% 57.91/23.58  																																																		| (266) $false
% 57.91/23.58  																																																		|
% 57.91/23.58  																																																		|-The branch is then unsatisfiable
% 57.91/23.58  																																																	|-Branch two:
% 57.91/23.58  																																																	| (1377)  ~ (all_0_39_39 = e4)
% 57.91/23.58  																																																	| (2115) all_0_42_42 = e4 | all_0_47_47 = e4 | all_0_51_51 = e4 | all_0_56_56 = e4
% 57.91/23.58  																																																	|
% 57.91/23.58  																																																		+-Applying beta-rule and splitting (1417), into two cases.
% 57.91/23.58  																																																		|-Branch one:
% 57.91/23.58  																																																		| (635) all_0_44_44 = e1
% 57.91/23.58  																																																		|
% 57.91/23.58  																																																			| Equations (635) can reduce 181 to:
% 57.91/23.58  																																																			| (879)  ~ (all_0_58_58 = e1)
% 57.91/23.58  																																																			|
% 57.91/23.58  																																																			| Simplifying 879 yields:
% 57.91/23.58  																																																			| (880)  ~ (all_0_58_58 = e1)
% 57.91/23.58  																																																			|
% 57.91/23.58  																																																			| Equations (635) can reduce 147 to:
% 57.91/23.58  																																																			| (604)  ~ (e2 = e1)
% 57.91/23.58  																																																			|
% 57.91/23.58  																																																			| Simplifying 604 yields:
% 57.91/23.58  																																																			| (122)  ~ (e2 = e1)
% 57.91/23.58  																																																			|
% 57.91/23.58  																																																			+-Applying beta-rule and splitting (633), into two cases.
% 57.91/23.58  																																																			|-Branch one:
% 57.91/23.58  																																																			| (1569) all_0_56_56 = e1
% 57.91/23.58  																																																			|
% 57.91/23.58  																																																				| Equations (1569) can reduce 477 to:
% 57.91/23.58  																																																				| (602)  ~ (e4 = e1)
% 57.91/23.58  																																																				|
% 57.91/23.58  																																																				| Simplifying 602 yields:
% 57.91/23.58  																																																				| (110)  ~ (e4 = e1)
% 57.91/23.58  																																																				|
% 57.91/23.58  																																																				+-Applying beta-rule and splitting (2115), into two cases.
% 57.91/23.58  																																																				|-Branch one:
% 57.91/23.58  																																																				| (1392) all_0_42_42 = e4
% 57.91/23.58  																																																				|
% 57.91/23.58  																																																					| Equations (1392) can reduce 1890 to:
% 57.91/23.58  																																																					| (266) $false
% 57.91/23.58  																																																					|
% 57.91/23.58  																																																					|-The branch is then unsatisfiable
% 57.91/23.58  																																																				|-Branch two:
% 57.91/23.58  																																																				| (1890)  ~ (all_0_42_42 = e4)
% 57.91/23.58  																																																				| (2246) all_0_47_47 = e4 | all_0_51_51 = e4 | all_0_56_56 = e4
% 57.91/23.58  																																																				|
% 57.91/23.58  																																																					+-Applying beta-rule and splitting (2246), into two cases.
% 57.91/23.58  																																																					|-Branch one:
% 57.91/23.58  																																																					| (1790) all_0_47_47 = e4
% 57.91/23.58  																																																					|
% 57.91/23.58  																																																						| Combining equations (522,1790) yields a new equation:
% 57.91/23.58  																																																						| (425) e4 = e3
% 57.91/23.58  																																																						|
% 57.91/23.58  																																																						| Equations (425) can reduce 188 to:
% 57.91/23.58  																																																						| (266) $false
% 57.91/23.58  																																																						|
% 57.91/23.58  																																																						|-The branch is then unsatisfiable
% 57.91/23.58  																																																					|-Branch two:
% 57.91/23.58  																																																					| (252)  ~ (all_0_47_47 = e4)
% 57.91/23.58  																																																					| (6548) all_0_51_51 = e4 | all_0_56_56 = e4
% 57.91/23.58  																																																					|
% 57.91/23.58  																																																						+-Applying beta-rule and splitting (6548), into two cases.
% 57.91/23.58  																																																						|-Branch one:
% 57.91/23.58  																																																						| (1101) all_0_51_51 = e4
% 57.91/23.58  																																																						|
% 57.91/23.58  																																																							| Combining equations (504,1101) yields a new equation:
% 57.91/23.58  																																																							| (323) e4 = e2
% 57.91/23.58  																																																							|
% 57.91/23.58  																																																							| Equations (323) can reduce 48 to:
% 57.91/23.58  																																																							| (266) $false
% 57.91/23.58  																																																							|
% 57.91/23.58  																																																							|-The branch is then unsatisfiable
% 57.91/23.58  																																																						|-Branch two:
% 57.91/23.58  																																																						| (475)  ~ (all_0_51_51 = e4)
% 57.91/23.58  																																																						| (842) all_0_56_56 = e4
% 57.91/23.58  																																																						|
% 57.91/23.58  																																																							| Combining equations (842,1569) yields a new equation:
% 57.91/23.58  																																																							| (636) e4 = e1
% 57.91/23.58  																																																							|
% 57.91/23.58  																																																							| Simplifying 636 yields:
% 57.91/23.58  																																																							| (630) e4 = e1
% 57.91/23.58  																																																							|
% 57.91/23.58  																																																							| Equations (630) can reduce 110 to:
% 57.91/23.58  																																																							| (266) $false
% 57.91/23.58  																																																							|
% 57.91/23.58  																																																							|-The branch is then unsatisfiable
% 57.91/23.58  																																																			|-Branch two:
% 57.91/23.58  																																																			| (466)  ~ (all_0_56_56 = e1)
% 57.91/23.58  																																																			| (1574) all_0_57_57 = e1 | all_0_58_58 = e1
% 57.91/23.58  																																																			|
% 57.91/23.58  																																																				+-Applying beta-rule and splitting (1574), into two cases.
% 57.91/23.58  																																																				|-Branch one:
% 57.91/23.58  																																																				| (647) all_0_57_57 = e1
% 57.91/23.58  																																																				|
% 57.91/23.58  																																																					| Combining equations (442,647) yields a new equation:
% 57.91/23.58  																																																					| (616) e2 = e1
% 57.91/23.58  																																																					|
% 57.91/23.58  																																																					| Simplifying 616 yields:
% 57.91/23.58  																																																					| (617) e2 = e1
% 57.91/23.58  																																																					|
% 57.91/23.58  																																																					| Equations (617) can reduce 122 to:
% 57.91/23.58  																																																					| (266) $false
% 57.91/23.58  																																																					|
% 57.91/23.58  																																																					|-The branch is then unsatisfiable
% 57.91/23.58  																																																				|-Branch two:
% 57.91/23.58  																																																				| (1670)  ~ (all_0_57_57 = e1)
% 57.91/23.58  																																																				| (918) all_0_58_58 = e1
% 57.91/23.58  																																																				|
% 57.91/23.58  																																																					| Equations (918) can reduce 880 to:
% 57.91/23.58  																																																					| (266) $false
% 57.91/23.58  																																																					|
% 57.91/23.58  																																																					|-The branch is then unsatisfiable
% 57.91/23.58  																																																		|-Branch two:
% 57.91/23.58  																																																		| (639)  ~ (all_0_44_44 = e1)
% 57.91/23.58  																																																		| (532) all_0_44_44 = e3
% 57.91/23.58  																																																		|
% 57.91/23.58  																																																			| Equations (532) can reduce 407 to:
% 57.91/23.58  																																																			| (266) $false
% 57.91/23.58  																																																			|
% 57.91/23.58  																																																			|-The branch is then unsatisfiable
% 57.91/23.58  																																																|-Branch two:
% 57.91/23.58  																																																| (484)  ~ (all_0_39_39 = e0)
% 57.91/23.58  																																																| (485) all_0_40_40 = e0
% 57.91/23.58  																																																|
% 57.91/23.58  																																																	| Combining equations (485,1378) yields a new equation:
% 57.91/23.58  																																																	| (397) e4 = e0
% 57.91/23.58  																																																	|
% 57.91/23.58  																																																	| Equations (397) can reduce 49 to:
% 57.91/23.58  																																																	| (266) $false
% 57.91/23.58  																																																	|
% 57.91/23.58  																																																	|-The branch is then unsatisfiable
% 57.91/23.58  																																										|-Branch two:
% 57.91/23.58  																																										| (447)  ~ (all_0_40_40 = e4)
% 57.91/23.58  																																										| (485) all_0_40_40 = e0
% 57.91/23.58  																																										|
% 57.91/23.58  																																											| Equations (485) can reduce 1401 to:
% 57.91/23.58  																																											| (266) $false
% 57.91/23.58  																																											|
% 57.91/23.58  																																											|-The branch is then unsatisfiable
% 57.91/23.58  																																						|-Branch two:
% 57.91/23.58  																																						| (1091)  ~ (all_0_47_47 = e3)
% 57.91/23.58  																																						| (1092) all_0_51_51 = e3 | all_0_56_56 = e3
% 57.91/23.58  																																						|
% 57.91/23.58  																																							+-Applying beta-rule and splitting (1092), into two cases.
% 57.91/23.58  																																							|-Branch one:
% 57.91/23.58  																																							| (660) all_0_51_51 = e3
% 57.91/23.58  																																							|
% 57.91/23.58  																																								| Combining equations (504,660) yields a new equation:
% 57.91/23.58  																																								| (662) e3 = e2
% 57.91/23.58  																																								|
% 57.91/23.58  																																								| Equations (662) can reduce 212 to:
% 57.91/23.58  																																								| (266) $false
% 57.91/23.58  																																								|
% 57.91/23.58  																																								|-The branch is then unsatisfiable
% 57.91/23.58  																																							|-Branch two:
% 57.91/23.58  																																							| (664)  ~ (all_0_51_51 = e3)
% 57.91/23.58  																																							| (1097) all_0_56_56 = e3
% 57.91/23.58  																																							|
% 57.91/23.58  																																								| Equations (1097) can reduce 272 to:
% 57.91/23.58  																																								| (266) $false
% 57.91/23.58  																																								|
% 57.91/23.58  																																								|-The branch is then unsatisfiable
% 57.91/23.58  																																		|-Branch two:
% 57.91/23.58  																																		| (1099)  ~ (all_0_51_51 = e2)
% 57.91/23.58  																																		| (1100) all_0_51_51 = e4 | all_0_51_51 = e3 | all_0_51_51 = e1
% 57.91/23.58  																																		|
% 57.91/23.58  																																			+-Applying beta-rule and splitting (78), into two cases.
% 57.91/23.58  																																			|-Branch one:
% 57.91/23.58  																																			| (423) all_0_45_45 = e3
% 57.91/23.58  																																			|
% 57.91/23.58  																																				| Combining equations (248,423) yields a new equation:
% 57.91/23.58  																																				| (424) e4 = e3
% 57.91/23.58  																																				|
% 57.91/23.58  																																				| Simplifying 424 yields:
% 57.91/23.58  																																				| (425) e4 = e3
% 57.91/23.58  																																				|
% 57.91/23.58  																																				| Equations (425) can reduce 188 to:
% 57.91/23.58  																																				| (266) $false
% 57.91/23.58  																																				|
% 57.91/23.58  																																				|-The branch is then unsatisfiable
% 57.91/23.58  																																			|-Branch two:
% 57.91/23.58  																																			| (427)  ~ (all_0_45_45 = e3)
% 57.91/23.58  																																			| (428) all_0_46_46 = e3 | all_0_47_47 = e3 | all_0_49_49 = e3
% 57.91/23.58  																																			|
% 57.91/23.58  																																				+-Applying beta-rule and splitting (428), into two cases.
% 57.91/23.58  																																				|-Branch one:
% 57.91/23.58  																																				| (1557) all_0_46_46 = e3
% 57.91/23.58  																																				|
% 57.91/23.58  																																					| Combining equations (1557,538) yields a new equation:
% 57.91/23.58  																																					| (675) e3 = e0
% 57.91/23.58  																																					|
% 57.91/23.58  																																					| Simplifying 675 yields:
% 57.91/23.58  																																					| (676) e3 = e0
% 57.91/23.58  																																					|
% 57.91/23.58  																																					| Equations (676) can reduce 80 to:
% 57.91/23.58  																																					| (266) $false
% 57.91/23.58  																																					|
% 57.91/23.58  																																					|-The branch is then unsatisfiable
% 57.91/23.58  																																				|-Branch two:
% 57.91/23.58  																																				| (409)  ~ (all_0_46_46 = e3)
% 57.91/23.58  																																				| (1561) all_0_47_47 = e3 | all_0_49_49 = e3
% 57.91/23.58  																																				|
% 57.91/23.58  																																					+-Applying beta-rule and splitting (1561), into two cases.
% 57.91/23.58  																																					|-Branch one:
% 57.91/23.58  																																					| (522) all_0_47_47 = e3
% 57.91/23.58  																																					|
% 57.91/23.58  																																						+-Applying beta-rule and splitting (381), into two cases.
% 57.91/23.58  																																						|-Branch one:
% 57.91/23.58  																																						| (504) all_0_51_51 = e2
% 57.91/23.58  																																						|
% 57.91/23.58  																																							| Equations (504) can reduce 1099 to:
% 57.91/23.58  																																							| (266) $false
% 57.91/23.58  																																							|
% 57.91/23.58  																																							|-The branch is then unsatisfiable
% 57.91/23.58  																																						|-Branch two:
% 57.91/23.58  																																						| (1099)  ~ (all_0_51_51 = e2)
% 57.91/23.58  																																						| (1152) all_0_52_52 = e2 | all_0_53_53 = e2
% 57.91/23.58  																																						|
% 57.91/23.58  																																							+-Applying beta-rule and splitting (385), into two cases.
% 57.91/23.58  																																							|-Branch one:
% 57.91/23.58  																																							| (1105) all_0_47_47 = e2
% 57.91/23.58  																																							|
% 57.91/23.58  																																								| Combining equations (522,1105) yields a new equation:
% 57.91/23.58  																																								| (661) e3 = e2
% 57.91/23.58  																																								|
% 57.91/23.58  																																								| Simplifying 661 yields:
% 57.91/23.58  																																								| (662) e3 = e2
% 57.91/23.58  																																								|
% 57.91/23.58  																																								| Equations (662) can reduce 212 to:
% 57.91/23.58  																																								| (266) $false
% 57.91/23.58  																																								|
% 57.91/23.58  																																								|-The branch is then unsatisfiable
% 57.91/23.58  																																							|-Branch two:
% 57.91/23.58  																																							| (338)  ~ (all_0_47_47 = e2)
% 57.91/23.58  																																							| (1108) all_0_51_51 = e2 | all_0_56_56 = e2
% 57.91/23.58  																																							|
% 57.91/23.58  																																								| Equations (522) can reduce 338 to:
% 57.91/23.58  																																								| (212)  ~ (e3 = e2)
% 57.91/23.58  																																								|
% 57.91/23.58  																																								+-Applying beta-rule and splitting (10171), into two cases.
% 57.91/23.58  																																								|-Branch one:
% 57.91/23.58  																																								| (1105) all_0_47_47 = e2
% 57.91/23.58  																																								|
% 57.91/23.58  																																									| Combining equations (522,1105) yields a new equation:
% 57.91/23.58  																																									| (661) e3 = e2
% 57.91/23.58  																																									|
% 57.91/23.58  																																									| Simplifying 661 yields:
% 57.91/23.58  																																									| (662) e3 = e2
% 57.91/23.58  																																									|
% 57.91/23.58  																																									| Equations (662) can reduce 212 to:
% 57.91/23.58  																																									| (266) $false
% 57.91/23.58  																																									|
% 57.91/23.58  																																									|-The branch is then unsatisfiable
% 57.91/23.58  																																								|-Branch two:
% 57.91/23.58  																																								| (338)  ~ (all_0_47_47 = e2)
% 57.91/23.58  																																								| (10761) all_0_48_48 = e2 | all_0_49_49 = e2
% 57.91/23.58  																																								|
% 57.91/23.58  																																									| Equations (522) can reduce 338 to:
% 57.91/23.58  																																									| (212)  ~ (e3 = e2)
% 57.91/23.58  																																									|
% 57.91/23.58  																																									+-Applying beta-rule and splitting (1152), into two cases.
% 57.91/23.58  																																									|-Branch one:
% 57.91/23.58  																																									| (352) all_0_52_52 = e2
% 57.91/23.58  																																									|
% 57.91/23.58  																																										| Combining equations (565,352) yields a new equation:
% 57.91/23.58  																																										| (322) e4 = e2
% 57.91/23.58  																																										|
% 57.91/23.58  																																										| Simplifying 322 yields:
% 57.91/23.58  																																										| (323) e4 = e2
% 57.91/23.58  																																										|
% 57.91/23.58  																																										| Equations (323) can reduce 48 to:
% 57.91/23.58  																																										| (266) $false
% 57.91/23.58  																																										|
% 57.91/23.58  																																										|-The branch is then unsatisfiable
% 57.91/23.58  																																									|-Branch two:
% 57.91/23.58  																																									| (342)  ~ (all_0_52_52 = e2)
% 57.91/23.58  																																									| (607) all_0_53_53 = e2
% 57.91/23.58  																																									|
% 57.91/23.58  																																										| Combining equations (607,665) yields a new equation:
% 57.91/23.58  																																										| (662) e3 = e2
% 57.91/23.58  																																										|
% 57.91/23.58  																																										| Equations (662) can reduce 212 to:
% 57.91/23.58  																																										| (266) $false
% 57.91/23.58  																																										|
% 57.91/23.58  																																										|-The branch is then unsatisfiable
% 57.91/23.58  																																					|-Branch two:
% 57.91/23.58  																																					| (1091)  ~ (all_0_47_47 = e3)
% 57.91/23.58  																																					| (884) all_0_49_49 = e3
% 57.91/23.58  																																					|
% 57.91/23.58  																																						| Equations (884) can reduce 525 to:
% 57.91/23.58  																																						| (266) $false
% 57.91/23.58  																																						|
% 57.91/23.58  																																						|-The branch is then unsatisfiable
% 57.91/23.58  																														|-Branch two:
% 57.91/23.58  																														| (831)  ~ (all_0_46_46 = e0)
% 57.91/23.58  																														| (1838) all_0_46_46 = e3 | all_0_46_46 = e1
% 57.91/23.58  																														|
% 57.91/23.58  																															+-Applying beta-rule and splitting (1838), into two cases.
% 57.91/23.58  																															|-Branch one:
% 57.91/23.58  																															| (545) all_0_46_46 = e1
% 57.91/23.58  																															|
% 57.91/23.58  																																| Equations (545) can reduce 549 to:
% 57.91/23.58  																																| (266) $false
% 57.91/23.58  																																|
% 57.91/23.58  																																|-The branch is then unsatisfiable
% 57.91/23.58  																															|-Branch two:
% 57.91/23.58  																															| (549)  ~ (all_0_46_46 = e1)
% 57.91/23.58  																															| (1557) all_0_46_46 = e3
% 57.91/23.58  																															|
% 57.91/23.58  																																| Equations (1557) can reduce 409 to:
% 57.91/23.58  																																| (266) $false
% 57.91/23.58  																																|
% 57.91/23.58  																																|-The branch is then unsatisfiable
% 57.91/23.58  																							|-Branch two:
% 57.91/23.58  																							| (759)  ~ (all_0_50_50 = e1)
% 57.91/23.58  																							| (415) all_0_50_50 = e3
% 57.91/23.58  																							|
% 57.91/23.58  																								| Equations (415) can reduce 411 to:
% 57.91/23.58  																								| (266) $false
% 57.91/23.58  																								|
% 57.91/23.58  																								|-The branch is then unsatisfiable
% 57.91/23.58  																					|-Branch two:
% 57.91/23.58  																					| (1898)  ~ (all_0_41_41 = e3)
% 57.91/23.58  																					| (1899) all_0_42_42 = e3 | all_0_44_44 = e3
% 57.91/23.58  																					|
% 57.91/23.58  																						+-Applying beta-rule and splitting (27), into two cases.
% 57.91/23.58  																						|-Branch one:
% 57.91/23.58  																						| (437) all_0_41_41 = e4
% 57.91/23.58  																						|
% 57.91/23.58  																							| Equations (437) can reduce 214 to:
% 57.91/23.58  																							| (1901)  ~ (all_0_42_42 = e4)
% 57.91/23.58  																							|
% 57.91/23.58  																							| Simplifying 1901 yields:
% 57.91/23.58  																							| (1890)  ~ (all_0_42_42 = e4)
% 57.91/23.58  																							|
% 57.91/23.58  																							| Equations (437) can reduce 149 to:
% 57.91/23.58  																							| (1903)  ~ (all_0_44_44 = e4)
% 57.91/23.58  																							|
% 57.91/23.58  																							| Simplifying 1903 yields:
% 57.91/23.58  																							| (1390)  ~ (all_0_44_44 = e4)
% 57.91/23.58  																							|
% 57.91/23.58  																							| Equations (437) can reduce 43 to:
% 57.91/23.58  																							| (249)  ~ (all_0_46_46 = e4)
% 57.91/23.58  																							|
% 57.91/23.58  																							| Simplifying 249 yields:
% 57.91/23.58  																							| (250)  ~ (all_0_46_46 = e4)
% 57.91/23.58  																							|
% 57.91/23.58  																							| Equations (437) can reduce 221 to:
% 57.91/23.58  																							| (1907)  ~ (all_0_50_50 = e4)
% 57.91/23.58  																							|
% 57.91/23.58  																							| Simplifying 1907 yields:
% 57.91/23.58  																							| (566)  ~ (all_0_50_50 = e4)
% 57.91/23.58  																							|
% 57.91/23.58  																							| Equations (437) can reduce 191 to:
% 57.91/23.58  																							| (1909)  ~ (all_0_55_55 = e4)
% 57.91/23.58  																							|
% 57.91/23.58  																							| Simplifying 1909 yields:
% 57.91/23.58  																							| (763)  ~ (all_0_55_55 = e4)
% 57.91/23.58  																							|
% 57.91/23.58  																							| Equations (437) can reduce 1898 to:
% 57.91/23.58  																							| (188)  ~ (e4 = e3)
% 57.91/23.58  																							|
% 57.91/23.58  																							| Equations (437) can reduce 357 to:
% 57.91/23.58  																							| (49)  ~ (e4 = e0)
% 57.91/23.58  																							|
% 57.91/23.58  																							| From (437) and (219) follows:
% 57.91/23.58  																							| (1913) op(e3, e3) = e4
% 57.91/23.58  																							|
% 57.91/23.58  																							+-Applying beta-rule and splitting (18), into two cases.
% 57.91/23.58  																							|-Branch one:
% 57.91/23.58  																							| (453) all_0_41_41 = e1
% 57.91/23.58  																							|
% 57.91/23.58  																								| Combining equations (437,453) yields a new equation:
% 57.91/23.58  																								| (636) e4 = e1
% 57.91/23.58  																								|
% 57.91/23.58  																								| Simplifying 636 yields:
% 57.91/23.58  																								| (630) e4 = e1
% 57.91/23.58  																								|
% 57.91/23.58  																								| Equations (630) can reduce 110 to:
% 57.91/23.58  																								| (266) $false
% 57.91/23.58  																								|
% 57.91/23.58  																								|-The branch is then unsatisfiable
% 57.91/23.58  																							|-Branch two:
% 57.91/23.58  																							| (457)  ~ (all_0_41_41 = e1)
% 57.91/23.58  																							| (595) all_0_46_46 = e1 | all_0_50_50 = e1 | all_0_55_55 = e1
% 57.91/23.58  																							|
% 57.91/23.58  																								| Equations (437) can reduce 457 to:
% 57.91/23.58  																								| (110)  ~ (e4 = e1)
% 57.91/23.58  																								|
% 57.91/23.58  																								+-Applying beta-rule and splitting (144), into two cases.
% 57.91/23.58  																								|-Branch one:
% 57.91/23.58  																								| (403) all_0_41_41 = e3
% 57.91/23.58  																								|
% 57.91/23.58  																									| Combining equations (437,403) yields a new equation:
% 57.91/23.58  																									| (424) e4 = e3
% 57.91/23.58  																									|
% 57.91/23.58  																									| Simplifying 424 yields:
% 57.91/23.58  																									| (425) e4 = e3
% 57.91/23.58  																									|
% 57.91/23.58  																									| Equations (425) can reduce 188 to:
% 57.91/23.58  																									| (266) $false
% 57.91/23.58  																									|
% 57.91/23.58  																									|-The branch is then unsatisfiable
% 57.91/23.58  																								|-Branch two:
% 57.91/23.58  																								| (1898)  ~ (all_0_41_41 = e3)
% 57.91/23.58  																								| (1923) all_0_46_46 = e3 | all_0_50_50 = e3 | all_0_55_55 = e3
% 57.91/23.58  																								|
% 57.91/23.58  																									+-Applying beta-rule and splitting (26), into two cases.
% 57.91/23.58  																									|-Branch one:
% 57.91/23.58  																									| (446) all_0_44_44 = e4
% 57.91/23.58  																									|
% 57.91/23.58  																										| Equations (446) can reduce 1390 to:
% 57.91/23.58  																										| (266) $false
% 57.91/23.58  																										|
% 57.91/23.58  																										|-The branch is then unsatisfiable
% 57.91/23.58  																									|-Branch two:
% 57.91/23.58  																									| (1390)  ~ (all_0_44_44 = e4)
% 57.91/23.58  																									| (1391) all_0_44_44 = e3 | all_0_44_44 = e1 | all_0_44_44 = e0
% 57.91/23.58  																									|
% 57.91/23.58  																										+-Applying beta-rule and splitting (103), into two cases.
% 57.91/23.58  																										|-Branch one:
% 57.91/23.58  																										| (453) all_0_41_41 = e1
% 57.91/23.58  																										|
% 57.91/23.58  																											| Combining equations (437,453) yields a new equation:
% 57.91/23.58  																											| (636) e4 = e1
% 57.91/23.58  																											|
% 57.91/23.58  																											| Simplifying 636 yields:
% 57.91/23.58  																											| (630) e4 = e1
% 57.91/23.58  																											|
% 57.91/23.58  																											| Equations (630) can reduce 110 to:
% 57.91/23.58  																											| (266) $false
% 57.91/23.58  																											|
% 57.91/23.58  																											|-The branch is then unsatisfiable
% 57.91/23.58  																										|-Branch two:
% 57.91/23.58  																										| (457)  ~ (all_0_41_41 = e1)
% 57.91/23.58  																										| (458) all_0_42_42 = e1 | all_0_43_43 = e1 | all_0_44_44 = e1
% 57.91/23.58  																										|
% 57.91/23.58  																											+-Applying beta-rule and splitting (168), into two cases.
% 57.91/23.58  																											|-Branch one:
% 57.91/23.58  																											| (415) all_0_50_50 = e3
% 57.91/23.58  																											|
% 57.91/23.58  																												| Equations (415) can reduce 93 to:
% 57.91/23.58  																												| (269)  ~ (all_0_55_55 = e3)
% 57.91/23.58  																												|
% 57.91/23.58  																												| Simplifying 269 yields:
% 57.91/23.58  																												| (270)  ~ (all_0_55_55 = e3)
% 57.91/23.58  																												|
% 57.91/23.58  																												| From (415) and (8) follows:
% 57.91/23.58  																												| (5694) op(e3, e3) = all_0_23_23
% 57.91/23.58  																												|
% 57.91/23.58  																												| From (415) and (242) follows:
% 57.91/23.58  																												| (1934) op(e1, e3) = e3
% 57.91/23.58  																												|
% 57.91/23.58  																												+-Applying beta-rule and splitting (595), into two cases.
% 57.91/23.58  																												|-Branch one:
% 57.91/23.58  																												| (545) all_0_46_46 = e1
% 57.91/23.58  																												|
% 57.91/23.58  																													| Equations (545) can reduce 549 to:
% 57.91/23.58  																													| (266) $false
% 57.91/23.58  																													|
% 57.91/23.58  																													|-The branch is then unsatisfiable
% 57.91/23.58  																												|-Branch two:
% 57.91/23.59  																												| (549)  ~ (all_0_46_46 = e1)
% 57.91/23.59  																												| (600) all_0_50_50 = e1 | all_0_55_55 = e1
% 57.91/23.59  																												|
% 57.91/23.59  																													+-Applying beta-rule and splitting (600), into two cases.
% 57.91/23.59  																													|-Branch one:
% 57.91/23.59  																													| (601) all_0_50_50 = e1
% 57.91/23.59  																													|
% 57.91/23.59  																														| Combining equations (601,415) yields a new equation:
% 57.91/23.59  																														| (455) e3 = e1
% 57.91/23.59  																														|
% 57.91/23.59  																														| Equations (455) can reduce 213 to:
% 57.91/23.59  																														| (266) $false
% 57.91/23.59  																														|
% 57.91/23.59  																														|-The branch is then unsatisfiable
% 57.91/23.59  																													|-Branch two:
% 57.91/23.59  																													| (759)  ~ (all_0_50_50 = e1)
% 57.91/23.59  																													| (629) all_0_55_55 = e1
% 57.91/23.59  																													|
% 57.91/23.59  																														| Equations (629) can reduce 153 to:
% 57.91/23.59  																														| (465)  ~ (all_0_56_56 = e1)
% 57.91/23.59  																														|
% 57.91/23.59  																														| Simplifying 465 yields:
% 57.91/23.59  																														| (466)  ~ (all_0_56_56 = e1)
% 57.91/23.59  																														|
% 57.91/23.59  																														| Equations (629) can reduce 3 to:
% 57.91/23.59  																														| (879)  ~ (all_0_58_58 = e1)
% 57.91/23.59  																														|
% 57.91/23.59  																														| Simplifying 879 yields:
% 57.91/23.59  																														| (880)  ~ (all_0_58_58 = e1)
% 57.91/23.59  																														|
% 57.91/23.59  																														| Equations (629) can reduce 763 to:
% 57.91/23.59  																														| (602)  ~ (e4 = e1)
% 57.91/23.59  																														|
% 57.91/23.59  																														| Simplifying 602 yields:
% 57.91/23.59  																														| (110)  ~ (e4 = e1)
% 57.91/23.59  																														|
% 57.91/23.59  																														| Equations (629) can reduce 270 to:
% 57.91/23.59  																														| (467)  ~ (e3 = e1)
% 57.91/23.59  																														|
% 57.91/23.59  																														| Simplifying 467 yields:
% 57.91/23.59  																														| (213)  ~ (e3 = e1)
% 57.91/23.59  																														|
% 57.91/23.59  																														| Equations (629) can reduce 304 to:
% 57.91/23.59  																														| (604)  ~ (e2 = e1)
% 57.91/23.59  																														|
% 57.91/23.59  																														| Simplifying 604 yields:
% 57.91/23.59  																														| (122)  ~ (e2 = e1)
% 57.91/23.59  																														|
% 57.91/23.59  																														| From (629) and (187) follows:
% 57.91/23.59  																														| (15046) op(e1, e3) = all_0_32_32
% 57.91/23.59  																														|
% 57.91/23.59  																														| From (629) and (74) follows:
% 57.91/23.59  																														| (6587) op(e0, e3) = e1
% 57.91/23.59  																														|
% 57.91/23.59  																														+-Applying beta-rule and splitting (395), into two cases.
% 57.91/23.59  																														|-Branch one:
% 57.91/23.59  																														| (794) all_0_41_41 = e0
% 57.91/23.59  																														|
% 57.91/23.59  																															| Combining equations (437,794) yields a new equation:
% 57.91/23.59  																															| (481) e4 = e0
% 57.91/23.59  																															|
% 57.91/23.59  																															| Simplifying 481 yields:
% 57.91/23.59  																															| (397) e4 = e0
% 57.91/23.59  																															|
% 57.91/23.59  																															| Equations (397) can reduce 49 to:
% 57.91/23.59  																															| (266) $false
% 57.91/23.59  																															|
% 57.91/23.59  																															|-The branch is then unsatisfiable
% 57.91/23.59  																														|-Branch two:
% 57.91/23.59  																														| (357)  ~ (all_0_41_41 = e0)
% 57.91/23.59  																														| (895) all_0_46_46 = e0 | all_0_55_55 = e0
% 57.91/23.59  																														|
% 57.91/23.59  																															+-Applying beta-rule and splitting (895), into two cases.
% 57.91/23.59  																															|-Branch one:
% 57.91/23.59  																															| (538) all_0_46_46 = e0
% 57.91/23.59  																															|
% 57.91/23.59  																																| Equations (538) can reduce 19 to:
% 57.91/23.59  																																| (1402)  ~ (all_0_47_47 = e0)
% 57.91/23.59  																																|
% 57.91/23.59  																																| Simplifying 1402 yields:
% 57.91/23.59  																																| (678)  ~ (all_0_47_47 = e0)
% 57.91/23.59  																																|
% 57.91/23.59  																																| Equations (538) can reduce 208 to:
% 57.91/23.59  																																| (486)  ~ (all_0_49_49 = e0)
% 57.91/23.59  																																|
% 57.91/23.59  																																| Simplifying 486 yields:
% 57.91/23.59  																																| (487)  ~ (all_0_49_49 = e0)
% 57.91/23.59  																																|
% 57.91/23.59  																																| Equations (538) can reduce 250 to:
% 57.91/23.59  																																| (401)  ~ (e4 = e0)
% 57.91/23.59  																																|
% 57.91/23.59  																																| Simplifying 401 yields:
% 57.91/23.59  																																| (49)  ~ (e4 = e0)
% 57.91/23.59  																																|
% 57.91/23.59  																																| From (538) and (33) follows:
% 57.91/23.59  																																| (543) op(e0, e3) = all_0_16_16
% 57.91/23.59  																																|
% 57.91/23.59  																																| From (538) and (179) follows:
% 57.91/23.59  																																| (1544) op(e0, e2) = all_0_15_15
% 57.91/23.59  																																|
% 57.91/23.59  																																| From (538) and (120) follows:
% 57.91/23.59  																																| (544) op(e2, e3) = e0
% 57.91/23.59  																																|
% 57.91/23.59  																																| Instantiating formula (29) with e3, e3, all_0_23_23, e4 and discharging atoms op(e3, e3) = all_0_23_23, op(e3, e3) = e4, yields:
% 57.91/23.59  																																| (17647) all_0_23_23 = e4
% 57.91/23.59  																																|
% 57.91/23.59  																																| Instantiating formula (29) with e1, e3, e3, all_0_32_32 and discharging atoms op(e1, e3) = all_0_32_32, op(e1, e3) = e3, yields:
% 57.91/23.59  																																| (17648) all_0_32_32 = e3
% 57.91/23.59  																																|
% 57.91/23.59  																																| Instantiating formula (29) with e0, e3, e1, all_0_16_16 and discharging atoms op(e0, e3) = all_0_16_16, op(e0, e3) = e1, yields:
% 57.91/23.59  																																| (17649) all_0_16_16 = e1
% 57.91/23.59  																																|
% 57.91/23.59  																																| Instantiating formula (29) with e0, e2, all_0_15_15, all_0_56_56 and discharging atoms op(e0, e2) = all_0_15_15, op(e0, e2) = all_0_56_56, yields:
% 57.91/23.59  																																| (16712) all_0_15_15 = all_0_56_56
% 57.91/23.59  																																|
% 57.91/23.59  																																| From (17647) and (5694) follows:
% 57.91/23.59  																																| (1913) op(e3, e3) = e4
% 57.91/23.59  																																|
% 57.91/23.59  																																| From (17648) and (15046) follows:
% 57.91/23.59  																																| (1934) op(e1, e3) = e3
% 57.91/23.59  																																|
% 57.91/23.59  																																| From (17649) and (543) follows:
% 57.91/23.59  																																| (6587) op(e0, e3) = e1
% 57.91/23.59  																																|
% 57.91/23.59  																																| From (16712) and (1544) follows:
% 57.91/23.59  																																| (111) op(e0, e2) = all_0_56_56
% 57.91/23.59  																																|
% 57.91/23.59  																																+-Applying beta-rule and splitting (196), into two cases.
% 57.91/23.59  																																|-Branch one:
% 57.91/23.59  																																| (607) all_0_53_53 = e2
% 57.91/23.59  																																|
% 57.91/23.59  																																	| Equations (607) can reduce 162 to:
% 57.91/23.59  																																	| (296)  ~ (all_0_40_40 = e2)
% 57.91/23.59  																																	|
% 57.91/23.59  																																	| Equations (607) can reduce 6 to:
% 57.91/23.59  																																	| (1099)  ~ (all_0_51_51 = e2)
% 57.91/23.59  																																	|
% 57.91/23.59  																																	| Equations (607) can reduce 10 to:
% 57.91/23.59  																																	| (1186)  ~ (all_0_58_58 = e2)
% 57.91/23.59  																																	|
% 57.91/23.59  																																	| Simplifying 1186 yields:
% 57.91/23.59  																																	| (908)  ~ (all_0_58_58 = e2)
% 57.91/23.59  																																	|
% 57.91/23.59  																																	| From (607) and (175) follows:
% 57.91/23.59  																																	| (1556) op(e2, e0) = all_0_28_28
% 57.91/23.59  																																	|
% 57.91/23.59  																																	+-Applying beta-rule and splitting (7), into two cases.
% 57.91/23.59  																																	|-Branch one:
% 57.91/23.59  																																	| (504) all_0_51_51 = e2
% 57.91/23.59  																																	|
% 57.91/23.59  																																		| Equations (504) can reduce 1099 to:
% 57.91/23.59  																																		| (266) $false
% 57.91/23.59  																																		|
% 57.91/23.59  																																		|-The branch is then unsatisfiable
% 57.91/23.59  																																	|-Branch two:
% 57.91/23.59  																																	| (1099)  ~ (all_0_51_51 = e2)
% 57.91/23.59  																																	| (1100) all_0_51_51 = e4 | all_0_51_51 = e3 | all_0_51_51 = e1
% 57.91/23.59  																																	|
% 57.91/23.59  																																		+-Applying beta-rule and splitting (385), into two cases.
% 57.91/23.59  																																		|-Branch one:
% 57.91/23.59  																																		| (1105) all_0_47_47 = e2
% 57.91/23.59  																																		|
% 57.91/23.59  																																			| Equations (1105) can reduce 79 to:
% 57.91/23.59  																																			| (294)  ~ (all_0_39_39 = e2)
% 57.91/23.59  																																			|
% 57.91/23.59  																																			| Equations (1105) can reduce 198 to:
% 57.91/23.59  																																			| (51)  ~ (all_0_42_42 = e2)
% 57.91/23.59  																																			|
% 57.91/23.59  																																			| Equations (1105) can reduce 224 to:
% 57.91/23.59  																																			| (17668)  ~ (all_0_51_51 = e2)
% 57.91/23.59  																																			|
% 57.91/23.59  																																			| Simplifying 17668 yields:
% 57.91/23.59  																																			| (1099)  ~ (all_0_51_51 = e2)
% 57.91/23.59  																																			|
% 57.91/23.59  																																			| Equations (1105) can reduce 462 to:
% 57.91/23.59  																																			| (122)  ~ (e2 = e1)
% 57.91/23.59  																																			|
% 57.91/23.59  																																			+-Applying beta-rule and splitting (180), into two cases.
% 57.91/23.59  																																			|-Branch one:
% 57.91/23.59  																																			| (516) all_0_42_42 = e3
% 57.91/23.59  																																			|
% 57.91/23.59  																																				| Equations (516) can reduce 61 to:
% 57.91/23.59  																																				| (1925)  ~ (all_0_51_51 = e3)
% 57.91/23.59  																																				|
% 57.91/23.59  																																				| Simplifying 1925 yields:
% 57.91/23.59  																																				| (664)  ~ (all_0_51_51 = e3)
% 57.91/23.59  																																				|
% 57.91/23.59  																																				| Equations (516) can reduce 236 to:
% 57.91/23.59  																																				| (271)  ~ (all_0_56_56 = e3)
% 57.91/23.59  																																				|
% 57.91/23.59  																																				| Simplifying 271 yields:
% 57.91/23.59  																																				| (272)  ~ (all_0_56_56 = e3)
% 57.91/23.59  																																				|
% 57.91/23.59  																																				| Equations (516) can reduce 1890 to:
% 57.91/23.59  																																				| (277)  ~ (e4 = e3)
% 57.91/23.59  																																				|
% 57.91/23.59  																																				| Simplifying 277 yields:
% 57.91/23.59  																																				| (188)  ~ (e4 = e3)
% 57.91/23.59  																																				|
% 57.91/23.59  																																				| Equations (516) can reduce 51 to:
% 57.91/23.59  																																				| (212)  ~ (e3 = e2)
% 57.91/23.59  																																				|
% 57.91/23.59  																																				| Equations (516) can reduce 358 to:
% 57.91/23.59  																																				| (80)  ~ (e3 = e0)
% 57.91/23.59  																																				|
% 57.91/23.59  																																				| From (516) and (226) follows:
% 57.91/23.59  																																				| (5629) op(e3, e3) = all_0_7_7
% 57.91/23.59  																																				|
% 57.91/23.59  																																				+-Applying beta-rule and splitting (1100), into two cases.
% 57.91/23.59  																																				|-Branch one:
% 57.91/23.59  																																				| (1101) all_0_51_51 = e4
% 57.91/23.59  																																				|
% 57.91/23.59  																																					| Equations (1101) can reduce 475 to:
% 57.91/23.59  																																					| (266) $false
% 57.91/23.59  																																					|
% 57.91/23.59  																																					|-The branch is then unsatisfiable
% 57.91/23.59  																																				|-Branch two:
% 57.91/23.59  																																				| (475)  ~ (all_0_51_51 = e4)
% 57.91/23.59  																																				| (1104) all_0_51_51 = e3 | all_0_51_51 = e1
% 57.91/23.59  																																				|
% 57.91/23.59  																																					+-Applying beta-rule and splitting (112), into two cases.
% 57.91/23.59  																																					|-Branch one:
% 57.91/23.59  																																					| (635) all_0_44_44 = e1
% 57.91/23.59  																																					|
% 57.91/23.59  																																						| Equations (635) can reduce 143 to:
% 57.91/23.59  																																						| (132)  ~ (all_0_40_40 = e1)
% 57.91/23.59  																																						|
% 57.91/23.59  																																						| Equations (635) can reduce 181 to:
% 57.91/23.59  																																						| (879)  ~ (all_0_58_58 = e1)
% 57.91/23.59  																																						|
% 57.91/23.59  																																						| Simplifying 879 yields:
% 57.91/23.59  																																						| (880)  ~ (all_0_58_58 = e1)
% 57.91/23.59  																																						|
% 57.91/23.59  																																						| From (635) and (204) follows:
% 57.91/23.59  																																						| (17689) op(e1, e3) = all_0_11_11
% 57.91/23.59  																																						|
% 57.91/23.59  																																						+-Applying beta-rule and splitting (1104), into two cases.
% 57.91/23.59  																																						|-Branch one:
% 57.91/23.59  																																						| (1109) all_0_51_51 = e1
% 57.91/23.59  																																						|
% 57.91/23.59  																																							| Equations (1109) can reduce 16 to:
% 57.91/23.59  																																							| (465)  ~ (all_0_56_56 = e1)
% 57.91/23.59  																																							|
% 57.91/23.59  																																							| Simplifying 465 yields:
% 57.91/23.59  																																							| (466)  ~ (all_0_56_56 = e1)
% 57.91/23.59  																																							|
% 57.91/23.59  																																							| Equations (1109) can reduce 1099 to:
% 57.91/23.59  																																							| (604)  ~ (e2 = e1)
% 57.91/23.59  																																							|
% 57.91/23.59  																																							| Simplifying 604 yields:
% 57.91/23.59  																																							| (122)  ~ (e2 = e1)
% 57.91/23.59  																																							|
% 57.91/23.59  																																							| Equations (1109) can reduce 115 to:
% 57.91/23.59  																																							| (233)  ~ (e1 = e0)
% 57.91/23.59  																																							|
% 57.91/23.59  																																							| From (1109) and (177) follows:
% 57.91/23.59  																																							| (4211) op(e1, e2) = all_0_25_25
% 57.91/23.59  																																							|
% 57.91/23.59  																																							| From (1109) and (186) follows:
% 57.91/23.59  																																							| (699) op(e1, e2) = e1
% 57.91/23.59  																																							|
% 57.91/23.59  																																							+-Applying beta-rule and splitting (78), into two cases.
% 57.91/23.59  																																							|-Branch one:
% 57.91/23.59  																																							| (423) all_0_45_45 = e3
% 57.91/23.59  																																							|
% 57.91/23.59  																																								| Combining equations (248,423) yields a new equation:
% 57.91/23.59  																																								| (424) e4 = e3
% 57.91/23.59  																																								|
% 57.91/23.59  																																								| Simplifying 424 yields:
% 57.91/23.59  																																								| (425) e4 = e3
% 57.91/23.59  																																								|
% 57.91/23.59  																																								| Equations (425) can reduce 188 to:
% 57.91/23.59  																																								| (266) $false
% 57.91/23.59  																																								|
% 57.91/23.59  																																								|-The branch is then unsatisfiable
% 57.91/23.59  																																							|-Branch two:
% 57.91/23.59  																																							| (427)  ~ (all_0_45_45 = e3)
% 57.91/23.59  																																							| (428) all_0_46_46 = e3 | all_0_47_47 = e3 | all_0_49_49 = e3
% 57.91/23.59  																																							|
% 57.91/23.59  																																								+-Applying beta-rule and splitting (428), into two cases.
% 57.91/23.59  																																								|-Branch one:
% 57.91/23.59  																																								| (1557) all_0_46_46 = e3
% 57.91/23.59  																																								|
% 57.91/23.59  																																									| Combining equations (538,1557) yields a new equation:
% 57.91/23.59  																																									| (676) e3 = e0
% 57.91/23.59  																																									|
% 57.91/23.59  																																									| Equations (676) can reduce 80 to:
% 57.91/23.59  																																									| (266) $false
% 57.91/23.59  																																									|
% 57.91/23.59  																																									|-The branch is then unsatisfiable
% 57.91/23.59  																																								|-Branch two:
% 57.91/23.59  																																								| (409)  ~ (all_0_46_46 = e3)
% 57.91/23.59  																																								| (1561) all_0_47_47 = e3 | all_0_49_49 = e3
% 57.91/23.59  																																								|
% 57.91/23.59  																																									+-Applying beta-rule and splitting (1561), into two cases.
% 57.91/23.59  																																									|-Branch one:
% 57.91/23.59  																																									| (522) all_0_47_47 = e3
% 57.91/23.59  																																									|
% 57.91/23.59  																																										| Combining equations (522,1105) yields a new equation:
% 57.91/23.59  																																										| (661) e3 = e2
% 57.91/23.59  																																										|
% 57.91/23.59  																																										| Simplifying 661 yields:
% 57.91/23.59  																																										| (662) e3 = e2
% 57.91/23.59  																																										|
% 57.91/23.59  																																										| Equations (662) can reduce 212 to:
% 57.91/23.59  																																										| (266) $false
% 57.91/23.59  																																										|
% 57.91/23.59  																																										|-The branch is then unsatisfiable
% 57.91/23.59  																																									|-Branch two:
% 57.91/23.59  																																									| (1091)  ~ (all_0_47_47 = e3)
% 57.91/23.59  																																									| (884) all_0_49_49 = e3
% 57.91/23.59  																																									|
% 57.91/23.59  																																										| Equations (884) can reduce 200 to:
% 57.91/23.59  																																										| (2)  ~ (all_0_40_40 = e3)
% 57.91/23.60  																																										|
% 57.91/23.60  																																										| Equations (884) can reduce 119 to:
% 57.91/23.60  																																										| (275)  ~ (all_0_58_58 = e3)
% 57.91/23.60  																																										|
% 57.91/23.60  																																										| Simplifying 275 yields:
% 57.91/23.60  																																										| (276)  ~ (all_0_58_58 = e3)
% 57.91/23.60  																																										|
% 57.91/23.60  																																										| From (884) and (55) follows:
% 57.91/23.60  																																										| (1581) op(e2, e0) = e3
% 57.91/23.60  																																										|
% 57.91/23.60  																																										| Instantiating formula (29) with e3, e3, all_0_7_7, e4 and discharging atoms op(e3, e3) = all_0_7_7, op(e3, e3) = e4, yields:
% 57.91/23.60  																																										| (15433) all_0_7_7 = e4
% 57.91/23.60  																																										|
% 57.91/23.60  																																										| Instantiating formula (29) with e2, e0, e3, all_0_28_28 and discharging atoms op(e2, e0) = all_0_28_28, op(e2, e0) = e3, yields:
% 57.91/23.60  																																										| (1592) all_0_28_28 = e3
% 57.91/23.60  																																										|
% 57.91/23.60  																																										| Instantiating formula (29) with e1, e3, all_0_11_11, e3 and discharging atoms op(e1, e3) = all_0_11_11, op(e1, e3) = e3, yields:
% 57.91/23.60  																																										| (17721) all_0_11_11 = e3
% 57.91/23.60  																																										|
% 57.91/23.60  																																										| Instantiating formula (29) with e1, e2, e1, all_0_25_25 and discharging atoms op(e1, e2) = all_0_25_25, op(e1, e2) = e1, yields:
% 57.91/23.60  																																										| (4271) all_0_25_25 = e1
% 57.91/23.60  																																										|
% 57.91/23.60  																																										| From (15433) and (5629) follows:
% 57.91/23.60  																																										| (1913) op(e3, e3) = e4
% 57.91/23.60  																																										|
% 57.91/23.60  																																										| From (1592) and (1556) follows:
% 57.91/23.60  																																										| (1581) op(e2, e0) = e3
% 57.91/23.60  																																										|
% 57.91/23.60  																																										| From (17721) and (17689) follows:
% 57.91/23.60  																																										| (1934) op(e1, e3) = e3
% 57.91/23.60  																																										|
% 57.91/23.60  																																										| From (4271) and (4211) follows:
% 57.91/23.60  																																										| (699) op(e1, e2) = e1
% 57.91/23.60  																																										|
% 57.91/23.60  																																										+-Applying beta-rule and splitting (125), into two cases.
% 57.91/23.60  																																										|-Branch one:
% 57.91/23.60  																																										| (858) all_0_55_55 = e0
% 57.91/23.60  																																										|
% 57.91/23.60  																																											| Combining equations (629,858) yields a new equation:
% 57.91/23.60  																																											| (546) e1 = e0
% 57.91/23.60  																																											|
% 57.91/23.60  																																											| Simplifying 546 yields:
% 57.91/23.60  																																											| (431) e1 = e0
% 57.91/23.60  																																											|
% 57.91/23.60  																																											| Equations (431) can reduce 233 to:
% 57.91/23.60  																																											| (266) $false
% 57.91/23.60  																																											|
% 57.91/23.60  																																											|-The branch is then unsatisfiable
% 57.91/23.60  																																										|-Branch two:
% 57.91/23.60  																																										| (803)  ~ (all_0_55_55 = e0)
% 57.91/23.60  																																										| (863) all_0_56_56 = e0 | all_0_57_57 = e0 | all_0_58_58 = e0
% 57.91/23.60  																																										|
% 57.91/23.60  																																											+-Applying beta-rule and splitting (104), into two cases.
% 57.91/23.60  																																											|-Branch one:
% 57.91/23.60  																																											| (480) all_0_39_39 = e0
% 57.91/23.60  																																											|
% 57.91/23.60  																																												| Equations (480) can reduce 154 to:
% 57.91/23.60  																																												| (1181)  ~ (all_0_56_56 = e0)
% 57.91/23.60  																																												|
% 57.91/23.60  																																												| Simplifying 1181 yields:
% 57.91/23.60  																																												| (828)  ~ (all_0_56_56 = e0)
% 57.91/23.60  																																												|
% 57.91/23.60  																																												| Equations (480) can reduce 294 to:
% 57.91/23.60  																																												| (365)  ~ (e2 = e0)
% 57.91/23.60  																																												|
% 57.91/23.60  																																												| Simplifying 365 yields:
% 57.91/23.60  																																												| (128)  ~ (e2 = e0)
% 57.91/23.60  																																												|
% 57.91/23.60  																																												+-Applying beta-rule and splitting (164), into two cases.
% 57.91/23.60  																																												|-Branch one:
% 57.91/23.60  																																												| (471) all_0_39_39 = e4
% 57.91/23.60  																																												|
% 57.91/23.60  																																													| Combining equations (471,480) yields a new equation:
% 57.91/23.60  																																													| (481) e4 = e0
% 57.91/23.60  																																													|
% 57.91/23.60  																																													| Simplifying 481 yields:
% 57.91/23.60  																																													| (397) e4 = e0
% 57.91/23.60  																																													|
% 57.91/23.60  																																													| Equations (397) can reduce 49 to:
% 57.91/23.60  																																													| (266) $false
% 57.91/23.60  																																													|
% 57.91/23.60  																																													|-The branch is then unsatisfiable
% 57.91/23.60  																																												|-Branch two:
% 57.91/23.60  																																												| (1377)  ~ (all_0_39_39 = e4)
% 57.91/23.60  																																												| (2115) all_0_42_42 = e4 | all_0_47_47 = e4 | all_0_51_51 = e4 | all_0_56_56 = e4
% 57.91/23.60  																																												|
% 57.91/23.60  																																													+-Applying beta-rule and splitting (863), into two cases.
% 57.91/23.60  																																													|-Branch one:
% 57.91/23.60  																																													| (679) all_0_56_56 = e0
% 57.91/23.60  																																													|
% 57.91/23.60  																																														| Equations (679) can reduce 828 to:
% 57.91/23.60  																																														| (266) $false
% 57.91/23.60  																																														|
% 57.91/23.60  																																														|-The branch is then unsatisfiable
% 57.91/23.60  																																													|-Branch two:
% 57.91/23.60  																																													| (828)  ~ (all_0_56_56 = e0)
% 57.91/23.60  																																													| (924) all_0_57_57 = e0 | all_0_58_58 = e0
% 57.91/23.60  																																													|
% 57.91/23.60  																																														+-Applying beta-rule and splitting (924), into two cases.
% 57.91/23.60  																																														|-Branch one:
% 57.91/23.60  																																														| (875) all_0_57_57 = e0
% 57.91/23.60  																																														|
% 57.91/23.60  																																															| Combining equations (875,442) yields a new equation:
% 57.91/23.60  																																															| (330) e2 = e0
% 57.91/23.60  																																															|
% 57.91/23.60  																																															| Equations (330) can reduce 128 to:
% 57.91/23.60  																																															| (266) $false
% 57.91/23.60  																																															|
% 57.91/23.60  																																															|-The branch is then unsatisfiable
% 57.91/23.60  																																														|-Branch two:
% 57.91/23.60  																																														| (364)  ~ (all_0_57_57 = e0)
% 57.91/23.60  																																														| (914) all_0_58_58 = e0
% 57.91/23.60  																																														|
% 57.91/23.60  																																															| Equations (914) can reduce 178 to:
% 57.91/23.60  																																															| (1401)  ~ (all_0_40_40 = e0)
% 57.91/23.60  																																															|
% 57.91/23.60  																																															| Equations (914) can reduce 276 to:
% 57.91/23.60  																																															| (541)  ~ (e3 = e0)
% 57.91/23.60  																																															|
% 57.91/23.60  																																															| Simplifying 541 yields:
% 57.91/23.60  																																															| (80)  ~ (e3 = e0)
% 57.91/23.60  																																															|
% 57.91/23.60  																																															| Equations (914) can reduce 880 to:
% 57.91/23.60  																																															| (435)  ~ (e1 = e0)
% 57.91/23.60  																																															|
% 57.91/23.60  																																															| Simplifying 435 yields:
% 57.91/23.60  																																															| (233)  ~ (e1 = e0)
% 57.91/23.60  																																															|
% 57.91/23.60  																																															+-Applying beta-rule and splitting (150), into two cases.
% 57.91/23.60  																																															|-Branch one:
% 57.91/23.60  																																															| (1378) all_0_40_40 = e4
% 57.91/23.60  																																															|
% 57.91/23.60  																																																| Equations (1378) can reduce 2 to:
% 57.91/23.60  																																																| (188)  ~ (e4 = e3)
% 57.91/23.60  																																																|
% 57.91/23.60  																																																| Equations (1378) can reduce 296 to:
% 57.91/23.60  																																																| (48)  ~ (e4 = e2)
% 57.91/23.60  																																																|
% 57.91/23.60  																																																| Equations (1378) can reduce 132 to:
% 57.91/23.60  																																																| (110)  ~ (e4 = e1)
% 57.91/23.60  																																																|
% 57.91/23.60  																																																+-Applying beta-rule and splitting (171), into two cases.
% 57.91/23.60  																																																|-Branch one:
% 57.91/23.60  																																																| (265) all_0_54_54 = e4
% 57.91/23.60  																																																|
% 57.91/23.60  																																																	| Combining equations (268,265) yields a new equation:
% 57.91/23.60  																																																	| (425) e4 = e3
% 57.91/23.60  																																																	|
% 57.91/23.60  																																																	| Equations (425) can reduce 188 to:
% 57.91/23.60  																																																	| (266) $false
% 57.91/23.60  																																																	|
% 57.91/23.60  																																																	|-The branch is then unsatisfiable
% 57.91/23.60  																																																|-Branch two:
% 57.91/23.60  																																																| (258)  ~ (all_0_54_54 = e4)
% 57.91/23.60  																																																| (575) all_0_55_55 = e4 | all_0_56_56 = e4 | all_0_57_57 = e4 | all_0_58_58 = e4
% 57.91/23.60  																																																|
% 57.91/23.60  																																																	| Equations (268) can reduce 258 to:
% 57.91/23.60  																																																	| (277)  ~ (e4 = e3)
% 57.91/23.60  																																																	|
% 57.91/23.60  																																																	| Simplifying 277 yields:
% 57.91/23.60  																																																	| (188)  ~ (e4 = e3)
% 57.91/23.60  																																																	|
% 57.91/23.60  																																																	+-Applying beta-rule and splitting (2115), into two cases.
% 57.91/23.60  																																																	|-Branch one:
% 57.91/23.60  																																																	| (1392) all_0_42_42 = e4
% 57.91/23.60  																																																	|
% 57.91/23.60  																																																		| Combining equations (1392,516) yields a new equation:
% 57.91/23.60  																																																		| (424) e4 = e3
% 57.91/23.60  																																																		|
% 57.91/23.60  																																																		| Simplifying 424 yields:
% 57.91/23.60  																																																		| (425) e4 = e3
% 57.91/23.60  																																																		|
% 57.91/23.60  																																																		| Equations (425) can reduce 188 to:
% 57.91/23.60  																																																		| (266) $false
% 57.91/23.60  																																																		|
% 57.91/23.60  																																																		|-The branch is then unsatisfiable
% 57.91/23.60  																																																	|-Branch two:
% 57.91/23.60  																																																	| (1890)  ~ (all_0_42_42 = e4)
% 57.91/23.60  																																																	| (2246) all_0_47_47 = e4 | all_0_51_51 = e4 | all_0_56_56 = e4
% 57.91/23.60  																																																	|
% 57.91/23.60  																																																		+-Applying beta-rule and splitting (2246), into two cases.
% 57.91/23.60  																																																		|-Branch one:
% 57.91/23.60  																																																		| (1790) all_0_47_47 = e4
% 57.91/23.60  																																																		|
% 57.91/23.60  																																																			| Combining equations (1790,1105) yields a new equation:
% 57.91/23.60  																																																			| (322) e4 = e2
% 57.91/23.60  																																																			|
% 57.91/23.60  																																																			| Simplifying 322 yields:
% 57.91/23.60  																																																			| (323) e4 = e2
% 57.91/23.60  																																																			|
% 57.91/23.60  																																																			| Equations (323) can reduce 48 to:
% 57.91/23.60  																																																			| (266) $false
% 57.91/23.60  																																																			|
% 57.91/23.60  																																																			|-The branch is then unsatisfiable
% 57.91/23.60  																																																		|-Branch two:
% 57.91/23.60  																																																		| (252)  ~ (all_0_47_47 = e4)
% 57.91/23.60  																																																		| (6548) all_0_51_51 = e4 | all_0_56_56 = e4
% 57.91/23.60  																																																		|
% 57.91/23.60  																																																			+-Applying beta-rule and splitting (6548), into two cases.
% 57.91/23.60  																																																			|-Branch one:
% 57.91/23.60  																																																			| (1101) all_0_51_51 = e4
% 57.91/23.60  																																																			|
% 57.91/23.60  																																																				| Combining equations (1109,1101) yields a new equation:
% 57.91/23.60  																																																				| (630) e4 = e1
% 57.91/23.60  																																																				|
% 57.91/23.60  																																																				| Equations (630) can reduce 110 to:
% 57.91/23.60  																																																				| (266) $false
% 57.91/23.60  																																																				|
% 57.91/23.60  																																																				|-The branch is then unsatisfiable
% 57.91/23.60  																																																			|-Branch two:
% 57.91/23.60  																																																			| (475)  ~ (all_0_51_51 = e4)
% 57.91/23.60  																																																			| (842) all_0_56_56 = e4
% 57.91/23.60  																																																			|
% 57.91/23.60  																																																				| From (842) and (111) follows:
% 57.91/23.60  																																																				| (2154) op(e0, e2) = e4
% 57.91/23.60  																																																				|
% 57.91/23.60  																																																				+-Applying beta-rule and splitting (56), into two cases.
% 57.91/23.60  																																																				|-Branch one:
% 57.91/23.60  																																																				| (696) unit = e2
% 57.91/23.60  																																																				|
% 57.91/23.60  																																																					| From (696) and (209) follows:
% 57.91/23.60  																																																					| (7585) op(e2, e0) = e0
% 57.91/23.60  																																																					|
% 57.91/23.60  																																																					| Instantiating formula (29) with e2, e0, e0, e3 and discharging atoms op(e2, e0) = e3, op(e2, e0) = e0, yields:
% 57.91/23.60  																																																					| (676) e3 = e0
% 57.91/23.60  																																																					|
% 57.91/23.60  																																																					| Equations (676) can reduce 80 to:
% 57.91/23.60  																																																					| (266) $false
% 57.91/23.60  																																																					|
% 57.91/23.60  																																																					|-The branch is then unsatisfiable
% 57.91/23.60  																																																				|-Branch two:
% 57.91/23.60  																																																				| (707)  ~ (unit = e2)
% 57.91/23.60  																																																				| (708) unit = e4 | unit = e3 | unit = e1 | unit = e0
% 57.91/23.60  																																																				|
% 57.91/23.60  																																																					+-Applying beta-rule and splitting (708), into two cases.
% 57.91/23.60  																																																					|-Branch one:
% 57.91/23.60  																																																					| (709) unit = e4
% 57.91/23.60  																																																					|
% 57.91/23.60  																																																						| From (709) and (227) follows:
% 57.91/23.60  																																																						| (710) op(e4, e4) = e4
% 57.91/23.60  																																																						|
% 57.91/23.60  																																																						| From (709) and (40) follows:
% 57.91/23.60  																																																						| (711) op(e3, e4) = e3
% 57.91/23.60  																																																						|
% 57.91/23.60  																																																						| From (709) and (32) follows:
% 57.91/23.60  																																																						| (712) op(e2, e4) = e2
% 57.91/23.60  																																																						|
% 57.91/23.60  																																																						| From (709) and (42) follows:
% 57.91/23.60  																																																						| (713) op(e0, e4) = e0
% 57.91/23.60  																																																						|
% 57.91/23.60  																																																						| Instantiating formula (29) with e4, e4, e4, e1 and discharging atoms op(e4, e4) = e4, op(e4, e4) = e1, yields:
% 57.91/23.60  																																																						| (630) e4 = e1
% 57.91/23.60  																																																						|
% 57.91/23.60  																																																						| Instantiating formula (29) with e3, e4, e3, e2 and discharging atoms op(e3, e4) = e3, op(e3, e4) = e2, yields:
% 57.91/23.60  																																																						| (662) e3 = e2
% 57.91/23.60  																																																						|
% 57.91/23.60  																																																						| Instantiating formula (29) with e2, e4, e2, e4 and discharging atoms op(e2, e4) = e4, op(e2, e4) = e2, yields:
% 57.91/23.60  																																																						| (323) e4 = e2
% 57.91/23.60  																																																						|
% 57.91/23.60  																																																						| Instantiating formula (29) with e0, e4, e0, e3 and discharging atoms op(e0, e4) = e3, op(e0, e4) = e0, yields:
% 57.91/23.60  																																																						| (676) e3 = e0
% 57.91/23.60  																																																						|
% 57.91/23.60  																																																						| Combining equations (630,323) yields a new equation:
% 57.91/23.60  																																																						| (617) e2 = e1
% 57.91/23.60  																																																						|
% 57.91/23.60  																																																						| Combining equations (662,676) yields a new equation:
% 57.91/23.60  																																																						| (391) e2 = e0
% 57.91/23.60  																																																						|
% 57.91/23.60  																																																						| Simplifying 391 yields:
% 57.91/23.60  																																																						| (330) e2 = e0
% 57.91/23.60  																																																						|
% 57.91/23.60  																																																						| Combining equations (617,330) yields a new equation:
% 57.91/23.60  																																																						| (546) e1 = e0
% 57.91/23.60  																																																						|
% 57.91/23.60  																																																						| Simplifying 546 yields:
% 57.91/23.60  																																																						| (431) e1 = e0
% 57.91/23.60  																																																						|
% 57.91/23.60  																																																						| Equations (431) can reduce 233 to:
% 57.91/23.60  																																																						| (266) $false
% 57.91/23.60  																																																						|
% 57.91/23.60  																																																						|-The branch is then unsatisfiable
% 57.91/23.60  																																																					|-Branch two:
% 57.91/23.60  																																																					| (724)  ~ (unit = e4)
% 57.91/23.60  																																																					| (725) unit = e3 | unit = e1 | unit = e0
% 57.91/23.60  																																																					|
% 57.91/23.60  																																																						+-Applying beta-rule and splitting (725), into two cases.
% 57.91/23.60  																																																						|-Branch one:
% 57.91/23.60  																																																						| (726) unit = e0
% 57.91/23.60  																																																						|
% 57.91/23.60  																																																							| From (726) and (244) follows:
% 57.91/23.60  																																																							| (2207) op(e0, e4) = e4
% 57.91/23.60  																																																							|
% 57.91/23.60  																																																							| From (726) and (24) follows:
% 57.91/23.60  																																																							| (2208) op(e0, e3) = e3
% 57.91/23.60  																																																							|
% 57.91/23.60  																																																							| From (726) and (15) follows:
% 57.91/23.60  																																																							| (1508) op(e0, e2) = e2
% 57.91/23.60  																																																							|
% 57.91/23.60  																																																							| Instantiating formula (29) with e0, e4, e4, e3 and discharging atoms op(e0, e4) = e4, op(e0, e4) = e3, yields:
% 57.91/23.60  																																																							| (425) e4 = e3
% 57.91/23.60  																																																							|
% 57.91/23.60  																																																							| Instantiating formula (29) with e0, e3, e3, e1 and discharging atoms op(e0, e3) = e3, op(e0, e3) = e1, yields:
% 57.91/23.60  																																																							| (455) e3 = e1
% 57.91/23.60  																																																							|
% 57.91/23.60  																																																							| Instantiating formula (29) with e0, e2, e2, e4 and discharging atoms op(e0, e2) = e4, op(e0, e2) = e2, yields:
% 57.91/23.60  																																																							| (323) e4 = e2
% 57.91/23.60  																																																							|
% 57.91/23.60  																																																							| Combining equations (425,323) yields a new equation:
% 57.91/23.60  																																																							| (661) e3 = e2
% 57.91/23.60  																																																							|
% 57.91/23.60  																																																							| Simplifying 661 yields:
% 57.91/23.60  																																																							| (662) e3 = e2
% 57.91/23.60  																																																							|
% 57.91/23.60  																																																							| Combining equations (455,662) yields a new equation:
% 57.91/23.60  																																																							| (617) e2 = e1
% 57.91/23.60  																																																							|
% 57.91/23.60  																																																							| Equations (617) can reduce 122 to:
% 57.91/23.60  																																																							| (266) $false
% 57.91/23.60  																																																							|
% 57.91/23.60  																																																							|-The branch is then unsatisfiable
% 57.91/23.60  																																																						|-Branch two:
% 57.91/23.60  																																																						| (734)  ~ (unit = e0)
% 57.91/23.60  																																																						| (735) unit = e3 | unit = e1
% 57.91/23.60  																																																						|
% 57.91/23.60  																																																							+-Applying beta-rule and splitting (735), into two cases.
% 57.91/23.60  																																																							|-Branch one:
% 57.91/23.60  																																																							| (736) unit = e1
% 57.91/23.60  																																																							|
% 57.91/23.60  																																																								| Equations (736) can reduce 734 to:
% 57.91/23.60  																																																								| (233)  ~ (e1 = e0)
% 57.91/23.60  																																																								|
% 57.91/23.60  																																																								| From (736) and (15) follows:
% 57.91/23.60  																																																								| (515) op(e1, e2) = e2
% 57.91/23.60  																																																								|
% 57.91/23.60  																																																								| From (736) and (42) follows:
% 57.91/23.60  																																																								| (3221) op(e0, e1) = e0
% 57.91/23.60  																																																								|
% 57.91/23.60  																																																								| Instantiating formula (29) with e1, e2, e2, e1 and discharging atoms op(e1, e2) = e2, op(e1, e2) = e1, yields:
% 57.91/23.60  																																																								| (617) e2 = e1
% 57.91/23.60  																																																								|
% 57.91/23.60  																																																								| Instantiating formula (29) with e0, e1, e0, e2 and discharging atoms op(e0, e1) = e2, op(e0, e1) = e0, yields:
% 57.91/23.60  																																																								| (330) e2 = e0
% 57.91/23.60  																																																								|
% 57.91/23.60  																																																								| Combining equations (617,330) yields a new equation:
% 57.91/23.60  																																																								| (546) e1 = e0
% 57.91/23.60  																																																								|
% 57.91/23.60  																																																								| Simplifying 546 yields:
% 57.91/23.60  																																																								| (431) e1 = e0
% 57.91/23.60  																																																								|
% 57.91/23.60  																																																								| Equations (431) can reduce 233 to:
% 57.91/23.60  																																																								| (266) $false
% 57.91/23.60  																																																								|
% 57.91/23.60  																																																								|-The branch is then unsatisfiable
% 57.91/23.60  																																																							|-Branch two:
% 57.91/23.60  																																																							| (748)  ~ (unit = e1)
% 57.91/23.60  																																																							| (749) unit = e3
% 57.91/23.60  																																																							|
% 57.91/23.60  																																																								| From (749) and (244) follows:
% 57.91/23.60  																																																								| (750) op(e3, e4) = e4
% 57.91/23.60  																																																								|
% 57.91/23.60  																																																								| From (749) and (40) follows:
% 57.91/23.60  																																																								| (3715) op(e3, e3) = e3
% 57.91/23.60  																																																								|
% 57.91/23.60  																																																								| From (749) and (32) follows:
% 57.91/23.60  																																																								| (5793) op(e2, e3) = e2
% 57.91/23.60  																																																								|
% 57.91/23.60  																																																								| From (749) and (28) follows:
% 57.91/23.60  																																																								| (2235) op(e1, e3) = e1
% 57.91/23.60  																																																								|
% 57.91/23.60  																																																								| Instantiating formula (29) with e3, e4, e4, e2 and discharging atoms op(e3, e4) = e4, op(e3, e4) = e2, yields:
% 57.91/23.60  																																																								| (323) e4 = e2
% 57.91/23.60  																																																								|
% 57.91/23.60  																																																								| Instantiating formula (29) with e3, e3, e3, e4 and discharging atoms op(e3, e3) = e4, op(e3, e3) = e3, yields:
% 57.91/23.60  																																																								| (425) e4 = e3
% 57.91/23.60  																																																								|
% 57.91/23.60  																																																								| Instantiating formula (29) with e2, e3, e2, e0 and discharging atoms op(e2, e3) = e2, op(e2, e3) = e0, yields:
% 57.91/23.60  																																																								| (330) e2 = e0
% 57.91/23.60  																																																								|
% 57.91/23.60  																																																								| Instantiating formula (29) with e1, e3, e1, e3 and discharging atoms op(e1, e3) = e3, op(e1, e3) = e1, yields:
% 57.91/23.60  																																																								| (455) e3 = e1
% 57.91/23.60  																																																								|
% 57.91/23.60  																																																								| Combining equations (323,425) yields a new equation:
% 57.91/23.60  																																																								| (662) e3 = e2
% 57.91/23.60  																																																								|
% 57.91/23.60  																																																								| Combining equations (662,455) yields a new equation:
% 57.91/23.60  																																																								| (616) e2 = e1
% 57.91/23.60  																																																								|
% 57.91/23.60  																																																								| Simplifying 616 yields:
% 57.91/23.60  																																																								| (617) e2 = e1
% 57.91/23.60  																																																								|
% 57.91/23.60  																																																								| Combining equations (617,330) yields a new equation:
% 57.91/23.60  																																																								| (546) e1 = e0
% 57.91/23.60  																																																								|
% 57.91/23.60  																																																								| Simplifying 546 yields:
% 57.91/23.60  																																																								| (431) e1 = e0
% 57.91/23.60  																																																								|
% 57.91/23.60  																																																								| Equations (431) can reduce 233 to:
% 57.91/23.60  																																																								| (266) $false
% 57.91/23.60  																																																								|
% 57.91/23.60  																																																								|-The branch is then unsatisfiable
% 57.91/23.60  																																															|-Branch two:
% 57.91/23.60  																																															| (447)  ~ (all_0_40_40 = e4)
% 57.91/23.60  																																															| (2271) all_0_44_44 = e4 | all_0_49_49 = e4 | all_0_53_53 = e4 | all_0_58_58 = e4
% 57.91/23.60  																																															|
% 57.91/23.60  																																																+-Applying beta-rule and splitting (316), into two cases.
% 57.91/23.60  																																																|-Branch one:
% 57.91/23.60  																																																| (1378) all_0_40_40 = e4
% 57.91/23.60  																																																|
% 57.91/23.60  																																																	| Equations (1378) can reduce 447 to:
% 57.91/23.60  																																																	| (266) $false
% 57.91/23.60  																																																	|
% 57.91/23.60  																																																	|-The branch is then unsatisfiable
% 57.91/23.60  																																																|-Branch two:
% 57.91/23.60  																																																| (447)  ~ (all_0_40_40 = e4)
% 57.91/23.60  																																																| (485) all_0_40_40 = e0
% 57.91/23.60  																																																|
% 57.91/23.60  																																																	| Equations (485) can reduce 1401 to:
% 57.91/23.60  																																																	| (266) $false
% 57.91/23.60  																																																	|
% 57.91/23.60  																																																	|-The branch is then unsatisfiable
% 57.91/23.60  																																											|-Branch two:
% 57.91/23.60  																																											| (484)  ~ (all_0_39_39 = e0)
% 57.91/23.60  																																											| (558) all_0_42_42 = e0 | all_0_47_47 = e0 | all_0_56_56 = e0
% 57.91/23.60  																																											|
% 57.91/23.60  																																												+-Applying beta-rule and splitting (333), into two cases.
% 57.91/23.60  																																												|-Branch one:
% 57.91/23.60  																																												| (480) all_0_39_39 = e0
% 57.91/23.60  																																												|
% 57.91/23.60  																																													| Equations (480) can reduce 484 to:
% 57.91/23.60  																																													| (266) $false
% 57.91/23.60  																																													|
% 57.91/23.60  																																													|-The branch is then unsatisfiable
% 57.91/23.60  																																												|-Branch two:
% 57.91/23.60  																																												| (484)  ~ (all_0_39_39 = e0)
% 57.91/23.60  																																												| (485) all_0_40_40 = e0
% 57.91/23.60  																																												|
% 57.91/23.60  																																													| Equations (485) can reduce 176 to:
% 57.91/23.60  																																													| (484)  ~ (all_0_39_39 = e0)
% 57.91/23.60  																																													|
% 57.91/23.60  																																													| Equations (485) can reduce 2 to:
% 57.91/23.60  																																													| (541)  ~ (e3 = e0)
% 57.91/23.60  																																													|
% 57.91/23.60  																																													| Simplifying 541 yields:
% 57.91/23.60  																																													| (80)  ~ (e3 = e0)
% 57.91/23.60  																																													|
% 57.91/23.60  																																													| Equations (485) can reduce 296 to:
% 57.91/23.60  																																													| (365)  ~ (e2 = e0)
% 57.91/23.60  																																													|
% 57.91/23.60  																																													| Simplifying 365 yields:
% 57.91/23.60  																																													| (128)  ~ (e2 = e0)
% 57.91/23.60  																																													|
% 57.91/23.60  																																													+-Applying beta-rule and splitting (108), into two cases.
% 57.91/23.60  																																													|-Branch one:
% 57.91/23.60  																																													| (624) all_0_58_58 = e2
% 57.91/23.60  																																													|
% 57.91/23.60  																																														| Equations (624) can reduce 908 to:
% 57.91/23.60  																																														| (266) $false
% 57.91/23.60  																																														|
% 57.91/23.60  																																														|-The branch is then unsatisfiable
% 57.91/23.60  																																													|-Branch two:
% 57.91/23.60  																																													| (908)  ~ (all_0_58_58 = e2)
% 57.91/23.60  																																													| (909) all_0_58_58 = e4 | all_0_58_58 = e3 | all_0_58_58 = e1 | all_0_58_58 = e0
% 57.91/23.60  																																													|
% 57.91/23.60  																																														+-Applying beta-rule and splitting (558), into two cases.
% 57.91/23.60  																																														|-Branch one:
% 57.91/23.61  																																														| (559) all_0_42_42 = e0
% 57.91/23.61  																																														|
% 57.91/23.61  																																															| Combining equations (559,516) yields a new equation:
% 57.91/23.61  																																															| (676) e3 = e0
% 57.91/23.61  																																															|
% 57.91/23.61  																																															| Equations (676) can reduce 80 to:
% 57.91/23.61  																																															| (266) $false
% 57.91/23.61  																																															|
% 57.91/23.61  																																															|-The branch is then unsatisfiable
% 57.91/23.61  																																														|-Branch two:
% 57.91/23.61  																																														| (358)  ~ (all_0_42_42 = e0)
% 57.91/23.61  																																														| (563) all_0_47_47 = e0 | all_0_56_56 = e0
% 57.91/23.61  																																														|
% 57.91/23.61  																																															+-Applying beta-rule and splitting (909), into two cases.
% 57.91/23.61  																																															|-Branch one:
% 57.91/23.61  																																															| (910) all_0_58_58 = e4
% 57.91/23.61  																																															|
% 57.91/23.61  																																																+-Applying beta-rule and splitting (164), into two cases.
% 57.91/23.61  																																																|-Branch one:
% 57.91/23.61  																																																| (471) all_0_39_39 = e4
% 57.91/23.61  																																																|
% 57.91/23.61  																																																	| Equations (471) can reduce 484 to:
% 57.91/23.61  																																																	| (49)  ~ (e4 = e0)
% 57.91/23.61  																																																	|
% 57.91/23.61  																																																	+-Applying beta-rule and splitting (863), into two cases.
% 57.91/23.61  																																																	|-Branch one:
% 57.91/23.61  																																																	| (679) all_0_56_56 = e0
% 57.91/23.61  																																																	|
% 57.91/23.61  																																																		| Equations (679) can reduce 272 to:
% 57.91/23.61  																																																		| (541)  ~ (e3 = e0)
% 57.91/23.61  																																																		|
% 57.91/23.61  																																																		| Simplifying 541 yields:
% 57.91/23.61  																																																		| (80)  ~ (e3 = e0)
% 57.91/23.61  																																																		|
% 57.91/23.61  																																																		| Equations (679) can reduce 466 to:
% 57.91/23.61  																																																		| (435)  ~ (e1 = e0)
% 57.91/23.61  																																																		|
% 57.91/23.61  																																																		| Simplifying 435 yields:
% 57.91/23.61  																																																		| (233)  ~ (e1 = e0)
% 57.91/23.61  																																																		|
% 57.91/23.61  																																																		| From (679) and (111) follows:
% 57.91/23.61  																																																		| (1613) op(e0, e2) = e0
% 57.91/23.61  																																																		|
% 57.91/23.61  																																																		+-Applying beta-rule and splitting (56), into two cases.
% 57.91/23.61  																																																		|-Branch one:
% 57.91/23.61  																																																		| (696) unit = e2
% 57.91/23.61  																																																		|
% 57.91/23.61  																																																			| From (696) and (209) follows:
% 57.91/23.61  																																																			| (7585) op(e2, e0) = e0
% 57.91/23.61  																																																			|
% 57.91/23.61  																																																			| Instantiating formula (29) with e2, e0, e0, e3 and discharging atoms op(e2, e0) = e3, op(e2, e0) = e0, yields:
% 57.91/23.61  																																																			| (676) e3 = e0
% 57.91/23.61  																																																			|
% 57.91/23.61  																																																			| Equations (676) can reduce 80 to:
% 57.91/23.61  																																																			| (266) $false
% 57.91/23.61  																																																			|
% 57.91/23.61  																																																			|-The branch is then unsatisfiable
% 57.91/23.61  																																																		|-Branch two:
% 57.91/23.61  																																																		| (707)  ~ (unit = e2)
% 57.91/23.61  																																																		| (708) unit = e4 | unit = e3 | unit = e1 | unit = e0
% 57.91/23.61  																																																		|
% 57.91/23.61  																																																			+-Applying beta-rule and splitting (708), into two cases.
% 57.91/23.61  																																																			|-Branch one:
% 57.91/23.61  																																																			| (709) unit = e4
% 57.91/23.61  																																																			|
% 57.91/23.61  																																																				| From (709) and (227) follows:
% 57.91/23.61  																																																				| (710) op(e4, e4) = e4
% 57.91/23.61  																																																				|
% 57.91/23.61  																																																				| From (709) and (40) follows:
% 57.91/23.61  																																																				| (711) op(e3, e4) = e3
% 57.91/23.61  																																																				|
% 57.91/23.61  																																																				| From (709) and (32) follows:
% 57.91/23.61  																																																				| (712) op(e2, e4) = e2
% 57.91/23.61  																																																				|
% 57.91/23.61  																																																				| From (709) and (42) follows:
% 57.91/23.61  																																																				| (713) op(e0, e4) = e0
% 57.91/23.61  																																																				|
% 57.91/23.61  																																																				| Instantiating formula (29) with e4, e4, e4, e1 and discharging atoms op(e4, e4) = e4, op(e4, e4) = e1, yields:
% 57.91/23.61  																																																				| (630) e4 = e1
% 57.91/23.61  																																																				|
% 57.91/23.61  																																																				| Instantiating formula (29) with e3, e4, e3, e2 and discharging atoms op(e3, e4) = e3, op(e3, e4) = e2, yields:
% 57.91/23.61  																																																				| (662) e3 = e2
% 57.91/23.61  																																																				|
% 57.91/23.61  																																																				| Instantiating formula (29) with e2, e4, e2, e4 and discharging atoms op(e2, e4) = e4, op(e2, e4) = e2, yields:
% 57.91/23.61  																																																				| (323) e4 = e2
% 57.91/23.61  																																																				|
% 57.91/23.61  																																																				| Instantiating formula (29) with e0, e4, e0, e3 and discharging atoms op(e0, e4) = e3, op(e0, e4) = e0, yields:
% 57.91/23.61  																																																				| (676) e3 = e0
% 57.91/23.61  																																																				|
% 57.91/23.61  																																																				| Combining equations (323,630) yields a new equation:
% 57.91/23.61  																																																				| (616) e2 = e1
% 57.91/23.61  																																																				|
% 57.91/23.61  																																																				| Simplifying 616 yields:
% 57.91/23.61  																																																				| (617) e2 = e1
% 57.91/23.61  																																																				|
% 57.91/23.61  																																																				| Combining equations (662,676) yields a new equation:
% 57.91/23.61  																																																				| (391) e2 = e0
% 57.91/23.61  																																																				|
% 57.91/23.61  																																																				| Simplifying 391 yields:
% 57.91/23.61  																																																				| (330) e2 = e0
% 57.91/23.61  																																																				|
% 57.91/23.61  																																																				| Combining equations (330,617) yields a new equation:
% 57.91/23.61  																																																				| (431) e1 = e0
% 57.91/23.61  																																																				|
% 57.91/23.61  																																																				| Equations (431) can reduce 233 to:
% 57.91/23.61  																																																				| (266) $false
% 57.91/23.61  																																																				|
% 57.91/23.61  																																																				|-The branch is then unsatisfiable
% 57.91/23.61  																																																			|-Branch two:
% 57.91/23.61  																																																			| (724)  ~ (unit = e4)
% 57.91/23.61  																																																			| (725) unit = e3 | unit = e1 | unit = e0
% 57.91/23.61  																																																			|
% 57.91/23.61  																																																				+-Applying beta-rule and splitting (725), into two cases.
% 57.91/23.61  																																																				|-Branch one:
% 57.91/23.61  																																																				| (726) unit = e0
% 57.91/23.61  																																																				|
% 57.91/23.61  																																																					| From (726) and (24) follows:
% 57.91/23.61  																																																					| (2208) op(e0, e3) = e3
% 57.91/23.61  																																																					|
% 57.91/23.61  																																																					| From (726) and (15) follows:
% 57.91/23.61  																																																					| (1508) op(e0, e2) = e2
% 57.91/23.61  																																																					|
% 57.91/23.61  																																																					| From (726) and (32) follows:
% 57.91/23.61  																																																					| (727) op(e2, e0) = e2
% 57.91/23.61  																																																					|
% 57.91/23.61  																																																					| Instantiating formula (29) with e2, e0, e2, e3 and discharging atoms op(e2, e0) = e3, op(e2, e0) = e2, yields:
% 57.91/23.61  																																																					| (662) e3 = e2
% 57.91/23.61  																																																					|
% 57.91/23.61  																																																					| Instantiating formula (29) with e0, e3, e3, e1 and discharging atoms op(e0, e3) = e3, op(e0, e3) = e1, yields:
% 57.91/23.61  																																																					| (455) e3 = e1
% 57.91/23.61  																																																					|
% 57.91/23.61  																																																					| Instantiating formula (29) with e0, e2, e2, e0 and discharging atoms op(e0, e2) = e2, op(e0, e2) = e0, yields:
% 57.91/23.61  																																																					| (330) e2 = e0
% 57.91/23.61  																																																					|
% 57.91/23.61  																																																					| Combining equations (662,455) yields a new equation:
% 57.91/23.61  																																																					| (616) e2 = e1
% 57.91/23.61  																																																					|
% 57.91/23.61  																																																					| Simplifying 616 yields:
% 57.91/23.61  																																																					| (617) e2 = e1
% 57.91/23.61  																																																					|
% 57.91/23.61  																																																					| Combining equations (617,330) yields a new equation:
% 57.91/23.61  																																																					| (546) e1 = e0
% 57.91/23.61  																																																					|
% 57.91/23.61  																																																					| Simplifying 546 yields:
% 57.91/23.61  																																																					| (431) e1 = e0
% 57.91/23.61  																																																					|
% 57.91/23.61  																																																					| Equations (431) can reduce 233 to:
% 57.91/23.61  																																																					| (266) $false
% 57.91/23.61  																																																					|
% 57.91/23.61  																																																					|-The branch is then unsatisfiable
% 57.91/23.61  																																																				|-Branch two:
% 57.91/23.61  																																																				| (734)  ~ (unit = e0)
% 57.91/23.61  																																																				| (735) unit = e3 | unit = e1
% 57.91/23.61  																																																				|
% 57.91/23.61  																																																					+-Applying beta-rule and splitting (735), into two cases.
% 57.91/23.61  																																																					|-Branch one:
% 57.91/23.61  																																																					| (736) unit = e1
% 57.91/23.61  																																																					|
% 57.91/23.61  																																																						| Equations (736) can reduce 734 to:
% 57.91/23.61  																																																						| (233)  ~ (e1 = e0)
% 57.91/23.61  																																																						|
% 57.91/23.61  																																																						| From (736) and (15) follows:
% 57.91/23.61  																																																						| (515) op(e1, e2) = e2
% 57.91/23.61  																																																						|
% 57.91/23.61  																																																						| From (736) and (42) follows:
% 57.91/23.61  																																																						| (3221) op(e0, e1) = e0
% 57.91/23.61  																																																						|
% 57.91/23.61  																																																						| Instantiating formula (29) with e1, e2, e2, e1 and discharging atoms op(e1, e2) = e2, op(e1, e2) = e1, yields:
% 57.91/23.61  																																																						| (617) e2 = e1
% 57.91/23.61  																																																						|
% 57.91/23.61  																																																						| Instantiating formula (29) with e0, e1, e0, e2 and discharging atoms op(e0, e1) = e2, op(e0, e1) = e0, yields:
% 57.91/23.61  																																																						| (330) e2 = e0
% 57.91/23.61  																																																						|
% 57.91/23.61  																																																						| Combining equations (617,330) yields a new equation:
% 57.91/23.61  																																																						| (546) e1 = e0
% 57.91/23.61  																																																						|
% 57.91/23.61  																																																						| Simplifying 546 yields:
% 57.91/23.61  																																																						| (431) e1 = e0
% 57.91/23.61  																																																						|
% 57.91/23.61  																																																						| Equations (431) can reduce 233 to:
% 57.91/23.61  																																																						| (266) $false
% 57.91/23.61  																																																						|
% 57.91/23.61  																																																						|-The branch is then unsatisfiable
% 57.91/23.61  																																																					|-Branch two:
% 57.91/23.61  																																																					| (748)  ~ (unit = e1)
% 57.91/23.61  																																																					| (749) unit = e3
% 57.91/23.61  																																																					|
% 57.91/23.61  																																																						| From (749) and (244) follows:
% 57.91/23.61  																																																						| (750) op(e3, e4) = e4
% 57.91/23.61  																																																						|
% 57.91/23.61  																																																						| From (749) and (40) follows:
% 57.91/23.61  																																																						| (3715) op(e3, e3) = e3
% 57.91/23.61  																																																						|
% 57.91/23.61  																																																						| From (749) and (32) follows:
% 57.91/23.61  																																																						| (5793) op(e2, e3) = e2
% 57.91/23.61  																																																						|
% 57.91/23.61  																																																						| From (749) and (28) follows:
% 57.91/23.61  																																																						| (2235) op(e1, e3) = e1
% 57.91/23.61  																																																						|
% 57.91/23.61  																																																						| Instantiating formula (29) with e3, e4, e4, e2 and discharging atoms op(e3, e4) = e4, op(e3, e4) = e2, yields:
% 57.91/23.61  																																																						| (323) e4 = e2
% 57.91/23.61  																																																						|
% 57.91/23.61  																																																						| Instantiating formula (29) with e3, e3, e3, e4 and discharging atoms op(e3, e3) = e4, op(e3, e3) = e3, yields:
% 57.91/23.61  																																																						| (425) e4 = e3
% 57.91/23.61  																																																						|
% 57.91/23.61  																																																						| Instantiating formula (29) with e2, e3, e2, e0 and discharging atoms op(e2, e3) = e2, op(e2, e3) = e0, yields:
% 57.91/23.61  																																																						| (330) e2 = e0
% 57.91/23.61  																																																						|
% 57.91/23.61  																																																						| Instantiating formula (29) with e1, e3, e1, e3 and discharging atoms op(e1, e3) = e3, op(e1, e3) = e1, yields:
% 57.91/23.61  																																																						| (455) e3 = e1
% 57.91/23.61  																																																						|
% 57.91/23.61  																																																						| Combining equations (323,425) yields a new equation:
% 57.91/23.61  																																																						| (662) e3 = e2
% 57.91/23.61  																																																						|
% 57.91/23.61  																																																						| Combining equations (662,455) yields a new equation:
% 57.91/23.61  																																																						| (616) e2 = e1
% 57.91/23.61  																																																						|
% 57.91/23.61  																																																						| Simplifying 616 yields:
% 57.91/23.61  																																																						| (617) e2 = e1
% 57.91/23.61  																																																						|
% 57.91/23.61  																																																						| Combining equations (617,330) yields a new equation:
% 57.91/23.61  																																																						| (546) e1 = e0
% 57.91/23.61  																																																						|
% 57.91/23.61  																																																						| Simplifying 546 yields:
% 57.91/23.61  																																																						| (431) e1 = e0
% 57.91/23.61  																																																						|
% 57.91/23.61  																																																						| Equations (431) can reduce 233 to:
% 57.91/23.61  																																																						| (266) $false
% 57.91/23.61  																																																						|
% 57.91/23.61  																																																						|-The branch is then unsatisfiable
% 57.91/23.61  																																																	|-Branch two:
% 57.91/23.61  																																																	| (828)  ~ (all_0_56_56 = e0)
% 57.91/23.61  																																																	| (924) all_0_57_57 = e0 | all_0_58_58 = e0
% 57.91/23.61  																																																	|
% 57.91/23.61  																																																		+-Applying beta-rule and splitting (924), into two cases.
% 57.91/23.61  																																																		|-Branch one:
% 57.91/23.61  																																																		| (875) all_0_57_57 = e0
% 57.91/23.61  																																																		|
% 57.91/23.61  																																																			| Combining equations (875,442) yields a new equation:
% 57.91/23.61  																																																			| (330) e2 = e0
% 57.91/23.61  																																																			|
% 57.91/23.61  																																																			| Equations (330) can reduce 128 to:
% 57.91/23.61  																																																			| (266) $false
% 57.91/23.61  																																																			|
% 57.91/23.61  																																																			|-The branch is then unsatisfiable
% 57.91/23.61  																																																		|-Branch two:
% 57.91/23.61  																																																		| (364)  ~ (all_0_57_57 = e0)
% 57.91/23.61  																																																		| (914) all_0_58_58 = e0
% 57.91/23.61  																																																		|
% 57.91/23.61  																																																			| Combining equations (910,914) yields a new equation:
% 57.91/23.61  																																																			| (481) e4 = e0
% 57.91/23.61  																																																			|
% 57.91/23.61  																																																			| Simplifying 481 yields:
% 57.91/23.61  																																																			| (397) e4 = e0
% 57.91/23.61  																																																			|
% 57.91/23.61  																																																			| Equations (397) can reduce 49 to:
% 57.91/23.61  																																																			| (266) $false
% 57.91/23.61  																																																			|
% 57.91/23.61  																																																			|-The branch is then unsatisfiable
% 57.91/23.61  																																																|-Branch two:
% 57.91/23.61  																																																| (1377)  ~ (all_0_39_39 = e4)
% 57.91/23.61  																																																| (2115) all_0_42_42 = e4 | all_0_47_47 = e4 | all_0_51_51 = e4 | all_0_56_56 = e4
% 57.91/23.61  																																																|
% 57.91/23.61  																																																	+-Applying beta-rule and splitting (320), into two cases.
% 57.91/23.61  																																																	|-Branch one:
% 57.91/23.61  																																																	| (471) all_0_39_39 = e4
% 57.91/23.61  																																																	|
% 57.91/23.61  																																																		| Equations (471) can reduce 1377 to:
% 57.91/23.61  																																																		| (266) $false
% 57.91/23.61  																																																		|
% 57.91/23.61  																																																		|-The branch is then unsatisfiable
% 57.91/23.61  																																																	|-Branch two:
% 57.91/23.61  																																																	| (1377)  ~ (all_0_39_39 = e4)
% 57.91/23.61  																																																	| (480) all_0_39_39 = e0
% 57.91/23.61  																																																	|
% 57.91/23.61  																																																		| Equations (480) can reduce 484 to:
% 57.91/23.61  																																																		| (266) $false
% 57.91/23.61  																																																		|
% 57.91/23.61  																																																		|-The branch is then unsatisfiable
% 57.91/23.61  																																															|-Branch two:
% 57.91/23.61  																																															| (451)  ~ (all_0_58_58 = e4)
% 57.91/23.61  																																															| (913) all_0_58_58 = e3 | all_0_58_58 = e1 | all_0_58_58 = e0
% 57.91/23.61  																																															|
% 57.91/23.61  																																																+-Applying beta-rule and splitting (563), into two cases.
% 57.91/23.61  																																																|-Branch one:
% 57.91/23.61  																																																| (674) all_0_47_47 = e0
% 57.91/23.61  																																																|
% 57.91/23.61  																																																	| Combining equations (674,1105) yields a new equation:
% 57.91/23.61  																																																	| (330) e2 = e0
% 57.91/23.61  																																																	|
% 57.91/23.61  																																																	| Equations (330) can reduce 128 to:
% 57.91/23.61  																																																	| (266) $false
% 57.91/23.61  																																																	|
% 57.91/23.61  																																																	|-The branch is then unsatisfiable
% 57.91/23.61  																																																|-Branch two:
% 57.91/23.61  																																																| (678)  ~ (all_0_47_47 = e0)
% 57.91/23.61  																																																| (679) all_0_56_56 = e0
% 57.91/23.61  																																																|
% 57.91/23.61  																																																	| Equations (679) can reduce 44 to:
% 57.91/23.61  																																																	| (490)  ~ (all_0_58_58 = e0)
% 57.91/23.61  																																																	|
% 57.91/23.61  																																																	| Simplifying 490 yields:
% 57.91/23.61  																																																	| (491)  ~ (all_0_58_58 = e0)
% 57.91/23.61  																																																	|
% 57.91/23.61  																																																	+-Applying beta-rule and splitting (913), into two cases.
% 57.91/23.61  																																																	|-Branch one:
% 57.91/23.61  																																																	| (914) all_0_58_58 = e0
% 57.91/23.61  																																																	|
% 57.91/23.61  																																																		| Equations (914) can reduce 491 to:
% 57.91/23.61  																																																		| (266) $false
% 57.91/23.61  																																																		|
% 57.91/23.61  																																																		|-The branch is then unsatisfiable
% 57.91/23.61  																																																	|-Branch two:
% 57.91/23.61  																																																	| (491)  ~ (all_0_58_58 = e0)
% 57.91/23.61  																																																	| (917) all_0_58_58 = e3 | all_0_58_58 = e1
% 57.91/23.61  																																																	|
% 57.91/23.61  																																																		+-Applying beta-rule and splitting (917), into two cases.
% 57.91/23.61  																																																		|-Branch one:
% 57.91/23.61  																																																		| (918) all_0_58_58 = e1
% 57.91/23.61  																																																		|
% 57.91/23.61  																																																			| Equations (918) can reduce 880 to:
% 57.91/23.61  																																																			| (266) $false
% 57.91/23.61  																																																			|
% 57.91/23.61  																																																			|-The branch is then unsatisfiable
% 57.91/23.61  																																																		|-Branch two:
% 57.91/23.61  																																																		| (880)  ~ (all_0_58_58 = e1)
% 57.91/23.61  																																																		| (795) all_0_58_58 = e3
% 57.91/23.61  																																																		|
% 57.91/23.61  																																																			| Equations (795) can reduce 276 to:
% 57.91/23.61  																																																			| (266) $false
% 57.91/23.61  																																																			|
% 57.91/23.61  																																																			|-The branch is then unsatisfiable
% 57.91/23.61  																																						|-Branch two:
% 57.91/23.61  																																						| (464)  ~ (all_0_51_51 = e1)
% 57.91/23.61  																																						| (660) all_0_51_51 = e3
% 57.91/23.61  																																						|
% 57.91/23.61  																																							| Equations (660) can reduce 664 to:
% 57.91/23.61  																																							| (266) $false
% 57.91/23.61  																																							|
% 57.91/23.61  																																							|-The branch is then unsatisfiable
% 57.91/23.61  																																					|-Branch two:
% 57.91/23.61  																																					| (639)  ~ (all_0_44_44 = e1)
% 57.91/23.61  																																					| (640) all_0_49_49 = e1 | all_0_53_53 = e1 | all_0_58_58 = e1
% 57.91/23.61  																																					|
% 57.91/23.61  																																						+-Applying beta-rule and splitting (131), into two cases.
% 57.91/23.61  																																						|-Branch one:
% 57.91/23.61  																																						| (459) all_0_42_42 = e1
% 57.91/23.61  																																						|
% 57.91/23.61  																																							| Combining equations (516,459) yields a new equation:
% 57.91/23.61  																																							| (454) e3 = e1
% 57.91/23.61  																																							|
% 57.91/23.61  																																							| Simplifying 454 yields:
% 57.91/23.61  																																							| (455) e3 = e1
% 57.91/23.61  																																							|
% 57.91/23.61  																																							| Equations (455) can reduce 213 to:
% 57.91/23.61  																																							| (266) $false
% 57.91/23.61  																																							|
% 57.91/23.61  																																							|-The branch is then unsatisfiable
% 57.91/23.61  																																						|-Branch two:
% 57.91/23.61  																																						| (1380)  ~ (all_0_42_42 = e1)
% 57.91/23.61  																																						| (3259) all_0_47_47 = e1 | all_0_51_51 = e1 | all_0_56_56 = e1
% 57.91/23.61  																																						|
% 57.91/23.61  																																							| Equations (516) can reduce 1380 to:
% 57.91/23.61  																																							| (213)  ~ (e3 = e1)
% 57.91/23.61  																																							|
% 57.91/23.61  																																							+-Applying beta-rule and splitting (78), into two cases.
% 57.91/23.61  																																							|-Branch one:
% 57.91/23.61  																																							| (423) all_0_45_45 = e3
% 57.91/23.61  																																							|
% 57.91/23.61  																																								| Combining equations (248,423) yields a new equation:
% 57.91/23.61  																																								| (424) e4 = e3
% 57.91/23.61  																																								|
% 57.91/23.61  																																								| Simplifying 424 yields:
% 57.91/23.61  																																								| (425) e4 = e3
% 57.91/23.61  																																								|
% 57.91/23.61  																																								| Equations (425) can reduce 188 to:
% 57.91/23.61  																																								| (266) $false
% 57.91/23.61  																																								|
% 57.91/23.61  																																								|-The branch is then unsatisfiable
% 57.91/23.61  																																							|-Branch two:
% 57.91/23.61  																																							| (427)  ~ (all_0_45_45 = e3)
% 57.91/23.61  																																							| (428) all_0_46_46 = e3 | all_0_47_47 = e3 | all_0_49_49 = e3
% 57.91/23.61  																																							|
% 57.91/23.61  																																								+-Applying beta-rule and splitting (160), into two cases.
% 57.91/23.61  																																								|-Branch one:
% 57.91/23.61  																																								| (601) all_0_50_50 = e1
% 57.91/23.61  																																								|
% 57.91/23.61  																																									| Combining equations (415,601) yields a new equation:
% 57.91/23.61  																																									| (454) e3 = e1
% 57.91/23.61  																																									|
% 57.91/23.61  																																									| Simplifying 454 yields:
% 57.91/23.61  																																									| (455) e3 = e1
% 57.91/23.61  																																									|
% 57.91/23.61  																																									| Equations (455) can reduce 213 to:
% 57.91/23.61  																																									| (266) $false
% 57.91/23.61  																																									|
% 57.91/23.61  																																									|-The branch is then unsatisfiable
% 57.91/23.61  																																								|-Branch two:
% 57.91/23.61  																																								| (759)  ~ (all_0_50_50 = e1)
% 57.91/23.61  																																								| (1168) all_0_51_51 = e1 | all_0_52_52 = e1 | all_0_53_53 = e1
% 57.91/23.61  																																								|
% 57.91/23.61  																																									+-Applying beta-rule and splitting (1168), into two cases.
% 57.91/23.61  																																									|-Branch one:
% 57.91/23.61  																																									| (1109) all_0_51_51 = e1
% 57.91/23.61  																																									|
% 57.91/23.61  																																										| Equations (1109) can reduce 1099 to:
% 57.91/23.61  																																										| (604)  ~ (e2 = e1)
% 57.91/23.61  																																										|
% 57.91/23.61  																																										| Simplifying 604 yields:
% 57.91/23.61  																																										| (122)  ~ (e2 = e1)
% 57.91/23.61  																																										|
% 57.91/23.61  																																										+-Applying beta-rule and splitting (428), into two cases.
% 57.91/23.61  																																										|-Branch one:
% 57.91/23.61  																																										| (1557) all_0_46_46 = e3
% 57.91/23.61  																																										|
% 57.91/23.61  																																											| Combining equations (538,1557) yields a new equation:
% 57.91/23.61  																																											| (676) e3 = e0
% 57.91/23.61  																																											|
% 57.91/23.61  																																											| Equations (676) can reduce 80 to:
% 57.91/23.61  																																											| (266) $false
% 57.91/23.61  																																											|
% 57.91/23.61  																																											|-The branch is then unsatisfiable
% 57.91/23.61  																																										|-Branch two:
% 57.91/23.61  																																										| (409)  ~ (all_0_46_46 = e3)
% 57.91/23.61  																																										| (1561) all_0_47_47 = e3 | all_0_49_49 = e3
% 57.91/23.61  																																										|
% 57.91/23.61  																																											+-Applying beta-rule and splitting (1561), into two cases.
% 57.91/23.61  																																											|-Branch one:
% 57.91/23.61  																																											| (522) all_0_47_47 = e3
% 57.91/23.61  																																											|
% 57.91/23.61  																																												| Combining equations (1105,522) yields a new equation:
% 57.91/23.61  																																												| (662) e3 = e2
% 57.91/23.61  																																												|
% 57.91/23.61  																																												| Equations (662) can reduce 212 to:
% 57.91/23.61  																																												| (266) $false
% 57.91/23.61  																																												|
% 57.91/23.61  																																												|-The branch is then unsatisfiable
% 57.91/23.61  																																											|-Branch two:
% 57.91/23.61  																																											| (1091)  ~ (all_0_47_47 = e3)
% 57.91/23.61  																																											| (884) all_0_49_49 = e3
% 57.91/23.61  																																											|
% 57.91/23.61  																																												| Equations (884) can reduce 1064 to:
% 57.91/23.61  																																												| (213)  ~ (e3 = e1)
% 57.91/23.61  																																												|
% 57.91/23.61  																																												+-Applying beta-rule and splitting (458), into two cases.
% 57.91/23.61  																																												|-Branch one:
% 57.91/23.61  																																												| (459) all_0_42_42 = e1
% 57.91/23.61  																																												|
% 57.91/23.61  																																													| Combining equations (516,459) yields a new equation:
% 57.91/23.61  																																													| (454) e3 = e1
% 57.91/23.61  																																													|
% 57.91/23.61  																																													| Simplifying 454 yields:
% 57.91/23.61  																																													| (455) e3 = e1
% 57.91/23.61  																																													|
% 57.91/23.61  																																													| Equations (455) can reduce 213 to:
% 57.91/23.61  																																													| (266) $false
% 57.91/23.61  																																													|
% 57.91/23.61  																																													|-The branch is then unsatisfiable
% 57.91/23.61  																																												|-Branch two:
% 57.91/23.61  																																												| (1380)  ~ (all_0_42_42 = e1)
% 57.91/23.61  																																												| (1381) all_0_43_43 = e1 | all_0_44_44 = e1
% 57.91/23.61  																																												|
% 57.91/23.61  																																													| Equations (516) can reduce 1380 to:
% 57.91/23.61  																																													| (213)  ~ (e3 = e1)
% 57.91/23.61  																																													|
% 57.91/23.61  																																													+-Applying beta-rule and splitting (640), into two cases.
% 57.91/23.61  																																													|-Branch one:
% 57.91/23.61  																																													| (671) all_0_49_49 = e1
% 57.91/23.61  																																													|
% 57.91/23.61  																																														| Combining equations (884,671) yields a new equation:
% 57.91/23.61  																																														| (454) e3 = e1
% 57.91/23.61  																																														|
% 57.91/23.61  																																														| Simplifying 454 yields:
% 57.91/23.61  																																														| (455) e3 = e1
% 57.91/23.61  																																														|
% 57.91/23.61  																																														| Equations (455) can reduce 213 to:
% 57.91/23.61  																																														| (266) $false
% 57.91/23.61  																																														|
% 57.91/23.61  																																														|-The branch is then unsatisfiable
% 57.91/23.61  																																													|-Branch two:
% 57.91/23.61  																																													| (1064)  ~ (all_0_49_49 = e1)
% 57.91/23.61  																																													| (2141) all_0_53_53 = e1 | all_0_58_58 = e1
% 57.91/23.61  																																													|
% 57.91/23.61  																																														+-Applying beta-rule and splitting (2141), into two cases.
% 57.91/23.61  																																														|-Branch one:
% 57.91/23.61  																																														| (1208) all_0_53_53 = e1
% 57.91/23.61  																																														|
% 57.91/23.61  																																															| Combining equations (607,1208) yields a new equation:
% 57.91/23.61  																																															| (616) e2 = e1
% 57.91/23.61  																																															|
% 57.91/23.61  																																															| Simplifying 616 yields:
% 57.91/23.61  																																															| (617) e2 = e1
% 57.91/23.61  																																															|
% 57.91/23.61  																																															| Equations (617) can reduce 122 to:
% 57.91/23.61  																																															| (266) $false
% 57.91/23.61  																																															|
% 57.91/23.61  																																															|-The branch is then unsatisfiable
% 57.91/23.61  																																														|-Branch two:
% 57.91/23.61  																																														| (1459)  ~ (all_0_53_53 = e1)
% 57.91/23.61  																																														| (918) all_0_58_58 = e1
% 57.91/23.61  																																														|
% 57.91/23.61  																																															| Equations (918) can reduce 880 to:
% 57.91/23.61  																																															| (266) $false
% 57.91/23.61  																																															|
% 57.91/23.61  																																															|-The branch is then unsatisfiable
% 57.91/23.61  																																									|-Branch two:
% 57.91/23.61  																																									| (464)  ~ (all_0_51_51 = e1)
% 57.91/23.61  																																									| (1202) all_0_52_52 = e1 | all_0_53_53 = e1
% 57.91/23.61  																																									|
% 57.91/23.61  																																										+-Applying beta-rule and splitting (1202), into two cases.
% 57.91/23.61  																																										|-Branch one:
% 57.91/23.61  																																										| (642) all_0_52_52 = e1
% 57.91/23.61  																																										|
% 57.91/23.61  																																											| Combining equations (642,565) yields a new equation:
% 57.91/23.61  																																											| (630) e4 = e1
% 57.91/23.61  																																											|
% 57.91/23.61  																																											| Equations (630) can reduce 110 to:
% 57.91/23.61  																																											| (266) $false
% 57.91/23.61  																																											|
% 57.91/23.61  																																											|-The branch is then unsatisfiable
% 57.91/23.61  																																										|-Branch two:
% 57.91/23.61  																																										| (646)  ~ (all_0_52_52 = e1)
% 57.91/23.61  																																										| (1208) all_0_53_53 = e1
% 57.91/23.61  																																										|
% 57.91/23.61  																																											| Combining equations (607,1208) yields a new equation:
% 57.91/23.61  																																											| (616) e2 = e1
% 57.91/23.61  																																											|
% 57.91/23.61  																																											| Simplifying 616 yields:
% 57.91/23.61  																																											| (617) e2 = e1
% 57.91/23.61  																																											|
% 57.91/23.61  																																											| Equations (617) can reduce 122 to:
% 57.91/23.61  																																											| (266) $false
% 57.91/23.61  																																											|
% 57.91/23.61  																																											|-The branch is then unsatisfiable
% 57.91/23.61  																																			|-Branch two:
% 57.91/23.61  																																			| (405)  ~ (all_0_42_42 = e3)
% 57.91/23.61  																																			| (521) all_0_47_47 = e3 | all_0_51_51 = e3 | all_0_56_56 = e3
% 57.91/23.61  																																			|
% 57.91/23.61  																																				+-Applying beta-rule and splitting (152), into two cases.
% 57.91/23.61  																																				|-Branch one:
% 57.91/23.61  																																				| (1392) all_0_42_42 = e4
% 57.91/23.61  																																				|
% 57.91/23.61  																																					| Equations (1392) can reduce 1890 to:
% 57.91/23.61  																																					| (266) $false
% 57.91/23.61  																																					|
% 57.91/23.61  																																					|-The branch is then unsatisfiable
% 57.91/23.61  																																				|-Branch two:
% 57.91/23.61  																																				| (1890)  ~ (all_0_42_42 = e4)
% 57.91/23.61  																																				| (1969) all_0_42_42 = e3 | all_0_42_42 = e1 | all_0_42_42 = e0
% 57.91/23.61  																																				|
% 57.91/23.61  																																					+-Applying beta-rule and splitting (160), into two cases.
% 57.91/23.61  																																					|-Branch one:
% 57.91/23.61  																																					| (601) all_0_50_50 = e1
% 57.91/23.61  																																					|
% 57.91/23.61  																																						| Combining equations (415,601) yields a new equation:
% 57.91/23.61  																																						| (454) e3 = e1
% 57.91/23.61  																																						|
% 57.91/23.61  																																						| Simplifying 454 yields:
% 57.91/23.61  																																						| (455) e3 = e1
% 57.91/23.61  																																						|
% 57.91/23.61  																																						| Equations (455) can reduce 213 to:
% 57.91/23.61  																																						| (266) $false
% 57.91/23.61  																																						|
% 57.91/23.61  																																						|-The branch is then unsatisfiable
% 57.91/23.61  																																					|-Branch two:
% 57.91/23.61  																																					| (759)  ~ (all_0_50_50 = e1)
% 57.91/23.61  																																					| (1168) all_0_51_51 = e1 | all_0_52_52 = e1 | all_0_53_53 = e1
% 57.91/23.61  																																					|
% 57.91/23.61  																																						+-Applying beta-rule and splitting (1969), into two cases.
% 57.91/23.61  																																						|-Branch one:
% 57.91/23.61  																																						| (559) all_0_42_42 = e0
% 57.91/23.61  																																						|
% 57.91/23.61  																																							| Equations (559) can reduce 358 to:
% 57.91/23.61  																																							| (266) $false
% 57.91/23.61  																																							|
% 57.91/23.61  																																							|-The branch is then unsatisfiable
% 57.91/23.61  																																						|-Branch two:
% 57.91/23.61  																																						| (358)  ~ (all_0_42_42 = e0)
% 57.91/23.61  																																						| (2510) all_0_42_42 = e3 | all_0_42_42 = e1
% 57.91/23.61  																																						|
% 57.91/23.61  																																							+-Applying beta-rule and splitting (1168), into two cases.
% 57.91/23.61  																																							|-Branch one:
% 57.91/23.61  																																							| (1109) all_0_51_51 = e1
% 57.91/23.61  																																							|
% 57.91/23.61  																																								| Equations (1109) can reduce 61 to:
% 57.91/23.61  																																								| (1380)  ~ (all_0_42_42 = e1)
% 57.91/23.61  																																								|
% 57.91/23.61  																																								+-Applying beta-rule and splitting (2510), into two cases.
% 57.91/23.61  																																								|-Branch one:
% 57.91/23.61  																																								| (459) all_0_42_42 = e1
% 57.91/23.61  																																								|
% 57.91/23.61  																																									| Equations (459) can reduce 1380 to:
% 57.91/23.61  																																									| (266) $false
% 57.91/23.61  																																									|
% 57.91/23.61  																																									|-The branch is then unsatisfiable
% 57.91/23.61  																																								|-Branch two:
% 57.91/23.61  																																								| (1380)  ~ (all_0_42_42 = e1)
% 57.91/23.61  																																								| (516) all_0_42_42 = e3
% 57.91/23.61  																																								|
% 57.91/23.61  																																									| Equations (516) can reduce 405 to:
% 57.91/23.61  																																									| (266) $false
% 57.91/23.61  																																									|
% 57.91/23.61  																																									|-The branch is then unsatisfiable
% 57.91/23.61  																																							|-Branch two:
% 57.91/23.61  																																							| (464)  ~ (all_0_51_51 = e1)
% 57.91/23.62  																																							| (1202) all_0_52_52 = e1 | all_0_53_53 = e1
% 57.91/23.62  																																							|
% 57.91/23.62  																																								+-Applying beta-rule and splitting (131), into two cases.
% 57.91/23.62  																																								|-Branch one:
% 57.91/23.62  																																								| (459) all_0_42_42 = e1
% 57.91/23.62  																																								|
% 57.91/23.62  																																									| Equations (459) can reduce 1890 to:
% 57.91/23.62  																																									| (602)  ~ (e4 = e1)
% 57.91/23.62  																																									|
% 57.91/23.62  																																									| Simplifying 602 yields:
% 57.91/23.62  																																									| (110)  ~ (e4 = e1)
% 57.91/23.62  																																									|
% 57.91/23.62  																																									| Equations (459) can reduce 51 to:
% 57.91/23.62  																																									| (604)  ~ (e2 = e1)
% 57.91/23.62  																																									|
% 57.91/23.62  																																									| Simplifying 604 yields:
% 57.91/23.62  																																									| (122)  ~ (e2 = e1)
% 57.91/23.62  																																									|
% 57.91/23.62  																																									+-Applying beta-rule and splitting (1202), into two cases.
% 57.91/23.62  																																									|-Branch one:
% 57.91/23.62  																																									| (642) all_0_52_52 = e1
% 57.91/23.62  																																									|
% 57.91/23.62  																																										| Combining equations (565,642) yields a new equation:
% 57.91/23.62  																																										| (636) e4 = e1
% 57.91/23.62  																																										|
% 57.91/23.62  																																										| Simplifying 636 yields:
% 57.91/23.62  																																										| (630) e4 = e1
% 57.91/23.62  																																										|
% 57.91/23.62  																																										| Equations (630) can reduce 110 to:
% 57.91/23.62  																																										| (266) $false
% 57.91/23.62  																																										|
% 57.91/23.62  																																										|-The branch is then unsatisfiable
% 57.91/23.62  																																									|-Branch two:
% 57.91/23.62  																																									| (646)  ~ (all_0_52_52 = e1)
% 57.91/23.62  																																									| (1208) all_0_53_53 = e1
% 57.91/23.62  																																									|
% 57.91/23.62  																																										| Combining equations (607,1208) yields a new equation:
% 57.91/23.62  																																										| (616) e2 = e1
% 57.91/23.62  																																										|
% 57.91/23.62  																																										| Simplifying 616 yields:
% 57.91/23.62  																																										| (617) e2 = e1
% 57.91/23.62  																																										|
% 57.91/23.62  																																										| Equations (617) can reduce 122 to:
% 57.91/23.62  																																										| (266) $false
% 57.91/23.62  																																										|
% 57.91/23.62  																																										|-The branch is then unsatisfiable
% 57.91/23.62  																																								|-Branch two:
% 57.91/23.62  																																								| (1380)  ~ (all_0_42_42 = e1)
% 57.91/23.62  																																								| (3259) all_0_47_47 = e1 | all_0_51_51 = e1 | all_0_56_56 = e1
% 57.91/23.62  																																								|
% 57.91/23.62  																																									+-Applying beta-rule and splitting (3259), into two cases.
% 57.91/23.62  																																									|-Branch one:
% 57.91/23.62  																																									| (654) all_0_47_47 = e1
% 57.91/23.62  																																									|
% 57.91/23.62  																																										| Combining equations (1105,654) yields a new equation:
% 57.91/23.62  																																										| (616) e2 = e1
% 57.91/23.62  																																										|
% 57.91/23.62  																																										| Simplifying 616 yields:
% 57.91/23.62  																																										| (617) e2 = e1
% 57.91/23.62  																																										|
% 57.91/23.62  																																										| Equations (617) can reduce 122 to:
% 57.91/23.62  																																										| (266) $false
% 57.91/23.62  																																										|
% 57.91/23.62  																																										|-The branch is then unsatisfiable
% 57.91/23.62  																																									|-Branch two:
% 57.91/23.62  																																									| (462)  ~ (all_0_47_47 = e1)
% 57.91/23.62  																																									| (3264) all_0_51_51 = e1 | all_0_56_56 = e1
% 57.91/23.62  																																									|
% 57.91/23.62  																																										| Equations (1105) can reduce 462 to:
% 57.91/23.62  																																										| (122)  ~ (e2 = e1)
% 57.91/23.62  																																										|
% 57.91/23.62  																																										+-Applying beta-rule and splitting (1202), into two cases.
% 57.91/23.62  																																										|-Branch one:
% 57.91/23.62  																																										| (642) all_0_52_52 = e1
% 57.91/23.62  																																										|
% 57.91/23.62  																																											| Combining equations (565,642) yields a new equation:
% 57.91/23.62  																																											| (636) e4 = e1
% 57.91/23.62  																																											|
% 57.91/23.62  																																											| Simplifying 636 yields:
% 57.91/23.62  																																											| (630) e4 = e1
% 57.91/23.62  																																											|
% 57.91/23.62  																																											| Equations (630) can reduce 110 to:
% 57.91/23.62  																																											| (266) $false
% 57.91/23.62  																																											|
% 57.91/23.62  																																											|-The branch is then unsatisfiable
% 57.91/23.62  																																										|-Branch two:
% 57.91/23.62  																																										| (646)  ~ (all_0_52_52 = e1)
% 57.91/23.62  																																										| (1208) all_0_53_53 = e1
% 57.91/23.62  																																										|
% 57.91/23.62  																																											| Combining equations (607,1208) yields a new equation:
% 57.91/23.62  																																											| (616) e2 = e1
% 57.91/23.62  																																											|
% 57.91/23.62  																																											| Simplifying 616 yields:
% 57.91/23.62  																																											| (617) e2 = e1
% 57.91/23.62  																																											|
% 57.91/23.62  																																											| Equations (617) can reduce 122 to:
% 57.91/23.62  																																											| (266) $false
% 57.91/23.62  																																											|
% 57.91/23.62  																																											|-The branch is then unsatisfiable
% 57.91/23.62  																																		|-Branch two:
% 57.91/23.62  																																		| (338)  ~ (all_0_47_47 = e2)
% 57.91/23.62  																																		| (1108) all_0_51_51 = e2 | all_0_56_56 = e2
% 57.91/23.62  																																		|
% 57.91/23.62  																																			+-Applying beta-rule and splitting (1108), into two cases.
% 57.91/23.62  																																			|-Branch one:
% 57.91/23.62  																																			| (504) all_0_51_51 = e2
% 57.91/23.62  																																			|
% 57.91/23.62  																																				| Equations (504) can reduce 1099 to:
% 57.91/23.62  																																				| (266) $false
% 57.91/23.62  																																				|
% 57.91/23.62  																																				|-The branch is then unsatisfiable
% 57.91/23.62  																																			|-Branch two:
% 57.91/23.62  																																			| (1099)  ~ (all_0_51_51 = e2)
% 57.91/23.62  																																			| (833) all_0_56_56 = e2
% 57.91/23.62  																																			|
% 57.91/23.62  																																				| Equations (833) can reduce 511 to:
% 57.91/23.62  																																				| (266) $false
% 57.91/23.62  																																				|
% 57.91/23.62  																																				|-The branch is then unsatisfiable
% 57.91/23.62  																																|-Branch two:
% 57.91/23.62  																																| (509)  ~ (all_0_53_53 = e2)
% 57.91/23.62  																																| (610) all_0_53_53 = e4 | all_0_53_53 = e3 | all_0_53_53 = e1
% 57.91/23.62  																																|
% 57.91/23.62  																																	+-Applying beta-rule and splitting (381), into two cases.
% 57.91/23.62  																																	|-Branch one:
% 57.91/23.62  																																	| (504) all_0_51_51 = e2
% 57.91/23.62  																																	|
% 57.91/23.62  																																		| Equations (504) can reduce 139 to:
% 57.91/23.62  																																		| (294)  ~ (all_0_39_39 = e2)
% 57.91/23.62  																																		|
% 57.91/23.62  																																		| Equations (504) can reduce 224 to:
% 57.91/23.62  																																		| (338)  ~ (all_0_47_47 = e2)
% 57.91/23.62  																																		|
% 57.91/23.62  																																		| Equations (504) can reduce 6 to:
% 57.91/23.62  																																		| (508)  ~ (all_0_53_53 = e2)
% 57.91/23.62  																																		|
% 57.91/23.62  																																		| Simplifying 508 yields:
% 57.91/23.62  																																		| (509)  ~ (all_0_53_53 = e2)
% 57.91/23.62  																																		|
% 57.91/23.62  																																		| Equations (504) can reduce 16 to:
% 57.91/23.62  																																		| (510)  ~ (all_0_56_56 = e2)
% 57.91/23.62  																																		|
% 57.91/23.62  																																		| Simplifying 510 yields:
% 57.91/23.62  																																		| (511)  ~ (all_0_56_56 = e2)
% 57.91/23.62  																																		|
% 57.91/23.62  																																		| From (504) and (177) follows:
% 57.91/23.62  																																		| (514) op(e2, e2) = all_0_25_25
% 57.91/23.62  																																		|
% 57.91/23.62  																																		| From (504) and (157) follows:
% 57.91/23.62  																																		| (18123) op(e2, e1) = all_0_24_24
% 57.91/23.62  																																		|
% 57.91/23.62  																																		| From (504) and (186) follows:
% 57.91/23.62  																																		| (515) op(e1, e2) = e2
% 57.91/23.62  																																		|
% 57.91/23.62  																																		+-Applying beta-rule and splitting (131), into two cases.
% 57.91/23.62  																																		|-Branch one:
% 57.91/23.62  																																		| (459) all_0_42_42 = e1
% 57.91/23.62  																																		|
% 57.91/23.62  																																			| Equations (459) can reduce 145 to:
% 57.91/23.62  																																			| (151)  ~ (all_0_39_39 = e1)
% 57.91/23.62  																																			|
% 57.91/23.62  																																			| Equations (459) can reduce 73 to:
% 57.91/23.62  																																			| (4057)  ~ (all_0_44_44 = e1)
% 57.91/23.62  																																			|
% 57.91/23.62  																																			| Simplifying 4057 yields:
% 57.91/23.62  																																			| (639)  ~ (all_0_44_44 = e1)
% 57.91/23.62  																																			|
% 57.91/23.62  																																			| Equations (459) can reduce 198 to:
% 57.91/23.62  																																			| (461)  ~ (all_0_47_47 = e1)
% 57.91/23.62  																																			|
% 57.91/23.62  																																			| Simplifying 461 yields:
% 57.91/23.62  																																			| (462)  ~ (all_0_47_47 = e1)
% 57.91/23.62  																																			|
% 57.91/23.62  																																			| Equations (459) can reduce 236 to:
% 57.91/23.62  																																			| (465)  ~ (all_0_56_56 = e1)
% 57.91/23.62  																																			|
% 57.91/23.62  																																			| Simplifying 465 yields:
% 57.91/23.62  																																			| (466)  ~ (all_0_56_56 = e1)
% 57.91/23.62  																																			|
% 57.91/23.62  																																			| From (459) and (226) follows:
% 57.91/23.62  																																			| (1980) op(e1, e3) = all_0_7_7
% 57.91/23.62  																																			|
% 57.91/23.62  																																			| From (459) and (225) follows:
% 57.91/23.62  																																			| (469) op(e1, e2) = all_0_8_8
% 57.91/23.62  																																			|
% 57.91/23.62  																																			| From (459) and (210) follows:
% 57.91/23.62  																																			| (470) op(e3, e2) = e1
% 57.91/23.62  																																			|
% 57.91/23.62  																																			+-Applying beta-rule and splitting (112), into two cases.
% 57.91/23.62  																																			|-Branch one:
% 57.91/23.62  																																			| (635) all_0_44_44 = e1
% 57.91/23.62  																																			|
% 57.91/23.62  																																				| Equations (635) can reduce 639 to:
% 57.91/23.62  																																				| (266) $false
% 57.91/23.62  																																				|
% 57.91/23.62  																																				|-The branch is then unsatisfiable
% 57.91/23.62  																																			|-Branch two:
% 57.91/23.62  																																			| (639)  ~ (all_0_44_44 = e1)
% 57.91/23.62  																																			| (640) all_0_49_49 = e1 | all_0_53_53 = e1 | all_0_58_58 = e1
% 57.91/23.62  																																			|
% 57.91/23.62  																																				+-Applying beta-rule and splitting (640), into two cases.
% 57.91/23.62  																																				|-Branch one:
% 57.91/23.62  																																				| (671) all_0_49_49 = e1
% 57.91/23.62  																																				|
% 57.91/23.62  																																					| Equations (671) can reduce 1064 to:
% 57.91/23.62  																																					| (266) $false
% 57.91/23.62  																																					|
% 57.91/23.62  																																					|-The branch is then unsatisfiable
% 57.91/23.62  																																				|-Branch two:
% 57.91/23.62  																																				| (1064)  ~ (all_0_49_49 = e1)
% 57.91/23.62  																																				| (2141) all_0_53_53 = e1 | all_0_58_58 = e1
% 57.91/23.62  																																				|
% 57.91/23.62  																																					+-Applying beta-rule and splitting (105), into two cases.
% 57.91/23.62  																																					|-Branch one:
% 57.91/23.62  																																					| (1105) all_0_47_47 = e2
% 57.91/23.62  																																					|
% 57.91/23.62  																																						| Equations (1105) can reduce 338 to:
% 57.91/23.62  																																						| (266) $false
% 57.91/23.62  																																						|
% 57.91/23.62  																																						|-The branch is then unsatisfiable
% 57.91/23.62  																																					|-Branch two:
% 57.91/23.62  																																					| (338)  ~ (all_0_47_47 = e2)
% 57.91/23.62  																																					| (1789) all_0_47_47 = e4 | all_0_47_47 = e3 | all_0_47_47 = e1 | all_0_47_47 = e0
% 57.91/23.62  																																					|
% 57.91/23.62  																																						+-Applying beta-rule and splitting (1789), into two cases.
% 57.91/23.62  																																						|-Branch one:
% 57.91/23.62  																																						| (1790) all_0_47_47 = e4
% 57.91/23.62  																																						|
% 57.91/23.62  																																							| Equations (1790) can reduce 252 to:
% 57.91/23.62  																																							| (266) $false
% 57.91/23.62  																																							|
% 57.91/23.62  																																							|-The branch is then unsatisfiable
% 57.91/23.62  																																						|-Branch two:
% 57.91/23.62  																																						| (252)  ~ (all_0_47_47 = e4)
% 57.91/23.62  																																						| (1793) all_0_47_47 = e3 | all_0_47_47 = e1 | all_0_47_47 = e0
% 57.91/23.62  																																						|
% 57.91/23.62  																																							+-Applying beta-rule and splitting (2141), into two cases.
% 57.91/23.62  																																							|-Branch one:
% 57.91/23.62  																																							| (1208) all_0_53_53 = e1
% 57.91/23.62  																																							|
% 57.91/23.62  																																								| Equations (1208) can reduce 162 to:
% 57.91/23.62  																																								| (132)  ~ (all_0_40_40 = e1)
% 57.91/23.62  																																								|
% 57.91/23.62  																																								| Equations (1208) can reduce 65 to:
% 57.91/23.62  																																								| (1064)  ~ (all_0_49_49 = e1)
% 57.91/23.62  																																								|
% 57.91/23.62  																																								| Equations (1208) can reduce 10 to:
% 57.91/23.62  																																								| (879)  ~ (all_0_58_58 = e1)
% 57.91/23.62  																																								|
% 57.91/23.62  																																								| Simplifying 879 yields:
% 57.91/23.62  																																								| (880)  ~ (all_0_58_58 = e1)
% 57.91/23.62  																																								|
% 57.91/23.62  																																								| Equations (1208) can reduce 247 to:
% 57.91/23.62  																																								| (233)  ~ (e1 = e0)
% 57.91/23.62  																																								|
% 57.91/23.62  																																								+-Applying beta-rule and splitting (1793), into two cases.
% 57.91/23.62  																																								|-Branch one:
% 57.91/23.62  																																								| (674) all_0_47_47 = e0
% 57.91/23.62  																																								|
% 57.91/23.62  																																									| Equations (674) can reduce 678 to:
% 57.91/23.62  																																									| (266) $false
% 57.91/23.62  																																									|
% 57.91/23.62  																																									|-The branch is then unsatisfiable
% 57.91/23.62  																																								|-Branch two:
% 57.91/23.62  																																								| (678)  ~ (all_0_47_47 = e0)
% 57.91/23.62  																																								| (1831) all_0_47_47 = e3 | all_0_47_47 = e1
% 57.91/23.62  																																								|
% 57.91/23.62  																																									+-Applying beta-rule and splitting (1831), into two cases.
% 57.91/23.62  																																									|-Branch one:
% 57.91/23.62  																																									| (654) all_0_47_47 = e1
% 57.91/23.62  																																									|
% 57.91/23.62  																																										| Equations (654) can reduce 462 to:
% 57.91/23.62  																																										| (266) $false
% 57.91/23.62  																																										|
% 57.91/23.62  																																										|-The branch is then unsatisfiable
% 57.91/23.62  																																									|-Branch two:
% 57.91/23.62  																																									| (462)  ~ (all_0_47_47 = e1)
% 57.91/23.62  																																									| (522) all_0_47_47 = e3
% 57.91/23.62  																																									|
% 57.91/23.62  																																										| Equations (522) can reduce 79 to:
% 57.91/23.62  																																										| (246)  ~ (all_0_39_39 = e3)
% 57.91/23.62  																																										|
% 57.91/23.62  																																										| Equations (522) can reduce 462 to:
% 57.91/23.62  																																										| (213)  ~ (e3 = e1)
% 57.91/23.62  																																										|
% 57.91/23.62  																																										| From (522) and (23) follows:
% 57.91/23.62  																																										| (531) op(e2, e2) = e3
% 57.91/23.62  																																										|
% 57.91/23.62  																																										+-Applying beta-rule and splitting (189), into two cases.
% 57.91/23.62  																																										|-Branch one:
% 57.91/23.62  																																										| (532) all_0_44_44 = e3
% 57.91/23.62  																																										|
% 57.91/23.62  																																											| Equations (532) can reduce 143 to:
% 57.91/23.62  																																											| (2)  ~ (all_0_40_40 = e3)
% 57.91/23.62  																																											|
% 57.91/23.62  																																											| Equations (532) can reduce 9 to:
% 57.91/23.62  																																											| (524)  ~ (all_0_49_49 = e3)
% 57.91/23.62  																																											|
% 57.91/23.62  																																											| Simplifying 524 yields:
% 57.91/23.62  																																											| (525)  ~ (all_0_49_49 = e3)
% 57.91/23.62  																																											|
% 57.91/23.62  																																											| From (532) and (204) follows:
% 57.91/23.62  																																											| (15591) op(e3, e3) = all_0_11_11
% 57.91/23.62  																																											|
% 57.91/23.62  																																											+-Applying beta-rule and splitting (54), into two cases.
% 57.91/23.62  																																											|-Branch one:
% 57.91/23.62  																																											| (583) all_0_49_49 = e2
% 57.91/23.62  																																											|
% 57.91/23.62  																																												| Equations (583) can reduce 200 to:
% 57.91/23.62  																																												| (296)  ~ (all_0_40_40 = e2)
% 57.91/23.62  																																												|
% 57.91/23.62  																																												| Equations (583) can reduce 119 to:
% 57.91/23.62  																																												| (1186)  ~ (all_0_58_58 = e2)
% 57.91/23.62  																																												|
% 57.91/23.62  																																												| Simplifying 1186 yields:
% 57.91/23.62  																																												| (908)  ~ (all_0_58_58 = e2)
% 57.91/23.62  																																												|
% 57.91/23.62  																																												| Equations (583) can reduce 1064 to:
% 57.91/23.62  																																												| (122)  ~ (e2 = e1)
% 57.91/23.62  																																												|
% 57.91/23.62  																																												| From (583) and (129) follows:
% 57.91/23.62  																																												| (14996) op(e2, e2) = all_0_20_20
% 57.91/23.62  																																												|
% 57.91/23.62  																																												| Instantiating formula (29) with e3, e3, all_0_11_11, e4 and discharging atoms op(e3, e3) = all_0_11_11, op(e3, e3) = e4, yields:
% 57.91/23.62  																																												| (9789) all_0_11_11 = e4
% 57.91/23.62  																																												|
% 57.91/23.62  																																												| Instantiating formula (29) with e2, e2, all_0_25_25, all_0_20_20 and discharging atoms op(e2, e2) = all_0_20_20, op(e2, e2) = all_0_25_25, yields:
% 57.91/23.62  																																												| (4266) all_0_20_20 = all_0_25_25
% 57.91/23.62  																																												|
% 57.91/23.62  																																												| Instantiating formula (29) with e2, e2, e3, all_0_20_20 and discharging atoms op(e2, e2) = all_0_20_20, op(e2, e2) = e3, yields:
% 57.91/23.62  																																												| (4837) all_0_20_20 = e3
% 57.91/23.62  																																												|
% 57.91/23.62  																																												| Instantiating formula (29) with e2, e1, all_0_24_24, e1 and discharging atoms op(e2, e1) = all_0_24_24, op(e2, e1) = e1, yields:
% 57.91/23.62  																																												| (15139) all_0_24_24 = e1
% 57.91/23.62  																																												|
% 57.91/23.62  																																												| Instantiating formula (29) with e1, e3, all_0_7_7, e3 and discharging atoms op(e1, e3) = all_0_7_7, op(e1, e3) = e3, yields:
% 57.91/23.62  																																												| (2158) all_0_7_7 = e3
% 57.91/23.62  																																												|
% 57.91/23.62  																																												| Instantiating formula (29) with e1, e2, e2, all_0_8_8 and discharging atoms op(e1, e2) = all_0_8_8, op(e1, e2) = e2, yields:
% 57.91/23.62  																																												| (15601) all_0_8_8 = e2
% 57.91/23.62  																																												|
% 57.91/23.62  																																												| Combining equations (4837,4266) yields a new equation:
% 57.91/23.62  																																												| (683) all_0_25_25 = e3
% 57.91/23.62  																																												|
% 57.91/23.62  																																												| From (9789) and (15591) follows:
% 57.91/23.62  																																												| (1913) op(e3, e3) = e4
% 57.91/23.62  																																												|
% 57.91/23.62  																																												| From (683) and (514) follows:
% 57.91/23.62  																																												| (531) op(e2, e2) = e3
% 57.91/23.62  																																												|
% 57.91/23.62  																																												| From (15139) and (18123) follows:
% 57.91/23.62  																																												| (1612) op(e2, e1) = e1
% 57.91/23.62  																																												|
% 57.91/23.62  																																												| From (2158) and (1980) follows:
% 57.91/23.62  																																												| (1934) op(e1, e3) = e3
% 57.91/23.62  																																												|
% 57.91/23.62  																																												| From (15601) and (469) follows:
% 57.91/23.63  																																												| (515) op(e1, e2) = e2
% 57.91/23.63  																																												|
% 57.91/23.63  																																												+-Applying beta-rule and splitting (125), into two cases.
% 57.91/23.63  																																												|-Branch one:
% 57.91/23.63  																																												| (858) all_0_55_55 = e0
% 57.91/23.63  																																												|
% 57.91/23.63  																																													| Combining equations (629,858) yields a new equation:
% 57.91/23.63  																																													| (546) e1 = e0
% 57.91/23.63  																																													|
% 57.91/23.63  																																													| Simplifying 546 yields:
% 57.91/23.63  																																													| (431) e1 = e0
% 57.91/23.63  																																													|
% 57.91/23.63  																																													| Equations (431) can reduce 233 to:
% 57.91/23.63  																																													| (266) $false
% 57.91/23.63  																																													|
% 57.91/23.63  																																													|-The branch is then unsatisfiable
% 57.91/23.63  																																												|-Branch two:
% 57.91/23.63  																																												| (803)  ~ (all_0_55_55 = e0)
% 57.91/23.63  																																												| (863) all_0_56_56 = e0 | all_0_57_57 = e0 | all_0_58_58 = e0
% 57.91/23.63  																																												|
% 57.91/23.63  																																													+-Applying beta-rule and splitting (104), into two cases.
% 57.91/23.63  																																													|-Branch one:
% 57.91/23.63  																																													| (480) all_0_39_39 = e0
% 57.91/23.63  																																													|
% 57.91/23.63  																																														| Equations (480) can reduce 176 to:
% 57.91/23.63  																																														| (1400)  ~ (all_0_40_40 = e0)
% 57.91/23.63  																																														|
% 57.91/23.63  																																														| Simplifying 1400 yields:
% 57.91/23.63  																																														| (1401)  ~ (all_0_40_40 = e0)
% 57.91/23.63  																																														|
% 57.91/23.63  																																														| Equations (480) can reduce 154 to:
% 57.91/23.63  																																														| (1181)  ~ (all_0_56_56 = e0)
% 57.91/23.63  																																														|
% 57.91/23.63  																																														| Simplifying 1181 yields:
% 57.91/23.63  																																														| (828)  ~ (all_0_56_56 = e0)
% 57.91/23.63  																																														|
% 57.91/23.63  																																														| Equations (480) can reduce 294 to:
% 57.91/23.63  																																														| (365)  ~ (e2 = e0)
% 57.91/23.63  																																														|
% 57.91/23.63  																																														| Simplifying 365 yields:
% 57.91/23.63  																																														| (128)  ~ (e2 = e0)
% 57.91/23.63  																																														|
% 57.91/23.63  																																														+-Applying beta-rule and splitting (75), into two cases.
% 57.91/23.63  																																														|-Branch one:
% 57.91/23.63  																																														| (485) all_0_40_40 = e0
% 57.91/23.63  																																														|
% 57.91/23.63  																																															| Equations (485) can reduce 1401 to:
% 57.91/23.63  																																															| (266) $false
% 57.91/23.63  																																															|
% 57.91/23.63  																																															|-The branch is then unsatisfiable
% 57.91/23.63  																																														|-Branch two:
% 57.91/23.63  																																														| (1401)  ~ (all_0_40_40 = e0)
% 57.91/23.63  																																														| (1748) all_0_44_44 = e0 | all_0_49_49 = e0 | all_0_58_58 = e0
% 57.91/23.63  																																														|
% 57.91/23.63  																																															+-Applying beta-rule and splitting (133), into two cases.
% 57.91/23.63  																																															|-Branch one:
% 57.91/23.63  																																															| (833) all_0_56_56 = e2
% 57.91/23.63  																																															|
% 57.91/23.63  																																																| Equations (833) can reduce 511 to:
% 57.91/23.63  																																																| (266) $false
% 57.91/23.63  																																																|
% 57.91/23.63  																																																|-The branch is then unsatisfiable
% 57.91/23.63  																																															|-Branch two:
% 57.91/23.63  																																															| (511)  ~ (all_0_56_56 = e2)
% 57.91/23.63  																																															| (836) all_0_56_56 = e4 | all_0_56_56 = e3 | all_0_56_56 = e1 | all_0_56_56 = e0
% 57.91/23.63  																																															|
% 57.91/23.63  																																																+-Applying beta-rule and splitting (164), into two cases.
% 57.91/23.63  																																																|-Branch one:
% 57.91/23.63  																																																| (471) all_0_39_39 = e4
% 57.91/23.63  																																																|
% 57.91/23.63  																																																	| Combining equations (471,480) yields a new equation:
% 57.91/23.63  																																																	| (481) e4 = e0
% 57.91/23.63  																																																	|
% 57.91/23.63  																																																	| Simplifying 481 yields:
% 57.91/23.63  																																																	| (397) e4 = e0
% 57.91/23.63  																																																	|
% 57.91/23.63  																																																	| Equations (397) can reduce 49 to:
% 57.91/23.63  																																																	| (266) $false
% 57.91/23.63  																																																	|
% 57.91/23.63  																																																	|-The branch is then unsatisfiable
% 57.91/23.63  																																																|-Branch two:
% 57.91/23.63  																																																| (1377)  ~ (all_0_39_39 = e4)
% 57.91/23.63  																																																| (2115) all_0_42_42 = e4 | all_0_47_47 = e4 | all_0_51_51 = e4 | all_0_56_56 = e4
% 57.91/23.63  																																																|
% 57.91/23.63  																																																	+-Applying beta-rule and splitting (316), into two cases.
% 57.91/23.63  																																																	|-Branch one:
% 57.91/23.63  																																																	| (1378) all_0_40_40 = e4
% 57.91/23.63  																																																	|
% 57.91/23.63  																																																		| Equations (1378) can reduce 178 to:
% 57.91/23.63  																																																		| (450)  ~ (all_0_58_58 = e4)
% 57.91/23.63  																																																		|
% 57.91/23.63  																																																		| Simplifying 450 yields:
% 57.91/23.63  																																																		| (451)  ~ (all_0_58_58 = e4)
% 57.91/23.63  																																																		|
% 57.91/23.63  																																																		| Equations (1378) can reduce 2 to:
% 57.91/23.63  																																																		| (188)  ~ (e4 = e3)
% 57.91/23.63  																																																		|
% 57.91/23.63  																																																		| Equations (1378) can reduce 296 to:
% 57.91/23.63  																																																		| (48)  ~ (e4 = e2)
% 57.91/23.63  																																																		|
% 57.91/23.63  																																																		| Equations (1378) can reduce 132 to:
% 57.91/23.63  																																																		| (110)  ~ (e4 = e1)
% 57.91/23.63  																																																		|
% 57.91/23.63  																																																		+-Applying beta-rule and splitting (171), into two cases.
% 57.91/23.63  																																																		|-Branch one:
% 57.91/23.63  																																																		| (265) all_0_54_54 = e4
% 57.91/23.63  																																																		|
% 57.91/23.63  																																																			| Combining equations (265,268) yields a new equation:
% 57.91/23.63  																																																			| (424) e4 = e3
% 57.91/23.63  																																																			|
% 57.91/23.63  																																																			| Simplifying 424 yields:
% 57.91/23.63  																																																			| (425) e4 = e3
% 57.91/23.63  																																																			|
% 57.91/23.63  																																																			| Equations (425) can reduce 188 to:
% 57.91/23.63  																																																			| (266) $false
% 57.91/23.63  																																																			|
% 57.91/23.63  																																																			|-The branch is then unsatisfiable
% 57.91/23.63  																																																		|-Branch two:
% 57.91/23.63  																																																		| (258)  ~ (all_0_54_54 = e4)
% 57.91/23.63  																																																		| (575) all_0_55_55 = e4 | all_0_56_56 = e4 | all_0_57_57 = e4 | all_0_58_58 = e4
% 57.91/23.63  																																																		|
% 57.91/23.63  																																																			+-Applying beta-rule and splitting (2115), into two cases.
% 57.91/23.63  																																																			|-Branch one:
% 57.91/23.63  																																																			| (1392) all_0_42_42 = e4
% 57.91/23.63  																																																			|
% 57.91/23.63  																																																				| Combining equations (1392,459) yields a new equation:
% 57.91/23.63  																																																				| (636) e4 = e1
% 57.91/23.63  																																																				|
% 57.91/23.63  																																																				| Simplifying 636 yields:
% 57.91/23.63  																																																				| (630) e4 = e1
% 57.91/23.63  																																																				|
% 57.91/23.63  																																																				| Equations (630) can reduce 110 to:
% 57.91/23.63  																																																				| (266) $false
% 57.91/23.63  																																																				|
% 57.91/23.63  																																																				|-The branch is then unsatisfiable
% 57.91/23.63  																																																			|-Branch two:
% 57.91/23.63  																																																			| (1890)  ~ (all_0_42_42 = e4)
% 57.91/23.63  																																																			| (2246) all_0_47_47 = e4 | all_0_51_51 = e4 | all_0_56_56 = e4
% 57.91/23.63  																																																			|
% 57.91/23.63  																																																				| Equations (459) can reduce 1890 to:
% 57.91/23.63  																																																				| (602)  ~ (e4 = e1)
% 57.91/23.63  																																																				|
% 57.91/23.63  																																																				| Simplifying 602 yields:
% 57.91/23.63  																																																				| (110)  ~ (e4 = e1)
% 57.91/23.63  																																																				|
% 57.91/23.63  																																																				+-Applying beta-rule and splitting (863), into two cases.
% 57.91/23.63  																																																				|-Branch one:
% 57.91/23.63  																																																				| (679) all_0_56_56 = e0
% 57.91/23.63  																																																				|
% 57.91/23.63  																																																					| Equations (679) can reduce 828 to:
% 57.91/23.63  																																																					| (266) $false
% 57.91/23.63  																																																					|
% 57.91/23.63  																																																					|-The branch is then unsatisfiable
% 57.91/23.63  																																																				|-Branch two:
% 57.91/23.63  																																																				| (828)  ~ (all_0_56_56 = e0)
% 57.91/23.63  																																																				| (924) all_0_57_57 = e0 | all_0_58_58 = e0
% 57.91/23.63  																																																				|
% 57.91/23.63  																																																					+-Applying beta-rule and splitting (836), into two cases.
% 57.91/23.63  																																																					|-Branch one:
% 57.91/23.63  																																																					| (842) all_0_56_56 = e4
% 57.91/23.63  																																																					|
% 57.91/23.63  																																																						| From (842) and (111) follows:
% 57.91/23.63  																																																						| (2154) op(e0, e2) = e4
% 57.91/23.63  																																																						|
% 57.91/23.63  																																																						+-Applying beta-rule and splitting (924), into two cases.
% 57.91/23.63  																																																						|-Branch one:
% 57.91/23.63  																																																						| (875) all_0_57_57 = e0
% 57.91/23.63  																																																						|
% 57.91/23.63  																																																							| Combining equations (442,875) yields a new equation:
% 57.91/23.63  																																																							| (391) e2 = e0
% 57.91/23.63  																																																							|
% 57.91/23.63  																																																							| Simplifying 391 yields:
% 57.91/23.63  																																																							| (330) e2 = e0
% 57.91/23.63  																																																							|
% 57.91/23.63  																																																							| Equations (330) can reduce 128 to:
% 57.91/23.63  																																																							| (266) $false
% 57.91/23.63  																																																							|
% 57.91/23.63  																																																							|-The branch is then unsatisfiable
% 57.91/23.63  																																																						|-Branch two:
% 57.91/23.63  																																																						| (364)  ~ (all_0_57_57 = e0)
% 57.91/23.63  																																																						| (914) all_0_58_58 = e0
% 57.91/23.63  																																																						|
% 57.91/23.63  																																																							| Equations (914) can reduce 880 to:
% 57.91/23.63  																																																							| (435)  ~ (e1 = e0)
% 57.91/23.63  																																																							|
% 57.91/23.63  																																																							| Simplifying 435 yields:
% 57.91/23.63  																																																							| (233)  ~ (e1 = e0)
% 57.91/23.63  																																																							|
% 57.91/23.63  																																																							+-Applying beta-rule and splitting (56), into two cases.
% 57.91/23.63  																																																							|-Branch one:
% 57.91/23.63  																																																							| (696) unit = e2
% 57.91/23.63  																																																							|
% 57.91/23.63  																																																								| From (696) and (24) follows:
% 57.91/23.63  																																																								| (697) op(e2, e3) = e3
% 57.91/23.63  																																																								|
% 57.91/23.63  																																																								| From (696) and (40) follows:
% 57.91/23.63  																																																								| (4285) op(e3, e2) = e3
% 57.91/23.63  																																																								|
% 57.91/23.63  																																																								| From (696) and (32) follows:
% 57.91/23.63  																																																								| (698) op(e2, e2) = e2
% 57.91/23.63  																																																								|
% 57.91/23.63  																																																								| Instantiating formula (29) with e3, e2, e3, e1 and discharging atoms op(e3, e2) = e3, op(e3, e2) = e1, yields:
% 57.91/23.63  																																																								| (455) e3 = e1
% 57.91/23.63  																																																								|
% 57.91/23.63  																																																								| Instantiating formula (29) with e2, e3, e3, e0 and discharging atoms op(e2, e3) = e3, op(e2, e3) = e0, yields:
% 57.91/23.63  																																																								| (676) e3 = e0
% 57.91/23.63  																																																								|
% 57.91/23.63  																																																								| Instantiating formula (29) with e2, e2, e2, e3 and discharging atoms op(e2, e2) = e3, op(e2, e2) = e2, yields:
% 57.91/23.63  																																																								| (662) e3 = e2
% 57.91/23.63  																																																								|
% 57.91/23.63  																																																								| Combining equations (455,662) yields a new equation:
% 57.91/23.63  																																																								| (617) e2 = e1
% 57.91/23.63  																																																								|
% 57.91/23.63  																																																								| Combining equations (676,662) yields a new equation:
% 57.91/23.63  																																																								| (330) e2 = e0
% 57.91/23.63  																																																								|
% 57.91/23.63  																																																								| Combining equations (330,617) yields a new equation:
% 57.91/23.63  																																																								| (431) e1 = e0
% 57.91/23.63  																																																								|
% 57.91/23.63  																																																								| Equations (431) can reduce 233 to:
% 57.91/23.63  																																																								| (266) $false
% 57.91/23.63  																																																								|
% 57.91/23.63  																																																								|-The branch is then unsatisfiable
% 57.91/23.63  																																																							|-Branch two:
% 57.91/23.63  																																																							| (707)  ~ (unit = e2)
% 57.91/23.63  																																																							| (708) unit = e4 | unit = e3 | unit = e1 | unit = e0
% 57.91/23.63  																																																							|
% 57.91/23.63  																																																								+-Applying beta-rule and splitting (708), into two cases.
% 57.91/23.63  																																																								|-Branch one:
% 57.91/23.63  																																																								| (709) unit = e4
% 57.91/23.63  																																																								|
% 57.91/23.63  																																																									| From (709) and (227) follows:
% 57.91/23.63  																																																									| (710) op(e4, e4) = e4
% 57.91/23.63  																																																									|
% 57.91/23.63  																																																									| From (709) and (40) follows:
% 57.91/23.63  																																																									| (711) op(e3, e4) = e3
% 57.91/23.63  																																																									|
% 57.91/23.63  																																																									| From (709) and (32) follows:
% 57.91/23.63  																																																									| (712) op(e2, e4) = e2
% 57.91/23.63  																																																									|
% 57.91/23.63  																																																									| From (709) and (42) follows:
% 57.91/23.63  																																																									| (713) op(e0, e4) = e0
% 57.91/23.63  																																																									|
% 57.91/23.63  																																																									| Instantiating formula (29) with e4, e4, e4, e1 and discharging atoms op(e4, e4) = e4, op(e4, e4) = e1, yields:
% 57.91/23.63  																																																									| (630) e4 = e1
% 57.91/23.63  																																																									|
% 57.91/23.63  																																																									| Instantiating formula (29) with e3, e4, e3, e2 and discharging atoms op(e3, e4) = e3, op(e3, e4) = e2, yields:
% 57.91/23.63  																																																									| (662) e3 = e2
% 57.91/23.63  																																																									|
% 57.91/23.63  																																																									| Instantiating formula (29) with e2, e4, e2, e4 and discharging atoms op(e2, e4) = e4, op(e2, e4) = e2, yields:
% 57.91/23.63  																																																									| (323) e4 = e2
% 57.91/23.63  																																																									|
% 57.91/23.63  																																																									| Instantiating formula (29) with e0, e4, e0, e3 and discharging atoms op(e0, e4) = e3, op(e0, e4) = e0, yields:
% 57.91/23.63  																																																									| (676) e3 = e0
% 57.91/23.63  																																																									|
% 57.91/23.63  																																																									| Combining equations (630,323) yields a new equation:
% 57.91/23.63  																																																									| (617) e2 = e1
% 57.91/23.63  																																																									|
% 57.91/23.63  																																																									| Combining equations (662,676) yields a new equation:
% 57.91/23.63  																																																									| (391) e2 = e0
% 57.91/23.63  																																																									|
% 57.91/23.63  																																																									| Simplifying 391 yields:
% 57.91/23.63  																																																									| (330) e2 = e0
% 57.91/23.63  																																																									|
% 57.91/23.63  																																																									| Combining equations (617,330) yields a new equation:
% 57.91/23.63  																																																									| (546) e1 = e0
% 57.91/23.63  																																																									|
% 57.91/23.63  																																																									| Simplifying 546 yields:
% 57.91/23.63  																																																									| (431) e1 = e0
% 57.91/23.63  																																																									|
% 57.91/23.63  																																																									| Equations (431) can reduce 233 to:
% 57.91/23.63  																																																									| (266) $false
% 57.91/23.63  																																																									|
% 57.91/23.63  																																																									|-The branch is then unsatisfiable
% 57.91/23.63  																																																								|-Branch two:
% 57.91/23.63  																																																								| (724)  ~ (unit = e4)
% 57.91/23.63  																																																								| (725) unit = e3 | unit = e1 | unit = e0
% 57.91/23.63  																																																								|
% 57.91/23.63  																																																									+-Applying beta-rule and splitting (725), into two cases.
% 57.91/23.63  																																																									|-Branch one:
% 57.91/23.63  																																																									| (726) unit = e0
% 57.91/23.63  																																																									|
% 57.91/23.63  																																																										| From (726) and (244) follows:
% 57.91/23.63  																																																										| (2207) op(e0, e4) = e4
% 57.91/23.63  																																																										|
% 57.91/23.63  																																																										| From (726) and (24) follows:
% 57.91/23.63  																																																										| (2208) op(e0, e3) = e3
% 57.91/23.63  																																																										|
% 57.91/23.63  																																																										| From (726) and (15) follows:
% 57.91/23.63  																																																										| (1508) op(e0, e2) = e2
% 57.91/23.63  																																																										|
% 57.91/23.63  																																																										| Instantiating formula (29) with e0, e4, e4, e3 and discharging atoms op(e0, e4) = e4, op(e0, e4) = e3, yields:
% 57.91/23.63  																																																										| (425) e4 = e3
% 57.91/23.63  																																																										|
% 57.91/23.63  																																																										| Instantiating formula (29) with e0, e3, e3, e1 and discharging atoms op(e0, e3) = e3, op(e0, e3) = e1, yields:
% 57.91/23.63  																																																										| (455) e3 = e1
% 57.91/23.63  																																																										|
% 57.91/23.63  																																																										| Instantiating formula (29) with e0, e2, e2, e4 and discharging atoms op(e0, e2) = e4, op(e0, e2) = e2, yields:
% 57.91/23.63  																																																										| (323) e4 = e2
% 57.91/23.63  																																																										|
% 57.91/23.63  																																																										| Combining equations (323,425) yields a new equation:
% 57.91/23.63  																																																										| (662) e3 = e2
% 57.91/23.63  																																																										|
% 57.91/23.63  																																																										| Combining equations (662,455) yields a new equation:
% 57.91/23.63  																																																										| (616) e2 = e1
% 57.91/23.63  																																																										|
% 57.91/23.63  																																																										| Simplifying 616 yields:
% 57.91/23.63  																																																										| (617) e2 = e1
% 57.91/23.63  																																																										|
% 57.91/23.63  																																																										| Equations (617) can reduce 122 to:
% 57.91/23.63  																																																										| (266) $false
% 57.91/23.63  																																																										|
% 57.91/23.63  																																																										|-The branch is then unsatisfiable
% 57.91/23.63  																																																									|-Branch two:
% 57.91/23.63  																																																									| (734)  ~ (unit = e0)
% 57.91/23.63  																																																									| (735) unit = e3 | unit = e1
% 57.91/23.63  																																																									|
% 57.91/23.63  																																																										+-Applying beta-rule and splitting (735), into two cases.
% 57.91/23.63  																																																										|-Branch one:
% 57.91/23.63  																																																										| (736) unit = e1
% 57.91/23.63  																																																										|
% 57.91/23.63  																																																											| Equations (736) can reduce 734 to:
% 57.91/23.63  																																																											| (233)  ~ (e1 = e0)
% 57.91/23.63  																																																											|
% 57.91/23.63  																																																											| From (736) and (32) follows:
% 57.91/23.63  																																																											| (347) op(e2, e1) = e2
% 57.91/23.63  																																																											|
% 57.91/23.63  																																																											| From (736) and (42) follows:
% 57.91/23.63  																																																											| (3221) op(e0, e1) = e0
% 57.91/23.63  																																																											|
% 57.91/23.63  																																																											| Instantiating formula (29) with e2, e1, e2, e1 and discharging atoms op(e2, e1) = e2, op(e2, e1) = e1, yields:
% 57.91/23.63  																																																											| (617) e2 = e1
% 57.91/23.63  																																																											|
% 57.91/23.63  																																																											| Instantiating formula (29) with e0, e1, e0, e2 and discharging atoms op(e0, e1) = e2, op(e0, e1) = e0, yields:
% 57.91/23.63  																																																											| (330) e2 = e0
% 57.91/23.63  																																																											|
% 57.91/23.63  																																																											| Combining equations (617,330) yields a new equation:
% 57.91/23.63  																																																											| (546) e1 = e0
% 57.91/23.63  																																																											|
% 57.91/23.63  																																																											| Simplifying 546 yields:
% 57.91/23.63  																																																											| (431) e1 = e0
% 57.91/23.63  																																																											|
% 57.91/23.63  																																																											| Equations (431) can reduce 233 to:
% 57.91/23.63  																																																											| (266) $false
% 57.91/23.63  																																																											|
% 57.91/23.63  																																																											|-The branch is then unsatisfiable
% 57.91/23.63  																																																										|-Branch two:
% 57.91/23.63  																																																										| (748)  ~ (unit = e1)
% 57.91/23.63  																																																										| (749) unit = e3
% 57.91/23.63  																																																										|
% 57.91/23.63  																																																											| From (749) and (244) follows:
% 57.91/23.63  																																																											| (750) op(e3, e4) = e4
% 57.91/23.63  																																																											|
% 57.91/23.63  																																																											| From (749) and (40) follows:
% 57.91/23.63  																																																											| (3715) op(e3, e3) = e3
% 57.91/23.63  																																																											|
% 57.91/23.63  																																																											| From (749) and (32) follows:
% 57.91/23.63  																																																											| (5793) op(e2, e3) = e2
% 57.91/23.63  																																																											|
% 57.91/23.63  																																																											| From (749) and (28) follows:
% 57.91/23.63  																																																											| (2235) op(e1, e3) = e1
% 57.91/23.63  																																																											|
% 57.91/23.63  																																																											| Instantiating formula (29) with e3, e4, e4, e2 and discharging atoms op(e3, e4) = e4, op(e3, e4) = e2, yields:
% 57.91/23.63  																																																											| (323) e4 = e2
% 57.91/23.63  																																																											|
% 57.91/23.63  																																																											| Instantiating formula (29) with e3, e3, e3, e4 and discharging atoms op(e3, e3) = e4, op(e3, e3) = e3, yields:
% 57.91/23.63  																																																											| (425) e4 = e3
% 57.91/23.63  																																																											|
% 57.91/23.63  																																																											| Instantiating formula (29) with e2, e3, e2, e0 and discharging atoms op(e2, e3) = e2, op(e2, e3) = e0, yields:
% 57.91/23.63  																																																											| (330) e2 = e0
% 57.91/23.63  																																																											|
% 57.91/23.63  																																																											| Instantiating formula (29) with e1, e3, e1, e3 and discharging atoms op(e1, e3) = e3, op(e1, e3) = e1, yields:
% 57.91/23.63  																																																											| (455) e3 = e1
% 57.91/23.63  																																																											|
% 57.91/23.63  																																																											| Combining equations (323,425) yields a new equation:
% 57.91/23.63  																																																											| (662) e3 = e2
% 57.91/23.63  																																																											|
% 57.91/23.63  																																																											| Combining equations (662,455) yields a new equation:
% 57.91/23.63  																																																											| (616) e2 = e1
% 57.91/23.63  																																																											|
% 57.91/23.63  																																																											| Simplifying 616 yields:
% 57.91/23.63  																																																											| (617) e2 = e1
% 57.91/23.63  																																																											|
% 57.91/23.63  																																																											| Combining equations (330,617) yields a new equation:
% 57.91/23.63  																																																											| (431) e1 = e0
% 57.91/23.63  																																																											|
% 57.91/23.63  																																																											| Equations (431) can reduce 233 to:
% 57.91/23.63  																																																											| (266) $false
% 57.91/23.63  																																																											|
% 57.91/23.63  																																																											|-The branch is then unsatisfiable
% 57.91/23.63  																																																					|-Branch two:
% 57.91/23.63  																																																					| (477)  ~ (all_0_56_56 = e4)
% 57.91/23.63  																																																					| (845) all_0_56_56 = e3 | all_0_56_56 = e1 | all_0_56_56 = e0
% 57.91/23.63  																																																					|
% 57.91/23.63  																																																						+-Applying beta-rule and splitting (924), into two cases.
% 57.91/23.63  																																																						|-Branch one:
% 57.91/23.63  																																																						| (875) all_0_57_57 = e0
% 57.91/23.63  																																																						|
% 57.91/23.63  																																																							| Combining equations (442,875) yields a new equation:
% 57.91/23.63  																																																							| (391) e2 = e0
% 57.91/23.63  																																																							|
% 57.91/23.63  																																																							| Simplifying 391 yields:
% 57.91/23.63  																																																							| (330) e2 = e0
% 57.91/23.63  																																																							|
% 57.91/23.63  																																																							| Equations (330) can reduce 128 to:
% 57.91/23.63  																																																							| (266) $false
% 57.91/23.63  																																																							|
% 57.91/23.63  																																																							|-The branch is then unsatisfiable
% 57.91/23.63  																																																						|-Branch two:
% 57.91/23.63  																																																						| (364)  ~ (all_0_57_57 = e0)
% 57.91/23.63  																																																						| (914) all_0_58_58 = e0
% 57.91/23.63  																																																						|
% 57.91/23.63  																																																							| Equations (914) can reduce 451 to:
% 57.91/23.63  																																																							| (401)  ~ (e4 = e0)
% 57.91/23.63  																																																							|
% 57.91/23.63  																																																							| Simplifying 401 yields:
% 57.91/23.63  																																																							| (49)  ~ (e4 = e0)
% 57.91/23.63  																																																							|
% 57.91/23.63  																																																							+-Applying beta-rule and splitting (575), into two cases.
% 57.91/23.63  																																																							|-Branch one:
% 57.91/23.63  																																																							| (587) all_0_55_55 = e4
% 57.91/23.63  																																																							|
% 57.91/23.63  																																																								| Combining equations (587,629) yields a new equation:
% 57.91/23.63  																																																								| (636) e4 = e1
% 57.91/23.63  																																																								|
% 57.91/23.63  																																																								| Simplifying 636 yields:
% 57.91/23.63  																																																								| (630) e4 = e1
% 57.91/23.63  																																																								|
% 57.91/23.63  																																																								| Equations (630) can reduce 110 to:
% 57.91/23.63  																																																								| (266) $false
% 57.91/23.63  																																																								|
% 57.91/23.63  																																																								|-The branch is then unsatisfiable
% 57.91/23.63  																																																							|-Branch two:
% 57.91/23.63  																																																							| (763)  ~ (all_0_55_55 = e4)
% 57.91/23.63  																																																							| (764) all_0_56_56 = e4 | all_0_57_57 = e4 | all_0_58_58 = e4
% 57.91/23.63  																																																							|
% 57.91/23.63  																																																								+-Applying beta-rule and splitting (764), into two cases.
% 57.91/23.63  																																																								|-Branch one:
% 57.91/23.63  																																																								| (842) all_0_56_56 = e4
% 57.91/23.63  																																																								|
% 57.91/23.63  																																																									| Equations (842) can reduce 477 to:
% 57.91/23.63  																																																									| (266) $false
% 57.91/23.63  																																																									|
% 57.91/23.63  																																																									|-The branch is then unsatisfiable
% 57.91/23.63  																																																								|-Branch two:
% 57.91/23.63  																																																								| (477)  ~ (all_0_56_56 = e4)
% 57.91/23.63  																																																								| (935) all_0_57_57 = e4 | all_0_58_58 = e4
% 57.91/23.63  																																																								|
% 57.91/23.63  																																																									+-Applying beta-rule and splitting (935), into two cases.
% 57.91/23.63  																																																									|-Branch one:
% 57.91/23.63  																																																									| (871) all_0_57_57 = e4
% 57.91/23.63  																																																									|
% 57.91/23.63  																																																										| Combining equations (871,442) yields a new equation:
% 57.91/23.63  																																																										| (322) e4 = e2
% 57.91/23.63  																																																										|
% 57.91/23.63  																																																										| Simplifying 322 yields:
% 57.91/23.63  																																																										| (323) e4 = e2
% 57.91/23.63  																																																										|
% 57.91/23.63  																																																										| Equations (323) can reduce 48 to:
% 57.91/23.63  																																																										| (266) $false
% 57.91/23.63  																																																										|
% 57.91/23.63  																																																										|-The branch is then unsatisfiable
% 57.91/23.63  																																																									|-Branch two:
% 57.91/23.63  																																																									| (839)  ~ (all_0_57_57 = e4)
% 57.91/23.63  																																																									| (910) all_0_58_58 = e4
% 57.91/23.63  																																																									|
% 57.91/23.63  																																																										| Combining equations (914,910) yields a new equation:
% 57.91/23.63  																																																										| (397) e4 = e0
% 57.91/23.63  																																																										|
% 57.91/23.63  																																																										| Equations (397) can reduce 49 to:
% 57.91/23.63  																																																										| (266) $false
% 57.91/23.63  																																																										|
% 57.91/23.63  																																																										|-The branch is then unsatisfiable
% 57.91/23.63  																																																	|-Branch two:
% 57.91/23.63  																																																	| (447)  ~ (all_0_40_40 = e4)
% 57.91/23.63  																																																	| (485) all_0_40_40 = e0
% 57.91/23.63  																																																	|
% 57.91/23.63  																																																		| Equations (485) can reduce 1401 to:
% 57.91/23.63  																																																		| (266) $false
% 57.91/23.63  																																																		|
% 57.91/23.63  																																																		|-The branch is then unsatisfiable
% 57.91/23.63  																																													|-Branch two:
% 57.91/23.63  																																													| (484)  ~ (all_0_39_39 = e0)
% 57.91/23.63  																																													| (558) all_0_42_42 = e0 | all_0_47_47 = e0 | all_0_56_56 = e0
% 57.91/23.63  																																													|
% 57.91/23.63  																																														+-Applying beta-rule and splitting (333), into two cases.
% 57.91/23.63  																																														|-Branch one:
% 57.91/23.63  																																														| (480) all_0_39_39 = e0
% 57.91/23.63  																																														|
% 57.91/23.63  																																															| Equations (480) can reduce 484 to:
% 57.91/23.63  																																															| (266) $false
% 57.91/23.63  																																															|
% 57.91/23.63  																																															|-The branch is then unsatisfiable
% 57.91/23.63  																																														|-Branch two:
% 57.91/23.63  																																														| (484)  ~ (all_0_39_39 = e0)
% 57.91/23.63  																																														| (485) all_0_40_40 = e0
% 57.91/23.63  																																														|
% 57.91/23.63  																																															| Equations (485) can reduce 176 to:
% 57.91/23.63  																																															| (484)  ~ (all_0_39_39 = e0)
% 57.91/23.63  																																															|
% 57.91/23.63  																																															| Equations (485) can reduce 178 to:
% 57.91/23.63  																																															| (490)  ~ (all_0_58_58 = e0)
% 57.91/23.63  																																															|
% 57.91/23.63  																																															| Simplifying 490 yields:
% 57.91/23.63  																																															| (491)  ~ (all_0_58_58 = e0)
% 57.91/23.63  																																															|
% 57.91/23.63  																																															| Equations (485) can reduce 296 to:
% 57.91/23.63  																																															| (365)  ~ (e2 = e0)
% 57.91/23.63  																																															|
% 57.91/23.63  																																															| Simplifying 365 yields:
% 57.91/23.63  																																															| (128)  ~ (e2 = e0)
% 57.91/23.63  																																															|
% 57.91/23.63  																																															+-Applying beta-rule and splitting (150), into two cases.
% 57.91/23.63  																																															|-Branch one:
% 57.91/23.63  																																															| (1378) all_0_40_40 = e4
% 57.91/23.63  																																															|
% 57.91/23.63  																																																| Combining equations (1378,485) yields a new equation:
% 57.91/23.63  																																																| (481) e4 = e0
% 57.91/23.63  																																																|
% 57.91/23.63  																																																| Simplifying 481 yields:
% 57.91/23.63  																																																| (397) e4 = e0
% 57.91/23.63  																																																|
% 57.91/23.63  																																																| Equations (397) can reduce 49 to:
% 57.91/23.63  																																																| (266) $false
% 57.91/23.63  																																																|
% 57.91/23.63  																																																|-The branch is then unsatisfiable
% 57.91/23.63  																																															|-Branch two:
% 57.91/23.63  																																															| (447)  ~ (all_0_40_40 = e4)
% 57.91/23.63  																																															| (2271) all_0_44_44 = e4 | all_0_49_49 = e4 | all_0_53_53 = e4 | all_0_58_58 = e4
% 57.91/23.63  																																															|
% 57.91/23.63  																																																+-Applying beta-rule and splitting (108), into two cases.
% 57.91/23.63  																																																|-Branch one:
% 57.91/23.63  																																																| (624) all_0_58_58 = e2
% 57.91/23.63  																																																|
% 57.91/23.63  																																																	| Equations (624) can reduce 908 to:
% 57.91/23.63  																																																	| (266) $false
% 57.91/23.63  																																																	|
% 57.91/23.63  																																																	|-The branch is then unsatisfiable
% 57.91/23.63  																																																|-Branch two:
% 57.91/23.63  																																																| (908)  ~ (all_0_58_58 = e2)
% 57.91/23.63  																																																| (909) all_0_58_58 = e4 | all_0_58_58 = e3 | all_0_58_58 = e1 | all_0_58_58 = e0
% 57.91/23.63  																																																|
% 57.91/23.63  																																																	+-Applying beta-rule and splitting (320), into two cases.
% 57.91/23.63  																																																	|-Branch one:
% 57.91/23.63  																																																	| (471) all_0_39_39 = e4
% 57.91/23.63  																																																	|
% 57.91/23.63  																																																		| Equations (471) can reduce 246 to:
% 57.91/23.63  																																																		| (188)  ~ (e4 = e3)
% 57.91/23.63  																																																		|
% 57.91/23.63  																																																		| Equations (471) can reduce 294 to:
% 57.91/23.63  																																																		| (48)  ~ (e4 = e2)
% 57.91/23.63  																																																		|
% 57.91/23.63  																																																		| Equations (471) can reduce 151 to:
% 57.91/23.63  																																																		| (110)  ~ (e4 = e1)
% 57.91/23.63  																																																		|
% 57.91/23.63  																																																		+-Applying beta-rule and splitting (863), into two cases.
% 57.91/23.63  																																																		|-Branch one:
% 57.91/23.63  																																																		| (679) all_0_56_56 = e0
% 57.91/23.63  																																																		|
% 57.91/23.63  																																																			| Equations (679) can reduce 466 to:
% 57.91/23.63  																																																			| (435)  ~ (e1 = e0)
% 57.91/23.63  																																																			|
% 57.91/23.63  																																																			| Simplifying 435 yields:
% 57.91/23.63  																																																			| (233)  ~ (e1 = e0)
% 57.91/23.63  																																																			|
% 57.91/23.63  																																																			| From (679) and (111) follows:
% 57.91/23.63  																																																			| (1613) op(e0, e2) = e0
% 57.91/23.63  																																																			|
% 57.91/23.63  																																																			+-Applying beta-rule and splitting (56), into two cases.
% 57.91/23.63  																																																			|-Branch one:
% 57.91/23.63  																																																			| (696) unit = e2
% 57.91/23.63  																																																			|
% 57.91/23.63  																																																				| From (696) and (24) follows:
% 57.91/23.63  																																																				| (697) op(e2, e3) = e3
% 57.91/23.63  																																																				|
% 57.91/23.63  																																																				| From (696) and (32) follows:
% 57.91/23.63  																																																				| (698) op(e2, e2) = e2
% 57.91/23.63  																																																				|
% 57.91/23.63  																																																				| From (696) and (28) follows:
% 57.91/23.63  																																																				| (699) op(e1, e2) = e1
% 57.91/23.63  																																																				|
% 57.91/23.63  																																																				| Instantiating formula (29) with e2, e3, e3, e0 and discharging atoms op(e2, e3) = e3, op(e2, e3) = e0, yields:
% 57.91/23.63  																																																				| (676) e3 = e0
% 57.91/23.63  																																																				|
% 57.91/23.63  																																																				| Instantiating formula (29) with e2, e2, e2, e3 and discharging atoms op(e2, e2) = e3, op(e2, e2) = e2, yields:
% 57.91/23.63  																																																				| (662) e3 = e2
% 57.91/23.63  																																																				|
% 57.91/23.63  																																																				| Instantiating formula (29) with e1, e2, e1, e2 and discharging atoms op(e1, e2) = e2, op(e1, e2) = e1, yields:
% 57.91/23.63  																																																				| (617) e2 = e1
% 57.91/23.63  																																																				|
% 57.91/23.63  																																																				| Combining equations (662,676) yields a new equation:
% 57.91/23.63  																																																				| (391) e2 = e0
% 57.91/23.63  																																																				|
% 57.91/23.63  																																																				| Simplifying 391 yields:
% 57.91/23.63  																																																				| (330) e2 = e0
% 57.91/23.63  																																																				|
% 57.91/23.63  																																																				| Combining equations (330,617) yields a new equation:
% 57.91/23.63  																																																				| (431) e1 = e0
% 57.91/23.63  																																																				|
% 57.91/23.63  																																																				| Equations (431) can reduce 233 to:
% 57.91/23.63  																																																				| (266) $false
% 57.91/23.63  																																																				|
% 57.91/23.63  																																																				|-The branch is then unsatisfiable
% 57.91/23.63  																																																			|-Branch two:
% 57.91/23.63  																																																			| (707)  ~ (unit = e2)
% 57.91/23.63  																																																			| (708) unit = e4 | unit = e3 | unit = e1 | unit = e0
% 57.91/23.63  																																																			|
% 57.91/23.63  																																																				+-Applying beta-rule and splitting (708), into two cases.
% 57.91/23.63  																																																				|-Branch one:
% 57.91/23.63  																																																				| (709) unit = e4
% 57.91/23.63  																																																				|
% 57.91/23.63  																																																					| From (709) and (227) follows:
% 57.91/23.63  																																																					| (710) op(e4, e4) = e4
% 57.91/23.63  																																																					|
% 57.91/23.63  																																																					| From (709) and (40) follows:
% 57.91/23.63  																																																					| (711) op(e3, e4) = e3
% 57.91/23.63  																																																					|
% 57.91/23.63  																																																					| From (709) and (32) follows:
% 57.91/23.63  																																																					| (712) op(e2, e4) = e2
% 57.91/23.63  																																																					|
% 57.91/23.63  																																																					| From (709) and (42) follows:
% 57.91/23.63  																																																					| (713) op(e0, e4) = e0
% 57.91/23.63  																																																					|
% 57.91/23.63  																																																					| Instantiating formula (29) with e4, e4, e4, e1 and discharging atoms op(e4, e4) = e4, op(e4, e4) = e1, yields:
% 57.91/23.63  																																																					| (630) e4 = e1
% 57.91/23.63  																																																					|
% 57.91/23.63  																																																					| Instantiating formula (29) with e3, e4, e3, e2 and discharging atoms op(e3, e4) = e3, op(e3, e4) = e2, yields:
% 57.91/23.63  																																																					| (662) e3 = e2
% 57.91/23.64  																																																					|
% 57.91/23.64  																																																					| Instantiating formula (29) with e2, e4, e2, e4 and discharging atoms op(e2, e4) = e4, op(e2, e4) = e2, yields:
% 57.91/23.64  																																																					| (323) e4 = e2
% 57.91/23.64  																																																					|
% 57.91/23.64  																																																					| Instantiating formula (29) with e0, e4, e0, e3 and discharging atoms op(e0, e4) = e3, op(e0, e4) = e0, yields:
% 57.91/23.64  																																																					| (676) e3 = e0
% 57.91/23.64  																																																					|
% 57.91/23.64  																																																					| Combining equations (323,630) yields a new equation:
% 57.91/23.64  																																																					| (616) e2 = e1
% 57.91/23.64  																																																					|
% 57.91/23.64  																																																					| Simplifying 616 yields:
% 57.91/23.64  																																																					| (617) e2 = e1
% 57.91/23.64  																																																					|
% 57.91/23.64  																																																					| Combining equations (662,676) yields a new equation:
% 57.91/23.64  																																																					| (391) e2 = e0
% 57.91/23.64  																																																					|
% 57.91/23.64  																																																					| Simplifying 391 yields:
% 57.91/23.64  																																																					| (330) e2 = e0
% 57.91/23.64  																																																					|
% 57.91/23.64  																																																					| Combining equations (330,617) yields a new equation:
% 57.91/23.64  																																																					| (431) e1 = e0
% 57.91/23.64  																																																					|
% 57.91/23.64  																																																					| Equations (431) can reduce 233 to:
% 57.91/23.64  																																																					| (266) $false
% 57.91/23.64  																																																					|
% 57.91/23.64  																																																					|-The branch is then unsatisfiable
% 57.91/23.64  																																																				|-Branch two:
% 57.91/23.64  																																																				| (724)  ~ (unit = e4)
% 57.91/23.64  																																																				| (725) unit = e3 | unit = e1 | unit = e0
% 57.91/23.64  																																																				|
% 57.91/23.64  																																																					+-Applying beta-rule and splitting (725), into two cases.
% 57.91/23.64  																																																					|-Branch one:
% 57.91/23.64  																																																					| (726) unit = e0
% 57.91/23.64  																																																					|
% 57.91/23.64  																																																						| From (726) and (15) follows:
% 57.91/23.64  																																																						| (1508) op(e0, e2) = e2
% 57.91/23.64  																																																						|
% 57.91/23.64  																																																						| From (726) and (211) follows:
% 57.91/23.64  																																																						| (15180) op(e0, e1) = e1
% 57.91/23.64  																																																						|
% 57.91/23.64  																																																						| Instantiating formula (29) with e0, e2, e2, e0 and discharging atoms op(e0, e2) = e2, op(e0, e2) = e0, yields:
% 57.91/23.64  																																																						| (330) e2 = e0
% 57.91/23.64  																																																						|
% 57.91/23.64  																																																						| Instantiating formula (29) with e0, e1, e1, e2 and discharging atoms op(e0, e1) = e2, op(e0, e1) = e1, yields:
% 57.91/23.64  																																																						| (617) e2 = e1
% 57.91/23.64  																																																						|
% 57.91/23.64  																																																						| Combining equations (330,617) yields a new equation:
% 57.91/23.64  																																																						| (431) e1 = e0
% 57.91/23.64  																																																						|
% 57.91/23.64  																																																						| Equations (431) can reduce 233 to:
% 57.91/23.64  																																																						| (266) $false
% 57.91/23.64  																																																						|
% 57.91/23.64  																																																						|-The branch is then unsatisfiable
% 57.91/23.64  																																																					|-Branch two:
% 57.91/23.64  																																																					| (734)  ~ (unit = e0)
% 57.91/23.64  																																																					| (735) unit = e3 | unit = e1
% 57.91/23.64  																																																					|
% 57.91/23.64  																																																						+-Applying beta-rule and splitting (735), into two cases.
% 57.91/23.64  																																																						|-Branch one:
% 57.91/23.64  																																																						| (736) unit = e1
% 57.91/23.64  																																																						|
% 57.91/23.64  																																																							| Equations (736) can reduce 734 to:
% 57.91/23.64  																																																							| (233)  ~ (e1 = e0)
% 57.91/23.64  																																																							|
% 57.91/23.64  																																																							| From (736) and (32) follows:
% 57.91/23.64  																																																							| (347) op(e2, e1) = e2
% 57.91/23.64  																																																							|
% 57.91/23.64  																																																							| From (736) and (42) follows:
% 57.91/23.64  																																																							| (3221) op(e0, e1) = e0
% 57.91/23.64  																																																							|
% 57.91/23.64  																																																							| Instantiating formula (29) with e2, e1, e2, e1 and discharging atoms op(e2, e1) = e2, op(e2, e1) = e1, yields:
% 57.91/23.64  																																																							| (617) e2 = e1
% 57.91/23.64  																																																							|
% 57.91/23.64  																																																							| Instantiating formula (29) with e0, e1, e0, e2 and discharging atoms op(e0, e1) = e2, op(e0, e1) = e0, yields:
% 57.91/23.64  																																																							| (330) e2 = e0
% 57.91/23.64  																																																							|
% 57.91/23.64  																																																							| Combining equations (617,330) yields a new equation:
% 57.91/23.64  																																																							| (546) e1 = e0
% 57.91/23.64  																																																							|
% 57.91/23.64  																																																							| Simplifying 546 yields:
% 57.91/23.64  																																																							| (431) e1 = e0
% 57.91/23.64  																																																							|
% 57.91/23.64  																																																							| Equations (431) can reduce 233 to:
% 57.91/23.64  																																																							| (266) $false
% 57.91/23.64  																																																							|
% 57.91/23.64  																																																							|-The branch is then unsatisfiable
% 57.91/23.64  																																																						|-Branch two:
% 57.91/23.64  																																																						| (748)  ~ (unit = e1)
% 57.91/23.64  																																																						| (749) unit = e3
% 57.91/23.64  																																																						|
% 57.91/23.64  																																																							| From (749) and (244) follows:
% 57.91/23.64  																																																							| (750) op(e3, e4) = e4
% 57.91/23.64  																																																							|
% 57.91/23.64  																																																							| From (749) and (40) follows:
% 57.91/23.64  																																																							| (3715) op(e3, e3) = e3
% 57.91/23.64  																																																							|
% 57.91/23.64  																																																							| From (749) and (32) follows:
% 57.91/23.64  																																																							| (5793) op(e2, e3) = e2
% 57.91/23.64  																																																							|
% 57.91/23.64  																																																							| From (749) and (28) follows:
% 57.91/23.64  																																																							| (2235) op(e1, e3) = e1
% 57.91/23.64  																																																							|
% 57.91/23.64  																																																							| Instantiating formula (29) with e3, e4, e4, e2 and discharging atoms op(e3, e4) = e4, op(e3, e4) = e2, yields:
% 57.91/23.64  																																																							| (323) e4 = e2
% 57.91/23.64  																																																							|
% 57.91/23.64  																																																							| Instantiating formula (29) with e3, e3, e3, e4 and discharging atoms op(e3, e3) = e4, op(e3, e3) = e3, yields:
% 57.91/23.64  																																																							| (425) e4 = e3
% 57.91/23.64  																																																							|
% 57.91/23.64  																																																							| Instantiating formula (29) with e2, e3, e2, e0 and discharging atoms op(e2, e3) = e2, op(e2, e3) = e0, yields:
% 57.91/23.64  																																																							| (330) e2 = e0
% 57.91/23.64  																																																							|
% 57.91/23.64  																																																							| Instantiating formula (29) with e1, e3, e1, e3 and discharging atoms op(e1, e3) = e3, op(e1, e3) = e1, yields:
% 57.91/23.64  																																																							| (455) e3 = e1
% 57.91/23.64  																																																							|
% 57.91/23.64  																																																							| Combining equations (323,425) yields a new equation:
% 57.91/23.64  																																																							| (662) e3 = e2
% 57.91/23.64  																																																							|
% 57.91/23.64  																																																							| Combining equations (662,455) yields a new equation:
% 57.91/23.64  																																																							| (616) e2 = e1
% 57.91/23.64  																																																							|
% 57.91/23.64  																																																							| Simplifying 616 yields:
% 57.91/23.64  																																																							| (617) e2 = e1
% 57.91/23.64  																																																							|
% 57.91/23.64  																																																							| Combining equations (330,617) yields a new equation:
% 57.91/23.64  																																																							| (431) e1 = e0
% 57.91/23.64  																																																							|
% 57.91/23.64  																																																							| Equations (431) can reduce 233 to:
% 57.91/23.64  																																																							| (266) $false
% 57.91/23.64  																																																							|
% 57.91/23.64  																																																							|-The branch is then unsatisfiable
% 57.91/23.64  																																																		|-Branch two:
% 57.91/23.64  																																																		| (828)  ~ (all_0_56_56 = e0)
% 57.91/23.64  																																																		| (924) all_0_57_57 = e0 | all_0_58_58 = e0
% 57.91/23.64  																																																		|
% 57.91/23.64  																																																			+-Applying beta-rule and splitting (171), into two cases.
% 57.91/23.64  																																																			|-Branch one:
% 57.91/23.64  																																																			| (265) all_0_54_54 = e4
% 57.91/23.64  																																																			|
% 57.91/23.64  																																																				| Combining equations (265,268) yields a new equation:
% 57.91/23.64  																																																				| (424) e4 = e3
% 57.91/23.64  																																																				|
% 57.91/23.64  																																																				| Simplifying 424 yields:
% 57.91/23.64  																																																				| (425) e4 = e3
% 57.91/23.64  																																																				|
% 57.91/23.64  																																																				| Equations (425) can reduce 188 to:
% 57.91/23.64  																																																				| (266) $false
% 57.91/23.64  																																																				|
% 57.91/23.64  																																																				|-The branch is then unsatisfiable
% 57.91/23.64  																																																			|-Branch two:
% 57.91/23.64  																																																			| (258)  ~ (all_0_54_54 = e4)
% 57.91/23.64  																																																			| (575) all_0_55_55 = e4 | all_0_56_56 = e4 | all_0_57_57 = e4 | all_0_58_58 = e4
% 57.91/23.64  																																																			|
% 57.91/23.64  																																																				| Equations (268) can reduce 258 to:
% 57.91/23.64  																																																				| (277)  ~ (e4 = e3)
% 57.91/23.64  																																																				|
% 57.91/23.64  																																																				| Simplifying 277 yields:
% 57.91/23.64  																																																				| (188)  ~ (e4 = e3)
% 57.91/23.64  																																																				|
% 57.91/23.64  																																																				+-Applying beta-rule and splitting (2271), into two cases.
% 57.91/23.64  																																																				|-Branch one:
% 57.91/23.64  																																																				| (446) all_0_44_44 = e4
% 57.91/23.64  																																																				|
% 57.91/23.64  																																																					| Combining equations (446,532) yields a new equation:
% 57.91/23.64  																																																					| (424) e4 = e3
% 57.91/23.64  																																																					|
% 57.91/23.64  																																																					| Simplifying 424 yields:
% 57.91/23.64  																																																					| (425) e4 = e3
% 57.91/23.64  																																																					|
% 57.91/23.64  																																																					| Equations (425) can reduce 188 to:
% 57.91/23.64  																																																					| (266) $false
% 57.91/23.64  																																																					|
% 57.91/23.64  																																																					|-The branch is then unsatisfiable
% 57.91/23.64  																																																				|-Branch two:
% 57.91/23.64  																																																				| (1390)  ~ (all_0_44_44 = e4)
% 57.91/23.64  																																																				| (7998) all_0_49_49 = e4 | all_0_53_53 = e4 | all_0_58_58 = e4
% 57.91/23.64  																																																				|
% 57.91/23.64  																																																					+-Applying beta-rule and splitting (909), into two cases.
% 57.91/23.64  																																																					|-Branch one:
% 57.91/23.64  																																																					| (910) all_0_58_58 = e4
% 57.91/23.64  																																																					|
% 57.91/23.64  																																																						| Equations (910) can reduce 491 to:
% 57.91/23.64  																																																						| (49)  ~ (e4 = e0)
% 57.91/23.64  																																																						|
% 57.91/23.64  																																																						+-Applying beta-rule and splitting (924), into two cases.
% 57.91/23.64  																																																						|-Branch one:
% 57.91/23.64  																																																						| (875) all_0_57_57 = e0
% 57.91/23.64  																																																						|
% 57.91/23.64  																																																							| Combining equations (875,442) yields a new equation:
% 57.91/23.64  																																																							| (330) e2 = e0
% 57.91/23.64  																																																							|
% 57.91/23.64  																																																							| Equations (330) can reduce 128 to:
% 57.91/23.64  																																																							| (266) $false
% 57.91/23.64  																																																							|
% 57.91/23.64  																																																							|-The branch is then unsatisfiable
% 57.91/23.64  																																																						|-Branch two:
% 57.91/23.64  																																																						| (364)  ~ (all_0_57_57 = e0)
% 57.91/23.64  																																																						| (914) all_0_58_58 = e0
% 57.91/23.64  																																																						|
% 57.91/23.64  																																																							| Combining equations (910,914) yields a new equation:
% 57.91/23.64  																																																							| (481) e4 = e0
% 57.91/23.64  																																																							|
% 57.91/23.64  																																																							| Simplifying 481 yields:
% 57.91/23.64  																																																							| (397) e4 = e0
% 57.91/23.64  																																																							|
% 57.91/23.64  																																																							| Equations (397) can reduce 49 to:
% 57.91/23.64  																																																							| (266) $false
% 57.91/23.64  																																																							|
% 57.91/23.64  																																																							|-The branch is then unsatisfiable
% 57.91/23.64  																																																					|-Branch two:
% 57.91/23.64  																																																					| (451)  ~ (all_0_58_58 = e4)
% 57.91/23.64  																																																					| (913) all_0_58_58 = e3 | all_0_58_58 = e1 | all_0_58_58 = e0
% 57.91/23.64  																																																					|
% 57.91/23.64  																																																						+-Applying beta-rule and splitting (7998), into two cases.
% 57.91/23.64  																																																						|-Branch one:
% 57.91/23.64  																																																						| (974) all_0_49_49 = e4
% 57.91/23.64  																																																						|
% 57.91/23.64  																																																							| Combining equations (583,974) yields a new equation:
% 57.91/23.64  																																																							| (323) e4 = e2
% 57.91/23.64  																																																							|
% 57.91/23.64  																																																							| Equations (323) can reduce 48 to:
% 57.91/23.64  																																																							| (266) $false
% 57.91/23.64  																																																							|
% 57.91/23.64  																																																							|-The branch is then unsatisfiable
% 57.91/23.64  																																																						|-Branch two:
% 57.91/23.64  																																																						| (256)  ~ (all_0_49_49 = e4)
% 57.91/23.64  																																																						| (8013) all_0_53_53 = e4 | all_0_58_58 = e4
% 57.91/23.64  																																																						|
% 57.91/23.64  																																																							+-Applying beta-rule and splitting (8013), into two cases.
% 57.91/23.64  																																																							|-Branch one:
% 57.91/23.64  																																																							| (1298) all_0_53_53 = e4
% 57.91/23.64  																																																							|
% 57.91/23.64  																																																								| Combining equations (1208,1298) yields a new equation:
% 57.91/23.64  																																																								| (630) e4 = e1
% 57.91/23.64  																																																								|
% 57.91/23.64  																																																								| Equations (630) can reduce 110 to:
% 57.91/23.64  																																																								| (266) $false
% 57.91/23.64  																																																								|
% 57.91/23.64  																																																								|-The branch is then unsatisfiable
% 57.91/23.64  																																																							|-Branch two:
% 57.91/23.64  																																																							| (1453)  ~ (all_0_53_53 = e4)
% 57.91/23.64  																																																							| (910) all_0_58_58 = e4
% 57.91/23.64  																																																							|
% 57.91/23.64  																																																								| Equations (910) can reduce 451 to:
% 57.91/23.64  																																																								| (266) $false
% 57.91/23.64  																																																								|
% 57.91/23.64  																																																								|-The branch is then unsatisfiable
% 57.91/23.64  																																																	|-Branch two:
% 57.91/23.64  																																																	| (1377)  ~ (all_0_39_39 = e4)
% 57.91/23.64  																																																	| (480) all_0_39_39 = e0
% 57.91/23.64  																																																	|
% 57.91/23.64  																																																		| Equations (480) can reduce 484 to:
% 57.91/23.64  																																																		| (266) $false
% 57.91/23.64  																																																		|
% 57.91/23.64  																																																		|-The branch is then unsatisfiable
% 57.91/23.64  																																											|-Branch two:
% 57.91/23.64  																																											| (340)  ~ (all_0_49_49 = e2)
% 57.91/23.64  																																											| (586) all_0_49_49 = e4 | all_0_49_49 = e3 | all_0_49_49 = e1 | all_0_49_49 = e0
% 57.91/23.64  																																											|
% 57.91/23.64  																																												+-Applying beta-rule and splitting (586), into two cases.
% 57.91/23.64  																																												|-Branch one:
% 57.91/23.64  																																												| (974) all_0_49_49 = e4
% 57.91/23.64  																																												|
% 57.91/23.64  																																													| Equations (974) can reduce 256 to:
% 57.91/23.64  																																													| (266) $false
% 57.91/23.64  																																													|
% 57.91/23.64  																																													|-The branch is then unsatisfiable
% 57.91/23.64  																																												|-Branch two:
% 57.91/23.64  																																												| (256)  ~ (all_0_49_49 = e4)
% 57.91/23.64  																																												| (977) all_0_49_49 = e3 | all_0_49_49 = e1 | all_0_49_49 = e0
% 57.91/23.64  																																												|
% 57.91/23.64  																																													+-Applying beta-rule and splitting (977), into two cases.
% 57.91/23.64  																																													|-Branch one:
% 57.91/23.64  																																													| (978) all_0_49_49 = e0
% 57.91/23.64  																																													|
% 57.91/23.64  																																														| Equations (978) can reduce 487 to:
% 57.91/23.64  																																														| (266) $false
% 57.91/23.64  																																														|
% 57.91/23.64  																																														|-The branch is then unsatisfiable
% 57.91/23.64  																																													|-Branch two:
% 57.91/23.64  																																													| (487)  ~ (all_0_49_49 = e0)
% 57.91/23.64  																																													| (981) all_0_49_49 = e3 | all_0_49_49 = e1
% 57.91/23.64  																																													|
% 57.91/23.64  																																														+-Applying beta-rule and splitting (981), into two cases.
% 57.91/23.64  																																														|-Branch one:
% 57.91/23.64  																																														| (671) all_0_49_49 = e1
% 57.91/23.64  																																														|
% 57.91/23.64  																																															| Equations (671) can reduce 1064 to:
% 57.91/23.64  																																															| (266) $false
% 57.91/23.64  																																															|
% 57.91/23.64  																																															|-The branch is then unsatisfiable
% 57.91/23.64  																																														|-Branch two:
% 57.91/23.64  																																														| (1064)  ~ (all_0_49_49 = e1)
% 57.91/23.64  																																														| (884) all_0_49_49 = e3
% 57.91/23.64  																																														|
% 57.91/23.64  																																															| Equations (884) can reduce 525 to:
% 57.91/23.64  																																															| (266) $false
% 57.91/23.64  																																															|
% 57.91/23.64  																																															|-The branch is then unsatisfiable
% 57.91/23.64  																																										|-Branch two:
% 57.91/23.64  																																										| (407)  ~ (all_0_44_44 = e3)
% 57.91/23.64  																																										| (537) all_0_49_49 = e3 | all_0_53_53 = e3 | all_0_58_58 = e3
% 57.91/23.64  																																										|
% 57.91/23.64  																																											+-Applying beta-rule and splitting (1899), into two cases.
% 57.91/23.64  																																											|-Branch one:
% 57.91/23.64  																																											| (516) all_0_42_42 = e3
% 57.91/23.64  																																											|
% 57.91/23.64  																																												| Combining equations (459,516) yields a new equation:
% 57.91/23.64  																																												| (455) e3 = e1
% 57.91/23.64  																																												|
% 57.91/23.64  																																												| Equations (455) can reduce 213 to:
% 57.91/23.64  																																												| (266) $false
% 57.91/23.64  																																												|
% 57.91/23.64  																																												|-The branch is then unsatisfiable
% 57.91/23.64  																																											|-Branch two:
% 57.91/23.64  																																											| (405)  ~ (all_0_42_42 = e3)
% 57.91/23.64  																																											| (532) all_0_44_44 = e3
% 57.91/23.64  																																											|
% 57.91/23.64  																																												| Equations (532) can reduce 407 to:
% 57.91/23.64  																																												| (266) $false
% 57.91/23.64  																																												|
% 57.91/23.64  																																												|-The branch is then unsatisfiable
% 57.91/23.64  																																							|-Branch two:
% 57.91/23.64  																																							| (1459)  ~ (all_0_53_53 = e1)
% 57.91/23.64  																																							| (918) all_0_58_58 = e1
% 57.91/23.64  																																							|
% 57.91/23.64  																																								| Equations (918) can reduce 880 to:
% 57.91/23.64  																																								| (266) $false
% 57.91/23.64  																																								|
% 57.91/23.64  																																								|-The branch is then unsatisfiable
% 57.91/23.64  																																		|-Branch two:
% 57.91/23.64  																																		| (1380)  ~ (all_0_42_42 = e1)
% 57.91/23.64  																																		| (3259) all_0_47_47 = e1 | all_0_51_51 = e1 | all_0_56_56 = e1
% 57.91/23.64  																																		|
% 57.91/23.64  																																			+-Applying beta-rule and splitting (160), into two cases.
% 57.91/23.64  																																			|-Branch one:
% 57.91/23.64  																																			| (601) all_0_50_50 = e1
% 57.91/23.64  																																			|
% 57.91/23.64  																																				| Combining equations (415,601) yields a new equation:
% 57.91/23.64  																																				| (454) e3 = e1
% 57.91/23.64  																																				|
% 57.91/23.64  																																				| Simplifying 454 yields:
% 57.91/23.64  																																				| (455) e3 = e1
% 57.91/23.64  																																				|
% 57.91/23.64  																																				| Equations (455) can reduce 213 to:
% 57.91/23.64  																																				| (266) $false
% 57.91/23.64  																																				|
% 57.91/23.64  																																				|-The branch is then unsatisfiable
% 57.91/23.64  																																			|-Branch two:
% 57.91/23.64  																																			| (759)  ~ (all_0_50_50 = e1)
% 57.91/23.64  																																			| (1168) all_0_51_51 = e1 | all_0_52_52 = e1 | all_0_53_53 = e1
% 57.91/23.64  																																			|
% 57.91/23.64  																																				+-Applying beta-rule and splitting (1168), into two cases.
% 57.91/23.64  																																				|-Branch one:
% 57.91/23.64  																																				| (1109) all_0_51_51 = e1
% 57.91/23.64  																																				|
% 57.91/23.64  																																					| Combining equations (504,1109) yields a new equation:
% 57.91/23.64  																																					| (616) e2 = e1
% 57.91/23.64  																																					|
% 57.91/23.64  																																					| Simplifying 616 yields:
% 57.91/23.64  																																					| (617) e2 = e1
% 57.91/23.64  																																					|
% 57.91/23.64  																																					| Equations (617) can reduce 122 to:
% 57.91/23.64  																																					| (266) $false
% 57.91/23.64  																																					|
% 57.91/23.64  																																					|-The branch is then unsatisfiable
% 57.91/23.64  																																				|-Branch two:
% 57.91/23.64  																																				| (464)  ~ (all_0_51_51 = e1)
% 57.91/23.64  																																				| (1202) all_0_52_52 = e1 | all_0_53_53 = e1
% 57.91/23.64  																																				|
% 57.91/23.64  																																					+-Applying beta-rule and splitting (3259), into two cases.
% 57.91/23.64  																																					|-Branch one:
% 57.91/23.64  																																					| (654) all_0_47_47 = e1
% 57.91/23.64  																																					|
% 57.91/23.64  																																						| Equations (654) can reduce 462 to:
% 57.91/23.64  																																						| (266) $false
% 57.91/23.64  																																						|
% 57.91/23.64  																																						|-The branch is then unsatisfiable
% 57.91/23.64  																																					|-Branch two:
% 57.91/23.64  																																					| (462)  ~ (all_0_47_47 = e1)
% 57.91/23.64  																																					| (3264) all_0_51_51 = e1 | all_0_56_56 = e1
% 57.91/23.64  																																					|
% 57.91/23.64  																																						+-Applying beta-rule and splitting (1202), into two cases.
% 57.91/23.64  																																						|-Branch one:
% 57.91/23.64  																																						| (642) all_0_52_52 = e1
% 57.91/23.64  																																						|
% 57.91/23.64  																																							| Combining equations (565,642) yields a new equation:
% 57.91/23.64  																																							| (636) e4 = e1
% 57.91/23.64  																																							|
% 57.91/23.64  																																							| Simplifying 636 yields:
% 57.91/23.64  																																							| (630) e4 = e1
% 57.91/23.64  																																							|
% 57.91/23.64  																																							| Equations (630) can reduce 110 to:
% 57.91/23.64  																																							| (266) $false
% 57.91/23.64  																																							|
% 57.91/23.64  																																							|-The branch is then unsatisfiable
% 57.91/23.64  																																						|-Branch two:
% 57.91/23.64  																																						| (646)  ~ (all_0_52_52 = e1)
% 57.91/23.64  																																						| (1208) all_0_53_53 = e1
% 57.91/23.64  																																						|
% 57.91/23.64  																																							| Equations (1208) can reduce 509 to:
% 57.91/23.64  																																							| (604)  ~ (e2 = e1)
% 57.91/23.64  																																							|
% 57.91/23.64  																																							| Simplifying 604 yields:
% 57.91/23.64  																																							| (122)  ~ (e2 = e1)
% 57.91/23.64  																																							|
% 57.91/23.64  																																							+-Applying beta-rule and splitting (3264), into two cases.
% 57.91/23.64  																																							|-Branch one:
% 57.91/23.64  																																							| (1109) all_0_51_51 = e1
% 57.91/23.64  																																							|
% 57.91/23.64  																																								| Combining equations (504,1109) yields a new equation:
% 57.91/23.64  																																								| (616) e2 = e1
% 57.91/23.64  																																								|
% 57.91/23.64  																																								| Simplifying 616 yields:
% 57.91/23.64  																																								| (617) e2 = e1
% 57.91/23.64  																																								|
% 57.91/23.64  																																								| Equations (617) can reduce 122 to:
% 57.91/23.64  																																								| (266) $false
% 57.91/23.64  																																								|
% 57.91/23.64  																																								|-The branch is then unsatisfiable
% 57.91/23.64  																																							|-Branch two:
% 57.91/23.64  																																							| (464)  ~ (all_0_51_51 = e1)
% 57.91/23.64  																																							| (1569) all_0_56_56 = e1
% 57.91/23.64  																																							|
% 57.91/23.64  																																								| Equations (1569) can reduce 466 to:
% 57.91/23.64  																																								| (266) $false
% 57.91/23.64  																																								|
% 57.91/23.64  																																								|-The branch is then unsatisfiable
% 57.91/23.64  																																	|-Branch two:
% 57.91/23.64  																																	| (1099)  ~ (all_0_51_51 = e2)
% 57.91/23.64  																																	| (1152) all_0_52_52 = e2 | all_0_53_53 = e2
% 57.91/23.64  																																	|
% 57.91/23.64  																																		+-Applying beta-rule and splitting (7), into two cases.
% 57.91/23.64  																																		|-Branch one:
% 57.91/23.64  																																		| (504) all_0_51_51 = e2
% 57.91/23.64  																																		|
% 57.91/23.64  																																			| Equations (504) can reduce 1099 to:
% 57.91/23.64  																																			| (266) $false
% 57.91/23.64  																																			|
% 57.91/23.64  																																			|-The branch is then unsatisfiable
% 57.91/23.64  																																		|-Branch two:
% 57.91/23.64  																																		| (1099)  ~ (all_0_51_51 = e2)
% 57.91/23.64  																																		| (1100) all_0_51_51 = e4 | all_0_51_51 = e3 | all_0_51_51 = e1
% 57.91/23.64  																																		|
% 57.91/23.64  																																			+-Applying beta-rule and splitting (385), into two cases.
% 57.91/23.64  																																			|-Branch one:
% 57.91/23.64  																																			| (1105) all_0_47_47 = e2
% 57.91/23.64  																																			|
% 57.91/23.64  																																				| Equations (1105) can reduce 252 to:
% 57.91/23.64  																																				| (327)  ~ (e4 = e2)
% 57.91/23.64  																																				|
% 57.91/23.64  																																				| Simplifying 327 yields:
% 57.91/23.64  																																				| (48)  ~ (e4 = e2)
% 57.91/23.64  																																				|
% 57.91/23.64  																																				+-Applying beta-rule and splitting (1152), into two cases.
% 57.91/23.64  																																				|-Branch one:
% 57.91/23.64  																																				| (352) all_0_52_52 = e2
% 57.91/23.64  																																				|
% 57.91/23.64  																																					| Combining equations (565,352) yields a new equation:
% 57.91/23.64  																																					| (322) e4 = e2
% 57.91/23.64  																																					|
% 57.91/23.64  																																					| Simplifying 322 yields:
% 57.91/23.64  																																					| (323) e4 = e2
% 57.91/23.64  																																					|
% 57.91/23.64  																																					| Equations (323) can reduce 48 to:
% 57.91/23.64  																																					| (266) $false
% 57.91/23.64  																																					|
% 57.91/23.64  																																					|-The branch is then unsatisfiable
% 57.91/23.64  																																				|-Branch two:
% 57.91/23.64  																																				| (342)  ~ (all_0_52_52 = e2)
% 57.91/23.64  																																				| (607) all_0_53_53 = e2
% 57.91/23.64  																																				|
% 57.91/23.64  																																					| Equations (607) can reduce 509 to:
% 57.91/23.64  																																					| (266) $false
% 57.91/23.64  																																					|
% 57.91/23.64  																																					|-The branch is then unsatisfiable
% 57.91/23.64  																																			|-Branch two:
% 57.91/23.64  																																			| (338)  ~ (all_0_47_47 = e2)
% 57.91/23.64  																																			| (1108) all_0_51_51 = e2 | all_0_56_56 = e2
% 57.91/23.64  																																			|
% 57.91/23.64  																																				+-Applying beta-rule and splitting (1108), into two cases.
% 57.91/23.64  																																				|-Branch one:
% 57.91/23.64  																																				| (504) all_0_51_51 = e2
% 57.91/23.64  																																				|
% 57.91/23.64  																																					| Equations (504) can reduce 1099 to:
% 57.91/23.64  																																					| (266) $false
% 57.91/23.64  																																					|
% 57.91/23.64  																																					|-The branch is then unsatisfiable
% 57.91/23.64  																																				|-Branch two:
% 57.91/23.64  																																				| (1099)  ~ (all_0_51_51 = e2)
% 57.91/23.64  																																				| (833) all_0_56_56 = e2
% 57.91/23.64  																																				|
% 57.91/23.64  																																					| Equations (833) can reduce 511 to:
% 57.91/23.64  																																					| (266) $false
% 57.91/23.64  																																					|
% 57.91/23.64  																																					|-The branch is then unsatisfiable
% 57.91/23.64  																															|-Branch two:
% 57.91/23.64  																															| (831)  ~ (all_0_46_46 = e0)
% 57.91/23.64  																															| (858) all_0_55_55 = e0
% 57.91/23.64  																															|
% 57.91/23.64  																																| Combining equations (858,629) yields a new equation:
% 57.91/23.64  																																| (431) e1 = e0
% 57.91/23.64  																																|
% 57.91/23.64  																																| Equations (431) can reduce 233 to:
% 57.91/23.64  																																| (266) $false
% 57.91/23.64  																																|
% 57.91/23.64  																																|-The branch is then unsatisfiable
% 57.91/23.64  																											|-Branch two:
% 57.91/23.64  																											| (411)  ~ (all_0_50_50 = e3)
% 57.91/23.64  																											| (418) all_0_51_51 = e3 | all_0_53_53 = e3
% 57.91/23.64  																											|
% 57.91/23.64  																												+-Applying beta-rule and splitting (1923), into two cases.
% 57.91/23.64  																												|-Branch one:
% 57.91/23.64  																												| (1557) all_0_46_46 = e3
% 57.91/23.64  																												|
% 57.91/23.64  																													| Equations (1557) can reduce 208 to:
% 57.91/23.64  																													| (524)  ~ (all_0_49_49 = e3)
% 57.91/23.64  																													|
% 57.91/23.64  																													| Simplifying 524 yields:
% 57.91/23.64  																													| (525)  ~ (all_0_49_49 = e3)
% 57.91/23.64  																													|
% 57.91/23.64  																													| Equations (1557) can reduce 35 to:
% 57.91/23.64  																													| (410)  ~ (all_0_50_50 = e3)
% 57.91/23.64  																													|
% 57.91/23.64  																													| Simplifying 410 yields:
% 57.91/23.64  																													| (411)  ~ (all_0_50_50 = e3)
% 57.91/23.64  																													|
% 57.91/23.64  																													| Equations (1557) can reduce 58 to:
% 57.91/23.64  																													| (269)  ~ (all_0_55_55 = e3)
% 57.91/23.64  																													|
% 57.91/23.64  																													| Simplifying 269 yields:
% 57.91/23.64  																													| (270)  ~ (all_0_55_55 = e3)
% 57.91/23.64  																													|
% 57.91/23.64  																													| From (1557) and (33) follows:
% 57.91/23.64  																													| (3526) op(e3, e3) = all_0_16_16
% 57.91/23.64  																													|
% 57.91/23.64  																													| From (1557) and (179) follows:
% 57.91/23.64  																													| (3527) op(e3, e2) = all_0_15_15
% 57.91/23.64  																													|
% 57.91/23.64  																													+-Applying beta-rule and splitting (422), into two cases.
% 57.91/23.64  																													|-Branch one:
% 57.91/23.64  																													| (775) all_0_50_50 = e4
% 57.91/23.64  																													|
% 57.91/23.64  																														| Equations (775) can reduce 566 to:
% 57.91/23.64  																														| (266) $false
% 57.91/23.64  																														|
% 57.91/23.64  																														|-The branch is then unsatisfiable
% 57.91/23.64  																													|-Branch two:
% 57.91/23.64  																													| (566)  ~ (all_0_50_50 = e4)
% 57.91/23.64  																													| (1444) all_0_50_50 = e3 | all_0_50_50 = e1
% 57.91/23.64  																													|
% 57.91/23.64  																														+-Applying beta-rule and splitting (1444), into two cases.
% 57.91/23.64  																														|-Branch one:
% 57.91/23.64  																														| (601) all_0_50_50 = e1
% 57.91/23.64  																														|
% 57.91/23.64  																															| Equations (601) can reduce 59 to:
% 57.91/23.64  																															| (463)  ~ (all_0_51_51 = e1)
% 57.91/23.64  																															|
% 57.91/23.64  																															| Simplifying 463 yields:
% 57.91/23.64  																															| (464)  ~ (all_0_51_51 = e1)
% 57.91/23.65  																															|
% 57.91/23.65  																															| Equations (601) can reduce 190 to:
% 57.91/23.65  																															| (1458)  ~ (all_0_53_53 = e1)
% 57.91/23.65  																															|
% 57.91/23.65  																															| Simplifying 1458 yields:
% 57.91/23.65  																															| (1459)  ~ (all_0_53_53 = e1)
% 57.91/23.65  																															|
% 57.91/23.65  																															| Equations (601) can reduce 93 to:
% 57.91/23.65  																															| (2331)  ~ (all_0_55_55 = e1)
% 57.91/23.65  																															|
% 57.91/23.65  																															| Simplifying 2331 yields:
% 57.91/23.65  																															| (632)  ~ (all_0_55_55 = e1)
% 57.91/23.65  																															|
% 57.91/23.65  																															| From (601) and (8) follows:
% 57.91/23.65  																															| (15351) op(e1, e3) = all_0_23_23
% 57.91/23.65  																															|
% 57.91/23.65  																															| From (601) and (242) follows:
% 57.91/23.65  																															| (2235) op(e1, e3) = e1
% 57.91/23.65  																															|
% 57.91/23.65  																															+-Applying beta-rule and splitting (174), into two cases.
% 57.91/23.65  																															|-Branch one:
% 57.91/23.65  																															| (386) all_0_55_55 = e2
% 57.91/23.65  																															|
% 57.91/23.65  																																| Equations (386) can reduce 304 to:
% 57.91/23.65  																																| (266) $false
% 57.91/23.65  																																|
% 57.91/23.65  																																|-The branch is then unsatisfiable
% 57.91/23.65  																															|-Branch two:
% 57.91/23.65  																															| (304)  ~ (all_0_55_55 = e2)
% 57.91/23.65  																															| (2051) all_0_55_55 = e4 | all_0_55_55 = e3 | all_0_55_55 = e1 | all_0_55_55 = e0
% 57.91/23.65  																															|
% 57.91/23.65  																																+-Applying beta-rule and splitting (2051), into two cases.
% 57.91/23.65  																																|-Branch one:
% 57.91/23.65  																																| (587) all_0_55_55 = e4
% 57.91/23.65  																																|
% 57.91/23.65  																																	| Equations (587) can reduce 763 to:
% 57.91/23.65  																																	| (266) $false
% 57.91/23.65  																																	|
% 57.91/23.65  																																	|-The branch is then unsatisfiable
% 57.91/23.65  																																|-Branch two:
% 57.91/23.65  																																| (763)  ~ (all_0_55_55 = e4)
% 57.91/23.65  																																| (2055) all_0_55_55 = e3 | all_0_55_55 = e1 | all_0_55_55 = e0
% 57.91/23.65  																																|
% 57.91/23.65  																																	+-Applying beta-rule and splitting (2055), into two cases.
% 57.91/23.65  																																	|-Branch one:
% 57.91/23.65  																																	| (858) all_0_55_55 = e0
% 57.91/23.65  																																	|
% 57.91/23.65  																																		| Equations (858) can reduce 153 to:
% 57.91/23.65  																																		| (1181)  ~ (all_0_56_56 = e0)
% 57.91/23.65  																																		|
% 57.91/23.65  																																		| Simplifying 1181 yields:
% 57.91/23.65  																																		| (828)  ~ (all_0_56_56 = e0)
% 57.91/23.65  																																		|
% 57.91/23.65  																																		| Equations (858) can reduce 3 to:
% 57.91/23.65  																																		| (490)  ~ (all_0_58_58 = e0)
% 57.91/23.65  																																		|
% 57.91/23.65  																																		| Simplifying 490 yields:
% 57.91/23.65  																																		| (491)  ~ (all_0_58_58 = e0)
% 57.91/23.65  																																		|
% 57.91/23.65  																																		| Equations (858) can reduce 763 to:
% 57.91/23.65  																																		| (401)  ~ (e4 = e0)
% 57.91/23.65  																																		|
% 57.91/23.65  																																		| Simplifying 401 yields:
% 57.91/23.65  																																		| (49)  ~ (e4 = e0)
% 57.91/23.65  																																		|
% 57.91/23.65  																																		| From (858) and (187) follows:
% 57.91/23.65  																																		| (2064) op(e0, e3) = all_0_32_32
% 57.91/23.65  																																		|
% 57.91/23.65  																																		| From (858) and (68) follows:
% 57.91/23.65  																																		| (5131) op(e0, e0) = all_0_31_31
% 57.91/23.65  																																		|
% 57.91/23.65  																																		| From (858) and (74) follows:
% 57.91/23.65  																																		| (752) op(e0, e3) = e0
% 57.91/23.65  																																		|
% 57.91/23.65  																																		| Instantiating formula (29) with e3, e3, all_0_16_16, e4 and discharging atoms op(e3, e3) = all_0_16_16, op(e3, e3) = e4, yields:
% 57.91/23.65  																																		| (687) all_0_16_16 = e4
% 57.91/23.65  																																		|
% 57.91/23.65  																																		| Instantiating formula (29) with e3, e2, all_0_15_15, all_0_42_42 and discharging atoms op(e3, e2) = all_0_15_15, op(e3, e2) = all_0_42_42, yields:
% 57.91/23.65  																																		| (3582) all_0_15_15 = all_0_42_42
% 57.91/23.65  																																		|
% 57.91/23.65  																																		| Instantiating formula (29) with e1, e3, e1, all_0_23_23 and discharging atoms op(e1, e3) = all_0_23_23, op(e1, e3) = e1, yields:
% 57.91/23.65  																																		| (9657) all_0_23_23 = e1
% 57.91/23.65  																																		|
% 57.91/23.65  																																		| Instantiating formula (29) with e0, e3, e0, all_0_32_32 and discharging atoms op(e0, e3) = all_0_32_32, op(e0, e3) = e0, yields:
% 57.91/23.65  																																		| (2163) all_0_32_32 = e0
% 57.91/23.65  																																		|
% 57.91/23.65  																																		| Instantiating formula (29) with e0, e0, all_0_31_31, all_0_58_58 and discharging atoms op(e0, e0) = all_0_31_31, op(e0, e0) = all_0_58_58, yields:
% 57.91/23.65  																																		| (18617) all_0_31_31 = all_0_58_58
% 57.91/23.65  																																		|
% 57.91/23.65  																																		| From (687) and (3526) follows:
% 57.91/23.65  																																		| (1913) op(e3, e3) = e4
% 57.91/23.65  																																		|
% 57.91/23.65  																																		| From (3582) and (3527) follows:
% 57.91/23.65  																																		| (210) op(e3, e2) = all_0_42_42
% 57.91/23.65  																																		|
% 57.91/23.65  																																		| From (9657) and (15351) follows:
% 57.91/23.65  																																		| (2235) op(e1, e3) = e1
% 57.91/23.65  																																		|
% 57.91/23.65  																																		| From (2163) and (2064) follows:
% 57.91/23.65  																																		| (752) op(e0, e3) = e0
% 57.91/23.65  																																		|
% 57.91/23.65  																																		| From (18617) and (5131) follows:
% 57.91/23.65  																																		| (245) op(e0, e0) = all_0_58_58
% 57.91/23.65  																																		|
% 57.91/23.65  																																		+-Applying beta-rule and splitting (7), into two cases.
% 57.91/23.65  																																		|-Branch one:
% 57.91/23.65  																																		| (504) all_0_51_51 = e2
% 57.91/23.65  																																		|
% 57.91/23.65  																																			| Equations (504) can reduce 61 to:
% 57.91/23.65  																																			| (51)  ~ (all_0_42_42 = e2)
% 57.91/23.65  																																			|
% 57.91/23.65  																																			| Equations (504) can reduce 224 to:
% 57.91/23.65  																																			| (338)  ~ (all_0_47_47 = e2)
% 57.91/23.65  																																			|
% 57.91/23.65  																																			| Equations (504) can reduce 6 to:
% 57.91/23.65  																																			| (508)  ~ (all_0_53_53 = e2)
% 57.91/23.65  																																			|
% 57.91/23.65  																																			| Simplifying 508 yields:
% 57.91/23.65  																																			| (509)  ~ (all_0_53_53 = e2)
% 57.91/23.65  																																			|
% 57.91/23.65  																																			| Equations (504) can reduce 16 to:
% 57.91/23.65  																																			| (510)  ~ (all_0_56_56 = e2)
% 57.91/23.65  																																			|
% 57.91/23.65  																																			| Simplifying 510 yields:
% 57.91/23.65  																																			| (511)  ~ (all_0_56_56 = e2)
% 57.91/23.65  																																			|
% 57.91/23.65  																																			| From (504) and (186) follows:
% 57.91/23.65  																																			| (515) op(e1, e2) = e2
% 57.91/23.65  																																			|
% 57.91/23.65  																																			+-Applying beta-rule and splitting (196), into two cases.
% 57.91/23.65  																																			|-Branch one:
% 57.91/23.65  																																			| (607) all_0_53_53 = e2
% 57.91/23.65  																																			|
% 57.91/23.65  																																				| Equations (607) can reduce 509 to:
% 57.91/23.65  																																				| (266) $false
% 57.91/23.65  																																				|
% 57.91/23.65  																																				|-The branch is then unsatisfiable
% 57.91/23.65  																																			|-Branch two:
% 57.91/23.65  																																			| (509)  ~ (all_0_53_53 = e2)
% 57.91/23.65  																																			| (610) all_0_53_53 = e4 | all_0_53_53 = e3 | all_0_53_53 = e1
% 57.91/23.65  																																			|
% 57.91/23.65  																																				+-Applying beta-rule and splitting (180), into two cases.
% 57.91/23.65  																																				|-Branch one:
% 57.91/23.65  																																				| (516) all_0_42_42 = e3
% 57.91/23.65  																																				|
% 57.91/23.65  																																					| Equations (516) can reduce 145 to:
% 57.91/23.65  																																					| (246)  ~ (all_0_39_39 = e3)
% 57.91/23.65  																																					|
% 57.91/23.65  																																					| Equations (516) can reduce 73 to:
% 57.91/23.65  																																					| (406)  ~ (all_0_44_44 = e3)
% 57.91/23.65  																																					|
% 57.91/23.65  																																					| Simplifying 406 yields:
% 57.91/23.65  																																					| (407)  ~ (all_0_44_44 = e3)
% 57.91/23.65  																																					|
% 57.91/23.65  																																					| Equations (516) can reduce 198 to:
% 57.91/23.65  																																					| (2538)  ~ (all_0_47_47 = e3)
% 57.91/23.65  																																					|
% 57.91/23.65  																																					| Simplifying 2538 yields:
% 57.91/23.65  																																					| (1091)  ~ (all_0_47_47 = e3)
% 57.91/23.65  																																					|
% 57.91/23.65  																																					| Equations (516) can reduce 236 to:
% 57.91/23.65  																																					| (271)  ~ (all_0_56_56 = e3)
% 57.91/23.65  																																					|
% 57.91/23.65  																																					| Simplifying 271 yields:
% 57.91/23.65  																																					| (272)  ~ (all_0_56_56 = e3)
% 57.91/23.65  																																					|
% 57.91/23.65  																																					| Equations (516) can reduce 51 to:
% 57.91/23.65  																																					| (212)  ~ (e3 = e2)
% 57.91/23.65  																																					|
% 57.91/23.65  																																					+-Applying beta-rule and splitting (189), into two cases.
% 57.91/23.65  																																					|-Branch one:
% 57.91/23.65  																																					| (532) all_0_44_44 = e3
% 57.91/23.65  																																					|
% 57.91/23.65  																																						| Equations (532) can reduce 407 to:
% 57.91/23.65  																																						| (266) $false
% 57.91/23.65  																																						|
% 57.91/23.65  																																						|-The branch is then unsatisfiable
% 57.91/23.65  																																					|-Branch two:
% 57.91/23.65  																																					| (407)  ~ (all_0_44_44 = e3)
% 57.91/23.65  																																					| (537) all_0_49_49 = e3 | all_0_53_53 = e3 | all_0_58_58 = e3
% 57.91/23.65  																																					|
% 57.91/23.65  																																						+-Applying beta-rule and splitting (1391), into two cases.
% 57.91/23.65  																																						|-Branch one:
% 57.91/23.65  																																						| (1414) all_0_44_44 = e0
% 57.91/23.65  																																						|
% 57.91/23.65  																																							| Equations (1414) can reduce 360 to:
% 57.91/23.65  																																							| (266) $false
% 57.91/23.65  																																							|
% 57.91/23.65  																																							|-The branch is then unsatisfiable
% 57.91/23.65  																																						|-Branch two:
% 57.91/23.65  																																						| (360)  ~ (all_0_44_44 = e0)
% 57.91/23.65  																																						| (1417) all_0_44_44 = e3 | all_0_44_44 = e1
% 57.91/23.65  																																						|
% 57.91/23.65  																																							+-Applying beta-rule and splitting (10171), into two cases.
% 57.91/23.65  																																							|-Branch one:
% 57.91/23.65  																																							| (1105) all_0_47_47 = e2
% 57.91/23.65  																																							|
% 57.91/23.65  																																								| Equations (1105) can reduce 338 to:
% 57.91/23.65  																																								| (266) $false
% 57.91/23.65  																																								|
% 57.91/23.65  																																								|-The branch is then unsatisfiable
% 57.91/23.65  																																							|-Branch two:
% 57.91/23.65  																																							| (338)  ~ (all_0_47_47 = e2)
% 57.91/23.65  																																							| (10761) all_0_48_48 = e2 | all_0_49_49 = e2
% 57.91/23.65  																																							|
% 57.91/23.65  																																								+-Applying beta-rule and splitting (1417), into two cases.
% 57.91/23.65  																																								|-Branch one:
% 57.91/23.65  																																								| (635) all_0_44_44 = e1
% 57.91/23.65  																																								|
% 57.91/23.65  																																									| Equations (635) can reduce 9 to:
% 57.91/23.65  																																									| (1419)  ~ (all_0_49_49 = e1)
% 57.91/23.65  																																									|
% 57.91/23.65  																																									| Simplifying 1419 yields:
% 57.91/23.65  																																									| (1064)  ~ (all_0_49_49 = e1)
% 57.91/23.65  																																									|
% 57.91/23.65  																																									| Equations (635) can reduce 181 to:
% 57.91/23.65  																																									| (879)  ~ (all_0_58_58 = e1)
% 57.91/23.65  																																									|
% 57.91/23.65  																																									| Simplifying 879 yields:
% 57.91/23.65  																																									| (880)  ~ (all_0_58_58 = e1)
% 57.91/23.65  																																									|
% 57.91/23.65  																																									| Equations (635) can reduce 360 to:
% 57.91/23.65  																																									| (233)  ~ (e1 = e0)
% 57.91/23.65  																																									|
% 57.91/23.65  																																									| From (635) and (138) follows:
% 57.91/23.65  																																									| (1423) op(e3, e0) = e1
% 57.91/23.65  																																									|
% 57.91/23.65  																																									+-Applying beta-rule and splitting (418), into two cases.
% 57.91/23.65  																																									|-Branch one:
% 57.91/23.65  																																									| (660) all_0_51_51 = e3
% 57.91/23.65  																																									|
% 57.91/23.65  																																										| Combining equations (504,660) yields a new equation:
% 57.91/23.65  																																										| (662) e3 = e2
% 57.91/23.65  																																										|
% 57.91/23.65  																																										| Equations (662) can reduce 212 to:
% 57.91/23.65  																																										| (266) $false
% 57.91/23.65  																																										|
% 57.91/23.65  																																										|-The branch is then unsatisfiable
% 57.91/23.65  																																									|-Branch two:
% 57.91/23.65  																																									| (664)  ~ (all_0_51_51 = e3)
% 57.91/23.65  																																									| (665) all_0_53_53 = e3
% 57.91/23.65  																																									|
% 57.91/23.65  																																										| Equations (665) can reduce 65 to:
% 57.91/23.65  																																										| (525)  ~ (all_0_49_49 = e3)
% 57.91/23.65  																																										|
% 57.91/23.65  																																										| Equations (665) can reduce 10 to:
% 57.91/23.65  																																										| (275)  ~ (all_0_58_58 = e3)
% 57.91/23.65  																																										|
% 57.91/23.65  																																										| Simplifying 275 yields:
% 57.91/23.65  																																										| (276)  ~ (all_0_58_58 = e3)
% 57.91/23.65  																																										|
% 57.91/23.65  																																										| From (665) and (84) follows:
% 57.91/23.65  																																										| (3786) op(e1, e0) = e3
% 57.91/23.65  																																										|
% 57.91/23.65  																																										+-Applying beta-rule and splitting (216), into two cases.
% 57.91/23.65  																																										|-Branch one:
% 57.91/23.65  																																										| (629) all_0_55_55 = e1
% 57.91/23.65  																																										|
% 57.91/23.65  																																											| Combining equations (629,858) yields a new equation:
% 57.91/23.65  																																											| (546) e1 = e0
% 57.91/23.65  																																											|
% 57.91/23.65  																																											| Simplifying 546 yields:
% 57.91/23.65  																																											| (431) e1 = e0
% 57.91/23.65  																																											|
% 57.91/23.65  																																											| Equations (431) can reduce 233 to:
% 57.91/23.65  																																											| (266) $false
% 57.91/23.65  																																											|
% 57.91/23.65  																																											|-The branch is then unsatisfiable
% 57.91/23.65  																																										|-Branch two:
% 57.91/23.65  																																										| (632)  ~ (all_0_55_55 = e1)
% 57.91/23.65  																																										| (633) all_0_56_56 = e1 | all_0_57_57 = e1 | all_0_58_58 = e1
% 57.91/23.65  																																										|
% 57.91/23.65  																																											+-Applying beta-rule and splitting (105), into two cases.
% 57.91/23.65  																																											|-Branch one:
% 57.91/23.65  																																											| (1105) all_0_47_47 = e2
% 57.91/23.65  																																											|
% 57.91/23.65  																																												| Equations (1105) can reduce 338 to:
% 57.91/23.65  																																												| (266) $false
% 57.91/23.65  																																												|
% 57.91/23.65  																																												|-The branch is then unsatisfiable
% 57.91/23.65  																																											|-Branch two:
% 57.91/23.65  																																											| (338)  ~ (all_0_47_47 = e2)
% 57.91/23.65  																																											| (1789) all_0_47_47 = e4 | all_0_47_47 = e3 | all_0_47_47 = e1 | all_0_47_47 = e0
% 57.91/23.65  																																											|
% 57.91/23.65  																																												+-Applying beta-rule and splitting (633), into two cases.
% 57.91/23.65  																																												|-Branch one:
% 57.91/23.65  																																												| (1569) all_0_56_56 = e1
% 57.91/23.65  																																												|
% 57.91/23.65  																																													| Equations (1569) can reduce 154 to:
% 57.91/23.65  																																													| (151)  ~ (all_0_39_39 = e1)
% 57.91/23.65  																																													|
% 57.91/23.65  																																													| Equations (1569) can reduce 91 to:
% 57.91/23.65  																																													| (462)  ~ (all_0_47_47 = e1)
% 57.91/23.65  																																													|
% 57.91/23.65  																																													+-Applying beta-rule and splitting (164), into two cases.
% 57.91/23.65  																																													|-Branch one:
% 57.91/23.65  																																													| (471) all_0_39_39 = e4
% 57.91/23.65  																																													|
% 57.91/23.65  																																														| Equations (471) can reduce 176 to:
% 57.91/23.65  																																														| (7398)  ~ (all_0_40_40 = e4)
% 57.91/23.65  																																														|
% 57.91/23.65  																																														| Simplifying 7398 yields:
% 57.91/23.65  																																														| (447)  ~ (all_0_40_40 = e4)
% 57.91/23.65  																																														|
% 57.91/23.65  																																														| Equations (471) can reduce 79 to:
% 57.91/23.65  																																														| (251)  ~ (all_0_47_47 = e4)
% 57.91/23.65  																																														|
% 57.91/23.65  																																														| Simplifying 251 yields:
% 57.91/23.65  																																														| (252)  ~ (all_0_47_47 = e4)
% 57.91/23.65  																																														|
% 57.91/23.65  																																														| Equations (471) can reduce 246 to:
% 57.91/23.65  																																														| (188)  ~ (e4 = e3)
% 57.91/23.65  																																														|
% 57.91/23.65  																																														| Equations (471) can reduce 151 to:
% 57.91/23.65  																																														| (110)  ~ (e4 = e1)
% 57.91/23.65  																																														|
% 57.91/23.65  																																														+-Applying beta-rule and splitting (333), into two cases.
% 57.91/23.65  																																														|-Branch one:
% 57.91/23.65  																																														| (480) all_0_39_39 = e0
% 57.91/23.65  																																														|
% 57.91/23.65  																																															| Combining equations (480,471) yields a new equation:
% 57.91/23.65  																																															| (397) e4 = e0
% 57.91/23.65  																																															|
% 57.91/23.65  																																															| Equations (397) can reduce 49 to:
% 57.91/23.65  																																															| (266) $false
% 57.91/23.65  																																															|
% 57.91/23.65  																																															|-The branch is then unsatisfiable
% 57.91/23.65  																																														|-Branch two:
% 57.91/23.65  																																														| (484)  ~ (all_0_39_39 = e0)
% 57.91/23.65  																																														| (485) all_0_40_40 = e0
% 57.91/23.65  																																														|
% 57.91/23.65  																																															| Equations (485) can reduce 447 to:
% 57.91/23.65  																																															| (401)  ~ (e4 = e0)
% 57.91/23.65  																																															|
% 57.91/23.65  																																															| Simplifying 401 yields:
% 57.91/23.65  																																															| (49)  ~ (e4 = e0)
% 57.91/23.65  																																															|
% 57.91/23.65  																																															+-Applying beta-rule and splitting (104), into two cases.
% 57.91/23.65  																																															|-Branch one:
% 57.91/23.65  																																															| (480) all_0_39_39 = e0
% 57.91/23.65  																																															|
% 57.91/23.65  																																																| Combining equations (480,471) yields a new equation:
% 57.91/23.65  																																																| (397) e4 = e0
% 57.91/23.65  																																																|
% 57.91/23.65  																																																| Equations (397) can reduce 49 to:
% 57.91/23.65  																																																| (266) $false
% 57.91/23.65  																																																|
% 57.91/23.65  																																																|-The branch is then unsatisfiable
% 57.91/23.65  																																															|-Branch two:
% 57.91/23.65  																																															| (484)  ~ (all_0_39_39 = e0)
% 57.91/23.65  																																															| (558) all_0_42_42 = e0 | all_0_47_47 = e0 | all_0_56_56 = e0
% 57.91/23.65  																																															|
% 57.91/23.65  																																																| Equations (471) can reduce 484 to:
% 57.91/23.65  																																																| (49)  ~ (e4 = e0)
% 57.91/23.65  																																																|
% 57.91/23.65  																																																+-Applying beta-rule and splitting (1789), into two cases.
% 57.91/23.65  																																																|-Branch one:
% 57.91/23.65  																																																| (1790) all_0_47_47 = e4
% 57.91/23.65  																																																|
% 57.91/23.65  																																																	| Equations (1790) can reduce 252 to:
% 57.91/23.65  																																																	| (266) $false
% 57.91/23.65  																																																	|
% 57.91/23.65  																																																	|-The branch is then unsatisfiable
% 57.91/23.65  																																																|-Branch two:
% 57.91/23.65  																																																| (252)  ~ (all_0_47_47 = e4)
% 57.91/23.65  																																																| (1793) all_0_47_47 = e3 | all_0_47_47 = e1 | all_0_47_47 = e0
% 57.91/23.65  																																																|
% 57.91/23.65  																																																	+-Applying beta-rule and splitting (54), into two cases.
% 57.91/23.65  																																																	|-Branch one:
% 57.91/23.65  																																																	| (583) all_0_49_49 = e2
% 57.91/23.65  																																																	|
% 57.91/23.65  																																																		| Equations (583) can reduce 256 to:
% 57.91/23.65  																																																		| (327)  ~ (e4 = e2)
% 57.91/23.65  																																																		|
% 57.91/23.65  																																																		| Simplifying 327 yields:
% 57.91/23.65  																																																		| (48)  ~ (e4 = e2)
% 57.91/23.65  																																																		|
% 57.91/23.65  																																																		| From (583) and (55) follows:
% 57.91/23.65  																																																		| (727) op(e2, e0) = e2
% 57.91/23.65  																																																		|
% 57.91/23.65  																																																		+-Applying beta-rule and splitting (150), into two cases.
% 57.91/23.65  																																																		|-Branch one:
% 57.91/23.65  																																																		| (1378) all_0_40_40 = e4
% 57.91/23.65  																																																		|
% 57.91/23.65  																																																			| Combining equations (1378,485) yields a new equation:
% 57.91/23.65  																																																			| (481) e4 = e0
% 57.91/23.65  																																																			|
% 57.91/23.65  																																																			| Simplifying 481 yields:
% 57.91/23.65  																																																			| (397) e4 = e0
% 57.91/23.65  																																																			|
% 57.91/23.65  																																																			| Equations (397) can reduce 49 to:
% 57.91/23.65  																																																			| (266) $false
% 57.91/23.65  																																																			|
% 57.91/23.65  																																																			|-The branch is then unsatisfiable
% 57.91/23.65  																																																		|-Branch two:
% 57.91/23.65  																																																		| (447)  ~ (all_0_40_40 = e4)
% 57.91/23.65  																																																		| (2271) all_0_44_44 = e4 | all_0_49_49 = e4 | all_0_53_53 = e4 | all_0_58_58 = e4
% 57.91/23.65  																																																		|
% 57.91/23.65  																																																			+-Applying beta-rule and splitting (171), into two cases.
% 57.91/23.65  																																																			|-Branch one:
% 57.91/23.65  																																																			| (265) all_0_54_54 = e4
% 57.91/23.65  																																																			|
% 57.91/23.65  																																																				| Combining equations (268,265) yields a new equation:
% 57.91/23.65  																																																				| (425) e4 = e3
% 57.91/23.65  																																																				|
% 57.91/23.65  																																																				| Equations (425) can reduce 188 to:
% 57.91/23.65  																																																				| (266) $false
% 57.91/23.65  																																																				|
% 57.91/23.65  																																																				|-The branch is then unsatisfiable
% 57.91/23.65  																																																			|-Branch two:
% 57.91/23.65  																																																			| (258)  ~ (all_0_54_54 = e4)
% 57.91/23.65  																																																			| (575) all_0_55_55 = e4 | all_0_56_56 = e4 | all_0_57_57 = e4 | all_0_58_58 = e4
% 57.91/23.65  																																																			|
% 57.91/23.65  																																																				| Equations (268) can reduce 258 to:
% 57.91/23.65  																																																				| (277)  ~ (e4 = e3)
% 57.91/23.65  																																																				|
% 57.91/23.65  																																																				| Simplifying 277 yields:
% 57.91/23.65  																																																				| (188)  ~ (e4 = e3)
% 57.91/23.65  																																																				|
% 57.91/23.65  																																																				+-Applying beta-rule and splitting (2271), into two cases.
% 57.91/23.65  																																																				|-Branch one:
% 57.91/23.65  																																																				| (446) all_0_44_44 = e4
% 57.91/23.65  																																																				|
% 57.91/23.65  																																																					| Combining equations (635,446) yields a new equation:
% 57.91/23.65  																																																					| (630) e4 = e1
% 57.91/23.65  																																																					|
% 57.91/23.65  																																																					| Equations (630) can reduce 110 to:
% 57.91/23.65  																																																					| (266) $false
% 57.91/23.65  																																																					|
% 57.91/23.65  																																																					|-The branch is then unsatisfiable
% 57.91/23.65  																																																				|-Branch two:
% 57.91/23.65  																																																				| (1390)  ~ (all_0_44_44 = e4)
% 57.91/23.65  																																																				| (7998) all_0_49_49 = e4 | all_0_53_53 = e4 | all_0_58_58 = e4
% 57.91/23.65  																																																				|
% 57.91/23.65  																																																					+-Applying beta-rule and splitting (1793), into two cases.
% 57.91/23.65  																																																					|-Branch one:
% 57.91/23.65  																																																					| (674) all_0_47_47 = e0
% 57.91/23.65  																																																					|
% 57.91/23.65  																																																						| Equations (674) can reduce 462 to:
% 57.91/23.65  																																																						| (435)  ~ (e1 = e0)
% 57.91/23.65  																																																						|
% 57.91/23.65  																																																						| Simplifying 435 yields:
% 57.91/23.65  																																																						| (233)  ~ (e1 = e0)
% 57.91/23.65  																																																						|
% 57.91/23.65  																																																						+-Applying beta-rule and splitting (7998), into two cases.
% 57.91/23.65  																																																						|-Branch one:
% 57.91/23.65  																																																						| (974) all_0_49_49 = e4
% 57.91/23.65  																																																						|
% 57.91/23.65  																																																							| Combining equations (583,974) yields a new equation:
% 57.91/23.65  																																																							| (323) e4 = e2
% 57.91/23.65  																																																							|
% 57.91/23.65  																																																							| Equations (323) can reduce 48 to:
% 57.91/23.65  																																																							| (266) $false
% 57.91/23.65  																																																							|
% 57.91/23.65  																																																							|-The branch is then unsatisfiable
% 57.91/23.65  																																																						|-Branch two:
% 57.91/23.65  																																																						| (256)  ~ (all_0_49_49 = e4)
% 57.91/23.65  																																																						| (8013) all_0_53_53 = e4 | all_0_58_58 = e4
% 57.91/23.65  																																																						|
% 57.91/23.65  																																																							+-Applying beta-rule and splitting (8013), into two cases.
% 57.91/23.65  																																																							|-Branch one:
% 57.91/23.65  																																																							| (1298) all_0_53_53 = e4
% 57.91/23.65  																																																							|
% 57.91/23.66  																																																								| Combining equations (665,1298) yields a new equation:
% 57.91/23.66  																																																								| (425) e4 = e3
% 57.91/23.66  																																																								|
% 57.91/23.66  																																																								| Equations (425) can reduce 188 to:
% 57.91/23.66  																																																								| (266) $false
% 57.91/23.66  																																																								|
% 57.91/23.66  																																																								|-The branch is then unsatisfiable
% 57.91/23.66  																																																							|-Branch two:
% 57.91/23.66  																																																							| (1453)  ~ (all_0_53_53 = e4)
% 57.91/23.66  																																																							| (910) all_0_58_58 = e4
% 57.91/23.66  																																																							|
% 57.91/23.66  																																																								| From (910) and (245) follows:
% 57.91/23.66  																																																								| (2661) op(e0, e0) = e4
% 57.91/23.66  																																																								|
% 57.91/23.66  																																																								+-Applying beta-rule and splitting (56), into two cases.
% 57.91/23.66  																																																								|-Branch one:
% 57.91/23.66  																																																								| (696) unit = e2
% 57.91/23.66  																																																								|
% 57.91/23.66  																																																									| From (696) and (209) follows:
% 57.91/23.66  																																																									| (7585) op(e2, e0) = e0
% 57.91/23.66  																																																									|
% 57.91/23.66  																																																									| From (696) and (28) follows:
% 57.91/23.66  																																																									| (699) op(e1, e2) = e1
% 57.91/23.66  																																																									|
% 57.91/23.66  																																																									| Instantiating formula (29) with e2, e0, e0, e2 and discharging atoms op(e2, e0) = e2, op(e2, e0) = e0, yields:
% 57.91/23.66  																																																									| (330) e2 = e0
% 57.91/23.66  																																																									|
% 57.91/23.66  																																																									| Instantiating formula (29) with e1, e2, e1, e2 and discharging atoms op(e1, e2) = e2, op(e1, e2) = e1, yields:
% 57.91/23.66  																																																									| (617) e2 = e1
% 57.91/23.66  																																																									|
% 57.91/23.66  																																																									| Combining equations (330,617) yields a new equation:
% 57.91/23.66  																																																									| (431) e1 = e0
% 57.91/23.66  																																																									|
% 57.91/23.66  																																																									| Equations (431) can reduce 233 to:
% 57.91/23.66  																																																									| (266) $false
% 57.91/23.66  																																																									|
% 57.91/23.66  																																																									|-The branch is then unsatisfiable
% 57.91/23.66  																																																								|-Branch two:
% 57.91/23.66  																																																								| (707)  ~ (unit = e2)
% 57.99/23.66  																																																								| (708) unit = e4 | unit = e3 | unit = e1 | unit = e0
% 57.99/23.66  																																																								|
% 57.99/23.66  																																																									+-Applying beta-rule and splitting (708), into two cases.
% 57.99/23.66  																																																									|-Branch one:
% 57.99/23.66  																																																									| (709) unit = e4
% 57.99/23.66  																																																									|
% 57.99/23.66  																																																										| From (709) and (227) follows:
% 57.99/23.66  																																																										| (710) op(e4, e4) = e4
% 57.99/23.66  																																																										|
% 57.99/23.66  																																																										| From (709) and (40) follows:
% 57.99/23.66  																																																										| (711) op(e3, e4) = e3
% 57.99/23.66  																																																										|
% 57.99/23.66  																																																										| From (709) and (32) follows:
% 57.99/23.66  																																																										| (712) op(e2, e4) = e2
% 57.99/23.66  																																																										|
% 57.99/23.66  																																																										| From (709) and (42) follows:
% 57.99/23.66  																																																										| (713) op(e0, e4) = e0
% 57.99/23.66  																																																										|
% 57.99/23.66  																																																										| Instantiating formula (29) with e4, e4, e4, e1 and discharging atoms op(e4, e4) = e4, op(e4, e4) = e1, yields:
% 57.99/23.66  																																																										| (630) e4 = e1
% 57.99/23.66  																																																										|
% 57.99/23.66  																																																										| Instantiating formula (29) with e3, e4, e3, e2 and discharging atoms op(e3, e4) = e3, op(e3, e4) = e2, yields:
% 57.99/23.66  																																																										| (662) e3 = e2
% 57.99/23.66  																																																										|
% 57.99/23.66  																																																										| Instantiating formula (29) with e2, e4, e2, e4 and discharging atoms op(e2, e4) = e4, op(e2, e4) = e2, yields:
% 57.99/23.66  																																																										| (323) e4 = e2
% 57.99/23.66  																																																										|
% 57.99/23.66  																																																										| Instantiating formula (29) with e0, e4, e0, e3 and discharging atoms op(e0, e4) = e3, op(e0, e4) = e0, yields:
% 57.99/23.66  																																																										| (676) e3 = e0
% 57.99/23.66  																																																										|
% 57.99/23.66  																																																										| Combining equations (323,630) yields a new equation:
% 57.99/23.66  																																																										| (616) e2 = e1
% 57.99/23.66  																																																										|
% 57.99/23.66  																																																										| Simplifying 616 yields:
% 57.99/23.66  																																																										| (617) e2 = e1
% 57.99/23.66  																																																										|
% 57.99/23.66  																																																										| Combining equations (662,676) yields a new equation:
% 57.99/23.66  																																																										| (391) e2 = e0
% 57.99/23.66  																																																										|
% 57.99/23.66  																																																										| Simplifying 391 yields:
% 57.99/23.66  																																																										| (330) e2 = e0
% 57.99/23.66  																																																										|
% 57.99/23.66  																																																										| Combining equations (330,617) yields a new equation:
% 57.99/23.66  																																																										| (431) e1 = e0
% 57.99/23.66  																																																										|
% 57.99/23.66  																																																										| Equations (431) can reduce 233 to:
% 57.99/23.66  																																																										| (266) $false
% 57.99/23.66  																																																										|
% 57.99/23.66  																																																										|-The branch is then unsatisfiable
% 57.99/23.66  																																																									|-Branch two:
% 57.99/23.66  																																																									| (724)  ~ (unit = e4)
% 57.99/23.66  																																																									| (725) unit = e3 | unit = e1 | unit = e0
% 57.99/23.66  																																																									|
% 57.99/23.66  																																																										+-Applying beta-rule and splitting (725), into two cases.
% 57.99/23.66  																																																										|-Branch one:
% 57.99/23.66  																																																										| (726) unit = e0
% 57.99/23.66  																																																										|
% 57.99/23.66  																																																											| From (726) and (244) follows:
% 57.99/23.66  																																																											| (2207) op(e0, e4) = e4
% 57.99/23.66  																																																											|
% 57.99/23.66  																																																											| From (726) and (28) follows:
% 57.99/23.66  																																																											| (2698) op(e1, e0) = e1
% 57.99/23.66  																																																											|
% 57.99/23.66  																																																											| From (726) and (42) follows:
% 57.99/23.66  																																																											| (728) op(e0, e0) = e0
% 57.99/23.66  																																																											|
% 57.99/23.66  																																																											| Instantiating formula (29) with e1, e0, e1, e3 and discharging atoms op(e1, e0) = e3, op(e1, e0) = e1, yields:
% 57.99/23.66  																																																											| (455) e3 = e1
% 57.99/23.66  																																																											|
% 57.99/23.66  																																																											| Instantiating formula (29) with e0, e4, e4, e3 and discharging atoms op(e0, e4) = e4, op(e0, e4) = e3, yields:
% 57.99/23.66  																																																											| (425) e4 = e3
% 57.99/23.66  																																																											|
% 57.99/23.66  																																																											| Instantiating formula (29) with e0, e0, e0, e4 and discharging atoms op(e0, e0) = e4, op(e0, e0) = e0, yields:
% 57.99/23.66  																																																											| (397) e4 = e0
% 57.99/23.66  																																																											|
% 57.99/23.66  																																																											| Combining equations (425,397) yields a new equation:
% 57.99/23.66  																																																											| (675) e3 = e0
% 57.99/23.66  																																																											|
% 57.99/23.66  																																																											| Simplifying 675 yields:
% 57.99/23.66  																																																											| (676) e3 = e0
% 57.99/23.66  																																																											|
% 57.99/23.66  																																																											| Combining equations (455,676) yields a new equation:
% 57.99/23.66  																																																											| (546) e1 = e0
% 57.99/23.66  																																																											|
% 57.99/23.66  																																																											| Simplifying 546 yields:
% 57.99/23.66  																																																											| (431) e1 = e0
% 57.99/23.66  																																																											|
% 57.99/23.66  																																																											| Equations (431) can reduce 233 to:
% 57.99/23.66  																																																											| (266) $false
% 57.99/23.66  																																																											|
% 57.99/23.66  																																																											|-The branch is then unsatisfiable
% 57.99/23.66  																																																										|-Branch two:
% 57.99/23.66  																																																										| (734)  ~ (unit = e0)
% 57.99/23.66  																																																										| (735) unit = e3 | unit = e1
% 57.99/23.66  																																																										|
% 57.99/23.66  																																																											+-Applying beta-rule and splitting (735), into two cases.
% 57.99/23.66  																																																											|-Branch one:
% 57.99/23.66  																																																											| (736) unit = e1
% 57.99/23.66  																																																											|
% 57.99/23.66  																																																												| Equations (736) can reduce 734 to:
% 57.99/23.66  																																																												| (233)  ~ (e1 = e0)
% 57.99/23.66  																																																												|
% 57.99/23.66  																																																												| From (736) and (32) follows:
% 57.99/23.66  																																																												| (347) op(e2, e1) = e2
% 57.99/23.66  																																																												|
% 57.99/23.66  																																																												| From (736) and (42) follows:
% 57.99/23.66  																																																												| (3221) op(e0, e1) = e0
% 57.99/23.66  																																																												|
% 57.99/23.66  																																																												| Instantiating formula (29) with e2, e1, e2, e1 and discharging atoms op(e2, e1) = e2, op(e2, e1) = e1, yields:
% 57.99/23.66  																																																												| (617) e2 = e1
% 57.99/23.66  																																																												|
% 57.99/23.66  																																																												| Instantiating formula (29) with e0, e1, e0, e2 and discharging atoms op(e0, e1) = e2, op(e0, e1) = e0, yields:
% 57.99/23.66  																																																												| (330) e2 = e0
% 57.99/23.66  																																																												|
% 57.99/23.66  																																																												| Combining equations (330,617) yields a new equation:
% 57.99/23.66  																																																												| (431) e1 = e0
% 57.99/23.66  																																																												|
% 57.99/23.66  																																																												| Equations (431) can reduce 233 to:
% 57.99/23.66  																																																												| (266) $false
% 57.99/23.66  																																																												|
% 57.99/23.66  																																																												|-The branch is then unsatisfiable
% 57.99/23.66  																																																											|-Branch two:
% 57.99/23.66  																																																											| (748)  ~ (unit = e1)
% 57.99/23.66  																																																											| (749) unit = e3
% 57.99/23.66  																																																											|
% 57.99/23.66  																																																												| From (749) and (209) follows:
% 57.99/23.66  																																																												| (1667) op(e3, e0) = e0
% 57.99/23.66  																																																												|
% 57.99/23.66  																																																												| Instantiating formula (29) with e3, e0, e0, e1 and discharging atoms op(e3, e0) = e1, op(e3, e0) = e0, yields:
% 57.99/23.66  																																																												| (431) e1 = e0
% 57.99/23.66  																																																												|
% 57.99/23.66  																																																												| Equations (431) can reduce 233 to:
% 57.99/23.66  																																																												| (266) $false
% 57.99/23.66  																																																												|
% 57.99/23.66  																																																												|-The branch is then unsatisfiable
% 57.99/23.66  																																																					|-Branch two:
% 57.99/23.66  																																																					| (678)  ~ (all_0_47_47 = e0)
% 57.99/23.66  																																																					| (1831) all_0_47_47 = e3 | all_0_47_47 = e1
% 57.99/23.66  																																																					|
% 57.99/23.66  																																																						+-Applying beta-rule and splitting (1831), into two cases.
% 57.99/23.66  																																																						|-Branch one:
% 57.99/23.66  																																																						| (654) all_0_47_47 = e1
% 57.99/23.66  																																																						|
% 57.99/23.66  																																																							| Equations (654) can reduce 462 to:
% 57.99/23.66  																																																							| (266) $false
% 57.99/23.66  																																																							|
% 57.99/23.66  																																																							|-The branch is then unsatisfiable
% 57.99/23.66  																																																						|-Branch two:
% 57.99/23.66  																																																						| (462)  ~ (all_0_47_47 = e1)
% 57.99/23.66  																																																						| (522) all_0_47_47 = e3
% 57.99/23.66  																																																						|
% 57.99/23.66  																																																							| Equations (522) can reduce 1091 to:
% 57.99/23.66  																																																							| (266) $false
% 57.99/23.66  																																																							|
% 57.99/23.66  																																																							|-The branch is then unsatisfiable
% 57.99/23.66  																																																	|-Branch two:
% 57.99/23.66  																																																	| (340)  ~ (all_0_49_49 = e2)
% 57.99/23.66  																																																	| (586) all_0_49_49 = e4 | all_0_49_49 = e3 | all_0_49_49 = e1 | all_0_49_49 = e0
% 57.99/23.66  																																																	|
% 57.99/23.66  																																																		+-Applying beta-rule and splitting (150), into two cases.
% 57.99/23.66  																																																		|-Branch one:
% 57.99/23.66  																																																		| (1378) all_0_40_40 = e4
% 57.99/23.66  																																																		|
% 57.99/23.66  																																																			| Combining equations (1378,485) yields a new equation:
% 57.99/23.66  																																																			| (481) e4 = e0
% 57.99/23.66  																																																			|
% 57.99/23.66  																																																			| Simplifying 481 yields:
% 57.99/23.66  																																																			| (397) e4 = e0
% 57.99/23.66  																																																			|
% 57.99/23.66  																																																			| Equations (397) can reduce 49 to:
% 57.99/23.66  																																																			| (266) $false
% 57.99/23.66  																																																			|
% 57.99/23.66  																																																			|-The branch is then unsatisfiable
% 57.99/23.66  																																																		|-Branch two:
% 57.99/23.66  																																																		| (447)  ~ (all_0_40_40 = e4)
% 57.99/23.66  																																																		| (2271) all_0_44_44 = e4 | all_0_49_49 = e4 | all_0_53_53 = e4 | all_0_58_58 = e4
% 57.99/23.66  																																																		|
% 57.99/23.66  																																																			+-Applying beta-rule and splitting (171), into two cases.
% 57.99/23.66  																																																			|-Branch one:
% 57.99/23.66  																																																			| (265) all_0_54_54 = e4
% 57.99/23.66  																																																			|
% 57.99/23.66  																																																				| Combining equations (268,265) yields a new equation:
% 57.99/23.66  																																																				| (425) e4 = e3
% 57.99/23.66  																																																				|
% 57.99/23.66  																																																				| Equations (425) can reduce 188 to:
% 57.99/23.66  																																																				| (266) $false
% 57.99/23.66  																																																				|
% 57.99/23.66  																																																				|-The branch is then unsatisfiable
% 57.99/23.66  																																																			|-Branch two:
% 57.99/23.66  																																																			| (258)  ~ (all_0_54_54 = e4)
% 57.99/23.66  																																																			| (575) all_0_55_55 = e4 | all_0_56_56 = e4 | all_0_57_57 = e4 | all_0_58_58 = e4
% 57.99/23.66  																																																			|
% 57.99/23.66  																																																				| Equations (268) can reduce 258 to:
% 57.99/23.66  																																																				| (277)  ~ (e4 = e3)
% 57.99/23.66  																																																				|
% 57.99/23.66  																																																				| Simplifying 277 yields:
% 57.99/23.66  																																																				| (188)  ~ (e4 = e3)
% 57.99/23.66  																																																				|
% 57.99/23.66  																																																				+-Applying beta-rule and splitting (2271), into two cases.
% 57.99/23.66  																																																				|-Branch one:
% 57.99/23.66  																																																				| (446) all_0_44_44 = e4
% 57.99/23.66  																																																				|
% 57.99/23.66  																																																					| Combining equations (446,635) yields a new equation:
% 57.99/23.66  																																																					| (636) e4 = e1
% 57.99/23.66  																																																					|
% 57.99/23.66  																																																					| Simplifying 636 yields:
% 57.99/23.66  																																																					| (630) e4 = e1
% 57.99/23.66  																																																					|
% 57.99/23.66  																																																					| Equations (630) can reduce 110 to:
% 57.99/23.66  																																																					| (266) $false
% 57.99/23.66  																																																					|
% 57.99/23.66  																																																					|-The branch is then unsatisfiable
% 57.99/23.66  																																																				|-Branch two:
% 57.99/23.66  																																																				| (1390)  ~ (all_0_44_44 = e4)
% 57.99/23.66  																																																				| (7998) all_0_49_49 = e4 | all_0_53_53 = e4 | all_0_58_58 = e4
% 57.99/23.66  																																																				|
% 57.99/23.66  																																																					+-Applying beta-rule and splitting (1793), into two cases.
% 57.99/23.66  																																																					|-Branch one:
% 57.99/23.66  																																																					| (674) all_0_47_47 = e0
% 57.99/23.66  																																																					|
% 57.99/23.66  																																																						| Equations (674) can reduce 86 to:
% 57.99/23.66  																																																						| (486)  ~ (all_0_49_49 = e0)
% 57.99/23.66  																																																						|
% 57.99/23.66  																																																						| Simplifying 486 yields:
% 57.99/23.66  																																																						| (487)  ~ (all_0_49_49 = e0)
% 57.99/23.66  																																																						|
% 57.99/23.66  																																																						+-Applying beta-rule and splitting (7998), into two cases.
% 57.99/23.66  																																																						|-Branch one:
% 57.99/23.66  																																																						| (974) all_0_49_49 = e4
% 57.99/23.66  																																																						|
% 57.99/23.66  																																																							| Equations (974) can reduce 256 to:
% 57.99/23.66  																																																							| (266) $false
% 57.99/23.66  																																																							|
% 57.99/23.66  																																																							|-The branch is then unsatisfiable
% 57.99/23.66  																																																						|-Branch two:
% 57.99/23.66  																																																						| (256)  ~ (all_0_49_49 = e4)
% 57.99/23.66  																																																						| (8013) all_0_53_53 = e4 | all_0_58_58 = e4
% 57.99/23.66  																																																						|
% 57.99/23.66  																																																							+-Applying beta-rule and splitting (8013), into two cases.
% 57.99/23.66  																																																							|-Branch one:
% 57.99/23.66  																																																							| (1298) all_0_53_53 = e4
% 57.99/23.66  																																																							|
% 57.99/23.66  																																																								| Combining equations (665,1298) yields a new equation:
% 57.99/23.66  																																																								| (425) e4 = e3
% 57.99/23.66  																																																								|
% 57.99/23.66  																																																								| Equations (425) can reduce 188 to:
% 57.99/23.66  																																																								| (266) $false
% 57.99/23.66  																																																								|
% 57.99/23.66  																																																								|-The branch is then unsatisfiable
% 57.99/23.66  																																																							|-Branch two:
% 57.99/23.66  																																																							| (1453)  ~ (all_0_53_53 = e4)
% 57.99/23.66  																																																							| (910) all_0_58_58 = e4
% 57.99/23.66  																																																							|
% 57.99/23.66  																																																								| Equations (910) can reduce 119 to:
% 57.99/23.66  																																																								| (256)  ~ (all_0_49_49 = e4)
% 57.99/23.66  																																																								|
% 57.99/23.66  																																																								+-Applying beta-rule and splitting (586), into two cases.
% 57.99/23.66  																																																								|-Branch one:
% 57.99/23.66  																																																								| (974) all_0_49_49 = e4
% 57.99/23.66  																																																								|
% 57.99/23.66  																																																									| Equations (974) can reduce 256 to:
% 57.99/23.66  																																																									| (266) $false
% 57.99/23.66  																																																									|
% 57.99/23.66  																																																									|-The branch is then unsatisfiable
% 57.99/23.66  																																																								|-Branch two:
% 57.99/23.66  																																																								| (256)  ~ (all_0_49_49 = e4)
% 57.99/23.66  																																																								| (977) all_0_49_49 = e3 | all_0_49_49 = e1 | all_0_49_49 = e0
% 57.99/23.66  																																																								|
% 57.99/23.66  																																																									+-Applying beta-rule and splitting (977), into two cases.
% 57.99/23.66  																																																									|-Branch one:
% 57.99/23.66  																																																									| (978) all_0_49_49 = e0
% 57.99/23.66  																																																									|
% 57.99/23.66  																																																										| Equations (978) can reduce 487 to:
% 57.99/23.66  																																																										| (266) $false
% 57.99/23.66  																																																										|
% 57.99/23.66  																																																										|-The branch is then unsatisfiable
% 57.99/23.66  																																																									|-Branch two:
% 57.99/23.66  																																																									| (487)  ~ (all_0_49_49 = e0)
% 57.99/23.66  																																																									| (981) all_0_49_49 = e3 | all_0_49_49 = e1
% 57.99/23.66  																																																									|
% 57.99/23.66  																																																										+-Applying beta-rule and splitting (981), into two cases.
% 57.99/23.66  																																																										|-Branch one:
% 57.99/23.66  																																																										| (671) all_0_49_49 = e1
% 57.99/23.66  																																																										|
% 57.99/23.66  																																																											| Equations (671) can reduce 1064 to:
% 57.99/23.66  																																																											| (266) $false
% 57.99/23.66  																																																											|
% 57.99/23.66  																																																											|-The branch is then unsatisfiable
% 57.99/23.66  																																																										|-Branch two:
% 57.99/23.66  																																																										| (1064)  ~ (all_0_49_49 = e1)
% 57.99/23.66  																																																										| (884) all_0_49_49 = e3
% 57.99/23.66  																																																										|
% 57.99/23.66  																																																											| Equations (884) can reduce 525 to:
% 57.99/23.66  																																																											| (266) $false
% 57.99/23.66  																																																											|
% 57.99/23.66  																																																											|-The branch is then unsatisfiable
% 57.99/23.66  																																																					|-Branch two:
% 57.99/23.66  																																																					| (678)  ~ (all_0_47_47 = e0)
% 57.99/23.66  																																																					| (1831) all_0_47_47 = e3 | all_0_47_47 = e1
% 57.99/23.66  																																																					|
% 57.99/23.66  																																																						+-Applying beta-rule and splitting (1831), into two cases.
% 57.99/23.66  																																																						|-Branch one:
% 57.99/23.66  																																																						| (654) all_0_47_47 = e1
% 57.99/23.66  																																																						|
% 57.99/23.66  																																																							| Equations (654) can reduce 462 to:
% 57.99/23.66  																																																							| (266) $false
% 57.99/23.66  																																																							|
% 57.99/23.66  																																																							|-The branch is then unsatisfiable
% 57.99/23.66  																																																						|-Branch two:
% 57.99/23.66  																																																						| (462)  ~ (all_0_47_47 = e1)
% 57.99/23.66  																																																						| (522) all_0_47_47 = e3
% 57.99/23.66  																																																						|
% 57.99/23.66  																																																							| Equations (522) can reduce 1091 to:
% 57.99/23.66  																																																							| (266) $false
% 57.99/23.66  																																																							|
% 57.99/23.66  																																																							|-The branch is then unsatisfiable
% 57.99/23.66  																																													|-Branch two:
% 57.99/23.66  																																													| (1377)  ~ (all_0_39_39 = e4)
% 57.99/23.66  																																													| (2115) all_0_42_42 = e4 | all_0_47_47 = e4 | all_0_51_51 = e4 | all_0_56_56 = e4
% 57.99/23.66  																																													|
% 57.99/23.66  																																														+-Applying beta-rule and splitting (1789), into two cases.
% 57.99/23.66  																																														|-Branch one:
% 57.99/23.66  																																														| (1790) all_0_47_47 = e4
% 57.99/23.66  																																														|
% 57.99/23.66  																																															| Equations (1790) can reduce 252 to:
% 57.99/23.66  																																															| (266) $false
% 57.99/23.66  																																															|
% 57.99/23.66  																																															|-The branch is then unsatisfiable
% 57.99/23.66  																																														|-Branch two:
% 57.99/23.66  																																														| (252)  ~ (all_0_47_47 = e4)
% 57.99/23.66  																																														| (1793) all_0_47_47 = e3 | all_0_47_47 = e1 | all_0_47_47 = e0
% 57.99/23.66  																																														|
% 57.99/23.66  																																															+-Applying beta-rule and splitting (320), into two cases.
% 57.99/23.66  																																															|-Branch one:
% 57.99/23.66  																																															| (471) all_0_39_39 = e4
% 57.99/23.66  																																															|
% 57.99/23.66  																																																| Equations (471) can reduce 1377 to:
% 57.99/23.66  																																																| (266) $false
% 57.99/23.66  																																																|
% 57.99/23.66  																																																|-The branch is then unsatisfiable
% 57.99/23.66  																																															|-Branch two:
% 57.99/23.66  																																															| (1377)  ~ (all_0_39_39 = e4)
% 57.99/23.66  																																															| (480) all_0_39_39 = e0
% 57.99/23.66  																																															|
% 57.99/23.66  																																																| Equations (480) can reduce 79 to:
% 57.99/23.66  																																																| (1402)  ~ (all_0_47_47 = e0)
% 57.99/23.66  																																																|
% 57.99/23.66  																																																| Simplifying 1402 yields:
% 57.99/23.66  																																																| (678)  ~ (all_0_47_47 = e0)
% 57.99/23.66  																																																|
% 57.99/23.66  																																																+-Applying beta-rule and splitting (1793), into two cases.
% 57.99/23.66  																																																|-Branch one:
% 57.99/23.66  																																																| (674) all_0_47_47 = e0
% 57.99/23.66  																																																|
% 57.99/23.66  																																																	| Equations (674) can reduce 678 to:
% 57.99/23.66  																																																	| (266) $false
% 57.99/23.66  																																																	|
% 57.99/23.66  																																																	|-The branch is then unsatisfiable
% 57.99/23.66  																																																|-Branch two:
% 57.99/23.66  																																																| (678)  ~ (all_0_47_47 = e0)
% 57.99/23.66  																																																| (1831) all_0_47_47 = e3 | all_0_47_47 = e1
% 57.99/23.66  																																																|
% 57.99/23.66  																																																	+-Applying beta-rule and splitting (1831), into two cases.
% 57.99/23.66  																																																	|-Branch one:
% 57.99/23.66  																																																	| (654) all_0_47_47 = e1
% 57.99/23.66  																																																	|
% 57.99/23.66  																																																		| Equations (654) can reduce 462 to:
% 57.99/23.66  																																																		| (266) $false
% 57.99/23.66  																																																		|
% 57.99/23.66  																																																		|-The branch is then unsatisfiable
% 57.99/23.66  																																																	|-Branch two:
% 57.99/23.66  																																																	| (462)  ~ (all_0_47_47 = e1)
% 57.99/23.66  																																																	| (522) all_0_47_47 = e3
% 57.99/23.66  																																																	|
% 57.99/23.66  																																																		| Equations (522) can reduce 1091 to:
% 57.99/23.66  																																																		| (266) $false
% 57.99/23.66  																																																		|
% 57.99/23.66  																																																		|-The branch is then unsatisfiable
% 57.99/23.66  																																												|-Branch two:
% 57.99/23.66  																																												| (466)  ~ (all_0_56_56 = e1)
% 57.99/23.66  																																												| (1574) all_0_57_57 = e1 | all_0_58_58 = e1
% 57.99/23.66  																																												|
% 57.99/23.66  																																													+-Applying beta-rule and splitting (108), into two cases.
% 57.99/23.66  																																													|-Branch one:
% 57.99/23.66  																																													| (624) all_0_58_58 = e2
% 57.99/23.66  																																													|
% 57.99/23.66  																																														| Equations (624) can reduce 908 to:
% 57.99/23.66  																																														| (266) $false
% 57.99/23.66  																																														|
% 57.99/23.66  																																														|-The branch is then unsatisfiable
% 57.99/23.66  																																													|-Branch two:
% 57.99/23.66  																																													| (908)  ~ (all_0_58_58 = e2)
% 57.99/23.66  																																													| (909) all_0_58_58 = e4 | all_0_58_58 = e3 | all_0_58_58 = e1 | all_0_58_58 = e0
% 57.99/23.66  																																													|
% 57.99/23.66  																																														+-Applying beta-rule and splitting (909), into two cases.
% 57.99/23.66  																																														|-Branch one:
% 57.99/23.66  																																														| (910) all_0_58_58 = e4
% 57.99/23.66  																																														|
% 57.99/23.66  																																															| Equations (910) can reduce 44 to:
% 57.99/23.66  																																															| (477)  ~ (all_0_56_56 = e4)
% 57.99/23.66  																																															|
% 57.99/23.66  																																															+-Applying beta-rule and splitting (133), into two cases.
% 57.99/23.66  																																															|-Branch one:
% 57.99/23.66  																																															| (833) all_0_56_56 = e2
% 57.99/23.66  																																															|
% 57.99/23.66  																																																| Equations (833) can reduce 511 to:
% 57.99/23.66  																																																| (266) $false
% 57.99/23.66  																																																|
% 57.99/23.66  																																																|-The branch is then unsatisfiable
% 57.99/23.66  																																															|-Branch two:
% 57.99/23.66  																																															| (511)  ~ (all_0_56_56 = e2)
% 57.99/23.66  																																															| (836) all_0_56_56 = e4 | all_0_56_56 = e3 | all_0_56_56 = e1 | all_0_56_56 = e0
% 57.99/23.66  																																															|
% 57.99/23.66  																																																+-Applying beta-rule and splitting (836), into two cases.
% 57.99/23.66  																																																|-Branch one:
% 57.99/23.66  																																																| (842) all_0_56_56 = e4
% 57.99/23.66  																																																|
% 57.99/23.66  																																																	| Equations (842) can reduce 477 to:
% 57.99/23.66  																																																	| (266) $false
% 57.99/23.66  																																																	|
% 57.99/23.66  																																																	|-The branch is then unsatisfiable
% 57.99/23.66  																																																|-Branch two:
% 57.99/23.66  																																																| (477)  ~ (all_0_56_56 = e4)
% 57.99/23.66  																																																| (845) all_0_56_56 = e3 | all_0_56_56 = e1 | all_0_56_56 = e0
% 57.99/23.66  																																																|
% 57.99/23.66  																																																	+-Applying beta-rule and splitting (845), into two cases.
% 57.99/23.66  																																																	|-Branch one:
% 57.99/23.66  																																																	| (679) all_0_56_56 = e0
% 57.99/23.66  																																																	|
% 57.99/23.66  																																																		| Equations (679) can reduce 828 to:
% 57.99/23.66  																																																		| (266) $false
% 57.99/23.66  																																																		|
% 57.99/23.66  																																																		|-The branch is then unsatisfiable
% 57.99/23.66  																																																	|-Branch two:
% 57.99/23.66  																																																	| (828)  ~ (all_0_56_56 = e0)
% 57.99/23.66  																																																	| (3172) all_0_56_56 = e3 | all_0_56_56 = e1
% 57.99/23.66  																																																	|
% 57.99/23.66  																																																		+-Applying beta-rule and splitting (3172), into two cases.
% 57.99/23.66  																																																		|-Branch one:
% 57.99/23.66  																																																		| (1569) all_0_56_56 = e1
% 57.99/23.66  																																																		|
% 57.99/23.66  																																																			| Equations (1569) can reduce 466 to:
% 57.99/23.66  																																																			| (266) $false
% 57.99/23.66  																																																			|
% 57.99/23.66  																																																			|-The branch is then unsatisfiable
% 57.99/23.66  																																																		|-Branch two:
% 57.99/23.66  																																																		| (466)  ~ (all_0_56_56 = e1)
% 57.99/23.66  																																																		| (1097) all_0_56_56 = e3
% 57.99/23.66  																																																		|
% 57.99/23.66  																																																			| Equations (1097) can reduce 272 to:
% 57.99/23.66  																																																			| (266) $false
% 57.99/23.66  																																																			|
% 57.99/23.66  																																																			|-The branch is then unsatisfiable
% 57.99/23.66  																																														|-Branch two:
% 57.99/23.66  																																														| (451)  ~ (all_0_58_58 = e4)
% 57.99/23.66  																																														| (913) all_0_58_58 = e3 | all_0_58_58 = e1 | all_0_58_58 = e0
% 57.99/23.66  																																														|
% 57.99/23.66  																																															+-Applying beta-rule and splitting (913), into two cases.
% 57.99/23.66  																																															|-Branch one:
% 57.99/23.66  																																															| (914) all_0_58_58 = e0
% 57.99/23.66  																																															|
% 57.99/23.66  																																																| Equations (914) can reduce 491 to:
% 57.99/23.66  																																																| (266) $false
% 57.99/23.66  																																																|
% 57.99/23.66  																																																|-The branch is then unsatisfiable
% 57.99/23.66  																																															|-Branch two:
% 57.99/23.66  																																															| (491)  ~ (all_0_58_58 = e0)
% 57.99/23.66  																																															| (917) all_0_58_58 = e3 | all_0_58_58 = e1
% 57.99/23.66  																																															|
% 57.99/23.66  																																																+-Applying beta-rule and splitting (917), into two cases.
% 57.99/23.66  																																																|-Branch one:
% 57.99/23.66  																																																| (918) all_0_58_58 = e1
% 57.99/23.66  																																																|
% 57.99/23.66  																																																	| Equations (918) can reduce 880 to:
% 57.99/23.66  																																																	| (266) $false
% 57.99/23.66  																																																	|
% 57.99/23.66  																																																	|-The branch is then unsatisfiable
% 57.99/23.66  																																																|-Branch two:
% 57.99/23.66  																																																| (880)  ~ (all_0_58_58 = e1)
% 57.99/23.66  																																																| (795) all_0_58_58 = e3
% 57.99/23.66  																																																|
% 57.99/23.66  																																																	| Equations (795) can reduce 276 to:
% 57.99/23.66  																																																	| (266) $false
% 57.99/23.66  																																																	|
% 57.99/23.66  																																																	|-The branch is then unsatisfiable
% 57.99/23.66  																																								|-Branch two:
% 57.99/23.66  																																								| (639)  ~ (all_0_44_44 = e1)
% 57.99/23.66  																																								| (532) all_0_44_44 = e3
% 57.99/23.66  																																								|
% 57.99/23.66  																																									| Equations (532) can reduce 407 to:
% 57.99/23.66  																																									| (266) $false
% 57.99/23.66  																																									|
% 57.99/23.66  																																									|-The branch is then unsatisfiable
% 57.99/23.67  																																				|-Branch two:
% 57.99/23.67  																																				| (405)  ~ (all_0_42_42 = e3)
% 57.99/23.67  																																				| (521) all_0_47_47 = e3 | all_0_51_51 = e3 | all_0_56_56 = e3
% 57.99/23.67  																																				|
% 57.99/23.67  																																					+-Applying beta-rule and splitting (1899), into two cases.
% 57.99/23.67  																																					|-Branch one:
% 57.99/23.67  																																					| (516) all_0_42_42 = e3
% 57.99/23.67  																																					|
% 57.99/23.67  																																						| Equations (516) can reduce 405 to:
% 57.99/23.67  																																						| (266) $false
% 57.99/23.67  																																						|
% 57.99/23.67  																																						|-The branch is then unsatisfiable
% 57.99/23.67  																																					|-Branch two:
% 57.99/23.67  																																					| (405)  ~ (all_0_42_42 = e3)
% 57.99/23.67  																																					| (532) all_0_44_44 = e3
% 57.99/23.67  																																					|
% 57.99/23.67  																																						| Equations (532) can reduce 9 to:
% 57.99/23.67  																																						| (524)  ~ (all_0_49_49 = e3)
% 57.99/23.67  																																						|
% 57.99/23.67  																																						| Simplifying 524 yields:
% 57.99/23.67  																																						| (525)  ~ (all_0_49_49 = e3)
% 57.99/23.67  																																						|
% 57.99/23.67  																																						| Equations (532) can reduce 220 to:
% 57.99/23.67  																																						| (1114)  ~ (all_0_53_53 = e3)
% 57.99/23.67  																																						|
% 57.99/23.67  																																						| Simplifying 1114 yields:
% 57.99/23.67  																																						| (903)  ~ (all_0_53_53 = e3)
% 57.99/23.67  																																						|
% 57.99/23.67  																																						+-Applying beta-rule and splitting (377), into two cases.
% 57.99/23.67  																																						|-Branch one:
% 57.99/23.67  																																						| (583) all_0_49_49 = e2
% 57.99/23.67  																																						|
% 57.99/23.67  																																							| Equations (583) can reduce 525 to:
% 57.99/23.67  																																							| (626)  ~ (e3 = e2)
% 57.99/23.67  																																							|
% 57.99/23.67  																																							| Simplifying 626 yields:
% 57.99/23.67  																																							| (212)  ~ (e3 = e2)
% 57.99/23.67  																																							|
% 57.99/23.67  																																							+-Applying beta-rule and splitting (418), into two cases.
% 57.99/23.67  																																							|-Branch one:
% 57.99/23.67  																																							| (660) all_0_51_51 = e3
% 57.99/23.67  																																							|
% 57.99/23.67  																																								| Combining equations (504,660) yields a new equation:
% 57.99/23.67  																																								| (662) e3 = e2
% 57.99/23.67  																																								|
% 57.99/23.67  																																								| Equations (662) can reduce 212 to:
% 57.99/23.67  																																								| (266) $false
% 57.99/23.67  																																								|
% 57.99/23.67  																																								|-The branch is then unsatisfiable
% 57.99/23.67  																																							|-Branch two:
% 57.99/23.67  																																							| (664)  ~ (all_0_51_51 = e3)
% 57.99/23.67  																																							| (665) all_0_53_53 = e3
% 57.99/23.67  																																							|
% 57.99/23.67  																																								| Equations (665) can reduce 903 to:
% 57.99/23.67  																																								| (266) $false
% 57.99/23.67  																																								|
% 57.99/23.67  																																								|-The branch is then unsatisfiable
% 57.99/23.67  																																						|-Branch two:
% 57.99/23.67  																																						| (340)  ~ (all_0_49_49 = e2)
% 57.99/23.67  																																						| (614) all_0_53_53 = e2 | all_0_58_58 = e2
% 57.99/23.67  																																						|
% 57.99/23.67  																																							+-Applying beta-rule and splitting (614), into two cases.
% 57.99/23.67  																																							|-Branch one:
% 57.99/23.67  																																							| (607) all_0_53_53 = e2
% 57.99/23.67  																																							|
% 57.99/23.67  																																								| Equations (607) can reduce 509 to:
% 57.99/23.67  																																								| (266) $false
% 57.99/23.67  																																								|
% 57.99/23.67  																																								|-The branch is then unsatisfiable
% 57.99/23.67  																																							|-Branch two:
% 57.99/23.67  																																							| (509)  ~ (all_0_53_53 = e2)
% 57.99/23.67  																																							| (624) all_0_58_58 = e2
% 57.99/23.67  																																							|
% 57.99/23.67  																																								| Equations (624) can reduce 908 to:
% 57.99/23.67  																																								| (266) $false
% 57.99/23.67  																																								|
% 57.99/23.67  																																								|-The branch is then unsatisfiable
% 57.99/23.67  																																		|-Branch two:
% 57.99/23.67  																																		| (1099)  ~ (all_0_51_51 = e2)
% 57.99/23.67  																																		| (1100) all_0_51_51 = e4 | all_0_51_51 = e3 | all_0_51_51 = e1
% 57.99/23.67  																																		|
% 57.99/23.67  																																			+-Applying beta-rule and splitting (1100), into two cases.
% 57.99/23.67  																																			|-Branch one:
% 57.99/23.67  																																			| (1101) all_0_51_51 = e4
% 57.99/23.67  																																			|
% 57.99/23.67  																																				| Equations (1101) can reduce 475 to:
% 57.99/23.67  																																				| (266) $false
% 57.99/23.67  																																				|
% 57.99/23.67  																																				|-The branch is then unsatisfiable
% 57.99/23.67  																																			|-Branch two:
% 57.99/23.67  																																			| (475)  ~ (all_0_51_51 = e4)
% 57.99/23.67  																																			| (1104) all_0_51_51 = e3 | all_0_51_51 = e1
% 57.99/23.67  																																			|
% 57.99/23.67  																																				+-Applying beta-rule and splitting (1104), into two cases.
% 57.99/23.67  																																				|-Branch one:
% 57.99/23.67  																																				| (1109) all_0_51_51 = e1
% 57.99/23.67  																																				|
% 57.99/23.67  																																					| Equations (1109) can reduce 464 to:
% 57.99/23.67  																																					| (266) $false
% 57.99/23.67  																																					|
% 57.99/23.67  																																					|-The branch is then unsatisfiable
% 57.99/23.67  																																				|-Branch two:
% 57.99/23.67  																																				| (464)  ~ (all_0_51_51 = e1)
% 57.99/23.67  																																				| (660) all_0_51_51 = e3
% 57.99/23.67  																																				|
% 57.99/23.67  																																					| Equations (660) can reduce 139 to:
% 57.99/23.67  																																					| (246)  ~ (all_0_39_39 = e3)
% 57.99/23.67  																																					|
% 57.99/23.67  																																					| Equations (660) can reduce 61 to:
% 57.99/23.67  																																					| (405)  ~ (all_0_42_42 = e3)
% 57.99/23.67  																																					|
% 57.99/23.67  																																					| Equations (660) can reduce 224 to:
% 57.99/23.67  																																					| (1091)  ~ (all_0_47_47 = e3)
% 57.99/23.67  																																					|
% 57.99/23.67  																																					| Equations (660) can reduce 16 to:
% 57.99/23.67  																																					| (271)  ~ (all_0_56_56 = e3)
% 57.99/23.67  																																					|
% 57.99/23.67  																																					| Simplifying 271 yields:
% 57.99/23.67  																																					| (272)  ~ (all_0_56_56 = e3)
% 57.99/23.67  																																					|
% 57.99/23.67  																																					| Equations (660) can reduce 464 to:
% 57.99/23.67  																																					| (213)  ~ (e3 = e1)
% 57.99/23.67  																																					|
% 57.99/23.67  																																					| From (660) and (186) follows:
% 57.99/23.67  																																					| (1552) op(e1, e2) = e3
% 57.99/23.67  																																					|
% 57.99/23.67  																																					+-Applying beta-rule and splitting (196), into two cases.
% 57.99/23.67  																																					|-Branch one:
% 57.99/23.67  																																					| (607) all_0_53_53 = e2
% 57.99/23.67  																																					|
% 57.99/23.67  																																						| Equations (607) can reduce 220 to:
% 57.99/23.67  																																						| (147)  ~ (all_0_44_44 = e2)
% 57.99/23.67  																																						|
% 57.99/23.67  																																						| Equations (607) can reduce 65 to:
% 57.99/23.67  																																						| (340)  ~ (all_0_49_49 = e2)
% 57.99/23.67  																																						|
% 57.99/23.67  																																						| Equations (607) can reduce 1459 to:
% 57.99/23.67  																																						| (122)  ~ (e2 = e1)
% 57.99/23.67  																																						|
% 57.99/23.67  																																						+-Applying beta-rule and splitting (189), into two cases.
% 57.99/23.67  																																						|-Branch one:
% 57.99/23.67  																																						| (532) all_0_44_44 = e3
% 57.99/23.67  																																						|
% 57.99/23.67  																																							| Equations (532) can reduce 181 to:
% 57.99/23.67  																																							| (275)  ~ (all_0_58_58 = e3)
% 57.99/23.67  																																							|
% 57.99/23.67  																																							| Simplifying 275 yields:
% 57.99/23.67  																																							| (276)  ~ (all_0_58_58 = e3)
% 57.99/23.67  																																							|
% 57.99/23.67  																																							| Equations (532) can reduce 147 to:
% 57.99/23.67  																																							| (212)  ~ (e3 = e2)
% 57.99/23.67  																																							|
% 57.99/23.67  																																							| From (532) and (138) follows:
% 57.99/23.67  																																							| (1639) op(e3, e0) = e3
% 57.99/23.67  																																							|
% 57.99/23.67  																																							+-Applying beta-rule and splitting (458), into two cases.
% 57.99/23.67  																																							|-Branch one:
% 57.99/23.67  																																							| (459) all_0_42_42 = e1
% 57.99/23.67  																																							|
% 57.99/23.67  																																								| Equations (459) can reduce 198 to:
% 57.99/23.67  																																								| (461)  ~ (all_0_47_47 = e1)
% 57.99/23.67  																																								|
% 57.99/23.67  																																								| Simplifying 461 yields:
% 57.99/23.67  																																								| (462)  ~ (all_0_47_47 = e1)
% 57.99/23.67  																																								|
% 57.99/23.67  																																								| Equations (459) can reduce 236 to:
% 57.99/23.67  																																								| (465)  ~ (all_0_56_56 = e1)
% 57.99/23.67  																																								|
% 57.99/23.67  																																								| Simplifying 465 yields:
% 57.99/23.67  																																								| (466)  ~ (all_0_56_56 = e1)
% 57.99/23.67  																																								|
% 57.99/23.67  																																								| Equations (459) can reduce 51 to:
% 57.99/23.67  																																								| (604)  ~ (e2 = e1)
% 57.99/23.67  																																								|
% 57.99/23.67  																																								| Simplifying 604 yields:
% 57.99/23.67  																																								| (122)  ~ (e2 = e1)
% 57.99/23.67  																																								|
% 57.99/23.67  																																								| Equations (459) can reduce 358 to:
% 57.99/23.67  																																								| (233)  ~ (e1 = e0)
% 57.99/23.67  																																								|
% 57.99/23.67  																																								| From (459) and (210) follows:
% 57.99/23.67  																																								| (470) op(e3, e2) = e1
% 57.99/23.67  																																								|
% 57.99/23.67  																																								+-Applying beta-rule and splitting (10171), into two cases.
% 57.99/23.67  																																								|-Branch one:
% 57.99/23.67  																																								| (1105) all_0_47_47 = e2
% 57.99/23.67  																																								|
% 57.99/23.67  																																									| Equations (1105) can reduce 86 to:
% 57.99/23.67  																																									| (339)  ~ (all_0_49_49 = e2)
% 57.99/23.67  																																									|
% 57.99/23.67  																																									| Simplifying 339 yields:
% 57.99/23.67  																																									| (340)  ~ (all_0_49_49 = e2)
% 57.99/23.67  																																									|
% 57.99/23.67  																																									| Equations (1105) can reduce 91 to:
% 57.99/23.67  																																									| (510)  ~ (all_0_56_56 = e2)
% 57.99/23.67  																																									|
% 57.99/23.67  																																									| Simplifying 510 yields:
% 57.99/23.67  																																									| (511)  ~ (all_0_56_56 = e2)
% 57.99/23.67  																																									|
% 57.99/23.67  																																									| Equations (1105) can reduce 462 to:
% 57.99/23.67  																																									| (122)  ~ (e2 = e1)
% 57.99/23.67  																																									|
% 57.99/23.67  																																									+-Applying beta-rule and splitting (216), into two cases.
% 57.99/23.67  																																									|-Branch one:
% 57.99/23.67  																																									| (629) all_0_55_55 = e1
% 57.99/23.67  																																									|
% 57.99/23.67  																																										| Combining equations (629,858) yields a new equation:
% 57.99/23.67  																																										| (546) e1 = e0
% 57.99/23.67  																																										|
% 57.99/23.67  																																										| Simplifying 546 yields:
% 57.99/23.67  																																										| (431) e1 = e0
% 57.99/23.67  																																										|
% 57.99/23.67  																																										| Equations (431) can reduce 233 to:
% 57.99/23.67  																																										| (266) $false
% 57.99/23.67  																																										|
% 57.99/23.67  																																										|-The branch is then unsatisfiable
% 57.99/23.67  																																									|-Branch two:
% 57.99/23.67  																																									| (632)  ~ (all_0_55_55 = e1)
% 57.99/23.67  																																									| (633) all_0_56_56 = e1 | all_0_57_57 = e1 | all_0_58_58 = e1
% 57.99/23.67  																																									|
% 57.99/23.67  																																										+-Applying beta-rule and splitting (633), into two cases.
% 57.99/23.67  																																										|-Branch one:
% 57.99/23.67  																																										| (1569) all_0_56_56 = e1
% 57.99/23.67  																																										|
% 57.99/23.67  																																											| Equations (1569) can reduce 466 to:
% 57.99/23.67  																																											| (266) $false
% 57.99/23.67  																																											|
% 57.99/23.67  																																											|-The branch is then unsatisfiable
% 57.99/23.67  																																										|-Branch two:
% 57.99/23.67  																																										| (466)  ~ (all_0_56_56 = e1)
% 57.99/23.67  																																										| (1574) all_0_57_57 = e1 | all_0_58_58 = e1
% 57.99/23.67  																																										|
% 57.99/23.67  																																											+-Applying beta-rule and splitting (104), into two cases.
% 57.99/23.67  																																											|-Branch one:
% 57.99/23.67  																																											| (480) all_0_39_39 = e0
% 57.99/23.67  																																											|
% 57.99/23.67  																																												| Equations (480) can reduce 176 to:
% 57.99/23.67  																																												| (1400)  ~ (all_0_40_40 = e0)
% 57.99/23.67  																																												|
% 57.99/23.67  																																												| Simplifying 1400 yields:
% 57.99/23.67  																																												| (1401)  ~ (all_0_40_40 = e0)
% 57.99/23.67  																																												|
% 57.99/23.67  																																												| Equations (480) can reduce 154 to:
% 57.99/23.67  																																												| (1181)  ~ (all_0_56_56 = e0)
% 57.99/23.67  																																												|
% 57.99/23.67  																																												| Simplifying 1181 yields:
% 57.99/23.67  																																												| (828)  ~ (all_0_56_56 = e0)
% 57.99/23.67  																																												|
% 57.99/23.67  																																												| Equations (480) can reduce 246 to:
% 57.99/23.67  																																												| (541)  ~ (e3 = e0)
% 57.99/23.67  																																												|
% 57.99/23.67  																																												| Simplifying 541 yields:
% 57.99/23.67  																																												| (80)  ~ (e3 = e0)
% 57.99/23.67  																																												|
% 57.99/23.67  																																												+-Applying beta-rule and splitting (75), into two cases.
% 57.99/23.67  																																												|-Branch one:
% 57.99/23.67  																																												| (485) all_0_40_40 = e0
% 57.99/23.67  																																												|
% 57.99/23.67  																																													| Equations (485) can reduce 1401 to:
% 57.99/23.67  																																													| (266) $false
% 57.99/23.67  																																													|
% 57.99/23.67  																																													|-The branch is then unsatisfiable
% 57.99/23.67  																																												|-Branch two:
% 57.99/23.67  																																												| (1401)  ~ (all_0_40_40 = e0)
% 57.99/23.67  																																												| (1748) all_0_44_44 = e0 | all_0_49_49 = e0 | all_0_58_58 = e0
% 57.99/23.67  																																												|
% 57.99/23.67  																																													+-Applying beta-rule and splitting (54), into two cases.
% 57.99/23.67  																																													|-Branch one:
% 57.99/23.67  																																													| (583) all_0_49_49 = e2
% 57.99/23.67  																																													|
% 57.99/23.67  																																														| Equations (583) can reduce 340 to:
% 57.99/23.67  																																														| (266) $false
% 57.99/23.67  																																														|
% 57.99/23.67  																																														|-The branch is then unsatisfiable
% 57.99/23.67  																																													|-Branch two:
% 57.99/23.67  																																													| (340)  ~ (all_0_49_49 = e2)
% 57.99/23.67  																																													| (586) all_0_49_49 = e4 | all_0_49_49 = e3 | all_0_49_49 = e1 | all_0_49_49 = e0
% 57.99/23.67  																																													|
% 57.99/23.67  																																														+-Applying beta-rule and splitting (133), into two cases.
% 57.99/23.67  																																														|-Branch one:
% 57.99/23.67  																																														| (833) all_0_56_56 = e2
% 57.99/23.67  																																														|
% 57.99/23.67  																																															| Equations (833) can reduce 511 to:
% 57.99/23.67  																																															| (266) $false
% 57.99/23.67  																																															|
% 57.99/23.67  																																															|-The branch is then unsatisfiable
% 57.99/23.67  																																														|-Branch two:
% 57.99/23.67  																																														| (511)  ~ (all_0_56_56 = e2)
% 57.99/23.67  																																														| (836) all_0_56_56 = e4 | all_0_56_56 = e3 | all_0_56_56 = e1 | all_0_56_56 = e0
% 57.99/23.67  																																														|
% 57.99/23.67  																																															+-Applying beta-rule and splitting (586), into two cases.
% 57.99/23.67  																																															|-Branch one:
% 57.99/23.67  																																															| (974) all_0_49_49 = e4
% 57.99/23.67  																																															|
% 57.99/23.67  																																																| Equations (974) can reduce 256 to:
% 57.99/23.67  																																																| (266) $false
% 57.99/23.67  																																																|
% 57.99/23.67  																																																|-The branch is then unsatisfiable
% 57.99/23.67  																																															|-Branch two:
% 57.99/23.67  																																															| (256)  ~ (all_0_49_49 = e4)
% 57.99/23.67  																																															| (977) all_0_49_49 = e3 | all_0_49_49 = e1 | all_0_49_49 = e0
% 57.99/23.67  																																															|
% 57.99/23.67  																																																+-Applying beta-rule and splitting (836), into two cases.
% 57.99/23.67  																																																|-Branch one:
% 57.99/23.67  																																																| (842) all_0_56_56 = e4
% 57.99/23.67  																																																|
% 57.99/23.67  																																																	| From (842) and (111) follows:
% 57.99/23.67  																																																	| (2154) op(e0, e2) = e4
% 57.99/23.67  																																																	|
% 57.99/23.67  																																																	+-Applying beta-rule and splitting (977), into two cases.
% 57.99/23.67  																																																	|-Branch one:
% 57.99/23.67  																																																	| (978) all_0_49_49 = e0
% 57.99/23.67  																																																	|
% 57.99/23.67  																																																		| Equations (978) can reduce 119 to:
% 57.99/23.67  																																																		| (490)  ~ (all_0_58_58 = e0)
% 57.99/23.67  																																																		|
% 57.99/23.67  																																																		| Simplifying 490 yields:
% 57.99/23.67  																																																		| (491)  ~ (all_0_58_58 = e0)
% 57.99/23.67  																																																		|
% 57.99/23.67  																																																		+-Applying beta-rule and splitting (1574), into two cases.
% 57.99/23.67  																																																		|-Branch one:
% 57.99/23.67  																																																		| (647) all_0_57_57 = e1
% 57.99/23.67  																																																		|
% 57.99/23.67  																																																			| Combining equations (647,442) yields a new equation:
% 57.99/23.67  																																																			| (617) e2 = e1
% 57.99/23.67  																																																			|
% 57.99/23.67  																																																			| Equations (617) can reduce 122 to:
% 57.99/23.67  																																																			| (266) $false
% 57.99/23.67  																																																			|
% 57.99/23.67  																																																			|-The branch is then unsatisfiable
% 57.99/23.67  																																																		|-Branch two:
% 57.99/23.67  																																																		| (1670)  ~ (all_0_57_57 = e1)
% 57.99/23.67  																																																		| (918) all_0_58_58 = e1
% 57.99/23.67  																																																		|
% 57.99/23.67  																																																			| Equations (918) can reduce 276 to:
% 57.99/23.67  																																																			| (467)  ~ (e3 = e1)
% 57.99/23.67  																																																			|
% 57.99/23.67  																																																			| Simplifying 467 yields:
% 57.99/23.67  																																																			| (213)  ~ (e3 = e1)
% 57.99/23.67  																																																			|
% 57.99/23.67  																																																			| Equations (918) can reduce 491 to:
% 57.99/23.67  																																																			| (233)  ~ (e1 = e0)
% 57.99/23.67  																																																			|
% 57.99/23.67  																																																			+-Applying beta-rule and splitting (56), into two cases.
% 57.99/23.67  																																																			|-Branch one:
% 57.99/23.67  																																																			| (696) unit = e2
% 57.99/23.67  																																																			|
% 57.99/23.67  																																																				| From (696) and (28) follows:
% 57.99/23.67  																																																				| (699) op(e1, e2) = e1
% 57.99/23.67  																																																				|
% 57.99/23.67  																																																				| Instantiating formula (29) with e1, e2, e1, e3 and discharging atoms op(e1, e2) = e3, op(e1, e2) = e1, yields:
% 57.99/23.67  																																																				| (455) e3 = e1
% 57.99/23.67  																																																				|
% 57.99/23.67  																																																				| Equations (455) can reduce 213 to:
% 57.99/23.67  																																																				| (266) $false
% 57.99/23.67  																																																				|
% 57.99/23.67  																																																				|-The branch is then unsatisfiable
% 57.99/23.67  																																																			|-Branch two:
% 57.99/23.67  																																																			| (707)  ~ (unit = e2)
% 57.99/23.67  																																																			| (708) unit = e4 | unit = e3 | unit = e1 | unit = e0
% 57.99/23.67  																																																			|
% 57.99/23.67  																																																				+-Applying beta-rule and splitting (708), into two cases.
% 57.99/23.67  																																																				|-Branch one:
% 57.99/23.67  																																																				| (709) unit = e4
% 57.99/23.67  																																																				|
% 57.99/23.67  																																																					| From (709) and (227) follows:
% 57.99/23.67  																																																					| (710) op(e4, e4) = e4
% 57.99/23.67  																																																					|
% 57.99/23.67  																																																					| From (709) and (40) follows:
% 57.99/23.67  																																																					| (711) op(e3, e4) = e3
% 57.99/23.67  																																																					|
% 57.99/23.67  																																																					| From (709) and (32) follows:
% 57.99/23.67  																																																					| (712) op(e2, e4) = e2
% 57.99/23.67  																																																					|
% 57.99/23.67  																																																					| From (709) and (42) follows:
% 57.99/23.67  																																																					| (713) op(e0, e4) = e0
% 57.99/23.67  																																																					|
% 57.99/23.67  																																																					| Instantiating formula (29) with e4, e4, e4, e1 and discharging atoms op(e4, e4) = e4, op(e4, e4) = e1, yields:
% 57.99/23.67  																																																					| (630) e4 = e1
% 57.99/23.67  																																																					|
% 57.99/23.67  																																																					| Instantiating formula (29) with e3, e4, e3, e2 and discharging atoms op(e3, e4) = e3, op(e3, e4) = e2, yields:
% 57.99/23.67  																																																					| (662) e3 = e2
% 57.99/23.67  																																																					|
% 57.99/23.67  																																																					| Instantiating formula (29) with e2, e4, e2, e4 and discharging atoms op(e2, e4) = e4, op(e2, e4) = e2, yields:
% 57.99/23.67  																																																					| (323) e4 = e2
% 57.99/23.67  																																																					|
% 57.99/23.67  																																																					| Instantiating formula (29) with e0, e4, e0, e3 and discharging atoms op(e0, e4) = e3, op(e0, e4) = e0, yields:
% 57.99/23.67  																																																					| (676) e3 = e0
% 57.99/23.67  																																																					|
% 57.99/23.67  																																																					| Combining equations (630,323) yields a new equation:
% 57.99/23.67  																																																					| (617) e2 = e1
% 57.99/23.67  																																																					|
% 57.99/23.67  																																																					| Combining equations (662,676) yields a new equation:
% 57.99/23.67  																																																					| (391) e2 = e0
% 57.99/23.67  																																																					|
% 57.99/23.67  																																																					| Simplifying 391 yields:
% 57.99/23.67  																																																					| (330) e2 = e0
% 57.99/23.67  																																																					|
% 57.99/23.67  																																																					| Combining equations (617,330) yields a new equation:
% 57.99/23.67  																																																					| (546) e1 = e0
% 57.99/23.67  																																																					|
% 57.99/23.67  																																																					| Simplifying 546 yields:
% 57.99/23.67  																																																					| (431) e1 = e0
% 57.99/23.67  																																																					|
% 57.99/23.67  																																																					| Equations (431) can reduce 233 to:
% 57.99/23.67  																																																					| (266) $false
% 57.99/23.67  																																																					|
% 57.99/23.67  																																																					|-The branch is then unsatisfiable
% 57.99/23.67  																																																				|-Branch two:
% 57.99/23.67  																																																				| (724)  ~ (unit = e4)
% 57.99/23.67  																																																				| (725) unit = e3 | unit = e1 | unit = e0
% 57.99/23.67  																																																				|
% 57.99/23.67  																																																					+-Applying beta-rule and splitting (725), into two cases.
% 57.99/23.67  																																																					|-Branch one:
% 57.99/23.67  																																																					| (726) unit = e0
% 57.99/23.67  																																																					|
% 57.99/23.67  																																																						| From (726) and (244) follows:
% 57.99/23.67  																																																						| (2207) op(e0, e4) = e4
% 57.99/23.67  																																																						|
% 57.99/23.67  																																																						| From (726) and (24) follows:
% 57.99/23.67  																																																						| (2208) op(e0, e3) = e3
% 57.99/23.67  																																																						|
% 57.99/23.67  																																																						| From (726) and (15) follows:
% 57.99/23.67  																																																						| (1508) op(e0, e2) = e2
% 57.99/23.67  																																																						|
% 57.99/23.67  																																																						| From (726) and (211) follows:
% 57.99/23.67  																																																						| (15180) op(e0, e1) = e1
% 57.99/23.67  																																																						|
% 57.99/23.67  																																																						| Instantiating formula (29) with e0, e4, e4, e3 and discharging atoms op(e0, e4) = e4, op(e0, e4) = e3, yields:
% 57.99/23.67  																																																						| (425) e4 = e3
% 57.99/23.67  																																																						|
% 57.99/23.67  																																																						| Instantiating formula (29) with e0, e3, e3, e0 and discharging atoms op(e0, e3) = e3, op(e0, e3) = e0, yields:
% 57.99/23.67  																																																						| (676) e3 = e0
% 57.99/23.67  																																																						|
% 57.99/23.67  																																																						| Instantiating formula (29) with e0, e2, e2, e4 and discharging atoms op(e0, e2) = e4, op(e0, e2) = e2, yields:
% 57.99/23.67  																																																						| (323) e4 = e2
% 57.99/23.67  																																																						|
% 57.99/23.67  																																																						| Instantiating formula (29) with e0, e1, e1, e2 and discharging atoms op(e0, e1) = e2, op(e0, e1) = e1, yields:
% 57.99/23.67  																																																						| (617) e2 = e1
% 57.99/23.67  																																																						|
% 57.99/23.67  																																																						| Combining equations (323,425) yields a new equation:
% 57.99/23.67  																																																						| (662) e3 = e2
% 57.99/23.67  																																																						|
% 57.99/23.67  																																																						| Combining equations (662,676) yields a new equation:
% 57.99/23.67  																																																						| (391) e2 = e0
% 57.99/23.67  																																																						|
% 57.99/23.67  																																																						| Simplifying 391 yields:
% 57.99/23.67  																																																						| (330) e2 = e0
% 57.99/23.67  																																																						|
% 57.99/23.67  																																																						| Combining equations (330,617) yields a new equation:
% 57.99/23.67  																																																						| (431) e1 = e0
% 57.99/23.67  																																																						|
% 57.99/23.67  																																																						| Equations (431) can reduce 233 to:
% 57.99/23.67  																																																						| (266) $false
% 57.99/23.67  																																																						|
% 57.99/23.67  																																																						|-The branch is then unsatisfiable
% 57.99/23.67  																																																					|-Branch two:
% 57.99/23.67  																																																					| (734)  ~ (unit = e0)
% 57.99/23.67  																																																					| (735) unit = e3 | unit = e1
% 57.99/23.67  																																																					|
% 57.99/23.67  																																																						+-Applying beta-rule and splitting (735), into two cases.
% 57.99/23.67  																																																						|-Branch one:
% 57.99/23.67  																																																						| (736) unit = e1
% 57.99/23.67  																																																						|
% 57.99/23.67  																																																							| Equations (736) can reduce 734 to:
% 57.99/23.67  																																																							| (233)  ~ (e1 = e0)
% 57.99/23.67  																																																							|
% 57.99/23.67  																																																							| From (736) and (24) follows:
% 57.99/23.67  																																																							| (1934) op(e1, e3) = e3
% 57.99/23.67  																																																							|
% 57.99/23.67  																																																							| From (736) and (15) follows:
% 57.99/23.67  																																																							| (515) op(e1, e2) = e2
% 57.99/23.67  																																																							|
% 57.99/23.67  																																																							| From (736) and (42) follows:
% 57.99/23.67  																																																							| (3221) op(e0, e1) = e0
% 57.99/23.67  																																																							|
% 57.99/23.67  																																																							| Instantiating formula (29) with e1, e3, e3, e1 and discharging atoms op(e1, e3) = e3, op(e1, e3) = e1, yields:
% 57.99/23.67  																																																							| (455) e3 = e1
% 57.99/23.67  																																																							|
% 57.99/23.67  																																																							| Instantiating formula (29) with e1, e2, e2, e3 and discharging atoms op(e1, e2) = e3, op(e1, e2) = e2, yields:
% 57.99/23.67  																																																							| (662) e3 = e2
% 57.99/23.67  																																																							|
% 57.99/23.67  																																																							| Instantiating formula (29) with e0, e1, e0, e2 and discharging atoms op(e0, e1) = e2, op(e0, e1) = e0, yields:
% 57.99/23.67  																																																							| (330) e2 = e0
% 57.99/23.67  																																																							|
% 57.99/23.67  																																																							| Combining equations (662,455) yields a new equation:
% 57.99/23.67  																																																							| (616) e2 = e1
% 57.99/23.67  																																																							|
% 57.99/23.67  																																																							| Simplifying 616 yields:
% 57.99/23.67  																																																							| (617) e2 = e1
% 57.99/23.67  																																																							|
% 57.99/23.67  																																																							| Combining equations (617,330) yields a new equation:
% 57.99/23.67  																																																							| (546) e1 = e0
% 57.99/23.67  																																																							|
% 57.99/23.67  																																																							| Simplifying 546 yields:
% 57.99/23.67  																																																							| (431) e1 = e0
% 57.99/23.67  																																																							|
% 57.99/23.67  																																																							| Equations (431) can reduce 233 to:
% 57.99/23.67  																																																							| (266) $false
% 57.99/23.67  																																																							|
% 57.99/23.67  																																																							|-The branch is then unsatisfiable
% 57.99/23.67  																																																						|-Branch two:
% 57.99/23.67  																																																						| (748)  ~ (unit = e1)
% 57.99/23.67  																																																						| (749) unit = e3
% 57.99/23.67  																																																						|
% 57.99/23.67  																																																							| From (749) and (244) follows:
% 57.99/23.67  																																																							| (750) op(e3, e4) = e4
% 57.99/23.67  																																																							|
% 57.99/23.67  																																																							| From (749) and (15) follows:
% 57.99/23.67  																																																							| (751) op(e3, e2) = e2
% 57.99/23.67  																																																							|
% 57.99/23.67  																																																							| From (749) and (209) follows:
% 57.99/23.67  																																																							| (1667) op(e3, e0) = e0
% 57.99/23.67  																																																							|
% 57.99/23.67  																																																							| From (749) and (40) follows:
% 57.99/23.67  																																																							| (3715) op(e3, e3) = e3
% 57.99/23.67  																																																							|
% 57.99/23.67  																																																							| Instantiating formula (29) with e3, e4, e4, e2 and discharging atoms op(e3, e4) = e4, op(e3, e4) = e2, yields:
% 57.99/23.67  																																																							| (323) e4 = e2
% 57.99/23.67  																																																							|
% 57.99/23.67  																																																							| Instantiating formula (29) with e3, e3, e3, e4 and discharging atoms op(e3, e3) = e4, op(e3, e3) = e3, yields:
% 57.99/23.67  																																																							| (425) e4 = e3
% 57.99/23.67  																																																							|
% 57.99/23.67  																																																							| Instantiating formula (29) with e3, e2, e2, e1 and discharging atoms op(e3, e2) = e2, op(e3, e2) = e1, yields:
% 57.99/23.67  																																																							| (617) e2 = e1
% 57.99/23.67  																																																							|
% 57.99/23.67  																																																							| Instantiating formula (29) with e3, e0, e0, e3 and discharging atoms op(e3, e0) = e3, op(e3, e0) = e0, yields:
% 57.99/23.67  																																																							| (676) e3 = e0
% 57.99/23.67  																																																							|
% 57.99/23.67  																																																							| Combining equations (323,425) yields a new equation:
% 57.99/23.67  																																																							| (662) e3 = e2
% 57.99/23.67  																																																							|
% 57.99/23.67  																																																							| Combining equations (676,662) yields a new equation:
% 57.99/23.67  																																																							| (330) e2 = e0
% 57.99/23.67  																																																							|
% 57.99/23.67  																																																							| Combining equations (330,617) yields a new equation:
% 57.99/23.67  																																																							| (431) e1 = e0
% 57.99/23.67  																																																							|
% 57.99/23.67  																																																							| Equations (431) can reduce 233 to:
% 57.99/23.67  																																																							| (266) $false
% 57.99/23.67  																																																							|
% 57.99/23.67  																																																							|-The branch is then unsatisfiable
% 57.99/23.67  																																																	|-Branch two:
% 57.99/23.67  																																																	| (487)  ~ (all_0_49_49 = e0)
% 57.99/23.67  																																																	| (981) all_0_49_49 = e3 | all_0_49_49 = e1
% 57.99/23.67  																																																	|
% 57.99/23.67  																																																		+-Applying beta-rule and splitting (1574), into two cases.
% 57.99/23.67  																																																		|-Branch one:
% 57.99/23.67  																																																		| (647) all_0_57_57 = e1
% 57.99/23.67  																																																		|
% 57.99/23.67  																																																			| Combining equations (647,442) yields a new equation:
% 57.99/23.67  																																																			| (617) e2 = e1
% 57.99/23.67  																																																			|
% 57.99/23.67  																																																			| Equations (617) can reduce 122 to:
% 57.99/23.67  																																																			| (266) $false
% 57.99/23.67  																																																			|
% 57.99/23.67  																																																			|-The branch is then unsatisfiable
% 57.99/23.67  																																																		|-Branch two:
% 57.99/23.67  																																																		| (1670)  ~ (all_0_57_57 = e1)
% 57.99/23.67  																																																		| (918) all_0_58_58 = e1
% 57.99/23.67  																																																		|
% 57.99/23.67  																																																			| Equations (918) can reduce 491 to:
% 57.99/23.67  																																																			| (233)  ~ (e1 = e0)
% 57.99/23.67  																																																			|
% 57.99/23.67  																																																			+-Applying beta-rule and splitting (1748), into two cases.
% 57.99/23.67  																																																			|-Branch one:
% 57.99/23.67  																																																			| (1414) all_0_44_44 = e0
% 57.99/23.67  																																																			|
% 57.99/23.67  																																																				| Combining equations (532,1414) yields a new equation:
% 57.99/23.67  																																																				| (675) e3 = e0
% 57.99/23.67  																																																				|
% 57.99/23.67  																																																				| Simplifying 675 yields:
% 57.99/23.67  																																																				| (676) e3 = e0
% 57.99/23.67  																																																				|
% 57.99/23.67  																																																				| Equations (676) can reduce 80 to:
% 57.99/23.67  																																																				| (266) $false
% 57.99/23.67  																																																				|
% 57.99/23.67  																																																				|-The branch is then unsatisfiable
% 57.99/23.67  																																																			|-Branch two:
% 57.99/23.67  																																																			| (360)  ~ (all_0_44_44 = e0)
% 57.99/23.67  																																																			| (1760) all_0_49_49 = e0 | all_0_58_58 = e0
% 57.99/23.67  																																																			|
% 57.99/23.67  																																																				+-Applying beta-rule and splitting (1760), into two cases.
% 57.99/23.67  																																																				|-Branch one:
% 57.99/23.67  																																																				| (978) all_0_49_49 = e0
% 57.99/23.67  																																																				|
% 57.99/23.67  																																																					| Equations (978) can reduce 487 to:
% 57.99/23.67  																																																					| (266) $false
% 57.99/23.67  																																																					|
% 57.99/23.67  																																																					|-The branch is then unsatisfiable
% 57.99/23.67  																																																				|-Branch two:
% 57.99/23.67  																																																				| (487)  ~ (all_0_49_49 = e0)
% 57.99/23.67  																																																				| (914) all_0_58_58 = e0
% 57.99/23.67  																																																				|
% 57.99/23.67  																																																					| Combining equations (914,918) yields a new equation:
% 57.99/23.67  																																																					| (431) e1 = e0
% 57.99/23.67  																																																					|
% 57.99/23.67  																																																					| Equations (431) can reduce 233 to:
% 57.99/23.67  																																																					| (266) $false
% 57.99/23.67  																																																					|
% 57.99/23.67  																																																					|-The branch is then unsatisfiable
% 57.99/23.67  																																																|-Branch two:
% 57.99/23.67  																																																| (477)  ~ (all_0_56_56 = e4)
% 57.99/23.67  																																																| (845) all_0_56_56 = e3 | all_0_56_56 = e1 | all_0_56_56 = e0
% 57.99/23.67  																																																|
% 57.99/23.67  																																																	+-Applying beta-rule and splitting (845), into two cases.
% 57.99/23.67  																																																	|-Branch one:
% 57.99/23.67  																																																	| (679) all_0_56_56 = e0
% 57.99/23.67  																																																	|
% 57.99/23.67  																																																		| Equations (679) can reduce 828 to:
% 57.99/23.67  																																																		| (266) $false
% 57.99/23.67  																																																		|
% 57.99/23.67  																																																		|-The branch is then unsatisfiable
% 57.99/23.67  																																																	|-Branch two:
% 57.99/23.67  																																																	| (828)  ~ (all_0_56_56 = e0)
% 57.99/23.67  																																																	| (3172) all_0_56_56 = e3 | all_0_56_56 = e1
% 57.99/23.67  																																																	|
% 57.99/23.67  																																																		+-Applying beta-rule and splitting (3172), into two cases.
% 57.99/23.67  																																																		|-Branch one:
% 57.99/23.68  																																																		| (1569) all_0_56_56 = e1
% 57.99/23.68  																																																		|
% 57.99/23.68  																																																			| Equations (1569) can reduce 466 to:
% 57.99/23.68  																																																			| (266) $false
% 57.99/23.68  																																																			|
% 57.99/23.68  																																																			|-The branch is then unsatisfiable
% 57.99/23.68  																																																		|-Branch two:
% 57.99/23.68  																																																		| (466)  ~ (all_0_56_56 = e1)
% 57.99/23.68  																																																		| (1097) all_0_56_56 = e3
% 57.99/23.68  																																																		|
% 57.99/23.68  																																																			| Equations (1097) can reduce 272 to:
% 57.99/23.68  																																																			| (266) $false
% 57.99/23.68  																																																			|
% 57.99/23.68  																																																			|-The branch is then unsatisfiable
% 57.99/23.68  																																											|-Branch two:
% 57.99/23.68  																																											| (484)  ~ (all_0_39_39 = e0)
% 57.99/23.68  																																											| (558) all_0_42_42 = e0 | all_0_47_47 = e0 | all_0_56_56 = e0
% 57.99/23.68  																																											|
% 57.99/23.68  																																												+-Applying beta-rule and splitting (133), into two cases.
% 57.99/23.68  																																												|-Branch one:
% 57.99/23.68  																																												| (833) all_0_56_56 = e2
% 57.99/23.68  																																												|
% 57.99/23.68  																																													| Equations (833) can reduce 511 to:
% 57.99/23.68  																																													| (266) $false
% 57.99/23.68  																																													|
% 57.99/23.68  																																													|-The branch is then unsatisfiable
% 57.99/23.68  																																												|-Branch two:
% 57.99/23.68  																																												| (511)  ~ (all_0_56_56 = e2)
% 57.99/23.68  																																												| (836) all_0_56_56 = e4 | all_0_56_56 = e3 | all_0_56_56 = e1 | all_0_56_56 = e0
% 57.99/23.68  																																												|
% 57.99/23.68  																																													+-Applying beta-rule and splitting (333), into two cases.
% 57.99/23.68  																																													|-Branch one:
% 57.99/23.68  																																													| (480) all_0_39_39 = e0
% 57.99/23.68  																																													|
% 57.99/23.68  																																														| Equations (480) can reduce 484 to:
% 57.99/23.68  																																														| (266) $false
% 57.99/23.68  																																														|
% 57.99/23.68  																																														|-The branch is then unsatisfiable
% 57.99/23.68  																																													|-Branch two:
% 57.99/23.68  																																													| (484)  ~ (all_0_39_39 = e0)
% 57.99/23.68  																																													| (485) all_0_40_40 = e0
% 57.99/23.68  																																													|
% 57.99/23.68  																																														| Equations (485) can reduce 176 to:
% 57.99/23.68  																																														| (484)  ~ (all_0_39_39 = e0)
% 57.99/23.68  																																														|
% 57.99/23.68  																																														+-Applying beta-rule and splitting (836), into two cases.
% 57.99/23.68  																																														|-Branch one:
% 57.99/23.68  																																														| (842) all_0_56_56 = e4
% 57.99/23.68  																																														|
% 57.99/23.68  																																															| Equations (842) can reduce 154 to:
% 57.99/23.68  																																															| (1377)  ~ (all_0_39_39 = e4)
% 57.99/23.68  																																															|
% 57.99/23.68  																																															+-Applying beta-rule and splitting (320), into two cases.
% 57.99/23.68  																																															|-Branch one:
% 57.99/23.68  																																															| (471) all_0_39_39 = e4
% 57.99/23.68  																																															|
% 57.99/23.68  																																																| Equations (471) can reduce 1377 to:
% 57.99/23.68  																																																| (266) $false
% 57.99/23.68  																																																|
% 57.99/23.68  																																																|-The branch is then unsatisfiable
% 57.99/23.68  																																															|-Branch two:
% 57.99/23.68  																																															| (1377)  ~ (all_0_39_39 = e4)
% 57.99/23.68  																																															| (480) all_0_39_39 = e0
% 57.99/23.68  																																															|
% 57.99/23.68  																																																| Equations (480) can reduce 484 to:
% 57.99/23.68  																																																| (266) $false
% 57.99/23.68  																																																|
% 57.99/23.68  																																																|-The branch is then unsatisfiable
% 57.99/23.68  																																														|-Branch two:
% 57.99/23.68  																																														| (477)  ~ (all_0_56_56 = e4)
% 57.99/23.68  																																														| (845) all_0_56_56 = e3 | all_0_56_56 = e1 | all_0_56_56 = e0
% 57.99/23.68  																																														|
% 57.99/23.68  																																															+-Applying beta-rule and splitting (845), into two cases.
% 57.99/23.68  																																															|-Branch one:
% 57.99/23.68  																																															| (679) all_0_56_56 = e0
% 57.99/23.68  																																															|
% 57.99/23.68  																																																| Equations (679) can reduce 828 to:
% 57.99/23.68  																																																| (266) $false
% 57.99/23.68  																																																|
% 57.99/23.68  																																																|-The branch is then unsatisfiable
% 57.99/23.68  																																															|-Branch two:
% 57.99/23.68  																																															| (828)  ~ (all_0_56_56 = e0)
% 57.99/23.68  																																															| (3172) all_0_56_56 = e3 | all_0_56_56 = e1
% 57.99/23.68  																																															|
% 57.99/23.68  																																																+-Applying beta-rule and splitting (3172), into two cases.
% 57.99/23.68  																																																|-Branch one:
% 57.99/23.68  																																																| (1569) all_0_56_56 = e1
% 57.99/23.68  																																																|
% 57.99/23.68  																																																	| Equations (1569) can reduce 466 to:
% 57.99/23.68  																																																	| (266) $false
% 57.99/23.68  																																																	|
% 57.99/23.68  																																																	|-The branch is then unsatisfiable
% 57.99/23.68  																																																|-Branch two:
% 57.99/23.68  																																																| (466)  ~ (all_0_56_56 = e1)
% 57.99/23.68  																																																| (1097) all_0_56_56 = e3
% 57.99/23.68  																																																|
% 57.99/23.68  																																																	| Equations (1097) can reduce 272 to:
% 57.99/23.68  																																																	| (266) $false
% 57.99/23.68  																																																	|
% 57.99/23.68  																																																	|-The branch is then unsatisfiable
% 57.99/23.68  																																								|-Branch two:
% 57.99/23.68  																																								| (338)  ~ (all_0_47_47 = e2)
% 57.99/23.68  																																								| (10761) all_0_48_48 = e2 | all_0_49_49 = e2
% 57.99/23.68  																																								|
% 57.99/23.68  																																									+-Applying beta-rule and splitting (10761), into two cases.
% 57.99/23.68  																																									|-Branch one:
% 57.99/23.68  																																									| (335) all_0_48_48 = e2
% 57.99/23.68  																																									|
% 57.99/23.68  																																										| Combining equations (335,615) yields a new equation:
% 57.99/23.68  																																										| (616) e2 = e1
% 57.99/23.68  																																										|
% 57.99/23.68  																																										| Simplifying 616 yields:
% 57.99/23.68  																																										| (617) e2 = e1
% 57.99/23.68  																																										|
% 57.99/23.68  																																										| Equations (617) can reduce 122 to:
% 57.99/23.68  																																										| (266) $false
% 57.99/23.68  																																										|
% 57.99/23.68  																																										|-The branch is then unsatisfiable
% 57.99/23.68  																																									|-Branch two:
% 57.99/23.68  																																									| (810)  ~ (all_0_48_48 = e2)
% 57.99/23.68  																																									| (583) all_0_49_49 = e2
% 57.99/23.68  																																									|
% 57.99/23.68  																																										| Equations (583) can reduce 340 to:
% 57.99/23.68  																																										| (266) $false
% 57.99/23.68  																																										|
% 57.99/23.68  																																										|-The branch is then unsatisfiable
% 57.99/23.68  																																							|-Branch two:
% 57.99/23.68  																																							| (1380)  ~ (all_0_42_42 = e1)
% 57.99/23.68  																																							| (1381) all_0_43_43 = e1 | all_0_44_44 = e1
% 57.99/23.68  																																							|
% 57.99/23.68  																																								+-Applying beta-rule and splitting (385), into two cases.
% 57.99/23.68  																																								|-Branch one:
% 57.99/23.68  																																								| (1105) all_0_47_47 = e2
% 57.99/23.68  																																								|
% 57.99/23.68  																																									| Equations (1105) can reduce 462 to:
% 57.99/23.68  																																									| (122)  ~ (e2 = e1)
% 57.99/23.68  																																									|
% 57.99/23.68  																																									+-Applying beta-rule and splitting (112), into two cases.
% 57.99/23.68  																																									|-Branch one:
% 57.99/23.68  																																									| (635) all_0_44_44 = e1
% 57.99/23.68  																																									|
% 57.99/23.68  																																										| Combining equations (635,532) yields a new equation:
% 57.99/23.68  																																										| (455) e3 = e1
% 57.99/23.68  																																										|
% 57.99/23.68  																																										| Equations (455) can reduce 213 to:
% 57.99/23.68  																																										| (266) $false
% 57.99/23.68  																																										|
% 57.99/23.68  																																										|-The branch is then unsatisfiable
% 57.99/23.68  																																									|-Branch two:
% 57.99/23.68  																																									| (639)  ~ (all_0_44_44 = e1)
% 57.99/23.68  																																									| (640) all_0_49_49 = e1 | all_0_53_53 = e1 | all_0_58_58 = e1
% 57.99/23.68  																																									|
% 57.99/23.68  																																										+-Applying beta-rule and splitting (640), into two cases.
% 57.99/23.68  																																										|-Branch one:
% 57.99/23.68  																																										| (671) all_0_49_49 = e1
% 57.99/23.68  																																										|
% 57.99/23.68  																																											| Equations (671) can reduce 1064 to:
% 57.99/23.68  																																											| (266) $false
% 57.99/23.68  																																											|
% 57.99/23.68  																																											|-The branch is then unsatisfiable
% 57.99/23.68  																																										|-Branch two:
% 57.99/23.68  																																										| (1064)  ~ (all_0_49_49 = e1)
% 57.99/23.68  																																										| (2141) all_0_53_53 = e1 | all_0_58_58 = e1
% 57.99/23.68  																																										|
% 57.99/23.68  																																											+-Applying beta-rule and splitting (2141), into two cases.
% 57.99/23.68  																																											|-Branch one:
% 57.99/23.68  																																											| (1208) all_0_53_53 = e1
% 57.99/23.68  																																											|
% 57.99/23.68  																																												| Combining equations (607,1208) yields a new equation:
% 57.99/23.68  																																												| (616) e2 = e1
% 57.99/23.68  																																												|
% 57.99/23.68  																																												| Simplifying 616 yields:
% 57.99/23.68  																																												| (617) e2 = e1
% 57.99/23.68  																																												|
% 57.99/23.68  																																												| Equations (617) can reduce 122 to:
% 57.99/23.68  																																												| (266) $false
% 57.99/23.68  																																												|
% 57.99/23.68  																																												|-The branch is then unsatisfiable
% 57.99/23.68  																																											|-Branch two:
% 57.99/23.68  																																											| (1459)  ~ (all_0_53_53 = e1)
% 57.99/23.68  																																											| (918) all_0_58_58 = e1
% 57.99/23.68  																																											|
% 57.99/23.68  																																												| Equations (918) can reduce 276 to:
% 57.99/23.68  																																												| (467)  ~ (e3 = e1)
% 57.99/23.68  																																												|
% 57.99/23.68  																																												| Simplifying 467 yields:
% 57.99/23.68  																																												| (213)  ~ (e3 = e1)
% 57.99/23.68  																																												|
% 57.99/23.68  																																												| Equations (918) can reduce 491 to:
% 57.99/23.68  																																												| (233)  ~ (e1 = e0)
% 57.99/23.68  																																												|
% 57.99/23.68  																																												+-Applying beta-rule and splitting (1381), into two cases.
% 57.99/23.68  																																												|-Branch one:
% 57.99/23.68  																																												| (430) all_0_43_43 = e1
% 57.99/23.68  																																												|
% 57.99/23.68  																																													| Combining equations (356,430) yields a new equation:
% 57.99/23.68  																																													| (431) e1 = e0
% 57.99/23.68  																																													|
% 57.99/23.68  																																													| Equations (431) can reduce 233 to:
% 57.99/23.68  																																													| (266) $false
% 57.99/23.68  																																													|
% 57.99/23.68  																																													|-The branch is then unsatisfiable
% 57.99/23.68  																																												|-Branch two:
% 57.99/23.68  																																												| (433)  ~ (all_0_43_43 = e1)
% 57.99/23.68  																																												| (635) all_0_44_44 = e1
% 57.99/23.68  																																												|
% 57.99/23.68  																																													| Combining equations (635,532) yields a new equation:
% 57.99/23.68  																																													| (455) e3 = e1
% 57.99/23.68  																																													|
% 57.99/23.68  																																													| Equations (455) can reduce 213 to:
% 57.99/23.68  																																													| (266) $false
% 57.99/23.68  																																													|
% 57.99/23.68  																																													|-The branch is then unsatisfiable
% 57.99/23.68  																																								|-Branch two:
% 57.99/23.68  																																								| (338)  ~ (all_0_47_47 = e2)
% 57.99/23.68  																																								| (1108) all_0_51_51 = e2 | all_0_56_56 = e2
% 57.99/23.68  																																								|
% 57.99/23.68  																																									+-Applying beta-rule and splitting (1108), into two cases.
% 57.99/23.68  																																									|-Branch one:
% 57.99/23.68  																																									| (504) all_0_51_51 = e2
% 57.99/23.68  																																									|
% 57.99/23.68  																																										| Combining equations (660,504) yields a new equation:
% 57.99/23.68  																																										| (661) e3 = e2
% 57.99/23.68  																																										|
% 57.99/23.68  																																										| Simplifying 661 yields:
% 57.99/23.68  																																										| (662) e3 = e2
% 57.99/23.68  																																										|
% 57.99/23.68  																																										| Equations (662) can reduce 212 to:
% 57.99/23.68  																																										| (266) $false
% 57.99/23.68  																																										|
% 57.99/23.68  																																										|-The branch is then unsatisfiable
% 57.99/23.68  																																									|-Branch two:
% 57.99/23.68  																																									| (1099)  ~ (all_0_51_51 = e2)
% 57.99/23.68  																																									| (833) all_0_56_56 = e2
% 57.99/23.68  																																									|
% 57.99/23.68  																																										| Equations (833) can reduce 511 to:
% 57.99/23.68  																																										| (266) $false
% 57.99/23.68  																																										|
% 57.99/23.68  																																										|-The branch is then unsatisfiable
% 57.99/23.68  																																						|-Branch two:
% 57.99/23.68  																																						| (407)  ~ (all_0_44_44 = e3)
% 57.99/23.68  																																						| (537) all_0_49_49 = e3 | all_0_53_53 = e3 | all_0_58_58 = e3
% 57.99/23.68  																																						|
% 57.99/23.68  																																							+-Applying beta-rule and splitting (385), into two cases.
% 57.99/23.68  																																							|-Branch one:
% 57.99/23.68  																																							| (1105) all_0_47_47 = e2
% 57.99/23.68  																																							|
% 57.99/23.68  																																								| Equations (1105) can reduce 1091 to:
% 57.99/23.68  																																								| (626)  ~ (e3 = e2)
% 57.99/23.68  																																								|
% 57.99/23.68  																																								| Simplifying 626 yields:
% 57.99/23.68  																																								| (212)  ~ (e3 = e2)
% 57.99/23.68  																																								|
% 57.99/23.68  																																								+-Applying beta-rule and splitting (537), into two cases.
% 57.99/23.68  																																								|-Branch one:
% 57.99/23.68  																																								| (884) all_0_49_49 = e3
% 57.99/23.68  																																								|
% 57.99/23.68  																																									| Equations (884) can reduce 525 to:
% 57.99/23.68  																																									| (266) $false
% 57.99/23.68  																																									|
% 57.99/23.68  																																									|-The branch is then unsatisfiable
% 57.99/23.68  																																								|-Branch two:
% 57.99/23.68  																																								| (525)  ~ (all_0_49_49 = e3)
% 57.99/23.68  																																								| (887) all_0_53_53 = e3 | all_0_58_58 = e3
% 57.99/23.68  																																								|
% 57.99/23.68  																																									+-Applying beta-rule and splitting (887), into two cases.
% 57.99/23.68  																																									|-Branch one:
% 57.99/23.68  																																									| (665) all_0_53_53 = e3
% 57.99/23.68  																																									|
% 57.99/23.68  																																										| Combining equations (607,665) yields a new equation:
% 57.99/23.68  																																										| (662) e3 = e2
% 57.99/23.68  																																										|
% 57.99/23.68  																																										| Equations (662) can reduce 212 to:
% 57.99/23.68  																																										| (266) $false
% 57.99/23.68  																																										|
% 57.99/23.68  																																										|-The branch is then unsatisfiable
% 57.99/23.68  																																									|-Branch two:
% 57.99/23.68  																																									| (903)  ~ (all_0_53_53 = e3)
% 57.99/23.68  																																									| (795) all_0_58_58 = e3
% 57.99/23.68  																																									|
% 57.99/23.68  																																										| Equations (795) can reduce 276 to:
% 57.99/23.68  																																										| (266) $false
% 57.99/23.68  																																										|
% 57.99/23.68  																																										|-The branch is then unsatisfiable
% 57.99/23.68  																																							|-Branch two:
% 57.99/23.68  																																							| (338)  ~ (all_0_47_47 = e2)
% 57.99/23.68  																																							| (1108) all_0_51_51 = e2 | all_0_56_56 = e2
% 57.99/23.68  																																							|
% 57.99/23.68  																																								+-Applying beta-rule and splitting (10171), into two cases.
% 57.99/23.68  																																								|-Branch one:
% 57.99/23.68  																																								| (1105) all_0_47_47 = e2
% 57.99/23.68  																																								|
% 57.99/23.68  																																									| Equations (1105) can reduce 338 to:
% 57.99/23.68  																																									| (266) $false
% 57.99/23.68  																																									|
% 57.99/23.68  																																									|-The branch is then unsatisfiable
% 57.99/23.68  																																								|-Branch two:
% 57.99/23.68  																																								| (338)  ~ (all_0_47_47 = e2)
% 57.99/23.68  																																								| (10761) all_0_48_48 = e2 | all_0_49_49 = e2
% 57.99/23.68  																																								|
% 57.99/23.68  																																									+-Applying beta-rule and splitting (10761), into two cases.
% 57.99/23.68  																																									|-Branch one:
% 57.99/23.68  																																									| (335) all_0_48_48 = e2
% 57.99/23.68  																																									|
% 57.99/23.68  																																										| Combining equations (615,335) yields a new equation:
% 57.99/23.68  																																										| (617) e2 = e1
% 57.99/23.68  																																										|
% 57.99/23.68  																																										| Equations (617) can reduce 122 to:
% 57.99/23.68  																																										| (266) $false
% 57.99/23.68  																																										|
% 57.99/23.68  																																										|-The branch is then unsatisfiable
% 57.99/23.68  																																									|-Branch two:
% 57.99/23.68  																																									| (810)  ~ (all_0_48_48 = e2)
% 57.99/23.68  																																									| (583) all_0_49_49 = e2
% 57.99/23.68  																																									|
% 57.99/23.68  																																										| Equations (583) can reduce 340 to:
% 57.99/23.68  																																										| (266) $false
% 57.99/23.68  																																										|
% 57.99/23.68  																																										|-The branch is then unsatisfiable
% 57.99/23.68  																																					|-Branch two:
% 57.99/23.68  																																					| (509)  ~ (all_0_53_53 = e2)
% 57.99/23.68  																																					| (610) all_0_53_53 = e4 | all_0_53_53 = e3 | all_0_53_53 = e1
% 57.99/23.68  																																					|
% 57.99/23.68  																																						+-Applying beta-rule and splitting (610), into two cases.
% 57.99/23.68  																																						|-Branch one:
% 57.99/23.68  																																						| (1298) all_0_53_53 = e4
% 57.99/23.68  																																						|
% 57.99/23.68  																																							| Equations (1298) can reduce 1453 to:
% 57.99/23.68  																																							| (266) $false
% 57.99/23.68  																																							|
% 57.99/23.68  																																							|-The branch is then unsatisfiable
% 57.99/23.68  																																						|-Branch two:
% 57.99/23.68  																																						| (1453)  ~ (all_0_53_53 = e4)
% 57.99/23.68  																																						| (1694) all_0_53_53 = e3 | all_0_53_53 = e1
% 57.99/23.68  																																						|
% 57.99/23.68  																																							+-Applying beta-rule and splitting (189), into two cases.
% 57.99/23.68  																																							|-Branch one:
% 57.99/23.68  																																							| (532) all_0_44_44 = e3
% 57.99/23.68  																																							|
% 57.99/23.68  																																								| Equations (532) can reduce 220 to:
% 57.99/23.68  																																								| (1114)  ~ (all_0_53_53 = e3)
% 57.99/23.68  																																								|
% 57.99/23.68  																																								| Simplifying 1114 yields:
% 57.99/23.68  																																								| (903)  ~ (all_0_53_53 = e3)
% 57.99/23.68  																																								|
% 57.99/23.68  																																								+-Applying beta-rule and splitting (1694), into two cases.
% 57.99/23.68  																																								|-Branch one:
% 57.99/23.68  																																								| (1208) all_0_53_53 = e1
% 57.99/23.68  																																								|
% 57.99/23.68  																																									| Equations (1208) can reduce 1459 to:
% 57.99/23.68  																																									| (266) $false
% 57.99/23.68  																																									|
% 57.99/23.68  																																									|-The branch is then unsatisfiable
% 57.99/23.68  																																								|-Branch two:
% 57.99/23.68  																																								| (1459)  ~ (all_0_53_53 = e1)
% 57.99/23.68  																																								| (665) all_0_53_53 = e3
% 57.99/23.68  																																								|
% 57.99/23.68  																																									| Equations (665) can reduce 903 to:
% 57.99/23.68  																																									| (266) $false
% 57.99/23.68  																																									|
% 57.99/23.68  																																									|-The branch is then unsatisfiable
% 57.99/23.68  																																							|-Branch two:
% 57.99/23.68  																																							| (407)  ~ (all_0_44_44 = e3)
% 57.99/23.68  																																							| (537) all_0_49_49 = e3 | all_0_53_53 = e3 | all_0_58_58 = e3
% 57.99/23.68  																																							|
% 57.99/23.68  																																								+-Applying beta-rule and splitting (1899), into two cases.
% 57.99/23.68  																																								|-Branch one:
% 57.99/23.68  																																								| (516) all_0_42_42 = e3
% 57.99/23.68  																																								|
% 57.99/23.68  																																									| Equations (516) can reduce 405 to:
% 57.99/23.68  																																									| (266) $false
% 57.99/23.68  																																									|
% 57.99/23.68  																																									|-The branch is then unsatisfiable
% 57.99/23.68  																																								|-Branch two:
% 57.99/23.68  																																								| (405)  ~ (all_0_42_42 = e3)
% 57.99/23.68  																																								| (532) all_0_44_44 = e3
% 57.99/23.68  																																								|
% 57.99/23.68  																																									| Equations (532) can reduce 407 to:
% 57.99/23.68  																																									| (266) $false
% 57.99/23.68  																																									|
% 57.99/23.68  																																									|-The branch is then unsatisfiable
% 57.99/23.68  																																	|-Branch two:
% 57.99/23.68  																																	| (803)  ~ (all_0_55_55 = e0)
% 57.99/23.68  																																	| (2315) all_0_55_55 = e3 | all_0_55_55 = e1
% 57.99/23.68  																																	|
% 57.99/23.68  																																		+-Applying beta-rule and splitting (2315), into two cases.
% 57.99/23.68  																																		|-Branch one:
% 57.99/23.68  																																		| (629) all_0_55_55 = e1
% 57.99/23.68  																																		|
% 57.99/23.68  																																			| Equations (629) can reduce 632 to:
% 57.99/23.68  																																			| (266) $false
% 57.99/23.68  																																			|
% 57.99/23.68  																																			|-The branch is then unsatisfiable
% 57.99/23.68  																																		|-Branch two:
% 57.99/23.68  																																		| (632)  ~ (all_0_55_55 = e1)
% 57.99/23.68  																																		| (2336) all_0_55_55 = e3
% 57.99/23.68  																																		|
% 57.99/23.68  																																			| Equations (2336) can reduce 270 to:
% 57.99/23.68  																																			| (266) $false
% 57.99/23.68  																																			|
% 57.99/23.68  																																			|-The branch is then unsatisfiable
% 57.99/23.68  																														|-Branch two:
% 57.99/23.68  																														| (759)  ~ (all_0_50_50 = e1)
% 57.99/23.68  																														| (415) all_0_50_50 = e3
% 57.99/23.68  																														|
% 57.99/23.68  																															| Equations (415) can reduce 411 to:
% 57.99/23.68  																															| (266) $false
% 57.99/23.68  																															|
% 57.99/23.68  																															|-The branch is then unsatisfiable
% 57.99/23.68  																												|-Branch two:
% 57.99/23.68  																												| (409)  ~ (all_0_46_46 = e3)
% 57.99/23.68  																												| (4042) all_0_50_50 = e3 | all_0_55_55 = e3
% 57.99/23.68  																												|
% 57.99/23.68  																													+-Applying beta-rule and splitting (4042), into two cases.
% 57.99/23.68  																													|-Branch one:
% 57.99/23.68  																													| (415) all_0_50_50 = e3
% 57.99/23.68  																													|
% 57.99/23.68  																														| Equations (415) can reduce 411 to:
% 57.99/23.68  																														| (266) $false
% 57.99/23.68  																														|
% 57.99/23.68  																														|-The branch is then unsatisfiable
% 57.99/23.68  																													|-Branch two:
% 57.99/23.68  																													| (411)  ~ (all_0_50_50 = e3)
% 57.99/23.68  																													| (2336) all_0_55_55 = e3
% 57.99/23.68  																													|
% 57.99/23.68  																														| Equations (2336) can reduce 270 to:
% 57.99/23.68  																														| (266) $false
% 57.99/23.68  																														|
% 57.99/23.68  																														|-The branch is then unsatisfiable
% 57.99/23.68  																						|-Branch two:
% 57.99/23.68  																						| (440)  ~ (all_0_41_41 = e4)
% 57.99/23.68  																						| (4049) all_0_41_41 = e3 | all_0_41_41 = e1 | all_0_41_41 = e0
% 57.99/23.68  																						|
% 57.99/23.68  																							+-Applying beta-rule and splitting (62), into two cases.
% 57.99/23.68  																							|-Branch one:
% 57.99/23.68  																							| (321) all_0_38_38 = e4
% 57.99/23.68  																							|
% 57.99/23.68  																								| Combining equations (292,321) yields a new equation:
% 57.99/23.68  																								| (323) e4 = e2
% 57.99/23.68  																								|
% 57.99/23.68  																								| Equations (323) can reduce 48 to:
% 57.99/23.68  																								| (266) $false
% 57.99/23.68  																								|
% 57.99/23.68  																								|-The branch is then unsatisfiable
% 57.99/23.68  																							|-Branch two:
% 57.99/23.68  																							| (325)  ~ (all_0_38_38 = e4)
% 57.99/23.68  																							| (582) all_0_41_41 = e4 | all_0_46_46 = e4 | all_0_50_50 = e4 | all_0_55_55 = e4
% 57.99/23.68  																							|
% 57.99/23.68  																								+-Applying beta-rule and splitting (4049), into two cases.
% 57.99/23.68  																								|-Branch one:
% 57.99/23.68  																								| (794) all_0_41_41 = e0
% 57.99/23.68  																								|
% 57.99/23.68  																									| Equations (794) can reduce 357 to:
% 57.99/23.68  																									| (266) $false
% 57.99/23.68  																									|
% 57.99/23.68  																									|-The branch is then unsatisfiable
% 57.99/23.68  																								|-Branch two:
% 57.99/23.68  																								| (357)  ~ (all_0_41_41 = e0)
% 57.99/23.68  																								| (4053) all_0_41_41 = e3 | all_0_41_41 = e1
% 57.99/23.68  																								|
% 57.99/23.68  																									+-Applying beta-rule and splitting (582), into two cases.
% 57.99/23.68  																									|-Branch one:
% 57.99/23.68  																									| (437) all_0_41_41 = e4
% 57.99/23.68  																									|
% 57.99/23.68  																										| Equations (437) can reduce 440 to:
% 57.99/23.68  																										| (266) $false
% 57.99/23.68  																										|
% 57.99/23.68  																										|-The branch is then unsatisfiable
% 57.99/23.68  																									|-Branch two:
% 57.99/23.68  																									| (440)  ~ (all_0_41_41 = e4)
% 57.99/23.68  																									| (769) all_0_46_46 = e4 | all_0_50_50 = e4 | all_0_55_55 = e4
% 57.99/23.68  																									|
% 57.99/23.68  																										+-Applying beta-rule and splitting (4053), into two cases.
% 57.99/23.68  																										|-Branch one:
% 57.99/23.68  																										| (453) all_0_41_41 = e1
% 57.99/23.68  																										|
% 57.99/23.68  																											| Equations (453) can reduce 149 to:
% 57.99/23.68  																											| (4057)  ~ (all_0_44_44 = e1)
% 57.99/23.68  																											|
% 57.99/23.68  																											| Simplifying 4057 yields:
% 57.99/23.68  																											| (639)  ~ (all_0_44_44 = e1)
% 57.99/23.68  																											|
% 57.99/23.68  																											| Equations (453) can reduce 43 to:
% 57.99/23.68  																											| (4059)  ~ (all_0_46_46 = e1)
% 57.99/23.68  																											|
% 57.99/23.68  																											| Simplifying 4059 yields:
% 57.99/23.68  																											| (549)  ~ (all_0_46_46 = e1)
% 57.99/23.68  																											|
% 57.99/23.68  																											| Equations (453) can reduce 221 to:
% 57.99/23.68  																											| (1136)  ~ (all_0_50_50 = e1)
% 57.99/23.68  																											|
% 57.99/23.68  																											| Simplifying 1136 yields:
% 57.99/23.68  																											| (759)  ~ (all_0_50_50 = e1)
% 57.99/23.68  																											|
% 57.99/23.68  																											| Equations (453) can reduce 191 to:
% 57.99/23.68  																											| (2331)  ~ (all_0_55_55 = e1)
% 57.99/23.68  																											|
% 57.99/23.68  																											| Simplifying 2331 yields:
% 57.99/23.68  																											| (632)  ~ (all_0_55_55 = e1)
% 57.99/23.68  																											|
% 57.99/23.68  																											| Equations (453) can reduce 85 to:
% 57.99/23.68  																											| (604)  ~ (e2 = e1)
% 57.99/23.68  																											|
% 57.99/23.68  																											| Simplifying 604 yields:
% 57.99/23.68  																											| (122)  ~ (e2 = e1)
% 57.99/23.68  																											|
% 57.99/23.68  																											+-Applying beta-rule and splitting (422), into two cases.
% 57.99/23.68  																											|-Branch one:
% 57.99/23.68  																											| (775) all_0_50_50 = e4
% 57.99/23.68  																											|
% 57.99/23.68  																												| Equations (775) can reduce 566 to:
% 57.99/23.68  																												| (266) $false
% 57.99/23.68  																												|
% 57.99/23.68  																												|-The branch is then unsatisfiable
% 57.99/23.68  																											|-Branch two:
% 57.99/23.68  																											| (566)  ~ (all_0_50_50 = e4)
% 57.99/23.68  																											| (1444) all_0_50_50 = e3 | all_0_50_50 = e1
% 57.99/23.68  																											|
% 57.99/23.68  																												+-Applying beta-rule and splitting (1444), into two cases.
% 57.99/23.68  																												|-Branch one:
% 57.99/23.68  																												| (601) all_0_50_50 = e1
% 57.99/23.68  																												|
% 57.99/23.68  																													| Equations (601) can reduce 759 to:
% 57.99/23.68  																													| (266) $false
% 57.99/23.68  																													|
% 57.99/23.68  																													|-The branch is then unsatisfiable
% 57.99/23.68  																												|-Branch two:
% 57.99/23.68  																												| (759)  ~ (all_0_50_50 = e1)
% 57.99/23.68  																												| (415) all_0_50_50 = e3
% 57.99/23.68  																												|
% 57.99/23.68  																													| Equations (415) can reduce 35 to:
% 57.99/23.68  																													| (409)  ~ (all_0_46_46 = e3)
% 57.99/23.68  																													|
% 57.99/23.68  																													| Equations (415) can reduce 190 to:
% 57.99/23.68  																													| (1114)  ~ (all_0_53_53 = e3)
% 57.99/23.68  																													|
% 57.99/23.68  																													| Simplifying 1114 yields:
% 57.99/23.68  																													| (903)  ~ (all_0_53_53 = e3)
% 57.99/23.68  																													|
% 57.99/23.68  																													| Equations (415) can reduce 93 to:
% 57.99/23.68  																													| (269)  ~ (all_0_55_55 = e3)
% 57.99/23.68  																													|
% 57.99/23.68  																													| Simplifying 269 yields:
% 57.99/23.68  																													| (270)  ~ (all_0_55_55 = e3)
% 57.99/23.68  																													|
% 57.99/23.68  																													| Equations (415) can reduce 566 to:
% 57.99/23.68  																													| (277)  ~ (e4 = e3)
% 57.99/23.68  																													|
% 57.99/23.68  																													| Simplifying 277 yields:
% 57.99/23.68  																													| (188)  ~ (e4 = e3)
% 57.99/23.68  																													|
% 57.99/23.68  																													| Equations (415) can reduce 302 to:
% 57.99/23.68  																													| (212)  ~ (e3 = e2)
% 57.99/23.68  																													|
% 57.99/23.68  																													| Equations (415) can reduce 759 to:
% 57.99/23.68  																													| (213)  ~ (e3 = e1)
% 57.99/23.68  																													|
% 57.99/23.68  																													| From (415) and (242) follows:
% 57.99/23.69  																													| (1934) op(e1, e3) = e3
% 57.99/23.69  																													|
% 57.99/23.69  																													+-Applying beta-rule and splitting (123), into two cases.
% 57.99/23.69  																													|-Branch one:
% 57.99/23.69  																													| (1794) all_0_46_46 = e2
% 57.99/23.69  																													|
% 57.99/23.69  																														| Equations (1794) can reduce 300 to:
% 57.99/23.69  																														| (266) $false
% 57.99/23.69  																														|
% 57.99/23.69  																														|-The branch is then unsatisfiable
% 57.99/23.69  																													|-Branch two:
% 57.99/23.69  																													| (300)  ~ (all_0_46_46 = e2)
% 57.99/23.69  																													| (1797) all_0_46_46 = e4 | all_0_46_46 = e3 | all_0_46_46 = e1 | all_0_46_46 = e0
% 57.99/23.69  																													|
% 57.99/23.69  																														+-Applying beta-rule and splitting (769), into two cases.
% 57.99/23.69  																														|-Branch one:
% 57.99/23.69  																														| (770) all_0_46_46 = e4
% 57.99/23.69  																														|
% 57.99/23.69  																															| Equations (770) can reduce 250 to:
% 57.99/23.69  																															| (266) $false
% 57.99/23.69  																															|
% 57.99/23.69  																															|-The branch is then unsatisfiable
% 57.99/23.69  																														|-Branch two:
% 57.99/23.69  																														| (250)  ~ (all_0_46_46 = e4)
% 57.99/23.69  																														| (774) all_0_50_50 = e4 | all_0_55_55 = e4
% 57.99/23.69  																														|
% 57.99/23.69  																															+-Applying beta-rule and splitting (1797), into two cases.
% 57.99/23.69  																															|-Branch one:
% 57.99/23.69  																															| (770) all_0_46_46 = e4
% 57.99/23.69  																															|
% 57.99/23.69  																																| Equations (770) can reduce 250 to:
% 57.99/23.69  																																| (266) $false
% 57.99/23.69  																																|
% 57.99/23.69  																																|-The branch is then unsatisfiable
% 57.99/23.69  																															|-Branch two:
% 57.99/23.69  																															| (250)  ~ (all_0_46_46 = e4)
% 57.99/23.69  																															| (1801) all_0_46_46 = e3 | all_0_46_46 = e1 | all_0_46_46 = e0
% 57.99/23.69  																															|
% 57.99/23.69  																																+-Applying beta-rule and splitting (774), into two cases.
% 57.99/23.69  																																|-Branch one:
% 57.99/23.69  																																| (775) all_0_50_50 = e4
% 57.99/23.69  																																|
% 57.99/23.69  																																	| Combining equations (775,415) yields a new equation:
% 57.99/23.69  																																	| (424) e4 = e3
% 57.99/23.69  																																	|
% 57.99/23.69  																																	| Simplifying 424 yields:
% 57.99/23.69  																																	| (425) e4 = e3
% 57.99/23.69  																																	|
% 57.99/23.69  																																	| Equations (425) can reduce 188 to:
% 57.99/23.69  																																	| (266) $false
% 57.99/23.69  																																	|
% 57.99/23.69  																																	|-The branch is then unsatisfiable
% 57.99/23.69  																																|-Branch two:
% 57.99/23.69  																																| (566)  ~ (all_0_50_50 = e4)
% 57.99/23.69  																																| (587) all_0_55_55 = e4
% 57.99/23.69  																																|
% 57.99/23.69  																																	| Equations (587) can reduce 58 to:
% 57.99/23.69  																																	| (250)  ~ (all_0_46_46 = e4)
% 57.99/23.69  																																	|
% 57.99/23.69  																																	| Equations (587) can reduce 153 to:
% 57.99/23.69  																																	| (476)  ~ (all_0_56_56 = e4)
% 57.99/23.69  																																	|
% 57.99/23.69  																																	| Simplifying 476 yields:
% 57.99/23.69  																																	| (477)  ~ (all_0_56_56 = e4)
% 57.99/23.69  																																	|
% 57.99/23.69  																																	| Equations (587) can reduce 3 to:
% 57.99/23.69  																																	| (450)  ~ (all_0_58_58 = e4)
% 57.99/23.69  																																	|
% 57.99/23.69  																																	| Simplifying 450 yields:
% 57.99/23.69  																																	| (451)  ~ (all_0_58_58 = e4)
% 57.99/23.69  																																	|
% 57.99/23.69  																																	| Equations (587) can reduce 270 to:
% 57.99/23.69  																																	| (188)  ~ (e4 = e3)
% 57.99/23.69  																																	|
% 57.99/23.69  																																	| Equations (587) can reduce 632 to:
% 57.99/23.69  																																	| (110)  ~ (e4 = e1)
% 57.99/23.69  																																	|
% 57.99/23.69  																																	| From (587) and (68) follows:
% 57.99/23.69  																																	| (4717) op(e4, e0) = all_0_31_31
% 57.99/23.69  																																	|
% 57.99/23.69  																																	| From (587) and (74) follows:
% 57.99/23.69  																																	| (589) op(e0, e3) = e4
% 57.99/23.69  																																	|
% 57.99/23.69  																																	+-Applying beta-rule and splitting (1801), into two cases.
% 57.99/23.69  																																	|-Branch one:
% 57.99/23.69  																																	| (538) all_0_46_46 = e0
% 57.99/23.69  																																	|
% 57.99/23.69  																																		| Equations (538) can reduce 250 to:
% 57.99/23.69  																																		| (401)  ~ (e4 = e0)
% 57.99/23.69  																																		|
% 57.99/23.69  																																		| Simplifying 401 yields:
% 57.99/23.69  																																		| (49)  ~ (e4 = e0)
% 57.99/23.69  																																		|
% 57.99/23.69  																																		| Equations (538) can reduce 409 to:
% 57.99/23.69  																																		| (541)  ~ (e3 = e0)
% 57.99/23.69  																																		|
% 57.99/23.69  																																		| Simplifying 541 yields:
% 57.99/23.69  																																		| (80)  ~ (e3 = e0)
% 57.99/23.69  																																		|
% 57.99/23.69  																																		| From (538) and (33) follows:
% 57.99/23.69  																																		| (543) op(e0, e3) = all_0_16_16
% 57.99/23.69  																																		|
% 57.99/23.69  																																		| Instantiating formula (29) with e4, e0, all_0_31_31, all_0_40_40 and discharging atoms op(e4, e0) = all_0_31_31, op(e4, e0) = all_0_40_40, yields:
% 57.99/23.69  																																		| (16709) all_0_31_31 = all_0_40_40
% 57.99/23.69  																																		|
% 57.99/23.69  																																		| Instantiating formula (29) with e0, e3, e4, all_0_16_16 and discharging atoms op(e0, e3) = all_0_16_16, op(e0, e3) = e4, yields:
% 57.99/23.69  																																		| (687) all_0_16_16 = e4
% 57.99/23.69  																																		|
% 57.99/23.69  																																		| From (16709) and (4717) follows:
% 57.99/23.69  																																		| (234) op(e4, e0) = all_0_40_40
% 57.99/23.69  																																		|
% 57.99/23.69  																																		| From (687) and (543) follows:
% 57.99/23.69  																																		| (589) op(e0, e3) = e4
% 57.99/23.69  																																		|
% 57.99/23.69  																																		+-Applying beta-rule and splitting (196), into two cases.
% 57.99/23.69  																																		|-Branch one:
% 57.99/23.69  																																		| (607) all_0_53_53 = e2
% 57.99/23.69  																																		|
% 57.99/23.69  																																			| Equations (607) can reduce 162 to:
% 57.99/23.69  																																			| (296)  ~ (all_0_40_40 = e2)
% 57.99/23.69  																																			|
% 57.99/23.69  																																			| Equations (607) can reduce 65 to:
% 57.99/23.69  																																			| (340)  ~ (all_0_49_49 = e2)
% 57.99/23.69  																																			|
% 57.99/23.69  																																			| Equations (607) can reduce 6 to:
% 57.99/23.69  																																			| (1099)  ~ (all_0_51_51 = e2)
% 57.99/23.69  																																			|
% 57.99/23.69  																																			| Equations (607) can reduce 903 to:
% 57.99/23.69  																																			| (626)  ~ (e3 = e2)
% 57.99/23.69  																																			|
% 57.99/23.69  																																			| Simplifying 626 yields:
% 57.99/23.69  																																			| (212)  ~ (e3 = e2)
% 57.99/23.69  																																			|
% 57.99/23.69  																																			+-Applying beta-rule and splitting (7), into two cases.
% 57.99/23.69  																																			|-Branch one:
% 57.99/23.69  																																			| (504) all_0_51_51 = e2
% 57.99/23.69  																																			|
% 57.99/23.69  																																				| Equations (504) can reduce 1099 to:
% 57.99/23.69  																																				| (266) $false
% 57.99/23.69  																																				|
% 57.99/23.69  																																				|-The branch is then unsatisfiable
% 57.99/23.69  																																			|-Branch two:
% 57.99/23.69  																																			| (1099)  ~ (all_0_51_51 = e2)
% 57.99/23.69  																																			| (1100) all_0_51_51 = e4 | all_0_51_51 = e3 | all_0_51_51 = e1
% 57.99/23.69  																																			|
% 57.99/23.69  																																				+-Applying beta-rule and splitting (112), into two cases.
% 57.99/23.69  																																				|-Branch one:
% 57.99/23.69  																																				| (635) all_0_44_44 = e1
% 57.99/23.69  																																				|
% 57.99/23.69  																																					| Equations (635) can reduce 639 to:
% 57.99/23.69  																																					| (266) $false
% 57.99/23.69  																																					|
% 57.99/23.69  																																					|-The branch is then unsatisfiable
% 57.99/23.69  																																				|-Branch two:
% 57.99/23.69  																																				| (639)  ~ (all_0_44_44 = e1)
% 57.99/23.69  																																				| (640) all_0_49_49 = e1 | all_0_53_53 = e1 | all_0_58_58 = e1
% 57.99/23.69  																																				|
% 57.99/23.69  																																					+-Applying beta-rule and splitting (160), into two cases.
% 57.99/23.69  																																					|-Branch one:
% 57.99/23.69  																																					| (601) all_0_50_50 = e1
% 57.99/23.69  																																					|
% 57.99/23.69  																																						| Combining equations (415,601) yields a new equation:
% 57.99/23.69  																																						| (454) e3 = e1
% 57.99/23.69  																																						|
% 57.99/23.69  																																						| Simplifying 454 yields:
% 57.99/23.69  																																						| (455) e3 = e1
% 57.99/23.69  																																						|
% 57.99/23.69  																																						| Equations (455) can reduce 213 to:
% 57.99/23.69  																																						| (266) $false
% 57.99/23.69  																																						|
% 57.99/23.69  																																						|-The branch is then unsatisfiable
% 57.99/23.69  																																					|-Branch two:
% 57.99/23.69  																																					| (759)  ~ (all_0_50_50 = e1)
% 57.99/23.69  																																					| (1168) all_0_51_51 = e1 | all_0_52_52 = e1 | all_0_53_53 = e1
% 57.99/23.69  																																					|
% 57.99/23.69  																																						+-Applying beta-rule and splitting (1168), into two cases.
% 57.99/23.69  																																						|-Branch one:
% 57.99/23.69  																																						| (1109) all_0_51_51 = e1
% 57.99/23.69  																																						|
% 57.99/23.69  																																							| Equations (1109) can reduce 61 to:
% 57.99/23.69  																																							| (1380)  ~ (all_0_42_42 = e1)
% 57.99/23.69  																																							|
% 57.99/23.69  																																							| Equations (1109) can reduce 224 to:
% 57.99/23.69  																																							| (462)  ~ (all_0_47_47 = e1)
% 57.99/23.69  																																							|
% 57.99/23.69  																																							| Equations (1109) can reduce 1099 to:
% 57.99/23.69  																																							| (604)  ~ (e2 = e1)
% 57.99/23.69  																																							|
% 57.99/23.69  																																							| Simplifying 604 yields:
% 57.99/23.69  																																							| (122)  ~ (e2 = e1)
% 57.99/23.69  																																							|
% 57.99/23.69  																																							| From (1109) and (186) follows:
% 57.99/23.69  																																							| (699) op(e1, e2) = e1
% 57.99/23.69  																																							|
% 57.99/23.69  																																							+-Applying beta-rule and splitting (10171), into two cases.
% 57.99/23.69  																																							|-Branch one:
% 57.99/23.69  																																							| (1105) all_0_47_47 = e2
% 57.99/23.69  																																							|
% 57.99/23.69  																																								| Equations (1105) can reduce 198 to:
% 57.99/23.69  																																								| (51)  ~ (all_0_42_42 = e2)
% 57.99/23.69  																																								|
% 57.99/23.69  																																								| Equations (1105) can reduce 91 to:
% 57.99/23.69  																																								| (510)  ~ (all_0_56_56 = e2)
% 57.99/23.69  																																								|
% 57.99/23.69  																																								| Simplifying 510 yields:
% 57.99/23.69  																																								| (511)  ~ (all_0_56_56 = e2)
% 57.99/23.69  																																								|
% 57.99/23.69  																																								| Equations (1105) can reduce 252 to:
% 57.99/23.69  																																								| (327)  ~ (e4 = e2)
% 57.99/23.69  																																								|
% 57.99/23.69  																																								| Simplifying 327 yields:
% 57.99/23.69  																																								| (48)  ~ (e4 = e2)
% 57.99/23.69  																																								|
% 57.99/23.69  																																								| Equations (1105) can reduce 462 to:
% 57.99/23.69  																																								| (122)  ~ (e2 = e1)
% 57.99/23.69  																																								|
% 57.99/23.69  																																								+-Applying beta-rule and splitting (640), into two cases.
% 57.99/23.69  																																								|-Branch one:
% 57.99/23.69  																																								| (671) all_0_49_49 = e1
% 57.99/23.69  																																								|
% 57.99/23.69  																																									| Equations (671) can reduce 1064 to:
% 57.99/23.69  																																									| (266) $false
% 57.99/23.69  																																									|
% 57.99/23.69  																																									|-The branch is then unsatisfiable
% 57.99/23.69  																																								|-Branch two:
% 57.99/23.69  																																								| (1064)  ~ (all_0_49_49 = e1)
% 57.99/23.69  																																								| (2141) all_0_53_53 = e1 | all_0_58_58 = e1
% 57.99/23.69  																																								|
% 57.99/23.69  																																									+-Applying beta-rule and splitting (2141), into two cases.
% 57.99/23.69  																																									|-Branch one:
% 57.99/23.69  																																									| (1208) all_0_53_53 = e1
% 57.99/23.69  																																									|
% 57.99/23.69  																																										| Combining equations (1208,607) yields a new equation:
% 57.99/23.69  																																										| (617) e2 = e1
% 57.99/23.69  																																										|
% 57.99/23.69  																																										| Equations (617) can reduce 122 to:
% 57.99/23.69  																																										| (266) $false
% 57.99/23.69  																																										|
% 57.99/23.69  																																										|-The branch is then unsatisfiable
% 57.99/23.69  																																									|-Branch two:
% 57.99/23.69  																																									| (1459)  ~ (all_0_53_53 = e1)
% 57.99/23.69  																																									| (918) all_0_58_58 = e1
% 57.99/23.69  																																									|
% 57.99/23.69  																																										| Equations (918) can reduce 178 to:
% 57.99/23.69  																																										| (132)  ~ (all_0_40_40 = e1)
% 57.99/23.69  																																										|
% 57.99/23.69  																																										| Equations (918) can reduce 44 to:
% 57.99/23.69  																																										| (466)  ~ (all_0_56_56 = e1)
% 57.99/23.69  																																										|
% 57.99/23.69  																																										| Equations (918) can reduce 451 to:
% 57.99/23.69  																																										| (602)  ~ (e4 = e1)
% 57.99/23.69  																																										|
% 57.99/23.69  																																										| Simplifying 602 yields:
% 57.99/23.69  																																										| (110)  ~ (e4 = e1)
% 57.99/23.69  																																										|
% 57.99/23.69  																																										| Equations (918) can reduce 276 to:
% 57.99/23.69  																																										| (467)  ~ (e3 = e1)
% 57.99/23.69  																																										|
% 57.99/23.69  																																										| Simplifying 467 yields:
% 57.99/23.69  																																										| (213)  ~ (e3 = e1)
% 57.99/23.69  																																										|
% 57.99/23.69  																																										+-Applying beta-rule and splitting (133), into two cases.
% 57.99/23.69  																																										|-Branch one:
% 57.99/23.69  																																										| (833) all_0_56_56 = e2
% 57.99/23.69  																																										|
% 57.99/23.69  																																											| Equations (833) can reduce 511 to:
% 57.99/23.69  																																											| (266) $false
% 57.99/23.69  																																											|
% 57.99/23.69  																																											|-The branch is then unsatisfiable
% 57.99/23.69  																																										|-Branch two:
% 57.99/23.69  																																										| (511)  ~ (all_0_56_56 = e2)
% 57.99/23.69  																																										| (836) all_0_56_56 = e4 | all_0_56_56 = e3 | all_0_56_56 = e1 | all_0_56_56 = e0
% 57.99/23.69  																																										|
% 57.99/23.69  																																											+-Applying beta-rule and splitting (180), into two cases.
% 57.99/23.69  																																											|-Branch one:
% 57.99/23.69  																																											| (516) all_0_42_42 = e3
% 57.99/23.69  																																											|
% 57.99/23.69  																																												| Equations (516) can reduce 145 to:
% 57.99/23.69  																																												| (246)  ~ (all_0_39_39 = e3)
% 57.99/23.69  																																												|
% 57.99/23.69  																																												| Equations (516) can reduce 73 to:
% 57.99/23.69  																																												| (406)  ~ (all_0_44_44 = e3)
% 57.99/23.69  																																												|
% 57.99/23.69  																																												| Simplifying 406 yields:
% 57.99/23.69  																																												| (407)  ~ (all_0_44_44 = e3)
% 57.99/23.69  																																												|
% 57.99/23.69  																																												| Equations (516) can reduce 236 to:
% 57.99/23.69  																																												| (271)  ~ (all_0_56_56 = e3)
% 57.99/23.69  																																												|
% 57.99/23.69  																																												| Simplifying 271 yields:
% 57.99/23.69  																																												| (272)  ~ (all_0_56_56 = e3)
% 57.99/23.69  																																												|
% 57.99/23.69  																																												| Equations (516) can reduce 51 to:
% 57.99/23.69  																																												| (212)  ~ (e3 = e2)
% 57.99/23.69  																																												|
% 57.99/23.69  																																												| Equations (516) can reduce 1380 to:
% 57.99/23.69  																																												| (213)  ~ (e3 = e1)
% 57.99/23.69  																																												|
% 57.99/23.69  																																												| From (516) and (210) follows:
% 57.99/23.69  																																												| (4285) op(e3, e2) = e3
% 57.99/23.69  																																												|
% 57.99/23.69  																																												+-Applying beta-rule and splitting (26), into two cases.
% 57.99/23.69  																																												|-Branch one:
% 57.99/23.69  																																												| (446) all_0_44_44 = e4
% 57.99/23.69  																																												|
% 57.99/23.69  																																													| Equations (446) can reduce 143 to:
% 57.99/23.69  																																													| (447)  ~ (all_0_40_40 = e4)
% 57.99/23.69  																																													|
% 57.99/23.69  																																													| Equations (446) can reduce 360 to:
% 57.99/23.69  																																													| (49)  ~ (e4 = e0)
% 57.99/23.69  																																													|
% 57.99/23.69  																																													+-Applying beta-rule and splitting (164), into two cases.
% 57.99/23.69  																																													|-Branch one:
% 57.99/23.69  																																													| (471) all_0_39_39 = e4
% 57.99/23.69  																																													|
% 57.99/23.69  																																														| Equations (471) can reduce 246 to:
% 57.99/23.69  																																														| (188)  ~ (e4 = e3)
% 57.99/23.69  																																														|
% 57.99/23.69  																																														+-Applying beta-rule and splitting (104), into two cases.
% 57.99/23.69  																																														|-Branch one:
% 57.99/23.69  																																														| (480) all_0_39_39 = e0
% 57.99/23.69  																																														|
% 57.99/23.69  																																															| Combining equations (480,471) yields a new equation:
% 57.99/23.69  																																															| (397) e4 = e0
% 57.99/23.69  																																															|
% 57.99/23.69  																																															| Equations (397) can reduce 49 to:
% 57.99/23.69  																																															| (266) $false
% 57.99/23.69  																																															|
% 57.99/23.69  																																															|-The branch is then unsatisfiable
% 57.99/23.69  																																														|-Branch two:
% 57.99/23.69  																																														| (484)  ~ (all_0_39_39 = e0)
% 57.99/23.69  																																														| (558) all_0_42_42 = e0 | all_0_47_47 = e0 | all_0_56_56 = e0
% 57.99/23.69  																																														|
% 57.99/23.69  																																															| Equations (471) can reduce 484 to:
% 57.99/23.69  																																															| (49)  ~ (e4 = e0)
% 57.99/23.69  																																															|
% 57.99/23.69  																																															+-Applying beta-rule and splitting (125), into two cases.
% 57.99/23.69  																																															|-Branch one:
% 57.99/23.69  																																															| (858) all_0_55_55 = e0
% 57.99/23.69  																																															|
% 57.99/23.69  																																																| Combining equations (587,858) yields a new equation:
% 57.99/23.69  																																																| (481) e4 = e0
% 57.99/23.69  																																																|
% 57.99/23.69  																																																| Simplifying 481 yields:
% 57.99/23.69  																																																| (397) e4 = e0
% 57.99/23.69  																																																|
% 57.99/23.69  																																																| Equations (397) can reduce 49 to:
% 57.99/23.69  																																																| (266) $false
% 57.99/23.69  																																																|
% 57.99/23.69  																																																|-The branch is then unsatisfiable
% 57.99/23.69  																																															|-Branch two:
% 57.99/23.69  																																															| (803)  ~ (all_0_55_55 = e0)
% 57.99/23.69  																																															| (863) all_0_56_56 = e0 | all_0_57_57 = e0 | all_0_58_58 = e0
% 57.99/23.69  																																															|
% 57.99/23.69  																																																| Equations (587) can reduce 803 to:
% 57.99/23.69  																																																| (49)  ~ (e4 = e0)
% 57.99/23.69  																																																|
% 57.99/23.69  																																																+-Applying beta-rule and splitting (75), into two cases.
% 57.99/23.69  																																																|-Branch one:
% 57.99/23.69  																																																| (485) all_0_40_40 = e0
% 57.99/23.69  																																																|
% 57.99/23.69  																																																	| Equations (485) can reduce 200 to:
% 57.99/23.69  																																																	| (486)  ~ (all_0_49_49 = e0)
% 57.99/23.69  																																																	|
% 57.99/23.69  																																																	| Simplifying 486 yields:
% 57.99/23.69  																																																	| (487)  ~ (all_0_49_49 = e0)
% 57.99/23.69  																																																	|
% 57.99/23.69  																																																	| Equations (485) can reduce 296 to:
% 57.99/23.69  																																																	| (365)  ~ (e2 = e0)
% 57.99/23.69  																																																	|
% 57.99/23.69  																																																	| Simplifying 365 yields:
% 57.99/23.69  																																																	| (128)  ~ (e2 = e0)
% 57.99/23.69  																																																	|
% 57.99/23.69  																																																	| Equations (485) can reduce 132 to:
% 57.99/23.69  																																																	| (435)  ~ (e1 = e0)
% 57.99/23.69  																																																	|
% 57.99/23.69  																																																	| Simplifying 435 yields:
% 57.99/23.69  																																																	| (233)  ~ (e1 = e0)
% 57.99/23.69  																																																	|
% 57.99/23.69  																																																	| From (485) and (234) follows:
% 57.99/23.69  																																																	| (3072) op(e4, e0) = e0
% 57.99/23.69  																																																	|
% 57.99/23.69  																																																	+-Applying beta-rule and splitting (189), into two cases.
% 57.99/23.69  																																																	|-Branch one:
% 57.99/23.69  																																																	| (532) all_0_44_44 = e3
% 57.99/23.69  																																																	|
% 57.99/23.69  																																																		| Combining equations (446,532) yields a new equation:
% 57.99/23.69  																																																		| (424) e4 = e3
% 57.99/23.69  																																																		|
% 57.99/23.69  																																																		| Simplifying 424 yields:
% 57.99/23.69  																																																		| (425) e4 = e3
% 57.99/23.69  																																																		|
% 57.99/23.69  																																																		| Equations (425) can reduce 188 to:
% 57.99/23.69  																																																		| (266) $false
% 57.99/23.69  																																																		|
% 57.99/23.69  																																																		|-The branch is then unsatisfiable
% 57.99/23.69  																																																	|-Branch two:
% 57.99/23.69  																																																	| (407)  ~ (all_0_44_44 = e3)
% 57.99/23.69  																																																	| (537) all_0_49_49 = e3 | all_0_53_53 = e3 | all_0_58_58 = e3
% 57.99/23.69  																																																	|
% 57.99/23.69  																																																		+-Applying beta-rule and splitting (863), into two cases.
% 57.99/23.69  																																																		|-Branch one:
% 57.99/23.69  																																																		| (679) all_0_56_56 = e0
% 57.99/23.69  																																																		|
% 57.99/23.69  																																																			| Equations (679) can reduce 466 to:
% 57.99/23.69  																																																			| (435)  ~ (e1 = e0)
% 57.99/23.69  																																																			|
% 57.99/23.69  																																																			| Simplifying 435 yields:
% 57.99/23.69  																																																			| (233)  ~ (e1 = e0)
% 57.99/23.69  																																																			|
% 57.99/23.69  																																																			+-Applying beta-rule and splitting (537), into two cases.
% 57.99/23.69  																																																			|-Branch one:
% 57.99/23.69  																																																			| (884) all_0_49_49 = e3
% 57.99/23.69  																																																			|
% 57.99/23.69  																																																				| Equations (884) can reduce 487 to:
% 57.99/23.69  																																																				| (80)  ~ (e3 = e0)
% 57.99/23.69  																																																				|
% 57.99/23.69  																																																				| From (884) and (55) follows:
% 57.99/23.69  																																																				| (1581) op(e2, e0) = e3
% 57.99/23.69  																																																				|
% 57.99/23.69  																																																				+-Applying beta-rule and splitting (56), into two cases.
% 57.99/23.69  																																																				|-Branch one:
% 57.99/23.69  																																																				| (696) unit = e2
% 57.99/23.69  																																																				|
% 57.99/23.69  																																																					| From (696) and (209) follows:
% 57.99/23.69  																																																					| (7585) op(e2, e0) = e0
% 57.99/23.69  																																																					|
% 57.99/23.69  																																																					| Instantiating formula (29) with e2, e0, e0, e3 and discharging atoms op(e2, e0) = e3, op(e2, e0) = e0, yields:
% 57.99/23.69  																																																					| (676) e3 = e0
% 57.99/23.69  																																																					|
% 57.99/23.69  																																																					| Equations (676) can reduce 80 to:
% 57.99/23.69  																																																					| (266) $false
% 57.99/23.69  																																																					|
% 57.99/23.69  																																																					|-The branch is then unsatisfiable
% 57.99/23.69  																																																				|-Branch two:
% 57.99/23.69  																																																				| (707)  ~ (unit = e2)
% 57.99/23.69  																																																				| (708) unit = e4 | unit = e3 | unit = e1 | unit = e0
% 57.99/23.69  																																																				|
% 57.99/23.69  																																																					+-Applying beta-rule and splitting (708), into two cases.
% 57.99/23.69  																																																					|-Branch one:
% 57.99/23.69  																																																					| (709) unit = e4
% 57.99/23.69  																																																					|
% 57.99/23.69  																																																						| From (709) and (227) follows:
% 57.99/23.69  																																																						| (710) op(e4, e4) = e4
% 57.99/23.69  																																																						|
% 57.99/23.69  																																																						| From (709) and (40) follows:
% 57.99/23.69  																																																						| (711) op(e3, e4) = e3
% 57.99/23.69  																																																						|
% 57.99/23.69  																																																						| From (709) and (32) follows:
% 57.99/23.69  																																																						| (712) op(e2, e4) = e2
% 57.99/23.69  																																																						|
% 57.99/23.69  																																																						| From (709) and (42) follows:
% 57.99/23.69  																																																						| (713) op(e0, e4) = e0
% 57.99/23.69  																																																						|
% 57.99/23.69  																																																						| Instantiating formula (29) with e4, e4, e4, e1 and discharging atoms op(e4, e4) = e4, op(e4, e4) = e1, yields:
% 57.99/23.69  																																																						| (630) e4 = e1
% 57.99/23.69  																																																						|
% 57.99/23.69  																																																						| Instantiating formula (29) with e3, e4, e3, e2 and discharging atoms op(e3, e4) = e3, op(e3, e4) = e2, yields:
% 57.99/23.69  																																																						| (662) e3 = e2
% 57.99/23.69  																																																						|
% 57.99/23.69  																																																						| Instantiating formula (29) with e2, e4, e2, e4 and discharging atoms op(e2, e4) = e4, op(e2, e4) = e2, yields:
% 57.99/23.69  																																																						| (323) e4 = e2
% 57.99/23.69  																																																						|
% 57.99/23.69  																																																						| Instantiating formula (29) with e0, e4, e0, e3 and discharging atoms op(e0, e4) = e3, op(e0, e4) = e0, yields:
% 57.99/23.69  																																																						| (676) e3 = e0
% 57.99/23.69  																																																						|
% 57.99/23.69  																																																						| Combining equations (323,630) yields a new equation:
% 57.99/23.69  																																																						| (616) e2 = e1
% 57.99/23.69  																																																						|
% 57.99/23.69  																																																						| Simplifying 616 yields:
% 57.99/23.69  																																																						| (617) e2 = e1
% 58.03/23.69  																																																						|
% 58.03/23.69  																																																						| Combining equations (662,676) yields a new equation:
% 58.03/23.69  																																																						| (391) e2 = e0
% 58.03/23.69  																																																						|
% 58.03/23.69  																																																						| Simplifying 391 yields:
% 58.03/23.69  																																																						| (330) e2 = e0
% 58.03/23.69  																																																						|
% 58.03/23.69  																																																						| Combining equations (330,617) yields a new equation:
% 58.03/23.69  																																																						| (431) e1 = e0
% 58.03/23.69  																																																						|
% 58.03/23.69  																																																						| Equations (431) can reduce 233 to:
% 58.03/23.69  																																																						| (266) $false
% 58.03/23.69  																																																						|
% 58.03/23.69  																																																						|-The branch is then unsatisfiable
% 58.03/23.69  																																																					|-Branch two:
% 58.03/23.69  																																																					| (724)  ~ (unit = e4)
% 58.03/23.69  																																																					| (725) unit = e3 | unit = e1 | unit = e0
% 58.03/23.69  																																																					|
% 58.03/23.69  																																																						+-Applying beta-rule and splitting (725), into two cases.
% 58.03/23.69  																																																						|-Branch one:
% 58.03/23.69  																																																						| (726) unit = e0
% 58.03/23.69  																																																						|
% 58.03/23.69  																																																							| From (726) and (24) follows:
% 58.03/23.69  																																																							| (2208) op(e0, e3) = e3
% 58.03/23.69  																																																							|
% 58.03/23.69  																																																							| From (726) and (211) follows:
% 58.03/23.69  																																																							| (15180) op(e0, e1) = e1
% 58.03/23.69  																																																							|
% 58.03/23.69  																																																							| From (726) and (227) follows:
% 58.03/23.69  																																																							| (3205) op(e4, e0) = e4
% 58.03/23.69  																																																							|
% 58.03/23.69  																																																							| From (726) and (32) follows:
% 58.03/23.69  																																																							| (727) op(e2, e0) = e2
% 58.03/23.69  																																																							|
% 58.03/23.69  																																																							| Instantiating formula (29) with e4, e0, e4, e0 and discharging atoms op(e4, e0) = e4, op(e4, e0) = e0, yields:
% 58.03/23.69  																																																							| (397) e4 = e0
% 58.03/23.69  																																																							|
% 58.03/23.69  																																																							| Instantiating formula (29) with e2, e0, e2, e3 and discharging atoms op(e2, e0) = e3, op(e2, e0) = e2, yields:
% 58.03/23.69  																																																							| (662) e3 = e2
% 58.03/23.69  																																																							|
% 58.03/23.69  																																																							| Instantiating formula (29) with e0, e3, e3, e4 and discharging atoms op(e0, e3) = e4, op(e0, e3) = e3, yields:
% 58.03/23.69  																																																							| (425) e4 = e3
% 58.03/23.69  																																																							|
% 58.03/23.69  																																																							| Instantiating formula (29) with e0, e1, e1, e2 and discharging atoms op(e0, e1) = e2, op(e0, e1) = e1, yields:
% 58.03/23.69  																																																							| (617) e2 = e1
% 58.03/23.69  																																																							|
% 58.03/23.69  																																																							| Combining equations (397,425) yields a new equation:
% 58.03/23.69  																																																							| (676) e3 = e0
% 58.03/23.69  																																																							|
% 58.03/23.69  																																																							| Combining equations (676,662) yields a new equation:
% 58.03/23.69  																																																							| (330) e2 = e0
% 58.03/23.69  																																																							|
% 58.03/23.69  																																																							| Combining equations (617,330) yields a new equation:
% 58.03/23.69  																																																							| (546) e1 = e0
% 58.03/23.69  																																																							|
% 58.03/23.69  																																																							| Simplifying 546 yields:
% 58.03/23.69  																																																							| (431) e1 = e0
% 58.03/23.69  																																																							|
% 58.03/23.69  																																																							| Equations (431) can reduce 233 to:
% 58.03/23.69  																																																							| (266) $false
% 58.03/23.69  																																																							|
% 58.03/23.69  																																																							|-The branch is then unsatisfiable
% 58.03/23.69  																																																						|-Branch two:
% 58.03/23.69  																																																						| (734)  ~ (unit = e0)
% 58.03/23.69  																																																						| (735) unit = e3 | unit = e1
% 58.03/23.69  																																																						|
% 58.03/23.69  																																																							+-Applying beta-rule and splitting (735), into two cases.
% 58.03/23.69  																																																							|-Branch one:
% 58.03/23.69  																																																							| (736) unit = e1
% 58.03/23.69  																																																							|
% 58.03/23.69  																																																								| Equations (736) can reduce 734 to:
% 58.03/23.69  																																																								| (233)  ~ (e1 = e0)
% 58.03/23.69  																																																								|
% 58.03/23.69  																																																								| From (736) and (15) follows:
% 58.03/23.69  																																																								| (515) op(e1, e2) = e2
% 58.03/23.69  																																																								|
% 58.03/23.69  																																																								| From (736) and (42) follows:
% 58.03/23.69  																																																								| (3221) op(e0, e1) = e0
% 58.03/23.69  																																																								|
% 58.03/23.69  																																																								| Instantiating formula (29) with e1, e2, e2, e1 and discharging atoms op(e1, e2) = e2, op(e1, e2) = e1, yields:
% 58.03/23.69  																																																								| (617) e2 = e1
% 58.03/23.69  																																																								|
% 58.03/23.69  																																																								| Instantiating formula (29) with e0, e1, e0, e2 and discharging atoms op(e0, e1) = e2, op(e0, e1) = e0, yields:
% 58.03/23.69  																																																								| (330) e2 = e0
% 58.03/23.69  																																																								|
% 58.03/23.69  																																																								| Combining equations (617,330) yields a new equation:
% 58.03/23.69  																																																								| (546) e1 = e0
% 58.03/23.69  																																																								|
% 58.03/23.69  																																																								| Simplifying 546 yields:
% 58.03/23.69  																																																								| (431) e1 = e0
% 58.03/23.69  																																																								|
% 58.03/23.69  																																																								| Equations (431) can reduce 233 to:
% 58.03/23.69  																																																								| (266) $false
% 58.03/23.69  																																																								|
% 58.03/23.69  																																																								|-The branch is then unsatisfiable
% 58.03/23.69  																																																							|-Branch two:
% 58.03/23.69  																																																							| (748)  ~ (unit = e1)
% 58.03/23.70  																																																							| (749) unit = e3
% 58.03/23.70  																																																							|
% 58.03/23.70  																																																								| From (749) and (244) follows:
% 58.03/23.70  																																																								| (750) op(e3, e4) = e4
% 58.03/23.70  																																																								|
% 58.03/23.70  																																																								| From (749) and (15) follows:
% 58.03/23.70  																																																								| (751) op(e3, e2) = e2
% 58.03/23.70  																																																								|
% 58.03/23.70  																																																								| From (749) and (28) follows:
% 58.03/23.70  																																																								| (2235) op(e1, e3) = e1
% 58.03/23.70  																																																								|
% 58.03/23.70  																																																								| From (749) and (42) follows:
% 58.03/23.70  																																																								| (752) op(e0, e3) = e0
% 58.03/23.70  																																																								|
% 58.03/23.70  																																																								| Instantiating formula (29) with e3, e4, e4, e2 and discharging atoms op(e3, e4) = e4, op(e3, e4) = e2, yields:
% 58.03/23.70  																																																								| (323) e4 = e2
% 58.03/23.70  																																																								|
% 58.03/23.70  																																																								| Instantiating formula (29) with e3, e2, e2, e3 and discharging atoms op(e3, e2) = e3, op(e3, e2) = e2, yields:
% 58.03/23.70  																																																								| (662) e3 = e2
% 58.03/23.70  																																																								|
% 58.03/23.70  																																																								| Instantiating formula (29) with e1, e3, e1, e3 and discharging atoms op(e1, e3) = e3, op(e1, e3) = e1, yields:
% 58.03/23.70  																																																								| (455) e3 = e1
% 58.03/23.70  																																																								|
% 58.03/23.70  																																																								| Instantiating formula (29) with e0, e3, e0, e4 and discharging atoms op(e0, e3) = e4, op(e0, e3) = e0, yields:
% 58.03/23.70  																																																								| (397) e4 = e0
% 58.03/23.70  																																																								|
% 58.03/23.70  																																																								| Combining equations (397,323) yields a new equation:
% 58.03/23.70  																																																								| (330) e2 = e0
% 58.03/23.70  																																																								|
% 58.03/23.70  																																																								| Combining equations (662,455) yields a new equation:
% 58.03/23.70  																																																								| (616) e2 = e1
% 58.03/23.70  																																																								|
% 58.03/23.70  																																																								| Simplifying 616 yields:
% 58.03/23.70  																																																								| (617) e2 = e1
% 58.03/23.70  																																																								|
% 58.03/23.70  																																																								| Combining equations (617,330) yields a new equation:
% 58.03/23.70  																																																								| (546) e1 = e0
% 58.03/23.70  																																																								|
% 58.03/23.70  																																																								| Simplifying 546 yields:
% 58.03/23.70  																																																								| (431) e1 = e0
% 58.03/23.70  																																																								|
% 58.03/23.70  																																																								| Equations (431) can reduce 233 to:
% 58.03/23.70  																																																								| (266) $false
% 58.03/23.70  																																																								|
% 58.03/23.70  																																																								|-The branch is then unsatisfiable
% 58.03/23.70  																																																			|-Branch two:
% 58.03/23.70  																																																			| (525)  ~ (all_0_49_49 = e3)
% 58.03/23.70  																																																			| (887) all_0_53_53 = e3 | all_0_58_58 = e3
% 58.03/23.70  																																																			|
% 58.03/23.70  																																																				+-Applying beta-rule and splitting (887), into two cases.
% 58.03/23.70  																																																				|-Branch one:
% 58.03/23.70  																																																				| (665) all_0_53_53 = e3
% 58.03/23.70  																																																				|
% 58.03/23.70  																																																					| Combining equations (607,665) yields a new equation:
% 58.03/23.70  																																																					| (662) e3 = e2
% 58.03/23.70  																																																					|
% 58.03/23.70  																																																					| Equations (662) can reduce 212 to:
% 58.03/23.70  																																																					| (266) $false
% 58.03/23.70  																																																					|
% 58.03/23.70  																																																					|-The branch is then unsatisfiable
% 58.03/23.70  																																																				|-Branch two:
% 58.03/23.70  																																																				| (903)  ~ (all_0_53_53 = e3)
% 58.03/23.70  																																																				| (795) all_0_58_58 = e3
% 58.03/23.70  																																																				|
% 58.03/23.70  																																																					| Combining equations (795,918) yields a new equation:
% 58.03/23.70  																																																					| (454) e3 = e1
% 58.03/23.70  																																																					|
% 58.03/23.70  																																																					| Simplifying 454 yields:
% 58.03/23.70  																																																					| (455) e3 = e1
% 58.03/23.70  																																																					|
% 58.03/23.70  																																																					| Equations (455) can reduce 213 to:
% 58.03/23.70  																																																					| (266) $false
% 58.03/23.70  																																																					|
% 58.03/23.70  																																																					|-The branch is then unsatisfiable
% 58.03/23.70  																																																		|-Branch two:
% 58.03/23.70  																																																		| (828)  ~ (all_0_56_56 = e0)
% 58.03/23.70  																																																		| (924) all_0_57_57 = e0 | all_0_58_58 = e0
% 58.03/23.70  																																																		|
% 58.03/23.70  																																																			+-Applying beta-rule and splitting (924), into two cases.
% 58.03/23.70  																																																			|-Branch one:
% 58.03/23.70  																																																			| (875) all_0_57_57 = e0
% 58.03/23.70  																																																			|
% 58.03/23.70  																																																				| Combining equations (442,875) yields a new equation:
% 58.03/23.70  																																																				| (391) e2 = e0
% 58.03/23.70  																																																				|
% 58.03/23.70  																																																				| Simplifying 391 yields:
% 58.03/23.70  																																																				| (330) e2 = e0
% 58.03/23.70  																																																				|
% 58.03/23.70  																																																				| Equations (330) can reduce 128 to:
% 58.03/23.70  																																																				| (266) $false
% 58.03/23.70  																																																				|
% 58.03/23.70  																																																				|-The branch is then unsatisfiable
% 58.03/23.70  																																																			|-Branch two:
% 58.03/23.70  																																																			| (364)  ~ (all_0_57_57 = e0)
% 58.03/23.70  																																																			| (914) all_0_58_58 = e0
% 58.03/23.70  																																																			|
% 58.03/23.70  																																																				| Combining equations (914,918) yields a new equation:
% 58.03/23.70  																																																				| (431) e1 = e0
% 58.03/23.70  																																																				|
% 58.03/23.70  																																																				| Equations (431) can reduce 233 to:
% 58.03/23.70  																																																				| (266) $false
% 58.03/23.70  																																																				|
% 58.03/23.70  																																																				|-The branch is then unsatisfiable
% 58.03/23.70  																																																|-Branch two:
% 58.03/23.70  																																																| (1401)  ~ (all_0_40_40 = e0)
% 58.03/23.70  																																																| (1748) all_0_44_44 = e0 | all_0_49_49 = e0 | all_0_58_58 = e0
% 58.03/23.70  																																																|
% 58.03/23.70  																																																	+-Applying beta-rule and splitting (333), into two cases.
% 58.03/23.70  																																																	|-Branch one:
% 58.03/23.70  																																																	| (480) all_0_39_39 = e0
% 58.03/23.70  																																																	|
% 58.03/23.70  																																																		| Combining equations (480,471) yields a new equation:
% 58.03/23.70  																																																		| (397) e4 = e0
% 58.03/23.70  																																																		|
% 58.03/23.70  																																																		| Equations (397) can reduce 49 to:
% 58.03/23.70  																																																		| (266) $false
% 58.03/23.70  																																																		|
% 58.03/23.70  																																																		|-The branch is then unsatisfiable
% 58.03/23.70  																																																	|-Branch two:
% 58.03/23.70  																																																	| (484)  ~ (all_0_39_39 = e0)
% 58.03/23.70  																																																	| (485) all_0_40_40 = e0
% 58.03/23.70  																																																	|
% 58.03/23.70  																																																		| Equations (485) can reduce 1401 to:
% 58.03/23.70  																																																		| (266) $false
% 58.03/23.70  																																																		|
% 58.03/23.70  																																																		|-The branch is then unsatisfiable
% 58.03/23.70  																																													|-Branch two:
% 58.03/23.70  																																													| (1377)  ~ (all_0_39_39 = e4)
% 58.03/23.70  																																													| (2115) all_0_42_42 = e4 | all_0_47_47 = e4 | all_0_51_51 = e4 | all_0_56_56 = e4
% 58.03/23.70  																																													|
% 58.03/23.70  																																														+-Applying beta-rule and splitting (326), into two cases.
% 58.03/23.70  																																														|-Branch one:
% 58.03/23.70  																																														| (471) all_0_39_39 = e4
% 58.03/23.70  																																														|
% 58.03/23.70  																																															| Equations (471) can reduce 1377 to:
% 58.03/23.70  																																															| (266) $false
% 58.03/23.70  																																															|
% 58.03/23.70  																																															|-The branch is then unsatisfiable
% 58.03/23.70  																																														|-Branch two:
% 58.03/23.70  																																														| (1377)  ~ (all_0_39_39 = e4)
% 58.03/23.70  																																														| (1378) all_0_40_40 = e4
% 58.03/23.70  																																														|
% 58.03/23.70  																																															| Equations (1378) can reduce 447 to:
% 58.03/23.70  																																															| (266) $false
% 58.03/23.70  																																															|
% 58.03/23.70  																																															|-The branch is then unsatisfiable
% 58.03/23.70  																																												|-Branch two:
% 58.03/23.70  																																												| (1390)  ~ (all_0_44_44 = e4)
% 58.03/23.70  																																												| (1391) all_0_44_44 = e3 | all_0_44_44 = e1 | all_0_44_44 = e0
% 58.03/23.70  																																												|
% 58.03/23.70  																																													+-Applying beta-rule and splitting (64), into two cases.
% 58.03/23.70  																																													|-Branch one:
% 58.03/23.70  																																													| (437) all_0_41_41 = e4
% 58.03/23.70  																																													|
% 58.03/23.70  																																														| Combining equations (437,453) yields a new equation:
% 58.03/23.70  																																														| (636) e4 = e1
% 58.03/23.70  																																														|
% 58.03/23.70  																																														| Simplifying 636 yields:
% 58.03/23.70  																																														| (630) e4 = e1
% 58.03/23.70  																																														|
% 58.03/23.70  																																														| Equations (630) can reduce 110 to:
% 58.03/23.70  																																														| (266) $false
% 58.03/23.70  																																														|
% 58.03/23.70  																																														|-The branch is then unsatisfiable
% 58.03/23.70  																																													|-Branch two:
% 58.03/23.70  																																													| (440)  ~ (all_0_41_41 = e4)
% 58.03/23.70  																																													| (441) all_0_42_42 = e4 | all_0_43_43 = e4 | all_0_44_44 = e4
% 58.03/23.70  																																													|
% 58.03/23.70  																																														| Equations (453) can reduce 440 to:
% 58.03/23.70  																																														| (602)  ~ (e4 = e1)
% 58.03/23.70  																																														|
% 58.03/23.70  																																														| Simplifying 602 yields:
% 58.03/23.70  																																														| (110)  ~ (e4 = e1)
% 58.03/23.70  																																														|
% 58.03/23.70  																																														+-Applying beta-rule and splitting (189), into two cases.
% 58.03/23.70  																																														|-Branch one:
% 58.03/23.70  																																														| (532) all_0_44_44 = e3
% 58.03/23.70  																																														|
% 58.03/23.70  																																															| Equations (532) can reduce 407 to:
% 58.03/23.70  																																															| (266) $false
% 58.03/23.70  																																															|
% 58.03/23.70  																																															|-The branch is then unsatisfiable
% 58.03/23.70  																																														|-Branch two:
% 58.03/23.70  																																														| (407)  ~ (all_0_44_44 = e3)
% 58.03/23.70  																																														| (537) all_0_49_49 = e3 | all_0_53_53 = e3 | all_0_58_58 = e3
% 58.03/23.70  																																														|
% 58.03/23.70  																																															+-Applying beta-rule and splitting (537), into two cases.
% 58.03/23.70  																																															|-Branch one:
% 58.03/23.70  																																															| (884) all_0_49_49 = e3
% 58.03/23.70  																																															|
% 58.03/23.70  																																																| Equations (884) can reduce 256 to:
% 58.03/23.70  																																																| (277)  ~ (e4 = e3)
% 58.03/23.70  																																																|
% 58.03/23.70  																																																| Simplifying 277 yields:
% 58.03/23.70  																																																| (188)  ~ (e4 = e3)
% 58.03/23.70  																																																|
% 58.03/23.70  																																																+-Applying beta-rule and splitting (150), into two cases.
% 58.03/23.70  																																																|-Branch one:
% 58.03/23.70  																																																| (1378) all_0_40_40 = e4
% 58.03/23.70  																																																|
% 58.03/23.70  																																																	| Equations (1378) can reduce 176 to:
% 58.03/23.70  																																																	| (1377)  ~ (all_0_39_39 = e4)
% 58.03/23.70  																																																	|
% 58.03/23.70  																																																	+-Applying beta-rule and splitting (836), into two cases.
% 58.03/23.70  																																																	|-Branch one:
% 58.03/23.70  																																																	| (842) all_0_56_56 = e4
% 58.03/23.70  																																																	|
% 58.03/23.70  																																																		| Equations (842) can reduce 477 to:
% 58.03/23.70  																																																		| (266) $false
% 58.03/23.70  																																																		|
% 58.03/23.70  																																																		|-The branch is then unsatisfiable
% 58.03/23.70  																																																	|-Branch two:
% 58.03/23.70  																																																	| (477)  ~ (all_0_56_56 = e4)
% 58.03/23.70  																																																	| (845) all_0_56_56 = e3 | all_0_56_56 = e1 | all_0_56_56 = e0
% 58.03/23.70  																																																	|
% 58.03/23.70  																																																		+-Applying beta-rule and splitting (845), into two cases.
% 58.03/23.70  																																																		|-Branch one:
% 58.03/23.70  																																																		| (679) all_0_56_56 = e0
% 58.03/23.70  																																																		|
% 58.03/23.70  																																																			| Equations (679) can reduce 154 to:
% 58.03/23.70  																																																			| (484)  ~ (all_0_39_39 = e0)
% 58.03/23.70  																																																			|
% 58.03/23.70  																																																			+-Applying beta-rule and splitting (320), into two cases.
% 58.03/23.70  																																																			|-Branch one:
% 58.03/23.70  																																																			| (471) all_0_39_39 = e4
% 58.03/23.70  																																																			|
% 58.03/23.70  																																																				| Equations (471) can reduce 1377 to:
% 58.03/23.70  																																																				| (266) $false
% 58.03/23.70  																																																				|
% 58.03/23.70  																																																				|-The branch is then unsatisfiable
% 58.03/23.70  																																																			|-Branch two:
% 58.03/23.70  																																																			| (1377)  ~ (all_0_39_39 = e4)
% 58.03/23.70  																																																			| (480) all_0_39_39 = e0
% 58.03/23.70  																																																			|
% 58.03/23.70  																																																				| Equations (480) can reduce 484 to:
% 58.03/23.70  																																																				| (266) $false
% 58.03/23.70  																																																				|
% 58.03/23.70  																																																				|-The branch is then unsatisfiable
% 58.03/23.70  																																																		|-Branch two:
% 58.03/23.70  																																																		| (828)  ~ (all_0_56_56 = e0)
% 58.03/23.70  																																																		| (3172) all_0_56_56 = e3 | all_0_56_56 = e1
% 58.03/23.70  																																																		|
% 58.03/23.70  																																																			+-Applying beta-rule and splitting (3172), into two cases.
% 58.03/23.70  																																																			|-Branch one:
% 58.03/23.70  																																																			| (1569) all_0_56_56 = e1
% 58.03/23.70  																																																			|
% 58.03/23.70  																																																				| Equations (1569) can reduce 466 to:
% 58.03/23.70  																																																				| (266) $false
% 58.03/23.70  																																																				|
% 58.03/23.70  																																																				|-The branch is then unsatisfiable
% 58.03/23.70  																																																			|-Branch two:
% 58.03/23.70  																																																			| (466)  ~ (all_0_56_56 = e1)
% 58.03/23.70  																																																			| (1097) all_0_56_56 = e3
% 58.03/23.70  																																																			|
% 58.03/23.70  																																																				| Equations (1097) can reduce 272 to:
% 58.03/23.70  																																																				| (266) $false
% 58.03/23.70  																																																				|
% 58.03/23.70  																																																				|-The branch is then unsatisfiable
% 58.03/23.70  																																																|-Branch two:
% 58.03/23.70  																																																| (447)  ~ (all_0_40_40 = e4)
% 58.03/23.70  																																																| (2271) all_0_44_44 = e4 | all_0_49_49 = e4 | all_0_53_53 = e4 | all_0_58_58 = e4
% 58.03/23.70  																																																|
% 58.03/23.70  																																																	+-Applying beta-rule and splitting (2271), into two cases.
% 58.03/23.70  																																																	|-Branch one:
% 58.03/23.70  																																																	| (446) all_0_44_44 = e4
% 58.03/23.70  																																																	|
% 58.03/23.70  																																																		| Equations (446) can reduce 1390 to:
% 58.03/23.70  																																																		| (266) $false
% 58.03/23.70  																																																		|
% 58.03/23.70  																																																		|-The branch is then unsatisfiable
% 58.03/23.70  																																																	|-Branch two:
% 58.03/23.70  																																																	| (1390)  ~ (all_0_44_44 = e4)
% 58.03/23.70  																																																	| (7998) all_0_49_49 = e4 | all_0_53_53 = e4 | all_0_58_58 = e4
% 58.03/23.70  																																																	|
% 58.03/23.70  																																																		+-Applying beta-rule and splitting (7998), into two cases.
% 58.03/23.70  																																																		|-Branch one:
% 58.03/23.70  																																																		| (974) all_0_49_49 = e4
% 58.03/23.70  																																																		|
% 58.03/23.70  																																																			| Combining equations (884,974) yields a new equation:
% 58.03/23.70  																																																			| (425) e4 = e3
% 58.03/23.70  																																																			|
% 58.03/23.70  																																																			| Equations (425) can reduce 188 to:
% 58.03/23.70  																																																			| (266) $false
% 58.03/23.70  																																																			|
% 58.03/23.70  																																																			|-The branch is then unsatisfiable
% 58.03/23.70  																																																		|-Branch two:
% 58.03/23.70  																																																		| (256)  ~ (all_0_49_49 = e4)
% 58.03/23.70  																																																		| (8013) all_0_53_53 = e4 | all_0_58_58 = e4
% 58.03/23.70  																																																		|
% 58.03/23.70  																																																			+-Applying beta-rule and splitting (8013), into two cases.
% 58.03/23.70  																																																			|-Branch one:
% 58.03/23.70  																																																			| (1298) all_0_53_53 = e4
% 58.03/23.70  																																																			|
% 58.03/23.70  																																																				| Combining equations (607,1298) yields a new equation:
% 58.03/23.70  																																																				| (323) e4 = e2
% 58.03/23.70  																																																				|
% 58.03/23.70  																																																				| Equations (323) can reduce 48 to:
% 58.03/23.70  																																																				| (266) $false
% 58.03/23.70  																																																				|
% 58.03/23.70  																																																				|-The branch is then unsatisfiable
% 58.03/23.70  																																																			|-Branch two:
% 58.03/23.70  																																																			| (1453)  ~ (all_0_53_53 = e4)
% 58.03/23.70  																																																			| (910) all_0_58_58 = e4
% 58.03/23.70  																																																			|
% 58.03/23.70  																																																				| Combining equations (910,918) yields a new equation:
% 58.03/23.70  																																																				| (636) e4 = e1
% 58.03/23.70  																																																				|
% 58.03/23.70  																																																				| Simplifying 636 yields:
% 58.03/23.70  																																																				| (630) e4 = e1
% 58.03/23.70  																																																				|
% 58.03/23.70  																																																				| Equations (630) can reduce 110 to:
% 58.03/23.70  																																																				| (266) $false
% 58.03/23.70  																																																				|
% 58.03/23.70  																																																				|-The branch is then unsatisfiable
% 58.03/23.70  																																															|-Branch two:
% 58.03/23.70  																																															| (525)  ~ (all_0_49_49 = e3)
% 58.03/23.70  																																															| (887) all_0_53_53 = e3 | all_0_58_58 = e3
% 58.03/23.70  																																															|
% 58.03/23.70  																																																+-Applying beta-rule and splitting (887), into two cases.
% 58.03/23.70  																																																|-Branch one:
% 58.03/23.70  																																																| (665) all_0_53_53 = e3
% 58.03/23.70  																																																|
% 58.03/23.70  																																																	| Combining equations (607,665) yields a new equation:
% 58.03/23.70  																																																	| (662) e3 = e2
% 58.03/23.70  																																																	|
% 58.03/23.70  																																																	| Equations (662) can reduce 212 to:
% 58.03/23.70  																																																	| (266) $false
% 58.03/23.70  																																																	|
% 58.03/23.70  																																																	|-The branch is then unsatisfiable
% 58.03/23.70  																																																|-Branch two:
% 58.03/23.70  																																																| (903)  ~ (all_0_53_53 = e3)
% 58.03/23.70  																																																| (795) all_0_58_58 = e3
% 58.03/23.70  																																																|
% 58.03/23.70  																																																	| Combining equations (795,918) yields a new equation:
% 58.03/23.70  																																																	| (454) e3 = e1
% 58.03/23.70  																																																	|
% 58.03/23.70  																																																	| Simplifying 454 yields:
% 58.03/23.70  																																																	| (455) e3 = e1
% 58.03/23.70  																																																	|
% 58.03/23.70  																																																	| Equations (455) can reduce 213 to:
% 58.03/23.70  																																																	| (266) $false
% 58.03/23.70  																																																	|
% 58.03/23.70  																																																	|-The branch is then unsatisfiable
% 58.03/23.70  																																											|-Branch two:
% 58.03/23.70  																																											| (405)  ~ (all_0_42_42 = e3)
% 58.03/23.70  																																											| (521) all_0_47_47 = e3 | all_0_51_51 = e3 | all_0_56_56 = e3
% 58.03/23.70  																																											|
% 58.03/23.70  																																												+-Applying beta-rule and splitting (521), into two cases.
% 58.03/23.70  																																												|-Branch one:
% 58.03/23.70  																																												| (522) all_0_47_47 = e3
% 58.03/23.70  																																												|
% 58.03/23.70  																																													| Combining equations (522,1105) yields a new equation:
% 58.03/23.70  																																													| (661) e3 = e2
% 58.03/23.70  																																													|
% 58.03/23.70  																																													| Simplifying 661 yields:
% 58.03/23.70  																																													| (662) e3 = e2
% 58.03/23.70  																																													|
% 58.03/23.70  																																													| Equations (662) can reduce 212 to:
% 58.03/23.70  																																													| (266) $false
% 58.03/23.70  																																													|
% 58.03/23.70  																																													|-The branch is then unsatisfiable
% 58.03/23.70  																																												|-Branch two:
% 58.03/23.70  																																												| (1091)  ~ (all_0_47_47 = e3)
% 58.03/23.70  																																												| (1092) all_0_51_51 = e3 | all_0_56_56 = e3
% 58.03/23.70  																																												|
% 58.03/23.70  																																													+-Applying beta-rule and splitting (1092), into two cases.
% 58.03/23.70  																																													|-Branch one:
% 58.03/23.70  																																													| (660) all_0_51_51 = e3
% 58.03/23.70  																																													|
% 58.03/23.70  																																														| Combining equations (1109,660) yields a new equation:
% 58.03/23.70  																																														| (455) e3 = e1
% 58.03/23.70  																																														|
% 58.03/23.70  																																														| Equations (455) can reduce 213 to:
% 58.03/23.70  																																														| (266) $false
% 58.03/23.70  																																														|
% 58.03/23.70  																																														|-The branch is then unsatisfiable
% 58.03/23.70  																																													|-Branch two:
% 58.03/23.70  																																													| (664)  ~ (all_0_51_51 = e3)
% 58.03/23.70  																																													| (1097) all_0_56_56 = e3
% 58.03/23.70  																																													|
% 58.03/23.70  																																														| Equations (1097) can reduce 272 to:
% 58.03/23.70  																																														| (266) $false
% 58.03/23.70  																																														|
% 58.03/23.70  																																														|-The branch is then unsatisfiable
% 58.03/23.70  																																							|-Branch two:
% 58.03/23.70  																																							| (338)  ~ (all_0_47_47 = e2)
% 58.03/23.70  																																							| (10761) all_0_48_48 = e2 | all_0_49_49 = e2
% 58.03/23.70  																																							|
% 58.03/23.70  																																								+-Applying beta-rule and splitting (10761), into two cases.
% 58.03/23.70  																																								|-Branch one:
% 58.03/23.70  																																								| (335) all_0_48_48 = e2
% 58.03/23.70  																																								|
% 58.03/23.70  																																									| Combining equations (335,615) yields a new equation:
% 58.03/23.70  																																									| (616) e2 = e1
% 58.03/23.70  																																									|
% 58.03/23.70  																																									| Simplifying 616 yields:
% 58.03/23.70  																																									| (617) e2 = e1
% 58.03/23.70  																																									|
% 58.03/23.70  																																									| Equations (617) can reduce 122 to:
% 58.03/23.70  																																									| (266) $false
% 58.03/23.70  																																									|
% 58.03/23.70  																																									|-The branch is then unsatisfiable
% 58.03/23.70  																																								|-Branch two:
% 58.03/23.70  																																								| (810)  ~ (all_0_48_48 = e2)
% 58.03/23.70  																																								| (583) all_0_49_49 = e2
% 58.03/23.70  																																								|
% 58.03/23.70  																																									| Equations (583) can reduce 340 to:
% 58.03/23.70  																																									| (266) $false
% 58.03/23.70  																																									|
% 58.03/23.70  																																									|-The branch is then unsatisfiable
% 58.03/23.70  																																						|-Branch two:
% 58.03/23.70  																																						| (464)  ~ (all_0_51_51 = e1)
% 58.03/23.70  																																						| (1202) all_0_52_52 = e1 | all_0_53_53 = e1
% 58.03/23.70  																																						|
% 58.03/23.70  																																							+-Applying beta-rule and splitting (54), into two cases.
% 58.03/23.70  																																							|-Branch one:
% 58.03/23.70  																																							| (583) all_0_49_49 = e2
% 58.03/23.70  																																							|
% 58.03/23.70  																																								| Equations (583) can reduce 340 to:
% 58.03/23.70  																																								| (266) $false
% 58.03/23.70  																																								|
% 58.03/23.70  																																								|-The branch is then unsatisfiable
% 58.03/23.70  																																							|-Branch two:
% 58.03/23.70  																																							| (340)  ~ (all_0_49_49 = e2)
% 58.03/23.70  																																							| (586) all_0_49_49 = e4 | all_0_49_49 = e3 | all_0_49_49 = e1 | all_0_49_49 = e0
% 58.03/23.70  																																							|
% 58.03/23.70  																																								+-Applying beta-rule and splitting (10171), into two cases.
% 58.03/23.70  																																								|-Branch one:
% 58.03/23.70  																																								| (1105) all_0_47_47 = e2
% 58.03/23.70  																																								|
% 58.03/23.70  																																									| Equations (1105) can reduce 462 to:
% 58.03/23.70  																																									| (122)  ~ (e2 = e1)
% 58.03/23.70  																																									|
% 58.03/23.70  																																									+-Applying beta-rule and splitting (1202), into two cases.
% 58.03/23.70  																																									|-Branch one:
% 58.03/23.70  																																									| (642) all_0_52_52 = e1
% 58.03/23.70  																																									|
% 58.03/23.70  																																										| Combining equations (565,642) yields a new equation:
% 58.03/23.70  																																										| (636) e4 = e1
% 58.03/23.70  																																										|
% 58.03/23.70  																																										| Simplifying 636 yields:
% 58.03/23.70  																																										| (630) e4 = e1
% 58.03/23.70  																																										|
% 58.03/23.70  																																										| Equations (630) can reduce 110 to:
% 58.03/23.70  																																										| (266) $false
% 58.03/23.70  																																										|
% 58.03/23.70  																																										|-The branch is then unsatisfiable
% 58.03/23.70  																																									|-Branch two:
% 58.03/23.70  																																									| (646)  ~ (all_0_52_52 = e1)
% 58.03/23.70  																																									| (1208) all_0_53_53 = e1
% 58.03/23.70  																																									|
% 58.03/23.70  																																										| Combining equations (1208,607) yields a new equation:
% 58.03/23.70  																																										| (617) e2 = e1
% 58.03/23.70  																																										|
% 58.03/23.70  																																										| Equations (617) can reduce 122 to:
% 58.03/23.70  																																										| (266) $false
% 58.03/23.70  																																										|
% 58.03/23.70  																																										|-The branch is then unsatisfiable
% 58.03/23.70  																																								|-Branch two:
% 58.03/23.70  																																								| (338)  ~ (all_0_47_47 = e2)
% 58.03/23.70  																																								| (10761) all_0_48_48 = e2 | all_0_49_49 = e2
% 58.03/23.70  																																								|
% 58.03/23.70  																																									+-Applying beta-rule and splitting (10761), into two cases.
% 58.03/23.70  																																									|-Branch one:
% 58.03/23.70  																																									| (335) all_0_48_48 = e2
% 58.03/23.70  																																									|
% 58.03/23.70  																																										| Combining equations (615,335) yields a new equation:
% 58.03/23.70  																																										| (617) e2 = e1
% 58.03/23.70  																																										|
% 58.03/23.70  																																										| Equations (617) can reduce 122 to:
% 58.03/23.70  																																										| (266) $false
% 58.03/23.70  																																										|
% 58.03/23.70  																																										|-The branch is then unsatisfiable
% 58.03/23.70  																																									|-Branch two:
% 58.03/23.70  																																									| (810)  ~ (all_0_48_48 = e2)
% 58.03/23.70  																																									| (583) all_0_49_49 = e2
% 58.03/23.70  																																									|
% 58.03/23.70  																																										| Equations (583) can reduce 340 to:
% 58.03/23.70  																																										| (266) $false
% 58.03/23.70  																																										|
% 58.03/23.70  																																										|-The branch is then unsatisfiable
% 58.03/23.70  																																		|-Branch two:
% 58.03/23.70  																																		| (509)  ~ (all_0_53_53 = e2)
% 58.03/23.70  																																		| (610) all_0_53_53 = e4 | all_0_53_53 = e3 | all_0_53_53 = e1
% 58.03/23.70  																																		|
% 58.03/23.70  																																			+-Applying beta-rule and splitting (377), into two cases.
% 58.03/23.70  																																			|-Branch one:
% 58.03/23.70  																																			| (583) all_0_49_49 = e2
% 58.03/23.70  																																			|
% 58.03/23.70  																																				| Equations (583) can reduce 9 to:
% 58.03/23.70  																																				| (147)  ~ (all_0_44_44 = e2)
% 58.03/23.70  																																				|
% 58.03/23.70  																																				| Equations (583) can reduce 86 to:
% 58.03/23.70  																																				| (338)  ~ (all_0_47_47 = e2)
% 58.03/23.70  																																				|
% 58.03/23.70  																																				+-Applying beta-rule and splitting (189), into two cases.
% 58.03/23.70  																																				|-Branch one:
% 58.03/23.70  																																				| (532) all_0_44_44 = e3
% 58.03/23.70  																																				|
% 58.03/23.70  																																					| Equations (532) can reduce 73 to:
% 58.03/23.70  																																					| (405)  ~ (all_0_42_42 = e3)
% 58.03/23.70  																																					|
% 58.03/23.70  																																					| Equations (532) can reduce 220 to:
% 58.03/23.70  																																					| (1114)  ~ (all_0_53_53 = e3)
% 58.03/23.70  																																					|
% 58.03/23.70  																																					| Simplifying 1114 yields:
% 58.03/23.70  																																					| (903)  ~ (all_0_53_53 = e3)
% 58.03/23.70  																																					|
% 58.03/23.70  																																					| Equations (532) can reduce 147 to:
% 58.03/23.70  																																					| (212)  ~ (e3 = e2)
% 58.03/23.70  																																					|
% 58.03/23.70  																																					| From (532) and (138) follows:
% 58.03/23.70  																																					| (1639) op(e3, e0) = e3
% 58.03/23.70  																																					|
% 58.03/23.70  																																					+-Applying beta-rule and splitting (64), into two cases.
% 58.03/23.70  																																					|-Branch one:
% 58.03/23.70  																																					| (437) all_0_41_41 = e4
% 58.03/23.70  																																					|
% 58.03/23.70  																																						| Combining equations (437,453) yields a new equation:
% 58.03/23.70  																																						| (636) e4 = e1
% 58.03/23.70  																																						|
% 58.03/23.70  																																						| Simplifying 636 yields:
% 58.03/23.70  																																						| (630) e4 = e1
% 58.03/23.70  																																						|
% 58.03/23.70  																																						| Equations (630) can reduce 110 to:
% 58.03/23.70  																																						| (266) $false
% 58.03/23.70  																																						|
% 58.03/23.70  																																						|-The branch is then unsatisfiable
% 58.03/23.70  																																					|-Branch two:
% 58.03/23.70  																																					| (440)  ~ (all_0_41_41 = e4)
% 58.03/23.70  																																					| (441) all_0_42_42 = e4 | all_0_43_43 = e4 | all_0_44_44 = e4
% 58.03/23.70  																																					|
% 58.03/23.70  																																						+-Applying beta-rule and splitting (441), into two cases.
% 58.03/23.70  																																						|-Branch one:
% 58.03/23.70  																																						| (1392) all_0_42_42 = e4
% 58.03/23.70  																																						|
% 58.03/23.70  																																							| Equations (1392) can reduce 145 to:
% 58.03/23.70  																																							| (1377)  ~ (all_0_39_39 = e4)
% 58.03/23.70  																																							|
% 58.03/23.70  																																							| Equations (1392) can reduce 405 to:
% 58.03/23.70  																																							| (188)  ~ (e4 = e3)
% 58.03/23.70  																																							|
% 58.03/23.70  																																							| From (1392) and (210) follows:
% 58.03/23.70  																																							| (4074) op(e3, e2) = e4
% 58.03/23.70  																																							|
% 58.03/23.70  																																							+-Applying beta-rule and splitting (320), into two cases.
% 58.03/23.70  																																							|-Branch one:
% 58.03/23.70  																																							| (471) all_0_39_39 = e4
% 58.03/23.70  																																							|
% 58.03/23.70  																																								| Equations (471) can reduce 1377 to:
% 58.03/23.70  																																								| (266) $false
% 58.03/23.70  																																								|
% 58.03/23.70  																																								|-The branch is then unsatisfiable
% 58.03/23.70  																																							|-Branch two:
% 58.03/23.70  																																							| (1377)  ~ (all_0_39_39 = e4)
% 58.03/23.70  																																							| (480) all_0_39_39 = e0
% 58.03/23.70  																																							|
% 58.03/23.70  																																								| Equations (480) can reduce 176 to:
% 58.03/23.70  																																								| (1400)  ~ (all_0_40_40 = e0)
% 58.03/23.70  																																								|
% 58.03/23.71  																																								| Simplifying 1400 yields:
% 58.03/23.71  																																								| (1401)  ~ (all_0_40_40 = e0)
% 58.03/23.71  																																								|
% 58.03/23.71  																																								| Equations (480) can reduce 79 to:
% 58.03/23.71  																																								| (1402)  ~ (all_0_47_47 = e0)
% 58.03/23.71  																																								|
% 58.03/23.71  																																								| Simplifying 1402 yields:
% 58.03/23.71  																																								| (678)  ~ (all_0_47_47 = e0)
% 58.03/23.71  																																								|
% 58.03/23.71  																																								| Equations (480) can reduce 139 to:
% 58.03/23.71  																																								| (1404)  ~ (all_0_51_51 = e0)
% 58.03/23.71  																																								|
% 58.03/23.71  																																								| Simplifying 1404 yields:
% 58.03/23.71  																																								| (115)  ~ (all_0_51_51 = e0)
% 58.03/23.71  																																								|
% 58.03/23.71  																																								| Equations (480) can reduce 246 to:
% 58.03/23.71  																																								| (541)  ~ (e3 = e0)
% 58.03/23.71  																																								|
% 58.03/23.71  																																								| Simplifying 541 yields:
% 58.03/23.71  																																								| (80)  ~ (e3 = e0)
% 58.03/23.71  																																								|
% 58.03/23.71  																																								| From (480) and (14) follows:
% 58.03/23.71  																																								| (4090) op(e4, e2) = e0
% 58.03/23.71  																																								|
% 58.03/23.71  																																								+-Applying beta-rule and splitting (78), into two cases.
% 58.03/23.71  																																								|-Branch one:
% 58.03/23.71  																																								| (423) all_0_45_45 = e3
% 58.03/23.71  																																								|
% 58.03/23.71  																																									| Combining equations (423,248) yields a new equation:
% 58.03/23.71  																																									| (425) e4 = e3
% 58.03/23.71  																																									|
% 58.03/23.71  																																									| Equations (425) can reduce 188 to:
% 58.03/23.71  																																									| (266) $false
% 58.03/23.71  																																									|
% 58.03/23.71  																																									|-The branch is then unsatisfiable
% 58.03/23.71  																																								|-Branch two:
% 58.03/23.71  																																								| (427)  ~ (all_0_45_45 = e3)
% 58.03/23.71  																																								| (428) all_0_46_46 = e3 | all_0_47_47 = e3 | all_0_49_49 = e3
% 58.03/23.71  																																								|
% 58.03/23.71  																																									+-Applying beta-rule and splitting (150), into two cases.
% 58.03/23.71  																																									|-Branch one:
% 58.03/23.71  																																									| (1378) all_0_40_40 = e4
% 58.03/23.71  																																									|
% 58.03/23.71  																																										| Equations (1378) can reduce 162 to:
% 58.03/23.71  																																										| (1452)  ~ (all_0_53_53 = e4)
% 58.03/23.71  																																										|
% 58.03/23.71  																																										| Simplifying 1452 yields:
% 58.03/23.71  																																										| (1453)  ~ (all_0_53_53 = e4)
% 58.03/23.71  																																										|
% 58.03/23.71  																																										| Equations (1378) can reduce 1401 to:
% 58.03/23.71  																																										| (49)  ~ (e4 = e0)
% 58.03/23.71  																																										|
% 58.03/23.71  																																										+-Applying beta-rule and splitting (428), into two cases.
% 58.03/23.71  																																										|-Branch one:
% 58.03/23.71  																																										| (1557) all_0_46_46 = e3
% 58.03/23.71  																																										|
% 58.03/23.71  																																											| Combining equations (538,1557) yields a new equation:
% 58.03/23.71  																																											| (676) e3 = e0
% 58.03/23.71  																																											|
% 58.03/23.71  																																											| Equations (676) can reduce 80 to:
% 58.03/23.71  																																											| (266) $false
% 58.03/23.71  																																											|
% 58.03/23.71  																																											|-The branch is then unsatisfiable
% 58.03/23.71  																																										|-Branch two:
% 58.03/23.71  																																										| (409)  ~ (all_0_46_46 = e3)
% 58.03/23.71  																																										| (1561) all_0_47_47 = e3 | all_0_49_49 = e3
% 58.03/23.71  																																										|
% 58.03/23.71  																																											+-Applying beta-rule and splitting (1561), into two cases.
% 58.03/23.71  																																											|-Branch one:
% 58.03/23.71  																																											| (522) all_0_47_47 = e3
% 58.03/23.71  																																											|
% 58.03/23.71  																																												| Equations (522) can reduce 338 to:
% 58.03/23.71  																																												| (212)  ~ (e3 = e2)
% 58.03/23.71  																																												|
% 58.03/23.71  																																												| Equations (522) can reduce 678 to:
% 58.03/23.71  																																												| (80)  ~ (e3 = e0)
% 58.03/23.71  																																												|
% 58.03/23.71  																																												| From (522) and (23) follows:
% 58.03/23.71  																																												| (531) op(e2, e2) = e3
% 58.03/23.71  																																												|
% 58.03/23.71  																																												+-Applying beta-rule and splitting (385), into two cases.
% 58.03/23.71  																																												|-Branch one:
% 58.03/23.71  																																												| (1105) all_0_47_47 = e2
% 58.03/23.71  																																												|
% 58.03/23.71  																																													| Combining equations (522,1105) yields a new equation:
% 58.03/23.71  																																													| (661) e3 = e2
% 58.03/23.71  																																													|
% 58.03/23.71  																																													| Simplifying 661 yields:
% 58.03/23.71  																																													| (662) e3 = e2
% 58.03/23.71  																																													|
% 58.03/23.71  																																													| Equations (662) can reduce 212 to:
% 58.03/23.71  																																													| (266) $false
% 58.03/23.71  																																													|
% 58.03/23.71  																																													|-The branch is then unsatisfiable
% 58.03/23.71  																																												|-Branch two:
% 58.03/23.71  																																												| (338)  ~ (all_0_47_47 = e2)
% 58.03/23.71  																																												| (1108) all_0_51_51 = e2 | all_0_56_56 = e2
% 58.03/23.71  																																												|
% 58.03/23.71  																																													+-Applying beta-rule and splitting (610), into two cases.
% 58.03/23.71  																																													|-Branch one:
% 58.03/23.71  																																													| (1298) all_0_53_53 = e4
% 58.03/23.71  																																													|
% 58.03/23.71  																																														| Equations (1298) can reduce 1453 to:
% 58.03/23.71  																																														| (266) $false
% 58.03/23.71  																																														|
% 58.03/23.71  																																														|-The branch is then unsatisfiable
% 58.03/23.71  																																													|-Branch two:
% 58.03/23.71  																																													| (1453)  ~ (all_0_53_53 = e4)
% 58.03/23.71  																																													| (1694) all_0_53_53 = e3 | all_0_53_53 = e1
% 58.03/23.71  																																													|
% 58.03/23.71  																																														+-Applying beta-rule and splitting (1108), into two cases.
% 58.03/23.71  																																														|-Branch one:
% 58.03/23.71  																																														| (504) all_0_51_51 = e2
% 58.03/23.71  																																														|
% 58.03/23.71  																																															| Equations (504) can reduce 6 to:
% 58.03/23.71  																																															| (508)  ~ (all_0_53_53 = e2)
% 58.03/23.71  																																															|
% 58.03/23.71  																																															| Simplifying 508 yields:
% 58.03/23.71  																																															| (509)  ~ (all_0_53_53 = e2)
% 58.03/23.71  																																															|
% 58.03/23.71  																																															| Equations (504) can reduce 16 to:
% 58.03/23.71  																																															| (510)  ~ (all_0_56_56 = e2)
% 58.03/23.71  																																															|
% 58.03/23.71  																																															| Simplifying 510 yields:
% 58.03/23.71  																																															| (511)  ~ (all_0_56_56 = e2)
% 58.03/23.71  																																															|
% 58.03/23.71  																																															| Equations (504) can reduce 115 to:
% 58.03/23.71  																																															| (128)  ~ (e2 = e0)
% 58.03/23.71  																																															|
% 58.03/23.71  																																															| From (504) and (186) follows:
% 58.03/23.71  																																															| (515) op(e1, e2) = e2
% 58.03/23.71  																																															|
% 58.03/23.71  																																															+-Applying beta-rule and splitting (1694), into two cases.
% 58.03/23.71  																																															|-Branch one:
% 58.03/23.71  																																															| (1208) all_0_53_53 = e1
% 58.03/23.71  																																															|
% 58.03/23.71  																																																| Equations (1208) can reduce 10 to:
% 58.03/23.71  																																																| (879)  ~ (all_0_58_58 = e1)
% 58.03/23.71  																																																|
% 58.03/23.71  																																																| Simplifying 879 yields:
% 58.03/23.71  																																																| (880)  ~ (all_0_58_58 = e1)
% 58.03/23.71  																																																|
% 58.03/23.71  																																																| Equations (1208) can reduce 1453 to:
% 58.03/23.71  																																																| (602)  ~ (e4 = e1)
% 58.03/23.71  																																																|
% 58.03/23.71  																																																| Simplifying 602 yields:
% 58.03/23.71  																																																| (110)  ~ (e4 = e1)
% 58.03/23.71  																																																|
% 58.03/23.71  																																																| Equations (1208) can reduce 509 to:
% 58.03/23.71  																																																| (604)  ~ (e2 = e1)
% 58.03/23.71  																																																|
% 58.03/23.71  																																																| Simplifying 604 yields:
% 58.03/23.71  																																																| (122)  ~ (e2 = e1)
% 58.03/23.71  																																																|
% 58.03/23.71  																																																+-Applying beta-rule and splitting (125), into two cases.
% 58.03/23.71  																																																|-Branch one:
% 58.03/23.71  																																																| (858) all_0_55_55 = e0
% 58.03/23.71  																																																|
% 58.03/23.71  																																																	| Combining equations (587,858) yields a new equation:
% 58.03/23.71  																																																	| (481) e4 = e0
% 58.03/23.71  																																																	|
% 58.03/23.71  																																																	| Simplifying 481 yields:
% 58.03/23.71  																																																	| (397) e4 = e0
% 58.03/23.71  																																																	|
% 58.03/23.71  																																																	| Equations (397) can reduce 49 to:
% 58.03/23.71  																																																	| (266) $false
% 58.03/23.71  																																																	|
% 58.03/23.71  																																																	|-The branch is then unsatisfiable
% 58.03/23.71  																																																|-Branch two:
% 58.03/23.71  																																																| (803)  ~ (all_0_55_55 = e0)
% 58.03/23.71  																																																| (863) all_0_56_56 = e0 | all_0_57_57 = e0 | all_0_58_58 = e0
% 58.03/23.71  																																																|
% 58.03/23.71  																																																	| Equations (587) can reduce 803 to:
% 58.03/23.71  																																																	| (49)  ~ (e4 = e0)
% 58.03/23.71  																																																	|
% 58.03/23.71  																																																	+-Applying beta-rule and splitting (75), into two cases.
% 58.03/23.71  																																																	|-Branch one:
% 58.03/23.71  																																																	| (485) all_0_40_40 = e0
% 58.03/23.71  																																																	|
% 58.03/23.71  																																																		| Combining equations (485,1378) yields a new equation:
% 58.03/23.71  																																																		| (397) e4 = e0
% 58.03/23.71  																																																		|
% 58.03/23.71  																																																		| Equations (397) can reduce 49 to:
% 58.03/23.71  																																																		| (266) $false
% 58.03/23.71  																																																		|
% 58.03/23.71  																																																		|-The branch is then unsatisfiable
% 58.03/23.71  																																																	|-Branch two:
% 58.03/23.71  																																																	| (1401)  ~ (all_0_40_40 = e0)
% 58.03/23.71  																																																	| (1748) all_0_44_44 = e0 | all_0_49_49 = e0 | all_0_58_58 = e0
% 58.03/23.71  																																																	|
% 58.03/23.71  																																																		+-Applying beta-rule and splitting (133), into two cases.
% 58.03/23.71  																																																		|-Branch one:
% 58.03/23.71  																																																		| (833) all_0_56_56 = e2
% 58.03/23.71  																																																		|
% 58.03/23.71  																																																			| Equations (833) can reduce 511 to:
% 58.03/23.71  																																																			| (266) $false
% 58.03/23.71  																																																			|
% 58.03/23.71  																																																			|-The branch is then unsatisfiable
% 58.03/23.71  																																																		|-Branch two:
% 58.03/23.71  																																																		| (511)  ~ (all_0_56_56 = e2)
% 58.03/23.71  																																																		| (836) all_0_56_56 = e4 | all_0_56_56 = e3 | all_0_56_56 = e1 | all_0_56_56 = e0
% 58.03/23.71  																																																		|
% 58.03/23.71  																																																			+-Applying beta-rule and splitting (216), into two cases.
% 58.03/23.71  																																																			|-Branch one:
% 58.03/23.71  																																																			| (629) all_0_55_55 = e1
% 58.03/23.71  																																																			|
% 58.03/23.71  																																																				| Combining equations (587,629) yields a new equation:
% 58.03/23.71  																																																				| (636) e4 = e1
% 58.03/23.71  																																																				|
% 58.03/23.71  																																																				| Simplifying 636 yields:
% 58.03/23.71  																																																				| (630) e4 = e1
% 58.03/23.71  																																																				|
% 58.03/23.71  																																																				| Equations (630) can reduce 110 to:
% 58.03/23.71  																																																				| (266) $false
% 58.03/23.71  																																																				|
% 58.03/23.71  																																																				|-The branch is then unsatisfiable
% 58.03/23.71  																																																			|-Branch two:
% 58.03/23.71  																																																			| (632)  ~ (all_0_55_55 = e1)
% 58.03/23.71  																																																			| (633) all_0_56_56 = e1 | all_0_57_57 = e1 | all_0_58_58 = e1
% 58.03/23.71  																																																			|
% 58.03/23.71  																																																				+-Applying beta-rule and splitting (633), into two cases.
% 58.03/23.71  																																																				|-Branch one:
% 58.03/23.71  																																																				| (1569) all_0_56_56 = e1
% 58.03/23.71  																																																				|
% 58.03/23.71  																																																					| Equations (1569) can reduce 44 to:
% 58.03/23.71  																																																					| (879)  ~ (all_0_58_58 = e1)
% 58.03/23.71  																																																					|
% 58.03/23.71  																																																					| Simplifying 879 yields:
% 58.03/23.71  																																																					| (880)  ~ (all_0_58_58 = e1)
% 58.03/23.71  																																																					|
% 58.03/23.71  																																																					| Equations (1569) can reduce 511 to:
% 58.03/23.71  																																																					| (604)  ~ (e2 = e1)
% 58.03/23.71  																																																					|
% 58.03/23.71  																																																					| Simplifying 604 yields:
% 58.03/23.71  																																																					| (122)  ~ (e2 = e1)
% 58.03/23.71  																																																					|
% 58.03/23.71  																																																					+-Applying beta-rule and splitting (1748), into two cases.
% 58.03/23.71  																																																					|-Branch one:
% 58.03/23.71  																																																					| (1414) all_0_44_44 = e0
% 58.03/23.71  																																																					|
% 58.03/23.71  																																																						| Combining equations (532,1414) yields a new equation:
% 58.03/23.71  																																																						| (675) e3 = e0
% 58.03/23.71  																																																						|
% 58.03/23.71  																																																						| Simplifying 675 yields:
% 58.03/23.71  																																																						| (676) e3 = e0
% 58.03/23.71  																																																						|
% 58.03/23.71  																																																						| Equations (676) can reduce 80 to:
% 58.03/23.71  																																																						| (266) $false
% 58.03/23.71  																																																						|
% 58.03/23.71  																																																						|-The branch is then unsatisfiable
% 58.03/23.71  																																																					|-Branch two:
% 58.03/23.71  																																																					| (360)  ~ (all_0_44_44 = e0)
% 58.03/23.71  																																																					| (1760) all_0_49_49 = e0 | all_0_58_58 = e0
% 58.03/23.71  																																																					|
% 58.03/23.71  																																																						+-Applying beta-rule and splitting (1760), into two cases.
% 58.03/23.71  																																																						|-Branch one:
% 58.03/23.71  																																																						| (978) all_0_49_49 = e0
% 58.03/23.71  																																																						|
% 58.03/23.71  																																																							| Combining equations (583,978) yields a new equation:
% 58.03/23.71  																																																							| (391) e2 = e0
% 58.03/23.71  																																																							|
% 58.03/23.71  																																																							| Simplifying 391 yields:
% 58.03/23.71  																																																							| (330) e2 = e0
% 58.03/23.71  																																																							|
% 58.03/23.71  																																																							| Equations (330) can reduce 128 to:
% 58.03/23.71  																																																							| (266) $false
% 58.03/23.71  																																																							|
% 58.03/23.71  																																																							|-The branch is then unsatisfiable
% 58.03/23.71  																																																						|-Branch two:
% 58.03/23.71  																																																						| (487)  ~ (all_0_49_49 = e0)
% 58.03/23.71  																																																						| (914) all_0_58_58 = e0
% 58.03/23.71  																																																						|
% 58.03/23.71  																																																							| Equations (914) can reduce 880 to:
% 58.03/23.71  																																																							| (435)  ~ (e1 = e0)
% 58.03/23.71  																																																							|
% 58.03/23.71  																																																							| Simplifying 435 yields:
% 58.03/23.71  																																																							| (233)  ~ (e1 = e0)
% 58.03/23.71  																																																							|
% 58.03/23.71  																																																							+-Applying beta-rule and splitting (56), into two cases.
% 58.03/23.71  																																																							|-Branch one:
% 58.03/23.71  																																																							| (696) unit = e2
% 58.03/23.71  																																																							|
% 58.03/23.71  																																																								| From (696) and (227) follows:
% 58.03/23.71  																																																								| (4284) op(e4, e2) = e4
% 58.03/23.71  																																																								|
% 58.03/23.71  																																																								| From (696) and (40) follows:
% 58.03/23.71  																																																								| (4285) op(e3, e2) = e3
% 58.03/23.71  																																																								|
% 58.03/23.71  																																																								| From (696) and (32) follows:
% 58.03/23.71  																																																								| (698) op(e2, e2) = e2
% 58.03/23.71  																																																								|
% 58.03/23.71  																																																								| From (696) and (28) follows:
% 58.03/23.71  																																																								| (699) op(e1, e2) = e1
% 58.03/23.71  																																																								|
% 58.03/23.71  																																																								| Instantiating formula (29) with e4, e2, e4, e0 and discharging atoms op(e4, e2) = e4, op(e4, e2) = e0, yields:
% 58.03/23.71  																																																								| (397) e4 = e0
% 58.03/23.71  																																																								|
% 58.03/23.71  																																																								| Instantiating formula (29) with e3, e2, e3, e4 and discharging atoms op(e3, e2) = e4, op(e3, e2) = e3, yields:
% 58.03/23.71  																																																								| (425) e4 = e3
% 58.03/23.71  																																																								|
% 58.03/23.71  																																																								| Instantiating formula (29) with e2, e2, e2, e3 and discharging atoms op(e2, e2) = e3, op(e2, e2) = e2, yields:
% 58.03/23.71  																																																								| (662) e3 = e2
% 58.03/23.71  																																																								|
% 58.03/23.71  																																																								| Instantiating formula (29) with e1, e2, e1, e2 and discharging atoms op(e1, e2) = e2, op(e1, e2) = e1, yields:
% 58.03/23.71  																																																								| (617) e2 = e1
% 58.03/23.71  																																																								|
% 58.03/23.71  																																																								| Combining equations (397,425) yields a new equation:
% 58.03/23.71  																																																								| (676) e3 = e0
% 58.03/23.71  																																																								|
% 58.03/23.71  																																																								| Combining equations (676,662) yields a new equation:
% 58.03/23.71  																																																								| (330) e2 = e0
% 58.03/23.71  																																																								|
% 58.03/23.71  																																																								| Combining equations (617,330) yields a new equation:
% 58.03/23.71  																																																								| (546) e1 = e0
% 58.03/23.71  																																																								|
% 58.03/23.71  																																																								| Simplifying 546 yields:
% 58.03/23.71  																																																								| (431) e1 = e0
% 58.03/23.71  																																																								|
% 58.03/23.71  																																																								| Equations (431) can reduce 233 to:
% 58.03/23.71  																																																								| (266) $false
% 58.03/23.71  																																																								|
% 58.03/23.71  																																																								|-The branch is then unsatisfiable
% 58.03/23.71  																																																							|-Branch two:
% 58.03/23.71  																																																							| (707)  ~ (unit = e2)
% 58.03/23.71  																																																							| (708) unit = e4 | unit = e3 | unit = e1 | unit = e0
% 58.03/23.71  																																																							|
% 58.03/23.71  																																																								+-Applying beta-rule and splitting (708), into two cases.
% 58.03/23.71  																																																								|-Branch one:
% 58.03/23.71  																																																								| (709) unit = e4
% 58.03/23.71  																																																								|
% 58.03/23.71  																																																									| From (709) and (227) follows:
% 58.03/23.71  																																																									| (710) op(e4, e4) = e4
% 58.03/23.71  																																																									|
% 58.03/23.71  																																																									| From (709) and (40) follows:
% 58.03/23.71  																																																									| (711) op(e3, e4) = e3
% 58.03/23.71  																																																									|
% 58.03/23.71  																																																									| From (709) and (32) follows:
% 58.03/23.71  																																																									| (712) op(e2, e4) = e2
% 58.03/23.71  																																																									|
% 58.03/23.71  																																																									| From (709) and (42) follows:
% 58.03/23.71  																																																									| (713) op(e0, e4) = e0
% 58.03/23.71  																																																									|
% 58.03/23.71  																																																									| Instantiating formula (29) with e4, e4, e4, e1 and discharging atoms op(e4, e4) = e4, op(e4, e4) = e1, yields:
% 58.03/23.71  																																																									| (630) e4 = e1
% 58.03/23.71  																																																									|
% 58.03/23.71  																																																									| Instantiating formula (29) with e3, e4, e3, e2 and discharging atoms op(e3, e4) = e3, op(e3, e4) = e2, yields:
% 58.03/23.71  																																																									| (662) e3 = e2
% 58.03/23.71  																																																									|
% 58.03/23.71  																																																									| Instantiating formula (29) with e2, e4, e2, e4 and discharging atoms op(e2, e4) = e4, op(e2, e4) = e2, yields:
% 58.03/23.71  																																																									| (323) e4 = e2
% 58.03/23.71  																																																									|
% 58.03/23.71  																																																									| Instantiating formula (29) with e0, e4, e0, e3 and discharging atoms op(e0, e4) = e3, op(e0, e4) = e0, yields:
% 58.03/23.71  																																																									| (676) e3 = e0
% 58.03/23.71  																																																									|
% 58.03/23.71  																																																									| Combining equations (630,323) yields a new equation:
% 58.03/23.71  																																																									| (617) e2 = e1
% 58.03/23.71  																																																									|
% 58.03/23.71  																																																									| Combining equations (662,676) yields a new equation:
% 58.03/23.71  																																																									| (391) e2 = e0
% 58.03/23.71  																																																									|
% 58.03/23.71  																																																									| Simplifying 391 yields:
% 58.03/23.71  																																																									| (330) e2 = e0
% 58.03/23.71  																																																									|
% 58.03/23.71  																																																									| Combining equations (617,330) yields a new equation:
% 58.03/23.71  																																																									| (546) e1 = e0
% 58.03/23.71  																																																									|
% 58.03/23.71  																																																									| Simplifying 546 yields:
% 58.03/23.71  																																																									| (431) e1 = e0
% 58.03/23.71  																																																									|
% 58.03/23.71  																																																									| Equations (431) can reduce 233 to:
% 58.03/23.71  																																																									| (266) $false
% 58.03/23.71  																																																									|
% 58.03/23.71  																																																									|-The branch is then unsatisfiable
% 58.03/23.71  																																																								|-Branch two:
% 58.03/23.71  																																																								| (724)  ~ (unit = e4)
% 58.03/23.71  																																																								| (725) unit = e3 | unit = e1 | unit = e0
% 58.03/23.71  																																																								|
% 58.03/23.71  																																																									+-Applying beta-rule and splitting (725), into two cases.
% 58.03/23.71  																																																									|-Branch one:
% 58.03/23.71  																																																									| (726) unit = e0
% 58.03/23.71  																																																									|
% 58.03/23.71  																																																										| From (726) and (211) follows:
% 58.03/23.71  																																																										| (15180) op(e0, e1) = e1
% 58.03/23.71  																																																										|
% 58.03/23.71  																																																										| Instantiating formula (29) with e0, e1, e1, e2 and discharging atoms op(e0, e1) = e2, op(e0, e1) = e1, yields:
% 58.03/23.71  																																																										| (617) e2 = e1
% 58.03/23.71  																																																										|
% 58.03/23.71  																																																										| Equations (617) can reduce 122 to:
% 58.03/23.71  																																																										| (266) $false
% 58.03/23.71  																																																										|
% 58.03/23.71  																																																										|-The branch is then unsatisfiable
% 58.03/23.71  																																																									|-Branch two:
% 58.03/23.71  																																																									| (734)  ~ (unit = e0)
% 58.03/23.71  																																																									| (735) unit = e3 | unit = e1
% 58.03/23.71  																																																									|
% 58.03/23.71  																																																										+-Applying beta-rule and splitting (735), into two cases.
% 58.03/23.71  																																																										|-Branch one:
% 58.03/23.71  																																																										| (736) unit = e1
% 58.03/23.71  																																																										|
% 58.03/23.71  																																																											| Equations (736) can reduce 734 to:
% 58.03/23.71  																																																											| (233)  ~ (e1 = e0)
% 58.03/23.71  																																																											|
% 58.03/23.71  																																																											| From (736) and (32) follows:
% 58.03/23.71  																																																											| (347) op(e2, e1) = e2
% 58.03/23.71  																																																											|
% 58.03/23.71  																																																											| From (736) and (42) follows:
% 58.03/23.71  																																																											| (3221) op(e0, e1) = e0
% 58.03/23.71  																																																											|
% 58.03/23.71  																																																											| Instantiating formula (29) with e2, e1, e2, e1 and discharging atoms op(e2, e1) = e2, op(e2, e1) = e1, yields:
% 58.03/23.71  																																																											| (617) e2 = e1
% 58.03/23.71  																																																											|
% 58.03/23.71  																																																											| Instantiating formula (29) with e0, e1, e0, e2 and discharging atoms op(e0, e1) = e2, op(e0, e1) = e0, yields:
% 58.03/23.71  																																																											| (330) e2 = e0
% 58.03/23.71  																																																											|
% 58.03/23.71  																																																											| Combining equations (617,330) yields a new equation:
% 58.03/23.71  																																																											| (546) e1 = e0
% 58.03/23.71  																																																											|
% 58.03/23.71  																																																											| Simplifying 546 yields:
% 58.03/23.71  																																																											| (431) e1 = e0
% 58.03/23.71  																																																											|
% 58.03/23.71  																																																											| Equations (431) can reduce 233 to:
% 58.03/23.71  																																																											| (266) $false
% 58.03/23.71  																																																											|
% 58.03/23.71  																																																											|-The branch is then unsatisfiable
% 58.03/23.71  																																																										|-Branch two:
% 58.03/23.71  																																																										| (748)  ~ (unit = e1)
% 58.03/23.71  																																																										| (749) unit = e3
% 58.03/23.71  																																																										|
% 58.03/23.71  																																																											| From (749) and (209) follows:
% 58.03/23.71  																																																											| (1667) op(e3, e0) = e0
% 58.03/23.71  																																																											|
% 58.03/23.71  																																																											| From (749) and (28) follows:
% 58.03/23.71  																																																											| (2235) op(e1, e3) = e1
% 58.03/23.71  																																																											|
% 58.03/23.71  																																																											| Instantiating formula (29) with e3, e0, e0, e3 and discharging atoms op(e3, e0) = e3, op(e3, e0) = e0, yields:
% 58.03/23.71  																																																											| (676) e3 = e0
% 58.03/23.71  																																																											|
% 58.03/23.71  																																																											| Instantiating formula (29) with e1, e3, e1, e3 and discharging atoms op(e1, e3) = e3, op(e1, e3) = e1, yields:
% 58.03/23.71  																																																											| (455) e3 = e1
% 58.03/23.71  																																																											|
% 58.03/23.71  																																																											| Combining equations (676,455) yields a new equation:
% 58.03/23.71  																																																											| (431) e1 = e0
% 58.03/23.71  																																																											|
% 58.03/23.71  																																																											| Equations (431) can reduce 233 to:
% 58.03/23.71  																																																											| (266) $false
% 58.03/23.71  																																																											|
% 58.03/23.71  																																																											|-The branch is then unsatisfiable
% 58.03/23.71  																																																				|-Branch two:
% 58.03/23.71  																																																				| (466)  ~ (all_0_56_56 = e1)
% 58.03/23.71  																																																				| (1574) all_0_57_57 = e1 | all_0_58_58 = e1
% 58.03/23.71  																																																				|
% 58.03/23.71  																																																					+-Applying beta-rule and splitting (1574), into two cases.
% 58.03/23.71  																																																					|-Branch one:
% 58.03/23.71  																																																					| (647) all_0_57_57 = e1
% 58.03/23.71  																																																					|
% 58.03/23.71  																																																						| Combining equations (647,442) yields a new equation:
% 58.03/23.71  																																																						| (617) e2 = e1
% 58.03/23.71  																																																						|
% 58.03/23.71  																																																						| Equations (617) can reduce 122 to:
% 58.03/23.71  																																																						| (266) $false
% 58.03/23.71  																																																						|
% 58.03/23.71  																																																						|-The branch is then unsatisfiable
% 58.03/23.71  																																																					|-Branch two:
% 58.03/23.71  																																																					| (1670)  ~ (all_0_57_57 = e1)
% 58.03/23.71  																																																					| (918) all_0_58_58 = e1
% 58.03/23.71  																																																					|
% 58.03/23.71  																																																						| Equations (918) can reduce 880 to:
% 58.03/23.71  																																																						| (266) $false
% 58.03/23.71  																																																						|
% 58.03/23.71  																																																						|-The branch is then unsatisfiable
% 58.03/23.71  																																															|-Branch two:
% 58.03/23.71  																																															| (1459)  ~ (all_0_53_53 = e1)
% 58.03/23.71  																																															| (665) all_0_53_53 = e3
% 58.03/23.71  																																															|
% 58.03/23.71  																																																| Equations (665) can reduce 903 to:
% 58.03/23.71  																																																| (266) $false
% 58.03/23.71  																																																|
% 58.03/23.71  																																																|-The branch is then unsatisfiable
% 58.03/23.71  																																														|-Branch two:
% 58.03/23.71  																																														| (1099)  ~ (all_0_51_51 = e2)
% 58.03/23.71  																																														| (833) all_0_56_56 = e2
% 58.03/23.71  																																														|
% 58.03/23.71  																																															| Equations (833) can reduce 511 to:
% 58.03/23.71  																																															| (266) $false
% 58.03/23.71  																																															|
% 58.03/23.71  																																															|-The branch is then unsatisfiable
% 58.03/23.71  																																											|-Branch two:
% 58.03/23.71  																																											| (1091)  ~ (all_0_47_47 = e3)
% 58.03/23.71  																																											| (884) all_0_49_49 = e3
% 58.03/23.71  																																											|
% 58.03/23.71  																																												| Combining equations (583,884) yields a new equation:
% 58.03/23.71  																																												| (662) e3 = e2
% 58.03/23.71  																																												|
% 58.03/23.71  																																												| Equations (662) can reduce 212 to:
% 58.03/23.71  																																												| (266) $false
% 58.03/23.71  																																												|
% 58.03/23.71  																																												|-The branch is then unsatisfiable
% 58.03/23.71  																																									|-Branch two:
% 58.03/23.71  																																									| (447)  ~ (all_0_40_40 = e4)
% 58.03/23.71  																																									| (2271) all_0_44_44 = e4 | all_0_49_49 = e4 | all_0_53_53 = e4 | all_0_58_58 = e4
% 58.03/23.71  																																									|
% 58.03/23.71  																																										+-Applying beta-rule and splitting (316), into two cases.
% 58.03/23.71  																																										|-Branch one:
% 58.03/23.71  																																										| (1378) all_0_40_40 = e4
% 58.03/23.71  																																										|
% 58.03/23.71  																																											| Equations (1378) can reduce 447 to:
% 58.03/23.71  																																											| (266) $false
% 58.03/23.71  																																											|
% 58.03/23.71  																																											|-The branch is then unsatisfiable
% 58.03/23.71  																																										|-Branch two:
% 58.03/23.71  																																										| (447)  ~ (all_0_40_40 = e4)
% 58.03/23.71  																																										| (485) all_0_40_40 = e0
% 58.03/23.71  																																										|
% 58.03/23.71  																																											| Equations (485) can reduce 1401 to:
% 58.03/23.71  																																											| (266) $false
% 58.03/23.71  																																											|
% 58.03/23.71  																																											|-The branch is then unsatisfiable
% 58.03/23.71  																																						|-Branch two:
% 58.03/23.71  																																						| (1890)  ~ (all_0_42_42 = e4)
% 58.03/23.71  																																						| (1891) all_0_43_43 = e4 | all_0_44_44 = e4
% 58.03/23.71  																																						|
% 58.03/23.71  																																							+-Applying beta-rule and splitting (1891), into two cases.
% 58.03/23.71  																																							|-Branch one:
% 58.03/23.71  																																							| (396) all_0_43_43 = e4
% 58.03/23.71  																																							|
% 58.03/23.71  																																								| Combining equations (396,356) yields a new equation:
% 58.03/23.71  																																								| (481) e4 = e0
% 58.03/23.71  																																								|
% 58.03/23.71  																																								| Simplifying 481 yields:
% 58.03/23.71  																																								| (397) e4 = e0
% 58.03/23.71  																																								|
% 58.03/23.71  																																								| Equations (397) can reduce 49 to:
% 58.03/23.71  																																								| (266) $false
% 58.03/23.71  																																								|
% 58.03/23.71  																																								|-The branch is then unsatisfiable
% 58.03/23.71  																																							|-Branch two:
% 58.03/23.71  																																							| (399)  ~ (all_0_43_43 = e4)
% 58.03/23.71  																																							| (446) all_0_44_44 = e4
% 58.03/23.71  																																							|
% 58.03/23.71  																																								| Combining equations (446,532) yields a new equation:
% 58.03/23.71  																																								| (424) e4 = e3
% 58.03/23.71  																																								|
% 58.03/23.71  																																								| Simplifying 424 yields:
% 58.03/23.71  																																								| (425) e4 = e3
% 58.03/23.71  																																								|
% 58.03/23.71  																																								| Equations (425) can reduce 188 to:
% 58.03/23.71  																																								| (266) $false
% 58.03/23.71  																																								|
% 58.03/23.71  																																								|-The branch is then unsatisfiable
% 58.03/23.71  																																				|-Branch two:
% 58.03/23.71  																																				| (407)  ~ (all_0_44_44 = e3)
% 58.03/23.71  																																				| (537) all_0_49_49 = e3 | all_0_53_53 = e3 | all_0_58_58 = e3
% 58.03/23.71  																																				|
% 58.03/23.71  																																					+-Applying beta-rule and splitting (78), into two cases.
% 58.03/23.71  																																					|-Branch one:
% 58.03/23.71  																																					| (423) all_0_45_45 = e3
% 58.03/23.71  																																					|
% 58.03/23.71  																																						| Combining equations (248,423) yields a new equation:
% 58.03/23.71  																																						| (424) e4 = e3
% 58.03/23.71  																																						|
% 58.03/23.71  																																						| Simplifying 424 yields:
% 58.03/23.71  																																						| (425) e4 = e3
% 58.03/23.71  																																						|
% 58.03/23.71  																																						| Equations (425) can reduce 188 to:
% 58.03/23.72  																																						| (266) $false
% 58.03/23.72  																																						|
% 58.03/23.72  																																						|-The branch is then unsatisfiable
% 58.03/23.72  																																					|-Branch two:
% 58.03/23.72  																																					| (427)  ~ (all_0_45_45 = e3)
% 58.03/23.72  																																					| (428) all_0_46_46 = e3 | all_0_47_47 = e3 | all_0_49_49 = e3
% 58.03/23.72  																																					|
% 58.03/23.72  																																						+-Applying beta-rule and splitting (428), into two cases.
% 58.03/23.72  																																						|-Branch one:
% 58.03/23.72  																																						| (1557) all_0_46_46 = e3
% 58.03/23.72  																																						|
% 58.03/23.72  																																							| Combining equations (1557,538) yields a new equation:
% 58.03/23.72  																																							| (675) e3 = e0
% 58.03/23.72  																																							|
% 58.03/23.72  																																							| Simplifying 675 yields:
% 58.03/23.72  																																							| (676) e3 = e0
% 58.03/23.72  																																							|
% 58.03/23.72  																																							| Equations (676) can reduce 80 to:
% 58.03/23.72  																																							| (266) $false
% 58.03/23.72  																																							|
% 58.03/23.72  																																							|-The branch is then unsatisfiable
% 58.03/23.72  																																						|-Branch two:
% 58.03/23.72  																																						| (409)  ~ (all_0_46_46 = e3)
% 58.03/23.72  																																						| (1561) all_0_47_47 = e3 | all_0_49_49 = e3
% 58.03/23.72  																																						|
% 58.03/23.72  																																							+-Applying beta-rule and splitting (1561), into two cases.
% 58.03/23.72  																																							|-Branch one:
% 58.03/23.72  																																							| (522) all_0_47_47 = e3
% 58.03/23.72  																																							|
% 58.03/23.72  																																								| Equations (522) can reduce 338 to:
% 58.03/23.72  																																								| (212)  ~ (e3 = e2)
% 58.03/23.72  																																								|
% 58.03/23.72  																																								+-Applying beta-rule and splitting (537), into two cases.
% 58.03/23.72  																																								|-Branch one:
% 58.03/23.72  																																								| (884) all_0_49_49 = e3
% 58.03/23.72  																																								|
% 58.03/23.72  																																									| Combining equations (583,884) yields a new equation:
% 58.03/23.72  																																									| (662) e3 = e2
% 58.03/23.72  																																									|
% 58.03/23.72  																																									| Equations (662) can reduce 212 to:
% 58.03/23.72  																																									| (266) $false
% 58.03/23.72  																																									|
% 58.03/23.72  																																									|-The branch is then unsatisfiable
% 58.03/23.72  																																								|-Branch two:
% 58.03/23.72  																																								| (525)  ~ (all_0_49_49 = e3)
% 58.03/23.72  																																								| (887) all_0_53_53 = e3 | all_0_58_58 = e3
% 58.03/23.72  																																								|
% 58.03/23.72  																																									+-Applying beta-rule and splitting (887), into two cases.
% 58.03/23.72  																																									|-Branch one:
% 58.03/23.72  																																									| (665) all_0_53_53 = e3
% 58.03/23.72  																																									|
% 58.03/23.72  																																										| Equations (665) can reduce 903 to:
% 58.03/23.72  																																										| (266) $false
% 58.03/23.72  																																										|
% 58.03/23.72  																																										|-The branch is then unsatisfiable
% 58.03/23.72  																																									|-Branch two:
% 58.03/23.72  																																									| (903)  ~ (all_0_53_53 = e3)
% 58.03/23.72  																																									| (795) all_0_58_58 = e3
% 58.03/23.72  																																									|
% 58.03/23.72  																																										| Equations (795) can reduce 276 to:
% 58.03/23.72  																																										| (266) $false
% 58.03/23.72  																																										|
% 58.03/23.72  																																										|-The branch is then unsatisfiable
% 58.03/23.72  																																							|-Branch two:
% 58.03/23.72  																																							| (1091)  ~ (all_0_47_47 = e3)
% 58.03/23.72  																																							| (884) all_0_49_49 = e3
% 58.03/23.72  																																							|
% 58.03/23.72  																																								| Combining equations (583,884) yields a new equation:
% 58.03/23.72  																																								| (662) e3 = e2
% 58.03/23.72  																																								|
% 58.03/23.72  																																								| Equations (662) can reduce 212 to:
% 58.03/23.72  																																								| (266) $false
% 58.03/23.72  																																								|
% 58.03/23.72  																																								|-The branch is then unsatisfiable
% 58.03/23.72  																																			|-Branch two:
% 58.03/23.72  																																			| (340)  ~ (all_0_49_49 = e2)
% 58.03/23.72  																																			| (614) all_0_53_53 = e2 | all_0_58_58 = e2
% 58.03/23.72  																																			|
% 58.03/23.72  																																				+-Applying beta-rule and splitting (614), into two cases.
% 58.03/23.72  																																				|-Branch one:
% 58.03/23.72  																																				| (607) all_0_53_53 = e2
% 58.03/23.72  																																				|
% 58.03/23.72  																																					| Equations (607) can reduce 509 to:
% 58.03/23.72  																																					| (266) $false
% 58.03/23.72  																																					|
% 58.03/23.72  																																					|-The branch is then unsatisfiable
% 58.03/23.72  																																				|-Branch two:
% 58.03/23.72  																																				| (509)  ~ (all_0_53_53 = e2)
% 58.03/23.72  																																				| (624) all_0_58_58 = e2
% 58.03/23.72  																																				|
% 58.03/23.72  																																					| Equations (624) can reduce 908 to:
% 58.03/23.72  																																					| (266) $false
% 58.03/23.72  																																					|
% 58.03/23.72  																																					|-The branch is then unsatisfiable
% 58.03/23.72  																																	|-Branch two:
% 58.03/23.72  																																	| (831)  ~ (all_0_46_46 = e0)
% 58.03/23.72  																																	| (1838) all_0_46_46 = e3 | all_0_46_46 = e1
% 58.03/23.72  																																	|
% 58.03/23.72  																																		+-Applying beta-rule and splitting (1838), into two cases.
% 58.03/23.72  																																		|-Branch one:
% 58.03/23.72  																																		| (545) all_0_46_46 = e1
% 58.03/23.72  																																		|
% 58.03/23.72  																																			| Equations (545) can reduce 549 to:
% 58.03/23.72  																																			| (266) $false
% 58.03/23.72  																																			|
% 58.03/23.72  																																			|-The branch is then unsatisfiable
% 58.03/23.72  																																		|-Branch two:
% 58.03/23.72  																																		| (549)  ~ (all_0_46_46 = e1)
% 58.03/23.72  																																		| (1557) all_0_46_46 = e3
% 58.03/23.72  																																		|
% 58.03/23.72  																																			| Equations (1557) can reduce 409 to:
% 58.03/23.72  																																			| (266) $false
% 58.03/23.72  																																			|
% 58.03/23.72  																																			|-The branch is then unsatisfiable
% 58.03/23.72  																										|-Branch two:
% 58.03/23.72  																										| (457)  ~ (all_0_41_41 = e1)
% 58.03/23.72  																										| (403) all_0_41_41 = e3
% 58.03/23.72  																										|
% 58.03/23.72  																											| Equations (403) can reduce 1898 to:
% 58.03/23.72  																											| (266) $false
% 58.03/23.72  																											|
% 58.03/23.72  																											|-The branch is then unsatisfiable
% 58.03/23.72  												|-Branch two:
% 58.03/23.72  												| (5470)  ~ (all_0_43_43 = e0)
% 58.03/23.72  												| (5471) all_0_48_48 = e0 | all_0_57_57 = e0
% 58.03/23.72  												|
% 58.03/23.72  													+-Applying beta-rule and splitting (195), into two cases.
% 58.03/23.72  													|-Branch one:
% 58.03/23.72  													| (396) all_0_43_43 = e4
% 58.03/23.72  													|
% 58.03/23.72  														| Equations (396) can reduce 399 to:
% 58.03/23.72  														| (266) $false
% 58.03/23.72  														|
% 58.03/23.72  														|-The branch is then unsatisfiable
% 58.03/23.72  													|-Branch two:
% 58.03/23.72  													| (399)  ~ (all_0_43_43 = e4)
% 58.03/23.72  													| (6374) all_0_43_43 = e1 | all_0_43_43 = e0
% 58.03/23.72  													|
% 58.03/23.72  														+-Applying beta-rule and splitting (5471), into two cases.
% 58.03/23.72  														|-Branch one:
% 58.03/23.72  														| (1279) all_0_48_48 = e0
% 58.03/23.72  														|
% 58.03/23.72  															| Equations (1279) can reduce 17 to:
% 58.03/23.72  															| (5470)  ~ (all_0_43_43 = e0)
% 58.03/23.72  															|
% 58.03/23.72  															| Equations (1279) can reduce 30 to:
% 58.03/23.72  															| (831)  ~ (all_0_46_46 = e0)
% 58.03/23.72  															|
% 58.03/23.72  															| Equations (1279) can reduce 114 to:
% 58.03/23.72  															| (678)  ~ (all_0_47_47 = e0)
% 58.03/23.72  															|
% 58.03/23.72  															| Equations (1279) can reduce 185 to:
% 58.03/23.72  															| (486)  ~ (all_0_49_49 = e0)
% 58.03/23.72  															|
% 58.03/23.72  															| Simplifying 486 yields:
% 58.03/23.72  															| (487)  ~ (all_0_49_49 = e0)
% 58.03/23.72  															|
% 58.03/23.72  															| Equations (1279) can reduce 254 to:
% 58.03/23.72  															| (401)  ~ (e4 = e0)
% 58.03/23.72  															|
% 58.03/23.72  															| Simplifying 401 yields:
% 58.03/23.72  															| (49)  ~ (e4 = e0)
% 58.03/23.72  															|
% 58.03/23.72  															| Equations (1279) can reduce 215 to:
% 58.03/23.72  															| (541)  ~ (e3 = e0)
% 58.03/23.72  															|
% 58.03/23.72  															| Simplifying 541 yields:
% 58.03/23.72  															| (80)  ~ (e3 = e0)
% 58.03/23.72  															|
% 58.03/23.72  															| Equations (1279) can reduce 810 to:
% 58.03/23.72  															| (365)  ~ (e2 = e0)
% 58.03/23.72  															|
% 58.03/23.72  															| Simplifying 365 yields:
% 58.03/23.72  															| (128)  ~ (e2 = e0)
% 58.03/23.72  															|
% 58.03/23.72  															| From (1279) and (169) follows:
% 58.03/23.72  															| (14936) op(e0, e2) = all_0_18_18
% 58.03/23.72  															|
% 58.03/23.72  															| From (1279) and (21) follows:
% 58.03/23.72  															| (14937) op(e0, e1) = all_0_19_19
% 58.03/23.72  															|
% 58.03/23.72  															+-Applying beta-rule and splitting (6374), into two cases.
% 58.03/23.72  															|-Branch one:
% 58.03/23.72  															| (356) all_0_43_43 = e0
% 58.03/23.72  															|
% 58.03/23.72  																| Equations (356) can reduce 5470 to:
% 58.03/23.72  																| (266) $false
% 58.03/23.72  																|
% 58.03/23.72  																|-The branch is then unsatisfiable
% 58.03/23.72  															|-Branch two:
% 58.03/23.72  															| (5470)  ~ (all_0_43_43 = e0)
% 58.03/23.72  															| (430) all_0_43_43 = e1
% 58.03/23.72  															|
% 58.03/23.72  																| Equations (430) can reduce 240 to:
% 58.03/23.72  																| (1380)  ~ (all_0_42_42 = e1)
% 58.03/23.72  																|
% 58.03/23.72  																| Equations (430) can reduce 159 to:
% 58.03/23.72  																| (4057)  ~ (all_0_44_44 = e1)
% 58.03/23.72  																|
% 58.03/23.72  																| Simplifying 4057 yields:
% 58.03/23.72  																| (639)  ~ (all_0_44_44 = e1)
% 58.03/23.72  																|
% 58.03/23.72  																| From (430) and (88) follows:
% 58.03/23.72  																| (6385) op(e1, e3) = all_0_9_9
% 58.03/23.72  																|
% 58.03/23.72  																| From (430) and (98) follows:
% 58.03/23.72  																| (6386) op(e1, e1) = all_0_10_10
% 58.03/23.72  																|
% 58.03/23.72  																| From (430) and (37) follows:
% 58.03/23.72  																| (13877) op(e3, e1) = e1
% 58.03/23.72  																|
% 58.03/23.72  																| Instantiating formula (29) with e1, e3, all_0_9_9, all_0_50_50 and discharging atoms op(e1, e3) = all_0_9_9, op(e1, e3) = all_0_50_50, yields:
% 58.03/23.72  																| (6393) all_0_9_9 = all_0_50_50
% 58.03/23.72  																|
% 58.03/23.72  																| Instantiating formula (29) with e1, e1, all_0_10_10, e4 and discharging atoms op(e1, e1) = all_0_10_10, op(e1, e1) = e4, yields:
% 58.03/23.72  																| (6394) all_0_10_10 = e4
% 58.03/23.72  																|
% 58.03/23.72  																| Instantiating formula (29) with e0, e2, all_0_18_18, all_0_56_56 and discharging atoms op(e0, e2) = all_0_18_18, op(e0, e2) = all_0_56_56, yields:
% 58.03/23.72  																| (19950) all_0_18_18 = all_0_56_56
% 58.03/23.72  																|
% 58.03/23.72  																| Instantiating formula (29) with e0, e1, all_0_19_19, e2 and discharging atoms op(e0, e1) = all_0_19_19, op(e0, e1) = e2, yields:
% 58.03/23.72  																| (349) all_0_19_19 = e2
% 58.03/23.72  																|
% 58.03/23.72  																| From (6393) and (6385) follows:
% 58.03/23.72  																| (242) op(e1, e3) = all_0_50_50
% 58.03/23.72  																|
% 58.03/23.72  																| From (6394) and (6386) follows:
% 58.03/23.72  																| (570) op(e1, e1) = e4
% 58.03/23.72  																|
% 58.03/23.72  																| From (19950) and (14936) follows:
% 58.03/23.72  																| (111) op(e0, e2) = all_0_56_56
% 58.03/23.72  																|
% 58.03/23.72  																| From (349) and (14937) follows:
% 58.03/23.72  																| (16562) op(e0, e1) = e2
% 58.03/23.72  																|
% 58.03/23.72  																+-Applying beta-rule and splitting (47), into two cases.
% 58.03/23.72  																|-Branch one:
% 58.03/23.72  																| (317) all_0_39_39 = e2
% 58.03/23.72  																|
% 58.03/23.72  																	| Equations (317) can reduce 294 to:
% 58.03/23.72  																	| (266) $false
% 58.03/23.72  																	|
% 58.03/23.72  																	|-The branch is then unsatisfiable
% 58.03/23.72  																|-Branch two:
% 58.03/23.72  																| (294)  ~ (all_0_39_39 = e2)
% 58.03/23.72  																| (385) all_0_47_47 = e2 | all_0_51_51 = e2 | all_0_56_56 = e2
% 58.03/23.72  																|
% 58.03/23.72  																	+-Applying beta-rule and splitting (95), into two cases.
% 58.03/23.72  																	|-Branch one:
% 58.03/23.72  																	| (378) all_0_50_50 = e2
% 58.03/23.72  																	|
% 58.03/23.72  																		| Equations (378) can reduce 302 to:
% 58.03/23.72  																		| (266) $false
% 58.03/23.72  																		|
% 58.03/23.72  																		|-The branch is then unsatisfiable
% 58.03/23.72  																	|-Branch two:
% 58.03/23.72  																	| (302)  ~ (all_0_50_50 = e2)
% 58.03/23.72  																	| (381) all_0_51_51 = e2 | all_0_52_52 = e2 | all_0_53_53 = e2
% 58.03/23.72  																	|
% 58.03/23.72  																		+-Applying beta-rule and splitting (158), into two cases.
% 58.03/23.72  																		|-Branch one:
% 58.03/23.72  																		| (313) all_0_40_40 = e2
% 58.03/23.72  																		|
% 58.03/23.72  																			| Equations (313) can reduce 296 to:
% 58.03/23.72  																			| (266) $false
% 58.03/23.72  																			|
% 58.03/23.72  																			|-The branch is then unsatisfiable
% 58.03/23.72  																		|-Branch two:
% 58.03/23.72  																		| (296)  ~ (all_0_40_40 = e2)
% 58.03/23.72  																		| (377) all_0_49_49 = e2 | all_0_53_53 = e2 | all_0_58_58 = e2
% 58.03/23.72  																		|
% 58.03/23.72  																			+-Applying beta-rule and splitting (243), into two cases.
% 58.03/23.72  																			|-Branch one:
% 58.03/23.72  																			| (329) all_0_38_38 = e0
% 58.03/23.72  																			|
% 58.03/23.72  																				| Combining equations (292,329) yields a new equation:
% 58.03/23.72  																				| (391) e2 = e0
% 58.03/23.72  																				|
% 58.03/23.72  																				| Simplifying 391 yields:
% 58.03/23.72  																				| (330) e2 = e0
% 58.03/23.72  																				|
% 58.03/23.72  																				| Equations (330) can reduce 128 to:
% 58.03/23.72  																				| (266) $false
% 58.03/23.72  																				|
% 58.03/23.72  																				|-The branch is then unsatisfiable
% 58.03/23.72  																			|-Branch two:
% 58.03/23.72  																			| (332)  ~ (all_0_38_38 = e0)
% 58.03/23.72  																			| (395) all_0_41_41 = e0 | all_0_46_46 = e0 | all_0_55_55 = e0
% 58.03/23.72  																			|
% 58.03/23.72  																				+-Applying beta-rule and splitting (113), into two cases.
% 58.03/23.72  																				|-Branch one:
% 58.03/23.72  																				| (403) all_0_41_41 = e3
% 58.03/23.72  																				|
% 58.03/23.72  																					| Equations (403) can reduce 221 to:
% 58.03/23.72  																					| (410)  ~ (all_0_50_50 = e3)
% 58.03/23.72  																					|
% 58.03/23.72  																					| Simplifying 410 yields:
% 58.03/23.72  																					| (411)  ~ (all_0_50_50 = e3)
% 58.03/23.72  																					|
% 58.03/23.72  																					+-Applying beta-rule and splitting (241), into two cases.
% 58.03/23.72  																					|-Branch one:
% 58.03/23.72  																					| (378) all_0_50_50 = e2
% 58.03/23.72  																					|
% 58.03/23.72  																						| Equations (378) can reduce 302 to:
% 58.03/23.72  																						| (266) $false
% 58.03/23.72  																						|
% 58.03/23.72  																						|-The branch is then unsatisfiable
% 58.03/23.72  																					|-Branch two:
% 58.03/23.72  																					| (302)  ~ (all_0_50_50 = e2)
% 58.03/23.72  																					| (422) all_0_50_50 = e4 | all_0_50_50 = e3 | all_0_50_50 = e1
% 58.03/23.72  																					|
% 58.03/23.72  																						+-Applying beta-rule and splitting (422), into two cases.
% 58.03/23.72  																						|-Branch one:
% 58.03/23.72  																						| (775) all_0_50_50 = e4
% 58.03/23.72  																						|
% 58.03/23.72  																							| Equations (775) can reduce 566 to:
% 58.03/23.72  																							| (266) $false
% 58.03/23.72  																							|
% 58.03/23.72  																							|-The branch is then unsatisfiable
% 58.03/23.72  																						|-Branch two:
% 58.03/23.72  																						| (566)  ~ (all_0_50_50 = e4)
% 58.03/23.73  																						| (1444) all_0_50_50 = e3 | all_0_50_50 = e1
% 58.03/23.73  																						|
% 58.03/23.73  																							+-Applying beta-rule and splitting (1444), into two cases.
% 58.03/23.73  																							|-Branch one:
% 58.03/23.73  																							| (601) all_0_50_50 = e1
% 58.03/23.73  																							|
% 58.03/23.73  																								| Equations (601) can reduce 566 to:
% 58.03/23.73  																								| (602)  ~ (e4 = e1)
% 58.03/23.73  																								|
% 58.03/23.73  																								| Simplifying 602 yields:
% 58.03/23.73  																								| (110)  ~ (e4 = e1)
% 58.03/23.73  																								|
% 58.03/23.73  																								+-Applying beta-rule and splitting (123), into two cases.
% 58.03/23.73  																								|-Branch one:
% 58.03/23.73  																								| (1794) all_0_46_46 = e2
% 58.03/23.73  																								|
% 58.03/23.73  																									| Equations (1794) can reduce 300 to:
% 58.03/23.73  																									| (266) $false
% 58.03/23.73  																									|
% 58.03/23.73  																									|-The branch is then unsatisfiable
% 58.03/23.73  																								|-Branch two:
% 58.03/23.73  																								| (300)  ~ (all_0_46_46 = e2)
% 58.03/23.73  																								| (1797) all_0_46_46 = e4 | all_0_46_46 = e3 | all_0_46_46 = e1 | all_0_46_46 = e0
% 58.03/23.73  																								|
% 58.03/23.73  																									+-Applying beta-rule and splitting (395), into two cases.
% 58.03/23.73  																									|-Branch one:
% 58.03/23.73  																									| (794) all_0_41_41 = e0
% 58.03/23.73  																									|
% 58.03/23.73  																										| Combining equations (403,794) yields a new equation:
% 58.03/23.73  																										| (675) e3 = e0
% 58.03/23.73  																										|
% 58.03/23.73  																										| Simplifying 675 yields:
% 58.03/23.73  																										| (676) e3 = e0
% 58.03/23.73  																										|
% 58.03/23.73  																										| Equations (676) can reduce 80 to:
% 58.03/23.73  																										| (266) $false
% 58.03/23.73  																										|
% 58.03/23.73  																										|-The branch is then unsatisfiable
% 58.03/23.73  																									|-Branch two:
% 58.03/23.73  																									| (357)  ~ (all_0_41_41 = e0)
% 58.03/23.73  																									| (895) all_0_46_46 = e0 | all_0_55_55 = e0
% 58.03/23.73  																									|
% 58.03/23.73  																										+-Applying beta-rule and splitting (62), into two cases.
% 58.03/23.73  																										|-Branch one:
% 58.03/23.73  																										| (321) all_0_38_38 = e4
% 58.03/23.73  																										|
% 58.03/23.73  																											| Combining equations (292,321) yields a new equation:
% 58.03/23.73  																											| (323) e4 = e2
% 58.03/23.73  																											|
% 58.03/23.73  																											| Equations (323) can reduce 48 to:
% 58.03/23.73  																											| (266) $false
% 58.03/23.73  																											|
% 58.03/23.73  																											|-The branch is then unsatisfiable
% 58.03/23.73  																										|-Branch two:
% 58.03/23.73  																										| (325)  ~ (all_0_38_38 = e4)
% 58.03/23.73  																										| (582) all_0_41_41 = e4 | all_0_46_46 = e4 | all_0_50_50 = e4 | all_0_55_55 = e4
% 58.03/23.73  																										|
% 58.03/23.73  																											+-Applying beta-rule and splitting (895), into two cases.
% 58.03/23.73  																											|-Branch one:
% 58.03/23.73  																											| (538) all_0_46_46 = e0
% 58.03/23.73  																											|
% 58.03/23.73  																												| Equations (538) can reduce 831 to:
% 58.03/23.73  																												| (266) $false
% 58.03/23.73  																												|
% 58.03/23.73  																												|-The branch is then unsatisfiable
% 58.03/23.73  																											|-Branch two:
% 58.03/23.73  																											| (831)  ~ (all_0_46_46 = e0)
% 58.03/23.73  																											| (858) all_0_55_55 = e0
% 58.03/23.73  																											|
% 58.03/23.73  																												+-Applying beta-rule and splitting (582), into two cases.
% 58.03/23.73  																												|-Branch one:
% 58.03/23.73  																												| (437) all_0_41_41 = e4
% 58.03/23.73  																												|
% 58.03/23.73  																													| Combining equations (403,437) yields a new equation:
% 58.03/23.73  																													| (425) e4 = e3
% 58.03/23.73  																													|
% 58.03/23.73  																													| Equations (425) can reduce 188 to:
% 58.03/23.73  																													| (266) $false
% 58.03/23.73  																													|
% 58.03/23.73  																													|-The branch is then unsatisfiable
% 58.03/23.73  																												|-Branch two:
% 58.03/23.73  																												| (440)  ~ (all_0_41_41 = e4)
% 58.03/23.73  																												| (769) all_0_46_46 = e4 | all_0_50_50 = e4 | all_0_55_55 = e4
% 58.03/23.73  																												|
% 58.03/23.73  																													+-Applying beta-rule and splitting (1797), into two cases.
% 58.03/23.73  																													|-Branch one:
% 58.03/23.73  																													| (770) all_0_46_46 = e4
% 58.03/23.73  																													|
% 58.03/23.73  																														| Equations (770) can reduce 250 to:
% 58.03/23.73  																														| (266) $false
% 58.03/23.73  																														|
% 58.03/23.73  																														|-The branch is then unsatisfiable
% 58.03/23.73  																													|-Branch two:
% 58.03/23.73  																													| (250)  ~ (all_0_46_46 = e4)
% 58.03/23.73  																													| (1801) all_0_46_46 = e3 | all_0_46_46 = e1 | all_0_46_46 = e0
% 58.03/23.73  																													|
% 58.03/23.73  																														+-Applying beta-rule and splitting (769), into two cases.
% 58.03/23.73  																														|-Branch one:
% 58.03/23.73  																														| (770) all_0_46_46 = e4
% 58.03/23.73  																														|
% 58.03/23.73  																															| Equations (770) can reduce 250 to:
% 58.03/23.73  																															| (266) $false
% 58.03/23.73  																															|
% 58.03/23.73  																															|-The branch is then unsatisfiable
% 58.03/23.73  																														|-Branch two:
% 58.03/23.73  																														| (250)  ~ (all_0_46_46 = e4)
% 58.03/23.73  																														| (774) all_0_50_50 = e4 | all_0_55_55 = e4
% 58.03/23.73  																														|
% 58.03/23.73  																															+-Applying beta-rule and splitting (774), into two cases.
% 58.03/23.73  																															|-Branch one:
% 58.03/23.73  																															| (775) all_0_50_50 = e4
% 58.03/23.73  																															|
% 58.03/23.73  																																| Combining equations (775,601) yields a new equation:
% 58.03/23.73  																																| (636) e4 = e1
% 58.03/23.73  																																|
% 58.03/23.73  																																| Simplifying 636 yields:
% 58.03/23.73  																																| (630) e4 = e1
% 58.03/23.73  																																|
% 58.03/23.73  																																| Equations (630) can reduce 110 to:
% 58.03/23.73  																																| (266) $false
% 58.03/23.73  																																|
% 58.03/23.73  																																|-The branch is then unsatisfiable
% 58.03/23.73  																															|-Branch two:
% 58.03/23.73  																															| (566)  ~ (all_0_50_50 = e4)
% 58.03/23.73  																															| (587) all_0_55_55 = e4
% 58.03/23.73  																															|
% 58.03/23.73  																																| Combining equations (587,858) yields a new equation:
% 58.03/23.73  																																| (481) e4 = e0
% 58.03/23.73  																																|
% 58.03/23.73  																																| Simplifying 481 yields:
% 58.03/23.73  																																| (397) e4 = e0
% 58.03/23.73  																																|
% 58.03/23.73  																																| Equations (397) can reduce 49 to:
% 58.03/23.73  																																| (266) $false
% 58.03/23.73  																																|
% 58.03/23.73  																																|-The branch is then unsatisfiable
% 58.03/23.73  																							|-Branch two:
% 58.03/23.73  																							| (759)  ~ (all_0_50_50 = e1)
% 58.03/23.73  																							| (415) all_0_50_50 = e3
% 58.03/23.73  																							|
% 58.03/23.73  																								| Equations (415) can reduce 411 to:
% 58.03/23.73  																								| (266) $false
% 58.03/23.73  																								|
% 58.03/23.73  																								|-The branch is then unsatisfiable
% 58.03/23.73  																				|-Branch two:
% 58.03/23.73  																				| (1898)  ~ (all_0_41_41 = e3)
% 58.03/23.73  																				| (1899) all_0_42_42 = e3 | all_0_44_44 = e3
% 58.03/23.73  																				|
% 58.03/23.73  																					+-Applying beta-rule and splitting (144), into two cases.
% 58.03/23.73  																					|-Branch one:
% 58.03/23.73  																					| (403) all_0_41_41 = e3
% 58.03/23.73  																					|
% 58.03/23.73  																						| Equations (403) can reduce 1898 to:
% 58.03/23.73  																						| (266) $false
% 58.03/23.73  																						|
% 58.03/23.73  																						|-The branch is then unsatisfiable
% 58.03/23.73  																					|-Branch two:
% 58.03/23.73  																					| (1898)  ~ (all_0_41_41 = e3)
% 58.03/23.73  																					| (1923) all_0_46_46 = e3 | all_0_50_50 = e3 | all_0_55_55 = e3
% 58.03/23.73  																					|
% 58.03/23.73  																						+-Applying beta-rule and splitting (168), into two cases.
% 58.03/23.73  																						|-Branch one:
% 58.03/23.73  																						| (415) all_0_50_50 = e3
% 58.03/23.73  																						|
% 58.03/23.73  																							| Equations (415) can reduce 35 to:
% 58.03/23.73  																							| (409)  ~ (all_0_46_46 = e3)
% 58.03/23.73  																							|
% 58.03/23.73  																							| Equations (415) can reduce 59 to:
% 58.03/23.73  																							| (1925)  ~ (all_0_51_51 = e3)
% 58.03/23.73  																							|
% 58.03/23.73  																							| Simplifying 1925 yields:
% 58.03/23.73  																							| (664)  ~ (all_0_51_51 = e3)
% 58.03/23.73  																							|
% 58.03/23.73  																							| Equations (415) can reduce 190 to:
% 58.03/23.73  																							| (1114)  ~ (all_0_53_53 = e3)
% 58.03/23.73  																							|
% 58.03/23.73  																							| Simplifying 1114 yields:
% 58.03/23.73  																							| (903)  ~ (all_0_53_53 = e3)
% 58.03/23.73  																							|
% 58.03/23.73  																							| Equations (415) can reduce 93 to:
% 58.03/23.73  																							| (269)  ~ (all_0_55_55 = e3)
% 58.03/23.73  																							|
% 58.03/23.73  																							| Simplifying 269 yields:
% 58.03/23.73  																							| (270)  ~ (all_0_55_55 = e3)
% 58.03/23.73  																							|
% 58.03/23.73  																							| Equations (415) can reduce 566 to:
% 58.03/23.73  																							| (277)  ~ (e4 = e3)
% 58.03/23.73  																							|
% 58.03/23.73  																							| Simplifying 277 yields:
% 58.03/23.73  																							| (188)  ~ (e4 = e3)
% 58.03/23.73  																							|
% 58.03/23.73  																							| From (415) and (8) follows:
% 58.03/23.73  																							| (5694) op(e3, e3) = all_0_23_23
% 58.03/23.73  																							|
% 58.03/23.73  																							| From (415) and (57) follows:
% 58.03/23.73  																							| (1933) op(e3, e1) = all_0_22_22
% 58.03/23.73  																							|
% 58.03/23.73  																							| From (415) and (242) follows:
% 58.03/23.73  																							| (1934) op(e1, e3) = e3
% 58.03/23.73  																							|
% 58.03/23.73  																							+-Applying beta-rule and splitting (123), into two cases.
% 58.03/23.73  																							|-Branch one:
% 58.03/23.73  																							| (1794) all_0_46_46 = e2
% 58.03/23.73  																							|
% 58.03/23.73  																								| Equations (1794) can reduce 300 to:
% 58.03/23.73  																								| (266) $false
% 58.03/23.73  																								|
% 58.03/23.73  																								|-The branch is then unsatisfiable
% 58.03/23.73  																							|-Branch two:
% 58.03/23.73  																							| (300)  ~ (all_0_46_46 = e2)
% 58.03/23.73  																							| (1797) all_0_46_46 = e4 | all_0_46_46 = e3 | all_0_46_46 = e1 | all_0_46_46 = e0
% 58.03/23.73  																							|
% 58.03/23.73  																								+-Applying beta-rule and splitting (1797), into two cases.
% 58.03/23.73  																								|-Branch one:
% 58.03/23.73  																								| (770) all_0_46_46 = e4
% 58.03/23.73  																								|
% 58.03/23.73  																									| Equations (770) can reduce 250 to:
% 58.03/23.73  																									| (266) $false
% 58.03/23.73  																									|
% 58.03/23.73  																									|-The branch is then unsatisfiable
% 58.03/23.73  																								|-Branch two:
% 58.03/23.73  																								| (250)  ~ (all_0_46_46 = e4)
% 58.03/23.73  																								| (1801) all_0_46_46 = e3 | all_0_46_46 = e1 | all_0_46_46 = e0
% 58.03/23.73  																								|
% 58.03/23.73  																									+-Applying beta-rule and splitting (1801), into two cases.
% 58.03/23.73  																									|-Branch one:
% 58.03/23.73  																									| (538) all_0_46_46 = e0
% 58.03/23.73  																									|
% 58.03/23.73  																										| Equations (538) can reduce 831 to:
% 58.03/23.73  																										| (266) $false
% 58.03/23.73  																										|
% 58.03/23.73  																										|-The branch is then unsatisfiable
% 58.03/23.73  																									|-Branch two:
% 58.03/23.73  																									| (831)  ~ (all_0_46_46 = e0)
% 58.03/23.73  																									| (1838) all_0_46_46 = e3 | all_0_46_46 = e1
% 58.03/23.73  																									|
% 58.03/23.73  																										+-Applying beta-rule and splitting (1838), into two cases.
% 58.03/23.73  																										|-Branch one:
% 58.03/23.73  																										| (545) all_0_46_46 = e1
% 58.03/23.73  																										|
% 58.03/23.73  																											| Equations (545) can reduce 43 to:
% 58.03/23.73  																											| (457)  ~ (all_0_41_41 = e1)
% 58.03/23.73  																											|
% 58.03/23.73  																											| Equations (545) can reduce 19 to:
% 58.03/23.73  																											| (461)  ~ (all_0_47_47 = e1)
% 58.03/23.73  																											|
% 58.03/23.73  																											| Simplifying 461 yields:
% 58.03/23.73  																											| (462)  ~ (all_0_47_47 = e1)
% 58.03/23.73  																											|
% 58.03/23.73  																											| Equations (545) can reduce 208 to:
% 58.03/23.73  																											| (1419)  ~ (all_0_49_49 = e1)
% 58.03/23.73  																											|
% 58.03/23.73  																											| Simplifying 1419 yields:
% 58.03/23.73  																											| (1064)  ~ (all_0_49_49 = e1)
% 58.03/23.73  																											|
% 58.03/23.73  																											| Equations (545) can reduce 409 to:
% 58.03/23.73  																											| (467)  ~ (e3 = e1)
% 58.03/23.73  																											|
% 58.03/23.73  																											| Simplifying 467 yields:
% 58.03/23.73  																											| (213)  ~ (e3 = e1)
% 58.03/23.73  																											|
% 58.03/23.73  																											| Equations (545) can reduce 300 to:
% 58.03/23.73  																											| (604)  ~ (e2 = e1)
% 58.03/23.73  																											|
% 58.03/23.73  																											| Simplifying 604 yields:
% 58.03/23.73  																											| (122)  ~ (e2 = e1)
% 58.03/23.73  																											|
% 58.03/23.73  																											| From (545) and (33) follows:
% 58.03/23.73  																											| (2104) op(e1, e3) = all_0_16_16
% 58.03/23.73  																											|
% 58.03/23.73  																											| From (545) and (179) follows:
% 58.03/23.73  																											| (5636) op(e1, e2) = all_0_15_15
% 58.03/23.73  																											|
% 58.03/23.73  																											| From (545) and (120) follows:
% 58.03/23.73  																											| (2105) op(e2, e3) = e1
% 58.03/23.73  																											|
% 58.03/23.73  																											| Instantiating formula (29) with e3, e3, all_0_23_23, all_0_41_41 and discharging atoms op(e3, e3) = all_0_23_23, op(e3, e3) = all_0_41_41, yields:
% 58.03/23.73  																											| (6435) all_0_23_23 = all_0_41_41
% 58.03/23.73  																											|
% 58.03/23.73  																											| Instantiating formula (29) with e3, e1, all_0_22_22, e1 and discharging atoms op(e3, e1) = all_0_22_22, op(e3, e1) = e1, yields:
% 58.03/23.73  																											| (20077) all_0_22_22 = e1
% 58.03/23.73  																											|
% 58.03/23.73  																											| Instantiating formula (29) with e1, e3, e3, all_0_16_16 and discharging atoms op(e1, e3) = all_0_16_16, op(e1, e3) = e3, yields:
% 58.03/23.73  																											| (2167) all_0_16_16 = e3
% 58.03/23.73  																											|
% 58.03/23.73  																											| Instantiating formula (29) with e1, e2, all_0_15_15, all_0_51_51 and discharging atoms op(e1, e2) = all_0_15_15, op(e1, e2) = all_0_51_51, yields:
% 58.03/23.73  																											| (20079) all_0_15_15 = all_0_51_51
% 58.03/23.73  																											|
% 58.03/23.73  																											| From (6435) and (5694) follows:
% 58.03/23.73  																											| (219) op(e3, e3) = all_0_41_41
% 58.03/23.73  																											|
% 58.03/23.73  																											| From (20077) and (1933) follows:
% 58.03/23.73  																											| (13877) op(e3, e1) = e1
% 58.03/23.73  																											|
% 58.03/23.73  																											| From (2167) and (2104) follows:
% 58.03/23.73  																											| (1934) op(e1, e3) = e3
% 58.03/23.73  																											|
% 58.03/23.73  																											| From (20079) and (5636) follows:
% 58.03/23.73  																											| (186) op(e1, e2) = all_0_51_51
% 58.03/23.73  																											|
% 58.03/23.73  																											+-Applying beta-rule and splitting (196), into two cases.
% 58.03/23.73  																											|-Branch one:
% 58.03/23.73  																											| (607) all_0_53_53 = e2
% 58.03/23.73  																											|
% 58.03/23.73  																												| Equations (607) can reduce 162 to:
% 58.03/23.73  																												| (296)  ~ (all_0_40_40 = e2)
% 58.03/23.73  																												|
% 58.03/23.73  																												| Equations (607) can reduce 65 to:
% 58.03/23.73  																												| (340)  ~ (all_0_49_49 = e2)
% 58.03/23.73  																												|
% 58.03/23.73  																												| Equations (607) can reduce 6 to:
% 58.03/23.73  																												| (1099)  ~ (all_0_51_51 = e2)
% 58.03/23.73  																												|
% 58.03/23.73  																												| Equations (607) can reduce 10 to:
% 58.03/23.73  																												| (1186)  ~ (all_0_58_58 = e2)
% 58.03/23.73  																												|
% 58.03/23.73  																												| Simplifying 1186 yields:
% 58.03/23.73  																												| (908)  ~ (all_0_58_58 = e2)
% 58.03/23.73  																												|
% 58.03/23.73  																												| Equations (607) can reduce 903 to:
% 58.03/23.73  																												| (626)  ~ (e3 = e2)
% 58.03/23.73  																												|
% 58.03/23.73  																												| Simplifying 626 yields:
% 58.03/23.73  																												| (212)  ~ (e3 = e2)
% 58.03/23.73  																												|
% 58.03/23.73  																												| Equations (607) can reduce 247 to:
% 58.03/23.73  																												| (128)  ~ (e2 = e0)
% 58.03/23.73  																												|
% 58.03/23.73  																												| From (607) and (175) follows:
% 58.03/23.73  																												| (1556) op(e2, e0) = all_0_28_28
% 58.03/23.73  																												|
% 58.03/23.73  																												+-Applying beta-rule and splitting (7), into two cases.
% 58.03/23.73  																												|-Branch one:
% 58.03/23.73  																												| (504) all_0_51_51 = e2
% 58.03/23.73  																												|
% 58.03/23.73  																													| Equations (504) can reduce 1099 to:
% 58.03/23.73  																													| (266) $false
% 58.03/23.73  																													|
% 58.03/23.73  																													|-The branch is then unsatisfiable
% 58.03/23.73  																												|-Branch two:
% 58.03/23.73  																												| (1099)  ~ (all_0_51_51 = e2)
% 58.03/23.73  																												| (1100) all_0_51_51 = e4 | all_0_51_51 = e3 | all_0_51_51 = e1
% 58.03/23.73  																												|
% 58.03/23.73  																													+-Applying beta-rule and splitting (160), into two cases.
% 58.03/23.73  																													|-Branch one:
% 58.03/23.73  																													| (601) all_0_50_50 = e1
% 58.03/23.73  																													|
% 58.03/23.73  																														| Combining equations (415,601) yields a new equation:
% 58.03/23.73  																														| (454) e3 = e1
% 58.03/23.73  																														|
% 58.03/23.73  																														| Simplifying 454 yields:
% 58.03/23.73  																														| (455) e3 = e1
% 58.03/23.73  																														|
% 58.03/23.73  																														| Equations (455) can reduce 213 to:
% 58.03/23.73  																														| (266) $false
% 58.03/23.73  																														|
% 58.03/23.73  																														|-The branch is then unsatisfiable
% 58.03/23.73  																													|-Branch two:
% 58.03/23.73  																													| (759)  ~ (all_0_50_50 = e1)
% 58.03/23.73  																													| (1168) all_0_51_51 = e1 | all_0_52_52 = e1 | all_0_53_53 = e1
% 58.03/23.73  																													|
% 58.03/23.73  																														+-Applying beta-rule and splitting (1168), into two cases.
% 58.03/23.73  																														|-Branch one:
% 58.03/23.73  																														| (1109) all_0_51_51 = e1
% 58.03/23.73  																														|
% 58.03/23.73  																															| Equations (1109) can reduce 139 to:
% 58.03/23.73  																															| (151)  ~ (all_0_39_39 = e1)
% 58.03/23.73  																															|
% 58.03/23.73  																															| Equations (1109) can reduce 61 to:
% 58.03/23.73  																															| (1380)  ~ (all_0_42_42 = e1)
% 58.03/23.73  																															|
% 58.10/23.73  																															| Equations (1109) can reduce 224 to:
% 58.10/23.73  																															| (462)  ~ (all_0_47_47 = e1)
% 58.10/23.73  																															|
% 58.10/23.73  																															| Equations (1109) can reduce 475 to:
% 58.10/23.73  																															| (602)  ~ (e4 = e1)
% 58.10/23.73  																															|
% 58.10/23.73  																															| Simplifying 602 yields:
% 58.10/23.73  																															| (110)  ~ (e4 = e1)
% 58.10/23.73  																															|
% 58.10/23.73  																															| Equations (1109) can reduce 664 to:
% 58.10/23.73  																															| (467)  ~ (e3 = e1)
% 58.10/23.73  																															|
% 58.10/23.73  																															| Simplifying 467 yields:
% 58.10/23.73  																															| (213)  ~ (e3 = e1)
% 58.10/23.73  																															|
% 58.10/23.73  																															| Equations (1109) can reduce 115 to:
% 58.10/23.73  																															| (233)  ~ (e1 = e0)
% 58.10/23.73  																															|
% 58.10/23.73  																															| From (1109) and (177) follows:
% 58.10/23.73  																															| (4211) op(e1, e2) = all_0_25_25
% 58.10/23.73  																															|
% 58.10/23.73  																															| From (1109) and (186) follows:
% 58.10/23.73  																															| (699) op(e1, e2) = e1
% 58.10/23.73  																															|
% 58.10/23.73  																															+-Applying beta-rule and splitting (54), into two cases.
% 58.10/23.73  																															|-Branch one:
% 58.10/23.73  																															| (583) all_0_49_49 = e2
% 58.10/23.73  																															|
% 58.10/23.73  																																| Equations (583) can reduce 340 to:
% 58.10/23.73  																																| (266) $false
% 58.10/23.73  																																|
% 58.10/23.73  																																|-The branch is then unsatisfiable
% 58.10/23.73  																															|-Branch two:
% 58.10/23.73  																															| (340)  ~ (all_0_49_49 = e2)
% 58.10/23.73  																															| (586) all_0_49_49 = e4 | all_0_49_49 = e3 | all_0_49_49 = e1 | all_0_49_49 = e0
% 58.10/23.73  																															|
% 58.10/23.73  																																+-Applying beta-rule and splitting (112), into two cases.
% 58.10/23.73  																																|-Branch one:
% 58.10/23.73  																																| (635) all_0_44_44 = e1
% 58.10/23.73  																																|
% 58.10/23.73  																																	| Equations (635) can reduce 639 to:
% 58.10/23.73  																																	| (266) $false
% 58.10/23.73  																																	|
% 58.10/23.73  																																	|-The branch is then unsatisfiable
% 58.10/23.73  																																|-Branch two:
% 58.10/23.73  																																| (639)  ~ (all_0_44_44 = e1)
% 58.10/23.73  																																| (640) all_0_49_49 = e1 | all_0_53_53 = e1 | all_0_58_58 = e1
% 58.10/23.73  																																|
% 58.10/23.73  																																	+-Applying beta-rule and splitting (385), into two cases.
% 58.10/23.73  																																	|-Branch one:
% 58.10/23.73  																																	| (1105) all_0_47_47 = e2
% 58.10/23.73  																																	|
% 58.10/23.73  																																		| Equations (1105) can reduce 79 to:
% 58.10/23.73  																																		| (294)  ~ (all_0_39_39 = e2)
% 58.10/23.73  																																		|
% 58.10/23.73  																																		| Equations (1105) can reduce 198 to:
% 58.10/23.73  																																		| (51)  ~ (all_0_42_42 = e2)
% 58.10/23.73  																																		|
% 58.10/23.73  																																		| Equations (1105) can reduce 252 to:
% 58.10/23.73  																																		| (327)  ~ (e4 = e2)
% 58.10/23.73  																																		|
% 58.10/23.73  																																		| Simplifying 327 yields:
% 58.10/23.73  																																		| (48)  ~ (e4 = e2)
% 58.10/23.73  																																		|
% 58.10/23.73  																																		| Equations (1105) can reduce 462 to:
% 58.10/23.73  																																		| (122)  ~ (e2 = e1)
% 58.10/23.73  																																		|
% 58.10/23.73  																																		+-Applying beta-rule and splitting (180), into two cases.
% 58.10/23.73  																																		|-Branch one:
% 58.10/23.73  																																		| (516) all_0_42_42 = e3
% 58.10/23.73  																																		|
% 58.10/23.73  																																			| Equations (516) can reduce 214 to:
% 58.10/23.73  																																			| (1898)  ~ (all_0_41_41 = e3)
% 58.10/23.73  																																			|
% 58.10/23.73  																																			| Equations (516) can reduce 73 to:
% 58.10/23.73  																																			| (406)  ~ (all_0_44_44 = e3)
% 58.10/23.74  																																			|
% 58.10/23.74  																																			| Simplifying 406 yields:
% 58.10/23.74  																																			| (407)  ~ (all_0_44_44 = e3)
% 58.10/23.74  																																			|
% 58.10/23.74  																																			| Equations (516) can reduce 236 to:
% 58.10/23.74  																																			| (271)  ~ (all_0_56_56 = e3)
% 58.10/23.74  																																			|
% 58.10/23.74  																																			| Simplifying 271 yields:
% 58.10/23.74  																																			| (272)  ~ (all_0_56_56 = e3)
% 58.10/23.74  																																			|
% 58.10/23.74  																																			| Equations (516) can reduce 51 to:
% 58.10/23.74  																																			| (212)  ~ (e3 = e2)
% 58.10/23.74  																																			|
% 58.10/23.74  																																			| Equations (516) can reduce 1380 to:
% 58.10/23.74  																																			| (213)  ~ (e3 = e1)
% 58.10/23.74  																																			|
% 58.10/23.74  																																			| From (516) and (226) follows:
% 58.10/23.74  																																			| (5629) op(e3, e3) = all_0_7_7
% 58.10/23.74  																																			|
% 58.10/23.74  																																			| From (516) and (225) follows:
% 58.10/23.74  																																			| (4633) op(e3, e2) = all_0_8_8
% 58.10/23.74  																																			|
% 58.10/23.74  																																			| From (516) and (210) follows:
% 58.10/23.74  																																			| (4285) op(e3, e2) = e3
% 58.10/23.74  																																			|
% 58.10/23.74  																																			+-Applying beta-rule and splitting (189), into two cases.
% 58.10/23.74  																																			|-Branch one:
% 58.10/23.74  																																			| (532) all_0_44_44 = e3
% 58.10/23.74  																																			|
% 58.10/23.74  																																				| Equations (532) can reduce 407 to:
% 58.10/23.74  																																				| (266) $false
% 58.10/23.74  																																				|
% 58.10/23.74  																																				|-The branch is then unsatisfiable
% 58.10/23.74  																																			|-Branch two:
% 58.10/23.74  																																			| (407)  ~ (all_0_44_44 = e3)
% 58.10/23.74  																																			| (537) all_0_49_49 = e3 | all_0_53_53 = e3 | all_0_58_58 = e3
% 58.10/23.74  																																			|
% 58.10/23.74  																																				+-Applying beta-rule and splitting (78), into two cases.
% 58.10/23.74  																																				|-Branch one:
% 58.10/23.74  																																				| (423) all_0_45_45 = e3
% 58.10/23.74  																																				|
% 58.10/23.74  																																					| Combining equations (248,423) yields a new equation:
% 58.10/23.74  																																					| (424) e4 = e3
% 58.10/23.74  																																					|
% 58.10/23.74  																																					| Simplifying 424 yields:
% 58.10/23.74  																																					| (425) e4 = e3
% 58.10/23.74  																																					|
% 58.10/23.74  																																					| Equations (425) can reduce 188 to:
% 58.10/23.74  																																					| (266) $false
% 58.10/23.74  																																					|
% 58.10/23.74  																																					|-The branch is then unsatisfiable
% 58.10/23.74  																																				|-Branch two:
% 58.10/23.74  																																				| (427)  ~ (all_0_45_45 = e3)
% 58.10/23.74  																																				| (428) all_0_46_46 = e3 | all_0_47_47 = e3 | all_0_49_49 = e3
% 58.10/23.74  																																				|
% 58.10/23.74  																																					+-Applying beta-rule and splitting (537), into two cases.
% 58.10/23.74  																																					|-Branch one:
% 58.10/23.74  																																					| (884) all_0_49_49 = e3
% 58.10/23.74  																																					|
% 58.10/23.74  																																						| Equations (884) can reduce 200 to:
% 58.10/23.74  																																						| (2)  ~ (all_0_40_40 = e3)
% 58.10/23.74  																																						|
% 58.10/23.74  																																						| Equations (884) can reduce 9 to:
% 58.10/23.74  																																						| (407)  ~ (all_0_44_44 = e3)
% 58.10/23.74  																																						|
% 58.10/23.74  																																						| Equations (884) can reduce 256 to:
% 58.10/23.74  																																						| (277)  ~ (e4 = e3)
% 58.10/23.74  																																						|
% 58.10/23.74  																																						| Simplifying 277 yields:
% 58.10/23.74  																																						| (188)  ~ (e4 = e3)
% 58.10/23.74  																																						|
% 58.10/23.74  																																						| Equations (884) can reduce 1064 to:
% 58.10/23.74  																																						| (213)  ~ (e3 = e1)
% 58.10/23.74  																																						|
% 58.10/23.74  																																						| Equations (884) can reduce 487 to:
% 58.10/23.74  																																						| (80)  ~ (e3 = e0)
% 58.10/23.74  																																						|
% 58.10/23.74  																																						| From (884) and (129) follows:
% 58.10/23.74  																																						| (4740) op(e3, e2) = all_0_20_20
% 58.10/23.74  																																						|
% 58.10/23.74  																																						| From (884) and (55) follows:
% 58.10/23.74  																																						| (1581) op(e2, e0) = e3
% 58.10/23.74  																																						|
% 58.10/23.74  																																						+-Applying beta-rule and splitting (640), into two cases.
% 58.10/23.74  																																						|-Branch one:
% 58.10/23.74  																																						| (671) all_0_49_49 = e1
% 58.10/23.74  																																						|
% 58.10/23.74  																																							| Combining equations (884,671) yields a new equation:
% 58.10/23.74  																																							| (454) e3 = e1
% 58.10/23.74  																																							|
% 58.10/23.74  																																							| Simplifying 454 yields:
% 58.10/23.74  																																							| (455) e3 = e1
% 58.10/23.74  																																							|
% 58.10/23.74  																																							| Equations (455) can reduce 213 to:
% 58.10/23.74  																																							| (266) $false
% 58.10/23.74  																																							|
% 58.10/23.74  																																							|-The branch is then unsatisfiable
% 58.10/23.74  																																						|-Branch two:
% 58.10/23.74  																																						| (1064)  ~ (all_0_49_49 = e1)
% 58.10/23.74  																																						| (2141) all_0_53_53 = e1 | all_0_58_58 = e1
% 58.10/23.74  																																						|
% 58.10/23.74  																																							+-Applying beta-rule and splitting (2141), into two cases.
% 58.10/23.74  																																							|-Branch one:
% 58.10/23.74  																																							| (1208) all_0_53_53 = e1
% 58.10/23.74  																																							|
% 58.10/23.74  																																								| Combining equations (607,1208) yields a new equation:
% 58.10/23.74  																																								| (616) e2 = e1
% 58.10/23.74  																																								|
% 58.10/23.74  																																								| Simplifying 616 yields:
% 58.10/23.74  																																								| (617) e2 = e1
% 58.10/23.74  																																								|
% 58.10/23.74  																																								| Equations (617) can reduce 122 to:
% 58.10/23.74  																																								| (266) $false
% 58.10/23.74  																																								|
% 58.10/23.74  																																								|-The branch is then unsatisfiable
% 58.10/23.74  																																							|-Branch two:
% 58.10/23.74  																																							| (1459)  ~ (all_0_53_53 = e1)
% 58.10/23.74  																																							| (918) all_0_58_58 = e1
% 58.10/23.74  																																							|
% 58.10/23.74  																																								| Equations (918) can reduce 178 to:
% 58.10/23.74  																																								| (132)  ~ (all_0_40_40 = e1)
% 58.10/23.74  																																								|
% 58.10/23.74  																																								| Equations (918) can reduce 181 to:
% 58.10/23.74  																																								| (639)  ~ (all_0_44_44 = e1)
% 58.10/23.74  																																								|
% 58.10/23.74  																																								| Equations (918) can reduce 3 to:
% 58.10/23.74  																																								| (632)  ~ (all_0_55_55 = e1)
% 58.10/23.74  																																								|
% 58.10/23.74  																																								| Equations (918) can reduce 44 to:
% 58.10/23.74  																																								| (466)  ~ (all_0_56_56 = e1)
% 58.10/23.74  																																								|
% 58.10/23.74  																																								| Equations (918) can reduce 908 to:
% 58.10/23.74  																																								| (604)  ~ (e2 = e1)
% 58.10/23.74  																																								|
% 58.10/23.74  																																								| Simplifying 604 yields:
% 58.10/23.74  																																								| (122)  ~ (e2 = e1)
% 58.10/23.74  																																								|
% 58.10/23.74  																																								| Instantiating formula (29) with e3, e3, all_0_7_7, all_0_41_41 and discharging atoms op(e3, e3) = all_0_7_7, op(e3, e3) = all_0_41_41, yields:
% 58.10/23.74  																																								| (20177) all_0_7_7 = all_0_41_41
% 58.10/23.74  																																								|
% 58.10/23.74  																																								| Instantiating formula (29) with e3, e2, all_0_20_20, all_0_8_8 and discharging atoms op(e3, e2) = all_0_8_8, op(e3, e2) = all_0_20_20, yields:
% 58.10/23.74  																																								| (5711) all_0_8_8 = all_0_20_20
% 58.10/23.74  																																								|
% 58.10/23.74  																																								| Instantiating formula (29) with e3, e2, e3, all_0_8_8 and discharging atoms op(e3, e2) = all_0_8_8, op(e3, e2) = e3, yields:
% 58.10/23.74  																																								| (4675) all_0_8_8 = e3
% 58.10/23.74  																																								|
% 58.10/23.74  																																								| Instantiating formula (29) with e2, e0, e3, all_0_28_28 and discharging atoms op(e2, e0) = all_0_28_28, op(e2, e0) = e3, yields:
% 58.10/23.74  																																								| (1592) all_0_28_28 = e3
% 58.10/23.74  																																								|
% 58.10/23.74  																																								| Instantiating formula (29) with e1, e2, e1, all_0_25_25 and discharging atoms op(e1, e2) = all_0_25_25, op(e1, e2) = e1, yields:
% 58.10/23.74  																																								| (4271) all_0_25_25 = e1
% 58.10/23.74  																																								|
% 58.10/23.74  																																								| Combining equations (5711,4675) yields a new equation:
% 58.10/23.74  																																								| (5722) all_0_20_20 = e3
% 58.10/23.74  																																								|
% 58.10/23.74  																																								| Simplifying 5722 yields:
% 58.10/23.74  																																								| (4837) all_0_20_20 = e3
% 58.10/23.74  																																								|
% 58.10/23.74  																																								| From (20177) and (5629) follows:
% 58.10/23.74  																																								| (219) op(e3, e3) = all_0_41_41
% 58.10/23.74  																																								|
% 58.10/23.74  																																								| From (4837) and (4740) follows:
% 58.10/23.74  																																								| (4285) op(e3, e2) = e3
% 58.10/23.74  																																								|
% 58.10/23.74  																																								| From (1592) and (1556) follows:
% 58.10/23.74  																																								| (1581) op(e2, e0) = e3
% 58.10/23.74  																																								|
% 58.10/23.74  																																								| From (4271) and (4211) follows:
% 58.10/23.74  																																								| (699) op(e1, e2) = e1
% 58.10/23.74  																																								|
% 58.10/23.74  																																								+-Applying beta-rule and splitting (165), into two cases.
% 58.10/23.74  																																								|-Branch one:
% 58.10/23.74  																																								| (794) all_0_41_41 = e0
% 58.10/23.74  																																								|
% 58.10/23.74  																																									| Equations (794) can reduce 149 to:
% 58.10/23.74  																																									| (359)  ~ (all_0_44_44 = e0)
% 58.10/23.74  																																									|
% 58.10/23.74  																																									| Simplifying 359 yields:
% 58.10/23.74  																																									| (360)  ~ (all_0_44_44 = e0)
% 58.10/23.74  																																									|
% 58.10/23.74  																																									| Equations (794) can reduce 191 to:
% 58.10/23.74  																																									| (4444)  ~ (all_0_55_55 = e0)
% 58.10/23.74  																																									|
% 58.10/23.74  																																									| Simplifying 4444 yields:
% 58.10/23.74  																																									| (803)  ~ (all_0_55_55 = e0)
% 58.10/23.74  																																									|
% 58.10/23.74  																																									+-Applying beta-rule and splitting (26), into two cases.
% 58.10/23.74  																																									|-Branch one:
% 58.10/23.74  																																									| (446) all_0_44_44 = e4
% 58.10/23.74  																																									|
% 58.10/23.74  																																										| Equations (446) can reduce 143 to:
% 58.10/23.74  																																										| (447)  ~ (all_0_40_40 = e4)
% 58.10/23.74  																																										|
% 58.10/23.74  																																										+-Applying beta-rule and splitting (316), into two cases.
% 58.10/23.74  																																										|-Branch one:
% 58.10/23.74  																																										| (1378) all_0_40_40 = e4
% 58.10/23.74  																																										|
% 58.10/23.74  																																											| Equations (1378) can reduce 447 to:
% 58.10/23.74  																																											| (266) $false
% 58.10/23.74  																																											|
% 58.10/23.74  																																											|-The branch is then unsatisfiable
% 58.10/23.74  																																										|-Branch two:
% 58.10/23.74  																																										| (447)  ~ (all_0_40_40 = e4)
% 58.10/23.74  																																										| (485) all_0_40_40 = e0
% 58.10/23.74  																																										|
% 58.10/23.74  																																											| Equations (485) can reduce 176 to:
% 58.10/23.74  																																											| (484)  ~ (all_0_39_39 = e0)
% 58.10/23.74  																																											|
% 58.10/23.74  																																											| Equations (485) can reduce 2 to:
% 58.10/23.74  																																											| (541)  ~ (e3 = e0)
% 58.10/23.74  																																											|
% 58.10/23.74  																																											| Simplifying 541 yields:
% 58.10/23.74  																																											| (80)  ~ (e3 = e0)
% 58.10/23.74  																																											|
% 58.10/23.74  																																											| Equations (485) can reduce 296 to:
% 58.10/23.74  																																											| (365)  ~ (e2 = e0)
% 58.10/23.74  																																											|
% 58.10/23.74  																																											| Simplifying 365 yields:
% 58.10/23.74  																																											| (128)  ~ (e2 = e0)
% 58.10/23.74  																																											|
% 58.10/23.74  																																											| From (485) and (234) follows:
% 58.10/23.74  																																											| (3072) op(e4, e0) = e0
% 58.10/23.74  																																											|
% 58.10/23.74  																																											+-Applying beta-rule and splitting (125), into two cases.
% 58.10/23.74  																																											|-Branch one:
% 58.10/23.74  																																											| (858) all_0_55_55 = e0
% 58.10/23.74  																																											|
% 58.10/23.74  																																												| Equations (858) can reduce 803 to:
% 58.10/23.74  																																												| (266) $false
% 58.10/23.74  																																												|
% 58.10/23.74  																																												|-The branch is then unsatisfiable
% 58.10/23.74  																																											|-Branch two:
% 58.10/23.74  																																											| (803)  ~ (all_0_55_55 = e0)
% 58.10/23.74  																																											| (863) all_0_56_56 = e0 | all_0_57_57 = e0 | all_0_58_58 = e0
% 58.10/23.74  																																											|
% 58.10/23.74  																																												+-Applying beta-rule and splitting (104), into two cases.
% 58.10/23.74  																																												|-Branch one:
% 58.10/23.74  																																												| (480) all_0_39_39 = e0
% 58.10/23.74  																																												|
% 58.10/23.74  																																													| Equations (480) can reduce 484 to:
% 58.10/23.74  																																													| (266) $false
% 58.10/23.74  																																													|
% 58.10/23.74  																																													|-The branch is then unsatisfiable
% 58.10/23.74  																																												|-Branch two:
% 58.10/23.74  																																												| (484)  ~ (all_0_39_39 = e0)
% 58.10/23.74  																																												| (558) all_0_42_42 = e0 | all_0_47_47 = e0 | all_0_56_56 = e0
% 58.10/23.74  																																												|
% 58.10/23.74  																																													+-Applying beta-rule and splitting (174), into two cases.
% 58.10/23.74  																																													|-Branch one:
% 58.10/23.74  																																													| (386) all_0_55_55 = e2
% 58.10/23.74  																																													|
% 58.10/23.74  																																														| Equations (386) can reduce 304 to:
% 58.10/23.74  																																														| (266) $false
% 58.10/23.74  																																														|
% 58.10/23.74  																																														|-The branch is then unsatisfiable
% 58.10/23.74  																																													|-Branch two:
% 58.10/23.74  																																													| (304)  ~ (all_0_55_55 = e2)
% 58.10/23.74  																																													| (2051) all_0_55_55 = e4 | all_0_55_55 = e3 | all_0_55_55 = e1 | all_0_55_55 = e0
% 58.10/23.74  																																													|
% 58.10/23.74  																																														+-Applying beta-rule and splitting (863), into two cases.
% 58.10/23.74  																																														|-Branch one:
% 58.10/23.74  																																														| (679) all_0_56_56 = e0
% 58.10/23.74  																																														|
% 58.10/23.74  																																															| Equations (679) can reduce 153 to:
% 58.10/23.74  																																															| (803)  ~ (all_0_55_55 = e0)
% 58.10/23.74  																																															|
% 58.10/23.74  																																															| Equations (679) can reduce 466 to:
% 58.10/23.74  																																															| (435)  ~ (e1 = e0)
% 58.10/23.74  																																															|
% 58.10/23.74  																																															| Simplifying 435 yields:
% 58.10/23.74  																																															| (233)  ~ (e1 = e0)
% 58.10/23.74  																																															|
% 58.10/23.74  																																															+-Applying beta-rule and splitting (2051), into two cases.
% 58.10/23.74  																																															|-Branch one:
% 58.10/23.74  																																															| (587) all_0_55_55 = e4
% 58.10/23.74  																																															|
% 58.10/23.74  																																																| From (587) and (74) follows:
% 58.10/23.74  																																																| (589) op(e0, e3) = e4
% 58.10/23.74  																																																|
% 58.10/23.74  																																																+-Applying beta-rule and splitting (56), into two cases.
% 58.10/23.74  																																																|-Branch one:
% 58.10/23.74  																																																| (696) unit = e2
% 58.10/23.74  																																																|
% 58.10/23.74  																																																	| From (696) and (24) follows:
% 58.10/23.74  																																																	| (697) op(e2, e3) = e3
% 58.10/23.74  																																																	|
% 58.10/23.74  																																																	| From (696) and (209) follows:
% 58.10/23.74  																																																	| (7585) op(e2, e0) = e0
% 58.10/23.74  																																																	|
% 58.10/23.74  																																																	| Instantiating formula (29) with e2, e3, e3, e1 and discharging atoms op(e2, e3) = e3, op(e2, e3) = e1, yields:
% 58.10/23.74  																																																	| (455) e3 = e1
% 58.10/23.74  																																																	|
% 58.10/23.74  																																																	| Instantiating formula (29) with e2, e0, e0, e3 and discharging atoms op(e2, e0) = e3, op(e2, e0) = e0, yields:
% 58.10/23.74  																																																	| (676) e3 = e0
% 58.10/23.74  																																																	|
% 58.10/23.74  																																																	| Combining equations (455,676) yields a new equation:
% 58.10/23.74  																																																	| (546) e1 = e0
% 58.10/23.74  																																																	|
% 58.10/23.74  																																																	| Simplifying 546 yields:
% 58.10/23.74  																																																	| (431) e1 = e0
% 58.10/23.74  																																																	|
% 58.10/23.74  																																																	| Equations (431) can reduce 233 to:
% 58.10/23.74  																																																	| (266) $false
% 58.10/23.74  																																																	|
% 58.10/23.74  																																																	|-The branch is then unsatisfiable
% 58.10/23.74  																																																|-Branch two:
% 58.10/23.74  																																																| (707)  ~ (unit = e2)
% 58.10/23.74  																																																| (708) unit = e4 | unit = e3 | unit = e1 | unit = e0
% 58.10/23.74  																																																|
% 58.10/23.74  																																																	+-Applying beta-rule and splitting (708), into two cases.
% 58.10/23.74  																																																	|-Branch one:
% 58.10/23.74  																																																	| (709) unit = e4
% 58.10/23.74  																																																	|
% 58.10/23.74  																																																		| From (709) and (227) follows:
% 58.10/23.74  																																																		| (710) op(e4, e4) = e4
% 58.10/23.74  																																																		|
% 58.10/23.74  																																																		| From (709) and (40) follows:
% 58.10/23.74  																																																		| (711) op(e3, e4) = e3
% 58.10/23.74  																																																		|
% 58.10/23.74  																																																		| From (709) and (32) follows:
% 58.10/23.74  																																																		| (712) op(e2, e4) = e2
% 58.10/23.74  																																																		|
% 58.10/23.74  																																																		| From (709) and (42) follows:
% 58.10/23.74  																																																		| (713) op(e0, e4) = e0
% 58.10/23.74  																																																		|
% 58.10/23.74  																																																		| Instantiating formula (29) with e4, e4, e4, e1 and discharging atoms op(e4, e4) = e4, op(e4, e4) = e1, yields:
% 58.10/23.74  																																																		| (630) e4 = e1
% 58.10/23.74  																																																		|
% 58.10/23.74  																																																		| Instantiating formula (29) with e3, e4, e3, e2 and discharging atoms op(e3, e4) = e3, op(e3, e4) = e2, yields:
% 58.10/23.74  																																																		| (662) e3 = e2
% 58.10/23.74  																																																		|
% 58.10/23.74  																																																		| Instantiating formula (29) with e2, e4, e2, e4 and discharging atoms op(e2, e4) = e4, op(e2, e4) = e2, yields:
% 58.10/23.74  																																																		| (323) e4 = e2
% 58.10/23.74  																																																		|
% 58.10/23.74  																																																		| Instantiating formula (29) with e0, e4, e0, e3 and discharging atoms op(e0, e4) = e3, op(e0, e4) = e0, yields:
% 58.10/23.74  																																																		| (676) e3 = e0
% 58.10/23.74  																																																		|
% 58.10/23.74  																																																		| Combining equations (323,630) yields a new equation:
% 58.10/23.74  																																																		| (616) e2 = e1
% 58.10/23.74  																																																		|
% 58.10/23.74  																																																		| Simplifying 616 yields:
% 58.10/23.74  																																																		| (617) e2 = e1
% 58.10/23.74  																																																		|
% 58.10/23.74  																																																		| Combining equations (662,676) yields a new equation:
% 58.10/23.74  																																																		| (391) e2 = e0
% 58.10/23.74  																																																		|
% 58.10/23.74  																																																		| Simplifying 391 yields:
% 58.10/23.74  																																																		| (330) e2 = e0
% 58.10/23.74  																																																		|
% 58.10/23.74  																																																		| Combining equations (330,617) yields a new equation:
% 58.10/23.74  																																																		| (431) e1 = e0
% 58.10/23.74  																																																		|
% 58.10/23.74  																																																		| Equations (431) can reduce 233 to:
% 58.10/23.74  																																																		| (266) $false
% 58.10/23.74  																																																		|
% 58.10/23.74  																																																		|-The branch is then unsatisfiable
% 58.10/23.74  																																																	|-Branch two:
% 58.10/23.74  																																																	| (724)  ~ (unit = e4)
% 58.10/23.74  																																																	| (725) unit = e3 | unit = e1 | unit = e0
% 58.10/23.74  																																																	|
% 58.10/23.74  																																																		+-Applying beta-rule and splitting (725), into two cases.
% 58.10/23.74  																																																		|-Branch one:
% 58.10/23.74  																																																		| (726) unit = e0
% 58.10/23.74  																																																		|
% 58.10/23.74  																																																			| From (726) and (24) follows:
% 58.10/23.74  																																																			| (2208) op(e0, e3) = e3
% 58.10/23.74  																																																			|
% 58.10/23.74  																																																			| From (726) and (211) follows:
% 58.10/23.74  																																																			| (15180) op(e0, e1) = e1
% 58.10/23.74  																																																			|
% 58.10/23.74  																																																			| From (726) and (227) follows:
% 58.10/23.74  																																																			| (3205) op(e4, e0) = e4
% 58.10/23.74  																																																			|
% 58.10/23.74  																																																			| From (726) and (32) follows:
% 58.10/23.74  																																																			| (727) op(e2, e0) = e2
% 58.10/23.74  																																																			|
% 58.10/23.74  																																																			| Instantiating formula (29) with e4, e0, e4, e0 and discharging atoms op(e4, e0) = e4, op(e4, e0) = e0, yields:
% 58.10/23.74  																																																			| (397) e4 = e0
% 58.10/23.74  																																																			|
% 58.10/23.74  																																																			| Instantiating formula (29) with e2, e0, e2, e3 and discharging atoms op(e2, e0) = e3, op(e2, e0) = e2, yields:
% 58.10/23.74  																																																			| (662) e3 = e2
% 58.10/23.74  																																																			|
% 58.10/23.74  																																																			| Instantiating formula (29) with e0, e3, e3, e4 and discharging atoms op(e0, e3) = e4, op(e0, e3) = e3, yields:
% 58.10/23.74  																																																			| (425) e4 = e3
% 58.10/23.74  																																																			|
% 58.10/23.75  																																																			| Instantiating formula (29) with e0, e1, e1, e2 and discharging atoms op(e0, e1) = e2, op(e0, e1) = e1, yields:
% 58.10/23.75  																																																			| (617) e2 = e1
% 58.10/23.75  																																																			|
% 58.10/23.75  																																																			| Combining equations (397,425) yields a new equation:
% 58.10/23.75  																																																			| (676) e3 = e0
% 58.10/23.75  																																																			|
% 58.10/23.75  																																																			| Combining equations (676,662) yields a new equation:
% 58.10/23.75  																																																			| (330) e2 = e0
% 58.10/23.75  																																																			|
% 58.10/23.75  																																																			| Combining equations (617,330) yields a new equation:
% 58.10/23.75  																																																			| (546) e1 = e0
% 58.10/23.75  																																																			|
% 58.10/23.75  																																																			| Simplifying 546 yields:
% 58.10/23.75  																																																			| (431) e1 = e0
% 58.10/23.75  																																																			|
% 58.10/23.75  																																																			| Equations (431) can reduce 233 to:
% 58.10/23.75  																																																			| (266) $false
% 58.10/23.75  																																																			|
% 58.10/23.75  																																																			|-The branch is then unsatisfiable
% 58.10/23.75  																																																		|-Branch two:
% 58.10/23.75  																																																		| (734)  ~ (unit = e0)
% 58.10/23.75  																																																		| (735) unit = e3 | unit = e1
% 58.10/23.75  																																																		|
% 58.10/23.75  																																																			+-Applying beta-rule and splitting (735), into two cases.
% 58.10/23.75  																																																			|-Branch one:
% 58.10/23.75  																																																			| (736) unit = e1
% 58.10/23.75  																																																			|
% 58.10/23.75  																																																				| Equations (736) can reduce 734 to:
% 58.10/23.75  																																																				| (233)  ~ (e1 = e0)
% 58.10/23.75  																																																				|
% 58.10/23.75  																																																				| From (736) and (15) follows:
% 58.10/23.75  																																																				| (515) op(e1, e2) = e2
% 58.10/23.75  																																																				|
% 58.10/23.75  																																																				| From (736) and (42) follows:
% 58.10/23.75  																																																				| (3221) op(e0, e1) = e0
% 58.10/23.75  																																																				|
% 58.10/23.75  																																																				| Instantiating formula (29) with e1, e2, e2, e1 and discharging atoms op(e1, e2) = e2, op(e1, e2) = e1, yields:
% 58.10/23.75  																																																				| (617) e2 = e1
% 58.10/23.75  																																																				|
% 58.10/23.75  																																																				| Instantiating formula (29) with e0, e1, e0, e2 and discharging atoms op(e0, e1) = e2, op(e0, e1) = e0, yields:
% 58.10/23.75  																																																				| (330) e2 = e0
% 58.10/23.75  																																																				|
% 58.10/23.75  																																																				| Combining equations (330,617) yields a new equation:
% 58.10/23.75  																																																				| (431) e1 = e0
% 58.10/23.75  																																																				|
% 58.10/23.75  																																																				| Equations (431) can reduce 233 to:
% 58.10/23.75  																																																				| (266) $false
% 58.10/23.75  																																																				|
% 58.10/23.75  																																																				|-The branch is then unsatisfiable
% 58.10/23.75  																																																			|-Branch two:
% 58.10/23.75  																																																			| (748)  ~ (unit = e1)
% 58.10/23.75  																																																			| (749) unit = e3
% 58.10/23.75  																																																			|
% 58.10/23.75  																																																				| From (749) and (244) follows:
% 58.10/23.75  																																																				| (750) op(e3, e4) = e4
% 58.10/23.75  																																																				|
% 58.10/23.75  																																																				| From (749) and (15) follows:
% 58.10/23.75  																																																				| (751) op(e3, e2) = e2
% 58.10/23.75  																																																				|
% 58.10/23.75  																																																				| From (749) and (28) follows:
% 58.10/23.75  																																																				| (2235) op(e1, e3) = e1
% 58.10/23.75  																																																				|
% 58.10/23.75  																																																				| From (749) and (42) follows:
% 58.10/23.75  																																																				| (752) op(e0, e3) = e0
% 58.10/23.75  																																																				|
% 58.10/23.75  																																																				| Instantiating formula (29) with e3, e4, e4, e2 and discharging atoms op(e3, e4) = e4, op(e3, e4) = e2, yields:
% 58.10/23.75  																																																				| (323) e4 = e2
% 58.10/23.75  																																																				|
% 58.10/23.75  																																																				| Instantiating formula (29) with e3, e2, e2, e3 and discharging atoms op(e3, e2) = e3, op(e3, e2) = e2, yields:
% 58.10/23.75  																																																				| (662) e3 = e2
% 58.10/23.75  																																																				|
% 58.10/23.75  																																																				| Instantiating formula (29) with e1, e3, e1, e3 and discharging atoms op(e1, e3) = e3, op(e1, e3) = e1, yields:
% 58.10/23.75  																																																				| (455) e3 = e1
% 58.10/23.75  																																																				|
% 58.10/23.75  																																																				| Instantiating formula (29) with e0, e3, e0, e4 and discharging atoms op(e0, e3) = e4, op(e0, e3) = e0, yields:
% 58.10/23.75  																																																				| (397) e4 = e0
% 58.10/23.75  																																																				|
% 58.10/23.75  																																																				| Combining equations (397,323) yields a new equation:
% 58.10/23.75  																																																				| (330) e2 = e0
% 58.10/23.75  																																																				|
% 58.10/23.75  																																																				| Combining equations (662,455) yields a new equation:
% 58.10/23.75  																																																				| (616) e2 = e1
% 58.10/23.75  																																																				|
% 58.10/23.75  																																																				| Simplifying 616 yields:
% 58.10/23.75  																																																				| (617) e2 = e1
% 58.10/23.75  																																																				|
% 58.10/23.75  																																																				| Combining equations (330,617) yields a new equation:
% 58.10/23.75  																																																				| (431) e1 = e0
% 58.10/23.75  																																																				|
% 58.10/23.75  																																																				| Equations (431) can reduce 233 to:
% 58.10/23.75  																																																				| (266) $false
% 58.10/23.75  																																																				|
% 58.10/23.75  																																																				|-The branch is then unsatisfiable
% 58.10/23.75  																																															|-Branch two:
% 58.10/23.75  																																															| (763)  ~ (all_0_55_55 = e4)
% 58.10/23.75  																																															| (2055) all_0_55_55 = e3 | all_0_55_55 = e1 | all_0_55_55 = e0
% 58.10/23.75  																																															|
% 58.10/23.75  																																																+-Applying beta-rule and splitting (2055), into two cases.
% 58.10/23.75  																																																|-Branch one:
% 58.10/23.75  																																																| (858) all_0_55_55 = e0
% 58.10/23.75  																																																|
% 58.10/23.75  																																																	| Equations (858) can reduce 803 to:
% 58.10/23.75  																																																	| (266) $false
% 58.10/23.75  																																																	|
% 58.10/23.75  																																																	|-The branch is then unsatisfiable
% 58.10/23.75  																																																|-Branch two:
% 58.10/23.75  																																																| (803)  ~ (all_0_55_55 = e0)
% 58.10/23.75  																																																| (2315) all_0_55_55 = e3 | all_0_55_55 = e1
% 58.10/23.75  																																																|
% 58.10/23.75  																																																	+-Applying beta-rule and splitting (2315), into two cases.
% 58.10/23.75  																																																	|-Branch one:
% 58.10/23.75  																																																	| (629) all_0_55_55 = e1
% 58.10/23.75  																																																	|
% 58.10/23.75  																																																		| Equations (629) can reduce 632 to:
% 58.10/23.75  																																																		| (266) $false
% 58.10/23.75  																																																		|
% 58.10/23.75  																																																		|-The branch is then unsatisfiable
% 58.10/23.75  																																																	|-Branch two:
% 58.10/23.75  																																																	| (632)  ~ (all_0_55_55 = e1)
% 58.10/23.75  																																																	| (2336) all_0_55_55 = e3
% 58.10/23.75  																																																	|
% 58.10/23.75  																																																		| Equations (2336) can reduce 270 to:
% 58.10/23.75  																																																		| (266) $false
% 58.10/23.75  																																																		|
% 58.10/23.75  																																																		|-The branch is then unsatisfiable
% 58.10/23.75  																																														|-Branch two:
% 58.10/23.75  																																														| (828)  ~ (all_0_56_56 = e0)
% 58.10/23.75  																																														| (924) all_0_57_57 = e0 | all_0_58_58 = e0
% 58.10/23.75  																																														|
% 58.10/23.75  																																															+-Applying beta-rule and splitting (558), into two cases.
% 58.10/23.75  																																															|-Branch one:
% 58.10/23.75  																																															| (559) all_0_42_42 = e0
% 58.10/23.75  																																															|
% 58.10/23.75  																																																| Combining equations (516,559) yields a new equation:
% 58.10/23.75  																																																| (675) e3 = e0
% 58.10/23.75  																																																|
% 58.10/23.75  																																																| Simplifying 675 yields:
% 58.10/23.75  																																																| (676) e3 = e0
% 58.10/23.75  																																																|
% 58.10/23.75  																																																| Equations (676) can reduce 80 to:
% 58.10/23.75  																																																| (266) $false
% 58.10/23.75  																																																|
% 58.10/23.75  																																																|-The branch is then unsatisfiable
% 58.10/23.75  																																															|-Branch two:
% 58.10/23.75  																																															| (358)  ~ (all_0_42_42 = e0)
% 58.10/23.75  																																															| (563) all_0_47_47 = e0 | all_0_56_56 = e0
% 58.10/23.75  																																															|
% 58.10/23.75  																																																+-Applying beta-rule and splitting (563), into two cases.
% 58.10/23.75  																																																|-Branch one:
% 58.10/23.75  																																																| (674) all_0_47_47 = e0
% 58.10/23.75  																																																|
% 58.10/23.75  																																																	| Combining equations (1105,674) yields a new equation:
% 58.10/23.75  																																																	| (391) e2 = e0
% 58.10/23.75  																																																	|
% 58.10/23.75  																																																	| Simplifying 391 yields:
% 58.10/23.75  																																																	| (330) e2 = e0
% 58.10/23.75  																																																	|
% 58.10/23.75  																																																	| Equations (330) can reduce 128 to:
% 58.10/23.75  																																																	| (266) $false
% 58.10/23.75  																																																	|
% 58.10/23.75  																																																	|-The branch is then unsatisfiable
% 58.10/23.75  																																																|-Branch two:
% 58.10/23.75  																																																| (678)  ~ (all_0_47_47 = e0)
% 58.10/23.75  																																																| (679) all_0_56_56 = e0
% 58.10/23.75  																																																|
% 58.10/23.75  																																																	| Equations (679) can reduce 828 to:
% 58.10/23.75  																																																	| (266) $false
% 58.10/23.75  																																																	|
% 58.10/23.75  																																																	|-The branch is then unsatisfiable
% 58.10/23.75  																																									|-Branch two:
% 58.10/23.75  																																									| (1390)  ~ (all_0_44_44 = e4)
% 58.10/23.75  																																									| (1391) all_0_44_44 = e3 | all_0_44_44 = e1 | all_0_44_44 = e0
% 58.10/23.75  																																									|
% 58.10/23.75  																																										+-Applying beta-rule and splitting (174), into two cases.
% 58.10/23.75  																																										|-Branch one:
% 58.10/23.75  																																										| (386) all_0_55_55 = e2
% 58.10/23.75  																																										|
% 58.10/23.75  																																											| Equations (386) can reduce 304 to:
% 58.10/23.75  																																											| (266) $false
% 58.10/23.75  																																											|
% 58.10/23.75  																																											|-The branch is then unsatisfiable
% 58.10/23.75  																																										|-Branch two:
% 58.10/23.75  																																										| (304)  ~ (all_0_55_55 = e2)
% 58.10/23.75  																																										| (2051) all_0_55_55 = e4 | all_0_55_55 = e3 | all_0_55_55 = e1 | all_0_55_55 = e0
% 58.10/23.75  																																										|
% 58.10/23.75  																																											+-Applying beta-rule and splitting (64), into two cases.
% 58.10/23.75  																																											|-Branch one:
% 58.10/23.75  																																											| (437) all_0_41_41 = e4
% 58.10/23.75  																																											|
% 58.10/23.75  																																												| Combining equations (437,794) yields a new equation:
% 58.10/23.75  																																												| (481) e4 = e0
% 58.10/23.75  																																												|
% 58.10/23.75  																																												| Simplifying 481 yields:
% 58.10/23.75  																																												| (397) e4 = e0
% 58.10/23.75  																																												|
% 58.10/23.75  																																												| Equations (397) can reduce 49 to:
% 58.10/23.75  																																												| (266) $false
% 58.10/23.75  																																												|
% 58.10/23.75  																																												|-The branch is then unsatisfiable
% 58.10/23.75  																																											|-Branch two:
% 58.10/23.75  																																											| (440)  ~ (all_0_41_41 = e4)
% 58.10/23.75  																																											| (441) all_0_42_42 = e4 | all_0_43_43 = e4 | all_0_44_44 = e4
% 58.10/23.75  																																											|
% 58.10/23.75  																																												| Equations (794) can reduce 440 to:
% 58.10/23.75  																																												| (401)  ~ (e4 = e0)
% 58.10/23.75  																																												|
% 58.10/23.75  																																												| Simplifying 401 yields:
% 58.10/23.75  																																												| (49)  ~ (e4 = e0)
% 58.10/23.75  																																												|
% 58.10/23.75  																																												+-Applying beta-rule and splitting (125), into two cases.
% 58.10/23.75  																																												|-Branch one:
% 58.10/23.75  																																												| (858) all_0_55_55 = e0
% 58.10/23.75  																																												|
% 58.10/23.75  																																													| Equations (858) can reduce 803 to:
% 58.10/23.75  																																													| (266) $false
% 58.10/23.75  																																													|
% 58.10/23.75  																																													|-The branch is then unsatisfiable
% 58.10/23.75  																																												|-Branch two:
% 58.10/23.75  																																												| (803)  ~ (all_0_55_55 = e0)
% 58.10/23.75  																																												| (863) all_0_56_56 = e0 | all_0_57_57 = e0 | all_0_58_58 = e0
% 58.10/23.75  																																												|
% 58.10/23.75  																																													+-Applying beta-rule and splitting (75), into two cases.
% 58.10/23.75  																																													|-Branch one:
% 58.10/23.75  																																													| (485) all_0_40_40 = e0
% 58.10/23.75  																																													|
% 58.10/23.75  																																														+-Applying beta-rule and splitting (62), into two cases.
% 58.10/23.75  																																														|-Branch one:
% 58.10/23.75  																																														| (321) all_0_38_38 = e4
% 58.10/23.75  																																														|
% 58.10/23.75  																																															| Combining equations (321,292) yields a new equation:
% 58.10/23.75  																																															| (322) e4 = e2
% 58.10/23.75  																																															|
% 58.10/23.75  																																															| Simplifying 322 yields:
% 58.10/23.75  																																															| (323) e4 = e2
% 58.10/23.75  																																															|
% 58.10/23.75  																																															| Equations (323) can reduce 48 to:
% 58.10/23.75  																																															| (266) $false
% 58.10/23.75  																																															|
% 58.10/23.75  																																															|-The branch is then unsatisfiable
% 58.10/23.75  																																														|-Branch two:
% 58.10/23.75  																																														| (325)  ~ (all_0_38_38 = e4)
% 58.10/23.75  																																														| (582) all_0_41_41 = e4 | all_0_46_46 = e4 | all_0_50_50 = e4 | all_0_55_55 = e4
% 58.10/23.75  																																														|
% 58.10/23.75  																																															+-Applying beta-rule and splitting (582), into two cases.
% 58.10/23.75  																																															|-Branch one:
% 58.10/23.75  																																															| (437) all_0_41_41 = e4
% 58.10/23.75  																																															|
% 58.10/23.75  																																																| Combining equations (437,794) yields a new equation:
% 58.10/23.75  																																																| (481) e4 = e0
% 58.10/23.75  																																																|
% 58.10/23.75  																																																| Simplifying 481 yields:
% 58.10/23.75  																																																| (397) e4 = e0
% 58.10/23.75  																																																|
% 58.10/23.75  																																																| Equations (397) can reduce 49 to:
% 58.10/23.75  																																																| (266) $false
% 58.10/23.75  																																																|
% 58.10/23.75  																																																|-The branch is then unsatisfiable
% 58.10/23.75  																																															|-Branch two:
% 58.10/23.75  																																															| (440)  ~ (all_0_41_41 = e4)
% 58.10/23.75  																																															| (769) all_0_46_46 = e4 | all_0_50_50 = e4 | all_0_55_55 = e4
% 58.10/23.75  																																															|
% 58.10/23.75  																																																+-Applying beta-rule and splitting (769), into two cases.
% 58.10/23.75  																																																|-Branch one:
% 58.10/23.75  																																																| (770) all_0_46_46 = e4
% 58.10/23.75  																																																|
% 58.10/23.75  																																																	| Combining equations (770,545) yields a new equation:
% 58.10/23.75  																																																	| (636) e4 = e1
% 58.10/23.75  																																																	|
% 58.10/23.75  																																																	| Simplifying 636 yields:
% 58.10/23.75  																																																	| (630) e4 = e1
% 58.10/23.75  																																																	|
% 58.10/23.75  																																																	| Equations (630) can reduce 110 to:
% 58.10/23.75  																																																	| (266) $false
% 58.10/23.75  																																																	|
% 58.10/23.75  																																																	|-The branch is then unsatisfiable
% 58.10/23.75  																																																|-Branch two:
% 58.10/23.75  																																																| (250)  ~ (all_0_46_46 = e4)
% 58.10/23.75  																																																| (774) all_0_50_50 = e4 | all_0_55_55 = e4
% 58.10/23.75  																																																|
% 58.10/23.75  																																																	+-Applying beta-rule and splitting (774), into two cases.
% 58.10/23.75  																																																	|-Branch one:
% 58.10/23.75  																																																	| (775) all_0_50_50 = e4
% 58.10/23.75  																																																	|
% 58.10/23.75  																																																		| Combining equations (775,415) yields a new equation:
% 58.10/23.75  																																																		| (424) e4 = e3
% 58.10/23.75  																																																		|
% 58.10/23.75  																																																		| Simplifying 424 yields:
% 58.10/23.75  																																																		| (425) e4 = e3
% 58.10/23.75  																																																		|
% 58.10/23.75  																																																		| Equations (425) can reduce 188 to:
% 58.10/23.75  																																																		| (266) $false
% 58.10/23.75  																																																		|
% 58.10/23.75  																																																		|-The branch is then unsatisfiable
% 58.10/23.75  																																																	|-Branch two:
% 58.10/23.75  																																																	| (566)  ~ (all_0_50_50 = e4)
% 58.10/23.75  																																																	| (587) all_0_55_55 = e4
% 58.10/23.75  																																																	|
% 58.10/23.75  																																																		| Equations (587) can reduce 270 to:
% 58.10/23.75  																																																		| (188)  ~ (e4 = e3)
% 58.10/23.75  																																																		|
% 58.10/23.75  																																																		| Equations (587) can reduce 304 to:
% 58.10/23.75  																																																		| (48)  ~ (e4 = e2)
% 58.10/23.75  																																																		|
% 58.10/23.75  																																																		| Equations (587) can reduce 632 to:
% 58.10/23.75  																																																		| (110)  ~ (e4 = e1)
% 58.10/23.75  																																																		|
% 58.10/23.75  																																																		| Equations (587) can reduce 803 to:
% 58.10/23.75  																																																		| (49)  ~ (e4 = e0)
% 58.10/23.75  																																																		|
% 58.10/23.75  																																																		+-Applying beta-rule and splitting (150), into two cases.
% 58.10/23.75  																																																		|-Branch one:
% 58.10/23.75  																																																		| (1378) all_0_40_40 = e4
% 58.10/23.75  																																																		|
% 58.10/23.75  																																																			| Combining equations (1378,485) yields a new equation:
% 58.10/23.75  																																																			| (481) e4 = e0
% 58.10/23.75  																																																			|
% 58.10/23.75  																																																			| Simplifying 481 yields:
% 58.10/23.75  																																																			| (397) e4 = e0
% 58.10/23.75  																																																			|
% 58.10/23.75  																																																			| Equations (397) can reduce 49 to:
% 58.10/23.75  																																																			| (266) $false
% 58.10/23.75  																																																			|
% 58.10/23.75  																																																			|-The branch is then unsatisfiable
% 58.10/23.75  																																																		|-Branch two:
% 58.10/23.75  																																																		| (447)  ~ (all_0_40_40 = e4)
% 58.10/23.75  																																																		| (2271) all_0_44_44 = e4 | all_0_49_49 = e4 | all_0_53_53 = e4 | all_0_58_58 = e4
% 58.10/23.75  																																																		|
% 58.10/23.75  																																																			+-Applying beta-rule and splitting (2271), into two cases.
% 58.10/23.75  																																																			|-Branch one:
% 58.10/23.75  																																																			| (446) all_0_44_44 = e4
% 58.10/23.75  																																																			|
% 58.10/23.75  																																																				| Equations (446) can reduce 1390 to:
% 58.10/23.75  																																																				| (266) $false
% 58.10/23.75  																																																				|
% 58.10/23.75  																																																				|-The branch is then unsatisfiable
% 58.10/23.75  																																																			|-Branch two:
% 58.10/23.75  																																																			| (1390)  ~ (all_0_44_44 = e4)
% 58.10/23.75  																																																			| (7998) all_0_49_49 = e4 | all_0_53_53 = e4 | all_0_58_58 = e4
% 58.10/23.75  																																																			|
% 58.10/23.75  																																																				+-Applying beta-rule and splitting (7998), into two cases.
% 58.10/23.75  																																																				|-Branch one:
% 58.10/23.75  																																																				| (974) all_0_49_49 = e4
% 58.10/23.75  																																																				|
% 58.10/23.75  																																																					| Combining equations (884,974) yields a new equation:
% 58.10/23.75  																																																					| (425) e4 = e3
% 58.10/23.75  																																																					|
% 58.10/23.75  																																																					| Equations (425) can reduce 188 to:
% 58.10/23.75  																																																					| (266) $false
% 58.10/23.75  																																																					|
% 58.10/23.75  																																																					|-The branch is then unsatisfiable
% 58.10/23.75  																																																				|-Branch two:
% 58.10/23.75  																																																				| (256)  ~ (all_0_49_49 = e4)
% 58.10/23.75  																																																				| (8013) all_0_53_53 = e4 | all_0_58_58 = e4
% 58.10/23.75  																																																				|
% 58.10/23.75  																																																					+-Applying beta-rule and splitting (8013), into two cases.
% 58.10/23.75  																																																					|-Branch one:
% 58.10/23.75  																																																					| (1298) all_0_53_53 = e4
% 58.10/23.75  																																																					|
% 58.10/23.75  																																																						| Combining equations (1298,607) yields a new equation:
% 58.10/23.75  																																																						| (322) e4 = e2
% 58.10/23.75  																																																						|
% 58.10/23.75  																																																						| Simplifying 322 yields:
% 58.10/23.75  																																																						| (323) e4 = e2
% 58.10/23.75  																																																						|
% 58.10/23.75  																																																						| Equations (323) can reduce 48 to:
% 58.10/23.75  																																																						| (266) $false
% 58.10/23.75  																																																						|
% 58.10/23.75  																																																						|-The branch is then unsatisfiable
% 58.10/23.75  																																																					|-Branch two:
% 58.10/23.75  																																																					| (1453)  ~ (all_0_53_53 = e4)
% 58.10/23.75  																																																					| (910) all_0_58_58 = e4
% 58.10/23.75  																																																					|
% 58.10/23.75  																																																						| Combining equations (910,918) yields a new equation:
% 58.10/23.75  																																																						| (636) e4 = e1
% 58.10/23.75  																																																						|
% 58.10/23.75  																																																						| Simplifying 636 yields:
% 58.10/23.75  																																																						| (630) e4 = e1
% 58.10/23.75  																																																						|
% 58.10/23.75  																																																						| Equations (630) can reduce 110 to:
% 58.10/23.75  																																																						| (266) $false
% 58.10/23.75  																																																						|
% 58.10/23.75  																																																						|-The branch is then unsatisfiable
% 58.10/23.75  																																													|-Branch two:
% 58.10/23.75  																																													| (1401)  ~ (all_0_40_40 = e0)
% 58.10/23.75  																																													| (1748) all_0_44_44 = e0 | all_0_49_49 = e0 | all_0_58_58 = e0
% 58.10/23.75  																																													|
% 58.10/23.75  																																														+-Applying beta-rule and splitting (863), into two cases.
% 58.10/23.75  																																														|-Branch one:
% 58.10/23.75  																																														| (679) all_0_56_56 = e0
% 58.10/23.75  																																														|
% 58.10/23.75  																																															| Equations (679) can reduce 272 to:
% 58.10/23.75  																																															| (541)  ~ (e3 = e0)
% 58.10/23.75  																																															|
% 58.10/23.75  																																															| Simplifying 541 yields:
% 58.10/23.75  																																															| (80)  ~ (e3 = e0)
% 58.10/23.75  																																															|
% 58.10/23.75  																																															| Equations (679) can reduce 466 to:
% 58.10/23.75  																																															| (435)  ~ (e1 = e0)
% 58.10/23.75  																																															|
% 58.10/23.75  																																															| Simplifying 435 yields:
% 58.10/23.75  																																															| (233)  ~ (e1 = e0)
% 58.10/23.75  																																															|
% 58.10/23.75  																																															+-Applying beta-rule and splitting (1748), into two cases.
% 58.10/23.75  																																															|-Branch one:
% 58.10/23.75  																																															| (1414) all_0_44_44 = e0
% 58.10/23.75  																																															|
% 58.10/23.75  																																																| Equations (1414) can reduce 360 to:
% 58.10/23.75  																																																| (266) $false
% 58.10/23.75  																																																|
% 58.10/23.75  																																																|-The branch is then unsatisfiable
% 58.10/23.75  																																															|-Branch two:
% 58.10/23.75  																																															| (360)  ~ (all_0_44_44 = e0)
% 58.10/23.75  																																															| (1760) all_0_49_49 = e0 | all_0_58_58 = e0
% 58.10/23.75  																																															|
% 58.10/23.75  																																																+-Applying beta-rule and splitting (1760), into two cases.
% 58.10/23.75  																																																|-Branch one:
% 58.10/23.75  																																																| (978) all_0_49_49 = e0
% 58.10/23.75  																																																|
% 58.10/23.75  																																																	| Combining equations (884,978) yields a new equation:
% 58.10/23.75  																																																	| (675) e3 = e0
% 58.10/23.75  																																																	|
% 58.10/23.75  																																																	| Simplifying 675 yields:
% 58.10/23.75  																																																	| (676) e3 = e0
% 58.10/23.75  																																																	|
% 58.10/23.75  																																																	| Equations (676) can reduce 80 to:
% 58.10/23.75  																																																	| (266) $false
% 58.10/23.75  																																																	|
% 58.10/23.75  																																																	|-The branch is then unsatisfiable
% 58.10/23.75  																																																|-Branch two:
% 58.10/23.75  																																																| (487)  ~ (all_0_49_49 = e0)
% 58.10/23.75  																																																| (914) all_0_58_58 = e0
% 58.10/23.75  																																																|
% 58.10/23.75  																																																	| Combining equations (914,918) yields a new equation:
% 58.10/23.75  																																																	| (431) e1 = e0
% 58.10/23.75  																																																	|
% 58.10/23.75  																																																	| Equations (431) can reduce 233 to:
% 58.10/23.75  																																																	| (266) $false
% 58.10/23.75  																																																	|
% 58.10/23.75  																																																	|-The branch is then unsatisfiable
% 58.10/23.75  																																														|-Branch two:
% 58.10/23.75  																																														| (828)  ~ (all_0_56_56 = e0)
% 58.10/23.75  																																														| (924) all_0_57_57 = e0 | all_0_58_58 = e0
% 58.10/23.75  																																														|
% 58.10/23.75  																																															+-Applying beta-rule and splitting (104), into two cases.
% 58.10/23.75  																																															|-Branch one:
% 58.10/23.75  																																															| (480) all_0_39_39 = e0
% 58.10/23.75  																																															|
% 58.10/23.75  																																																| Equations (480) can reduce 294 to:
% 58.10/23.75  																																																| (365)  ~ (e2 = e0)
% 58.10/23.75  																																																|
% 58.10/23.75  																																																| Simplifying 365 yields:
% 58.10/23.75  																																																| (128)  ~ (e2 = e0)
% 58.10/23.75  																																																|
% 58.10/23.75  																																																| Equations (480) can reduce 151 to:
% 58.10/23.75  																																																| (435)  ~ (e1 = e0)
% 58.10/23.75  																																																|
% 58.10/23.75  																																																| Simplifying 435 yields:
% 58.10/23.75  																																																| (233)  ~ (e1 = e0)
% 58.10/23.75  																																																|
% 58.10/23.75  																																																+-Applying beta-rule and splitting (924), into two cases.
% 58.10/23.75  																																																|-Branch one:
% 58.10/23.75  																																																| (875) all_0_57_57 = e0
% 58.10/23.75  																																																|
% 58.10/23.75  																																																	| Combining equations (442,875) yields a new equation:
% 58.10/23.75  																																																	| (391) e2 = e0
% 58.10/23.75  																																																	|
% 58.10/23.75  																																																	| Simplifying 391 yields:
% 58.10/23.75  																																																	| (330) e2 = e0
% 58.10/23.75  																																																	|
% 58.10/23.75  																																																	| Equations (330) can reduce 128 to:
% 58.10/23.75  																																																	| (266) $false
% 58.10/23.75  																																																	|
% 58.10/23.75  																																																	|-The branch is then unsatisfiable
% 58.10/23.75  																																																|-Branch two:
% 58.10/23.75  																																																| (364)  ~ (all_0_57_57 = e0)
% 58.10/23.75  																																																| (914) all_0_58_58 = e0
% 58.10/23.75  																																																|
% 58.10/23.75  																																																	| Combining equations (914,918) yields a new equation:
% 58.10/23.75  																																																	| (431) e1 = e0
% 58.10/23.75  																																																	|
% 58.10/23.75  																																																	| Equations (431) can reduce 233 to:
% 58.10/23.75  																																																	| (266) $false
% 58.10/23.75  																																																	|
% 58.10/23.75  																																																	|-The branch is then unsatisfiable
% 58.10/23.75  																																															|-Branch two:
% 58.10/23.75  																																															| (484)  ~ (all_0_39_39 = e0)
% 58.10/23.75  																																															| (558) all_0_42_42 = e0 | all_0_47_47 = e0 | all_0_56_56 = e0
% 58.10/23.75  																																															|
% 58.10/23.75  																																																+-Applying beta-rule and splitting (333), into two cases.
% 58.10/23.75  																																																|-Branch one:
% 58.10/23.75  																																																| (480) all_0_39_39 = e0
% 58.10/23.75  																																																|
% 58.10/23.75  																																																	| Equations (480) can reduce 484 to:
% 58.10/23.75  																																																	| (266) $false
% 58.10/23.75  																																																	|
% 58.10/23.75  																																																	|-The branch is then unsatisfiable
% 58.10/23.75  																																																|-Branch two:
% 58.10/23.75  																																																| (484)  ~ (all_0_39_39 = e0)
% 58.10/23.75  																																																| (485) all_0_40_40 = e0
% 58.10/23.75  																																																|
% 58.10/23.75  																																																	| Equations (485) can reduce 1401 to:
% 58.10/23.75  																																																	| (266) $false
% 58.10/23.75  																																																	|
% 58.10/23.75  																																																	|-The branch is then unsatisfiable
% 58.10/23.75  																																								|-Branch two:
% 58.10/23.75  																																								| (357)  ~ (all_0_41_41 = e0)
% 58.10/23.75  																																								| (6761) all_0_42_42 = e0 | all_0_43_43 = e0 | all_0_44_44 = e0
% 58.10/23.75  																																								|
% 58.10/23.75  																																									+-Applying beta-rule and splitting (395), into two cases.
% 58.10/23.75  																																									|-Branch one:
% 58.10/23.75  																																									| (794) all_0_41_41 = e0
% 58.10/23.75  																																									|
% 58.10/23.75  																																										| Equations (794) can reduce 357 to:
% 58.10/23.75  																																										| (266) $false
% 58.10/23.75  																																										|
% 58.10/23.75  																																										|-The branch is then unsatisfiable
% 58.10/23.75  																																									|-Branch two:
% 58.10/23.75  																																									| (357)  ~ (all_0_41_41 = e0)
% 58.10/23.75  																																									| (895) all_0_46_46 = e0 | all_0_55_55 = e0
% 58.10/23.75  																																									|
% 58.10/23.75  																																										+-Applying beta-rule and splitting (27), into two cases.
% 58.10/23.75  																																										|-Branch one:
% 58.10/23.75  																																										| (437) all_0_41_41 = e4
% 58.10/23.75  																																										|
% 58.10/23.75  																																											| Equations (437) can reduce 149 to:
% 58.10/23.75  																																											| (1903)  ~ (all_0_44_44 = e4)
% 58.10/23.75  																																											|
% 58.10/23.75  																																											| Simplifying 1903 yields:
% 58.10/23.75  																																											| (1390)  ~ (all_0_44_44 = e4)
% 58.10/23.75  																																											|
% 58.10/23.75  																																											| Equations (437) can reduce 1898 to:
% 58.10/23.75  																																											| (188)  ~ (e4 = e3)
% 58.10/23.75  																																											|
% 58.10/23.75  																																											| From (437) and (219) follows:
% 58.10/23.75  																																											| (1913) op(e3, e3) = e4
% 58.10/23.75  																																											|
% 58.10/23.75  																																											+-Applying beta-rule and splitting (26), into two cases.
% 58.10/23.75  																																											|-Branch one:
% 58.10/23.75  																																											| (446) all_0_44_44 = e4
% 58.10/23.75  																																											|
% 58.10/23.75  																																												| Equations (446) can reduce 1390 to:
% 58.10/23.75  																																												| (266) $false
% 58.10/23.75  																																												|
% 58.10/23.75  																																												|-The branch is then unsatisfiable
% 58.10/23.75  																																											|-Branch two:
% 58.10/23.75  																																											| (1390)  ~ (all_0_44_44 = e4)
% 58.10/23.75  																																											| (1391) all_0_44_44 = e3 | all_0_44_44 = e1 | all_0_44_44 = e0
% 58.10/23.75  																																											|
% 58.10/23.75  																																												+-Applying beta-rule and splitting (171), into two cases.
% 58.10/23.75  																																												|-Branch one:
% 58.10/23.75  																																												| (265) all_0_54_54 = e4
% 58.10/23.75  																																												|
% 58.10/23.75  																																													| Combining equations (268,265) yields a new equation:
% 58.10/23.75  																																													| (425) e4 = e3
% 58.10/23.75  																																													|
% 58.10/23.75  																																													| Equations (425) can reduce 188 to:
% 58.10/23.75  																																													| (266) $false
% 58.10/23.75  																																													|
% 58.10/23.75  																																													|-The branch is then unsatisfiable
% 58.10/23.75  																																												|-Branch two:
% 58.10/23.75  																																												| (258)  ~ (all_0_54_54 = e4)
% 58.10/23.75  																																												| (575) all_0_55_55 = e4 | all_0_56_56 = e4 | all_0_57_57 = e4 | all_0_58_58 = e4
% 58.14/23.75  																																												|
% 58.14/23.75  																																													+-Applying beta-rule and splitting (1391), into two cases.
% 58.14/23.75  																																													|-Branch one:
% 58.14/23.75  																																													| (1414) all_0_44_44 = e0
% 58.14/23.75  																																													|
% 58.14/23.75  																																														| Equations (1414) can reduce 143 to:
% 58.14/23.75  																																														| (1401)  ~ (all_0_40_40 = e0)
% 58.14/23.75  																																														|
% 58.14/23.75  																																														| Equations (1414) can reduce 639 to:
% 58.14/23.75  																																														| (435)  ~ (e1 = e0)
% 58.14/23.75  																																														|
% 58.14/23.75  																																														| Simplifying 435 yields:
% 58.14/23.75  																																														| (233)  ~ (e1 = e0)
% 58.14/23.75  																																														|
% 58.14/23.75  																																														+-Applying beta-rule and splitting (316), into two cases.
% 58.14/23.75  																																														|-Branch one:
% 58.14/23.75  																																														| (1378) all_0_40_40 = e4
% 58.14/23.75  																																														|
% 58.14/23.75  																																															| Equations (1378) can reduce 176 to:
% 58.14/23.75  																																															| (1377)  ~ (all_0_39_39 = e4)
% 58.14/23.75  																																															|
% 58.14/23.75  																																															| Equations (1378) can reduce 2 to:
% 58.14/23.75  																																															| (188)  ~ (e4 = e3)
% 58.14/23.75  																																															|
% 58.14/23.75  																																															| Equations (1378) can reduce 296 to:
% 58.14/23.75  																																															| (48)  ~ (e4 = e2)
% 58.14/23.75  																																															|
% 58.14/23.75  																																															| Equations (1378) can reduce 132 to:
% 58.14/23.75  																																															| (110)  ~ (e4 = e1)
% 58.14/23.75  																																															|
% 58.14/23.75  																																															+-Applying beta-rule and splitting (164), into two cases.
% 58.14/23.75  																																															|-Branch one:
% 58.14/23.75  																																															| (471) all_0_39_39 = e4
% 58.14/23.75  																																															|
% 58.14/23.75  																																																| Equations (471) can reduce 1377 to:
% 58.14/23.75  																																																| (266) $false
% 58.14/23.75  																																																|
% 58.14/23.75  																																																|-The branch is then unsatisfiable
% 58.14/23.75  																																															|-Branch two:
% 58.14/23.75  																																															| (1377)  ~ (all_0_39_39 = e4)
% 58.14/23.75  																																															| (2115) all_0_42_42 = e4 | all_0_47_47 = e4 | all_0_51_51 = e4 | all_0_56_56 = e4
% 58.14/23.75  																																															|
% 58.14/23.75  																																																+-Applying beta-rule and splitting (895), into two cases.
% 58.14/23.75  																																																|-Branch one:
% 58.14/23.75  																																																| (538) all_0_46_46 = e0
% 58.14/23.75  																																																|
% 58.14/23.75  																																																	| Combining equations (545,538) yields a new equation:
% 58.14/23.75  																																																	| (546) e1 = e0
% 58.14/23.75  																																																	|
% 58.14/23.75  																																																	| Simplifying 546 yields:
% 58.14/23.75  																																																	| (431) e1 = e0
% 58.14/23.75  																																																	|
% 58.14/23.75  																																																	| Equations (431) can reduce 233 to:
% 58.14/23.75  																																																	| (266) $false
% 58.14/23.75  																																																	|
% 58.14/23.75  																																																	|-The branch is then unsatisfiable
% 58.14/23.76  																																																|-Branch two:
% 58.14/23.76  																																																| (831)  ~ (all_0_46_46 = e0)
% 58.14/23.76  																																																| (858) all_0_55_55 = e0
% 58.14/23.76  																																																|
% 58.14/23.76  																																																	| From (858) and (74) follows:
% 58.14/23.76  																																																	| (752) op(e0, e3) = e0
% 58.14/23.76  																																																	|
% 58.14/23.76  																																																	+-Applying beta-rule and splitting (104), into two cases.
% 58.14/23.76  																																																	|-Branch one:
% 58.14/23.76  																																																	| (480) all_0_39_39 = e0
% 58.14/23.76  																																																	|
% 58.14/23.76  																																																		| Equations (480) can reduce 1377 to:
% 58.14/23.76  																																																		| (401)  ~ (e4 = e0)
% 58.14/23.76  																																																		|
% 58.14/23.76  																																																		| Simplifying 401 yields:
% 58.14/23.76  																																																		| (49)  ~ (e4 = e0)
% 58.14/23.76  																																																		|
% 58.14/23.76  																																																		| Equations (480) can reduce 151 to:
% 58.14/23.76  																																																		| (435)  ~ (e1 = e0)
% 58.14/23.76  																																																		|
% 58.14/23.76  																																																		| Simplifying 435 yields:
% 58.14/23.76  																																																		| (233)  ~ (e1 = e0)
% 58.14/23.76  																																																		|
% 58.14/23.76  																																																		+-Applying beta-rule and splitting (575), into two cases.
% 58.14/23.76  																																																		|-Branch one:
% 58.14/23.76  																																																		| (587) all_0_55_55 = e4
% 58.14/23.76  																																																		|
% 58.14/23.76  																																																			| Combining equations (587,858) yields a new equation:
% 58.14/23.76  																																																			| (481) e4 = e0
% 58.14/23.76  																																																			|
% 58.14/23.76  																																																			| Simplifying 481 yields:
% 58.14/23.76  																																																			| (397) e4 = e0
% 58.14/23.76  																																																			|
% 58.14/23.76  																																																			| Equations (397) can reduce 49 to:
% 58.14/23.76  																																																			| (266) $false
% 58.14/23.76  																																																			|
% 58.14/23.76  																																																			|-The branch is then unsatisfiable
% 58.14/23.76  																																																		|-Branch two:
% 58.14/23.76  																																																		| (763)  ~ (all_0_55_55 = e4)
% 58.14/23.76  																																																		| (764) all_0_56_56 = e4 | all_0_57_57 = e4 | all_0_58_58 = e4
% 58.14/23.76  																																																		|
% 58.14/23.76  																																																			+-Applying beta-rule and splitting (764), into two cases.
% 58.14/23.76  																																																			|-Branch one:
% 58.14/23.76  																																																			| (842) all_0_56_56 = e4
% 58.14/23.76  																																																			|
% 58.14/23.76  																																																				| From (842) and (111) follows:
% 58.14/23.76  																																																				| (2154) op(e0, e2) = e4
% 58.14/23.76  																																																				|
% 58.14/23.76  																																																				+-Applying beta-rule and splitting (56), into two cases.
% 58.14/23.76  																																																				|-Branch one:
% 58.14/23.76  																																																				| (696) unit = e2
% 58.14/23.76  																																																				|
% 58.14/23.76  																																																					| From (696) and (24) follows:
% 58.14/23.76  																																																					| (697) op(e2, e3) = e3
% 58.14/23.76  																																																					|
% 58.14/23.76  																																																					| From (696) and (209) follows:
% 58.14/23.76  																																																					| (7585) op(e2, e0) = e0
% 58.14/23.76  																																																					|
% 58.14/23.76  																																																					| Instantiating formula (29) with e2, e3, e3, e1 and discharging atoms op(e2, e3) = e3, op(e2, e3) = e1, yields:
% 58.14/23.76  																																																					| (455) e3 = e1
% 58.14/23.76  																																																					|
% 58.14/23.76  																																																					| Instantiating formula (29) with e2, e0, e0, e3 and discharging atoms op(e2, e0) = e3, op(e2, e0) = e0, yields:
% 58.14/23.76  																																																					| (676) e3 = e0
% 58.14/23.76  																																																					|
% 58.14/23.76  																																																					| Combining equations (455,676) yields a new equation:
% 58.14/23.76  																																																					| (546) e1 = e0
% 58.14/23.76  																																																					|
% 58.14/23.76  																																																					| Simplifying 546 yields:
% 58.14/23.76  																																																					| (431) e1 = e0
% 58.14/23.76  																																																					|
% 58.14/23.76  																																																					| Equations (431) can reduce 233 to:
% 58.14/23.76  																																																					| (266) $false
% 58.14/23.76  																																																					|
% 58.14/23.76  																																																					|-The branch is then unsatisfiable
% 58.14/23.76  																																																				|-Branch two:
% 58.14/23.76  																																																				| (707)  ~ (unit = e2)
% 58.14/23.76  																																																				| (708) unit = e4 | unit = e3 | unit = e1 | unit = e0
% 58.14/23.76  																																																				|
% 58.14/23.76  																																																					+-Applying beta-rule and splitting (708), into two cases.
% 58.14/23.76  																																																					|-Branch one:
% 58.14/23.76  																																																					| (709) unit = e4
% 58.14/23.76  																																																					|
% 58.14/23.76  																																																						| From (709) and (227) follows:
% 58.14/23.76  																																																						| (710) op(e4, e4) = e4
% 58.14/23.76  																																																						|
% 58.14/23.76  																																																						| From (709) and (40) follows:
% 58.14/23.76  																																																						| (711) op(e3, e4) = e3
% 58.14/23.76  																																																						|
% 58.14/23.76  																																																						| From (709) and (32) follows:
% 58.14/23.76  																																																						| (712) op(e2, e4) = e2
% 58.14/23.76  																																																						|
% 58.14/23.76  																																																						| From (709) and (42) follows:
% 58.14/23.76  																																																						| (713) op(e0, e4) = e0
% 58.14/23.76  																																																						|
% 58.14/23.76  																																																						| Instantiating formula (29) with e4, e4, e4, e1 and discharging atoms op(e4, e4) = e4, op(e4, e4) = e1, yields:
% 58.14/23.76  																																																						| (630) e4 = e1
% 58.14/23.76  																																																						|
% 58.14/23.76  																																																						| Instantiating formula (29) with e3, e4, e3, e2 and discharging atoms op(e3, e4) = e3, op(e3, e4) = e2, yields:
% 58.14/23.76  																																																						| (662) e3 = e2
% 58.14/23.76  																																																						|
% 58.14/23.76  																																																						| Instantiating formula (29) with e2, e4, e2, e4 and discharging atoms op(e2, e4) = e4, op(e2, e4) = e2, yields:
% 58.14/23.76  																																																						| (323) e4 = e2
% 58.14/23.76  																																																						|
% 58.14/23.76  																																																						| Instantiating formula (29) with e0, e4, e0, e3 and discharging atoms op(e0, e4) = e3, op(e0, e4) = e0, yields:
% 58.14/23.76  																																																						| (676) e3 = e0
% 58.14/23.76  																																																						|
% 58.14/23.76  																																																						| Combining equations (630,323) yields a new equation:
% 58.14/23.76  																																																						| (617) e2 = e1
% 58.14/23.76  																																																						|
% 58.14/23.76  																																																						| Combining equations (662,676) yields a new equation:
% 58.14/23.76  																																																						| (391) e2 = e0
% 58.14/23.76  																																																						|
% 58.14/23.76  																																																						| Simplifying 391 yields:
% 58.14/23.76  																																																						| (330) e2 = e0
% 58.14/23.76  																																																						|
% 58.14/23.76  																																																						| Combining equations (617,330) yields a new equation:
% 58.14/23.76  																																																						| (546) e1 = e0
% 58.14/23.76  																																																						|
% 58.14/23.76  																																																						| Simplifying 546 yields:
% 58.14/23.76  																																																						| (431) e1 = e0
% 58.14/23.76  																																																						|
% 58.14/23.76  																																																						| Equations (431) can reduce 233 to:
% 58.14/23.76  																																																						| (266) $false
% 58.14/23.76  																																																						|
% 58.14/23.76  																																																						|-The branch is then unsatisfiable
% 58.14/23.76  																																																					|-Branch two:
% 58.14/23.76  																																																					| (724)  ~ (unit = e4)
% 58.14/23.76  																																																					| (725) unit = e3 | unit = e1 | unit = e0
% 58.14/23.76  																																																					|
% 58.14/23.76  																																																						+-Applying beta-rule and splitting (725), into two cases.
% 58.14/23.76  																																																						|-Branch one:
% 58.14/23.76  																																																						| (726) unit = e0
% 58.14/23.76  																																																						|
% 58.14/23.76  																																																							| From (726) and (244) follows:
% 58.14/23.76  																																																							| (2207) op(e0, e4) = e4
% 58.14/23.76  																																																							|
% 58.14/23.76  																																																							| From (726) and (24) follows:
% 58.14/23.76  																																																							| (2208) op(e0, e3) = e3
% 58.14/23.76  																																																							|
% 58.14/23.76  																																																							| From (726) and (15) follows:
% 58.14/23.76  																																																							| (1508) op(e0, e2) = e2
% 58.14/23.76  																																																							|
% 58.14/23.76  																																																							| From (726) and (211) follows:
% 58.14/23.76  																																																							| (15180) op(e0, e1) = e1
% 58.14/23.76  																																																							|
% 58.14/23.76  																																																							| Instantiating formula (29) with e0, e4, e4, e3 and discharging atoms op(e0, e4) = e4, op(e0, e4) = e3, yields:
% 58.14/23.76  																																																							| (425) e4 = e3
% 58.14/23.76  																																																							|
% 58.14/23.76  																																																							| Instantiating formula (29) with e0, e3, e3, e0 and discharging atoms op(e0, e3) = e3, op(e0, e3) = e0, yields:
% 58.14/23.76  																																																							| (676) e3 = e0
% 58.14/23.76  																																																							|
% 58.14/23.76  																																																							| Instantiating formula (29) with e0, e2, e2, e4 and discharging atoms op(e0, e2) = e4, op(e0, e2) = e2, yields:
% 58.14/23.76  																																																							| (323) e4 = e2
% 58.14/23.76  																																																							|
% 58.14/23.76  																																																							| Instantiating formula (29) with e0, e1, e1, e2 and discharging atoms op(e0, e1) = e2, op(e0, e1) = e1, yields:
% 58.14/23.76  																																																							| (617) e2 = e1
% 58.14/23.76  																																																							|
% 58.14/23.76  																																																							| Combining equations (323,425) yields a new equation:
% 58.14/23.76  																																																							| (662) e3 = e2
% 58.14/23.76  																																																							|
% 58.14/23.76  																																																							| Combining equations (662,676) yields a new equation:
% 58.14/23.76  																																																							| (391) e2 = e0
% 58.14/23.76  																																																							|
% 58.14/23.76  																																																							| Simplifying 391 yields:
% 58.14/23.76  																																																							| (330) e2 = e0
% 58.14/23.76  																																																							|
% 58.14/23.76  																																																							| Combining equations (330,617) yields a new equation:
% 58.14/23.76  																																																							| (431) e1 = e0
% 58.14/23.76  																																																							|
% 58.14/23.76  																																																							| Equations (431) can reduce 233 to:
% 58.14/23.76  																																																							| (266) $false
% 58.14/23.76  																																																							|
% 58.14/23.76  																																																							|-The branch is then unsatisfiable
% 58.14/23.76  																																																						|-Branch two:
% 58.14/23.76  																																																						| (734)  ~ (unit = e0)
% 58.14/23.76  																																																						| (735) unit = e3 | unit = e1
% 58.14/23.76  																																																						|
% 58.14/23.76  																																																							+-Applying beta-rule and splitting (735), into two cases.
% 58.14/23.76  																																																							|-Branch one:
% 58.14/23.76  																																																							| (736) unit = e1
% 58.14/23.76  																																																							|
% 58.14/23.76  																																																								| Equations (736) can reduce 734 to:
% 58.14/23.76  																																																								| (233)  ~ (e1 = e0)
% 58.14/23.76  																																																								|
% 58.14/23.76  																																																								| From (736) and (15) follows:
% 58.14/23.76  																																																								| (515) op(e1, e2) = e2
% 58.14/23.76  																																																								|
% 58.14/23.76  																																																								| From (736) and (42) follows:
% 58.14/23.76  																																																								| (3221) op(e0, e1) = e0
% 58.14/23.76  																																																								|
% 58.14/23.76  																																																								| Instantiating formula (29) with e1, e2, e2, e1 and discharging atoms op(e1, e2) = e2, op(e1, e2) = e1, yields:
% 58.14/23.76  																																																								| (617) e2 = e1
% 58.14/23.76  																																																								|
% 58.14/23.76  																																																								| Instantiating formula (29) with e0, e1, e0, e2 and discharging atoms op(e0, e1) = e2, op(e0, e1) = e0, yields:
% 58.14/23.76  																																																								| (330) e2 = e0
% 58.14/23.76  																																																								|
% 58.14/23.76  																																																								| Combining equations (330,617) yields a new equation:
% 58.14/23.76  																																																								| (431) e1 = e0
% 58.14/23.76  																																																								|
% 58.14/23.76  																																																								| Equations (431) can reduce 233 to:
% 58.14/23.76  																																																								| (266) $false
% 58.14/23.76  																																																								|
% 58.14/23.76  																																																								|-The branch is then unsatisfiable
% 58.14/23.76  																																																							|-Branch two:
% 58.14/23.76  																																																							| (748)  ~ (unit = e1)
% 58.14/23.76  																																																							| (749) unit = e3
% 58.14/23.76  																																																							|
% 58.14/23.76  																																																								| From (749) and (244) follows:
% 58.14/23.76  																																																								| (750) op(e3, e4) = e4
% 58.14/23.76  																																																								|
% 58.14/23.76  																																																								| From (749) and (40) follows:
% 58.14/23.76  																																																								| (3715) op(e3, e3) = e3
% 58.14/23.76  																																																								|
% 58.14/23.76  																																																								| From (749) and (28) follows:
% 58.14/23.76  																																																								| (2235) op(e1, e3) = e1
% 58.14/23.76  																																																								|
% 58.14/23.76  																																																								| Instantiating formula (29) with e3, e4, e4, e2 and discharging atoms op(e3, e4) = e4, op(e3, e4) = e2, yields:
% 58.14/23.76  																																																								| (323) e4 = e2
% 58.14/23.76  																																																								|
% 58.14/23.76  																																																								| Instantiating formula (29) with e3, e3, e3, e4 and discharging atoms op(e3, e3) = e4, op(e3, e3) = e3, yields:
% 58.14/23.76  																																																								| (425) e4 = e3
% 58.14/23.76  																																																								|
% 58.14/23.76  																																																								| Instantiating formula (29) with e1, e3, e1, e3 and discharging atoms op(e1, e3) = e3, op(e1, e3) = e1, yields:
% 58.14/23.76  																																																								| (455) e3 = e1
% 58.14/23.76  																																																								|
% 58.14/23.76  																																																								| Combining equations (323,425) yields a new equation:
% 58.14/23.76  																																																								| (662) e3 = e2
% 58.14/23.76  																																																								|
% 58.14/23.76  																																																								| Combining equations (662,455) yields a new equation:
% 58.14/23.76  																																																								| (616) e2 = e1
% 58.14/23.76  																																																								|
% 58.14/23.76  																																																								| Simplifying 616 yields:
% 58.14/23.76  																																																								| (617) e2 = e1
% 58.14/23.76  																																																								|
% 58.14/23.76  																																																								| Equations (617) can reduce 122 to:
% 58.14/23.76  																																																								| (266) $false
% 58.14/23.76  																																																								|
% 58.14/23.76  																																																								|-The branch is then unsatisfiable
% 58.14/23.76  																																																			|-Branch two:
% 58.14/23.76  																																																			| (477)  ~ (all_0_56_56 = e4)
% 58.14/23.76  																																																			| (935) all_0_57_57 = e4 | all_0_58_58 = e4
% 58.14/23.76  																																																			|
% 58.14/23.76  																																																				+-Applying beta-rule and splitting (935), into two cases.
% 58.14/23.76  																																																				|-Branch one:
% 58.14/23.76  																																																				| (871) all_0_57_57 = e4
% 58.14/23.76  																																																				|
% 58.14/23.76  																																																					| Combining equations (442,871) yields a new equation:
% 58.14/23.76  																																																					| (323) e4 = e2
% 58.14/23.76  																																																					|
% 58.14/23.76  																																																					| Equations (323) can reduce 48 to:
% 58.14/23.76  																																																					| (266) $false
% 58.14/23.76  																																																					|
% 58.14/23.76  																																																					|-The branch is then unsatisfiable
% 58.14/23.76  																																																				|-Branch two:
% 58.14/23.76  																																																				| (839)  ~ (all_0_57_57 = e4)
% 58.14/23.76  																																																				| (910) all_0_58_58 = e4
% 58.14/23.76  																																																				|
% 58.14/23.76  																																																					| Combining equations (910,918) yields a new equation:
% 58.14/23.76  																																																					| (636) e4 = e1
% 58.14/23.76  																																																					|
% 58.14/23.76  																																																					| Simplifying 636 yields:
% 58.14/23.76  																																																					| (630) e4 = e1
% 58.14/23.76  																																																					|
% 58.14/23.76  																																																					| Equations (630) can reduce 110 to:
% 58.14/23.76  																																																					| (266) $false
% 58.14/23.76  																																																					|
% 58.14/23.76  																																																					|-The branch is then unsatisfiable
% 58.14/23.76  																																																	|-Branch two:
% 58.14/23.76  																																																	| (484)  ~ (all_0_39_39 = e0)
% 58.14/23.76  																																																	| (558) all_0_42_42 = e0 | all_0_47_47 = e0 | all_0_56_56 = e0
% 58.14/23.76  																																																	|
% 58.14/23.76  																																																		+-Applying beta-rule and splitting (2115), into two cases.
% 58.14/23.76  																																																		|-Branch one:
% 58.14/23.76  																																																		| (1392) all_0_42_42 = e4
% 58.14/23.76  																																																		|
% 58.14/23.76  																																																			| Combining equations (1392,516) yields a new equation:
% 58.14/23.76  																																																			| (424) e4 = e3
% 58.14/23.76  																																																			|
% 58.14/23.76  																																																			| Simplifying 424 yields:
% 58.14/23.76  																																																			| (425) e4 = e3
% 58.14/23.76  																																																			|
% 58.14/23.76  																																																			| Equations (425) can reduce 188 to:
% 58.14/23.76  																																																			| (266) $false
% 58.14/23.76  																																																			|
% 58.14/23.76  																																																			|-The branch is then unsatisfiable
% 58.14/23.76  																																																		|-Branch two:
% 58.14/23.76  																																																		| (1890)  ~ (all_0_42_42 = e4)
% 58.14/23.76  																																																		| (2246) all_0_47_47 = e4 | all_0_51_51 = e4 | all_0_56_56 = e4
% 58.14/23.76  																																																		|
% 58.14/23.76  																																																			+-Applying beta-rule and splitting (2246), into two cases.
% 58.14/23.76  																																																			|-Branch one:
% 58.14/23.76  																																																			| (1790) all_0_47_47 = e4
% 58.14/23.76  																																																			|
% 58.14/23.76  																																																				| Combining equations (1105,1790) yields a new equation:
% 58.14/23.76  																																																				| (323) e4 = e2
% 58.14/23.76  																																																				|
% 58.14/23.76  																																																				| Equations (323) can reduce 48 to:
% 58.14/23.76  																																																				| (266) $false
% 58.14/23.76  																																																				|
% 58.14/23.76  																																																				|-The branch is then unsatisfiable
% 58.14/23.76  																																																			|-Branch two:
% 58.14/23.76  																																																			| (252)  ~ (all_0_47_47 = e4)
% 58.14/23.76  																																																			| (6548) all_0_51_51 = e4 | all_0_56_56 = e4
% 58.14/23.76  																																																			|
% 58.14/23.76  																																																				+-Applying beta-rule and splitting (6548), into two cases.
% 58.14/23.76  																																																				|-Branch one:
% 58.14/23.76  																																																				| (1101) all_0_51_51 = e4
% 58.14/23.76  																																																				|
% 58.14/23.76  																																																					| Combining equations (1101,1109) yields a new equation:
% 58.14/23.76  																																																					| (636) e4 = e1
% 58.14/23.76  																																																					|
% 58.14/23.76  																																																					| Simplifying 636 yields:
% 58.14/23.76  																																																					| (630) e4 = e1
% 58.14/23.76  																																																					|
% 58.14/23.76  																																																					| Equations (630) can reduce 110 to:
% 58.14/23.76  																																																					| (266) $false
% 58.14/23.76  																																																					|
% 58.14/23.76  																																																					|-The branch is then unsatisfiable
% 58.14/23.76  																																																				|-Branch two:
% 58.14/23.76  																																																				| (475)  ~ (all_0_51_51 = e4)
% 58.14/23.76  																																																				| (842) all_0_56_56 = e4
% 58.14/23.76  																																																				|
% 58.14/23.76  																																																					| Equations (842) can reduce 154 to:
% 58.14/23.76  																																																					| (1377)  ~ (all_0_39_39 = e4)
% 58.14/23.76  																																																					|
% 58.14/23.76  																																																					+-Applying beta-rule and splitting (320), into two cases.
% 58.14/23.76  																																																					|-Branch one:
% 58.14/23.76  																																																					| (471) all_0_39_39 = e4
% 58.14/23.76  																																																					|
% 58.14/23.76  																																																						| Equations (471) can reduce 1377 to:
% 58.14/23.76  																																																						| (266) $false
% 58.14/23.76  																																																						|
% 58.14/23.76  																																																						|-The branch is then unsatisfiable
% 58.14/23.76  																																																					|-Branch two:
% 58.14/23.76  																																																					| (1377)  ~ (all_0_39_39 = e4)
% 58.14/23.76  																																																					| (480) all_0_39_39 = e0
% 58.14/23.76  																																																					|
% 58.14/23.76  																																																						| Equations (480) can reduce 484 to:
% 58.14/23.76  																																																						| (266) $false
% 58.14/23.76  																																																						|
% 58.14/23.76  																																																						|-The branch is then unsatisfiable
% 58.14/23.76  																																														|-Branch two:
% 58.14/23.76  																																														| (447)  ~ (all_0_40_40 = e4)
% 58.14/23.76  																																														| (485) all_0_40_40 = e0
% 58.14/23.76  																																														|
% 58.14/23.76  																																															| Equations (485) can reduce 1401 to:
% 58.14/23.76  																																															| (266) $false
% 58.14/23.76  																																															|
% 58.14/23.76  																																															|-The branch is then unsatisfiable
% 58.14/23.76  																																													|-Branch two:
% 58.14/23.76  																																													| (360)  ~ (all_0_44_44 = e0)
% 58.14/23.76  																																													| (1417) all_0_44_44 = e3 | all_0_44_44 = e1
% 58.14/23.76  																																													|
% 58.14/23.76  																																														+-Applying beta-rule and splitting (1417), into two cases.
% 58.14/23.76  																																														|-Branch one:
% 58.14/23.76  																																														| (635) all_0_44_44 = e1
% 58.14/23.76  																																														|
% 58.14/23.76  																																															| Equations (635) can reduce 639 to:
% 58.14/23.76  																																															| (266) $false
% 58.14/23.76  																																															|
% 58.14/23.76  																																															|-The branch is then unsatisfiable
% 58.14/23.76  																																														|-Branch two:
% 58.14/23.76  																																														| (639)  ~ (all_0_44_44 = e1)
% 58.14/23.76  																																														| (532) all_0_44_44 = e3
% 58.14/23.76  																																														|
% 58.14/23.76  																																															| Equations (532) can reduce 407 to:
% 58.14/23.76  																																															| (266) $false
% 58.14/23.76  																																															|
% 58.14/23.76  																																															|-The branch is then unsatisfiable
% 58.14/23.76  																																										|-Branch two:
% 58.14/23.76  																																										| (440)  ~ (all_0_41_41 = e4)
% 58.14/23.76  																																										| (4049) all_0_41_41 = e3 | all_0_41_41 = e1 | all_0_41_41 = e0
% 58.14/23.76  																																										|
% 58.14/23.76  																																											+-Applying beta-rule and splitting (64), into two cases.
% 58.14/23.76  																																											|-Branch one:
% 58.14/23.76  																																											| (437) all_0_41_41 = e4
% 58.14/23.76  																																											|
% 58.14/23.76  																																												| Equations (437) can reduce 440 to:
% 58.14/23.76  																																												| (266) $false
% 58.14/23.76  																																												|
% 58.14/23.76  																																												|-The branch is then unsatisfiable
% 58.14/23.76  																																											|-Branch two:
% 58.14/23.76  																																											| (440)  ~ (all_0_41_41 = e4)
% 58.14/23.76  																																											| (441) all_0_42_42 = e4 | all_0_43_43 = e4 | all_0_44_44 = e4
% 58.14/23.76  																																											|
% 58.14/23.76  																																												+-Applying beta-rule and splitting (62), into two cases.
% 58.14/23.76  																																												|-Branch one:
% 58.14/23.76  																																												| (321) all_0_38_38 = e4
% 58.14/23.76  																																												|
% 58.14/23.76  																																													| Combining equations (321,292) yields a new equation:
% 58.14/23.76  																																													| (322) e4 = e2
% 58.14/23.76  																																													|
% 58.14/23.76  																																													| Simplifying 322 yields:
% 58.14/23.76  																																													| (323) e4 = e2
% 58.14/23.76  																																													|
% 58.14/23.76  																																													| Equations (323) can reduce 48 to:
% 58.14/23.76  																																													| (266) $false
% 58.14/23.76  																																													|
% 58.14/23.76  																																													|-The branch is then unsatisfiable
% 58.14/23.76  																																												|-Branch two:
% 58.14/23.76  																																												| (325)  ~ (all_0_38_38 = e4)
% 58.14/23.76  																																												| (582) all_0_41_41 = e4 | all_0_46_46 = e4 | all_0_50_50 = e4 | all_0_55_55 = e4
% 58.14/23.76  																																												|
% 58.14/23.76  																																													+-Applying beta-rule and splitting (6761), into two cases.
% 58.14/23.76  																																													|-Branch one:
% 58.14/23.76  																																													| (559) all_0_42_42 = e0
% 58.14/23.76  																																													|
% 58.14/23.76  																																														| Combining equations (559,516) yields a new equation:
% 58.14/23.76  																																														| (676) e3 = e0
% 58.14/23.76  																																														|
% 58.14/23.76  																																														| Equations (676) can reduce 80 to:
% 58.14/23.76  																																														| (266) $false
% 58.14/23.76  																																														|
% 58.14/23.76  																																														|-The branch is then unsatisfiable
% 58.14/23.76  																																													|-Branch two:
% 58.14/23.76  																																													| (358)  ~ (all_0_42_42 = e0)
% 58.14/23.76  																																													| (6766) all_0_43_43 = e0 | all_0_44_44 = e0
% 58.14/23.76  																																													|
% 58.14/23.76  																																														+-Applying beta-rule and splitting (6766), into two cases.
% 58.14/23.76  																																														|-Branch one:
% 58.14/23.76  																																														| (356) all_0_43_43 = e0
% 58.14/23.76  																																														|
% 58.14/23.76  																																															| Combining equations (356,430) yields a new equation:
% 58.14/23.76  																																															| (431) e1 = e0
% 58.14/23.76  																																															|
% 58.14/23.76  																																															| Equations (431) can reduce 233 to:
% 58.14/23.76  																																															| (266) $false
% 58.14/23.76  																																															|
% 58.14/23.76  																																															|-The branch is then unsatisfiable
% 58.14/23.76  																																														|-Branch two:
% 58.14/23.76  																																														| (5470)  ~ (all_0_43_43 = e0)
% 58.14/23.76  																																														| (1414) all_0_44_44 = e0
% 58.14/23.76  																																														|
% 58.14/23.76  																																															| Equations (1414) can reduce 143 to:
% 58.14/23.76  																																															| (1401)  ~ (all_0_40_40 = e0)
% 58.14/23.76  																																															|
% 58.14/23.76  																																															+-Applying beta-rule and splitting (333), into two cases.
% 58.14/23.76  																																															|-Branch one:
% 58.14/23.76  																																															| (480) all_0_39_39 = e0
% 58.14/23.76  																																															|
% 58.14/23.76  																																																| Equations (480) can reduce 176 to:
% 58.14/23.76  																																																| (1400)  ~ (all_0_40_40 = e0)
% 58.14/23.76  																																																|
% 58.14/23.76  																																																| Simplifying 1400 yields:
% 58.14/23.76  																																																| (1401)  ~ (all_0_40_40 = e0)
% 58.14/23.76  																																																|
% 58.14/23.76  																																																+-Applying beta-rule and splitting (164), into two cases.
% 58.14/23.76  																																																|-Branch one:
% 58.14/23.76  																																																| (471) all_0_39_39 = e4
% 58.14/23.76  																																																|
% 58.14/23.76  																																																	| Combining equations (471,480) yields a new equation:
% 58.14/23.76  																																																	| (481) e4 = e0
% 58.14/23.76  																																																	|
% 58.14/23.76  																																																	| Simplifying 481 yields:
% 58.14/23.76  																																																	| (397) e4 = e0
% 58.14/23.76  																																																	|
% 58.14/23.76  																																																	| Equations (397) can reduce 49 to:
% 58.14/23.76  																																																	| (266) $false
% 58.14/23.76  																																																	|
% 58.14/23.76  																																																	|-The branch is then unsatisfiable
% 58.14/23.76  																																																|-Branch two:
% 58.14/23.76  																																																| (1377)  ~ (all_0_39_39 = e4)
% 58.14/23.76  																																																| (2115) all_0_42_42 = e4 | all_0_47_47 = e4 | all_0_51_51 = e4 | all_0_56_56 = e4
% 58.14/23.76  																																																|
% 58.14/23.76  																																																	| Equations (480) can reduce 1377 to:
% 58.14/23.76  																																																	| (401)  ~ (e4 = e0)
% 58.14/23.76  																																																	|
% 58.14/23.76  																																																	| Simplifying 401 yields:
% 58.14/23.76  																																																	| (49)  ~ (e4 = e0)
% 58.14/23.76  																																																	|
% 58.14/23.76  																																																	+-Applying beta-rule and splitting (150), into two cases.
% 58.14/23.76  																																																	|-Branch one:
% 58.14/23.76  																																																	| (1378) all_0_40_40 = e4
% 58.14/23.76  																																																	|
% 58.14/23.76  																																																		| Equations (1378) can reduce 2 to:
% 58.14/23.76  																																																		| (188)  ~ (e4 = e3)
% 58.14/23.76  																																																		|
% 58.14/23.76  																																																		| Equations (1378) can reduce 132 to:
% 58.14/23.76  																																																		| (110)  ~ (e4 = e1)
% 58.14/23.76  																																																		|
% 58.14/23.76  																																																		| Equations (1378) can reduce 1401 to:
% 58.14/23.76  																																																		| (49)  ~ (e4 = e0)
% 58.14/23.76  																																																		|
% 58.14/23.76  																																																		+-Applying beta-rule and splitting (582), into two cases.
% 58.14/23.76  																																																		|-Branch one:
% 58.14/23.76  																																																		| (437) all_0_41_41 = e4
% 58.14/23.76  																																																		|
% 58.14/23.76  																																																			| Equations (437) can reduce 440 to:
% 58.14/23.76  																																																			| (266) $false
% 58.14/23.76  																																																			|
% 58.14/23.76  																																																			|-The branch is then unsatisfiable
% 58.14/23.76  																																																		|-Branch two:
% 58.14/23.76  																																																		| (440)  ~ (all_0_41_41 = e4)
% 58.14/23.76  																																																		| (769) all_0_46_46 = e4 | all_0_50_50 = e4 | all_0_55_55 = e4
% 58.14/23.76  																																																		|
% 58.14/23.76  																																																			+-Applying beta-rule and splitting (441), into two cases.
% 58.14/23.76  																																																			|-Branch one:
% 58.14/23.76  																																																			| (1392) all_0_42_42 = e4
% 58.14/23.76  																																																			|
% 58.14/23.76  																																																				| Combining equations (1392,516) yields a new equation:
% 58.14/23.76  																																																				| (424) e4 = e3
% 58.14/23.76  																																																				|
% 58.14/23.76  																																																				| Simplifying 424 yields:
% 58.14/23.76  																																																				| (425) e4 = e3
% 58.14/23.76  																																																				|
% 58.14/23.76  																																																				| Equations (425) can reduce 188 to:
% 58.14/23.76  																																																				| (266) $false
% 58.14/23.76  																																																				|
% 58.14/23.76  																																																				|-The branch is then unsatisfiable
% 58.14/23.76  																																																			|-Branch two:
% 58.14/23.76  																																																			| (1890)  ~ (all_0_42_42 = e4)
% 58.14/23.76  																																																			| (1891) all_0_43_43 = e4 | all_0_44_44 = e4
% 58.14/23.76  																																																			|
% 58.14/23.76  																																																				+-Applying beta-rule and splitting (769), into two cases.
% 58.14/23.76  																																																				|-Branch one:
% 58.14/23.76  																																																				| (770) all_0_46_46 = e4
% 58.14/23.76  																																																				|
% 58.14/23.76  																																																					| Combining equations (545,770) yields a new equation:
% 58.14/23.76  																																																					| (630) e4 = e1
% 58.14/23.76  																																																					|
% 58.14/23.76  																																																					| Equations (630) can reduce 110 to:
% 58.14/23.76  																																																					| (266) $false
% 58.14/23.76  																																																					|
% 58.14/23.76  																																																					|-The branch is then unsatisfiable
% 58.14/23.76  																																																				|-Branch two:
% 58.14/23.76  																																																				| (250)  ~ (all_0_46_46 = e4)
% 58.14/23.76  																																																				| (774) all_0_50_50 = e4 | all_0_55_55 = e4
% 58.14/23.76  																																																				|
% 58.14/23.76  																																																					| Equations (545) can reduce 250 to:
% 58.14/23.77  																																																					| (602)  ~ (e4 = e1)
% 58.14/23.77  																																																					|
% 58.14/23.77  																																																					| Simplifying 602 yields:
% 58.14/23.77  																																																					| (110)  ~ (e4 = e1)
% 58.14/23.77  																																																					|
% 58.14/23.77  																																																					+-Applying beta-rule and splitting (1891), into two cases.
% 58.14/23.77  																																																					|-Branch one:
% 58.14/23.77  																																																					| (396) all_0_43_43 = e4
% 58.14/23.77  																																																					|
% 58.14/23.77  																																																						| Combining equations (430,396) yields a new equation:
% 58.14/23.77  																																																						| (630) e4 = e1
% 58.14/23.77  																																																						|
% 58.14/23.77  																																																						| Equations (630) can reduce 110 to:
% 58.14/23.77  																																																						| (266) $false
% 58.14/23.77  																																																						|
% 58.14/23.77  																																																						|-The branch is then unsatisfiable
% 58.14/23.77  																																																					|-Branch two:
% 58.14/23.77  																																																					| (399)  ~ (all_0_43_43 = e4)
% 58.14/23.77  																																																					| (446) all_0_44_44 = e4
% 58.14/23.77  																																																					|
% 58.14/23.77  																																																						| Combining equations (1414,446) yields a new equation:
% 58.14/23.77  																																																						| (397) e4 = e0
% 58.14/23.77  																																																						|
% 58.14/23.77  																																																						| Equations (397) can reduce 49 to:
% 58.14/23.77  																																																						| (266) $false
% 58.14/23.77  																																																						|
% 58.14/23.77  																																																						|-The branch is then unsatisfiable
% 58.14/23.77  																																																	|-Branch two:
% 58.14/23.77  																																																	| (447)  ~ (all_0_40_40 = e4)
% 58.14/23.77  																																																	| (2271) all_0_44_44 = e4 | all_0_49_49 = e4 | all_0_53_53 = e4 | all_0_58_58 = e4
% 58.14/23.77  																																																	|
% 58.14/23.77  																																																		+-Applying beta-rule and splitting (326), into two cases.
% 58.14/23.77  																																																		|-Branch one:
% 58.14/23.77  																																																		| (471) all_0_39_39 = e4
% 58.14/23.77  																																																		|
% 58.14/23.77  																																																			| Combining equations (471,480) yields a new equation:
% 58.14/23.77  																																																			| (481) e4 = e0
% 58.14/23.77  																																																			|
% 58.14/23.77  																																																			| Simplifying 481 yields:
% 58.14/23.77  																																																			| (397) e4 = e0
% 58.14/23.77  																																																			|
% 58.14/23.77  																																																			| Equations (397) can reduce 49 to:
% 58.14/23.77  																																																			| (266) $false
% 58.14/23.77  																																																			|
% 58.14/23.77  																																																			|-The branch is then unsatisfiable
% 58.14/23.77  																																																		|-Branch two:
% 58.14/23.77  																																																		| (1377)  ~ (all_0_39_39 = e4)
% 58.14/23.77  																																																		| (1378) all_0_40_40 = e4
% 58.14/23.77  																																																		|
% 58.14/23.77  																																																			| Equations (1378) can reduce 447 to:
% 58.14/23.77  																																																			| (266) $false
% 58.14/23.77  																																																			|
% 58.14/23.77  																																																			|-The branch is then unsatisfiable
% 58.14/23.77  																																															|-Branch two:
% 58.14/23.77  																																															| (484)  ~ (all_0_39_39 = e0)
% 58.14/23.77  																																															| (485) all_0_40_40 = e0
% 58.14/23.77  																																															|
% 58.14/23.77  																																																| Equations (485) can reduce 1401 to:
% 58.14/23.77  																																																| (266) $false
% 58.14/23.77  																																																|
% 58.14/23.77  																																																|-The branch is then unsatisfiable
% 58.14/23.77  																																					|-Branch two:
% 58.14/23.77  																																					| (525)  ~ (all_0_49_49 = e3)
% 58.14/23.77  																																					| (887) all_0_53_53 = e3 | all_0_58_58 = e3
% 58.14/23.77  																																					|
% 58.14/23.77  																																						+-Applying beta-rule and splitting (428), into two cases.
% 58.14/23.77  																																						|-Branch one:
% 58.14/23.77  																																						| (1557) all_0_46_46 = e3
% 58.14/23.77  																																						|
% 58.14/23.77  																																							| Combining equations (545,1557) yields a new equation:
% 58.14/23.77  																																							| (455) e3 = e1
% 58.14/23.77  																																							|
% 58.14/23.77  																																							| Equations (455) can reduce 213 to:
% 58.14/23.77  																																							| (266) $false
% 58.14/23.77  																																							|
% 58.14/23.77  																																							|-The branch is then unsatisfiable
% 58.14/23.77  																																						|-Branch two:
% 58.14/23.77  																																						| (409)  ~ (all_0_46_46 = e3)
% 58.14/23.77  																																						| (1561) all_0_47_47 = e3 | all_0_49_49 = e3
% 58.14/23.77  																																						|
% 58.14/23.77  																																							+-Applying beta-rule and splitting (1561), into two cases.
% 58.14/23.77  																																							|-Branch one:
% 58.14/23.77  																																							| (522) all_0_47_47 = e3
% 58.14/23.77  																																							|
% 58.14/23.77  																																								| Combining equations (1105,522) yields a new equation:
% 58.14/23.77  																																								| (662) e3 = e2
% 58.14/23.77  																																								|
% 58.14/23.77  																																								| Equations (662) can reduce 212 to:
% 58.14/23.77  																																								| (266) $false
% 58.14/23.77  																																								|
% 58.14/23.77  																																								|-The branch is then unsatisfiable
% 58.14/23.77  																																							|-Branch two:
% 58.14/23.77  																																							| (1091)  ~ (all_0_47_47 = e3)
% 58.14/23.77  																																							| (884) all_0_49_49 = e3
% 58.14/23.77  																																							|
% 58.14/23.77  																																								| Equations (884) can reduce 525 to:
% 58.14/23.77  																																								| (266) $false
% 58.14/23.77  																																								|
% 58.14/23.77  																																								|-The branch is then unsatisfiable
% 58.14/23.77  																																		|-Branch two:
% 58.14/23.77  																																		| (405)  ~ (all_0_42_42 = e3)
% 58.14/23.77  																																		| (521) all_0_47_47 = e3 | all_0_51_51 = e3 | all_0_56_56 = e3
% 58.14/23.77  																																		|
% 58.14/23.77  																																			+-Applying beta-rule and splitting (521), into two cases.
% 58.14/23.77  																																			|-Branch one:
% 58.14/23.77  																																			| (522) all_0_47_47 = e3
% 58.14/23.77  																																			|
% 58.14/23.77  																																				| Combining equations (1105,522) yields a new equation:
% 58.14/23.77  																																				| (662) e3 = e2
% 58.14/23.77  																																				|
% 58.14/23.77  																																				| Equations (662) can reduce 212 to:
% 58.14/23.77  																																				| (266) $false
% 58.14/23.77  																																				|
% 58.14/23.77  																																				|-The branch is then unsatisfiable
% 58.14/23.77  																																			|-Branch two:
% 58.14/23.77  																																			| (1091)  ~ (all_0_47_47 = e3)
% 58.14/23.77  																																			| (1092) all_0_51_51 = e3 | all_0_56_56 = e3
% 58.14/23.77  																																			|
% 58.14/23.77  																																				+-Applying beta-rule and splitting (1092), into two cases.
% 58.14/23.77  																																				|-Branch one:
% 58.14/23.77  																																				| (660) all_0_51_51 = e3
% 58.14/23.77  																																				|
% 58.14/23.77  																																					| Combining equations (660,1109) yields a new equation:
% 58.14/23.77  																																					| (454) e3 = e1
% 58.14/23.77  																																					|
% 58.14/23.77  																																					| Simplifying 454 yields:
% 58.14/23.77  																																					| (455) e3 = e1
% 58.14/23.77  																																					|
% 58.14/23.77  																																					| Equations (455) can reduce 213 to:
% 58.14/23.77  																																					| (266) $false
% 58.14/23.77  																																					|
% 58.14/23.77  																																					|-The branch is then unsatisfiable
% 58.14/23.77  																																				|-Branch two:
% 58.14/23.77  																																				| (664)  ~ (all_0_51_51 = e3)
% 58.14/23.77  																																				| (1097) all_0_56_56 = e3
% 58.14/23.77  																																				|
% 58.14/23.77  																																					| Equations (1097) can reduce 272 to:
% 58.14/23.77  																																					| (266) $false
% 58.14/23.77  																																					|
% 58.14/23.77  																																					|-The branch is then unsatisfiable
% 58.14/23.77  																																	|-Branch two:
% 58.14/23.77  																																	| (338)  ~ (all_0_47_47 = e2)
% 58.14/23.77  																																	| (1108) all_0_51_51 = e2 | all_0_56_56 = e2
% 58.14/23.77  																																	|
% 58.14/23.77  																																		+-Applying beta-rule and splitting (10171), into two cases.
% 58.14/23.77  																																		|-Branch one:
% 58.14/23.77  																																		| (1105) all_0_47_47 = e2
% 58.14/23.77  																																		|
% 58.14/23.77  																																			| Equations (1105) can reduce 338 to:
% 58.14/23.77  																																			| (266) $false
% 58.14/23.77  																																			|
% 58.14/23.77  																																			|-The branch is then unsatisfiable
% 58.14/23.77  																																		|-Branch two:
% 58.14/23.77  																																		| (338)  ~ (all_0_47_47 = e2)
% 58.14/23.77  																																		| (10761) all_0_48_48 = e2 | all_0_49_49 = e2
% 58.14/23.77  																																		|
% 58.14/23.77  																																			+-Applying beta-rule and splitting (10761), into two cases.
% 58.14/23.77  																																			|-Branch one:
% 58.14/23.77  																																			| (335) all_0_48_48 = e2
% 58.14/23.77  																																			|
% 58.14/23.77  																																				| Combining equations (335,1279) yields a new equation:
% 58.14/23.77  																																				| (391) e2 = e0
% 58.14/23.77  																																				|
% 58.14/23.77  																																				| Simplifying 391 yields:
% 58.14/23.77  																																				| (330) e2 = e0
% 58.14/23.77  																																				|
% 58.14/23.77  																																				| Equations (330) can reduce 128 to:
% 58.14/23.77  																																				| (266) $false
% 58.14/23.77  																																				|
% 58.14/23.77  																																				|-The branch is then unsatisfiable
% 58.14/23.77  																																			|-Branch two:
% 58.14/23.77  																																			| (810)  ~ (all_0_48_48 = e2)
% 58.14/23.77  																																			| (583) all_0_49_49 = e2
% 58.14/23.77  																																			|
% 58.14/23.77  																																				| Equations (583) can reduce 340 to:
% 58.14/23.77  																																				| (266) $false
% 58.14/23.77  																																				|
% 58.14/23.77  																																				|-The branch is then unsatisfiable
% 58.14/23.77  																														|-Branch two:
% 58.14/23.77  																														| (464)  ~ (all_0_51_51 = e1)
% 58.14/23.77  																														| (1202) all_0_52_52 = e1 | all_0_53_53 = e1
% 58.14/23.77  																														|
% 58.14/23.77  																															+-Applying beta-rule and splitting (131), into two cases.
% 58.14/23.77  																															|-Branch one:
% 58.14/23.77  																															| (459) all_0_42_42 = e1
% 58.14/23.77  																															|
% 58.14/23.77  																																| Equations (459) can reduce 1380 to:
% 58.14/23.77  																																| (266) $false
% 58.14/23.77  																																|
% 58.14/23.77  																																|-The branch is then unsatisfiable
% 58.14/23.77  																															|-Branch two:
% 58.14/23.77  																															| (1380)  ~ (all_0_42_42 = e1)
% 58.14/23.77  																															| (3259) all_0_47_47 = e1 | all_0_51_51 = e1 | all_0_56_56 = e1
% 58.14/23.77  																															|
% 58.14/23.77  																																+-Applying beta-rule and splitting (1100), into two cases.
% 58.14/23.77  																																|-Branch one:
% 58.14/23.77  																																| (1101) all_0_51_51 = e4
% 58.14/23.77  																																|
% 58.14/23.77  																																	| Equations (1101) can reduce 475 to:
% 58.14/23.77  																																	| (266) $false
% 58.14/23.77  																																	|
% 58.14/23.77  																																	|-The branch is then unsatisfiable
% 58.14/23.77  																																|-Branch two:
% 58.14/23.77  																																| (475)  ~ (all_0_51_51 = e4)
% 58.14/23.77  																																| (1104) all_0_51_51 = e3 | all_0_51_51 = e1
% 58.14/23.77  																																|
% 58.14/23.77  																																	+-Applying beta-rule and splitting (3259), into two cases.
% 58.14/23.77  																																	|-Branch one:
% 58.14/23.77  																																	| (654) all_0_47_47 = e1
% 58.14/23.77  																																	|
% 58.14/23.77  																																		| Equations (654) can reduce 462 to:
% 58.14/23.77  																																		| (266) $false
% 58.14/23.77  																																		|
% 58.14/23.77  																																		|-The branch is then unsatisfiable
% 58.14/23.77  																																	|-Branch two:
% 58.14/23.77  																																	| (462)  ~ (all_0_47_47 = e1)
% 58.14/23.77  																																	| (3264) all_0_51_51 = e1 | all_0_56_56 = e1
% 58.14/23.77  																																	|
% 58.14/23.77  																																		+-Applying beta-rule and splitting (3264), into two cases.
% 58.14/23.77  																																		|-Branch one:
% 58.14/23.77  																																		| (1109) all_0_51_51 = e1
% 58.14/23.77  																																		|
% 58.14/23.77  																																			| Equations (1109) can reduce 464 to:
% 58.14/23.77  																																			| (266) $false
% 58.14/23.77  																																			|
% 58.14/23.77  																																			|-The branch is then unsatisfiable
% 58.14/23.77  																																		|-Branch two:
% 58.14/23.77  																																		| (464)  ~ (all_0_51_51 = e1)
% 58.14/23.77  																																		| (1569) all_0_56_56 = e1
% 58.14/23.77  																																		|
% 58.14/23.77  																																			| Equations (1569) can reduce 16 to:
% 58.14/23.77  																																			| (464)  ~ (all_0_51_51 = e1)
% 58.14/23.77  																																			|
% 58.14/23.77  																																			+-Applying beta-rule and splitting (1104), into two cases.
% 58.14/23.77  																																			|-Branch one:
% 58.14/23.77  																																			| (1109) all_0_51_51 = e1
% 58.14/23.77  																																			|
% 58.14/23.77  																																				| Equations (1109) can reduce 464 to:
% 58.14/23.77  																																				| (266) $false
% 58.14/23.77  																																				|
% 58.14/23.77  																																				|-The branch is then unsatisfiable
% 58.14/23.77  																																			|-Branch two:
% 58.14/23.77  																																			| (464)  ~ (all_0_51_51 = e1)
% 58.14/23.77  																																			| (660) all_0_51_51 = e3
% 58.14/23.77  																																			|
% 58.14/23.77  																																				| Equations (660) can reduce 664 to:
% 58.14/23.77  																																				| (266) $false
% 58.14/23.77  																																				|
% 58.14/23.77  																																				|-The branch is then unsatisfiable
% 58.14/23.77  																											|-Branch two:
% 58.14/23.77  																											| (509)  ~ (all_0_53_53 = e2)
% 58.14/23.77  																											| (610) all_0_53_53 = e4 | all_0_53_53 = e3 | all_0_53_53 = e1
% 58.14/23.77  																											|
% 58.14/23.77  																												+-Applying beta-rule and splitting (381), into two cases.
% 58.14/23.77  																												|-Branch one:
% 58.14/23.77  																												| (504) all_0_51_51 = e2
% 58.14/23.77  																												|
% 58.14/23.77  																													| Equations (504) can reduce 139 to:
% 58.14/23.77  																													| (294)  ~ (all_0_39_39 = e2)
% 58.14/23.77  																													|
% 58.14/23.77  																													| Equations (504) can reduce 224 to:
% 58.14/23.77  																													| (338)  ~ (all_0_47_47 = e2)
% 58.14/23.77  																													|
% 58.14/23.77  																													| Equations (504) can reduce 664 to:
% 58.14/23.77  																													| (626)  ~ (e3 = e2)
% 58.14/23.77  																													|
% 58.14/23.77  																													| Simplifying 626 yields:
% 58.14/23.77  																													| (212)  ~ (e3 = e2)
% 58.14/23.77  																													|
% 58.14/23.77  																													| Equations (504) can reduce 115 to:
% 58.14/23.77  																													| (128)  ~ (e2 = e0)
% 58.14/23.77  																													|
% 58.14/23.77  																													| From (504) and (177) follows:
% 58.14/23.77  																													| (514) op(e2, e2) = all_0_25_25
% 58.14/23.77  																													|
% 58.14/23.77  																													+-Applying beta-rule and splitting (131), into two cases.
% 58.14/23.77  																													|-Branch one:
% 58.14/23.77  																													| (459) all_0_42_42 = e1
% 58.14/23.77  																													|
% 58.14/23.77  																														| Equations (459) can reduce 1380 to:
% 58.14/23.77  																														| (266) $false
% 58.14/23.77  																														|
% 58.14/23.77  																														|-The branch is then unsatisfiable
% 58.14/23.77  																													|-Branch two:
% 58.14/23.77  																													| (1380)  ~ (all_0_42_42 = e1)
% 58.14/23.77  																													| (3259) all_0_47_47 = e1 | all_0_51_51 = e1 | all_0_56_56 = e1
% 58.14/23.77  																													|
% 58.14/23.77  																														+-Applying beta-rule and splitting (105), into two cases.
% 58.14/23.77  																														|-Branch one:
% 58.14/23.77  																														| (1105) all_0_47_47 = e2
% 58.14/23.77  																														|
% 58.14/23.77  																															| Equations (1105) can reduce 338 to:
% 58.14/23.77  																															| (266) $false
% 58.14/23.77  																															|
% 58.14/23.77  																															|-The branch is then unsatisfiable
% 58.14/23.77  																														|-Branch two:
% 58.14/23.77  																														| (338)  ~ (all_0_47_47 = e2)
% 58.14/23.77  																														| (1789) all_0_47_47 = e4 | all_0_47_47 = e3 | all_0_47_47 = e1 | all_0_47_47 = e0
% 58.14/23.77  																														|
% 58.14/23.77  																															+-Applying beta-rule and splitting (3259), into two cases.
% 58.14/23.77  																															|-Branch one:
% 58.14/23.77  																															| (654) all_0_47_47 = e1
% 58.14/23.77  																															|
% 58.14/23.77  																																| Equations (654) can reduce 462 to:
% 58.14/23.77  																																| (266) $false
% 58.14/23.77  																																|
% 58.14/23.77  																																|-The branch is then unsatisfiable
% 58.14/23.77  																															|-Branch two:
% 58.14/23.77  																															| (462)  ~ (all_0_47_47 = e1)
% 58.14/23.77  																															| (3264) all_0_51_51 = e1 | all_0_56_56 = e1
% 58.14/23.77  																															|
% 58.14/23.77  																																+-Applying beta-rule and splitting (3264), into two cases.
% 58.14/23.77  																																|-Branch one:
% 58.14/23.77  																																| (1109) all_0_51_51 = e1
% 58.14/23.77  																																|
% 58.14/23.77  																																	| Combining equations (1109,504) yields a new equation:
% 58.14/23.77  																																	| (617) e2 = e1
% 58.14/23.77  																																	|
% 58.14/23.77  																																	| Equations (617) can reduce 122 to:
% 58.14/23.77  																																	| (266) $false
% 58.14/23.77  																																	|
% 58.14/23.77  																																	|-The branch is then unsatisfiable
% 58.14/23.77  																																|-Branch two:
% 58.14/23.77  																																| (464)  ~ (all_0_51_51 = e1)
% 58.14/23.77  																																| (1569) all_0_56_56 = e1
% 58.14/23.77  																																|
% 58.14/23.77  																																	| Equations (1569) can reduce 154 to:
% 58.14/23.77  																																	| (151)  ~ (all_0_39_39 = e1)
% 58.14/23.77  																																	|
% 58.14/23.77  																																	| Equations (1569) can reduce 236 to:
% 58.14/23.77  																																	| (1380)  ~ (all_0_42_42 = e1)
% 58.14/23.77  																																	|
% 58.14/23.77  																																	| Equations (1569) can reduce 91 to:
% 58.14/23.77  																																	| (462)  ~ (all_0_47_47 = e1)
% 58.14/23.77  																																	|
% 58.14/23.77  																																	| Equations (1569) can reduce 153 to:
% 58.14/23.77  																																	| (632)  ~ (all_0_55_55 = e1)
% 58.14/23.77  																																	|
% 58.14/23.77  																																	+-Applying beta-rule and splitting (610), into two cases.
% 58.14/23.77  																																	|-Branch one:
% 58.14/23.77  																																	| (1298) all_0_53_53 = e4
% 58.14/23.77  																																	|
% 58.14/23.77  																																		| Equations (1298) can reduce 1453 to:
% 58.14/23.77  																																		| (266) $false
% 58.14/23.77  																																		|
% 58.14/23.77  																																		|-The branch is then unsatisfiable
% 58.14/23.77  																																	|-Branch two:
% 58.14/23.77  																																	| (1453)  ~ (all_0_53_53 = e4)
% 58.14/23.77  																																	| (1694) all_0_53_53 = e3 | all_0_53_53 = e1
% 58.14/23.77  																																	|
% 58.14/23.77  																																		+-Applying beta-rule and splitting (1694), into two cases.
% 58.14/23.77  																																		|-Branch one:
% 58.14/23.77  																																		| (1208) all_0_53_53 = e1
% 58.14/23.77  																																		|
% 58.14/23.77  																																			| Equations (1208) can reduce 162 to:
% 58.14/23.77  																																			| (132)  ~ (all_0_40_40 = e1)
% 58.14/23.77  																																			|
% 58.14/23.77  																																			| Equations (1208) can reduce 65 to:
% 58.14/23.77  																																			| (1064)  ~ (all_0_49_49 = e1)
% 58.14/23.77  																																			|
% 58.14/23.77  																																			| Equations (1208) can reduce 10 to:
% 58.14/23.77  																																			| (879)  ~ (all_0_58_58 = e1)
% 58.14/23.77  																																			|
% 58.14/23.77  																																			| Simplifying 879 yields:
% 58.14/23.77  																																			| (880)  ~ (all_0_58_58 = e1)
% 58.14/23.77  																																			|
% 58.14/23.77  																																			| Equations (1208) can reduce 1453 to:
% 58.14/23.77  																																			| (602)  ~ (e4 = e1)
% 58.14/23.77  																																			|
% 58.14/23.77  																																			| Simplifying 602 yields:
% 58.14/23.77  																																			| (110)  ~ (e4 = e1)
% 58.14/23.77  																																			|
% 58.14/23.77  																																			+-Applying beta-rule and splitting (10171), into two cases.
% 58.14/23.77  																																			|-Branch one:
% 58.14/23.77  																																			| (1105) all_0_47_47 = e2
% 58.14/23.77  																																			|
% 58.14/23.77  																																				| Equations (1105) can reduce 338 to:
% 58.14/23.77  																																				| (266) $false
% 58.14/23.77  																																				|
% 58.14/23.77  																																				|-The branch is then unsatisfiable
% 58.14/23.77  																																			|-Branch two:
% 58.14/23.77  																																			| (338)  ~ (all_0_47_47 = e2)
% 58.14/23.77  																																			| (10761) all_0_48_48 = e2 | all_0_49_49 = e2
% 58.14/23.77  																																			|
% 58.14/23.77  																																				+-Applying beta-rule and splitting (10761), into two cases.
% 58.14/23.77  																																				|-Branch one:
% 58.14/23.77  																																				| (335) all_0_48_48 = e2
% 58.14/23.77  																																				|
% 58.14/23.77  																																					| Combining equations (1279,335) yields a new equation:
% 58.14/23.77  																																					| (330) e2 = e0
% 58.14/23.77  																																					|
% 58.14/23.77  																																					| Equations (330) can reduce 128 to:
% 58.14/23.77  																																					| (266) $false
% 58.14/23.77  																																					|
% 58.14/23.77  																																					|-The branch is then unsatisfiable
% 58.14/23.77  																																				|-Branch two:
% 58.14/23.77  																																				| (810)  ~ (all_0_48_48 = e2)
% 58.14/23.77  																																				| (583) all_0_49_49 = e2
% 58.14/23.77  																																				|
% 58.14/23.77  																																					| Equations (583) can reduce 200 to:
% 58.14/23.77  																																					| (296)  ~ (all_0_40_40 = e2)
% 58.14/23.77  																																					|
% 58.14/23.77  																																					| Equations (583) can reduce 256 to:
% 58.14/23.77  																																					| (327)  ~ (e4 = e2)
% 58.14/23.77  																																					|
% 58.14/23.77  																																					| Simplifying 327 yields:
% 58.14/23.77  																																					| (48)  ~ (e4 = e2)
% 58.14/23.77  																																					|
% 58.14/23.77  																																					| Equations (583) can reduce 1064 to:
% 58.14/23.77  																																					| (122)  ~ (e2 = e1)
% 58.14/23.77  																																					|
% 58.14/23.77  																																					| From (583) and (129) follows:
% 58.14/23.77  																																					| (14996) op(e2, e2) = all_0_20_20
% 58.14/23.77  																																					|
% 58.14/23.77  																																					| From (583) and (66) follows:
% 58.14/23.77  																																					| (20781) op(e2, e0) = all_0_21_21
% 58.14/23.77  																																					|
% 58.14/23.77  																																					| From (583) and (55) follows:
% 58.14/23.77  																																					| (727) op(e2, e0) = e2
% 58.14/23.77  																																					|
% 58.14/23.77  																																					+-Applying beta-rule and splitting (189), into two cases.
% 58.14/23.77  																																					|-Branch one:
% 58.14/23.77  																																					| (532) all_0_44_44 = e3
% 58.14/23.77  																																					|
% 58.14/23.77  																																						| Equations (532) can reduce 149 to:
% 58.14/23.77  																																						| (1898)  ~ (all_0_41_41 = e3)
% 58.14/23.77  																																						|
% 58.14/23.77  																																						| From (532) and (204) follows:
% 58.14/23.77  																																						| (15591) op(e3, e3) = all_0_11_11
% 58.14/23.77  																																						|
% 58.14/23.77  																																						+-Applying beta-rule and splitting (1789), into two cases.
% 58.14/23.77  																																						|-Branch one:
% 58.14/23.77  																																						| (1790) all_0_47_47 = e4
% 58.14/23.77  																																						|
% 58.14/23.77  																																							| Equations (1790) can reduce 252 to:
% 58.14/23.77  																																							| (266) $false
% 58.14/23.77  																																							|
% 58.14/23.77  																																							|-The branch is then unsatisfiable
% 58.14/23.77  																																						|-Branch two:
% 58.14/23.77  																																						| (252)  ~ (all_0_47_47 = e4)
% 58.14/23.77  																																						| (1793) all_0_47_47 = e3 | all_0_47_47 = e1 | all_0_47_47 = e0
% 58.14/23.77  																																						|
% 58.14/23.78  																																							+-Applying beta-rule and splitting (1793), into two cases.
% 58.14/23.78  																																							|-Branch one:
% 58.14/23.78  																																							| (674) all_0_47_47 = e0
% 58.14/23.78  																																							|
% 58.14/23.78  																																								| Equations (674) can reduce 678 to:
% 58.14/23.78  																																								| (266) $false
% 58.14/23.78  																																								|
% 58.14/23.78  																																								|-The branch is then unsatisfiable
% 58.14/23.78  																																							|-Branch two:
% 58.14/23.78  																																							| (678)  ~ (all_0_47_47 = e0)
% 58.14/23.78  																																							| (1831) all_0_47_47 = e3 | all_0_47_47 = e1
% 58.14/23.78  																																							|
% 58.14/23.78  																																								+-Applying beta-rule and splitting (1831), into two cases.
% 58.14/23.78  																																								|-Branch one:
% 58.14/23.78  																																								| (654) all_0_47_47 = e1
% 58.14/23.78  																																								|
% 58.14/23.78  																																									| Equations (654) can reduce 462 to:
% 58.14/23.78  																																									| (266) $false
% 58.14/23.78  																																									|
% 58.14/23.78  																																									|-The branch is then unsatisfiable
% 58.14/23.78  																																								|-Branch two:
% 58.14/23.78  																																								| (462)  ~ (all_0_47_47 = e1)
% 58.14/23.78  																																								| (522) all_0_47_47 = e3
% 58.14/23.78  																																								|
% 58.14/23.78  																																									| Equations (522) can reduce 252 to:
% 58.14/23.78  																																									| (277)  ~ (e4 = e3)
% 58.14/23.78  																																									|
% 58.14/23.78  																																									| Simplifying 277 yields:
% 58.14/23.78  																																									| (188)  ~ (e4 = e3)
% 58.14/23.78  																																									|
% 58.14/23.78  																																									| From (522) and (23) follows:
% 58.14/23.78  																																									| (531) op(e2, e2) = e3
% 58.14/23.78  																																									|
% 58.14/23.78  																																									| Instantiating formula (29) with e3, e3, all_0_11_11, all_0_41_41 and discharging atoms op(e3, e3) = all_0_11_11, op(e3, e3) = all_0_41_41, yields:
% 58.14/23.78  																																									| (20801) all_0_11_11 = all_0_41_41
% 58.14/23.78  																																									|
% 58.14/23.78  																																									| Instantiating formula (29) with e2, e2, all_0_25_25, all_0_20_20 and discharging atoms op(e2, e2) = all_0_20_20, op(e2, e2) = all_0_25_25, yields:
% 58.14/23.78  																																									| (4266) all_0_20_20 = all_0_25_25
% 58.14/23.78  																																									|
% 58.14/23.78  																																									| Instantiating formula (29) with e2, e2, e3, all_0_20_20 and discharging atoms op(e2, e2) = all_0_20_20, op(e2, e2) = e3, yields:
% 58.14/23.78  																																									| (4837) all_0_20_20 = e3
% 58.14/23.78  																																									|
% 58.14/23.78  																																									| Instantiating formula (29) with e2, e0, e2, all_0_21_21 and discharging atoms op(e2, e0) = all_0_21_21, op(e2, e0) = e2, yields:
% 58.14/23.78  																																									| (4269) all_0_21_21 = e2
% 58.14/23.78  																																									|
% 58.14/23.78  																																									| Combining equations (4266,4837) yields a new equation:
% 58.14/23.78  																																									| (20805) all_0_25_25 = e3
% 58.14/23.78  																																									|
% 58.14/23.78  																																									| Simplifying 20805 yields:
% 58.14/23.78  																																									| (683) all_0_25_25 = e3
% 58.14/23.78  																																									|
% 58.14/23.78  																																									| From (20801) and (15591) follows:
% 58.14/23.78  																																									| (219) op(e3, e3) = all_0_41_41
% 58.14/23.78  																																									|
% 58.14/23.78  																																									| From (683) and (514) follows:
% 58.14/23.78  																																									| (531) op(e2, e2) = e3
% 58.14/23.78  																																									|
% 58.14/23.78  																																									| From (4269) and (20781) follows:
% 58.14/23.78  																																									| (727) op(e2, e0) = e2
% 58.14/23.78  																																									|
% 58.14/23.78  																																									+-Applying beta-rule and splitting (64), into two cases.
% 58.14/23.78  																																									|-Branch one:
% 58.14/23.78  																																									| (437) all_0_41_41 = e4
% 58.14/23.78  																																									|
% 58.14/23.78  																																										| Equations (437) can reduce 214 to:
% 58.14/23.78  																																										| (1901)  ~ (all_0_42_42 = e4)
% 58.14/23.78  																																										|
% 58.14/23.78  																																										| Simplifying 1901 yields:
% 58.14/23.78  																																										| (1890)  ~ (all_0_42_42 = e4)
% 58.14/23.78  																																										|
% 58.14/23.78  																																										| Equations (437) can reduce 191 to:
% 58.14/23.78  																																										| (1909)  ~ (all_0_55_55 = e4)
% 58.14/23.78  																																										|
% 58.14/23.78  																																										| Simplifying 1909 yields:
% 58.14/23.78  																																										| (763)  ~ (all_0_55_55 = e4)
% 58.14/23.78  																																										|
% 58.14/23.78  																																										| Equations (437) can reduce 1898 to:
% 58.14/23.78  																																										| (188)  ~ (e4 = e3)
% 58.14/23.78  																																										|
% 58.14/23.78  																																										| Equations (437) can reduce 85 to:
% 58.14/23.78  																																										| (48)  ~ (e4 = e2)
% 58.14/23.78  																																										|
% 58.14/23.78  																																										| Equations (437) can reduce 457 to:
% 58.14/23.78  																																										| (110)  ~ (e4 = e1)
% 58.14/23.78  																																										|
% 58.14/23.78  																																										| From (437) and (219) follows:
% 58.14/23.78  																																										| (1913) op(e3, e3) = e4
% 58.14/23.78  																																										|
% 58.14/23.78  																																										+-Applying beta-rule and splitting (171), into two cases.
% 58.14/23.78  																																										|-Branch one:
% 58.14/23.78  																																										| (265) all_0_54_54 = e4
% 58.14/23.78  																																										|
% 58.14/23.78  																																											| Combining equations (268,265) yields a new equation:
% 58.14/23.78  																																											| (425) e4 = e3
% 58.14/23.78  																																											|
% 58.14/23.78  																																											| Equations (425) can reduce 188 to:
% 58.14/23.78  																																											| (266) $false
% 58.14/23.78  																																											|
% 58.14/23.78  																																											|-The branch is then unsatisfiable
% 58.14/23.78  																																										|-Branch two:
% 58.14/23.78  																																										| (258)  ~ (all_0_54_54 = e4)
% 58.14/23.78  																																										| (575) all_0_55_55 = e4 | all_0_56_56 = e4 | all_0_57_57 = e4 | all_0_58_58 = e4
% 58.14/23.78  																																										|
% 58.14/23.78  																																											| Equations (268) can reduce 258 to:
% 58.14/23.78  																																											| (277)  ~ (e4 = e3)
% 58.14/23.78  																																											|
% 58.14/23.78  																																											| Simplifying 277 yields:
% 58.14/23.78  																																											| (188)  ~ (e4 = e3)
% 58.14/23.78  																																											|
% 58.14/23.78  																																											+-Applying beta-rule and splitting (164), into two cases.
% 58.14/23.78  																																											|-Branch one:
% 58.14/23.78  																																											| (471) all_0_39_39 = e4
% 58.14/23.78  																																											|
% 58.14/23.78  																																												| Equations (471) can reduce 176 to:
% 58.14/23.78  																																												| (7398)  ~ (all_0_40_40 = e4)
% 58.14/23.78  																																												|
% 58.14/23.78  																																												| Simplifying 7398 yields:
% 58.14/23.78  																																												| (447)  ~ (all_0_40_40 = e4)
% 58.14/23.78  																																												|
% 58.14/23.78  																																												| Equations (471) can reduce 294 to:
% 58.14/23.78  																																												| (48)  ~ (e4 = e2)
% 58.14/23.78  																																												|
% 58.14/23.78  																																												| Equations (471) can reduce 151 to:
% 58.14/23.78  																																												| (110)  ~ (e4 = e1)
% 58.14/23.78  																																												|
% 58.14/23.78  																																												+-Applying beta-rule and splitting (104), into two cases.
% 58.14/23.78  																																												|-Branch one:
% 58.14/23.78  																																												| (480) all_0_39_39 = e0
% 58.14/23.78  																																												|
% 58.14/23.78  																																													| Combining equations (480,471) yields a new equation:
% 58.14/23.78  																																													| (397) e4 = e0
% 58.14/23.78  																																													|
% 58.14/23.78  																																													| Equations (397) can reduce 49 to:
% 58.14/23.78  																																													| (266) $false
% 58.14/23.78  																																													|
% 58.14/23.78  																																													|-The branch is then unsatisfiable
% 58.14/23.78  																																												|-Branch two:
% 58.14/23.78  																																												| (484)  ~ (all_0_39_39 = e0)
% 58.14/23.78  																																												| (558) all_0_42_42 = e0 | all_0_47_47 = e0 | all_0_56_56 = e0
% 58.14/23.78  																																												|
% 58.14/23.78  																																													| Equations (471) can reduce 484 to:
% 58.14/23.78  																																													| (49)  ~ (e4 = e0)
% 58.14/23.78  																																													|
% 58.14/23.78  																																													+-Applying beta-rule and splitting (575), into two cases.
% 58.14/23.78  																																													|-Branch one:
% 58.14/23.78  																																													| (587) all_0_55_55 = e4
% 58.14/23.78  																																													|
% 58.14/23.78  																																														| Equations (587) can reduce 763 to:
% 58.14/23.78  																																														| (266) $false
% 58.14/23.78  																																														|
% 58.14/23.78  																																														|-The branch is then unsatisfiable
% 58.14/23.78  																																													|-Branch two:
% 58.14/23.78  																																													| (763)  ~ (all_0_55_55 = e4)
% 58.14/23.78  																																													| (764) all_0_56_56 = e4 | all_0_57_57 = e4 | all_0_58_58 = e4
% 58.14/23.78  																																													|
% 58.14/23.78  																																														+-Applying beta-rule and splitting (165), into two cases.
% 58.14/23.78  																																														|-Branch one:
% 58.14/23.78  																																														| (794) all_0_41_41 = e0
% 58.14/23.78  																																														|
% 58.14/23.78  																																															| Combining equations (794,437) yields a new equation:
% 58.14/23.78  																																															| (397) e4 = e0
% 58.14/23.78  																																															|
% 58.14/23.78  																																															| Equations (397) can reduce 49 to:
% 58.14/23.78  																																															| (266) $false
% 58.14/23.78  																																															|
% 58.14/23.78  																																															|-The branch is then unsatisfiable
% 58.14/23.78  																																														|-Branch two:
% 58.14/23.78  																																														| (357)  ~ (all_0_41_41 = e0)
% 58.14/23.78  																																														| (6761) all_0_42_42 = e0 | all_0_43_43 = e0 | all_0_44_44 = e0
% 58.14/23.78  																																														|
% 58.14/23.78  																																															| Equations (437) can reduce 357 to:
% 58.14/23.78  																																															| (49)  ~ (e4 = e0)
% 58.14/23.78  																																															|
% 58.14/23.78  																																															+-Applying beta-rule and splitting (558), into two cases.
% 58.14/23.78  																																															|-Branch one:
% 58.14/23.78  																																															| (559) all_0_42_42 = e0
% 58.14/23.78  																																															|
% 58.14/23.78  																																																| From (559) and (210) follows:
% 58.14/23.78  																																																| (20848) op(e3, e2) = e0
% 58.14/23.78  																																																|
% 58.14/23.78  																																																+-Applying beta-rule and splitting (764), into two cases.
% 58.14/23.78  																																																|-Branch one:
% 58.14/23.78  																																																| (842) all_0_56_56 = e4
% 58.14/23.78  																																																|
% 58.14/23.78  																																																	| Combining equations (1569,842) yields a new equation:
% 58.14/23.78  																																																	| (630) e4 = e1
% 58.14/23.78  																																																	|
% 58.14/23.78  																																																	| Equations (630) can reduce 110 to:
% 58.14/23.78  																																																	| (266) $false
% 58.14/23.78  																																																	|
% 58.14/23.78  																																																	|-The branch is then unsatisfiable
% 58.14/23.78  																																																|-Branch two:
% 58.14/23.78  																																																| (477)  ~ (all_0_56_56 = e4)
% 58.14/23.78  																																																| (935) all_0_57_57 = e4 | all_0_58_58 = e4
% 58.14/23.78  																																																|
% 58.14/23.78  																																																	+-Applying beta-rule and splitting (935), into two cases.
% 58.14/23.78  																																																	|-Branch one:
% 58.14/23.78  																																																	| (871) all_0_57_57 = e4
% 58.14/23.78  																																																	|
% 58.14/23.78  																																																		| Combining equations (871,442) yields a new equation:
% 58.14/23.78  																																																		| (322) e4 = e2
% 58.14/23.78  																																																		|
% 58.14/23.78  																																																		| Simplifying 322 yields:
% 58.14/23.78  																																																		| (323) e4 = e2
% 58.14/23.78  																																																		|
% 58.14/23.78  																																																		| Equations (323) can reduce 48 to:
% 58.14/23.78  																																																		| (266) $false
% 58.14/23.78  																																																		|
% 58.14/23.78  																																																		|-The branch is then unsatisfiable
% 58.14/23.78  																																																	|-Branch two:
% 58.14/23.78  																																																	| (839)  ~ (all_0_57_57 = e4)
% 58.14/23.78  																																																	| (910) all_0_58_58 = e4
% 58.14/23.78  																																																	|
% 58.14/23.78  																																																		| Equations (910) can reduce 178 to:
% 58.14/23.78  																																																		| (447)  ~ (all_0_40_40 = e4)
% 58.14/23.78  																																																		|
% 58.14/23.78  																																																		+-Applying beta-rule and splitting (75), into two cases.
% 58.14/23.78  																																																		|-Branch one:
% 58.14/23.78  																																																		| (485) all_0_40_40 = e0
% 58.14/23.78  																																																		|
% 58.14/23.78  																																																			| Equations (485) can reduce 132 to:
% 58.14/23.78  																																																			| (435)  ~ (e1 = e0)
% 58.14/23.78  																																																			|
% 58.14/23.78  																																																			| Simplifying 435 yields:
% 58.14/23.78  																																																			| (233)  ~ (e1 = e0)
% 58.14/23.78  																																																			|
% 58.14/23.78  																																																			+-Applying beta-rule and splitting (56), into two cases.
% 58.14/23.78  																																																			|-Branch one:
% 58.14/23.78  																																																			| (696) unit = e2
% 58.14/23.78  																																																			|
% 58.14/23.78  																																																				| From (696) and (24) follows:
% 58.14/23.78  																																																				| (697) op(e2, e3) = e3
% 58.14/23.78  																																																				|
% 58.14/23.78  																																																				| From (696) and (209) follows:
% 58.14/23.78  																																																				| (7585) op(e2, e0) = e0
% 58.14/23.78  																																																				|
% 58.14/23.78  																																																				| From (696) and (32) follows:
% 58.14/23.78  																																																				| (698) op(e2, e2) = e2
% 58.14/23.78  																																																				|
% 58.14/23.78  																																																				| Instantiating formula (29) with e2, e3, e3, e1 and discharging atoms op(e2, e3) = e3, op(e2, e3) = e1, yields:
% 58.14/23.78  																																																				| (455) e3 = e1
% 58.14/23.78  																																																				|
% 58.14/23.78  																																																				| Instantiating formula (29) with e2, e2, e2, e3 and discharging atoms op(e2, e2) = e3, op(e2, e2) = e2, yields:
% 58.14/23.78  																																																				| (662) e3 = e2
% 58.14/23.78  																																																				|
% 58.14/23.78  																																																				| Instantiating formula (29) with e2, e0, e0, e2 and discharging atoms op(e2, e0) = e2, op(e2, e0) = e0, yields:
% 58.14/23.78  																																																				| (330) e2 = e0
% 58.14/23.78  																																																				|
% 58.14/23.78  																																																				| Combining equations (662,455) yields a new equation:
% 58.14/23.78  																																																				| (616) e2 = e1
% 58.14/23.78  																																																				|
% 58.14/23.78  																																																				| Simplifying 616 yields:
% 58.14/23.78  																																																				| (617) e2 = e1
% 58.14/23.78  																																																				|
% 58.14/23.78  																																																				| Combining equations (330,617) yields a new equation:
% 58.14/23.78  																																																				| (431) e1 = e0
% 58.14/23.78  																																																				|
% 58.14/23.78  																																																				| Equations (431) can reduce 233 to:
% 58.14/23.78  																																																				| (266) $false
% 58.14/23.78  																																																				|
% 58.14/23.78  																																																				|-The branch is then unsatisfiable
% 58.14/23.78  																																																			|-Branch two:
% 58.14/23.78  																																																			| (707)  ~ (unit = e2)
% 58.14/23.78  																																																			| (708) unit = e4 | unit = e3 | unit = e1 | unit = e0
% 58.14/23.78  																																																			|
% 58.14/23.78  																																																				+-Applying beta-rule and splitting (708), into two cases.
% 58.14/23.78  																																																				|-Branch one:
% 58.14/23.78  																																																				| (709) unit = e4
% 58.14/23.78  																																																				|
% 58.14/23.78  																																																					| From (709) and (227) follows:
% 58.14/23.78  																																																					| (710) op(e4, e4) = e4
% 58.14/23.78  																																																					|
% 58.14/23.78  																																																					| From (709) and (40) follows:
% 58.14/23.78  																																																					| (711) op(e3, e4) = e3
% 58.14/23.78  																																																					|
% 58.14/23.78  																																																					| From (709) and (32) follows:
% 58.14/23.78  																																																					| (712) op(e2, e4) = e2
% 58.14/23.78  																																																					|
% 58.14/23.78  																																																					| From (709) and (42) follows:
% 58.14/23.78  																																																					| (713) op(e0, e4) = e0
% 58.14/23.78  																																																					|
% 58.14/23.78  																																																					| Instantiating formula (29) with e4, e4, e4, e1 and discharging atoms op(e4, e4) = e4, op(e4, e4) = e1, yields:
% 58.14/23.78  																																																					| (630) e4 = e1
% 58.14/23.78  																																																					|
% 58.14/23.78  																																																					| Instantiating formula (29) with e3, e4, e3, e2 and discharging atoms op(e3, e4) = e3, op(e3, e4) = e2, yields:
% 58.14/23.78  																																																					| (662) e3 = e2
% 58.14/23.78  																																																					|
% 58.14/23.78  																																																					| Instantiating formula (29) with e2, e4, e2, e4 and discharging atoms op(e2, e4) = e4, op(e2, e4) = e2, yields:
% 58.14/23.78  																																																					| (323) e4 = e2
% 58.14/23.78  																																																					|
% 58.14/23.78  																																																					| Instantiating formula (29) with e0, e4, e0, e3 and discharging atoms op(e0, e4) = e3, op(e0, e4) = e0, yields:
% 58.14/23.78  																																																					| (676) e3 = e0
% 58.14/23.78  																																																					|
% 58.14/23.78  																																																					| Combining equations (323,630) yields a new equation:
% 58.14/23.78  																																																					| (616) e2 = e1
% 58.14/23.78  																																																					|
% 58.14/23.78  																																																					| Simplifying 616 yields:
% 58.14/23.78  																																																					| (617) e2 = e1
% 58.14/23.78  																																																					|
% 58.14/23.78  																																																					| Combining equations (662,676) yields a new equation:
% 58.14/23.78  																																																					| (391) e2 = e0
% 58.14/23.78  																																																					|
% 58.14/23.78  																																																					| Simplifying 391 yields:
% 58.14/23.78  																																																					| (330) e2 = e0
% 58.14/23.78  																																																					|
% 58.14/23.78  																																																					| Combining equations (330,617) yields a new equation:
% 58.14/23.78  																																																					| (431) e1 = e0
% 58.14/23.78  																																																					|
% 58.14/23.78  																																																					| Equations (431) can reduce 233 to:
% 58.14/23.78  																																																					| (266) $false
% 58.14/23.78  																																																					|
% 58.14/23.78  																																																					|-The branch is then unsatisfiable
% 58.14/23.78  																																																				|-Branch two:
% 58.14/23.78  																																																				| (724)  ~ (unit = e4)
% 58.14/23.78  																																																				| (725) unit = e3 | unit = e1 | unit = e0
% 58.14/23.78  																																																				|
% 58.14/23.78  																																																					+-Applying beta-rule and splitting (725), into two cases.
% 58.14/23.78  																																																					|-Branch one:
% 58.14/23.78  																																																					| (726) unit = e0
% 58.14/23.78  																																																					|
% 58.14/23.78  																																																						| From (726) and (211) follows:
% 58.14/23.78  																																																						| (15180) op(e0, e1) = e1
% 58.14/23.78  																																																						|
% 58.14/23.78  																																																						| Instantiating formula (29) with e0, e1, e1, e2 and discharging atoms op(e0, e1) = e2, op(e0, e1) = e1, yields:
% 58.14/23.78  																																																						| (617) e2 = e1
% 58.14/23.78  																																																						|
% 58.14/23.78  																																																						| Equations (617) can reduce 122 to:
% 58.14/23.78  																																																						| (266) $false
% 58.14/23.78  																																																						|
% 58.14/23.78  																																																						|-The branch is then unsatisfiable
% 58.14/23.78  																																																					|-Branch two:
% 58.14/23.78  																																																					| (734)  ~ (unit = e0)
% 58.14/23.78  																																																					| (735) unit = e3 | unit = e1
% 58.14/23.78  																																																					|
% 58.14/23.78  																																																						+-Applying beta-rule and splitting (735), into two cases.
% 58.14/23.78  																																																						|-Branch one:
% 58.14/23.78  																																																						| (736) unit = e1
% 58.14/23.78  																																																						|
% 58.14/23.78  																																																							| Equations (736) can reduce 734 to:
% 58.14/23.78  																																																							| (233)  ~ (e1 = e0)
% 58.14/23.78  																																																							|
% 58.14/23.78  																																																							| From (736) and (244) follows:
% 58.14/23.78  																																																							| (738) op(e1, e4) = e4
% 58.14/23.78  																																																							|
% 58.14/23.78  																																																							| From (736) and (227) follows:
% 58.14/23.78  																																																							| (739) op(e4, e1) = e4
% 58.14/23.78  																																																							|
% 58.14/23.78  																																																							| From (736) and (40) follows:
% 58.14/23.78  																																																							| (1652) op(e3, e1) = e3
% 58.14/23.79  																																																							|
% 58.14/23.79  																																																							| Instantiating formula (29) with e4, e1, e4, e3 and discharging atoms op(e4, e1) = e4, op(e4, e1) = e3, yields:
% 58.14/23.79  																																																							| (425) e4 = e3
% 58.14/23.79  																																																							|
% 58.14/23.79  																																																							| Instantiating formula (29) with e3, e1, e3, e1 and discharging atoms op(e3, e1) = e3, op(e3, e1) = e1, yields:
% 58.14/23.79  																																																							| (455) e3 = e1
% 58.14/23.79  																																																							|
% 58.14/23.79  																																																							| Instantiating formula (29) with e1, e4, e4, e0 and discharging atoms op(e1, e4) = e4, op(e1, e4) = e0, yields:
% 58.14/23.79  																																																							| (397) e4 = e0
% 58.14/23.79  																																																							|
% 58.14/23.79  																																																							| Combining equations (425,397) yields a new equation:
% 58.14/23.79  																																																							| (675) e3 = e0
% 58.14/23.79  																																																							|
% 58.14/23.79  																																																							| Simplifying 675 yields:
% 58.14/23.79  																																																							| (676) e3 = e0
% 58.14/23.79  																																																							|
% 58.14/23.79  																																																							| Combining equations (676,455) yields a new equation:
% 58.14/23.79  																																																							| (431) e1 = e0
% 58.14/23.79  																																																							|
% 58.14/23.79  																																																							| Equations (431) can reduce 233 to:
% 58.14/23.79  																																																							| (266) $false
% 58.14/23.79  																																																							|
% 58.14/23.79  																																																							|-The branch is then unsatisfiable
% 58.14/23.79  																																																						|-Branch two:
% 58.14/23.79  																																																						| (748)  ~ (unit = e1)
% 58.14/23.79  																																																						| (749) unit = e3
% 58.14/23.79  																																																						|
% 58.14/23.79  																																																							| From (749) and (244) follows:
% 58.14/23.79  																																																							| (750) op(e3, e4) = e4
% 58.14/23.79  																																																							|
% 58.14/23.79  																																																							| From (749) and (15) follows:
% 58.14/23.79  																																																							| (751) op(e3, e2) = e2
% 58.14/23.79  																																																							|
% 58.14/23.79  																																																							| From (749) and (40) follows:
% 58.14/23.79  																																																							| (3715) op(e3, e3) = e3
% 58.14/23.79  																																																							|
% 58.14/23.79  																																																							| From (749) and (28) follows:
% 58.14/23.79  																																																							| (2235) op(e1, e3) = e1
% 58.14/23.79  																																																							|
% 58.14/23.79  																																																							| Instantiating formula (29) with e3, e4, e4, e2 and discharging atoms op(e3, e4) = e4, op(e3, e4) = e2, yields:
% 58.14/23.79  																																																							| (323) e4 = e2
% 58.14/23.79  																																																							|
% 58.14/23.79  																																																							| Instantiating formula (29) with e3, e3, e3, e4 and discharging atoms op(e3, e3) = e4, op(e3, e3) = e3, yields:
% 58.14/23.79  																																																							| (425) e4 = e3
% 58.14/23.79  																																																							|
% 58.14/23.79  																																																							| Instantiating formula (29) with e3, e2, e2, e0 and discharging atoms op(e3, e2) = e2, op(e3, e2) = e0, yields:
% 58.14/23.79  																																																							| (330) e2 = e0
% 58.14/23.79  																																																							|
% 58.14/23.79  																																																							| Instantiating formula (29) with e1, e3, e1, e3 and discharging atoms op(e1, e3) = e3, op(e1, e3) = e1, yields:
% 58.14/23.79  																																																							| (455) e3 = e1
% 58.14/23.79  																																																							|
% 58.14/23.79  																																																							| Combining equations (323,425) yields a new equation:
% 58.14/23.79  																																																							| (662) e3 = e2
% 58.14/23.79  																																																							|
% 58.14/23.79  																																																							| Combining equations (662,455) yields a new equation:
% 58.14/23.79  																																																							| (616) e2 = e1
% 58.14/23.79  																																																							|
% 58.14/23.79  																																																							| Simplifying 616 yields:
% 58.14/23.79  																																																							| (617) e2 = e1
% 58.14/23.79  																																																							|
% 58.14/23.79  																																																							| Combining equations (330,617) yields a new equation:
% 58.14/23.79  																																																							| (431) e1 = e0
% 58.14/23.79  																																																							|
% 58.14/23.79  																																																							| Equations (431) can reduce 233 to:
% 58.14/23.79  																																																							| (266) $false
% 58.14/23.79  																																																							|
% 58.14/23.79  																																																							|-The branch is then unsatisfiable
% 58.14/23.79  																																																		|-Branch two:
% 58.14/23.79  																																																		| (1401)  ~ (all_0_40_40 = e0)
% 58.14/23.79  																																																		| (1748) all_0_44_44 = e0 | all_0_49_49 = e0 | all_0_58_58 = e0
% 58.14/23.79  																																																		|
% 58.14/23.79  																																																			+-Applying beta-rule and splitting (316), into two cases.
% 58.14/23.79  																																																			|-Branch one:
% 58.14/23.79  																																																			| (1378) all_0_40_40 = e4
% 58.14/23.79  																																																			|
% 58.14/23.79  																																																				| Equations (1378) can reduce 447 to:
% 58.14/23.79  																																																				| (266) $false
% 58.14/23.79  																																																				|
% 58.14/23.79  																																																				|-The branch is then unsatisfiable
% 58.14/23.79  																																																			|-Branch two:
% 58.14/23.79  																																																			| (447)  ~ (all_0_40_40 = e4)
% 58.14/23.79  																																																			| (485) all_0_40_40 = e0
% 58.14/23.79  																																																			|
% 58.14/23.79  																																																				| Equations (485) can reduce 1401 to:
% 58.14/23.79  																																																				| (266) $false
% 58.14/23.79  																																																				|
% 58.14/23.79  																																																				|-The branch is then unsatisfiable
% 58.14/23.79  																																															|-Branch two:
% 58.14/23.79  																																															| (358)  ~ (all_0_42_42 = e0)
% 58.14/23.79  																																															| (563) all_0_47_47 = e0 | all_0_56_56 = e0
% 58.14/23.79  																																															|
% 58.14/23.79  																																																+-Applying beta-rule and splitting (150), into two cases.
% 58.14/23.79  																																																|-Branch one:
% 58.14/23.79  																																																| (1378) all_0_40_40 = e4
% 58.14/23.79  																																																|
% 58.14/23.79  																																																	| Equations (1378) can reduce 447 to:
% 58.14/23.79  																																																	| (266) $false
% 58.14/23.79  																																																	|
% 58.14/23.79  																																																	|-The branch is then unsatisfiable
% 58.14/23.79  																																																|-Branch two:
% 58.14/23.79  																																																| (447)  ~ (all_0_40_40 = e4)
% 58.14/23.79  																																																| (2271) all_0_44_44 = e4 | all_0_49_49 = e4 | all_0_53_53 = e4 | all_0_58_58 = e4
% 58.14/23.79  																																																|
% 58.14/23.79  																																																	+-Applying beta-rule and splitting (395), into two cases.
% 58.14/23.79  																																																	|-Branch one:
% 58.14/23.79  																																																	| (794) all_0_41_41 = e0
% 58.14/23.79  																																																	|
% 58.14/23.79  																																																		| Combining equations (794,437) yields a new equation:
% 58.14/23.79  																																																		| (397) e4 = e0
% 58.14/23.79  																																																		|
% 58.14/23.79  																																																		| Equations (397) can reduce 49 to:
% 58.14/23.79  																																																		| (266) $false
% 58.14/23.79  																																																		|
% 58.14/23.79  																																																		|-The branch is then unsatisfiable
% 58.14/23.79  																																																	|-Branch two:
% 58.14/23.79  																																																	| (357)  ~ (all_0_41_41 = e0)
% 58.14/23.79  																																																	| (895) all_0_46_46 = e0 | all_0_55_55 = e0
% 58.14/23.79  																																																	|
% 58.14/23.79  																																																		+-Applying beta-rule and splitting (316), into two cases.
% 58.14/23.79  																																																		|-Branch one:
% 58.14/23.79  																																																		| (1378) all_0_40_40 = e4
% 58.14/23.79  																																																		|
% 58.14/23.79  																																																			| Equations (1378) can reduce 447 to:
% 58.14/23.79  																																																			| (266) $false
% 58.14/23.79  																																																			|
% 58.14/23.79  																																																			|-The branch is then unsatisfiable
% 58.14/23.79  																																																		|-Branch two:
% 58.14/23.79  																																																		| (447)  ~ (all_0_40_40 = e4)
% 58.14/23.79  																																																		| (485) all_0_40_40 = e0
% 58.14/23.79  																																																		|
% 58.14/23.79  																																																			| Equations (485) can reduce 132 to:
% 58.14/23.79  																																																			| (435)  ~ (e1 = e0)
% 58.14/23.79  																																																			|
% 58.14/23.79  																																																			| Simplifying 435 yields:
% 58.14/23.79  																																																			| (233)  ~ (e1 = e0)
% 58.14/23.79  																																																			|
% 58.14/23.79  																																																			+-Applying beta-rule and splitting (125), into two cases.
% 58.14/23.79  																																																			|-Branch one:
% 58.14/23.79  																																																			| (858) all_0_55_55 = e0
% 58.14/23.79  																																																			|
% 58.14/23.79  																																																				| Equations (858) can reduce 270 to:
% 58.14/23.79  																																																				| (541)  ~ (e3 = e0)
% 58.14/23.79  																																																				|
% 58.14/23.79  																																																				| Simplifying 541 yields:
% 58.14/23.79  																																																				| (80)  ~ (e3 = e0)
% 58.14/23.79  																																																				|
% 58.14/23.79  																																																				| Equations (858) can reduce 632 to:
% 58.14/23.79  																																																				| (435)  ~ (e1 = e0)
% 58.14/23.79  																																																				|
% 58.14/23.79  																																																				| Simplifying 435 yields:
% 58.14/23.79  																																																				| (233)  ~ (e1 = e0)
% 58.14/23.79  																																																				|
% 58.14/23.79  																																																				+-Applying beta-rule and splitting (563), into two cases.
% 58.14/23.79  																																																				|-Branch one:
% 58.14/23.79  																																																				| (674) all_0_47_47 = e0
% 58.14/23.79  																																																				|
% 58.14/23.79  																																																					| Combining equations (522,674) yields a new equation:
% 58.14/23.79  																																																					| (675) e3 = e0
% 58.14/23.79  																																																					|
% 58.14/23.79  																																																					| Simplifying 675 yields:
% 58.14/23.79  																																																					| (676) e3 = e0
% 58.14/23.79  																																																					|
% 58.14/23.79  																																																					| Equations (676) can reduce 80 to:
% 58.14/23.79  																																																					| (266) $false
% 58.14/23.79  																																																					|
% 58.14/23.79  																																																					|-The branch is then unsatisfiable
% 58.14/23.79  																																																				|-Branch two:
% 58.14/23.79  																																																				| (678)  ~ (all_0_47_47 = e0)
% 58.14/23.79  																																																				| (679) all_0_56_56 = e0
% 58.14/23.79  																																																				|
% 58.14/23.79  																																																					| Combining equations (1569,679) yields a new equation:
% 58.14/23.79  																																																					| (546) e1 = e0
% 58.14/23.79  																																																					|
% 58.14/23.79  																																																					| Simplifying 546 yields:
% 58.14/23.79  																																																					| (431) e1 = e0
% 58.14/23.79  																																																					|
% 58.14/23.79  																																																					| Equations (431) can reduce 233 to:
% 58.14/23.79  																																																					| (266) $false
% 58.14/23.79  																																																					|
% 58.14/23.79  																																																					|-The branch is then unsatisfiable
% 58.14/23.79  																																																			|-Branch two:
% 58.14/23.79  																																																			| (803)  ~ (all_0_55_55 = e0)
% 58.14/23.79  																																																			| (863) all_0_56_56 = e0 | all_0_57_57 = e0 | all_0_58_58 = e0
% 58.14/23.79  																																																			|
% 58.14/23.79  																																																				+-Applying beta-rule and splitting (895), into two cases.
% 58.14/23.79  																																																				|-Branch one:
% 58.14/23.79  																																																				| (538) all_0_46_46 = e0
% 58.14/23.79  																																																				|
% 58.14/23.79  																																																					| Combining equations (545,538) yields a new equation:
% 58.14/23.79  																																																					| (546) e1 = e0
% 58.14/23.79  																																																					|
% 58.14/23.79  																																																					| Simplifying 546 yields:
% 58.14/23.79  																																																					| (431) e1 = e0
% 58.14/23.79  																																																					|
% 58.14/23.79  																																																					| Equations (431) can reduce 233 to:
% 58.14/23.79  																																																					| (266) $false
% 58.14/23.79  																																																					|
% 58.14/23.79  																																																					|-The branch is then unsatisfiable
% 58.14/23.79  																																																				|-Branch two:
% 58.14/23.79  																																																				| (831)  ~ (all_0_46_46 = e0)
% 58.14/23.79  																																																				| (858) all_0_55_55 = e0
% 58.14/23.79  																																																				|
% 58.14/23.79  																																																					| Equations (858) can reduce 803 to:
% 58.14/23.79  																																																					| (266) $false
% 58.14/23.79  																																																					|
% 58.14/23.79  																																																					|-The branch is then unsatisfiable
% 58.14/23.79  																																											|-Branch two:
% 58.14/23.79  																																											| (1377)  ~ (all_0_39_39 = e4)
% 58.14/23.79  																																											| (2115) all_0_42_42 = e4 | all_0_47_47 = e4 | all_0_51_51 = e4 | all_0_56_56 = e4
% 58.14/23.79  																																											|
% 58.14/23.79  																																												+-Applying beta-rule and splitting (2115), into two cases.
% 58.14/23.79  																																												|-Branch one:
% 58.14/23.79  																																												| (1392) all_0_42_42 = e4
% 58.14/23.79  																																												|
% 58.14/23.79  																																													| Equations (1392) can reduce 1890 to:
% 58.14/23.79  																																													| (266) $false
% 58.14/23.79  																																													|
% 58.14/23.79  																																													|-The branch is then unsatisfiable
% 58.14/23.79  																																												|-Branch two:
% 58.14/23.79  																																												| (1890)  ~ (all_0_42_42 = e4)
% 58.14/23.79  																																												| (2246) all_0_47_47 = e4 | all_0_51_51 = e4 | all_0_56_56 = e4
% 58.14/23.79  																																												|
% 58.14/23.79  																																													+-Applying beta-rule and splitting (2246), into two cases.
% 58.14/23.79  																																													|-Branch one:
% 58.14/23.79  																																													| (1790) all_0_47_47 = e4
% 58.14/23.79  																																													|
% 58.14/23.79  																																														| Combining equations (1790,522) yields a new equation:
% 58.14/23.79  																																														| (424) e4 = e3
% 58.14/23.79  																																														|
% 58.14/23.79  																																														| Simplifying 424 yields:
% 58.14/23.79  																																														| (425) e4 = e3
% 58.14/23.79  																																														|
% 58.14/23.79  																																														| Equations (425) can reduce 188 to:
% 58.14/23.79  																																														| (266) $false
% 58.14/23.79  																																														|
% 58.14/23.79  																																														|-The branch is then unsatisfiable
% 58.14/23.79  																																													|-Branch two:
% 58.14/23.79  																																													| (252)  ~ (all_0_47_47 = e4)
% 58.14/23.79  																																													| (6548) all_0_51_51 = e4 | all_0_56_56 = e4
% 58.14/23.79  																																													|
% 58.14/23.79  																																														+-Applying beta-rule and splitting (6548), into two cases.
% 58.14/23.79  																																														|-Branch one:
% 58.14/23.79  																																														| (1101) all_0_51_51 = e4
% 58.14/23.79  																																														|
% 58.14/23.79  																																															| Combining equations (504,1101) yields a new equation:
% 58.14/23.79  																																															| (323) e4 = e2
% 58.14/23.79  																																															|
% 58.14/23.79  																																															| Equations (323) can reduce 48 to:
% 58.14/23.79  																																															| (266) $false
% 58.14/23.79  																																															|
% 58.14/23.79  																																															|-The branch is then unsatisfiable
% 58.14/23.79  																																														|-Branch two:
% 58.14/23.79  																																														| (475)  ~ (all_0_51_51 = e4)
% 58.14/23.79  																																														| (842) all_0_56_56 = e4
% 58.14/23.79  																																														|
% 58.14/23.79  																																															| Combining equations (1569,842) yields a new equation:
% 58.14/23.79  																																															| (630) e4 = e1
% 58.14/23.79  																																															|
% 58.14/23.79  																																															| Equations (630) can reduce 110 to:
% 58.14/23.79  																																															| (266) $false
% 58.14/23.79  																																															|
% 58.14/23.79  																																															|-The branch is then unsatisfiable
% 58.14/23.79  																																									|-Branch two:
% 58.14/23.79  																																									| (440)  ~ (all_0_41_41 = e4)
% 58.14/23.79  																																									| (441) all_0_42_42 = e4 | all_0_43_43 = e4 | all_0_44_44 = e4
% 58.14/23.79  																																									|
% 58.14/23.79  																																										+-Applying beta-rule and splitting (27), into two cases.
% 58.14/23.79  																																										|-Branch one:
% 58.14/23.79  																																										| (437) all_0_41_41 = e4
% 58.14/23.79  																																										|
% 58.14/23.79  																																											| Equations (437) can reduce 440 to:
% 58.14/23.79  																																											| (266) $false
% 58.14/23.79  																																											|
% 58.14/23.79  																																											|-The branch is then unsatisfiable
% 58.14/23.79  																																										|-Branch two:
% 58.14/23.79  																																										| (440)  ~ (all_0_41_41 = e4)
% 58.14/23.79  																																										| (4049) all_0_41_41 = e3 | all_0_41_41 = e1 | all_0_41_41 = e0
% 58.14/23.79  																																										|
% 58.14/23.79  																																											+-Applying beta-rule and splitting (4049), into two cases.
% 58.14/23.79  																																											|-Branch one:
% 58.14/23.79  																																											| (794) all_0_41_41 = e0
% 58.14/23.79  																																											|
% 58.14/23.79  																																												| Equations (794) can reduce 191 to:
% 58.14/23.79  																																												| (4444)  ~ (all_0_55_55 = e0)
% 58.14/23.79  																																												|
% 58.14/23.79  																																												| Simplifying 4444 yields:
% 58.14/23.79  																																												| (803)  ~ (all_0_55_55 = e0)
% 58.14/23.79  																																												|
% 58.14/23.79  																																												| Equations (794) can reduce 85 to:
% 58.14/23.79  																																												| (365)  ~ (e2 = e0)
% 58.14/23.79  																																												|
% 58.14/23.79  																																												| Simplifying 365 yields:
% 58.14/23.79  																																												| (128)  ~ (e2 = e0)
% 58.14/23.79  																																												|
% 58.14/23.79  																																												| Equations (794) can reduce 457 to:
% 58.14/23.79  																																												| (435)  ~ (e1 = e0)
% 58.14/23.79  																																												|
% 58.14/23.79  																																												| Simplifying 435 yields:
% 58.14/23.79  																																												| (233)  ~ (e1 = e0)
% 58.14/23.79  																																												|
% 58.14/23.79  																																												+-Applying beta-rule and splitting (125), into two cases.
% 58.14/23.79  																																												|-Branch one:
% 58.14/23.79  																																												| (858) all_0_55_55 = e0
% 58.14/23.79  																																												|
% 58.14/23.79  																																													| Equations (858) can reduce 803 to:
% 58.14/23.79  																																													| (266) $false
% 58.14/23.79  																																													|
% 58.14/23.79  																																													|-The branch is then unsatisfiable
% 58.14/23.79  																																												|-Branch two:
% 58.14/23.79  																																												| (803)  ~ (all_0_55_55 = e0)
% 58.14/23.79  																																												| (863) all_0_56_56 = e0 | all_0_57_57 = e0 | all_0_58_58 = e0
% 58.14/23.79  																																												|
% 58.14/23.79  																																													+-Applying beta-rule and splitting (152), into two cases.
% 58.14/23.79  																																													|-Branch one:
% 58.14/23.79  																																													| (1392) all_0_42_42 = e4
% 58.14/23.79  																																													|
% 58.14/23.79  																																														| From (1392) and (210) follows:
% 58.14/23.79  																																														| (4074) op(e3, e2) = e4
% 58.14/23.79  																																														|
% 58.14/23.79  																																														+-Applying beta-rule and splitting (104), into two cases.
% 58.14/23.79  																																														|-Branch one:
% 58.14/23.79  																																														| (480) all_0_39_39 = e0
% 58.14/23.79  																																														|
% 58.14/23.79  																																															| Equations (480) can reduce 294 to:
% 58.14/23.79  																																															| (365)  ~ (e2 = e0)
% 58.14/23.79  																																															|
% 58.14/23.79  																																															| Simplifying 365 yields:
% 58.14/23.79  																																															| (128)  ~ (e2 = e0)
% 58.14/23.79  																																															|
% 58.14/23.79  																																															| Equations (480) can reduce 151 to:
% 58.14/23.79  																																															| (435)  ~ (e1 = e0)
% 58.14/23.79  																																															|
% 58.14/23.79  																																															| Simplifying 435 yields:
% 58.14/23.79  																																															| (233)  ~ (e1 = e0)
% 58.14/23.79  																																															|
% 58.14/23.79  																																															| From (480) and (14) follows:
% 58.14/23.79  																																															| (4090) op(e4, e2) = e0
% 58.14/23.79  																																															|
% 58.14/23.79  																																															+-Applying beta-rule and splitting (174), into two cases.
% 58.14/23.79  																																															|-Branch one:
% 58.14/23.79  																																															| (386) all_0_55_55 = e2
% 58.14/23.79  																																															|
% 58.14/23.79  																																																| Equations (386) can reduce 304 to:
% 58.14/23.79  																																																| (266) $false
% 58.14/23.79  																																																|
% 58.14/23.79  																																																|-The branch is then unsatisfiable
% 58.14/23.79  																																															|-Branch two:
% 58.14/23.79  																																															| (304)  ~ (all_0_55_55 = e2)
% 58.14/23.79  																																															| (2051) all_0_55_55 = e4 | all_0_55_55 = e3 | all_0_55_55 = e1 | all_0_55_55 = e0
% 58.14/23.79  																																															|
% 58.14/23.79  																																																+-Applying beta-rule and splitting (863), into two cases.
% 58.14/23.79  																																																|-Branch one:
% 58.14/23.79  																																																| (679) all_0_56_56 = e0
% 58.14/23.79  																																																|
% 58.14/23.79  																																																	| Combining equations (1569,679) yields a new equation:
% 58.14/23.79  																																																	| (546) e1 = e0
% 58.14/23.79  																																																	|
% 58.14/23.79  																																																	| Simplifying 546 yields:
% 58.14/23.79  																																																	| (431) e1 = e0
% 58.14/23.79  																																																	|
% 58.14/23.79  																																																	| Equations (431) can reduce 233 to:
% 58.14/23.79  																																																	| (266) $false
% 58.14/23.79  																																																	|
% 58.14/23.79  																																																	|-The branch is then unsatisfiable
% 58.14/23.79  																																																|-Branch two:
% 58.14/23.79  																																																| (828)  ~ (all_0_56_56 = e0)
% 58.14/23.79  																																																| (924) all_0_57_57 = e0 | all_0_58_58 = e0
% 58.14/23.79  																																																|
% 58.14/23.79  																																																	+-Applying beta-rule and splitting (2051), into two cases.
% 58.14/23.79  																																																	|-Branch one:
% 58.14/23.79  																																																	| (587) all_0_55_55 = e4
% 58.14/23.79  																																																	|
% 58.14/23.79  																																																		| From (587) and (74) follows:
% 58.14/23.79  																																																		| (589) op(e0, e3) = e4
% 58.14/23.79  																																																		|
% 58.14/23.79  																																																		+-Applying beta-rule and splitting (924), into two cases.
% 58.14/23.79  																																																		|-Branch one:
% 58.14/23.79  																																																		| (875) all_0_57_57 = e0
% 58.14/23.79  																																																		|
% 58.14/23.79  																																																			| Combining equations (875,442) yields a new equation:
% 58.14/23.79  																																																			| (330) e2 = e0
% 58.14/23.79  																																																			|
% 58.14/23.79  																																																			| Equations (330) can reduce 128 to:
% 58.14/23.79  																																																			| (266) $false
% 58.14/23.79  																																																			|
% 58.14/23.79  																																																			|-The branch is then unsatisfiable
% 58.14/23.79  																																																		|-Branch two:
% 58.14/23.79  																																																		| (364)  ~ (all_0_57_57 = e0)
% 58.14/23.79  																																																		| (914) all_0_58_58 = e0
% 58.14/23.79  																																																		|
% 58.14/23.79  																																																			| Equations (914) can reduce 880 to:
% 58.14/23.79  																																																			| (435)  ~ (e1 = e0)
% 58.14/23.79  																																																			|
% 58.14/23.79  																																																			| Simplifying 435 yields:
% 58.14/23.79  																																																			| (233)  ~ (e1 = e0)
% 58.14/23.79  																																																			|
% 58.14/23.79  																																																			+-Applying beta-rule and splitting (56), into two cases.
% 58.14/23.79  																																																			|-Branch one:
% 58.14/23.79  																																																			| (696) unit = e2
% 58.14/23.79  																																																			|
% 58.14/23.79  																																																				| From (696) and (24) follows:
% 58.14/23.79  																																																				| (697) op(e2, e3) = e3
% 58.14/23.79  																																																				|
% 58.14/23.79  																																																				| From (696) and (227) follows:
% 58.14/23.79  																																																				| (4284) op(e4, e2) = e4
% 58.14/23.79  																																																				|
% 58.14/23.79  																																																				| From (696) and (40) follows:
% 58.14/23.79  																																																				| (4285) op(e3, e2) = e3
% 58.14/23.79  																																																				|
% 58.14/23.79  																																																				| From (696) and (32) follows:
% 58.14/23.79  																																																				| (698) op(e2, e2) = e2
% 58.14/23.79  																																																				|
% 58.14/23.79  																																																				| Instantiating formula (29) with e4, e2, e4, e0 and discharging atoms op(e4, e2) = e4, op(e4, e2) = e0, yields:
% 58.14/23.79  																																																				| (397) e4 = e0
% 58.14/23.79  																																																				|
% 58.14/23.79  																																																				| Instantiating formula (29) with e3, e2, e3, e4 and discharging atoms op(e3, e2) = e4, op(e3, e2) = e3, yields:
% 58.14/23.79  																																																				| (425) e4 = e3
% 58.14/23.79  																																																				|
% 58.14/23.79  																																																				| Instantiating formula (29) with e2, e3, e3, e1 and discharging atoms op(e2, e3) = e3, op(e2, e3) = e1, yields:
% 58.14/23.79  																																																				| (455) e3 = e1
% 58.14/23.79  																																																				|
% 58.14/23.79  																																																				| Instantiating formula (29) with e2, e2, e2, e3 and discharging atoms op(e2, e2) = e3, op(e2, e2) = e2, yields:
% 58.14/23.79  																																																				| (662) e3 = e2
% 58.14/23.79  																																																				|
% 58.14/23.79  																																																				| Combining equations (397,425) yields a new equation:
% 58.14/23.79  																																																				| (676) e3 = e0
% 58.14/23.79  																																																				|
% 58.14/23.79  																																																				| Combining equations (455,662) yields a new equation:
% 58.14/23.79  																																																				| (617) e2 = e1
% 58.14/23.79  																																																				|
% 58.14/23.79  																																																				| Combining equations (676,662) yields a new equation:
% 58.14/23.79  																																																				| (330) e2 = e0
% 58.14/23.79  																																																				|
% 58.14/23.79  																																																				| Combining equations (330,617) yields a new equation:
% 58.14/23.79  																																																				| (431) e1 = e0
% 58.14/23.79  																																																				|
% 58.14/23.79  																																																				| Equations (431) can reduce 233 to:
% 58.14/23.79  																																																				| (266) $false
% 58.14/23.79  																																																				|
% 58.14/23.79  																																																				|-The branch is then unsatisfiable
% 58.14/23.79  																																																			|-Branch two:
% 58.14/23.79  																																																			| (707)  ~ (unit = e2)
% 58.14/23.79  																																																			| (708) unit = e4 | unit = e3 | unit = e1 | unit = e0
% 58.14/23.79  																																																			|
% 58.14/23.79  																																																				+-Applying beta-rule and splitting (708), into two cases.
% 58.14/23.79  																																																				|-Branch one:
% 58.14/23.79  																																																				| (709) unit = e4
% 58.14/23.79  																																																				|
% 58.14/23.79  																																																					| From (709) and (227) follows:
% 58.14/23.79  																																																					| (710) op(e4, e4) = e4
% 58.14/23.79  																																																					|
% 58.14/23.79  																																																					| From (709) and (40) follows:
% 58.14/23.79  																																																					| (711) op(e3, e4) = e3
% 58.14/23.79  																																																					|
% 58.14/23.79  																																																					| From (709) and (32) follows:
% 58.14/23.79  																																																					| (712) op(e2, e4) = e2
% 58.14/23.79  																																																					|
% 58.14/23.79  																																																					| From (709) and (42) follows:
% 58.14/23.79  																																																					| (713) op(e0, e4) = e0
% 58.14/23.79  																																																					|
% 58.14/23.79  																																																					| Instantiating formula (29) with e4, e4, e4, e1 and discharging atoms op(e4, e4) = e4, op(e4, e4) = e1, yields:
% 58.14/23.79  																																																					| (630) e4 = e1
% 58.14/23.79  																																																					|
% 58.14/23.79  																																																					| Instantiating formula (29) with e3, e4, e3, e2 and discharging atoms op(e3, e4) = e3, op(e3, e4) = e2, yields:
% 58.14/23.79  																																																					| (662) e3 = e2
% 58.14/23.79  																																																					|
% 58.14/23.79  																																																					| Instantiating formula (29) with e2, e4, e2, e4 and discharging atoms op(e2, e4) = e4, op(e2, e4) = e2, yields:
% 58.14/23.79  																																																					| (323) e4 = e2
% 58.14/23.79  																																																					|
% 58.14/23.79  																																																					| Instantiating formula (29) with e0, e4, e0, e3 and discharging atoms op(e0, e4) = e3, op(e0, e4) = e0, yields:
% 58.14/23.79  																																																					| (676) e3 = e0
% 58.14/23.79  																																																					|
% 58.14/23.79  																																																					| Combining equations (630,323) yields a new equation:
% 58.14/23.79  																																																					| (617) e2 = e1
% 58.14/23.79  																																																					|
% 58.14/23.79  																																																					| Combining equations (662,676) yields a new equation:
% 58.14/23.79  																																																					| (391) e2 = e0
% 58.14/23.79  																																																					|
% 58.14/23.79  																																																					| Simplifying 391 yields:
% 58.14/23.79  																																																					| (330) e2 = e0
% 58.14/23.79  																																																					|
% 58.14/23.79  																																																					| Combining equations (617,330) yields a new equation:
% 58.14/23.79  																																																					| (546) e1 = e0
% 58.14/23.79  																																																					|
% 58.14/23.79  																																																					| Simplifying 546 yields:
% 58.14/23.79  																																																					| (431) e1 = e0
% 58.14/23.79  																																																					|
% 58.14/23.79  																																																					| Equations (431) can reduce 233 to:
% 58.14/23.79  																																																					| (266) $false
% 58.14/23.79  																																																					|
% 58.14/23.79  																																																					|-The branch is then unsatisfiable
% 58.14/23.79  																																																				|-Branch two:
% 58.14/23.79  																																																				| (724)  ~ (unit = e4)
% 58.14/23.79  																																																				| (725) unit = e3 | unit = e1 | unit = e0
% 58.14/23.79  																																																				|
% 58.14/23.79  																																																					+-Applying beta-rule and splitting (725), into two cases.
% 58.14/23.79  																																																					|-Branch one:
% 58.14/23.79  																																																					| (726) unit = e0
% 58.14/23.79  																																																					|
% 58.14/23.79  																																																						| From (726) and (211) follows:
% 58.14/23.79  																																																						| (15180) op(e0, e1) = e1
% 58.14/23.79  																																																						|
% 58.14/23.79  																																																						| Instantiating formula (29) with e0, e1, e1, e2 and discharging atoms op(e0, e1) = e2, op(e0, e1) = e1, yields:
% 58.14/23.79  																																																						| (617) e2 = e1
% 58.14/23.79  																																																						|
% 58.14/23.79  																																																						| Equations (617) can reduce 122 to:
% 58.14/23.79  																																																						| (266) $false
% 58.14/23.79  																																																						|
% 58.14/23.79  																																																						|-The branch is then unsatisfiable
% 58.14/23.79  																																																					|-Branch two:
% 58.14/23.79  																																																					| (734)  ~ (unit = e0)
% 58.14/23.79  																																																					| (735) unit = e3 | unit = e1
% 58.14/23.79  																																																					|
% 58.14/23.79  																																																						+-Applying beta-rule and splitting (735), into two cases.
% 58.14/23.79  																																																						|-Branch one:
% 58.14/23.79  																																																						| (736) unit = e1
% 58.14/23.79  																																																						|
% 58.14/23.79  																																																							| Equations (736) can reduce 734 to:
% 58.14/23.79  																																																							| (233)  ~ (e1 = e0)
% 58.14/23.79  																																																							|
% 58.14/23.79  																																																							| From (736) and (244) follows:
% 58.14/23.79  																																																							| (738) op(e1, e4) = e4
% 58.14/23.79  																																																							|
% 58.14/23.79  																																																							| From (736) and (227) follows:
% 58.14/23.79  																																																							| (739) op(e4, e1) = e4
% 58.14/23.79  																																																							|
% 58.14/23.79  																																																							| From (736) and (40) follows:
% 58.14/23.79  																																																							| (1652) op(e3, e1) = e3
% 58.14/23.79  																																																							|
% 58.14/23.79  																																																							| Instantiating formula (29) with e4, e1, e4, e3 and discharging atoms op(e4, e1) = e4, op(e4, e1) = e3, yields:
% 58.14/23.79  																																																							| (425) e4 = e3
% 58.14/23.79  																																																							|
% 58.14/23.79  																																																							| Instantiating formula (29) with e3, e1, e3, e1 and discharging atoms op(e3, e1) = e3, op(e3, e1) = e1, yields:
% 58.14/23.79  																																																							| (455) e3 = e1
% 58.14/23.79  																																																							|
% 58.14/23.79  																																																							| Instantiating formula (29) with e1, e4, e4, e0 and discharging atoms op(e1, e4) = e4, op(e1, e4) = e0, yields:
% 58.14/23.80  																																																							| (397) e4 = e0
% 58.14/23.80  																																																							|
% 58.14/23.80  																																																							| Combining equations (425,397) yields a new equation:
% 58.14/23.80  																																																							| (675) e3 = e0
% 58.14/23.80  																																																							|
% 58.14/23.80  																																																							| Simplifying 675 yields:
% 58.14/23.80  																																																							| (676) e3 = e0
% 58.14/23.80  																																																							|
% 58.14/23.80  																																																							| Combining equations (676,455) yields a new equation:
% 58.14/23.80  																																																							| (431) e1 = e0
% 58.14/23.80  																																																							|
% 58.14/23.80  																																																							| Equations (431) can reduce 233 to:
% 58.14/23.80  																																																							| (266) $false
% 58.14/23.80  																																																							|
% 58.14/23.80  																																																							|-The branch is then unsatisfiable
% 58.14/23.80  																																																						|-Branch two:
% 58.14/23.80  																																																						| (748)  ~ (unit = e1)
% 58.14/23.80  																																																						| (749) unit = e3
% 58.14/23.80  																																																						|
% 58.14/23.80  																																																							| From (749) and (15) follows:
% 58.14/23.80  																																																							| (751) op(e3, e2) = e2
% 58.14/23.80  																																																							|
% 58.14/23.80  																																																							| From (749) and (32) follows:
% 58.14/23.80  																																																							| (5793) op(e2, e3) = e2
% 58.14/23.80  																																																							|
% 58.14/23.80  																																																							| From (749) and (42) follows:
% 58.14/23.80  																																																							| (752) op(e0, e3) = e0
% 58.14/23.80  																																																							|
% 58.14/23.80  																																																							| Instantiating formula (29) with e3, e2, e2, e4 and discharging atoms op(e3, e2) = e4, op(e3, e2) = e2, yields:
% 58.14/23.80  																																																							| (323) e4 = e2
% 58.14/23.80  																																																							|
% 58.14/23.80  																																																							| Instantiating formula (29) with e2, e3, e2, e1 and discharging atoms op(e2, e3) = e2, op(e2, e3) = e1, yields:
% 58.14/23.80  																																																							| (617) e2 = e1
% 58.14/23.80  																																																							|
% 58.14/23.80  																																																							| Instantiating formula (29) with e0, e3, e0, e4 and discharging atoms op(e0, e3) = e4, op(e0, e3) = e0, yields:
% 58.14/23.80  																																																							| (397) e4 = e0
% 58.14/23.80  																																																							|
% 58.14/23.80  																																																							| Combining equations (323,397) yields a new equation:
% 58.14/23.80  																																																							| (391) e2 = e0
% 58.14/23.80  																																																							|
% 58.14/23.80  																																																							| Simplifying 391 yields:
% 58.14/23.80  																																																							| (330) e2 = e0
% 58.14/23.80  																																																							|
% 58.14/23.80  																																																							| Combining equations (617,330) yields a new equation:
% 58.14/23.80  																																																							| (546) e1 = e0
% 58.14/23.80  																																																							|
% 58.14/23.80  																																																							| Simplifying 546 yields:
% 58.14/23.80  																																																							| (431) e1 = e0
% 58.14/23.80  																																																							|
% 58.14/23.80  																																																							| Equations (431) can reduce 233 to:
% 58.14/23.80  																																																							| (266) $false
% 58.14/23.80  																																																							|
% 58.14/23.80  																																																							|-The branch is then unsatisfiable
% 58.14/23.80  																																																	|-Branch two:
% 58.14/23.80  																																																	| (763)  ~ (all_0_55_55 = e4)
% 58.14/23.80  																																																	| (2055) all_0_55_55 = e3 | all_0_55_55 = e1 | all_0_55_55 = e0
% 58.14/23.80  																																																	|
% 58.14/23.80  																																																		+-Applying beta-rule and splitting (2055), into two cases.
% 58.14/23.80  																																																		|-Branch one:
% 58.14/23.80  																																																		| (858) all_0_55_55 = e0
% 58.14/23.80  																																																		|
% 58.14/23.80  																																																			| Equations (858) can reduce 803 to:
% 58.14/23.80  																																																			| (266) $false
% 58.14/23.80  																																																			|
% 58.14/23.80  																																																			|-The branch is then unsatisfiable
% 58.14/23.80  																																																		|-Branch two:
% 58.14/23.80  																																																		| (803)  ~ (all_0_55_55 = e0)
% 58.14/23.80  																																																		| (2315) all_0_55_55 = e3 | all_0_55_55 = e1
% 58.14/23.80  																																																		|
% 58.14/23.80  																																																			+-Applying beta-rule and splitting (2315), into two cases.
% 58.14/23.80  																																																			|-Branch one:
% 58.14/23.80  																																																			| (629) all_0_55_55 = e1
% 58.14/23.80  																																																			|
% 58.14/23.80  																																																				| Equations (629) can reduce 632 to:
% 58.14/23.80  																																																				| (266) $false
% 58.14/23.80  																																																				|
% 58.14/23.80  																																																				|-The branch is then unsatisfiable
% 58.14/23.80  																																																			|-Branch two:
% 58.14/23.80  																																																			| (632)  ~ (all_0_55_55 = e1)
% 58.14/23.80  																																																			| (2336) all_0_55_55 = e3
% 58.14/23.80  																																																			|
% 58.14/23.80  																																																				| Equations (2336) can reduce 270 to:
% 58.14/23.80  																																																				| (266) $false
% 58.14/23.80  																																																				|
% 58.14/23.80  																																																				|-The branch is then unsatisfiable
% 58.14/23.80  																																														|-Branch two:
% 58.14/23.80  																																														| (484)  ~ (all_0_39_39 = e0)
% 58.14/23.80  																																														| (558) all_0_42_42 = e0 | all_0_47_47 = e0 | all_0_56_56 = e0
% 58.14/23.80  																																														|
% 58.14/23.80  																																															+-Applying beta-rule and splitting (863), into two cases.
% 58.14/23.80  																																															|-Branch one:
% 58.14/23.80  																																															| (679) all_0_56_56 = e0
% 58.14/23.80  																																															|
% 58.14/23.80  																																																| Combining equations (1569,679) yields a new equation:
% 58.14/23.80  																																																| (546) e1 = e0
% 58.14/23.80  																																																|
% 58.14/23.80  																																																| Simplifying 546 yields:
% 58.14/23.80  																																																| (431) e1 = e0
% 58.14/23.80  																																																|
% 58.14/23.80  																																																| Equations (431) can reduce 233 to:
% 58.14/23.80  																																																| (266) $false
% 58.14/23.80  																																																|
% 58.14/23.80  																																																|-The branch is then unsatisfiable
% 58.14/23.80  																																															|-Branch two:
% 58.14/23.80  																																															| (828)  ~ (all_0_56_56 = e0)
% 58.14/23.80  																																															| (924) all_0_57_57 = e0 | all_0_58_58 = e0
% 58.14/23.80  																																															|
% 58.14/23.80  																																																+-Applying beta-rule and splitting (924), into two cases.
% 58.14/23.80  																																																|-Branch one:
% 58.14/23.80  																																																| (875) all_0_57_57 = e0
% 58.14/23.80  																																																|
% 58.14/23.80  																																																	| Combining equations (442,875) yields a new equation:
% 58.14/23.80  																																																	| (391) e2 = e0
% 58.14/23.80  																																																	|
% 58.14/23.80  																																																	| Simplifying 391 yields:
% 58.14/23.80  																																																	| (330) e2 = e0
% 58.14/23.80  																																																	|
% 58.14/23.80  																																																	| Equations (330) can reduce 128 to:
% 58.14/23.80  																																																	| (266) $false
% 58.14/23.80  																																																	|
% 58.14/23.80  																																																	|-The branch is then unsatisfiable
% 58.14/23.80  																																																|-Branch two:
% 58.14/23.80  																																																| (364)  ~ (all_0_57_57 = e0)
% 58.14/23.80  																																																| (914) all_0_58_58 = e0
% 58.14/23.80  																																																|
% 58.14/23.80  																																																	| Equations (914) can reduce 178 to:
% 58.14/23.80  																																																	| (1401)  ~ (all_0_40_40 = e0)
% 58.14/23.80  																																																	|
% 58.14/23.80  																																																	+-Applying beta-rule and splitting (150), into two cases.
% 58.14/23.80  																																																	|-Branch one:
% 58.14/23.80  																																																	| (1378) all_0_40_40 = e4
% 58.14/23.80  																																																	|
% 58.14/23.80  																																																		| Equations (1378) can reduce 176 to:
% 58.14/23.80  																																																		| (1377)  ~ (all_0_39_39 = e4)
% 58.14/23.80  																																																		|
% 58.14/23.80  																																																		+-Applying beta-rule and splitting (320), into two cases.
% 58.14/23.80  																																																		|-Branch one:
% 58.14/23.80  																																																		| (471) all_0_39_39 = e4
% 58.14/23.80  																																																		|
% 58.14/23.80  																																																			| Equations (471) can reduce 1377 to:
% 58.14/23.80  																																																			| (266) $false
% 58.14/23.80  																																																			|
% 58.14/23.80  																																																			|-The branch is then unsatisfiable
% 58.14/23.80  																																																		|-Branch two:
% 58.14/23.80  																																																		| (1377)  ~ (all_0_39_39 = e4)
% 58.14/23.80  																																																		| (480) all_0_39_39 = e0
% 58.14/23.80  																																																		|
% 58.14/23.80  																																																			| Equations (480) can reduce 484 to:
% 58.14/23.80  																																																			| (266) $false
% 58.14/23.80  																																																			|
% 58.14/23.80  																																																			|-The branch is then unsatisfiable
% 58.14/23.80  																																																	|-Branch two:
% 58.14/23.80  																																																	| (447)  ~ (all_0_40_40 = e4)
% 58.14/23.80  																																																	| (2271) all_0_44_44 = e4 | all_0_49_49 = e4 | all_0_53_53 = e4 | all_0_58_58 = e4
% 58.14/23.80  																																																	|
% 58.14/23.80  																																																		+-Applying beta-rule and splitting (316), into two cases.
% 58.14/23.80  																																																		|-Branch one:
% 58.14/23.80  																																																		| (1378) all_0_40_40 = e4
% 58.14/23.80  																																																		|
% 58.14/23.80  																																																			| Equations (1378) can reduce 447 to:
% 58.14/23.80  																																																			| (266) $false
% 58.14/23.80  																																																			|
% 58.14/23.80  																																																			|-The branch is then unsatisfiable
% 58.14/23.80  																																																		|-Branch two:
% 58.14/23.80  																																																		| (447)  ~ (all_0_40_40 = e4)
% 58.14/23.80  																																																		| (485) all_0_40_40 = e0
% 58.14/23.80  																																																		|
% 58.14/23.80  																																																			| Equations (485) can reduce 1401 to:
% 58.14/23.80  																																																			| (266) $false
% 58.14/23.80  																																																			|
% 58.14/23.80  																																																			|-The branch is then unsatisfiable
% 58.14/23.80  																																													|-Branch two:
% 58.14/23.80  																																													| (1890)  ~ (all_0_42_42 = e4)
% 58.14/23.80  																																													| (1969) all_0_42_42 = e3 | all_0_42_42 = e1 | all_0_42_42 = e0
% 58.14/23.80  																																													|
% 58.14/23.80  																																														+-Applying beta-rule and splitting (441), into two cases.
% 58.14/23.80  																																														|-Branch one:
% 58.14/23.80  																																														| (1392) all_0_42_42 = e4
% 58.14/23.80  																																														|
% 58.14/23.80  																																															| Equations (1392) can reduce 1890 to:
% 58.14/23.80  																																															| (266) $false
% 58.14/23.80  																																															|
% 58.14/23.80  																																															|-The branch is then unsatisfiable
% 58.14/23.80  																																														|-Branch two:
% 58.14/23.80  																																														| (1890)  ~ (all_0_42_42 = e4)
% 58.14/23.80  																																														| (1891) all_0_43_43 = e4 | all_0_44_44 = e4
% 58.14/23.80  																																														|
% 58.14/23.80  																																															+-Applying beta-rule and splitting (164), into two cases.
% 58.14/23.80  																																															|-Branch one:
% 58.14/23.80  																																															| (471) all_0_39_39 = e4
% 58.14/23.80  																																															|
% 58.14/23.80  																																																| Equations (471) can reduce 176 to:
% 58.14/23.80  																																																| (7398)  ~ (all_0_40_40 = e4)
% 58.14/23.80  																																																|
% 58.14/23.80  																																																| Simplifying 7398 yields:
% 58.14/23.80  																																																| (447)  ~ (all_0_40_40 = e4)
% 58.14/23.80  																																																|
% 58.14/23.80  																																																+-Applying beta-rule and splitting (316), into two cases.
% 58.14/23.80  																																																|-Branch one:
% 58.14/23.80  																																																| (1378) all_0_40_40 = e4
% 58.14/23.80  																																																|
% 58.14/23.80  																																																	| Equations (1378) can reduce 447 to:
% 58.14/23.80  																																																	| (266) $false
% 58.14/23.80  																																																	|
% 58.14/23.80  																																																	|-The branch is then unsatisfiable
% 58.14/23.80  																																																|-Branch two:
% 58.14/23.80  																																																| (447)  ~ (all_0_40_40 = e4)
% 58.14/23.80  																																																| (485) all_0_40_40 = e0
% 58.14/23.80  																																																|
% 58.14/23.80  																																																	| Equations (485) can reduce 178 to:
% 58.14/23.80  																																																	| (490)  ~ (all_0_58_58 = e0)
% 58.14/23.80  																																																	|
% 58.14/23.80  																																																	| Simplifying 490 yields:
% 58.14/23.80  																																																	| (491)  ~ (all_0_58_58 = e0)
% 58.14/23.80  																																																	|
% 58.14/23.80  																																																	| Equations (485) can reduce 296 to:
% 58.14/23.80  																																																	| (365)  ~ (e2 = e0)
% 58.14/23.80  																																																	|
% 58.14/23.80  																																																	| Simplifying 365 yields:
% 58.14/23.80  																																																	| (128)  ~ (e2 = e0)
% 58.14/23.80  																																																	|
% 58.14/23.80  																																																	| Equations (485) can reduce 132 to:
% 58.14/23.80  																																																	| (435)  ~ (e1 = e0)
% 58.14/23.80  																																																	|
% 58.14/23.80  																																																	| Simplifying 435 yields:
% 58.14/23.80  																																																	| (233)  ~ (e1 = e0)
% 58.14/23.80  																																																	|
% 58.14/23.80  																																																	+-Applying beta-rule and splitting (863), into two cases.
% 58.14/23.80  																																																	|-Branch one:
% 58.14/23.80  																																																	| (679) all_0_56_56 = e0
% 58.14/23.80  																																																	|
% 58.14/23.80  																																																		| Combining equations (1569,679) yields a new equation:
% 58.14/23.80  																																																		| (546) e1 = e0
% 58.14/23.80  																																																		|
% 58.14/23.80  																																																		| Simplifying 546 yields:
% 58.14/23.80  																																																		| (431) e1 = e0
% 58.14/23.80  																																																		|
% 58.14/23.80  																																																		| Equations (431) can reduce 233 to:
% 58.14/23.80  																																																		| (266) $false
% 58.14/23.80  																																																		|
% 58.14/23.80  																																																		|-The branch is then unsatisfiable
% 58.14/23.80  																																																	|-Branch two:
% 58.14/23.80  																																																	| (828)  ~ (all_0_56_56 = e0)
% 58.14/23.80  																																																	| (924) all_0_57_57 = e0 | all_0_58_58 = e0
% 58.14/23.80  																																																	|
% 58.14/23.80  																																																		+-Applying beta-rule and splitting (924), into two cases.
% 58.14/23.80  																																																		|-Branch one:
% 58.14/23.80  																																																		| (875) all_0_57_57 = e0
% 58.14/23.80  																																																		|
% 58.14/23.80  																																																			| Combining equations (875,442) yields a new equation:
% 58.14/23.80  																																																			| (330) e2 = e0
% 58.14/23.80  																																																			|
% 58.14/23.80  																																																			| Equations (330) can reduce 128 to:
% 58.14/23.80  																																																			| (266) $false
% 58.14/23.80  																																																			|
% 58.14/23.80  																																																			|-The branch is then unsatisfiable
% 58.14/23.80  																																																		|-Branch two:
% 58.14/23.80  																																																		| (364)  ~ (all_0_57_57 = e0)
% 58.14/23.80  																																																		| (914) all_0_58_58 = e0
% 58.14/23.80  																																																		|
% 58.14/23.80  																																																			| Equations (914) can reduce 491 to:
% 58.14/23.80  																																																			| (266) $false
% 58.14/23.80  																																																			|
% 58.14/23.80  																																																			|-The branch is then unsatisfiable
% 58.14/23.80  																																															|-Branch two:
% 58.14/23.80  																																															| (1377)  ~ (all_0_39_39 = e4)
% 58.14/23.80  																																															| (2115) all_0_42_42 = e4 | all_0_47_47 = e4 | all_0_51_51 = e4 | all_0_56_56 = e4
% 58.14/23.80  																																															|
% 58.14/23.80  																																																+-Applying beta-rule and splitting (2115), into two cases.
% 58.14/23.80  																																																|-Branch one:
% 58.14/23.80  																																																| (1392) all_0_42_42 = e4
% 58.14/23.80  																																																|
% 58.14/23.80  																																																	| Equations (1392) can reduce 1890 to:
% 58.14/23.80  																																																	| (266) $false
% 58.14/23.80  																																																	|
% 58.14/23.80  																																																	|-The branch is then unsatisfiable
% 58.14/23.80  																																																|-Branch two:
% 58.14/23.80  																																																| (1890)  ~ (all_0_42_42 = e4)
% 58.14/23.80  																																																| (2246) all_0_47_47 = e4 | all_0_51_51 = e4 | all_0_56_56 = e4
% 58.14/23.80  																																																|
% 58.14/23.80  																																																	+-Applying beta-rule and splitting (2246), into two cases.
% 58.14/23.80  																																																	|-Branch one:
% 58.14/23.80  																																																	| (1790) all_0_47_47 = e4
% 58.14/23.80  																																																	|
% 58.14/23.80  																																																		| Combining equations (1790,522) yields a new equation:
% 58.14/23.80  																																																		| (424) e4 = e3
% 58.14/23.80  																																																		|
% 58.14/23.80  																																																		| Simplifying 424 yields:
% 58.14/23.80  																																																		| (425) e4 = e3
% 58.14/23.80  																																																		|
% 58.14/23.80  																																																		| Equations (425) can reduce 188 to:
% 58.14/23.80  																																																		| (266) $false
% 58.14/23.80  																																																		|
% 58.14/23.80  																																																		|-The branch is then unsatisfiable
% 58.14/23.80  																																																	|-Branch two:
% 58.14/23.80  																																																	| (252)  ~ (all_0_47_47 = e4)
% 58.14/23.80  																																																	| (6548) all_0_51_51 = e4 | all_0_56_56 = e4
% 58.14/23.80  																																																	|
% 58.14/23.80  																																																		+-Applying beta-rule and splitting (6548), into two cases.
% 58.14/23.80  																																																		|-Branch one:
% 58.14/23.80  																																																		| (1101) all_0_51_51 = e4
% 58.14/23.80  																																																		|
% 58.14/23.80  																																																			| Combining equations (504,1101) yields a new equation:
% 58.14/23.80  																																																			| (323) e4 = e2
% 58.14/23.80  																																																			|
% 58.14/23.80  																																																			| Equations (323) can reduce 48 to:
% 58.14/23.80  																																																			| (266) $false
% 58.14/23.80  																																																			|
% 58.14/23.80  																																																			|-The branch is then unsatisfiable
% 58.14/23.80  																																																		|-Branch two:
% 58.14/23.80  																																																		| (475)  ~ (all_0_51_51 = e4)
% 58.14/23.80  																																																		| (842) all_0_56_56 = e4
% 58.14/23.80  																																																		|
% 58.14/23.80  																																																			| Combining equations (1569,842) yields a new equation:
% 58.14/23.80  																																																			| (630) e4 = e1
% 58.14/23.80  																																																			|
% 58.14/23.80  																																																			| Equations (630) can reduce 110 to:
% 58.14/23.80  																																																			| (266) $false
% 58.14/23.80  																																																			|
% 58.14/23.80  																																																			|-The branch is then unsatisfiable
% 58.14/23.80  																																											|-Branch two:
% 58.14/23.80  																																											| (357)  ~ (all_0_41_41 = e0)
% 58.14/23.80  																																											| (4053) all_0_41_41 = e3 | all_0_41_41 = e1
% 58.14/23.80  																																											|
% 58.14/23.80  																																												+-Applying beta-rule and splitting (4053), into two cases.
% 58.14/23.80  																																												|-Branch one:
% 58.14/23.80  																																												| (453) all_0_41_41 = e1
% 58.14/23.80  																																												|
% 58.14/23.80  																																													| Equations (453) can reduce 457 to:
% 58.14/23.80  																																													| (266) $false
% 58.14/23.80  																																													|
% 58.14/23.80  																																													|-The branch is then unsatisfiable
% 58.14/23.80  																																												|-Branch two:
% 58.14/23.80  																																												| (457)  ~ (all_0_41_41 = e1)
% 58.14/23.80  																																												| (403) all_0_41_41 = e3
% 58.14/23.80  																																												|
% 58.14/23.80  																																													| Equations (403) can reduce 1898 to:
% 58.14/23.80  																																													| (266) $false
% 58.14/23.80  																																													|
% 58.14/23.80  																																													|-The branch is then unsatisfiable
% 58.14/23.80  																																					|-Branch two:
% 58.14/23.80  																																					| (407)  ~ (all_0_44_44 = e3)
% 58.14/23.80  																																					| (537) all_0_49_49 = e3 | all_0_53_53 = e3 | all_0_58_58 = e3
% 58.14/23.80  																																					|
% 58.14/23.80  																																						+-Applying beta-rule and splitting (537), into two cases.
% 58.14/23.80  																																						|-Branch one:
% 58.14/23.80  																																						| (884) all_0_49_49 = e3
% 58.14/23.80  																																						|
% 58.14/23.80  																																							| Combining equations (583,884) yields a new equation:
% 58.14/23.80  																																							| (662) e3 = e2
% 58.14/23.80  																																							|
% 58.14/23.80  																																							| Equations (662) can reduce 212 to:
% 58.14/23.80  																																							| (266) $false
% 58.14/23.80  																																							|
% 58.14/23.80  																																							|-The branch is then unsatisfiable
% 58.14/23.80  																																						|-Branch two:
% 58.14/23.80  																																						| (525)  ~ (all_0_49_49 = e3)
% 58.14/23.80  																																						| (887) all_0_53_53 = e3 | all_0_58_58 = e3
% 58.14/23.80  																																						|
% 58.14/23.80  																																							+-Applying beta-rule and splitting (1899), into two cases.
% 58.14/23.80  																																							|-Branch one:
% 58.14/23.80  																																							| (516) all_0_42_42 = e3
% 58.14/23.80  																																							|
% 58.14/23.80  																																								| Equations (516) can reduce 1380 to:
% 58.14/23.80  																																								| (213)  ~ (e3 = e1)
% 58.14/23.80  																																								|
% 58.14/23.80  																																								+-Applying beta-rule and splitting (887), into two cases.
% 58.14/23.80  																																								|-Branch one:
% 58.14/23.80  																																								| (665) all_0_53_53 = e3
% 58.14/23.80  																																								|
% 58.14/23.80  																																									| Combining equations (1208,665) yields a new equation:
% 58.14/23.80  																																									| (455) e3 = e1
% 58.14/23.80  																																									|
% 58.14/23.80  																																									| Equations (455) can reduce 213 to:
% 58.14/23.80  																																									| (266) $false
% 58.14/23.80  																																									|
% 58.14/23.80  																																									|-The branch is then unsatisfiable
% 58.14/23.80  																																								|-Branch two:
% 58.14/23.80  																																								| (903)  ~ (all_0_53_53 = e3)
% 58.14/23.80  																																								| (795) all_0_58_58 = e3
% 58.14/23.80  																																								|
% 58.14/23.80  																																									| Equations (795) can reduce 276 to:
% 58.14/23.80  																																									| (266) $false
% 58.14/23.80  																																									|
% 58.14/23.80  																																									|-The branch is then unsatisfiable
% 58.14/23.80  																																							|-Branch two:
% 58.14/23.80  																																							| (405)  ~ (all_0_42_42 = e3)
% 58.14/23.80  																																							| (532) all_0_44_44 = e3
% 58.14/23.80  																																							|
% 58.14/23.80  																																								| Equations (532) can reduce 407 to:
% 58.14/23.80  																																								| (266) $false
% 58.14/23.80  																																								|
% 58.14/23.80  																																								|-The branch is then unsatisfiable
% 58.14/23.80  																																		|-Branch two:
% 58.14/23.80  																																		| (1459)  ~ (all_0_53_53 = e1)
% 58.14/23.80  																																		| (665) all_0_53_53 = e3
% 58.14/23.80  																																		|
% 58.14/23.80  																																			| Equations (665) can reduce 903 to:
% 58.14/23.80  																																			| (266) $false
% 58.14/23.80  																																			|
% 58.14/23.80  																																			|-The branch is then unsatisfiable
% 58.14/23.80  																												|-Branch two:
% 58.14/23.80  																												| (1099)  ~ (all_0_51_51 = e2)
% 58.14/23.80  																												| (1152) all_0_52_52 = e2 | all_0_53_53 = e2
% 58.14/23.80  																												|
% 58.14/23.80  																													+-Applying beta-rule and splitting (7), into two cases.
% 58.14/23.80  																													|-Branch one:
% 58.14/23.80  																													| (504) all_0_51_51 = e2
% 58.14/23.80  																													|
% 58.14/23.80  																														| Equations (504) can reduce 1099 to:
% 58.14/23.80  																														| (266) $false
% 58.14/23.80  																														|
% 58.14/23.80  																														|-The branch is then unsatisfiable
% 58.14/23.80  																													|-Branch two:
% 58.14/23.80  																													| (1099)  ~ (all_0_51_51 = e2)
% 58.14/23.80  																													| (1100) all_0_51_51 = e4 | all_0_51_51 = e3 | all_0_51_51 = e1
% 58.14/23.80  																													|
% 58.14/23.80  																														+-Applying beta-rule and splitting (610), into two cases.
% 58.14/23.80  																														|-Branch one:
% 58.14/23.80  																														| (1298) all_0_53_53 = e4
% 58.14/23.80  																														|
% 58.14/23.80  																															| Equations (1298) can reduce 1453 to:
% 58.14/23.80  																															| (266) $false
% 58.14/23.80  																															|
% 58.14/23.80  																															|-The branch is then unsatisfiable
% 58.14/23.80  																														|-Branch two:
% 58.14/23.80  																														| (1453)  ~ (all_0_53_53 = e4)
% 58.14/23.80  																														| (1694) all_0_53_53 = e3 | all_0_53_53 = e1
% 58.14/23.80  																														|
% 58.14/23.80  																															+-Applying beta-rule and splitting (1694), into two cases.
% 58.14/23.80  																															|-Branch one:
% 58.14/23.80  																															| (1208) all_0_53_53 = e1
% 58.14/23.80  																															|
% 58.14/23.80  																																| Equations (1208) can reduce 6 to:
% 58.14/23.80  																																| (464)  ~ (all_0_51_51 = e1)
% 58.14/23.80  																																|
% 58.14/23.80  																																+-Applying beta-rule and splitting (1100), into two cases.
% 58.14/23.80  																																|-Branch one:
% 58.14/23.80  																																| (1101) all_0_51_51 = e4
% 58.14/23.80  																																|
% 58.14/23.80  																																	| Equations (1101) can reduce 475 to:
% 58.14/23.80  																																	| (266) $false
% 58.14/23.80  																																	|
% 58.14/23.80  																																	|-The branch is then unsatisfiable
% 58.14/23.80  																																|-Branch two:
% 58.14/23.80  																																| (475)  ~ (all_0_51_51 = e4)
% 58.14/23.80  																																| (1104) all_0_51_51 = e3 | all_0_51_51 = e1
% 58.14/23.80  																																|
% 58.14/23.80  																																	+-Applying beta-rule and splitting (1104), into two cases.
% 58.14/23.80  																																	|-Branch one:
% 58.14/23.80  																																	| (1109) all_0_51_51 = e1
% 58.14/23.80  																																	|
% 58.14/23.80  																																		| Equations (1109) can reduce 464 to:
% 58.14/23.80  																																		| (266) $false
% 58.14/23.80  																																		|
% 58.14/23.80  																																		|-The branch is then unsatisfiable
% 58.14/23.80  																																	|-Branch two:
% 58.14/23.80  																																	| (464)  ~ (all_0_51_51 = e1)
% 58.14/23.80  																																	| (660) all_0_51_51 = e3
% 58.14/23.80  																																	|
% 58.14/23.80  																																		| Equations (660) can reduce 664 to:
% 58.14/23.80  																																		| (266) $false
% 58.14/23.80  																																		|
% 58.14/23.80  																																		|-The branch is then unsatisfiable
% 58.14/23.80  																															|-Branch two:
% 58.14/23.80  																															| (1459)  ~ (all_0_53_53 = e1)
% 58.14/23.80  																															| (665) all_0_53_53 = e3
% 58.14/23.80  																															|
% 58.14/23.80  																																| Equations (665) can reduce 903 to:
% 58.14/23.80  																																| (266) $false
% 58.14/23.80  																																|
% 58.14/23.80  																																|-The branch is then unsatisfiable
% 58.14/23.80  																										|-Branch two:
% 58.14/23.80  																										| (549)  ~ (all_0_46_46 = e1)
% 58.14/23.80  																										| (1557) all_0_46_46 = e3
% 58.14/23.80  																										|
% 58.14/23.80  																											| Equations (1557) can reduce 409 to:
% 58.14/23.80  																											| (266) $false
% 58.14/23.80  																											|
% 58.14/23.80  																											|-The branch is then unsatisfiable
% 58.14/23.80  																						|-Branch two:
% 58.14/23.80  																						| (411)  ~ (all_0_50_50 = e3)
% 58.14/23.80  																						| (418) all_0_51_51 = e3 | all_0_53_53 = e3
% 58.14/23.80  																						|
% 58.14/23.80  																							+-Applying beta-rule and splitting (241), into two cases.
% 58.14/23.80  																							|-Branch one:
% 58.14/23.80  																							| (378) all_0_50_50 = e2
% 58.14/23.80  																							|
% 58.14/23.80  																								| Equations (378) can reduce 302 to:
% 58.14/23.80  																								| (266) $false
% 58.14/23.80  																								|
% 58.14/23.80  																								|-The branch is then unsatisfiable
% 58.14/23.80  																							|-Branch two:
% 58.14/23.80  																							| (302)  ~ (all_0_50_50 = e2)
% 58.14/23.80  																							| (422) all_0_50_50 = e4 | all_0_50_50 = e3 | all_0_50_50 = e1
% 58.14/23.80  																							|
% 58.14/23.80  																								+-Applying beta-rule and splitting (1923), into two cases.
% 58.14/23.80  																								|-Branch one:
% 58.14/23.80  																								| (1557) all_0_46_46 = e3
% 58.14/23.80  																								|
% 58.14/23.80  																									| Equations (1557) can reduce 19 to:
% 58.14/23.80  																									| (2538)  ~ (all_0_47_47 = e3)
% 58.14/23.80  																									|
% 58.14/23.80  																									| Simplifying 2538 yields:
% 58.14/23.80  																									| (1091)  ~ (all_0_47_47 = e3)
% 58.14/23.80  																									|
% 58.14/23.80  																									| Equations (1557) can reduce 35 to:
% 58.14/23.80  																									| (410)  ~ (all_0_50_50 = e3)
% 58.14/23.80  																									|
% 58.14/23.80  																									| Simplifying 410 yields:
% 58.14/23.80  																									| (411)  ~ (all_0_50_50 = e3)
% 58.14/23.80  																									|
% 58.14/23.80  																									| Equations (1557) can reduce 300 to:
% 58.14/23.80  																									| (212)  ~ (e3 = e2)
% 58.14/23.80  																									|
% 58.14/23.80  																									| From (1557) and (33) follows:
% 58.14/23.80  																									| (3526) op(e3, e3) = all_0_16_16
% 58.14/23.80  																									|
% 58.14/23.80  																									| From (1557) and (179) follows:
% 58.14/23.81  																									| (3527) op(e3, e2) = all_0_15_15
% 58.14/23.81  																									|
% 58.14/23.81  																									| From (1557) and (120) follows:
% 58.14/23.81  																									| (697) op(e2, e3) = e3
% 58.14/23.81  																									|
% 58.14/23.81  																									+-Applying beta-rule and splitting (422), into two cases.
% 58.14/23.81  																									|-Branch one:
% 58.14/23.81  																									| (775) all_0_50_50 = e4
% 58.14/23.81  																									|
% 58.14/23.81  																										| Equations (775) can reduce 566 to:
% 58.14/23.81  																										| (266) $false
% 58.14/23.81  																										|
% 58.14/23.81  																										|-The branch is then unsatisfiable
% 58.14/23.81  																									|-Branch two:
% 58.14/23.81  																									| (566)  ~ (all_0_50_50 = e4)
% 58.14/23.81  																									| (1444) all_0_50_50 = e3 | all_0_50_50 = e1
% 58.14/23.81  																									|
% 58.14/23.81  																										+-Applying beta-rule and splitting (1444), into two cases.
% 58.14/23.81  																										|-Branch one:
% 58.14/23.81  																										| (601) all_0_50_50 = e1
% 58.14/23.81  																										|
% 58.14/23.81  																											| Equations (601) can reduce 221 to:
% 58.14/23.81  																											| (457)  ~ (all_0_41_41 = e1)
% 58.14/23.81  																											|
% 58.14/23.81  																											| Equations (601) can reduce 59 to:
% 58.14/23.81  																											| (463)  ~ (all_0_51_51 = e1)
% 58.14/23.81  																											|
% 58.14/23.81  																											| Simplifying 463 yields:
% 58.14/23.81  																											| (464)  ~ (all_0_51_51 = e1)
% 58.14/23.81  																											|
% 58.14/23.81  																											| Equations (601) can reduce 121 to:
% 58.14/23.81  																											| (233)  ~ (e1 = e0)
% 58.14/23.81  																											|
% 58.14/23.81  																											| From (601) and (8) follows:
% 58.14/23.81  																											| (15351) op(e1, e3) = all_0_23_23
% 58.14/23.81  																											|
% 58.14/23.81  																											| From (601) and (57) follows:
% 58.14/23.81  																											| (606) op(e1, e1) = all_0_22_22
% 58.14/23.81  																											|
% 58.14/23.81  																											| From (601) and (242) follows:
% 58.14/23.81  																											| (2235) op(e1, e3) = e1
% 58.14/23.81  																											|
% 58.14/23.81  																											| Instantiating formula (29) with e3, e3, all_0_16_16, all_0_41_41 and discharging atoms op(e3, e3) = all_0_16_16, op(e3, e3) = all_0_41_41, yields:
% 58.14/23.81  																											| (15012) all_0_16_16 = all_0_41_41
% 58.14/23.81  																											|
% 58.14/23.81  																											| Instantiating formula (29) with e3, e2, all_0_15_15, all_0_42_42 and discharging atoms op(e3, e2) = all_0_15_15, op(e3, e2) = all_0_42_42, yields:
% 58.14/23.81  																											| (3582) all_0_15_15 = all_0_42_42
% 58.14/23.81  																											|
% 58.14/23.81  																											| Instantiating formula (29) with e1, e3, e1, all_0_23_23 and discharging atoms op(e1, e3) = all_0_23_23, op(e1, e3) = e1, yields:
% 58.14/23.81  																											| (9657) all_0_23_23 = e1
% 58.14/23.81  																											|
% 58.14/23.81  																											| Instantiating formula (29) with e1, e1, all_0_22_22, e4 and discharging atoms op(e1, e1) = all_0_22_22, op(e1, e1) = e4, yields:
% 58.14/23.81  																											| (686) all_0_22_22 = e4
% 58.14/23.81  																											|
% 58.14/23.81  																											| From (15012) and (3526) follows:
% 58.14/23.81  																											| (219) op(e3, e3) = all_0_41_41
% 58.14/23.81  																											|
% 58.14/23.81  																											| From (3582) and (3527) follows:
% 58.14/23.81  																											| (210) op(e3, e2) = all_0_42_42
% 58.14/23.81  																											|
% 58.14/23.81  																											| From (9657) and (15351) follows:
% 58.14/23.81  																											| (2235) op(e1, e3) = e1
% 58.14/23.81  																											|
% 58.14/23.81  																											| From (686) and (606) follows:
% 58.14/23.81  																											| (570) op(e1, e1) = e4
% 58.14/23.81  																											|
% 58.14/23.81  																											+-Applying beta-rule and splitting (7), into two cases.
% 58.14/23.81  																											|-Branch one:
% 58.14/23.81  																											| (504) all_0_51_51 = e2
% 58.14/23.81  																											|
% 58.14/23.81  																												| Equations (504) can reduce 61 to:
% 58.14/23.81  																												| (51)  ~ (all_0_42_42 = e2)
% 58.14/23.81  																												|
% 58.14/23.81  																												| Equations (504) can reduce 16 to:
% 58.14/23.81  																												| (510)  ~ (all_0_56_56 = e2)
% 58.14/23.81  																												|
% 58.14/23.81  																												| Simplifying 510 yields:
% 58.14/23.81  																												| (511)  ~ (all_0_56_56 = e2)
% 58.14/23.81  																												|
% 58.14/23.81  																												| Equations (504) can reduce 464 to:
% 58.14/23.81  																												| (122)  ~ (e2 = e1)
% 58.14/23.81  																												|
% 58.14/23.81  																												| From (504) and (186) follows:
% 58.14/23.81  																												| (515) op(e1, e2) = e2
% 58.14/23.81  																												|
% 58.14/23.81  																												+-Applying beta-rule and splitting (418), into two cases.
% 58.14/23.81  																												|-Branch one:
% 58.14/23.81  																												| (660) all_0_51_51 = e3
% 58.14/23.81  																												|
% 58.14/23.81  																													| Combining equations (660,504) yields a new equation:
% 58.14/23.81  																													| (661) e3 = e2
% 58.14/23.81  																													|
% 58.14/23.81  																													| Simplifying 661 yields:
% 58.14/23.81  																													| (662) e3 = e2
% 58.14/23.81  																													|
% 58.14/23.81  																													| Equations (662) can reduce 212 to:
% 58.14/23.81  																													| (266) $false
% 58.14/23.81  																													|
% 58.14/23.81  																													|-The branch is then unsatisfiable
% 58.14/23.81  																												|-Branch two:
% 58.14/23.81  																												| (664)  ~ (all_0_51_51 = e3)
% 58.14/23.81  																												| (665) all_0_53_53 = e3
% 58.14/23.81  																												|
% 58.14/23.81  																													| Equations (665) can reduce 162 to:
% 58.14/23.81  																													| (2)  ~ (all_0_40_40 = e3)
% 58.14/23.81  																													|
% 58.14/23.81  																													| Equations (665) can reduce 220 to:
% 58.14/23.81  																													| (407)  ~ (all_0_44_44 = e3)
% 58.14/23.81  																													|
% 58.14/23.81  																													+-Applying beta-rule and splitting (180), into two cases.
% 58.14/23.81  																													|-Branch one:
% 58.14/23.81  																													| (516) all_0_42_42 = e3
% 58.14/23.81  																													|
% 58.14/23.81  																														| Equations (516) can reduce 145 to:
% 58.14/23.81  																														| (246)  ~ (all_0_39_39 = e3)
% 58.14/23.81  																														|
% 58.14/23.81  																														| Equations (516) can reduce 214 to:
% 58.14/23.81  																														| (1898)  ~ (all_0_41_41 = e3)
% 58.14/23.81  																														|
% 58.14/23.81  																														| Equations (516) can reduce 73 to:
% 58.14/23.81  																														| (406)  ~ (all_0_44_44 = e3)
% 58.14/23.81  																														|
% 58.14/23.81  																														| Simplifying 406 yields:
% 58.14/23.81  																														| (407)  ~ (all_0_44_44 = e3)
% 58.14/23.81  																														|
% 58.14/23.81  																														| Equations (516) can reduce 198 to:
% 58.14/23.81  																														| (2538)  ~ (all_0_47_47 = e3)
% 58.14/23.81  																														|
% 58.14/23.81  																														| Simplifying 2538 yields:
% 58.14/23.81  																														| (1091)  ~ (all_0_47_47 = e3)
% 58.14/23.81  																														|
% 58.14/23.81  																														| Equations (516) can reduce 51 to:
% 58.14/23.81  																														| (212)  ~ (e3 = e2)
% 58.14/23.81  																														|
% 58.14/23.81  																														| Equations (516) can reduce 1380 to:
% 58.14/23.81  																														| (213)  ~ (e3 = e1)
% 58.14/23.81  																														|
% 58.14/23.81  																														| From (516) and (226) follows:
% 58.14/23.81  																														| (5629) op(e3, e3) = all_0_7_7
% 58.14/23.81  																														|
% 58.14/23.81  																														+-Applying beta-rule and splitting (377), into two cases.
% 58.14/23.81  																														|-Branch one:
% 58.14/23.81  																														| (583) all_0_49_49 = e2
% 58.14/23.81  																														|
% 58.14/23.81  																															| Equations (583) can reduce 200 to:
% 58.14/23.81  																															| (296)  ~ (all_0_40_40 = e2)
% 58.14/23.81  																															|
% 58.14/23.81  																															| Equations (583) can reduce 86 to:
% 58.14/23.81  																															| (338)  ~ (all_0_47_47 = e2)
% 58.14/23.81  																															|
% 58.14/23.81  																															| From (583) and (66) follows:
% 58.14/23.81  																															| (20781) op(e2, e0) = all_0_21_21
% 58.14/23.81  																															|
% 58.14/23.81  																															| From (583) and (55) follows:
% 58.14/23.81  																															| (727) op(e2, e0) = e2
% 58.14/23.81  																															|
% 58.14/23.81  																															+-Applying beta-rule and splitting (135), into two cases.
% 58.14/23.81  																															|-Branch one:
% 58.14/23.81  																															| (545) all_0_46_46 = e1
% 58.14/23.81  																															|
% 58.14/23.81  																																| Combining equations (1557,545) yields a new equation:
% 58.14/23.81  																																| (454) e3 = e1
% 58.14/23.81  																																|
% 58.14/23.81  																																| Simplifying 454 yields:
% 58.14/23.81  																																| (455) e3 = e1
% 58.14/23.81  																																|
% 58.14/23.81  																																| Equations (455) can reduce 213 to:
% 58.14/23.81  																																| (266) $false
% 58.14/23.81  																																|
% 58.14/23.81  																																|-The branch is then unsatisfiable
% 58.14/23.81  																															|-Branch two:
% 58.14/23.81  																															| (549)  ~ (all_0_46_46 = e1)
% 58.14/23.81  																															| (550) all_0_47_47 = e1 | all_0_48_48 = e1 | all_0_49_49 = e1
% 58.14/23.81  																															|
% 58.14/23.81  																																+-Applying beta-rule and splitting (112), into two cases.
% 58.14/23.81  																																|-Branch one:
% 58.14/23.81  																																| (635) all_0_44_44 = e1
% 58.14/23.81  																																|
% 58.14/23.81  																																	| Equations (635) can reduce 639 to:
% 58.14/23.81  																																	| (266) $false
% 58.14/23.81  																																	|
% 58.14/23.81  																																	|-The branch is then unsatisfiable
% 58.14/23.81  																																|-Branch two:
% 58.14/23.81  																																| (639)  ~ (all_0_44_44 = e1)
% 58.14/23.81  																																| (640) all_0_49_49 = e1 | all_0_53_53 = e1 | all_0_58_58 = e1
% 58.14/23.81  																																|
% 58.14/23.81  																																	+-Applying beta-rule and splitting (105), into two cases.
% 58.14/23.81  																																	|-Branch one:
% 58.14/23.81  																																	| (1105) all_0_47_47 = e2
% 58.14/23.81  																																	|
% 58.14/23.81  																																		| Equations (1105) can reduce 338 to:
% 58.14/23.81  																																		| (266) $false
% 58.14/23.81  																																		|
% 58.14/23.81  																																		|-The branch is then unsatisfiable
% 58.14/23.81  																																	|-Branch two:
% 58.14/23.81  																																	| (338)  ~ (all_0_47_47 = e2)
% 58.14/23.81  																																	| (1789) all_0_47_47 = e4 | all_0_47_47 = e3 | all_0_47_47 = e1 | all_0_47_47 = e0
% 58.14/23.81  																																	|
% 58.14/23.81  																																		+-Applying beta-rule and splitting (550), into two cases.
% 58.14/23.81  																																		|-Branch one:
% 58.14/23.81  																																		| (654) all_0_47_47 = e1
% 58.14/23.81  																																		|
% 58.14/23.81  																																			| Equations (654) can reduce 1091 to:
% 58.14/23.81  																																			| (467)  ~ (e3 = e1)
% 58.14/23.81  																																			|
% 58.14/23.81  																																			| Simplifying 467 yields:
% 58.14/23.81  																																			| (213)  ~ (e3 = e1)
% 58.14/23.81  																																			|
% 58.14/23.81  																																			| Equations (654) can reduce 338 to:
% 58.14/23.81  																																			| (604)  ~ (e2 = e1)
% 58.14/23.81  																																			|
% 58.14/23.81  																																			| Simplifying 604 yields:
% 58.14/23.81  																																			| (122)  ~ (e2 = e1)
% 58.14/23.81  																																			|
% 58.14/23.81  																																			+-Applying beta-rule and splitting (640), into two cases.
% 58.14/23.81  																																			|-Branch one:
% 58.14/23.81  																																			| (671) all_0_49_49 = e1
% 58.14/23.81  																																			|
% 58.14/23.81  																																				| Combining equations (583,671) yields a new equation:
% 58.14/23.81  																																				| (616) e2 = e1
% 58.14/23.81  																																				|
% 58.14/23.81  																																				| Simplifying 616 yields:
% 58.14/23.81  																																				| (617) e2 = e1
% 58.14/23.81  																																				|
% 58.14/23.81  																																				| Equations (617) can reduce 122 to:
% 58.14/23.81  																																				| (266) $false
% 58.14/23.81  																																				|
% 58.14/23.81  																																				|-The branch is then unsatisfiable
% 58.14/23.81  																																			|-Branch two:
% 58.14/23.81  																																			| (1064)  ~ (all_0_49_49 = e1)
% 58.14/23.81  																																			| (2141) all_0_53_53 = e1 | all_0_58_58 = e1
% 58.14/23.81  																																			|
% 58.14/23.81  																																				+-Applying beta-rule and splitting (2141), into two cases.
% 58.14/23.81  																																				|-Branch one:
% 58.14/23.81  																																				| (1208) all_0_53_53 = e1
% 58.14/23.81  																																				|
% 58.14/23.81  																																					| Combining equations (665,1208) yields a new equation:
% 58.14/23.81  																																					| (454) e3 = e1
% 58.14/23.81  																																					|
% 58.14/23.81  																																					| Simplifying 454 yields:
% 58.14/23.81  																																					| (455) e3 = e1
% 58.14/23.81  																																					|
% 58.14/23.81  																																					| Equations (455) can reduce 213 to:
% 58.14/23.81  																																					| (266) $false
% 58.14/23.81  																																					|
% 58.14/23.81  																																					|-The branch is then unsatisfiable
% 58.14/23.81  																																				|-Branch two:
% 58.14/23.81  																																				| (1459)  ~ (all_0_53_53 = e1)
% 58.14/23.81  																																				| (918) all_0_58_58 = e1
% 58.14/23.81  																																				|
% 58.14/23.81  																																					| Equations (918) can reduce 178 to:
% 58.14/23.81  																																					| (132)  ~ (all_0_40_40 = e1)
% 58.14/23.81  																																					|
% 58.14/23.81  																																					| Equations (918) can reduce 181 to:
% 58.14/23.81  																																					| (639)  ~ (all_0_44_44 = e1)
% 58.14/23.81  																																					|
% 58.14/23.81  																																					| Equations (918) can reduce 3 to:
% 58.14/23.81  																																					| (632)  ~ (all_0_55_55 = e1)
% 58.14/23.81  																																					|
% 58.14/23.81  																																					| Equations (918) can reduce 44 to:
% 58.14/23.81  																																					| (466)  ~ (all_0_56_56 = e1)
% 58.14/23.81  																																					|
% 58.14/23.81  																																					| Instantiating formula (29) with e3, e3, all_0_7_7, all_0_41_41 and discharging atoms op(e3, e3) = all_0_7_7, op(e3, e3) = all_0_41_41, yields:
% 58.14/23.81  																																					| (20177) all_0_7_7 = all_0_41_41
% 58.14/23.81  																																					|
% 58.14/23.81  																																					| Instantiating formula (29) with e2, e0, e2, all_0_21_21 and discharging atoms op(e2, e0) = all_0_21_21, op(e2, e0) = e2, yields:
% 58.14/23.81  																																					| (4269) all_0_21_21 = e2
% 58.14/23.81  																																					|
% 58.14/23.81  																																					| From (20177) and (5629) follows:
% 58.14/23.81  																																					| (219) op(e3, e3) = all_0_41_41
% 58.14/23.81  																																					|
% 58.14/23.81  																																					| From (4269) and (20781) follows:
% 58.14/23.81  																																					| (727) op(e2, e0) = e2
% 58.14/23.81  																																					|
% 58.14/23.81  																																					+-Applying beta-rule and splitting (64), into two cases.
% 58.14/23.81  																																					|-Branch one:
% 58.14/23.81  																																					| (437) all_0_41_41 = e4
% 58.14/23.81  																																					|
% 58.14/23.81  																																						| Equations (437) can reduce 149 to:
% 58.14/23.81  																																						| (1903)  ~ (all_0_44_44 = e4)
% 58.14/23.81  																																						|
% 58.14/23.81  																																						| Simplifying 1903 yields:
% 58.14/23.81  																																						| (1390)  ~ (all_0_44_44 = e4)
% 58.14/23.81  																																						|
% 58.14/23.81  																																						| Equations (437) can reduce 191 to:
% 58.14/23.81  																																						| (1909)  ~ (all_0_55_55 = e4)
% 58.14/23.81  																																						|
% 58.14/23.81  																																						| Simplifying 1909 yields:
% 58.14/23.81  																																						| (763)  ~ (all_0_55_55 = e4)
% 58.14/23.81  																																						|
% 58.14/23.81  																																						| From (437) and (219) follows:
% 58.14/23.81  																																						| (1913) op(e3, e3) = e4
% 58.14/23.81  																																						|
% 58.14/23.81  																																						+-Applying beta-rule and splitting (26), into two cases.
% 58.14/23.81  																																						|-Branch one:
% 58.14/23.81  																																						| (446) all_0_44_44 = e4
% 58.14/23.81  																																						|
% 58.14/23.81  																																							| Equations (446) can reduce 1390 to:
% 58.14/23.81  																																							| (266) $false
% 58.14/23.81  																																							|
% 58.14/23.81  																																							|-The branch is then unsatisfiable
% 58.14/23.81  																																						|-Branch two:
% 58.14/23.81  																																						| (1390)  ~ (all_0_44_44 = e4)
% 58.14/23.81  																																						| (1391) all_0_44_44 = e3 | all_0_44_44 = e1 | all_0_44_44 = e0
% 58.14/23.81  																																						|
% 58.14/23.81  																																							+-Applying beta-rule and splitting (1391), into two cases.
% 58.14/23.81  																																							|-Branch one:
% 58.14/23.81  																																							| (1414) all_0_44_44 = e0
% 58.14/23.81  																																							|
% 58.14/23.81  																																								| Equations (1414) can reduce 143 to:
% 58.14/23.81  																																								| (1401)  ~ (all_0_40_40 = e0)
% 58.14/23.81  																																								|
% 58.14/23.81  																																								+-Applying beta-rule and splitting (333), into two cases.
% 58.14/23.81  																																								|-Branch one:
% 58.14/23.81  																																								| (480) all_0_39_39 = e0
% 58.14/23.81  																																								|
% 58.14/23.81  																																									| Equations (480) can reduce 176 to:
% 58.14/23.81  																																									| (1400)  ~ (all_0_40_40 = e0)
% 58.14/23.81  																																									|
% 58.14/23.81  																																									| Simplifying 1400 yields:
% 58.14/23.81  																																									| (1401)  ~ (all_0_40_40 = e0)
% 58.14/23.81  																																									|
% 58.14/23.81  																																									| Equations (480) can reduce 246 to:
% 58.14/23.81  																																									| (541)  ~ (e3 = e0)
% 58.14/23.81  																																									|
% 58.14/23.81  																																									| Simplifying 541 yields:
% 58.14/23.81  																																									| (80)  ~ (e3 = e0)
% 58.14/23.81  																																									|
% 58.14/23.81  																																									+-Applying beta-rule and splitting (125), into two cases.
% 58.14/23.81  																																									|-Branch one:
% 58.14/23.81  																																									| (858) all_0_55_55 = e0
% 58.14/23.81  																																									|
% 58.14/23.81  																																										| Equations (858) can reduce 763 to:
% 58.14/23.81  																																										| (401)  ~ (e4 = e0)
% 58.14/23.81  																																										|
% 58.14/23.81  																																										| Simplifying 401 yields:
% 58.14/23.81  																																										| (49)  ~ (e4 = e0)
% 58.14/23.81  																																										|
% 58.14/23.81  																																										| Equations (858) can reduce 632 to:
% 58.14/23.81  																																										| (435)  ~ (e1 = e0)
% 58.14/23.81  																																										|
% 58.14/23.81  																																										| Simplifying 435 yields:
% 58.14/23.81  																																										| (233)  ~ (e1 = e0)
% 58.14/23.81  																																										|
% 58.14/23.81  																																										| From (858) and (74) follows:
% 58.14/23.81  																																										| (752) op(e0, e3) = e0
% 58.14/23.81  																																										|
% 58.14/23.81  																																										+-Applying beta-rule and splitting (164), into two cases.
% 58.14/23.81  																																										|-Branch one:
% 58.14/23.81  																																										| (471) all_0_39_39 = e4
% 58.14/23.81  																																										|
% 58.14/23.81  																																											| Combining equations (471,480) yields a new equation:
% 58.14/23.81  																																											| (481) e4 = e0
% 58.14/23.81  																																											|
% 58.14/23.81  																																											| Simplifying 481 yields:
% 58.14/23.81  																																											| (397) e4 = e0
% 58.14/23.81  																																											|
% 58.14/23.81  																																											| Equations (397) can reduce 49 to:
% 58.14/23.81  																																											| (266) $false
% 58.14/23.81  																																											|
% 58.14/23.81  																																											|-The branch is then unsatisfiable
% 58.14/23.81  																																										|-Branch two:
% 58.14/23.81  																																										| (1377)  ~ (all_0_39_39 = e4)
% 58.14/23.82  																																										| (2115) all_0_42_42 = e4 | all_0_47_47 = e4 | all_0_51_51 = e4 | all_0_56_56 = e4
% 58.14/23.82  																																										|
% 58.14/23.82  																																											+-Applying beta-rule and splitting (150), into two cases.
% 58.14/23.82  																																											|-Branch one:
% 58.14/23.82  																																											| (1378) all_0_40_40 = e4
% 58.14/23.82  																																											|
% 58.14/23.82  																																												| Equations (1378) can reduce 2 to:
% 58.14/23.82  																																												| (188)  ~ (e4 = e3)
% 58.14/23.82  																																												|
% 58.14/23.82  																																												| Equations (1378) can reduce 296 to:
% 58.14/23.82  																																												| (48)  ~ (e4 = e2)
% 58.14/23.82  																																												|
% 58.14/23.82  																																												| Equations (1378) can reduce 132 to:
% 58.14/23.82  																																												| (110)  ~ (e4 = e1)
% 58.14/23.82  																																												|
% 58.14/23.82  																																												+-Applying beta-rule and splitting (2115), into two cases.
% 58.14/23.82  																																												|-Branch one:
% 58.14/23.82  																																												| (1392) all_0_42_42 = e4
% 58.14/23.82  																																												|
% 58.14/23.82  																																													| Combining equations (516,1392) yields a new equation:
% 58.14/23.82  																																													| (425) e4 = e3
% 58.14/23.82  																																													|
% 58.14/23.82  																																													| Equations (425) can reduce 188 to:
% 58.14/23.82  																																													| (266) $false
% 58.14/23.82  																																													|
% 58.14/23.82  																																													|-The branch is then unsatisfiable
% 58.14/23.82  																																												|-Branch two:
% 58.14/23.82  																																												| (1890)  ~ (all_0_42_42 = e4)
% 58.14/23.82  																																												| (2246) all_0_47_47 = e4 | all_0_51_51 = e4 | all_0_56_56 = e4
% 58.14/23.82  																																												|
% 58.14/23.82  																																													+-Applying beta-rule and splitting (2246), into two cases.
% 58.14/23.82  																																													|-Branch one:
% 58.14/23.82  																																													| (1790) all_0_47_47 = e4
% 58.14/23.82  																																													|
% 58.14/23.82  																																														| Combining equations (654,1790) yields a new equation:
% 58.14/23.82  																																														| (630) e4 = e1
% 58.14/23.82  																																														|
% 58.14/23.82  																																														| Equations (630) can reduce 110 to:
% 58.14/23.82  																																														| (266) $false
% 58.14/23.82  																																														|
% 58.14/23.82  																																														|-The branch is then unsatisfiable
% 58.14/23.82  																																													|-Branch two:
% 58.14/23.82  																																													| (252)  ~ (all_0_47_47 = e4)
% 58.14/23.82  																																													| (6548) all_0_51_51 = e4 | all_0_56_56 = e4
% 58.14/23.82  																																													|
% 58.14/23.82  																																														+-Applying beta-rule and splitting (6548), into two cases.
% 58.14/23.82  																																														|-Branch one:
% 58.14/23.82  																																														| (1101) all_0_51_51 = e4
% 58.14/23.82  																																														|
% 58.14/23.82  																																															| Combining equations (504,1101) yields a new equation:
% 58.14/23.82  																																															| (323) e4 = e2
% 58.14/23.82  																																															|
% 58.14/23.82  																																															| Equations (323) can reduce 48 to:
% 58.14/23.82  																																															| (266) $false
% 58.14/23.82  																																															|
% 58.14/23.82  																																															|-The branch is then unsatisfiable
% 58.14/23.82  																																														|-Branch two:
% 58.14/23.82  																																														| (475)  ~ (all_0_51_51 = e4)
% 58.14/23.82  																																														| (842) all_0_56_56 = e4
% 58.14/23.82  																																														|
% 58.14/23.82  																																															| From (842) and (111) follows:
% 58.14/23.82  																																															| (2154) op(e0, e2) = e4
% 58.14/23.82  																																															|
% 58.14/23.82  																																															+-Applying beta-rule and splitting (56), into two cases.
% 58.14/23.82  																																															|-Branch one:
% 58.14/23.82  																																															| (696) unit = e2
% 58.14/23.82  																																															|
% 58.14/23.82  																																																| From (696) and (209) follows:
% 58.14/23.82  																																																| (7585) op(e2, e0) = e0
% 58.14/23.82  																																																|
% 58.14/23.82  																																																| From (696) and (28) follows:
% 58.14/23.82  																																																| (699) op(e1, e2) = e1
% 58.14/23.82  																																																|
% 58.14/23.82  																																																| Instantiating formula (29) with e2, e0, e0, e2 and discharging atoms op(e2, e0) = e2, op(e2, e0) = e0, yields:
% 58.14/23.82  																																																| (330) e2 = e0
% 58.14/23.82  																																																|
% 58.14/23.82  																																																| Instantiating formula (29) with e1, e2, e1, e2 and discharging atoms op(e1, e2) = e2, op(e1, e2) = e1, yields:
% 58.14/23.82  																																																| (617) e2 = e1
% 58.14/23.82  																																																|
% 58.14/23.82  																																																| Combining equations (617,330) yields a new equation:
% 58.14/23.82  																																																| (546) e1 = e0
% 58.14/23.82  																																																|
% 58.14/23.82  																																																| Simplifying 546 yields:
% 58.14/23.82  																																																| (431) e1 = e0
% 58.14/23.82  																																																|
% 58.14/23.82  																																																| Equations (431) can reduce 233 to:
% 58.14/23.82  																																																| (266) $false
% 58.14/23.82  																																																|
% 58.14/23.82  																																																|-The branch is then unsatisfiable
% 58.14/23.82  																																															|-Branch two:
% 58.14/23.82  																																															| (707)  ~ (unit = e2)
% 58.14/23.82  																																															| (708) unit = e4 | unit = e3 | unit = e1 | unit = e0
% 58.14/23.82  																																															|
% 58.14/23.82  																																																+-Applying beta-rule and splitting (708), into two cases.
% 58.14/23.82  																																																|-Branch one:
% 58.14/23.82  																																																| (709) unit = e4
% 58.14/23.82  																																																|
% 58.14/23.82  																																																	| From (709) and (227) follows:
% 58.14/23.82  																																																	| (710) op(e4, e4) = e4
% 58.14/23.82  																																																	|
% 58.14/23.82  																																																	| From (709) and (40) follows:
% 58.27/23.82  																																																	| (711) op(e3, e4) = e3
% 58.27/23.82  																																																	|
% 58.27/23.82  																																																	| From (709) and (32) follows:
% 58.27/23.82  																																																	| (712) op(e2, e4) = e2
% 58.27/23.82  																																																	|
% 58.27/23.82  																																																	| From (709) and (42) follows:
% 58.27/23.82  																																																	| (713) op(e0, e4) = e0
% 58.27/23.82  																																																	|
% 58.27/23.82  																																																	| Instantiating formula (29) with e4, e4, e4, e1 and discharging atoms op(e4, e4) = e4, op(e4, e4) = e1, yields:
% 58.27/23.82  																																																	| (630) e4 = e1
% 58.27/23.82  																																																	|
% 58.27/23.82  																																																	| Instantiating formula (29) with e3, e4, e3, e2 and discharging atoms op(e3, e4) = e3, op(e3, e4) = e2, yields:
% 58.27/23.82  																																																	| (662) e3 = e2
% 58.27/23.82  																																																	|
% 58.27/23.82  																																																	| Instantiating formula (29) with e2, e4, e2, e4 and discharging atoms op(e2, e4) = e4, op(e2, e4) = e2, yields:
% 58.27/23.82  																																																	| (323) e4 = e2
% 58.27/23.82  																																																	|
% 58.27/23.82  																																																	| Instantiating formula (29) with e0, e4, e0, e3 and discharging atoms op(e0, e4) = e3, op(e0, e4) = e0, yields:
% 58.27/23.82  																																																	| (676) e3 = e0
% 58.27/23.82  																																																	|
% 58.27/23.82  																																																	| Combining equations (630,323) yields a new equation:
% 58.27/23.82  																																																	| (617) e2 = e1
% 58.27/23.82  																																																	|
% 58.27/23.82  																																																	| Combining equations (662,676) yields a new equation:
% 58.27/23.82  																																																	| (391) e2 = e0
% 58.27/23.82  																																																	|
% 58.27/23.82  																																																	| Simplifying 391 yields:
% 58.27/23.82  																																																	| (330) e2 = e0
% 58.27/23.82  																																																	|
% 58.27/23.82  																																																	| Combining equations (617,330) yields a new equation:
% 58.27/23.82  																																																	| (546) e1 = e0
% 58.27/23.82  																																																	|
% 58.27/23.82  																																																	| Simplifying 546 yields:
% 58.27/23.82  																																																	| (431) e1 = e0
% 58.27/23.82  																																																	|
% 58.27/23.82  																																																	| Equations (431) can reduce 233 to:
% 58.27/23.82  																																																	| (266) $false
% 58.27/23.82  																																																	|
% 58.27/23.82  																																																	|-The branch is then unsatisfiable
% 58.27/23.82  																																																|-Branch two:
% 58.27/23.82  																																																| (724)  ~ (unit = e4)
% 58.27/23.82  																																																| (725) unit = e3 | unit = e1 | unit = e0
% 58.27/23.82  																																																|
% 58.27/23.82  																																																	+-Applying beta-rule and splitting (725), into two cases.
% 58.27/23.82  																																																	|-Branch one:
% 58.27/23.82  																																																	| (726) unit = e0
% 58.27/23.82  																																																	|
% 58.27/23.82  																																																		| From (726) and (244) follows:
% 58.27/23.82  																																																		| (2207) op(e0, e4) = e4
% 58.27/23.82  																																																		|
% 58.27/23.82  																																																		| From (726) and (24) follows:
% 58.27/23.82  																																																		| (2208) op(e0, e3) = e3
% 58.27/23.82  																																																		|
% 58.27/23.82  																																																		| From (726) and (15) follows:
% 58.27/23.82  																																																		| (1508) op(e0, e2) = e2
% 58.27/23.82  																																																		|
% 58.27/23.82  																																																		| From (726) and (211) follows:
% 58.27/23.82  																																																		| (15180) op(e0, e1) = e1
% 58.27/23.82  																																																		|
% 58.27/23.82  																																																		| Instantiating formula (29) with e0, e4, e4, e3 and discharging atoms op(e0, e4) = e4, op(e0, e4) = e3, yields:
% 58.27/23.82  																																																		| (425) e4 = e3
% 58.27/23.82  																																																		|
% 58.27/23.82  																																																		| Instantiating formula (29) with e0, e3, e3, e0 and discharging atoms op(e0, e3) = e3, op(e0, e3) = e0, yields:
% 58.27/23.82  																																																		| (676) e3 = e0
% 58.27/23.82  																																																		|
% 58.27/23.82  																																																		| Instantiating formula (29) with e0, e2, e2, e4 and discharging atoms op(e0, e2) = e4, op(e0, e2) = e2, yields:
% 58.27/23.82  																																																		| (323) e4 = e2
% 58.27/23.82  																																																		|
% 58.27/23.82  																																																		| Instantiating formula (29) with e0, e1, e1, e2 and discharging atoms op(e0, e1) = e2, op(e0, e1) = e1, yields:
% 58.27/23.82  																																																		| (617) e2 = e1
% 58.27/23.82  																																																		|
% 58.27/23.82  																																																		| Combining equations (425,323) yields a new equation:
% 58.27/23.82  																																																		| (661) e3 = e2
% 58.27/23.82  																																																		|
% 58.27/23.82  																																																		| Simplifying 661 yields:
% 58.27/23.82  																																																		| (662) e3 = e2
% 58.27/23.82  																																																		|
% 58.27/23.82  																																																		| Combining equations (662,676) yields a new equation:
% 58.27/23.82  																																																		| (391) e2 = e0
% 58.27/23.82  																																																		|
% 58.27/23.82  																																																		| Simplifying 391 yields:
% 58.27/23.82  																																																		| (330) e2 = e0
% 58.27/23.82  																																																		|
% 58.27/23.82  																																																		| Combining equations (330,617) yields a new equation:
% 58.27/23.82  																																																		| (431) e1 = e0
% 58.27/23.82  																																																		|
% 58.27/23.82  																																																		| Equations (431) can reduce 233 to:
% 58.27/23.82  																																																		| (266) $false
% 58.27/23.82  																																																		|
% 58.27/23.82  																																																		|-The branch is then unsatisfiable
% 58.27/23.82  																																																	|-Branch two:
% 58.27/23.82  																																																	| (734)  ~ (unit = e0)
% 58.27/23.82  																																																	| (735) unit = e3 | unit = e1
% 58.27/23.82  																																																	|
% 58.27/23.82  																																																		+-Applying beta-rule and splitting (735), into two cases.
% 58.27/23.82  																																																		|-Branch one:
% 58.27/23.82  																																																		| (736) unit = e1
% 58.27/23.82  																																																		|
% 58.27/23.82  																																																			| Equations (736) can reduce 734 to:
% 58.27/23.82  																																																			| (233)  ~ (e1 = e0)
% 58.27/23.82  																																																			|
% 58.27/23.82  																																																			| From (736) and (244) follows:
% 58.27/23.82  																																																			| (738) op(e1, e4) = e4
% 58.27/23.82  																																																			|
% 58.27/23.82  																																																			| From (736) and (24) follows:
% 58.27/23.82  																																																			| (1934) op(e1, e3) = e3
% 58.27/23.82  																																																			|
% 58.27/23.82  																																																			| From (736) and (227) follows:
% 58.27/23.82  																																																			| (739) op(e4, e1) = e4
% 58.27/23.82  																																																			|
% 58.27/23.82  																																																			| Instantiating formula (29) with e4, e1, e4, e3 and discharging atoms op(e4, e1) = e4, op(e4, e1) = e3, yields:
% 58.27/23.82  																																																			| (425) e4 = e3
% 58.27/23.82  																																																			|
% 58.27/23.82  																																																			| Instantiating formula (29) with e1, e4, e4, e0 and discharging atoms op(e1, e4) = e4, op(e1, e4) = e0, yields:
% 58.27/23.82  																																																			| (397) e4 = e0
% 58.27/23.82  																																																			|
% 58.27/23.82  																																																			| Instantiating formula (29) with e1, e3, e3, e1 and discharging atoms op(e1, e3) = e3, op(e1, e3) = e1, yields:
% 58.27/23.82  																																																			| (455) e3 = e1
% 58.27/23.82  																																																			|
% 58.27/23.82  																																																			| Combining equations (425,397) yields a new equation:
% 58.27/23.82  																																																			| (675) e3 = e0
% 58.27/23.82  																																																			|
% 58.27/23.82  																																																			| Simplifying 675 yields:
% 58.27/23.82  																																																			| (676) e3 = e0
% 58.27/23.82  																																																			|
% 58.27/23.82  																																																			| Combining equations (676,455) yields a new equation:
% 58.27/23.82  																																																			| (431) e1 = e0
% 58.27/23.82  																																																			|
% 58.27/23.82  																																																			| Equations (431) can reduce 233 to:
% 58.27/23.82  																																																			| (266) $false
% 58.27/23.82  																																																			|
% 58.27/23.82  																																																			|-The branch is then unsatisfiable
% 58.27/23.82  																																																		|-Branch two:
% 58.27/23.82  																																																		| (748)  ~ (unit = e1)
% 58.27/23.82  																																																		| (749) unit = e3
% 58.27/23.82  																																																		|
% 58.27/23.82  																																																			| Equations (749) can reduce 707 to:
% 58.27/23.82  																																																			| (212)  ~ (e3 = e2)
% 58.27/23.82  																																																			|
% 58.27/23.82  																																																			| From (749) and (244) follows:
% 58.27/23.82  																																																			| (750) op(e3, e4) = e4
% 58.27/23.82  																																																			|
% 58.27/23.82  																																																			| From (749) and (40) follows:
% 58.27/23.82  																																																			| (3715) op(e3, e3) = e3
% 58.27/23.82  																																																			|
% 58.27/23.82  																																																			| Instantiating formula (29) with e3, e4, e4, e2 and discharging atoms op(e3, e4) = e4, op(e3, e4) = e2, yields:
% 58.27/23.82  																																																			| (323) e4 = e2
% 58.27/23.82  																																																			|
% 58.27/23.82  																																																			| Instantiating formula (29) with e3, e3, e3, e4 and discharging atoms op(e3, e3) = e4, op(e3, e3) = e3, yields:
% 58.27/23.82  																																																			| (425) e4 = e3
% 58.27/23.82  																																																			|
% 58.27/23.82  																																																			| Combining equations (323,425) yields a new equation:
% 58.27/23.82  																																																			| (662) e3 = e2
% 58.27/23.82  																																																			|
% 58.27/23.82  																																																			| Equations (662) can reduce 212 to:
% 58.27/23.82  																																																			| (266) $false
% 58.27/23.82  																																																			|
% 58.27/23.82  																																																			|-The branch is then unsatisfiable
% 58.27/23.82  																																											|-Branch two:
% 58.27/23.82  																																											| (447)  ~ (all_0_40_40 = e4)
% 58.27/23.82  																																											| (2271) all_0_44_44 = e4 | all_0_49_49 = e4 | all_0_53_53 = e4 | all_0_58_58 = e4
% 58.27/23.82  																																											|
% 58.27/23.82  																																												+-Applying beta-rule and splitting (316), into two cases.
% 58.27/23.82  																																												|-Branch one:
% 58.27/23.82  																																												| (1378) all_0_40_40 = e4
% 58.27/23.82  																																												|
% 58.27/23.82  																																													| Equations (1378) can reduce 447 to:
% 58.27/23.82  																																													| (266) $false
% 58.27/23.82  																																													|
% 58.27/23.82  																																													|-The branch is then unsatisfiable
% 58.27/23.82  																																												|-Branch two:
% 58.27/23.82  																																												| (447)  ~ (all_0_40_40 = e4)
% 58.27/23.82  																																												| (485) all_0_40_40 = e0
% 58.27/23.82  																																												|
% 58.27/23.82  																																													| Equations (485) can reduce 1401 to:
% 58.27/23.82  																																													| (266) $false
% 58.27/23.82  																																													|
% 58.27/23.82  																																													|-The branch is then unsatisfiable
% 58.27/23.82  																																									|-Branch two:
% 58.27/23.82  																																									| (803)  ~ (all_0_55_55 = e0)
% 58.27/23.82  																																									| (863) all_0_56_56 = e0 | all_0_57_57 = e0 | all_0_58_58 = e0
% 58.27/23.82  																																									|
% 58.27/23.82  																																										+-Applying beta-rule and splitting (150), into two cases.
% 58.27/23.82  																																										|-Branch one:
% 58.27/23.82  																																										| (1378) all_0_40_40 = e4
% 58.27/23.82  																																										|
% 58.27/23.82  																																											| Equations (1378) can reduce 1401 to:
% 58.27/23.82  																																											| (49)  ~ (e4 = e0)
% 58.27/23.82  																																											|
% 58.27/23.82  																																											+-Applying beta-rule and splitting (395), into two cases.
% 58.27/23.82  																																											|-Branch one:
% 58.27/23.82  																																											| (794) all_0_41_41 = e0
% 58.27/23.82  																																											|
% 58.27/23.82  																																												| Combining equations (794,437) yields a new equation:
% 58.27/23.82  																																												| (397) e4 = e0
% 58.27/23.82  																																												|
% 58.27/23.82  																																												| Equations (397) can reduce 49 to:
% 58.27/23.82  																																												| (266) $false
% 58.27/23.82  																																												|
% 58.27/23.82  																																												|-The branch is then unsatisfiable
% 58.27/23.82  																																											|-Branch two:
% 58.27/23.82  																																											| (357)  ~ (all_0_41_41 = e0)
% 58.27/23.82  																																											| (895) all_0_46_46 = e0 | all_0_55_55 = e0
% 58.27/23.82  																																											|
% 58.27/23.82  																																												+-Applying beta-rule and splitting (895), into two cases.
% 58.27/23.82  																																												|-Branch one:
% 58.27/23.82  																																												| (538) all_0_46_46 = e0
% 58.27/23.82  																																												|
% 58.27/23.82  																																													| Combining equations (1557,538) yields a new equation:
% 58.27/23.82  																																													| (675) e3 = e0
% 58.27/23.82  																																													|
% 58.27/23.82  																																													| Simplifying 675 yields:
% 58.27/23.82  																																													| (676) e3 = e0
% 58.27/23.82  																																													|
% 58.27/23.82  																																													| Equations (676) can reduce 80 to:
% 58.27/23.82  																																													| (266) $false
% 58.27/23.82  																																													|
% 58.27/23.82  																																													|-The branch is then unsatisfiable
% 58.27/23.82  																																												|-Branch two:
% 58.27/23.82  																																												| (831)  ~ (all_0_46_46 = e0)
% 58.27/23.82  																																												| (858) all_0_55_55 = e0
% 58.27/23.82  																																												|
% 58.27/23.82  																																													| Equations (858) can reduce 803 to:
% 58.27/23.82  																																													| (266) $false
% 58.27/23.82  																																													|
% 58.27/23.82  																																													|-The branch is then unsatisfiable
% 58.27/23.82  																																										|-Branch two:
% 58.27/23.82  																																										| (447)  ~ (all_0_40_40 = e4)
% 58.27/23.82  																																										| (2271) all_0_44_44 = e4 | all_0_49_49 = e4 | all_0_53_53 = e4 | all_0_58_58 = e4
% 58.27/23.82  																																										|
% 58.27/23.82  																																											+-Applying beta-rule and splitting (316), into two cases.
% 58.27/23.82  																																											|-Branch one:
% 58.27/23.82  																																											| (1378) all_0_40_40 = e4
% 58.27/23.82  																																											|
% 58.27/23.82  																																												| Equations (1378) can reduce 447 to:
% 58.27/23.82  																																												| (266) $false
% 58.27/23.82  																																												|
% 58.27/23.82  																																												|-The branch is then unsatisfiable
% 58.27/23.82  																																											|-Branch two:
% 58.27/23.82  																																											| (447)  ~ (all_0_40_40 = e4)
% 58.27/23.82  																																											| (485) all_0_40_40 = e0
% 58.27/23.82  																																											|
% 58.27/23.82  																																												| Equations (485) can reduce 1401 to:
% 58.27/23.82  																																												| (266) $false
% 58.27/23.82  																																												|
% 58.27/23.82  																																												|-The branch is then unsatisfiable
% 58.27/23.82  																																								|-Branch two:
% 58.27/23.82  																																								| (484)  ~ (all_0_39_39 = e0)
% 58.27/23.82  																																								| (485) all_0_40_40 = e0
% 58.27/23.82  																																								|
% 58.27/23.82  																																									| Equations (485) can reduce 1401 to:
% 58.27/23.82  																																									| (266) $false
% 58.27/23.82  																																									|
% 58.27/23.82  																																									|-The branch is then unsatisfiable
% 58.27/23.82  																																							|-Branch two:
% 58.27/23.82  																																							| (360)  ~ (all_0_44_44 = e0)
% 58.27/23.82  																																							| (1417) all_0_44_44 = e3 | all_0_44_44 = e1
% 58.27/23.82  																																							|
% 58.27/23.82  																																								+-Applying beta-rule and splitting (1417), into two cases.
% 58.27/23.82  																																								|-Branch one:
% 58.27/23.82  																																								| (635) all_0_44_44 = e1
% 58.27/23.82  																																								|
% 58.27/23.82  																																									| Equations (635) can reduce 639 to:
% 58.27/23.82  																																									| (266) $false
% 58.27/23.82  																																									|
% 58.27/23.82  																																									|-The branch is then unsatisfiable
% 58.27/23.82  																																								|-Branch two:
% 58.27/23.82  																																								| (639)  ~ (all_0_44_44 = e1)
% 58.27/23.82  																																								| (532) all_0_44_44 = e3
% 58.27/23.82  																																								|
% 58.27/23.82  																																									| Equations (532) can reduce 407 to:
% 58.27/23.82  																																									| (266) $false
% 58.27/23.82  																																									|
% 58.27/23.82  																																									|-The branch is then unsatisfiable
% 58.27/23.82  																																					|-Branch two:
% 58.27/23.82  																																					| (440)  ~ (all_0_41_41 = e4)
% 58.27/23.82  																																					| (441) all_0_42_42 = e4 | all_0_43_43 = e4 | all_0_44_44 = e4
% 58.27/23.82  																																					|
% 58.27/23.82  																																						+-Applying beta-rule and splitting (27), into two cases.
% 58.27/23.82  																																						|-Branch one:
% 58.27/23.82  																																						| (437) all_0_41_41 = e4
% 58.27/23.82  																																						|
% 58.27/23.82  																																							| Equations (437) can reduce 440 to:
% 58.27/23.82  																																							| (266) $false
% 58.27/23.82  																																							|
% 58.27/23.82  																																							|-The branch is then unsatisfiable
% 58.27/23.82  																																						|-Branch two:
% 58.27/23.82  																																						| (440)  ~ (all_0_41_41 = e4)
% 58.27/23.82  																																						| (4049) all_0_41_41 = e3 | all_0_41_41 = e1 | all_0_41_41 = e0
% 58.27/23.82  																																						|
% 58.27/23.82  																																							+-Applying beta-rule and splitting (4049), into two cases.
% 58.27/23.82  																																							|-Branch one:
% 58.27/23.82  																																							| (794) all_0_41_41 = e0
% 58.27/23.82  																																							|
% 58.27/23.82  																																								| Equations (794) can reduce 191 to:
% 58.27/23.82  																																								| (4444)  ~ (all_0_55_55 = e0)
% 58.27/23.82  																																								|
% 58.27/23.82  																																								| Simplifying 4444 yields:
% 58.27/23.82  																																								| (803)  ~ (all_0_55_55 = e0)
% 58.27/23.82  																																								|
% 58.27/23.82  																																								| Equations (794) can reduce 85 to:
% 58.27/23.82  																																								| (365)  ~ (e2 = e0)
% 58.27/23.82  																																								|
% 58.27/23.82  																																								| Simplifying 365 yields:
% 58.27/23.82  																																								| (128)  ~ (e2 = e0)
% 58.27/23.82  																																								|
% 58.27/23.82  																																								| Equations (794) can reduce 457 to:
% 58.27/23.82  																																								| (435)  ~ (e1 = e0)
% 58.27/23.82  																																								|
% 58.27/23.82  																																								| Simplifying 435 yields:
% 58.27/23.82  																																								| (233)  ~ (e1 = e0)
% 58.27/23.82  																																								|
% 58.27/23.82  																																								| From (794) and (219) follows:
% 58.27/23.82  																																								| (5573) op(e3, e3) = e0
% 58.27/23.82  																																								|
% 58.27/23.82  																																								+-Applying beta-rule and splitting (125), into two cases.
% 58.27/23.82  																																								|-Branch one:
% 58.27/23.82  																																								| (858) all_0_55_55 = e0
% 58.27/23.82  																																								|
% 58.27/23.82  																																									| Equations (858) can reduce 803 to:
% 58.27/23.82  																																									| (266) $false
% 58.27/23.82  																																									|
% 58.27/23.82  																																									|-The branch is then unsatisfiable
% 58.27/23.82  																																								|-Branch two:
% 58.27/23.82  																																								| (803)  ~ (all_0_55_55 = e0)
% 58.27/23.82  																																								| (863) all_0_56_56 = e0 | all_0_57_57 = e0 | all_0_58_58 = e0
% 58.27/23.82  																																								|
% 58.27/23.82  																																									+-Applying beta-rule and splitting (863), into two cases.
% 58.27/23.82  																																									|-Branch one:
% 58.27/23.82  																																									| (679) all_0_56_56 = e0
% 58.27/23.82  																																									|
% 58.27/23.82  																																										| Equations (679) can reduce 511 to:
% 58.27/23.82  																																										| (365)  ~ (e2 = e0)
% 58.27/23.82  																																										|
% 58.27/23.82  																																										| Simplifying 365 yields:
% 58.27/23.82  																																										| (128)  ~ (e2 = e0)
% 58.27/23.82  																																										|
% 58.27/23.82  																																										| Equations (679) can reduce 466 to:
% 58.27/23.82  																																										| (435)  ~ (e1 = e0)
% 58.27/23.82  																																										|
% 58.27/23.82  																																										| Simplifying 435 yields:
% 58.27/23.82  																																										| (233)  ~ (e1 = e0)
% 58.27/23.82  																																										|
% 58.27/23.82  																																										| From (679) and (111) follows:
% 58.27/23.82  																																										| (1613) op(e0, e2) = e0
% 58.27/23.82  																																										|
% 58.27/23.82  																																										+-Applying beta-rule and splitting (56), into two cases.
% 58.27/23.82  																																										|-Branch one:
% 58.27/23.82  																																										| (696) unit = e2
% 58.27/23.82  																																										|
% 58.27/23.82  																																											| From (696) and (209) follows:
% 58.27/23.82  																																											| (7585) op(e2, e0) = e0
% 58.27/23.82  																																											|
% 58.27/23.82  																																											| From (696) and (28) follows:
% 58.27/23.82  																																											| (699) op(e1, e2) = e1
% 58.27/23.82  																																											|
% 58.27/23.82  																																											| Instantiating formula (29) with e2, e0, e0, e2 and discharging atoms op(e2, e0) = e2, op(e2, e0) = e0, yields:
% 58.27/23.82  																																											| (330) e2 = e0
% 58.27/23.82  																																											|
% 58.27/23.82  																																											| Instantiating formula (29) with e1, e2, e1, e2 and discharging atoms op(e1, e2) = e2, op(e1, e2) = e1, yields:
% 58.27/23.82  																																											| (617) e2 = e1
% 58.27/23.82  																																											|
% 58.27/23.82  																																											| Combining equations (617,330) yields a new equation:
% 58.27/23.82  																																											| (546) e1 = e0
% 58.27/23.82  																																											|
% 58.27/23.82  																																											| Simplifying 546 yields:
% 58.27/23.82  																																											| (431) e1 = e0
% 58.27/23.82  																																											|
% 58.27/23.82  																																											| Equations (431) can reduce 233 to:
% 58.27/23.82  																																											| (266) $false
% 58.27/23.82  																																											|
% 58.27/23.82  																																											|-The branch is then unsatisfiable
% 58.27/23.82  																																										|-Branch two:
% 58.27/23.82  																																										| (707)  ~ (unit = e2)
% 58.27/23.82  																																										| (708) unit = e4 | unit = e3 | unit = e1 | unit = e0
% 58.27/23.82  																																										|
% 58.27/23.82  																																											+-Applying beta-rule and splitting (708), into two cases.
% 58.27/23.82  																																											|-Branch one:
% 58.27/23.82  																																											| (709) unit = e4
% 58.27/23.82  																																											|
% 58.27/23.82  																																												| From (709) and (227) follows:
% 58.27/23.82  																																												| (710) op(e4, e4) = e4
% 58.27/23.83  																																												|
% 58.27/23.83  																																												| From (709) and (40) follows:
% 58.27/23.83  																																												| (711) op(e3, e4) = e3
% 58.27/23.83  																																												|
% 58.27/23.83  																																												| From (709) and (32) follows:
% 58.27/23.83  																																												| (712) op(e2, e4) = e2
% 58.27/23.83  																																												|
% 58.27/23.83  																																												| From (709) and (42) follows:
% 58.27/23.83  																																												| (713) op(e0, e4) = e0
% 58.27/23.83  																																												|
% 58.27/23.83  																																												| Instantiating formula (29) with e4, e4, e4, e1 and discharging atoms op(e4, e4) = e4, op(e4, e4) = e1, yields:
% 58.27/23.83  																																												| (630) e4 = e1
% 58.27/23.83  																																												|
% 58.27/23.83  																																												| Instantiating formula (29) with e3, e4, e3, e2 and discharging atoms op(e3, e4) = e3, op(e3, e4) = e2, yields:
% 58.27/23.83  																																												| (662) e3 = e2
% 58.27/23.83  																																												|
% 58.27/23.83  																																												| Instantiating formula (29) with e2, e4, e2, e4 and discharging atoms op(e2, e4) = e4, op(e2, e4) = e2, yields:
% 58.27/23.83  																																												| (323) e4 = e2
% 58.27/23.83  																																												|
% 58.27/23.83  																																												| Instantiating formula (29) with e0, e4, e0, e3 and discharging atoms op(e0, e4) = e3, op(e0, e4) = e0, yields:
% 58.27/23.83  																																												| (676) e3 = e0
% 58.27/23.83  																																												|
% 58.27/23.83  																																												| Combining equations (323,630) yields a new equation:
% 58.27/23.83  																																												| (616) e2 = e1
% 58.27/23.83  																																												|
% 58.27/23.83  																																												| Simplifying 616 yields:
% 58.27/23.83  																																												| (617) e2 = e1
% 58.27/23.83  																																												|
% 58.27/23.83  																																												| Combining equations (662,676) yields a new equation:
% 58.27/23.83  																																												| (391) e2 = e0
% 58.27/23.83  																																												|
% 58.27/23.83  																																												| Simplifying 391 yields:
% 58.27/23.83  																																												| (330) e2 = e0
% 58.27/23.83  																																												|
% 58.27/23.83  																																												| Combining equations (330,617) yields a new equation:
% 58.27/23.83  																																												| (431) e1 = e0
% 58.27/23.83  																																												|
% 58.27/23.83  																																												| Equations (431) can reduce 233 to:
% 58.27/23.83  																																												| (266) $false
% 58.27/23.83  																																												|
% 58.27/23.83  																																												|-The branch is then unsatisfiable
% 58.27/23.83  																																											|-Branch two:
% 58.27/23.83  																																											| (724)  ~ (unit = e4)
% 58.27/23.83  																																											| (725) unit = e3 | unit = e1 | unit = e0
% 58.27/23.83  																																											|
% 58.27/23.83  																																												+-Applying beta-rule and splitting (725), into two cases.
% 58.27/23.83  																																												|-Branch one:
% 58.27/23.83  																																												| (726) unit = e0
% 58.27/23.83  																																												|
% 58.27/23.83  																																													| From (726) and (15) follows:
% 58.27/23.83  																																													| (1508) op(e0, e2) = e2
% 58.27/23.83  																																													|
% 58.27/23.83  																																													| From (726) and (211) follows:
% 58.27/23.83  																																													| (15180) op(e0, e1) = e1
% 58.27/23.83  																																													|
% 58.27/23.83  																																													| Instantiating formula (29) with e0, e2, e2, e0 and discharging atoms op(e0, e2) = e2, op(e0, e2) = e0, yields:
% 58.27/23.83  																																													| (330) e2 = e0
% 58.27/23.83  																																													|
% 58.27/23.83  																																													| Instantiating formula (29) with e0, e1, e1, e2 and discharging atoms op(e0, e1) = e2, op(e0, e1) = e1, yields:
% 58.27/23.83  																																													| (617) e2 = e1
% 58.27/23.83  																																													|
% 58.27/23.83  																																													| Combining equations (330,617) yields a new equation:
% 58.27/23.83  																																													| (431) e1 = e0
% 58.27/23.83  																																													|
% 58.27/23.83  																																													| Equations (431) can reduce 233 to:
% 58.27/23.83  																																													| (266) $false
% 58.27/23.83  																																													|
% 58.27/23.83  																																													|-The branch is then unsatisfiable
% 58.27/23.83  																																												|-Branch two:
% 58.27/23.83  																																												| (734)  ~ (unit = e0)
% 58.27/23.83  																																												| (735) unit = e3 | unit = e1
% 58.27/23.83  																																												|
% 58.27/23.83  																																													+-Applying beta-rule and splitting (735), into two cases.
% 58.27/23.83  																																													|-Branch one:
% 58.27/23.83  																																													| (736) unit = e1
% 58.27/23.83  																																													|
% 58.27/23.83  																																														| Equations (736) can reduce 734 to:
% 58.27/23.83  																																														| (233)  ~ (e1 = e0)
% 58.27/23.83  																																														|
% 58.27/23.83  																																														| From (736) and (244) follows:
% 58.27/23.83  																																														| (738) op(e1, e4) = e4
% 58.27/23.83  																																														|
% 58.27/23.83  																																														| From (736) and (24) follows:
% 58.27/23.83  																																														| (1934) op(e1, e3) = e3
% 58.27/23.83  																																														|
% 58.27/23.83  																																														| From (736) and (227) follows:
% 58.27/23.83  																																														| (739) op(e4, e1) = e4
% 58.27/23.83  																																														|
% 58.27/23.83  																																														| Instantiating formula (29) with e4, e1, e4, e3 and discharging atoms op(e4, e1) = e4, op(e4, e1) = e3, yields:
% 58.27/23.83  																																														| (425) e4 = e3
% 58.27/23.83  																																														|
% 58.27/23.83  																																														| Instantiating formula (29) with e1, e4, e4, e0 and discharging atoms op(e1, e4) = e4, op(e1, e4) = e0, yields:
% 58.27/23.83  																																														| (397) e4 = e0
% 58.27/23.83  																																														|
% 58.27/23.83  																																														| Instantiating formula (29) with e1, e3, e3, e1 and discharging atoms op(e1, e3) = e3, op(e1, e3) = e1, yields:
% 58.27/23.83  																																														| (455) e3 = e1
% 58.27/23.83  																																														|
% 58.27/23.83  																																														| Combining equations (425,397) yields a new equation:
% 58.27/23.83  																																														| (675) e3 = e0
% 58.27/23.83  																																														|
% 58.27/23.83  																																														| Simplifying 675 yields:
% 58.27/23.83  																																														| (676) e3 = e0
% 58.27/23.83  																																														|
% 58.27/23.83  																																														| Combining equations (676,455) yields a new equation:
% 58.27/23.83  																																														| (431) e1 = e0
% 58.27/23.83  																																														|
% 58.27/23.83  																																														| Equations (431) can reduce 233 to:
% 58.27/23.83  																																														| (266) $false
% 58.27/23.83  																																														|
% 58.27/23.83  																																														|-The branch is then unsatisfiable
% 58.27/23.83  																																													|-Branch two:
% 58.27/23.83  																																													| (748)  ~ (unit = e1)
% 58.27/23.83  																																													| (749) unit = e3
% 58.27/23.83  																																													|
% 58.27/23.83  																																														| From (749) and (40) follows:
% 58.27/23.83  																																														| (3715) op(e3, e3) = e3
% 58.27/23.83  																																														|
% 58.27/23.83  																																														| From (749) and (32) follows:
% 58.27/23.83  																																														| (5793) op(e2, e3) = e2
% 58.27/23.83  																																														|
% 58.27/23.83  																																														| Instantiating formula (29) with e3, e3, e3, e0 and discharging atoms op(e3, e3) = e3, op(e3, e3) = e0, yields:
% 58.27/23.83  																																														| (676) e3 = e0
% 58.27/23.83  																																														|
% 58.27/23.83  																																														| Instantiating formula (29) with e2, e3, e2, e3 and discharging atoms op(e2, e3) = e3, op(e2, e3) = e2, yields:
% 58.27/23.83  																																														| (662) e3 = e2
% 58.27/23.83  																																														|
% 58.27/23.83  																																														| Combining equations (676,662) yields a new equation:
% 58.27/23.83  																																														| (330) e2 = e0
% 58.27/23.83  																																														|
% 58.27/23.83  																																														| Equations (330) can reduce 128 to:
% 58.27/23.83  																																														| (266) $false
% 58.27/23.83  																																														|
% 58.27/23.83  																																														|-The branch is then unsatisfiable
% 58.27/23.83  																																									|-Branch two:
% 58.27/23.83  																																									| (828)  ~ (all_0_56_56 = e0)
% 58.27/23.83  																																									| (924) all_0_57_57 = e0 | all_0_58_58 = e0
% 58.27/23.83  																																									|
% 58.27/23.83  																																										+-Applying beta-rule and splitting (924), into two cases.
% 58.27/23.83  																																										|-Branch one:
% 58.27/23.83  																																										| (875) all_0_57_57 = e0
% 58.27/23.83  																																										|
% 58.27/23.83  																																											| Combining equations (442,875) yields a new equation:
% 58.27/23.83  																																											| (391) e2 = e0
% 58.27/23.83  																																											|
% 58.27/23.83  																																											| Simplifying 391 yields:
% 58.27/23.83  																																											| (330) e2 = e0
% 58.27/23.83  																																											|
% 58.27/23.83  																																											| Equations (330) can reduce 128 to:
% 58.27/23.83  																																											| (266) $false
% 58.27/23.83  																																											|
% 58.27/23.83  																																											|-The branch is then unsatisfiable
% 58.27/23.83  																																										|-Branch two:
% 58.27/23.83  																																										| (364)  ~ (all_0_57_57 = e0)
% 58.27/23.83  																																										| (914) all_0_58_58 = e0
% 58.27/23.83  																																										|
% 58.27/23.83  																																											| Combining equations (914,918) yields a new equation:
% 58.27/23.83  																																											| (431) e1 = e0
% 58.27/23.83  																																											|
% 58.27/23.83  																																											| Equations (431) can reduce 233 to:
% 58.27/23.83  																																											| (266) $false
% 58.27/23.83  																																											|
% 58.27/23.83  																																											|-The branch is then unsatisfiable
% 58.27/23.83  																																							|-Branch two:
% 58.27/23.83  																																							| (357)  ~ (all_0_41_41 = e0)
% 58.27/23.83  																																							| (4053) all_0_41_41 = e3 | all_0_41_41 = e1
% 58.27/23.83  																																							|
% 58.27/23.83  																																								+-Applying beta-rule and splitting (4053), into two cases.
% 58.27/23.83  																																								|-Branch one:
% 58.27/23.83  																																								| (453) all_0_41_41 = e1
% 58.27/23.83  																																								|
% 58.27/23.83  																																									| Equations (453) can reduce 457 to:
% 58.27/23.83  																																									| (266) $false
% 58.27/23.83  																																									|
% 58.27/23.83  																																									|-The branch is then unsatisfiable
% 58.27/23.83  																																								|-Branch two:
% 58.27/23.83  																																								| (457)  ~ (all_0_41_41 = e1)
% 58.27/23.83  																																								| (403) all_0_41_41 = e3
% 58.27/23.83  																																								|
% 58.27/23.83  																																									| Equations (403) can reduce 1898 to:
% 58.27/23.83  																																									| (266) $false
% 58.27/23.83  																																									|
% 58.27/23.83  																																									|-The branch is then unsatisfiable
% 58.27/23.83  																																		|-Branch two:
% 58.27/23.83  																																		| (462)  ~ (all_0_47_47 = e1)
% 58.27/23.83  																																		| (659) all_0_48_48 = e1 | all_0_49_49 = e1
% 58.27/23.83  																																		|
% 58.27/23.83  																																			+-Applying beta-rule and splitting (659), into two cases.
% 58.27/23.83  																																			|-Branch one:
% 58.27/23.83  																																			| (615) all_0_48_48 = e1
% 58.27/23.83  																																			|
% 58.27/23.83  																																				| Combining equations (1279,615) yields a new equation:
% 58.27/23.83  																																				| (431) e1 = e0
% 58.27/23.83  																																				|
% 58.27/23.83  																																				| Equations (431) can reduce 233 to:
% 58.27/23.83  																																				| (266) $false
% 58.27/23.83  																																				|
% 58.27/23.83  																																				|-The branch is then unsatisfiable
% 58.27/23.83  																																			|-Branch two:
% 58.27/23.83  																																			| (619)  ~ (all_0_48_48 = e1)
% 58.27/23.83  																																			| (671) all_0_49_49 = e1
% 58.27/23.83  																																			|
% 58.27/23.83  																																				| Combining equations (671,583) yields a new equation:
% 58.27/23.83  																																				| (617) e2 = e1
% 58.27/23.83  																																				|
% 58.27/23.83  																																				| Equations (617) can reduce 122 to:
% 58.27/23.83  																																				| (266) $false
% 58.27/23.83  																																				|
% 58.27/23.83  																																				|-The branch is then unsatisfiable
% 58.27/23.83  																														|-Branch two:
% 58.27/23.83  																														| (340)  ~ (all_0_49_49 = e2)
% 58.27/23.83  																														| (614) all_0_53_53 = e2 | all_0_58_58 = e2
% 58.27/23.83  																														|
% 58.27/23.83  																															+-Applying beta-rule and splitting (614), into two cases.
% 58.27/23.83  																															|-Branch one:
% 58.27/23.83  																															| (607) all_0_53_53 = e2
% 58.27/23.83  																															|
% 58.27/23.83  																																| Combining equations (607,665) yields a new equation:
% 58.27/23.83  																																| (662) e3 = e2
% 58.27/23.83  																																|
% 58.27/23.83  																																| Equations (662) can reduce 212 to:
% 58.27/23.83  																																| (266) $false
% 58.27/23.83  																																|
% 58.27/23.83  																																|-The branch is then unsatisfiable
% 58.27/23.83  																															|-Branch two:
% 58.27/23.83  																															| (509)  ~ (all_0_53_53 = e2)
% 58.27/23.83  																															| (624) all_0_58_58 = e2
% 58.27/23.83  																															|
% 58.27/23.83  																																| Equations (624) can reduce 908 to:
% 58.27/23.83  																																| (266) $false
% 58.27/23.83  																																|
% 58.27/23.83  																																|-The branch is then unsatisfiable
% 58.27/23.83  																													|-Branch two:
% 58.27/23.83  																													| (405)  ~ (all_0_42_42 = e3)
% 58.27/23.83  																													| (521) all_0_47_47 = e3 | all_0_51_51 = e3 | all_0_56_56 = e3
% 58.27/23.83  																													|
% 58.27/23.83  																														+-Applying beta-rule and splitting (1899), into two cases.
% 58.27/23.83  																														|-Branch one:
% 58.27/23.83  																														| (516) all_0_42_42 = e3
% 58.27/23.83  																														|
% 58.27/23.83  																															| Equations (516) can reduce 405 to:
% 58.27/23.83  																															| (266) $false
% 58.27/23.83  																															|
% 58.27/23.83  																															|-The branch is then unsatisfiable
% 58.27/23.83  																														|-Branch two:
% 58.27/23.83  																														| (405)  ~ (all_0_42_42 = e3)
% 58.27/23.83  																														| (532) all_0_44_44 = e3
% 58.27/23.83  																														|
% 58.27/23.83  																															| Equations (532) can reduce 407 to:
% 58.27/23.83  																															| (266) $false
% 58.27/23.83  																															|
% 58.27/23.83  																															|-The branch is then unsatisfiable
% 58.27/23.83  																											|-Branch two:
% 58.27/23.83  																											| (1099)  ~ (all_0_51_51 = e2)
% 58.27/23.83  																											| (1100) all_0_51_51 = e4 | all_0_51_51 = e3 | all_0_51_51 = e1
% 58.27/23.83  																											|
% 58.27/23.83  																												+-Applying beta-rule and splitting (381), into two cases.
% 58.27/23.83  																												|-Branch one:
% 58.27/23.83  																												| (504) all_0_51_51 = e2
% 58.27/23.83  																												|
% 58.27/23.83  																													| Equations (504) can reduce 1099 to:
% 58.27/23.83  																													| (266) $false
% 58.27/23.83  																													|
% 58.27/23.83  																													|-The branch is then unsatisfiable
% 58.27/23.83  																												|-Branch two:
% 58.27/23.83  																												| (1099)  ~ (all_0_51_51 = e2)
% 58.27/23.83  																												| (1152) all_0_52_52 = e2 | all_0_53_53 = e2
% 58.27/23.83  																												|
% 58.27/23.83  																													+-Applying beta-rule and splitting (1152), into two cases.
% 58.27/23.83  																													|-Branch one:
% 58.27/23.83  																													| (352) all_0_52_52 = e2
% 58.27/23.83  																													|
% 58.27/23.83  																														| Combining equations (565,352) yields a new equation:
% 58.27/23.83  																														| (322) e4 = e2
% 58.27/23.83  																														|
% 58.27/23.83  																														| Simplifying 322 yields:
% 58.27/23.83  																														| (323) e4 = e2
% 58.27/23.83  																														|
% 58.27/23.83  																														| Equations (323) can reduce 48 to:
% 58.27/23.83  																														| (266) $false
% 58.27/23.83  																														|
% 58.27/23.83  																														|-The branch is then unsatisfiable
% 58.27/23.83  																													|-Branch two:
% 58.27/23.83  																													| (342)  ~ (all_0_52_52 = e2)
% 58.27/23.83  																													| (607) all_0_53_53 = e2
% 58.27/23.83  																													|
% 58.27/23.83  																														| Equations (607) can reduce 65 to:
% 58.27/23.83  																														| (340)  ~ (all_0_49_49 = e2)
% 58.27/23.83  																														|
% 58.27/23.83  																														| Equations (607) can reduce 10 to:
% 58.27/23.83  																														| (1186)  ~ (all_0_58_58 = e2)
% 58.27/23.83  																														|
% 58.27/23.83  																														| Simplifying 1186 yields:
% 58.27/23.83  																														| (908)  ~ (all_0_58_58 = e2)
% 58.27/23.83  																														|
% 58.27/23.83  																														| Equations (607) can reduce 247 to:
% 58.27/23.83  																														| (128)  ~ (e2 = e0)
% 58.27/23.83  																														|
% 58.27/23.83  																														+-Applying beta-rule and splitting (10171), into two cases.
% 58.27/23.83  																														|-Branch one:
% 58.27/23.83  																														| (1105) all_0_47_47 = e2
% 58.27/23.83  																														|
% 58.27/23.83  																															| Equations (1105) can reduce 79 to:
% 58.27/23.83  																															| (294)  ~ (all_0_39_39 = e2)
% 58.27/23.83  																															|
% 58.27/23.83  																															| Equations (1105) can reduce 86 to:
% 58.27/23.83  																															| (339)  ~ (all_0_49_49 = e2)
% 58.27/23.83  																															|
% 58.27/23.83  																															| Simplifying 339 yields:
% 58.27/23.83  																															| (340)  ~ (all_0_49_49 = e2)
% 58.27/23.83  																															|
% 58.27/23.83  																															| Equations (1105) can reduce 91 to:
% 58.27/23.83  																															| (510)  ~ (all_0_56_56 = e2)
% 58.27/23.83  																															|
% 58.27/23.83  																															| Simplifying 510 yields:
% 58.27/23.83  																															| (511)  ~ (all_0_56_56 = e2)
% 58.27/23.83  																															|
% 58.27/23.83  																															| Equations (1105) can reduce 252 to:
% 58.27/23.83  																															| (327)  ~ (e4 = e2)
% 58.27/23.83  																															|
% 58.27/23.83  																															| Simplifying 327 yields:
% 58.27/23.83  																															| (48)  ~ (e4 = e2)
% 58.27/23.83  																															|
% 58.27/23.83  																															| Equations (1105) can reduce 1091 to:
% 58.27/23.83  																															| (626)  ~ (e3 = e2)
% 58.27/23.83  																															|
% 58.27/23.83  																															| Simplifying 626 yields:
% 58.27/23.83  																															| (212)  ~ (e3 = e2)
% 58.27/23.83  																															|
% 58.27/23.83  																															+-Applying beta-rule and splitting (54), into two cases.
% 58.27/23.83  																															|-Branch one:
% 58.27/23.83  																															| (583) all_0_49_49 = e2
% 58.27/23.83  																															|
% 58.27/23.83  																																| Equations (583) can reduce 340 to:
% 58.27/23.83  																																| (266) $false
% 58.27/23.83  																																|
% 58.27/23.83  																																|-The branch is then unsatisfiable
% 58.27/23.83  																															|-Branch two:
% 58.27/23.83  																															| (340)  ~ (all_0_49_49 = e2)
% 58.27/23.83  																															| (586) all_0_49_49 = e4 | all_0_49_49 = e3 | all_0_49_49 = e1 | all_0_49_49 = e0
% 58.27/23.83  																															|
% 58.27/23.83  																																+-Applying beta-rule and splitting (418), into two cases.
% 58.27/23.83  																																|-Branch one:
% 58.27/23.83  																																| (660) all_0_51_51 = e3
% 58.27/23.83  																																|
% 58.27/23.83  																																	| Equations (660) can reduce 139 to:
% 58.27/23.83  																																	| (246)  ~ (all_0_39_39 = e3)
% 58.27/23.83  																																	|
% 58.27/23.83  																																	| Equations (660) can reduce 61 to:
% 58.27/23.83  																																	| (405)  ~ (all_0_42_42 = e3)
% 58.27/23.83  																																	|
% 58.27/23.83  																																	| Equations (660) can reduce 475 to:
% 58.27/23.83  																																	| (277)  ~ (e4 = e3)
% 58.27/23.83  																																	|
% 58.27/23.83  																																	| Simplifying 277 yields:
% 58.27/23.83  																																	| (188)  ~ (e4 = e3)
% 58.27/23.83  																																	|
% 58.27/23.83  																																	| From (660) and (177) follows:
% 58.27/23.83  																																	| (9464) op(e3, e2) = all_0_25_25
% 58.27/23.83  																																	|
% 58.27/23.83  																																	| From (660) and (186) follows:
% 58.27/23.83  																																	| (1552) op(e1, e2) = e3
% 58.27/23.83  																																	|
% 58.27/23.83  																																	+-Applying beta-rule and splitting (189), into two cases.
% 58.27/23.83  																																	|-Branch one:
% 58.27/23.83  																																	| (532) all_0_44_44 = e3
% 58.27/23.83  																																	|
% 58.27/23.83  																																		| Equations (532) can reduce 143 to:
% 58.27/23.83  																																		| (2)  ~ (all_0_40_40 = e3)
% 58.27/23.83  																																		|
% 58.27/23.83  																																		| Equations (532) can reduce 149 to:
% 58.27/23.83  																																		| (1898)  ~ (all_0_41_41 = e3)
% 58.27/23.83  																																		|
% 58.27/23.83  																																		| Equations (532) can reduce 9 to:
% 58.27/23.83  																																		| (524)  ~ (all_0_49_49 = e3)
% 58.27/23.83  																																		|
% 58.27/23.83  																																		| Simplifying 524 yields:
% 58.27/23.83  																																		| (525)  ~ (all_0_49_49 = e3)
% 58.27/23.83  																																		|
% 58.27/23.83  																																		| Equations (532) can reduce 181 to:
% 58.27/23.83  																																		| (275)  ~ (all_0_58_58 = e3)
% 58.27/23.83  																																		|
% 58.27/23.83  																																		| Simplifying 275 yields:
% 58.27/23.83  																																		| (276)  ~ (all_0_58_58 = e3)
% 58.27/23.83  																																		|
% 58.27/23.83  																																		| From (532) and (204) follows:
% 58.27/23.83  																																		| (15591) op(e3, e3) = all_0_11_11
% 58.27/23.83  																																		|
% 58.27/23.83  																																		| From (532) and (70) follows:
% 58.27/23.83  																																		| (1954) op(e3, e0) = all_0_12_12
% 58.27/23.83  																																		|
% 58.27/23.83  																																		| From (532) and (138) follows:
% 58.27/23.83  																																		| (1639) op(e3, e0) = e3
% 58.27/23.83  																																		|
% 58.27/23.83  																																		+-Applying beta-rule and splitting (586), into two cases.
% 58.27/23.83  																																		|-Branch one:
% 58.27/23.83  																																		| (974) all_0_49_49 = e4
% 58.27/23.83  																																		|
% 58.27/23.83  																																			| Equations (974) can reduce 256 to:
% 58.27/23.83  																																			| (266) $false
% 58.27/23.83  																																			|
% 58.27/23.83  																																			|-The branch is then unsatisfiable
% 58.27/23.83  																																		|-Branch two:
% 58.27/23.83  																																		| (256)  ~ (all_0_49_49 = e4)
% 58.27/23.83  																																		| (977) all_0_49_49 = e3 | all_0_49_49 = e1 | all_0_49_49 = e0
% 58.27/23.83  																																		|
% 58.27/23.83  																																			+-Applying beta-rule and splitting (977), into two cases.
% 58.27/23.83  																																			|-Branch one:
% 58.27/23.83  																																			| (978) all_0_49_49 = e0
% 58.27/23.83  																																			|
% 58.27/23.83  																																				| Equations (978) can reduce 487 to:
% 58.27/23.83  																																				| (266) $false
% 58.27/23.83  																																				|
% 58.27/23.83  																																				|-The branch is then unsatisfiable
% 58.27/23.83  																																			|-Branch two:
% 58.27/23.83  																																			| (487)  ~ (all_0_49_49 = e0)
% 58.27/23.83  																																			| (981) all_0_49_49 = e3 | all_0_49_49 = e1
% 58.27/23.83  																																			|
% 58.27/23.83  																																				+-Applying beta-rule and splitting (981), into two cases.
% 58.27/23.83  																																				|-Branch one:
% 58.27/23.83  																																				| (671) all_0_49_49 = e1
% 58.27/23.83  																																				|
% 58.27/23.83  																																					| Equations (671) can reduce 200 to:
% 58.27/23.83  																																					| (132)  ~ (all_0_40_40 = e1)
% 58.27/23.83  																																					|
% 58.27/23.83  																																					| Equations (671) can reduce 256 to:
% 58.27/23.83  																																					| (602)  ~ (e4 = e1)
% 58.27/23.83  																																					|
% 58.27/23.83  																																					| Simplifying 602 yields:
% 58.27/23.83  																																					| (110)  ~ (e4 = e1)
% 58.27/23.83  																																					|
% 58.27/23.83  																																					| Equations (671) can reduce 525 to:
% 58.27/23.83  																																					| (467)  ~ (e3 = e1)
% 58.27/23.83  																																					|
% 58.27/23.83  																																					| Simplifying 467 yields:
% 58.27/23.83  																																					| (213)  ~ (e3 = e1)
% 58.27/23.83  																																					|
% 58.27/23.83  																																					| Equations (671) can reduce 340 to:
% 58.27/23.83  																																					| (604)  ~ (e2 = e1)
% 58.27/23.83  																																					|
% 58.27/23.83  																																					| Simplifying 604 yields:
% 58.27/23.83  																																					| (122)  ~ (e2 = e1)
% 58.27/23.83  																																					|
% 58.27/23.83  																																					| From (671) and (129) follows:
% 58.27/23.83  																																					| (672) op(e1, e2) = all_0_20_20
% 58.27/23.83  																																					|
% 58.27/23.83  																																					+-Applying beta-rule and splitting (131), into two cases.
% 58.27/23.83  																																					|-Branch one:
% 58.27/23.83  																																					| (459) all_0_42_42 = e1
% 58.27/23.83  																																					|
% 58.27/23.83  																																						| Equations (459) can reduce 1380 to:
% 58.27/23.83  																																						| (266) $false
% 58.27/23.83  																																						|
% 58.27/23.83  																																						|-The branch is then unsatisfiable
% 58.27/23.83  																																					|-Branch two:
% 58.27/23.83  																																					| (1380)  ~ (all_0_42_42 = e1)
% 58.27/23.83  																																					| (3259) all_0_47_47 = e1 | all_0_51_51 = e1 | all_0_56_56 = e1
% 58.27/23.83  																																					|
% 58.27/23.83  																																						+-Applying beta-rule and splitting (3259), into two cases.
% 58.27/23.83  																																						|-Branch one:
% 58.27/23.83  																																						| (654) all_0_47_47 = e1
% 58.27/23.83  																																						|
% 58.27/23.83  																																							| Combining equations (1105,654) yields a new equation:
% 58.27/23.83  																																							| (616) e2 = e1
% 58.27/23.83  																																							|
% 58.27/23.83  																																							| Simplifying 616 yields:
% 58.27/23.83  																																							| (617) e2 = e1
% 58.27/23.83  																																							|
% 58.27/23.83  																																							| Equations (617) can reduce 122 to:
% 58.27/23.83  																																							| (266) $false
% 58.27/23.83  																																							|
% 58.27/23.83  																																							|-The branch is then unsatisfiable
% 58.27/23.83  																																						|-Branch two:
% 58.27/23.83  																																						| (462)  ~ (all_0_47_47 = e1)
% 58.27/23.83  																																						| (3264) all_0_51_51 = e1 | all_0_56_56 = e1
% 58.27/23.83  																																						|
% 58.27/23.83  																																							+-Applying beta-rule and splitting (3264), into two cases.
% 58.27/23.83  																																							|-Branch one:
% 58.27/23.83  																																							| (1109) all_0_51_51 = e1
% 58.27/23.83  																																							|
% 58.27/23.83  																																								| Combining equations (660,1109) yields a new equation:
% 58.27/23.83  																																								| (454) e3 = e1
% 58.27/23.83  																																								|
% 58.27/23.83  																																								| Simplifying 454 yields:
% 58.27/23.83  																																								| (455) e3 = e1
% 58.27/23.83  																																								|
% 58.27/23.83  																																								| Equations (455) can reduce 213 to:
% 58.27/23.83  																																								| (266) $false
% 58.27/23.83  																																								|
% 58.27/23.83  																																								|-The branch is then unsatisfiable
% 58.27/23.83  																																							|-Branch two:
% 58.27/23.83  																																							| (464)  ~ (all_0_51_51 = e1)
% 58.27/23.83  																																							| (1569) all_0_56_56 = e1
% 58.27/23.83  																																							|
% 58.27/23.83  																																								| Equations (1569) can reduce 154 to:
% 58.27/23.83  																																								| (151)  ~ (all_0_39_39 = e1)
% 58.27/23.83  																																								|
% 58.27/23.83  																																								| Equations (1569) can reduce 153 to:
% 58.27/23.83  																																								| (632)  ~ (all_0_55_55 = e1)
% 58.27/23.83  																																								|
% 58.27/23.83  																																								| Equations (1569) can reduce 44 to:
% 58.27/23.83  																																								| (879)  ~ (all_0_58_58 = e1)
% 58.27/23.83  																																								|
% 58.27/23.83  																																								| Simplifying 879 yields:
% 58.27/23.83  																																								| (880)  ~ (all_0_58_58 = e1)
% 58.27/23.83  																																								|
% 58.27/23.83  																																								| Equations (1569) can reduce 511 to:
% 58.27/23.83  																																								| (604)  ~ (e2 = e1)
% 58.27/23.83  																																								|
% 58.27/23.83  																																								| Simplifying 604 yields:
% 58.27/23.83  																																								| (122)  ~ (e2 = e1)
% 58.27/23.83  																																								|
% 58.27/23.83  																																								| From (1569) and (87) follows:
% 58.27/23.83  																																								| (5145) op(e1, e2) = all_0_34_34
% 58.27/23.83  																																								|
% 58.27/23.83  																																								| Instantiating formula (29) with e3, e3, all_0_11_11, all_0_41_41 and discharging atoms op(e3, e3) = all_0_11_11, op(e3, e3) = all_0_41_41, yields:
% 58.27/23.84  																																								| (20801) all_0_11_11 = all_0_41_41
% 58.27/23.84  																																								|
% 58.27/23.84  																																								| Instantiating formula (29) with e3, e2, all_0_25_25, all_0_42_42 and discharging atoms op(e3, e2) = all_0_25_25, op(e3, e2) = all_0_42_42, yields:
% 58.27/23.84  																																								| (9479) all_0_25_25 = all_0_42_42
% 58.27/23.84  																																								|
% 58.27/23.84  																																								| Instantiating formula (29) with e3, e0, e3, all_0_12_12 and discharging atoms op(e3, e0) = all_0_12_12, op(e3, e0) = e3, yields:
% 58.27/23.84  																																								| (2156) all_0_12_12 = e3
% 58.27/23.84  																																								|
% 58.27/23.84  																																								| Instantiating formula (29) with e1, e2, all_0_34_34, all_0_20_20 and discharging atoms op(e1, e2) = all_0_20_20, op(e1, e2) = all_0_34_34, yields:
% 58.27/23.84  																																								| (5157) all_0_20_20 = all_0_34_34
% 58.27/23.84  																																								|
% 58.27/23.84  																																								| Instantiating formula (29) with e1, e2, e3, all_0_20_20 and discharging atoms op(e1, e2) = all_0_20_20, op(e1, e2) = e3, yields:
% 58.27/23.84  																																								| (4837) all_0_20_20 = e3
% 58.27/23.84  																																								|
% 58.27/23.84  																																								| Combining equations (5157,4837) yields a new equation:
% 58.27/23.84  																																								| (21716) all_0_34_34 = e3
% 58.27/23.84  																																								|
% 58.27/23.84  																																								| Simplifying 21716 yields:
% 58.27/23.84  																																								| (4264) all_0_34_34 = e3
% 58.27/23.84  																																								|
% 58.27/23.84  																																								| From (20801) and (15591) follows:
% 58.27/23.84  																																								| (219) op(e3, e3) = all_0_41_41
% 58.27/23.84  																																								|
% 58.27/23.84  																																								| From (9479) and (9464) follows:
% 58.27/23.84  																																								| (210) op(e3, e2) = all_0_42_42
% 58.27/23.84  																																								|
% 58.27/23.84  																																								| From (2156) and (1954) follows:
% 58.27/23.84  																																								| (1639) op(e3, e0) = e3
% 58.27/23.84  																																								|
% 58.27/23.84  																																								| From (4264) and (5145) follows:
% 58.27/23.84  																																								| (1552) op(e1, e2) = e3
% 58.27/23.84  																																								|
% 58.27/23.84  																																								+-Applying beta-rule and splitting (27), into two cases.
% 58.27/23.84  																																								|-Branch one:
% 58.27/23.84  																																								| (437) all_0_41_41 = e4
% 58.27/23.84  																																								|
% 58.27/23.84  																																									| Equations (437) can reduce 214 to:
% 58.27/23.84  																																									| (1901)  ~ (all_0_42_42 = e4)
% 58.27/23.84  																																									|
% 58.27/23.84  																																									| Simplifying 1901 yields:
% 58.27/23.84  																																									| (1890)  ~ (all_0_42_42 = e4)
% 58.27/23.84  																																									|
% 58.27/23.84  																																									| From (437) and (219) follows:
% 58.27/23.84  																																									| (1913) op(e3, e3) = e4
% 58.27/23.84  																																									|
% 58.27/23.84  																																									+-Applying beta-rule and splitting (165), into two cases.
% 58.27/23.84  																																									|-Branch one:
% 58.27/23.84  																																									| (794) all_0_41_41 = e0
% 58.27/23.84  																																									|
% 58.27/23.84  																																										| Combining equations (437,794) yields a new equation:
% 58.27/23.84  																																										| (481) e4 = e0
% 58.27/23.84  																																										|
% 58.27/23.84  																																										| Simplifying 481 yields:
% 58.27/23.84  																																										| (397) e4 = e0
% 58.27/23.84  																																										|
% 58.27/23.84  																																										| Equations (397) can reduce 49 to:
% 58.27/23.84  																																										| (266) $false
% 58.27/23.84  																																										|
% 58.27/23.84  																																										|-The branch is then unsatisfiable
% 58.27/23.84  																																									|-Branch two:
% 58.27/23.84  																																									| (357)  ~ (all_0_41_41 = e0)
% 58.27/23.84  																																									| (6761) all_0_42_42 = e0 | all_0_43_43 = e0 | all_0_44_44 = e0
% 58.27/23.84  																																									|
% 58.27/23.84  																																										+-Applying beta-rule and splitting (174), into two cases.
% 58.27/23.84  																																										|-Branch one:
% 58.27/23.84  																																										| (386) all_0_55_55 = e2
% 58.27/23.84  																																										|
% 58.27/23.84  																																											| Equations (386) can reduce 304 to:
% 58.27/23.84  																																											| (266) $false
% 58.27/23.84  																																											|
% 58.27/23.84  																																											|-The branch is then unsatisfiable
% 58.27/23.84  																																										|-Branch two:
% 58.27/23.84  																																										| (304)  ~ (all_0_55_55 = e2)
% 58.27/23.84  																																										| (2051) all_0_55_55 = e4 | all_0_55_55 = e3 | all_0_55_55 = e1 | all_0_55_55 = e0
% 58.27/23.84  																																										|
% 58.27/23.84  																																											+-Applying beta-rule and splitting (6761), into two cases.
% 58.27/23.84  																																											|-Branch one:
% 58.27/23.84  																																											| (559) all_0_42_42 = e0
% 58.27/23.84  																																											|
% 58.27/23.84  																																												| Equations (559) can reduce 145 to:
% 58.27/23.84  																																												| (484)  ~ (all_0_39_39 = e0)
% 58.27/23.84  																																												|
% 58.27/23.84  																																												| Equations (559) can reduce 1890 to:
% 58.27/23.84  																																												| (401)  ~ (e4 = e0)
% 58.27/23.84  																																												|
% 58.27/23.84  																																												| Simplifying 401 yields:
% 58.27/23.84  																																												| (49)  ~ (e4 = e0)
% 58.27/23.84  																																												|
% 58.27/23.84  																																												| From (559) and (210) follows:
% 58.27/23.84  																																												| (20848) op(e3, e2) = e0
% 58.27/23.84  																																												|
% 58.27/23.84  																																												+-Applying beta-rule and splitting (395), into two cases.
% 58.27/23.84  																																												|-Branch one:
% 58.27/23.84  																																												| (794) all_0_41_41 = e0
% 58.27/23.84  																																												|
% 58.27/23.84  																																													| Combining equations (437,794) yields a new equation:
% 58.27/23.84  																																													| (481) e4 = e0
% 58.27/23.84  																																													|
% 58.27/23.84  																																													| Simplifying 481 yields:
% 58.27/23.84  																																													| (397) e4 = e0
% 58.27/23.84  																																													|
% 58.27/23.84  																																													| Equations (397) can reduce 49 to:
% 58.27/23.84  																																													| (266) $false
% 58.27/23.84  																																													|
% 58.27/23.84  																																													|-The branch is then unsatisfiable
% 58.27/23.84  																																												|-Branch two:
% 58.27/23.84  																																												| (357)  ~ (all_0_41_41 = e0)
% 58.27/23.84  																																												| (895) all_0_46_46 = e0 | all_0_55_55 = e0
% 58.27/23.84  																																												|
% 58.27/23.84  																																													+-Applying beta-rule and splitting (333), into two cases.
% 58.27/23.84  																																													|-Branch one:
% 58.27/23.84  																																													| (480) all_0_39_39 = e0
% 58.27/23.84  																																													|
% 58.27/23.84  																																														| Equations (480) can reduce 484 to:
% 58.27/23.84  																																														| (266) $false
% 58.27/23.84  																																														|
% 58.27/23.84  																																														|-The branch is then unsatisfiable
% 58.27/23.84  																																													|-Branch two:
% 58.27/23.84  																																													| (484)  ~ (all_0_39_39 = e0)
% 58.27/23.84  																																													| (485) all_0_40_40 = e0
% 58.27/23.84  																																													|
% 58.27/23.84  																																														| Equations (485) can reduce 176 to:
% 58.27/23.84  																																														| (484)  ~ (all_0_39_39 = e0)
% 58.27/23.84  																																														|
% 58.27/23.84  																																														| Equations (485) can reduce 2 to:
% 58.27/23.84  																																														| (541)  ~ (e3 = e0)
% 58.27/23.84  																																														|
% 58.27/23.84  																																														| Simplifying 541 yields:
% 58.27/23.84  																																														| (80)  ~ (e3 = e0)
% 58.27/23.84  																																														|
% 58.27/23.84  																																														| From (485) and (34) follows:
% 58.27/23.84  																																														| (494) op(e0, e4) = all_0_4_4
% 58.27/23.84  																																														|
% 58.27/23.84  																																														+-Applying beta-rule and splitting (125), into two cases.
% 58.27/23.84  																																														|-Branch one:
% 58.27/23.84  																																														| (858) all_0_55_55 = e0
% 58.27/23.84  																																														|
% 58.27/23.84  																																															| Equations (858) can reduce 304 to:
% 58.27/23.84  																																															| (365)  ~ (e2 = e0)
% 58.27/23.84  																																															|
% 58.27/23.84  																																															| Simplifying 365 yields:
% 58.27/23.84  																																															| (128)  ~ (e2 = e0)
% 58.27/23.84  																																															|
% 58.27/23.84  																																															| Equations (858) can reduce 632 to:
% 58.27/23.84  																																															| (435)  ~ (e1 = e0)
% 58.27/23.84  																																															|
% 58.27/23.84  																																															| Simplifying 435 yields:
% 58.27/23.84  																																															| (233)  ~ (e1 = e0)
% 58.27/23.84  																																															|
% 58.27/23.84  																																															+-Applying beta-rule and splitting (164), into two cases.
% 58.27/23.84  																																															|-Branch one:
% 58.27/23.84  																																															| (471) all_0_39_39 = e4
% 58.27/23.84  																																															|
% 58.27/23.84  																																																| From (471) and (182) follows:
% 58.27/23.84  																																																| (479) op(e4, e4) = all_0_2_2
% 58.27/23.84  																																																|
% 58.27/23.84  																																																| Instantiating formula (29) with e4, e4, all_0_2_2, e1 and discharging atoms op(e4, e4) = all_0_2_2, op(e4, e4) = e1, yields:
% 58.27/23.84  																																																| (496) all_0_2_2 = e1
% 58.27/23.84  																																																|
% 58.27/23.84  																																																| Instantiating formula (29) with e0, e4, all_0_4_4, e3 and discharging atoms op(e0, e4) = all_0_4_4, op(e0, e4) = e3, yields:
% 58.27/23.84  																																																| (498) all_0_4_4 = e3
% 58.27/23.84  																																																|
% 58.27/23.84  																																																| From (496) and (479) follows:
% 58.27/23.84  																																																| (41) op(e4, e4) = e1
% 58.27/23.84  																																																|
% 58.27/23.84  																																																| From (498) and (494) follows:
% 58.27/23.84  																																																| (283) op(e0, e4) = e3
% 58.27/23.84  																																																|
% 58.27/23.84  																																																+-Applying beta-rule and splitting (56), into two cases.
% 58.27/23.84  																																																|-Branch one:
% 58.27/23.84  																																																| (696) unit = e2
% 58.27/23.84  																																																|
% 58.27/23.84  																																																	| From (696) and (40) follows:
% 58.27/23.84  																																																	| (4285) op(e3, e2) = e3
% 58.27/23.84  																																																	|
% 58.27/23.84  																																																	| From (696) and (28) follows:
% 58.27/23.84  																																																	| (699) op(e1, e2) = e1
% 58.27/23.84  																																																	|
% 58.27/23.84  																																																	| Instantiating formula (29) with e3, e2, e3, e0 and discharging atoms op(e3, e2) = e3, op(e3, e2) = e0, yields:
% 58.27/23.84  																																																	| (676) e3 = e0
% 58.27/23.84  																																																	|
% 58.27/23.84  																																																	| Instantiating formula (29) with e1, e2, e1, e3 and discharging atoms op(e1, e2) = e3, op(e1, e2) = e1, yields:
% 58.27/23.84  																																																	| (455) e3 = e1
% 58.27/23.84  																																																	|
% 58.27/23.84  																																																	| Combining equations (676,455) yields a new equation:
% 58.27/23.84  																																																	| (431) e1 = e0
% 58.27/23.84  																																																	|
% 58.27/23.84  																																																	| Equations (431) can reduce 233 to:
% 58.27/23.84  																																																	| (266) $false
% 58.27/23.84  																																																	|
% 58.27/23.84  																																																	|-The branch is then unsatisfiable
% 58.27/23.84  																																																|-Branch two:
% 58.27/23.84  																																																| (707)  ~ (unit = e2)
% 58.27/23.84  																																																| (708) unit = e4 | unit = e3 | unit = e1 | unit = e0
% 58.27/23.84  																																																|
% 58.27/23.84  																																																	+-Applying beta-rule and splitting (708), into two cases.
% 58.27/23.84  																																																	|-Branch one:
% 58.27/23.84  																																																	| (709) unit = e4
% 58.27/23.84  																																																	|
% 58.27/23.84  																																																		| From (709) and (227) follows:
% 58.27/23.84  																																																		| (710) op(e4, e4) = e4
% 58.27/23.84  																																																		|
% 58.27/23.84  																																																		| From (709) and (40) follows:
% 58.27/23.84  																																																		| (711) op(e3, e4) = e3
% 58.27/23.84  																																																		|
% 58.27/23.84  																																																		| From (709) and (32) follows:
% 58.27/23.84  																																																		| (712) op(e2, e4) = e2
% 58.27/23.84  																																																		|
% 58.27/23.84  																																																		| From (709) and (42) follows:
% 58.27/23.84  																																																		| (713) op(e0, e4) = e0
% 58.27/23.84  																																																		|
% 58.27/23.84  																																																		| Instantiating formula (29) with e4, e4, e4, e1 and discharging atoms op(e4, e4) = e4, op(e4, e4) = e1, yields:
% 58.27/23.84  																																																		| (630) e4 = e1
% 58.27/23.84  																																																		|
% 58.27/23.84  																																																		| Instantiating formula (29) with e3, e4, e3, e2 and discharging atoms op(e3, e4) = e3, op(e3, e4) = e2, yields:
% 58.27/23.84  																																																		| (662) e3 = e2
% 58.27/23.84  																																																		|
% 58.27/23.84  																																																		| Instantiating formula (29) with e2, e4, e2, e4 and discharging atoms op(e2, e4) = e4, op(e2, e4) = e2, yields:
% 58.27/23.84  																																																		| (323) e4 = e2
% 58.27/23.84  																																																		|
% 58.27/23.84  																																																		| Instantiating formula (29) with e0, e4, e0, e3 and discharging atoms op(e0, e4) = e3, op(e0, e4) = e0, yields:
% 58.27/23.84  																																																		| (676) e3 = e0
% 58.27/23.84  																																																		|
% 58.27/23.84  																																																		| Combining equations (323,630) yields a new equation:
% 58.27/23.84  																																																		| (616) e2 = e1
% 58.27/23.84  																																																		|
% 58.27/23.84  																																																		| Simplifying 616 yields:
% 58.27/23.84  																																																		| (617) e2 = e1
% 58.27/23.84  																																																		|
% 58.27/23.84  																																																		| Combining equations (662,676) yields a new equation:
% 58.27/23.84  																																																		| (391) e2 = e0
% 58.27/23.84  																																																		|
% 58.27/23.84  																																																		| Simplifying 391 yields:
% 58.27/23.84  																																																		| (330) e2 = e0
% 58.27/23.84  																																																		|
% 58.27/23.84  																																																		| Combining equations (330,617) yields a new equation:
% 58.27/23.84  																																																		| (431) e1 = e0
% 58.27/23.84  																																																		|
% 58.27/23.84  																																																		| Equations (431) can reduce 233 to:
% 58.27/23.84  																																																		| (266) $false
% 58.27/23.84  																																																		|
% 58.27/23.84  																																																		|-The branch is then unsatisfiable
% 58.27/23.84  																																																	|-Branch two:
% 58.27/23.84  																																																	| (724)  ~ (unit = e4)
% 58.27/23.84  																																																	| (725) unit = e3 | unit = e1 | unit = e0
% 58.27/23.84  																																																	|
% 58.27/23.84  																																																		+-Applying beta-rule and splitting (725), into two cases.
% 58.27/23.84  																																																		|-Branch one:
% 58.27/23.84  																																																		| (726) unit = e0
% 58.27/23.84  																																																		|
% 58.27/23.84  																																																			| From (726) and (211) follows:
% 58.27/23.84  																																																			| (15180) op(e0, e1) = e1
% 58.27/23.84  																																																			|
% 58.27/23.84  																																																			| Instantiating formula (29) with e0, e1, e1, e2 and discharging atoms op(e0, e1) = e2, op(e0, e1) = e1, yields:
% 58.27/23.84  																																																			| (617) e2 = e1
% 58.27/23.84  																																																			|
% 58.27/23.84  																																																			| Equations (617) can reduce 122 to:
% 58.27/23.84  																																																			| (266) $false
% 58.27/23.84  																																																			|
% 58.27/23.84  																																																			|-The branch is then unsatisfiable
% 58.27/23.84  																																																		|-Branch two:
% 58.27/23.84  																																																		| (734)  ~ (unit = e0)
% 58.27/23.84  																																																		| (735) unit = e3 | unit = e1
% 58.27/23.84  																																																		|
% 58.27/23.84  																																																			+-Applying beta-rule and splitting (735), into two cases.
% 58.27/23.84  																																																			|-Branch one:
% 58.27/23.84  																																																			| (736) unit = e1
% 58.27/23.84  																																																			|
% 58.27/23.84  																																																				| Equations (736) can reduce 734 to:
% 58.27/23.84  																																																				| (233)  ~ (e1 = e0)
% 58.27/23.84  																																																				|
% 58.27/23.84  																																																				| From (736) and (15) follows:
% 58.27/23.84  																																																				| (515) op(e1, e2) = e2
% 58.27/23.84  																																																				|
% 58.27/23.84  																																																				| From (736) and (227) follows:
% 58.27/23.84  																																																				| (739) op(e4, e1) = e4
% 58.27/23.84  																																																				|
% 58.27/23.84  																																																				| From (736) and (28) follows:
% 58.27/23.84  																																																				| (740) op(e1, e1) = e1
% 58.27/23.84  																																																				|
% 58.27/23.84  																																																				| From (736) and (42) follows:
% 58.27/23.84  																																																				| (3221) op(e0, e1) = e0
% 58.27/23.84  																																																				|
% 58.27/23.84  																																																				| Instantiating formula (29) with e4, e1, e4, e3 and discharging atoms op(e4, e1) = e4, op(e4, e1) = e3, yields:
% 58.27/23.84  																																																				| (425) e4 = e3
% 58.27/23.84  																																																				|
% 58.27/23.84  																																																				| Instantiating formula (29) with e1, e2, e2, e3 and discharging atoms op(e1, e2) = e3, op(e1, e2) = e2, yields:
% 58.27/23.84  																																																				| (662) e3 = e2
% 58.27/23.84  																																																				|
% 58.27/23.84  																																																				| Instantiating formula (29) with e1, e1, e1, e4 and discharging atoms op(e1, e1) = e4, op(e1, e1) = e1, yields:
% 58.27/23.84  																																																				| (630) e4 = e1
% 58.27/23.84  																																																				|
% 58.27/23.84  																																																				| Instantiating formula (29) with e0, e1, e0, e2 and discharging atoms op(e0, e1) = e2, op(e0, e1) = e0, yields:
% 58.27/23.84  																																																				| (330) e2 = e0
% 58.27/23.84  																																																				|
% 58.27/23.84  																																																				| Combining equations (425,630) yields a new equation:
% 58.27/23.84  																																																				| (454) e3 = e1
% 58.27/23.84  																																																				|
% 58.27/23.84  																																																				| Simplifying 454 yields:
% 58.27/23.84  																																																				| (455) e3 = e1
% 58.27/23.84  																																																				|
% 58.27/23.84  																																																				| Combining equations (662,455) yields a new equation:
% 58.27/23.84  																																																				| (616) e2 = e1
% 58.27/23.84  																																																				|
% 58.27/23.84  																																																				| Simplifying 616 yields:
% 58.27/23.84  																																																				| (617) e2 = e1
% 58.27/23.84  																																																				|
% 58.27/23.84  																																																				| Combining equations (617,330) yields a new equation:
% 58.27/23.84  																																																				| (546) e1 = e0
% 58.27/23.84  																																																				|
% 58.27/23.84  																																																				| Simplifying 546 yields:
% 58.27/23.84  																																																				| (431) e1 = e0
% 58.27/23.84  																																																				|
% 58.27/23.84  																																																				| Equations (431) can reduce 233 to:
% 58.27/23.84  																																																				| (266) $false
% 58.27/23.84  																																																				|
% 58.27/23.84  																																																				|-The branch is then unsatisfiable
% 58.27/23.84  																																																			|-Branch two:
% 58.27/23.84  																																																			| (748)  ~ (unit = e1)
% 58.27/23.84  																																																			| (749) unit = e3
% 58.27/23.84  																																																			|
% 58.27/23.84  																																																				| From (749) and (244) follows:
% 58.27/23.84  																																																				| (750) op(e3, e4) = e4
% 58.27/23.84  																																																				|
% 58.27/23.84  																																																				| From (749) and (209) follows:
% 58.27/23.84  																																																				| (1667) op(e3, e0) = e0
% 58.27/23.84  																																																				|
% 58.27/23.84  																																																				| From (749) and (40) follows:
% 58.27/23.84  																																																				| (3715) op(e3, e3) = e3
% 58.27/23.84  																																																				|
% 58.27/23.84  																																																				| Instantiating formula (29) with e3, e4, e4, e2 and discharging atoms op(e3, e4) = e4, op(e3, e4) = e2, yields:
% 58.27/23.84  																																																				| (323) e4 = e2
% 58.27/23.84  																																																				|
% 58.27/23.84  																																																				| Instantiating formula (29) with e3, e3, e3, e4 and discharging atoms op(e3, e3) = e4, op(e3, e3) = e3, yields:
% 58.27/23.84  																																																				| (425) e4 = e3
% 58.27/23.84  																																																				|
% 58.27/23.84  																																																				| Instantiating formula (29) with e3, e0, e0, e3 and discharging atoms op(e3, e0) = e3, op(e3, e0) = e0, yields:
% 58.27/23.84  																																																				| (676) e3 = e0
% 58.27/23.84  																																																				|
% 58.27/23.84  																																																				| Combining equations (323,425) yields a new equation:
% 58.27/23.84  																																																				| (662) e3 = e2
% 58.27/23.84  																																																				|
% 58.27/23.84  																																																				| Combining equations (676,662) yields a new equation:
% 58.27/23.84  																																																				| (330) e2 = e0
% 58.27/23.84  																																																				|
% 58.27/23.84  																																																				| Equations (330) can reduce 128 to:
% 58.27/23.84  																																																				| (266) $false
% 58.27/23.85  																																																				|
% 58.27/23.85  																																																				|-The branch is then unsatisfiable
% 58.27/23.85  																																															|-Branch two:
% 58.27/23.85  																																															| (1377)  ~ (all_0_39_39 = e4)
% 58.27/23.85  																																															| (2115) all_0_42_42 = e4 | all_0_47_47 = e4 | all_0_51_51 = e4 | all_0_56_56 = e4
% 58.27/23.85  																																															|
% 58.27/23.85  																																																+-Applying beta-rule and splitting (320), into two cases.
% 58.27/23.85  																																																|-Branch one:
% 58.27/23.85  																																																| (471) all_0_39_39 = e4
% 58.27/23.85  																																																|
% 58.27/23.85  																																																	| Equations (471) can reduce 1377 to:
% 58.27/23.85  																																																	| (266) $false
% 58.27/23.85  																																																	|
% 58.27/23.85  																																																	|-The branch is then unsatisfiable
% 58.27/23.85  																																																|-Branch two:
% 58.27/23.85  																																																| (1377)  ~ (all_0_39_39 = e4)
% 58.27/23.85  																																																| (480) all_0_39_39 = e0
% 58.27/23.85  																																																|
% 58.27/23.85  																																																	| Equations (480) can reduce 484 to:
% 58.27/23.85  																																																	| (266) $false
% 58.27/23.85  																																																	|
% 58.27/23.85  																																																	|-The branch is then unsatisfiable
% 58.27/23.85  																																														|-Branch two:
% 58.27/23.85  																																														| (803)  ~ (all_0_55_55 = e0)
% 58.27/23.85  																																														| (863) all_0_56_56 = e0 | all_0_57_57 = e0 | all_0_58_58 = e0
% 58.27/23.85  																																														|
% 58.27/23.85  																																															+-Applying beta-rule and splitting (895), into two cases.
% 58.27/23.85  																																															|-Branch one:
% 58.27/23.85  																																															| (538) all_0_46_46 = e0
% 58.27/23.85  																																															|
% 58.27/23.85  																																																| Combining equations (538,1557) yields a new equation:
% 58.27/23.85  																																																| (676) e3 = e0
% 58.27/23.85  																																																|
% 58.27/23.85  																																																| Equations (676) can reduce 80 to:
% 58.27/23.85  																																																| (266) $false
% 58.27/23.85  																																																|
% 58.27/23.85  																																																|-The branch is then unsatisfiable
% 58.27/23.85  																																															|-Branch two:
% 58.27/23.85  																																															| (831)  ~ (all_0_46_46 = e0)
% 58.27/23.85  																																															| (858) all_0_55_55 = e0
% 58.27/23.85  																																															|
% 58.27/23.85  																																																| Equations (858) can reduce 803 to:
% 58.27/23.85  																																																| (266) $false
% 58.27/23.85  																																																|
% 58.27/23.85  																																																|-The branch is then unsatisfiable
% 58.27/23.85  																																											|-Branch two:
% 58.27/23.85  																																											| (358)  ~ (all_0_42_42 = e0)
% 58.27/23.85  																																											| (6766) all_0_43_43 = e0 | all_0_44_44 = e0
% 58.27/23.85  																																											|
% 58.27/23.85  																																												+-Applying beta-rule and splitting (104), into two cases.
% 58.27/23.85  																																												|-Branch one:
% 58.27/23.85  																																												| (480) all_0_39_39 = e0
% 58.27/23.85  																																												|
% 58.27/23.85  																																													| Equations (480) can reduce 176 to:
% 58.27/23.85  																																													| (1400)  ~ (all_0_40_40 = e0)
% 58.27/23.85  																																													|
% 58.27/23.85  																																													| Simplifying 1400 yields:
% 58.27/23.85  																																													| (1401)  ~ (all_0_40_40 = e0)
% 58.27/23.85  																																													|
% 58.27/23.85  																																													| Equations (480) can reduce 246 to:
% 58.27/23.85  																																													| (541)  ~ (e3 = e0)
% 58.27/23.85  																																													|
% 58.27/23.85  																																													| Simplifying 541 yields:
% 58.27/23.85  																																													| (80)  ~ (e3 = e0)
% 58.27/23.85  																																													|
% 58.27/23.85  																																													| Equations (480) can reduce 151 to:
% 58.27/23.85  																																													| (435)  ~ (e1 = e0)
% 58.27/23.85  																																													|
% 58.27/23.85  																																													| Simplifying 435 yields:
% 58.27/23.85  																																													| (233)  ~ (e1 = e0)
% 58.27/23.85  																																													|
% 58.27/23.85  																																													+-Applying beta-rule and splitting (75), into two cases.
% 58.27/23.85  																																													|-Branch one:
% 58.27/23.85  																																													| (485) all_0_40_40 = e0
% 58.27/23.85  																																													|
% 58.27/23.85  																																														| Equations (485) can reduce 1401 to:
% 58.27/23.85  																																														| (266) $false
% 58.27/23.85  																																														|
% 58.27/23.85  																																														|-The branch is then unsatisfiable
% 58.27/23.85  																																													|-Branch two:
% 58.27/23.85  																																													| (1401)  ~ (all_0_40_40 = e0)
% 58.27/23.85  																																													| (1748) all_0_44_44 = e0 | all_0_49_49 = e0 | all_0_58_58 = e0
% 58.27/23.85  																																													|
% 58.27/23.85  																																														+-Applying beta-rule and splitting (1748), into two cases.
% 58.27/23.85  																																														|-Branch one:
% 58.27/23.85  																																														| (1414) all_0_44_44 = e0
% 58.27/23.85  																																														|
% 58.27/23.85  																																															| Combining equations (532,1414) yields a new equation:
% 58.27/23.85  																																															| (675) e3 = e0
% 58.27/23.85  																																															|
% 58.27/23.85  																																															| Simplifying 675 yields:
% 58.27/23.85  																																															| (676) e3 = e0
% 58.27/23.85  																																															|
% 58.27/23.85  																																															| Equations (676) can reduce 80 to:
% 58.27/23.85  																																															| (266) $false
% 58.27/23.85  																																															|
% 58.27/23.85  																																															|-The branch is then unsatisfiable
% 58.27/23.85  																																														|-Branch two:
% 58.27/23.85  																																														| (360)  ~ (all_0_44_44 = e0)
% 58.27/23.85  																																														| (1760) all_0_49_49 = e0 | all_0_58_58 = e0
% 58.27/23.85  																																														|
% 58.27/23.85  																																															+-Applying beta-rule and splitting (1760), into two cases.
% 58.27/23.85  																																															|-Branch one:
% 58.27/23.85  																																															| (978) all_0_49_49 = e0
% 58.27/23.85  																																															|
% 58.27/23.85  																																																| Combining equations (978,671) yields a new equation:
% 58.27/23.85  																																																| (431) e1 = e0
% 58.27/23.85  																																																|
% 58.27/23.85  																																																| Equations (431) can reduce 233 to:
% 58.27/23.85  																																																| (266) $false
% 58.27/23.85  																																																|
% 58.27/23.85  																																																|-The branch is then unsatisfiable
% 58.27/23.85  																																															|-Branch two:
% 58.27/23.85  																																															| (487)  ~ (all_0_49_49 = e0)
% 58.27/23.85  																																															| (914) all_0_58_58 = e0
% 58.27/23.85  																																															|
% 58.27/23.85  																																																| Equations (914) can reduce 276 to:
% 58.27/23.85  																																																| (541)  ~ (e3 = e0)
% 58.27/23.85  																																																|
% 58.27/23.85  																																																| Simplifying 541 yields:
% 58.27/23.85  																																																| (80)  ~ (e3 = e0)
% 58.27/23.85  																																																|
% 58.27/23.85  																																																| Equations (914) can reduce 880 to:
% 58.27/23.85  																																																| (435)  ~ (e1 = e0)
% 58.27/23.85  																																																|
% 58.27/23.85  																																																| Simplifying 435 yields:
% 58.27/23.85  																																																| (233)  ~ (e1 = e0)
% 58.27/23.85  																																																|
% 58.27/23.85  																																																+-Applying beta-rule and splitting (6766), into two cases.
% 58.27/23.85  																																																|-Branch one:
% 58.27/23.85  																																																| (356) all_0_43_43 = e0
% 58.27/23.85  																																																|
% 58.27/23.85  																																																	| Combining equations (430,356) yields a new equation:
% 58.27/23.85  																																																	| (546) e1 = e0
% 58.27/23.85  																																																	|
% 58.27/23.85  																																																	| Simplifying 546 yields:
% 58.27/23.85  																																																	| (431) e1 = e0
% 58.27/23.85  																																																	|
% 58.27/23.85  																																																	| Equations (431) can reduce 233 to:
% 58.27/23.85  																																																	| (266) $false
% 58.27/23.85  																																																	|
% 58.27/23.85  																																																	|-The branch is then unsatisfiable
% 58.27/23.85  																																																|-Branch two:
% 58.27/23.85  																																																| (5470)  ~ (all_0_43_43 = e0)
% 58.27/23.85  																																																| (1414) all_0_44_44 = e0
% 58.27/23.85  																																																|
% 58.27/23.85  																																																	| Combining equations (532,1414) yields a new equation:
% 58.27/23.85  																																																	| (675) e3 = e0
% 58.27/23.85  																																																	|
% 58.27/23.85  																																																	| Simplifying 675 yields:
% 58.27/23.85  																																																	| (676) e3 = e0
% 58.27/23.85  																																																	|
% 58.27/23.85  																																																	| Equations (676) can reduce 80 to:
% 58.27/23.85  																																																	| (266) $false
% 58.27/23.85  																																																	|
% 58.27/23.85  																																																	|-The branch is then unsatisfiable
% 58.27/23.85  																																												|-Branch two:
% 58.27/23.85  																																												| (484)  ~ (all_0_39_39 = e0)
% 58.27/23.85  																																												| (558) all_0_42_42 = e0 | all_0_47_47 = e0 | all_0_56_56 = e0
% 58.27/23.85  																																												|
% 58.27/23.85  																																													+-Applying beta-rule and splitting (333), into two cases.
% 58.27/23.85  																																													|-Branch one:
% 58.27/23.85  																																													| (480) all_0_39_39 = e0
% 58.27/23.85  																																													|
% 58.27/23.85  																																														| Equations (480) can reduce 484 to:
% 58.27/23.85  																																														| (266) $false
% 58.27/23.85  																																														|
% 58.27/23.85  																																														|-The branch is then unsatisfiable
% 58.27/23.85  																																													|-Branch two:
% 58.27/23.85  																																													| (484)  ~ (all_0_39_39 = e0)
% 58.27/23.85  																																													| (485) all_0_40_40 = e0
% 58.27/23.85  																																													|
% 58.27/23.85  																																														| Equations (485) can reduce 2 to:
% 58.27/23.85  																																														| (541)  ~ (e3 = e0)
% 58.27/23.85  																																														|
% 58.27/23.85  																																														| Simplifying 541 yields:
% 58.27/23.85  																																														| (80)  ~ (e3 = e0)
% 58.27/23.85  																																														|
% 58.27/23.85  																																														| Equations (485) can reduce 132 to:
% 58.27/23.85  																																														| (435)  ~ (e1 = e0)
% 58.27/23.85  																																														|
% 58.27/23.85  																																														| Simplifying 435 yields:
% 58.27/23.85  																																														| (233)  ~ (e1 = e0)
% 58.27/23.85  																																														|
% 58.27/23.85  																																														+-Applying beta-rule and splitting (6766), into two cases.
% 58.27/23.85  																																														|-Branch one:
% 58.27/23.85  																																														| (356) all_0_43_43 = e0
% 58.27/23.85  																																														|
% 58.27/23.85  																																															| Combining equations (430,356) yields a new equation:
% 58.27/23.85  																																															| (546) e1 = e0
% 58.27/23.85  																																															|
% 58.27/23.85  																																															| Simplifying 546 yields:
% 58.27/23.85  																																															| (431) e1 = e0
% 58.27/23.85  																																															|
% 58.27/23.85  																																															| Equations (431) can reduce 233 to:
% 58.27/23.85  																																															| (266) $false
% 58.27/23.85  																																															|
% 58.27/23.85  																																															|-The branch is then unsatisfiable
% 58.27/23.85  																																														|-Branch two:
% 58.27/23.85  																																														| (5470)  ~ (all_0_43_43 = e0)
% 58.27/23.85  																																														| (1414) all_0_44_44 = e0
% 58.27/23.85  																																														|
% 58.27/23.85  																																															| Combining equations (532,1414) yields a new equation:
% 58.27/23.85  																																															| (675) e3 = e0
% 58.27/23.85  																																															|
% 58.27/23.85  																																															| Simplifying 675 yields:
% 58.27/23.85  																																															| (676) e3 = e0
% 58.27/23.85  																																															|
% 58.27/23.85  																																															| Equations (676) can reduce 80 to:
% 58.27/23.85  																																															| (266) $false
% 58.27/23.85  																																															|
% 58.27/23.85  																																															|-The branch is then unsatisfiable
% 58.27/23.85  																																								|-Branch two:
% 58.27/23.85  																																								| (440)  ~ (all_0_41_41 = e4)
% 58.27/23.85  																																								| (4049) all_0_41_41 = e3 | all_0_41_41 = e1 | all_0_41_41 = e0
% 58.27/23.85  																																								|
% 58.27/23.85  																																									+-Applying beta-rule and splitting (64), into two cases.
% 58.27/23.85  																																									|-Branch one:
% 58.27/23.85  																																									| (437) all_0_41_41 = e4
% 58.27/23.85  																																									|
% 58.27/23.85  																																										| Equations (437) can reduce 440 to:
% 58.27/23.85  																																										| (266) $false
% 58.27/23.85  																																										|
% 58.27/23.85  																																										|-The branch is then unsatisfiable
% 58.27/23.85  																																									|-Branch two:
% 58.27/23.85  																																									| (440)  ~ (all_0_41_41 = e4)
% 58.27/23.85  																																									| (441) all_0_42_42 = e4 | all_0_43_43 = e4 | all_0_44_44 = e4
% 58.27/23.85  																																									|
% 58.27/23.85  																																										+-Applying beta-rule and splitting (4049), into two cases.
% 58.27/23.85  																																										|-Branch one:
% 58.27/23.85  																																										| (794) all_0_41_41 = e0
% 58.27/23.85  																																										|
% 58.27/23.85  																																											| Equations (794) can reduce 191 to:
% 58.27/23.85  																																											| (4444)  ~ (all_0_55_55 = e0)
% 58.27/23.85  																																											|
% 58.27/23.85  																																											| Simplifying 4444 yields:
% 58.27/23.85  																																											| (803)  ~ (all_0_55_55 = e0)
% 58.27/23.85  																																											|
% 58.27/23.85  																																											| Equations (794) can reduce 440 to:
% 58.27/23.85  																																											| (401)  ~ (e4 = e0)
% 58.27/23.85  																																											|
% 58.27/23.85  																																											| Simplifying 401 yields:
% 58.27/23.85  																																											| (49)  ~ (e4 = e0)
% 58.27/23.85  																																											|
% 58.27/23.85  																																											+-Applying beta-rule and splitting (104), into two cases.
% 58.27/23.85  																																											|-Branch one:
% 58.27/23.85  																																											| (480) all_0_39_39 = e0
% 58.27/23.85  																																											|
% 58.27/23.85  																																												| Equations (480) can reduce 176 to:
% 58.27/23.85  																																												| (1400)  ~ (all_0_40_40 = e0)
% 58.27/23.85  																																												|
% 58.27/23.85  																																												| Simplifying 1400 yields:
% 58.27/23.85  																																												| (1401)  ~ (all_0_40_40 = e0)
% 58.27/23.85  																																												|
% 58.27/23.85  																																												| Equations (480) can reduce 294 to:
% 58.27/23.85  																																												| (365)  ~ (e2 = e0)
% 58.27/23.85  																																												|
% 58.27/23.85  																																												| Simplifying 365 yields:
% 58.27/23.85  																																												| (128)  ~ (e2 = e0)
% 58.27/23.85  																																												|
% 58.27/23.85  																																												| Equations (480) can reduce 151 to:
% 58.27/23.85  																																												| (435)  ~ (e1 = e0)
% 58.27/23.85  																																												|
% 58.27/23.85  																																												| Simplifying 435 yields:
% 58.27/23.85  																																												| (233)  ~ (e1 = e0)
% 58.27/23.85  																																												|
% 58.27/23.85  																																												| From (480) and (182) follows:
% 58.27/23.85  																																												| (1412) op(e0, e4) = all_0_2_2
% 58.27/23.85  																																												|
% 58.27/23.85  																																												| From (480) and (14) follows:
% 58.27/23.85  																																												| (4090) op(e4, e2) = e0
% 58.27/23.85  																																												|
% 58.27/23.85  																																												+-Applying beta-rule and splitting (75), into two cases.
% 58.27/23.85  																																												|-Branch one:
% 58.27/23.85  																																												| (485) all_0_40_40 = e0
% 58.27/23.85  																																												|
% 58.27/23.85  																																													| Equations (485) can reduce 1401 to:
% 58.27/23.85  																																													| (266) $false
% 58.27/23.85  																																													|
% 58.27/23.85  																																													|-The branch is then unsatisfiable
% 58.27/23.85  																																												|-Branch two:
% 58.27/23.85  																																												| (1401)  ~ (all_0_40_40 = e0)
% 58.27/23.85  																																												| (1748) all_0_44_44 = e0 | all_0_49_49 = e0 | all_0_58_58 = e0
% 58.27/23.85  																																												|
% 58.27/23.85  																																													+-Applying beta-rule and splitting (152), into two cases.
% 58.27/23.85  																																													|-Branch one:
% 58.27/23.85  																																													| (1392) all_0_42_42 = e4
% 58.27/23.85  																																													|
% 58.27/23.85  																																														| From (1392) and (225) follows:
% 58.27/23.85  																																														| (4073) op(e4, e2) = all_0_8_8
% 58.27/23.85  																																														|
% 58.27/23.85  																																														| From (1392) and (210) follows:
% 58.27/23.85  																																														| (4074) op(e3, e2) = e4
% 58.27/23.85  																																														|
% 58.27/23.85  																																														+-Applying beta-rule and splitting (125), into two cases.
% 58.27/23.85  																																														|-Branch one:
% 58.27/23.85  																																														| (858) all_0_55_55 = e0
% 58.27/23.85  																																														|
% 58.27/23.85  																																															| Equations (858) can reduce 803 to:
% 58.27/23.85  																																															| (266) $false
% 58.27/23.85  																																															|
% 58.27/23.85  																																															|-The branch is then unsatisfiable
% 58.27/23.85  																																														|-Branch two:
% 58.27/23.85  																																														| (803)  ~ (all_0_55_55 = e0)
% 58.27/23.85  																																														| (863) all_0_56_56 = e0 | all_0_57_57 = e0 | all_0_58_58 = e0
% 58.27/23.85  																																														|
% 58.27/23.85  																																															+-Applying beta-rule and splitting (316), into two cases.
% 58.27/23.85  																																															|-Branch one:
% 58.27/23.85  																																															| (1378) all_0_40_40 = e4
% 58.27/23.85  																																															|
% 58.27/23.85  																																																| From (1378) and (34) follows:
% 58.27/23.85  																																																| (1455) op(e4, e4) = all_0_4_4
% 58.27/23.85  																																																|
% 58.27/23.85  																																																+-Applying beta-rule and splitting (108), into two cases.
% 58.27/23.85  																																																|-Branch one:
% 58.27/23.85  																																																| (624) all_0_58_58 = e2
% 58.27/23.85  																																																|
% 58.27/23.85  																																																	| Equations (624) can reduce 908 to:
% 58.27/23.85  																																																	| (266) $false
% 58.27/23.85  																																																	|
% 58.27/23.85  																																																	|-The branch is then unsatisfiable
% 58.27/23.85  																																																|-Branch two:
% 58.27/23.85  																																																| (908)  ~ (all_0_58_58 = e2)
% 58.27/23.85  																																																| (909) all_0_58_58 = e4 | all_0_58_58 = e3 | all_0_58_58 = e1 | all_0_58_58 = e0
% 58.27/23.85  																																																|
% 58.27/23.85  																																																	+-Applying beta-rule and splitting (863), into two cases.
% 58.27/23.85  																																																	|-Branch one:
% 58.27/23.85  																																																	| (679) all_0_56_56 = e0
% 58.27/23.85  																																																	|
% 58.27/23.85  																																																		| Combining equations (1569,679) yields a new equation:
% 58.27/23.85  																																																		| (546) e1 = e0
% 58.27/23.85  																																																		|
% 58.27/23.85  																																																		| Simplifying 546 yields:
% 58.27/23.85  																																																		| (431) e1 = e0
% 58.27/23.85  																																																		|
% 58.27/23.85  																																																		| Equations (431) can reduce 233 to:
% 58.27/23.85  																																																		| (266) $false
% 58.27/23.85  																																																		|
% 58.27/23.85  																																																		|-The branch is then unsatisfiable
% 58.27/23.85  																																																	|-Branch two:
% 58.27/23.85  																																																	| (828)  ~ (all_0_56_56 = e0)
% 58.27/23.85  																																																	| (924) all_0_57_57 = e0 | all_0_58_58 = e0
% 58.27/23.85  																																																	|
% 58.27/23.85  																																																		+-Applying beta-rule and splitting (924), into two cases.
% 58.27/23.85  																																																		|-Branch one:
% 58.27/23.85  																																																		| (875) all_0_57_57 = e0
% 58.27/23.85  																																																		|
% 58.27/23.85  																																																			| Combining equations (875,442) yields a new equation:
% 58.27/23.85  																																																			| (330) e2 = e0
% 58.27/23.85  																																																			|
% 58.27/23.85  																																																			| Equations (330) can reduce 128 to:
% 58.27/23.85  																																																			| (266) $false
% 58.27/23.85  																																																			|
% 58.27/23.85  																																																			|-The branch is then unsatisfiable
% 58.27/23.85  																																																		|-Branch two:
% 58.27/23.85  																																																		| (364)  ~ (all_0_57_57 = e0)
% 58.27/23.85  																																																		| (914) all_0_58_58 = e0
% 58.27/23.85  																																																		|
% 58.27/23.85  																																																			| Equations (914) can reduce 908 to:
% 58.27/23.85  																																																			| (365)  ~ (e2 = e0)
% 58.27/23.85  																																																			|
% 58.27/23.85  																																																			| Simplifying 365 yields:
% 58.27/23.85  																																																			| (128)  ~ (e2 = e0)
% 58.27/23.85  																																																			|
% 58.27/23.85  																																																			| Equations (914) can reduce 880 to:
% 58.27/23.85  																																																			| (435)  ~ (e1 = e0)
% 58.27/23.85  																																																			|
% 58.27/23.85  																																																			| Simplifying 435 yields:
% 58.27/23.85  																																																			| (233)  ~ (e1 = e0)
% 58.27/23.85  																																																			|
% 58.27/23.85  																																																			| Instantiating formula (29) with e4, e4, all_0_4_4, e1 and discharging atoms op(e4, e4) = all_0_4_4, op(e4, e4) = e1, yields:
% 58.27/23.85  																																																			| (1587) all_0_4_4 = e1
% 58.27/23.85  																																																			|
% 58.27/23.85  																																																			| Instantiating formula (29) with e4, e2, e0, all_0_8_8 and discharging atoms op(e4, e2) = all_0_8_8, op(e4, e2) = e0, yields:
% 58.27/23.85  																																																			| (4262) all_0_8_8 = e0
% 58.27/23.85  																																																			|
% 58.27/23.85  																																																			| Instantiating formula (29) with e0, e4, all_0_2_2, e3 and discharging atoms op(e0, e4) = all_0_2_2, op(e0, e4) = e3, yields:
% 58.27/23.85  																																																			| (1595) all_0_2_2 = e3
% 58.27/23.85  																																																			|
% 58.27/23.85  																																																			| From (1587) and (1455) follows:
% 58.27/23.85  																																																			| (41) op(e4, e4) = e1
% 58.27/23.85  																																																			|
% 58.27/23.85  																																																			| From (4262) and (4073) follows:
% 58.27/23.85  																																																			| (4090) op(e4, e2) = e0
% 58.27/23.85  																																																			|
% 58.27/23.85  																																																			| From (1595) and (1412) follows:
% 58.27/23.85  																																																			| (283) op(e0, e4) = e3
% 58.27/23.85  																																																			|
% 58.27/23.85  																																																			+-Applying beta-rule and splitting (56), into two cases.
% 58.27/23.85  																																																			|-Branch one:
% 58.27/23.85  																																																			| (696) unit = e2
% 58.27/23.85  																																																			|
% 58.27/23.85  																																																				| From (696) and (227) follows:
% 58.27/23.85  																																																				| (4284) op(e4, e2) = e4
% 58.27/23.85  																																																				|
% 58.27/23.85  																																																				| From (696) and (40) follows:
% 58.27/23.85  																																																				| (4285) op(e3, e2) = e3
% 58.27/23.85  																																																				|
% 58.27/23.85  																																																				| From (696) and (28) follows:
% 58.27/23.85  																																																				| (699) op(e1, e2) = e1
% 58.27/23.85  																																																				|
% 58.27/23.85  																																																				| Instantiating formula (29) with e4, e2, e4, e0 and discharging atoms op(e4, e2) = e4, op(e4, e2) = e0, yields:
% 58.27/23.85  																																																				| (397) e4 = e0
% 58.27/23.85  																																																				|
% 58.27/23.85  																																																				| Instantiating formula (29) with e3, e2, e3, e4 and discharging atoms op(e3, e2) = e4, op(e3, e2) = e3, yields:
% 58.27/23.85  																																																				| (425) e4 = e3
% 58.27/23.85  																																																				|
% 58.27/23.85  																																																				| Instantiating formula (29) with e1, e2, e1, e3 and discharging atoms op(e1, e2) = e3, op(e1, e2) = e1, yields:
% 58.27/23.85  																																																				| (455) e3 = e1
% 58.27/23.85  																																																				|
% 58.27/23.85  																																																				| Combining equations (397,425) yields a new equation:
% 58.27/23.85  																																																				| (676) e3 = e0
% 58.27/23.85  																																																				|
% 58.27/23.85  																																																				| Combining equations (676,455) yields a new equation:
% 58.27/23.85  																																																				| (431) e1 = e0
% 58.27/23.85  																																																				|
% 58.27/23.85  																																																				| Equations (431) can reduce 233 to:
% 58.27/23.85  																																																				| (266) $false
% 58.27/23.85  																																																				|
% 58.27/23.85  																																																				|-The branch is then unsatisfiable
% 58.27/23.85  																																																			|-Branch two:
% 58.27/23.85  																																																			| (707)  ~ (unit = e2)
% 58.27/23.85  																																																			| (708) unit = e4 | unit = e3 | unit = e1 | unit = e0
% 58.27/23.85  																																																			|
% 58.27/23.85  																																																				+-Applying beta-rule and splitting (708), into two cases.
% 58.27/23.85  																																																				|-Branch one:
% 58.27/23.85  																																																				| (709) unit = e4
% 58.27/23.85  																																																				|
% 58.27/23.85  																																																					| From (709) and (227) follows:
% 58.27/23.85  																																																					| (710) op(e4, e4) = e4
% 58.27/23.85  																																																					|
% 58.27/23.85  																																																					| From (709) and (40) follows:
% 58.27/23.85  																																																					| (711) op(e3, e4) = e3
% 58.27/23.85  																																																					|
% 58.27/23.85  																																																					| From (709) and (32) follows:
% 58.27/23.85  																																																					| (712) op(e2, e4) = e2
% 58.27/23.85  																																																					|
% 58.27/23.85  																																																					| From (709) and (42) follows:
% 58.27/23.85  																																																					| (713) op(e0, e4) = e0
% 58.27/23.85  																																																					|
% 58.27/23.85  																																																					| Instantiating formula (29) with e4, e4, e4, e1 and discharging atoms op(e4, e4) = e4, op(e4, e4) = e1, yields:
% 58.27/23.85  																																																					| (630) e4 = e1
% 58.27/23.85  																																																					|
% 58.27/23.85  																																																					| Instantiating formula (29) with e3, e4, e3, e2 and discharging atoms op(e3, e4) = e3, op(e3, e4) = e2, yields:
% 58.27/23.85  																																																					| (662) e3 = e2
% 58.27/23.85  																																																					|
% 58.27/23.85  																																																					| Instantiating formula (29) with e2, e4, e2, e4 and discharging atoms op(e2, e4) = e4, op(e2, e4) = e2, yields:
% 58.27/23.85  																																																					| (323) e4 = e2
% 58.27/23.85  																																																					|
% 58.27/23.85  																																																					| Instantiating formula (29) with e0, e4, e0, e3 and discharging atoms op(e0, e4) = e3, op(e0, e4) = e0, yields:
% 58.27/23.85  																																																					| (676) e3 = e0
% 58.27/23.85  																																																					|
% 58.27/23.85  																																																					| Combining equations (630,323) yields a new equation:
% 58.27/23.85  																																																					| (617) e2 = e1
% 58.27/23.85  																																																					|
% 58.27/23.85  																																																					| Combining equations (662,676) yields a new equation:
% 58.27/23.85  																																																					| (391) e2 = e0
% 58.27/23.85  																																																					|
% 58.27/23.85  																																																					| Simplifying 391 yields:
% 58.27/23.85  																																																					| (330) e2 = e0
% 58.27/23.85  																																																					|
% 58.27/23.85  																																																					| Combining equations (617,330) yields a new equation:
% 58.27/23.85  																																																					| (546) e1 = e0
% 58.27/23.85  																																																					|
% 58.27/23.85  																																																					| Simplifying 546 yields:
% 58.27/23.85  																																																					| (431) e1 = e0
% 58.27/23.85  																																																					|
% 58.27/23.85  																																																					| Equations (431) can reduce 233 to:
% 58.27/23.85  																																																					| (266) $false
% 58.27/23.85  																																																					|
% 58.27/23.85  																																																					|-The branch is then unsatisfiable
% 58.27/23.85  																																																				|-Branch two:
% 58.27/23.85  																																																				| (724)  ~ (unit = e4)
% 58.27/23.85  																																																				| (725) unit = e3 | unit = e1 | unit = e0
% 58.27/23.85  																																																				|
% 58.27/23.85  																																																					+-Applying beta-rule and splitting (725), into two cases.
% 58.27/23.85  																																																					|-Branch one:
% 58.27/23.85  																																																					| (726) unit = e0
% 58.27/23.85  																																																					|
% 58.27/23.85  																																																						| From (726) and (211) follows:
% 58.27/23.85  																																																						| (15180) op(e0, e1) = e1
% 58.27/23.85  																																																						|
% 58.27/23.85  																																																						| Instantiating formula (29) with e0, e1, e1, e2 and discharging atoms op(e0, e1) = e2, op(e0, e1) = e1, yields:
% 58.27/23.85  																																																						| (617) e2 = e1
% 58.27/23.85  																																																						|
% 58.27/23.85  																																																						| Equations (617) can reduce 122 to:
% 58.27/23.85  																																																						| (266) $false
% 58.27/23.85  																																																						|
% 58.27/23.85  																																																						|-The branch is then unsatisfiable
% 58.27/23.85  																																																					|-Branch two:
% 58.27/23.85  																																																					| (734)  ~ (unit = e0)
% 58.27/23.85  																																																					| (735) unit = e3 | unit = e1
% 58.27/23.85  																																																					|
% 58.27/23.85  																																																						+-Applying beta-rule and splitting (735), into two cases.
% 58.27/23.85  																																																						|-Branch one:
% 58.27/23.85  																																																						| (736) unit = e1
% 58.27/23.85  																																																						|
% 58.27/23.85  																																																							| Equations (736) can reduce 734 to:
% 58.27/23.85  																																																							| (233)  ~ (e1 = e0)
% 58.27/23.85  																																																							|
% 58.27/23.85  																																																							| From (736) and (15) follows:
% 58.27/23.85  																																																							| (515) op(e1, e2) = e2
% 58.27/23.85  																																																							|
% 58.27/23.85  																																																							| From (736) and (227) follows:
% 58.27/23.85  																																																							| (739) op(e4, e1) = e4
% 58.27/23.85  																																																							|
% 58.27/23.85  																																																							| From (736) and (28) follows:
% 58.27/23.86  																																																							| (740) op(e1, e1) = e1
% 58.27/23.86  																																																							|
% 58.27/23.86  																																																							| From (736) and (42) follows:
% 58.27/23.86  																																																							| (3221) op(e0, e1) = e0
% 58.27/23.86  																																																							|
% 58.27/23.86  																																																							| Instantiating formula (29) with e4, e1, e4, e3 and discharging atoms op(e4, e1) = e4, op(e4, e1) = e3, yields:
% 58.27/23.86  																																																							| (425) e4 = e3
% 58.27/23.86  																																																							|
% 58.27/23.86  																																																							| Instantiating formula (29) with e1, e2, e2, e3 and discharging atoms op(e1, e2) = e3, op(e1, e2) = e2, yields:
% 58.27/23.86  																																																							| (662) e3 = e2
% 58.27/23.86  																																																							|
% 58.27/23.86  																																																							| Instantiating formula (29) with e1, e1, e1, e4 and discharging atoms op(e1, e1) = e4, op(e1, e1) = e1, yields:
% 58.27/23.86  																																																							| (630) e4 = e1
% 58.27/23.86  																																																							|
% 58.27/23.86  																																																							| Instantiating formula (29) with e0, e1, e0, e2 and discharging atoms op(e0, e1) = e2, op(e0, e1) = e0, yields:
% 58.27/23.86  																																																							| (330) e2 = e0
% 58.27/23.86  																																																							|
% 58.27/23.86  																																																							| Combining equations (425,630) yields a new equation:
% 58.27/23.86  																																																							| (454) e3 = e1
% 58.27/23.86  																																																							|
% 58.27/23.86  																																																							| Simplifying 454 yields:
% 58.27/23.86  																																																							| (455) e3 = e1
% 58.27/23.86  																																																							|
% 58.27/23.86  																																																							| Combining equations (662,455) yields a new equation:
% 58.27/23.86  																																																							| (616) e2 = e1
% 58.27/23.86  																																																							|
% 58.27/23.86  																																																							| Simplifying 616 yields:
% 58.27/23.86  																																																							| (617) e2 = e1
% 58.27/23.86  																																																							|
% 58.27/23.86  																																																							| Combining equations (617,330) yields a new equation:
% 58.27/23.86  																																																							| (546) e1 = e0
% 58.27/23.86  																																																							|
% 58.27/23.86  																																																							| Simplifying 546 yields:
% 58.27/23.86  																																																							| (431) e1 = e0
% 58.27/23.86  																																																							|
% 58.27/23.86  																																																							| Equations (431) can reduce 233 to:
% 58.27/23.86  																																																							| (266) $false
% 58.27/23.86  																																																							|
% 58.27/23.86  																																																							|-The branch is then unsatisfiable
% 58.27/23.86  																																																						|-Branch two:
% 58.27/23.86  																																																						| (748)  ~ (unit = e1)
% 58.27/23.86  																																																						| (749) unit = e3
% 58.27/23.86  																																																						|
% 58.27/23.86  																																																							| From (749) and (209) follows:
% 58.27/23.86  																																																							| (1667) op(e3, e0) = e0
% 58.27/23.86  																																																							|
% 58.27/23.86  																																																							| From (749) and (32) follows:
% 58.27/23.86  																																																							| (5793) op(e2, e3) = e2
% 58.27/23.86  																																																							|
% 58.27/23.86  																																																							| Instantiating formula (29) with e3, e0, e0, e3 and discharging atoms op(e3, e0) = e3, op(e3, e0) = e0, yields:
% 58.27/23.86  																																																							| (676) e3 = e0
% 58.27/23.86  																																																							|
% 58.27/23.86  																																																							| Instantiating formula (29) with e2, e3, e2, e3 and discharging atoms op(e2, e3) = e3, op(e2, e3) = e2, yields:
% 58.27/23.86  																																																							| (662) e3 = e2
% 58.27/23.86  																																																							|
% 58.27/23.86  																																																							| Combining equations (676,662) yields a new equation:
% 58.27/23.86  																																																							| (330) e2 = e0
% 58.27/23.86  																																																							|
% 58.27/23.86  																																																							| Equations (330) can reduce 128 to:
% 58.27/23.86  																																																							| (266) $false
% 58.27/23.86  																																																							|
% 58.27/23.86  																																																							|-The branch is then unsatisfiable
% 58.27/23.86  																																															|-Branch two:
% 58.27/23.86  																																															| (447)  ~ (all_0_40_40 = e4)
% 58.27/23.86  																																															| (485) all_0_40_40 = e0
% 58.27/23.86  																																															|
% 58.27/23.86  																																																| Equations (485) can reduce 1401 to:
% 58.27/23.86  																																																| (266) $false
% 58.27/23.86  																																																|
% 58.27/23.86  																																																|-The branch is then unsatisfiable
% 58.27/23.86  																																													|-Branch two:
% 58.27/23.86  																																													| (1890)  ~ (all_0_42_42 = e4)
% 58.27/23.86  																																													| (1969) all_0_42_42 = e3 | all_0_42_42 = e1 | all_0_42_42 = e0
% 58.27/23.86  																																													|
% 58.27/23.86  																																														+-Applying beta-rule and splitting (62), into two cases.
% 58.27/23.86  																																														|-Branch one:
% 58.27/23.86  																																														| (321) all_0_38_38 = e4
% 58.27/23.86  																																														|
% 58.27/23.86  																																															| Combining equations (321,292) yields a new equation:
% 58.27/23.86  																																															| (322) e4 = e2
% 58.27/23.86  																																															|
% 58.27/23.86  																																															| Simplifying 322 yields:
% 58.27/23.86  																																															| (323) e4 = e2
% 58.27/23.86  																																															|
% 58.27/23.86  																																															| Equations (323) can reduce 48 to:
% 58.27/23.86  																																															| (266) $false
% 58.27/23.86  																																															|
% 58.27/23.86  																																															|-The branch is then unsatisfiable
% 58.27/23.86  																																														|-Branch two:
% 58.27/23.86  																																														| (325)  ~ (all_0_38_38 = e4)
% 58.27/23.86  																																														| (582) all_0_41_41 = e4 | all_0_46_46 = e4 | all_0_50_50 = e4 | all_0_55_55 = e4
% 58.27/23.86  																																														|
% 58.27/23.86  																																															| Equations (292) can reduce 325 to:
% 58.27/23.86  																																															| (327)  ~ (e4 = e2)
% 58.27/23.86  																																															|
% 58.27/23.86  																																															| Simplifying 327 yields:
% 58.27/23.86  																																															| (48)  ~ (e4 = e2)
% 58.27/23.86  																																															|
% 58.27/23.86  																																															+-Applying beta-rule and splitting (164), into two cases.
% 58.27/23.86  																																															|-Branch one:
% 58.27/23.86  																																															| (471) all_0_39_39 = e4
% 58.27/23.86  																																															|
% 58.27/23.86  																																																| Combining equations (480,471) yields a new equation:
% 58.27/23.86  																																																| (397) e4 = e0
% 58.27/23.86  																																																|
% 58.27/23.86  																																																| Equations (397) can reduce 49 to:
% 58.27/23.86  																																																| (266) $false
% 58.27/23.86  																																																|
% 58.27/23.86  																																																|-The branch is then unsatisfiable
% 58.27/23.86  																																															|-Branch two:
% 58.27/23.86  																																															| (1377)  ~ (all_0_39_39 = e4)
% 58.27/23.86  																																															| (2115) all_0_42_42 = e4 | all_0_47_47 = e4 | all_0_51_51 = e4 | all_0_56_56 = e4
% 58.27/23.86  																																															|
% 58.27/23.86  																																																+-Applying beta-rule and splitting (2115), into two cases.
% 58.27/23.86  																																																|-Branch one:
% 58.27/23.86  																																																| (1392) all_0_42_42 = e4
% 58.27/23.86  																																																|
% 58.27/23.86  																																																	| Equations (1392) can reduce 1890 to:
% 58.27/23.86  																																																	| (266) $false
% 58.27/23.86  																																																	|
% 58.27/23.86  																																																	|-The branch is then unsatisfiable
% 58.27/23.86  																																																|-Branch two:
% 58.27/23.86  																																																| (1890)  ~ (all_0_42_42 = e4)
% 58.27/23.86  																																																| (2246) all_0_47_47 = e4 | all_0_51_51 = e4 | all_0_56_56 = e4
% 58.27/23.86  																																																|
% 58.27/23.86  																																																	+-Applying beta-rule and splitting (2246), into two cases.
% 58.27/23.86  																																																	|-Branch one:
% 58.27/23.86  																																																	| (1790) all_0_47_47 = e4
% 58.27/23.86  																																																	|
% 58.27/23.86  																																																		| Combining equations (1105,1790) yields a new equation:
% 58.27/23.86  																																																		| (323) e4 = e2
% 58.27/23.86  																																																		|
% 58.27/23.86  																																																		| Equations (323) can reduce 48 to:
% 58.27/23.86  																																																		| (266) $false
% 58.27/23.86  																																																		|
% 58.27/23.86  																																																		|-The branch is then unsatisfiable
% 58.27/23.86  																																																	|-Branch two:
% 58.27/23.86  																																																	| (252)  ~ (all_0_47_47 = e4)
% 58.27/23.86  																																																	| (6548) all_0_51_51 = e4 | all_0_56_56 = e4
% 58.27/23.86  																																																	|
% 58.27/23.86  																																																		+-Applying beta-rule and splitting (6548), into two cases.
% 58.27/23.86  																																																		|-Branch one:
% 58.27/23.86  																																																		| (1101) all_0_51_51 = e4
% 58.27/23.86  																																																		|
% 58.27/23.86  																																																			| Combining equations (1101,660) yields a new equation:
% 58.27/23.86  																																																			| (424) e4 = e3
% 58.27/23.86  																																																			|
% 58.27/23.86  																																																			| Simplifying 424 yields:
% 58.27/23.86  																																																			| (425) e4 = e3
% 58.27/23.86  																																																			|
% 58.27/23.86  																																																			| Equations (425) can reduce 188 to:
% 58.27/23.86  																																																			| (266) $false
% 58.27/23.86  																																																			|
% 58.27/23.86  																																																			|-The branch is then unsatisfiable
% 58.27/23.86  																																																		|-Branch two:
% 58.27/23.86  																																																		| (475)  ~ (all_0_51_51 = e4)
% 58.27/23.86  																																																		| (842) all_0_56_56 = e4
% 58.27/23.86  																																																		|
% 58.27/23.86  																																																			| Combining equations (1569,842) yields a new equation:
% 58.27/23.86  																																																			| (630) e4 = e1
% 58.27/23.86  																																																			|
% 58.27/23.86  																																																			| Equations (630) can reduce 110 to:
% 58.27/23.86  																																																			| (266) $false
% 58.27/23.86  																																																			|
% 58.27/23.86  																																																			|-The branch is then unsatisfiable
% 58.27/23.86  																																											|-Branch two:
% 58.27/23.86  																																											| (484)  ~ (all_0_39_39 = e0)
% 58.27/23.86  																																											| (558) all_0_42_42 = e0 | all_0_47_47 = e0 | all_0_56_56 = e0
% 58.27/23.86  																																											|
% 58.27/23.86  																																												+-Applying beta-rule and splitting (164), into two cases.
% 58.27/23.86  																																												|-Branch one:
% 58.27/23.86  																																												| (471) all_0_39_39 = e4
% 58.27/23.86  																																												|
% 58.27/23.86  																																													| Equations (471) can reduce 145 to:
% 58.27/23.86  																																													| (1901)  ~ (all_0_42_42 = e4)
% 58.27/23.86  																																													|
% 58.27/23.86  																																													| Simplifying 1901 yields:
% 58.27/23.86  																																													| (1890)  ~ (all_0_42_42 = e4)
% 58.27/23.86  																																													|
% 58.27/23.86  																																													| Equations (471) can reduce 246 to:
% 58.27/23.86  																																													| (188)  ~ (e4 = e3)
% 58.27/23.86  																																													|
% 58.27/23.86  																																													| Equations (471) can reduce 151 to:
% 58.27/23.86  																																													| (110)  ~ (e4 = e1)
% 58.27/23.86  																																													|
% 58.27/23.86  																																													+-Applying beta-rule and splitting (441), into two cases.
% 58.27/23.86  																																													|-Branch one:
% 58.27/23.86  																																													| (1392) all_0_42_42 = e4
% 58.27/23.86  																																													|
% 58.27/23.86  																																														| Equations (1392) can reduce 1890 to:
% 58.27/23.86  																																														| (266) $false
% 58.27/23.86  																																														|
% 58.27/23.86  																																														|-The branch is then unsatisfiable
% 58.27/23.86  																																													|-Branch two:
% 58.27/23.86  																																													| (1890)  ~ (all_0_42_42 = e4)
% 58.27/23.86  																																													| (1891) all_0_43_43 = e4 | all_0_44_44 = e4
% 58.27/23.86  																																													|
% 58.27/23.86  																																														+-Applying beta-rule and splitting (1891), into two cases.
% 58.27/23.86  																																														|-Branch one:
% 58.27/23.86  																																														| (396) all_0_43_43 = e4
% 58.27/23.86  																																														|
% 58.27/23.86  																																															| Combining equations (430,396) yields a new equation:
% 58.27/23.86  																																															| (630) e4 = e1
% 58.27/23.86  																																															|
% 58.27/23.86  																																															| Equations (630) can reduce 110 to:
% 58.27/23.86  																																															| (266) $false
% 58.27/23.86  																																															|
% 58.27/23.86  																																															|-The branch is then unsatisfiable
% 58.27/23.86  																																														|-Branch two:
% 58.27/23.86  																																														| (399)  ~ (all_0_43_43 = e4)
% 58.27/23.86  																																														| (446) all_0_44_44 = e4
% 58.27/23.86  																																														|
% 58.27/23.86  																																															| Combining equations (532,446) yields a new equation:
% 58.27/23.86  																																															| (425) e4 = e3
% 58.27/23.86  																																															|
% 58.27/23.86  																																															| Equations (425) can reduce 188 to:
% 58.27/23.86  																																															| (266) $false
% 58.27/23.86  																																															|
% 58.27/23.86  																																															|-The branch is then unsatisfiable
% 58.27/23.86  																																												|-Branch two:
% 58.27/23.86  																																												| (1377)  ~ (all_0_39_39 = e4)
% 58.27/23.86  																																												| (2115) all_0_42_42 = e4 | all_0_47_47 = e4 | all_0_51_51 = e4 | all_0_56_56 = e4
% 58.27/23.86  																																												|
% 58.27/23.86  																																													+-Applying beta-rule and splitting (320), into two cases.
% 58.27/23.86  																																													|-Branch one:
% 58.27/23.86  																																													| (471) all_0_39_39 = e4
% 58.27/23.86  																																													|
% 58.27/23.86  																																														| Equations (471) can reduce 1377 to:
% 58.27/23.86  																																														| (266) $false
% 58.27/23.86  																																														|
% 58.27/23.86  																																														|-The branch is then unsatisfiable
% 58.27/23.86  																																													|-Branch two:
% 58.27/23.86  																																													| (1377)  ~ (all_0_39_39 = e4)
% 58.27/23.86  																																													| (480) all_0_39_39 = e0
% 58.27/23.86  																																													|
% 58.27/23.86  																																														| Equations (480) can reduce 484 to:
% 58.27/23.86  																																														| (266) $false
% 58.27/23.86  																																														|
% 58.27/23.86  																																														|-The branch is then unsatisfiable
% 58.27/23.86  																																										|-Branch two:
% 58.27/23.86  																																										| (357)  ~ (all_0_41_41 = e0)
% 58.27/23.86  																																										| (4053) all_0_41_41 = e3 | all_0_41_41 = e1
% 58.36/23.86  																																										|
% 58.36/23.86  																																											+-Applying beta-rule and splitting (4053), into two cases.
% 58.36/23.86  																																											|-Branch one:
% 58.36/23.86  																																											| (453) all_0_41_41 = e1
% 58.36/23.86  																																											|
% 58.36/23.86  																																												| Equations (453) can reduce 457 to:
% 58.36/23.86  																																												| (266) $false
% 58.36/23.86  																																												|
% 58.36/23.86  																																												|-The branch is then unsatisfiable
% 58.36/23.86  																																											|-Branch two:
% 58.36/23.86  																																											| (457)  ~ (all_0_41_41 = e1)
% 58.36/23.86  																																											| (403) all_0_41_41 = e3
% 58.36/23.86  																																											|
% 58.36/23.86  																																												| Equations (403) can reduce 1898 to:
% 58.36/23.86  																																												| (266) $false
% 58.36/23.86  																																												|
% 58.36/23.86  																																												|-The branch is then unsatisfiable
% 58.36/23.86  																																				|-Branch two:
% 58.36/23.86  																																				| (1064)  ~ (all_0_49_49 = e1)
% 58.36/23.86  																																				| (884) all_0_49_49 = e3
% 58.36/23.86  																																				|
% 58.36/23.86  																																					| Equations (884) can reduce 525 to:
% 58.36/23.86  																																					| (266) $false
% 58.36/23.86  																																					|
% 58.36/23.86  																																					|-The branch is then unsatisfiable
% 58.36/23.86  																																	|-Branch two:
% 58.36/23.86  																																	| (407)  ~ (all_0_44_44 = e3)
% 58.36/23.86  																																	| (537) all_0_49_49 = e3 | all_0_53_53 = e3 | all_0_58_58 = e3
% 58.36/23.86  																																	|
% 58.36/23.86  																																		+-Applying beta-rule and splitting (1899), into two cases.
% 58.36/23.86  																																		|-Branch one:
% 58.36/23.86  																																		| (516) all_0_42_42 = e3
% 58.36/23.86  																																		|
% 58.36/23.86  																																			| Equations (516) can reduce 405 to:
% 58.36/23.86  																																			| (266) $false
% 58.36/23.86  																																			|
% 58.36/23.86  																																			|-The branch is then unsatisfiable
% 58.36/23.86  																																		|-Branch two:
% 58.36/23.86  																																		| (405)  ~ (all_0_42_42 = e3)
% 58.36/23.86  																																		| (532) all_0_44_44 = e3
% 58.36/23.86  																																		|
% 58.36/23.86  																																			| Equations (532) can reduce 407 to:
% 58.36/23.86  																																			| (266) $false
% 58.36/23.86  																																			|
% 58.36/23.86  																																			|-The branch is then unsatisfiable
% 58.36/23.86  																																|-Branch two:
% 58.36/23.86  																																| (664)  ~ (all_0_51_51 = e3)
% 58.36/23.86  																																| (665) all_0_53_53 = e3
% 58.36/23.86  																																|
% 58.36/23.86  																																	| Combining equations (665,607) yields a new equation:
% 58.36/23.86  																																	| (661) e3 = e2
% 58.36/23.86  																																	|
% 58.36/23.86  																																	| Simplifying 661 yields:
% 58.36/23.86  																																	| (662) e3 = e2
% 58.36/23.86  																																	|
% 58.36/23.86  																																	| Equations (662) can reduce 212 to:
% 58.36/23.86  																																	| (266) $false
% 58.36/23.86  																																	|
% 58.36/23.86  																																	|-The branch is then unsatisfiable
% 58.36/23.86  																														|-Branch two:
% 58.36/23.86  																														| (338)  ~ (all_0_47_47 = e2)
% 58.36/23.86  																														| (10761) all_0_48_48 = e2 | all_0_49_49 = e2
% 58.36/23.86  																														|
% 58.36/23.86  																															+-Applying beta-rule and splitting (54), into two cases.
% 58.36/23.86  																															|-Branch one:
% 58.36/23.86  																															| (583) all_0_49_49 = e2
% 58.36/23.86  																															|
% 58.36/23.86  																																| Equations (583) can reduce 340 to:
% 58.36/23.86  																																| (266) $false
% 58.36/23.86  																																|
% 58.36/23.86  																																|-The branch is then unsatisfiable
% 58.36/23.86  																															|-Branch two:
% 58.36/23.86  																															| (340)  ~ (all_0_49_49 = e2)
% 58.36/23.86  																															| (586) all_0_49_49 = e4 | all_0_49_49 = e3 | all_0_49_49 = e1 | all_0_49_49 = e0
% 58.36/23.86  																															|
% 58.36/23.86  																																+-Applying beta-rule and splitting (10761), into two cases.
% 58.36/23.86  																																|-Branch one:
% 58.36/23.86  																																| (335) all_0_48_48 = e2
% 58.36/23.86  																																|
% 58.36/23.86  																																	| Combining equations (335,1279) yields a new equation:
% 58.36/23.86  																																	| (391) e2 = e0
% 58.36/23.86  																																	|
% 58.36/23.86  																																	| Simplifying 391 yields:
% 58.36/23.86  																																	| (330) e2 = e0
% 58.36/23.86  																																	|
% 58.36/23.86  																																	| Equations (330) can reduce 128 to:
% 58.36/23.86  																																	| (266) $false
% 58.36/23.86  																																	|
% 58.36/23.86  																																	|-The branch is then unsatisfiable
% 58.36/23.86  																																|-Branch two:
% 58.36/23.86  																																| (810)  ~ (all_0_48_48 = e2)
% 58.36/23.86  																																| (583) all_0_49_49 = e2
% 58.36/23.86  																																|
% 58.36/23.86  																																	| Equations (583) can reduce 340 to:
% 58.36/23.86  																																	| (266) $false
% 58.36/23.86  																																	|
% 58.36/23.86  																																	|-The branch is then unsatisfiable
% 58.36/23.86  																										|-Branch two:
% 58.36/23.86  																										| (759)  ~ (all_0_50_50 = e1)
% 58.36/23.86  																										| (415) all_0_50_50 = e3
% 58.36/23.86  																										|
% 58.36/23.86  																											| Equations (415) can reduce 411 to:
% 58.36/23.86  																											| (266) $false
% 58.36/23.86  																											|
% 58.36/23.86  																											|-The branch is then unsatisfiable
% 58.36/23.86  																								|-Branch two:
% 58.36/23.86  																								| (409)  ~ (all_0_46_46 = e3)
% 58.36/23.86  																								| (4042) all_0_50_50 = e3 | all_0_55_55 = e3
% 58.36/23.86  																								|
% 58.36/23.86  																									+-Applying beta-rule and splitting (4042), into two cases.
% 58.36/23.86  																									|-Branch one:
% 58.36/23.86  																									| (415) all_0_50_50 = e3
% 58.36/23.86  																									|
% 58.36/23.86  																										| Equations (415) can reduce 411 to:
% 58.36/23.86  																										| (266) $false
% 58.36/23.86  																										|
% 58.36/23.86  																										|-The branch is then unsatisfiable
% 58.36/23.86  																									|-Branch two:
% 58.36/23.86  																									| (411)  ~ (all_0_50_50 = e3)
% 58.36/23.86  																									| (2336) all_0_55_55 = e3
% 58.36/23.86  																									|
% 58.36/23.86  																										| Equations (2336) can reduce 270 to:
% 58.36/23.86  																										| (266) $false
% 58.36/23.86  																										|
% 58.36/23.86  																										|-The branch is then unsatisfiable
% 58.36/23.86  														|-Branch two:
% 58.36/23.86  														| (1283)  ~ (all_0_48_48 = e0)
% 58.36/23.86  														| (875) all_0_57_57 = e0
% 58.36/23.86  														|
% 58.36/23.86  															| Combining equations (875,442) yields a new equation:
% 58.36/23.86  															| (330) e2 = e0
% 58.36/23.86  															|
% 58.36/23.86  															| Equations (330) can reduce 128 to:
% 58.36/23.86  															| (266) $false
% 58.36/23.86  															|
% 58.36/23.86  															|-The branch is then unsatisfiable
% 58.36/23.86  											|-Branch two:
% 58.36/23.86  											| (780)  ~ (all_0_52_52 = e4)
% 58.36/23.86  											| (781) (all_0_41_41 = e0 & all_0_58_58 = e3 &  ~ (all_0_44_44 = e3)) | (all_0_41_41 = e0 & all_0_58_58 = e3 &  ~ (all_0_55_55 = e0)) | (all_0_47_47 = e1 & all_0_52_52 = e2 &  ~ (all_0_48_48 = e2)) | (all_0_47_47 = e1 & all_0_52_52 = e2 &  ~ (all_0_51_51 = e1)) | (all_0_47_47 = e0 & all_0_58_58 = e2 &  ~ (all_0_49_49 = e2)) | (all_0_47_47 = e0 & all_0_58_58 = e2 &  ~ (all_0_56_56 = e0))
% 58.36/23.86  											|
% 58.36/23.86  												+-Applying beta-rule and splitting (355), into two cases.
% 58.36/23.86  												|-Branch one:
% 58.36/23.86  												| (565) all_0_52_52 = e4
% 58.36/23.86  												|
% 58.36/23.86  													| Equations (565) can reduce 780 to:
% 58.36/23.86  													| (266) $false
% 58.36/23.86  													|
% 58.36/23.86  													|-The branch is then unsatisfiable
% 58.36/23.86  												|-Branch two:
% 58.36/23.86  												| (780)  ~ (all_0_52_52 = e4)
% 58.36/23.86  												| (642) all_0_52_52 = e1
% 58.36/23.86  												|
% 58.36/23.86  													| Equations (642) can reduce 342 to:
% 58.36/23.86  													| (604)  ~ (e2 = e1)
% 58.36/23.86  													|
% 58.36/23.86  													| Simplifying 604 yields:
% 58.36/23.86  													| (122)  ~ (e2 = e1)
% 58.36/23.86  													|
% 58.36/23.86  													+-Applying beta-rule and splitting (781), into two cases.
% 58.36/23.86  													|-Branch one:
% 58.36/23.86  													| (789) (all_0_41_41 = e0 & all_0_58_58 = e3 &  ~ (all_0_44_44 = e3)) | (all_0_41_41 = e0 & all_0_58_58 = e3 &  ~ (all_0_55_55 = e0)) | (all_0_47_47 = e1 & all_0_52_52 = e2 &  ~ (all_0_48_48 = e2)) | (all_0_47_47 = e1 & all_0_52_52 = e2 &  ~ (all_0_51_51 = e1)) | (all_0_47_47 = e0 & all_0_58_58 = e2 &  ~ (all_0_49_49 = e2))
% 58.36/23.86  													|
% 58.36/23.86  														+-Applying beta-rule and splitting (789), into two cases.
% 58.36/23.86  														|-Branch one:
% 58.36/23.86  														| (790) (all_0_41_41 = e0 & all_0_58_58 = e3 &  ~ (all_0_44_44 = e3)) | (all_0_41_41 = e0 & all_0_58_58 = e3 &  ~ (all_0_55_55 = e0)) | (all_0_47_47 = e1 & all_0_52_52 = e2 &  ~ (all_0_48_48 = e2)) | (all_0_47_47 = e1 & all_0_52_52 = e2 &  ~ (all_0_51_51 = e1))
% 58.36/23.86  														|
% 58.36/23.86  															+-Applying beta-rule and splitting (790), into two cases.
% 58.36/23.86  															|-Branch one:
% 58.36/23.86  															| (791) (all_0_41_41 = e0 & all_0_58_58 = e3 &  ~ (all_0_44_44 = e3)) | (all_0_41_41 = e0 & all_0_58_58 = e3 &  ~ (all_0_55_55 = e0)) | (all_0_47_47 = e1 & all_0_52_52 = e2 &  ~ (all_0_48_48 = e2))
% 58.36/23.86  															|
% 58.36/23.86  																+-Applying beta-rule and splitting (791), into two cases.
% 58.36/23.86  																|-Branch one:
% 58.36/23.86  																| (792) (all_0_41_41 = e0 & all_0_58_58 = e3 &  ~ (all_0_44_44 = e3)) | (all_0_41_41 = e0 & all_0_58_58 = e3 &  ~ (all_0_55_55 = e0))
% 58.36/23.86  																|
% 58.36/23.86  																	+-Applying beta-rule and splitting (792), into two cases.
% 58.36/23.86  																	|-Branch one:
% 58.36/23.86  																	| (793) all_0_41_41 = e0 & all_0_58_58 = e3 &  ~ (all_0_44_44 = e3)
% 58.36/23.86  																	|
% 58.36/23.86  																		| Applying alpha-rule on (793) yields:
% 58.36/23.86  																		| (794) all_0_41_41 = e0
% 58.36/23.86  																		| (795) all_0_58_58 = e3
% 58.36/23.86  																		| (407)  ~ (all_0_44_44 = e3)
% 58.36/23.86  																		|
% 58.36/23.86  																		| Equations (795) can reduce 276 to:
% 58.36/23.86  																		| (266) $false
% 58.36/23.86  																		|
% 58.36/23.86  																		|-The branch is then unsatisfiable
% 58.36/23.86  																	|-Branch two:
% 58.36/23.86  																	| (800) all_0_41_41 = e0 & all_0_58_58 = e3 &  ~ (all_0_55_55 = e0)
% 58.36/23.86  																	|
% 58.36/23.86  																		| Applying alpha-rule on (800) yields:
% 58.36/23.86  																		| (794) all_0_41_41 = e0
% 58.36/23.86  																		| (795) all_0_58_58 = e3
% 58.36/23.86  																		| (803)  ~ (all_0_55_55 = e0)
% 58.36/23.86  																		|
% 58.36/23.86  																		| Equations (795) can reduce 276 to:
% 58.36/23.86  																		| (266) $false
% 58.36/23.86  																		|
% 58.36/23.86  																		|-The branch is then unsatisfiable
% 58.36/23.86  																|-Branch two:
% 58.36/23.86  																| (807) all_0_47_47 = e1 & all_0_52_52 = e2 &  ~ (all_0_48_48 = e2)
% 58.36/23.86  																|
% 58.36/23.86  																	| Applying alpha-rule on (807) yields:
% 58.36/23.86  																	| (654) all_0_47_47 = e1
% 58.36/23.86  																	| (352) all_0_52_52 = e2
% 58.36/23.86  																	| (810)  ~ (all_0_48_48 = e2)
% 58.36/23.86  																	|
% 58.36/23.86  																	| Combining equations (642,352) yields a new equation:
% 58.36/23.86  																	| (617) e2 = e1
% 58.36/23.86  																	|
% 58.36/23.86  																	| Equations (617) can reduce 122 to:
% 58.36/23.86  																	| (266) $false
% 58.36/23.86  																	|
% 58.36/23.86  																	|-The branch is then unsatisfiable
% 58.36/23.86  															|-Branch two:
% 58.36/23.86  															| (813) all_0_47_47 = e1 & all_0_52_52 = e2 &  ~ (all_0_51_51 = e1)
% 58.36/23.86  															|
% 58.36/23.86  																| Applying alpha-rule on (813) yields:
% 58.36/23.86  																| (654) all_0_47_47 = e1
% 58.36/23.86  																| (352) all_0_52_52 = e2
% 58.36/23.86  																| (464)  ~ (all_0_51_51 = e1)
% 58.36/23.86  																|
% 58.36/23.86  																| Combining equations (642,352) yields a new equation:
% 58.36/23.86  																| (617) e2 = e1
% 58.36/23.86  																|
% 58.36/23.86  																| Equations (617) can reduce 122 to:
% 58.36/23.86  																| (266) $false
% 58.36/23.86  																|
% 58.36/23.86  																|-The branch is then unsatisfiable
% 58.36/23.86  														|-Branch two:
% 58.36/23.86  														| (819) all_0_47_47 = e0 & all_0_58_58 = e2 &  ~ (all_0_49_49 = e2)
% 58.36/23.86  														|
% 58.36/23.86  															| Applying alpha-rule on (819) yields:
% 58.36/23.86  															| (674) all_0_47_47 = e0
% 58.36/23.86  															| (624) all_0_58_58 = e2
% 58.36/23.86  															| (340)  ~ (all_0_49_49 = e2)
% 58.36/23.86  															|
% 58.36/23.86  															| Equations (624) can reduce 908 to:
% 58.36/23.86  															| (266) $false
% 58.36/23.86  															|
% 58.36/23.86  															|-The branch is then unsatisfiable
% 58.36/23.86  													|-Branch two:
% 58.36/23.86  													| (825) all_0_47_47 = e0 & all_0_58_58 = e2 &  ~ (all_0_56_56 = e0)
% 58.36/23.86  													|
% 58.36/23.86  														| Applying alpha-rule on (825) yields:
% 58.36/23.86  														| (674) all_0_47_47 = e0
% 58.36/23.86  														| (624) all_0_58_58 = e2
% 58.36/23.87  														| (828)  ~ (all_0_56_56 = e0)
% 58.36/23.87  														|
% 58.36/23.87  														| Equations (624) can reduce 908 to:
% 58.36/23.87  														| (266) $false
% 58.36/23.87  														|
% 58.36/23.87  														|-The branch is then unsatisfiable
% 58.36/23.87  		|-Branch two:
% 58.36/23.87  		| (9600)  ~ (all_0_38_38 = e2)
% 58.36/23.87  		| (22169) all_0_39_39 = e2 | all_0_40_40 = e2
% 58.36/23.87  		|
% 58.36/23.87  			+-Applying beta-rule and splitting (161), into two cases.
% 58.36/23.87  			|-Branch one:
% 58.36/23.87  			| (292) all_0_38_38 = e2
% 58.36/23.87  			|
% 58.36/23.87  				| Equations (292) can reduce 9600 to:
% 58.36/23.87  				| (266) $false
% 58.36/23.87  				|
% 58.36/23.87  				|-The branch is then unsatisfiable
% 58.36/23.87  			|-Branch two:
% 58.36/23.87  			| (9600)  ~ (all_0_38_38 = e2)
% 58.36/23.87  			| (22173) all_0_38_38 = e4 | all_0_38_38 = e0
% 58.36/23.87  			|
% 58.36/23.87  				+-Applying beta-rule and splitting (39), into two cases.
% 58.36/23.87  				|-Branch one:
% 58.36/23.87  				| (317) all_0_39_39 = e2
% 58.36/23.87  				|
% 58.36/23.87  					| Equations (317) can reduce 63 to:
% 58.36/23.87  					| (9600)  ~ (all_0_38_38 = e2)
% 58.36/23.87  					|
% 58.36/23.87  					| Equations (317) can reduce 176 to:
% 58.36/23.87  					| (295)  ~ (all_0_40_40 = e2)
% 58.36/23.87  					|
% 58.36/23.87  					| Simplifying 295 yields:
% 58.36/23.87  					| (296)  ~ (all_0_40_40 = e2)
% 58.36/23.87  					|
% 58.36/23.87  					| Equations (317) can reduce 145 to:
% 58.36/23.87  					| (22178)  ~ (all_0_42_42 = e2)
% 58.36/23.87  					|
% 58.36/23.87  					| Simplifying 22178 yields:
% 58.36/23.87  					| (51)  ~ (all_0_42_42 = e2)
% 58.36/23.87  					|
% 58.36/23.87  					| Equations (317) can reduce 79 to:
% 58.36/23.87  					| (22180)  ~ (all_0_47_47 = e2)
% 58.36/23.87  					|
% 58.36/23.87  					| Simplifying 22180 yields:
% 58.36/23.87  					| (338)  ~ (all_0_47_47 = e2)
% 58.36/23.87  					|
% 58.36/23.87  					| Equations (317) can reduce 139 to:
% 58.36/23.87  					| (17668)  ~ (all_0_51_51 = e2)
% 58.36/23.87  					|
% 58.36/23.87  					| Simplifying 17668 yields:
% 58.36/23.87  					| (1099)  ~ (all_0_51_51 = e2)
% 58.36/23.87  					|
% 58.36/23.87  					| Equations (317) can reduce 154 to:
% 58.36/23.87  					| (510)  ~ (all_0_56_56 = e2)
% 58.36/23.87  					|
% 58.36/23.87  					| Simplifying 510 yields:
% 58.36/23.87  					| (511)  ~ (all_0_56_56 = e2)
% 58.36/23.87  					|
% 58.36/23.87  					| Equations (317) can reduce 151 to:
% 58.36/23.87  					| (122)  ~ (e2 = e1)
% 58.36/23.87  					|
% 58.36/23.87  					| From (317) and (38) follows:
% 58.36/23.87  					| (22187) op(e2, e2) = all_0_3_3
% 58.36/23.87  					|
% 58.36/23.87  					| From (317) and (14) follows:
% 58.36/23.87  					| (22188) op(e4, e2) = e2
% 58.36/23.87  					|
% 58.36/23.87  					| Instantiating formula (29) with e2, e2, all_0_3_3, all_0_47_47 and discharging atoms op(e2, e2) = all_0_3_3, op(e2, e2) = all_0_47_47, yields:
% 58.36/23.87  					| (22189) all_0_3_3 = all_0_47_47
% 58.36/23.87  					|
% 58.36/23.87  					| From (22189) and (22187) follows:
% 58.36/23.87  					| (23) op(e2, e2) = all_0_47_47
% 58.36/23.87  					|
% 58.36/23.87  					+-Applying beta-rule and splitting (232), into two cases.
% 58.36/23.87  					|-Branch one:
% 58.36/23.87  					| (313) all_0_40_40 = e2
% 58.36/23.87  					|
% 58.36/23.87  						| Equations (313) can reduce 296 to:
% 58.36/23.87  						| (266) $false
% 58.36/23.87  						|
% 58.36/23.87  						|-The branch is then unsatisfiable
% 58.36/23.87  					|-Branch two:
% 58.36/23.87  					| (296)  ~ (all_0_40_40 = e2)
% 58.36/23.87  					| (316) all_0_40_40 = e4 | all_0_40_40 = e0
% 58.36/23.87  					|
% 58.36/23.87  						+-Applying beta-rule and splitting (155), into two cases.
% 58.36/23.87  						|-Branch one:
% 58.36/23.87  						| (329) all_0_38_38 = e0
% 58.36/23.87  						|
% 58.36/23.87  							| Equations (329) can reduce 97 to:
% 58.36/23.87  							| (1400)  ~ (all_0_40_40 = e0)
% 58.36/23.87  							|
% 58.36/23.87  							| Simplifying 1400 yields:
% 58.36/23.87  							| (1401)  ~ (all_0_40_40 = e0)
% 58.36/23.87  							|
% 58.36/23.87  							| Equations (329) can reduce 106 to:
% 58.36/23.88  							| (22198)  ~ (all_0_41_41 = e0)
% 58.36/23.88  							|
% 58.36/23.88  							| Simplifying 22198 yields:
% 58.36/23.88  							| (357)  ~ (all_0_41_41 = e0)
% 58.36/23.88  							|
% 58.36/23.88  							| Equations (329) can reduce 141 to:
% 58.36/23.88  							| (5567)  ~ (all_0_46_46 = e0)
% 58.36/23.88  							|
% 58.36/23.88  							| Simplifying 5567 yields:
% 58.36/23.88  							| (831)  ~ (all_0_46_46 = e0)
% 58.36/23.88  							|
% 58.36/23.88  							| Equations (329) can reduce 193 to:
% 58.36/23.88  							| (22202)  ~ (all_0_50_50 = e0)
% 58.36/23.88  							|
% 58.36/23.88  							| Simplifying 22202 yields:
% 58.36/23.88  							| (121)  ~ (all_0_50_50 = e0)
% 58.36/23.88  							|
% 58.36/23.88  							| Equations (329) can reduce 25 to:
% 58.36/23.88  							| (4444)  ~ (all_0_55_55 = e0)
% 58.36/23.88  							|
% 58.36/23.88  							| Simplifying 4444 yields:
% 58.36/23.88  							| (803)  ~ (all_0_55_55 = e0)
% 58.36/23.88  							|
% 58.36/23.88  							| Equations (329) can reduce 9600 to:
% 58.36/23.88  							| (365)  ~ (e2 = e0)
% 58.36/23.88  							|
% 58.36/23.88  							| Simplifying 365 yields:
% 58.36/23.88  							| (128)  ~ (e2 = e0)
% 58.36/23.88  							|
% 58.36/23.88  							| Equations (329) can reduce 50 to:
% 58.36/23.88  							| (435)  ~ (e1 = e0)
% 58.36/23.88  							|
% 58.36/23.88  							| Simplifying 435 yields:
% 58.36/23.88  							| (233)  ~ (e1 = e0)
% 58.36/23.88  							|
% 58.36/23.88  							| From (329) and (71) follows:
% 58.36/23.88  							| (22210) op(e0, e4) = all_0_0_0
% 58.36/23.88  							|
% 58.36/23.88  							| From (329) and (156) follows:
% 58.36/23.88  							| (22211) op(e0, e3) = all_0_1_1
% 58.36/23.88  							|
% 58.36/23.88  							| From (329) and (52) follows:
% 58.36/23.88  							| (22212) op(e4, e3) = e0
% 58.36/23.88  							|
% 58.36/23.88  							+-Applying beta-rule and splitting (170), into two cases.
% 58.36/23.88  							|-Branch one:
% 58.36/23.88  							| (321) all_0_38_38 = e4
% 58.36/23.88  							|
% 58.36/23.88  								| Combining equations (329,321) yields a new equation:
% 58.36/23.88  								| (397) e4 = e0
% 58.36/23.88  								|
% 58.36/23.88  								| Equations (397) can reduce 49 to:
% 58.36/23.88  								| (266) $false
% 58.36/23.88  								|
% 58.36/23.88  								|-The branch is then unsatisfiable
% 58.36/23.88  							|-Branch two:
% 58.36/23.88  							| (325)  ~ (all_0_38_38 = e4)
% 58.36/23.88  							| (326) all_0_39_39 = e4 | all_0_40_40 = e4
% 58.36/23.88  							|
% 58.36/23.88  								+-Applying beta-rule and splitting (326), into two cases.
% 58.36/23.88  								|-Branch one:
% 58.36/23.88  								| (471) all_0_39_39 = e4
% 58.36/23.88  								|
% 58.36/23.88  									| Combining equations (471,317) yields a new equation:
% 58.36/23.88  									| (322) e4 = e2
% 58.36/23.88  									|
% 58.36/23.88  									| Simplifying 322 yields:
% 58.36/23.88  									| (323) e4 = e2
% 58.36/23.88  									|
% 58.36/23.88  									| Equations (323) can reduce 48 to:
% 58.36/23.88  									| (266) $false
% 58.36/23.88  									|
% 58.36/23.88  									|-The branch is then unsatisfiable
% 58.36/23.88  								|-Branch two:
% 58.36/23.88  								| (1377)  ~ (all_0_39_39 = e4)
% 58.36/23.88  								| (1378) all_0_40_40 = e4
% 58.36/23.88  								|
% 58.36/23.88  									| Equations (1378) can reduce 143 to:
% 58.36/23.88  									| (1903)  ~ (all_0_44_44 = e4)
% 58.36/23.88  									|
% 58.36/23.88  									| Simplifying 1903 yields:
% 58.36/23.88  									| (1390)  ~ (all_0_44_44 = e4)
% 58.36/23.88  									|
% 58.36/23.88  									| Equations (1378) can reduce 200 to:
% 58.36/23.88  									| (255)  ~ (all_0_49_49 = e4)
% 58.36/23.88  									|
% 58.36/23.88  									| Simplifying 255 yields:
% 58.36/23.88  									| (256)  ~ (all_0_49_49 = e4)
% 58.36/23.88  									|
% 58.36/23.88  									| Equations (1378) can reduce 162 to:
% 58.36/23.88  									| (1452)  ~ (all_0_53_53 = e4)
% 58.36/23.88  									|
% 58.36/23.88  									| Simplifying 1452 yields:
% 58.36/23.88  									| (1453)  ~ (all_0_53_53 = e4)
% 58.36/23.88  									|
% 58.36/23.88  									| Equations (1378) can reduce 178 to:
% 58.36/23.88  									| (450)  ~ (all_0_58_58 = e4)
% 58.36/23.88  									|
% 58.36/23.88  									| Simplifying 450 yields:
% 58.36/23.88  									| (451)  ~ (all_0_58_58 = e4)
% 58.36/23.88  									|
% 58.36/23.88  									| Equations (1378) can reduce 2 to:
% 58.36/23.88  									| (188)  ~ (e4 = e3)
% 58.36/23.88  									|
% 58.36/23.88  									| Equations (1378) can reduce 296 to:
% 58.36/23.88  									| (48)  ~ (e4 = e2)
% 58.36/23.88  									|
% 58.36/23.88  									| Equations (1378) can reduce 132 to:
% 58.36/23.88  									| (110)  ~ (e4 = e1)
% 58.36/23.88  									|
% 58.36/23.88  									| Equations (1378) can reduce 1401 to:
% 58.36/23.88  									| (49)  ~ (e4 = e0)
% 58.36/23.88  									|
% 58.36/23.88  									| Instantiating formula (29) with e0, e4, all_0_0_0, e3 and discharging atoms op(e0, e4) = all_0_0_0, op(e0, e4) = e3, yields:
% 58.36/23.88  									| (22236) all_0_0_0 = e3
% 58.36/23.88  									|
% 58.36/23.88  									| Instantiating formula (29) with e0, e3, all_0_1_1, all_0_55_55 and discharging atoms op(e0, e3) = all_0_1_1, op(e0, e3) = all_0_55_55, yields:
% 58.36/23.88  									| (22237) all_0_1_1 = all_0_55_55
% 58.36/23.88  									|
% 58.36/23.88  									| From (22236) and (22210) follows:
% 58.36/23.88  									| (283) op(e0, e4) = e3
% 58.36/23.88  									|
% 58.36/23.88  									| From (22237) and (22211) follows:
% 58.36/23.88  									| (74) op(e0, e3) = all_0_55_55
% 58.36/23.88  									|
% 58.36/23.88  									+-Applying beta-rule and splitting (109), into two cases.
% 58.36/23.88  									|-Branch one:
% 58.36/23.88  									| (352) all_0_52_52 = e2
% 58.36/23.88  									|
% 58.36/23.88  										| Equations (352) can reduce 217 to:
% 58.36/23.88  										| (96)  ~ (all_0_43_43 = e2)
% 58.36/23.88  										|
% 58.36/23.88  										| Equations (352) can reduce 101 to:
% 58.36/23.88  										| (302)  ~ (all_0_50_50 = e2)
% 58.36/23.88  										|
% 58.36/23.88  										| Equations (352) can reduce 20 to:
% 58.36/23.88  										| (1099)  ~ (all_0_51_51 = e2)
% 58.36/23.88  										|
% 58.36/23.88  										| Equations (352) can reduce 46 to:
% 58.36/23.88  										| (508)  ~ (all_0_53_53 = e2)
% 58.36/23.88  										|
% 58.36/23.88  										| Simplifying 508 yields:
% 58.36/23.88  										| (509)  ~ (all_0_53_53 = e2)
% 58.36/23.88  										|
% 58.36/23.88  										| Equations (352) can reduce 11 to:
% 58.36/23.88  										| (343)  ~ (all_0_57_57 = e2)
% 58.36/23.88  										|
% 58.36/23.88  										| Simplifying 343 yields:
% 58.36/23.88  										| (344)  ~ (all_0_57_57 = e2)
% 58.36/23.88  										|
% 58.36/23.88  										| Equations (352) can reduce 72 to:
% 58.36/23.88  										| (128)  ~ (e2 = e0)
% 58.36/23.88  										|
% 58.36/23.88  										| From (352) and (124) follows:
% 58.36/23.88  										| (10182) op(e1, e1) = e2
% 58.36/23.88  										|
% 58.36/23.88  										+-Applying beta-rule and splitting (53), into two cases.
% 58.36/23.88  										|-Branch one:
% 58.36/23.88  										| (1794) all_0_46_46 = e2
% 58.36/23.88  										|
% 58.36/23.89  											| Equations (1794) can reduce 43 to:
% 58.36/23.89  											| (85)  ~ (all_0_41_41 = e2)
% 58.36/23.89  											|
% 58.36/23.89  											| Equations (1794) can reduce 19 to:
% 58.36/23.89  											| (22180)  ~ (all_0_47_47 = e2)
% 58.36/23.89  											|
% 58.36/23.89  											| Simplifying 22180 yields:
% 58.36/23.89  											| (338)  ~ (all_0_47_47 = e2)
% 58.36/23.89  											|
% 58.36/23.89  											| Equations (1794) can reduce 30 to:
% 58.36/23.89  											| (12342)  ~ (all_0_48_48 = e2)
% 58.36/23.89  											|
% 58.36/23.89  											| Simplifying 12342 yields:
% 58.36/23.89  											| (810)  ~ (all_0_48_48 = e2)
% 58.36/23.89  											|
% 58.36/23.89  											| Equations (1794) can reduce 35 to:
% 58.36/23.89  											| (301)  ~ (all_0_50_50 = e2)
% 58.36/23.89  											|
% 58.36/23.89  											| Simplifying 301 yields:
% 58.36/23.89  											| (302)  ~ (all_0_50_50 = e2)
% 58.36/23.89  											|
% 58.36/23.89  											| Equations (1794) can reduce 58 to:
% 58.36/23.89  											| (303)  ~ (all_0_55_55 = e2)
% 58.36/23.89  											|
% 58.36/23.89  											| Simplifying 303 yields:
% 58.36/23.89  											| (304)  ~ (all_0_55_55 = e2)
% 58.36/23.89  											|
% 58.36/23.89  											| Equations (1794) can reduce 831 to:
% 58.36/23.89  											| (128)  ~ (e2 = e0)
% 58.36/23.89  											|
% 58.36/23.89  											| From (1794) and (120) follows:
% 58.36/23.89  											| (5793) op(e2, e3) = e2
% 58.36/23.89  											|
% 58.36/23.89  											+-Applying beta-rule and splitting (222), into two cases.
% 58.36/23.89  											|-Branch one:
% 58.36/23.89  											| (386) all_0_55_55 = e2
% 58.36/23.89  											|
% 58.36/23.89  												| Equations (386) can reduce 304 to:
% 58.36/23.89  												| (266) $false
% 58.36/23.89  												|
% 58.36/23.89  												|-The branch is then unsatisfiable
% 58.36/23.89  											|-Branch two:
% 58.36/23.89  											| (304)  ~ (all_0_55_55 = e2)
% 58.36/23.89  											| (389) all_0_56_56 = e2 | all_0_57_57 = e2 | all_0_58_58 = e2
% 58.36/23.89  											|
% 58.36/23.89  												+-Applying beta-rule and splitting (389), into two cases.
% 58.36/23.89  												|-Branch one:
% 58.36/23.89  												| (833) all_0_56_56 = e2
% 58.36/23.89  												|
% 58.36/23.89  													| Equations (833) can reduce 511 to:
% 58.36/23.89  													| (266) $false
% 58.36/23.89  													|
% 58.36/23.89  													|-The branch is then unsatisfiable
% 58.36/23.89  												|-Branch two:
% 58.36/23.89  												| (511)  ~ (all_0_56_56 = e2)
% 58.36/23.89  												| (1709) all_0_57_57 = e2 | all_0_58_58 = e2
% 58.36/23.89  												|
% 58.36/23.89  													+-Applying beta-rule and splitting (1709), into two cases.
% 58.36/23.89  													|-Branch one:
% 58.36/23.89  													| (442) all_0_57_57 = e2
% 58.36/23.89  													|
% 58.36/23.89  														| Equations (442) can reduce 344 to:
% 58.36/23.89  														| (266) $false
% 58.36/23.89  														|
% 58.36/23.89  														|-The branch is then unsatisfiable
% 58.36/23.89  													|-Branch two:
% 58.36/23.89  													| (344)  ~ (all_0_57_57 = e2)
% 58.36/23.89  													| (624) all_0_58_58 = e2
% 58.36/23.89  													|
% 58.36/23.89  														| Equations (624) can reduce 181 to:
% 58.36/23.89  														| (147)  ~ (all_0_44_44 = e2)
% 58.36/23.89  														|
% 58.36/23.89  														| Equations (624) can reduce 119 to:
% 58.36/23.89  														| (340)  ~ (all_0_49_49 = e2)
% 58.36/23.89  														|
% 58.36/23.89  														| Equations (624) can reduce 10 to:
% 58.36/23.89  														| (509)  ~ (all_0_53_53 = e2)
% 58.36/23.89  														|
% 58.36/23.89  														| Equations (624) can reduce 3 to:
% 58.36/23.89  														| (304)  ~ (all_0_55_55 = e2)
% 58.36/23.89  														|
% 58.36/23.89  														| Equations (624) can reduce 44 to:
% 58.36/23.89  														| (511)  ~ (all_0_56_56 = e2)
% 58.36/23.89  														|
% 58.36/23.89  														| Equations (624) can reduce 148 to:
% 58.36/23.89  														| (344)  ~ (all_0_57_57 = e2)
% 58.36/23.89  														|
% 58.36/23.89  														| Equations (624) can reduce 451 to:
% 58.36/23.89  														| (327)  ~ (e4 = e2)
% 58.36/23.89  														|
% 58.36/23.89  														| Simplifying 327 yields:
% 58.36/23.89  														| (48)  ~ (e4 = e2)
% 58.36/23.89  														|
% 58.36/23.89  														| Equations (624) can reduce 276 to:
% 58.36/23.89  														| (626)  ~ (e3 = e2)
% 58.36/23.89  														|
% 58.36/23.89  														| Simplifying 626 yields:
% 58.36/23.89  														| (212)  ~ (e3 = e2)
% 58.36/23.89  														|
% 58.36/23.89  														| From (624) and (245) follows:
% 58.36/23.89  														| (628) op(e0, e0) = e2
% 58.36/23.89  														|
% 58.36/23.89  														+-Applying beta-rule and splitting (230), into two cases.
% 58.36/23.89  														|-Branch one:
% 58.36/23.89  														| (396) all_0_43_43 = e4
% 58.36/23.89  														|
% 58.36/23.89  															| Equations (396) can reduce 31 to:
% 58.36/23.89  															| (440)  ~ (all_0_41_41 = e4)
% 58.36/23.89  															|
% 58.36/23.89  															| Equations (396) can reduce 240 to:
% 58.36/23.89  															| (1890)  ~ (all_0_42_42 = e4)
% 58.36/23.89  															|
% 58.36/23.89  															| Equations (396) can reduce 159 to:
% 58.36/23.89  															| (1903)  ~ (all_0_44_44 = e4)
% 58.36/23.89  															|
% 58.36/23.89  															| Simplifying 1903 yields:
% 58.36/23.89  															| (1390)  ~ (all_0_44_44 = e4)
% 58.36/23.89  															|
% 58.36/23.89  															| Equations (396) can reduce 17 to:
% 58.36/23.89  															| (253)  ~ (all_0_48_48 = e4)
% 58.36/23.89  															|
% 58.36/23.89  															| Simplifying 253 yields:
% 58.36/23.89  															| (254)  ~ (all_0_48_48 = e4)
% 58.36/23.89  															|
% 58.36/23.89  															| Equations (396) can reduce 199 to:
% 58.36/23.89  															| (838)  ~ (all_0_57_57 = e4)
% 58.36/23.89  															|
% 58.36/23.89  															| Simplifying 838 yields:
% 58.36/23.89  															| (839)  ~ (all_0_57_57 = e4)
% 58.36/23.89  															|
% 58.36/23.89  															| Equations (396) can reduce 99 to:
% 58.36/23.89  															| (188)  ~ (e4 = e3)
% 58.36/23.89  															|
% 58.36/23.89  															| Equations (396) can reduce 96 to:
% 58.36/23.89  															| (48)  ~ (e4 = e2)
% 58.36/23.89  															|
% 58.36/23.89  															| From (396) and (37) follows:
% 58.36/23.89  															| (5492) op(e3, e1) = e4
% 58.36/23.89  															|
% 58.36/23.89  															+-Applying beta-rule and splitting (4), into two cases.
% 58.36/23.89  															|-Branch one:
% 58.36/23.89  															| (356) all_0_43_43 = e0
% 58.36/23.89  															|
% 58.36/23.89  																| Combining equations (356,396) yields a new equation:
% 58.36/23.89  																| (397) e4 = e0
% 58.36/23.89  																|
% 58.36/23.89  																| Equations (397) can reduce 49 to:
% 58.36/23.89  																| (266) $false
% 58.36/23.89  																|
% 58.36/23.89  																|-The branch is then unsatisfiable
% 58.36/23.89  															|-Branch two:
% 58.36/23.89  															| (5470)  ~ (all_0_43_43 = e0)
% 58.36/23.89  															| (5471) all_0_48_48 = e0 | all_0_57_57 = e0
% 58.36/23.89  															|
% 58.36/23.89  																| Equations (396) can reduce 5470 to:
% 58.36/23.89  																| (49)  ~ (e4 = e0)
% 58.36/23.89  																|
% 58.36/23.89  																+-Applying beta-rule and splitting (144), into two cases.
% 58.36/23.89  																|-Branch one:
% 58.36/23.89  																| (403) all_0_41_41 = e3
% 58.36/23.89  																|
% 58.36/23.89  																	| Equations (403) can reduce 214 to:
% 58.36/23.89  																	| (404)  ~ (all_0_42_42 = e3)
% 58.36/23.89  																	|
% 58.36/23.89  																	| Simplifying 404 yields:
% 58.36/23.89  																	| (405)  ~ (all_0_42_42 = e3)
% 58.36/23.89  																	|
% 58.36/23.89  																	| Equations (403) can reduce 149 to:
% 58.36/23.89  																	| (406)  ~ (all_0_44_44 = e3)
% 58.36/23.89  																	|
% 58.36/23.89  																	| Simplifying 406 yields:
% 58.36/23.89  																	| (407)  ~ (all_0_44_44 = e3)
% 58.36/23.89  																	|
% 58.36/23.89  																	| Equations (403) can reduce 221 to:
% 58.36/23.89  																	| (410)  ~ (all_0_50_50 = e3)
% 58.36/23.89  																	|
% 58.36/23.89  																	| Simplifying 410 yields:
% 58.36/23.89  																	| (411)  ~ (all_0_50_50 = e3)
% 58.36/23.89  																	|
% 58.36/23.89  																	| Equations (403) can reduce 191 to:
% 58.36/23.89  																	| (269)  ~ (all_0_55_55 = e3)
% 58.36/23.89  																	|
% 58.36/23.89  																	| Simplifying 269 yields:
% 58.36/23.89  																	| (270)  ~ (all_0_55_55 = e3)
% 58.36/23.89  																	|
% 58.36/23.89  																	| Equations (403) can reduce 440 to:
% 58.36/23.89  																	| (277)  ~ (e4 = e3)
% 58.36/23.89  																	|
% 58.36/23.89  																	| Simplifying 277 yields:
% 58.36/23.89  																	| (188)  ~ (e4 = e3)
% 58.36/23.89  																	|
% 58.36/23.89  																	| Equations (403) can reduce 357 to:
% 58.36/23.89  																	| (80)  ~ (e3 = e0)
% 58.36/23.89  																	|
% 58.36/23.89  																	+-Applying beta-rule and splitting (168), into two cases.
% 58.36/23.89  																	|-Branch one:
% 58.36/23.89  																	| (415) all_0_50_50 = e3
% 58.36/23.89  																	|
% 58.36/23.89  																		| Equations (415) can reduce 411 to:
% 58.36/23.89  																		| (266) $false
% 58.36/23.89  																		|
% 58.36/23.89  																		|-The branch is then unsatisfiable
% 58.36/23.89  																	|-Branch two:
% 58.36/23.89  																	| (411)  ~ (all_0_50_50 = e3)
% 58.36/23.89  																	| (418) all_0_51_51 = e3 | all_0_53_53 = e3
% 58.36/23.89  																	|
% 58.36/23.89  																		+-Applying beta-rule and splitting (165), into two cases.
% 58.36/23.89  																		|-Branch one:
% 58.36/23.89  																		| (794) all_0_41_41 = e0
% 58.36/23.89  																		|
% 58.36/23.89  																			| Combining equations (794,403) yields a new equation:
% 58.36/23.89  																			| (676) e3 = e0
% 58.36/23.89  																			|
% 58.36/23.89  																			| Equations (676) can reduce 80 to:
% 58.36/23.89  																			| (266) $false
% 58.36/23.89  																			|
% 58.36/23.89  																			|-The branch is then unsatisfiable
% 58.36/23.89  																		|-Branch two:
% 58.36/23.89  																		| (357)  ~ (all_0_41_41 = e0)
% 58.36/23.89  																		| (6761) all_0_42_42 = e0 | all_0_43_43 = e0 | all_0_44_44 = e0
% 58.36/23.89  																		|
% 58.36/23.89  																			+-Applying beta-rule and splitting (103), into two cases.
% 58.36/23.89  																			|-Branch one:
% 58.36/23.89  																			| (453) all_0_41_41 = e1
% 58.36/23.89  																			|
% 58.36/23.89  																				| Combining equations (453,403) yields a new equation:
% 58.36/23.89  																				| (455) e3 = e1
% 58.36/23.89  																				|
% 58.36/23.89  																				| Equations (455) can reduce 213 to:
% 58.36/23.89  																				| (266) $false
% 58.36/23.89  																				|
% 58.36/23.89  																				|-The branch is then unsatisfiable
% 58.36/23.89  																			|-Branch two:
% 58.36/23.89  																			| (457)  ~ (all_0_41_41 = e1)
% 58.36/23.89  																			| (458) all_0_42_42 = e1 | all_0_43_43 = e1 | all_0_44_44 = e1
% 58.36/23.89  																			|
% 58.36/23.89  																				| Equations (403) can reduce 457 to:
% 58.36/23.89  																				| (213)  ~ (e3 = e1)
% 58.36/23.89  																				|
% 58.36/23.89  																				+-Applying beta-rule and splitting (196), into two cases.
% 58.36/23.89  																				|-Branch one:
% 58.36/23.89  																				| (607) all_0_53_53 = e2
% 58.36/23.89  																				|
% 58.36/23.89  																					| Equations (607) can reduce 509 to:
% 58.36/23.89  																					| (266) $false
% 58.36/23.89  																					|
% 58.36/23.89  																					|-The branch is then unsatisfiable
% 58.36/23.89  																				|-Branch two:
% 58.36/23.89  																				| (509)  ~ (all_0_53_53 = e2)
% 58.36/23.89  																				| (610) all_0_53_53 = e4 | all_0_53_53 = e3 | all_0_53_53 = e1
% 58.36/23.89  																				|
% 58.36/23.89  																					+-Applying beta-rule and splitting (130), into two cases.
% 58.36/23.89  																					|-Branch one:
% 58.36/23.89  																					| (430) all_0_43_43 = e1
% 58.36/23.89  																					|
% 58.36/23.89  																						| Combining equations (396,430) yields a new equation:
% 58.36/23.89  																						| (636) e4 = e1
% 58.36/23.89  																						|
% 58.36/23.89  																						| Simplifying 636 yields:
% 58.36/23.89  																						| (630) e4 = e1
% 58.36/23.89  																						|
% 58.36/23.89  																						| Equations (630) can reduce 110 to:
% 58.36/23.89  																						| (266) $false
% 58.36/23.89  																						|
% 58.36/23.89  																						|-The branch is then unsatisfiable
% 58.36/23.89  																					|-Branch two:
% 58.36/23.89  																					| (433)  ~ (all_0_43_43 = e1)
% 58.36/23.89  																					| (434) all_0_48_48 = e1 | all_0_52_52 = e1 | all_0_57_57 = e1
% 58.36/23.89  																					|
% 58.36/23.89  																						| Equations (396) can reduce 433 to:
% 58.36/23.89  																						| (110)  ~ (e4 = e1)
% 58.36/23.89  																						|
% 58.36/23.89  																						+-Applying beta-rule and splitting (75), into two cases.
% 58.36/23.89  																						|-Branch one:
% 58.36/23.89  																						| (485) all_0_40_40 = e0
% 58.36/23.89  																						|
% 58.36/23.89  																							| Combining equations (1378,485) yields a new equation:
% 58.36/23.89  																							| (481) e4 = e0
% 58.36/23.89  																							|
% 58.36/23.89  																							| Simplifying 481 yields:
% 58.36/23.89  																							| (397) e4 = e0
% 58.36/23.89  																							|
% 58.36/23.89  																							| Equations (397) can reduce 49 to:
% 58.36/23.89  																							| (266) $false
% 58.36/23.89  																							|
% 58.36/23.89  																							|-The branch is then unsatisfiable
% 58.36/23.89  																						|-Branch two:
% 58.36/23.89  																						| (1401)  ~ (all_0_40_40 = e0)
% 58.36/23.89  																						| (1748) all_0_44_44 = e0 | all_0_49_49 = e0 | all_0_58_58 = e0
% 58.36/23.89  																						|
% 58.36/23.89  																							| Equations (1378) can reduce 1401 to:
% 58.36/23.89  																							| (49)  ~ (e4 = e0)
% 58.36/23.89  																							|
% 58.36/23.89  																							+-Applying beta-rule and splitting (180), into two cases.
% 58.36/23.89  																							|-Branch one:
% 58.36/23.89  																							| (516) all_0_42_42 = e3
% 58.36/23.89  																							|
% 58.36/23.89  																								| Equations (516) can reduce 405 to:
% 58.36/23.89  																								| (266) $false
% 58.36/23.89  																								|
% 58.36/23.89  																								|-The branch is then unsatisfiable
% 58.36/23.89  																							|-Branch two:
% 58.36/23.89  																							| (405)  ~ (all_0_42_42 = e3)
% 58.36/23.89  																							| (521) all_0_47_47 = e3 | all_0_51_51 = e3 | all_0_56_56 = e3
% 58.36/23.89  																							|
% 58.36/23.89  																								+-Applying beta-rule and splitting (152), into two cases.
% 58.36/23.89  																								|-Branch one:
% 58.36/23.89  																								| (1392) all_0_42_42 = e4
% 58.36/23.89  																								|
% 58.36/23.89  																									| Equations (1392) can reduce 1890 to:
% 58.36/23.89  																									| (266) $false
% 58.36/23.89  																									|
% 58.36/23.89  																									|-The branch is then unsatisfiable
% 58.36/23.89  																								|-Branch two:
% 58.36/23.89  																								| (1890)  ~ (all_0_42_42 = e4)
% 58.36/23.89  																								| (1969) all_0_42_42 = e3 | all_0_42_42 = e1 | all_0_42_42 = e0
% 58.36/23.89  																								|
% 58.36/23.89  																									+-Applying beta-rule and splitting (18), into two cases.
% 58.36/23.89  																									|-Branch one:
% 58.36/23.89  																									| (453) all_0_41_41 = e1
% 58.36/23.89  																									|
% 58.36/23.89  																										| Combining equations (403,453) yields a new equation:
% 58.36/23.89  																										| (454) e3 = e1
% 58.36/23.89  																										|
% 58.36/23.89  																										| Simplifying 454 yields:
% 58.36/23.89  																										| (455) e3 = e1
% 58.36/23.89  																										|
% 58.36/23.89  																										| Equations (455) can reduce 213 to:
% 58.36/23.89  																										| (266) $false
% 58.36/23.89  																										|
% 58.36/23.89  																										|-The branch is then unsatisfiable
% 58.36/23.89  																									|-Branch two:
% 58.36/23.89  																									| (457)  ~ (all_0_41_41 = e1)
% 58.36/23.89  																									| (595) all_0_46_46 = e1 | all_0_50_50 = e1 | all_0_55_55 = e1
% 58.36/23.89  																									|
% 58.36/23.89  																										+-Applying beta-rule and splitting (12), into two cases.
% 58.36/23.89  																										|-Branch one:
% 58.36/23.89  																										| (442) all_0_57_57 = e2
% 58.36/23.89  																										|
% 58.36/23.89  																											| Equations (442) can reduce 344 to:
% 58.36/23.89  																											| (266) $false
% 58.36/23.89  																											|
% 58.36/23.89  																											|-The branch is then unsatisfiable
% 58.36/23.89  																										|-Branch two:
% 58.36/23.89  																										| (344)  ~ (all_0_57_57 = e2)
% 58.36/23.89  																										| (445) all_0_57_57 = e4 | all_0_57_57 = e1 | all_0_57_57 = e0
% 58.36/23.89  																										|
% 58.36/23.89  																											+-Applying beta-rule and splitting (189), into two cases.
% 58.36/23.89  																											|-Branch one:
% 58.36/23.89  																											| (532) all_0_44_44 = e3
% 58.36/23.89  																											|
% 58.36/23.89  																												| Equations (532) can reduce 407 to:
% 58.36/23.89  																												| (266) $false
% 58.36/23.89  																												|
% 58.36/23.89  																												|-The branch is then unsatisfiable
% 58.36/23.89  																											|-Branch two:
% 58.36/23.89  																											| (407)  ~ (all_0_44_44 = e3)
% 58.36/23.89  																											| (537) all_0_49_49 = e3 | all_0_53_53 = e3 | all_0_58_58 = e3
% 58.36/23.89  																											|
% 58.36/23.89  																												+-Applying beta-rule and splitting (228), into two cases.
% 58.36/23.89  																												|-Branch one:
% 58.36/23.89  																												| (335) all_0_48_48 = e2
% 58.36/23.89  																												|
% 58.36/23.89  																													| Equations (335) can reduce 810 to:
% 58.36/23.89  																													| (266) $false
% 58.36/23.89  																													|
% 58.36/23.89  																													|-The branch is then unsatisfiable
% 58.36/23.89  																												|-Branch two:
% 58.36/23.89  																												| (810)  ~ (all_0_48_48 = e2)
% 58.36/23.89  																												| (10218) all_0_48_48 = e4 | all_0_48_48 = e1 | all_0_48_48 = e0
% 58.36/23.89  																												|
% 58.36/23.89  																													+-Applying beta-rule and splitting (241), into two cases.
% 58.36/23.89  																													|-Branch one:
% 58.36/23.89  																													| (378) all_0_50_50 = e2
% 58.36/23.89  																													|
% 58.36/23.89  																														| Equations (378) can reduce 302 to:
% 58.36/23.89  																														| (266) $false
% 58.36/23.89  																														|
% 58.36/23.89  																														|-The branch is then unsatisfiable
% 58.36/23.89  																													|-Branch two:
% 58.36/23.89  																													| (302)  ~ (all_0_50_50 = e2)
% 58.36/23.89  																													| (422) all_0_50_50 = e4 | all_0_50_50 = e3 | all_0_50_50 = e1
% 58.36/23.89  																													|
% 58.36/23.89  																														+-Applying beta-rule and splitting (231), into two cases.
% 58.36/23.89  																														|-Branch one:
% 58.36/23.89  																														| (775) all_0_50_50 = e4
% 58.36/23.89  																														|
% 58.36/23.89  																															| Equations (775) can reduce 190 to:
% 58.36/23.89  																															| (1452)  ~ (all_0_53_53 = e4)
% 58.36/23.89  																															|
% 58.36/23.89  																															| Simplifying 1452 yields:
% 58.36/23.89  																															| (1453)  ~ (all_0_53_53 = e4)
% 58.36/23.89  																															|
% 58.36/23.89  																															| From (775) and (242) follows:
% 58.36/23.89  																															| (5059) op(e1, e3) = e4
% 58.36/23.89  																															|
% 58.36/23.89  																															+-Applying beta-rule and splitting (595), into two cases.
% 58.36/23.89  																															|-Branch one:
% 58.36/23.89  																															| (545) all_0_46_46 = e1
% 58.36/23.89  																															|
% 58.36/23.89  																																| Combining equations (1794,545) yields a new equation:
% 58.36/23.89  																																| (616) e2 = e1
% 58.36/23.89  																																|
% 58.36/23.89  																																| Simplifying 616 yields:
% 58.36/23.89  																																| (617) e2 = e1
% 58.36/23.89  																																|
% 58.36/23.89  																																| Equations (617) can reduce 122 to:
% 58.36/23.89  																																| (266) $false
% 58.36/23.89  																																|
% 58.36/23.89  																																|-The branch is then unsatisfiable
% 58.36/23.89  																															|-Branch two:
% 58.36/23.89  																															| (549)  ~ (all_0_46_46 = e1)
% 58.36/23.89  																															| (600) all_0_50_50 = e1 | all_0_55_55 = e1
% 58.36/23.89  																															|
% 58.36/23.89  																																+-Applying beta-rule and splitting (600), into two cases.
% 58.36/23.89  																																|-Branch one:
% 58.36/23.89  																																| (601) all_0_50_50 = e1
% 58.36/23.89  																																|
% 58.36/23.89  																																	| Combining equations (775,601) yields a new equation:
% 58.36/23.89  																																	| (636) e4 = e1
% 58.36/23.89  																																	|
% 58.36/23.89  																																	| Simplifying 636 yields:
% 58.36/23.89  																																	| (630) e4 = e1
% 58.36/23.89  																																	|
% 58.36/23.89  																																	| Equations (630) can reduce 110 to:
% 58.36/23.89  																																	| (266) $false
% 58.36/23.89  																																	|
% 58.36/23.89  																																	|-The branch is then unsatisfiable
% 58.36/23.89  																																|-Branch two:
% 58.36/23.89  																																| (759)  ~ (all_0_50_50 = e1)
% 58.36/23.89  																																| (629) all_0_55_55 = e1
% 58.36/23.89  																																|
% 58.36/23.89  																																	| Equations (629) can reduce 153 to:
% 58.36/23.89  																																	| (465)  ~ (all_0_56_56 = e1)
% 58.36/23.89  																																	|
% 58.36/23.89  																																	| Simplifying 465 yields:
% 58.36/23.89  																																	| (466)  ~ (all_0_56_56 = e1)
% 58.36/23.89  																																	|
% 58.36/23.89  																																	| Equations (629) can reduce 81 to:
% 58.36/23.89  																																	| (2437)  ~ (all_0_57_57 = e1)
% 58.36/23.89  																																	|
% 58.36/23.89  																																	| Simplifying 2437 yields:
% 58.36/23.89  																																	| (1670)  ~ (all_0_57_57 = e1)
% 58.36/23.89  																																	|
% 58.36/23.89  																																	| From (629) and (74) follows:
% 58.36/23.89  																																	| (6587) op(e0, e3) = e1
% 58.36/23.89  																																	|
% 58.36/23.89  																																	+-Applying beta-rule and splitting (445), into two cases.
% 58.36/23.89  																																	|-Branch one:
% 58.36/23.89  																																	| (871) all_0_57_57 = e4
% 58.36/23.89  																																	|
% 58.36/23.89  																																		| Equations (871) can reduce 839 to:
% 58.36/23.89  																																		| (266) $false
% 58.36/23.89  																																		|
% 58.36/23.89  																																		|-The branch is then unsatisfiable
% 58.36/23.89  																																	|-Branch two:
% 58.36/23.89  																																	| (839)  ~ (all_0_57_57 = e4)
% 58.36/23.89  																																	| (874) all_0_57_57 = e1 | all_0_57_57 = e0
% 58.36/23.89  																																	|
% 58.36/23.89  																																		+-Applying beta-rule and splitting (874), into two cases.
% 58.36/23.89  																																		|-Branch one:
% 58.36/23.89  																																		| (875) all_0_57_57 = e0
% 58.36/23.89  																																		|
% 58.36/23.89  																																			| Equations (875) can reduce 239 to:
% 58.36/23.89  																																			| (1283)  ~ (all_0_48_48 = e0)
% 58.36/23.89  																																			|
% 58.36/23.89  																																			| Equations (875) can reduce 140 to:
% 58.36/23.89  																																			| (828)  ~ (all_0_56_56 = e0)
% 58.36/23.89  																																			|
% 58.36/23.89  																																			| Equations (875) can reduce 344 to:
% 58.36/23.89  																																			| (365)  ~ (e2 = e0)
% 58.36/23.89  																																			|
% 58.36/23.89  																																			| Simplifying 365 yields:
% 58.36/23.89  																																			| (128)  ~ (e2 = e0)
% 58.36/23.89  																																			|
% 58.36/23.89  																																			+-Applying beta-rule and splitting (133), into two cases.
% 58.36/23.89  																																			|-Branch one:
% 58.36/23.89  																																			| (833) all_0_56_56 = e2
% 58.36/23.89  																																			|
% 58.36/23.89  																																				| Equations (833) can reduce 511 to:
% 58.36/23.89  																																				| (266) $false
% 58.36/23.89  																																				|
% 58.36/23.89  																																				|-The branch is then unsatisfiable
% 58.36/23.89  																																			|-Branch two:
% 58.36/23.89  																																			| (511)  ~ (all_0_56_56 = e2)
% 58.36/23.89  																																			| (836) all_0_56_56 = e4 | all_0_56_56 = e3 | all_0_56_56 = e1 | all_0_56_56 = e0
% 58.36/23.89  																																			|
% 58.36/23.89  																																				+-Applying beta-rule and splitting (836), into two cases.
% 58.36/23.89  																																				|-Branch one:
% 58.36/23.89  																																				| (842) all_0_56_56 = e4
% 58.36/23.89  																																				|
% 58.36/23.89  																																					| Equations (842) can reduce 91 to:
% 58.36/23.89  																																					| (252)  ~ (all_0_47_47 = e4)
% 58.36/23.89  																																					|
% 58.36/23.89  																																					| Equations (842) can reduce 272 to:
% 58.36/23.89  																																					| (188)  ~ (e4 = e3)
% 58.36/23.89  																																					|
% 58.36/23.89  																																					| Equations (842) can reduce 511 to:
% 58.36/23.89  																																					| (48)  ~ (e4 = e2)
% 58.36/23.89  																																					|
% 58.36/23.89  																																					| From (842) and (111) follows:
% 58.36/23.89  																																					| (2154) op(e0, e2) = e4
% 58.36/23.89  																																					|
% 58.36/23.89  																																					+-Applying beta-rule and splitting (10218), into two cases.
% 58.36/23.89  																																					|-Branch one:
% 58.36/23.89  																																					| (943) all_0_48_48 = e4
% 58.36/23.89  																																					|
% 58.36/23.89  																																						| Equations (943) can reduce 254 to:
% 58.36/23.89  																																						| (266) $false
% 58.36/23.89  																																						|
% 58.36/23.89  																																						|-The branch is then unsatisfiable
% 58.36/23.89  																																					|-Branch two:
% 58.36/23.90  																																					| (254)  ~ (all_0_48_48 = e4)
% 58.36/23.90  																																					| (10222) all_0_48_48 = e1 | all_0_48_48 = e0
% 58.36/23.90  																																					|
% 58.36/23.90  																																						+-Applying beta-rule and splitting (434), into two cases.
% 58.36/23.90  																																						|-Branch one:
% 58.36/23.90  																																						| (615) all_0_48_48 = e1
% 58.36/23.90  																																						|
% 58.36/23.90  																																							| Equations (615) can reduce 114 to:
% 58.36/23.90  																																							| (462)  ~ (all_0_47_47 = e1)
% 58.36/23.90  																																							|
% 58.36/23.90  																																							+-Applying beta-rule and splitting (163), into two cases.
% 58.36/23.90  																																							|-Branch one:
% 58.36/23.90  																																							| (565) all_0_52_52 = e4
% 58.36/23.90  																																							|
% 58.36/23.90  																																								| Combining equations (565,352) yields a new equation:
% 58.36/23.90  																																								| (322) e4 = e2
% 58.36/23.90  																																								|
% 58.36/23.90  																																								| Simplifying 322 yields:
% 58.36/23.90  																																								| (323) e4 = e2
% 58.36/23.90  																																								|
% 58.36/23.90  																																								| Equations (323) can reduce 48 to:
% 58.36/23.90  																																								| (266) $false
% 58.36/23.90  																																								|
% 58.36/23.90  																																								|-The branch is then unsatisfiable
% 58.36/23.90  																																							|-Branch two:
% 58.36/23.90  																																							| (780)  ~ (all_0_52_52 = e4)
% 58.36/23.90  																																							| (781) (all_0_41_41 = e0 & all_0_58_58 = e3 &  ~ (all_0_44_44 = e3)) | (all_0_41_41 = e0 & all_0_58_58 = e3 &  ~ (all_0_55_55 = e0)) | (all_0_47_47 = e1 & all_0_52_52 = e2 &  ~ (all_0_48_48 = e2)) | (all_0_47_47 = e1 & all_0_52_52 = e2 &  ~ (all_0_51_51 = e1)) | (all_0_47_47 = e0 & all_0_58_58 = e2 &  ~ (all_0_49_49 = e2)) | (all_0_47_47 = e0 & all_0_58_58 = e2 &  ~ (all_0_56_56 = e0))
% 58.36/23.90  																																							|
% 58.36/23.90  																																								+-Applying beta-rule and splitting (781), into two cases.
% 58.36/23.90  																																								|-Branch one:
% 58.36/23.90  																																								| (789) (all_0_41_41 = e0 & all_0_58_58 = e3 &  ~ (all_0_44_44 = e3)) | (all_0_41_41 = e0 & all_0_58_58 = e3 &  ~ (all_0_55_55 = e0)) | (all_0_47_47 = e1 & all_0_52_52 = e2 &  ~ (all_0_48_48 = e2)) | (all_0_47_47 = e1 & all_0_52_52 = e2 &  ~ (all_0_51_51 = e1)) | (all_0_47_47 = e0 & all_0_58_58 = e2 &  ~ (all_0_49_49 = e2))
% 58.36/23.90  																																								|
% 58.36/23.90  																																									+-Applying beta-rule and splitting (789), into two cases.
% 58.36/23.90  																																									|-Branch one:
% 58.36/23.90  																																									| (790) (all_0_41_41 = e0 & all_0_58_58 = e3 &  ~ (all_0_44_44 = e3)) | (all_0_41_41 = e0 & all_0_58_58 = e3 &  ~ (all_0_55_55 = e0)) | (all_0_47_47 = e1 & all_0_52_52 = e2 &  ~ (all_0_48_48 = e2)) | (all_0_47_47 = e1 & all_0_52_52 = e2 &  ~ (all_0_51_51 = e1))
% 58.36/23.90  																																									|
% 58.36/23.90  																																										+-Applying beta-rule and splitting (790), into two cases.
% 58.36/23.90  																																										|-Branch one:
% 58.36/23.90  																																										| (791) (all_0_41_41 = e0 & all_0_58_58 = e3 &  ~ (all_0_44_44 = e3)) | (all_0_41_41 = e0 & all_0_58_58 = e3 &  ~ (all_0_55_55 = e0)) | (all_0_47_47 = e1 & all_0_52_52 = e2 &  ~ (all_0_48_48 = e2))
% 58.36/23.90  																																										|
% 58.36/23.90  																																											+-Applying beta-rule and splitting (791), into two cases.
% 58.36/23.90  																																											|-Branch one:
% 58.36/23.90  																																											| (792) (all_0_41_41 = e0 & all_0_58_58 = e3 &  ~ (all_0_44_44 = e3)) | (all_0_41_41 = e0 & all_0_58_58 = e3 &  ~ (all_0_55_55 = e0))
% 58.36/23.90  																																											|
% 58.36/23.90  																																												+-Applying beta-rule and splitting (792), into two cases.
% 58.36/23.90  																																												|-Branch one:
% 58.36/23.90  																																												| (793) all_0_41_41 = e0 & all_0_58_58 = e3 &  ~ (all_0_44_44 = e3)
% 58.36/23.90  																																												|
% 58.36/23.90  																																													| Applying alpha-rule on (793) yields:
% 58.36/23.90  																																													| (794) all_0_41_41 = e0
% 58.36/23.90  																																													| (795) all_0_58_58 = e3
% 58.36/23.90  																																													| (407)  ~ (all_0_44_44 = e3)
% 58.36/23.90  																																													|
% 58.36/23.90  																																													| Combining equations (794,403) yields a new equation:
% 58.36/23.90  																																													| (676) e3 = e0
% 58.36/23.90  																																													|
% 58.36/23.90  																																													| Combining equations (624,795) yields a new equation:
% 58.36/23.90  																																													| (662) e3 = e2
% 58.36/23.90  																																													|
% 58.36/23.90  																																													| Combining equations (662,676) yields a new equation:
% 58.36/23.90  																																													| (391) e2 = e0
% 58.36/23.90  																																													|
% 58.36/23.90  																																													| Simplifying 391 yields:
% 58.36/23.90  																																													| (330) e2 = e0
% 58.36/23.90  																																													|
% 58.36/23.90  																																													| Equations (330) can reduce 128 to:
% 58.36/23.90  																																													| (266) $false
% 58.36/23.90  																																													|
% 58.36/23.90  																																													|-The branch is then unsatisfiable
% 58.36/23.90  																																												|-Branch two:
% 58.36/23.90  																																												| (800) all_0_41_41 = e0 & all_0_58_58 = e3 &  ~ (all_0_55_55 = e0)
% 58.36/23.90  																																												|
% 58.36/23.90  																																													| Applying alpha-rule on (800) yields:
% 58.36/23.90  																																													| (794) all_0_41_41 = e0
% 58.36/23.90  																																													| (795) all_0_58_58 = e3
% 58.36/23.90  																																													| (803)  ~ (all_0_55_55 = e0)
% 58.36/23.90  																																													|
% 58.36/23.90  																																													| Combining equations (794,403) yields a new equation:
% 58.36/23.90  																																													| (676) e3 = e0
% 58.36/23.90  																																													|
% 58.36/23.90  																																													| Combining equations (624,795) yields a new equation:
% 58.36/23.90  																																													| (662) e3 = e2
% 58.36/23.90  																																													|
% 58.36/23.90  																																													| Combining equations (662,676) yields a new equation:
% 58.36/23.90  																																													| (391) e2 = e0
% 58.36/23.90  																																													|
% 58.36/23.90  																																													| Simplifying 391 yields:
% 58.36/23.90  																																													| (330) e2 = e0
% 58.36/23.90  																																													|
% 58.36/23.90  																																													| Equations (330) can reduce 128 to:
% 58.36/23.90  																																													| (266) $false
% 58.36/23.90  																																													|
% 58.36/23.90  																																													|-The branch is then unsatisfiable
% 58.36/23.90  																																											|-Branch two:
% 58.36/23.90  																																											| (807) all_0_47_47 = e1 & all_0_52_52 = e2 &  ~ (all_0_48_48 = e2)
% 58.36/23.90  																																											|
% 58.36/23.90  																																												| Applying alpha-rule on (807) yields:
% 58.36/23.90  																																												| (654) all_0_47_47 = e1
% 58.36/23.90  																																												| (352) all_0_52_52 = e2
% 58.36/23.90  																																												| (810)  ~ (all_0_48_48 = e2)
% 58.36/23.90  																																												|
% 58.36/23.90  																																												| Equations (654) can reduce 462 to:
% 58.36/23.90  																																												| (266) $false
% 58.36/23.90  																																												|
% 58.36/23.90  																																												|-The branch is then unsatisfiable
% 58.36/23.90  																																										|-Branch two:
% 58.36/23.90  																																										| (813) all_0_47_47 = e1 & all_0_52_52 = e2 &  ~ (all_0_51_51 = e1)
% 58.36/23.90  																																										|
% 58.36/23.90  																																											| Applying alpha-rule on (813) yields:
% 58.36/23.90  																																											| (654) all_0_47_47 = e1
% 58.36/23.90  																																											| (352) all_0_52_52 = e2
% 58.36/23.90  																																											| (464)  ~ (all_0_51_51 = e1)
% 58.36/23.90  																																											|
% 58.36/23.90  																																											| Equations (654) can reduce 462 to:
% 58.36/23.90  																																											| (266) $false
% 58.36/23.90  																																											|
% 58.36/23.90  																																											|-The branch is then unsatisfiable
% 58.36/23.90  																																									|-Branch two:
% 58.36/23.90  																																									| (819) all_0_47_47 = e0 & all_0_58_58 = e2 &  ~ (all_0_49_49 = e2)
% 58.36/23.90  																																									|
% 58.36/23.90  																																										| Applying alpha-rule on (819) yields:
% 58.36/23.90  																																										| (674) all_0_47_47 = e0
% 58.36/23.90  																																										| (624) all_0_58_58 = e2
% 58.36/23.90  																																										| (340)  ~ (all_0_49_49 = e2)
% 58.36/23.90  																																										|
% 58.36/23.90  																																										| Equations (674) can reduce 198 to:
% 58.36/23.90  																																										| (358)  ~ (all_0_42_42 = e0)
% 58.36/23.90  																																										|
% 58.36/23.90  																																										| Equations (674) can reduce 252 to:
% 58.36/23.90  																																										| (401)  ~ (e4 = e0)
% 58.36/23.90  																																										|
% 58.36/23.90  																																										| Simplifying 401 yields:
% 58.36/23.90  																																										| (49)  ~ (e4 = e0)
% 58.36/23.90  																																										|
% 58.36/23.90  																																										+-Applying beta-rule and splitting (1969), into two cases.
% 58.36/23.90  																																										|-Branch one:
% 58.36/23.90  																																										| (559) all_0_42_42 = e0
% 58.36/23.90  																																										|
% 58.36/23.90  																																											| Equations (559) can reduce 358 to:
% 58.36/23.90  																																											| (266) $false
% 58.36/23.90  																																											|
% 58.36/23.90  																																											|-The branch is then unsatisfiable
% 58.36/23.90  																																										|-Branch two:
% 58.36/23.90  																																										| (358)  ~ (all_0_42_42 = e0)
% 58.36/23.90  																																										| (2510) all_0_42_42 = e3 | all_0_42_42 = e1
% 58.36/23.90  																																										|
% 58.36/23.90  																																											+-Applying beta-rule and splitting (6761), into two cases.
% 58.36/23.90  																																											|-Branch one:
% 58.36/23.90  																																											| (559) all_0_42_42 = e0
% 58.36/23.90  																																											|
% 58.36/23.90  																																												| Equations (559) can reduce 358 to:
% 58.36/23.90  																																												| (266) $false
% 58.36/23.90  																																												|
% 58.36/23.90  																																												|-The branch is then unsatisfiable
% 58.36/23.90  																																											|-Branch two:
% 58.36/23.90  																																											| (358)  ~ (all_0_42_42 = e0)
% 58.36/23.90  																																											| (6766) all_0_43_43 = e0 | all_0_44_44 = e0
% 58.36/23.90  																																											|
% 58.36/23.90  																																												+-Applying beta-rule and splitting (78), into two cases.
% 58.36/23.90  																																												|-Branch one:
% 58.36/23.90  																																												| (423) all_0_45_45 = e3
% 58.36/23.90  																																												|
% 58.36/23.90  																																													| Combining equations (248,423) yields a new equation:
% 58.36/23.90  																																													| (424) e4 = e3
% 58.36/23.90  																																													|
% 58.36/23.90  																																													| Simplifying 424 yields:
% 58.36/23.90  																																													| (425) e4 = e3
% 58.36/23.90  																																													|
% 58.36/23.90  																																													| Equations (425) can reduce 188 to:
% 58.36/23.90  																																													| (266) $false
% 58.36/23.90  																																													|
% 58.36/23.90  																																													|-The branch is then unsatisfiable
% 58.36/23.90  																																												|-Branch two:
% 58.36/23.90  																																												| (427)  ~ (all_0_45_45 = e3)
% 58.36/23.90  																																												| (428) all_0_46_46 = e3 | all_0_47_47 = e3 | all_0_49_49 = e3
% 58.36/23.90  																																												|
% 58.36/23.90  																																													| Equations (248) can reduce 427 to:
% 58.36/23.90  																																													| (188)  ~ (e4 = e3)
% 58.36/23.90  																																													|
% 58.36/23.90  																																													+-Applying beta-rule and splitting (6766), into two cases.
% 58.36/23.90  																																													|-Branch one:
% 58.36/23.90  																																													| (356) all_0_43_43 = e0
% 58.36/23.90  																																													|
% 58.36/23.90  																																														| Combining equations (356,396) yields a new equation:
% 58.36/23.90  																																														| (397) e4 = e0
% 58.36/23.90  																																														|
% 58.36/23.90  																																														| Equations (397) can reduce 49 to:
% 58.36/23.90  																																														| (266) $false
% 58.36/23.90  																																														|
% 58.36/23.90  																																														|-The branch is then unsatisfiable
% 58.36/23.90  																																													|-Branch two:
% 58.36/23.90  																																													| (5470)  ~ (all_0_43_43 = e0)
% 58.36/23.90  																																													| (1414) all_0_44_44 = e0
% 58.36/23.90  																																													|
% 58.36/23.90  																																														| Equations (1414) can reduce 220 to:
% 58.36/23.90  																																														| (488)  ~ (all_0_53_53 = e0)
% 58.36/23.90  																																														|
% 58.36/23.90  																																														| Simplifying 488 yields:
% 58.36/23.90  																																														| (247)  ~ (all_0_53_53 = e0)
% 58.36/23.90  																																														|
% 58.36/23.90  																																														| Equations (1414) can reduce 407 to:
% 58.36/23.90  																																														| (541)  ~ (e3 = e0)
% 58.36/23.90  																																														|
% 58.36/23.90  																																														| Simplifying 541 yields:
% 58.36/23.90  																																														| (80)  ~ (e3 = e0)
% 58.36/23.90  																																														|
% 58.36/23.90  																																														+-Applying beta-rule and splitting (7), into two cases.
% 58.36/23.90  																																														|-Branch one:
% 58.36/23.90  																																														| (504) all_0_51_51 = e2
% 58.36/23.90  																																														|
% 58.36/23.90  																																															| Equations (504) can reduce 1099 to:
% 58.36/23.90  																																															| (266) $false
% 58.36/23.90  																																															|
% 58.36/23.90  																																															|-The branch is then unsatisfiable
% 58.36/23.90  																																														|-Branch two:
% 58.36/23.90  																																														| (1099)  ~ (all_0_51_51 = e2)
% 58.36/23.90  																																														| (1100) all_0_51_51 = e4 | all_0_51_51 = e3 | all_0_51_51 = e1
% 58.36/23.90  																																														|
% 58.36/23.90  																																															+-Applying beta-rule and splitting (521), into two cases.
% 58.36/23.90  																																															|-Branch one:
% 58.36/23.90  																																															| (522) all_0_47_47 = e3
% 58.36/23.90  																																															|
% 58.36/23.90  																																																| Combining equations (674,522) yields a new equation:
% 58.36/23.90  																																																| (676) e3 = e0
% 58.36/23.90  																																																|
% 58.36/23.90  																																																| Equations (676) can reduce 80 to:
% 58.36/23.90  																																																| (266) $false
% 58.36/23.90  																																																|
% 58.36/23.90  																																																|-The branch is then unsatisfiable
% 58.36/23.90  																																															|-Branch two:
% 58.36/23.90  																																															| (1091)  ~ (all_0_47_47 = e3)
% 58.36/23.90  																																															| (1092) all_0_51_51 = e3 | all_0_56_56 = e3
% 58.36/23.90  																																															|
% 58.36/23.90  																																																+-Applying beta-rule and splitting (1092), into two cases.
% 58.36/23.90  																																																|-Branch one:
% 58.36/23.90  																																																| (660) all_0_51_51 = e3
% 58.36/23.90  																																																|
% 58.36/23.90  																																																	| Equations (660) can reduce 6 to:
% 58.36/23.90  																																																	| (1114)  ~ (all_0_53_53 = e3)
% 58.36/23.90  																																																	|
% 58.36/23.90  																																																	| Simplifying 1114 yields:
% 58.36/23.90  																																																	| (903)  ~ (all_0_53_53 = e3)
% 58.36/23.90  																																																	|
% 58.36/23.90  																																																	| Equations (660) can reduce 1099 to:
% 58.36/23.90  																																																	| (212)  ~ (e3 = e2)
% 58.36/23.90  																																																	|
% 58.36/23.90  																																																	| From (660) and (186) follows:
% 58.36/23.90  																																																	| (1552) op(e1, e2) = e3
% 58.36/23.90  																																																	|
% 58.36/23.90  																																																	+-Applying beta-rule and splitting (537), into two cases.
% 58.36/23.90  																																																	|-Branch one:
% 58.36/23.90  																																																	| (884) all_0_49_49 = e3
% 58.36/23.90  																																																	|
% 58.36/23.90  																																																		| Equations (884) can reduce 65 to:
% 58.36/23.90  																																																		| (1114)  ~ (all_0_53_53 = e3)
% 58.36/23.90  																																																		|
% 58.36/23.90  																																																		| Simplifying 1114 yields:
% 58.36/23.90  																																																		| (903)  ~ (all_0_53_53 = e3)
% 58.36/23.90  																																																		|
% 58.36/23.90  																																																		| From (884) and (55) follows:
% 58.36/23.90  																																																		| (1581) op(e2, e0) = e3
% 58.36/23.90  																																																		|
% 58.36/23.90  																																																		+-Applying beta-rule and splitting (610), into two cases.
% 58.36/23.90  																																																		|-Branch one:
% 58.36/23.90  																																																		| (1298) all_0_53_53 = e4
% 58.36/23.90  																																																		|
% 58.36/23.90  																																																			| Equations (1298) can reduce 1453 to:
% 58.36/23.90  																																																			| (266) $false
% 58.36/23.90  																																																			|
% 58.36/23.90  																																																			|-The branch is then unsatisfiable
% 58.36/23.90  																																																		|-Branch two:
% 58.36/23.90  																																																		| (1453)  ~ (all_0_53_53 = e4)
% 58.36/23.90  																																																		| (1694) all_0_53_53 = e3 | all_0_53_53 = e1
% 58.36/23.90  																																																		|
% 58.36/23.90  																																																			+-Applying beta-rule and splitting (1694), into two cases.
% 58.36/23.90  																																																			|-Branch one:
% 58.36/23.90  																																																			| (1208) all_0_53_53 = e1
% 58.36/23.90  																																																			|
% 58.36/23.90  																																																				| Equations (1208) can reduce 247 to:
% 58.36/23.90  																																																				| (233)  ~ (e1 = e0)
% 58.36/23.90  																																																				|
% 58.36/23.90  																																																				+-Applying beta-rule and splitting (56), into two cases.
% 58.36/23.90  																																																				|-Branch one:
% 58.36/23.90  																																																				| (696) unit = e2
% 58.36/23.90  																																																				|
% 58.36/23.90  																																																					| From (696) and (209) follows:
% 58.36/23.90  																																																					| (7585) op(e2, e0) = e0
% 58.36/23.90  																																																					|
% 58.36/23.90  																																																					| From (696) and (28) follows:
% 58.36/23.90  																																																					| (699) op(e1, e2) = e1
% 58.36/23.90  																																																					|
% 58.36/23.90  																																																					| Instantiating formula (29) with e2, e0, e0, e3 and discharging atoms op(e2, e0) = e3, op(e2, e0) = e0, yields:
% 58.36/23.90  																																																					| (676) e3 = e0
% 58.36/23.90  																																																					|
% 58.36/23.90  																																																					| Instantiating formula (29) with e1, e2, e1, e3 and discharging atoms op(e1, e2) = e3, op(e1, e2) = e1, yields:
% 58.36/23.90  																																																					| (455) e3 = e1
% 58.36/23.90  																																																					|
% 58.36/23.90  																																																					| Combining equations (455,676) yields a new equation:
% 58.36/23.90  																																																					| (546) e1 = e0
% 58.36/23.90  																																																					|
% 58.36/23.90  																																																					| Simplifying 546 yields:
% 58.36/23.90  																																																					| (431) e1 = e0
% 58.36/23.90  																																																					|
% 58.36/23.90  																																																					| Equations (431) can reduce 233 to:
% 58.36/23.90  																																																					| (266) $false
% 58.36/23.90  																																																					|
% 58.36/23.90  																																																					|-The branch is then unsatisfiable
% 58.36/23.90  																																																				|-Branch two:
% 58.36/23.90  																																																				| (707)  ~ (unit = e2)
% 58.36/23.90  																																																				| (708) unit = e4 | unit = e3 | unit = e1 | unit = e0
% 58.36/23.90  																																																				|
% 58.36/23.90  																																																					+-Applying beta-rule and splitting (708), into two cases.
% 58.36/23.90  																																																					|-Branch one:
% 58.36/23.90  																																																					| (709) unit = e4
% 58.36/23.90  																																																					|
% 58.36/23.90  																																																						| From (709) and (211) follows:
% 58.36/23.90  																																																						| (22527) op(e4, e1) = e1
% 58.36/23.90  																																																						|
% 58.36/23.90  																																																						| From (709) and (42) follows:
% 58.36/23.90  																																																						| (713) op(e0, e4) = e0
% 58.36/23.90  																																																						|
% 58.36/23.90  																																																						| Instantiating formula (29) with e4, e1, e1, e3 and discharging atoms op(e4, e1) = e3, op(e4, e1) = e1, yields:
% 58.36/23.90  																																																						| (455) e3 = e1
% 58.36/23.90  																																																						|
% 58.36/23.90  																																																						| Instantiating formula (29) with e0, e4, e0, e3 and discharging atoms op(e0, e4) = e3, op(e0, e4) = e0, yields:
% 58.36/23.90  																																																						| (676) e3 = e0
% 58.36/23.90  																																																						|
% 58.36/23.90  																																																						| Combining equations (455,676) yields a new equation:
% 58.36/23.90  																																																						| (546) e1 = e0
% 58.36/23.90  																																																						|
% 58.36/23.90  																																																						| Simplifying 546 yields:
% 58.36/23.90  																																																						| (431) e1 = e0
% 58.36/23.90  																																																						|
% 58.36/23.90  																																																						| Equations (431) can reduce 233 to:
% 58.36/23.90  																																																						| (266) $false
% 58.36/23.90  																																																						|
% 58.36/23.90  																																																						|-The branch is then unsatisfiable
% 58.36/23.90  																																																					|-Branch two:
% 58.36/23.90  																																																					| (724)  ~ (unit = e4)
% 58.36/23.90  																																																					| (725) unit = e3 | unit = e1 | unit = e0
% 58.36/23.90  																																																					|
% 58.36/23.90  																																																						+-Applying beta-rule and splitting (725), into two cases.
% 58.36/23.90  																																																						|-Branch one:
% 58.36/23.90  																																																						| (726) unit = e0
% 58.36/23.90  																																																						|
% 58.36/23.90  																																																							| From (726) and (244) follows:
% 58.36/23.90  																																																							| (2207) op(e0, e4) = e4
% 58.36/23.90  																																																							|
% 58.36/23.90  																																																							| From (726) and (24) follows:
% 58.36/23.90  																																																							| (2208) op(e0, e3) = e3
% 58.36/23.90  																																																							|
% 58.36/23.90  																																																							| From (726) and (15) follows:
% 58.36/23.90  																																																							| (1508) op(e0, e2) = e2
% 58.36/23.90  																																																							|
% 58.36/23.90  																																																							| From (726) and (42) follows:
% 58.36/23.90  																																																							| (728) op(e0, e0) = e0
% 58.36/23.90  																																																							|
% 58.36/23.90  																																																							| Instantiating formula (29) with e0, e4, e4, e3 and discharging atoms op(e0, e4) = e4, op(e0, e4) = e3, yields:
% 58.36/23.90  																																																							| (425) e4 = e3
% 58.36/23.90  																																																							|
% 58.36/23.90  																																																							| Instantiating formula (29) with e0, e3, e3, e1 and discharging atoms op(e0, e3) = e3, op(e0, e3) = e1, yields:
% 58.36/23.90  																																																							| (455) e3 = e1
% 58.36/23.90  																																																							|
% 58.36/23.90  																																																							| Instantiating formula (29) with e0, e2, e2, e4 and discharging atoms op(e0, e2) = e4, op(e0, e2) = e2, yields:
% 58.36/23.90  																																																							| (323) e4 = e2
% 58.36/23.90  																																																							|
% 58.36/23.90  																																																							| Instantiating formula (29) with e0, e0, e0, e2 and discharging atoms op(e0, e0) = e2, op(e0, e0) = e0, yields:
% 58.36/23.90  																																																							| (330) e2 = e0
% 58.36/23.90  																																																							|
% 58.36/23.90  																																																							| Combining equations (323,425) yields a new equation:
% 58.36/23.90  																																																							| (662) e3 = e2
% 58.36/23.90  																																																							|
% 58.36/23.90  																																																							| Combining equations (662,455) yields a new equation:
% 58.36/23.90  																																																							| (616) e2 = e1
% 58.36/23.90  																																																							|
% 58.36/23.90  																																																							| Simplifying 616 yields:
% 58.36/23.90  																																																							| (617) e2 = e1
% 58.36/23.90  																																																							|
% 58.36/23.90  																																																							| Combining equations (617,330) yields a new equation:
% 58.36/23.90  																																																							| (546) e1 = e0
% 58.36/23.90  																																																							|
% 58.36/23.90  																																																							| Simplifying 546 yields:
% 58.36/23.90  																																																							| (431) e1 = e0
% 58.36/23.90  																																																							|
% 58.36/23.90  																																																							| Equations (431) can reduce 233 to:
% 58.36/23.90  																																																							| (266) $false
% 58.36/23.90  																																																							|
% 58.36/23.90  																																																							|-The branch is then unsatisfiable
% 58.36/23.90  																																																						|-Branch two:
% 58.36/23.90  																																																						| (734)  ~ (unit = e0)
% 58.36/23.90  																																																						| (735) unit = e3 | unit = e1
% 58.36/23.90  																																																						|
% 58.36/23.90  																																																							+-Applying beta-rule and splitting (735), into two cases.
% 58.36/23.90  																																																							|-Branch one:
% 58.36/23.90  																																																							| (736) unit = e1
% 58.36/23.90  																																																							|
% 58.36/23.90  																																																								| Equations (736) can reduce 734 to:
% 58.36/23.90  																																																								| (233)  ~ (e1 = e0)
% 58.36/23.90  																																																								|
% 58.36/23.90  																																																								| From (736) and (244) follows:
% 58.36/23.90  																																																								| (738) op(e1, e4) = e4
% 58.36/23.90  																																																								|
% 58.36/23.90  																																																								| From (736) and (24) follows:
% 58.36/23.90  																																																								| (1934) op(e1, e3) = e3
% 58.36/23.90  																																																								|
% 58.36/23.90  																																																								| From (736) and (15) follows:
% 58.36/23.90  																																																								| (515) op(e1, e2) = e2
% 58.36/23.90  																																																								|
% 58.36/23.90  																																																								| From (736) and (28) follows:
% 58.36/23.90  																																																								| (740) op(e1, e1) = e1
% 58.36/23.90  																																																								|
% 58.36/23.90  																																																								| Instantiating formula (29) with e1, e4, e4, e0 and discharging atoms op(e1, e4) = e4, op(e1, e4) = e0, yields:
% 58.36/23.90  																																																								| (397) e4 = e0
% 58.36/23.90  																																																								|
% 58.36/23.90  																																																								| Instantiating formula (29) with e1, e3, e3, e4 and discharging atoms op(e1, e3) = e4, op(e1, e3) = e3, yields:
% 58.36/23.90  																																																								| (425) e4 = e3
% 58.36/23.90  																																																								|
% 58.36/23.90  																																																								| Instantiating formula (29) with e1, e2, e2, e3 and discharging atoms op(e1, e2) = e3, op(e1, e2) = e2, yields:
% 58.36/23.90  																																																								| (662) e3 = e2
% 58.36/23.90  																																																								|
% 58.36/23.90  																																																								| Instantiating formula (29) with e1, e1, e1, e2 and discharging atoms op(e1, e1) = e2, op(e1, e1) = e1, yields:
% 58.36/23.90  																																																								| (617) e2 = e1
% 58.36/23.90  																																																								|
% 58.36/23.90  																																																								| Combining equations (397,425) yields a new equation:
% 58.36/23.90  																																																								| (676) e3 = e0
% 58.36/23.90  																																																								|
% 58.36/23.90  																																																								| Combining equations (676,662) yields a new equation:
% 58.36/23.90  																																																								| (330) e2 = e0
% 58.36/23.90  																																																								|
% 58.36/23.90  																																																								| Combining equations (330,617) yields a new equation:
% 58.36/23.90  																																																								| (431) e1 = e0
% 58.36/23.90  																																																								|
% 58.36/23.90  																																																								| Equations (431) can reduce 233 to:
% 58.36/23.90  																																																								| (266) $false
% 58.36/23.90  																																																								|
% 58.36/23.90  																																																								|-The branch is then unsatisfiable
% 58.36/23.90  																																																							|-Branch two:
% 58.36/23.90  																																																							| (748)  ~ (unit = e1)
% 58.36/23.90  																																																							| (749) unit = e3
% 58.36/23.90  																																																							|
% 58.36/23.90  																																																								| From (749) and (244) follows:
% 58.36/23.90  																																																								| (750) op(e3, e4) = e4
% 58.36/23.90  																																																								|
% 58.36/23.90  																																																								| From (749) and (227) follows:
% 58.36/23.90  																																																								| (22570) op(e4, e3) = e4
% 58.36/23.90  																																																								|
% 58.36/23.90  																																																								| From (749) and (28) follows:
% 58.36/23.90  																																																								| (2235) op(e1, e3) = e1
% 58.36/23.90  																																																								|
% 58.36/23.90  																																																								| Instantiating formula (29) with e4, e3, e4, e0 and discharging atoms op(e4, e3) = e4, op(e4, e3) = e0, yields:
% 58.36/23.90  																																																								| (397) e4 = e0
% 58.36/23.90  																																																								|
% 58.36/23.90  																																																								| Instantiating formula (29) with e3, e4, e4, e2 and discharging atoms op(e3, e4) = e4, op(e3, e4) = e2, yields:
% 58.36/23.90  																																																								| (323) e4 = e2
% 58.36/23.90  																																																								|
% 58.36/23.90  																																																								| Instantiating formula (29) with e1, e3, e1, e4 and discharging atoms op(e1, e3) = e4, op(e1, e3) = e1, yields:
% 58.36/23.90  																																																								| (630) e4 = e1
% 58.36/23.90  																																																								|
% 58.36/23.90  																																																								| Combining equations (397,323) yields a new equation:
% 58.36/23.90  																																																								| (330) e2 = e0
% 58.36/23.90  																																																								|
% 58.36/23.90  																																																								| Combining equations (630,323) yields a new equation:
% 58.36/23.90  																																																								| (617) e2 = e1
% 58.36/23.90  																																																								|
% 58.36/23.90  																																																								| Combining equations (330,617) yields a new equation:
% 58.36/23.90  																																																								| (431) e1 = e0
% 58.36/23.90  																																																								|
% 58.36/23.90  																																																								| Equations (431) can reduce 233 to:
% 58.36/23.90  																																																								| (266) $false
% 58.36/23.90  																																																								|
% 58.36/23.90  																																																								|-The branch is then unsatisfiable
% 58.36/23.90  																																																			|-Branch two:
% 58.36/23.90  																																																			| (1459)  ~ (all_0_53_53 = e1)
% 58.36/23.90  																																																			| (665) all_0_53_53 = e3
% 58.36/23.90  																																																			|
% 58.36/23.90  																																																				| Equations (665) can reduce 903 to:
% 58.36/23.90  																																																				| (266) $false
% 58.36/23.90  																																																				|
% 58.36/23.90  																																																				|-The branch is then unsatisfiable
% 58.36/23.91  																																																	|-Branch two:
% 58.36/23.91  																																																	| (525)  ~ (all_0_49_49 = e3)
% 58.36/23.91  																																																	| (887) all_0_53_53 = e3 | all_0_58_58 = e3
% 58.36/23.91  																																																	|
% 58.36/23.91  																																																		+-Applying beta-rule and splitting (887), into two cases.
% 58.36/23.91  																																																		|-Branch one:
% 58.36/23.91  																																																		| (665) all_0_53_53 = e3
% 58.36/23.91  																																																		|
% 58.36/23.91  																																																			| Equations (665) can reduce 903 to:
% 58.36/23.91  																																																			| (266) $false
% 58.36/23.91  																																																			|
% 58.36/23.91  																																																			|-The branch is then unsatisfiable
% 58.36/23.91  																																																		|-Branch two:
% 58.36/23.91  																																																		| (903)  ~ (all_0_53_53 = e3)
% 58.36/23.91  																																																		| (795) all_0_58_58 = e3
% 58.36/23.91  																																																		|
% 58.36/23.91  																																																			| Combining equations (795,624) yields a new equation:
% 58.36/23.91  																																																			| (661) e3 = e2
% 58.36/23.91  																																																			|
% 58.36/23.91  																																																			| Simplifying 661 yields:
% 58.36/23.91  																																																			| (662) e3 = e2
% 58.36/23.91  																																																			|
% 58.36/23.91  																																																			| Equations (662) can reduce 212 to:
% 58.36/23.91  																																																			| (266) $false
% 58.36/23.91  																																																			|
% 58.36/23.91  																																																			|-The branch is then unsatisfiable
% 58.36/23.91  																																																|-Branch two:
% 58.36/23.91  																																																| (664)  ~ (all_0_51_51 = e3)
% 58.36/23.91  																																																| (1097) all_0_56_56 = e3
% 58.36/23.91  																																																|
% 58.36/23.91  																																																	| Combining equations (1097,842) yields a new equation:
% 58.36/23.91  																																																	| (425) e4 = e3
% 58.36/23.91  																																																	|
% 58.36/23.91  																																																	| Equations (425) can reduce 188 to:
% 58.36/23.91  																																																	| (266) $false
% 58.36/23.91  																																																	|
% 58.36/23.91  																																																	|-The branch is then unsatisfiable
% 58.36/23.91  																																								|-Branch two:
% 58.36/23.91  																																								| (825) all_0_47_47 = e0 & all_0_58_58 = e2 &  ~ (all_0_56_56 = e0)
% 58.36/23.91  																																								|
% 58.36/23.91  																																									| Applying alpha-rule on (825) yields:
% 58.36/23.91  																																									| (674) all_0_47_47 = e0
% 58.36/23.91  																																									| (624) all_0_58_58 = e2
% 58.36/23.91  																																									| (828)  ~ (all_0_56_56 = e0)
% 58.36/23.91  																																									|
% 58.36/23.91  																																									| Equations (674) can reduce 198 to:
% 58.36/23.91  																																									| (358)  ~ (all_0_42_42 = e0)
% 58.36/23.91  																																									|
% 58.36/23.91  																																									| Equations (842) can reduce 828 to:
% 58.36/23.91  																																									| (49)  ~ (e4 = e0)
% 58.36/23.91  																																									|
% 58.36/23.91  																																									+-Applying beta-rule and splitting (1969), into two cases.
% 58.36/23.91  																																									|-Branch one:
% 58.36/23.91  																																									| (559) all_0_42_42 = e0
% 58.36/23.91  																																									|
% 58.36/23.91  																																										| Equations (559) can reduce 358 to:
% 58.36/23.91  																																										| (266) $false
% 58.36/23.91  																																										|
% 58.36/23.91  																																										|-The branch is then unsatisfiable
% 58.36/23.91  																																									|-Branch two:
% 58.36/23.91  																																									| (358)  ~ (all_0_42_42 = e0)
% 58.36/23.91  																																									| (2510) all_0_42_42 = e3 | all_0_42_42 = e1
% 58.36/23.91  																																									|
% 58.36/23.91  																																										+-Applying beta-rule and splitting (6761), into two cases.
% 58.36/23.91  																																										|-Branch one:
% 58.36/23.91  																																										| (559) all_0_42_42 = e0
% 58.36/23.91  																																										|
% 58.36/23.91  																																											| Equations (559) can reduce 358 to:
% 58.36/23.91  																																											| (266) $false
% 58.36/23.91  																																											|
% 58.36/23.91  																																											|-The branch is then unsatisfiable
% 58.36/23.91  																																										|-Branch two:
% 58.36/23.91  																																										| (358)  ~ (all_0_42_42 = e0)
% 58.36/23.91  																																										| (6766) all_0_43_43 = e0 | all_0_44_44 = e0
% 58.36/23.91  																																										|
% 58.36/23.91  																																											+-Applying beta-rule and splitting (78), into two cases.
% 58.36/23.91  																																											|-Branch one:
% 58.36/23.91  																																											| (423) all_0_45_45 = e3
% 58.36/23.91  																																											|
% 58.36/23.91  																																												| Combining equations (248,423) yields a new equation:
% 58.36/23.91  																																												| (424) e4 = e3
% 58.36/23.91  																																												|
% 58.36/23.91  																																												| Simplifying 424 yields:
% 58.36/23.91  																																												| (425) e4 = e3
% 58.36/23.91  																																												|
% 58.36/23.91  																																												| Equations (425) can reduce 188 to:
% 58.36/23.91  																																												| (266) $false
% 58.36/23.91  																																												|
% 58.36/23.91  																																												|-The branch is then unsatisfiable
% 58.36/23.91  																																											|-Branch two:
% 58.36/23.91  																																											| (427)  ~ (all_0_45_45 = e3)
% 58.36/23.91  																																											| (428) all_0_46_46 = e3 | all_0_47_47 = e3 | all_0_49_49 = e3
% 58.36/23.91  																																											|
% 58.36/23.91  																																												| Equations (248) can reduce 427 to:
% 58.36/23.91  																																												| (188)  ~ (e4 = e3)
% 58.36/23.91  																																												|
% 58.36/23.91  																																												+-Applying beta-rule and splitting (6766), into two cases.
% 58.36/23.91  																																												|-Branch one:
% 58.36/23.91  																																												| (356) all_0_43_43 = e0
% 58.36/23.91  																																												|
% 58.36/23.91  																																													| Combining equations (356,396) yields a new equation:
% 58.36/23.91  																																													| (397) e4 = e0
% 58.36/23.91  																																													|
% 58.36/23.91  																																													| Equations (397) can reduce 49 to:
% 58.36/23.91  																																													| (266) $false
% 58.36/23.91  																																													|
% 58.36/23.91  																																													|-The branch is then unsatisfiable
% 58.36/23.91  																																												|-Branch two:
% 58.36/23.91  																																												| (5470)  ~ (all_0_43_43 = e0)
% 58.36/23.91  																																												| (1414) all_0_44_44 = e0
% 58.36/23.91  																																												|
% 58.36/23.91  																																													| Equations (1414) can reduce 220 to:
% 58.36/23.91  																																													| (488)  ~ (all_0_53_53 = e0)
% 58.36/23.91  																																													|
% 58.36/23.91  																																													| Simplifying 488 yields:
% 58.36/23.91  																																													| (247)  ~ (all_0_53_53 = e0)
% 58.36/23.91  																																													|
% 58.36/23.91  																																													| Equations (1414) can reduce 407 to:
% 58.36/23.91  																																													| (541)  ~ (e3 = e0)
% 58.36/23.91  																																													|
% 58.36/23.91  																																													| Simplifying 541 yields:
% 58.36/23.91  																																													| (80)  ~ (e3 = e0)
% 58.36/23.91  																																													|
% 58.36/23.91  																																													+-Applying beta-rule and splitting (7), into two cases.
% 58.36/23.91  																																													|-Branch one:
% 58.36/23.91  																																													| (504) all_0_51_51 = e2
% 58.36/23.91  																																													|
% 58.36/23.91  																																														| Equations (504) can reduce 1099 to:
% 58.36/23.91  																																														| (266) $false
% 58.36/23.91  																																														|
% 58.36/23.91  																																														|-The branch is then unsatisfiable
% 58.36/23.91  																																													|-Branch two:
% 58.36/23.91  																																													| (1099)  ~ (all_0_51_51 = e2)
% 58.36/23.91  																																													| (1100) all_0_51_51 = e4 | all_0_51_51 = e3 | all_0_51_51 = e1
% 58.36/23.91  																																													|
% 58.36/23.91  																																														+-Applying beta-rule and splitting (521), into two cases.
% 58.36/23.91  																																														|-Branch one:
% 58.36/23.91  																																														| (522) all_0_47_47 = e3
% 58.36/23.91  																																														|
% 58.36/23.91  																																															| Combining equations (674,522) yields a new equation:
% 58.36/23.91  																																															| (676) e3 = e0
% 58.36/23.91  																																															|
% 58.36/23.91  																																															| Equations (676) can reduce 80 to:
% 58.36/23.91  																																															| (266) $false
% 58.36/23.91  																																															|
% 58.36/23.91  																																															|-The branch is then unsatisfiable
% 58.36/23.91  																																														|-Branch two:
% 58.36/23.91  																																														| (1091)  ~ (all_0_47_47 = e3)
% 58.36/23.91  																																														| (1092) all_0_51_51 = e3 | all_0_56_56 = e3
% 58.36/23.91  																																														|
% 58.36/23.91  																																															+-Applying beta-rule and splitting (1092), into two cases.
% 58.36/23.91  																																															|-Branch one:
% 58.36/23.91  																																															| (660) all_0_51_51 = e3
% 58.36/23.91  																																															|
% 58.36/23.91  																																																| Equations (660) can reduce 6 to:
% 58.36/23.91  																																																| (1114)  ~ (all_0_53_53 = e3)
% 58.36/23.91  																																																|
% 58.36/23.91  																																																| Simplifying 1114 yields:
% 58.36/23.91  																																																| (903)  ~ (all_0_53_53 = e3)
% 58.36/23.91  																																																|
% 58.36/23.91  																																																| Equations (660) can reduce 1099 to:
% 58.36/23.91  																																																| (212)  ~ (e3 = e2)
% 58.36/23.91  																																																|
% 58.36/23.91  																																																| From (660) and (186) follows:
% 58.36/23.91  																																																| (1552) op(e1, e2) = e3
% 58.36/23.91  																																																|
% 58.36/23.91  																																																+-Applying beta-rule and splitting (537), into two cases.
% 58.36/23.91  																																																|-Branch one:
% 58.36/23.91  																																																| (884) all_0_49_49 = e3
% 58.36/23.91  																																																|
% 58.36/23.91  																																																	| Equations (884) can reduce 65 to:
% 58.36/23.91  																																																	| (1114)  ~ (all_0_53_53 = e3)
% 58.36/23.91  																																																	|
% 58.36/23.91  																																																	| Simplifying 1114 yields:
% 58.36/23.91  																																																	| (903)  ~ (all_0_53_53 = e3)
% 58.36/23.91  																																																	|
% 58.36/23.91  																																																	| From (884) and (55) follows:
% 58.36/23.91  																																																	| (1581) op(e2, e0) = e3
% 58.36/23.91  																																																	|
% 58.36/23.91  																																																	+-Applying beta-rule and splitting (610), into two cases.
% 58.36/23.91  																																																	|-Branch one:
% 58.36/23.91  																																																	| (1298) all_0_53_53 = e4
% 58.36/23.91  																																																	|
% 58.36/23.91  																																																		| Equations (1298) can reduce 1453 to:
% 58.36/23.91  																																																		| (266) $false
% 58.36/23.91  																																																		|
% 58.36/23.91  																																																		|-The branch is then unsatisfiable
% 58.36/23.91  																																																	|-Branch two:
% 58.36/23.91  																																																	| (1453)  ~ (all_0_53_53 = e4)
% 58.36/23.91  																																																	| (1694) all_0_53_53 = e3 | all_0_53_53 = e1
% 58.36/23.91  																																																	|
% 58.36/23.91  																																																		+-Applying beta-rule and splitting (1694), into two cases.
% 58.36/23.91  																																																		|-Branch one:
% 58.36/23.91  																																																		| (1208) all_0_53_53 = e1
% 58.36/23.91  																																																		|
% 58.36/23.91  																																																			| Equations (1208) can reduce 247 to:
% 58.36/23.91  																																																			| (233)  ~ (e1 = e0)
% 58.36/23.91  																																																			|
% 58.36/23.91  																																																			+-Applying beta-rule and splitting (56), into two cases.
% 58.36/23.91  																																																			|-Branch one:
% 58.36/23.91  																																																			| (696) unit = e2
% 58.36/23.91  																																																			|
% 58.36/23.91  																																																				| From (696) and (209) follows:
% 58.36/23.91  																																																				| (7585) op(e2, e0) = e0
% 58.36/23.91  																																																				|
% 58.36/23.91  																																																				| From (696) and (28) follows:
% 58.36/23.91  																																																				| (699) op(e1, e2) = e1
% 58.36/23.91  																																																				|
% 58.36/23.91  																																																				| Instantiating formula (29) with e2, e0, e0, e3 and discharging atoms op(e2, e0) = e3, op(e2, e0) = e0, yields:
% 58.36/23.91  																																																				| (676) e3 = e0
% 58.36/23.91  																																																				|
% 58.36/23.91  																																																				| Instantiating formula (29) with e1, e2, e1, e3 and discharging atoms op(e1, e2) = e3, op(e1, e2) = e1, yields:
% 58.36/23.91  																																																				| (455) e3 = e1
% 58.36/23.91  																																																				|
% 58.36/23.91  																																																				| Combining equations (455,676) yields a new equation:
% 58.36/23.91  																																																				| (546) e1 = e0
% 58.36/23.91  																																																				|
% 58.36/23.91  																																																				| Simplifying 546 yields:
% 58.36/23.91  																																																				| (431) e1 = e0
% 58.36/23.91  																																																				|
% 58.36/23.91  																																																				| Equations (431) can reduce 233 to:
% 58.36/23.91  																																																				| (266) $false
% 58.36/23.91  																																																				|
% 58.36/23.91  																																																				|-The branch is then unsatisfiable
% 58.36/23.91  																																																			|-Branch two:
% 58.36/23.91  																																																			| (707)  ~ (unit = e2)
% 58.36/23.91  																																																			| (708) unit = e4 | unit = e3 | unit = e1 | unit = e0
% 58.36/23.91  																																																			|
% 58.36/23.91  																																																				+-Applying beta-rule and splitting (708), into two cases.
% 58.36/23.91  																																																				|-Branch one:
% 58.36/23.91  																																																				| (709) unit = e4
% 58.36/23.91  																																																				|
% 58.36/23.91  																																																					| From (709) and (211) follows:
% 58.36/23.91  																																																					| (22527) op(e4, e1) = e1
% 58.36/23.91  																																																					|
% 58.36/23.91  																																																					| From (709) and (42) follows:
% 58.36/23.91  																																																					| (713) op(e0, e4) = e0
% 58.36/23.91  																																																					|
% 58.36/23.91  																																																					| Instantiating formula (29) with e4, e1, e1, e3 and discharging atoms op(e4, e1) = e3, op(e4, e1) = e1, yields:
% 58.36/23.91  																																																					| (455) e3 = e1
% 58.36/23.91  																																																					|
% 58.36/23.91  																																																					| Instantiating formula (29) with e0, e4, e0, e3 and discharging atoms op(e0, e4) = e3, op(e0, e4) = e0, yields:
% 58.36/23.91  																																																					| (676) e3 = e0
% 58.36/23.91  																																																					|
% 58.36/23.91  																																																					| Combining equations (455,676) yields a new equation:
% 58.36/23.91  																																																					| (546) e1 = e0
% 58.36/23.91  																																																					|
% 58.36/23.91  																																																					| Simplifying 546 yields:
% 58.36/23.91  																																																					| (431) e1 = e0
% 58.36/23.91  																																																					|
% 58.36/23.91  																																																					| Equations (431) can reduce 233 to:
% 58.36/23.91  																																																					| (266) $false
% 58.36/23.91  																																																					|
% 58.36/23.91  																																																					|-The branch is then unsatisfiable
% 58.36/23.91  																																																				|-Branch two:
% 58.36/23.91  																																																				| (724)  ~ (unit = e4)
% 58.36/23.91  																																																				| (725) unit = e3 | unit = e1 | unit = e0
% 58.36/23.91  																																																				|
% 58.36/23.91  																																																					+-Applying beta-rule and splitting (725), into two cases.
% 58.36/23.91  																																																					|-Branch one:
% 58.36/23.91  																																																					| (726) unit = e0
% 58.36/23.91  																																																					|
% 58.36/23.91  																																																						| From (726) and (244) follows:
% 58.36/23.91  																																																						| (2207) op(e0, e4) = e4
% 58.36/23.91  																																																						|
% 58.36/23.91  																																																						| From (726) and (24) follows:
% 58.36/23.91  																																																						| (2208) op(e0, e3) = e3
% 58.36/23.91  																																																						|
% 58.36/23.91  																																																						| From (726) and (15) follows:
% 58.36/23.91  																																																						| (1508) op(e0, e2) = e2
% 58.36/23.91  																																																						|
% 58.36/23.91  																																																						| From (726) and (42) follows:
% 58.36/23.91  																																																						| (728) op(e0, e0) = e0
% 58.36/23.91  																																																						|
% 58.36/23.91  																																																						| Instantiating formula (29) with e0, e4, e4, e3 and discharging atoms op(e0, e4) = e4, op(e0, e4) = e3, yields:
% 58.36/23.91  																																																						| (425) e4 = e3
% 58.36/23.91  																																																						|
% 58.36/23.91  																																																						| Instantiating formula (29) with e0, e3, e3, e1 and discharging atoms op(e0, e3) = e3, op(e0, e3) = e1, yields:
% 58.36/23.91  																																																						| (455) e3 = e1
% 58.36/23.91  																																																						|
% 58.36/23.91  																																																						| Instantiating formula (29) with e0, e2, e2, e4 and discharging atoms op(e0, e2) = e4, op(e0, e2) = e2, yields:
% 58.36/23.91  																																																						| (323) e4 = e2
% 58.36/23.91  																																																						|
% 58.36/23.91  																																																						| Instantiating formula (29) with e0, e0, e0, e2 and discharging atoms op(e0, e0) = e2, op(e0, e0) = e0, yields:
% 58.36/23.91  																																																						| (330) e2 = e0
% 58.36/23.91  																																																						|
% 58.36/23.91  																																																						| Combining equations (323,425) yields a new equation:
% 58.36/23.91  																																																						| (662) e3 = e2
% 58.36/23.91  																																																						|
% 58.36/23.91  																																																						| Combining equations (662,455) yields a new equation:
% 58.36/23.91  																																																						| (616) e2 = e1
% 58.36/23.91  																																																						|
% 58.36/23.91  																																																						| Simplifying 616 yields:
% 58.36/23.91  																																																						| (617) e2 = e1
% 58.36/23.91  																																																						|
% 58.36/23.91  																																																						| Combining equations (617,330) yields a new equation:
% 58.36/23.91  																																																						| (546) e1 = e0
% 58.36/23.91  																																																						|
% 58.36/23.91  																																																						| Simplifying 546 yields:
% 58.36/23.91  																																																						| (431) e1 = e0
% 58.36/23.91  																																																						|
% 58.36/23.91  																																																						| Equations (431) can reduce 233 to:
% 58.36/23.91  																																																						| (266) $false
% 58.36/23.91  																																																						|
% 58.36/23.91  																																																						|-The branch is then unsatisfiable
% 58.36/23.91  																																																					|-Branch two:
% 58.36/23.91  																																																					| (734)  ~ (unit = e0)
% 58.36/23.91  																																																					| (735) unit = e3 | unit = e1
% 58.36/23.91  																																																					|
% 58.36/23.91  																																																						+-Applying beta-rule and splitting (735), into two cases.
% 58.36/23.91  																																																						|-Branch one:
% 58.36/23.91  																																																						| (736) unit = e1
% 58.36/23.91  																																																						|
% 58.36/23.91  																																																							| Equations (736) can reduce 734 to:
% 58.36/23.91  																																																							| (233)  ~ (e1 = e0)
% 58.36/23.91  																																																							|
% 58.36/23.91  																																																							| From (736) and (244) follows:
% 58.36/23.91  																																																							| (738) op(e1, e4) = e4
% 58.36/23.91  																																																							|
% 58.36/23.91  																																																							| From (736) and (24) follows:
% 58.36/23.91  																																																							| (1934) op(e1, e3) = e3
% 58.36/23.91  																																																							|
% 58.36/23.91  																																																							| From (736) and (15) follows:
% 58.36/23.91  																																																							| (515) op(e1, e2) = e2
% 58.36/23.91  																																																							|
% 58.36/23.91  																																																							| From (736) and (28) follows:
% 58.36/23.91  																																																							| (740) op(e1, e1) = e1
% 58.36/23.91  																																																							|
% 58.36/23.91  																																																							| Instantiating formula (29) with e1, e4, e4, e0 and discharging atoms op(e1, e4) = e4, op(e1, e4) = e0, yields:
% 58.36/23.91  																																																							| (397) e4 = e0
% 58.36/23.91  																																																							|
% 58.36/23.91  																																																							| Instantiating formula (29) with e1, e3, e3, e4 and discharging atoms op(e1, e3) = e4, op(e1, e3) = e3, yields:
% 58.36/23.91  																																																							| (425) e4 = e3
% 58.36/23.91  																																																							|
% 58.36/23.91  																																																							| Instantiating formula (29) with e1, e2, e2, e3 and discharging atoms op(e1, e2) = e3, op(e1, e2) = e2, yields:
% 58.36/23.91  																																																							| (662) e3 = e2
% 58.36/23.91  																																																							|
% 58.36/23.91  																																																							| Instantiating formula (29) with e1, e1, e1, e2 and discharging atoms op(e1, e1) = e2, op(e1, e1) = e1, yields:
% 58.36/23.91  																																																							| (617) e2 = e1
% 58.36/23.91  																																																							|
% 58.36/23.91  																																																							| Combining equations (397,425) yields a new equation:
% 58.36/23.91  																																																							| (676) e3 = e0
% 58.36/23.91  																																																							|
% 58.36/23.91  																																																							| Combining equations (676,662) yields a new equation:
% 58.36/23.91  																																																							| (330) e2 = e0
% 58.36/23.91  																																																							|
% 58.36/23.91  																																																							| Combining equations (330,617) yields a new equation:
% 58.36/23.91  																																																							| (431) e1 = e0
% 58.36/23.91  																																																							|
% 58.36/23.91  																																																							| Equations (431) can reduce 233 to:
% 58.36/23.91  																																																							| (266) $false
% 58.36/23.91  																																																							|
% 58.36/23.91  																																																							|-The branch is then unsatisfiable
% 58.36/23.91  																																																						|-Branch two:
% 58.36/23.91  																																																						| (748)  ~ (unit = e1)
% 58.36/23.91  																																																						| (749) unit = e3
% 58.36/23.91  																																																						|
% 58.36/23.91  																																																							| From (749) and (244) follows:
% 58.36/23.91  																																																							| (750) op(e3, e4) = e4
% 58.36/23.91  																																																							|
% 58.36/23.91  																																																							| From (749) and (227) follows:
% 58.36/23.91  																																																							| (22570) op(e4, e3) = e4
% 58.36/23.91  																																																							|
% 58.36/23.91  																																																							| From (749) and (28) follows:
% 58.36/23.91  																																																							| (2235) op(e1, e3) = e1
% 58.36/23.91  																																																							|
% 58.36/23.91  																																																							| Instantiating formula (29) with e4, e3, e4, e0 and discharging atoms op(e4, e3) = e4, op(e4, e3) = e0, yields:
% 58.36/23.91  																																																							| (397) e4 = e0
% 58.36/23.91  																																																							|
% 58.36/23.91  																																																							| Instantiating formula (29) with e3, e4, e4, e2 and discharging atoms op(e3, e4) = e4, op(e3, e4) = e2, yields:
% 58.36/23.91  																																																							| (323) e4 = e2
% 58.36/23.91  																																																							|
% 58.36/23.91  																																																							| Instantiating formula (29) with e1, e3, e1, e4 and discharging atoms op(e1, e3) = e4, op(e1, e3) = e1, yields:
% 58.36/23.91  																																																							| (630) e4 = e1
% 58.36/23.91  																																																							|
% 58.36/23.91  																																																							| Combining equations (397,323) yields a new equation:
% 58.36/23.91  																																																							| (330) e2 = e0
% 58.36/23.91  																																																							|
% 58.36/23.91  																																																							| Combining equations (630,323) yields a new equation:
% 58.36/23.91  																																																							| (617) e2 = e1
% 58.36/23.91  																																																							|
% 58.36/23.91  																																																							| Combining equations (330,617) yields a new equation:
% 58.36/23.91  																																																							| (431) e1 = e0
% 58.36/23.91  																																																							|
% 58.36/23.91  																																																							| Equations (431) can reduce 233 to:
% 58.36/23.91  																																																							| (266) $false
% 58.36/23.91  																																																							|
% 58.36/23.91  																																																							|-The branch is then unsatisfiable
% 58.36/23.91  																																																		|-Branch two:
% 58.36/23.91  																																																		| (1459)  ~ (all_0_53_53 = e1)
% 58.36/23.91  																																																		| (665) all_0_53_53 = e3
% 58.36/23.91  																																																		|
% 58.36/23.91  																																																			| Equations (665) can reduce 903 to:
% 58.36/23.91  																																																			| (266) $false
% 58.36/23.91  																																																			|
% 58.36/23.91  																																																			|-The branch is then unsatisfiable
% 58.36/23.91  																																																|-Branch two:
% 58.36/23.91  																																																| (525)  ~ (all_0_49_49 = e3)
% 58.36/23.91  																																																| (887) all_0_53_53 = e3 | all_0_58_58 = e3
% 58.36/23.91  																																																|
% 58.36/23.91  																																																	+-Applying beta-rule and splitting (887), into two cases.
% 58.36/23.91  																																																	|-Branch one:
% 58.36/23.91  																																																	| (665) all_0_53_53 = e3
% 58.36/23.91  																																																	|
% 58.36/23.91  																																																		| Equations (665) can reduce 903 to:
% 58.36/23.91  																																																		| (266) $false
% 58.36/23.91  																																																		|
% 58.36/23.91  																																																		|-The branch is then unsatisfiable
% 58.36/23.91  																																																	|-Branch two:
% 58.36/23.91  																																																	| (903)  ~ (all_0_53_53 = e3)
% 58.36/23.91  																																																	| (795) all_0_58_58 = e3
% 58.36/23.91  																																																	|
% 58.36/23.91  																																																		| Combining equations (795,624) yields a new equation:
% 58.36/23.91  																																																		| (661) e3 = e2
% 58.36/23.91  																																																		|
% 58.36/23.91  																																																		| Simplifying 661 yields:
% 58.36/23.91  																																																		| (662) e3 = e2
% 58.36/23.91  																																																		|
% 58.36/23.91  																																																		| Equations (662) can reduce 212 to:
% 58.36/23.91  																																																		| (266) $false
% 58.36/23.91  																																																		|
% 58.36/23.91  																																																		|-The branch is then unsatisfiable
% 58.36/23.91  																																															|-Branch two:
% 58.36/23.91  																																															| (664)  ~ (all_0_51_51 = e3)
% 58.36/23.91  																																															| (1097) all_0_56_56 = e3
% 58.36/23.91  																																															|
% 58.36/23.91  																																																| Combining equations (1097,842) yields a new equation:
% 58.36/23.91  																																																| (425) e4 = e3
% 58.36/23.91  																																																|
% 58.36/23.91  																																																| Equations (425) can reduce 188 to:
% 58.36/23.91  																																																| (266) $false
% 58.36/23.91  																																																|
% 58.36/23.91  																																																|-The branch is then unsatisfiable
% 58.36/23.91  																																						|-Branch two:
% 58.36/23.91  																																						| (619)  ~ (all_0_48_48 = e1)
% 58.36/23.91  																																						| (620) all_0_52_52 = e1 | all_0_57_57 = e1
% 58.36/23.92  																																						|
% 58.36/23.92  																																							+-Applying beta-rule and splitting (10222), into two cases.
% 58.36/23.92  																																							|-Branch one:
% 58.36/23.92  																																							| (1279) all_0_48_48 = e0
% 58.36/23.92  																																							|
% 58.36/23.92  																																								| Equations (1279) can reduce 1283 to:
% 58.36/23.92  																																								| (266) $false
% 58.36/23.92  																																								|
% 58.36/23.92  																																								|-The branch is then unsatisfiable
% 58.36/23.92  																																							|-Branch two:
% 58.36/23.92  																																							| (1283)  ~ (all_0_48_48 = e0)
% 58.36/23.92  																																							| (615) all_0_48_48 = e1
% 58.36/23.92  																																							|
% 58.36/23.92  																																								| Equations (615) can reduce 619 to:
% 58.36/23.92  																																								| (266) $false
% 58.36/23.92  																																								|
% 58.36/23.92  																																								|-The branch is then unsatisfiable
% 58.36/23.92  																																				|-Branch two:
% 58.36/23.92  																																				| (477)  ~ (all_0_56_56 = e4)
% 58.36/23.92  																																				| (845) all_0_56_56 = e3 | all_0_56_56 = e1 | all_0_56_56 = e0
% 58.36/23.92  																																				|
% 58.36/23.92  																																					+-Applying beta-rule and splitting (845), into two cases.
% 58.36/23.92  																																					|-Branch one:
% 58.36/23.92  																																					| (679) all_0_56_56 = e0
% 58.36/23.92  																																					|
% 58.36/23.92  																																						| Equations (679) can reduce 828 to:
% 58.36/23.92  																																						| (266) $false
% 58.36/23.92  																																						|
% 58.36/23.92  																																						|-The branch is then unsatisfiable
% 58.36/23.92  																																					|-Branch two:
% 58.36/23.92  																																					| (828)  ~ (all_0_56_56 = e0)
% 58.36/23.92  																																					| (3172) all_0_56_56 = e3 | all_0_56_56 = e1
% 58.36/23.92  																																					|
% 58.36/23.92  																																						+-Applying beta-rule and splitting (3172), into two cases.
% 58.36/23.92  																																						|-Branch one:
% 58.36/23.92  																																						| (1569) all_0_56_56 = e1
% 58.36/23.92  																																						|
% 58.36/23.92  																																							| Equations (1569) can reduce 466 to:
% 58.36/23.92  																																							| (266) $false
% 58.36/23.92  																																							|
% 58.36/23.92  																																							|-The branch is then unsatisfiable
% 58.36/23.92  																																						|-Branch two:
% 58.36/23.92  																																						| (466)  ~ (all_0_56_56 = e1)
% 58.36/23.92  																																						| (1097) all_0_56_56 = e3
% 58.36/23.92  																																						|
% 58.36/23.92  																																							| Equations (1097) can reduce 272 to:
% 58.36/23.92  																																							| (266) $false
% 58.36/23.92  																																							|
% 58.36/23.92  																																							|-The branch is then unsatisfiable
% 58.36/23.92  																																		|-Branch two:
% 58.36/23.92  																																		| (364)  ~ (all_0_57_57 = e0)
% 58.36/23.92  																																		| (647) all_0_57_57 = e1
% 58.36/23.92  																																		|
% 58.36/23.92  																																			| Equations (647) can reduce 1670 to:
% 58.36/23.92  																																			| (266) $false
% 58.36/23.92  																																			|
% 58.36/23.92  																																			|-The branch is then unsatisfiable
% 58.36/23.92  																														|-Branch two:
% 58.36/23.92  																														| (566)  ~ (all_0_50_50 = e4)
% 58.36/23.92  																														| (1071) all_0_51_51 = e4 | all_0_52_52 = e4 | all_0_53_53 = e4
% 58.36/23.92  																														|
% 58.36/23.92  																															+-Applying beta-rule and splitting (62), into two cases.
% 58.36/23.92  																															|-Branch one:
% 58.36/23.92  																															| (321) all_0_38_38 = e4
% 58.36/23.92  																															|
% 58.36/23.92  																																| Combining equations (321,329) yields a new equation:
% 58.36/23.92  																																| (481) e4 = e0
% 58.36/23.92  																																|
% 58.36/23.92  																																| Simplifying 481 yields:
% 58.36/23.92  																																| (397) e4 = e0
% 58.36/23.92  																																|
% 58.36/23.92  																																| Equations (397) can reduce 49 to:
% 58.36/23.92  																																| (266) $false
% 58.36/23.92  																																|
% 58.36/23.92  																																|-The branch is then unsatisfiable
% 58.36/23.92  																															|-Branch two:
% 58.36/23.92  																															| (325)  ~ (all_0_38_38 = e4)
% 58.36/23.92  																															| (582) all_0_41_41 = e4 | all_0_46_46 = e4 | all_0_50_50 = e4 | all_0_55_55 = e4
% 58.36/23.92  																															|
% 58.36/23.92  																																+-Applying beta-rule and splitting (1071), into two cases.
% 58.36/23.92  																																|-Branch one:
% 58.36/23.92  																																| (1101) all_0_51_51 = e4
% 58.36/23.92  																																|
% 58.36/23.92  																																	| Equations (1101) can reduce 59 to:
% 58.36/23.92  																																	| (566)  ~ (all_0_50_50 = e4)
% 58.36/23.92  																																	|
% 58.36/23.92  																																	| Equations (1101) can reduce 6 to:
% 58.36/23.92  																																	| (1452)  ~ (all_0_53_53 = e4)
% 58.36/23.92  																																	|
% 58.36/23.92  																																	| Simplifying 1452 yields:
% 58.36/23.92  																																	| (1453)  ~ (all_0_53_53 = e4)
% 58.36/23.92  																																	|
% 58.36/23.92  																																	| Equations (1101) can reduce 1099 to:
% 58.36/23.92  																																	| (48)  ~ (e4 = e2)
% 58.36/23.92  																																	|
% 58.36/23.92  																																	+-Applying beta-rule and splitting (582), into two cases.
% 58.36/23.92  																																	|-Branch one:
% 58.36/23.92  																																	| (437) all_0_41_41 = e4
% 58.36/23.92  																																	|
% 58.36/23.92  																																		| Combining equations (403,437) yields a new equation:
% 58.36/23.92  																																		| (425) e4 = e3
% 58.36/23.92  																																		|
% 58.36/23.92  																																		| Equations (425) can reduce 188 to:
% 58.36/23.92  																																		| (266) $false
% 58.36/23.92  																																		|
% 58.36/23.92  																																		|-The branch is then unsatisfiable
% 58.36/23.92  																																	|-Branch two:
% 58.36/23.92  																																	| (440)  ~ (all_0_41_41 = e4)
% 58.36/23.92  																																	| (769) all_0_46_46 = e4 | all_0_50_50 = e4 | all_0_55_55 = e4
% 58.36/23.92  																																	|
% 58.36/23.92  																																		+-Applying beta-rule and splitting (769), into two cases.
% 58.36/23.92  																																		|-Branch one:
% 58.36/23.92  																																		| (770) all_0_46_46 = e4
% 58.36/23.92  																																		|
% 58.36/23.92  																																			| Combining equations (1794,770) yields a new equation:
% 58.36/23.92  																																			| (323) e4 = e2
% 58.36/23.92  																																			|
% 58.36/23.92  																																			| Equations (323) can reduce 48 to:
% 58.36/23.92  																																			| (266) $false
% 58.36/23.92  																																			|
% 58.36/23.92  																																			|-The branch is then unsatisfiable
% 58.36/23.92  																																		|-Branch two:
% 58.36/23.92  																																		| (250)  ~ (all_0_46_46 = e4)
% 58.36/23.92  																																		| (774) all_0_50_50 = e4 | all_0_55_55 = e4
% 58.36/23.92  																																		|
% 58.36/23.92  																																			+-Applying beta-rule and splitting (774), into two cases.
% 58.36/23.92  																																			|-Branch one:
% 58.36/23.92  																																			| (775) all_0_50_50 = e4
% 58.36/23.92  																																			|
% 58.36/23.92  																																				| Equations (775) can reduce 566 to:
% 58.36/23.92  																																				| (266) $false
% 58.36/23.92  																																				|
% 58.36/23.92  																																				|-The branch is then unsatisfiable
% 58.36/23.92  																																			|-Branch two:
% 58.36/23.92  																																			| (566)  ~ (all_0_50_50 = e4)
% 58.36/23.92  																																			| (587) all_0_55_55 = e4
% 58.36/23.92  																																			|
% 58.36/23.92  																																				| Equations (587) can reduce 93 to:
% 58.36/23.92  																																				| (566)  ~ (all_0_50_50 = e4)
% 58.36/23.92  																																				|
% 58.36/23.92  																																				| Equations (587) can reduce 270 to:
% 58.36/23.92  																																				| (188)  ~ (e4 = e3)
% 58.36/23.92  																																				|
% 58.36/23.92  																																				| Equations (587) can reduce 304 to:
% 58.36/23.92  																																				| (48)  ~ (e4 = e2)
% 58.36/23.92  																																				|
% 58.36/23.92  																																				+-Applying beta-rule and splitting (418), into two cases.
% 58.36/23.92  																																				|-Branch one:
% 58.36/23.92  																																				| (660) all_0_51_51 = e3
% 58.36/23.92  																																				|
% 58.36/23.92  																																					| Combining equations (1101,660) yields a new equation:
% 58.36/23.92  																																					| (424) e4 = e3
% 58.36/23.92  																																					|
% 58.36/23.92  																																					| Simplifying 424 yields:
% 58.36/23.92  																																					| (425) e4 = e3
% 58.36/23.92  																																					|
% 58.36/23.92  																																					| Equations (425) can reduce 188 to:
% 58.36/23.92  																																					| (266) $false
% 58.36/23.92  																																					|
% 58.36/23.92  																																					|-The branch is then unsatisfiable
% 58.36/23.92  																																				|-Branch two:
% 58.36/23.92  																																				| (664)  ~ (all_0_51_51 = e3)
% 58.36/23.92  																																				| (665) all_0_53_53 = e3
% 58.36/23.92  																																				|
% 58.36/23.92  																																					| Equations (665) can reduce 65 to:
% 58.36/23.92  																																					| (525)  ~ (all_0_49_49 = e3)
% 58.36/23.92  																																					|
% 58.36/23.92  																																					| Equations (665) can reduce 190 to:
% 58.36/23.92  																																					| (411)  ~ (all_0_50_50 = e3)
% 58.36/23.92  																																					|
% 58.36/23.92  																																					| Equations (665) can reduce 1453 to:
% 58.36/23.92  																																					| (277)  ~ (e4 = e3)
% 58.36/23.92  																																					|
% 58.36/23.92  																																					| Simplifying 277 yields:
% 58.36/23.92  																																					| (188)  ~ (e4 = e3)
% 58.36/23.92  																																					|
% 58.36/23.92  																																					| Equations (665) can reduce 509 to:
% 58.36/23.92  																																					| (212)  ~ (e3 = e2)
% 58.36/23.92  																																					|
% 58.36/23.92  																																					| Equations (665) can reduce 247 to:
% 58.36/23.92  																																					| (80)  ~ (e3 = e0)
% 58.36/23.92  																																					|
% 58.36/23.92  																																					+-Applying beta-rule and splitting (160), into two cases.
% 58.36/23.92  																																					|-Branch one:
% 58.36/23.92  																																					| (601) all_0_50_50 = e1
% 58.36/23.92  																																					|
% 58.36/23.92  																																						| Equations (601) can reduce 411 to:
% 58.36/23.92  																																						| (467)  ~ (e3 = e1)
% 58.36/23.92  																																						|
% 58.36/23.92  																																						| Simplifying 467 yields:
% 58.36/23.92  																																						| (213)  ~ (e3 = e1)
% 58.36/23.92  																																						|
% 58.36/23.92  																																						+-Applying beta-rule and splitting (78), into two cases.
% 58.36/23.92  																																						|-Branch one:
% 58.36/23.92  																																						| (423) all_0_45_45 = e3
% 58.36/23.92  																																						|
% 58.36/23.92  																																							| Combining equations (423,248) yields a new equation:
% 58.36/23.92  																																							| (425) e4 = e3
% 58.36/23.92  																																							|
% 58.36/23.92  																																							| Equations (425) can reduce 188 to:
% 58.36/23.92  																																							| (266) $false
% 58.36/23.92  																																							|
% 58.36/23.92  																																							|-The branch is then unsatisfiable
% 58.36/23.92  																																						|-Branch two:
% 58.36/23.92  																																						| (427)  ~ (all_0_45_45 = e3)
% 58.36/23.92  																																						| (428) all_0_46_46 = e3 | all_0_47_47 = e3 | all_0_49_49 = e3
% 58.36/23.92  																																						|
% 58.36/23.92  																																							+-Applying beta-rule and splitting (428), into two cases.
% 58.36/23.92  																																							|-Branch one:
% 58.36/23.92  																																							| (1557) all_0_46_46 = e3
% 58.36/23.92  																																							|
% 58.36/23.92  																																								| Combining equations (1557,1794) yields a new equation:
% 58.36/23.92  																																								| (661) e3 = e2
% 58.36/23.92  																																								|
% 58.36/23.92  																																								| Simplifying 661 yields:
% 58.36/23.92  																																								| (662) e3 = e2
% 58.36/23.92  																																								|
% 58.36/23.92  																																								| Equations (662) can reduce 212 to:
% 58.36/23.92  																																								| (266) $false
% 58.36/23.92  																																								|
% 58.36/23.92  																																								|-The branch is then unsatisfiable
% 58.36/23.92  																																							|-Branch two:
% 58.36/23.92  																																							| (409)  ~ (all_0_46_46 = e3)
% 58.36/23.92  																																							| (1561) all_0_47_47 = e3 | all_0_49_49 = e3
% 58.36/23.92  																																							|
% 58.36/23.92  																																								+-Applying beta-rule and splitting (1561), into two cases.
% 58.36/23.92  																																								|-Branch one:
% 58.36/23.92  																																								| (522) all_0_47_47 = e3
% 58.36/23.92  																																								|
% 58.36/23.92  																																									+-Applying beta-rule and splitting (163), into two cases.
% 58.36/23.92  																																									|-Branch one:
% 58.36/23.92  																																									| (565) all_0_52_52 = e4
% 58.36/23.92  																																									|
% 58.36/23.92  																																										| Combining equations (352,565) yields a new equation:
% 58.36/23.92  																																										| (323) e4 = e2
% 58.36/23.92  																																										|
% 58.36/23.92  																																										| Equations (323) can reduce 48 to:
% 58.36/23.92  																																										| (266) $false
% 58.36/23.92  																																										|
% 58.36/23.92  																																										|-The branch is then unsatisfiable
% 58.36/23.92  																																									|-Branch two:
% 58.36/23.92  																																									| (780)  ~ (all_0_52_52 = e4)
% 58.36/23.92  																																									| (781) (all_0_41_41 = e0 & all_0_58_58 = e3 &  ~ (all_0_44_44 = e3)) | (all_0_41_41 = e0 & all_0_58_58 = e3 &  ~ (all_0_55_55 = e0)) | (all_0_47_47 = e1 & all_0_52_52 = e2 &  ~ (all_0_48_48 = e2)) | (all_0_47_47 = e1 & all_0_52_52 = e2 &  ~ (all_0_51_51 = e1)) | (all_0_47_47 = e0 & all_0_58_58 = e2 &  ~ (all_0_49_49 = e2)) | (all_0_47_47 = e0 & all_0_58_58 = e2 &  ~ (all_0_56_56 = e0))
% 58.36/23.92  																																									|
% 58.36/23.92  																																										+-Applying beta-rule and splitting (781), into two cases.
% 58.36/23.92  																																										|-Branch one:
% 58.36/23.92  																																										| (789) (all_0_41_41 = e0 & all_0_58_58 = e3 &  ~ (all_0_44_44 = e3)) | (all_0_41_41 = e0 & all_0_58_58 = e3 &  ~ (all_0_55_55 = e0)) | (all_0_47_47 = e1 & all_0_52_52 = e2 &  ~ (all_0_48_48 = e2)) | (all_0_47_47 = e1 & all_0_52_52 = e2 &  ~ (all_0_51_51 = e1)) | (all_0_47_47 = e0 & all_0_58_58 = e2 &  ~ (all_0_49_49 = e2))
% 58.36/23.92  																																										|
% 58.36/23.92  																																											+-Applying beta-rule and splitting (789), into two cases.
% 58.36/23.92  																																											|-Branch one:
% 58.36/23.92  																																											| (790) (all_0_41_41 = e0 & all_0_58_58 = e3 &  ~ (all_0_44_44 = e3)) | (all_0_41_41 = e0 & all_0_58_58 = e3 &  ~ (all_0_55_55 = e0)) | (all_0_47_47 = e1 & all_0_52_52 = e2 &  ~ (all_0_48_48 = e2)) | (all_0_47_47 = e1 & all_0_52_52 = e2 &  ~ (all_0_51_51 = e1))
% 58.36/23.92  																																											|
% 58.36/23.92  																																												+-Applying beta-rule and splitting (790), into two cases.
% 58.36/23.92  																																												|-Branch one:
% 58.36/23.92  																																												| (791) (all_0_41_41 = e0 & all_0_58_58 = e3 &  ~ (all_0_44_44 = e3)) | (all_0_41_41 = e0 & all_0_58_58 = e3 &  ~ (all_0_55_55 = e0)) | (all_0_47_47 = e1 & all_0_52_52 = e2 &  ~ (all_0_48_48 = e2))
% 58.36/23.92  																																												|
% 58.36/23.92  																																													+-Applying beta-rule and splitting (791), into two cases.
% 58.36/23.92  																																													|-Branch one:
% 58.36/23.92  																																													| (792) (all_0_41_41 = e0 & all_0_58_58 = e3 &  ~ (all_0_44_44 = e3)) | (all_0_41_41 = e0 & all_0_58_58 = e3 &  ~ (all_0_55_55 = e0))
% 58.36/23.92  																																													|
% 58.36/23.92  																																														+-Applying beta-rule and splitting (792), into two cases.
% 58.36/23.92  																																														|-Branch one:
% 58.36/23.92  																																														| (793) all_0_41_41 = e0 & all_0_58_58 = e3 &  ~ (all_0_44_44 = e3)
% 58.36/23.92  																																														|
% 58.36/23.92  																																															| Applying alpha-rule on (793) yields:
% 58.36/23.92  																																															| (794) all_0_41_41 = e0
% 58.36/23.92  																																															| (795) all_0_58_58 = e3
% 58.36/23.92  																																															| (407)  ~ (all_0_44_44 = e3)
% 58.36/23.92  																																															|
% 58.36/23.92  																																															| Combining equations (794,403) yields a new equation:
% 58.36/23.92  																																															| (676) e3 = e0
% 58.36/23.92  																																															|
% 58.36/23.92  																																															| Combining equations (624,795) yields a new equation:
% 58.36/23.92  																																															| (662) e3 = e2
% 58.36/23.92  																																															|
% 58.36/23.92  																																															| Combining equations (662,676) yields a new equation:
% 58.36/23.92  																																															| (391) e2 = e0
% 58.36/23.92  																																															|
% 58.36/23.92  																																															| Simplifying 391 yields:
% 58.36/23.92  																																															| (330) e2 = e0
% 58.36/23.92  																																															|
% 58.36/23.92  																																															| Equations (330) can reduce 128 to:
% 58.36/23.92  																																															| (266) $false
% 58.36/23.92  																																															|
% 58.36/23.92  																																															|-The branch is then unsatisfiable
% 58.36/23.92  																																														|-Branch two:
% 58.36/23.92  																																														| (800) all_0_41_41 = e0 & all_0_58_58 = e3 &  ~ (all_0_55_55 = e0)
% 58.36/23.92  																																														|
% 58.36/23.92  																																															| Applying alpha-rule on (800) yields:
% 58.36/23.92  																																															| (794) all_0_41_41 = e0
% 58.36/23.92  																																															| (795) all_0_58_58 = e3
% 58.36/23.92  																																															| (803)  ~ (all_0_55_55 = e0)
% 58.36/23.92  																																															|
% 58.36/23.92  																																															| Combining equations (794,403) yields a new equation:
% 58.36/23.92  																																															| (676) e3 = e0
% 58.36/23.92  																																															|
% 58.36/23.92  																																															| Combining equations (624,795) yields a new equation:
% 58.36/23.92  																																															| (662) e3 = e2
% 58.36/23.92  																																															|
% 58.36/23.92  																																															| Combining equations (662,676) yields a new equation:
% 58.36/23.92  																																															| (391) e2 = e0
% 58.36/23.92  																																															|
% 58.36/23.92  																																															| Simplifying 391 yields:
% 58.36/23.92  																																															| (330) e2 = e0
% 58.36/23.92  																																															|
% 58.36/23.92  																																															| Equations (330) can reduce 128 to:
% 58.36/23.92  																																															| (266) $false
% 58.36/23.92  																																															|
% 58.36/23.92  																																															|-The branch is then unsatisfiable
% 58.36/23.92  																																													|-Branch two:
% 58.36/23.92  																																													| (807) all_0_47_47 = e1 & all_0_52_52 = e2 &  ~ (all_0_48_48 = e2)
% 58.36/23.92  																																													|
% 58.36/23.92  																																														| Applying alpha-rule on (807) yields:
% 58.36/23.92  																																														| (654) all_0_47_47 = e1
% 58.36/23.92  																																														| (352) all_0_52_52 = e2
% 58.36/23.92  																																														| (810)  ~ (all_0_48_48 = e2)
% 58.36/23.92  																																														|
% 58.36/23.92  																																														| Combining equations (522,654) yields a new equation:
% 58.36/23.92  																																														| (454) e3 = e1
% 58.36/23.92  																																														|
% 58.36/23.92  																																														| Simplifying 454 yields:
% 58.36/23.92  																																														| (455) e3 = e1
% 58.36/23.92  																																														|
% 58.36/23.92  																																														| Equations (455) can reduce 213 to:
% 58.36/23.92  																																														| (266) $false
% 58.36/23.92  																																														|
% 58.36/23.92  																																														|-The branch is then unsatisfiable
% 58.36/23.92  																																												|-Branch two:
% 58.36/23.92  																																												| (813) all_0_47_47 = e1 & all_0_52_52 = e2 &  ~ (all_0_51_51 = e1)
% 58.36/23.92  																																												|
% 58.36/23.92  																																													| Applying alpha-rule on (813) yields:
% 58.36/23.92  																																													| (654) all_0_47_47 = e1
% 58.36/23.92  																																													| (352) all_0_52_52 = e2
% 58.36/23.92  																																													| (464)  ~ (all_0_51_51 = e1)
% 58.36/23.92  																																													|
% 58.36/23.92  																																													| Combining equations (522,654) yields a new equation:
% 58.36/23.92  																																													| (454) e3 = e1
% 58.36/23.92  																																													|
% 58.36/23.92  																																													| Simplifying 454 yields:
% 58.36/23.92  																																													| (455) e3 = e1
% 58.36/23.92  																																													|
% 58.36/23.92  																																													| Equations (455) can reduce 213 to:
% 58.36/23.92  																																													| (266) $false
% 58.36/23.92  																																													|
% 58.36/23.92  																																													|-The branch is then unsatisfiable
% 58.36/23.92  																																											|-Branch two:
% 58.36/23.92  																																											| (819) all_0_47_47 = e0 & all_0_58_58 = e2 &  ~ (all_0_49_49 = e2)
% 58.36/23.92  																																											|
% 58.36/23.92  																																												| Applying alpha-rule on (819) yields:
% 58.36/23.92  																																												| (674) all_0_47_47 = e0
% 58.36/23.92  																																												| (624) all_0_58_58 = e2
% 58.36/23.92  																																												| (340)  ~ (all_0_49_49 = e2)
% 58.36/23.92  																																												|
% 58.36/23.92  																																												| Combining equations (522,674) yields a new equation:
% 58.36/23.92  																																												| (675) e3 = e0
% 58.36/23.92  																																												|
% 58.36/23.92  																																												| Simplifying 675 yields:
% 58.36/23.92  																																												| (676) e3 = e0
% 58.36/23.92  																																												|
% 58.36/23.92  																																												| Equations (676) can reduce 80 to:
% 58.36/23.92  																																												| (266) $false
% 58.36/23.92  																																												|
% 58.36/23.92  																																												|-The branch is then unsatisfiable
% 58.36/23.92  																																										|-Branch two:
% 58.36/23.92  																																										| (825) all_0_47_47 = e0 & all_0_58_58 = e2 &  ~ (all_0_56_56 = e0)
% 58.36/23.92  																																										|
% 58.36/23.92  																																											| Applying alpha-rule on (825) yields:
% 58.36/23.92  																																											| (674) all_0_47_47 = e0
% 58.36/23.92  																																											| (624) all_0_58_58 = e2
% 58.36/23.92  																																											| (828)  ~ (all_0_56_56 = e0)
% 58.36/23.92  																																											|
% 58.36/23.92  																																											| Combining equations (522,674) yields a new equation:
% 58.36/23.92  																																											| (675) e3 = e0
% 58.36/23.92  																																											|
% 58.36/23.92  																																											| Simplifying 675 yields:
% 58.36/23.92  																																											| (676) e3 = e0
% 58.36/23.92  																																											|
% 58.36/23.92  																																											| Equations (676) can reduce 80 to:
% 58.36/23.92  																																											| (266) $false
% 58.36/23.92  																																											|
% 58.36/23.92  																																											|-The branch is then unsatisfiable
% 58.36/23.92  																																								|-Branch two:
% 58.36/23.92  																																								| (1091)  ~ (all_0_47_47 = e3)
% 58.36/23.92  																																								| (884) all_0_49_49 = e3
% 58.36/23.92  																																								|
% 58.36/23.92  																																									| Equations (884) can reduce 525 to:
% 58.36/23.92  																																									| (266) $false
% 58.36/23.92  																																									|
% 58.36/23.92  																																									|-The branch is then unsatisfiable
% 58.36/23.92  																																					|-Branch two:
% 58.36/23.92  																																					| (759)  ~ (all_0_50_50 = e1)
% 58.36/23.92  																																					| (1168) all_0_51_51 = e1 | all_0_52_52 = e1 | all_0_53_53 = e1
% 58.36/23.92  																																					|
% 58.36/23.92  																																						+-Applying beta-rule and splitting (422), into two cases.
% 58.36/23.92  																																						|-Branch one:
% 58.36/23.92  																																						| (775) all_0_50_50 = e4
% 58.36/23.92  																																						|
% 58.36/23.92  																																							| Equations (775) can reduce 566 to:
% 58.36/23.92  																																							| (266) $false
% 58.36/23.92  																																							|
% 58.36/23.92  																																							|-The branch is then unsatisfiable
% 58.36/23.92  																																						|-Branch two:
% 58.36/23.92  																																						| (566)  ~ (all_0_50_50 = e4)
% 58.36/23.92  																																						| (1444) all_0_50_50 = e3 | all_0_50_50 = e1
% 58.36/23.92  																																						|
% 58.36/23.92  																																							+-Applying beta-rule and splitting (1444), into two cases.
% 58.36/23.92  																																							|-Branch one:
% 58.36/23.92  																																							| (601) all_0_50_50 = e1
% 58.36/23.92  																																							|
% 58.36/23.92  																																								| Equations (601) can reduce 759 to:
% 58.36/23.92  																																								| (266) $false
% 58.36/23.92  																																								|
% 58.36/23.92  																																								|-The branch is then unsatisfiable
% 58.36/23.92  																																							|-Branch two:
% 58.36/23.92  																																							| (759)  ~ (all_0_50_50 = e1)
% 58.36/23.92  																																							| (415) all_0_50_50 = e3
% 58.36/23.92  																																							|
% 58.36/23.92  																																								| Equations (415) can reduce 411 to:
% 58.36/23.92  																																								| (266) $false
% 58.36/23.92  																																								|
% 58.36/23.92  																																								|-The branch is then unsatisfiable
% 58.36/23.92  																																|-Branch two:
% 58.36/23.92  																																| (475)  ~ (all_0_51_51 = e4)
% 58.36/23.92  																																| (1294) all_0_52_52 = e4 | all_0_53_53 = e4
% 58.36/23.92  																																|
% 58.36/23.92  																																	+-Applying beta-rule and splitting (1294), into two cases.
% 58.36/23.92  																																	|-Branch one:
% 58.36/23.92  																																	| (565) all_0_52_52 = e4
% 58.36/23.92  																																	|
% 58.36/23.92  																																		| Combining equations (565,352) yields a new equation:
% 58.36/23.92  																																		| (322) e4 = e2
% 58.36/23.92  																																		|
% 58.36/23.92  																																		| Simplifying 322 yields:
% 58.36/23.92  																																		| (323) e4 = e2
% 58.36/23.92  																																		|
% 58.36/23.92  																																		| Equations (323) can reduce 48 to:
% 58.36/23.92  																																		| (266) $false
% 58.36/23.92  																																		|
% 58.36/23.92  																																		|-The branch is then unsatisfiable
% 58.36/23.92  																																	|-Branch two:
% 58.36/23.92  																																	| (780)  ~ (all_0_52_52 = e4)
% 58.36/23.92  																																	| (1298) all_0_53_53 = e4
% 58.36/23.92  																																	|
% 58.36/23.92  																																		| Equations (1298) can reduce 1453 to:
% 58.36/23.92  																																		| (266) $false
% 58.36/23.92  																																		|
% 58.36/23.92  																																		|-The branch is then unsatisfiable
% 58.36/23.92  																|-Branch two:
% 58.36/23.92  																| (1898)  ~ (all_0_41_41 = e3)
% 58.36/23.92  																| (1923) all_0_46_46 = e3 | all_0_50_50 = e3 | all_0_55_55 = e3
% 58.36/23.92  																|
% 58.36/23.92  																	+-Applying beta-rule and splitting (1923), into two cases.
% 58.36/23.92  																	|-Branch one:
% 58.36/23.92  																	| (1557) all_0_46_46 = e3
% 58.36/23.92  																	|
% 58.36/23.92  																		| Combining equations (1794,1557) yields a new equation:
% 58.36/23.92  																		| (662) e3 = e2
% 58.36/23.92  																		|
% 58.36/23.92  																		| Equations (662) can reduce 212 to:
% 58.36/23.92  																		| (266) $false
% 58.36/23.92  																		|
% 58.36/23.92  																		|-The branch is then unsatisfiable
% 58.36/23.92  																	|-Branch two:
% 58.36/23.92  																	| (409)  ~ (all_0_46_46 = e3)
% 58.36/23.92  																	| (4042) all_0_50_50 = e3 | all_0_55_55 = e3
% 58.36/23.92  																	|
% 58.36/23.92  																		+-Applying beta-rule and splitting (27), into two cases.
% 58.36/23.92  																		|-Branch one:
% 58.36/23.92  																		| (437) all_0_41_41 = e4
% 58.36/23.92  																		|
% 58.36/23.92  																			| Equations (437) can reduce 440 to:
% 58.36/23.92  																			| (266) $false
% 58.36/23.92  																			|
% 58.36/23.92  																			|-The branch is then unsatisfiable
% 58.36/23.92  																		|-Branch two:
% 58.36/23.92  																		| (440)  ~ (all_0_41_41 = e4)
% 58.36/23.92  																		| (4049) all_0_41_41 = e3 | all_0_41_41 = e1 | all_0_41_41 = e0
% 58.36/23.92  																		|
% 58.36/23.92  																			+-Applying beta-rule and splitting (4049), into two cases.
% 58.36/23.92  																			|-Branch one:
% 58.36/23.92  																			| (794) all_0_41_41 = e0
% 58.36/23.92  																			|
% 58.36/23.92  																				| Equations (794) can reduce 357 to:
% 58.36/23.92  																				| (266) $false
% 58.36/23.92  																				|
% 58.36/23.92  																				|-The branch is then unsatisfiable
% 58.36/23.92  																			|-Branch two:
% 58.36/23.92  																			| (357)  ~ (all_0_41_41 = e0)
% 58.36/23.92  																			| (4053) all_0_41_41 = e3 | all_0_41_41 = e1
% 58.36/23.92  																			|
% 58.36/23.92  																				+-Applying beta-rule and splitting (4053), into two cases.
% 58.36/23.92  																				|-Branch one:
% 58.36/23.92  																				| (453) all_0_41_41 = e1
% 58.36/23.92  																				|
% 58.36/23.92  																					| Equations (453) can reduce 214 to:
% 58.36/23.92  																					| (4055)  ~ (all_0_42_42 = e1)
% 58.36/23.92  																					|
% 58.36/23.92  																					| Simplifying 4055 yields:
% 58.36/23.92  																					| (1380)  ~ (all_0_42_42 = e1)
% 58.36/23.92  																					|
% 58.36/23.92  																					| Equations (453) can reduce 440 to:
% 58.36/23.92  																					| (602)  ~ (e4 = e1)
% 58.36/23.92  																					|
% 58.36/23.92  																					| Simplifying 602 yields:
% 58.36/23.92  																					| (110)  ~ (e4 = e1)
% 58.36/23.92  																					|
% 58.36/23.92  																					+-Applying beta-rule and splitting (4042), into two cases.
% 58.36/23.92  																					|-Branch one:
% 58.36/23.92  																					| (415) all_0_50_50 = e3
% 58.36/23.92  																					|
% 58.36/23.92  																						| Equations (415) can reduce 190 to:
% 58.36/23.92  																						| (1114)  ~ (all_0_53_53 = e3)
% 58.36/23.92  																						|
% 58.36/23.92  																						| Simplifying 1114 yields:
% 58.36/23.92  																						| (903)  ~ (all_0_53_53 = e3)
% 58.36/23.92  																						|
% 58.36/23.92  																						| Equations (415) can reduce 93 to:
% 58.36/23.92  																						| (269)  ~ (all_0_55_55 = e3)
% 58.36/23.92  																						|
% 58.36/23.92  																						| Simplifying 269 yields:
% 58.36/23.92  																						| (270)  ~ (all_0_55_55 = e3)
% 58.36/23.92  																						|
% 58.36/23.92  																						| Equations (415) can reduce 121 to:
% 58.36/23.92  																						| (80)  ~ (e3 = e0)
% 58.36/23.92  																						|
% 58.36/23.92  																						+-Applying beta-rule and splitting (196), into two cases.
% 58.36/23.92  																						|-Branch one:
% 58.36/23.92  																						| (607) all_0_53_53 = e2
% 58.36/23.92  																						|
% 58.36/23.92  																							| Equations (607) can reduce 509 to:
% 58.36/23.92  																							| (266) $false
% 58.36/23.92  																							|
% 58.36/23.92  																							|-The branch is then unsatisfiable
% 58.36/23.92  																						|-Branch two:
% 58.36/23.92  																						| (509)  ~ (all_0_53_53 = e2)
% 58.36/23.92  																						| (610) all_0_53_53 = e4 | all_0_53_53 = e3 | all_0_53_53 = e1
% 58.36/23.92  																						|
% 58.36/23.92  																							+-Applying beta-rule and splitting (610), into two cases.
% 58.36/23.92  																							|-Branch one:
% 58.36/23.92  																							| (1298) all_0_53_53 = e4
% 58.36/23.92  																							|
% 58.36/23.92  																								| Equations (1298) can reduce 1453 to:
% 58.36/23.92  																								| (266) $false
% 58.36/23.92  																								|
% 58.36/23.92  																								|-The branch is then unsatisfiable
% 58.36/23.92  																							|-Branch two:
% 58.36/23.92  																							| (1453)  ~ (all_0_53_53 = e4)
% 58.36/23.92  																							| (1694) all_0_53_53 = e3 | all_0_53_53 = e1
% 58.36/23.92  																							|
% 58.36/23.92  																								+-Applying beta-rule and splitting (174), into two cases.
% 58.36/23.92  																								|-Branch one:
% 58.36/23.92  																								| (386) all_0_55_55 = e2
% 58.36/23.92  																								|
% 58.36/23.92  																									| Equations (386) can reduce 304 to:
% 58.36/23.92  																									| (266) $false
% 58.36/23.92  																									|
% 58.36/23.92  																									|-The branch is then unsatisfiable
% 58.36/23.92  																								|-Branch two:
% 58.36/23.92  																								| (304)  ~ (all_0_55_55 = e2)
% 58.36/23.92  																								| (2051) all_0_55_55 = e4 | all_0_55_55 = e3 | all_0_55_55 = e1 | all_0_55_55 = e0
% 58.36/23.92  																								|
% 58.36/23.92  																									+-Applying beta-rule and splitting (62), into two cases.
% 58.36/23.92  																									|-Branch one:
% 58.36/23.92  																									| (321) all_0_38_38 = e4
% 58.36/23.92  																									|
% 58.36/23.92  																										| Combining equations (321,329) yields a new equation:
% 58.36/23.92  																										| (481) e4 = e0
% 58.36/23.93  																										|
% 58.36/23.93  																										| Simplifying 481 yields:
% 58.36/23.93  																										| (397) e4 = e0
% 58.36/23.93  																										|
% 58.36/23.93  																										| Equations (397) can reduce 49 to:
% 58.36/23.93  																										| (266) $false
% 58.36/23.93  																										|
% 58.36/23.93  																										|-The branch is then unsatisfiable
% 58.36/23.93  																									|-Branch two:
% 58.36/23.93  																									| (325)  ~ (all_0_38_38 = e4)
% 58.36/23.93  																									| (582) all_0_41_41 = e4 | all_0_46_46 = e4 | all_0_50_50 = e4 | all_0_55_55 = e4
% 58.36/23.93  																									|
% 58.36/23.93  																										+-Applying beta-rule and splitting (582), into two cases.
% 58.36/23.93  																										|-Branch one:
% 58.36/23.93  																										| (437) all_0_41_41 = e4
% 58.36/23.93  																										|
% 58.36/23.93  																											| Combining equations (437,453) yields a new equation:
% 58.36/23.93  																											| (636) e4 = e1
% 58.36/23.93  																											|
% 58.36/23.93  																											| Simplifying 636 yields:
% 58.36/23.93  																											| (630) e4 = e1
% 58.36/23.93  																											|
% 58.36/23.93  																											| Equations (630) can reduce 110 to:
% 58.36/23.93  																											| (266) $false
% 58.36/23.93  																											|
% 58.36/23.93  																											|-The branch is then unsatisfiable
% 58.36/23.93  																										|-Branch two:
% 58.36/23.93  																										| (440)  ~ (all_0_41_41 = e4)
% 58.36/23.93  																										| (769) all_0_46_46 = e4 | all_0_50_50 = e4 | all_0_55_55 = e4
% 58.36/23.93  																										|
% 58.36/23.93  																											+-Applying beta-rule and splitting (769), into two cases.
% 58.36/23.93  																											|-Branch one:
% 58.36/23.93  																											| (770) all_0_46_46 = e4
% 58.36/23.93  																											|
% 58.36/23.93  																												| Combining equations (1794,770) yields a new equation:
% 58.36/23.93  																												| (323) e4 = e2
% 58.36/23.93  																												|
% 58.36/23.93  																												| Equations (323) can reduce 48 to:
% 58.36/23.93  																												| (266) $false
% 58.36/23.93  																												|
% 58.36/23.93  																												|-The branch is then unsatisfiable
% 58.36/23.93  																											|-Branch two:
% 58.36/23.93  																											| (250)  ~ (all_0_46_46 = e4)
% 58.36/23.93  																											| (774) all_0_50_50 = e4 | all_0_55_55 = e4
% 58.36/23.93  																											|
% 58.36/23.93  																												+-Applying beta-rule and splitting (774), into two cases.
% 58.36/23.93  																												|-Branch one:
% 58.36/23.93  																												| (775) all_0_50_50 = e4
% 58.36/23.93  																												|
% 58.36/23.93  																													| Combining equations (415,775) yields a new equation:
% 58.36/23.93  																													| (425) e4 = e3
% 58.36/23.93  																													|
% 58.36/23.93  																													| Equations (425) can reduce 188 to:
% 58.36/23.93  																													| (266) $false
% 58.36/23.93  																													|
% 58.36/23.93  																													|-The branch is then unsatisfiable
% 58.36/23.93  																												|-Branch two:
% 58.36/23.93  																												| (566)  ~ (all_0_50_50 = e4)
% 58.36/23.93  																												| (587) all_0_55_55 = e4
% 58.36/23.93  																												|
% 58.36/23.93  																													| Equations (587) can reduce 81 to:
% 58.36/23.93  																													| (838)  ~ (all_0_57_57 = e4)
% 58.36/23.93  																													|
% 58.36/23.93  																													| Simplifying 838 yields:
% 58.36/23.93  																													| (839)  ~ (all_0_57_57 = e4)
% 58.36/23.93  																													|
% 58.36/23.93  																													| Equations (587) can reduce 270 to:
% 58.36/23.93  																													| (188)  ~ (e4 = e3)
% 58.36/23.93  																													|
% 58.36/23.93  																													| Equations (587) can reduce 304 to:
% 58.36/23.93  																													| (48)  ~ (e4 = e2)
% 58.36/23.93  																													|
% 58.36/23.93  																													| From (587) and (74) follows:
% 58.36/23.93  																													| (589) op(e0, e3) = e4
% 58.36/23.93  																													|
% 58.36/23.93  																													+-Applying beta-rule and splitting (1694), into two cases.
% 58.36/23.93  																													|-Branch one:
% 58.36/23.93  																													| (1208) all_0_53_53 = e1
% 58.36/23.93  																													|
% 58.36/23.93  																														| Equations (1208) can reduce 220 to:
% 58.36/23.93  																														| (639)  ~ (all_0_44_44 = e1)
% 58.36/23.93  																														|
% 58.36/23.93  																														| Equations (1208) can reduce 6 to:
% 58.36/23.93  																														| (464)  ~ (all_0_51_51 = e1)
% 58.36/23.93  																														|
% 58.36/23.93  																														| Equations (1208) can reduce 1453 to:
% 58.36/23.93  																														| (602)  ~ (e4 = e1)
% 58.36/23.93  																														|
% 58.36/23.93  																														| Simplifying 602 yields:
% 58.36/23.93  																														| (110)  ~ (e4 = e1)
% 58.36/23.93  																														|
% 58.36/23.93  																														| Equations (1208) can reduce 903 to:
% 58.36/23.93  																														| (467)  ~ (e3 = e1)
% 58.36/23.93  																														|
% 58.36/23.93  																														| Simplifying 467 yields:
% 58.36/23.93  																														| (213)  ~ (e3 = e1)
% 58.36/23.93  																														|
% 58.36/23.93  																														| Equations (1208) can reduce 247 to:
% 58.36/23.93  																														| (233)  ~ (e1 = e0)
% 58.36/23.93  																														|
% 58.36/23.93  																														+-Applying beta-rule and splitting (231), into two cases.
% 58.36/23.93  																														|-Branch one:
% 58.36/23.93  																														| (775) all_0_50_50 = e4
% 58.36/23.93  																														|
% 58.36/23.93  																															| Combining equations (415,775) yields a new equation:
% 58.36/23.93  																															| (425) e4 = e3
% 58.36/23.93  																															|
% 58.36/23.93  																															| Equations (425) can reduce 188 to:
% 58.36/23.93  																															| (266) $false
% 58.36/23.93  																															|
% 58.36/23.93  																															|-The branch is then unsatisfiable
% 58.36/23.93  																														|-Branch two:
% 58.36/23.93  																														| (566)  ~ (all_0_50_50 = e4)
% 58.36/23.93  																														| (1071) all_0_51_51 = e4 | all_0_52_52 = e4 | all_0_53_53 = e4
% 58.36/23.93  																														|
% 58.36/23.93  																															+-Applying beta-rule and splitting (164), into two cases.
% 58.36/23.93  																															|-Branch one:
% 58.36/23.93  																															| (471) all_0_39_39 = e4
% 58.36/23.93  																															|
% 58.36/23.93  																																| Combining equations (471,317) yields a new equation:
% 58.36/23.93  																																| (322) e4 = e2
% 58.36/23.93  																																|
% 58.36/23.93  																																| Simplifying 322 yields:
% 58.36/23.93  																																| (323) e4 = e2
% 58.36/23.93  																																|
% 58.36/23.93  																																| Equations (323) can reduce 48 to:
% 58.36/23.93  																																| (266) $false
% 58.36/23.93  																																|
% 58.36/23.93  																																|-The branch is then unsatisfiable
% 58.36/23.93  																															|-Branch two:
% 58.36/23.93  																															| (1377)  ~ (all_0_39_39 = e4)
% 58.36/23.93  																															| (2115) all_0_42_42 = e4 | all_0_47_47 = e4 | all_0_51_51 = e4 | all_0_56_56 = e4
% 58.36/23.93  																															|
% 58.36/23.93  																																| Equations (317) can reduce 1377 to:
% 58.36/23.93  																																| (327)  ~ (e4 = e2)
% 58.36/23.93  																																|
% 58.36/23.93  																																| Simplifying 327 yields:
% 58.36/23.93  																																| (48)  ~ (e4 = e2)
% 58.36/23.93  																																|
% 58.36/23.93  																																+-Applying beta-rule and splitting (1071), into two cases.
% 58.36/23.93  																																|-Branch one:
% 58.36/23.93  																																| (1101) all_0_51_51 = e4
% 58.36/23.93  																																|
% 58.36/23.93  																																	| Equations (1101) can reduce 61 to:
% 58.36/23.93  																																	| (1890)  ~ (all_0_42_42 = e4)
% 58.36/23.93  																																	|
% 58.36/23.93  																																	| Equations (1101) can reduce 1099 to:
% 58.36/23.93  																																	| (48)  ~ (e4 = e2)
% 58.36/23.93  																																	|
% 58.36/23.93  																																	| Equations (1101) can reduce 464 to:
% 58.36/23.93  																																	| (110)  ~ (e4 = e1)
% 58.36/23.93  																																	|
% 58.36/23.93  																																	| Equations (1101) can reduce 115 to:
% 58.36/23.93  																																	| (49)  ~ (e4 = e0)
% 58.36/23.93  																																	|
% 58.36/23.93  																																	| From (1101) and (186) follows:
% 58.36/23.93  																																	| (13720) op(e1, e2) = e4
% 58.36/23.93  																																	|
% 58.36/23.93  																																	+-Applying beta-rule and splitting (113), into two cases.
% 58.36/23.93  																																	|-Branch one:
% 58.36/23.93  																																	| (403) all_0_41_41 = e3
% 58.36/23.93  																																	|
% 58.36/23.93  																																		| Combining equations (403,453) yields a new equation:
% 58.36/23.93  																																		| (454) e3 = e1
% 58.36/23.93  																																		|
% 58.36/23.93  																																		| Simplifying 454 yields:
% 58.36/23.93  																																		| (455) e3 = e1
% 58.36/23.93  																																		|
% 58.36/23.93  																																		| Equations (455) can reduce 213 to:
% 58.36/23.93  																																		| (266) $false
% 58.36/23.93  																																		|
% 58.36/23.93  																																		|-The branch is then unsatisfiable
% 58.36/23.93  																																	|-Branch two:
% 58.36/23.93  																																	| (1898)  ~ (all_0_41_41 = e3)
% 58.36/23.93  																																	| (1899) all_0_42_42 = e3 | all_0_44_44 = e3
% 58.36/23.93  																																	|
% 58.36/23.93  																																		+-Applying beta-rule and splitting (228), into two cases.
% 58.36/23.93  																																		|-Branch one:
% 58.36/23.93  																																		| (335) all_0_48_48 = e2
% 58.36/23.93  																																		|
% 58.36/23.93  																																			| Equations (335) can reduce 810 to:
% 58.36/23.93  																																			| (266) $false
% 58.36/23.93  																																			|
% 58.36/23.93  																																			|-The branch is then unsatisfiable
% 58.36/23.93  																																		|-Branch two:
% 58.36/23.93  																																		| (810)  ~ (all_0_48_48 = e2)
% 58.36/23.93  																																		| (10218) all_0_48_48 = e4 | all_0_48_48 = e1 | all_0_48_48 = e0
% 58.36/23.93  																																		|
% 58.36/23.93  																																			+-Applying beta-rule and splitting (216), into two cases.
% 58.36/23.93  																																			|-Branch one:
% 58.36/23.93  																																			| (629) all_0_55_55 = e1
% 58.36/23.93  																																			|
% 58.36/23.93  																																				| Combining equations (629,587) yields a new equation:
% 58.36/23.93  																																				| (630) e4 = e1
% 58.36/23.93  																																				|
% 58.36/23.93  																																				| Equations (630) can reduce 110 to:
% 58.36/23.93  																																				| (266) $false
% 58.36/23.93  																																				|
% 58.36/23.93  																																				|-The branch is then unsatisfiable
% 58.36/23.93  																																			|-Branch two:
% 58.36/23.93  																																			| (632)  ~ (all_0_55_55 = e1)
% 58.36/23.93  																																			| (633) all_0_56_56 = e1 | all_0_57_57 = e1 | all_0_58_58 = e1
% 58.36/23.93  																																			|
% 58.36/23.93  																																				| Equations (587) can reduce 632 to:
% 58.36/23.93  																																				| (110)  ~ (e4 = e1)
% 58.36/23.93  																																				|
% 58.36/23.93  																																				+-Applying beta-rule and splitting (165), into two cases.
% 58.36/23.93  																																				|-Branch one:
% 58.36/23.93  																																				| (794) all_0_41_41 = e0
% 58.36/23.93  																																				|
% 58.36/23.93  																																					| Combining equations (794,453) yields a new equation:
% 58.36/23.93  																																					| (431) e1 = e0
% 58.36/23.93  																																					|
% 58.36/23.93  																																					| Equations (431) can reduce 233 to:
% 58.36/23.93  																																					| (266) $false
% 58.36/23.93  																																					|
% 58.36/23.93  																																					|-The branch is then unsatisfiable
% 58.36/23.93  																																				|-Branch two:
% 58.36/23.93  																																				| (357)  ~ (all_0_41_41 = e0)
% 58.36/23.93  																																				| (6761) all_0_42_42 = e0 | all_0_43_43 = e0 | all_0_44_44 = e0
% 58.36/23.93  																																				|
% 58.36/23.93  																																					+-Applying beta-rule and splitting (131), into two cases.
% 58.36/23.93  																																					|-Branch one:
% 58.36/23.93  																																					| (459) all_0_42_42 = e1
% 58.36/23.93  																																					|
% 58.36/23.93  																																						| Equations (459) can reduce 1380 to:
% 58.36/23.93  																																						| (266) $false
% 58.36/23.93  																																						|
% 58.36/23.93  																																						|-The branch is then unsatisfiable
% 58.36/23.93  																																					|-Branch two:
% 58.36/23.93  																																					| (1380)  ~ (all_0_42_42 = e1)
% 58.36/23.93  																																					| (3259) all_0_47_47 = e1 | all_0_51_51 = e1 | all_0_56_56 = e1
% 58.36/23.93  																																					|
% 58.36/23.93  																																						+-Applying beta-rule and splitting (12), into two cases.
% 58.36/23.93  																																						|-Branch one:
% 58.36/23.93  																																						| (442) all_0_57_57 = e2
% 58.36/23.93  																																						|
% 58.36/23.93  																																							| Equations (442) can reduce 344 to:
% 58.36/23.93  																																							| (266) $false
% 58.36/23.93  																																							|
% 58.36/23.93  																																							|-The branch is then unsatisfiable
% 58.36/23.93  																																						|-Branch two:
% 58.36/23.93  																																						| (344)  ~ (all_0_57_57 = e2)
% 58.36/23.93  																																						| (445) all_0_57_57 = e4 | all_0_57_57 = e1 | all_0_57_57 = e0
% 58.36/23.93  																																						|
% 58.36/23.93  																																							+-Applying beta-rule and splitting (189), into two cases.
% 58.36/23.93  																																							|-Branch one:
% 58.36/23.93  																																							| (532) all_0_44_44 = e3
% 58.36/23.93  																																							|
% 58.36/23.93  																																								| Equations (532) can reduce 73 to:
% 58.36/23.93  																																								| (405)  ~ (all_0_42_42 = e3)
% 58.36/23.93  																																								|
% 58.36/23.93  																																								| Equations (532) can reduce 9 to:
% 58.36/23.93  																																								| (524)  ~ (all_0_49_49 = e3)
% 58.36/23.93  																																								|
% 58.36/23.93  																																								| Simplifying 524 yields:
% 58.36/23.93  																																								| (525)  ~ (all_0_49_49 = e3)
% 58.36/23.93  																																								|
% 58.36/23.93  																																								| Equations (532) can reduce 1390 to:
% 58.36/23.93  																																								| (277)  ~ (e4 = e3)
% 58.36/23.93  																																								|
% 58.36/23.93  																																								| Simplifying 277 yields:
% 58.36/23.93  																																								| (188)  ~ (e4 = e3)
% 58.36/23.93  																																								|
% 58.36/23.93  																																								| Equations (532) can reduce 147 to:
% 58.36/23.93  																																								| (212)  ~ (e3 = e2)
% 58.36/23.93  																																								|
% 58.36/23.93  																																								+-Applying beta-rule and splitting (180), into two cases.
% 58.36/23.93  																																								|-Branch one:
% 58.36/23.93  																																								| (516) all_0_42_42 = e3
% 58.36/23.93  																																								|
% 58.36/23.93  																																									| Equations (516) can reduce 405 to:
% 58.36/23.93  																																									| (266) $false
% 58.36/23.93  																																									|
% 58.36/23.93  																																									|-The branch is then unsatisfiable
% 58.36/23.93  																																								|-Branch two:
% 58.36/23.93  																																								| (405)  ~ (all_0_42_42 = e3)
% 58.36/23.93  																																								| (521) all_0_47_47 = e3 | all_0_51_51 = e3 | all_0_56_56 = e3
% 58.36/23.93  																																								|
% 58.36/23.93  																																									+-Applying beta-rule and splitting (6761), into two cases.
% 58.36/23.93  																																									|-Branch one:
% 58.36/23.93  																																									| (559) all_0_42_42 = e0
% 58.36/23.93  																																									|
% 58.36/23.93  																																										| Equations (559) can reduce 236 to:
% 58.36/23.93  																																										| (1181)  ~ (all_0_56_56 = e0)
% 58.36/23.93  																																										|
% 58.36/23.93  																																										| Simplifying 1181 yields:
% 58.36/23.93  																																										| (828)  ~ (all_0_56_56 = e0)
% 58.36/23.93  																																										|
% 58.36/23.93  																																										| Equations (559) can reduce 1890 to:
% 58.36/23.93  																																										| (401)  ~ (e4 = e0)
% 58.36/23.93  																																										|
% 58.36/23.93  																																										| Simplifying 401 yields:
% 58.36/23.93  																																										| (49)  ~ (e4 = e0)
% 58.36/23.93  																																										|
% 58.36/23.93  																																										| Equations (559) can reduce 51 to:
% 58.36/23.93  																																										| (365)  ~ (e2 = e0)
% 58.36/23.93  																																										|
% 58.36/23.93  																																										| Simplifying 365 yields:
% 58.36/23.93  																																										| (128)  ~ (e2 = e0)
% 58.36/23.93  																																										|
% 58.36/23.93  																																										+-Applying beta-rule and splitting (521), into two cases.
% 58.36/23.93  																																										|-Branch one:
% 58.36/23.93  																																										| (522) all_0_47_47 = e3
% 58.36/23.93  																																										|
% 58.36/23.93  																																											| Equations (522) can reduce 114 to:
% 58.36/23.93  																																											| (23024)  ~ (all_0_48_48 = e3)
% 58.36/23.93  																																											|
% 58.36/23.93  																																											| Simplifying 23024 yields:
% 58.36/23.93  																																											| (215)  ~ (all_0_48_48 = e3)
% 58.36/23.93  																																											|
% 58.36/23.93  																																											+-Applying beta-rule and splitting (163), into two cases.
% 58.36/23.93  																																											|-Branch one:
% 58.36/23.93  																																											| (565) all_0_52_52 = e4
% 58.36/23.93  																																											|
% 58.36/23.93  																																												| Combining equations (352,565) yields a new equation:
% 58.36/23.93  																																												| (323) e4 = e2
% 58.36/23.93  																																												|
% 58.36/23.93  																																												| Equations (323) can reduce 48 to:
% 58.36/23.93  																																												| (266) $false
% 58.36/23.93  																																												|
% 58.36/23.93  																																												|-The branch is then unsatisfiable
% 58.36/23.93  																																											|-Branch two:
% 58.36/23.93  																																											| (780)  ~ (all_0_52_52 = e4)
% 58.36/23.93  																																											| (781) (all_0_41_41 = e0 & all_0_58_58 = e3 &  ~ (all_0_44_44 = e3)) | (all_0_41_41 = e0 & all_0_58_58 = e3 &  ~ (all_0_55_55 = e0)) | (all_0_47_47 = e1 & all_0_52_52 = e2 &  ~ (all_0_48_48 = e2)) | (all_0_47_47 = e1 & all_0_52_52 = e2 &  ~ (all_0_51_51 = e1)) | (all_0_47_47 = e0 & all_0_58_58 = e2 &  ~ (all_0_49_49 = e2)) | (all_0_47_47 = e0 & all_0_58_58 = e2 &  ~ (all_0_56_56 = e0))
% 58.36/23.93  																																											|
% 58.36/23.93  																																												+-Applying beta-rule and splitting (125), into two cases.
% 58.36/23.93  																																												|-Branch one:
% 58.36/23.93  																																												| (858) all_0_55_55 = e0
% 58.36/23.93  																																												|
% 58.36/23.93  																																													| Combining equations (587,858) yields a new equation:
% 58.36/23.93  																																													| (481) e4 = e0
% 58.36/23.93  																																													|
% 58.36/23.93  																																													| Simplifying 481 yields:
% 58.36/23.93  																																													| (397) e4 = e0
% 58.36/23.93  																																													|
% 58.36/23.93  																																													| Equations (397) can reduce 49 to:
% 58.36/23.93  																																													| (266) $false
% 58.36/23.93  																																													|
% 58.36/23.93  																																													|-The branch is then unsatisfiable
% 58.36/23.93  																																												|-Branch two:
% 58.36/23.93  																																												| (803)  ~ (all_0_55_55 = e0)
% 58.36/23.93  																																												| (863) all_0_56_56 = e0 | all_0_57_57 = e0 | all_0_58_58 = e0
% 58.36/23.93  																																												|
% 58.36/23.93  																																													| Equations (587) can reduce 803 to:
% 58.36/23.93  																																													| (49)  ~ (e4 = e0)
% 58.36/23.93  																																													|
% 58.36/23.93  																																													+-Applying beta-rule and splitting (75), into two cases.
% 58.36/23.93  																																													|-Branch one:
% 58.36/23.93  																																													| (485) all_0_40_40 = e0
% 58.36/23.93  																																													|
% 58.36/23.93  																																														| Combining equations (485,1378) yields a new equation:
% 58.36/23.93  																																														| (397) e4 = e0
% 58.36/23.93  																																														|
% 58.36/23.93  																																														| Equations (397) can reduce 49 to:
% 58.36/23.93  																																														| (266) $false
% 58.36/23.93  																																														|
% 58.36/23.93  																																														|-The branch is then unsatisfiable
% 58.36/23.93  																																													|-Branch two:
% 58.36/23.93  																																													| (1401)  ~ (all_0_40_40 = e0)
% 58.36/23.93  																																													| (1748) all_0_44_44 = e0 | all_0_49_49 = e0 | all_0_58_58 = e0
% 58.36/23.93  																																													|
% 58.36/23.93  																																														+-Applying beta-rule and splitting (863), into two cases.
% 58.36/23.93  																																														|-Branch one:
% 58.36/23.93  																																														| (679) all_0_56_56 = e0
% 58.36/23.93  																																														|
% 58.36/23.93  																																															| Equations (679) can reduce 828 to:
% 58.36/23.93  																																															| (266) $false
% 58.36/23.93  																																															|
% 58.36/23.93  																																															|-The branch is then unsatisfiable
% 58.36/23.93  																																														|-Branch two:
% 58.36/23.93  																																														| (828)  ~ (all_0_56_56 = e0)
% 58.36/23.93  																																														| (924) all_0_57_57 = e0 | all_0_58_58 = e0
% 58.36/23.93  																																														|
% 58.36/23.93  																																															+-Applying beta-rule and splitting (924), into two cases.
% 58.36/23.93  																																															|-Branch one:
% 58.36/23.93  																																															| (875) all_0_57_57 = e0
% 58.36/23.93  																																															|
% 58.36/23.93  																																																| Equations (875) can reduce 239 to:
% 58.36/23.93  																																																| (1283)  ~ (all_0_48_48 = e0)
% 58.36/23.93  																																																|
% 58.36/23.93  																																																| Equations (875) can reduce 67 to:
% 58.36/23.93  																																																| (541)  ~ (e3 = e0)
% 58.36/23.93  																																																|
% 58.36/23.93  																																																| Simplifying 541 yields:
% 58.36/23.93  																																																| (80)  ~ (e3 = e0)
% 58.36/23.93  																																																|
% 58.36/23.93  																																																+-Applying beta-rule and splitting (1748), into two cases.
% 58.36/23.93  																																																|-Branch one:
% 58.36/23.93  																																																| (1414) all_0_44_44 = e0
% 58.36/23.93  																																																|
% 58.36/23.93  																																																	| Combining equations (532,1414) yields a new equation:
% 58.36/23.93  																																																	| (675) e3 = e0
% 58.36/23.93  																																																	|
% 58.36/23.93  																																																	| Simplifying 675 yields:
% 58.36/23.93  																																																	| (676) e3 = e0
% 58.36/23.93  																																																	|
% 58.36/23.93  																																																	| Equations (676) can reduce 80 to:
% 58.36/23.93  																																																	| (266) $false
% 58.36/23.93  																																																	|
% 58.36/23.93  																																																	|-The branch is then unsatisfiable
% 58.36/23.93  																																																|-Branch two:
% 58.36/23.93  																																																| (360)  ~ (all_0_44_44 = e0)
% 58.36/23.93  																																																| (1760) all_0_49_49 = e0 | all_0_58_58 = e0
% 58.36/23.93  																																																|
% 58.36/23.93  																																																	| Equations (532) can reduce 360 to:
% 58.36/23.93  																																																	| (80)  ~ (e3 = e0)
% 58.36/23.93  																																																	|
% 58.36/23.93  																																																	+-Applying beta-rule and splitting (10218), into two cases.
% 58.36/23.93  																																																	|-Branch one:
% 58.36/23.93  																																																	| (943) all_0_48_48 = e4
% 58.36/23.93  																																																	|
% 58.36/23.93  																																																		| Equations (943) can reduce 254 to:
% 58.36/23.93  																																																		| (266) $false
% 58.36/23.93  																																																		|
% 58.36/23.93  																																																		|-The branch is then unsatisfiable
% 58.36/23.93  																																																	|-Branch two:
% 58.36/23.93  																																																	| (254)  ~ (all_0_48_48 = e4)
% 58.36/23.93  																																																	| (10222) all_0_48_48 = e1 | all_0_48_48 = e0
% 58.36/23.93  																																																	|
% 58.36/23.93  																																																		+-Applying beta-rule and splitting (10222), into two cases.
% 58.36/23.93  																																																		|-Branch one:
% 58.36/23.93  																																																		| (1279) all_0_48_48 = e0
% 58.36/23.93  																																																		|
% 58.36/23.93  																																																			| Equations (1279) can reduce 1283 to:
% 58.36/23.93  																																																			| (266) $false
% 58.36/23.93  																																																			|
% 58.36/23.93  																																																			|-The branch is then unsatisfiable
% 58.36/23.93  																																																		|-Branch two:
% 58.36/23.93  																																																		| (1283)  ~ (all_0_48_48 = e0)
% 58.36/23.93  																																																		| (615) all_0_48_48 = e1
% 58.36/23.93  																																																		|
% 58.36/23.93  																																																			| Equations (615) can reduce 215 to:
% 58.36/23.93  																																																			| (467)  ~ (e3 = e1)
% 58.36/23.93  																																																			|
% 58.36/23.93  																																																			| Simplifying 467 yields:
% 58.36/23.93  																																																			| (213)  ~ (e3 = e1)
% 58.36/23.93  																																																			|
% 58.36/23.93  																																																			| Equations (615) can reduce 1283 to:
% 58.36/23.93  																																																			| (233)  ~ (e1 = e0)
% 58.36/23.93  																																																			|
% 58.36/23.93  																																																			+-Applying beta-rule and splitting (781), into two cases.
% 58.36/23.93  																																																			|-Branch one:
% 58.36/23.93  																																																			| (789) (all_0_41_41 = e0 & all_0_58_58 = e3 &  ~ (all_0_44_44 = e3)) | (all_0_41_41 = e0 & all_0_58_58 = e3 &  ~ (all_0_55_55 = e0)) | (all_0_47_47 = e1 & all_0_52_52 = e2 &  ~ (all_0_48_48 = e2)) | (all_0_47_47 = e1 & all_0_52_52 = e2 &  ~ (all_0_51_51 = e1)) | (all_0_47_47 = e0 & all_0_58_58 = e2 &  ~ (all_0_49_49 = e2))
% 58.36/23.93  																																																			|
% 58.36/23.93  																																																				+-Applying beta-rule and splitting (789), into two cases.
% 58.36/23.93  																																																				|-Branch one:
% 58.36/23.93  																																																				| (790) (all_0_41_41 = e0 & all_0_58_58 = e3 &  ~ (all_0_44_44 = e3)) | (all_0_41_41 = e0 & all_0_58_58 = e3 &  ~ (all_0_55_55 = e0)) | (all_0_47_47 = e1 & all_0_52_52 = e2 &  ~ (all_0_48_48 = e2)) | (all_0_47_47 = e1 & all_0_52_52 = e2 &  ~ (all_0_51_51 = e1))
% 58.36/23.93  																																																				|
% 58.36/23.93  																																																					+-Applying beta-rule and splitting (790), into two cases.
% 58.36/23.93  																																																					|-Branch one:
% 58.36/23.93  																																																					| (791) (all_0_41_41 = e0 & all_0_58_58 = e3 &  ~ (all_0_44_44 = e3)) | (all_0_41_41 = e0 & all_0_58_58 = e3 &  ~ (all_0_55_55 = e0)) | (all_0_47_47 = e1 & all_0_52_52 = e2 &  ~ (all_0_48_48 = e2))
% 58.36/23.93  																																																					|
% 58.36/23.93  																																																						+-Applying beta-rule and splitting (791), into two cases.
% 58.36/23.93  																																																						|-Branch one:
% 58.36/23.93  																																																						| (792) (all_0_41_41 = e0 & all_0_58_58 = e3 &  ~ (all_0_44_44 = e3)) | (all_0_41_41 = e0 & all_0_58_58 = e3 &  ~ (all_0_55_55 = e0))
% 58.36/23.93  																																																						|
% 58.36/23.93  																																																							+-Applying beta-rule and splitting (792), into two cases.
% 58.36/23.93  																																																							|-Branch one:
% 58.36/23.93  																																																							| (793) all_0_41_41 = e0 & all_0_58_58 = e3 &  ~ (all_0_44_44 = e3)
% 58.36/23.93  																																																							|
% 58.36/23.93  																																																								| Applying alpha-rule on (793) yields:
% 58.36/23.93  																																																								| (794) all_0_41_41 = e0
% 58.36/23.93  																																																								| (795) all_0_58_58 = e3
% 58.36/23.93  																																																								| (407)  ~ (all_0_44_44 = e3)
% 58.36/23.93  																																																								|
% 58.36/23.93  																																																								| Combining equations (453,794) yields a new equation:
% 58.36/23.93  																																																								| (546) e1 = e0
% 58.36/23.93  																																																								|
% 58.36/23.93  																																																								| Simplifying 546 yields:
% 58.36/23.93  																																																								| (431) e1 = e0
% 58.36/23.93  																																																								|
% 58.36/23.93  																																																								| Equations (431) can reduce 233 to:
% 58.36/23.93  																																																								| (266) $false
% 58.36/23.93  																																																								|
% 58.36/23.93  																																																								|-The branch is then unsatisfiable
% 58.36/23.93  																																																							|-Branch two:
% 58.36/23.93  																																																							| (800) all_0_41_41 = e0 & all_0_58_58 = e3 &  ~ (all_0_55_55 = e0)
% 58.36/23.94  																																																							|
% 58.36/23.94  																																																								| Applying alpha-rule on (800) yields:
% 58.36/23.94  																																																								| (794) all_0_41_41 = e0
% 58.36/23.94  																																																								| (795) all_0_58_58 = e3
% 58.36/23.94  																																																								| (803)  ~ (all_0_55_55 = e0)
% 58.36/23.94  																																																								|
% 58.36/23.94  																																																								| Combining equations (453,794) yields a new equation:
% 58.36/23.94  																																																								| (546) e1 = e0
% 58.36/23.94  																																																								|
% 58.36/23.94  																																																								| Simplifying 546 yields:
% 58.36/23.94  																																																								| (431) e1 = e0
% 58.36/23.94  																																																								|
% 58.36/23.94  																																																								| Equations (431) can reduce 233 to:
% 58.36/23.94  																																																								| (266) $false
% 58.36/23.94  																																																								|
% 58.36/23.94  																																																								|-The branch is then unsatisfiable
% 58.36/23.94  																																																						|-Branch two:
% 58.36/23.94  																																																						| (807) all_0_47_47 = e1 & all_0_52_52 = e2 &  ~ (all_0_48_48 = e2)
% 58.36/23.94  																																																						|
% 58.36/23.94  																																																							| Applying alpha-rule on (807) yields:
% 58.36/23.94  																																																							| (654) all_0_47_47 = e1
% 58.36/23.94  																																																							| (352) all_0_52_52 = e2
% 58.36/23.94  																																																							| (810)  ~ (all_0_48_48 = e2)
% 58.36/23.94  																																																							|
% 58.36/23.94  																																																							| Combining equations (654,522) yields a new equation:
% 58.36/23.94  																																																							| (455) e3 = e1
% 58.36/23.94  																																																							|
% 58.36/23.94  																																																							| Equations (455) can reduce 213 to:
% 58.36/23.94  																																																							| (266) $false
% 58.36/23.94  																																																							|
% 58.36/23.94  																																																							|-The branch is then unsatisfiable
% 58.36/23.94  																																																					|-Branch two:
% 58.36/23.94  																																																					| (813) all_0_47_47 = e1 & all_0_52_52 = e2 &  ~ (all_0_51_51 = e1)
% 58.36/23.94  																																																					|
% 58.36/23.94  																																																						| Applying alpha-rule on (813) yields:
% 58.36/23.94  																																																						| (654) all_0_47_47 = e1
% 58.36/23.94  																																																						| (352) all_0_52_52 = e2
% 58.36/23.94  																																																						| (464)  ~ (all_0_51_51 = e1)
% 58.36/23.94  																																																						|
% 58.36/23.94  																																																						| Combining equations (654,522) yields a new equation:
% 58.36/23.94  																																																						| (455) e3 = e1
% 58.36/23.94  																																																						|
% 58.36/23.94  																																																						| Equations (455) can reduce 213 to:
% 58.36/23.94  																																																						| (266) $false
% 58.36/23.94  																																																						|
% 58.36/23.94  																																																						|-The branch is then unsatisfiable
% 58.36/23.94  																																																				|-Branch two:
% 58.36/23.94  																																																				| (819) all_0_47_47 = e0 & all_0_58_58 = e2 &  ~ (all_0_49_49 = e2)
% 58.36/23.94  																																																				|
% 58.36/23.94  																																																					| Applying alpha-rule on (819) yields:
% 58.36/23.94  																																																					| (674) all_0_47_47 = e0
% 58.36/23.94  																																																					| (624) all_0_58_58 = e2
% 58.36/23.94  																																																					| (340)  ~ (all_0_49_49 = e2)
% 58.36/23.94  																																																					|
% 58.36/23.94  																																																					| Combining equations (674,522) yields a new equation:
% 58.36/23.94  																																																					| (676) e3 = e0
% 58.36/23.94  																																																					|
% 58.36/23.94  																																																					| Equations (676) can reduce 80 to:
% 58.36/23.94  																																																					| (266) $false
% 58.36/23.94  																																																					|
% 58.36/23.94  																																																					|-The branch is then unsatisfiable
% 58.36/23.94  																																																			|-Branch two:
% 58.36/23.94  																																																			| (825) all_0_47_47 = e0 & all_0_58_58 = e2 &  ~ (all_0_56_56 = e0)
% 58.36/23.94  																																																			|
% 58.36/23.94  																																																				| Applying alpha-rule on (825) yields:
% 58.36/23.94  																																																				| (674) all_0_47_47 = e0
% 58.36/23.94  																																																				| (624) all_0_58_58 = e2
% 58.36/23.94  																																																				| (828)  ~ (all_0_56_56 = e0)
% 58.36/23.94  																																																				|
% 58.36/23.94  																																																				| Combining equations (674,522) yields a new equation:
% 58.36/23.94  																																																				| (676) e3 = e0
% 58.36/23.94  																																																				|
% 58.36/23.94  																																																				| Equations (676) can reduce 80 to:
% 58.36/23.94  																																																				| (266) $false
% 58.36/23.94  																																																				|
% 58.36/23.94  																																																				|-The branch is then unsatisfiable
% 58.36/23.94  																																															|-Branch two:
% 58.36/23.94  																																															| (364)  ~ (all_0_57_57 = e0)
% 58.36/23.94  																																															| (914) all_0_58_58 = e0
% 58.36/23.94  																																															|
% 58.36/23.94  																																																| Combining equations (624,914) yields a new equation:
% 58.36/23.94  																																																| (391) e2 = e0
% 58.36/23.94  																																																|
% 58.36/23.94  																																																| Simplifying 391 yields:
% 58.36/23.94  																																																| (330) e2 = e0
% 58.36/23.94  																																																|
% 58.36/23.94  																																																| Equations (330) can reduce 128 to:
% 58.36/23.94  																																																| (266) $false
% 58.36/23.94  																																																|
% 58.36/23.94  																																																|-The branch is then unsatisfiable
% 58.36/23.94  																																										|-Branch two:
% 58.36/23.94  																																										| (1091)  ~ (all_0_47_47 = e3)
% 58.36/23.94  																																										| (1092) all_0_51_51 = e3 | all_0_56_56 = e3
% 58.36/23.94  																																										|
% 58.36/23.94  																																											+-Applying beta-rule and splitting (78), into two cases.
% 58.36/23.94  																																											|-Branch one:
% 58.36/23.94  																																											| (423) all_0_45_45 = e3
% 58.36/23.94  																																											|
% 58.36/23.94  																																												| Combining equations (248,423) yields a new equation:
% 58.36/23.94  																																												| (424) e4 = e3
% 58.36/23.94  																																												|
% 58.36/23.94  																																												| Simplifying 424 yields:
% 58.36/23.94  																																												| (425) e4 = e3
% 58.36/23.94  																																												|
% 58.36/23.94  																																												| Equations (425) can reduce 188 to:
% 58.36/23.94  																																												| (266) $false
% 58.36/23.94  																																												|
% 58.36/23.94  																																												|-The branch is then unsatisfiable
% 58.36/23.94  																																											|-Branch two:
% 58.36/23.94  																																											| (427)  ~ (all_0_45_45 = e3)
% 58.36/23.94  																																											| (428) all_0_46_46 = e3 | all_0_47_47 = e3 | all_0_49_49 = e3
% 58.36/23.94  																																											|
% 58.36/23.94  																																												+-Applying beta-rule and splitting (428), into two cases.
% 58.36/23.94  																																												|-Branch one:
% 58.36/23.94  																																												| (1557) all_0_46_46 = e3
% 58.36/23.94  																																												|
% 58.36/23.94  																																													| Combining equations (1794,1557) yields a new equation:
% 58.36/23.94  																																													| (662) e3 = e2
% 58.36/23.94  																																													|
% 58.36/23.94  																																													| Equations (662) can reduce 212 to:
% 58.36/23.94  																																													| (266) $false
% 58.36/23.94  																																													|
% 58.36/23.94  																																													|-The branch is then unsatisfiable
% 58.36/23.94  																																												|-Branch two:
% 58.36/23.94  																																												| (409)  ~ (all_0_46_46 = e3)
% 58.36/23.94  																																												| (1561) all_0_47_47 = e3 | all_0_49_49 = e3
% 58.36/23.94  																																												|
% 58.36/23.94  																																													+-Applying beta-rule and splitting (1561), into two cases.
% 58.36/23.94  																																													|-Branch one:
% 58.36/23.94  																																													| (522) all_0_47_47 = e3
% 58.36/23.94  																																													|
% 58.36/23.94  																																														| Equations (522) can reduce 1091 to:
% 58.36/23.94  																																														| (266) $false
% 58.36/23.94  																																														|
% 58.36/23.94  																																														|-The branch is then unsatisfiable
% 58.36/23.94  																																													|-Branch two:
% 58.36/23.94  																																													| (1091)  ~ (all_0_47_47 = e3)
% 58.36/23.94  																																													| (884) all_0_49_49 = e3
% 58.36/23.94  																																													|
% 58.36/23.94  																																														| Equations (884) can reduce 525 to:
% 58.36/23.94  																																														| (266) $false
% 58.36/23.94  																																														|
% 58.36/23.94  																																														|-The branch is then unsatisfiable
% 58.36/23.94  																																									|-Branch two:
% 58.36/23.94  																																									| (358)  ~ (all_0_42_42 = e0)
% 58.36/23.94  																																									| (6766) all_0_43_43 = e0 | all_0_44_44 = e0
% 58.36/23.94  																																									|
% 58.36/23.94  																																										+-Applying beta-rule and splitting (75), into two cases.
% 58.36/23.94  																																										|-Branch one:
% 58.36/23.94  																																										| (485) all_0_40_40 = e0
% 58.36/23.94  																																										|
% 58.36/23.94  																																											| Combining equations (485,1378) yields a new equation:
% 58.36/23.94  																																											| (397) e4 = e0
% 58.36/23.94  																																											|
% 58.36/23.94  																																											| Equations (397) can reduce 49 to:
% 58.36/23.94  																																											| (266) $false
% 58.36/23.94  																																											|
% 58.36/23.94  																																											|-The branch is then unsatisfiable
% 58.36/23.94  																																										|-Branch two:
% 58.36/23.94  																																										| (1401)  ~ (all_0_40_40 = e0)
% 58.36/23.94  																																										| (1748) all_0_44_44 = e0 | all_0_49_49 = e0 | all_0_58_58 = e0
% 58.36/23.94  																																										|
% 58.36/23.94  																																											+-Applying beta-rule and splitting (1748), into two cases.
% 58.36/23.94  																																											|-Branch one:
% 58.36/23.94  																																											| (1414) all_0_44_44 = e0
% 58.36/23.94  																																											|
% 58.36/23.94  																																												| Combining equations (1414,532) yields a new equation:
% 58.36/23.94  																																												| (676) e3 = e0
% 58.36/23.94  																																												|
% 58.36/23.94  																																												| Equations (676) can reduce 80 to:
% 58.36/23.94  																																												| (266) $false
% 58.36/23.94  																																												|
% 58.36/23.94  																																												|-The branch is then unsatisfiable
% 58.36/23.94  																																											|-Branch two:
% 58.36/23.94  																																											| (360)  ~ (all_0_44_44 = e0)
% 58.36/23.94  																																											| (1760) all_0_49_49 = e0 | all_0_58_58 = e0
% 58.36/23.94  																																											|
% 58.36/23.94  																																												+-Applying beta-rule and splitting (1760), into two cases.
% 58.36/23.94  																																												|-Branch one:
% 58.36/23.94  																																												| (978) all_0_49_49 = e0
% 58.36/23.94  																																												|
% 58.36/23.94  																																													| Equations (978) can reduce 185 to:
% 58.36/23.94  																																													| (1283)  ~ (all_0_48_48 = e0)
% 58.36/23.94  																																													|
% 58.36/23.94  																																													+-Applying beta-rule and splitting (5471), into two cases.
% 58.36/23.94  																																													|-Branch one:
% 58.36/23.94  																																													| (1279) all_0_48_48 = e0
% 58.36/23.94  																																													|
% 58.36/23.94  																																														| Equations (1279) can reduce 1283 to:
% 58.36/23.94  																																														| (266) $false
% 58.36/23.94  																																														|
% 58.36/23.94  																																														|-The branch is then unsatisfiable
% 58.36/23.94  																																													|-Branch two:
% 58.36/23.94  																																													| (1283)  ~ (all_0_48_48 = e0)
% 58.36/23.94  																																													| (875) all_0_57_57 = e0
% 58.36/23.94  																																													|
% 58.36/23.94  																																														| Equations (875) can reduce 839 to:
% 58.36/23.94  																																														| (401)  ~ (e4 = e0)
% 58.36/23.94  																																														|
% 58.36/23.94  																																														| Simplifying 401 yields:
% 58.36/23.94  																																														| (49)  ~ (e4 = e0)
% 58.36/23.94  																																														|
% 58.36/23.94  																																														| Equations (875) can reduce 67 to:
% 58.36/23.94  																																														| (541)  ~ (e3 = e0)
% 58.36/23.94  																																														|
% 58.36/23.94  																																														| Simplifying 541 yields:
% 58.36/23.94  																																														| (80)  ~ (e3 = e0)
% 58.36/23.94  																																														|
% 58.36/23.94  																																														+-Applying beta-rule and splitting (6766), into two cases.
% 58.36/23.94  																																														|-Branch one:
% 58.36/23.94  																																														| (356) all_0_43_43 = e0
% 58.36/23.94  																																														|
% 58.36/23.94  																																															| Combining equations (356,396) yields a new equation:
% 58.36/23.94  																																															| (397) e4 = e0
% 58.36/23.94  																																															|
% 58.36/23.94  																																															| Equations (397) can reduce 49 to:
% 58.36/23.94  																																															| (266) $false
% 58.36/23.94  																																															|
% 58.36/23.94  																																															|-The branch is then unsatisfiable
% 58.36/23.94  																																														|-Branch two:
% 58.36/23.94  																																														| (5470)  ~ (all_0_43_43 = e0)
% 58.36/23.94  																																														| (1414) all_0_44_44 = e0
% 58.53/23.94  																																														|
% 58.53/23.94  																																															| Combining equations (532,1414) yields a new equation:
% 58.53/23.94  																																															| (675) e3 = e0
% 58.53/23.94  																																															|
% 58.53/23.94  																																															| Simplifying 675 yields:
% 58.53/23.94  																																															| (676) e3 = e0
% 58.53/23.94  																																															|
% 58.53/23.94  																																															| Equations (676) can reduce 80 to:
% 58.53/23.94  																																															| (266) $false
% 58.53/23.94  																																															|
% 58.53/23.94  																																															|-The branch is then unsatisfiable
% 58.53/23.94  																																												|-Branch two:
% 58.53/23.94  																																												| (487)  ~ (all_0_49_49 = e0)
% 58.53/23.94  																																												| (914) all_0_58_58 = e0
% 58.53/23.94  																																												|
% 58.53/23.94  																																													| Combining equations (624,914) yields a new equation:
% 58.53/23.94  																																													| (391) e2 = e0
% 58.53/23.94  																																													|
% 58.53/23.94  																																													| Simplifying 391 yields:
% 58.53/23.94  																																													| (330) e2 = e0
% 58.53/23.94  																																													|
% 58.53/23.94  																																													| Equations (330) can reduce 128 to:
% 58.53/23.94  																																													| (266) $false
% 58.53/23.94  																																													|
% 58.53/23.94  																																													|-The branch is then unsatisfiable
% 58.53/23.94  																																							|-Branch two:
% 58.53/23.94  																																							| (407)  ~ (all_0_44_44 = e3)
% 58.53/23.94  																																							| (537) all_0_49_49 = e3 | all_0_53_53 = e3 | all_0_58_58 = e3
% 58.53/23.94  																																							|
% 58.53/23.94  																																								+-Applying beta-rule and splitting (1899), into two cases.
% 58.53/23.94  																																								|-Branch one:
% 58.53/23.94  																																								| (516) all_0_42_42 = e3
% 58.53/23.94  																																								|
% 58.53/23.94  																																									| Equations (516) can reduce 51 to:
% 58.53/23.94  																																									| (212)  ~ (e3 = e2)
% 58.53/23.94  																																									|
% 58.53/23.94  																																									| Equations (516) can reduce 1380 to:
% 58.53/23.94  																																									| (213)  ~ (e3 = e1)
% 58.53/23.94  																																									|
% 58.53/23.94  																																									+-Applying beta-rule and splitting (537), into two cases.
% 58.53/23.94  																																									|-Branch one:
% 58.53/23.94  																																									| (884) all_0_49_49 = e3
% 58.53/23.94  																																									|
% 58.53/23.94  																																										| Equations (884) can reduce 185 to:
% 58.53/23.94  																																										| (215)  ~ (all_0_48_48 = e3)
% 58.53/23.94  																																										|
% 58.53/23.94  																																										| From (884) and (55) follows:
% 58.53/23.94  																																										| (1581) op(e2, e0) = e3
% 58.53/23.94  																																										|
% 58.53/23.94  																																										+-Applying beta-rule and splitting (6761), into two cases.
% 58.53/23.94  																																										|-Branch one:
% 58.53/23.94  																																										| (559) all_0_42_42 = e0
% 58.53/23.94  																																										|
% 58.53/23.94  																																											| Combining equations (559,516) yields a new equation:
% 58.53/23.94  																																											| (676) e3 = e0
% 58.53/23.94  																																											|
% 58.53/23.94  																																											| Equations (676) can reduce 80 to:
% 58.53/23.94  																																											| (266) $false
% 58.53/23.94  																																											|
% 58.53/23.94  																																											|-The branch is then unsatisfiable
% 58.53/23.94  																																										|-Branch two:
% 58.53/23.94  																																										| (358)  ~ (all_0_42_42 = e0)
% 58.53/23.94  																																										| (6766) all_0_43_43 = e0 | all_0_44_44 = e0
% 58.53/23.94  																																										|
% 58.53/23.94  																																											+-Applying beta-rule and splitting (75), into two cases.
% 58.53/23.94  																																											|-Branch one:
% 58.53/23.94  																																											| (485) all_0_40_40 = e0
% 58.53/23.94  																																											|
% 58.53/23.94  																																												| Combining equations (485,1378) yields a new equation:
% 58.53/23.94  																																												| (397) e4 = e0
% 58.53/23.94  																																												|
% 58.53/23.94  																																												| Equations (397) can reduce 49 to:
% 58.53/23.94  																																												| (266) $false
% 58.53/23.94  																																												|
% 58.53/23.94  																																												|-The branch is then unsatisfiable
% 58.53/23.94  																																											|-Branch two:
% 58.53/23.94  																																											| (1401)  ~ (all_0_40_40 = e0)
% 58.53/23.94  																																											| (1748) all_0_44_44 = e0 | all_0_49_49 = e0 | all_0_58_58 = e0
% 58.53/23.94  																																											|
% 58.53/23.94  																																												| Equations (1378) can reduce 1401 to:
% 58.53/23.94  																																												| (49)  ~ (e4 = e0)
% 58.53/23.94  																																												|
% 58.53/23.94  																																												+-Applying beta-rule and splitting (6766), into two cases.
% 58.53/23.94  																																												|-Branch one:
% 58.53/23.94  																																												| (356) all_0_43_43 = e0
% 58.53/23.94  																																												|
% 58.53/23.94  																																													| Combining equations (356,396) yields a new equation:
% 58.53/23.94  																																													| (397) e4 = e0
% 58.53/23.94  																																													|
% 58.53/23.94  																																													| Equations (397) can reduce 49 to:
% 58.53/23.94  																																													| (266) $false
% 58.53/23.94  																																													|
% 58.53/23.94  																																													|-The branch is then unsatisfiable
% 58.53/23.94  																																												|-Branch two:
% 58.53/23.94  																																												| (5470)  ~ (all_0_43_43 = e0)
% 58.53/23.94  																																												| (1414) all_0_44_44 = e0
% 58.53/23.94  																																												|
% 58.53/23.94  																																													| Equations (1414) can reduce 147 to:
% 58.53/23.94  																																													| (365)  ~ (e2 = e0)
% 58.53/23.94  																																													|
% 58.53/23.94  																																													| Simplifying 365 yields:
% 58.53/23.94  																																													| (128)  ~ (e2 = e0)
% 58.53/23.94  																																													|
% 58.53/23.94  																																													| Equations (1414) can reduce 639 to:
% 58.53/23.94  																																													| (435)  ~ (e1 = e0)
% 58.53/23.94  																																													|
% 58.53/23.94  																																													| Simplifying 435 yields:
% 58.53/23.94  																																													| (233)  ~ (e1 = e0)
% 58.53/23.94  																																													|
% 58.53/23.94  																																													| From (1414) and (138) follows:
% 58.53/23.94  																																													| (1667) op(e3, e0) = e0
% 58.53/23.94  																																													|
% 58.53/23.94  																																													+-Applying beta-rule and splitting (184), into two cases.
% 58.53/23.94  																																													|-Branch one:
% 58.53/23.94  																																													| (538) all_0_46_46 = e0
% 58.53/23.94  																																													|
% 58.53/23.94  																																														| Combining equations (1794,538) yields a new equation:
% 58.53/23.94  																																														| (391) e2 = e0
% 58.53/23.94  																																														|
% 58.53/23.94  																																														| Simplifying 391 yields:
% 58.53/23.94  																																														| (330) e2 = e0
% 58.53/23.94  																																														|
% 58.53/23.94  																																														| Equations (330) can reduce 128 to:
% 58.53/23.94  																																														| (266) $false
% 58.53/23.94  																																														|
% 58.53/23.94  																																														|-The branch is then unsatisfiable
% 58.53/23.94  																																													|-Branch two:
% 58.53/23.94  																																													| (831)  ~ (all_0_46_46 = e0)
% 58.53/23.94  																																													| (832) all_0_47_47 = e0 | all_0_48_48 = e0 | all_0_49_49 = e0
% 58.53/23.94  																																													|
% 58.53/23.94  																																														| Equations (1794) can reduce 831 to:
% 58.53/23.94  																																														| (128)  ~ (e2 = e0)
% 58.53/23.94  																																														|
% 58.53/23.94  																																														+-Applying beta-rule and splitting (130), into two cases.
% 58.53/23.94  																																														|-Branch one:
% 58.53/23.94  																																														| (430) all_0_43_43 = e1
% 58.53/23.94  																																														|
% 58.53/23.94  																																															| Combining equations (430,396) yields a new equation:
% 58.53/23.94  																																															| (630) e4 = e1
% 58.53/23.94  																																															|
% 58.53/23.94  																																															| Equations (630) can reduce 110 to:
% 58.53/23.94  																																															| (266) $false
% 58.53/23.94  																																															|
% 58.53/23.94  																																															|-The branch is then unsatisfiable
% 58.53/23.94  																																														|-Branch two:
% 58.53/23.94  																																														| (433)  ~ (all_0_43_43 = e1)
% 58.53/23.94  																																														| (434) all_0_48_48 = e1 | all_0_52_52 = e1 | all_0_57_57 = e1
% 58.53/23.94  																																														|
% 58.53/23.94  																																															+-Applying beta-rule and splitting (104), into two cases.
% 58.53/23.94  																																															|-Branch one:
% 58.53/23.94  																																															| (480) all_0_39_39 = e0
% 58.53/23.94  																																															|
% 58.53/23.94  																																																| Combining equations (480,317) yields a new equation:
% 58.53/23.94  																																																| (330) e2 = e0
% 58.53/23.94  																																																|
% 58.53/23.94  																																																| Equations (330) can reduce 128 to:
% 58.53/23.94  																																																| (266) $false
% 58.53/23.94  																																																|
% 58.53/23.94  																																																|-The branch is then unsatisfiable
% 58.53/23.94  																																															|-Branch two:
% 58.53/23.94  																																															| (484)  ~ (all_0_39_39 = e0)
% 58.53/23.94  																																															| (558) all_0_42_42 = e0 | all_0_47_47 = e0 | all_0_56_56 = e0
% 58.53/23.94  																																															|
% 58.53/23.94  																																																+-Applying beta-rule and splitting (133), into two cases.
% 58.53/23.94  																																																|-Branch one:
% 58.53/23.94  																																																| (833) all_0_56_56 = e2
% 58.53/23.94  																																																|
% 58.53/23.94  																																																	| Equations (833) can reduce 511 to:
% 58.53/23.94  																																																	| (266) $false
% 58.53/23.94  																																																	|
% 58.53/23.94  																																																	|-The branch is then unsatisfiable
% 58.53/23.94  																																																|-Branch two:
% 58.53/23.94  																																																| (511)  ~ (all_0_56_56 = e2)
% 58.53/23.94  																																																| (836) all_0_56_56 = e4 | all_0_56_56 = e3 | all_0_56_56 = e1 | all_0_56_56 = e0
% 58.53/23.94  																																																|
% 58.53/23.94  																																																	+-Applying beta-rule and splitting (163), into two cases.
% 58.53/23.94  																																																	|-Branch one:
% 58.53/23.94  																																																	| (565) all_0_52_52 = e4
% 58.53/23.94  																																																	|
% 58.53/23.94  																																																		| Combining equations (352,565) yields a new equation:
% 58.53/23.94  																																																		| (323) e4 = e2
% 58.53/23.94  																																																		|
% 58.53/23.94  																																																		| Equations (323) can reduce 48 to:
% 58.53/23.94  																																																		| (266) $false
% 58.53/23.94  																																																		|
% 58.53/23.94  																																																		|-The branch is then unsatisfiable
% 58.53/23.94  																																																	|-Branch two:
% 58.53/23.94  																																																	| (780)  ~ (all_0_52_52 = e4)
% 58.53/23.94  																																																	| (781) (all_0_41_41 = e0 & all_0_58_58 = e3 &  ~ (all_0_44_44 = e3)) | (all_0_41_41 = e0 & all_0_58_58 = e3 &  ~ (all_0_55_55 = e0)) | (all_0_47_47 = e1 & all_0_52_52 = e2 &  ~ (all_0_48_48 = e2)) | (all_0_47_47 = e1 & all_0_52_52 = e2 &  ~ (all_0_51_51 = e1)) | (all_0_47_47 = e0 & all_0_58_58 = e2 &  ~ (all_0_49_49 = e2)) | (all_0_47_47 = e0 & all_0_58_58 = e2 &  ~ (all_0_56_56 = e0))
% 58.53/23.94  																																																	|
% 58.53/23.94  																																																		+-Applying beta-rule and splitting (56), into two cases.
% 58.53/23.94  																																																		|-Branch one:
% 58.53/23.94  																																																		| (696) unit = e2
% 58.53/23.94  																																																		|
% 58.53/23.94  																																																			| From (696) and (24) follows:
% 58.53/23.94  																																																			| (697) op(e2, e3) = e3
% 58.53/23.94  																																																			|
% 58.53/23.94  																																																			| From (696) and (209) follows:
% 58.53/23.94  																																																			| (7585) op(e2, e0) = e0
% 58.53/23.94  																																																			|
% 58.53/23.94  																																																			| From (696) and (227) follows:
% 58.53/23.94  																																																			| (4284) op(e4, e2) = e4
% 58.53/23.94  																																																			|
% 58.53/23.94  																																																			| From (696) and (28) follows:
% 58.53/23.94  																																																			| (699) op(e1, e2) = e1
% 58.53/23.94  																																																			|
% 58.53/23.94  																																																			| Instantiating formula (29) with e4, e2, e4, e2 and discharging atoms op(e4, e2) = e4, op(e4, e2) = e2, yields:
% 58.53/23.94  																																																			| (323) e4 = e2
% 58.53/23.94  																																																			|
% 58.53/23.94  																																																			| Instantiating formula (29) with e2, e3, e3, e2 and discharging atoms op(e2, e3) = e3, op(e2, e3) = e2, yields:
% 58.53/23.94  																																																			| (662) e3 = e2
% 58.53/23.94  																																																			|
% 58.53/23.94  																																																			| Instantiating formula (29) with e2, e0, e0, e3 and discharging atoms op(e2, e0) = e3, op(e2, e0) = e0, yields:
% 58.53/23.94  																																																			| (676) e3 = e0
% 58.53/23.94  																																																			|
% 58.53/23.94  																																																			| Instantiating formula (29) with e1, e2, e1, e4 and discharging atoms op(e1, e2) = e4, op(e1, e2) = e1, yields:
% 58.53/23.94  																																																			| (630) e4 = e1
% 58.53/23.94  																																																			|
% 58.53/23.94  																																																			| Combining equations (323,630) yields a new equation:
% 58.53/23.94  																																																			| (616) e2 = e1
% 58.53/23.94  																																																			|
% 58.53/23.94  																																																			| Simplifying 616 yields:
% 58.53/23.94  																																																			| (617) e2 = e1
% 58.53/23.94  																																																			|
% 58.53/23.94  																																																			| Combining equations (676,662) yields a new equation:
% 58.53/23.94  																																																			| (330) e2 = e0
% 58.53/23.94  																																																			|
% 58.53/23.94  																																																			| Combining equations (330,617) yields a new equation:
% 58.53/23.94  																																																			| (431) e1 = e0
% 58.53/23.94  																																																			|
% 58.53/23.94  																																																			| Equations (431) can reduce 233 to:
% 58.53/23.94  																																																			| (266) $false
% 58.53/23.94  																																																			|
% 58.53/23.94  																																																			|-The branch is then unsatisfiable
% 58.53/23.94  																																																		|-Branch two:
% 58.53/23.94  																																																		| (707)  ~ (unit = e2)
% 58.53/23.94  																																																		| (708) unit = e4 | unit = e3 | unit = e1 | unit = e0
% 58.53/23.94  																																																		|
% 58.53/23.94  																																																			+-Applying beta-rule and splitting (5471), into two cases.
% 58.53/23.94  																																																			|-Branch one:
% 58.53/23.94  																																																			| (1279) all_0_48_48 = e0
% 58.53/23.94  																																																			|
% 58.53/23.94  																																																				| Equations (1279) can reduce 114 to:
% 58.53/23.94  																																																				| (678)  ~ (all_0_47_47 = e0)
% 58.53/23.94  																																																				|
% 58.53/23.94  																																																				| Equations (1279) can reduce 215 to:
% 58.53/23.94  																																																				| (541)  ~ (e3 = e0)
% 58.53/23.94  																																																				|
% 58.53/23.94  																																																				| Simplifying 541 yields:
% 58.53/23.94  																																																				| (80)  ~ (e3 = e0)
% 58.53/23.94  																																																				|
% 58.53/23.94  																																																				+-Applying beta-rule and splitting (558), into two cases.
% 58.53/23.94  																																																				|-Branch one:
% 58.53/23.94  																																																				| (559) all_0_42_42 = e0
% 58.53/23.94  																																																				|
% 58.53/23.94  																																																					| Combining equations (559,516) yields a new equation:
% 58.53/23.94  																																																					| (676) e3 = e0
% 58.53/23.94  																																																					|
% 58.53/23.94  																																																					| Equations (676) can reduce 80 to:
% 58.53/23.94  																																																					| (266) $false
% 58.53/23.94  																																																					|
% 58.53/23.94  																																																					|-The branch is then unsatisfiable
% 58.53/23.94  																																																				|-Branch two:
% 58.53/23.94  																																																				| (358)  ~ (all_0_42_42 = e0)
% 58.53/23.94  																																																				| (563) all_0_47_47 = e0 | all_0_56_56 = e0
% 58.53/23.94  																																																				|
% 58.53/23.94  																																																					+-Applying beta-rule and splitting (781), into two cases.
% 58.53/23.94  																																																					|-Branch one:
% 58.53/23.94  																																																					| (789) (all_0_41_41 = e0 & all_0_58_58 = e3 &  ~ (all_0_44_44 = e3)) | (all_0_41_41 = e0 & all_0_58_58 = e3 &  ~ (all_0_55_55 = e0)) | (all_0_47_47 = e1 & all_0_52_52 = e2 &  ~ (all_0_48_48 = e2)) | (all_0_47_47 = e1 & all_0_52_52 = e2 &  ~ (all_0_51_51 = e1)) | (all_0_47_47 = e0 & all_0_58_58 = e2 &  ~ (all_0_49_49 = e2))
% 58.53/23.94  																																																					|
% 58.53/23.94  																																																						+-Applying beta-rule and splitting (789), into two cases.
% 58.53/23.94  																																																						|-Branch one:
% 58.53/23.94  																																																						| (790) (all_0_41_41 = e0 & all_0_58_58 = e3 &  ~ (all_0_44_44 = e3)) | (all_0_41_41 = e0 & all_0_58_58 = e3 &  ~ (all_0_55_55 = e0)) | (all_0_47_47 = e1 & all_0_52_52 = e2 &  ~ (all_0_48_48 = e2)) | (all_0_47_47 = e1 & all_0_52_52 = e2 &  ~ (all_0_51_51 = e1))
% 58.53/23.94  																																																						|
% 58.53/23.94  																																																							+-Applying beta-rule and splitting (790), into two cases.
% 58.53/23.94  																																																							|-Branch one:
% 58.53/23.94  																																																							| (791) (all_0_41_41 = e0 & all_0_58_58 = e3 &  ~ (all_0_44_44 = e3)) | (all_0_41_41 = e0 & all_0_58_58 = e3 &  ~ (all_0_55_55 = e0)) | (all_0_47_47 = e1 & all_0_52_52 = e2 &  ~ (all_0_48_48 = e2))
% 58.53/23.95  																																																							|
% 58.53/23.95  																																																								+-Applying beta-rule and splitting (791), into two cases.
% 58.53/23.95  																																																								|-Branch one:
% 58.53/23.95  																																																								| (792) (all_0_41_41 = e0 & all_0_58_58 = e3 &  ~ (all_0_44_44 = e3)) | (all_0_41_41 = e0 & all_0_58_58 = e3 &  ~ (all_0_55_55 = e0))
% 58.53/23.95  																																																								|
% 58.53/23.95  																																																									+-Applying beta-rule and splitting (792), into two cases.
% 58.53/23.95  																																																									|-Branch one:
% 58.53/23.95  																																																									| (793) all_0_41_41 = e0 & all_0_58_58 = e3 &  ~ (all_0_44_44 = e3)
% 58.53/23.95  																																																									|
% 58.53/23.95  																																																										| Applying alpha-rule on (793) yields:
% 58.53/23.95  																																																										| (794) all_0_41_41 = e0
% 58.53/23.95  																																																										| (795) all_0_58_58 = e3
% 58.53/23.95  																																																										| (407)  ~ (all_0_44_44 = e3)
% 58.53/23.95  																																																										|
% 58.53/23.95  																																																										| Combining equations (794,453) yields a new equation:
% 58.53/23.95  																																																										| (431) e1 = e0
% 58.53/23.95  																																																										|
% 58.53/23.95  																																																										| Equations (431) can reduce 233 to:
% 58.53/23.95  																																																										| (266) $false
% 58.53/23.95  																																																										|
% 58.53/23.95  																																																										|-The branch is then unsatisfiable
% 58.53/23.95  																																																									|-Branch two:
% 58.53/23.95  																																																									| (800) all_0_41_41 = e0 & all_0_58_58 = e3 &  ~ (all_0_55_55 = e0)
% 58.53/23.95  																																																									|
% 58.53/23.95  																																																										| Applying alpha-rule on (800) yields:
% 58.53/23.95  																																																										| (794) all_0_41_41 = e0
% 58.53/23.95  																																																										| (795) all_0_58_58 = e3
% 58.53/23.95  																																																										| (803)  ~ (all_0_55_55 = e0)
% 58.53/23.95  																																																										|
% 58.53/23.95  																																																										| Combining equations (794,453) yields a new equation:
% 58.53/23.95  																																																										| (431) e1 = e0
% 58.53/23.95  																																																										|
% 58.53/23.95  																																																										| Equations (431) can reduce 233 to:
% 58.53/23.95  																																																										| (266) $false
% 58.53/23.95  																																																										|
% 58.53/23.95  																																																										|-The branch is then unsatisfiable
% 58.53/23.95  																																																								|-Branch two:
% 58.53/23.95  																																																								| (807) all_0_47_47 = e1 & all_0_52_52 = e2 &  ~ (all_0_48_48 = e2)
% 58.53/23.95  																																																								|
% 58.53/23.95  																																																									| Applying alpha-rule on (807) yields:
% 58.53/23.95  																																																									| (654) all_0_47_47 = e1
% 58.53/23.95  																																																									| (352) all_0_52_52 = e2
% 58.53/23.95  																																																									| (810)  ~ (all_0_48_48 = e2)
% 58.53/23.95  																																																									|
% 58.53/23.95  																																																									| Equations (654) can reduce 678 to:
% 58.53/23.95  																																																									| (233)  ~ (e1 = e0)
% 58.53/23.95  																																																									|
% 58.53/23.95  																																																									+-Applying beta-rule and splitting (445), into two cases.
% 58.53/23.95  																																																									|-Branch one:
% 58.53/23.95  																																																									| (871) all_0_57_57 = e4
% 58.53/23.95  																																																									|
% 58.53/23.95  																																																										| Equations (871) can reduce 839 to:
% 58.53/23.95  																																																										| (266) $false
% 58.53/23.95  																																																										|
% 58.53/23.95  																																																										|-The branch is then unsatisfiable
% 58.53/23.95  																																																									|-Branch two:
% 58.53/23.95  																																																									| (839)  ~ (all_0_57_57 = e4)
% 58.53/23.95  																																																									| (874) all_0_57_57 = e1 | all_0_57_57 = e0
% 58.53/23.95  																																																									|
% 58.53/23.95  																																																										+-Applying beta-rule and splitting (434), into two cases.
% 58.53/23.95  																																																										|-Branch one:
% 58.53/23.95  																																																										| (615) all_0_48_48 = e1
% 58.53/23.95  																																																										|
% 58.53/23.95  																																																											| Combining equations (1279,615) yields a new equation:
% 58.53/23.95  																																																											| (431) e1 = e0
% 58.53/23.95  																																																											|
% 58.53/23.95  																																																											| Equations (431) can reduce 233 to:
% 58.53/23.95  																																																											| (266) $false
% 58.53/23.95  																																																											|
% 58.53/23.95  																																																											|-The branch is then unsatisfiable
% 58.53/23.95  																																																										|-Branch two:
% 58.53/23.95  																																																										| (619)  ~ (all_0_48_48 = e1)
% 58.53/23.95  																																																										| (620) all_0_52_52 = e1 | all_0_57_57 = e1
% 58.53/23.95  																																																										|
% 58.53/23.95  																																																											| Equations (1279) can reduce 619 to:
% 58.53/23.95  																																																											| (435)  ~ (e1 = e0)
% 58.53/23.95  																																																											|
% 58.53/23.95  																																																											| Simplifying 435 yields:
% 58.53/23.95  																																																											| (233)  ~ (e1 = e0)
% 58.53/23.95  																																																											|
% 58.53/23.95  																																																											+-Applying beta-rule and splitting (563), into two cases.
% 58.53/23.95  																																																											|-Branch one:
% 58.53/23.95  																																																											| (674) all_0_47_47 = e0
% 58.53/23.95  																																																											|
% 58.53/23.95  																																																												| Combining equations (674,654) yields a new equation:
% 58.53/23.95  																																																												| (431) e1 = e0
% 58.53/23.95  																																																												|
% 58.53/23.95  																																																												| Equations (431) can reduce 233 to:
% 58.53/23.95  																																																												| (266) $false
% 58.53/23.95  																																																												|
% 58.53/23.95  																																																												|-The branch is then unsatisfiable
% 58.53/23.95  																																																											|-Branch two:
% 58.53/23.95  																																																											| (678)  ~ (all_0_47_47 = e0)
% 58.53/23.95  																																																											| (679) all_0_56_56 = e0
% 58.53/23.95  																																																											|
% 58.53/23.95  																																																												| Equations (679) can reduce 140 to:
% 58.53/23.95  																																																												| (363)  ~ (all_0_57_57 = e0)
% 58.53/23.95  																																																												|
% 58.53/23.95  																																																												| Simplifying 363 yields:
% 58.53/23.95  																																																												| (364)  ~ (all_0_57_57 = e0)
% 58.53/23.95  																																																												|
% 58.53/23.95  																																																												+-Applying beta-rule and splitting (874), into two cases.
% 58.53/23.95  																																																												|-Branch one:
% 58.53/23.95  																																																												| (875) all_0_57_57 = e0
% 58.53/23.95  																																																												|
% 58.53/23.95  																																																													| Equations (875) can reduce 364 to:
% 58.53/23.95  																																																													| (266) $false
% 58.53/23.95  																																																													|
% 58.53/23.95  																																																													|-The branch is then unsatisfiable
% 58.53/23.95  																																																												|-Branch two:
% 58.53/23.95  																																																												| (364)  ~ (all_0_57_57 = e0)
% 58.53/23.95  																																																												| (647) all_0_57_57 = e1
% 58.53/23.95  																																																												|
% 58.53/23.95  																																																													| Equations (647) can reduce 364 to:
% 58.53/23.95  																																																													| (233)  ~ (e1 = e0)
% 58.53/23.95  																																																													|
% 58.53/23.95  																																																													+-Applying beta-rule and splitting (708), into two cases.
% 58.53/23.95  																																																													|-Branch one:
% 58.53/23.95  																																																													| (709) unit = e4
% 58.53/23.95  																																																													|
% 58.53/23.95  																																																														| From (709) and (211) follows:
% 58.53/23.95  																																																														| (22527) op(e4, e1) = e1
% 58.53/23.95  																																																														|
% 58.53/23.95  																																																														| From (709) and (42) follows:
% 58.53/23.95  																																																														| (713) op(e0, e4) = e0
% 58.53/23.95  																																																														|
% 58.53/23.95  																																																														| Instantiating formula (29) with e4, e1, e1, e3 and discharging atoms op(e4, e1) = e3, op(e4, e1) = e1, yields:
% 58.53/23.95  																																																														| (455) e3 = e1
% 58.53/23.95  																																																														|
% 58.53/23.95  																																																														| Instantiating formula (29) with e0, e4, e0, e3 and discharging atoms op(e0, e4) = e3, op(e0, e4) = e0, yields:
% 58.53/23.95  																																																														| (676) e3 = e0
% 58.53/23.95  																																																														|
% 58.53/23.95  																																																														| Combining equations (455,676) yields a new equation:
% 58.53/23.95  																																																														| (546) e1 = e0
% 58.53/23.95  																																																														|
% 58.53/23.95  																																																														| Simplifying 546 yields:
% 58.53/23.95  																																																														| (431) e1 = e0
% 58.53/23.95  																																																														|
% 58.53/23.95  																																																														| Equations (431) can reduce 233 to:
% 58.53/23.95  																																																														| (266) $false
% 58.53/23.95  																																																														|
% 58.53/23.95  																																																														|-The branch is then unsatisfiable
% 58.53/23.95  																																																													|-Branch two:
% 58.53/23.95  																																																													| (724)  ~ (unit = e4)
% 58.53/23.95  																																																													| (725) unit = e3 | unit = e1 | unit = e0
% 58.53/23.95  																																																													|
% 58.53/23.95  																																																														+-Applying beta-rule and splitting (725), into two cases.
% 58.53/23.95  																																																														|-Branch one:
% 58.53/23.95  																																																														| (726) unit = e0
% 58.53/23.95  																																																														|
% 58.53/23.95  																																																															| Equations (726) can reduce 707 to:
% 58.53/23.95  																																																															| (365)  ~ (e2 = e0)
% 58.53/23.95  																																																															|
% 58.53/23.95  																																																															| Simplifying 365 yields:
% 58.53/23.95  																																																															| (128)  ~ (e2 = e0)
% 58.53/23.95  																																																															|
% 58.53/23.95  																																																															| From (726) and (40) follows:
% 58.53/23.95  																																																															| (1639) op(e3, e0) = e3
% 58.53/23.95  																																																															|
% 58.53/23.95  																																																															| From (726) and (32) follows:
% 58.53/23.95  																																																															| (727) op(e2, e0) = e2
% 58.53/23.95  																																																															|
% 58.53/23.95  																																																															| Instantiating formula (29) with e3, e0, e3, e0 and discharging atoms op(e3, e0) = e3, op(e3, e0) = e0, yields:
% 58.53/23.95  																																																															| (676) e3 = e0
% 58.53/23.95  																																																															|
% 58.53/23.95  																																																															| Instantiating formula (29) with e2, e0, e2, e3 and discharging atoms op(e2, e0) = e3, op(e2, e0) = e2, yields:
% 58.53/23.95  																																																															| (662) e3 = e2
% 58.53/23.95  																																																															|
% 58.53/23.95  																																																															| Combining equations (662,676) yields a new equation:
% 58.53/23.95  																																																															| (391) e2 = e0
% 58.53/23.95  																																																															|
% 58.53/23.95  																																																															| Simplifying 391 yields:
% 58.53/23.95  																																																															| (330) e2 = e0
% 58.53/23.95  																																																															|
% 58.53/23.95  																																																															| Equations (330) can reduce 128 to:
% 58.53/23.95  																																																															| (266) $false
% 58.53/23.95  																																																															|
% 58.53/23.95  																																																															|-The branch is then unsatisfiable
% 58.53/23.95  																																																														|-Branch two:
% 58.53/23.95  																																																														| (734)  ~ (unit = e0)
% 58.53/23.95  																																																														| (735) unit = e3 | unit = e1
% 58.53/23.95  																																																														|
% 58.53/23.95  																																																															+-Applying beta-rule and splitting (735), into two cases.
% 58.53/23.95  																																																															|-Branch one:
% 58.53/23.95  																																																															| (736) unit = e1
% 58.53/23.95  																																																															|
% 58.53/23.95  																																																																| Equations (736) can reduce 734 to:
% 58.53/23.95  																																																																| (233)  ~ (e1 = e0)
% 58.53/23.95  																																																																|
% 58.53/23.95  																																																																| From (736) and (244) follows:
% 58.53/23.95  																																																																| (738) op(e1, e4) = e4
% 58.53/23.95  																																																																|
% 58.53/23.95  																																																																| From (736) and (15) follows:
% 58.53/23.95  																																																																| (515) op(e1, e2) = e2
% 58.53/23.95  																																																																|
% 58.53/23.95  																																																																| From (736) and (28) follows:
% 58.53/23.95  																																																																| (740) op(e1, e1) = e1
% 58.53/23.95  																																																																|
% 58.53/23.95  																																																																| Instantiating formula (29) with e1, e4, e4, e0 and discharging atoms op(e1, e4) = e4, op(e1, e4) = e0, yields:
% 58.53/23.95  																																																																| (397) e4 = e0
% 58.53/23.95  																																																																|
% 58.53/23.95  																																																																| Instantiating formula (29) with e1, e2, e2, e4 and discharging atoms op(e1, e2) = e4, op(e1, e2) = e2, yields:
% 58.53/23.95  																																																																| (323) e4 = e2
% 58.53/23.95  																																																																|
% 58.53/23.95  																																																																| Instantiating formula (29) with e1, e1, e1, e2 and discharging atoms op(e1, e1) = e2, op(e1, e1) = e1, yields:
% 58.53/23.95  																																																																| (617) e2 = e1
% 58.53/23.95  																																																																|
% 58.53/23.95  																																																																| Combining equations (397,323) yields a new equation:
% 58.53/23.95  																																																																| (330) e2 = e0
% 58.53/23.95  																																																																|
% 58.53/23.95  																																																																| Combining equations (617,330) yields a new equation:
% 58.53/23.95  																																																																| (546) e1 = e0
% 58.53/23.95  																																																																|
% 58.53/23.95  																																																																| Simplifying 546 yields:
% 58.53/23.95  																																																																| (431) e1 = e0
% 58.53/23.95  																																																																|
% 58.53/23.95  																																																																| Equations (431) can reduce 233 to:
% 58.53/23.95  																																																																| (266) $false
% 58.53/23.95  																																																																|
% 58.53/23.95  																																																																|-The branch is then unsatisfiable
% 58.53/23.95  																																																															|-Branch two:
% 58.53/23.95  																																																															| (748)  ~ (unit = e1)
% 58.53/23.95  																																																															| (749) unit = e3
% 58.53/23.95  																																																															|
% 58.53/23.95  																																																																| From (749) and (211) follows:
% 58.53/23.95  																																																																| (13877) op(e3, e1) = e1
% 58.53/23.95  																																																																|
% 58.53/23.95  																																																																| From (749) and (42) follows:
% 58.53/23.95  																																																																| (752) op(e0, e3) = e0
% 58.53/23.95  																																																																|
% 58.53/23.95  																																																																| Instantiating formula (29) with e3, e1, e1, e4 and discharging atoms op(e3, e1) = e4, op(e3, e1) = e1, yields:
% 58.53/23.95  																																																																| (630) e4 = e1
% 58.53/23.95  																																																																|
% 58.53/23.95  																																																																| Instantiating formula (29) with e0, e3, e0, e4 and discharging atoms op(e0, e3) = e4, op(e0, e3) = e0, yields:
% 58.53/23.95  																																																																| (397) e4 = e0
% 58.53/23.95  																																																																|
% 58.53/23.95  																																																																| Combining equations (397,630) yields a new equation:
% 58.53/23.95  																																																																| (431) e1 = e0
% 58.53/23.95  																																																																|
% 58.53/23.95  																																																																| Equations (431) can reduce 233 to:
% 58.53/23.95  																																																																| (266) $false
% 58.53/23.95  																																																																|
% 58.53/23.95  																																																																|-The branch is then unsatisfiable
% 58.53/23.95  																																																							|-Branch two:
% 58.53/23.95  																																																							| (813) all_0_47_47 = e1 & all_0_52_52 = e2 &  ~ (all_0_51_51 = e1)
% 58.53/23.95  																																																							|
% 58.53/23.95  																																																								| Applying alpha-rule on (813) yields:
% 58.53/23.95  																																																								| (654) all_0_47_47 = e1
% 58.53/23.95  																																																								| (352) all_0_52_52 = e2
% 58.53/23.95  																																																								| (464)  ~ (all_0_51_51 = e1)
% 58.53/23.95  																																																								|
% 58.53/23.95  																																																								| Equations (654) can reduce 678 to:
% 58.53/23.95  																																																								| (233)  ~ (e1 = e0)
% 58.53/23.95  																																																								|
% 58.53/23.95  																																																								+-Applying beta-rule and splitting (445), into two cases.
% 58.53/23.95  																																																								|-Branch one:
% 58.53/23.95  																																																								| (871) all_0_57_57 = e4
% 58.53/23.95  																																																								|
% 58.53/23.95  																																																									| Equations (871) can reduce 839 to:
% 58.53/23.95  																																																									| (266) $false
% 58.53/23.95  																																																									|
% 58.53/23.95  																																																									|-The branch is then unsatisfiable
% 58.53/23.95  																																																								|-Branch two:
% 58.53/23.95  																																																								| (839)  ~ (all_0_57_57 = e4)
% 58.53/23.95  																																																								| (874) all_0_57_57 = e1 | all_0_57_57 = e0
% 58.53/23.95  																																																								|
% 58.53/23.95  																																																									+-Applying beta-rule and splitting (434), into two cases.
% 58.53/23.95  																																																									|-Branch one:
% 58.53/23.95  																																																									| (615) all_0_48_48 = e1
% 58.53/23.95  																																																									|
% 58.53/23.95  																																																										| Combining equations (1279,615) yields a new equation:
% 58.53/23.95  																																																										| (431) e1 = e0
% 58.53/23.95  																																																										|
% 58.53/23.95  																																																										| Equations (431) can reduce 233 to:
% 58.53/23.95  																																																										| (266) $false
% 58.53/23.95  																																																										|
% 58.53/23.95  																																																										|-The branch is then unsatisfiable
% 58.53/23.95  																																																									|-Branch two:
% 58.53/23.95  																																																									| (619)  ~ (all_0_48_48 = e1)
% 58.53/23.95  																																																									| (620) all_0_52_52 = e1 | all_0_57_57 = e1
% 58.53/23.95  																																																									|
% 58.53/23.95  																																																										| Equations (1279) can reduce 619 to:
% 58.53/23.95  																																																										| (435)  ~ (e1 = e0)
% 58.53/23.95  																																																										|
% 58.53/23.95  																																																										| Simplifying 435 yields:
% 58.53/23.95  																																																										| (233)  ~ (e1 = e0)
% 58.53/23.95  																																																										|
% 58.53/23.95  																																																										+-Applying beta-rule and splitting (563), into two cases.
% 58.53/23.95  																																																										|-Branch one:
% 58.53/23.95  																																																										| (674) all_0_47_47 = e0
% 58.53/23.95  																																																										|
% 58.53/23.95  																																																											| Combining equations (674,654) yields a new equation:
% 58.53/23.95  																																																											| (431) e1 = e0
% 58.53/23.95  																																																											|
% 58.53/23.95  																																																											| Equations (431) can reduce 233 to:
% 58.53/23.95  																																																											| (266) $false
% 58.53/23.95  																																																											|
% 58.53/23.95  																																																											|-The branch is then unsatisfiable
% 58.53/23.95  																																																										|-Branch two:
% 58.53/23.95  																																																										| (678)  ~ (all_0_47_47 = e0)
% 58.53/23.95  																																																										| (679) all_0_56_56 = e0
% 58.53/23.95  																																																										|
% 58.53/23.95  																																																											| Equations (679) can reduce 140 to:
% 58.53/23.95  																																																											| (363)  ~ (all_0_57_57 = e0)
% 58.53/23.95  																																																											|
% 58.53/23.95  																																																											| Simplifying 363 yields:
% 58.53/23.95  																																																											| (364)  ~ (all_0_57_57 = e0)
% 58.53/23.95  																																																											|
% 58.53/23.95  																																																											+-Applying beta-rule and splitting (874), into two cases.
% 58.53/23.95  																																																											|-Branch one:
% 58.53/23.95  																																																											| (875) all_0_57_57 = e0
% 58.53/23.95  																																																											|
% 58.53/23.95  																																																												| Equations (875) can reduce 364 to:
% 58.53/23.95  																																																												| (266) $false
% 58.53/23.95  																																																												|
% 58.53/23.95  																																																												|-The branch is then unsatisfiable
% 58.53/23.95  																																																											|-Branch two:
% 58.53/23.95  																																																											| (364)  ~ (all_0_57_57 = e0)
% 58.53/23.95  																																																											| (647) all_0_57_57 = e1
% 58.53/23.95  																																																											|
% 58.53/23.95  																																																												| Equations (647) can reduce 364 to:
% 58.53/23.95  																																																												| (233)  ~ (e1 = e0)
% 58.53/23.95  																																																												|
% 58.53/23.95  																																																												+-Applying beta-rule and splitting (708), into two cases.
% 58.53/23.95  																																																												|-Branch one:
% 58.53/23.95  																																																												| (709) unit = e4
% 58.53/23.95  																																																												|
% 58.53/23.95  																																																													| From (709) and (211) follows:
% 58.53/23.95  																																																													| (22527) op(e4, e1) = e1
% 58.53/23.95  																																																													|
% 58.53/23.95  																																																													| From (709) and (42) follows:
% 58.53/23.95  																																																													| (713) op(e0, e4) = e0
% 58.53/23.95  																																																													|
% 58.53/23.95  																																																													| Instantiating formula (29) with e4, e1, e1, e3 and discharging atoms op(e4, e1) = e3, op(e4, e1) = e1, yields:
% 58.53/23.95  																																																													| (455) e3 = e1
% 58.53/23.95  																																																													|
% 58.53/23.95  																																																													| Instantiating formula (29) with e0, e4, e0, e3 and discharging atoms op(e0, e4) = e3, op(e0, e4) = e0, yields:
% 58.53/23.95  																																																													| (676) e3 = e0
% 58.53/23.95  																																																													|
% 58.53/23.95  																																																													| Combining equations (455,676) yields a new equation:
% 58.53/23.95  																																																													| (546) e1 = e0
% 58.53/23.95  																																																													|
% 58.53/23.95  																																																													| Simplifying 546 yields:
% 58.53/23.95  																																																													| (431) e1 = e0
% 58.53/23.95  																																																													|
% 58.53/23.95  																																																													| Equations (431) can reduce 233 to:
% 58.53/23.95  																																																													| (266) $false
% 58.53/23.95  																																																													|
% 58.53/23.95  																																																													|-The branch is then unsatisfiable
% 58.53/23.95  																																																												|-Branch two:
% 58.53/23.95  																																																												| (724)  ~ (unit = e4)
% 58.53/23.95  																																																												| (725) unit = e3 | unit = e1 | unit = e0
% 58.53/23.95  																																																												|
% 58.53/23.95  																																																													+-Applying beta-rule and splitting (725), into two cases.
% 58.53/23.95  																																																													|-Branch one:
% 58.53/23.95  																																																													| (726) unit = e0
% 58.53/23.95  																																																													|
% 58.53/23.95  																																																														| Equations (726) can reduce 707 to:
% 58.53/23.95  																																																														| (365)  ~ (e2 = e0)
% 58.53/23.95  																																																														|
% 58.53/23.95  																																																														| Simplifying 365 yields:
% 58.53/23.95  																																																														| (128)  ~ (e2 = e0)
% 58.53/23.95  																																																														|
% 58.53/23.95  																																																														| From (726) and (40) follows:
% 58.53/23.95  																																																														| (1639) op(e3, e0) = e3
% 58.53/23.95  																																																														|
% 58.53/23.95  																																																														| From (726) and (32) follows:
% 58.53/23.95  																																																														| (727) op(e2, e0) = e2
% 58.53/23.95  																																																														|
% 58.53/23.95  																																																														| Instantiating formula (29) with e3, e0, e3, e0 and discharging atoms op(e3, e0) = e3, op(e3, e0) = e0, yields:
% 58.53/23.95  																																																														| (676) e3 = e0
% 58.53/23.95  																																																														|
% 58.53/23.95  																																																														| Instantiating formula (29) with e2, e0, e2, e3 and discharging atoms op(e2, e0) = e3, op(e2, e0) = e2, yields:
% 58.53/23.95  																																																														| (662) e3 = e2
% 58.53/23.95  																																																														|
% 58.53/23.95  																																																														| Combining equations (662,676) yields a new equation:
% 58.53/23.95  																																																														| (391) e2 = e0
% 58.53/23.95  																																																														|
% 58.53/23.95  																																																														| Simplifying 391 yields:
% 58.53/23.95  																																																														| (330) e2 = e0
% 58.53/23.95  																																																														|
% 58.53/23.95  																																																														| Equations (330) can reduce 128 to:
% 58.53/23.95  																																																														| (266) $false
% 58.53/23.95  																																																														|
% 58.53/23.95  																																																														|-The branch is then unsatisfiable
% 58.53/23.95  																																																													|-Branch two:
% 58.53/23.95  																																																													| (734)  ~ (unit = e0)
% 58.53/23.95  																																																													| (735) unit = e3 | unit = e1
% 58.53/23.95  																																																													|
% 58.53/23.95  																																																														+-Applying beta-rule and splitting (735), into two cases.
% 58.53/23.95  																																																														|-Branch one:
% 58.53/23.95  																																																														| (736) unit = e1
% 58.53/23.95  																																																														|
% 58.53/23.95  																																																															| Equations (736) can reduce 734 to:
% 58.53/23.95  																																																															| (233)  ~ (e1 = e0)
% 58.53/23.95  																																																															|
% 58.53/23.95  																																																															| From (736) and (244) follows:
% 58.53/23.95  																																																															| (738) op(e1, e4) = e4
% 58.53/23.95  																																																															|
% 58.53/23.95  																																																															| From (736) and (15) follows:
% 58.53/23.95  																																																															| (515) op(e1, e2) = e2
% 58.53/23.95  																																																															|
% 58.53/23.95  																																																															| From (736) and (28) follows:
% 58.53/23.95  																																																															| (740) op(e1, e1) = e1
% 58.53/23.95  																																																															|
% 58.53/23.95  																																																															| Instantiating formula (29) with e1, e4, e4, e0 and discharging atoms op(e1, e4) = e4, op(e1, e4) = e0, yields:
% 58.53/23.95  																																																															| (397) e4 = e0
% 58.53/23.95  																																																															|
% 58.53/23.95  																																																															| Instantiating formula (29) with e1, e2, e2, e4 and discharging atoms op(e1, e2) = e4, op(e1, e2) = e2, yields:
% 58.53/23.95  																																																															| (323) e4 = e2
% 58.53/23.95  																																																															|
% 58.53/23.95  																																																															| Instantiating formula (29) with e1, e1, e1, e2 and discharging atoms op(e1, e1) = e2, op(e1, e1) = e1, yields:
% 58.53/23.95  																																																															| (617) e2 = e1
% 58.53/23.95  																																																															|
% 58.53/23.95  																																																															| Combining equations (397,323) yields a new equation:
% 58.53/23.95  																																																															| (330) e2 = e0
% 58.53/23.95  																																																															|
% 58.53/23.95  																																																															| Combining equations (617,330) yields a new equation:
% 58.53/23.95  																																																															| (546) e1 = e0
% 58.53/23.95  																																																															|
% 58.53/23.95  																																																															| Simplifying 546 yields:
% 58.53/23.95  																																																															| (431) e1 = e0
% 58.53/23.95  																																																															|
% 58.53/23.95  																																																															| Equations (431) can reduce 233 to:
% 58.53/23.95  																																																															| (266) $false
% 58.53/23.95  																																																															|
% 58.53/23.95  																																																															|-The branch is then unsatisfiable
% 58.53/23.95  																																																														|-Branch two:
% 58.53/23.95  																																																														| (748)  ~ (unit = e1)
% 58.53/23.95  																																																														| (749) unit = e3
% 58.53/23.95  																																																														|
% 58.53/23.95  																																																															| From (749) and (211) follows:
% 58.53/23.95  																																																															| (13877) op(e3, e1) = e1
% 58.53/23.95  																																																															|
% 58.53/23.95  																																																															| From (749) and (42) follows:
% 58.53/23.95  																																																															| (752) op(e0, e3) = e0
% 58.53/23.95  																																																															|
% 58.53/23.95  																																																															| Instantiating formula (29) with e3, e1, e1, e4 and discharging atoms op(e3, e1) = e4, op(e3, e1) = e1, yields:
% 58.53/23.95  																																																															| (630) e4 = e1
% 58.53/23.95  																																																															|
% 58.53/23.95  																																																															| Instantiating formula (29) with e0, e3, e0, e4 and discharging atoms op(e0, e3) = e4, op(e0, e3) = e0, yields:
% 58.53/23.95  																																																															| (397) e4 = e0
% 58.53/23.95  																																																															|
% 58.53/23.95  																																																															| Combining equations (397,630) yields a new equation:
% 58.53/23.95  																																																															| (431) e1 = e0
% 58.53/23.95  																																																															|
% 58.53/23.95  																																																															| Equations (431) can reduce 233 to:
% 58.53/23.95  																																																															| (266) $false
% 58.53/23.95  																																																															|
% 58.53/23.95  																																																															|-The branch is then unsatisfiable
% 58.53/23.95  																																																						|-Branch two:
% 58.53/23.95  																																																						| (819) all_0_47_47 = e0 & all_0_58_58 = e2 &  ~ (all_0_49_49 = e2)
% 58.53/23.95  																																																						|
% 58.53/23.95  																																																							| Applying alpha-rule on (819) yields:
% 58.53/23.95  																																																							| (674) all_0_47_47 = e0
% 58.53/23.95  																																																							| (624) all_0_58_58 = e2
% 58.53/23.95  																																																							| (340)  ~ (all_0_49_49 = e2)
% 58.53/23.95  																																																							|
% 58.53/23.95  																																																							| Equations (674) can reduce 678 to:
% 58.53/23.95  																																																							| (266) $false
% 58.53/23.95  																																																							|
% 58.53/23.95  																																																							|-The branch is then unsatisfiable
% 58.53/23.95  																																																					|-Branch two:
% 58.53/23.95  																																																					| (825) all_0_47_47 = e0 & all_0_58_58 = e2 &  ~ (all_0_56_56 = e0)
% 58.53/23.95  																																																					|
% 58.53/23.95  																																																						| Applying alpha-rule on (825) yields:
% 58.53/23.95  																																																						| (674) all_0_47_47 = e0
% 58.53/23.95  																																																						| (624) all_0_58_58 = e2
% 58.53/23.95  																																																						| (828)  ~ (all_0_56_56 = e0)
% 58.53/23.95  																																																						|
% 58.53/23.95  																																																						| Equations (674) can reduce 678 to:
% 58.53/23.95  																																																						| (266) $false
% 58.53/23.95  																																																						|
% 58.53/23.95  																																																						|-The branch is then unsatisfiable
% 58.53/23.95  																																																			|-Branch two:
% 58.53/23.95  																																																			| (1283)  ~ (all_0_48_48 = e0)
% 58.53/23.95  																																																			| (875) all_0_57_57 = e0
% 58.53/23.95  																																																			|
% 58.53/23.95  																																																				| Equations (875) can reduce 239 to:
% 58.53/23.95  																																																				| (1283)  ~ (all_0_48_48 = e0)
% 58.53/23.95  																																																				|
% 58.53/23.95  																																																				| Equations (875) can reduce 140 to:
% 58.53/23.95  																																																				| (828)  ~ (all_0_56_56 = e0)
% 58.53/23.95  																																																				|
% 58.53/23.96  																																																				+-Applying beta-rule and splitting (10218), into two cases.
% 58.53/23.96  																																																				|-Branch one:
% 58.53/23.96  																																																				| (943) all_0_48_48 = e4
% 58.53/23.96  																																																				|
% 58.53/23.96  																																																					| Equations (943) can reduce 254 to:
% 58.53/23.96  																																																					| (266) $false
% 58.53/23.96  																																																					|
% 58.53/23.96  																																																					|-The branch is then unsatisfiable
% 58.53/23.96  																																																				|-Branch two:
% 58.53/23.96  																																																				| (254)  ~ (all_0_48_48 = e4)
% 58.53/23.96  																																																				| (10222) all_0_48_48 = e1 | all_0_48_48 = e0
% 58.53/23.96  																																																				|
% 58.53/23.96  																																																					+-Applying beta-rule and splitting (633), into two cases.
% 58.53/23.96  																																																					|-Branch one:
% 58.53/23.96  																																																					| (1569) all_0_56_56 = e1
% 58.53/23.96  																																																					|
% 58.53/23.96  																																																						| Equations (1569) can reduce 511 to:
% 58.53/23.96  																																																						| (604)  ~ (e2 = e1)
% 58.53/23.96  																																																						|
% 58.53/23.96  																																																						| Simplifying 604 yields:
% 58.53/23.96  																																																						| (122)  ~ (e2 = e1)
% 58.53/23.96  																																																						|
% 58.53/23.96  																																																						| Equations (1569) can reduce 828 to:
% 58.53/23.96  																																																						| (233)  ~ (e1 = e0)
% 58.53/23.96  																																																						|
% 58.53/23.96  																																																						| From (1569) and (111) follows:
% 58.53/23.96  																																																						| (3175) op(e0, e2) = e1
% 58.53/23.96  																																																						|
% 58.53/23.96  																																																						+-Applying beta-rule and splitting (434), into two cases.
% 58.53/23.96  																																																						|-Branch one:
% 58.53/23.96  																																																						| (615) all_0_48_48 = e1
% 58.53/23.96  																																																						|
% 58.53/23.96  																																																							| Equations (615) can reduce 114 to:
% 58.53/23.96  																																																							| (462)  ~ (all_0_47_47 = e1)
% 58.53/23.96  																																																							|
% 58.53/23.96  																																																							| Equations (615) can reduce 1283 to:
% 58.53/23.96  																																																							| (233)  ~ (e1 = e0)
% 58.53/23.96  																																																							|
% 58.53/23.96  																																																							+-Applying beta-rule and splitting (832), into two cases.
% 58.53/23.96  																																																							|-Branch one:
% 58.53/23.96  																																																							| (674) all_0_47_47 = e0
% 58.53/23.96  																																																							|
% 58.53/23.96  																																																								| Equations (674) can reduce 462 to:
% 58.53/23.96  																																																								| (435)  ~ (e1 = e0)
% 58.53/23.96  																																																								|
% 58.53/23.96  																																																								| Simplifying 435 yields:
% 58.53/23.96  																																																								| (233)  ~ (e1 = e0)
% 58.53/23.96  																																																								|
% 58.53/23.96  																																																								+-Applying beta-rule and splitting (708), into two cases.
% 58.53/23.96  																																																								|-Branch one:
% 58.53/23.96  																																																								| (709) unit = e4
% 58.53/23.96  																																																								|
% 58.53/23.96  																																																									| From (709) and (211) follows:
% 58.53/23.96  																																																									| (22527) op(e4, e1) = e1
% 58.53/23.96  																																																									|
% 58.53/23.96  																																																									| From (709) and (42) follows:
% 58.53/23.96  																																																									| (713) op(e0, e4) = e0
% 58.53/23.96  																																																									|
% 58.53/23.96  																																																									| Instantiating formula (29) with e4, e1, e1, e3 and discharging atoms op(e4, e1) = e3, op(e4, e1) = e1, yields:
% 58.53/23.96  																																																									| (455) e3 = e1
% 58.53/23.96  																																																									|
% 58.53/23.96  																																																									| Instantiating formula (29) with e0, e4, e0, e3 and discharging atoms op(e0, e4) = e3, op(e0, e4) = e0, yields:
% 58.53/23.96  																																																									| (676) e3 = e0
% 58.53/23.96  																																																									|
% 58.53/23.96  																																																									| Combining equations (455,676) yields a new equation:
% 58.53/23.96  																																																									| (546) e1 = e0
% 58.53/23.96  																																																									|
% 58.53/23.96  																																																									| Simplifying 546 yields:
% 58.53/23.96  																																																									| (431) e1 = e0
% 58.53/23.96  																																																									|
% 58.53/23.96  																																																									| Equations (431) can reduce 233 to:
% 58.53/23.96  																																																									| (266) $false
% 58.53/23.96  																																																									|
% 58.53/23.96  																																																									|-The branch is then unsatisfiable
% 58.53/23.96  																																																								|-Branch two:
% 58.53/23.96  																																																								| (724)  ~ (unit = e4)
% 58.53/23.96  																																																								| (725) unit = e3 | unit = e1 | unit = e0
% 58.53/23.96  																																																								|
% 58.53/23.96  																																																									+-Applying beta-rule and splitting (725), into two cases.
% 58.53/23.96  																																																									|-Branch one:
% 58.53/23.96  																																																									| (726) unit = e0
% 58.53/23.96  																																																									|
% 58.53/23.96  																																																										| From (726) and (15) follows:
% 58.53/23.96  																																																										| (1508) op(e0, e2) = e2
% 58.53/23.96  																																																										|
% 58.53/23.96  																																																										| From (726) and (40) follows:
% 58.53/23.96  																																																										| (1639) op(e3, e0) = e3
% 58.53/23.96  																																																										|
% 58.53/23.96  																																																										| From (726) and (32) follows:
% 58.53/23.96  																																																										| (727) op(e2, e0) = e2
% 58.53/23.96  																																																										|
% 58.53/23.96  																																																										| Instantiating formula (29) with e3, e0, e3, e0 and discharging atoms op(e3, e0) = e3, op(e3, e0) = e0, yields:
% 58.53/23.96  																																																										| (676) e3 = e0
% 58.53/23.96  																																																										|
% 58.53/23.96  																																																										| Instantiating formula (29) with e2, e0, e2, e3 and discharging atoms op(e2, e0) = e3, op(e2, e0) = e2, yields:
% 58.53/23.96  																																																										| (662) e3 = e2
% 58.53/23.96  																																																										|
% 58.53/23.96  																																																										| Instantiating formula (29) with e0, e2, e2, e1 and discharging atoms op(e0, e2) = e2, op(e0, e2) = e1, yields:
% 58.53/23.96  																																																										| (617) e2 = e1
% 58.53/23.96  																																																										|
% 58.53/23.96  																																																										| Combining equations (676,662) yields a new equation:
% 58.53/23.96  																																																										| (330) e2 = e0
% 58.53/23.96  																																																										|
% 58.53/23.96  																																																										| Combining equations (617,330) yields a new equation:
% 58.53/23.96  																																																										| (546) e1 = e0
% 58.53/23.96  																																																										|
% 58.53/23.96  																																																										| Simplifying 546 yields:
% 58.53/23.96  																																																										| (431) e1 = e0
% 58.53/23.96  																																																										|
% 58.53/23.96  																																																										| Equations (431) can reduce 233 to:
% 58.53/23.96  																																																										| (266) $false
% 58.53/23.96  																																																										|
% 58.53/23.96  																																																										|-The branch is then unsatisfiable
% 58.53/23.96  																																																									|-Branch two:
% 58.53/23.96  																																																									| (734)  ~ (unit = e0)
% 58.53/23.96  																																																									| (735) unit = e3 | unit = e1
% 58.53/23.96  																																																									|
% 58.53/23.96  																																																										+-Applying beta-rule and splitting (735), into two cases.
% 58.53/23.96  																																																										|-Branch one:
% 58.53/23.96  																																																										| (736) unit = e1
% 58.53/23.96  																																																										|
% 58.53/23.96  																																																											| Equations (736) can reduce 734 to:
% 58.53/23.96  																																																											| (233)  ~ (e1 = e0)
% 58.53/23.96  																																																											|
% 58.53/23.96  																																																											| From (736) and (244) follows:
% 58.53/23.96  																																																											| (738) op(e1, e4) = e4
% 58.53/23.96  																																																											|
% 58.53/23.96  																																																											| From (736) and (15) follows:
% 58.53/23.96  																																																											| (515) op(e1, e2) = e2
% 58.53/23.96  																																																											|
% 58.53/23.96  																																																											| From (736) and (28) follows:
% 58.53/23.96  																																																											| (740) op(e1, e1) = e1
% 58.53/23.96  																																																											|
% 58.53/23.96  																																																											| Instantiating formula (29) with e1, e4, e4, e0 and discharging atoms op(e1, e4) = e4, op(e1, e4) = e0, yields:
% 58.53/23.96  																																																											| (397) e4 = e0
% 58.53/23.96  																																																											|
% 58.53/23.96  																																																											| Instantiating formula (29) with e1, e2, e2, e4 and discharging atoms op(e1, e2) = e4, op(e1, e2) = e2, yields:
% 58.53/23.96  																																																											| (323) e4 = e2
% 58.53/23.96  																																																											|
% 58.53/23.96  																																																											| Instantiating formula (29) with e1, e1, e1, e2 and discharging atoms op(e1, e1) = e2, op(e1, e1) = e1, yields:
% 58.53/23.96  																																																											| (617) e2 = e1
% 58.53/23.96  																																																											|
% 58.53/23.96  																																																											| Combining equations (397,323) yields a new equation:
% 58.53/23.96  																																																											| (330) e2 = e0
% 58.53/23.96  																																																											|
% 58.53/23.96  																																																											| Combining equations (617,330) yields a new equation:
% 58.53/23.96  																																																											| (546) e1 = e0
% 58.53/23.96  																																																											|
% 58.53/23.96  																																																											| Simplifying 546 yields:
% 58.53/23.96  																																																											| (431) e1 = e0
% 58.53/23.96  																																																											|
% 58.53/23.96  																																																											| Equations (431) can reduce 233 to:
% 58.53/23.96  																																																											| (266) $false
% 58.53/23.96  																																																											|
% 58.53/23.96  																																																											|-The branch is then unsatisfiable
% 58.53/23.96  																																																										|-Branch two:
% 58.53/23.96  																																																										| (748)  ~ (unit = e1)
% 58.53/23.96  																																																										| (749) unit = e3
% 58.53/23.96  																																																										|
% 58.53/23.96  																																																											| From (749) and (211) follows:
% 58.53/23.96  																																																											| (13877) op(e3, e1) = e1
% 58.53/23.96  																																																											|
% 58.53/23.96  																																																											| From (749) and (42) follows:
% 58.53/23.96  																																																											| (752) op(e0, e3) = e0
% 58.53/23.96  																																																											|
% 58.53/23.96  																																																											| Instantiating formula (29) with e3, e1, e1, e4 and discharging atoms op(e3, e1) = e4, op(e3, e1) = e1, yields:
% 58.53/23.96  																																																											| (630) e4 = e1
% 58.53/23.96  																																																											|
% 58.53/23.96  																																																											| Instantiating formula (29) with e0, e3, e0, e4 and discharging atoms op(e0, e3) = e4, op(e0, e3) = e0, yields:
% 58.53/23.96  																																																											| (397) e4 = e0
% 58.53/23.96  																																																											|
% 58.53/23.96  																																																											| Combining equations (397,630) yields a new equation:
% 58.53/23.96  																																																											| (431) e1 = e0
% 58.53/23.96  																																																											|
% 58.53/23.96  																																																											| Equations (431) can reduce 233 to:
% 58.53/23.96  																																																											| (266) $false
% 58.53/23.96  																																																											|
% 58.53/23.96  																																																											|-The branch is then unsatisfiable
% 58.53/23.96  																																																							|-Branch two:
% 58.53/23.96  																																																							| (678)  ~ (all_0_47_47 = e0)
% 58.53/23.96  																																																							| (1278) all_0_48_48 = e0 | all_0_49_49 = e0
% 58.53/23.96  																																																							|
% 58.53/23.96  																																																								+-Applying beta-rule and splitting (781), into two cases.
% 58.53/23.96  																																																								|-Branch one:
% 58.53/23.96  																																																								| (789) (all_0_41_41 = e0 & all_0_58_58 = e3 &  ~ (all_0_44_44 = e3)) | (all_0_41_41 = e0 & all_0_58_58 = e3 &  ~ (all_0_55_55 = e0)) | (all_0_47_47 = e1 & all_0_52_52 = e2 &  ~ (all_0_48_48 = e2)) | (all_0_47_47 = e1 & all_0_52_52 = e2 &  ~ (all_0_51_51 = e1)) | (all_0_47_47 = e0 & all_0_58_58 = e2 &  ~ (all_0_49_49 = e2))
% 58.53/23.96  																																																								|
% 58.53/23.96  																																																									+-Applying beta-rule and splitting (789), into two cases.
% 58.53/23.96  																																																									|-Branch one:
% 58.53/23.96  																																																									| (790) (all_0_41_41 = e0 & all_0_58_58 = e3 &  ~ (all_0_44_44 = e3)) | (all_0_41_41 = e0 & all_0_58_58 = e3 &  ~ (all_0_55_55 = e0)) | (all_0_47_47 = e1 & all_0_52_52 = e2 &  ~ (all_0_48_48 = e2)) | (all_0_47_47 = e1 & all_0_52_52 = e2 &  ~ (all_0_51_51 = e1))
% 58.53/23.96  																																																									|
% 58.53/23.96  																																																										+-Applying beta-rule and splitting (790), into two cases.
% 58.53/23.96  																																																										|-Branch one:
% 58.53/23.96  																																																										| (791) (all_0_41_41 = e0 & all_0_58_58 = e3 &  ~ (all_0_44_44 = e3)) | (all_0_41_41 = e0 & all_0_58_58 = e3 &  ~ (all_0_55_55 = e0)) | (all_0_47_47 = e1 & all_0_52_52 = e2 &  ~ (all_0_48_48 = e2))
% 58.53/23.96  																																																										|
% 58.53/23.96  																																																											+-Applying beta-rule and splitting (791), into two cases.
% 58.53/23.96  																																																											|-Branch one:
% 58.53/23.96  																																																											| (792) (all_0_41_41 = e0 & all_0_58_58 = e3 &  ~ (all_0_44_44 = e3)) | (all_0_41_41 = e0 & all_0_58_58 = e3 &  ~ (all_0_55_55 = e0))
% 58.53/23.96  																																																											|
% 58.53/23.96  																																																												+-Applying beta-rule and splitting (792), into two cases.
% 58.53/23.96  																																																												|-Branch one:
% 58.53/23.96  																																																												| (793) all_0_41_41 = e0 & all_0_58_58 = e3 &  ~ (all_0_44_44 = e3)
% 58.53/23.96  																																																												|
% 58.53/23.96  																																																													| Applying alpha-rule on (793) yields:
% 58.53/23.96  																																																													| (794) all_0_41_41 = e0
% 58.53/23.96  																																																													| (795) all_0_58_58 = e3
% 58.53/23.96  																																																													| (407)  ~ (all_0_44_44 = e3)
% 58.53/23.96  																																																													|
% 58.53/23.96  																																																													| Combining equations (794,453) yields a new equation:
% 58.53/23.96  																																																													| (431) e1 = e0
% 58.53/23.96  																																																													|
% 58.53/23.96  																																																													| Equations (431) can reduce 233 to:
% 58.53/23.96  																																																													| (266) $false
% 58.53/23.96  																																																													|
% 58.53/23.96  																																																													|-The branch is then unsatisfiable
% 58.53/23.96  																																																												|-Branch two:
% 58.53/23.96  																																																												| (800) all_0_41_41 = e0 & all_0_58_58 = e3 &  ~ (all_0_55_55 = e0)
% 58.53/23.96  																																																												|
% 58.53/23.96  																																																													| Applying alpha-rule on (800) yields:
% 58.53/23.96  																																																													| (794) all_0_41_41 = e0
% 58.53/23.96  																																																													| (795) all_0_58_58 = e3
% 58.53/23.96  																																																													| (803)  ~ (all_0_55_55 = e0)
% 58.53/23.96  																																																													|
% 58.53/23.96  																																																													| Combining equations (794,453) yields a new equation:
% 58.53/23.96  																																																													| (431) e1 = e0
% 58.53/23.96  																																																													|
% 58.53/23.96  																																																													| Equations (431) can reduce 233 to:
% 58.53/23.96  																																																													| (266) $false
% 58.53/23.96  																																																													|
% 58.53/23.96  																																																													|-The branch is then unsatisfiable
% 58.53/23.96  																																																											|-Branch two:
% 58.53/23.96  																																																											| (807) all_0_47_47 = e1 & all_0_52_52 = e2 &  ~ (all_0_48_48 = e2)
% 58.53/23.96  																																																											|
% 58.53/23.96  																																																												| Applying alpha-rule on (807) yields:
% 58.53/23.96  																																																												| (654) all_0_47_47 = e1
% 58.53/23.96  																																																												| (352) all_0_52_52 = e2
% 58.53/23.96  																																																												| (810)  ~ (all_0_48_48 = e2)
% 58.53/23.96  																																																												|
% 58.53/23.96  																																																												| Equations (654) can reduce 462 to:
% 58.53/23.96  																																																												| (266) $false
% 58.53/23.96  																																																												|
% 58.53/23.96  																																																												|-The branch is then unsatisfiable
% 58.53/23.96  																																																										|-Branch two:
% 58.53/23.96  																																																										| (813) all_0_47_47 = e1 & all_0_52_52 = e2 &  ~ (all_0_51_51 = e1)
% 58.53/23.96  																																																										|
% 58.53/23.96  																																																											| Applying alpha-rule on (813) yields:
% 58.53/23.96  																																																											| (654) all_0_47_47 = e1
% 58.53/23.96  																																																											| (352) all_0_52_52 = e2
% 58.53/23.96  																																																											| (464)  ~ (all_0_51_51 = e1)
% 58.53/23.96  																																																											|
% 58.53/23.96  																																																											| Equations (654) can reduce 462 to:
% 58.53/23.96  																																																											| (266) $false
% 58.53/23.96  																																																											|
% 58.53/23.96  																																																											|-The branch is then unsatisfiable
% 58.53/23.96  																																																									|-Branch two:
% 58.53/23.96  																																																									| (819) all_0_47_47 = e0 & all_0_58_58 = e2 &  ~ (all_0_49_49 = e2)
% 58.53/23.96  																																																									|
% 58.53/23.96  																																																										| Applying alpha-rule on (819) yields:
% 58.53/23.96  																																																										| (674) all_0_47_47 = e0
% 58.53/23.96  																																																										| (624) all_0_58_58 = e2
% 58.53/23.96  																																																										| (340)  ~ (all_0_49_49 = e2)
% 58.53/23.96  																																																										|
% 58.53/23.96  																																																										| Equations (674) can reduce 678 to:
% 58.53/23.96  																																																										| (266) $false
% 58.53/23.96  																																																										|
% 58.53/23.96  																																																										|-The branch is then unsatisfiable
% 58.53/23.96  																																																								|-Branch two:
% 58.53/23.96  																																																								| (825) all_0_47_47 = e0 & all_0_58_58 = e2 &  ~ (all_0_56_56 = e0)
% 58.53/23.96  																																																								|
% 58.53/23.96  																																																									| Applying alpha-rule on (825) yields:
% 58.53/23.96  																																																									| (674) all_0_47_47 = e0
% 58.53/23.96  																																																									| (624) all_0_58_58 = e2
% 58.53/23.96  																																																									| (828)  ~ (all_0_56_56 = e0)
% 58.53/23.96  																																																									|
% 58.53/23.96  																																																									| Equations (674) can reduce 678 to:
% 58.53/23.96  																																																									| (266) $false
% 58.53/23.96  																																																									|
% 58.53/23.96  																																																									|-The branch is then unsatisfiable
% 58.53/23.96  																																																						|-Branch two:
% 58.53/23.96  																																																						| (619)  ~ (all_0_48_48 = e1)
% 58.53/23.96  																																																						| (620) all_0_52_52 = e1 | all_0_57_57 = e1
% 58.53/23.96  																																																						|
% 58.53/23.96  																																																							+-Applying beta-rule and splitting (620), into two cases.
% 58.53/23.96  																																																							|-Branch one:
% 58.53/23.96  																																																							| (642) all_0_52_52 = e1
% 58.53/23.96  																																																							|
% 58.53/23.96  																																																								| Combining equations (352,642) yields a new equation:
% 58.53/23.96  																																																								| (616) e2 = e1
% 58.53/23.96  																																																								|
% 58.53/23.96  																																																								| Simplifying 616 yields:
% 58.53/23.96  																																																								| (617) e2 = e1
% 58.53/23.96  																																																								|
% 58.53/23.96  																																																								| Equations (617) can reduce 122 to:
% 58.53/23.96  																																																								| (266) $false
% 58.53/23.96  																																																								|
% 58.53/23.96  																																																								|-The branch is then unsatisfiable
% 58.53/23.96  																																																							|-Branch two:
% 58.53/23.96  																																																							| (646)  ~ (all_0_52_52 = e1)
% 58.53/23.96  																																																							| (647) all_0_57_57 = e1
% 58.53/23.96  																																																							|
% 58.53/23.96  																																																								| Combining equations (875,647) yields a new equation:
% 58.53/23.96  																																																								| (431) e1 = e0
% 58.53/23.96  																																																								|
% 58.53/23.96  																																																								| Equations (431) can reduce 233 to:
% 58.53/23.96  																																																								| (266) $false
% 58.53/23.96  																																																								|
% 58.53/23.96  																																																								|-The branch is then unsatisfiable
% 58.53/23.96  																																																					|-Branch two:
% 58.53/23.96  																																																					| (466)  ~ (all_0_56_56 = e1)
% 58.53/23.96  																																																					| (1574) all_0_57_57 = e1 | all_0_58_58 = e1
% 58.53/23.96  																																																					|
% 58.53/23.96  																																																						+-Applying beta-rule and splitting (3259), into two cases.
% 58.53/23.96  																																																						|-Branch one:
% 58.53/23.96  																																																						| (654) all_0_47_47 = e1
% 58.53/23.96  																																																						|
% 58.53/23.96  																																																							| Equations (654) can reduce 114 to:
% 58.53/23.96  																																																							| (11581)  ~ (all_0_48_48 = e1)
% 58.53/23.96  																																																							|
% 58.53/23.96  																																																							| Simplifying 11581 yields:
% 58.53/23.96  																																																							| (619)  ~ (all_0_48_48 = e1)
% 58.53/23.96  																																																							|
% 58.53/23.96  																																																							+-Applying beta-rule and splitting (10222), into two cases.
% 58.53/23.96  																																																							|-Branch one:
% 58.53/23.96  																																																							| (1279) all_0_48_48 = e0
% 58.53/23.96  																																																							|
% 58.53/23.96  																																																								| Equations (1279) can reduce 1283 to:
% 58.53/23.96  																																																								| (266) $false
% 58.53/23.96  																																																								|
% 58.53/23.96  																																																								|-The branch is then unsatisfiable
% 58.53/23.96  																																																							|-Branch two:
% 58.53/23.96  																																																							| (1283)  ~ (all_0_48_48 = e0)
% 58.53/23.96  																																																							| (615) all_0_48_48 = e1
% 58.53/23.96  																																																							|
% 58.53/23.96  																																																								| Equations (615) can reduce 619 to:
% 58.53/23.96  																																																								| (266) $false
% 58.53/23.96  																																																								|
% 58.53/23.96  																																																								|-The branch is then unsatisfiable
% 58.53/23.96  																																																						|-Branch two:
% 58.53/23.96  																																																						| (462)  ~ (all_0_47_47 = e1)
% 58.53/23.96  																																																						| (3264) all_0_51_51 = e1 | all_0_56_56 = e1
% 58.53/23.96  																																																						|
% 58.53/23.96  																																																							+-Applying beta-rule and splitting (10222), into two cases.
% 58.53/23.96  																																																							|-Branch one:
% 58.53/23.96  																																																							| (1279) all_0_48_48 = e0
% 58.53/23.96  																																																							|
% 58.53/23.96  																																																								| Equations (1279) can reduce 1283 to:
% 58.53/23.96  																																																								| (266) $false
% 58.53/23.96  																																																								|
% 58.53/23.96  																																																								|-The branch is then unsatisfiable
% 58.53/23.96  																																																							|-Branch two:
% 58.53/23.96  																																																							| (1283)  ~ (all_0_48_48 = e0)
% 58.53/23.96  																																																							| (615) all_0_48_48 = e1
% 58.53/23.96  																																																							|
% 58.53/23.96  																																																								| Equations (615) can reduce 254 to:
% 58.53/23.96  																																																								| (602)  ~ (e4 = e1)
% 58.53/23.96  																																																								|
% 58.53/23.96  																																																								| Simplifying 602 yields:
% 58.53/23.96  																																																								| (110)  ~ (e4 = e1)
% 58.53/23.96  																																																								|
% 58.53/23.96  																																																								+-Applying beta-rule and splitting (3264), into two cases.
% 58.53/23.96  																																																								|-Branch one:
% 58.53/23.96  																																																								| (1109) all_0_51_51 = e1
% 58.53/23.96  																																																								|
% 58.53/23.96  																																																									| Combining equations (1101,1109) yields a new equation:
% 58.53/23.96  																																																									| (636) e4 = e1
% 58.53/23.96  																																																									|
% 58.53/23.96  																																																									| Simplifying 636 yields:
% 58.53/23.96  																																																									| (630) e4 = e1
% 58.53/23.96  																																																									|
% 58.53/23.96  																																																									| Equations (630) can reduce 110 to:
% 58.53/23.96  																																																									| (266) $false
% 58.53/23.96  																																																									|
% 58.53/23.96  																																																									|-The branch is then unsatisfiable
% 58.53/23.96  																																																								|-Branch two:
% 58.53/23.96  																																																								| (464)  ~ (all_0_51_51 = e1)
% 58.53/23.96  																																																								| (1569) all_0_56_56 = e1
% 58.53/23.96  																																																								|
% 58.53/23.96  																																																									| Equations (1569) can reduce 466 to:
% 58.53/23.96  																																																									| (266) $false
% 58.53/23.96  																																																									|
% 58.53/23.96  																																																									|-The branch is then unsatisfiable
% 58.53/23.96  																																									|-Branch two:
% 58.53/23.96  																																									| (525)  ~ (all_0_49_49 = e3)
% 58.53/23.96  																																									| (887) all_0_53_53 = e3 | all_0_58_58 = e3
% 58.53/23.96  																																									|
% 58.53/23.96  																																										+-Applying beta-rule and splitting (887), into two cases.
% 58.53/23.96  																																										|-Branch one:
% 58.53/23.96  																																										| (665) all_0_53_53 = e3
% 58.53/23.96  																																										|
% 58.53/23.96  																																											| Combining equations (665,1208) yields a new equation:
% 58.53/23.96  																																											| (454) e3 = e1
% 58.53/23.96  																																											|
% 58.53/23.96  																																											| Simplifying 454 yields:
% 58.53/23.96  																																											| (455) e3 = e1
% 58.53/23.96  																																											|
% 58.53/23.96  																																											| Equations (455) can reduce 213 to:
% 58.53/23.96  																																											| (266) $false
% 58.53/23.96  																																											|
% 58.53/23.96  																																											|-The branch is then unsatisfiable
% 58.53/23.96  																																										|-Branch two:
% 58.53/23.96  																																										| (903)  ~ (all_0_53_53 = e3)
% 58.53/23.96  																																										| (795) all_0_58_58 = e3
% 58.53/23.96  																																										|
% 58.53/23.96  																																											| Combining equations (624,795) yields a new equation:
% 58.53/23.96  																																											| (662) e3 = e2
% 58.53/23.96  																																											|
% 58.53/23.96  																																											| Equations (662) can reduce 212 to:
% 58.53/23.96  																																											| (266) $false
% 58.53/23.96  																																											|
% 58.53/23.96  																																											|-The branch is then unsatisfiable
% 58.53/23.96  																																								|-Branch two:
% 58.53/23.96  																																								| (405)  ~ (all_0_42_42 = e3)
% 58.53/23.96  																																								| (532) all_0_44_44 = e3
% 58.53/23.96  																																								|
% 58.53/23.96  																																									| Equations (532) can reduce 407 to:
% 58.53/23.96  																																									| (266) $false
% 58.53/23.96  																																									|
% 58.53/23.96  																																									|-The branch is then unsatisfiable
% 58.53/23.97  																																|-Branch two:
% 58.53/23.97  																																| (475)  ~ (all_0_51_51 = e4)
% 58.53/23.97  																																| (1294) all_0_52_52 = e4 | all_0_53_53 = e4
% 58.53/23.97  																																|
% 58.53/23.97  																																	+-Applying beta-rule and splitting (1294), into two cases.
% 58.53/23.97  																																	|-Branch one:
% 58.53/23.97  																																	| (565) all_0_52_52 = e4
% 58.53/23.97  																																	|
% 58.53/23.97  																																		| Combining equations (352,565) yields a new equation:
% 58.53/23.97  																																		| (323) e4 = e2
% 58.53/23.97  																																		|
% 58.53/23.97  																																		| Equations (323) can reduce 48 to:
% 58.53/23.97  																																		| (266) $false
% 58.53/23.97  																																		|
% 58.53/23.97  																																		|-The branch is then unsatisfiable
% 58.53/23.97  																																	|-Branch two:
% 58.53/23.97  																																	| (780)  ~ (all_0_52_52 = e4)
% 58.53/23.97  																																	| (1298) all_0_53_53 = e4
% 58.53/23.97  																																	|
% 58.53/23.97  																																		| Combining equations (1208,1298) yields a new equation:
% 58.53/23.97  																																		| (630) e4 = e1
% 58.53/23.97  																																		|
% 58.53/23.97  																																		| Equations (630) can reduce 110 to:
% 58.53/23.97  																																		| (266) $false
% 58.53/23.97  																																		|
% 58.53/23.97  																																		|-The branch is then unsatisfiable
% 58.53/23.97  																													|-Branch two:
% 58.53/23.97  																													| (1459)  ~ (all_0_53_53 = e1)
% 58.53/23.97  																													| (665) all_0_53_53 = e3
% 58.53/23.97  																													|
% 58.53/23.97  																														| Equations (665) can reduce 903 to:
% 58.53/23.97  																														| (266) $false
% 58.53/23.97  																														|
% 58.53/23.97  																														|-The branch is then unsatisfiable
% 58.53/23.97  																					|-Branch two:
% 58.53/23.97  																					| (411)  ~ (all_0_50_50 = e3)
% 58.53/23.97  																					| (2336) all_0_55_55 = e3
% 58.53/23.97  																					|
% 58.53/23.97  																						| Equations (2336) can reduce 270 to:
% 58.53/23.97  																						| (266) $false
% 58.53/23.97  																						|
% 58.53/23.97  																						|-The branch is then unsatisfiable
% 58.53/23.97  																				|-Branch two:
% 58.53/23.97  																				| (457)  ~ (all_0_41_41 = e1)
% 58.53/23.97  																				| (403) all_0_41_41 = e3
% 58.53/23.97  																				|
% 58.53/23.97  																					| Equations (403) can reduce 1898 to:
% 58.53/23.97  																					| (266) $false
% 58.53/23.97  																					|
% 58.53/23.97  																					|-The branch is then unsatisfiable
% 58.53/23.97  														|-Branch two:
% 58.53/23.97  														| (399)  ~ (all_0_43_43 = e4)
% 58.53/23.97  														| (400) all_0_48_48 = e4 | all_0_52_52 = e4 | all_0_57_57 = e4
% 58.53/23.97  														|
% 58.53/23.97  															+-Applying beta-rule and splitting (400), into two cases.
% 58.53/23.97  															|-Branch one:
% 58.53/23.97  															| (943) all_0_48_48 = e4
% 58.53/23.97  															|
% 58.53/23.97  																| Equations (943) can reduce 254 to:
% 58.53/23.97  																| (266) $false
% 58.53/23.97  																|
% 58.53/23.97  																|-The branch is then unsatisfiable
% 58.53/23.97  															|-Branch two:
% 58.53/23.97  															| (254)  ~ (all_0_48_48 = e4)
% 58.53/23.97  															| (947) all_0_52_52 = e4 | all_0_57_57 = e4
% 58.53/23.97  															|
% 58.53/23.97  																+-Applying beta-rule and splitting (947), into two cases.
% 58.53/23.97  																|-Branch one:
% 58.53/23.97  																| (565) all_0_52_52 = e4
% 58.53/23.97  																|
% 58.53/23.97  																	| Combining equations (352,565) yields a new equation:
% 58.53/23.97  																	| (323) e4 = e2
% 58.53/23.97  																	|
% 58.53/23.97  																	| Equations (323) can reduce 48 to:
% 58.53/23.97  																	| (266) $false
% 58.53/23.97  																	|
% 58.53/23.97  																	|-The branch is then unsatisfiable
% 58.53/23.97  																|-Branch two:
% 58.53/23.97  																| (780)  ~ (all_0_52_52 = e4)
% 58.53/23.97  																| (871) all_0_57_57 = e4
% 58.53/23.97  																|
% 58.53/23.97  																	| Equations (871) can reduce 140 to:
% 58.53/23.97  																	| (477)  ~ (all_0_56_56 = e4)
% 58.53/23.97  																	|
% 58.53/23.97  																	| Equations (871) can reduce 344 to:
% 58.53/23.97  																	| (48)  ~ (e4 = e2)
% 58.53/23.97  																	|
% 58.53/23.97  																	| From (871) and (83) follows:
% 58.53/23.97  																	| (3109) op(e0, e1) = e4
% 58.53/23.97  																	|
% 58.53/23.97  																	+-Applying beta-rule and splitting (125), into two cases.
% 58.53/23.97  																	|-Branch one:
% 58.53/23.97  																	| (858) all_0_55_55 = e0
% 58.53/23.97  																	|
% 58.53/23.97  																		| Equations (858) can reduce 803 to:
% 58.53/23.97  																		| (266) $false
% 58.53/23.97  																		|
% 58.53/23.97  																		|-The branch is then unsatisfiable
% 58.53/23.97  																	|-Branch two:
% 58.53/23.97  																	| (803)  ~ (all_0_55_55 = e0)
% 58.53/23.97  																	| (863) all_0_56_56 = e0 | all_0_57_57 = e0 | all_0_58_58 = e0
% 58.53/23.97  																	|
% 58.53/23.97  																		+-Applying beta-rule and splitting (863), into two cases.
% 58.53/23.97  																		|-Branch one:
% 58.53/23.97  																		| (679) all_0_56_56 = e0
% 58.53/23.97  																		|
% 58.53/23.97  																			| Equations (679) can reduce 236 to:
% 58.53/23.97  																			| (358)  ~ (all_0_42_42 = e0)
% 58.53/23.97  																			|
% 58.53/23.97  																			| Equations (679) can reduce 91 to:
% 58.53/23.97  																			| (678)  ~ (all_0_47_47 = e0)
% 58.53/23.97  																			|
% 58.53/23.97  																			| Equations (679) can reduce 477 to:
% 58.53/23.97  																			| (401)  ~ (e4 = e0)
% 58.53/23.97  																			|
% 58.53/23.97  																			| Simplifying 401 yields:
% 58.53/23.97  																			| (49)  ~ (e4 = e0)
% 58.53/23.97  																			|
% 58.53/23.97  																			+-Applying beta-rule and splitting (163), into two cases.
% 58.53/23.97  																			|-Branch one:
% 58.53/23.97  																			| (565) all_0_52_52 = e4
% 58.53/23.97  																			|
% 58.53/23.97  																				| Combining equations (352,565) yields a new equation:
% 58.53/23.97  																				| (323) e4 = e2
% 58.53/23.97  																				|
% 58.53/23.97  																				| Equations (323) can reduce 48 to:
% 58.53/23.97  																				| (266) $false
% 58.53/23.97  																				|
% 58.53/23.97  																				|-The branch is then unsatisfiable
% 58.53/23.97  																			|-Branch two:
% 58.53/23.97  																			| (780)  ~ (all_0_52_52 = e4)
% 58.53/23.97  																			| (781) (all_0_41_41 = e0 & all_0_58_58 = e3 &  ~ (all_0_44_44 = e3)) | (all_0_41_41 = e0 & all_0_58_58 = e3 &  ~ (all_0_55_55 = e0)) | (all_0_47_47 = e1 & all_0_52_52 = e2 &  ~ (all_0_48_48 = e2)) | (all_0_47_47 = e1 & all_0_52_52 = e2 &  ~ (all_0_51_51 = e1)) | (all_0_47_47 = e0 & all_0_58_58 = e2 &  ~ (all_0_49_49 = e2)) | (all_0_47_47 = e0 & all_0_58_58 = e2 &  ~ (all_0_56_56 = e0))
% 58.53/23.97  																			|
% 58.53/23.97  																				+-Applying beta-rule and splitting (216), into two cases.
% 58.53/23.97  																				|-Branch one:
% 58.53/23.97  																				| (629) all_0_55_55 = e1
% 58.53/23.97  																				|
% 58.53/23.97  																					| Equations (629) can reduce 93 to:
% 58.53/23.97  																					| (759)  ~ (all_0_50_50 = e1)
% 58.53/23.97  																					|
% 58.53/23.97  																					+-Applying beta-rule and splitting (781), into two cases.
% 58.53/23.97  																					|-Branch one:
% 58.53/23.97  																					| (789) (all_0_41_41 = e0 & all_0_58_58 = e3 &  ~ (all_0_44_44 = e3)) | (all_0_41_41 = e0 & all_0_58_58 = e3 &  ~ (all_0_55_55 = e0)) | (all_0_47_47 = e1 & all_0_52_52 = e2 &  ~ (all_0_48_48 = e2)) | (all_0_47_47 = e1 & all_0_52_52 = e2 &  ~ (all_0_51_51 = e1)) | (all_0_47_47 = e0 & all_0_58_58 = e2 &  ~ (all_0_49_49 = e2))
% 58.53/23.97  																					|
% 58.53/23.97  																						+-Applying beta-rule and splitting (789), into two cases.
% 58.53/23.97  																						|-Branch one:
% 58.53/23.97  																						| (790) (all_0_41_41 = e0 & all_0_58_58 = e3 &  ~ (all_0_44_44 = e3)) | (all_0_41_41 = e0 & all_0_58_58 = e3 &  ~ (all_0_55_55 = e0)) | (all_0_47_47 = e1 & all_0_52_52 = e2 &  ~ (all_0_48_48 = e2)) | (all_0_47_47 = e1 & all_0_52_52 = e2 &  ~ (all_0_51_51 = e1))
% 58.53/23.97  																						|
% 58.53/23.97  																							+-Applying beta-rule and splitting (790), into two cases.
% 58.53/23.97  																							|-Branch one:
% 58.53/23.97  																							| (791) (all_0_41_41 = e0 & all_0_58_58 = e3 &  ~ (all_0_44_44 = e3)) | (all_0_41_41 = e0 & all_0_58_58 = e3 &  ~ (all_0_55_55 = e0)) | (all_0_47_47 = e1 & all_0_52_52 = e2 &  ~ (all_0_48_48 = e2))
% 58.53/23.97  																							|
% 58.53/23.97  																								+-Applying beta-rule and splitting (791), into two cases.
% 58.53/23.97  																								|-Branch one:
% 58.53/23.97  																								| (792) (all_0_41_41 = e0 & all_0_58_58 = e3 &  ~ (all_0_44_44 = e3)) | (all_0_41_41 = e0 & all_0_58_58 = e3 &  ~ (all_0_55_55 = e0))
% 58.53/23.97  																								|
% 58.53/23.97  																									+-Applying beta-rule and splitting (792), into two cases.
% 58.53/23.97  																									|-Branch one:
% 58.53/23.97  																									| (793) all_0_41_41 = e0 & all_0_58_58 = e3 &  ~ (all_0_44_44 = e3)
% 58.53/23.97  																									|
% 58.53/23.97  																										| Applying alpha-rule on (793) yields:
% 58.53/23.97  																										| (794) all_0_41_41 = e0
% 58.53/23.97  																										| (795) all_0_58_58 = e3
% 58.53/23.97  																										| (407)  ~ (all_0_44_44 = e3)
% 58.53/23.97  																										|
% 58.53/23.97  																										| Combining equations (624,795) yields a new equation:
% 58.53/23.97  																										| (662) e3 = e2
% 58.53/23.97  																										|
% 58.53/23.97  																										| Equations (662) can reduce 212 to:
% 58.53/23.97  																										| (266) $false
% 58.53/23.97  																										|
% 58.53/23.97  																										|-The branch is then unsatisfiable
% 58.53/23.97  																									|-Branch two:
% 58.53/23.97  																									| (800) all_0_41_41 = e0 & all_0_58_58 = e3 &  ~ (all_0_55_55 = e0)
% 58.53/23.97  																									|
% 58.53/23.97  																										| Applying alpha-rule on (800) yields:
% 58.53/23.97  																										| (794) all_0_41_41 = e0
% 58.53/23.97  																										| (795) all_0_58_58 = e3
% 58.53/23.97  																										| (803)  ~ (all_0_55_55 = e0)
% 58.53/23.97  																										|
% 58.53/23.97  																										| Combining equations (624,795) yields a new equation:
% 58.53/23.97  																										| (662) e3 = e2
% 58.53/23.97  																										|
% 58.53/23.97  																										| Equations (662) can reduce 212 to:
% 58.53/23.97  																										| (266) $false
% 58.53/23.97  																										|
% 58.53/23.97  																										|-The branch is then unsatisfiable
% 58.53/23.97  																								|-Branch two:
% 58.53/23.97  																								| (807) all_0_47_47 = e1 & all_0_52_52 = e2 &  ~ (all_0_48_48 = e2)
% 58.53/23.97  																								|
% 58.53/23.97  																									| Applying alpha-rule on (807) yields:
% 58.53/23.97  																									| (654) all_0_47_47 = e1
% 58.53/23.97  																									| (352) all_0_52_52 = e2
% 58.53/23.97  																									| (810)  ~ (all_0_48_48 = e2)
% 58.53/23.97  																									|
% 58.53/23.97  																									| Equations (654) can reduce 114 to:
% 58.53/23.97  																									| (11581)  ~ (all_0_48_48 = e1)
% 58.53/23.97  																									|
% 58.53/23.97  																									| Simplifying 11581 yields:
% 58.53/23.97  																									| (619)  ~ (all_0_48_48 = e1)
% 58.53/23.97  																									|
% 58.53/23.97  																									| Equations (654) can reduce 224 to:
% 58.53/23.97  																									| (463)  ~ (all_0_51_51 = e1)
% 58.53/23.97  																									|
% 58.53/23.97  																									| Simplifying 463 yields:
% 58.53/23.97  																									| (464)  ~ (all_0_51_51 = e1)
% 58.53/23.97  																									|
% 58.53/23.97  																									| Equations (654) can reduce 252 to:
% 58.53/23.97  																									| (602)  ~ (e4 = e1)
% 58.53/23.97  																									|
% 58.53/23.97  																									| Simplifying 602 yields:
% 58.53/23.97  																									| (110)  ~ (e4 = e1)
% 58.53/23.97  																									|
% 58.53/23.97  																									| Equations (654) can reduce 338 to:
% 58.53/23.97  																									| (604)  ~ (e2 = e1)
% 58.53/23.97  																									|
% 58.53/23.97  																									| Simplifying 604 yields:
% 58.53/23.97  																									| (122)  ~ (e2 = e1)
% 58.53/23.97  																									|
% 58.53/23.97  																									| Equations (654) can reduce 678 to:
% 58.53/23.97  																									| (233)  ~ (e1 = e0)
% 58.53/23.97  																									|
% 58.53/23.97  																									+-Applying beta-rule and splitting (130), into two cases.
% 58.53/23.97  																									|-Branch one:
% 58.53/23.97  																									| (430) all_0_43_43 = e1
% 58.53/23.97  																									|
% 58.53/23.97  																										| Equations (430) can reduce 31 to:
% 58.53/23.97  																										| (457)  ~ (all_0_41_41 = e1)
% 58.53/23.97  																										|
% 58.53/23.97  																										| Equations (430) can reduce 240 to:
% 58.53/23.97  																										| (1380)  ~ (all_0_42_42 = e1)
% 58.53/23.97  																										|
% 58.53/23.97  																										| Equations (430) can reduce 17 to:
% 58.53/23.97  																										| (11581)  ~ (all_0_48_48 = e1)
% 58.53/23.97  																										|
% 58.53/23.97  																										| Simplifying 11581 yields:
% 58.53/23.97  																										| (619)  ~ (all_0_48_48 = e1)
% 58.53/23.97  																										|
% 58.53/23.97  																										| Equations (430) can reduce 96 to:
% 58.53/23.97  																										| (604)  ~ (e2 = e1)
% 58.53/23.97  																										|
% 58.53/23.97  																										| Simplifying 604 yields:
% 58.53/23.97  																										| (122)  ~ (e2 = e1)
% 58.53/23.97  																										|
% 58.53/23.97  																										| From (430) and (37) follows:
% 58.53/23.97  																										| (13877) op(e3, e1) = e1
% 58.53/23.97  																										|
% 58.53/23.97  																										+-Applying beta-rule and splitting (4), into two cases.
% 58.53/23.97  																										|-Branch one:
% 58.53/23.97  																										| (356) all_0_43_43 = e0
% 58.53/23.97  																										|
% 58.53/23.97  																											| Combining equations (356,430) yields a new equation:
% 58.53/23.97  																											| (431) e1 = e0
% 58.53/23.97  																											|
% 58.53/23.97  																											| Equations (431) can reduce 233 to:
% 58.53/23.97  																											| (266) $false
% 58.53/23.97  																											|
% 58.53/23.97  																											|-The branch is then unsatisfiable
% 58.53/23.97  																										|-Branch two:
% 58.53/23.97  																										| (5470)  ~ (all_0_43_43 = e0)
% 58.53/23.97  																										| (5471) all_0_48_48 = e0 | all_0_57_57 = e0
% 58.53/23.97  																										|
% 58.53/23.97  																											+-Applying beta-rule and splitting (165), into two cases.
% 58.53/23.97  																											|-Branch one:
% 58.53/23.97  																											| (794) all_0_41_41 = e0
% 58.53/23.97  																											|
% 58.53/23.97  																												| Equations (794) can reduce 357 to:
% 58.53/23.97  																												| (266) $false
% 58.53/23.97  																												|
% 58.53/23.97  																												|-The branch is then unsatisfiable
% 58.53/23.97  																											|-Branch two:
% 58.53/23.97  																											| (357)  ~ (all_0_41_41 = e0)
% 58.53/23.97  																											| (6761) all_0_42_42 = e0 | all_0_43_43 = e0 | all_0_44_44 = e0
% 58.53/23.97  																											|
% 58.53/23.97  																												+-Applying beta-rule and splitting (5471), into two cases.
% 58.53/23.97  																												|-Branch one:
% 58.53/23.97  																												| (1279) all_0_48_48 = e0
% 58.53/23.97  																												|
% 58.53/23.97  																													| Equations (1279) can reduce 619 to:
% 58.53/23.97  																													| (435)  ~ (e1 = e0)
% 58.53/23.97  																													|
% 58.53/23.97  																													| Simplifying 435 yields:
% 58.53/23.97  																													| (233)  ~ (e1 = e0)
% 58.53/23.97  																													|
% 58.53/23.97  																													| From (1279) and (192) follows:
% 58.53/23.97  																													| (14938) op(e2, e1) = e0
% 58.53/23.97  																													|
% 58.53/23.97  																													+-Applying beta-rule and splitting (6761), into two cases.
% 58.53/23.97  																													|-Branch one:
% 58.53/23.97  																													| (559) all_0_42_42 = e0
% 58.53/23.97  																													|
% 58.53/23.97  																														| Equations (559) can reduce 358 to:
% 58.53/23.97  																														| (266) $false
% 58.53/23.97  																														|
% 58.53/23.97  																														|-The branch is then unsatisfiable
% 58.53/23.97  																													|-Branch two:
% 58.53/23.97  																													| (358)  ~ (all_0_42_42 = e0)
% 58.53/23.97  																													| (6766) all_0_43_43 = e0 | all_0_44_44 = e0
% 58.53/23.97  																													|
% 58.53/23.97  																														+-Applying beta-rule and splitting (54), into two cases.
% 58.53/23.97  																														|-Branch one:
% 58.53/23.97  																														| (583) all_0_49_49 = e2
% 58.53/23.97  																														|
% 58.53/23.97  																															| Equations (583) can reduce 340 to:
% 58.53/23.97  																															| (266) $false
% 58.53/23.97  																															|
% 58.53/23.97  																															|-The branch is then unsatisfiable
% 58.53/23.97  																														|-Branch two:
% 58.53/23.97  																														| (340)  ~ (all_0_49_49 = e2)
% 58.53/23.97  																														| (586) all_0_49_49 = e4 | all_0_49_49 = e3 | all_0_49_49 = e1 | all_0_49_49 = e0
% 58.53/23.97  																														|
% 58.53/23.97  																															+-Applying beta-rule and splitting (6766), into two cases.
% 58.53/23.97  																															|-Branch one:
% 58.53/23.97  																															| (356) all_0_43_43 = e0
% 58.53/23.97  																															|
% 58.53/23.97  																																| Combining equations (356,430) yields a new equation:
% 58.53/23.97  																																| (431) e1 = e0
% 58.53/23.97  																																|
% 58.53/23.97  																																| Equations (431) can reduce 233 to:
% 58.53/23.97  																																| (266) $false
% 58.53/23.97  																																|
% 58.53/23.97  																																|-The branch is then unsatisfiable
% 58.53/23.97  																															|-Branch two:
% 58.53/23.97  																															| (5470)  ~ (all_0_43_43 = e0)
% 58.53/23.97  																															| (1414) all_0_44_44 = e0
% 58.53/23.97  																															|
% 58.53/23.97  																																| Equations (1414) can reduce 149 to:
% 58.53/23.97  																																| (357)  ~ (all_0_41_41 = e0)
% 58.53/23.97  																																|
% 58.53/23.97  																																| Equations (1414) can reduce 73 to:
% 58.53/23.97  																																| (358)  ~ (all_0_42_42 = e0)
% 58.53/23.97  																																|
% 58.53/23.97  																																| Equations (1414) can reduce 9 to:
% 58.53/23.97  																																| (486)  ~ (all_0_49_49 = e0)
% 58.53/23.97  																																|
% 58.53/23.97  																																| Simplifying 486 yields:
% 58.53/23.97  																																| (487)  ~ (all_0_49_49 = e0)
% 58.53/23.97  																																|
% 58.53/23.97  																																| Equations (1414) can reduce 220 to:
% 58.53/23.97  																																| (488)  ~ (all_0_53_53 = e0)
% 58.53/23.97  																																|
% 58.53/23.97  																																| Simplifying 488 yields:
% 58.53/23.97  																																| (247)  ~ (all_0_53_53 = e0)
% 58.53/23.97  																																|
% 58.53/23.97  																																| From (1414) and (138) follows:
% 58.53/23.97  																																| (1667) op(e3, e0) = e0
% 58.53/23.97  																																|
% 58.53/23.97  																																+-Applying beta-rule and splitting (586), into two cases.
% 58.53/23.97  																																|-Branch one:
% 58.53/23.97  																																| (974) all_0_49_49 = e4
% 58.53/23.97  																																|
% 58.53/23.97  																																	| Equations (974) can reduce 256 to:
% 58.53/23.97  																																	| (266) $false
% 58.53/23.97  																																	|
% 58.53/23.97  																																	|-The branch is then unsatisfiable
% 58.53/23.97  																																|-Branch two:
% 58.53/23.97  																																| (256)  ~ (all_0_49_49 = e4)
% 58.53/23.97  																																| (977) all_0_49_49 = e3 | all_0_49_49 = e1 | all_0_49_49 = e0
% 58.53/23.97  																																|
% 58.53/23.97  																																	+-Applying beta-rule and splitting (160), into two cases.
% 58.53/23.97  																																	|-Branch one:
% 58.53/23.97  																																	| (601) all_0_50_50 = e1
% 58.53/23.97  																																	|
% 58.53/23.97  																																		| Equations (601) can reduce 759 to:
% 58.53/23.97  																																		| (266) $false
% 58.53/23.97  																																		|
% 58.53/23.97  																																		|-The branch is then unsatisfiable
% 58.53/23.97  																																	|-Branch two:
% 58.53/23.97  																																	| (759)  ~ (all_0_50_50 = e1)
% 58.53/23.97  																																	| (1168) all_0_51_51 = e1 | all_0_52_52 = e1 | all_0_53_53 = e1
% 58.53/23.97  																																	|
% 58.53/23.97  																																		+-Applying beta-rule and splitting (1168), into two cases.
% 58.53/23.97  																																		|-Branch one:
% 58.53/23.97  																																		| (1109) all_0_51_51 = e1
% 58.53/23.97  																																		|
% 58.53/23.97  																																			| Equations (1109) can reduce 464 to:
% 58.53/23.97  																																			| (266) $false
% 58.53/23.97  																																			|
% 58.53/23.97  																																			|-The branch is then unsatisfiable
% 58.53/23.97  																																		|-Branch two:
% 58.53/23.97  																																		| (464)  ~ (all_0_51_51 = e1)
% 58.53/23.97  																																		| (1202) all_0_52_52 = e1 | all_0_53_53 = e1
% 58.53/23.97  																																		|
% 58.53/23.97  																																			+-Applying beta-rule and splitting (977), into two cases.
% 58.53/23.97  																																			|-Branch one:
% 58.53/23.97  																																			| (978) all_0_49_49 = e0
% 58.53/23.97  																																			|
% 58.53/23.97  																																				| Equations (978) can reduce 487 to:
% 58.53/23.97  																																				| (266) $false
% 58.53/23.97  																																				|
% 58.53/23.97  																																				|-The branch is then unsatisfiable
% 58.53/23.97  																																			|-Branch two:
% 58.53/23.97  																																			| (487)  ~ (all_0_49_49 = e0)
% 58.53/23.97  																																			| (981) all_0_49_49 = e3 | all_0_49_49 = e1
% 58.53/23.97  																																			|
% 58.53/23.97  																																				+-Applying beta-rule and splitting (1202), into two cases.
% 58.53/23.97  																																				|-Branch one:
% 58.53/23.97  																																				| (642) all_0_52_52 = e1
% 58.53/23.97  																																				|
% 58.53/23.97  																																					| Combining equations (352,642) yields a new equation:
% 58.53/23.97  																																					| (616) e2 = e1
% 58.53/23.97  																																					|
% 58.53/23.97  																																					| Simplifying 616 yields:
% 58.53/23.97  																																					| (617) e2 = e1
% 58.53/23.97  																																					|
% 58.53/23.97  																																					| Equations (617) can reduce 122 to:
% 58.53/23.97  																																					| (266) $false
% 58.53/23.97  																																					|
% 58.53/23.97  																																					|-The branch is then unsatisfiable
% 58.53/23.97  																																				|-Branch two:
% 58.53/23.97  																																				| (646)  ~ (all_0_52_52 = e1)
% 58.53/23.97  																																				| (1208) all_0_53_53 = e1
% 58.53/23.97  																																				|
% 58.53/23.97  																																					| Equations (1208) can reduce 65 to:
% 58.53/23.97  																																					| (1064)  ~ (all_0_49_49 = e1)
% 58.53/23.97  																																					|
% 58.53/23.97  																																					| Equations (1208) can reduce 190 to:
% 58.53/23.97  																																					| (759)  ~ (all_0_50_50 = e1)
% 58.53/23.97  																																					|
% 58.53/23.97  																																					| Equations (1208) can reduce 247 to:
% 58.53/23.97  																																					| (233)  ~ (e1 = e0)
% 58.53/23.97  																																					|
% 58.53/23.97  																																					+-Applying beta-rule and splitting (981), into two cases.
% 58.53/23.97  																																					|-Branch one:
% 58.53/23.97  																																					| (671) all_0_49_49 = e1
% 58.53/23.97  																																					|
% 58.53/23.97  																																						| Equations (671) can reduce 1064 to:
% 58.53/23.97  																																						| (266) $false
% 58.53/23.97  																																						|
% 58.53/23.97  																																						|-The branch is then unsatisfiable
% 58.53/23.97  																																					|-Branch two:
% 58.53/23.97  																																					| (1064)  ~ (all_0_49_49 = e1)
% 58.53/23.97  																																					| (884) all_0_49_49 = e3
% 58.53/23.97  																																					|
% 58.53/23.97  																																						| Equations (884) can reduce 487 to:
% 58.53/23.97  																																						| (80)  ~ (e3 = e0)
% 58.53/23.97  																																						|
% 58.53/23.97  																																						| From (884) and (55) follows:
% 58.53/23.98  																																						| (1581) op(e2, e0) = e3
% 58.53/23.98  																																						|
% 58.53/23.98  																																						+-Applying beta-rule and splitting (168), into two cases.
% 58.53/23.98  																																						|-Branch one:
% 58.53/23.98  																																						| (415) all_0_50_50 = e3
% 58.53/23.98  																																						|
% 58.53/23.98  																																							| Equations (415) can reduce 221 to:
% 58.53/23.98  																																							| (1898)  ~ (all_0_41_41 = e3)
% 58.53/23.98  																																							|
% 58.53/23.98  																																							| From (415) and (242) follows:
% 58.53/23.98  																																							| (1934) op(e1, e3) = e3
% 58.53/23.98  																																							|
% 58.53/23.98  																																							+-Applying beta-rule and splitting (113), into two cases.
% 58.53/23.98  																																							|-Branch one:
% 58.53/23.98  																																							| (403) all_0_41_41 = e3
% 58.53/23.98  																																							|
% 58.53/23.98  																																								| Equations (403) can reduce 1898 to:
% 58.53/23.98  																																								| (266) $false
% 58.53/23.98  																																								|
% 58.53/23.98  																																								|-The branch is then unsatisfiable
% 58.53/23.98  																																							|-Branch two:
% 58.53/23.98  																																							| (1898)  ~ (all_0_41_41 = e3)
% 58.53/23.98  																																							| (1899) all_0_42_42 = e3 | all_0_44_44 = e3
% 58.53/23.98  																																							|
% 58.53/23.98  																																								+-Applying beta-rule and splitting (27), into two cases.
% 58.53/23.98  																																								|-Branch one:
% 58.53/23.98  																																								| (437) all_0_41_41 = e4
% 58.53/23.98  																																								|
% 58.53/23.98  																																									| Equations (437) can reduce 1898 to:
% 58.53/23.98  																																									| (188)  ~ (e4 = e3)
% 58.53/23.98  																																									|
% 58.53/23.98  																																									| Equations (437) can reduce 85 to:
% 58.53/23.98  																																									| (48)  ~ (e4 = e2)
% 58.53/23.98  																																									|
% 58.53/23.98  																																									| Equations (437) can reduce 457 to:
% 58.53/23.98  																																									| (110)  ~ (e4 = e1)
% 58.53/23.98  																																									|
% 58.53/23.98  																																									| From (437) and (219) follows:
% 58.53/23.98  																																									| (1913) op(e3, e3) = e4
% 58.53/23.98  																																									|
% 58.53/23.98  																																									+-Applying beta-rule and splitting (231), into two cases.
% 58.53/23.98  																																									|-Branch one:
% 58.53/23.98  																																									| (775) all_0_50_50 = e4
% 58.53/23.98  																																									|
% 58.53/23.98  																																										| Combining equations (415,775) yields a new equation:
% 58.53/23.98  																																										| (425) e4 = e3
% 58.53/23.98  																																										|
% 58.53/23.98  																																										| Equations (425) can reduce 188 to:
% 58.53/23.98  																																										| (266) $false
% 58.53/23.98  																																										|
% 58.53/23.98  																																										|-The branch is then unsatisfiable
% 58.53/23.98  																																									|-Branch two:
% 58.53/23.98  																																									| (566)  ~ (all_0_50_50 = e4)
% 58.53/23.98  																																									| (1071) all_0_51_51 = e4 | all_0_52_52 = e4 | all_0_53_53 = e4
% 58.53/23.98  																																									|
% 58.53/23.98  																																										+-Applying beta-rule and splitting (1071), into two cases.
% 58.53/23.98  																																										|-Branch one:
% 58.53/23.98  																																										| (1101) all_0_51_51 = e4
% 58.53/23.98  																																										|
% 58.53/23.98  																																											| From (1101) and (186) follows:
% 58.53/23.98  																																											| (13720) op(e1, e2) = e4
% 58.53/23.98  																																											|
% 58.53/23.98  																																											+-Applying beta-rule and splitting (56), into two cases.
% 58.53/23.98  																																											|-Branch one:
% 58.53/23.98  																																											| (696) unit = e2
% 58.53/23.98  																																											|
% 58.53/23.98  																																												| From (696) and (24) follows:
% 58.53/23.98  																																												| (697) op(e2, e3) = e3
% 58.53/23.98  																																												|
% 58.53/23.98  																																												| From (696) and (209) follows:
% 58.53/23.98  																																												| (7585) op(e2, e0) = e0
% 58.58/23.98  																																												|
% 58.58/23.98  																																												| From (696) and (227) follows:
% 58.58/23.98  																																												| (4284) op(e4, e2) = e4
% 58.58/23.98  																																												|
% 58.58/23.98  																																												| From (696) and (28) follows:
% 58.58/23.98  																																												| (699) op(e1, e2) = e1
% 58.58/23.98  																																												|
% 58.58/23.98  																																												| Instantiating formula (29) with e4, e2, e4, e2 and discharging atoms op(e4, e2) = e4, op(e4, e2) = e2, yields:
% 58.58/23.98  																																												| (323) e4 = e2
% 58.58/23.98  																																												|
% 58.58/23.98  																																												| Instantiating formula (29) with e2, e3, e3, e2 and discharging atoms op(e2, e3) = e3, op(e2, e3) = e2, yields:
% 58.58/23.98  																																												| (662) e3 = e2
% 58.58/23.98  																																												|
% 58.58/23.98  																																												| Instantiating formula (29) with e2, e0, e0, e3 and discharging atoms op(e2, e0) = e3, op(e2, e0) = e0, yields:
% 58.58/23.98  																																												| (676) e3 = e0
% 58.58/23.98  																																												|
% 58.58/23.98  																																												| Instantiating formula (29) with e1, e2, e1, e4 and discharging atoms op(e1, e2) = e4, op(e1, e2) = e1, yields:
% 58.58/23.98  																																												| (630) e4 = e1
% 58.58/23.98  																																												|
% 58.58/23.98  																																												| Combining equations (323,630) yields a new equation:
% 58.58/23.98  																																												| (616) e2 = e1
% 58.58/23.98  																																												|
% 58.58/23.98  																																												| Simplifying 616 yields:
% 58.58/23.98  																																												| (617) e2 = e1
% 58.58/23.98  																																												|
% 58.58/23.98  																																												| Combining equations (676,662) yields a new equation:
% 58.58/23.98  																																												| (330) e2 = e0
% 58.58/23.98  																																												|
% 58.58/23.98  																																												| Combining equations (330,617) yields a new equation:
% 58.58/23.98  																																												| (431) e1 = e0
% 58.58/23.98  																																												|
% 58.58/23.98  																																												| Equations (431) can reduce 233 to:
% 58.58/23.98  																																												| (266) $false
% 58.58/23.98  																																												|
% 58.58/23.98  																																												|-The branch is then unsatisfiable
% 58.58/23.98  																																											|-Branch two:
% 58.58/23.98  																																											| (707)  ~ (unit = e2)
% 58.58/23.98  																																											| (708) unit = e4 | unit = e3 | unit = e1 | unit = e0
% 58.58/23.98  																																											|
% 58.58/23.98  																																												+-Applying beta-rule and splitting (708), into two cases.
% 58.58/23.98  																																												|-Branch one:
% 58.58/23.98  																																												| (709) unit = e4
% 58.58/23.98  																																												|
% 58.58/23.98  																																													| From (709) and (211) follows:
% 58.58/23.98  																																													| (22527) op(e4, e1) = e1
% 58.58/23.98  																																													|
% 58.58/23.98  																																													| From (709) and (42) follows:
% 58.58/23.98  																																													| (713) op(e0, e4) = e0
% 58.58/23.98  																																													|
% 58.58/23.98  																																													| Instantiating formula (29) with e4, e1, e1, e3 and discharging atoms op(e4, e1) = e3, op(e4, e1) = e1, yields:
% 58.58/23.98  																																													| (455) e3 = e1
% 58.58/23.98  																																													|
% 58.58/23.98  																																													| Instantiating formula (29) with e0, e4, e0, e3 and discharging atoms op(e0, e4) = e3, op(e0, e4) = e0, yields:
% 58.58/23.98  																																													| (676) e3 = e0
% 58.58/23.98  																																													|
% 58.58/23.98  																																													| Combining equations (455,676) yields a new equation:
% 58.58/23.98  																																													| (546) e1 = e0
% 58.58/23.98  																																													|
% 58.58/23.98  																																													| Simplifying 546 yields:
% 58.58/23.98  																																													| (431) e1 = e0
% 58.58/23.98  																																													|
% 58.58/23.98  																																													| Equations (431) can reduce 233 to:
% 58.58/23.98  																																													| (266) $false
% 58.58/23.98  																																													|
% 58.58/23.98  																																													|-The branch is then unsatisfiable
% 58.58/23.98  																																												|-Branch two:
% 58.58/23.98  																																												| (724)  ~ (unit = e4)
% 58.58/23.98  																																												| (725) unit = e3 | unit = e1 | unit = e0
% 58.58/23.98  																																												|
% 58.58/23.98  																																													+-Applying beta-rule and splitting (725), into two cases.
% 58.58/23.98  																																													|-Branch one:
% 58.58/23.98  																																													| (726) unit = e0
% 58.58/23.98  																																													|
% 58.58/23.98  																																														| From (726) and (244) follows:
% 58.58/23.98  																																														| (2207) op(e0, e4) = e4
% 58.58/23.98  																																														|
% 58.58/23.98  																																														| From (726) and (211) follows:
% 58.58/23.98  																																														| (15180) op(e0, e1) = e1
% 58.58/23.98  																																														|
% 58.58/23.98  																																														| From (726) and (40) follows:
% 58.58/23.98  																																														| (1639) op(e3, e0) = e3
% 58.58/23.98  																																														|
% 58.58/23.98  																																														| Instantiating formula (29) with e3, e0, e3, e0 and discharging atoms op(e3, e0) = e3, op(e3, e0) = e0, yields:
% 58.58/23.98  																																														| (676) e3 = e0
% 58.58/23.98  																																														|
% 58.58/23.98  																																														| Instantiating formula (29) with e0, e4, e4, e3 and discharging atoms op(e0, e4) = e4, op(e0, e4) = e3, yields:
% 58.58/23.98  																																														| (425) e4 = e3
% 58.58/23.98  																																														|
% 58.58/23.98  																																														| Instantiating formula (29) with e0, e1, e1, e4 and discharging atoms op(e0, e1) = e4, op(e0, e1) = e1, yields:
% 58.58/23.98  																																														| (630) e4 = e1
% 58.58/23.98  																																														|
% 58.58/23.98  																																														| Combining equations (425,630) yields a new equation:
% 58.58/23.98  																																														| (454) e3 = e1
% 58.58/23.98  																																														|
% 58.58/23.98  																																														| Simplifying 454 yields:
% 58.58/23.98  																																														| (455) e3 = e1
% 58.58/23.98  																																														|
% 58.58/23.98  																																														| Combining equations (455,676) yields a new equation:
% 58.58/23.98  																																														| (546) e1 = e0
% 58.58/23.98  																																														|
% 58.58/23.98  																																														| Simplifying 546 yields:
% 58.58/23.98  																																														| (431) e1 = e0
% 58.58/23.98  																																														|
% 58.58/23.98  																																														| Equations (431) can reduce 233 to:
% 58.58/23.98  																																														| (266) $false
% 58.58/23.98  																																														|
% 58.58/23.98  																																														|-The branch is then unsatisfiable
% 58.58/23.98  																																													|-Branch two:
% 58.58/23.98  																																													| (734)  ~ (unit = e0)
% 58.58/23.98  																																													| (735) unit = e3 | unit = e1
% 58.58/23.98  																																													|
% 58.58/23.98  																																														+-Applying beta-rule and splitting (735), into two cases.
% 58.58/23.98  																																														|-Branch one:
% 58.58/23.98  																																														| (736) unit = e1
% 58.58/23.98  																																														|
% 58.58/23.98  																																															| Equations (736) can reduce 734 to:
% 58.58/23.98  																																															| (233)  ~ (e1 = e0)
% 58.58/23.98  																																															|
% 58.58/23.98  																																															| From (736) and (15) follows:
% 58.58/23.98  																																															| (515) op(e1, e2) = e2
% 58.58/23.98  																																															|
% 58.58/23.98  																																															| From (736) and (28) follows:
% 58.58/23.98  																																															| (740) op(e1, e1) = e1
% 58.58/23.98  																																															|
% 58.58/23.98  																																															| From (736) and (42) follows:
% 58.58/23.98  																																															| (3221) op(e0, e1) = e0
% 58.58/23.98  																																															|
% 58.58/23.98  																																															| Instantiating formula (29) with e1, e2, e2, e4 and discharging atoms op(e1, e2) = e4, op(e1, e2) = e2, yields:
% 58.58/23.98  																																															| (323) e4 = e2
% 58.58/23.98  																																															|
% 58.58/23.98  																																															| Instantiating formula (29) with e1, e1, e1, e2 and discharging atoms op(e1, e1) = e2, op(e1, e1) = e1, yields:
% 58.58/23.98  																																															| (617) e2 = e1
% 58.58/23.98  																																															|
% 58.58/23.98  																																															| Instantiating formula (29) with e0, e1, e0, e4 and discharging atoms op(e0, e1) = e4, op(e0, e1) = e0, yields:
% 58.58/23.98  																																															| (397) e4 = e0
% 58.58/23.98  																																															|
% 58.58/23.98  																																															| Combining equations (323,397) yields a new equation:
% 58.58/23.98  																																															| (391) e2 = e0
% 58.58/23.98  																																															|
% 58.58/23.98  																																															| Simplifying 391 yields:
% 58.58/23.98  																																															| (330) e2 = e0
% 58.58/23.98  																																															|
% 58.58/23.98  																																															| Combining equations (617,330) yields a new equation:
% 58.58/23.98  																																															| (546) e1 = e0
% 58.58/23.98  																																															|
% 58.58/23.98  																																															| Simplifying 546 yields:
% 58.58/23.98  																																															| (431) e1 = e0
% 58.58/23.98  																																															|
% 58.58/23.98  																																															| Equations (431) can reduce 233 to:
% 58.58/23.98  																																															| (266) $false
% 58.58/23.98  																																															|
% 58.58/23.98  																																															|-The branch is then unsatisfiable
% 58.58/23.98  																																														|-Branch two:
% 58.58/23.98  																																														| (748)  ~ (unit = e1)
% 58.58/23.98  																																														| (749) unit = e3
% 58.58/23.98  																																														|
% 58.58/23.98  																																															| From (749) and (244) follows:
% 58.58/23.98  																																															| (750) op(e3, e4) = e4
% 58.58/23.98  																																															|
% 58.58/23.98  																																															| From (749) and (227) follows:
% 58.58/23.98  																																															| (22570) op(e4, e3) = e4
% 58.58/23.98  																																															|
% 58.58/23.98  																																															| From (749) and (40) follows:
% 58.58/23.98  																																															| (3715) op(e3, e3) = e3
% 58.58/23.98  																																															|
% 58.58/23.98  																																															| From (749) and (28) follows:
% 58.58/23.98  																																															| (2235) op(e1, e3) = e1
% 58.58/23.98  																																															|
% 58.58/23.98  																																															| Instantiating formula (29) with e4, e3, e4, e0 and discharging atoms op(e4, e3) = e4, op(e4, e3) = e0, yields:
% 58.58/23.98  																																															| (397) e4 = e0
% 58.58/23.98  																																															|
% 58.58/23.98  																																															| Instantiating formula (29) with e3, e4, e4, e2 and discharging atoms op(e3, e4) = e4, op(e3, e4) = e2, yields:
% 58.58/23.98  																																															| (323) e4 = e2
% 58.58/23.98  																																															|
% 58.58/23.98  																																															| Instantiating formula (29) with e3, e3, e3, e4 and discharging atoms op(e3, e3) = e4, op(e3, e3) = e3, yields:
% 58.58/23.98  																																															| (425) e4 = e3
% 58.58/23.98  																																															|
% 58.58/23.98  																																															| Instantiating formula (29) with e1, e3, e1, e3 and discharging atoms op(e1, e3) = e3, op(e1, e3) = e1, yields:
% 58.58/23.98  																																															| (455) e3 = e1
% 58.58/23.98  																																															|
% 58.58/23.98  																																															| Combining equations (397,323) yields a new equation:
% 58.58/23.98  																																															| (330) e2 = e0
% 58.58/23.98  																																															|
% 58.58/23.98  																																															| Combining equations (425,323) yields a new equation:
% 58.58/23.98  																																															| (661) e3 = e2
% 58.58/23.98  																																															|
% 58.58/23.98  																																															| Simplifying 661 yields:
% 58.58/23.98  																																															| (662) e3 = e2
% 58.58/23.98  																																															|
% 58.58/23.98  																																															| Combining equations (662,455) yields a new equation:
% 58.58/23.98  																																															| (616) e2 = e1
% 58.58/23.98  																																															|
% 58.58/23.98  																																															| Simplifying 616 yields:
% 58.58/23.98  																																															| (617) e2 = e1
% 58.58/23.98  																																															|
% 58.58/23.98  																																															| Combining equations (617,330) yields a new equation:
% 58.58/23.98  																																															| (546) e1 = e0
% 58.58/23.98  																																															|
% 58.58/23.98  																																															| Simplifying 546 yields:
% 58.58/23.98  																																															| (431) e1 = e0
% 58.58/23.98  																																															|
% 58.58/23.98  																																															| Equations (431) can reduce 233 to:
% 58.58/23.98  																																															| (266) $false
% 58.58/23.98  																																															|
% 58.58/23.98  																																															|-The branch is then unsatisfiable
% 58.58/23.98  																																										|-Branch two:
% 58.58/23.98  																																										| (475)  ~ (all_0_51_51 = e4)
% 58.58/23.98  																																										| (1294) all_0_52_52 = e4 | all_0_53_53 = e4
% 58.58/23.98  																																										|
% 58.58/23.98  																																											+-Applying beta-rule and splitting (164), into two cases.
% 58.58/23.98  																																											|-Branch one:
% 58.58/23.98  																																											| (471) all_0_39_39 = e4
% 58.58/23.98  																																											|
% 58.58/23.98  																																												| Combining equations (471,317) yields a new equation:
% 58.58/23.98  																																												| (322) e4 = e2
% 58.58/23.98  																																												|
% 58.58/23.98  																																												| Simplifying 322 yields:
% 58.58/23.98  																																												| (323) e4 = e2
% 58.58/23.98  																																												|
% 58.58/23.98  																																												| Equations (323) can reduce 48 to:
% 58.58/23.98  																																												| (266) $false
% 58.58/23.98  																																												|
% 58.58/23.98  																																												|-The branch is then unsatisfiable
% 58.58/23.98  																																											|-Branch two:
% 58.58/23.98  																																											| (1377)  ~ (all_0_39_39 = e4)
% 58.58/23.98  																																											| (2115) all_0_42_42 = e4 | all_0_47_47 = e4 | all_0_51_51 = e4 | all_0_56_56 = e4
% 58.58/23.98  																																											|
% 58.58/23.98  																																												| Equations (317) can reduce 1377 to:
% 58.58/23.98  																																												| (327)  ~ (e4 = e2)
% 58.58/23.98  																																												|
% 58.58/23.98  																																												| Simplifying 327 yields:
% 58.58/23.98  																																												| (48)  ~ (e4 = e2)
% 58.58/23.98  																																												|
% 58.58/23.98  																																												+-Applying beta-rule and splitting (1294), into two cases.
% 58.58/23.98  																																												|-Branch one:
% 58.58/23.98  																																												| (565) all_0_52_52 = e4
% 58.58/23.98  																																												|
% 58.58/23.98  																																													| Combining equations (352,565) yields a new equation:
% 58.58/23.98  																																													| (323) e4 = e2
% 58.58/23.98  																																													|
% 58.58/23.98  																																													| Equations (323) can reduce 48 to:
% 58.58/23.98  																																													| (266) $false
% 58.58/23.98  																																													|
% 58.58/23.98  																																													|-The branch is then unsatisfiable
% 58.58/23.98  																																												|-Branch two:
% 58.58/23.98  																																												| (780)  ~ (all_0_52_52 = e4)
% 58.58/23.98  																																												| (1298) all_0_53_53 = e4
% 58.58/23.98  																																												|
% 58.58/23.98  																																													| Combining equations (1208,1298) yields a new equation:
% 58.58/23.98  																																													| (630) e4 = e1
% 58.58/23.98  																																													|
% 58.58/23.98  																																													| Equations (630) can reduce 110 to:
% 58.58/23.98  																																													| (266) $false
% 58.58/23.98  																																													|
% 58.58/23.98  																																													|-The branch is then unsatisfiable
% 58.58/23.98  																																								|-Branch two:
% 58.58/23.98  																																								| (440)  ~ (all_0_41_41 = e4)
% 58.58/23.98  																																								| (4049) all_0_41_41 = e3 | all_0_41_41 = e1 | all_0_41_41 = e0
% 58.58/23.98  																																								|
% 58.58/23.98  																																									+-Applying beta-rule and splitting (4049), into two cases.
% 58.58/23.98  																																									|-Branch one:
% 58.58/23.98  																																									| (794) all_0_41_41 = e0
% 58.58/23.98  																																									|
% 58.58/23.98  																																										| Equations (794) can reduce 357 to:
% 58.58/23.98  																																										| (266) $false
% 58.58/23.98  																																										|
% 58.58/23.98  																																										|-The branch is then unsatisfiable
% 58.58/23.98  																																									|-Branch two:
% 58.58/23.98  																																									| (357)  ~ (all_0_41_41 = e0)
% 58.58/23.98  																																									| (4053) all_0_41_41 = e3 | all_0_41_41 = e1
% 58.58/23.98  																																									|
% 58.58/23.98  																																										+-Applying beta-rule and splitting (4053), into two cases.
% 58.58/23.98  																																										|-Branch one:
% 58.58/23.98  																																										| (453) all_0_41_41 = e1
% 58.58/23.98  																																										|
% 58.58/23.98  																																											| Equations (453) can reduce 457 to:
% 58.58/23.98  																																											| (266) $false
% 58.58/23.98  																																											|
% 58.58/23.98  																																											|-The branch is then unsatisfiable
% 58.58/23.98  																																										|-Branch two:
% 58.58/23.98  																																										| (457)  ~ (all_0_41_41 = e1)
% 58.58/23.98  																																										| (403) all_0_41_41 = e3
% 58.58/23.98  																																										|
% 58.58/23.98  																																											| Equations (403) can reduce 1898 to:
% 58.58/23.98  																																											| (266) $false
% 58.58/23.98  																																											|
% 58.58/23.98  																																											|-The branch is then unsatisfiable
% 58.58/23.98  																																						|-Branch two:
% 58.58/23.98  																																						| (411)  ~ (all_0_50_50 = e3)
% 58.58/23.98  																																						| (418) all_0_51_51 = e3 | all_0_53_53 = e3
% 58.58/23.98  																																						|
% 58.58/23.98  																																							+-Applying beta-rule and splitting (144), into two cases.
% 58.58/23.98  																																							|-Branch one:
% 58.58/23.98  																																							| (403) all_0_41_41 = e3
% 58.58/23.98  																																							|
% 58.58/23.98  																																								| Equations (403) can reduce 214 to:
% 58.58/23.98  																																								| (404)  ~ (all_0_42_42 = e3)
% 58.58/23.98  																																								|
% 58.58/23.98  																																								| Simplifying 404 yields:
% 58.58/23.98  																																								| (405)  ~ (all_0_42_42 = e3)
% 58.58/23.98  																																								|
% 58.58/23.98  																																								| Equations (403) can reduce 457 to:
% 58.58/23.98  																																								| (213)  ~ (e3 = e1)
% 58.58/23.98  																																								|
% 58.58/23.98  																																								| Equations (403) can reduce 357 to:
% 58.58/23.98  																																								| (80)  ~ (e3 = e0)
% 58.58/23.98  																																								|
% 58.58/23.98  																																								+-Applying beta-rule and splitting (180), into two cases.
% 58.58/23.98  																																								|-Branch one:
% 58.58/23.98  																																								| (516) all_0_42_42 = e3
% 58.58/23.98  																																								|
% 58.58/23.98  																																									| Equations (516) can reduce 405 to:
% 58.58/23.98  																																									| (266) $false
% 58.58/23.98  																																									|
% 58.58/23.98  																																									|-The branch is then unsatisfiable
% 58.58/23.98  																																								|-Branch two:
% 58.58/23.98  																																								| (405)  ~ (all_0_42_42 = e3)
% 58.58/23.98  																																								| (521) all_0_47_47 = e3 | all_0_51_51 = e3 | all_0_56_56 = e3
% 58.58/23.98  																																								|
% 58.58/23.98  																																									+-Applying beta-rule and splitting (241), into two cases.
% 58.58/23.98  																																									|-Branch one:
% 58.58/23.98  																																									| (378) all_0_50_50 = e2
% 58.58/23.98  																																									|
% 58.58/23.98  																																										| Equations (378) can reduce 302 to:
% 58.58/23.98  																																										| (266) $false
% 58.58/23.98  																																										|
% 58.58/23.98  																																										|-The branch is then unsatisfiable
% 58.58/23.98  																																									|-Branch two:
% 58.58/23.98  																																									| (302)  ~ (all_0_50_50 = e2)
% 58.58/23.98  																																									| (422) all_0_50_50 = e4 | all_0_50_50 = e3 | all_0_50_50 = e1
% 58.58/23.98  																																									|
% 58.58/23.98  																																										+-Applying beta-rule and splitting (521), into two cases.
% 58.58/23.98  																																										|-Branch one:
% 58.58/23.98  																																										| (522) all_0_47_47 = e3
% 58.58/23.98  																																										|
% 58.58/23.98  																																											| Combining equations (654,522) yields a new equation:
% 58.58/23.98  																																											| (455) e3 = e1
% 58.58/23.98  																																											|
% 58.58/23.98  																																											| Equations (455) can reduce 213 to:
% 58.58/23.98  																																											| (266) $false
% 58.58/23.98  																																											|
% 58.58/23.98  																																											|-The branch is then unsatisfiable
% 58.58/23.98  																																										|-Branch two:
% 58.58/23.98  																																										| (1091)  ~ (all_0_47_47 = e3)
% 58.58/23.98  																																										| (1092) all_0_51_51 = e3 | all_0_56_56 = e3
% 58.58/23.98  																																										|
% 58.58/23.98  																																											| Equations (654) can reduce 1091 to:
% 58.58/23.98  																																											| (467)  ~ (e3 = e1)
% 58.58/23.98  																																											|
% 58.58/23.98  																																											| Simplifying 467 yields:
% 58.58/23.98  																																											| (213)  ~ (e3 = e1)
% 58.58/23.98  																																											|
% 58.58/23.98  																																											+-Applying beta-rule and splitting (152), into two cases.
% 58.58/23.98  																																											|-Branch one:
% 58.58/23.99  																																											| (1392) all_0_42_42 = e4
% 58.58/23.99  																																											|
% 58.58/23.99  																																												| From (1392) and (210) follows:
% 58.58/23.99  																																												| (4074) op(e3, e2) = e4
% 58.58/23.99  																																												|
% 58.58/23.99  																																												+-Applying beta-rule and splitting (231), into two cases.
% 58.58/23.99  																																												|-Branch one:
% 58.58/23.99  																																												| (775) all_0_50_50 = e4
% 58.58/23.99  																																												|
% 58.58/23.99  																																													| From (775) and (242) follows:
% 58.58/23.99  																																													| (5059) op(e1, e3) = e4
% 58.58/23.99  																																													|
% 58.58/23.99  																																													+-Applying beta-rule and splitting (1092), into two cases.
% 58.58/23.99  																																													|-Branch one:
% 58.58/23.99  																																													| (660) all_0_51_51 = e3
% 58.58/23.99  																																													|
% 58.58/23.99  																																														| From (660) and (186) follows:
% 58.58/23.99  																																														| (1552) op(e1, e2) = e3
% 58.58/23.99  																																														|
% 58.58/23.99  																																														+-Applying beta-rule and splitting (56), into two cases.
% 58.58/23.99  																																														|-Branch one:
% 58.58/23.99  																																														| (696) unit = e2
% 58.58/23.99  																																														|
% 58.58/23.99  																																															| From (696) and (209) follows:
% 58.58/23.99  																																															| (7585) op(e2, e0) = e0
% 58.58/23.99  																																															|
% 58.58/23.99  																																															| From (696) and (227) follows:
% 58.58/23.99  																																															| (4284) op(e4, e2) = e4
% 58.58/23.99  																																															|
% 58.58/23.99  																																															| From (696) and (40) follows:
% 58.58/23.99  																																															| (4285) op(e3, e2) = e3
% 58.58/23.99  																																															|
% 58.58/23.99  																																															| From (696) and (28) follows:
% 58.58/23.99  																																															| (699) op(e1, e2) = e1
% 58.58/23.99  																																															|
% 58.58/23.99  																																															| Instantiating formula (29) with e4, e2, e4, e2 and discharging atoms op(e4, e2) = e4, op(e4, e2) = e2, yields:
% 58.58/23.99  																																															| (323) e4 = e2
% 58.58/23.99  																																															|
% 58.58/23.99  																																															| Instantiating formula (29) with e3, e2, e3, e4 and discharging atoms op(e3, e2) = e4, op(e3, e2) = e3, yields:
% 58.58/23.99  																																															| (425) e4 = e3
% 58.58/23.99  																																															|
% 58.58/23.99  																																															| Instantiating formula (29) with e2, e0, e0, e3 and discharging atoms op(e2, e0) = e3, op(e2, e0) = e0, yields:
% 58.58/23.99  																																															| (676) e3 = e0
% 58.58/23.99  																																															|
% 58.58/23.99  																																															| Instantiating formula (29) with e1, e2, e1, e3 and discharging atoms op(e1, e2) = e3, op(e1, e2) = e1, yields:
% 58.58/23.99  																																															| (455) e3 = e1
% 58.58/23.99  																																															|
% 58.58/23.99  																																															| Combining equations (323,425) yields a new equation:
% 58.58/23.99  																																															| (662) e3 = e2
% 58.58/23.99  																																															|
% 58.58/23.99  																																															| Combining equations (455,662) yields a new equation:
% 58.58/23.99  																																															| (617) e2 = e1
% 58.58/23.99  																																															|
% 58.58/23.99  																																															| Combining equations (676,662) yields a new equation:
% 58.58/23.99  																																															| (330) e2 = e0
% 58.58/23.99  																																															|
% 58.58/23.99  																																															| Combining equations (330,617) yields a new equation:
% 58.58/23.99  																																															| (431) e1 = e0
% 58.58/23.99  																																															|
% 58.58/23.99  																																															| Equations (431) can reduce 233 to:
% 58.58/23.99  																																															| (266) $false
% 58.58/23.99  																																															|
% 58.58/23.99  																																															|-The branch is then unsatisfiable
% 58.58/23.99  																																														|-Branch two:
% 58.58/23.99  																																														| (707)  ~ (unit = e2)
% 58.58/23.99  																																														| (708) unit = e4 | unit = e3 | unit = e1 | unit = e0
% 58.58/23.99  																																														|
% 58.58/23.99  																																															+-Applying beta-rule and splitting (708), into two cases.
% 58.58/23.99  																																															|-Branch one:
% 58.58/23.99  																																															| (709) unit = e4
% 58.58/23.99  																																															|
% 58.58/23.99  																																																| From (709) and (211) follows:
% 58.58/23.99  																																																| (22527) op(e4, e1) = e1
% 58.58/23.99  																																																|
% 58.58/23.99  																																																| From (709) and (42) follows:
% 58.58/23.99  																																																| (713) op(e0, e4) = e0
% 58.58/23.99  																																																|
% 58.58/23.99  																																																| Instantiating formula (29) with e4, e1, e1, e3 and discharging atoms op(e4, e1) = e3, op(e4, e1) = e1, yields:
% 58.58/23.99  																																																| (455) e3 = e1
% 58.58/23.99  																																																|
% 58.58/23.99  																																																| Instantiating formula (29) with e0, e4, e0, e3 and discharging atoms op(e0, e4) = e3, op(e0, e4) = e0, yields:
% 58.58/23.99  																																																| (676) e3 = e0
% 58.58/23.99  																																																|
% 58.58/23.99  																																																| Combining equations (455,676) yields a new equation:
% 58.58/23.99  																																																| (546) e1 = e0
% 58.58/23.99  																																																|
% 58.58/23.99  																																																| Simplifying 546 yields:
% 58.58/23.99  																																																| (431) e1 = e0
% 58.58/23.99  																																																|
% 58.58/23.99  																																																| Equations (431) can reduce 233 to:
% 58.58/23.99  																																																| (266) $false
% 58.58/23.99  																																																|
% 58.58/23.99  																																																|-The branch is then unsatisfiable
% 58.58/23.99  																																															|-Branch two:
% 58.58/23.99  																																															| (724)  ~ (unit = e4)
% 58.58/23.99  																																															| (725) unit = e3 | unit = e1 | unit = e0
% 58.58/23.99  																																															|
% 58.58/23.99  																																																+-Applying beta-rule and splitting (725), into two cases.
% 58.58/23.99  																																																|-Branch one:
% 58.58/23.99  																																																| (726) unit = e0
% 58.58/23.99  																																																|
% 58.58/23.99  																																																	| From (726) and (244) follows:
% 58.58/23.99  																																																	| (2207) op(e0, e4) = e4
% 58.58/23.99  																																																	|
% 58.58/23.99  																																																	| From (726) and (211) follows:
% 58.58/23.99  																																																	| (15180) op(e0, e1) = e1
% 58.58/23.99  																																																	|
% 58.58/23.99  																																																	| From (726) and (40) follows:
% 58.58/23.99  																																																	| (1639) op(e3, e0) = e3
% 58.58/23.99  																																																	|
% 58.58/23.99  																																																	| Instantiating formula (29) with e3, e0, e3, e0 and discharging atoms op(e3, e0) = e3, op(e3, e0) = e0, yields:
% 58.58/23.99  																																																	| (676) e3 = e0
% 58.58/23.99  																																																	|
% 58.58/23.99  																																																	| Instantiating formula (29) with e0, e4, e4, e3 and discharging atoms op(e0, e4) = e4, op(e0, e4) = e3, yields:
% 58.58/23.99  																																																	| (425) e4 = e3
% 58.58/23.99  																																																	|
% 58.58/23.99  																																																	| Instantiating formula (29) with e0, e1, e1, e4 and discharging atoms op(e0, e1) = e4, op(e0, e1) = e1, yields:
% 58.58/23.99  																																																	| (630) e4 = e1
% 58.58/23.99  																																																	|
% 58.58/23.99  																																																	| Combining equations (425,630) yields a new equation:
% 58.58/23.99  																																																	| (454) e3 = e1
% 58.58/23.99  																																																	|
% 58.58/23.99  																																																	| Simplifying 454 yields:
% 58.58/23.99  																																																	| (455) e3 = e1
% 58.58/23.99  																																																	|
% 58.58/23.99  																																																	| Combining equations (455,676) yields a new equation:
% 58.58/23.99  																																																	| (546) e1 = e0
% 58.58/23.99  																																																	|
% 58.58/23.99  																																																	| Simplifying 546 yields:
% 58.58/23.99  																																																	| (431) e1 = e0
% 58.58/23.99  																																																	|
% 58.58/23.99  																																																	| Equations (431) can reduce 233 to:
% 58.58/23.99  																																																	| (266) $false
% 58.58/23.99  																																																	|
% 58.58/23.99  																																																	|-The branch is then unsatisfiable
% 58.58/23.99  																																																|-Branch two:
% 58.58/23.99  																																																| (734)  ~ (unit = e0)
% 58.58/23.99  																																																| (735) unit = e3 | unit = e1
% 58.58/23.99  																																																|
% 58.58/23.99  																																																	+-Applying beta-rule and splitting (735), into two cases.
% 58.58/23.99  																																																	|-Branch one:
% 58.58/23.99  																																																	| (736) unit = e1
% 58.58/23.99  																																																	|
% 58.58/23.99  																																																		| Equations (736) can reduce 734 to:
% 58.58/23.99  																																																		| (233)  ~ (e1 = e0)
% 58.58/23.99  																																																		|
% 58.58/23.99  																																																		| From (736) and (15) follows:
% 58.58/23.99  																																																		| (515) op(e1, e2) = e2
% 58.58/23.99  																																																		|
% 58.58/23.99  																																																		| From (736) and (40) follows:
% 58.58/23.99  																																																		| (1652) op(e3, e1) = e3
% 58.58/23.99  																																																		|
% 58.58/23.99  																																																		| From (736) and (32) follows:
% 58.58/23.99  																																																		| (347) op(e2, e1) = e2
% 58.58/23.99  																																																		|
% 58.58/23.99  																																																		| Instantiating formula (29) with e3, e1, e3, e1 and discharging atoms op(e3, e1) = e3, op(e3, e1) = e1, yields:
% 58.58/23.99  																																																		| (455) e3 = e1
% 58.58/23.99  																																																		|
% 58.58/23.99  																																																		| Instantiating formula (29) with e2, e1, e2, e0 and discharging atoms op(e2, e1) = e2, op(e2, e1) = e0, yields:
% 58.58/23.99  																																																		| (330) e2 = e0
% 58.58/23.99  																																																		|
% 58.58/23.99  																																																		| Instantiating formula (29) with e1, e2, e2, e3 and discharging atoms op(e1, e2) = e3, op(e1, e2) = e2, yields:
% 58.58/23.99  																																																		| (662) e3 = e2
% 58.58/23.99  																																																		|
% 58.58/23.99  																																																		| Combining equations (662,455) yields a new equation:
% 58.58/23.99  																																																		| (616) e2 = e1
% 58.58/23.99  																																																		|
% 58.58/23.99  																																																		| Simplifying 616 yields:
% 58.58/23.99  																																																		| (617) e2 = e1
% 58.58/23.99  																																																		|
% 58.58/23.99  																																																		| Combining equations (330,617) yields a new equation:
% 58.58/23.99  																																																		| (431) e1 = e0
% 58.58/23.99  																																																		|
% 58.58/23.99  																																																		| Equations (431) can reduce 233 to:
% 58.58/23.99  																																																		| (266) $false
% 58.58/23.99  																																																		|
% 58.58/23.99  																																																		|-The branch is then unsatisfiable
% 58.58/23.99  																																																	|-Branch two:
% 58.58/23.99  																																																	| (748)  ~ (unit = e1)
% 58.58/23.99  																																																	| (749) unit = e3
% 58.58/23.99  																																																	|
% 58.58/23.99  																																																		| From (749) and (15) follows:
% 58.58/23.99  																																																		| (751) op(e3, e2) = e2
% 58.58/23.99  																																																		|
% 58.58/23.99  																																																		| From (749) and (227) follows:
% 58.58/23.99  																																																		| (22570) op(e4, e3) = e4
% 58.58/23.99  																																																		|
% 58.58/23.99  																																																		| From (749) and (28) follows:
% 58.58/23.99  																																																		| (2235) op(e1, e3) = e1
% 58.58/23.99  																																																		|
% 58.58/23.99  																																																		| Instantiating formula (29) with e4, e3, e4, e0 and discharging atoms op(e4, e3) = e4, op(e4, e3) = e0, yields:
% 58.58/23.99  																																																		| (397) e4 = e0
% 58.58/23.99  																																																		|
% 58.58/23.99  																																																		| Instantiating formula (29) with e3, e2, e2, e4 and discharging atoms op(e3, e2) = e4, op(e3, e2) = e2, yields:
% 58.58/23.99  																																																		| (323) e4 = e2
% 58.58/23.99  																																																		|
% 58.58/23.99  																																																		| Instantiating formula (29) with e1, e3, e1, e4 and discharging atoms op(e1, e3) = e4, op(e1, e3) = e1, yields:
% 58.58/23.99  																																																		| (630) e4 = e1
% 58.58/23.99  																																																		|
% 58.58/23.99  																																																		| Combining equations (397,323) yields a new equation:
% 58.58/23.99  																																																		| (330) e2 = e0
% 58.58/23.99  																																																		|
% 58.58/23.99  																																																		| Combining equations (630,323) yields a new equation:
% 58.58/23.99  																																																		| (617) e2 = e1
% 58.58/23.99  																																																		|
% 58.58/23.99  																																																		| Combining equations (617,330) yields a new equation:
% 58.58/23.99  																																																		| (546) e1 = e0
% 58.58/23.99  																																																		|
% 58.58/23.99  																																																		| Simplifying 546 yields:
% 58.58/23.99  																																																		| (431) e1 = e0
% 58.58/23.99  																																																		|
% 58.58/23.99  																																																		| Equations (431) can reduce 233 to:
% 58.58/23.99  																																																		| (266) $false
% 58.58/23.99  																																																		|
% 58.58/23.99  																																																		|-The branch is then unsatisfiable
% 58.58/23.99  																																													|-Branch two:
% 58.58/23.99  																																													| (664)  ~ (all_0_51_51 = e3)
% 58.58/23.99  																																													| (1097) all_0_56_56 = e3
% 58.58/23.99  																																													|
% 58.58/23.99  																																														| Combining equations (1097,679) yields a new equation:
% 58.58/23.99  																																														| (675) e3 = e0
% 58.58/23.99  																																														|
% 58.58/23.99  																																														| Simplifying 675 yields:
% 58.58/23.99  																																														| (676) e3 = e0
% 58.58/23.99  																																														|
% 58.58/23.99  																																														| Equations (676) can reduce 80 to:
% 58.58/23.99  																																														| (266) $false
% 58.58/23.99  																																														|
% 58.58/23.99  																																														|-The branch is then unsatisfiable
% 58.58/23.99  																																												|-Branch two:
% 58.58/23.99  																																												| (566)  ~ (all_0_50_50 = e4)
% 58.58/23.99  																																												| (1071) all_0_51_51 = e4 | all_0_52_52 = e4 | all_0_53_53 = e4
% 58.58/23.99  																																												|
% 58.58/23.99  																																													+-Applying beta-rule and splitting (418), into two cases.
% 58.58/23.99  																																													|-Branch one:
% 58.58/23.99  																																													| (660) all_0_51_51 = e3
% 58.58/23.99  																																													|
% 58.58/23.99  																																														| Equations (660) can reduce 59 to:
% 58.58/23.99  																																														| (411)  ~ (all_0_50_50 = e3)
% 58.58/23.99  																																														|
% 58.58/23.99  																																														+-Applying beta-rule and splitting (422), into two cases.
% 58.58/23.99  																																														|-Branch one:
% 58.58/23.99  																																														| (775) all_0_50_50 = e4
% 58.58/23.99  																																														|
% 58.58/23.99  																																															| Equations (775) can reduce 566 to:
% 58.58/23.99  																																															| (266) $false
% 58.58/23.99  																																															|
% 58.58/23.99  																																															|-The branch is then unsatisfiable
% 58.58/23.99  																																														|-Branch two:
% 58.58/23.99  																																														| (566)  ~ (all_0_50_50 = e4)
% 58.58/23.99  																																														| (1444) all_0_50_50 = e3 | all_0_50_50 = e1
% 58.58/23.99  																																														|
% 58.58/23.99  																																															+-Applying beta-rule and splitting (1444), into two cases.
% 58.58/23.99  																																															|-Branch one:
% 58.58/23.99  																																															| (601) all_0_50_50 = e1
% 58.58/23.99  																																															|
% 58.58/23.99  																																																| Equations (601) can reduce 759 to:
% 58.58/23.99  																																																| (266) $false
% 58.58/23.99  																																																|
% 58.58/23.99  																																																|-The branch is then unsatisfiable
% 58.58/23.99  																																															|-Branch two:
% 58.58/23.99  																																															| (759)  ~ (all_0_50_50 = e1)
% 58.58/23.99  																																															| (415) all_0_50_50 = e3
% 58.58/23.99  																																															|
% 58.58/23.99  																																																| Equations (415) can reduce 411 to:
% 58.58/23.99  																																																| (266) $false
% 58.58/23.99  																																																|
% 58.58/23.99  																																																|-The branch is then unsatisfiable
% 58.58/23.99  																																													|-Branch two:
% 58.58/23.99  																																													| (664)  ~ (all_0_51_51 = e3)
% 58.58/23.99  																																													| (665) all_0_53_53 = e3
% 58.58/23.99  																																													|
% 58.58/23.99  																																														| Combining equations (665,1208) yields a new equation:
% 58.58/23.99  																																														| (454) e3 = e1
% 58.58/23.99  																																														|
% 58.58/23.99  																																														| Simplifying 454 yields:
% 58.58/23.99  																																														| (455) e3 = e1
% 58.58/23.99  																																														|
% 58.58/23.99  																																														| Equations (455) can reduce 213 to:
% 58.58/23.99  																																														| (266) $false
% 58.58/23.99  																																														|
% 58.58/23.99  																																														|-The branch is then unsatisfiable
% 58.58/23.99  																																											|-Branch two:
% 58.58/23.99  																																											| (1890)  ~ (all_0_42_42 = e4)
% 58.58/23.99  																																											| (1969) all_0_42_42 = e3 | all_0_42_42 = e1 | all_0_42_42 = e0
% 58.58/23.99  																																											|
% 58.58/23.99  																																												+-Applying beta-rule and splitting (1092), into two cases.
% 58.58/23.99  																																												|-Branch one:
% 58.58/23.99  																																												| (660) all_0_51_51 = e3
% 58.58/23.99  																																												|
% 58.58/23.99  																																													| Equations (660) can reduce 61 to:
% 58.58/23.99  																																													| (405)  ~ (all_0_42_42 = e3)
% 58.58/23.99  																																													|
% 58.58/23.99  																																													+-Applying beta-rule and splitting (1969), into two cases.
% 58.58/23.99  																																													|-Branch one:
% 58.58/23.99  																																													| (559) all_0_42_42 = e0
% 58.58/23.99  																																													|
% 58.58/23.99  																																														| Equations (559) can reduce 358 to:
% 58.58/23.99  																																														| (266) $false
% 58.58/23.99  																																														|
% 58.58/23.99  																																														|-The branch is then unsatisfiable
% 58.58/23.99  																																													|-Branch two:
% 58.58/23.99  																																													| (358)  ~ (all_0_42_42 = e0)
% 58.58/23.99  																																													| (2510) all_0_42_42 = e3 | all_0_42_42 = e1
% 58.58/23.99  																																													|
% 58.58/23.99  																																														+-Applying beta-rule and splitting (2510), into two cases.
% 58.58/23.99  																																														|-Branch one:
% 58.58/23.99  																																														| (459) all_0_42_42 = e1
% 58.58/23.99  																																														|
% 58.58/23.99  																																															| Equations (459) can reduce 1380 to:
% 58.58/23.99  																																															| (266) $false
% 58.58/23.99  																																															|
% 58.58/23.99  																																															|-The branch is then unsatisfiable
% 58.58/23.99  																																														|-Branch two:
% 58.58/23.99  																																														| (1380)  ~ (all_0_42_42 = e1)
% 58.58/23.99  																																														| (516) all_0_42_42 = e3
% 58.58/23.99  																																														|
% 58.58/23.99  																																															| Equations (516) can reduce 405 to:
% 58.58/23.99  																																															| (266) $false
% 58.58/23.99  																																															|
% 58.58/23.99  																																															|-The branch is then unsatisfiable
% 58.58/23.99  																																												|-Branch two:
% 58.58/23.99  																																												| (664)  ~ (all_0_51_51 = e3)
% 58.58/23.99  																																												| (1097) all_0_56_56 = e3
% 58.58/23.99  																																												|
% 58.58/23.99  																																													| Combining equations (679,1097) yields a new equation:
% 58.58/23.99  																																													| (676) e3 = e0
% 58.58/23.99  																																													|
% 58.58/23.99  																																													| Equations (676) can reduce 80 to:
% 58.58/23.99  																																													| (266) $false
% 58.58/23.99  																																													|
% 58.58/23.99  																																													|-The branch is then unsatisfiable
% 58.58/23.99  																																							|-Branch two:
% 58.58/23.99  																																							| (1898)  ~ (all_0_41_41 = e3)
% 58.58/23.99  																																							| (1923) all_0_46_46 = e3 | all_0_50_50 = e3 | all_0_55_55 = e3
% 58.58/23.99  																																							|
% 58.58/23.99  																																								+-Applying beta-rule and splitting (113), into two cases.
% 58.58/23.99  																																								|-Branch one:
% 58.58/23.99  																																								| (403) all_0_41_41 = e3
% 58.58/23.99  																																								|
% 58.58/23.99  																																									| Equations (403) can reduce 1898 to:
% 58.58/23.99  																																									| (266) $false
% 58.58/23.99  																																									|
% 58.58/23.99  																																									|-The branch is then unsatisfiable
% 58.58/23.99  																																								|-Branch two:
% 58.58/23.99  																																								| (1898)  ~ (all_0_41_41 = e3)
% 58.58/23.99  																																								| (1899) all_0_42_42 = e3 | all_0_44_44 = e3
% 58.58/23.99  																																								|
% 58.58/23.99  																																									+-Applying beta-rule and splitting (1899), into two cases.
% 58.58/23.99  																																									|-Branch one:
% 58.58/23.99  																																									| (516) all_0_42_42 = e3
% 58.58/23.99  																																									|
% 58.58/23.99  																																										| Equations (516) can reduce 61 to:
% 58.58/23.99  																																										| (1925)  ~ (all_0_51_51 = e3)
% 58.58/23.99  																																										|
% 58.58/23.99  																																										| Simplifying 1925 yields:
% 58.58/23.99  																																										| (664)  ~ (all_0_51_51 = e3)
% 58.58/23.99  																																										|
% 58.58/23.99  																																										| Equations (516) can reduce 1380 to:
% 58.58/23.99  																																										| (213)  ~ (e3 = e1)
% 58.58/23.99  																																										|
% 58.58/23.99  																																										+-Applying beta-rule and splitting (418), into two cases.
% 58.58/23.99  																																										|-Branch one:
% 58.58/23.99  																																										| (660) all_0_51_51 = e3
% 58.58/23.99  																																										|
% 58.58/23.99  																																											| Equations (660) can reduce 664 to:
% 58.58/23.99  																																											| (266) $false
% 58.58/23.99  																																											|
% 58.58/23.99  																																											|-The branch is then unsatisfiable
% 58.58/23.99  																																										|-Branch two:
% 58.58/23.99  																																										| (664)  ~ (all_0_51_51 = e3)
% 58.58/23.99  																																										| (665) all_0_53_53 = e3
% 58.58/23.99  																																										|
% 58.58/23.99  																																											| Combining equations (665,1208) yields a new equation:
% 58.58/23.99  																																											| (454) e3 = e1
% 58.58/23.99  																																											|
% 58.58/23.99  																																											| Simplifying 454 yields:
% 58.58/23.99  																																											| (455) e3 = e1
% 58.58/23.99  																																											|
% 58.58/23.99  																																											| Equations (455) can reduce 213 to:
% 58.58/23.99  																																											| (266) $false
% 58.58/23.99  																																											|
% 58.58/23.99  																																											|-The branch is then unsatisfiable
% 58.58/23.99  																																									|-Branch two:
% 58.58/23.99  																																									| (405)  ~ (all_0_42_42 = e3)
% 58.58/23.99  																																									| (532) all_0_44_44 = e3
% 58.58/23.99  																																									|
% 58.58/23.99  																																										| Combining equations (532,1414) yields a new equation:
% 58.58/23.99  																																										| (675) e3 = e0
% 58.58/23.99  																																										|
% 58.58/23.99  																																										| Simplifying 675 yields:
% 58.58/23.99  																																										| (676) e3 = e0
% 58.58/23.99  																																										|
% 58.58/23.99  																																										| Equations (676) can reduce 80 to:
% 58.58/23.99  																																										| (266) $false
% 58.58/23.99  																																										|
% 58.58/23.99  																																										|-The branch is then unsatisfiable
% 58.58/24.00  																												|-Branch two:
% 58.58/24.00  																												| (1283)  ~ (all_0_48_48 = e0)
% 58.58/24.00  																												| (875) all_0_57_57 = e0
% 58.58/24.00  																												|
% 58.58/24.00  																													| Combining equations (871,875) yields a new equation:
% 58.58/24.00  																													| (481) e4 = e0
% 58.58/24.00  																													|
% 58.58/24.00  																													| Simplifying 481 yields:
% 58.58/24.00  																													| (397) e4 = e0
% 58.58/24.00  																													|
% 58.58/24.00  																													| Equations (397) can reduce 49 to:
% 58.58/24.00  																													| (266) $false
% 58.58/24.00  																													|
% 58.58/24.00  																													|-The branch is then unsatisfiable
% 58.58/24.00  																									|-Branch two:
% 58.58/24.00  																									| (433)  ~ (all_0_43_43 = e1)
% 58.58/24.00  																									| (434) all_0_48_48 = e1 | all_0_52_52 = e1 | all_0_57_57 = e1
% 58.58/24.00  																									|
% 58.58/24.00  																										+-Applying beta-rule and splitting (434), into two cases.
% 58.58/24.00  																										|-Branch one:
% 58.58/24.00  																										| (615) all_0_48_48 = e1
% 58.58/24.00  																										|
% 58.58/24.00  																											| Equations (615) can reduce 619 to:
% 58.58/24.00  																											| (266) $false
% 58.58/24.00  																											|
% 58.58/24.00  																											|-The branch is then unsatisfiable
% 58.58/24.00  																										|-Branch two:
% 58.58/24.00  																										| (619)  ~ (all_0_48_48 = e1)
% 58.58/24.00  																										| (620) all_0_52_52 = e1 | all_0_57_57 = e1
% 58.58/24.00  																										|
% 58.58/24.00  																											+-Applying beta-rule and splitting (620), into two cases.
% 58.58/24.00  																											|-Branch one:
% 58.58/24.00  																											| (642) all_0_52_52 = e1
% 58.58/24.00  																											|
% 58.58/24.00  																												| Combining equations (352,642) yields a new equation:
% 58.58/24.00  																												| (616) e2 = e1
% 58.58/24.00  																												|
% 58.58/24.00  																												| Simplifying 616 yields:
% 58.58/24.00  																												| (617) e2 = e1
% 58.58/24.00  																												|
% 58.58/24.00  																												| Equations (617) can reduce 122 to:
% 58.58/24.00  																												| (266) $false
% 58.58/24.00  																												|
% 58.58/24.00  																												|-The branch is then unsatisfiable
% 58.58/24.00  																											|-Branch two:
% 58.58/24.00  																											| (646)  ~ (all_0_52_52 = e1)
% 58.58/24.00  																											| (647) all_0_57_57 = e1
% 58.58/24.00  																											|
% 58.58/24.00  																												| Combining equations (647,871) yields a new equation:
% 58.58/24.00  																												| (630) e4 = e1
% 58.58/24.00  																												|
% 58.58/24.00  																												| Equations (630) can reduce 110 to:
% 58.58/24.00  																												| (266) $false
% 58.58/24.00  																												|
% 58.58/24.00  																												|-The branch is then unsatisfiable
% 58.58/24.00  																							|-Branch two:
% 58.58/24.00  																							| (813) all_0_47_47 = e1 & all_0_52_52 = e2 &  ~ (all_0_51_51 = e1)
% 58.58/24.00  																							|
% 58.58/24.00  																								| Applying alpha-rule on (813) yields:
% 58.58/24.00  																								| (654) all_0_47_47 = e1
% 58.58/24.00  																								| (352) all_0_52_52 = e2
% 58.58/24.00  																								| (464)  ~ (all_0_51_51 = e1)
% 58.58/24.00  																								|
% 58.58/24.00  																								| Equations (654) can reduce 114 to:
% 58.58/24.00  																								| (11581)  ~ (all_0_48_48 = e1)
% 58.58/24.00  																								|
% 58.58/24.00  																								| Simplifying 11581 yields:
% 58.58/24.00  																								| (619)  ~ (all_0_48_48 = e1)
% 58.58/24.00  																								|
% 58.58/24.00  																								| Equations (654) can reduce 224 to:
% 58.58/24.00  																								| (463)  ~ (all_0_51_51 = e1)
% 58.58/24.00  																								|
% 58.58/24.00  																								| Simplifying 463 yields:
% 58.58/24.00  																								| (464)  ~ (all_0_51_51 = e1)
% 58.58/24.00  																								|
% 58.58/24.00  																								| Equations (654) can reduce 252 to:
% 58.58/24.00  																								| (602)  ~ (e4 = e1)
% 58.58/24.00  																								|
% 58.58/24.00  																								| Simplifying 602 yields:
% 58.58/24.00  																								| (110)  ~ (e4 = e1)
% 58.58/24.00  																								|
% 58.58/24.00  																								| Equations (654) can reduce 338 to:
% 58.58/24.00  																								| (604)  ~ (e2 = e1)
% 58.58/24.00  																								|
% 58.58/24.00  																								| Simplifying 604 yields:
% 58.58/24.00  																								| (122)  ~ (e2 = e1)
% 58.58/24.00  																								|
% 58.58/24.00  																								| Equations (654) can reduce 678 to:
% 58.58/24.00  																								| (233)  ~ (e1 = e0)
% 58.58/24.00  																								|
% 58.58/24.00  																								+-Applying beta-rule and splitting (130), into two cases.
% 58.58/24.00  																								|-Branch one:
% 58.58/24.00  																								| (430) all_0_43_43 = e1
% 58.58/24.00  																								|
% 58.58/24.00  																									| Equations (430) can reduce 31 to:
% 58.58/24.00  																									| (457)  ~ (all_0_41_41 = e1)
% 58.58/24.00  																									|
% 58.58/24.00  																									| Equations (430) can reduce 240 to:
% 58.58/24.00  																									| (1380)  ~ (all_0_42_42 = e1)
% 58.58/24.00  																									|
% 58.58/24.00  																									| Equations (430) can reduce 17 to:
% 58.58/24.00  																									| (11581)  ~ (all_0_48_48 = e1)
% 58.58/24.00  																									|
% 58.58/24.00  																									| Simplifying 11581 yields:
% 58.58/24.00  																									| (619)  ~ (all_0_48_48 = e1)
% 58.58/24.00  																									|
% 58.58/24.00  																									| Equations (430) can reduce 96 to:
% 58.58/24.00  																									| (604)  ~ (e2 = e1)
% 58.58/24.00  																									|
% 58.58/24.00  																									| Simplifying 604 yields:
% 58.58/24.00  																									| (122)  ~ (e2 = e1)
% 58.58/24.00  																									|
% 58.58/24.00  																									| From (430) and (37) follows:
% 58.58/24.00  																									| (13877) op(e3, e1) = e1
% 58.58/24.00  																									|
% 58.58/24.00  																									+-Applying beta-rule and splitting (4), into two cases.
% 58.58/24.00  																									|-Branch one:
% 58.58/24.00  																									| (356) all_0_43_43 = e0
% 58.58/24.00  																									|
% 58.58/24.00  																										| Combining equations (356,430) yields a new equation:
% 58.58/24.00  																										| (431) e1 = e0
% 58.58/24.00  																										|
% 58.58/24.00  																										| Equations (431) can reduce 233 to:
% 58.58/24.00  																										| (266) $false
% 58.58/24.00  																										|
% 58.58/24.00  																										|-The branch is then unsatisfiable
% 58.58/24.00  																									|-Branch two:
% 58.58/24.00  																									| (5470)  ~ (all_0_43_43 = e0)
% 58.58/24.00  																									| (5471) all_0_48_48 = e0 | all_0_57_57 = e0
% 58.58/24.00  																									|
% 58.58/24.00  																										+-Applying beta-rule and splitting (165), into two cases.
% 58.58/24.00  																										|-Branch one:
% 58.58/24.00  																										| (794) all_0_41_41 = e0
% 58.58/24.00  																										|
% 58.58/24.00  																											| Equations (794) can reduce 357 to:
% 58.58/24.00  																											| (266) $false
% 58.58/24.00  																											|
% 58.58/24.00  																											|-The branch is then unsatisfiable
% 58.58/24.00  																										|-Branch two:
% 58.58/24.00  																										| (357)  ~ (all_0_41_41 = e0)
% 58.58/24.00  																										| (6761) all_0_42_42 = e0 | all_0_43_43 = e0 | all_0_44_44 = e0
% 58.58/24.00  																										|
% 58.58/24.00  																											+-Applying beta-rule and splitting (5471), into two cases.
% 58.58/24.00  																											|-Branch one:
% 58.58/24.00  																											| (1279) all_0_48_48 = e0
% 58.58/24.00  																											|
% 58.58/24.00  																												| Equations (1279) can reduce 619 to:
% 58.58/24.00  																												| (435)  ~ (e1 = e0)
% 58.58/24.00  																												|
% 58.58/24.00  																												| Simplifying 435 yields:
% 58.58/24.00  																												| (233)  ~ (e1 = e0)
% 58.58/24.00  																												|
% 58.58/24.00  																												| From (1279) and (192) follows:
% 58.58/24.00  																												| (14938) op(e2, e1) = e0
% 58.58/24.00  																												|
% 58.58/24.00  																												+-Applying beta-rule and splitting (6761), into two cases.
% 58.58/24.00  																												|-Branch one:
% 58.58/24.00  																												| (559) all_0_42_42 = e0
% 58.58/24.00  																												|
% 58.58/24.00  																													| Equations (559) can reduce 358 to:
% 58.58/24.00  																													| (266) $false
% 58.58/24.00  																													|
% 58.58/24.00  																													|-The branch is then unsatisfiable
% 58.58/24.00  																												|-Branch two:
% 58.58/24.00  																												| (358)  ~ (all_0_42_42 = e0)
% 58.58/24.00  																												| (6766) all_0_43_43 = e0 | all_0_44_44 = e0
% 58.58/24.00  																												|
% 58.58/24.00  																													+-Applying beta-rule and splitting (54), into two cases.
% 58.58/24.00  																													|-Branch one:
% 58.58/24.00  																													| (583) all_0_49_49 = e2
% 58.58/24.00  																													|
% 58.58/24.00  																														| Equations (583) can reduce 340 to:
% 58.58/24.00  																														| (266) $false
% 58.58/24.00  																														|
% 58.58/24.00  																														|-The branch is then unsatisfiable
% 58.58/24.00  																													|-Branch two:
% 58.58/24.00  																													| (340)  ~ (all_0_49_49 = e2)
% 58.58/24.00  																													| (586) all_0_49_49 = e4 | all_0_49_49 = e3 | all_0_49_49 = e1 | all_0_49_49 = e0
% 58.58/24.00  																													|
% 58.58/24.00  																														+-Applying beta-rule and splitting (6766), into two cases.
% 58.58/24.00  																														|-Branch one:
% 58.58/24.00  																														| (356) all_0_43_43 = e0
% 58.58/24.00  																														|
% 58.58/24.00  																															| Combining equations (356,430) yields a new equation:
% 58.58/24.00  																															| (431) e1 = e0
% 58.58/24.00  																															|
% 58.58/24.00  																															| Equations (431) can reduce 233 to:
% 58.58/24.00  																															| (266) $false
% 58.58/24.00  																															|
% 58.58/24.00  																															|-The branch is then unsatisfiable
% 58.58/24.00  																														|-Branch two:
% 58.58/24.00  																														| (5470)  ~ (all_0_43_43 = e0)
% 58.58/24.00  																														| (1414) all_0_44_44 = e0
% 58.58/24.00  																														|
% 58.58/24.00  																															| Equations (1414) can reduce 149 to:
% 58.58/24.00  																															| (357)  ~ (all_0_41_41 = e0)
% 58.58/24.00  																															|
% 58.58/24.00  																															| Equations (1414) can reduce 73 to:
% 58.58/24.00  																															| (358)  ~ (all_0_42_42 = e0)
% 58.58/24.00  																															|
% 58.58/24.00  																															| Equations (1414) can reduce 9 to:
% 58.58/24.00  																															| (486)  ~ (all_0_49_49 = e0)
% 58.58/24.00  																															|
% 58.58/24.00  																															| Simplifying 486 yields:
% 58.58/24.00  																															| (487)  ~ (all_0_49_49 = e0)
% 58.58/24.00  																															|
% 58.58/24.00  																															| Equations (1414) can reduce 220 to:
% 58.58/24.00  																															| (488)  ~ (all_0_53_53 = e0)
% 58.58/24.00  																															|
% 58.58/24.00  																															| Simplifying 488 yields:
% 58.58/24.00  																															| (247)  ~ (all_0_53_53 = e0)
% 58.58/24.00  																															|
% 58.58/24.00  																															| From (1414) and (138) follows:
% 58.58/24.00  																															| (1667) op(e3, e0) = e0
% 58.58/24.00  																															|
% 58.58/24.00  																															+-Applying beta-rule and splitting (586), into two cases.
% 58.58/24.00  																															|-Branch one:
% 58.58/24.00  																															| (974) all_0_49_49 = e4
% 58.58/24.00  																															|
% 58.58/24.00  																																| Equations (974) can reduce 256 to:
% 58.58/24.00  																																| (266) $false
% 58.58/24.00  																																|
% 58.58/24.00  																																|-The branch is then unsatisfiable
% 58.58/24.00  																															|-Branch two:
% 58.58/24.00  																															| (256)  ~ (all_0_49_49 = e4)
% 58.58/24.00  																															| (977) all_0_49_49 = e3 | all_0_49_49 = e1 | all_0_49_49 = e0
% 58.58/24.00  																															|
% 58.58/24.00  																																+-Applying beta-rule and splitting (160), into two cases.
% 58.58/24.00  																																|-Branch one:
% 58.58/24.00  																																| (601) all_0_50_50 = e1
% 58.58/24.00  																																|
% 58.58/24.00  																																	| Equations (601) can reduce 759 to:
% 58.58/24.00  																																	| (266) $false
% 58.58/24.00  																																	|
% 58.58/24.00  																																	|-The branch is then unsatisfiable
% 58.58/24.00  																																|-Branch two:
% 58.58/24.00  																																| (759)  ~ (all_0_50_50 = e1)
% 58.58/24.00  																																| (1168) all_0_51_51 = e1 | all_0_52_52 = e1 | all_0_53_53 = e1
% 58.58/24.00  																																|
% 58.58/24.00  																																	+-Applying beta-rule and splitting (1168), into two cases.
% 58.58/24.00  																																	|-Branch one:
% 58.58/24.00  																																	| (1109) all_0_51_51 = e1
% 58.58/24.00  																																	|
% 58.58/24.00  																																		| Equations (1109) can reduce 464 to:
% 58.58/24.00  																																		| (266) $false
% 58.58/24.00  																																		|
% 58.58/24.00  																																		|-The branch is then unsatisfiable
% 58.58/24.00  																																	|-Branch two:
% 58.58/24.00  																																	| (464)  ~ (all_0_51_51 = e1)
% 58.58/24.00  																																	| (1202) all_0_52_52 = e1 | all_0_53_53 = e1
% 58.58/24.00  																																	|
% 58.58/24.00  																																		+-Applying beta-rule and splitting (977), into two cases.
% 58.58/24.00  																																		|-Branch one:
% 58.58/24.00  																																		| (978) all_0_49_49 = e0
% 58.58/24.00  																																		|
% 58.58/24.00  																																			| Equations (978) can reduce 487 to:
% 58.58/24.00  																																			| (266) $false
% 58.58/24.00  																																			|
% 58.58/24.00  																																			|-The branch is then unsatisfiable
% 58.58/24.00  																																		|-Branch two:
% 58.58/24.00  																																		| (487)  ~ (all_0_49_49 = e0)
% 58.58/24.00  																																		| (981) all_0_49_49 = e3 | all_0_49_49 = e1
% 58.58/24.00  																																		|
% 58.58/24.00  																																			+-Applying beta-rule and splitting (1202), into two cases.
% 58.58/24.00  																																			|-Branch one:
% 58.58/24.00  																																			| (642) all_0_52_52 = e1
% 58.58/24.00  																																			|
% 58.58/24.00  																																				| Combining equations (352,642) yields a new equation:
% 58.58/24.00  																																				| (616) e2 = e1
% 58.58/24.00  																																				|
% 58.58/24.00  																																				| Simplifying 616 yields:
% 58.58/24.00  																																				| (617) e2 = e1
% 58.58/24.00  																																				|
% 58.58/24.00  																																				| Equations (617) can reduce 122 to:
% 58.58/24.00  																																				| (266) $false
% 58.58/24.00  																																				|
% 58.58/24.00  																																				|-The branch is then unsatisfiable
% 58.58/24.00  																																			|-Branch two:
% 58.58/24.00  																																			| (646)  ~ (all_0_52_52 = e1)
% 58.58/24.00  																																			| (1208) all_0_53_53 = e1
% 58.58/24.00  																																			|
% 58.58/24.00  																																				| Equations (1208) can reduce 65 to:
% 58.58/24.00  																																				| (1064)  ~ (all_0_49_49 = e1)
% 58.58/24.00  																																				|
% 58.58/24.00  																																				| Equations (1208) can reduce 190 to:
% 58.58/24.00  																																				| (759)  ~ (all_0_50_50 = e1)
% 58.58/24.00  																																				|
% 58.58/24.00  																																				| Equations (1208) can reduce 247 to:
% 58.58/24.00  																																				| (233)  ~ (e1 = e0)
% 58.58/24.00  																																				|
% 58.58/24.00  																																				+-Applying beta-rule and splitting (981), into two cases.
% 58.58/24.00  																																				|-Branch one:
% 58.58/24.00  																																				| (671) all_0_49_49 = e1
% 58.58/24.00  																																				|
% 58.58/24.00  																																					| Equations (671) can reduce 1064 to:
% 58.58/24.00  																																					| (266) $false
% 58.58/24.00  																																					|
% 58.58/24.00  																																					|-The branch is then unsatisfiable
% 58.58/24.00  																																				|-Branch two:
% 58.58/24.00  																																				| (1064)  ~ (all_0_49_49 = e1)
% 58.58/24.00  																																				| (884) all_0_49_49 = e3
% 58.58/24.00  																																				|
% 58.58/24.00  																																					| Equations (884) can reduce 487 to:
% 58.58/24.00  																																					| (80)  ~ (e3 = e0)
% 58.58/24.00  																																					|
% 58.58/24.00  																																					| From (884) and (55) follows:
% 58.58/24.00  																																					| (1581) op(e2, e0) = e3
% 58.58/24.00  																																					|
% 58.58/24.00  																																					+-Applying beta-rule and splitting (168), into two cases.
% 58.58/24.00  																																					|-Branch one:
% 58.58/24.00  																																					| (415) all_0_50_50 = e3
% 58.58/24.00  																																					|
% 58.58/24.00  																																						| Equations (415) can reduce 221 to:
% 58.58/24.00  																																						| (1898)  ~ (all_0_41_41 = e3)
% 58.58/24.00  																																						|
% 58.58/24.00  																																						| From (415) and (242) follows:
% 58.58/24.00  																																						| (1934) op(e1, e3) = e3
% 58.58/24.00  																																						|
% 58.58/24.00  																																						+-Applying beta-rule and splitting (113), into two cases.
% 58.58/24.00  																																						|-Branch one:
% 58.58/24.00  																																						| (403) all_0_41_41 = e3
% 58.58/24.00  																																						|
% 58.58/24.00  																																							| Equations (403) can reduce 1898 to:
% 58.58/24.00  																																							| (266) $false
% 58.58/24.00  																																							|
% 58.58/24.00  																																							|-The branch is then unsatisfiable
% 58.58/24.00  																																						|-Branch two:
% 58.58/24.00  																																						| (1898)  ~ (all_0_41_41 = e3)
% 58.58/24.00  																																						| (1899) all_0_42_42 = e3 | all_0_44_44 = e3
% 58.58/24.00  																																						|
% 58.58/24.00  																																							+-Applying beta-rule and splitting (27), into two cases.
% 58.58/24.00  																																							|-Branch one:
% 58.58/24.00  																																							| (437) all_0_41_41 = e4
% 58.58/24.00  																																							|
% 58.58/24.00  																																								| Equations (437) can reduce 1898 to:
% 58.58/24.00  																																								| (188)  ~ (e4 = e3)
% 58.58/24.00  																																								|
% 58.58/24.00  																																								| Equations (437) can reduce 85 to:
% 58.58/24.00  																																								| (48)  ~ (e4 = e2)
% 58.58/24.00  																																								|
% 58.58/24.00  																																								| Equations (437) can reduce 457 to:
% 58.58/24.00  																																								| (110)  ~ (e4 = e1)
% 58.58/24.00  																																								|
% 58.58/24.00  																																								| From (437) and (219) follows:
% 58.58/24.00  																																								| (1913) op(e3, e3) = e4
% 58.58/24.00  																																								|
% 58.58/24.00  																																								+-Applying beta-rule and splitting (231), into two cases.
% 58.58/24.00  																																								|-Branch one:
% 58.58/24.00  																																								| (775) all_0_50_50 = e4
% 58.58/24.00  																																								|
% 58.58/24.00  																																									| Combining equations (415,775) yields a new equation:
% 58.58/24.00  																																									| (425) e4 = e3
% 58.58/24.00  																																									|
% 58.58/24.00  																																									| Equations (425) can reduce 188 to:
% 58.58/24.00  																																									| (266) $false
% 58.58/24.00  																																									|
% 58.58/24.00  																																									|-The branch is then unsatisfiable
% 58.58/24.00  																																								|-Branch two:
% 58.58/24.00  																																								| (566)  ~ (all_0_50_50 = e4)
% 58.58/24.00  																																								| (1071) all_0_51_51 = e4 | all_0_52_52 = e4 | all_0_53_53 = e4
% 58.58/24.00  																																								|
% 58.58/24.00  																																									+-Applying beta-rule and splitting (1071), into two cases.
% 58.58/24.00  																																									|-Branch one:
% 58.58/24.00  																																									| (1101) all_0_51_51 = e4
% 58.58/24.00  																																									|
% 58.58/24.00  																																										| From (1101) and (186) follows:
% 58.58/24.00  																																										| (13720) op(e1, e2) = e4
% 58.58/24.00  																																										|
% 58.58/24.00  																																										+-Applying beta-rule and splitting (56), into two cases.
% 58.58/24.00  																																										|-Branch one:
% 58.58/24.00  																																										| (696) unit = e2
% 58.58/24.00  																																										|
% 58.58/24.00  																																											| From (696) and (24) follows:
% 58.58/24.00  																																											| (697) op(e2, e3) = e3
% 58.58/24.00  																																											|
% 58.58/24.00  																																											| From (696) and (209) follows:
% 58.58/24.01  																																											| (7585) op(e2, e0) = e0
% 58.58/24.01  																																											|
% 58.58/24.01  																																											| From (696) and (227) follows:
% 58.58/24.01  																																											| (4284) op(e4, e2) = e4
% 58.58/24.01  																																											|
% 58.58/24.01  																																											| From (696) and (28) follows:
% 58.58/24.01  																																											| (699) op(e1, e2) = e1
% 58.58/24.01  																																											|
% 58.58/24.01  																																											| Instantiating formula (29) with e4, e2, e4, e2 and discharging atoms op(e4, e2) = e4, op(e4, e2) = e2, yields:
% 58.58/24.01  																																											| (323) e4 = e2
% 58.58/24.01  																																											|
% 58.58/24.01  																																											| Instantiating formula (29) with e2, e3, e3, e2 and discharging atoms op(e2, e3) = e3, op(e2, e3) = e2, yields:
% 58.58/24.01  																																											| (662) e3 = e2
% 58.58/24.01  																																											|
% 58.58/24.01  																																											| Instantiating formula (29) with e2, e0, e0, e3 and discharging atoms op(e2, e0) = e3, op(e2, e0) = e0, yields:
% 58.58/24.01  																																											| (676) e3 = e0
% 58.58/24.01  																																											|
% 58.58/24.01  																																											| Instantiating formula (29) with e1, e2, e1, e4 and discharging atoms op(e1, e2) = e4, op(e1, e2) = e1, yields:
% 58.58/24.01  																																											| (630) e4 = e1
% 58.58/24.01  																																											|
% 58.58/24.01  																																											| Combining equations (323,630) yields a new equation:
% 58.58/24.01  																																											| (616) e2 = e1
% 58.58/24.01  																																											|
% 58.58/24.01  																																											| Simplifying 616 yields:
% 58.58/24.01  																																											| (617) e2 = e1
% 58.58/24.01  																																											|
% 58.58/24.01  																																											| Combining equations (676,662) yields a new equation:
% 58.58/24.01  																																											| (330) e2 = e0
% 58.58/24.01  																																											|
% 58.58/24.01  																																											| Combining equations (330,617) yields a new equation:
% 58.58/24.01  																																											| (431) e1 = e0
% 58.58/24.01  																																											|
% 58.58/24.01  																																											| Equations (431) can reduce 233 to:
% 58.58/24.01  																																											| (266) $false
% 58.58/24.01  																																											|
% 58.58/24.01  																																											|-The branch is then unsatisfiable
% 58.58/24.01  																																										|-Branch two:
% 58.58/24.01  																																										| (707)  ~ (unit = e2)
% 58.58/24.01  																																										| (708) unit = e4 | unit = e3 | unit = e1 | unit = e0
% 58.58/24.01  																																										|
% 58.58/24.01  																																											+-Applying beta-rule and splitting (708), into two cases.
% 58.58/24.01  																																											|-Branch one:
% 58.58/24.01  																																											| (709) unit = e4
% 58.58/24.01  																																											|
% 58.58/24.01  																																												| From (709) and (211) follows:
% 58.58/24.01  																																												| (22527) op(e4, e1) = e1
% 58.58/24.01  																																												|
% 58.58/24.01  																																												| From (709) and (42) follows:
% 58.58/24.01  																																												| (713) op(e0, e4) = e0
% 58.58/24.01  																																												|
% 58.58/24.01  																																												| Instantiating formula (29) with e4, e1, e1, e3 and discharging atoms op(e4, e1) = e3, op(e4, e1) = e1, yields:
% 58.58/24.01  																																												| (455) e3 = e1
% 58.58/24.01  																																												|
% 58.58/24.01  																																												| Instantiating formula (29) with e0, e4, e0, e3 and discharging atoms op(e0, e4) = e3, op(e0, e4) = e0, yields:
% 58.58/24.01  																																												| (676) e3 = e0
% 58.58/24.01  																																												|
% 58.58/24.01  																																												| Combining equations (455,676) yields a new equation:
% 58.58/24.01  																																												| (546) e1 = e0
% 58.58/24.01  																																												|
% 58.58/24.01  																																												| Simplifying 546 yields:
% 58.58/24.01  																																												| (431) e1 = e0
% 58.58/24.01  																																												|
% 58.58/24.01  																																												| Equations (431) can reduce 233 to:
% 58.58/24.01  																																												| (266) $false
% 58.58/24.01  																																												|
% 58.58/24.01  																																												|-The branch is then unsatisfiable
% 58.58/24.01  																																											|-Branch two:
% 58.58/24.01  																																											| (724)  ~ (unit = e4)
% 58.58/24.01  																																											| (725) unit = e3 | unit = e1 | unit = e0
% 58.58/24.01  																																											|
% 58.58/24.01  																																												+-Applying beta-rule and splitting (725), into two cases.
% 58.58/24.01  																																												|-Branch one:
% 58.58/24.01  																																												| (726) unit = e0
% 58.58/24.01  																																												|
% 58.58/24.01  																																													| From (726) and (244) follows:
% 58.58/24.01  																																													| (2207) op(e0, e4) = e4
% 58.58/24.01  																																													|
% 58.58/24.01  																																													| From (726) and (211) follows:
% 58.58/24.01  																																													| (15180) op(e0, e1) = e1
% 58.58/24.01  																																													|
% 58.58/24.01  																																													| From (726) and (40) follows:
% 58.58/24.01  																																													| (1639) op(e3, e0) = e3
% 58.58/24.01  																																													|
% 58.58/24.01  																																													| Instantiating formula (29) with e3, e0, e3, e0 and discharging atoms op(e3, e0) = e3, op(e3, e0) = e0, yields:
% 58.58/24.01  																																													| (676) e3 = e0
% 58.58/24.01  																																													|
% 58.58/24.01  																																													| Instantiating formula (29) with e0, e4, e4, e3 and discharging atoms op(e0, e4) = e4, op(e0, e4) = e3, yields:
% 58.58/24.01  																																													| (425) e4 = e3
% 58.58/24.01  																																													|
% 58.58/24.01  																																													| Instantiating formula (29) with e0, e1, e1, e4 and discharging atoms op(e0, e1) = e4, op(e0, e1) = e1, yields:
% 58.58/24.01  																																													| (630) e4 = e1
% 58.58/24.01  																																													|
% 58.58/24.01  																																													| Combining equations (425,630) yields a new equation:
% 58.58/24.01  																																													| (454) e3 = e1
% 58.58/24.01  																																													|
% 58.58/24.01  																																													| Simplifying 454 yields:
% 58.58/24.01  																																													| (455) e3 = e1
% 58.58/24.01  																																													|
% 58.58/24.01  																																													| Combining equations (455,676) yields a new equation:
% 58.58/24.01  																																													| (546) e1 = e0
% 58.58/24.01  																																													|
% 58.58/24.01  																																													| Simplifying 546 yields:
% 58.58/24.01  																																													| (431) e1 = e0
% 58.58/24.01  																																													|
% 58.58/24.01  																																													| Equations (431) can reduce 233 to:
% 58.58/24.01  																																													| (266) $false
% 58.58/24.01  																																													|
% 58.58/24.01  																																													|-The branch is then unsatisfiable
% 58.58/24.01  																																												|-Branch two:
% 58.58/24.01  																																												| (734)  ~ (unit = e0)
% 58.58/24.01  																																												| (735) unit = e3 | unit = e1
% 58.58/24.01  																																												|
% 58.58/24.01  																																													+-Applying beta-rule and splitting (735), into two cases.
% 58.58/24.01  																																													|-Branch one:
% 58.58/24.01  																																													| (736) unit = e1
% 58.58/24.01  																																													|
% 58.58/24.01  																																														| Equations (736) can reduce 734 to:
% 58.58/24.01  																																														| (233)  ~ (e1 = e0)
% 58.58/24.01  																																														|
% 58.58/24.01  																																														| From (736) and (15) follows:
% 58.58/24.01  																																														| (515) op(e1, e2) = e2
% 58.58/24.01  																																														|
% 58.58/24.01  																																														| From (736) and (28) follows:
% 58.58/24.01  																																														| (740) op(e1, e1) = e1
% 58.58/24.01  																																														|
% 58.58/24.01  																																														| From (736) and (42) follows:
% 58.58/24.01  																																														| (3221) op(e0, e1) = e0
% 58.58/24.01  																																														|
% 58.58/24.01  																																														| Instantiating formula (29) with e1, e2, e2, e4 and discharging atoms op(e1, e2) = e4, op(e1, e2) = e2, yields:
% 58.58/24.01  																																														| (323) e4 = e2
% 58.58/24.01  																																														|
% 58.58/24.01  																																														| Instantiating formula (29) with e1, e1, e1, e2 and discharging atoms op(e1, e1) = e2, op(e1, e1) = e1, yields:
% 58.58/24.01  																																														| (617) e2 = e1
% 58.58/24.01  																																														|
% 58.58/24.01  																																														| Instantiating formula (29) with e0, e1, e0, e4 and discharging atoms op(e0, e1) = e4, op(e0, e1) = e0, yields:
% 58.58/24.01  																																														| (397) e4 = e0
% 58.58/24.01  																																														|
% 58.58/24.01  																																														| Combining equations (323,397) yields a new equation:
% 58.58/24.01  																																														| (391) e2 = e0
% 58.58/24.01  																																														|
% 58.58/24.01  																																														| Simplifying 391 yields:
% 58.58/24.01  																																														| (330) e2 = e0
% 58.58/24.01  																																														|
% 58.58/24.01  																																														| Combining equations (617,330) yields a new equation:
% 58.58/24.01  																																														| (546) e1 = e0
% 58.58/24.01  																																														|
% 58.58/24.01  																																														| Simplifying 546 yields:
% 58.58/24.01  																																														| (431) e1 = e0
% 58.58/24.01  																																														|
% 58.58/24.01  																																														| Equations (431) can reduce 233 to:
% 58.58/24.01  																																														| (266) $false
% 58.58/24.01  																																														|
% 58.58/24.01  																																														|-The branch is then unsatisfiable
% 58.58/24.01  																																													|-Branch two:
% 58.58/24.01  																																													| (748)  ~ (unit = e1)
% 58.58/24.01  																																													| (749) unit = e3
% 58.58/24.01  																																													|
% 58.58/24.01  																																														| From (749) and (244) follows:
% 58.58/24.01  																																														| (750) op(e3, e4) = e4
% 58.58/24.01  																																														|
% 58.58/24.01  																																														| From (749) and (227) follows:
% 58.58/24.01  																																														| (22570) op(e4, e3) = e4
% 58.58/24.01  																																														|
% 58.58/24.01  																																														| From (749) and (40) follows:
% 58.58/24.01  																																														| (3715) op(e3, e3) = e3
% 58.58/24.01  																																														|
% 58.58/24.01  																																														| From (749) and (28) follows:
% 58.58/24.01  																																														| (2235) op(e1, e3) = e1
% 58.58/24.01  																																														|
% 58.58/24.01  																																														| Instantiating formula (29) with e4, e3, e4, e0 and discharging atoms op(e4, e3) = e4, op(e4, e3) = e0, yields:
% 58.58/24.01  																																														| (397) e4 = e0
% 58.58/24.01  																																														|
% 58.58/24.01  																																														| Instantiating formula (29) with e3, e4, e4, e2 and discharging atoms op(e3, e4) = e4, op(e3, e4) = e2, yields:
% 58.58/24.01  																																														| (323) e4 = e2
% 58.58/24.01  																																														|
% 58.58/24.01  																																														| Instantiating formula (29) with e3, e3, e3, e4 and discharging atoms op(e3, e3) = e4, op(e3, e3) = e3, yields:
% 58.58/24.01  																																														| (425) e4 = e3
% 58.58/24.01  																																														|
% 58.58/24.01  																																														| Instantiating formula (29) with e1, e3, e1, e3 and discharging atoms op(e1, e3) = e3, op(e1, e3) = e1, yields:
% 58.58/24.01  																																														| (455) e3 = e1
% 58.58/24.01  																																														|
% 58.58/24.01  																																														| Combining equations (397,323) yields a new equation:
% 58.58/24.01  																																														| (330) e2 = e0
% 58.58/24.01  																																														|
% 58.58/24.01  																																														| Combining equations (425,323) yields a new equation:
% 58.58/24.01  																																														| (661) e3 = e2
% 58.58/24.01  																																														|
% 58.58/24.01  																																														| Simplifying 661 yields:
% 58.58/24.01  																																														| (662) e3 = e2
% 58.58/24.01  																																														|
% 58.58/24.01  																																														| Combining equations (662,455) yields a new equation:
% 58.58/24.01  																																														| (616) e2 = e1
% 58.58/24.01  																																														|
% 58.58/24.01  																																														| Simplifying 616 yields:
% 58.58/24.01  																																														| (617) e2 = e1
% 58.58/24.01  																																														|
% 58.58/24.01  																																														| Combining equations (617,330) yields a new equation:
% 58.58/24.01  																																														| (546) e1 = e0
% 58.58/24.01  																																														|
% 58.58/24.01  																																														| Simplifying 546 yields:
% 58.58/24.01  																																														| (431) e1 = e0
% 58.58/24.01  																																														|
% 58.58/24.01  																																														| Equations (431) can reduce 233 to:
% 58.58/24.01  																																														| (266) $false
% 58.58/24.01  																																														|
% 58.58/24.01  																																														|-The branch is then unsatisfiable
% 58.58/24.01  																																									|-Branch two:
% 58.58/24.01  																																									| (475)  ~ (all_0_51_51 = e4)
% 58.58/24.01  																																									| (1294) all_0_52_52 = e4 | all_0_53_53 = e4
% 58.58/24.01  																																									|
% 58.58/24.01  																																										+-Applying beta-rule and splitting (164), into two cases.
% 58.58/24.01  																																										|-Branch one:
% 58.58/24.01  																																										| (471) all_0_39_39 = e4
% 58.58/24.01  																																										|
% 58.58/24.01  																																											| Combining equations (471,317) yields a new equation:
% 58.58/24.01  																																											| (322) e4 = e2
% 58.58/24.01  																																											|
% 58.58/24.01  																																											| Simplifying 322 yields:
% 58.58/24.01  																																											| (323) e4 = e2
% 58.58/24.01  																																											|
% 58.58/24.01  																																											| Equations (323) can reduce 48 to:
% 58.58/24.01  																																											| (266) $false
% 58.58/24.01  																																											|
% 58.58/24.01  																																											|-The branch is then unsatisfiable
% 58.58/24.01  																																										|-Branch two:
% 58.58/24.01  																																										| (1377)  ~ (all_0_39_39 = e4)
% 58.58/24.01  																																										| (2115) all_0_42_42 = e4 | all_0_47_47 = e4 | all_0_51_51 = e4 | all_0_56_56 = e4
% 58.58/24.01  																																										|
% 58.58/24.01  																																											| Equations (317) can reduce 1377 to:
% 58.58/24.01  																																											| (327)  ~ (e4 = e2)
% 58.58/24.01  																																											|
% 58.58/24.01  																																											| Simplifying 327 yields:
% 58.58/24.01  																																											| (48)  ~ (e4 = e2)
% 58.58/24.01  																																											|
% 58.58/24.01  																																											+-Applying beta-rule and splitting (1294), into two cases.
% 58.58/24.01  																																											|-Branch one:
% 58.58/24.01  																																											| (565) all_0_52_52 = e4
% 58.58/24.01  																																											|
% 58.58/24.01  																																												| Combining equations (352,565) yields a new equation:
% 58.58/24.01  																																												| (323) e4 = e2
% 58.58/24.01  																																												|
% 58.58/24.01  																																												| Equations (323) can reduce 48 to:
% 58.58/24.01  																																												| (266) $false
% 58.58/24.01  																																												|
% 58.58/24.01  																																												|-The branch is then unsatisfiable
% 58.58/24.01  																																											|-Branch two:
% 58.58/24.01  																																											| (780)  ~ (all_0_52_52 = e4)
% 58.58/24.01  																																											| (1298) all_0_53_53 = e4
% 58.58/24.01  																																											|
% 58.58/24.01  																																												| Combining equations (1208,1298) yields a new equation:
% 58.58/24.01  																																												| (630) e4 = e1
% 58.58/24.01  																																												|
% 58.58/24.01  																																												| Equations (630) can reduce 110 to:
% 58.58/24.01  																																												| (266) $false
% 58.58/24.01  																																												|
% 58.58/24.01  																																												|-The branch is then unsatisfiable
% 58.58/24.01  																																							|-Branch two:
% 58.58/24.01  																																							| (440)  ~ (all_0_41_41 = e4)
% 58.58/24.01  																																							| (4049) all_0_41_41 = e3 | all_0_41_41 = e1 | all_0_41_41 = e0
% 58.58/24.01  																																							|
% 58.58/24.01  																																								+-Applying beta-rule and splitting (4049), into two cases.
% 58.58/24.01  																																								|-Branch one:
% 58.58/24.01  																																								| (794) all_0_41_41 = e0
% 58.58/24.01  																																								|
% 58.58/24.01  																																									| Equations (794) can reduce 357 to:
% 58.58/24.01  																																									| (266) $false
% 58.58/24.01  																																									|
% 58.58/24.01  																																									|-The branch is then unsatisfiable
% 58.58/24.01  																																								|-Branch two:
% 58.58/24.01  																																								| (357)  ~ (all_0_41_41 = e0)
% 58.58/24.01  																																								| (4053) all_0_41_41 = e3 | all_0_41_41 = e1
% 58.58/24.01  																																								|
% 58.58/24.01  																																									+-Applying beta-rule and splitting (4053), into two cases.
% 58.58/24.01  																																									|-Branch one:
% 58.58/24.01  																																									| (453) all_0_41_41 = e1
% 58.58/24.01  																																									|
% 58.58/24.01  																																										| Equations (453) can reduce 457 to:
% 58.58/24.01  																																										| (266) $false
% 58.58/24.01  																																										|
% 58.58/24.01  																																										|-The branch is then unsatisfiable
% 58.58/24.01  																																									|-Branch two:
% 58.58/24.01  																																									| (457)  ~ (all_0_41_41 = e1)
% 58.58/24.01  																																									| (403) all_0_41_41 = e3
% 58.58/24.01  																																									|
% 58.58/24.01  																																										| Equations (403) can reduce 1898 to:
% 58.58/24.01  																																										| (266) $false
% 58.58/24.01  																																										|
% 58.58/24.01  																																										|-The branch is then unsatisfiable
% 58.58/24.01  																																					|-Branch two:
% 58.58/24.01  																																					| (411)  ~ (all_0_50_50 = e3)
% 58.58/24.01  																																					| (418) all_0_51_51 = e3 | all_0_53_53 = e3
% 58.58/24.01  																																					|
% 58.58/24.01  																																						+-Applying beta-rule and splitting (144), into two cases.
% 58.58/24.01  																																						|-Branch one:
% 58.58/24.01  																																						| (403) all_0_41_41 = e3
% 58.58/24.01  																																						|
% 58.58/24.01  																																							| Equations (403) can reduce 214 to:
% 58.58/24.01  																																							| (404)  ~ (all_0_42_42 = e3)
% 58.58/24.01  																																							|
% 58.58/24.01  																																							| Simplifying 404 yields:
% 58.58/24.01  																																							| (405)  ~ (all_0_42_42 = e3)
% 58.58/24.01  																																							|
% 58.58/24.01  																																							| Equations (403) can reduce 457 to:
% 58.58/24.01  																																							| (213)  ~ (e3 = e1)
% 58.58/24.01  																																							|
% 58.58/24.01  																																							| Equations (403) can reduce 357 to:
% 58.58/24.01  																																							| (80)  ~ (e3 = e0)
% 58.58/24.01  																																							|
% 58.58/24.01  																																							+-Applying beta-rule and splitting (180), into two cases.
% 58.58/24.01  																																							|-Branch one:
% 58.58/24.01  																																							| (516) all_0_42_42 = e3
% 58.58/24.01  																																							|
% 58.58/24.01  																																								| Equations (516) can reduce 405 to:
% 58.58/24.01  																																								| (266) $false
% 58.58/24.01  																																								|
% 58.58/24.01  																																								|-The branch is then unsatisfiable
% 58.58/24.01  																																							|-Branch two:
% 58.58/24.01  																																							| (405)  ~ (all_0_42_42 = e3)
% 58.58/24.01  																																							| (521) all_0_47_47 = e3 | all_0_51_51 = e3 | all_0_56_56 = e3
% 58.58/24.01  																																							|
% 58.58/24.01  																																								+-Applying beta-rule and splitting (241), into two cases.
% 58.58/24.01  																																								|-Branch one:
% 58.58/24.01  																																								| (378) all_0_50_50 = e2
% 58.58/24.01  																																								|
% 58.58/24.01  																																									| Equations (378) can reduce 302 to:
% 58.58/24.01  																																									| (266) $false
% 58.58/24.01  																																									|
% 58.58/24.01  																																									|-The branch is then unsatisfiable
% 58.58/24.01  																																								|-Branch two:
% 58.58/24.01  																																								| (302)  ~ (all_0_50_50 = e2)
% 58.58/24.01  																																								| (422) all_0_50_50 = e4 | all_0_50_50 = e3 | all_0_50_50 = e1
% 58.58/24.01  																																								|
% 58.58/24.01  																																									+-Applying beta-rule and splitting (521), into two cases.
% 58.58/24.01  																																									|-Branch one:
% 58.58/24.01  																																									| (522) all_0_47_47 = e3
% 58.58/24.01  																																									|
% 58.58/24.01  																																										| Combining equations (654,522) yields a new equation:
% 58.58/24.01  																																										| (455) e3 = e1
% 58.58/24.01  																																										|
% 58.58/24.01  																																										| Equations (455) can reduce 213 to:
% 58.58/24.01  																																										| (266) $false
% 58.58/24.01  																																										|
% 58.58/24.01  																																										|-The branch is then unsatisfiable
% 58.58/24.01  																																									|-Branch two:
% 58.58/24.01  																																									| (1091)  ~ (all_0_47_47 = e3)
% 58.58/24.01  																																									| (1092) all_0_51_51 = e3 | all_0_56_56 = e3
% 58.58/24.01  																																									|
% 58.58/24.01  																																										| Equations (654) can reduce 1091 to:
% 58.58/24.01  																																										| (467)  ~ (e3 = e1)
% 58.58/24.01  																																										|
% 58.58/24.01  																																										| Simplifying 467 yields:
% 58.58/24.01  																																										| (213)  ~ (e3 = e1)
% 58.58/24.01  																																										|
% 58.58/24.01  																																										+-Applying beta-rule and splitting (152), into two cases.
% 58.58/24.01  																																										|-Branch one:
% 58.58/24.01  																																										| (1392) all_0_42_42 = e4
% 58.58/24.01  																																										|
% 58.58/24.01  																																											| From (1392) and (210) follows:
% 58.58/24.01  																																											| (4074) op(e3, e2) = e4
% 58.58/24.01  																																											|
% 58.58/24.01  																																											+-Applying beta-rule and splitting (231), into two cases.
% 58.58/24.01  																																											|-Branch one:
% 58.58/24.01  																																											| (775) all_0_50_50 = e4
% 58.58/24.01  																																											|
% 58.58/24.01  																																												| From (775) and (242) follows:
% 58.58/24.01  																																												| (5059) op(e1, e3) = e4
% 58.58/24.01  																																												|
% 58.58/24.01  																																												+-Applying beta-rule and splitting (1092), into two cases.
% 58.58/24.01  																																												|-Branch one:
% 58.58/24.01  																																												| (660) all_0_51_51 = e3
% 58.58/24.01  																																												|
% 58.58/24.01  																																													| From (660) and (186) follows:
% 58.58/24.01  																																													| (1552) op(e1, e2) = e3
% 58.58/24.01  																																													|
% 58.58/24.01  																																													+-Applying beta-rule and splitting (56), into two cases.
% 58.58/24.01  																																													|-Branch one:
% 58.58/24.01  																																													| (696) unit = e2
% 58.58/24.01  																																													|
% 58.58/24.01  																																														| From (696) and (209) follows:
% 58.58/24.01  																																														| (7585) op(e2, e0) = e0
% 58.58/24.01  																																														|
% 58.58/24.01  																																														| From (696) and (227) follows:
% 58.58/24.01  																																														| (4284) op(e4, e2) = e4
% 58.58/24.01  																																														|
% 58.58/24.01  																																														| From (696) and (40) follows:
% 58.58/24.01  																																														| (4285) op(e3, e2) = e3
% 58.58/24.01  																																														|
% 58.58/24.01  																																														| From (696) and (28) follows:
% 58.58/24.01  																																														| (699) op(e1, e2) = e1
% 58.58/24.01  																																														|
% 58.58/24.01  																																														| Instantiating formula (29) with e4, e2, e4, e2 and discharging atoms op(e4, e2) = e4, op(e4, e2) = e2, yields:
% 58.58/24.01  																																														| (323) e4 = e2
% 58.58/24.01  																																														|
% 58.58/24.01  																																														| Instantiating formula (29) with e3, e2, e3, e4 and discharging atoms op(e3, e2) = e4, op(e3, e2) = e3, yields:
% 58.58/24.01  																																														| (425) e4 = e3
% 58.58/24.01  																																														|
% 58.58/24.01  																																														| Instantiating formula (29) with e2, e0, e0, e3 and discharging atoms op(e2, e0) = e3, op(e2, e0) = e0, yields:
% 58.58/24.01  																																														| (676) e3 = e0
% 58.58/24.01  																																														|
% 58.58/24.01  																																														| Instantiating formula (29) with e1, e2, e1, e3 and discharging atoms op(e1, e2) = e3, op(e1, e2) = e1, yields:
% 58.58/24.01  																																														| (455) e3 = e1
% 58.58/24.01  																																														|
% 58.58/24.01  																																														| Combining equations (323,425) yields a new equation:
% 58.58/24.01  																																														| (662) e3 = e2
% 58.58/24.01  																																														|
% 58.58/24.01  																																														| Combining equations (455,662) yields a new equation:
% 58.58/24.01  																																														| (617) e2 = e1
% 58.58/24.01  																																														|
% 58.58/24.01  																																														| Combining equations (676,662) yields a new equation:
% 58.58/24.01  																																														| (330) e2 = e0
% 58.58/24.01  																																														|
% 58.58/24.01  																																														| Combining equations (330,617) yields a new equation:
% 58.58/24.01  																																														| (431) e1 = e0
% 58.58/24.01  																																														|
% 58.58/24.01  																																														| Equations (431) can reduce 233 to:
% 58.58/24.01  																																														| (266) $false
% 58.58/24.01  																																														|
% 58.58/24.01  																																														|-The branch is then unsatisfiable
% 58.58/24.01  																																													|-Branch two:
% 58.58/24.02  																																													| (707)  ~ (unit = e2)
% 58.58/24.02  																																													| (708) unit = e4 | unit = e3 | unit = e1 | unit = e0
% 58.58/24.02  																																													|
% 58.58/24.02  																																														+-Applying beta-rule and splitting (708), into two cases.
% 58.58/24.02  																																														|-Branch one:
% 58.58/24.02  																																														| (709) unit = e4
% 58.58/24.02  																																														|
% 58.58/24.02  																																															| From (709) and (211) follows:
% 58.58/24.02  																																															| (22527) op(e4, e1) = e1
% 58.58/24.02  																																															|
% 58.58/24.02  																																															| From (709) and (42) follows:
% 58.58/24.02  																																															| (713) op(e0, e4) = e0
% 58.58/24.02  																																															|
% 58.58/24.02  																																															| Instantiating formula (29) with e4, e1, e1, e3 and discharging atoms op(e4, e1) = e3, op(e4, e1) = e1, yields:
% 58.58/24.02  																																															| (455) e3 = e1
% 58.58/24.02  																																															|
% 58.58/24.02  																																															| Instantiating formula (29) with e0, e4, e0, e3 and discharging atoms op(e0, e4) = e3, op(e0, e4) = e0, yields:
% 58.58/24.02  																																															| (676) e3 = e0
% 58.58/24.02  																																															|
% 58.58/24.02  																																															| Combining equations (455,676) yields a new equation:
% 58.58/24.02  																																															| (546) e1 = e0
% 58.58/24.02  																																															|
% 58.58/24.02  																																															| Simplifying 546 yields:
% 58.58/24.02  																																															| (431) e1 = e0
% 58.58/24.02  																																															|
% 58.58/24.02  																																															| Equations (431) can reduce 233 to:
% 58.58/24.02  																																															| (266) $false
% 58.58/24.02  																																															|
% 58.58/24.02  																																															|-The branch is then unsatisfiable
% 58.58/24.02  																																														|-Branch two:
% 58.58/24.02  																																														| (724)  ~ (unit = e4)
% 58.58/24.02  																																														| (725) unit = e3 | unit = e1 | unit = e0
% 58.58/24.02  																																														|
% 58.58/24.02  																																															+-Applying beta-rule and splitting (725), into two cases.
% 58.58/24.02  																																															|-Branch one:
% 58.58/24.02  																																															| (726) unit = e0
% 58.58/24.02  																																															|
% 58.58/24.02  																																																| From (726) and (244) follows:
% 58.58/24.02  																																																| (2207) op(e0, e4) = e4
% 58.58/24.02  																																																|
% 58.58/24.02  																																																| From (726) and (211) follows:
% 58.58/24.02  																																																| (15180) op(e0, e1) = e1
% 58.58/24.02  																																																|
% 58.58/24.02  																																																| From (726) and (40) follows:
% 58.58/24.02  																																																| (1639) op(e3, e0) = e3
% 58.58/24.02  																																																|
% 58.58/24.02  																																																| Instantiating formula (29) with e3, e0, e3, e0 and discharging atoms op(e3, e0) = e3, op(e3, e0) = e0, yields:
% 58.58/24.02  																																																| (676) e3 = e0
% 58.58/24.02  																																																|
% 58.58/24.02  																																																| Instantiating formula (29) with e0, e4, e4, e3 and discharging atoms op(e0, e4) = e4, op(e0, e4) = e3, yields:
% 58.58/24.02  																																																| (425) e4 = e3
% 58.58/24.02  																																																|
% 58.58/24.02  																																																| Instantiating formula (29) with e0, e1, e1, e4 and discharging atoms op(e0, e1) = e4, op(e0, e1) = e1, yields:
% 58.58/24.02  																																																| (630) e4 = e1
% 58.58/24.02  																																																|
% 58.58/24.02  																																																| Combining equations (425,630) yields a new equation:
% 58.58/24.02  																																																| (454) e3 = e1
% 58.58/24.02  																																																|
% 58.58/24.02  																																																| Simplifying 454 yields:
% 58.58/24.02  																																																| (455) e3 = e1
% 58.58/24.02  																																																|
% 58.58/24.02  																																																| Combining equations (455,676) yields a new equation:
% 58.58/24.02  																																																| (546) e1 = e0
% 58.58/24.02  																																																|
% 58.58/24.02  																																																| Simplifying 546 yields:
% 58.58/24.02  																																																| (431) e1 = e0
% 58.58/24.02  																																																|
% 58.58/24.02  																																																| Equations (431) can reduce 233 to:
% 58.58/24.02  																																																| (266) $false
% 58.58/24.02  																																																|
% 58.58/24.02  																																																|-The branch is then unsatisfiable
% 58.58/24.02  																																															|-Branch two:
% 58.58/24.02  																																															| (734)  ~ (unit = e0)
% 58.58/24.02  																																															| (735) unit = e3 | unit = e1
% 58.58/24.02  																																															|
% 58.58/24.02  																																																+-Applying beta-rule and splitting (735), into two cases.
% 58.58/24.02  																																																|-Branch one:
% 58.58/24.02  																																																| (736) unit = e1
% 58.58/24.02  																																																|
% 58.58/24.02  																																																	| Equations (736) can reduce 734 to:
% 58.58/24.02  																																																	| (233)  ~ (e1 = e0)
% 58.58/24.02  																																																	|
% 58.58/24.02  																																																	| From (736) and (15) follows:
% 58.58/24.02  																																																	| (515) op(e1, e2) = e2
% 58.58/24.02  																																																	|
% 58.58/24.02  																																																	| From (736) and (40) follows:
% 58.58/24.02  																																																	| (1652) op(e3, e1) = e3
% 58.58/24.02  																																																	|
% 58.58/24.02  																																																	| From (736) and (32) follows:
% 58.58/24.02  																																																	| (347) op(e2, e1) = e2
% 58.58/24.02  																																																	|
% 58.58/24.02  																																																	| Instantiating formula (29) with e3, e1, e3, e1 and discharging atoms op(e3, e1) = e3, op(e3, e1) = e1, yields:
% 58.58/24.02  																																																	| (455) e3 = e1
% 58.58/24.02  																																																	|
% 58.58/24.02  																																																	| Instantiating formula (29) with e2, e1, e2, e0 and discharging atoms op(e2, e1) = e2, op(e2, e1) = e0, yields:
% 58.58/24.02  																																																	| (330) e2 = e0
% 58.58/24.02  																																																	|
% 58.58/24.02  																																																	| Instantiating formula (29) with e1, e2, e2, e3 and discharging atoms op(e1, e2) = e3, op(e1, e2) = e2, yields:
% 58.58/24.02  																																																	| (662) e3 = e2
% 58.58/24.02  																																																	|
% 58.58/24.02  																																																	| Combining equations (662,455) yields a new equation:
% 58.58/24.02  																																																	| (616) e2 = e1
% 58.58/24.02  																																																	|
% 58.58/24.02  																																																	| Simplifying 616 yields:
% 58.58/24.02  																																																	| (617) e2 = e1
% 58.58/24.02  																																																	|
% 58.58/24.02  																																																	| Combining equations (330,617) yields a new equation:
% 58.58/24.02  																																																	| (431) e1 = e0
% 58.58/24.02  																																																	|
% 58.58/24.02  																																																	| Equations (431) can reduce 233 to:
% 58.58/24.02  																																																	| (266) $false
% 58.58/24.02  																																																	|
% 58.58/24.02  																																																	|-The branch is then unsatisfiable
% 58.58/24.02  																																																|-Branch two:
% 58.58/24.02  																																																| (748)  ~ (unit = e1)
% 58.58/24.02  																																																| (749) unit = e3
% 58.58/24.02  																																																|
% 58.58/24.02  																																																	| From (749) and (15) follows:
% 58.58/24.02  																																																	| (751) op(e3, e2) = e2
% 58.58/24.02  																																																	|
% 58.58/24.02  																																																	| From (749) and (227) follows:
% 58.58/24.02  																																																	| (22570) op(e4, e3) = e4
% 58.58/24.02  																																																	|
% 58.58/24.02  																																																	| From (749) and (28) follows:
% 58.58/24.02  																																																	| (2235) op(e1, e3) = e1
% 58.58/24.02  																																																	|
% 58.58/24.02  																																																	| Instantiating formula (29) with e4, e3, e4, e0 and discharging atoms op(e4, e3) = e4, op(e4, e3) = e0, yields:
% 58.58/24.02  																																																	| (397) e4 = e0
% 58.58/24.02  																																																	|
% 58.58/24.02  																																																	| Instantiating formula (29) with e3, e2, e2, e4 and discharging atoms op(e3, e2) = e4, op(e3, e2) = e2, yields:
% 58.58/24.02  																																																	| (323) e4 = e2
% 58.58/24.02  																																																	|
% 58.58/24.02  																																																	| Instantiating formula (29) with e1, e3, e1, e4 and discharging atoms op(e1, e3) = e4, op(e1, e3) = e1, yields:
% 58.58/24.02  																																																	| (630) e4 = e1
% 58.58/24.02  																																																	|
% 58.58/24.02  																																																	| Combining equations (397,323) yields a new equation:
% 58.58/24.02  																																																	| (330) e2 = e0
% 58.58/24.02  																																																	|
% 58.58/24.02  																																																	| Combining equations (630,323) yields a new equation:
% 58.58/24.02  																																																	| (617) e2 = e1
% 58.58/24.02  																																																	|
% 58.58/24.02  																																																	| Combining equations (617,330) yields a new equation:
% 58.58/24.02  																																																	| (546) e1 = e0
% 58.58/24.02  																																																	|
% 58.58/24.02  																																																	| Simplifying 546 yields:
% 58.58/24.02  																																																	| (431) e1 = e0
% 58.58/24.02  																																																	|
% 58.58/24.02  																																																	| Equations (431) can reduce 233 to:
% 58.58/24.02  																																																	| (266) $false
% 58.58/24.02  																																																	|
% 58.58/24.02  																																																	|-The branch is then unsatisfiable
% 58.58/24.02  																																												|-Branch two:
% 58.58/24.02  																																												| (664)  ~ (all_0_51_51 = e3)
% 58.58/24.02  																																												| (1097) all_0_56_56 = e3
% 58.58/24.02  																																												|
% 58.58/24.02  																																													| Combining equations (1097,679) yields a new equation:
% 58.58/24.02  																																													| (675) e3 = e0
% 58.58/24.02  																																													|
% 58.58/24.02  																																													| Simplifying 675 yields:
% 58.58/24.02  																																													| (676) e3 = e0
% 58.58/24.02  																																													|
% 58.58/24.02  																																													| Equations (676) can reduce 80 to:
% 58.58/24.02  																																													| (266) $false
% 58.58/24.02  																																													|
% 58.58/24.02  																																													|-The branch is then unsatisfiable
% 58.58/24.02  																																											|-Branch two:
% 58.58/24.02  																																											| (566)  ~ (all_0_50_50 = e4)
% 58.58/24.02  																																											| (1071) all_0_51_51 = e4 | all_0_52_52 = e4 | all_0_53_53 = e4
% 58.58/24.02  																																											|
% 58.58/24.02  																																												+-Applying beta-rule and splitting (418), into two cases.
% 58.58/24.02  																																												|-Branch one:
% 58.58/24.02  																																												| (660) all_0_51_51 = e3
% 58.58/24.02  																																												|
% 58.58/24.02  																																													| Equations (660) can reduce 59 to:
% 58.58/24.02  																																													| (411)  ~ (all_0_50_50 = e3)
% 58.58/24.02  																																													|
% 58.58/24.02  																																													+-Applying beta-rule and splitting (422), into two cases.
% 58.58/24.02  																																													|-Branch one:
% 58.58/24.02  																																													| (775) all_0_50_50 = e4
% 58.58/24.02  																																													|
% 58.58/24.02  																																														| Equations (775) can reduce 566 to:
% 58.58/24.02  																																														| (266) $false
% 58.58/24.02  																																														|
% 58.58/24.02  																																														|-The branch is then unsatisfiable
% 58.58/24.02  																																													|-Branch two:
% 58.58/24.02  																																													| (566)  ~ (all_0_50_50 = e4)
% 58.58/24.02  																																													| (1444) all_0_50_50 = e3 | all_0_50_50 = e1
% 58.58/24.02  																																													|
% 58.58/24.02  																																														+-Applying beta-rule and splitting (1444), into two cases.
% 58.58/24.02  																																														|-Branch one:
% 58.58/24.02  																																														| (601) all_0_50_50 = e1
% 58.58/24.02  																																														|
% 58.58/24.02  																																															| Equations (601) can reduce 759 to:
% 58.58/24.02  																																															| (266) $false
% 58.58/24.02  																																															|
% 58.58/24.02  																																															|-The branch is then unsatisfiable
% 58.58/24.02  																																														|-Branch two:
% 58.58/24.02  																																														| (759)  ~ (all_0_50_50 = e1)
% 58.58/24.02  																																														| (415) all_0_50_50 = e3
% 58.58/24.02  																																														|
% 58.58/24.02  																																															| Equations (415) can reduce 411 to:
% 58.58/24.02  																																															| (266) $false
% 58.58/24.02  																																															|
% 58.58/24.02  																																															|-The branch is then unsatisfiable
% 58.58/24.02  																																												|-Branch two:
% 58.58/24.02  																																												| (664)  ~ (all_0_51_51 = e3)
% 58.58/24.02  																																												| (665) all_0_53_53 = e3
% 58.58/24.02  																																												|
% 58.58/24.02  																																													| Combining equations (665,1208) yields a new equation:
% 58.58/24.02  																																													| (454) e3 = e1
% 58.58/24.02  																																													|
% 58.58/24.02  																																													| Simplifying 454 yields:
% 58.58/24.02  																																													| (455) e3 = e1
% 58.58/24.02  																																													|
% 58.58/24.02  																																													| Equations (455) can reduce 213 to:
% 58.58/24.02  																																													| (266) $false
% 58.58/24.02  																																													|
% 58.58/24.02  																																													|-The branch is then unsatisfiable
% 58.58/24.02  																																										|-Branch two:
% 58.58/24.02  																																										| (1890)  ~ (all_0_42_42 = e4)
% 58.58/24.02  																																										| (1969) all_0_42_42 = e3 | all_0_42_42 = e1 | all_0_42_42 = e0
% 58.58/24.02  																																										|
% 58.58/24.02  																																											+-Applying beta-rule and splitting (1092), into two cases.
% 58.58/24.02  																																											|-Branch one:
% 58.58/24.02  																																											| (660) all_0_51_51 = e3
% 58.58/24.02  																																											|
% 58.58/24.02  																																												| Equations (660) can reduce 61 to:
% 58.58/24.02  																																												| (405)  ~ (all_0_42_42 = e3)
% 58.58/24.02  																																												|
% 58.58/24.02  																																												+-Applying beta-rule and splitting (1969), into two cases.
% 58.58/24.02  																																												|-Branch one:
% 58.58/24.02  																																												| (559) all_0_42_42 = e0
% 58.58/24.02  																																												|
% 58.58/24.02  																																													| Equations (559) can reduce 358 to:
% 58.58/24.02  																																													| (266) $false
% 58.58/24.02  																																													|
% 58.58/24.02  																																													|-The branch is then unsatisfiable
% 58.58/24.02  																																												|-Branch two:
% 58.58/24.02  																																												| (358)  ~ (all_0_42_42 = e0)
% 58.58/24.02  																																												| (2510) all_0_42_42 = e3 | all_0_42_42 = e1
% 58.58/24.02  																																												|
% 58.58/24.02  																																													+-Applying beta-rule and splitting (2510), into two cases.
% 58.58/24.02  																																													|-Branch one:
% 58.58/24.02  																																													| (459) all_0_42_42 = e1
% 58.58/24.02  																																													|
% 58.58/24.02  																																														| Equations (459) can reduce 1380 to:
% 58.58/24.02  																																														| (266) $false
% 58.58/24.02  																																														|
% 58.58/24.02  																																														|-The branch is then unsatisfiable
% 58.58/24.02  																																													|-Branch two:
% 58.58/24.02  																																													| (1380)  ~ (all_0_42_42 = e1)
% 58.58/24.02  																																													| (516) all_0_42_42 = e3
% 58.58/24.02  																																													|
% 58.58/24.02  																																														| Equations (516) can reduce 405 to:
% 58.58/24.02  																																														| (266) $false
% 58.58/24.02  																																														|
% 58.58/24.02  																																														|-The branch is then unsatisfiable
% 58.58/24.02  																																											|-Branch two:
% 58.58/24.02  																																											| (664)  ~ (all_0_51_51 = e3)
% 58.58/24.02  																																											| (1097) all_0_56_56 = e3
% 58.58/24.02  																																											|
% 58.58/24.02  																																												| Combining equations (679,1097) yields a new equation:
% 58.58/24.02  																																												| (676) e3 = e0
% 58.58/24.02  																																												|
% 58.58/24.02  																																												| Equations (676) can reduce 80 to:
% 58.58/24.02  																																												| (266) $false
% 58.58/24.02  																																												|
% 58.58/24.02  																																												|-The branch is then unsatisfiable
% 58.58/24.02  																																						|-Branch two:
% 58.58/24.02  																																						| (1898)  ~ (all_0_41_41 = e3)
% 58.58/24.02  																																						| (1923) all_0_46_46 = e3 | all_0_50_50 = e3 | all_0_55_55 = e3
% 58.58/24.02  																																						|
% 58.58/24.02  																																							+-Applying beta-rule and splitting (113), into two cases.
% 58.58/24.02  																																							|-Branch one:
% 58.58/24.02  																																							| (403) all_0_41_41 = e3
% 58.58/24.02  																																							|
% 58.58/24.02  																																								| Equations (403) can reduce 1898 to:
% 58.58/24.02  																																								| (266) $false
% 58.58/24.02  																																								|
% 58.58/24.02  																																								|-The branch is then unsatisfiable
% 58.58/24.02  																																							|-Branch two:
% 58.58/24.02  																																							| (1898)  ~ (all_0_41_41 = e3)
% 58.58/24.02  																																							| (1899) all_0_42_42 = e3 | all_0_44_44 = e3
% 58.58/24.02  																																							|
% 58.58/24.02  																																								+-Applying beta-rule and splitting (1899), into two cases.
% 58.58/24.02  																																								|-Branch one:
% 58.58/24.02  																																								| (516) all_0_42_42 = e3
% 58.58/24.02  																																								|
% 58.58/24.02  																																									| Equations (516) can reduce 61 to:
% 58.58/24.02  																																									| (1925)  ~ (all_0_51_51 = e3)
% 58.58/24.02  																																									|
% 58.58/24.02  																																									| Simplifying 1925 yields:
% 58.58/24.02  																																									| (664)  ~ (all_0_51_51 = e3)
% 58.58/24.02  																																									|
% 58.58/24.02  																																									| Equations (516) can reduce 1380 to:
% 58.58/24.02  																																									| (213)  ~ (e3 = e1)
% 58.58/24.02  																																									|
% 58.58/24.02  																																									+-Applying beta-rule and splitting (418), into two cases.
% 58.58/24.02  																																									|-Branch one:
% 58.58/24.02  																																									| (660) all_0_51_51 = e3
% 58.58/24.02  																																									|
% 58.58/24.02  																																										| Equations (660) can reduce 664 to:
% 58.58/24.02  																																										| (266) $false
% 58.58/24.02  																																										|
% 58.58/24.02  																																										|-The branch is then unsatisfiable
% 58.58/24.02  																																									|-Branch two:
% 58.58/24.02  																																									| (664)  ~ (all_0_51_51 = e3)
% 58.58/24.02  																																									| (665) all_0_53_53 = e3
% 58.58/24.02  																																									|
% 58.58/24.02  																																										| Combining equations (665,1208) yields a new equation:
% 58.58/24.02  																																										| (454) e3 = e1
% 58.58/24.02  																																										|
% 58.58/24.02  																																										| Simplifying 454 yields:
% 58.58/24.02  																																										| (455) e3 = e1
% 58.58/24.02  																																										|
% 58.58/24.02  																																										| Equations (455) can reduce 213 to:
% 58.58/24.02  																																										| (266) $false
% 58.58/24.02  																																										|
% 58.58/24.02  																																										|-The branch is then unsatisfiable
% 58.58/24.02  																																								|-Branch two:
% 58.58/24.02  																																								| (405)  ~ (all_0_42_42 = e3)
% 58.58/24.02  																																								| (532) all_0_44_44 = e3
% 58.58/24.02  																																								|
% 58.58/24.02  																																									| Combining equations (532,1414) yields a new equation:
% 58.58/24.02  																																									| (675) e3 = e0
% 58.58/24.02  																																									|
% 58.58/24.02  																																									| Simplifying 675 yields:
% 58.58/24.02  																																									| (676) e3 = e0
% 58.58/24.02  																																									|
% 58.58/24.02  																																									| Equations (676) can reduce 80 to:
% 58.58/24.02  																																									| (266) $false
% 58.58/24.02  																																									|
% 58.58/24.02  																																									|-The branch is then unsatisfiable
% 58.58/24.02  																											|-Branch two:
% 58.58/24.02  																											| (1283)  ~ (all_0_48_48 = e0)
% 58.58/24.02  																											| (875) all_0_57_57 = e0
% 58.58/24.02  																											|
% 58.58/24.02  																												| Combining equations (871,875) yields a new equation:
% 58.58/24.02  																												| (481) e4 = e0
% 58.58/24.02  																												|
% 58.58/24.02  																												| Simplifying 481 yields:
% 58.58/24.02  																												| (397) e4 = e0
% 58.58/24.02  																												|
% 58.58/24.02  																												| Equations (397) can reduce 49 to:
% 58.58/24.02  																												| (266) $false
% 58.58/24.02  																												|
% 58.58/24.02  																												|-The branch is then unsatisfiable
% 58.58/24.02  																								|-Branch two:
% 58.58/24.02  																								| (433)  ~ (all_0_43_43 = e1)
% 58.58/24.02  																								| (434) all_0_48_48 = e1 | all_0_52_52 = e1 | all_0_57_57 = e1
% 58.58/24.02  																								|
% 58.58/24.02  																									+-Applying beta-rule and splitting (434), into two cases.
% 58.58/24.02  																									|-Branch one:
% 58.58/24.02  																									| (615) all_0_48_48 = e1
% 58.58/24.02  																									|
% 58.58/24.02  																										| Equations (615) can reduce 619 to:
% 58.58/24.02  																										| (266) $false
% 58.58/24.02  																										|
% 58.58/24.02  																										|-The branch is then unsatisfiable
% 58.58/24.02  																									|-Branch two:
% 58.58/24.02  																									| (619)  ~ (all_0_48_48 = e1)
% 58.58/24.02  																									| (620) all_0_52_52 = e1 | all_0_57_57 = e1
% 58.58/24.02  																									|
% 58.58/24.02  																										+-Applying beta-rule and splitting (620), into two cases.
% 58.58/24.02  																										|-Branch one:
% 58.58/24.02  																										| (642) all_0_52_52 = e1
% 58.58/24.02  																										|
% 58.58/24.02  																											| Combining equations (352,642) yields a new equation:
% 58.58/24.02  																											| (616) e2 = e1
% 58.58/24.02  																											|
% 58.58/24.02  																											| Simplifying 616 yields:
% 58.58/24.02  																											| (617) e2 = e1
% 58.58/24.02  																											|
% 58.58/24.02  																											| Equations (617) can reduce 122 to:
% 58.58/24.02  																											| (266) $false
% 58.58/24.02  																											|
% 58.58/24.02  																											|-The branch is then unsatisfiable
% 58.58/24.02  																										|-Branch two:
% 58.58/24.02  																										| (646)  ~ (all_0_52_52 = e1)
% 58.58/24.02  																										| (647) all_0_57_57 = e1
% 58.58/24.02  																										|
% 58.58/24.02  																											| Combining equations (647,871) yields a new equation:
% 58.58/24.02  																											| (630) e4 = e1
% 58.58/24.02  																											|
% 58.58/24.02  																											| Equations (630) can reduce 110 to:
% 58.58/24.02  																											| (266) $false
% 58.58/24.02  																											|
% 58.58/24.02  																											|-The branch is then unsatisfiable
% 58.58/24.02  																						|-Branch two:
% 58.58/24.02  																						| (819) all_0_47_47 = e0 & all_0_58_58 = e2 &  ~ (all_0_49_49 = e2)
% 58.58/24.02  																						|
% 58.58/24.02  																							| Applying alpha-rule on (819) yields:
% 58.58/24.02  																							| (674) all_0_47_47 = e0
% 58.58/24.02  																							| (624) all_0_58_58 = e2
% 58.58/24.02  																							| (340)  ~ (all_0_49_49 = e2)
% 58.58/24.02  																							|
% 58.58/24.02  																							| Equations (674) can reduce 678 to:
% 58.58/24.02  																							| (266) $false
% 58.58/24.02  																							|
% 58.58/24.02  																							|-The branch is then unsatisfiable
% 58.58/24.02  																					|-Branch two:
% 58.58/24.02  																					| (825) all_0_47_47 = e0 & all_0_58_58 = e2 &  ~ (all_0_56_56 = e0)
% 58.58/24.02  																					|
% 58.58/24.02  																						| Applying alpha-rule on (825) yields:
% 58.58/24.02  																						| (674) all_0_47_47 = e0
% 58.58/24.02  																						| (624) all_0_58_58 = e2
% 58.58/24.02  																						| (828)  ~ (all_0_56_56 = e0)
% 58.58/24.02  																						|
% 58.58/24.02  																						| Equations (679) can reduce 828 to:
% 58.58/24.02  																						| (266) $false
% 58.58/24.02  																						|
% 58.58/24.02  																						|-The branch is then unsatisfiable
% 58.58/24.02  																				|-Branch two:
% 58.58/24.02  																				| (632)  ~ (all_0_55_55 = e1)
% 58.58/24.02  																				| (633) all_0_56_56 = e1 | all_0_57_57 = e1 | all_0_58_58 = e1
% 58.58/24.02  																				|
% 58.58/24.02  																					+-Applying beta-rule and splitting (633), into two cases.
% 58.58/24.02  																					|-Branch one:
% 58.58/24.02  																					| (1569) all_0_56_56 = e1
% 58.58/24.02  																					|
% 58.58/24.02  																						| Combining equations (1569,679) yields a new equation:
% 58.58/24.02  																						| (546) e1 = e0
% 58.58/24.02  																						|
% 58.58/24.02  																						| Simplifying 546 yields:
% 58.58/24.02  																						| (431) e1 = e0
% 58.58/24.02  																						|
% 58.58/24.02  																						| Equations (431) can reduce 233 to:
% 58.58/24.02  																						| (266) $false
% 58.58/24.02  																						|
% 58.58/24.02  																						|-The branch is then unsatisfiable
% 58.58/24.02  																					|-Branch two:
% 58.58/24.02  																					| (466)  ~ (all_0_56_56 = e1)
% 58.58/24.02  																					| (1574) all_0_57_57 = e1 | all_0_58_58 = e1
% 58.58/24.02  																					|
% 58.58/24.02  																						+-Applying beta-rule and splitting (1574), into two cases.
% 58.58/24.02  																						|-Branch one:
% 58.58/24.02  																						| (647) all_0_57_57 = e1
% 58.58/24.02  																						|
% 58.58/24.02  																							| Combining equations (871,647) yields a new equation:
% 58.58/24.02  																							| (636) e4 = e1
% 58.58/24.02  																							|
% 58.58/24.02  																							| Simplifying 636 yields:
% 58.58/24.03  																							| (630) e4 = e1
% 58.58/24.03  																							|
% 58.58/24.03  																							| Equations (630) can reduce 110 to:
% 58.58/24.03  																							| (266) $false
% 58.58/24.03  																							|
% 58.58/24.03  																							|-The branch is then unsatisfiable
% 58.58/24.03  																						|-Branch two:
% 58.58/24.03  																						| (1670)  ~ (all_0_57_57 = e1)
% 58.58/24.03  																						| (918) all_0_58_58 = e1
% 58.58/24.03  																						|
% 58.58/24.03  																							| Combining equations (918,624) yields a new equation:
% 58.58/24.03  																							| (617) e2 = e1
% 58.58/24.03  																							|
% 58.58/24.03  																							| Equations (617) can reduce 122 to:
% 58.58/24.03  																							| (266) $false
% 58.58/24.03  																							|
% 58.58/24.03  																							|-The branch is then unsatisfiable
% 58.58/24.03  																		|-Branch two:
% 58.58/24.03  																		| (828)  ~ (all_0_56_56 = e0)
% 58.58/24.03  																		| (924) all_0_57_57 = e0 | all_0_58_58 = e0
% 58.58/24.03  																		|
% 58.58/24.03  																			+-Applying beta-rule and splitting (924), into two cases.
% 58.58/24.03  																			|-Branch one:
% 58.58/24.03  																			| (875) all_0_57_57 = e0
% 58.58/24.03  																			|
% 58.58/24.03  																				| Combining equations (871,875) yields a new equation:
% 58.58/24.03  																				| (481) e4 = e0
% 58.58/24.03  																				|
% 58.58/24.03  																				| Simplifying 481 yields:
% 58.58/24.03  																				| (397) e4 = e0
% 58.58/24.03  																				|
% 58.58/24.03  																				| Equations (397) can reduce 49 to:
% 58.58/24.03  																				| (266) $false
% 58.58/24.03  																				|
% 58.58/24.03  																				|-The branch is then unsatisfiable
% 58.58/24.03  																			|-Branch two:
% 58.58/24.03  																			| (364)  ~ (all_0_57_57 = e0)
% 58.58/24.03  																			| (914) all_0_58_58 = e0
% 58.58/24.03  																			|
% 58.58/24.03  																				| Combining equations (914,624) yields a new equation:
% 58.58/24.03  																				| (330) e2 = e0
% 58.58/24.03  																				|
% 58.58/24.03  																				| Equations (330) can reduce 128 to:
% 58.58/24.03  																				| (266) $false
% 58.58/24.03  																				|
% 58.58/24.03  																				|-The branch is then unsatisfiable
% 58.58/24.03  										|-Branch two:
% 58.58/24.03  										| (300)  ~ (all_0_46_46 = e2)
% 58.58/24.03  										| (10171) all_0_47_47 = e2 | all_0_48_48 = e2 | all_0_49_49 = e2
% 58.58/24.03  										|
% 58.58/24.03  											+-Applying beta-rule and splitting (117), into two cases.
% 58.58/24.03  											|-Branch one:
% 58.58/24.03  											| (292) all_0_38_38 = e2
% 58.58/24.03  											|
% 58.58/24.03  												| Combining equations (292,329) yields a new equation:
% 58.58/24.03  												| (391) e2 = e0
% 58.58/24.03  												|
% 58.58/24.03  												| Simplifying 391 yields:
% 58.58/24.03  												| (330) e2 = e0
% 58.58/24.03  												|
% 58.58/24.03  												| Equations (330) can reduce 128 to:
% 58.58/24.03  												| (266) $false
% 58.58/24.03  												|
% 58.58/24.03  												|-The branch is then unsatisfiable
% 58.58/24.03  											|-Branch two:
% 58.58/24.03  											| (9600)  ~ (all_0_38_38 = e2)
% 58.58/24.03  											| (24424) all_0_46_46 = e2 | all_0_50_50 = e2 | all_0_55_55 = e2
% 58.58/24.03  											|
% 58.58/24.03  												+-Applying beta-rule and splitting (24424), into two cases.
% 58.58/24.03  												|-Branch one:
% 58.58/24.03  												| (1794) all_0_46_46 = e2
% 58.58/24.03  												|
% 58.58/24.03  													| Equations (1794) can reduce 300 to:
% 58.58/24.03  													| (266) $false
% 58.58/24.03  													|
% 58.58/24.03  													|-The branch is then unsatisfiable
% 58.58/24.03  												|-Branch two:
% 58.58/24.03  												| (300)  ~ (all_0_46_46 = e2)
% 58.58/24.03  												| (24428) all_0_50_50 = e2 | all_0_55_55 = e2
% 58.58/24.03  												|
% 58.58/24.03  													+-Applying beta-rule and splitting (24428), into two cases.
% 58.58/24.03  													|-Branch one:
% 58.58/24.03  													| (378) all_0_50_50 = e2
% 58.58/24.03  													|
% 58.58/24.03  														| Equations (378) can reduce 302 to:
% 58.58/24.03  														| (266) $false
% 58.58/24.03  														|
% 58.58/24.03  														|-The branch is then unsatisfiable
% 58.58/24.03  													|-Branch two:
% 58.58/24.03  													| (302)  ~ (all_0_50_50 = e2)
% 58.58/24.03  													| (386) all_0_55_55 = e2
% 58.58/24.03  													|
% 58.58/24.03  														| Equations (386) can reduce 191 to:
% 58.58/24.03  														| (85)  ~ (all_0_41_41 = e2)
% 58.58/24.03  														|
% 58.58/24.03  														| Equations (386) can reduce 93 to:
% 58.58/24.03  														| (302)  ~ (all_0_50_50 = e2)
% 58.58/24.03  														|
% 58.58/24.03  														| Equations (386) can reduce 153 to:
% 58.58/24.03  														| (510)  ~ (all_0_56_56 = e2)
% 58.58/24.03  														|
% 58.58/24.03  														| Simplifying 510 yields:
% 58.58/24.03  														| (511)  ~ (all_0_56_56 = e2)
% 58.58/24.03  														|
% 58.58/24.03  														| Equations (386) can reduce 81 to:
% 58.58/24.03  														| (343)  ~ (all_0_57_57 = e2)
% 58.58/24.03  														|
% 58.58/24.03  														| Simplifying 343 yields:
% 58.58/24.03  														| (344)  ~ (all_0_57_57 = e2)
% 58.58/24.03  														|
% 58.58/24.03  														| Equations (386) can reduce 3 to:
% 58.58/24.03  														| (1186)  ~ (all_0_58_58 = e2)
% 58.58/24.03  														|
% 58.58/24.03  														| Simplifying 1186 yields:
% 58.58/24.03  														| (908)  ~ (all_0_58_58 = e2)
% 58.58/24.03  														|
% 58.58/24.03  														| Equations (386) can reduce 270 to:
% 58.58/24.03  														| (626)  ~ (e3 = e2)
% 58.58/24.03  														|
% 58.58/24.03  														| Simplifying 626 yields:
% 58.58/24.03  														| (212)  ~ (e3 = e2)
% 58.58/24.03  														|
% 58.58/24.03  														| From (386) and (74) follows:
% 58.58/24.03  														| (24443) op(e0, e3) = e2
% 58.58/24.03  														|
% 58.58/24.03  														+-Applying beta-rule and splitting (158), into two cases.
% 58.58/24.03  														|-Branch one:
% 58.58/24.03  														| (313) all_0_40_40 = e2
% 58.58/24.03  														|
% 58.58/24.03  															| Combining equations (1378,313) yields a new equation:
% 58.58/24.03  															| (322) e4 = e2
% 58.58/24.03  															|
% 58.58/24.03  															| Simplifying 322 yields:
% 58.58/24.03  															| (323) e4 = e2
% 58.58/24.03  															|
% 58.58/24.03  															| Equations (323) can reduce 48 to:
% 58.58/24.03  															| (266) $false
% 58.58/24.03  															|
% 58.58/24.03  															|-The branch is then unsatisfiable
% 58.58/24.03  														|-Branch two:
% 58.58/24.03  														| (296)  ~ (all_0_40_40 = e2)
% 58.58/24.03  														| (377) all_0_49_49 = e2 | all_0_53_53 = e2 | all_0_58_58 = e2
% 58.58/24.03  														|
% 58.58/24.03  															+-Applying beta-rule and splitting (377), into two cases.
% 58.58/24.03  															|-Branch one:
% 58.58/24.03  															| (583) all_0_49_49 = e2
% 58.58/24.03  															|
% 58.58/24.03  																| Equations (583) can reduce 9 to:
% 58.58/24.03  																| (147)  ~ (all_0_44_44 = e2)
% 58.58/24.03  																|
% 58.58/24.03  																| Equations (583) can reduce 86 to:
% 58.58/24.03  																| (338)  ~ (all_0_47_47 = e2)
% 58.58/24.03  																|
% 58.58/24.03  																| Equations (583) can reduce 185 to:
% 58.58/24.03  																| (810)  ~ (all_0_48_48 = e2)
% 58.58/24.03  																|
% 58.58/24.03  																| Equations (583) can reduce 119 to:
% 58.58/24.03  																| (1186)  ~ (all_0_58_58 = e2)
% 58.58/24.03  																|
% 58.58/24.03  																| Simplifying 1186 yields:
% 58.58/24.03  																| (908)  ~ (all_0_58_58 = e2)
% 58.58/24.03  																|
% 58.58/24.03  																| Equations (583) can reduce 256 to:
% 58.58/24.03  																| (327)  ~ (e4 = e2)
% 58.58/24.03  																|
% 58.58/24.03  																| Simplifying 327 yields:
% 58.58/24.03  																| (48)  ~ (e4 = e2)
% 58.58/24.03  																|
% 58.58/24.03  																| From (583) and (55) follows:
% 58.58/24.03  																| (727) op(e2, e0) = e2
% 58.58/24.03  																|
% 58.58/24.03  																+-Applying beta-rule and splitting (163), into two cases.
% 58.58/24.03  																|-Branch one:
% 58.58/24.03  																| (565) all_0_52_52 = e4
% 58.58/24.03  																|
% 58.58/24.03  																	| Combining equations (352,565) yields a new equation:
% 58.58/24.03  																	| (323) e4 = e2
% 58.58/24.03  																	|
% 58.58/24.03  																	| Equations (323) can reduce 48 to:
% 58.58/24.03  																	| (266) $false
% 58.58/24.03  																	|
% 58.58/24.03  																	|-The branch is then unsatisfiable
% 58.58/24.03  																|-Branch two:
% 58.58/24.03  																| (780)  ~ (all_0_52_52 = e4)
% 58.58/24.03  																| (781) (all_0_41_41 = e0 & all_0_58_58 = e3 &  ~ (all_0_44_44 = e3)) | (all_0_41_41 = e0 & all_0_58_58 = e3 &  ~ (all_0_55_55 = e0)) | (all_0_47_47 = e1 & all_0_52_52 = e2 &  ~ (all_0_48_48 = e2)) | (all_0_47_47 = e1 & all_0_52_52 = e2 &  ~ (all_0_51_51 = e1)) | (all_0_47_47 = e0 & all_0_58_58 = e2 &  ~ (all_0_49_49 = e2)) | (all_0_47_47 = e0 & all_0_58_58 = e2 &  ~ (all_0_56_56 = e0))
% 58.58/24.03  																|
% 58.58/24.03  																	| Equations (352) can reduce 780 to:
% 58.58/24.03  																	| (327)  ~ (e4 = e2)
% 58.58/24.03  																	|
% 58.58/24.03  																	| Simplifying 327 yields:
% 58.58/24.03  																	| (48)  ~ (e4 = e2)
% 58.58/24.03  																	|
% 58.58/24.03  																	+-Applying beta-rule and splitting (781), into two cases.
% 58.58/24.03  																	|-Branch one:
% 58.58/24.03  																	| (789) (all_0_41_41 = e0 & all_0_58_58 = e3 &  ~ (all_0_44_44 = e3)) | (all_0_41_41 = e0 & all_0_58_58 = e3 &  ~ (all_0_55_55 = e0)) | (all_0_47_47 = e1 & all_0_52_52 = e2 &  ~ (all_0_48_48 = e2)) | (all_0_47_47 = e1 & all_0_52_52 = e2 &  ~ (all_0_51_51 = e1)) | (all_0_47_47 = e0 & all_0_58_58 = e2 &  ~ (all_0_49_49 = e2))
% 58.58/24.03  																	|
% 58.58/24.03  																		+-Applying beta-rule and splitting (789), into two cases.
% 58.58/24.03  																		|-Branch one:
% 58.58/24.03  																		| (790) (all_0_41_41 = e0 & all_0_58_58 = e3 &  ~ (all_0_44_44 = e3)) | (all_0_41_41 = e0 & all_0_58_58 = e3 &  ~ (all_0_55_55 = e0)) | (all_0_47_47 = e1 & all_0_52_52 = e2 &  ~ (all_0_48_48 = e2)) | (all_0_47_47 = e1 & all_0_52_52 = e2 &  ~ (all_0_51_51 = e1))
% 58.58/24.03  																		|
% 58.58/24.03  																			+-Applying beta-rule and splitting (790), into two cases.
% 58.58/24.03  																			|-Branch one:
% 58.58/24.03  																			| (791) (all_0_41_41 = e0 & all_0_58_58 = e3 &  ~ (all_0_44_44 = e3)) | (all_0_41_41 = e0 & all_0_58_58 = e3 &  ~ (all_0_55_55 = e0)) | (all_0_47_47 = e1 & all_0_52_52 = e2 &  ~ (all_0_48_48 = e2))
% 58.58/24.03  																			|
% 58.58/24.03  																				+-Applying beta-rule and splitting (791), into two cases.
% 58.58/24.03  																				|-Branch one:
% 58.58/24.03  																				| (792) (all_0_41_41 = e0 & all_0_58_58 = e3 &  ~ (all_0_44_44 = e3)) | (all_0_41_41 = e0 & all_0_58_58 = e3 &  ~ (all_0_55_55 = e0))
% 58.58/24.03  																				|
% 58.58/24.03  																					+-Applying beta-rule and splitting (792), into two cases.
% 58.58/24.03  																					|-Branch one:
% 58.58/24.03  																					| (793) all_0_41_41 = e0 & all_0_58_58 = e3 &  ~ (all_0_44_44 = e3)
% 58.58/24.03  																					|
% 58.58/24.03  																						| Applying alpha-rule on (793) yields:
% 58.58/24.03  																						| (794) all_0_41_41 = e0
% 58.58/24.03  																						| (795) all_0_58_58 = e3
% 58.58/24.03  																						| (407)  ~ (all_0_44_44 = e3)
% 58.58/24.03  																						|
% 58.58/24.03  																						| Equations (795) can reduce 276 to:
% 58.58/24.03  																						| (266) $false
% 58.58/24.03  																						|
% 58.58/24.03  																						|-The branch is then unsatisfiable
% 58.58/24.03  																					|-Branch two:
% 58.58/24.03  																					| (800) all_0_41_41 = e0 & all_0_58_58 = e3 &  ~ (all_0_55_55 = e0)
% 58.58/24.03  																					|
% 58.58/24.03  																						| Applying alpha-rule on (800) yields:
% 58.58/24.03  																						| (794) all_0_41_41 = e0
% 58.58/24.03  																						| (795) all_0_58_58 = e3
% 58.58/24.03  																						| (803)  ~ (all_0_55_55 = e0)
% 58.58/24.03  																						|
% 58.58/24.03  																						| Equations (795) can reduce 276 to:
% 58.58/24.03  																						| (266) $false
% 58.58/24.03  																						|
% 58.58/24.03  																						|-The branch is then unsatisfiable
% 58.58/24.03  																				|-Branch two:
% 58.58/24.03  																				| (807) all_0_47_47 = e1 & all_0_52_52 = e2 &  ~ (all_0_48_48 = e2)
% 58.58/24.03  																				|
% 58.58/24.03  																					| Applying alpha-rule on (807) yields:
% 58.58/24.03  																					| (654) all_0_47_47 = e1
% 58.58/24.03  																					| (352) all_0_52_52 = e2
% 58.58/24.03  																					| (810)  ~ (all_0_48_48 = e2)
% 58.58/24.03  																					|
% 58.58/24.03  																					| Equations (654) can reduce 114 to:
% 58.58/24.03  																					| (11581)  ~ (all_0_48_48 = e1)
% 58.58/24.03  																					|
% 58.58/24.03  																					| Simplifying 11581 yields:
% 58.58/24.03  																					| (619)  ~ (all_0_48_48 = e1)
% 58.58/24.03  																					|
% 58.58/24.03  																					| Equations (654) can reduce 224 to:
% 58.58/24.03  																					| (463)  ~ (all_0_51_51 = e1)
% 58.58/24.03  																					|
% 58.58/24.03  																					| Simplifying 463 yields:
% 58.58/24.03  																					| (464)  ~ (all_0_51_51 = e1)
% 58.58/24.03  																					|
% 58.58/24.03  																					| Equations (654) can reduce 91 to:
% 58.58/24.03  																					| (465)  ~ (all_0_56_56 = e1)
% 58.58/24.03  																					|
% 58.58/24.03  																					| Simplifying 465 yields:
% 58.58/24.03  																					| (466)  ~ (all_0_56_56 = e1)
% 58.58/24.03  																					|
% 58.58/24.03  																					| Equations (654) can reduce 252 to:
% 58.58/24.03  																					| (602)  ~ (e4 = e1)
% 58.58/24.03  																					|
% 58.58/24.03  																					| Simplifying 602 yields:
% 58.58/24.03  																					| (110)  ~ (e4 = e1)
% 58.58/24.03  																					|
% 58.58/24.03  																					| Equations (654) can reduce 338 to:
% 58.58/24.03  																					| (604)  ~ (e2 = e1)
% 58.58/24.03  																					|
% 58.58/24.03  																					| Simplifying 604 yields:
% 58.58/24.03  																					| (122)  ~ (e2 = e1)
% 58.58/24.03  																					|
% 58.58/24.03  																					| From (654) and (23) follows:
% 58.58/24.03  																					| (9478) op(e2, e2) = e1
% 58.58/24.03  																					|
% 58.58/24.03  																					+-Applying beta-rule and splitting (228), into two cases.
% 58.58/24.03  																					|-Branch one:
% 58.58/24.03  																					| (335) all_0_48_48 = e2
% 58.58/24.03  																					|
% 58.58/24.03  																						| Equations (335) can reduce 810 to:
% 58.58/24.03  																						| (266) $false
% 58.58/24.03  																						|
% 58.58/24.03  																						|-The branch is then unsatisfiable
% 58.58/24.03  																					|-Branch two:
% 58.58/24.03  																					| (810)  ~ (all_0_48_48 = e2)
% 58.58/24.03  																					| (10218) all_0_48_48 = e4 | all_0_48_48 = e1 | all_0_48_48 = e0
% 58.58/24.03  																					|
% 58.58/24.03  																						+-Applying beta-rule and splitting (10218), into two cases.
% 58.58/24.03  																						|-Branch one:
% 58.58/24.03  																						| (943) all_0_48_48 = e4
% 58.58/24.03  																						|
% 58.58/24.03  																							| Equations (943) can reduce 254 to:
% 58.58/24.03  																							| (266) $false
% 58.58/24.03  																							|
% 58.58/24.03  																							|-The branch is then unsatisfiable
% 58.58/24.03  																						|-Branch two:
% 58.58/24.03  																						| (254)  ~ (all_0_48_48 = e4)
% 58.58/24.03  																						| (10222) all_0_48_48 = e1 | all_0_48_48 = e0
% 58.58/24.03  																						|
% 58.66/24.03  																							+-Applying beta-rule and splitting (10222), into two cases.
% 58.66/24.03  																							|-Branch one:
% 58.66/24.03  																							| (1279) all_0_48_48 = e0
% 58.66/24.03  																							|
% 58.66/24.03  																								| Equations (1279) can reduce 17 to:
% 58.66/24.03  																								| (5470)  ~ (all_0_43_43 = e0)
% 58.66/24.03  																								|
% 58.66/24.03  																								| Equations (1279) can reduce 30 to:
% 58.66/24.03  																								| (831)  ~ (all_0_46_46 = e0)
% 58.66/24.03  																								|
% 58.66/24.03  																								| Equations (1279) can reduce 239 to:
% 58.66/24.03  																								| (363)  ~ (all_0_57_57 = e0)
% 58.66/24.03  																								|
% 58.66/24.03  																								| Simplifying 363 yields:
% 58.66/24.03  																								| (364)  ~ (all_0_57_57 = e0)
% 58.66/24.03  																								|
% 58.66/24.03  																								| Equations (1279) can reduce 254 to:
% 58.66/24.03  																								| (401)  ~ (e4 = e0)
% 58.66/24.03  																								|
% 58.66/24.03  																								| Simplifying 401 yields:
% 58.66/24.03  																								| (49)  ~ (e4 = e0)
% 58.66/24.03  																								|
% 58.66/24.03  																								| Equations (1279) can reduce 810 to:
% 58.66/24.03  																								| (365)  ~ (e2 = e0)
% 58.66/24.03  																								|
% 58.66/24.03  																								| Simplifying 365 yields:
% 58.66/24.03  																								| (128)  ~ (e2 = e0)
% 58.66/24.03  																								|
% 58.66/24.03  																								| Equations (1279) can reduce 619 to:
% 58.66/24.03  																								| (435)  ~ (e1 = e0)
% 58.66/24.03  																								|
% 58.66/24.03  																								| Simplifying 435 yields:
% 58.66/24.03  																								| (233)  ~ (e1 = e0)
% 58.66/24.03  																								|
% 58.66/24.03  																								+-Applying beta-rule and splitting (78), into two cases.
% 58.66/24.03  																								|-Branch one:
% 58.66/24.03  																								| (423) all_0_45_45 = e3
% 58.66/24.03  																								|
% 58.66/24.03  																									| Combining equations (423,248) yields a new equation:
% 58.66/24.03  																									| (425) e4 = e3
% 58.66/24.03  																									|
% 58.66/24.03  																									| Equations (425) can reduce 188 to:
% 58.66/24.03  																									| (266) $false
% 58.66/24.03  																									|
% 58.66/24.03  																									|-The branch is then unsatisfiable
% 58.66/24.03  																								|-Branch two:
% 58.66/24.03  																								| (427)  ~ (all_0_45_45 = e3)
% 58.66/24.03  																								| (428) all_0_46_46 = e3 | all_0_47_47 = e3 | all_0_49_49 = e3
% 58.66/24.03  																								|
% 58.66/24.03  																									+-Applying beta-rule and splitting (428), into two cases.
% 58.66/24.04  																									|-Branch one:
% 58.66/24.04  																									| (1557) all_0_46_46 = e3
% 58.66/24.04  																									|
% 58.66/24.04  																										| Equations (1557) can reduce 43 to:
% 58.66/24.04  																										| (1898)  ~ (all_0_41_41 = e3)
% 58.66/24.04  																										|
% 58.66/24.04  																										| Equations (1557) can reduce 35 to:
% 58.66/24.04  																										| (410)  ~ (all_0_50_50 = e3)
% 58.66/24.04  																										|
% 58.66/24.04  																										| Simplifying 410 yields:
% 58.66/24.04  																										| (411)  ~ (all_0_50_50 = e3)
% 58.66/24.04  																										|
% 58.66/24.04  																										| Equations (1557) can reduce 250 to:
% 58.66/24.04  																										| (277)  ~ (e4 = e3)
% 58.66/24.04  																										|
% 58.66/24.04  																										| Simplifying 277 yields:
% 58.66/24.04  																										| (188)  ~ (e4 = e3)
% 58.66/24.04  																										|
% 58.66/24.04  																										| Equations (1557) can reduce 831 to:
% 58.66/24.04  																										| (80)  ~ (e3 = e0)
% 58.66/24.04  																										|
% 58.66/24.04  																										| From (1557) and (120) follows:
% 58.66/24.04  																										| (697) op(e2, e3) = e3
% 58.66/24.04  																										|
% 58.66/24.04  																										+-Applying beta-rule and splitting (113), into two cases.
% 58.66/24.04  																										|-Branch one:
% 58.66/24.04  																										| (403) all_0_41_41 = e3
% 58.66/24.04  																										|
% 58.66/24.04  																											| Equations (403) can reduce 1898 to:
% 58.66/24.04  																											| (266) $false
% 58.66/24.04  																											|
% 58.66/24.04  																											|-The branch is then unsatisfiable
% 58.66/24.04  																										|-Branch two:
% 58.66/24.04  																										| (1898)  ~ (all_0_41_41 = e3)
% 58.66/24.04  																										| (1899) all_0_42_42 = e3 | all_0_44_44 = e3
% 58.66/24.04  																										|
% 58.66/24.04  																											+-Applying beta-rule and splitting (195), into two cases.
% 58.66/24.04  																											|-Branch one:
% 58.66/24.04  																											| (396) all_0_43_43 = e4
% 58.66/24.04  																											|
% 58.66/24.04  																												| Equations (396) can reduce 31 to:
% 58.66/24.04  																												| (440)  ~ (all_0_41_41 = e4)
% 58.66/24.04  																												|
% 58.66/24.04  																												| Equations (396) can reduce 240 to:
% 58.66/24.04  																												| (1890)  ~ (all_0_42_42 = e4)
% 58.66/24.04  																												|
% 58.66/24.04  																												| Equations (396) can reduce 159 to:
% 58.66/24.04  																												| (1903)  ~ (all_0_44_44 = e4)
% 58.66/24.04  																												|
% 58.66/24.04  																												| Simplifying 1903 yields:
% 58.66/24.04  																												| (1390)  ~ (all_0_44_44 = e4)
% 58.66/24.04  																												|
% 58.66/24.04  																												| Equations (396) can reduce 99 to:
% 58.66/24.04  																												| (188)  ~ (e4 = e3)
% 58.66/24.04  																												|
% 58.66/24.04  																												| Equations (396) can reduce 96 to:
% 58.66/24.04  																												| (48)  ~ (e4 = e2)
% 58.66/24.04  																												|
% 58.66/24.04  																												| Equations (396) can reduce 5470 to:
% 58.66/24.04  																												| (49)  ~ (e4 = e0)
% 58.66/24.04  																												|
% 58.66/24.04  																												+-Applying beta-rule and splitting (62), into two cases.
% 58.66/24.04  																												|-Branch one:
% 58.66/24.04  																												| (321) all_0_38_38 = e4
% 58.66/24.04  																												|
% 58.66/24.04  																													| Combining equations (321,329) yields a new equation:
% 58.66/24.04  																													| (481) e4 = e0
% 58.66/24.04  																													|
% 58.66/24.04  																													| Simplifying 481 yields:
% 58.66/24.04  																													| (397) e4 = e0
% 58.66/24.04  																													|
% 58.66/24.04  																													| Equations (397) can reduce 49 to:
% 58.66/24.04  																													| (266) $false
% 58.66/24.04  																													|
% 58.66/24.04  																													|-The branch is then unsatisfiable
% 58.66/24.04  																												|-Branch two:
% 58.66/24.04  																												| (325)  ~ (all_0_38_38 = e4)
% 58.66/24.04  																												| (582) all_0_41_41 = e4 | all_0_46_46 = e4 | all_0_50_50 = e4 | all_0_55_55 = e4
% 58.66/24.04  																												|
% 58.66/24.04  																													+-Applying beta-rule and splitting (130), into two cases.
% 58.66/24.04  																													|-Branch one:
% 58.66/24.04  																													| (430) all_0_43_43 = e1
% 58.66/24.04  																													|
% 58.66/24.04  																														| Combining equations (430,396) yields a new equation:
% 58.66/24.04  																														| (630) e4 = e1
% 58.66/24.04  																														|
% 58.66/24.04  																														| Equations (630) can reduce 110 to:
% 58.66/24.04  																														| (266) $false
% 58.66/24.04  																														|
% 58.66/24.04  																														|-The branch is then unsatisfiable
% 58.66/24.04  																													|-Branch two:
% 58.66/24.04  																													| (433)  ~ (all_0_43_43 = e1)
% 58.66/24.04  																													| (434) all_0_48_48 = e1 | all_0_52_52 = e1 | all_0_57_57 = e1
% 58.66/24.04  																													|
% 58.66/24.04  																														+-Applying beta-rule and splitting (582), into two cases.
% 58.66/24.04  																														|-Branch one:
% 58.66/24.04  																														| (437) all_0_41_41 = e4
% 58.66/24.04  																														|
% 58.66/24.04  																															| Equations (437) can reduce 440 to:
% 58.66/24.04  																															| (266) $false
% 58.66/24.04  																															|
% 58.66/24.04  																															|-The branch is then unsatisfiable
% 58.66/24.04  																														|-Branch two:
% 58.66/24.04  																														| (440)  ~ (all_0_41_41 = e4)
% 58.66/24.04  																														| (769) all_0_46_46 = e4 | all_0_50_50 = e4 | all_0_55_55 = e4
% 58.66/24.04  																														|
% 58.66/24.04  																															+-Applying beta-rule and splitting (27), into two cases.
% 58.66/24.04  																															|-Branch one:
% 58.66/24.04  																															| (437) all_0_41_41 = e4
% 58.66/24.04  																															|
% 58.66/24.04  																																| Equations (437) can reduce 440 to:
% 58.66/24.04  																																| (266) $false
% 58.66/24.04  																																|
% 58.66/24.04  																																|-The branch is then unsatisfiable
% 58.66/24.04  																															|-Branch two:
% 58.66/24.04  																															| (440)  ~ (all_0_41_41 = e4)
% 58.66/24.04  																															| (4049) all_0_41_41 = e3 | all_0_41_41 = e1 | all_0_41_41 = e0
% 58.66/24.04  																															|
% 58.66/24.04  																																+-Applying beta-rule and splitting (434), into two cases.
% 58.66/24.04  																																|-Branch one:
% 58.66/24.04  																																| (615) all_0_48_48 = e1
% 58.66/24.04  																																|
% 58.66/24.04  																																	| Combining equations (1279,615) yields a new equation:
% 58.66/24.04  																																	| (431) e1 = e0
% 58.66/24.04  																																	|
% 58.66/24.04  																																	| Equations (431) can reduce 233 to:
% 58.66/24.04  																																	| (266) $false
% 58.66/24.04  																																	|
% 58.66/24.04  																																	|-The branch is then unsatisfiable
% 58.66/24.04  																																|-Branch two:
% 58.66/24.04  																																| (619)  ~ (all_0_48_48 = e1)
% 58.66/24.04  																																| (620) all_0_52_52 = e1 | all_0_57_57 = e1
% 58.66/24.04  																																|
% 58.66/24.04  																																	+-Applying beta-rule and splitting (4049), into two cases.
% 58.66/24.04  																																	|-Branch one:
% 58.66/24.04  																																	| (794) all_0_41_41 = e0
% 58.66/24.04  																																	|
% 58.66/24.04  																																		| Equations (794) can reduce 357 to:
% 58.66/24.04  																																		| (266) $false
% 58.66/24.04  																																		|
% 58.66/24.04  																																		|-The branch is then unsatisfiable
% 58.66/24.04  																																	|-Branch two:
% 58.66/24.04  																																	| (357)  ~ (all_0_41_41 = e0)
% 58.66/24.04  																																	| (4053) all_0_41_41 = e3 | all_0_41_41 = e1
% 58.66/24.04  																																	|
% 58.66/24.04  																																		+-Applying beta-rule and splitting (620), into two cases.
% 58.66/24.04  																																		|-Branch one:
% 58.66/24.04  																																		| (642) all_0_52_52 = e1
% 58.66/24.04  																																		|
% 58.66/24.04  																																			| Combining equations (642,352) yields a new equation:
% 58.66/24.04  																																			| (617) e2 = e1
% 58.66/24.04  																																			|
% 58.66/24.04  																																			| Equations (617) can reduce 122 to:
% 58.66/24.04  																																			| (266) $false
% 58.66/24.04  																																			|
% 58.66/24.04  																																			|-The branch is then unsatisfiable
% 58.66/24.04  																																		|-Branch two:
% 58.66/24.04  																																		| (646)  ~ (all_0_52_52 = e1)
% 58.66/24.04  																																		| (647) all_0_57_57 = e1
% 58.66/24.04  																																		|
% 58.66/24.04  																																			| Equations (647) can reduce 148 to:
% 58.66/24.04  																																			| (879)  ~ (all_0_58_58 = e1)
% 58.66/24.04  																																			|
% 58.66/24.04  																																			| Simplifying 879 yields:
% 58.66/24.04  																																			| (880)  ~ (all_0_58_58 = e1)
% 58.66/24.04  																																			|
% 58.66/24.04  																																			+-Applying beta-rule and splitting (4053), into two cases.
% 58.66/24.04  																																			|-Branch one:
% 58.66/24.04  																																			| (453) all_0_41_41 = e1
% 58.66/24.04  																																			|
% 58.66/24.04  																																				| Equations (453) can reduce 214 to:
% 58.66/24.04  																																				| (4055)  ~ (all_0_42_42 = e1)
% 58.66/24.04  																																				|
% 58.66/24.04  																																				| Simplifying 4055 yields:
% 58.66/24.04  																																				| (1380)  ~ (all_0_42_42 = e1)
% 58.66/24.04  																																				|
% 58.66/24.04  																																				| Equations (453) can reduce 149 to:
% 58.66/24.04  																																				| (4057)  ~ (all_0_44_44 = e1)
% 58.66/24.04  																																				|
% 58.66/24.04  																																				| Simplifying 4057 yields:
% 58.66/24.04  																																				| (639)  ~ (all_0_44_44 = e1)
% 58.66/24.04  																																				|
% 58.66/24.04  																																				| Equations (453) can reduce 1898 to:
% 58.66/24.04  																																				| (467)  ~ (e3 = e1)
% 58.66/24.04  																																				|
% 58.66/24.04  																																				| Simplifying 467 yields:
% 58.66/24.04  																																				| (213)  ~ (e3 = e1)
% 58.66/24.04  																																				|
% 58.66/24.04  																																				| Equations (453) can reduce 85 to:
% 58.66/24.04  																																				| (604)  ~ (e2 = e1)
% 58.66/24.04  																																				|
% 58.66/24.04  																																				| Simplifying 604 yields:
% 58.66/24.04  																																				| (122)  ~ (e2 = e1)
% 58.66/24.04  																																				|
% 58.66/24.04  																																				| From (453) and (219) follows:
% 58.66/24.04  																																				| (12512) op(e3, e3) = e1
% 58.66/24.04  																																				|
% 58.66/24.04  																																				+-Applying beta-rule and splitting (112), into two cases.
% 58.66/24.04  																																				|-Branch one:
% 58.66/24.04  																																				| (635) all_0_44_44 = e1
% 58.66/24.04  																																				|
% 58.66/24.04  																																					| Equations (635) can reduce 639 to:
% 58.66/24.04  																																					| (266) $false
% 58.66/24.04  																																					|
% 58.66/24.04  																																					|-The branch is then unsatisfiable
% 58.66/24.04  																																				|-Branch two:
% 58.66/24.04  																																				| (639)  ~ (all_0_44_44 = e1)
% 58.66/24.04  																																				| (640) all_0_49_49 = e1 | all_0_53_53 = e1 | all_0_58_58 = e1
% 58.66/24.04  																																				|
% 58.66/24.04  																																					+-Applying beta-rule and splitting (640), into two cases.
% 58.66/24.04  																																					|-Branch one:
% 58.66/24.04  																																					| (671) all_0_49_49 = e1
% 58.66/24.04  																																					|
% 58.66/24.04  																																						| Combining equations (583,671) yields a new equation:
% 58.66/24.04  																																						| (616) e2 = e1
% 58.66/24.04  																																						|
% 58.66/24.04  																																						| Simplifying 616 yields:
% 58.66/24.04  																																						| (617) e2 = e1
% 58.66/24.04  																																						|
% 58.66/24.04  																																						| Equations (617) can reduce 122 to:
% 58.66/24.04  																																						| (266) $false
% 58.66/24.04  																																						|
% 58.66/24.04  																																						|-The branch is then unsatisfiable
% 58.66/24.04  																																					|-Branch two:
% 58.66/24.04  																																					| (1064)  ~ (all_0_49_49 = e1)
% 58.66/24.04  																																					| (2141) all_0_53_53 = e1 | all_0_58_58 = e1
% 58.66/24.04  																																					|
% 58.66/24.04  																																						+-Applying beta-rule and splitting (2141), into two cases.
% 58.66/24.04  																																						|-Branch one:
% 58.66/24.04  																																						| (1208) all_0_53_53 = e1
% 58.66/24.04  																																						|
% 58.66/24.04  																																							| Equations (1208) can reduce 190 to:
% 58.66/24.04  																																							| (759)  ~ (all_0_50_50 = e1)
% 58.66/24.04  																																							|
% 58.66/24.04  																																							| Equations (1208) can reduce 247 to:
% 58.66/24.04  																																							| (233)  ~ (e1 = e0)
% 58.66/24.04  																																							|
% 58.66/24.04  																																							+-Applying beta-rule and splitting (168), into two cases.
% 58.66/24.04  																																							|-Branch one:
% 58.66/24.04  																																							| (415) all_0_50_50 = e3
% 58.66/24.04  																																							|
% 58.66/24.04  																																								| Equations (415) can reduce 411 to:
% 58.66/24.04  																																								| (266) $false
% 58.66/24.04  																																								|
% 58.66/24.04  																																								|-The branch is then unsatisfiable
% 58.66/24.04  																																							|-Branch two:
% 58.66/24.04  																																							| (411)  ~ (all_0_50_50 = e3)
% 58.66/24.04  																																							| (418) all_0_51_51 = e3 | all_0_53_53 = e3
% 58.66/24.04  																																							|
% 58.66/24.04  																																								+-Applying beta-rule and splitting (769), into two cases.
% 58.66/24.04  																																								|-Branch one:
% 58.66/24.04  																																								| (770) all_0_46_46 = e4
% 58.66/24.04  																																								|
% 58.66/24.04  																																									| Combining equations (770,1557) yields a new equation:
% 58.66/24.04  																																									| (424) e4 = e3
% 58.66/24.04  																																									|
% 58.66/24.04  																																									| Simplifying 424 yields:
% 58.66/24.04  																																									| (425) e4 = e3
% 58.66/24.04  																																									|
% 58.66/24.04  																																									| Equations (425) can reduce 188 to:
% 58.66/24.04  																																									| (266) $false
% 58.66/24.04  																																									|
% 58.66/24.04  																																									|-The branch is then unsatisfiable
% 58.66/24.04  																																								|-Branch two:
% 58.66/24.04  																																								| (250)  ~ (all_0_46_46 = e4)
% 58.66/24.04  																																								| (774) all_0_50_50 = e4 | all_0_55_55 = e4
% 58.66/24.04  																																								|
% 58.66/24.04  																																									+-Applying beta-rule and splitting (418), into two cases.
% 58.66/24.04  																																									|-Branch one:
% 58.66/24.04  																																									| (660) all_0_51_51 = e3
% 58.66/24.04  																																									|
% 58.66/24.04  																																										| Equations (660) can reduce 61 to:
% 58.66/24.04  																																										| (405)  ~ (all_0_42_42 = e3)
% 58.66/24.04  																																										|
% 58.66/24.04  																																										| Equations (660) can reduce 115 to:
% 58.66/24.04  																																										| (80)  ~ (e3 = e0)
% 58.66/24.04  																																										|
% 58.66/24.04  																																										| From (660) and (186) follows:
% 58.66/24.04  																																										| (1552) op(e1, e2) = e3
% 58.66/24.04  																																										|
% 58.66/24.04  																																										+-Applying beta-rule and splitting (774), into two cases.
% 58.66/24.04  																																										|-Branch one:
% 58.66/24.04  																																										| (775) all_0_50_50 = e4
% 58.66/24.04  																																										|
% 58.66/24.04  																																											| Equations (775) can reduce 302 to:
% 58.66/24.04  																																											| (48)  ~ (e4 = e2)
% 58.66/24.04  																																											|
% 58.66/24.04  																																											| Equations (775) can reduce 759 to:
% 58.66/24.04  																																											| (110)  ~ (e4 = e1)
% 58.66/24.04  																																											|
% 58.66/24.04  																																											| Equations (775) can reduce 121 to:
% 58.66/24.04  																																											| (49)  ~ (e4 = e0)
% 58.66/24.04  																																											|
% 58.66/24.04  																																											| From (775) and (242) follows:
% 58.66/24.04  																																											| (5059) op(e1, e3) = e4
% 58.66/24.04  																																											|
% 58.66/24.04  																																											+-Applying beta-rule and splitting (189), into two cases.
% 58.66/24.04  																																											|-Branch one:
% 58.66/24.04  																																											| (532) all_0_44_44 = e3
% 58.66/24.04  																																											|
% 58.66/24.04  																																												| Equations (532) can reduce 181 to:
% 58.66/24.04  																																												| (275)  ~ (all_0_58_58 = e3)
% 58.66/24.04  																																												|
% 58.66/24.04  																																												| Simplifying 275 yields:
% 58.66/24.04  																																												| (276)  ~ (all_0_58_58 = e3)
% 58.66/24.04  																																												|
% 58.66/24.04  																																												| Equations (532) can reduce 1390 to:
% 58.66/24.04  																																												| (277)  ~ (e4 = e3)
% 58.66/24.04  																																												|
% 58.66/24.04  																																												| Simplifying 277 yields:
% 58.66/24.04  																																												| (188)  ~ (e4 = e3)
% 58.66/24.04  																																												|
% 58.66/24.04  																																												| Equations (532) can reduce 147 to:
% 58.66/24.04  																																												| (212)  ~ (e3 = e2)
% 58.66/24.04  																																												|
% 58.66/24.04  																																												| From (532) and (138) follows:
% 58.66/24.04  																																												| (1639) op(e3, e0) = e3
% 58.66/24.04  																																												|
% 58.66/24.04  																																												+-Applying beta-rule and splitting (165), into two cases.
% 58.66/24.04  																																												|-Branch one:
% 58.66/24.04  																																												| (794) all_0_41_41 = e0
% 58.66/24.04  																																												|
% 58.66/24.04  																																													| Combining equations (794,453) yields a new equation:
% 58.66/24.04  																																													| (431) e1 = e0
% 58.66/24.04  																																													|
% 58.66/24.04  																																													| Equations (431) can reduce 233 to:
% 58.66/24.04  																																													| (266) $false
% 58.66/24.04  																																													|
% 58.66/24.04  																																													|-The branch is then unsatisfiable
% 58.66/24.04  																																												|-Branch two:
% 58.66/24.04  																																												| (357)  ~ (all_0_41_41 = e0)
% 58.66/24.04  																																												| (6761) all_0_42_42 = e0 | all_0_43_43 = e0 | all_0_44_44 = e0
% 58.66/24.04  																																												|
% 58.66/24.04  																																													+-Applying beta-rule and splitting (171), into two cases.
% 58.66/24.04  																																													|-Branch one:
% 58.66/24.04  																																													| (265) all_0_54_54 = e4
% 58.66/24.04  																																													|
% 58.66/24.04  																																														| Combining equations (265,268) yields a new equation:
% 58.66/24.04  																																														| (424) e4 = e3
% 58.66/24.04  																																														|
% 58.66/24.04  																																														| Simplifying 424 yields:
% 58.66/24.04  																																														| (425) e4 = e3
% 58.66/24.04  																																														|
% 58.66/24.04  																																														| Equations (425) can reduce 188 to:
% 58.66/24.04  																																														| (266) $false
% 58.66/24.04  																																														|
% 58.66/24.04  																																														|-The branch is then unsatisfiable
% 58.66/24.04  																																													|-Branch two:
% 58.66/24.04  																																													| (258)  ~ (all_0_54_54 = e4)
% 58.66/24.04  																																													| (575) all_0_55_55 = e4 | all_0_56_56 = e4 | all_0_57_57 = e4 | all_0_58_58 = e4
% 58.66/24.04  																																													|
% 58.66/24.04  																																														| Equations (268) can reduce 258 to:
% 58.66/24.04  																																														| (277)  ~ (e4 = e3)
% 58.66/24.04  																																														|
% 58.66/24.04  																																														| Simplifying 277 yields:
% 58.66/24.04  																																														| (188)  ~ (e4 = e3)
% 58.66/24.04  																																														|
% 58.66/24.04  																																														+-Applying beta-rule and splitting (108), into two cases.
% 58.66/24.04  																																														|-Branch one:
% 58.66/24.04  																																														| (624) all_0_58_58 = e2
% 58.66/24.04  																																														|
% 58.66/24.04  																																															| Equations (624) can reduce 908 to:
% 58.66/24.04  																																															| (266) $false
% 58.66/24.04  																																															|
% 58.66/24.04  																																															|-The branch is then unsatisfiable
% 58.66/24.04  																																														|-Branch two:
% 58.66/24.04  																																														| (908)  ~ (all_0_58_58 = e2)
% 58.66/24.04  																																														| (909) all_0_58_58 = e4 | all_0_58_58 = e3 | all_0_58_58 = e1 | all_0_58_58 = e0
% 58.66/24.04  																																														|
% 58.66/24.04  																																															+-Applying beta-rule and splitting (75), into two cases.
% 58.66/24.04  																																															|-Branch one:
% 58.66/24.04  																																															| (485) all_0_40_40 = e0
% 58.66/24.04  																																															|
% 58.66/24.04  																																																| Combining equations (1378,485) yields a new equation:
% 58.66/24.04  																																																| (481) e4 = e0
% 58.66/24.04  																																																|
% 58.66/24.04  																																																| Simplifying 481 yields:
% 58.66/24.04  																																																| (397) e4 = e0
% 58.66/24.04  																																																|
% 58.66/24.04  																																																| Equations (397) can reduce 49 to:
% 58.66/24.04  																																																| (266) $false
% 58.66/24.04  																																																|
% 58.66/24.04  																																																|-The branch is then unsatisfiable
% 58.66/24.04  																																															|-Branch two:
% 58.66/24.04  																																															| (1401)  ~ (all_0_40_40 = e0)
% 58.66/24.04  																																															| (1748) all_0_44_44 = e0 | all_0_49_49 = e0 | all_0_58_58 = e0
% 58.66/24.04  																																															|
% 58.66/24.04  																																																+-Applying beta-rule and splitting (164), into two cases.
% 58.66/24.04  																																																|-Branch one:
% 58.66/24.04  																																																| (471) all_0_39_39 = e4
% 58.66/24.04  																																																|
% 58.66/24.04  																																																	| Combining equations (471,317) yields a new equation:
% 58.66/24.04  																																																	| (322) e4 = e2
% 58.66/24.04  																																																	|
% 58.66/24.04  																																																	| Simplifying 322 yields:
% 58.66/24.04  																																																	| (323) e4 = e2
% 58.66/24.04  																																																	|
% 58.66/24.04  																																																	| Equations (323) can reduce 48 to:
% 58.66/24.04  																																																	| (266) $false
% 58.66/24.04  																																																	|
% 58.66/24.04  																																																	|-The branch is then unsatisfiable
% 58.66/24.04  																																																|-Branch two:
% 58.66/24.04  																																																| (1377)  ~ (all_0_39_39 = e4)
% 58.66/24.04  																																																| (2115) all_0_42_42 = e4 | all_0_47_47 = e4 | all_0_51_51 = e4 | all_0_56_56 = e4
% 58.66/24.04  																																																|
% 58.66/24.04  																																																	+-Applying beta-rule and splitting (1748), into two cases.
% 58.66/24.04  																																																	|-Branch one:
% 58.66/24.04  																																																	| (1414) all_0_44_44 = e0
% 58.66/24.04  																																																	|
% 58.66/24.04  																																																		| Combining equations (532,1414) yields a new equation:
% 58.66/24.04  																																																		| (675) e3 = e0
% 58.66/24.04  																																																		|
% 58.66/24.04  																																																		| Simplifying 675 yields:
% 58.66/24.04  																																																		| (676) e3 = e0
% 58.66/24.04  																																																		|
% 58.66/24.04  																																																		| Equations (676) can reduce 80 to:
% 58.66/24.04  																																																		| (266) $false
% 58.66/24.04  																																																		|
% 58.66/24.04  																																																		|-The branch is then unsatisfiable
% 58.66/24.04  																																																	|-Branch two:
% 58.66/24.04  																																																	| (360)  ~ (all_0_44_44 = e0)
% 58.66/24.04  																																																	| (1760) all_0_49_49 = e0 | all_0_58_58 = e0
% 58.66/24.04  																																																	|
% 58.66/24.04  																																																		+-Applying beta-rule and splitting (2115), into two cases.
% 58.66/24.04  																																																		|-Branch one:
% 58.66/24.04  																																																		| (1392) all_0_42_42 = e4
% 58.66/24.04  																																																		|
% 58.66/24.04  																																																			| Equations (1392) can reduce 1890 to:
% 58.66/24.04  																																																			| (266) $false
% 58.66/24.04  																																																			|
% 58.66/24.04  																																																			|-The branch is then unsatisfiable
% 58.66/24.04  																																																		|-Branch two:
% 58.66/24.04  																																																		| (1890)  ~ (all_0_42_42 = e4)
% 58.66/24.04  																																																		| (2246) all_0_47_47 = e4 | all_0_51_51 = e4 | all_0_56_56 = e4
% 58.66/24.04  																																																		|
% 58.66/24.04  																																																			+-Applying beta-rule and splitting (1760), into two cases.
% 58.66/24.04  																																																			|-Branch one:
% 58.66/24.04  																																																			| (978) all_0_49_49 = e0
% 58.66/24.04  																																																			|
% 58.66/24.04  																																																				| Combining equations (583,978) yields a new equation:
% 58.66/24.04  																																																				| (391) e2 = e0
% 58.66/24.04  																																																				|
% 58.66/24.04  																																																				| Simplifying 391 yields:
% 58.66/24.04  																																																				| (330) e2 = e0
% 58.66/24.04  																																																				|
% 58.66/24.04  																																																				| Equations (330) can reduce 128 to:
% 58.66/24.04  																																																				| (266) $false
% 58.66/24.04  																																																				|
% 58.66/24.04  																																																				|-The branch is then unsatisfiable
% 58.66/24.04  																																																			|-Branch two:
% 58.66/24.04  																																																			| (487)  ~ (all_0_49_49 = e0)
% 58.66/24.04  																																																			| (914) all_0_58_58 = e0
% 58.66/24.04  																																																			|
% 58.66/24.04  																																																				| Equations (914) can reduce 44 to:
% 58.66/24.04  																																																				| (828)  ~ (all_0_56_56 = e0)
% 58.66/24.04  																																																				|
% 58.66/24.04  																																																				| Equations (914) can reduce 276 to:
% 58.66/24.04  																																																				| (541)  ~ (e3 = e0)
% 58.66/24.04  																																																				|
% 58.66/24.04  																																																				| Simplifying 541 yields:
% 58.66/24.04  																																																				| (80)  ~ (e3 = e0)
% 58.66/24.04  																																																				|
% 58.66/24.04  																																																				| Equations (914) can reduce 908 to:
% 58.66/24.04  																																																				| (365)  ~ (e2 = e0)
% 58.66/24.04  																																																				|
% 58.66/24.04  																																																				| Simplifying 365 yields:
% 58.66/24.04  																																																				| (128)  ~ (e2 = e0)
% 58.66/24.04  																																																				|
% 58.66/24.04  																																																				+-Applying beta-rule and splitting (2246), into two cases.
% 58.66/24.04  																																																				|-Branch one:
% 58.66/24.04  																																																				| (1790) all_0_47_47 = e4
% 58.66/24.04  																																																				|
% 58.66/24.04  																																																					| Combining equations (1790,654) yields a new equation:
% 58.66/24.04  																																																					| (636) e4 = e1
% 58.66/24.04  																																																					|
% 58.66/24.04  																																																					| Simplifying 636 yields:
% 58.66/24.04  																																																					| (630) e4 = e1
% 58.66/24.04  																																																					|
% 58.66/24.04  																																																					| Equations (630) can reduce 110 to:
% 58.66/24.04  																																																					| (266) $false
% 58.66/24.04  																																																					|
% 58.66/24.04  																																																					|-The branch is then unsatisfiable
% 58.66/24.04  																																																				|-Branch two:
% 58.66/24.04  																																																				| (252)  ~ (all_0_47_47 = e4)
% 58.66/24.04  																																																				| (6548) all_0_51_51 = e4 | all_0_56_56 = e4
% 58.66/24.04  																																																				|
% 58.66/24.04  																																																					+-Applying beta-rule and splitting (104), into two cases.
% 58.66/24.04  																																																					|-Branch one:
% 58.66/24.04  																																																					| (480) all_0_39_39 = e0
% 58.66/24.04  																																																					|
% 58.66/24.04  																																																						| Combining equations (480,317) yields a new equation:
% 58.66/24.04  																																																						| (330) e2 = e0
% 58.66/24.04  																																																						|
% 58.66/24.04  																																																						| Equations (330) can reduce 128 to:
% 58.66/24.04  																																																						| (266) $false
% 58.66/24.04  																																																						|
% 58.66/24.04  																																																						|-The branch is then unsatisfiable
% 58.66/24.04  																																																					|-Branch two:
% 58.66/24.04  																																																					| (484)  ~ (all_0_39_39 = e0)
% 58.66/24.04  																																																					| (558) all_0_42_42 = e0 | all_0_47_47 = e0 | all_0_56_56 = e0
% 58.66/24.04  																																																					|
% 58.66/24.04  																																																						+-Applying beta-rule and splitting (558), into two cases.
% 58.66/24.04  																																																						|-Branch one:
% 58.66/24.04  																																																						| (559) all_0_42_42 = e0
% 58.66/24.04  																																																						|
% 58.66/24.04  																																																							| Equations (559) can reduce 1380 to:
% 58.66/24.04  																																																							| (435)  ~ (e1 = e0)
% 58.66/24.04  																																																							|
% 58.66/24.04  																																																							| Simplifying 435 yields:
% 58.66/24.04  																																																							| (233)  ~ (e1 = e0)
% 58.66/24.04  																																																							|
% 58.66/24.04  																																																							+-Applying beta-rule and splitting (6548), into two cases.
% 58.66/24.04  																																																							|-Branch one:
% 58.66/24.04  																																																							| (1101) all_0_51_51 = e4
% 58.66/24.04  																																																							|
% 58.66/24.04  																																																								| Combining equations (660,1101) yields a new equation:
% 58.66/24.04  																																																								| (425) e4 = e3
% 58.66/24.04  																																																								|
% 58.66/24.04  																																																								| Equations (425) can reduce 188 to:
% 58.66/24.04  																																																								| (266) $false
% 58.66/24.04  																																																								|
% 58.66/24.04  																																																								|-The branch is then unsatisfiable
% 58.66/24.04  																																																							|-Branch two:
% 58.66/24.04  																																																							| (475)  ~ (all_0_51_51 = e4)
% 58.66/24.04  																																																							| (842) all_0_56_56 = e4
% 58.66/24.04  																																																							|
% 58.66/24.04  																																																								| From (842) and (111) follows:
% 58.66/24.04  																																																								| (2154) op(e0, e2) = e4
% 58.66/24.04  																																																								|
% 58.66/24.04  																																																								+-Applying beta-rule and splitting (56), into two cases.
% 58.66/24.04  																																																								|-Branch one:
% 58.66/24.04  																																																								| (696) unit = e2
% 58.66/24.04  																																																								|
% 58.66/24.04  																																																									| From (696) and (227) follows:
% 58.66/24.04  																																																									| (4284) op(e4, e2) = e4
% 58.66/24.04  																																																									|
% 58.66/24.04  																																																									| From (696) and (32) follows:
% 58.66/24.04  																																																									| (698) op(e2, e2) = e2
% 58.66/24.04  																																																									|
% 58.66/24.04  																																																									| From (696) and (42) follows:
% 58.66/24.04  																																																									| (1613) op(e0, e2) = e0
% 58.66/24.04  																																																									|
% 58.66/24.04  																																																									| Instantiating formula (29) with e4, e2, e4, e2 and discharging atoms op(e4, e2) = e4, op(e4, e2) = e2, yields:
% 58.66/24.04  																																																									| (323) e4 = e2
% 58.66/24.04  																																																									|
% 58.66/24.04  																																																									| Instantiating formula (29) with e2, e2, e2, e1 and discharging atoms op(e2, e2) = e2, op(e2, e2) = e1, yields:
% 58.66/24.05  																																																									| (617) e2 = e1
% 58.66/24.05  																																																									|
% 58.66/24.05  																																																									| Instantiating formula (29) with e0, e2, e0, e4 and discharging atoms op(e0, e2) = e4, op(e0, e2) = e0, yields:
% 58.66/24.05  																																																									| (397) e4 = e0
% 58.66/24.05  																																																									|
% 58.66/24.05  																																																									| Combining equations (323,397) yields a new equation:
% 58.66/24.05  																																																									| (391) e2 = e0
% 58.66/24.05  																																																									|
% 58.66/24.05  																																																									| Simplifying 391 yields:
% 58.66/24.05  																																																									| (330) e2 = e0
% 58.66/24.05  																																																									|
% 58.66/24.05  																																																									| Combining equations (617,330) yields a new equation:
% 58.66/24.05  																																																									| (546) e1 = e0
% 58.66/24.05  																																																									|
% 58.66/24.05  																																																									| Simplifying 546 yields:
% 58.66/24.05  																																																									| (431) e1 = e0
% 58.66/24.05  																																																									|
% 58.66/24.05  																																																									| Equations (431) can reduce 233 to:
% 58.66/24.05  																																																									| (266) $false
% 58.66/24.05  																																																									|
% 58.66/24.05  																																																									|-The branch is then unsatisfiable
% 58.66/24.05  																																																								|-Branch two:
% 58.66/24.05  																																																								| (707)  ~ (unit = e2)
% 58.66/24.05  																																																								| (708) unit = e4 | unit = e3 | unit = e1 | unit = e0
% 58.66/24.05  																																																								|
% 58.66/24.05  																																																									+-Applying beta-rule and splitting (708), into two cases.
% 58.66/24.05  																																																									|-Branch one:
% 58.66/24.05  																																																									| (709) unit = e4
% 58.66/24.05  																																																									|
% 58.66/24.05  																																																										| From (709) and (211) follows:
% 58.66/24.05  																																																										| (22527) op(e4, e1) = e1
% 58.66/24.05  																																																										|
% 58.66/24.05  																																																										| From (709) and (42) follows:
% 58.66/24.05  																																																										| (713) op(e0, e4) = e0
% 58.66/24.05  																																																										|
% 58.66/24.05  																																																										| Instantiating formula (29) with e4, e1, e1, e3 and discharging atoms op(e4, e1) = e3, op(e4, e1) = e1, yields:
% 58.66/24.05  																																																										| (455) e3 = e1
% 58.66/24.05  																																																										|
% 58.66/24.05  																																																										| Instantiating formula (29) with e0, e4, e0, e3 and discharging atoms op(e0, e4) = e3, op(e0, e4) = e0, yields:
% 58.66/24.05  																																																										| (676) e3 = e0
% 58.66/24.05  																																																										|
% 58.66/24.05  																																																										| Combining equations (455,676) yields a new equation:
% 58.66/24.05  																																																										| (546) e1 = e0
% 58.66/24.05  																																																										|
% 58.66/24.05  																																																										| Simplifying 546 yields:
% 58.66/24.05  																																																										| (431) e1 = e0
% 58.66/24.05  																																																										|
% 58.66/24.05  																																																										| Equations (431) can reduce 233 to:
% 58.66/24.05  																																																										| (266) $false
% 58.66/24.05  																																																										|
% 58.66/24.05  																																																										|-The branch is then unsatisfiable
% 58.66/24.05  																																																									|-Branch two:
% 58.66/24.05  																																																									| (724)  ~ (unit = e4)
% 58.66/24.05  																																																									| (725) unit = e3 | unit = e1 | unit = e0
% 58.66/24.05  																																																									|
% 58.66/24.05  																																																										+-Applying beta-rule and splitting (725), into two cases.
% 58.66/24.05  																																																										|-Branch one:
% 58.66/24.05  																																																										| (726) unit = e0
% 58.66/24.05  																																																										|
% 58.66/24.05  																																																											| From (726) and (244) follows:
% 58.66/24.05  																																																											| (2207) op(e0, e4) = e4
% 58.66/24.05  																																																											|
% 58.66/24.05  																																																											| From (726) and (15) follows:
% 58.66/24.05  																																																											| (1508) op(e0, e2) = e2
% 58.66/24.05  																																																											|
% 58.66/24.05  																																																											| Instantiating formula (29) with e0, e4, e4, e3 and discharging atoms op(e0, e4) = e4, op(e0, e4) = e3, yields:
% 58.66/24.05  																																																											| (425) e4 = e3
% 58.66/24.05  																																																											|
% 58.66/24.05  																																																											| Instantiating formula (29) with e0, e2, e2, e4 and discharging atoms op(e0, e2) = e4, op(e0, e2) = e2, yields:
% 58.66/24.05  																																																											| (323) e4 = e2
% 58.66/24.05  																																																											|
% 58.66/24.05  																																																											| Combining equations (425,323) yields a new equation:
% 58.66/24.05  																																																											| (661) e3 = e2
% 58.66/24.05  																																																											|
% 58.66/24.05  																																																											| Simplifying 661 yields:
% 58.66/24.05  																																																											| (662) e3 = e2
% 58.66/24.05  																																																											|
% 58.66/24.05  																																																											| Equations (662) can reduce 212 to:
% 58.66/24.05  																																																											| (266) $false
% 58.66/24.05  																																																											|
% 58.66/24.05  																																																											|-The branch is then unsatisfiable
% 58.66/24.05  																																																										|-Branch two:
% 58.66/24.05  																																																										| (734)  ~ (unit = e0)
% 58.66/24.05  																																																										| (735) unit = e3 | unit = e1
% 58.66/24.05  																																																										|
% 58.66/24.05  																																																											+-Applying beta-rule and splitting (735), into two cases.
% 58.66/24.05  																																																											|-Branch one:
% 58.66/24.05  																																																											| (736) unit = e1
% 58.66/24.05  																																																											|
% 58.66/24.05  																																																												| Equations (736) can reduce 734 to:
% 58.66/24.05  																																																												| (233)  ~ (e1 = e0)
% 58.66/24.05  																																																												|
% 58.66/24.05  																																																												| From (736) and (244) follows:
% 58.66/24.05  																																																												| (738) op(e1, e4) = e4
% 58.66/24.05  																																																												|
% 58.66/24.05  																																																												| From (736) and (24) follows:
% 58.66/24.05  																																																												| (1934) op(e1, e3) = e3
% 58.66/24.05  																																																												|
% 58.66/24.05  																																																												| From (736) and (15) follows:
% 58.66/24.05  																																																												| (515) op(e1, e2) = e2
% 58.66/24.05  																																																												|
% 58.66/24.05  																																																												| From (736) and (28) follows:
% 58.66/24.05  																																																												| (740) op(e1, e1) = e1
% 58.66/24.05  																																																												|
% 58.66/24.05  																																																												| Instantiating formula (29) with e1, e4, e4, e0 and discharging atoms op(e1, e4) = e4, op(e1, e4) = e0, yields:
% 58.66/24.05  																																																												| (397) e4 = e0
% 58.66/24.05  																																																												|
% 58.66/24.05  																																																												| Instantiating formula (29) with e1, e3, e3, e4 and discharging atoms op(e1, e3) = e4, op(e1, e3) = e3, yields:
% 58.66/24.05  																																																												| (425) e4 = e3
% 58.66/24.05  																																																												|
% 58.66/24.05  																																																												| Instantiating formula (29) with e1, e2, e2, e3 and discharging atoms op(e1, e2) = e3, op(e1, e2) = e2, yields:
% 58.66/24.05  																																																												| (662) e3 = e2
% 58.66/24.05  																																																												|
% 58.66/24.05  																																																												| Instantiating formula (29) with e1, e1, e1, e2 and discharging atoms op(e1, e1) = e2, op(e1, e1) = e1, yields:
% 58.66/24.05  																																																												| (617) e2 = e1
% 58.66/24.05  																																																												|
% 58.66/24.05  																																																												| Combining equations (397,425) yields a new equation:
% 58.66/24.05  																																																												| (676) e3 = e0
% 58.66/24.05  																																																												|
% 58.66/24.05  																																																												| Combining equations (676,662) yields a new equation:
% 58.66/24.05  																																																												| (330) e2 = e0
% 58.66/24.05  																																																												|
% 58.66/24.05  																																																												| Combining equations (617,330) yields a new equation:
% 58.66/24.05  																																																												| (546) e1 = e0
% 58.66/24.05  																																																												|
% 58.66/24.05  																																																												| Simplifying 546 yields:
% 58.66/24.05  																																																												| (431) e1 = e0
% 58.66/24.05  																																																												|
% 58.66/24.05  																																																												| Equations (431) can reduce 233 to:
% 58.66/24.05  																																																												| (266) $false
% 58.66/24.05  																																																												|
% 58.66/24.05  																																																												|-The branch is then unsatisfiable
% 58.66/24.05  																																																											|-Branch two:
% 58.66/24.05  																																																											| (748)  ~ (unit = e1)
% 58.66/24.05  																																																											| (749) unit = e3
% 58.66/24.05  																																																											|
% 58.66/24.05  																																																												| From (749) and (209) follows:
% 58.66/24.05  																																																												| (1667) op(e3, e0) = e0
% 58.66/24.05  																																																												|
% 58.66/24.05  																																																												| From (749) and (40) follows:
% 58.66/24.05  																																																												| (3715) op(e3, e3) = e3
% 58.66/24.05  																																																												|
% 58.66/24.05  																																																												| From (749) and (32) follows:
% 58.66/24.05  																																																												| (5793) op(e2, e3) = e2
% 58.66/24.05  																																																												|
% 58.66/24.05  																																																												| Instantiating formula (29) with e3, e3, e3, e1 and discharging atoms op(e3, e3) = e3, op(e3, e3) = e1, yields:
% 58.66/24.05  																																																												| (455) e3 = e1
% 58.66/24.05  																																																												|
% 58.66/24.05  																																																												| Instantiating formula (29) with e3, e0, e0, e3 and discharging atoms op(e3, e0) = e3, op(e3, e0) = e0, yields:
% 58.66/24.05  																																																												| (676) e3 = e0
% 58.66/24.05  																																																												|
% 58.66/24.05  																																																												| Instantiating formula (29) with e2, e3, e2, e3 and discharging atoms op(e2, e3) = e3, op(e2, e3) = e2, yields:
% 58.66/24.05  																																																												| (662) e3 = e2
% 58.66/24.05  																																																												|
% 58.66/24.05  																																																												| Combining equations (455,662) yields a new equation:
% 58.66/24.05  																																																												| (617) e2 = e1
% 58.66/24.05  																																																												|
% 58.66/24.05  																																																												| Combining equations (676,662) yields a new equation:
% 58.66/24.05  																																																												| (330) e2 = e0
% 58.66/24.05  																																																												|
% 58.66/24.05  																																																												| Combining equations (617,330) yields a new equation:
% 58.66/24.05  																																																												| (546) e1 = e0
% 58.66/24.05  																																																												|
% 58.66/24.05  																																																												| Simplifying 546 yields:
% 58.66/24.05  																																																												| (431) e1 = e0
% 58.66/24.05  																																																												|
% 58.66/24.05  																																																												| Equations (431) can reduce 233 to:
% 58.66/24.05  																																																												| (266) $false
% 58.66/24.05  																																																												|
% 58.66/24.05  																																																												|-The branch is then unsatisfiable
% 58.66/24.05  																																																						|-Branch two:
% 58.66/24.05  																																																						| (358)  ~ (all_0_42_42 = e0)
% 58.66/24.05  																																																						| (563) all_0_47_47 = e0 | all_0_56_56 = e0
% 58.66/24.05  																																																						|
% 58.66/24.05  																																																							+-Applying beta-rule and splitting (152), into two cases.
% 58.66/24.05  																																																							|-Branch one:
% 58.66/24.05  																																																							| (1392) all_0_42_42 = e4
% 58.66/24.05  																																																							|
% 58.66/24.05  																																																								| Equations (1392) can reduce 1890 to:
% 58.66/24.05  																																																								| (266) $false
% 58.66/24.05  																																																								|
% 58.66/24.05  																																																								|-The branch is then unsatisfiable
% 58.66/24.05  																																																							|-Branch two:
% 58.66/24.05  																																																							| (1890)  ~ (all_0_42_42 = e4)
% 58.66/24.05  																																																							| (1969) all_0_42_42 = e3 | all_0_42_42 = e1 | all_0_42_42 = e0
% 58.66/24.05  																																																							|
% 58.66/24.05  																																																								+-Applying beta-rule and splitting (6548), into two cases.
% 58.66/24.05  																																																								|-Branch one:
% 58.66/24.05  																																																								| (1101) all_0_51_51 = e4
% 58.66/24.05  																																																								|
% 58.66/24.05  																																																									| Combining equations (660,1101) yields a new equation:
% 58.66/24.05  																																																									| (425) e4 = e3
% 58.66/24.05  																																																									|
% 58.66/24.05  																																																									| Equations (425) can reduce 188 to:
% 58.66/24.05  																																																									| (266) $false
% 58.66/24.05  																																																									|
% 58.66/24.05  																																																									|-The branch is then unsatisfiable
% 58.66/24.05  																																																								|-Branch two:
% 58.66/24.05  																																																								| (475)  ~ (all_0_51_51 = e4)
% 58.66/24.05  																																																								| (842) all_0_56_56 = e4
% 58.66/24.05  																																																								|
% 58.66/24.05  																																																									| Equations (842) can reduce 828 to:
% 58.66/24.05  																																																									| (49)  ~ (e4 = e0)
% 58.66/24.05  																																																									|
% 58.66/24.05  																																																									+-Applying beta-rule and splitting (1969), into two cases.
% 58.66/24.05  																																																									|-Branch one:
% 58.66/24.05  																																																									| (559) all_0_42_42 = e0
% 58.66/24.05  																																																									|
% 58.66/24.05  																																																										| Equations (559) can reduce 358 to:
% 58.66/24.05  																																																										| (266) $false
% 58.66/24.05  																																																										|
% 58.66/24.05  																																																										|-The branch is then unsatisfiable
% 58.66/24.05  																																																									|-Branch two:
% 58.66/24.05  																																																									| (358)  ~ (all_0_42_42 = e0)
% 58.66/24.05  																																																									| (2510) all_0_42_42 = e3 | all_0_42_42 = e1
% 58.66/24.05  																																																									|
% 58.66/24.05  																																																										+-Applying beta-rule and splitting (6761), into two cases.
% 58.66/24.05  																																																										|-Branch one:
% 58.66/24.05  																																																										| (559) all_0_42_42 = e0
% 58.66/24.05  																																																										|
% 58.66/24.05  																																																											| Equations (559) can reduce 358 to:
% 58.66/24.05  																																																											| (266) $false
% 58.66/24.05  																																																											|
% 58.66/24.05  																																																											|-The branch is then unsatisfiable
% 58.66/24.05  																																																										|-Branch two:
% 58.66/24.05  																																																										| (358)  ~ (all_0_42_42 = e0)
% 58.66/24.05  																																																										| (6766) all_0_43_43 = e0 | all_0_44_44 = e0
% 58.66/24.05  																																																										|
% 58.66/24.05  																																																											+-Applying beta-rule and splitting (6766), into two cases.
% 58.66/24.05  																																																											|-Branch one:
% 58.66/24.05  																																																											| (356) all_0_43_43 = e0
% 58.66/24.05  																																																											|
% 58.66/24.05  																																																												| Combining equations (356,396) yields a new equation:
% 58.66/24.05  																																																												| (397) e4 = e0
% 58.66/24.05  																																																												|
% 58.66/24.05  																																																												| Equations (397) can reduce 49 to:
% 58.66/24.05  																																																												| (266) $false
% 58.66/24.05  																																																												|
% 58.66/24.05  																																																												|-The branch is then unsatisfiable
% 58.66/24.05  																																																											|-Branch two:
% 58.66/24.05  																																																											| (5470)  ~ (all_0_43_43 = e0)
% 58.66/24.05  																																																											| (1414) all_0_44_44 = e0
% 58.66/24.05  																																																											|
% 58.66/24.05  																																																												| Combining equations (532,1414) yields a new equation:
% 58.66/24.05  																																																												| (675) e3 = e0
% 58.66/24.05  																																																												|
% 58.66/24.05  																																																												| Simplifying 675 yields:
% 58.66/24.05  																																																												| (676) e3 = e0
% 58.66/24.05  																																																												|
% 58.66/24.05  																																																												| Equations (676) can reduce 80 to:
% 58.66/24.05  																																																												| (266) $false
% 58.66/24.05  																																																												|
% 58.66/24.05  																																																												|-The branch is then unsatisfiable
% 58.66/24.05  																																											|-Branch two:
% 58.66/24.05  																																											| (407)  ~ (all_0_44_44 = e3)
% 58.66/24.05  																																											| (537) all_0_49_49 = e3 | all_0_53_53 = e3 | all_0_58_58 = e3
% 58.66/24.05  																																											|
% 58.66/24.05  																																												+-Applying beta-rule and splitting (1899), into two cases.
% 58.66/24.05  																																												|-Branch one:
% 58.66/24.05  																																												| (516) all_0_42_42 = e3
% 58.66/24.05  																																												|
% 58.66/24.05  																																													| Equations (516) can reduce 405 to:
% 58.66/24.05  																																													| (266) $false
% 58.66/24.05  																																													|
% 58.66/24.05  																																													|-The branch is then unsatisfiable
% 58.66/24.05  																																												|-Branch two:
% 58.66/24.05  																																												| (405)  ~ (all_0_42_42 = e3)
% 58.66/24.05  																																												| (532) all_0_44_44 = e3
% 58.66/24.05  																																												|
% 58.66/24.05  																																													| Equations (532) can reduce 407 to:
% 58.66/24.05  																																													| (266) $false
% 58.66/24.05  																																													|
% 58.66/24.05  																																													|-The branch is then unsatisfiable
% 58.66/24.05  																																										|-Branch two:
% 58.66/24.05  																																										| (566)  ~ (all_0_50_50 = e4)
% 58.66/24.05  																																										| (587) all_0_55_55 = e4
% 58.66/24.05  																																										|
% 58.66/24.05  																																											| Combining equations (386,587) yields a new equation:
% 58.66/24.05  																																											| (323) e4 = e2
% 58.66/24.05  																																											|
% 58.66/24.05  																																											| Equations (323) can reduce 48 to:
% 58.66/24.05  																																											| (266) $false
% 58.66/24.05  																																											|
% 58.66/24.05  																																											|-The branch is then unsatisfiable
% 58.66/24.05  																																									|-Branch two:
% 58.66/24.05  																																									| (664)  ~ (all_0_51_51 = e3)
% 58.66/24.05  																																									| (665) all_0_53_53 = e3
% 58.66/24.05  																																									|
% 58.66/24.05  																																										| Combining equations (1208,665) yields a new equation:
% 58.66/24.05  																																										| (455) e3 = e1
% 58.66/24.05  																																										|
% 58.66/24.05  																																										| Equations (455) can reduce 213 to:
% 58.66/24.05  																																										| (266) $false
% 58.66/24.05  																																										|
% 58.66/24.05  																																										|-The branch is then unsatisfiable
% 58.66/24.05  																																						|-Branch two:
% 58.66/24.05  																																						| (1459)  ~ (all_0_53_53 = e1)
% 58.66/24.05  																																						| (918) all_0_58_58 = e1
% 58.66/24.05  																																						|
% 58.66/24.05  																																							| Equations (918) can reduce 880 to:
% 58.66/24.05  																																							| (266) $false
% 58.66/24.05  																																							|
% 58.66/24.05  																																							|-The branch is then unsatisfiable
% 58.66/24.05  																																			|-Branch two:
% 58.66/24.05  																																			| (457)  ~ (all_0_41_41 = e1)
% 58.66/24.05  																																			| (403) all_0_41_41 = e3
% 58.66/24.05  																																			|
% 58.66/24.05  																																				| Equations (403) can reduce 1898 to:
% 58.66/24.05  																																				| (266) $false
% 58.66/24.05  																																				|
% 58.66/24.05  																																				|-The branch is then unsatisfiable
% 58.66/24.05  																											|-Branch two:
% 58.66/24.05  																											| (399)  ~ (all_0_43_43 = e4)
% 58.66/24.05  																											| (6374) all_0_43_43 = e1 | all_0_43_43 = e0
% 58.66/24.05  																											|
% 58.66/24.05  																												+-Applying beta-rule and splitting (6374), into two cases.
% 58.66/24.05  																												|-Branch one:
% 58.66/24.05  																												| (356) all_0_43_43 = e0
% 58.66/24.05  																												|
% 58.66/24.05  																													| Equations (356) can reduce 5470 to:
% 58.66/24.05  																													| (266) $false
% 58.66/24.05  																													|
% 58.66/24.05  																													|-The branch is then unsatisfiable
% 58.66/24.05  																												|-Branch two:
% 58.66/24.05  																												| (5470)  ~ (all_0_43_43 = e0)
% 58.66/24.05  																												| (430) all_0_43_43 = e1
% 58.66/24.05  																												|
% 58.66/24.05  																													| Equations (430) can reduce 240 to:
% 58.66/24.05  																													| (1380)  ~ (all_0_42_42 = e1)
% 58.66/24.05  																													|
% 58.66/24.05  																													| Equations (430) can reduce 199 to:
% 58.66/24.05  																													| (2437)  ~ (all_0_57_57 = e1)
% 58.66/24.05  																													|
% 58.66/24.05  																													| Simplifying 2437 yields:
% 58.66/24.05  																													| (1670)  ~ (all_0_57_57 = e1)
% 58.66/24.05  																													|
% 58.66/24.05  																													| Equations (430) can reduce 96 to:
% 58.66/24.05  																													| (604)  ~ (e2 = e1)
% 58.66/24.05  																													|
% 58.66/24.05  																													| Simplifying 604 yields:
% 58.66/24.05  																													| (122)  ~ (e2 = e1)
% 58.66/24.05  																													|
% 58.66/24.05  																													| Equations (430) can reduce 5470 to:
% 58.66/24.05  																													| (233)  ~ (e1 = e0)
% 58.66/24.05  																													|
% 58.66/24.05  																													+-Applying beta-rule and splitting (216), into two cases.
% 58.66/24.05  																													|-Branch one:
% 58.66/24.05  																													| (629) all_0_55_55 = e1
% 58.66/24.05  																													|
% 58.66/24.05  																														| Combining equations (386,629) yields a new equation:
% 58.66/24.05  																														| (616) e2 = e1
% 58.66/24.05  																														|
% 58.66/24.05  																														| Simplifying 616 yields:
% 58.66/24.05  																														| (617) e2 = e1
% 58.66/24.05  																														|
% 58.66/24.05  																														| Equations (617) can reduce 122 to:
% 58.66/24.05  																														| (266) $false
% 58.66/24.05  																														|
% 58.66/24.05  																														|-The branch is then unsatisfiable
% 58.66/24.05  																													|-Branch two:
% 58.66/24.05  																													| (632)  ~ (all_0_55_55 = e1)
% 58.66/24.05  																													| (633) all_0_56_56 = e1 | all_0_57_57 = e1 | all_0_58_58 = e1
% 58.66/24.05  																													|
% 58.66/24.05  																														+-Applying beta-rule and splitting (633), into two cases.
% 58.66/24.05  																														|-Branch one:
% 58.66/24.05  																														| (1569) all_0_56_56 = e1
% 58.66/24.05  																														|
% 58.66/24.05  																															| Equations (1569) can reduce 466 to:
% 58.66/24.05  																															| (266) $false
% 58.66/24.05  																															|
% 58.66/24.05  																															|-The branch is then unsatisfiable
% 58.66/24.05  																														|-Branch two:
% 58.66/24.05  																														| (466)  ~ (all_0_56_56 = e1)
% 58.66/24.05  																														| (1574) all_0_57_57 = e1 | all_0_58_58 = e1
% 58.66/24.05  																														|
% 58.69/24.05  																															+-Applying beta-rule and splitting (1574), into two cases.
% 58.69/24.05  																															|-Branch one:
% 58.69/24.05  																															| (647) all_0_57_57 = e1
% 58.69/24.05  																															|
% 58.69/24.05  																																| Equations (647) can reduce 1670 to:
% 58.69/24.05  																																| (266) $false
% 58.69/24.05  																																|
% 58.69/24.05  																																|-The branch is then unsatisfiable
% 58.69/24.05  																															|-Branch two:
% 58.69/24.05  																															| (1670)  ~ (all_0_57_57 = e1)
% 58.69/24.05  																															| (918) all_0_58_58 = e1
% 58.69/24.05  																															|
% 58.69/24.05  																																| Equations (918) can reduce 10 to:
% 58.69/24.05  																																| (1459)  ~ (all_0_53_53 = e1)
% 58.69/24.05  																																|
% 58.69/24.05  																																| Equations (918) can reduce 44 to:
% 58.69/24.05  																																| (466)  ~ (all_0_56_56 = e1)
% 58.69/24.05  																																|
% 58.69/24.05  																																| Equations (918) can reduce 148 to:
% 58.69/24.05  																																| (1670)  ~ (all_0_57_57 = e1)
% 58.69/24.05  																																|
% 58.69/24.05  																																| Equations (918) can reduce 451 to:
% 58.69/24.05  																																| (602)  ~ (e4 = e1)
% 58.69/24.05  																																|
% 58.69/24.05  																																| Simplifying 602 yields:
% 58.69/24.05  																																| (110)  ~ (e4 = e1)
% 58.69/24.05  																																|
% 58.69/24.05  																																| Equations (918) can reduce 908 to:
% 58.69/24.05  																																| (604)  ~ (e2 = e1)
% 58.69/24.05  																																|
% 58.69/24.05  																																| Simplifying 604 yields:
% 58.69/24.05  																																| (122)  ~ (e2 = e1)
% 58.69/24.05  																																|
% 58.69/24.05  																																+-Applying beta-rule and splitting (75), into two cases.
% 58.69/24.05  																																|-Branch one:
% 58.69/24.05  																																| (485) all_0_40_40 = e0
% 58.69/24.05  																																|
% 58.69/24.05  																																	| Combining equations (485,1378) yields a new equation:
% 58.69/24.05  																																	| (397) e4 = e0
% 58.69/24.05  																																	|
% 58.69/24.06  																																	| Equations (397) can reduce 49 to:
% 58.69/24.06  																																	| (266) $false
% 58.69/24.06  																																	|
% 58.69/24.06  																																	|-The branch is then unsatisfiable
% 58.69/24.06  																																|-Branch two:
% 58.69/24.06  																																| (1401)  ~ (all_0_40_40 = e0)
% 58.69/24.06  																																| (1748) all_0_44_44 = e0 | all_0_49_49 = e0 | all_0_58_58 = e0
% 58.69/24.06  																																|
% 58.69/24.06  																																	+-Applying beta-rule and splitting (27), into two cases.
% 58.69/24.06  																																	|-Branch one:
% 58.69/24.06  																																	| (437) all_0_41_41 = e4
% 58.69/24.06  																																	|
% 58.69/24.06  																																		| Equations (437) can reduce 214 to:
% 58.69/24.06  																																		| (1901)  ~ (all_0_42_42 = e4)
% 58.69/24.06  																																		|
% 58.69/24.06  																																		| Simplifying 1901 yields:
% 58.69/24.06  																																		| (1890)  ~ (all_0_42_42 = e4)
% 58.69/24.06  																																		|
% 58.69/24.06  																																		| Equations (437) can reduce 221 to:
% 58.69/24.06  																																		| (1907)  ~ (all_0_50_50 = e4)
% 58.69/24.06  																																		|
% 58.69/24.06  																																		| Simplifying 1907 yields:
% 58.69/24.06  																																		| (566)  ~ (all_0_50_50 = e4)
% 58.69/24.06  																																		|
% 58.69/24.06  																																		+-Applying beta-rule and splitting (1748), into two cases.
% 58.69/24.06  																																		|-Branch one:
% 58.69/24.06  																																		| (1414) all_0_44_44 = e0
% 58.69/24.06  																																		|
% 58.69/24.06  																																			| Equations (1414) can reduce 73 to:
% 58.69/24.06  																																			| (358)  ~ (all_0_42_42 = e0)
% 58.69/24.06  																																			|
% 58.69/24.06  																																			| Equations (1414) can reduce 147 to:
% 58.69/24.06  																																			| (365)  ~ (e2 = e0)
% 58.69/24.06  																																			|
% 58.69/24.06  																																			| Simplifying 365 yields:
% 58.69/24.06  																																			| (128)  ~ (e2 = e0)
% 58.69/24.06  																																			|
% 58.69/24.06  																																			| From (1414) and (138) follows:
% 58.69/24.06  																																			| (1667) op(e3, e0) = e0
% 58.69/24.06  																																			|
% 58.69/24.06  																																			+-Applying beta-rule and splitting (160), into two cases.
% 58.69/24.06  																																			|-Branch one:
% 58.69/24.06  																																			| (601) all_0_50_50 = e1
% 58.69/24.06  																																			|
% 58.69/24.06  																																				| Equations (601) can reduce 566 to:
% 58.69/24.06  																																				| (602)  ~ (e4 = e1)
% 58.69/24.06  																																				|
% 58.69/24.06  																																				| Simplifying 602 yields:
% 58.69/24.06  																																				| (110)  ~ (e4 = e1)
% 58.69/24.06  																																				|
% 58.69/24.06  																																				| Equations (601) can reduce 121 to:
% 58.69/24.06  																																				| (233)  ~ (e1 = e0)
% 58.69/24.06  																																				|
% 58.69/24.06  																																				+-Applying beta-rule and splitting (231), into two cases.
% 58.69/24.06  																																				|-Branch one:
% 58.69/24.06  																																				| (775) all_0_50_50 = e4
% 58.69/24.06  																																				|
% 58.69/24.06  																																					| Combining equations (601,775) yields a new equation:
% 58.69/24.06  																																					| (630) e4 = e1
% 58.69/24.06  																																					|
% 58.69/24.06  																																					| Equations (630) can reduce 110 to:
% 58.69/24.06  																																					| (266) $false
% 58.69/24.06  																																					|
% 58.69/24.06  																																					|-The branch is then unsatisfiable
% 58.69/24.06  																																				|-Branch two:
% 58.69/24.06  																																				| (566)  ~ (all_0_50_50 = e4)
% 58.69/24.06  																																				| (1071) all_0_51_51 = e4 | all_0_52_52 = e4 | all_0_53_53 = e4
% 58.69/24.06  																																				|
% 58.69/24.06  																																					+-Applying beta-rule and splitting (104), into two cases.
% 58.69/24.06  																																					|-Branch one:
% 58.69/24.06  																																					| (480) all_0_39_39 = e0
% 58.69/24.06  																																					|
% 58.69/24.06  																																						| Combining equations (480,317) yields a new equation:
% 58.69/24.06  																																						| (330) e2 = e0
% 58.69/24.06  																																						|
% 58.69/24.06  																																						| Equations (330) can reduce 128 to:
% 58.69/24.06  																																						| (266) $false
% 58.69/24.06  																																						|
% 58.69/24.06  																																						|-The branch is then unsatisfiable
% 58.69/24.06  																																					|-Branch two:
% 58.69/24.06  																																					| (484)  ~ (all_0_39_39 = e0)
% 58.69/24.06  																																					| (558) all_0_42_42 = e0 | all_0_47_47 = e0 | all_0_56_56 = e0
% 58.69/24.06  																																					|
% 58.69/24.06  																																						+-Applying beta-rule and splitting (558), into two cases.
% 58.69/24.06  																																						|-Branch one:
% 58.69/24.06  																																						| (559) all_0_42_42 = e0
% 58.69/24.06  																																						|
% 58.69/24.06  																																							| Equations (559) can reduce 358 to:
% 58.69/24.06  																																							| (266) $false
% 58.69/24.06  																																							|
% 58.69/24.06  																																							|-The branch is then unsatisfiable
% 58.69/24.06  																																						|-Branch two:
% 58.69/24.06  																																						| (358)  ~ (all_0_42_42 = e0)
% 58.69/24.06  																																						| (563) all_0_47_47 = e0 | all_0_56_56 = e0
% 58.69/24.06  																																						|
% 58.69/24.06  																																							+-Applying beta-rule and splitting (563), into two cases.
% 58.69/24.06  																																							|-Branch one:
% 58.69/24.06  																																							| (674) all_0_47_47 = e0
% 58.69/24.06  																																							|
% 58.69/24.06  																																								| Combining equations (654,674) yields a new equation:
% 58.69/24.06  																																								| (546) e1 = e0
% 58.69/24.06  																																								|
% 58.69/24.06  																																								| Simplifying 546 yields:
% 58.69/24.06  																																								| (431) e1 = e0
% 58.69/24.06  																																								|
% 58.69/24.06  																																								| Equations (431) can reduce 233 to:
% 58.69/24.06  																																								| (266) $false
% 58.69/24.06  																																								|
% 58.69/24.06  																																								|-The branch is then unsatisfiable
% 58.69/24.06  																																							|-Branch two:
% 58.69/24.06  																																							| (678)  ~ (all_0_47_47 = e0)
% 58.69/24.06  																																							| (679) all_0_56_56 = e0
% 58.69/24.06  																																							|
% 58.69/24.06  																																								| Equations (679) can reduce 236 to:
% 58.69/24.06  																																								| (358)  ~ (all_0_42_42 = e0)
% 58.69/24.06  																																								|
% 58.69/24.06  																																								| Equations (679) can reduce 140 to:
% 58.69/24.06  																																								| (363)  ~ (all_0_57_57 = e0)
% 58.69/24.06  																																								|
% 58.69/24.06  																																								| Simplifying 363 yields:
% 58.69/24.06  																																								| (364)  ~ (all_0_57_57 = e0)
% 58.69/24.06  																																								|
% 58.69/24.06  																																								| Equations (679) can reduce 511 to:
% 58.69/24.06  																																								| (365)  ~ (e2 = e0)
% 58.69/24.06  																																								|
% 58.69/24.06  																																								| Simplifying 365 yields:
% 58.69/24.06  																																								| (128)  ~ (e2 = e0)
% 58.69/24.06  																																								|
% 58.69/24.06  																																								| Equations (679) can reduce 466 to:
% 58.69/24.06  																																								| (435)  ~ (e1 = e0)
% 58.69/24.06  																																								|
% 58.69/24.06  																																								| Simplifying 435 yields:
% 58.69/24.06  																																								| (233)  ~ (e1 = e0)
% 58.69/24.06  																																								|
% 58.69/24.06  																																								+-Applying beta-rule and splitting (12), into two cases.
% 58.69/24.06  																																								|-Branch one:
% 58.69/24.06  																																								| (442) all_0_57_57 = e2
% 58.69/24.06  																																								|
% 58.69/24.06  																																									| Equations (442) can reduce 344 to:
% 58.69/24.06  																																									| (266) $false
% 58.69/24.06  																																									|
% 58.69/24.06  																																									|-The branch is then unsatisfiable
% 58.69/24.06  																																								|-Branch two:
% 58.69/24.06  																																								| (344)  ~ (all_0_57_57 = e2)
% 58.69/24.06  																																								| (445) all_0_57_57 = e4 | all_0_57_57 = e1 | all_0_57_57 = e0
% 58.69/24.06  																																								|
% 58.69/24.06  																																									+-Applying beta-rule and splitting (152), into two cases.
% 58.69/24.06  																																									|-Branch one:
% 58.69/24.06  																																									| (1392) all_0_42_42 = e4
% 58.69/24.06  																																									|
% 58.69/24.06  																																										| Equations (1392) can reduce 1890 to:
% 58.69/24.06  																																										| (266) $false
% 58.69/24.06  																																										|
% 58.69/24.06  																																										|-The branch is then unsatisfiable
% 58.69/24.06  																																									|-Branch two:
% 58.69/24.06  																																									| (1890)  ~ (all_0_42_42 = e4)
% 58.69/24.06  																																									| (1969) all_0_42_42 = e3 | all_0_42_42 = e1 | all_0_42_42 = e0
% 58.69/24.06  																																									|
% 58.69/24.06  																																										+-Applying beta-rule and splitting (445), into two cases.
% 58.69/24.06  																																										|-Branch one:
% 58.69/24.06  																																										| (871) all_0_57_57 = e4
% 58.69/24.06  																																										|
% 58.69/24.06  																																											| Equations (871) can reduce 344 to:
% 58.69/24.06  																																											| (48)  ~ (e4 = e2)
% 58.69/24.06  																																											|
% 58.69/24.06  																																											| From (871) and (83) follows:
% 58.69/24.06  																																											| (3109) op(e0, e1) = e4
% 58.69/24.06  																																											|
% 58.69/24.06  																																											+-Applying beta-rule and splitting (1969), into two cases.
% 58.69/24.06  																																											|-Branch one:
% 58.69/24.06  																																											| (559) all_0_42_42 = e0
% 58.69/24.06  																																											|
% 58.69/24.06  																																												| Equations (559) can reduce 358 to:
% 58.69/24.06  																																												| (266) $false
% 58.69/24.06  																																												|
% 58.69/24.06  																																												|-The branch is then unsatisfiable
% 58.69/24.06  																																											|-Branch two:
% 58.69/24.06  																																											| (358)  ~ (all_0_42_42 = e0)
% 58.69/24.06  																																											| (2510) all_0_42_42 = e3 | all_0_42_42 = e1
% 58.69/24.06  																																											|
% 58.69/24.06  																																												+-Applying beta-rule and splitting (2510), into two cases.
% 58.69/24.06  																																												|-Branch one:
% 58.69/24.06  																																												| (459) all_0_42_42 = e1
% 58.69/24.06  																																												|
% 58.69/24.06  																																													| Equations (459) can reduce 1380 to:
% 58.69/24.06  																																													| (266) $false
% 58.69/24.06  																																													|
% 58.69/24.06  																																													|-The branch is then unsatisfiable
% 58.69/24.06  																																												|-Branch two:
% 58.69/24.06  																																												| (1380)  ~ (all_0_42_42 = e1)
% 58.69/24.06  																																												| (516) all_0_42_42 = e3
% 58.69/24.06  																																												|
% 58.69/24.06  																																													| Equations (516) can reduce 61 to:
% 58.69/24.06  																																													| (1925)  ~ (all_0_51_51 = e3)
% 58.69/24.06  																																													|
% 58.69/24.06  																																													| Simplifying 1925 yields:
% 58.69/24.06  																																													| (664)  ~ (all_0_51_51 = e3)
% 58.69/24.06  																																													|
% 58.69/24.06  																																													| Equations (516) can reduce 1380 to:
% 58.69/24.06  																																													| (213)  ~ (e3 = e1)
% 58.69/24.06  																																													|
% 58.69/24.06  																																													+-Applying beta-rule and splitting (168), into two cases.
% 58.69/24.06  																																													|-Branch one:
% 58.69/24.06  																																													| (415) all_0_50_50 = e3
% 58.69/24.06  																																													|
% 58.69/24.06  																																														| Combining equations (601,415) yields a new equation:
% 58.69/24.06  																																														| (455) e3 = e1
% 58.69/24.06  																																														|
% 58.69/24.06  																																														| Equations (455) can reduce 213 to:
% 58.69/24.06  																																														| (266) $false
% 58.69/24.06  																																														|
% 58.69/24.06  																																														|-The branch is then unsatisfiable
% 58.69/24.06  																																													|-Branch two:
% 58.69/24.06  																																													| (411)  ~ (all_0_50_50 = e3)
% 58.69/24.06  																																													| (418) all_0_51_51 = e3 | all_0_53_53 = e3
% 58.69/24.06  																																													|
% 58.69/24.06  																																														+-Applying beta-rule and splitting (1071), into two cases.
% 58.69/24.06  																																														|-Branch one:
% 58.69/24.06  																																														| (1101) all_0_51_51 = e4
% 58.69/24.06  																																														|
% 58.69/24.06  																																															| From (1101) and (186) follows:
% 58.69/24.06  																																															| (13720) op(e1, e2) = e4
% 58.69/24.06  																																															|
% 58.69/24.06  																																															+-Applying beta-rule and splitting (56), into two cases.
% 58.69/24.06  																																															|-Branch one:
% 58.69/24.06  																																															| (696) unit = e2
% 58.69/24.06  																																															|
% 58.69/24.06  																																																| From (696) and (209) follows:
% 58.69/24.06  																																																| (7585) op(e2, e0) = e0
% 58.69/24.06  																																																|
% 58.69/24.06  																																																| From (696) and (227) follows:
% 58.69/24.06  																																																| (4284) op(e4, e2) = e4
% 58.69/24.06  																																																|
% 58.69/24.06  																																																| From (696) and (28) follows:
% 58.69/24.06  																																																| (699) op(e1, e2) = e1
% 58.69/24.06  																																																|
% 58.69/24.06  																																																| Instantiating formula (29) with e4, e2, e4, e2 and discharging atoms op(e4, e2) = e4, op(e4, e2) = e2, yields:
% 58.69/24.06  																																																| (323) e4 = e2
% 58.69/24.06  																																																|
% 58.69/24.06  																																																| Instantiating formula (29) with e2, e0, e0, e2 and discharging atoms op(e2, e0) = e2, op(e2, e0) = e0, yields:
% 58.69/24.06  																																																| (330) e2 = e0
% 58.69/24.06  																																																|
% 58.69/24.06  																																																| Instantiating formula (29) with e1, e2, e1, e4 and discharging atoms op(e1, e2) = e4, op(e1, e2) = e1, yields:
% 58.69/24.06  																																																| (630) e4 = e1
% 58.69/24.06  																																																|
% 58.69/24.06  																																																| Combining equations (323,630) yields a new equation:
% 58.69/24.06  																																																| (616) e2 = e1
% 58.69/24.06  																																																|
% 58.69/24.06  																																																| Simplifying 616 yields:
% 58.69/24.06  																																																| (617) e2 = e1
% 58.69/24.06  																																																|
% 58.69/24.06  																																																| Combining equations (330,617) yields a new equation:
% 58.69/24.06  																																																| (431) e1 = e0
% 58.69/24.06  																																																|
% 58.69/24.06  																																																| Equations (431) can reduce 233 to:
% 58.69/24.06  																																																| (266) $false
% 58.69/24.06  																																																|
% 58.69/24.06  																																																|-The branch is then unsatisfiable
% 58.69/24.06  																																															|-Branch two:
% 58.69/24.06  																																															| (707)  ~ (unit = e2)
% 58.69/24.06  																																															| (708) unit = e4 | unit = e3 | unit = e1 | unit = e0
% 58.69/24.06  																																															|
% 58.69/24.06  																																																+-Applying beta-rule and splitting (708), into two cases.
% 58.69/24.06  																																																|-Branch one:
% 58.69/24.06  																																																| (709) unit = e4
% 58.69/24.06  																																																|
% 58.69/24.06  																																																	| From (709) and (211) follows:
% 58.69/24.06  																																																	| (22527) op(e4, e1) = e1
% 58.69/24.06  																																																	|
% 58.69/24.06  																																																	| From (709) and (42) follows:
% 58.69/24.06  																																																	| (713) op(e0, e4) = e0
% 58.69/24.06  																																																	|
% 58.69/24.06  																																																	| Instantiating formula (29) with e4, e1, e1, e3 and discharging atoms op(e4, e1) = e3, op(e4, e1) = e1, yields:
% 58.69/24.06  																																																	| (455) e3 = e1
% 58.69/24.06  																																																	|
% 58.69/24.06  																																																	| Instantiating formula (29) with e0, e4, e0, e3 and discharging atoms op(e0, e4) = e3, op(e0, e4) = e0, yields:
% 58.69/24.06  																																																	| (676) e3 = e0
% 58.69/24.06  																																																	|
% 58.69/24.06  																																																	| Combining equations (455,676) yields a new equation:
% 58.69/24.06  																																																	| (546) e1 = e0
% 58.69/24.06  																																																	|
% 58.69/24.06  																																																	| Simplifying 546 yields:
% 58.69/24.06  																																																	| (431) e1 = e0
% 58.69/24.06  																																																	|
% 58.69/24.06  																																																	| Equations (431) can reduce 233 to:
% 58.69/24.06  																																																	| (266) $false
% 58.69/24.06  																																																	|
% 58.69/24.06  																																																	|-The branch is then unsatisfiable
% 58.69/24.06  																																																|-Branch two:
% 58.69/24.06  																																																| (724)  ~ (unit = e4)
% 58.69/24.06  																																																| (725) unit = e3 | unit = e1 | unit = e0
% 58.69/24.06  																																																|
% 58.69/24.06  																																																	+-Applying beta-rule and splitting (725), into two cases.
% 58.69/24.06  																																																	|-Branch one:
% 58.69/24.06  																																																	| (726) unit = e0
% 58.69/24.06  																																																	|
% 58.69/24.06  																																																		| From (726) and (244) follows:
% 58.69/24.06  																																																		| (2207) op(e0, e4) = e4
% 58.69/24.06  																																																		|
% 58.69/24.06  																																																		| From (726) and (24) follows:
% 58.69/24.06  																																																		| (2208) op(e0, e3) = e3
% 58.69/24.06  																																																		|
% 58.69/24.06  																																																		| From (726) and (211) follows:
% 58.69/24.06  																																																		| (15180) op(e0, e1) = e1
% 58.69/24.06  																																																		|
% 58.69/24.06  																																																		| From (726) and (40) follows:
% 58.69/24.06  																																																		| (1639) op(e3, e0) = e3
% 58.69/24.06  																																																		|
% 58.69/24.06  																																																		| Instantiating formula (29) with e3, e0, e3, e0 and discharging atoms op(e3, e0) = e3, op(e3, e0) = e0, yields:
% 58.69/24.06  																																																		| (676) e3 = e0
% 58.69/24.06  																																																		|
% 58.69/24.06  																																																		| Instantiating formula (29) with e0, e4, e4, e3 and discharging atoms op(e0, e4) = e4, op(e0, e4) = e3, yields:
% 58.69/24.06  																																																		| (425) e4 = e3
% 58.69/24.06  																																																		|
% 58.69/24.06  																																																		| Instantiating formula (29) with e0, e3, e3, e2 and discharging atoms op(e0, e3) = e3, op(e0, e3) = e2, yields:
% 58.69/24.06  																																																		| (662) e3 = e2
% 58.69/24.06  																																																		|
% 58.69/24.06  																																																		| Instantiating formula (29) with e0, e1, e1, e4 and discharging atoms op(e0, e1) = e4, op(e0, e1) = e1, yields:
% 58.69/24.06  																																																		| (630) e4 = e1
% 58.69/24.06  																																																		|
% 58.69/24.06  																																																		| Combining equations (630,425) yields a new equation:
% 58.69/24.06  																																																		| (455) e3 = e1
% 58.69/24.06  																																																		|
% 58.69/24.06  																																																		| Combining equations (455,662) yields a new equation:
% 58.69/24.06  																																																		| (617) e2 = e1
% 58.69/24.06  																																																		|
% 58.69/24.06  																																																		| Combining equations (676,662) yields a new equation:
% 58.69/24.06  																																																		| (330) e2 = e0
% 58.69/24.06  																																																		|
% 58.69/24.06  																																																		| Combining equations (617,330) yields a new equation:
% 58.69/24.06  																																																		| (546) e1 = e0
% 58.69/24.06  																																																		|
% 58.69/24.06  																																																		| Simplifying 546 yields:
% 58.69/24.06  																																																		| (431) e1 = e0
% 58.69/24.06  																																																		|
% 58.69/24.06  																																																		| Equations (431) can reduce 233 to:
% 58.69/24.06  																																																		| (266) $false
% 58.69/24.06  																																																		|
% 58.69/24.06  																																																		|-The branch is then unsatisfiable
% 58.69/24.06  																																																	|-Branch two:
% 58.69/24.06  																																																	| (734)  ~ (unit = e0)
% 58.69/24.06  																																																	| (735) unit = e3 | unit = e1
% 58.69/24.06  																																																	|
% 58.69/24.06  																																																		+-Applying beta-rule and splitting (735), into two cases.
% 58.69/24.06  																																																		|-Branch one:
% 58.69/24.06  																																																		| (736) unit = e1
% 58.69/24.06  																																																		|
% 58.69/24.06  																																																			| Equations (736) can reduce 734 to:
% 58.69/24.06  																																																			| (233)  ~ (e1 = e0)
% 58.69/24.06  																																																			|
% 58.69/24.06  																																																			| From (736) and (15) follows:
% 58.69/24.06  																																																			| (515) op(e1, e2) = e2
% 58.69/24.06  																																																			|
% 58.69/24.06  																																																			| From (736) and (28) follows:
% 58.69/24.06  																																																			| (740) op(e1, e1) = e1
% 58.69/24.06  																																																			|
% 58.69/24.06  																																																			| From (736) and (42) follows:
% 58.69/24.06  																																																			| (3221) op(e0, e1) = e0
% 58.69/24.06  																																																			|
% 58.69/24.06  																																																			| Instantiating formula (29) with e1, e2, e2, e4 and discharging atoms op(e1, e2) = e4, op(e1, e2) = e2, yields:
% 58.69/24.06  																																																			| (323) e4 = e2
% 58.69/24.06  																																																			|
% 58.69/24.06  																																																			| Instantiating formula (29) with e1, e1, e1, e2 and discharging atoms op(e1, e1) = e2, op(e1, e1) = e1, yields:
% 58.69/24.06  																																																			| (617) e2 = e1
% 58.69/24.06  																																																			|
% 58.69/24.06  																																																			| Instantiating formula (29) with e0, e1, e0, e4 and discharging atoms op(e0, e1) = e4, op(e0, e1) = e0, yields:
% 58.69/24.06  																																																			| (397) e4 = e0
% 58.69/24.06  																																																			|
% 58.69/24.06  																																																			| Combining equations (323,397) yields a new equation:
% 58.69/24.06  																																																			| (391) e2 = e0
% 58.69/24.06  																																																			|
% 58.69/24.06  																																																			| Simplifying 391 yields:
% 58.69/24.06  																																																			| (330) e2 = e0
% 58.69/24.06  																																																			|
% 58.69/24.06  																																																			| Combining equations (617,330) yields a new equation:
% 58.69/24.06  																																																			| (546) e1 = e0
% 58.69/24.06  																																																			|
% 58.69/24.06  																																																			| Simplifying 546 yields:
% 58.69/24.06  																																																			| (431) e1 = e0
% 58.69/24.06  																																																			|
% 58.69/24.06  																																																			| Equations (431) can reduce 233 to:
% 58.69/24.06  																																																			| (266) $false
% 58.69/24.06  																																																			|
% 58.69/24.06  																																																			|-The branch is then unsatisfiable
% 58.69/24.06  																																																		|-Branch two:
% 58.69/24.06  																																																		| (748)  ~ (unit = e1)
% 58.69/24.06  																																																		| (749) unit = e3
% 58.69/24.06  																																																		|
% 58.69/24.06  																																																			| From (749) and (244) follows:
% 58.69/24.06  																																																			| (750) op(e3, e4) = e4
% 58.69/24.06  																																																			|
% 58.69/24.06  																																																			| From (749) and (227) follows:
% 58.69/24.06  																																																			| (22570) op(e4, e3) = e4
% 58.69/24.06  																																																			|
% 58.69/24.06  																																																			| Instantiating formula (29) with e4, e3, e4, e0 and discharging atoms op(e4, e3) = e4, op(e4, e3) = e0, yields:
% 58.69/24.06  																																																			| (397) e4 = e0
% 58.69/24.06  																																																			|
% 58.69/24.06  																																																			| Instantiating formula (29) with e3, e4, e4, e2 and discharging atoms op(e3, e4) = e4, op(e3, e4) = e2, yields:
% 58.69/24.06  																																																			| (323) e4 = e2
% 58.69/24.06  																																																			|
% 58.69/24.06  																																																			| Combining equations (397,323) yields a new equation:
% 58.69/24.06  																																																			| (330) e2 = e0
% 58.69/24.06  																																																			|
% 58.69/24.06  																																																			| Equations (330) can reduce 128 to:
% 58.69/24.06  																																																			| (266) $false
% 58.69/24.06  																																																			|
% 58.69/24.06  																																																			|-The branch is then unsatisfiable
% 58.69/24.06  																																														|-Branch two:
% 58.69/24.06  																																														| (475)  ~ (all_0_51_51 = e4)
% 58.69/24.06  																																														| (1294) all_0_52_52 = e4 | all_0_53_53 = e4
% 58.69/24.06  																																														|
% 58.69/24.06  																																															+-Applying beta-rule and splitting (164), into two cases.
% 58.69/24.06  																																															|-Branch one:
% 58.69/24.06  																																															| (471) all_0_39_39 = e4
% 58.69/24.06  																																															|
% 58.69/24.06  																																																| Combining equations (471,317) yields a new equation:
% 58.69/24.06  																																																| (322) e4 = e2
% 58.69/24.06  																																																|
% 58.69/24.06  																																																| Simplifying 322 yields:
% 58.69/24.06  																																																| (323) e4 = e2
% 58.69/24.06  																																																|
% 58.69/24.06  																																																| Equations (323) can reduce 48 to:
% 58.69/24.06  																																																| (266) $false
% 58.69/24.06  																																																|
% 58.69/24.06  																																																|-The branch is then unsatisfiable
% 58.69/24.06  																																															|-Branch two:
% 58.69/24.06  																																															| (1377)  ~ (all_0_39_39 = e4)
% 58.69/24.06  																																															| (2115) all_0_42_42 = e4 | all_0_47_47 = e4 | all_0_51_51 = e4 | all_0_56_56 = e4
% 58.69/24.06  																																															|
% 58.69/24.06  																																																| Equations (317) can reduce 1377 to:
% 58.69/24.06  																																																| (327)  ~ (e4 = e2)
% 58.69/24.06  																																																|
% 58.69/24.06  																																																| Simplifying 327 yields:
% 58.69/24.06  																																																| (48)  ~ (e4 = e2)
% 58.69/24.06  																																																|
% 58.69/24.06  																																																+-Applying beta-rule and splitting (418), into two cases.
% 58.69/24.06  																																																|-Branch one:
% 58.69/24.06  																																																| (660) all_0_51_51 = e3
% 58.69/24.06  																																																|
% 58.69/24.06  																																																	| Equations (660) can reduce 664 to:
% 58.69/24.06  																																																	| (266) $false
% 58.69/24.06  																																																	|
% 58.69/24.06  																																																	|-The branch is then unsatisfiable
% 58.69/24.06  																																																|-Branch two:
% 58.69/24.06  																																																| (664)  ~ (all_0_51_51 = e3)
% 58.69/24.06  																																																| (665) all_0_53_53 = e3
% 58.69/24.06  																																																|
% 58.69/24.06  																																																	| Equations (665) can reduce 1453 to:
% 58.69/24.06  																																																	| (277)  ~ (e4 = e3)
% 58.69/24.06  																																																	|
% 58.69/24.06  																																																	| Simplifying 277 yields:
% 58.69/24.06  																																																	| (188)  ~ (e4 = e3)
% 58.69/24.06  																																																	|
% 58.69/24.06  																																																	+-Applying beta-rule and splitting (2115), into two cases.
% 58.69/24.06  																																																	|-Branch one:
% 58.69/24.06  																																																	| (1392) all_0_42_42 = e4
% 58.69/24.06  																																																	|
% 58.69/24.06  																																																		| Combining equations (1392,516) yields a new equation:
% 58.69/24.06  																																																		| (424) e4 = e3
% 58.69/24.06  																																																		|
% 58.69/24.06  																																																		| Simplifying 424 yields:
% 58.69/24.06  																																																		| (425) e4 = e3
% 58.69/24.06  																																																		|
% 58.69/24.06  																																																		| Equations (425) can reduce 188 to:
% 58.69/24.06  																																																		| (266) $false
% 58.69/24.06  																																																		|
% 58.69/24.06  																																																		|-The branch is then unsatisfiable
% 58.69/24.06  																																																	|-Branch two:
% 58.69/24.06  																																																	| (1890)  ~ (all_0_42_42 = e4)
% 58.69/24.07  																																																	| (2246) all_0_47_47 = e4 | all_0_51_51 = e4 | all_0_56_56 = e4
% 58.69/24.07  																																																	|
% 58.69/24.07  																																																		| Equations (516) can reduce 1890 to:
% 58.69/24.07  																																																		| (277)  ~ (e4 = e3)
% 58.69/24.07  																																																		|
% 58.69/24.07  																																																		| Simplifying 277 yields:
% 58.69/24.07  																																																		| (188)  ~ (e4 = e3)
% 58.69/24.07  																																																		|
% 58.69/24.07  																																																		+-Applying beta-rule and splitting (1294), into two cases.
% 58.69/24.07  																																																		|-Branch one:
% 58.69/24.07  																																																		| (565) all_0_52_52 = e4
% 58.69/24.07  																																																		|
% 58.69/24.07  																																																			| Combining equations (352,565) yields a new equation:
% 58.69/24.07  																																																			| (323) e4 = e2
% 58.69/24.07  																																																			|
% 58.69/24.07  																																																			| Equations (323) can reduce 48 to:
% 58.69/24.07  																																																			| (266) $false
% 58.69/24.07  																																																			|
% 58.69/24.07  																																																			|-The branch is then unsatisfiable
% 58.69/24.07  																																																		|-Branch two:
% 58.69/24.07  																																																		| (780)  ~ (all_0_52_52 = e4)
% 58.69/24.07  																																																		| (1298) all_0_53_53 = e4
% 58.69/24.07  																																																		|
% 58.69/24.07  																																																			| Combining equations (665,1298) yields a new equation:
% 58.69/24.07  																																																			| (425) e4 = e3
% 58.69/24.07  																																																			|
% 58.69/24.07  																																																			| Equations (425) can reduce 188 to:
% 58.69/24.07  																																																			| (266) $false
% 58.69/24.07  																																																			|
% 58.69/24.07  																																																			|-The branch is then unsatisfiable
% 58.69/24.07  																																										|-Branch two:
% 58.69/24.07  																																										| (839)  ~ (all_0_57_57 = e4)
% 58.69/24.07  																																										| (874) all_0_57_57 = e1 | all_0_57_57 = e0
% 58.69/24.07  																																										|
% 58.69/24.07  																																											+-Applying beta-rule and splitting (874), into two cases.
% 58.69/24.07  																																											|-Branch one:
% 58.69/24.07  																																											| (875) all_0_57_57 = e0
% 58.69/24.07  																																											|
% 58.69/24.07  																																												| Equations (875) can reduce 364 to:
% 58.69/24.07  																																												| (266) $false
% 58.69/24.07  																																												|
% 58.69/24.07  																																												|-The branch is then unsatisfiable
% 58.69/24.07  																																											|-Branch two:
% 58.69/24.07  																																											| (364)  ~ (all_0_57_57 = e0)
% 58.69/24.07  																																											| (647) all_0_57_57 = e1
% 58.69/24.07  																																											|
% 58.69/24.07  																																												| Equations (647) can reduce 1670 to:
% 58.69/24.07  																																												| (266) $false
% 58.69/24.07  																																												|
% 58.69/24.07  																																												|-The branch is then unsatisfiable
% 58.69/24.07  																																			|-Branch two:
% 58.69/24.07  																																			| (759)  ~ (all_0_50_50 = e1)
% 58.69/24.07  																																			| (1168) all_0_51_51 = e1 | all_0_52_52 = e1 | all_0_53_53 = e1
% 58.69/24.07  																																			|
% 58.69/24.07  																																				+-Applying beta-rule and splitting (1168), into two cases.
% 58.69/24.07  																																				|-Branch one:
% 58.69/24.07  																																				| (1109) all_0_51_51 = e1
% 58.69/24.07  																																				|
% 58.69/24.07  																																					| Equations (1109) can reduce 464 to:
% 58.69/24.07  																																					| (266) $false
% 58.69/24.07  																																					|
% 58.69/24.07  																																					|-The branch is then unsatisfiable
% 58.69/24.07  																																				|-Branch two:
% 58.69/24.07  																																				| (464)  ~ (all_0_51_51 = e1)
% 58.69/24.07  																																				| (1202) all_0_52_52 = e1 | all_0_53_53 = e1
% 58.69/24.07  																																				|
% 58.69/24.07  																																					+-Applying beta-rule and splitting (1202), into two cases.
% 58.69/24.07  																																					|-Branch one:
% 58.69/24.07  																																					| (642) all_0_52_52 = e1
% 58.69/24.07  																																					|
% 58.69/24.07  																																						| Combining equations (352,642) yields a new equation:
% 58.69/24.07  																																						| (616) e2 = e1
% 58.69/24.07  																																						|
% 58.69/24.07  																																						| Simplifying 616 yields:
% 58.69/24.07  																																						| (617) e2 = e1
% 58.69/24.07  																																						|
% 58.69/24.07  																																						| Equations (617) can reduce 122 to:
% 58.69/24.07  																																						| (266) $false
% 58.69/24.07  																																						|
% 58.69/24.07  																																						|-The branch is then unsatisfiable
% 58.69/24.07  																																					|-Branch two:
% 58.69/24.07  																																					| (646)  ~ (all_0_52_52 = e1)
% 58.69/24.07  																																					| (1208) all_0_53_53 = e1
% 58.69/24.07  																																					|
% 58.69/24.07  																																						| Equations (1208) can reduce 1459 to:
% 58.69/24.07  																																						| (266) $false
% 58.69/24.07  																																						|
% 58.69/24.07  																																						|-The branch is then unsatisfiable
% 58.69/24.07  																																		|-Branch two:
% 58.69/24.07  																																		| (360)  ~ (all_0_44_44 = e0)
% 58.69/24.07  																																		| (1760) all_0_49_49 = e0 | all_0_58_58 = e0
% 58.69/24.07  																																		|
% 58.69/24.07  																																			+-Applying beta-rule and splitting (125), into two cases.
% 58.69/24.07  																																			|-Branch one:
% 58.69/24.07  																																			| (858) all_0_55_55 = e0
% 58.69/24.07  																																			|
% 58.69/24.07  																																				| Combining equations (386,858) yields a new equation:
% 58.69/24.07  																																				| (391) e2 = e0
% 58.69/24.07  																																				|
% 58.69/24.07  																																				| Simplifying 391 yields:
% 58.69/24.07  																																				| (330) e2 = e0
% 58.69/24.07  																																				|
% 58.69/24.07  																																				| Equations (330) can reduce 128 to:
% 58.69/24.07  																																				| (266) $false
% 58.69/24.07  																																				|
% 58.69/24.07  																																				|-The branch is then unsatisfiable
% 58.69/24.07  																																			|-Branch two:
% 58.69/24.07  																																			| (803)  ~ (all_0_55_55 = e0)
% 58.69/24.07  																																			| (863) all_0_56_56 = e0 | all_0_57_57 = e0 | all_0_58_58 = e0
% 58.69/24.07  																																			|
% 58.69/24.07  																																				+-Applying beta-rule and splitting (863), into two cases.
% 58.69/24.07  																																				|-Branch one:
% 58.69/24.07  																																				| (679) all_0_56_56 = e0
% 58.69/24.07  																																				|
% 58.69/24.07  																																					| Equations (679) can reduce 511 to:
% 58.69/24.07  																																					| (365)  ~ (e2 = e0)
% 58.69/24.07  																																					|
% 58.69/24.07  																																					| Simplifying 365 yields:
% 58.69/24.07  																																					| (128)  ~ (e2 = e0)
% 58.69/24.07  																																					|
% 58.69/24.07  																																					| Equations (679) can reduce 466 to:
% 58.69/24.07  																																					| (435)  ~ (e1 = e0)
% 58.69/24.07  																																					|
% 58.69/24.07  																																					| Simplifying 435 yields:
% 58.69/24.07  																																					| (233)  ~ (e1 = e0)
% 58.69/24.07  																																					|
% 58.69/24.07  																																					+-Applying beta-rule and splitting (1760), into two cases.
% 58.69/24.07  																																					|-Branch one:
% 58.69/24.07  																																					| (978) all_0_49_49 = e0
% 58.69/24.07  																																					|
% 58.69/24.07  																																						| Combining equations (978,583) yields a new equation:
% 58.69/24.07  																																						| (330) e2 = e0
% 58.69/24.07  																																						|
% 58.69/24.07  																																						| Equations (330) can reduce 128 to:
% 58.69/24.07  																																						| (266) $false
% 58.69/24.07  																																						|
% 58.69/24.07  																																						|-The branch is then unsatisfiable
% 58.69/24.07  																																					|-Branch two:
% 58.69/24.07  																																					| (487)  ~ (all_0_49_49 = e0)
% 58.69/24.07  																																					| (914) all_0_58_58 = e0
% 58.69/24.07  																																					|
% 58.69/24.07  																																						| Combining equations (918,914) yields a new equation:
% 58.69/24.07  																																						| (546) e1 = e0
% 58.69/24.07  																																						|
% 58.69/24.07  																																						| Simplifying 546 yields:
% 58.69/24.07  																																						| (431) e1 = e0
% 58.69/24.07  																																						|
% 58.69/24.07  																																						| Equations (431) can reduce 233 to:
% 58.69/24.07  																																						| (266) $false
% 58.69/24.07  																																						|
% 58.69/24.07  																																						|-The branch is then unsatisfiable
% 58.69/24.07  																																				|-Branch two:
% 58.69/24.07  																																				| (828)  ~ (all_0_56_56 = e0)
% 58.69/24.07  																																				| (924) all_0_57_57 = e0 | all_0_58_58 = e0
% 58.69/24.07  																																				|
% 58.69/24.07  																																					+-Applying beta-rule and splitting (924), into two cases.
% 58.69/24.07  																																					|-Branch one:
% 58.69/24.07  																																					| (875) all_0_57_57 = e0
% 58.69/24.07  																																					|
% 58.69/24.07  																																						| Equations (875) can reduce 364 to:
% 58.69/24.07  																																						| (266) $false
% 58.69/24.07  																																						|
% 58.69/24.07  																																						|-The branch is then unsatisfiable
% 58.69/24.07  																																					|-Branch two:
% 58.69/24.07  																																					| (364)  ~ (all_0_57_57 = e0)
% 58.69/24.07  																																					| (914) all_0_58_58 = e0
% 58.69/24.07  																																					|
% 58.69/24.07  																																						| Combining equations (914,918) yields a new equation:
% 58.69/24.07  																																						| (431) e1 = e0
% 58.69/24.07  																																						|
% 58.69/24.07  																																						| Equations (431) can reduce 233 to:
% 58.69/24.07  																																						| (266) $false
% 58.69/24.07  																																						|
% 58.69/24.07  																																						|-The branch is then unsatisfiable
% 58.69/24.07  																																	|-Branch two:
% 58.69/24.07  																																	| (440)  ~ (all_0_41_41 = e4)
% 58.69/24.07  																																	| (4049) all_0_41_41 = e3 | all_0_41_41 = e1 | all_0_41_41 = e0
% 58.69/24.07  																																	|
% 58.69/24.07  																																		+-Applying beta-rule and splitting (160), into two cases.
% 58.69/24.07  																																		|-Branch one:
% 58.69/24.07  																																		| (601) all_0_50_50 = e1
% 58.69/24.07  																																		|
% 58.69/24.07  																																			| Equations (601) can reduce 59 to:
% 58.69/24.07  																																			| (463)  ~ (all_0_51_51 = e1)
% 58.69/24.07  																																			|
% 58.69/24.07  																																			| Simplifying 463 yields:
% 58.69/24.07  																																			| (464)  ~ (all_0_51_51 = e1)
% 58.69/24.07  																																			|
% 58.69/24.07  																																			| Equations (601) can reduce 411 to:
% 58.69/24.07  																																			| (467)  ~ (e3 = e1)
% 58.69/24.07  																																			|
% 58.69/24.07  																																			| Simplifying 467 yields:
% 58.69/24.07  																																			| (213)  ~ (e3 = e1)
% 58.69/24.07  																																			|
% 58.69/24.07  																																			| Equations (601) can reduce 121 to:
% 58.69/24.07  																																			| (233)  ~ (e1 = e0)
% 58.69/24.07  																																			|
% 58.69/24.07  																																			+-Applying beta-rule and splitting (231), into two cases.
% 58.69/24.07  																																			|-Branch one:
% 58.69/24.07  																																			| (775) all_0_50_50 = e4
% 58.69/24.07  																																			|
% 58.69/24.07  																																				| Combining equations (601,775) yields a new equation:
% 58.69/24.07  																																				| (630) e4 = e1
% 58.69/24.07  																																				|
% 58.69/24.07  																																				| Equations (630) can reduce 110 to:
% 58.69/24.07  																																				| (266) $false
% 58.69/24.07  																																				|
% 58.69/24.07  																																				|-The branch is then unsatisfiable
% 58.69/24.07  																																			|-Branch two:
% 58.69/24.07  																																			| (566)  ~ (all_0_50_50 = e4)
% 58.69/24.07  																																			| (1071) all_0_51_51 = e4 | all_0_52_52 = e4 | all_0_53_53 = e4
% 58.69/24.07  																																			|
% 58.69/24.07  																																				+-Applying beta-rule and splitting (1071), into two cases.
% 58.69/24.07  																																				|-Branch one:
% 58.69/24.07  																																				| (1101) all_0_51_51 = e4
% 58.69/24.07  																																				|
% 58.69/24.07  																																					| Equations (1101) can reduce 61 to:
% 58.69/24.07  																																					| (1890)  ~ (all_0_42_42 = e4)
% 58.69/24.07  																																					|
% 58.69/24.07  																																					| Equations (1101) can reduce 16 to:
% 58.69/24.07  																																					| (476)  ~ (all_0_56_56 = e4)
% 58.69/24.07  																																					|
% 58.69/24.07  																																					| Simplifying 476 yields:
% 58.69/24.07  																																					| (477)  ~ (all_0_56_56 = e4)
% 58.69/24.07  																																					|
% 58.69/24.07  																																					| Equations (1101) can reduce 1099 to:
% 58.69/24.07  																																					| (48)  ~ (e4 = e2)
% 58.69/24.07  																																					|
% 58.69/24.07  																																					| Equations (1101) can reduce 464 to:
% 58.69/24.07  																																					| (110)  ~ (e4 = e1)
% 58.69/24.07  																																					|
% 58.69/24.07  																																					+-Applying beta-rule and splitting (168), into two cases.
% 58.69/24.07  																																					|-Branch one:
% 58.69/24.07  																																					| (415) all_0_50_50 = e3
% 58.69/24.07  																																					|
% 58.69/24.07  																																						| Combining equations (415,601) yields a new equation:
% 58.69/24.07  																																						| (454) e3 = e1
% 58.69/24.07  																																						|
% 58.69/24.07  																																						| Simplifying 454 yields:
% 58.69/24.07  																																						| (455) e3 = e1
% 58.69/24.07  																																						|
% 58.69/24.07  																																						| Equations (455) can reduce 213 to:
% 58.69/24.07  																																						| (266) $false
% 58.69/24.07  																																						|
% 58.69/24.07  																																						|-The branch is then unsatisfiable
% 58.69/24.07  																																					|-Branch two:
% 58.69/24.07  																																					| (411)  ~ (all_0_50_50 = e3)
% 58.69/24.07  																																					| (418) all_0_51_51 = e3 | all_0_53_53 = e3
% 58.69/24.07  																																					|
% 58.69/24.07  																																						+-Applying beta-rule and splitting (125), into two cases.
% 58.69/24.07  																																						|-Branch one:
% 58.69/24.07  																																						| (858) all_0_55_55 = e0
% 58.69/24.07  																																						|
% 58.69/24.07  																																							| Combining equations (386,858) yields a new equation:
% 58.69/24.07  																																							| (391) e2 = e0
% 58.69/24.07  																																							|
% 58.69/24.07  																																							| Simplifying 391 yields:
% 58.69/24.07  																																							| (330) e2 = e0
% 58.69/24.07  																																							|
% 58.69/24.07  																																							| Equations (330) can reduce 128 to:
% 58.69/24.07  																																							| (266) $false
% 58.69/24.07  																																							|
% 58.69/24.07  																																							|-The branch is then unsatisfiable
% 58.69/24.07  																																						|-Branch two:
% 58.69/24.07  																																						| (803)  ~ (all_0_55_55 = e0)
% 58.69/24.07  																																						| (863) all_0_56_56 = e0 | all_0_57_57 = e0 | all_0_58_58 = e0
% 58.69/24.07  																																						|
% 58.69/24.07  																																							+-Applying beta-rule and splitting (180), into two cases.
% 58.69/24.07  																																							|-Branch one:
% 58.69/24.07  																																							| (516) all_0_42_42 = e3
% 58.69/24.07  																																							|
% 58.69/24.07  																																								| Equations (516) can reduce 236 to:
% 58.69/24.07  																																								| (271)  ~ (all_0_56_56 = e3)
% 58.69/24.07  																																								|
% 58.69/24.07  																																								| Simplifying 271 yields:
% 58.69/24.07  																																								| (272)  ~ (all_0_56_56 = e3)
% 58.69/24.07  																																								|
% 58.69/24.07  																																								| Equations (516) can reduce 1890 to:
% 58.69/24.07  																																								| (277)  ~ (e4 = e3)
% 58.69/24.07  																																								|
% 58.69/24.07  																																								| Simplifying 277 yields:
% 58.69/24.07  																																								| (188)  ~ (e4 = e3)
% 58.69/24.07  																																								|
% 58.69/24.07  																																								+-Applying beta-rule and splitting (64), into two cases.
% 58.69/24.07  																																								|-Branch one:
% 58.69/24.07  																																								| (437) all_0_41_41 = e4
% 58.69/24.07  																																								|
% 58.69/24.07  																																									| Equations (437) can reduce 440 to:
% 58.69/24.07  																																									| (266) $false
% 58.69/24.07  																																									|
% 58.69/24.07  																																									|-The branch is then unsatisfiable
% 58.69/24.07  																																								|-Branch two:
% 58.69/24.07  																																								| (440)  ~ (all_0_41_41 = e4)
% 58.69/24.07  																																								| (441) all_0_42_42 = e4 | all_0_43_43 = e4 | all_0_44_44 = e4
% 58.69/24.07  																																								|
% 58.69/24.07  																																									+-Applying beta-rule and splitting (12), into two cases.
% 58.69/24.07  																																									|-Branch one:
% 58.69/24.07  																																									| (442) all_0_57_57 = e2
% 58.69/24.07  																																									|
% 58.69/24.07  																																										| Equations (442) can reduce 344 to:
% 58.69/24.07  																																										| (266) $false
% 58.69/24.07  																																										|
% 58.69/24.07  																																										|-The branch is then unsatisfiable
% 58.69/24.07  																																									|-Branch two:
% 58.69/24.07  																																									| (344)  ~ (all_0_57_57 = e2)
% 58.69/24.07  																																									| (445) all_0_57_57 = e4 | all_0_57_57 = e1 | all_0_57_57 = e0
% 58.69/24.07  																																									|
% 58.69/24.07  																																										+-Applying beta-rule and splitting (26), into two cases.
% 58.69/24.07  																																										|-Branch one:
% 58.69/24.07  																																										| (446) all_0_44_44 = e4
% 58.69/24.07  																																										|
% 58.69/24.07  																																											| Equations (446) can reduce 1390 to:
% 58.69/24.07  																																											| (266) $false
% 58.69/24.07  																																											|
% 58.69/24.07  																																											|-The branch is then unsatisfiable
% 58.69/24.07  																																										|-Branch two:
% 58.69/24.07  																																										| (1390)  ~ (all_0_44_44 = e4)
% 58.69/24.07  																																										| (1391) all_0_44_44 = e3 | all_0_44_44 = e1 | all_0_44_44 = e0
% 58.69/24.07  																																										|
% 58.69/24.07  																																											+-Applying beta-rule and splitting (165), into two cases.
% 58.69/24.07  																																											|-Branch one:
% 58.69/24.07  																																											| (794) all_0_41_41 = e0
% 58.69/24.07  																																											|
% 58.69/24.07  																																												| Equations (794) can reduce 357 to:
% 58.69/24.07  																																												| (266) $false
% 58.69/24.07  																																												|
% 58.69/24.07  																																												|-The branch is then unsatisfiable
% 58.69/24.07  																																											|-Branch two:
% 58.69/24.07  																																											| (357)  ~ (all_0_41_41 = e0)
% 58.69/24.07  																																											| (6761) all_0_42_42 = e0 | all_0_43_43 = e0 | all_0_44_44 = e0
% 58.69/24.07  																																											|
% 58.69/24.07  																																												+-Applying beta-rule and splitting (171), into two cases.
% 58.69/24.07  																																												|-Branch one:
% 58.69/24.07  																																												| (265) all_0_54_54 = e4
% 58.69/24.07  																																												|
% 58.69/24.07  																																													| Combining equations (265,268) yields a new equation:
% 58.69/24.07  																																													| (424) e4 = e3
% 58.69/24.07  																																													|
% 58.69/24.07  																																													| Simplifying 424 yields:
% 58.69/24.07  																																													| (425) e4 = e3
% 58.69/24.07  																																													|
% 58.69/24.07  																																													| Equations (425) can reduce 188 to:
% 58.69/24.07  																																													| (266) $false
% 58.69/24.07  																																													|
% 58.69/24.07  																																													|-The branch is then unsatisfiable
% 58.69/24.07  																																												|-Branch two:
% 58.69/24.07  																																												| (258)  ~ (all_0_54_54 = e4)
% 58.69/24.07  																																												| (575) all_0_55_55 = e4 | all_0_56_56 = e4 | all_0_57_57 = e4 | all_0_58_58 = e4
% 58.69/24.07  																																												|
% 58.69/24.07  																																													+-Applying beta-rule and splitting (133), into two cases.
% 58.69/24.07  																																													|-Branch one:
% 58.69/24.07  																																													| (833) all_0_56_56 = e2
% 58.69/24.07  																																													|
% 58.69/24.07  																																														| Equations (833) can reduce 511 to:
% 58.69/24.07  																																														| (266) $false
% 58.69/24.07  																																														|
% 58.69/24.07  																																														|-The branch is then unsatisfiable
% 58.69/24.07  																																													|-Branch two:
% 58.69/24.07  																																													| (511)  ~ (all_0_56_56 = e2)
% 58.69/24.07  																																													| (836) all_0_56_56 = e4 | all_0_56_56 = e3 | all_0_56_56 = e1 | all_0_56_56 = e0
% 58.69/24.07  																																													|
% 58.69/24.07  																																														+-Applying beta-rule and splitting (445), into two cases.
% 58.69/24.07  																																														|-Branch one:
% 58.69/24.07  																																														| (871) all_0_57_57 = e4
% 58.69/24.07  																																														|
% 58.69/24.07  																																															| Equations (871) can reduce 67 to:
% 58.69/24.07  																																															| (188)  ~ (e4 = e3)
% 58.69/24.07  																																															|
% 58.69/24.07  																																															| Equations (871) can reduce 1670 to:
% 58.69/24.07  																																															| (110)  ~ (e4 = e1)
% 58.69/24.07  																																															|
% 58.69/24.07  																																															+-Applying beta-rule and splitting (1748), into two cases.
% 58.69/24.07  																																															|-Branch one:
% 58.69/24.07  																																															| (1414) all_0_44_44 = e0
% 58.69/24.07  																																															|
% 58.69/24.07  																																																| Equations (1414) can reduce 1390 to:
% 58.69/24.07  																																																| (401)  ~ (e4 = e0)
% 58.69/24.07  																																																|
% 58.69/24.07  																																																| Simplifying 401 yields:
% 58.69/24.07  																																																| (49)  ~ (e4 = e0)
% 58.69/24.07  																																																|
% 58.69/24.07  																																																+-Applying beta-rule and splitting (441), into two cases.
% 58.69/24.07  																																																|-Branch one:
% 58.69/24.07  																																																| (1392) all_0_42_42 = e4
% 58.69/24.07  																																																|
% 58.69/24.07  																																																	| Combining equations (1392,516) yields a new equation:
% 58.69/24.07  																																																	| (424) e4 = e3
% 58.69/24.07  																																																	|
% 58.69/24.07  																																																	| Simplifying 424 yields:
% 58.69/24.07  																																																	| (425) e4 = e3
% 58.69/24.07  																																																	|
% 58.69/24.07  																																																	| Equations (425) can reduce 188 to:
% 58.69/24.07  																																																	| (266) $false
% 58.69/24.07  																																																	|
% 58.69/24.07  																																																	|-The branch is then unsatisfiable
% 58.69/24.07  																																																|-Branch two:
% 58.69/24.07  																																																| (1890)  ~ (all_0_42_42 = e4)
% 58.69/24.07  																																																| (1891) all_0_43_43 = e4 | all_0_44_44 = e4
% 58.69/24.07  																																																|
% 58.69/24.07  																																																	+-Applying beta-rule and splitting (1891), into two cases.
% 58.69/24.07  																																																	|-Branch one:
% 58.69/24.07  																																																	| (396) all_0_43_43 = e4
% 58.69/24.07  																																																	|
% 58.69/24.07  																																																		| Combining equations (430,396) yields a new equation:
% 58.69/24.07  																																																		| (630) e4 = e1
% 58.69/24.07  																																																		|
% 58.69/24.07  																																																		| Equations (630) can reduce 110 to:
% 58.69/24.07  																																																		| (266) $false
% 58.69/24.07  																																																		|
% 58.69/24.07  																																																		|-The branch is then unsatisfiable
% 58.69/24.07  																																																	|-Branch two:
% 58.69/24.07  																																																	| (399)  ~ (all_0_43_43 = e4)
% 58.69/24.07  																																																	| (446) all_0_44_44 = e4
% 58.69/24.07  																																																	|
% 58.69/24.07  																																																		| Combining equations (1414,446) yields a new equation:
% 58.69/24.07  																																																		| (397) e4 = e0
% 58.69/24.07  																																																		|
% 58.69/24.07  																																																		| Equations (397) can reduce 49 to:
% 58.69/24.07  																																																		| (266) $false
% 58.69/24.07  																																																		|
% 58.69/24.07  																																																		|-The branch is then unsatisfiable
% 58.69/24.07  																																															|-Branch two:
% 58.69/24.07  																																															| (360)  ~ (all_0_44_44 = e0)
% 58.69/24.07  																																															| (1760) all_0_49_49 = e0 | all_0_58_58 = e0
% 58.69/24.07  																																															|
% 58.69/24.07  																																																+-Applying beta-rule and splitting (418), into two cases.
% 58.69/24.07  																																																|-Branch one:
% 58.69/24.07  																																																| (660) all_0_51_51 = e3
% 58.69/24.07  																																																|
% 58.69/24.07  																																																	| Combining equations (660,1101) yields a new equation:
% 58.69/24.07  																																																	| (425) e4 = e3
% 58.69/24.07  																																																	|
% 58.69/24.07  																																																	| Equations (425) can reduce 188 to:
% 58.69/24.07  																																																	| (266) $false
% 58.69/24.07  																																																	|
% 58.69/24.07  																																																	|-The branch is then unsatisfiable
% 58.69/24.07  																																																|-Branch two:
% 58.69/24.07  																																																| (664)  ~ (all_0_51_51 = e3)
% 58.69/24.07  																																																| (665) all_0_53_53 = e3
% 58.69/24.07  																																																|
% 58.69/24.07  																																																	| Equations (665) can reduce 247 to:
% 58.69/24.07  																																																	| (80)  ~ (e3 = e0)
% 58.69/24.07  																																																	|
% 58.69/24.07  																																																	+-Applying beta-rule and splitting (6761), into two cases.
% 58.69/24.07  																																																	|-Branch one:
% 58.69/24.07  																																																	| (559) all_0_42_42 = e0
% 58.69/24.07  																																																	|
% 58.69/24.07  																																																		| Combining equations (559,516) yields a new equation:
% 58.69/24.07  																																																		| (676) e3 = e0
% 58.69/24.07  																																																		|
% 58.69/24.07  																																																		| Equations (676) can reduce 80 to:
% 58.69/24.07  																																																		| (266) $false
% 58.69/24.07  																																																		|
% 58.69/24.07  																																																		|-The branch is then unsatisfiable
% 58.69/24.07  																																																	|-Branch two:
% 58.69/24.07  																																																	| (358)  ~ (all_0_42_42 = e0)
% 58.69/24.07  																																																	| (6766) all_0_43_43 = e0 | all_0_44_44 = e0
% 58.69/24.07  																																																	|
% 58.69/24.07  																																																		+-Applying beta-rule and splitting (6766), into two cases.
% 58.69/24.07  																																																		|-Branch one:
% 58.69/24.07  																																																		| (356) all_0_43_43 = e0
% 58.69/24.07  																																																		|
% 58.69/24.07  																																																			| Combining equations (430,356) yields a new equation:
% 58.69/24.07  																																																			| (546) e1 = e0
% 58.69/24.07  																																																			|
% 58.69/24.07  																																																			| Simplifying 546 yields:
% 58.69/24.07  																																																			| (431) e1 = e0
% 58.69/24.07  																																																			|
% 58.69/24.07  																																																			| Equations (431) can reduce 233 to:
% 58.69/24.07  																																																			| (266) $false
% 58.69/24.07  																																																			|
% 58.69/24.07  																																																			|-The branch is then unsatisfiable
% 58.69/24.07  																																																		|-Branch two:
% 58.69/24.07  																																																		| (5470)  ~ (all_0_43_43 = e0)
% 58.69/24.07  																																																		| (1414) all_0_44_44 = e0
% 58.69/24.07  																																																		|
% 58.69/24.07  																																																			| Equations (1414) can reduce 360 to:
% 58.69/24.07  																																																			| (266) $false
% 58.69/24.07  																																																			|
% 58.69/24.07  																																																			|-The branch is then unsatisfiable
% 58.69/24.07  																																														|-Branch two:
% 58.69/24.07  																																														| (839)  ~ (all_0_57_57 = e4)
% 58.69/24.07  																																														| (874) all_0_57_57 = e1 | all_0_57_57 = e0
% 58.69/24.07  																																														|
% 58.69/24.07  																																															+-Applying beta-rule and splitting (863), into two cases.
% 58.69/24.07  																																															|-Branch one:
% 58.69/24.07  																																															| (679) all_0_56_56 = e0
% 58.69/24.07  																																															|
% 58.69/24.07  																																																| Equations (679) can reduce 477 to:
% 58.69/24.07  																																																| (401)  ~ (e4 = e0)
% 58.69/24.07  																																																|
% 58.69/24.07  																																																| Simplifying 401 yields:
% 58.69/24.07  																																																| (49)  ~ (e4 = e0)
% 58.69/24.07  																																																|
% 58.69/24.07  																																																+-Applying beta-rule and splitting (575), into two cases.
% 58.69/24.07  																																																|-Branch one:
% 58.69/24.07  																																																| (587) all_0_55_55 = e4
% 58.69/24.07  																																																|
% 58.69/24.07  																																																	| Combining equations (386,587) yields a new equation:
% 58.69/24.07  																																																	| (323) e4 = e2
% 58.69/24.07  																																																	|
% 58.69/24.07  																																																	| Equations (323) can reduce 48 to:
% 58.69/24.07  																																																	| (266) $false
% 58.69/24.07  																																																	|
% 58.69/24.07  																																																	|-The branch is then unsatisfiable
% 58.69/24.07  																																																|-Branch two:
% 58.69/24.07  																																																| (763)  ~ (all_0_55_55 = e4)
% 58.69/24.07  																																																| (764) all_0_56_56 = e4 | all_0_57_57 = e4 | all_0_58_58 = e4
% 58.69/24.07  																																																|
% 58.69/24.07  																																																	+-Applying beta-rule and splitting (764), into two cases.
% 58.69/24.07  																																																	|-Branch one:
% 58.69/24.07  																																																	| (842) all_0_56_56 = e4
% 58.69/24.07  																																																	|
% 58.69/24.07  																																																		| Combining equations (842,679) yields a new equation:
% 58.69/24.07  																																																		| (481) e4 = e0
% 58.69/24.07  																																																		|
% 58.69/24.07  																																																		| Simplifying 481 yields:
% 58.69/24.07  																																																		| (397) e4 = e0
% 58.69/24.07  																																																		|
% 58.69/24.07  																																																		| Equations (397) can reduce 49 to:
% 58.69/24.07  																																																		| (266) $false
% 58.69/24.07  																																																		|
% 58.69/24.07  																																																		|-The branch is then unsatisfiable
% 58.69/24.07  																																																	|-Branch two:
% 58.69/24.07  																																																	| (477)  ~ (all_0_56_56 = e4)
% 58.69/24.07  																																																	| (935) all_0_57_57 = e4 | all_0_58_58 = e4
% 58.69/24.07  																																																	|
% 58.69/24.07  																																																		+-Applying beta-rule and splitting (935), into two cases.
% 58.69/24.07  																																																		|-Branch one:
% 58.69/24.07  																																																		| (871) all_0_57_57 = e4
% 58.69/24.07  																																																		|
% 58.69/24.07  																																																			| Equations (871) can reduce 839 to:
% 58.69/24.07  																																																			| (266) $false
% 58.69/24.07  																																																			|
% 58.69/24.07  																																																			|-The branch is then unsatisfiable
% 58.69/24.07  																																																		|-Branch two:
% 58.69/24.07  																																																		| (839)  ~ (all_0_57_57 = e4)
% 58.69/24.07  																																																		| (910) all_0_58_58 = e4
% 58.69/24.07  																																																		|
% 58.69/24.07  																																																			| Combining equations (910,918) yields a new equation:
% 58.69/24.07  																																																			| (636) e4 = e1
% 58.69/24.07  																																																			|
% 58.69/24.07  																																																			| Simplifying 636 yields:
% 58.69/24.07  																																																			| (630) e4 = e1
% 58.69/24.07  																																																			|
% 58.69/24.07  																																																			| Equations (630) can reduce 110 to:
% 58.69/24.07  																																																			| (266) $false
% 58.69/24.07  																																																			|
% 58.69/24.07  																																																			|-The branch is then unsatisfiable
% 58.69/24.07  																																															|-Branch two:
% 58.69/24.07  																																															| (828)  ~ (all_0_56_56 = e0)
% 58.69/24.07  																																															| (924) all_0_57_57 = e0 | all_0_58_58 = e0
% 58.69/24.07  																																															|
% 58.69/24.07  																																																+-Applying beta-rule and splitting (836), into two cases.
% 58.69/24.07  																																																|-Branch one:
% 58.69/24.07  																																																| (842) all_0_56_56 = e4
% 58.69/24.07  																																																|
% 58.69/24.07  																																																	| Equations (842) can reduce 477 to:
% 58.69/24.07  																																																	| (266) $false
% 58.69/24.07  																																																	|
% 58.69/24.07  																																																	|-The branch is then unsatisfiable
% 58.69/24.07  																																																|-Branch two:
% 58.69/24.07  																																																| (477)  ~ (all_0_56_56 = e4)
% 58.69/24.07  																																																| (845) all_0_56_56 = e3 | all_0_56_56 = e1 | all_0_56_56 = e0
% 58.69/24.07  																																																|
% 58.69/24.07  																																																	+-Applying beta-rule and splitting (845), into two cases.
% 58.69/24.07  																																																	|-Branch one:
% 58.69/24.07  																																																	| (679) all_0_56_56 = e0
% 58.69/24.07  																																																	|
% 58.69/24.07  																																																		| Equations (679) can reduce 828 to:
% 58.69/24.07  																																																		| (266) $false
% 58.69/24.07  																																																		|
% 58.69/24.07  																																																		|-The branch is then unsatisfiable
% 58.69/24.07  																																																	|-Branch two:
% 58.69/24.07  																																																	| (828)  ~ (all_0_56_56 = e0)
% 58.69/24.07  																																																	| (3172) all_0_56_56 = e3 | all_0_56_56 = e1
% 58.69/24.07  																																																	|
% 58.69/24.07  																																																		+-Applying beta-rule and splitting (3172), into two cases.
% 58.69/24.07  																																																		|-Branch one:
% 58.69/24.07  																																																		| (1569) all_0_56_56 = e1
% 58.69/24.07  																																																		|
% 58.69/24.07  																																																			| Equations (1569) can reduce 466 to:
% 58.69/24.07  																																																			| (266) $false
% 58.69/24.07  																																																			|
% 58.69/24.07  																																																			|-The branch is then unsatisfiable
% 58.69/24.07  																																																		|-Branch two:
% 58.69/24.07  																																																		| (466)  ~ (all_0_56_56 = e1)
% 58.69/24.07  																																																		| (1097) all_0_56_56 = e3
% 58.69/24.07  																																																		|
% 58.69/24.07  																																																			| Equations (1097) can reduce 272 to:
% 58.69/24.07  																																																			| (266) $false
% 58.69/24.07  																																																			|
% 58.69/24.07  																																																			|-The branch is then unsatisfiable
% 58.69/24.08  																																							|-Branch two:
% 58.69/24.08  																																							| (405)  ~ (all_0_42_42 = e3)
% 58.69/24.08  																																							| (521) all_0_47_47 = e3 | all_0_51_51 = e3 | all_0_56_56 = e3
% 58.69/24.08  																																							|
% 58.69/24.08  																																								+-Applying beta-rule and splitting (171), into two cases.
% 58.69/24.08  																																								|-Branch one:
% 58.69/24.08  																																								| (265) all_0_54_54 = e4
% 58.69/24.08  																																								|
% 58.69/24.08  																																									| Combining equations (268,265) yields a new equation:
% 58.69/24.08  																																									| (425) e4 = e3
% 58.69/24.08  																																									|
% 58.69/24.08  																																									| Equations (425) can reduce 188 to:
% 58.69/24.08  																																									| (266) $false
% 58.69/24.08  																																									|
% 58.69/24.08  																																									|-The branch is then unsatisfiable
% 58.69/24.08  																																								|-Branch two:
% 58.69/24.08  																																								| (258)  ~ (all_0_54_54 = e4)
% 58.69/24.08  																																								| (575) all_0_55_55 = e4 | all_0_56_56 = e4 | all_0_57_57 = e4 | all_0_58_58 = e4
% 58.69/24.08  																																								|
% 58.69/24.08  																																									| Equations (268) can reduce 258 to:
% 58.69/24.08  																																									| (277)  ~ (e4 = e3)
% 58.69/24.08  																																									|
% 58.69/24.08  																																									| Simplifying 277 yields:
% 58.69/24.08  																																									| (188)  ~ (e4 = e3)
% 58.69/24.08  																																									|
% 58.69/24.08  																																									+-Applying beta-rule and splitting (418), into two cases.
% 58.69/24.08  																																									|-Branch one:
% 58.69/24.08  																																									| (660) all_0_51_51 = e3
% 58.69/24.08  																																									|
% 58.69/24.08  																																										| Combining equations (1101,660) yields a new equation:
% 58.69/24.08  																																										| (424) e4 = e3
% 58.69/24.08  																																										|
% 58.69/24.08  																																										| Simplifying 424 yields:
% 58.69/24.08  																																										| (425) e4 = e3
% 58.69/24.08  																																										|
% 58.69/24.08  																																										| Equations (425) can reduce 188 to:
% 58.69/24.08  																																										| (266) $false
% 58.69/24.08  																																										|
% 58.69/24.08  																																										|-The branch is then unsatisfiable
% 58.69/24.08  																																									|-Branch two:
% 58.69/24.08  																																									| (664)  ~ (all_0_51_51 = e3)
% 58.69/24.08  																																									| (665) all_0_53_53 = e3
% 58.69/24.08  																																									|
% 58.69/24.08  																																										| Equations (665) can reduce 220 to:
% 58.69/24.08  																																										| (407)  ~ (all_0_44_44 = e3)
% 58.69/24.08  																																										|
% 58.69/24.08  																																										+-Applying beta-rule and splitting (1899), into two cases.
% 58.69/24.08  																																										|-Branch one:
% 58.69/24.08  																																										| (516) all_0_42_42 = e3
% 58.69/24.08  																																										|
% 58.69/24.08  																																											| Equations (516) can reduce 405 to:
% 58.69/24.08  																																											| (266) $false
% 58.69/24.08  																																											|
% 58.69/24.08  																																											|-The branch is then unsatisfiable
% 58.69/24.08  																																										|-Branch two:
% 58.69/24.08  																																										| (405)  ~ (all_0_42_42 = e3)
% 58.69/24.08  																																										| (532) all_0_44_44 = e3
% 58.69/24.08  																																										|
% 58.69/24.08  																																											| Equations (532) can reduce 407 to:
% 58.69/24.08  																																											| (266) $false
% 58.69/24.08  																																											|
% 58.69/24.08  																																											|-The branch is then unsatisfiable
% 58.69/24.08  																																				|-Branch two:
% 58.69/24.08  																																				| (475)  ~ (all_0_51_51 = e4)
% 58.69/24.08  																																				| (1294) all_0_52_52 = e4 | all_0_53_53 = e4
% 58.69/24.08  																																				|
% 58.69/24.08  																																					+-Applying beta-rule and splitting (1294), into two cases.
% 58.69/24.08  																																					|-Branch one:
% 58.69/24.08  																																					| (565) all_0_52_52 = e4
% 58.69/24.08  																																					|
% 58.69/24.08  																																						| Combining equations (352,565) yields a new equation:
% 58.69/24.08  																																						| (323) e4 = e2
% 58.69/24.08  																																						|
% 58.69/24.08  																																						| Equations (323) can reduce 48 to:
% 58.69/24.08  																																						| (266) $false
% 58.69/24.08  																																						|
% 58.69/24.08  																																						|-The branch is then unsatisfiable
% 58.69/24.08  																																					|-Branch two:
% 58.69/24.08  																																					| (780)  ~ (all_0_52_52 = e4)
% 58.69/24.08  																																					| (1298) all_0_53_53 = e4
% 58.69/24.08  																																					|
% 58.69/24.08  																																						| Equations (1298) can reduce 1453 to:
% 58.69/24.08  																																						| (266) $false
% 58.69/24.08  																																						|
% 58.69/24.08  																																						|-The branch is then unsatisfiable
% 58.69/24.08  																																		|-Branch two:
% 58.69/24.08  																																		| (759)  ~ (all_0_50_50 = e1)
% 58.69/24.08  																																		| (1168) all_0_51_51 = e1 | all_0_52_52 = e1 | all_0_53_53 = e1
% 58.69/24.08  																																		|
% 58.69/24.08  																																			+-Applying beta-rule and splitting (1168), into two cases.
% 58.69/24.08  																																			|-Branch one:
% 58.69/24.08  																																			| (1109) all_0_51_51 = e1
% 58.69/24.08  																																			|
% 58.69/24.08  																																				| Equations (1109) can reduce 464 to:
% 58.69/24.08  																																				| (266) $false
% 58.69/24.08  																																				|
% 58.69/24.08  																																				|-The branch is then unsatisfiable
% 58.69/24.08  																																			|-Branch two:
% 58.69/24.08  																																			| (464)  ~ (all_0_51_51 = e1)
% 58.69/24.08  																																			| (1202) all_0_52_52 = e1 | all_0_53_53 = e1
% 58.69/24.08  																																			|
% 58.69/24.08  																																				+-Applying beta-rule and splitting (1748), into two cases.
% 58.69/24.08  																																				|-Branch one:
% 58.69/24.08  																																				| (1414) all_0_44_44 = e0
% 58.69/24.08  																																				|
% 58.69/24.08  																																					+-Applying beta-rule and splitting (189), into two cases.
% 58.69/24.08  																																					|-Branch one:
% 58.69/24.08  																																					| (532) all_0_44_44 = e3
% 58.69/24.08  																																					|
% 58.69/24.08  																																						| Combining equations (532,1414) yields a new equation:
% 58.69/24.08  																																						| (675) e3 = e0
% 58.69/24.08  																																						|
% 58.69/24.08  																																						| Simplifying 675 yields:
% 58.69/24.08  																																						| (676) e3 = e0
% 58.69/24.08  																																						|
% 58.69/24.08  																																						| Equations (676) can reduce 80 to:
% 58.69/24.08  																																						| (266) $false
% 58.69/24.08  																																						|
% 58.69/24.08  																																						|-The branch is then unsatisfiable
% 58.69/24.08  																																					|-Branch two:
% 58.69/24.08  																																					| (407)  ~ (all_0_44_44 = e3)
% 58.69/24.08  																																					| (537) all_0_49_49 = e3 | all_0_53_53 = e3 | all_0_58_58 = e3
% 58.69/24.08  																																					|
% 58.69/24.08  																																						| Equations (1414) can reduce 407 to:
% 58.69/24.08  																																						| (541)  ~ (e3 = e0)
% 58.69/24.08  																																						|
% 58.69/24.08  																																						| Simplifying 541 yields:
% 58.69/24.08  																																						| (80)  ~ (e3 = e0)
% 58.69/24.08  																																						|
% 58.69/24.08  																																						+-Applying beta-rule and splitting (1899), into two cases.
% 58.69/24.08  																																						|-Branch one:
% 58.69/24.08  																																						| (516) all_0_42_42 = e3
% 58.69/24.08  																																						|
% 58.69/24.08  																																							| Equations (516) can reduce 61 to:
% 58.69/24.08  																																							| (1925)  ~ (all_0_51_51 = e3)
% 58.69/24.08  																																							|
% 58.69/24.08  																																							| Simplifying 1925 yields:
% 58.69/24.08  																																							| (664)  ~ (all_0_51_51 = e3)
% 58.69/24.08  																																							|
% 58.69/24.08  																																							+-Applying beta-rule and splitting (168), into two cases.
% 58.69/24.08  																																							|-Branch one:
% 58.69/24.08  																																							| (415) all_0_50_50 = e3
% 58.69/24.08  																																							|
% 58.69/24.08  																																								| Equations (415) can reduce 411 to:
% 58.69/24.08  																																								| (266) $false
% 58.69/24.08  																																								|
% 58.69/24.08  																																								|-The branch is then unsatisfiable
% 58.69/24.08  																																							|-Branch two:
% 58.69/24.08  																																							| (411)  ~ (all_0_50_50 = e3)
% 58.69/24.08  																																							| (418) all_0_51_51 = e3 | all_0_53_53 = e3
% 58.69/24.08  																																							|
% 58.69/24.08  																																								+-Applying beta-rule and splitting (418), into two cases.
% 58.69/24.08  																																								|-Branch one:
% 58.69/24.08  																																								| (660) all_0_51_51 = e3
% 58.69/24.08  																																								|
% 58.69/24.08  																																									| Equations (660) can reduce 664 to:
% 58.69/24.08  																																									| (266) $false
% 58.69/24.08  																																									|
% 58.69/24.08  																																									|-The branch is then unsatisfiable
% 58.69/24.08  																																								|-Branch two:
% 58.69/24.08  																																								| (664)  ~ (all_0_51_51 = e3)
% 58.69/24.08  																																								| (665) all_0_53_53 = e3
% 58.69/24.08  																																								|
% 58.69/24.08  																																									| Equations (665) can reduce 1459 to:
% 58.69/24.08  																																									| (213)  ~ (e3 = e1)
% 58.69/24.08  																																									|
% 58.69/24.08  																																									+-Applying beta-rule and splitting (1202), into two cases.
% 58.69/24.08  																																									|-Branch one:
% 58.69/24.08  																																									| (642) all_0_52_52 = e1
% 58.69/24.08  																																									|
% 58.69/24.08  																																										| Combining equations (642,352) yields a new equation:
% 58.69/24.08  																																										| (617) e2 = e1
% 58.69/24.08  																																										|
% 58.69/24.08  																																										| Equations (617) can reduce 122 to:
% 58.69/24.08  																																										| (266) $false
% 58.69/24.08  																																										|
% 58.69/24.08  																																										|-The branch is then unsatisfiable
% 58.69/24.08  																																									|-Branch two:
% 58.69/24.08  																																									| (646)  ~ (all_0_52_52 = e1)
% 58.69/24.08  																																									| (1208) all_0_53_53 = e1
% 58.69/24.08  																																									|
% 58.69/24.08  																																										| Combining equations (665,1208) yields a new equation:
% 58.69/24.08  																																										| (454) e3 = e1
% 58.69/24.08  																																										|
% 58.69/24.08  																																										| Simplifying 454 yields:
% 58.69/24.08  																																										| (455) e3 = e1
% 58.69/24.08  																																										|
% 58.69/24.08  																																										| Equations (455) can reduce 213 to:
% 58.69/24.08  																																										| (266) $false
% 58.69/24.08  																																										|
% 58.69/24.08  																																										|-The branch is then unsatisfiable
% 58.69/24.08  																																						|-Branch two:
% 58.69/24.08  																																						| (405)  ~ (all_0_42_42 = e3)
% 58.69/24.08  																																						| (532) all_0_44_44 = e3
% 58.69/24.08  																																						|
% 58.69/24.08  																																							| Combining equations (532,1414) yields a new equation:
% 58.69/24.08  																																							| (675) e3 = e0
% 58.69/24.08  																																							|
% 58.69/24.08  																																							| Simplifying 675 yields:
% 58.69/24.08  																																							| (676) e3 = e0
% 58.69/24.08  																																							|
% 58.69/24.08  																																							| Equations (676) can reduce 80 to:
% 58.69/24.08  																																							| (266) $false
% 58.69/24.08  																																							|
% 58.69/24.08  																																							|-The branch is then unsatisfiable
% 58.69/24.08  																																				|-Branch two:
% 58.69/24.08  																																				| (360)  ~ (all_0_44_44 = e0)
% 58.69/24.08  																																				| (1760) all_0_49_49 = e0 | all_0_58_58 = e0
% 58.69/24.08  																																				|
% 58.69/24.08  																																					+-Applying beta-rule and splitting (1760), into two cases.
% 58.69/24.08  																																					|-Branch one:
% 58.69/24.08  																																					| (978) all_0_49_49 = e0
% 58.69/24.08  																																					|
% 58.69/24.08  																																						| Combining equations (583,978) yields a new equation:
% 58.69/24.08  																																						| (391) e2 = e0
% 58.69/24.08  																																						|
% 58.69/24.08  																																						| Simplifying 391 yields:
% 58.69/24.08  																																						| (330) e2 = e0
% 58.69/24.08  																																						|
% 58.69/24.08  																																						| Equations (330) can reduce 128 to:
% 58.69/24.08  																																						| (266) $false
% 58.69/24.08  																																						|
% 58.69/24.08  																																						|-The branch is then unsatisfiable
% 58.69/24.08  																																					|-Branch two:
% 58.69/24.08  																																					| (487)  ~ (all_0_49_49 = e0)
% 58.69/24.08  																																					| (914) all_0_58_58 = e0
% 58.69/24.08  																																					|
% 58.69/24.08  																																						| Combining equations (918,914) yields a new equation:
% 58.69/24.08  																																						| (546) e1 = e0
% 58.69/24.08  																																						|
% 58.69/24.08  																																						| Simplifying 546 yields:
% 58.69/24.08  																																						| (431) e1 = e0
% 58.69/24.08  																																						|
% 58.69/24.08  																																						| Equations (431) can reduce 233 to:
% 58.69/24.08  																																						| (266) $false
% 58.69/24.08  																																						|
% 58.69/24.08  																																						|-The branch is then unsatisfiable
% 58.69/24.08  																									|-Branch two:
% 58.69/24.08  																									| (409)  ~ (all_0_46_46 = e3)
% 58.69/24.08  																									| (1561) all_0_47_47 = e3 | all_0_49_49 = e3
% 58.69/24.08  																									|
% 58.69/24.08  																										+-Applying beta-rule and splitting (1561), into two cases.
% 58.69/24.08  																										|-Branch one:
% 58.69/24.08  																										| (522) all_0_47_47 = e3
% 58.69/24.08  																										|
% 58.69/24.08  																											| Combining equations (654,522) yields a new equation:
% 58.69/24.08  																											| (455) e3 = e1
% 58.69/24.08  																											|
% 58.69/24.08  																											| Equations (455) can reduce 213 to:
% 58.69/24.08  																											| (266) $false
% 58.69/24.08  																											|
% 58.69/24.08  																											|-The branch is then unsatisfiable
% 58.69/24.08  																										|-Branch two:
% 58.69/24.08  																										| (1091)  ~ (all_0_47_47 = e3)
% 58.69/24.08  																										| (884) all_0_49_49 = e3
% 58.69/24.08  																										|
% 58.69/24.08  																											| Combining equations (583,884) yields a new equation:
% 58.69/24.08  																											| (662) e3 = e2
% 58.69/24.08  																											|
% 58.69/24.08  																											| Equations (662) can reduce 212 to:
% 58.69/24.08  																											| (266) $false
% 58.69/24.08  																											|
% 58.69/24.08  																											|-The branch is then unsatisfiable
% 58.69/24.08  																							|-Branch two:
% 58.69/24.08  																							| (1283)  ~ (all_0_48_48 = e0)
% 58.69/24.08  																							| (615) all_0_48_48 = e1
% 58.69/24.08  																							|
% 58.69/24.08  																								| Equations (615) can reduce 619 to:
% 58.69/24.08  																								| (266) $false
% 58.69/24.08  																								|
% 58.69/24.08  																								|-The branch is then unsatisfiable
% 58.69/24.08  																			|-Branch two:
% 58.69/24.08  																			| (813) all_0_47_47 = e1 & all_0_52_52 = e2 &  ~ (all_0_51_51 = e1)
% 58.69/24.08  																			|
% 58.69/24.08  																				| Applying alpha-rule on (813) yields:
% 58.69/24.08  																				| (654) all_0_47_47 = e1
% 58.69/24.08  																				| (352) all_0_52_52 = e2
% 58.69/24.08  																				| (464)  ~ (all_0_51_51 = e1)
% 58.69/24.08  																				|
% 58.69/24.08  																				| Equations (654) can reduce 114 to:
% 58.69/24.08  																				| (11581)  ~ (all_0_48_48 = e1)
% 58.69/24.08  																				|
% 58.69/24.08  																				| Simplifying 11581 yields:
% 58.69/24.08  																				| (619)  ~ (all_0_48_48 = e1)
% 58.69/24.08  																				|
% 58.69/24.08  																				| Equations (654) can reduce 224 to:
% 58.69/24.08  																				| (463)  ~ (all_0_51_51 = e1)
% 58.69/24.08  																				|
% 58.69/24.08  																				| Simplifying 463 yields:
% 58.69/24.08  																				| (464)  ~ (all_0_51_51 = e1)
% 58.69/24.08  																				|
% 58.69/24.08  																				| Equations (654) can reduce 91 to:
% 58.69/24.08  																				| (465)  ~ (all_0_56_56 = e1)
% 58.69/24.08  																				|
% 58.69/24.08  																				| Simplifying 465 yields:
% 58.69/24.08  																				| (466)  ~ (all_0_56_56 = e1)
% 58.69/24.08  																				|
% 58.69/24.08  																				| Equations (654) can reduce 252 to:
% 58.69/24.08  																				| (602)  ~ (e4 = e1)
% 58.69/24.08  																				|
% 58.69/24.08  																				| Simplifying 602 yields:
% 58.69/24.08  																				| (110)  ~ (e4 = e1)
% 58.69/24.08  																				|
% 58.69/24.08  																				| Equations (654) can reduce 338 to:
% 58.69/24.08  																				| (604)  ~ (e2 = e1)
% 58.69/24.08  																				|
% 58.69/24.08  																				| Simplifying 604 yields:
% 58.69/24.08  																				| (122)  ~ (e2 = e1)
% 58.69/24.08  																				|
% 58.69/24.08  																				| From (654) and (23) follows:
% 58.69/24.08  																				| (9478) op(e2, e2) = e1
% 58.69/24.08  																				|
% 58.69/24.08  																				+-Applying beta-rule and splitting (228), into two cases.
% 58.69/24.08  																				|-Branch one:
% 58.69/24.08  																				| (335) all_0_48_48 = e2
% 58.69/24.08  																				|
% 58.69/24.08  																					| Equations (335) can reduce 810 to:
% 58.69/24.08  																					| (266) $false
% 58.69/24.08  																					|
% 58.69/24.08  																					|-The branch is then unsatisfiable
% 58.69/24.08  																				|-Branch two:
% 58.69/24.08  																				| (810)  ~ (all_0_48_48 = e2)
% 58.69/24.08  																				| (10218) all_0_48_48 = e4 | all_0_48_48 = e1 | all_0_48_48 = e0
% 58.69/24.08  																				|
% 58.69/24.08  																					+-Applying beta-rule and splitting (10218), into two cases.
% 58.69/24.08  																					|-Branch one:
% 58.69/24.08  																					| (943) all_0_48_48 = e4
% 58.69/24.08  																					|
% 58.69/24.08  																						| Equations (943) can reduce 254 to:
% 58.69/24.08  																						| (266) $false
% 58.69/24.08  																						|
% 58.69/24.08  																						|-The branch is then unsatisfiable
% 58.69/24.08  																					|-Branch two:
% 58.69/24.08  																					| (254)  ~ (all_0_48_48 = e4)
% 58.69/24.08  																					| (10222) all_0_48_48 = e1 | all_0_48_48 = e0
% 58.69/24.08  																					|
% 58.69/24.08  																						+-Applying beta-rule and splitting (10222), into two cases.
% 58.69/24.08  																						|-Branch one:
% 58.69/24.08  																						| (1279) all_0_48_48 = e0
% 58.69/24.08  																						|
% 58.69/24.08  																							| Equations (1279) can reduce 17 to:
% 58.69/24.08  																							| (5470)  ~ (all_0_43_43 = e0)
% 58.69/24.08  																							|
% 58.69/24.08  																							| Equations (1279) can reduce 30 to:
% 58.69/24.08  																							| (831)  ~ (all_0_46_46 = e0)
% 58.69/24.08  																							|
% 58.69/24.08  																							| Equations (1279) can reduce 239 to:
% 58.69/24.08  																							| (363)  ~ (all_0_57_57 = e0)
% 58.69/24.08  																							|
% 58.69/24.08  																							| Simplifying 363 yields:
% 58.69/24.08  																							| (364)  ~ (all_0_57_57 = e0)
% 58.69/24.08  																							|
% 58.69/24.08  																							| Equations (1279) can reduce 254 to:
% 58.69/24.08  																							| (401)  ~ (e4 = e0)
% 58.69/24.08  																							|
% 58.69/24.08  																							| Simplifying 401 yields:
% 58.69/24.08  																							| (49)  ~ (e4 = e0)
% 58.69/24.08  																							|
% 58.69/24.08  																							| Equations (1279) can reduce 810 to:
% 58.69/24.08  																							| (365)  ~ (e2 = e0)
% 58.69/24.08  																							|
% 58.69/24.08  																							| Simplifying 365 yields:
% 58.69/24.08  																							| (128)  ~ (e2 = e0)
% 58.69/24.08  																							|
% 58.69/24.08  																							| Equations (1279) can reduce 619 to:
% 58.69/24.08  																							| (435)  ~ (e1 = e0)
% 58.69/24.08  																							|
% 58.69/24.08  																							| Simplifying 435 yields:
% 58.69/24.08  																							| (233)  ~ (e1 = e0)
% 58.69/24.08  																							|
% 58.69/24.08  																							+-Applying beta-rule and splitting (78), into two cases.
% 58.69/24.08  																							|-Branch one:
% 58.69/24.08  																							| (423) all_0_45_45 = e3
% 58.69/24.08  																							|
% 58.69/24.08  																								| Combining equations (423,248) yields a new equation:
% 58.69/24.08  																								| (425) e4 = e3
% 58.69/24.08  																								|
% 58.69/24.08  																								| Equations (425) can reduce 188 to:
% 58.69/24.08  																								| (266) $false
% 58.69/24.08  																								|
% 58.69/24.08  																								|-The branch is then unsatisfiable
% 58.69/24.08  																							|-Branch two:
% 58.69/24.08  																							| (427)  ~ (all_0_45_45 = e3)
% 58.69/24.08  																							| (428) all_0_46_46 = e3 | all_0_47_47 = e3 | all_0_49_49 = e3
% 58.69/24.08  																							|
% 58.69/24.08  																								+-Applying beta-rule and splitting (428), into two cases.
% 58.69/24.08  																								|-Branch one:
% 58.69/24.08  																								| (1557) all_0_46_46 = e3
% 58.69/24.08  																								|
% 58.69/24.08  																									| Equations (1557) can reduce 43 to:
% 58.69/24.08  																									| (1898)  ~ (all_0_41_41 = e3)
% 58.69/24.08  																									|
% 58.69/24.08  																									| Equations (1557) can reduce 35 to:
% 58.69/24.08  																									| (410)  ~ (all_0_50_50 = e3)
% 58.69/24.08  																									|
% 58.69/24.08  																									| Simplifying 410 yields:
% 58.69/24.08  																									| (411)  ~ (all_0_50_50 = e3)
% 58.69/24.08  																									|
% 58.69/24.08  																									| Equations (1557) can reduce 250 to:
% 58.69/24.08  																									| (277)  ~ (e4 = e3)
% 58.69/24.08  																									|
% 58.69/24.08  																									| Simplifying 277 yields:
% 58.69/24.08  																									| (188)  ~ (e4 = e3)
% 58.69/24.08  																									|
% 58.69/24.08  																									| Equations (1557) can reduce 831 to:
% 58.69/24.08  																									| (80)  ~ (e3 = e0)
% 58.69/24.08  																									|
% 58.69/24.08  																									| From (1557) and (120) follows:
% 58.69/24.08  																									| (697) op(e2, e3) = e3
% 58.69/24.08  																									|
% 58.69/24.08  																									+-Applying beta-rule and splitting (113), into two cases.
% 58.69/24.08  																									|-Branch one:
% 58.69/24.08  																									| (403) all_0_41_41 = e3
% 58.69/24.08  																									|
% 58.69/24.08  																										| Equations (403) can reduce 1898 to:
% 58.69/24.08  																										| (266) $false
% 58.69/24.08  																										|
% 58.69/24.08  																										|-The branch is then unsatisfiable
% 58.69/24.08  																									|-Branch two:
% 58.69/24.08  																									| (1898)  ~ (all_0_41_41 = e3)
% 58.69/24.08  																									| (1899) all_0_42_42 = e3 | all_0_44_44 = e3
% 58.69/24.08  																									|
% 58.69/24.08  																										+-Applying beta-rule and splitting (195), into two cases.
% 58.69/24.08  																										|-Branch one:
% 58.69/24.08  																										| (396) all_0_43_43 = e4
% 58.69/24.08  																										|
% 58.69/24.08  																											| Equations (396) can reduce 31 to:
% 58.69/24.08  																											| (440)  ~ (all_0_41_41 = e4)
% 58.69/24.08  																											|
% 58.69/24.08  																											| Equations (396) can reduce 240 to:
% 58.69/24.08  																											| (1890)  ~ (all_0_42_42 = e4)
% 58.69/24.08  																											|
% 58.69/24.08  																											| Equations (396) can reduce 159 to:
% 58.69/24.08  																											| (1903)  ~ (all_0_44_44 = e4)
% 58.69/24.08  																											|
% 58.69/24.08  																											| Simplifying 1903 yields:
% 58.69/24.08  																											| (1390)  ~ (all_0_44_44 = e4)
% 58.69/24.08  																											|
% 58.69/24.08  																											| Equations (396) can reduce 99 to:
% 58.69/24.08  																											| (188)  ~ (e4 = e3)
% 58.69/24.08  																											|
% 58.69/24.08  																											| Equations (396) can reduce 96 to:
% 58.69/24.08  																											| (48)  ~ (e4 = e2)
% 58.69/24.08  																											|
% 58.69/24.08  																											| Equations (396) can reduce 5470 to:
% 58.69/24.08  																											| (49)  ~ (e4 = e0)
% 58.69/24.08  																											|
% 58.69/24.08  																											+-Applying beta-rule and splitting (62), into two cases.
% 58.69/24.08  																											|-Branch one:
% 58.69/24.08  																											| (321) all_0_38_38 = e4
% 58.69/24.08  																											|
% 58.69/24.08  																												| Combining equations (321,329) yields a new equation:
% 58.69/24.08  																												| (481) e4 = e0
% 58.69/24.08  																												|
% 58.69/24.08  																												| Simplifying 481 yields:
% 58.69/24.09  																												| (397) e4 = e0
% 58.69/24.09  																												|
% 58.69/24.09  																												| Equations (397) can reduce 49 to:
% 58.69/24.09  																												| (266) $false
% 58.69/24.09  																												|
% 58.69/24.09  																												|-The branch is then unsatisfiable
% 58.69/24.09  																											|-Branch two:
% 58.69/24.09  																											| (325)  ~ (all_0_38_38 = e4)
% 58.69/24.09  																											| (582) all_0_41_41 = e4 | all_0_46_46 = e4 | all_0_50_50 = e4 | all_0_55_55 = e4
% 58.69/24.09  																											|
% 58.69/24.09  																												+-Applying beta-rule and splitting (130), into two cases.
% 58.69/24.09  																												|-Branch one:
% 58.69/24.09  																												| (430) all_0_43_43 = e1
% 58.69/24.09  																												|
% 58.69/24.09  																													| Combining equations (430,396) yields a new equation:
% 58.69/24.09  																													| (630) e4 = e1
% 58.69/24.09  																													|
% 58.69/24.09  																													| Equations (630) can reduce 110 to:
% 58.69/24.09  																													| (266) $false
% 58.69/24.09  																													|
% 58.69/24.09  																													|-The branch is then unsatisfiable
% 58.69/24.09  																												|-Branch two:
% 58.69/24.09  																												| (433)  ~ (all_0_43_43 = e1)
% 58.69/24.09  																												| (434) all_0_48_48 = e1 | all_0_52_52 = e1 | all_0_57_57 = e1
% 58.69/24.09  																												|
% 58.69/24.09  																													+-Applying beta-rule and splitting (582), into two cases.
% 58.69/24.09  																													|-Branch one:
% 58.69/24.09  																													| (437) all_0_41_41 = e4
% 58.69/24.09  																													|
% 58.69/24.09  																														| Equations (437) can reduce 440 to:
% 58.69/24.09  																														| (266) $false
% 58.69/24.09  																														|
% 58.69/24.09  																														|-The branch is then unsatisfiable
% 58.69/24.09  																													|-Branch two:
% 58.69/24.09  																													| (440)  ~ (all_0_41_41 = e4)
% 58.69/24.09  																													| (769) all_0_46_46 = e4 | all_0_50_50 = e4 | all_0_55_55 = e4
% 58.69/24.09  																													|
% 58.69/24.09  																														+-Applying beta-rule and splitting (27), into two cases.
% 58.69/24.09  																														|-Branch one:
% 58.69/24.09  																														| (437) all_0_41_41 = e4
% 58.69/24.09  																														|
% 58.69/24.09  																															| Equations (437) can reduce 440 to:
% 58.69/24.09  																															| (266) $false
% 58.69/24.09  																															|
% 58.69/24.09  																															|-The branch is then unsatisfiable
% 58.69/24.09  																														|-Branch two:
% 58.69/24.09  																														| (440)  ~ (all_0_41_41 = e4)
% 58.69/24.09  																														| (4049) all_0_41_41 = e3 | all_0_41_41 = e1 | all_0_41_41 = e0
% 58.69/24.09  																														|
% 58.69/24.09  																															+-Applying beta-rule and splitting (434), into two cases.
% 58.69/24.09  																															|-Branch one:
% 58.69/24.09  																															| (615) all_0_48_48 = e1
% 58.69/24.09  																															|
% 58.69/24.09  																																| Combining equations (1279,615) yields a new equation:
% 58.69/24.09  																																| (431) e1 = e0
% 58.69/24.09  																																|
% 58.69/24.09  																																| Equations (431) can reduce 233 to:
% 58.69/24.09  																																| (266) $false
% 58.69/24.09  																																|
% 58.69/24.09  																																|-The branch is then unsatisfiable
% 58.69/24.09  																															|-Branch two:
% 58.69/24.09  																															| (619)  ~ (all_0_48_48 = e1)
% 58.69/24.09  																															| (620) all_0_52_52 = e1 | all_0_57_57 = e1
% 58.69/24.09  																															|
% 58.69/24.09  																																+-Applying beta-rule and splitting (4049), into two cases.
% 58.69/24.09  																																|-Branch one:
% 58.69/24.09  																																| (794) all_0_41_41 = e0
% 58.69/24.09  																																|
% 58.69/24.09  																																	| Equations (794) can reduce 357 to:
% 58.69/24.09  																																	| (266) $false
% 58.69/24.09  																																	|
% 58.69/24.09  																																	|-The branch is then unsatisfiable
% 58.69/24.09  																																|-Branch two:
% 58.69/24.09  																																| (357)  ~ (all_0_41_41 = e0)
% 58.69/24.09  																																| (4053) all_0_41_41 = e3 | all_0_41_41 = e1
% 58.69/24.09  																																|
% 58.69/24.09  																																	+-Applying beta-rule and splitting (620), into two cases.
% 58.69/24.09  																																	|-Branch one:
% 58.69/24.09  																																	| (642) all_0_52_52 = e1
% 58.69/24.09  																																	|
% 58.69/24.09  																																		| Combining equations (642,352) yields a new equation:
% 58.69/24.09  																																		| (617) e2 = e1
% 58.69/24.09  																																		|
% 58.69/24.09  																																		| Equations (617) can reduce 122 to:
% 58.69/24.09  																																		| (266) $false
% 58.69/24.09  																																		|
% 58.69/24.09  																																		|-The branch is then unsatisfiable
% 58.69/24.09  																																	|-Branch two:
% 58.69/24.09  																																	| (646)  ~ (all_0_52_52 = e1)
% 58.69/24.09  																																	| (647) all_0_57_57 = e1
% 58.69/24.09  																																	|
% 58.69/24.09  																																		| Equations (647) can reduce 148 to:
% 58.69/24.09  																																		| (879)  ~ (all_0_58_58 = e1)
% 58.69/24.09  																																		|
% 58.69/24.09  																																		| Simplifying 879 yields:
% 58.69/24.09  																																		| (880)  ~ (all_0_58_58 = e1)
% 58.69/24.09  																																		|
% 58.69/24.09  																																		+-Applying beta-rule and splitting (4053), into two cases.
% 58.69/24.09  																																		|-Branch one:
% 58.69/24.09  																																		| (453) all_0_41_41 = e1
% 58.69/24.09  																																		|
% 58.69/24.09  																																			| Equations (453) can reduce 214 to:
% 58.69/24.09  																																			| (4055)  ~ (all_0_42_42 = e1)
% 58.69/24.09  																																			|
% 58.69/24.09  																																			| Simplifying 4055 yields:
% 58.69/24.09  																																			| (1380)  ~ (all_0_42_42 = e1)
% 58.69/24.09  																																			|
% 58.69/24.09  																																			| Equations (453) can reduce 149 to:
% 58.69/24.09  																																			| (4057)  ~ (all_0_44_44 = e1)
% 58.69/24.09  																																			|
% 58.69/24.09  																																			| Simplifying 4057 yields:
% 58.69/24.09  																																			| (639)  ~ (all_0_44_44 = e1)
% 58.69/24.09  																																			|
% 58.69/24.09  																																			| Equations (453) can reduce 1898 to:
% 58.69/24.09  																																			| (467)  ~ (e3 = e1)
% 58.69/24.09  																																			|
% 58.69/24.09  																																			| Simplifying 467 yields:
% 58.69/24.09  																																			| (213)  ~ (e3 = e1)
% 58.69/24.09  																																			|
% 58.69/24.09  																																			| Equations (453) can reduce 85 to:
% 58.69/24.09  																																			| (604)  ~ (e2 = e1)
% 58.69/24.09  																																			|
% 58.69/24.09  																																			| Simplifying 604 yields:
% 58.69/24.09  																																			| (122)  ~ (e2 = e1)
% 58.69/24.09  																																			|
% 58.69/24.09  																																			| From (453) and (219) follows:
% 58.69/24.09  																																			| (12512) op(e3, e3) = e1
% 58.69/24.09  																																			|
% 58.69/24.09  																																			+-Applying beta-rule and splitting (112), into two cases.
% 58.69/24.09  																																			|-Branch one:
% 58.69/24.09  																																			| (635) all_0_44_44 = e1
% 58.69/24.09  																																			|
% 58.69/24.09  																																				| Equations (635) can reduce 639 to:
% 58.69/24.09  																																				| (266) $false
% 58.69/24.09  																																				|
% 58.69/24.09  																																				|-The branch is then unsatisfiable
% 58.69/24.09  																																			|-Branch two:
% 58.69/24.09  																																			| (639)  ~ (all_0_44_44 = e1)
% 58.69/24.09  																																			| (640) all_0_49_49 = e1 | all_0_53_53 = e1 | all_0_58_58 = e1
% 58.69/24.09  																																			|
% 58.69/24.09  																																				+-Applying beta-rule and splitting (640), into two cases.
% 58.69/24.09  																																				|-Branch one:
% 58.69/24.09  																																				| (671) all_0_49_49 = e1
% 58.69/24.09  																																				|
% 58.69/24.09  																																					| Combining equations (583,671) yields a new equation:
% 58.69/24.09  																																					| (616) e2 = e1
% 58.69/24.09  																																					|
% 58.69/24.09  																																					| Simplifying 616 yields:
% 58.69/24.09  																																					| (617) e2 = e1
% 58.69/24.09  																																					|
% 58.69/24.09  																																					| Equations (617) can reduce 122 to:
% 58.69/24.09  																																					| (266) $false
% 58.69/24.09  																																					|
% 58.69/24.09  																																					|-The branch is then unsatisfiable
% 58.69/24.09  																																				|-Branch two:
% 58.69/24.09  																																				| (1064)  ~ (all_0_49_49 = e1)
% 58.69/24.09  																																				| (2141) all_0_53_53 = e1 | all_0_58_58 = e1
% 58.69/24.09  																																				|
% 58.69/24.09  																																					+-Applying beta-rule and splitting (2141), into two cases.
% 58.69/24.09  																																					|-Branch one:
% 58.69/24.09  																																					| (1208) all_0_53_53 = e1
% 58.69/24.09  																																					|
% 58.69/24.09  																																						| Equations (1208) can reduce 190 to:
% 58.69/24.09  																																						| (759)  ~ (all_0_50_50 = e1)
% 58.69/24.09  																																						|
% 58.69/24.09  																																						| Equations (1208) can reduce 247 to:
% 58.69/24.09  																																						| (233)  ~ (e1 = e0)
% 58.69/24.09  																																						|
% 58.69/24.09  																																						+-Applying beta-rule and splitting (168), into two cases.
% 58.69/24.09  																																						|-Branch one:
% 58.69/24.09  																																						| (415) all_0_50_50 = e3
% 58.69/24.09  																																						|
% 58.69/24.09  																																							| Equations (415) can reduce 411 to:
% 58.69/24.09  																																							| (266) $false
% 58.69/24.09  																																							|
% 58.69/24.09  																																							|-The branch is then unsatisfiable
% 58.69/24.09  																																						|-Branch two:
% 58.69/24.09  																																						| (411)  ~ (all_0_50_50 = e3)
% 58.69/24.09  																																						| (418) all_0_51_51 = e3 | all_0_53_53 = e3
% 58.69/24.09  																																						|
% 58.69/24.09  																																							+-Applying beta-rule and splitting (769), into two cases.
% 58.69/24.09  																																							|-Branch one:
% 58.69/24.09  																																							| (770) all_0_46_46 = e4
% 58.69/24.09  																																							|
% 58.69/24.09  																																								| Combining equations (770,1557) yields a new equation:
% 58.69/24.09  																																								| (424) e4 = e3
% 58.69/24.09  																																								|
% 58.69/24.09  																																								| Simplifying 424 yields:
% 58.69/24.09  																																								| (425) e4 = e3
% 58.69/24.09  																																								|
% 58.69/24.09  																																								| Equations (425) can reduce 188 to:
% 58.69/24.09  																																								| (266) $false
% 58.69/24.09  																																								|
% 58.69/24.09  																																								|-The branch is then unsatisfiable
% 58.69/24.09  																																							|-Branch two:
% 58.69/24.09  																																							| (250)  ~ (all_0_46_46 = e4)
% 58.69/24.09  																																							| (774) all_0_50_50 = e4 | all_0_55_55 = e4
% 58.69/24.09  																																							|
% 58.69/24.09  																																								+-Applying beta-rule and splitting (418), into two cases.
% 58.69/24.09  																																								|-Branch one:
% 58.69/24.09  																																								| (660) all_0_51_51 = e3
% 58.69/24.09  																																								|
% 58.69/24.09  																																									| Equations (660) can reduce 61 to:
% 58.69/24.09  																																									| (405)  ~ (all_0_42_42 = e3)
% 58.69/24.09  																																									|
% 58.69/24.09  																																									| Equations (660) can reduce 115 to:
% 58.69/24.09  																																									| (80)  ~ (e3 = e0)
% 58.69/24.09  																																									|
% 58.69/24.09  																																									| From (660) and (186) follows:
% 58.69/24.09  																																									| (1552) op(e1, e2) = e3
% 58.69/24.09  																																									|
% 58.69/24.09  																																									+-Applying beta-rule and splitting (774), into two cases.
% 58.69/24.09  																																									|-Branch one:
% 58.69/24.09  																																									| (775) all_0_50_50 = e4
% 58.69/24.09  																																									|
% 58.69/24.09  																																										| Equations (775) can reduce 302 to:
% 58.69/24.09  																																										| (48)  ~ (e4 = e2)
% 58.69/24.09  																																										|
% 58.69/24.09  																																										| Equations (775) can reduce 759 to:
% 58.69/24.09  																																										| (110)  ~ (e4 = e1)
% 58.69/24.09  																																										|
% 58.69/24.09  																																										| Equations (775) can reduce 121 to:
% 58.69/24.09  																																										| (49)  ~ (e4 = e0)
% 58.69/24.09  																																										|
% 58.69/24.09  																																										| From (775) and (242) follows:
% 58.69/24.09  																																										| (5059) op(e1, e3) = e4
% 58.69/24.09  																																										|
% 58.69/24.09  																																										+-Applying beta-rule and splitting (189), into two cases.
% 58.69/24.09  																																										|-Branch one:
% 58.69/24.09  																																										| (532) all_0_44_44 = e3
% 58.69/24.09  																																										|
% 58.69/24.09  																																											| Equations (532) can reduce 181 to:
% 58.69/24.09  																																											| (275)  ~ (all_0_58_58 = e3)
% 58.69/24.09  																																											|
% 58.69/24.09  																																											| Simplifying 275 yields:
% 58.69/24.09  																																											| (276)  ~ (all_0_58_58 = e3)
% 58.69/24.09  																																											|
% 58.69/24.09  																																											| Equations (532) can reduce 1390 to:
% 58.69/24.09  																																											| (277)  ~ (e4 = e3)
% 58.69/24.09  																																											|
% 58.69/24.09  																																											| Simplifying 277 yields:
% 58.69/24.09  																																											| (188)  ~ (e4 = e3)
% 58.69/24.09  																																											|
% 58.69/24.09  																																											| Equations (532) can reduce 147 to:
% 58.69/24.09  																																											| (212)  ~ (e3 = e2)
% 58.69/24.09  																																											|
% 58.69/24.09  																																											| From (532) and (138) follows:
% 58.69/24.09  																																											| (1639) op(e3, e0) = e3
% 58.69/24.09  																																											|
% 58.69/24.09  																																											+-Applying beta-rule and splitting (165), into two cases.
% 58.69/24.09  																																											|-Branch one:
% 58.69/24.09  																																											| (794) all_0_41_41 = e0
% 58.69/24.09  																																											|
% 58.69/24.09  																																												| Combining equations (794,453) yields a new equation:
% 58.69/24.09  																																												| (431) e1 = e0
% 58.69/24.09  																																												|
% 58.69/24.09  																																												| Equations (431) can reduce 233 to:
% 58.69/24.09  																																												| (266) $false
% 58.69/24.09  																																												|
% 58.69/24.09  																																												|-The branch is then unsatisfiable
% 58.69/24.09  																																											|-Branch two:
% 58.69/24.09  																																											| (357)  ~ (all_0_41_41 = e0)
% 58.69/24.09  																																											| (6761) all_0_42_42 = e0 | all_0_43_43 = e0 | all_0_44_44 = e0
% 58.69/24.09  																																											|
% 58.69/24.09  																																												+-Applying beta-rule and splitting (171), into two cases.
% 58.69/24.09  																																												|-Branch one:
% 58.69/24.09  																																												| (265) all_0_54_54 = e4
% 58.69/24.09  																																												|
% 58.69/24.09  																																													| Combining equations (265,268) yields a new equation:
% 58.69/24.09  																																													| (424) e4 = e3
% 58.69/24.09  																																													|
% 58.69/24.09  																																													| Simplifying 424 yields:
% 58.69/24.09  																																													| (425) e4 = e3
% 58.69/24.09  																																													|
% 58.69/24.09  																																													| Equations (425) can reduce 188 to:
% 58.69/24.09  																																													| (266) $false
% 58.69/24.09  																																													|
% 58.69/24.09  																																													|-The branch is then unsatisfiable
% 58.69/24.09  																																												|-Branch two:
% 58.69/24.09  																																												| (258)  ~ (all_0_54_54 = e4)
% 58.69/24.09  																																												| (575) all_0_55_55 = e4 | all_0_56_56 = e4 | all_0_57_57 = e4 | all_0_58_58 = e4
% 58.69/24.09  																																												|
% 58.69/24.09  																																													| Equations (268) can reduce 258 to:
% 58.69/24.09  																																													| (277)  ~ (e4 = e3)
% 58.69/24.09  																																													|
% 58.69/24.09  																																													| Simplifying 277 yields:
% 58.69/24.09  																																													| (188)  ~ (e4 = e3)
% 58.69/24.09  																																													|
% 58.69/24.09  																																													+-Applying beta-rule and splitting (108), into two cases.
% 58.69/24.09  																																													|-Branch one:
% 58.69/24.09  																																													| (624) all_0_58_58 = e2
% 58.69/24.09  																																													|
% 58.69/24.09  																																														| Equations (624) can reduce 908 to:
% 58.69/24.09  																																														| (266) $false
% 58.69/24.09  																																														|
% 58.69/24.09  																																														|-The branch is then unsatisfiable
% 58.69/24.09  																																													|-Branch two:
% 58.69/24.09  																																													| (908)  ~ (all_0_58_58 = e2)
% 58.69/24.09  																																													| (909) all_0_58_58 = e4 | all_0_58_58 = e3 | all_0_58_58 = e1 | all_0_58_58 = e0
% 58.69/24.09  																																													|
% 58.69/24.09  																																														+-Applying beta-rule and splitting (75), into two cases.
% 58.69/24.09  																																														|-Branch one:
% 58.69/24.09  																																														| (485) all_0_40_40 = e0
% 58.69/24.09  																																														|
% 58.69/24.09  																																															| Combining equations (1378,485) yields a new equation:
% 58.69/24.09  																																															| (481) e4 = e0
% 58.69/24.09  																																															|
% 58.69/24.09  																																															| Simplifying 481 yields:
% 58.69/24.09  																																															| (397) e4 = e0
% 58.69/24.09  																																															|
% 58.69/24.09  																																															| Equations (397) can reduce 49 to:
% 58.69/24.09  																																															| (266) $false
% 58.69/24.09  																																															|
% 58.69/24.09  																																															|-The branch is then unsatisfiable
% 58.69/24.09  																																														|-Branch two:
% 58.69/24.09  																																														| (1401)  ~ (all_0_40_40 = e0)
% 58.69/24.09  																																														| (1748) all_0_44_44 = e0 | all_0_49_49 = e0 | all_0_58_58 = e0
% 58.69/24.09  																																														|
% 58.69/24.09  																																															+-Applying beta-rule and splitting (164), into two cases.
% 58.69/24.09  																																															|-Branch one:
% 58.69/24.09  																																															| (471) all_0_39_39 = e4
% 58.69/24.09  																																															|
% 58.69/24.09  																																																| Combining equations (471,317) yields a new equation:
% 58.69/24.09  																																																| (322) e4 = e2
% 58.69/24.09  																																																|
% 58.69/24.09  																																																| Simplifying 322 yields:
% 58.69/24.09  																																																| (323) e4 = e2
% 58.69/24.09  																																																|
% 58.69/24.09  																																																| Equations (323) can reduce 48 to:
% 58.69/24.09  																																																| (266) $false
% 58.69/24.09  																																																|
% 58.69/24.09  																																																|-The branch is then unsatisfiable
% 58.69/24.09  																																															|-Branch two:
% 58.69/24.09  																																															| (1377)  ~ (all_0_39_39 = e4)
% 58.69/24.09  																																															| (2115) all_0_42_42 = e4 | all_0_47_47 = e4 | all_0_51_51 = e4 | all_0_56_56 = e4
% 58.69/24.09  																																															|
% 58.69/24.09  																																																+-Applying beta-rule and splitting (1748), into two cases.
% 58.69/24.09  																																																|-Branch one:
% 58.69/24.09  																																																| (1414) all_0_44_44 = e0
% 58.69/24.09  																																																|
% 58.69/24.09  																																																	| Combining equations (532,1414) yields a new equation:
% 58.69/24.09  																																																	| (675) e3 = e0
% 58.69/24.09  																																																	|
% 58.69/24.09  																																																	| Simplifying 675 yields:
% 58.69/24.09  																																																	| (676) e3 = e0
% 58.69/24.09  																																																	|
% 58.69/24.09  																																																	| Equations (676) can reduce 80 to:
% 58.69/24.09  																																																	| (266) $false
% 58.69/24.09  																																																	|
% 58.69/24.09  																																																	|-The branch is then unsatisfiable
% 58.69/24.09  																																																|-Branch two:
% 58.69/24.09  																																																| (360)  ~ (all_0_44_44 = e0)
% 58.69/24.09  																																																| (1760) all_0_49_49 = e0 | all_0_58_58 = e0
% 58.69/24.09  																																																|
% 58.69/24.09  																																																	+-Applying beta-rule and splitting (2115), into two cases.
% 58.69/24.09  																																																	|-Branch one:
% 58.69/24.09  																																																	| (1392) all_0_42_42 = e4
% 58.69/24.09  																																																	|
% 58.69/24.09  																																																		| Equations (1392) can reduce 1890 to:
% 58.69/24.09  																																																		| (266) $false
% 58.69/24.09  																																																		|
% 58.69/24.09  																																																		|-The branch is then unsatisfiable
% 58.69/24.09  																																																	|-Branch two:
% 58.69/24.09  																																																	| (1890)  ~ (all_0_42_42 = e4)
% 58.69/24.09  																																																	| (2246) all_0_47_47 = e4 | all_0_51_51 = e4 | all_0_56_56 = e4
% 58.69/24.09  																																																	|
% 58.69/24.09  																																																		+-Applying beta-rule and splitting (1760), into two cases.
% 58.69/24.09  																																																		|-Branch one:
% 58.69/24.09  																																																		| (978) all_0_49_49 = e0
% 58.69/24.09  																																																		|
% 58.69/24.09  																																																			| Combining equations (583,978) yields a new equation:
% 58.69/24.09  																																																			| (391) e2 = e0
% 58.69/24.09  																																																			|
% 58.69/24.09  																																																			| Simplifying 391 yields:
% 58.69/24.09  																																																			| (330) e2 = e0
% 58.69/24.09  																																																			|
% 58.69/24.09  																																																			| Equations (330) can reduce 128 to:
% 58.69/24.09  																																																			| (266) $false
% 58.69/24.09  																																																			|
% 58.69/24.09  																																																			|-The branch is then unsatisfiable
% 58.69/24.09  																																																		|-Branch two:
% 58.69/24.09  																																																		| (487)  ~ (all_0_49_49 = e0)
% 58.69/24.09  																																																		| (914) all_0_58_58 = e0
% 58.69/24.09  																																																		|
% 58.69/24.09  																																																			| Equations (914) can reduce 44 to:
% 58.69/24.09  																																																			| (828)  ~ (all_0_56_56 = e0)
% 58.69/24.09  																																																			|
% 58.69/24.09  																																																			| Equations (914) can reduce 276 to:
% 58.69/24.09  																																																			| (541)  ~ (e3 = e0)
% 58.69/24.09  																																																			|
% 58.69/24.09  																																																			| Simplifying 541 yields:
% 58.69/24.09  																																																			| (80)  ~ (e3 = e0)
% 58.69/24.09  																																																			|
% 58.69/24.09  																																																			| Equations (914) can reduce 908 to:
% 58.69/24.09  																																																			| (365)  ~ (e2 = e0)
% 58.69/24.09  																																																			|
% 58.69/24.09  																																																			| Simplifying 365 yields:
% 58.69/24.09  																																																			| (128)  ~ (e2 = e0)
% 58.69/24.09  																																																			|
% 58.69/24.09  																																																			+-Applying beta-rule and splitting (2246), into two cases.
% 58.69/24.09  																																																			|-Branch one:
% 58.69/24.09  																																																			| (1790) all_0_47_47 = e4
% 58.69/24.09  																																																			|
% 58.69/24.09  																																																				| Combining equations (1790,654) yields a new equation:
% 58.69/24.09  																																																				| (636) e4 = e1
% 58.69/24.09  																																																				|
% 58.69/24.09  																																																				| Simplifying 636 yields:
% 58.69/24.09  																																																				| (630) e4 = e1
% 58.69/24.09  																																																				|
% 58.69/24.09  																																																				| Equations (630) can reduce 110 to:
% 58.69/24.09  																																																				| (266) $false
% 58.69/24.09  																																																				|
% 58.69/24.09  																																																				|-The branch is then unsatisfiable
% 58.69/24.09  																																																			|-Branch two:
% 58.69/24.09  																																																			| (252)  ~ (all_0_47_47 = e4)
% 58.69/24.09  																																																			| (6548) all_0_51_51 = e4 | all_0_56_56 = e4
% 58.69/24.09  																																																			|
% 58.69/24.09  																																																				+-Applying beta-rule and splitting (104), into two cases.
% 58.69/24.09  																																																				|-Branch one:
% 58.69/24.09  																																																				| (480) all_0_39_39 = e0
% 58.69/24.09  																																																				|
% 58.69/24.09  																																																					| Combining equations (480,317) yields a new equation:
% 58.69/24.09  																																																					| (330) e2 = e0
% 58.69/24.09  																																																					|
% 58.69/24.09  																																																					| Equations (330) can reduce 128 to:
% 58.69/24.09  																																																					| (266) $false
% 58.69/24.09  																																																					|
% 58.69/24.09  																																																					|-The branch is then unsatisfiable
% 58.69/24.09  																																																				|-Branch two:
% 58.69/24.09  																																																				| (484)  ~ (all_0_39_39 = e0)
% 58.69/24.09  																																																				| (558) all_0_42_42 = e0 | all_0_47_47 = e0 | all_0_56_56 = e0
% 58.69/24.09  																																																				|
% 58.69/24.09  																																																					+-Applying beta-rule and splitting (558), into two cases.
% 58.69/24.09  																																																					|-Branch one:
% 58.69/24.09  																																																					| (559) all_0_42_42 = e0
% 58.69/24.09  																																																					|
% 58.69/24.09  																																																						| Equations (559) can reduce 1380 to:
% 58.69/24.09  																																																						| (435)  ~ (e1 = e0)
% 58.69/24.09  																																																						|
% 58.69/24.09  																																																						| Simplifying 435 yields:
% 58.69/24.09  																																																						| (233)  ~ (e1 = e0)
% 58.69/24.09  																																																						|
% 58.69/24.09  																																																						+-Applying beta-rule and splitting (6548), into two cases.
% 58.69/24.09  																																																						|-Branch one:
% 58.69/24.09  																																																						| (1101) all_0_51_51 = e4
% 58.69/24.09  																																																						|
% 58.69/24.09  																																																							| Combining equations (660,1101) yields a new equation:
% 58.69/24.09  																																																							| (425) e4 = e3
% 58.69/24.09  																																																							|
% 58.69/24.09  																																																							| Equations (425) can reduce 188 to:
% 58.69/24.09  																																																							| (266) $false
% 58.69/24.09  																																																							|
% 58.69/24.09  																																																							|-The branch is then unsatisfiable
% 58.69/24.09  																																																						|-Branch two:
% 58.69/24.09  																																																						| (475)  ~ (all_0_51_51 = e4)
% 58.69/24.09  																																																						| (842) all_0_56_56 = e4
% 58.69/24.09  																																																						|
% 58.69/24.09  																																																							| From (842) and (111) follows:
% 58.69/24.09  																																																							| (2154) op(e0, e2) = e4
% 58.69/24.09  																																																							|
% 58.69/24.09  																																																							+-Applying beta-rule and splitting (56), into two cases.
% 58.69/24.09  																																																							|-Branch one:
% 58.69/24.09  																																																							| (696) unit = e2
% 58.69/24.09  																																																							|
% 58.69/24.09  																																																								| From (696) and (227) follows:
% 58.69/24.09  																																																								| (4284) op(e4, e2) = e4
% 58.69/24.09  																																																								|
% 58.69/24.09  																																																								| From (696) and (32) follows:
% 58.69/24.09  																																																								| (698) op(e2, e2) = e2
% 58.69/24.09  																																																								|
% 58.69/24.09  																																																								| From (696) and (42) follows:
% 58.69/24.09  																																																								| (1613) op(e0, e2) = e0
% 58.69/24.09  																																																								|
% 58.69/24.09  																																																								| Instantiating formula (29) with e4, e2, e4, e2 and discharging atoms op(e4, e2) = e4, op(e4, e2) = e2, yields:
% 58.69/24.09  																																																								| (323) e4 = e2
% 58.69/24.09  																																																								|
% 58.69/24.09  																																																								| Instantiating formula (29) with e2, e2, e2, e1 and discharging atoms op(e2, e2) = e2, op(e2, e2) = e1, yields:
% 58.69/24.09  																																																								| (617) e2 = e1
% 58.69/24.09  																																																								|
% 58.69/24.09  																																																								| Instantiating formula (29) with e0, e2, e0, e4 and discharging atoms op(e0, e2) = e4, op(e0, e2) = e0, yields:
% 58.69/24.09  																																																								| (397) e4 = e0
% 58.69/24.09  																																																								|
% 58.69/24.09  																																																								| Combining equations (323,397) yields a new equation:
% 58.69/24.09  																																																								| (391) e2 = e0
% 58.69/24.09  																																																								|
% 58.69/24.09  																																																								| Simplifying 391 yields:
% 58.69/24.09  																																																								| (330) e2 = e0
% 58.69/24.09  																																																								|
% 58.69/24.09  																																																								| Combining equations (617,330) yields a new equation:
% 58.69/24.09  																																																								| (546) e1 = e0
% 58.69/24.09  																																																								|
% 58.69/24.09  																																																								| Simplifying 546 yields:
% 58.69/24.09  																																																								| (431) e1 = e0
% 58.69/24.09  																																																								|
% 58.69/24.09  																																																								| Equations (431) can reduce 233 to:
% 58.69/24.09  																																																								| (266) $false
% 58.69/24.09  																																																								|
% 58.69/24.09  																																																								|-The branch is then unsatisfiable
% 58.69/24.09  																																																							|-Branch two:
% 58.69/24.09  																																																							| (707)  ~ (unit = e2)
% 58.69/24.09  																																																							| (708) unit = e4 | unit = e3 | unit = e1 | unit = e0
% 58.69/24.09  																																																							|
% 58.69/24.09  																																																								+-Applying beta-rule and splitting (708), into two cases.
% 58.69/24.09  																																																								|-Branch one:
% 58.69/24.09  																																																								| (709) unit = e4
% 58.69/24.09  																																																								|
% 58.69/24.09  																																																									| From (709) and (211) follows:
% 58.69/24.09  																																																									| (22527) op(e4, e1) = e1
% 58.69/24.09  																																																									|
% 58.69/24.09  																																																									| From (709) and (42) follows:
% 58.69/24.09  																																																									| (713) op(e0, e4) = e0
% 58.69/24.09  																																																									|
% 58.69/24.09  																																																									| Instantiating formula (29) with e4, e1, e1, e3 and discharging atoms op(e4, e1) = e3, op(e4, e1) = e1, yields:
% 58.69/24.09  																																																									| (455) e3 = e1
% 58.69/24.09  																																																									|
% 58.69/24.09  																																																									| Instantiating formula (29) with e0, e4, e0, e3 and discharging atoms op(e0, e4) = e3, op(e0, e4) = e0, yields:
% 58.69/24.09  																																																									| (676) e3 = e0
% 58.69/24.09  																																																									|
% 58.69/24.09  																																																									| Combining equations (455,676) yields a new equation:
% 58.69/24.09  																																																									| (546) e1 = e0
% 58.69/24.09  																																																									|
% 58.69/24.09  																																																									| Simplifying 546 yields:
% 58.69/24.09  																																																									| (431) e1 = e0
% 58.69/24.09  																																																									|
% 58.69/24.09  																																																									| Equations (431) can reduce 233 to:
% 58.69/24.09  																																																									| (266) $false
% 58.69/24.09  																																																									|
% 58.69/24.09  																																																									|-The branch is then unsatisfiable
% 58.69/24.09  																																																								|-Branch two:
% 58.69/24.09  																																																								| (724)  ~ (unit = e4)
% 58.69/24.09  																																																								| (725) unit = e3 | unit = e1 | unit = e0
% 58.69/24.09  																																																								|
% 58.69/24.09  																																																									+-Applying beta-rule and splitting (725), into two cases.
% 58.69/24.09  																																																									|-Branch one:
% 58.69/24.09  																																																									| (726) unit = e0
% 58.69/24.09  																																																									|
% 58.69/24.09  																																																										| From (726) and (244) follows:
% 58.69/24.09  																																																										| (2207) op(e0, e4) = e4
% 58.69/24.09  																																																										|
% 58.69/24.09  																																																										| From (726) and (15) follows:
% 58.69/24.09  																																																										| (1508) op(e0, e2) = e2
% 58.69/24.09  																																																										|
% 58.69/24.09  																																																										| Instantiating formula (29) with e0, e4, e4, e3 and discharging atoms op(e0, e4) = e4, op(e0, e4) = e3, yields:
% 58.69/24.09  																																																										| (425) e4 = e3
% 58.69/24.09  																																																										|
% 58.69/24.09  																																																										| Instantiating formula (29) with e0, e2, e2, e4 and discharging atoms op(e0, e2) = e4, op(e0, e2) = e2, yields:
% 58.69/24.09  																																																										| (323) e4 = e2
% 58.69/24.09  																																																										|
% 58.69/24.09  																																																										| Combining equations (425,323) yields a new equation:
% 58.69/24.09  																																																										| (661) e3 = e2
% 58.69/24.09  																																																										|
% 58.69/24.09  																																																										| Simplifying 661 yields:
% 58.69/24.09  																																																										| (662) e3 = e2
% 58.69/24.09  																																																										|
% 58.69/24.09  																																																										| Equations (662) can reduce 212 to:
% 58.69/24.09  																																																										| (266) $false
% 58.69/24.09  																																																										|
% 58.69/24.09  																																																										|-The branch is then unsatisfiable
% 58.69/24.09  																																																									|-Branch two:
% 58.69/24.09  																																																									| (734)  ~ (unit = e0)
% 58.69/24.09  																																																									| (735) unit = e3 | unit = e1
% 58.69/24.09  																																																									|
% 58.69/24.09  																																																										+-Applying beta-rule and splitting (735), into two cases.
% 58.69/24.09  																																																										|-Branch one:
% 58.69/24.09  																																																										| (736) unit = e1
% 58.69/24.09  																																																										|
% 58.69/24.09  																																																											| Equations (736) can reduce 734 to:
% 58.69/24.09  																																																											| (233)  ~ (e1 = e0)
% 58.69/24.09  																																																											|
% 58.69/24.09  																																																											| From (736) and (244) follows:
% 58.69/24.10  																																																											| (738) op(e1, e4) = e4
% 58.69/24.10  																																																											|
% 58.69/24.10  																																																											| From (736) and (24) follows:
% 58.69/24.10  																																																											| (1934) op(e1, e3) = e3
% 58.69/24.10  																																																											|
% 58.69/24.10  																																																											| From (736) and (15) follows:
% 58.69/24.10  																																																											| (515) op(e1, e2) = e2
% 58.69/24.10  																																																											|
% 58.69/24.10  																																																											| From (736) and (28) follows:
% 58.69/24.10  																																																											| (740) op(e1, e1) = e1
% 58.69/24.10  																																																											|
% 58.69/24.10  																																																											| Instantiating formula (29) with e1, e4, e4, e0 and discharging atoms op(e1, e4) = e4, op(e1, e4) = e0, yields:
% 58.69/24.10  																																																											| (397) e4 = e0
% 58.69/24.10  																																																											|
% 58.69/24.10  																																																											| Instantiating formula (29) with e1, e3, e3, e4 and discharging atoms op(e1, e3) = e4, op(e1, e3) = e3, yields:
% 58.69/24.10  																																																											| (425) e4 = e3
% 58.69/24.10  																																																											|
% 58.69/24.10  																																																											| Instantiating formula (29) with e1, e2, e2, e3 and discharging atoms op(e1, e2) = e3, op(e1, e2) = e2, yields:
% 58.69/24.10  																																																											| (662) e3 = e2
% 58.69/24.10  																																																											|
% 58.69/24.10  																																																											| Instantiating formula (29) with e1, e1, e1, e2 and discharging atoms op(e1, e1) = e2, op(e1, e1) = e1, yields:
% 58.69/24.10  																																																											| (617) e2 = e1
% 58.69/24.10  																																																											|
% 58.69/24.10  																																																											| Combining equations (397,425) yields a new equation:
% 58.69/24.10  																																																											| (676) e3 = e0
% 58.69/24.10  																																																											|
% 58.69/24.10  																																																											| Combining equations (676,662) yields a new equation:
% 58.69/24.10  																																																											| (330) e2 = e0
% 58.69/24.10  																																																											|
% 58.69/24.10  																																																											| Combining equations (617,330) yields a new equation:
% 58.69/24.10  																																																											| (546) e1 = e0
% 58.69/24.10  																																																											|
% 58.69/24.10  																																																											| Simplifying 546 yields:
% 58.69/24.10  																																																											| (431) e1 = e0
% 58.69/24.10  																																																											|
% 58.69/24.10  																																																											| Equations (431) can reduce 233 to:
% 58.69/24.10  																																																											| (266) $false
% 58.69/24.10  																																																											|
% 58.69/24.10  																																																											|-The branch is then unsatisfiable
% 58.69/24.10  																																																										|-Branch two:
% 58.69/24.10  																																																										| (748)  ~ (unit = e1)
% 58.69/24.10  																																																										| (749) unit = e3
% 58.69/24.10  																																																										|
% 58.69/24.10  																																																											| From (749) and (209) follows:
% 58.69/24.10  																																																											| (1667) op(e3, e0) = e0
% 58.69/24.10  																																																											|
% 58.69/24.10  																																																											| From (749) and (40) follows:
% 58.69/24.10  																																																											| (3715) op(e3, e3) = e3
% 58.69/24.10  																																																											|
% 58.69/24.10  																																																											| From (749) and (32) follows:
% 58.69/24.10  																																																											| (5793) op(e2, e3) = e2
% 58.69/24.10  																																																											|
% 58.69/24.10  																																																											| Instantiating formula (29) with e3, e3, e3, e1 and discharging atoms op(e3, e3) = e3, op(e3, e3) = e1, yields:
% 58.69/24.10  																																																											| (455) e3 = e1
% 58.69/24.10  																																																											|
% 58.69/24.10  																																																											| Instantiating formula (29) with e3, e0, e0, e3 and discharging atoms op(e3, e0) = e3, op(e3, e0) = e0, yields:
% 58.69/24.10  																																																											| (676) e3 = e0
% 58.69/24.10  																																																											|
% 58.69/24.10  																																																											| Instantiating formula (29) with e2, e3, e2, e3 and discharging atoms op(e2, e3) = e3, op(e2, e3) = e2, yields:
% 58.69/24.10  																																																											| (662) e3 = e2
% 58.69/24.10  																																																											|
% 58.69/24.10  																																																											| Combining equations (455,662) yields a new equation:
% 58.69/24.10  																																																											| (617) e2 = e1
% 58.69/24.10  																																																											|
% 58.69/24.10  																																																											| Combining equations (676,662) yields a new equation:
% 58.69/24.10  																																																											| (330) e2 = e0
% 58.69/24.10  																																																											|
% 58.69/24.10  																																																											| Combining equations (617,330) yields a new equation:
% 58.69/24.10  																																																											| (546) e1 = e0
% 58.69/24.10  																																																											|
% 58.69/24.10  																																																											| Simplifying 546 yields:
% 58.69/24.10  																																																											| (431) e1 = e0
% 58.69/24.10  																																																											|
% 58.69/24.10  																																																											| Equations (431) can reduce 233 to:
% 58.69/24.10  																																																											| (266) $false
% 58.69/24.10  																																																											|
% 58.69/24.10  																																																											|-The branch is then unsatisfiable
% 58.69/24.10  																																																					|-Branch two:
% 58.69/24.10  																																																					| (358)  ~ (all_0_42_42 = e0)
% 58.69/24.10  																																																					| (563) all_0_47_47 = e0 | all_0_56_56 = e0
% 58.69/24.10  																																																					|
% 58.69/24.10  																																																						+-Applying beta-rule and splitting (152), into two cases.
% 58.69/24.10  																																																						|-Branch one:
% 58.69/24.10  																																																						| (1392) all_0_42_42 = e4
% 58.69/24.10  																																																						|
% 58.69/24.10  																																																							| Equations (1392) can reduce 1890 to:
% 58.69/24.10  																																																							| (266) $false
% 58.69/24.10  																																																							|
% 58.69/24.10  																																																							|-The branch is then unsatisfiable
% 58.69/24.10  																																																						|-Branch two:
% 58.69/24.10  																																																						| (1890)  ~ (all_0_42_42 = e4)
% 58.69/24.10  																																																						| (1969) all_0_42_42 = e3 | all_0_42_42 = e1 | all_0_42_42 = e0
% 58.69/24.10  																																																						|
% 58.69/24.10  																																																							+-Applying beta-rule and splitting (6548), into two cases.
% 58.69/24.10  																																																							|-Branch one:
% 58.69/24.10  																																																							| (1101) all_0_51_51 = e4
% 58.69/24.10  																																																							|
% 58.69/24.10  																																																								| Combining equations (660,1101) yields a new equation:
% 58.69/24.10  																																																								| (425) e4 = e3
% 58.69/24.10  																																																								|
% 58.69/24.10  																																																								| Equations (425) can reduce 188 to:
% 58.69/24.10  																																																								| (266) $false
% 58.69/24.10  																																																								|
% 58.69/24.10  																																																								|-The branch is then unsatisfiable
% 58.69/24.10  																																																							|-Branch two:
% 58.69/24.10  																																																							| (475)  ~ (all_0_51_51 = e4)
% 58.69/24.10  																																																							| (842) all_0_56_56 = e4
% 58.69/24.10  																																																							|
% 58.69/24.10  																																																								| Equations (842) can reduce 828 to:
% 58.69/24.10  																																																								| (49)  ~ (e4 = e0)
% 58.69/24.10  																																																								|
% 58.69/24.10  																																																								+-Applying beta-rule and splitting (1969), into two cases.
% 58.69/24.10  																																																								|-Branch one:
% 58.69/24.10  																																																								| (559) all_0_42_42 = e0
% 58.69/24.10  																																																								|
% 58.69/24.10  																																																									| Equations (559) can reduce 358 to:
% 58.69/24.10  																																																									| (266) $false
% 58.69/24.10  																																																									|
% 58.69/24.10  																																																									|-The branch is then unsatisfiable
% 58.69/24.10  																																																								|-Branch two:
% 58.69/24.10  																																																								| (358)  ~ (all_0_42_42 = e0)
% 58.69/24.10  																																																								| (2510) all_0_42_42 = e3 | all_0_42_42 = e1
% 58.69/24.10  																																																								|
% 58.69/24.10  																																																									+-Applying beta-rule and splitting (6761), into two cases.
% 58.69/24.10  																																																									|-Branch one:
% 58.69/24.10  																																																									| (559) all_0_42_42 = e0
% 58.69/24.10  																																																									|
% 58.69/24.10  																																																										| Equations (559) can reduce 358 to:
% 58.69/24.10  																																																										| (266) $false
% 58.69/24.10  																																																										|
% 58.69/24.10  																																																										|-The branch is then unsatisfiable
% 58.69/24.10  																																																									|-Branch two:
% 58.69/24.10  																																																									| (358)  ~ (all_0_42_42 = e0)
% 58.69/24.10  																																																									| (6766) all_0_43_43 = e0 | all_0_44_44 = e0
% 58.69/24.10  																																																									|
% 58.69/24.10  																																																										+-Applying beta-rule and splitting (6766), into two cases.
% 58.69/24.10  																																																										|-Branch one:
% 58.69/24.10  																																																										| (356) all_0_43_43 = e0
% 58.69/24.10  																																																										|
% 58.69/24.10  																																																											| Combining equations (356,396) yields a new equation:
% 58.69/24.10  																																																											| (397) e4 = e0
% 58.69/24.10  																																																											|
% 58.69/24.10  																																																											| Equations (397) can reduce 49 to:
% 58.69/24.10  																																																											| (266) $false
% 58.69/24.10  																																																											|
% 58.69/24.10  																																																											|-The branch is then unsatisfiable
% 58.69/24.10  																																																										|-Branch two:
% 58.69/24.10  																																																										| (5470)  ~ (all_0_43_43 = e0)
% 58.69/24.10  																																																										| (1414) all_0_44_44 = e0
% 58.69/24.10  																																																										|
% 58.69/24.10  																																																											| Combining equations (532,1414) yields a new equation:
% 58.69/24.10  																																																											| (675) e3 = e0
% 58.69/24.10  																																																											|
% 58.69/24.10  																																																											| Simplifying 675 yields:
% 58.69/24.10  																																																											| (676) e3 = e0
% 58.69/24.10  																																																											|
% 58.69/24.10  																																																											| Equations (676) can reduce 80 to:
% 58.69/24.10  																																																											| (266) $false
% 58.69/24.10  																																																											|
% 58.69/24.10  																																																											|-The branch is then unsatisfiable
% 58.69/24.10  																																										|-Branch two:
% 58.69/24.10  																																										| (407)  ~ (all_0_44_44 = e3)
% 58.69/24.10  																																										| (537) all_0_49_49 = e3 | all_0_53_53 = e3 | all_0_58_58 = e3
% 58.69/24.10  																																										|
% 58.69/24.10  																																											+-Applying beta-rule and splitting (1899), into two cases.
% 58.69/24.10  																																											|-Branch one:
% 58.69/24.10  																																											| (516) all_0_42_42 = e3
% 58.69/24.10  																																											|
% 58.69/24.10  																																												| Equations (516) can reduce 405 to:
% 58.69/24.10  																																												| (266) $false
% 58.69/24.10  																																												|
% 58.69/24.10  																																												|-The branch is then unsatisfiable
% 58.69/24.10  																																											|-Branch two:
% 58.69/24.10  																																											| (405)  ~ (all_0_42_42 = e3)
% 58.69/24.10  																																											| (532) all_0_44_44 = e3
% 58.69/24.10  																																											|
% 58.69/24.10  																																												| Equations (532) can reduce 407 to:
% 58.69/24.10  																																												| (266) $false
% 58.69/24.10  																																												|
% 58.69/24.10  																																												|-The branch is then unsatisfiable
% 58.69/24.10  																																									|-Branch two:
% 58.69/24.10  																																									| (566)  ~ (all_0_50_50 = e4)
% 58.69/24.10  																																									| (587) all_0_55_55 = e4
% 58.69/24.10  																																									|
% 58.69/24.10  																																										| Combining equations (386,587) yields a new equation:
% 58.69/24.10  																																										| (323) e4 = e2
% 58.69/24.10  																																										|
% 58.69/24.10  																																										| Equations (323) can reduce 48 to:
% 58.69/24.10  																																										| (266) $false
% 58.69/24.10  																																										|
% 58.69/24.10  																																										|-The branch is then unsatisfiable
% 58.69/24.10  																																								|-Branch two:
% 58.69/24.10  																																								| (664)  ~ (all_0_51_51 = e3)
% 58.69/24.10  																																								| (665) all_0_53_53 = e3
% 58.69/24.10  																																								|
% 58.69/24.10  																																									| Combining equations (1208,665) yields a new equation:
% 58.69/24.10  																																									| (455) e3 = e1
% 58.69/24.10  																																									|
% 58.69/24.10  																																									| Equations (455) can reduce 213 to:
% 58.69/24.10  																																									| (266) $false
% 58.69/24.10  																																									|
% 58.69/24.10  																																									|-The branch is then unsatisfiable
% 58.69/24.10  																																					|-Branch two:
% 58.69/24.10  																																					| (1459)  ~ (all_0_53_53 = e1)
% 58.69/24.10  																																					| (918) all_0_58_58 = e1
% 58.69/24.10  																																					|
% 58.69/24.10  																																						| Equations (918) can reduce 880 to:
% 58.69/24.10  																																						| (266) $false
% 58.69/24.10  																																						|
% 58.69/24.10  																																						|-The branch is then unsatisfiable
% 58.69/24.10  																																		|-Branch two:
% 58.69/24.10  																																		| (457)  ~ (all_0_41_41 = e1)
% 58.69/24.10  																																		| (403) all_0_41_41 = e3
% 58.69/24.10  																																		|
% 58.69/24.10  																																			| Equations (403) can reduce 1898 to:
% 58.69/24.10  																																			| (266) $false
% 58.69/24.10  																																			|
% 58.69/24.10  																																			|-The branch is then unsatisfiable
% 58.69/24.10  																										|-Branch two:
% 58.69/24.10  																										| (399)  ~ (all_0_43_43 = e4)
% 58.69/24.10  																										| (6374) all_0_43_43 = e1 | all_0_43_43 = e0
% 58.69/24.10  																										|
% 58.69/24.10  																											+-Applying beta-rule and splitting (6374), into two cases.
% 58.69/24.10  																											|-Branch one:
% 58.69/24.10  																											| (356) all_0_43_43 = e0
% 58.69/24.10  																											|
% 58.69/24.10  																												| Equations (356) can reduce 5470 to:
% 58.69/24.10  																												| (266) $false
% 58.69/24.10  																												|
% 58.69/24.10  																												|-The branch is then unsatisfiable
% 58.69/24.10  																											|-Branch two:
% 58.69/24.10  																											| (5470)  ~ (all_0_43_43 = e0)
% 58.69/24.10  																											| (430) all_0_43_43 = e1
% 58.69/24.10  																											|
% 58.69/24.10  																												| Equations (430) can reduce 240 to:
% 58.69/24.10  																												| (1380)  ~ (all_0_42_42 = e1)
% 58.69/24.10  																												|
% 58.69/24.10  																												| Equations (430) can reduce 199 to:
% 58.69/24.10  																												| (2437)  ~ (all_0_57_57 = e1)
% 58.69/24.10  																												|
% 58.69/24.10  																												| Simplifying 2437 yields:
% 58.69/24.10  																												| (1670)  ~ (all_0_57_57 = e1)
% 58.69/24.10  																												|
% 58.69/24.10  																												| Equations (430) can reduce 96 to:
% 58.69/24.10  																												| (604)  ~ (e2 = e1)
% 58.69/24.10  																												|
% 58.69/24.10  																												| Simplifying 604 yields:
% 58.69/24.10  																												| (122)  ~ (e2 = e1)
% 58.69/24.10  																												|
% 58.69/24.10  																												| Equations (430) can reduce 5470 to:
% 58.69/24.10  																												| (233)  ~ (e1 = e0)
% 58.69/24.10  																												|
% 58.69/24.10  																												+-Applying beta-rule and splitting (216), into two cases.
% 58.69/24.10  																												|-Branch one:
% 58.69/24.10  																												| (629) all_0_55_55 = e1
% 58.69/24.10  																												|
% 58.69/24.10  																													| Combining equations (386,629) yields a new equation:
% 58.69/24.10  																													| (616) e2 = e1
% 58.69/24.10  																													|
% 58.69/24.10  																													| Simplifying 616 yields:
% 58.69/24.10  																													| (617) e2 = e1
% 58.69/24.10  																													|
% 58.69/24.10  																													| Equations (617) can reduce 122 to:
% 58.69/24.10  																													| (266) $false
% 58.69/24.10  																													|
% 58.69/24.10  																													|-The branch is then unsatisfiable
% 58.69/24.10  																												|-Branch two:
% 58.69/24.10  																												| (632)  ~ (all_0_55_55 = e1)
% 58.69/24.10  																												| (633) all_0_56_56 = e1 | all_0_57_57 = e1 | all_0_58_58 = e1
% 58.69/24.10  																												|
% 58.69/24.10  																													+-Applying beta-rule and splitting (633), into two cases.
% 58.69/24.10  																													|-Branch one:
% 58.69/24.10  																													| (1569) all_0_56_56 = e1
% 58.69/24.10  																													|
% 58.69/24.10  																														| Equations (1569) can reduce 466 to:
% 58.69/24.10  																														| (266) $false
% 58.69/24.10  																														|
% 58.69/24.10  																														|-The branch is then unsatisfiable
% 58.69/24.10  																													|-Branch two:
% 58.69/24.10  																													| (466)  ~ (all_0_56_56 = e1)
% 58.69/24.10  																													| (1574) all_0_57_57 = e1 | all_0_58_58 = e1
% 58.69/24.10  																													|
% 58.69/24.10  																														+-Applying beta-rule and splitting (1574), into two cases.
% 58.69/24.10  																														|-Branch one:
% 58.69/24.10  																														| (647) all_0_57_57 = e1
% 58.69/24.10  																														|
% 58.69/24.10  																															| Equations (647) can reduce 1670 to:
% 58.69/24.10  																															| (266) $false
% 58.69/24.10  																															|
% 58.69/24.10  																															|-The branch is then unsatisfiable
% 58.69/24.10  																														|-Branch two:
% 58.69/24.10  																														| (1670)  ~ (all_0_57_57 = e1)
% 58.69/24.10  																														| (918) all_0_58_58 = e1
% 58.69/24.10  																														|
% 58.69/24.10  																															| Equations (918) can reduce 10 to:
% 58.69/24.10  																															| (1459)  ~ (all_0_53_53 = e1)
% 58.69/24.10  																															|
% 58.69/24.10  																															| Equations (918) can reduce 44 to:
% 58.69/24.10  																															| (466)  ~ (all_0_56_56 = e1)
% 58.69/24.10  																															|
% 58.69/24.10  																															| Equations (918) can reduce 148 to:
% 58.69/24.10  																															| (1670)  ~ (all_0_57_57 = e1)
% 58.69/24.10  																															|
% 58.69/24.10  																															| Equations (918) can reduce 451 to:
% 58.69/24.10  																															| (602)  ~ (e4 = e1)
% 58.69/24.10  																															|
% 58.69/24.10  																															| Simplifying 602 yields:
% 58.69/24.10  																															| (110)  ~ (e4 = e1)
% 58.69/24.10  																															|
% 58.69/24.10  																															| Equations (918) can reduce 908 to:
% 58.69/24.10  																															| (604)  ~ (e2 = e1)
% 58.69/24.10  																															|
% 58.69/24.10  																															| Simplifying 604 yields:
% 58.69/24.10  																															| (122)  ~ (e2 = e1)
% 58.69/24.10  																															|
% 58.69/24.10  																															+-Applying beta-rule and splitting (75), into two cases.
% 58.69/24.10  																															|-Branch one:
% 58.69/24.10  																															| (485) all_0_40_40 = e0
% 58.69/24.10  																															|
% 58.69/24.10  																																| Combining equations (485,1378) yields a new equation:
% 58.69/24.10  																																| (397) e4 = e0
% 58.69/24.10  																																|
% 58.69/24.10  																																| Equations (397) can reduce 49 to:
% 58.69/24.10  																																| (266) $false
% 58.69/24.10  																																|
% 58.69/24.10  																																|-The branch is then unsatisfiable
% 58.69/24.10  																															|-Branch two:
% 58.69/24.10  																															| (1401)  ~ (all_0_40_40 = e0)
% 58.69/24.10  																															| (1748) all_0_44_44 = e0 | all_0_49_49 = e0 | all_0_58_58 = e0
% 58.69/24.10  																															|
% 58.69/24.10  																																+-Applying beta-rule and splitting (27), into two cases.
% 58.69/24.10  																																|-Branch one:
% 58.69/24.10  																																| (437) all_0_41_41 = e4
% 58.69/24.10  																																|
% 58.69/24.10  																																	| Equations (437) can reduce 214 to:
% 58.69/24.10  																																	| (1901)  ~ (all_0_42_42 = e4)
% 58.69/24.10  																																	|
% 58.69/24.10  																																	| Simplifying 1901 yields:
% 58.69/24.10  																																	| (1890)  ~ (all_0_42_42 = e4)
% 58.69/24.10  																																	|
% 58.69/24.10  																																	| Equations (437) can reduce 221 to:
% 58.69/24.10  																																	| (1907)  ~ (all_0_50_50 = e4)
% 58.69/24.10  																																	|
% 58.69/24.10  																																	| Simplifying 1907 yields:
% 58.69/24.10  																																	| (566)  ~ (all_0_50_50 = e4)
% 58.69/24.10  																																	|
% 58.69/24.10  																																	+-Applying beta-rule and splitting (1748), into two cases.
% 58.69/24.10  																																	|-Branch one:
% 58.69/24.10  																																	| (1414) all_0_44_44 = e0
% 58.69/24.10  																																	|
% 58.69/24.10  																																		| Equations (1414) can reduce 73 to:
% 58.69/24.10  																																		| (358)  ~ (all_0_42_42 = e0)
% 58.69/24.10  																																		|
% 58.69/24.10  																																		| Equations (1414) can reduce 147 to:
% 58.69/24.10  																																		| (365)  ~ (e2 = e0)
% 58.69/24.10  																																		|
% 58.69/24.10  																																		| Simplifying 365 yields:
% 58.69/24.10  																																		| (128)  ~ (e2 = e0)
% 58.69/24.10  																																		|
% 58.69/24.10  																																		| From (1414) and (138) follows:
% 58.69/24.10  																																		| (1667) op(e3, e0) = e0
% 58.69/24.10  																																		|
% 58.69/24.10  																																		+-Applying beta-rule and splitting (160), into two cases.
% 58.69/24.10  																																		|-Branch one:
% 58.69/24.10  																																		| (601) all_0_50_50 = e1
% 58.69/24.10  																																		|
% 58.69/24.10  																																			| Equations (601) can reduce 566 to:
% 58.69/24.10  																																			| (602)  ~ (e4 = e1)
% 58.69/24.10  																																			|
% 58.69/24.10  																																			| Simplifying 602 yields:
% 58.69/24.10  																																			| (110)  ~ (e4 = e1)
% 58.69/24.10  																																			|
% 58.69/24.10  																																			| Equations (601) can reduce 121 to:
% 58.69/24.10  																																			| (233)  ~ (e1 = e0)
% 58.69/24.10  																																			|
% 58.69/24.10  																																			+-Applying beta-rule and splitting (231), into two cases.
% 58.69/24.10  																																			|-Branch one:
% 58.69/24.10  																																			| (775) all_0_50_50 = e4
% 58.69/24.10  																																			|
% 58.69/24.10  																																				| Combining equations (601,775) yields a new equation:
% 58.69/24.10  																																				| (630) e4 = e1
% 58.69/24.10  																																				|
% 58.69/24.10  																																				| Equations (630) can reduce 110 to:
% 58.69/24.10  																																				| (266) $false
% 58.69/24.10  																																				|
% 58.69/24.10  																																				|-The branch is then unsatisfiable
% 58.69/24.10  																																			|-Branch two:
% 58.69/24.10  																																			| (566)  ~ (all_0_50_50 = e4)
% 58.69/24.10  																																			| (1071) all_0_51_51 = e4 | all_0_52_52 = e4 | all_0_53_53 = e4
% 58.69/24.10  																																			|
% 58.69/24.10  																																				+-Applying beta-rule and splitting (104), into two cases.
% 58.69/24.10  																																				|-Branch one:
% 58.69/24.10  																																				| (480) all_0_39_39 = e0
% 58.69/24.10  																																				|
% 58.69/24.10  																																					| Combining equations (480,317) yields a new equation:
% 58.69/24.10  																																					| (330) e2 = e0
% 58.69/24.10  																																					|
% 58.69/24.10  																																					| Equations (330) can reduce 128 to:
% 58.69/24.10  																																					| (266) $false
% 58.69/24.10  																																					|
% 58.69/24.10  																																					|-The branch is then unsatisfiable
% 58.69/24.10  																																				|-Branch two:
% 58.69/24.10  																																				| (484)  ~ (all_0_39_39 = e0)
% 58.69/24.10  																																				| (558) all_0_42_42 = e0 | all_0_47_47 = e0 | all_0_56_56 = e0
% 58.69/24.10  																																				|
% 58.69/24.10  																																					+-Applying beta-rule and splitting (558), into two cases.
% 58.69/24.10  																																					|-Branch one:
% 58.69/24.10  																																					| (559) all_0_42_42 = e0
% 58.69/24.10  																																					|
% 58.69/24.10  																																						| Equations (559) can reduce 358 to:
% 58.69/24.10  																																						| (266) $false
% 58.69/24.10  																																						|
% 58.69/24.10  																																						|-The branch is then unsatisfiable
% 58.69/24.10  																																					|-Branch two:
% 58.69/24.10  																																					| (358)  ~ (all_0_42_42 = e0)
% 58.69/24.10  																																					| (563) all_0_47_47 = e0 | all_0_56_56 = e0
% 58.69/24.10  																																					|
% 58.69/24.10  																																						+-Applying beta-rule and splitting (563), into two cases.
% 58.69/24.10  																																						|-Branch one:
% 58.69/24.10  																																						| (674) all_0_47_47 = e0
% 58.69/24.10  																																						|
% 58.69/24.10  																																							| Combining equations (654,674) yields a new equation:
% 58.69/24.10  																																							| (546) e1 = e0
% 58.69/24.10  																																							|
% 58.69/24.10  																																							| Simplifying 546 yields:
% 58.69/24.10  																																							| (431) e1 = e0
% 58.69/24.10  																																							|
% 58.69/24.10  																																							| Equations (431) can reduce 233 to:
% 58.69/24.10  																																							| (266) $false
% 58.69/24.10  																																							|
% 58.69/24.10  																																							|-The branch is then unsatisfiable
% 58.69/24.10  																																						|-Branch two:
% 58.69/24.10  																																						| (678)  ~ (all_0_47_47 = e0)
% 58.69/24.10  																																						| (679) all_0_56_56 = e0
% 58.69/24.10  																																						|
% 58.69/24.10  																																							| Equations (679) can reduce 236 to:
% 58.69/24.10  																																							| (358)  ~ (all_0_42_42 = e0)
% 58.69/24.10  																																							|
% 58.69/24.10  																																							| Equations (679) can reduce 140 to:
% 58.69/24.10  																																							| (363)  ~ (all_0_57_57 = e0)
% 58.69/24.10  																																							|
% 58.69/24.10  																																							| Simplifying 363 yields:
% 58.69/24.10  																																							| (364)  ~ (all_0_57_57 = e0)
% 58.69/24.10  																																							|
% 58.69/24.10  																																							| Equations (679) can reduce 511 to:
% 58.69/24.10  																																							| (365)  ~ (e2 = e0)
% 58.69/24.10  																																							|
% 58.69/24.10  																																							| Simplifying 365 yields:
% 58.69/24.10  																																							| (128)  ~ (e2 = e0)
% 58.69/24.10  																																							|
% 58.69/24.10  																																							| Equations (679) can reduce 466 to:
% 58.69/24.10  																																							| (435)  ~ (e1 = e0)
% 58.69/24.10  																																							|
% 58.69/24.10  																																							| Simplifying 435 yields:
% 58.69/24.10  																																							| (233)  ~ (e1 = e0)
% 58.69/24.10  																																							|
% 58.69/24.10  																																							+-Applying beta-rule and splitting (12), into two cases.
% 58.69/24.10  																																							|-Branch one:
% 58.69/24.10  																																							| (442) all_0_57_57 = e2
% 58.69/24.10  																																							|
% 58.69/24.10  																																								| Equations (442) can reduce 344 to:
% 58.69/24.10  																																								| (266) $false
% 58.69/24.10  																																								|
% 58.69/24.10  																																								|-The branch is then unsatisfiable
% 58.69/24.10  																																							|-Branch two:
% 58.69/24.10  																																							| (344)  ~ (all_0_57_57 = e2)
% 58.69/24.10  																																							| (445) all_0_57_57 = e4 | all_0_57_57 = e1 | all_0_57_57 = e0
% 58.69/24.10  																																							|
% 58.69/24.10  																																								+-Applying beta-rule and splitting (152), into two cases.
% 58.69/24.10  																																								|-Branch one:
% 58.69/24.10  																																								| (1392) all_0_42_42 = e4
% 58.69/24.10  																																								|
% 58.69/24.11  																																									| Equations (1392) can reduce 1890 to:
% 58.69/24.11  																																									| (266) $false
% 58.69/24.11  																																									|
% 58.69/24.11  																																									|-The branch is then unsatisfiable
% 58.69/24.11  																																								|-Branch two:
% 58.69/24.11  																																								| (1890)  ~ (all_0_42_42 = e4)
% 58.69/24.11  																																								| (1969) all_0_42_42 = e3 | all_0_42_42 = e1 | all_0_42_42 = e0
% 58.69/24.11  																																								|
% 58.69/24.11  																																									+-Applying beta-rule and splitting (445), into two cases.
% 58.69/24.11  																																									|-Branch one:
% 58.69/24.11  																																									| (871) all_0_57_57 = e4
% 58.69/24.11  																																									|
% 58.69/24.11  																																										| Equations (871) can reduce 344 to:
% 58.69/24.11  																																										| (48)  ~ (e4 = e2)
% 58.69/24.11  																																										|
% 58.69/24.11  																																										| From (871) and (83) follows:
% 58.69/24.11  																																										| (3109) op(e0, e1) = e4
% 58.69/24.11  																																										|
% 58.69/24.11  																																										+-Applying beta-rule and splitting (1969), into two cases.
% 58.69/24.11  																																										|-Branch one:
% 58.69/24.11  																																										| (559) all_0_42_42 = e0
% 58.69/24.11  																																										|
% 58.69/24.11  																																											| Equations (559) can reduce 358 to:
% 58.69/24.11  																																											| (266) $false
% 58.69/24.11  																																											|
% 58.69/24.11  																																											|-The branch is then unsatisfiable
% 58.69/24.11  																																										|-Branch two:
% 58.69/24.11  																																										| (358)  ~ (all_0_42_42 = e0)
% 58.69/24.11  																																										| (2510) all_0_42_42 = e3 | all_0_42_42 = e1
% 58.69/24.11  																																										|
% 58.69/24.11  																																											+-Applying beta-rule and splitting (2510), into two cases.
% 58.69/24.11  																																											|-Branch one:
% 58.69/24.11  																																											| (459) all_0_42_42 = e1
% 58.69/24.11  																																											|
% 58.69/24.11  																																												| Equations (459) can reduce 1380 to:
% 58.69/24.11  																																												| (266) $false
% 58.69/24.11  																																												|
% 58.69/24.11  																																												|-The branch is then unsatisfiable
% 58.69/24.11  																																											|-Branch two:
% 58.69/24.11  																																											| (1380)  ~ (all_0_42_42 = e1)
% 58.69/24.11  																																											| (516) all_0_42_42 = e3
% 58.69/24.11  																																											|
% 58.69/24.11  																																												| Equations (516) can reduce 61 to:
% 58.69/24.11  																																												| (1925)  ~ (all_0_51_51 = e3)
% 58.69/24.11  																																												|
% 58.69/24.11  																																												| Simplifying 1925 yields:
% 58.69/24.11  																																												| (664)  ~ (all_0_51_51 = e3)
% 58.69/24.11  																																												|
% 58.69/24.11  																																												| Equations (516) can reduce 1380 to:
% 58.69/24.11  																																												| (213)  ~ (e3 = e1)
% 58.69/24.11  																																												|
% 58.69/24.11  																																												+-Applying beta-rule and splitting (168), into two cases.
% 58.69/24.11  																																												|-Branch one:
% 58.69/24.11  																																												| (415) all_0_50_50 = e3
% 58.69/24.11  																																												|
% 58.69/24.11  																																													| Combining equations (601,415) yields a new equation:
% 58.69/24.11  																																													| (455) e3 = e1
% 58.69/24.11  																																													|
% 58.69/24.11  																																													| Equations (455) can reduce 213 to:
% 58.69/24.11  																																													| (266) $false
% 58.69/24.11  																																													|
% 58.69/24.11  																																													|-The branch is then unsatisfiable
% 58.69/24.11  																																												|-Branch two:
% 58.69/24.11  																																												| (411)  ~ (all_0_50_50 = e3)
% 58.69/24.11  																																												| (418) all_0_51_51 = e3 | all_0_53_53 = e3
% 58.69/24.11  																																												|
% 58.69/24.11  																																													+-Applying beta-rule and splitting (1071), into two cases.
% 58.69/24.11  																																													|-Branch one:
% 58.69/24.11  																																													| (1101) all_0_51_51 = e4
% 58.69/24.11  																																													|
% 58.69/24.11  																																														| From (1101) and (186) follows:
% 58.69/24.11  																																														| (13720) op(e1, e2) = e4
% 58.69/24.11  																																														|
% 58.69/24.11  																																														+-Applying beta-rule and splitting (56), into two cases.
% 58.69/24.11  																																														|-Branch one:
% 58.69/24.11  																																														| (696) unit = e2
% 58.69/24.11  																																														|
% 58.69/24.11  																																															| From (696) and (209) follows:
% 58.69/24.11  																																															| (7585) op(e2, e0) = e0
% 58.69/24.11  																																															|
% 58.69/24.11  																																															| From (696) and (227) follows:
% 58.69/24.11  																																															| (4284) op(e4, e2) = e4
% 58.69/24.11  																																															|
% 58.69/24.11  																																															| From (696) and (28) follows:
% 58.69/24.11  																																															| (699) op(e1, e2) = e1
% 58.69/24.11  																																															|
% 58.69/24.11  																																															| Instantiating formula (29) with e4, e2, e4, e2 and discharging atoms op(e4, e2) = e4, op(e4, e2) = e2, yields:
% 58.69/24.11  																																															| (323) e4 = e2
% 58.69/24.11  																																															|
% 58.69/24.11  																																															| Instantiating formula (29) with e2, e0, e0, e2 and discharging atoms op(e2, e0) = e2, op(e2, e0) = e0, yields:
% 58.69/24.11  																																															| (330) e2 = e0
% 58.69/24.11  																																															|
% 58.69/24.11  																																															| Instantiating formula (29) with e1, e2, e1, e4 and discharging atoms op(e1, e2) = e4, op(e1, e2) = e1, yields:
% 58.69/24.11  																																															| (630) e4 = e1
% 58.69/24.11  																																															|
% 58.69/24.11  																																															| Combining equations (323,630) yields a new equation:
% 58.69/24.11  																																															| (616) e2 = e1
% 58.69/24.11  																																															|
% 58.69/24.11  																																															| Simplifying 616 yields:
% 58.69/24.11  																																															| (617) e2 = e1
% 58.69/24.11  																																															|
% 58.69/24.11  																																															| Combining equations (330,617) yields a new equation:
% 58.69/24.11  																																															| (431) e1 = e0
% 58.69/24.11  																																															|
% 58.69/24.11  																																															| Equations (431) can reduce 233 to:
% 58.69/24.11  																																															| (266) $false
% 58.69/24.11  																																															|
% 58.69/24.11  																																															|-The branch is then unsatisfiable
% 58.69/24.11  																																														|-Branch two:
% 58.69/24.11  																																														| (707)  ~ (unit = e2)
% 58.69/24.11  																																														| (708) unit = e4 | unit = e3 | unit = e1 | unit = e0
% 58.69/24.11  																																														|
% 58.69/24.11  																																															+-Applying beta-rule and splitting (708), into two cases.
% 58.69/24.11  																																															|-Branch one:
% 58.69/24.11  																																															| (709) unit = e4
% 58.69/24.11  																																															|
% 58.69/24.11  																																																| From (709) and (211) follows:
% 58.69/24.11  																																																| (22527) op(e4, e1) = e1
% 58.69/24.11  																																																|
% 58.69/24.11  																																																| From (709) and (42) follows:
% 58.69/24.11  																																																| (713) op(e0, e4) = e0
% 58.69/24.11  																																																|
% 58.69/24.11  																																																| Instantiating formula (29) with e4, e1, e1, e3 and discharging atoms op(e4, e1) = e3, op(e4, e1) = e1, yields:
% 58.69/24.11  																																																| (455) e3 = e1
% 58.69/24.11  																																																|
% 58.69/24.11  																																																| Instantiating formula (29) with e0, e4, e0, e3 and discharging atoms op(e0, e4) = e3, op(e0, e4) = e0, yields:
% 58.69/24.11  																																																| (676) e3 = e0
% 58.69/24.11  																																																|
% 58.69/24.11  																																																| Combining equations (455,676) yields a new equation:
% 58.69/24.11  																																																| (546) e1 = e0
% 58.69/24.11  																																																|
% 58.69/24.11  																																																| Simplifying 546 yields:
% 58.69/24.11  																																																| (431) e1 = e0
% 58.69/24.11  																																																|
% 58.69/24.11  																																																| Equations (431) can reduce 233 to:
% 58.69/24.11  																																																| (266) $false
% 58.69/24.11  																																																|
% 58.69/24.11  																																																|-The branch is then unsatisfiable
% 58.69/24.11  																																															|-Branch two:
% 58.69/24.11  																																															| (724)  ~ (unit = e4)
% 58.69/24.11  																																															| (725) unit = e3 | unit = e1 | unit = e0
% 58.69/24.11  																																															|
% 58.69/24.11  																																																+-Applying beta-rule and splitting (725), into two cases.
% 58.69/24.11  																																																|-Branch one:
% 58.69/24.11  																																																| (726) unit = e0
% 58.69/24.11  																																																|
% 58.69/24.11  																																																	| From (726) and (244) follows:
% 58.69/24.11  																																																	| (2207) op(e0, e4) = e4
% 58.69/24.11  																																																	|
% 58.69/24.11  																																																	| From (726) and (24) follows:
% 58.69/24.11  																																																	| (2208) op(e0, e3) = e3
% 58.69/24.11  																																																	|
% 58.69/24.11  																																																	| From (726) and (211) follows:
% 58.69/24.11  																																																	| (15180) op(e0, e1) = e1
% 58.69/24.11  																																																	|
% 58.69/24.11  																																																	| From (726) and (40) follows:
% 58.69/24.11  																																																	| (1639) op(e3, e0) = e3
% 58.69/24.11  																																																	|
% 58.69/24.11  																																																	| Instantiating formula (29) with e3, e0, e3, e0 and discharging atoms op(e3, e0) = e3, op(e3, e0) = e0, yields:
% 58.69/24.11  																																																	| (676) e3 = e0
% 58.69/24.11  																																																	|
% 58.69/24.11  																																																	| Instantiating formula (29) with e0, e4, e4, e3 and discharging atoms op(e0, e4) = e4, op(e0, e4) = e3, yields:
% 58.69/24.11  																																																	| (425) e4 = e3
% 58.69/24.11  																																																	|
% 58.69/24.11  																																																	| Instantiating formula (29) with e0, e3, e3, e2 and discharging atoms op(e0, e3) = e3, op(e0, e3) = e2, yields:
% 58.69/24.11  																																																	| (662) e3 = e2
% 58.69/24.11  																																																	|
% 58.69/24.11  																																																	| Instantiating formula (29) with e0, e1, e1, e4 and discharging atoms op(e0, e1) = e4, op(e0, e1) = e1, yields:
% 58.69/24.11  																																																	| (630) e4 = e1
% 58.69/24.11  																																																	|
% 58.69/24.11  																																																	| Combining equations (630,425) yields a new equation:
% 58.69/24.11  																																																	| (455) e3 = e1
% 58.69/24.11  																																																	|
% 58.69/24.11  																																																	| Combining equations (455,662) yields a new equation:
% 58.69/24.11  																																																	| (617) e2 = e1
% 58.69/24.11  																																																	|
% 58.69/24.11  																																																	| Combining equations (676,662) yields a new equation:
% 58.69/24.11  																																																	| (330) e2 = e0
% 58.69/24.11  																																																	|
% 58.69/24.11  																																																	| Combining equations (617,330) yields a new equation:
% 58.69/24.11  																																																	| (546) e1 = e0
% 58.69/24.11  																																																	|
% 58.69/24.11  																																																	| Simplifying 546 yields:
% 58.69/24.11  																																																	| (431) e1 = e0
% 58.69/24.11  																																																	|
% 58.69/24.11  																																																	| Equations (431) can reduce 233 to:
% 58.69/24.11  																																																	| (266) $false
% 58.69/24.11  																																																	|
% 58.69/24.11  																																																	|-The branch is then unsatisfiable
% 58.69/24.11  																																																|-Branch two:
% 58.69/24.11  																																																| (734)  ~ (unit = e0)
% 58.69/24.11  																																																| (735) unit = e3 | unit = e1
% 58.69/24.11  																																																|
% 58.69/24.11  																																																	+-Applying beta-rule and splitting (735), into two cases.
% 58.69/24.11  																																																	|-Branch one:
% 58.69/24.11  																																																	| (736) unit = e1
% 58.69/24.11  																																																	|
% 58.69/24.11  																																																		| Equations (736) can reduce 734 to:
% 58.69/24.11  																																																		| (233)  ~ (e1 = e0)
% 58.69/24.11  																																																		|
% 58.69/24.11  																																																		| From (736) and (15) follows:
% 58.69/24.11  																																																		| (515) op(e1, e2) = e2
% 58.69/24.11  																																																		|
% 58.69/24.11  																																																		| From (736) and (28) follows:
% 58.69/24.11  																																																		| (740) op(e1, e1) = e1
% 58.69/24.11  																																																		|
% 58.69/24.11  																																																		| From (736) and (42) follows:
% 58.69/24.11  																																																		| (3221) op(e0, e1) = e0
% 58.69/24.11  																																																		|
% 58.69/24.11  																																																		| Instantiating formula (29) with e1, e2, e2, e4 and discharging atoms op(e1, e2) = e4, op(e1, e2) = e2, yields:
% 58.69/24.11  																																																		| (323) e4 = e2
% 58.69/24.11  																																																		|
% 58.69/24.11  																																																		| Instantiating formula (29) with e1, e1, e1, e2 and discharging atoms op(e1, e1) = e2, op(e1, e1) = e1, yields:
% 58.69/24.11  																																																		| (617) e2 = e1
% 58.69/24.11  																																																		|
% 58.69/24.11  																																																		| Instantiating formula (29) with e0, e1, e0, e4 and discharging atoms op(e0, e1) = e4, op(e0, e1) = e0, yields:
% 58.69/24.11  																																																		| (397) e4 = e0
% 58.69/24.11  																																																		|
% 58.69/24.11  																																																		| Combining equations (323,397) yields a new equation:
% 58.69/24.11  																																																		| (391) e2 = e0
% 58.69/24.11  																																																		|
% 58.69/24.11  																																																		| Simplifying 391 yields:
% 58.69/24.11  																																																		| (330) e2 = e0
% 58.69/24.11  																																																		|
% 58.69/24.11  																																																		| Combining equations (617,330) yields a new equation:
% 58.69/24.11  																																																		| (546) e1 = e0
% 58.69/24.11  																																																		|
% 58.69/24.11  																																																		| Simplifying 546 yields:
% 58.69/24.11  																																																		| (431) e1 = e0
% 58.69/24.11  																																																		|
% 58.69/24.11  																																																		| Equations (431) can reduce 233 to:
% 58.69/24.11  																																																		| (266) $false
% 58.69/24.11  																																																		|
% 58.69/24.11  																																																		|-The branch is then unsatisfiable
% 58.69/24.11  																																																	|-Branch two:
% 58.69/24.11  																																																	| (748)  ~ (unit = e1)
% 58.69/24.11  																																																	| (749) unit = e3
% 58.69/24.11  																																																	|
% 58.69/24.11  																																																		| From (749) and (244) follows:
% 58.69/24.11  																																																		| (750) op(e3, e4) = e4
% 58.69/24.11  																																																		|
% 58.69/24.11  																																																		| From (749) and (227) follows:
% 58.69/24.11  																																																		| (22570) op(e4, e3) = e4
% 58.69/24.11  																																																		|
% 58.69/24.11  																																																		| Instantiating formula (29) with e4, e3, e4, e0 and discharging atoms op(e4, e3) = e4, op(e4, e3) = e0, yields:
% 58.69/24.11  																																																		| (397) e4 = e0
% 58.69/24.11  																																																		|
% 58.69/24.11  																																																		| Instantiating formula (29) with e3, e4, e4, e2 and discharging atoms op(e3, e4) = e4, op(e3, e4) = e2, yields:
% 58.69/24.11  																																																		| (323) e4 = e2
% 58.69/24.11  																																																		|
% 58.69/24.11  																																																		| Combining equations (397,323) yields a new equation:
% 58.69/24.11  																																																		| (330) e2 = e0
% 58.69/24.11  																																																		|
% 58.69/24.11  																																																		| Equations (330) can reduce 128 to:
% 58.69/24.11  																																																		| (266) $false
% 58.69/24.11  																																																		|
% 58.69/24.11  																																																		|-The branch is then unsatisfiable
% 58.69/24.11  																																													|-Branch two:
% 58.69/24.11  																																													| (475)  ~ (all_0_51_51 = e4)
% 58.69/24.11  																																													| (1294) all_0_52_52 = e4 | all_0_53_53 = e4
% 58.69/24.11  																																													|
% 58.69/24.11  																																														+-Applying beta-rule and splitting (164), into two cases.
% 58.69/24.11  																																														|-Branch one:
% 58.69/24.11  																																														| (471) all_0_39_39 = e4
% 58.69/24.11  																																														|
% 58.69/24.11  																																															| Combining equations (471,317) yields a new equation:
% 58.69/24.11  																																															| (322) e4 = e2
% 58.69/24.11  																																															|
% 58.69/24.11  																																															| Simplifying 322 yields:
% 58.69/24.11  																																															| (323) e4 = e2
% 58.69/24.11  																																															|
% 58.69/24.11  																																															| Equations (323) can reduce 48 to:
% 58.69/24.11  																																															| (266) $false
% 58.69/24.11  																																															|
% 58.69/24.11  																																															|-The branch is then unsatisfiable
% 58.69/24.11  																																														|-Branch two:
% 58.69/24.11  																																														| (1377)  ~ (all_0_39_39 = e4)
% 58.69/24.11  																																														| (2115) all_0_42_42 = e4 | all_0_47_47 = e4 | all_0_51_51 = e4 | all_0_56_56 = e4
% 58.69/24.11  																																														|
% 58.69/24.11  																																															| Equations (317) can reduce 1377 to:
% 58.69/24.11  																																															| (327)  ~ (e4 = e2)
% 58.69/24.11  																																															|
% 58.69/24.11  																																															| Simplifying 327 yields:
% 58.69/24.11  																																															| (48)  ~ (e4 = e2)
% 58.69/24.11  																																															|
% 58.69/24.11  																																															+-Applying beta-rule and splitting (418), into two cases.
% 58.69/24.11  																																															|-Branch one:
% 58.69/24.11  																																															| (660) all_0_51_51 = e3
% 58.69/24.11  																																															|
% 58.69/24.11  																																																| Equations (660) can reduce 664 to:
% 58.69/24.11  																																																| (266) $false
% 58.69/24.11  																																																|
% 58.69/24.11  																																																|-The branch is then unsatisfiable
% 58.69/24.11  																																															|-Branch two:
% 58.69/24.11  																																															| (664)  ~ (all_0_51_51 = e3)
% 58.69/24.11  																																															| (665) all_0_53_53 = e3
% 58.69/24.11  																																															|
% 58.69/24.11  																																																| Equations (665) can reduce 1453 to:
% 58.69/24.11  																																																| (277)  ~ (e4 = e3)
% 58.69/24.11  																																																|
% 58.69/24.11  																																																| Simplifying 277 yields:
% 58.69/24.11  																																																| (188)  ~ (e4 = e3)
% 58.69/24.11  																																																|
% 58.69/24.11  																																																+-Applying beta-rule and splitting (2115), into two cases.
% 58.69/24.11  																																																|-Branch one:
% 58.69/24.11  																																																| (1392) all_0_42_42 = e4
% 58.69/24.11  																																																|
% 58.69/24.11  																																																	| Combining equations (1392,516) yields a new equation:
% 58.69/24.11  																																																	| (424) e4 = e3
% 58.69/24.11  																																																	|
% 58.69/24.11  																																																	| Simplifying 424 yields:
% 58.69/24.11  																																																	| (425) e4 = e3
% 58.69/24.11  																																																	|
% 58.69/24.11  																																																	| Equations (425) can reduce 188 to:
% 58.69/24.11  																																																	| (266) $false
% 58.69/24.11  																																																	|
% 58.69/24.11  																																																	|-The branch is then unsatisfiable
% 58.69/24.11  																																																|-Branch two:
% 58.69/24.11  																																																| (1890)  ~ (all_0_42_42 = e4)
% 58.69/24.11  																																																| (2246) all_0_47_47 = e4 | all_0_51_51 = e4 | all_0_56_56 = e4
% 58.69/24.11  																																																|
% 58.69/24.11  																																																	| Equations (516) can reduce 1890 to:
% 58.69/24.11  																																																	| (277)  ~ (e4 = e3)
% 58.69/24.11  																																																	|
% 58.69/24.11  																																																	| Simplifying 277 yields:
% 58.69/24.11  																																																	| (188)  ~ (e4 = e3)
% 58.69/24.11  																																																	|
% 58.69/24.11  																																																	+-Applying beta-rule and splitting (1294), into two cases.
% 58.69/24.11  																																																	|-Branch one:
% 58.69/24.11  																																																	| (565) all_0_52_52 = e4
% 58.69/24.11  																																																	|
% 58.69/24.11  																																																		| Combining equations (352,565) yields a new equation:
% 58.69/24.11  																																																		| (323) e4 = e2
% 58.69/24.11  																																																		|
% 58.69/24.11  																																																		| Equations (323) can reduce 48 to:
% 58.69/24.11  																																																		| (266) $false
% 58.69/24.11  																																																		|
% 58.69/24.11  																																																		|-The branch is then unsatisfiable
% 58.69/24.11  																																																	|-Branch two:
% 58.69/24.11  																																																	| (780)  ~ (all_0_52_52 = e4)
% 58.69/24.11  																																																	| (1298) all_0_53_53 = e4
% 58.69/24.11  																																																	|
% 58.69/24.11  																																																		| Combining equations (665,1298) yields a new equation:
% 58.69/24.11  																																																		| (425) e4 = e3
% 58.69/24.11  																																																		|
% 58.69/24.11  																																																		| Equations (425) can reduce 188 to:
% 58.69/24.11  																																																		| (266) $false
% 58.69/24.11  																																																		|
% 58.69/24.11  																																																		|-The branch is then unsatisfiable
% 58.69/24.11  																																									|-Branch two:
% 58.69/24.11  																																									| (839)  ~ (all_0_57_57 = e4)
% 58.69/24.11  																																									| (874) all_0_57_57 = e1 | all_0_57_57 = e0
% 58.69/24.11  																																									|
% 58.69/24.11  																																										+-Applying beta-rule and splitting (874), into two cases.
% 58.69/24.11  																																										|-Branch one:
% 58.69/24.11  																																										| (875) all_0_57_57 = e0
% 58.69/24.11  																																										|
% 58.69/24.11  																																											| Equations (875) can reduce 364 to:
% 58.69/24.11  																																											| (266) $false
% 58.69/24.11  																																											|
% 58.69/24.11  																																											|-The branch is then unsatisfiable
% 58.69/24.11  																																										|-Branch two:
% 58.69/24.11  																																										| (364)  ~ (all_0_57_57 = e0)
% 58.69/24.11  																																										| (647) all_0_57_57 = e1
% 58.69/24.11  																																										|
% 58.69/24.11  																																											| Equations (647) can reduce 1670 to:
% 58.69/24.11  																																											| (266) $false
% 58.69/24.11  																																											|
% 58.69/24.11  																																											|-The branch is then unsatisfiable
% 58.69/24.11  																																		|-Branch two:
% 58.69/24.11  																																		| (759)  ~ (all_0_50_50 = e1)
% 58.69/24.11  																																		| (1168) all_0_51_51 = e1 | all_0_52_52 = e1 | all_0_53_53 = e1
% 58.69/24.11  																																		|
% 58.69/24.11  																																			+-Applying beta-rule and splitting (1168), into two cases.
% 58.69/24.11  																																			|-Branch one:
% 58.69/24.11  																																			| (1109) all_0_51_51 = e1
% 58.69/24.11  																																			|
% 58.69/24.11  																																				| Equations (1109) can reduce 464 to:
% 58.69/24.11  																																				| (266) $false
% 58.69/24.11  																																				|
% 58.69/24.11  																																				|-The branch is then unsatisfiable
% 58.69/24.11  																																			|-Branch two:
% 58.69/24.11  																																			| (464)  ~ (all_0_51_51 = e1)
% 58.69/24.11  																																			| (1202) all_0_52_52 = e1 | all_0_53_53 = e1
% 58.69/24.11  																																			|
% 58.69/24.11  																																				+-Applying beta-rule and splitting (1202), into two cases.
% 58.69/24.11  																																				|-Branch one:
% 58.69/24.11  																																				| (642) all_0_52_52 = e1
% 58.69/24.11  																																				|
% 58.69/24.11  																																					| Combining equations (352,642) yields a new equation:
% 58.69/24.11  																																					| (616) e2 = e1
% 58.69/24.11  																																					|
% 58.69/24.11  																																					| Simplifying 616 yields:
% 58.69/24.11  																																					| (617) e2 = e1
% 58.69/24.11  																																					|
% 58.69/24.11  																																					| Equations (617) can reduce 122 to:
% 58.69/24.11  																																					| (266) $false
% 58.69/24.11  																																					|
% 58.69/24.11  																																					|-The branch is then unsatisfiable
% 58.69/24.11  																																				|-Branch two:
% 58.69/24.11  																																				| (646)  ~ (all_0_52_52 = e1)
% 58.69/24.11  																																				| (1208) all_0_53_53 = e1
% 58.69/24.11  																																				|
% 58.69/24.11  																																					| Equations (1208) can reduce 1459 to:
% 58.69/24.11  																																					| (266) $false
% 58.69/24.11  																																					|
% 58.69/24.11  																																					|-The branch is then unsatisfiable
% 58.69/24.11  																																	|-Branch two:
% 58.69/24.11  																																	| (360)  ~ (all_0_44_44 = e0)
% 58.69/24.11  																																	| (1760) all_0_49_49 = e0 | all_0_58_58 = e0
% 58.69/24.11  																																	|
% 58.69/24.11  																																		+-Applying beta-rule and splitting (125), into two cases.
% 58.69/24.11  																																		|-Branch one:
% 58.69/24.11  																																		| (858) all_0_55_55 = e0
% 58.69/24.11  																																		|
% 58.69/24.11  																																			| Combining equations (386,858) yields a new equation:
% 58.69/24.11  																																			| (391) e2 = e0
% 58.69/24.11  																																			|
% 58.69/24.11  																																			| Simplifying 391 yields:
% 58.69/24.11  																																			| (330) e2 = e0
% 58.69/24.11  																																			|
% 58.69/24.11  																																			| Equations (330) can reduce 128 to:
% 58.69/24.11  																																			| (266) $false
% 58.69/24.11  																																			|
% 58.69/24.11  																																			|-The branch is then unsatisfiable
% 58.69/24.11  																																		|-Branch two:
% 58.69/24.11  																																		| (803)  ~ (all_0_55_55 = e0)
% 58.69/24.11  																																		| (863) all_0_56_56 = e0 | all_0_57_57 = e0 | all_0_58_58 = e0
% 58.69/24.11  																																		|
% 58.69/24.11  																																			+-Applying beta-rule and splitting (863), into two cases.
% 58.69/24.11  																																			|-Branch one:
% 58.69/24.11  																																			| (679) all_0_56_56 = e0
% 58.69/24.11  																																			|
% 58.69/24.11  																																				| Equations (679) can reduce 511 to:
% 58.69/24.11  																																				| (365)  ~ (e2 = e0)
% 58.69/24.11  																																				|
% 58.69/24.11  																																				| Simplifying 365 yields:
% 58.69/24.11  																																				| (128)  ~ (e2 = e0)
% 58.69/24.11  																																				|
% 58.69/24.11  																																				| Equations (679) can reduce 466 to:
% 58.69/24.11  																																				| (435)  ~ (e1 = e0)
% 58.69/24.11  																																				|
% 58.69/24.11  																																				| Simplifying 435 yields:
% 58.69/24.11  																																				| (233)  ~ (e1 = e0)
% 58.69/24.11  																																				|
% 58.69/24.11  																																				+-Applying beta-rule and splitting (1760), into two cases.
% 58.69/24.11  																																				|-Branch one:
% 58.69/24.11  																																				| (978) all_0_49_49 = e0
% 58.69/24.12  																																				|
% 58.69/24.12  																																					| Combining equations (978,583) yields a new equation:
% 58.69/24.12  																																					| (330) e2 = e0
% 58.69/24.12  																																					|
% 58.69/24.12  																																					| Equations (330) can reduce 128 to:
% 58.69/24.12  																																					| (266) $false
% 58.69/24.12  																																					|
% 58.69/24.12  																																					|-The branch is then unsatisfiable
% 58.69/24.12  																																				|-Branch two:
% 58.69/24.12  																																				| (487)  ~ (all_0_49_49 = e0)
% 58.69/24.12  																																				| (914) all_0_58_58 = e0
% 58.69/24.12  																																				|
% 58.69/24.12  																																					| Combining equations (918,914) yields a new equation:
% 58.69/24.12  																																					| (546) e1 = e0
% 58.69/24.12  																																					|
% 58.69/24.12  																																					| Simplifying 546 yields:
% 58.69/24.12  																																					| (431) e1 = e0
% 58.69/24.12  																																					|
% 58.69/24.12  																																					| Equations (431) can reduce 233 to:
% 58.69/24.12  																																					| (266) $false
% 58.69/24.12  																																					|
% 58.69/24.12  																																					|-The branch is then unsatisfiable
% 58.69/24.12  																																			|-Branch two:
% 58.69/24.12  																																			| (828)  ~ (all_0_56_56 = e0)
% 58.69/24.12  																																			| (924) all_0_57_57 = e0 | all_0_58_58 = e0
% 58.69/24.12  																																			|
% 58.69/24.12  																																				+-Applying beta-rule and splitting (924), into two cases.
% 58.69/24.12  																																				|-Branch one:
% 58.69/24.12  																																				| (875) all_0_57_57 = e0
% 58.69/24.12  																																				|
% 58.69/24.12  																																					| Equations (875) can reduce 364 to:
% 58.69/24.12  																																					| (266) $false
% 58.69/24.12  																																					|
% 58.69/24.12  																																					|-The branch is then unsatisfiable
% 58.69/24.12  																																				|-Branch two:
% 58.69/24.12  																																				| (364)  ~ (all_0_57_57 = e0)
% 58.69/24.12  																																				| (914) all_0_58_58 = e0
% 58.69/24.12  																																				|
% 58.69/24.12  																																					| Combining equations (914,918) yields a new equation:
% 58.69/24.12  																																					| (431) e1 = e0
% 58.69/24.12  																																					|
% 58.69/24.12  																																					| Equations (431) can reduce 233 to:
% 58.69/24.12  																																					| (266) $false
% 58.69/24.12  																																					|
% 58.69/24.12  																																					|-The branch is then unsatisfiable
% 58.69/24.12  																																|-Branch two:
% 58.69/24.12  																																| (440)  ~ (all_0_41_41 = e4)
% 58.69/24.12  																																| (4049) all_0_41_41 = e3 | all_0_41_41 = e1 | all_0_41_41 = e0
% 58.69/24.12  																																|
% 58.69/24.12  																																	+-Applying beta-rule and splitting (160), into two cases.
% 58.69/24.12  																																	|-Branch one:
% 58.69/24.12  																																	| (601) all_0_50_50 = e1
% 58.69/24.12  																																	|
% 58.69/24.12  																																		| Equations (601) can reduce 59 to:
% 58.69/24.12  																																		| (463)  ~ (all_0_51_51 = e1)
% 58.69/24.12  																																		|
% 58.69/24.12  																																		| Simplifying 463 yields:
% 58.69/24.12  																																		| (464)  ~ (all_0_51_51 = e1)
% 58.69/24.12  																																		|
% 58.69/24.12  																																		| Equations (601) can reduce 411 to:
% 58.69/24.12  																																		| (467)  ~ (e3 = e1)
% 58.69/24.12  																																		|
% 58.69/24.12  																																		| Simplifying 467 yields:
% 58.69/24.12  																																		| (213)  ~ (e3 = e1)
% 58.69/24.12  																																		|
% 58.69/24.12  																																		| Equations (601) can reduce 121 to:
% 58.69/24.12  																																		| (233)  ~ (e1 = e0)
% 58.69/24.12  																																		|
% 58.69/24.12  																																		+-Applying beta-rule and splitting (231), into two cases.
% 58.69/24.12  																																		|-Branch one:
% 58.69/24.12  																																		| (775) all_0_50_50 = e4
% 58.69/24.12  																																		|
% 58.69/24.12  																																			| Combining equations (601,775) yields a new equation:
% 58.69/24.12  																																			| (630) e4 = e1
% 58.69/24.12  																																			|
% 58.69/24.12  																																			| Equations (630) can reduce 110 to:
% 58.69/24.12  																																			| (266) $false
% 58.69/24.12  																																			|
% 58.69/24.12  																																			|-The branch is then unsatisfiable
% 58.69/24.12  																																		|-Branch two:
% 58.69/24.12  																																		| (566)  ~ (all_0_50_50 = e4)
% 58.69/24.12  																																		| (1071) all_0_51_51 = e4 | all_0_52_52 = e4 | all_0_53_53 = e4
% 58.69/24.12  																																		|
% 58.69/24.12  																																			+-Applying beta-rule and splitting (1071), into two cases.
% 58.69/24.12  																																			|-Branch one:
% 58.69/24.12  																																			| (1101) all_0_51_51 = e4
% 58.69/24.12  																																			|
% 58.69/24.12  																																				| Equations (1101) can reduce 61 to:
% 58.69/24.12  																																				| (1890)  ~ (all_0_42_42 = e4)
% 58.69/24.12  																																				|
% 58.69/24.12  																																				| Equations (1101) can reduce 16 to:
% 58.69/24.12  																																				| (476)  ~ (all_0_56_56 = e4)
% 58.69/24.12  																																				|
% 58.69/24.12  																																				| Simplifying 476 yields:
% 58.69/24.12  																																				| (477)  ~ (all_0_56_56 = e4)
% 58.69/24.12  																																				|
% 58.69/24.12  																																				| Equations (1101) can reduce 1099 to:
% 58.69/24.12  																																				| (48)  ~ (e4 = e2)
% 58.69/24.12  																																				|
% 58.69/24.12  																																				| Equations (1101) can reduce 464 to:
% 58.69/24.12  																																				| (110)  ~ (e4 = e1)
% 58.69/24.12  																																				|
% 58.69/24.12  																																				+-Applying beta-rule and splitting (168), into two cases.
% 58.69/24.12  																																				|-Branch one:
% 58.69/24.12  																																				| (415) all_0_50_50 = e3
% 58.69/24.12  																																				|
% 58.69/24.12  																																					| Combining equations (415,601) yields a new equation:
% 58.69/24.12  																																					| (454) e3 = e1
% 58.69/24.12  																																					|
% 58.69/24.12  																																					| Simplifying 454 yields:
% 58.69/24.12  																																					| (455) e3 = e1
% 58.69/24.12  																																					|
% 58.69/24.12  																																					| Equations (455) can reduce 213 to:
% 58.69/24.12  																																					| (266) $false
% 58.69/24.12  																																					|
% 58.69/24.12  																																					|-The branch is then unsatisfiable
% 58.69/24.12  																																				|-Branch two:
% 58.69/24.12  																																				| (411)  ~ (all_0_50_50 = e3)
% 58.69/24.12  																																				| (418) all_0_51_51 = e3 | all_0_53_53 = e3
% 58.75/24.12  																																				|
% 58.75/24.12  																																					+-Applying beta-rule and splitting (125), into two cases.
% 58.75/24.12  																																					|-Branch one:
% 58.75/24.12  																																					| (858) all_0_55_55 = e0
% 58.75/24.12  																																					|
% 58.75/24.12  																																						| Combining equations (386,858) yields a new equation:
% 58.75/24.12  																																						| (391) e2 = e0
% 58.75/24.12  																																						|
% 58.75/24.12  																																						| Simplifying 391 yields:
% 58.75/24.12  																																						| (330) e2 = e0
% 58.75/24.12  																																						|
% 58.75/24.12  																																						| Equations (330) can reduce 128 to:
% 58.75/24.12  																																						| (266) $false
% 58.75/24.12  																																						|
% 58.75/24.12  																																						|-The branch is then unsatisfiable
% 58.75/24.12  																																					|-Branch two:
% 58.75/24.12  																																					| (803)  ~ (all_0_55_55 = e0)
% 58.75/24.12  																																					| (863) all_0_56_56 = e0 | all_0_57_57 = e0 | all_0_58_58 = e0
% 58.75/24.12  																																					|
% 58.75/24.12  																																						+-Applying beta-rule and splitting (180), into two cases.
% 58.75/24.12  																																						|-Branch one:
% 58.75/24.12  																																						| (516) all_0_42_42 = e3
% 58.75/24.12  																																						|
% 58.75/24.12  																																							| Equations (516) can reduce 236 to:
% 58.75/24.12  																																							| (271)  ~ (all_0_56_56 = e3)
% 58.75/24.12  																																							|
% 58.75/24.12  																																							| Simplifying 271 yields:
% 58.75/24.12  																																							| (272)  ~ (all_0_56_56 = e3)
% 58.75/24.12  																																							|
% 58.75/24.12  																																							| Equations (516) can reduce 1890 to:
% 58.75/24.12  																																							| (277)  ~ (e4 = e3)
% 58.75/24.12  																																							|
% 58.75/24.12  																																							| Simplifying 277 yields:
% 58.75/24.12  																																							| (188)  ~ (e4 = e3)
% 58.75/24.12  																																							|
% 58.75/24.12  																																							+-Applying beta-rule and splitting (64), into two cases.
% 58.75/24.12  																																							|-Branch one:
% 58.75/24.12  																																							| (437) all_0_41_41 = e4
% 58.75/24.12  																																							|
% 58.75/24.12  																																								| Equations (437) can reduce 440 to:
% 58.75/24.12  																																								| (266) $false
% 58.75/24.12  																																								|
% 58.75/24.12  																																								|-The branch is then unsatisfiable
% 58.75/24.12  																																							|-Branch two:
% 58.75/24.12  																																							| (440)  ~ (all_0_41_41 = e4)
% 58.75/24.12  																																							| (441) all_0_42_42 = e4 | all_0_43_43 = e4 | all_0_44_44 = e4
% 58.75/24.12  																																							|
% 58.75/24.12  																																								+-Applying beta-rule and splitting (12), into two cases.
% 58.75/24.12  																																								|-Branch one:
% 58.75/24.12  																																								| (442) all_0_57_57 = e2
% 58.75/24.12  																																								|
% 58.75/24.12  																																									| Equations (442) can reduce 344 to:
% 58.75/24.12  																																									| (266) $false
% 58.75/24.12  																																									|
% 58.75/24.12  																																									|-The branch is then unsatisfiable
% 58.75/24.12  																																								|-Branch two:
% 58.75/24.12  																																								| (344)  ~ (all_0_57_57 = e2)
% 58.75/24.12  																																								| (445) all_0_57_57 = e4 | all_0_57_57 = e1 | all_0_57_57 = e0
% 58.75/24.12  																																								|
% 58.75/24.12  																																									+-Applying beta-rule and splitting (26), into two cases.
% 58.75/24.12  																																									|-Branch one:
% 58.75/24.12  																																									| (446) all_0_44_44 = e4
% 58.75/24.12  																																									|
% 58.75/24.12  																																										| Equations (446) can reduce 1390 to:
% 58.75/24.12  																																										| (266) $false
% 58.75/24.12  																																										|
% 58.75/24.12  																																										|-The branch is then unsatisfiable
% 58.75/24.12  																																									|-Branch two:
% 58.75/24.12  																																									| (1390)  ~ (all_0_44_44 = e4)
% 58.75/24.12  																																									| (1391) all_0_44_44 = e3 | all_0_44_44 = e1 | all_0_44_44 = e0
% 58.75/24.12  																																									|
% 58.75/24.12  																																										+-Applying beta-rule and splitting (165), into two cases.
% 58.75/24.12  																																										|-Branch one:
% 58.75/24.12  																																										| (794) all_0_41_41 = e0
% 58.75/24.12  																																										|
% 58.75/24.12  																																											| Equations (794) can reduce 357 to:
% 58.75/24.12  																																											| (266) $false
% 58.75/24.12  																																											|
% 58.75/24.12  																																											|-The branch is then unsatisfiable
% 58.75/24.12  																																										|-Branch two:
% 58.75/24.12  																																										| (357)  ~ (all_0_41_41 = e0)
% 58.75/24.12  																																										| (6761) all_0_42_42 = e0 | all_0_43_43 = e0 | all_0_44_44 = e0
% 58.75/24.12  																																										|
% 58.75/24.12  																																											+-Applying beta-rule and splitting (171), into two cases.
% 58.75/24.12  																																											|-Branch one:
% 58.75/24.12  																																											| (265) all_0_54_54 = e4
% 58.75/24.12  																																											|
% 58.75/24.12  																																												| Combining equations (265,268) yields a new equation:
% 58.75/24.12  																																												| (424) e4 = e3
% 58.75/24.12  																																												|
% 58.75/24.12  																																												| Simplifying 424 yields:
% 58.75/24.12  																																												| (425) e4 = e3
% 58.75/24.12  																																												|
% 58.75/24.12  																																												| Equations (425) can reduce 188 to:
% 58.75/24.12  																																												| (266) $false
% 58.75/24.12  																																												|
% 58.75/24.12  																																												|-The branch is then unsatisfiable
% 58.75/24.12  																																											|-Branch two:
% 58.75/24.12  																																											| (258)  ~ (all_0_54_54 = e4)
% 58.75/24.12  																																											| (575) all_0_55_55 = e4 | all_0_56_56 = e4 | all_0_57_57 = e4 | all_0_58_58 = e4
% 58.75/24.12  																																											|
% 58.75/24.12  																																												+-Applying beta-rule and splitting (133), into two cases.
% 58.75/24.12  																																												|-Branch one:
% 58.75/24.12  																																												| (833) all_0_56_56 = e2
% 58.75/24.12  																																												|
% 58.75/24.12  																																													| Equations (833) can reduce 511 to:
% 58.75/24.12  																																													| (266) $false
% 58.75/24.12  																																													|
% 58.75/24.12  																																													|-The branch is then unsatisfiable
% 58.75/24.12  																																												|-Branch two:
% 58.75/24.12  																																												| (511)  ~ (all_0_56_56 = e2)
% 58.75/24.12  																																												| (836) all_0_56_56 = e4 | all_0_56_56 = e3 | all_0_56_56 = e1 | all_0_56_56 = e0
% 58.75/24.12  																																												|
% 58.75/24.12  																																													+-Applying beta-rule and splitting (445), into two cases.
% 58.75/24.12  																																													|-Branch one:
% 58.75/24.12  																																													| (871) all_0_57_57 = e4
% 58.75/24.12  																																													|
% 58.75/24.12  																																														| Equations (871) can reduce 67 to:
% 58.75/24.12  																																														| (188)  ~ (e4 = e3)
% 58.75/24.12  																																														|
% 58.75/24.12  																																														| Equations (871) can reduce 1670 to:
% 58.75/24.12  																																														| (110)  ~ (e4 = e1)
% 58.75/24.12  																																														|
% 58.75/24.12  																																														+-Applying beta-rule and splitting (1748), into two cases.
% 58.75/24.12  																																														|-Branch one:
% 58.75/24.12  																																														| (1414) all_0_44_44 = e0
% 58.75/24.12  																																														|
% 58.75/24.12  																																															| Equations (1414) can reduce 1390 to:
% 58.75/24.12  																																															| (401)  ~ (e4 = e0)
% 58.75/24.12  																																															|
% 58.75/24.12  																																															| Simplifying 401 yields:
% 58.75/24.12  																																															| (49)  ~ (e4 = e0)
% 58.75/24.12  																																															|
% 58.75/24.12  																																															+-Applying beta-rule and splitting (441), into two cases.
% 58.75/24.12  																																															|-Branch one:
% 58.75/24.12  																																															| (1392) all_0_42_42 = e4
% 58.75/24.12  																																															|
% 58.75/24.12  																																																| Combining equations (1392,516) yields a new equation:
% 58.75/24.12  																																																| (424) e4 = e3
% 58.75/24.12  																																																|
% 58.75/24.12  																																																| Simplifying 424 yields:
% 58.75/24.12  																																																| (425) e4 = e3
% 58.75/24.12  																																																|
% 58.75/24.12  																																																| Equations (425) can reduce 188 to:
% 58.75/24.12  																																																| (266) $false
% 58.75/24.12  																																																|
% 58.75/24.12  																																																|-The branch is then unsatisfiable
% 58.75/24.12  																																															|-Branch two:
% 58.75/24.12  																																															| (1890)  ~ (all_0_42_42 = e4)
% 58.75/24.12  																																															| (1891) all_0_43_43 = e4 | all_0_44_44 = e4
% 58.75/24.12  																																															|
% 58.75/24.12  																																																+-Applying beta-rule and splitting (1891), into two cases.
% 58.75/24.12  																																																|-Branch one:
% 58.75/24.12  																																																| (396) all_0_43_43 = e4
% 58.75/24.12  																																																|
% 58.75/24.12  																																																	| Combining equations (430,396) yields a new equation:
% 58.75/24.12  																																																	| (630) e4 = e1
% 58.75/24.12  																																																	|
% 58.75/24.12  																																																	| Equations (630) can reduce 110 to:
% 58.75/24.12  																																																	| (266) $false
% 58.75/24.12  																																																	|
% 58.75/24.12  																																																	|-The branch is then unsatisfiable
% 58.75/24.12  																																																|-Branch two:
% 58.75/24.12  																																																| (399)  ~ (all_0_43_43 = e4)
% 58.75/24.12  																																																| (446) all_0_44_44 = e4
% 58.75/24.12  																																																|
% 58.75/24.12  																																																	| Combining equations (1414,446) yields a new equation:
% 58.75/24.12  																																																	| (397) e4 = e0
% 58.75/24.12  																																																	|
% 58.75/24.12  																																																	| Equations (397) can reduce 49 to:
% 58.75/24.12  																																																	| (266) $false
% 58.75/24.12  																																																	|
% 58.75/24.12  																																																	|-The branch is then unsatisfiable
% 58.75/24.12  																																														|-Branch two:
% 58.75/24.12  																																														| (360)  ~ (all_0_44_44 = e0)
% 58.75/24.12  																																														| (1760) all_0_49_49 = e0 | all_0_58_58 = e0
% 58.75/24.12  																																														|
% 58.75/24.12  																																															+-Applying beta-rule and splitting (418), into two cases.
% 58.75/24.12  																																															|-Branch one:
% 58.75/24.12  																																															| (660) all_0_51_51 = e3
% 58.75/24.12  																																															|
% 58.75/24.12  																																																| Combining equations (660,1101) yields a new equation:
% 58.75/24.12  																																																| (425) e4 = e3
% 58.75/24.12  																																																|
% 58.75/24.12  																																																| Equations (425) can reduce 188 to:
% 58.75/24.12  																																																| (266) $false
% 58.75/24.12  																																																|
% 58.75/24.12  																																																|-The branch is then unsatisfiable
% 58.75/24.12  																																															|-Branch two:
% 58.75/24.12  																																															| (664)  ~ (all_0_51_51 = e3)
% 58.75/24.12  																																															| (665) all_0_53_53 = e3
% 58.75/24.12  																																															|
% 58.75/24.12  																																																| Equations (665) can reduce 247 to:
% 58.75/24.12  																																																| (80)  ~ (e3 = e0)
% 58.75/24.12  																																																|
% 58.75/24.12  																																																+-Applying beta-rule and splitting (6761), into two cases.
% 58.75/24.12  																																																|-Branch one:
% 58.75/24.12  																																																| (559) all_0_42_42 = e0
% 58.75/24.12  																																																|
% 58.75/24.12  																																																	| Combining equations (559,516) yields a new equation:
% 58.75/24.12  																																																	| (676) e3 = e0
% 58.75/24.12  																																																	|
% 58.75/24.12  																																																	| Equations (676) can reduce 80 to:
% 58.75/24.12  																																																	| (266) $false
% 58.75/24.12  																																																	|
% 58.75/24.12  																																																	|-The branch is then unsatisfiable
% 58.75/24.12  																																																|-Branch two:
% 58.75/24.12  																																																| (358)  ~ (all_0_42_42 = e0)
% 58.75/24.12  																																																| (6766) all_0_43_43 = e0 | all_0_44_44 = e0
% 58.75/24.12  																																																|
% 58.75/24.12  																																																	+-Applying beta-rule and splitting (6766), into two cases.
% 58.75/24.12  																																																	|-Branch one:
% 58.75/24.12  																																																	| (356) all_0_43_43 = e0
% 58.75/24.12  																																																	|
% 58.75/24.12  																																																		| Combining equations (430,356) yields a new equation:
% 58.75/24.12  																																																		| (546) e1 = e0
% 58.75/24.12  																																																		|
% 58.75/24.12  																																																		| Simplifying 546 yields:
% 58.75/24.12  																																																		| (431) e1 = e0
% 58.75/24.12  																																																		|
% 58.75/24.12  																																																		| Equations (431) can reduce 233 to:
% 58.75/24.12  																																																		| (266) $false
% 58.75/24.12  																																																		|
% 58.75/24.12  																																																		|-The branch is then unsatisfiable
% 58.75/24.12  																																																	|-Branch two:
% 58.75/24.12  																																																	| (5470)  ~ (all_0_43_43 = e0)
% 58.75/24.12  																																																	| (1414) all_0_44_44 = e0
% 58.75/24.12  																																																	|
% 58.75/24.12  																																																		| Equations (1414) can reduce 360 to:
% 58.75/24.12  																																																		| (266) $false
% 58.75/24.12  																																																		|
% 58.75/24.12  																																																		|-The branch is then unsatisfiable
% 58.75/24.12  																																													|-Branch two:
% 58.75/24.12  																																													| (839)  ~ (all_0_57_57 = e4)
% 58.75/24.12  																																													| (874) all_0_57_57 = e1 | all_0_57_57 = e0
% 58.75/24.12  																																													|
% 58.75/24.12  																																														+-Applying beta-rule and splitting (863), into two cases.
% 58.75/24.12  																																														|-Branch one:
% 58.75/24.12  																																														| (679) all_0_56_56 = e0
% 58.75/24.12  																																														|
% 58.75/24.12  																																															| Equations (679) can reduce 477 to:
% 58.75/24.12  																																															| (401)  ~ (e4 = e0)
% 58.75/24.12  																																															|
% 58.75/24.12  																																															| Simplifying 401 yields:
% 58.75/24.12  																																															| (49)  ~ (e4 = e0)
% 58.75/24.12  																																															|
% 58.75/24.12  																																															+-Applying beta-rule and splitting (575), into two cases.
% 58.75/24.12  																																															|-Branch one:
% 58.75/24.12  																																															| (587) all_0_55_55 = e4
% 58.75/24.12  																																															|
% 58.75/24.12  																																																| Combining equations (386,587) yields a new equation:
% 58.75/24.12  																																																| (323) e4 = e2
% 58.75/24.12  																																																|
% 58.75/24.12  																																																| Equations (323) can reduce 48 to:
% 58.75/24.12  																																																| (266) $false
% 58.75/24.12  																																																|
% 58.75/24.12  																																																|-The branch is then unsatisfiable
% 58.75/24.12  																																															|-Branch two:
% 58.75/24.12  																																															| (763)  ~ (all_0_55_55 = e4)
% 58.75/24.12  																																															| (764) all_0_56_56 = e4 | all_0_57_57 = e4 | all_0_58_58 = e4
% 58.75/24.12  																																															|
% 58.75/24.12  																																																+-Applying beta-rule and splitting (764), into two cases.
% 58.75/24.12  																																																|-Branch one:
% 58.75/24.12  																																																| (842) all_0_56_56 = e4
% 58.75/24.12  																																																|
% 58.75/24.12  																																																	| Combining equations (842,679) yields a new equation:
% 58.75/24.12  																																																	| (481) e4 = e0
% 58.75/24.12  																																																	|
% 58.75/24.12  																																																	| Simplifying 481 yields:
% 58.75/24.12  																																																	| (397) e4 = e0
% 58.75/24.12  																																																	|
% 58.75/24.12  																																																	| Equations (397) can reduce 49 to:
% 58.75/24.12  																																																	| (266) $false
% 58.75/24.12  																																																	|
% 58.75/24.12  																																																	|-The branch is then unsatisfiable
% 58.75/24.12  																																																|-Branch two:
% 58.75/24.12  																																																| (477)  ~ (all_0_56_56 = e4)
% 58.75/24.12  																																																| (935) all_0_57_57 = e4 | all_0_58_58 = e4
% 58.75/24.12  																																																|
% 58.75/24.12  																																																	+-Applying beta-rule and splitting (935), into two cases.
% 58.75/24.12  																																																	|-Branch one:
% 58.75/24.12  																																																	| (871) all_0_57_57 = e4
% 58.75/24.12  																																																	|
% 58.75/24.12  																																																		| Equations (871) can reduce 839 to:
% 58.75/24.12  																																																		| (266) $false
% 58.75/24.12  																																																		|
% 58.75/24.12  																																																		|-The branch is then unsatisfiable
% 58.75/24.12  																																																	|-Branch two:
% 58.75/24.12  																																																	| (839)  ~ (all_0_57_57 = e4)
% 58.75/24.12  																																																	| (910) all_0_58_58 = e4
% 58.75/24.12  																																																	|
% 58.75/24.12  																																																		| Combining equations (910,918) yields a new equation:
% 58.75/24.12  																																																		| (636) e4 = e1
% 58.75/24.12  																																																		|
% 58.75/24.12  																																																		| Simplifying 636 yields:
% 58.75/24.12  																																																		| (630) e4 = e1
% 58.75/24.12  																																																		|
% 58.75/24.12  																																																		| Equations (630) can reduce 110 to:
% 58.75/24.12  																																																		| (266) $false
% 58.75/24.12  																																																		|
% 58.75/24.12  																																																		|-The branch is then unsatisfiable
% 58.75/24.12  																																														|-Branch two:
% 58.75/24.12  																																														| (828)  ~ (all_0_56_56 = e0)
% 58.75/24.12  																																														| (924) all_0_57_57 = e0 | all_0_58_58 = e0
% 58.75/24.12  																																														|
% 58.75/24.12  																																															+-Applying beta-rule and splitting (836), into two cases.
% 58.75/24.12  																																															|-Branch one:
% 58.75/24.12  																																															| (842) all_0_56_56 = e4
% 58.75/24.12  																																															|
% 58.75/24.12  																																																| Equations (842) can reduce 477 to:
% 58.75/24.12  																																																| (266) $false
% 58.75/24.12  																																																|
% 58.75/24.12  																																																|-The branch is then unsatisfiable
% 58.75/24.12  																																															|-Branch two:
% 58.75/24.12  																																															| (477)  ~ (all_0_56_56 = e4)
% 58.75/24.12  																																															| (845) all_0_56_56 = e3 | all_0_56_56 = e1 | all_0_56_56 = e0
% 58.75/24.12  																																															|
% 58.75/24.12  																																																+-Applying beta-rule and splitting (845), into two cases.
% 58.75/24.12  																																																|-Branch one:
% 58.75/24.12  																																																| (679) all_0_56_56 = e0
% 58.75/24.12  																																																|
% 58.75/24.12  																																																	| Equations (679) can reduce 828 to:
% 58.75/24.12  																																																	| (266) $false
% 58.75/24.12  																																																	|
% 58.75/24.12  																																																	|-The branch is then unsatisfiable
% 58.75/24.12  																																																|-Branch two:
% 58.75/24.12  																																																| (828)  ~ (all_0_56_56 = e0)
% 58.75/24.12  																																																| (3172) all_0_56_56 = e3 | all_0_56_56 = e1
% 58.75/24.12  																																																|
% 58.75/24.12  																																																	+-Applying beta-rule and splitting (3172), into two cases.
% 58.75/24.12  																																																	|-Branch one:
% 58.75/24.12  																																																	| (1569) all_0_56_56 = e1
% 58.75/24.12  																																																	|
% 58.75/24.12  																																																		| Equations (1569) can reduce 466 to:
% 58.75/24.12  																																																		| (266) $false
% 58.75/24.12  																																																		|
% 58.75/24.12  																																																		|-The branch is then unsatisfiable
% 58.75/24.12  																																																	|-Branch two:
% 58.75/24.12  																																																	| (466)  ~ (all_0_56_56 = e1)
% 58.75/24.12  																																																	| (1097) all_0_56_56 = e3
% 58.75/24.12  																																																	|
% 58.75/24.12  																																																		| Equations (1097) can reduce 272 to:
% 58.75/24.12  																																																		| (266) $false
% 58.75/24.12  																																																		|
% 58.75/24.12  																																																		|-The branch is then unsatisfiable
% 58.75/24.12  																																						|-Branch two:
% 58.75/24.12  																																						| (405)  ~ (all_0_42_42 = e3)
% 58.75/24.12  																																						| (521) all_0_47_47 = e3 | all_0_51_51 = e3 | all_0_56_56 = e3
% 58.75/24.12  																																						|
% 58.75/24.12  																																							+-Applying beta-rule and splitting (171), into two cases.
% 58.75/24.12  																																							|-Branch one:
% 58.75/24.12  																																							| (265) all_0_54_54 = e4
% 58.75/24.12  																																							|
% 58.75/24.12  																																								| Combining equations (268,265) yields a new equation:
% 58.75/24.12  																																								| (425) e4 = e3
% 58.75/24.12  																																								|
% 58.75/24.12  																																								| Equations (425) can reduce 188 to:
% 58.75/24.12  																																								| (266) $false
% 58.75/24.12  																																								|
% 58.75/24.12  																																								|-The branch is then unsatisfiable
% 58.75/24.12  																																							|-Branch two:
% 58.75/24.12  																																							| (258)  ~ (all_0_54_54 = e4)
% 58.75/24.12  																																							| (575) all_0_55_55 = e4 | all_0_56_56 = e4 | all_0_57_57 = e4 | all_0_58_58 = e4
% 58.75/24.12  																																							|
% 58.75/24.12  																																								| Equations (268) can reduce 258 to:
% 58.75/24.12  																																								| (277)  ~ (e4 = e3)
% 58.75/24.12  																																								|
% 58.75/24.12  																																								| Simplifying 277 yields:
% 58.75/24.12  																																								| (188)  ~ (e4 = e3)
% 58.75/24.12  																																								|
% 58.75/24.12  																																								+-Applying beta-rule and splitting (418), into two cases.
% 58.75/24.12  																																								|-Branch one:
% 58.75/24.12  																																								| (660) all_0_51_51 = e3
% 58.75/24.12  																																								|
% 58.75/24.12  																																									| Combining equations (1101,660) yields a new equation:
% 58.75/24.12  																																									| (424) e4 = e3
% 58.75/24.12  																																									|
% 58.75/24.12  																																									| Simplifying 424 yields:
% 58.75/24.12  																																									| (425) e4 = e3
% 58.75/24.12  																																									|
% 58.75/24.12  																																									| Equations (425) can reduce 188 to:
% 58.75/24.12  																																									| (266) $false
% 58.75/24.12  																																									|
% 58.75/24.12  																																									|-The branch is then unsatisfiable
% 58.75/24.12  																																								|-Branch two:
% 58.75/24.12  																																								| (664)  ~ (all_0_51_51 = e3)
% 58.75/24.12  																																								| (665) all_0_53_53 = e3
% 58.75/24.12  																																								|
% 58.75/24.12  																																									| Equations (665) can reduce 220 to:
% 58.75/24.12  																																									| (407)  ~ (all_0_44_44 = e3)
% 58.75/24.12  																																									|
% 58.75/24.12  																																									+-Applying beta-rule and splitting (1899), into two cases.
% 58.75/24.12  																																									|-Branch one:
% 58.75/24.12  																																									| (516) all_0_42_42 = e3
% 58.75/24.12  																																									|
% 58.75/24.12  																																										| Equations (516) can reduce 405 to:
% 58.75/24.12  																																										| (266) $false
% 58.75/24.12  																																										|
% 58.75/24.12  																																										|-The branch is then unsatisfiable
% 58.75/24.12  																																									|-Branch two:
% 58.75/24.12  																																									| (405)  ~ (all_0_42_42 = e3)
% 58.75/24.12  																																									| (532) all_0_44_44 = e3
% 58.75/24.12  																																									|
% 58.75/24.12  																																										| Equations (532) can reduce 407 to:
% 58.75/24.12  																																										| (266) $false
% 58.75/24.12  																																										|
% 58.75/24.12  																																										|-The branch is then unsatisfiable
% 58.75/24.12  																																			|-Branch two:
% 58.75/24.12  																																			| (475)  ~ (all_0_51_51 = e4)
% 58.75/24.12  																																			| (1294) all_0_52_52 = e4 | all_0_53_53 = e4
% 58.75/24.12  																																			|
% 58.75/24.12  																																				+-Applying beta-rule and splitting (1294), into two cases.
% 58.75/24.12  																																				|-Branch one:
% 58.75/24.12  																																				| (565) all_0_52_52 = e4
% 58.75/24.12  																																				|
% 58.75/24.12  																																					| Combining equations (352,565) yields a new equation:
% 58.75/24.12  																																					| (323) e4 = e2
% 58.75/24.12  																																					|
% 58.75/24.12  																																					| Equations (323) can reduce 48 to:
% 58.75/24.12  																																					| (266) $false
% 58.75/24.12  																																					|
% 58.75/24.12  																																					|-The branch is then unsatisfiable
% 58.75/24.12  																																				|-Branch two:
% 58.75/24.12  																																				| (780)  ~ (all_0_52_52 = e4)
% 58.75/24.12  																																				| (1298) all_0_53_53 = e4
% 58.75/24.12  																																				|
% 58.75/24.12  																																					| Equations (1298) can reduce 1453 to:
% 58.75/24.12  																																					| (266) $false
% 58.75/24.12  																																					|
% 58.75/24.12  																																					|-The branch is then unsatisfiable
% 58.75/24.12  																																	|-Branch two:
% 58.75/24.12  																																	| (759)  ~ (all_0_50_50 = e1)
% 58.75/24.12  																																	| (1168) all_0_51_51 = e1 | all_0_52_52 = e1 | all_0_53_53 = e1
% 58.75/24.12  																																	|
% 58.75/24.12  																																		+-Applying beta-rule and splitting (1168), into two cases.
% 58.75/24.12  																																		|-Branch one:
% 58.75/24.12  																																		| (1109) all_0_51_51 = e1
% 58.75/24.12  																																		|
% 58.75/24.12  																																			| Equations (1109) can reduce 464 to:
% 58.75/24.12  																																			| (266) $false
% 58.75/24.12  																																			|
% 58.75/24.12  																																			|-The branch is then unsatisfiable
% 58.75/24.12  																																		|-Branch two:
% 58.75/24.12  																																		| (464)  ~ (all_0_51_51 = e1)
% 58.75/24.12  																																		| (1202) all_0_52_52 = e1 | all_0_53_53 = e1
% 58.75/24.12  																																		|
% 58.75/24.12  																																			+-Applying beta-rule and splitting (1748), into two cases.
% 58.75/24.12  																																			|-Branch one:
% 58.75/24.12  																																			| (1414) all_0_44_44 = e0
% 58.75/24.12  																																			|
% 58.75/24.12  																																				+-Applying beta-rule and splitting (189), into two cases.
% 58.75/24.12  																																				|-Branch one:
% 58.75/24.12  																																				| (532) all_0_44_44 = e3
% 58.75/24.12  																																				|
% 58.75/24.12  																																					| Combining equations (532,1414) yields a new equation:
% 58.75/24.12  																																					| (675) e3 = e0
% 58.75/24.12  																																					|
% 58.75/24.12  																																					| Simplifying 675 yields:
% 58.75/24.12  																																					| (676) e3 = e0
% 58.75/24.12  																																					|
% 58.75/24.12  																																					| Equations (676) can reduce 80 to:
% 58.75/24.12  																																					| (266) $false
% 58.75/24.12  																																					|
% 58.75/24.12  																																					|-The branch is then unsatisfiable
% 58.75/24.12  																																				|-Branch two:
% 58.75/24.12  																																				| (407)  ~ (all_0_44_44 = e3)
% 58.75/24.12  																																				| (537) all_0_49_49 = e3 | all_0_53_53 = e3 | all_0_58_58 = e3
% 58.75/24.12  																																				|
% 58.75/24.12  																																					| Equations (1414) can reduce 407 to:
% 58.75/24.12  																																					| (541)  ~ (e3 = e0)
% 58.75/24.12  																																					|
% 58.75/24.12  																																					| Simplifying 541 yields:
% 58.75/24.12  																																					| (80)  ~ (e3 = e0)
% 58.75/24.12  																																					|
% 58.75/24.12  																																					+-Applying beta-rule and splitting (1899), into two cases.
% 58.75/24.12  																																					|-Branch one:
% 58.75/24.12  																																					| (516) all_0_42_42 = e3
% 58.75/24.12  																																					|
% 58.75/24.12  																																						| Equations (516) can reduce 61 to:
% 58.75/24.12  																																						| (1925)  ~ (all_0_51_51 = e3)
% 58.75/24.13  																																						|
% 58.75/24.13  																																						| Simplifying 1925 yields:
% 58.75/24.13  																																						| (664)  ~ (all_0_51_51 = e3)
% 58.75/24.13  																																						|
% 58.75/24.13  																																						+-Applying beta-rule and splitting (168), into two cases.
% 58.75/24.13  																																						|-Branch one:
% 58.75/24.13  																																						| (415) all_0_50_50 = e3
% 58.75/24.13  																																						|
% 58.75/24.13  																																							| Equations (415) can reduce 411 to:
% 58.75/24.13  																																							| (266) $false
% 58.75/24.13  																																							|
% 58.75/24.13  																																							|-The branch is then unsatisfiable
% 58.75/24.13  																																						|-Branch two:
% 58.75/24.13  																																						| (411)  ~ (all_0_50_50 = e3)
% 58.75/24.13  																																						| (418) all_0_51_51 = e3 | all_0_53_53 = e3
% 58.75/24.13  																																						|
% 58.75/24.13  																																							+-Applying beta-rule and splitting (418), into two cases.
% 58.75/24.13  																																							|-Branch one:
% 58.75/24.13  																																							| (660) all_0_51_51 = e3
% 58.75/24.13  																																							|
% 58.75/24.13  																																								| Equations (660) can reduce 664 to:
% 58.75/24.13  																																								| (266) $false
% 58.75/24.13  																																								|
% 58.75/24.13  																																								|-The branch is then unsatisfiable
% 58.75/24.13  																																							|-Branch two:
% 58.75/24.13  																																							| (664)  ~ (all_0_51_51 = e3)
% 58.75/24.13  																																							| (665) all_0_53_53 = e3
% 58.75/24.13  																																							|
% 58.75/24.13  																																								| Equations (665) can reduce 1459 to:
% 58.75/24.13  																																								| (213)  ~ (e3 = e1)
% 58.75/24.13  																																								|
% 58.75/24.13  																																								+-Applying beta-rule and splitting (1202), into two cases.
% 58.75/24.13  																																								|-Branch one:
% 58.75/24.13  																																								| (642) all_0_52_52 = e1
% 58.75/24.13  																																								|
% 58.75/24.13  																																									| Combining equations (642,352) yields a new equation:
% 58.75/24.13  																																									| (617) e2 = e1
% 58.75/24.13  																																									|
% 58.75/24.13  																																									| Equations (617) can reduce 122 to:
% 58.75/24.13  																																									| (266) $false
% 58.75/24.13  																																									|
% 58.75/24.13  																																									|-The branch is then unsatisfiable
% 58.75/24.13  																																								|-Branch two:
% 58.75/24.13  																																								| (646)  ~ (all_0_52_52 = e1)
% 58.75/24.13  																																								| (1208) all_0_53_53 = e1
% 58.75/24.13  																																								|
% 58.75/24.13  																																									| Combining equations (665,1208) yields a new equation:
% 58.75/24.13  																																									| (454) e3 = e1
% 58.75/24.13  																																									|
% 58.75/24.13  																																									| Simplifying 454 yields:
% 58.75/24.13  																																									| (455) e3 = e1
% 58.75/24.13  																																									|
% 58.75/24.13  																																									| Equations (455) can reduce 213 to:
% 58.75/24.13  																																									| (266) $false
% 58.75/24.13  																																									|
% 58.75/24.13  																																									|-The branch is then unsatisfiable
% 58.75/24.13  																																					|-Branch two:
% 58.75/24.13  																																					| (405)  ~ (all_0_42_42 = e3)
% 58.75/24.13  																																					| (532) all_0_44_44 = e3
% 58.75/24.13  																																					|
% 58.75/24.13  																																						| Combining equations (532,1414) yields a new equation:
% 58.75/24.13  																																						| (675) e3 = e0
% 58.75/24.13  																																						|
% 58.75/24.13  																																						| Simplifying 675 yields:
% 58.75/24.13  																																						| (676) e3 = e0
% 58.75/24.13  																																						|
% 58.75/24.13  																																						| Equations (676) can reduce 80 to:
% 58.75/24.13  																																						| (266) $false
% 58.75/24.13  																																						|
% 58.75/24.13  																																						|-The branch is then unsatisfiable
% 58.75/24.13  																																			|-Branch two:
% 58.75/24.13  																																			| (360)  ~ (all_0_44_44 = e0)
% 58.75/24.13  																																			| (1760) all_0_49_49 = e0 | all_0_58_58 = e0
% 58.75/24.13  																																			|
% 58.75/24.13  																																				+-Applying beta-rule and splitting (1760), into two cases.
% 58.75/24.13  																																				|-Branch one:
% 58.75/24.13  																																				| (978) all_0_49_49 = e0
% 58.75/24.13  																																				|
% 58.75/24.13  																																					| Combining equations (583,978) yields a new equation:
% 58.75/24.13  																																					| (391) e2 = e0
% 58.75/24.13  																																					|
% 58.75/24.13  																																					| Simplifying 391 yields:
% 58.75/24.13  																																					| (330) e2 = e0
% 58.75/24.13  																																					|
% 58.75/24.13  																																					| Equations (330) can reduce 128 to:
% 58.75/24.13  																																					| (266) $false
% 58.75/24.13  																																					|
% 58.75/24.13  																																					|-The branch is then unsatisfiable
% 58.75/24.13  																																				|-Branch two:
% 58.75/24.13  																																				| (487)  ~ (all_0_49_49 = e0)
% 58.75/24.13  																																				| (914) all_0_58_58 = e0
% 58.75/24.13  																																				|
% 58.75/24.13  																																					| Combining equations (918,914) yields a new equation:
% 58.75/24.13  																																					| (546) e1 = e0
% 58.75/24.13  																																					|
% 58.75/24.13  																																					| Simplifying 546 yields:
% 58.75/24.13  																																					| (431) e1 = e0
% 58.75/24.13  																																					|
% 58.75/24.13  																																					| Equations (431) can reduce 233 to:
% 58.75/24.13  																																					| (266) $false
% 58.75/24.13  																																					|
% 58.75/24.13  																																					|-The branch is then unsatisfiable
% 58.75/24.13  																								|-Branch two:
% 58.75/24.13  																								| (409)  ~ (all_0_46_46 = e3)
% 58.75/24.13  																								| (1561) all_0_47_47 = e3 | all_0_49_49 = e3
% 58.75/24.13  																								|
% 58.75/24.13  																									+-Applying beta-rule and splitting (1561), into two cases.
% 58.75/24.13  																									|-Branch one:
% 58.75/24.13  																									| (522) all_0_47_47 = e3
% 58.75/24.13  																									|
% 58.75/24.13  																										| Combining equations (654,522) yields a new equation:
% 58.75/24.13  																										| (455) e3 = e1
% 58.75/24.13  																										|
% 58.75/24.13  																										| Equations (455) can reduce 213 to:
% 58.75/24.13  																										| (266) $false
% 58.75/24.13  																										|
% 58.75/24.13  																										|-The branch is then unsatisfiable
% 58.75/24.13  																									|-Branch two:
% 58.75/24.13  																									| (1091)  ~ (all_0_47_47 = e3)
% 58.75/24.13  																									| (884) all_0_49_49 = e3
% 58.75/24.13  																									|
% 58.75/24.13  																										| Combining equations (583,884) yields a new equation:
% 58.75/24.13  																										| (662) e3 = e2
% 58.75/24.13  																										|
% 58.75/24.13  																										| Equations (662) can reduce 212 to:
% 58.75/24.13  																										| (266) $false
% 58.75/24.13  																										|
% 58.75/24.13  																										|-The branch is then unsatisfiable
% 58.75/24.13  																						|-Branch two:
% 58.75/24.13  																						| (1283)  ~ (all_0_48_48 = e0)
% 58.75/24.13  																						| (615) all_0_48_48 = e1
% 58.75/24.13  																						|
% 58.75/24.13  																							| Equations (615) can reduce 619 to:
% 58.75/24.13  																							| (266) $false
% 58.75/24.13  																							|
% 58.75/24.13  																							|-The branch is then unsatisfiable
% 58.75/24.13  																		|-Branch two:
% 58.75/24.13  																		| (819) all_0_47_47 = e0 & all_0_58_58 = e2 &  ~ (all_0_49_49 = e2)
% 58.75/24.13  																		|
% 58.75/24.13  																			| Applying alpha-rule on (819) yields:
% 58.75/24.13  																			| (674) all_0_47_47 = e0
% 58.75/24.13  																			| (624) all_0_58_58 = e2
% 58.75/24.13  																			| (340)  ~ (all_0_49_49 = e2)
% 58.75/24.13  																			|
% 58.75/24.13  																			| Equations (624) can reduce 908 to:
% 58.75/24.13  																			| (266) $false
% 58.75/24.13  																			|
% 58.75/24.13  																			|-The branch is then unsatisfiable
% 58.75/24.13  																	|-Branch two:
% 58.75/24.13  																	| (825) all_0_47_47 = e0 & all_0_58_58 = e2 &  ~ (all_0_56_56 = e0)
% 58.75/24.13  																	|
% 58.75/24.13  																		| Applying alpha-rule on (825) yields:
% 58.75/24.13  																		| (674) all_0_47_47 = e0
% 58.75/24.13  																		| (624) all_0_58_58 = e2
% 58.75/24.13  																		| (828)  ~ (all_0_56_56 = e0)
% 58.75/24.13  																		|
% 58.75/24.13  																		| Equations (624) can reduce 908 to:
% 58.75/24.13  																		| (266) $false
% 58.75/24.13  																		|
% 58.75/24.13  																		|-The branch is then unsatisfiable
% 58.75/24.13  															|-Branch two:
% 58.75/24.13  															| (340)  ~ (all_0_49_49 = e2)
% 58.75/24.13  															| (614) all_0_53_53 = e2 | all_0_58_58 = e2
% 58.75/24.13  															|
% 58.75/24.13  																+-Applying beta-rule and splitting (614), into two cases.
% 58.75/24.13  																|-Branch one:
% 58.75/24.13  																| (607) all_0_53_53 = e2
% 58.75/24.13  																|
% 58.75/24.13  																	| Equations (607) can reduce 509 to:
% 58.75/24.13  																	| (266) $false
% 58.75/24.13  																	|
% 58.75/24.13  																	|-The branch is then unsatisfiable
% 58.75/24.13  																|-Branch two:
% 58.75/24.13  																| (509)  ~ (all_0_53_53 = e2)
% 58.75/24.13  																| (624) all_0_58_58 = e2
% 58.75/24.13  																|
% 58.75/24.13  																	| Equations (624) can reduce 908 to:
% 58.75/24.13  																	| (266) $false
% 58.75/24.13  																	|
% 58.75/24.13  																	|-The branch is then unsatisfiable
% 58.75/24.13  									|-Branch two:
% 58.75/24.13  									| (342)  ~ (all_0_52_52 = e2)
% 58.75/24.13  									| (355) all_0_52_52 = e4 | all_0_52_52 = e1
% 58.75/24.13  									|
% 58.75/24.13  										+-Applying beta-rule and splitting (134), into two cases.
% 58.75/24.13  										|-Branch one:
% 58.75/24.13  										| (335) all_0_48_48 = e2
% 58.75/24.13  										|
% 58.75/24.13  											| Equations (335) can reduce 17 to:
% 58.75/24.13  											| (96)  ~ (all_0_43_43 = e2)
% 58.75/24.13  											|
% 58.75/24.13  											| Equations (335) can reduce 30 to:
% 58.75/24.13  											| (300)  ~ (all_0_46_46 = e2)
% 58.75/24.13  											|
% 58.75/24.13  											| Equations (335) can reduce 114 to:
% 58.75/24.13  											| (338)  ~ (all_0_47_47 = e2)
% 58.75/24.13  											|
% 58.75/24.13  											| Equations (335) can reduce 185 to:
% 58.75/24.13  											| (339)  ~ (all_0_49_49 = e2)
% 58.75/24.13  											|
% 58.75/24.13  											| Simplifying 339 yields:
% 58.75/24.13  											| (340)  ~ (all_0_49_49 = e2)
% 58.75/24.13  											|
% 58.75/24.13  											| Equations (335) can reduce 202 to:
% 58.75/24.13  											| (341)  ~ (all_0_52_52 = e2)
% 58.75/24.13  											|
% 58.75/24.13  											| Simplifying 341 yields:
% 58.75/24.13  											| (342)  ~ (all_0_52_52 = e2)
% 58.75/24.13  											|
% 58.75/24.13  											| Equations (335) can reduce 239 to:
% 58.75/24.13  											| (343)  ~ (all_0_57_57 = e2)
% 58.75/24.13  											|
% 58.75/24.13  											| Simplifying 343 yields:
% 58.75/24.13  											| (344)  ~ (all_0_57_57 = e2)
% 58.75/24.13  											|
% 58.75/24.13  											| Equations (335) can reduce 254 to:
% 58.75/24.13  											| (327)  ~ (e4 = e2)
% 58.75/24.13  											|
% 58.75/24.13  											| Simplifying 327 yields:
% 58.75/24.13  											| (48)  ~ (e4 = e2)
% 58.75/24.13  											|
% 58.75/24.13  											| From (335) and (192) follows:
% 58.75/24.13  											| (347) op(e2, e1) = e2
% 58.75/24.13  											|
% 58.75/24.13  											+-Applying beta-rule and splitting (4), into two cases.
% 58.75/24.13  											|-Branch one:
% 58.75/24.13  											| (356) all_0_43_43 = e0
% 58.75/24.13  											|
% 58.75/24.13  												| Equations (356) can reduce 31 to:
% 58.75/24.13  												| (357)  ~ (all_0_41_41 = e0)
% 58.75/24.13  												|
% 58.75/24.13  												| Equations (356) can reduce 159 to:
% 58.75/24.13  												| (359)  ~ (all_0_44_44 = e0)
% 58.75/24.13  												|
% 58.75/24.13  												| Simplifying 359 yields:
% 58.75/24.13  												| (360)  ~ (all_0_44_44 = e0)
% 58.75/24.13  												|
% 58.75/24.13  												| Equations (356) can reduce 217 to:
% 58.75/24.13  												| (361)  ~ (all_0_52_52 = e0)
% 58.75/24.13  												|
% 58.75/24.13  												| Simplifying 361 yields:
% 58.75/24.13  												| (72)  ~ (all_0_52_52 = e0)
% 58.75/24.13  												|
% 58.75/24.13  												| Equations (356) can reduce 199 to:
% 58.75/24.13  												| (363)  ~ (all_0_57_57 = e0)
% 58.75/24.13  												|
% 58.75/24.13  												| Simplifying 363 yields:
% 58.75/24.13  												| (364)  ~ (all_0_57_57 = e0)
% 58.75/24.13  												|
% 58.75/24.13  												| Equations (356) can reduce 96 to:
% 58.75/24.13  												| (365)  ~ (e2 = e0)
% 58.75/24.13  												|
% 58.75/24.13  												| Simplifying 365 yields:
% 58.75/24.13  												| (128)  ~ (e2 = e0)
% 58.75/24.13  												|
% 58.75/24.13  												| From (356) and (37) follows:
% 58.75/24.13  												| (369) op(e3, e1) = e0
% 58.75/24.13  												|
% 58.75/24.13  												+-Applying beta-rule and splitting (117), into two cases.
% 58.75/24.13  												|-Branch one:
% 58.75/24.13  												| (292) all_0_38_38 = e2
% 58.75/24.13  												|
% 58.75/24.13  													| Combining equations (292,329) yields a new equation:
% 58.75/24.13  													| (391) e2 = e0
% 58.75/24.13  													|
% 58.75/24.13  													| Simplifying 391 yields:
% 58.75/24.13  													| (330) e2 = e0
% 58.75/24.13  													|
% 58.75/24.13  													| Equations (330) can reduce 128 to:
% 58.75/24.13  													| (266) $false
% 58.75/24.13  													|
% 58.75/24.13  													|-The branch is then unsatisfiable
% 58.75/24.13  												|-Branch two:
% 58.75/24.13  												| (9600)  ~ (all_0_38_38 = e2)
% 58.75/24.13  												| (24424) all_0_46_46 = e2 | all_0_50_50 = e2 | all_0_55_55 = e2
% 58.75/24.13  												|
% 58.75/24.13  													+-Applying beta-rule and splitting (158), into two cases.
% 58.75/24.13  													|-Branch one:
% 58.75/24.13  													| (313) all_0_40_40 = e2
% 58.75/24.13  													|
% 58.75/24.13  														| Combining equations (1378,313) yields a new equation:
% 58.75/24.13  														| (322) e4 = e2
% 58.75/24.13  														|
% 58.75/24.13  														| Simplifying 322 yields:
% 58.75/24.13  														| (323) e4 = e2
% 58.75/24.13  														|
% 58.75/24.13  														| Equations (323) can reduce 48 to:
% 58.75/24.13  														| (266) $false
% 58.75/24.13  														|
% 58.75/24.13  														|-The branch is then unsatisfiable
% 58.75/24.13  													|-Branch two:
% 58.75/24.13  													| (296)  ~ (all_0_40_40 = e2)
% 58.75/24.13  													| (377) all_0_49_49 = e2 | all_0_53_53 = e2 | all_0_58_58 = e2
% 58.75/24.13  													|
% 58.75/24.13  														+-Applying beta-rule and splitting (95), into two cases.
% 58.75/24.13  														|-Branch one:
% 58.75/24.13  														| (378) all_0_50_50 = e2
% 58.75/24.13  														|
% 58.75/24.13  															| Equations (378) can reduce 221 to:
% 58.75/24.13  															| (85)  ~ (all_0_41_41 = e2)
% 58.75/24.13  															|
% 58.75/24.13  															| Equations (378) can reduce 59 to:
% 58.75/24.13  															| (17668)  ~ (all_0_51_51 = e2)
% 58.75/24.13  															|
% 58.75/24.13  															| Simplifying 17668 yields:
% 58.75/24.13  															| (1099)  ~ (all_0_51_51 = e2)
% 58.75/24.13  															|
% 58.75/24.13  															| Equations (378) can reduce 101 to:
% 58.75/24.13  															| (341)  ~ (all_0_52_52 = e2)
% 58.75/24.13  															|
% 58.75/24.13  															| Simplifying 341 yields:
% 58.75/24.13  															| (342)  ~ (all_0_52_52 = e2)
% 58.75/24.13  															|
% 58.75/24.13  															| Equations (378) can reduce 190 to:
% 58.75/24.13  															| (508)  ~ (all_0_53_53 = e2)
% 58.75/24.13  															|
% 58.75/24.13  															| Simplifying 508 yields:
% 58.75/24.13  															| (509)  ~ (all_0_53_53 = e2)
% 58.75/24.13  															|
% 58.75/24.13  															| Equations (378) can reduce 121 to:
% 58.75/24.13  															| (128)  ~ (e2 = e0)
% 58.75/24.13  															|
% 58.75/24.13  															| From (378) and (242) follows:
% 58.75/24.13  															| (26152) op(e1, e3) = e2
% 58.75/24.13  															|
% 58.75/24.13  															+-Applying beta-rule and splitting (377), into two cases.
% 58.75/24.13  															|-Branch one:
% 58.75/24.13  															| (583) all_0_49_49 = e2
% 58.75/24.13  															|
% 58.75/24.13  																| Equations (583) can reduce 340 to:
% 58.75/24.13  																| (266) $false
% 58.75/24.13  																|
% 58.75/24.13  																|-The branch is then unsatisfiable
% 58.75/24.13  															|-Branch two:
% 58.75/24.13  															| (340)  ~ (all_0_49_49 = e2)
% 58.75/24.13  															| (614) all_0_53_53 = e2 | all_0_58_58 = e2
% 58.75/24.13  															|
% 58.75/24.13  																+-Applying beta-rule and splitting (614), into two cases.
% 58.75/24.13  																|-Branch one:
% 58.75/24.13  																| (607) all_0_53_53 = e2
% 58.75/24.13  																|
% 58.75/24.13  																	| Equations (607) can reduce 509 to:
% 58.75/24.13  																	| (266) $false
% 58.75/24.13  																	|
% 58.75/24.13  																	|-The branch is then unsatisfiable
% 58.75/24.13  																|-Branch two:
% 58.75/24.13  																| (509)  ~ (all_0_53_53 = e2)
% 58.75/24.13  																| (624) all_0_58_58 = e2
% 58.75/24.13  																|
% 58.75/24.13  																	| Equations (624) can reduce 181 to:
% 58.75/24.13  																	| (147)  ~ (all_0_44_44 = e2)
% 58.75/24.13  																	|
% 58.75/24.13  																	| Equations (624) can reduce 119 to:
% 58.75/24.13  																	| (340)  ~ (all_0_49_49 = e2)
% 58.75/24.13  																	|
% 58.75/24.13  																	| Equations (624) can reduce 10 to:
% 58.75/24.13  																	| (509)  ~ (all_0_53_53 = e2)
% 58.75/24.13  																	|
% 58.75/24.13  																	| Equations (624) can reduce 3 to:
% 58.75/24.13  																	| (304)  ~ (all_0_55_55 = e2)
% 58.75/24.13  																	|
% 58.75/24.13  																	| Equations (624) can reduce 148 to:
% 58.75/24.13  																	| (344)  ~ (all_0_57_57 = e2)
% 58.75/24.13  																	|
% 58.75/24.13  																	| Equations (624) can reduce 276 to:
% 58.75/24.13  																	| (626)  ~ (e3 = e2)
% 58.75/24.13  																	|
% 58.75/24.13  																	| Simplifying 626 yields:
% 58.75/24.13  																	| (212)  ~ (e3 = e2)
% 58.75/24.13  																	|
% 58.75/24.13  																	| From (624) and (245) follows:
% 58.75/24.13  																	| (628) op(e0, e0) = e2
% 58.75/24.13  																	|
% 58.75/24.13  																	+-Applying beta-rule and splitting (125), into two cases.
% 58.75/24.13  																	|-Branch one:
% 58.75/24.13  																	| (858) all_0_55_55 = e0
% 58.75/24.13  																	|
% 58.75/24.14  																		| Equations (858) can reduce 803 to:
% 58.75/24.14  																		| (266) $false
% 58.75/24.14  																		|
% 58.75/24.14  																		|-The branch is then unsatisfiable
% 58.75/24.14  																	|-Branch two:
% 58.75/24.14  																	| (803)  ~ (all_0_55_55 = e0)
% 58.75/24.14  																	| (863) all_0_56_56 = e0 | all_0_57_57 = e0 | all_0_58_58 = e0
% 58.75/24.14  																	|
% 58.75/24.14  																		+-Applying beta-rule and splitting (75), into two cases.
% 58.75/24.14  																		|-Branch one:
% 58.75/24.14  																		| (485) all_0_40_40 = e0
% 58.75/24.14  																		|
% 58.75/24.14  																			| Combining equations (1378,485) yields a new equation:
% 58.75/24.14  																			| (481) e4 = e0
% 58.75/24.14  																			|
% 58.75/24.14  																			| Simplifying 481 yields:
% 58.75/24.14  																			| (397) e4 = e0
% 58.75/24.14  																			|
% 58.75/24.14  																			| Equations (397) can reduce 49 to:
% 58.75/24.14  																			| (266) $false
% 58.75/24.14  																			|
% 58.75/24.14  																			|-The branch is then unsatisfiable
% 58.75/24.14  																		|-Branch two:
% 58.75/24.14  																		| (1401)  ~ (all_0_40_40 = e0)
% 58.75/24.14  																		| (1748) all_0_44_44 = e0 | all_0_49_49 = e0 | all_0_58_58 = e0
% 58.75/24.14  																		|
% 58.75/24.14  																			+-Applying beta-rule and splitting (1748), into two cases.
% 58.75/24.14  																			|-Branch one:
% 58.75/24.14  																			| (1414) all_0_44_44 = e0
% 58.75/24.14  																			|
% 58.75/24.14  																				| Equations (1414) can reduce 360 to:
% 58.75/24.14  																				| (266) $false
% 58.75/24.14  																				|
% 58.75/24.14  																				|-The branch is then unsatisfiable
% 58.75/24.14  																			|-Branch two:
% 58.75/24.14  																			| (360)  ~ (all_0_44_44 = e0)
% 58.75/24.14  																			| (1760) all_0_49_49 = e0 | all_0_58_58 = e0
% 58.75/24.14  																			|
% 58.75/24.14  																				+-Applying beta-rule and splitting (1760), into two cases.
% 58.75/24.14  																				|-Branch one:
% 58.75/24.14  																				| (978) all_0_49_49 = e0
% 58.75/24.14  																				|
% 58.75/24.14  																					| Equations (978) can reduce 208 to:
% 58.75/24.14  																					| (831)  ~ (all_0_46_46 = e0)
% 58.75/24.14  																					|
% 58.75/24.14  																					| Equations (978) can reduce 86 to:
% 58.75/24.14  																					| (678)  ~ (all_0_47_47 = e0)
% 58.75/24.14  																					|
% 58.75/24.14  																					| Equations (978) can reduce 65 to:
% 58.75/24.14  																					| (488)  ~ (all_0_53_53 = e0)
% 58.75/24.14  																					|
% 58.75/24.14  																					| Simplifying 488 yields:
% 58.75/24.14  																					| (247)  ~ (all_0_53_53 = e0)
% 58.75/24.14  																					|
% 58.75/24.14  																					| Equations (978) can reduce 340 to:
% 58.75/24.14  																					| (365)  ~ (e2 = e0)
% 58.75/24.14  																					|
% 58.75/24.14  																					| Simplifying 365 yields:
% 58.75/24.14  																					| (128)  ~ (e2 = e0)
% 58.75/24.14  																					|
% 58.75/24.14  																					+-Applying beta-rule and splitting (104), into two cases.
% 58.75/24.14  																					|-Branch one:
% 58.75/24.14  																					| (480) all_0_39_39 = e0
% 58.75/24.14  																					|
% 58.75/24.14  																						| Combining equations (480,317) yields a new equation:
% 58.75/24.14  																						| (330) e2 = e0
% 58.75/24.14  																						|
% 58.75/24.14  																						| Equations (330) can reduce 128 to:
% 58.75/24.14  																						| (266) $false
% 58.75/24.14  																						|
% 58.75/24.14  																						|-The branch is then unsatisfiable
% 58.75/24.14  																					|-Branch two:
% 58.75/24.14  																					| (484)  ~ (all_0_39_39 = e0)
% 58.75/24.14  																					| (558) all_0_42_42 = e0 | all_0_47_47 = e0 | all_0_56_56 = e0
% 58.75/24.14  																					|
% 58.75/24.14  																						| Equations (317) can reduce 484 to:
% 58.75/24.14  																						| (128)  ~ (e2 = e0)
% 58.75/24.14  																						|
% 58.75/24.14  																						+-Applying beta-rule and splitting (863), into two cases.
% 58.75/24.14  																						|-Branch one:
% 58.75/24.14  																						| (679) all_0_56_56 = e0
% 58.75/24.14  																						|
% 58.75/24.14  																							| Equations (679) can reduce 91 to:
% 58.75/24.14  																							| (678)  ~ (all_0_47_47 = e0)
% 58.75/24.14  																							|
% 58.75/24.14  																							| Equations (679) can reduce 16 to:
% 58.75/24.14  																							| (115)  ~ (all_0_51_51 = e0)
% 58.75/24.14  																							|
% 58.75/24.14  																							| Equations (679) can reduce 153 to:
% 58.75/24.14  																							| (803)  ~ (all_0_55_55 = e0)
% 58.75/24.14  																							|
% 58.75/24.14  																							| Equations (679) can reduce 140 to:
% 58.75/24.14  																							| (363)  ~ (all_0_57_57 = e0)
% 58.75/24.14  																							|
% 58.75/24.14  																							| Simplifying 363 yields:
% 58.75/24.14  																							| (364)  ~ (all_0_57_57 = e0)
% 58.75/24.14  																							|
% 58.75/24.14  																							+-Applying beta-rule and splitting (163), into two cases.
% 58.75/24.14  																							|-Branch one:
% 58.75/24.14  																							| (565) all_0_52_52 = e4
% 58.75/24.14  																							|
% 58.75/24.14  																								| Equations (565) can reduce 20 to:
% 58.75/24.14  																								| (475)  ~ (all_0_51_51 = e4)
% 58.75/24.14  																								|
% 58.75/24.14  																								| Equations (565) can reduce 342 to:
% 58.75/24.14  																								| (48)  ~ (e4 = e2)
% 58.75/24.14  																								|
% 58.75/24.14  																								| From (565) and (124) follows:
% 58.75/24.14  																								| (570) op(e1, e1) = e4
% 58.75/24.14  																								|
% 58.75/24.14  																								+-Applying beta-rule and splitting (130), into two cases.
% 58.75/24.14  																								|-Branch one:
% 58.75/24.14  																								| (430) all_0_43_43 = e1
% 58.75/24.14  																								|
% 58.75/24.14  																									| Combining equations (430,356) yields a new equation:
% 58.75/24.14  																									| (546) e1 = e0
% 58.75/24.14  																									|
% 58.75/24.14  																									| Simplifying 546 yields:
% 58.75/24.14  																									| (431) e1 = e0
% 58.75/24.14  																									|
% 58.75/24.14  																									| Equations (431) can reduce 233 to:
% 58.75/24.14  																									| (266) $false
% 58.75/24.14  																									|
% 58.75/24.14  																									|-The branch is then unsatisfiable
% 58.75/24.14  																								|-Branch two:
% 58.75/24.14  																								| (433)  ~ (all_0_43_43 = e1)
% 58.75/24.14  																								| (434) all_0_48_48 = e1 | all_0_52_52 = e1 | all_0_57_57 = e1
% 58.75/24.14  																								|
% 58.75/24.14  																									+-Applying beta-rule and splitting (434), into two cases.
% 58.75/24.14  																									|-Branch one:
% 58.75/24.14  																									| (615) all_0_48_48 = e1
% 58.75/24.14  																									|
% 58.75/24.14  																										| Combining equations (335,615) yields a new equation:
% 58.75/24.14  																										| (616) e2 = e1
% 58.75/24.14  																										|
% 58.75/24.14  																										| Simplifying 616 yields:
% 58.75/24.14  																										| (617) e2 = e1
% 58.75/24.14  																										|
% 58.75/24.14  																										| Equations (617) can reduce 122 to:
% 58.75/24.14  																										| (266) $false
% 58.75/24.14  																										|
% 58.75/24.14  																										|-The branch is then unsatisfiable
% 58.75/24.14  																									|-Branch two:
% 58.75/24.14  																									| (619)  ~ (all_0_48_48 = e1)
% 58.75/24.14  																									| (620) all_0_52_52 = e1 | all_0_57_57 = e1
% 58.75/24.14  																									|
% 58.75/24.14  																										+-Applying beta-rule and splitting (620), into two cases.
% 58.75/24.14  																										|-Branch one:
% 58.75/24.14  																										| (642) all_0_52_52 = e1
% 58.75/24.14  																										|
% 58.75/24.14  																											| Combining equations (565,642) yields a new equation:
% 58.75/24.14  																											| (636) e4 = e1
% 58.75/24.14  																											|
% 58.75/24.14  																											| Simplifying 636 yields:
% 58.75/24.14  																											| (630) e4 = e1
% 58.75/24.14  																											|
% 58.75/24.14  																											| Equations (630) can reduce 110 to:
% 58.75/24.14  																											| (266) $false
% 58.75/24.14  																											|
% 58.75/24.14  																											|-The branch is then unsatisfiable
% 58.75/24.14  																										|-Branch two:
% 58.75/24.14  																										| (646)  ~ (all_0_52_52 = e1)
% 58.75/24.14  																										| (647) all_0_57_57 = e1
% 58.75/24.14  																										|
% 58.75/24.14  																											| Equations (647) can reduce 81 to:
% 58.75/24.14  																											| (632)  ~ (all_0_55_55 = e1)
% 58.75/24.14  																											|
% 58.75/24.14  																											| Equations (647) can reduce 67 to:
% 58.75/24.14  																											| (467)  ~ (e3 = e1)
% 58.75/24.14  																											|
% 58.75/24.14  																											| Simplifying 467 yields:
% 58.75/24.14  																											| (213)  ~ (e3 = e1)
% 58.75/24.14  																											|
% 58.75/24.14  																											| Equations (647) can reduce 344 to:
% 58.75/24.14  																											| (604)  ~ (e2 = e1)
% 58.75/24.14  																											|
% 58.75/24.14  																											| Simplifying 604 yields:
% 58.75/24.14  																											| (122)  ~ (e2 = e1)
% 58.75/24.14  																											|
% 58.75/24.14  																											| Equations (647) can reduce 364 to:
% 58.75/24.14  																											| (233)  ~ (e1 = e0)
% 58.75/24.14  																											|
% 58.75/24.14  																											+-Applying beta-rule and splitting (174), into two cases.
% 58.75/24.14  																											|-Branch one:
% 58.75/24.14  																											| (386) all_0_55_55 = e2
% 58.75/24.14  																											|
% 58.75/24.14  																												| Equations (386) can reduce 304 to:
% 58.75/24.14  																												| (266) $false
% 58.75/24.14  																												|
% 58.75/24.14  																												|-The branch is then unsatisfiable
% 58.75/24.14  																											|-Branch two:
% 58.75/24.14  																											| (304)  ~ (all_0_55_55 = e2)
% 58.75/24.14  																											| (2051) all_0_55_55 = e4 | all_0_55_55 = e3 | all_0_55_55 = e1 | all_0_55_55 = e0
% 58.75/24.14  																											|
% 58.75/24.14  																												+-Applying beta-rule and splitting (164), into two cases.
% 58.75/24.14  																												|-Branch one:
% 58.75/24.14  																												| (471) all_0_39_39 = e4
% 58.75/24.14  																												|
% 58.75/24.14  																													| Combining equations (471,317) yields a new equation:
% 58.75/24.14  																													| (322) e4 = e2
% 58.75/24.14  																													|
% 58.75/24.14  																													| Simplifying 322 yields:
% 58.75/24.14  																													| (323) e4 = e2
% 58.75/24.14  																													|
% 58.75/24.14  																													| Equations (323) can reduce 48 to:
% 58.75/24.14  																													| (266) $false
% 58.75/24.14  																													|
% 58.75/24.14  																													|-The branch is then unsatisfiable
% 58.75/24.14  																												|-Branch two:
% 58.75/24.14  																												| (1377)  ~ (all_0_39_39 = e4)
% 58.75/24.14  																												| (2115) all_0_42_42 = e4 | all_0_47_47 = e4 | all_0_51_51 = e4 | all_0_56_56 = e4
% 58.75/24.14  																												|
% 58.75/24.14  																													+-Applying beta-rule and splitting (2051), into two cases.
% 58.75/24.14  																													|-Branch one:
% 58.75/24.14  																													| (587) all_0_55_55 = e4
% 58.75/24.14  																													|
% 58.75/24.14  																														| Equations (587) can reduce 58 to:
% 58.75/24.14  																														| (250)  ~ (all_0_46_46 = e4)
% 58.75/24.14  																														|
% 58.75/24.14  																														| Equations (587) can reduce 270 to:
% 58.75/24.14  																														| (188)  ~ (e4 = e3)
% 58.75/24.14  																														|
% 58.75/24.14  																														| Equations (587) can reduce 632 to:
% 58.75/24.14  																														| (110)  ~ (e4 = e1)
% 58.75/24.14  																														|
% 58.75/24.14  																														| Equations (587) can reduce 803 to:
% 58.75/24.14  																														| (49)  ~ (e4 = e0)
% 58.75/24.14  																														|
% 58.75/24.14  																														| From (587) and (74) follows:
% 58.75/24.14  																														| (589) op(e0, e3) = e4
% 58.75/24.14  																														|
% 58.75/24.14  																														+-Applying beta-rule and splitting (2115), into two cases.
% 58.75/24.14  																														|-Branch one:
% 58.75/24.14  																														| (1392) all_0_42_42 = e4
% 58.75/24.14  																														|
% 58.75/24.14  																															| Equations (1392) can reduce 73 to:
% 58.75/24.14  																															| (1903)  ~ (all_0_44_44 = e4)
% 58.75/24.14  																															|
% 58.75/24.14  																															| Simplifying 1903 yields:
% 58.75/24.14  																															| (1390)  ~ (all_0_44_44 = e4)
% 58.75/24.14  																															|
% 58.75/24.14  																															| Equations (1392) can reduce 198 to:
% 58.75/24.14  																															| (251)  ~ (all_0_47_47 = e4)
% 58.75/24.14  																															|
% 58.75/24.14  																															| Simplifying 251 yields:
% 58.75/24.14  																															| (252)  ~ (all_0_47_47 = e4)
% 58.75/24.14  																															|
% 58.75/24.14  																															| Equations (1392) can reduce 61 to:
% 58.75/24.14  																															| (474)  ~ (all_0_51_51 = e4)
% 58.75/24.14  																															|
% 58.75/24.14  																															| Simplifying 474 yields:
% 58.75/24.14  																															| (475)  ~ (all_0_51_51 = e4)
% 58.75/24.14  																															|
% 58.75/24.14  																															| From (1392) and (210) follows:
% 58.75/24.14  																															| (4074) op(e3, e2) = e4
% 58.75/24.14  																															|
% 58.75/24.14  																															+-Applying beta-rule and splitting (113), into two cases.
% 58.75/24.14  																															|-Branch one:
% 58.75/24.14  																															| (403) all_0_41_41 = e3
% 58.75/24.14  																															|
% 58.75/24.14  																																| Equations (403) can reduce 149 to:
% 58.75/24.14  																																| (406)  ~ (all_0_44_44 = e3)
% 58.75/24.14  																																|
% 58.75/24.14  																																| Simplifying 406 yields:
% 58.75/24.14  																																| (407)  ~ (all_0_44_44 = e3)
% 58.75/24.14  																																|
% 58.75/24.14  																																+-Applying beta-rule and splitting (103), into two cases.
% 58.75/24.14  																																|-Branch one:
% 58.75/24.14  																																| (453) all_0_41_41 = e1
% 58.75/24.14  																																|
% 58.75/24.14  																																	| Combining equations (453,403) yields a new equation:
% 58.75/24.14  																																	| (455) e3 = e1
% 58.75/24.14  																																	|
% 58.75/24.14  																																	| Equations (455) can reduce 213 to:
% 58.75/24.14  																																	| (266) $false
% 58.75/24.14  																																	|
% 58.75/24.14  																																	|-The branch is then unsatisfiable
% 58.75/24.14  																																|-Branch two:
% 58.75/24.14  																																| (457)  ~ (all_0_41_41 = e1)
% 58.75/24.14  																																| (458) all_0_42_42 = e1 | all_0_43_43 = e1 | all_0_44_44 = e1
% 58.75/24.14  																																|
% 58.75/24.14  																																	+-Applying beta-rule and splitting (189), into two cases.
% 58.75/24.14  																																	|-Branch one:
% 58.75/24.14  																																	| (532) all_0_44_44 = e3
% 58.75/24.14  																																	|
% 58.75/24.14  																																		| Equations (532) can reduce 407 to:
% 58.75/24.14  																																		| (266) $false
% 58.75/24.14  																																		|
% 58.75/24.14  																																		|-The branch is then unsatisfiable
% 58.75/24.14  																																	|-Branch two:
% 58.75/24.14  																																	| (407)  ~ (all_0_44_44 = e3)
% 58.75/24.14  																																	| (537) all_0_49_49 = e3 | all_0_53_53 = e3 | all_0_58_58 = e3
% 58.75/24.14  																																	|
% 58.75/24.14  																																		+-Applying beta-rule and splitting (26), into two cases.
% 58.75/24.14  																																		|-Branch one:
% 58.75/24.14  																																		| (446) all_0_44_44 = e4
% 58.75/24.14  																																		|
% 58.75/24.14  																																			| Equations (446) can reduce 1390 to:
% 58.75/24.14  																																			| (266) $false
% 58.75/24.14  																																			|
% 58.75/24.14  																																			|-The branch is then unsatisfiable
% 58.75/24.14  																																		|-Branch two:
% 58.75/24.14  																																		| (1390)  ~ (all_0_44_44 = e4)
% 58.75/24.14  																																		| (1391) all_0_44_44 = e3 | all_0_44_44 = e1 | all_0_44_44 = e0
% 58.75/24.14  																																		|
% 58.75/24.14  																																			+-Applying beta-rule and splitting (458), into two cases.
% 58.75/24.14  																																			|-Branch one:
% 58.75/24.14  																																			| (459) all_0_42_42 = e1
% 58.75/24.14  																																			|
% 58.75/24.14  																																				| Combining equations (459,1392) yields a new equation:
% 58.75/24.14  																																				| (630) e4 = e1
% 58.75/24.14  																																				|
% 58.75/24.14  																																				| Equations (630) can reduce 110 to:
% 58.75/24.14  																																				| (266) $false
% 58.75/24.14  																																				|
% 58.75/24.14  																																				|-The branch is then unsatisfiable
% 58.75/24.14  																																			|-Branch two:
% 58.75/24.14  																																			| (1380)  ~ (all_0_42_42 = e1)
% 58.75/24.14  																																			| (1381) all_0_43_43 = e1 | all_0_44_44 = e1
% 58.75/24.14  																																			|
% 58.75/24.14  																																				+-Applying beta-rule and splitting (1381), into two cases.
% 58.75/24.14  																																				|-Branch one:
% 58.75/24.14  																																				| (430) all_0_43_43 = e1
% 58.75/24.14  																																				|
% 58.75/24.14  																																					| Combining equations (430,356) yields a new equation:
% 58.75/24.14  																																					| (546) e1 = e0
% 58.75/24.14  																																					|
% 58.75/24.14  																																					| Simplifying 546 yields:
% 58.75/24.14  																																					| (431) e1 = e0
% 58.75/24.14  																																					|
% 58.75/24.14  																																					| Equations (431) can reduce 233 to:
% 58.75/24.14  																																					| (266) $false
% 58.75/24.14  																																					|
% 58.75/24.14  																																					|-The branch is then unsatisfiable
% 58.75/24.14  																																				|-Branch two:
% 58.75/24.14  																																				| (433)  ~ (all_0_43_43 = e1)
% 58.75/24.14  																																				| (635) all_0_44_44 = e1
% 58.75/24.14  																																				|
% 58.75/24.14  																																					| Equations (635) can reduce 220 to:
% 58.75/24.14  																																					| (1458)  ~ (all_0_53_53 = e1)
% 58.75/24.14  																																					|
% 58.75/24.14  																																					| Simplifying 1458 yields:
% 58.75/24.14  																																					| (1459)  ~ (all_0_53_53 = e1)
% 58.75/24.14  																																					|
% 58.75/24.14  																																					| Equations (635) can reduce 1390 to:
% 58.75/24.14  																																					| (602)  ~ (e4 = e1)
% 58.75/24.14  																																					|
% 58.75/24.14  																																					| Simplifying 602 yields:
% 58.75/24.14  																																					| (110)  ~ (e4 = e1)
% 58.75/24.14  																																					|
% 58.75/24.14  																																					| Equations (635) can reduce 407 to:
% 58.75/24.14  																																					| (467)  ~ (e3 = e1)
% 58.75/24.14  																																					|
% 58.75/24.14  																																					| Simplifying 467 yields:
% 58.75/24.14  																																					| (213)  ~ (e3 = e1)
% 58.75/24.14  																																					|
% 58.75/24.14  																																					| Equations (635) can reduce 147 to:
% 58.75/24.14  																																					| (604)  ~ (e2 = e1)
% 58.75/24.14  																																					|
% 58.75/24.14  																																					| Simplifying 604 yields:
% 58.75/24.14  																																					| (122)  ~ (e2 = e1)
% 58.75/24.14  																																					|
% 58.75/24.14  																																					+-Applying beta-rule and splitting (160), into two cases.
% 58.75/24.14  																																					|-Branch one:
% 58.75/24.14  																																					| (601) all_0_50_50 = e1
% 58.75/24.14  																																					|
% 58.75/24.14  																																						| Combining equations (378,601) yields a new equation:
% 58.75/24.14  																																						| (616) e2 = e1
% 58.75/24.14  																																						|
% 58.75/24.14  																																						| Simplifying 616 yields:
% 58.75/24.14  																																						| (617) e2 = e1
% 58.75/24.14  																																						|
% 58.75/24.14  																																						| Equations (617) can reduce 122 to:
% 58.75/24.14  																																						| (266) $false
% 58.75/24.14  																																						|
% 58.75/24.14  																																						|-The branch is then unsatisfiable
% 58.75/24.14  																																					|-Branch two:
% 58.75/24.14  																																					| (759)  ~ (all_0_50_50 = e1)
% 58.75/24.14  																																					| (1168) all_0_51_51 = e1 | all_0_52_52 = e1 | all_0_53_53 = e1
% 58.75/24.14  																																					|
% 58.75/24.14  																																						| Equations (378) can reduce 759 to:
% 58.75/24.14  																																						| (122)  ~ (e2 = e1)
% 58.75/24.14  																																						|
% 58.75/24.14  																																						+-Applying beta-rule and splitting (18), into two cases.
% 58.75/24.14  																																						|-Branch one:
% 58.75/24.14  																																						| (453) all_0_41_41 = e1
% 58.75/24.14  																																						|
% 58.75/24.14  																																							| Combining equations (453,403) yields a new equation:
% 58.75/24.14  																																							| (455) e3 = e1
% 58.75/24.14  																																							|
% 58.75/24.14  																																							| Equations (455) can reduce 213 to:
% 58.75/24.14  																																							| (266) $false
% 58.75/24.14  																																							|
% 58.75/24.14  																																							|-The branch is then unsatisfiable
% 58.75/24.14  																																						|-Branch two:
% 58.75/24.14  																																						| (457)  ~ (all_0_41_41 = e1)
% 58.75/24.14  																																						| (595) all_0_46_46 = e1 | all_0_50_50 = e1 | all_0_55_55 = e1
% 58.75/24.14  																																						|
% 58.75/24.14  																																							+-Applying beta-rule and splitting (595), into two cases.
% 58.75/24.14  																																							|-Branch one:
% 58.75/24.14  																																							| (545) all_0_46_46 = e1
% 58.75/24.14  																																							|
% 58.75/24.14  																																								| Equations (545) can reduce 250 to:
% 58.75/24.14  																																								| (602)  ~ (e4 = e1)
% 58.75/24.14  																																								|
% 58.75/24.14  																																								| Simplifying 602 yields:
% 58.75/24.14  																																								| (110)  ~ (e4 = e1)
% 58.75/24.14  																																								|
% 58.75/24.14  																																								| From (545) and (120) follows:
% 58.75/24.14  																																								| (2105) op(e2, e3) = e1
% 58.75/24.14  																																								|
% 58.75/24.14  																																								+-Applying beta-rule and splitting (1168), into two cases.
% 58.75/24.14  																																								|-Branch one:
% 58.75/24.14  																																								| (1109) all_0_51_51 = e1
% 58.75/24.14  																																								|
% 58.75/24.14  																																									| Equations (1109) can reduce 1099 to:
% 58.75/24.14  																																									| (604)  ~ (e2 = e1)
% 58.75/24.14  																																									|
% 58.75/24.14  																																									| Simplifying 604 yields:
% 58.75/24.14  																																									| (122)  ~ (e2 = e1)
% 58.75/24.14  																																									|
% 58.75/24.14  																																									| Equations (1109) can reduce 115 to:
% 58.75/24.14  																																									| (233)  ~ (e1 = e0)
% 58.75/24.14  																																									|
% 58.75/24.14  																																									| From (1109) and (186) follows:
% 58.75/24.14  																																									| (699) op(e1, e2) = e1
% 58.75/24.14  																																									|
% 58.75/24.14  																																									+-Applying beta-rule and splitting (56), into two cases.
% 58.75/24.14  																																									|-Branch one:
% 58.75/24.14  																																									| (696) unit = e2
% 58.75/24.14  																																									|
% 58.75/24.14  																																										| From (696) and (24) follows:
% 58.75/24.14  																																										| (697) op(e2, e3) = e3
% 58.75/24.14  																																										|
% 58.75/24.14  																																										| From (696) and (227) follows:
% 58.75/24.14  																																										| (4284) op(e4, e2) = e4
% 58.75/24.14  																																										|
% 58.75/24.14  																																										| From (696) and (40) follows:
% 58.75/24.14  																																										| (4285) op(e3, e2) = e3
% 58.75/24.14  																																										|
% 58.75/24.14  																																										| Instantiating formula (29) with e4, e2, e4, e2 and discharging atoms op(e4, e2) = e4, op(e4, e2) = e2, yields:
% 58.75/24.14  																																										| (323) e4 = e2
% 58.75/24.14  																																										|
% 58.75/24.14  																																										| Instantiating formula (29) with e3, e2, e3, e4 and discharging atoms op(e3, e2) = e4, op(e3, e2) = e3, yields:
% 58.75/24.14  																																										| (425) e4 = e3
% 58.75/24.14  																																										|
% 58.75/24.14  																																										| Instantiating formula (29) with e2, e3, e3, e1 and discharging atoms op(e2, e3) = e3, op(e2, e3) = e1, yields:
% 58.75/24.14  																																										| (455) e3 = e1
% 58.75/24.14  																																										|
% 58.75/24.14  																																										| Combining equations (323,425) yields a new equation:
% 58.75/24.14  																																										| (662) e3 = e2
% 58.75/24.14  																																										|
% 58.75/24.14  																																										| Combining equations (455,662) yields a new equation:
% 58.75/24.14  																																										| (617) e2 = e1
% 58.75/24.14  																																										|
% 58.75/24.14  																																										| Equations (617) can reduce 122 to:
% 58.75/24.14  																																										| (266) $false
% 58.75/24.14  																																										|
% 58.75/24.14  																																										|-The branch is then unsatisfiable
% 58.75/24.14  																																									|-Branch two:
% 58.75/24.14  																																									| (707)  ~ (unit = e2)
% 58.75/24.14  																																									| (708) unit = e4 | unit = e3 | unit = e1 | unit = e0
% 58.75/24.14  																																									|
% 58.75/24.14  																																										+-Applying beta-rule and splitting (708), into two cases.
% 58.75/24.14  																																										|-Branch one:
% 58.75/24.14  																																										| (709) unit = e4
% 58.75/24.14  																																										|
% 58.75/24.14  																																											| From (709) and (211) follows:
% 58.75/24.14  																																											| (22527) op(e4, e1) = e1
% 58.75/24.14  																																											|
% 58.75/24.14  																																											| From (709) and (42) follows:
% 58.75/24.14  																																											| (713) op(e0, e4) = e0
% 58.75/24.14  																																											|
% 58.75/24.14  																																											| Instantiating formula (29) with e4, e1, e1, e3 and discharging atoms op(e4, e1) = e3, op(e4, e1) = e1, yields:
% 58.75/24.14  																																											| (455) e3 = e1
% 58.75/24.14  																																											|
% 58.75/24.14  																																											| Instantiating formula (29) with e0, e4, e0, e3 and discharging atoms op(e0, e4) = e3, op(e0, e4) = e0, yields:
% 58.75/24.14  																																											| (676) e3 = e0
% 58.75/24.14  																																											|
% 58.75/24.14  																																											| Combining equations (455,676) yields a new equation:
% 58.75/24.14  																																											| (546) e1 = e0
% 58.75/24.14  																																											|
% 58.75/24.14  																																											| Simplifying 546 yields:
% 58.75/24.14  																																											| (431) e1 = e0
% 58.75/24.14  																																											|
% 58.75/24.14  																																											| Equations (431) can reduce 233 to:
% 58.75/24.14  																																											| (266) $false
% 58.75/24.14  																																											|
% 58.75/24.14  																																											|-The branch is then unsatisfiable
% 58.75/24.14  																																										|-Branch two:
% 58.75/24.14  																																										| (724)  ~ (unit = e4)
% 58.75/24.14  																																										| (725) unit = e3 | unit = e1 | unit = e0
% 58.75/24.14  																																										|
% 58.75/24.14  																																											+-Applying beta-rule and splitting (725), into two cases.
% 58.75/24.14  																																											|-Branch one:
% 58.75/24.14  																																											| (726) unit = e0
% 58.75/24.14  																																											|
% 58.75/24.14  																																												| Equations (726) can reduce 707 to:
% 58.75/24.14  																																												| (365)  ~ (e2 = e0)
% 58.75/24.14  																																												|
% 58.75/24.14  																																												| Simplifying 365 yields:
% 58.75/24.14  																																												| (128)  ~ (e2 = e0)
% 58.75/24.14  																																												|
% 58.75/24.14  																																												| From (726) and (42) follows:
% 58.75/24.14  																																												| (728) op(e0, e0) = e0
% 58.75/24.14  																																												|
% 58.75/24.14  																																												| Instantiating formula (29) with e0, e0, e0, e2 and discharging atoms op(e0, e0) = e2, op(e0, e0) = e0, yields:
% 58.75/24.14  																																												| (330) e2 = e0
% 58.75/24.14  																																												|
% 58.75/24.14  																																												| Equations (330) can reduce 128 to:
% 58.75/24.14  																																												| (266) $false
% 58.75/24.14  																																												|
% 58.75/24.14  																																												|-The branch is then unsatisfiable
% 58.75/24.14  																																											|-Branch two:
% 58.75/24.14  																																											| (734)  ~ (unit = e0)
% 58.75/24.14  																																											| (735) unit = e3 | unit = e1
% 58.75/24.14  																																											|
% 58.75/24.14  																																												+-Applying beta-rule and splitting (735), into two cases.
% 58.75/24.14  																																												|-Branch one:
% 58.75/24.14  																																												| (736) unit = e1
% 58.75/24.14  																																												|
% 58.75/24.14  																																													| Equations (736) can reduce 734 to:
% 58.75/24.14  																																													| (233)  ~ (e1 = e0)
% 58.75/24.14  																																													|
% 58.75/24.14  																																													| From (736) and (244) follows:
% 58.75/24.14  																																													| (738) op(e1, e4) = e4
% 58.75/24.14  																																													|
% 58.75/24.14  																																													| From (736) and (24) follows:
% 58.75/24.14  																																													| (1934) op(e1, e3) = e3
% 58.75/24.14  																																													|
% 58.75/24.14  																																													| From (736) and (15) follows:
% 58.75/24.14  																																													| (515) op(e1, e2) = e2
% 58.75/24.14  																																													|
% 58.75/24.14  																																													| From (736) and (227) follows:
% 58.75/24.14  																																													| (739) op(e4, e1) = e4
% 58.75/24.14  																																													|
% 58.75/24.14  																																													| Instantiating formula (29) with e4, e1, e4, e3 and discharging atoms op(e4, e1) = e4, op(e4, e1) = e3, yields:
% 58.75/24.14  																																													| (425) e4 = e3
% 58.75/24.14  																																													|
% 58.75/24.14  																																													| Instantiating formula (29) with e1, e4, e4, e0 and discharging atoms op(e1, e4) = e4, op(e1, e4) = e0, yields:
% 58.75/24.14  																																													| (397) e4 = e0
% 58.75/24.14  																																													|
% 58.75/24.14  																																													| Instantiating formula (29) with e1, e3, e3, e2 and discharging atoms op(e1, e3) = e3, op(e1, e3) = e2, yields:
% 58.75/24.14  																																													| (662) e3 = e2
% 58.75/24.14  																																													|
% 58.75/24.14  																																													| Instantiating formula (29) with e1, e2, e2, e1 and discharging atoms op(e1, e2) = e2, op(e1, e2) = e1, yields:
% 58.75/24.14  																																													| (617) e2 = e1
% 58.75/24.14  																																													|
% 58.75/24.14  																																													| Combining equations (425,397) yields a new equation:
% 58.75/24.14  																																													| (675) e3 = e0
% 58.75/24.14  																																													|
% 58.75/24.15  																																													| Simplifying 675 yields:
% 58.75/24.15  																																													| (676) e3 = e0
% 58.75/24.15  																																													|
% 58.75/24.15  																																													| Combining equations (662,676) yields a new equation:
% 58.75/24.15  																																													| (391) e2 = e0
% 58.75/24.15  																																													|
% 58.75/24.15  																																													| Simplifying 391 yields:
% 58.75/24.15  																																													| (330) e2 = e0
% 58.75/24.15  																																													|
% 58.75/24.15  																																													| Combining equations (330,617) yields a new equation:
% 58.75/24.15  																																													| (431) e1 = e0
% 58.75/24.15  																																													|
% 58.75/24.15  																																													| Equations (431) can reduce 233 to:
% 58.75/24.15  																																													| (266) $false
% 58.75/24.15  																																													|
% 58.75/24.15  																																													|-The branch is then unsatisfiable
% 58.75/24.15  																																												|-Branch two:
% 58.75/24.15  																																												| (748)  ~ (unit = e1)
% 58.75/24.15  																																												| (749) unit = e3
% 58.75/24.15  																																												|
% 58.75/24.15  																																													| From (749) and (15) follows:
% 58.75/24.15  																																													| (751) op(e3, e2) = e2
% 58.75/24.15  																																													|
% 58.75/24.15  																																													| From (749) and (28) follows:
% 58.75/24.15  																																													| (2235) op(e1, e3) = e1
% 58.75/24.15  																																													|
% 58.75/24.15  																																													| From (749) and (42) follows:
% 58.75/24.15  																																													| (752) op(e0, e3) = e0
% 58.75/24.15  																																													|
% 58.75/24.15  																																													| Instantiating formula (29) with e3, e2, e2, e4 and discharging atoms op(e3, e2) = e4, op(e3, e2) = e2, yields:
% 58.75/24.15  																																													| (323) e4 = e2
% 58.75/24.15  																																													|
% 58.75/24.15  																																													| Instantiating formula (29) with e1, e3, e1, e2 and discharging atoms op(e1, e3) = e2, op(e1, e3) = e1, yields:
% 58.75/24.15  																																													| (617) e2 = e1
% 58.75/24.15  																																													|
% 58.75/24.15  																																													| Instantiating formula (29) with e0, e3, e0, e4 and discharging atoms op(e0, e3) = e4, op(e0, e3) = e0, yields:
% 58.75/24.15  																																													| (397) e4 = e0
% 58.75/24.15  																																													|
% 58.75/24.15  																																													| Combining equations (397,323) yields a new equation:
% 58.75/24.15  																																													| (330) e2 = e0
% 58.75/24.15  																																													|
% 58.75/24.15  																																													| Combining equations (330,617) yields a new equation:
% 58.75/24.15  																																													| (431) e1 = e0
% 58.75/24.15  																																													|
% 58.75/24.15  																																													| Equations (431) can reduce 233 to:
% 58.75/24.15  																																													| (266) $false
% 58.75/24.15  																																													|
% 58.75/24.15  																																													|-The branch is then unsatisfiable
% 58.75/24.15  																																								|-Branch two:
% 58.75/24.15  																																								| (464)  ~ (all_0_51_51 = e1)
% 58.75/24.15  																																								| (1202) all_0_52_52 = e1 | all_0_53_53 = e1
% 58.75/24.15  																																								|
% 58.75/24.15  																																									+-Applying beta-rule and splitting (1202), into two cases.
% 58.75/24.15  																																									|-Branch one:
% 58.75/24.15  																																									| (642) all_0_52_52 = e1
% 58.75/24.15  																																									|
% 58.75/24.15  																																										| Combining equations (565,642) yields a new equation:
% 58.75/24.15  																																										| (636) e4 = e1
% 58.75/24.15  																																										|
% 58.75/24.15  																																										| Simplifying 636 yields:
% 58.75/24.15  																																										| (630) e4 = e1
% 58.75/24.15  																																										|
% 58.75/24.15  																																										| Equations (630) can reduce 110 to:
% 58.75/24.15  																																										| (266) $false
% 58.75/24.15  																																										|
% 58.75/24.15  																																										|-The branch is then unsatisfiable
% 58.75/24.15  																																									|-Branch two:
% 58.75/24.15  																																									| (646)  ~ (all_0_52_52 = e1)
% 58.75/24.15  																																									| (1208) all_0_53_53 = e1
% 58.75/24.15  																																									|
% 58.75/24.15  																																										| Equations (1208) can reduce 1459 to:
% 58.75/24.15  																																										| (266) $false
% 58.75/24.15  																																										|
% 58.75/24.15  																																										|-The branch is then unsatisfiable
% 58.75/24.15  																																							|-Branch two:
% 58.75/24.15  																																							| (549)  ~ (all_0_46_46 = e1)
% 58.75/24.15  																																							| (600) all_0_50_50 = e1 | all_0_55_55 = e1
% 58.75/24.15  																																							|
% 58.75/24.15  																																								+-Applying beta-rule and splitting (600), into two cases.
% 58.75/24.15  																																								|-Branch one:
% 58.75/24.15  																																								| (601) all_0_50_50 = e1
% 58.75/24.15  																																								|
% 58.75/24.15  																																									| Combining equations (378,601) yields a new equation:
% 58.75/24.15  																																									| (616) e2 = e1
% 58.75/24.15  																																									|
% 58.75/24.15  																																									| Simplifying 616 yields:
% 58.75/24.15  																																									| (617) e2 = e1
% 58.75/24.15  																																									|
% 58.75/24.15  																																									| Equations (617) can reduce 122 to:
% 58.75/24.15  																																									| (266) $false
% 58.75/24.15  																																									|
% 58.75/24.15  																																									|-The branch is then unsatisfiable
% 58.75/24.15  																																								|-Branch two:
% 58.75/24.15  																																								| (759)  ~ (all_0_50_50 = e1)
% 58.75/24.15  																																								| (629) all_0_55_55 = e1
% 58.75/24.15  																																								|
% 58.75/24.15  																																									| Combining equations (629,587) yields a new equation:
% 58.75/24.15  																																									| (630) e4 = e1
% 58.75/24.15  																																									|
% 58.75/24.15  																																									| Equations (630) can reduce 110 to:
% 58.75/24.15  																																									| (266) $false
% 58.75/24.15  																																									|
% 58.75/24.15  																																									|-The branch is then unsatisfiable
% 58.75/24.15  																															|-Branch two:
% 58.75/24.15  																															| (1898)  ~ (all_0_41_41 = e3)
% 58.75/24.15  																															| (1899) all_0_42_42 = e3 | all_0_44_44 = e3
% 58.75/24.15  																															|
% 58.75/24.15  																																+-Applying beta-rule and splitting (144), into two cases.
% 58.75/24.15  																																|-Branch one:
% 58.75/24.15  																																| (403) all_0_41_41 = e3
% 58.75/24.15  																																|
% 58.75/24.15  																																	| Equations (403) can reduce 1898 to:
% 58.75/24.15  																																	| (266) $false
% 58.75/24.15  																																	|
% 58.75/24.15  																																	|-The branch is then unsatisfiable
% 58.75/24.15  																																|-Branch two:
% 58.75/24.15  																																| (1898)  ~ (all_0_41_41 = e3)
% 58.75/24.15  																																| (1923) all_0_46_46 = e3 | all_0_50_50 = e3 | all_0_55_55 = e3
% 58.75/24.15  																																|
% 58.75/24.15  																																	+-Applying beta-rule and splitting (1923), into two cases.
% 58.75/24.15  																																	|-Branch one:
% 58.75/24.15  																																	| (1557) all_0_46_46 = e3
% 58.75/24.15  																																	|
% 58.75/24.15  																																		| Equations (1557) can reduce 19 to:
% 58.75/24.15  																																		| (2538)  ~ (all_0_47_47 = e3)
% 58.75/24.15  																																		|
% 58.75/24.15  																																		| Simplifying 2538 yields:
% 58.75/24.15  																																		| (1091)  ~ (all_0_47_47 = e3)
% 58.75/24.15  																																		|
% 58.75/24.15  																																		| Equations (1557) can reduce 250 to:
% 58.75/24.15  																																		| (277)  ~ (e4 = e3)
% 58.75/24.15  																																		|
% 58.75/24.15  																																		| Simplifying 277 yields:
% 58.75/24.15  																																		| (188)  ~ (e4 = e3)
% 58.75/24.15  																																		|
% 58.75/24.15  																																		| Equations (1557) can reduce 831 to:
% 58.75/24.15  																																		| (80)  ~ (e3 = e0)
% 58.75/24.15  																																		|
% 58.75/24.15  																																		| From (1557) and (120) follows:
% 58.75/24.15  																																		| (697) op(e2, e3) = e3
% 58.75/24.15  																																		|
% 58.75/24.15  																																		+-Applying beta-rule and splitting (135), into two cases.
% 58.75/24.15  																																		|-Branch one:
% 58.75/24.15  																																		| (545) all_0_46_46 = e1
% 58.75/24.15  																																		|
% 58.75/24.15  																																			| Combining equations (545,1557) yields a new equation:
% 58.75/24.15  																																			| (455) e3 = e1
% 58.75/24.15  																																			|
% 58.75/24.15  																																			| Equations (455) can reduce 213 to:
% 58.75/24.15  																																			| (266) $false
% 58.75/24.15  																																			|
% 58.75/24.15  																																			|-The branch is then unsatisfiable
% 58.75/24.15  																																		|-Branch two:
% 58.75/24.15  																																		| (549)  ~ (all_0_46_46 = e1)
% 58.75/24.15  																																		| (550) all_0_47_47 = e1 | all_0_48_48 = e1 | all_0_49_49 = e1
% 58.75/24.15  																																		|
% 58.75/24.15  																																			+-Applying beta-rule and splitting (18), into two cases.
% 58.75/24.15  																																			|-Branch one:
% 58.75/24.15  																																			| (453) all_0_41_41 = e1
% 58.75/24.15  																																			|
% 58.75/24.15  																																				| Equations (453) can reduce 149 to:
% 58.75/24.15  																																				| (4057)  ~ (all_0_44_44 = e1)
% 58.75/24.15  																																				|
% 58.75/24.15  																																				| Simplifying 4057 yields:
% 58.75/24.15  																																				| (639)  ~ (all_0_44_44 = e1)
% 58.75/24.15  																																				|
% 58.75/24.15  																																				| Equations (453) can reduce 85 to:
% 58.75/24.15  																																				| (604)  ~ (e2 = e1)
% 58.75/24.15  																																				|
% 58.75/24.15  																																				| Simplifying 604 yields:
% 58.75/24.15  																																				| (122)  ~ (e2 = e1)
% 58.75/24.15  																																				|
% 58.75/24.15  																																				| Equations (453) can reduce 357 to:
% 58.75/24.15  																																				| (233)  ~ (e1 = e0)
% 58.75/24.15  																																				|
% 58.75/24.15  																																				| From (453) and (219) follows:
% 58.75/24.15  																																				| (12512) op(e3, e3) = e1
% 58.75/24.15  																																				|
% 58.75/24.15  																																				+-Applying beta-rule and splitting (550), into two cases.
% 58.75/24.15  																																				|-Branch one:
% 58.75/24.15  																																				| (654) all_0_47_47 = e1
% 58.75/24.15  																																				|
% 58.75/24.15  																																					| Equations (654) can reduce 1091 to:
% 58.75/24.15  																																					| (467)  ~ (e3 = e1)
% 58.75/24.15  																																					|
% 58.75/24.15  																																					| Simplifying 467 yields:
% 58.75/24.15  																																					| (213)  ~ (e3 = e1)
% 58.75/24.15  																																					|
% 58.75/24.15  																																					| Equations (654) can reduce 338 to:
% 58.75/24.15  																																					| (604)  ~ (e2 = e1)
% 58.75/24.15  																																					|
% 58.75/24.15  																																					| Simplifying 604 yields:
% 58.75/24.15  																																					| (122)  ~ (e2 = e1)
% 58.75/24.15  																																					|
% 58.75/24.15  																																					| Equations (654) can reduce 678 to:
% 58.75/24.15  																																					| (233)  ~ (e1 = e0)
% 58.75/24.15  																																					|
% 58.75/24.15  																																					+-Applying beta-rule and splitting (180), into two cases.
% 58.75/24.15  																																					|-Branch one:
% 58.75/24.15  																																					| (516) all_0_42_42 = e3
% 58.75/24.15  																																					|
% 58.75/24.15  																																						| Combining equations (516,1392) yields a new equation:
% 58.75/24.15  																																						| (425) e4 = e3
% 58.75/24.15  																																						|
% 58.75/24.15  																																						| Equations (425) can reduce 188 to:
% 58.75/24.15  																																						| (266) $false
% 58.75/24.15  																																						|
% 58.75/24.15  																																						|-The branch is then unsatisfiable
% 58.75/24.15  																																					|-Branch two:
% 58.75/24.15  																																					| (405)  ~ (all_0_42_42 = e3)
% 58.75/24.15  																																					| (521) all_0_47_47 = e3 | all_0_51_51 = e3 | all_0_56_56 = e3
% 58.75/24.15  																																					|
% 58.75/24.15  																																						+-Applying beta-rule and splitting (521), into two cases.
% 58.75/24.15  																																						|-Branch one:
% 58.75/24.15  																																						| (522) all_0_47_47 = e3
% 58.75/24.15  																																						|
% 58.75/24.15  																																							| Combining equations (522,654) yields a new equation:
% 58.75/24.15  																																							| (454) e3 = e1
% 58.75/24.15  																																							|
% 58.75/24.15  																																							| Simplifying 454 yields:
% 58.75/24.15  																																							| (455) e3 = e1
% 58.75/24.15  																																							|
% 58.75/24.15  																																							| Equations (455) can reduce 213 to:
% 58.75/24.15  																																							| (266) $false
% 58.75/24.15  																																							|
% 58.75/24.15  																																							|-The branch is then unsatisfiable
% 58.75/24.15  																																						|-Branch two:
% 58.75/24.15  																																						| (1091)  ~ (all_0_47_47 = e3)
% 58.75/24.15  																																						| (1092) all_0_51_51 = e3 | all_0_56_56 = e3
% 58.75/24.15  																																						|
% 58.75/24.15  																																							+-Applying beta-rule and splitting (1092), into two cases.
% 58.75/24.15  																																							|-Branch one:
% 58.75/24.15  																																							| (660) all_0_51_51 = e3
% 58.75/24.15  																																							|
% 58.75/24.15  																																								| Equations (660) can reduce 475 to:
% 58.75/24.15  																																								| (277)  ~ (e4 = e3)
% 58.75/24.15  																																								|
% 58.75/24.15  																																								| Simplifying 277 yields:
% 58.75/24.15  																																								| (188)  ~ (e4 = e3)
% 58.75/24.15  																																								|
% 58.75/24.15  																																								| From (660) and (186) follows:
% 58.75/24.15  																																								| (1552) op(e1, e2) = e3
% 58.75/24.15  																																								|
% 58.75/24.15  																																								+-Applying beta-rule and splitting (1899), into two cases.
% 58.75/24.15  																																								|-Branch one:
% 58.75/24.15  																																								| (516) all_0_42_42 = e3
% 58.75/24.15  																																								|
% 58.75/24.15  																																									| Combining equations (516,1392) yields a new equation:
% 58.75/24.15  																																									| (425) e4 = e3
% 58.75/24.15  																																									|
% 58.75/24.15  																																									| Equations (425) can reduce 188 to:
% 58.75/24.15  																																									| (266) $false
% 58.75/24.15  																																									|
% 58.75/24.15  																																									|-The branch is then unsatisfiable
% 58.75/24.15  																																								|-Branch two:
% 58.75/24.15  																																								| (405)  ~ (all_0_42_42 = e3)
% 58.75/24.15  																																								| (532) all_0_44_44 = e3
% 58.75/24.15  																																								|
% 58.75/24.15  																																									| Equations (532) can reduce 639 to:
% 58.75/24.15  																																									| (213)  ~ (e3 = e1)
% 58.75/24.15  																																									|
% 58.75/24.15  																																									| From (532) and (138) follows:
% 58.75/24.15  																																									| (1639) op(e3, e0) = e3
% 58.75/24.15  																																									|
% 58.75/24.15  																																									+-Applying beta-rule and splitting (160), into two cases.
% 58.75/24.15  																																									|-Branch one:
% 58.75/24.15  																																									| (601) all_0_50_50 = e1
% 58.75/24.15  																																									|
% 58.75/24.15  																																										| Combining equations (378,601) yields a new equation:
% 58.75/24.15  																																										| (616) e2 = e1
% 58.75/24.15  																																										|
% 58.75/24.15  																																										| Simplifying 616 yields:
% 58.75/24.15  																																										| (617) e2 = e1
% 58.75/24.15  																																										|
% 58.75/24.15  																																										| Equations (617) can reduce 122 to:
% 58.75/24.15  																																										| (266) $false
% 58.75/24.15  																																										|
% 58.75/24.15  																																										|-The branch is then unsatisfiable
% 58.75/24.15  																																									|-Branch two:
% 58.75/24.15  																																									| (759)  ~ (all_0_50_50 = e1)
% 58.75/24.15  																																									| (1168) all_0_51_51 = e1 | all_0_52_52 = e1 | all_0_53_53 = e1
% 58.75/24.15  																																									|
% 58.75/24.15  																																										| Equations (378) can reduce 759 to:
% 58.75/24.15  																																										| (122)  ~ (e2 = e1)
% 58.75/24.15  																																										|
% 58.75/24.15  																																										+-Applying beta-rule and splitting (112), into two cases.
% 58.75/24.15  																																										|-Branch one:
% 58.75/24.15  																																										| (635) all_0_44_44 = e1
% 58.75/24.15  																																										|
% 58.75/24.15  																																											| Combining equations (635,532) yields a new equation:
% 58.75/24.15  																																											| (455) e3 = e1
% 58.75/24.15  																																											|
% 58.75/24.15  																																											| Equations (455) can reduce 213 to:
% 58.75/24.15  																																											| (266) $false
% 58.75/24.15  																																											|
% 58.75/24.15  																																											|-The branch is then unsatisfiable
% 58.75/24.15  																																										|-Branch two:
% 58.75/24.15  																																										| (639)  ~ (all_0_44_44 = e1)
% 58.75/24.15  																																										| (640) all_0_49_49 = e1 | all_0_53_53 = e1 | all_0_58_58 = e1
% 58.75/24.15  																																										|
% 58.75/24.15  																																											+-Applying beta-rule and splitting (196), into two cases.
% 58.75/24.15  																																											|-Branch one:
% 58.75/24.15  																																											| (607) all_0_53_53 = e2
% 58.75/24.15  																																											|
% 58.75/24.15  																																												| Equations (607) can reduce 509 to:
% 58.75/24.15  																																												| (266) $false
% 58.75/24.15  																																												|
% 58.75/24.15  																																												|-The branch is then unsatisfiable
% 58.75/24.15  																																											|-Branch two:
% 58.75/24.15  																																											| (509)  ~ (all_0_53_53 = e2)
% 58.75/24.15  																																											| (610) all_0_53_53 = e4 | all_0_53_53 = e3 | all_0_53_53 = e1
% 58.75/24.15  																																											|
% 58.75/24.15  																																												+-Applying beta-rule and splitting (640), into two cases.
% 58.75/24.15  																																												|-Branch one:
% 58.75/24.15  																																												| (671) all_0_49_49 = e1
% 58.75/24.15  																																												|
% 58.75/24.15  																																													| Combining equations (978,671) yields a new equation:
% 58.75/24.15  																																													| (431) e1 = e0
% 58.75/24.15  																																													|
% 58.75/24.15  																																													| Equations (431) can reduce 233 to:
% 58.75/24.15  																																													| (266) $false
% 58.75/24.15  																																													|
% 58.75/24.15  																																													|-The branch is then unsatisfiable
% 58.75/24.15  																																												|-Branch two:
% 58.75/24.15  																																												| (1064)  ~ (all_0_49_49 = e1)
% 58.75/24.15  																																												| (2141) all_0_53_53 = e1 | all_0_58_58 = e1
% 58.75/24.15  																																												|
% 58.75/24.15  																																													+-Applying beta-rule and splitting (2141), into two cases.
% 58.75/24.15  																																													|-Branch one:
% 58.75/24.15  																																													| (1208) all_0_53_53 = e1
% 58.75/24.15  																																													|
% 58.75/24.15  																																														| Equations (1208) can reduce 509 to:
% 58.75/24.15  																																														| (604)  ~ (e2 = e1)
% 58.75/24.15  																																														|
% 58.75/24.15  																																														| Simplifying 604 yields:
% 58.75/24.15  																																														| (122)  ~ (e2 = e1)
% 58.75/24.15  																																														|
% 58.75/24.15  																																														| Equations (1208) can reduce 247 to:
% 58.75/24.15  																																														| (233)  ~ (e1 = e0)
% 58.75/24.15  																																														|
% 58.75/24.15  																																														+-Applying beta-rule and splitting (56), into two cases.
% 58.75/24.15  																																														|-Branch one:
% 58.75/24.15  																																														| (696) unit = e2
% 58.75/24.15  																																														|
% 58.75/24.15  																																															| From (696) and (227) follows:
% 58.75/24.15  																																															| (4284) op(e4, e2) = e4
% 58.75/24.15  																																															|
% 58.75/24.15  																																															| From (696) and (40) follows:
% 58.75/24.15  																																															| (4285) op(e3, e2) = e3
% 58.75/24.15  																																															|
% 58.75/24.15  																																															| From (696) and (28) follows:
% 58.75/24.15  																																															| (699) op(e1, e2) = e1
% 58.75/24.15  																																															|
% 58.75/24.15  																																															| Instantiating formula (29) with e4, e2, e4, e2 and discharging atoms op(e4, e2) = e4, op(e4, e2) = e2, yields:
% 58.75/24.15  																																															| (323) e4 = e2
% 58.75/24.15  																																															|
% 58.75/24.15  																																															| Instantiating formula (29) with e3, e2, e3, e4 and discharging atoms op(e3, e2) = e4, op(e3, e2) = e3, yields:
% 58.75/24.15  																																															| (425) e4 = e3
% 58.75/24.15  																																															|
% 58.75/24.15  																																															| Instantiating formula (29) with e1, e2, e1, e3 and discharging atoms op(e1, e2) = e3, op(e1, e2) = e1, yields:
% 58.75/24.15  																																															| (455) e3 = e1
% 58.75/24.15  																																															|
% 58.75/24.15  																																															| Combining equations (323,425) yields a new equation:
% 58.75/24.15  																																															| (662) e3 = e2
% 58.75/24.15  																																															|
% 58.75/24.15  																																															| Combining equations (662,455) yields a new equation:
% 58.75/24.15  																																															| (616) e2 = e1
% 58.75/24.15  																																															|
% 58.75/24.15  																																															| Simplifying 616 yields:
% 58.75/24.15  																																															| (617) e2 = e1
% 58.75/24.15  																																															|
% 58.75/24.15  																																															| Equations (617) can reduce 122 to:
% 58.75/24.15  																																															| (266) $false
% 58.75/24.15  																																															|
% 58.75/24.15  																																															|-The branch is then unsatisfiable
% 58.75/24.15  																																														|-Branch two:
% 58.75/24.15  																																														| (707)  ~ (unit = e2)
% 58.75/24.15  																																														| (708) unit = e4 | unit = e3 | unit = e1 | unit = e0
% 58.75/24.15  																																														|
% 58.75/24.15  																																															+-Applying beta-rule and splitting (708), into two cases.
% 58.75/24.15  																																															|-Branch one:
% 58.75/24.15  																																															| (709) unit = e4
% 58.75/24.15  																																															|
% 58.75/24.15  																																																| From (709) and (211) follows:
% 58.75/24.15  																																																| (22527) op(e4, e1) = e1
% 58.75/24.15  																																																|
% 58.75/24.15  																																																| From (709) and (42) follows:
% 58.75/24.15  																																																| (713) op(e0, e4) = e0
% 58.75/24.15  																																																|
% 58.75/24.15  																																																| Instantiating formula (29) with e4, e1, e1, e3 and discharging atoms op(e4, e1) = e3, op(e4, e1) = e1, yields:
% 58.75/24.15  																																																| (455) e3 = e1
% 58.75/24.15  																																																|
% 58.75/24.15  																																																| Instantiating formula (29) with e0, e4, e0, e3 and discharging atoms op(e0, e4) = e3, op(e0, e4) = e0, yields:
% 58.75/24.15  																																																| (676) e3 = e0
% 58.75/24.15  																																																|
% 58.75/24.15  																																																| Combining equations (455,676) yields a new equation:
% 58.75/24.15  																																																| (546) e1 = e0
% 58.75/24.15  																																																|
% 58.75/24.15  																																																| Simplifying 546 yields:
% 58.75/24.15  																																																| (431) e1 = e0
% 58.75/24.15  																																																|
% 58.75/24.15  																																																| Equations (431) can reduce 233 to:
% 58.75/24.15  																																																| (266) $false
% 58.75/24.15  																																																|
% 58.75/24.15  																																																|-The branch is then unsatisfiable
% 58.75/24.15  																																															|-Branch two:
% 58.75/24.15  																																															| (724)  ~ (unit = e4)
% 58.75/24.15  																																															| (725) unit = e3 | unit = e1 | unit = e0
% 58.75/24.15  																																															|
% 58.75/24.15  																																																+-Applying beta-rule and splitting (725), into two cases.
% 58.75/24.15  																																																|-Branch one:
% 58.75/24.15  																																																| (726) unit = e0
% 58.75/24.15  																																																|
% 58.75/24.15  																																																	| Equations (726) can reduce 707 to:
% 58.75/24.15  																																																	| (365)  ~ (e2 = e0)
% 58.75/24.15  																																																	|
% 58.75/24.15  																																																	| Simplifying 365 yields:
% 58.75/24.15  																																																	| (128)  ~ (e2 = e0)
% 58.75/24.15  																																																	|
% 58.75/24.15  																																																	| From (726) and (42) follows:
% 58.75/24.15  																																																	| (728) op(e0, e0) = e0
% 58.75/24.15  																																																	|
% 58.75/24.15  																																																	| Instantiating formula (29) with e0, e0, e0, e2 and discharging atoms op(e0, e0) = e2, op(e0, e0) = e0, yields:
% 58.75/24.15  																																																	| (330) e2 = e0
% 58.75/24.15  																																																	|
% 58.75/24.15  																																																	| Equations (330) can reduce 128 to:
% 58.75/24.15  																																																	| (266) $false
% 58.75/24.15  																																																	|
% 58.75/24.15  																																																	|-The branch is then unsatisfiable
% 58.75/24.15  																																																|-Branch two:
% 58.75/24.15  																																																| (734)  ~ (unit = e0)
% 58.75/24.15  																																																| (735) unit = e3 | unit = e1
% 58.75/24.15  																																																|
% 58.75/24.15  																																																	+-Applying beta-rule and splitting (735), into two cases.
% 58.75/24.15  																																																	|-Branch one:
% 58.75/24.15  																																																	| (736) unit = e1
% 58.75/24.15  																																																	|
% 58.75/24.15  																																																		| Equations (736) can reduce 734 to:
% 58.75/24.15  																																																		| (233)  ~ (e1 = e0)
% 58.75/24.15  																																																		|
% 58.75/24.15  																																																		| From (736) and (244) follows:
% 58.75/24.15  																																																		| (738) op(e1, e4) = e4
% 58.75/24.15  																																																		|
% 58.75/24.15  																																																		| From (736) and (15) follows:
% 58.75/24.15  																																																		| (515) op(e1, e2) = e2
% 58.75/24.15  																																																		|
% 58.75/24.15  																																																		| From (736) and (227) follows:
% 58.75/24.15  																																																		| (739) op(e4, e1) = e4
% 58.75/24.15  																																																		|
% 58.75/24.15  																																																		| From (736) and (28) follows:
% 58.75/24.15  																																																		| (740) op(e1, e1) = e1
% 58.75/24.15  																																																		|
% 58.75/24.15  																																																		| Instantiating formula (29) with e4, e1, e4, e3 and discharging atoms op(e4, e1) = e4, op(e4, e1) = e3, yields:
% 58.75/24.15  																																																		| (425) e4 = e3
% 58.75/24.15  																																																		|
% 58.75/24.15  																																																		| Instantiating formula (29) with e1, e4, e4, e0 and discharging atoms op(e1, e4) = e4, op(e1, e4) = e0, yields:
% 58.75/24.15  																																																		| (397) e4 = e0
% 58.75/24.15  																																																		|
% 58.75/24.15  																																																		| Instantiating formula (29) with e1, e2, e2, e3 and discharging atoms op(e1, e2) = e3, op(e1, e2) = e2, yields:
% 58.75/24.15  																																																		| (662) e3 = e2
% 58.75/24.15  																																																		|
% 58.75/24.15  																																																		| Instantiating formula (29) with e1, e1, e1, e4 and discharging atoms op(e1, e1) = e4, op(e1, e1) = e1, yields:
% 58.75/24.15  																																																		| (630) e4 = e1
% 58.75/24.15  																																																		|
% 58.75/24.15  																																																		| Combining equations (630,425) yields a new equation:
% 58.75/24.15  																																																		| (455) e3 = e1
% 58.75/24.15  																																																		|
% 58.75/24.15  																																																		| Combining equations (397,425) yields a new equation:
% 58.75/24.15  																																																		| (676) e3 = e0
% 58.75/24.15  																																																		|
% 58.75/24.15  																																																		| Combining equations (455,662) yields a new equation:
% 58.75/24.15  																																																		| (617) e2 = e1
% 58.75/24.15  																																																		|
% 58.75/24.15  																																																		| Combining equations (676,662) yields a new equation:
% 58.75/24.15  																																																		| (330) e2 = e0
% 58.75/24.15  																																																		|
% 58.75/24.15  																																																		| Combining equations (617,330) yields a new equation:
% 58.75/24.15  																																																		| (546) e1 = e0
% 58.75/24.15  																																																		|
% 58.75/24.15  																																																		| Simplifying 546 yields:
% 58.75/24.15  																																																		| (431) e1 = e0
% 58.75/24.15  																																																		|
% 58.75/24.16  																																																		| Equations (431) can reduce 233 to:
% 58.75/24.16  																																																		| (266) $false
% 58.75/24.16  																																																		|
% 58.75/24.16  																																																		|-The branch is then unsatisfiable
% 58.75/24.16  																																																	|-Branch two:
% 58.75/24.16  																																																	| (748)  ~ (unit = e1)
% 58.75/24.16  																																																	| (749) unit = e3
% 58.75/24.16  																																																	|
% 58.75/24.16  																																																		| From (749) and (209) follows:
% 58.75/24.16  																																																		| (1667) op(e3, e0) = e0
% 58.75/24.16  																																																		|
% 58.75/24.16  																																																		| From (749) and (40) follows:
% 58.75/24.16  																																																		| (3715) op(e3, e3) = e3
% 58.75/24.16  																																																		|
% 58.75/24.16  																																																		| From (749) and (32) follows:
% 58.75/24.16  																																																		| (5793) op(e2, e3) = e2
% 58.75/24.16  																																																		|
% 58.75/24.16  																																																		| Instantiating formula (29) with e3, e3, e3, e1 and discharging atoms op(e3, e3) = e3, op(e3, e3) = e1, yields:
% 58.75/24.16  																																																		| (455) e3 = e1
% 58.75/24.16  																																																		|
% 58.75/24.16  																																																		| Instantiating formula (29) with e3, e0, e0, e3 and discharging atoms op(e3, e0) = e3, op(e3, e0) = e0, yields:
% 58.75/24.16  																																																		| (676) e3 = e0
% 58.75/24.16  																																																		|
% 58.75/24.16  																																																		| Instantiating formula (29) with e2, e3, e2, e3 and discharging atoms op(e2, e3) = e3, op(e2, e3) = e2, yields:
% 58.75/24.16  																																																		| (662) e3 = e2
% 58.75/24.16  																																																		|
% 58.75/24.16  																																																		| Combining equations (455,662) yields a new equation:
% 58.75/24.16  																																																		| (617) e2 = e1
% 58.75/24.16  																																																		|
% 58.75/24.16  																																																		| Combining equations (676,662) yields a new equation:
% 58.75/24.16  																																																		| (330) e2 = e0
% 58.75/24.16  																																																		|
% 58.75/24.16  																																																		| Combining equations (330,617) yields a new equation:
% 58.75/24.16  																																																		| (431) e1 = e0
% 58.75/24.16  																																																		|
% 58.75/24.16  																																																		| Equations (431) can reduce 233 to:
% 58.75/24.16  																																																		| (266) $false
% 58.75/24.16  																																																		|
% 58.75/24.16  																																																		|-The branch is then unsatisfiable
% 58.75/24.16  																																													|-Branch two:
% 58.75/24.16  																																													| (1459)  ~ (all_0_53_53 = e1)
% 58.75/24.16  																																													| (918) all_0_58_58 = e1
% 58.75/24.16  																																													|
% 58.75/24.16  																																														| Combining equations (918,624) yields a new equation:
% 58.75/24.16  																																														| (617) e2 = e1
% 58.75/24.16  																																														|
% 58.75/24.16  																																														| Equations (617) can reduce 122 to:
% 58.75/24.16  																																														| (266) $false
% 58.75/24.16  																																														|
% 58.75/24.16  																																														|-The branch is then unsatisfiable
% 58.75/24.16  																																							|-Branch two:
% 58.75/24.16  																																							| (664)  ~ (all_0_51_51 = e3)
% 58.75/24.16  																																							| (1097) all_0_56_56 = e3
% 58.75/24.16  																																							|
% 58.75/24.16  																																								| Combining equations (679,1097) yields a new equation:
% 58.75/24.16  																																								| (676) e3 = e0
% 58.75/24.16  																																								|
% 58.75/24.16  																																								| Equations (676) can reduce 80 to:
% 58.75/24.16  																																								| (266) $false
% 58.75/24.16  																																								|
% 58.75/24.16  																																								|-The branch is then unsatisfiable
% 58.75/24.16  																																				|-Branch two:
% 58.75/24.16  																																				| (462)  ~ (all_0_47_47 = e1)
% 58.75/24.16  																																				| (659) all_0_48_48 = e1 | all_0_49_49 = e1
% 58.75/24.16  																																				|
% 58.75/24.16  																																					+-Applying beta-rule and splitting (659), into two cases.
% 58.75/24.16  																																					|-Branch one:
% 58.75/24.16  																																					| (615) all_0_48_48 = e1
% 58.75/24.16  																																					|
% 58.75/24.16  																																						| Combining equations (335,615) yields a new equation:
% 58.75/24.16  																																						| (616) e2 = e1
% 58.75/24.16  																																						|
% 58.75/24.16  																																						| Simplifying 616 yields:
% 58.75/24.16  																																						| (617) e2 = e1
% 58.75/24.16  																																						|
% 58.75/24.16  																																						| Equations (617) can reduce 122 to:
% 58.75/24.16  																																						| (266) $false
% 58.75/24.16  																																						|
% 58.75/24.16  																																						|-The branch is then unsatisfiable
% 58.75/24.16  																																					|-Branch two:
% 58.75/24.16  																																					| (619)  ~ (all_0_48_48 = e1)
% 58.75/24.16  																																					| (671) all_0_49_49 = e1
% 58.75/24.16  																																					|
% 58.75/24.16  																																						| Combining equations (978,671) yields a new equation:
% 58.75/24.16  																																						| (431) e1 = e0
% 58.75/24.16  																																						|
% 58.75/24.16  																																						| Equations (431) can reduce 233 to:
% 58.75/24.16  																																						| (266) $false
% 58.75/24.16  																																						|
% 58.75/24.16  																																						|-The branch is then unsatisfiable
% 58.75/24.16  																																			|-Branch two:
% 58.75/24.16  																																			| (457)  ~ (all_0_41_41 = e1)
% 58.75/24.16  																																			| (595) all_0_46_46 = e1 | all_0_50_50 = e1 | all_0_55_55 = e1
% 58.75/24.16  																																			|
% 58.75/24.16  																																				+-Applying beta-rule and splitting (550), into two cases.
% 58.75/24.16  																																				|-Branch one:
% 58.75/24.16  																																				| (654) all_0_47_47 = e1
% 58.75/24.16  																																				|
% 58.75/24.16  																																					| Equations (654) can reduce 252 to:
% 58.75/24.16  																																					| (602)  ~ (e4 = e1)
% 58.75/24.16  																																					|
% 58.75/24.16  																																					| Simplifying 602 yields:
% 58.75/24.16  																																					| (110)  ~ (e4 = e1)
% 58.75/24.16  																																					|
% 58.75/24.16  																																					| Equations (654) can reduce 1091 to:
% 58.75/24.16  																																					| (467)  ~ (e3 = e1)
% 58.75/24.16  																																					|
% 58.75/24.16  																																					| Simplifying 467 yields:
% 58.75/24.16  																																					| (213)  ~ (e3 = e1)
% 58.75/24.16  																																					|
% 58.75/24.16  																																					| Equations (654) can reduce 338 to:
% 58.75/24.16  																																					| (604)  ~ (e2 = e1)
% 58.75/24.16  																																					|
% 58.75/24.16  																																					| Simplifying 604 yields:
% 58.75/24.16  																																					| (122)  ~ (e2 = e1)
% 58.75/24.16  																																					|
% 58.75/24.16  																																					+-Applying beta-rule and splitting (595), into two cases.
% 58.75/24.16  																																					|-Branch one:
% 58.75/24.16  																																					| (545) all_0_46_46 = e1
% 58.75/24.16  																																					|
% 58.75/24.16  																																						| Combining equations (545,1557) yields a new equation:
% 58.75/24.16  																																						| (455) e3 = e1
% 58.75/24.16  																																						|
% 58.75/24.16  																																						| Equations (455) can reduce 213 to:
% 58.75/24.16  																																						| (266) $false
% 58.75/24.16  																																						|
% 58.75/24.16  																																						|-The branch is then unsatisfiable
% 58.75/24.16  																																					|-Branch two:
% 58.75/24.16  																																					| (549)  ~ (all_0_46_46 = e1)
% 58.75/24.16  																																					| (600) all_0_50_50 = e1 | all_0_55_55 = e1
% 58.75/24.16  																																					|
% 58.75/24.16  																																						+-Applying beta-rule and splitting (600), into two cases.
% 58.75/24.16  																																						|-Branch one:
% 58.75/24.16  																																						| (601) all_0_50_50 = e1
% 58.75/24.16  																																						|
% 58.75/24.16  																																							| Combining equations (378,601) yields a new equation:
% 58.75/24.16  																																							| (616) e2 = e1
% 58.75/24.16  																																							|
% 58.75/24.16  																																							| Simplifying 616 yields:
% 58.75/24.16  																																							| (617) e2 = e1
% 58.75/24.16  																																							|
% 58.75/24.16  																																							| Equations (617) can reduce 122 to:
% 58.75/24.16  																																							| (266) $false
% 58.75/24.16  																																							|
% 58.75/24.16  																																							|-The branch is then unsatisfiable
% 58.75/24.16  																																						|-Branch two:
% 58.75/24.16  																																						| (759)  ~ (all_0_50_50 = e1)
% 58.75/24.16  																																						| (629) all_0_55_55 = e1
% 58.75/24.16  																																						|
% 58.75/24.16  																																							| Combining equations (629,587) yields a new equation:
% 58.75/24.16  																																							| (630) e4 = e1
% 58.75/24.16  																																							|
% 58.75/24.16  																																							| Equations (630) can reduce 110 to:
% 58.75/24.16  																																							| (266) $false
% 58.75/24.16  																																							|
% 58.75/24.16  																																							|-The branch is then unsatisfiable
% 58.75/24.16  																																				|-Branch two:
% 58.75/24.16  																																				| (462)  ~ (all_0_47_47 = e1)
% 58.75/24.16  																																				| (659) all_0_48_48 = e1 | all_0_49_49 = e1
% 58.75/24.16  																																				|
% 58.75/24.16  																																					+-Applying beta-rule and splitting (659), into two cases.
% 58.75/24.16  																																					|-Branch one:
% 58.75/24.16  																																					| (615) all_0_48_48 = e1
% 58.75/24.16  																																					|
% 58.75/24.16  																																						| Combining equations (615,335) yields a new equation:
% 58.75/24.16  																																						| (617) e2 = e1
% 58.75/24.16  																																						|
% 58.75/24.16  																																						| Equations (617) can reduce 122 to:
% 58.75/24.16  																																						| (266) $false
% 58.75/24.16  																																						|
% 58.75/24.16  																																						|-The branch is then unsatisfiable
% 58.75/24.16  																																					|-Branch two:
% 58.75/24.16  																																					| (619)  ~ (all_0_48_48 = e1)
% 58.75/24.16  																																					| (671) all_0_49_49 = e1
% 58.75/24.16  																																					|
% 58.75/24.16  																																						| Combining equations (978,671) yields a new equation:
% 58.75/24.16  																																						| (431) e1 = e0
% 58.75/24.16  																																						|
% 58.75/24.16  																																						| Equations (431) can reduce 233 to:
% 58.75/24.16  																																						| (266) $false
% 58.75/24.16  																																						|
% 58.75/24.16  																																						|-The branch is then unsatisfiable
% 58.75/24.16  																																	|-Branch two:
% 58.75/24.16  																																	| (409)  ~ (all_0_46_46 = e3)
% 58.75/24.16  																																	| (4042) all_0_50_50 = e3 | all_0_55_55 = e3
% 58.75/24.16  																																	|
% 58.75/24.16  																																		+-Applying beta-rule and splitting (4042), into two cases.
% 58.75/24.16  																																		|-Branch one:
% 58.75/24.16  																																		| (415) all_0_50_50 = e3
% 58.75/24.16  																																		|
% 58.75/24.16  																																			| Combining equations (378,415) yields a new equation:
% 58.75/24.16  																																			| (662) e3 = e2
% 58.75/24.16  																																			|
% 58.75/24.16  																																			| Equations (662) can reduce 212 to:
% 58.75/24.16  																																			| (266) $false
% 58.75/24.16  																																			|
% 58.75/24.16  																																			|-The branch is then unsatisfiable
% 58.75/24.16  																																		|-Branch two:
% 58.75/24.16  																																		| (411)  ~ (all_0_50_50 = e3)
% 58.80/24.16  																																		| (2336) all_0_55_55 = e3
% 58.80/24.16  																																		|
% 58.80/24.16  																																			| Combining equations (2336,587) yields a new equation:
% 58.80/24.16  																																			| (425) e4 = e3
% 58.80/24.16  																																			|
% 58.80/24.16  																																			| Equations (425) can reduce 188 to:
% 58.80/24.16  																																			| (266) $false
% 58.80/24.16  																																			|
% 58.80/24.16  																																			|-The branch is then unsatisfiable
% 58.80/24.16  																														|-Branch two:
% 58.80/24.16  																														| (1890)  ~ (all_0_42_42 = e4)
% 58.80/24.16  																														| (2246) all_0_47_47 = e4 | all_0_51_51 = e4 | all_0_56_56 = e4
% 58.80/24.16  																														|
% 58.80/24.16  																															+-Applying beta-rule and splitting (2246), into two cases.
% 58.80/24.16  																															|-Branch one:
% 58.80/24.16  																															| (1790) all_0_47_47 = e4
% 58.80/24.16  																															|
% 58.80/24.16  																																| Equations (1790) can reduce 252 to:
% 58.80/24.16  																																| (266) $false
% 58.80/24.16  																																|
% 58.80/24.16  																																|-The branch is then unsatisfiable
% 58.80/24.16  																															|-Branch two:
% 58.80/24.16  																															| (252)  ~ (all_0_47_47 = e4)
% 58.80/24.16  																															| (6548) all_0_51_51 = e4 | all_0_56_56 = e4
% 58.80/24.16  																															|
% 58.80/24.16  																																+-Applying beta-rule and splitting (6548), into two cases.
% 58.80/24.16  																																|-Branch one:
% 58.80/24.16  																																| (1101) all_0_51_51 = e4
% 58.80/24.16  																																|
% 58.80/24.16  																																	| Equations (1101) can reduce 475 to:
% 58.80/24.16  																																	| (266) $false
% 58.80/24.16  																																	|
% 58.80/24.16  																																	|-The branch is then unsatisfiable
% 58.80/24.16  																																|-Branch two:
% 58.80/24.16  																																| (475)  ~ (all_0_51_51 = e4)
% 58.80/24.16  																																| (842) all_0_56_56 = e4
% 58.80/24.16  																																|
% 58.80/24.16  																																	| Combining equations (679,842) yields a new equation:
% 58.80/24.16  																																	| (397) e4 = e0
% 58.80/24.16  																																	|
% 58.80/24.16  																																	| Equations (397) can reduce 49 to:
% 58.80/24.16  																																	| (266) $false
% 58.80/24.16  																																	|
% 58.80/24.16  																																	|-The branch is then unsatisfiable
% 58.80/24.16  																													|-Branch two:
% 58.80/24.16  																													| (763)  ~ (all_0_55_55 = e4)
% 58.80/24.16  																													| (2055) all_0_55_55 = e3 | all_0_55_55 = e1 | all_0_55_55 = e0
% 58.80/24.16  																													|
% 58.80/24.16  																														+-Applying beta-rule and splitting (2055), into two cases.
% 58.80/24.16  																														|-Branch one:
% 58.80/24.16  																														| (858) all_0_55_55 = e0
% 58.80/24.16  																														|
% 58.80/24.16  																															| Equations (858) can reduce 803 to:
% 58.80/24.16  																															| (266) $false
% 58.80/24.16  																															|
% 58.80/24.16  																															|-The branch is then unsatisfiable
% 58.80/24.16  																														|-Branch two:
% 58.80/24.16  																														| (803)  ~ (all_0_55_55 = e0)
% 58.80/24.16  																														| (2315) all_0_55_55 = e3 | all_0_55_55 = e1
% 58.80/24.16  																														|
% 58.80/24.16  																															+-Applying beta-rule and splitting (2315), into two cases.
% 58.80/24.16  																															|-Branch one:
% 58.80/24.16  																															| (629) all_0_55_55 = e1
% 58.80/24.16  																															|
% 58.80/24.16  																																| Equations (629) can reduce 632 to:
% 58.80/24.16  																																| (266) $false
% 58.80/24.16  																																|
% 58.80/24.16  																																|-The branch is then unsatisfiable
% 58.80/24.16  																															|-Branch two:
% 58.80/24.16  																															| (632)  ~ (all_0_55_55 = e1)
% 58.80/24.16  																															| (2336) all_0_55_55 = e3
% 58.80/24.16  																															|
% 58.80/24.16  																																| Equations (2336) can reduce 270 to:
% 58.80/24.16  																																| (266) $false
% 58.80/24.16  																																|
% 58.80/24.16  																																|-The branch is then unsatisfiable
% 58.80/24.16  																							|-Branch two:
% 58.80/24.16  																							| (780)  ~ (all_0_52_52 = e4)
% 58.80/24.16  																							| (781) (all_0_41_41 = e0 & all_0_58_58 = e3 &  ~ (all_0_44_44 = e3)) | (all_0_41_41 = e0 & all_0_58_58 = e3 &  ~ (all_0_55_55 = e0)) | (all_0_47_47 = e1 & all_0_52_52 = e2 &  ~ (all_0_48_48 = e2)) | (all_0_47_47 = e1 & all_0_52_52 = e2 &  ~ (all_0_51_51 = e1)) | (all_0_47_47 = e0 & all_0_58_58 = e2 &  ~ (all_0_49_49 = e2)) | (all_0_47_47 = e0 & all_0_58_58 = e2 &  ~ (all_0_56_56 = e0))
% 58.80/24.16  																							|
% 58.80/24.16  																								+-Applying beta-rule and splitting (781), into two cases.
% 58.80/24.16  																								|-Branch one:
% 58.80/24.16  																								| (789) (all_0_41_41 = e0 & all_0_58_58 = e3 &  ~ (all_0_44_44 = e3)) | (all_0_41_41 = e0 & all_0_58_58 = e3 &  ~ (all_0_55_55 = e0)) | (all_0_47_47 = e1 & all_0_52_52 = e2 &  ~ (all_0_48_48 = e2)) | (all_0_47_47 = e1 & all_0_52_52 = e2 &  ~ (all_0_51_51 = e1)) | (all_0_47_47 = e0 & all_0_58_58 = e2 &  ~ (all_0_49_49 = e2))
% 58.80/24.16  																								|
% 58.80/24.16  																									+-Applying beta-rule and splitting (789), into two cases.
% 58.80/24.16  																									|-Branch one:
% 58.80/24.16  																									| (790) (all_0_41_41 = e0 & all_0_58_58 = e3 &  ~ (all_0_44_44 = e3)) | (all_0_41_41 = e0 & all_0_58_58 = e3 &  ~ (all_0_55_55 = e0)) | (all_0_47_47 = e1 & all_0_52_52 = e2 &  ~ (all_0_48_48 = e2)) | (all_0_47_47 = e1 & all_0_52_52 = e2 &  ~ (all_0_51_51 = e1))
% 58.80/24.16  																									|
% 58.80/24.16  																										+-Applying beta-rule and splitting (790), into two cases.
% 58.80/24.16  																										|-Branch one:
% 58.80/24.16  																										| (791) (all_0_41_41 = e0 & all_0_58_58 = e3 &  ~ (all_0_44_44 = e3)) | (all_0_41_41 = e0 & all_0_58_58 = e3 &  ~ (all_0_55_55 = e0)) | (all_0_47_47 = e1 & all_0_52_52 = e2 &  ~ (all_0_48_48 = e2))
% 58.80/24.16  																										|
% 58.80/24.16  																											+-Applying beta-rule and splitting (791), into two cases.
% 58.80/24.16  																											|-Branch one:
% 58.80/24.16  																											| (792) (all_0_41_41 = e0 & all_0_58_58 = e3 &  ~ (all_0_44_44 = e3)) | (all_0_41_41 = e0 & all_0_58_58 = e3 &  ~ (all_0_55_55 = e0))
% 58.80/24.16  																											|
% 58.80/24.16  																												+-Applying beta-rule and splitting (792), into two cases.
% 58.80/24.16  																												|-Branch one:
% 58.80/24.16  																												| (793) all_0_41_41 = e0 & all_0_58_58 = e3 &  ~ (all_0_44_44 = e3)
% 58.80/24.16  																												|
% 58.80/24.16  																													| Applying alpha-rule on (793) yields:
% 58.80/24.16  																													| (794) all_0_41_41 = e0
% 58.80/24.16  																													| (795) all_0_58_58 = e3
% 58.80/24.16  																													| (407)  ~ (all_0_44_44 = e3)
% 58.80/24.16  																													|
% 58.80/24.16  																													| Combining equations (624,795) yields a new equation:
% 58.80/24.16  																													| (662) e3 = e2
% 58.80/24.16  																													|
% 58.80/24.16  																													| Equations (662) can reduce 212 to:
% 58.80/24.16  																													| (266) $false
% 58.80/24.16  																													|
% 58.80/24.16  																													|-The branch is then unsatisfiable
% 58.80/24.16  																												|-Branch two:
% 58.80/24.16  																												| (800) all_0_41_41 = e0 & all_0_58_58 = e3 &  ~ (all_0_55_55 = e0)
% 58.80/24.16  																												|
% 58.80/24.16  																													| Applying alpha-rule on (800) yields:
% 58.80/24.16  																													| (794) all_0_41_41 = e0
% 58.80/24.16  																													| (795) all_0_58_58 = e3
% 58.80/24.16  																													| (803)  ~ (all_0_55_55 = e0)
% 58.80/24.16  																													|
% 58.80/24.16  																													| Combining equations (624,795) yields a new equation:
% 58.80/24.16  																													| (662) e3 = e2
% 58.80/24.16  																													|
% 58.80/24.16  																													| Equations (662) can reduce 212 to:
% 58.80/24.16  																													| (266) $false
% 58.80/24.16  																													|
% 58.80/24.16  																													|-The branch is then unsatisfiable
% 58.80/24.16  																											|-Branch two:
% 58.80/24.16  																											| (807) all_0_47_47 = e1 & all_0_52_52 = e2 &  ~ (all_0_48_48 = e2)
% 58.80/24.16  																											|
% 58.80/24.16  																												| Applying alpha-rule on (807) yields:
% 58.80/24.16  																												| (654) all_0_47_47 = e1
% 58.80/24.16  																												| (352) all_0_52_52 = e2
% 58.80/24.16  																												| (810)  ~ (all_0_48_48 = e2)
% 58.80/24.16  																												|
% 58.80/24.16  																												| Equations (352) can reduce 342 to:
% 58.80/24.16  																												| (266) $false
% 58.80/24.16  																												|
% 58.80/24.16  																												|-The branch is then unsatisfiable
% 58.80/24.16  																										|-Branch two:
% 58.80/24.16  																										| (813) all_0_47_47 = e1 & all_0_52_52 = e2 &  ~ (all_0_51_51 = e1)
% 58.80/24.16  																										|
% 58.80/24.16  																											| Applying alpha-rule on (813) yields:
% 58.80/24.16  																											| (654) all_0_47_47 = e1
% 58.80/24.16  																											| (352) all_0_52_52 = e2
% 58.80/24.16  																											| (464)  ~ (all_0_51_51 = e1)
% 58.80/24.16  																											|
% 58.80/24.16  																											| Equations (352) can reduce 342 to:
% 58.80/24.16  																											| (266) $false
% 58.80/24.16  																											|
% 58.80/24.16  																											|-The branch is then unsatisfiable
% 58.80/24.16  																									|-Branch two:
% 58.80/24.16  																									| (819) all_0_47_47 = e0 & all_0_58_58 = e2 &  ~ (all_0_49_49 = e2)
% 58.80/24.16  																									|
% 58.80/24.16  																										| Applying alpha-rule on (819) yields:
% 58.80/24.16  																										| (674) all_0_47_47 = e0
% 58.80/24.16  																										| (624) all_0_58_58 = e2
% 58.80/24.16  																										| (340)  ~ (all_0_49_49 = e2)
% 58.80/24.16  																										|
% 58.80/24.16  																										| Equations (674) can reduce 678 to:
% 58.80/24.16  																										| (266) $false
% 58.80/24.16  																										|
% 58.80/24.16  																										|-The branch is then unsatisfiable
% 58.80/24.16  																								|-Branch two:
% 58.80/24.16  																								| (825) all_0_47_47 = e0 & all_0_58_58 = e2 &  ~ (all_0_56_56 = e0)
% 58.80/24.16  																								|
% 58.80/24.16  																									| Applying alpha-rule on (825) yields:
% 58.80/24.16  																									| (674) all_0_47_47 = e0
% 58.80/24.16  																									| (624) all_0_58_58 = e2
% 58.80/24.16  																									| (828)  ~ (all_0_56_56 = e0)
% 58.80/24.16  																									|
% 58.80/24.16  																									| Equations (679) can reduce 828 to:
% 58.80/24.16  																									| (266) $false
% 58.80/24.16  																									|
% 58.80/24.16  																									|-The branch is then unsatisfiable
% 58.80/24.16  																						|-Branch two:
% 58.80/24.16  																						| (828)  ~ (all_0_56_56 = e0)
% 58.80/24.16  																						| (924) all_0_57_57 = e0 | all_0_58_58 = e0
% 58.80/24.16  																						|
% 58.80/24.16  																							+-Applying beta-rule and splitting (163), into two cases.
% 58.80/24.16  																							|-Branch one:
% 58.80/24.16  																							| (565) all_0_52_52 = e4
% 58.80/24.16  																							|
% 58.80/24.16  																								+-Applying beta-rule and splitting (130), into two cases.
% 58.80/24.16  																								|-Branch one:
% 58.80/24.16  																								| (430) all_0_43_43 = e1
% 58.80/24.16  																								|
% 58.80/24.16  																									| Combining equations (430,356) yields a new equation:
% 58.80/24.16  																									| (546) e1 = e0
% 58.80/24.16  																									|
% 58.80/24.16  																									| Simplifying 546 yields:
% 58.80/24.16  																									| (431) e1 = e0
% 58.80/24.16  																									|
% 58.80/24.16  																									| Equations (431) can reduce 233 to:
% 58.80/24.16  																									| (266) $false
% 58.80/24.16  																									|
% 58.80/24.16  																									|-The branch is then unsatisfiable
% 58.80/24.16  																								|-Branch two:
% 58.80/24.16  																								| (433)  ~ (all_0_43_43 = e1)
% 58.80/24.16  																								| (434) all_0_48_48 = e1 | all_0_52_52 = e1 | all_0_57_57 = e1
% 58.80/24.16  																								|
% 58.80/24.16  																									+-Applying beta-rule and splitting (434), into two cases.
% 58.80/24.16  																									|-Branch one:
% 58.80/24.16  																									| (615) all_0_48_48 = e1
% 58.80/24.16  																									|
% 58.80/24.16  																										| Combining equations (335,615) yields a new equation:
% 58.80/24.16  																										| (616) e2 = e1
% 58.80/24.16  																										|
% 58.80/24.16  																										| Simplifying 616 yields:
% 58.80/24.16  																										| (617) e2 = e1
% 58.80/24.16  																										|
% 58.80/24.16  																										| Equations (617) can reduce 122 to:
% 58.80/24.16  																										| (266) $false
% 58.80/24.16  																										|
% 58.80/24.16  																										|-The branch is then unsatisfiable
% 58.80/24.16  																									|-Branch two:
% 58.80/24.16  																									| (619)  ~ (all_0_48_48 = e1)
% 58.80/24.16  																									| (620) all_0_52_52 = e1 | all_0_57_57 = e1
% 58.80/24.16  																									|
% 58.80/24.16  																										+-Applying beta-rule and splitting (620), into two cases.
% 58.80/24.16  																										|-Branch one:
% 58.80/24.16  																										| (642) all_0_52_52 = e1
% 58.80/24.16  																										|
% 58.80/24.16  																											| Combining equations (642,565) yields a new equation:
% 58.80/24.16  																											| (630) e4 = e1
% 58.80/24.16  																											|
% 58.80/24.16  																											| Equations (630) can reduce 110 to:
% 58.80/24.16  																											| (266) $false
% 58.80/24.16  																											|
% 58.80/24.16  																											|-The branch is then unsatisfiable
% 58.80/24.16  																										|-Branch two:
% 58.80/24.16  																										| (646)  ~ (all_0_52_52 = e1)
% 58.80/24.16  																										| (647) all_0_57_57 = e1
% 58.80/24.17  																										|
% 58.80/24.17  																											| Equations (647) can reduce 364 to:
% 58.80/24.17  																											| (233)  ~ (e1 = e0)
% 58.80/24.17  																											|
% 58.80/24.17  																											+-Applying beta-rule and splitting (924), into two cases.
% 58.80/24.17  																											|-Branch one:
% 58.80/24.17  																											| (875) all_0_57_57 = e0
% 58.80/24.17  																											|
% 58.80/24.17  																												| Combining equations (875,647) yields a new equation:
% 58.80/24.17  																												| (431) e1 = e0
% 58.80/24.17  																												|
% 58.80/24.17  																												| Equations (431) can reduce 233 to:
% 58.80/24.17  																												| (266) $false
% 58.80/24.17  																												|
% 58.80/24.17  																												|-The branch is then unsatisfiable
% 58.80/24.17  																											|-Branch two:
% 58.80/24.17  																											| (364)  ~ (all_0_57_57 = e0)
% 58.80/24.17  																											| (914) all_0_58_58 = e0
% 58.80/24.17  																											|
% 58.80/24.17  																												| Combining equations (624,914) yields a new equation:
% 58.80/24.17  																												| (391) e2 = e0
% 58.80/24.17  																												|
% 58.80/24.17  																												| Simplifying 391 yields:
% 58.80/24.17  																												| (330) e2 = e0
% 58.80/24.17  																												|
% 58.80/24.17  																												| Equations (330) can reduce 128 to:
% 58.80/24.17  																												| (266) $false
% 58.80/24.17  																												|
% 58.80/24.17  																												|-The branch is then unsatisfiable
% 58.80/24.17  																							|-Branch two:
% 58.80/24.17  																							| (780)  ~ (all_0_52_52 = e4)
% 58.80/24.17  																							| (781) (all_0_41_41 = e0 & all_0_58_58 = e3 &  ~ (all_0_44_44 = e3)) | (all_0_41_41 = e0 & all_0_58_58 = e3 &  ~ (all_0_55_55 = e0)) | (all_0_47_47 = e1 & all_0_52_52 = e2 &  ~ (all_0_48_48 = e2)) | (all_0_47_47 = e1 & all_0_52_52 = e2 &  ~ (all_0_51_51 = e1)) | (all_0_47_47 = e0 & all_0_58_58 = e2 &  ~ (all_0_49_49 = e2)) | (all_0_47_47 = e0 & all_0_58_58 = e2 &  ~ (all_0_56_56 = e0))
% 58.80/24.17  																							|
% 58.80/24.17  																								+-Applying beta-rule and splitting (781), into two cases.
% 58.80/24.17  																								|-Branch one:
% 58.80/24.17  																								| (789) (all_0_41_41 = e0 & all_0_58_58 = e3 &  ~ (all_0_44_44 = e3)) | (all_0_41_41 = e0 & all_0_58_58 = e3 &  ~ (all_0_55_55 = e0)) | (all_0_47_47 = e1 & all_0_52_52 = e2 &  ~ (all_0_48_48 = e2)) | (all_0_47_47 = e1 & all_0_52_52 = e2 &  ~ (all_0_51_51 = e1)) | (all_0_47_47 = e0 & all_0_58_58 = e2 &  ~ (all_0_49_49 = e2))
% 58.80/24.17  																								|
% 58.80/24.17  																									+-Applying beta-rule and splitting (789), into two cases.
% 58.80/24.17  																									|-Branch one:
% 58.80/24.17  																									| (790) (all_0_41_41 = e0 & all_0_58_58 = e3 &  ~ (all_0_44_44 = e3)) | (all_0_41_41 = e0 & all_0_58_58 = e3 &  ~ (all_0_55_55 = e0)) | (all_0_47_47 = e1 & all_0_52_52 = e2 &  ~ (all_0_48_48 = e2)) | (all_0_47_47 = e1 & all_0_52_52 = e2 &  ~ (all_0_51_51 = e1))
% 58.80/24.17  																									|
% 58.80/24.17  																										+-Applying beta-rule and splitting (790), into two cases.
% 58.80/24.17  																										|-Branch one:
% 58.80/24.17  																										| (791) (all_0_41_41 = e0 & all_0_58_58 = e3 &  ~ (all_0_44_44 = e3)) | (all_0_41_41 = e0 & all_0_58_58 = e3 &  ~ (all_0_55_55 = e0)) | (all_0_47_47 = e1 & all_0_52_52 = e2 &  ~ (all_0_48_48 = e2))
% 58.80/24.17  																										|
% 58.80/24.17  																											+-Applying beta-rule and splitting (791), into two cases.
% 58.80/24.17  																											|-Branch one:
% 58.80/24.17  																											| (792) (all_0_41_41 = e0 & all_0_58_58 = e3 &  ~ (all_0_44_44 = e3)) | (all_0_41_41 = e0 & all_0_58_58 = e3 &  ~ (all_0_55_55 = e0))
% 58.80/24.17  																											|
% 58.80/24.17  																												+-Applying beta-rule and splitting (792), into two cases.
% 58.80/24.17  																												|-Branch one:
% 58.80/24.17  																												| (793) all_0_41_41 = e0 & all_0_58_58 = e3 &  ~ (all_0_44_44 = e3)
% 58.80/24.17  																												|
% 58.80/24.17  																													| Applying alpha-rule on (793) yields:
% 58.80/24.17  																													| (794) all_0_41_41 = e0
% 58.80/24.17  																													| (795) all_0_58_58 = e3
% 58.80/24.17  																													| (407)  ~ (all_0_44_44 = e3)
% 58.80/24.17  																													|
% 58.80/24.17  																													| Combining equations (624,795) yields a new equation:
% 58.80/24.17  																													| (662) e3 = e2
% 58.80/24.17  																													|
% 58.80/24.17  																													| Equations (662) can reduce 212 to:
% 58.80/24.17  																													| (266) $false
% 58.80/24.17  																													|
% 58.80/24.17  																													|-The branch is then unsatisfiable
% 58.80/24.17  																												|-Branch two:
% 58.80/24.17  																												| (800) all_0_41_41 = e0 & all_0_58_58 = e3 &  ~ (all_0_55_55 = e0)
% 58.80/24.17  																												|
% 58.80/24.17  																													| Applying alpha-rule on (800) yields:
% 58.80/24.17  																													| (794) all_0_41_41 = e0
% 58.80/24.17  																													| (795) all_0_58_58 = e3
% 58.80/24.17  																													| (803)  ~ (all_0_55_55 = e0)
% 58.80/24.17  																													|
% 58.80/24.17  																													| Combining equations (624,795) yields a new equation:
% 58.80/24.17  																													| (662) e3 = e2
% 58.80/24.17  																													|
% 58.80/24.17  																													| Equations (662) can reduce 212 to:
% 58.80/24.17  																													| (266) $false
% 58.80/24.17  																													|
% 58.80/24.17  																													|-The branch is then unsatisfiable
% 58.80/24.17  																											|-Branch two:
% 58.80/24.17  																											| (807) all_0_47_47 = e1 & all_0_52_52 = e2 &  ~ (all_0_48_48 = e2)
% 58.80/24.17  																											|
% 58.80/24.17  																												| Applying alpha-rule on (807) yields:
% 58.80/24.17  																												| (654) all_0_47_47 = e1
% 58.80/24.17  																												| (352) all_0_52_52 = e2
% 58.80/24.17  																												| (810)  ~ (all_0_48_48 = e2)
% 58.80/24.17  																												|
% 58.80/24.17  																												| Equations (352) can reduce 342 to:
% 58.80/24.17  																												| (266) $false
% 58.80/24.17  																												|
% 58.80/24.17  																												|-The branch is then unsatisfiable
% 58.80/24.17  																										|-Branch two:
% 58.80/24.17  																										| (813) all_0_47_47 = e1 & all_0_52_52 = e2 &  ~ (all_0_51_51 = e1)
% 58.80/24.17  																										|
% 58.80/24.17  																											| Applying alpha-rule on (813) yields:
% 58.80/24.17  																											| (654) all_0_47_47 = e1
% 58.80/24.17  																											| (352) all_0_52_52 = e2
% 58.80/24.17  																											| (464)  ~ (all_0_51_51 = e1)
% 58.80/24.17  																											|
% 58.80/24.17  																											| Equations (352) can reduce 342 to:
% 58.80/24.17  																											| (266) $false
% 58.80/24.17  																											|
% 58.80/24.17  																											|-The branch is then unsatisfiable
% 58.80/24.17  																									|-Branch two:
% 58.80/24.17  																									| (819) all_0_47_47 = e0 & all_0_58_58 = e2 &  ~ (all_0_49_49 = e2)
% 58.80/24.17  																									|
% 58.80/24.17  																										| Applying alpha-rule on (819) yields:
% 58.80/24.17  																										| (674) all_0_47_47 = e0
% 58.80/24.17  																										| (624) all_0_58_58 = e2
% 58.80/24.17  																										| (340)  ~ (all_0_49_49 = e2)
% 58.80/24.17  																										|
% 58.80/24.17  																										| Equations (674) can reduce 678 to:
% 58.80/24.17  																										| (266) $false
% 58.80/24.17  																										|
% 58.80/24.17  																										|-The branch is then unsatisfiable
% 58.80/24.17  																								|-Branch two:
% 58.80/24.17  																								| (825) all_0_47_47 = e0 & all_0_58_58 = e2 &  ~ (all_0_56_56 = e0)
% 58.80/24.17  																								|
% 58.80/24.17  																									| Applying alpha-rule on (825) yields:
% 58.80/24.17  																									| (674) all_0_47_47 = e0
% 58.80/24.17  																									| (624) all_0_58_58 = e2
% 58.80/24.17  																									| (828)  ~ (all_0_56_56 = e0)
% 58.80/24.17  																									|
% 58.80/24.17  																									| Equations (674) can reduce 678 to:
% 58.80/24.17  																									| (266) $false
% 58.80/24.17  																									|
% 58.80/24.17  																									|-The branch is then unsatisfiable
% 58.80/24.17  																				|-Branch two:
% 58.80/24.17  																				| (487)  ~ (all_0_49_49 = e0)
% 58.80/24.17  																				| (914) all_0_58_58 = e0
% 58.80/24.17  																				|
% 58.80/24.17  																					| Combining equations (914,624) yields a new equation:
% 58.80/24.17  																					| (330) e2 = e0
% 58.80/24.17  																					|
% 58.80/24.17  																					| Equations (330) can reduce 128 to:
% 58.80/24.17  																					| (266) $false
% 58.80/24.17  																					|
% 58.80/24.17  																					|-The branch is then unsatisfiable
% 58.80/24.17  														|-Branch two:
% 58.80/24.17  														| (302)  ~ (all_0_50_50 = e2)
% 58.80/24.17  														| (381) all_0_51_51 = e2 | all_0_52_52 = e2 | all_0_53_53 = e2
% 58.80/24.17  														|
% 58.80/24.17  															+-Applying beta-rule and splitting (24424), into two cases.
% 58.80/24.17  															|-Branch one:
% 58.80/24.17  															| (1794) all_0_46_46 = e2
% 58.80/24.17  															|
% 58.80/24.17  																| Equations (1794) can reduce 300 to:
% 58.80/24.17  																| (266) $false
% 58.80/24.17  																|
% 58.80/24.17  																|-The branch is then unsatisfiable
% 58.80/24.17  															|-Branch two:
% 58.80/24.17  															| (300)  ~ (all_0_46_46 = e2)
% 58.80/24.17  															| (24428) all_0_50_50 = e2 | all_0_55_55 = e2
% 58.80/24.17  															|
% 58.80/24.17  																+-Applying beta-rule and splitting (381), into two cases.
% 58.80/24.17  																|-Branch one:
% 58.80/24.17  																| (504) all_0_51_51 = e2
% 58.80/24.17  																|
% 58.80/24.17  																	| Equations (504) can reduce 1099 to:
% 58.80/24.17  																	| (266) $false
% 58.80/24.17  																	|
% 58.80/24.17  																	|-The branch is then unsatisfiable
% 58.80/24.17  																|-Branch two:
% 58.80/24.17  																| (1099)  ~ (all_0_51_51 = e2)
% 58.80/24.17  																| (1152) all_0_52_52 = e2 | all_0_53_53 = e2
% 58.80/24.17  																|
% 58.80/24.17  																	+-Applying beta-rule and splitting (1152), into two cases.
% 58.80/24.17  																	|-Branch one:
% 58.80/24.17  																	| (352) all_0_52_52 = e2
% 58.80/24.17  																	|
% 58.80/24.17  																		| Equations (352) can reduce 342 to:
% 58.80/24.17  																		| (266) $false
% 58.80/24.17  																		|
% 58.80/24.17  																		|-The branch is then unsatisfiable
% 58.80/24.17  																	|-Branch two:
% 58.80/24.17  																	| (342)  ~ (all_0_52_52 = e2)
% 58.80/24.17  																	| (607) all_0_53_53 = e2
% 58.80/24.17  																	|
% 58.80/24.17  																		| Equations (607) can reduce 220 to:
% 58.80/24.17  																		| (147)  ~ (all_0_44_44 = e2)
% 58.80/24.17  																		|
% 58.80/24.17  																		| Equations (607) can reduce 190 to:
% 58.80/24.17  																		| (302)  ~ (all_0_50_50 = e2)
% 58.80/24.17  																		|
% 58.80/24.17  																		| Equations (607) can reduce 6 to:
% 58.80/24.17  																		| (1099)  ~ (all_0_51_51 = e2)
% 58.80/24.17  																		|
% 58.80/24.17  																		| Equations (607) can reduce 46 to:
% 58.80/24.17  																		| (342)  ~ (all_0_52_52 = e2)
% 58.80/24.17  																		|
% 58.80/24.17  																		| Equations (607) can reduce 1453 to:
% 58.80/24.17  																		| (327)  ~ (e4 = e2)
% 58.80/24.17  																		|
% 58.80/24.17  																		| Simplifying 327 yields:
% 58.80/24.17  																		| (48)  ~ (e4 = e2)
% 58.80/24.17  																		|
% 58.80/24.17  																		| From (607) and (84) follows:
% 58.80/24.17  																		| (2566) op(e1, e0) = e2
% 58.80/24.17  																		|
% 58.80/24.17  																		+-Applying beta-rule and splitting (222), into two cases.
% 58.80/24.17  																		|-Branch one:
% 58.80/24.17  																		| (386) all_0_55_55 = e2
% 58.80/24.17  																		|
% 58.80/24.17  																			| Equations (386) can reduce 191 to:
% 58.80/24.17  																			| (85)  ~ (all_0_41_41 = e2)
% 58.80/24.17  																			|
% 58.80/24.17  																			| Equations (386) can reduce 58 to:
% 58.80/24.17  																			| (300)  ~ (all_0_46_46 = e2)
% 58.80/24.17  																			|
% 58.80/24.17  																			| Equations (386) can reduce 93 to:
% 58.80/24.17  																			| (302)  ~ (all_0_50_50 = e2)
% 58.80/24.17  																			|
% 58.80/24.17  																			| Equations (386) can reduce 81 to:
% 58.80/24.17  																			| (343)  ~ (all_0_57_57 = e2)
% 58.80/24.17  																			|
% 58.80/24.17  																			| Simplifying 343 yields:
% 58.80/24.17  																			| (344)  ~ (all_0_57_57 = e2)
% 58.80/24.17  																			|
% 58.80/24.17  																			| Equations (386) can reduce 3 to:
% 58.80/24.17  																			| (1186)  ~ (all_0_58_58 = e2)
% 58.80/24.17  																			|
% 58.80/24.17  																			| Simplifying 1186 yields:
% 58.80/24.17  																			| (908)  ~ (all_0_58_58 = e2)
% 58.80/24.17  																			|
% 58.80/24.17  																			| Equations (386) can reduce 270 to:
% 58.80/24.17  																			| (626)  ~ (e3 = e2)
% 58.80/24.17  																			|
% 58.80/24.17  																			| Simplifying 626 yields:
% 58.80/24.17  																			| (212)  ~ (e3 = e2)
% 58.80/24.17  																			|
% 58.80/24.17  																			+-Applying beta-rule and splitting (163), into two cases.
% 58.80/24.17  																			|-Branch one:
% 58.80/24.17  																			| (565) all_0_52_52 = e4
% 58.80/24.17  																			|
% 58.80/24.17  																				| Equations (565) can reduce 101 to:
% 58.80/24.17  																				| (566)  ~ (all_0_50_50 = e4)
% 58.80/24.17  																				|
% 58.80/24.17  																				| Equations (565) can reduce 20 to:
% 58.80/24.17  																				| (475)  ~ (all_0_51_51 = e4)
% 58.80/24.17  																				|
% 58.80/24.17  																				| Equations (565) can reduce 342 to:
% 58.80/24.17  																				| (48)  ~ (e4 = e2)
% 58.80/24.17  																				|
% 58.80/24.17  																				| Equations (565) can reduce 72 to:
% 58.80/24.17  																				| (49)  ~ (e4 = e0)
% 58.80/24.17  																				|
% 58.80/24.17  																				| From (565) and (124) follows:
% 58.80/24.17  																				| (570) op(e1, e1) = e4
% 58.80/24.17  																				|
% 58.80/24.17  																				+-Applying beta-rule and splitting (130), into two cases.
% 58.80/24.17  																				|-Branch one:
% 58.80/24.17  																				| (430) all_0_43_43 = e1
% 58.80/24.17  																				|
% 58.80/24.17  																					| Combining equations (430,356) yields a new equation:
% 58.80/24.17  																					| (546) e1 = e0
% 58.80/24.17  																					|
% 58.80/24.17  																					| Simplifying 546 yields:
% 58.80/24.17  																					| (431) e1 = e0
% 58.80/24.17  																					|
% 58.80/24.17  																					| Equations (431) can reduce 233 to:
% 58.80/24.17  																					| (266) $false
% 58.80/24.17  																					|
% 58.80/24.17  																					|-The branch is then unsatisfiable
% 58.80/24.17  																				|-Branch two:
% 58.80/24.17  																				| (433)  ~ (all_0_43_43 = e1)
% 58.80/24.17  																				| (434) all_0_48_48 = e1 | all_0_52_52 = e1 | all_0_57_57 = e1
% 58.80/24.17  																				|
% 58.80/24.17  																					+-Applying beta-rule and splitting (62), into two cases.
% 58.80/24.17  																					|-Branch one:
% 58.80/24.17  																					| (321) all_0_38_38 = e4
% 58.80/24.17  																					|
% 58.80/24.17  																						| Combining equations (321,329) yields a new equation:
% 58.80/24.17  																						| (481) e4 = e0
% 58.80/24.17  																						|
% 58.80/24.17  																						| Simplifying 481 yields:
% 58.80/24.17  																						| (397) e4 = e0
% 58.80/24.17  																						|
% 58.80/24.17  																						| Equations (397) can reduce 49 to:
% 58.80/24.17  																						| (266) $false
% 58.80/24.17  																						|
% 58.80/24.17  																						|-The branch is then unsatisfiable
% 58.80/24.17  																					|-Branch two:
% 58.80/24.17  																					| (325)  ~ (all_0_38_38 = e4)
% 58.80/24.17  																					| (582) all_0_41_41 = e4 | all_0_46_46 = e4 | all_0_50_50 = e4 | all_0_55_55 = e4
% 58.80/24.17  																					|
% 58.80/24.17  																						+-Applying beta-rule and splitting (582), into two cases.
% 58.80/24.17  																						|-Branch one:
% 58.80/24.17  																						| (437) all_0_41_41 = e4
% 58.80/24.17  																						|
% 58.80/24.17  																							| Equations (437) can reduce 214 to:
% 58.80/24.17  																							| (1901)  ~ (all_0_42_42 = e4)
% 58.80/24.17  																							|
% 58.80/24.17  																							| Simplifying 1901 yields:
% 58.80/24.17  																							| (1890)  ~ (all_0_42_42 = e4)
% 58.80/24.17  																							|
% 58.80/24.17  																							| Equations (437) can reduce 149 to:
% 58.80/24.17  																							| (1903)  ~ (all_0_44_44 = e4)
% 58.80/24.17  																							|
% 58.80/24.17  																							| Simplifying 1903 yields:
% 58.80/24.17  																							| (1390)  ~ (all_0_44_44 = e4)
% 58.80/24.17  																							|
% 58.80/24.17  																							| Equations (437) can reduce 221 to:
% 58.80/24.17  																							| (1907)  ~ (all_0_50_50 = e4)
% 58.80/24.17  																							|
% 58.80/24.17  																							| Simplifying 1907 yields:
% 58.80/24.17  																							| (566)  ~ (all_0_50_50 = e4)
% 58.80/24.17  																							|
% 58.80/24.17  																							| Equations (437) can reduce 85 to:
% 58.80/24.17  																							| (48)  ~ (e4 = e2)
% 58.80/24.17  																							|
% 58.80/24.17  																							| From (437) and (219) follows:
% 58.80/24.17  																							| (1913) op(e3, e3) = e4
% 58.80/24.17  																							|
% 58.80/24.17  																							+-Applying beta-rule and splitting (164), into two cases.
% 58.80/24.17  																							|-Branch one:
% 58.80/24.17  																							| (471) all_0_39_39 = e4
% 58.80/24.17  																							|
% 58.80/24.17  																								| Combining equations (471,317) yields a new equation:
% 58.80/24.17  																								| (322) e4 = e2
% 58.80/24.17  																								|
% 58.80/24.17  																								| Simplifying 322 yields:
% 58.80/24.17  																								| (323) e4 = e2
% 58.80/24.17  																								|
% 58.80/24.17  																								| Equations (323) can reduce 48 to:
% 58.80/24.17  																								| (266) $false
% 58.80/24.17  																								|
% 58.80/24.17  																								|-The branch is then unsatisfiable
% 58.80/24.17  																							|-Branch two:
% 58.80/24.17  																							| (1377)  ~ (all_0_39_39 = e4)
% 58.80/24.17  																							| (2115) all_0_42_42 = e4 | all_0_47_47 = e4 | all_0_51_51 = e4 | all_0_56_56 = e4
% 58.80/24.17  																							|
% 58.80/24.17  																								+-Applying beta-rule and splitting (2115), into two cases.
% 58.80/24.17  																								|-Branch one:
% 58.80/24.17  																								| (1392) all_0_42_42 = e4
% 58.80/24.17  																								|
% 58.80/24.17  																									| Equations (1392) can reduce 1890 to:
% 58.80/24.17  																									| (266) $false
% 58.80/24.17  																									|
% 58.80/24.17  																									|-The branch is then unsatisfiable
% 58.80/24.17  																								|-Branch two:
% 58.80/24.17  																								| (1890)  ~ (all_0_42_42 = e4)
% 58.80/24.17  																								| (2246) all_0_47_47 = e4 | all_0_51_51 = e4 | all_0_56_56 = e4
% 58.80/24.17  																								|
% 58.80/24.17  																									+-Applying beta-rule and splitting (2246), into two cases.
% 58.80/24.17  																									|-Branch one:
% 58.80/24.17  																									| (1790) all_0_47_47 = e4
% 58.80/24.17  																									|
% 58.80/24.17  																										| Equations (1790) can reduce 252 to:
% 58.80/24.17  																										| (266) $false
% 58.80/24.17  																										|
% 58.80/24.17  																										|-The branch is then unsatisfiable
% 58.80/24.17  																									|-Branch two:
% 58.80/24.17  																									| (252)  ~ (all_0_47_47 = e4)
% 58.80/24.17  																									| (6548) all_0_51_51 = e4 | all_0_56_56 = e4
% 58.80/24.17  																									|
% 58.80/24.17  																										+-Applying beta-rule and splitting (6548), into two cases.
% 58.80/24.17  																										|-Branch one:
% 58.80/24.17  																										| (1101) all_0_51_51 = e4
% 58.80/24.17  																										|
% 58.80/24.17  																											| Equations (1101) can reduce 475 to:
% 58.80/24.17  																											| (266) $false
% 58.80/24.17  																											|
% 58.80/24.17  																											|-The branch is then unsatisfiable
% 58.80/24.17  																										|-Branch two:
% 58.80/24.17  																										| (475)  ~ (all_0_51_51 = e4)
% 58.80/24.17  																										| (842) all_0_56_56 = e4
% 58.80/24.17  																										|
% 58.80/24.17  																											| Equations (842) can reduce 236 to:
% 58.80/24.17  																											| (1890)  ~ (all_0_42_42 = e4)
% 58.80/24.17  																											|
% 58.80/24.17  																											| Equations (842) can reduce 16 to:
% 58.80/24.17  																											| (475)  ~ (all_0_51_51 = e4)
% 58.80/24.17  																											|
% 58.80/24.17  																											| Equations (842) can reduce 140 to:
% 58.80/24.17  																											| (838)  ~ (all_0_57_57 = e4)
% 58.80/24.17  																											|
% 58.80/24.17  																											| Simplifying 838 yields:
% 58.80/24.17  																											| (839)  ~ (all_0_57_57 = e4)
% 58.80/24.17  																											|
% 58.80/24.17  																											| Equations (842) can reduce 44 to:
% 58.80/24.17  																											| (450)  ~ (all_0_58_58 = e4)
% 58.80/24.17  																											|
% 58.80/24.17  																											| Simplifying 450 yields:
% 58.80/24.17  																											| (451)  ~ (all_0_58_58 = e4)
% 58.80/24.17  																											|
% 58.80/24.17  																											| From (842) and (111) follows:
% 58.80/24.17  																											| (2154) op(e0, e2) = e4
% 58.80/24.17  																											|
% 58.80/24.17  																											+-Applying beta-rule and splitting (434), into two cases.
% 58.80/24.17  																											|-Branch one:
% 58.80/24.17  																											| (615) all_0_48_48 = e1
% 58.80/24.17  																											|
% 58.80/24.17  																												| Combining equations (335,615) yields a new equation:
% 58.80/24.17  																												| (616) e2 = e1
% 58.80/24.17  																												|
% 58.80/24.17  																												| Simplifying 616 yields:
% 58.80/24.17  																												| (617) e2 = e1
% 58.80/24.17  																												|
% 58.80/24.17  																												| Equations (617) can reduce 122 to:
% 58.80/24.17  																												| (266) $false
% 58.80/24.17  																												|
% 58.80/24.17  																												|-The branch is then unsatisfiable
% 58.80/24.17  																											|-Branch two:
% 58.80/24.17  																											| (619)  ~ (all_0_48_48 = e1)
% 58.80/24.17  																											| (620) all_0_52_52 = e1 | all_0_57_57 = e1
% 58.80/24.17  																											|
% 58.80/24.17  																												+-Applying beta-rule and splitting (620), into two cases.
% 58.80/24.17  																												|-Branch one:
% 58.80/24.17  																												| (642) all_0_52_52 = e1
% 58.80/24.17  																												|
% 58.80/24.17  																													| Combining equations (565,642) yields a new equation:
% 58.80/24.17  																													| (636) e4 = e1
% 58.80/24.17  																													|
% 58.80/24.17  																													| Simplifying 636 yields:
% 58.80/24.17  																													| (630) e4 = e1
% 58.80/24.17  																													|
% 58.80/24.17  																													| Equations (630) can reduce 110 to:
% 58.80/24.17  																													| (266) $false
% 58.80/24.17  																													|
% 58.80/24.17  																													|-The branch is then unsatisfiable
% 58.80/24.17  																												|-Branch two:
% 58.80/24.17  																												| (646)  ~ (all_0_52_52 = e1)
% 58.80/24.17  																												| (647) all_0_57_57 = e1
% 58.80/24.17  																												|
% 58.80/24.17  																													| Equations (647) can reduce 148 to:
% 58.80/24.17  																													| (879)  ~ (all_0_58_58 = e1)
% 58.80/24.17  																													|
% 58.80/24.17  																													| Simplifying 879 yields:
% 58.80/24.17  																													| (880)  ~ (all_0_58_58 = e1)
% 58.80/24.17  																													|
% 58.80/24.17  																													| Equations (647) can reduce 839 to:
% 58.80/24.17  																													| (602)  ~ (e4 = e1)
% 58.80/24.17  																													|
% 58.80/24.17  																													| Simplifying 602 yields:
% 58.80/24.17  																													| (110)  ~ (e4 = e1)
% 58.80/24.17  																													|
% 58.80/24.17  																													| Equations (647) can reduce 67 to:
% 58.80/24.17  																													| (467)  ~ (e3 = e1)
% 58.80/24.17  																													|
% 58.80/24.17  																													| Simplifying 467 yields:
% 58.80/24.17  																													| (213)  ~ (e3 = e1)
% 58.80/24.17  																													|
% 58.80/24.17  																													| Equations (647) can reduce 344 to:
% 58.80/24.17  																													| (604)  ~ (e2 = e1)
% 58.80/24.17  																													|
% 58.80/24.17  																													| Simplifying 604 yields:
% 58.80/24.17  																													| (122)  ~ (e2 = e1)
% 58.80/24.17  																													|
% 58.80/24.17  																													+-Applying beta-rule and splitting (108), into two cases.
% 58.80/24.17  																													|-Branch one:
% 58.80/24.17  																													| (624) all_0_58_58 = e2
% 58.80/24.17  																													|
% 58.80/24.17  																														| Equations (624) can reduce 908 to:
% 58.80/24.17  																														| (266) $false
% 58.80/24.17  																														|
% 58.80/24.17  																														|-The branch is then unsatisfiable
% 58.80/24.17  																													|-Branch two:
% 58.80/24.17  																													| (908)  ~ (all_0_58_58 = e2)
% 58.80/24.18  																													| (909) all_0_58_58 = e4 | all_0_58_58 = e3 | all_0_58_58 = e1 | all_0_58_58 = e0
% 58.80/24.18  																													|
% 58.80/24.18  																														+-Applying beta-rule and splitting (909), into two cases.
% 58.80/24.18  																														|-Branch one:
% 58.80/24.18  																														| (910) all_0_58_58 = e4
% 58.80/24.18  																														|
% 58.80/24.18  																															| Equations (910) can reduce 451 to:
% 58.80/24.18  																															| (266) $false
% 58.80/24.18  																															|
% 58.80/24.18  																															|-The branch is then unsatisfiable
% 58.80/24.18  																														|-Branch two:
% 58.80/24.18  																														| (451)  ~ (all_0_58_58 = e4)
% 58.80/24.18  																														| (913) all_0_58_58 = e3 | all_0_58_58 = e1 | all_0_58_58 = e0
% 58.80/24.18  																														|
% 58.80/24.18  																															+-Applying beta-rule and splitting (913), into two cases.
% 58.80/24.18  																															|-Branch one:
% 58.80/24.18  																															| (914) all_0_58_58 = e0
% 58.80/24.18  																															|
% 58.80/24.18  																																| Equations (914) can reduce 181 to:
% 58.80/24.18  																																| (360)  ~ (all_0_44_44 = e0)
% 58.80/24.18  																																|
% 58.80/24.18  																																| Equations (914) can reduce 119 to:
% 58.80/24.18  																																| (487)  ~ (all_0_49_49 = e0)
% 58.80/24.18  																																|
% 58.80/24.18  																																| Equations (914) can reduce 908 to:
% 58.80/24.18  																																| (365)  ~ (e2 = e0)
% 58.80/24.18  																																|
% 58.80/24.18  																																| Simplifying 365 yields:
% 58.80/24.18  																																| (128)  ~ (e2 = e0)
% 58.80/24.18  																																|
% 58.80/24.18  																																| Equations (914) can reduce 880 to:
% 58.80/24.18  																																| (435)  ~ (e1 = e0)
% 58.80/24.18  																																|
% 58.80/24.18  																																| Simplifying 435 yields:
% 58.80/24.18  																																| (233)  ~ (e1 = e0)
% 58.80/24.18  																																|
% 58.80/24.18  																																+-Applying beta-rule and splitting (184), into two cases.
% 58.80/24.18  																																|-Branch one:
% 58.80/24.18  																																| (538) all_0_46_46 = e0
% 58.80/24.18  																																|
% 58.80/24.18  																																	| Equations (538) can reduce 831 to:
% 58.80/24.18  																																	| (266) $false
% 58.80/24.18  																																	|
% 58.80/24.18  																																	|-The branch is then unsatisfiable
% 58.80/24.18  																																|-Branch two:
% 58.80/24.18  																																| (831)  ~ (all_0_46_46 = e0)
% 58.80/24.18  																																| (832) all_0_47_47 = e0 | all_0_48_48 = e0 | all_0_49_49 = e0
% 58.80/24.18  																																|
% 58.80/24.18  																																	+-Applying beta-rule and splitting (832), into two cases.
% 58.80/24.18  																																	|-Branch one:
% 58.80/24.18  																																	| (674) all_0_47_47 = e0
% 58.80/24.18  																																	|
% 58.80/24.18  																																		| Equations (674) can reduce 198 to:
% 58.80/24.18  																																		| (358)  ~ (all_0_42_42 = e0)
% 58.80/24.18  																																		|
% 58.80/24.18  																																		| Equations (674) can reduce 19 to:
% 58.80/24.18  																																		| (831)  ~ (all_0_46_46 = e0)
% 58.80/24.18  																																		|
% 58.80/24.18  																																		| Equations (674) can reduce 86 to:
% 58.80/24.18  																																		| (486)  ~ (all_0_49_49 = e0)
% 58.80/24.18  																																		|
% 58.80/24.18  																																		| Simplifying 486 yields:
% 58.80/24.18  																																		| (487)  ~ (all_0_49_49 = e0)
% 58.80/24.18  																																		|
% 58.80/24.18  																																		| Equations (674) can reduce 224 to:
% 58.80/24.18  																																		| (1404)  ~ (all_0_51_51 = e0)
% 58.80/24.18  																																		|
% 58.80/24.18  																																		| Simplifying 1404 yields:
% 58.80/24.18  																																		| (115)  ~ (all_0_51_51 = e0)
% 58.80/24.18  																																		|
% 58.80/24.18  																																		+-Applying beta-rule and splitting (168), into two cases.
% 58.80/24.18  																																		|-Branch one:
% 58.80/24.18  																																		| (415) all_0_50_50 = e3
% 58.80/24.18  																																		|
% 58.80/24.18  																																			| Equations (415) can reduce 35 to:
% 58.80/24.18  																																			| (409)  ~ (all_0_46_46 = e3)
% 58.80/24.18  																																			|
% 58.80/24.18  																																			| Equations (415) can reduce 566 to:
% 58.80/24.18  																																			| (277)  ~ (e4 = e3)
% 58.80/24.18  																																			|
% 58.80/24.18  																																			| Simplifying 277 yields:
% 58.80/24.18  																																			| (188)  ~ (e4 = e3)
% 58.80/24.18  																																			|
% 58.80/24.18  																																			| From (415) and (242) follows:
% 58.80/24.18  																																			| (1934) op(e1, e3) = e3
% 58.80/24.18  																																			|
% 58.80/24.18  																																			+-Applying beta-rule and splitting (180), into two cases.
% 58.80/24.18  																																			|-Branch one:
% 58.80/24.18  																																			| (516) all_0_42_42 = e3
% 58.80/24.18  																																			|
% 58.80/24.18  																																				| Equations (516) can reduce 1890 to:
% 58.80/24.18  																																				| (277)  ~ (e4 = e3)
% 58.80/24.18  																																				|
% 58.80/24.18  																																				| Simplifying 277 yields:
% 58.80/24.18  																																				| (188)  ~ (e4 = e3)
% 58.80/24.18  																																				|
% 58.80/24.18  																																				| Equations (516) can reduce 358 to:
% 58.80/24.18  																																				| (80)  ~ (e3 = e0)
% 58.80/24.18  																																				|
% 58.80/24.18  																																				+-Applying beta-rule and splitting (103), into two cases.
% 58.80/24.18  																																				|-Branch one:
% 58.80/24.18  																																				| (453) all_0_41_41 = e1
% 58.80/24.18  																																				|
% 58.80/24.18  																																					| Combining equations (453,437) yields a new equation:
% 58.80/24.18  																																					| (630) e4 = e1
% 58.80/24.18  																																					|
% 58.80/24.18  																																					| Equations (630) can reduce 110 to:
% 58.80/24.18  																																					| (266) $false
% 58.80/24.18  																																					|
% 58.80/24.18  																																					|-The branch is then unsatisfiable
% 58.80/24.18  																																				|-Branch two:
% 58.80/24.18  																																				| (457)  ~ (all_0_41_41 = e1)
% 58.80/24.18  																																				| (458) all_0_42_42 = e1 | all_0_43_43 = e1 | all_0_44_44 = e1
% 58.80/24.18  																																				|
% 58.80/24.18  																																					| Equations (437) can reduce 457 to:
% 58.80/24.18  																																					| (110)  ~ (e4 = e1)
% 58.80/24.18  																																					|
% 58.80/24.18  																																					+-Applying beta-rule and splitting (78), into two cases.
% 58.80/24.18  																																					|-Branch one:
% 58.80/24.18  																																					| (423) all_0_45_45 = e3
% 58.80/24.18  																																					|
% 58.80/24.18  																																						| Combining equations (423,248) yields a new equation:
% 58.80/24.18  																																						| (425) e4 = e3
% 58.80/24.18  																																						|
% 58.80/24.18  																																						| Equations (425) can reduce 188 to:
% 58.80/24.18  																																						| (266) $false
% 58.80/24.18  																																						|
% 58.80/24.18  																																						|-The branch is then unsatisfiable
% 58.80/24.18  																																					|-Branch two:
% 58.80/24.18  																																					| (427)  ~ (all_0_45_45 = e3)
% 58.80/24.18  																																					| (428) all_0_46_46 = e3 | all_0_47_47 = e3 | all_0_49_49 = e3
% 58.80/24.18  																																					|
% 58.80/24.18  																																						+-Applying beta-rule and splitting (131), into two cases.
% 58.80/24.18  																																						|-Branch one:
% 58.80/24.18  																																						| (459) all_0_42_42 = e1
% 58.80/24.18  																																						|
% 58.80/24.18  																																							| Combining equations (459,516) yields a new equation:
% 58.80/24.18  																																							| (455) e3 = e1
% 58.80/24.18  																																							|
% 58.80/24.18  																																							| Equations (455) can reduce 213 to:
% 58.80/24.18  																																							| (266) $false
% 58.80/24.18  																																							|
% 58.80/24.18  																																							|-The branch is then unsatisfiable
% 58.80/24.18  																																						|-Branch two:
% 58.80/24.18  																																						| (1380)  ~ (all_0_42_42 = e1)
% 58.80/24.18  																																						| (3259) all_0_47_47 = e1 | all_0_51_51 = e1 | all_0_56_56 = e1
% 58.80/24.18  																																						|
% 58.80/24.18  																																							| Equations (516) can reduce 1380 to:
% 58.80/24.18  																																							| (213)  ~ (e3 = e1)
% 58.80/24.18  																																							|
% 58.80/24.18  																																							+-Applying beta-rule and splitting (123), into two cases.
% 58.80/24.18  																																							|-Branch one:
% 58.80/24.18  																																							| (1794) all_0_46_46 = e2
% 58.80/24.18  																																							|
% 58.80/24.18  																																								| Equations (1794) can reduce 300 to:
% 58.80/24.18  																																								| (266) $false
% 58.80/24.18  																																								|
% 58.80/24.18  																																								|-The branch is then unsatisfiable
% 58.80/24.18  																																							|-Branch two:
% 58.80/24.18  																																							| (300)  ~ (all_0_46_46 = e2)
% 58.80/24.18  																																							| (1797) all_0_46_46 = e4 | all_0_46_46 = e3 | all_0_46_46 = e1 | all_0_46_46 = e0
% 58.80/24.18  																																							|
% 58.80/24.18  																																								+-Applying beta-rule and splitting (458), into two cases.
% 58.80/24.18  																																								|-Branch one:
% 58.80/24.18  																																								| (459) all_0_42_42 = e1
% 58.80/24.18  																																								|
% 58.80/24.18  																																									| Combining equations (459,516) yields a new equation:
% 58.80/24.18  																																									| (455) e3 = e1
% 58.80/24.18  																																									|
% 58.80/24.18  																																									| Equations (455) can reduce 213 to:
% 58.80/24.18  																																									| (266) $false
% 58.80/24.18  																																									|
% 58.80/24.18  																																									|-The branch is then unsatisfiable
% 58.80/24.18  																																								|-Branch two:
% 58.80/24.18  																																								| (1380)  ~ (all_0_42_42 = e1)
% 58.80/24.18  																																								| (1381) all_0_43_43 = e1 | all_0_44_44 = e1
% 58.80/24.18  																																								|
% 58.80/24.18  																																									+-Applying beta-rule and splitting (428), into two cases.
% 58.80/24.18  																																									|-Branch one:
% 58.80/24.18  																																									| (1557) all_0_46_46 = e3
% 58.80/24.18  																																									|
% 58.80/24.18  																																										| Equations (1557) can reduce 409 to:
% 58.80/24.18  																																										| (266) $false
% 58.80/24.18  																																										|
% 58.80/24.18  																																										|-The branch is then unsatisfiable
% 58.80/24.18  																																									|-Branch two:
% 58.80/24.18  																																									| (409)  ~ (all_0_46_46 = e3)
% 58.80/24.18  																																									| (1561) all_0_47_47 = e3 | all_0_49_49 = e3
% 58.80/24.18  																																									|
% 58.80/24.18  																																										+-Applying beta-rule and splitting (3259), into two cases.
% 58.80/24.18  																																										|-Branch one:
% 58.80/24.18  																																										| (654) all_0_47_47 = e1
% 58.80/24.18  																																										|
% 58.80/24.18  																																											| Combining equations (654,674) yields a new equation:
% 58.80/24.18  																																											| (546) e1 = e0
% 58.80/24.18  																																											|
% 58.80/24.18  																																											| Simplifying 546 yields:
% 58.80/24.18  																																											| (431) e1 = e0
% 58.80/24.18  																																											|
% 58.80/24.18  																																											| Equations (431) can reduce 233 to:
% 58.80/24.18  																																											| (266) $false
% 58.80/24.18  																																											|
% 58.80/24.18  																																											|-The branch is then unsatisfiable
% 58.80/24.18  																																										|-Branch two:
% 58.80/24.18  																																										| (462)  ~ (all_0_47_47 = e1)
% 58.80/24.18  																																										| (3264) all_0_51_51 = e1 | all_0_56_56 = e1
% 58.80/24.18  																																										|
% 58.80/24.18  																																											+-Applying beta-rule and splitting (3264), into two cases.
% 58.80/24.18  																																											|-Branch one:
% 58.80/24.18  																																											| (1109) all_0_51_51 = e1
% 58.80/24.18  																																											|
% 58.80/24.18  																																												| Equations (1109) can reduce 115 to:
% 58.80/24.18  																																												| (233)  ~ (e1 = e0)
% 58.80/24.18  																																												|
% 58.80/24.18  																																												| From (1109) and (186) follows:
% 58.80/24.18  																																												| (699) op(e1, e2) = e1
% 58.80/24.18  																																												|
% 58.80/24.18  																																												+-Applying beta-rule and splitting (1381), into two cases.
% 58.80/24.18  																																												|-Branch one:
% 58.80/24.18  																																												| (430) all_0_43_43 = e1
% 58.80/24.18  																																												|
% 58.80/24.18  																																													| Combining equations (430,356) yields a new equation:
% 58.80/24.18  																																													| (546) e1 = e0
% 58.80/24.18  																																													|
% 58.80/24.18  																																													| Simplifying 546 yields:
% 58.80/24.18  																																													| (431) e1 = e0
% 58.80/24.18  																																													|
% 58.80/24.18  																																													| Equations (431) can reduce 233 to:
% 58.80/24.18  																																													| (266) $false
% 58.80/24.18  																																													|
% 58.80/24.18  																																													|-The branch is then unsatisfiable
% 58.80/24.18  																																												|-Branch two:
% 58.80/24.18  																																												| (433)  ~ (all_0_43_43 = e1)
% 58.80/24.18  																																												| (635) all_0_44_44 = e1
% 58.80/24.18  																																												|
% 58.80/24.18  																																													| Equations (635) can reduce 9 to:
% 58.80/24.18  																																													| (1419)  ~ (all_0_49_49 = e1)
% 58.80/24.18  																																													|
% 58.80/24.18  																																													| Simplifying 1419 yields:
% 58.80/24.18  																																													| (1064)  ~ (all_0_49_49 = e1)
% 58.80/24.18  																																													|
% 58.80/24.18  																																													| Equations (635) can reduce 147 to:
% 58.80/24.18  																																													| (604)  ~ (e2 = e1)
% 58.80/24.18  																																													|
% 58.80/24.18  																																													| Simplifying 604 yields:
% 58.80/24.18  																																													| (122)  ~ (e2 = e1)
% 58.80/24.18  																																													|
% 58.80/24.18  																																													| Equations (635) can reduce 360 to:
% 58.80/24.18  																																													| (233)  ~ (e1 = e0)
% 58.80/24.18  																																													|
% 58.80/24.18  																																													| From (635) and (138) follows:
% 58.80/24.18  																																													| (1423) op(e3, e0) = e1
% 58.80/24.18  																																													|
% 58.80/24.18  																																													+-Applying beta-rule and splitting (1561), into two cases.
% 58.80/24.18  																																													|-Branch one:
% 58.80/24.18  																																													| (522) all_0_47_47 = e3
% 58.80/24.18  																																													|
% 58.80/24.18  																																														| Combining equations (522,674) yields a new equation:
% 58.80/24.18  																																														| (675) e3 = e0
% 58.80/24.18  																																														|
% 58.80/24.18  																																														| Simplifying 675 yields:
% 58.80/24.18  																																														| (676) e3 = e0
% 58.80/24.18  																																														|
% 58.80/24.18  																																														| Equations (676) can reduce 80 to:
% 58.80/24.18  																																														| (266) $false
% 58.80/24.18  																																														|
% 58.80/24.18  																																														|-The branch is then unsatisfiable
% 58.80/24.18  																																													|-Branch two:
% 58.80/24.18  																																													| (1091)  ~ (all_0_47_47 = e3)
% 58.80/24.18  																																													| (884) all_0_49_49 = e3
% 58.80/24.18  																																													|
% 58.80/24.18  																																														| Equations (884) can reduce 1064 to:
% 58.80/24.18  																																														| (213)  ~ (e3 = e1)
% 58.80/24.18  																																														|
% 58.80/24.18  																																														+-Applying beta-rule and splitting (135), into two cases.
% 58.80/24.18  																																														|-Branch one:
% 58.80/24.18  																																														| (545) all_0_46_46 = e1
% 58.80/24.18  																																														|
% 58.80/24.18  																																															| Equations (545) can reduce 300 to:
% 58.80/24.18  																																															| (604)  ~ (e2 = e1)
% 58.80/24.18  																																															|
% 58.80/24.18  																																															| Simplifying 604 yields:
% 58.80/24.18  																																															| (122)  ~ (e2 = e1)
% 58.80/24.18  																																															|
% 58.80/24.18  																																															| Equations (545) can reduce 831 to:
% 58.80/24.18  																																															| (233)  ~ (e1 = e0)
% 58.80/24.18  																																															|
% 58.80/24.18  																																															+-Applying beta-rule and splitting (56), into two cases.
% 58.80/24.18  																																															|-Branch one:
% 58.80/24.18  																																															| (696) unit = e2
% 58.80/24.18  																																															|
% 58.80/24.18  																																																| From (696) and (211) follows:
% 58.80/24.18  																																																| (1612) op(e2, e1) = e1
% 58.80/24.18  																																																|
% 58.80/24.18  																																																| From (696) and (227) follows:
% 58.80/24.18  																																																| (4284) op(e4, e2) = e4
% 58.80/24.18  																																																|
% 58.80/24.18  																																																| From (696) and (42) follows:
% 58.80/24.18  																																																| (1613) op(e0, e2) = e0
% 58.80/24.18  																																																|
% 58.80/24.18  																																																| Instantiating formula (29) with e4, e2, e4, e2 and discharging atoms op(e4, e2) = e4, op(e4, e2) = e2, yields:
% 58.80/24.18  																																																| (323) e4 = e2
% 58.80/24.18  																																																|
% 58.80/24.18  																																																| Instantiating formula (29) with e2, e1, e1, e2 and discharging atoms op(e2, e1) = e2, op(e2, e1) = e1, yields:
% 58.80/24.18  																																																| (617) e2 = e1
% 58.80/24.18  																																																|
% 58.80/24.18  																																																| Instantiating formula (29) with e0, e2, e0, e4 and discharging atoms op(e0, e2) = e4, op(e0, e2) = e0, yields:
% 58.80/24.18  																																																| (397) e4 = e0
% 58.80/24.18  																																																|
% 58.80/24.18  																																																| Combining equations (323,397) yields a new equation:
% 58.80/24.18  																																																| (391) e2 = e0
% 58.80/24.18  																																																|
% 58.80/24.18  																																																| Simplifying 391 yields:
% 58.80/24.18  																																																| (330) e2 = e0
% 58.80/24.18  																																																|
% 58.80/24.18  																																																| Combining equations (617,330) yields a new equation:
% 58.80/24.18  																																																| (546) e1 = e0
% 58.80/24.18  																																																|
% 58.80/24.18  																																																| Simplifying 546 yields:
% 58.80/24.18  																																																| (431) e1 = e0
% 58.80/24.18  																																																|
% 58.80/24.18  																																																| Equations (431) can reduce 233 to:
% 58.80/24.18  																																																| (266) $false
% 58.80/24.18  																																																|
% 58.80/24.18  																																																|-The branch is then unsatisfiable
% 58.80/24.18  																																															|-Branch two:
% 58.80/24.18  																																															| (707)  ~ (unit = e2)
% 58.80/24.18  																																															| (708) unit = e4 | unit = e3 | unit = e1 | unit = e0
% 58.80/24.18  																																															|
% 58.80/24.18  																																																+-Applying beta-rule and splitting (708), into two cases.
% 58.80/24.18  																																																|-Branch one:
% 58.80/24.18  																																																| (709) unit = e4
% 58.80/24.18  																																																|
% 58.80/24.18  																																																	| From (709) and (211) follows:
% 58.80/24.18  																																																	| (22527) op(e4, e1) = e1
% 58.80/24.18  																																																	|
% 58.80/24.18  																																																	| From (709) and (42) follows:
% 58.80/24.18  																																																	| (713) op(e0, e4) = e0
% 58.80/24.18  																																																	|
% 58.80/24.18  																																																	| Instantiating formula (29) with e4, e1, e1, e3 and discharging atoms op(e4, e1) = e3, op(e4, e1) = e1, yields:
% 58.80/24.18  																																																	| (455) e3 = e1
% 58.80/24.18  																																																	|
% 58.80/24.18  																																																	| Instantiating formula (29) with e0, e4, e0, e3 and discharging atoms op(e0, e4) = e3, op(e0, e4) = e0, yields:
% 58.80/24.18  																																																	| (676) e3 = e0
% 58.80/24.18  																																																	|
% 58.80/24.18  																																																	| Combining equations (455,676) yields a new equation:
% 58.80/24.18  																																																	| (546) e1 = e0
% 58.80/24.18  																																																	|
% 58.80/24.18  																																																	| Simplifying 546 yields:
% 58.80/24.18  																																																	| (431) e1 = e0
% 58.80/24.18  																																																	|
% 58.80/24.18  																																																	| Equations (431) can reduce 233 to:
% 58.80/24.18  																																																	| (266) $false
% 58.80/24.18  																																																	|
% 58.80/24.18  																																																	|-The branch is then unsatisfiable
% 58.80/24.18  																																																|-Branch two:
% 58.80/24.18  																																																| (724)  ~ (unit = e4)
% 58.80/24.18  																																																| (725) unit = e3 | unit = e1 | unit = e0
% 58.80/24.18  																																																|
% 58.80/24.18  																																																	+-Applying beta-rule and splitting (725), into two cases.
% 58.80/24.18  																																																	|-Branch one:
% 58.80/24.18  																																																	| (726) unit = e0
% 58.80/24.18  																																																	|
% 58.80/24.18  																																																		| From (726) and (244) follows:
% 58.80/24.18  																																																		| (2207) op(e0, e4) = e4
% 58.80/24.18  																																																		|
% 58.80/24.18  																																																		| From (726) and (15) follows:
% 58.80/24.18  																																																		| (1508) op(e0, e2) = e2
% 58.80/24.18  																																																		|
% 58.80/24.18  																																																		| From (726) and (40) follows:
% 58.80/24.18  																																																		| (1639) op(e3, e0) = e3
% 58.80/24.18  																																																		|
% 58.80/24.18  																																																		| Instantiating formula (29) with e3, e0, e3, e1 and discharging atoms op(e3, e0) = e3, op(e3, e0) = e1, yields:
% 58.80/24.18  																																																		| (455) e3 = e1
% 58.80/24.18  																																																		|
% 58.80/24.18  																																																		| Instantiating formula (29) with e0, e4, e4, e3 and discharging atoms op(e0, e4) = e4, op(e0, e4) = e3, yields:
% 58.80/24.18  																																																		| (425) e4 = e3
% 58.80/24.18  																																																		|
% 58.80/24.18  																																																		| Instantiating formula (29) with e0, e2, e2, e4 and discharging atoms op(e0, e2) = e4, op(e0, e2) = e2, yields:
% 58.80/24.18  																																																		| (323) e4 = e2
% 58.80/24.18  																																																		|
% 58.80/24.18  																																																		| Combining equations (425,323) yields a new equation:
% 58.80/24.18  																																																		| (661) e3 = e2
% 58.80/24.18  																																																		|
% 58.80/24.18  																																																		| Simplifying 661 yields:
% 58.80/24.18  																																																		| (662) e3 = e2
% 58.80/24.18  																																																		|
% 58.80/24.18  																																																		| Combining equations (455,662) yields a new equation:
% 58.80/24.18  																																																		| (617) e2 = e1
% 58.80/24.18  																																																		|
% 58.80/24.18  																																																		| Equations (617) can reduce 122 to:
% 58.80/24.18  																																																		| (266) $false
% 58.80/24.18  																																																		|
% 58.80/24.18  																																																		|-The branch is then unsatisfiable
% 58.80/24.18  																																																	|-Branch two:
% 58.80/24.18  																																																	| (734)  ~ (unit = e0)
% 58.80/24.18  																																																	| (735) unit = e3 | unit = e1
% 58.80/24.18  																																																	|
% 58.80/24.18  																																																		+-Applying beta-rule and splitting (735), into two cases.
% 58.80/24.18  																																																		|-Branch one:
% 58.80/24.18  																																																		| (736) unit = e1
% 58.80/24.18  																																																		|
% 58.80/24.18  																																																			| Equations (736) can reduce 734 to:
% 58.80/24.18  																																																			| (233)  ~ (e1 = e0)
% 58.80/24.18  																																																			|
% 58.80/24.18  																																																			| From (736) and (15) follows:
% 58.80/24.18  																																																			| (515) op(e1, e2) = e2
% 58.80/24.18  																																																			|
% 58.80/24.18  																																																			| From (736) and (209) follows:
% 58.80/24.18  																																																			| (2715) op(e1, e0) = e0
% 58.80/24.18  																																																			|
% 58.80/24.18  																																																			| Instantiating formula (29) with e1, e2, e2, e1 and discharging atoms op(e1, e2) = e2, op(e1, e2) = e1, yields:
% 58.80/24.18  																																																			| (617) e2 = e1
% 58.80/24.18  																																																			|
% 58.80/24.18  																																																			| Instantiating formula (29) with e1, e0, e0, e2 and discharging atoms op(e1, e0) = e2, op(e1, e0) = e0, yields:
% 58.80/24.18  																																																			| (330) e2 = e0
% 58.80/24.18  																																																			|
% 58.80/24.18  																																																			| Combining equations (330,617) yields a new equation:
% 58.80/24.18  																																																			| (431) e1 = e0
% 58.80/24.18  																																																			|
% 58.80/24.18  																																																			| Equations (431) can reduce 233 to:
% 58.80/24.18  																																																			| (266) $false
% 58.80/24.18  																																																			|
% 58.80/24.18  																																																			|-The branch is then unsatisfiable
% 58.80/24.18  																																																		|-Branch two:
% 58.80/24.18  																																																		| (748)  ~ (unit = e1)
% 58.80/24.18  																																																		| (749) unit = e3
% 58.80/24.18  																																																		|
% 58.80/24.18  																																																			| From (749) and (244) follows:
% 58.80/24.18  																																																			| (750) op(e3, e4) = e4
% 58.80/24.18  																																																			|
% 58.80/24.18  																																																			| From (749) and (227) follows:
% 58.80/24.18  																																																			| (22570) op(e4, e3) = e4
% 58.80/24.18  																																																			|
% 58.80/24.18  																																																			| From (749) and (40) follows:
% 58.80/24.18  																																																			| (3715) op(e3, e3) = e3
% 58.80/24.18  																																																			|
% 58.80/24.18  																																																			| From (749) and (28) follows:
% 58.80/24.18  																																																			| (2235) op(e1, e3) = e1
% 58.80/24.18  																																																			|
% 58.80/24.18  																																																			| Instantiating formula (29) with e4, e3, e4, e0 and discharging atoms op(e4, e3) = e4, op(e4, e3) = e0, yields:
% 58.80/24.18  																																																			| (397) e4 = e0
% 58.80/24.18  																																																			|
% 58.80/24.18  																																																			| Instantiating formula (29) with e3, e4, e4, e2 and discharging atoms op(e3, e4) = e4, op(e3, e4) = e2, yields:
% 58.80/24.18  																																																			| (323) e4 = e2
% 58.80/24.18  																																																			|
% 58.80/24.18  																																																			| Instantiating formula (29) with e3, e3, e3, e4 and discharging atoms op(e3, e3) = e4, op(e3, e3) = e3, yields:
% 58.80/24.18  																																																			| (425) e4 = e3
% 58.80/24.18  																																																			|
% 58.80/24.18  																																																			| Instantiating formula (29) with e1, e3, e1, e3 and discharging atoms op(e1, e3) = e3, op(e1, e3) = e1, yields:
% 58.80/24.18  																																																			| (455) e3 = e1
% 58.80/24.18  																																																			|
% 58.80/24.18  																																																			| Combining equations (323,425) yields a new equation:
% 58.80/24.18  																																																			| (662) e3 = e2
% 58.80/24.18  																																																			|
% 58.80/24.18  																																																			| Combining equations (397,425) yields a new equation:
% 58.80/24.18  																																																			| (676) e3 = e0
% 58.80/24.18  																																																			|
% 58.80/24.18  																																																			| Combining equations (676,662) yields a new equation:
% 58.80/24.18  																																																			| (330) e2 = e0
% 58.80/24.18  																																																			|
% 58.80/24.18  																																																			| Combining equations (455,662) yields a new equation:
% 58.80/24.18  																																																			| (617) e2 = e1
% 58.80/24.18  																																																			|
% 58.80/24.18  																																																			| Combining equations (330,617) yields a new equation:
% 58.80/24.18  																																																			| (431) e1 = e0
% 58.80/24.18  																																																			|
% 58.80/24.18  																																																			| Equations (431) can reduce 233 to:
% 58.80/24.18  																																																			| (266) $false
% 58.80/24.18  																																																			|
% 58.80/24.18  																																																			|-The branch is then unsatisfiable
% 58.80/24.19  																																														|-Branch two:
% 58.80/24.19  																																														| (549)  ~ (all_0_46_46 = e1)
% 58.80/24.19  																																														| (550) all_0_47_47 = e1 | all_0_48_48 = e1 | all_0_49_49 = e1
% 58.80/24.19  																																														|
% 58.80/24.19  																																															+-Applying beta-rule and splitting (550), into two cases.
% 58.80/24.19  																																															|-Branch one:
% 58.80/24.19  																																															| (654) all_0_47_47 = e1
% 58.80/24.19  																																															|
% 58.80/24.19  																																																| Combining equations (674,654) yields a new equation:
% 58.80/24.19  																																																| (431) e1 = e0
% 58.80/24.19  																																																|
% 58.80/24.19  																																																| Equations (431) can reduce 233 to:
% 58.80/24.19  																																																| (266) $false
% 58.80/24.19  																																																|
% 58.80/24.19  																																																|-The branch is then unsatisfiable
% 58.80/24.19  																																															|-Branch two:
% 58.80/24.19  																																															| (462)  ~ (all_0_47_47 = e1)
% 58.80/24.19  																																															| (659) all_0_48_48 = e1 | all_0_49_49 = e1
% 58.80/24.19  																																															|
% 58.80/24.19  																																																+-Applying beta-rule and splitting (659), into two cases.
% 58.80/24.19  																																																|-Branch one:
% 58.80/24.19  																																																| (615) all_0_48_48 = e1
% 58.80/24.19  																																																|
% 58.80/24.19  																																																	| Combining equations (335,615) yields a new equation:
% 58.80/24.19  																																																	| (616) e2 = e1
% 58.80/24.19  																																																	|
% 58.80/24.19  																																																	| Simplifying 616 yields:
% 58.80/24.19  																																																	| (617) e2 = e1
% 58.80/24.19  																																																	|
% 58.80/24.19  																																																	| Equations (617) can reduce 122 to:
% 58.80/24.19  																																																	| (266) $false
% 58.80/24.19  																																																	|
% 58.80/24.19  																																																	|-The branch is then unsatisfiable
% 58.80/24.19  																																																|-Branch two:
% 58.80/24.19  																																																| (619)  ~ (all_0_48_48 = e1)
% 58.80/24.19  																																																| (671) all_0_49_49 = e1
% 58.80/24.19  																																																|
% 58.80/24.19  																																																	| Combining equations (884,671) yields a new equation:
% 58.80/24.19  																																																	| (454) e3 = e1
% 58.80/24.19  																																																	|
% 58.80/24.19  																																																	| Simplifying 454 yields:
% 58.80/24.19  																																																	| (455) e3 = e1
% 58.80/24.19  																																																	|
% 58.80/24.19  																																																	| Equations (455) can reduce 213 to:
% 58.80/24.19  																																																	| (266) $false
% 58.80/24.19  																																																	|
% 58.80/24.19  																																																	|-The branch is then unsatisfiable
% 58.80/24.19  																																											|-Branch two:
% 58.80/24.19  																																											| (464)  ~ (all_0_51_51 = e1)
% 58.80/24.19  																																											| (1569) all_0_56_56 = e1
% 58.80/24.19  																																											|
% 58.80/24.19  																																												| Combining equations (1569,842) yields a new equation:
% 58.80/24.19  																																												| (630) e4 = e1
% 58.80/24.19  																																												|
% 58.80/24.19  																																												| Equations (630) can reduce 110 to:
% 58.80/24.19  																																												| (266) $false
% 58.80/24.19  																																												|
% 58.80/24.19  																																												|-The branch is then unsatisfiable
% 58.80/24.19  																																			|-Branch two:
% 58.80/24.19  																																			| (405)  ~ (all_0_42_42 = e3)
% 58.80/24.19  																																			| (521) all_0_47_47 = e3 | all_0_51_51 = e3 | all_0_56_56 = e3
% 58.80/24.19  																																			|
% 58.80/24.19  																																				+-Applying beta-rule and splitting (113), into two cases.
% 58.80/24.19  																																				|-Branch one:
% 58.80/24.19  																																				| (403) all_0_41_41 = e3
% 58.80/24.19  																																				|
% 58.80/24.19  																																					| Combining equations (403,437) yields a new equation:
% 58.80/24.19  																																					| (425) e4 = e3
% 58.80/24.19  																																					|
% 58.80/24.19  																																					| Equations (425) can reduce 188 to:
% 58.80/24.19  																																					| (266) $false
% 58.80/24.19  																																					|
% 58.80/24.19  																																					|-The branch is then unsatisfiable
% 58.80/24.19  																																				|-Branch two:
% 58.80/24.19  																																				| (1898)  ~ (all_0_41_41 = e3)
% 58.80/24.19  																																				| (1899) all_0_42_42 = e3 | all_0_44_44 = e3
% 58.80/24.19  																																				|
% 58.80/24.19  																																					+-Applying beta-rule and splitting (152), into two cases.
% 58.80/24.19  																																					|-Branch one:
% 58.80/24.19  																																					| (1392) all_0_42_42 = e4
% 58.80/24.19  																																					|
% 58.80/24.19  																																						| Equations (1392) can reduce 1890 to:
% 58.80/24.19  																																						| (266) $false
% 58.80/24.19  																																						|
% 58.80/24.19  																																						|-The branch is then unsatisfiable
% 58.80/24.19  																																					|-Branch two:
% 58.80/24.19  																																					| (1890)  ~ (all_0_42_42 = e4)
% 58.80/24.19  																																					| (1969) all_0_42_42 = e3 | all_0_42_42 = e1 | all_0_42_42 = e0
% 58.80/24.19  																																					|
% 58.80/24.19  																																						+-Applying beta-rule and splitting (160), into two cases.
% 58.80/24.19  																																						|-Branch one:
% 58.80/24.19  																																						| (601) all_0_50_50 = e1
% 58.80/24.19  																																						|
% 58.80/24.19  																																							| Combining equations (415,601) yields a new equation:
% 58.80/24.19  																																							| (454) e3 = e1
% 58.80/24.19  																																							|
% 58.80/24.19  																																							| Simplifying 454 yields:
% 58.80/24.19  																																							| (455) e3 = e1
% 58.80/24.19  																																							|
% 58.80/24.19  																																							| Equations (455) can reduce 213 to:
% 58.80/24.19  																																							| (266) $false
% 58.80/24.19  																																							|
% 58.80/24.19  																																							|-The branch is then unsatisfiable
% 58.80/24.19  																																						|-Branch two:
% 58.80/24.19  																																						| (759)  ~ (all_0_50_50 = e1)
% 58.80/24.19  																																						| (1168) all_0_51_51 = e1 | all_0_52_52 = e1 | all_0_53_53 = e1
% 58.80/24.19  																																						|
% 58.80/24.19  																																							+-Applying beta-rule and splitting (18), into two cases.
% 58.80/24.19  																																							|-Branch one:
% 58.80/24.19  																																							| (453) all_0_41_41 = e1
% 58.80/24.19  																																							|
% 58.80/24.19  																																								| Combining equations (453,437) yields a new equation:
% 58.80/24.19  																																								| (630) e4 = e1
% 58.80/24.19  																																								|
% 58.80/24.19  																																								| Equations (630) can reduce 110 to:
% 58.80/24.19  																																								| (266) $false
% 58.80/24.19  																																								|
% 58.80/24.19  																																								|-The branch is then unsatisfiable
% 58.80/24.19  																																							|-Branch two:
% 58.80/24.19  																																							| (457)  ~ (all_0_41_41 = e1)
% 58.80/24.19  																																							| (595) all_0_46_46 = e1 | all_0_50_50 = e1 | all_0_55_55 = e1
% 58.80/24.19  																																							|
% 58.80/24.19  																																								| Equations (437) can reduce 457 to:
% 58.80/24.19  																																								| (110)  ~ (e4 = e1)
% 58.80/24.19  																																								|
% 58.80/24.19  																																								+-Applying beta-rule and splitting (1168), into two cases.
% 58.80/24.19  																																								|-Branch one:
% 58.80/24.19  																																								| (1109) all_0_51_51 = e1
% 58.80/24.19  																																								|
% 58.80/24.19  																																									| Equations (1109) can reduce 61 to:
% 58.80/24.19  																																									| (1380)  ~ (all_0_42_42 = e1)
% 58.80/24.19  																																									|
% 58.80/24.19  																																									| Equations (1109) can reduce 475 to:
% 58.80/24.19  																																									| (602)  ~ (e4 = e1)
% 58.80/24.19  																																									|
% 58.80/24.19  																																									| Simplifying 602 yields:
% 58.80/24.19  																																									| (110)  ~ (e4 = e1)
% 58.80/24.19  																																									|
% 58.80/24.19  																																									+-Applying beta-rule and splitting (1899), into two cases.
% 58.80/24.19  																																									|-Branch one:
% 58.80/24.19  																																									| (516) all_0_42_42 = e3
% 58.80/24.19  																																									|
% 58.80/24.19  																																										| Equations (516) can reduce 405 to:
% 58.80/24.19  																																										| (266) $false
% 58.80/24.19  																																										|
% 58.80/24.19  																																										|-The branch is then unsatisfiable
% 58.80/24.19  																																									|-Branch two:
% 58.80/24.19  																																									| (405)  ~ (all_0_42_42 = e3)
% 58.80/24.19  																																									| (532) all_0_44_44 = e3
% 58.80/24.19  																																									|
% 58.80/24.19  																																										| Equations (532) can reduce 73 to:
% 58.80/24.19  																																										| (405)  ~ (all_0_42_42 = e3)
% 58.80/24.19  																																										|
% 58.80/24.19  																																										+-Applying beta-rule and splitting (103), into two cases.
% 58.80/24.19  																																										|-Branch one:
% 58.80/24.19  																																										| (453) all_0_41_41 = e1
% 58.80/24.19  																																										|
% 58.80/24.19  																																											| Combining equations (453,437) yields a new equation:
% 58.80/24.19  																																											| (630) e4 = e1
% 58.80/24.19  																																											|
% 58.80/24.19  																																											| Equations (630) can reduce 110 to:
% 58.80/24.19  																																											| (266) $false
% 58.80/24.19  																																											|
% 58.80/24.19  																																											|-The branch is then unsatisfiable
% 58.80/24.19  																																										|-Branch two:
% 58.80/24.19  																																										| (457)  ~ (all_0_41_41 = e1)
% 58.80/24.19  																																										| (458) all_0_42_42 = e1 | all_0_43_43 = e1 | all_0_44_44 = e1
% 58.80/24.19  																																										|
% 58.80/24.19  																																											+-Applying beta-rule and splitting (458), into two cases.
% 58.80/24.19  																																											|-Branch one:
% 58.80/24.19  																																											| (459) all_0_42_42 = e1
% 58.80/24.19  																																											|
% 58.80/24.19  																																												| Equations (459) can reduce 1380 to:
% 58.80/24.19  																																												| (266) $false
% 58.80/24.19  																																												|
% 58.80/24.19  																																												|-The branch is then unsatisfiable
% 58.80/24.19  																																											|-Branch two:
% 58.80/24.19  																																											| (1380)  ~ (all_0_42_42 = e1)
% 58.80/24.19  																																											| (1381) all_0_43_43 = e1 | all_0_44_44 = e1
% 58.80/24.19  																																											|
% 58.80/24.19  																																												+-Applying beta-rule and splitting (1969), into two cases.
% 58.80/24.19  																																												|-Branch one:
% 58.80/24.19  																																												| (559) all_0_42_42 = e0
% 58.80/24.19  																																												|
% 58.80/24.19  																																													| Equations (559) can reduce 358 to:
% 58.80/24.19  																																													| (266) $false
% 58.80/24.19  																																													|
% 58.80/24.19  																																													|-The branch is then unsatisfiable
% 58.80/24.19  																																												|-Branch two:
% 58.80/24.19  																																												| (358)  ~ (all_0_42_42 = e0)
% 58.80/24.19  																																												| (2510) all_0_42_42 = e3 | all_0_42_42 = e1
% 58.80/24.19  																																												|
% 58.80/24.19  																																													+-Applying beta-rule and splitting (2510), into two cases.
% 58.80/24.19  																																													|-Branch one:
% 58.80/24.19  																																													| (459) all_0_42_42 = e1
% 58.80/24.19  																																													|
% 58.80/24.19  																																														| Equations (459) can reduce 1380 to:
% 58.80/24.19  																																														| (266) $false
% 58.80/24.19  																																														|
% 58.80/24.19  																																														|-The branch is then unsatisfiable
% 58.80/24.19  																																													|-Branch two:
% 58.80/24.19  																																													| (1380)  ~ (all_0_42_42 = e1)
% 58.80/24.19  																																													| (516) all_0_42_42 = e3
% 58.80/24.19  																																													|
% 58.80/24.19  																																														| Equations (516) can reduce 405 to:
% 58.80/24.19  																																														| (266) $false
% 58.80/24.19  																																														|
% 58.80/24.19  																																														|-The branch is then unsatisfiable
% 58.80/24.19  																																								|-Branch two:
% 58.80/24.19  																																								| (464)  ~ (all_0_51_51 = e1)
% 58.80/24.19  																																								| (1202) all_0_52_52 = e1 | all_0_53_53 = e1
% 58.80/24.19  																																								|
% 58.80/24.19  																																									+-Applying beta-rule and splitting (1202), into two cases.
% 58.80/24.19  																																									|-Branch one:
% 58.80/24.19  																																									| (642) all_0_52_52 = e1
% 58.80/24.19  																																									|
% 58.80/24.19  																																										| Combining equations (565,642) yields a new equation:
% 58.80/24.19  																																										| (636) e4 = e1
% 58.80/24.19  																																										|
% 58.80/24.19  																																										| Simplifying 636 yields:
% 58.80/24.19  																																										| (630) e4 = e1
% 58.80/24.19  																																										|
% 58.80/24.19  																																										| Equations (630) can reduce 110 to:
% 58.80/24.19  																																										| (266) $false
% 58.80/24.19  																																										|
% 58.80/24.19  																																										|-The branch is then unsatisfiable
% 58.80/24.19  																																									|-Branch two:
% 58.80/24.19  																																									| (646)  ~ (all_0_52_52 = e1)
% 58.80/24.19  																																									| (1208) all_0_53_53 = e1
% 58.80/24.19  																																									|
% 58.80/24.19  																																										| Combining equations (607,1208) yields a new equation:
% 58.80/24.19  																																										| (616) e2 = e1
% 58.80/24.19  																																										|
% 58.80/24.19  																																										| Simplifying 616 yields:
% 58.80/24.19  																																										| (617) e2 = e1
% 58.80/24.19  																																										|
% 58.80/24.19  																																										| Equations (617) can reduce 122 to:
% 58.80/24.19  																																										| (266) $false
% 58.80/24.19  																																										|
% 58.80/24.19  																																										|-The branch is then unsatisfiable
% 58.80/24.19  																																		|-Branch two:
% 58.80/24.19  																																		| (411)  ~ (all_0_50_50 = e3)
% 58.80/24.19  																																		| (418) all_0_51_51 = e3 | all_0_53_53 = e3
% 58.80/24.19  																																		|
% 58.80/24.19  																																			+-Applying beta-rule and splitting (241), into two cases.
% 58.80/24.19  																																			|-Branch one:
% 58.80/24.19  																																			| (378) all_0_50_50 = e2
% 58.80/24.19  																																			|
% 58.80/24.19  																																				| Equations (378) can reduce 302 to:
% 58.80/24.19  																																				| (266) $false
% 58.80/24.19  																																				|
% 58.80/24.19  																																				|-The branch is then unsatisfiable
% 58.80/24.19  																																			|-Branch two:
% 58.80/24.19  																																			| (302)  ~ (all_0_50_50 = e2)
% 58.80/24.19  																																			| (422) all_0_50_50 = e4 | all_0_50_50 = e3 | all_0_50_50 = e1
% 58.80/24.19  																																			|
% 58.80/24.19  																																				+-Applying beta-rule and splitting (422), into two cases.
% 58.80/24.19  																																				|-Branch one:
% 58.80/24.19  																																				| (775) all_0_50_50 = e4
% 58.80/24.19  																																				|
% 58.80/24.19  																																					| Equations (775) can reduce 566 to:
% 58.80/24.19  																																					| (266) $false
% 58.80/24.19  																																					|
% 58.80/24.19  																																					|-The branch is then unsatisfiable
% 58.80/24.19  																																				|-Branch two:
% 58.80/24.19  																																				| (566)  ~ (all_0_50_50 = e4)
% 58.80/24.19  																																				| (1444) all_0_50_50 = e3 | all_0_50_50 = e1
% 58.80/24.19  																																				|
% 58.80/24.19  																																					+-Applying beta-rule and splitting (1444), into two cases.
% 58.80/24.19  																																					|-Branch one:
% 58.80/24.19  																																					| (601) all_0_50_50 = e1
% 58.80/24.19  																																					|
% 58.80/24.19  																																						| Equations (601) can reduce 35 to:
% 58.80/24.19  																																						| (549)  ~ (all_0_46_46 = e1)
% 58.80/24.19  																																						|
% 58.80/24.19  																																						| Equations (601) can reduce 59 to:
% 58.80/24.19  																																						| (463)  ~ (all_0_51_51 = e1)
% 58.80/24.19  																																						|
% 58.80/24.19  																																						| Simplifying 463 yields:
% 58.80/24.19  																																						| (464)  ~ (all_0_51_51 = e1)
% 58.80/24.19  																																						|
% 58.80/24.19  																																						| Equations (601) can reduce 302 to:
% 58.80/24.19  																																						| (604)  ~ (e2 = e1)
% 58.80/24.19  																																						|
% 58.80/24.19  																																						| Simplifying 604 yields:
% 58.80/24.19  																																						| (122)  ~ (e2 = e1)
% 58.80/24.19  																																						|
% 58.80/24.19  																																						| Equations (601) can reduce 121 to:
% 58.80/24.19  																																						| (233)  ~ (e1 = e0)
% 58.80/24.19  																																						|
% 58.80/24.19  																																						+-Applying beta-rule and splitting (135), into two cases.
% 58.80/24.19  																																						|-Branch one:
% 58.80/24.19  																																						| (545) all_0_46_46 = e1
% 58.80/24.19  																																						|
% 58.80/24.19  																																							| Equations (545) can reduce 549 to:
% 58.80/24.19  																																							| (266) $false
% 58.80/24.19  																																							|
% 58.80/24.19  																																							|-The branch is then unsatisfiable
% 58.80/24.19  																																						|-Branch two:
% 58.80/24.19  																																						| (549)  ~ (all_0_46_46 = e1)
% 58.80/24.19  																																						| (550) all_0_47_47 = e1 | all_0_48_48 = e1 | all_0_49_49 = e1
% 58.80/24.19  																																						|
% 58.80/24.19  																																							+-Applying beta-rule and splitting (550), into two cases.
% 58.80/24.19  																																							|-Branch one:
% 58.80/24.19  																																							| (654) all_0_47_47 = e1
% 58.80/24.19  																																							|
% 58.80/24.19  																																								| Combining equations (654,674) yields a new equation:
% 58.80/24.19  																																								| (546) e1 = e0
% 58.80/24.19  																																								|
% 58.80/24.19  																																								| Simplifying 546 yields:
% 58.80/24.19  																																								| (431) e1 = e0
% 58.80/24.19  																																								|
% 58.80/24.19  																																								| Equations (431) can reduce 233 to:
% 58.80/24.19  																																								| (266) $false
% 58.80/24.19  																																								|
% 58.80/24.19  																																								|-The branch is then unsatisfiable
% 58.80/24.19  																																							|-Branch two:
% 58.80/24.19  																																							| (462)  ~ (all_0_47_47 = e1)
% 58.80/24.19  																																							| (659) all_0_48_48 = e1 | all_0_49_49 = e1
% 58.80/24.19  																																							|
% 58.80/24.19  																																								+-Applying beta-rule and splitting (659), into two cases.
% 58.80/24.19  																																								|-Branch one:
% 58.80/24.19  																																								| (615) all_0_48_48 = e1
% 58.80/24.19  																																								|
% 58.80/24.19  																																									| Combining equations (615,335) yields a new equation:
% 58.80/24.19  																																									| (617) e2 = e1
% 58.80/24.19  																																									|
% 58.80/24.19  																																									| Equations (617) can reduce 122 to:
% 58.80/24.19  																																									| (266) $false
% 58.80/24.19  																																									|
% 58.80/24.19  																																									|-The branch is then unsatisfiable
% 58.80/24.19  																																								|-Branch two:
% 58.80/24.19  																																								| (619)  ~ (all_0_48_48 = e1)
% 58.80/24.19  																																								| (671) all_0_49_49 = e1
% 58.80/24.19  																																								|
% 58.80/24.19  																																									| Equations (671) can reduce 9 to:
% 58.80/24.19  																																									| (639)  ~ (all_0_44_44 = e1)
% 58.80/24.19  																																									|
% 58.80/24.19  																																									| Equations (671) can reduce 208 to:
% 58.80/24.19  																																									| (549)  ~ (all_0_46_46 = e1)
% 58.80/24.19  																																									|
% 58.80/24.19  																																									| Equations (671) can reduce 256 to:
% 58.80/24.19  																																									| (602)  ~ (e4 = e1)
% 58.80/24.19  																																									|
% 58.80/24.19  																																									| Simplifying 602 yields:
% 58.80/24.19  																																									| (110)  ~ (e4 = e1)
% 58.80/24.19  																																									|
% 58.80/24.19  																																									| Equations (671) can reduce 487 to:
% 58.80/24.19  																																									| (233)  ~ (e1 = e0)
% 58.80/24.19  																																									|
% 58.80/24.19  																																									+-Applying beta-rule and splitting (26), into two cases.
% 58.80/24.19  																																									|-Branch one:
% 58.80/24.19  																																									| (446) all_0_44_44 = e4
% 58.80/24.19  																																									|
% 58.80/24.19  																																										| Equations (446) can reduce 1390 to:
% 58.80/24.19  																																										| (266) $false
% 58.80/24.19  																																										|
% 58.80/24.19  																																										|-The branch is then unsatisfiable
% 58.80/24.19  																																									|-Branch two:
% 58.80/24.19  																																									| (1390)  ~ (all_0_44_44 = e4)
% 58.80/24.19  																																									| (1391) all_0_44_44 = e3 | all_0_44_44 = e1 | all_0_44_44 = e0
% 58.80/24.19  																																									|
% 58.80/24.19  																																										+-Applying beta-rule and splitting (131), into two cases.
% 58.80/24.19  																																										|-Branch one:
% 58.80/24.19  																																										| (459) all_0_42_42 = e1
% 58.80/24.19  																																										|
% 58.80/24.19  																																											| Equations (459) can reduce 61 to:
% 58.80/24.19  																																											| (463)  ~ (all_0_51_51 = e1)
% 58.80/24.19  																																											|
% 58.80/24.19  																																											| Simplifying 463 yields:
% 58.80/24.19  																																											| (464)  ~ (all_0_51_51 = e1)
% 58.80/24.19  																																											|
% 58.80/24.19  																																											| Equations (459) can reduce 51 to:
% 58.80/24.19  																																											| (604)  ~ (e2 = e1)
% 58.80/24.19  																																											|
% 58.80/24.19  																																											| Simplifying 604 yields:
% 58.80/24.19  																																											| (122)  ~ (e2 = e1)
% 58.80/24.19  																																											|
% 58.80/24.19  																																											| Equations (459) can reduce 358 to:
% 58.80/24.19  																																											| (233)  ~ (e1 = e0)
% 58.80/24.19  																																											|
% 58.80/24.19  																																											| From (459) and (210) follows:
% 58.80/24.19  																																											| (470) op(e3, e2) = e1
% 58.80/24.19  																																											|
% 58.80/24.19  																																											+-Applying beta-rule and splitting (7), into two cases.
% 58.80/24.19  																																											|-Branch one:
% 58.80/24.19  																																											| (504) all_0_51_51 = e2
% 58.80/24.19  																																											|
% 58.80/24.19  																																												| Equations (504) can reduce 1099 to:
% 58.80/24.19  																																												| (266) $false
% 58.80/24.19  																																												|
% 58.80/24.19  																																												|-The branch is then unsatisfiable
% 58.80/24.19  																																											|-Branch two:
% 58.80/24.19  																																											| (1099)  ~ (all_0_51_51 = e2)
% 58.80/24.19  																																											| (1100) all_0_51_51 = e4 | all_0_51_51 = e3 | all_0_51_51 = e1
% 58.80/24.19  																																											|
% 58.80/24.19  																																												+-Applying beta-rule and splitting (189), into two cases.
% 58.80/24.19  																																												|-Branch one:
% 58.80/24.19  																																												| (532) all_0_44_44 = e3
% 58.80/24.19  																																												|
% 58.80/24.19  																																													| Equations (532) can reduce 147 to:
% 58.80/24.19  																																													| (212)  ~ (e3 = e2)
% 58.80/24.19  																																													|
% 58.80/24.19  																																													+-Applying beta-rule and splitting (418), into two cases.
% 58.80/24.19  																																													|-Branch one:
% 58.80/24.19  																																													| (660) all_0_51_51 = e3
% 58.80/24.19  																																													|
% 58.80/24.19  																																														| From (660) and (186) follows:
% 58.80/24.19  																																														| (1552) op(e1, e2) = e3
% 58.80/24.19  																																														|
% 58.80/24.19  																																														+-Applying beta-rule and splitting (56), into two cases.
% 58.80/24.19  																																														|-Branch one:
% 58.80/24.19  																																														| (696) unit = e2
% 58.80/24.19  																																														|
% 58.80/24.19  																																															| From (696) and (211) follows:
% 58.80/24.19  																																															| (1612) op(e2, e1) = e1
% 58.80/24.19  																																															|
% 58.80/24.19  																																															| From (696) and (227) follows:
% 58.80/24.19  																																															| (4284) op(e4, e2) = e4
% 58.80/24.19  																																															|
% 58.80/24.19  																																															| From (696) and (42) follows:
% 58.80/24.19  																																															| (1613) op(e0, e2) = e0
% 58.80/24.19  																																															|
% 58.80/24.19  																																															| Instantiating formula (29) with e4, e2, e4, e2 and discharging atoms op(e4, e2) = e4, op(e4, e2) = e2, yields:
% 58.80/24.19  																																															| (323) e4 = e2
% 58.80/24.19  																																															|
% 58.80/24.19  																																															| Instantiating formula (29) with e2, e1, e1, e2 and discharging atoms op(e2, e1) = e2, op(e2, e1) = e1, yields:
% 58.80/24.19  																																															| (617) e2 = e1
% 58.80/24.19  																																															|
% 58.80/24.19  																																															| Instantiating formula (29) with e0, e2, e0, e4 and discharging atoms op(e0, e2) = e4, op(e0, e2) = e0, yields:
% 58.80/24.19  																																															| (397) e4 = e0
% 58.80/24.19  																																															|
% 58.80/24.19  																																															| Combining equations (323,397) yields a new equation:
% 58.80/24.19  																																															| (391) e2 = e0
% 58.80/24.19  																																															|
% 58.80/24.19  																																															| Simplifying 391 yields:
% 58.80/24.19  																																															| (330) e2 = e0
% 58.80/24.19  																																															|
% 58.80/24.19  																																															| Combining equations (617,330) yields a new equation:
% 58.80/24.19  																																															| (546) e1 = e0
% 58.80/24.19  																																															|
% 58.80/24.19  																																															| Simplifying 546 yields:
% 58.80/24.19  																																															| (431) e1 = e0
% 58.80/24.19  																																															|
% 58.80/24.19  																																															| Equations (431) can reduce 233 to:
% 58.80/24.19  																																															| (266) $false
% 58.80/24.19  																																															|
% 58.80/24.19  																																															|-The branch is then unsatisfiable
% 58.80/24.19  																																														|-Branch two:
% 58.80/24.19  																																														| (707)  ~ (unit = e2)
% 58.80/24.19  																																														| (708) unit = e4 | unit = e3 | unit = e1 | unit = e0
% 58.80/24.19  																																														|
% 58.80/24.19  																																															+-Applying beta-rule and splitting (708), into two cases.
% 58.80/24.19  																																															|-Branch one:
% 58.80/24.19  																																															| (709) unit = e4
% 58.80/24.19  																																															|
% 58.80/24.19  																																																| From (709) and (211) follows:
% 58.80/24.19  																																																| (22527) op(e4, e1) = e1
% 58.80/24.19  																																																|
% 58.80/24.19  																																																| From (709) and (42) follows:
% 58.80/24.19  																																																| (713) op(e0, e4) = e0
% 58.80/24.19  																																																|
% 58.80/24.19  																																																| Instantiating formula (29) with e4, e1, e1, e3 and discharging atoms op(e4, e1) = e3, op(e4, e1) = e1, yields:
% 58.80/24.19  																																																| (455) e3 = e1
% 58.80/24.19  																																																|
% 58.80/24.19  																																																| Instantiating formula (29) with e0, e4, e0, e3 and discharging atoms op(e0, e4) = e3, op(e0, e4) = e0, yields:
% 58.80/24.19  																																																| (676) e3 = e0
% 58.80/24.19  																																																|
% 58.80/24.19  																																																| Combining equations (455,676) yields a new equation:
% 58.80/24.19  																																																| (546) e1 = e0
% 58.80/24.19  																																																|
% 58.80/24.19  																																																| Simplifying 546 yields:
% 58.80/24.19  																																																| (431) e1 = e0
% 58.80/24.19  																																																|
% 58.80/24.19  																																																| Equations (431) can reduce 233 to:
% 58.80/24.19  																																																| (266) $false
% 58.80/24.19  																																																|
% 58.80/24.19  																																																|-The branch is then unsatisfiable
% 58.80/24.19  																																															|-Branch two:
% 58.80/24.19  																																															| (724)  ~ (unit = e4)
% 58.80/24.19  																																															| (725) unit = e3 | unit = e1 | unit = e0
% 58.80/24.19  																																															|
% 58.80/24.19  																																																+-Applying beta-rule and splitting (725), into two cases.
% 58.80/24.19  																																																|-Branch one:
% 58.80/24.19  																																																| (726) unit = e0
% 58.80/24.19  																																																|
% 58.80/24.19  																																																	| From (726) and (28) follows:
% 58.80/24.19  																																																	| (2698) op(e1, e0) = e1
% 58.80/24.19  																																																	|
% 58.80/24.19  																																																	| Instantiating formula (29) with e1, e0, e1, e2 and discharging atoms op(e1, e0) = e2, op(e1, e0) = e1, yields:
% 58.80/24.19  																																																	| (617) e2 = e1
% 58.80/24.19  																																																	|
% 58.80/24.19  																																																	| Equations (617) can reduce 122 to:
% 58.80/24.19  																																																	| (266) $false
% 58.80/24.19  																																																	|
% 58.80/24.19  																																																	|-The branch is then unsatisfiable
% 58.80/24.19  																																																|-Branch two:
% 58.80/24.19  																																																| (734)  ~ (unit = e0)
% 58.80/24.19  																																																| (735) unit = e3 | unit = e1
% 58.80/24.19  																																																|
% 58.80/24.19  																																																	+-Applying beta-rule and splitting (735), into two cases.
% 58.80/24.19  																																																	|-Branch one:
% 58.80/24.19  																																																	| (736) unit = e1
% 58.80/24.19  																																																	|
% 58.80/24.19  																																																		| Equations (736) can reduce 734 to:
% 58.80/24.19  																																																		| (233)  ~ (e1 = e0)
% 58.80/24.19  																																																		|
% 58.80/24.19  																																																		| From (736) and (15) follows:
% 58.80/24.19  																																																		| (515) op(e1, e2) = e2
% 58.80/24.19  																																																		|
% 58.80/24.19  																																																		| From (736) and (227) follows:
% 58.80/24.19  																																																		| (739) op(e4, e1) = e4
% 58.80/24.19  																																																		|
% 58.80/24.19  																																																		| From (736) and (40) follows:
% 58.80/24.19  																																																		| (1652) op(e3, e1) = e3
% 58.80/24.19  																																																		|
% 58.80/24.19  																																																		| From (736) and (28) follows:
% 58.80/24.19  																																																		| (740) op(e1, e1) = e1
% 58.80/24.20  																																																		|
% 58.80/24.20  																																																		| Instantiating formula (29) with e4, e1, e4, e3 and discharging atoms op(e4, e1) = e4, op(e4, e1) = e3, yields:
% 58.80/24.20  																																																		| (425) e4 = e3
% 58.80/24.20  																																																		|
% 58.80/24.20  																																																		| Instantiating formula (29) with e3, e1, e3, e0 and discharging atoms op(e3, e1) = e3, op(e3, e1) = e0, yields:
% 58.80/24.20  																																																		| (676) e3 = e0
% 58.80/24.20  																																																		|
% 58.80/24.20  																																																		| Instantiating formula (29) with e1, e2, e2, e3 and discharging atoms op(e1, e2) = e3, op(e1, e2) = e2, yields:
% 58.80/24.20  																																																		| (662) e3 = e2
% 58.80/24.20  																																																		|
% 58.80/24.20  																																																		| Instantiating formula (29) with e1, e1, e1, e4 and discharging atoms op(e1, e1) = e4, op(e1, e1) = e1, yields:
% 58.80/24.20  																																																		| (630) e4 = e1
% 58.80/24.20  																																																		|
% 58.80/24.20  																																																		| Combining equations (425,630) yields a new equation:
% 58.80/24.20  																																																		| (454) e3 = e1
% 58.80/24.20  																																																		|
% 58.80/24.20  																																																		| Simplifying 454 yields:
% 58.80/24.20  																																																		| (455) e3 = e1
% 58.80/24.20  																																																		|
% 58.80/24.20  																																																		| Combining equations (455,662) yields a new equation:
% 58.80/24.20  																																																		| (617) e2 = e1
% 58.80/24.20  																																																		|
% 58.80/24.20  																																																		| Combining equations (676,662) yields a new equation:
% 58.80/24.20  																																																		| (330) e2 = e0
% 58.80/24.20  																																																		|
% 58.80/24.20  																																																		| Combining equations (617,330) yields a new equation:
% 58.80/24.20  																																																		| (546) e1 = e0
% 58.80/24.20  																																																		|
% 58.80/24.20  																																																		| Simplifying 546 yields:
% 58.80/24.20  																																																		| (431) e1 = e0
% 58.80/24.20  																																																		|
% 58.80/24.20  																																																		| Equations (431) can reduce 233 to:
% 58.80/24.20  																																																		| (266) $false
% 58.80/24.20  																																																		|
% 58.80/24.20  																																																		|-The branch is then unsatisfiable
% 58.80/24.20  																																																	|-Branch two:
% 58.80/24.20  																																																	| (748)  ~ (unit = e1)
% 58.80/24.20  																																																	| (749) unit = e3
% 58.80/24.20  																																																	|
% 58.80/24.20  																																																		| From (749) and (244) follows:
% 58.80/24.20  																																																		| (750) op(e3, e4) = e4
% 58.80/24.20  																																																		|
% 58.80/24.20  																																																		| From (749) and (15) follows:
% 58.80/24.20  																																																		| (751) op(e3, e2) = e2
% 58.80/24.20  																																																		|
% 58.80/24.20  																																																		| From (749) and (227) follows:
% 58.80/24.20  																																																		| (22570) op(e4, e3) = e4
% 58.80/24.20  																																																		|
% 58.80/24.20  																																																		| From (749) and (40) follows:
% 58.80/24.20  																																																		| (3715) op(e3, e3) = e3
% 58.80/24.20  																																																		|
% 58.80/24.20  																																																		| Instantiating formula (29) with e4, e3, e4, e0 and discharging atoms op(e4, e3) = e4, op(e4, e3) = e0, yields:
% 58.80/24.20  																																																		| (397) e4 = e0
% 58.80/24.20  																																																		|
% 58.80/24.20  																																																		| Instantiating formula (29) with e3, e4, e4, e2 and discharging atoms op(e3, e4) = e4, op(e3, e4) = e2, yields:
% 58.80/24.20  																																																		| (323) e4 = e2
% 58.80/24.20  																																																		|
% 58.80/24.20  																																																		| Instantiating formula (29) with e3, e3, e3, e4 and discharging atoms op(e3, e3) = e4, op(e3, e3) = e3, yields:
% 58.80/24.20  																																																		| (425) e4 = e3
% 58.80/24.20  																																																		|
% 58.80/24.20  																																																		| Instantiating formula (29) with e3, e2, e2, e1 and discharging atoms op(e3, e2) = e2, op(e3, e2) = e1, yields:
% 58.80/24.20  																																																		| (617) e2 = e1
% 58.80/24.20  																																																		|
% 58.80/24.20  																																																		| Combining equations (323,425) yields a new equation:
% 58.80/24.20  																																																		| (662) e3 = e2
% 58.80/24.20  																																																		|
% 58.80/24.20  																																																		| Combining equations (397,425) yields a new equation:
% 58.80/24.20  																																																		| (676) e3 = e0
% 58.80/24.20  																																																		|
% 58.80/24.20  																																																		| Combining equations (662,676) yields a new equation:
% 58.80/24.20  																																																		| (391) e2 = e0
% 58.80/24.20  																																																		|
% 58.80/24.20  																																																		| Simplifying 391 yields:
% 58.80/24.20  																																																		| (330) e2 = e0
% 58.80/24.20  																																																		|
% 58.80/24.20  																																																		| Combining equations (617,330) yields a new equation:
% 58.80/24.20  																																																		| (546) e1 = e0
% 58.80/24.20  																																																		|
% 58.80/24.20  																																																		| Simplifying 546 yields:
% 58.80/24.20  																																																		| (431) e1 = e0
% 58.80/24.20  																																																		|
% 58.80/24.20  																																																		| Equations (431) can reduce 233 to:
% 58.80/24.20  																																																		| (266) $false
% 58.80/24.20  																																																		|
% 58.80/24.20  																																																		|-The branch is then unsatisfiable
% 58.80/24.20  																																													|-Branch two:
% 58.80/24.20  																																													| (664)  ~ (all_0_51_51 = e3)
% 58.80/24.20  																																													| (665) all_0_53_53 = e3
% 58.80/24.20  																																													|
% 58.80/24.20  																																														| Combining equations (607,665) yields a new equation:
% 58.80/24.20  																																														| (662) e3 = e2
% 58.80/24.20  																																														|
% 58.80/24.20  																																														| Equations (662) can reduce 212 to:
% 58.80/24.20  																																														| (266) $false
% 58.80/24.20  																																														|
% 58.80/24.20  																																														|-The branch is then unsatisfiable
% 58.80/24.20  																																												|-Branch two:
% 58.80/24.20  																																												| (407)  ~ (all_0_44_44 = e3)
% 58.80/24.20  																																												| (537) all_0_49_49 = e3 | all_0_53_53 = e3 | all_0_58_58 = e3
% 58.80/24.20  																																												|
% 58.80/24.20  																																													+-Applying beta-rule and splitting (418), into two cases.
% 58.80/24.20  																																													|-Branch one:
% 58.80/24.20  																																													| (660) all_0_51_51 = e3
% 58.80/24.20  																																													|
% 58.80/24.20  																																														| Equations (660) can reduce 475 to:
% 58.80/24.20  																																														| (277)  ~ (e4 = e3)
% 58.80/24.20  																																														|
% 58.80/24.20  																																														| Simplifying 277 yields:
% 58.80/24.20  																																														| (188)  ~ (e4 = e3)
% 58.80/24.20  																																														|
% 58.80/24.20  																																														| Equations (660) can reduce 1099 to:
% 58.80/24.20  																																														| (212)  ~ (e3 = e2)
% 58.80/24.20  																																														|
% 58.80/24.20  																																														| Equations (660) can reduce 464 to:
% 58.80/24.20  																																														| (213)  ~ (e3 = e1)
% 58.80/24.20  																																														|
% 58.80/24.20  																																														+-Applying beta-rule and splitting (144), into two cases.
% 58.80/24.20  																																														|-Branch one:
% 58.80/24.20  																																														| (403) all_0_41_41 = e3
% 58.80/24.20  																																														|
% 58.80/24.20  																																															| Combining equations (403,437) yields a new equation:
% 58.80/24.20  																																															| (425) e4 = e3
% 58.80/24.20  																																															|
% 58.80/24.20  																																															| Equations (425) can reduce 188 to:
% 58.80/24.20  																																															| (266) $false
% 58.80/24.20  																																															|
% 58.80/24.20  																																															|-The branch is then unsatisfiable
% 58.80/24.20  																																														|-Branch two:
% 58.80/24.20  																																														| (1898)  ~ (all_0_41_41 = e3)
% 58.80/24.20  																																														| (1923) all_0_46_46 = e3 | all_0_50_50 = e3 | all_0_55_55 = e3
% 58.80/24.20  																																														|
% 58.80/24.20  																																															+-Applying beta-rule and splitting (537), into two cases.
% 58.80/24.20  																																															|-Branch one:
% 58.80/24.20  																																															| (884) all_0_49_49 = e3
% 58.80/24.20  																																															|
% 58.80/24.20  																																																| Combining equations (671,884) yields a new equation:
% 58.80/24.20  																																																| (455) e3 = e1
% 58.80/24.20  																																																|
% 58.80/24.20  																																																| Equations (455) can reduce 213 to:
% 58.80/24.20  																																																| (266) $false
% 58.80/24.20  																																																|
% 58.80/24.20  																																																|-The branch is then unsatisfiable
% 58.80/24.20  																																															|-Branch two:
% 58.80/24.20  																																															| (525)  ~ (all_0_49_49 = e3)
% 58.80/24.20  																																															| (887) all_0_53_53 = e3 | all_0_58_58 = e3
% 58.80/24.20  																																															|
% 58.80/24.20  																																																| Equations (671) can reduce 525 to:
% 58.80/24.20  																																																| (467)  ~ (e3 = e1)
% 58.80/24.20  																																																|
% 58.80/24.20  																																																| Simplifying 467 yields:
% 58.80/24.20  																																																| (213)  ~ (e3 = e1)
% 58.80/24.20  																																																|
% 58.80/24.20  																																																+-Applying beta-rule and splitting (1923), into two cases.
% 58.80/24.20  																																																|-Branch one:
% 58.80/24.20  																																																| (1557) all_0_46_46 = e3
% 58.80/24.20  																																																|
% 58.80/24.20  																																																	| Equations (1557) can reduce 300 to:
% 58.80/24.20  																																																	| (212)  ~ (e3 = e2)
% 58.80/24.20  																																																	|
% 58.80/24.20  																																																	| Equations (1557) can reduce 831 to:
% 58.80/24.20  																																																	| (80)  ~ (e3 = e0)
% 58.80/24.20  																																																	|
% 58.80/24.20  																																																	+-Applying beta-rule and splitting (887), into two cases.
% 58.80/24.20  																																																	|-Branch one:
% 58.80/24.20  																																																	| (665) all_0_53_53 = e3
% 58.80/24.20  																																																	|
% 58.80/24.20  																																																		| Combining equations (607,665) yields a new equation:
% 58.80/24.20  																																																		| (662) e3 = e2
% 58.80/24.20  																																																		|
% 58.80/24.20  																																																		| Equations (662) can reduce 212 to:
% 58.80/24.20  																																																		| (266) $false
% 58.80/24.20  																																																		|
% 58.80/24.20  																																																		|-The branch is then unsatisfiable
% 58.80/24.20  																																																	|-Branch two:
% 58.80/24.20  																																																	| (903)  ~ (all_0_53_53 = e3)
% 58.80/24.20  																																																	| (795) all_0_58_58 = e3
% 58.80/24.20  																																																	|
% 58.80/24.20  																																																		| Combining equations (795,914) yields a new equation:
% 58.80/24.20  																																																		| (675) e3 = e0
% 58.80/24.20  																																																		|
% 58.80/24.20  																																																		| Simplifying 675 yields:
% 58.80/24.20  																																																		| (676) e3 = e0
% 58.80/24.20  																																																		|
% 58.80/24.20  																																																		| Equations (676) can reduce 80 to:
% 58.80/24.20  																																																		| (266) $false
% 58.80/24.20  																																																		|
% 58.80/24.20  																																																		|-The branch is then unsatisfiable
% 58.80/24.20  																																																|-Branch two:
% 58.80/24.20  																																																| (409)  ~ (all_0_46_46 = e3)
% 58.80/24.20  																																																| (4042) all_0_50_50 = e3 | all_0_55_55 = e3
% 58.80/24.20  																																																|
% 58.80/24.20  																																																	+-Applying beta-rule and splitting (4042), into two cases.
% 58.80/24.20  																																																	|-Branch one:
% 58.80/24.20  																																																	| (415) all_0_50_50 = e3
% 58.80/24.20  																																																	|
% 58.80/24.20  																																																		| Combining equations (601,415) yields a new equation:
% 58.80/24.20  																																																		| (455) e3 = e1
% 58.80/24.20  																																																		|
% 58.80/24.20  																																																		| Equations (455) can reduce 213 to:
% 58.80/24.20  																																																		| (266) $false
% 58.80/24.20  																																																		|
% 58.80/24.20  																																																		|-The branch is then unsatisfiable
% 58.80/24.20  																																																	|-Branch two:
% 58.80/24.20  																																																	| (411)  ~ (all_0_50_50 = e3)
% 58.80/24.20  																																																	| (2336) all_0_55_55 = e3
% 58.80/24.20  																																																	|
% 58.80/24.20  																																																		| Combining equations (386,2336) yields a new equation:
% 58.80/24.20  																																																		| (662) e3 = e2
% 58.80/24.20  																																																		|
% 58.80/24.20  																																																		| Equations (662) can reduce 212 to:
% 58.80/24.20  																																																		| (266) $false
% 58.80/24.20  																																																		|
% 58.80/24.20  																																																		|-The branch is then unsatisfiable
% 58.80/24.20  																																													|-Branch two:
% 58.80/24.20  																																													| (664)  ~ (all_0_51_51 = e3)
% 58.80/24.20  																																													| (665) all_0_53_53 = e3
% 58.80/24.20  																																													|
% 58.80/24.20  																																														| Combining equations (607,665) yields a new equation:
% 58.80/24.20  																																														| (662) e3 = e2
% 58.80/24.20  																																														|
% 58.80/24.20  																																														| Equations (662) can reduce 212 to:
% 58.80/24.20  																																														| (266) $false
% 58.80/24.20  																																														|
% 58.80/24.20  																																														|-The branch is then unsatisfiable
% 58.80/24.20  																																										|-Branch two:
% 58.80/24.20  																																										| (1380)  ~ (all_0_42_42 = e1)
% 58.80/24.20  																																										| (3259) all_0_47_47 = e1 | all_0_51_51 = e1 | all_0_56_56 = e1
% 58.80/24.20  																																										|
% 58.80/24.20  																																											+-Applying beta-rule and splitting (7), into two cases.
% 58.80/24.20  																																											|-Branch one:
% 58.80/24.20  																																											| (504) all_0_51_51 = e2
% 58.80/24.20  																																											|
% 58.80/24.20  																																												| Equations (504) can reduce 1099 to:
% 58.80/24.20  																																												| (266) $false
% 58.80/24.20  																																												|
% 58.80/24.20  																																												|-The branch is then unsatisfiable
% 58.80/24.20  																																											|-Branch two:
% 58.80/24.20  																																											| (1099)  ~ (all_0_51_51 = e2)
% 58.80/24.20  																																											| (1100) all_0_51_51 = e4 | all_0_51_51 = e3 | all_0_51_51 = e1
% 58.80/24.20  																																											|
% 58.80/24.20  																																												+-Applying beta-rule and splitting (1100), into two cases.
% 58.80/24.20  																																												|-Branch one:
% 58.80/24.20  																																												| (1101) all_0_51_51 = e4
% 58.80/24.20  																																												|
% 58.80/24.20  																																													| Equations (1101) can reduce 475 to:
% 58.80/24.20  																																													| (266) $false
% 58.80/24.20  																																													|
% 58.80/24.20  																																													|-The branch is then unsatisfiable
% 58.80/24.20  																																												|-Branch two:
% 58.80/24.20  																																												| (475)  ~ (all_0_51_51 = e4)
% 58.80/24.20  																																												| (1104) all_0_51_51 = e3 | all_0_51_51 = e1
% 58.80/24.20  																																												|
% 58.80/24.20  																																													+-Applying beta-rule and splitting (1104), into two cases.
% 58.80/24.20  																																													|-Branch one:
% 58.80/24.20  																																													| (1109) all_0_51_51 = e1
% 58.80/24.20  																																													|
% 58.80/24.20  																																														| Equations (1109) can reduce 464 to:
% 58.80/24.20  																																														| (266) $false
% 58.80/24.20  																																														|
% 58.80/24.20  																																														|-The branch is then unsatisfiable
% 58.80/24.20  																																													|-Branch two:
% 58.80/24.20  																																													| (464)  ~ (all_0_51_51 = e1)
% 58.80/24.20  																																													| (660) all_0_51_51 = e3
% 58.80/24.20  																																													|
% 58.80/24.20  																																														| Equations (660) can reduce 61 to:
% 58.80/24.20  																																														| (405)  ~ (all_0_42_42 = e3)
% 58.80/24.20  																																														|
% 58.80/24.20  																																														| Equations (660) can reduce 475 to:
% 58.80/24.20  																																														| (277)  ~ (e4 = e3)
% 58.80/24.20  																																														|
% 58.80/24.20  																																														| Simplifying 277 yields:
% 58.80/24.20  																																														| (188)  ~ (e4 = e3)
% 58.80/24.20  																																														|
% 58.80/24.20  																																														+-Applying beta-rule and splitting (113), into two cases.
% 58.80/24.20  																																														|-Branch one:
% 58.80/24.20  																																														| (403) all_0_41_41 = e3
% 58.80/24.20  																																														|
% 58.80/24.20  																																															| Combining equations (403,437) yields a new equation:
% 58.80/24.20  																																															| (425) e4 = e3
% 58.80/24.20  																																															|
% 58.80/24.20  																																															| Equations (425) can reduce 188 to:
% 58.80/24.20  																																															| (266) $false
% 58.80/24.20  																																															|
% 58.80/24.20  																																															|-The branch is then unsatisfiable
% 58.80/24.20  																																														|-Branch two:
% 58.80/24.20  																																														| (1898)  ~ (all_0_41_41 = e3)
% 58.80/24.20  																																														| (1899) all_0_42_42 = e3 | all_0_44_44 = e3
% 58.80/24.20  																																														|
% 58.80/24.20  																																															+-Applying beta-rule and splitting (189), into two cases.
% 58.80/24.20  																																															|-Branch one:
% 58.80/24.20  																																															| (532) all_0_44_44 = e3
% 58.80/24.20  																																															|
% 58.80/24.20  																																																| Equations (532) can reduce 1390 to:
% 58.80/24.20  																																																| (277)  ~ (e4 = e3)
% 58.80/24.20  																																																|
% 58.80/24.20  																																																| Simplifying 277 yields:
% 58.80/24.20  																																																| (188)  ~ (e4 = e3)
% 58.80/24.20  																																																|
% 58.80/24.20  																																																| Equations (532) can reduce 147 to:
% 58.80/24.20  																																																| (212)  ~ (e3 = e2)
% 58.80/24.20  																																																|
% 58.80/24.20  																																																| Equations (532) can reduce 639 to:
% 58.80/24.20  																																																| (213)  ~ (e3 = e1)
% 58.80/24.20  																																																|
% 58.80/24.20  																																																+-Applying beta-rule and splitting (103), into two cases.
% 58.80/24.20  																																																|-Branch one:
% 58.80/24.20  																																																| (453) all_0_41_41 = e1
% 58.80/24.20  																																																|
% 58.80/24.20  																																																	| Combining equations (453,437) yields a new equation:
% 58.80/24.20  																																																	| (630) e4 = e1
% 58.80/24.20  																																																	|
% 58.80/24.20  																																																	| Equations (630) can reduce 110 to:
% 58.80/24.20  																																																	| (266) $false
% 58.80/24.20  																																																	|
% 58.80/24.20  																																																	|-The branch is then unsatisfiable
% 58.80/24.20  																																																|-Branch two:
% 58.80/24.20  																																																| (457)  ~ (all_0_41_41 = e1)
% 58.80/24.20  																																																| (458) all_0_42_42 = e1 | all_0_43_43 = e1 | all_0_44_44 = e1
% 58.80/24.20  																																																|
% 58.80/24.20  																																																	+-Applying beta-rule and splitting (144), into two cases.
% 58.80/24.20  																																																	|-Branch one:
% 58.80/24.20  																																																	| (403) all_0_41_41 = e3
% 58.80/24.20  																																																	|
% 58.80/24.20  																																																		| Combining equations (403,437) yields a new equation:
% 58.80/24.20  																																																		| (425) e4 = e3
% 58.80/24.20  																																																		|
% 58.80/24.20  																																																		| Equations (425) can reduce 188 to:
% 58.80/24.20  																																																		| (266) $false
% 58.80/24.20  																																																		|
% 58.80/24.20  																																																		|-The branch is then unsatisfiable
% 58.80/24.20  																																																	|-Branch two:
% 58.80/24.20  																																																	| (1898)  ~ (all_0_41_41 = e3)
% 58.80/24.20  																																																	| (1923) all_0_46_46 = e3 | all_0_50_50 = e3 | all_0_55_55 = e3
% 58.80/24.20  																																																	|
% 58.80/24.20  																																																		+-Applying beta-rule and splitting (1923), into two cases.
% 58.80/24.20  																																																		|-Branch one:
% 58.80/24.20  																																																		| (1557) all_0_46_46 = e3
% 58.80/24.20  																																																		|
% 58.80/24.20  																																																			| Equations (1557) can reduce 549 to:
% 58.80/24.20  																																																			| (213)  ~ (e3 = e1)
% 58.80/24.20  																																																			|
% 58.80/24.20  																																																			+-Applying beta-rule and splitting (458), into two cases.
% 58.80/24.20  																																																			|-Branch one:
% 58.80/24.20  																																																			| (459) all_0_42_42 = e1
% 58.80/24.20  																																																			|
% 58.80/24.20  																																																				| Equations (459) can reduce 1380 to:
% 58.80/24.20  																																																				| (266) $false
% 58.80/24.20  																																																				|
% 58.80/24.20  																																																				|-The branch is then unsatisfiable
% 58.80/24.20  																																																			|-Branch two:
% 58.80/24.20  																																																			| (1380)  ~ (all_0_42_42 = e1)
% 58.80/24.20  																																																			| (1381) all_0_43_43 = e1 | all_0_44_44 = e1
% 58.80/24.20  																																																			|
% 58.80/24.20  																																																				+-Applying beta-rule and splitting (1381), into two cases.
% 58.80/24.20  																																																				|-Branch one:
% 58.80/24.20  																																																				| (430) all_0_43_43 = e1
% 58.80/24.20  																																																				|
% 58.80/24.20  																																																					| Combining equations (430,356) yields a new equation:
% 58.80/24.20  																																																					| (546) e1 = e0
% 58.80/24.20  																																																					|
% 58.80/24.20  																																																					| Simplifying 546 yields:
% 58.80/24.20  																																																					| (431) e1 = e0
% 58.80/24.20  																																																					|
% 58.80/24.20  																																																					| Equations (431) can reduce 233 to:
% 58.80/24.20  																																																					| (266) $false
% 58.80/24.20  																																																					|
% 58.80/24.20  																																																					|-The branch is then unsatisfiable
% 58.80/24.20  																																																				|-Branch two:
% 58.80/24.20  																																																				| (433)  ~ (all_0_43_43 = e1)
% 58.80/24.20  																																																				| (635) all_0_44_44 = e1
% 58.80/24.20  																																																				|
% 58.80/24.20  																																																					| Combining equations (532,635) yields a new equation:
% 58.80/24.20  																																																					| (454) e3 = e1
% 58.80/24.20  																																																					|
% 58.80/24.20  																																																					| Simplifying 454 yields:
% 58.80/24.20  																																																					| (455) e3 = e1
% 58.80/24.20  																																																					|
% 58.80/24.20  																																																					| Equations (455) can reduce 213 to:
% 58.80/24.20  																																																					| (266) $false
% 58.80/24.20  																																																					|
% 58.80/24.20  																																																					|-The branch is then unsatisfiable
% 58.80/24.20  																																																		|-Branch two:
% 58.80/24.20  																																																		| (409)  ~ (all_0_46_46 = e3)
% 58.80/24.20  																																																		| (4042) all_0_50_50 = e3 | all_0_55_55 = e3
% 58.80/24.20  																																																		|
% 58.80/24.20  																																																			+-Applying beta-rule and splitting (4042), into two cases.
% 58.80/24.20  																																																			|-Branch one:
% 58.80/24.20  																																																			| (415) all_0_50_50 = e3
% 58.80/24.20  																																																			|
% 58.80/24.20  																																																				| Combining equations (601,415) yields a new equation:
% 58.80/24.20  																																																				| (455) e3 = e1
% 58.80/24.20  																																																				|
% 58.80/24.20  																																																				| Equations (455) can reduce 213 to:
% 58.80/24.20  																																																				| (266) $false
% 58.80/24.20  																																																				|
% 58.80/24.20  																																																				|-The branch is then unsatisfiable
% 58.80/24.20  																																																			|-Branch two:
% 58.80/24.20  																																																			| (411)  ~ (all_0_50_50 = e3)
% 58.80/24.20  																																																			| (2336) all_0_55_55 = e3
% 58.80/24.20  																																																			|
% 58.80/24.20  																																																				| Combining equations (386,2336) yields a new equation:
% 58.80/24.20  																																																				| (662) e3 = e2
% 58.80/24.20  																																																				|
% 58.80/24.20  																																																				| Equations (662) can reduce 212 to:
% 58.80/24.20  																																																				| (266) $false
% 58.80/24.20  																																																				|
% 58.80/24.20  																																																				|-The branch is then unsatisfiable
% 58.80/24.20  																																															|-Branch two:
% 58.80/24.20  																																															| (407)  ~ (all_0_44_44 = e3)
% 58.80/24.20  																																															| (537) all_0_49_49 = e3 | all_0_53_53 = e3 | all_0_58_58 = e3
% 58.80/24.20  																																															|
% 58.80/24.20  																																																+-Applying beta-rule and splitting (1899), into two cases.
% 58.80/24.20  																																																|-Branch one:
% 58.80/24.20  																																																| (516) all_0_42_42 = e3
% 58.80/24.20  																																																|
% 58.80/24.20  																																																	| Equations (516) can reduce 405 to:
% 58.80/24.20  																																																	| (266) $false
% 58.80/24.20  																																																	|
% 58.80/24.20  																																																	|-The branch is then unsatisfiable
% 58.80/24.20  																																																|-Branch two:
% 58.80/24.20  																																																| (405)  ~ (all_0_42_42 = e3)
% 58.80/24.20  																																																| (532) all_0_44_44 = e3
% 58.80/24.20  																																																|
% 58.80/24.20  																																																	| Equations (532) can reduce 407 to:
% 58.80/24.20  																																																	| (266) $false
% 58.80/24.20  																																																	|
% 58.80/24.20  																																																	|-The branch is then unsatisfiable
% 58.80/24.20  																																					|-Branch two:
% 58.80/24.20  																																					| (759)  ~ (all_0_50_50 = e1)
% 58.80/24.20  																																					| (415) all_0_50_50 = e3
% 58.80/24.20  																																					|
% 58.80/24.20  																																						| Equations (415) can reduce 411 to:
% 58.80/24.20  																																						| (266) $false
% 58.80/24.20  																																						|
% 58.80/24.20  																																						|-The branch is then unsatisfiable
% 58.80/24.20  																																	|-Branch two:
% 58.80/24.20  																																	| (678)  ~ (all_0_47_47 = e0)
% 58.80/24.20  																																	| (1278) all_0_48_48 = e0 | all_0_49_49 = e0
% 58.80/24.20  																																	|
% 58.80/24.20  																																		+-Applying beta-rule and splitting (1278), into two cases.
% 58.80/24.20  																																		|-Branch one:
% 58.80/24.20  																																		| (1279) all_0_48_48 = e0
% 58.80/24.20  																																		|
% 58.80/24.20  																																			| Combining equations (335,1279) yields a new equation:
% 58.80/24.20  																																			| (391) e2 = e0
% 58.80/24.20  																																			|
% 58.80/24.20  																																			| Simplifying 391 yields:
% 58.80/24.20  																																			| (330) e2 = e0
% 58.80/24.20  																																			|
% 58.80/24.20  																																			| Equations (330) can reduce 128 to:
% 58.80/24.20  																																			| (266) $false
% 58.80/24.20  																																			|
% 58.80/24.20  																																			|-The branch is then unsatisfiable
% 58.80/24.20  																																		|-Branch two:
% 58.80/24.20  																																		| (1283)  ~ (all_0_48_48 = e0)
% 58.80/24.20  																																		| (978) all_0_49_49 = e0
% 58.80/24.20  																																		|
% 58.80/24.20  																																			| Equations (978) can reduce 487 to:
% 58.80/24.20  																																			| (266) $false
% 58.80/24.20  																																			|
% 58.80/24.20  																																			|-The branch is then unsatisfiable
% 58.80/24.20  																															|-Branch two:
% 58.80/24.20  																															| (491)  ~ (all_0_58_58 = e0)
% 58.80/24.20  																															| (917) all_0_58_58 = e3 | all_0_58_58 = e1
% 58.80/24.20  																															|
% 58.80/24.20  																																+-Applying beta-rule and splitting (917), into two cases.
% 58.80/24.20  																																|-Branch one:
% 58.80/24.20  																																| (918) all_0_58_58 = e1
% 58.80/24.20  																																|
% 58.80/24.20  																																	| Equations (918) can reduce 880 to:
% 58.80/24.20  																																	| (266) $false
% 58.80/24.20  																																	|
% 58.80/24.20  																																	|-The branch is then unsatisfiable
% 58.80/24.20  																																|-Branch two:
% 58.80/24.20  																																| (880)  ~ (all_0_58_58 = e1)
% 58.80/24.20  																																| (795) all_0_58_58 = e3
% 58.80/24.20  																																|
% 58.80/24.20  																																	| Equations (795) can reduce 276 to:
% 58.80/24.20  																																	| (266) $false
% 58.80/24.20  																																	|
% 58.80/24.20  																																	|-The branch is then unsatisfiable
% 58.80/24.21  																						|-Branch two:
% 58.80/24.21  																						| (440)  ~ (all_0_41_41 = e4)
% 58.80/24.21  																						| (769) all_0_46_46 = e4 | all_0_50_50 = e4 | all_0_55_55 = e4
% 58.80/24.21  																						|
% 58.80/24.21  																							+-Applying beta-rule and splitting (769), into two cases.
% 58.80/24.21  																							|-Branch one:
% 58.80/24.21  																							| (770) all_0_46_46 = e4
% 58.80/24.21  																							|
% 58.80/24.21  																								| Equations (770) can reduce 250 to:
% 58.80/24.21  																								| (266) $false
% 58.80/24.21  																								|
% 58.80/24.21  																								|-The branch is then unsatisfiable
% 58.80/24.21  																							|-Branch two:
% 58.80/24.21  																							| (250)  ~ (all_0_46_46 = e4)
% 58.80/24.21  																							| (774) all_0_50_50 = e4 | all_0_55_55 = e4
% 58.80/24.21  																							|
% 58.80/24.21  																								+-Applying beta-rule and splitting (774), into two cases.
% 58.80/24.21  																								|-Branch one:
% 58.80/24.21  																								| (775) all_0_50_50 = e4
% 58.80/24.21  																								|
% 58.80/24.21  																									| Equations (775) can reduce 566 to:
% 58.80/24.21  																									| (266) $false
% 58.80/24.21  																									|
% 58.80/24.21  																									|-The branch is then unsatisfiable
% 58.80/24.21  																								|-Branch two:
% 58.80/24.21  																								| (566)  ~ (all_0_50_50 = e4)
% 58.80/24.21  																								| (587) all_0_55_55 = e4
% 58.80/24.21  																								|
% 58.80/24.21  																									| Combining equations (587,386) yields a new equation:
% 58.80/24.21  																									| (322) e4 = e2
% 58.80/24.21  																									|
% 58.80/24.21  																									| Simplifying 322 yields:
% 58.80/24.21  																									| (323) e4 = e2
% 58.80/24.21  																									|
% 58.80/24.21  																									| Equations (323) can reduce 48 to:
% 58.80/24.21  																									| (266) $false
% 58.80/24.21  																									|
% 58.80/24.21  																									|-The branch is then unsatisfiable
% 58.80/24.21  																			|-Branch two:
% 58.80/24.21  																			| (780)  ~ (all_0_52_52 = e4)
% 58.80/24.21  																			| (781) (all_0_41_41 = e0 & all_0_58_58 = e3 &  ~ (all_0_44_44 = e3)) | (all_0_41_41 = e0 & all_0_58_58 = e3 &  ~ (all_0_55_55 = e0)) | (all_0_47_47 = e1 & all_0_52_52 = e2 &  ~ (all_0_48_48 = e2)) | (all_0_47_47 = e1 & all_0_52_52 = e2 &  ~ (all_0_51_51 = e1)) | (all_0_47_47 = e0 & all_0_58_58 = e2 &  ~ (all_0_49_49 = e2)) | (all_0_47_47 = e0 & all_0_58_58 = e2 &  ~ (all_0_56_56 = e0))
% 58.80/24.21  																			|
% 58.80/24.21  																				+-Applying beta-rule and splitting (230), into two cases.
% 58.80/24.21  																				|-Branch one:
% 58.80/24.21  																				| (396) all_0_43_43 = e4
% 58.80/24.21  																				|
% 58.80/24.21  																					| Combining equations (396,356) yields a new equation:
% 58.80/24.21  																					| (481) e4 = e0
% 58.80/24.21  																					|
% 58.80/24.21  																					| Simplifying 481 yields:
% 58.80/24.21  																					| (397) e4 = e0
% 58.80/24.21  																					|
% 58.80/24.21  																					| Equations (397) can reduce 49 to:
% 58.80/24.21  																					| (266) $false
% 58.80/24.21  																					|
% 58.80/24.21  																					|-The branch is then unsatisfiable
% 58.80/24.21  																				|-Branch two:
% 58.80/24.21  																				| (399)  ~ (all_0_43_43 = e4)
% 58.80/24.21  																				| (400) all_0_48_48 = e4 | all_0_52_52 = e4 | all_0_57_57 = e4
% 58.80/24.21  																				|
% 58.80/24.21  																					+-Applying beta-rule and splitting (400), into two cases.
% 58.80/24.21  																					|-Branch one:
% 58.80/24.21  																					| (943) all_0_48_48 = e4
% 58.80/24.21  																					|
% 58.80/24.21  																						| Combining equations (335,943) yields a new equation:
% 58.80/24.21  																						| (323) e4 = e2
% 58.80/24.21  																						|
% 58.80/24.21  																						| Equations (323) can reduce 48 to:
% 58.80/24.21  																						| (266) $false
% 58.80/24.21  																						|
% 58.80/24.21  																						|-The branch is then unsatisfiable
% 58.80/24.21  																					|-Branch two:
% 58.80/24.21  																					| (254)  ~ (all_0_48_48 = e4)
% 58.80/24.21  																					| (947) all_0_52_52 = e4 | all_0_57_57 = e4
% 58.80/24.21  																					|
% 58.80/24.21  																						+-Applying beta-rule and splitting (947), into two cases.
% 58.80/24.21  																						|-Branch one:
% 58.80/24.21  																						| (565) all_0_52_52 = e4
% 58.80/24.21  																						|
% 58.80/24.21  																							| Equations (565) can reduce 780 to:
% 58.80/24.21  																							| (266) $false
% 58.80/24.21  																							|
% 58.80/24.21  																							|-The branch is then unsatisfiable
% 58.80/24.21  																						|-Branch two:
% 58.80/24.21  																						| (780)  ~ (all_0_52_52 = e4)
% 58.80/24.21  																						| (871) all_0_57_57 = e4
% 58.80/24.21  																						|
% 58.80/24.21  																							| Equations (871) can reduce 11 to:
% 58.80/24.21  																							| (780)  ~ (all_0_52_52 = e4)
% 58.80/24.21  																							|
% 58.80/24.21  																							+-Applying beta-rule and splitting (355), into two cases.
% 58.80/24.21  																							|-Branch one:
% 58.80/24.21  																							| (565) all_0_52_52 = e4
% 58.80/24.21  																							|
% 58.80/24.21  																								| Equations (565) can reduce 780 to:
% 58.80/24.21  																								| (266) $false
% 58.80/24.21  																								|
% 58.80/24.21  																								|-The branch is then unsatisfiable
% 58.80/24.21  																							|-Branch two:
% 58.80/24.21  																							| (780)  ~ (all_0_52_52 = e4)
% 58.80/24.21  																							| (642) all_0_52_52 = e1
% 58.80/24.21  																							|
% 58.80/24.21  																								| Equations (642) can reduce 342 to:
% 58.80/24.21  																								| (604)  ~ (e2 = e1)
% 58.80/24.21  																								|
% 58.80/24.21  																								| Simplifying 604 yields:
% 58.80/24.21  																								| (122)  ~ (e2 = e1)
% 58.80/24.21  																								|
% 58.80/24.21  																								+-Applying beta-rule and splitting (781), into two cases.
% 58.80/24.21  																								|-Branch one:
% 58.80/24.21  																								| (789) (all_0_41_41 = e0 & all_0_58_58 = e3 &  ~ (all_0_44_44 = e3)) | (all_0_41_41 = e0 & all_0_58_58 = e3 &  ~ (all_0_55_55 = e0)) | (all_0_47_47 = e1 & all_0_52_52 = e2 &  ~ (all_0_48_48 = e2)) | (all_0_47_47 = e1 & all_0_52_52 = e2 &  ~ (all_0_51_51 = e1)) | (all_0_47_47 = e0 & all_0_58_58 = e2 &  ~ (all_0_49_49 = e2))
% 58.80/24.21  																								|
% 58.80/24.21  																									+-Applying beta-rule and splitting (789), into two cases.
% 58.80/24.21  																									|-Branch one:
% 58.80/24.21  																									| (790) (all_0_41_41 = e0 & all_0_58_58 = e3 &  ~ (all_0_44_44 = e3)) | (all_0_41_41 = e0 & all_0_58_58 = e3 &  ~ (all_0_55_55 = e0)) | (all_0_47_47 = e1 & all_0_52_52 = e2 &  ~ (all_0_48_48 = e2)) | (all_0_47_47 = e1 & all_0_52_52 = e2 &  ~ (all_0_51_51 = e1))
% 58.80/24.21  																									|
% 58.80/24.21  																										+-Applying beta-rule and splitting (790), into two cases.
% 58.80/24.21  																										|-Branch one:
% 58.80/24.21  																										| (791) (all_0_41_41 = e0 & all_0_58_58 = e3 &  ~ (all_0_44_44 = e3)) | (all_0_41_41 = e0 & all_0_58_58 = e3 &  ~ (all_0_55_55 = e0)) | (all_0_47_47 = e1 & all_0_52_52 = e2 &  ~ (all_0_48_48 = e2))
% 58.80/24.21  																										|
% 58.80/24.21  																											+-Applying beta-rule and splitting (791), into two cases.
% 58.80/24.21  																											|-Branch one:
% 58.80/24.21  																											| (792) (all_0_41_41 = e0 & all_0_58_58 = e3 &  ~ (all_0_44_44 = e3)) | (all_0_41_41 = e0 & all_0_58_58 = e3 &  ~ (all_0_55_55 = e0))
% 58.80/24.21  																											|
% 58.80/24.21  																												+-Applying beta-rule and splitting (792), into two cases.
% 58.80/24.21  																												|-Branch one:
% 58.80/24.21  																												| (793) all_0_41_41 = e0 & all_0_58_58 = e3 &  ~ (all_0_44_44 = e3)
% 58.80/24.21  																												|
% 58.80/24.21  																													| Applying alpha-rule on (793) yields:
% 58.80/24.21  																													| (794) all_0_41_41 = e0
% 58.80/24.21  																													| (795) all_0_58_58 = e3
% 58.80/24.21  																													| (407)  ~ (all_0_44_44 = e3)
% 58.80/24.21  																													|
% 58.80/24.21  																													| Equations (795) can reduce 276 to:
% 58.80/24.21  																													| (266) $false
% 58.80/24.21  																													|
% 58.80/24.21  																													|-The branch is then unsatisfiable
% 58.80/24.21  																												|-Branch two:
% 58.80/24.21  																												| (800) all_0_41_41 = e0 & all_0_58_58 = e3 &  ~ (all_0_55_55 = e0)
% 58.80/24.21  																												|
% 58.80/24.21  																													| Applying alpha-rule on (800) yields:
% 58.80/24.21  																													| (794) all_0_41_41 = e0
% 58.80/24.21  																													| (795) all_0_58_58 = e3
% 58.80/24.21  																													| (803)  ~ (all_0_55_55 = e0)
% 58.80/24.21  																													|
% 58.80/24.21  																													| Equations (795) can reduce 276 to:
% 58.80/24.21  																													| (266) $false
% 58.80/24.21  																													|
% 58.80/24.21  																													|-The branch is then unsatisfiable
% 58.80/24.21  																											|-Branch two:
% 58.80/24.21  																											| (807) all_0_47_47 = e1 & all_0_52_52 = e2 &  ~ (all_0_48_48 = e2)
% 58.80/24.21  																											|
% 58.80/24.21  																												| Applying alpha-rule on (807) yields:
% 58.80/24.21  																												| (654) all_0_47_47 = e1
% 58.80/24.21  																												| (352) all_0_52_52 = e2
% 58.80/24.21  																												| (810)  ~ (all_0_48_48 = e2)
% 58.80/24.21  																												|
% 58.80/24.21  																												| Combining equations (642,352) yields a new equation:
% 58.80/24.21  																												| (617) e2 = e1
% 58.80/24.21  																												|
% 58.80/24.21  																												| Equations (617) can reduce 122 to:
% 58.80/24.21  																												| (266) $false
% 58.80/24.21  																												|
% 58.80/24.21  																												|-The branch is then unsatisfiable
% 58.80/24.21  																										|-Branch two:
% 58.80/24.21  																										| (813) all_0_47_47 = e1 & all_0_52_52 = e2 &  ~ (all_0_51_51 = e1)
% 58.80/24.21  																										|
% 58.80/24.21  																											| Applying alpha-rule on (813) yields:
% 58.80/24.21  																											| (654) all_0_47_47 = e1
% 58.80/24.21  																											| (352) all_0_52_52 = e2
% 58.80/24.21  																											| (464)  ~ (all_0_51_51 = e1)
% 58.80/24.21  																											|
% 58.80/24.21  																											| Combining equations (642,352) yields a new equation:
% 58.80/24.21  																											| (617) e2 = e1
% 58.80/24.21  																											|
% 58.80/24.21  																											| Equations (617) can reduce 122 to:
% 58.80/24.21  																											| (266) $false
% 58.80/24.21  																											|
% 58.80/24.21  																											|-The branch is then unsatisfiable
% 58.80/24.21  																									|-Branch two:
% 58.80/24.21  																									| (819) all_0_47_47 = e0 & all_0_58_58 = e2 &  ~ (all_0_49_49 = e2)
% 58.80/24.21  																									|
% 58.80/24.21  																										| Applying alpha-rule on (819) yields:
% 58.80/24.21  																										| (674) all_0_47_47 = e0
% 58.80/24.21  																										| (624) all_0_58_58 = e2
% 58.80/24.21  																										| (340)  ~ (all_0_49_49 = e2)
% 58.80/24.21  																										|
% 58.80/24.21  																										| Equations (624) can reduce 908 to:
% 58.80/24.21  																										| (266) $false
% 58.80/24.21  																										|
% 58.80/24.21  																										|-The branch is then unsatisfiable
% 58.80/24.21  																								|-Branch two:
% 58.80/24.21  																								| (825) all_0_47_47 = e0 & all_0_58_58 = e2 &  ~ (all_0_56_56 = e0)
% 58.80/24.21  																								|
% 58.80/24.21  																									| Applying alpha-rule on (825) yields:
% 58.80/24.21  																									| (674) all_0_47_47 = e0
% 58.80/24.21  																									| (624) all_0_58_58 = e2
% 58.80/24.21  																									| (828)  ~ (all_0_56_56 = e0)
% 58.80/24.21  																									|
% 58.80/24.21  																									| Equations (624) can reduce 908 to:
% 58.80/24.21  																									| (266) $false
% 58.80/24.21  																									|
% 58.80/24.21  																									|-The branch is then unsatisfiable
% 58.80/24.21  																		|-Branch two:
% 58.80/24.21  																		| (304)  ~ (all_0_55_55 = e2)
% 58.80/24.21  																		| (389) all_0_56_56 = e2 | all_0_57_57 = e2 | all_0_58_58 = e2
% 58.80/24.21  																		|
% 58.80/24.21  																			+-Applying beta-rule and splitting (24428), into two cases.
% 58.80/24.21  																			|-Branch one:
% 58.80/24.21  																			| (378) all_0_50_50 = e2
% 58.80/24.21  																			|
% 58.80/24.21  																				| Equations (378) can reduce 302 to:
% 58.80/24.21  																				| (266) $false
% 58.80/24.21  																				|
% 58.80/24.21  																				|-The branch is then unsatisfiable
% 58.80/24.21  																			|-Branch two:
% 58.80/24.21  																			| (302)  ~ (all_0_50_50 = e2)
% 58.80/24.21  																			| (386) all_0_55_55 = e2
% 58.80/24.21  																			|
% 58.80/24.21  																				| Equations (386) can reduce 304 to:
% 58.80/24.21  																				| (266) $false
% 58.80/24.21  																				|
% 58.80/24.21  																				|-The branch is then unsatisfiable
% 58.80/24.21  											|-Branch two:
% 58.80/24.21  											| (5470)  ~ (all_0_43_43 = e0)
% 58.80/24.21  											| (5471) all_0_48_48 = e0 | all_0_57_57 = e0
% 58.80/24.21  											|
% 58.80/24.21  												+-Applying beta-rule and splitting (5471), into two cases.
% 58.80/24.21  												|-Branch one:
% 58.80/24.21  												| (1279) all_0_48_48 = e0
% 58.80/24.21  												|
% 58.80/24.21  													| Combining equations (335,1279) yields a new equation:
% 58.80/24.21  													| (391) e2 = e0
% 58.80/24.21  													|
% 58.80/24.21  													| Simplifying 391 yields:
% 58.80/24.21  													| (330) e2 = e0
% 58.80/24.21  													|
% 58.80/24.21  													| Equations (330) can reduce 128 to:
% 58.80/24.21  													| (266) $false
% 58.80/24.21  													|
% 58.80/24.21  													|-The branch is then unsatisfiable
% 58.80/24.21  												|-Branch two:
% 58.80/24.21  												| (1283)  ~ (all_0_48_48 = e0)
% 58.80/24.21  												| (875) all_0_57_57 = e0
% 58.80/24.21  												|
% 58.80/24.21  													| Equations (875) can reduce 199 to:
% 58.80/24.21  													| (5470)  ~ (all_0_43_43 = e0)
% 58.80/24.21  													|
% 58.80/24.21  													| Equations (875) can reduce 11 to:
% 58.80/24.21  													| (72)  ~ (all_0_52_52 = e0)
% 58.80/24.21  													|
% 58.80/24.21  													| Equations (875) can reduce 81 to:
% 58.80/24.21  													| (803)  ~ (all_0_55_55 = e0)
% 58.80/24.21  													|
% 58.80/24.21  													| Equations (875) can reduce 140 to:
% 58.80/24.21  													| (828)  ~ (all_0_56_56 = e0)
% 58.80/24.21  													|
% 58.80/24.21  													| Equations (875) can reduce 148 to:
% 58.80/24.21  													| (490)  ~ (all_0_58_58 = e0)
% 58.80/24.21  													|
% 58.80/24.21  													| Simplifying 490 yields:
% 58.80/24.21  													| (491)  ~ (all_0_58_58 = e0)
% 58.80/24.21  													|
% 58.80/24.21  													| Equations (875) can reduce 344 to:
% 58.80/24.21  													| (365)  ~ (e2 = e0)
% 58.80/24.21  													|
% 58.80/24.21  													| Simplifying 365 yields:
% 58.80/24.21  													| (128)  ~ (e2 = e0)
% 58.80/24.21  													|
% 58.80/24.21  													+-Applying beta-rule and splitting (195), into two cases.
% 58.80/24.21  													|-Branch one:
% 58.80/24.21  													| (396) all_0_43_43 = e4
% 58.80/24.21  													|
% 58.80/24.21  														| Equations (396) can reduce 31 to:
% 58.80/24.21  														| (440)  ~ (all_0_41_41 = e4)
% 58.80/24.21  														|
% 58.80/24.21  														| Equations (396) can reduce 240 to:
% 58.80/24.21  														| (1890)  ~ (all_0_42_42 = e4)
% 58.80/24.21  														|
% 58.80/24.21  														| Equations (396) can reduce 159 to:
% 58.80/24.21  														| (1903)  ~ (all_0_44_44 = e4)
% 58.80/24.21  														|
% 58.80/24.21  														| Simplifying 1903 yields:
% 58.80/24.21  														| (1390)  ~ (all_0_44_44 = e4)
% 58.80/24.21  														|
% 58.80/24.21  														| Equations (396) can reduce 217 to:
% 58.80/24.21  														| (958)  ~ (all_0_52_52 = e4)
% 58.80/24.21  														|
% 58.80/24.21  														| Simplifying 958 yields:
% 58.80/24.21  														| (780)  ~ (all_0_52_52 = e4)
% 58.80/24.21  														|
% 58.80/24.21  														| From (396) and (37) follows:
% 58.80/24.21  														| (5492) op(e3, e1) = e4
% 58.80/24.21  														|
% 58.80/24.21  														+-Applying beta-rule and splitting (355), into two cases.
% 58.80/24.21  														|-Branch one:
% 58.80/24.21  														| (565) all_0_52_52 = e4
% 58.80/24.21  														|
% 58.80/24.21  															| Equations (565) can reduce 780 to:
% 58.80/24.21  															| (266) $false
% 58.80/24.21  															|
% 58.80/24.21  															|-The branch is then unsatisfiable
% 58.80/24.21  														|-Branch two:
% 58.80/24.21  														| (780)  ~ (all_0_52_52 = e4)
% 58.80/24.21  														| (642) all_0_52_52 = e1
% 58.80/24.21  														|
% 58.80/24.21  															| Equations (642) can reduce 101 to:
% 58.80/24.21  															| (759)  ~ (all_0_50_50 = e1)
% 58.80/24.21  															|
% 58.80/24.21  															| Equations (642) can reduce 780 to:
% 58.80/24.21  															| (602)  ~ (e4 = e1)
% 58.80/24.21  															|
% 58.80/24.21  															| Simplifying 602 yields:
% 58.80/24.21  															| (110)  ~ (e4 = e1)
% 58.80/24.21  															|
% 58.80/24.21  															| Equations (642) can reduce 342 to:
% 58.80/24.21  															| (604)  ~ (e2 = e1)
% 58.80/24.21  															|
% 58.80/24.21  															| Simplifying 604 yields:
% 58.80/24.21  															| (122)  ~ (e2 = e1)
% 58.80/24.21  															|
% 58.80/24.21  															| Equations (642) can reduce 72 to:
% 58.80/24.21  															| (233)  ~ (e1 = e0)
% 58.80/24.21  															|
% 58.80/24.21  															+-Applying beta-rule and splitting (163), into two cases.
% 58.80/24.21  															|-Branch one:
% 58.80/24.21  															| (565) all_0_52_52 = e4
% 58.80/24.21  															|
% 58.80/24.21  																| Combining equations (565,642) yields a new equation:
% 58.80/24.21  																| (636) e4 = e1
% 58.80/24.21  																|
% 58.80/24.21  																| Simplifying 636 yields:
% 58.80/24.21  																| (630) e4 = e1
% 58.80/24.21  																|
% 58.80/24.21  																| Equations (630) can reduce 110 to:
% 58.80/24.21  																| (266) $false
% 58.80/24.21  																|
% 58.80/24.21  																|-The branch is then unsatisfiable
% 58.80/24.21  															|-Branch two:
% 58.80/24.21  															| (780)  ~ (all_0_52_52 = e4)
% 58.80/24.21  															| (781) (all_0_41_41 = e0 & all_0_58_58 = e3 &  ~ (all_0_44_44 = e3)) | (all_0_41_41 = e0 & all_0_58_58 = e3 &  ~ (all_0_55_55 = e0)) | (all_0_47_47 = e1 & all_0_52_52 = e2 &  ~ (all_0_48_48 = e2)) | (all_0_47_47 = e1 & all_0_52_52 = e2 &  ~ (all_0_51_51 = e1)) | (all_0_47_47 = e0 & all_0_58_58 = e2 &  ~ (all_0_49_49 = e2)) | (all_0_47_47 = e0 & all_0_58_58 = e2 &  ~ (all_0_56_56 = e0))
% 58.80/24.21  															|
% 58.80/24.21  																| Equations (642) can reduce 780 to:
% 58.80/24.21  																| (602)  ~ (e4 = e1)
% 58.80/24.21  																|
% 58.80/24.21  																| Simplifying 602 yields:
% 58.80/24.21  																| (110)  ~ (e4 = e1)
% 58.80/24.21  																|
% 58.80/24.21  																+-Applying beta-rule and splitting (781), into two cases.
% 58.80/24.21  																|-Branch one:
% 58.80/24.21  																| (789) (all_0_41_41 = e0 & all_0_58_58 = e3 &  ~ (all_0_44_44 = e3)) | (all_0_41_41 = e0 & all_0_58_58 = e3 &  ~ (all_0_55_55 = e0)) | (all_0_47_47 = e1 & all_0_52_52 = e2 &  ~ (all_0_48_48 = e2)) | (all_0_47_47 = e1 & all_0_52_52 = e2 &  ~ (all_0_51_51 = e1)) | (all_0_47_47 = e0 & all_0_58_58 = e2 &  ~ (all_0_49_49 = e2))
% 58.80/24.21  																|
% 58.80/24.21  																	+-Applying beta-rule and splitting (789), into two cases.
% 58.80/24.21  																	|-Branch one:
% 58.80/24.21  																	| (790) (all_0_41_41 = e0 & all_0_58_58 = e3 &  ~ (all_0_44_44 = e3)) | (all_0_41_41 = e0 & all_0_58_58 = e3 &  ~ (all_0_55_55 = e0)) | (all_0_47_47 = e1 & all_0_52_52 = e2 &  ~ (all_0_48_48 = e2)) | (all_0_47_47 = e1 & all_0_52_52 = e2 &  ~ (all_0_51_51 = e1))
% 58.80/24.21  																	|
% 58.80/24.21  																		+-Applying beta-rule and splitting (790), into two cases.
% 58.80/24.21  																		|-Branch one:
% 58.80/24.21  																		| (791) (all_0_41_41 = e0 & all_0_58_58 = e3 &  ~ (all_0_44_44 = e3)) | (all_0_41_41 = e0 & all_0_58_58 = e3 &  ~ (all_0_55_55 = e0)) | (all_0_47_47 = e1 & all_0_52_52 = e2 &  ~ (all_0_48_48 = e2))
% 58.80/24.21  																		|
% 58.80/24.21  																			+-Applying beta-rule and splitting (791), into two cases.
% 58.80/24.21  																			|-Branch one:
% 58.80/24.21  																			| (792) (all_0_41_41 = e0 & all_0_58_58 = e3 &  ~ (all_0_44_44 = e3)) | (all_0_41_41 = e0 & all_0_58_58 = e3 &  ~ (all_0_55_55 = e0))
% 58.80/24.21  																			|
% 58.80/24.21  																				+-Applying beta-rule and splitting (792), into two cases.
% 58.80/24.21  																				|-Branch one:
% 58.80/24.21  																				| (793) all_0_41_41 = e0 & all_0_58_58 = e3 &  ~ (all_0_44_44 = e3)
% 58.80/24.21  																				|
% 58.80/24.21  																					| Applying alpha-rule on (793) yields:
% 58.80/24.21  																					| (794) all_0_41_41 = e0
% 58.80/24.21  																					| (795) all_0_58_58 = e3
% 58.80/24.21  																					| (407)  ~ (all_0_44_44 = e3)
% 58.80/24.21  																					|
% 58.80/24.21  																					| Equations (795) can reduce 276 to:
% 58.80/24.21  																					| (266) $false
% 58.80/24.21  																					|
% 58.80/24.21  																					|-The branch is then unsatisfiable
% 58.80/24.21  																				|-Branch two:
% 58.80/24.21  																				| (800) all_0_41_41 = e0 & all_0_58_58 = e3 &  ~ (all_0_55_55 = e0)
% 58.80/24.21  																				|
% 58.80/24.21  																					| Applying alpha-rule on (800) yields:
% 58.80/24.21  																					| (794) all_0_41_41 = e0
% 58.80/24.21  																					| (795) all_0_58_58 = e3
% 58.80/24.21  																					| (803)  ~ (all_0_55_55 = e0)
% 58.80/24.21  																					|
% 58.80/24.21  																					| Equations (795) can reduce 276 to:
% 58.80/24.21  																					| (266) $false
% 58.80/24.21  																					|
% 58.80/24.21  																					|-The branch is then unsatisfiable
% 58.80/24.21  																			|-Branch two:
% 58.80/24.21  																			| (807) all_0_47_47 = e1 & all_0_52_52 = e2 &  ~ (all_0_48_48 = e2)
% 58.80/24.21  																			|
% 58.80/24.21  																				| Applying alpha-rule on (807) yields:
% 58.80/24.21  																				| (654) all_0_47_47 = e1
% 58.80/24.21  																				| (352) all_0_52_52 = e2
% 58.80/24.21  																				| (810)  ~ (all_0_48_48 = e2)
% 58.80/24.21  																				|
% 58.80/24.21  																				| Combining equations (642,352) yields a new equation:
% 58.80/24.21  																				| (617) e2 = e1
% 58.80/24.21  																				|
% 58.80/24.21  																				| Equations (617) can reduce 122 to:
% 58.80/24.21  																				| (266) $false
% 58.80/24.21  																				|
% 58.80/24.21  																				|-The branch is then unsatisfiable
% 58.80/24.21  																		|-Branch two:
% 58.80/24.21  																		| (813) all_0_47_47 = e1 & all_0_52_52 = e2 &  ~ (all_0_51_51 = e1)
% 58.80/24.21  																		|
% 58.80/24.21  																			| Applying alpha-rule on (813) yields:
% 58.80/24.21  																			| (654) all_0_47_47 = e1
% 58.80/24.21  																			| (352) all_0_52_52 = e2
% 58.80/24.21  																			| (464)  ~ (all_0_51_51 = e1)
% 58.80/24.21  																			|
% 58.80/24.21  																			| Combining equations (642,352) yields a new equation:
% 58.80/24.21  																			| (617) e2 = e1
% 58.80/24.21  																			|
% 58.80/24.21  																			| Equations (617) can reduce 122 to:
% 58.80/24.21  																			| (266) $false
% 58.80/24.21  																			|
% 58.80/24.21  																			|-The branch is then unsatisfiable
% 58.80/24.21  																	|-Branch two:
% 58.80/24.21  																	| (819) all_0_47_47 = e0 & all_0_58_58 = e2 &  ~ (all_0_49_49 = e2)
% 58.80/24.21  																	|
% 58.80/24.21  																		| Applying alpha-rule on (819) yields:
% 58.80/24.21  																		| (674) all_0_47_47 = e0
% 58.80/24.21  																		| (624) all_0_58_58 = e2
% 58.80/24.21  																		| (340)  ~ (all_0_49_49 = e2)
% 58.80/24.21  																		|
% 58.80/24.21  																		| Equations (674) can reduce 198 to:
% 58.80/24.21  																		| (358)  ~ (all_0_42_42 = e0)
% 58.80/24.21  																		|
% 58.80/24.21  																		| Equations (624) can reduce 181 to:
% 58.80/24.21  																		| (147)  ~ (all_0_44_44 = e2)
% 58.80/24.21  																		|
% 58.80/24.21  																		| Equations (674) can reduce 19 to:
% 58.80/24.21  																		| (831)  ~ (all_0_46_46 = e0)
% 58.80/24.21  																		|
% 58.80/24.21  																		| Equations (674) can reduce 252 to:
% 58.80/24.21  																		| (401)  ~ (e4 = e0)
% 58.80/24.21  																		|
% 58.80/24.21  																		| Simplifying 401 yields:
% 58.80/24.21  																		| (49)  ~ (e4 = e0)
% 58.80/24.21  																		|
% 58.80/24.21  																		| Equations (624) can reduce 119 to:
% 58.80/24.21  																		| (340)  ~ (all_0_49_49 = e2)
% 58.80/24.21  																		|
% 58.80/24.21  																		| Equations (624) can reduce 10 to:
% 58.80/24.21  																		| (509)  ~ (all_0_53_53 = e2)
% 58.80/24.21  																		|
% 58.80/24.21  																		| Equations (624) can reduce 451 to:
% 58.80/24.21  																		| (327)  ~ (e4 = e2)
% 58.80/24.21  																		|
% 58.80/24.21  																		| Simplifying 327 yields:
% 58.80/24.21  																		| (48)  ~ (e4 = e2)
% 58.80/24.21  																		|
% 58.80/24.21  																		| Equations (624) can reduce 276 to:
% 58.80/24.21  																		| (626)  ~ (e3 = e2)
% 58.80/24.21  																		|
% 58.80/24.21  																		| Simplifying 626 yields:
% 58.80/24.21  																		| (212)  ~ (e3 = e2)
% 58.80/24.21  																		|
% 58.80/24.21  																		| From (674) and (23) follows:
% 58.80/24.21  																		| (3148) op(e2, e2) = e0
% 58.80/24.21  																		|
% 58.80/24.21  																		| From (624) and (245) follows:
% 58.80/24.21  																		| (628) op(e0, e0) = e2
% 58.80/24.21  																		|
% 58.80/24.21  																		+-Applying beta-rule and splitting (196), into two cases.
% 58.80/24.21  																		|-Branch one:
% 58.80/24.21  																		| (607) all_0_53_53 = e2
% 58.80/24.21  																		|
% 58.80/24.21  																			| Equations (607) can reduce 509 to:
% 58.80/24.21  																			| (266) $false
% 58.80/24.21  																			|
% 58.80/24.21  																			|-The branch is then unsatisfiable
% 58.80/24.21  																		|-Branch two:
% 58.80/24.21  																		| (509)  ~ (all_0_53_53 = e2)
% 58.80/24.21  																		| (610) all_0_53_53 = e4 | all_0_53_53 = e3 | all_0_53_53 = e1
% 58.80/24.21  																		|
% 58.80/24.21  																			+-Applying beta-rule and splitting (165), into two cases.
% 58.80/24.21  																			|-Branch one:
% 58.80/24.21  																			| (794) all_0_41_41 = e0
% 58.80/24.21  																			|
% 58.80/24.21  																				| Equations (794) can reduce 357 to:
% 58.80/24.21  																				| (266) $false
% 58.80/24.21  																				|
% 58.80/24.21  																				|-The branch is then unsatisfiable
% 58.80/24.21  																			|-Branch two:
% 58.80/24.21  																			| (357)  ~ (all_0_41_41 = e0)
% 58.80/24.21  																			| (6761) all_0_42_42 = e0 | all_0_43_43 = e0 | all_0_44_44 = e0
% 58.80/24.21  																			|
% 58.80/24.21  																				+-Applying beta-rule and splitting (95), into two cases.
% 58.80/24.21  																				|-Branch one:
% 58.80/24.21  																				| (378) all_0_50_50 = e2
% 58.80/24.21  																				|
% 58.80/24.21  																					| Equations (378) can reduce 221 to:
% 58.80/24.21  																					| (85)  ~ (all_0_41_41 = e2)
% 58.80/24.21  																					|
% 58.80/24.21  																					| Equations (378) can reduce 35 to:
% 58.80/24.21  																					| (300)  ~ (all_0_46_46 = e2)
% 58.80/24.21  																					|
% 58.80/24.22  																					| Equations (378) can reduce 93 to:
% 58.80/24.22  																					| (303)  ~ (all_0_55_55 = e2)
% 58.80/24.22  																					|
% 58.80/24.22  																					| Simplifying 303 yields:
% 58.80/24.22  																					| (304)  ~ (all_0_55_55 = e2)
% 58.80/24.22  																					|
% 58.80/24.22  																					| Equations (378) can reduce 759 to:
% 58.80/24.22  																					| (122)  ~ (e2 = e1)
% 58.80/24.22  																					|
% 58.80/24.22  																					| From (378) and (242) follows:
% 58.80/24.22  																					| (26152) op(e1, e3) = e2
% 58.80/24.22  																					|
% 58.80/24.22  																					+-Applying beta-rule and splitting (62), into two cases.
% 58.80/24.22  																					|-Branch one:
% 58.80/24.22  																					| (321) all_0_38_38 = e4
% 58.80/24.22  																					|
% 58.80/24.22  																						| Combining equations (321,329) yields a new equation:
% 58.80/24.22  																						| (481) e4 = e0
% 58.80/24.22  																						|
% 58.80/24.22  																						| Simplifying 481 yields:
% 58.80/24.22  																						| (397) e4 = e0
% 58.80/24.22  																						|
% 58.80/24.22  																						| Equations (397) can reduce 49 to:
% 58.80/24.22  																						| (266) $false
% 58.80/24.22  																						|
% 58.80/24.22  																						|-The branch is then unsatisfiable
% 58.80/24.22  																					|-Branch two:
% 58.80/24.22  																					| (325)  ~ (all_0_38_38 = e4)
% 58.80/24.22  																					| (582) all_0_41_41 = e4 | all_0_46_46 = e4 | all_0_50_50 = e4 | all_0_55_55 = e4
% 58.80/24.22  																					|
% 58.80/24.22  																						+-Applying beta-rule and splitting (582), into two cases.
% 58.80/24.22  																						|-Branch one:
% 58.80/24.22  																						| (437) all_0_41_41 = e4
% 58.80/24.22  																						|
% 58.80/24.22  																							| Equations (437) can reduce 440 to:
% 58.80/24.22  																							| (266) $false
% 58.80/24.22  																							|
% 58.80/24.22  																							|-The branch is then unsatisfiable
% 58.80/24.22  																						|-Branch two:
% 58.80/24.22  																						| (440)  ~ (all_0_41_41 = e4)
% 58.80/24.22  																						| (769) all_0_46_46 = e4 | all_0_50_50 = e4 | all_0_55_55 = e4
% 58.80/24.22  																						|
% 58.80/24.22  																							+-Applying beta-rule and splitting (769), into two cases.
% 58.80/24.22  																							|-Branch one:
% 58.80/24.22  																							| (770) all_0_46_46 = e4
% 58.80/24.22  																							|
% 58.80/24.22  																								| Equations (770) can reduce 250 to:
% 58.80/24.22  																								| (266) $false
% 58.80/24.22  																								|
% 58.80/24.22  																								|-The branch is then unsatisfiable
% 58.80/24.22  																							|-Branch two:
% 58.80/24.22  																							| (250)  ~ (all_0_46_46 = e4)
% 58.80/24.22  																							| (774) all_0_50_50 = e4 | all_0_55_55 = e4
% 58.80/24.22  																							|
% 58.80/24.22  																								+-Applying beta-rule and splitting (774), into two cases.
% 58.80/24.22  																								|-Branch one:
% 58.80/24.22  																								| (775) all_0_50_50 = e4
% 58.80/24.22  																								|
% 58.80/24.22  																									| Combining equations (378,775) yields a new equation:
% 58.80/24.22  																									| (323) e4 = e2
% 58.80/24.22  																									|
% 58.80/24.22  																									| Equations (323) can reduce 48 to:
% 58.80/24.22  																									| (266) $false
% 58.80/24.22  																									|
% 58.80/24.22  																									|-The branch is then unsatisfiable
% 58.80/24.22  																								|-Branch two:
% 58.80/24.22  																								| (566)  ~ (all_0_50_50 = e4)
% 58.80/24.22  																								| (587) all_0_55_55 = e4
% 58.80/24.22  																								|
% 58.80/24.22  																									| Equations (587) can reduce 191 to:
% 58.80/24.22  																									| (440)  ~ (all_0_41_41 = e4)
% 58.80/24.22  																									|
% 58.80/24.22  																									| Equations (587) can reduce 58 to:
% 58.80/24.22  																									| (250)  ~ (all_0_46_46 = e4)
% 58.80/24.22  																									|
% 58.80/24.22  																									| Equations (587) can reduce 304 to:
% 58.80/24.22  																									| (48)  ~ (e4 = e2)
% 58.80/24.22  																									|
% 58.80/24.22  																									| Equations (587) can reduce 803 to:
% 58.80/24.22  																									| (49)  ~ (e4 = e0)
% 58.80/24.22  																									|
% 58.80/24.22  																									| From (587) and (74) follows:
% 58.80/24.22  																									| (589) op(e0, e3) = e4
% 58.80/24.22  																									|
% 58.80/24.22  																									+-Applying beta-rule and splitting (6761), into two cases.
% 58.80/24.22  																									|-Branch one:
% 58.80/24.22  																									| (559) all_0_42_42 = e0
% 58.80/24.22  																									|
% 58.80/24.22  																										| Equations (559) can reduce 358 to:
% 58.80/24.22  																										| (266) $false
% 58.80/24.22  																										|
% 58.80/24.22  																										|-The branch is then unsatisfiable
% 58.80/24.22  																									|-Branch two:
% 58.80/24.22  																									| (358)  ~ (all_0_42_42 = e0)
% 58.80/24.22  																									| (6766) all_0_43_43 = e0 | all_0_44_44 = e0
% 58.80/24.22  																									|
% 58.80/24.22  																										+-Applying beta-rule and splitting (6766), into two cases.
% 58.80/24.22  																										|-Branch one:
% 58.80/24.22  																										| (356) all_0_43_43 = e0
% 58.80/24.22  																										|
% 58.80/24.22  																											| Combining equations (356,396) yields a new equation:
% 58.80/24.22  																											| (397) e4 = e0
% 58.80/24.22  																											|
% 58.80/24.22  																											| Equations (397) can reduce 49 to:
% 58.80/24.22  																											| (266) $false
% 58.80/24.22  																											|
% 58.80/24.22  																											|-The branch is then unsatisfiable
% 58.80/24.22  																										|-Branch two:
% 58.80/24.22  																										| (5470)  ~ (all_0_43_43 = e0)
% 58.80/24.22  																										| (1414) all_0_44_44 = e0
% 58.80/24.22  																										|
% 58.80/24.22  																											| Equations (1414) can reduce 149 to:
% 58.80/24.22  																											| (357)  ~ (all_0_41_41 = e0)
% 58.80/24.22  																											|
% 58.80/24.22  																											| Equations (1414) can reduce 73 to:
% 58.80/24.22  																											| (358)  ~ (all_0_42_42 = e0)
% 58.80/24.22  																											|
% 58.80/24.22  																											| Equations (1414) can reduce 9 to:
% 58.80/24.22  																											| (486)  ~ (all_0_49_49 = e0)
% 58.80/24.22  																											|
% 58.80/24.22  																											| Simplifying 486 yields:
% 58.80/24.22  																											| (487)  ~ (all_0_49_49 = e0)
% 58.80/24.22  																											|
% 58.80/24.22  																											| Equations (1414) can reduce 220 to:
% 58.80/24.22  																											| (488)  ~ (all_0_53_53 = e0)
% 58.80/24.22  																											|
% 58.80/24.22  																											| Simplifying 488 yields:
% 58.80/24.22  																											| (247)  ~ (all_0_53_53 = e0)
% 58.80/24.22  																											|
% 58.80/24.22  																											| Equations (1414) can reduce 1390 to:
% 58.80/24.22  																											| (401)  ~ (e4 = e0)
% 58.80/24.22  																											|
% 58.80/24.22  																											| Simplifying 401 yields:
% 58.80/24.22  																											| (49)  ~ (e4 = e0)
% 58.80/24.22  																											|
% 58.80/24.22  																											| Equations (1414) can reduce 147 to:
% 58.80/24.22  																											| (365)  ~ (e2 = e0)
% 58.80/24.22  																											|
% 58.80/24.22  																											| Simplifying 365 yields:
% 58.80/24.22  																											| (128)  ~ (e2 = e0)
% 58.80/24.22  																											|
% 58.80/24.22  																											+-Applying beta-rule and splitting (216), into two cases.
% 58.80/24.22  																											|-Branch one:
% 58.80/24.22  																											| (629) all_0_55_55 = e1
% 58.80/24.22  																											|
% 58.80/24.22  																												| Combining equations (587,629) yields a new equation:
% 58.80/24.22  																												| (636) e4 = e1
% 58.80/24.22  																												|
% 58.80/24.22  																												| Simplifying 636 yields:
% 58.80/24.22  																												| (630) e4 = e1
% 58.80/24.22  																												|
% 58.80/24.22  																												| Equations (630) can reduce 110 to:
% 58.80/24.22  																												| (266) $false
% 58.80/24.22  																												|
% 58.80/24.22  																												|-The branch is then unsatisfiable
% 58.80/24.22  																											|-Branch two:
% 58.80/24.22  																											| (632)  ~ (all_0_55_55 = e1)
% 58.80/24.22  																											| (633) all_0_56_56 = e1 | all_0_57_57 = e1 | all_0_58_58 = e1
% 58.80/24.22  																											|
% 58.80/24.22  																												+-Applying beta-rule and splitting (633), into two cases.
% 58.80/24.22  																												|-Branch one:
% 58.80/24.22  																												| (1569) all_0_56_56 = e1
% 58.80/24.22  																												|
% 58.80/24.22  																													| Equations (1569) can reduce 236 to:
% 58.80/24.22  																													| (1380)  ~ (all_0_42_42 = e1)
% 58.80/24.22  																													|
% 58.80/24.22  																													| Equations (1569) can reduce 16 to:
% 58.80/24.22  																													| (464)  ~ (all_0_51_51 = e1)
% 58.80/24.22  																													|
% 58.80/24.22  																													| From (1569) and (111) follows:
% 58.80/24.22  																													| (3175) op(e0, e2) = e1
% 58.80/24.22  																													|
% 58.80/24.22  																													+-Applying beta-rule and splitting (231), into two cases.
% 58.80/24.22  																													|-Branch one:
% 58.80/24.22  																													| (775) all_0_50_50 = e4
% 58.80/24.22  																													|
% 58.80/24.22  																														| Combining equations (378,775) yields a new equation:
% 58.80/24.22  																														| (323) e4 = e2
% 58.80/24.22  																														|
% 58.80/24.22  																														| Equations (323) can reduce 48 to:
% 58.80/24.22  																														| (266) $false
% 58.80/24.22  																														|
% 58.80/24.22  																														|-The branch is then unsatisfiable
% 58.80/24.22  																													|-Branch two:
% 58.80/24.22  																													| (566)  ~ (all_0_50_50 = e4)
% 58.80/24.22  																													| (1071) all_0_51_51 = e4 | all_0_52_52 = e4 | all_0_53_53 = e4
% 58.80/24.22  																													|
% 58.80/24.22  																														| Equations (378) can reduce 566 to:
% 58.80/24.22  																														| (327)  ~ (e4 = e2)
% 58.80/24.22  																														|
% 58.80/24.22  																														| Simplifying 327 yields:
% 58.80/24.22  																														| (48)  ~ (e4 = e2)
% 58.80/24.22  																														|
% 58.80/24.22  																														+-Applying beta-rule and splitting (103), into two cases.
% 58.80/24.22  																														|-Branch one:
% 58.80/24.22  																														| (453) all_0_41_41 = e1
% 58.80/24.22  																														|
% 58.80/24.22  																															| Equations (453) can reduce 214 to:
% 58.80/24.22  																															| (4055)  ~ (all_0_42_42 = e1)
% 58.80/24.22  																															|
% 58.80/24.22  																															| Simplifying 4055 yields:
% 58.80/24.22  																															| (1380)  ~ (all_0_42_42 = e1)
% 58.80/24.22  																															|
% 58.80/24.22  																															| Equations (453) can reduce 43 to:
% 58.80/24.22  																															| (4059)  ~ (all_0_46_46 = e1)
% 58.80/24.22  																															|
% 58.80/24.22  																															| Simplifying 4059 yields:
% 58.80/24.22  																															| (549)  ~ (all_0_46_46 = e1)
% 58.80/24.22  																															|
% 58.80/24.22  																															| Equations (453) can reduce 85 to:
% 58.80/24.22  																															| (604)  ~ (e2 = e1)
% 58.80/24.22  																															|
% 58.80/24.22  																															| Simplifying 604 yields:
% 58.80/24.22  																															| (122)  ~ (e2 = e1)
% 58.80/24.22  																															|
% 58.80/24.22  																															| Equations (453) can reduce 357 to:
% 58.80/24.22  																															| (233)  ~ (e1 = e0)
% 58.80/24.22  																															|
% 58.80/24.22  																															| From (453) and (219) follows:
% 58.80/24.22  																															| (12512) op(e3, e3) = e1
% 58.80/24.22  																															|
% 58.80/24.22  																															+-Applying beta-rule and splitting (1071), into two cases.
% 58.80/24.22  																															|-Branch one:
% 58.80/24.22  																															| (1101) all_0_51_51 = e4
% 58.80/24.22  																															|
% 58.80/24.22  																																| Equations (1101) can reduce 61 to:
% 58.80/24.22  																																| (1890)  ~ (all_0_42_42 = e4)
% 58.80/24.22  																																|
% 58.80/24.22  																																| Equations (1101) can reduce 6 to:
% 58.80/24.22  																																| (1452)  ~ (all_0_53_53 = e4)
% 58.80/24.22  																																|
% 58.80/24.22  																																| Simplifying 1452 yields:
% 58.80/24.22  																																| (1453)  ~ (all_0_53_53 = e4)
% 58.80/24.22  																																|
% 58.80/24.22  																																| From (1101) and (186) follows:
% 58.80/24.22  																																| (13720) op(e1, e2) = e4
% 58.80/24.22  																																|
% 58.80/24.22  																																+-Applying beta-rule and splitting (168), into two cases.
% 58.80/24.22  																																|-Branch one:
% 58.80/24.22  																																| (415) all_0_50_50 = e3
% 58.80/24.22  																																|
% 58.80/24.22  																																	| Combining equations (378,415) yields a new equation:
% 58.80/24.22  																																	| (662) e3 = e2
% 58.80/24.22  																																	|
% 58.80/24.22  																																	| Equations (662) can reduce 212 to:
% 58.80/24.22  																																	| (266) $false
% 58.80/24.22  																																	|
% 58.80/24.22  																																	|-The branch is then unsatisfiable
% 58.80/24.22  																																|-Branch two:
% 58.80/24.22  																																| (411)  ~ (all_0_50_50 = e3)
% 58.80/24.22  																																| (418) all_0_51_51 = e3 | all_0_53_53 = e3
% 58.80/24.22  																																|
% 58.80/24.22  																																	+-Applying beta-rule and splitting (180), into two cases.
% 58.80/24.22  																																	|-Branch one:
% 58.80/24.22  																																	| (516) all_0_42_42 = e3
% 58.80/24.22  																																	|
% 58.80/24.22  																																		| Equations (516) can reduce 1890 to:
% 58.80/24.22  																																		| (277)  ~ (e4 = e3)
% 58.80/24.22  																																		|
% 58.80/24.22  																																		| Simplifying 277 yields:
% 58.80/24.22  																																		| (188)  ~ (e4 = e3)
% 58.80/24.22  																																		|
% 58.80/24.22  																																		+-Applying beta-rule and splitting (418), into two cases.
% 58.80/24.22  																																		|-Branch one:
% 58.80/24.22  																																		| (660) all_0_51_51 = e3
% 58.80/24.22  																																		|
% 58.80/24.22  																																			| Combining equations (1101,660) yields a new equation:
% 58.80/24.22  																																			| (424) e4 = e3
% 58.80/24.22  																																			|
% 58.80/24.22  																																			| Simplifying 424 yields:
% 58.80/24.22  																																			| (425) e4 = e3
% 58.80/24.22  																																			|
% 58.80/24.22  																																			| Equations (425) can reduce 188 to:
% 58.80/24.22  																																			| (266) $false
% 58.80/24.22  																																			|
% 58.80/24.22  																																			|-The branch is then unsatisfiable
% 58.80/24.22  																																		|-Branch two:
% 58.80/24.22  																																		| (664)  ~ (all_0_51_51 = e3)
% 58.80/24.22  																																		| (665) all_0_53_53 = e3
% 58.80/24.22  																																		|
% 58.80/24.22  																																			| Equations (665) can reduce 65 to:
% 58.80/24.22  																																			| (525)  ~ (all_0_49_49 = e3)
% 58.80/24.22  																																			|
% 58.80/24.22  																																			| Equations (665) can reduce 1453 to:
% 58.80/24.22  																																			| (277)  ~ (e4 = e3)
% 58.80/24.22  																																			|
% 58.80/24.22  																																			| Simplifying 277 yields:
% 58.80/24.22  																																			| (188)  ~ (e4 = e3)
% 58.80/24.22  																																			|
% 58.80/24.22  																																			| Equations (665) can reduce 247 to:
% 58.80/24.22  																																			| (80)  ~ (e3 = e0)
% 58.80/24.22  																																			|
% 58.80/24.22  																																			+-Applying beta-rule and splitting (78), into two cases.
% 58.80/24.22  																																			|-Branch one:
% 58.80/24.22  																																			| (423) all_0_45_45 = e3
% 58.80/24.22  																																			|
% 58.80/24.22  																																				| Combining equations (423,248) yields a new equation:
% 58.80/24.22  																																				| (425) e4 = e3
% 58.80/24.22  																																				|
% 58.80/24.22  																																				| Equations (425) can reduce 188 to:
% 58.80/24.22  																																				| (266) $false
% 58.80/24.22  																																				|
% 58.80/24.22  																																				|-The branch is then unsatisfiable
% 58.80/24.22  																																			|-Branch two:
% 58.80/24.22  																																			| (427)  ~ (all_0_45_45 = e3)
% 58.80/24.22  																																			| (428) all_0_46_46 = e3 | all_0_47_47 = e3 | all_0_49_49 = e3
% 58.80/24.22  																																			|
% 58.80/24.22  																																				+-Applying beta-rule and splitting (54), into two cases.
% 58.80/24.22  																																				|-Branch one:
% 58.80/24.22  																																				| (583) all_0_49_49 = e2
% 58.80/24.22  																																				|
% 58.80/24.22  																																					| Equations (583) can reduce 340 to:
% 58.80/24.22  																																					| (266) $false
% 58.80/24.22  																																					|
% 58.80/24.22  																																					|-The branch is then unsatisfiable
% 58.80/24.22  																																				|-Branch two:
% 58.80/24.22  																																				| (340)  ~ (all_0_49_49 = e2)
% 58.80/24.22  																																				| (586) all_0_49_49 = e4 | all_0_49_49 = e3 | all_0_49_49 = e1 | all_0_49_49 = e0
% 58.80/24.22  																																				|
% 58.80/24.22  																																					+-Applying beta-rule and splitting (428), into two cases.
% 58.80/24.22  																																					|-Branch one:
% 58.80/24.22  																																					| (1557) all_0_46_46 = e3
% 58.80/24.22  																																					|
% 58.80/24.22  																																						| Equations (1557) can reduce 208 to:
% 58.80/24.22  																																						| (524)  ~ (all_0_49_49 = e3)
% 58.80/24.22  																																						|
% 58.80/24.22  																																						| Simplifying 524 yields:
% 58.80/24.22  																																						| (525)  ~ (all_0_49_49 = e3)
% 58.80/24.22  																																						|
% 58.80/24.22  																																						| From (1557) and (120) follows:
% 58.80/24.22  																																						| (697) op(e2, e3) = e3
% 58.80/24.22  																																						|
% 58.80/24.22  																																						+-Applying beta-rule and splitting (586), into two cases.
% 58.80/24.22  																																						|-Branch one:
% 58.80/24.22  																																						| (974) all_0_49_49 = e4
% 58.80/24.22  																																						|
% 58.80/24.22  																																							| Equations (974) can reduce 256 to:
% 58.80/24.22  																																							| (266) $false
% 58.80/24.22  																																							|
% 58.80/24.22  																																							|-The branch is then unsatisfiable
% 58.80/24.22  																																						|-Branch two:
% 58.80/24.22  																																						| (256)  ~ (all_0_49_49 = e4)
% 58.80/24.22  																																						| (977) all_0_49_49 = e3 | all_0_49_49 = e1 | all_0_49_49 = e0
% 58.80/24.22  																																						|
% 58.80/24.22  																																							+-Applying beta-rule and splitting (977), into two cases.
% 58.80/24.22  																																							|-Branch one:
% 58.80/24.22  																																							| (978) all_0_49_49 = e0
% 58.80/24.22  																																							|
% 58.80/24.22  																																								| Equations (978) can reduce 487 to:
% 58.80/24.22  																																								| (266) $false
% 58.80/24.22  																																								|
% 58.80/24.22  																																								|-The branch is then unsatisfiable
% 58.80/24.22  																																							|-Branch two:
% 58.80/24.22  																																							| (487)  ~ (all_0_49_49 = e0)
% 58.80/24.22  																																							| (981) all_0_49_49 = e3 | all_0_49_49 = e1
% 58.80/24.22  																																							|
% 58.80/24.22  																																								+-Applying beta-rule and splitting (981), into two cases.
% 58.80/24.22  																																								|-Branch one:
% 58.80/24.22  																																								| (671) all_0_49_49 = e1
% 58.80/24.22  																																								|
% 58.80/24.22  																																									| Equations (671) can reduce 487 to:
% 58.80/24.22  																																									| (233)  ~ (e1 = e0)
% 58.80/24.22  																																									|
% 58.80/24.22  																																									+-Applying beta-rule and splitting (56), into two cases.
% 58.80/24.22  																																									|-Branch one:
% 58.80/24.22  																																									| (696) unit = e2
% 58.80/24.22  																																									|
% 58.80/24.22  																																										| From (696) and (227) follows:
% 58.80/24.22  																																										| (4284) op(e4, e2) = e4
% 58.80/24.22  																																										|
% 58.80/24.22  																																										| From (696) and (32) follows:
% 58.80/24.22  																																										| (698) op(e2, e2) = e2
% 58.80/24.22  																																										|
% 58.80/24.22  																																										| From (696) and (28) follows:
% 58.80/24.22  																																										| (699) op(e1, e2) = e1
% 58.80/24.22  																																										|
% 58.80/24.22  																																										| Instantiating formula (29) with e4, e2, e4, e2 and discharging atoms op(e4, e2) = e4, op(e4, e2) = e2, yields:
% 58.80/24.22  																																										| (323) e4 = e2
% 58.80/24.22  																																										|
% 58.80/24.22  																																										| Instantiating formula (29) with e2, e2, e2, e0 and discharging atoms op(e2, e2) = e2, op(e2, e2) = e0, yields:
% 58.80/24.22  																																										| (330) e2 = e0
% 58.80/24.22  																																										|
% 58.80/24.22  																																										| Instantiating formula (29) with e1, e2, e1, e4 and discharging atoms op(e1, e2) = e4, op(e1, e2) = e1, yields:
% 58.80/24.22  																																										| (630) e4 = e1
% 58.80/24.22  																																										|
% 58.80/24.22  																																										| Combining equations (323,630) yields a new equation:
% 58.80/24.22  																																										| (616) e2 = e1
% 58.80/24.22  																																										|
% 58.80/24.22  																																										| Simplifying 616 yields:
% 58.80/24.22  																																										| (617) e2 = e1
% 58.80/24.22  																																										|
% 58.80/24.22  																																										| Combining equations (617,330) yields a new equation:
% 58.80/24.22  																																										| (546) e1 = e0
% 58.80/24.22  																																										|
% 58.80/24.22  																																										| Simplifying 546 yields:
% 58.80/24.22  																																										| (431) e1 = e0
% 58.80/24.22  																																										|
% 58.80/24.22  																																										| Equations (431) can reduce 233 to:
% 58.80/24.22  																																										| (266) $false
% 58.80/24.22  																																										|
% 58.80/24.22  																																										|-The branch is then unsatisfiable
% 58.80/24.22  																																									|-Branch two:
% 58.80/24.22  																																									| (707)  ~ (unit = e2)
% 58.80/24.22  																																									| (708) unit = e4 | unit = e3 | unit = e1 | unit = e0
% 58.80/24.22  																																									|
% 58.80/24.22  																																										+-Applying beta-rule and splitting (708), into two cases.
% 58.80/24.22  																																										|-Branch one:
% 58.80/24.22  																																										| (709) unit = e4
% 58.80/24.22  																																										|
% 58.80/24.22  																																											| From (709) and (211) follows:
% 58.80/24.22  																																											| (22527) op(e4, e1) = e1
% 58.80/24.22  																																											|
% 58.80/24.22  																																											| From (709) and (42) follows:
% 58.80/24.22  																																											| (713) op(e0, e4) = e0
% 58.80/24.22  																																											|
% 58.80/24.22  																																											| Instantiating formula (29) with e4, e1, e1, e3 and discharging atoms op(e4, e1) = e3, op(e4, e1) = e1, yields:
% 58.80/24.22  																																											| (455) e3 = e1
% 58.80/24.22  																																											|
% 58.80/24.22  																																											| Instantiating formula (29) with e0, e4, e0, e3 and discharging atoms op(e0, e4) = e3, op(e0, e4) = e0, yields:
% 58.80/24.22  																																											| (676) e3 = e0
% 58.80/24.22  																																											|
% 58.80/24.22  																																											| Combining equations (455,676) yields a new equation:
% 58.80/24.22  																																											| (546) e1 = e0
% 58.80/24.22  																																											|
% 58.80/24.22  																																											| Simplifying 546 yields:
% 58.80/24.22  																																											| (431) e1 = e0
% 58.80/24.22  																																											|
% 58.80/24.22  																																											| Equations (431) can reduce 233 to:
% 58.80/24.22  																																											| (266) $false
% 58.80/24.22  																																											|
% 58.80/24.22  																																											|-The branch is then unsatisfiable
% 58.80/24.22  																																										|-Branch two:
% 58.80/24.22  																																										| (724)  ~ (unit = e4)
% 58.80/24.22  																																										| (725) unit = e3 | unit = e1 | unit = e0
% 58.80/24.22  																																										|
% 58.80/24.22  																																											+-Applying beta-rule and splitting (725), into two cases.
% 58.80/24.22  																																											|-Branch one:
% 58.80/24.22  																																											| (726) unit = e0
% 58.80/24.22  																																											|
% 58.80/24.22  																																												| From (726) and (15) follows:
% 58.80/24.22  																																												| (1508) op(e0, e2) = e2
% 58.80/24.22  																																												|
% 58.80/24.22  																																												| From (726) and (42) follows:
% 58.80/24.22  																																												| (728) op(e0, e0) = e0
% 58.80/24.22  																																												|
% 58.80/24.22  																																												| Instantiating formula (29) with e0, e2, e2, e1 and discharging atoms op(e0, e2) = e2, op(e0, e2) = e1, yields:
% 58.80/24.22  																																												| (617) e2 = e1
% 58.80/24.22  																																												|
% 58.80/24.22  																																												| Instantiating formula (29) with e0, e0, e0, e2 and discharging atoms op(e0, e0) = e2, op(e0, e0) = e0, yields:
% 58.80/24.22  																																												| (330) e2 = e0
% 58.80/24.22  																																												|
% 58.80/24.22  																																												| Combining equations (330,617) yields a new equation:
% 58.80/24.22  																																												| (431) e1 = e0
% 58.80/24.22  																																												|
% 58.80/24.22  																																												| Equations (431) can reduce 233 to:
% 58.80/24.22  																																												| (266) $false
% 58.80/24.22  																																												|
% 58.80/24.22  																																												|-The branch is then unsatisfiable
% 58.80/24.22  																																											|-Branch two:
% 58.80/24.22  																																											| (734)  ~ (unit = e0)
% 58.80/24.22  																																											| (735) unit = e3 | unit = e1
% 58.80/24.22  																																											|
% 58.80/24.22  																																												+-Applying beta-rule and splitting (735), into two cases.
% 58.80/24.22  																																												|-Branch one:
% 58.80/24.22  																																												| (736) unit = e1
% 58.80/24.23  																																												|
% 58.80/24.23  																																													| From (736) and (244) follows:
% 58.80/24.23  																																													| (738) op(e1, e4) = e4
% 58.80/24.23  																																													|
% 58.80/24.23  																																													| From (736) and (24) follows:
% 58.80/24.23  																																													| (1934) op(e1, e3) = e3
% 58.80/24.23  																																													|
% 58.80/24.23  																																													| From (736) and (40) follows:
% 58.80/24.23  																																													| (1652) op(e3, e1) = e3
% 58.80/24.23  																																													|
% 58.80/24.23  																																													| Instantiating formula (29) with e3, e1, e3, e4 and discharging atoms op(e3, e1) = e4, op(e3, e1) = e3, yields:
% 58.80/24.23  																																													| (425) e4 = e3
% 58.80/24.23  																																													|
% 58.80/24.23  																																													| Instantiating formula (29) with e1, e4, e4, e0 and discharging atoms op(e1, e4) = e4, op(e1, e4) = e0, yields:
% 58.80/24.23  																																													| (397) e4 = e0
% 58.80/24.23  																																													|
% 58.80/24.23  																																													| Instantiating formula (29) with e1, e3, e3, e2 and discharging atoms op(e1, e3) = e3, op(e1, e3) = e2, yields:
% 58.80/24.23  																																													| (662) e3 = e2
% 58.80/24.23  																																													|
% 58.80/24.23  																																													| Combining equations (425,397) yields a new equation:
% 58.80/24.23  																																													| (675) e3 = e0
% 58.80/24.23  																																													|
% 58.80/24.23  																																													| Simplifying 675 yields:
% 58.80/24.23  																																													| (676) e3 = e0
% 58.80/24.23  																																													|
% 58.80/24.23  																																													| Combining equations (662,676) yields a new equation:
% 58.80/24.23  																																													| (391) e2 = e0
% 58.80/24.23  																																													|
% 58.80/24.23  																																													| Simplifying 391 yields:
% 58.80/24.23  																																													| (330) e2 = e0
% 58.80/24.23  																																													|
% 58.80/24.23  																																													| Equations (330) can reduce 128 to:
% 58.80/24.23  																																													| (266) $false
% 58.80/24.23  																																													|
% 58.80/24.23  																																													|-The branch is then unsatisfiable
% 58.80/24.23  																																												|-Branch two:
% 58.80/24.23  																																												| (748)  ~ (unit = e1)
% 58.80/24.23  																																												| (749) unit = e3
% 58.80/24.23  																																												|
% 58.80/24.23  																																													| From (749) and (244) follows:
% 58.80/24.23  																																													| (750) op(e3, e4) = e4
% 58.80/24.23  																																													|
% 58.80/24.23  																																													| From (749) and (40) follows:
% 58.80/24.23  																																													| (3715) op(e3, e3) = e3
% 58.80/24.23  																																													|
% 58.80/24.23  																																													| From (749) and (32) follows:
% 58.80/24.23  																																													| (5793) op(e2, e3) = e2
% 58.80/24.23  																																													|
% 58.80/24.23  																																													| From (749) and (42) follows:
% 58.80/24.23  																																													| (752) op(e0, e3) = e0
% 58.80/24.23  																																													|
% 58.80/24.23  																																													| Instantiating formula (29) with e3, e4, e4, e2 and discharging atoms op(e3, e4) = e4, op(e3, e4) = e2, yields:
% 58.80/24.23  																																													| (323) e4 = e2
% 58.80/24.23  																																													|
% 58.80/24.23  																																													| Instantiating formula (29) with e3, e3, e3, e1 and discharging atoms op(e3, e3) = e3, op(e3, e3) = e1, yields:
% 58.80/24.23  																																													| (455) e3 = e1
% 58.80/24.23  																																													|
% 58.80/24.23  																																													| Instantiating formula (29) with e2, e3, e2, e3 and discharging atoms op(e2, e3) = e3, op(e2, e3) = e2, yields:
% 58.80/24.23  																																													| (662) e3 = e2
% 58.80/24.23  																																													|
% 58.80/24.23  																																													| Instantiating formula (29) with e0, e3, e0, e4 and discharging atoms op(e0, e3) = e4, op(e0, e3) = e0, yields:
% 58.80/24.23  																																													| (397) e4 = e0
% 58.80/24.23  																																													|
% 58.80/24.23  																																													| Combining equations (397,323) yields a new equation:
% 58.80/24.23  																																													| (330) e2 = e0
% 58.80/24.23  																																													|
% 58.80/24.23  																																													| Combining equations (662,455) yields a new equation:
% 58.80/24.23  																																													| (616) e2 = e1
% 58.80/24.23  																																													|
% 58.80/24.23  																																													| Simplifying 616 yields:
% 58.80/24.23  																																													| (617) e2 = e1
% 58.80/24.23  																																													|
% 58.80/24.23  																																													| Combining equations (617,330) yields a new equation:
% 58.80/24.23  																																													| (546) e1 = e0
% 58.80/24.23  																																													|
% 58.80/24.23  																																													| Simplifying 546 yields:
% 58.80/24.23  																																													| (431) e1 = e0
% 58.80/24.23  																																													|
% 58.80/24.23  																																													| Equations (431) can reduce 233 to:
% 58.80/24.23  																																													| (266) $false
% 58.80/24.23  																																													|
% 58.80/24.23  																																													|-The branch is then unsatisfiable
% 58.80/24.23  																																								|-Branch two:
% 58.80/24.23  																																								| (1064)  ~ (all_0_49_49 = e1)
% 58.80/24.23  																																								| (884) all_0_49_49 = e3
% 58.80/24.23  																																								|
% 58.80/24.23  																																									| Equations (884) can reduce 525 to:
% 58.80/24.23  																																									| (266) $false
% 58.80/24.23  																																									|
% 58.80/24.23  																																									|-The branch is then unsatisfiable
% 58.80/24.23  																																					|-Branch two:
% 58.80/24.23  																																					| (409)  ~ (all_0_46_46 = e3)
% 58.80/24.23  																																					| (1561) all_0_47_47 = e3 | all_0_49_49 = e3
% 58.80/24.23  																																					|
% 58.80/24.23  																																						+-Applying beta-rule and splitting (1561), into two cases.
% 58.80/24.23  																																						|-Branch one:
% 58.80/24.23  																																						| (522) all_0_47_47 = e3
% 58.80/24.23  																																						|
% 58.80/24.23  																																							| Combining equations (522,674) yields a new equation:
% 58.80/24.23  																																							| (675) e3 = e0
% 58.80/24.23  																																							|
% 58.80/24.23  																																							| Simplifying 675 yields:
% 58.80/24.23  																																							| (676) e3 = e0
% 58.80/24.23  																																							|
% 58.80/24.23  																																							| Equations (676) can reduce 80 to:
% 58.80/24.23  																																							| (266) $false
% 58.80/24.23  																																							|
% 58.80/24.23  																																							|-The branch is then unsatisfiable
% 58.80/24.23  																																						|-Branch two:
% 58.80/24.23  																																						| (1091)  ~ (all_0_47_47 = e3)
% 58.80/24.23  																																						| (884) all_0_49_49 = e3
% 58.80/24.23  																																						|
% 58.80/24.23  																																							| Equations (884) can reduce 525 to:
% 58.80/24.23  																																							| (266) $false
% 58.80/24.23  																																							|
% 58.80/24.23  																																							|-The branch is then unsatisfiable
% 58.80/24.23  																																	|-Branch two:
% 58.80/24.23  																																	| (405)  ~ (all_0_42_42 = e3)
% 58.80/24.23  																																	| (521) all_0_47_47 = e3 | all_0_51_51 = e3 | all_0_56_56 = e3
% 58.80/24.23  																																	|
% 58.80/24.23  																																		+-Applying beta-rule and splitting (152), into two cases.
% 58.80/24.23  																																		|-Branch one:
% 58.80/24.23  																																		| (1392) all_0_42_42 = e4
% 58.80/24.23  																																		|
% 58.80/24.23  																																			| Equations (1392) can reduce 1890 to:
% 58.80/24.23  																																			| (266) $false
% 58.80/24.23  																																			|
% 58.80/24.23  																																			|-The branch is then unsatisfiable
% 58.80/24.23  																																		|-Branch two:
% 58.80/24.23  																																		| (1890)  ~ (all_0_42_42 = e4)
% 58.80/24.23  																																		| (1969) all_0_42_42 = e3 | all_0_42_42 = e1 | all_0_42_42 = e0
% 58.80/24.23  																																		|
% 58.80/24.23  																																			+-Applying beta-rule and splitting (1969), into two cases.
% 58.80/24.23  																																			|-Branch one:
% 58.80/24.23  																																			| (559) all_0_42_42 = e0
% 58.80/24.23  																																			|
% 58.80/24.23  																																				| Equations (559) can reduce 358 to:
% 58.80/24.23  																																				| (266) $false
% 58.80/24.23  																																				|
% 58.80/24.23  																																				|-The branch is then unsatisfiable
% 58.80/24.23  																																			|-Branch two:
% 58.80/24.23  																																			| (358)  ~ (all_0_42_42 = e0)
% 58.80/24.23  																																			| (2510) all_0_42_42 = e3 | all_0_42_42 = e1
% 58.80/24.23  																																			|
% 58.80/24.23  																																				+-Applying beta-rule and splitting (2510), into two cases.
% 58.80/24.23  																																				|-Branch one:
% 58.80/24.23  																																				| (459) all_0_42_42 = e1
% 58.80/24.23  																																				|
% 58.80/24.23  																																					| Equations (459) can reduce 1380 to:
% 58.80/24.23  																																					| (266) $false
% 58.80/24.23  																																					|
% 58.80/24.23  																																					|-The branch is then unsatisfiable
% 58.80/24.23  																																				|-Branch two:
% 58.80/24.23  																																				| (1380)  ~ (all_0_42_42 = e1)
% 58.80/24.23  																																				| (516) all_0_42_42 = e3
% 58.80/24.23  																																				|
% 58.80/24.23  																																					| Equations (516) can reduce 405 to:
% 58.80/24.23  																																					| (266) $false
% 58.80/24.23  																																					|
% 58.80/24.23  																																					|-The branch is then unsatisfiable
% 58.80/24.23  																															|-Branch two:
% 58.80/24.23  																															| (475)  ~ (all_0_51_51 = e4)
% 58.80/24.23  																															| (1294) all_0_52_52 = e4 | all_0_53_53 = e4
% 58.80/24.23  																															|
% 58.80/24.23  																																+-Applying beta-rule and splitting (135), into two cases.
% 58.80/24.23  																																|-Branch one:
% 58.80/24.23  																																| (545) all_0_46_46 = e1
% 58.80/24.23  																																|
% 58.80/24.23  																																	| Equations (545) can reduce 549 to:
% 58.80/24.23  																																	| (266) $false
% 58.80/24.23  																																	|
% 58.80/24.23  																																	|-The branch is then unsatisfiable
% 58.80/24.23  																																|-Branch two:
% 58.80/24.23  																																| (549)  ~ (all_0_46_46 = e1)
% 58.80/24.23  																																| (550) all_0_47_47 = e1 | all_0_48_48 = e1 | all_0_49_49 = e1
% 58.80/24.23  																																|
% 58.80/24.23  																																	+-Applying beta-rule and splitting (550), into two cases.
% 58.80/24.23  																																	|-Branch one:
% 58.80/24.23  																																	| (654) all_0_47_47 = e1
% 58.80/24.23  																																	|
% 58.80/24.23  																																		| Combining equations (654,674) yields a new equation:
% 58.80/24.23  																																		| (546) e1 = e0
% 58.80/24.23  																																		|
% 58.80/24.23  																																		| Simplifying 546 yields:
% 58.80/24.23  																																		| (431) e1 = e0
% 58.80/24.23  																																		|
% 58.80/24.23  																																		| Equations (431) can reduce 233 to:
% 58.80/24.23  																																		| (266) $false
% 58.80/24.23  																																		|
% 58.80/24.23  																																		|-The branch is then unsatisfiable
% 58.80/24.23  																																	|-Branch two:
% 58.80/24.23  																																	| (462)  ~ (all_0_47_47 = e1)
% 58.80/24.23  																																	| (659) all_0_48_48 = e1 | all_0_49_49 = e1
% 58.80/24.23  																																	|
% 58.80/24.23  																																		+-Applying beta-rule and splitting (659), into two cases.
% 58.80/24.23  																																		|-Branch one:
% 58.80/24.23  																																		| (615) all_0_48_48 = e1
% 58.80/24.23  																																		|
% 58.80/24.23  																																			| Combining equations (335,615) yields a new equation:
% 58.80/24.23  																																			| (616) e2 = e1
% 58.80/24.23  																																			|
% 58.80/24.23  																																			| Simplifying 616 yields:
% 58.80/24.23  																																			| (617) e2 = e1
% 58.80/24.23  																																			|
% 58.80/24.23  																																			| Equations (617) can reduce 122 to:
% 58.80/24.23  																																			| (266) $false
% 58.80/24.23  																																			|
% 58.80/24.23  																																			|-The branch is then unsatisfiable
% 58.80/24.23  																																		|-Branch two:
% 58.80/24.23  																																		| (619)  ~ (all_0_48_48 = e1)
% 58.80/24.23  																																		| (671) all_0_49_49 = e1
% 58.80/24.23  																																		|
% 58.80/24.23  																																			| Equations (671) can reduce 256 to:
% 58.80/24.23  																																			| (602)  ~ (e4 = e1)
% 58.80/24.23  																																			|
% 58.80/24.23  																																			| Simplifying 602 yields:
% 58.80/24.23  																																			| (110)  ~ (e4 = e1)
% 58.80/24.23  																																			|
% 58.80/24.23  																																			+-Applying beta-rule and splitting (1294), into two cases.
% 58.80/24.23  																																			|-Branch one:
% 58.80/24.23  																																			| (565) all_0_52_52 = e4
% 58.80/24.23  																																			|
% 58.80/24.23  																																				| Combining equations (642,565) yields a new equation:
% 58.80/24.23  																																				| (630) e4 = e1
% 58.80/24.23  																																				|
% 58.80/24.23  																																				| Equations (630) can reduce 110 to:
% 58.80/24.23  																																				| (266) $false
% 58.80/24.23  																																				|
% 58.80/24.23  																																				|-The branch is then unsatisfiable
% 58.80/24.23  																																			|-Branch two:
% 58.80/24.23  																																			| (780)  ~ (all_0_52_52 = e4)
% 58.80/24.23  																																			| (1298) all_0_53_53 = e4
% 58.80/24.23  																																			|
% 58.80/24.23  																																				| Equations (1298) can reduce 1453 to:
% 58.80/24.23  																																				| (266) $false
% 58.80/24.23  																																				|
% 58.80/24.23  																																				|-The branch is then unsatisfiable
% 58.80/24.23  																														|-Branch two:
% 58.80/24.23  																														| (457)  ~ (all_0_41_41 = e1)
% 58.80/24.23  																														| (458) all_0_42_42 = e1 | all_0_43_43 = e1 | all_0_44_44 = e1
% 58.80/24.23  																														|
% 58.80/24.23  																															+-Applying beta-rule and splitting (18), into two cases.
% 58.80/24.23  																															|-Branch one:
% 58.80/24.23  																															| (453) all_0_41_41 = e1
% 58.80/24.23  																															|
% 58.80/24.23  																																| Equations (453) can reduce 457 to:
% 58.80/24.23  																																| (266) $false
% 58.80/24.23  																																|
% 58.80/24.23  																																|-The branch is then unsatisfiable
% 58.80/24.23  																															|-Branch two:
% 58.80/24.23  																															| (457)  ~ (all_0_41_41 = e1)
% 58.80/24.23  																															| (595) all_0_46_46 = e1 | all_0_50_50 = e1 | all_0_55_55 = e1
% 58.80/24.23  																															|
% 58.80/24.23  																																+-Applying beta-rule and splitting (27), into two cases.
% 58.80/24.23  																																|-Branch one:
% 58.80/24.23  																																| (437) all_0_41_41 = e4
% 58.80/24.23  																																|
% 58.80/24.23  																																	| Equations (437) can reduce 440 to:
% 58.80/24.23  																																	| (266) $false
% 58.80/24.23  																																	|
% 58.80/24.23  																																	|-The branch is then unsatisfiable
% 58.80/24.23  																																|-Branch two:
% 58.80/24.23  																																| (440)  ~ (all_0_41_41 = e4)
% 58.80/24.23  																																| (4049) all_0_41_41 = e3 | all_0_41_41 = e1 | all_0_41_41 = e0
% 58.80/24.23  																																|
% 58.80/24.23  																																	+-Applying beta-rule and splitting (4049), into two cases.
% 58.80/24.23  																																	|-Branch one:
% 58.80/24.23  																																	| (794) all_0_41_41 = e0
% 58.80/24.23  																																	|
% 58.80/24.23  																																		| Equations (794) can reduce 357 to:
% 58.80/24.23  																																		| (266) $false
% 58.80/24.23  																																		|
% 58.80/24.23  																																		|-The branch is then unsatisfiable
% 58.80/24.23  																																	|-Branch two:
% 58.80/24.23  																																	| (357)  ~ (all_0_41_41 = e0)
% 58.80/24.23  																																	| (4053) all_0_41_41 = e3 | all_0_41_41 = e1
% 58.80/24.23  																																	|
% 58.80/24.23  																																		+-Applying beta-rule and splitting (4053), into two cases.
% 58.80/24.23  																																		|-Branch one:
% 58.80/24.23  																																		| (453) all_0_41_41 = e1
% 58.80/24.23  																																		|
% 58.80/24.23  																																			| Equations (453) can reduce 457 to:
% 58.80/24.23  																																			| (266) $false
% 58.80/24.23  																																			|
% 58.80/24.23  																																			|-The branch is then unsatisfiable
% 58.80/24.23  																																		|-Branch two:
% 58.80/24.23  																																		| (457)  ~ (all_0_41_41 = e1)
% 58.80/24.23  																																		| (403) all_0_41_41 = e3
% 58.80/24.23  																																		|
% 58.80/24.23  																																			| Equations (403) can reduce 43 to:
% 58.80/24.23  																																			| (408)  ~ (all_0_46_46 = e3)
% 58.80/24.23  																																			|
% 58.80/24.23  																																			| Simplifying 408 yields:
% 58.80/24.23  																																			| (409)  ~ (all_0_46_46 = e3)
% 58.80/24.23  																																			|
% 58.80/24.23  																																			+-Applying beta-rule and splitting (123), into two cases.
% 58.80/24.23  																																			|-Branch one:
% 58.80/24.23  																																			| (1794) all_0_46_46 = e2
% 58.80/24.23  																																			|
% 58.80/24.23  																																				| Equations (1794) can reduce 300 to:
% 58.80/24.23  																																				| (266) $false
% 58.80/24.23  																																				|
% 58.80/24.23  																																				|-The branch is then unsatisfiable
% 58.80/24.23  																																			|-Branch two:
% 58.80/24.23  																																			| (300)  ~ (all_0_46_46 = e2)
% 58.80/24.23  																																			| (1797) all_0_46_46 = e4 | all_0_46_46 = e3 | all_0_46_46 = e1 | all_0_46_46 = e0
% 58.80/24.23  																																			|
% 58.80/24.23  																																				+-Applying beta-rule and splitting (1797), into two cases.
% 58.80/24.23  																																				|-Branch one:
% 58.80/24.23  																																				| (770) all_0_46_46 = e4
% 58.80/24.23  																																				|
% 58.80/24.23  																																					| Equations (770) can reduce 250 to:
% 58.80/24.23  																																					| (266) $false
% 58.80/24.23  																																					|
% 58.80/24.23  																																					|-The branch is then unsatisfiable
% 58.80/24.23  																																				|-Branch two:
% 58.80/24.23  																																				| (250)  ~ (all_0_46_46 = e4)
% 58.80/24.23  																																				| (1801) all_0_46_46 = e3 | all_0_46_46 = e1 | all_0_46_46 = e0
% 58.80/24.23  																																				|
% 58.80/24.23  																																					+-Applying beta-rule and splitting (1801), into two cases.
% 58.80/24.23  																																					|-Branch one:
% 58.80/24.23  																																					| (538) all_0_46_46 = e0
% 58.80/24.23  																																					|
% 58.80/24.23  																																						| Equations (538) can reduce 831 to:
% 58.80/24.23  																																						| (266) $false
% 58.80/24.23  																																						|
% 58.80/24.23  																																						|-The branch is then unsatisfiable
% 58.80/24.23  																																					|-Branch two:
% 58.80/24.23  																																					| (831)  ~ (all_0_46_46 = e0)
% 58.80/24.23  																																					| (1838) all_0_46_46 = e3 | all_0_46_46 = e1
% 58.80/24.23  																																					|
% 58.80/24.23  																																						+-Applying beta-rule and splitting (1838), into two cases.
% 58.80/24.23  																																						|-Branch one:
% 58.80/24.23  																																						| (545) all_0_46_46 = e1
% 58.80/24.23  																																						|
% 58.80/24.23  																																							| Equations (545) can reduce 250 to:
% 58.80/24.23  																																							| (602)  ~ (e4 = e1)
% 58.80/24.23  																																							|
% 58.80/24.23  																																							| Simplifying 602 yields:
% 58.80/24.23  																																							| (110)  ~ (e4 = e1)
% 58.80/24.23  																																							|
% 58.80/24.23  																																							| Equations (545) can reduce 831 to:
% 58.80/24.23  																																							| (233)  ~ (e1 = e0)
% 58.80/24.23  																																							|
% 58.80/24.23  																																							+-Applying beta-rule and splitting (112), into two cases.
% 58.80/24.23  																																							|-Branch one:
% 58.80/24.23  																																							| (635) all_0_44_44 = e1
% 58.80/24.23  																																							|
% 58.80/24.23  																																								| Combining equations (1414,635) yields a new equation:
% 58.80/24.23  																																								| (431) e1 = e0
% 58.80/24.23  																																								|
% 58.80/24.23  																																								| Equations (431) can reduce 233 to:
% 58.80/24.23  																																								| (266) $false
% 58.80/24.23  																																								|
% 58.80/24.23  																																								|-The branch is then unsatisfiable
% 58.80/24.23  																																							|-Branch two:
% 58.80/24.23  																																							| (639)  ~ (all_0_44_44 = e1)
% 58.80/24.23  																																							| (640) all_0_49_49 = e1 | all_0_53_53 = e1 | all_0_58_58 = e1
% 58.80/24.23  																																							|
% 58.80/24.23  																																								| Equations (1414) can reduce 639 to:
% 58.80/24.23  																																								| (435)  ~ (e1 = e0)
% 58.80/24.23  																																								|
% 58.80/24.23  																																								| Simplifying 435 yields:
% 58.80/24.23  																																								| (233)  ~ (e1 = e0)
% 58.80/24.23  																																								|
% 58.80/24.23  																																								+-Applying beta-rule and splitting (164), into two cases.
% 58.80/24.23  																																								|-Branch one:
% 58.80/24.23  																																								| (471) all_0_39_39 = e4
% 58.80/24.23  																																								|
% 58.80/24.23  																																									| Combining equations (471,317) yields a new equation:
% 58.80/24.23  																																									| (322) e4 = e2
% 58.80/24.23  																																									|
% 58.80/24.23  																																									| Simplifying 322 yields:
% 58.80/24.23  																																									| (323) e4 = e2
% 58.80/24.23  																																									|
% 58.80/24.23  																																									| Equations (323) can reduce 48 to:
% 58.80/24.23  																																									| (266) $false
% 58.80/24.23  																																									|
% 58.80/24.23  																																									|-The branch is then unsatisfiable
% 58.80/24.23  																																								|-Branch two:
% 58.80/24.23  																																								| (1377)  ~ (all_0_39_39 = e4)
% 58.80/24.23  																																								| (2115) all_0_42_42 = e4 | all_0_47_47 = e4 | all_0_51_51 = e4 | all_0_56_56 = e4
% 58.80/24.23  																																								|
% 58.80/24.23  																																									+-Applying beta-rule and splitting (2115), into two cases.
% 58.80/24.23  																																									|-Branch one:
% 58.80/24.23  																																									| (1392) all_0_42_42 = e4
% 58.80/24.23  																																									|
% 58.80/24.23  																																										| Equations (1392) can reduce 1890 to:
% 58.80/24.23  																																										| (266) $false
% 58.80/24.23  																																										|
% 58.80/24.23  																																										|-The branch is then unsatisfiable
% 58.80/24.23  																																									|-Branch two:
% 58.80/24.23  																																									| (1890)  ~ (all_0_42_42 = e4)
% 58.80/24.23  																																									| (2246) all_0_47_47 = e4 | all_0_51_51 = e4 | all_0_56_56 = e4
% 58.80/24.23  																																									|
% 58.80/24.23  																																										+-Applying beta-rule and splitting (2246), into two cases.
% 58.80/24.23  																																										|-Branch one:
% 58.80/24.23  																																										| (1790) all_0_47_47 = e4
% 58.80/24.23  																																										|
% 58.80/24.23  																																											| Combining equations (674,1790) yields a new equation:
% 58.80/24.23  																																											| (397) e4 = e0
% 58.80/24.23  																																											|
% 58.80/24.23  																																											| Equations (397) can reduce 49 to:
% 58.80/24.23  																																											| (266) $false
% 58.80/24.23  																																											|
% 58.80/24.23  																																											|-The branch is then unsatisfiable
% 58.80/24.23  																																										|-Branch two:
% 58.80/24.23  																																										| (252)  ~ (all_0_47_47 = e4)
% 58.80/24.23  																																										| (6548) all_0_51_51 = e4 | all_0_56_56 = e4
% 58.80/24.23  																																										|
% 58.80/24.23  																																											+-Applying beta-rule and splitting (6548), into two cases.
% 58.80/24.23  																																											|-Branch one:
% 58.80/24.23  																																											| (1101) all_0_51_51 = e4
% 58.80/24.23  																																											|
% 58.80/24.23  																																												| Equations (1101) can reduce 464 to:
% 58.80/24.23  																																												| (110)  ~ (e4 = e1)
% 58.80/24.23  																																												|
% 58.80/24.23  																																												+-Applying beta-rule and splitting (458), into two cases.
% 58.80/24.23  																																												|-Branch one:
% 58.80/24.23  																																												| (459) all_0_42_42 = e1
% 58.80/24.23  																																												|
% 58.80/24.23  																																													| Equations (459) can reduce 1380 to:
% 58.80/24.23  																																													| (266) $false
% 58.80/24.23  																																													|
% 58.80/24.23  																																													|-The branch is then unsatisfiable
% 58.80/24.23  																																												|-Branch two:
% 58.80/24.23  																																												| (1380)  ~ (all_0_42_42 = e1)
% 58.80/24.23  																																												| (1381) all_0_43_43 = e1 | all_0_44_44 = e1
% 58.80/24.23  																																												|
% 58.80/24.23  																																													+-Applying beta-rule and splitting (1381), into two cases.
% 58.80/24.23  																																													|-Branch one:
% 58.80/24.23  																																													| (430) all_0_43_43 = e1
% 58.80/24.23  																																													|
% 58.80/24.23  																																														| Combining equations (430,396) yields a new equation:
% 58.80/24.23  																																														| (630) e4 = e1
% 58.80/24.23  																																														|
% 58.80/24.23  																																														| Equations (630) can reduce 110 to:
% 58.80/24.23  																																														| (266) $false
% 58.80/24.23  																																														|
% 58.80/24.23  																																														|-The branch is then unsatisfiable
% 58.80/24.23  																																													|-Branch two:
% 58.80/24.23  																																													| (433)  ~ (all_0_43_43 = e1)
% 58.80/24.23  																																													| (635) all_0_44_44 = e1
% 58.80/24.23  																																													|
% 58.80/24.23  																																														| Combining equations (1414,635) yields a new equation:
% 58.80/24.23  																																														| (431) e1 = e0
% 58.80/24.23  																																														|
% 58.80/24.23  																																														| Equations (431) can reduce 233 to:
% 58.80/24.23  																																														| (266) $false
% 58.80/24.23  																																														|
% 58.80/24.23  																																														|-The branch is then unsatisfiable
% 58.80/24.23  																																											|-Branch two:
% 58.80/24.23  																																											| (475)  ~ (all_0_51_51 = e4)
% 58.80/24.23  																																											| (842) all_0_56_56 = e4
% 58.80/24.23  																																											|
% 58.80/24.23  																																												| Combining equations (1569,842) yields a new equation:
% 58.80/24.23  																																												| (630) e4 = e1
% 58.80/24.23  																																												|
% 58.80/24.23  																																												| Equations (630) can reduce 110 to:
% 58.80/24.23  																																												| (266) $false
% 58.80/24.23  																																												|
% 58.80/24.23  																																												|-The branch is then unsatisfiable
% 58.80/24.23  																																						|-Branch two:
% 58.80/24.23  																																						| (549)  ~ (all_0_46_46 = e1)
% 58.80/24.23  																																						| (1557) all_0_46_46 = e3
% 58.80/24.23  																																						|
% 58.80/24.23  																																							| Equations (1557) can reduce 409 to:
% 58.80/24.23  																																							| (266) $false
% 58.80/24.23  																																							|
% 58.80/24.23  																																							|-The branch is then unsatisfiable
% 58.80/24.23  																												|-Branch two:
% 58.80/24.23  																												| (466)  ~ (all_0_56_56 = e1)
% 58.80/24.23  																												| (1574) all_0_57_57 = e1 | all_0_58_58 = e1
% 58.80/24.23  																												|
% 58.80/24.23  																													+-Applying beta-rule and splitting (1574), into two cases.
% 58.80/24.23  																													|-Branch one:
% 58.80/24.23  																													| (647) all_0_57_57 = e1
% 58.80/24.23  																													|
% 58.80/24.23  																														| Combining equations (875,647) yields a new equation:
% 58.80/24.23  																														| (431) e1 = e0
% 58.80/24.23  																														|
% 58.80/24.23  																														| Equations (431) can reduce 233 to:
% 58.80/24.23  																														| (266) $false
% 58.80/24.23  																														|
% 58.80/24.23  																														|-The branch is then unsatisfiable
% 58.80/24.23  																													|-Branch two:
% 58.80/24.23  																													| (1670)  ~ (all_0_57_57 = e1)
% 58.80/24.23  																													| (918) all_0_58_58 = e1
% 58.80/24.23  																													|
% 58.80/24.23  																														| Combining equations (624,918) yields a new equation:
% 58.80/24.23  																														| (616) e2 = e1
% 58.80/24.23  																														|
% 58.80/24.23  																														| Simplifying 616 yields:
% 58.80/24.23  																														| (617) e2 = e1
% 58.80/24.23  																														|
% 58.80/24.23  																														| Equations (617) can reduce 122 to:
% 58.80/24.23  																														| (266) $false
% 58.80/24.23  																														|
% 58.80/24.23  																														|-The branch is then unsatisfiable
% 58.80/24.24  																				|-Branch two:
% 58.80/24.24  																				| (302)  ~ (all_0_50_50 = e2)
% 58.80/24.24  																				| (381) all_0_51_51 = e2 | all_0_52_52 = e2 | all_0_53_53 = e2
% 58.80/24.24  																				|
% 58.80/24.24  																					+-Applying beta-rule and splitting (381), into two cases.
% 58.80/24.24  																					|-Branch one:
% 58.80/24.24  																					| (504) all_0_51_51 = e2
% 58.80/24.24  																					|
% 58.80/24.24  																						| Equations (504) can reduce 1099 to:
% 58.80/24.24  																						| (266) $false
% 58.80/24.24  																						|
% 58.80/24.24  																						|-The branch is then unsatisfiable
% 58.80/24.24  																					|-Branch two:
% 58.80/24.24  																					| (1099)  ~ (all_0_51_51 = e2)
% 58.80/24.24  																					| (1152) all_0_52_52 = e2 | all_0_53_53 = e2
% 58.80/24.24  																					|
% 58.80/24.24  																						+-Applying beta-rule and splitting (1152), into two cases.
% 58.80/24.24  																						|-Branch one:
% 58.80/24.24  																						| (352) all_0_52_52 = e2
% 58.80/24.24  																						|
% 58.80/24.24  																							| Combining equations (642,352) yields a new equation:
% 58.80/24.24  																							| (617) e2 = e1
% 58.80/24.24  																							|
% 58.80/24.24  																							| Equations (617) can reduce 122 to:
% 58.80/24.24  																							| (266) $false
% 58.80/24.24  																							|
% 58.80/24.24  																							|-The branch is then unsatisfiable
% 58.80/24.24  																						|-Branch two:
% 58.80/24.24  																						| (342)  ~ (all_0_52_52 = e2)
% 58.80/24.24  																						| (607) all_0_53_53 = e2
% 58.80/24.24  																						|
% 58.80/24.24  																							| Equations (607) can reduce 509 to:
% 58.80/24.24  																							| (266) $false
% 58.80/24.24  																							|
% 58.80/24.24  																							|-The branch is then unsatisfiable
% 58.80/24.24  																|-Branch two:
% 58.80/24.24  																| (825) all_0_47_47 = e0 & all_0_58_58 = e2 &  ~ (all_0_56_56 = e0)
% 58.80/24.24  																|
% 58.80/24.24  																	| Applying alpha-rule on (825) yields:
% 58.80/24.24  																	| (674) all_0_47_47 = e0
% 58.80/24.24  																	| (624) all_0_58_58 = e2
% 58.80/24.24  																	| (828)  ~ (all_0_56_56 = e0)
% 58.80/24.24  																	|
% 58.80/24.24  																	| Equations (674) can reduce 198 to:
% 58.80/24.24  																	| (358)  ~ (all_0_42_42 = e0)
% 58.80/24.24  																	|
% 58.80/24.24  																	| Equations (624) can reduce 181 to:
% 58.80/24.24  																	| (147)  ~ (all_0_44_44 = e2)
% 58.80/24.24  																	|
% 58.80/24.24  																	| Equations (674) can reduce 19 to:
% 58.80/24.24  																	| (831)  ~ (all_0_46_46 = e0)
% 58.80/24.24  																	|
% 58.80/24.24  																	| Equations (674) can reduce 252 to:
% 58.80/24.24  																	| (401)  ~ (e4 = e0)
% 58.80/24.24  																	|
% 58.80/24.24  																	| Simplifying 401 yields:
% 58.80/24.24  																	| (49)  ~ (e4 = e0)
% 58.80/24.24  																	|
% 58.80/24.24  																	| Equations (624) can reduce 119 to:
% 58.80/24.24  																	| (340)  ~ (all_0_49_49 = e2)
% 58.80/24.24  																	|
% 58.80/24.24  																	| Equations (624) can reduce 10 to:
% 58.80/24.24  																	| (509)  ~ (all_0_53_53 = e2)
% 58.80/24.24  																	|
% 58.80/24.24  																	| Equations (624) can reduce 451 to:
% 58.80/24.24  																	| (327)  ~ (e4 = e2)
% 58.80/24.24  																	|
% 58.80/24.24  																	| Simplifying 327 yields:
% 58.80/24.24  																	| (48)  ~ (e4 = e2)
% 58.80/24.24  																	|
% 58.80/24.24  																	| Equations (624) can reduce 276 to:
% 58.80/24.24  																	| (626)  ~ (e3 = e2)
% 58.80/24.24  																	|
% 58.80/24.24  																	| Simplifying 626 yields:
% 58.80/24.24  																	| (212)  ~ (e3 = e2)
% 58.80/24.24  																	|
% 58.80/24.24  																	| From (674) and (23) follows:
% 58.80/24.24  																	| (3148) op(e2, e2) = e0
% 58.80/24.24  																	|
% 58.80/24.24  																	| From (624) and (245) follows:
% 58.80/24.24  																	| (628) op(e0, e0) = e2
% 58.80/24.24  																	|
% 58.80/24.24  																	+-Applying beta-rule and splitting (196), into two cases.
% 58.80/24.24  																	|-Branch one:
% 58.80/24.24  																	| (607) all_0_53_53 = e2
% 58.80/24.24  																	|
% 58.80/24.24  																		| Equations (607) can reduce 509 to:
% 58.80/24.24  																		| (266) $false
% 58.80/24.24  																		|
% 58.80/24.24  																		|-The branch is then unsatisfiable
% 58.80/24.24  																	|-Branch two:
% 58.80/24.24  																	| (509)  ~ (all_0_53_53 = e2)
% 58.80/24.24  																	| (610) all_0_53_53 = e4 | all_0_53_53 = e3 | all_0_53_53 = e1
% 58.80/24.24  																	|
% 58.80/24.24  																		+-Applying beta-rule and splitting (165), into two cases.
% 58.80/24.24  																		|-Branch one:
% 58.80/24.24  																		| (794) all_0_41_41 = e0
% 58.80/24.24  																		|
% 58.80/24.24  																			| Equations (794) can reduce 357 to:
% 58.80/24.24  																			| (266) $false
% 58.80/24.24  																			|
% 58.80/24.24  																			|-The branch is then unsatisfiable
% 58.80/24.24  																		|-Branch two:
% 58.80/24.24  																		| (357)  ~ (all_0_41_41 = e0)
% 58.80/24.24  																		| (6761) all_0_42_42 = e0 | all_0_43_43 = e0 | all_0_44_44 = e0
% 58.80/24.24  																		|
% 58.80/24.24  																			+-Applying beta-rule and splitting (95), into two cases.
% 58.80/24.24  																			|-Branch one:
% 58.80/24.24  																			| (378) all_0_50_50 = e2
% 58.80/24.24  																			|
% 58.80/24.24  																				| Equations (378) can reduce 221 to:
% 58.80/24.24  																				| (85)  ~ (all_0_41_41 = e2)
% 58.80/24.24  																				|
% 58.80/24.24  																				| Equations (378) can reduce 35 to:
% 58.80/24.24  																				| (300)  ~ (all_0_46_46 = e2)
% 58.80/24.24  																				|
% 58.80/24.24  																				| Equations (378) can reduce 93 to:
% 58.80/24.24  																				| (303)  ~ (all_0_55_55 = e2)
% 58.80/24.24  																				|
% 58.80/24.24  																				| Simplifying 303 yields:
% 58.80/24.24  																				| (304)  ~ (all_0_55_55 = e2)
% 58.80/24.24  																				|
% 58.80/24.24  																				| Equations (378) can reduce 759 to:
% 58.80/24.24  																				| (122)  ~ (e2 = e1)
% 58.80/24.24  																				|
% 58.80/24.24  																				| From (378) and (242) follows:
% 58.80/24.24  																				| (26152) op(e1, e3) = e2
% 58.80/24.24  																				|
% 58.80/24.24  																				+-Applying beta-rule and splitting (62), into two cases.
% 58.80/24.24  																				|-Branch one:
% 58.80/24.24  																				| (321) all_0_38_38 = e4
% 58.80/24.24  																				|
% 58.80/24.24  																					| Combining equations (321,329) yields a new equation:
% 58.80/24.24  																					| (481) e4 = e0
% 58.80/24.24  																					|
% 58.80/24.24  																					| Simplifying 481 yields:
% 58.80/24.24  																					| (397) e4 = e0
% 58.80/24.24  																					|
% 58.80/24.24  																					| Equations (397) can reduce 49 to:
% 58.80/24.24  																					| (266) $false
% 58.80/24.24  																					|
% 58.80/24.24  																					|-The branch is then unsatisfiable
% 58.80/24.24  																				|-Branch two:
% 58.80/24.24  																				| (325)  ~ (all_0_38_38 = e4)
% 58.80/24.24  																				| (582) all_0_41_41 = e4 | all_0_46_46 = e4 | all_0_50_50 = e4 | all_0_55_55 = e4
% 58.80/24.24  																				|
% 58.80/24.24  																					+-Applying beta-rule and splitting (582), into two cases.
% 58.80/24.24  																					|-Branch one:
% 58.80/24.24  																					| (437) all_0_41_41 = e4
% 58.80/24.24  																					|
% 58.80/24.24  																						| Equations (437) can reduce 440 to:
% 58.80/24.24  																						| (266) $false
% 58.80/24.24  																						|
% 58.80/24.24  																						|-The branch is then unsatisfiable
% 58.80/24.24  																					|-Branch two:
% 58.80/24.24  																					| (440)  ~ (all_0_41_41 = e4)
% 58.80/24.24  																					| (769) all_0_46_46 = e4 | all_0_50_50 = e4 | all_0_55_55 = e4
% 58.80/24.24  																					|
% 58.80/24.24  																						+-Applying beta-rule and splitting (769), into two cases.
% 58.80/24.24  																						|-Branch one:
% 58.80/24.24  																						| (770) all_0_46_46 = e4
% 58.80/24.24  																						|
% 58.80/24.24  																							| Equations (770) can reduce 250 to:
% 58.80/24.24  																							| (266) $false
% 58.80/24.24  																							|
% 58.80/24.24  																							|-The branch is then unsatisfiable
% 58.80/24.24  																						|-Branch two:
% 58.80/24.24  																						| (250)  ~ (all_0_46_46 = e4)
% 58.80/24.24  																						| (774) all_0_50_50 = e4 | all_0_55_55 = e4
% 58.80/24.24  																						|
% 58.80/24.24  																							+-Applying beta-rule and splitting (774), into two cases.
% 58.80/24.24  																							|-Branch one:
% 58.80/24.24  																							| (775) all_0_50_50 = e4
% 58.80/24.24  																							|
% 58.80/24.24  																								| Combining equations (378,775) yields a new equation:
% 58.80/24.24  																								| (323) e4 = e2
% 58.80/24.24  																								|
% 58.80/24.24  																								| Equations (323) can reduce 48 to:
% 58.80/24.24  																								| (266) $false
% 58.80/24.24  																								|
% 58.80/24.24  																								|-The branch is then unsatisfiable
% 58.80/24.24  																							|-Branch two:
% 58.80/24.24  																							| (566)  ~ (all_0_50_50 = e4)
% 58.80/24.24  																							| (587) all_0_55_55 = e4
% 58.80/24.24  																							|
% 58.80/24.24  																								| Equations (587) can reduce 191 to:
% 58.80/24.24  																								| (440)  ~ (all_0_41_41 = e4)
% 58.80/24.24  																								|
% 58.80/24.24  																								| Equations (587) can reduce 58 to:
% 58.80/24.24  																								| (250)  ~ (all_0_46_46 = e4)
% 58.80/24.24  																								|
% 58.80/24.24  																								| Equations (587) can reduce 304 to:
% 58.80/24.24  																								| (48)  ~ (e4 = e2)
% 58.80/24.24  																								|
% 58.80/24.24  																								| Equations (587) can reduce 803 to:
% 58.80/24.24  																								| (49)  ~ (e4 = e0)
% 58.80/24.24  																								|
% 58.80/24.24  																								| From (587) and (74) follows:
% 58.80/24.24  																								| (589) op(e0, e3) = e4
% 58.80/24.24  																								|
% 58.80/24.24  																								+-Applying beta-rule and splitting (6761), into two cases.
% 58.80/24.24  																								|-Branch one:
% 58.80/24.24  																								| (559) all_0_42_42 = e0
% 58.80/24.24  																								|
% 58.80/24.24  																									| Equations (559) can reduce 358 to:
% 58.80/24.24  																									| (266) $false
% 58.80/24.24  																									|
% 58.80/24.24  																									|-The branch is then unsatisfiable
% 58.80/24.24  																								|-Branch two:
% 58.80/24.24  																								| (358)  ~ (all_0_42_42 = e0)
% 58.80/24.24  																								| (6766) all_0_43_43 = e0 | all_0_44_44 = e0
% 58.80/24.24  																								|
% 58.80/24.24  																									+-Applying beta-rule and splitting (6766), into two cases.
% 58.80/24.24  																									|-Branch one:
% 58.80/24.24  																									| (356) all_0_43_43 = e0
% 58.80/24.24  																									|
% 58.80/24.24  																										| Combining equations (356,396) yields a new equation:
% 58.80/24.24  																										| (397) e4 = e0
% 58.80/24.24  																										|
% 58.80/24.24  																										| Equations (397) can reduce 49 to:
% 58.80/24.24  																										| (266) $false
% 58.80/24.24  																										|
% 58.80/24.24  																										|-The branch is then unsatisfiable
% 58.80/24.24  																									|-Branch two:
% 58.80/24.24  																									| (5470)  ~ (all_0_43_43 = e0)
% 58.80/24.24  																									| (1414) all_0_44_44 = e0
% 58.80/24.24  																									|
% 58.80/24.24  																										| Equations (1414) can reduce 149 to:
% 58.80/24.24  																										| (357)  ~ (all_0_41_41 = e0)
% 58.80/24.24  																										|
% 58.80/24.24  																										| Equations (1414) can reduce 73 to:
% 58.80/24.24  																										| (358)  ~ (all_0_42_42 = e0)
% 58.80/24.24  																										|
% 58.80/24.24  																										| Equations (1414) can reduce 9 to:
% 58.80/24.24  																										| (486)  ~ (all_0_49_49 = e0)
% 58.80/24.24  																										|
% 58.80/24.24  																										| Simplifying 486 yields:
% 58.80/24.24  																										| (487)  ~ (all_0_49_49 = e0)
% 58.80/24.24  																										|
% 58.80/24.24  																										| Equations (1414) can reduce 220 to:
% 58.80/24.24  																										| (488)  ~ (all_0_53_53 = e0)
% 58.80/24.24  																										|
% 58.80/24.24  																										| Simplifying 488 yields:
% 58.80/24.24  																										| (247)  ~ (all_0_53_53 = e0)
% 58.80/24.24  																										|
% 58.80/24.24  																										| Equations (1414) can reduce 1390 to:
% 58.80/24.24  																										| (401)  ~ (e4 = e0)
% 58.80/24.24  																										|
% 58.80/24.24  																										| Simplifying 401 yields:
% 58.80/24.24  																										| (49)  ~ (e4 = e0)
% 58.80/24.24  																										|
% 58.80/24.24  																										| Equations (1414) can reduce 147 to:
% 58.80/24.24  																										| (365)  ~ (e2 = e0)
% 58.80/24.24  																										|
% 58.80/24.24  																										| Simplifying 365 yields:
% 58.80/24.24  																										| (128)  ~ (e2 = e0)
% 58.80/24.24  																										|
% 58.80/24.24  																										+-Applying beta-rule and splitting (216), into two cases.
% 58.80/24.24  																										|-Branch one:
% 58.80/24.24  																										| (629) all_0_55_55 = e1
% 58.80/24.24  																										|
% 58.80/24.24  																											| Combining equations (587,629) yields a new equation:
% 58.80/24.24  																											| (636) e4 = e1
% 58.80/24.24  																											|
% 58.80/24.24  																											| Simplifying 636 yields:
% 58.80/24.24  																											| (630) e4 = e1
% 58.80/24.24  																											|
% 58.80/24.24  																											| Equations (630) can reduce 110 to:
% 58.80/24.24  																											| (266) $false
% 58.80/24.24  																											|
% 58.80/24.24  																											|-The branch is then unsatisfiable
% 58.80/24.24  																										|-Branch two:
% 58.80/24.24  																										| (632)  ~ (all_0_55_55 = e1)
% 58.80/24.24  																										| (633) all_0_56_56 = e1 | all_0_57_57 = e1 | all_0_58_58 = e1
% 58.80/24.24  																										|
% 58.80/24.24  																											+-Applying beta-rule and splitting (633), into two cases.
% 58.80/24.24  																											|-Branch one:
% 58.80/24.24  																											| (1569) all_0_56_56 = e1
% 58.80/24.24  																											|
% 58.80/24.24  																												| Equations (1569) can reduce 236 to:
% 58.80/24.24  																												| (1380)  ~ (all_0_42_42 = e1)
% 58.80/24.24  																												|
% 58.80/24.24  																												| Equations (1569) can reduce 16 to:
% 58.80/24.24  																												| (464)  ~ (all_0_51_51 = e1)
% 58.80/24.24  																												|
% 58.80/24.24  																												| From (1569) and (111) follows:
% 58.80/24.24  																												| (3175) op(e0, e2) = e1
% 58.80/24.24  																												|
% 58.80/24.24  																												+-Applying beta-rule and splitting (231), into two cases.
% 58.80/24.24  																												|-Branch one:
% 58.80/24.24  																												| (775) all_0_50_50 = e4
% 58.80/24.24  																												|
% 58.80/24.24  																													| Combining equations (378,775) yields a new equation:
% 58.80/24.24  																													| (323) e4 = e2
% 58.80/24.24  																													|
% 58.80/24.24  																													| Equations (323) can reduce 48 to:
% 58.80/24.24  																													| (266) $false
% 58.80/24.24  																													|
% 58.80/24.24  																													|-The branch is then unsatisfiable
% 58.80/24.24  																												|-Branch two:
% 58.80/24.24  																												| (566)  ~ (all_0_50_50 = e4)
% 58.80/24.24  																												| (1071) all_0_51_51 = e4 | all_0_52_52 = e4 | all_0_53_53 = e4
% 58.80/24.24  																												|
% 58.80/24.24  																													| Equations (378) can reduce 566 to:
% 58.80/24.24  																													| (327)  ~ (e4 = e2)
% 58.80/24.24  																													|
% 58.80/24.24  																													| Simplifying 327 yields:
% 58.80/24.24  																													| (48)  ~ (e4 = e2)
% 58.80/24.24  																													|
% 58.80/24.24  																													+-Applying beta-rule and splitting (103), into two cases.
% 58.80/24.24  																													|-Branch one:
% 58.80/24.24  																													| (453) all_0_41_41 = e1
% 58.80/24.24  																													|
% 58.80/24.24  																														| Equations (453) can reduce 214 to:
% 58.80/24.24  																														| (4055)  ~ (all_0_42_42 = e1)
% 58.80/24.24  																														|
% 58.80/24.24  																														| Simplifying 4055 yields:
% 58.80/24.24  																														| (1380)  ~ (all_0_42_42 = e1)
% 58.80/24.24  																														|
% 58.80/24.24  																														| Equations (453) can reduce 43 to:
% 58.80/24.24  																														| (4059)  ~ (all_0_46_46 = e1)
% 58.80/24.24  																														|
% 58.80/24.24  																														| Simplifying 4059 yields:
% 58.80/24.24  																														| (549)  ~ (all_0_46_46 = e1)
% 58.80/24.24  																														|
% 58.80/24.24  																														| Equations (453) can reduce 85 to:
% 58.80/24.24  																														| (604)  ~ (e2 = e1)
% 58.80/24.24  																														|
% 58.80/24.24  																														| Simplifying 604 yields:
% 58.80/24.24  																														| (122)  ~ (e2 = e1)
% 58.80/24.24  																														|
% 58.80/24.24  																														| Equations (453) can reduce 357 to:
% 58.80/24.24  																														| (233)  ~ (e1 = e0)
% 58.80/24.24  																														|
% 58.80/24.24  																														| From (453) and (219) follows:
% 58.80/24.24  																														| (12512) op(e3, e3) = e1
% 58.80/24.24  																														|
% 58.80/24.24  																														+-Applying beta-rule and splitting (1071), into two cases.
% 58.80/24.24  																														|-Branch one:
% 58.80/24.24  																														| (1101) all_0_51_51 = e4
% 58.80/24.24  																														|
% 58.80/24.24  																															| Equations (1101) can reduce 61 to:
% 58.80/24.24  																															| (1890)  ~ (all_0_42_42 = e4)
% 58.80/24.24  																															|
% 58.80/24.24  																															| Equations (1101) can reduce 6 to:
% 58.80/24.24  																															| (1452)  ~ (all_0_53_53 = e4)
% 58.80/24.24  																															|
% 58.80/24.24  																															| Simplifying 1452 yields:
% 58.80/24.24  																															| (1453)  ~ (all_0_53_53 = e4)
% 58.80/24.24  																															|
% 58.80/24.24  																															| From (1101) and (186) follows:
% 58.80/24.24  																															| (13720) op(e1, e2) = e4
% 58.80/24.24  																															|
% 58.80/24.24  																															+-Applying beta-rule and splitting (168), into two cases.
% 58.80/24.24  																															|-Branch one:
% 58.80/24.24  																															| (415) all_0_50_50 = e3
% 58.80/24.24  																															|
% 58.80/24.24  																																| Combining equations (378,415) yields a new equation:
% 58.80/24.24  																																| (662) e3 = e2
% 58.80/24.24  																																|
% 58.80/24.24  																																| Equations (662) can reduce 212 to:
% 58.80/24.24  																																| (266) $false
% 58.80/24.24  																																|
% 58.80/24.24  																																|-The branch is then unsatisfiable
% 58.80/24.24  																															|-Branch two:
% 58.80/24.24  																															| (411)  ~ (all_0_50_50 = e3)
% 58.80/24.24  																															| (418) all_0_51_51 = e3 | all_0_53_53 = e3
% 58.80/24.24  																															|
% 58.80/24.24  																																+-Applying beta-rule and splitting (180), into two cases.
% 58.80/24.24  																																|-Branch one:
% 58.80/24.24  																																| (516) all_0_42_42 = e3
% 58.80/24.24  																																|
% 58.80/24.24  																																	| Equations (516) can reduce 1890 to:
% 58.80/24.24  																																	| (277)  ~ (e4 = e3)
% 58.80/24.24  																																	|
% 58.80/24.24  																																	| Simplifying 277 yields:
% 58.80/24.24  																																	| (188)  ~ (e4 = e3)
% 58.80/24.24  																																	|
% 58.80/24.24  																																	+-Applying beta-rule and splitting (418), into two cases.
% 58.80/24.24  																																	|-Branch one:
% 58.80/24.24  																																	| (660) all_0_51_51 = e3
% 58.80/24.24  																																	|
% 58.80/24.24  																																		| Combining equations (1101,660) yields a new equation:
% 58.80/24.24  																																		| (424) e4 = e3
% 58.80/24.24  																																		|
% 58.80/24.24  																																		| Simplifying 424 yields:
% 58.80/24.24  																																		| (425) e4 = e3
% 58.80/24.24  																																		|
% 58.80/24.24  																																		| Equations (425) can reduce 188 to:
% 58.80/24.24  																																		| (266) $false
% 58.80/24.24  																																		|
% 58.80/24.24  																																		|-The branch is then unsatisfiable
% 58.80/24.24  																																	|-Branch two:
% 58.80/24.24  																																	| (664)  ~ (all_0_51_51 = e3)
% 58.80/24.24  																																	| (665) all_0_53_53 = e3
% 58.80/24.24  																																	|
% 58.80/24.24  																																		| Equations (665) can reduce 65 to:
% 58.80/24.24  																																		| (525)  ~ (all_0_49_49 = e3)
% 58.80/24.24  																																		|
% 58.80/24.24  																																		| Equations (665) can reduce 1453 to:
% 58.80/24.24  																																		| (277)  ~ (e4 = e3)
% 58.80/24.24  																																		|
% 58.80/24.24  																																		| Simplifying 277 yields:
% 58.80/24.24  																																		| (188)  ~ (e4 = e3)
% 58.80/24.24  																																		|
% 58.80/24.24  																																		| Equations (665) can reduce 247 to:
% 58.80/24.24  																																		| (80)  ~ (e3 = e0)
% 58.80/24.24  																																		|
% 58.80/24.24  																																		+-Applying beta-rule and splitting (78), into two cases.
% 58.80/24.24  																																		|-Branch one:
% 58.80/24.24  																																		| (423) all_0_45_45 = e3
% 58.80/24.24  																																		|
% 58.80/24.24  																																			| Combining equations (423,248) yields a new equation:
% 58.80/24.24  																																			| (425) e4 = e3
% 58.80/24.24  																																			|
% 58.80/24.24  																																			| Equations (425) can reduce 188 to:
% 58.80/24.24  																																			| (266) $false
% 58.80/24.24  																																			|
% 58.80/24.24  																																			|-The branch is then unsatisfiable
% 58.80/24.24  																																		|-Branch two:
% 58.80/24.24  																																		| (427)  ~ (all_0_45_45 = e3)
% 58.80/24.24  																																		| (428) all_0_46_46 = e3 | all_0_47_47 = e3 | all_0_49_49 = e3
% 58.80/24.24  																																		|
% 58.80/24.24  																																			+-Applying beta-rule and splitting (54), into two cases.
% 58.80/24.24  																																			|-Branch one:
% 58.80/24.24  																																			| (583) all_0_49_49 = e2
% 58.80/24.24  																																			|
% 58.80/24.24  																																				| Equations (583) can reduce 340 to:
% 58.80/24.24  																																				| (266) $false
% 58.80/24.24  																																				|
% 58.80/24.24  																																				|-The branch is then unsatisfiable
% 58.80/24.24  																																			|-Branch two:
% 58.80/24.24  																																			| (340)  ~ (all_0_49_49 = e2)
% 58.80/24.24  																																			| (586) all_0_49_49 = e4 | all_0_49_49 = e3 | all_0_49_49 = e1 | all_0_49_49 = e0
% 58.80/24.24  																																			|
% 58.80/24.24  																																				+-Applying beta-rule and splitting (428), into two cases.
% 58.80/24.24  																																				|-Branch one:
% 58.80/24.24  																																				| (1557) all_0_46_46 = e3
% 58.80/24.24  																																				|
% 58.80/24.24  																																					| Equations (1557) can reduce 208 to:
% 58.80/24.24  																																					| (524)  ~ (all_0_49_49 = e3)
% 58.80/24.24  																																					|
% 58.80/24.24  																																					| Simplifying 524 yields:
% 58.80/24.24  																																					| (525)  ~ (all_0_49_49 = e3)
% 58.80/24.24  																																					|
% 58.80/24.24  																																					| From (1557) and (120) follows:
% 58.80/24.24  																																					| (697) op(e2, e3) = e3
% 58.80/24.24  																																					|
% 58.80/24.24  																																					+-Applying beta-rule and splitting (586), into two cases.
% 58.80/24.24  																																					|-Branch one:
% 58.80/24.24  																																					| (974) all_0_49_49 = e4
% 58.80/24.24  																																					|
% 58.80/24.24  																																						| Equations (974) can reduce 256 to:
% 58.80/24.24  																																						| (266) $false
% 58.80/24.24  																																						|
% 58.80/24.24  																																						|-The branch is then unsatisfiable
% 58.80/24.24  																																					|-Branch two:
% 58.80/24.24  																																					| (256)  ~ (all_0_49_49 = e4)
% 58.80/24.24  																																					| (977) all_0_49_49 = e3 | all_0_49_49 = e1 | all_0_49_49 = e0
% 58.80/24.24  																																					|
% 58.80/24.24  																																						+-Applying beta-rule and splitting (977), into two cases.
% 58.80/24.24  																																						|-Branch one:
% 58.80/24.24  																																						| (978) all_0_49_49 = e0
% 58.80/24.24  																																						|
% 58.80/24.24  																																							| Equations (978) can reduce 487 to:
% 58.80/24.24  																																							| (266) $false
% 58.80/24.24  																																							|
% 58.80/24.24  																																							|-The branch is then unsatisfiable
% 58.80/24.24  																																						|-Branch two:
% 58.80/24.24  																																						| (487)  ~ (all_0_49_49 = e0)
% 58.80/24.24  																																						| (981) all_0_49_49 = e3 | all_0_49_49 = e1
% 58.80/24.24  																																						|
% 58.80/24.24  																																							+-Applying beta-rule and splitting (981), into two cases.
% 58.80/24.24  																																							|-Branch one:
% 58.80/24.24  																																							| (671) all_0_49_49 = e1
% 58.80/24.24  																																							|
% 58.80/24.24  																																								| Equations (671) can reduce 487 to:
% 58.80/24.24  																																								| (233)  ~ (e1 = e0)
% 58.80/24.24  																																								|
% 58.80/24.24  																																								+-Applying beta-rule and splitting (56), into two cases.
% 58.80/24.24  																																								|-Branch one:
% 58.80/24.24  																																								| (696) unit = e2
% 58.80/24.24  																																								|
% 58.80/24.24  																																									| From (696) and (227) follows:
% 58.80/24.24  																																									| (4284) op(e4, e2) = e4
% 58.80/24.24  																																									|
% 58.80/24.24  																																									| From (696) and (32) follows:
% 58.80/24.24  																																									| (698) op(e2, e2) = e2
% 58.80/24.24  																																									|
% 58.80/24.24  																																									| From (696) and (28) follows:
% 58.80/24.24  																																									| (699) op(e1, e2) = e1
% 58.80/24.24  																																									|
% 58.80/24.24  																																									| Instantiating formula (29) with e4, e2, e4, e2 and discharging atoms op(e4, e2) = e4, op(e4, e2) = e2, yields:
% 58.80/24.24  																																									| (323) e4 = e2
% 58.80/24.24  																																									|
% 58.80/24.24  																																									| Instantiating formula (29) with e2, e2, e2, e0 and discharging atoms op(e2, e2) = e2, op(e2, e2) = e0, yields:
% 58.80/24.24  																																									| (330) e2 = e0
% 58.80/24.24  																																									|
% 58.80/24.24  																																									| Instantiating formula (29) with e1, e2, e1, e4 and discharging atoms op(e1, e2) = e4, op(e1, e2) = e1, yields:
% 58.80/24.24  																																									| (630) e4 = e1
% 58.80/24.24  																																									|
% 58.80/24.24  																																									| Combining equations (323,630) yields a new equation:
% 58.80/24.25  																																									| (616) e2 = e1
% 58.80/24.25  																																									|
% 58.80/24.25  																																									| Simplifying 616 yields:
% 58.80/24.25  																																									| (617) e2 = e1
% 58.80/24.25  																																									|
% 58.80/24.25  																																									| Combining equations (617,330) yields a new equation:
% 58.80/24.25  																																									| (546) e1 = e0
% 58.80/24.25  																																									|
% 58.80/24.25  																																									| Simplifying 546 yields:
% 58.80/24.25  																																									| (431) e1 = e0
% 58.80/24.25  																																									|
% 58.80/24.25  																																									| Equations (431) can reduce 233 to:
% 58.80/24.25  																																									| (266) $false
% 58.80/24.25  																																									|
% 58.80/24.25  																																									|-The branch is then unsatisfiable
% 58.80/24.25  																																								|-Branch two:
% 58.80/24.25  																																								| (707)  ~ (unit = e2)
% 58.80/24.25  																																								| (708) unit = e4 | unit = e3 | unit = e1 | unit = e0
% 58.80/24.25  																																								|
% 58.80/24.25  																																									+-Applying beta-rule and splitting (708), into two cases.
% 58.80/24.25  																																									|-Branch one:
% 58.80/24.25  																																									| (709) unit = e4
% 58.80/24.25  																																									|
% 58.80/24.25  																																										| From (709) and (211) follows:
% 58.80/24.25  																																										| (22527) op(e4, e1) = e1
% 58.80/24.25  																																										|
% 58.80/24.25  																																										| From (709) and (42) follows:
% 58.80/24.25  																																										| (713) op(e0, e4) = e0
% 58.80/24.25  																																										|
% 58.80/24.25  																																										| Instantiating formula (29) with e4, e1, e1, e3 and discharging atoms op(e4, e1) = e3, op(e4, e1) = e1, yields:
% 58.80/24.25  																																										| (455) e3 = e1
% 58.80/24.25  																																										|
% 58.80/24.25  																																										| Instantiating formula (29) with e0, e4, e0, e3 and discharging atoms op(e0, e4) = e3, op(e0, e4) = e0, yields:
% 58.80/24.25  																																										| (676) e3 = e0
% 58.80/24.25  																																										|
% 58.80/24.25  																																										| Combining equations (455,676) yields a new equation:
% 58.80/24.25  																																										| (546) e1 = e0
% 58.80/24.25  																																										|
% 58.80/24.25  																																										| Simplifying 546 yields:
% 58.80/24.25  																																										| (431) e1 = e0
% 58.80/24.25  																																										|
% 58.80/24.25  																																										| Equations (431) can reduce 233 to:
% 58.80/24.25  																																										| (266) $false
% 58.80/24.25  																																										|
% 58.80/24.25  																																										|-The branch is then unsatisfiable
% 58.80/24.25  																																									|-Branch two:
% 58.80/24.25  																																									| (724)  ~ (unit = e4)
% 58.80/24.25  																																									| (725) unit = e3 | unit = e1 | unit = e0
% 58.80/24.25  																																									|
% 58.80/24.25  																																										+-Applying beta-rule and splitting (725), into two cases.
% 58.80/24.25  																																										|-Branch one:
% 58.80/24.25  																																										| (726) unit = e0
% 58.80/24.25  																																										|
% 58.80/24.25  																																											| From (726) and (15) follows:
% 58.80/24.25  																																											| (1508) op(e0, e2) = e2
% 58.80/24.25  																																											|
% 58.80/24.25  																																											| From (726) and (42) follows:
% 58.80/24.25  																																											| (728) op(e0, e0) = e0
% 58.80/24.25  																																											|
% 58.80/24.25  																																											| Instantiating formula (29) with e0, e2, e2, e1 and discharging atoms op(e0, e2) = e2, op(e0, e2) = e1, yields:
% 58.80/24.25  																																											| (617) e2 = e1
% 58.80/24.25  																																											|
% 58.80/24.25  																																											| Instantiating formula (29) with e0, e0, e0, e2 and discharging atoms op(e0, e0) = e2, op(e0, e0) = e0, yields:
% 58.80/24.25  																																											| (330) e2 = e0
% 58.80/24.25  																																											|
% 58.80/24.25  																																											| Combining equations (330,617) yields a new equation:
% 58.80/24.25  																																											| (431) e1 = e0
% 58.80/24.25  																																											|
% 58.80/24.25  																																											| Equations (431) can reduce 233 to:
% 58.80/24.25  																																											| (266) $false
% 58.80/24.25  																																											|
% 58.80/24.25  																																											|-The branch is then unsatisfiable
% 58.80/24.25  																																										|-Branch two:
% 58.80/24.25  																																										| (734)  ~ (unit = e0)
% 58.80/24.25  																																										| (735) unit = e3 | unit = e1
% 58.80/24.25  																																										|
% 58.80/24.25  																																											+-Applying beta-rule and splitting (735), into two cases.
% 58.80/24.25  																																											|-Branch one:
% 58.80/24.25  																																											| (736) unit = e1
% 58.80/24.25  																																											|
% 58.80/24.25  																																												| From (736) and (244) follows:
% 58.80/24.25  																																												| (738) op(e1, e4) = e4
% 58.80/24.25  																																												|
% 58.80/24.25  																																												| From (736) and (24) follows:
% 58.80/24.25  																																												| (1934) op(e1, e3) = e3
% 58.80/24.25  																																												|
% 58.80/24.25  																																												| From (736) and (40) follows:
% 58.80/24.25  																																												| (1652) op(e3, e1) = e3
% 58.80/24.25  																																												|
% 58.80/24.25  																																												| Instantiating formula (29) with e3, e1, e3, e4 and discharging atoms op(e3, e1) = e4, op(e3, e1) = e3, yields:
% 58.80/24.25  																																												| (425) e4 = e3
% 58.80/24.25  																																												|
% 58.80/24.25  																																												| Instantiating formula (29) with e1, e4, e4, e0 and discharging atoms op(e1, e4) = e4, op(e1, e4) = e0, yields:
% 58.80/24.25  																																												| (397) e4 = e0
% 58.80/24.25  																																												|
% 58.80/24.25  																																												| Instantiating formula (29) with e1, e3, e3, e2 and discharging atoms op(e1, e3) = e3, op(e1, e3) = e2, yields:
% 58.80/24.25  																																												| (662) e3 = e2
% 58.80/24.25  																																												|
% 58.80/24.25  																																												| Combining equations (425,397) yields a new equation:
% 58.80/24.25  																																												| (675) e3 = e0
% 58.80/24.25  																																												|
% 58.80/24.25  																																												| Simplifying 675 yields:
% 58.80/24.25  																																												| (676) e3 = e0
% 58.80/24.25  																																												|
% 58.80/24.25  																																												| Combining equations (662,676) yields a new equation:
% 58.80/24.25  																																												| (391) e2 = e0
% 58.80/24.25  																																												|
% 58.80/24.25  																																												| Simplifying 391 yields:
% 58.80/24.25  																																												| (330) e2 = e0
% 58.80/24.25  																																												|
% 58.80/24.25  																																												| Equations (330) can reduce 128 to:
% 58.80/24.25  																																												| (266) $false
% 58.80/24.25  																																												|
% 58.80/24.25  																																												|-The branch is then unsatisfiable
% 58.80/24.25  																																											|-Branch two:
% 58.80/24.25  																																											| (748)  ~ (unit = e1)
% 58.80/24.25  																																											| (749) unit = e3
% 58.80/24.25  																																											|
% 58.80/24.25  																																												| From (749) and (244) follows:
% 58.80/24.25  																																												| (750) op(e3, e4) = e4
% 58.80/24.25  																																												|
% 58.80/24.25  																																												| From (749) and (40) follows:
% 58.80/24.25  																																												| (3715) op(e3, e3) = e3
% 58.80/24.25  																																												|
% 58.80/24.25  																																												| From (749) and (32) follows:
% 58.80/24.25  																																												| (5793) op(e2, e3) = e2
% 58.80/24.25  																																												|
% 58.80/24.25  																																												| From (749) and (42) follows:
% 58.80/24.25  																																												| (752) op(e0, e3) = e0
% 58.80/24.25  																																												|
% 58.80/24.25  																																												| Instantiating formula (29) with e3, e4, e4, e2 and discharging atoms op(e3, e4) = e4, op(e3, e4) = e2, yields:
% 58.80/24.25  																																												| (323) e4 = e2
% 58.80/24.25  																																												|
% 58.80/24.25  																																												| Instantiating formula (29) with e3, e3, e3, e1 and discharging atoms op(e3, e3) = e3, op(e3, e3) = e1, yields:
% 58.80/24.25  																																												| (455) e3 = e1
% 58.80/24.25  																																												|
% 58.80/24.25  																																												| Instantiating formula (29) with e2, e3, e2, e3 and discharging atoms op(e2, e3) = e3, op(e2, e3) = e2, yields:
% 58.80/24.25  																																												| (662) e3 = e2
% 58.80/24.25  																																												|
% 58.80/24.25  																																												| Instantiating formula (29) with e0, e3, e0, e4 and discharging atoms op(e0, e3) = e4, op(e0, e3) = e0, yields:
% 58.80/24.25  																																												| (397) e4 = e0
% 58.80/24.25  																																												|
% 58.80/24.25  																																												| Combining equations (397,323) yields a new equation:
% 58.80/24.25  																																												| (330) e2 = e0
% 58.80/24.25  																																												|
% 58.80/24.25  																																												| Combining equations (662,455) yields a new equation:
% 58.80/24.25  																																												| (616) e2 = e1
% 58.80/24.25  																																												|
% 58.80/24.25  																																												| Simplifying 616 yields:
% 58.80/24.25  																																												| (617) e2 = e1
% 58.80/24.25  																																												|
% 58.80/24.25  																																												| Combining equations (617,330) yields a new equation:
% 58.80/24.25  																																												| (546) e1 = e0
% 58.80/24.25  																																												|
% 58.80/24.25  																																												| Simplifying 546 yields:
% 58.80/24.25  																																												| (431) e1 = e0
% 58.80/24.25  																																												|
% 58.80/24.25  																																												| Equations (431) can reduce 233 to:
% 58.80/24.25  																																												| (266) $false
% 58.80/24.25  																																												|
% 58.80/24.25  																																												|-The branch is then unsatisfiable
% 58.80/24.25  																																							|-Branch two:
% 58.80/24.25  																																							| (1064)  ~ (all_0_49_49 = e1)
% 58.80/24.25  																																							| (884) all_0_49_49 = e3
% 58.80/24.25  																																							|
% 58.80/24.25  																																								| Equations (884) can reduce 525 to:
% 58.80/24.25  																																								| (266) $false
% 58.80/24.25  																																								|
% 58.80/24.25  																																								|-The branch is then unsatisfiable
% 58.80/24.25  																																				|-Branch two:
% 58.80/24.25  																																				| (409)  ~ (all_0_46_46 = e3)
% 58.80/24.25  																																				| (1561) all_0_47_47 = e3 | all_0_49_49 = e3
% 58.80/24.25  																																				|
% 58.80/24.25  																																					+-Applying beta-rule and splitting (1561), into two cases.
% 58.80/24.25  																																					|-Branch one:
% 58.80/24.25  																																					| (522) all_0_47_47 = e3
% 58.80/24.25  																																					|
% 58.80/24.25  																																						| Combining equations (522,674) yields a new equation:
% 58.80/24.25  																																						| (675) e3 = e0
% 58.80/24.25  																																						|
% 58.80/24.25  																																						| Simplifying 675 yields:
% 58.80/24.25  																																						| (676) e3 = e0
% 58.80/24.25  																																						|
% 58.80/24.25  																																						| Equations (676) can reduce 80 to:
% 58.80/24.25  																																						| (266) $false
% 58.80/24.25  																																						|
% 58.80/24.25  																																						|-The branch is then unsatisfiable
% 58.80/24.25  																																					|-Branch two:
% 58.80/24.25  																																					| (1091)  ~ (all_0_47_47 = e3)
% 58.80/24.25  																																					| (884) all_0_49_49 = e3
% 58.80/24.25  																																					|
% 58.80/24.25  																																						| Equations (884) can reduce 525 to:
% 58.80/24.25  																																						| (266) $false
% 58.80/24.25  																																						|
% 58.80/24.25  																																						|-The branch is then unsatisfiable
% 58.80/24.25  																																|-Branch two:
% 58.80/24.25  																																| (405)  ~ (all_0_42_42 = e3)
% 58.80/24.25  																																| (521) all_0_47_47 = e3 | all_0_51_51 = e3 | all_0_56_56 = e3
% 58.80/24.25  																																|
% 58.80/24.25  																																	+-Applying beta-rule and splitting (152), into two cases.
% 58.80/24.25  																																	|-Branch one:
% 58.80/24.25  																																	| (1392) all_0_42_42 = e4
% 58.80/24.25  																																	|
% 58.80/24.25  																																		| Equations (1392) can reduce 1890 to:
% 58.80/24.25  																																		| (266) $false
% 58.80/24.25  																																		|
% 58.80/24.25  																																		|-The branch is then unsatisfiable
% 58.80/24.25  																																	|-Branch two:
% 58.80/24.25  																																	| (1890)  ~ (all_0_42_42 = e4)
% 58.80/24.25  																																	| (1969) all_0_42_42 = e3 | all_0_42_42 = e1 | all_0_42_42 = e0
% 58.80/24.25  																																	|
% 58.80/24.25  																																		+-Applying beta-rule and splitting (1969), into two cases.
% 58.80/24.25  																																		|-Branch one:
% 58.80/24.25  																																		| (559) all_0_42_42 = e0
% 58.80/24.25  																																		|
% 58.80/24.25  																																			| Equations (559) can reduce 358 to:
% 58.80/24.25  																																			| (266) $false
% 58.80/24.25  																																			|
% 58.80/24.25  																																			|-The branch is then unsatisfiable
% 58.80/24.25  																																		|-Branch two:
% 58.80/24.25  																																		| (358)  ~ (all_0_42_42 = e0)
% 58.80/24.25  																																		| (2510) all_0_42_42 = e3 | all_0_42_42 = e1
% 58.80/24.25  																																		|
% 58.80/24.25  																																			+-Applying beta-rule and splitting (2510), into two cases.
% 58.80/24.25  																																			|-Branch one:
% 58.80/24.25  																																			| (459) all_0_42_42 = e1
% 58.80/24.25  																																			|
% 58.80/24.25  																																				| Equations (459) can reduce 1380 to:
% 58.80/24.25  																																				| (266) $false
% 58.80/24.25  																																				|
% 58.80/24.25  																																				|-The branch is then unsatisfiable
% 58.80/24.25  																																			|-Branch two:
% 58.80/24.25  																																			| (1380)  ~ (all_0_42_42 = e1)
% 58.80/24.25  																																			| (516) all_0_42_42 = e3
% 58.80/24.25  																																			|
% 58.80/24.25  																																				| Equations (516) can reduce 405 to:
% 58.80/24.25  																																				| (266) $false
% 58.80/24.25  																																				|
% 58.80/24.25  																																				|-The branch is then unsatisfiable
% 58.80/24.25  																														|-Branch two:
% 58.80/24.25  																														| (475)  ~ (all_0_51_51 = e4)
% 58.80/24.25  																														| (1294) all_0_52_52 = e4 | all_0_53_53 = e4
% 58.80/24.25  																														|
% 58.80/24.25  																															+-Applying beta-rule and splitting (135), into two cases.
% 58.80/24.25  																															|-Branch one:
% 58.80/24.25  																															| (545) all_0_46_46 = e1
% 58.80/24.25  																															|
% 58.80/24.25  																																| Equations (545) can reduce 549 to:
% 58.80/24.25  																																| (266) $false
% 58.80/24.25  																																|
% 58.80/24.25  																																|-The branch is then unsatisfiable
% 58.80/24.25  																															|-Branch two:
% 58.80/24.25  																															| (549)  ~ (all_0_46_46 = e1)
% 58.80/24.25  																															| (550) all_0_47_47 = e1 | all_0_48_48 = e1 | all_0_49_49 = e1
% 58.80/24.25  																															|
% 58.80/24.25  																																+-Applying beta-rule and splitting (550), into two cases.
% 58.80/24.25  																																|-Branch one:
% 58.80/24.25  																																| (654) all_0_47_47 = e1
% 58.80/24.25  																																|
% 58.80/24.25  																																	| Combining equations (654,674) yields a new equation:
% 58.80/24.25  																																	| (546) e1 = e0
% 58.80/24.25  																																	|
% 58.80/24.25  																																	| Simplifying 546 yields:
% 58.80/24.25  																																	| (431) e1 = e0
% 58.80/24.25  																																	|
% 58.80/24.25  																																	| Equations (431) can reduce 233 to:
% 58.80/24.25  																																	| (266) $false
% 58.80/24.25  																																	|
% 58.80/24.25  																																	|-The branch is then unsatisfiable
% 58.80/24.25  																																|-Branch two:
% 58.80/24.25  																																| (462)  ~ (all_0_47_47 = e1)
% 58.80/24.25  																																| (659) all_0_48_48 = e1 | all_0_49_49 = e1
% 58.80/24.25  																																|
% 58.80/24.25  																																	+-Applying beta-rule and splitting (659), into two cases.
% 58.80/24.25  																																	|-Branch one:
% 58.80/24.25  																																	| (615) all_0_48_48 = e1
% 58.80/24.25  																																	|
% 58.80/24.25  																																		| Combining equations (335,615) yields a new equation:
% 58.80/24.25  																																		| (616) e2 = e1
% 58.80/24.25  																																		|
% 58.80/24.25  																																		| Simplifying 616 yields:
% 58.80/24.25  																																		| (617) e2 = e1
% 58.80/24.25  																																		|
% 58.80/24.25  																																		| Equations (617) can reduce 122 to:
% 58.80/24.25  																																		| (266) $false
% 58.80/24.25  																																		|
% 58.80/24.25  																																		|-The branch is then unsatisfiable
% 58.80/24.25  																																	|-Branch two:
% 58.80/24.25  																																	| (619)  ~ (all_0_48_48 = e1)
% 58.80/24.25  																																	| (671) all_0_49_49 = e1
% 58.80/24.25  																																	|
% 58.80/24.25  																																		| Equations (671) can reduce 256 to:
% 58.80/24.25  																																		| (602)  ~ (e4 = e1)
% 58.80/24.25  																																		|
% 58.80/24.25  																																		| Simplifying 602 yields:
% 58.80/24.25  																																		| (110)  ~ (e4 = e1)
% 58.80/24.25  																																		|
% 58.80/24.25  																																		+-Applying beta-rule and splitting (1294), into two cases.
% 58.80/24.25  																																		|-Branch one:
% 58.80/24.25  																																		| (565) all_0_52_52 = e4
% 58.80/24.25  																																		|
% 58.80/24.25  																																			| Combining equations (642,565) yields a new equation:
% 58.80/24.25  																																			| (630) e4 = e1
% 58.80/24.25  																																			|
% 58.80/24.25  																																			| Equations (630) can reduce 110 to:
% 58.80/24.25  																																			| (266) $false
% 58.80/24.25  																																			|
% 58.80/24.25  																																			|-The branch is then unsatisfiable
% 58.80/24.25  																																		|-Branch two:
% 58.80/24.25  																																		| (780)  ~ (all_0_52_52 = e4)
% 58.80/24.25  																																		| (1298) all_0_53_53 = e4
% 58.80/24.25  																																		|
% 58.80/24.25  																																			| Equations (1298) can reduce 1453 to:
% 58.80/24.25  																																			| (266) $false
% 58.80/24.25  																																			|
% 58.80/24.25  																																			|-The branch is then unsatisfiable
% 58.80/24.25  																													|-Branch two:
% 58.80/24.25  																													| (457)  ~ (all_0_41_41 = e1)
% 58.80/24.25  																													| (458) all_0_42_42 = e1 | all_0_43_43 = e1 | all_0_44_44 = e1
% 58.80/24.25  																													|
% 58.80/24.25  																														+-Applying beta-rule and splitting (18), into two cases.
% 58.80/24.25  																														|-Branch one:
% 58.80/24.25  																														| (453) all_0_41_41 = e1
% 58.80/24.25  																														|
% 58.80/24.25  																															| Equations (453) can reduce 457 to:
% 58.80/24.25  																															| (266) $false
% 58.80/24.25  																															|
% 58.80/24.25  																															|-The branch is then unsatisfiable
% 58.80/24.25  																														|-Branch two:
% 58.80/24.25  																														| (457)  ~ (all_0_41_41 = e1)
% 58.80/24.25  																														| (595) all_0_46_46 = e1 | all_0_50_50 = e1 | all_0_55_55 = e1
% 58.80/24.25  																														|
% 58.80/24.25  																															+-Applying beta-rule and splitting (27), into two cases.
% 58.80/24.25  																															|-Branch one:
% 58.80/24.25  																															| (437) all_0_41_41 = e4
% 58.80/24.25  																															|
% 58.80/24.25  																																| Equations (437) can reduce 440 to:
% 58.80/24.25  																																| (266) $false
% 58.80/24.25  																																|
% 58.80/24.25  																																|-The branch is then unsatisfiable
% 58.80/24.25  																															|-Branch two:
% 58.80/24.25  																															| (440)  ~ (all_0_41_41 = e4)
% 58.80/24.25  																															| (4049) all_0_41_41 = e3 | all_0_41_41 = e1 | all_0_41_41 = e0
% 58.80/24.25  																															|
% 58.80/24.25  																																+-Applying beta-rule and splitting (4049), into two cases.
% 58.80/24.25  																																|-Branch one:
% 58.80/24.25  																																| (794) all_0_41_41 = e0
% 58.80/24.25  																																|
% 58.80/24.25  																																	| Equations (794) can reduce 357 to:
% 58.80/24.25  																																	| (266) $false
% 58.80/24.25  																																	|
% 58.80/24.25  																																	|-The branch is then unsatisfiable
% 58.80/24.25  																																|-Branch two:
% 58.80/24.25  																																| (357)  ~ (all_0_41_41 = e0)
% 58.80/24.25  																																| (4053) all_0_41_41 = e3 | all_0_41_41 = e1
% 58.80/24.25  																																|
% 58.80/24.25  																																	+-Applying beta-rule and splitting (4053), into two cases.
% 58.80/24.25  																																	|-Branch one:
% 58.80/24.25  																																	| (453) all_0_41_41 = e1
% 58.80/24.25  																																	|
% 58.80/24.25  																																		| Equations (453) can reduce 457 to:
% 58.80/24.25  																																		| (266) $false
% 58.80/24.25  																																		|
% 58.80/24.25  																																		|-The branch is then unsatisfiable
% 58.80/24.25  																																	|-Branch two:
% 58.80/24.25  																																	| (457)  ~ (all_0_41_41 = e1)
% 58.80/24.25  																																	| (403) all_0_41_41 = e3
% 58.80/24.25  																																	|
% 58.80/24.25  																																		| Equations (403) can reduce 43 to:
% 58.80/24.25  																																		| (408)  ~ (all_0_46_46 = e3)
% 58.80/24.25  																																		|
% 58.80/24.25  																																		| Simplifying 408 yields:
% 58.80/24.25  																																		| (409)  ~ (all_0_46_46 = e3)
% 58.80/24.25  																																		|
% 58.80/24.25  																																		+-Applying beta-rule and splitting (123), into two cases.
% 58.80/24.25  																																		|-Branch one:
% 58.80/24.25  																																		| (1794) all_0_46_46 = e2
% 58.80/24.25  																																		|
% 58.80/24.25  																																			| Equations (1794) can reduce 300 to:
% 58.80/24.25  																																			| (266) $false
% 58.80/24.25  																																			|
% 58.80/24.25  																																			|-The branch is then unsatisfiable
% 58.80/24.25  																																		|-Branch two:
% 58.80/24.25  																																		| (300)  ~ (all_0_46_46 = e2)
% 58.80/24.25  																																		| (1797) all_0_46_46 = e4 | all_0_46_46 = e3 | all_0_46_46 = e1 | all_0_46_46 = e0
% 58.80/24.25  																																		|
% 58.80/24.25  																																			+-Applying beta-rule and splitting (1797), into two cases.
% 58.80/24.25  																																			|-Branch one:
% 58.80/24.25  																																			| (770) all_0_46_46 = e4
% 58.80/24.25  																																			|
% 58.80/24.25  																																				| Equations (770) can reduce 250 to:
% 58.80/24.25  																																				| (266) $false
% 58.80/24.25  																																				|
% 58.80/24.25  																																				|-The branch is then unsatisfiable
% 58.80/24.25  																																			|-Branch two:
% 58.80/24.25  																																			| (250)  ~ (all_0_46_46 = e4)
% 58.80/24.25  																																			| (1801) all_0_46_46 = e3 | all_0_46_46 = e1 | all_0_46_46 = e0
% 58.80/24.25  																																			|
% 58.80/24.25  																																				+-Applying beta-rule and splitting (1801), into two cases.
% 58.80/24.25  																																				|-Branch one:
% 58.80/24.25  																																				| (538) all_0_46_46 = e0
% 58.80/24.25  																																				|
% 58.80/24.25  																																					| Equations (538) can reduce 831 to:
% 58.80/24.25  																																					| (266) $false
% 58.80/24.25  																																					|
% 58.80/24.25  																																					|-The branch is then unsatisfiable
% 58.80/24.25  																																				|-Branch two:
% 58.80/24.25  																																				| (831)  ~ (all_0_46_46 = e0)
% 58.80/24.25  																																				| (1838) all_0_46_46 = e3 | all_0_46_46 = e1
% 58.80/24.25  																																				|
% 58.80/24.25  																																					+-Applying beta-rule and splitting (1838), into two cases.
% 58.80/24.25  																																					|-Branch one:
% 58.80/24.25  																																					| (545) all_0_46_46 = e1
% 58.80/24.25  																																					|
% 58.80/24.25  																																						| Equations (545) can reduce 250 to:
% 58.80/24.25  																																						| (602)  ~ (e4 = e1)
% 58.80/24.25  																																						|
% 58.80/24.25  																																						| Simplifying 602 yields:
% 58.80/24.25  																																						| (110)  ~ (e4 = e1)
% 58.80/24.25  																																						|
% 58.80/24.25  																																						| Equations (545) can reduce 831 to:
% 58.80/24.25  																																						| (233)  ~ (e1 = e0)
% 58.80/24.25  																																						|
% 58.80/24.25  																																						+-Applying beta-rule and splitting (112), into two cases.
% 58.80/24.25  																																						|-Branch one:
% 58.80/24.25  																																						| (635) all_0_44_44 = e1
% 58.80/24.25  																																						|
% 58.80/24.25  																																							| Combining equations (1414,635) yields a new equation:
% 58.80/24.25  																																							| (431) e1 = e0
% 58.80/24.25  																																							|
% 58.80/24.25  																																							| Equations (431) can reduce 233 to:
% 58.80/24.25  																																							| (266) $false
% 58.80/24.25  																																							|
% 58.80/24.25  																																							|-The branch is then unsatisfiable
% 58.80/24.25  																																						|-Branch two:
% 58.80/24.25  																																						| (639)  ~ (all_0_44_44 = e1)
% 58.80/24.25  																																						| (640) all_0_49_49 = e1 | all_0_53_53 = e1 | all_0_58_58 = e1
% 58.80/24.25  																																						|
% 58.80/24.25  																																							| Equations (1414) can reduce 639 to:
% 58.80/24.25  																																							| (435)  ~ (e1 = e0)
% 58.80/24.25  																																							|
% 58.80/24.25  																																							| Simplifying 435 yields:
% 58.80/24.25  																																							| (233)  ~ (e1 = e0)
% 58.80/24.25  																																							|
% 58.80/24.25  																																							+-Applying beta-rule and splitting (164), into two cases.
% 58.80/24.25  																																							|-Branch one:
% 58.80/24.25  																																							| (471) all_0_39_39 = e4
% 58.80/24.25  																																							|
% 58.80/24.25  																																								| Combining equations (471,317) yields a new equation:
% 58.80/24.25  																																								| (322) e4 = e2
% 58.80/24.25  																																								|
% 58.80/24.25  																																								| Simplifying 322 yields:
% 58.80/24.25  																																								| (323) e4 = e2
% 58.80/24.25  																																								|
% 58.80/24.25  																																								| Equations (323) can reduce 48 to:
% 58.80/24.25  																																								| (266) $false
% 58.80/24.25  																																								|
% 58.80/24.25  																																								|-The branch is then unsatisfiable
% 58.80/24.25  																																							|-Branch two:
% 58.80/24.25  																																							| (1377)  ~ (all_0_39_39 = e4)
% 58.80/24.25  																																							| (2115) all_0_42_42 = e4 | all_0_47_47 = e4 | all_0_51_51 = e4 | all_0_56_56 = e4
% 58.80/24.25  																																							|
% 58.80/24.25  																																								+-Applying beta-rule and splitting (2115), into two cases.
% 58.80/24.25  																																								|-Branch one:
% 58.80/24.25  																																								| (1392) all_0_42_42 = e4
% 58.80/24.25  																																								|
% 58.80/24.25  																																									| Equations (1392) can reduce 1890 to:
% 58.80/24.25  																																									| (266) $false
% 58.80/24.25  																																									|
% 58.80/24.25  																																									|-The branch is then unsatisfiable
% 58.80/24.25  																																								|-Branch two:
% 58.80/24.25  																																								| (1890)  ~ (all_0_42_42 = e4)
% 58.80/24.25  																																								| (2246) all_0_47_47 = e4 | all_0_51_51 = e4 | all_0_56_56 = e4
% 58.80/24.25  																																								|
% 58.80/24.25  																																									+-Applying beta-rule and splitting (2246), into two cases.
% 58.80/24.25  																																									|-Branch one:
% 58.80/24.25  																																									| (1790) all_0_47_47 = e4
% 58.80/24.25  																																									|
% 58.80/24.25  																																										| Combining equations (674,1790) yields a new equation:
% 58.80/24.25  																																										| (397) e4 = e0
% 58.80/24.25  																																										|
% 58.80/24.25  																																										| Equations (397) can reduce 49 to:
% 58.80/24.25  																																										| (266) $false
% 58.80/24.25  																																										|
% 58.80/24.25  																																										|-The branch is then unsatisfiable
% 58.80/24.25  																																									|-Branch two:
% 58.80/24.25  																																									| (252)  ~ (all_0_47_47 = e4)
% 58.80/24.25  																																									| (6548) all_0_51_51 = e4 | all_0_56_56 = e4
% 58.80/24.25  																																									|
% 58.80/24.25  																																										+-Applying beta-rule and splitting (6548), into two cases.
% 58.80/24.25  																																										|-Branch one:
% 58.80/24.25  																																										| (1101) all_0_51_51 = e4
% 58.80/24.25  																																										|
% 58.80/24.25  																																											| Equations (1101) can reduce 464 to:
% 58.80/24.25  																																											| (110)  ~ (e4 = e1)
% 58.80/24.25  																																											|
% 58.80/24.25  																																											+-Applying beta-rule and splitting (458), into two cases.
% 58.80/24.25  																																											|-Branch one:
% 58.80/24.25  																																											| (459) all_0_42_42 = e1
% 58.80/24.25  																																											|
% 58.80/24.25  																																												| Equations (459) can reduce 1380 to:
% 58.80/24.25  																																												| (266) $false
% 58.80/24.25  																																												|
% 58.80/24.25  																																												|-The branch is then unsatisfiable
% 58.80/24.25  																																											|-Branch two:
% 58.80/24.25  																																											| (1380)  ~ (all_0_42_42 = e1)
% 58.80/24.25  																																											| (1381) all_0_43_43 = e1 | all_0_44_44 = e1
% 58.80/24.25  																																											|
% 58.80/24.25  																																												+-Applying beta-rule and splitting (1381), into two cases.
% 58.80/24.25  																																												|-Branch one:
% 58.80/24.25  																																												| (430) all_0_43_43 = e1
% 58.80/24.25  																																												|
% 58.80/24.25  																																													| Combining equations (430,396) yields a new equation:
% 58.80/24.25  																																													| (630) e4 = e1
% 58.80/24.25  																																													|
% 58.80/24.25  																																													| Equations (630) can reduce 110 to:
% 58.80/24.25  																																													| (266) $false
% 58.80/24.25  																																													|
% 58.80/24.25  																																													|-The branch is then unsatisfiable
% 58.80/24.25  																																												|-Branch two:
% 58.80/24.25  																																												| (433)  ~ (all_0_43_43 = e1)
% 58.80/24.25  																																												| (635) all_0_44_44 = e1
% 58.80/24.25  																																												|
% 58.80/24.25  																																													| Combining equations (1414,635) yields a new equation:
% 58.80/24.25  																																													| (431) e1 = e0
% 58.80/24.26  																																													|
% 58.80/24.26  																																													| Equations (431) can reduce 233 to:
% 58.80/24.26  																																													| (266) $false
% 58.80/24.26  																																													|
% 58.80/24.26  																																													|-The branch is then unsatisfiable
% 58.80/24.26  																																										|-Branch two:
% 58.80/24.26  																																										| (475)  ~ (all_0_51_51 = e4)
% 58.80/24.26  																																										| (842) all_0_56_56 = e4
% 58.80/24.26  																																										|
% 58.80/24.26  																																											| Combining equations (1569,842) yields a new equation:
% 58.80/24.26  																																											| (630) e4 = e1
% 58.80/24.26  																																											|
% 58.80/24.26  																																											| Equations (630) can reduce 110 to:
% 58.80/24.26  																																											| (266) $false
% 58.80/24.26  																																											|
% 58.80/24.26  																																											|-The branch is then unsatisfiable
% 58.80/24.26  																																					|-Branch two:
% 58.80/24.26  																																					| (549)  ~ (all_0_46_46 = e1)
% 58.80/24.26  																																					| (1557) all_0_46_46 = e3
% 58.80/24.26  																																					|
% 58.80/24.26  																																						| Equations (1557) can reduce 409 to:
% 58.90/24.26  																																						| (266) $false
% 58.90/24.26  																																						|
% 58.90/24.26  																																						|-The branch is then unsatisfiable
% 58.90/24.26  																											|-Branch two:
% 58.90/24.26  																											| (466)  ~ (all_0_56_56 = e1)
% 58.90/24.26  																											| (1574) all_0_57_57 = e1 | all_0_58_58 = e1
% 58.90/24.26  																											|
% 58.90/24.26  																												+-Applying beta-rule and splitting (1574), into two cases.
% 58.90/24.26  																												|-Branch one:
% 58.90/24.26  																												| (647) all_0_57_57 = e1
% 58.90/24.26  																												|
% 58.90/24.26  																													| Combining equations (875,647) yields a new equation:
% 58.90/24.26  																													| (431) e1 = e0
% 58.90/24.26  																													|
% 58.90/24.26  																													| Equations (431) can reduce 233 to:
% 58.90/24.26  																													| (266) $false
% 58.90/24.26  																													|
% 58.90/24.26  																													|-The branch is then unsatisfiable
% 58.90/24.26  																												|-Branch two:
% 58.90/24.26  																												| (1670)  ~ (all_0_57_57 = e1)
% 58.90/24.26  																												| (918) all_0_58_58 = e1
% 58.90/24.26  																												|
% 58.90/24.26  																													| Combining equations (624,918) yields a new equation:
% 58.90/24.26  																													| (616) e2 = e1
% 58.90/24.26  																													|
% 58.90/24.26  																													| Simplifying 616 yields:
% 58.90/24.26  																													| (617) e2 = e1
% 58.90/24.26  																													|
% 58.90/24.26  																													| Equations (617) can reduce 122 to:
% 58.90/24.26  																													| (266) $false
% 58.90/24.26  																													|
% 58.90/24.26  																													|-The branch is then unsatisfiable
% 58.90/24.26  																			|-Branch two:
% 58.90/24.26  																			| (302)  ~ (all_0_50_50 = e2)
% 58.90/24.26  																			| (381) all_0_51_51 = e2 | all_0_52_52 = e2 | all_0_53_53 = e2
% 58.90/24.26  																			|
% 58.90/24.26  																				+-Applying beta-rule and splitting (381), into two cases.
% 58.90/24.26  																				|-Branch one:
% 58.90/24.26  																				| (504) all_0_51_51 = e2
% 58.90/24.26  																				|
% 58.90/24.26  																					| Equations (504) can reduce 1099 to:
% 58.90/24.26  																					| (266) $false
% 58.90/24.26  																					|
% 58.90/24.26  																					|-The branch is then unsatisfiable
% 58.90/24.26  																				|-Branch two:
% 58.90/24.26  																				| (1099)  ~ (all_0_51_51 = e2)
% 58.90/24.26  																				| (1152) all_0_52_52 = e2 | all_0_53_53 = e2
% 58.90/24.26  																				|
% 58.90/24.26  																					+-Applying beta-rule and splitting (1152), into two cases.
% 58.90/24.26  																					|-Branch one:
% 58.90/24.26  																					| (352) all_0_52_52 = e2
% 58.90/24.26  																					|
% 58.90/24.26  																						| Combining equations (642,352) yields a new equation:
% 58.90/24.26  																						| (617) e2 = e1
% 58.90/24.26  																						|
% 58.90/24.26  																						| Equations (617) can reduce 122 to:
% 58.90/24.26  																						| (266) $false
% 58.90/24.26  																						|
% 58.90/24.26  																						|-The branch is then unsatisfiable
% 58.90/24.26  																					|-Branch two:
% 58.90/24.26  																					| (342)  ~ (all_0_52_52 = e2)
% 58.90/24.26  																					| (607) all_0_53_53 = e2
% 58.90/24.26  																					|
% 58.90/24.26  																						| Equations (607) can reduce 509 to:
% 58.90/24.26  																						| (266) $false
% 58.90/24.26  																						|
% 58.90/24.26  																						|-The branch is then unsatisfiable
% 58.90/24.26  													|-Branch two:
% 58.90/24.26  													| (399)  ~ (all_0_43_43 = e4)
% 58.90/24.26  													| (6374) all_0_43_43 = e1 | all_0_43_43 = e0
% 58.90/24.26  													|
% 58.90/24.26  														+-Applying beta-rule and splitting (6374), into two cases.
% 58.90/24.26  														|-Branch one:
% 58.90/24.26  														| (356) all_0_43_43 = e0
% 58.90/24.26  														|
% 58.90/24.26  															| Equations (356) can reduce 5470 to:
% 58.90/24.26  															| (266) $false
% 58.90/24.26  															|
% 58.90/24.26  															|-The branch is then unsatisfiable
% 58.90/24.26  														|-Branch two:
% 58.90/24.26  														| (5470)  ~ (all_0_43_43 = e0)
% 58.90/24.26  														| (430) all_0_43_43 = e1
% 58.90/24.26  														|
% 58.90/24.26  															| Equations (430) can reduce 31 to:
% 58.90/24.26  															| (457)  ~ (all_0_41_41 = e1)
% 58.90/24.26  															|
% 58.90/24.26  															| Equations (430) can reduce 240 to:
% 58.90/24.26  															| (1380)  ~ (all_0_42_42 = e1)
% 58.90/24.26  															|
% 58.90/24.26  															| Equations (430) can reduce 159 to:
% 58.90/24.26  															| (4057)  ~ (all_0_44_44 = e1)
% 58.90/24.26  															|
% 58.90/24.26  															| Simplifying 4057 yields:
% 58.90/24.26  															| (639)  ~ (all_0_44_44 = e1)
% 58.90/24.26  															|
% 58.90/24.26  															| Equations (430) can reduce 217 to:
% 58.90/24.26  															| (3533)  ~ (all_0_52_52 = e1)
% 58.90/24.26  															|
% 58.90/24.26  															| Simplifying 3533 yields:
% 58.90/24.26  															| (646)  ~ (all_0_52_52 = e1)
% 58.90/24.26  															|
% 58.90/24.26  															| Equations (430) can reduce 99 to:
% 58.90/24.26  															| (467)  ~ (e3 = e1)
% 58.90/24.26  															|
% 58.90/24.26  															| Simplifying 467 yields:
% 58.90/24.26  															| (213)  ~ (e3 = e1)
% 58.90/24.26  															|
% 58.90/24.26  															| Equations (430) can reduce 96 to:
% 58.90/24.26  															| (604)  ~ (e2 = e1)
% 58.90/24.26  															|
% 58.90/24.26  															| Simplifying 604 yields:
% 58.90/24.26  															| (122)  ~ (e2 = e1)
% 58.90/24.26  															|
% 58.90/24.26  															| Equations (430) can reduce 5470 to:
% 58.90/24.26  															| (233)  ~ (e1 = e0)
% 58.90/24.26  															|
% 58.90/24.26  															| From (430) and (37) follows:
% 58.90/24.26  															| (13877) op(e3, e1) = e1
% 58.90/24.26  															|
% 58.90/24.26  															+-Applying beta-rule and splitting (355), into two cases.
% 58.90/24.26  															|-Branch one:
% 58.90/24.26  															| (565) all_0_52_52 = e4
% 58.90/24.26  															|
% 58.90/24.26  																| Equations (565) can reduce 101 to:
% 58.90/24.26  																| (566)  ~ (all_0_50_50 = e4)
% 58.90/24.26  																|
% 58.90/24.26  																| Equations (565) can reduce 166 to:
% 58.90/24.26  																| (188)  ~ (e4 = e3)
% 58.90/24.26  																|
% 58.90/24.26  																| Equations (565) can reduce 342 to:
% 58.90/24.26  																| (48)  ~ (e4 = e2)
% 58.90/24.26  																|
% 58.90/24.26  																| Equations (565) can reduce 646 to:
% 58.90/24.26  																| (110)  ~ (e4 = e1)
% 58.90/24.26  																|
% 58.90/24.26  																| Equations (565) can reduce 72 to:
% 58.90/24.26  																| (49)  ~ (e4 = e0)
% 58.90/24.26  																|
% 58.90/24.26  																| From (565) and (124) follows:
% 58.90/24.26  																| (570) op(e1, e1) = e4
% 58.90/24.26  																|
% 58.90/24.26  																+-Applying beta-rule and splitting (95), into two cases.
% 58.90/24.26  																|-Branch one:
% 58.90/24.26  																| (378) all_0_50_50 = e2
% 58.90/24.26  																|
% 58.90/24.26  																	| Equations (378) can reduce 221 to:
% 58.90/24.26  																	| (85)  ~ (all_0_41_41 = e2)
% 58.90/24.26  																	|
% 58.90/24.26  																	| Equations (378) can reduce 35 to:
% 58.90/24.26  																	| (300)  ~ (all_0_46_46 = e2)
% 58.90/24.26  																	|
% 58.90/24.26  																	| Equations (378) can reduce 59 to:
% 58.90/24.26  																	| (17668)  ~ (all_0_51_51 = e2)
% 58.90/24.26  																	|
% 58.90/24.26  																	| Simplifying 17668 yields:
% 58.90/24.26  																	| (1099)  ~ (all_0_51_51 = e2)
% 58.90/24.26  																	|
% 58.90/24.26  																	| Equations (378) can reduce 190 to:
% 58.90/24.26  																	| (508)  ~ (all_0_53_53 = e2)
% 58.90/24.26  																	|
% 58.90/24.26  																	| Simplifying 508 yields:
% 58.90/24.26  																	| (509)  ~ (all_0_53_53 = e2)
% 58.90/24.26  																	|
% 58.90/24.26  																	| Equations (378) can reduce 566 to:
% 58.90/24.26  																	| (327)  ~ (e4 = e2)
% 58.90/24.26  																	|
% 58.90/24.26  																	| Simplifying 327 yields:
% 58.90/24.26  																	| (48)  ~ (e4 = e2)
% 58.90/24.26  																	|
% 58.90/24.26  																	| From (378) and (242) follows:
% 58.90/24.26  																	| (26152) op(e1, e3) = e2
% 58.90/24.26  																	|
% 58.90/24.26  																	+-Applying beta-rule and splitting (158), into two cases.
% 58.90/24.26  																	|-Branch one:
% 58.90/24.26  																	| (313) all_0_40_40 = e2
% 58.90/24.26  																	|
% 58.90/24.26  																		| Combining equations (1378,313) yields a new equation:
% 58.90/24.26  																		| (322) e4 = e2
% 58.90/24.26  																		|
% 58.90/24.26  																		| Simplifying 322 yields:
% 58.90/24.26  																		| (323) e4 = e2
% 58.90/24.26  																		|
% 58.90/24.26  																		| Equations (323) can reduce 48 to:
% 58.90/24.26  																		| (266) $false
% 58.90/24.26  																		|
% 58.90/24.26  																		|-The branch is then unsatisfiable
% 58.90/24.26  																	|-Branch two:
% 58.90/24.26  																	| (296)  ~ (all_0_40_40 = e2)
% 58.90/24.26  																	| (377) all_0_49_49 = e2 | all_0_53_53 = e2 | all_0_58_58 = e2
% 58.90/24.26  																	|
% 58.90/24.26  																		+-Applying beta-rule and splitting (377), into two cases.
% 58.90/24.26  																		|-Branch one:
% 58.90/24.26  																		| (583) all_0_49_49 = e2
% 58.90/24.26  																		|
% 58.90/24.26  																			| Equations (583) can reduce 340 to:
% 58.90/24.26  																			| (266) $false
% 58.90/24.26  																			|
% 58.90/24.26  																			|-The branch is then unsatisfiable
% 58.90/24.26  																		|-Branch two:
% 58.90/24.26  																		| (340)  ~ (all_0_49_49 = e2)
% 58.90/24.26  																		| (614) all_0_53_53 = e2 | all_0_58_58 = e2
% 58.90/24.26  																		|
% 58.90/24.26  																			+-Applying beta-rule and splitting (614), into two cases.
% 58.90/24.26  																			|-Branch one:
% 58.90/24.26  																			| (607) all_0_53_53 = e2
% 58.90/24.26  																			|
% 58.90/24.26  																				| Equations (607) can reduce 509 to:
% 58.90/24.26  																				| (266) $false
% 58.90/24.26  																				|
% 58.90/24.26  																				|-The branch is then unsatisfiable
% 58.90/24.26  																			|-Branch two:
% 58.90/24.26  																			| (509)  ~ (all_0_53_53 = e2)
% 58.90/24.26  																			| (624) all_0_58_58 = e2
% 58.90/24.26  																			|
% 58.90/24.26  																				| Equations (624) can reduce 181 to:
% 58.90/24.26  																				| (147)  ~ (all_0_44_44 = e2)
% 58.90/24.26  																				|
% 58.90/24.26  																				| Equations (624) can reduce 10 to:
% 58.90/24.26  																				| (509)  ~ (all_0_53_53 = e2)
% 58.90/24.26  																				|
% 58.90/24.26  																				| Equations (624) can reduce 3 to:
% 58.90/24.26  																				| (304)  ~ (all_0_55_55 = e2)
% 58.90/24.26  																				|
% 58.90/24.26  																				| Equations (624) can reduce 44 to:
% 58.90/24.26  																				| (511)  ~ (all_0_56_56 = e2)
% 58.90/24.26  																				|
% 58.90/24.26  																				| Equations (624) can reduce 276 to:
% 58.90/24.26  																				| (626)  ~ (e3 = e2)
% 58.90/24.26  																				|
% 58.90/24.26  																				| Simplifying 626 yields:
% 58.90/24.26  																				| (212)  ~ (e3 = e2)
% 58.90/24.26  																				|
% 58.90/24.26  																				| Equations (624) can reduce 491 to:
% 58.90/24.26  																				| (128)  ~ (e2 = e0)
% 58.90/24.26  																				|
% 58.90/24.26  																				| From (624) and (245) follows:
% 58.90/24.26  																				| (628) op(e0, e0) = e2
% 58.90/24.26  																				|
% 58.90/24.26  																				+-Applying beta-rule and splitting (168), into two cases.
% 58.90/24.26  																				|-Branch one:
% 58.90/24.26  																				| (415) all_0_50_50 = e3
% 58.90/24.26  																				|
% 58.90/24.26  																					| Combining equations (378,415) yields a new equation:
% 58.90/24.26  																					| (662) e3 = e2
% 58.90/24.26  																					|
% 58.90/24.26  																					| Equations (662) can reduce 212 to:
% 58.90/24.26  																					| (266) $false
% 58.90/24.26  																					|
% 58.90/24.26  																					|-The branch is then unsatisfiable
% 58.90/24.26  																				|-Branch two:
% 58.90/24.26  																				| (411)  ~ (all_0_50_50 = e3)
% 58.90/24.26  																				| (418) all_0_51_51 = e3 | all_0_53_53 = e3
% 58.90/24.26  																				|
% 58.90/24.26  																					| Equations (378) can reduce 411 to:
% 58.90/24.26  																					| (626)  ~ (e3 = e2)
% 58.90/24.26  																					|
% 58.90/24.26  																					| Simplifying 626 yields:
% 58.90/24.26  																					| (212)  ~ (e3 = e2)
% 58.90/24.26  																					|
% 58.90/24.26  																					+-Applying beta-rule and splitting (144), into two cases.
% 58.90/24.26  																					|-Branch one:
% 58.90/24.26  																					| (403) all_0_41_41 = e3
% 58.90/24.26  																					|
% 58.90/24.26  																						| Equations (403) can reduce 149 to:
% 58.90/24.26  																						| (406)  ~ (all_0_44_44 = e3)
% 58.90/24.26  																						|
% 58.90/24.26  																						| Simplifying 406 yields:
% 58.90/24.26  																						| (407)  ~ (all_0_44_44 = e3)
% 58.90/24.26  																						|
% 58.90/24.26  																						| Equations (403) can reduce 43 to:
% 58.90/24.26  																						| (408)  ~ (all_0_46_46 = e3)
% 58.90/24.26  																						|
% 58.90/24.26  																						| Simplifying 408 yields:
% 58.90/24.26  																						| (409)  ~ (all_0_46_46 = e3)
% 58.90/24.26  																						|
% 58.90/24.26  																						| Equations (403) can reduce 191 to:
% 58.90/24.26  																						| (269)  ~ (all_0_55_55 = e3)
% 58.90/24.26  																						|
% 58.90/24.26  																						| Simplifying 269 yields:
% 58.90/24.26  																						| (270)  ~ (all_0_55_55 = e3)
% 58.90/24.26  																						|
% 58.90/24.26  																						| Equations (403) can reduce 357 to:
% 58.90/24.26  																						| (80)  ~ (e3 = e0)
% 58.90/24.26  																						|
% 58.90/24.26  																						+-Applying beta-rule and splitting (64), into two cases.
% 58.90/24.26  																						|-Branch one:
% 58.90/24.26  																						| (437) all_0_41_41 = e4
% 58.90/24.26  																						|
% 58.90/24.26  																							| Combining equations (437,403) yields a new equation:
% 58.90/24.26  																							| (424) e4 = e3
% 58.90/24.26  																							|
% 58.90/24.26  																							| Simplifying 424 yields:
% 58.90/24.26  																							| (425) e4 = e3
% 58.90/24.26  																							|
% 58.90/24.26  																							| Equations (425) can reduce 188 to:
% 58.90/24.26  																							| (266) $false
% 58.90/24.26  																							|
% 58.90/24.26  																							|-The branch is then unsatisfiable
% 58.90/24.26  																						|-Branch two:
% 58.90/24.26  																						| (440)  ~ (all_0_41_41 = e4)
% 58.90/24.26  																						| (441) all_0_42_42 = e4 | all_0_43_43 = e4 | all_0_44_44 = e4
% 58.90/24.26  																						|
% 58.90/24.26  																							+-Applying beta-rule and splitting (441), into two cases.
% 58.90/24.26  																							|-Branch one:
% 58.90/24.26  																							| (1392) all_0_42_42 = e4
% 58.90/24.26  																							|
% 58.90/24.26  																								| Equations (1392) can reduce 73 to:
% 58.90/24.26  																								| (1903)  ~ (all_0_44_44 = e4)
% 58.90/24.26  																								|
% 58.90/24.26  																								| Simplifying 1903 yields:
% 58.90/24.26  																								| (1390)  ~ (all_0_44_44 = e4)
% 58.90/24.26  																								|
% 58.90/24.26  																								| Equations (1392) can reduce 61 to:
% 58.90/24.26  																								| (474)  ~ (all_0_51_51 = e4)
% 58.90/24.26  																								|
% 58.90/24.26  																								| Simplifying 474 yields:
% 58.90/24.26  																								| (475)  ~ (all_0_51_51 = e4)
% 58.90/24.26  																								|
% 58.90/24.26  																								| Equations (1392) can reduce 236 to:
% 58.90/24.26  																								| (476)  ~ (all_0_56_56 = e4)
% 58.90/24.26  																								|
% 58.90/24.26  																								| Simplifying 476 yields:
% 58.90/24.26  																								| (477)  ~ (all_0_56_56 = e4)
% 58.90/24.26  																								|
% 58.90/24.26  																								| From (1392) and (210) follows:
% 58.90/24.26  																								| (4074) op(e3, e2) = e4
% 58.90/24.26  																								|
% 58.90/24.26  																								+-Applying beta-rule and splitting (104), into two cases.
% 58.90/24.26  																								|-Branch one:
% 58.90/24.26  																								| (480) all_0_39_39 = e0
% 58.90/24.26  																								|
% 58.90/24.26  																									| Combining equations (480,317) yields a new equation:
% 58.90/24.26  																									| (330) e2 = e0
% 58.90/24.26  																									|
% 58.90/24.26  																									| Equations (330) can reduce 128 to:
% 58.90/24.26  																									| (266) $false
% 58.90/24.26  																									|
% 58.90/24.26  																									|-The branch is then unsatisfiable
% 58.90/24.26  																								|-Branch two:
% 58.90/24.26  																								| (484)  ~ (all_0_39_39 = e0)
% 58.90/24.26  																								| (558) all_0_42_42 = e0 | all_0_47_47 = e0 | all_0_56_56 = e0
% 58.90/24.26  																								|
% 58.90/24.26  																									| Equations (317) can reduce 484 to:
% 58.90/24.26  																									| (128)  ~ (e2 = e0)
% 58.90/24.26  																									|
% 58.90/24.26  																									+-Applying beta-rule and splitting (26), into two cases.
% 58.90/24.26  																									|-Branch one:
% 58.90/24.26  																									| (446) all_0_44_44 = e4
% 58.90/24.26  																									|
% 58.90/24.26  																										| Equations (446) can reduce 1390 to:
% 58.90/24.26  																										| (266) $false
% 58.90/24.26  																										|
% 58.90/24.26  																										|-The branch is then unsatisfiable
% 58.90/24.26  																									|-Branch two:
% 58.90/24.26  																									| (1390)  ~ (all_0_44_44 = e4)
% 58.90/24.26  																									| (1391) all_0_44_44 = e3 | all_0_44_44 = e1 | all_0_44_44 = e0
% 58.90/24.26  																									|
% 58.90/24.26  																										+-Applying beta-rule and splitting (123), into two cases.
% 58.90/24.26  																										|-Branch one:
% 58.90/24.26  																										| (1794) all_0_46_46 = e2
% 58.90/24.26  																										|
% 58.90/24.26  																											| Equations (1794) can reduce 300 to:
% 58.90/24.26  																											| (266) $false
% 58.90/24.26  																											|
% 58.90/24.26  																											|-The branch is then unsatisfiable
% 58.90/24.26  																										|-Branch two:
% 58.90/24.26  																										| (300)  ~ (all_0_46_46 = e2)
% 58.90/24.26  																										| (1797) all_0_46_46 = e4 | all_0_46_46 = e3 | all_0_46_46 = e1 | all_0_46_46 = e0
% 58.90/24.26  																										|
% 58.90/24.26  																											+-Applying beta-rule and splitting (1391), into two cases.
% 58.90/24.26  																											|-Branch one:
% 58.90/24.26  																											| (1414) all_0_44_44 = e0
% 58.90/24.26  																											|
% 58.90/24.27  																												| Equations (1414) can reduce 220 to:
% 58.90/24.27  																												| (488)  ~ (all_0_53_53 = e0)
% 58.90/24.27  																												|
% 58.90/24.27  																												| Simplifying 488 yields:
% 58.90/24.27  																												| (247)  ~ (all_0_53_53 = e0)
% 58.90/24.27  																												|
% 58.90/24.27  																												| Equations (1414) can reduce 1390 to:
% 58.90/24.27  																												| (401)  ~ (e4 = e0)
% 58.90/24.27  																												|
% 58.90/24.27  																												| Simplifying 401 yields:
% 58.90/24.27  																												| (49)  ~ (e4 = e0)
% 58.90/24.27  																												|
% 58.90/24.27  																												| Equations (1414) can reduce 407 to:
% 58.90/24.27  																												| (541)  ~ (e3 = e0)
% 58.90/24.27  																												|
% 58.90/24.27  																												| Simplifying 541 yields:
% 58.90/24.27  																												| (80)  ~ (e3 = e0)
% 58.90/24.27  																												|
% 58.90/24.27  																												| From (1414) and (138) follows:
% 58.90/24.27  																												| (1667) op(e3, e0) = e0
% 58.90/24.27  																												|
% 58.90/24.27  																												+-Applying beta-rule and splitting (133), into two cases.
% 58.90/24.27  																												|-Branch one:
% 58.90/24.27  																												| (833) all_0_56_56 = e2
% 58.90/24.27  																												|
% 58.90/24.27  																													| Equations (833) can reduce 511 to:
% 58.90/24.27  																													| (266) $false
% 58.90/24.27  																													|
% 58.90/24.27  																													|-The branch is then unsatisfiable
% 58.90/24.27  																												|-Branch two:
% 58.90/24.27  																												| (511)  ~ (all_0_56_56 = e2)
% 58.90/24.27  																												| (836) all_0_56_56 = e4 | all_0_56_56 = e3 | all_0_56_56 = e1 | all_0_56_56 = e0
% 58.90/24.27  																												|
% 58.90/24.27  																													+-Applying beta-rule and splitting (62), into two cases.
% 58.90/24.27  																													|-Branch one:
% 58.90/24.27  																													| (321) all_0_38_38 = e4
% 58.90/24.27  																													|
% 58.90/24.27  																														| Combining equations (321,329) yields a new equation:
% 58.90/24.27  																														| (481) e4 = e0
% 58.90/24.27  																														|
% 58.90/24.27  																														| Simplifying 481 yields:
% 58.90/24.27  																														| (397) e4 = e0
% 58.90/24.27  																														|
% 58.90/24.27  																														| Equations (397) can reduce 49 to:
% 58.90/24.27  																														| (266) $false
% 58.90/24.27  																														|
% 58.90/24.27  																														|-The branch is then unsatisfiable
% 58.90/24.27  																													|-Branch two:
% 58.90/24.27  																													| (325)  ~ (all_0_38_38 = e4)
% 58.90/24.27  																													| (582) all_0_41_41 = e4 | all_0_46_46 = e4 | all_0_50_50 = e4 | all_0_55_55 = e4
% 58.90/24.27  																													|
% 58.90/24.27  																														| Equations (329) can reduce 325 to:
% 58.90/24.27  																														| (401)  ~ (e4 = e0)
% 58.90/24.27  																														|
% 58.90/24.27  																														| Simplifying 401 yields:
% 58.90/24.27  																														| (49)  ~ (e4 = e0)
% 58.90/24.27  																														|
% 58.90/24.27  																														+-Applying beta-rule and splitting (558), into two cases.
% 58.90/24.27  																														|-Branch one:
% 58.90/24.27  																														| (559) all_0_42_42 = e0
% 58.90/24.27  																														|
% 58.90/24.27  																															| Combining equations (559,1392) yields a new equation:
% 58.90/24.27  																															| (397) e4 = e0
% 58.90/24.27  																															|
% 58.90/24.27  																															| Equations (397) can reduce 49 to:
% 58.90/24.27  																															| (266) $false
% 58.90/24.27  																															|
% 58.90/24.27  																															|-The branch is then unsatisfiable
% 58.90/24.27  																														|-Branch two:
% 58.90/24.27  																														| (358)  ~ (all_0_42_42 = e0)
% 58.90/24.27  																														| (563) all_0_47_47 = e0 | all_0_56_56 = e0
% 58.90/24.27  																														|
% 58.90/24.27  																															+-Applying beta-rule and splitting (1797), into two cases.
% 58.90/24.27  																															|-Branch one:
% 58.90/24.27  																															| (770) all_0_46_46 = e4
% 58.90/24.27  																															|
% 58.90/24.27  																																| Equations (770) can reduce 250 to:
% 58.90/24.27  																																| (266) $false
% 58.90/24.27  																																|
% 58.90/24.27  																																|-The branch is then unsatisfiable
% 58.90/24.27  																															|-Branch two:
% 58.90/24.27  																															| (250)  ~ (all_0_46_46 = e4)
% 58.90/24.27  																															| (1801) all_0_46_46 = e3 | all_0_46_46 = e1 | all_0_46_46 = e0
% 58.90/24.27  																															|
% 58.90/24.27  																																+-Applying beta-rule and splitting (563), into two cases.
% 58.90/24.27  																																|-Branch one:
% 58.90/24.27  																																| (674) all_0_47_47 = e0
% 58.90/24.27  																																|
% 58.90/24.27  																																	| Equations (674) can reduce 19 to:
% 58.90/24.27  																																	| (831)  ~ (all_0_46_46 = e0)
% 58.90/24.27  																																	|
% 58.90/24.27  																																	| Equations (674) can reduce 91 to:
% 58.90/24.27  																																	| (1181)  ~ (all_0_56_56 = e0)
% 58.90/24.27  																																	|
% 58.90/24.27  																																	| Simplifying 1181 yields:
% 58.90/24.27  																																	| (828)  ~ (all_0_56_56 = e0)
% 58.90/24.27  																																	|
% 58.90/24.27  																																	| From (674) and (23) follows:
% 58.90/24.27  																																	| (3148) op(e2, e2) = e0
% 58.90/24.27  																																	|
% 58.90/24.27  																																	+-Applying beta-rule and splitting (836), into two cases.
% 58.90/24.27  																																	|-Branch one:
% 58.90/24.27  																																	| (842) all_0_56_56 = e4
% 58.90/24.27  																																	|
% 58.90/24.27  																																		| Equations (842) can reduce 477 to:
% 58.90/24.27  																																		| (266) $false
% 58.90/24.27  																																		|
% 58.90/24.27  																																		|-The branch is then unsatisfiable
% 58.90/24.27  																																	|-Branch two:
% 58.90/24.27  																																	| (477)  ~ (all_0_56_56 = e4)
% 58.90/24.27  																																	| (845) all_0_56_56 = e3 | all_0_56_56 = e1 | all_0_56_56 = e0
% 58.90/24.27  																																	|
% 58.90/24.27  																																		+-Applying beta-rule and splitting (1801), into two cases.
% 58.90/24.27  																																		|-Branch one:
% 58.90/24.27  																																		| (538) all_0_46_46 = e0
% 58.90/24.27  																																		|
% 58.90/24.27  																																			| Equations (538) can reduce 831 to:
% 58.90/24.27  																																			| (266) $false
% 58.90/24.27  																																			|
% 58.90/24.27  																																			|-The branch is then unsatisfiable
% 58.90/24.27  																																		|-Branch two:
% 58.90/24.27  																																		| (831)  ~ (all_0_46_46 = e0)
% 58.90/24.27  																																		| (1838) all_0_46_46 = e3 | all_0_46_46 = e1
% 58.90/24.27  																																		|
% 58.90/24.27  																																			+-Applying beta-rule and splitting (845), into two cases.
% 58.90/24.27  																																			|-Branch one:
% 58.90/24.27  																																			| (679) all_0_56_56 = e0
% 58.90/24.27  																																			|
% 58.90/24.27  																																				| Equations (679) can reduce 828 to:
% 58.90/24.27  																																				| (266) $false
% 58.90/24.27  																																				|
% 58.90/24.27  																																				|-The branch is then unsatisfiable
% 58.90/24.27  																																			|-Branch two:
% 58.90/24.27  																																			| (828)  ~ (all_0_56_56 = e0)
% 58.90/24.27  																																			| (3172) all_0_56_56 = e3 | all_0_56_56 = e1
% 58.90/24.27  																																			|
% 58.90/24.27  																																				+-Applying beta-rule and splitting (1838), into two cases.
% 58.90/24.27  																																				|-Branch one:
% 58.90/24.27  																																				| (545) all_0_46_46 = e1
% 58.90/24.27  																																				|
% 58.90/24.27  																																					| Equations (545) can reduce 208 to:
% 58.90/24.27  																																					| (1419)  ~ (all_0_49_49 = e1)
% 58.90/24.27  																																					|
% 58.90/24.27  																																					| Simplifying 1419 yields:
% 58.90/24.27  																																					| (1064)  ~ (all_0_49_49 = e1)
% 58.90/24.27  																																					|
% 58.90/24.27  																																					| Equations (545) can reduce 58 to:
% 58.90/24.27  																																					| (2331)  ~ (all_0_55_55 = e1)
% 58.90/24.27  																																					|
% 58.90/24.27  																																					| Simplifying 2331 yields:
% 58.90/24.27  																																					| (632)  ~ (all_0_55_55 = e1)
% 58.90/24.27  																																					|
% 58.90/24.27  																																					| Equations (545) can reduce 831 to:
% 58.90/24.27  																																					| (233)  ~ (e1 = e0)
% 58.90/24.27  																																					|
% 58.90/24.27  																																					+-Applying beta-rule and splitting (112), into two cases.
% 58.90/24.27  																																					|-Branch one:
% 58.90/24.27  																																					| (635) all_0_44_44 = e1
% 58.90/24.27  																																					|
% 58.90/24.27  																																						| Combining equations (1414,635) yields a new equation:
% 58.90/24.27  																																						| (431) e1 = e0
% 58.90/24.27  																																						|
% 58.90/24.27  																																						| Equations (431) can reduce 233 to:
% 58.90/24.27  																																						| (266) $false
% 58.90/24.27  																																						|
% 58.90/24.27  																																						|-The branch is then unsatisfiable
% 58.90/24.27  																																					|-Branch two:
% 58.90/24.27  																																					| (639)  ~ (all_0_44_44 = e1)
% 58.90/24.27  																																					| (640) all_0_49_49 = e1 | all_0_53_53 = e1 | all_0_58_58 = e1
% 58.90/24.27  																																					|
% 58.90/24.27  																																						+-Applying beta-rule and splitting (216), into two cases.
% 58.90/24.27  																																						|-Branch one:
% 58.90/24.27  																																						| (629) all_0_55_55 = e1
% 58.90/24.27  																																						|
% 58.90/24.27  																																							| Equations (629) can reduce 632 to:
% 58.90/24.27  																																							| (266) $false
% 58.90/24.27  																																							|
% 58.90/24.27  																																							|-The branch is then unsatisfiable
% 58.90/24.27  																																						|-Branch two:
% 58.90/24.27  																																						| (632)  ~ (all_0_55_55 = e1)
% 58.90/24.27  																																						| (633) all_0_56_56 = e1 | all_0_57_57 = e1 | all_0_58_58 = e1
% 58.90/24.27  																																						|
% 58.90/24.27  																																							+-Applying beta-rule and splitting (174), into two cases.
% 58.90/24.27  																																							|-Branch one:
% 58.90/24.27  																																							| (386) all_0_55_55 = e2
% 58.90/24.27  																																							|
% 58.90/24.27  																																								| Equations (386) can reduce 304 to:
% 58.90/24.27  																																								| (266) $false
% 58.90/24.27  																																								|
% 58.90/24.27  																																								|-The branch is then unsatisfiable
% 58.90/24.27  																																							|-Branch two:
% 58.90/24.27  																																							| (304)  ~ (all_0_55_55 = e2)
% 58.90/24.27  																																							| (2051) all_0_55_55 = e4 | all_0_55_55 = e3 | all_0_55_55 = e1 | all_0_55_55 = e0
% 58.90/24.27  																																							|
% 58.90/24.27  																																								+-Applying beta-rule and splitting (2051), into two cases.
% 58.90/24.27  																																								|-Branch one:
% 58.90/24.27  																																								| (587) all_0_55_55 = e4
% 58.90/24.27  																																								|
% 58.90/24.27  																																									| From (587) and (74) follows:
% 58.90/24.27  																																									| (589) op(e0, e3) = e4
% 58.90/24.27  																																									|
% 58.90/24.27  																																									+-Applying beta-rule and splitting (640), into two cases.
% 58.90/24.27  																																									|-Branch one:
% 58.90/24.27  																																									| (671) all_0_49_49 = e1
% 58.90/24.27  																																									|
% 58.90/24.27  																																										| Equations (671) can reduce 1064 to:
% 58.90/24.27  																																										| (266) $false
% 58.90/24.27  																																										|
% 58.90/24.27  																																										|-The branch is then unsatisfiable
% 58.90/24.27  																																									|-Branch two:
% 58.90/24.27  																																									| (1064)  ~ (all_0_49_49 = e1)
% 58.90/24.27  																																									| (2141) all_0_53_53 = e1 | all_0_58_58 = e1
% 58.90/24.27  																																									|
% 58.90/24.27  																																										+-Applying beta-rule and splitting (3172), into two cases.
% 58.90/24.27  																																										|-Branch one:
% 58.90/24.27  																																										| (1569) all_0_56_56 = e1
% 58.90/24.27  																																										|
% 58.90/24.27  																																											| Equations (1569) can reduce 511 to:
% 58.90/24.27  																																											| (604)  ~ (e2 = e1)
% 58.90/24.27  																																											|
% 58.90/24.27  																																											| Simplifying 604 yields:
% 58.90/24.27  																																											| (122)  ~ (e2 = e1)
% 58.90/24.27  																																											|
% 58.90/24.27  																																											| From (1569) and (111) follows:
% 58.90/24.27  																																											| (3175) op(e0, e2) = e1
% 58.90/24.27  																																											|
% 58.90/24.27  																																											+-Applying beta-rule and splitting (7), into two cases.
% 58.90/24.27  																																											|-Branch one:
% 58.90/24.27  																																											| (504) all_0_51_51 = e2
% 58.90/24.27  																																											|
% 58.90/24.27  																																												| Equations (504) can reduce 1099 to:
% 58.90/24.27  																																												| (266) $false
% 58.90/24.27  																																												|
% 58.90/24.27  																																												|-The branch is then unsatisfiable
% 58.90/24.27  																																											|-Branch two:
% 58.90/24.27  																																											| (1099)  ~ (all_0_51_51 = e2)
% 58.90/24.27  																																											| (1100) all_0_51_51 = e4 | all_0_51_51 = e3 | all_0_51_51 = e1
% 58.90/24.27  																																											|
% 58.90/24.27  																																												+-Applying beta-rule and splitting (2141), into two cases.
% 58.90/24.27  																																												|-Branch one:
% 58.90/24.27  																																												| (1208) all_0_53_53 = e1
% 58.90/24.27  																																												|
% 58.90/24.27  																																													| Equations (1208) can reduce 65 to:
% 58.90/24.27  																																													| (1064)  ~ (all_0_49_49 = e1)
% 58.90/24.27  																																													|
% 58.90/24.27  																																													| Equations (1208) can reduce 6 to:
% 58.90/24.27  																																													| (464)  ~ (all_0_51_51 = e1)
% 58.90/24.27  																																													|
% 58.90/24.27  																																													| Equations (1208) can reduce 247 to:
% 58.90/24.27  																																													| (233)  ~ (e1 = e0)
% 58.90/24.27  																																													|
% 58.90/24.27  																																													+-Applying beta-rule and splitting (189), into two cases.
% 58.90/24.27  																																													|-Branch one:
% 58.90/24.27  																																													| (532) all_0_44_44 = e3
% 58.90/24.27  																																													|
% 58.90/24.27  																																														| Combining equations (1414,532) yields a new equation:
% 58.90/24.27  																																														| (676) e3 = e0
% 58.90/24.27  																																														|
% 58.90/24.27  																																														| Equations (676) can reduce 80 to:
% 58.90/24.27  																																														| (266) $false
% 58.90/24.27  																																														|
% 58.90/24.27  																																														|-The branch is then unsatisfiable
% 58.90/24.27  																																													|-Branch two:
% 58.90/24.27  																																													| (407)  ~ (all_0_44_44 = e3)
% 58.90/24.27  																																													| (537) all_0_49_49 = e3 | all_0_53_53 = e3 | all_0_58_58 = e3
% 58.90/24.27  																																													|
% 58.90/24.27  																																														+-Applying beta-rule and splitting (1100), into two cases.
% 58.90/24.27  																																														|-Branch one:
% 58.90/24.27  																																														| (1101) all_0_51_51 = e4
% 58.90/24.27  																																														|
% 58.90/24.27  																																															| Equations (1101) can reduce 475 to:
% 58.90/24.27  																																															| (266) $false
% 58.90/24.27  																																															|
% 58.90/24.27  																																															|-The branch is then unsatisfiable
% 58.90/24.27  																																														|-Branch two:
% 58.90/24.27  																																														| (475)  ~ (all_0_51_51 = e4)
% 58.90/24.27  																																														| (1104) all_0_51_51 = e3 | all_0_51_51 = e1
% 58.90/24.27  																																														|
% 58.90/24.27  																																															+-Applying beta-rule and splitting (537), into two cases.
% 58.90/24.27  																																															|-Branch one:
% 58.90/24.27  																																															| (884) all_0_49_49 = e3
% 58.90/24.27  																																															|
% 58.90/24.27  																																																| Equations (884) can reduce 1064 to:
% 58.90/24.27  																																																| (213)  ~ (e3 = e1)
% 58.90/24.27  																																																|
% 58.90/24.27  																																																| From (884) and (55) follows:
% 58.90/24.27  																																																| (1581) op(e2, e0) = e3
% 58.90/24.27  																																																|
% 58.90/24.27  																																																+-Applying beta-rule and splitting (418), into two cases.
% 58.90/24.27  																																																|-Branch one:
% 58.90/24.27  																																																| (660) all_0_51_51 = e3
% 58.90/24.27  																																																|
% 58.90/24.27  																																																	| From (660) and (186) follows:
% 58.90/24.27  																																																	| (1552) op(e1, e2) = e3
% 58.90/24.27  																																																	|
% 58.90/24.27  																																																	+-Applying beta-rule and splitting (56), into two cases.
% 58.90/24.27  																																																	|-Branch one:
% 58.90/24.27  																																																	| (696) unit = e2
% 58.90/24.27  																																																	|
% 58.90/24.27  																																																		| From (696) and (227) follows:
% 58.90/24.27  																																																		| (4284) op(e4, e2) = e4
% 58.90/24.27  																																																		|
% 58.90/24.27  																																																		| From (696) and (40) follows:
% 58.90/24.27  																																																		| (4285) op(e3, e2) = e3
% 58.90/24.27  																																																		|
% 58.90/24.27  																																																		| From (696) and (32) follows:
% 58.90/24.27  																																																		| (698) op(e2, e2) = e2
% 58.90/24.27  																																																		|
% 58.90/24.27  																																																		| From (696) and (28) follows:
% 58.90/24.27  																																																		| (699) op(e1, e2) = e1
% 58.90/24.27  																																																		|
% 58.90/24.27  																																																		| Instantiating formula (29) with e4, e2, e4, e2 and discharging atoms op(e4, e2) = e4, op(e4, e2) = e2, yields:
% 58.90/24.27  																																																		| (323) e4 = e2
% 58.90/24.27  																																																		|
% 58.90/24.27  																																																		| Instantiating formula (29) with e3, e2, e3, e4 and discharging atoms op(e3, e2) = e4, op(e3, e2) = e3, yields:
% 58.90/24.27  																																																		| (425) e4 = e3
% 58.90/24.27  																																																		|
% 58.90/24.27  																																																		| Instantiating formula (29) with e2, e2, e2, e0 and discharging atoms op(e2, e2) = e2, op(e2, e2) = e0, yields:
% 58.90/24.27  																																																		| (330) e2 = e0
% 58.90/24.27  																																																		|
% 58.90/24.27  																																																		| Instantiating formula (29) with e1, e2, e1, e3 and discharging atoms op(e1, e2) = e3, op(e1, e2) = e1, yields:
% 58.90/24.27  																																																		| (455) e3 = e1
% 58.90/24.27  																																																		|
% 58.90/24.27  																																																		| Combining equations (323,425) yields a new equation:
% 58.90/24.27  																																																		| (662) e3 = e2
% 58.90/24.27  																																																		|
% 58.90/24.27  																																																		| Combining equations (662,455) yields a new equation:
% 58.90/24.27  																																																		| (616) e2 = e1
% 58.90/24.27  																																																		|
% 58.90/24.27  																																																		| Simplifying 616 yields:
% 58.90/24.27  																																																		| (617) e2 = e1
% 58.90/24.27  																																																		|
% 58.90/24.27  																																																		| Combining equations (617,330) yields a new equation:
% 58.90/24.27  																																																		| (546) e1 = e0
% 58.90/24.27  																																																		|
% 58.90/24.27  																																																		| Simplifying 546 yields:
% 58.90/24.27  																																																		| (431) e1 = e0
% 58.90/24.27  																																																		|
% 58.90/24.27  																																																		| Equations (431) can reduce 233 to:
% 58.90/24.27  																																																		| (266) $false
% 58.90/24.27  																																																		|
% 58.90/24.27  																																																		|-The branch is then unsatisfiable
% 58.90/24.27  																																																	|-Branch two:
% 58.90/24.27  																																																	| (707)  ~ (unit = e2)
% 58.90/24.27  																																																	| (708) unit = e4 | unit = e3 | unit = e1 | unit = e0
% 58.90/24.27  																																																	|
% 58.90/24.27  																																																		+-Applying beta-rule and splitting (708), into two cases.
% 58.90/24.27  																																																		|-Branch one:
% 58.90/24.27  																																																		| (709) unit = e4
% 58.90/24.27  																																																		|
% 58.90/24.27  																																																			| From (709) and (211) follows:
% 58.90/24.27  																																																			| (22527) op(e4, e1) = e1
% 58.90/24.27  																																																			|
% 58.90/24.27  																																																			| From (709) and (42) follows:
% 58.90/24.27  																																																			| (713) op(e0, e4) = e0
% 58.90/24.27  																																																			|
% 58.90/24.27  																																																			| Instantiating formula (29) with e4, e1, e1, e3 and discharging atoms op(e4, e1) = e3, op(e4, e1) = e1, yields:
% 58.90/24.27  																																																			| (455) e3 = e1
% 58.90/24.27  																																																			|
% 58.90/24.27  																																																			| Instantiating formula (29) with e0, e4, e0, e3 and discharging atoms op(e0, e4) = e3, op(e0, e4) = e0, yields:
% 58.90/24.27  																																																			| (676) e3 = e0
% 58.90/24.27  																																																			|
% 58.90/24.27  																																																			| Combining equations (455,676) yields a new equation:
% 58.90/24.27  																																																			| (546) e1 = e0
% 58.90/24.27  																																																			|
% 58.90/24.27  																																																			| Simplifying 546 yields:
% 58.90/24.27  																																																			| (431) e1 = e0
% 58.90/24.27  																																																			|
% 58.90/24.27  																																																			| Equations (431) can reduce 233 to:
% 58.90/24.27  																																																			| (266) $false
% 58.90/24.27  																																																			|
% 58.90/24.27  																																																			|-The branch is then unsatisfiable
% 58.90/24.27  																																																		|-Branch two:
% 58.90/24.27  																																																		| (724)  ~ (unit = e4)
% 58.90/24.27  																																																		| (725) unit = e3 | unit = e1 | unit = e0
% 58.90/24.27  																																																		|
% 58.90/24.27  																																																			+-Applying beta-rule and splitting (725), into two cases.
% 58.90/24.27  																																																			|-Branch one:
% 58.90/24.27  																																																			| (726) unit = e0
% 58.90/24.27  																																																			|
% 58.90/24.27  																																																				| From (726) and (15) follows:
% 58.90/24.27  																																																				| (1508) op(e0, e2) = e2
% 58.90/24.27  																																																				|
% 58.90/24.27  																																																				| From (726) and (40) follows:
% 58.90/24.27  																																																				| (1639) op(e3, e0) = e3
% 58.90/24.27  																																																				|
% 58.90/24.27  																																																				| From (726) and (32) follows:
% 58.90/24.27  																																																				| (727) op(e2, e0) = e2
% 58.90/24.27  																																																				|
% 58.90/24.27  																																																				| Instantiating formula (29) with e3, e0, e3, e0 and discharging atoms op(e3, e0) = e3, op(e3, e0) = e0, yields:
% 58.90/24.27  																																																				| (676) e3 = e0
% 58.90/24.27  																																																				|
% 58.90/24.27  																																																				| Instantiating formula (29) with e2, e0, e2, e3 and discharging atoms op(e2, e0) = e3, op(e2, e0) = e2, yields:
% 58.90/24.27  																																																				| (662) e3 = e2
% 58.90/24.27  																																																				|
% 58.90/24.27  																																																				| Instantiating formula (29) with e0, e2, e2, e1 and discharging atoms op(e0, e2) = e2, op(e0, e2) = e1, yields:
% 58.90/24.27  																																																				| (617) e2 = e1
% 58.90/24.27  																																																				|
% 58.90/24.27  																																																				| Combining equations (676,662) yields a new equation:
% 58.90/24.27  																																																				| (330) e2 = e0
% 58.90/24.27  																																																				|
% 58.90/24.27  																																																				| Combining equations (617,330) yields a new equation:
% 58.90/24.27  																																																				| (546) e1 = e0
% 58.90/24.27  																																																				|
% 58.90/24.27  																																																				| Simplifying 546 yields:
% 58.90/24.27  																																																				| (431) e1 = e0
% 58.90/24.27  																																																				|
% 58.90/24.27  																																																				| Equations (431) can reduce 233 to:
% 58.90/24.27  																																																				| (266) $false
% 58.90/24.27  																																																				|
% 58.90/24.27  																																																				|-The branch is then unsatisfiable
% 58.90/24.27  																																																			|-Branch two:
% 58.90/24.27  																																																			| (734)  ~ (unit = e0)
% 58.90/24.27  																																																			| (735) unit = e3 | unit = e1
% 58.90/24.27  																																																			|
% 58.90/24.27  																																																				+-Applying beta-rule and splitting (735), into two cases.
% 58.90/24.27  																																																				|-Branch one:
% 58.90/24.27  																																																				| (736) unit = e1
% 58.90/24.27  																																																				|
% 58.90/24.27  																																																					| Equations (736) can reduce 734 to:
% 58.90/24.27  																																																					| (233)  ~ (e1 = e0)
% 58.90/24.27  																																																					|
% 58.90/24.27  																																																					| From (736) and (244) follows:
% 58.90/24.27  																																																					| (738) op(e1, e4) = e4
% 58.90/24.27  																																																					|
% 58.90/24.27  																																																					| From (736) and (15) follows:
% 58.90/24.27  																																																					| (515) op(e1, e2) = e2
% 58.90/24.27  																																																					|
% 58.90/24.27  																																																					| From (736) and (227) follows:
% 58.90/24.27  																																																					| (739) op(e4, e1) = e4
% 58.90/24.27  																																																					|
% 58.90/24.27  																																																					| From (736) and (28) follows:
% 58.90/24.27  																																																					| (740) op(e1, e1) = e1
% 58.90/24.27  																																																					|
% 58.90/24.27  																																																					| Instantiating formula (29) with e4, e1, e4, e3 and discharging atoms op(e4, e1) = e4, op(e4, e1) = e3, yields:
% 58.90/24.27  																																																					| (425) e4 = e3
% 58.90/24.27  																																																					|
% 58.90/24.27  																																																					| Instantiating formula (29) with e1, e4, e4, e0 and discharging atoms op(e1, e4) = e4, op(e1, e4) = e0, yields:
% 58.90/24.27  																																																					| (397) e4 = e0
% 58.90/24.27  																																																					|
% 58.90/24.27  																																																					| Instantiating formula (29) with e1, e2, e2, e3 and discharging atoms op(e1, e2) = e3, op(e1, e2) = e2, yields:
% 58.90/24.27  																																																					| (662) e3 = e2
% 58.90/24.27  																																																					|
% 58.90/24.27  																																																					| Instantiating formula (29) with e1, e1, e1, e4 and discharging atoms op(e1, e1) = e4, op(e1, e1) = e1, yields:
% 58.90/24.27  																																																					| (630) e4 = e1
% 58.90/24.27  																																																					|
% 58.90/24.27  																																																					| Combining equations (630,425) yields a new equation:
% 58.90/24.27  																																																					| (455) e3 = e1
% 58.90/24.27  																																																					|
% 58.90/24.27  																																																					| Combining equations (397,425) yields a new equation:
% 58.90/24.27  																																																					| (676) e3 = e0
% 58.90/24.27  																																																					|
% 58.90/24.27  																																																					| Combining equations (676,662) yields a new equation:
% 58.90/24.27  																																																					| (330) e2 = e0
% 58.90/24.27  																																																					|
% 58.90/24.27  																																																					| Combining equations (455,662) yields a new equation:
% 58.90/24.27  																																																					| (617) e2 = e1
% 58.90/24.27  																																																					|
% 58.90/24.27  																																																					| Combining equations (617,330) yields a new equation:
% 58.90/24.27  																																																					| (546) e1 = e0
% 58.90/24.27  																																																					|
% 58.90/24.27  																																																					| Simplifying 546 yields:
% 58.90/24.27  																																																					| (431) e1 = e0
% 58.90/24.27  																																																					|
% 58.90/24.27  																																																					| Equations (431) can reduce 233 to:
% 58.90/24.27  																																																					| (266) $false
% 58.90/24.27  																																																					|
% 58.90/24.27  																																																					|-The branch is then unsatisfiable
% 58.90/24.27  																																																				|-Branch two:
% 58.90/24.27  																																																				| (748)  ~ (unit = e1)
% 58.90/24.27  																																																				| (749) unit = e3
% 58.90/24.27  																																																				|
% 58.90/24.27  																																																					| From (749) and (15) follows:
% 58.90/24.27  																																																					| (751) op(e3, e2) = e2
% 58.90/24.27  																																																					|
% 58.90/24.27  																																																					| From (749) and (28) follows:
% 58.90/24.27  																																																					| (2235) op(e1, e3) = e1
% 58.90/24.27  																																																					|
% 58.90/24.27  																																																					| From (749) and (42) follows:
% 58.90/24.27  																																																					| (752) op(e0, e3) = e0
% 58.90/24.27  																																																					|
% 58.90/24.27  																																																					| Instantiating formula (29) with e3, e2, e2, e4 and discharging atoms op(e3, e2) = e4, op(e3, e2) = e2, yields:
% 58.90/24.27  																																																					| (323) e4 = e2
% 58.90/24.27  																																																					|
% 58.90/24.27  																																																					| Instantiating formula (29) with e1, e3, e1, e2 and discharging atoms op(e1, e3) = e2, op(e1, e3) = e1, yields:
% 58.90/24.27  																																																					| (617) e2 = e1
% 58.90/24.27  																																																					|
% 58.90/24.27  																																																					| Instantiating formula (29) with e0, e3, e0, e4 and discharging atoms op(e0, e3) = e4, op(e0, e3) = e0, yields:
% 58.90/24.27  																																																					| (397) e4 = e0
% 58.90/24.27  																																																					|
% 58.90/24.27  																																																					| Combining equations (397,323) yields a new equation:
% 58.90/24.27  																																																					| (330) e2 = e0
% 58.90/24.27  																																																					|
% 58.90/24.27  																																																					| Combining equations (330,617) yields a new equation:
% 58.90/24.27  																																																					| (431) e1 = e0
% 58.90/24.27  																																																					|
% 58.90/24.27  																																																					| Equations (431) can reduce 233 to:
% 58.90/24.27  																																																					| (266) $false
% 58.90/24.27  																																																					|
% 58.90/24.27  																																																					|-The branch is then unsatisfiable
% 58.90/24.27  																																																|-Branch two:
% 58.90/24.27  																																																| (664)  ~ (all_0_51_51 = e3)
% 58.90/24.27  																																																| (665) all_0_53_53 = e3
% 58.90/24.27  																																																|
% 58.90/24.27  																																																	| Combining equations (665,1208) yields a new equation:
% 58.90/24.27  																																																	| (454) e3 = e1
% 58.90/24.27  																																																	|
% 58.90/24.27  																																																	| Simplifying 454 yields:
% 58.90/24.27  																																																	| (455) e3 = e1
% 58.90/24.27  																																																	|
% 58.90/24.27  																																																	| Equations (455) can reduce 213 to:
% 58.90/24.27  																																																	| (266) $false
% 58.90/24.27  																																																	|
% 58.90/24.27  																																																	|-The branch is then unsatisfiable
% 58.90/24.27  																																															|-Branch two:
% 58.90/24.27  																																															| (525)  ~ (all_0_49_49 = e3)
% 58.90/24.27  																																															| (887) all_0_53_53 = e3 | all_0_58_58 = e3
% 58.90/24.27  																																															|
% 58.90/24.27  																																																+-Applying beta-rule and splitting (1104), into two cases.
% 58.90/24.27  																																																|-Branch one:
% 58.90/24.27  																																																| (1109) all_0_51_51 = e1
% 58.90/24.27  																																																|
% 58.90/24.27  																																																	| Equations (1109) can reduce 464 to:
% 58.90/24.27  																																																	| (266) $false
% 58.90/24.28  																																																	|
% 58.90/24.28  																																																	|-The branch is then unsatisfiable
% 58.90/24.28  																																																|-Branch two:
% 58.90/24.28  																																																| (464)  ~ (all_0_51_51 = e1)
% 58.90/24.28  																																																| (660) all_0_51_51 = e3
% 58.90/24.28  																																																|
% 58.90/24.28  																																																	| Equations (660) can reduce 1099 to:
% 58.90/24.28  																																																	| (212)  ~ (e3 = e2)
% 58.90/24.28  																																																	|
% 58.90/24.28  																																																	| Equations (660) can reduce 464 to:
% 58.90/24.28  																																																	| (213)  ~ (e3 = e1)
% 58.90/24.28  																																																	|
% 58.90/24.28  																																																	+-Applying beta-rule and splitting (887), into two cases.
% 58.90/24.28  																																																	|-Branch one:
% 58.90/24.28  																																																	| (665) all_0_53_53 = e3
% 58.90/24.28  																																																	|
% 58.90/24.28  																																																		| Combining equations (665,1208) yields a new equation:
% 58.90/24.28  																																																		| (454) e3 = e1
% 58.90/24.28  																																																		|
% 58.90/24.28  																																																		| Simplifying 454 yields:
% 58.90/24.28  																																																		| (455) e3 = e1
% 58.90/24.28  																																																		|
% 58.90/24.28  																																																		| Equations (455) can reduce 213 to:
% 58.90/24.28  																																																		| (266) $false
% 58.90/24.28  																																																		|
% 58.90/24.28  																																																		|-The branch is then unsatisfiable
% 58.90/24.28  																																																	|-Branch two:
% 58.90/24.28  																																																	| (903)  ~ (all_0_53_53 = e3)
% 58.90/24.28  																																																	| (795) all_0_58_58 = e3
% 58.90/24.28  																																																	|
% 58.90/24.28  																																																		| Combining equations (624,795) yields a new equation:
% 58.90/24.28  																																																		| (662) e3 = e2
% 58.90/24.28  																																																		|
% 58.90/24.28  																																																		| Equations (662) can reduce 212 to:
% 58.90/24.28  																																																		| (266) $false
% 58.90/24.28  																																																		|
% 58.90/24.28  																																																		|-The branch is then unsatisfiable
% 58.90/24.28  																																												|-Branch two:
% 58.90/24.28  																																												| (1459)  ~ (all_0_53_53 = e1)
% 58.90/24.28  																																												| (918) all_0_58_58 = e1
% 58.90/24.28  																																												|
% 58.90/24.28  																																													| Combining equations (918,624) yields a new equation:
% 58.90/24.28  																																													| (617) e2 = e1
% 58.90/24.28  																																													|
% 58.90/24.28  																																													| Equations (617) can reduce 122 to:
% 58.90/24.28  																																													| (266) $false
% 58.90/24.28  																																													|
% 58.90/24.28  																																													|-The branch is then unsatisfiable
% 58.90/24.28  																																										|-Branch two:
% 58.90/24.28  																																										| (466)  ~ (all_0_56_56 = e1)
% 58.90/24.28  																																										| (1097) all_0_56_56 = e3
% 58.90/24.28  																																										|
% 58.90/24.28  																																											| Equations (1097) can reduce 272 to:
% 58.90/24.28  																																											| (266) $false
% 58.90/24.28  																																											|
% 58.90/24.28  																																											|-The branch is then unsatisfiable
% 58.90/24.28  																																								|-Branch two:
% 58.90/24.28  																																								| (763)  ~ (all_0_55_55 = e4)
% 58.90/24.28  																																								| (2055) all_0_55_55 = e3 | all_0_55_55 = e1 | all_0_55_55 = e0
% 58.90/24.28  																																								|
% 58.90/24.28  																																									+-Applying beta-rule and splitting (2055), into two cases.
% 58.90/24.28  																																									|-Branch one:
% 58.90/24.28  																																									| (858) all_0_55_55 = e0
% 58.90/24.28  																																									|
% 58.90/24.28  																																										| Equations (858) can reduce 803 to:
% 58.90/24.28  																																										| (266) $false
% 58.90/24.28  																																										|
% 58.90/24.28  																																										|-The branch is then unsatisfiable
% 58.90/24.28  																																									|-Branch two:
% 58.90/24.28  																																									| (803)  ~ (all_0_55_55 = e0)
% 58.90/24.28  																																									| (2315) all_0_55_55 = e3 | all_0_55_55 = e1
% 58.90/24.28  																																									|
% 58.90/24.28  																																										+-Applying beta-rule and splitting (2315), into two cases.
% 58.90/24.28  																																										|-Branch one:
% 58.90/24.28  																																										| (629) all_0_55_55 = e1
% 58.90/24.28  																																										|
% 58.90/24.28  																																											| Equations (629) can reduce 632 to:
% 58.90/24.28  																																											| (266) $false
% 58.90/24.28  																																											|
% 58.90/24.28  																																											|-The branch is then unsatisfiable
% 58.90/24.28  																																										|-Branch two:
% 58.90/24.28  																																										| (632)  ~ (all_0_55_55 = e1)
% 58.90/24.28  																																										| (2336) all_0_55_55 = e3
% 58.90/24.28  																																										|
% 58.90/24.28  																																											| Equations (2336) can reduce 270 to:
% 58.90/24.28  																																											| (266) $false
% 58.90/24.28  																																											|
% 58.90/24.28  																																											|-The branch is then unsatisfiable
% 58.90/24.28  																																				|-Branch two:
% 58.90/24.28  																																				| (549)  ~ (all_0_46_46 = e1)
% 58.90/24.28  																																				| (1557) all_0_46_46 = e3
% 58.90/24.28  																																				|
% 58.90/24.28  																																					| Equations (1557) can reduce 409 to:
% 58.90/24.28  																																					| (266) $false
% 58.90/24.28  																																					|
% 58.90/24.28  																																					|-The branch is then unsatisfiable
% 58.90/24.28  																																|-Branch two:
% 58.90/24.28  																																| (678)  ~ (all_0_47_47 = e0)
% 58.90/24.28  																																| (679) all_0_56_56 = e0
% 58.90/24.28  																																|
% 58.90/24.28  																																	| Equations (679) can reduce 828 to:
% 58.90/24.28  																																	| (266) $false
% 58.90/24.28  																																	|
% 58.90/24.28  																																	|-The branch is then unsatisfiable
% 58.90/24.28  																											|-Branch two:
% 58.90/24.28  																											| (360)  ~ (all_0_44_44 = e0)
% 58.90/24.28  																											| (1417) all_0_44_44 = e3 | all_0_44_44 = e1
% 58.90/24.28  																											|
% 58.90/24.28  																												+-Applying beta-rule and splitting (165), into two cases.
% 58.90/24.28  																												|-Branch one:
% 58.90/24.28  																												| (794) all_0_41_41 = e0
% 58.90/24.28  																												|
% 58.90/24.28  																													| Combining equations (794,403) yields a new equation:
% 58.90/24.28  																													| (676) e3 = e0
% 58.90/24.28  																													|
% 58.90/24.28  																													| Equations (676) can reduce 80 to:
% 58.90/24.28  																													| (266) $false
% 58.90/24.28  																													|
% 58.90/24.28  																													|-The branch is then unsatisfiable
% 58.90/24.28  																												|-Branch two:
% 58.90/24.28  																												| (357)  ~ (all_0_41_41 = e0)
% 58.90/24.28  																												| (6761) all_0_42_42 = e0 | all_0_43_43 = e0 | all_0_44_44 = e0
% 58.90/24.28  																												|
% 58.90/24.28  																													+-Applying beta-rule and splitting (75), into two cases.
% 58.90/24.28  																													|-Branch one:
% 58.90/24.28  																													| (485) all_0_40_40 = e0
% 58.90/24.28  																													|
% 58.90/24.28  																														| Combining equations (485,1378) yields a new equation:
% 58.90/24.28  																														| (397) e4 = e0
% 58.90/24.28  																														|
% 58.90/24.28  																														| Equations (397) can reduce 49 to:
% 58.90/24.28  																														| (266) $false
% 58.90/24.28  																														|
% 58.90/24.28  																														|-The branch is then unsatisfiable
% 58.90/24.28  																													|-Branch two:
% 58.90/24.28  																													| (1401)  ~ (all_0_40_40 = e0)
% 58.90/24.28  																													| (1748) all_0_44_44 = e0 | all_0_49_49 = e0 | all_0_58_58 = e0
% 58.90/24.28  																													|
% 58.90/24.28  																														+-Applying beta-rule and splitting (1748), into two cases.
% 58.90/24.28  																														|-Branch one:
% 58.90/24.28  																														| (1414) all_0_44_44 = e0
% 58.90/24.28  																														|
% 58.90/24.28  																															| Equations (1414) can reduce 360 to:
% 58.90/24.28  																															| (266) $false
% 58.90/24.28  																															|
% 58.90/24.28  																															|-The branch is then unsatisfiable
% 58.90/24.28  																														|-Branch two:
% 58.90/24.28  																														| (360)  ~ (all_0_44_44 = e0)
% 58.90/24.28  																														| (1760) all_0_49_49 = e0 | all_0_58_58 = e0
% 58.90/24.28  																														|
% 58.90/24.28  																															+-Applying beta-rule and splitting (1760), into two cases.
% 58.90/24.28  																															|-Branch one:
% 58.90/24.28  																															| (978) all_0_49_49 = e0
% 58.90/24.28  																															|
% 58.90/24.28  																																| Equations (978) can reduce 9 to:
% 58.90/24.28  																																| (360)  ~ (all_0_44_44 = e0)
% 58.90/24.28  																																|
% 58.90/24.28  																																| Equations (978) can reduce 256 to:
% 58.90/24.28  																																| (401)  ~ (e4 = e0)
% 58.90/24.28  																																|
% 58.90/24.28  																																| Simplifying 401 yields:
% 58.90/24.28  																																| (49)  ~ (e4 = e0)
% 58.90/24.28  																																|
% 58.90/24.28  																																+-Applying beta-rule and splitting (6761), into two cases.
% 58.90/24.28  																																|-Branch one:
% 58.90/24.28  																																| (559) all_0_42_42 = e0
% 58.90/24.28  																																|
% 58.90/24.28  																																	| Combining equations (559,1392) yields a new equation:
% 58.90/24.28  																																	| (397) e4 = e0
% 58.90/24.28  																																	|
% 58.90/24.28  																																	| Equations (397) can reduce 49 to:
% 58.90/24.28  																																	| (266) $false
% 58.90/24.28  																																	|
% 58.90/24.28  																																	|-The branch is then unsatisfiable
% 58.90/24.28  																																|-Branch two:
% 58.90/24.28  																																| (358)  ~ (all_0_42_42 = e0)
% 58.90/24.28  																																| (6766) all_0_43_43 = e0 | all_0_44_44 = e0
% 58.90/24.28  																																|
% 58.90/24.28  																																	+-Applying beta-rule and splitting (6766), into two cases.
% 58.90/24.28  																																	|-Branch one:
% 58.90/24.28  																																	| (356) all_0_43_43 = e0
% 58.90/24.28  																																	|
% 58.90/24.28  																																		| Combining equations (356,430) yields a new equation:
% 58.90/24.28  																																		| (431) e1 = e0
% 58.90/24.28  																																		|
% 58.90/24.28  																																		| Equations (431) can reduce 233 to:
% 58.90/24.28  																																		| (266) $false
% 58.90/24.28  																																		|
% 58.90/24.28  																																		|-The branch is then unsatisfiable
% 58.90/24.28  																																	|-Branch two:
% 58.90/24.28  																																	| (5470)  ~ (all_0_43_43 = e0)
% 58.90/24.28  																																	| (1414) all_0_44_44 = e0
% 58.90/24.28  																																	|
% 58.90/24.28  																																		| Equations (1414) can reduce 360 to:
% 58.90/24.28  																																		| (266) $false
% 58.90/24.28  																																		|
% 58.90/24.28  																																		|-The branch is then unsatisfiable
% 58.90/24.28  																															|-Branch two:
% 58.90/24.28  																															| (487)  ~ (all_0_49_49 = e0)
% 58.90/24.28  																															| (914) all_0_58_58 = e0
% 58.90/24.28  																															|
% 58.90/24.28  																																| Combining equations (914,624) yields a new equation:
% 58.90/24.28  																																| (330) e2 = e0
% 58.90/24.28  																																|
% 58.90/24.28  																																| Equations (330) can reduce 128 to:
% 58.90/24.28  																																| (266) $false
% 58.90/24.28  																																|
% 58.90/24.28  																																|-The branch is then unsatisfiable
% 58.90/24.28  																							|-Branch two:
% 58.90/24.28  																							| (1890)  ~ (all_0_42_42 = e4)
% 58.90/24.28  																							| (1891) all_0_43_43 = e4 | all_0_44_44 = e4
% 58.90/24.28  																							|
% 58.90/24.28  																								+-Applying beta-rule and splitting (26), into two cases.
% 58.90/24.28  																								|-Branch one:
% 58.90/24.28  																								| (446) all_0_44_44 = e4
% 58.90/24.28  																								|
% 58.90/24.28  																									| Equations (446) can reduce 1390 to:
% 58.90/24.28  																									| (266) $false
% 58.90/24.28  																									|
% 58.90/24.28  																									|-The branch is then unsatisfiable
% 58.90/24.28  																								|-Branch two:
% 58.90/24.28  																								| (1390)  ~ (all_0_44_44 = e4)
% 58.90/24.28  																								| (1391) all_0_44_44 = e3 | all_0_44_44 = e1 | all_0_44_44 = e0
% 58.90/24.28  																								|
% 58.90/24.28  																									+-Applying beta-rule and splitting (1391), into two cases.
% 58.90/24.28  																									|-Branch one:
% 58.90/24.28  																									| (1414) all_0_44_44 = e0
% 58.90/24.28  																									|
% 58.90/24.28  																										| Equations (1414) can reduce 1390 to:
% 58.90/24.28  																										| (401)  ~ (e4 = e0)
% 58.90/24.28  																										|
% 58.90/24.28  																										| Simplifying 401 yields:
% 58.90/24.28  																										| (49)  ~ (e4 = e0)
% 58.90/24.28  																										|
% 58.90/24.28  																										+-Applying beta-rule and splitting (62), into two cases.
% 58.90/24.28  																										|-Branch one:
% 58.90/24.28  																										| (321) all_0_38_38 = e4
% 58.90/24.28  																										|
% 58.90/24.28  																											| Combining equations (321,329) yields a new equation:
% 58.90/24.28  																											| (481) e4 = e0
% 58.90/24.28  																											|
% 58.90/24.28  																											| Simplifying 481 yields:
% 58.90/24.28  																											| (397) e4 = e0
% 58.90/24.28  																											|
% 58.90/24.28  																											| Equations (397) can reduce 49 to:
% 58.90/24.28  																											| (266) $false
% 58.90/24.28  																											|
% 58.90/24.28  																											|-The branch is then unsatisfiable
% 58.90/24.28  																										|-Branch two:
% 58.90/24.28  																										| (325)  ~ (all_0_38_38 = e4)
% 58.90/24.28  																										| (582) all_0_41_41 = e4 | all_0_46_46 = e4 | all_0_50_50 = e4 | all_0_55_55 = e4
% 58.90/24.28  																										|
% 58.90/24.28  																											| Equations (329) can reduce 325 to:
% 58.90/24.28  																											| (401)  ~ (e4 = e0)
% 58.90/24.28  																											|
% 58.90/24.28  																											| Simplifying 401 yields:
% 58.90/24.28  																											| (49)  ~ (e4 = e0)
% 58.90/24.28  																											|
% 58.90/24.28  																											+-Applying beta-rule and splitting (1891), into two cases.
% 58.90/24.28  																											|-Branch one:
% 58.90/24.28  																											| (396) all_0_43_43 = e4
% 58.90/24.28  																											|
% 58.90/24.28  																												| Combining equations (396,430) yields a new equation:
% 58.90/24.28  																												| (636) e4 = e1
% 58.90/24.28  																												|
% 58.90/24.28  																												| Simplifying 636 yields:
% 58.90/24.28  																												| (630) e4 = e1
% 58.90/24.28  																												|
% 58.90/24.28  																												| Equations (630) can reduce 110 to:
% 58.90/24.28  																												| (266) $false
% 58.90/24.28  																												|
% 58.90/24.28  																												|-The branch is then unsatisfiable
% 58.90/24.28  																											|-Branch two:
% 58.90/24.28  																											| (399)  ~ (all_0_43_43 = e4)
% 58.90/24.28  																											| (446) all_0_44_44 = e4
% 58.90/24.28  																											|
% 58.90/24.28  																												| Combining equations (446,1414) yields a new equation:
% 58.90/24.28  																												| (481) e4 = e0
% 58.90/24.28  																												|
% 58.90/24.28  																												| Simplifying 481 yields:
% 58.90/24.28  																												| (397) e4 = e0
% 58.90/24.28  																												|
% 58.90/24.28  																												| Equations (397) can reduce 49 to:
% 58.90/24.28  																												| (266) $false
% 58.90/24.28  																												|
% 58.90/24.28  																												|-The branch is then unsatisfiable
% 58.90/24.28  																									|-Branch two:
% 58.90/24.28  																									| (360)  ~ (all_0_44_44 = e0)
% 58.90/24.28  																									| (1417) all_0_44_44 = e3 | all_0_44_44 = e1
% 58.90/24.28  																									|
% 58.90/24.28  																										+-Applying beta-rule and splitting (1417), into two cases.
% 58.90/24.28  																										|-Branch one:
% 58.90/24.28  																										| (635) all_0_44_44 = e1
% 58.90/24.28  																										|
% 58.90/24.28  																											| Equations (635) can reduce 639 to:
% 58.90/24.28  																											| (266) $false
% 58.90/24.28  																											|
% 58.90/24.28  																											|-The branch is then unsatisfiable
% 58.90/24.28  																										|-Branch two:
% 58.90/24.28  																										| (639)  ~ (all_0_44_44 = e1)
% 58.90/24.28  																										| (532) all_0_44_44 = e3
% 58.90/24.28  																										|
% 58.90/24.28  																											| Equations (532) can reduce 407 to:
% 58.90/24.28  																											| (266) $false
% 58.90/24.28  																											|
% 58.90/24.28  																											|-The branch is then unsatisfiable
% 58.90/24.28  																					|-Branch two:
% 58.90/24.28  																					| (1898)  ~ (all_0_41_41 = e3)
% 58.90/24.28  																					| (1923) all_0_46_46 = e3 | all_0_50_50 = e3 | all_0_55_55 = e3
% 58.90/24.28  																					|
% 58.90/24.28  																						+-Applying beta-rule and splitting (1923), into two cases.
% 58.90/24.28  																						|-Branch one:
% 58.90/24.28  																						| (1557) all_0_46_46 = e3
% 58.90/24.28  																						|
% 58.90/24.28  																							| Equations (1557) can reduce 43 to:
% 58.90/24.28  																							| (1898)  ~ (all_0_41_41 = e3)
% 58.90/24.28  																							|
% 58.90/24.28  																							| Equations (1557) can reduce 19 to:
% 58.90/24.28  																							| (2538)  ~ (all_0_47_47 = e3)
% 58.90/24.28  																							|
% 58.90/24.28  																							| Simplifying 2538 yields:
% 58.90/24.28  																							| (1091)  ~ (all_0_47_47 = e3)
% 58.90/24.28  																							|
% 58.90/24.28  																							| Equations (1557) can reduce 208 to:
% 58.90/24.28  																							| (524)  ~ (all_0_49_49 = e3)
% 58.90/24.28  																							|
% 58.90/24.28  																							| Simplifying 524 yields:
% 58.90/24.28  																							| (525)  ~ (all_0_49_49 = e3)
% 58.90/24.28  																							|
% 58.90/24.28  																							| Equations (1557) can reduce 831 to:
% 58.90/24.28  																							| (80)  ~ (e3 = e0)
% 58.90/24.28  																							|
% 58.90/24.28  																							+-Applying beta-rule and splitting (18), into two cases.
% 58.90/24.28  																							|-Branch one:
% 58.90/24.28  																							| (453) all_0_41_41 = e1
% 58.90/24.28  																							|
% 58.90/24.28  																								| Equations (453) can reduce 457 to:
% 58.90/24.28  																								| (266) $false
% 58.90/24.28  																								|
% 58.90/24.28  																								|-The branch is then unsatisfiable
% 58.90/24.28  																							|-Branch two:
% 58.90/24.28  																							| (457)  ~ (all_0_41_41 = e1)
% 58.90/24.28  																							| (595) all_0_46_46 = e1 | all_0_50_50 = e1 | all_0_55_55 = e1
% 58.90/24.28  																							|
% 58.90/24.28  																								+-Applying beta-rule and splitting (27), into two cases.
% 58.90/24.28  																								|-Branch one:
% 58.90/24.28  																								| (437) all_0_41_41 = e4
% 58.90/24.28  																								|
% 58.90/24.28  																									| Equations (437) can reduce 149 to:
% 58.90/24.28  																									| (1903)  ~ (all_0_44_44 = e4)
% 58.90/24.28  																									|
% 58.90/24.28  																									| Simplifying 1903 yields:
% 58.90/24.28  																									| (1390)  ~ (all_0_44_44 = e4)
% 58.90/24.28  																									|
% 58.90/24.28  																									| Equations (437) can reduce 191 to:
% 58.90/24.28  																									| (1909)  ~ (all_0_55_55 = e4)
% 58.90/24.28  																									|
% 58.90/24.28  																									| Simplifying 1909 yields:
% 58.90/24.28  																									| (763)  ~ (all_0_55_55 = e4)
% 58.90/24.28  																									|
% 58.90/24.28  																									| Equations (437) can reduce 1898 to:
% 58.90/24.28  																									| (188)  ~ (e4 = e3)
% 58.90/24.28  																									|
% 58.90/24.28  																									| Equations (437) can reduce 85 to:
% 58.90/24.28  																									| (48)  ~ (e4 = e2)
% 58.90/24.28  																									|
% 58.90/24.28  																									| Equations (437) can reduce 357 to:
% 58.90/24.28  																									| (49)  ~ (e4 = e0)
% 58.90/24.28  																									|
% 58.90/24.28  																									| From (437) and (219) follows:
% 58.90/24.28  																									| (1913) op(e3, e3) = e4
% 58.90/24.28  																									|
% 58.90/24.28  																									+-Applying beta-rule and splitting (174), into two cases.
% 58.90/24.28  																									|-Branch one:
% 58.90/24.28  																									| (386) all_0_55_55 = e2
% 58.90/24.28  																									|
% 58.90/24.28  																										| Equations (386) can reduce 304 to:
% 58.90/24.28  																										| (266) $false
% 58.90/24.28  																										|
% 58.90/24.28  																										|-The branch is then unsatisfiable
% 58.90/24.28  																									|-Branch two:
% 58.90/24.28  																									| (304)  ~ (all_0_55_55 = e2)
% 58.90/24.28  																									| (2051) all_0_55_55 = e4 | all_0_55_55 = e3 | all_0_55_55 = e1 | all_0_55_55 = e0
% 58.90/24.28  																									|
% 58.90/24.28  																										+-Applying beta-rule and splitting (595), into two cases.
% 58.90/24.28  																										|-Branch one:
% 58.90/24.28  																										| (545) all_0_46_46 = e1
% 58.90/24.28  																										|
% 58.90/24.28  																											| Combining equations (1557,545) yields a new equation:
% 58.90/24.28  																											| (454) e3 = e1
% 58.90/24.28  																											|
% 58.90/24.28  																											| Simplifying 454 yields:
% 58.90/24.28  																											| (455) e3 = e1
% 58.90/24.28  																											|
% 58.90/24.28  																											| Equations (455) can reduce 213 to:
% 58.90/24.28  																											| (266) $false
% 58.90/24.28  																											|
% 58.90/24.28  																											|-The branch is then unsatisfiable
% 58.90/24.28  																										|-Branch two:
% 58.90/24.28  																										| (549)  ~ (all_0_46_46 = e1)
% 58.90/24.28  																										| (600) all_0_50_50 = e1 | all_0_55_55 = e1
% 58.90/24.28  																										|
% 58.90/24.28  																											+-Applying beta-rule and splitting (600), into two cases.
% 58.90/24.28  																											|-Branch one:
% 58.90/24.28  																											| (601) all_0_50_50 = e1
% 58.90/24.28  																											|
% 58.90/24.28  																												| Combining equations (378,601) yields a new equation:
% 58.90/24.28  																												| (616) e2 = e1
% 58.90/24.28  																												|
% 58.90/24.28  																												| Simplifying 616 yields:
% 58.90/24.28  																												| (617) e2 = e1
% 58.90/24.28  																												|
% 58.90/24.28  																												| Equations (617) can reduce 122 to:
% 58.90/24.28  																												| (266) $false
% 58.90/24.28  																												|
% 58.90/24.28  																												|-The branch is then unsatisfiable
% 58.90/24.28  																											|-Branch two:
% 58.90/24.28  																											| (759)  ~ (all_0_50_50 = e1)
% 58.90/24.28  																											| (629) all_0_55_55 = e1
% 58.90/24.28  																											|
% 58.90/24.28  																												| Equations (629) can reduce 153 to:
% 58.90/24.28  																												| (465)  ~ (all_0_56_56 = e1)
% 58.90/24.28  																												|
% 58.90/24.28  																												| Simplifying 465 yields:
% 58.90/24.28  																												| (466)  ~ (all_0_56_56 = e1)
% 58.90/24.28  																												|
% 58.90/24.28  																												| Equations (629) can reduce 763 to:
% 58.90/24.28  																												| (602)  ~ (e4 = e1)
% 58.90/24.28  																												|
% 58.90/24.28  																												| Simplifying 602 yields:
% 58.90/24.28  																												| (110)  ~ (e4 = e1)
% 58.90/24.28  																												|
% 58.90/24.28  																												| Equations (629) can reduce 304 to:
% 58.90/24.28  																												| (604)  ~ (e2 = e1)
% 58.90/24.28  																												|
% 58.90/24.28  																												| Simplifying 604 yields:
% 58.90/24.28  																												| (122)  ~ (e2 = e1)
% 58.90/24.28  																												|
% 58.90/24.28  																												| From (629) and (74) follows:
% 58.90/24.28  																												| (6587) op(e0, e3) = e1
% 58.90/24.28  																												|
% 58.90/24.28  																												+-Applying beta-rule and splitting (171), into two cases.
% 58.90/24.28  																												|-Branch one:
% 58.90/24.28  																												| (265) all_0_54_54 = e4
% 58.90/24.28  																												|
% 58.90/24.28  																													| Combining equations (268,265) yields a new equation:
% 58.90/24.28  																													| (425) e4 = e3
% 58.90/24.28  																													|
% 58.90/24.28  																													| Equations (425) can reduce 188 to:
% 58.90/24.28  																													| (266) $false
% 58.90/24.28  																													|
% 58.90/24.28  																													|-The branch is then unsatisfiable
% 58.90/24.28  																												|-Branch two:
% 58.90/24.28  																												| (258)  ~ (all_0_54_54 = e4)
% 58.90/24.28  																												| (575) all_0_55_55 = e4 | all_0_56_56 = e4 | all_0_57_57 = e4 | all_0_58_58 = e4
% 58.90/24.28  																												|
% 58.90/24.28  																													+-Applying beta-rule and splitting (575), into two cases.
% 58.90/24.28  																													|-Branch one:
% 58.90/24.28  																													| (587) all_0_55_55 = e4
% 58.90/24.28  																													|
% 58.90/24.28  																														| Combining equations (629,587) yields a new equation:
% 58.90/24.28  																														| (630) e4 = e1
% 58.90/24.28  																														|
% 58.90/24.28  																														| Equations (630) can reduce 110 to:
% 58.90/24.28  																														| (266) $false
% 58.90/24.28  																														|
% 58.90/24.28  																														|-The branch is then unsatisfiable
% 58.90/24.28  																													|-Branch two:
% 58.90/24.28  																													| (763)  ~ (all_0_55_55 = e4)
% 58.90/24.28  																													| (764) all_0_56_56 = e4 | all_0_57_57 = e4 | all_0_58_58 = e4
% 58.90/24.28  																													|
% 58.90/24.28  																														+-Applying beta-rule and splitting (764), into two cases.
% 58.90/24.28  																														|-Branch one:
% 58.90/24.28  																														| (842) all_0_56_56 = e4
% 58.90/24.28  																														|
% 58.90/24.28  																															| Equations (842) can reduce 236 to:
% 58.90/24.28  																															| (1890)  ~ (all_0_42_42 = e4)
% 58.90/24.28  																															|
% 58.90/24.28  																															| Equations (842) can reduce 272 to:
% 58.90/24.28  																															| (188)  ~ (e4 = e3)
% 58.90/24.28  																															|
% 58.90/24.28  																															| Equations (842) can reduce 466 to:
% 58.90/24.28  																															| (110)  ~ (e4 = e1)
% 58.90/24.28  																															|
% 58.90/24.28  																															| From (842) and (111) follows:
% 58.90/24.28  																															| (2154) op(e0, e2) = e4
% 58.90/24.28  																															|
% 58.90/24.28  																															+-Applying beta-rule and splitting (113), into two cases.
% 58.90/24.28  																															|-Branch one:
% 58.90/24.28  																															| (403) all_0_41_41 = e3
% 58.90/24.28  																															|
% 58.90/24.28  																																| Combining equations (437,403) yields a new equation:
% 58.90/24.28  																																| (424) e4 = e3
% 58.90/24.28  																																|
% 58.90/24.28  																																| Simplifying 424 yields:
% 58.90/24.28  																																| (425) e4 = e3
% 58.90/24.28  																																|
% 58.90/24.29  																																| Equations (425) can reduce 188 to:
% 58.90/24.29  																																| (266) $false
% 58.90/24.29  																																|
% 58.90/24.29  																																|-The branch is then unsatisfiable
% 58.90/24.29  																															|-Branch two:
% 58.90/24.29  																															| (1898)  ~ (all_0_41_41 = e3)
% 58.90/24.29  																															| (1899) all_0_42_42 = e3 | all_0_44_44 = e3
% 58.90/24.29  																															|
% 58.90/24.29  																																| Equations (437) can reduce 1898 to:
% 58.90/24.29  																																| (188)  ~ (e4 = e3)
% 58.90/24.29  																																|
% 58.90/24.29  																																+-Applying beta-rule and splitting (26), into two cases.
% 58.90/24.29  																																|-Branch one:
% 58.90/24.29  																																| (446) all_0_44_44 = e4
% 58.90/24.29  																																|
% 58.90/24.29  																																	| Equations (446) can reduce 1390 to:
% 58.90/24.29  																																	| (266) $false
% 58.90/24.29  																																	|
% 58.90/24.29  																																	|-The branch is then unsatisfiable
% 58.90/24.29  																																|-Branch two:
% 58.90/24.29  																																| (1390)  ~ (all_0_44_44 = e4)
% 58.90/24.29  																																| (1391) all_0_44_44 = e3 | all_0_44_44 = e1 | all_0_44_44 = e0
% 58.90/24.29  																																|
% 58.90/24.29  																																	+-Applying beta-rule and splitting (184), into two cases.
% 58.90/24.29  																																	|-Branch one:
% 58.90/24.29  																																	| (538) all_0_46_46 = e0
% 58.90/24.29  																																	|
% 58.90/24.29  																																		| Combining equations (1557,538) yields a new equation:
% 58.90/24.29  																																		| (675) e3 = e0
% 58.90/24.29  																																		|
% 58.90/24.29  																																		| Simplifying 675 yields:
% 58.90/24.29  																																		| (676) e3 = e0
% 58.90/24.29  																																		|
% 58.90/24.29  																																		| Equations (676) can reduce 80 to:
% 58.90/24.29  																																		| (266) $false
% 58.90/24.29  																																		|
% 58.90/24.29  																																		|-The branch is then unsatisfiable
% 58.90/24.29  																																	|-Branch two:
% 58.90/24.29  																																	| (831)  ~ (all_0_46_46 = e0)
% 58.90/24.29  																																	| (832) all_0_47_47 = e0 | all_0_48_48 = e0 | all_0_49_49 = e0
% 58.90/24.29  																																	|
% 58.90/24.29  																																		+-Applying beta-rule and splitting (131), into two cases.
% 58.90/24.29  																																		|-Branch one:
% 58.90/24.29  																																		| (459) all_0_42_42 = e1
% 58.90/24.29  																																		|
% 58.90/24.29  																																			| Equations (459) can reduce 1380 to:
% 58.90/24.29  																																			| (266) $false
% 58.90/24.29  																																			|
% 58.90/24.29  																																			|-The branch is then unsatisfiable
% 58.90/24.29  																																		|-Branch two:
% 58.90/24.29  																																		| (1380)  ~ (all_0_42_42 = e1)
% 58.90/24.29  																																		| (3259) all_0_47_47 = e1 | all_0_51_51 = e1 | all_0_56_56 = e1
% 58.90/24.29  																																		|
% 58.90/24.29  																																			+-Applying beta-rule and splitting (160), into two cases.
% 58.90/24.29  																																			|-Branch one:
% 58.90/24.29  																																			| (601) all_0_50_50 = e1
% 58.90/24.29  																																			|
% 58.90/24.29  																																				| Combining equations (378,601) yields a new equation:
% 58.90/24.29  																																				| (616) e2 = e1
% 58.90/24.29  																																				|
% 58.90/24.29  																																				| Simplifying 616 yields:
% 58.90/24.29  																																				| (617) e2 = e1
% 58.90/24.29  																																				|
% 58.90/24.29  																																				| Equations (617) can reduce 122 to:
% 58.90/24.29  																																				| (266) $false
% 58.90/24.29  																																				|
% 58.90/24.29  																																				|-The branch is then unsatisfiable
% 58.90/24.29  																																			|-Branch two:
% 58.90/24.29  																																			| (759)  ~ (all_0_50_50 = e1)
% 58.90/24.29  																																			| (1168) all_0_51_51 = e1 | all_0_52_52 = e1 | all_0_53_53 = e1
% 58.90/24.29  																																			|
% 58.90/24.29  																																				+-Applying beta-rule and splitting (180), into two cases.
% 58.90/24.29  																																				|-Branch one:
% 58.90/24.29  																																				| (516) all_0_42_42 = e3
% 58.90/24.29  																																				|
% 58.90/24.29  																																					| Equations (516) can reduce 61 to:
% 58.90/24.29  																																					| (1925)  ~ (all_0_51_51 = e3)
% 58.90/24.29  																																					|
% 58.90/24.29  																																					| Simplifying 1925 yields:
% 58.90/24.29  																																					| (664)  ~ (all_0_51_51 = e3)
% 58.90/24.29  																																					|
% 58.90/24.29  																																					| Equations (516) can reduce 1380 to:
% 58.90/24.29  																																					| (213)  ~ (e3 = e1)
% 58.90/24.29  																																					|
% 58.90/24.29  																																					+-Applying beta-rule and splitting (418), into two cases.
% 58.90/24.29  																																					|-Branch one:
% 58.90/24.29  																																					| (660) all_0_51_51 = e3
% 58.90/24.29  																																					|
% 58.90/24.29  																																						| Equations (660) can reduce 664 to:
% 58.90/24.29  																																						| (266) $false
% 58.90/24.29  																																						|
% 58.90/24.29  																																						|-The branch is then unsatisfiable
% 58.90/24.29  																																					|-Branch two:
% 58.90/24.29  																																					| (664)  ~ (all_0_51_51 = e3)
% 58.90/24.29  																																					| (665) all_0_53_53 = e3
% 58.90/24.29  																																					|
% 58.90/24.29  																																						| Equations (665) can reduce 220 to:
% 58.90/24.29  																																						| (407)  ~ (all_0_44_44 = e3)
% 58.90/24.29  																																						|
% 58.90/24.29  																																						| Equations (665) can reduce 6 to:
% 58.90/24.29  																																						| (664)  ~ (all_0_51_51 = e3)
% 58.90/24.29  																																						|
% 58.90/24.29  																																						+-Applying beta-rule and splitting (1391), into two cases.
% 58.90/24.29  																																						|-Branch one:
% 58.90/24.29  																																						| (1414) all_0_44_44 = e0
% 58.90/24.29  																																						|
% 58.90/24.29  																																							| Equations (1414) can reduce 9 to:
% 58.90/24.29  																																							| (486)  ~ (all_0_49_49 = e0)
% 58.90/24.29  																																							|
% 58.90/24.29  																																							| Simplifying 486 yields:
% 58.90/24.29  																																							| (487)  ~ (all_0_49_49 = e0)
% 58.90/24.29  																																							|
% 58.90/24.29  																																							| Equations (1414) can reduce 147 to:
% 58.90/24.29  																																							| (365)  ~ (e2 = e0)
% 58.90/24.29  																																							|
% 58.90/24.29  																																							| Simplifying 365 yields:
% 58.90/24.29  																																							| (128)  ~ (e2 = e0)
% 58.90/24.29  																																							|
% 58.90/24.29  																																							| Equations (1414) can reduce 639 to:
% 58.90/24.29  																																							| (435)  ~ (e1 = e0)
% 58.90/24.29  																																							|
% 58.90/24.29  																																							| Simplifying 435 yields:
% 58.90/24.29  																																							| (233)  ~ (e1 = e0)
% 58.90/24.29  																																							|
% 58.90/24.29  																																							+-Applying beta-rule and splitting (832), into two cases.
% 58.90/24.29  																																							|-Branch one:
% 58.90/24.29  																																							| (674) all_0_47_47 = e0
% 58.90/24.29  																																							|
% 58.90/24.29  																																								| Equations (674) can reduce 86 to:
% 58.90/24.29  																																								| (486)  ~ (all_0_49_49 = e0)
% 58.90/24.29  																																								|
% 58.90/24.29  																																								| Simplifying 486 yields:
% 58.90/24.29  																																								| (487)  ~ (all_0_49_49 = e0)
% 58.90/24.29  																																								|
% 58.90/24.29  																																								+-Applying beta-rule and splitting (7), into two cases.
% 58.90/24.29  																																								|-Branch one:
% 58.90/24.29  																																								| (504) all_0_51_51 = e2
% 58.90/24.29  																																								|
% 58.90/24.29  																																									| Equations (504) can reduce 1099 to:
% 58.90/24.29  																																									| (266) $false
% 58.90/24.29  																																									|
% 58.90/24.29  																																									|-The branch is then unsatisfiable
% 58.90/24.29  																																								|-Branch two:
% 58.90/24.29  																																								| (1099)  ~ (all_0_51_51 = e2)
% 58.90/24.29  																																								| (1100) all_0_51_51 = e4 | all_0_51_51 = e3 | all_0_51_51 = e1
% 58.90/24.29  																																								|
% 58.90/24.29  																																									+-Applying beta-rule and splitting (112), into two cases.
% 58.90/24.29  																																									|-Branch one:
% 58.90/24.29  																																									| (635) all_0_44_44 = e1
% 58.90/24.29  																																									|
% 58.90/24.29  																																										| Combining equations (635,1414) yields a new equation:
% 58.90/24.29  																																										| (546) e1 = e0
% 58.90/24.29  																																										|
% 58.90/24.29  																																										| Simplifying 546 yields:
% 58.90/24.29  																																										| (431) e1 = e0
% 58.90/24.29  																																										|
% 58.90/24.29  																																										| Equations (431) can reduce 233 to:
% 58.90/24.29  																																										| (266) $false
% 58.90/24.29  																																										|
% 58.90/24.29  																																										|-The branch is then unsatisfiable
% 58.90/24.29  																																									|-Branch two:
% 58.90/24.29  																																									| (639)  ~ (all_0_44_44 = e1)
% 58.90/24.29  																																									| (640) all_0_49_49 = e1 | all_0_53_53 = e1 | all_0_58_58 = e1
% 58.90/24.29  																																									|
% 58.90/24.29  																																										+-Applying beta-rule and splitting (135), into two cases.
% 58.90/24.29  																																										|-Branch one:
% 58.90/24.29  																																										| (545) all_0_46_46 = e1
% 58.90/24.29  																																										|
% 58.90/24.29  																																											| Combining equations (1557,545) yields a new equation:
% 58.90/24.29  																																											| (454) e3 = e1
% 58.90/24.29  																																											|
% 58.90/24.29  																																											| Simplifying 454 yields:
% 58.90/24.29  																																											| (455) e3 = e1
% 58.90/24.29  																																											|
% 58.90/24.29  																																											| Equations (455) can reduce 213 to:
% 58.90/24.29  																																											| (266) $false
% 58.90/24.29  																																											|
% 58.90/24.29  																																											|-The branch is then unsatisfiable
% 58.90/24.29  																																										|-Branch two:
% 58.90/24.29  																																										| (549)  ~ (all_0_46_46 = e1)
% 58.90/24.29  																																										| (550) all_0_47_47 = e1 | all_0_48_48 = e1 | all_0_49_49 = e1
% 58.90/24.29  																																										|
% 58.90/24.29  																																											| Equations (1557) can reduce 549 to:
% 58.90/24.29  																																											| (213)  ~ (e3 = e1)
% 58.90/24.29  																																											|
% 58.90/24.29  																																											+-Applying beta-rule and splitting (1168), into two cases.
% 58.90/24.29  																																											|-Branch one:
% 58.90/24.29  																																											| (1109) all_0_51_51 = e1
% 58.90/24.29  																																											|
% 58.90/24.29  																																												| Equations (1109) can reduce 664 to:
% 58.90/24.29  																																												| (467)  ~ (e3 = e1)
% 58.90/24.29  																																												|
% 58.90/24.29  																																												| Simplifying 467 yields:
% 58.90/24.29  																																												| (213)  ~ (e3 = e1)
% 58.90/24.29  																																												|
% 58.90/24.29  																																												| Equations (1109) can reduce 1099 to:
% 58.90/24.29  																																												| (604)  ~ (e2 = e1)
% 58.90/24.29  																																												|
% 58.90/24.29  																																												| Simplifying 604 yields:
% 58.90/24.29  																																												| (122)  ~ (e2 = e1)
% 58.90/24.29  																																												|
% 58.90/24.29  																																												+-Applying beta-rule and splitting (640), into two cases.
% 58.90/24.29  																																												|-Branch one:
% 58.90/24.29  																																												| (671) all_0_49_49 = e1
% 58.90/24.29  																																												|
% 58.90/24.29  																																													| Equations (671) can reduce 487 to:
% 58.90/24.29  																																													| (233)  ~ (e1 = e0)
% 58.90/24.29  																																													|
% 58.90/24.29  																																													+-Applying beta-rule and splitting (56), into two cases.
% 58.90/24.29  																																													|-Branch one:
% 58.90/24.29  																																													| (696) unit = e2
% 58.90/24.29  																																													|
% 58.90/24.29  																																														| From (696) and (211) follows:
% 58.90/24.29  																																														| (1612) op(e2, e1) = e1
% 58.90/24.29  																																														|
% 58.90/24.29  																																														| From (696) and (227) follows:
% 58.90/24.29  																																														| (4284) op(e4, e2) = e4
% 58.90/24.29  																																														|
% 58.90/24.29  																																														| From (696) and (42) follows:
% 58.90/24.29  																																														| (1613) op(e0, e2) = e0
% 58.90/24.29  																																														|
% 58.90/24.29  																																														| Instantiating formula (29) with e4, e2, e4, e2 and discharging atoms op(e4, e2) = e4, op(e4, e2) = e2, yields:
% 58.90/24.29  																																														| (323) e4 = e2
% 58.90/24.29  																																														|
% 58.90/24.29  																																														| Instantiating formula (29) with e2, e1, e1, e2 and discharging atoms op(e2, e1) = e2, op(e2, e1) = e1, yields:
% 58.90/24.29  																																														| (617) e2 = e1
% 58.90/24.29  																																														|
% 58.90/24.29  																																														| Instantiating formula (29) with e0, e2, e0, e4 and discharging atoms op(e0, e2) = e4, op(e0, e2) = e0, yields:
% 58.90/24.29  																																														| (397) e4 = e0
% 58.90/24.29  																																														|
% 58.90/24.29  																																														| Combining equations (323,397) yields a new equation:
% 58.90/24.29  																																														| (391) e2 = e0
% 58.90/24.29  																																														|
% 58.90/24.29  																																														| Simplifying 391 yields:
% 58.90/24.29  																																														| (330) e2 = e0
% 58.90/24.29  																																														|
% 58.90/24.29  																																														| Combining equations (617,330) yields a new equation:
% 58.90/24.29  																																														| (546) e1 = e0
% 58.90/24.29  																																														|
% 58.90/24.29  																																														| Simplifying 546 yields:
% 58.90/24.29  																																														| (431) e1 = e0
% 58.90/24.29  																																														|
% 58.90/24.29  																																														| Equations (431) can reduce 233 to:
% 58.90/24.29  																																														| (266) $false
% 58.90/24.29  																																														|
% 58.90/24.29  																																														|-The branch is then unsatisfiable
% 58.90/24.29  																																													|-Branch two:
% 58.90/24.29  																																													| (707)  ~ (unit = e2)
% 58.90/24.29  																																													| (708) unit = e4 | unit = e3 | unit = e1 | unit = e0
% 58.90/24.29  																																													|
% 58.90/24.29  																																														+-Applying beta-rule and splitting (708), into two cases.
% 58.90/24.29  																																														|-Branch one:
% 58.90/24.29  																																														| (709) unit = e4
% 58.90/24.29  																																														|
% 58.90/24.29  																																															| From (709) and (211) follows:
% 58.90/24.29  																																															| (22527) op(e4, e1) = e1
% 58.90/24.29  																																															|
% 58.90/24.29  																																															| From (709) and (42) follows:
% 58.90/24.29  																																															| (713) op(e0, e4) = e0
% 58.90/24.29  																																															|
% 58.90/24.29  																																															| Instantiating formula (29) with e4, e1, e1, e3 and discharging atoms op(e4, e1) = e3, op(e4, e1) = e1, yields:
% 58.90/24.29  																																															| (455) e3 = e1
% 58.90/24.29  																																															|
% 58.90/24.29  																																															| Instantiating formula (29) with e0, e4, e0, e3 and discharging atoms op(e0, e4) = e3, op(e0, e4) = e0, yields:
% 58.90/24.29  																																															| (676) e3 = e0
% 58.90/24.29  																																															|
% 58.90/24.29  																																															| Combining equations (455,676) yields a new equation:
% 58.90/24.29  																																															| (546) e1 = e0
% 58.90/24.29  																																															|
% 58.90/24.29  																																															| Simplifying 546 yields:
% 58.90/24.29  																																															| (431) e1 = e0
% 58.90/24.29  																																															|
% 58.90/24.29  																																															| Equations (431) can reduce 233 to:
% 58.90/24.29  																																															| (266) $false
% 58.90/24.29  																																															|
% 58.90/24.29  																																															|-The branch is then unsatisfiable
% 58.90/24.29  																																														|-Branch two:
% 58.90/24.29  																																														| (724)  ~ (unit = e4)
% 58.90/24.29  																																														| (725) unit = e3 | unit = e1 | unit = e0
% 58.90/24.29  																																														|
% 58.90/24.29  																																															+-Applying beta-rule and splitting (725), into two cases.
% 58.90/24.29  																																															|-Branch one:
% 58.90/24.29  																																															| (726) unit = e0
% 58.90/24.29  																																															|
% 58.90/24.29  																																																| From (726) and (244) follows:
% 58.90/24.29  																																																| (2207) op(e0, e4) = e4
% 58.90/24.29  																																																|
% 58.90/24.29  																																																| From (726) and (24) follows:
% 58.90/24.29  																																																| (2208) op(e0, e3) = e3
% 58.90/24.29  																																																|
% 58.90/24.29  																																																| From (726) and (15) follows:
% 58.90/24.29  																																																| (1508) op(e0, e2) = e2
% 58.90/24.29  																																																|
% 58.90/24.29  																																																| From (726) and (42) follows:
% 58.90/24.29  																																																| (728) op(e0, e0) = e0
% 58.90/24.29  																																																|
% 58.90/24.29  																																																| Instantiating formula (29) with e0, e4, e4, e3 and discharging atoms op(e0, e4) = e4, op(e0, e4) = e3, yields:
% 58.90/24.29  																																																| (425) e4 = e3
% 58.90/24.29  																																																|
% 58.90/24.29  																																																| Instantiating formula (29) with e0, e3, e3, e1 and discharging atoms op(e0, e3) = e3, op(e0, e3) = e1, yields:
% 58.90/24.29  																																																| (455) e3 = e1
% 58.90/24.29  																																																|
% 58.90/24.29  																																																| Instantiating formula (29) with e0, e2, e2, e4 and discharging atoms op(e0, e2) = e4, op(e0, e2) = e2, yields:
% 58.90/24.29  																																																| (323) e4 = e2
% 58.90/24.29  																																																|
% 58.90/24.29  																																																| Instantiating formula (29) with e0, e0, e0, e2 and discharging atoms op(e0, e0) = e2, op(e0, e0) = e0, yields:
% 58.90/24.29  																																																| (330) e2 = e0
% 58.90/24.29  																																																|
% 58.90/24.29  																																																| Combining equations (323,425) yields a new equation:
% 58.90/24.29  																																																| (662) e3 = e2
% 58.90/24.29  																																																|
% 58.90/24.29  																																																| Combining equations (662,455) yields a new equation:
% 58.90/24.29  																																																| (616) e2 = e1
% 58.90/24.29  																																																|
% 58.90/24.29  																																																| Simplifying 616 yields:
% 58.90/24.29  																																																| (617) e2 = e1
% 58.90/24.29  																																																|
% 58.90/24.29  																																																| Combining equations (617,330) yields a new equation:
% 58.90/24.29  																																																| (546) e1 = e0
% 58.90/24.29  																																																|
% 58.90/24.29  																																																| Simplifying 546 yields:
% 58.90/24.29  																																																| (431) e1 = e0
% 58.90/24.29  																																																|
% 58.90/24.29  																																																| Equations (431) can reduce 233 to:
% 58.90/24.29  																																																| (266) $false
% 58.90/24.29  																																																|
% 58.90/24.29  																																																|-The branch is then unsatisfiable
% 58.90/24.29  																																															|-Branch two:
% 58.90/24.29  																																															| (734)  ~ (unit = e0)
% 58.90/24.29  																																															| (735) unit = e3 | unit = e1
% 58.90/24.29  																																															|
% 58.90/24.29  																																																+-Applying beta-rule and splitting (735), into two cases.
% 58.90/24.29  																																																|-Branch one:
% 58.90/24.29  																																																| (736) unit = e1
% 58.90/24.29  																																																|
% 58.90/24.29  																																																	| Equations (736) can reduce 734 to:
% 58.90/24.29  																																																	| (233)  ~ (e1 = e0)
% 58.90/24.29  																																																	|
% 58.90/24.29  																																																	| From (736) and (244) follows:
% 58.90/24.29  																																																	| (738) op(e1, e4) = e4
% 58.90/24.29  																																																	|
% 58.90/24.29  																																																	| From (736) and (227) follows:
% 58.90/24.29  																																																	| (739) op(e4, e1) = e4
% 58.90/24.29  																																																	|
% 58.90/24.29  																																																	| From (736) and (40) follows:
% 58.90/24.29  																																																	| (1652) op(e3, e1) = e3
% 58.90/24.29  																																																	|
% 58.90/24.29  																																																	| Instantiating formula (29) with e4, e1, e4, e3 and discharging atoms op(e4, e1) = e4, op(e4, e1) = e3, yields:
% 58.90/24.29  																																																	| (425) e4 = e3
% 58.90/24.29  																																																	|
% 58.90/24.29  																																																	| Instantiating formula (29) with e3, e1, e3, e1 and discharging atoms op(e3, e1) = e3, op(e3, e1) = e1, yields:
% 58.90/24.29  																																																	| (455) e3 = e1
% 58.90/24.29  																																																	|
% 58.90/24.29  																																																	| Instantiating formula (29) with e1, e4, e4, e0 and discharging atoms op(e1, e4) = e4, op(e1, e4) = e0, yields:
% 58.90/24.29  																																																	| (397) e4 = e0
% 58.90/24.29  																																																	|
% 58.90/24.29  																																																	| Combining equations (425,397) yields a new equation:
% 58.90/24.29  																																																	| (675) e3 = e0
% 58.90/24.29  																																																	|
% 58.90/24.29  																																																	| Simplifying 675 yields:
% 58.90/24.29  																																																	| (676) e3 = e0
% 58.90/24.29  																																																	|
% 58.90/24.29  																																																	| Combining equations (676,455) yields a new equation:
% 58.90/24.29  																																																	| (431) e1 = e0
% 58.90/24.29  																																																	|
% 58.90/24.29  																																																	| Equations (431) can reduce 233 to:
% 58.90/24.29  																																																	| (266) $false
% 58.90/24.29  																																																	|
% 58.90/24.29  																																																	|-The branch is then unsatisfiable
% 58.90/24.29  																																																|-Branch two:
% 58.90/24.29  																																																| (748)  ~ (unit = e1)
% 58.90/24.29  																																																| (749) unit = e3
% 58.90/24.29  																																																|
% 58.90/24.29  																																																	| From (749) and (244) follows:
% 58.90/24.29  																																																	| (750) op(e3, e4) = e4
% 58.90/24.29  																																																	|
% 58.90/24.29  																																																	| From (749) and (227) follows:
% 58.90/24.29  																																																	| (22570) op(e4, e3) = e4
% 58.90/24.29  																																																	|
% 58.90/24.29  																																																	| From (749) and (28) follows:
% 58.90/24.29  																																																	| (2235) op(e1, e3) = e1
% 58.90/24.29  																																																	|
% 58.90/24.29  																																																	| Instantiating formula (29) with e4, e3, e4, e0 and discharging atoms op(e4, e3) = e4, op(e4, e3) = e0, yields:
% 58.90/24.29  																																																	| (397) e4 = e0
% 58.90/24.29  																																																	|
% 58.90/24.29  																																																	| Instantiating formula (29) with e3, e4, e4, e2 and discharging atoms op(e3, e4) = e4, op(e3, e4) = e2, yields:
% 58.90/24.29  																																																	| (323) e4 = e2
% 58.90/24.29  																																																	|
% 58.90/24.29  																																																	| Instantiating formula (29) with e1, e3, e1, e2 and discharging atoms op(e1, e3) = e2, op(e1, e3) = e1, yields:
% 58.90/24.29  																																																	| (617) e2 = e1
% 58.90/24.29  																																																	|
% 58.90/24.29  																																																	| Combining equations (397,323) yields a new equation:
% 58.90/24.29  																																																	| (330) e2 = e0
% 58.90/24.29  																																																	|
% 58.90/24.29  																																																	| Combining equations (617,330) yields a new equation:
% 58.90/24.29  																																																	| (546) e1 = e0
% 58.90/24.29  																																																	|
% 58.90/24.29  																																																	| Simplifying 546 yields:
% 58.90/24.29  																																																	| (431) e1 = e0
% 58.90/24.29  																																																	|
% 58.90/24.29  																																																	| Equations (431) can reduce 233 to:
% 58.90/24.29  																																																	| (266) $false
% 58.90/24.29  																																																	|
% 58.90/24.29  																																																	|-The branch is then unsatisfiable
% 58.90/24.29  																																												|-Branch two:
% 58.90/24.29  																																												| (1064)  ~ (all_0_49_49 = e1)
% 58.90/24.29  																																												| (2141) all_0_53_53 = e1 | all_0_58_58 = e1
% 58.90/24.29  																																												|
% 58.90/24.29  																																													+-Applying beta-rule and splitting (2141), into two cases.
% 58.90/24.29  																																													|-Branch one:
% 58.90/24.29  																																													| (1208) all_0_53_53 = e1
% 58.90/24.29  																																													|
% 58.90/24.29  																																														| Combining equations (665,1208) yields a new equation:
% 58.90/24.29  																																														| (454) e3 = e1
% 58.90/24.29  																																														|
% 58.90/24.29  																																														| Simplifying 454 yields:
% 58.90/24.29  																																														| (455) e3 = e1
% 58.90/24.29  																																														|
% 58.90/24.29  																																														| Equations (455) can reduce 213 to:
% 58.90/24.29  																																														| (266) $false
% 58.90/24.29  																																														|
% 58.90/24.29  																																														|-The branch is then unsatisfiable
% 58.90/24.29  																																													|-Branch two:
% 58.94/24.29  																																													| (1459)  ~ (all_0_53_53 = e1)
% 58.94/24.29  																																													| (918) all_0_58_58 = e1
% 58.94/24.29  																																													|
% 58.94/24.29  																																														| Combining equations (918,624) yields a new equation:
% 58.94/24.29  																																														| (617) e2 = e1
% 58.94/24.29  																																														|
% 58.94/24.29  																																														| Equations (617) can reduce 122 to:
% 58.94/24.29  																																														| (266) $false
% 58.94/24.29  																																														|
% 58.94/24.29  																																														|-The branch is then unsatisfiable
% 58.94/24.29  																																											|-Branch two:
% 58.94/24.29  																																											| (464)  ~ (all_0_51_51 = e1)
% 58.94/24.29  																																											| (1202) all_0_52_52 = e1 | all_0_53_53 = e1
% 58.94/24.29  																																											|
% 58.94/24.29  																																												+-Applying beta-rule and splitting (1202), into two cases.
% 58.94/24.29  																																												|-Branch one:
% 58.94/24.29  																																												| (642) all_0_52_52 = e1
% 58.94/24.29  																																												|
% 58.94/24.29  																																													| Combining equations (565,642) yields a new equation:
% 58.94/24.29  																																													| (636) e4 = e1
% 58.94/24.29  																																													|
% 58.94/24.29  																																													| Simplifying 636 yields:
% 58.94/24.29  																																													| (630) e4 = e1
% 58.94/24.29  																																													|
% 58.94/24.29  																																													| Equations (630) can reduce 110 to:
% 58.94/24.29  																																													| (266) $false
% 58.94/24.29  																																													|
% 58.94/24.29  																																													|-The branch is then unsatisfiable
% 58.94/24.29  																																												|-Branch two:
% 58.94/24.29  																																												| (646)  ~ (all_0_52_52 = e1)
% 58.94/24.29  																																												| (1208) all_0_53_53 = e1
% 58.94/24.29  																																												|
% 58.94/24.29  																																													| Combining equations (1208,665) yields a new equation:
% 58.94/24.29  																																													| (455) e3 = e1
% 58.94/24.29  																																													|
% 58.94/24.29  																																													| Equations (455) can reduce 213 to:
% 58.94/24.29  																																													| (266) $false
% 58.94/24.29  																																													|
% 58.94/24.29  																																													|-The branch is then unsatisfiable
% 58.94/24.29  																																							|-Branch two:
% 58.94/24.29  																																							| (678)  ~ (all_0_47_47 = e0)
% 58.94/24.29  																																							| (1278) all_0_48_48 = e0 | all_0_49_49 = e0
% 58.94/24.29  																																							|
% 58.94/24.29  																																								+-Applying beta-rule and splitting (1278), into two cases.
% 58.94/24.29  																																								|-Branch one:
% 58.94/24.29  																																								| (1279) all_0_48_48 = e0
% 58.94/24.29  																																								|
% 58.94/24.29  																																									| Combining equations (335,1279) yields a new equation:
% 58.94/24.29  																																									| (391) e2 = e0
% 58.94/24.29  																																									|
% 58.94/24.29  																																									| Simplifying 391 yields:
% 58.94/24.29  																																									| (330) e2 = e0
% 58.94/24.29  																																									|
% 58.94/24.29  																																									| Equations (330) can reduce 128 to:
% 58.94/24.29  																																									| (266) $false
% 58.94/24.29  																																									|
% 58.94/24.29  																																									|-The branch is then unsatisfiable
% 58.94/24.29  																																								|-Branch two:
% 58.94/24.29  																																								| (1283)  ~ (all_0_48_48 = e0)
% 58.94/24.29  																																								| (978) all_0_49_49 = e0
% 58.94/24.29  																																								|
% 58.94/24.29  																																									| Equations (978) can reduce 487 to:
% 58.94/24.29  																																									| (266) $false
% 58.94/24.29  																																									|
% 58.94/24.29  																																									|-The branch is then unsatisfiable
% 58.94/24.29  																																						|-Branch two:
% 58.94/24.29  																																						| (360)  ~ (all_0_44_44 = e0)
% 58.94/24.29  																																						| (1417) all_0_44_44 = e3 | all_0_44_44 = e1
% 58.94/24.29  																																						|
% 58.94/24.29  																																							+-Applying beta-rule and splitting (112), into two cases.
% 58.94/24.29  																																							|-Branch one:
% 58.94/24.29  																																							| (635) all_0_44_44 = e1
% 58.94/24.29  																																							|
% 58.94/24.29  																																								| Equations (635) can reduce 639 to:
% 58.94/24.29  																																								| (266) $false
% 58.94/24.29  																																								|
% 58.94/24.29  																																								|-The branch is then unsatisfiable
% 58.94/24.29  																																							|-Branch two:
% 58.94/24.29  																																							| (639)  ~ (all_0_44_44 = e1)
% 58.94/24.29  																																							| (640) all_0_49_49 = e1 | all_0_53_53 = e1 | all_0_58_58 = e1
% 58.94/24.29  																																							|
% 58.94/24.29  																																								+-Applying beta-rule and splitting (1417), into two cases.
% 58.94/24.29  																																								|-Branch one:
% 58.94/24.29  																																								| (635) all_0_44_44 = e1
% 58.94/24.29  																																								|
% 58.94/24.30  																																									| Equations (635) can reduce 639 to:
% 58.94/24.30  																																									| (266) $false
% 58.94/24.30  																																									|
% 58.94/24.30  																																									|-The branch is then unsatisfiable
% 58.94/24.30  																																								|-Branch two:
% 58.94/24.30  																																								| (639)  ~ (all_0_44_44 = e1)
% 58.94/24.30  																																								| (532) all_0_44_44 = e3
% 58.94/24.30  																																								|
% 58.94/24.30  																																									| Equations (532) can reduce 407 to:
% 58.94/24.30  																																									| (266) $false
% 58.94/24.30  																																									|
% 58.94/24.30  																																									|-The branch is then unsatisfiable
% 58.94/24.30  																																				|-Branch two:
% 58.94/24.30  																																				| (405)  ~ (all_0_42_42 = e3)
% 58.94/24.30  																																				| (521) all_0_47_47 = e3 | all_0_51_51 = e3 | all_0_56_56 = e3
% 58.94/24.30  																																				|
% 58.94/24.30  																																					+-Applying beta-rule and splitting (152), into two cases.
% 58.94/24.30  																																					|-Branch one:
% 58.94/24.30  																																					| (1392) all_0_42_42 = e4
% 58.94/24.30  																																					|
% 58.94/24.30  																																						| Equations (1392) can reduce 1890 to:
% 58.94/24.30  																																						| (266) $false
% 58.94/24.30  																																						|
% 58.94/24.30  																																						|-The branch is then unsatisfiable
% 58.94/24.30  																																					|-Branch two:
% 58.94/24.30  																																					| (1890)  ~ (all_0_42_42 = e4)
% 58.94/24.30  																																					| (1969) all_0_42_42 = e3 | all_0_42_42 = e1 | all_0_42_42 = e0
% 58.94/24.30  																																					|
% 58.94/24.30  																																						+-Applying beta-rule and splitting (521), into two cases.
% 58.94/24.30  																																						|-Branch one:
% 58.94/24.30  																																						| (522) all_0_47_47 = e3
% 58.94/24.30  																																						|
% 58.94/24.30  																																							| Equations (522) can reduce 1091 to:
% 58.94/24.30  																																							| (266) $false
% 58.94/24.30  																																							|
% 58.94/24.30  																																							|-The branch is then unsatisfiable
% 58.94/24.30  																																						|-Branch two:
% 58.94/24.30  																																						| (1091)  ~ (all_0_47_47 = e3)
% 58.94/24.30  																																						| (1092) all_0_51_51 = e3 | all_0_56_56 = e3
% 58.94/24.30  																																						|
% 58.94/24.30  																																							+-Applying beta-rule and splitting (1092), into two cases.
% 58.94/24.30  																																							|-Branch one:
% 58.94/24.30  																																							| (660) all_0_51_51 = e3
% 58.94/24.30  																																							|
% 58.94/24.30  																																								| Equations (660) can reduce 6 to:
% 58.94/24.30  																																								| (1114)  ~ (all_0_53_53 = e3)
% 58.94/24.30  																																								|
% 58.94/24.30  																																								| Simplifying 1114 yields:
% 58.94/24.30  																																								| (903)  ~ (all_0_53_53 = e3)
% 58.94/24.30  																																								|
% 58.94/24.30  																																								| Equations (660) can reduce 1099 to:
% 58.94/24.30  																																								| (212)  ~ (e3 = e2)
% 58.94/24.30  																																								|
% 58.94/24.30  																																								| From (660) and (186) follows:
% 58.94/24.30  																																								| (1552) op(e1, e2) = e3
% 58.94/24.30  																																								|
% 58.94/24.30  																																								+-Applying beta-rule and splitting (189), into two cases.
% 58.94/24.30  																																								|-Branch one:
% 58.94/24.30  																																								| (532) all_0_44_44 = e3
% 58.94/24.30  																																								|
% 58.94/24.30  																																									| Equations (532) can reduce 73 to:
% 58.94/24.30  																																									| (405)  ~ (all_0_42_42 = e3)
% 58.94/24.30  																																									|
% 58.94/24.30  																																									| Equations (532) can reduce 220 to:
% 58.94/24.30  																																									| (1114)  ~ (all_0_53_53 = e3)
% 58.94/24.30  																																									|
% 58.94/24.30  																																									| Simplifying 1114 yields:
% 58.94/24.30  																																									| (903)  ~ (all_0_53_53 = e3)
% 58.94/24.30  																																									|
% 58.94/24.30  																																									| Equations (532) can reduce 639 to:
% 58.94/24.30  																																									| (213)  ~ (e3 = e1)
% 58.94/24.30  																																									|
% 58.94/24.30  																																									+-Applying beta-rule and splitting (1168), into two cases.
% 58.94/24.30  																																									|-Branch one:
% 58.94/24.30  																																									| (1109) all_0_51_51 = e1
% 58.94/24.30  																																									|
% 58.94/24.30  																																										| Combining equations (660,1109) yields a new equation:
% 58.94/24.30  																																										| (454) e3 = e1
% 58.94/24.30  																																										|
% 58.94/24.30  																																										| Simplifying 454 yields:
% 58.94/24.30  																																										| (455) e3 = e1
% 58.94/24.30  																																										|
% 58.94/24.30  																																										| Equations (455) can reduce 213 to:
% 58.94/24.30  																																										| (266) $false
% 58.94/24.30  																																										|
% 58.94/24.30  																																										|-The branch is then unsatisfiable
% 58.94/24.30  																																									|-Branch two:
% 58.94/24.30  																																									| (464)  ~ (all_0_51_51 = e1)
% 58.94/24.30  																																									| (1202) all_0_52_52 = e1 | all_0_53_53 = e1
% 58.94/24.30  																																									|
% 58.94/24.30  																																										+-Applying beta-rule and splitting (196), into two cases.
% 58.94/24.30  																																										|-Branch one:
% 58.94/24.30  																																										| (607) all_0_53_53 = e2
% 58.94/24.30  																																										|
% 58.94/24.30  																																											| Equations (607) can reduce 509 to:
% 58.94/24.30  																																											| (266) $false
% 58.94/24.30  																																											|
% 58.94/24.30  																																											|-The branch is then unsatisfiable
% 58.94/24.30  																																										|-Branch two:
% 58.94/24.30  																																										| (509)  ~ (all_0_53_53 = e2)
% 58.94/24.30  																																										| (610) all_0_53_53 = e4 | all_0_53_53 = e3 | all_0_53_53 = e1
% 58.94/24.30  																																										|
% 58.94/24.30  																																											+-Applying beta-rule and splitting (1202), into two cases.
% 58.94/24.30  																																											|-Branch one:
% 58.94/24.30  																																											| (642) all_0_52_52 = e1
% 58.94/24.30  																																											|
% 58.94/24.30  																																												| Combining equations (642,565) yields a new equation:
% 58.94/24.30  																																												| (630) e4 = e1
% 58.94/24.30  																																												|
% 58.94/24.30  																																												| Equations (630) can reduce 110 to:
% 58.94/24.30  																																												| (266) $false
% 58.94/24.30  																																												|
% 58.94/24.30  																																												|-The branch is then unsatisfiable
% 58.94/24.30  																																											|-Branch two:
% 58.94/24.30  																																											| (646)  ~ (all_0_52_52 = e1)
% 58.94/24.30  																																											| (1208) all_0_53_53 = e1
% 58.94/24.30  																																											|
% 58.94/24.30  																																												| Equations (1208) can reduce 65 to:
% 58.94/24.30  																																												| (1064)  ~ (all_0_49_49 = e1)
% 58.94/24.30  																																												|
% 58.94/24.30  																																												| Equations (1208) can reduce 903 to:
% 58.94/24.30  																																												| (467)  ~ (e3 = e1)
% 58.94/24.30  																																												|
% 58.94/24.30  																																												| Simplifying 467 yields:
% 58.94/24.30  																																												| (213)  ~ (e3 = e1)
% 58.94/24.30  																																												|
% 58.94/24.30  																																												| Equations (1208) can reduce 509 to:
% 58.94/24.30  																																												| (604)  ~ (e2 = e1)
% 58.94/24.30  																																												|
% 58.94/24.30  																																												| Simplifying 604 yields:
% 58.94/24.30  																																												| (122)  ~ (e2 = e1)
% 58.94/24.30  																																												|
% 58.94/24.30  																																												+-Applying beta-rule and splitting (1969), into two cases.
% 58.94/24.30  																																												|-Branch one:
% 58.94/24.30  																																												| (559) all_0_42_42 = e0
% 58.94/24.30  																																												|
% 58.94/24.30  																																													| Equations (559) can reduce 198 to:
% 58.94/24.30  																																													| (1402)  ~ (all_0_47_47 = e0)
% 58.94/24.30  																																													|
% 58.94/24.30  																																													| Simplifying 1402 yields:
% 58.94/24.30  																																													| (678)  ~ (all_0_47_47 = e0)
% 58.94/24.30  																																													|
% 58.94/24.30  																																													| Equations (559) can reduce 51 to:
% 58.94/24.30  																																													| (365)  ~ (e2 = e0)
% 58.94/24.30  																																													|
% 58.94/24.30  																																													| Simplifying 365 yields:
% 58.94/24.30  																																													| (128)  ~ (e2 = e0)
% 58.94/24.30  																																													|
% 58.94/24.30  																																													+-Applying beta-rule and splitting (832), into two cases.
% 58.94/24.30  																																													|-Branch one:
% 58.94/24.30  																																													| (674) all_0_47_47 = e0
% 58.94/24.30  																																													|
% 58.94/24.30  																																														| Equations (674) can reduce 678 to:
% 58.94/24.30  																																														| (266) $false
% 58.94/24.30  																																														|
% 58.94/24.30  																																														|-The branch is then unsatisfiable
% 58.94/24.30  																																													|-Branch two:
% 58.94/24.30  																																													| (678)  ~ (all_0_47_47 = e0)
% 58.94/24.30  																																													| (1278) all_0_48_48 = e0 | all_0_49_49 = e0
% 58.94/24.30  																																													|
% 58.94/24.30  																																														+-Applying beta-rule and splitting (135), into two cases.
% 58.94/24.30  																																														|-Branch one:
% 58.94/24.30  																																														| (545) all_0_46_46 = e1
% 58.94/24.30  																																														|
% 58.94/24.30  																																															| Combining equations (1557,545) yields a new equation:
% 58.94/24.30  																																															| (454) e3 = e1
% 58.94/24.30  																																															|
% 58.94/24.30  																																															| Simplifying 454 yields:
% 58.94/24.30  																																															| (455) e3 = e1
% 58.94/24.30  																																															|
% 58.94/24.30  																																															| Equations (455) can reduce 213 to:
% 58.94/24.30  																																															| (266) $false
% 58.94/24.30  																																															|
% 58.94/24.30  																																															|-The branch is then unsatisfiable
% 58.94/24.30  																																														|-Branch two:
% 58.94/24.30  																																														| (549)  ~ (all_0_46_46 = e1)
% 58.94/24.30  																																														| (550) all_0_47_47 = e1 | all_0_48_48 = e1 | all_0_49_49 = e1
% 58.94/24.30  																																														|
% 58.94/24.30  																																															+-Applying beta-rule and splitting (1278), into two cases.
% 58.94/24.30  																																															|-Branch one:
% 58.94/24.30  																																															| (1279) all_0_48_48 = e0
% 58.94/24.30  																																															|
% 58.94/24.30  																																																| Combining equations (335,1279) yields a new equation:
% 58.94/24.30  																																																| (391) e2 = e0
% 58.94/24.30  																																																|
% 58.94/24.30  																																																| Simplifying 391 yields:
% 58.94/24.30  																																																| (330) e2 = e0
% 58.94/24.30  																																																|
% 58.94/24.30  																																																| Equations (330) can reduce 128 to:
% 58.94/24.30  																																																| (266) $false
% 58.94/24.30  																																																|
% 58.94/24.30  																																																|-The branch is then unsatisfiable
% 58.94/24.30  																																															|-Branch two:
% 58.94/24.30  																																															| (1283)  ~ (all_0_48_48 = e0)
% 58.94/24.30  																																															| (978) all_0_49_49 = e0
% 58.94/24.30  																																															|
% 58.94/24.30  																																																| Equations (978) can reduce 86 to:
% 58.94/24.30  																																																| (678)  ~ (all_0_47_47 = e0)
% 58.94/24.30  																																																|
% 58.94/24.30  																																																| Equations (978) can reduce 1064 to:
% 58.94/24.30  																																																| (435)  ~ (e1 = e0)
% 58.94/24.30  																																																|
% 58.94/24.30  																																																| Simplifying 435 yields:
% 58.94/24.30  																																																| (233)  ~ (e1 = e0)
% 58.94/24.30  																																																|
% 58.94/24.30  																																																+-Applying beta-rule and splitting (550), into two cases.
% 58.94/24.30  																																																|-Branch one:
% 58.94/24.30  																																																| (654) all_0_47_47 = e1
% 58.94/24.30  																																																|
% 58.94/24.30  																																																	| Equations (654) can reduce 678 to:
% 58.94/24.30  																																																	| (233)  ~ (e1 = e0)
% 58.94/24.30  																																																	|
% 58.94/24.30  																																																	+-Applying beta-rule and splitting (56), into two cases.
% 58.94/24.30  																																																	|-Branch one:
% 58.94/24.30  																																																	| (696) unit = e2
% 58.94/24.30  																																																	|
% 58.94/24.30  																																																		| From (696) and (211) follows:
% 58.94/24.30  																																																		| (1612) op(e2, e1) = e1
% 58.94/24.30  																																																		|
% 58.94/24.30  																																																		| From (696) and (227) follows:
% 58.94/24.30  																																																		| (4284) op(e4, e2) = e4
% 58.94/24.30  																																																		|
% 58.94/24.30  																																																		| From (696) and (42) follows:
% 58.94/24.30  																																																		| (1613) op(e0, e2) = e0
% 58.94/24.30  																																																		|
% 58.94/24.30  																																																		| Instantiating formula (29) with e4, e2, e4, e2 and discharging atoms op(e4, e2) = e4, op(e4, e2) = e2, yields:
% 58.94/24.30  																																																		| (323) e4 = e2
% 58.94/24.30  																																																		|
% 58.94/24.30  																																																		| Instantiating formula (29) with e2, e1, e1, e2 and discharging atoms op(e2, e1) = e2, op(e2, e1) = e1, yields:
% 58.94/24.30  																																																		| (617) e2 = e1
% 58.94/24.30  																																																		|
% 58.94/24.30  																																																		| Instantiating formula (29) with e0, e2, e0, e4 and discharging atoms op(e0, e2) = e4, op(e0, e2) = e0, yields:
% 58.94/24.30  																																																		| (397) e4 = e0
% 58.94/24.30  																																																		|
% 58.94/24.30  																																																		| Combining equations (323,397) yields a new equation:
% 58.94/24.30  																																																		| (391) e2 = e0
% 58.94/24.30  																																																		|
% 58.94/24.30  																																																		| Simplifying 391 yields:
% 58.94/24.30  																																																		| (330) e2 = e0
% 58.94/24.30  																																																		|
% 58.94/24.30  																																																		| Combining equations (617,330) yields a new equation:
% 58.94/24.30  																																																		| (546) e1 = e0
% 58.94/24.30  																																																		|
% 58.94/24.30  																																																		| Simplifying 546 yields:
% 58.94/24.30  																																																		| (431) e1 = e0
% 58.94/24.30  																																																		|
% 58.94/24.30  																																																		| Equations (431) can reduce 233 to:
% 58.94/24.30  																																																		| (266) $false
% 58.94/24.30  																																																		|
% 58.94/24.30  																																																		|-The branch is then unsatisfiable
% 58.94/24.30  																																																	|-Branch two:
% 58.94/24.30  																																																	| (707)  ~ (unit = e2)
% 58.94/24.30  																																																	| (708) unit = e4 | unit = e3 | unit = e1 | unit = e0
% 58.94/24.30  																																																	|
% 58.94/24.30  																																																		+-Applying beta-rule and splitting (708), into two cases.
% 58.94/24.30  																																																		|-Branch one:
% 58.94/24.30  																																																		| (709) unit = e4
% 58.94/24.30  																																																		|
% 58.94/24.30  																																																			| From (709) and (211) follows:
% 58.94/24.30  																																																			| (22527) op(e4, e1) = e1
% 58.94/24.30  																																																			|
% 58.94/24.30  																																																			| From (709) and (42) follows:
% 58.94/24.30  																																																			| (713) op(e0, e4) = e0
% 58.94/24.30  																																																			|
% 58.94/24.30  																																																			| Instantiating formula (29) with e4, e1, e1, e3 and discharging atoms op(e4, e1) = e3, op(e4, e1) = e1, yields:
% 58.94/24.30  																																																			| (455) e3 = e1
% 58.94/24.30  																																																			|
% 58.94/24.30  																																																			| Instantiating formula (29) with e0, e4, e0, e3 and discharging atoms op(e0, e4) = e3, op(e0, e4) = e0, yields:
% 58.94/24.30  																																																			| (676) e3 = e0
% 58.94/24.30  																																																			|
% 58.94/24.30  																																																			| Combining equations (455,676) yields a new equation:
% 58.94/24.30  																																																			| (546) e1 = e0
% 58.94/24.30  																																																			|
% 58.94/24.30  																																																			| Simplifying 546 yields:
% 58.94/24.30  																																																			| (431) e1 = e0
% 58.94/24.30  																																																			|
% 58.94/24.30  																																																			| Equations (431) can reduce 233 to:
% 58.94/24.30  																																																			| (266) $false
% 58.94/24.30  																																																			|
% 58.94/24.30  																																																			|-The branch is then unsatisfiable
% 58.94/24.30  																																																		|-Branch two:
% 58.94/24.30  																																																		| (724)  ~ (unit = e4)
% 58.94/24.30  																																																		| (725) unit = e3 | unit = e1 | unit = e0
% 58.94/24.30  																																																		|
% 58.94/24.30  																																																			+-Applying beta-rule and splitting (725), into two cases.
% 58.94/24.30  																																																			|-Branch one:
% 58.94/24.30  																																																			| (726) unit = e0
% 58.94/24.30  																																																			|
% 58.94/24.30  																																																				| From (726) and (244) follows:
% 58.94/24.30  																																																				| (2207) op(e0, e4) = e4
% 58.94/24.30  																																																				|
% 58.94/24.30  																																																				| From (726) and (24) follows:
% 58.94/24.30  																																																				| (2208) op(e0, e3) = e3
% 58.94/24.30  																																																				|
% 58.94/24.30  																																																				| From (726) and (15) follows:
% 58.94/24.30  																																																				| (1508) op(e0, e2) = e2
% 58.94/24.30  																																																				|
% 58.94/24.30  																																																				| From (726) and (42) follows:
% 58.94/24.30  																																																				| (728) op(e0, e0) = e0
% 58.94/24.30  																																																				|
% 58.94/24.30  																																																				| Instantiating formula (29) with e0, e4, e4, e3 and discharging atoms op(e0, e4) = e4, op(e0, e4) = e3, yields:
% 58.94/24.30  																																																				| (425) e4 = e3
% 58.94/24.30  																																																				|
% 58.94/24.30  																																																				| Instantiating formula (29) with e0, e3, e3, e1 and discharging atoms op(e0, e3) = e3, op(e0, e3) = e1, yields:
% 58.94/24.30  																																																				| (455) e3 = e1
% 58.94/24.30  																																																				|
% 58.94/24.30  																																																				| Instantiating formula (29) with e0, e2, e2, e4 and discharging atoms op(e0, e2) = e4, op(e0, e2) = e2, yields:
% 58.94/24.30  																																																				| (323) e4 = e2
% 58.94/24.30  																																																				|
% 58.94/24.30  																																																				| Instantiating formula (29) with e0, e0, e0, e2 and discharging atoms op(e0, e0) = e2, op(e0, e0) = e0, yields:
% 58.94/24.30  																																																				| (330) e2 = e0
% 58.94/24.30  																																																				|
% 58.94/24.30  																																																				| Combining equations (323,425) yields a new equation:
% 58.94/24.30  																																																				| (662) e3 = e2
% 58.94/24.30  																																																				|
% 58.94/24.30  																																																				| Combining equations (662,455) yields a new equation:
% 58.94/24.30  																																																				| (616) e2 = e1
% 58.94/24.30  																																																				|
% 58.94/24.30  																																																				| Simplifying 616 yields:
% 58.94/24.30  																																																				| (617) e2 = e1
% 58.94/24.30  																																																				|
% 58.94/24.30  																																																				| Combining equations (617,330) yields a new equation:
% 58.94/24.30  																																																				| (546) e1 = e0
% 58.94/24.30  																																																				|
% 58.94/24.30  																																																				| Simplifying 546 yields:
% 58.94/24.30  																																																				| (431) e1 = e0
% 58.94/24.30  																																																				|
% 58.94/24.30  																																																				| Equations (431) can reduce 233 to:
% 58.94/24.30  																																																				| (266) $false
% 58.94/24.30  																																																				|
% 58.94/24.30  																																																				|-The branch is then unsatisfiable
% 58.94/24.30  																																																			|-Branch two:
% 58.94/24.30  																																																			| (734)  ~ (unit = e0)
% 58.94/24.30  																																																			| (735) unit = e3 | unit = e1
% 58.94/24.30  																																																			|
% 58.94/24.30  																																																				+-Applying beta-rule and splitting (735), into two cases.
% 58.94/24.30  																																																				|-Branch one:
% 58.94/24.30  																																																				| (736) unit = e1
% 58.94/24.30  																																																				|
% 58.94/24.30  																																																					| Equations (736) can reduce 734 to:
% 58.94/24.30  																																																					| (233)  ~ (e1 = e0)
% 58.94/24.30  																																																					|
% 58.94/24.30  																																																					| From (736) and (244) follows:
% 58.94/24.30  																																																					| (738) op(e1, e4) = e4
% 58.94/24.30  																																																					|
% 58.94/24.30  																																																					| From (736) and (15) follows:
% 58.94/24.30  																																																					| (515) op(e1, e2) = e2
% 58.94/24.30  																																																					|
% 58.94/24.30  																																																					| From (736) and (227) follows:
% 58.94/24.30  																																																					| (739) op(e4, e1) = e4
% 58.94/24.30  																																																					|
% 58.94/24.30  																																																					| From (736) and (28) follows:
% 58.94/24.30  																																																					| (740) op(e1, e1) = e1
% 58.94/24.30  																																																					|
% 58.94/24.30  																																																					| Instantiating formula (29) with e4, e1, e4, e3 and discharging atoms op(e4, e1) = e4, op(e4, e1) = e3, yields:
% 58.94/24.30  																																																					| (425) e4 = e3
% 58.94/24.30  																																																					|
% 58.94/24.30  																																																					| Instantiating formula (29) with e1, e4, e4, e0 and discharging atoms op(e1, e4) = e4, op(e1, e4) = e0, yields:
% 58.94/24.30  																																																					| (397) e4 = e0
% 58.94/24.30  																																																					|
% 58.94/24.30  																																																					| Instantiating formula (29) with e1, e2, e2, e3 and discharging atoms op(e1, e2) = e3, op(e1, e2) = e2, yields:
% 58.94/24.30  																																																					| (662) e3 = e2
% 58.94/24.30  																																																					|
% 58.94/24.30  																																																					| Instantiating formula (29) with e1, e1, e1, e4 and discharging atoms op(e1, e1) = e4, op(e1, e1) = e1, yields:
% 58.94/24.30  																																																					| (630) e4 = e1
% 58.94/24.30  																																																					|
% 58.94/24.30  																																																					| Combining equations (630,425) yields a new equation:
% 58.94/24.30  																																																					| (455) e3 = e1
% 58.94/24.30  																																																					|
% 58.94/24.30  																																																					| Combining equations (397,425) yields a new equation:
% 58.94/24.30  																																																					| (676) e3 = e0
% 58.94/24.30  																																																					|
% 58.94/24.30  																																																					| Combining equations (676,662) yields a new equation:
% 58.94/24.30  																																																					| (330) e2 = e0
% 58.94/24.30  																																																					|
% 58.94/24.30  																																																					| Combining equations (455,662) yields a new equation:
% 58.94/24.30  																																																					| (617) e2 = e1
% 58.94/24.30  																																																					|
% 58.94/24.30  																																																					| Combining equations (617,330) yields a new equation:
% 58.94/24.30  																																																					| (546) e1 = e0
% 58.94/24.30  																																																					|
% 58.94/24.30  																																																					| Simplifying 546 yields:
% 58.94/24.30  																																																					| (431) e1 = e0
% 58.94/24.30  																																																					|
% 58.94/24.30  																																																					| Equations (431) can reduce 233 to:
% 58.94/24.30  																																																					| (266) $false
% 58.94/24.30  																																																					|
% 58.94/24.30  																																																					|-The branch is then unsatisfiable
% 58.94/24.30  																																																				|-Branch two:
% 58.94/24.30  																																																				| (748)  ~ (unit = e1)
% 58.94/24.30  																																																				| (749) unit = e3
% 58.94/24.30  																																																				|
% 58.94/24.30  																																																					| From (749) and (244) follows:
% 58.94/24.30  																																																					| (750) op(e3, e4) = e4
% 58.94/24.30  																																																					|
% 58.94/24.30  																																																					| From (749) and (227) follows:
% 58.94/24.30  																																																					| (22570) op(e4, e3) = e4
% 58.94/24.30  																																																					|
% 58.94/24.30  																																																					| From (749) and (40) follows:
% 58.94/24.30  																																																					| (3715) op(e3, e3) = e3
% 58.94/24.30  																																																					|
% 58.94/24.30  																																																					| From (749) and (28) follows:
% 58.94/24.30  																																																					| (2235) op(e1, e3) = e1
% 58.94/24.30  																																																					|
% 58.94/24.30  																																																					| Instantiating formula (29) with e4, e3, e4, e0 and discharging atoms op(e4, e3) = e4, op(e4, e3) = e0, yields:
% 58.94/24.30  																																																					| (397) e4 = e0
% 58.94/24.30  																																																					|
% 58.94/24.30  																																																					| Instantiating formula (29) with e3, e4, e4, e2 and discharging atoms op(e3, e4) = e4, op(e3, e4) = e2, yields:
% 58.94/24.30  																																																					| (323) e4 = e2
% 58.94/24.30  																																																					|
% 58.94/24.30  																																																					| Instantiating formula (29) with e3, e3, e3, e4 and discharging atoms op(e3, e3) = e4, op(e3, e3) = e3, yields:
% 58.94/24.30  																																																					| (425) e4 = e3
% 58.94/24.30  																																																					|
% 58.94/24.30  																																																					| Instantiating formula (29) with e1, e3, e1, e2 and discharging atoms op(e1, e3) = e2, op(e1, e3) = e1, yields:
% 58.94/24.30  																																																					| (617) e2 = e1
% 58.94/24.30  																																																					|
% 58.94/24.30  																																																					| Combining equations (323,425) yields a new equation:
% 58.94/24.30  																																																					| (662) e3 = e2
% 58.94/24.30  																																																					|
% 58.94/24.30  																																																					| Combining equations (397,425) yields a new equation:
% 58.94/24.30  																																																					| (676) e3 = e0
% 58.94/24.30  																																																					|
% 58.94/24.30  																																																					| Combining equations (662,676) yields a new equation:
% 58.94/24.30  																																																					| (391) e2 = e0
% 58.94/24.30  																																																					|
% 58.94/24.30  																																																					| Simplifying 391 yields:
% 58.94/24.30  																																																					| (330) e2 = e0
% 58.94/24.30  																																																					|
% 58.94/24.30  																																																					| Combining equations (617,330) yields a new equation:
% 58.94/24.30  																																																					| (546) e1 = e0
% 58.94/24.30  																																																					|
% 58.94/24.30  																																																					| Simplifying 546 yields:
% 58.94/24.30  																																																					| (431) e1 = e0
% 58.94/24.30  																																																					|
% 58.94/24.30  																																																					| Equations (431) can reduce 233 to:
% 58.94/24.30  																																																					| (266) $false
% 58.94/24.30  																																																					|
% 58.94/24.30  																																																					|-The branch is then unsatisfiable
% 58.94/24.30  																																																|-Branch two:
% 58.94/24.30  																																																| (462)  ~ (all_0_47_47 = e1)
% 58.94/24.30  																																																| (659) all_0_48_48 = e1 | all_0_49_49 = e1
% 58.94/24.30  																																																|
% 58.94/24.30  																																																	+-Applying beta-rule and splitting (659), into two cases.
% 58.94/24.30  																																																	|-Branch one:
% 58.94/24.30  																																																	| (615) all_0_48_48 = e1
% 58.94/24.30  																																																	|
% 58.94/24.30  																																																		| Combining equations (335,615) yields a new equation:
% 58.94/24.30  																																																		| (616) e2 = e1
% 58.94/24.30  																																																		|
% 58.94/24.30  																																																		| Simplifying 616 yields:
% 58.94/24.30  																																																		| (617) e2 = e1
% 58.94/24.30  																																																		|
% 58.94/24.30  																																																		| Equations (617) can reduce 122 to:
% 58.94/24.30  																																																		| (266) $false
% 58.94/24.30  																																																		|
% 58.94/24.30  																																																		|-The branch is then unsatisfiable
% 58.94/24.30  																																																	|-Branch two:
% 58.94/24.30  																																																	| (619)  ~ (all_0_48_48 = e1)
% 58.94/24.30  																																																	| (671) all_0_49_49 = e1
% 58.94/24.30  																																																	|
% 58.94/24.30  																																																		| Combining equations (978,671) yields a new equation:
% 58.94/24.30  																																																		| (431) e1 = e0
% 58.94/24.30  																																																		|
% 58.94/24.30  																																																		| Equations (431) can reduce 233 to:
% 58.94/24.30  																																																		| (266) $false
% 58.94/24.30  																																																		|
% 58.94/24.30  																																																		|-The branch is then unsatisfiable
% 58.94/24.30  																																												|-Branch two:
% 58.94/24.30  																																												| (358)  ~ (all_0_42_42 = e0)
% 58.94/24.30  																																												| (2510) all_0_42_42 = e3 | all_0_42_42 = e1
% 58.94/24.30  																																												|
% 58.94/24.30  																																													+-Applying beta-rule and splitting (2510), into two cases.
% 58.94/24.30  																																													|-Branch one:
% 58.94/24.30  																																													| (459) all_0_42_42 = e1
% 58.94/24.30  																																													|
% 58.94/24.30  																																														| Equations (459) can reduce 1380 to:
% 58.94/24.30  																																														| (266) $false
% 58.94/24.30  																																														|
% 58.94/24.30  																																														|-The branch is then unsatisfiable
% 58.94/24.30  																																													|-Branch two:
% 58.94/24.31  																																													| (1380)  ~ (all_0_42_42 = e1)
% 58.94/24.31  																																													| (516) all_0_42_42 = e3
% 58.94/24.31  																																													|
% 58.94/24.31  																																														| Equations (516) can reduce 405 to:
% 58.94/24.31  																																														| (266) $false
% 58.94/24.31  																																														|
% 58.94/24.31  																																														|-The branch is then unsatisfiable
% 58.94/24.31  																																								|-Branch two:
% 58.94/24.31  																																								| (407)  ~ (all_0_44_44 = e3)
% 58.94/24.31  																																								| (537) all_0_49_49 = e3 | all_0_53_53 = e3 | all_0_58_58 = e3
% 58.94/24.31  																																								|
% 58.94/24.31  																																									+-Applying beta-rule and splitting (537), into two cases.
% 58.94/24.31  																																									|-Branch one:
% 58.94/24.31  																																									| (884) all_0_49_49 = e3
% 58.94/24.31  																																									|
% 58.94/24.31  																																										| Equations (884) can reduce 525 to:
% 58.94/24.31  																																										| (266) $false
% 58.94/24.31  																																										|
% 58.94/24.31  																																										|-The branch is then unsatisfiable
% 58.94/24.31  																																									|-Branch two:
% 58.94/24.31  																																									| (525)  ~ (all_0_49_49 = e3)
% 58.94/24.31  																																									| (887) all_0_53_53 = e3 | all_0_58_58 = e3
% 58.94/24.31  																																									|
% 58.94/24.31  																																										+-Applying beta-rule and splitting (887), into two cases.
% 58.94/24.31  																																										|-Branch one:
% 58.94/24.31  																																										| (665) all_0_53_53 = e3
% 58.94/24.31  																																										|
% 58.94/24.31  																																											| Equations (665) can reduce 903 to:
% 58.94/24.31  																																											| (266) $false
% 58.94/24.31  																																											|
% 58.94/24.31  																																											|-The branch is then unsatisfiable
% 58.94/24.31  																																										|-Branch two:
% 58.94/24.31  																																										| (903)  ~ (all_0_53_53 = e3)
% 58.94/24.31  																																										| (795) all_0_58_58 = e3
% 58.94/24.31  																																										|
% 58.94/24.31  																																											| Combining equations (795,624) yields a new equation:
% 58.94/24.31  																																											| (661) e3 = e2
% 58.94/24.31  																																											|
% 58.94/24.31  																																											| Simplifying 661 yields:
% 58.94/24.31  																																											| (662) e3 = e2
% 58.94/24.31  																																											|
% 58.94/24.31  																																											| Equations (662) can reduce 212 to:
% 58.94/24.31  																																											| (266) $false
% 58.94/24.31  																																											|
% 58.94/24.31  																																											|-The branch is then unsatisfiable
% 58.94/24.31  																																							|-Branch two:
% 58.94/24.31  																																							| (664)  ~ (all_0_51_51 = e3)
% 58.94/24.31  																																							| (1097) all_0_56_56 = e3
% 58.94/24.31  																																							|
% 58.94/24.31  																																								| Combining equations (842,1097) yields a new equation:
% 58.94/24.31  																																								| (424) e4 = e3
% 58.94/24.31  																																								|
% 58.94/24.31  																																								| Simplifying 424 yields:
% 58.94/24.31  																																								| (425) e4 = e3
% 58.94/24.31  																																								|
% 58.94/24.31  																																								| Equations (425) can reduce 188 to:
% 58.94/24.31  																																								| (266) $false
% 58.94/24.31  																																								|
% 58.94/24.31  																																								|-The branch is then unsatisfiable
% 58.94/24.31  																														|-Branch two:
% 58.94/24.31  																														| (477)  ~ (all_0_56_56 = e4)
% 58.94/24.31  																														| (935) all_0_57_57 = e4 | all_0_58_58 = e4
% 58.94/24.31  																														|
% 58.94/24.31  																															+-Applying beta-rule and splitting (164), into two cases.
% 58.94/24.31  																															|-Branch one:
% 58.94/24.31  																															| (471) all_0_39_39 = e4
% 58.94/24.31  																															|
% 58.94/24.31  																																| Combining equations (471,317) yields a new equation:
% 58.94/24.31  																																| (322) e4 = e2
% 58.94/24.31  																																|
% 58.94/24.31  																																| Simplifying 322 yields:
% 58.94/24.31  																																| (323) e4 = e2
% 58.94/24.31  																																|
% 58.94/24.31  																																| Equations (323) can reduce 48 to:
% 58.94/24.31  																																| (266) $false
% 58.94/24.31  																																|
% 58.94/24.31  																																|-The branch is then unsatisfiable
% 58.94/24.31  																															|-Branch two:
% 58.94/24.31  																															| (1377)  ~ (all_0_39_39 = e4)
% 58.94/24.31  																															| (2115) all_0_42_42 = e4 | all_0_47_47 = e4 | all_0_51_51 = e4 | all_0_56_56 = e4
% 58.94/24.31  																															|
% 58.94/24.31  																																| Equations (317) can reduce 1377 to:
% 58.94/24.31  																																| (327)  ~ (e4 = e2)
% 58.94/24.31  																																|
% 58.94/24.31  																																| Simplifying 327 yields:
% 58.94/24.31  																																| (48)  ~ (e4 = e2)
% 58.94/24.31  																																|
% 58.94/24.31  																																+-Applying beta-rule and splitting (935), into two cases.
% 58.94/24.31  																																|-Branch one:
% 58.94/24.31  																																| (871) all_0_57_57 = e4
% 58.94/24.31  																																|
% 58.94/24.31  																																	| Combining equations (875,871) yields a new equation:
% 58.94/24.31  																																	| (397) e4 = e0
% 58.94/24.31  																																	|
% 58.94/24.31  																																	| Equations (397) can reduce 49 to:
% 58.94/24.31  																																	| (266) $false
% 58.94/24.31  																																	|
% 58.94/24.31  																																	|-The branch is then unsatisfiable
% 58.94/24.31  																																|-Branch two:
% 58.94/24.31  																																| (839)  ~ (all_0_57_57 = e4)
% 58.94/24.31  																																| (910) all_0_58_58 = e4
% 58.94/24.31  																																|
% 58.94/24.31  																																	| Combining equations (624,910) yields a new equation:
% 58.94/24.31  																																	| (323) e4 = e2
% 58.94/24.31  																																	|
% 58.94/24.31  																																	| Equations (323) can reduce 48 to:
% 58.94/24.31  																																	| (266) $false
% 58.94/24.31  																																	|
% 58.94/24.31  																																	|-The branch is then unsatisfiable
% 58.94/24.31  																								|-Branch two:
% 58.94/24.31  																								| (440)  ~ (all_0_41_41 = e4)
% 58.94/24.31  																								| (4049) all_0_41_41 = e3 | all_0_41_41 = e1 | all_0_41_41 = e0
% 58.94/24.31  																								|
% 58.94/24.31  																									+-Applying beta-rule and splitting (4049), into two cases.
% 58.94/24.31  																									|-Branch one:
% 58.94/24.31  																									| (794) all_0_41_41 = e0
% 58.94/24.31  																									|
% 58.94/24.31  																										| Equations (794) can reduce 357 to:
% 58.94/24.31  																										| (266) $false
% 58.94/24.31  																										|
% 58.94/24.31  																										|-The branch is then unsatisfiable
% 58.94/24.31  																									|-Branch two:
% 58.94/24.31  																									| (357)  ~ (all_0_41_41 = e0)
% 58.94/24.31  																									| (4053) all_0_41_41 = e3 | all_0_41_41 = e1
% 58.94/24.31  																									|
% 58.94/24.31  																										+-Applying beta-rule and splitting (4053), into two cases.
% 58.94/24.31  																										|-Branch one:
% 58.94/24.31  																										| (453) all_0_41_41 = e1
% 58.94/24.31  																										|
% 58.94/24.31  																											| Equations (453) can reduce 457 to:
% 58.94/24.31  																											| (266) $false
% 58.94/24.31  																											|
% 58.94/24.31  																											|-The branch is then unsatisfiable
% 58.94/24.31  																										|-Branch two:
% 58.94/24.31  																										| (457)  ~ (all_0_41_41 = e1)
% 58.94/24.31  																										| (403) all_0_41_41 = e3
% 58.94/24.31  																										|
% 58.94/24.31  																											| Equations (403) can reduce 1898 to:
% 58.94/24.31  																											| (266) $false
% 58.94/24.31  																											|
% 58.94/24.31  																											|-The branch is then unsatisfiable
% 58.94/24.31  																						|-Branch two:
% 58.94/24.31  																						| (409)  ~ (all_0_46_46 = e3)
% 58.94/24.31  																						| (4042) all_0_50_50 = e3 | all_0_55_55 = e3
% 58.94/24.31  																						|
% 58.94/24.31  																							+-Applying beta-rule and splitting (4042), into two cases.
% 58.94/24.31  																							|-Branch one:
% 58.94/24.31  																							| (415) all_0_50_50 = e3
% 58.94/24.31  																							|
% 58.94/24.31  																								| Combining equations (378,415) yields a new equation:
% 58.94/24.31  																								| (662) e3 = e2
% 58.94/24.31  																								|
% 58.94/24.31  																								| Equations (662) can reduce 212 to:
% 58.94/24.31  																								| (266) $false
% 58.94/24.31  																								|
% 58.94/24.31  																								|-The branch is then unsatisfiable
% 58.94/24.31  																							|-Branch two:
% 58.94/24.31  																							| (411)  ~ (all_0_50_50 = e3)
% 58.94/24.31  																							| (2336) all_0_55_55 = e3
% 58.94/24.31  																							|
% 58.94/24.31  																								| Equations (2336) can reduce 270 to:
% 58.94/24.31  																								| (266) $false
% 58.94/24.31  																								|
% 58.94/24.31  																								|-The branch is then unsatisfiable
% 58.94/24.31  																|-Branch two:
% 58.94/24.31  																| (302)  ~ (all_0_50_50 = e2)
% 58.94/24.31  																| (381) all_0_51_51 = e2 | all_0_52_52 = e2 | all_0_53_53 = e2
% 58.94/24.31  																|
% 58.94/24.31  																	+-Applying beta-rule and splitting (117), into two cases.
% 58.94/24.31  																	|-Branch one:
% 58.94/24.31  																	| (292) all_0_38_38 = e2
% 58.94/24.31  																	|
% 58.94/24.31  																		| Combining equations (292,329) yields a new equation:
% 58.94/24.31  																		| (391) e2 = e0
% 58.94/24.31  																		|
% 58.94/24.31  																		| Simplifying 391 yields:
% 58.94/24.31  																		| (330) e2 = e0
% 58.94/24.31  																		|
% 58.94/24.31  																		| Equations (330) can reduce 128 to:
% 58.94/24.31  																		| (266) $false
% 58.94/24.31  																		|
% 58.94/24.31  																		|-The branch is then unsatisfiable
% 58.94/24.31  																	|-Branch two:
% 58.94/24.31  																	| (9600)  ~ (all_0_38_38 = e2)
% 58.94/24.31  																	| (24424) all_0_46_46 = e2 | all_0_50_50 = e2 | all_0_55_55 = e2
% 58.94/24.31  																	|
% 58.94/24.31  																		+-Applying beta-rule and splitting (24424), into two cases.
% 58.94/24.31  																		|-Branch one:
% 58.94/24.31  																		| (1794) all_0_46_46 = e2
% 58.94/24.31  																		|
% 58.94/24.31  																			| Equations (1794) can reduce 300 to:
% 58.94/24.31  																			| (266) $false
% 58.94/24.31  																			|
% 58.94/24.31  																			|-The branch is then unsatisfiable
% 58.94/24.31  																		|-Branch two:
% 58.94/24.31  																		| (300)  ~ (all_0_46_46 = e2)
% 58.94/24.31  																		| (24428) all_0_50_50 = e2 | all_0_55_55 = e2
% 58.94/24.31  																		|
% 58.94/24.31  																			+-Applying beta-rule and splitting (24428), into two cases.
% 58.94/24.31  																			|-Branch one:
% 58.94/24.31  																			| (378) all_0_50_50 = e2
% 58.94/24.31  																			|
% 58.94/24.31  																				| Equations (378) can reduce 302 to:
% 58.94/24.31  																				| (266) $false
% 58.94/24.31  																				|
% 58.94/24.31  																				|-The branch is then unsatisfiable
% 58.94/24.31  																			|-Branch two:
% 58.94/24.31  																			| (302)  ~ (all_0_50_50 = e2)
% 58.94/24.31  																			| (386) all_0_55_55 = e2
% 58.94/24.31  																			|
% 58.94/24.31  																				| Equations (386) can reduce 58 to:
% 58.94/24.31  																				| (300)  ~ (all_0_46_46 = e2)
% 58.94/24.31  																				|
% 58.94/24.31  																				| Equations (386) can reduce 3 to:
% 58.94/24.31  																				| (1186)  ~ (all_0_58_58 = e2)
% 58.94/24.31  																				|
% 58.94/24.31  																				| Simplifying 1186 yields:
% 58.94/24.31  																				| (908)  ~ (all_0_58_58 = e2)
% 58.94/24.31  																				|
% 58.94/24.31  																				| Equations (386) can reduce 270 to:
% 58.94/24.31  																				| (626)  ~ (e3 = e2)
% 58.94/24.31  																				|
% 58.94/24.31  																				| Simplifying 626 yields:
% 58.94/24.31  																				| (212)  ~ (e3 = e2)
% 58.94/24.31  																				|
% 58.94/24.31  																				+-Applying beta-rule and splitting (158), into two cases.
% 58.94/24.31  																				|-Branch one:
% 58.94/24.31  																				| (313) all_0_40_40 = e2
% 58.94/24.31  																				|
% 58.94/24.31  																					| Combining equations (1378,313) yields a new equation:
% 58.94/24.31  																					| (322) e4 = e2
% 58.94/24.31  																					|
% 58.94/24.31  																					| Simplifying 322 yields:
% 58.94/24.31  																					| (323) e4 = e2
% 58.94/24.31  																					|
% 58.94/24.31  																					| Equations (323) can reduce 48 to:
% 58.94/24.31  																					| (266) $false
% 58.94/24.31  																					|
% 58.94/24.31  																					|-The branch is then unsatisfiable
% 58.94/24.31  																				|-Branch two:
% 58.94/24.31  																				| (296)  ~ (all_0_40_40 = e2)
% 58.94/24.31  																				| (377) all_0_49_49 = e2 | all_0_53_53 = e2 | all_0_58_58 = e2
% 58.94/24.31  																				|
% 58.94/24.31  																					| Equations (1378) can reduce 296 to:
% 58.94/24.31  																					| (48)  ~ (e4 = e2)
% 58.94/24.31  																					|
% 58.94/24.31  																					+-Applying beta-rule and splitting (62), into two cases.
% 58.94/24.31  																					|-Branch one:
% 58.94/24.31  																					| (321) all_0_38_38 = e4
% 58.94/24.31  																					|
% 58.94/24.31  																						| Combining equations (321,329) yields a new equation:
% 58.94/24.31  																						| (481) e4 = e0
% 58.94/24.31  																						|
% 58.94/24.31  																						| Simplifying 481 yields:
% 58.94/24.31  																						| (397) e4 = e0
% 58.94/24.31  																						|
% 58.94/24.31  																						| Equations (397) can reduce 49 to:
% 58.94/24.31  																						| (266) $false
% 58.94/24.31  																						|
% 58.94/24.31  																						|-The branch is then unsatisfiable
% 58.94/24.31  																					|-Branch two:
% 58.94/24.31  																					| (325)  ~ (all_0_38_38 = e4)
% 58.94/24.31  																					| (582) all_0_41_41 = e4 | all_0_46_46 = e4 | all_0_50_50 = e4 | all_0_55_55 = e4
% 58.94/24.31  																					|
% 58.94/24.31  																						| Equations (329) can reduce 325 to:
% 58.94/24.31  																						| (401)  ~ (e4 = e0)
% 58.94/24.31  																						|
% 58.94/24.31  																						| Simplifying 401 yields:
% 58.94/24.31  																						| (49)  ~ (e4 = e0)
% 58.94/24.31  																						|
% 58.94/24.31  																						+-Applying beta-rule and splitting (171), into two cases.
% 58.94/24.31  																						|-Branch one:
% 58.94/24.31  																						| (265) all_0_54_54 = e4
% 58.94/24.31  																						|
% 58.94/24.31  																							| Combining equations (265,268) yields a new equation:
% 58.94/24.31  																							| (424) e4 = e3
% 58.94/24.31  																							|
% 58.94/24.31  																							| Simplifying 424 yields:
% 58.94/24.31  																							| (425) e4 = e3
% 58.94/24.31  																							|
% 58.94/24.31  																							| Equations (425) can reduce 188 to:
% 58.94/24.31  																							| (266) $false
% 58.94/24.31  																							|
% 58.94/24.31  																							|-The branch is then unsatisfiable
% 58.94/24.31  																						|-Branch two:
% 58.94/24.31  																						| (258)  ~ (all_0_54_54 = e4)
% 58.94/24.31  																						| (575) all_0_55_55 = e4 | all_0_56_56 = e4 | all_0_57_57 = e4 | all_0_58_58 = e4
% 58.94/24.31  																						|
% 58.94/24.31  																							+-Applying beta-rule and splitting (377), into two cases.
% 58.94/24.31  																							|-Branch one:
% 58.94/24.31  																							| (583) all_0_49_49 = e2
% 58.94/24.31  																							|
% 58.94/24.31  																								| Equations (583) can reduce 340 to:
% 58.94/24.31  																								| (266) $false
% 58.94/24.31  																								|
% 58.94/24.31  																								|-The branch is then unsatisfiable
% 58.94/24.31  																							|-Branch two:
% 58.94/24.31  																							| (340)  ~ (all_0_49_49 = e2)
% 58.94/24.31  																							| (614) all_0_53_53 = e2 | all_0_58_58 = e2
% 58.94/24.31  																							|
% 58.94/24.31  																								+-Applying beta-rule and splitting (575), into two cases.
% 58.94/24.31  																								|-Branch one:
% 58.94/24.31  																								| (587) all_0_55_55 = e4
% 58.94/24.31  																								|
% 58.94/24.31  																									| Combining equations (386,587) yields a new equation:
% 58.94/24.31  																									| (323) e4 = e2
% 58.94/24.31  																									|
% 58.94/24.31  																									| Equations (323) can reduce 48 to:
% 58.94/24.31  																									| (266) $false
% 58.94/24.31  																									|
% 58.94/24.31  																									|-The branch is then unsatisfiable
% 58.94/24.31  																								|-Branch two:
% 58.94/24.31  																								| (763)  ~ (all_0_55_55 = e4)
% 58.94/24.31  																								| (764) all_0_56_56 = e4 | all_0_57_57 = e4 | all_0_58_58 = e4
% 58.94/24.31  																								|
% 58.94/24.31  																									+-Applying beta-rule and splitting (614), into two cases.
% 58.94/24.31  																									|-Branch one:
% 58.94/24.31  																									| (607) all_0_53_53 = e2
% 58.94/24.31  																									|
% 58.94/24.31  																										| Equations (607) can reduce 220 to:
% 58.94/24.31  																										| (147)  ~ (all_0_44_44 = e2)
% 58.94/24.31  																										|
% 58.94/24.31  																										| Equations (607) can reduce 65 to:
% 58.94/24.31  																										| (340)  ~ (all_0_49_49 = e2)
% 58.94/24.31  																										|
% 58.94/24.31  																										| Equations (607) can reduce 190 to:
% 58.94/24.31  																										| (302)  ~ (all_0_50_50 = e2)
% 58.94/24.31  																										|
% 58.94/24.31  																										| Equations (607) can reduce 6 to:
% 58.94/24.31  																										| (1099)  ~ (all_0_51_51 = e2)
% 58.94/24.31  																										|
% 58.94/24.31  																										| Equations (607) can reduce 10 to:
% 58.94/24.31  																										| (1186)  ~ (all_0_58_58 = e2)
% 58.94/24.31  																										|
% 58.94/24.31  																										| Simplifying 1186 yields:
% 58.94/24.31  																										| (908)  ~ (all_0_58_58 = e2)
% 58.94/24.31  																										|
% 58.94/24.31  																										| Equations (607) can reduce 247 to:
% 58.94/24.31  																										| (128)  ~ (e2 = e0)
% 58.94/24.31  																										|
% 58.94/24.31  																										| From (607) and (84) follows:
% 58.94/24.31  																										| (2566) op(e1, e0) = e2
% 58.94/24.31  																										|
% 58.94/24.31  																										+-Applying beta-rule and splitting (108), into two cases.
% 58.94/24.31  																										|-Branch one:
% 58.94/24.31  																										| (624) all_0_58_58 = e2
% 58.94/24.31  																										|
% 58.94/24.31  																											| Equations (624) can reduce 908 to:
% 58.94/24.31  																											| (266) $false
% 58.94/24.31  																											|
% 58.94/24.31  																											|-The branch is then unsatisfiable
% 58.94/24.31  																										|-Branch two:
% 58.94/24.31  																										| (908)  ~ (all_0_58_58 = e2)
% 58.94/24.31  																										| (909) all_0_58_58 = e4 | all_0_58_58 = e3 | all_0_58_58 = e1 | all_0_58_58 = e0
% 58.94/24.31  																										|
% 58.94/24.31  																											+-Applying beta-rule and splitting (764), into two cases.
% 58.94/24.31  																											|-Branch one:
% 58.94/24.31  																											| (842) all_0_56_56 = e4
% 58.94/24.31  																											|
% 58.94/24.31  																												| Equations (842) can reduce 236 to:
% 58.94/24.31  																												| (1890)  ~ (all_0_42_42 = e4)
% 58.94/24.31  																												|
% 58.94/24.31  																												| Equations (842) can reduce 16 to:
% 58.94/24.31  																												| (475)  ~ (all_0_51_51 = e4)
% 58.94/24.31  																												|
% 58.94/24.31  																												| Equations (842) can reduce 44 to:
% 58.94/24.31  																												| (450)  ~ (all_0_58_58 = e4)
% 58.94/24.31  																												|
% 58.94/24.31  																												| Simplifying 450 yields:
% 58.94/24.31  																												| (451)  ~ (all_0_58_58 = e4)
% 58.94/24.31  																												|
% 58.94/24.31  																												| Equations (842) can reduce 272 to:
% 58.94/24.31  																												| (188)  ~ (e4 = e3)
% 58.94/24.31  																												|
% 58.94/24.31  																												| From (842) and (111) follows:
% 58.94/24.31  																												| (2154) op(e0, e2) = e4
% 58.94/24.31  																												|
% 58.94/24.31  																												+-Applying beta-rule and splitting (216), into two cases.
% 58.94/24.31  																												|-Branch one:
% 58.94/24.31  																												| (629) all_0_55_55 = e1
% 58.94/24.31  																												|
% 58.94/24.31  																													| Combining equations (629,386) yields a new equation:
% 58.94/24.31  																													| (617) e2 = e1
% 58.94/24.31  																													|
% 58.94/24.31  																													| Equations (617) can reduce 122 to:
% 58.94/24.31  																													| (266) $false
% 58.94/24.31  																													|
% 58.94/24.31  																													|-The branch is then unsatisfiable
% 58.94/24.31  																												|-Branch two:
% 58.94/24.31  																												| (632)  ~ (all_0_55_55 = e1)
% 58.94/24.31  																												| (633) all_0_56_56 = e1 | all_0_57_57 = e1 | all_0_58_58 = e1
% 58.94/24.31  																												|
% 58.94/24.31  																													+-Applying beta-rule and splitting (64), into two cases.
% 58.94/24.31  																													|-Branch one:
% 58.94/24.31  																													| (437) all_0_41_41 = e4
% 58.94/24.31  																													|
% 58.94/24.31  																														| Equations (437) can reduce 214 to:
% 58.94/24.31  																														| (1901)  ~ (all_0_42_42 = e4)
% 58.94/24.31  																														|
% 58.94/24.31  																														| Simplifying 1901 yields:
% 58.94/24.31  																														| (1890)  ~ (all_0_42_42 = e4)
% 58.94/24.31  																														|
% 58.94/24.31  																														| Equations (437) can reduce 149 to:
% 58.94/24.31  																														| (1903)  ~ (all_0_44_44 = e4)
% 58.94/24.31  																														|
% 58.94/24.31  																														| Simplifying 1903 yields:
% 58.94/24.31  																														| (1390)  ~ (all_0_44_44 = e4)
% 58.94/24.31  																														|
% 58.94/24.31  																														| Equations (437) can reduce 43 to:
% 58.94/24.31  																														| (249)  ~ (all_0_46_46 = e4)
% 58.94/24.31  																														|
% 58.94/24.31  																														| Simplifying 249 yields:
% 58.94/24.31  																														| (250)  ~ (all_0_46_46 = e4)
% 58.94/24.31  																														|
% 58.94/24.31  																														| Equations (437) can reduce 221 to:
% 58.94/24.31  																														| (1907)  ~ (all_0_50_50 = e4)
% 58.94/24.31  																														|
% 58.94/24.31  																														| Simplifying 1907 yields:
% 58.94/24.31  																														| (566)  ~ (all_0_50_50 = e4)
% 58.94/24.31  																														|
% 58.94/24.31  																														| Equations (437) can reduce 457 to:
% 58.94/24.31  																														| (110)  ~ (e4 = e1)
% 58.94/24.31  																														|
% 58.94/24.31  																														| Equations (437) can reduce 357 to:
% 58.94/24.31  																														| (49)  ~ (e4 = e0)
% 58.94/24.31  																														|
% 58.94/24.31  																														| From (437) and (219) follows:
% 58.94/24.31  																														| (1913) op(e3, e3) = e4
% 58.94/24.31  																														|
% 58.94/24.31  																														+-Applying beta-rule and splitting (633), into two cases.
% 58.94/24.31  																														|-Branch one:
% 58.94/24.31  																														| (1569) all_0_56_56 = e1
% 58.94/24.31  																														|
% 58.94/24.31  																															| Combining equations (842,1569) yields a new equation:
% 58.94/24.31  																															| (636) e4 = e1
% 58.94/24.31  																															|
% 58.94/24.31  																															| Simplifying 636 yields:
% 58.94/24.31  																															| (630) e4 = e1
% 58.94/24.31  																															|
% 58.94/24.31  																															| Equations (630) can reduce 110 to:
% 58.94/24.31  																															| (266) $false
% 58.94/24.31  																															|
% 58.94/24.32  																															|-The branch is then unsatisfiable
% 58.94/24.32  																														|-Branch two:
% 58.94/24.32  																														| (466)  ~ (all_0_56_56 = e1)
% 58.94/24.32  																														| (1574) all_0_57_57 = e1 | all_0_58_58 = e1
% 58.94/24.32  																														|
% 58.94/24.32  																															+-Applying beta-rule and splitting (1574), into two cases.
% 58.94/24.32  																															|-Branch one:
% 58.94/24.32  																															| (647) all_0_57_57 = e1
% 58.94/24.32  																															|
% 58.94/24.32  																																| Combining equations (647,875) yields a new equation:
% 58.94/24.32  																																| (546) e1 = e0
% 58.94/24.32  																																|
% 58.94/24.32  																																| Simplifying 546 yields:
% 58.94/24.32  																																| (431) e1 = e0
% 58.94/24.32  																																|
% 58.94/24.32  																																| Equations (431) can reduce 233 to:
% 58.94/24.32  																																| (266) $false
% 58.94/24.32  																																|
% 58.94/24.32  																																|-The branch is then unsatisfiable
% 58.94/24.32  																															|-Branch two:
% 58.94/24.32  																															| (1670)  ~ (all_0_57_57 = e1)
% 58.94/24.32  																															| (918) all_0_58_58 = e1
% 58.94/24.32  																															|
% 58.94/24.32  																																| Equations (918) can reduce 181 to:
% 58.94/24.32  																																| (639)  ~ (all_0_44_44 = e1)
% 58.94/24.32  																																|
% 58.94/24.32  																																| Equations (918) can reduce 119 to:
% 58.94/24.32  																																| (1064)  ~ (all_0_49_49 = e1)
% 58.94/24.32  																																|
% 58.94/24.32  																																| Equations (918) can reduce 451 to:
% 58.94/24.32  																																| (602)  ~ (e4 = e1)
% 58.94/24.32  																																|
% 58.94/24.32  																																| Simplifying 602 yields:
% 58.94/24.32  																																| (110)  ~ (e4 = e1)
% 58.94/24.32  																																|
% 58.94/24.32  																																| Equations (918) can reduce 908 to:
% 58.94/24.32  																																| (604)  ~ (e2 = e1)
% 58.94/24.32  																																|
% 58.94/24.32  																																| Simplifying 604 yields:
% 58.94/24.32  																																| (122)  ~ (e2 = e1)
% 58.94/24.32  																																|
% 58.94/24.32  																																+-Applying beta-rule and splitting (113), into two cases.
% 58.94/24.32  																																|-Branch one:
% 58.94/24.32  																																| (403) all_0_41_41 = e3
% 58.94/24.32  																																|
% 58.94/24.32  																																	| Combining equations (403,437) yields a new equation:
% 58.94/24.32  																																	| (425) e4 = e3
% 58.94/24.32  																																	|
% 58.94/24.32  																																	| Equations (425) can reduce 188 to:
% 58.94/24.32  																																	| (266) $false
% 58.94/24.32  																																	|
% 58.94/24.32  																																	|-The branch is then unsatisfiable
% 58.94/24.32  																																|-Branch two:
% 58.94/24.32  																																| (1898)  ~ (all_0_41_41 = e3)
% 58.94/24.32  																																| (1899) all_0_42_42 = e3 | all_0_44_44 = e3
% 58.94/24.32  																																|
% 58.94/24.32  																																	| Equations (437) can reduce 1898 to:
% 58.94/24.32  																																	| (188)  ~ (e4 = e3)
% 58.94/24.32  																																	|
% 58.94/24.32  																																	+-Applying beta-rule and splitting (168), into two cases.
% 58.94/24.32  																																	|-Branch one:
% 58.94/24.32  																																	| (415) all_0_50_50 = e3
% 58.94/24.32  																																	|
% 58.94/24.32  																																		| Equations (415) can reduce 35 to:
% 58.94/24.32  																																		| (409)  ~ (all_0_46_46 = e3)
% 58.94/24.32  																																		|
% 58.94/24.32  																																		| Equations (415) can reduce 59 to:
% 58.94/24.32  																																		| (1925)  ~ (all_0_51_51 = e3)
% 58.94/24.32  																																		|
% 58.94/24.32  																																		| Simplifying 1925 yields:
% 58.94/24.32  																																		| (664)  ~ (all_0_51_51 = e3)
% 58.94/24.32  																																		|
% 58.94/24.32  																																		| Equations (415) can reduce 566 to:
% 58.94/24.32  																																		| (277)  ~ (e4 = e3)
% 58.94/24.32  																																		|
% 58.94/24.32  																																		| Simplifying 277 yields:
% 58.94/24.32  																																		| (188)  ~ (e4 = e3)
% 58.94/24.32  																																		|
% 58.94/24.32  																																		| Equations (415) can reduce 121 to:
% 58.94/24.32  																																		| (80)  ~ (e3 = e0)
% 58.94/24.32  																																		|
% 58.94/24.32  																																		| From (415) and (242) follows:
% 58.94/24.32  																																		| (1934) op(e1, e3) = e3
% 58.94/24.32  																																		|
% 58.94/24.32  																																		+-Applying beta-rule and splitting (7), into two cases.
% 58.94/24.32  																																		|-Branch one:
% 58.94/24.32  																																		| (504) all_0_51_51 = e2
% 58.94/24.32  																																		|
% 58.94/24.32  																																			| Equations (504) can reduce 1099 to:
% 58.94/24.32  																																			| (266) $false
% 58.94/24.32  																																			|
% 58.94/24.32  																																			|-The branch is then unsatisfiable
% 58.94/24.32  																																		|-Branch two:
% 58.94/24.32  																																		| (1099)  ~ (all_0_51_51 = e2)
% 58.94/24.32  																																		| (1100) all_0_51_51 = e4 | all_0_51_51 = e3 | all_0_51_51 = e1
% 58.94/24.32  																																		|
% 58.94/24.32  																																			+-Applying beta-rule and splitting (123), into two cases.
% 58.94/24.32  																																			|-Branch one:
% 58.94/24.32  																																			| (1794) all_0_46_46 = e2
% 58.94/24.32  																																			|
% 58.94/24.32  																																				| Equations (1794) can reduce 300 to:
% 58.94/24.32  																																				| (266) $false
% 58.94/24.32  																																				|
% 58.94/24.32  																																				|-The branch is then unsatisfiable
% 58.94/24.32  																																			|-Branch two:
% 58.94/24.32  																																			| (300)  ~ (all_0_46_46 = e2)
% 58.94/24.32  																																			| (1797) all_0_46_46 = e4 | all_0_46_46 = e3 | all_0_46_46 = e1 | all_0_46_46 = e0
% 58.94/24.32  																																			|
% 58.94/24.32  																																				+-Applying beta-rule and splitting (1100), into two cases.
% 58.94/24.32  																																				|-Branch one:
% 58.94/24.32  																																				| (1101) all_0_51_51 = e4
% 58.94/24.32  																																				|
% 58.94/24.32  																																					| Equations (1101) can reduce 475 to:
% 58.94/24.32  																																					| (266) $false
% 58.94/24.32  																																					|
% 58.94/24.32  																																					|-The branch is then unsatisfiable
% 58.94/24.32  																																				|-Branch two:
% 58.94/24.32  																																				| (475)  ~ (all_0_51_51 = e4)
% 58.94/24.32  																																				| (1104) all_0_51_51 = e3 | all_0_51_51 = e1
% 58.94/24.32  																																				|
% 58.94/24.32  																																					+-Applying beta-rule and splitting (1797), into two cases.
% 58.94/24.32  																																					|-Branch one:
% 58.94/24.32  																																					| (770) all_0_46_46 = e4
% 58.94/24.32  																																					|
% 58.94/24.32  																																						| Equations (770) can reduce 250 to:
% 58.94/24.32  																																						| (266) $false
% 58.94/24.32  																																						|
% 58.94/24.32  																																						|-The branch is then unsatisfiable
% 58.94/24.32  																																					|-Branch two:
% 58.94/24.32  																																					| (250)  ~ (all_0_46_46 = e4)
% 58.94/24.32  																																					| (1801) all_0_46_46 = e3 | all_0_46_46 = e1 | all_0_46_46 = e0
% 58.94/24.32  																																					|
% 58.94/24.32  																																						+-Applying beta-rule and splitting (1104), into two cases.
% 58.94/24.32  																																						|-Branch one:
% 58.94/24.32  																																						| (1109) all_0_51_51 = e1
% 58.94/24.32  																																						|
% 58.94/24.32  																																							| Equations (1109) can reduce 61 to:
% 58.94/24.32  																																							| (1380)  ~ (all_0_42_42 = e1)
% 58.94/24.32  																																							|
% 58.94/24.32  																																							| From (1109) and (186) follows:
% 58.94/24.32  																																							| (699) op(e1, e2) = e1
% 58.94/24.32  																																							|
% 58.94/24.32  																																							+-Applying beta-rule and splitting (1801), into two cases.
% 58.94/24.32  																																							|-Branch one:
% 58.94/24.32  																																							| (538) all_0_46_46 = e0
% 58.94/24.32  																																							|
% 58.94/24.32  																																								| Equations (538) can reduce 831 to:
% 58.94/24.32  																																								| (266) $false
% 58.94/24.32  																																								|
% 58.94/24.32  																																								|-The branch is then unsatisfiable
% 58.94/24.32  																																							|-Branch two:
% 58.94/24.32  																																							| (831)  ~ (all_0_46_46 = e0)
% 58.94/24.32  																																							| (1838) all_0_46_46 = e3 | all_0_46_46 = e1
% 58.94/24.32  																																							|
% 58.94/24.32  																																								+-Applying beta-rule and splitting (135), into two cases.
% 58.94/24.32  																																								|-Branch one:
% 58.94/24.32  																																								| (545) all_0_46_46 = e1
% 58.94/24.32  																																								|
% 58.94/24.32  																																									| Equations (545) can reduce 19 to:
% 58.94/24.32  																																									| (461)  ~ (all_0_47_47 = e1)
% 58.94/24.32  																																									|
% 58.94/24.32  																																									| Simplifying 461 yields:
% 58.94/24.32  																																									| (462)  ~ (all_0_47_47 = e1)
% 58.94/24.32  																																									|
% 58.94/24.32  																																									| Equations (545) can reduce 208 to:
% 58.94/24.32  																																									| (1419)  ~ (all_0_49_49 = e1)
% 58.94/24.32  																																									|
% 58.94/24.32  																																									| Simplifying 1419 yields:
% 58.94/24.32  																																									| (1064)  ~ (all_0_49_49 = e1)
% 58.94/24.32  																																									|
% 58.94/24.32  																																									| Equations (545) can reduce 409 to:
% 58.94/24.32  																																									| (467)  ~ (e3 = e1)
% 58.94/24.32  																																									|
% 58.94/24.32  																																									| Simplifying 467 yields:
% 58.94/24.32  																																									| (213)  ~ (e3 = e1)
% 58.94/24.32  																																									|
% 58.94/24.32  																																									| Equations (545) can reduce 831 to:
% 58.94/24.32  																																									| (233)  ~ (e1 = e0)
% 58.94/24.32  																																									|
% 58.94/24.32  																																									| From (545) and (120) follows:
% 58.94/24.32  																																									| (2105) op(e2, e3) = e1
% 58.94/24.32  																																									|
% 58.94/24.32  																																									+-Applying beta-rule and splitting (78), into two cases.
% 58.94/24.32  																																									|-Branch one:
% 58.94/24.32  																																									| (423) all_0_45_45 = e3
% 58.94/24.32  																																									|
% 58.94/24.32  																																										| Combining equations (423,248) yields a new equation:
% 58.94/24.32  																																										| (425) e4 = e3
% 58.94/24.32  																																										|
% 58.94/24.32  																																										| Equations (425) can reduce 188 to:
% 58.94/24.32  																																										| (266) $false
% 58.94/24.32  																																										|
% 58.94/24.32  																																										|-The branch is then unsatisfiable
% 58.94/24.32  																																									|-Branch two:
% 58.94/24.32  																																									| (427)  ~ (all_0_45_45 = e3)
% 58.94/24.32  																																									| (428) all_0_46_46 = e3 | all_0_47_47 = e3 | all_0_49_49 = e3
% 58.94/24.32  																																									|
% 58.94/24.32  																																										| Equations (248) can reduce 427 to:
% 58.94/24.32  																																										| (188)  ~ (e4 = e3)
% 58.94/24.32  																																										|
% 58.94/24.32  																																										+-Applying beta-rule and splitting (26), into two cases.
% 58.94/24.32  																																										|-Branch one:
% 58.94/24.32  																																										| (446) all_0_44_44 = e4
% 58.94/24.32  																																										|
% 58.94/24.32  																																											| Equations (446) can reduce 1390 to:
% 58.94/24.32  																																											| (266) $false
% 58.94/24.32  																																											|
% 58.94/24.32  																																											|-The branch is then unsatisfiable
% 58.94/24.32  																																										|-Branch two:
% 58.94/24.32  																																										| (1390)  ~ (all_0_44_44 = e4)
% 58.94/24.32  																																										| (1391) all_0_44_44 = e3 | all_0_44_44 = e1 | all_0_44_44 = e0
% 58.94/24.32  																																										|
% 58.94/24.32  																																											+-Applying beta-rule and splitting (75), into two cases.
% 58.94/24.32  																																											|-Branch one:
% 58.94/24.32  																																											| (485) all_0_40_40 = e0
% 58.94/24.32  																																											|
% 58.94/24.32  																																												| Combining equations (485,1378) yields a new equation:
% 58.94/24.32  																																												| (397) e4 = e0
% 58.94/24.32  																																												|
% 58.94/24.32  																																												| Equations (397) can reduce 49 to:
% 58.94/24.32  																																												| (266) $false
% 58.94/24.32  																																												|
% 58.94/24.32  																																												|-The branch is then unsatisfiable
% 58.94/24.32  																																											|-Branch two:
% 58.94/24.32  																																											| (1401)  ~ (all_0_40_40 = e0)
% 58.94/24.32  																																											| (1748) all_0_44_44 = e0 | all_0_49_49 = e0 | all_0_58_58 = e0
% 58.94/24.32  																																											|
% 58.94/24.32  																																												| Equations (1378) can reduce 1401 to:
% 58.94/24.32  																																												| (49)  ~ (e4 = e0)
% 58.94/24.32  																																												|
% 58.94/24.32  																																												+-Applying beta-rule and splitting (180), into two cases.
% 58.94/24.32  																																												|-Branch one:
% 58.94/24.32  																																												| (516) all_0_42_42 = e3
% 58.94/24.32  																																												|
% 58.94/24.32  																																													| Equations (516) can reduce 73 to:
% 58.94/24.32  																																													| (406)  ~ (all_0_44_44 = e3)
% 58.94/24.32  																																													|
% 58.94/24.32  																																													| Simplifying 406 yields:
% 58.94/24.32  																																													| (407)  ~ (all_0_44_44 = e3)
% 58.94/24.32  																																													|
% 58.94/24.32  																																													| Equations (516) can reduce 198 to:
% 58.94/24.32  																																													| (2538)  ~ (all_0_47_47 = e3)
% 58.94/24.32  																																													|
% 58.94/24.32  																																													| Simplifying 2538 yields:
% 58.94/24.32  																																													| (1091)  ~ (all_0_47_47 = e3)
% 58.94/24.32  																																													|
% 58.94/24.32  																																													| Equations (516) can reduce 1380 to:
% 58.94/24.32  																																													| (213)  ~ (e3 = e1)
% 58.94/24.32  																																													|
% 58.94/24.32  																																													+-Applying beta-rule and splitting (189), into two cases.
% 58.94/24.32  																																													|-Branch one:
% 58.94/24.32  																																													| (532) all_0_44_44 = e3
% 58.94/24.32  																																													|
% 58.94/24.32  																																														| Equations (532) can reduce 407 to:
% 58.94/24.32  																																														| (266) $false
% 58.94/24.32  																																														|
% 58.94/24.32  																																														|-The branch is then unsatisfiable
% 58.94/24.32  																																													|-Branch two:
% 58.94/24.32  																																													| (407)  ~ (all_0_44_44 = e3)
% 58.94/24.32  																																													| (537) all_0_49_49 = e3 | all_0_53_53 = e3 | all_0_58_58 = e3
% 58.94/24.32  																																													|
% 58.94/24.32  																																														+-Applying beta-rule and splitting (537), into two cases.
% 58.94/24.32  																																														|-Branch one:
% 58.94/24.32  																																														| (884) all_0_49_49 = e3
% 58.94/24.32  																																														|
% 58.94/24.32  																																															| Equations (884) can reduce 9 to:
% 58.94/24.32  																																															| (407)  ~ (all_0_44_44 = e3)
% 58.94/24.32  																																															|
% 58.94/24.32  																																															| Equations (884) can reduce 86 to:
% 58.94/24.32  																																															| (1091)  ~ (all_0_47_47 = e3)
% 58.94/24.32  																																															|
% 58.94/24.32  																																															+-Applying beta-rule and splitting (165), into two cases.
% 58.94/24.32  																																															|-Branch one:
% 58.94/24.32  																																															| (794) all_0_41_41 = e0
% 58.94/24.32  																																															|
% 58.94/24.32  																																																| Combining equations (794,437) yields a new equation:
% 58.94/24.32  																																																| (397) e4 = e0
% 58.94/24.32  																																																|
% 58.94/24.32  																																																| Equations (397) can reduce 49 to:
% 58.94/24.32  																																																| (266) $false
% 58.94/24.32  																																																|
% 58.94/24.32  																																																|-The branch is then unsatisfiable
% 58.94/24.32  																																															|-Branch two:
% 58.94/24.32  																																															| (357)  ~ (all_0_41_41 = e0)
% 58.94/24.32  																																															| (6761) all_0_42_42 = e0 | all_0_43_43 = e0 | all_0_44_44 = e0
% 58.94/24.32  																																															|
% 58.94/24.32  																																																+-Applying beta-rule and splitting (104), into two cases.
% 58.94/24.32  																																																|-Branch one:
% 58.94/24.32  																																																| (480) all_0_39_39 = e0
% 58.94/24.32  																																																|
% 58.94/24.32  																																																	| Combining equations (480,317) yields a new equation:
% 58.94/24.32  																																																	| (330) e2 = e0
% 58.94/24.32  																																																	|
% 58.94/24.32  																																																	| Equations (330) can reduce 128 to:
% 58.94/24.32  																																																	| (266) $false
% 58.94/24.32  																																																	|
% 58.94/24.32  																																																	|-The branch is then unsatisfiable
% 58.94/24.32  																																																|-Branch two:
% 58.94/24.32  																																																| (484)  ~ (all_0_39_39 = e0)
% 58.94/24.32  																																																| (558) all_0_42_42 = e0 | all_0_47_47 = e0 | all_0_56_56 = e0
% 58.94/24.32  																																																|
% 58.94/24.32  																																																	+-Applying beta-rule and splitting (184), into two cases.
% 58.94/24.32  																																																	|-Branch one:
% 58.94/24.32  																																																	| (538) all_0_46_46 = e0
% 58.94/24.32  																																																	|
% 58.94/24.32  																																																		| Combining equations (538,545) yields a new equation:
% 58.94/24.32  																																																		| (431) e1 = e0
% 58.94/24.32  																																																		|
% 58.94/24.32  																																																		| Equations (431) can reduce 233 to:
% 58.94/24.32  																																																		| (266) $false
% 58.94/24.32  																																																		|
% 58.94/24.32  																																																		|-The branch is then unsatisfiable
% 58.94/24.32  																																																	|-Branch two:
% 58.94/24.32  																																																	| (831)  ~ (all_0_46_46 = e0)
% 58.94/24.32  																																																	| (832) all_0_47_47 = e0 | all_0_48_48 = e0 | all_0_49_49 = e0
% 58.94/24.32  																																																	|
% 58.94/24.32  																																																		+-Applying beta-rule and splitting (832), into two cases.
% 58.94/24.32  																																																		|-Branch one:
% 58.94/24.32  																																																		| (674) all_0_47_47 = e0
% 58.94/24.32  																																																		|
% 58.94/24.32  																																																			| Equations (674) can reduce 1091 to:
% 58.94/24.32  																																																			| (541)  ~ (e3 = e0)
% 58.94/24.32  																																																			|
% 58.94/24.32  																																																			| Simplifying 541 yields:
% 58.94/24.32  																																																			| (80)  ~ (e3 = e0)
% 58.94/24.32  																																																			|
% 58.94/24.32  																																																			| Equations (674) can reduce 462 to:
% 58.94/24.32  																																																			| (435)  ~ (e1 = e0)
% 58.94/24.32  																																																			|
% 58.94/24.32  																																																			| Simplifying 435 yields:
% 58.94/24.32  																																																			| (233)  ~ (e1 = e0)
% 58.94/24.32  																																																			|
% 58.94/24.32  																																																			+-Applying beta-rule and splitting (6761), into two cases.
% 58.94/24.32  																																																			|-Branch one:
% 58.94/24.32  																																																			| (559) all_0_42_42 = e0
% 58.94/24.32  																																																			|
% 58.94/24.32  																																																				| Combining equations (559,516) yields a new equation:
% 58.94/24.32  																																																				| (676) e3 = e0
% 58.94/24.32  																																																				|
% 58.94/24.32  																																																				| Equations (676) can reduce 80 to:
% 58.94/24.32  																																																				| (266) $false
% 58.94/24.32  																																																				|
% 58.94/24.32  																																																				|-The branch is then unsatisfiable
% 58.94/24.32  																																																			|-Branch two:
% 58.94/24.32  																																																			| (358)  ~ (all_0_42_42 = e0)
% 58.94/24.32  																																																			| (6766) all_0_43_43 = e0 | all_0_44_44 = e0
% 58.94/24.32  																																																			|
% 58.94/24.32  																																																				+-Applying beta-rule and splitting (1391), into two cases.
% 58.94/24.32  																																																				|-Branch one:
% 58.94/24.32  																																																				| (1414) all_0_44_44 = e0
% 58.94/24.32  																																																				|
% 58.94/24.32  																																																					| Equations (1414) can reduce 639 to:
% 58.94/24.32  																																																					| (435)  ~ (e1 = e0)
% 58.94/24.32  																																																					|
% 58.94/24.32  																																																					| Simplifying 435 yields:
% 58.94/24.32  																																																					| (233)  ~ (e1 = e0)
% 58.94/24.32  																																																					|
% 58.94/24.32  																																																					| From (1414) and (138) follows:
% 58.94/24.32  																																																					| (1667) op(e3, e0) = e0
% 58.94/24.32  																																																					|
% 58.94/24.32  																																																					+-Applying beta-rule and splitting (56), into two cases.
% 58.94/24.32  																																																					|-Branch one:
% 58.94/24.32  																																																					| (696) unit = e2
% 58.94/24.32  																																																					|
% 58.94/24.32  																																																						| From (696) and (211) follows:
% 58.94/24.32  																																																						| (1612) op(e2, e1) = e1
% 58.94/24.32  																																																						|
% 58.94/24.32  																																																						| From (696) and (227) follows:
% 58.94/24.32  																																																						| (4284) op(e4, e2) = e4
% 58.94/24.32  																																																						|
% 58.94/24.32  																																																						| From (696) and (42) follows:
% 58.94/24.32  																																																						| (1613) op(e0, e2) = e0
% 58.94/24.32  																																																						|
% 58.94/24.32  																																																						| Instantiating formula (29) with e4, e2, e4, e2 and discharging atoms op(e4, e2) = e4, op(e4, e2) = e2, yields:
% 58.94/24.32  																																																						| (323) e4 = e2
% 58.94/24.32  																																																						|
% 58.94/24.32  																																																						| Instantiating formula (29) with e2, e1, e1, e2 and discharging atoms op(e2, e1) = e2, op(e2, e1) = e1, yields:
% 58.94/24.32  																																																						| (617) e2 = e1
% 58.94/24.32  																																																						|
% 58.94/24.32  																																																						| Instantiating formula (29) with e0, e2, e0, e4 and discharging atoms op(e0, e2) = e4, op(e0, e2) = e0, yields:
% 58.94/24.32  																																																						| (397) e4 = e0
% 58.94/24.32  																																																						|
% 58.94/24.32  																																																						| Combining equations (323,397) yields a new equation:
% 58.94/24.32  																																																						| (391) e2 = e0
% 58.94/24.32  																																																						|
% 58.94/24.32  																																																						| Simplifying 391 yields:
% 58.94/24.32  																																																						| (330) e2 = e0
% 58.94/24.32  																																																						|
% 58.94/24.32  																																																						| Combining equations (617,330) yields a new equation:
% 58.94/24.32  																																																						| (546) e1 = e0
% 58.94/24.32  																																																						|
% 58.94/24.32  																																																						| Simplifying 546 yields:
% 58.94/24.32  																																																						| (431) e1 = e0
% 58.94/24.32  																																																						|
% 58.94/24.32  																																																						| Equations (431) can reduce 233 to:
% 58.94/24.32  																																																						| (266) $false
% 58.94/24.32  																																																						|
% 58.94/24.32  																																																						|-The branch is then unsatisfiable
% 58.94/24.32  																																																					|-Branch two:
% 58.94/24.32  																																																					| (707)  ~ (unit = e2)
% 58.94/24.32  																																																					| (708) unit = e4 | unit = e3 | unit = e1 | unit = e0
% 58.94/24.32  																																																					|
% 58.94/24.32  																																																						+-Applying beta-rule and splitting (708), into two cases.
% 58.94/24.32  																																																						|-Branch one:
% 58.94/24.32  																																																						| (709) unit = e4
% 58.94/24.32  																																																						|
% 58.94/24.32  																																																							| From (709) and (211) follows:
% 58.94/24.32  																																																							| (22527) op(e4, e1) = e1
% 58.94/24.32  																																																							|
% 58.94/24.32  																																																							| From (709) and (42) follows:
% 58.94/24.32  																																																							| (713) op(e0, e4) = e0
% 58.94/24.32  																																																							|
% 58.94/24.32  																																																							| Instantiating formula (29) with e4, e1, e1, e3 and discharging atoms op(e4, e1) = e3, op(e4, e1) = e1, yields:
% 58.94/24.32  																																																							| (455) e3 = e1
% 58.94/24.32  																																																							|
% 58.94/24.32  																																																							| Instantiating formula (29) with e0, e4, e0, e3 and discharging atoms op(e0, e4) = e3, op(e0, e4) = e0, yields:
% 58.94/24.32  																																																							| (676) e3 = e0
% 58.94/24.32  																																																							|
% 58.94/24.32  																																																							| Combining equations (455,676) yields a new equation:
% 58.94/24.32  																																																							| (546) e1 = e0
% 58.94/24.32  																																																							|
% 58.94/24.32  																																																							| Simplifying 546 yields:
% 58.94/24.32  																																																							| (431) e1 = e0
% 58.94/24.32  																																																							|
% 58.94/24.32  																																																							| Equations (431) can reduce 233 to:
% 58.94/24.32  																																																							| (266) $false
% 58.94/24.32  																																																							|
% 58.94/24.32  																																																							|-The branch is then unsatisfiable
% 58.94/24.32  																																																						|-Branch two:
% 58.94/24.32  																																																						| (724)  ~ (unit = e4)
% 58.94/24.32  																																																						| (725) unit = e3 | unit = e1 | unit = e0
% 58.94/24.32  																																																						|
% 58.94/24.32  																																																							+-Applying beta-rule and splitting (725), into two cases.
% 58.94/24.32  																																																							|-Branch one:
% 58.94/24.32  																																																							| (726) unit = e0
% 58.94/24.32  																																																							|
% 58.94/24.32  																																																								| From (726) and (244) follows:
% 58.94/24.32  																																																								| (2207) op(e0, e4) = e4
% 58.94/24.32  																																																								|
% 58.94/24.32  																																																								| From (726) and (15) follows:
% 58.94/24.32  																																																								| (1508) op(e0, e2) = e2
% 58.94/24.32  																																																								|
% 58.94/24.32  																																																								| From (726) and (40) follows:
% 58.94/24.32  																																																								| (1639) op(e3, e0) = e3
% 58.94/24.32  																																																								|
% 58.94/24.32  																																																								| From (726) and (28) follows:
% 58.94/24.32  																																																								| (2698) op(e1, e0) = e1
% 58.94/24.32  																																																								|
% 58.94/24.32  																																																								| Instantiating formula (29) with e3, e0, e3, e0 and discharging atoms op(e3, e0) = e3, op(e3, e0) = e0, yields:
% 58.94/24.32  																																																								| (676) e3 = e0
% 58.94/24.32  																																																								|
% 58.94/24.32  																																																								| Instantiating formula (29) with e1, e0, e1, e2 and discharging atoms op(e1, e0) = e2, op(e1, e0) = e1, yields:
% 58.94/24.32  																																																								| (617) e2 = e1
% 58.94/24.32  																																																								|
% 58.94/24.32  																																																								| Instantiating formula (29) with e0, e4, e4, e3 and discharging atoms op(e0, e4) = e4, op(e0, e4) = e3, yields:
% 58.94/24.32  																																																								| (425) e4 = e3
% 58.94/24.32  																																																								|
% 58.94/24.32  																																																								| Instantiating formula (29) with e0, e2, e2, e4 and discharging atoms op(e0, e2) = e4, op(e0, e2) = e2, yields:
% 58.94/24.32  																																																								| (323) e4 = e2
% 58.94/24.32  																																																								|
% 58.94/24.32  																																																								| Combining equations (323,425) yields a new equation:
% 58.94/24.32  																																																								| (662) e3 = e2
% 58.94/24.32  																																																								|
% 58.94/24.32  																																																								| Combining equations (662,676) yields a new equation:
% 58.94/24.32  																																																								| (391) e2 = e0
% 58.94/24.32  																																																								|
% 58.94/24.32  																																																								| Simplifying 391 yields:
% 58.94/24.32  																																																								| (330) e2 = e0
% 58.94/24.32  																																																								|
% 58.94/24.32  																																																								| Combining equations (330,617) yields a new equation:
% 58.94/24.32  																																																								| (431) e1 = e0
% 58.94/24.32  																																																								|
% 58.94/24.32  																																																								| Equations (431) can reduce 233 to:
% 58.94/24.32  																																																								| (266) $false
% 58.94/24.32  																																																								|
% 58.94/24.32  																																																								|-The branch is then unsatisfiable
% 58.94/24.32  																																																							|-Branch two:
% 58.94/24.32  																																																							| (734)  ~ (unit = e0)
% 58.94/24.32  																																																							| (735) unit = e3 | unit = e1
% 58.94/24.32  																																																							|
% 58.94/24.32  																																																								+-Applying beta-rule and splitting (735), into two cases.
% 58.94/24.32  																																																								|-Branch one:
% 58.94/24.32  																																																								| (736) unit = e1
% 58.94/24.32  																																																								|
% 58.94/24.32  																																																									| Equations (736) can reduce 734 to:
% 58.94/24.32  																																																									| (233)  ~ (e1 = e0)
% 58.94/24.32  																																																									|
% 58.94/24.32  																																																									| From (736) and (15) follows:
% 58.94/24.32  																																																									| (515) op(e1, e2) = e2
% 58.94/24.32  																																																									|
% 58.94/24.32  																																																									| From (736) and (209) follows:
% 58.94/24.32  																																																									| (2715) op(e1, e0) = e0
% 58.94/24.32  																																																									|
% 58.94/24.32  																																																									| Instantiating formula (29) with e1, e2, e2, e1 and discharging atoms op(e1, e2) = e2, op(e1, e2) = e1, yields:
% 58.94/24.32  																																																									| (617) e2 = e1
% 58.94/24.32  																																																									|
% 58.94/24.32  																																																									| Instantiating formula (29) with e1, e0, e0, e2 and discharging atoms op(e1, e0) = e2, op(e1, e0) = e0, yields:
% 58.94/24.32  																																																									| (330) e2 = e0
% 58.94/24.32  																																																									|
% 58.94/24.32  																																																									| Combining equations (330,617) yields a new equation:
% 58.94/24.32  																																																									| (431) e1 = e0
% 58.94/24.32  																																																									|
% 58.94/24.32  																																																									| Equations (431) can reduce 233 to:
% 58.94/24.32  																																																									| (266) $false
% 58.94/24.32  																																																									|
% 58.94/24.32  																																																									|-The branch is then unsatisfiable
% 58.94/24.32  																																																								|-Branch two:
% 58.94/24.32  																																																								| (748)  ~ (unit = e1)
% 58.94/24.32  																																																								| (749) unit = e3
% 58.94/24.32  																																																								|
% 58.94/24.32  																																																									| From (749) and (244) follows:
% 58.94/24.32  																																																									| (750) op(e3, e4) = e4
% 58.94/24.32  																																																									|
% 58.94/24.32  																																																									| From (749) and (227) follows:
% 58.94/24.32  																																																									| (22570) op(e4, e3) = e4
% 58.94/24.32  																																																									|
% 58.94/24.32  																																																									| From (749) and (40) follows:
% 58.94/24.32  																																																									| (3715) op(e3, e3) = e3
% 58.94/24.32  																																																									|
% 58.94/24.32  																																																									| From (749) and (28) follows:
% 58.94/24.33  																																																									| (2235) op(e1, e3) = e1
% 58.94/24.33  																																																									|
% 58.94/24.33  																																																									| Instantiating formula (29) with e4, e3, e4, e0 and discharging atoms op(e4, e3) = e4, op(e4, e3) = e0, yields:
% 58.94/24.33  																																																									| (397) e4 = e0
% 58.94/24.33  																																																									|
% 58.94/24.33  																																																									| Instantiating formula (29) with e3, e4, e4, e2 and discharging atoms op(e3, e4) = e4, op(e3, e4) = e2, yields:
% 58.94/24.33  																																																									| (323) e4 = e2
% 58.94/24.33  																																																									|
% 58.94/24.33  																																																									| Instantiating formula (29) with e3, e3, e3, e4 and discharging atoms op(e3, e3) = e4, op(e3, e3) = e3, yields:
% 58.94/24.33  																																																									| (425) e4 = e3
% 58.94/24.33  																																																									|
% 58.94/24.33  																																																									| Instantiating formula (29) with e1, e3, e1, e3 and discharging atoms op(e1, e3) = e3, op(e1, e3) = e1, yields:
% 58.94/24.33  																																																									| (455) e3 = e1
% 58.94/24.33  																																																									|
% 58.94/24.33  																																																									| Combining equations (323,425) yields a new equation:
% 58.94/24.33  																																																									| (662) e3 = e2
% 58.94/24.33  																																																									|
% 58.94/24.33  																																																									| Combining equations (397,425) yields a new equation:
% 58.94/24.33  																																																									| (676) e3 = e0
% 58.94/24.33  																																																									|
% 58.94/24.33  																																																									| Combining equations (676,662) yields a new equation:
% 58.94/24.33  																																																									| (330) e2 = e0
% 58.94/24.33  																																																									|
% 58.94/24.33  																																																									| Combining equations (455,662) yields a new equation:
% 58.94/24.33  																																																									| (617) e2 = e1
% 58.94/24.33  																																																									|
% 58.94/24.33  																																																									| Combining equations (330,617) yields a new equation:
% 58.94/24.33  																																																									| (431) e1 = e0
% 58.94/24.33  																																																									|
% 58.94/24.33  																																																									| Equations (431) can reduce 233 to:
% 58.94/24.33  																																																									| (266) $false
% 58.94/24.33  																																																									|
% 58.94/24.33  																																																									|-The branch is then unsatisfiable
% 58.94/24.33  																																																				|-Branch two:
% 58.94/24.33  																																																				| (360)  ~ (all_0_44_44 = e0)
% 58.94/24.33  																																																				| (1417) all_0_44_44 = e3 | all_0_44_44 = e1
% 58.94/24.33  																																																				|
% 58.94/24.33  																																																					+-Applying beta-rule and splitting (6766), into two cases.
% 58.94/24.33  																																																					|-Branch one:
% 58.94/24.33  																																																					| (356) all_0_43_43 = e0
% 58.94/24.33  																																																					|
% 58.94/24.33  																																																						| Combining equations (356,430) yields a new equation:
% 58.94/24.33  																																																						| (431) e1 = e0
% 58.94/24.33  																																																						|
% 58.94/24.33  																																																						| Equations (431) can reduce 233 to:
% 58.94/24.33  																																																						| (266) $false
% 58.94/24.33  																																																						|
% 58.94/24.33  																																																						|-The branch is then unsatisfiable
% 58.94/24.33  																																																					|-Branch two:
% 58.94/24.33  																																																					| (5470)  ~ (all_0_43_43 = e0)
% 58.94/24.33  																																																					| (1414) all_0_44_44 = e0
% 58.94/24.33  																																																					|
% 58.94/24.33  																																																						| Equations (1414) can reduce 360 to:
% 58.94/24.33  																																																						| (266) $false
% 58.94/24.33  																																																						|
% 58.94/24.33  																																																						|-The branch is then unsatisfiable
% 58.94/24.33  																																																		|-Branch two:
% 58.94/24.33  																																																		| (678)  ~ (all_0_47_47 = e0)
% 58.94/24.33  																																																		| (1278) all_0_48_48 = e0 | all_0_49_49 = e0
% 58.94/24.33  																																																		|
% 58.94/24.33  																																																			+-Applying beta-rule and splitting (1391), into two cases.
% 58.94/24.33  																																																			|-Branch one:
% 58.94/24.33  																																																			| (1414) all_0_44_44 = e0
% 58.94/24.33  																																																			|
% 58.94/24.33  																																																				| Equations (1414) can reduce 1390 to:
% 58.94/24.33  																																																				| (401)  ~ (e4 = e0)
% 58.94/24.33  																																																				|
% 58.94/24.33  																																																				| Simplifying 401 yields:
% 58.94/24.33  																																																				| (49)  ~ (e4 = e0)
% 58.94/24.33  																																																				|
% 58.94/24.33  																																																				| Equations (1414) can reduce 407 to:
% 58.94/24.33  																																																				| (541)  ~ (e3 = e0)
% 58.94/24.33  																																																				|
% 58.94/24.33  																																																				| Simplifying 541 yields:
% 58.94/24.33  																																																				| (80)  ~ (e3 = e0)
% 58.94/24.33  																																																				|
% 58.94/24.33  																																																				+-Applying beta-rule and splitting (558), into two cases.
% 58.94/24.33  																																																				|-Branch one:
% 58.94/24.33  																																																				| (559) all_0_42_42 = e0
% 58.94/24.33  																																																				|
% 58.94/24.33  																																																					| Combining equations (559,516) yields a new equation:
% 58.94/24.33  																																																					| (676) e3 = e0
% 58.94/24.33  																																																					|
% 58.94/24.33  																																																					| Equations (676) can reduce 80 to:
% 58.94/24.33  																																																					| (266) $false
% 58.94/24.33  																																																					|
% 58.94/24.33  																																																					|-The branch is then unsatisfiable
% 58.94/24.33  																																																				|-Branch two:
% 58.94/24.33  																																																				| (358)  ~ (all_0_42_42 = e0)
% 58.94/24.33  																																																				| (563) all_0_47_47 = e0 | all_0_56_56 = e0
% 58.94/24.33  																																																				|
% 58.94/24.33  																																																					+-Applying beta-rule and splitting (563), into two cases.
% 58.94/24.33  																																																					|-Branch one:
% 58.94/24.33  																																																					| (674) all_0_47_47 = e0
% 58.94/24.33  																																																					|
% 58.94/24.33  																																																						| Equations (674) can reduce 678 to:
% 58.94/24.33  																																																						| (266) $false
% 58.94/24.33  																																																						|
% 58.94/24.33  																																																						|-The branch is then unsatisfiable
% 58.94/24.33  																																																					|-Branch two:
% 58.94/24.33  																																																					| (678)  ~ (all_0_47_47 = e0)
% 58.94/24.33  																																																					| (679) all_0_56_56 = e0
% 58.94/24.33  																																																					|
% 58.94/24.33  																																																						| Combining equations (679,842) yields a new equation:
% 58.94/24.33  																																																						| (397) e4 = e0
% 58.94/24.33  																																																						|
% 58.94/24.33  																																																						| Equations (397) can reduce 49 to:
% 58.94/24.33  																																																						| (266) $false
% 58.94/24.33  																																																						|
% 58.94/24.33  																																																						|-The branch is then unsatisfiable
% 58.94/24.33  																																																			|-Branch two:
% 58.94/24.33  																																																			| (360)  ~ (all_0_44_44 = e0)
% 58.94/24.33  																																																			| (1417) all_0_44_44 = e3 | all_0_44_44 = e1
% 58.94/24.33  																																																			|
% 58.94/24.33  																																																				+-Applying beta-rule and splitting (1417), into two cases.
% 58.94/24.33  																																																				|-Branch one:
% 58.94/24.33  																																																				| (635) all_0_44_44 = e1
% 58.94/24.33  																																																				|
% 58.94/24.33  																																																					| Equations (635) can reduce 639 to:
% 58.94/24.33  																																																					| (266) $false
% 58.94/24.33  																																																					|
% 58.94/24.33  																																																					|-The branch is then unsatisfiable
% 58.94/24.33  																																																				|-Branch two:
% 58.94/24.33  																																																				| (639)  ~ (all_0_44_44 = e1)
% 58.94/24.33  																																																				| (532) all_0_44_44 = e3
% 58.94/24.33  																																																				|
% 58.94/24.33  																																																					| Equations (532) can reduce 407 to:
% 58.94/24.33  																																																					| (266) $false
% 58.94/24.33  																																																					|
% 58.94/24.33  																																																					|-The branch is then unsatisfiable
% 58.94/24.33  																																														|-Branch two:
% 58.94/24.33  																																														| (525)  ~ (all_0_49_49 = e3)
% 58.94/24.33  																																														| (887) all_0_53_53 = e3 | all_0_58_58 = e3
% 58.94/24.33  																																														|
% 58.94/24.33  																																															+-Applying beta-rule and splitting (165), into two cases.
% 58.94/24.33  																																															|-Branch one:
% 58.94/24.33  																																															| (794) all_0_41_41 = e0
% 58.94/24.33  																																															|
% 58.94/24.33  																																																| Combining equations (794,437) yields a new equation:
% 58.94/24.33  																																																| (397) e4 = e0
% 58.94/24.33  																																																|
% 58.94/24.33  																																																| Equations (397) can reduce 49 to:
% 58.94/24.33  																																																| (266) $false
% 58.94/24.33  																																																|
% 58.94/24.33  																																																|-The branch is then unsatisfiable
% 58.94/24.33  																																															|-Branch two:
% 58.94/24.33  																																															| (357)  ~ (all_0_41_41 = e0)
% 58.94/24.33  																																															| (6761) all_0_42_42 = e0 | all_0_43_43 = e0 | all_0_44_44 = e0
% 58.94/24.33  																																															|
% 58.94/24.33  																																																+-Applying beta-rule and splitting (104), into two cases.
% 58.94/24.33  																																																|-Branch one:
% 58.94/24.33  																																																| (480) all_0_39_39 = e0
% 58.94/24.33  																																																|
% 58.94/24.33  																																																	| Combining equations (480,317) yields a new equation:
% 58.94/24.33  																																																	| (330) e2 = e0
% 58.94/24.33  																																																	|
% 58.94/24.33  																																																	| Equations (330) can reduce 128 to:
% 58.94/24.33  																																																	| (266) $false
% 58.94/24.33  																																																	|
% 58.94/24.33  																																																	|-The branch is then unsatisfiable
% 58.94/24.33  																																																|-Branch two:
% 58.94/24.33  																																																| (484)  ~ (all_0_39_39 = e0)
% 58.94/24.33  																																																| (558) all_0_42_42 = e0 | all_0_47_47 = e0 | all_0_56_56 = e0
% 58.94/24.33  																																																|
% 58.94/24.33  																																																	+-Applying beta-rule and splitting (6761), into two cases.
% 58.94/24.33  																																																	|-Branch one:
% 58.94/24.33  																																																	| (559) all_0_42_42 = e0
% 58.94/24.33  																																																	|
% 58.94/24.33  																																																		| Combining equations (516,559) yields a new equation:
% 58.94/24.33  																																																		| (675) e3 = e0
% 58.94/24.33  																																																		|
% 58.94/24.33  																																																		| Simplifying 675 yields:
% 58.94/24.33  																																																		| (676) e3 = e0
% 58.94/24.33  																																																		|
% 58.94/24.33  																																																		| Equations (676) can reduce 80 to:
% 58.94/24.33  																																																		| (266) $false
% 58.94/24.33  																																																		|
% 58.94/24.33  																																																		|-The branch is then unsatisfiable
% 58.94/24.33  																																																	|-Branch two:
% 58.94/24.33  																																																	| (358)  ~ (all_0_42_42 = e0)
% 58.94/24.33  																																																	| (6766) all_0_43_43 = e0 | all_0_44_44 = e0
% 58.94/24.33  																																																	|
% 58.94/24.33  																																																		+-Applying beta-rule and splitting (6766), into two cases.
% 58.94/24.33  																																																		|-Branch one:
% 58.94/24.33  																																																		| (356) all_0_43_43 = e0
% 58.94/24.33  																																																		|
% 58.94/24.33  																																																			| Combining equations (356,430) yields a new equation:
% 58.94/24.33  																																																			| (431) e1 = e0
% 58.94/24.33  																																																			|
% 58.94/24.33  																																																			| Equations (431) can reduce 233 to:
% 58.94/24.33  																																																			| (266) $false
% 58.94/24.33  																																																			|
% 58.94/24.33  																																																			|-The branch is then unsatisfiable
% 58.94/24.33  																																																		|-Branch two:
% 58.94/24.33  																																																		| (5470)  ~ (all_0_43_43 = e0)
% 58.94/24.33  																																																		| (1414) all_0_44_44 = e0
% 58.94/24.33  																																																		|
% 58.94/24.33  																																																			| Equations (1414) can reduce 1390 to:
% 58.94/24.33  																																																			| (401)  ~ (e4 = e0)
% 58.94/24.33  																																																			|
% 58.94/24.33  																																																			| Simplifying 401 yields:
% 58.94/24.33  																																																			| (49)  ~ (e4 = e0)
% 58.94/24.33  																																																			|
% 58.94/24.33  																																																			| Equations (1414) can reduce 407 to:
% 58.94/24.33  																																																			| (541)  ~ (e3 = e0)
% 58.94/24.33  																																																			|
% 58.94/24.33  																																																			| Simplifying 541 yields:
% 58.94/24.33  																																																			| (80)  ~ (e3 = e0)
% 58.94/24.33  																																																			|
% 58.94/24.33  																																																			+-Applying beta-rule and splitting (558), into two cases.
% 58.94/24.33  																																																			|-Branch one:
% 58.94/24.33  																																																			| (559) all_0_42_42 = e0
% 58.94/24.33  																																																			|
% 58.94/24.33  																																																				| Combining equations (559,516) yields a new equation:
% 58.94/24.33  																																																				| (676) e3 = e0
% 58.94/24.33  																																																				|
% 58.94/24.33  																																																				| Equations (676) can reduce 80 to:
% 58.94/24.33  																																																				| (266) $false
% 58.94/24.33  																																																				|
% 58.94/24.33  																																																				|-The branch is then unsatisfiable
% 58.94/24.33  																																																			|-Branch two:
% 58.94/24.33  																																																			| (358)  ~ (all_0_42_42 = e0)
% 58.94/24.33  																																																			| (563) all_0_47_47 = e0 | all_0_56_56 = e0
% 58.94/24.33  																																																			|
% 58.94/24.33  																																																				+-Applying beta-rule and splitting (428), into two cases.
% 58.94/24.33  																																																				|-Branch one:
% 58.94/24.33  																																																				| (1557) all_0_46_46 = e3
% 58.94/24.33  																																																				|
% 58.94/24.33  																																																					| Combining equations (545,1557) yields a new equation:
% 58.94/24.33  																																																					| (455) e3 = e1
% 58.94/24.33  																																																					|
% 58.94/24.33  																																																					| Equations (455) can reduce 213 to:
% 58.94/24.33  																																																					| (266) $false
% 58.94/24.33  																																																					|
% 58.94/24.33  																																																					|-The branch is then unsatisfiable
% 58.94/24.33  																																																				|-Branch two:
% 58.94/24.33  																																																				| (409)  ~ (all_0_46_46 = e3)
% 58.94/24.33  																																																				| (1561) all_0_47_47 = e3 | all_0_49_49 = e3
% 58.94/24.33  																																																				|
% 58.94/24.33  																																																					+-Applying beta-rule and splitting (563), into two cases.
% 58.94/24.33  																																																					|-Branch one:
% 58.94/24.33  																																																					| (674) all_0_47_47 = e0
% 58.94/24.33  																																																					|
% 58.94/24.33  																																																						| Equations (674) can reduce 1091 to:
% 58.94/24.33  																																																						| (541)  ~ (e3 = e0)
% 58.94/24.33  																																																						|
% 58.94/24.33  																																																						| Simplifying 541 yields:
% 58.94/24.33  																																																						| (80)  ~ (e3 = e0)
% 58.94/24.33  																																																						|
% 58.94/24.33  																																																						+-Applying beta-rule and splitting (1561), into two cases.
% 58.94/24.33  																																																						|-Branch one:
% 58.94/24.33  																																																						| (522) all_0_47_47 = e3
% 58.94/24.33  																																																						|
% 58.94/24.33  																																																							| Combining equations (674,522) yields a new equation:
% 58.94/24.33  																																																							| (676) e3 = e0
% 58.94/24.33  																																																							|
% 58.94/24.33  																																																							| Equations (676) can reduce 80 to:
% 58.94/24.33  																																																							| (266) $false
% 58.94/24.33  																																																							|
% 58.94/24.33  																																																							|-The branch is then unsatisfiable
% 58.94/24.33  																																																						|-Branch two:
% 58.94/24.33  																																																						| (1091)  ~ (all_0_47_47 = e3)
% 58.94/24.33  																																																						| (884) all_0_49_49 = e3
% 58.94/24.33  																																																						|
% 58.94/24.33  																																																							| Equations (884) can reduce 525 to:
% 58.94/24.33  																																																							| (266) $false
% 58.94/24.33  																																																							|
% 58.94/24.33  																																																							|-The branch is then unsatisfiable
% 58.94/24.33  																																																					|-Branch two:
% 58.94/24.33  																																																					| (678)  ~ (all_0_47_47 = e0)
% 58.94/24.33  																																																					| (679) all_0_56_56 = e0
% 58.94/24.33  																																																					|
% 58.94/24.33  																																																						| Combining equations (679,842) yields a new equation:
% 58.94/24.33  																																																						| (397) e4 = e0
% 58.94/24.33  																																																						|
% 58.94/24.33  																																																						| Equations (397) can reduce 49 to:
% 58.94/24.33  																																																						| (266) $false
% 58.94/24.33  																																																						|
% 58.94/24.33  																																																						|-The branch is then unsatisfiable
% 58.94/24.33  																																												|-Branch two:
% 58.94/24.33  																																												| (405)  ~ (all_0_42_42 = e3)
% 58.94/24.33  																																												| (521) all_0_47_47 = e3 | all_0_51_51 = e3 | all_0_56_56 = e3
% 58.94/24.33  																																												|
% 58.94/24.33  																																													+-Applying beta-rule and splitting (521), into two cases.
% 58.94/24.33  																																													|-Branch one:
% 58.94/24.33  																																													| (522) all_0_47_47 = e3
% 58.94/24.33  																																													|
% 58.94/24.33  																																														| Equations (522) can reduce 198 to:
% 58.94/24.33  																																														| (405)  ~ (all_0_42_42 = e3)
% 58.94/24.33  																																														|
% 58.94/24.33  																																														| From (522) and (23) follows:
% 58.94/24.33  																																														| (531) op(e2, e2) = e3
% 58.94/24.33  																																														|
% 58.94/24.33  																																														+-Applying beta-rule and splitting (189), into two cases.
% 58.94/24.33  																																														|-Branch one:
% 58.94/24.33  																																														| (532) all_0_44_44 = e3
% 58.94/24.33  																																														|
% 58.94/24.33  																																															| Equations (532) can reduce 73 to:
% 58.94/24.33  																																															| (405)  ~ (all_0_42_42 = e3)
% 58.94/24.33  																																															|
% 58.94/24.33  																																															| Equations (532) can reduce 9 to:
% 58.94/24.33  																																															| (524)  ~ (all_0_49_49 = e3)
% 58.94/24.33  																																															|
% 58.94/24.33  																																															| Simplifying 524 yields:
% 58.94/24.33  																																															| (525)  ~ (all_0_49_49 = e3)
% 58.94/24.33  																																															|
% 58.94/24.33  																																															+-Applying beta-rule and splitting (184), into two cases.
% 58.94/24.33  																																															|-Branch one:
% 58.94/24.33  																																															| (538) all_0_46_46 = e0
% 58.94/24.33  																																															|
% 58.94/24.33  																																																| Combining equations (538,545) yields a new equation:
% 58.94/24.33  																																																| (431) e1 = e0
% 58.94/24.33  																																																|
% 58.94/24.33  																																																| Equations (431) can reduce 233 to:
% 58.94/24.33  																																																| (266) $false
% 58.94/24.33  																																																|
% 58.94/24.33  																																																|-The branch is then unsatisfiable
% 58.94/24.33  																																															|-Branch two:
% 58.94/24.33  																																															| (831)  ~ (all_0_46_46 = e0)
% 58.94/24.33  																																															| (832) all_0_47_47 = e0 | all_0_48_48 = e0 | all_0_49_49 = e0
% 58.94/24.33  																																															|
% 58.94/24.33  																																																| Equations (545) can reduce 831 to:
% 58.94/24.33  																																																| (233)  ~ (e1 = e0)
% 58.94/24.33  																																																|
% 58.94/24.33  																																																+-Applying beta-rule and splitting (165), into two cases.
% 58.94/24.33  																																																|-Branch one:
% 58.94/24.33  																																																| (794) all_0_41_41 = e0
% 58.94/24.33  																																																|
% 58.94/24.33  																																																	| Combining equations (794,437) yields a new equation:
% 58.94/24.33  																																																	| (397) e4 = e0
% 58.94/24.33  																																																	|
% 58.94/24.33  																																																	| Equations (397) can reduce 49 to:
% 58.94/24.33  																																																	| (266) $false
% 58.94/24.33  																																																	|
% 58.94/24.33  																																																	|-The branch is then unsatisfiable
% 58.94/24.33  																																																|-Branch two:
% 58.94/24.33  																																																| (357)  ~ (all_0_41_41 = e0)
% 58.94/24.33  																																																| (6761) all_0_42_42 = e0 | all_0_43_43 = e0 | all_0_44_44 = e0
% 58.94/24.33  																																																|
% 58.94/24.33  																																																	+-Applying beta-rule and splitting (6761), into two cases.
% 58.94/24.33  																																																	|-Branch one:
% 58.94/24.33  																																																	| (559) all_0_42_42 = e0
% 58.94/24.33  																																																	|
% 58.94/24.33  																																																		| Equations (559) can reduce 405 to:
% 58.94/24.33  																																																		| (541)  ~ (e3 = e0)
% 58.94/24.33  																																																		|
% 58.94/24.33  																																																		| Simplifying 541 yields:
% 58.94/24.33  																																																		| (80)  ~ (e3 = e0)
% 58.94/24.33  																																																		|
% 58.94/24.33  																																																		| Equations (559) can reduce 1380 to:
% 58.94/24.33  																																																		| (435)  ~ (e1 = e0)
% 58.94/24.33  																																																		|
% 58.94/24.33  																																																		| Simplifying 435 yields:
% 58.94/24.33  																																																		| (233)  ~ (e1 = e0)
% 58.94/24.33  																																																		|
% 58.94/24.33  																																																		| From (559) and (210) follows:
% 58.94/24.33  																																																		| (20848) op(e3, e2) = e0
% 58.94/24.33  																																																		|
% 58.94/24.33  																																																		+-Applying beta-rule and splitting (1748), into two cases.
% 58.94/24.33  																																																		|-Branch one:
% 58.94/24.33  																																																		| (1414) all_0_44_44 = e0
% 58.94/24.33  																																																		|
% 58.94/24.33  																																																			| Combining equations (1414,532) yields a new equation:
% 58.94/24.33  																																																			| (676) e3 = e0
% 58.94/24.33  																																																			|
% 58.94/24.33  																																																			| Equations (676) can reduce 80 to:
% 58.94/24.33  																																																			| (266) $false
% 58.94/24.33  																																																			|
% 58.94/24.33  																																																			|-The branch is then unsatisfiable
% 58.94/24.33  																																																		|-Branch two:
% 58.94/24.33  																																																		| (360)  ~ (all_0_44_44 = e0)
% 58.94/24.33  																																																		| (1760) all_0_49_49 = e0 | all_0_58_58 = e0
% 58.94/24.33  																																																		|
% 58.94/24.33  																																																			+-Applying beta-rule and splitting (1760), into two cases.
% 58.94/24.33  																																																			|-Branch one:
% 58.94/24.33  																																																			| (978) all_0_49_49 = e0
% 58.94/24.33  																																																			|
% 58.94/24.33  																																																				| Equations (978) can reduce 1064 to:
% 58.94/24.33  																																																				| (435)  ~ (e1 = e0)
% 58.94/24.33  																																																				|
% 58.94/24.33  																																																				| Simplifying 435 yields:
% 58.94/24.33  																																																				| (233)  ~ (e1 = e0)
% 58.94/24.33  																																																				|
% 58.94/24.33  																																																				| From (978) and (55) follows:
% 58.94/24.33  																																																				| (7585) op(e2, e0) = e0
% 58.94/24.33  																																																				|
% 58.94/24.33  																																																				+-Applying beta-rule and splitting (56), into two cases.
% 58.94/24.33  																																																				|-Branch one:
% 58.94/24.33  																																																				| (696) unit = e2
% 58.94/24.33  																																																				|
% 58.94/24.33  																																																					| From (696) and (24) follows:
% 58.94/24.33  																																																					| (697) op(e2, e3) = e3
% 58.94/24.33  																																																					|
% 58.94/24.33  																																																					| From (696) and (40) follows:
% 58.94/24.33  																																																					| (4285) op(e3, e2) = e3
% 58.94/24.33  																																																					|
% 58.94/24.33  																																																					| From (696) and (32) follows:
% 58.94/24.33  																																																					| (698) op(e2, e2) = e2
% 58.94/24.33  																																																					|
% 58.94/24.33  																																																					| Instantiating formula (29) with e3, e2, e3, e0 and discharging atoms op(e3, e2) = e3, op(e3, e2) = e0, yields:
% 58.94/24.33  																																																					| (676) e3 = e0
% 58.94/24.33  																																																					|
% 58.94/24.33  																																																					| Instantiating formula (29) with e2, e3, e3, e1 and discharging atoms op(e2, e3) = e3, op(e2, e3) = e1, yields:
% 58.94/24.33  																																																					| (455) e3 = e1
% 58.94/24.33  																																																					|
% 58.94/24.33  																																																					| Instantiating formula (29) with e2, e2, e2, e3 and discharging atoms op(e2, e2) = e3, op(e2, e2) = e2, yields:
% 58.94/24.33  																																																					| (662) e3 = e2
% 58.94/24.33  																																																					|
% 58.94/24.33  																																																					| Combining equations (676,662) yields a new equation:
% 58.94/24.33  																																																					| (330) e2 = e0
% 58.94/24.33  																																																					|
% 58.94/24.33  																																																					| Combining equations (455,662) yields a new equation:
% 58.94/24.33  																																																					| (617) e2 = e1
% 58.94/24.33  																																																					|
% 58.94/24.33  																																																					| Combining equations (330,617) yields a new equation:
% 58.94/24.33  																																																					| (431) e1 = e0
% 58.94/24.33  																																																					|
% 58.94/24.33  																																																					| Equations (431) can reduce 233 to:
% 58.94/24.33  																																																					| (266) $false
% 58.94/24.33  																																																					|
% 58.94/24.33  																																																					|-The branch is then unsatisfiable
% 58.94/24.33  																																																				|-Branch two:
% 58.94/24.33  																																																				| (707)  ~ (unit = e2)
% 58.94/24.33  																																																				| (708) unit = e4 | unit = e3 | unit = e1 | unit = e0
% 58.94/24.33  																																																				|
% 58.94/24.33  																																																					+-Applying beta-rule and splitting (708), into two cases.
% 58.94/24.33  																																																					|-Branch one:
% 58.94/24.33  																																																					| (709) unit = e4
% 58.94/24.33  																																																					|
% 58.94/24.33  																																																						| From (709) and (211) follows:
% 58.94/24.33  																																																						| (22527) op(e4, e1) = e1
% 58.94/24.33  																																																						|
% 58.94/24.33  																																																						| From (709) and (42) follows:
% 58.94/24.33  																																																						| (713) op(e0, e4) = e0
% 58.94/24.33  																																																						|
% 58.94/24.33  																																																						| Instantiating formula (29) with e4, e1, e1, e3 and discharging atoms op(e4, e1) = e3, op(e4, e1) = e1, yields:
% 58.94/24.33  																																																						| (455) e3 = e1
% 58.94/24.33  																																																						|
% 58.94/24.33  																																																						| Instantiating formula (29) with e0, e4, e0, e3 and discharging atoms op(e0, e4) = e3, op(e0, e4) = e0, yields:
% 58.94/24.33  																																																						| (676) e3 = e0
% 58.94/24.33  																																																						|
% 58.94/24.33  																																																						| Combining equations (455,676) yields a new equation:
% 58.94/24.34  																																																						| (546) e1 = e0
% 58.94/24.34  																																																						|
% 58.94/24.34  																																																						| Simplifying 546 yields:
% 58.94/24.34  																																																						| (431) e1 = e0
% 58.94/24.34  																																																						|
% 58.94/24.34  																																																						| Equations (431) can reduce 233 to:
% 58.94/24.34  																																																						| (266) $false
% 58.94/24.34  																																																						|
% 58.94/24.34  																																																						|-The branch is then unsatisfiable
% 58.94/24.34  																																																					|-Branch two:
% 58.94/24.34  																																																					| (724)  ~ (unit = e4)
% 58.94/24.34  																																																					| (725) unit = e3 | unit = e1 | unit = e0
% 58.94/24.34  																																																					|
% 58.94/24.34  																																																						+-Applying beta-rule and splitting (725), into two cases.
% 58.94/24.34  																																																						|-Branch one:
% 58.94/24.34  																																																						| (726) unit = e0
% 58.94/24.34  																																																						|
% 58.94/24.34  																																																							| From (726) and (32) follows:
% 58.94/24.34  																																																							| (727) op(e2, e0) = e2
% 58.94/24.34  																																																							|
% 58.94/24.34  																																																							| From (726) and (28) follows:
% 58.94/24.34  																																																							| (2698) op(e1, e0) = e1
% 58.94/24.34  																																																							|
% 58.94/24.34  																																																							| Instantiating formula (29) with e2, e0, e2, e0 and discharging atoms op(e2, e0) = e2, op(e2, e0) = e0, yields:
% 58.94/24.34  																																																							| (330) e2 = e0
% 58.94/24.34  																																																							|
% 58.94/24.34  																																																							| Instantiating formula (29) with e1, e0, e1, e2 and discharging atoms op(e1, e0) = e2, op(e1, e0) = e1, yields:
% 58.94/24.34  																																																							| (617) e2 = e1
% 58.94/24.34  																																																							|
% 58.94/24.34  																																																							| Combining equations (330,617) yields a new equation:
% 58.94/24.34  																																																							| (431) e1 = e0
% 58.94/24.34  																																																							|
% 58.94/24.34  																																																							| Equations (431) can reduce 233 to:
% 58.94/24.34  																																																							| (266) $false
% 58.94/24.34  																																																							|
% 58.94/24.34  																																																							|-The branch is then unsatisfiable
% 58.94/24.34  																																																						|-Branch two:
% 58.94/24.34  																																																						| (734)  ~ (unit = e0)
% 58.94/24.34  																																																						| (735) unit = e3 | unit = e1
% 58.94/24.34  																																																						|
% 58.94/24.34  																																																							+-Applying beta-rule and splitting (735), into two cases.
% 58.94/24.34  																																																							|-Branch one:
% 58.94/24.34  																																																							| (736) unit = e1
% 58.94/24.34  																																																							|
% 58.94/24.34  																																																								| Equations (736) can reduce 734 to:
% 58.94/24.34  																																																								| (233)  ~ (e1 = e0)
% 58.94/24.34  																																																								|
% 58.94/24.34  																																																								| From (736) and (15) follows:
% 58.94/24.34  																																																								| (515) op(e1, e2) = e2
% 58.94/24.34  																																																								|
% 58.94/24.34  																																																								| From (736) and (209) follows:
% 58.94/24.34  																																																								| (2715) op(e1, e0) = e0
% 58.94/24.34  																																																								|
% 58.94/24.34  																																																								| Instantiating formula (29) with e1, e2, e2, e1 and discharging atoms op(e1, e2) = e2, op(e1, e2) = e1, yields:
% 58.94/24.34  																																																								| (617) e2 = e1
% 58.94/24.34  																																																								|
% 58.94/24.34  																																																								| Instantiating formula (29) with e1, e0, e0, e2 and discharging atoms op(e1, e0) = e2, op(e1, e0) = e0, yields:
% 58.94/24.34  																																																								| (330) e2 = e0
% 58.94/24.34  																																																								|
% 58.94/24.34  																																																								| Combining equations (330,617) yields a new equation:
% 58.94/24.34  																																																								| (431) e1 = e0
% 58.94/24.34  																																																								|
% 58.94/24.34  																																																								| Equations (431) can reduce 233 to:
% 58.94/24.34  																																																								| (266) $false
% 58.94/24.34  																																																								|
% 58.94/24.34  																																																								|-The branch is then unsatisfiable
% 58.94/24.34  																																																							|-Branch two:
% 58.94/24.34  																																																							| (748)  ~ (unit = e1)
% 58.94/24.34  																																																							| (749) unit = e3
% 58.94/24.34  																																																							|
% 58.94/24.34  																																																								| From (749) and (244) follows:
% 58.94/24.34  																																																								| (750) op(e3, e4) = e4
% 58.94/24.34  																																																								|
% 58.94/24.34  																																																								| From (749) and (227) follows:
% 58.94/24.34  																																																								| (22570) op(e4, e3) = e4
% 58.94/24.34  																																																								|
% 58.94/24.34  																																																								| From (749) and (40) follows:
% 58.94/24.34  																																																								| (3715) op(e3, e3) = e3
% 58.94/24.34  																																																								|
% 58.94/24.34  																																																								| From (749) and (32) follows:
% 58.94/24.34  																																																								| (5793) op(e2, e3) = e2
% 58.94/24.34  																																																								|
% 58.94/24.34  																																																								| Instantiating formula (29) with e4, e3, e4, e0 and discharging atoms op(e4, e3) = e4, op(e4, e3) = e0, yields:
% 58.94/24.34  																																																								| (397) e4 = e0
% 58.94/24.34  																																																								|
% 58.94/24.34  																																																								| Instantiating formula (29) with e3, e4, e4, e2 and discharging atoms op(e3, e4) = e4, op(e3, e4) = e2, yields:
% 58.94/24.34  																																																								| (323) e4 = e2
% 58.94/24.34  																																																								|
% 58.94/24.34  																																																								| Instantiating formula (29) with e3, e3, e3, e4 and discharging atoms op(e3, e3) = e4, op(e3, e3) = e3, yields:
% 58.94/24.34  																																																								| (425) e4 = e3
% 58.94/24.34  																																																								|
% 58.94/24.34  																																																								| Instantiating formula (29) with e2, e3, e2, e1 and discharging atoms op(e2, e3) = e2, op(e2, e3) = e1, yields:
% 58.94/24.34  																																																								| (617) e2 = e1
% 58.94/24.34  																																																								|
% 58.94/24.34  																																																								| Combining equations (323,425) yields a new equation:
% 58.94/24.34  																																																								| (662) e3 = e2
% 58.94/24.34  																																																								|
% 58.94/24.34  																																																								| Combining equations (397,425) yields a new equation:
% 58.94/24.34  																																																								| (676) e3 = e0
% 58.94/24.34  																																																								|
% 58.94/24.34  																																																								| Combining equations (662,676) yields a new equation:
% 58.94/24.34  																																																								| (391) e2 = e0
% 58.94/24.34  																																																								|
% 58.94/24.34  																																																								| Simplifying 391 yields:
% 58.94/24.34  																																																								| (330) e2 = e0
% 58.94/24.34  																																																								|
% 58.94/24.34  																																																								| Combining equations (617,330) yields a new equation:
% 58.94/24.34  																																																								| (546) e1 = e0
% 58.94/24.34  																																																								|
% 58.94/24.34  																																																								| Simplifying 546 yields:
% 58.94/24.34  																																																								| (431) e1 = e0
% 58.94/24.34  																																																								|
% 58.94/24.34  																																																								| Equations (431) can reduce 233 to:
% 58.94/24.34  																																																								| (266) $false
% 58.94/24.34  																																																								|
% 58.94/24.34  																																																								|-The branch is then unsatisfiable
% 58.94/24.34  																																																			|-Branch two:
% 58.94/24.34  																																																			| (487)  ~ (all_0_49_49 = e0)
% 58.94/24.34  																																																			| (914) all_0_58_58 = e0
% 58.94/24.34  																																																			|
% 58.94/24.34  																																																				| Combining equations (918,914) yields a new equation:
% 58.94/24.34  																																																				| (546) e1 = e0
% 58.94/24.34  																																																				|
% 58.94/24.34  																																																				| Simplifying 546 yields:
% 58.94/24.34  																																																				| (431) e1 = e0
% 58.94/24.34  																																																				|
% 58.94/24.34  																																																				| Equations (431) can reduce 233 to:
% 58.94/24.34  																																																				| (266) $false
% 58.94/24.34  																																																				|
% 58.94/24.34  																																																				|-The branch is then unsatisfiable
% 58.94/24.34  																																																	|-Branch two:
% 58.94/24.34  																																																	| (358)  ~ (all_0_42_42 = e0)
% 58.94/24.34  																																																	| (6766) all_0_43_43 = e0 | all_0_44_44 = e0
% 58.94/24.34  																																																	|
% 58.94/24.34  																																																		+-Applying beta-rule and splitting (1748), into two cases.
% 58.94/24.34  																																																		|-Branch one:
% 58.94/24.34  																																																		| (1414) all_0_44_44 = e0
% 58.94/24.34  																																																		|
% 58.94/24.34  																																																			| Combining equations (1414,532) yields a new equation:
% 58.94/24.34  																																																			| (676) e3 = e0
% 58.94/24.34  																																																			|
% 58.94/24.34  																																																			| Equations (676) can reduce 80 to:
% 58.94/24.34  																																																			| (266) $false
% 58.94/24.34  																																																			|
% 58.94/24.34  																																																			|-The branch is then unsatisfiable
% 58.94/24.34  																																																		|-Branch two:
% 58.94/24.34  																																																		| (360)  ~ (all_0_44_44 = e0)
% 58.94/24.34  																																																		| (1760) all_0_49_49 = e0 | all_0_58_58 = e0
% 58.94/24.34  																																																		|
% 58.94/24.34  																																																			+-Applying beta-rule and splitting (1760), into two cases.
% 58.94/24.34  																																																			|-Branch one:
% 58.94/24.34  																																																			| (978) all_0_49_49 = e0
% 58.94/24.34  																																																			|
% 58.94/24.34  																																																				| Equations (978) can reduce 525 to:
% 58.94/24.34  																																																				| (541)  ~ (e3 = e0)
% 58.94/24.34  																																																				|
% 58.94/24.34  																																																				| Simplifying 541 yields:
% 58.94/24.34  																																																				| (80)  ~ (e3 = e0)
% 58.94/24.34  																																																				|
% 58.94/24.34  																																																				| Equations (978) can reduce 1064 to:
% 58.94/24.34  																																																				| (435)  ~ (e1 = e0)
% 58.94/24.34  																																																				|
% 58.94/24.34  																																																				| Simplifying 435 yields:
% 58.94/24.34  																																																				| (233)  ~ (e1 = e0)
% 58.94/24.34  																																																				|
% 58.94/24.34  																																																				+-Applying beta-rule and splitting (6766), into two cases.
% 58.94/24.34  																																																				|-Branch one:
% 58.94/24.34  																																																				| (356) all_0_43_43 = e0
% 58.94/24.34  																																																				|
% 58.94/24.34  																																																					| Combining equations (356,430) yields a new equation:
% 58.94/24.34  																																																					| (431) e1 = e0
% 58.94/24.34  																																																					|
% 58.94/24.34  																																																					| Equations (431) can reduce 233 to:
% 58.94/24.34  																																																					| (266) $false
% 58.94/24.34  																																																					|
% 58.94/24.34  																																																					|-The branch is then unsatisfiable
% 58.94/24.34  																																																				|-Branch two:
% 58.94/24.34  																																																				| (5470)  ~ (all_0_43_43 = e0)
% 58.94/24.34  																																																				| (1414) all_0_44_44 = e0
% 58.94/24.34  																																																				|
% 58.94/24.34  																																																					| Combining equations (1414,532) yields a new equation:
% 58.94/24.34  																																																					| (676) e3 = e0
% 58.94/24.34  																																																					|
% 58.94/24.34  																																																					| Equations (676) can reduce 80 to:
% 58.94/24.34  																																																					| (266) $false
% 58.94/24.34  																																																					|
% 58.94/24.34  																																																					|-The branch is then unsatisfiable
% 58.94/24.34  																																																			|-Branch two:
% 58.94/24.34  																																																			| (487)  ~ (all_0_49_49 = e0)
% 58.94/24.34  																																																			| (914) all_0_58_58 = e0
% 58.94/24.34  																																																			|
% 58.94/24.34  																																																				| Combining equations (918,914) yields a new equation:
% 58.94/24.34  																																																				| (546) e1 = e0
% 58.94/24.34  																																																				|
% 58.94/24.34  																																																				| Simplifying 546 yields:
% 58.94/24.34  																																																				| (431) e1 = e0
% 58.94/24.34  																																																				|
% 58.94/24.34  																																																				| Equations (431) can reduce 233 to:
% 58.94/24.34  																																																				| (266) $false
% 58.94/24.34  																																																				|
% 58.94/24.34  																																																				|-The branch is then unsatisfiable
% 58.94/24.34  																																														|-Branch two:
% 58.94/24.34  																																														| (407)  ~ (all_0_44_44 = e3)
% 58.94/24.34  																																														| (537) all_0_49_49 = e3 | all_0_53_53 = e3 | all_0_58_58 = e3
% 58.94/24.34  																																														|
% 58.94/24.34  																																															+-Applying beta-rule and splitting (1899), into two cases.
% 58.94/24.34  																																															|-Branch one:
% 58.94/24.34  																																															| (516) all_0_42_42 = e3
% 58.94/24.34  																																															|
% 58.94/24.34  																																																| Equations (516) can reduce 405 to:
% 58.94/24.34  																																																| (266) $false
% 58.94/24.34  																																																|
% 58.94/24.34  																																																|-The branch is then unsatisfiable
% 58.94/24.34  																																															|-Branch two:
% 58.94/24.34  																																															| (405)  ~ (all_0_42_42 = e3)
% 58.94/24.34  																																															| (532) all_0_44_44 = e3
% 58.94/24.34  																																															|
% 58.94/24.34  																																																| Equations (532) can reduce 407 to:
% 58.94/24.34  																																																| (266) $false
% 58.94/24.34  																																																|
% 58.94/24.34  																																																|-The branch is then unsatisfiable
% 58.94/24.34  																																													|-Branch two:
% 58.94/24.34  																																													| (1091)  ~ (all_0_47_47 = e3)
% 58.94/24.34  																																													| (1092) all_0_51_51 = e3 | all_0_56_56 = e3
% 58.94/24.34  																																													|
% 58.94/24.34  																																														+-Applying beta-rule and splitting (1092), into two cases.
% 58.94/24.34  																																														|-Branch one:
% 58.94/24.34  																																														| (660) all_0_51_51 = e3
% 58.94/24.34  																																														|
% 58.94/24.34  																																															| Combining equations (1109,660) yields a new equation:
% 58.94/24.34  																																															| (455) e3 = e1
% 58.94/24.34  																																															|
% 58.94/24.34  																																															| Equations (455) can reduce 213 to:
% 58.94/24.34  																																															| (266) $false
% 58.94/24.34  																																															|
% 58.94/24.34  																																															|-The branch is then unsatisfiable
% 58.94/24.34  																																														|-Branch two:
% 58.94/24.34  																																														| (664)  ~ (all_0_51_51 = e3)
% 58.94/24.34  																																														| (1097) all_0_56_56 = e3
% 58.94/24.34  																																														|
% 58.94/24.34  																																															| Combining equations (842,1097) yields a new equation:
% 58.94/24.34  																																															| (424) e4 = e3
% 58.94/24.34  																																															|
% 58.94/24.34  																																															| Simplifying 424 yields:
% 58.94/24.34  																																															| (425) e4 = e3
% 58.94/24.34  																																															|
% 58.94/24.34  																																															| Equations (425) can reduce 188 to:
% 58.94/24.34  																																															| (266) $false
% 58.94/24.34  																																															|
% 58.94/24.34  																																															|-The branch is then unsatisfiable
% 58.94/24.34  																																								|-Branch two:
% 58.94/24.34  																																								| (549)  ~ (all_0_46_46 = e1)
% 58.94/24.34  																																								| (550) all_0_47_47 = e1 | all_0_48_48 = e1 | all_0_49_49 = e1
% 58.94/24.34  																																								|
% 58.94/24.34  																																									+-Applying beta-rule and splitting (1838), into two cases.
% 58.94/24.34  																																									|-Branch one:
% 58.94/24.34  																																									| (545) all_0_46_46 = e1
% 58.94/24.34  																																									|
% 58.94/24.34  																																										| Equations (545) can reduce 549 to:
% 58.94/24.34  																																										| (266) $false
% 58.94/24.34  																																										|
% 58.94/24.34  																																										|-The branch is then unsatisfiable
% 58.94/24.34  																																									|-Branch two:
% 58.94/24.34  																																									| (549)  ~ (all_0_46_46 = e1)
% 58.94/24.34  																																									| (1557) all_0_46_46 = e3
% 58.94/24.34  																																									|
% 58.94/24.34  																																										| Equations (1557) can reduce 409 to:
% 58.94/24.34  																																										| (266) $false
% 58.94/24.34  																																										|
% 58.94/24.34  																																										|-The branch is then unsatisfiable
% 58.94/24.34  																																						|-Branch two:
% 58.94/24.34  																																						| (464)  ~ (all_0_51_51 = e1)
% 58.94/24.34  																																						| (660) all_0_51_51 = e3
% 58.94/24.34  																																						|
% 58.94/24.34  																																							| Equations (660) can reduce 664 to:
% 58.94/24.34  																																							| (266) $false
% 58.94/24.34  																																							|
% 58.94/24.34  																																							|-The branch is then unsatisfiable
% 58.94/24.34  																																	|-Branch two:
% 58.94/24.34  																																	| (411)  ~ (all_0_50_50 = e3)
% 58.94/24.34  																																	| (418) all_0_51_51 = e3 | all_0_53_53 = e3
% 58.94/24.34  																																	|
% 58.94/24.34  																																		+-Applying beta-rule and splitting (144), into two cases.
% 58.94/24.34  																																		|-Branch one:
% 58.94/24.34  																																		| (403) all_0_41_41 = e3
% 58.94/24.34  																																		|
% 58.94/24.34  																																			| Combining equations (403,437) yields a new equation:
% 58.94/24.34  																																			| (425) e4 = e3
% 58.94/24.34  																																			|
% 58.94/24.34  																																			| Equations (425) can reduce 188 to:
% 58.94/24.34  																																			| (266) $false
% 58.94/24.34  																																			|
% 58.94/24.34  																																			|-The branch is then unsatisfiable
% 58.94/24.34  																																		|-Branch two:
% 58.94/24.34  																																		| (1898)  ~ (all_0_41_41 = e3)
% 58.94/24.34  																																		| (1923) all_0_46_46 = e3 | all_0_50_50 = e3 | all_0_55_55 = e3
% 58.94/24.34  																																		|
% 58.94/24.34  																																			+-Applying beta-rule and splitting (418), into two cases.
% 58.94/24.34  																																			|-Branch one:
% 58.94/24.34  																																			| (660) all_0_51_51 = e3
% 58.94/24.34  																																			|
% 58.94/24.34  																																				| Equations (660) can reduce 61 to:
% 58.94/24.34  																																				| (405)  ~ (all_0_42_42 = e3)
% 58.94/24.34  																																				|
% 58.94/24.34  																																				| Equations (660) can reduce 59 to:
% 58.94/24.34  																																				| (411)  ~ (all_0_50_50 = e3)
% 58.94/24.34  																																				|
% 58.94/24.34  																																				| From (660) and (186) follows:
% 58.94/24.34  																																				| (1552) op(e1, e2) = e3
% 58.94/24.34  																																				|
% 58.94/24.34  																																				+-Applying beta-rule and splitting (1899), into two cases.
% 58.94/24.34  																																				|-Branch one:
% 58.94/24.34  																																				| (516) all_0_42_42 = e3
% 58.94/24.34  																																				|
% 58.94/24.34  																																					| Equations (516) can reduce 405 to:
% 58.94/24.34  																																					| (266) $false
% 58.94/24.34  																																					|
% 58.94/24.34  																																					|-The branch is then unsatisfiable
% 58.94/24.34  																																				|-Branch two:
% 58.94/24.34  																																				| (405)  ~ (all_0_42_42 = e3)
% 58.94/24.34  																																				| (532) all_0_44_44 = e3
% 58.94/24.34  																																				|
% 58.94/24.34  																																					| Equations (532) can reduce 73 to:
% 58.94/24.34  																																					| (405)  ~ (all_0_42_42 = e3)
% 58.94/24.34  																																					|
% 58.94/24.34  																																					| Equations (532) can reduce 147 to:
% 58.94/24.34  																																					| (212)  ~ (e3 = e2)
% 58.94/24.34  																																					|
% 58.94/24.34  																																					| Equations (532) can reduce 639 to:
% 58.94/24.34  																																					| (213)  ~ (e3 = e1)
% 58.94/24.34  																																					|
% 58.94/24.34  																																					| From (532) and (138) follows:
% 58.94/24.34  																																					| (1639) op(e3, e0) = e3
% 58.94/24.34  																																					|
% 58.94/24.34  																																					+-Applying beta-rule and splitting (131), into two cases.
% 58.94/24.34  																																					|-Branch one:
% 58.94/24.34  																																					| (459) all_0_42_42 = e1
% 58.94/24.34  																																					|
% 58.94/24.34  																																						| Equations (459) can reduce 1380 to:
% 58.94/24.34  																																						| (266) $false
% 58.94/24.34  																																						|
% 58.94/24.34  																																						|-The branch is then unsatisfiable
% 58.94/24.34  																																					|-Branch two:
% 58.94/24.34  																																					| (1380)  ~ (all_0_42_42 = e1)
% 58.94/24.34  																																					| (3259) all_0_47_47 = e1 | all_0_51_51 = e1 | all_0_56_56 = e1
% 58.94/24.34  																																					|
% 58.94/24.34  																																						+-Applying beta-rule and splitting (75), into two cases.
% 58.94/24.34  																																						|-Branch one:
% 58.94/24.34  																																						| (485) all_0_40_40 = e0
% 58.94/24.34  																																						|
% 58.94/24.34  																																							| Combining equations (485,1378) yields a new equation:
% 58.94/24.34  																																							| (397) e4 = e0
% 58.94/24.34  																																							|
% 58.94/24.34  																																							| Equations (397) can reduce 49 to:
% 58.94/24.34  																																							| (266) $false
% 58.94/24.34  																																							|
% 58.94/24.34  																																							|-The branch is then unsatisfiable
% 58.94/24.34  																																						|-Branch two:
% 58.94/24.34  																																						| (1401)  ~ (all_0_40_40 = e0)
% 58.94/24.34  																																						| (1748) all_0_44_44 = e0 | all_0_49_49 = e0 | all_0_58_58 = e0
% 58.94/24.34  																																						|
% 58.94/24.34  																																							| Equations (1378) can reduce 1401 to:
% 58.94/24.34  																																							| (49)  ~ (e4 = e0)
% 58.94/24.34  																																							|
% 58.94/24.34  																																							+-Applying beta-rule and splitting (1923), into two cases.
% 58.94/24.34  																																							|-Branch one:
% 58.94/24.34  																																							| (1557) all_0_46_46 = e3
% 58.94/24.34  																																							|
% 58.94/24.34  																																								| Equations (1557) can reduce 35 to:
% 58.94/24.34  																																								| (410)  ~ (all_0_50_50 = e3)
% 58.94/24.34  																																								|
% 58.94/24.34  																																								| Simplifying 410 yields:
% 58.94/24.34  																																								| (411)  ~ (all_0_50_50 = e3)
% 58.94/24.34  																																								|
% 58.94/24.34  																																								| Equations (1557) can reduce 831 to:
% 58.94/24.34  																																								| (80)  ~ (e3 = e0)
% 58.94/24.34  																																								|
% 58.94/24.34  																																								+-Applying beta-rule and splitting (160), into two cases.
% 58.94/24.34  																																								|-Branch one:
% 58.94/24.34  																																								| (601) all_0_50_50 = e1
% 58.94/24.34  																																								|
% 58.94/24.34  																																									| Equations (601) can reduce 411 to:
% 58.94/24.34  																																									| (467)  ~ (e3 = e1)
% 58.94/24.34  																																									|
% 58.94/24.34  																																									| Simplifying 467 yields:
% 58.94/24.34  																																									| (213)  ~ (e3 = e1)
% 58.94/24.34  																																									|
% 58.94/24.34  																																									| Equations (601) can reduce 302 to:
% 58.94/24.34  																																									| (604)  ~ (e2 = e1)
% 58.94/24.34  																																									|
% 58.94/24.34  																																									| Simplifying 604 yields:
% 58.94/24.34  																																									| (122)  ~ (e2 = e1)
% 58.94/24.34  																																									|
% 58.94/24.34  																																									+-Applying beta-rule and splitting (54), into two cases.
% 58.94/24.34  																																									|-Branch one:
% 58.94/24.34  																																									| (583) all_0_49_49 = e2
% 58.94/24.34  																																									|
% 58.94/24.34  																																										| Equations (583) can reduce 340 to:
% 58.94/24.34  																																										| (266) $false
% 58.94/24.34  																																										|
% 58.94/24.34  																																										|-The branch is then unsatisfiable
% 58.94/24.34  																																									|-Branch two:
% 58.94/24.34  																																									| (340)  ~ (all_0_49_49 = e2)
% 58.94/24.34  																																									| (586) all_0_49_49 = e4 | all_0_49_49 = e3 | all_0_49_49 = e1 | all_0_49_49 = e0
% 58.94/24.34  																																									|
% 58.94/24.34  																																										+-Applying beta-rule and splitting (165), into two cases.
% 58.94/24.34  																																										|-Branch one:
% 58.94/24.34  																																										| (794) all_0_41_41 = e0
% 58.94/24.34  																																										|
% 58.94/24.34  																																											| Combining equations (437,794) yields a new equation:
% 58.94/24.34  																																											| (481) e4 = e0
% 58.94/24.34  																																											|
% 58.94/24.34  																																											| Simplifying 481 yields:
% 58.94/24.34  																																											| (397) e4 = e0
% 58.94/24.34  																																											|
% 58.94/24.34  																																											| Equations (397) can reduce 49 to:
% 58.94/24.34  																																											| (266) $false
% 58.94/24.34  																																											|
% 58.94/24.34  																																											|-The branch is then unsatisfiable
% 58.94/24.34  																																										|-Branch two:
% 58.94/24.34  																																										| (357)  ~ (all_0_41_41 = e0)
% 58.94/24.34  																																										| (6761) all_0_42_42 = e0 | all_0_43_43 = e0 | all_0_44_44 = e0
% 58.94/24.34  																																										|
% 58.94/24.34  																																											+-Applying beta-rule and splitting (152), into two cases.
% 58.94/24.34  																																											|-Branch one:
% 58.94/24.34  																																											| (1392) all_0_42_42 = e4
% 58.94/24.34  																																											|
% 58.94/24.34  																																												| Equations (1392) can reduce 1890 to:
% 58.94/24.34  																																												| (266) $false
% 58.94/24.34  																																												|
% 58.94/24.34  																																												|-The branch is then unsatisfiable
% 58.94/24.34  																																											|-Branch two:
% 58.94/24.34  																																											| (1890)  ~ (all_0_42_42 = e4)
% 58.94/24.34  																																											| (1969) all_0_42_42 = e3 | all_0_42_42 = e1 | all_0_42_42 = e0
% 58.94/24.34  																																											|
% 58.94/24.34  																																												+-Applying beta-rule and splitting (135), into two cases.
% 58.94/24.34  																																												|-Branch one:
% 58.94/24.34  																																												| (545) all_0_46_46 = e1
% 58.94/24.34  																																												|
% 58.94/24.34  																																													| Combining equations (1557,545) yields a new equation:
% 58.94/24.34  																																													| (454) e3 = e1
% 58.94/24.34  																																													|
% 58.94/24.34  																																													| Simplifying 454 yields:
% 58.94/24.34  																																													| (455) e3 = e1
% 58.94/24.34  																																													|
% 58.94/24.34  																																													| Equations (455) can reduce 213 to:
% 58.94/24.34  																																													| (266) $false
% 58.94/24.34  																																													|
% 58.94/24.34  																																													|-The branch is then unsatisfiable
% 58.94/24.34  																																												|-Branch two:
% 58.94/24.34  																																												| (549)  ~ (all_0_46_46 = e1)
% 58.94/24.34  																																												| (550) all_0_47_47 = e1 | all_0_48_48 = e1 | all_0_49_49 = e1
% 58.94/24.34  																																												|
% 58.94/24.34  																																													+-Applying beta-rule and splitting (1748), into two cases.
% 58.94/24.34  																																													|-Branch one:
% 58.94/24.34  																																													| (1414) all_0_44_44 = e0
% 58.94/24.34  																																													|
% 58.94/24.34  																																														| Combining equations (532,1414) yields a new equation:
% 58.94/24.34  																																														| (675) e3 = e0
% 58.94/24.34  																																														|
% 58.94/24.34  																																														| Simplifying 675 yields:
% 58.94/24.34  																																														| (676) e3 = e0
% 58.94/24.34  																																														|
% 58.94/24.34  																																														| Equations (676) can reduce 80 to:
% 58.94/24.34  																																														| (266) $false
% 58.94/24.34  																																														|
% 58.94/24.34  																																														|-The branch is then unsatisfiable
% 58.94/24.34  																																													|-Branch two:
% 58.94/24.34  																																													| (360)  ~ (all_0_44_44 = e0)
% 58.94/24.34  																																													| (1760) all_0_49_49 = e0 | all_0_58_58 = e0
% 58.94/24.34  																																													|
% 58.94/24.34  																																														+-Applying beta-rule and splitting (6761), into two cases.
% 58.94/24.34  																																														|-Branch one:
% 58.94/24.34  																																														| (559) all_0_42_42 = e0
% 58.94/24.34  																																														|
% 58.94/24.34  																																															| Equations (559) can reduce 198 to:
% 58.94/24.34  																																															| (1402)  ~ (all_0_47_47 = e0)
% 58.94/24.34  																																															|
% 58.94/24.34  																																															| Simplifying 1402 yields:
% 58.94/24.34  																																															| (678)  ~ (all_0_47_47 = e0)
% 58.94/24.34  																																															|
% 58.94/24.34  																																															| Equations (559) can reduce 405 to:
% 58.94/24.34  																																															| (541)  ~ (e3 = e0)
% 58.94/24.34  																																															|
% 58.94/24.34  																																															| Simplifying 541 yields:
% 58.94/24.34  																																															| (80)  ~ (e3 = e0)
% 58.94/24.34  																																															|
% 58.94/24.34  																																															| Equations (559) can reduce 51 to:
% 58.94/24.34  																																															| (365)  ~ (e2 = e0)
% 58.94/24.34  																																															|
% 58.94/24.34  																																															| Simplifying 365 yields:
% 58.94/24.34  																																															| (128)  ~ (e2 = e0)
% 58.94/24.34  																																															|
% 58.94/24.34  																																															| Equations (559) can reduce 1380 to:
% 58.94/24.34  																																															| (435)  ~ (e1 = e0)
% 58.94/24.34  																																															|
% 58.94/24.34  																																															| Simplifying 435 yields:
% 58.94/24.34  																																															| (233)  ~ (e1 = e0)
% 58.94/24.34  																																															|
% 58.94/24.35  																																															+-Applying beta-rule and splitting (3259), into two cases.
% 58.94/24.35  																																															|-Branch one:
% 58.94/24.35  																																															| (654) all_0_47_47 = e1
% 58.94/24.35  																																															|
% 58.94/24.35  																																																| Equations (654) can reduce 86 to:
% 58.94/24.35  																																																| (1419)  ~ (all_0_49_49 = e1)
% 58.94/24.35  																																																|
% 58.94/24.35  																																																| Simplifying 1419 yields:
% 58.94/24.35  																																																| (1064)  ~ (all_0_49_49 = e1)
% 58.94/24.35  																																																|
% 58.94/24.35  																																																| Equations (654) can reduce 678 to:
% 58.94/24.35  																																																| (233)  ~ (e1 = e0)
% 58.94/24.35  																																																|
% 58.94/24.35  																																																+-Applying beta-rule and splitting (184), into two cases.
% 58.94/24.35  																																																|-Branch one:
% 58.94/24.35  																																																| (538) all_0_46_46 = e0
% 58.94/24.35  																																																|
% 58.94/24.35  																																																	| Combining equations (538,1557) yields a new equation:
% 58.94/24.35  																																																	| (676) e3 = e0
% 58.94/24.35  																																																	|
% 58.94/24.35  																																																	| Equations (676) can reduce 80 to:
% 58.94/24.35  																																																	| (266) $false
% 58.94/24.35  																																																	|
% 58.94/24.35  																																																	|-The branch is then unsatisfiable
% 58.94/24.35  																																																|-Branch two:
% 58.94/24.35  																																																| (831)  ~ (all_0_46_46 = e0)
% 58.94/24.35  																																																| (832) all_0_47_47 = e0 | all_0_48_48 = e0 | all_0_49_49 = e0
% 58.94/24.35  																																																|
% 58.94/24.35  																																																	+-Applying beta-rule and splitting (832), into two cases.
% 58.94/24.35  																																																	|-Branch one:
% 58.94/24.35  																																																	| (674) all_0_47_47 = e0
% 58.94/24.35  																																																	|
% 58.94/24.35  																																																		| Combining equations (654,674) yields a new equation:
% 58.94/24.35  																																																		| (546) e1 = e0
% 58.94/24.35  																																																		|
% 58.94/24.35  																																																		| Simplifying 546 yields:
% 58.94/24.35  																																																		| (431) e1 = e0
% 58.94/24.35  																																																		|
% 58.94/24.35  																																																		| Equations (431) can reduce 233 to:
% 58.94/24.35  																																																		| (266) $false
% 58.94/24.35  																																																		|
% 58.94/24.35  																																																		|-The branch is then unsatisfiable
% 58.94/24.35  																																																	|-Branch two:
% 58.94/24.35  																																																	| (678)  ~ (all_0_47_47 = e0)
% 58.94/24.35  																																																	| (1278) all_0_48_48 = e0 | all_0_49_49 = e0
% 58.94/24.35  																																																	|
% 58.94/24.35  																																																		+-Applying beta-rule and splitting (1278), into two cases.
% 58.94/24.35  																																																		|-Branch one:
% 58.94/24.35  																																																		| (1279) all_0_48_48 = e0
% 58.94/24.35  																																																		|
% 58.94/24.35  																																																			| Combining equations (335,1279) yields a new equation:
% 58.94/24.35  																																																			| (391) e2 = e0
% 58.94/24.35  																																																			|
% 58.94/24.35  																																																			| Simplifying 391 yields:
% 58.94/24.35  																																																			| (330) e2 = e0
% 58.94/24.35  																																																			|
% 58.94/24.35  																																																			| Equations (330) can reduce 128 to:
% 58.94/24.35  																																																			| (266) $false
% 58.94/24.35  																																																			|
% 58.94/24.35  																																																			|-The branch is then unsatisfiable
% 58.94/24.35  																																																		|-Branch two:
% 58.94/24.35  																																																		| (1283)  ~ (all_0_48_48 = e0)
% 58.94/24.35  																																																		| (978) all_0_49_49 = e0
% 58.94/24.35  																																																		|
% 58.94/24.35  																																																			| Equations (978) can reduce 340 to:
% 58.94/24.35  																																																			| (365)  ~ (e2 = e0)
% 58.94/24.35  																																																			|
% 58.94/24.35  																																																			| Simplifying 365 yields:
% 58.94/24.35  																																																			| (128)  ~ (e2 = e0)
% 58.94/24.35  																																																			|
% 58.94/24.35  																																																			| Equations (978) can reduce 1064 to:
% 58.94/24.35  																																																			| (435)  ~ (e1 = e0)
% 58.94/24.35  																																																			|
% 58.94/24.35  																																																			| Simplifying 435 yields:
% 58.94/24.35  																																																			| (233)  ~ (e1 = e0)
% 58.94/24.35  																																																			|
% 58.94/24.35  																																																			| From (978) and (55) follows:
% 58.94/24.35  																																																			| (7585) op(e2, e0) = e0
% 58.94/24.35  																																																			|
% 58.94/24.35  																																																			+-Applying beta-rule and splitting (56), into two cases.
% 58.94/24.35  																																																			|-Branch one:
% 58.94/24.35  																																																			| (696) unit = e2
% 58.94/24.35  																																																			|
% 58.94/24.35  																																																				| From (696) and (211) follows:
% 58.94/24.35  																																																				| (1612) op(e2, e1) = e1
% 58.94/24.35  																																																				|
% 58.94/24.35  																																																				| From (696) and (227) follows:
% 58.94/24.35  																																																				| (4284) op(e4, e2) = e4
% 58.94/24.35  																																																				|
% 58.94/24.35  																																																				| From (696) and (42) follows:
% 58.94/24.35  																																																				| (1613) op(e0, e2) = e0
% 58.94/24.35  																																																				|
% 58.94/24.35  																																																				| Instantiating formula (29) with e4, e2, e4, e2 and discharging atoms op(e4, e2) = e4, op(e4, e2) = e2, yields:
% 58.94/24.35  																																																				| (323) e4 = e2
% 58.94/24.35  																																																				|
% 58.94/24.35  																																																				| Instantiating formula (29) with e2, e1, e1, e2 and discharging atoms op(e2, e1) = e2, op(e2, e1) = e1, yields:
% 58.94/24.35  																																																				| (617) e2 = e1
% 58.94/24.35  																																																				|
% 58.94/24.35  																																																				| Instantiating formula (29) with e0, e2, e0, e4 and discharging atoms op(e0, e2) = e4, op(e0, e2) = e0, yields:
% 58.94/24.35  																																																				| (397) e4 = e0
% 58.94/24.35  																																																				|
% 58.94/24.35  																																																				| Combining equations (323,397) yields a new equation:
% 58.94/24.35  																																																				| (391) e2 = e0
% 58.94/24.35  																																																				|
% 58.94/24.35  																																																				| Simplifying 391 yields:
% 58.94/24.35  																																																				| (330) e2 = e0
% 58.94/24.35  																																																				|
% 58.94/24.35  																																																				| Combining equations (617,330) yields a new equation:
% 58.94/24.35  																																																				| (546) e1 = e0
% 58.94/24.35  																																																				|
% 58.94/24.35  																																																				| Simplifying 546 yields:
% 58.94/24.35  																																																				| (431) e1 = e0
% 58.94/24.35  																																																				|
% 58.94/24.35  																																																				| Equations (431) can reduce 233 to:
% 58.94/24.35  																																																				| (266) $false
% 58.94/24.35  																																																				|
% 58.94/24.35  																																																				|-The branch is then unsatisfiable
% 58.94/24.35  																																																			|-Branch two:
% 58.94/24.35  																																																			| (707)  ~ (unit = e2)
% 58.94/24.35  																																																			| (708) unit = e4 | unit = e3 | unit = e1 | unit = e0
% 58.94/24.35  																																																			|
% 58.94/24.35  																																																				+-Applying beta-rule and splitting (708), into two cases.
% 58.94/24.35  																																																				|-Branch one:
% 58.94/24.35  																																																				| (709) unit = e4
% 58.94/24.35  																																																				|
% 58.94/24.35  																																																					| From (709) and (211) follows:
% 58.94/24.35  																																																					| (22527) op(e4, e1) = e1
% 58.94/24.35  																																																					|
% 58.94/24.35  																																																					| From (709) and (42) follows:
% 58.94/24.35  																																																					| (713) op(e0, e4) = e0
% 58.94/24.35  																																																					|
% 58.94/24.35  																																																					| Instantiating formula (29) with e4, e1, e1, e3 and discharging atoms op(e4, e1) = e3, op(e4, e1) = e1, yields:
% 58.94/24.35  																																																					| (455) e3 = e1
% 58.94/24.35  																																																					|
% 58.94/24.35  																																																					| Instantiating formula (29) with e0, e4, e0, e3 and discharging atoms op(e0, e4) = e3, op(e0, e4) = e0, yields:
% 58.94/24.35  																																																					| (676) e3 = e0
% 58.94/24.35  																																																					|
% 58.94/24.35  																																																					| Combining equations (455,676) yields a new equation:
% 58.94/24.35  																																																					| (546) e1 = e0
% 58.94/24.35  																																																					|
% 58.94/24.35  																																																					| Simplifying 546 yields:
% 58.94/24.35  																																																					| (431) e1 = e0
% 58.94/24.35  																																																					|
% 58.94/24.35  																																																					| Equations (431) can reduce 233 to:
% 58.94/24.35  																																																					| (266) $false
% 58.94/24.35  																																																					|
% 58.94/24.35  																																																					|-The branch is then unsatisfiable
% 58.94/24.35  																																																				|-Branch two:
% 58.94/24.35  																																																				| (724)  ~ (unit = e4)
% 58.94/24.35  																																																				| (725) unit = e3 | unit = e1 | unit = e0
% 58.94/24.35  																																																				|
% 58.94/24.35  																																																					+-Applying beta-rule and splitting (725), into two cases.
% 58.94/24.35  																																																					|-Branch one:
% 58.94/24.35  																																																					| (726) unit = e0
% 58.94/24.35  																																																					|
% 58.94/24.35  																																																						| From (726) and (32) follows:
% 58.94/24.35  																																																						| (727) op(e2, e0) = e2
% 58.94/24.35  																																																						|
% 58.94/24.35  																																																						| From (726) and (28) follows:
% 58.94/24.35  																																																						| (2698) op(e1, e0) = e1
% 58.94/24.35  																																																						|
% 58.94/24.35  																																																						| Instantiating formula (29) with e2, e0, e2, e0 and discharging atoms op(e2, e0) = e2, op(e2, e0) = e0, yields:
% 58.94/24.35  																																																						| (330) e2 = e0
% 58.94/24.35  																																																						|
% 58.94/24.35  																																																						| Instantiating formula (29) with e1, e0, e1, e2 and discharging atoms op(e1, e0) = e2, op(e1, e0) = e1, yields:
% 58.94/24.35  																																																						| (617) e2 = e1
% 58.94/24.35  																																																						|
% 58.94/24.35  																																																						| Combining equations (330,617) yields a new equation:
% 58.94/24.35  																																																						| (431) e1 = e0
% 58.94/24.35  																																																						|
% 58.94/24.35  																																																						| Equations (431) can reduce 233 to:
% 58.94/24.35  																																																						| (266) $false
% 58.94/24.35  																																																						|
% 58.94/24.35  																																																						|-The branch is then unsatisfiable
% 58.94/24.35  																																																					|-Branch two:
% 58.94/24.35  																																																					| (734)  ~ (unit = e0)
% 58.94/24.35  																																																					| (735) unit = e3 | unit = e1
% 58.94/24.35  																																																					|
% 58.94/24.35  																																																						+-Applying beta-rule and splitting (735), into two cases.
% 58.94/24.35  																																																						|-Branch one:
% 58.94/24.35  																																																						| (736) unit = e1
% 58.94/24.35  																																																						|
% 58.94/24.35  																																																							| Equations (736) can reduce 734 to:
% 58.94/24.35  																																																							| (233)  ~ (e1 = e0)
% 58.94/24.35  																																																							|
% 58.94/24.35  																																																							| From (736) and (244) follows:
% 58.94/24.35  																																																							| (738) op(e1, e4) = e4
% 58.94/24.35  																																																							|
% 58.94/24.35  																																																							| From (736) and (15) follows:
% 58.94/24.35  																																																							| (515) op(e1, e2) = e2
% 58.94/24.35  																																																							|
% 58.94/24.35  																																																							| From (736) and (227) follows:
% 58.94/24.35  																																																							| (739) op(e4, e1) = e4
% 58.94/24.35  																																																							|
% 58.94/24.35  																																																							| From (736) and (28) follows:
% 58.94/24.35  																																																							| (740) op(e1, e1) = e1
% 58.94/24.35  																																																							|
% 58.94/24.35  																																																							| Instantiating formula (29) with e4, e1, e4, e3 and discharging atoms op(e4, e1) = e4, op(e4, e1) = e3, yields:
% 58.94/24.35  																																																							| (425) e4 = e3
% 58.94/24.35  																																																							|
% 58.94/24.35  																																																							| Instantiating formula (29) with e1, e4, e4, e0 and discharging atoms op(e1, e4) = e4, op(e1, e4) = e0, yields:
% 58.94/24.35  																																																							| (397) e4 = e0
% 58.94/24.35  																																																							|
% 58.94/24.35  																																																							| Instantiating formula (29) with e1, e2, e2, e3 and discharging atoms op(e1, e2) = e3, op(e1, e2) = e2, yields:
% 58.94/24.35  																																																							| (662) e3 = e2
% 58.94/24.35  																																																							|
% 58.94/24.35  																																																							| Instantiating formula (29) with e1, e1, e1, e4 and discharging atoms op(e1, e1) = e4, op(e1, e1) = e1, yields:
% 58.94/24.35  																																																							| (630) e4 = e1
% 58.94/24.35  																																																							|
% 58.94/24.35  																																																							| Combining equations (630,425) yields a new equation:
% 58.94/24.35  																																																							| (455) e3 = e1
% 58.94/24.35  																																																							|
% 58.94/24.35  																																																							| Combining equations (397,425) yields a new equation:
% 58.94/24.35  																																																							| (676) e3 = e0
% 58.94/24.35  																																																							|
% 58.94/24.35  																																																							| Combining equations (676,662) yields a new equation:
% 58.94/24.35  																																																							| (330) e2 = e0
% 58.94/24.35  																																																							|
% 58.94/24.35  																																																							| Combining equations (455,662) yields a new equation:
% 58.94/24.35  																																																							| (617) e2 = e1
% 58.94/24.35  																																																							|
% 58.94/24.35  																																																							| Combining equations (617,330) yields a new equation:
% 58.94/24.35  																																																							| (546) e1 = e0
% 58.94/24.35  																																																							|
% 58.94/24.35  																																																							| Simplifying 546 yields:
% 58.94/24.35  																																																							| (431) e1 = e0
% 58.94/24.35  																																																							|
% 58.94/24.35  																																																							| Equations (431) can reduce 233 to:
% 58.94/24.35  																																																							| (266) $false
% 58.94/24.35  																																																							|
% 58.94/24.35  																																																							|-The branch is then unsatisfiable
% 58.94/24.35  																																																						|-Branch two:
% 58.94/24.35  																																																						| (748)  ~ (unit = e1)
% 58.94/24.35  																																																						| (749) unit = e3
% 58.94/24.35  																																																						|
% 58.94/24.35  																																																							| From (749) and (244) follows:
% 58.94/24.35  																																																							| (750) op(e3, e4) = e4
% 58.94/24.35  																																																							|
% 58.94/24.35  																																																							| From (749) and (209) follows:
% 58.94/24.35  																																																							| (1667) op(e3, e0) = e0
% 58.94/24.35  																																																							|
% 58.94/24.35  																																																							| From (749) and (40) follows:
% 58.94/24.35  																																																							| (3715) op(e3, e3) = e3
% 58.94/24.35  																																																							|
% 58.94/24.35  																																																							| Instantiating formula (29) with e3, e4, e4, e2 and discharging atoms op(e3, e4) = e4, op(e3, e4) = e2, yields:
% 58.94/24.35  																																																							| (323) e4 = e2
% 58.94/24.35  																																																							|
% 58.94/24.35  																																																							| Instantiating formula (29) with e3, e3, e3, e4 and discharging atoms op(e3, e3) = e4, op(e3, e3) = e3, yields:
% 58.94/24.35  																																																							| (425) e4 = e3
% 58.94/24.35  																																																							|
% 58.94/24.35  																																																							| Instantiating formula (29) with e3, e0, e0, e3 and discharging atoms op(e3, e0) = e3, op(e3, e0) = e0, yields:
% 58.94/24.35  																																																							| (676) e3 = e0
% 58.94/24.35  																																																							|
% 58.94/24.35  																																																							| Combining equations (425,323) yields a new equation:
% 58.94/24.35  																																																							| (661) e3 = e2
% 58.94/24.35  																																																							|
% 58.94/24.35  																																																							| Simplifying 661 yields:
% 58.94/24.35  																																																							| (662) e3 = e2
% 58.94/24.35  																																																							|
% 58.94/24.35  																																																							| Combining equations (676,662) yields a new equation:
% 58.94/24.35  																																																							| (330) e2 = e0
% 58.94/24.35  																																																							|
% 58.94/24.35  																																																							| Equations (330) can reduce 128 to:
% 58.94/24.35  																																																							| (266) $false
% 58.94/24.35  																																																							|
% 58.94/24.35  																																																							|-The branch is then unsatisfiable
% 58.94/24.35  																																															|-Branch two:
% 58.94/24.35  																																															| (462)  ~ (all_0_47_47 = e1)
% 58.94/24.35  																																															| (3264) all_0_51_51 = e1 | all_0_56_56 = e1
% 58.94/24.35  																																															|
% 58.94/24.35  																																																+-Applying beta-rule and splitting (1760), into two cases.
% 58.94/24.35  																																																|-Branch one:
% 58.94/24.35  																																																| (978) all_0_49_49 = e0
% 58.94/24.35  																																																|
% 58.94/24.35  																																																	| Equations (978) can reduce 1064 to:
% 58.94/24.35  																																																	| (435)  ~ (e1 = e0)
% 58.94/24.35  																																																	|
% 58.94/24.35  																																																	| Simplifying 435 yields:
% 58.94/24.35  																																																	| (233)  ~ (e1 = e0)
% 58.94/24.35  																																																	|
% 58.94/24.35  																																																	+-Applying beta-rule and splitting (550), into two cases.
% 58.94/24.35  																																																	|-Branch one:
% 58.94/24.35  																																																	| (654) all_0_47_47 = e1
% 58.94/24.35  																																																	|
% 58.94/24.35  																																																		| Equations (654) can reduce 462 to:
% 58.94/24.35  																																																		| (266) $false
% 58.94/24.35  																																																		|
% 58.94/24.35  																																																		|-The branch is then unsatisfiable
% 58.94/24.35  																																																	|-Branch two:
% 58.94/24.35  																																																	| (462)  ~ (all_0_47_47 = e1)
% 58.94/24.35  																																																	| (659) all_0_48_48 = e1 | all_0_49_49 = e1
% 58.94/24.35  																																																	|
% 59.02/24.35  																																																		+-Applying beta-rule and splitting (659), into two cases.
% 59.02/24.35  																																																		|-Branch one:
% 59.02/24.35  																																																		| (615) all_0_48_48 = e1
% 59.02/24.35  																																																		|
% 59.02/24.35  																																																			| Combining equations (335,615) yields a new equation:
% 59.02/24.35  																																																			| (616) e2 = e1
% 59.02/24.35  																																																			|
% 59.02/24.35  																																																			| Simplifying 616 yields:
% 59.02/24.35  																																																			| (617) e2 = e1
% 59.02/24.35  																																																			|
% 59.02/24.35  																																																			| Equations (617) can reduce 122 to:
% 59.02/24.35  																																																			| (266) $false
% 59.02/24.35  																																																			|
% 59.02/24.35  																																																			|-The branch is then unsatisfiable
% 59.02/24.35  																																																		|-Branch two:
% 59.02/24.35  																																																		| (619)  ~ (all_0_48_48 = e1)
% 59.02/24.35  																																																		| (671) all_0_49_49 = e1
% 59.02/24.35  																																																		|
% 59.02/24.35  																																																			| Combining equations (978,671) yields a new equation:
% 59.02/24.35  																																																			| (431) e1 = e0
% 59.02/24.35  																																																			|
% 59.02/24.35  																																																			| Equations (431) can reduce 233 to:
% 59.02/24.35  																																																			| (266) $false
% 59.02/24.35  																																																			|
% 59.02/24.35  																																																			|-The branch is then unsatisfiable
% 59.02/24.35  																																																|-Branch two:
% 59.02/24.35  																																																| (487)  ~ (all_0_49_49 = e0)
% 59.02/24.35  																																																| (914) all_0_58_58 = e0
% 59.02/24.35  																																																|
% 59.02/24.35  																																																	| Combining equations (914,918) yields a new equation:
% 59.02/24.35  																																																	| (431) e1 = e0
% 59.02/24.35  																																																	|
% 59.02/24.35  																																																	| Equations (431) can reduce 233 to:
% 59.02/24.35  																																																	| (266) $false
% 59.02/24.35  																																																	|
% 59.02/24.35  																																																	|-The branch is then unsatisfiable
% 59.02/24.35  																																														|-Branch two:
% 59.02/24.35  																																														| (358)  ~ (all_0_42_42 = e0)
% 59.02/24.35  																																														| (6766) all_0_43_43 = e0 | all_0_44_44 = e0
% 59.02/24.35  																																														|
% 59.02/24.35  																																															+-Applying beta-rule and splitting (1969), into two cases.
% 59.02/24.35  																																															|-Branch one:
% 59.02/24.35  																																															| (559) all_0_42_42 = e0
% 59.02/24.35  																																															|
% 59.02/24.35  																																																| Equations (559) can reduce 358 to:
% 59.02/24.35  																																																| (266) $false
% 59.02/24.35  																																																|
% 59.02/24.35  																																																|-The branch is then unsatisfiable
% 59.02/24.35  																																															|-Branch two:
% 59.02/24.35  																																															| (358)  ~ (all_0_42_42 = e0)
% 59.02/24.35  																																															| (2510) all_0_42_42 = e3 | all_0_42_42 = e1
% 59.02/24.35  																																															|
% 59.02/24.35  																																																+-Applying beta-rule and splitting (2510), into two cases.
% 59.02/24.35  																																																|-Branch one:
% 59.02/24.35  																																																| (459) all_0_42_42 = e1
% 59.02/24.35  																																																|
% 59.02/24.35  																																																	| Equations (459) can reduce 1380 to:
% 59.02/24.35  																																																	| (266) $false
% 59.02/24.35  																																																	|
% 59.02/24.35  																																																	|-The branch is then unsatisfiable
% 59.02/24.35  																																																|-Branch two:
% 59.02/24.35  																																																| (1380)  ~ (all_0_42_42 = e1)
% 59.02/24.35  																																																| (516) all_0_42_42 = e3
% 59.02/24.35  																																																|
% 59.02/24.35  																																																	| Equations (516) can reduce 405 to:
% 59.02/24.35  																																																	| (266) $false
% 59.02/24.35  																																																	|
% 59.02/24.35  																																																	|-The branch is then unsatisfiable
% 59.02/24.35  																																								|-Branch two:
% 59.02/24.35  																																								| (759)  ~ (all_0_50_50 = e1)
% 59.02/24.35  																																								| (1168) all_0_51_51 = e1 | all_0_52_52 = e1 | all_0_53_53 = e1
% 59.02/24.35  																																								|
% 59.02/24.35  																																									+-Applying beta-rule and splitting (18), into two cases.
% 59.02/24.35  																																									|-Branch one:
% 59.02/24.35  																																									| (453) all_0_41_41 = e1
% 59.02/24.35  																																									|
% 59.02/24.35  																																										| Combining equations (453,437) yields a new equation:
% 59.02/24.35  																																										| (630) e4 = e1
% 59.02/24.35  																																										|
% 59.02/24.35  																																										| Equations (630) can reduce 110 to:
% 59.02/24.35  																																										| (266) $false
% 59.02/24.35  																																										|
% 59.02/24.35  																																										|-The branch is then unsatisfiable
% 59.02/24.35  																																									|-Branch two:
% 59.02/24.35  																																									| (457)  ~ (all_0_41_41 = e1)
% 59.02/24.35  																																									| (595) all_0_46_46 = e1 | all_0_50_50 = e1 | all_0_55_55 = e1
% 59.02/24.35  																																									|
% 59.02/24.35  																																										+-Applying beta-rule and splitting (135), into two cases.
% 59.02/24.35  																																										|-Branch one:
% 59.02/24.35  																																										| (545) all_0_46_46 = e1
% 59.02/24.35  																																										|
% 59.02/24.35  																																											| Combining equations (1557,545) yields a new equation:
% 59.02/24.35  																																											| (454) e3 = e1
% 59.02/24.35  																																											|
% 59.02/24.35  																																											| Simplifying 454 yields:
% 59.02/24.35  																																											| (455) e3 = e1
% 59.02/24.35  																																											|
% 59.02/24.35  																																											| Equations (455) can reduce 213 to:
% 59.02/24.35  																																											| (266) $false
% 59.02/24.35  																																											|
% 59.02/24.35  																																											|-The branch is then unsatisfiable
% 59.02/24.35  																																										|-Branch two:
% 59.02/24.35  																																										| (549)  ~ (all_0_46_46 = e1)
% 59.02/24.35  																																										| (550) all_0_47_47 = e1 | all_0_48_48 = e1 | all_0_49_49 = e1
% 59.02/24.35  																																										|
% 59.02/24.35  																																											| Equations (1557) can reduce 549 to:
% 59.02/24.35  																																											| (213)  ~ (e3 = e1)
% 59.02/24.35  																																											|
% 59.02/24.35  																																											+-Applying beta-rule and splitting (1168), into two cases.
% 59.02/24.35  																																											|-Branch one:
% 59.02/24.35  																																											| (1109) all_0_51_51 = e1
% 59.02/24.35  																																											|
% 59.02/24.35  																																												| Combining equations (660,1109) yields a new equation:
% 59.02/24.35  																																												| (454) e3 = e1
% 59.02/24.35  																																												|
% 59.02/24.35  																																												| Simplifying 454 yields:
% 59.02/24.35  																																												| (455) e3 = e1
% 59.02/24.35  																																												|
% 59.02/24.35  																																												| Equations (455) can reduce 213 to:
% 59.02/24.35  																																												| (266) $false
% 59.02/24.35  																																												|
% 59.02/24.35  																																												|-The branch is then unsatisfiable
% 59.02/24.35  																																											|-Branch two:
% 59.02/24.35  																																											| (464)  ~ (all_0_51_51 = e1)
% 59.02/24.35  																																											| (1202) all_0_52_52 = e1 | all_0_53_53 = e1
% 59.02/24.35  																																											|
% 59.02/24.35  																																												| Equations (660) can reduce 464 to:
% 59.02/24.35  																																												| (213)  ~ (e3 = e1)
% 59.02/24.35  																																												|
% 59.02/24.35  																																												+-Applying beta-rule and splitting (595), into two cases.
% 59.02/24.35  																																												|-Branch one:
% 59.02/24.35  																																												| (545) all_0_46_46 = e1
% 59.02/24.35  																																												|
% 59.02/24.35  																																													| Combining equations (1557,545) yields a new equation:
% 59.02/24.35  																																													| (454) e3 = e1
% 59.02/24.35  																																													|
% 59.02/24.35  																																													| Simplifying 454 yields:
% 59.02/24.35  																																													| (455) e3 = e1
% 59.02/24.35  																																													|
% 59.02/24.35  																																													| Equations (455) can reduce 213 to:
% 59.02/24.35  																																													| (266) $false
% 59.02/24.35  																																													|
% 59.02/24.35  																																													|-The branch is then unsatisfiable
% 59.02/24.35  																																												|-Branch two:
% 59.02/24.35  																																												| (549)  ~ (all_0_46_46 = e1)
% 59.02/24.35  																																												| (600) all_0_50_50 = e1 | all_0_55_55 = e1
% 59.02/24.35  																																												|
% 59.02/24.35  																																													+-Applying beta-rule and splitting (600), into two cases.
% 59.02/24.35  																																													|-Branch one:
% 59.02/24.35  																																													| (601) all_0_50_50 = e1
% 59.02/24.35  																																													|
% 59.02/24.35  																																														| Equations (601) can reduce 759 to:
% 59.02/24.35  																																														| (266) $false
% 59.02/24.35  																																														|
% 59.02/24.35  																																														|-The branch is then unsatisfiable
% 59.02/24.35  																																													|-Branch two:
% 59.02/24.35  																																													| (759)  ~ (all_0_50_50 = e1)
% 59.02/24.35  																																													| (629) all_0_55_55 = e1
% 59.02/24.35  																																													|
% 59.02/24.35  																																														| Combining equations (629,386) yields a new equation:
% 59.02/24.35  																																														| (617) e2 = e1
% 59.02/24.35  																																														|
% 59.02/24.35  																																														| Equations (617) can reduce 122 to:
% 59.02/24.35  																																														| (266) $false
% 59.02/24.35  																																														|
% 59.02/24.35  																																														|-The branch is then unsatisfiable
% 59.02/24.35  																																							|-Branch two:
% 59.02/24.35  																																							| (409)  ~ (all_0_46_46 = e3)
% 59.02/24.35  																																							| (4042) all_0_50_50 = e3 | all_0_55_55 = e3
% 59.02/24.35  																																							|
% 59.02/24.35  																																								+-Applying beta-rule and splitting (4042), into two cases.
% 59.02/24.35  																																								|-Branch one:
% 59.02/24.35  																																								| (415) all_0_50_50 = e3
% 59.02/24.35  																																								|
% 59.02/24.35  																																									| Equations (415) can reduce 411 to:
% 59.02/24.35  																																									| (266) $false
% 59.02/24.35  																																									|
% 59.02/24.35  																																									|-The branch is then unsatisfiable
% 59.02/24.35  																																								|-Branch two:
% 59.02/24.35  																																								| (411)  ~ (all_0_50_50 = e3)
% 59.02/24.35  																																								| (2336) all_0_55_55 = e3
% 59.02/24.35  																																								|
% 59.02/24.35  																																									| Combining equations (386,2336) yields a new equation:
% 59.02/24.35  																																									| (662) e3 = e2
% 59.02/24.35  																																									|
% 59.02/24.35  																																									| Equations (662) can reduce 212 to:
% 59.02/24.35  																																									| (266) $false
% 59.02/24.35  																																									|
% 59.02/24.35  																																									|-The branch is then unsatisfiable
% 59.02/24.35  																																			|-Branch two:
% 59.02/24.35  																																			| (664)  ~ (all_0_51_51 = e3)
% 59.02/24.36  																																			| (665) all_0_53_53 = e3
% 59.02/24.36  																																			|
% 59.02/24.36  																																				| Combining equations (607,665) yields a new equation:
% 59.02/24.36  																																				| (662) e3 = e2
% 59.02/24.36  																																				|
% 59.02/24.36  																																				| Equations (662) can reduce 212 to:
% 59.02/24.36  																																				| (266) $false
% 59.02/24.36  																																				|
% 59.02/24.36  																																				|-The branch is then unsatisfiable
% 59.02/24.36  																													|-Branch two:
% 59.02/24.36  																													| (440)  ~ (all_0_41_41 = e4)
% 59.02/24.36  																													| (441) all_0_42_42 = e4 | all_0_43_43 = e4 | all_0_44_44 = e4
% 59.02/24.36  																													|
% 59.02/24.36  																														+-Applying beta-rule and splitting (27), into two cases.
% 59.02/24.36  																														|-Branch one:
% 59.02/24.36  																														| (437) all_0_41_41 = e4
% 59.02/24.36  																														|
% 59.02/24.36  																															| Equations (437) can reduce 440 to:
% 59.02/24.36  																															| (266) $false
% 59.02/24.36  																															|
% 59.02/24.36  																															|-The branch is then unsatisfiable
% 59.02/24.36  																														|-Branch two:
% 59.02/24.36  																														| (440)  ~ (all_0_41_41 = e4)
% 59.02/24.36  																														| (4049) all_0_41_41 = e3 | all_0_41_41 = e1 | all_0_41_41 = e0
% 59.02/24.36  																														|
% 59.02/24.36  																															+-Applying beta-rule and splitting (4049), into two cases.
% 59.02/24.36  																															|-Branch one:
% 59.02/24.36  																															| (794) all_0_41_41 = e0
% 59.02/24.36  																															|
% 59.02/24.36  																																| Equations (794) can reduce 357 to:
% 59.02/24.36  																																| (266) $false
% 59.02/24.36  																																|
% 59.02/24.36  																																|-The branch is then unsatisfiable
% 59.02/24.36  																															|-Branch two:
% 59.02/24.36  																															| (357)  ~ (all_0_41_41 = e0)
% 59.02/24.36  																															| (4053) all_0_41_41 = e3 | all_0_41_41 = e1
% 59.02/24.36  																															|
% 59.02/24.36  																																+-Applying beta-rule and splitting (4053), into two cases.
% 59.02/24.36  																																|-Branch one:
% 59.02/24.36  																																| (453) all_0_41_41 = e1
% 59.02/24.36  																																|
% 59.02/24.36  																																	| Equations (453) can reduce 457 to:
% 59.02/24.36  																																	| (266) $false
% 59.02/24.36  																																	|
% 59.02/24.36  																																	|-The branch is then unsatisfiable
% 59.02/24.36  																																|-Branch two:
% 59.02/24.36  																																| (457)  ~ (all_0_41_41 = e1)
% 59.02/24.36  																																| (403) all_0_41_41 = e3
% 59.02/24.36  																																|
% 59.02/24.36  																																	| Equations (403) can reduce 149 to:
% 59.02/24.36  																																	| (406)  ~ (all_0_44_44 = e3)
% 59.02/24.36  																																	|
% 59.02/24.36  																																	| Simplifying 406 yields:
% 59.02/24.36  																																	| (407)  ~ (all_0_44_44 = e3)
% 59.02/24.36  																																	|
% 59.02/24.36  																																	+-Applying beta-rule and splitting (26), into two cases.
% 59.02/24.36  																																	|-Branch one:
% 59.02/24.36  																																	| (446) all_0_44_44 = e4
% 59.02/24.36  																																	|
% 59.02/24.36  																																		| Equations (446) can reduce 1390 to:
% 59.02/24.36  																																		| (266) $false
% 59.02/24.36  																																		|
% 59.02/24.36  																																		|-The branch is then unsatisfiable
% 59.02/24.36  																																	|-Branch two:
% 59.02/24.36  																																	| (1390)  ~ (all_0_44_44 = e4)
% 59.02/24.36  																																	| (1391) all_0_44_44 = e3 | all_0_44_44 = e1 | all_0_44_44 = e0
% 59.02/24.36  																																	|
% 59.02/24.36  																																		+-Applying beta-rule and splitting (189), into two cases.
% 59.02/24.36  																																		|-Branch one:
% 59.02/24.36  																																		| (532) all_0_44_44 = e3
% 59.02/24.36  																																		|
% 59.02/24.36  																																			| Equations (532) can reduce 407 to:
% 59.02/24.36  																																			| (266) $false
% 59.02/24.36  																																			|
% 59.02/24.36  																																			|-The branch is then unsatisfiable
% 59.02/24.36  																																		|-Branch two:
% 59.02/24.36  																																		| (407)  ~ (all_0_44_44 = e3)
% 59.02/24.36  																																		| (537) all_0_49_49 = e3 | all_0_53_53 = e3 | all_0_58_58 = e3
% 59.02/24.36  																																		|
% 59.02/24.36  																																			+-Applying beta-rule and splitting (1391), into two cases.
% 59.02/24.36  																																			|-Branch one:
% 59.02/24.36  																																			| (1414) all_0_44_44 = e0
% 59.02/24.36  																																			|
% 59.02/24.36  																																				| Equations (1414) can reduce 181 to:
% 59.02/24.36  																																				| (490)  ~ (all_0_58_58 = e0)
% 59.02/24.36  																																				|
% 59.02/24.36  																																				| Simplifying 490 yields:
% 59.02/24.36  																																				| (491)  ~ (all_0_58_58 = e0)
% 59.02/24.36  																																				|
% 59.02/24.36  																																				| Equations (1414) can reduce 1390 to:
% 59.02/24.36  																																				| (401)  ~ (e4 = e0)
% 59.02/24.36  																																				|
% 59.02/24.36  																																				| Simplifying 401 yields:
% 59.02/24.36  																																				| (49)  ~ (e4 = e0)
% 59.02/24.36  																																				|
% 59.02/24.36  																																				+-Applying beta-rule and splitting (441), into two cases.
% 59.02/24.36  																																				|-Branch one:
% 59.02/24.36  																																				| (1392) all_0_42_42 = e4
% 59.02/24.36  																																				|
% 59.02/24.36  																																					| Equations (1392) can reduce 1890 to:
% 59.02/24.36  																																					| (266) $false
% 59.02/24.36  																																					|
% 59.02/24.36  																																					|-The branch is then unsatisfiable
% 59.02/24.36  																																				|-Branch two:
% 59.02/24.36  																																				| (1890)  ~ (all_0_42_42 = e4)
% 59.02/24.36  																																				| (1891) all_0_43_43 = e4 | all_0_44_44 = e4
% 59.02/24.36  																																				|
% 59.02/24.36  																																					+-Applying beta-rule and splitting (909), into two cases.
% 59.02/24.36  																																					|-Branch one:
% 59.02/24.36  																																					| (910) all_0_58_58 = e4
% 59.02/24.36  																																					|
% 59.02/24.36  																																						| Equations (910) can reduce 451 to:
% 59.02/24.36  																																						| (266) $false
% 59.02/24.36  																																						|
% 59.02/24.36  																																						|-The branch is then unsatisfiable
% 59.02/24.36  																																					|-Branch two:
% 59.02/24.36  																																					| (451)  ~ (all_0_58_58 = e4)
% 59.02/24.36  																																					| (913) all_0_58_58 = e3 | all_0_58_58 = e1 | all_0_58_58 = e0
% 59.02/24.36  																																					|
% 59.02/24.36  																																						+-Applying beta-rule and splitting (913), into two cases.
% 59.02/24.36  																																						|-Branch one:
% 59.02/24.36  																																						| (914) all_0_58_58 = e0
% 59.02/24.36  																																						|
% 59.02/24.36  																																							| Equations (914) can reduce 491 to:
% 59.02/24.36  																																							| (266) $false
% 59.02/24.36  																																							|
% 59.02/24.36  																																							|-The branch is then unsatisfiable
% 59.02/24.36  																																						|-Branch two:
% 59.02/24.36  																																						| (491)  ~ (all_0_58_58 = e0)
% 59.02/24.36  																																						| (917) all_0_58_58 = e3 | all_0_58_58 = e1
% 59.02/24.36  																																						|
% 59.02/24.36  																																							+-Applying beta-rule and splitting (917), into two cases.
% 59.02/24.36  																																							|-Branch one:
% 59.02/24.36  																																							| (918) all_0_58_58 = e1
% 59.02/24.36  																																							|
% 59.02/24.36  																																								| Equations (918) can reduce 451 to:
% 59.02/24.36  																																								| (602)  ~ (e4 = e1)
% 59.02/24.36  																																								|
% 59.02/24.36  																																								| Simplifying 602 yields:
% 59.02/24.36  																																								| (110)  ~ (e4 = e1)
% 59.02/24.36  																																								|
% 59.02/24.36  																																								+-Applying beta-rule and splitting (1891), into two cases.
% 59.02/24.36  																																								|-Branch one:
% 59.02/24.36  																																								| (396) all_0_43_43 = e4
% 59.02/24.36  																																								|
% 59.02/24.36  																																									| Combining equations (430,396) yields a new equation:
% 59.02/24.36  																																									| (630) e4 = e1
% 59.02/24.36  																																									|
% 59.02/24.36  																																									| Equations (630) can reduce 110 to:
% 59.02/24.36  																																									| (266) $false
% 59.02/24.36  																																									|
% 59.02/24.36  																																									|-The branch is then unsatisfiable
% 59.02/24.36  																																								|-Branch two:
% 59.02/24.36  																																								| (399)  ~ (all_0_43_43 = e4)
% 59.02/24.36  																																								| (446) all_0_44_44 = e4
% 59.02/24.36  																																								|
% 59.02/24.36  																																									| Combining equations (1414,446) yields a new equation:
% 59.02/24.36  																																									| (397) e4 = e0
% 59.02/24.36  																																									|
% 59.02/24.36  																																									| Equations (397) can reduce 49 to:
% 59.02/24.36  																																									| (266) $false
% 59.02/24.36  																																									|
% 59.02/24.36  																																									|-The branch is then unsatisfiable
% 59.02/24.36  																																							|-Branch two:
% 59.02/24.36  																																							| (880)  ~ (all_0_58_58 = e1)
% 59.02/24.36  																																							| (795) all_0_58_58 = e3
% 59.02/24.36  																																							|
% 59.02/24.36  																																								| Equations (795) can reduce 276 to:
% 59.02/24.36  																																								| (266) $false
% 59.02/24.36  																																								|
% 59.02/24.36  																																								|-The branch is then unsatisfiable
% 59.02/24.36  																																			|-Branch two:
% 59.02/24.36  																																			| (360)  ~ (all_0_44_44 = e0)
% 59.02/24.36  																																			| (1417) all_0_44_44 = e3 | all_0_44_44 = e1
% 59.02/24.36  																																			|
% 59.02/24.36  																																				+-Applying beta-rule and splitting (1417), into two cases.
% 59.02/24.36  																																				|-Branch one:
% 59.02/24.36  																																				| (635) all_0_44_44 = e1
% 59.02/24.36  																																				|
% 59.02/24.36  																																					| Equations (635) can reduce 639 to:
% 59.02/24.36  																																					| (266) $false
% 59.02/24.36  																																					|
% 59.02/24.36  																																					|-The branch is then unsatisfiable
% 59.02/24.36  																																				|-Branch two:
% 59.02/24.36  																																				| (639)  ~ (all_0_44_44 = e1)
% 59.02/24.36  																																				| (532) all_0_44_44 = e3
% 59.02/24.36  																																				|
% 59.02/24.36  																																					| Equations (532) can reduce 407 to:
% 59.02/24.36  																																					| (266) $false
% 59.02/24.36  																																					|
% 59.02/24.36  																																					|-The branch is then unsatisfiable
% 59.02/24.36  																											|-Branch two:
% 59.02/24.36  																											| (477)  ~ (all_0_56_56 = e4)
% 59.02/24.36  																											| (935) all_0_57_57 = e4 | all_0_58_58 = e4
% 59.02/24.36  																											|
% 59.02/24.36  																												+-Applying beta-rule and splitting (935), into two cases.
% 59.02/24.36  																												|-Branch one:
% 59.02/24.36  																												| (871) all_0_57_57 = e4
% 59.02/24.36  																												|
% 59.02/24.36  																													| Combining equations (875,871) yields a new equation:
% 59.02/24.36  																													| (397) e4 = e0
% 59.02/24.36  																													|
% 59.02/24.36  																													| Equations (397) can reduce 49 to:
% 59.02/24.36  																													| (266) $false
% 59.02/24.36  																													|
% 59.02/24.36  																													|-The branch is then unsatisfiable
% 59.02/24.36  																												|-Branch two:
% 59.02/24.36  																												| (839)  ~ (all_0_57_57 = e4)
% 59.02/24.36  																												| (910) all_0_58_58 = e4
% 59.02/24.36  																												|
% 59.02/24.36  																													| Equations (910) can reduce 451 to:
% 59.02/24.36  																													| (266) $false
% 59.02/24.36  																													|
% 59.02/24.36  																													|-The branch is then unsatisfiable
% 59.02/24.36  																									|-Branch two:
% 59.02/24.36  																									| (509)  ~ (all_0_53_53 = e2)
% 59.02/24.36  																									| (624) all_0_58_58 = e2
% 59.02/24.36  																									|
% 59.02/24.36  																										| Equations (624) can reduce 908 to:
% 59.02/24.36  																										| (266) $false
% 59.02/24.36  																										|
% 59.02/24.36  																										|-The branch is then unsatisfiable
% 59.02/24.36  															|-Branch two:
% 59.02/24.36  															| (780)  ~ (all_0_52_52 = e4)
% 59.02/24.36  															| (642) all_0_52_52 = e1
% 59.02/24.36  															|
% 59.02/24.36  																| Equations (642) can reduce 646 to:
% 59.02/24.36  																| (266) $false
% 59.02/24.36  																|
% 59.02/24.36  																|-The branch is then unsatisfiable
% 59.02/24.36  										|-Branch two:
% 59.02/24.36  										| (810)  ~ (all_0_48_48 = e2)
% 59.02/24.36  										| (10167) all_0_52_52 = e2 | all_0_57_57 = e2
% 59.02/24.36  										|
% 59.02/24.36  											+-Applying beta-rule and splitting (10167), into two cases.
% 59.02/24.36  											|-Branch one:
% 59.02/24.36  											| (352) all_0_52_52 = e2
% 59.02/24.36  											|
% 59.02/24.36  												| Equations (352) can reduce 342 to:
% 59.02/24.36  												| (266) $false
% 59.02/24.36  												|
% 59.02/24.36  												|-The branch is then unsatisfiable
% 59.02/24.36  											|-Branch two:
% 59.02/24.36  											| (342)  ~ (all_0_52_52 = e2)
% 59.02/24.36  											| (442) all_0_57_57 = e2
% 59.02/24.36  											|
% 59.02/24.36  												| Equations (442) can reduce 199 to:
% 59.02/24.36  												| (96)  ~ (all_0_43_43 = e2)
% 59.02/24.36  												|
% 59.02/24.36  												| Equations (442) can reduce 239 to:
% 59.02/24.36  												| (810)  ~ (all_0_48_48 = e2)
% 59.02/24.36  												|
% 59.02/24.36  												| Equations (442) can reduce 11 to:
% 59.02/24.36  												| (342)  ~ (all_0_52_52 = e2)
% 59.02/24.36  												|
% 59.02/24.36  												| Equations (442) can reduce 81 to:
% 59.02/24.36  												| (304)  ~ (all_0_55_55 = e2)
% 59.02/24.36  												|
% 59.02/24.36  												| Equations (442) can reduce 140 to:
% 59.02/24.36  												| (511)  ~ (all_0_56_56 = e2)
% 59.02/24.36  												|
% 59.02/24.36  												| Equations (442) can reduce 148 to:
% 59.02/24.36  												| (1186)  ~ (all_0_58_58 = e2)
% 59.02/24.36  												|
% 59.02/24.36  												| Simplifying 1186 yields:
% 59.02/24.36  												| (908)  ~ (all_0_58_58 = e2)
% 59.02/24.36  												|
% 59.02/24.36  												| Equations (442) can reduce 67 to:
% 59.02/24.36  												| (626)  ~ (e3 = e2)
% 59.02/24.36  												|
% 59.02/24.36  												| Simplifying 626 yields:
% 59.02/24.36  												| (212)  ~ (e3 = e2)
% 59.02/24.36  												|
% 59.02/24.36  												| From (442) and (83) follows:
% 59.02/24.36  												| (16562) op(e0, e1) = e2
% 59.02/24.36  												|
% 59.02/24.36  												+-Applying beta-rule and splitting (163), into two cases.
% 59.02/24.36  												|-Branch one:
% 59.02/24.36  												| (565) all_0_52_52 = e4
% 59.02/24.36  												|
% 59.02/24.36  													| Equations (565) can reduce 217 to:
% 59.02/24.36  													| (399)  ~ (all_0_43_43 = e4)
% 59.02/24.36  													|
% 59.02/24.36  													| Equations (565) can reduce 202 to:
% 59.02/24.36  													| (254)  ~ (all_0_48_48 = e4)
% 59.02/24.36  													|
% 59.02/24.36  													| Equations (565) can reduce 101 to:
% 59.02/24.36  													| (566)  ~ (all_0_50_50 = e4)
% 59.02/24.36  													|
% 59.02/24.36  													| Equations (565) can reduce 20 to:
% 59.02/24.36  													| (475)  ~ (all_0_51_51 = e4)
% 59.02/24.36  													|
% 59.02/24.36  													| Equations (565) can reduce 46 to:
% 59.02/24.36  													| (1452)  ~ (all_0_53_53 = e4)
% 59.02/24.36  													|
% 59.02/24.36  													| Simplifying 1452 yields:
% 59.02/24.36  													| (1453)  ~ (all_0_53_53 = e4)
% 59.02/24.36  													|
% 59.02/24.36  													| From (565) and (124) follows:
% 59.02/24.36  													| (570) op(e1, e1) = e4
% 59.02/24.36  													|
% 59.02/24.36  													+-Applying beta-rule and splitting (195), into two cases.
% 59.02/24.36  													|-Branch one:
% 59.02/24.36  													| (396) all_0_43_43 = e4
% 59.02/24.36  													|
% 59.02/24.36  														| Equations (396) can reduce 399 to:
% 59.02/24.36  														| (266) $false
% 59.02/24.36  														|
% 59.02/24.36  														|-The branch is then unsatisfiable
% 59.02/24.36  													|-Branch two:
% 59.02/24.36  													| (399)  ~ (all_0_43_43 = e4)
% 59.02/24.36  													| (6374) all_0_43_43 = e1 | all_0_43_43 = e0
% 59.02/24.36  													|
% 59.02/24.36  														+-Applying beta-rule and splitting (4), into two cases.
% 59.02/24.36  														|-Branch one:
% 59.02/24.36  														| (356) all_0_43_43 = e0
% 59.02/24.36  														|
% 59.02/24.36  															| Equations (356) can reduce 31 to:
% 59.02/24.36  															| (357)  ~ (all_0_41_41 = e0)
% 59.02/24.36  															|
% 59.02/24.36  															| Equations (356) can reduce 240 to:
% 59.02/24.36  															| (358)  ~ (all_0_42_42 = e0)
% 59.02/24.36  															|
% 59.02/24.36  															| Equations (356) can reduce 159 to:
% 59.02/24.36  															| (359)  ~ (all_0_44_44 = e0)
% 59.02/24.36  															|
% 59.02/24.36  															| Simplifying 359 yields:
% 59.02/24.36  															| (360)  ~ (all_0_44_44 = e0)
% 59.02/24.36  															|
% 59.02/24.36  															| Equations (356) can reduce 399 to:
% 59.02/24.36  															| (401)  ~ (e4 = e0)
% 59.02/24.36  															|
% 59.02/24.36  															| Simplifying 401 yields:
% 59.02/24.36  															| (49)  ~ (e4 = e0)
% 59.02/24.36  															|
% 59.02/24.36  															| Equations (356) can reduce 96 to:
% 59.02/24.36  															| (365)  ~ (e2 = e0)
% 59.02/24.36  															|
% 59.02/24.36  															| Simplifying 365 yields:
% 59.02/24.36  															| (128)  ~ (e2 = e0)
% 59.02/24.36  															|
% 59.02/24.36  															| From (356) and (37) follows:
% 59.02/24.36  															| (369) op(e3, e1) = e0
% 59.02/24.36  															|
% 59.02/24.36  															+-Applying beta-rule and splitting (130), into two cases.
% 59.02/24.36  															|-Branch one:
% 59.02/24.36  															| (430) all_0_43_43 = e1
% 59.02/24.36  															|
% 59.02/24.36  																| Combining equations (356,430) yields a new equation:
% 59.02/24.36  																| (431) e1 = e0
% 59.02/24.36  																|
% 59.02/24.36  																| Equations (431) can reduce 233 to:
% 59.02/24.36  																| (266) $false
% 59.02/24.36  																|
% 59.02/24.36  																|-The branch is then unsatisfiable
% 59.02/24.36  															|-Branch two:
% 59.02/24.36  															| (433)  ~ (all_0_43_43 = e1)
% 59.02/24.36  															| (434) all_0_48_48 = e1 | all_0_52_52 = e1 | all_0_57_57 = e1
% 59.02/24.36  															|
% 59.02/24.36  																+-Applying beta-rule and splitting (434), into two cases.
% 59.02/24.36  																|-Branch one:
% 59.02/24.36  																| (615) all_0_48_48 = e1
% 59.02/24.36  																|
% 59.02/24.36  																	| Equations (615) can reduce 30 to:
% 59.02/24.36  																	| (549)  ~ (all_0_46_46 = e1)
% 59.02/24.36  																	|
% 59.02/24.36  																	| Equations (615) can reduce 185 to:
% 59.02/24.36  																	| (1419)  ~ (all_0_49_49 = e1)
% 59.02/24.36  																	|
% 59.02/24.36  																	| Simplifying 1419 yields:
% 59.02/24.36  																	| (1064)  ~ (all_0_49_49 = e1)
% 59.02/24.36  																	|
% 59.02/24.36  																	| Equations (615) can reduce 254 to:
% 59.02/24.36  																	| (602)  ~ (e4 = e1)
% 59.02/24.36  																	|
% 59.02/24.36  																	| Simplifying 602 yields:
% 59.02/24.36  																	| (110)  ~ (e4 = e1)
% 59.02/24.36  																	|
% 59.02/24.36  																	+-Applying beta-rule and splitting (95), into two cases.
% 59.02/24.36  																	|-Branch one:
% 59.02/24.36  																	| (378) all_0_50_50 = e2
% 59.02/24.36  																	|
% 59.02/24.36  																		| Equations (378) can reduce 221 to:
% 59.02/24.36  																		| (85)  ~ (all_0_41_41 = e2)
% 59.02/24.36  																		|
% 59.02/24.36  																		| Equations (378) can reduce 59 to:
% 59.02/24.36  																		| (17668)  ~ (all_0_51_51 = e2)
% 59.02/24.36  																		|
% 59.02/24.36  																		| Simplifying 17668 yields:
% 59.02/24.36  																		| (1099)  ~ (all_0_51_51 = e2)
% 59.02/24.36  																		|
% 59.02/24.36  																		| Equations (378) can reduce 190 to:
% 59.02/24.36  																		| (508)  ~ (all_0_53_53 = e2)
% 59.02/24.36  																		|
% 59.02/24.36  																		| Simplifying 508 yields:
% 59.02/24.36  																		| (509)  ~ (all_0_53_53 = e2)
% 59.02/24.36  																		|
% 59.02/24.36  																		| Equations (378) can reduce 93 to:
% 59.02/24.36  																		| (303)  ~ (all_0_55_55 = e2)
% 59.02/24.36  																		|
% 59.02/24.36  																		| Simplifying 303 yields:
% 59.02/24.36  																		| (304)  ~ (all_0_55_55 = e2)
% 59.02/24.36  																		|
% 59.02/24.36  																		| Equations (378) can reduce 566 to:
% 59.02/24.36  																		| (327)  ~ (e4 = e2)
% 59.02/24.36  																		|
% 59.02/24.36  																		| Simplifying 327 yields:
% 59.02/24.36  																		| (48)  ~ (e4 = e2)
% 59.02/24.37  																		|
% 59.02/24.37  																		| Equations (378) can reduce 121 to:
% 59.02/24.37  																		| (128)  ~ (e2 = e0)
% 59.02/24.37  																		|
% 59.02/24.37  																		| From (378) and (242) follows:
% 59.02/24.37  																		| (26152) op(e1, e3) = e2
% 59.02/24.37  																		|
% 59.02/24.37  																		+-Applying beta-rule and splitting (158), into two cases.
% 59.02/24.37  																		|-Branch one:
% 59.02/24.37  																		| (313) all_0_40_40 = e2
% 59.02/24.37  																		|
% 59.02/24.37  																			| Combining equations (1378,313) yields a new equation:
% 59.02/24.37  																			| (322) e4 = e2
% 59.02/24.37  																			|
% 59.02/24.37  																			| Simplifying 322 yields:
% 59.02/24.37  																			| (323) e4 = e2
% 59.02/24.37  																			|
% 59.02/24.37  																			| Equations (323) can reduce 48 to:
% 59.02/24.37  																			| (266) $false
% 59.02/24.37  																			|
% 59.02/24.37  																			|-The branch is then unsatisfiable
% 59.02/24.37  																		|-Branch two:
% 59.02/24.37  																		| (296)  ~ (all_0_40_40 = e2)
% 59.02/24.37  																		| (377) all_0_49_49 = e2 | all_0_53_53 = e2 | all_0_58_58 = e2
% 59.02/24.37  																		|
% 59.02/24.37  																			+-Applying beta-rule and splitting (377), into two cases.
% 59.02/24.37  																			|-Branch one:
% 59.02/24.37  																			| (583) all_0_49_49 = e2
% 59.02/24.37  																			|
% 59.02/24.37  																				| Equations (583) can reduce 208 to:
% 59.02/24.37  																				| (300)  ~ (all_0_46_46 = e2)
% 59.02/24.37  																				|
% 59.02/24.37  																				| Equations (583) can reduce 86 to:
% 59.02/24.37  																				| (338)  ~ (all_0_47_47 = e2)
% 59.02/24.37  																				|
% 59.02/24.37  																				| Equations (583) can reduce 65 to:
% 59.02/24.37  																				| (508)  ~ (all_0_53_53 = e2)
% 59.02/24.37  																				|
% 59.02/24.37  																				| Simplifying 508 yields:
% 59.02/24.37  																				| (509)  ~ (all_0_53_53 = e2)
% 59.02/24.37  																				|
% 59.02/24.37  																				| Equations (583) can reduce 119 to:
% 59.02/24.37  																				| (1186)  ~ (all_0_58_58 = e2)
% 59.02/24.37  																				|
% 59.02/24.37  																				| Simplifying 1186 yields:
% 59.02/24.37  																				| (908)  ~ (all_0_58_58 = e2)
% 59.02/24.37  																				|
% 59.02/24.37  																				| Equations (583) can reduce 1064 to:
% 59.02/24.37  																				| (122)  ~ (e2 = e1)
% 59.02/24.37  																				|
% 59.02/24.37  																				| From (583) and (55) follows:
% 59.02/24.37  																				| (727) op(e2, e0) = e2
% 59.02/24.37  																				|
% 59.02/24.37  																				+-Applying beta-rule and splitting (75), into two cases.
% 59.02/24.37  																				|-Branch one:
% 59.02/24.37  																				| (485) all_0_40_40 = e0
% 59.02/24.37  																				|
% 59.02/24.37  																					| Combining equations (485,1378) yields a new equation:
% 59.02/24.37  																					| (397) e4 = e0
% 59.02/24.37  																					|
% 59.02/24.37  																					| Equations (397) can reduce 49 to:
% 59.02/24.37  																					| (266) $false
% 59.02/24.37  																					|
% 59.02/24.37  																					|-The branch is then unsatisfiable
% 59.02/24.37  																				|-Branch two:
% 59.02/24.37  																				| (1401)  ~ (all_0_40_40 = e0)
% 59.02/24.37  																				| (1748) all_0_44_44 = e0 | all_0_49_49 = e0 | all_0_58_58 = e0
% 59.02/24.37  																				|
% 59.02/24.37  																					+-Applying beta-rule and splitting (123), into two cases.
% 59.02/24.37  																					|-Branch one:
% 59.02/24.37  																					| (1794) all_0_46_46 = e2
% 59.02/24.37  																					|
% 59.02/24.37  																						| Equations (1794) can reduce 300 to:
% 59.02/24.37  																						| (266) $false
% 59.02/24.37  																						|
% 59.02/24.37  																						|-The branch is then unsatisfiable
% 59.02/24.37  																					|-Branch two:
% 59.02/24.37  																					| (300)  ~ (all_0_46_46 = e2)
% 59.02/24.37  																					| (1797) all_0_46_46 = e4 | all_0_46_46 = e3 | all_0_46_46 = e1 | all_0_46_46 = e0
% 59.02/24.37  																					|
% 59.02/24.37  																						+-Applying beta-rule and splitting (1797), into two cases.
% 59.02/24.37  																						|-Branch one:
% 59.02/24.37  																						| (770) all_0_46_46 = e4
% 59.02/24.37  																						|
% 59.02/24.37  																							| Equations (770) can reduce 250 to:
% 59.02/24.37  																							| (266) $false
% 59.02/24.37  																							|
% 59.02/24.37  																							|-The branch is then unsatisfiable
% 59.02/24.37  																						|-Branch two:
% 59.02/24.37  																						| (250)  ~ (all_0_46_46 = e4)
% 59.02/24.37  																						| (1801) all_0_46_46 = e3 | all_0_46_46 = e1 | all_0_46_46 = e0
% 59.02/24.37  																						|
% 59.02/24.37  																							+-Applying beta-rule and splitting (1801), into two cases.
% 59.02/24.37  																							|-Branch one:
% 59.02/24.37  																							| (538) all_0_46_46 = e0
% 59.02/24.37  																							|
% 59.02/24.37  																								| Equations (538) can reduce 831 to:
% 59.02/24.37  																								| (266) $false
% 59.02/24.37  																								|
% 59.02/24.37  																								|-The branch is then unsatisfiable
% 59.02/24.37  																							|-Branch two:
% 59.02/24.37  																							| (831)  ~ (all_0_46_46 = e0)
% 59.02/24.37  																							| (1838) all_0_46_46 = e3 | all_0_46_46 = e1
% 59.02/24.37  																							|
% 59.02/24.37  																								+-Applying beta-rule and splitting (1838), into two cases.
% 59.02/24.37  																								|-Branch one:
% 59.02/24.37  																								| (545) all_0_46_46 = e1
% 59.02/24.37  																								|
% 59.02/24.37  																									| Equations (545) can reduce 549 to:
% 59.02/24.37  																									| (266) $false
% 59.02/24.37  																									|
% 59.02/24.37  																									|-The branch is then unsatisfiable
% 59.02/24.37  																								|-Branch two:
% 59.02/24.37  																								| (549)  ~ (all_0_46_46 = e1)
% 59.02/24.37  																								| (1557) all_0_46_46 = e3
% 59.02/24.37  																								|
% 59.02/24.37  																									| Equations (1557) can reduce 43 to:
% 59.02/24.37  																									| (1898)  ~ (all_0_41_41 = e3)
% 59.02/24.37  																									|
% 59.02/24.37  																									| Equations (1557) can reduce 19 to:
% 59.02/24.37  																									| (2538)  ~ (all_0_47_47 = e3)
% 59.02/24.37  																									|
% 59.02/24.37  																									| Simplifying 2538 yields:
% 59.02/24.37  																									| (1091)  ~ (all_0_47_47 = e3)
% 59.02/24.37  																									|
% 59.02/24.37  																									| Equations (1557) can reduce 58 to:
% 59.02/24.37  																									| (269)  ~ (all_0_55_55 = e3)
% 59.02/24.37  																									|
% 59.02/24.37  																									| Simplifying 269 yields:
% 59.02/24.37  																									| (270)  ~ (all_0_55_55 = e3)
% 59.02/24.37  																									|
% 59.02/24.37  																									| Equations (1557) can reduce 250 to:
% 59.02/24.37  																									| (277)  ~ (e4 = e3)
% 59.02/24.37  																									|
% 59.02/24.37  																									| Simplifying 277 yields:
% 59.02/24.37  																									| (188)  ~ (e4 = e3)
% 59.02/24.37  																									|
% 59.02/24.37  																									| Equations (1557) can reduce 300 to:
% 59.02/24.37  																									| (212)  ~ (e3 = e2)
% 59.02/24.37  																									|
% 59.02/24.37  																									| Equations (1557) can reduce 549 to:
% 59.02/24.37  																									| (213)  ~ (e3 = e1)
% 59.02/24.37  																									|
% 59.02/24.37  																									| From (1557) and (120) follows:
% 59.02/24.37  																									| (697) op(e2, e3) = e3
% 59.02/24.37  																									|
% 59.02/24.37  																									+-Applying beta-rule and splitting (1748), into two cases.
% 59.02/24.37  																									|-Branch one:
% 59.02/24.37  																									| (1414) all_0_44_44 = e0
% 59.02/24.37  																									|
% 59.02/24.37  																										| Equations (1414) can reduce 360 to:
% 59.02/24.37  																										| (266) $false
% 59.02/24.37  																										|
% 59.02/24.37  																										|-The branch is then unsatisfiable
% 59.02/24.37  																									|-Branch two:
% 59.02/24.37  																									| (360)  ~ (all_0_44_44 = e0)
% 59.02/24.37  																									| (1760) all_0_49_49 = e0 | all_0_58_58 = e0
% 59.02/24.37  																									|
% 59.02/24.37  																										+-Applying beta-rule and splitting (105), into two cases.
% 59.02/24.37  																										|-Branch one:
% 59.02/24.37  																										| (1105) all_0_47_47 = e2
% 59.02/24.37  																										|
% 59.02/24.37  																											| Equations (1105) can reduce 338 to:
% 59.02/24.37  																											| (266) $false
% 59.02/24.37  																											|
% 59.02/24.37  																											|-The branch is then unsatisfiable
% 59.02/24.37  																										|-Branch two:
% 59.02/24.37  																										| (338)  ~ (all_0_47_47 = e2)
% 59.02/24.37  																										| (1789) all_0_47_47 = e4 | all_0_47_47 = e3 | all_0_47_47 = e1 | all_0_47_47 = e0
% 59.02/24.37  																										|
% 59.02/24.37  																											+-Applying beta-rule and splitting (1760), into two cases.
% 59.02/24.37  																											|-Branch one:
% 59.02/24.37  																											| (978) all_0_49_49 = e0
% 59.02/24.37  																											|
% 59.02/24.37  																												| Combining equations (583,978) yields a new equation:
% 59.02/24.37  																												| (391) e2 = e0
% 59.02/24.37  																												|
% 59.02/24.37  																												| Simplifying 391 yields:
% 59.02/24.37  																												| (330) e2 = e0
% 59.02/24.37  																												|
% 59.02/24.37  																												| Equations (330) can reduce 128 to:
% 59.02/24.37  																												| (266) $false
% 59.02/24.37  																												|
% 59.02/24.37  																												|-The branch is then unsatisfiable
% 59.02/24.37  																											|-Branch two:
% 59.02/24.37  																											| (487)  ~ (all_0_49_49 = e0)
% 59.02/24.37  																											| (914) all_0_58_58 = e0
% 59.02/24.37  																											|
% 59.02/24.37  																												| Equations (914) can reduce 181 to:
% 59.02/24.37  																												| (360)  ~ (all_0_44_44 = e0)
% 59.02/24.37  																												|
% 59.02/24.37  																												| Equations (914) can reduce 10 to:
% 59.02/24.37  																												| (247)  ~ (all_0_53_53 = e0)
% 59.02/24.37  																												|
% 59.02/24.37  																												| Equations (914) can reduce 3 to:
% 59.02/24.37  																												| (803)  ~ (all_0_55_55 = e0)
% 59.02/24.37  																												|
% 59.02/24.37  																												| Equations (914) can reduce 44 to:
% 59.02/24.37  																												| (828)  ~ (all_0_56_56 = e0)
% 59.02/24.37  																												|
% 59.02/24.37  																												| Equations (914) can reduce 908 to:
% 59.02/24.37  																												| (365)  ~ (e2 = e0)
% 59.02/24.37  																												|
% 59.02/24.37  																												| Simplifying 365 yields:
% 59.02/24.37  																												| (128)  ~ (e2 = e0)
% 59.02/24.37  																												|
% 59.02/24.37  																												+-Applying beta-rule and splitting (104), into two cases.
% 59.02/24.37  																												|-Branch one:
% 59.02/24.37  																												| (480) all_0_39_39 = e0
% 59.02/24.37  																												|
% 59.02/24.37  																													| Combining equations (480,317) yields a new equation:
% 59.02/24.37  																													| (330) e2 = e0
% 59.02/24.37  																													|
% 59.02/24.37  																													| Equations (330) can reduce 128 to:
% 59.02/24.37  																													| (266) $false
% 59.02/24.37  																													|
% 59.02/24.37  																													|-The branch is then unsatisfiable
% 59.02/24.37  																												|-Branch two:
% 59.02/24.37  																												| (484)  ~ (all_0_39_39 = e0)
% 59.02/24.37  																												| (558) all_0_42_42 = e0 | all_0_47_47 = e0 | all_0_56_56 = e0
% 59.02/24.37  																												|
% 59.02/24.37  																													+-Applying beta-rule and splitting (558), into two cases.
% 59.02/24.37  																													|-Branch one:
% 59.02/24.37  																													| (559) all_0_42_42 = e0
% 59.02/24.37  																													|
% 59.02/24.37  																														| Equations (559) can reduce 358 to:
% 59.02/24.37  																														| (266) $false
% 59.02/24.37  																														|
% 59.02/24.37  																														|-The branch is then unsatisfiable
% 59.02/24.37  																													|-Branch two:
% 59.02/24.37  																													| (358)  ~ (all_0_42_42 = e0)
% 59.02/24.37  																													| (563) all_0_47_47 = e0 | all_0_56_56 = e0
% 59.02/24.37  																													|
% 59.02/24.37  																														+-Applying beta-rule and splitting (563), into two cases.
% 59.02/24.37  																														|-Branch one:
% 59.02/24.37  																														| (674) all_0_47_47 = e0
% 59.02/24.37  																														|
% 59.02/24.37  																															| Equations (674) can reduce 198 to:
% 59.02/24.37  																															| (358)  ~ (all_0_42_42 = e0)
% 59.02/24.37  																															|
% 59.02/24.37  																															| Equations (674) can reduce 224 to:
% 59.02/24.37  																															| (1404)  ~ (all_0_51_51 = e0)
% 59.02/24.37  																															|
% 59.02/24.37  																															| Simplifying 1404 yields:
% 59.02/24.37  																															| (115)  ~ (all_0_51_51 = e0)
% 59.02/24.37  																															|
% 59.02/24.37  																															| Equations (674) can reduce 91 to:
% 59.02/24.37  																															| (1181)  ~ (all_0_56_56 = e0)
% 59.02/24.37  																															|
% 59.02/24.37  																															| Simplifying 1181 yields:
% 59.02/24.37  																															| (828)  ~ (all_0_56_56 = e0)
% 59.02/24.37  																															|
% 59.02/24.37  																															| Equations (674) can reduce 1091 to:
% 59.02/24.37  																															| (541)  ~ (e3 = e0)
% 59.02/24.37  																															|
% 59.02/24.37  																															| Simplifying 541 yields:
% 59.02/24.37  																															| (80)  ~ (e3 = e0)
% 59.02/24.37  																															|
% 59.02/24.37  																															| Equations (674) can reduce 338 to:
% 59.02/24.37  																															| (365)  ~ (e2 = e0)
% 59.02/24.37  																															|
% 59.02/24.37  																															| Simplifying 365 yields:
% 59.02/24.37  																															| (128)  ~ (e2 = e0)
% 59.02/24.37  																															|
% 59.02/24.37  																															+-Applying beta-rule and splitting (168), into two cases.
% 59.02/24.37  																															|-Branch one:
% 59.02/24.37  																															| (415) all_0_50_50 = e3
% 59.02/24.37  																															|
% 59.02/24.37  																																| Combining equations (378,415) yields a new equation:
% 59.02/24.37  																																| (662) e3 = e2
% 59.02/24.37  																																|
% 59.02/24.37  																																| Equations (662) can reduce 212 to:
% 59.02/24.37  																																| (266) $false
% 59.02/24.37  																																|
% 59.02/24.37  																																|-The branch is then unsatisfiable
% 59.02/24.37  																															|-Branch two:
% 59.02/24.37  																															| (411)  ~ (all_0_50_50 = e3)
% 59.02/24.37  																															| (418) all_0_51_51 = e3 | all_0_53_53 = e3
% 59.02/24.37  																															|
% 59.02/24.37  																																+-Applying beta-rule and splitting (113), into two cases.
% 59.02/24.37  																																|-Branch one:
% 59.02/24.37  																																| (403) all_0_41_41 = e3
% 59.02/24.37  																																|
% 59.02/24.37  																																	| Equations (403) can reduce 1898 to:
% 59.02/24.37  																																	| (266) $false
% 59.02/24.37  																																	|
% 59.02/24.37  																																	|-The branch is then unsatisfiable
% 59.02/24.37  																																|-Branch two:
% 59.02/24.37  																																| (1898)  ~ (all_0_41_41 = e3)
% 59.02/24.37  																																| (1899) all_0_42_42 = e3 | all_0_44_44 = e3
% 59.02/24.37  																																|
% 59.02/24.37  																																	+-Applying beta-rule and splitting (18), into two cases.
% 59.02/24.37  																																	|-Branch one:
% 59.02/24.37  																																	| (453) all_0_41_41 = e1
% 59.02/24.37  																																	|
% 59.02/24.37  																																		| Equations (453) can reduce 214 to:
% 59.02/24.37  																																		| (4055)  ~ (all_0_42_42 = e1)
% 59.02/24.37  																																		|
% 59.02/24.37  																																		| Simplifying 4055 yields:
% 59.02/24.37  																																		| (1380)  ~ (all_0_42_42 = e1)
% 59.02/24.37  																																		|
% 59.02/24.37  																																		| Equations (453) can reduce 149 to:
% 59.02/24.37  																																		| (4057)  ~ (all_0_44_44 = e1)
% 59.02/24.37  																																		|
% 59.02/24.37  																																		| Simplifying 4057 yields:
% 59.02/24.37  																																		| (639)  ~ (all_0_44_44 = e1)
% 59.02/24.37  																																		|
% 59.02/24.37  																																		| Equations (453) can reduce 191 to:
% 59.02/24.37  																																		| (2331)  ~ (all_0_55_55 = e1)
% 59.02/24.37  																																		|
% 59.02/24.37  																																		| Simplifying 2331 yields:
% 59.02/24.37  																																		| (632)  ~ (all_0_55_55 = e1)
% 59.02/24.37  																																		|
% 59.02/24.37  																																		| Equations (453) can reduce 85 to:
% 59.02/24.37  																																		| (604)  ~ (e2 = e1)
% 59.02/24.37  																																		|
% 59.02/24.37  																																		| Simplifying 604 yields:
% 59.02/24.37  																																		| (122)  ~ (e2 = e1)
% 59.02/24.37  																																		|
% 59.02/24.37  																																		| Equations (453) can reduce 357 to:
% 59.02/24.37  																																		| (233)  ~ (e1 = e0)
% 59.02/24.37  																																		|
% 59.02/24.37  																																		| From (453) and (219) follows:
% 59.02/24.37  																																		| (12512) op(e3, e3) = e1
% 59.02/24.37  																																		|
% 59.02/24.37  																																		+-Applying beta-rule and splitting (64), into two cases.
% 59.02/24.37  																																		|-Branch one:
% 59.02/24.37  																																		| (437) all_0_41_41 = e4
% 59.02/24.37  																																		|
% 59.02/24.37  																																			| Combining equations (437,453) yields a new equation:
% 59.02/24.37  																																			| (636) e4 = e1
% 59.02/24.37  																																			|
% 59.02/24.37  																																			| Simplifying 636 yields:
% 59.02/24.37  																																			| (630) e4 = e1
% 59.02/24.37  																																			|
% 59.02/24.37  																																			| Equations (630) can reduce 110 to:
% 59.02/24.37  																																			| (266) $false
% 59.02/24.37  																																			|
% 59.02/24.37  																																			|-The branch is then unsatisfiable
% 59.02/24.37  																																		|-Branch two:
% 59.02/24.37  																																		| (440)  ~ (all_0_41_41 = e4)
% 59.02/24.37  																																		| (441) all_0_42_42 = e4 | all_0_43_43 = e4 | all_0_44_44 = e4
% 59.02/24.37  																																		|
% 59.02/24.37  																																			+-Applying beta-rule and splitting (112), into two cases.
% 59.02/24.37  																																			|-Branch one:
% 59.02/24.37  																																			| (635) all_0_44_44 = e1
% 59.02/24.37  																																			|
% 59.02/24.37  																																				| Equations (635) can reduce 639 to:
% 59.02/24.37  																																				| (266) $false
% 59.02/24.37  																																				|
% 59.02/24.37  																																				|-The branch is then unsatisfiable
% 59.02/24.37  																																			|-Branch two:
% 59.02/24.37  																																			| (639)  ~ (all_0_44_44 = e1)
% 59.02/24.37  																																			| (640) all_0_49_49 = e1 | all_0_53_53 = e1 | all_0_58_58 = e1
% 59.02/24.37  																																			|
% 59.02/24.37  																																				+-Applying beta-rule and splitting (216), into two cases.
% 59.02/24.37  																																				|-Branch one:
% 59.02/24.37  																																				| (629) all_0_55_55 = e1
% 59.02/24.37  																																				|
% 59.02/24.37  																																					| Equations (629) can reduce 632 to:
% 59.02/24.37  																																					| (266) $false
% 59.02/24.37  																																					|
% 59.02/24.37  																																					|-The branch is then unsatisfiable
% 59.02/24.37  																																				|-Branch two:
% 59.02/24.37  																																				| (632)  ~ (all_0_55_55 = e1)
% 59.02/24.37  																																				| (633) all_0_56_56 = e1 | all_0_57_57 = e1 | all_0_58_58 = e1
% 59.02/24.37  																																				|
% 59.02/24.37  																																					+-Applying beta-rule and splitting (441), into two cases.
% 59.02/24.37  																																					|-Branch one:
% 59.02/24.37  																																					| (1392) all_0_42_42 = e4
% 59.02/24.37  																																					|
% 59.02/24.37  																																						| Equations (1392) can reduce 73 to:
% 59.02/24.37  																																						| (1903)  ~ (all_0_44_44 = e4)
% 59.02/24.37  																																						|
% 59.02/24.37  																																						| Simplifying 1903 yields:
% 59.02/24.37  																																						| (1390)  ~ (all_0_44_44 = e4)
% 59.02/24.37  																																						|
% 59.02/24.37  																																						| Equations (1392) can reduce 61 to:
% 59.02/24.37  																																						| (474)  ~ (all_0_51_51 = e4)
% 59.02/24.37  																																						|
% 59.02/24.37  																																						| Simplifying 474 yields:
% 59.02/24.37  																																						| (475)  ~ (all_0_51_51 = e4)
% 59.02/24.37  																																						|
% 59.02/24.37  																																						| Equations (1392) can reduce 236 to:
% 59.02/24.37  																																						| (476)  ~ (all_0_56_56 = e4)
% 59.02/24.37  																																						|
% 59.02/24.37  																																						| Simplifying 476 yields:
% 59.02/24.37  																																						| (477)  ~ (all_0_56_56 = e4)
% 59.02/24.37  																																						|
% 59.02/24.37  																																						| Equations (1392) can reduce 51 to:
% 59.02/24.37  																																						| (48)  ~ (e4 = e2)
% 59.02/24.37  																																						|
% 59.02/24.37  																																						| Equations (1392) can reduce 358 to:
% 59.02/24.37  																																						| (49)  ~ (e4 = e0)
% 59.02/24.37  																																						|
% 59.02/24.37  																																						| From (1392) and (210) follows:
% 59.02/24.37  																																						| (4074) op(e3, e2) = e4
% 59.02/24.37  																																						|
% 59.02/24.37  																																						+-Applying beta-rule and splitting (180), into two cases.
% 59.02/24.37  																																						|-Branch one:
% 59.02/24.37  																																						| (516) all_0_42_42 = e3
% 59.02/24.37  																																						|
% 59.02/24.37  																																							| Combining equations (516,1392) yields a new equation:
% 59.02/24.37  																																							| (425) e4 = e3
% 59.02/24.37  																																							|
% 59.02/24.37  																																							| Equations (425) can reduce 188 to:
% 59.02/24.37  																																							| (266) $false
% 59.02/24.37  																																							|
% 59.02/24.37  																																							|-The branch is then unsatisfiable
% 59.02/24.37  																																						|-Branch two:
% 59.02/24.37  																																						| (405)  ~ (all_0_42_42 = e3)
% 59.02/24.37  																																						| (521) all_0_47_47 = e3 | all_0_51_51 = e3 | all_0_56_56 = e3
% 59.02/24.37  																																						|
% 59.02/24.37  																																							+-Applying beta-rule and splitting (133), into two cases.
% 59.02/24.37  																																							|-Branch one:
% 59.02/24.37  																																							| (833) all_0_56_56 = e2
% 59.02/24.37  																																							|
% 59.02/24.37  																																								| Equations (833) can reduce 511 to:
% 59.02/24.37  																																								| (266) $false
% 59.02/24.37  																																								|
% 59.02/24.37  																																								|-The branch is then unsatisfiable
% 59.02/24.37  																																							|-Branch two:
% 59.02/24.37  																																							| (511)  ~ (all_0_56_56 = e2)
% 59.02/24.37  																																							| (836) all_0_56_56 = e4 | all_0_56_56 = e3 | all_0_56_56 = e1 | all_0_56_56 = e0
% 59.02/24.37  																																							|
% 59.02/24.37  																																								+-Applying beta-rule and splitting (26), into two cases.
% 59.02/24.37  																																								|-Branch one:
% 59.02/24.37  																																								| (446) all_0_44_44 = e4
% 59.02/24.37  																																								|
% 59.02/24.37  																																									| Equations (446) can reduce 1390 to:
% 59.02/24.37  																																									| (266) $false
% 59.02/24.37  																																									|
% 59.02/24.37  																																									|-The branch is then unsatisfiable
% 59.02/24.37  																																								|-Branch two:
% 59.02/24.37  																																								| (1390)  ~ (all_0_44_44 = e4)
% 59.02/24.37  																																								| (1391) all_0_44_44 = e3 | all_0_44_44 = e1 | all_0_44_44 = e0
% 59.02/24.37  																																								|
% 59.02/24.37  																																									+-Applying beta-rule and splitting (640), into two cases.
% 59.02/24.37  																																									|-Branch one:
% 59.02/24.37  																																									| (671) all_0_49_49 = e1
% 59.02/24.37  																																									|
% 59.02/24.37  																																										| Combining equations (583,671) yields a new equation:
% 59.02/24.37  																																										| (616) e2 = e1
% 59.02/24.37  																																										|
% 59.02/24.37  																																										| Simplifying 616 yields:
% 59.02/24.37  																																										| (617) e2 = e1
% 59.02/24.37  																																										|
% 59.02/24.37  																																										| Equations (617) can reduce 122 to:
% 59.02/24.37  																																										| (266) $false
% 59.02/24.37  																																										|
% 59.02/24.37  																																										|-The branch is then unsatisfiable
% 59.02/24.37  																																									|-Branch two:
% 59.02/24.37  																																									| (1064)  ~ (all_0_49_49 = e1)
% 59.02/24.37  																																									| (2141) all_0_53_53 = e1 | all_0_58_58 = e1
% 59.02/24.37  																																									|
% 59.02/24.37  																																										+-Applying beta-rule and splitting (174), into two cases.
% 59.02/24.37  																																										|-Branch one:
% 59.02/24.37  																																										| (386) all_0_55_55 = e2
% 59.02/24.37  																																										|
% 59.02/24.37  																																											| Equations (386) can reduce 304 to:
% 59.02/24.37  																																											| (266) $false
% 59.02/24.37  																																											|
% 59.02/24.37  																																											|-The branch is then unsatisfiable
% 59.02/24.37  																																										|-Branch two:
% 59.02/24.37  																																										| (304)  ~ (all_0_55_55 = e2)
% 59.02/24.37  																																										| (2051) all_0_55_55 = e4 | all_0_55_55 = e3 | all_0_55_55 = e1 | all_0_55_55 = e0
% 59.02/24.37  																																										|
% 59.02/24.37  																																											+-Applying beta-rule and splitting (521), into two cases.
% 59.02/24.37  																																											|-Branch one:
% 59.02/24.37  																																											| (522) all_0_47_47 = e3
% 59.02/24.37  																																											|
% 59.02/24.37  																																												| Combining equations (674,522) yields a new equation:
% 59.02/24.37  																																												| (676) e3 = e0
% 59.02/24.37  																																												|
% 59.02/24.37  																																												| Equations (676) can reduce 80 to:
% 59.02/24.37  																																												| (266) $false
% 59.02/24.37  																																												|
% 59.02/24.37  																																												|-The branch is then unsatisfiable
% 59.02/24.37  																																											|-Branch two:
% 59.02/24.37  																																											| (1091)  ~ (all_0_47_47 = e3)
% 59.02/24.37  																																											| (1092) all_0_51_51 = e3 | all_0_56_56 = e3
% 59.02/24.37  																																											|
% 59.02/24.37  																																												+-Applying beta-rule and splitting (1391), into two cases.
% 59.02/24.37  																																												|-Branch one:
% 59.02/24.37  																																												| (1414) all_0_44_44 = e0
% 59.02/24.37  																																												|
% 59.02/24.37  																																													| Equations (1414) can reduce 360 to:
% 59.02/24.37  																																													| (266) $false
% 59.02/24.37  																																													|
% 59.02/24.37  																																													|-The branch is then unsatisfiable
% 59.02/24.37  																																												|-Branch two:
% 59.02/24.37  																																												| (360)  ~ (all_0_44_44 = e0)
% 59.02/24.37  																																												| (1417) all_0_44_44 = e3 | all_0_44_44 = e1
% 59.02/24.37  																																												|
% 59.02/24.37  																																													+-Applying beta-rule and splitting (836), into two cases.
% 59.02/24.37  																																													|-Branch one:
% 59.02/24.37  																																													| (842) all_0_56_56 = e4
% 59.02/24.37  																																													|
% 59.02/24.37  																																														| Equations (842) can reduce 477 to:
% 59.02/24.37  																																														| (266) $false
% 59.02/24.37  																																														|
% 59.02/24.37  																																														|-The branch is then unsatisfiable
% 59.02/24.37  																																													|-Branch two:
% 59.02/24.37  																																													| (477)  ~ (all_0_56_56 = e4)
% 59.02/24.37  																																													| (845) all_0_56_56 = e3 | all_0_56_56 = e1 | all_0_56_56 = e0
% 59.02/24.37  																																													|
% 59.02/24.37  																																														+-Applying beta-rule and splitting (2141), into two cases.
% 59.02/24.37  																																														|-Branch one:
% 59.02/24.37  																																														| (1208) all_0_53_53 = e1
% 59.02/24.37  																																														|
% 59.02/24.37  																																															| Equations (1208) can reduce 220 to:
% 59.02/24.37  																																															| (639)  ~ (all_0_44_44 = e1)
% 59.02/24.37  																																															|
% 59.02/24.37  																																															| Equations (1208) can reduce 6 to:
% 59.02/24.37  																																															| (464)  ~ (all_0_51_51 = e1)
% 59.02/24.37  																																															|
% 59.02/24.37  																																															| Equations (1208) can reduce 509 to:
% 59.02/24.37  																																															| (604)  ~ (e2 = e1)
% 59.02/24.37  																																															|
% 59.02/24.37  																																															| Simplifying 604 yields:
% 59.02/24.37  																																															| (122)  ~ (e2 = e1)
% 59.02/24.37  																																															|
% 59.02/24.37  																																															| Equations (1208) can reduce 247 to:
% 59.02/24.37  																																															| (233)  ~ (e1 = e0)
% 59.02/24.37  																																															|
% 59.02/24.37  																																															+-Applying beta-rule and splitting (189), into two cases.
% 59.02/24.37  																																															|-Branch one:
% 59.02/24.37  																																															| (532) all_0_44_44 = e3
% 59.02/24.37  																																															|
% 59.02/24.37  																																																| From (532) and (138) follows:
% 59.02/24.38  																																																| (1639) op(e3, e0) = e3
% 59.02/24.38  																																																|
% 59.02/24.38  																																																+-Applying beta-rule and splitting (1092), into two cases.
% 59.02/24.38  																																																|-Branch one:
% 59.02/24.38  																																																| (660) all_0_51_51 = e3
% 59.02/24.38  																																																|
% 59.02/24.38  																																																	| Equations (660) can reduce 475 to:
% 59.02/24.38  																																																	| (277)  ~ (e4 = e3)
% 59.02/24.38  																																																	|
% 59.02/24.38  																																																	| Simplifying 277 yields:
% 59.02/24.38  																																																	| (188)  ~ (e4 = e3)
% 59.02/24.38  																																																	|
% 59.02/24.38  																																																	| Equations (660) can reduce 464 to:
% 59.02/24.38  																																																	| (213)  ~ (e3 = e1)
% 59.02/24.38  																																																	|
% 59.02/24.38  																																																	| From (660) and (186) follows:
% 59.02/24.38  																																																	| (1552) op(e1, e2) = e3
% 59.02/24.38  																																																	|
% 59.02/24.38  																																																	+-Applying beta-rule and splitting (2051), into two cases.
% 59.02/24.38  																																																	|-Branch one:
% 59.02/24.38  																																																	| (587) all_0_55_55 = e4
% 59.02/24.38  																																																	|
% 59.02/24.38  																																																		| Equations (587) can reduce 632 to:
% 59.02/24.38  																																																		| (110)  ~ (e4 = e1)
% 59.02/24.38  																																																		|
% 59.02/24.38  																																																		+-Applying beta-rule and splitting (131), into two cases.
% 59.02/24.38  																																																		|-Branch one:
% 59.02/24.38  																																																		| (459) all_0_42_42 = e1
% 59.02/24.38  																																																		|
% 59.02/24.38  																																																			| Combining equations (459,1392) yields a new equation:
% 59.02/24.38  																																																			| (630) e4 = e1
% 59.02/24.38  																																																			|
% 59.02/24.38  																																																			| Equations (630) can reduce 110 to:
% 59.02/24.38  																																																			| (266) $false
% 59.02/24.38  																																																			|
% 59.02/24.38  																																																			|-The branch is then unsatisfiable
% 59.02/24.38  																																																		|-Branch two:
% 59.02/24.38  																																																		| (1380)  ~ (all_0_42_42 = e1)
% 59.02/24.38  																																																		| (3259) all_0_47_47 = e1 | all_0_51_51 = e1 | all_0_56_56 = e1
% 59.02/24.38  																																																		|
% 59.02/24.38  																																																			+-Applying beta-rule and splitting (633), into two cases.
% 59.02/24.38  																																																			|-Branch one:
% 59.02/24.38  																																																			| (1569) all_0_56_56 = e1
% 59.02/24.38  																																																			|
% 59.02/24.38  																																																				| Equations (1569) can reduce 511 to:
% 59.02/24.38  																																																				| (604)  ~ (e2 = e1)
% 59.02/24.38  																																																				|
% 59.02/24.38  																																																				| Simplifying 604 yields:
% 59.02/24.38  																																																				| (122)  ~ (e2 = e1)
% 59.02/24.38  																																																				|
% 59.02/24.38  																																																				| Equations (1569) can reduce 828 to:
% 59.02/24.38  																																																				| (233)  ~ (e1 = e0)
% 59.02/24.38  																																																				|
% 59.02/24.38  																																																				+-Applying beta-rule and splitting (56), into two cases.
% 59.02/24.38  																																																				|-Branch one:
% 59.02/24.38  																																																				| (696) unit = e2
% 59.02/24.38  																																																				|
% 59.02/24.38  																																																					| From (696) and (209) follows:
% 59.02/24.38  																																																					| (7585) op(e2, e0) = e0
% 59.02/24.38  																																																					|
% 59.02/24.38  																																																					| From (696) and (227) follows:
% 59.02/24.38  																																																					| (4284) op(e4, e2) = e4
% 59.02/24.38  																																																					|
% 59.02/24.38  																																																					| From (696) and (40) follows:
% 59.02/24.38  																																																					| (4285) op(e3, e2) = e3
% 59.02/24.38  																																																					|
% 59.02/24.38  																																																					| From (696) and (28) follows:
% 59.02/24.38  																																																					| (699) op(e1, e2) = e1
% 59.02/24.38  																																																					|
% 59.02/24.38  																																																					| Instantiating formula (29) with e4, e2, e4, e2 and discharging atoms op(e4, e2) = e4, op(e4, e2) = e2, yields:
% 59.02/24.38  																																																					| (323) e4 = e2
% 59.02/24.38  																																																					|
% 59.02/24.38  																																																					| Instantiating formula (29) with e3, e2, e3, e4 and discharging atoms op(e3, e2) = e4, op(e3, e2) = e3, yields:
% 59.02/24.38  																																																					| (425) e4 = e3
% 59.02/24.38  																																																					|
% 59.02/24.38  																																																					| Instantiating formula (29) with e2, e0, e0, e2 and discharging atoms op(e2, e0) = e2, op(e2, e0) = e0, yields:
% 59.02/24.38  																																																					| (330) e2 = e0
% 59.02/24.38  																																																					|
% 59.02/24.38  																																																					| Instantiating formula (29) with e1, e2, e1, e3 and discharging atoms op(e1, e2) = e3, op(e1, e2) = e1, yields:
% 59.02/24.38  																																																					| (455) e3 = e1
% 59.02/24.38  																																																					|
% 59.02/24.38  																																																					| Combining equations (323,425) yields a new equation:
% 59.02/24.38  																																																					| (662) e3 = e2
% 59.02/24.38  																																																					|
% 59.02/24.38  																																																					| Combining equations (662,455) yields a new equation:
% 59.02/24.38  																																																					| (616) e2 = e1
% 59.02/24.38  																																																					|
% 59.02/24.38  																																																					| Simplifying 616 yields:
% 59.02/24.38  																																																					| (617) e2 = e1
% 59.02/24.38  																																																					|
% 59.02/24.38  																																																					| Combining equations (617,330) yields a new equation:
% 59.02/24.38  																																																					| (546) e1 = e0
% 59.02/24.38  																																																					|
% 59.02/24.38  																																																					| Simplifying 546 yields:
% 59.02/24.38  																																																					| (431) e1 = e0
% 59.02/24.38  																																																					|
% 59.02/24.38  																																																					| Equations (431) can reduce 233 to:
% 59.02/24.38  																																																					| (266) $false
% 59.02/24.38  																																																					|
% 59.02/24.38  																																																					|-The branch is then unsatisfiable
% 59.02/24.38  																																																				|-Branch two:
% 59.02/24.38  																																																				| (707)  ~ (unit = e2)
% 59.02/24.38  																																																				| (708) unit = e4 | unit = e3 | unit = e1 | unit = e0
% 59.02/24.38  																																																				|
% 59.02/24.38  																																																					+-Applying beta-rule and splitting (708), into two cases.
% 59.02/24.38  																																																					|-Branch one:
% 59.02/24.38  																																																					| (709) unit = e4
% 59.02/24.38  																																																					|
% 59.02/24.38  																																																						| From (709) and (211) follows:
% 59.02/24.38  																																																						| (22527) op(e4, e1) = e1
% 59.02/24.38  																																																						|
% 59.02/24.38  																																																						| From (709) and (42) follows:
% 59.02/24.38  																																																						| (713) op(e0, e4) = e0
% 59.02/24.38  																																																						|
% 59.02/24.38  																																																						| Instantiating formula (29) with e4, e1, e1, e3 and discharging atoms op(e4, e1) = e3, op(e4, e1) = e1, yields:
% 59.02/24.38  																																																						| (455) e3 = e1
% 59.02/24.38  																																																						|
% 59.02/24.38  																																																						| Instantiating formula (29) with e0, e4, e0, e3 and discharging atoms op(e0, e4) = e3, op(e0, e4) = e0, yields:
% 59.02/24.38  																																																						| (676) e3 = e0
% 59.02/24.38  																																																						|
% 59.02/24.38  																																																						| Combining equations (455,676) yields a new equation:
% 59.02/24.38  																																																						| (546) e1 = e0
% 59.02/24.38  																																																						|
% 59.02/24.38  																																																						| Simplifying 546 yields:
% 59.02/24.38  																																																						| (431) e1 = e0
% 59.02/24.38  																																																						|
% 59.02/24.38  																																																						| Equations (431) can reduce 233 to:
% 59.02/24.38  																																																						| (266) $false
% 59.02/24.38  																																																						|
% 59.02/24.38  																																																						|-The branch is then unsatisfiable
% 59.02/24.38  																																																					|-Branch two:
% 59.02/24.38  																																																					| (724)  ~ (unit = e4)
% 59.02/24.38  																																																					| (725) unit = e3 | unit = e1 | unit = e0
% 59.02/24.38  																																																					|
% 59.02/24.38  																																																						+-Applying beta-rule and splitting (725), into two cases.
% 59.02/24.38  																																																						|-Branch one:
% 59.02/24.38  																																																						| (726) unit = e0
% 59.02/24.38  																																																						|
% 59.02/24.38  																																																							| From (726) and (211) follows:
% 59.02/24.38  																																																							| (15180) op(e0, e1) = e1
% 59.02/24.38  																																																							|
% 59.02/24.38  																																																							| Instantiating formula (29) with e0, e1, e1, e2 and discharging atoms op(e0, e1) = e2, op(e0, e1) = e1, yields:
% 59.02/24.38  																																																							| (617) e2 = e1
% 59.02/24.38  																																																							|
% 59.02/24.38  																																																							| Equations (617) can reduce 122 to:
% 59.02/24.38  																																																							| (266) $false
% 59.02/24.38  																																																							|
% 59.02/24.38  																																																							|-The branch is then unsatisfiable
% 59.02/24.38  																																																						|-Branch two:
% 59.02/24.38  																																																						| (734)  ~ (unit = e0)
% 59.02/24.38  																																																						| (735) unit = e3 | unit = e1
% 59.02/24.38  																																																						|
% 59.02/24.38  																																																							+-Applying beta-rule and splitting (735), into two cases.
% 59.02/24.38  																																																							|-Branch one:
% 59.02/24.38  																																																							| (736) unit = e1
% 59.02/24.38  																																																							|
% 59.02/24.38  																																																								| Equations (736) can reduce 734 to:
% 59.02/24.38  																																																								| (233)  ~ (e1 = e0)
% 59.02/24.38  																																																								|
% 59.02/24.38  																																																								| From (736) and (15) follows:
% 59.02/24.38  																																																								| (515) op(e1, e2) = e2
% 59.02/24.38  																																																								|
% 59.02/24.38  																																																								| From (736) and (227) follows:
% 59.02/24.38  																																																								| (739) op(e4, e1) = e4
% 59.02/24.38  																																																								|
% 59.02/24.38  																																																								| From (736) and (40) follows:
% 59.02/24.38  																																																								| (1652) op(e3, e1) = e3
% 59.02/24.38  																																																								|
% 59.02/24.38  																																																								| From (736) and (28) follows:
% 59.02/24.38  																																																								| (740) op(e1, e1) = e1
% 59.02/24.38  																																																								|
% 59.02/24.38  																																																								| Instantiating formula (29) with e4, e1, e4, e3 and discharging atoms op(e4, e1) = e4, op(e4, e1) = e3, yields:
% 59.02/24.38  																																																								| (425) e4 = e3
% 59.02/24.38  																																																								|
% 59.02/24.38  																																																								| Instantiating formula (29) with e3, e1, e3, e0 and discharging atoms op(e3, e1) = e3, op(e3, e1) = e0, yields:
% 59.02/24.38  																																																								| (676) e3 = e0
% 59.02/24.38  																																																								|
% 59.02/24.38  																																																								| Instantiating formula (29) with e1, e2, e2, e3 and discharging atoms op(e1, e2) = e3, op(e1, e2) = e2, yields:
% 59.02/24.38  																																																								| (662) e3 = e2
% 59.02/24.38  																																																								|
% 59.02/24.38  																																																								| Instantiating formula (29) with e1, e1, e1, e4 and discharging atoms op(e1, e1) = e4, op(e1, e1) = e1, yields:
% 59.02/24.38  																																																								| (630) e4 = e1
% 59.02/24.38  																																																								|
% 59.02/24.38  																																																								| Combining equations (425,630) yields a new equation:
% 59.02/24.38  																																																								| (454) e3 = e1
% 59.02/24.38  																																																								|
% 59.02/24.38  																																																								| Simplifying 454 yields:
% 59.02/24.38  																																																								| (455) e3 = e1
% 59.02/24.38  																																																								|
% 59.02/24.38  																																																								| Combining equations (455,662) yields a new equation:
% 59.02/24.38  																																																								| (617) e2 = e1
% 59.02/24.38  																																																								|
% 59.02/24.38  																																																								| Combining equations (676,662) yields a new equation:
% 59.02/24.38  																																																								| (330) e2 = e0
% 59.02/24.38  																																																								|
% 59.02/24.38  																																																								| Combining equations (330,617) yields a new equation:
% 59.02/24.38  																																																								| (431) e1 = e0
% 59.02/24.38  																																																								|
% 59.02/24.38  																																																								| Equations (431) can reduce 233 to:
% 59.02/24.38  																																																								| (266) $false
% 59.02/24.38  																																																								|
% 59.02/24.38  																																																								|-The branch is then unsatisfiable
% 59.02/24.38  																																																							|-Branch two:
% 59.02/24.38  																																																							| (748)  ~ (unit = e1)
% 59.02/24.38  																																																							| (749) unit = e3
% 59.02/24.38  																																																							|
% 59.02/24.38  																																																								| From (749) and (209) follows:
% 59.02/24.38  																																																								| (1667) op(e3, e0) = e0
% 59.02/24.38  																																																								|
% 59.02/24.38  																																																								| From (749) and (40) follows:
% 59.02/24.38  																																																								| (3715) op(e3, e3) = e3
% 59.02/24.38  																																																								|
% 59.02/24.38  																																																								| From (749) and (32) follows:
% 59.02/24.38  																																																								| (5793) op(e2, e3) = e2
% 59.02/24.38  																																																								|
% 59.02/24.38  																																																								| Instantiating formula (29) with e3, e3, e3, e1 and discharging atoms op(e3, e3) = e3, op(e3, e3) = e1, yields:
% 59.02/24.38  																																																								| (455) e3 = e1
% 59.02/24.38  																																																								|
% 59.02/24.38  																																																								| Instantiating formula (29) with e3, e0, e0, e3 and discharging atoms op(e3, e0) = e3, op(e3, e0) = e0, yields:
% 59.02/24.38  																																																								| (676) e3 = e0
% 59.02/24.38  																																																								|
% 59.02/24.38  																																																								| Instantiating formula (29) with e2, e3, e2, e3 and discharging atoms op(e2, e3) = e3, op(e2, e3) = e2, yields:
% 59.02/24.38  																																																								| (662) e3 = e2
% 59.02/24.38  																																																								|
% 59.02/24.38  																																																								| Combining equations (455,662) yields a new equation:
% 59.02/24.38  																																																								| (617) e2 = e1
% 59.02/24.38  																																																								|
% 59.02/24.38  																																																								| Combining equations (676,662) yields a new equation:
% 59.02/24.38  																																																								| (330) e2 = e0
% 59.02/24.38  																																																								|
% 59.02/24.38  																																																								| Combining equations (330,617) yields a new equation:
% 59.02/24.38  																																																								| (431) e1 = e0
% 59.02/24.38  																																																								|
% 59.02/24.38  																																																								| Equations (431) can reduce 233 to:
% 59.02/24.38  																																																								| (266) $false
% 59.02/24.38  																																																								|
% 59.02/24.38  																																																								|-The branch is then unsatisfiable
% 59.02/24.38  																																																			|-Branch two:
% 59.02/24.38  																																																			| (466)  ~ (all_0_56_56 = e1)
% 59.02/24.38  																																																			| (1574) all_0_57_57 = e1 | all_0_58_58 = e1
% 59.02/24.38  																																																			|
% 59.02/24.38  																																																				+-Applying beta-rule and splitting (3259), into two cases.
% 59.02/24.38  																																																				|-Branch one:
% 59.02/24.38  																																																				| (654) all_0_47_47 = e1
% 59.02/24.38  																																																				|
% 59.02/24.38  																																																					| Combining equations (654,674) yields a new equation:
% 59.02/24.38  																																																					| (546) e1 = e0
% 59.02/24.38  																																																					|
% 59.02/24.38  																																																					| Simplifying 546 yields:
% 59.02/24.38  																																																					| (431) e1 = e0
% 59.02/24.38  																																																					|
% 59.02/24.38  																																																					| Equations (431) can reduce 233 to:
% 59.02/24.38  																																																					| (266) $false
% 59.02/24.38  																																																					|
% 59.02/24.38  																																																					|-The branch is then unsatisfiable
% 59.02/24.38  																																																				|-Branch two:
% 59.02/24.38  																																																				| (462)  ~ (all_0_47_47 = e1)
% 59.02/24.38  																																																				| (3264) all_0_51_51 = e1 | all_0_56_56 = e1
% 59.02/24.38  																																																				|
% 59.02/24.38  																																																					+-Applying beta-rule and splitting (3264), into two cases.
% 59.02/24.38  																																																					|-Branch one:
% 59.02/24.38  																																																					| (1109) all_0_51_51 = e1
% 59.02/24.38  																																																					|
% 59.02/24.38  																																																						| Combining equations (660,1109) yields a new equation:
% 59.02/24.38  																																																						| (454) e3 = e1
% 59.02/24.38  																																																						|
% 59.02/24.38  																																																						| Simplifying 454 yields:
% 59.02/24.38  																																																						| (455) e3 = e1
% 59.02/24.38  																																																						|
% 59.02/24.38  																																																						| Equations (455) can reduce 213 to:
% 59.02/24.38  																																																						| (266) $false
% 59.02/24.38  																																																						|
% 59.02/24.38  																																																						|-The branch is then unsatisfiable
% 59.02/24.38  																																																					|-Branch two:
% 59.02/24.38  																																																					| (464)  ~ (all_0_51_51 = e1)
% 59.02/24.38  																																																					| (1569) all_0_56_56 = e1
% 59.02/24.38  																																																					|
% 59.02/24.38  																																																						| Equations (1569) can reduce 466 to:
% 59.02/24.38  																																																						| (266) $false
% 59.02/24.38  																																																						|
% 59.02/24.38  																																																						|-The branch is then unsatisfiable
% 59.02/24.38  																																																	|-Branch two:
% 59.02/24.38  																																																	| (763)  ~ (all_0_55_55 = e4)
% 59.02/24.38  																																																	| (2055) all_0_55_55 = e3 | all_0_55_55 = e1 | all_0_55_55 = e0
% 59.02/24.38  																																																	|
% 59.02/24.38  																																																		+-Applying beta-rule and splitting (62), into two cases.
% 59.02/24.38  																																																		|-Branch one:
% 59.02/24.38  																																																		| (321) all_0_38_38 = e4
% 59.02/24.38  																																																		|
% 59.02/24.38  																																																			| Combining equations (321,329) yields a new equation:
% 59.02/24.38  																																																			| (481) e4 = e0
% 59.02/24.38  																																																			|
% 59.02/24.38  																																																			| Simplifying 481 yields:
% 59.02/24.38  																																																			| (397) e4 = e0
% 59.02/24.38  																																																			|
% 59.02/24.38  																																																			| Equations (397) can reduce 49 to:
% 59.02/24.38  																																																			| (266) $false
% 59.02/24.38  																																																			|
% 59.02/24.38  																																																			|-The branch is then unsatisfiable
% 59.02/24.38  																																																		|-Branch two:
% 59.02/24.38  																																																		| (325)  ~ (all_0_38_38 = e4)
% 59.02/24.38  																																																		| (582) all_0_41_41 = e4 | all_0_46_46 = e4 | all_0_50_50 = e4 | all_0_55_55 = e4
% 59.02/24.38  																																																		|
% 59.02/24.38  																																																			| Equations (329) can reduce 325 to:
% 59.02/24.38  																																																			| (401)  ~ (e4 = e0)
% 59.02/24.38  																																																			|
% 59.02/24.38  																																																			| Simplifying 401 yields:
% 59.02/24.38  																																																			| (49)  ~ (e4 = e0)
% 59.02/24.38  																																																			|
% 59.02/24.38  																																																			+-Applying beta-rule and splitting (171), into two cases.
% 59.02/24.38  																																																			|-Branch one:
% 59.02/24.38  																																																			| (265) all_0_54_54 = e4
% 59.02/24.38  																																																			|
% 59.02/24.38  																																																				| Combining equations (268,265) yields a new equation:
% 59.02/24.38  																																																				| (425) e4 = e3
% 59.02/24.38  																																																				|
% 59.02/24.38  																																																				| Equations (425) can reduce 188 to:
% 59.02/24.38  																																																				| (266) $false
% 59.02/24.38  																																																				|
% 59.02/24.38  																																																				|-The branch is then unsatisfiable
% 59.02/24.38  																																																			|-Branch two:
% 59.02/24.38  																																																			| (258)  ~ (all_0_54_54 = e4)
% 59.02/24.38  																																																			| (575) all_0_55_55 = e4 | all_0_56_56 = e4 | all_0_57_57 = e4 | all_0_58_58 = e4
% 59.02/24.38  																																																			|
% 59.02/24.38  																																																				+-Applying beta-rule and splitting (633), into two cases.
% 59.02/24.38  																																																				|-Branch one:
% 59.02/24.38  																																																				| (1569) all_0_56_56 = e1
% 59.02/24.38  																																																				|
% 59.02/24.38  																																																					| Equations (1569) can reduce 477 to:
% 59.02/24.38  																																																					| (602)  ~ (e4 = e1)
% 59.02/24.38  																																																					|
% 59.02/24.38  																																																					| Simplifying 602 yields:
% 59.02/24.38  																																																					| (110)  ~ (e4 = e1)
% 59.02/24.38  																																																					|
% 59.02/24.38  																																																					+-Applying beta-rule and splitting (575), into two cases.
% 59.02/24.38  																																																					|-Branch one:
% 59.02/24.38  																																																					| (587) all_0_55_55 = e4
% 59.02/24.38  																																																					|
% 59.02/24.38  																																																						| Equations (587) can reduce 763 to:
% 59.02/24.38  																																																						| (266) $false
% 59.02/24.38  																																																						|
% 59.02/24.38  																																																						|-The branch is then unsatisfiable
% 59.02/24.38  																																																					|-Branch two:
% 59.02/24.38  																																																					| (763)  ~ (all_0_55_55 = e4)
% 59.02/24.38  																																																					| (764) all_0_56_56 = e4 | all_0_57_57 = e4 | all_0_58_58 = e4
% 59.02/24.38  																																																					|
% 59.02/24.38  																																																						+-Applying beta-rule and splitting (764), into two cases.
% 59.02/24.38  																																																						|-Branch one:
% 59.02/24.38  																																																						| (842) all_0_56_56 = e4
% 59.02/24.38  																																																						|
% 59.02/24.38  																																																							| Combining equations (842,1569) yields a new equation:
% 59.02/24.38  																																																							| (636) e4 = e1
% 59.02/24.38  																																																							|
% 59.02/24.38  																																																							| Simplifying 636 yields:
% 59.02/24.38  																																																							| (630) e4 = e1
% 59.02/24.38  																																																							|
% 59.02/24.38  																																																							| Equations (630) can reduce 110 to:
% 59.02/24.38  																																																							| (266) $false
% 59.02/24.38  																																																							|
% 59.02/24.38  																																																							|-The branch is then unsatisfiable
% 59.02/24.38  																																																						|-Branch two:
% 59.02/24.38  																																																						| (477)  ~ (all_0_56_56 = e4)
% 59.02/24.38  																																																						| (935) all_0_57_57 = e4 | all_0_58_58 = e4
% 59.02/24.38  																																																						|
% 59.02/24.38  																																																							+-Applying beta-rule and splitting (935), into two cases.
% 59.02/24.38  																																																							|-Branch one:
% 59.02/24.38  																																																							| (871) all_0_57_57 = e4
% 59.02/24.38  																																																							|
% 59.02/24.38  																																																								| Combining equations (442,871) yields a new equation:
% 59.02/24.38  																																																								| (323) e4 = e2
% 59.02/24.38  																																																								|
% 59.02/24.38  																																																								| Equations (323) can reduce 48 to:
% 59.02/24.38  																																																								| (266) $false
% 59.02/24.38  																																																								|
% 59.02/24.38  																																																								|-The branch is then unsatisfiable
% 59.02/24.38  																																																							|-Branch two:
% 59.02/24.38  																																																							| (839)  ~ (all_0_57_57 = e4)
% 59.02/24.38  																																																							| (910) all_0_58_58 = e4
% 59.02/24.38  																																																							|
% 59.02/24.38  																																																								| Combining equations (910,914) yields a new equation:
% 59.02/24.38  																																																								| (481) e4 = e0
% 59.02/24.38  																																																								|
% 59.02/24.38  																																																								| Simplifying 481 yields:
% 59.02/24.38  																																																								| (397) e4 = e0
% 59.02/24.38  																																																								|
% 59.02/24.38  																																																								| Equations (397) can reduce 49 to:
% 59.02/24.38  																																																								| (266) $false
% 59.02/24.38  																																																								|
% 59.02/24.38  																																																								|-The branch is then unsatisfiable
% 59.02/24.38  																																																				|-Branch two:
% 59.02/24.38  																																																				| (466)  ~ (all_0_56_56 = e1)
% 59.02/24.38  																																																				| (1574) all_0_57_57 = e1 | all_0_58_58 = e1
% 59.02/24.38  																																																				|
% 59.02/24.38  																																																					+-Applying beta-rule and splitting (1574), into two cases.
% 59.02/24.38  																																																					|-Branch one:
% 59.02/24.38  																																																					| (647) all_0_57_57 = e1
% 59.02/24.38  																																																					|
% 59.02/24.38  																																																						| Combining equations (442,647) yields a new equation:
% 59.02/24.38  																																																						| (616) e2 = e1
% 59.02/24.38  																																																						|
% 59.02/24.38  																																																						| Simplifying 616 yields:
% 59.02/24.38  																																																						| (617) e2 = e1
% 59.02/24.38  																																																						|
% 59.02/24.38  																																																						| Equations (617) can reduce 122 to:
% 59.02/24.38  																																																						| (266) $false
% 59.02/24.38  																																																						|
% 59.02/24.38  																																																						|-The branch is then unsatisfiable
% 59.02/24.38  																																																					|-Branch two:
% 59.02/24.38  																																																					| (1670)  ~ (all_0_57_57 = e1)
% 59.02/24.38  																																																					| (918) all_0_58_58 = e1
% 59.02/24.38  																																																					|
% 59.02/24.38  																																																						| Combining equations (918,914) yields a new equation:
% 59.02/24.38  																																																						| (546) e1 = e0
% 59.02/24.38  																																																						|
% 59.02/24.38  																																																						| Simplifying 546 yields:
% 59.02/24.38  																																																						| (431) e1 = e0
% 59.02/24.38  																																																						|
% 59.02/24.38  																																																						| Equations (431) can reduce 233 to:
% 59.02/24.38  																																																						| (266) $false
% 59.02/24.38  																																																						|
% 59.02/24.38  																																																						|-The branch is then unsatisfiable
% 59.02/24.38  																																																|-Branch two:
% 59.02/24.38  																																																| (664)  ~ (all_0_51_51 = e3)
% 59.02/24.38  																																																| (1097) all_0_56_56 = e3
% 59.02/24.38  																																																|
% 59.02/24.38  																																																	| Equations (1097) can reduce 272 to:
% 59.02/24.38  																																																	| (266) $false
% 59.02/24.38  																																																	|
% 59.02/24.38  																																																	|-The branch is then unsatisfiable
% 59.02/24.38  																																															|-Branch two:
% 59.02/24.38  																																															| (407)  ~ (all_0_44_44 = e3)
% 59.02/24.38  																																															| (537) all_0_49_49 = e3 | all_0_53_53 = e3 | all_0_58_58 = e3
% 59.02/24.38  																																															|
% 59.02/24.38  																																																+-Applying beta-rule and splitting (1417), into two cases.
% 59.02/24.38  																																																|-Branch one:
% 59.02/24.38  																																																| (635) all_0_44_44 = e1
% 59.02/24.38  																																																|
% 59.02/24.38  																																																	| Equations (635) can reduce 639 to:
% 59.02/24.38  																																																	| (266) $false
% 59.02/24.38  																																																	|
% 59.02/24.38  																																																	|-The branch is then unsatisfiable
% 59.02/24.38  																																																|-Branch two:
% 59.02/24.38  																																																| (639)  ~ (all_0_44_44 = e1)
% 59.02/24.38  																																																| (532) all_0_44_44 = e3
% 59.02/24.38  																																																|
% 59.02/24.38  																																																	| Equations (532) can reduce 407 to:
% 59.02/24.38  																																																	| (266) $false
% 59.02/24.38  																																																	|
% 59.02/24.38  																																																	|-The branch is then unsatisfiable
% 59.02/24.38  																																														|-Branch two:
% 59.02/24.38  																																														| (1459)  ~ (all_0_53_53 = e1)
% 59.02/24.38  																																														| (918) all_0_58_58 = e1
% 59.02/24.38  																																														|
% 59.02/24.38  																																															| Combining equations (918,914) yields a new equation:
% 59.02/24.38  																																															| (546) e1 = e0
% 59.02/24.38  																																															|
% 59.02/24.38  																																															| Simplifying 546 yields:
% 59.02/24.38  																																															| (431) e1 = e0
% 59.02/24.38  																																															|
% 59.02/24.38  																																															| Equations (431) can reduce 233 to:
% 59.02/24.38  																																															| (266) $false
% 59.02/24.38  																																															|
% 59.02/24.38  																																															|-The branch is then unsatisfiable
% 59.02/24.39  																																					|-Branch two:
% 59.02/24.39  																																					| (1890)  ~ (all_0_42_42 = e4)
% 59.02/24.39  																																					| (1891) all_0_43_43 = e4 | all_0_44_44 = e4
% 59.02/24.39  																																					|
% 59.02/24.39  																																						+-Applying beta-rule and splitting (640), into two cases.
% 59.02/24.39  																																						|-Branch one:
% 59.02/24.39  																																						| (671) all_0_49_49 = e1
% 59.02/24.39  																																						|
% 59.02/24.39  																																							| Combining equations (583,671) yields a new equation:
% 59.02/24.39  																																							| (616) e2 = e1
% 59.02/24.39  																																							|
% 59.02/24.39  																																							| Simplifying 616 yields:
% 59.02/24.39  																																							| (617) e2 = e1
% 59.02/24.39  																																							|
% 59.02/24.39  																																							| Equations (617) can reduce 122 to:
% 59.02/24.39  																																							| (266) $false
% 59.02/24.39  																																							|
% 59.02/24.39  																																							|-The branch is then unsatisfiable
% 59.02/24.39  																																						|-Branch two:
% 59.02/24.39  																																						| (1064)  ~ (all_0_49_49 = e1)
% 59.02/24.39  																																						| (2141) all_0_53_53 = e1 | all_0_58_58 = e1
% 59.02/24.39  																																						|
% 59.02/24.39  																																							+-Applying beta-rule and splitting (2141), into two cases.
% 59.02/24.39  																																							|-Branch one:
% 59.02/24.39  																																							| (1208) all_0_53_53 = e1
% 59.02/24.39  																																							|
% 59.02/24.39  																																								+-Applying beta-rule and splitting (152), into two cases.
% 59.02/24.39  																																								|-Branch one:
% 59.02/24.39  																																								| (1392) all_0_42_42 = e4
% 59.02/24.39  																																								|
% 59.02/24.39  																																									| Equations (1392) can reduce 1890 to:
% 59.02/24.39  																																									| (266) $false
% 59.02/24.39  																																									|
% 59.02/24.39  																																									|-The branch is then unsatisfiable
% 59.02/24.39  																																								|-Branch two:
% 59.02/24.39  																																								| (1890)  ~ (all_0_42_42 = e4)
% 59.02/24.39  																																								| (1969) all_0_42_42 = e3 | all_0_42_42 = e1 | all_0_42_42 = e0
% 59.02/24.39  																																								|
% 59.02/24.39  																																									+-Applying beta-rule and splitting (131), into two cases.
% 59.02/24.39  																																									|-Branch one:
% 59.02/24.39  																																									| (459) all_0_42_42 = e1
% 59.02/24.39  																																									|
% 59.02/24.39  																																										| Equations (459) can reduce 1380 to:
% 59.02/24.39  																																										| (266) $false
% 59.02/24.39  																																										|
% 59.02/24.39  																																										|-The branch is then unsatisfiable
% 59.02/24.39  																																									|-Branch two:
% 59.02/24.39  																																									| (1380)  ~ (all_0_42_42 = e1)
% 59.02/24.39  																																									| (3259) all_0_47_47 = e1 | all_0_51_51 = e1 | all_0_56_56 = e1
% 59.02/24.39  																																									|
% 59.02/24.39  																																										+-Applying beta-rule and splitting (1969), into two cases.
% 59.02/24.39  																																										|-Branch one:
% 59.02/24.39  																																										| (559) all_0_42_42 = e0
% 59.02/24.39  																																										|
% 59.02/24.39  																																											| Equations (559) can reduce 358 to:
% 59.02/24.39  																																											| (266) $false
% 59.02/24.39  																																											|
% 59.02/24.39  																																											|-The branch is then unsatisfiable
% 59.02/24.39  																																										|-Branch two:
% 59.02/24.39  																																										| (358)  ~ (all_0_42_42 = e0)
% 59.02/24.39  																																										| (2510) all_0_42_42 = e3 | all_0_42_42 = e1
% 59.02/24.39  																																										|
% 59.02/24.39  																																											+-Applying beta-rule and splitting (2510), into two cases.
% 59.02/24.39  																																											|-Branch one:
% 59.02/24.39  																																											| (459) all_0_42_42 = e1
% 59.02/24.39  																																											|
% 59.02/24.39  																																												| Equations (459) can reduce 1380 to:
% 59.02/24.39  																																												| (266) $false
% 59.02/24.39  																																												|
% 59.02/24.39  																																												|-The branch is then unsatisfiable
% 59.02/24.39  																																											|-Branch two:
% 59.02/24.39  																																											| (1380)  ~ (all_0_42_42 = e1)
% 59.02/24.39  																																											| (516) all_0_42_42 = e3
% 59.02/24.39  																																											|
% 59.02/24.39  																																												| Equations (516) can reduce 61 to:
% 59.02/24.39  																																												| (1925)  ~ (all_0_51_51 = e3)
% 59.02/24.39  																																												|
% 59.02/24.39  																																												| Simplifying 1925 yields:
% 59.02/24.39  																																												| (664)  ~ (all_0_51_51 = e3)
% 59.02/24.39  																																												|
% 59.02/24.39  																																												| Equations (516) can reduce 1380 to:
% 59.02/24.39  																																												| (213)  ~ (e3 = e1)
% 59.02/24.39  																																												|
% 59.02/24.39  																																												+-Applying beta-rule and splitting (418), into two cases.
% 59.02/24.39  																																												|-Branch one:
% 59.02/24.39  																																												| (660) all_0_51_51 = e3
% 59.02/24.39  																																												|
% 59.02/24.39  																																													| Equations (660) can reduce 664 to:
% 59.02/24.39  																																													| (266) $false
% 59.02/24.39  																																													|
% 59.02/24.39  																																													|-The branch is then unsatisfiable
% 59.02/24.39  																																												|-Branch two:
% 59.02/24.39  																																												| (664)  ~ (all_0_51_51 = e3)
% 59.02/24.39  																																												| (665) all_0_53_53 = e3
% 59.02/24.39  																																												|
% 59.02/24.39  																																													| Combining equations (1208,665) yields a new equation:
% 59.02/24.39  																																													| (455) e3 = e1
% 59.02/24.39  																																													|
% 59.02/24.39  																																													| Equations (455) can reduce 213 to:
% 59.02/24.39  																																													| (266) $false
% 59.02/24.39  																																													|
% 59.02/24.39  																																													|-The branch is then unsatisfiable
% 59.02/24.39  																																							|-Branch two:
% 59.02/24.39  																																							| (1459)  ~ (all_0_53_53 = e1)
% 59.02/24.39  																																							| (918) all_0_58_58 = e1
% 59.02/24.39  																																							|
% 59.02/24.39  																																								| Combining equations (914,918) yields a new equation:
% 59.02/24.39  																																								| (431) e1 = e0
% 59.02/24.39  																																								|
% 59.02/24.39  																																								| Equations (431) can reduce 233 to:
% 59.02/24.39  																																								| (266) $false
% 59.02/24.39  																																								|
% 59.02/24.39  																																								|-The branch is then unsatisfiable
% 59.02/24.39  																																	|-Branch two:
% 59.02/24.39  																																	| (457)  ~ (all_0_41_41 = e1)
% 59.02/24.39  																																	| (595) all_0_46_46 = e1 | all_0_50_50 = e1 | all_0_55_55 = e1
% 59.02/24.39  																																	|
% 59.02/24.39  																																		+-Applying beta-rule and splitting (27), into two cases.
% 59.02/24.39  																																		|-Branch one:
% 59.02/24.39  																																		| (437) all_0_41_41 = e4
% 59.02/24.39  																																		|
% 59.02/24.39  																																			| Equations (437) can reduce 214 to:
% 59.02/24.39  																																			| (1901)  ~ (all_0_42_42 = e4)
% 59.02/24.39  																																			|
% 59.02/24.39  																																			| Simplifying 1901 yields:
% 59.02/24.39  																																			| (1890)  ~ (all_0_42_42 = e4)
% 59.02/24.39  																																			|
% 59.02/24.39  																																			| Equations (437) can reduce 149 to:
% 59.02/24.39  																																			| (1903)  ~ (all_0_44_44 = e4)
% 59.02/24.39  																																			|
% 59.02/24.39  																																			| Simplifying 1903 yields:
% 59.02/24.39  																																			| (1390)  ~ (all_0_44_44 = e4)
% 59.02/24.39  																																			|
% 59.02/24.39  																																			| Equations (437) can reduce 85 to:
% 59.02/24.39  																																			| (48)  ~ (e4 = e2)
% 59.02/24.39  																																			|
% 59.02/24.39  																																			| Equations (437) can reduce 357 to:
% 59.02/24.39  																																			| (49)  ~ (e4 = e0)
% 59.02/24.39  																																			|
% 59.02/24.39  																																			| From (437) and (219) follows:
% 59.02/24.39  																																			| (1913) op(e3, e3) = e4
% 59.02/24.39  																																			|
% 59.02/24.39  																																			+-Applying beta-rule and splitting (164), into two cases.
% 59.02/24.39  																																			|-Branch one:
% 59.02/24.39  																																			| (471) all_0_39_39 = e4
% 59.02/24.39  																																			|
% 59.02/24.39  																																				| Combining equations (471,317) yields a new equation:
% 59.02/24.39  																																				| (322) e4 = e2
% 59.02/24.39  																																				|
% 59.02/24.39  																																				| Simplifying 322 yields:
% 59.02/24.39  																																				| (323) e4 = e2
% 59.02/24.39  																																				|
% 59.02/24.39  																																				| Equations (323) can reduce 48 to:
% 59.02/24.39  																																				| (266) $false
% 59.02/24.39  																																				|
% 59.02/24.39  																																				|-The branch is then unsatisfiable
% 59.02/24.39  																																			|-Branch two:
% 59.02/24.39  																																			| (1377)  ~ (all_0_39_39 = e4)
% 59.02/24.39  																																			| (2115) all_0_42_42 = e4 | all_0_47_47 = e4 | all_0_51_51 = e4 | all_0_56_56 = e4
% 59.02/24.39  																																			|
% 59.02/24.39  																																				+-Applying beta-rule and splitting (595), into two cases.
% 59.02/24.39  																																				|-Branch one:
% 59.02/24.39  																																				| (545) all_0_46_46 = e1
% 59.02/24.39  																																				|
% 59.02/24.39  																																					| Combining equations (545,1557) yields a new equation:
% 59.02/24.39  																																					| (455) e3 = e1
% 59.02/24.39  																																					|
% 59.02/24.39  																																					| Equations (455) can reduce 213 to:
% 59.02/24.39  																																					| (266) $false
% 59.02/24.39  																																					|
% 59.02/24.39  																																					|-The branch is then unsatisfiable
% 59.02/24.39  																																				|-Branch two:
% 59.02/24.39  																																				| (549)  ~ (all_0_46_46 = e1)
% 59.02/24.39  																																				| (600) all_0_50_50 = e1 | all_0_55_55 = e1
% 59.02/24.39  																																				|
% 59.02/24.39  																																					+-Applying beta-rule and splitting (2115), into two cases.
% 59.02/24.39  																																					|-Branch one:
% 59.02/24.39  																																					| (1392) all_0_42_42 = e4
% 59.02/24.39  																																					|
% 59.02/24.39  																																						| Equations (1392) can reduce 1890 to:
% 59.02/24.39  																																						| (266) $false
% 59.02/24.39  																																						|
% 59.02/24.39  																																						|-The branch is then unsatisfiable
% 59.02/24.39  																																					|-Branch two:
% 59.02/24.39  																																					| (1890)  ~ (all_0_42_42 = e4)
% 59.02/24.39  																																					| (2246) all_0_47_47 = e4 | all_0_51_51 = e4 | all_0_56_56 = e4
% 59.02/24.39  																																					|
% 59.02/24.39  																																						+-Applying beta-rule and splitting (600), into two cases.
% 59.02/24.39  																																						|-Branch one:
% 59.02/24.39  																																						| (601) all_0_50_50 = e1
% 59.02/24.39  																																						|
% 59.02/24.39  																																							| Combining equations (378,601) yields a new equation:
% 59.02/24.39  																																							| (616) e2 = e1
% 59.02/24.39  																																							|
% 59.02/24.39  																																							| Simplifying 616 yields:
% 59.02/24.39  																																							| (617) e2 = e1
% 59.02/24.39  																																							|
% 59.02/24.39  																																							| Equations (617) can reduce 122 to:
% 59.02/24.39  																																							| (266) $false
% 59.02/24.39  																																							|
% 59.02/24.39  																																							|-The branch is then unsatisfiable
% 59.02/24.39  																																						|-Branch two:
% 59.02/24.39  																																						| (759)  ~ (all_0_50_50 = e1)
% 59.02/24.39  																																						| (629) all_0_55_55 = e1
% 59.02/24.39  																																						|
% 59.02/24.39  																																							| Equations (629) can reduce 153 to:
% 59.02/24.39  																																							| (465)  ~ (all_0_56_56 = e1)
% 59.02/24.39  																																							|
% 59.02/24.39  																																							| Simplifying 465 yields:
% 59.02/24.39  																																							| (466)  ~ (all_0_56_56 = e1)
% 59.02/24.39  																																							|
% 59.02/24.39  																																							| Equations (629) can reduce 270 to:
% 59.02/24.39  																																							| (467)  ~ (e3 = e1)
% 59.02/24.39  																																							|
% 59.02/24.39  																																							| Simplifying 467 yields:
% 59.02/24.39  																																							| (213)  ~ (e3 = e1)
% 59.02/24.39  																																							|
% 59.02/24.39  																																							| Equations (629) can reduce 803 to:
% 59.02/24.39  																																							| (233)  ~ (e1 = e0)
% 59.02/24.39  																																							|
% 59.02/24.39  																																							| From (629) and (74) follows:
% 59.02/24.39  																																							| (6587) op(e0, e3) = e1
% 59.02/24.39  																																							|
% 59.02/24.39  																																							+-Applying beta-rule and splitting (133), into two cases.
% 59.02/24.39  																																							|-Branch one:
% 59.02/24.39  																																							| (833) all_0_56_56 = e2
% 59.02/24.39  																																							|
% 59.02/24.39  																																								| Equations (833) can reduce 511 to:
% 59.02/24.39  																																								| (266) $false
% 59.02/24.39  																																								|
% 59.02/24.39  																																								|-The branch is then unsatisfiable
% 59.02/24.39  																																							|-Branch two:
% 59.02/24.39  																																							| (511)  ~ (all_0_56_56 = e2)
% 59.02/24.39  																																							| (836) all_0_56_56 = e4 | all_0_56_56 = e3 | all_0_56_56 = e1 | all_0_56_56 = e0
% 59.02/24.39  																																							|
% 59.02/24.39  																																								+-Applying beta-rule and splitting (2246), into two cases.
% 59.02/24.39  																																								|-Branch one:
% 59.02/24.39  																																								| (1790) all_0_47_47 = e4
% 59.02/24.39  																																								|
% 59.02/24.39  																																									| Combining equations (1790,674) yields a new equation:
% 59.02/24.39  																																									| (481) e4 = e0
% 59.02/24.39  																																									|
% 59.02/24.39  																																									| Simplifying 481 yields:
% 59.02/24.39  																																									| (397) e4 = e0
% 59.02/24.39  																																									|
% 59.02/24.39  																																									| Equations (397) can reduce 49 to:
% 59.02/24.39  																																									| (266) $false
% 59.02/24.39  																																									|
% 59.02/24.39  																																									|-The branch is then unsatisfiable
% 59.02/24.39  																																								|-Branch two:
% 59.02/24.39  																																								| (252)  ~ (all_0_47_47 = e4)
% 59.02/24.39  																																								| (6548) all_0_51_51 = e4 | all_0_56_56 = e4
% 59.02/24.39  																																								|
% 59.02/24.39  																																									+-Applying beta-rule and splitting (836), into two cases.
% 59.02/24.39  																																									|-Branch one:
% 59.02/24.39  																																									| (842) all_0_56_56 = e4
% 59.02/24.39  																																									|
% 59.02/24.39  																																										| Equations (842) can reduce 466 to:
% 59.02/24.39  																																										| (110)  ~ (e4 = e1)
% 59.02/24.39  																																										|
% 59.02/24.39  																																										| From (842) and (111) follows:
% 59.02/24.39  																																										| (2154) op(e0, e2) = e4
% 59.02/24.39  																																										|
% 59.02/24.39  																																										+-Applying beta-rule and splitting (131), into two cases.
% 59.02/24.39  																																										|-Branch one:
% 59.02/24.39  																																										| (459) all_0_42_42 = e1
% 59.02/24.39  																																										|
% 59.02/24.39  																																											+-Applying beta-rule and splitting (180), into two cases.
% 59.02/24.39  																																											|-Branch one:
% 59.02/24.39  																																											| (516) all_0_42_42 = e3
% 59.02/24.39  																																											|
% 59.02/24.39  																																												| Combining equations (516,459) yields a new equation:
% 59.02/24.39  																																												| (454) e3 = e1
% 59.02/24.39  																																												|
% 59.02/24.39  																																												| Simplifying 454 yields:
% 59.02/24.39  																																												| (455) e3 = e1
% 59.02/24.39  																																												|
% 59.02/24.39  																																												| Equations (455) can reduce 213 to:
% 59.02/24.39  																																												| (266) $false
% 59.02/24.39  																																												|
% 59.02/24.39  																																												|-The branch is then unsatisfiable
% 59.02/24.39  																																											|-Branch two:
% 59.02/24.39  																																											| (405)  ~ (all_0_42_42 = e3)
% 59.02/24.39  																																											| (521) all_0_47_47 = e3 | all_0_51_51 = e3 | all_0_56_56 = e3
% 59.02/24.39  																																											|
% 59.02/24.39  																																												| Equations (459) can reduce 405 to:
% 59.02/24.39  																																												| (467)  ~ (e3 = e1)
% 59.02/24.39  																																												|
% 59.02/24.39  																																												| Simplifying 467 yields:
% 59.02/24.39  																																												| (213)  ~ (e3 = e1)
% 59.02/24.39  																																												|
% 59.02/24.39  																																												+-Applying beta-rule and splitting (521), into two cases.
% 59.02/24.39  																																												|-Branch one:
% 59.02/24.39  																																												| (522) all_0_47_47 = e3
% 59.02/24.39  																																												|
% 59.02/24.39  																																													| Combining equations (522,674) yields a new equation:
% 59.02/24.39  																																													| (675) e3 = e0
% 59.02/24.39  																																													|
% 59.02/24.39  																																													| Simplifying 675 yields:
% 59.02/24.39  																																													| (676) e3 = e0
% 59.02/24.39  																																													|
% 59.02/24.39  																																													| Equations (676) can reduce 80 to:
% 59.02/24.39  																																													| (266) $false
% 59.02/24.39  																																													|
% 59.02/24.39  																																													|-The branch is then unsatisfiable
% 59.02/24.39  																																												|-Branch two:
% 59.02/24.39  																																												| (1091)  ~ (all_0_47_47 = e3)
% 59.02/24.39  																																												| (1092) all_0_51_51 = e3 | all_0_56_56 = e3
% 59.02/24.39  																																												|
% 59.02/24.39  																																													+-Applying beta-rule and splitting (26), into two cases.
% 59.02/24.39  																																													|-Branch one:
% 59.02/24.39  																																													| (446) all_0_44_44 = e4
% 59.02/24.39  																																													|
% 59.02/24.39  																																														| Equations (446) can reduce 1390 to:
% 59.02/24.39  																																														| (266) $false
% 59.02/24.39  																																														|
% 59.02/24.39  																																														|-The branch is then unsatisfiable
% 59.02/24.39  																																													|-Branch two:
% 59.02/24.39  																																													| (1390)  ~ (all_0_44_44 = e4)
% 59.02/24.39  																																													| (1391) all_0_44_44 = e3 | all_0_44_44 = e1 | all_0_44_44 = e0
% 59.02/24.39  																																													|
% 59.02/24.39  																																														+-Applying beta-rule and splitting (1899), into two cases.
% 59.02/24.39  																																														|-Branch one:
% 59.02/24.39  																																														| (516) all_0_42_42 = e3
% 59.02/24.39  																																														|
% 59.02/24.39  																																															| Combining equations (516,459) yields a new equation:
% 59.02/24.39  																																															| (454) e3 = e1
% 59.02/24.39  																																															|
% 59.02/24.39  																																															| Simplifying 454 yields:
% 59.02/24.39  																																															| (455) e3 = e1
% 59.02/24.39  																																															|
% 59.02/24.39  																																															| Equations (455) can reduce 213 to:
% 59.02/24.39  																																															| (266) $false
% 59.02/24.39  																																															|
% 59.02/24.39  																																															|-The branch is then unsatisfiable
% 59.02/24.39  																																														|-Branch two:
% 59.02/24.39  																																														| (405)  ~ (all_0_42_42 = e3)
% 59.02/24.39  																																														| (532) all_0_44_44 = e3
% 59.02/24.39  																																														|
% 59.02/24.39  																																															| Equations (532) can reduce 1390 to:
% 59.02/24.39  																																															| (277)  ~ (e4 = e3)
% 59.02/24.39  																																															|
% 59.02/24.39  																																															| Simplifying 277 yields:
% 59.02/24.39  																																															| (188)  ~ (e4 = e3)
% 59.02/24.39  																																															|
% 59.02/24.39  																																															+-Applying beta-rule and splitting (196), into two cases.
% 59.02/24.39  																																															|-Branch one:
% 59.02/24.39  																																															| (607) all_0_53_53 = e2
% 59.02/24.39  																																															|
% 59.02/24.39  																																																| Equations (607) can reduce 509 to:
% 59.02/24.39  																																																| (266) $false
% 59.02/24.39  																																																|
% 59.02/24.39  																																																|-The branch is then unsatisfiable
% 59.02/24.39  																																															|-Branch two:
% 59.02/24.39  																																															| (509)  ~ (all_0_53_53 = e2)
% 59.02/24.39  																																															| (610) all_0_53_53 = e4 | all_0_53_53 = e3 | all_0_53_53 = e1
% 59.02/24.39  																																															|
% 59.02/24.39  																																																+-Applying beta-rule and splitting (610), into two cases.
% 59.02/24.39  																																																|-Branch one:
% 59.02/24.39  																																																| (1298) all_0_53_53 = e4
% 59.02/24.39  																																																|
% 59.02/24.39  																																																	| Equations (1298) can reduce 1453 to:
% 59.02/24.39  																																																	| (266) $false
% 59.02/24.39  																																																	|
% 59.02/24.39  																																																	|-The branch is then unsatisfiable
% 59.02/24.39  																																																|-Branch two:
% 59.02/24.39  																																																| (1453)  ~ (all_0_53_53 = e4)
% 59.02/24.39  																																																| (1694) all_0_53_53 = e3 | all_0_53_53 = e1
% 59.02/24.39  																																																|
% 59.02/24.39  																																																	+-Applying beta-rule and splitting (1092), into two cases.
% 59.02/24.39  																																																	|-Branch one:
% 59.02/24.39  																																																	| (660) all_0_51_51 = e3
% 59.02/24.39  																																																	|
% 59.02/24.39  																																																		| Equations (660) can reduce 6 to:
% 59.02/24.39  																																																		| (1114)  ~ (all_0_53_53 = e3)
% 59.02/24.39  																																																		|
% 59.02/24.39  																																																		| Simplifying 1114 yields:
% 59.02/24.39  																																																		| (903)  ~ (all_0_53_53 = e3)
% 59.02/24.39  																																																		|
% 59.02/24.39  																																																		| From (660) and (186) follows:
% 59.02/24.39  																																																		| (1552) op(e1, e2) = e3
% 59.02/24.39  																																																		|
% 59.02/24.39  																																																		+-Applying beta-rule and splitting (1694), into two cases.
% 59.02/24.39  																																																		|-Branch one:
% 59.02/24.39  																																																		| (1208) all_0_53_53 = e1
% 59.02/24.39  																																																		|
% 59.02/24.39  																																																			| Equations (1208) can reduce 509 to:
% 59.02/24.39  																																																			| (604)  ~ (e2 = e1)
% 59.02/24.39  																																																			|
% 59.02/24.39  																																																			| Simplifying 604 yields:
% 59.02/24.39  																																																			| (122)  ~ (e2 = e1)
% 59.02/24.39  																																																			|
% 59.02/24.39  																																																			| Equations (1208) can reduce 247 to:
% 59.02/24.39  																																																			| (233)  ~ (e1 = e0)
% 59.02/24.39  																																																			|
% 59.02/24.39  																																																			+-Applying beta-rule and splitting (56), into two cases.
% 59.02/24.39  																																																			|-Branch one:
% 59.02/24.39  																																																			| (696) unit = e2
% 59.02/24.39  																																																			|
% 59.02/24.39  																																																				| From (696) and (227) follows:
% 59.02/24.39  																																																				| (4284) op(e4, e2) = e4
% 59.02/24.39  																																																				|
% 59.02/24.39  																																																				| From (696) and (42) follows:
% 59.02/24.39  																																																				| (1613) op(e0, e2) = e0
% 59.02/24.39  																																																				|
% 59.02/24.39  																																																				| Instantiating formula (29) with e4, e2, e4, e2 and discharging atoms op(e4, e2) = e4, op(e4, e2) = e2, yields:
% 59.02/24.39  																																																				| (323) e4 = e2
% 59.02/24.39  																																																				|
% 59.02/24.39  																																																				| Instantiating formula (29) with e0, e2, e0, e4 and discharging atoms op(e0, e2) = e4, op(e0, e2) = e0, yields:
% 59.02/24.39  																																																				| (397) e4 = e0
% 59.02/24.39  																																																				|
% 59.02/24.39  																																																				| Combining equations (323,397) yields a new equation:
% 59.02/24.39  																																																				| (391) e2 = e0
% 59.02/24.39  																																																				|
% 59.02/24.39  																																																				| Simplifying 391 yields:
% 59.02/24.39  																																																				| (330) e2 = e0
% 59.02/24.39  																																																				|
% 59.02/24.39  																																																				| Equations (330) can reduce 128 to:
% 59.02/24.39  																																																				| (266) $false
% 59.02/24.39  																																																				|
% 59.02/24.39  																																																				|-The branch is then unsatisfiable
% 59.02/24.39  																																																			|-Branch two:
% 59.02/24.39  																																																			| (707)  ~ (unit = e2)
% 59.02/24.39  																																																			| (708) unit = e4 | unit = e3 | unit = e1 | unit = e0
% 59.02/24.39  																																																			|
% 59.02/24.39  																																																				+-Applying beta-rule and splitting (708), into two cases.
% 59.02/24.39  																																																				|-Branch one:
% 59.02/24.39  																																																				| (709) unit = e4
% 59.02/24.39  																																																				|
% 59.02/24.39  																																																					| From (709) and (211) follows:
% 59.02/24.39  																																																					| (22527) op(e4, e1) = e1
% 59.02/24.39  																																																					|
% 59.02/24.39  																																																					| From (709) and (42) follows:
% 59.02/24.39  																																																					| (713) op(e0, e4) = e0
% 59.02/24.39  																																																					|
% 59.02/24.39  																																																					| Instantiating formula (29) with e4, e1, e1, e3 and discharging atoms op(e4, e1) = e3, op(e4, e1) = e1, yields:
% 59.02/24.39  																																																					| (455) e3 = e1
% 59.02/24.39  																																																					|
% 59.02/24.39  																																																					| Instantiating formula (29) with e0, e4, e0, e3 and discharging atoms op(e0, e4) = e3, op(e0, e4) = e0, yields:
% 59.02/24.39  																																																					| (676) e3 = e0
% 59.02/24.39  																																																					|
% 59.02/24.39  																																																					| Combining equations (455,676) yields a new equation:
% 59.02/24.39  																																																					| (546) e1 = e0
% 59.02/24.39  																																																					|
% 59.02/24.39  																																																					| Simplifying 546 yields:
% 59.02/24.39  																																																					| (431) e1 = e0
% 59.02/24.39  																																																					|
% 59.02/24.39  																																																					| Equations (431) can reduce 233 to:
% 59.02/24.39  																																																					| (266) $false
% 59.02/24.39  																																																					|
% 59.02/24.39  																																																					|-The branch is then unsatisfiable
% 59.02/24.39  																																																				|-Branch two:
% 59.02/24.39  																																																				| (724)  ~ (unit = e4)
% 59.02/24.39  																																																				| (725) unit = e3 | unit = e1 | unit = e0
% 59.02/24.39  																																																				|
% 59.02/24.39  																																																					+-Applying beta-rule and splitting (725), into two cases.
% 59.02/24.39  																																																					|-Branch one:
% 59.02/24.39  																																																					| (726) unit = e0
% 59.02/24.39  																																																					|
% 59.02/24.39  																																																						| From (726) and (244) follows:
% 59.02/24.39  																																																						| (2207) op(e0, e4) = e4
% 59.02/24.39  																																																						|
% 59.02/24.39  																																																						| From (726) and (24) follows:
% 59.02/24.39  																																																						| (2208) op(e0, e3) = e3
% 59.02/24.39  																																																						|
% 59.02/24.39  																																																						| From (726) and (15) follows:
% 59.02/24.39  																																																						| (1508) op(e0, e2) = e2
% 59.02/24.39  																																																						|
% 59.02/24.39  																																																						| Instantiating formula (29) with e0, e4, e4, e3 and discharging atoms op(e0, e4) = e4, op(e0, e4) = e3, yields:
% 59.02/24.39  																																																						| (425) e4 = e3
% 59.02/24.39  																																																						|
% 59.02/24.39  																																																						| Instantiating formula (29) with e0, e3, e3, e1 and discharging atoms op(e0, e3) = e3, op(e0, e3) = e1, yields:
% 59.02/24.39  																																																						| (455) e3 = e1
% 59.02/24.39  																																																						|
% 59.02/24.39  																																																						| Instantiating formula (29) with e0, e2, e2, e4 and discharging atoms op(e0, e2) = e4, op(e0, e2) = e2, yields:
% 59.02/24.39  																																																						| (323) e4 = e2
% 59.02/24.39  																																																						|
% 59.02/24.39  																																																						| Combining equations (323,425) yields a new equation:
% 59.02/24.39  																																																						| (662) e3 = e2
% 59.02/24.39  																																																						|
% 59.02/24.39  																																																						| Combining equations (662,455) yields a new equation:
% 59.02/24.39  																																																						| (616) e2 = e1
% 59.02/24.39  																																																						|
% 59.02/24.39  																																																						| Simplifying 616 yields:
% 59.02/24.39  																																																						| (617) e2 = e1
% 59.02/24.39  																																																						|
% 59.02/24.39  																																																						| Equations (617) can reduce 122 to:
% 59.02/24.39  																																																						| (266) $false
% 59.02/24.39  																																																						|
% 59.02/24.39  																																																						|-The branch is then unsatisfiable
% 59.02/24.39  																																																					|-Branch two:
% 59.02/24.39  																																																					| (734)  ~ (unit = e0)
% 59.02/24.39  																																																					| (735) unit = e3 | unit = e1
% 59.02/24.39  																																																					|
% 59.02/24.39  																																																						+-Applying beta-rule and splitting (735), into two cases.
% 59.02/24.39  																																																						|-Branch one:
% 59.02/24.39  																																																						| (736) unit = e1
% 59.02/24.39  																																																						|
% 59.02/24.39  																																																							| Equations (736) can reduce 734 to:
% 59.02/24.39  																																																							| (233)  ~ (e1 = e0)
% 59.02/24.39  																																																							|
% 59.02/24.39  																																																							| From (736) and (15) follows:
% 59.02/24.39  																																																							| (515) op(e1, e2) = e2
% 59.02/24.39  																																																							|
% 59.02/24.39  																																																							| From (736) and (227) follows:
% 59.02/24.39  																																																							| (739) op(e4, e1) = e4
% 59.02/24.39  																																																							|
% 59.02/24.39  																																																							| From (736) and (40) follows:
% 59.02/24.39  																																																							| (1652) op(e3, e1) = e3
% 59.02/24.39  																																																							|
% 59.02/24.39  																																																							| From (736) and (28) follows:
% 59.02/24.39  																																																							| (740) op(e1, e1) = e1
% 59.02/24.39  																																																							|
% 59.02/24.39  																																																							| Instantiating formula (29) with e4, e1, e4, e3 and discharging atoms op(e4, e1) = e4, op(e4, e1) = e3, yields:
% 59.02/24.40  																																																							| (425) e4 = e3
% 59.02/24.40  																																																							|
% 59.02/24.40  																																																							| Instantiating formula (29) with e3, e1, e3, e0 and discharging atoms op(e3, e1) = e3, op(e3, e1) = e0, yields:
% 59.02/24.40  																																																							| (676) e3 = e0
% 59.02/24.40  																																																							|
% 59.02/24.40  																																																							| Instantiating formula (29) with e1, e2, e2, e3 and discharging atoms op(e1, e2) = e3, op(e1, e2) = e2, yields:
% 59.02/24.40  																																																							| (662) e3 = e2
% 59.02/24.40  																																																							|
% 59.02/24.40  																																																							| Instantiating formula (29) with e1, e1, e1, e4 and discharging atoms op(e1, e1) = e4, op(e1, e1) = e1, yields:
% 59.02/24.40  																																																							| (630) e4 = e1
% 59.02/24.40  																																																							|
% 59.02/24.40  																																																							| Combining equations (425,630) yields a new equation:
% 59.02/24.40  																																																							| (454) e3 = e1
% 59.02/24.40  																																																							|
% 59.02/24.40  																																																							| Simplifying 454 yields:
% 59.02/24.40  																																																							| (455) e3 = e1
% 59.02/24.40  																																																							|
% 59.02/24.40  																																																							| Combining equations (455,662) yields a new equation:
% 59.02/24.40  																																																							| (617) e2 = e1
% 59.02/24.40  																																																							|
% 59.02/24.40  																																																							| Combining equations (676,662) yields a new equation:
% 59.02/24.40  																																																							| (330) e2 = e0
% 59.02/24.40  																																																							|
% 59.02/24.40  																																																							| Combining equations (330,617) yields a new equation:
% 59.02/24.40  																																																							| (431) e1 = e0
% 59.02/24.40  																																																							|
% 59.02/24.40  																																																							| Equations (431) can reduce 233 to:
% 59.02/24.40  																																																							| (266) $false
% 59.02/24.40  																																																							|
% 59.02/24.40  																																																							|-The branch is then unsatisfiable
% 59.02/24.40  																																																						|-Branch two:
% 59.02/24.40  																																																						| (748)  ~ (unit = e1)
% 59.02/24.40  																																																						| (749) unit = e3
% 59.02/24.40  																																																						|
% 59.02/24.40  																																																							| From (749) and (244) follows:
% 59.02/24.40  																																																							| (750) op(e3, e4) = e4
% 59.02/24.40  																																																							|
% 59.02/24.40  																																																							| From (749) and (227) follows:
% 59.02/24.40  																																																							| (22570) op(e4, e3) = e4
% 59.02/24.40  																																																							|
% 59.02/24.40  																																																							| From (749) and (40) follows:
% 59.02/24.40  																																																							| (3715) op(e3, e3) = e3
% 59.02/24.40  																																																							|
% 59.02/24.40  																																																							| From (749) and (28) follows:
% 59.02/24.40  																																																							| (2235) op(e1, e3) = e1
% 59.02/24.40  																																																							|
% 59.02/24.40  																																																							| Instantiating formula (29) with e4, e3, e4, e0 and discharging atoms op(e4, e3) = e4, op(e4, e3) = e0, yields:
% 59.02/24.40  																																																							| (397) e4 = e0
% 59.02/24.40  																																																							|
% 59.02/24.40  																																																							| Instantiating formula (29) with e3, e4, e4, e2 and discharging atoms op(e3, e4) = e4, op(e3, e4) = e2, yields:
% 59.02/24.40  																																																							| (323) e4 = e2
% 59.02/24.40  																																																							|
% 59.02/24.40  																																																							| Instantiating formula (29) with e3, e3, e3, e4 and discharging atoms op(e3, e3) = e4, op(e3, e3) = e3, yields:
% 59.02/24.40  																																																							| (425) e4 = e3
% 59.02/24.40  																																																							|
% 59.02/24.40  																																																							| Instantiating formula (29) with e1, e3, e1, e2 and discharging atoms op(e1, e3) = e2, op(e1, e3) = e1, yields:
% 59.02/24.40  																																																							| (617) e2 = e1
% 59.02/24.40  																																																							|
% 59.02/24.40  																																																							| Combining equations (323,425) yields a new equation:
% 59.02/24.40  																																																							| (662) e3 = e2
% 59.02/24.40  																																																							|
% 59.02/24.40  																																																							| Combining equations (397,425) yields a new equation:
% 59.02/24.40  																																																							| (676) e3 = e0
% 59.02/24.40  																																																							|
% 59.02/24.40  																																																							| Combining equations (676,662) yields a new equation:
% 59.02/24.40  																																																							| (330) e2 = e0
% 59.02/24.40  																																																							|
% 59.02/24.40  																																																							| Combining equations (330,617) yields a new equation:
% 59.02/24.40  																																																							| (431) e1 = e0
% 59.02/24.40  																																																							|
% 59.02/24.40  																																																							| Equations (431) can reduce 233 to:
% 59.02/24.40  																																																							| (266) $false
% 59.02/24.40  																																																							|
% 59.02/24.40  																																																							|-The branch is then unsatisfiable
% 59.02/24.40  																																																		|-Branch two:
% 59.02/24.40  																																																		| (1459)  ~ (all_0_53_53 = e1)
% 59.02/24.40  																																																		| (665) all_0_53_53 = e3
% 59.02/24.40  																																																		|
% 59.02/24.40  																																																			| Equations (665) can reduce 903 to:
% 59.02/24.40  																																																			| (266) $false
% 59.02/24.40  																																																			|
% 59.02/24.40  																																																			|-The branch is then unsatisfiable
% 59.02/24.40  																																																	|-Branch two:
% 59.02/24.40  																																																	| (664)  ~ (all_0_51_51 = e3)
% 59.02/24.40  																																																	| (1097) all_0_56_56 = e3
% 59.02/24.40  																																																	|
% 59.02/24.40  																																																		| Combining equations (842,1097) yields a new equation:
% 59.02/24.40  																																																		| (424) e4 = e3
% 59.02/24.40  																																																		|
% 59.02/24.40  																																																		| Simplifying 424 yields:
% 59.02/24.40  																																																		| (425) e4 = e3
% 59.02/24.40  																																																		|
% 59.02/24.40  																																																		| Equations (425) can reduce 188 to:
% 59.02/24.40  																																																		| (266) $false
% 59.02/24.40  																																																		|
% 59.02/24.40  																																																		|-The branch is then unsatisfiable
% 59.02/24.40  																																										|-Branch two:
% 59.02/24.40  																																										| (1380)  ~ (all_0_42_42 = e1)
% 59.02/24.40  																																										| (3259) all_0_47_47 = e1 | all_0_51_51 = e1 | all_0_56_56 = e1
% 59.02/24.40  																																										|
% 59.02/24.40  																																											+-Applying beta-rule and splitting (103), into two cases.
% 59.02/24.40  																																											|-Branch one:
% 59.02/24.40  																																											| (453) all_0_41_41 = e1
% 59.02/24.40  																																											|
% 59.02/24.40  																																												| Combining equations (453,437) yields a new equation:
% 59.02/24.40  																																												| (630) e4 = e1
% 59.02/24.40  																																												|
% 59.02/24.40  																																												| Equations (630) can reduce 110 to:
% 59.02/24.40  																																												| (266) $false
% 59.02/24.40  																																												|
% 59.02/24.40  																																												|-The branch is then unsatisfiable
% 59.02/24.40  																																											|-Branch two:
% 59.02/24.40  																																											| (457)  ~ (all_0_41_41 = e1)
% 59.02/24.40  																																											| (458) all_0_42_42 = e1 | all_0_43_43 = e1 | all_0_44_44 = e1
% 59.02/24.40  																																											|
% 59.02/24.40  																																												+-Applying beta-rule and splitting (458), into two cases.
% 59.02/24.40  																																												|-Branch one:
% 59.02/24.40  																																												| (459) all_0_42_42 = e1
% 59.02/24.40  																																												|
% 59.02/24.40  																																													| Equations (459) can reduce 1380 to:
% 59.02/24.40  																																													| (266) $false
% 59.02/24.40  																																													|
% 59.02/24.40  																																													|-The branch is then unsatisfiable
% 59.02/24.40  																																												|-Branch two:
% 59.02/24.40  																																												| (1380)  ~ (all_0_42_42 = e1)
% 59.02/24.40  																																												| (1381) all_0_43_43 = e1 | all_0_44_44 = e1
% 59.02/24.40  																																												|
% 59.02/24.40  																																													+-Applying beta-rule and splitting (3259), into two cases.
% 59.02/24.40  																																													|-Branch one:
% 59.02/24.40  																																													| (654) all_0_47_47 = e1
% 59.02/24.40  																																													|
% 59.02/24.40  																																														| Combining equations (674,654) yields a new equation:
% 59.02/24.40  																																														| (431) e1 = e0
% 59.02/24.40  																																														|
% 59.02/24.40  																																														| Equations (431) can reduce 233 to:
% 59.02/24.40  																																														| (266) $false
% 59.02/24.40  																																														|
% 59.02/24.40  																																														|-The branch is then unsatisfiable
% 59.02/24.40  																																													|-Branch two:
% 59.02/24.40  																																													| (462)  ~ (all_0_47_47 = e1)
% 59.02/24.40  																																													| (3264) all_0_51_51 = e1 | all_0_56_56 = e1
% 59.02/24.40  																																													|
% 59.02/24.40  																																														| Equations (674) can reduce 462 to:
% 59.02/24.40  																																														| (435)  ~ (e1 = e0)
% 59.02/24.40  																																														|
% 59.02/24.40  																																														| Simplifying 435 yields:
% 59.02/24.40  																																														| (233)  ~ (e1 = e0)
% 59.02/24.40  																																														|
% 59.02/24.40  																																														+-Applying beta-rule and splitting (1381), into two cases.
% 59.02/24.40  																																														|-Branch one:
% 59.02/24.40  																																														| (430) all_0_43_43 = e1
% 59.02/24.40  																																														|
% 59.02/24.40  																																															| Combining equations (430,356) yields a new equation:
% 59.02/24.40  																																															| (546) e1 = e0
% 59.02/24.40  																																															|
% 59.02/24.40  																																															| Simplifying 546 yields:
% 59.02/24.40  																																															| (431) e1 = e0
% 59.02/24.40  																																															|
% 59.02/24.40  																																															| Equations (431) can reduce 233 to:
% 59.02/24.40  																																															| (266) $false
% 59.02/24.40  																																															|
% 59.02/24.40  																																															|-The branch is then unsatisfiable
% 59.02/24.40  																																														|-Branch two:
% 59.02/24.40  																																														| (433)  ~ (all_0_43_43 = e1)
% 59.02/24.40  																																														| (635) all_0_44_44 = e1
% 59.02/24.40  																																														|
% 59.02/24.40  																																															| Equations (635) can reduce 1390 to:
% 59.02/24.40  																																															| (602)  ~ (e4 = e1)
% 59.02/24.40  																																															|
% 59.02/24.40  																																															| Simplifying 602 yields:
% 59.02/24.40  																																															| (110)  ~ (e4 = e1)
% 59.02/24.40  																																															|
% 59.02/24.40  																																															+-Applying beta-rule and splitting (3264), into two cases.
% 59.02/24.40  																																															|-Branch one:
% 59.02/24.40  																																															| (1109) all_0_51_51 = e1
% 59.02/24.40  																																															|
% 59.02/24.40  																																																| Equations (1109) can reduce 1099 to:
% 59.02/24.40  																																																| (604)  ~ (e2 = e1)
% 59.02/24.40  																																																|
% 59.02/24.40  																																																| Simplifying 604 yields:
% 59.02/24.40  																																																| (122)  ~ (e2 = e1)
% 59.02/24.40  																																																|
% 59.02/24.40  																																																| Equations (1109) can reduce 115 to:
% 59.02/24.40  																																																| (233)  ~ (e1 = e0)
% 59.02/24.40  																																																|
% 59.02/24.40  																																																| From (1109) and (186) follows:
% 59.02/24.40  																																																| (699) op(e1, e2) = e1
% 59.02/24.40  																																																|
% 59.02/24.40  																																																+-Applying beta-rule and splitting (56), into two cases.
% 59.02/24.40  																																																|-Branch one:
% 59.02/24.40  																																																| (696) unit = e2
% 59.02/24.40  																																																|
% 59.02/24.40  																																																	| From (696) and (227) follows:
% 59.02/24.40  																																																	| (4284) op(e4, e2) = e4
% 59.02/24.40  																																																	|
% 59.02/24.40  																																																	| From (696) and (42) follows:
% 59.02/24.40  																																																	| (1613) op(e0, e2) = e0
% 59.02/24.40  																																																	|
% 59.02/24.40  																																																	| Instantiating formula (29) with e4, e2, e4, e2 and discharging atoms op(e4, e2) = e4, op(e4, e2) = e2, yields:
% 59.02/24.40  																																																	| (323) e4 = e2
% 59.02/24.40  																																																	|
% 59.02/24.40  																																																	| Instantiating formula (29) with e0, e2, e0, e4 and discharging atoms op(e0, e2) = e4, op(e0, e2) = e0, yields:
% 59.02/24.40  																																																	| (397) e4 = e0
% 59.02/24.40  																																																	|
% 59.02/24.40  																																																	| Combining equations (323,397) yields a new equation:
% 59.02/24.40  																																																	| (391) e2 = e0
% 59.02/24.40  																																																	|
% 59.02/24.40  																																																	| Simplifying 391 yields:
% 59.02/24.40  																																																	| (330) e2 = e0
% 59.02/24.40  																																																	|
% 59.02/24.40  																																																	| Equations (330) can reduce 128 to:
% 59.02/24.40  																																																	| (266) $false
% 59.02/24.40  																																																	|
% 59.02/24.40  																																																	|-The branch is then unsatisfiable
% 59.02/24.40  																																																|-Branch two:
% 59.02/24.40  																																																| (707)  ~ (unit = e2)
% 59.02/24.40  																																																| (708) unit = e4 | unit = e3 | unit = e1 | unit = e0
% 59.02/24.40  																																																|
% 59.02/24.40  																																																	+-Applying beta-rule and splitting (708), into two cases.
% 59.02/24.40  																																																	|-Branch one:
% 59.02/24.40  																																																	| (709) unit = e4
% 59.02/24.40  																																																	|
% 59.02/24.40  																																																		| From (709) and (211) follows:
% 59.09/24.40  																																																		| (22527) op(e4, e1) = e1
% 59.09/24.40  																																																		|
% 59.09/24.40  																																																		| From (709) and (42) follows:
% 59.09/24.40  																																																		| (713) op(e0, e4) = e0
% 59.09/24.40  																																																		|
% 59.09/24.40  																																																		| Instantiating formula (29) with e4, e1, e1, e3 and discharging atoms op(e4, e1) = e3, op(e4, e1) = e1, yields:
% 59.09/24.40  																																																		| (455) e3 = e1
% 59.09/24.40  																																																		|
% 59.09/24.40  																																																		| Instantiating formula (29) with e0, e4, e0, e3 and discharging atoms op(e0, e4) = e3, op(e0, e4) = e0, yields:
% 59.09/24.40  																																																		| (676) e3 = e0
% 59.09/24.40  																																																		|
% 59.09/24.40  																																																		| Combining equations (455,676) yields a new equation:
% 59.09/24.40  																																																		| (546) e1 = e0
% 59.09/24.40  																																																		|
% 59.09/24.40  																																																		| Simplifying 546 yields:
% 59.09/24.40  																																																		| (431) e1 = e0
% 59.09/24.40  																																																		|
% 59.09/24.40  																																																		| Equations (431) can reduce 233 to:
% 59.09/24.40  																																																		| (266) $false
% 59.09/24.40  																																																		|
% 59.09/24.40  																																																		|-The branch is then unsatisfiable
% 59.09/24.40  																																																	|-Branch two:
% 59.09/24.40  																																																	| (724)  ~ (unit = e4)
% 59.09/24.40  																																																	| (725) unit = e3 | unit = e1 | unit = e0
% 59.09/24.40  																																																	|
% 59.09/24.40  																																																		+-Applying beta-rule and splitting (725), into two cases.
% 59.09/24.40  																																																		|-Branch one:
% 59.09/24.40  																																																		| (726) unit = e0
% 59.09/24.40  																																																		|
% 59.09/24.40  																																																			| From (726) and (244) follows:
% 59.09/24.40  																																																			| (2207) op(e0, e4) = e4
% 59.09/24.40  																																																			|
% 59.09/24.40  																																																			| From (726) and (24) follows:
% 59.09/24.40  																																																			| (2208) op(e0, e3) = e3
% 59.09/24.40  																																																			|
% 59.09/24.40  																																																			| From (726) and (15) follows:
% 59.09/24.40  																																																			| (1508) op(e0, e2) = e2
% 59.09/24.40  																																																			|
% 59.09/24.40  																																																			| Instantiating formula (29) with e0, e4, e4, e3 and discharging atoms op(e0, e4) = e4, op(e0, e4) = e3, yields:
% 59.09/24.40  																																																			| (425) e4 = e3
% 59.09/24.40  																																																			|
% 59.09/24.40  																																																			| Instantiating formula (29) with e0, e3, e3, e1 and discharging atoms op(e0, e3) = e3, op(e0, e3) = e1, yields:
% 59.09/24.40  																																																			| (455) e3 = e1
% 59.09/24.40  																																																			|
% 59.09/24.40  																																																			| Instantiating formula (29) with e0, e2, e2, e4 and discharging atoms op(e0, e2) = e4, op(e0, e2) = e2, yields:
% 59.09/24.40  																																																			| (323) e4 = e2
% 59.09/24.40  																																																			|
% 59.09/24.40  																																																			| Combining equations (323,425) yields a new equation:
% 59.09/24.40  																																																			| (662) e3 = e2
% 59.09/24.40  																																																			|
% 59.09/24.40  																																																			| Combining equations (662,455) yields a new equation:
% 59.09/24.40  																																																			| (616) e2 = e1
% 59.09/24.40  																																																			|
% 59.09/24.40  																																																			| Simplifying 616 yields:
% 59.09/24.40  																																																			| (617) e2 = e1
% 59.09/24.40  																																																			|
% 59.09/24.40  																																																			| Equations (617) can reduce 122 to:
% 59.09/24.40  																																																			| (266) $false
% 59.09/24.40  																																																			|
% 59.09/24.40  																																																			|-The branch is then unsatisfiable
% 59.09/24.40  																																																		|-Branch two:
% 59.09/24.40  																																																		| (734)  ~ (unit = e0)
% 59.09/24.40  																																																		| (735) unit = e3 | unit = e1
% 59.09/24.40  																																																		|
% 59.09/24.40  																																																			+-Applying beta-rule and splitting (735), into two cases.
% 59.09/24.40  																																																			|-Branch one:
% 59.09/24.40  																																																			| (736) unit = e1
% 59.09/24.40  																																																			|
% 59.09/24.40  																																																				| Equations (736) can reduce 734 to:
% 59.09/24.40  																																																				| (233)  ~ (e1 = e0)
% 59.09/24.40  																																																				|
% 59.09/24.40  																																																				| From (736) and (244) follows:
% 59.09/24.40  																																																				| (738) op(e1, e4) = e4
% 59.09/24.40  																																																				|
% 59.09/24.40  																																																				| From (736) and (24) follows:
% 59.09/24.40  																																																				| (1934) op(e1, e3) = e3
% 59.09/24.40  																																																				|
% 59.09/24.40  																																																				| From (736) and (15) follows:
% 59.09/24.40  																																																				| (515) op(e1, e2) = e2
% 59.09/24.40  																																																				|
% 59.09/24.40  																																																				| From (736) and (227) follows:
% 59.09/24.40  																																																				| (739) op(e4, e1) = e4
% 59.09/24.40  																																																				|
% 59.09/24.40  																																																				| Instantiating formula (29) with e4, e1, e4, e3 and discharging atoms op(e4, e1) = e4, op(e4, e1) = e3, yields:
% 59.09/24.40  																																																				| (425) e4 = e3
% 59.09/24.40  																																																				|
% 59.09/24.40  																																																				| Instantiating formula (29) with e1, e4, e4, e0 and discharging atoms op(e1, e4) = e4, op(e1, e4) = e0, yields:
% 59.09/24.40  																																																				| (397) e4 = e0
% 59.09/24.40  																																																				|
% 59.09/24.40  																																																				| Instantiating formula (29) with e1, e3, e3, e2 and discharging atoms op(e1, e3) = e3, op(e1, e3) = e2, yields:
% 59.09/24.40  																																																				| (662) e3 = e2
% 59.09/24.40  																																																				|
% 59.09/24.40  																																																				| Instantiating formula (29) with e1, e2, e2, e1 and discharging atoms op(e1, e2) = e2, op(e1, e2) = e1, yields:
% 59.09/24.40  																																																				| (617) e2 = e1
% 59.09/24.40  																																																				|
% 59.09/24.40  																																																				| Combining equations (425,397) yields a new equation:
% 59.09/24.40  																																																				| (675) e3 = e0
% 59.09/24.40  																																																				|
% 59.09/24.40  																																																				| Simplifying 675 yields:
% 59.09/24.40  																																																				| (676) e3 = e0
% 59.09/24.40  																																																				|
% 59.09/24.40  																																																				| Combining equations (662,676) yields a new equation:
% 59.09/24.40  																																																				| (391) e2 = e0
% 59.09/24.40  																																																				|
% 59.09/24.40  																																																				| Simplifying 391 yields:
% 59.09/24.40  																																																				| (330) e2 = e0
% 59.09/24.40  																																																				|
% 59.09/24.40  																																																				| Combining equations (330,617) yields a new equation:
% 59.09/24.40  																																																				| (431) e1 = e0
% 59.09/24.40  																																																				|
% 59.09/24.40  																																																				| Equations (431) can reduce 233 to:
% 59.09/24.40  																																																				| (266) $false
% 59.09/24.40  																																																				|
% 59.09/24.40  																																																				|-The branch is then unsatisfiable
% 59.09/24.40  																																																			|-Branch two:
% 59.09/24.40  																																																			| (748)  ~ (unit = e1)
% 59.09/24.40  																																																			| (749) unit = e3
% 59.09/24.40  																																																			|
% 59.09/24.40  																																																				| From (749) and (244) follows:
% 59.09/24.40  																																																				| (750) op(e3, e4) = e4
% 59.09/24.40  																																																				|
% 59.09/24.40  																																																				| From (749) and (227) follows:
% 59.09/24.40  																																																				| (22570) op(e4, e3) = e4
% 59.09/24.40  																																																				|
% 59.09/24.40  																																																				| From (749) and (28) follows:
% 59.09/24.40  																																																				| (2235) op(e1, e3) = e1
% 59.09/24.40  																																																				|
% 59.09/24.40  																																																				| Instantiating formula (29) with e4, e3, e4, e0 and discharging atoms op(e4, e3) = e4, op(e4, e3) = e0, yields:
% 59.09/24.40  																																																				| (397) e4 = e0
% 59.09/24.40  																																																				|
% 59.09/24.40  																																																				| Instantiating formula (29) with e3, e4, e4, e2 and discharging atoms op(e3, e4) = e4, op(e3, e4) = e2, yields:
% 59.09/24.40  																																																				| (323) e4 = e2
% 59.09/24.40  																																																				|
% 59.09/24.40  																																																				| Instantiating formula (29) with e1, e3, e1, e2 and discharging atoms op(e1, e3) = e2, op(e1, e3) = e1, yields:
% 59.09/24.40  																																																				| (617) e2 = e1
% 59.09/24.40  																																																				|
% 59.09/24.40  																																																				| Combining equations (397,323) yields a new equation:
% 59.09/24.40  																																																				| (330) e2 = e0
% 59.09/24.40  																																																				|
% 59.09/24.40  																																																				| Combining equations (617,330) yields a new equation:
% 59.09/24.40  																																																				| (546) e1 = e0
% 59.09/24.40  																																																				|
% 59.09/24.40  																																																				| Simplifying 546 yields:
% 59.09/24.40  																																																				| (431) e1 = e0
% 59.09/24.40  																																																				|
% 59.09/24.40  																																																				| Equations (431) can reduce 233 to:
% 59.09/24.40  																																																				| (266) $false
% 59.09/24.40  																																																				|
% 59.09/24.40  																																																				|-The branch is then unsatisfiable
% 59.09/24.40  																																															|-Branch two:
% 59.09/24.40  																																															| (464)  ~ (all_0_51_51 = e1)
% 59.09/24.40  																																															| (1569) all_0_56_56 = e1
% 59.09/24.40  																																															|
% 59.09/24.40  																																																| Combining equations (842,1569) yields a new equation:
% 59.09/24.40  																																																| (636) e4 = e1
% 59.09/24.40  																																																|
% 59.09/24.40  																																																| Simplifying 636 yields:
% 59.09/24.40  																																																| (630) e4 = e1
% 59.09/24.40  																																																|
% 59.09/24.40  																																																| Equations (630) can reduce 110 to:
% 59.09/24.40  																																																| (266) $false
% 59.09/24.40  																																																|
% 59.09/24.40  																																																|-The branch is then unsatisfiable
% 59.09/24.40  																																									|-Branch two:
% 59.09/24.40  																																									| (477)  ~ (all_0_56_56 = e4)
% 59.09/24.40  																																									| (845) all_0_56_56 = e3 | all_0_56_56 = e1 | all_0_56_56 = e0
% 59.09/24.40  																																									|
% 59.09/24.40  																																										+-Applying beta-rule and splitting (6548), into two cases.
% 59.09/24.40  																																										|-Branch one:
% 59.09/24.40  																																										| (1101) all_0_51_51 = e4
% 59.09/24.40  																																										|
% 59.09/24.40  																																											| Equations (1101) can reduce 475 to:
% 59.09/24.40  																																											| (266) $false
% 59.09/24.40  																																											|
% 59.09/24.40  																																											|-The branch is then unsatisfiable
% 59.09/24.40  																																										|-Branch two:
% 59.09/24.40  																																										| (475)  ~ (all_0_51_51 = e4)
% 59.09/24.40  																																										| (842) all_0_56_56 = e4
% 59.09/24.40  																																										|
% 59.09/24.40  																																											| Equations (842) can reduce 477 to:
% 59.09/24.40  																																											| (266) $false
% 59.09/24.40  																																											|
% 59.09/24.40  																																											|-The branch is then unsatisfiable
% 59.09/24.41  																																		|-Branch two:
% 59.09/24.41  																																		| (440)  ~ (all_0_41_41 = e4)
% 59.09/24.41  																																		| (4049) all_0_41_41 = e3 | all_0_41_41 = e1 | all_0_41_41 = e0
% 59.09/24.41  																																		|
% 59.09/24.41  																																			+-Applying beta-rule and splitting (4049), into two cases.
% 59.09/24.41  																																			|-Branch one:
% 59.09/24.41  																																			| (794) all_0_41_41 = e0
% 59.09/24.41  																																			|
% 59.09/24.41  																																				| Equations (794) can reduce 357 to:
% 59.09/24.41  																																				| (266) $false
% 59.09/24.41  																																				|
% 59.09/24.41  																																				|-The branch is then unsatisfiable
% 59.09/24.41  																																			|-Branch two:
% 59.09/24.41  																																			| (357)  ~ (all_0_41_41 = e0)
% 59.09/24.41  																																			| (4053) all_0_41_41 = e3 | all_0_41_41 = e1
% 59.09/24.41  																																			|
% 59.09/24.41  																																				+-Applying beta-rule and splitting (4053), into two cases.
% 59.09/24.41  																																				|-Branch one:
% 59.09/24.41  																																				| (453) all_0_41_41 = e1
% 59.09/24.41  																																				|
% 59.09/24.41  																																					| Equations (453) can reduce 457 to:
% 59.09/24.41  																																					| (266) $false
% 59.09/24.41  																																					|
% 59.09/24.41  																																					|-The branch is then unsatisfiable
% 59.09/24.41  																																				|-Branch two:
% 59.09/24.41  																																				| (457)  ~ (all_0_41_41 = e1)
% 59.09/24.41  																																				| (403) all_0_41_41 = e3
% 59.09/24.41  																																				|
% 59.09/24.41  																																					| Equations (403) can reduce 1898 to:
% 59.09/24.41  																																					| (266) $false
% 59.09/24.41  																																					|
% 59.09/24.41  																																					|-The branch is then unsatisfiable
% 59.09/24.41  																														|-Branch two:
% 59.09/24.41  																														| (678)  ~ (all_0_47_47 = e0)
% 59.09/24.41  																														| (679) all_0_56_56 = e0
% 59.09/24.41  																														|
% 59.09/24.41  																															| Equations (679) can reduce 828 to:
% 59.09/24.41  																															| (266) $false
% 59.09/24.41  																															|
% 59.09/24.41  																															|-The branch is then unsatisfiable
% 59.09/24.41  																			|-Branch two:
% 59.09/24.41  																			| (340)  ~ (all_0_49_49 = e2)
% 59.09/24.41  																			| (614) all_0_53_53 = e2 | all_0_58_58 = e2
% 59.09/24.41  																			|
% 59.09/24.41  																				+-Applying beta-rule and splitting (614), into two cases.
% 59.09/24.41  																				|-Branch one:
% 59.09/24.41  																				| (607) all_0_53_53 = e2
% 59.09/24.41  																				|
% 59.09/24.41  																					| Equations (607) can reduce 509 to:
% 59.09/24.41  																					| (266) $false
% 59.09/24.41  																					|
% 59.09/24.41  																					|-The branch is then unsatisfiable
% 59.09/24.41  																				|-Branch two:
% 59.09/24.41  																				| (509)  ~ (all_0_53_53 = e2)
% 59.09/24.41  																				| (624) all_0_58_58 = e2
% 59.09/24.41  																				|
% 59.09/24.41  																					| Equations (624) can reduce 908 to:
% 59.09/24.41  																					| (266) $false
% 59.09/24.41  																					|
% 59.09/24.41  																					|-The branch is then unsatisfiable
% 59.09/24.41  																	|-Branch two:
% 59.09/24.41  																	| (302)  ~ (all_0_50_50 = e2)
% 59.09/24.41  																	| (381) all_0_51_51 = e2 | all_0_52_52 = e2 | all_0_53_53 = e2
% 59.09/24.41  																	|
% 59.09/24.41  																		+-Applying beta-rule and splitting (117), into two cases.
% 59.09/24.41  																		|-Branch one:
% 59.09/24.41  																		| (292) all_0_38_38 = e2
% 59.09/24.41  																		|
% 59.09/24.41  																			| Combining equations (292,329) yields a new equation:
% 59.09/24.41  																			| (391) e2 = e0
% 59.09/24.41  																			|
% 59.09/24.41  																			| Simplifying 391 yields:
% 59.09/24.41  																			| (330) e2 = e0
% 59.09/24.41  																			|
% 59.09/24.41  																			| Equations (330) can reduce 128 to:
% 59.09/24.41  																			| (266) $false
% 59.09/24.41  																			|
% 59.09/24.41  																			|-The branch is then unsatisfiable
% 59.09/24.41  																		|-Branch two:
% 59.09/24.41  																		| (9600)  ~ (all_0_38_38 = e2)
% 59.09/24.41  																		| (24424) all_0_46_46 = e2 | all_0_50_50 = e2 | all_0_55_55 = e2
% 59.09/24.41  																		|
% 59.09/24.41  																			+-Applying beta-rule and splitting (24424), into two cases.
% 59.09/24.41  																			|-Branch one:
% 59.09/24.41  																			| (1794) all_0_46_46 = e2
% 59.09/24.41  																			|
% 59.09/24.41  																				| Equations (1794) can reduce 43 to:
% 59.09/24.41  																				| (85)  ~ (all_0_41_41 = e2)
% 59.09/24.41  																				|
% 59.09/24.41  																				| Equations (1794) can reduce 19 to:
% 59.09/24.41  																				| (22180)  ~ (all_0_47_47 = e2)
% 59.09/24.41  																				|
% 59.09/24.41  																				| Simplifying 22180 yields:
% 59.09/24.41  																				| (338)  ~ (all_0_47_47 = e2)
% 59.09/24.41  																				|
% 59.09/24.41  																				| Equations (1794) can reduce 208 to:
% 59.09/24.41  																				| (339)  ~ (all_0_49_49 = e2)
% 59.09/24.41  																				|
% 59.09/24.41  																				| Simplifying 339 yields:
% 59.09/24.41  																				| (340)  ~ (all_0_49_49 = e2)
% 59.09/24.41  																				|
% 59.09/24.41  																				| Equations (1794) can reduce 58 to:
% 59.09/24.41  																				| (303)  ~ (all_0_55_55 = e2)
% 59.09/24.41  																				|
% 59.09/24.41  																				| Simplifying 303 yields:
% 59.09/24.41  																				| (304)  ~ (all_0_55_55 = e2)
% 59.09/24.41  																				|
% 59.09/24.41  																				| Equations (1794) can reduce 250 to:
% 59.09/24.41  																				| (327)  ~ (e4 = e2)
% 59.09/24.41  																				|
% 59.09/24.41  																				| Simplifying 327 yields:
% 59.09/24.41  																				| (48)  ~ (e4 = e2)
% 59.09/24.41  																				|
% 59.09/24.41  																				| Equations (1794) can reduce 549 to:
% 59.09/24.41  																				| (122)  ~ (e2 = e1)
% 59.09/24.41  																				|
% 59.09/24.41  																				| From (1794) and (120) follows:
% 59.09/24.41  																				| (5793) op(e2, e3) = e2
% 59.09/24.41  																				|
% 59.09/24.41  																				+-Applying beta-rule and splitting (158), into two cases.
% 59.09/24.41  																				|-Branch one:
% 59.09/24.41  																				| (313) all_0_40_40 = e2
% 59.09/24.41  																				|
% 59.09/24.41  																					| Combining equations (1378,313) yields a new equation:
% 59.09/24.41  																					| (322) e4 = e2
% 59.09/24.41  																					|
% 59.09/24.41  																					| Simplifying 322 yields:
% 59.09/24.41  																					| (323) e4 = e2
% 59.09/24.41  																					|
% 59.09/24.41  																					| Equations (323) can reduce 48 to:
% 59.09/24.41  																					| (266) $false
% 59.09/24.41  																					|
% 59.09/24.41  																					|-The branch is then unsatisfiable
% 59.09/24.41  																				|-Branch two:
% 59.09/24.41  																				| (296)  ~ (all_0_40_40 = e2)
% 59.09/24.41  																				| (377) all_0_49_49 = e2 | all_0_53_53 = e2 | all_0_58_58 = e2
% 59.09/24.41  																				|
% 59.09/24.41  																					+-Applying beta-rule and splitting (377), into two cases.
% 59.09/24.41  																					|-Branch one:
% 59.09/24.41  																					| (583) all_0_49_49 = e2
% 59.09/24.41  																					|
% 59.09/24.41  																						| Equations (583) can reduce 340 to:
% 59.09/24.41  																						| (266) $false
% 59.09/24.41  																						|
% 59.09/24.41  																						|-The branch is then unsatisfiable
% 59.09/24.41  																					|-Branch two:
% 59.09/24.41  																					| (340)  ~ (all_0_49_49 = e2)
% 59.09/24.41  																					| (614) all_0_53_53 = e2 | all_0_58_58 = e2
% 59.09/24.41  																					|
% 59.09/24.41  																						+-Applying beta-rule and splitting (614), into two cases.
% 59.09/24.41  																						|-Branch one:
% 59.09/24.41  																						| (607) all_0_53_53 = e2
% 59.09/24.41  																						|
% 59.09/24.41  																							| Equations (607) can reduce 220 to:
% 59.09/24.41  																							| (147)  ~ (all_0_44_44 = e2)
% 59.09/24.41  																							|
% 59.09/24.41  																							| Equations (607) can reduce 65 to:
% 59.09/24.41  																							| (340)  ~ (all_0_49_49 = e2)
% 59.09/24.41  																							|
% 59.09/24.41  																							| Equations (607) can reduce 190 to:
% 59.09/24.41  																							| (302)  ~ (all_0_50_50 = e2)
% 59.09/24.41  																							|
% 59.09/24.41  																							| Equations (607) can reduce 6 to:
% 59.09/24.41  																							| (1099)  ~ (all_0_51_51 = e2)
% 59.09/24.41  																							|
% 59.09/24.41  																							| Equations (607) can reduce 10 to:
% 59.09/24.41  																							| (1186)  ~ (all_0_58_58 = e2)
% 59.09/24.41  																							|
% 59.09/24.41  																							| Simplifying 1186 yields:
% 59.09/24.41  																							| (908)  ~ (all_0_58_58 = e2)
% 59.09/24.41  																							|
% 59.09/24.41  																							| Equations (607) can reduce 247 to:
% 59.09/24.41  																							| (128)  ~ (e2 = e0)
% 59.09/24.41  																							|
% 59.09/24.41  																							+-Applying beta-rule and splitting (168), into two cases.
% 59.09/24.41  																							|-Branch one:
% 59.09/24.41  																							| (415) all_0_50_50 = e3
% 59.09/24.41  																							|
% 59.09/24.41  																								| Equations (415) can reduce 221 to:
% 59.09/24.41  																								| (1898)  ~ (all_0_41_41 = e3)
% 59.09/24.41  																								|
% 59.09/24.41  																								| Equations (415) can reduce 59 to:
% 59.09/24.41  																								| (1925)  ~ (all_0_51_51 = e3)
% 59.09/24.41  																								|
% 59.09/24.41  																								| Simplifying 1925 yields:
% 59.09/24.41  																								| (664)  ~ (all_0_51_51 = e3)
% 59.09/24.41  																								|
% 59.09/24.41  																								| Equations (415) can reduce 93 to:
% 59.09/24.41  																								| (269)  ~ (all_0_55_55 = e3)
% 59.09/24.41  																								|
% 59.09/24.41  																								| Simplifying 269 yields:
% 59.09/24.41  																								| (270)  ~ (all_0_55_55 = e3)
% 59.09/24.41  																								|
% 59.09/24.41  																								| From (415) and (242) follows:
% 59.09/24.41  																								| (1934) op(e1, e3) = e3
% 59.09/24.41  																								|
% 59.09/24.41  																								+-Applying beta-rule and splitting (7), into two cases.
% 59.09/24.41  																								|-Branch one:
% 59.09/24.41  																								| (504) all_0_51_51 = e2
% 59.09/24.41  																								|
% 59.09/24.41  																									| Equations (504) can reduce 1099 to:
% 59.09/24.41  																									| (266) $false
% 59.09/24.41  																									|
% 59.09/24.41  																									|-The branch is then unsatisfiable
% 59.09/24.41  																								|-Branch two:
% 59.09/24.41  																								| (1099)  ~ (all_0_51_51 = e2)
% 59.09/24.41  																								| (1100) all_0_51_51 = e4 | all_0_51_51 = e3 | all_0_51_51 = e1
% 59.09/24.41  																								|
% 59.09/24.41  																									+-Applying beta-rule and splitting (1100), into two cases.
% 59.09/24.41  																									|-Branch one:
% 59.09/24.41  																									| (1101) all_0_51_51 = e4
% 59.09/24.41  																									|
% 59.09/24.41  																										| Equations (1101) can reduce 475 to:
% 59.09/24.41  																										| (266) $false
% 59.09/24.41  																										|
% 59.09/24.41  																										|-The branch is then unsatisfiable
% 59.09/24.41  																									|-Branch two:
% 59.09/24.41  																									| (475)  ~ (all_0_51_51 = e4)
% 59.09/24.41  																									| (1104) all_0_51_51 = e3 | all_0_51_51 = e1
% 59.09/24.41  																									|
% 59.09/24.41  																										+-Applying beta-rule and splitting (1104), into two cases.
% 59.09/24.41  																										|-Branch one:
% 59.09/24.41  																										| (1109) all_0_51_51 = e1
% 59.09/24.41  																										|
% 59.09/24.41  																											| Equations (1109) can reduce 61 to:
% 59.09/24.41  																											| (1380)  ~ (all_0_42_42 = e1)
% 59.09/24.41  																											|
% 59.09/24.41  																											| Equations (1109) can reduce 224 to:
% 59.09/24.41  																											| (462)  ~ (all_0_47_47 = e1)
% 59.09/24.41  																											|
% 59.09/24.41  																											| Equations (1109) can reduce 475 to:
% 59.09/24.41  																											| (602)  ~ (e4 = e1)
% 59.09/24.41  																											|
% 59.09/24.41  																											| Simplifying 602 yields:
% 59.09/24.41  																											| (110)  ~ (e4 = e1)
% 59.09/24.41  																											|
% 59.09/24.41  																											| Equations (1109) can reduce 664 to:
% 59.09/24.41  																											| (467)  ~ (e3 = e1)
% 59.09/24.41  																											|
% 59.09/24.41  																											| Simplifying 467 yields:
% 59.09/24.41  																											| (213)  ~ (e3 = e1)
% 59.09/24.41  																											|
% 59.09/24.41  																											| Equations (1109) can reduce 115 to:
% 59.09/24.41  																											| (233)  ~ (e1 = e0)
% 59.09/24.41  																											|
% 59.09/24.41  																											| From (1109) and (186) follows:
% 59.09/24.41  																											| (699) op(e1, e2) = e1
% 59.09/24.41  																											|
% 59.09/24.41  																											+-Applying beta-rule and splitting (113), into two cases.
% 59.09/24.41  																											|-Branch one:
% 59.09/24.41  																											| (403) all_0_41_41 = e3
% 59.09/24.41  																											|
% 59.09/24.41  																												| Equations (403) can reduce 1898 to:
% 59.09/24.41  																												| (266) $false
% 59.09/24.41  																												|
% 59.09/24.41  																												|-The branch is then unsatisfiable
% 59.09/24.41  																											|-Branch two:
% 59.09/24.41  																											| (1898)  ~ (all_0_41_41 = e3)
% 59.09/24.41  																											| (1899) all_0_42_42 = e3 | all_0_44_44 = e3
% 59.09/24.41  																											|
% 59.09/24.41  																												+-Applying beta-rule and splitting (112), into two cases.
% 59.09/24.41  																												|-Branch one:
% 59.09/24.41  																												| (635) all_0_44_44 = e1
% 59.09/24.41  																												|
% 59.09/24.41  																													| Equations (635) can reduce 149 to:
% 59.09/24.41  																													| (457)  ~ (all_0_41_41 = e1)
% 59.09/24.41  																													|
% 59.09/24.41  																													| Equations (635) can reduce 73 to:
% 59.09/24.41  																													| (1380)  ~ (all_0_42_42 = e1)
% 59.09/24.41  																													|
% 59.09/24.41  																													| Equations (635) can reduce 9 to:
% 59.09/24.41  																													| (1419)  ~ (all_0_49_49 = e1)
% 59.09/24.41  																													|
% 59.09/24.41  																													| Simplifying 1419 yields:
% 59.09/24.41  																													| (1064)  ~ (all_0_49_49 = e1)
% 59.09/24.41  																													|
% 59.09/24.41  																													| Equations (635) can reduce 147 to:
% 59.09/24.41  																													| (604)  ~ (e2 = e1)
% 59.09/24.41  																													|
% 59.09/24.41  																													| Simplifying 604 yields:
% 59.09/24.41  																													| (122)  ~ (e2 = e1)
% 59.09/24.41  																													|
% 59.09/24.41  																													+-Applying beta-rule and splitting (189), into two cases.
% 59.09/24.41  																													|-Branch one:
% 59.09/24.41  																													| (532) all_0_44_44 = e3
% 59.09/24.41  																													|
% 59.09/24.41  																														| Combining equations (532,635) yields a new equation:
% 59.09/24.41  																														| (454) e3 = e1
% 59.09/24.41  																														|
% 59.09/24.41  																														| Simplifying 454 yields:
% 59.09/24.41  																														| (455) e3 = e1
% 59.09/24.41  																														|
% 59.09/24.41  																														| Equations (455) can reduce 213 to:
% 59.09/24.41  																														| (266) $false
% 59.09/24.41  																														|
% 59.09/24.41  																														|-The branch is then unsatisfiable
% 59.09/24.41  																													|-Branch two:
% 59.09/24.41  																													| (407)  ~ (all_0_44_44 = e3)
% 59.09/24.41  																													| (537) all_0_49_49 = e3 | all_0_53_53 = e3 | all_0_58_58 = e3
% 59.09/24.41  																													|
% 59.09/24.41  																														| Equations (635) can reduce 407 to:
% 59.09/24.41  																														| (467)  ~ (e3 = e1)
% 59.09/24.41  																														|
% 59.09/24.41  																														| Simplifying 467 yields:
% 59.09/24.41  																														| (213)  ~ (e3 = e1)
% 59.09/24.41  																														|
% 59.09/24.41  																														+-Applying beta-rule and splitting (18), into two cases.
% 59.09/24.41  																														|-Branch one:
% 59.09/24.41  																														| (453) all_0_41_41 = e1
% 59.09/24.41  																														|
% 59.09/24.41  																															| Equations (453) can reduce 457 to:
% 59.09/24.41  																															| (266) $false
% 59.09/24.41  																															|
% 59.09/24.41  																															|-The branch is then unsatisfiable
% 59.09/24.41  																														|-Branch two:
% 59.09/24.41  																														| (457)  ~ (all_0_41_41 = e1)
% 59.09/24.41  																														| (595) all_0_46_46 = e1 | all_0_50_50 = e1 | all_0_55_55 = e1
% 59.09/24.41  																														|
% 59.09/24.41  																															+-Applying beta-rule and splitting (216), into two cases.
% 59.09/24.41  																															|-Branch one:
% 59.09/24.41  																															| (629) all_0_55_55 = e1
% 59.09/24.41  																															|
% 59.09/24.41  																																| Equations (629) can reduce 191 to:
% 59.09/24.41  																																| (457)  ~ (all_0_41_41 = e1)
% 59.09/24.41  																																|
% 59.09/24.41  																																| Equations (629) can reduce 3 to:
% 59.09/24.41  																																| (879)  ~ (all_0_58_58 = e1)
% 59.09/24.41  																																|
% 59.09/24.41  																																| Simplifying 879 yields:
% 59.09/24.41  																																| (880)  ~ (all_0_58_58 = e1)
% 59.09/24.41  																																|
% 59.09/24.41  																																| Equations (629) can reduce 270 to:
% 59.09/24.41  																																| (467)  ~ (e3 = e1)
% 59.09/24.41  																																|
% 59.09/24.41  																																| Simplifying 467 yields:
% 59.09/24.41  																																| (213)  ~ (e3 = e1)
% 59.09/24.41  																																|
% 59.09/24.41  																																| Equations (629) can reduce 304 to:
% 59.09/24.41  																																| (604)  ~ (e2 = e1)
% 59.09/24.41  																																|
% 59.09/24.41  																																| Simplifying 604 yields:
% 59.09/24.41  																																| (122)  ~ (e2 = e1)
% 59.09/24.41  																																|
% 59.09/24.41  																																| From (629) and (74) follows:
% 59.09/24.41  																																| (6587) op(e0, e3) = e1
% 59.09/24.41  																																|
% 59.09/24.41  																																+-Applying beta-rule and splitting (108), into two cases.
% 59.09/24.41  																																|-Branch one:
% 59.09/24.41  																																| (624) all_0_58_58 = e2
% 59.09/24.41  																																|
% 59.09/24.41  																																	| Equations (624) can reduce 908 to:
% 59.09/24.41  																																	| (266) $false
% 59.09/24.41  																																	|
% 59.09/24.41  																																	|-The branch is then unsatisfiable
% 59.09/24.41  																																|-Branch two:
% 59.09/24.41  																																| (908)  ~ (all_0_58_58 = e2)
% 59.09/24.41  																																| (909) all_0_58_58 = e4 | all_0_58_58 = e3 | all_0_58_58 = e1 | all_0_58_58 = e0
% 59.09/24.41  																																|
% 59.09/24.41  																																	+-Applying beta-rule and splitting (27), into two cases.
% 59.09/24.41  																																	|-Branch one:
% 59.09/24.41  																																	| (437) all_0_41_41 = e4
% 59.09/24.41  																																	|
% 59.09/24.41  																																		| Equations (437) can reduce 214 to:
% 59.09/24.41  																																		| (1901)  ~ (all_0_42_42 = e4)
% 59.09/24.41  																																		|
% 59.09/24.41  																																		| Simplifying 1901 yields:
% 59.09/24.41  																																		| (1890)  ~ (all_0_42_42 = e4)
% 59.09/24.41  																																		|
% 59.09/24.41  																																		| Equations (437) can reduce 85 to:
% 59.09/24.41  																																		| (48)  ~ (e4 = e2)
% 59.09/24.41  																																		|
% 59.09/24.41  																																		| Equations (437) can reduce 457 to:
% 59.09/24.41  																																		| (110)  ~ (e4 = e1)
% 59.09/24.41  																																		|
% 59.09/24.41  																																		| From (437) and (219) follows:
% 59.09/24.42  																																		| (1913) op(e3, e3) = e4
% 59.09/24.42  																																		|
% 59.09/24.42  																																		+-Applying beta-rule and splitting (152), into two cases.
% 59.09/24.42  																																		|-Branch one:
% 59.09/24.42  																																		| (1392) all_0_42_42 = e4
% 59.09/24.42  																																		|
% 59.09/24.42  																																			| Equations (1392) can reduce 1890 to:
% 59.09/24.42  																																			| (266) $false
% 59.09/24.42  																																			|
% 59.09/24.42  																																			|-The branch is then unsatisfiable
% 59.09/24.42  																																		|-Branch two:
% 59.09/24.42  																																		| (1890)  ~ (all_0_42_42 = e4)
% 59.09/24.42  																																		| (1969) all_0_42_42 = e3 | all_0_42_42 = e1 | all_0_42_42 = e0
% 59.09/24.42  																																		|
% 59.09/24.42  																																			+-Applying beta-rule and splitting (909), into two cases.
% 59.09/24.42  																																			|-Branch one:
% 59.09/24.42  																																			| (910) all_0_58_58 = e4
% 59.09/24.42  																																			|
% 59.09/24.42  																																				| Equations (910) can reduce 451 to:
% 59.09/24.42  																																				| (266) $false
% 59.09/24.42  																																				|
% 59.09/24.42  																																				|-The branch is then unsatisfiable
% 59.09/24.42  																																			|-Branch two:
% 59.09/24.42  																																			| (451)  ~ (all_0_58_58 = e4)
% 59.09/24.42  																																			| (913) all_0_58_58 = e3 | all_0_58_58 = e1 | all_0_58_58 = e0
% 59.09/24.42  																																			|
% 59.09/24.42  																																				+-Applying beta-rule and splitting (1899), into two cases.
% 59.09/24.42  																																				|-Branch one:
% 59.09/24.42  																																				| (516) all_0_42_42 = e3
% 59.09/24.42  																																				|
% 59.09/24.42  																																					| Equations (516) can reduce 198 to:
% 59.09/24.42  																																					| (2538)  ~ (all_0_47_47 = e3)
% 59.09/24.42  																																					|
% 59.09/24.42  																																					| Simplifying 2538 yields:
% 59.09/24.42  																																					| (1091)  ~ (all_0_47_47 = e3)
% 59.09/24.42  																																					|
% 59.09/24.42  																																					| Equations (516) can reduce 1890 to:
% 59.09/24.42  																																					| (277)  ~ (e4 = e3)
% 59.09/24.42  																																					|
% 59.09/24.42  																																					| Simplifying 277 yields:
% 59.09/24.42  																																					| (188)  ~ (e4 = e3)
% 59.09/24.42  																																					|
% 59.09/24.42  																																					| Equations (516) can reduce 51 to:
% 59.09/24.42  																																					| (212)  ~ (e3 = e2)
% 59.09/24.42  																																					|
% 59.09/24.42  																																					+-Applying beta-rule and splitting (78), into two cases.
% 59.09/24.42  																																					|-Branch one:
% 59.09/24.42  																																					| (423) all_0_45_45 = e3
% 59.09/24.42  																																					|
% 59.09/24.42  																																						| Combining equations (248,423) yields a new equation:
% 59.09/24.42  																																						| (424) e4 = e3
% 59.09/24.42  																																						|
% 59.09/24.42  																																						| Simplifying 424 yields:
% 59.09/24.42  																																						| (425) e4 = e3
% 59.09/24.42  																																						|
% 59.09/24.42  																																						| Equations (425) can reduce 188 to:
% 59.09/24.42  																																						| (266) $false
% 59.09/24.42  																																						|
% 59.09/24.42  																																						|-The branch is then unsatisfiable
% 59.09/24.42  																																					|-Branch two:
% 59.09/24.42  																																					| (427)  ~ (all_0_45_45 = e3)
% 59.09/24.42  																																					| (428) all_0_46_46 = e3 | all_0_47_47 = e3 | all_0_49_49 = e3
% 59.09/24.42  																																					|
% 59.09/24.42  																																						+-Applying beta-rule and splitting (105), into two cases.
% 59.09/24.42  																																						|-Branch one:
% 59.09/24.42  																																						| (1105) all_0_47_47 = e2
% 59.09/24.42  																																						|
% 59.09/24.42  																																							| Equations (1105) can reduce 338 to:
% 59.09/24.42  																																							| (266) $false
% 59.09/24.42  																																							|
% 59.09/24.42  																																							|-The branch is then unsatisfiable
% 59.09/24.42  																																						|-Branch two:
% 59.09/24.42  																																						| (338)  ~ (all_0_47_47 = e2)
% 59.09/24.42  																																						| (1789) all_0_47_47 = e4 | all_0_47_47 = e3 | all_0_47_47 = e1 | all_0_47_47 = e0
% 59.09/24.42  																																						|
% 59.09/24.42  																																							+-Applying beta-rule and splitting (913), into two cases.
% 59.09/24.42  																																							|-Branch one:
% 59.09/24.42  																																							| (914) all_0_58_58 = e0
% 59.09/24.42  																																							|
% 59.09/24.42  																																								| Equations (914) can reduce 119 to:
% 59.09/24.42  																																								| (487)  ~ (all_0_49_49 = e0)
% 59.09/24.42  																																								|
% 59.09/24.42  																																								| Equations (914) can reduce 44 to:
% 59.09/24.42  																																								| (828)  ~ (all_0_56_56 = e0)
% 59.09/24.42  																																								|
% 59.09/24.42  																																								| Equations (914) can reduce 276 to:
% 59.09/24.42  																																								| (541)  ~ (e3 = e0)
% 59.09/24.42  																																								|
% 59.09/24.42  																																								| Simplifying 541 yields:
% 59.09/24.42  																																								| (80)  ~ (e3 = e0)
% 59.09/24.42  																																								|
% 59.09/24.42  																																								| Equations (914) can reduce 908 to:
% 59.09/24.42  																																								| (365)  ~ (e2 = e0)
% 59.09/24.42  																																								|
% 59.09/24.42  																																								| Simplifying 365 yields:
% 59.09/24.42  																																								| (128)  ~ (e2 = e0)
% 59.09/24.42  																																								|
% 59.09/24.42  																																								+-Applying beta-rule and splitting (104), into two cases.
% 59.09/24.42  																																								|-Branch one:
% 59.09/24.42  																																								| (480) all_0_39_39 = e0
% 59.09/24.42  																																								|
% 59.09/24.42  																																									| Combining equations (480,317) yields a new equation:
% 59.09/24.42  																																									| (330) e2 = e0
% 59.09/24.42  																																									|
% 59.09/24.42  																																									| Equations (330) can reduce 128 to:
% 59.09/24.42  																																									| (266) $false
% 59.09/24.42  																																									|
% 59.09/24.42  																																									|-The branch is then unsatisfiable
% 59.09/24.42  																																								|-Branch two:
% 59.09/24.42  																																								| (484)  ~ (all_0_39_39 = e0)
% 59.09/24.42  																																								| (558) all_0_42_42 = e0 | all_0_47_47 = e0 | all_0_56_56 = e0
% 59.09/24.42  																																								|
% 59.09/24.42  																																									+-Applying beta-rule and splitting (558), into two cases.
% 59.09/24.42  																																									|-Branch one:
% 59.09/24.42  																																									| (559) all_0_42_42 = e0
% 59.09/24.42  																																									|
% 59.09/24.42  																																										| Combining equations (516,559) yields a new equation:
% 59.09/24.42  																																										| (675) e3 = e0
% 59.09/24.42  																																										|
% 59.09/24.42  																																										| Simplifying 675 yields:
% 59.09/24.42  																																										| (676) e3 = e0
% 59.09/24.42  																																										|
% 59.09/24.42  																																										| Equations (676) can reduce 80 to:
% 59.09/24.42  																																										| (266) $false
% 59.09/24.42  																																										|
% 59.09/24.42  																																										|-The branch is then unsatisfiable
% 59.09/24.42  																																									|-Branch two:
% 59.09/24.42  																																									| (358)  ~ (all_0_42_42 = e0)
% 59.09/24.42  																																									| (563) all_0_47_47 = e0 | all_0_56_56 = e0
% 59.09/24.42  																																									|
% 59.09/24.42  																																										+-Applying beta-rule and splitting (54), into two cases.
% 59.09/24.42  																																										|-Branch one:
% 59.09/24.42  																																										| (583) all_0_49_49 = e2
% 59.09/24.42  																																										|
% 59.09/24.42  																																											| Equations (583) can reduce 340 to:
% 59.09/24.42  																																											| (266) $false
% 59.09/24.42  																																											|
% 59.09/24.42  																																											|-The branch is then unsatisfiable
% 59.09/24.42  																																										|-Branch two:
% 59.09/24.42  																																										| (340)  ~ (all_0_49_49 = e2)
% 59.09/24.42  																																										| (586) all_0_49_49 = e4 | all_0_49_49 = e3 | all_0_49_49 = e1 | all_0_49_49 = e0
% 59.09/24.42  																																										|
% 59.09/24.42  																																											+-Applying beta-rule and splitting (164), into two cases.
% 59.09/24.42  																																											|-Branch one:
% 59.09/24.42  																																											| (471) all_0_39_39 = e4
% 59.09/24.42  																																											|
% 59.09/24.42  																																												| Combining equations (471,317) yields a new equation:
% 59.09/24.42  																																												| (322) e4 = e2
% 59.09/24.42  																																												|
% 59.09/24.42  																																												| Simplifying 322 yields:
% 59.09/24.42  																																												| (323) e4 = e2
% 59.09/24.42  																																												|
% 59.09/24.42  																																												| Equations (323) can reduce 48 to:
% 59.09/24.42  																																												| (266) $false
% 59.09/24.42  																																												|
% 59.09/24.42  																																												|-The branch is then unsatisfiable
% 59.09/24.42  																																											|-Branch two:
% 59.09/24.42  																																											| (1377)  ~ (all_0_39_39 = e4)
% 59.09/24.42  																																											| (2115) all_0_42_42 = e4 | all_0_47_47 = e4 | all_0_51_51 = e4 | all_0_56_56 = e4
% 59.09/24.42  																																											|
% 59.09/24.42  																																												+-Applying beta-rule and splitting (537), into two cases.
% 59.09/24.42  																																												|-Branch one:
% 59.09/24.42  																																												| (884) all_0_49_49 = e3
% 59.09/24.42  																																												|
% 59.09/24.42  																																													| Equations (884) can reduce 256 to:
% 59.09/24.42  																																													| (277)  ~ (e4 = e3)
% 59.09/24.42  																																													|
% 59.09/24.42  																																													| Simplifying 277 yields:
% 59.09/24.42  																																													| (188)  ~ (e4 = e3)
% 59.09/24.42  																																													|
% 59.09/24.42  																																													| From (884) and (55) follows:
% 59.09/24.42  																																													| (1581) op(e2, e0) = e3
% 59.09/24.42  																																													|
% 59.09/24.42  																																													+-Applying beta-rule and splitting (1789), into two cases.
% 59.09/24.42  																																													|-Branch one:
% 59.09/24.42  																																													| (1790) all_0_47_47 = e4
% 59.09/24.42  																																													|
% 59.09/24.42  																																														| Equations (1790) can reduce 252 to:
% 59.09/24.42  																																														| (266) $false
% 59.09/24.42  																																														|
% 59.09/24.42  																																														|-The branch is then unsatisfiable
% 59.09/24.42  																																													|-Branch two:
% 59.09/24.42  																																													| (252)  ~ (all_0_47_47 = e4)
% 59.09/24.42  																																													| (1793) all_0_47_47 = e3 | all_0_47_47 = e1 | all_0_47_47 = e0
% 59.09/24.42  																																													|
% 59.09/24.42  																																														+-Applying beta-rule and splitting (2115), into two cases.
% 59.09/24.42  																																														|-Branch one:
% 59.09/24.42  																																														| (1392) all_0_42_42 = e4
% 59.09/24.42  																																														|
% 59.09/24.42  																																															| Combining equations (516,1392) yields a new equation:
% 59.09/24.42  																																															| (425) e4 = e3
% 59.09/24.42  																																															|
% 59.09/24.42  																																															| Equations (425) can reduce 188 to:
% 59.09/24.42  																																															| (266) $false
% 59.09/24.42  																																															|
% 59.09/24.42  																																															|-The branch is then unsatisfiable
% 59.09/24.42  																																														|-Branch two:
% 59.09/24.42  																																														| (1890)  ~ (all_0_42_42 = e4)
% 59.09/24.42  																																														| (2246) all_0_47_47 = e4 | all_0_51_51 = e4 | all_0_56_56 = e4
% 59.09/24.42  																																														|
% 59.09/24.42  																																															+-Applying beta-rule and splitting (563), into two cases.
% 59.09/24.42  																																															|-Branch one:
% 59.09/24.42  																																															| (674) all_0_47_47 = e0
% 59.09/24.42  																																															|
% 59.09/24.42  																																																| Equations (674) can reduce 252 to:
% 59.09/24.42  																																																| (401)  ~ (e4 = e0)
% 59.09/24.42  																																																|
% 59.09/24.42  																																																| Simplifying 401 yields:
% 59.09/24.42  																																																| (49)  ~ (e4 = e0)
% 59.09/24.42  																																																|
% 59.09/24.42  																																																| Equations (674) can reduce 338 to:
% 59.09/24.42  																																																| (365)  ~ (e2 = e0)
% 59.09/24.42  																																																|
% 59.09/24.42  																																																| Simplifying 365 yields:
% 59.09/24.42  																																																| (128)  ~ (e2 = e0)
% 59.09/24.42  																																																|
% 59.09/24.42  																																																| Equations (674) can reduce 462 to:
% 59.09/24.42  																																																| (435)  ~ (e1 = e0)
% 59.09/24.42  																																																|
% 59.09/24.42  																																																| Simplifying 435 yields:
% 59.09/24.42  																																																| (233)  ~ (e1 = e0)
% 59.09/24.42  																																																|
% 59.09/24.42  																																																+-Applying beta-rule and splitting (2246), into two cases.
% 59.09/24.42  																																																|-Branch one:
% 59.09/24.42  																																																| (1790) all_0_47_47 = e4
% 59.09/24.42  																																																|
% 59.09/24.42  																																																	| Combining equations (674,1790) yields a new equation:
% 59.09/24.42  																																																	| (397) e4 = e0
% 59.09/24.42  																																																	|
% 59.09/24.42  																																																	| Equations (397) can reduce 49 to:
% 59.09/24.42  																																																	| (266) $false
% 59.09/24.42  																																																	|
% 59.09/24.42  																																																	|-The branch is then unsatisfiable
% 59.09/24.42  																																																|-Branch two:
% 59.09/24.42  																																																| (252)  ~ (all_0_47_47 = e4)
% 59.09/24.42  																																																| (6548) all_0_51_51 = e4 | all_0_56_56 = e4
% 59.09/24.42  																																																|
% 59.09/24.42  																																																	+-Applying beta-rule and splitting (6548), into two cases.
% 59.09/24.42  																																																	|-Branch one:
% 59.09/24.42  																																																	| (1101) all_0_51_51 = e4
% 59.09/24.42  																																																	|
% 59.09/24.42  																																																		| Combining equations (1109,1101) yields a new equation:
% 59.09/24.42  																																																		| (630) e4 = e1
% 59.09/24.42  																																																		|
% 59.09/24.42  																																																		| Equations (630) can reduce 110 to:
% 59.09/24.42  																																																		| (266) $false
% 59.09/24.42  																																																		|
% 59.09/24.42  																																																		|-The branch is then unsatisfiable
% 59.09/24.42  																																																	|-Branch two:
% 59.09/24.42  																																																	| (475)  ~ (all_0_51_51 = e4)
% 59.09/24.42  																																																	| (842) all_0_56_56 = e4
% 59.09/24.42  																																																	|
% 59.09/24.42  																																																		| From (842) and (111) follows:
% 59.09/24.42  																																																		| (2154) op(e0, e2) = e4
% 59.09/24.42  																																																		|
% 59.09/24.42  																																																		+-Applying beta-rule and splitting (56), into two cases.
% 59.09/24.42  																																																		|-Branch one:
% 59.09/24.42  																																																		| (696) unit = e2
% 59.09/24.42  																																																		|
% 59.09/24.42  																																																			| From (696) and (24) follows:
% 59.09/24.42  																																																			| (697) op(e2, e3) = e3
% 59.09/24.42  																																																			|
% 59.09/24.42  																																																			| From (696) and (209) follows:
% 59.09/24.42  																																																			| (7585) op(e2, e0) = e0
% 59.09/24.42  																																																			|
% 59.09/24.42  																																																			| Instantiating formula (29) with e2, e3, e3, e2 and discharging atoms op(e2, e3) = e3, op(e2, e3) = e2, yields:
% 59.09/24.42  																																																			| (662) e3 = e2
% 59.09/24.42  																																																			|
% 59.09/24.42  																																																			| Instantiating formula (29) with e2, e0, e0, e3 and discharging atoms op(e2, e0) = e3, op(e2, e0) = e0, yields:
% 59.09/24.42  																																																			| (676) e3 = e0
% 59.09/24.42  																																																			|
% 59.09/24.42  																																																			| Combining equations (676,662) yields a new equation:
% 59.09/24.42  																																																			| (330) e2 = e0
% 59.09/24.42  																																																			|
% 59.09/24.42  																																																			| Equations (330) can reduce 128 to:
% 59.09/24.42  																																																			| (266) $false
% 59.09/24.42  																																																			|
% 59.09/24.42  																																																			|-The branch is then unsatisfiable
% 59.09/24.42  																																																		|-Branch two:
% 59.09/24.42  																																																		| (707)  ~ (unit = e2)
% 59.09/24.42  																																																		| (708) unit = e4 | unit = e3 | unit = e1 | unit = e0
% 59.09/24.42  																																																		|
% 59.09/24.42  																																																			+-Applying beta-rule and splitting (708), into two cases.
% 59.09/24.42  																																																			|-Branch one:
% 59.09/24.42  																																																			| (709) unit = e4
% 59.09/24.42  																																																			|
% 59.09/24.42  																																																				| From (709) and (211) follows:
% 59.09/24.42  																																																				| (22527) op(e4, e1) = e1
% 59.09/24.42  																																																				|
% 59.09/24.42  																																																				| From (709) and (42) follows:
% 59.09/24.42  																																																				| (713) op(e0, e4) = e0
% 59.09/24.42  																																																				|
% 59.09/24.42  																																																				| Instantiating formula (29) with e4, e1, e1, e3 and discharging atoms op(e4, e1) = e3, op(e4, e1) = e1, yields:
% 59.09/24.42  																																																				| (455) e3 = e1
% 59.09/24.42  																																																				|
% 59.09/24.42  																																																				| Instantiating formula (29) with e0, e4, e0, e3 and discharging atoms op(e0, e4) = e3, op(e0, e4) = e0, yields:
% 59.09/24.42  																																																				| (676) e3 = e0
% 59.09/24.42  																																																				|
% 59.09/24.42  																																																				| Combining equations (455,676) yields a new equation:
% 59.09/24.42  																																																				| (546) e1 = e0
% 59.09/24.42  																																																				|
% 59.09/24.42  																																																				| Simplifying 546 yields:
% 59.09/24.42  																																																				| (431) e1 = e0
% 59.09/24.42  																																																				|
% 59.09/24.42  																																																				| Equations (431) can reduce 233 to:
% 59.09/24.42  																																																				| (266) $false
% 59.09/24.42  																																																				|
% 59.09/24.42  																																																				|-The branch is then unsatisfiable
% 59.09/24.42  																																																			|-Branch two:
% 59.09/24.42  																																																			| (724)  ~ (unit = e4)
% 59.09/24.42  																																																			| (725) unit = e3 | unit = e1 | unit = e0
% 59.09/24.42  																																																			|
% 59.09/24.42  																																																				+-Applying beta-rule and splitting (725), into two cases.
% 59.09/24.42  																																																				|-Branch one:
% 59.09/24.42  																																																				| (726) unit = e0
% 59.09/24.42  																																																				|
% 59.09/24.42  																																																					| From (726) and (244) follows:
% 59.09/24.42  																																																					| (2207) op(e0, e4) = e4
% 59.09/24.42  																																																					|
% 59.09/24.42  																																																					| From (726) and (24) follows:
% 59.09/24.42  																																																					| (2208) op(e0, e3) = e3
% 59.09/24.42  																																																					|
% 59.09/24.42  																																																					| From (726) and (15) follows:
% 59.09/24.42  																																																					| (1508) op(e0, e2) = e2
% 59.09/24.42  																																																					|
% 59.09/24.42  																																																					| Instantiating formula (29) with e0, e4, e4, e3 and discharging atoms op(e0, e4) = e4, op(e0, e4) = e3, yields:
% 59.09/24.42  																																																					| (425) e4 = e3
% 59.09/24.42  																																																					|
% 59.09/24.42  																																																					| Instantiating formula (29) with e0, e3, e3, e1 and discharging atoms op(e0, e3) = e3, op(e0, e3) = e1, yields:
% 59.09/24.42  																																																					| (455) e3 = e1
% 59.09/24.42  																																																					|
% 59.09/24.42  																																																					| Instantiating formula (29) with e0, e2, e2, e4 and discharging atoms op(e0, e2) = e4, op(e0, e2) = e2, yields:
% 59.09/24.42  																																																					| (323) e4 = e2
% 59.09/24.42  																																																					|
% 59.09/24.42  																																																					| Combining equations (425,323) yields a new equation:
% 59.09/24.42  																																																					| (661) e3 = e2
% 59.09/24.42  																																																					|
% 59.09/24.42  																																																					| Simplifying 661 yields:
% 59.09/24.42  																																																					| (662) e3 = e2
% 59.09/24.42  																																																					|
% 59.09/24.42  																																																					| Combining equations (455,662) yields a new equation:
% 59.09/24.42  																																																					| (617) e2 = e1
% 59.09/24.42  																																																					|
% 59.09/24.42  																																																					| Equations (617) can reduce 122 to:
% 59.09/24.42  																																																					| (266) $false
% 59.09/24.42  																																																					|
% 59.09/24.42  																																																					|-The branch is then unsatisfiable
% 59.09/24.42  																																																				|-Branch two:
% 59.09/24.42  																																																				| (734)  ~ (unit = e0)
% 59.09/24.42  																																																				| (735) unit = e3 | unit = e1
% 59.09/24.42  																																																				|
% 59.09/24.42  																																																					+-Applying beta-rule and splitting (735), into two cases.
% 59.09/24.42  																																																					|-Branch one:
% 59.09/24.42  																																																					| (736) unit = e1
% 59.09/24.42  																																																					|
% 59.09/24.42  																																																						| Equations (736) can reduce 734 to:
% 59.09/24.42  																																																						| (233)  ~ (e1 = e0)
% 59.09/24.42  																																																						|
% 59.09/24.42  																																																						| From (736) and (15) follows:
% 59.09/24.42  																																																						| (515) op(e1, e2) = e2
% 59.09/24.42  																																																						|
% 59.09/24.42  																																																						| From (736) and (42) follows:
% 59.09/24.42  																																																						| (3221) op(e0, e1) = e0
% 59.09/24.42  																																																						|
% 59.09/24.42  																																																						| Instantiating formula (29) with e1, e2, e2, e1 and discharging atoms op(e1, e2) = e2, op(e1, e2) = e1, yields:
% 59.09/24.42  																																																						| (617) e2 = e1
% 59.09/24.42  																																																						|
% 59.09/24.42  																																																						| Instantiating formula (29) with e0, e1, e0, e2 and discharging atoms op(e0, e1) = e2, op(e0, e1) = e0, yields:
% 59.09/24.42  																																																						| (330) e2 = e0
% 59.09/24.42  																																																						|
% 59.09/24.42  																																																						| Combining equations (617,330) yields a new equation:
% 59.09/24.42  																																																						| (546) e1 = e0
% 59.09/24.42  																																																						|
% 59.09/24.42  																																																						| Simplifying 546 yields:
% 59.09/24.42  																																																						| (431) e1 = e0
% 59.09/24.42  																																																						|
% 59.09/24.42  																																																						| Equations (431) can reduce 233 to:
% 59.09/24.42  																																																						| (266) $false
% 59.09/24.42  																																																						|
% 59.09/24.42  																																																						|-The branch is then unsatisfiable
% 59.09/24.42  																																																					|-Branch two:
% 59.09/24.42  																																																					| (748)  ~ (unit = e1)
% 59.09/24.42  																																																					| (749) unit = e3
% 59.09/24.42  																																																					|
% 59.09/24.42  																																																						| From (749) and (244) follows:
% 59.09/24.42  																																																						| (750) op(e3, e4) = e4
% 59.09/24.42  																																																						|
% 59.09/24.42  																																																						| From (749) and (227) follows:
% 59.09/24.42  																																																						| (22570) op(e4, e3) = e4
% 59.09/24.42  																																																						|
% 59.09/24.42  																																																						| From (749) and (40) follows:
% 59.09/24.42  																																																						| (3715) op(e3, e3) = e3
% 59.09/24.42  																																																						|
% 59.09/24.42  																																																						| From (749) and (28) follows:
% 59.09/24.42  																																																						| (2235) op(e1, e3) = e1
% 59.09/24.42  																																																						|
% 59.09/24.42  																																																						| Instantiating formula (29) with e4, e3, e4, e0 and discharging atoms op(e4, e3) = e4, op(e4, e3) = e0, yields:
% 59.09/24.42  																																																						| (397) e4 = e0
% 59.09/24.42  																																																						|
% 59.09/24.42  																																																						| Instantiating formula (29) with e3, e4, e4, e2 and discharging atoms op(e3, e4) = e4, op(e3, e4) = e2, yields:
% 59.09/24.42  																																																						| (323) e4 = e2
% 59.09/24.42  																																																						|
% 59.09/24.42  																																																						| Instantiating formula (29) with e3, e3, e3, e4 and discharging atoms op(e3, e3) = e4, op(e3, e3) = e3, yields:
% 59.09/24.42  																																																						| (425) e4 = e3
% 59.09/24.42  																																																						|
% 59.09/24.42  																																																						| Instantiating formula (29) with e1, e3, e1, e3 and discharging atoms op(e1, e3) = e3, op(e1, e3) = e1, yields:
% 59.09/24.42  																																																						| (455) e3 = e1
% 59.09/24.42  																																																						|
% 59.09/24.42  																																																						| Combining equations (397,323) yields a new equation:
% 59.09/24.42  																																																						| (330) e2 = e0
% 59.09/24.42  																																																						|
% 59.09/24.42  																																																						| Combining equations (425,323) yields a new equation:
% 59.09/24.42  																																																						| (661) e3 = e2
% 59.09/24.42  																																																						|
% 59.09/24.42  																																																						| Simplifying 661 yields:
% 59.09/24.42  																																																						| (662) e3 = e2
% 59.09/24.42  																																																						|
% 59.09/24.42  																																																						| Combining equations (662,455) yields a new equation:
% 59.09/24.42  																																																						| (616) e2 = e1
% 59.09/24.42  																																																						|
% 59.09/24.42  																																																						| Simplifying 616 yields:
% 59.09/24.42  																																																						| (617) e2 = e1
% 59.09/24.42  																																																						|
% 59.09/24.42  																																																						| Combining equations (617,330) yields a new equation:
% 59.09/24.42  																																																						| (546) e1 = e0
% 59.09/24.42  																																																						|
% 59.09/24.42  																																																						| Simplifying 546 yields:
% 59.09/24.42  																																																						| (431) e1 = e0
% 59.09/24.42  																																																						|
% 59.09/24.42  																																																						| Equations (431) can reduce 233 to:
% 59.09/24.42  																																																						| (266) $false
% 59.09/24.42  																																																						|
% 59.09/24.42  																																																						|-The branch is then unsatisfiable
% 59.09/24.42  																																															|-Branch two:
% 59.09/24.42  																																															| (678)  ~ (all_0_47_47 = e0)
% 59.09/24.42  																																															| (679) all_0_56_56 = e0
% 59.09/24.42  																																															|
% 59.09/24.42  																																																| Equations (679) can reduce 828 to:
% 59.09/24.42  																																																| (266) $false
% 59.09/24.42  																																																|
% 59.09/24.42  																																																|-The branch is then unsatisfiable
% 59.09/24.42  																																												|-Branch two:
% 59.09/24.42  																																												| (525)  ~ (all_0_49_49 = e3)
% 59.09/24.42  																																												| (887) all_0_53_53 = e3 | all_0_58_58 = e3
% 59.09/24.42  																																												|
% 59.09/24.42  																																													+-Applying beta-rule and splitting (586), into two cases.
% 59.09/24.42  																																													|-Branch one:
% 59.09/24.43  																																													| (974) all_0_49_49 = e4
% 59.09/24.43  																																													|
% 59.09/24.43  																																														| Equations (974) can reduce 256 to:
% 59.09/24.43  																																														| (266) $false
% 59.09/24.43  																																														|
% 59.09/24.43  																																														|-The branch is then unsatisfiable
% 59.09/24.43  																																													|-Branch two:
% 59.09/24.43  																																													| (256)  ~ (all_0_49_49 = e4)
% 59.09/24.43  																																													| (977) all_0_49_49 = e3 | all_0_49_49 = e1 | all_0_49_49 = e0
% 59.09/24.43  																																													|
% 59.09/24.43  																																														+-Applying beta-rule and splitting (977), into two cases.
% 59.09/24.43  																																														|-Branch one:
% 59.09/24.43  																																														| (978) all_0_49_49 = e0
% 59.09/24.43  																																														|
% 59.09/24.43  																																															| Equations (978) can reduce 487 to:
% 59.09/24.43  																																															| (266) $false
% 59.09/24.43  																																															|
% 59.09/24.43  																																															|-The branch is then unsatisfiable
% 59.09/24.43  																																														|-Branch two:
% 59.09/24.43  																																														| (487)  ~ (all_0_49_49 = e0)
% 59.09/24.43  																																														| (981) all_0_49_49 = e3 | all_0_49_49 = e1
% 59.09/24.43  																																														|
% 59.09/24.43  																																															+-Applying beta-rule and splitting (981), into two cases.
% 59.09/24.43  																																															|-Branch one:
% 59.09/24.43  																																															| (671) all_0_49_49 = e1
% 59.09/24.43  																																															|
% 59.09/24.43  																																																| Equations (671) can reduce 1064 to:
% 59.09/24.43  																																																| (266) $false
% 59.09/24.43  																																																|
% 59.09/24.43  																																																|-The branch is then unsatisfiable
% 59.09/24.43  																																															|-Branch two:
% 59.09/24.43  																																															| (1064)  ~ (all_0_49_49 = e1)
% 59.09/24.43  																																															| (884) all_0_49_49 = e3
% 59.09/24.43  																																															|
% 59.09/24.43  																																																| Equations (884) can reduce 525 to:
% 59.09/24.43  																																																| (266) $false
% 59.09/24.43  																																																|
% 59.09/24.43  																																																|-The branch is then unsatisfiable
% 59.09/24.43  																																							|-Branch two:
% 59.09/24.43  																																							| (491)  ~ (all_0_58_58 = e0)
% 59.09/24.43  																																							| (917) all_0_58_58 = e3 | all_0_58_58 = e1
% 59.09/24.43  																																							|
% 59.09/24.43  																																								+-Applying beta-rule and splitting (428), into two cases.
% 59.09/24.43  																																								|-Branch one:
% 59.09/24.43  																																								| (1557) all_0_46_46 = e3
% 59.09/24.43  																																								|
% 59.09/24.43  																																									| Combining equations (1794,1557) yields a new equation:
% 59.09/24.43  																																									| (662) e3 = e2
% 59.09/24.43  																																									|
% 59.09/24.43  																																									| Equations (662) can reduce 212 to:
% 59.09/24.43  																																									| (266) $false
% 59.09/24.43  																																									|
% 59.09/24.43  																																									|-The branch is then unsatisfiable
% 59.09/24.43  																																								|-Branch two:
% 59.09/24.43  																																								| (409)  ~ (all_0_46_46 = e3)
% 59.09/24.43  																																								| (1561) all_0_47_47 = e3 | all_0_49_49 = e3
% 59.09/24.43  																																								|
% 59.09/24.43  																																									+-Applying beta-rule and splitting (1561), into two cases.
% 59.09/24.43  																																									|-Branch one:
% 59.09/24.43  																																									| (522) all_0_47_47 = e3
% 59.09/24.43  																																									|
% 59.09/24.43  																																										| Equations (522) can reduce 1091 to:
% 59.09/24.43  																																										| (266) $false
% 59.09/24.43  																																										|
% 59.09/24.43  																																										|-The branch is then unsatisfiable
% 59.09/24.43  																																									|-Branch two:
% 59.09/24.43  																																									| (1091)  ~ (all_0_47_47 = e3)
% 59.09/24.43  																																									| (884) all_0_49_49 = e3
% 59.09/24.43  																																									|
% 59.09/24.43  																																										| Equations (884) can reduce 119 to:
% 59.09/24.43  																																										| (275)  ~ (all_0_58_58 = e3)
% 59.09/24.43  																																										|
% 59.09/24.43  																																										| Simplifying 275 yields:
% 59.09/24.43  																																										| (276)  ~ (all_0_58_58 = e3)
% 59.09/24.43  																																										|
% 59.09/24.43  																																										+-Applying beta-rule and splitting (917), into two cases.
% 59.09/24.43  																																										|-Branch one:
% 59.09/24.43  																																										| (918) all_0_58_58 = e1
% 59.09/24.43  																																										|
% 59.09/24.43  																																											| Equations (918) can reduce 880 to:
% 59.09/24.43  																																											| (266) $false
% 59.09/24.43  																																											|
% 59.09/24.43  																																											|-The branch is then unsatisfiable
% 59.09/24.43  																																										|-Branch two:
% 59.09/24.43  																																										| (880)  ~ (all_0_58_58 = e1)
% 59.09/24.43  																																										| (795) all_0_58_58 = e3
% 59.09/24.43  																																										|
% 59.09/24.43  																																											| Equations (795) can reduce 276 to:
% 59.09/24.43  																																											| (266) $false
% 59.09/24.43  																																											|
% 59.09/24.43  																																											|-The branch is then unsatisfiable
% 59.09/24.43  																																				|-Branch two:
% 59.09/24.43  																																				| (405)  ~ (all_0_42_42 = e3)
% 59.09/24.43  																																				| (532) all_0_44_44 = e3
% 59.09/24.43  																																				|
% 59.09/24.43  																																					| Combining equations (635,532) yields a new equation:
% 59.09/24.43  																																					| (455) e3 = e1
% 59.09/24.43  																																					|
% 59.09/24.43  																																					| Equations (455) can reduce 213 to:
% 59.09/24.43  																																					| (266) $false
% 59.09/24.43  																																					|
% 59.09/24.43  																																					|-The branch is then unsatisfiable
% 59.09/24.43  																																	|-Branch two:
% 59.09/24.43  																																	| (440)  ~ (all_0_41_41 = e4)
% 59.09/24.43  																																	| (4049) all_0_41_41 = e3 | all_0_41_41 = e1 | all_0_41_41 = e0
% 59.09/24.43  																																	|
% 59.09/24.43  																																		+-Applying beta-rule and splitting (4049), into two cases.
% 59.09/24.43  																																		|-Branch one:
% 59.09/24.43  																																		| (794) all_0_41_41 = e0
% 59.09/24.43  																																		|
% 59.09/24.43  																																			| Equations (794) can reduce 357 to:
% 59.09/24.43  																																			| (266) $false
% 59.09/24.43  																																			|
% 59.09/24.43  																																			|-The branch is then unsatisfiable
% 59.09/24.43  																																		|-Branch two:
% 59.09/24.43  																																		| (357)  ~ (all_0_41_41 = e0)
% 59.09/24.43  																																		| (4053) all_0_41_41 = e3 | all_0_41_41 = e1
% 59.09/24.43  																																		|
% 59.09/24.43  																																			+-Applying beta-rule and splitting (4053), into two cases.
% 59.09/24.43  																																			|-Branch one:
% 59.09/24.43  																																			| (453) all_0_41_41 = e1
% 59.09/24.43  																																			|
% 59.09/24.43  																																				| Equations (453) can reduce 457 to:
% 59.09/24.43  																																				| (266) $false
% 59.09/24.43  																																				|
% 59.09/24.43  																																				|-The branch is then unsatisfiable
% 59.09/24.43  																																			|-Branch two:
% 59.09/24.43  																																			| (457)  ~ (all_0_41_41 = e1)
% 59.09/24.43  																																			| (403) all_0_41_41 = e3
% 59.09/24.43  																																			|
% 59.09/24.43  																																				| Equations (403) can reduce 1898 to:
% 59.09/24.43  																																				| (266) $false
% 59.09/24.43  																																				|
% 59.09/24.43  																																				|-The branch is then unsatisfiable
% 59.09/24.43  																															|-Branch two:
% 59.09/24.43  																															| (632)  ~ (all_0_55_55 = e1)
% 59.09/24.43  																															| (633) all_0_56_56 = e1 | all_0_57_57 = e1 | all_0_58_58 = e1
% 59.09/24.43  																															|
% 59.09/24.43  																																+-Applying beta-rule and splitting (1899), into two cases.
% 59.09/24.43  																																|-Branch one:
% 59.09/24.43  																																| (516) all_0_42_42 = e3
% 59.09/24.43  																																|
% 59.09/24.43  																																	| Equations (516) can reduce 1380 to:
% 59.09/24.43  																																	| (213)  ~ (e3 = e1)
% 59.09/24.43  																																	|
% 59.09/24.43  																																	+-Applying beta-rule and splitting (595), into two cases.
% 59.09/24.43  																																	|-Branch one:
% 59.09/24.43  																																	| (545) all_0_46_46 = e1
% 59.09/24.43  																																	|
% 59.09/24.43  																																		| Combining equations (1794,545) yields a new equation:
% 59.09/24.43  																																		| (616) e2 = e1
% 59.09/24.43  																																		|
% 59.09/24.43  																																		| Simplifying 616 yields:
% 59.09/24.43  																																		| (617) e2 = e1
% 59.09/24.43  																																		|
% 59.09/24.43  																																		| Equations (617) can reduce 122 to:
% 59.09/24.43  																																		| (266) $false
% 59.09/24.43  																																		|
% 59.09/24.43  																																		|-The branch is then unsatisfiable
% 59.09/24.43  																																	|-Branch two:
% 59.09/24.43  																																	| (549)  ~ (all_0_46_46 = e1)
% 59.09/24.43  																																	| (600) all_0_50_50 = e1 | all_0_55_55 = e1
% 59.09/24.43  																																	|
% 59.09/24.43  																																		+-Applying beta-rule and splitting (600), into two cases.
% 59.09/24.43  																																		|-Branch one:
% 59.09/24.43  																																		| (601) all_0_50_50 = e1
% 59.09/24.43  																																		|
% 59.09/24.43  																																			| Combining equations (415,601) yields a new equation:
% 59.09/24.43  																																			| (454) e3 = e1
% 59.09/24.43  																																			|
% 59.09/24.43  																																			| Simplifying 454 yields:
% 59.09/24.43  																																			| (455) e3 = e1
% 59.09/24.43  																																			|
% 59.09/24.43  																																			| Equations (455) can reduce 213 to:
% 59.09/24.43  																																			| (266) $false
% 59.09/24.43  																																			|
% 59.09/24.43  																																			|-The branch is then unsatisfiable
% 59.09/24.43  																																		|-Branch two:
% 59.09/24.43  																																		| (759)  ~ (all_0_50_50 = e1)
% 59.09/24.43  																																		| (629) all_0_55_55 = e1
% 59.09/24.43  																																		|
% 59.09/24.43  																																			| Equations (629) can reduce 632 to:
% 59.09/24.43  																																			| (266) $false
% 59.09/24.43  																																			|
% 59.09/24.43  																																			|-The branch is then unsatisfiable
% 59.09/24.43  																																|-Branch two:
% 59.09/24.43  																																| (405)  ~ (all_0_42_42 = e3)
% 59.09/24.43  																																| (532) all_0_44_44 = e3
% 59.09/24.43  																																|
% 59.09/24.43  																																	| Combining equations (532,635) yields a new equation:
% 59.09/24.43  																																	| (454) e3 = e1
% 59.09/24.43  																																	|
% 59.09/24.43  																																	| Simplifying 454 yields:
% 59.09/24.43  																																	| (455) e3 = e1
% 59.09/24.43  																																	|
% 59.09/24.43  																																	| Equations (455) can reduce 213 to:
% 59.09/24.43  																																	| (266) $false
% 59.09/24.43  																																	|
% 59.09/24.43  																																	|-The branch is then unsatisfiable
% 59.09/24.43  																												|-Branch two:
% 59.09/24.43  																												| (639)  ~ (all_0_44_44 = e1)
% 59.09/24.43  																												| (640) all_0_49_49 = e1 | all_0_53_53 = e1 | all_0_58_58 = e1
% 59.09/24.43  																												|
% 59.09/24.43  																													+-Applying beta-rule and splitting (640), into two cases.
% 59.09/24.43  																													|-Branch one:
% 59.09/24.43  																													| (671) all_0_49_49 = e1
% 59.09/24.43  																													|
% 59.09/24.43  																														| Equations (671) can reduce 1064 to:
% 59.09/24.43  																														| (266) $false
% 59.09/24.43  																														|
% 59.09/24.43  																														|-The branch is then unsatisfiable
% 59.09/24.43  																													|-Branch two:
% 59.09/24.43  																													| (1064)  ~ (all_0_49_49 = e1)
% 59.09/24.43  																													| (2141) all_0_53_53 = e1 | all_0_58_58 = e1
% 59.09/24.43  																													|
% 59.09/24.43  																														+-Applying beta-rule and splitting (103), into two cases.
% 59.09/24.43  																														|-Branch one:
% 59.09/24.43  																														| (453) all_0_41_41 = e1
% 59.09/24.43  																														|
% 59.09/24.43  																															| Equations (453) can reduce 149 to:
% 59.09/24.43  																															| (4057)  ~ (all_0_44_44 = e1)
% 59.09/24.43  																															|
% 59.09/24.43  																															| Simplifying 4057 yields:
% 59.09/24.43  																															| (639)  ~ (all_0_44_44 = e1)
% 59.09/24.43  																															|
% 59.09/24.43  																															| Equations (453) can reduce 85 to:
% 59.09/24.43  																															| (604)  ~ (e2 = e1)
% 59.09/24.43  																															|
% 59.09/24.43  																															| Simplifying 604 yields:
% 59.09/24.43  																															| (122)  ~ (e2 = e1)
% 59.09/24.43  																															|
% 59.09/24.43  																															| Equations (453) can reduce 357 to:
% 59.09/24.43  																															| (233)  ~ (e1 = e0)
% 59.09/24.43  																															|
% 59.09/24.43  																															+-Applying beta-rule and splitting (64), into two cases.
% 59.09/24.43  																															|-Branch one:
% 59.09/24.43  																															| (437) all_0_41_41 = e4
% 59.09/24.43  																															|
% 59.09/24.43  																																| Combining equations (437,453) yields a new equation:
% 59.09/24.43  																																| (636) e4 = e1
% 59.09/24.43  																																|
% 59.09/24.43  																																| Simplifying 636 yields:
% 59.09/24.43  																																| (630) e4 = e1
% 59.09/24.43  																																|
% 59.09/24.43  																																| Equations (630) can reduce 110 to:
% 59.09/24.43  																																| (266) $false
% 59.09/24.43  																																|
% 59.09/24.43  																																|-The branch is then unsatisfiable
% 59.09/24.43  																															|-Branch two:
% 59.09/24.43  																															| (440)  ~ (all_0_41_41 = e4)
% 59.09/24.43  																															| (441) all_0_42_42 = e4 | all_0_43_43 = e4 | all_0_44_44 = e4
% 59.09/24.43  																															|
% 59.09/24.43  																																+-Applying beta-rule and splitting (26), into two cases.
% 59.09/24.43  																																|-Branch one:
% 59.09/24.43  																																| (446) all_0_44_44 = e4
% 59.09/24.43  																																|
% 59.09/24.43  																																	| Equations (446) can reduce 1390 to:
% 59.09/24.43  																																	| (266) $false
% 59.09/24.43  																																	|
% 59.09/24.43  																																	|-The branch is then unsatisfiable
% 59.09/24.43  																																|-Branch two:
% 59.09/24.43  																																| (1390)  ~ (all_0_44_44 = e4)
% 59.09/24.43  																																| (1391) all_0_44_44 = e3 | all_0_44_44 = e1 | all_0_44_44 = e0
% 59.09/24.43  																																|
% 59.09/24.43  																																	+-Applying beta-rule and splitting (1391), into two cases.
% 59.09/24.43  																																	|-Branch one:
% 59.09/24.43  																																	| (1414) all_0_44_44 = e0
% 59.09/24.43  																																	|
% 59.09/24.43  																																		| Equations (1414) can reduce 360 to:
% 59.09/24.43  																																		| (266) $false
% 59.09/24.43  																																		|
% 59.09/24.43  																																		|-The branch is then unsatisfiable
% 59.09/24.43  																																	|-Branch two:
% 59.09/24.43  																																	| (360)  ~ (all_0_44_44 = e0)
% 59.09/24.43  																																	| (1417) all_0_44_44 = e3 | all_0_44_44 = e1
% 59.09/24.43  																																	|
% 59.09/24.43  																																		+-Applying beta-rule and splitting (1417), into two cases.
% 59.09/24.43  																																		|-Branch one:
% 59.09/24.43  																																		| (635) all_0_44_44 = e1
% 59.09/24.43  																																		|
% 59.09/24.43  																																			| Equations (635) can reduce 639 to:
% 59.09/24.43  																																			| (266) $false
% 59.09/24.43  																																			|
% 59.09/24.43  																																			|-The branch is then unsatisfiable
% 59.09/24.43  																																		|-Branch two:
% 59.09/24.43  																																		| (639)  ~ (all_0_44_44 = e1)
% 59.09/24.43  																																		| (532) all_0_44_44 = e3
% 59.09/24.43  																																		|
% 59.09/24.43  																																			| Equations (532) can reduce 73 to:
% 59.09/24.43  																																			| (405)  ~ (all_0_42_42 = e3)
% 59.09/24.43  																																			|
% 59.09/24.43  																																			| Equations (532) can reduce 9 to:
% 59.09/24.43  																																			| (524)  ~ (all_0_49_49 = e3)
% 59.09/24.43  																																			|
% 59.09/24.43  																																			| Simplifying 524 yields:
% 59.09/24.43  																																			| (525)  ~ (all_0_49_49 = e3)
% 59.09/24.43  																																			|
% 59.09/24.43  																																			| Equations (532) can reduce 1390 to:
% 59.09/24.43  																																			| (277)  ~ (e4 = e3)
% 59.09/24.43  																																			|
% 59.09/24.43  																																			| Simplifying 277 yields:
% 59.09/24.43  																																			| (188)  ~ (e4 = e3)
% 59.09/24.43  																																			|
% 59.09/24.43  																																			| From (532) and (138) follows:
% 59.09/24.43  																																			| (1639) op(e3, e0) = e3
% 59.09/24.43  																																			|
% 59.09/24.43  																																			+-Applying beta-rule and splitting (54), into two cases.
% 59.09/24.43  																																			|-Branch one:
% 59.09/24.43  																																			| (583) all_0_49_49 = e2
% 59.09/24.43  																																			|
% 59.09/24.43  																																				| Equations (583) can reduce 340 to:
% 59.09/24.43  																																				| (266) $false
% 59.09/24.43  																																				|
% 59.09/24.43  																																				|-The branch is then unsatisfiable
% 59.09/24.43  																																			|-Branch two:
% 59.09/24.43  																																			| (340)  ~ (all_0_49_49 = e2)
% 59.09/24.43  																																			| (586) all_0_49_49 = e4 | all_0_49_49 = e3 | all_0_49_49 = e1 | all_0_49_49 = e0
% 59.09/24.43  																																			|
% 59.09/24.43  																																				+-Applying beta-rule and splitting (180), into two cases.
% 59.09/24.43  																																				|-Branch one:
% 59.09/24.43  																																				| (516) all_0_42_42 = e3
% 59.09/24.43  																																				|
% 59.09/24.43  																																					| Equations (516) can reduce 405 to:
% 59.09/24.43  																																					| (266) $false
% 59.09/24.43  																																					|
% 59.09/24.43  																																					|-The branch is then unsatisfiable
% 59.09/24.43  																																				|-Branch two:
% 59.09/24.43  																																				| (405)  ~ (all_0_42_42 = e3)
% 59.09/24.43  																																				| (521) all_0_47_47 = e3 | all_0_51_51 = e3 | all_0_56_56 = e3
% 59.09/24.43  																																				|
% 59.09/24.43  																																					+-Applying beta-rule and splitting (152), into two cases.
% 59.09/24.43  																																					|-Branch one:
% 59.09/24.43  																																					| (1392) all_0_42_42 = e4
% 59.09/24.43  																																					|
% 59.09/24.43  																																						| Equations (1392) can reduce 198 to:
% 59.09/24.43  																																						| (251)  ~ (all_0_47_47 = e4)
% 59.09/24.43  																																						|
% 59.09/24.43  																																						| Simplifying 251 yields:
% 59.09/24.43  																																						| (252)  ~ (all_0_47_47 = e4)
% 59.09/24.43  																																						|
% 59.09/24.43  																																						| From (1392) and (210) follows:
% 59.09/24.43  																																						| (4074) op(e3, e2) = e4
% 59.09/24.43  																																						|
% 59.09/24.43  																																						+-Applying beta-rule and splitting (586), into two cases.
% 59.09/24.43  																																						|-Branch one:
% 59.09/24.43  																																						| (974) all_0_49_49 = e4
% 59.09/24.43  																																						|
% 59.09/24.43  																																							| Equations (974) can reduce 256 to:
% 59.09/24.43  																																							| (266) $false
% 59.09/24.43  																																							|
% 59.09/24.43  																																							|-The branch is then unsatisfiable
% 59.09/24.43  																																						|-Branch two:
% 59.09/24.43  																																						| (256)  ~ (all_0_49_49 = e4)
% 59.09/24.43  																																						| (977) all_0_49_49 = e3 | all_0_49_49 = e1 | all_0_49_49 = e0
% 59.09/24.43  																																						|
% 59.09/24.43  																																							+-Applying beta-rule and splitting (977), into two cases.
% 59.09/24.43  																																							|-Branch one:
% 59.09/24.43  																																							| (978) all_0_49_49 = e0
% 59.09/24.43  																																							|
% 59.09/24.43  																																								| Equations (978) can reduce 86 to:
% 59.09/24.43  																																								| (678)  ~ (all_0_47_47 = e0)
% 59.09/24.43  																																								|
% 59.09/24.43  																																								| Equations (978) can reduce 119 to:
% 59.09/24.43  																																								| (490)  ~ (all_0_58_58 = e0)
% 59.09/24.43  																																								|
% 59.09/24.43  																																								| Simplifying 490 yields:
% 59.09/24.43  																																								| (491)  ~ (all_0_58_58 = e0)
% 59.09/24.43  																																								|
% 59.09/24.43  																																								| Equations (978) can reduce 340 to:
% 59.09/24.43  																																								| (365)  ~ (e2 = e0)
% 59.09/24.43  																																								|
% 59.09/24.43  																																								| Simplifying 365 yields:
% 59.09/24.43  																																								| (128)  ~ (e2 = e0)
% 59.09/24.43  																																								|
% 59.09/24.43  																																								+-Applying beta-rule and splitting (125), into two cases.
% 59.09/24.43  																																								|-Branch one:
% 59.09/24.43  																																								| (858) all_0_55_55 = e0
% 59.09/24.43  																																								|
% 59.09/24.43  																																									| Equations (858) can reduce 803 to:
% 59.09/24.43  																																									| (266) $false
% 59.09/24.43  																																									|
% 59.09/24.43  																																									|-The branch is then unsatisfiable
% 59.09/24.43  																																								|-Branch two:
% 59.09/24.43  																																								| (803)  ~ (all_0_55_55 = e0)
% 59.09/24.43  																																								| (863) all_0_56_56 = e0 | all_0_57_57 = e0 | all_0_58_58 = e0
% 59.09/24.43  																																								|
% 59.09/24.43  																																									+-Applying beta-rule and splitting (104), into two cases.
% 59.09/24.43  																																									|-Branch one:
% 59.09/24.43  																																									| (480) all_0_39_39 = e0
% 59.09/24.43  																																									|
% 59.09/24.43  																																										| Combining equations (480,317) yields a new equation:
% 59.09/24.43  																																										| (330) e2 = e0
% 59.09/24.43  																																										|
% 59.09/24.43  																																										| Equations (330) can reduce 128 to:
% 59.09/24.43  																																										| (266) $false
% 59.09/24.43  																																										|
% 59.09/24.43  																																										|-The branch is then unsatisfiable
% 59.09/24.43  																																									|-Branch two:
% 59.09/24.43  																																									| (484)  ~ (all_0_39_39 = e0)
% 59.09/24.43  																																									| (558) all_0_42_42 = e0 | all_0_47_47 = e0 | all_0_56_56 = e0
% 59.09/24.43  																																									|
% 59.09/24.43  																																										| Equations (317) can reduce 484 to:
% 59.09/24.43  																																										| (128)  ~ (e2 = e0)
% 59.09/24.43  																																										|
% 59.09/24.43  																																										+-Applying beta-rule and splitting (105), into two cases.
% 59.09/24.43  																																										|-Branch one:
% 59.09/24.43  																																										| (1105) all_0_47_47 = e2
% 59.09/24.43  																																										|
% 59.09/24.43  																																											| Equations (1105) can reduce 338 to:
% 59.09/24.43  																																											| (266) $false
% 59.09/24.43  																																											|
% 59.09/24.43  																																											|-The branch is then unsatisfiable
% 59.09/24.43  																																										|-Branch two:
% 59.09/24.43  																																										| (338)  ~ (all_0_47_47 = e2)
% 59.09/24.43  																																										| (1789) all_0_47_47 = e4 | all_0_47_47 = e3 | all_0_47_47 = e1 | all_0_47_47 = e0
% 59.09/24.43  																																										|
% 59.09/24.43  																																											+-Applying beta-rule and splitting (2141), into two cases.
% 59.09/24.43  																																											|-Branch one:
% 59.09/24.43  																																											| (1208) all_0_53_53 = e1
% 59.09/24.43  																																											|
% 59.09/24.43  																																												| Combining equations (607,1208) yields a new equation:
% 59.09/24.43  																																												| (616) e2 = e1
% 59.09/24.43  																																												|
% 59.09/24.43  																																												| Simplifying 616 yields:
% 59.09/24.43  																																												| (617) e2 = e1
% 59.09/24.43  																																												|
% 59.09/24.43  																																												| Equations (617) can reduce 122 to:
% 59.09/24.43  																																												| (266) $false
% 59.09/24.43  																																												|
% 59.09/24.43  																																												|-The branch is then unsatisfiable
% 59.09/24.43  																																											|-Branch two:
% 59.09/24.43  																																											| (1459)  ~ (all_0_53_53 = e1)
% 59.09/24.43  																																											| (918) all_0_58_58 = e1
% 59.09/24.43  																																											|
% 59.09/24.43  																																												| Equations (918) can reduce 44 to:
% 59.09/24.43  																																												| (466)  ~ (all_0_56_56 = e1)
% 59.09/24.43  																																												|
% 59.09/24.43  																																												| Equations (918) can reduce 491 to:
% 59.09/24.43  																																												| (233)  ~ (e1 = e0)
% 59.09/24.43  																																												|
% 59.09/24.43  																																												+-Applying beta-rule and splitting (1789), into two cases.
% 59.09/24.43  																																												|-Branch one:
% 59.09/24.43  																																												| (1790) all_0_47_47 = e4
% 59.09/24.43  																																												|
% 59.09/24.43  																																													| Equations (1790) can reduce 252 to:
% 59.09/24.43  																																													| (266) $false
% 59.09/24.43  																																													|
% 59.09/24.43  																																													|-The branch is then unsatisfiable
% 59.09/24.43  																																												|-Branch two:
% 59.09/24.43  																																												| (252)  ~ (all_0_47_47 = e4)
% 59.09/24.43  																																												| (1793) all_0_47_47 = e3 | all_0_47_47 = e1 | all_0_47_47 = e0
% 59.09/24.43  																																												|
% 59.09/24.43  																																													+-Applying beta-rule and splitting (521), into two cases.
% 59.09/24.43  																																													|-Branch one:
% 59.09/24.43  																																													| (522) all_0_47_47 = e3
% 59.09/24.43  																																													|
% 59.09/24.43  																																														| Equations (522) can reduce 338 to:
% 59.09/24.43  																																														| (212)  ~ (e3 = e2)
% 59.09/24.43  																																														|
% 59.09/24.43  																																														+-Applying beta-rule and splitting (863), into two cases.
% 59.09/24.43  																																														|-Branch one:
% 59.09/24.43  																																														| (679) all_0_56_56 = e0
% 59.09/24.43  																																														|
% 59.09/24.43  																																															| Equations (679) can reduce 466 to:
% 59.09/24.43  																																															| (435)  ~ (e1 = e0)
% 59.09/24.43  																																															|
% 59.09/24.43  																																															| Simplifying 435 yields:
% 59.09/24.43  																																															| (233)  ~ (e1 = e0)
% 59.09/24.43  																																															|
% 59.09/24.43  																																															| From (679) and (111) follows:
% 59.09/24.43  																																															| (1613) op(e0, e2) = e0
% 59.09/24.43  																																															|
% 59.09/24.43  																																															+-Applying beta-rule and splitting (56), into two cases.
% 59.09/24.43  																																															|-Branch one:
% 59.09/24.43  																																															| (696) unit = e2
% 59.09/24.43  																																															|
% 59.09/24.43  																																																| From (696) and (227) follows:
% 59.09/24.43  																																																| (4284) op(e4, e2) = e4
% 59.09/24.43  																																																|
% 59.09/24.43  																																																| From (696) and (40) follows:
% 59.09/24.43  																																																| (4285) op(e3, e2) = e3
% 59.09/24.43  																																																|
% 59.09/24.43  																																																| Instantiating formula (29) with e4, e2, e4, e2 and discharging atoms op(e4, e2) = e4, op(e4, e2) = e2, yields:
% 59.09/24.43  																																																| (323) e4 = e2
% 59.09/24.43  																																																|
% 59.09/24.43  																																																| Instantiating formula (29) with e3, e2, e3, e4 and discharging atoms op(e3, e2) = e4, op(e3, e2) = e3, yields:
% 59.09/24.43  																																																| (425) e4 = e3
% 59.09/24.43  																																																|
% 59.09/24.43  																																																| Combining equations (323,425) yields a new equation:
% 59.09/24.43  																																																| (662) e3 = e2
% 59.09/24.43  																																																|
% 59.09/24.43  																																																| Equations (662) can reduce 212 to:
% 59.09/24.43  																																																| (266) $false
% 59.09/24.43  																																																|
% 59.09/24.43  																																																|-The branch is then unsatisfiable
% 59.09/24.43  																																															|-Branch two:
% 59.09/24.43  																																															| (707)  ~ (unit = e2)
% 59.09/24.43  																																															| (708) unit = e4 | unit = e3 | unit = e1 | unit = e0
% 59.09/24.43  																																															|
% 59.09/24.43  																																																+-Applying beta-rule and splitting (708), into two cases.
% 59.09/24.43  																																																|-Branch one:
% 59.09/24.43  																																																| (709) unit = e4
% 59.09/24.43  																																																|
% 59.09/24.43  																																																	| From (709) and (211) follows:
% 59.09/24.43  																																																	| (22527) op(e4, e1) = e1
% 59.09/24.43  																																																	|
% 59.09/24.43  																																																	| From (709) and (42) follows:
% 59.09/24.43  																																																	| (713) op(e0, e4) = e0
% 59.09/24.43  																																																	|
% 59.09/24.43  																																																	| Instantiating formula (29) with e4, e1, e1, e3 and discharging atoms op(e4, e1) = e3, op(e4, e1) = e1, yields:
% 59.09/24.43  																																																	| (455) e3 = e1
% 59.09/24.43  																																																	|
% 59.09/24.43  																																																	| Instantiating formula (29) with e0, e4, e0, e3 and discharging atoms op(e0, e4) = e3, op(e0, e4) = e0, yields:
% 59.09/24.43  																																																	| (676) e3 = e0
% 59.09/24.43  																																																	|
% 59.09/24.43  																																																	| Combining equations (455,676) yields a new equation:
% 59.09/24.43  																																																	| (546) e1 = e0
% 59.09/24.43  																																																	|
% 59.09/24.43  																																																	| Simplifying 546 yields:
% 59.09/24.43  																																																	| (431) e1 = e0
% 59.09/24.43  																																																	|
% 59.09/24.43  																																																	| Equations (431) can reduce 233 to:
% 59.09/24.43  																																																	| (266) $false
% 59.09/24.43  																																																	|
% 59.09/24.43  																																																	|-The branch is then unsatisfiable
% 59.09/24.43  																																																|-Branch two:
% 59.09/24.43  																																																| (724)  ~ (unit = e4)
% 59.09/24.43  																																																| (725) unit = e3 | unit = e1 | unit = e0
% 59.09/24.43  																																																|
% 59.09/24.43  																																																	+-Applying beta-rule and splitting (725), into two cases.
% 59.09/24.43  																																																	|-Branch one:
% 59.09/24.43  																																																	| (726) unit = e0
% 59.09/24.43  																																																	|
% 59.09/24.43  																																																		| From (726) and (15) follows:
% 59.09/24.44  																																																		| (1508) op(e0, e2) = e2
% 59.09/24.44  																																																		|
% 59.09/24.44  																																																		| From (726) and (211) follows:
% 59.09/24.44  																																																		| (15180) op(e0, e1) = e1
% 59.09/24.44  																																																		|
% 59.09/24.44  																																																		| Instantiating formula (29) with e0, e2, e2, e0 and discharging atoms op(e0, e2) = e2, op(e0, e2) = e0, yields:
% 59.09/24.44  																																																		| (330) e2 = e0
% 59.09/24.44  																																																		|
% 59.09/24.44  																																																		| Instantiating formula (29) with e0, e1, e1, e2 and discharging atoms op(e0, e1) = e2, op(e0, e1) = e1, yields:
% 59.09/24.44  																																																		| (617) e2 = e1
% 59.09/24.44  																																																		|
% 59.09/24.44  																																																		| Combining equations (617,330) yields a new equation:
% 59.09/24.44  																																																		| (546) e1 = e0
% 59.09/24.44  																																																		|
% 59.09/24.44  																																																		| Simplifying 546 yields:
% 59.09/24.44  																																																		| (431) e1 = e0
% 59.09/24.44  																																																		|
% 59.09/24.44  																																																		| Equations (431) can reduce 233 to:
% 59.09/24.44  																																																		| (266) $false
% 59.09/24.44  																																																		|
% 59.09/24.44  																																																		|-The branch is then unsatisfiable
% 59.09/24.44  																																																	|-Branch two:
% 59.09/24.44  																																																	| (734)  ~ (unit = e0)
% 59.09/24.44  																																																	| (735) unit = e3 | unit = e1
% 59.09/24.44  																																																	|
% 59.09/24.44  																																																		+-Applying beta-rule and splitting (735), into two cases.
% 59.09/24.44  																																																		|-Branch one:
% 59.09/24.44  																																																		| (736) unit = e1
% 59.09/24.44  																																																		|
% 59.09/24.44  																																																			| Equations (736) can reduce 734 to:
% 59.09/24.44  																																																			| (233)  ~ (e1 = e0)
% 59.09/24.44  																																																			|
% 59.09/24.44  																																																			| From (736) and (15) follows:
% 59.09/24.44  																																																			| (515) op(e1, e2) = e2
% 59.09/24.44  																																																			|
% 59.09/24.44  																																																			| From (736) and (42) follows:
% 59.09/24.44  																																																			| (3221) op(e0, e1) = e0
% 59.09/24.44  																																																			|
% 59.09/24.44  																																																			| Instantiating formula (29) with e1, e2, e2, e1 and discharging atoms op(e1, e2) = e2, op(e1, e2) = e1, yields:
% 59.09/24.44  																																																			| (617) e2 = e1
% 59.09/24.44  																																																			|
% 59.09/24.44  																																																			| Instantiating formula (29) with e0, e1, e0, e2 and discharging atoms op(e0, e1) = e2, op(e0, e1) = e0, yields:
% 59.09/24.44  																																																			| (330) e2 = e0
% 59.09/24.44  																																																			|
% 59.09/24.44  																																																			| Combining equations (617,330) yields a new equation:
% 59.09/24.44  																																																			| (546) e1 = e0
% 59.09/24.44  																																																			|
% 59.09/24.44  																																																			| Simplifying 546 yields:
% 59.09/24.44  																																																			| (431) e1 = e0
% 59.09/24.44  																																																			|
% 59.09/24.44  																																																			| Equations (431) can reduce 233 to:
% 59.09/24.44  																																																			| (266) $false
% 59.09/24.44  																																																			|
% 59.09/24.44  																																																			|-The branch is then unsatisfiable
% 59.09/24.44  																																																		|-Branch two:
% 59.09/24.44  																																																		| (748)  ~ (unit = e1)
% 59.09/24.44  																																																		| (749) unit = e3
% 59.09/24.44  																																																		|
% 59.09/24.44  																																																			| From (749) and (209) follows:
% 59.09/24.44  																																																			| (1667) op(e3, e0) = e0
% 59.09/24.44  																																																			|
% 59.09/24.44  																																																			| From (749) and (28) follows:
% 59.09/24.44  																																																			| (2235) op(e1, e3) = e1
% 59.09/24.44  																																																			|
% 59.09/24.44  																																																			| Instantiating formula (29) with e3, e0, e0, e3 and discharging atoms op(e3, e0) = e3, op(e3, e0) = e0, yields:
% 59.09/24.44  																																																			| (676) e3 = e0
% 59.09/24.44  																																																			|
% 59.09/24.44  																																																			| Instantiating formula (29) with e1, e3, e1, e3 and discharging atoms op(e1, e3) = e3, op(e1, e3) = e1, yields:
% 59.09/24.44  																																																			| (455) e3 = e1
% 59.09/24.44  																																																			|
% 59.09/24.44  																																																			| Combining equations (455,676) yields a new equation:
% 59.09/24.44  																																																			| (546) e1 = e0
% 59.09/24.44  																																																			|
% 59.09/24.44  																																																			| Simplifying 546 yields:
% 59.09/24.44  																																																			| (431) e1 = e0
% 59.09/24.44  																																																			|
% 59.09/24.44  																																																			| Equations (431) can reduce 233 to:
% 59.09/24.44  																																																			| (266) $false
% 59.09/24.44  																																																			|
% 59.09/24.44  																																																			|-The branch is then unsatisfiable
% 59.09/24.44  																																														|-Branch two:
% 59.09/24.44  																																														| (828)  ~ (all_0_56_56 = e0)
% 59.09/24.44  																																														| (924) all_0_57_57 = e0 | all_0_58_58 = e0
% 59.09/24.44  																																														|
% 59.09/24.44  																																															+-Applying beta-rule and splitting (924), into two cases.
% 59.09/24.44  																																															|-Branch one:
% 59.09/24.44  																																															| (875) all_0_57_57 = e0
% 59.09/24.44  																																															|
% 59.09/24.44  																																																| Combining equations (442,875) yields a new equation:
% 59.09/24.44  																																																| (391) e2 = e0
% 59.09/24.44  																																																|
% 59.09/24.44  																																																| Simplifying 391 yields:
% 59.09/24.44  																																																| (330) e2 = e0
% 59.09/24.44  																																																|
% 59.09/24.44  																																																| Equations (330) can reduce 128 to:
% 59.09/24.44  																																																| (266) $false
% 59.09/24.44  																																																|
% 59.09/24.44  																																																|-The branch is then unsatisfiable
% 59.09/24.44  																																															|-Branch two:
% 59.09/24.44  																																															| (364)  ~ (all_0_57_57 = e0)
% 59.09/24.44  																																															| (914) all_0_58_58 = e0
% 59.09/24.44  																																															|
% 59.09/24.44  																																																| Combining equations (914,918) yields a new equation:
% 59.09/24.44  																																																| (431) e1 = e0
% 59.09/24.44  																																																|
% 59.09/24.44  																																																| Equations (431) can reduce 233 to:
% 59.09/24.44  																																																| (266) $false
% 59.09/24.44  																																																|
% 59.09/24.44  																																																|-The branch is then unsatisfiable
% 59.09/24.44  																																													|-Branch two:
% 59.09/24.44  																																													| (1091)  ~ (all_0_47_47 = e3)
% 59.09/24.44  																																													| (1092) all_0_51_51 = e3 | all_0_56_56 = e3
% 59.09/24.44  																																													|
% 59.09/24.44  																																														+-Applying beta-rule and splitting (1793), into two cases.
% 59.09/24.44  																																														|-Branch one:
% 59.09/24.44  																																														| (674) all_0_47_47 = e0
% 59.09/24.44  																																														|
% 59.09/24.44  																																															| Equations (674) can reduce 678 to:
% 59.09/24.44  																																															| (266) $false
% 59.09/24.44  																																															|
% 59.09/24.44  																																															|-The branch is then unsatisfiable
% 59.09/24.44  																																														|-Branch two:
% 59.09/24.44  																																														| (678)  ~ (all_0_47_47 = e0)
% 59.09/24.44  																																														| (1831) all_0_47_47 = e3 | all_0_47_47 = e1
% 59.09/24.44  																																														|
% 59.09/24.44  																																															+-Applying beta-rule and splitting (1831), into two cases.
% 59.09/24.44  																																															|-Branch one:
% 59.09/24.44  																																															| (654) all_0_47_47 = e1
% 59.09/24.44  																																															|
% 59.09/24.44  																																																| Equations (654) can reduce 462 to:
% 59.09/24.44  																																																| (266) $false
% 59.09/24.44  																																																|
% 59.09/24.44  																																																|-The branch is then unsatisfiable
% 59.09/24.44  																																															|-Branch two:
% 59.09/24.44  																																															| (462)  ~ (all_0_47_47 = e1)
% 59.09/24.44  																																															| (522) all_0_47_47 = e3
% 59.09/24.44  																																															|
% 59.09/24.44  																																																| Equations (522) can reduce 1091 to:
% 59.09/24.44  																																																| (266) $false
% 59.09/24.44  																																																|
% 59.09/24.44  																																																|-The branch is then unsatisfiable
% 59.09/24.44  																																							|-Branch two:
% 59.09/24.44  																																							| (487)  ~ (all_0_49_49 = e0)
% 59.09/24.44  																																							| (981) all_0_49_49 = e3 | all_0_49_49 = e1
% 59.09/24.44  																																							|
% 59.09/24.44  																																								+-Applying beta-rule and splitting (981), into two cases.
% 59.09/24.44  																																								|-Branch one:
% 59.09/24.44  																																								| (671) all_0_49_49 = e1
% 59.09/24.44  																																								|
% 59.09/24.44  																																									| Equations (671) can reduce 1064 to:
% 59.09/24.44  																																									| (266) $false
% 59.09/24.44  																																									|
% 59.09/24.44  																																									|-The branch is then unsatisfiable
% 59.09/24.44  																																								|-Branch two:
% 59.09/24.44  																																								| (1064)  ~ (all_0_49_49 = e1)
% 59.09/24.44  																																								| (884) all_0_49_49 = e3
% 59.09/24.44  																																								|
% 59.09/24.44  																																									| Equations (884) can reduce 525 to:
% 59.09/24.44  																																									| (266) $false
% 59.09/24.44  																																									|
% 59.09/24.44  																																									|-The branch is then unsatisfiable
% 59.09/24.44  																																					|-Branch two:
% 59.09/24.44  																																					| (1890)  ~ (all_0_42_42 = e4)
% 59.09/24.44  																																					| (1969) all_0_42_42 = e3 | all_0_42_42 = e1 | all_0_42_42 = e0
% 59.09/24.44  																																					|
% 59.09/24.44  																																						+-Applying beta-rule and splitting (78), into two cases.
% 59.09/24.44  																																						|-Branch one:
% 59.09/24.44  																																						| (423) all_0_45_45 = e3
% 59.09/24.44  																																						|
% 59.09/24.44  																																							| Combining equations (248,423) yields a new equation:
% 59.09/24.44  																																							| (424) e4 = e3
% 59.09/24.44  																																							|
% 59.09/24.44  																																							| Simplifying 424 yields:
% 59.09/24.44  																																							| (425) e4 = e3
% 59.09/24.44  																																							|
% 59.09/24.44  																																							| Equations (425) can reduce 188 to:
% 59.09/24.44  																																							| (266) $false
% 59.09/24.44  																																							|
% 59.09/24.44  																																							|-The branch is then unsatisfiable
% 59.09/24.44  																																						|-Branch two:
% 59.09/24.44  																																						| (427)  ~ (all_0_45_45 = e3)
% 59.09/24.44  																																						| (428) all_0_46_46 = e3 | all_0_47_47 = e3 | all_0_49_49 = e3
% 59.09/24.44  																																						|
% 59.09/24.44  																																							| Equations (248) can reduce 427 to:
% 59.09/24.44  																																							| (188)  ~ (e4 = e3)
% 59.09/24.44  																																							|
% 59.09/24.44  																																							+-Applying beta-rule and splitting (586), into two cases.
% 59.09/24.44  																																							|-Branch one:
% 59.09/24.44  																																							| (974) all_0_49_49 = e4
% 59.09/24.44  																																							|
% 59.09/24.44  																																								| Equations (974) can reduce 256 to:
% 59.09/24.44  																																								| (266) $false
% 59.09/24.44  																																								|
% 59.09/24.44  																																								|-The branch is then unsatisfiable
% 59.09/24.44  																																							|-Branch two:
% 59.09/24.44  																																							| (256)  ~ (all_0_49_49 = e4)
% 59.09/24.44  																																							| (977) all_0_49_49 = e3 | all_0_49_49 = e1 | all_0_49_49 = e0
% 59.09/24.44  																																							|
% 59.09/24.44  																																								+-Applying beta-rule and splitting (977), into two cases.
% 59.09/24.44  																																								|-Branch one:
% 59.09/24.44  																																								| (978) all_0_49_49 = e0
% 59.09/24.44  																																								|
% 59.09/24.44  																																									| Equations (978) can reduce 86 to:
% 59.09/24.44  																																									| (678)  ~ (all_0_47_47 = e0)
% 59.09/24.44  																																									|
% 59.09/24.44  																																									| Equations (978) can reduce 256 to:
% 59.09/24.44  																																									| (401)  ~ (e4 = e0)
% 59.09/24.44  																																									|
% 59.09/24.44  																																									| Simplifying 401 yields:
% 59.09/24.44  																																									| (49)  ~ (e4 = e0)
% 59.09/24.44  																																									|
% 59.09/24.44  																																									| Equations (978) can reduce 340 to:
% 59.09/24.44  																																									| (365)  ~ (e2 = e0)
% 59.09/24.44  																																									|
% 59.09/24.44  																																									| Simplifying 365 yields:
% 59.09/24.44  																																									| (128)  ~ (e2 = e0)
% 59.09/24.44  																																									|
% 59.09/24.44  																																									+-Applying beta-rule and splitting (104), into two cases.
% 59.09/24.44  																																									|-Branch one:
% 59.09/24.44  																																									| (480) all_0_39_39 = e0
% 59.09/24.44  																																									|
% 59.09/24.44  																																										| Combining equations (480,317) yields a new equation:
% 59.09/24.44  																																										| (330) e2 = e0
% 59.09/24.44  																																										|
% 59.09/24.44  																																										| Equations (330) can reduce 128 to:
% 59.09/24.44  																																										| (266) $false
% 59.09/24.44  																																										|
% 59.09/24.44  																																										|-The branch is then unsatisfiable
% 59.09/24.44  																																									|-Branch two:
% 59.09/24.44  																																									| (484)  ~ (all_0_39_39 = e0)
% 59.09/24.44  																																									| (558) all_0_42_42 = e0 | all_0_47_47 = e0 | all_0_56_56 = e0
% 59.09/24.44  																																									|
% 59.09/24.44  																																										+-Applying beta-rule and splitting (558), into two cases.
% 59.09/24.44  																																										|-Branch one:
% 59.09/24.44  																																										| (559) all_0_42_42 = e0
% 59.09/24.44  																																										|
% 59.09/24.44  																																											| Equations (559) can reduce 358 to:
% 59.09/24.44  																																											| (266) $false
% 59.09/24.44  																																											|
% 59.09/24.44  																																											|-The branch is then unsatisfiable
% 59.09/24.44  																																										|-Branch two:
% 59.09/24.44  																																										| (358)  ~ (all_0_42_42 = e0)
% 59.09/24.44  																																										| (563) all_0_47_47 = e0 | all_0_56_56 = e0
% 59.09/24.44  																																										|
% 59.09/24.44  																																											+-Applying beta-rule and splitting (563), into two cases.
% 59.09/24.44  																																											|-Branch one:
% 59.09/24.44  																																											| (674) all_0_47_47 = e0
% 59.09/24.44  																																											|
% 59.09/24.44  																																												| Equations (674) can reduce 678 to:
% 59.09/24.44  																																												| (266) $false
% 59.09/24.44  																																												|
% 59.09/24.44  																																												|-The branch is then unsatisfiable
% 59.09/24.44  																																											|-Branch two:
% 59.09/24.44  																																											| (678)  ~ (all_0_47_47 = e0)
% 59.09/24.44  																																											| (679) all_0_56_56 = e0
% 59.09/24.44  																																											|
% 59.09/24.44  																																												| Equations (679) can reduce 91 to:
% 59.09/24.44  																																												| (678)  ~ (all_0_47_47 = e0)
% 59.09/24.44  																																												|
% 59.09/24.44  																																												+-Applying beta-rule and splitting (105), into two cases.
% 59.09/24.44  																																												|-Branch one:
% 59.09/24.44  																																												| (1105) all_0_47_47 = e2
% 59.09/24.44  																																												|
% 59.09/24.44  																																													| Equations (1105) can reduce 338 to:
% 59.09/24.44  																																													| (266) $false
% 59.09/24.44  																																													|
% 59.09/24.44  																																													|-The branch is then unsatisfiable
% 59.09/24.44  																																												|-Branch two:
% 59.09/24.44  																																												| (338)  ~ (all_0_47_47 = e2)
% 59.09/24.44  																																												| (1789) all_0_47_47 = e4 | all_0_47_47 = e3 | all_0_47_47 = e1 | all_0_47_47 = e0
% 59.09/24.44  																																												|
% 59.09/24.44  																																													+-Applying beta-rule and splitting (62), into two cases.
% 59.09/24.44  																																													|-Branch one:
% 59.09/24.44  																																													| (321) all_0_38_38 = e4
% 59.09/24.44  																																													|
% 59.09/24.44  																																														| Combining equations (321,329) yields a new equation:
% 59.09/24.44  																																														| (481) e4 = e0
% 59.09/24.44  																																														|
% 59.09/24.44  																																														| Simplifying 481 yields:
% 59.09/24.44  																																														| (397) e4 = e0
% 59.09/24.44  																																														|
% 59.09/24.44  																																														| Equations (397) can reduce 49 to:
% 59.09/24.44  																																														| (266) $false
% 59.09/24.44  																																														|
% 59.09/24.44  																																														|-The branch is then unsatisfiable
% 59.09/24.44  																																													|-Branch two:
% 59.09/24.44  																																													| (325)  ~ (all_0_38_38 = e4)
% 59.09/24.44  																																													| (582) all_0_41_41 = e4 | all_0_46_46 = e4 | all_0_50_50 = e4 | all_0_55_55 = e4
% 59.09/24.44  																																													|
% 59.09/24.44  																																														| Equations (329) can reduce 325 to:
% 59.09/24.44  																																														| (401)  ~ (e4 = e0)
% 59.09/24.44  																																														|
% 59.09/24.44  																																														| Simplifying 401 yields:
% 59.09/24.44  																																														| (49)  ~ (e4 = e0)
% 59.09/24.44  																																														|
% 59.09/24.44  																																														+-Applying beta-rule and splitting (441), into two cases.
% 59.09/24.44  																																														|-Branch one:
% 59.09/24.44  																																														| (1392) all_0_42_42 = e4
% 59.09/24.44  																																														|
% 59.09/24.44  																																															| Equations (1392) can reduce 1890 to:
% 59.09/24.44  																																															| (266) $false
% 59.09/24.44  																																															|
% 59.09/24.44  																																															|-The branch is then unsatisfiable
% 59.09/24.44  																																														|-Branch two:
% 59.09/24.44  																																														| (1890)  ~ (all_0_42_42 = e4)
% 59.09/24.44  																																														| (1891) all_0_43_43 = e4 | all_0_44_44 = e4
% 59.09/24.44  																																														|
% 59.09/24.44  																																															+-Applying beta-rule and splitting (1789), into two cases.
% 59.09/24.44  																																															|-Branch one:
% 59.09/24.44  																																															| (1790) all_0_47_47 = e4
% 59.09/24.44  																																															|
% 59.09/24.44  																																																| Equations (1790) can reduce 252 to:
% 59.09/24.44  																																																| (266) $false
% 59.09/24.44  																																																|
% 59.09/24.44  																																																|-The branch is then unsatisfiable
% 59.09/24.44  																																															|-Branch two:
% 59.09/24.44  																																															| (252)  ~ (all_0_47_47 = e4)
% 59.09/24.44  																																															| (1793) all_0_47_47 = e3 | all_0_47_47 = e1 | all_0_47_47 = e0
% 59.09/24.44  																																															|
% 59.09/24.44  																																																+-Applying beta-rule and splitting (1793), into two cases.
% 59.09/24.44  																																																|-Branch one:
% 59.09/24.44  																																																| (674) all_0_47_47 = e0
% 59.09/24.44  																																																|
% 59.09/24.44  																																																	| Equations (674) can reduce 678 to:
% 59.09/24.44  																																																	| (266) $false
% 59.09/24.44  																																																	|
% 59.09/24.44  																																																	|-The branch is then unsatisfiable
% 59.09/24.44  																																																|-Branch two:
% 59.09/24.44  																																																| (678)  ~ (all_0_47_47 = e0)
% 59.09/24.44  																																																| (1831) all_0_47_47 = e3 | all_0_47_47 = e1
% 59.09/24.44  																																																|
% 59.09/24.44  																																																	+-Applying beta-rule and splitting (1831), into two cases.
% 59.09/24.44  																																																	|-Branch one:
% 59.09/24.44  																																																	| (654) all_0_47_47 = e1
% 59.09/24.44  																																																	|
% 59.09/24.44  																																																		| Equations (654) can reduce 462 to:
% 59.09/24.44  																																																		| (266) $false
% 59.09/24.44  																																																		|
% 59.09/24.44  																																																		|-The branch is then unsatisfiable
% 59.09/24.44  																																																	|-Branch two:
% 59.09/24.44  																																																	| (462)  ~ (all_0_47_47 = e1)
% 59.09/24.44  																																																	| (522) all_0_47_47 = e3
% 59.09/24.44  																																																	|
% 59.09/24.44  																																																		| Equations (522) can reduce 252 to:
% 59.09/24.44  																																																		| (277)  ~ (e4 = e3)
% 59.09/24.44  																																																		|
% 59.09/24.44  																																																		| Simplifying 277 yields:
% 59.09/24.44  																																																		| (188)  ~ (e4 = e3)
% 59.09/24.44  																																																		|
% 59.09/24.44  																																																		+-Applying beta-rule and splitting (1891), into two cases.
% 59.09/24.44  																																																		|-Branch one:
% 59.09/24.44  																																																		| (396) all_0_43_43 = e4
% 59.09/24.44  																																																		|
% 59.09/24.44  																																																			| Combining equations (356,396) yields a new equation:
% 59.09/24.44  																																																			| (397) e4 = e0
% 59.09/24.44  																																																			|
% 59.09/24.44  																																																			| Equations (397) can reduce 49 to:
% 59.09/24.44  																																																			| (266) $false
% 59.09/24.44  																																																			|
% 59.09/24.44  																																																			|-The branch is then unsatisfiable
% 59.09/24.44  																																																		|-Branch two:
% 59.09/24.44  																																																		| (399)  ~ (all_0_43_43 = e4)
% 59.09/24.44  																																																		| (446) all_0_44_44 = e4
% 59.09/24.44  																																																		|
% 59.09/24.44  																																																			| Combining equations (532,446) yields a new equation:
% 59.09/24.44  																																																			| (425) e4 = e3
% 59.09/24.44  																																																			|
% 59.09/24.44  																																																			| Equations (425) can reduce 188 to:
% 59.09/24.44  																																																			| (266) $false
% 59.09/24.44  																																																			|
% 59.09/24.44  																																																			|-The branch is then unsatisfiable
% 59.09/24.44  																																								|-Branch two:
% 59.09/24.44  																																								| (487)  ~ (all_0_49_49 = e0)
% 59.09/24.44  																																								| (981) all_0_49_49 = e3 | all_0_49_49 = e1
% 59.09/24.44  																																								|
% 59.09/24.44  																																									+-Applying beta-rule and splitting (184), into two cases.
% 59.09/24.44  																																									|-Branch one:
% 59.09/24.44  																																									| (538) all_0_46_46 = e0
% 59.09/24.44  																																									|
% 59.09/24.44  																																										| Combining equations (1794,538) yields a new equation:
% 59.09/24.44  																																										| (391) e2 = e0
% 59.09/24.44  																																										|
% 59.09/24.44  																																										| Simplifying 391 yields:
% 59.09/24.44  																																										| (330) e2 = e0
% 59.09/24.44  																																										|
% 59.09/24.44  																																										| Equations (330) can reduce 128 to:
% 59.09/24.44  																																										| (266) $false
% 59.09/24.44  																																										|
% 59.09/24.44  																																										|-The branch is then unsatisfiable
% 59.09/24.44  																																									|-Branch two:
% 59.09/24.44  																																									| (831)  ~ (all_0_46_46 = e0)
% 59.09/24.44  																																									| (832) all_0_47_47 = e0 | all_0_48_48 = e0 | all_0_49_49 = e0
% 59.09/24.44  																																									|
% 59.09/24.44  																																										+-Applying beta-rule and splitting (832), into two cases.
% 59.09/24.44  																																										|-Branch one:
% 59.09/24.44  																																										| (674) all_0_47_47 = e0
% 59.09/24.44  																																										|
% 59.18/24.44  																																											| Equations (674) can reduce 252 to:
% 59.18/24.44  																																											| (401)  ~ (e4 = e0)
% 59.18/24.44  																																											|
% 59.18/24.44  																																											| Simplifying 401 yields:
% 59.18/24.44  																																											| (49)  ~ (e4 = e0)
% 59.18/24.44  																																											|
% 59.18/24.44  																																											+-Applying beta-rule and splitting (441), into two cases.
% 59.18/24.44  																																											|-Branch one:
% 59.18/24.44  																																											| (1392) all_0_42_42 = e4
% 59.18/24.44  																																											|
% 59.18/24.44  																																												| Equations (1392) can reduce 1890 to:
% 59.18/24.44  																																												| (266) $false
% 59.18/24.44  																																												|
% 59.18/24.44  																																												|-The branch is then unsatisfiable
% 59.18/24.44  																																											|-Branch two:
% 59.18/24.44  																																											| (1890)  ~ (all_0_42_42 = e4)
% 59.18/24.44  																																											| (1891) all_0_43_43 = e4 | all_0_44_44 = e4
% 59.18/24.44  																																											|
% 59.18/24.44  																																												+-Applying beta-rule and splitting (1891), into two cases.
% 59.18/24.44  																																												|-Branch one:
% 59.18/24.44  																																												| (396) all_0_43_43 = e4
% 59.18/24.44  																																												|
% 59.18/24.44  																																													| Combining equations (356,396) yields a new equation:
% 59.18/24.44  																																													| (397) e4 = e0
% 59.18/24.44  																																													|
% 59.18/24.44  																																													| Equations (397) can reduce 49 to:
% 59.18/24.44  																																													| (266) $false
% 59.18/24.44  																																													|
% 59.18/24.44  																																													|-The branch is then unsatisfiable
% 59.18/24.44  																																												|-Branch two:
% 59.18/24.44  																																												| (399)  ~ (all_0_43_43 = e4)
% 59.18/24.44  																																												| (446) all_0_44_44 = e4
% 59.18/24.44  																																												|
% 59.18/24.44  																																													| Combining equations (532,446) yields a new equation:
% 59.18/24.44  																																													| (425) e4 = e3
% 59.18/24.44  																																													|
% 59.18/24.44  																																													| Equations (425) can reduce 188 to:
% 59.18/24.44  																																													| (266) $false
% 59.18/24.44  																																													|
% 59.18/24.44  																																													|-The branch is then unsatisfiable
% 59.18/24.44  																																										|-Branch two:
% 59.18/24.44  																																										| (678)  ~ (all_0_47_47 = e0)
% 59.18/24.44  																																										| (1278) all_0_48_48 = e0 | all_0_49_49 = e0
% 59.18/24.44  																																										|
% 59.18/24.44  																																											+-Applying beta-rule and splitting (1278), into two cases.
% 59.18/24.44  																																											|-Branch one:
% 59.18/24.44  																																											| (1279) all_0_48_48 = e0
% 59.18/24.44  																																											|
% 59.18/24.44  																																												| Combining equations (1279,615) yields a new equation:
% 59.18/24.44  																																												| (431) e1 = e0
% 59.18/24.44  																																												|
% 59.18/24.44  																																												| Equations (431) can reduce 233 to:
% 59.18/24.44  																																												| (266) $false
% 59.18/24.44  																																												|
% 59.18/24.44  																																												|-The branch is then unsatisfiable
% 59.18/24.44  																																											|-Branch two:
% 59.18/24.44  																																											| (1283)  ~ (all_0_48_48 = e0)
% 59.18/24.44  																																											| (978) all_0_49_49 = e0
% 59.18/24.44  																																											|
% 59.18/24.44  																																												| Equations (978) can reduce 487 to:
% 59.18/24.44  																																												| (266) $false
% 59.18/24.44  																																												|
% 59.18/24.44  																																												|-The branch is then unsatisfiable
% 59.18/24.44  																														|-Branch two:
% 59.18/24.44  																														| (457)  ~ (all_0_41_41 = e1)
% 59.18/24.44  																														| (458) all_0_42_42 = e1 | all_0_43_43 = e1 | all_0_44_44 = e1
% 59.18/24.44  																														|
% 59.18/24.44  																															+-Applying beta-rule and splitting (26), into two cases.
% 59.18/24.44  																															|-Branch one:
% 59.18/24.44  																															| (446) all_0_44_44 = e4
% 59.18/24.44  																															|
% 59.18/24.44  																																| Equations (446) can reduce 1390 to:
% 59.18/24.44  																																| (266) $false
% 59.18/24.44  																																|
% 59.18/24.44  																																|-The branch is then unsatisfiable
% 59.18/24.44  																															|-Branch two:
% 59.18/24.44  																															| (1390)  ~ (all_0_44_44 = e4)
% 59.18/24.44  																															| (1391) all_0_44_44 = e3 | all_0_44_44 = e1 | all_0_44_44 = e0
% 59.18/24.44  																															|
% 59.18/24.44  																																+-Applying beta-rule and splitting (1391), into two cases.
% 59.18/24.44  																																|-Branch one:
% 59.18/24.44  																																| (1414) all_0_44_44 = e0
% 59.18/24.44  																																|
% 59.18/24.44  																																	| Equations (1414) can reduce 360 to:
% 59.18/24.44  																																	| (266) $false
% 59.18/24.44  																																	|
% 59.18/24.44  																																	|-The branch is then unsatisfiable
% 59.18/24.44  																																|-Branch two:
% 59.18/24.44  																																| (360)  ~ (all_0_44_44 = e0)
% 59.18/24.44  																																| (1417) all_0_44_44 = e3 | all_0_44_44 = e1
% 59.18/24.44  																																|
% 59.18/24.44  																																	+-Applying beta-rule and splitting (1417), into two cases.
% 59.18/24.44  																																	|-Branch one:
% 59.18/24.44  																																	| (635) all_0_44_44 = e1
% 59.18/24.44  																																	|
% 59.18/24.44  																																		| Equations (635) can reduce 639 to:
% 59.18/24.44  																																		| (266) $false
% 59.18/24.44  																																		|
% 59.18/24.44  																																		|-The branch is then unsatisfiable
% 59.18/24.44  																																	|-Branch two:
% 59.18/24.44  																																	| (639)  ~ (all_0_44_44 = e1)
% 59.18/24.44  																																	| (532) all_0_44_44 = e3
% 59.18/24.44  																																	|
% 59.18/24.44  																																		| Equations (532) can reduce 73 to:
% 59.18/24.44  																																		| (405)  ~ (all_0_42_42 = e3)
% 59.18/24.44  																																		|
% 59.18/24.44  																																		| Equations (532) can reduce 639 to:
% 59.18/24.44  																																		| (213)  ~ (e3 = e1)
% 59.18/24.44  																																		|
% 59.18/24.44  																																		+-Applying beta-rule and splitting (180), into two cases.
% 59.18/24.44  																																		|-Branch one:
% 59.18/24.44  																																		| (516) all_0_42_42 = e3
% 59.18/24.44  																																		|
% 59.18/24.44  																																			| Equations (516) can reduce 405 to:
% 59.18/24.44  																																			| (266) $false
% 59.18/24.44  																																			|
% 59.18/24.44  																																			|-The branch is then unsatisfiable
% 59.18/24.44  																																		|-Branch two:
% 59.18/24.44  																																		| (405)  ~ (all_0_42_42 = e3)
% 59.18/24.44  																																		| (521) all_0_47_47 = e3 | all_0_51_51 = e3 | all_0_56_56 = e3
% 59.18/24.44  																																		|
% 59.18/24.44  																																			+-Applying beta-rule and splitting (152), into two cases.
% 59.18/24.44  																																			|-Branch one:
% 59.18/24.44  																																			| (1392) all_0_42_42 = e4
% 59.18/24.44  																																			|
% 59.18/24.44  																																				| Equations (1392) can reduce 1380 to:
% 59.18/24.44  																																				| (110)  ~ (e4 = e1)
% 59.18/24.44  																																				|
% 59.18/24.44  																																				+-Applying beta-rule and splitting (458), into two cases.
% 59.18/24.44  																																				|-Branch one:
% 59.18/24.44  																																				| (459) all_0_42_42 = e1
% 59.18/24.44  																																				|
% 59.18/24.44  																																					| Combining equations (459,1392) yields a new equation:
% 59.18/24.44  																																					| (630) e4 = e1
% 59.18/24.44  																																					|
% 59.18/24.45  																																					| Equations (630) can reduce 110 to:
% 59.18/24.45  																																					| (266) $false
% 59.18/24.45  																																					|
% 59.18/24.45  																																					|-The branch is then unsatisfiable
% 59.18/24.45  																																				|-Branch two:
% 59.18/24.45  																																				| (1380)  ~ (all_0_42_42 = e1)
% 59.18/24.45  																																				| (1381) all_0_43_43 = e1 | all_0_44_44 = e1
% 59.18/24.45  																																				|
% 59.18/24.45  																																					+-Applying beta-rule and splitting (1381), into two cases.
% 59.18/24.45  																																					|-Branch one:
% 59.18/24.45  																																					| (430) all_0_43_43 = e1
% 59.18/24.45  																																					|
% 59.18/24.45  																																						| Combining equations (430,356) yields a new equation:
% 59.18/24.45  																																						| (546) e1 = e0
% 59.18/24.45  																																						|
% 59.18/24.45  																																						| Simplifying 546 yields:
% 59.18/24.45  																																						| (431) e1 = e0
% 59.18/24.45  																																						|
% 59.18/24.45  																																						| Equations (431) can reduce 233 to:
% 59.18/24.45  																																						| (266) $false
% 59.18/24.45  																																						|
% 59.18/24.45  																																						|-The branch is then unsatisfiable
% 59.18/24.45  																																					|-Branch two:
% 59.18/24.45  																																					| (433)  ~ (all_0_43_43 = e1)
% 59.18/24.45  																																					| (635) all_0_44_44 = e1
% 59.18/24.45  																																					|
% 59.18/24.45  																																						| Combining equations (635,532) yields a new equation:
% 59.18/24.45  																																						| (455) e3 = e1
% 59.18/24.45  																																						|
% 59.18/24.45  																																						| Equations (455) can reduce 213 to:
% 59.18/24.45  																																						| (266) $false
% 59.18/24.45  																																						|
% 59.18/24.45  																																						|-The branch is then unsatisfiable
% 59.18/24.45  																																			|-Branch two:
% 59.18/24.45  																																			| (1890)  ~ (all_0_42_42 = e4)
% 59.18/24.45  																																			| (1969) all_0_42_42 = e3 | all_0_42_42 = e1 | all_0_42_42 = e0
% 59.18/24.45  																																			|
% 59.18/24.45  																																				+-Applying beta-rule and splitting (1969), into two cases.
% 59.18/24.45  																																				|-Branch one:
% 59.18/24.45  																																				| (559) all_0_42_42 = e0
% 59.18/24.45  																																				|
% 59.18/24.45  																																					| Equations (559) can reduce 358 to:
% 59.18/24.45  																																					| (266) $false
% 59.18/24.45  																																					|
% 59.18/24.45  																																					|-The branch is then unsatisfiable
% 59.18/24.45  																																				|-Branch two:
% 59.18/24.45  																																				| (358)  ~ (all_0_42_42 = e0)
% 59.18/24.45  																																				| (2510) all_0_42_42 = e3 | all_0_42_42 = e1
% 59.18/24.45  																																				|
% 59.18/24.45  																																					+-Applying beta-rule and splitting (2510), into two cases.
% 59.18/24.45  																																					|-Branch one:
% 59.18/24.45  																																					| (459) all_0_42_42 = e1
% 59.18/24.45  																																					|
% 59.18/24.45  																																						| Equations (459) can reduce 1380 to:
% 59.18/24.45  																																						| (266) $false
% 59.18/24.45  																																						|
% 59.18/24.45  																																						|-The branch is then unsatisfiable
% 59.18/24.45  																																					|-Branch two:
% 59.18/24.45  																																					| (1380)  ~ (all_0_42_42 = e1)
% 59.18/24.45  																																					| (516) all_0_42_42 = e3
% 59.18/24.45  																																					|
% 59.18/24.45  																																						| Equations (516) can reduce 405 to:
% 59.18/24.45  																																						| (266) $false
% 59.18/24.45  																																						|
% 59.18/24.45  																																						|-The branch is then unsatisfiable
% 59.18/24.45  																										|-Branch two:
% 59.18/24.45  																										| (464)  ~ (all_0_51_51 = e1)
% 59.18/24.45  																										| (660) all_0_51_51 = e3
% 59.18/24.45  																										|
% 59.18/24.45  																											| Equations (660) can reduce 664 to:
% 59.18/24.45  																											| (266) $false
% 59.18/24.45  																											|
% 59.18/24.45  																											|-The branch is then unsatisfiable
% 59.18/24.45  																							|-Branch two:
% 59.18/24.45  																							| (411)  ~ (all_0_50_50 = e3)
% 59.18/24.45  																							| (418) all_0_51_51 = e3 | all_0_53_53 = e3
% 59.18/24.45  																							|
% 59.18/24.45  																								+-Applying beta-rule and splitting (241), into two cases.
% 59.18/24.45  																								|-Branch one:
% 59.18/24.45  																								| (378) all_0_50_50 = e2
% 59.18/24.45  																								|
% 59.18/24.45  																									| Equations (378) can reduce 302 to:
% 59.18/24.45  																									| (266) $false
% 59.18/24.45  																									|
% 59.18/24.45  																									|-The branch is then unsatisfiable
% 59.18/24.45  																								|-Branch two:
% 59.18/24.45  																								| (302)  ~ (all_0_50_50 = e2)
% 59.18/24.45  																								| (422) all_0_50_50 = e4 | all_0_50_50 = e3 | all_0_50_50 = e1
% 59.18/24.45  																								|
% 59.18/24.45  																									+-Applying beta-rule and splitting (418), into two cases.
% 59.18/24.45  																									|-Branch one:
% 59.18/24.45  																									| (660) all_0_51_51 = e3
% 59.18/24.45  																									|
% 59.18/24.45  																										| Equations (660) can reduce 61 to:
% 59.18/24.45  																										| (405)  ~ (all_0_42_42 = e3)
% 59.18/24.45  																										|
% 59.18/24.45  																										| Equations (660) can reduce 224 to:
% 59.18/24.45  																										| (1091)  ~ (all_0_47_47 = e3)
% 59.18/24.45  																										|
% 59.18/24.45  																										| Equations (660) can reduce 59 to:
% 59.18/24.45  																										| (411)  ~ (all_0_50_50 = e3)
% 59.18/24.45  																										|
% 59.18/24.45  																										| Equations (660) can reduce 475 to:
% 59.18/24.45  																										| (277)  ~ (e4 = e3)
% 59.18/24.45  																										|
% 59.18/24.45  																										| Simplifying 277 yields:
% 59.18/24.45  																										| (188)  ~ (e4 = e3)
% 59.18/24.45  																										|
% 59.18/24.45  																										| From (660) and (186) follows:
% 59.18/24.45  																										| (1552) op(e1, e2) = e3
% 59.18/24.45  																										|
% 59.18/24.45  																										+-Applying beta-rule and splitting (144), into two cases.
% 59.18/24.45  																										|-Branch one:
% 59.18/24.45  																										| (403) all_0_41_41 = e3
% 59.18/24.45  																										|
% 59.18/24.45  																											| Equations (403) can reduce 214 to:
% 59.18/24.45  																											| (404)  ~ (all_0_42_42 = e3)
% 59.18/24.45  																											|
% 59.18/24.45  																											| Simplifying 404 yields:
% 59.18/24.45  																											| (405)  ~ (all_0_42_42 = e3)
% 59.18/24.45  																											|
% 59.18/24.45  																											| Equations (403) can reduce 149 to:
% 59.18/24.45  																											| (406)  ~ (all_0_44_44 = e3)
% 59.18/24.45  																											|
% 59.18/24.45  																											| Simplifying 406 yields:
% 59.18/24.45  																											| (407)  ~ (all_0_44_44 = e3)
% 59.18/24.45  																											|
% 59.18/24.45  																											| Equations (403) can reduce 221 to:
% 59.18/24.45  																											| (410)  ~ (all_0_50_50 = e3)
% 59.18/24.45  																											|
% 59.18/24.45  																											| Simplifying 410 yields:
% 59.18/24.45  																											| (411)  ~ (all_0_50_50 = e3)
% 59.18/24.45  																											|
% 59.18/24.45  																											| Equations (403) can reduce 191 to:
% 59.18/24.45  																											| (269)  ~ (all_0_55_55 = e3)
% 59.18/24.45  																											|
% 59.18/24.45  																											| Simplifying 269 yields:
% 59.18/24.45  																											| (270)  ~ (all_0_55_55 = e3)
% 59.18/24.45  																											|
% 59.18/24.45  																											| Equations (403) can reduce 85 to:
% 59.18/24.45  																											| (212)  ~ (e3 = e2)
% 59.18/24.45  																											|
% 59.18/24.45  																											| Equations (403) can reduce 357 to:
% 59.18/24.45  																											| (80)  ~ (e3 = e0)
% 59.18/24.45  																											|
% 59.18/24.45  																											+-Applying beta-rule and splitting (64), into two cases.
% 59.18/24.45  																											|-Branch one:
% 59.18/24.45  																											| (437) all_0_41_41 = e4
% 59.18/24.45  																											|
% 59.18/24.45  																												| Combining equations (437,403) yields a new equation:
% 59.18/24.45  																												| (424) e4 = e3
% 59.18/24.45  																												|
% 59.18/24.45  																												| Simplifying 424 yields:
% 59.18/24.45  																												| (425) e4 = e3
% 59.18/24.45  																												|
% 59.18/24.45  																												| Equations (425) can reduce 188 to:
% 59.18/24.45  																												| (266) $false
% 59.18/24.45  																												|
% 59.18/24.45  																												|-The branch is then unsatisfiable
% 59.18/24.45  																											|-Branch two:
% 59.18/24.45  																											| (440)  ~ (all_0_41_41 = e4)
% 59.18/24.45  																											| (441) all_0_42_42 = e4 | all_0_43_43 = e4 | all_0_44_44 = e4
% 59.18/24.45  																											|
% 59.18/24.45  																												| Equations (403) can reduce 440 to:
% 59.18/24.45  																												| (277)  ~ (e4 = e3)
% 59.18/24.45  																												|
% 59.18/24.45  																												| Simplifying 277 yields:
% 59.18/24.45  																												| (188)  ~ (e4 = e3)
% 59.18/24.45  																												|
% 59.18/24.45  																												+-Applying beta-rule and splitting (189), into two cases.
% 59.18/24.45  																												|-Branch one:
% 59.18/24.45  																												| (532) all_0_44_44 = e3
% 59.18/24.45  																												|
% 59.18/24.45  																													| Equations (532) can reduce 407 to:
% 59.18/24.45  																													| (266) $false
% 59.18/24.45  																													|
% 59.18/24.45  																													|-The branch is then unsatisfiable
% 59.18/24.45  																												|-Branch two:
% 59.18/24.45  																												| (407)  ~ (all_0_44_44 = e3)
% 59.18/24.45  																												| (537) all_0_49_49 = e3 | all_0_53_53 = e3 | all_0_58_58 = e3
% 59.18/24.45  																												|
% 59.18/24.45  																													+-Applying beta-rule and splitting (422), into two cases.
% 59.18/24.45  																													|-Branch one:
% 59.18/24.45  																													| (775) all_0_50_50 = e4
% 59.18/24.45  																													|
% 59.18/24.45  																														| Equations (775) can reduce 566 to:
% 59.18/24.45  																														| (266) $false
% 59.18/24.45  																														|
% 59.18/24.45  																														|-The branch is then unsatisfiable
% 59.18/24.45  																													|-Branch two:
% 59.18/24.45  																													| (566)  ~ (all_0_50_50 = e4)
% 59.18/24.45  																													| (1444) all_0_50_50 = e3 | all_0_50_50 = e1
% 59.18/24.45  																													|
% 59.18/24.45  																														+-Applying beta-rule and splitting (441), into two cases.
% 59.18/24.45  																														|-Branch one:
% 59.18/24.45  																														| (1392) all_0_42_42 = e4
% 59.18/24.45  																														|
% 59.18/24.45  																															| Equations (1392) can reduce 405 to:
% 59.18/24.45  																															| (188)  ~ (e4 = e3)
% 59.18/24.45  																															|
% 59.18/24.45  																															| From (1392) and (210) follows:
% 59.18/24.45  																															| (4074) op(e3, e2) = e4
% 59.18/24.45  																															|
% 59.18/24.45  																															+-Applying beta-rule and splitting (171), into two cases.
% 59.18/24.45  																															|-Branch one:
% 59.18/24.45  																															| (265) all_0_54_54 = e4
% 59.18/24.45  																															|
% 59.18/24.45  																																| Combining equations (268,265) yields a new equation:
% 59.18/24.45  																																| (425) e4 = e3
% 59.18/24.45  																																|
% 59.18/24.45  																																| Equations (425) can reduce 188 to:
% 59.18/24.45  																																| (266) $false
% 59.18/24.45  																																|
% 59.18/24.45  																																|-The branch is then unsatisfiable
% 59.18/24.45  																															|-Branch two:
% 59.18/24.45  																															| (258)  ~ (all_0_54_54 = e4)
% 59.18/24.45  																															| (575) all_0_55_55 = e4 | all_0_56_56 = e4 | all_0_57_57 = e4 | all_0_58_58 = e4
% 59.18/24.45  																															|
% 59.18/24.45  																																| Equations (268) can reduce 258 to:
% 59.18/24.45  																																| (277)  ~ (e4 = e3)
% 59.18/24.45  																																|
% 59.18/24.45  																																| Simplifying 277 yields:
% 59.18/24.45  																																| (188)  ~ (e4 = e3)
% 59.18/24.45  																																|
% 59.18/24.45  																																+-Applying beta-rule and splitting (78), into two cases.
% 59.18/24.45  																																|-Branch one:
% 59.18/24.45  																																| (423) all_0_45_45 = e3
% 59.18/24.45  																																|
% 59.18/24.45  																																	| Combining equations (248,423) yields a new equation:
% 59.18/24.45  																																	| (424) e4 = e3
% 59.18/24.45  																																	|
% 59.18/24.45  																																	| Simplifying 424 yields:
% 59.18/24.45  																																	| (425) e4 = e3
% 59.18/24.45  																																	|
% 59.18/24.45  																																	| Equations (425) can reduce 188 to:
% 59.18/24.45  																																	| (266) $false
% 59.18/24.45  																																	|
% 59.18/24.45  																																	|-The branch is then unsatisfiable
% 59.18/24.45  																																|-Branch two:
% 59.18/24.45  																																| (427)  ~ (all_0_45_45 = e3)
% 59.18/24.45  																																| (428) all_0_46_46 = e3 | all_0_47_47 = e3 | all_0_49_49 = e3
% 59.18/24.45  																																|
% 59.18/24.45  																																	+-Applying beta-rule and splitting (428), into two cases.
% 59.18/24.45  																																	|-Branch one:
% 59.18/24.45  																																	| (1557) all_0_46_46 = e3
% 59.18/24.45  																																	|
% 59.18/24.45  																																		| Combining equations (1794,1557) yields a new equation:
% 59.18/24.45  																																		| (662) e3 = e2
% 59.18/24.45  																																		|
% 59.18/24.45  																																		| Equations (662) can reduce 212 to:
% 59.18/24.45  																																		| (266) $false
% 59.18/24.45  																																		|
% 59.18/24.45  																																		|-The branch is then unsatisfiable
% 59.18/24.45  																																	|-Branch two:
% 59.18/24.45  																																	| (409)  ~ (all_0_46_46 = e3)
% 59.18/24.45  																																	| (1561) all_0_47_47 = e3 | all_0_49_49 = e3
% 59.18/24.45  																																	|
% 59.18/24.45  																																		+-Applying beta-rule and splitting (1444), into two cases.
% 59.18/24.45  																																		|-Branch one:
% 59.18/24.45  																																		| (601) all_0_50_50 = e1
% 59.18/24.45  																																		|
% 59.18/24.45  																																			| Equations (601) can reduce 93 to:
% 59.18/24.45  																																			| (2331)  ~ (all_0_55_55 = e1)
% 59.18/24.45  																																			|
% 59.18/24.45  																																			| Simplifying 2331 yields:
% 59.18/24.45  																																			| (632)  ~ (all_0_55_55 = e1)
% 59.18/24.45  																																			|
% 59.18/24.45  																																			| Equations (601) can reduce 566 to:
% 59.18/24.45  																																			| (602)  ~ (e4 = e1)
% 59.18/24.45  																																			|
% 59.18/24.45  																																			| Simplifying 602 yields:
% 59.18/24.45  																																			| (110)  ~ (e4 = e1)
% 59.18/24.45  																																			|
% 59.18/24.45  																																			| Equations (601) can reduce 121 to:
% 59.18/24.45  																																			| (233)  ~ (e1 = e0)
% 59.18/24.45  																																			|
% 59.18/24.45  																																			| From (601) and (242) follows:
% 59.18/24.45  																																			| (2235) op(e1, e3) = e1
% 59.18/24.45  																																			|
% 59.18/24.45  																																			+-Applying beta-rule and splitting (174), into two cases.
% 59.18/24.45  																																			|-Branch one:
% 59.18/24.45  																																			| (386) all_0_55_55 = e2
% 59.18/24.45  																																			|
% 59.18/24.45  																																				| Equations (386) can reduce 304 to:
% 59.18/24.45  																																				| (266) $false
% 59.18/24.45  																																				|
% 59.18/24.45  																																				|-The branch is then unsatisfiable
% 59.18/24.45  																																			|-Branch two:
% 59.18/24.45  																																			| (304)  ~ (all_0_55_55 = e2)
% 59.18/24.45  																																			| (2051) all_0_55_55 = e4 | all_0_55_55 = e3 | all_0_55_55 = e1 | all_0_55_55 = e0
% 59.18/24.45  																																			|
% 59.18/24.45  																																				+-Applying beta-rule and splitting (1561), into two cases.
% 59.18/24.45  																																				|-Branch one:
% 59.18/24.45  																																				| (522) all_0_47_47 = e3
% 59.18/24.45  																																				|
% 59.18/24.45  																																					| Equations (522) can reduce 1091 to:
% 59.18/24.45  																																					| (266) $false
% 59.18/24.45  																																					|
% 59.18/24.45  																																					|-The branch is then unsatisfiable
% 59.18/24.45  																																				|-Branch two:
% 59.18/24.45  																																				| (1091)  ~ (all_0_47_47 = e3)
% 59.18/24.45  																																				| (884) all_0_49_49 = e3
% 59.18/24.45  																																				|
% 59.18/24.45  																																					| Equations (884) can reduce 9 to:
% 59.18/24.45  																																					| (407)  ~ (all_0_44_44 = e3)
% 59.18/24.45  																																					|
% 59.18/24.45  																																					| Equations (884) can reduce 86 to:
% 59.18/24.45  																																					| (1091)  ~ (all_0_47_47 = e3)
% 59.18/24.45  																																					|
% 59.18/24.45  																																					| Equations (884) can reduce 1064 to:
% 59.18/24.45  																																					| (213)  ~ (e3 = e1)
% 59.18/24.45  																																					|
% 59.18/24.45  																																					| From (884) and (55) follows:
% 59.18/24.45  																																					| (1581) op(e2, e0) = e3
% 59.18/24.45  																																					|
% 59.18/24.45  																																					+-Applying beta-rule and splitting (103), into two cases.
% 59.18/24.45  																																					|-Branch one:
% 59.18/24.45  																																					| (453) all_0_41_41 = e1
% 59.18/24.45  																																					|
% 59.18/24.45  																																						| Combining equations (453,403) yields a new equation:
% 59.18/24.45  																																						| (455) e3 = e1
% 59.18/24.45  																																						|
% 59.18/24.45  																																						| Equations (455) can reduce 213 to:
% 59.18/24.45  																																						| (266) $false
% 59.18/24.45  																																						|
% 59.18/24.45  																																						|-The branch is then unsatisfiable
% 59.18/24.45  																																					|-Branch two:
% 59.18/24.45  																																					| (457)  ~ (all_0_41_41 = e1)
% 59.18/24.45  																																					| (458) all_0_42_42 = e1 | all_0_43_43 = e1 | all_0_44_44 = e1
% 59.18/24.45  																																					|
% 59.18/24.45  																																						+-Applying beta-rule and splitting (458), into two cases.
% 59.18/24.45  																																						|-Branch one:
% 59.18/24.45  																																						| (459) all_0_42_42 = e1
% 59.18/24.45  																																						|
% 59.18/24.45  																																							| Combining equations (1392,459) yields a new equation:
% 59.18/24.45  																																							| (636) e4 = e1
% 59.18/24.45  																																							|
% 59.18/24.45  																																							| Simplifying 636 yields:
% 59.18/24.45  																																							| (630) e4 = e1
% 59.18/24.45  																																							|
% 59.18/24.45  																																							| Equations (630) can reduce 110 to:
% 59.18/24.45  																																							| (266) $false
% 59.18/24.45  																																							|
% 59.18/24.45  																																							|-The branch is then unsatisfiable
% 59.18/24.45  																																						|-Branch two:
% 59.18/24.45  																																						| (1380)  ~ (all_0_42_42 = e1)
% 59.18/24.45  																																						| (1381) all_0_43_43 = e1 | all_0_44_44 = e1
% 59.18/24.45  																																						|
% 59.18/24.45  																																							+-Applying beta-rule and splitting (1381), into two cases.
% 59.18/24.45  																																							|-Branch one:
% 59.18/24.45  																																							| (430) all_0_43_43 = e1
% 59.18/24.45  																																							|
% 59.18/24.45  																																								| Combining equations (356,430) yields a new equation:
% 59.18/24.45  																																								| (431) e1 = e0
% 59.18/24.45  																																								|
% 59.18/24.45  																																								| Equations (431) can reduce 233 to:
% 59.18/24.45  																																								| (266) $false
% 59.18/24.45  																																								|
% 59.18/24.45  																																								|-The branch is then unsatisfiable
% 59.18/24.45  																																							|-Branch two:
% 59.18/24.45  																																							| (433)  ~ (all_0_43_43 = e1)
% 59.18/24.45  																																							| (635) all_0_44_44 = e1
% 59.18/24.45  																																							|
% 59.18/24.45  																																								| Equations (635) can reduce 181 to:
% 59.18/24.45  																																								| (879)  ~ (all_0_58_58 = e1)
% 59.18/24.45  																																								|
% 59.18/24.45  																																								| Simplifying 879 yields:
% 59.18/24.45  																																								| (880)  ~ (all_0_58_58 = e1)
% 59.18/24.45  																																								|
% 59.18/24.45  																																								| Equations (635) can reduce 407 to:
% 59.18/24.45  																																								| (467)  ~ (e3 = e1)
% 59.18/24.45  																																								|
% 59.18/24.45  																																								| Simplifying 467 yields:
% 59.18/24.45  																																								| (213)  ~ (e3 = e1)
% 59.18/24.45  																																								|
% 59.18/24.45  																																								| Equations (635) can reduce 360 to:
% 59.18/24.45  																																								| (233)  ~ (e1 = e0)
% 59.18/24.45  																																								|
% 59.18/24.45  																																								| From (635) and (138) follows:
% 59.18/24.45  																																								| (1423) op(e3, e0) = e1
% 59.18/24.45  																																								|
% 59.18/24.45  																																								+-Applying beta-rule and splitting (184), into two cases.
% 59.18/24.45  																																								|-Branch one:
% 59.18/24.45  																																								| (538) all_0_46_46 = e0
% 59.18/24.45  																																								|
% 59.18/24.45  																																									| Combining equations (1794,538) yields a new equation:
% 59.18/24.45  																																									| (391) e2 = e0
% 59.18/24.45  																																									|
% 59.18/24.45  																																									| Simplifying 391 yields:
% 59.18/24.45  																																									| (330) e2 = e0
% 59.18/24.45  																																									|
% 59.18/24.45  																																									| Equations (330) can reduce 128 to:
% 59.18/24.45  																																									| (266) $false
% 59.18/24.45  																																									|
% 59.18/24.45  																																									|-The branch is then unsatisfiable
% 59.18/24.45  																																								|-Branch two:
% 59.18/24.45  																																								| (831)  ~ (all_0_46_46 = e0)
% 59.18/24.45  																																								| (832) all_0_47_47 = e0 | all_0_48_48 = e0 | all_0_49_49 = e0
% 59.18/24.45  																																								|
% 59.18/24.45  																																									+-Applying beta-rule and splitting (2051), into two cases.
% 59.18/24.45  																																									|-Branch one:
% 59.18/24.45  																																									| (587) all_0_55_55 = e4
% 59.18/24.45  																																									|
% 59.18/24.45  																																										| Equations (587) can reduce 632 to:
% 59.18/24.45  																																										| (110)  ~ (e4 = e1)
% 59.18/24.45  																																										|
% 59.18/24.45  																																										| Equations (587) can reduce 803 to:
% 59.18/24.45  																																										| (49)  ~ (e4 = e0)
% 59.18/24.45  																																										|
% 59.18/24.45  																																										+-Applying beta-rule and splitting (75), into two cases.
% 59.18/24.45  																																										|-Branch one:
% 59.18/24.45  																																										| (485) all_0_40_40 = e0
% 59.18/24.45  																																										|
% 59.18/24.45  																																											| Combining equations (1378,485) yields a new equation:
% 59.18/24.45  																																											| (481) e4 = e0
% 59.18/24.45  																																											|
% 59.18/24.45  																																											| Simplifying 481 yields:
% 59.18/24.45  																																											| (397) e4 = e0
% 59.18/24.45  																																											|
% 59.18/24.45  																																											| Equations (397) can reduce 49 to:
% 59.18/24.45  																																											| (266) $false
% 59.18/24.45  																																											|
% 59.18/24.45  																																											|-The branch is then unsatisfiable
% 59.18/24.45  																																										|-Branch two:
% 59.18/24.45  																																										| (1401)  ~ (all_0_40_40 = e0)
% 59.18/24.45  																																										| (1748) all_0_44_44 = e0 | all_0_49_49 = e0 | all_0_58_58 = e0
% 59.18/24.45  																																										|
% 59.18/24.45  																																											+-Applying beta-rule and splitting (1748), into two cases.
% 59.18/24.45  																																											|-Branch one:
% 59.18/24.45  																																											| (1414) all_0_44_44 = e0
% 59.18/24.45  																																											|
% 59.18/24.45  																																												| Combining equations (635,1414) yields a new equation:
% 59.18/24.45  																																												| (546) e1 = e0
% 59.18/24.45  																																												|
% 59.18/24.45  																																												| Simplifying 546 yields:
% 59.18/24.45  																																												| (431) e1 = e0
% 59.18/24.45  																																												|
% 59.18/24.45  																																												| Equations (431) can reduce 233 to:
% 59.18/24.45  																																												| (266) $false
% 59.18/24.45  																																												|
% 59.18/24.45  																																												|-The branch is then unsatisfiable
% 59.18/24.45  																																											|-Branch two:
% 59.18/24.45  																																											| (360)  ~ (all_0_44_44 = e0)
% 59.18/24.45  																																											| (1760) all_0_49_49 = e0 | all_0_58_58 = e0
% 59.18/24.45  																																											|
% 59.18/24.45  																																												| Equations (635) can reduce 360 to:
% 59.18/24.45  																																												| (233)  ~ (e1 = e0)
% 59.18/24.45  																																												|
% 59.18/24.45  																																												+-Applying beta-rule and splitting (832), into two cases.
% 59.18/24.45  																																												|-Branch one:
% 59.18/24.45  																																												| (674) all_0_47_47 = e0
% 59.18/24.45  																																												|
% 59.18/24.45  																																													| Equations (674) can reduce 1091 to:
% 59.18/24.45  																																													| (541)  ~ (e3 = e0)
% 59.18/24.45  																																													|
% 59.18/24.45  																																													| Simplifying 541 yields:
% 59.18/24.45  																																													| (80)  ~ (e3 = e0)
% 59.18/24.45  																																													|
% 59.18/24.45  																																													| From (674) and (23) follows:
% 59.18/24.45  																																													| (3148) op(e2, e2) = e0
% 59.18/24.45  																																													|
% 59.18/24.45  																																													+-Applying beta-rule and splitting (133), into two cases.
% 59.18/24.45  																																													|-Branch one:
% 59.18/24.45  																																													| (833) all_0_56_56 = e2
% 59.18/24.45  																																													|
% 59.18/24.45  																																														| Equations (833) can reduce 511 to:
% 59.18/24.45  																																														| (266) $false
% 59.18/24.45  																																														|
% 59.18/24.45  																																														|-The branch is then unsatisfiable
% 59.18/24.45  																																													|-Branch two:
% 59.18/24.45  																																													| (511)  ~ (all_0_56_56 = e2)
% 59.18/24.45  																																													| (836) all_0_56_56 = e4 | all_0_56_56 = e3 | all_0_56_56 = e1 | all_0_56_56 = e0
% 59.18/24.45  																																													|
% 59.18/24.45  																																														+-Applying beta-rule and splitting (216), into two cases.
% 59.18/24.45  																																														|-Branch one:
% 59.18/24.45  																																														| (629) all_0_55_55 = e1
% 59.18/24.45  																																														|
% 59.18/24.45  																																															| Combining equations (587,629) yields a new equation:
% 59.18/24.45  																																															| (636) e4 = e1
% 59.18/24.45  																																															|
% 59.18/24.45  																																															| Simplifying 636 yields:
% 59.18/24.45  																																															| (630) e4 = e1
% 59.18/24.45  																																															|
% 59.18/24.45  																																															| Equations (630) can reduce 110 to:
% 59.18/24.45  																																															| (266) $false
% 59.18/24.45  																																															|
% 59.18/24.45  																																															|-The branch is then unsatisfiable
% 59.18/24.45  																																														|-Branch two:
% 59.18/24.45  																																														| (632)  ~ (all_0_55_55 = e1)
% 59.18/24.45  																																														| (633) all_0_56_56 = e1 | all_0_57_57 = e1 | all_0_58_58 = e1
% 59.18/24.45  																																														|
% 59.18/24.45  																																															| Equations (587) can reduce 632 to:
% 59.18/24.45  																																															| (110)  ~ (e4 = e1)
% 59.18/24.45  																																															|
% 59.18/24.45  																																															+-Applying beta-rule and splitting (131), into two cases.
% 59.18/24.45  																																															|-Branch one:
% 59.18/24.45  																																															| (459) all_0_42_42 = e1
% 59.18/24.45  																																															|
% 59.18/24.45  																																																| Combining equations (459,1392) yields a new equation:
% 59.18/24.45  																																																| (630) e4 = e1
% 59.18/24.45  																																																|
% 59.18/24.45  																																																| Equations (630) can reduce 110 to:
% 59.18/24.45  																																																| (266) $false
% 59.18/24.45  																																																|
% 59.18/24.45  																																																|-The branch is then unsatisfiable
% 59.18/24.45  																																															|-Branch two:
% 59.18/24.45  																																															| (1380)  ~ (all_0_42_42 = e1)
% 59.18/24.45  																																															| (3259) all_0_47_47 = e1 | all_0_51_51 = e1 | all_0_56_56 = e1
% 59.18/24.45  																																															|
% 59.18/24.45  																																																+-Applying beta-rule and splitting (1760), into two cases.
% 59.18/24.45  																																																|-Branch one:
% 59.18/24.45  																																																| (978) all_0_49_49 = e0
% 59.18/24.45  																																																|
% 59.18/24.45  																																																	| Combining equations (884,978) yields a new equation:
% 59.18/24.45  																																																	| (675) e3 = e0
% 59.18/24.45  																																																	|
% 59.18/24.45  																																																	| Simplifying 675 yields:
% 59.18/24.45  																																																	| (676) e3 = e0
% 59.18/24.45  																																																	|
% 59.18/24.45  																																																	| Equations (676) can reduce 80 to:
% 59.18/24.45  																																																	| (266) $false
% 59.18/24.45  																																																	|
% 59.18/24.45  																																																	|-The branch is then unsatisfiable
% 59.18/24.45  																																																|-Branch two:
% 59.18/24.45  																																																| (487)  ~ (all_0_49_49 = e0)
% 59.18/24.45  																																																| (914) all_0_58_58 = e0
% 59.18/24.45  																																																|
% 59.18/24.45  																																																	| Equations (914) can reduce 44 to:
% 59.18/24.45  																																																	| (828)  ~ (all_0_56_56 = e0)
% 59.18/24.45  																																																	|
% 59.18/24.45  																																																	| Equations (914) can reduce 880 to:
% 59.18/24.45  																																																	| (435)  ~ (e1 = e0)
% 59.18/24.45  																																																	|
% 59.18/24.45  																																																	| Simplifying 435 yields:
% 59.18/24.45  																																																	| (233)  ~ (e1 = e0)
% 59.18/24.45  																																																	|
% 59.18/24.45  																																																	+-Applying beta-rule and splitting (3259), into two cases.
% 59.18/24.45  																																																	|-Branch one:
% 59.18/24.45  																																																	| (654) all_0_47_47 = e1
% 59.18/24.45  																																																	|
% 59.18/24.45  																																																		| Combining equations (674,654) yields a new equation:
% 59.18/24.45  																																																		| (431) e1 = e0
% 59.18/24.45  																																																		|
% 59.18/24.45  																																																		| Equations (431) can reduce 233 to:
% 59.18/24.45  																																																		| (266) $false
% 59.18/24.45  																																																		|
% 59.18/24.45  																																																		|-The branch is then unsatisfiable
% 59.18/24.45  																																																	|-Branch two:
% 59.18/24.45  																																																	| (462)  ~ (all_0_47_47 = e1)
% 59.18/24.45  																																																	| (3264) all_0_51_51 = e1 | all_0_56_56 = e1
% 59.18/24.45  																																																	|
% 59.18/24.45  																																																		+-Applying beta-rule and splitting (3264), into two cases.
% 59.18/24.45  																																																		|-Branch one:
% 59.18/24.45  																																																		| (1109) all_0_51_51 = e1
% 59.18/24.45  																																																		|
% 59.18/24.45  																																																			| Combining equations (660,1109) yields a new equation:
% 59.18/24.45  																																																			| (454) e3 = e1
% 59.18/24.45  																																																			|
% 59.18/24.45  																																																			| Simplifying 454 yields:
% 59.18/24.45  																																																			| (455) e3 = e1
% 59.18/24.45  																																																			|
% 59.18/24.45  																																																			| Equations (455) can reduce 213 to:
% 59.18/24.45  																																																			| (266) $false
% 59.18/24.45  																																																			|
% 59.18/24.45  																																																			|-The branch is then unsatisfiable
% 59.18/24.45  																																																		|-Branch two:
% 59.18/24.45  																																																		| (464)  ~ (all_0_51_51 = e1)
% 59.18/24.45  																																																		| (1569) all_0_56_56 = e1
% 59.18/24.45  																																																		|
% 59.18/24.45  																																																			| Equations (1569) can reduce 511 to:
% 59.18/24.45  																																																			| (604)  ~ (e2 = e1)
% 59.18/24.45  																																																			|
% 59.18/24.45  																																																			| Simplifying 604 yields:
% 59.18/24.45  																																																			| (122)  ~ (e2 = e1)
% 59.18/24.45  																																																			|
% 59.18/24.45  																																																			| Equations (1569) can reduce 828 to:
% 59.18/24.45  																																																			| (233)  ~ (e1 = e0)
% 59.18/24.45  																																																			|
% 59.18/24.45  																																																			+-Applying beta-rule and splitting (56), into two cases.
% 59.18/24.45  																																																			|-Branch one:
% 59.18/24.45  																																																			| (696) unit = e2
% 59.18/24.45  																																																			|
% 59.18/24.45  																																																				| From (696) and (227) follows:
% 59.18/24.45  																																																				| (4284) op(e4, e2) = e4
% 59.18/24.45  																																																				|
% 59.18/24.45  																																																				| From (696) and (40) follows:
% 59.18/24.46  																																																				| (4285) op(e3, e2) = e3
% 59.18/24.46  																																																				|
% 59.18/24.46  																																																				| From (696) and (32) follows:
% 59.18/24.46  																																																				| (698) op(e2, e2) = e2
% 59.18/24.46  																																																				|
% 59.18/24.46  																																																				| From (696) and (28) follows:
% 59.18/24.46  																																																				| (699) op(e1, e2) = e1
% 59.18/24.46  																																																				|
% 59.18/24.46  																																																				| Instantiating formula (29) with e4, e2, e4, e2 and discharging atoms op(e4, e2) = e4, op(e4, e2) = e2, yields:
% 59.18/24.46  																																																				| (323) e4 = e2
% 59.18/24.46  																																																				|
% 59.18/24.46  																																																				| Instantiating formula (29) with e3, e2, e3, e4 and discharging atoms op(e3, e2) = e4, op(e3, e2) = e3, yields:
% 59.18/24.46  																																																				| (425) e4 = e3
% 59.18/24.46  																																																				|
% 59.18/24.46  																																																				| Instantiating formula (29) with e2, e2, e2, e0 and discharging atoms op(e2, e2) = e2, op(e2, e2) = e0, yields:
% 59.18/24.46  																																																				| (330) e2 = e0
% 59.18/24.46  																																																				|
% 59.18/24.46  																																																				| Instantiating formula (29) with e1, e2, e1, e3 and discharging atoms op(e1, e2) = e3, op(e1, e2) = e1, yields:
% 59.18/24.46  																																																				| (455) e3 = e1
% 59.18/24.46  																																																				|
% 59.18/24.46  																																																				| Combining equations (323,425) yields a new equation:
% 59.18/24.46  																																																				| (662) e3 = e2
% 59.18/24.46  																																																				|
% 59.18/24.46  																																																				| Combining equations (662,455) yields a new equation:
% 59.18/24.46  																																																				| (616) e2 = e1
% 59.18/24.46  																																																				|
% 59.18/24.46  																																																				| Simplifying 616 yields:
% 59.18/24.46  																																																				| (617) e2 = e1
% 59.18/24.46  																																																				|
% 59.18/24.46  																																																				| Combining equations (617,330) yields a new equation:
% 59.18/24.46  																																																				| (546) e1 = e0
% 59.18/24.46  																																																				|
% 59.18/24.46  																																																				| Simplifying 546 yields:
% 59.18/24.46  																																																				| (431) e1 = e0
% 59.18/24.46  																																																				|
% 59.18/24.46  																																																				| Equations (431) can reduce 233 to:
% 59.18/24.46  																																																				| (266) $false
% 59.18/24.46  																																																				|
% 59.18/24.46  																																																				|-The branch is then unsatisfiable
% 59.18/24.46  																																																			|-Branch two:
% 59.18/24.46  																																																			| (707)  ~ (unit = e2)
% 59.18/24.46  																																																			| (708) unit = e4 | unit = e3 | unit = e1 | unit = e0
% 59.18/24.46  																																																			|
% 59.18/24.46  																																																				+-Applying beta-rule and splitting (708), into two cases.
% 59.18/24.46  																																																				|-Branch one:
% 59.18/24.46  																																																				| (709) unit = e4
% 59.18/24.46  																																																				|
% 59.18/24.46  																																																					| From (709) and (211) follows:
% 59.18/24.46  																																																					| (22527) op(e4, e1) = e1
% 59.18/24.46  																																																					|
% 59.18/24.46  																																																					| From (709) and (42) follows:
% 59.18/24.46  																																																					| (713) op(e0, e4) = e0
% 59.18/24.46  																																																					|
% 59.18/24.46  																																																					| Instantiating formula (29) with e4, e1, e1, e3 and discharging atoms op(e4, e1) = e3, op(e4, e1) = e1, yields:
% 59.18/24.46  																																																					| (455) e3 = e1
% 59.18/24.46  																																																					|
% 59.18/24.46  																																																					| Instantiating formula (29) with e0, e4, e0, e3 and discharging atoms op(e0, e4) = e3, op(e0, e4) = e0, yields:
% 59.18/24.46  																																																					| (676) e3 = e0
% 59.18/24.46  																																																					|
% 59.18/24.46  																																																					| Combining equations (455,676) yields a new equation:
% 59.18/24.46  																																																					| (546) e1 = e0
% 59.18/24.46  																																																					|
% 59.18/24.46  																																																					| Simplifying 546 yields:
% 59.18/24.46  																																																					| (431) e1 = e0
% 59.18/24.46  																																																					|
% 59.18/24.46  																																																					| Equations (431) can reduce 233 to:
% 59.18/24.46  																																																					| (266) $false
% 59.18/24.46  																																																					|
% 59.18/24.46  																																																					|-The branch is then unsatisfiable
% 59.18/24.46  																																																				|-Branch two:
% 59.18/24.46  																																																				| (724)  ~ (unit = e4)
% 59.18/24.46  																																																				| (725) unit = e3 | unit = e1 | unit = e0
% 59.18/24.46  																																																				|
% 59.18/24.46  																																																					+-Applying beta-rule and splitting (725), into two cases.
% 59.18/24.46  																																																					|-Branch one:
% 59.18/24.46  																																																					| (726) unit = e0
% 59.18/24.46  																																																					|
% 59.18/24.46  																																																						| From (726) and (40) follows:
% 59.18/24.46  																																																						| (1639) op(e3, e0) = e3
% 59.18/24.46  																																																						|
% 59.18/24.46  																																																						| From (726) and (32) follows:
% 59.18/24.46  																																																						| (727) op(e2, e0) = e2
% 59.18/24.46  																																																						|
% 59.18/24.46  																																																						| Instantiating formula (29) with e3, e0, e3, e1 and discharging atoms op(e3, e0) = e3, op(e3, e0) = e1, yields:
% 59.18/24.46  																																																						| (455) e3 = e1
% 59.18/24.46  																																																						|
% 59.18/24.46  																																																						| Instantiating formula (29) with e2, e0, e2, e3 and discharging atoms op(e2, e0) = e3, op(e2, e0) = e2, yields:
% 59.18/24.46  																																																						| (662) e3 = e2
% 59.18/24.46  																																																						|
% 59.18/24.46  																																																						| Combining equations (662,455) yields a new equation:
% 59.18/24.46  																																																						| (616) e2 = e1
% 59.18/24.46  																																																						|
% 59.18/24.46  																																																						| Simplifying 616 yields:
% 59.18/24.46  																																																						| (617) e2 = e1
% 59.18/24.46  																																																						|
% 59.18/24.46  																																																						| Equations (617) can reduce 122 to:
% 59.18/24.46  																																																						| (266) $false
% 59.18/24.46  																																																						|
% 59.18/24.46  																																																						|-The branch is then unsatisfiable
% 59.18/24.46  																																																					|-Branch two:
% 59.18/24.46  																																																					| (734)  ~ (unit = e0)
% 59.18/24.46  																																																					| (735) unit = e3 | unit = e1
% 59.18/24.46  																																																					|
% 59.18/24.46  																																																						+-Applying beta-rule and splitting (735), into two cases.
% 59.18/24.46  																																																						|-Branch one:
% 59.18/24.46  																																																						| (736) unit = e1
% 59.18/24.46  																																																						|
% 59.18/24.46  																																																							| Equations (736) can reduce 734 to:
% 59.18/24.46  																																																							| (233)  ~ (e1 = e0)
% 59.18/24.46  																																																							|
% 59.18/24.46  																																																							| From (736) and (24) follows:
% 59.18/24.46  																																																							| (1934) op(e1, e3) = e3
% 59.18/24.46  																																																							|
% 59.18/24.46  																																																							| From (736) and (15) follows:
% 59.18/24.46  																																																							| (515) op(e1, e2) = e2
% 59.18/24.46  																																																							|
% 59.18/24.46  																																																							| From (736) and (42) follows:
% 59.18/24.46  																																																							| (3221) op(e0, e1) = e0
% 59.18/24.46  																																																							|
% 59.18/24.46  																																																							| Instantiating formula (29) with e1, e3, e3, e1 and discharging atoms op(e1, e3) = e3, op(e1, e3) = e1, yields:
% 59.18/24.46  																																																							| (455) e3 = e1
% 59.18/24.46  																																																							|
% 59.18/24.46  																																																							| Instantiating formula (29) with e1, e2, e2, e3 and discharging atoms op(e1, e2) = e3, op(e1, e2) = e2, yields:
% 59.18/24.46  																																																							| (662) e3 = e2
% 59.18/24.46  																																																							|
% 59.18/24.46  																																																							| Instantiating formula (29) with e0, e1, e0, e2 and discharging atoms op(e0, e1) = e2, op(e0, e1) = e0, yields:
% 59.18/24.46  																																																							| (330) e2 = e0
% 59.18/24.46  																																																							|
% 59.18/24.46  																																																							| Combining equations (662,455) yields a new equation:
% 59.18/24.46  																																																							| (616) e2 = e1
% 59.18/24.46  																																																							|
% 59.18/24.46  																																																							| Simplifying 616 yields:
% 59.18/24.46  																																																							| (617) e2 = e1
% 59.18/24.46  																																																							|
% 59.18/24.46  																																																							| Combining equations (617,330) yields a new equation:
% 59.18/24.46  																																																							| (546) e1 = e0
% 59.18/24.46  																																																							|
% 59.18/24.46  																																																							| Simplifying 546 yields:
% 59.18/24.46  																																																							| (431) e1 = e0
% 59.18/24.46  																																																							|
% 59.18/24.46  																																																							| Equations (431) can reduce 233 to:
% 59.18/24.46  																																																							| (266) $false
% 59.18/24.46  																																																							|
% 59.18/24.46  																																																							|-The branch is then unsatisfiable
% 59.18/24.46  																																																						|-Branch two:
% 59.18/24.46  																																																						| (748)  ~ (unit = e1)
% 59.18/24.46  																																																						| (749) unit = e3
% 59.18/24.46  																																																						|
% 59.18/24.46  																																																							| From (749) and (209) follows:
% 59.18/24.46  																																																							| (1667) op(e3, e0) = e0
% 59.18/24.46  																																																							|
% 59.18/24.46  																																																							| Instantiating formula (29) with e3, e0, e0, e1 and discharging atoms op(e3, e0) = e1, op(e3, e0) = e0, yields:
% 59.18/24.46  																																																							| (431) e1 = e0
% 59.18/24.46  																																																							|
% 59.18/24.46  																																																							| Equations (431) can reduce 233 to:
% 59.18/24.46  																																																							| (266) $false
% 59.18/24.46  																																																							|
% 59.18/24.46  																																																							|-The branch is then unsatisfiable
% 59.18/24.46  																																												|-Branch two:
% 59.18/24.46  																																												| (678)  ~ (all_0_47_47 = e0)
% 59.18/24.46  																																												| (1278) all_0_48_48 = e0 | all_0_49_49 = e0
% 59.18/24.46  																																												|
% 59.18/24.46  																																													+-Applying beta-rule and splitting (1278), into two cases.
% 59.18/24.46  																																													|-Branch one:
% 59.18/24.46  																																													| (1279) all_0_48_48 = e0
% 59.18/24.46  																																													|
% 59.18/24.46  																																														| Combining equations (615,1279) yields a new equation:
% 59.18/24.46  																																														| (546) e1 = e0
% 59.18/24.46  																																														|
% 59.18/24.46  																																														| Simplifying 546 yields:
% 59.18/24.46  																																														| (431) e1 = e0
% 59.18/24.46  																																														|
% 59.18/24.46  																																														| Equations (431) can reduce 233 to:
% 59.18/24.46  																																														| (266) $false
% 59.18/24.46  																																														|
% 59.18/24.46  																																														|-The branch is then unsatisfiable
% 59.18/24.46  																																													|-Branch two:
% 59.18/24.46  																																													| (1283)  ~ (all_0_48_48 = e0)
% 59.18/24.46  																																													| (978) all_0_49_49 = e0
% 59.18/24.46  																																													|
% 59.18/24.46  																																														| Combining equations (884,978) yields a new equation:
% 59.18/24.46  																																														| (675) e3 = e0
% 59.18/24.46  																																														|
% 59.18/24.46  																																														| Simplifying 675 yields:
% 59.18/24.46  																																														| (676) e3 = e0
% 59.18/24.46  																																														|
% 59.18/24.46  																																														| Equations (676) can reduce 80 to:
% 59.18/24.46  																																														| (266) $false
% 59.18/24.46  																																														|
% 59.18/24.46  																																														|-The branch is then unsatisfiable
% 59.18/24.46  																																									|-Branch two:
% 59.18/24.46  																																									| (763)  ~ (all_0_55_55 = e4)
% 59.18/24.46  																																									| (2055) all_0_55_55 = e3 | all_0_55_55 = e1 | all_0_55_55 = e0
% 59.18/24.46  																																									|
% 59.18/24.46  																																										+-Applying beta-rule and splitting (2055), into two cases.
% 59.18/24.46  																																										|-Branch one:
% 59.18/24.46  																																										| (858) all_0_55_55 = e0
% 59.18/24.46  																																										|
% 59.18/24.46  																																											| Equations (858) can reduce 803 to:
% 59.18/24.46  																																											| (266) $false
% 59.18/24.46  																																											|
% 59.18/24.46  																																											|-The branch is then unsatisfiable
% 59.18/24.46  																																										|-Branch two:
% 59.18/24.46  																																										| (803)  ~ (all_0_55_55 = e0)
% 59.18/24.46  																																										| (2315) all_0_55_55 = e3 | all_0_55_55 = e1
% 59.18/24.46  																																										|
% 59.18/24.46  																																											+-Applying beta-rule and splitting (216), into two cases.
% 59.18/24.46  																																											|-Branch one:
% 59.18/24.46  																																											| (629) all_0_55_55 = e1
% 59.18/24.46  																																											|
% 59.18/24.46  																																												| Equations (629) can reduce 632 to:
% 59.18/24.46  																																												| (266) $false
% 59.18/24.46  																																												|
% 59.18/24.46  																																												|-The branch is then unsatisfiable
% 59.18/24.46  																																											|-Branch two:
% 59.18/24.46  																																											| (632)  ~ (all_0_55_55 = e1)
% 59.18/24.46  																																											| (633) all_0_56_56 = e1 | all_0_57_57 = e1 | all_0_58_58 = e1
% 59.18/24.46  																																											|
% 59.18/24.46  																																												+-Applying beta-rule and splitting (2315), into two cases.
% 59.18/24.46  																																												|-Branch one:
% 59.18/24.46  																																												| (629) all_0_55_55 = e1
% 59.18/24.46  																																												|
% 59.18/24.46  																																													| Equations (629) can reduce 632 to:
% 59.18/24.46  																																													| (266) $false
% 59.18/24.46  																																													|
% 59.18/24.46  																																													|-The branch is then unsatisfiable
% 59.18/24.46  																																												|-Branch two:
% 59.18/24.46  																																												| (632)  ~ (all_0_55_55 = e1)
% 59.18/24.46  																																												| (2336) all_0_55_55 = e3
% 59.18/24.46  																																												|
% 59.18/24.46  																																													| Equations (2336) can reduce 270 to:
% 59.18/24.46  																																													| (266) $false
% 59.18/24.46  																																													|
% 59.18/24.46  																																													|-The branch is then unsatisfiable
% 59.18/24.46  																																		|-Branch two:
% 59.18/24.46  																																		| (759)  ~ (all_0_50_50 = e1)
% 59.18/24.46  																																		| (415) all_0_50_50 = e3
% 59.18/24.46  																																		|
% 59.18/24.46  																																			| Equations (415) can reduce 411 to:
% 59.18/24.46  																																			| (266) $false
% 59.18/24.46  																																			|
% 59.18/24.46  																																			|-The branch is then unsatisfiable
% 59.18/24.46  																														|-Branch two:
% 59.18/24.46  																														| (1890)  ~ (all_0_42_42 = e4)
% 59.18/24.46  																														| (1891) all_0_43_43 = e4 | all_0_44_44 = e4
% 59.18/24.46  																														|
% 59.18/24.46  																															+-Applying beta-rule and splitting (78), into two cases.
% 59.18/24.46  																															|-Branch one:
% 59.18/24.46  																															| (423) all_0_45_45 = e3
% 59.18/24.46  																															|
% 59.18/24.46  																																| Combining equations (423,248) yields a new equation:
% 59.18/24.46  																																| (425) e4 = e3
% 59.18/24.46  																																|
% 59.18/24.46  																																| Equations (425) can reduce 188 to:
% 59.18/24.46  																																| (266) $false
% 59.18/24.46  																																|
% 59.18/24.46  																																|-The branch is then unsatisfiable
% 59.18/24.46  																															|-Branch two:
% 59.18/24.46  																															| (427)  ~ (all_0_45_45 = e3)
% 59.18/24.46  																															| (428) all_0_46_46 = e3 | all_0_47_47 = e3 | all_0_49_49 = e3
% 59.18/24.46  																															|
% 59.18/24.46  																																+-Applying beta-rule and splitting (537), into two cases.
% 59.18/24.46  																																|-Branch one:
% 59.18/24.46  																																| (884) all_0_49_49 = e3
% 59.18/24.46  																																|
% 59.18/24.46  																																	| Equations (884) can reduce 1064 to:
% 59.18/24.46  																																	| (213)  ~ (e3 = e1)
% 59.18/24.46  																																	|
% 59.18/24.46  																																	+-Applying beta-rule and splitting (26), into two cases.
% 59.18/24.46  																																	|-Branch one:
% 59.18/24.46  																																	| (446) all_0_44_44 = e4
% 59.18/24.46  																																	|
% 59.18/24.46  																																		| Equations (446) can reduce 1390 to:
% 59.18/24.46  																																		| (266) $false
% 59.18/24.46  																																		|
% 59.18/24.46  																																		|-The branch is then unsatisfiable
% 59.18/24.46  																																	|-Branch two:
% 59.18/24.46  																																	| (1390)  ~ (all_0_44_44 = e4)
% 59.18/24.46  																																	| (1391) all_0_44_44 = e3 | all_0_44_44 = e1 | all_0_44_44 = e0
% 59.18/24.46  																																	|
% 59.18/24.46  																																		+-Applying beta-rule and splitting (160), into two cases.
% 59.18/24.46  																																		|-Branch one:
% 59.18/24.46  																																		| (601) all_0_50_50 = e1
% 59.18/24.46  																																		|
% 59.18/24.46  																																			| Equations (601) can reduce 93 to:
% 59.18/24.46  																																			| (2331)  ~ (all_0_55_55 = e1)
% 59.18/24.46  																																			|
% 59.18/24.46  																																			| Simplifying 2331 yields:
% 59.18/24.46  																																			| (632)  ~ (all_0_55_55 = e1)
% 59.18/24.46  																																			|
% 59.18/24.46  																																			| Equations (601) can reduce 121 to:
% 59.18/24.46  																																			| (233)  ~ (e1 = e0)
% 59.18/24.46  																																			|
% 59.18/24.46  																																			+-Applying beta-rule and splitting (184), into two cases.
% 59.18/24.46  																																			|-Branch one:
% 59.18/24.46  																																			| (538) all_0_46_46 = e0
% 59.18/24.46  																																			|
% 59.18/24.46  																																				| Combining equations (1794,538) yields a new equation:
% 59.18/24.46  																																				| (391) e2 = e0
% 59.18/24.46  																																				|
% 59.18/24.46  																																				| Simplifying 391 yields:
% 59.18/24.46  																																				| (330) e2 = e0
% 59.18/24.46  																																				|
% 59.18/24.46  																																				| Equations (330) can reduce 128 to:
% 59.18/24.46  																																				| (266) $false
% 59.18/24.46  																																				|
% 59.18/24.46  																																				|-The branch is then unsatisfiable
% 59.18/24.46  																																			|-Branch two:
% 59.18/24.46  																																			| (831)  ~ (all_0_46_46 = e0)
% 59.18/24.46  																																			| (832) all_0_47_47 = e0 | all_0_48_48 = e0 | all_0_49_49 = e0
% 59.18/24.46  																																			|
% 59.18/24.46  																																				+-Applying beta-rule and splitting (174), into two cases.
% 59.18/24.46  																																				|-Branch one:
% 59.18/24.46  																																				| (386) all_0_55_55 = e2
% 59.18/24.46  																																				|
% 59.18/24.46  																																					| Equations (386) can reduce 304 to:
% 59.18/24.46  																																					| (266) $false
% 59.18/24.46  																																					|
% 59.18/24.46  																																					|-The branch is then unsatisfiable
% 59.18/24.46  																																				|-Branch two:
% 59.18/24.46  																																				| (304)  ~ (all_0_55_55 = e2)
% 59.18/24.46  																																				| (2051) all_0_55_55 = e4 | all_0_55_55 = e3 | all_0_55_55 = e1 | all_0_55_55 = e0
% 59.18/24.46  																																				|
% 59.18/24.46  																																					+-Applying beta-rule and splitting (2051), into two cases.
% 59.18/24.46  																																					|-Branch one:
% 59.18/24.46  																																					| (587) all_0_55_55 = e4
% 59.18/24.46  																																					|
% 59.18/24.46  																																						+-Applying beta-rule and splitting (832), into two cases.
% 59.18/24.46  																																						|-Branch one:
% 59.18/24.46  																																						| (674) all_0_47_47 = e0
% 59.18/24.46  																																						|
% 59.18/24.46  																																							| Equations (674) can reduce 252 to:
% 59.18/24.46  																																							| (401)  ~ (e4 = e0)
% 59.18/24.46  																																							|
% 59.18/24.46  																																							| Simplifying 401 yields:
% 59.18/24.46  																																							| (49)  ~ (e4 = e0)
% 59.18/24.46  																																							|
% 59.18/24.46  																																							+-Applying beta-rule and splitting (125), into two cases.
% 59.18/24.46  																																							|-Branch one:
% 59.18/24.46  																																							| (858) all_0_55_55 = e0
% 59.18/24.46  																																							|
% 59.18/24.46  																																								| Combining equations (587,858) yields a new equation:
% 59.18/24.46  																																								| (481) e4 = e0
% 59.18/24.46  																																								|
% 59.18/24.46  																																								| Simplifying 481 yields:
% 59.18/24.46  																																								| (397) e4 = e0
% 59.18/24.46  																																								|
% 59.18/24.46  																																								| Equations (397) can reduce 49 to:
% 59.18/24.46  																																								| (266) $false
% 59.18/24.46  																																								|
% 59.18/24.46  																																								|-The branch is then unsatisfiable
% 59.18/24.46  																																							|-Branch two:
% 59.18/24.46  																																							| (803)  ~ (all_0_55_55 = e0)
% 59.18/24.46  																																							| (863) all_0_56_56 = e0 | all_0_57_57 = e0 | all_0_58_58 = e0
% 59.18/24.46  																																							|
% 59.18/24.46  																																								| Equations (587) can reduce 803 to:
% 59.18/24.46  																																								| (49)  ~ (e4 = e0)
% 59.18/24.46  																																								|
% 59.18/24.46  																																								+-Applying beta-rule and splitting (1891), into two cases.
% 59.18/24.46  																																								|-Branch one:
% 59.18/24.46  																																								| (396) all_0_43_43 = e4
% 59.18/24.46  																																								|
% 59.18/24.46  																																									| Combining equations (356,396) yields a new equation:
% 59.18/24.46  																																									| (397) e4 = e0
% 59.18/24.46  																																									|
% 59.18/24.46  																																									| Equations (397) can reduce 49 to:
% 59.18/24.46  																																									| (266) $false
% 59.18/24.46  																																									|
% 59.18/24.46  																																									|-The branch is then unsatisfiable
% 59.18/24.46  																																								|-Branch two:
% 59.18/24.46  																																								| (399)  ~ (all_0_43_43 = e4)
% 59.18/24.46  																																								| (446) all_0_44_44 = e4
% 59.18/24.46  																																								|
% 59.18/24.46  																																									| Equations (446) can reduce 1390 to:
% 59.18/24.46  																																									| (266) $false
% 59.18/24.46  																																									|
% 59.18/24.46  																																									|-The branch is then unsatisfiable
% 59.18/24.46  																																						|-Branch two:
% 59.18/24.46  																																						| (678)  ~ (all_0_47_47 = e0)
% 59.18/24.46  																																						| (1278) all_0_48_48 = e0 | all_0_49_49 = e0
% 59.18/24.46  																																						|
% 59.18/24.46  																																							+-Applying beta-rule and splitting (1278), into two cases.
% 59.18/24.46  																																							|-Branch one:
% 59.18/24.46  																																							| (1279) all_0_48_48 = e0
% 59.18/24.46  																																							|
% 59.18/24.46  																																								| Combining equations (615,1279) yields a new equation:
% 59.18/24.46  																																								| (546) e1 = e0
% 59.18/24.46  																																								|
% 59.18/24.46  																																								| Simplifying 546 yields:
% 59.18/24.46  																																								| (431) e1 = e0
% 59.18/24.46  																																								|
% 59.18/24.46  																																								| Equations (431) can reduce 233 to:
% 59.18/24.46  																																								| (266) $false
% 59.18/24.46  																																								|
% 59.18/24.46  																																								|-The branch is then unsatisfiable
% 59.18/24.46  																																							|-Branch two:
% 59.18/24.46  																																							| (1283)  ~ (all_0_48_48 = e0)
% 59.18/24.46  																																							| (978) all_0_49_49 = e0
% 59.18/24.46  																																							|
% 59.18/24.46  																																								| Combining equations (884,978) yields a new equation:
% 59.18/24.46  																																								| (675) e3 = e0
% 59.18/24.46  																																								|
% 59.18/24.46  																																								| Simplifying 675 yields:
% 59.18/24.46  																																								| (676) e3 = e0
% 59.18/24.46  																																								|
% 59.18/24.46  																																								| Equations (676) can reduce 80 to:
% 59.18/24.46  																																								| (266) $false
% 59.18/24.46  																																								|
% 59.18/24.46  																																								|-The branch is then unsatisfiable
% 59.18/24.46  																																					|-Branch two:
% 59.18/24.46  																																					| (763)  ~ (all_0_55_55 = e4)
% 59.18/24.46  																																					| (2055) all_0_55_55 = e3 | all_0_55_55 = e1 | all_0_55_55 = e0
% 59.18/24.46  																																					|
% 59.18/24.46  																																						+-Applying beta-rule and splitting (125), into two cases.
% 59.18/24.46  																																						|-Branch one:
% 59.18/24.46  																																						| (858) all_0_55_55 = e0
% 59.18/24.46  																																						|
% 59.18/24.46  																																							| Equations (858) can reduce 803 to:
% 59.18/24.46  																																							| (266) $false
% 59.18/24.46  																																							|
% 59.18/24.46  																																							|-The branch is then unsatisfiable
% 59.18/24.46  																																						|-Branch two:
% 59.18/24.46  																																						| (803)  ~ (all_0_55_55 = e0)
% 59.18/24.46  																																						| (863) all_0_56_56 = e0 | all_0_57_57 = e0 | all_0_58_58 = e0
% 59.18/24.46  																																						|
% 59.18/24.46  																																							+-Applying beta-rule and splitting (2055), into two cases.
% 59.18/24.46  																																							|-Branch one:
% 59.18/24.46  																																							| (858) all_0_55_55 = e0
% 59.18/24.46  																																							|
% 59.18/24.46  																																								| Equations (858) can reduce 803 to:
% 59.18/24.46  																																								| (266) $false
% 59.18/24.46  																																								|
% 59.18/24.46  																																								|-The branch is then unsatisfiable
% 59.18/24.46  																																							|-Branch two:
% 59.18/24.46  																																							| (803)  ~ (all_0_55_55 = e0)
% 59.18/24.46  																																							| (2315) all_0_55_55 = e3 | all_0_55_55 = e1
% 59.18/24.46  																																							|
% 59.18/24.46  																																								+-Applying beta-rule and splitting (2315), into two cases.
% 59.18/24.46  																																								|-Branch one:
% 59.18/24.46  																																								| (629) all_0_55_55 = e1
% 59.18/24.46  																																								|
% 59.18/24.46  																																									| Equations (629) can reduce 632 to:
% 59.18/24.46  																																									| (266) $false
% 59.18/24.46  																																									|
% 59.18/24.46  																																									|-The branch is then unsatisfiable
% 59.18/24.46  																																								|-Branch two:
% 59.18/24.46  																																								| (632)  ~ (all_0_55_55 = e1)
% 59.18/24.46  																																								| (2336) all_0_55_55 = e3
% 59.18/24.46  																																								|
% 59.18/24.46  																																									| Equations (2336) can reduce 270 to:
% 59.18/24.46  																																									| (266) $false
% 59.18/24.46  																																									|
% 59.18/24.46  																																									|-The branch is then unsatisfiable
% 59.18/24.46  																																		|-Branch two:
% 59.18/24.46  																																		| (759)  ~ (all_0_50_50 = e1)
% 59.18/24.46  																																		| (1168) all_0_51_51 = e1 | all_0_52_52 = e1 | all_0_53_53 = e1
% 59.18/24.46  																																		|
% 59.18/24.46  																																			+-Applying beta-rule and splitting (18), into two cases.
% 59.18/24.46  																																			|-Branch one:
% 59.18/24.46  																																			| (453) all_0_41_41 = e1
% 59.18/24.46  																																			|
% 59.18/24.46  																																				| Combining equations (453,403) yields a new equation:
% 59.18/24.46  																																				| (455) e3 = e1
% 59.18/24.46  																																				|
% 59.18/24.46  																																				| Equations (455) can reduce 213 to:
% 59.18/24.46  																																				| (266) $false
% 59.18/24.46  																																				|
% 59.18/24.46  																																				|-The branch is then unsatisfiable
% 59.18/24.46  																																			|-Branch two:
% 59.18/24.46  																																			| (457)  ~ (all_0_41_41 = e1)
% 59.18/24.46  																																			| (595) all_0_46_46 = e1 | all_0_50_50 = e1 | all_0_55_55 = e1
% 59.18/24.47  																																			|
% 59.18/24.47  																																				+-Applying beta-rule and splitting (595), into two cases.
% 59.18/24.47  																																				|-Branch one:
% 59.18/24.47  																																				| (545) all_0_46_46 = e1
% 59.18/24.47  																																				|
% 59.18/24.47  																																					| Combining equations (1794,545) yields a new equation:
% 59.18/24.47  																																					| (616) e2 = e1
% 59.18/24.47  																																					|
% 59.18/24.47  																																					| Simplifying 616 yields:
% 59.18/24.47  																																					| (617) e2 = e1
% 59.18/24.47  																																					|
% 59.18/24.47  																																					| Equations (617) can reduce 122 to:
% 59.18/24.47  																																					| (266) $false
% 59.18/24.47  																																					|
% 59.18/24.47  																																					|-The branch is then unsatisfiable
% 59.18/24.47  																																				|-Branch two:
% 59.18/24.47  																																				| (549)  ~ (all_0_46_46 = e1)
% 59.18/24.47  																																				| (600) all_0_50_50 = e1 | all_0_55_55 = e1
% 59.18/24.47  																																				|
% 59.18/24.47  																																					+-Applying beta-rule and splitting (600), into two cases.
% 59.18/24.47  																																					|-Branch one:
% 59.18/24.47  																																					| (601) all_0_50_50 = e1
% 59.18/24.47  																																					|
% 59.18/24.47  																																						| Equations (601) can reduce 759 to:
% 59.18/24.47  																																						| (266) $false
% 59.18/24.47  																																						|
% 59.18/24.47  																																						|-The branch is then unsatisfiable
% 59.18/24.47  																																					|-Branch two:
% 59.18/24.47  																																					| (759)  ~ (all_0_50_50 = e1)
% 59.18/24.47  																																					| (629) all_0_55_55 = e1
% 59.18/24.47  																																					|
% 59.18/24.47  																																						| Equations (629) can reduce 93 to:
% 59.18/24.47  																																						| (759)  ~ (all_0_50_50 = e1)
% 59.18/24.47  																																						|
% 59.18/24.47  																																						+-Applying beta-rule and splitting (1444), into two cases.
% 59.18/24.47  																																						|-Branch one:
% 59.18/24.47  																																						| (601) all_0_50_50 = e1
% 59.18/24.47  																																						|
% 59.18/24.47  																																							| Equations (601) can reduce 759 to:
% 59.18/24.47  																																							| (266) $false
% 59.18/24.47  																																							|
% 59.18/24.47  																																							|-The branch is then unsatisfiable
% 59.18/24.47  																																						|-Branch two:
% 59.18/24.47  																																						| (759)  ~ (all_0_50_50 = e1)
% 59.18/24.47  																																						| (415) all_0_50_50 = e3
% 59.18/24.47  																																						|
% 59.18/24.47  																																							| Equations (415) can reduce 411 to:
% 59.18/24.47  																																							| (266) $false
% 59.18/24.47  																																							|
% 59.18/24.47  																																							|-The branch is then unsatisfiable
% 59.18/24.47  																																|-Branch two:
% 59.18/24.47  																																| (525)  ~ (all_0_49_49 = e3)
% 59.18/24.47  																																| (887) all_0_53_53 = e3 | all_0_58_58 = e3
% 59.18/24.47  																																|
% 59.18/24.47  																																	+-Applying beta-rule and splitting (428), into two cases.
% 59.18/24.47  																																	|-Branch one:
% 59.18/24.47  																																	| (1557) all_0_46_46 = e3
% 59.18/24.47  																																	|
% 59.18/24.47  																																		| Combining equations (1794,1557) yields a new equation:
% 59.18/24.47  																																		| (662) e3 = e2
% 59.18/24.47  																																		|
% 59.18/24.47  																																		| Equations (662) can reduce 212 to:
% 59.18/24.47  																																		| (266) $false
% 59.18/24.47  																																		|
% 59.18/24.47  																																		|-The branch is then unsatisfiable
% 59.18/24.47  																																	|-Branch two:
% 59.18/24.47  																																	| (409)  ~ (all_0_46_46 = e3)
% 59.18/24.47  																																	| (1561) all_0_47_47 = e3 | all_0_49_49 = e3
% 59.18/24.47  																																	|
% 59.18/24.47  																																		| Equations (1794) can reduce 409 to:
% 59.18/24.47  																																		| (626)  ~ (e3 = e2)
% 59.18/24.47  																																		|
% 59.18/24.47  																																		| Simplifying 626 yields:
% 59.18/24.47  																																		| (212)  ~ (e3 = e2)
% 59.18/24.47  																																		|
% 59.18/24.47  																																		+-Applying beta-rule and splitting (887), into two cases.
% 59.18/24.47  																																		|-Branch one:
% 59.18/24.47  																																		| (665) all_0_53_53 = e3
% 59.18/24.47  																																		|
% 59.18/24.47  																																			| Combining equations (607,665) yields a new equation:
% 59.18/24.47  																																			| (662) e3 = e2
% 59.18/24.47  																																			|
% 59.18/24.47  																																			| Equations (662) can reduce 212 to:
% 59.18/24.47  																																			| (266) $false
% 59.18/24.47  																																			|
% 59.18/24.47  																																			|-The branch is then unsatisfiable
% 59.18/24.47  																																		|-Branch two:
% 59.18/24.47  																																		| (903)  ~ (all_0_53_53 = e3)
% 59.18/24.47  																																		| (795) all_0_58_58 = e3
% 59.18/24.47  																																		|
% 59.18/24.47  																																			| Equations (795) can reduce 276 to:
% 59.18/24.47  																																			| (266) $false
% 59.18/24.47  																																			|
% 59.18/24.47  																																			|-The branch is then unsatisfiable
% 59.18/24.47  																										|-Branch two:
% 59.18/24.47  																										| (1898)  ~ (all_0_41_41 = e3)
% 59.18/24.47  																										| (1923) all_0_46_46 = e3 | all_0_50_50 = e3 | all_0_55_55 = e3
% 59.18/24.47  																										|
% 59.18/24.47  																											+-Applying beta-rule and splitting (113), into two cases.
% 59.18/24.47  																											|-Branch one:
% 59.18/24.47  																											| (403) all_0_41_41 = e3
% 59.18/24.47  																											|
% 59.18/24.47  																												| Equations (403) can reduce 1898 to:
% 59.18/24.47  																												| (266) $false
% 59.18/24.47  																												|
% 59.18/24.47  																												|-The branch is then unsatisfiable
% 59.18/24.47  																											|-Branch two:
% 59.18/24.47  																											| (1898)  ~ (all_0_41_41 = e3)
% 59.18/24.47  																											| (1899) all_0_42_42 = e3 | all_0_44_44 = e3
% 59.18/24.47  																											|
% 59.18/24.47  																												+-Applying beta-rule and splitting (422), into two cases.
% 59.18/24.47  																												|-Branch one:
% 59.18/24.47  																												| (775) all_0_50_50 = e4
% 59.18/24.47  																												|
% 59.18/24.47  																													| Equations (775) can reduce 566 to:
% 59.18/24.47  																													| (266) $false
% 59.18/24.47  																													|
% 59.18/24.47  																													|-The branch is then unsatisfiable
% 59.18/24.47  																												|-Branch two:
% 59.18/24.47  																												| (566)  ~ (all_0_50_50 = e4)
% 59.18/24.47  																												| (1444) all_0_50_50 = e3 | all_0_50_50 = e1
% 59.18/24.47  																												|
% 59.18/24.47  																													+-Applying beta-rule and splitting (1899), into two cases.
% 59.18/24.47  																													|-Branch one:
% 59.18/24.47  																													| (516) all_0_42_42 = e3
% 59.18/24.47  																													|
% 59.18/24.47  																														| Equations (516) can reduce 405 to:
% 59.18/24.47  																														| (266) $false
% 59.18/24.47  																														|
% 59.18/24.47  																														|-The branch is then unsatisfiable
% 59.18/24.47  																													|-Branch two:
% 59.18/24.47  																													| (405)  ~ (all_0_42_42 = e3)
% 59.18/24.47  																													| (532) all_0_44_44 = e3
% 59.18/24.47  																													|
% 59.18/24.47  																														| Equations (532) can reduce 181 to:
% 59.18/24.47  																														| (275)  ~ (all_0_58_58 = e3)
% 59.18/24.47  																														|
% 59.18/24.47  																														| Simplifying 275 yields:
% 59.18/24.47  																														| (276)  ~ (all_0_58_58 = e3)
% 59.18/24.47  																														|
% 59.18/24.47  																														| Equations (532) can reduce 147 to:
% 59.18/24.47  																														| (212)  ~ (e3 = e2)
% 59.18/24.47  																														|
% 59.18/24.47  																														+-Applying beta-rule and splitting (1923), into two cases.
% 59.18/24.47  																														|-Branch one:
% 59.18/24.47  																														| (1557) all_0_46_46 = e3
% 59.18/24.47  																														|
% 59.18/24.47  																															| Combining equations (1794,1557) yields a new equation:
% 59.18/24.47  																															| (662) e3 = e2
% 59.18/24.47  																															|
% 59.18/24.47  																															| Equations (662) can reduce 212 to:
% 59.18/24.47  																															| (266) $false
% 59.18/24.47  																															|
% 59.18/24.47  																															|-The branch is then unsatisfiable
% 59.18/24.47  																														|-Branch two:
% 59.18/24.47  																														| (409)  ~ (all_0_46_46 = e3)
% 59.18/24.47  																														| (4042) all_0_50_50 = e3 | all_0_55_55 = e3
% 59.18/24.47  																														|
% 59.18/24.47  																															+-Applying beta-rule and splitting (1444), into two cases.
% 59.18/24.47  																															|-Branch one:
% 59.18/24.47  																															| (601) all_0_50_50 = e1
% 59.18/24.47  																															|
% 59.18/24.47  																																| Equations (601) can reduce 411 to:
% 59.18/24.47  																																| (467)  ~ (e3 = e1)
% 59.18/24.47  																																|
% 59.18/24.47  																																| Simplifying 467 yields:
% 59.18/24.47  																																| (213)  ~ (e3 = e1)
% 59.18/24.47  																																|
% 59.18/24.47  																																| Equations (601) can reduce 302 to:
% 59.18/24.47  																																| (604)  ~ (e2 = e1)
% 59.18/24.47  																																|
% 59.18/24.47  																																| Simplifying 604 yields:
% 59.18/24.47  																																| (122)  ~ (e2 = e1)
% 59.18/24.47  																																|
% 59.18/24.47  																																+-Applying beta-rule and splitting (112), into two cases.
% 59.18/24.47  																																|-Branch one:
% 59.18/24.47  																																| (635) all_0_44_44 = e1
% 59.18/24.47  																																|
% 59.18/24.47  																																	| Combining equations (635,532) yields a new equation:
% 59.18/24.47  																																	| (455) e3 = e1
% 59.18/24.47  																																	|
% 59.18/24.47  																																	| Equations (455) can reduce 213 to:
% 59.18/24.47  																																	| (266) $false
% 59.18/24.47  																																	|
% 59.18/24.47  																																	|-The branch is then unsatisfiable
% 59.18/24.47  																																|-Branch two:
% 59.18/24.47  																																| (639)  ~ (all_0_44_44 = e1)
% 59.18/24.47  																																| (640) all_0_49_49 = e1 | all_0_53_53 = e1 | all_0_58_58 = e1
% 59.18/24.47  																																|
% 59.18/24.47  																																	+-Applying beta-rule and splitting (640), into two cases.
% 59.18/24.47  																																	|-Branch one:
% 59.18/24.47  																																	| (671) all_0_49_49 = e1
% 59.18/24.47  																																	|
% 59.18/24.47  																																		| Equations (671) can reduce 1064 to:
% 59.18/24.47  																																		| (266) $false
% 59.18/24.47  																																		|
% 59.18/24.47  																																		|-The branch is then unsatisfiable
% 59.18/24.47  																																	|-Branch two:
% 59.18/24.47  																																	| (1064)  ~ (all_0_49_49 = e1)
% 59.18/24.47  																																	| (2141) all_0_53_53 = e1 | all_0_58_58 = e1
% 59.18/24.47  																																	|
% 59.18/24.47  																																		+-Applying beta-rule and splitting (2141), into two cases.
% 59.18/24.47  																																		|-Branch one:
% 59.18/24.47  																																		| (1208) all_0_53_53 = e1
% 59.18/24.47  																																		|
% 59.18/24.47  																																			| Combining equations (607,1208) yields a new equation:
% 59.18/24.47  																																			| (616) e2 = e1
% 59.18/24.47  																																			|
% 59.18/24.47  																																			| Simplifying 616 yields:
% 59.18/24.47  																																			| (617) e2 = e1
% 59.18/24.47  																																			|
% 59.18/24.47  																																			| Equations (617) can reduce 122 to:
% 59.18/24.47  																																			| (266) $false
% 59.18/24.47  																																			|
% 59.18/24.47  																																			|-The branch is then unsatisfiable
% 59.18/24.47  																																		|-Branch two:
% 59.18/24.47  																																		| (1459)  ~ (all_0_53_53 = e1)
% 59.18/24.47  																																		| (918) all_0_58_58 = e1
% 59.18/24.47  																																		|
% 59.18/24.47  																																			| Equations (918) can reduce 276 to:
% 59.18/24.47  																																			| (467)  ~ (e3 = e1)
% 59.18/24.47  																																			|
% 59.18/24.47  																																			| Simplifying 467 yields:
% 59.18/24.47  																																			| (213)  ~ (e3 = e1)
% 59.18/24.47  																																			|
% 59.18/24.47  																																			+-Applying beta-rule and splitting (4042), into two cases.
% 59.18/24.47  																																			|-Branch one:
% 59.18/24.47  																																			| (415) all_0_50_50 = e3
% 59.18/24.47  																																			|
% 59.18/24.47  																																				| Combining equations (601,415) yields a new equation:
% 59.18/24.47  																																				| (455) e3 = e1
% 59.18/24.47  																																				|
% 59.18/24.47  																																				| Equations (455) can reduce 213 to:
% 59.18/24.47  																																				| (266) $false
% 59.18/24.47  																																				|
% 59.18/24.47  																																				|-The branch is then unsatisfiable
% 59.18/24.47  																																			|-Branch two:
% 59.18/24.47  																																			| (411)  ~ (all_0_50_50 = e3)
% 59.18/24.47  																																			| (2336) all_0_55_55 = e3
% 59.18/24.47  																																			|
% 59.18/24.47  																																				| Equations (2336) can reduce 270 to:
% 59.18/24.47  																																				| (266) $false
% 59.18/24.47  																																				|
% 59.18/24.47  																																				|-The branch is then unsatisfiable
% 59.18/24.47  																															|-Branch two:
% 59.18/24.47  																															| (759)  ~ (all_0_50_50 = e1)
% 59.18/24.47  																															| (415) all_0_50_50 = e3
% 59.18/24.47  																															|
% 59.18/24.47  																																| Equations (415) can reduce 411 to:
% 59.18/24.47  																																| (266) $false
% 59.18/24.47  																																|
% 59.18/24.47  																																|-The branch is then unsatisfiable
% 59.18/24.47  																									|-Branch two:
% 59.18/24.47  																									| (664)  ~ (all_0_51_51 = e3)
% 59.18/24.47  																									| (665) all_0_53_53 = e3
% 59.18/24.47  																									|
% 59.18/24.47  																										| Combining equations (665,607) yields a new equation:
% 59.18/24.47  																										| (661) e3 = e2
% 59.18/24.47  																										|
% 59.18/24.47  																										| Simplifying 661 yields:
% 59.18/24.47  																										| (662) e3 = e2
% 59.18/24.47  																										|
% 59.18/24.47  																										| Equations (662) can reduce 212 to:
% 59.18/24.47  																										| (266) $false
% 59.18/24.47  																										|
% 59.18/24.47  																										|-The branch is then unsatisfiable
% 59.18/24.47  																						|-Branch two:
% 59.18/24.47  																						| (509)  ~ (all_0_53_53 = e2)
% 59.18/24.47  																						| (624) all_0_58_58 = e2
% 59.18/24.47  																						|
% 59.18/24.47  																							| Equations (624) can reduce 908 to:
% 59.18/24.47  																							| (266) $false
% 59.18/24.47  																							|
% 59.18/24.47  																							|-The branch is then unsatisfiable
% 59.18/24.47  																			|-Branch two:
% 59.18/24.47  																			| (300)  ~ (all_0_46_46 = e2)
% 59.18/24.47  																			| (24428) all_0_50_50 = e2 | all_0_55_55 = e2
% 59.18/24.47  																			|
% 59.18/24.47  																				+-Applying beta-rule and splitting (24428), into two cases.
% 59.18/24.47  																				|-Branch one:
% 59.18/24.47  																				| (378) all_0_50_50 = e2
% 59.18/24.47  																				|
% 59.18/24.47  																					| Equations (378) can reduce 302 to:
% 59.18/24.47  																					| (266) $false
% 59.18/24.47  																					|
% 59.18/24.47  																					|-The branch is then unsatisfiable
% 59.18/24.47  																				|-Branch two:
% 59.18/24.47  																				| (302)  ~ (all_0_50_50 = e2)
% 59.18/24.47  																				| (386) all_0_55_55 = e2
% 59.18/24.47  																				|
% 59.18/24.47  																					| Equations (386) can reduce 304 to:
% 59.18/24.47  																					| (266) $false
% 59.18/24.47  																					|
% 59.18/24.47  																					|-The branch is then unsatisfiable
% 59.18/24.47  																|-Branch two:
% 59.18/24.47  																| (619)  ~ (all_0_48_48 = e1)
% 59.18/24.47  																| (620) all_0_52_52 = e1 | all_0_57_57 = e1
% 59.18/24.47  																|
% 59.18/24.47  																	+-Applying beta-rule and splitting (620), into two cases.
% 59.18/24.47  																	|-Branch one:
% 59.18/24.47  																	| (642) all_0_52_52 = e1
% 59.18/24.47  																	|
% 59.18/24.47  																		| Combining equations (565,642) yields a new equation:
% 59.18/24.47  																		| (636) e4 = e1
% 59.18/24.47  																		|
% 59.18/24.47  																		| Simplifying 636 yields:
% 59.18/24.47  																		| (630) e4 = e1
% 59.18/24.47  																		|
% 59.18/24.47  																		| Equations (630) can reduce 110 to:
% 59.18/24.47  																		| (266) $false
% 59.18/24.47  																		|
% 59.18/24.47  																		|-The branch is then unsatisfiable
% 59.18/24.47  																	|-Branch two:
% 59.18/24.47  																	| (646)  ~ (all_0_52_52 = e1)
% 59.18/24.47  																	| (647) all_0_57_57 = e1
% 59.18/24.47  																	|
% 59.18/24.47  																		| Combining equations (647,442) yields a new equation:
% 59.18/24.47  																		| (617) e2 = e1
% 59.18/24.47  																		|
% 59.18/24.47  																		| Equations (617) can reduce 122 to:
% 59.18/24.47  																		| (266) $false
% 59.18/24.47  																		|
% 59.18/24.47  																		|-The branch is then unsatisfiable
% 59.18/24.47  														|-Branch two:
% 59.18/24.47  														| (5470)  ~ (all_0_43_43 = e0)
% 59.18/24.47  														| (5471) all_0_48_48 = e0 | all_0_57_57 = e0
% 59.18/24.47  														|
% 59.18/24.47  															+-Applying beta-rule and splitting (6374), into two cases.
% 59.18/24.47  															|-Branch one:
% 59.18/24.47  															| (356) all_0_43_43 = e0
% 59.18/24.47  															|
% 59.18/24.47  																| Equations (356) can reduce 5470 to:
% 59.18/24.47  																| (266) $false
% 59.18/24.47  																|
% 59.18/24.47  																|-The branch is then unsatisfiable
% 59.18/24.47  															|-Branch two:
% 59.18/24.47  															| (5470)  ~ (all_0_43_43 = e0)
% 59.18/24.47  															| (430) all_0_43_43 = e1
% 59.18/24.47  															|
% 59.18/24.47  																| Equations (430) can reduce 31 to:
% 59.18/24.47  																| (457)  ~ (all_0_41_41 = e1)
% 59.18/24.47  																|
% 59.18/24.47  																| Equations (430) can reduce 240 to:
% 59.18/24.47  																| (1380)  ~ (all_0_42_42 = e1)
% 59.18/24.47  																|
% 59.18/24.47  																| Equations (430) can reduce 159 to:
% 59.18/24.47  																| (4057)  ~ (all_0_44_44 = e1)
% 59.18/24.47  																|
% 59.18/24.47  																| Simplifying 4057 yields:
% 59.18/24.47  																| (639)  ~ (all_0_44_44 = e1)
% 59.18/24.47  																|
% 59.18/24.47  																| Equations (430) can reduce 17 to:
% 59.18/24.48  																| (11581)  ~ (all_0_48_48 = e1)
% 59.18/24.48  																|
% 59.18/24.48  																| Simplifying 11581 yields:
% 59.18/24.48  																| (619)  ~ (all_0_48_48 = e1)
% 59.18/24.48  																|
% 59.18/24.48  																| Equations (430) can reduce 399 to:
% 59.18/24.48  																| (602)  ~ (e4 = e1)
% 59.18/24.48  																|
% 59.18/24.48  																| Simplifying 602 yields:
% 59.18/24.48  																| (110)  ~ (e4 = e1)
% 59.18/24.48  																|
% 59.18/24.48  																| Equations (430) can reduce 99 to:
% 59.18/24.48  																| (467)  ~ (e3 = e1)
% 59.18/24.48  																|
% 59.18/24.48  																| Simplifying 467 yields:
% 59.18/24.48  																| (213)  ~ (e3 = e1)
% 59.18/24.48  																|
% 59.18/24.48  																| Equations (430) can reduce 96 to:
% 59.18/24.48  																| (604)  ~ (e2 = e1)
% 59.18/24.48  																|
% 59.18/24.48  																| Simplifying 604 yields:
% 59.18/24.48  																| (122)  ~ (e2 = e1)
% 59.18/24.48  																|
% 59.18/24.48  																| From (430) and (37) follows:
% 59.18/24.48  																| (13877) op(e3, e1) = e1
% 59.18/24.48  																|
% 59.18/24.48  																+-Applying beta-rule and splitting (228), into two cases.
% 59.18/24.48  																|-Branch one:
% 59.18/24.48  																| (335) all_0_48_48 = e2
% 59.18/24.48  																|
% 59.18/24.48  																	| Equations (335) can reduce 810 to:
% 59.18/24.48  																	| (266) $false
% 59.18/24.48  																	|
% 59.18/24.48  																	|-The branch is then unsatisfiable
% 59.18/24.48  																|-Branch two:
% 59.18/24.48  																| (810)  ~ (all_0_48_48 = e2)
% 59.18/24.48  																| (10218) all_0_48_48 = e4 | all_0_48_48 = e1 | all_0_48_48 = e0
% 59.18/24.48  																|
% 59.18/24.48  																	+-Applying beta-rule and splitting (10218), into two cases.
% 59.18/24.48  																	|-Branch one:
% 59.18/24.48  																	| (943) all_0_48_48 = e4
% 59.18/24.48  																	|
% 59.18/24.48  																		| Equations (943) can reduce 254 to:
% 59.18/24.48  																		| (266) $false
% 59.18/24.48  																		|
% 59.18/24.48  																		|-The branch is then unsatisfiable
% 59.18/24.48  																	|-Branch two:
% 59.18/24.48  																	| (254)  ~ (all_0_48_48 = e4)
% 59.18/24.48  																	| (10222) all_0_48_48 = e1 | all_0_48_48 = e0
% 59.18/24.48  																	|
% 59.18/24.48  																		+-Applying beta-rule and splitting (10222), into two cases.
% 59.18/24.48  																		|-Branch one:
% 59.18/24.48  																		| (1279) all_0_48_48 = e0
% 59.18/24.48  																		|
% 59.18/24.48  																			| Equations (1279) can reduce 114 to:
% 59.18/24.48  																			| (678)  ~ (all_0_47_47 = e0)
% 59.18/24.48  																			|
% 59.18/24.48  																			| Equations (1279) can reduce 185 to:
% 59.18/24.48  																			| (486)  ~ (all_0_49_49 = e0)
% 59.18/24.48  																			|
% 59.18/24.48  																			| Simplifying 486 yields:
% 59.18/24.48  																			| (487)  ~ (all_0_49_49 = e0)
% 59.18/24.48  																			|
% 59.18/24.48  																			| Equations (1279) can reduce 810 to:
% 59.18/24.48  																			| (365)  ~ (e2 = e0)
% 59.18/24.48  																			|
% 59.18/24.48  																			| Simplifying 365 yields:
% 59.18/24.48  																			| (128)  ~ (e2 = e0)
% 59.18/24.48  																			|
% 59.18/24.48  																			+-Applying beta-rule and splitting (117), into two cases.
% 59.18/24.48  																			|-Branch one:
% 59.18/24.48  																			| (292) all_0_38_38 = e2
% 59.18/24.48  																			|
% 59.18/24.48  																				| Combining equations (292,329) yields a new equation:
% 59.18/24.48  																				| (391) e2 = e0
% 59.18/24.48  																				|
% 59.18/24.48  																				| Simplifying 391 yields:
% 59.18/24.48  																				| (330) e2 = e0
% 59.18/24.48  																				|
% 59.18/24.48  																				| Equations (330) can reduce 128 to:
% 59.18/24.48  																				| (266) $false
% 59.18/24.48  																				|
% 59.18/24.48  																				|-The branch is then unsatisfiable
% 59.18/24.48  																			|-Branch two:
% 59.18/24.48  																			| (9600)  ~ (all_0_38_38 = e2)
% 59.18/24.48  																			| (24424) all_0_46_46 = e2 | all_0_50_50 = e2 | all_0_55_55 = e2
% 59.18/24.48  																			|
% 59.18/24.48  																				+-Applying beta-rule and splitting (95), into two cases.
% 59.18/24.48  																				|-Branch one:
% 59.18/24.48  																				| (378) all_0_50_50 = e2
% 59.18/24.48  																				|
% 59.18/24.48  																					| Equations (378) can reduce 221 to:
% 59.18/24.48  																					| (85)  ~ (all_0_41_41 = e2)
% 59.18/24.48  																					|
% 59.18/24.48  																					| Equations (378) can reduce 35 to:
% 59.18/24.48  																					| (300)  ~ (all_0_46_46 = e2)
% 59.18/24.48  																					|
% 59.18/24.48  																					| Equations (378) can reduce 59 to:
% 59.18/24.48  																					| (17668)  ~ (all_0_51_51 = e2)
% 59.18/24.48  																					|
% 59.18/24.48  																					| Simplifying 17668 yields:
% 59.18/24.48  																					| (1099)  ~ (all_0_51_51 = e2)
% 59.18/24.48  																					|
% 59.18/24.48  																					| Equations (378) can reduce 93 to:
% 59.18/24.48  																					| (303)  ~ (all_0_55_55 = e2)
% 59.18/24.48  																					|
% 59.18/24.48  																					| Simplifying 303 yields:
% 59.18/24.48  																					| (304)  ~ (all_0_55_55 = e2)
% 59.18/24.48  																					|
% 59.18/24.48  																					| Equations (378) can reduce 566 to:
% 59.18/24.48  																					| (327)  ~ (e4 = e2)
% 59.18/24.48  																					|
% 59.18/24.48  																					| Simplifying 327 yields:
% 59.18/24.48  																					| (48)  ~ (e4 = e2)
% 59.18/24.48  																					|
% 59.18/24.48  																					| Equations (378) can reduce 121 to:
% 59.18/24.48  																					| (128)  ~ (e2 = e0)
% 59.18/24.48  																					|
% 59.18/24.48  																					| From (378) and (242) follows:
% 59.18/24.48  																					| (26152) op(e1, e3) = e2
% 59.18/24.48  																					|
% 59.18/24.48  																					+-Applying beta-rule and splitting (158), into two cases.
% 59.18/24.48  																					|-Branch one:
% 59.18/24.48  																					| (313) all_0_40_40 = e2
% 59.18/24.48  																					|
% 59.18/24.48  																						| Combining equations (1378,313) yields a new equation:
% 59.18/24.48  																						| (322) e4 = e2
% 59.18/24.48  																						|
% 59.18/24.48  																						| Simplifying 322 yields:
% 59.18/24.48  																						| (323) e4 = e2
% 59.18/24.48  																						|
% 59.18/24.48  																						| Equations (323) can reduce 48 to:
% 59.18/24.48  																						| (266) $false
% 59.18/24.48  																						|
% 59.18/24.48  																						|-The branch is then unsatisfiable
% 59.18/24.48  																					|-Branch two:
% 59.18/24.48  																					| (296)  ~ (all_0_40_40 = e2)
% 59.18/24.48  																					| (377) all_0_49_49 = e2 | all_0_53_53 = e2 | all_0_58_58 = e2
% 59.18/24.48  																					|
% 59.18/24.48  																						+-Applying beta-rule and splitting (53), into two cases.
% 59.18/24.48  																						|-Branch one:
% 59.18/24.48  																						| (1794) all_0_46_46 = e2
% 59.18/24.48  																						|
% 59.18/24.48  																							| Equations (1794) can reduce 300 to:
% 59.18/24.48  																							| (266) $false
% 59.18/24.48  																							|
% 59.18/24.48  																							|-The branch is then unsatisfiable
% 59.18/24.48  																						|-Branch two:
% 59.18/24.48  																						| (300)  ~ (all_0_46_46 = e2)
% 59.18/24.48  																						| (10171) all_0_47_47 = e2 | all_0_48_48 = e2 | all_0_49_49 = e2
% 59.18/24.48  																						|
% 59.18/24.48  																							+-Applying beta-rule and splitting (377), into two cases.
% 59.18/24.48  																							|-Branch one:
% 59.18/24.48  																							| (583) all_0_49_49 = e2
% 59.18/24.48  																							|
% 59.18/24.48  																								| Equations (583) can reduce 9 to:
% 59.18/24.48  																								| (147)  ~ (all_0_44_44 = e2)
% 59.18/24.48  																								|
% 59.18/24.48  																								| Equations (583) can reduce 86 to:
% 59.18/24.48  																								| (338)  ~ (all_0_47_47 = e2)
% 59.18/24.48  																								|
% 59.18/24.48  																								| Equations (583) can reduce 65 to:
% 59.18/24.48  																								| (508)  ~ (all_0_53_53 = e2)
% 59.18/24.48  																								|
% 59.18/24.48  																								| Simplifying 508 yields:
% 59.18/24.48  																								| (509)  ~ (all_0_53_53 = e2)
% 59.18/24.48  																								|
% 59.18/24.48  																								| Equations (583) can reduce 119 to:
% 59.18/24.48  																								| (1186)  ~ (all_0_58_58 = e2)
% 59.18/24.48  																								|
% 59.18/24.48  																								| Simplifying 1186 yields:
% 59.18/24.48  																								| (908)  ~ (all_0_58_58 = e2)
% 59.18/24.48  																								|
% 59.18/24.48  																								| Equations (583) can reduce 487 to:
% 59.18/24.48  																								| (128)  ~ (e2 = e0)
% 59.18/24.48  																								|
% 59.18/24.48  																								| From (583) and (55) follows:
% 59.18/24.48  																								| (727) op(e2, e0) = e2
% 59.18/24.48  																								|
% 59.18/24.48  																								+-Applying beta-rule and splitting (168), into two cases.
% 59.18/24.48  																								|-Branch one:
% 59.18/24.48  																								| (415) all_0_50_50 = e3
% 59.18/24.48  																								|
% 59.18/24.48  																									| Combining equations (378,415) yields a new equation:
% 59.18/24.48  																									| (662) e3 = e2
% 59.18/24.48  																									|
% 59.18/24.48  																									| Equations (662) can reduce 212 to:
% 59.18/24.48  																									| (266) $false
% 59.18/24.48  																									|
% 59.18/24.48  																									|-The branch is then unsatisfiable
% 59.18/24.48  																								|-Branch two:
% 59.18/24.48  																								| (411)  ~ (all_0_50_50 = e3)
% 59.18/24.48  																								| (418) all_0_51_51 = e3 | all_0_53_53 = e3
% 59.18/24.48  																								|
% 59.18/24.48  																									| Equations (378) can reduce 411 to:
% 59.18/24.48  																									| (626)  ~ (e3 = e2)
% 59.18/24.48  																									|
% 59.18/24.48  																									| Simplifying 626 yields:
% 59.18/24.48  																									| (212)  ~ (e3 = e2)
% 59.18/24.48  																									|
% 59.18/24.48  																									+-Applying beta-rule and splitting (189), into two cases.
% 59.18/24.48  																									|-Branch one:
% 59.18/24.48  																									| (532) all_0_44_44 = e3
% 59.18/24.48  																									|
% 59.18/24.48  																										| Equations (532) can reduce 149 to:
% 59.18/24.48  																										| (1898)  ~ (all_0_41_41 = e3)
% 59.18/24.48  																										|
% 59.18/24.48  																										| Equations (532) can reduce 220 to:
% 59.18/24.48  																										| (1114)  ~ (all_0_53_53 = e3)
% 59.18/24.48  																										|
% 59.18/24.48  																										| Simplifying 1114 yields:
% 59.18/24.48  																										| (903)  ~ (all_0_53_53 = e3)
% 59.18/24.48  																										|
% 59.18/24.48  																										| Equations (532) can reduce 181 to:
% 59.18/24.48  																										| (275)  ~ (all_0_58_58 = e3)
% 59.18/24.48  																										|
% 59.18/24.48  																										| Simplifying 275 yields:
% 59.18/24.48  																										| (276)  ~ (all_0_58_58 = e3)
% 59.18/24.48  																										|
% 59.18/24.48  																										+-Applying beta-rule and splitting (27), into two cases.
% 59.18/24.48  																										|-Branch one:
% 59.18/24.48  																										| (437) all_0_41_41 = e4
% 59.18/24.48  																										|
% 59.18/24.48  																											| Equations (437) can reduce 191 to:
% 59.18/24.48  																											| (1909)  ~ (all_0_55_55 = e4)
% 59.18/24.48  																											|
% 59.18/24.48  																											| Simplifying 1909 yields:
% 59.18/24.48  																											| (763)  ~ (all_0_55_55 = e4)
% 59.18/24.48  																											|
% 59.18/24.48  																											| Equations (437) can reduce 1898 to:
% 59.18/24.48  																											| (188)  ~ (e4 = e3)
% 59.18/24.48  																											|
% 59.18/24.48  																											| Equations (437) can reduce 85 to:
% 59.18/24.48  																											| (48)  ~ (e4 = e2)
% 59.18/24.48  																											|
% 59.18/24.48  																											| Equations (437) can reduce 357 to:
% 59.18/24.48  																											| (49)  ~ (e4 = e0)
% 59.18/24.48  																											|
% 59.18/24.48  																											| From (437) and (219) follows:
% 59.18/24.48  																											| (1913) op(e3, e3) = e4
% 59.18/24.48  																											|
% 59.18/24.48  																											+-Applying beta-rule and splitting (196), into two cases.
% 59.18/24.48  																											|-Branch one:
% 59.18/24.48  																											| (607) all_0_53_53 = e2
% 59.18/24.48  																											|
% 59.18/24.48  																												| Equations (607) can reduce 509 to:
% 59.18/24.48  																												| (266) $false
% 59.18/24.48  																												|
% 59.18/24.48  																												|-The branch is then unsatisfiable
% 59.18/24.48  																											|-Branch two:
% 59.18/24.48  																											| (509)  ~ (all_0_53_53 = e2)
% 59.18/24.48  																											| (610) all_0_53_53 = e4 | all_0_53_53 = e3 | all_0_53_53 = e1
% 59.18/24.48  																											|
% 59.18/24.48  																												+-Applying beta-rule and splitting (171), into two cases.
% 59.18/24.48  																												|-Branch one:
% 59.18/24.48  																												| (265) all_0_54_54 = e4
% 59.18/24.48  																												|
% 59.18/24.48  																													| Combining equations (268,265) yields a new equation:
% 59.18/24.48  																													| (425) e4 = e3
% 59.18/24.48  																													|
% 59.18/24.48  																													| Equations (425) can reduce 188 to:
% 59.18/24.48  																													| (266) $false
% 59.18/24.48  																													|
% 59.18/24.48  																													|-The branch is then unsatisfiable
% 59.18/24.48  																												|-Branch two:
% 59.18/24.48  																												| (258)  ~ (all_0_54_54 = e4)
% 59.18/24.48  																												| (575) all_0_55_55 = e4 | all_0_56_56 = e4 | all_0_57_57 = e4 | all_0_58_58 = e4
% 59.18/24.48  																												|
% 59.18/24.48  																													+-Applying beta-rule and splitting (418), into two cases.
% 59.18/24.48  																													|-Branch one:
% 59.18/24.48  																													| (660) all_0_51_51 = e3
% 59.18/24.48  																													|
% 59.18/24.48  																														| Equations (660) can reduce 61 to:
% 59.18/24.48  																														| (405)  ~ (all_0_42_42 = e3)
% 59.18/24.48  																														|
% 59.18/24.48  																														| Equations (660) can reduce 224 to:
% 59.18/24.48  																														| (1091)  ~ (all_0_47_47 = e3)
% 59.18/24.48  																														|
% 59.18/24.48  																														| Equations (660) can reduce 6 to:
% 59.18/24.48  																														| (1114)  ~ (all_0_53_53 = e3)
% 59.18/24.48  																														|
% 59.18/24.48  																														| Simplifying 1114 yields:
% 59.18/24.48  																														| (903)  ~ (all_0_53_53 = e3)
% 59.18/24.48  																														|
% 59.18/24.48  																														| Equations (660) can reduce 115 to:
% 59.18/24.48  																														| (80)  ~ (e3 = e0)
% 59.18/24.48  																														|
% 59.18/24.48  																														| From (660) and (186) follows:
% 59.18/24.48  																														| (1552) op(e1, e2) = e3
% 59.18/24.48  																														|
% 59.18/24.48  																														+-Applying beta-rule and splitting (610), into two cases.
% 59.18/24.48  																														|-Branch one:
% 59.18/24.48  																														| (1298) all_0_53_53 = e4
% 59.18/24.48  																														|
% 59.18/24.48  																															| Equations (1298) can reduce 1453 to:
% 59.18/24.48  																															| (266) $false
% 59.18/24.48  																															|
% 59.18/24.48  																															|-The branch is then unsatisfiable
% 59.18/24.48  																														|-Branch two:
% 59.18/24.48  																														| (1453)  ~ (all_0_53_53 = e4)
% 59.18/24.48  																														| (1694) all_0_53_53 = e3 | all_0_53_53 = e1
% 59.18/24.48  																														|
% 59.18/24.48  																															+-Applying beta-rule and splitting (575), into two cases.
% 59.18/24.48  																															|-Branch one:
% 59.18/24.48  																															| (587) all_0_55_55 = e4
% 59.18/24.48  																															|
% 59.18/24.48  																																| Equations (587) can reduce 763 to:
% 59.18/24.48  																																| (266) $false
% 59.18/24.48  																																|
% 59.18/24.48  																																|-The branch is then unsatisfiable
% 59.18/24.48  																															|-Branch two:
% 59.18/24.48  																															| (763)  ~ (all_0_55_55 = e4)
% 59.18/24.48  																															| (764) all_0_56_56 = e4 | all_0_57_57 = e4 | all_0_58_58 = e4
% 59.18/24.48  																															|
% 59.18/24.48  																																+-Applying beta-rule and splitting (1694), into two cases.
% 59.18/24.48  																																|-Branch one:
% 59.18/24.48  																																| (1208) all_0_53_53 = e1
% 59.18/24.48  																																|
% 59.18/24.48  																																	| Equations (1208) can reduce 10 to:
% 59.18/24.48  																																	| (879)  ~ (all_0_58_58 = e1)
% 59.18/24.48  																																	|
% 59.18/24.48  																																	| Simplifying 879 yields:
% 59.18/24.48  																																	| (880)  ~ (all_0_58_58 = e1)
% 59.18/24.48  																																	|
% 59.18/24.48  																																	+-Applying beta-rule and splitting (764), into two cases.
% 59.18/24.48  																																	|-Branch one:
% 59.18/24.48  																																	| (842) all_0_56_56 = e4
% 59.18/24.48  																																	|
% 59.18/24.48  																																		| Equations (842) can reduce 236 to:
% 59.18/24.48  																																		| (1890)  ~ (all_0_42_42 = e4)
% 59.18/24.48  																																		|
% 59.18/24.48  																																		| Equations (842) can reduce 91 to:
% 59.18/24.48  																																		| (252)  ~ (all_0_47_47 = e4)
% 59.18/24.48  																																		|
% 59.18/24.48  																																		| Equations (842) can reduce 153 to:
% 59.18/24.48  																																		| (763)  ~ (all_0_55_55 = e4)
% 59.18/24.48  																																		|
% 59.18/24.48  																																		| Equations (842) can reduce 44 to:
% 59.18/24.48  																																		| (450)  ~ (all_0_58_58 = e4)
% 59.18/24.48  																																		|
% 59.18/24.48  																																		| Simplifying 450 yields:
% 59.18/24.48  																																		| (451)  ~ (all_0_58_58 = e4)
% 59.18/24.48  																																		|
% 59.18/24.48  																																		| From (842) and (111) follows:
% 59.18/24.48  																																		| (2154) op(e0, e2) = e4
% 59.18/24.48  																																		|
% 59.18/24.48  																																		+-Applying beta-rule and splitting (105), into two cases.
% 59.18/24.48  																																		|-Branch one:
% 59.18/24.48  																																		| (1105) all_0_47_47 = e2
% 59.18/24.48  																																		|
% 59.18/24.48  																																			| Equations (1105) can reduce 338 to:
% 59.18/24.48  																																			| (266) $false
% 59.18/24.48  																																			|
% 59.18/24.48  																																			|-The branch is then unsatisfiable
% 59.18/24.48  																																		|-Branch two:
% 59.18/24.48  																																		| (338)  ~ (all_0_47_47 = e2)
% 59.18/24.48  																																		| (1789) all_0_47_47 = e4 | all_0_47_47 = e3 | all_0_47_47 = e1 | all_0_47_47 = e0
% 59.18/24.48  																																		|
% 59.18/24.48  																																			+-Applying beta-rule and splitting (108), into two cases.
% 59.18/24.48  																																			|-Branch one:
% 59.18/24.48  																																			| (624) all_0_58_58 = e2
% 59.18/24.48  																																			|
% 59.18/24.48  																																				| Equations (624) can reduce 908 to:
% 59.18/24.48  																																				| (266) $false
% 59.18/24.48  																																				|
% 59.18/24.48  																																				|-The branch is then unsatisfiable
% 59.18/24.48  																																			|-Branch two:
% 59.18/24.48  																																			| (908)  ~ (all_0_58_58 = e2)
% 59.18/24.48  																																			| (909) all_0_58_58 = e4 | all_0_58_58 = e3 | all_0_58_58 = e1 | all_0_58_58 = e0
% 59.18/24.48  																																			|
% 59.18/24.48  																																				+-Applying beta-rule and splitting (75), into two cases.
% 59.18/24.48  																																				|-Branch one:
% 59.18/24.48  																																				| (485) all_0_40_40 = e0
% 59.18/24.48  																																				|
% 59.18/24.48  																																					| Combining equations (1378,485) yields a new equation:
% 59.18/24.48  																																					| (481) e4 = e0
% 59.18/24.48  																																					|
% 59.18/24.48  																																					| Simplifying 481 yields:
% 59.18/24.48  																																					| (397) e4 = e0
% 59.18/24.48  																																					|
% 59.18/24.48  																																					| Equations (397) can reduce 49 to:
% 59.18/24.48  																																					| (266) $false
% 59.18/24.48  																																					|
% 59.18/24.48  																																					|-The branch is then unsatisfiable
% 59.18/24.48  																																				|-Branch two:
% 59.18/24.48  																																				| (1401)  ~ (all_0_40_40 = e0)
% 59.18/24.48  																																				| (1748) all_0_44_44 = e0 | all_0_49_49 = e0 | all_0_58_58 = e0
% 59.18/24.48  																																				|
% 59.18/24.49  																																					| Equations (1378) can reduce 1401 to:
% 59.18/24.49  																																					| (49)  ~ (e4 = e0)
% 59.18/24.49  																																					|
% 59.18/24.49  																																					+-Applying beta-rule and splitting (216), into two cases.
% 59.18/24.49  																																					|-Branch one:
% 59.18/24.49  																																					| (629) all_0_55_55 = e1
% 59.18/24.49  																																					|
% 59.18/24.49  																																						| Equations (629) can reduce 3 to:
% 59.18/24.49  																																						| (879)  ~ (all_0_58_58 = e1)
% 59.18/24.49  																																						|
% 59.18/24.49  																																						| Simplifying 879 yields:
% 59.18/24.49  																																						| (880)  ~ (all_0_58_58 = e1)
% 59.18/24.49  																																						|
% 59.18/24.49  																																						| From (629) and (74) follows:
% 59.18/24.49  																																						| (6587) op(e0, e3) = e1
% 59.18/24.49  																																						|
% 59.18/24.49  																																						+-Applying beta-rule and splitting (1748), into two cases.
% 59.18/24.49  																																						|-Branch one:
% 59.18/24.49  																																						| (1414) all_0_44_44 = e0
% 59.18/24.49  																																						|
% 59.18/24.49  																																							| Combining equations (532,1414) yields a new equation:
% 59.18/24.49  																																							| (675) e3 = e0
% 59.18/24.49  																																							|
% 59.18/24.49  																																							| Simplifying 675 yields:
% 59.18/24.49  																																							| (676) e3 = e0
% 59.18/24.49  																																							|
% 59.18/24.49  																																							| Equations (676) can reduce 80 to:
% 59.18/24.49  																																							| (266) $false
% 59.18/24.49  																																							|
% 59.18/24.49  																																							|-The branch is then unsatisfiable
% 59.18/24.49  																																						|-Branch two:
% 59.18/24.49  																																						| (360)  ~ (all_0_44_44 = e0)
% 59.18/24.49  																																						| (1760) all_0_49_49 = e0 | all_0_58_58 = e0
% 59.18/24.49  																																						|
% 59.18/24.49  																																							+-Applying beta-rule and splitting (165), into two cases.
% 59.18/24.49  																																							|-Branch one:
% 59.18/24.49  																																							| (794) all_0_41_41 = e0
% 59.18/24.49  																																							|
% 59.18/24.49  																																								| Combining equations (794,437) yields a new equation:
% 59.18/24.49  																																								| (397) e4 = e0
% 59.18/24.49  																																								|
% 59.18/24.49  																																								| Equations (397) can reduce 49 to:
% 59.18/24.49  																																								| (266) $false
% 59.18/24.49  																																								|
% 59.18/24.49  																																								|-The branch is then unsatisfiable
% 59.18/24.49  																																							|-Branch two:
% 59.18/24.49  																																							| (357)  ~ (all_0_41_41 = e0)
% 59.18/24.49  																																							| (6761) all_0_42_42 = e0 | all_0_43_43 = e0 | all_0_44_44 = e0
% 59.18/24.49  																																							|
% 59.18/24.49  																																								+-Applying beta-rule and splitting (6761), into two cases.
% 59.18/24.49  																																								|-Branch one:
% 59.18/24.49  																																								| (559) all_0_42_42 = e0
% 59.18/24.49  																																								|
% 59.18/24.49  																																									| Equations (559) can reduce 198 to:
% 59.18/24.49  																																									| (1402)  ~ (all_0_47_47 = e0)
% 59.18/24.49  																																									|
% 59.18/24.49  																																									| Simplifying 1402 yields:
% 59.18/24.49  																																									| (678)  ~ (all_0_47_47 = e0)
% 59.18/24.49  																																									|
% 59.18/24.49  																																									| Equations (559) can reduce 51 to:
% 59.18/24.49  																																									| (365)  ~ (e2 = e0)
% 59.18/24.49  																																									|
% 59.18/24.49  																																									| Simplifying 365 yields:
% 59.18/24.49  																																									| (128)  ~ (e2 = e0)
% 59.18/24.49  																																									|
% 59.18/24.49  																																									| Equations (559) can reduce 1380 to:
% 59.18/24.49  																																									| (435)  ~ (e1 = e0)
% 59.18/24.49  																																									|
% 59.18/24.49  																																									| Simplifying 435 yields:
% 59.18/24.49  																																									| (233)  ~ (e1 = e0)
% 59.18/24.49  																																									|
% 59.18/24.49  																																									+-Applying beta-rule and splitting (125), into two cases.
% 59.18/24.49  																																									|-Branch one:
% 59.18/24.49  																																									| (858) all_0_55_55 = e0
% 59.18/24.49  																																									|
% 59.18/24.49  																																										| Combining equations (629,858) yields a new equation:
% 59.18/24.49  																																										| (546) e1 = e0
% 59.18/24.49  																																										|
% 59.18/24.49  																																										| Simplifying 546 yields:
% 59.18/24.49  																																										| (431) e1 = e0
% 59.18/24.49  																																										|
% 59.18/24.49  																																										| Equations (431) can reduce 233 to:
% 59.18/24.49  																																										| (266) $false
% 59.18/24.49  																																										|
% 59.18/24.49  																																										|-The branch is then unsatisfiable
% 59.18/24.49  																																									|-Branch two:
% 59.18/24.49  																																									| (803)  ~ (all_0_55_55 = e0)
% 59.18/24.49  																																									| (863) all_0_56_56 = e0 | all_0_57_57 = e0 | all_0_58_58 = e0
% 59.18/24.49  																																									|
% 59.18/24.49  																																										| Equations (629) can reduce 803 to:
% 59.18/24.49  																																										| (233)  ~ (e1 = e0)
% 59.18/24.49  																																										|
% 59.18/24.49  																																										+-Applying beta-rule and splitting (131), into two cases.
% 59.18/24.49  																																										|-Branch one:
% 59.18/24.49  																																										| (459) all_0_42_42 = e1
% 59.18/24.49  																																										|
% 59.18/24.49  																																											| Combining equations (559,459) yields a new equation:
% 59.18/24.49  																																											| (431) e1 = e0
% 59.18/24.49  																																											|
% 59.18/24.49  																																											| Equations (431) can reduce 233 to:
% 59.18/24.49  																																											| (266) $false
% 59.18/24.49  																																											|
% 59.18/24.49  																																											|-The branch is then unsatisfiable
% 59.18/24.49  																																										|-Branch two:
% 59.18/24.49  																																										| (1380)  ~ (all_0_42_42 = e1)
% 59.18/24.49  																																										| (3259) all_0_47_47 = e1 | all_0_51_51 = e1 | all_0_56_56 = e1
% 59.18/24.49  																																										|
% 59.18/24.49  																																											+-Applying beta-rule and splitting (1789), into two cases.
% 59.18/24.49  																																											|-Branch one:
% 59.18/24.49  																																											| (1790) all_0_47_47 = e4
% 59.18/24.49  																																											|
% 59.18/24.49  																																												| Equations (1790) can reduce 252 to:
% 59.18/24.49  																																												| (266) $false
% 59.18/24.49  																																												|
% 59.18/24.49  																																												|-The branch is then unsatisfiable
% 59.18/24.49  																																											|-Branch two:
% 59.18/24.49  																																											| (252)  ~ (all_0_47_47 = e4)
% 59.18/24.49  																																											| (1793) all_0_47_47 = e3 | all_0_47_47 = e1 | all_0_47_47 = e0
% 59.18/24.49  																																											|
% 59.18/24.49  																																												+-Applying beta-rule and splitting (3259), into two cases.
% 59.18/24.49  																																												|-Branch one:
% 59.18/24.49  																																												| (654) all_0_47_47 = e1
% 59.18/24.49  																																												|
% 59.18/24.49  																																													| Equations (654) can reduce 338 to:
% 59.18/24.49  																																													| (604)  ~ (e2 = e1)
% 59.18/24.49  																																													|
% 59.18/24.49  																																													| Simplifying 604 yields:
% 59.18/24.49  																																													| (122)  ~ (e2 = e1)
% 59.18/24.49  																																													|
% 59.18/24.49  																																													| From (654) and (23) follows:
% 59.18/24.49  																																													| (9478) op(e2, e2) = e1
% 59.18/24.49  																																													|
% 59.18/24.49  																																													+-Applying beta-rule and splitting (1760), into two cases.
% 59.18/24.49  																																													|-Branch one:
% 59.18/24.49  																																													| (978) all_0_49_49 = e0
% 59.18/24.49  																																													|
% 59.18/24.49  																																														| Combining equations (583,978) yields a new equation:
% 59.18/24.49  																																														| (391) e2 = e0
% 59.18/24.49  																																														|
% 59.18/24.49  																																														| Simplifying 391 yields:
% 59.18/24.49  																																														| (330) e2 = e0
% 59.18/24.49  																																														|
% 59.18/24.49  																																														| Equations (330) can reduce 128 to:
% 59.18/24.49  																																														| (266) $false
% 59.18/24.49  																																														|
% 59.18/24.49  																																														|-The branch is then unsatisfiable
% 59.18/24.49  																																													|-Branch two:
% 59.18/24.49  																																													| (487)  ~ (all_0_49_49 = e0)
% 59.18/24.49  																																													| (914) all_0_58_58 = e0
% 59.18/24.49  																																													|
% 59.18/24.49  																																														| Equations (914) can reduce 880 to:
% 59.18/24.49  																																														| (435)  ~ (e1 = e0)
% 59.18/24.49  																																														|
% 59.18/24.49  																																														| Simplifying 435 yields:
% 59.18/24.49  																																														| (233)  ~ (e1 = e0)
% 59.18/24.49  																																														|
% 59.18/24.49  																																														+-Applying beta-rule and splitting (56), into two cases.
% 59.18/24.49  																																														|-Branch one:
% 59.18/24.49  																																														| (696) unit = e2
% 59.18/24.49  																																														|
% 59.18/24.49  																																															| From (696) and (227) follows:
% 59.18/24.49  																																															| (4284) op(e4, e2) = e4
% 59.18/24.49  																																															|
% 59.18/24.49  																																															| From (696) and (32) follows:
% 59.18/24.49  																																															| (698) op(e2, e2) = e2
% 59.18/24.49  																																															|
% 59.18/24.49  																																															| From (696) and (42) follows:
% 59.18/24.49  																																															| (1613) op(e0, e2) = e0
% 59.18/24.49  																																															|
% 59.18/24.49  																																															| Instantiating formula (29) with e4, e2, e4, e2 and discharging atoms op(e4, e2) = e4, op(e4, e2) = e2, yields:
% 59.18/24.49  																																															| (323) e4 = e2
% 59.18/24.49  																																															|
% 59.18/24.49  																																															| Instantiating formula (29) with e2, e2, e2, e1 and discharging atoms op(e2, e2) = e2, op(e2, e2) = e1, yields:
% 59.18/24.49  																																															| (617) e2 = e1
% 59.18/24.49  																																															|
% 59.18/24.49  																																															| Instantiating formula (29) with e0, e2, e0, e4 and discharging atoms op(e0, e2) = e4, op(e0, e2) = e0, yields:
% 59.18/24.49  																																															| (397) e4 = e0
% 59.18/24.49  																																															|
% 59.18/24.49  																																															| Combining equations (323,397) yields a new equation:
% 59.18/24.49  																																															| (391) e2 = e0
% 59.18/24.49  																																															|
% 59.18/24.49  																																															| Simplifying 391 yields:
% 59.18/24.49  																																															| (330) e2 = e0
% 59.18/24.49  																																															|
% 59.18/24.49  																																															| Combining equations (617,330) yields a new equation:
% 59.18/24.49  																																															| (546) e1 = e0
% 59.18/24.49  																																															|
% 59.18/24.49  																																															| Simplifying 546 yields:
% 59.18/24.49  																																															| (431) e1 = e0
% 59.18/24.49  																																															|
% 59.18/24.49  																																															| Equations (431) can reduce 233 to:
% 59.18/24.49  																																															| (266) $false
% 59.18/24.49  																																															|
% 59.18/24.49  																																															|-The branch is then unsatisfiable
% 59.18/24.49  																																														|-Branch two:
% 59.18/24.49  																																														| (707)  ~ (unit = e2)
% 59.18/24.49  																																														| (708) unit = e4 | unit = e3 | unit = e1 | unit = e0
% 59.18/24.49  																																														|
% 59.18/24.49  																																															+-Applying beta-rule and splitting (708), into two cases.
% 59.18/24.49  																																															|-Branch one:
% 59.18/24.49  																																															| (709) unit = e4
% 59.18/24.49  																																															|
% 59.18/24.49  																																																| From (709) and (211) follows:
% 59.18/24.49  																																																| (22527) op(e4, e1) = e1
% 59.18/24.49  																																																|
% 59.18/24.49  																																																| From (709) and (42) follows:
% 59.18/24.49  																																																| (713) op(e0, e4) = e0
% 59.18/24.49  																																																|
% 59.18/24.49  																																																| Instantiating formula (29) with e4, e1, e1, e3 and discharging atoms op(e4, e1) = e3, op(e4, e1) = e1, yields:
% 59.18/24.49  																																																| (455) e3 = e1
% 59.18/24.49  																																																|
% 59.18/24.49  																																																| Instantiating formula (29) with e0, e4, e0, e3 and discharging atoms op(e0, e4) = e3, op(e0, e4) = e0, yields:
% 59.18/24.49  																																																| (676) e3 = e0
% 59.18/24.49  																																																|
% 59.18/24.49  																																																| Combining equations (455,676) yields a new equation:
% 59.18/24.49  																																																| (546) e1 = e0
% 59.18/24.49  																																																|
% 59.18/24.49  																																																| Simplifying 546 yields:
% 59.18/24.49  																																																| (431) e1 = e0
% 59.18/24.49  																																																|
% 59.18/24.49  																																																| Equations (431) can reduce 233 to:
% 59.18/24.49  																																																| (266) $false
% 59.18/24.49  																																																|
% 59.18/24.49  																																																|-The branch is then unsatisfiable
% 59.18/24.49  																																															|-Branch two:
% 59.18/24.49  																																															| (724)  ~ (unit = e4)
% 59.18/24.49  																																															| (725) unit = e3 | unit = e1 | unit = e0
% 59.18/24.49  																																															|
% 59.18/24.49  																																																+-Applying beta-rule and splitting (725), into two cases.
% 59.18/24.49  																																																|-Branch one:
% 59.18/24.49  																																																| (726) unit = e0
% 59.18/24.49  																																																|
% 59.18/24.49  																																																	| From (726) and (244) follows:
% 59.18/24.49  																																																	| (2207) op(e0, e4) = e4
% 59.18/24.49  																																																	|
% 59.18/24.49  																																																	| From (726) and (24) follows:
% 59.18/24.49  																																																	| (2208) op(e0, e3) = e3
% 59.18/24.49  																																																	|
% 59.18/24.49  																																																	| From (726) and (15) follows:
% 59.18/24.49  																																																	| (1508) op(e0, e2) = e2
% 59.18/24.49  																																																	|
% 59.18/24.49  																																																	| Instantiating formula (29) with e0, e4, e4, e3 and discharging atoms op(e0, e4) = e4, op(e0, e4) = e3, yields:
% 59.18/24.49  																																																	| (425) e4 = e3
% 59.18/24.49  																																																	|
% 59.18/24.49  																																																	| Instantiating formula (29) with e0, e3, e3, e1 and discharging atoms op(e0, e3) = e3, op(e0, e3) = e1, yields:
% 59.18/24.49  																																																	| (455) e3 = e1
% 59.18/24.49  																																																	|
% 59.18/24.49  																																																	| Instantiating formula (29) with e0, e2, e2, e4 and discharging atoms op(e0, e2) = e4, op(e0, e2) = e2, yields:
% 59.18/24.49  																																																	| (323) e4 = e2
% 59.18/24.49  																																																	|
% 59.18/24.49  																																																	| Combining equations (323,425) yields a new equation:
% 59.18/24.49  																																																	| (662) e3 = e2
% 59.18/24.49  																																																	|
% 59.18/24.49  																																																	| Combining equations (662,455) yields a new equation:
% 59.18/24.49  																																																	| (616) e2 = e1
% 59.18/24.49  																																																	|
% 59.18/24.49  																																																	| Simplifying 616 yields:
% 59.18/24.49  																																																	| (617) e2 = e1
% 59.18/24.49  																																																	|
% 59.18/24.49  																																																	| Equations (617) can reduce 122 to:
% 59.18/24.49  																																																	| (266) $false
% 59.18/24.49  																																																	|
% 59.18/24.49  																																																	|-The branch is then unsatisfiable
% 59.18/24.49  																																																|-Branch two:
% 59.18/24.49  																																																| (734)  ~ (unit = e0)
% 59.18/24.49  																																																| (735) unit = e3 | unit = e1
% 59.18/24.49  																																																|
% 59.18/24.49  																																																	+-Applying beta-rule and splitting (735), into two cases.
% 59.18/24.49  																																																	|-Branch one:
% 59.18/24.49  																																																	| (736) unit = e1
% 59.18/24.49  																																																	|
% 59.18/24.49  																																																		| Equations (736) can reduce 734 to:
% 59.18/24.49  																																																		| (233)  ~ (e1 = e0)
% 59.18/24.49  																																																		|
% 59.18/24.49  																																																		| From (736) and (15) follows:
% 59.18/24.49  																																																		| (515) op(e1, e2) = e2
% 59.18/24.49  																																																		|
% 59.18/24.49  																																																		| From (736) and (40) follows:
% 59.18/24.49  																																																		| (1652) op(e3, e1) = e3
% 59.18/24.49  																																																		|
% 59.18/24.49  																																																		| From (736) and (42) follows:
% 59.18/24.49  																																																		| (3221) op(e0, e1) = e0
% 59.18/24.49  																																																		|
% 59.18/24.49  																																																		| Instantiating formula (29) with e3, e1, e3, e1 and discharging atoms op(e3, e1) = e3, op(e3, e1) = e1, yields:
% 59.18/24.49  																																																		| (455) e3 = e1
% 59.18/24.49  																																																		|
% 59.18/24.49  																																																		| Instantiating formula (29) with e1, e2, e2, e3 and discharging atoms op(e1, e2) = e3, op(e1, e2) = e2, yields:
% 59.18/24.49  																																																		| (662) e3 = e2
% 59.18/24.49  																																																		|
% 59.18/24.49  																																																		| Instantiating formula (29) with e0, e1, e0, e2 and discharging atoms op(e0, e1) = e2, op(e0, e1) = e0, yields:
% 59.18/24.49  																																																		| (330) e2 = e0
% 59.18/24.49  																																																		|
% 59.18/24.49  																																																		| Combining equations (662,455) yields a new equation:
% 59.18/24.49  																																																		| (616) e2 = e1
% 59.18/24.49  																																																		|
% 59.18/24.49  																																																		| Simplifying 616 yields:
% 59.18/24.49  																																																		| (617) e2 = e1
% 59.18/24.49  																																																		|
% 59.18/24.49  																																																		| Combining equations (617,330) yields a new equation:
% 59.18/24.49  																																																		| (546) e1 = e0
% 59.18/24.49  																																																		|
% 59.18/24.49  																																																		| Simplifying 546 yields:
% 59.18/24.49  																																																		| (431) e1 = e0
% 59.18/24.49  																																																		|
% 59.18/24.49  																																																		| Equations (431) can reduce 233 to:
% 59.18/24.49  																																																		| (266) $false
% 59.18/24.49  																																																		|
% 59.18/24.49  																																																		|-The branch is then unsatisfiable
% 59.18/24.49  																																																	|-Branch two:
% 59.18/24.49  																																																	| (748)  ~ (unit = e1)
% 59.18/24.49  																																																	| (749) unit = e3
% 59.18/24.49  																																																	|
% 59.18/24.49  																																																		| From (749) and (244) follows:
% 59.18/24.49  																																																		| (750) op(e3, e4) = e4
% 59.18/24.49  																																																		|
% 59.18/24.49  																																																		| From (749) and (227) follows:
% 59.18/24.49  																																																		| (22570) op(e4, e3) = e4
% 59.18/24.49  																																																		|
% 59.18/24.49  																																																		| From (749) and (40) follows:
% 59.18/24.49  																																																		| (3715) op(e3, e3) = e3
% 59.18/24.49  																																																		|
% 59.18/24.49  																																																		| From (749) and (28) follows:
% 59.18/24.49  																																																		| (2235) op(e1, e3) = e1
% 59.18/24.49  																																																		|
% 59.18/24.49  																																																		| Instantiating formula (29) with e4, e3, e4, e0 and discharging atoms op(e4, e3) = e4, op(e4, e3) = e0, yields:
% 59.18/24.49  																																																		| (397) e4 = e0
% 59.18/24.49  																																																		|
% 59.18/24.49  																																																		| Instantiating formula (29) with e3, e4, e4, e2 and discharging atoms op(e3, e4) = e4, op(e3, e4) = e2, yields:
% 59.18/24.49  																																																		| (323) e4 = e2
% 59.18/24.49  																																																		|
% 59.18/24.49  																																																		| Instantiating formula (29) with e3, e3, e3, e4 and discharging atoms op(e3, e3) = e4, op(e3, e3) = e3, yields:
% 59.18/24.49  																																																		| (425) e4 = e3
% 59.18/24.49  																																																		|
% 59.18/24.49  																																																		| Instantiating formula (29) with e1, e3, e1, e2 and discharging atoms op(e1, e3) = e2, op(e1, e3) = e1, yields:
% 59.18/24.49  																																																		| (617) e2 = e1
% 59.18/24.49  																																																		|
% 59.18/24.49  																																																		| Combining equations (323,425) yields a new equation:
% 59.18/24.49  																																																		| (662) e3 = e2
% 59.18/24.49  																																																		|
% 59.18/24.49  																																																		| Combining equations (397,425) yields a new equation:
% 59.18/24.49  																																																		| (676) e3 = e0
% 59.18/24.49  																																																		|
% 59.18/24.49  																																																		| Combining equations (662,676) yields a new equation:
% 59.18/24.49  																																																		| (391) e2 = e0
% 59.18/24.49  																																																		|
% 59.18/24.49  																																																		| Simplifying 391 yields:
% 59.18/24.49  																																																		| (330) e2 = e0
% 59.18/24.49  																																																		|
% 59.18/24.49  																																																		| Combining equations (617,330) yields a new equation:
% 59.18/24.49  																																																		| (546) e1 = e0
% 59.18/24.49  																																																		|
% 59.18/24.49  																																																		| Simplifying 546 yields:
% 59.18/24.49  																																																		| (431) e1 = e0
% 59.18/24.49  																																																		|
% 59.18/24.49  																																																		| Equations (431) can reduce 233 to:
% 59.18/24.49  																																																		| (266) $false
% 59.18/24.49  																																																		|
% 59.18/24.49  																																																		|-The branch is then unsatisfiable
% 59.18/24.49  																																												|-Branch two:
% 59.18/24.49  																																												| (462)  ~ (all_0_47_47 = e1)
% 59.18/24.49  																																												| (3264) all_0_51_51 = e1 | all_0_56_56 = e1
% 59.18/24.49  																																												|
% 59.18/24.49  																																													+-Applying beta-rule and splitting (1793), into two cases.
% 59.18/24.49  																																													|-Branch one:
% 59.18/24.49  																																													| (674) all_0_47_47 = e0
% 59.18/24.49  																																													|
% 59.18/24.49  																																														| Equations (674) can reduce 678 to:
% 59.18/24.49  																																														| (266) $false
% 59.18/24.49  																																														|
% 59.18/24.49  																																														|-The branch is then unsatisfiable
% 59.18/24.49  																																													|-Branch two:
% 59.18/24.49  																																													| (678)  ~ (all_0_47_47 = e0)
% 59.18/24.49  																																													| (1831) all_0_47_47 = e3 | all_0_47_47 = e1
% 59.18/24.49  																																													|
% 59.18/24.49  																																														+-Applying beta-rule and splitting (1831), into two cases.
% 59.18/24.49  																																														|-Branch one:
% 59.18/24.49  																																														| (654) all_0_47_47 = e1
% 59.18/24.49  																																														|
% 59.18/24.49  																																															| Equations (654) can reduce 462 to:
% 59.18/24.49  																																															| (266) $false
% 59.18/24.49  																																															|
% 59.18/24.49  																																															|-The branch is then unsatisfiable
% 59.18/24.49  																																														|-Branch two:
% 59.18/24.49  																																														| (462)  ~ (all_0_47_47 = e1)
% 59.18/24.49  																																														| (522) all_0_47_47 = e3
% 59.18/24.49  																																														|
% 59.18/24.49  																																															| Equations (522) can reduce 1091 to:
% 59.18/24.49  																																															| (266) $false
% 59.18/24.49  																																															|
% 59.18/24.49  																																															|-The branch is then unsatisfiable
% 59.18/24.49  																																								|-Branch two:
% 59.18/24.49  																																								| (358)  ~ (all_0_42_42 = e0)
% 59.18/24.49  																																								| (6766) all_0_43_43 = e0 | all_0_44_44 = e0
% 59.18/24.49  																																								|
% 59.18/24.49  																																									+-Applying beta-rule and splitting (152), into two cases.
% 59.18/24.49  																																									|-Branch one:
% 59.18/24.49  																																									| (1392) all_0_42_42 = e4
% 59.18/24.49  																																									|
% 59.18/24.49  																																										| Equations (1392) can reduce 1890 to:
% 59.18/24.49  																																										| (266) $false
% 59.18/24.49  																																										|
% 59.18/24.49  																																										|-The branch is then unsatisfiable
% 59.18/24.49  																																									|-Branch two:
% 59.18/24.49  																																									| (1890)  ~ (all_0_42_42 = e4)
% 59.18/24.49  																																									| (1969) all_0_42_42 = e3 | all_0_42_42 = e1 | all_0_42_42 = e0
% 59.18/24.49  																																									|
% 59.18/24.49  																																										+-Applying beta-rule and splitting (131), into two cases.
% 59.18/24.49  																																										|-Branch one:
% 59.18/24.49  																																										| (459) all_0_42_42 = e1
% 59.18/24.49  																																										|
% 59.18/24.49  																																											| Equations (459) can reduce 1380 to:
% 59.18/24.49  																																											| (266) $false
% 59.18/24.49  																																											|
% 59.18/24.49  																																											|-The branch is then unsatisfiable
% 59.18/24.49  																																										|-Branch two:
% 59.18/24.49  																																										| (1380)  ~ (all_0_42_42 = e1)
% 59.18/24.49  																																										| (3259) all_0_47_47 = e1 | all_0_51_51 = e1 | all_0_56_56 = e1
% 59.18/24.49  																																										|
% 59.18/24.49  																																											+-Applying beta-rule and splitting (1969), into two cases.
% 59.18/24.49  																																											|-Branch one:
% 59.18/24.49  																																											| (559) all_0_42_42 = e0
% 59.18/24.49  																																											|
% 59.18/24.49  																																												| Equations (559) can reduce 358 to:
% 59.18/24.49  																																												| (266) $false
% 59.18/24.49  																																												|
% 59.18/24.49  																																												|-The branch is then unsatisfiable
% 59.18/24.49  																																											|-Branch two:
% 59.18/24.49  																																											| (358)  ~ (all_0_42_42 = e0)
% 59.18/24.50  																																											| (2510) all_0_42_42 = e3 | all_0_42_42 = e1
% 59.18/24.50  																																											|
% 59.18/24.50  																																												+-Applying beta-rule and splitting (2510), into two cases.
% 59.18/24.50  																																												|-Branch one:
% 59.18/24.50  																																												| (459) all_0_42_42 = e1
% 59.18/24.50  																																												|
% 59.18/24.50  																																													| Equations (459) can reduce 1380 to:
% 59.18/24.50  																																													| (266) $false
% 59.18/24.50  																																													|
% 59.18/24.50  																																													|-The branch is then unsatisfiable
% 59.18/24.50  																																												|-Branch two:
% 59.18/24.50  																																												| (1380)  ~ (all_0_42_42 = e1)
% 59.18/24.50  																																												| (516) all_0_42_42 = e3
% 59.18/24.50  																																												|
% 59.18/24.50  																																													| Equations (516) can reduce 405 to:
% 59.18/24.50  																																													| (266) $false
% 59.18/24.50  																																													|
% 59.18/24.50  																																													|-The branch is then unsatisfiable
% 59.18/24.50  																																					|-Branch two:
% 59.18/24.50  																																					| (632)  ~ (all_0_55_55 = e1)
% 59.18/24.50  																																					| (633) all_0_56_56 = e1 | all_0_57_57 = e1 | all_0_58_58 = e1
% 59.18/24.50  																																					|
% 59.18/24.50  																																						+-Applying beta-rule and splitting (174), into two cases.
% 59.18/24.50  																																						|-Branch one:
% 59.18/24.50  																																						| (386) all_0_55_55 = e2
% 59.18/24.50  																																						|
% 59.18/24.50  																																							| Equations (386) can reduce 304 to:
% 59.18/24.50  																																							| (266) $false
% 59.18/24.50  																																							|
% 59.18/24.50  																																							|-The branch is then unsatisfiable
% 59.18/24.50  																																						|-Branch two:
% 59.18/24.50  																																						| (304)  ~ (all_0_55_55 = e2)
% 59.18/24.50  																																						| (2051) all_0_55_55 = e4 | all_0_55_55 = e3 | all_0_55_55 = e1 | all_0_55_55 = e0
% 59.18/24.50  																																						|
% 59.18/24.50  																																							+-Applying beta-rule and splitting (909), into two cases.
% 59.18/24.50  																																							|-Branch one:
% 59.18/24.50  																																							| (910) all_0_58_58 = e4
% 59.18/24.50  																																							|
% 59.18/24.50  																																								| Equations (910) can reduce 451 to:
% 59.18/24.50  																																								| (266) $false
% 59.18/24.50  																																								|
% 59.18/24.50  																																								|-The branch is then unsatisfiable
% 59.18/24.50  																																							|-Branch two:
% 59.18/24.50  																																							| (451)  ~ (all_0_58_58 = e4)
% 59.18/24.50  																																							| (913) all_0_58_58 = e3 | all_0_58_58 = e1 | all_0_58_58 = e0
% 59.18/24.50  																																							|
% 59.18/24.50  																																								+-Applying beta-rule and splitting (2051), into two cases.
% 59.18/24.50  																																								|-Branch one:
% 59.18/24.50  																																								| (587) all_0_55_55 = e4
% 59.18/24.50  																																								|
% 59.18/24.50  																																									| Equations (587) can reduce 763 to:
% 59.18/24.50  																																									| (266) $false
% 59.18/24.50  																																									|
% 59.18/24.50  																																									|-The branch is then unsatisfiable
% 59.18/24.50  																																								|-Branch two:
% 59.18/24.50  																																								| (763)  ~ (all_0_55_55 = e4)
% 59.18/24.50  																																								| (2055) all_0_55_55 = e3 | all_0_55_55 = e1 | all_0_55_55 = e0
% 59.18/24.50  																																								|
% 59.18/24.50  																																									+-Applying beta-rule and splitting (913), into two cases.
% 59.18/24.50  																																									|-Branch one:
% 59.18/24.50  																																									| (914) all_0_58_58 = e0
% 59.18/24.50  																																									|
% 59.18/24.50  																																										| Equations (914) can reduce 3 to:
% 59.18/24.50  																																										| (803)  ~ (all_0_55_55 = e0)
% 59.18/24.50  																																										|
% 59.18/24.50  																																										+-Applying beta-rule and splitting (2055), into two cases.
% 59.18/24.50  																																										|-Branch one:
% 59.18/24.50  																																										| (858) all_0_55_55 = e0
% 59.18/24.50  																																										|
% 59.18/24.50  																																											| Equations (858) can reduce 803 to:
% 59.18/24.50  																																											| (266) $false
% 59.18/24.50  																																											|
% 59.18/24.50  																																											|-The branch is then unsatisfiable
% 59.18/24.50  																																										|-Branch two:
% 59.18/24.50  																																										| (803)  ~ (all_0_55_55 = e0)
% 59.18/24.50  																																										| (2315) all_0_55_55 = e3 | all_0_55_55 = e1
% 59.18/24.50  																																										|
% 59.18/24.50  																																											+-Applying beta-rule and splitting (2315), into two cases.
% 59.18/24.50  																																											|-Branch one:
% 59.18/24.50  																																											| (629) all_0_55_55 = e1
% 59.18/24.50  																																											|
% 59.18/24.50  																																												| Equations (629) can reduce 632 to:
% 59.18/24.50  																																												| (266) $false
% 59.18/24.50  																																												|
% 59.18/24.50  																																												|-The branch is then unsatisfiable
% 59.18/24.50  																																											|-Branch two:
% 59.18/24.50  																																											| (632)  ~ (all_0_55_55 = e1)
% 59.18/24.50  																																											| (2336) all_0_55_55 = e3
% 59.18/24.50  																																											|
% 59.18/24.50  																																												| Equations (2336) can reduce 270 to:
% 59.18/24.50  																																												| (266) $false
% 59.18/24.50  																																												|
% 59.18/24.50  																																												|-The branch is then unsatisfiable
% 59.18/24.50  																																									|-Branch two:
% 59.18/24.50  																																									| (491)  ~ (all_0_58_58 = e0)
% 59.18/24.50  																																									| (917) all_0_58_58 = e3 | all_0_58_58 = e1
% 59.18/24.50  																																									|
% 59.18/24.50  																																										+-Applying beta-rule and splitting (917), into two cases.
% 59.18/24.50  																																										|-Branch one:
% 59.18/24.50  																																										| (918) all_0_58_58 = e1
% 59.18/24.50  																																										|
% 59.18/24.50  																																											| Equations (918) can reduce 880 to:
% 59.18/24.50  																																											| (266) $false
% 59.18/24.50  																																											|
% 59.18/24.50  																																											|-The branch is then unsatisfiable
% 59.18/24.50  																																										|-Branch two:
% 59.18/24.50  																																										| (880)  ~ (all_0_58_58 = e1)
% 59.18/24.50  																																										| (795) all_0_58_58 = e3
% 59.18/24.50  																																										|
% 59.18/24.50  																																											| Equations (795) can reduce 276 to:
% 59.18/24.50  																																											| (266) $false
% 59.18/24.50  																																											|
% 59.18/24.50  																																											|-The branch is then unsatisfiable
% 59.18/24.50  																																	|-Branch two:
% 59.18/24.50  																																	| (477)  ~ (all_0_56_56 = e4)
% 59.18/24.50  																																	| (935) all_0_57_57 = e4 | all_0_58_58 = e4
% 59.18/24.50  																																	|
% 59.18/24.50  																																		+-Applying beta-rule and splitting (75), into two cases.
% 59.18/24.50  																																		|-Branch one:
% 59.18/24.50  																																		| (485) all_0_40_40 = e0
% 59.18/24.50  																																		|
% 59.18/24.50  																																			| Combining equations (1378,485) yields a new equation:
% 59.18/24.50  																																			| (481) e4 = e0
% 59.18/24.50  																																			|
% 59.18/24.50  																																			| Simplifying 481 yields:
% 59.18/24.50  																																			| (397) e4 = e0
% 59.18/24.50  																																			|
% 59.18/24.50  																																			| Equations (397) can reduce 49 to:
% 59.18/24.50  																																			| (266) $false
% 59.18/24.50  																																			|
% 59.18/24.50  																																			|-The branch is then unsatisfiable
% 59.18/24.50  																																		|-Branch two:
% 59.18/24.50  																																		| (1401)  ~ (all_0_40_40 = e0)
% 59.18/24.50  																																		| (1748) all_0_44_44 = e0 | all_0_49_49 = e0 | all_0_58_58 = e0
% 59.18/24.50  																																		|
% 59.18/24.50  																																			+-Applying beta-rule and splitting (1748), into two cases.
% 59.18/24.50  																																			|-Branch one:
% 59.18/24.50  																																			| (1414) all_0_44_44 = e0
% 59.18/24.50  																																			|
% 59.18/24.50  																																				| Combining equations (532,1414) yields a new equation:
% 59.18/24.50  																																				| (675) e3 = e0
% 59.18/24.50  																																				|
% 59.18/24.50  																																				| Simplifying 675 yields:
% 59.18/24.50  																																				| (676) e3 = e0
% 59.18/24.50  																																				|
% 59.18/24.50  																																				| Equations (676) can reduce 80 to:
% 59.18/24.50  																																				| (266) $false
% 59.18/24.50  																																				|
% 59.18/24.50  																																				|-The branch is then unsatisfiable
% 59.18/24.50  																																			|-Branch two:
% 59.18/24.50  																																			| (360)  ~ (all_0_44_44 = e0)
% 59.18/24.50  																																			| (1760) all_0_49_49 = e0 | all_0_58_58 = e0
% 59.18/24.50  																																			|
% 59.18/24.50  																																				+-Applying beta-rule and splitting (1760), into two cases.
% 59.18/24.50  																																				|-Branch one:
% 59.18/24.50  																																				| (978) all_0_49_49 = e0
% 59.18/24.50  																																				|
% 59.18/24.50  																																					| Combining equations (583,978) yields a new equation:
% 59.18/24.50  																																					| (391) e2 = e0
% 59.18/24.50  																																					|
% 59.18/24.50  																																					| Simplifying 391 yields:
% 59.18/24.50  																																					| (330) e2 = e0
% 59.18/24.50  																																					|
% 59.18/24.50  																																					| Equations (330) can reduce 128 to:
% 59.18/24.50  																																					| (266) $false
% 59.18/24.50  																																					|
% 59.18/24.50  																																					|-The branch is then unsatisfiable
% 59.18/24.50  																																				|-Branch two:
% 59.18/24.50  																																				| (487)  ~ (all_0_49_49 = e0)
% 59.18/24.50  																																				| (914) all_0_58_58 = e0
% 59.18/24.50  																																				|
% 59.18/24.50  																																					| Equations (914) can reduce 451 to:
% 59.18/24.50  																																					| (401)  ~ (e4 = e0)
% 59.18/24.50  																																					|
% 59.18/24.50  																																					| Simplifying 401 yields:
% 59.18/24.50  																																					| (49)  ~ (e4 = e0)
% 59.18/24.50  																																					|
% 59.18/24.50  																																					+-Applying beta-rule and splitting (165), into two cases.
% 59.18/24.50  																																					|-Branch one:
% 59.18/24.50  																																					| (794) all_0_41_41 = e0
% 59.18/24.50  																																					|
% 59.18/24.50  																																						| Combining equations (794,437) yields a new equation:
% 59.18/24.50  																																						| (397) e4 = e0
% 59.18/24.50  																																						|
% 59.18/24.50  																																						| Equations (397) can reduce 49 to:
% 59.18/24.50  																																						| (266) $false
% 59.18/24.50  																																						|
% 59.18/24.50  																																						|-The branch is then unsatisfiable
% 59.18/24.50  																																					|-Branch two:
% 59.18/24.50  																																					| (357)  ~ (all_0_41_41 = e0)
% 59.18/24.50  																																					| (6761) all_0_42_42 = e0 | all_0_43_43 = e0 | all_0_44_44 = e0
% 59.18/24.50  																																					|
% 59.18/24.50  																																						| Equations (437) can reduce 357 to:
% 59.18/24.50  																																						| (49)  ~ (e4 = e0)
% 59.18/24.50  																																						|
% 59.18/24.50  																																						+-Applying beta-rule and splitting (164), into two cases.
% 59.18/24.50  																																						|-Branch one:
% 59.18/24.50  																																						| (471) all_0_39_39 = e4
% 59.18/24.50  																																						|
% 59.18/24.50  																																							| Combining equations (471,317) yields a new equation:
% 59.18/24.50  																																							| (322) e4 = e2
% 59.18/24.50  																																							|
% 59.18/24.50  																																							| Simplifying 322 yields:
% 59.18/24.50  																																							| (323) e4 = e2
% 59.18/24.50  																																							|
% 59.18/24.50  																																							| Equations (323) can reduce 48 to:
% 59.18/24.50  																																							| (266) $false
% 59.18/24.50  																																							|
% 59.18/24.50  																																							|-The branch is then unsatisfiable
% 59.18/24.50  																																						|-Branch two:
% 59.18/24.50  																																						| (1377)  ~ (all_0_39_39 = e4)
% 59.18/24.50  																																						| (2115) all_0_42_42 = e4 | all_0_47_47 = e4 | all_0_51_51 = e4 | all_0_56_56 = e4
% 59.18/24.50  																																						|
% 59.18/24.50  																																							| Equations (317) can reduce 1377 to:
% 59.18/24.50  																																							| (327)  ~ (e4 = e2)
% 59.18/24.50  																																							|
% 59.18/24.50  																																							| Simplifying 327 yields:
% 59.18/24.50  																																							| (48)  ~ (e4 = e2)
% 59.18/24.50  																																							|
% 59.18/24.50  																																							+-Applying beta-rule and splitting (935), into two cases.
% 59.18/24.50  																																							|-Branch one:
% 59.18/24.50  																																							| (871) all_0_57_57 = e4
% 59.18/24.50  																																							|
% 59.18/24.50  																																								| Combining equations (442,871) yields a new equation:
% 59.18/24.50  																																								| (323) e4 = e2
% 59.18/24.50  																																								|
% 59.18/24.50  																																								| Equations (323) can reduce 48 to:
% 59.18/24.50  																																								| (266) $false
% 59.18/24.50  																																								|
% 59.18/24.50  																																								|-The branch is then unsatisfiable
% 59.18/24.50  																																							|-Branch two:
% 59.18/24.50  																																							| (839)  ~ (all_0_57_57 = e4)
% 59.18/24.50  																																							| (910) all_0_58_58 = e4
% 59.18/24.50  																																							|
% 59.18/24.50  																																								| Combining equations (910,914) yields a new equation:
% 59.18/24.50  																																								| (481) e4 = e0
% 59.18/24.50  																																								|
% 59.18/24.50  																																								| Simplifying 481 yields:
% 59.18/24.50  																																								| (397) e4 = e0
% 59.18/24.50  																																								|
% 59.18/24.50  																																								| Equations (397) can reduce 49 to:
% 59.18/24.50  																																								| (266) $false
% 59.18/24.50  																																								|
% 59.18/24.50  																																								|-The branch is then unsatisfiable
% 59.18/24.50  																																|-Branch two:
% 59.18/24.50  																																| (1459)  ~ (all_0_53_53 = e1)
% 59.18/24.50  																																| (665) all_0_53_53 = e3
% 59.18/24.50  																																|
% 59.18/24.50  																																	| Equations (665) can reduce 903 to:
% 59.18/24.50  																																	| (266) $false
% 59.18/24.50  																																	|
% 59.18/24.50  																																	|-The branch is then unsatisfiable
% 59.18/24.50  																													|-Branch two:
% 59.18/24.50  																													| (664)  ~ (all_0_51_51 = e3)
% 59.18/24.50  																													| (665) all_0_53_53 = e3
% 59.18/24.50  																													|
% 59.18/24.50  																														| Equations (665) can reduce 903 to:
% 59.18/24.50  																														| (266) $false
% 59.18/24.50  																														|
% 59.18/24.50  																														|-The branch is then unsatisfiable
% 59.18/24.50  																										|-Branch two:
% 59.18/24.50  																										| (440)  ~ (all_0_41_41 = e4)
% 59.18/24.50  																										| (4049) all_0_41_41 = e3 | all_0_41_41 = e1 | all_0_41_41 = e0
% 59.18/24.50  																										|
% 59.18/24.50  																											+-Applying beta-rule and splitting (418), into two cases.
% 59.18/24.50  																											|-Branch one:
% 59.18/24.50  																											| (660) all_0_51_51 = e3
% 59.18/24.50  																											|
% 59.18/24.50  																												| Equations (660) can reduce 224 to:
% 59.18/24.50  																												| (1091)  ~ (all_0_47_47 = e3)
% 59.18/24.50  																												|
% 59.18/24.50  																												| Equations (660) can reduce 475 to:
% 59.18/24.50  																												| (277)  ~ (e4 = e3)
% 59.18/24.50  																												|
% 59.18/24.50  																												| Simplifying 277 yields:
% 59.18/24.50  																												| (188)  ~ (e4 = e3)
% 59.18/24.50  																												|
% 59.18/24.50  																												| Equations (660) can reduce 1099 to:
% 59.18/24.50  																												| (212)  ~ (e3 = e2)
% 59.18/24.50  																												|
% 59.18/24.50  																												+-Applying beta-rule and splitting (165), into two cases.
% 59.18/24.50  																												|-Branch one:
% 59.18/24.50  																												| (794) all_0_41_41 = e0
% 59.18/24.50  																												|
% 59.18/24.50  																													| Equations (794) can reduce 357 to:
% 59.18/24.50  																													| (266) $false
% 59.18/24.50  																													|
% 59.18/24.50  																													|-The branch is then unsatisfiable
% 59.18/24.50  																												|-Branch two:
% 59.18/24.50  																												| (357)  ~ (all_0_41_41 = e0)
% 59.18/24.50  																												| (6761) all_0_42_42 = e0 | all_0_43_43 = e0 | all_0_44_44 = e0
% 59.18/24.50  																												|
% 59.18/24.50  																													+-Applying beta-rule and splitting (78), into two cases.
% 59.18/24.50  																													|-Branch one:
% 59.18/24.50  																													| (423) all_0_45_45 = e3
% 59.18/24.50  																													|
% 59.18/24.50  																														| Combining equations (423,248) yields a new equation:
% 59.18/24.50  																														| (425) e4 = e3
% 59.18/24.50  																														|
% 59.18/24.50  																														| Equations (425) can reduce 188 to:
% 59.18/24.50  																														| (266) $false
% 59.18/24.50  																														|
% 59.18/24.50  																														|-The branch is then unsatisfiable
% 59.18/24.50  																													|-Branch two:
% 59.18/24.50  																													| (427)  ~ (all_0_45_45 = e3)
% 59.18/24.50  																													| (428) all_0_46_46 = e3 | all_0_47_47 = e3 | all_0_49_49 = e3
% 59.18/24.50  																													|
% 59.18/24.50  																														+-Applying beta-rule and splitting (428), into two cases.
% 59.18/24.50  																														|-Branch one:
% 59.18/24.50  																														| (1557) all_0_46_46 = e3
% 59.18/24.50  																														|
% 59.18/24.50  																															| Equations (1557) can reduce 43 to:
% 59.18/24.50  																															| (1898)  ~ (all_0_41_41 = e3)
% 59.18/24.50  																															|
% 59.18/24.50  																															+-Applying beta-rule and splitting (18), into two cases.
% 59.18/24.50  																															|-Branch one:
% 59.18/24.50  																															| (453) all_0_41_41 = e1
% 59.18/24.50  																															|
% 59.18/24.50  																																| Equations (453) can reduce 457 to:
% 59.18/24.50  																																| (266) $false
% 59.18/24.50  																																|
% 59.18/24.50  																																|-The branch is then unsatisfiable
% 59.18/24.50  																															|-Branch two:
% 59.18/24.50  																															| (457)  ~ (all_0_41_41 = e1)
% 59.18/24.50  																															| (595) all_0_46_46 = e1 | all_0_50_50 = e1 | all_0_55_55 = e1
% 59.18/24.50  																															|
% 59.18/24.50  																																+-Applying beta-rule and splitting (4049), into two cases.
% 59.18/24.50  																																|-Branch one:
% 59.18/24.50  																																| (794) all_0_41_41 = e0
% 59.18/24.50  																																|
% 59.18/24.50  																																	| Equations (794) can reduce 357 to:
% 59.18/24.50  																																	| (266) $false
% 59.18/24.50  																																	|
% 59.18/24.50  																																	|-The branch is then unsatisfiable
% 59.18/24.50  																																|-Branch two:
% 59.18/24.50  																																| (357)  ~ (all_0_41_41 = e0)
% 59.18/24.50  																																| (4053) all_0_41_41 = e3 | all_0_41_41 = e1
% 59.18/24.50  																																|
% 59.18/24.50  																																	+-Applying beta-rule and splitting (4053), into two cases.
% 59.18/24.50  																																	|-Branch one:
% 59.18/24.50  																																	| (453) all_0_41_41 = e1
% 59.18/24.50  																																	|
% 59.18/24.50  																																		| Equations (453) can reduce 457 to:
% 59.18/24.50  																																		| (266) $false
% 59.18/24.50  																																		|
% 59.18/24.50  																																		|-The branch is then unsatisfiable
% 59.18/24.50  																																	|-Branch two:
% 59.18/24.50  																																	| (457)  ~ (all_0_41_41 = e1)
% 59.18/24.50  																																	| (403) all_0_41_41 = e3
% 59.18/24.50  																																	|
% 59.18/24.50  																																		| Equations (403) can reduce 1898 to:
% 59.18/24.50  																																		| (266) $false
% 59.18/24.50  																																		|
% 59.18/24.50  																																		|-The branch is then unsatisfiable
% 59.18/24.50  																														|-Branch two:
% 59.18/24.50  																														| (409)  ~ (all_0_46_46 = e3)
% 59.18/24.50  																														| (1561) all_0_47_47 = e3 | all_0_49_49 = e3
% 59.18/24.50  																														|
% 59.18/24.50  																															+-Applying beta-rule and splitting (1561), into two cases.
% 59.18/24.50  																															|-Branch one:
% 59.18/24.50  																															| (522) all_0_47_47 = e3
% 59.18/24.50  																															|
% 59.18/24.50  																																| Equations (522) can reduce 1091 to:
% 59.18/24.50  																																| (266) $false
% 59.18/24.50  																																|
% 59.18/24.50  																																|-The branch is then unsatisfiable
% 59.18/24.50  																															|-Branch two:
% 59.18/24.50  																															| (1091)  ~ (all_0_47_47 = e3)
% 59.18/24.50  																															| (884) all_0_49_49 = e3
% 59.18/24.50  																															|
% 59.18/24.50  																																| Combining equations (583,884) yields a new equation:
% 59.18/24.50  																																| (662) e3 = e2
% 59.18/24.50  																																|
% 59.18/24.50  																																| Equations (662) can reduce 212 to:
% 59.18/24.50  																																| (266) $false
% 59.18/24.50  																																|
% 59.18/24.50  																																|-The branch is then unsatisfiable
% 59.18/24.50  																											|-Branch two:
% 59.18/24.50  																											| (664)  ~ (all_0_51_51 = e3)
% 59.18/24.50  																											| (665) all_0_53_53 = e3
% 59.18/24.50  																											|
% 59.18/24.50  																												| Equations (665) can reduce 903 to:
% 59.18/24.50  																												| (266) $false
% 59.18/24.50  																												|
% 59.18/24.50  																												|-The branch is then unsatisfiable
% 59.18/24.50  																									|-Branch two:
% 59.18/24.50  																									| (407)  ~ (all_0_44_44 = e3)
% 59.18/24.50  																									| (537) all_0_49_49 = e3 | all_0_53_53 = e3 | all_0_58_58 = e3
% 59.18/24.50  																									|
% 59.18/24.50  																										+-Applying beta-rule and splitting (537), into two cases.
% 59.18/24.50  																										|-Branch one:
% 59.18/24.50  																										| (884) all_0_49_49 = e3
% 59.18/24.50  																										|
% 59.18/24.50  																											| Combining equations (583,884) yields a new equation:
% 59.18/24.50  																											| (662) e3 = e2
% 59.18/24.50  																											|
% 59.18/24.50  																											| Equations (662) can reduce 212 to:
% 59.18/24.50  																											| (266) $false
% 59.18/24.50  																											|
% 59.18/24.50  																											|-The branch is then unsatisfiable
% 59.18/24.50  																										|-Branch two:
% 59.18/24.50  																										| (525)  ~ (all_0_49_49 = e3)
% 59.18/24.50  																										| (887) all_0_53_53 = e3 | all_0_58_58 = e3
% 59.18/24.50  																										|
% 59.18/24.50  																											+-Applying beta-rule and splitting (887), into two cases.
% 59.18/24.50  																											|-Branch one:
% 59.18/24.50  																											| (665) all_0_53_53 = e3
% 59.18/24.50  																											|
% 59.18/24.50  																												| Equations (665) can reduce 220 to:
% 59.18/24.50  																												| (407)  ~ (all_0_44_44 = e3)
% 59.18/24.50  																												|
% 59.18/24.50  																												| Equations (665) can reduce 6 to:
% 59.18/24.50  																												| (664)  ~ (all_0_51_51 = e3)
% 59.18/24.50  																												|
% 59.18/24.50  																												| Equations (665) can reduce 10 to:
% 59.18/24.50  																												| (275)  ~ (all_0_58_58 = e3)
% 59.18/24.50  																												|
% 59.18/24.50  																												| Simplifying 275 yields:
% 59.18/24.50  																												| (276)  ~ (all_0_58_58 = e3)
% 59.18/24.50  																												|
% 59.18/24.50  																												| Equations (665) can reduce 1453 to:
% 59.18/24.50  																												| (277)  ~ (e4 = e3)
% 59.18/24.50  																												|
% 59.18/24.50  																												| Simplifying 277 yields:
% 59.18/24.50  																												| (188)  ~ (e4 = e3)
% 59.18/24.50  																												|
% 59.18/24.50  																												+-Applying beta-rule and splitting (160), into two cases.
% 59.18/24.50  																												|-Branch one:
% 59.18/24.50  																												| (601) all_0_50_50 = e1
% 59.18/24.50  																												|
% 59.18/24.50  																													| Combining equations (378,601) yields a new equation:
% 59.18/24.50  																													| (616) e2 = e1
% 59.18/24.50  																													|
% 59.18/24.50  																													| Simplifying 616 yields:
% 59.18/24.50  																													| (617) e2 = e1
% 59.18/24.50  																													|
% 59.18/24.50  																													| Equations (617) can reduce 122 to:
% 59.18/24.50  																													| (266) $false
% 59.18/24.50  																													|
% 59.18/24.50  																													|-The branch is then unsatisfiable
% 59.18/24.50  																												|-Branch two:
% 59.18/24.50  																												| (759)  ~ (all_0_50_50 = e1)
% 59.18/24.50  																												| (1168) all_0_51_51 = e1 | all_0_52_52 = e1 | all_0_53_53 = e1
% 59.18/24.50  																												|
% 59.18/24.50  																													+-Applying beta-rule and splitting (26), into two cases.
% 59.18/24.50  																													|-Branch one:
% 59.18/24.50  																													| (446) all_0_44_44 = e4
% 59.18/24.50  																													|
% 59.18/24.50  																														| Equations (446) can reduce 1390 to:
% 59.18/24.50  																														| (266) $false
% 59.18/24.50  																														|
% 59.18/24.50  																														|-The branch is then unsatisfiable
% 59.18/24.50  																													|-Branch two:
% 59.18/24.50  																													| (1390)  ~ (all_0_44_44 = e4)
% 59.18/24.50  																													| (1391) all_0_44_44 = e3 | all_0_44_44 = e1 | all_0_44_44 = e0
% 59.18/24.50  																													|
% 59.18/24.50  																														+-Applying beta-rule and splitting (7), into two cases.
% 59.18/24.50  																														|-Branch one:
% 59.18/24.50  																														| (504) all_0_51_51 = e2
% 59.18/24.50  																														|
% 59.18/24.50  																															| Equations (504) can reduce 1099 to:
% 59.18/24.50  																															| (266) $false
% 59.18/24.50  																															|
% 59.18/24.50  																															|-The branch is then unsatisfiable
% 59.18/24.50  																														|-Branch two:
% 59.18/24.50  																														| (1099)  ~ (all_0_51_51 = e2)
% 59.18/24.50  																														| (1100) all_0_51_51 = e4 | all_0_51_51 = e3 | all_0_51_51 = e1
% 59.18/24.50  																														|
% 59.18/24.50  																															+-Applying beta-rule and splitting (112), into two cases.
% 59.18/24.50  																															|-Branch one:
% 59.18/24.50  																															| (635) all_0_44_44 = e1
% 59.18/24.50  																															|
% 59.18/24.50  																																| Equations (635) can reduce 639 to:
% 59.18/24.50  																																| (266) $false
% 59.18/24.50  																																|
% 59.18/24.50  																																|-The branch is then unsatisfiable
% 59.18/24.50  																															|-Branch two:
% 59.18/24.50  																															| (639)  ~ (all_0_44_44 = e1)
% 59.18/24.50  																															| (640) all_0_49_49 = e1 | all_0_53_53 = e1 | all_0_58_58 = e1
% 59.18/24.50  																															|
% 59.18/24.50  																																+-Applying beta-rule and splitting (1100), into two cases.
% 59.18/24.50  																																|-Branch one:
% 59.18/24.50  																																| (1101) all_0_51_51 = e4
% 59.18/24.50  																																|
% 59.18/24.50  																																	| Equations (1101) can reduce 475 to:
% 59.18/24.50  																																	| (266) $false
% 59.18/24.50  																																	|
% 59.18/24.50  																																	|-The branch is then unsatisfiable
% 59.18/24.50  																																|-Branch two:
% 59.18/24.50  																																| (475)  ~ (all_0_51_51 = e4)
% 59.18/24.50  																																| (1104) all_0_51_51 = e3 | all_0_51_51 = e1
% 59.18/24.50  																																|
% 59.18/24.50  																																	+-Applying beta-rule and splitting (1168), into two cases.
% 59.18/24.50  																																	|-Branch one:
% 59.18/24.50  																																	| (1109) all_0_51_51 = e1
% 59.18/24.50  																																	|
% 59.18/24.50  																																		| Equations (1109) can reduce 61 to:
% 59.18/24.50  																																		| (1380)  ~ (all_0_42_42 = e1)
% 59.18/24.50  																																		|
% 59.18/24.50  																																		| Equations (1109) can reduce 224 to:
% 59.18/24.50  																																		| (462)  ~ (all_0_47_47 = e1)
% 59.18/24.50  																																		|
% 59.18/24.51  																																		| Equations (1109) can reduce 1099 to:
% 59.18/24.51  																																		| (604)  ~ (e2 = e1)
% 59.18/24.51  																																		|
% 59.18/24.51  																																		| Simplifying 604 yields:
% 59.18/24.51  																																		| (122)  ~ (e2 = e1)
% 59.18/24.51  																																		|
% 59.18/24.51  																																		+-Applying beta-rule and splitting (105), into two cases.
% 59.18/24.51  																																		|-Branch one:
% 59.18/24.51  																																		| (1105) all_0_47_47 = e2
% 59.18/24.51  																																		|
% 59.18/24.51  																																			| Equations (1105) can reduce 338 to:
% 59.18/24.51  																																			| (266) $false
% 59.18/24.51  																																			|
% 59.18/24.51  																																			|-The branch is then unsatisfiable
% 59.18/24.51  																																		|-Branch two:
% 59.18/24.51  																																		| (338)  ~ (all_0_47_47 = e2)
% 59.18/24.51  																																		| (1789) all_0_47_47 = e4 | all_0_47_47 = e3 | all_0_47_47 = e1 | all_0_47_47 = e0
% 59.18/24.51  																																		|
% 59.18/24.51  																																			+-Applying beta-rule and splitting (1391), into two cases.
% 59.18/24.51  																																			|-Branch one:
% 59.18/24.51  																																			| (1414) all_0_44_44 = e0
% 59.18/24.51  																																			|
% 59.18/24.51  																																				| Equations (1414) can reduce 149 to:
% 59.18/24.51  																																				| (357)  ~ (all_0_41_41 = e0)
% 59.18/24.51  																																				|
% 59.18/24.51  																																				| Equations (1414) can reduce 73 to:
% 59.18/24.51  																																				| (358)  ~ (all_0_42_42 = e0)
% 59.18/24.51  																																				|
% 59.18/24.51  																																				| Equations (1414) can reduce 181 to:
% 59.18/24.51  																																				| (490)  ~ (all_0_58_58 = e0)
% 59.18/24.51  																																				|
% 59.18/24.51  																																				| Simplifying 490 yields:
% 59.18/24.51  																																				| (491)  ~ (all_0_58_58 = e0)
% 59.18/24.51  																																				|
% 59.18/24.51  																																				| Equations (1414) can reduce 147 to:
% 59.18/24.51  																																				| (365)  ~ (e2 = e0)
% 59.18/24.51  																																				|
% 59.18/24.51  																																				| Simplifying 365 yields:
% 59.18/24.51  																																				| (128)  ~ (e2 = e0)
% 59.18/24.51  																																				|
% 59.18/24.51  																																				| Equations (1414) can reduce 639 to:
% 59.18/24.51  																																				| (435)  ~ (e1 = e0)
% 59.18/24.51  																																				|
% 59.18/24.51  																																				| Simplifying 435 yields:
% 59.18/24.51  																																				| (233)  ~ (e1 = e0)
% 59.18/24.51  																																				|
% 59.18/24.51  																																				+-Applying beta-rule and splitting (104), into two cases.
% 59.18/24.51  																																				|-Branch one:
% 59.18/24.51  																																				| (480) all_0_39_39 = e0
% 59.18/24.51  																																				|
% 59.18/24.51  																																					| Combining equations (480,317) yields a new equation:
% 59.18/24.51  																																					| (330) e2 = e0
% 59.18/24.51  																																					|
% 59.18/24.51  																																					| Equations (330) can reduce 128 to:
% 59.18/24.51  																																					| (266) $false
% 59.18/24.51  																																					|
% 59.18/24.51  																																					|-The branch is then unsatisfiable
% 59.18/24.51  																																				|-Branch two:
% 59.18/24.51  																																				| (484)  ~ (all_0_39_39 = e0)
% 59.18/24.51  																																				| (558) all_0_42_42 = e0 | all_0_47_47 = e0 | all_0_56_56 = e0
% 59.18/24.51  																																				|
% 59.18/24.51  																																					+-Applying beta-rule and splitting (558), into two cases.
% 59.18/24.51  																																					|-Branch one:
% 59.18/24.51  																																					| (559) all_0_42_42 = e0
% 59.18/24.51  																																					|
% 59.18/24.51  																																						| Equations (559) can reduce 358 to:
% 59.18/24.51  																																						| (266) $false
% 59.18/24.51  																																						|
% 59.18/24.51  																																						|-The branch is then unsatisfiable
% 59.18/24.51  																																					|-Branch two:
% 59.18/24.51  																																					| (358)  ~ (all_0_42_42 = e0)
% 59.18/24.51  																																					| (563) all_0_47_47 = e0 | all_0_56_56 = e0
% 59.18/24.51  																																					|
% 59.18/24.51  																																						+-Applying beta-rule and splitting (108), into two cases.
% 59.18/24.51  																																						|-Branch one:
% 59.18/24.51  																																						| (624) all_0_58_58 = e2
% 59.18/24.51  																																						|
% 59.18/24.51  																																							| Equations (624) can reduce 908 to:
% 59.18/24.51  																																							| (266) $false
% 59.18/24.51  																																							|
% 59.18/24.51  																																							|-The branch is then unsatisfiable
% 59.18/24.51  																																						|-Branch two:
% 59.18/24.51  																																						| (908)  ~ (all_0_58_58 = e2)
% 59.18/24.51  																																						| (909) all_0_58_58 = e4 | all_0_58_58 = e3 | all_0_58_58 = e1 | all_0_58_58 = e0
% 59.18/24.51  																																						|
% 59.18/24.51  																																							+-Applying beta-rule and splitting (135), into two cases.
% 59.18/24.51  																																							|-Branch one:
% 59.18/24.51  																																							| (545) all_0_46_46 = e1
% 59.18/24.51  																																							|
% 59.18/24.51  																																								| Equations (545) can reduce 43 to:
% 59.18/24.51  																																								| (457)  ~ (all_0_41_41 = e1)
% 59.18/24.51  																																								|
% 59.18/24.51  																																								| Equations (545) can reduce 19 to:
% 59.18/24.51  																																								| (461)  ~ (all_0_47_47 = e1)
% 59.18/24.51  																																								|
% 59.18/24.51  																																								| Simplifying 461 yields:
% 59.18/24.51  																																								| (462)  ~ (all_0_47_47 = e1)
% 59.18/24.51  																																								|
% 59.18/24.51  																																								| From (545) and (120) follows:
% 59.18/24.51  																																								| (2105) op(e2, e3) = e1
% 59.18/24.51  																																								|
% 59.18/24.51  																																								+-Applying beta-rule and splitting (1789), into two cases.
% 59.18/24.51  																																								|-Branch one:
% 59.18/24.51  																																								| (1790) all_0_47_47 = e4
% 59.18/24.51  																																								|
% 59.18/24.51  																																									| Equations (1790) can reduce 252 to:
% 59.18/24.51  																																									| (266) $false
% 59.18/24.51  																																									|
% 59.18/24.51  																																									|-The branch is then unsatisfiable
% 59.18/24.51  																																								|-Branch two:
% 59.18/24.51  																																								| (252)  ~ (all_0_47_47 = e4)
% 59.18/24.51  																																								| (1793) all_0_47_47 = e3 | all_0_47_47 = e1 | all_0_47_47 = e0
% 59.18/24.51  																																								|
% 59.18/24.51  																																									+-Applying beta-rule and splitting (909), into two cases.
% 59.18/24.51  																																									|-Branch one:
% 59.18/24.51  																																									| (910) all_0_58_58 = e4
% 59.18/24.51  																																									|
% 59.18/24.51  																																										| Equations (910) can reduce 451 to:
% 59.18/24.51  																																										| (266) $false
% 59.18/24.51  																																										|
% 59.18/24.51  																																										|-The branch is then unsatisfiable
% 59.18/24.51  																																									|-Branch two:
% 59.18/24.51  																																									| (451)  ~ (all_0_58_58 = e4)
% 59.18/24.51  																																									| (913) all_0_58_58 = e3 | all_0_58_58 = e1 | all_0_58_58 = e0
% 59.18/24.51  																																									|
% 59.18/24.51  																																										+-Applying beta-rule and splitting (913), into two cases.
% 59.18/24.51  																																										|-Branch one:
% 59.18/24.51  																																										| (914) all_0_58_58 = e0
% 59.18/24.51  																																										|
% 59.18/24.51  																																											| Equations (914) can reduce 491 to:
% 59.18/24.51  																																											| (266) $false
% 59.18/24.51  																																											|
% 59.18/24.51  																																											|-The branch is then unsatisfiable
% 59.18/24.51  																																										|-Branch two:
% 59.18/24.51  																																										| (491)  ~ (all_0_58_58 = e0)
% 59.18/24.51  																																										| (917) all_0_58_58 = e3 | all_0_58_58 = e1
% 59.18/24.51  																																										|
% 59.18/24.51  																																											+-Applying beta-rule and splitting (917), into two cases.
% 59.18/24.51  																																											|-Branch one:
% 59.18/24.51  																																											| (918) all_0_58_58 = e1
% 59.18/24.51  																																											|
% 59.18/24.51  																																												| Equations (918) can reduce 44 to:
% 59.18/24.51  																																												| (466)  ~ (all_0_56_56 = e1)
% 59.18/24.51  																																												|
% 59.18/24.51  																																												+-Applying beta-rule and splitting (563), into two cases.
% 59.18/24.51  																																												|-Branch one:
% 59.18/24.51  																																												| (674) all_0_47_47 = e0
% 59.18/24.51  																																												|
% 59.18/24.51  																																													| Equations (674) can reduce 678 to:
% 59.18/24.51  																																													| (266) $false
% 59.18/24.51  																																													|
% 59.18/24.51  																																													|-The branch is then unsatisfiable
% 59.18/24.51  																																												|-Branch two:
% 59.18/24.51  																																												| (678)  ~ (all_0_47_47 = e0)
% 59.18/24.51  																																												| (679) all_0_56_56 = e0
% 59.18/24.51  																																												|
% 59.18/24.51  																																													| Equations (679) can reduce 236 to:
% 59.18/24.51  																																													| (358)  ~ (all_0_42_42 = e0)
% 59.18/24.51  																																													|
% 59.18/24.51  																																													| Equations (679) can reduce 91 to:
% 59.18/24.51  																																													| (678)  ~ (all_0_47_47 = e0)
% 59.18/24.51  																																													|
% 59.18/24.51  																																													| Equations (679) can reduce 272 to:
% 59.18/24.51  																																													| (541)  ~ (e3 = e0)
% 59.18/24.51  																																													|
% 59.18/24.51  																																													| Simplifying 541 yields:
% 59.18/24.51  																																													| (80)  ~ (e3 = e0)
% 59.18/24.51  																																													|
% 59.18/24.51  																																													| Equations (679) can reduce 466 to:
% 59.18/24.51  																																													| (435)  ~ (e1 = e0)
% 59.18/24.51  																																													|
% 59.18/24.51  																																													| Simplifying 435 yields:
% 59.18/24.51  																																													| (233)  ~ (e1 = e0)
% 59.18/24.51  																																													|
% 59.18/24.51  																																													| From (679) and (111) follows:
% 59.18/24.51  																																													| (1613) op(e0, e2) = e0
% 59.18/24.51  																																													|
% 59.18/24.51  																																													+-Applying beta-rule and splitting (78), into two cases.
% 59.18/24.51  																																													|-Branch one:
% 59.18/24.51  																																													| (423) all_0_45_45 = e3
% 59.18/24.51  																																													|
% 59.18/24.51  																																														| Combining equations (248,423) yields a new equation:
% 59.18/24.51  																																														| (424) e4 = e3
% 59.18/24.51  																																														|
% 59.18/24.51  																																														| Simplifying 424 yields:
% 59.18/24.51  																																														| (425) e4 = e3
% 59.18/24.51  																																														|
% 59.18/24.51  																																														| Equations (425) can reduce 188 to:
% 59.18/24.51  																																														| (266) $false
% 59.18/24.51  																																														|
% 59.18/24.51  																																														|-The branch is then unsatisfiable
% 59.18/24.51  																																													|-Branch two:
% 59.18/24.51  																																													| (427)  ~ (all_0_45_45 = e3)
% 59.18/24.51  																																													| (428) all_0_46_46 = e3 | all_0_47_47 = e3 | all_0_49_49 = e3
% 59.18/24.51  																																													|
% 59.18/24.51  																																														+-Applying beta-rule and splitting (144), into two cases.
% 59.18/24.51  																																														|-Branch one:
% 59.18/24.51  																																														| (403) all_0_41_41 = e3
% 59.18/24.51  																																														|
% 59.18/24.51  																																															| Equations (403) can reduce 214 to:
% 59.18/24.51  																																															| (404)  ~ (all_0_42_42 = e3)
% 59.18/24.51  																																															|
% 59.18/24.51  																																															| Simplifying 404 yields:
% 59.18/24.51  																																															| (405)  ~ (all_0_42_42 = e3)
% 59.18/24.51  																																															|
% 59.18/24.51  																																															| Equations (403) can reduce 457 to:
% 59.18/24.51  																																															| (213)  ~ (e3 = e1)
% 59.18/24.51  																																															|
% 59.18/24.51  																																															| Equations (403) can reduce 357 to:
% 59.18/24.51  																																															| (80)  ~ (e3 = e0)
% 59.18/24.51  																																															|
% 59.18/24.51  																																															+-Applying beta-rule and splitting (152), into two cases.
% 59.18/24.51  																																															|-Branch one:
% 59.18/24.51  																																															| (1392) all_0_42_42 = e4
% 59.18/24.51  																																															|
% 59.18/24.51  																																																| Equations (1392) can reduce 198 to:
% 59.18/24.51  																																																| (251)  ~ (all_0_47_47 = e4)
% 59.18/24.51  																																																|
% 59.18/24.51  																																																| Simplifying 251 yields:
% 59.18/24.51  																																																| (252)  ~ (all_0_47_47 = e4)
% 59.18/24.51  																																																|
% 59.18/24.51  																																																| Equations (1392) can reduce 405 to:
% 59.18/24.51  																																																| (188)  ~ (e4 = e3)
% 59.18/24.51  																																																|
% 59.18/24.51  																																																| Equations (1392) can reduce 51 to:
% 59.18/24.51  																																																| (48)  ~ (e4 = e2)
% 59.18/24.51  																																																|
% 59.18/24.51  																																																| Equations (1392) can reduce 1380 to:
% 59.18/24.51  																																																| (110)  ~ (e4 = e1)
% 59.18/24.51  																																																|
% 59.18/24.51  																																																| Equations (1392) can reduce 358 to:
% 59.18/24.51  																																																| (49)  ~ (e4 = e0)
% 59.18/24.51  																																																|
% 59.18/24.51  																																																| From (1392) and (210) follows:
% 59.18/24.51  																																																| (4074) op(e3, e2) = e4
% 59.18/24.51  																																																|
% 59.18/24.51  																																																+-Applying beta-rule and splitting (180), into two cases.
% 59.18/24.51  																																																|-Branch one:
% 59.18/24.51  																																																| (516) all_0_42_42 = e3
% 59.18/24.51  																																																|
% 59.18/24.51  																																																	| Combining equations (516,1392) yields a new equation:
% 59.18/24.51  																																																	| (425) e4 = e3
% 59.18/24.51  																																																	|
% 59.18/24.51  																																																	| Equations (425) can reduce 188 to:
% 59.18/24.51  																																																	| (266) $false
% 59.18/24.51  																																																	|
% 59.18/24.51  																																																	|-The branch is then unsatisfiable
% 59.18/24.51  																																																|-Branch two:
% 59.18/24.51  																																																| (405)  ~ (all_0_42_42 = e3)
% 59.18/24.51  																																																| (521) all_0_47_47 = e3 | all_0_51_51 = e3 | all_0_56_56 = e3
% 59.18/24.51  																																																|
% 59.18/24.51  																																																	+-Applying beta-rule and splitting (521), into two cases.
% 59.18/24.51  																																																	|-Branch one:
% 59.18/24.51  																																																	| (522) all_0_47_47 = e3
% 59.18/24.51  																																																	|
% 59.18/24.51  																																																		| Equations (522) can reduce 252 to:
% 59.18/24.51  																																																		| (277)  ~ (e4 = e3)
% 59.18/24.51  																																																		|
% 59.18/24.51  																																																		| Simplifying 277 yields:
% 59.18/24.51  																																																		| (188)  ~ (e4 = e3)
% 59.18/24.51  																																																		|
% 59.18/24.51  																																																		+-Applying beta-rule and splitting (62), into two cases.
% 59.18/24.51  																																																		|-Branch one:
% 59.18/24.51  																																																		| (321) all_0_38_38 = e4
% 59.18/24.51  																																																		|
% 59.18/24.51  																																																			| Combining equations (321,329) yields a new equation:
% 59.18/24.51  																																																			| (481) e4 = e0
% 59.18/24.51  																																																			|
% 59.18/24.51  																																																			| Simplifying 481 yields:
% 59.18/24.51  																																																			| (397) e4 = e0
% 59.18/24.51  																																																			|
% 59.18/24.51  																																																			| Equations (397) can reduce 49 to:
% 59.18/24.51  																																																			| (266) $false
% 59.18/24.51  																																																			|
% 59.18/24.51  																																																			|-The branch is then unsatisfiable
% 59.18/24.51  																																																		|-Branch two:
% 59.18/24.51  																																																		| (325)  ~ (all_0_38_38 = e4)
% 59.18/24.51  																																																		| (582) all_0_41_41 = e4 | all_0_46_46 = e4 | all_0_50_50 = e4 | all_0_55_55 = e4
% 59.18/24.51  																																																		|
% 59.18/24.51  																																																			| Equations (329) can reduce 325 to:
% 59.18/24.51  																																																			| (401)  ~ (e4 = e0)
% 59.18/24.51  																																																			|
% 59.18/24.51  																																																			| Simplifying 401 yields:
% 59.18/24.51  																																																			| (49)  ~ (e4 = e0)
% 59.18/24.51  																																																			|
% 59.18/24.51  																																																			+-Applying beta-rule and splitting (171), into two cases.
% 59.18/24.51  																																																			|-Branch one:
% 59.18/24.51  																																																			| (265) all_0_54_54 = e4
% 59.18/24.51  																																																			|
% 59.18/24.51  																																																				| Combining equations (268,265) yields a new equation:
% 59.18/24.51  																																																				| (425) e4 = e3
% 59.18/24.51  																																																				|
% 59.18/24.51  																																																				| Equations (425) can reduce 188 to:
% 59.18/24.51  																																																				| (266) $false
% 59.18/24.51  																																																				|
% 59.18/24.51  																																																				|-The branch is then unsatisfiable
% 59.18/24.51  																																																			|-Branch two:
% 59.18/24.51  																																																			| (258)  ~ (all_0_54_54 = e4)
% 59.18/24.51  																																																			| (575) all_0_55_55 = e4 | all_0_56_56 = e4 | all_0_57_57 = e4 | all_0_58_58 = e4
% 59.18/24.51  																																																			|
% 59.18/24.51  																																																				+-Applying beta-rule and splitting (575), into two cases.
% 59.18/24.51  																																																				|-Branch one:
% 59.18/24.51  																																																				| (587) all_0_55_55 = e4
% 59.18/24.51  																																																				|
% 59.18/24.51  																																																					| From (587) and (74) follows:
% 59.18/24.51  																																																					| (589) op(e0, e3) = e4
% 59.18/24.51  																																																					|
% 59.18/24.51  																																																					+-Applying beta-rule and splitting (56), into two cases.
% 59.18/24.51  																																																					|-Branch one:
% 59.18/24.51  																																																					| (696) unit = e2
% 59.18/24.51  																																																					|
% 59.18/24.51  																																																						| From (696) and (24) follows:
% 59.18/24.51  																																																						| (697) op(e2, e3) = e3
% 59.18/24.51  																																																						|
% 59.18/24.51  																																																						| From (696) and (209) follows:
% 59.18/24.51  																																																						| (7585) op(e2, e0) = e0
% 59.18/24.51  																																																						|
% 59.18/24.51  																																																						| From (696) and (227) follows:
% 59.18/24.51  																																																						| (4284) op(e4, e2) = e4
% 59.18/24.51  																																																						|
% 59.18/24.51  																																																						| From (696) and (40) follows:
% 59.18/24.51  																																																						| (4285) op(e3, e2) = e3
% 59.18/24.51  																																																						|
% 59.18/24.51  																																																						| Instantiating formula (29) with e4, e2, e4, e2 and discharging atoms op(e4, e2) = e4, op(e4, e2) = e2, yields:
% 59.18/24.51  																																																						| (323) e4 = e2
% 59.18/24.51  																																																						|
% 59.18/24.51  																																																						| Instantiating formula (29) with e3, e2, e3, e4 and discharging atoms op(e3, e2) = e4, op(e3, e2) = e3, yields:
% 59.18/24.51  																																																						| (425) e4 = e3
% 59.18/24.51  																																																						|
% 59.18/24.51  																																																						| Instantiating formula (29) with e2, e3, e3, e1 and discharging atoms op(e2, e3) = e3, op(e2, e3) = e1, yields:
% 59.18/24.51  																																																						| (455) e3 = e1
% 59.18/24.51  																																																						|
% 59.18/24.51  																																																						| Instantiating formula (29) with e2, e0, e0, e2 and discharging atoms op(e2, e0) = e2, op(e2, e0) = e0, yields:
% 59.18/24.51  																																																						| (330) e2 = e0
% 59.18/24.51  																																																						|
% 59.18/24.51  																																																						| Combining equations (323,425) yields a new equation:
% 59.18/24.51  																																																						| (662) e3 = e2
% 59.18/24.51  																																																						|
% 59.18/24.51  																																																						| Combining equations (455,662) yields a new equation:
% 59.18/24.51  																																																						| (617) e2 = e1
% 59.18/24.51  																																																						|
% 59.18/24.51  																																																						| Combining equations (617,330) yields a new equation:
% 59.18/24.51  																																																						| (546) e1 = e0
% 59.18/24.51  																																																						|
% 59.18/24.51  																																																						| Simplifying 546 yields:
% 59.18/24.51  																																																						| (431) e1 = e0
% 59.18/24.51  																																																						|
% 59.18/24.51  																																																						| Equations (431) can reduce 233 to:
% 59.18/24.51  																																																						| (266) $false
% 59.18/24.51  																																																						|
% 59.18/24.51  																																																						|-The branch is then unsatisfiable
% 59.18/24.51  																																																					|-Branch two:
% 59.18/24.51  																																																					| (707)  ~ (unit = e2)
% 59.18/24.51  																																																					| (708) unit = e4 | unit = e3 | unit = e1 | unit = e0
% 59.18/24.51  																																																					|
% 59.18/24.51  																																																						+-Applying beta-rule and splitting (708), into two cases.
% 59.18/24.51  																																																						|-Branch one:
% 59.18/24.51  																																																						| (709) unit = e4
% 59.18/24.51  																																																						|
% 59.18/24.51  																																																							| From (709) and (211) follows:
% 59.18/24.51  																																																							| (22527) op(e4, e1) = e1
% 59.18/24.51  																																																							|
% 59.18/24.51  																																																							| From (709) and (42) follows:
% 59.18/24.51  																																																							| (713) op(e0, e4) = e0
% 59.18/24.51  																																																							|
% 59.18/24.51  																																																							| Instantiating formula (29) with e4, e1, e1, e3 and discharging atoms op(e4, e1) = e3, op(e4, e1) = e1, yields:
% 59.18/24.51  																																																							| (455) e3 = e1
% 59.18/24.51  																																																							|
% 59.18/24.51  																																																							| Instantiating formula (29) with e0, e4, e0, e3 and discharging atoms op(e0, e4) = e3, op(e0, e4) = e0, yields:
% 59.18/24.51  																																																							| (676) e3 = e0
% 59.18/24.51  																																																							|
% 59.18/24.51  																																																							| Combining equations (455,676) yields a new equation:
% 59.18/24.51  																																																							| (546) e1 = e0
% 59.18/24.51  																																																							|
% 59.18/24.51  																																																							| Simplifying 546 yields:
% 59.18/24.51  																																																							| (431) e1 = e0
% 59.18/24.51  																																																							|
% 59.18/24.51  																																																							| Equations (431) can reduce 233 to:
% 59.18/24.51  																																																							| (266) $false
% 59.18/24.51  																																																							|
% 59.18/24.51  																																																							|-The branch is then unsatisfiable
% 59.18/24.51  																																																						|-Branch two:
% 59.18/24.51  																																																						| (724)  ~ (unit = e4)
% 59.18/24.51  																																																						| (725) unit = e3 | unit = e1 | unit = e0
% 59.18/24.51  																																																						|
% 59.18/24.51  																																																							+-Applying beta-rule and splitting (725), into two cases.
% 59.18/24.51  																																																							|-Branch one:
% 59.18/24.51  																																																							| (726) unit = e0
% 59.18/24.51  																																																							|
% 59.18/24.51  																																																								| From (726) and (15) follows:
% 59.18/24.51  																																																								| (1508) op(e0, e2) = e2
% 59.18/24.51  																																																								|
% 59.18/24.51  																																																								| From (726) and (211) follows:
% 59.18/24.51  																																																								| (15180) op(e0, e1) = e1
% 59.18/24.51  																																																								|
% 59.18/24.51  																																																								| Instantiating formula (29) with e0, e2, e2, e0 and discharging atoms op(e0, e2) = e2, op(e0, e2) = e0, yields:
% 59.18/24.51  																																																								| (330) e2 = e0
% 59.18/24.51  																																																								|
% 59.18/24.51  																																																								| Instantiating formula (29) with e0, e1, e1, e2 and discharging atoms op(e0, e1) = e2, op(e0, e1) = e1, yields:
% 59.18/24.51  																																																								| (617) e2 = e1
% 59.18/24.51  																																																								|
% 59.18/24.51  																																																								| Combining equations (330,617) yields a new equation:
% 59.18/24.51  																																																								| (431) e1 = e0
% 59.18/24.51  																																																								|
% 59.18/24.51  																																																								| Equations (431) can reduce 233 to:
% 59.18/24.51  																																																								| (266) $false
% 59.18/24.51  																																																								|
% 59.18/24.51  																																																								|-The branch is then unsatisfiable
% 59.18/24.51  																																																							|-Branch two:
% 59.18/24.51  																																																							| (734)  ~ (unit = e0)
% 59.18/24.51  																																																							| (735) unit = e3 | unit = e1
% 59.18/24.51  																																																							|
% 59.18/24.51  																																																								+-Applying beta-rule and splitting (735), into two cases.
% 59.18/24.51  																																																								|-Branch one:
% 59.18/24.51  																																																								| (736) unit = e1
% 59.18/24.51  																																																								|
% 59.18/24.51  																																																									| Equations (736) can reduce 734 to:
% 59.18/24.51  																																																									| (233)  ~ (e1 = e0)
% 59.18/24.51  																																																									|
% 59.18/24.51  																																																									| From (736) and (244) follows:
% 59.18/24.51  																																																									| (738) op(e1, e4) = e4
% 59.18/24.51  																																																									|
% 59.18/24.51  																																																									| From (736) and (24) follows:
% 59.18/24.51  																																																									| (1934) op(e1, e3) = e3
% 59.18/24.51  																																																									|
% 59.18/24.51  																																																									| From (736) and (227) follows:
% 59.18/24.51  																																																									| (739) op(e4, e1) = e4
% 59.18/24.51  																																																									|
% 59.18/24.51  																																																									| From (736) and (40) follows:
% 59.18/24.51  																																																									| (1652) op(e3, e1) = e3
% 59.18/24.51  																																																									|
% 59.18/24.51  																																																									| Instantiating formula (29) with e4, e1, e4, e3 and discharging atoms op(e4, e1) = e4, op(e4, e1) = e3, yields:
% 59.18/24.51  																																																									| (425) e4 = e3
% 59.18/24.51  																																																									|
% 59.18/24.51  																																																									| Instantiating formula (29) with e3, e1, e3, e1 and discharging atoms op(e3, e1) = e3, op(e3, e1) = e1, yields:
% 59.18/24.51  																																																									| (455) e3 = e1
% 59.18/24.51  																																																									|
% 59.18/24.51  																																																									| Instantiating formula (29) with e1, e4, e4, e0 and discharging atoms op(e1, e4) = e4, op(e1, e4) = e0, yields:
% 59.18/24.51  																																																									| (397) e4 = e0
% 59.18/24.51  																																																									|
% 59.18/24.51  																																																									| Instantiating formula (29) with e1, e3, e3, e2 and discharging atoms op(e1, e3) = e3, op(e1, e3) = e2, yields:
% 59.18/24.51  																																																									| (662) e3 = e2
% 59.18/24.51  																																																									|
% 59.18/24.51  																																																									| Combining equations (425,397) yields a new equation:
% 59.18/24.51  																																																									| (675) e3 = e0
% 59.18/24.51  																																																									|
% 59.18/24.51  																																																									| Simplifying 675 yields:
% 59.18/24.51  																																																									| (676) e3 = e0
% 59.18/24.51  																																																									|
% 59.18/24.51  																																																									| Combining equations (676,662) yields a new equation:
% 59.18/24.51  																																																									| (330) e2 = e0
% 59.18/24.51  																																																									|
% 59.18/24.51  																																																									| Combining equations (455,662) yields a new equation:
% 59.18/24.51  																																																									| (617) e2 = e1
% 59.18/24.51  																																																									|
% 59.18/24.51  																																																									| Combining equations (330,617) yields a new equation:
% 59.18/24.51  																																																									| (431) e1 = e0
% 59.18/24.51  																																																									|
% 59.18/24.51  																																																									| Equations (431) can reduce 233 to:
% 59.18/24.51  																																																									| (266) $false
% 59.18/24.51  																																																									|
% 59.18/24.51  																																																									|-The branch is then unsatisfiable
% 59.18/24.51  																																																								|-Branch two:
% 59.18/24.51  																																																								| (748)  ~ (unit = e1)
% 59.18/24.51  																																																								| (749) unit = e3
% 59.18/24.51  																																																								|
% 59.18/24.51  																																																									| From (749) and (15) follows:
% 59.18/24.51  																																																									| (751) op(e3, e2) = e2
% 59.18/24.51  																																																									|
% 59.18/24.51  																																																									| From (749) and (28) follows:
% 59.18/24.51  																																																									| (2235) op(e1, e3) = e1
% 59.18/24.51  																																																									|
% 59.18/24.51  																																																									| From (749) and (42) follows:
% 59.18/24.51  																																																									| (752) op(e0, e3) = e0
% 59.18/24.51  																																																									|
% 59.18/24.51  																																																									| Instantiating formula (29) with e3, e2, e2, e4 and discharging atoms op(e3, e2) = e4, op(e3, e2) = e2, yields:
% 59.18/24.51  																																																									| (323) e4 = e2
% 59.18/24.51  																																																									|
% 59.18/24.51  																																																									| Instantiating formula (29) with e1, e3, e1, e2 and discharging atoms op(e1, e3) = e2, op(e1, e3) = e1, yields:
% 59.18/24.51  																																																									| (617) e2 = e1
% 59.18/24.51  																																																									|
% 59.18/24.51  																																																									| Instantiating formula (29) with e0, e3, e0, e4 and discharging atoms op(e0, e3) = e4, op(e0, e3) = e0, yields:
% 59.18/24.51  																																																									| (397) e4 = e0
% 59.18/24.51  																																																									|
% 59.18/24.51  																																																									| Combining equations (397,323) yields a new equation:
% 59.18/24.51  																																																									| (330) e2 = e0
% 59.18/24.51  																																																									|
% 59.18/24.51  																																																									| Combining equations (330,617) yields a new equation:
% 59.18/24.51  																																																									| (431) e1 = e0
% 59.18/24.51  																																																									|
% 59.18/24.51  																																																									| Equations (431) can reduce 233 to:
% 59.18/24.51  																																																									| (266) $false
% 59.18/24.51  																																																									|
% 59.18/24.51  																																																									|-The branch is then unsatisfiable
% 59.18/24.51  																																																				|-Branch two:
% 59.18/24.51  																																																				| (763)  ~ (all_0_55_55 = e4)
% 59.18/24.51  																																																				| (764) all_0_56_56 = e4 | all_0_57_57 = e4 | all_0_58_58 = e4
% 59.18/24.51  																																																				|
% 59.18/24.51  																																																					+-Applying beta-rule and splitting (764), into two cases.
% 59.18/24.51  																																																					|-Branch one:
% 59.18/24.51  																																																					| (842) all_0_56_56 = e4
% 59.18/24.51  																																																					|
% 59.18/24.51  																																																						| Combining equations (679,842) yields a new equation:
% 59.18/24.51  																																																						| (397) e4 = e0
% 59.18/24.51  																																																						|
% 59.18/24.51  																																																						| Equations (397) can reduce 49 to:
% 59.18/24.51  																																																						| (266) $false
% 59.18/24.51  																																																						|
% 59.18/24.51  																																																						|-The branch is then unsatisfiable
% 59.18/24.51  																																																					|-Branch two:
% 59.18/24.51  																																																					| (477)  ~ (all_0_56_56 = e4)
% 59.18/24.51  																																																					| (935) all_0_57_57 = e4 | all_0_58_58 = e4
% 59.18/24.51  																																																					|
% 59.18/24.51  																																																						+-Applying beta-rule and splitting (935), into two cases.
% 59.18/24.51  																																																						|-Branch one:
% 59.18/24.51  																																																						| (871) all_0_57_57 = e4
% 59.18/24.51  																																																						|
% 59.18/24.51  																																																							| Combining equations (442,871) yields a new equation:
% 59.18/24.51  																																																							| (323) e4 = e2
% 59.18/24.51  																																																							|
% 59.18/24.51  																																																							| Equations (323) can reduce 48 to:
% 59.18/24.51  																																																							| (266) $false
% 59.18/24.51  																																																							|
% 59.18/24.51  																																																							|-The branch is then unsatisfiable
% 59.18/24.51  																																																						|-Branch two:
% 59.18/24.51  																																																						| (839)  ~ (all_0_57_57 = e4)
% 59.18/24.51  																																																						| (910) all_0_58_58 = e4
% 59.18/24.51  																																																						|
% 59.18/24.51  																																																							| Combining equations (918,910) yields a new equation:
% 59.18/24.51  																																																							| (630) e4 = e1
% 59.18/24.51  																																																							|
% 59.18/24.51  																																																							| Equations (630) can reduce 110 to:
% 59.18/24.51  																																																							| (266) $false
% 59.18/24.51  																																																							|
% 59.18/24.51  																																																							|-The branch is then unsatisfiable
% 59.18/24.51  																																																	|-Branch two:
% 59.18/24.51  																																																	| (1091)  ~ (all_0_47_47 = e3)
% 59.18/24.51  																																																	| (1092) all_0_51_51 = e3 | all_0_56_56 = e3
% 59.18/24.51  																																																	|
% 59.18/24.51  																																																		+-Applying beta-rule and splitting (1793), into two cases.
% 59.18/24.51  																																																		|-Branch one:
% 59.18/24.51  																																																		| (674) all_0_47_47 = e0
% 59.18/24.51  																																																		|
% 59.18/24.51  																																																			| Equations (674) can reduce 678 to:
% 59.18/24.51  																																																			| (266) $false
% 59.18/24.51  																																																			|
% 59.18/24.51  																																																			|-The branch is then unsatisfiable
% 59.18/24.51  																																																		|-Branch two:
% 59.18/24.51  																																																		| (678)  ~ (all_0_47_47 = e0)
% 59.18/24.51  																																																		| (1831) all_0_47_47 = e3 | all_0_47_47 = e1
% 59.18/24.51  																																																		|
% 59.18/24.52  																																																			+-Applying beta-rule and splitting (1831), into two cases.
% 59.18/24.52  																																																			|-Branch one:
% 59.18/24.52  																																																			| (654) all_0_47_47 = e1
% 59.18/24.52  																																																			|
% 59.18/24.52  																																																				| Equations (654) can reduce 462 to:
% 59.18/24.52  																																																				| (266) $false
% 59.18/24.52  																																																				|
% 59.18/24.52  																																																				|-The branch is then unsatisfiable
% 59.18/24.52  																																																			|-Branch two:
% 59.18/24.52  																																																			| (462)  ~ (all_0_47_47 = e1)
% 59.18/24.52  																																																			| (522) all_0_47_47 = e3
% 59.18/24.52  																																																			|
% 59.18/24.52  																																																				| Equations (522) can reduce 1091 to:
% 59.18/24.52  																																																				| (266) $false
% 59.18/24.52  																																																				|
% 59.18/24.52  																																																				|-The branch is then unsatisfiable
% 59.18/24.52  																																															|-Branch two:
% 59.18/24.52  																																															| (1890)  ~ (all_0_42_42 = e4)
% 59.18/24.52  																																															| (1969) all_0_42_42 = e3 | all_0_42_42 = e1 | all_0_42_42 = e0
% 59.18/24.52  																																															|
% 59.18/24.52  																																																+-Applying beta-rule and splitting (180), into two cases.
% 59.18/24.52  																																																|-Branch one:
% 59.18/24.52  																																																| (516) all_0_42_42 = e3
% 59.18/24.52  																																																|
% 59.18/24.52  																																																	| Equations (516) can reduce 405 to:
% 59.18/24.52  																																																	| (266) $false
% 59.18/24.52  																																																	|
% 59.18/24.52  																																																	|-The branch is then unsatisfiable
% 59.18/24.52  																																																|-Branch two:
% 59.18/24.52  																																																| (405)  ~ (all_0_42_42 = e3)
% 59.18/24.52  																																																| (521) all_0_47_47 = e3 | all_0_51_51 = e3 | all_0_56_56 = e3
% 59.18/24.52  																																																|
% 59.18/24.52  																																																	+-Applying beta-rule and splitting (521), into two cases.
% 59.18/24.52  																																																	|-Branch one:
% 59.18/24.52  																																																	| (522) all_0_47_47 = e3
% 59.18/24.52  																																																	|
% 59.18/24.52  																																																		| Equations (522) can reduce 198 to:
% 59.18/24.52  																																																		| (405)  ~ (all_0_42_42 = e3)
% 59.18/24.52  																																																		|
% 59.18/24.52  																																																		+-Applying beta-rule and splitting (1969), into two cases.
% 59.18/24.52  																																																		|-Branch one:
% 59.18/24.52  																																																		| (559) all_0_42_42 = e0
% 59.18/24.52  																																																		|
% 59.18/24.52  																																																			| Equations (559) can reduce 358 to:
% 59.18/24.52  																																																			| (266) $false
% 59.18/24.52  																																																			|
% 59.18/24.52  																																																			|-The branch is then unsatisfiable
% 59.18/24.52  																																																		|-Branch two:
% 59.18/24.52  																																																		| (358)  ~ (all_0_42_42 = e0)
% 59.18/24.52  																																																		| (2510) all_0_42_42 = e3 | all_0_42_42 = e1
% 59.18/24.52  																																																		|
% 59.18/24.52  																																																			+-Applying beta-rule and splitting (2510), into two cases.
% 59.18/24.52  																																																			|-Branch one:
% 59.18/24.52  																																																			| (459) all_0_42_42 = e1
% 59.18/24.52  																																																			|
% 59.18/24.52  																																																				| Equations (459) can reduce 1380 to:
% 59.18/24.52  																																																				| (266) $false
% 59.18/24.52  																																																				|
% 59.18/24.52  																																																				|-The branch is then unsatisfiable
% 59.18/24.52  																																																			|-Branch two:
% 59.18/24.52  																																																			| (1380)  ~ (all_0_42_42 = e1)
% 59.18/24.52  																																																			| (516) all_0_42_42 = e3
% 59.18/24.52  																																																			|
% 59.18/24.52  																																																				| Equations (516) can reduce 405 to:
% 59.18/24.52  																																																				| (266) $false
% 59.18/24.52  																																																				|
% 59.18/24.52  																																																				|-The branch is then unsatisfiable
% 59.18/24.52  																																																	|-Branch two:
% 59.18/24.52  																																																	| (1091)  ~ (all_0_47_47 = e3)
% 59.18/24.52  																																																	| (1092) all_0_51_51 = e3 | all_0_56_56 = e3
% 59.18/24.52  																																																	|
% 59.18/24.52  																																																		+-Applying beta-rule and splitting (1092), into two cases.
% 59.18/24.52  																																																		|-Branch one:
% 59.18/24.52  																																																		| (660) all_0_51_51 = e3
% 59.18/24.52  																																																		|
% 59.18/24.52  																																																			| Combining equations (1109,660) yields a new equation:
% 59.18/24.52  																																																			| (455) e3 = e1
% 59.18/24.52  																																																			|
% 59.18/24.52  																																																			| Equations (455) can reduce 213 to:
% 59.18/24.52  																																																			| (266) $false
% 59.18/24.52  																																																			|
% 59.18/24.52  																																																			|-The branch is then unsatisfiable
% 59.18/24.52  																																																		|-Branch two:
% 59.18/24.52  																																																		| (664)  ~ (all_0_51_51 = e3)
% 59.18/24.52  																																																		| (1097) all_0_56_56 = e3
% 59.18/24.52  																																																		|
% 59.18/24.52  																																																			| Combining equations (1097,679) yields a new equation:
% 59.18/24.52  																																																			| (675) e3 = e0
% 59.18/24.52  																																																			|
% 59.18/24.52  																																																			| Simplifying 675 yields:
% 59.18/24.52  																																																			| (676) e3 = e0
% 59.18/24.52  																																																			|
% 59.18/24.52  																																																			| Equations (676) can reduce 80 to:
% 59.18/24.52  																																																			| (266) $false
% 59.18/24.52  																																																			|
% 59.18/24.52  																																																			|-The branch is then unsatisfiable
% 59.18/24.52  																																														|-Branch two:
% 59.18/24.52  																																														| (1898)  ~ (all_0_41_41 = e3)
% 59.18/24.52  																																														| (1923) all_0_46_46 = e3 | all_0_50_50 = e3 | all_0_55_55 = e3
% 59.18/24.52  																																														|
% 59.18/24.52  																																															+-Applying beta-rule and splitting (113), into two cases.
% 59.18/24.52  																																															|-Branch one:
% 59.18/24.52  																																															| (403) all_0_41_41 = e3
% 59.18/24.52  																																															|
% 59.18/24.52  																																																| Equations (403) can reduce 1898 to:
% 59.18/24.52  																																																| (266) $false
% 59.18/24.52  																																																|
% 59.18/24.52  																																																|-The branch is then unsatisfiable
% 59.18/24.52  																																															|-Branch two:
% 59.18/24.52  																																															| (1898)  ~ (all_0_41_41 = e3)
% 59.18/24.52  																																															| (1899) all_0_42_42 = e3 | all_0_44_44 = e3
% 59.18/24.52  																																															|
% 59.18/24.52  																																																+-Applying beta-rule and splitting (1899), into two cases.
% 59.18/24.52  																																																|-Branch one:
% 59.18/24.52  																																																| (516) all_0_42_42 = e3
% 59.18/24.52  																																																|
% 59.18/24.52  																																																	| Equations (516) can reduce 198 to:
% 59.18/24.52  																																																	| (2538)  ~ (all_0_47_47 = e3)
% 59.18/24.52  																																																	|
% 59.18/24.52  																																																	| Simplifying 2538 yields:
% 59.18/24.52  																																																	| (1091)  ~ (all_0_47_47 = e3)
% 59.18/24.52  																																																	|
% 59.18/24.52  																																																	| Equations (516) can reduce 51 to:
% 59.18/24.52  																																																	| (212)  ~ (e3 = e2)
% 59.18/24.52  																																																	|
% 59.18/24.52  																																																	| Equations (516) can reduce 1380 to:
% 59.18/24.52  																																																	| (213)  ~ (e3 = e1)
% 59.18/24.52  																																																	|
% 59.18/24.52  																																																	+-Applying beta-rule and splitting (428), into two cases.
% 59.18/24.52  																																																	|-Branch one:
% 59.18/24.52  																																																	| (1557) all_0_46_46 = e3
% 59.18/24.52  																																																	|
% 59.18/24.52  																																																		| Combining equations (1557,545) yields a new equation:
% 59.18/24.52  																																																		| (454) e3 = e1
% 59.18/24.52  																																																		|
% 59.18/24.52  																																																		| Simplifying 454 yields:
% 59.18/24.52  																																																		| (455) e3 = e1
% 59.18/24.52  																																																		|
% 59.18/24.52  																																																		| Equations (455) can reduce 213 to:
% 59.18/24.52  																																																		| (266) $false
% 59.18/24.52  																																																		|
% 59.18/24.52  																																																		|-The branch is then unsatisfiable
% 59.18/24.52  																																																	|-Branch two:
% 59.18/24.52  																																																	| (409)  ~ (all_0_46_46 = e3)
% 59.18/24.52  																																																	| (1561) all_0_47_47 = e3 | all_0_49_49 = e3
% 59.18/24.52  																																																	|
% 59.18/24.52  																																																		+-Applying beta-rule and splitting (1561), into two cases.
% 59.18/24.52  																																																		|-Branch one:
% 59.18/24.52  																																																		| (522) all_0_47_47 = e3
% 59.18/24.52  																																																		|
% 59.18/24.52  																																																			| Equations (522) can reduce 1091 to:
% 59.18/24.52  																																																			| (266) $false
% 59.18/24.52  																																																			|
% 59.18/24.52  																																																			|-The branch is then unsatisfiable
% 59.18/24.52  																																																		|-Branch two:
% 59.18/24.52  																																																		| (1091)  ~ (all_0_47_47 = e3)
% 59.18/24.52  																																																		| (884) all_0_49_49 = e3
% 59.18/24.52  																																																		|
% 59.18/24.52  																																																			| Combining equations (583,884) yields a new equation:
% 59.18/24.52  																																																			| (662) e3 = e2
% 59.18/24.52  																																																			|
% 59.18/24.52  																																																			| Equations (662) can reduce 212 to:
% 59.18/24.52  																																																			| (266) $false
% 59.18/24.52  																																																			|
% 59.18/24.52  																																																			|-The branch is then unsatisfiable
% 59.18/24.52  																																																|-Branch two:
% 59.18/24.52  																																																| (405)  ~ (all_0_42_42 = e3)
% 59.18/24.52  																																																| (532) all_0_44_44 = e3
% 59.18/24.52  																																																|
% 59.18/24.52  																																																	| Combining equations (1414,532) yields a new equation:
% 59.18/24.52  																																																	| (676) e3 = e0
% 59.18/24.52  																																																	|
% 59.18/24.52  																																																	| Equations (676) can reduce 80 to:
% 59.18/24.52  																																																	| (266) $false
% 59.18/24.52  																																																	|
% 59.18/24.52  																																																	|-The branch is then unsatisfiable
% 59.18/24.52  																																											|-Branch two:
% 59.18/24.52  																																											| (880)  ~ (all_0_58_58 = e1)
% 59.18/24.52  																																											| (795) all_0_58_58 = e3
% 59.18/24.52  																																											|
% 59.18/24.52  																																												| Equations (795) can reduce 276 to:
% 59.18/24.52  																																												| (266) $false
% 59.18/24.52  																																												|
% 59.18/24.52  																																												|-The branch is then unsatisfiable
% 59.18/24.52  																																							|-Branch two:
% 59.18/24.52  																																							| (549)  ~ (all_0_46_46 = e1)
% 59.18/24.52  																																							| (550) all_0_47_47 = e1 | all_0_48_48 = e1 | all_0_49_49 = e1
% 59.18/24.52  																																							|
% 59.18/24.52  																																								+-Applying beta-rule and splitting (550), into two cases.
% 59.18/24.52  																																								|-Branch one:
% 59.18/24.52  																																								| (654) all_0_47_47 = e1
% 59.18/24.52  																																								|
% 59.18/24.52  																																									| Equations (654) can reduce 462 to:
% 59.18/24.52  																																									| (266) $false
% 59.18/24.52  																																									|
% 59.18/24.52  																																									|-The branch is then unsatisfiable
% 59.18/24.52  																																								|-Branch two:
% 59.18/24.52  																																								| (462)  ~ (all_0_47_47 = e1)
% 59.18/24.52  																																								| (659) all_0_48_48 = e1 | all_0_49_49 = e1
% 59.18/24.52  																																								|
% 59.18/24.52  																																									+-Applying beta-rule and splitting (659), into two cases.
% 59.18/24.52  																																									|-Branch one:
% 59.18/24.52  																																									| (615) all_0_48_48 = e1
% 59.18/24.52  																																									|
% 59.18/24.52  																																										| Combining equations (1279,615) yields a new equation:
% 59.18/24.52  																																										| (431) e1 = e0
% 59.18/24.52  																																										|
% 59.18/24.52  																																										| Equations (431) can reduce 233 to:
% 59.18/24.52  																																										| (266) $false
% 59.18/24.52  																																										|
% 59.18/24.52  																																										|-The branch is then unsatisfiable
% 59.18/24.52  																																									|-Branch two:
% 59.18/24.52  																																									| (619)  ~ (all_0_48_48 = e1)
% 59.18/24.52  																																									| (671) all_0_49_49 = e1
% 59.18/24.52  																																									|
% 59.18/24.52  																																										| Combining equations (583,671) yields a new equation:
% 59.18/24.52  																																										| (616) e2 = e1
% 59.18/24.52  																																										|
% 59.18/24.52  																																										| Simplifying 616 yields:
% 59.18/24.52  																																										| (617) e2 = e1
% 59.18/24.52  																																										|
% 59.18/24.52  																																										| Equations (617) can reduce 122 to:
% 59.18/24.52  																																										| (266) $false
% 59.18/24.52  																																										|
% 59.18/24.52  																																										|-The branch is then unsatisfiable
% 59.18/24.52  																																			|-Branch two:
% 59.18/24.52  																																			| (360)  ~ (all_0_44_44 = e0)
% 59.18/24.52  																																			| (1417) all_0_44_44 = e3 | all_0_44_44 = e1
% 59.18/24.52  																																			|
% 59.18/24.52  																																				+-Applying beta-rule and splitting (1417), into two cases.
% 59.18/24.52  																																				|-Branch one:
% 59.18/24.52  																																				| (635) all_0_44_44 = e1
% 59.18/24.52  																																				|
% 59.18/24.52  																																					| Equations (635) can reduce 639 to:
% 59.18/24.52  																																					| (266) $false
% 59.18/24.52  																																					|
% 59.18/24.52  																																					|-The branch is then unsatisfiable
% 59.18/24.52  																																				|-Branch two:
% 59.18/24.52  																																				| (639)  ~ (all_0_44_44 = e1)
% 59.18/24.52  																																				| (532) all_0_44_44 = e3
% 59.18/24.52  																																				|
% 59.18/24.52  																																					| Equations (532) can reduce 407 to:
% 59.18/24.52  																																					| (266) $false
% 59.18/24.52  																																					|
% 59.18/24.52  																																					|-The branch is then unsatisfiable
% 59.18/24.52  																																	|-Branch two:
% 59.18/24.52  																																	| (464)  ~ (all_0_51_51 = e1)
% 59.18/24.52  																																	| (1202) all_0_52_52 = e1 | all_0_53_53 = e1
% 59.18/24.52  																																	|
% 59.18/24.52  																																		+-Applying beta-rule and splitting (1104), into two cases.
% 59.18/24.52  																																		|-Branch one:
% 59.18/24.52  																																		| (1109) all_0_51_51 = e1
% 59.18/24.52  																																		|
% 59.18/24.52  																																			| Equations (1109) can reduce 464 to:
% 59.18/24.52  																																			| (266) $false
% 59.18/24.52  																																			|
% 59.18/24.52  																																			|-The branch is then unsatisfiable
% 59.18/24.52  																																		|-Branch two:
% 59.18/24.52  																																		| (464)  ~ (all_0_51_51 = e1)
% 59.18/24.52  																																		| (660) all_0_51_51 = e3
% 59.18/24.52  																																		|
% 59.18/24.52  																																			| Equations (660) can reduce 664 to:
% 59.18/24.52  																																			| (266) $false
% 59.18/24.52  																																			|
% 59.18/24.52  																																			|-The branch is then unsatisfiable
% 59.18/24.52  																											|-Branch two:
% 59.18/24.52  																											| (903)  ~ (all_0_53_53 = e3)
% 59.18/24.52  																											| (795) all_0_58_58 = e3
% 59.18/24.52  																											|
% 59.18/24.52  																												| Equations (795) can reduce 276 to:
% 59.18/24.52  																												| (266) $false
% 59.18/24.52  																												|
% 59.18/24.52  																												|-The branch is then unsatisfiable
% 59.18/24.52  																							|-Branch two:
% 59.18/24.52  																							| (340)  ~ (all_0_49_49 = e2)
% 59.18/24.52  																							| (614) all_0_53_53 = e2 | all_0_58_58 = e2
% 59.18/24.52  																							|
% 59.18/24.52  																								+-Applying beta-rule and splitting (10171), into two cases.
% 59.18/24.52  																								|-Branch one:
% 59.18/24.52  																								| (1105) all_0_47_47 = e2
% 59.18/24.52  																								|
% 59.18/24.52  																									| Equations (1105) can reduce 338 to:
% 59.18/24.52  																									| (266) $false
% 59.18/24.52  																									|
% 59.18/24.52  																									|-The branch is then unsatisfiable
% 59.18/24.52  																								|-Branch two:
% 59.18/24.52  																								| (338)  ~ (all_0_47_47 = e2)
% 59.18/24.52  																								| (10761) all_0_48_48 = e2 | all_0_49_49 = e2
% 59.18/24.52  																								|
% 59.18/24.52  																									+-Applying beta-rule and splitting (10761), into two cases.
% 59.18/24.52  																									|-Branch one:
% 59.18/24.52  																									| (335) all_0_48_48 = e2
% 59.18/24.52  																									|
% 59.18/24.52  																										| Combining equations (1279,335) yields a new equation:
% 59.18/24.52  																										| (330) e2 = e0
% 59.18/24.52  																										|
% 59.18/24.52  																										| Equations (330) can reduce 128 to:
% 59.18/24.52  																										| (266) $false
% 59.18/24.52  																										|
% 59.18/24.52  																										|-The branch is then unsatisfiable
% 59.18/24.52  																									|-Branch two:
% 59.18/24.52  																									| (810)  ~ (all_0_48_48 = e2)
% 59.18/24.52  																									| (583) all_0_49_49 = e2
% 59.18/24.52  																									|
% 59.18/24.52  																										| Equations (583) can reduce 340 to:
% 59.18/24.52  																										| (266) $false
% 59.18/24.52  																										|
% 59.18/24.52  																										|-The branch is then unsatisfiable
% 59.18/24.52  																				|-Branch two:
% 59.18/24.52  																				| (302)  ~ (all_0_50_50 = e2)
% 59.18/24.52  																				| (381) all_0_51_51 = e2 | all_0_52_52 = e2 | all_0_53_53 = e2
% 59.18/24.52  																				|
% 59.18/24.52  																					+-Applying beta-rule and splitting (24424), into two cases.
% 59.18/24.52  																					|-Branch one:
% 59.18/24.52  																					| (1794) all_0_46_46 = e2
% 59.18/24.52  																					|
% 59.18/24.52  																						| Equations (1794) can reduce 43 to:
% 59.18/24.52  																						| (85)  ~ (all_0_41_41 = e2)
% 59.18/24.52  																						|
% 59.18/24.52  																						| Equations (1794) can reduce 19 to:
% 59.18/24.52  																						| (22180)  ~ (all_0_47_47 = e2)
% 59.18/24.52  																						|
% 59.18/24.52  																						| Simplifying 22180 yields:
% 59.18/24.52  																						| (338)  ~ (all_0_47_47 = e2)
% 59.18/24.52  																						|
% 59.18/24.52  																						| Equations (1794) can reduce 58 to:
% 59.18/24.52  																						| (303)  ~ (all_0_55_55 = e2)
% 59.18/24.52  																						|
% 59.18/24.52  																						| Simplifying 303 yields:
% 59.18/24.52  																						| (304)  ~ (all_0_55_55 = e2)
% 59.18/24.52  																						|
% 59.18/24.52  																						| Equations (1794) can reduce 250 to:
% 59.18/24.52  																						| (327)  ~ (e4 = e2)
% 59.18/24.52  																						|
% 59.18/24.52  																						| Simplifying 327 yields:
% 59.18/24.52  																						| (48)  ~ (e4 = e2)
% 59.18/24.52  																						|
% 59.18/24.52  																						+-Applying beta-rule and splitting (381), into two cases.
% 59.18/24.52  																						|-Branch one:
% 59.18/24.52  																						| (504) all_0_51_51 = e2
% 59.18/24.52  																						|
% 59.18/24.52  																							| Equations (504) can reduce 1099 to:
% 59.18/24.52  																							| (266) $false
% 59.18/24.52  																							|
% 59.18/24.52  																							|-The branch is then unsatisfiable
% 59.18/24.52  																						|-Branch two:
% 59.18/24.52  																						| (1099)  ~ (all_0_51_51 = e2)
% 59.18/24.52  																						| (1152) all_0_52_52 = e2 | all_0_53_53 = e2
% 59.18/24.52  																						|
% 59.18/24.52  																							+-Applying beta-rule and splitting (158), into two cases.
% 59.18/24.52  																							|-Branch one:
% 59.18/24.52  																							| (313) all_0_40_40 = e2
% 59.18/24.52  																							|
% 59.18/24.52  																								| Combining equations (1378,313) yields a new equation:
% 59.18/24.52  																								| (322) e4 = e2
% 59.18/24.52  																								|
% 59.18/24.52  																								| Simplifying 322 yields:
% 59.18/24.52  																								| (323) e4 = e2
% 59.18/24.52  																								|
% 59.18/24.52  																								| Equations (323) can reduce 48 to:
% 59.18/24.52  																								| (266) $false
% 59.18/24.52  																								|
% 59.18/24.52  																								|-The branch is then unsatisfiable
% 59.18/24.52  																							|-Branch two:
% 59.18/24.52  																							| (296)  ~ (all_0_40_40 = e2)
% 59.18/24.52  																							| (377) all_0_49_49 = e2 | all_0_53_53 = e2 | all_0_58_58 = e2
% 59.18/24.52  																							|
% 59.18/24.52  																								| Equations (1378) can reduce 296 to:
% 59.18/24.52  																								| (48)  ~ (e4 = e2)
% 59.18/24.52  																								|
% 59.18/24.52  																								+-Applying beta-rule and splitting (1152), into two cases.
% 59.18/24.52  																								|-Branch one:
% 59.18/24.52  																								| (352) all_0_52_52 = e2
% 59.18/24.52  																								|
% 59.18/24.52  																									| Combining equations (352,565) yields a new equation:
% 59.18/24.52  																									| (323) e4 = e2
% 59.18/24.52  																									|
% 59.18/24.52  																									| Equations (323) can reduce 48 to:
% 59.18/24.52  																									| (266) $false
% 59.18/24.52  																									|
% 59.18/24.52  																									|-The branch is then unsatisfiable
% 59.18/24.52  																								|-Branch two:
% 59.18/24.52  																								| (342)  ~ (all_0_52_52 = e2)
% 59.18/24.52  																								| (607) all_0_53_53 = e2
% 59.18/24.52  																								|
% 59.18/24.52  																									| Equations (607) can reduce 220 to:
% 59.18/24.52  																									| (147)  ~ (all_0_44_44 = e2)
% 59.18/24.52  																									|
% 59.18/24.52  																									| Equations (607) can reduce 65 to:
% 59.18/24.52  																									| (340)  ~ (all_0_49_49 = e2)
% 59.18/24.52  																									|
% 59.18/24.52  																									| Equations (607) can reduce 190 to:
% 59.18/24.52  																									| (302)  ~ (all_0_50_50 = e2)
% 59.18/24.52  																									|
% 59.18/24.52  																									| Equations (607) can reduce 6 to:
% 59.18/24.52  																									| (1099)  ~ (all_0_51_51 = e2)
% 59.18/24.52  																									|
% 59.18/24.52  																									| Equations (607) can reduce 10 to:
% 59.18/24.52  																									| (1186)  ~ (all_0_58_58 = e2)
% 59.18/24.52  																									|
% 59.18/24.52  																									| Simplifying 1186 yields:
% 59.18/24.52  																									| (908)  ~ (all_0_58_58 = e2)
% 59.18/24.53  																									|
% 59.18/24.53  																									| Equations (607) can reduce 1453 to:
% 59.18/24.53  																									| (327)  ~ (e4 = e2)
% 59.18/24.53  																									|
% 59.18/24.53  																									| Simplifying 327 yields:
% 59.18/24.53  																									| (48)  ~ (e4 = e2)
% 59.18/24.53  																									|
% 59.18/24.53  																									+-Applying beta-rule and splitting (168), into two cases.
% 59.18/24.53  																									|-Branch one:
% 59.18/24.53  																									| (415) all_0_50_50 = e3
% 59.18/24.53  																									|
% 59.18/24.53  																										| Equations (415) can reduce 221 to:
% 59.18/24.53  																										| (1898)  ~ (all_0_41_41 = e3)
% 59.18/24.53  																										|
% 59.18/24.53  																										| Equations (415) can reduce 59 to:
% 59.18/24.53  																										| (1925)  ~ (all_0_51_51 = e3)
% 59.18/24.53  																										|
% 59.18/24.53  																										| Simplifying 1925 yields:
% 59.18/24.53  																										| (664)  ~ (all_0_51_51 = e3)
% 59.18/24.53  																										|
% 59.18/24.53  																										| From (415) and (242) follows:
% 59.18/24.53  																										| (1934) op(e1, e3) = e3
% 59.18/24.53  																										|
% 59.18/24.53  																										+-Applying beta-rule and splitting (160), into two cases.
% 59.18/24.53  																										|-Branch one:
% 59.18/24.53  																										| (601) all_0_50_50 = e1
% 59.18/24.53  																										|
% 59.18/24.53  																											| Combining equations (415,601) yields a new equation:
% 59.18/24.53  																											| (454) e3 = e1
% 59.18/24.53  																											|
% 59.18/24.53  																											| Simplifying 454 yields:
% 59.18/24.53  																											| (455) e3 = e1
% 59.18/24.53  																											|
% 59.18/24.53  																											| Equations (455) can reduce 213 to:
% 59.18/24.53  																											| (266) $false
% 59.18/24.53  																											|
% 59.18/24.53  																											|-The branch is then unsatisfiable
% 59.18/24.53  																										|-Branch two:
% 59.18/24.53  																										| (759)  ~ (all_0_50_50 = e1)
% 59.18/24.53  																										| (1168) all_0_51_51 = e1 | all_0_52_52 = e1 | all_0_53_53 = e1
% 59.18/24.53  																										|
% 59.18/24.53  																											| Equations (415) can reduce 759 to:
% 59.18/24.53  																											| (213)  ~ (e3 = e1)
% 59.18/24.53  																											|
% 59.18/24.53  																											+-Applying beta-rule and splitting (27), into two cases.
% 59.18/24.53  																											|-Branch one:
% 59.18/24.53  																											| (437) all_0_41_41 = e4
% 59.18/24.53  																											|
% 59.18/24.53  																												| Equations (437) can reduce 191 to:
% 59.18/24.53  																												| (1909)  ~ (all_0_55_55 = e4)
% 59.18/24.53  																												|
% 59.18/24.53  																												| Simplifying 1909 yields:
% 59.18/24.53  																												| (763)  ~ (all_0_55_55 = e4)
% 59.18/24.53  																												|
% 59.18/24.53  																												| Equations (437) can reduce 1898 to:
% 59.18/24.53  																												| (188)  ~ (e4 = e3)
% 59.18/24.53  																												|
% 59.18/24.53  																												| Equations (437) can reduce 85 to:
% 59.18/24.53  																												| (48)  ~ (e4 = e2)
% 59.18/24.53  																												|
% 59.18/24.53  																												| Equations (437) can reduce 457 to:
% 59.18/24.53  																												| (110)  ~ (e4 = e1)
% 59.18/24.53  																												|
% 59.18/24.53  																												| From (437) and (219) follows:
% 59.18/24.53  																												| (1913) op(e3, e3) = e4
% 59.18/24.53  																												|
% 59.18/24.53  																												+-Applying beta-rule and splitting (18), into two cases.
% 59.18/24.53  																												|-Branch one:
% 59.18/24.53  																												| (453) all_0_41_41 = e1
% 59.18/24.53  																												|
% 59.18/24.53  																													| Combining equations (453,437) yields a new equation:
% 59.18/24.53  																													| (630) e4 = e1
% 59.18/24.53  																													|
% 59.18/24.53  																													| Equations (630) can reduce 110 to:
% 59.18/24.53  																													| (266) $false
% 59.18/24.53  																													|
% 59.18/24.53  																													|-The branch is then unsatisfiable
% 59.18/24.53  																												|-Branch two:
% 59.18/24.53  																												| (457)  ~ (all_0_41_41 = e1)
% 59.18/24.53  																												| (595) all_0_46_46 = e1 | all_0_50_50 = e1 | all_0_55_55 = e1
% 59.18/24.53  																												|
% 59.18/24.53  																													+-Applying beta-rule and splitting (7), into two cases.
% 59.18/24.53  																													|-Branch one:
% 59.18/24.53  																													| (504) all_0_51_51 = e2
% 59.18/24.53  																													|
% 59.18/24.53  																														| Equations (504) can reduce 1099 to:
% 59.18/24.53  																														| (266) $false
% 59.18/24.53  																														|
% 59.18/24.53  																														|-The branch is then unsatisfiable
% 59.18/24.53  																													|-Branch two:
% 59.18/24.53  																													| (1099)  ~ (all_0_51_51 = e2)
% 59.18/24.53  																													| (1100) all_0_51_51 = e4 | all_0_51_51 = e3 | all_0_51_51 = e1
% 59.18/24.53  																													|
% 59.18/24.53  																														+-Applying beta-rule and splitting (1100), into two cases.
% 59.18/24.53  																														|-Branch one:
% 59.18/24.53  																														| (1101) all_0_51_51 = e4
% 59.18/24.53  																														|
% 59.18/24.53  																															| Equations (1101) can reduce 475 to:
% 59.18/24.53  																															| (266) $false
% 59.18/24.53  																															|
% 59.18/24.53  																															|-The branch is then unsatisfiable
% 59.18/24.53  																														|-Branch two:
% 59.18/24.53  																														| (475)  ~ (all_0_51_51 = e4)
% 59.18/24.53  																														| (1104) all_0_51_51 = e3 | all_0_51_51 = e1
% 59.18/24.53  																														|
% 59.18/24.53  																															+-Applying beta-rule and splitting (595), into two cases.
% 59.18/24.53  																															|-Branch one:
% 59.18/24.53  																															| (545) all_0_46_46 = e1
% 59.18/24.53  																															|
% 59.18/24.53  																																| Combining equations (1794,545) yields a new equation:
% 59.18/24.53  																																| (616) e2 = e1
% 59.18/24.53  																																|
% 59.18/24.53  																																| Simplifying 616 yields:
% 59.18/24.53  																																| (617) e2 = e1
% 59.18/24.53  																																|
% 59.18/24.53  																																| Equations (617) can reduce 122 to:
% 59.18/24.53  																																| (266) $false
% 59.18/24.53  																																|
% 59.18/24.53  																																|-The branch is then unsatisfiable
% 59.18/24.53  																															|-Branch two:
% 59.18/24.53  																															| (549)  ~ (all_0_46_46 = e1)
% 59.18/24.53  																															| (600) all_0_50_50 = e1 | all_0_55_55 = e1
% 59.18/24.53  																															|
% 59.18/24.53  																																+-Applying beta-rule and splitting (600), into two cases.
% 59.18/24.53  																																|-Branch one:
% 59.18/24.53  																																| (601) all_0_50_50 = e1
% 59.18/24.53  																																|
% 59.18/24.53  																																	| Combining equations (415,601) yields a new equation:
% 59.18/24.53  																																	| (454) e3 = e1
% 59.18/24.53  																																	|
% 59.18/24.53  																																	| Simplifying 454 yields:
% 59.18/24.53  																																	| (455) e3 = e1
% 59.18/24.53  																																	|
% 59.18/24.53  																																	| Equations (455) can reduce 213 to:
% 59.18/24.53  																																	| (266) $false
% 59.18/24.53  																																	|
% 59.18/24.53  																																	|-The branch is then unsatisfiable
% 59.18/24.53  																																|-Branch two:
% 59.18/24.53  																																| (759)  ~ (all_0_50_50 = e1)
% 59.18/24.53  																																| (629) all_0_55_55 = e1
% 59.18/24.53  																																|
% 59.18/24.53  																																	| Equations (629) can reduce 3 to:
% 59.18/24.53  																																	| (879)  ~ (all_0_58_58 = e1)
% 59.18/24.53  																																	|
% 59.18/24.53  																																	| Simplifying 879 yields:
% 59.18/24.53  																																	| (880)  ~ (all_0_58_58 = e1)
% 59.18/24.53  																																	|
% 59.18/24.53  																																	| Equations (629) can reduce 763 to:
% 59.18/24.53  																																	| (602)  ~ (e4 = e1)
% 59.18/24.53  																																	|
% 59.18/24.53  																																	| Simplifying 602 yields:
% 59.18/24.53  																																	| (110)  ~ (e4 = e1)
% 59.18/24.53  																																	|
% 59.18/24.53  																																	| From (629) and (74) follows:
% 59.18/24.53  																																	| (6587) op(e0, e3) = e1
% 59.18/24.53  																																	|
% 59.18/24.53  																																	+-Applying beta-rule and splitting (171), into two cases.
% 59.18/24.53  																																	|-Branch one:
% 59.18/24.53  																																	| (265) all_0_54_54 = e4
% 59.18/24.53  																																	|
% 59.18/24.53  																																		| Combining equations (268,265) yields a new equation:
% 59.18/24.53  																																		| (425) e4 = e3
% 59.18/24.53  																																		|
% 59.18/24.53  																																		| Equations (425) can reduce 188 to:
% 59.18/24.53  																																		| (266) $false
% 59.18/24.53  																																		|
% 59.18/24.53  																																		|-The branch is then unsatisfiable
% 59.18/24.53  																																	|-Branch two:
% 59.18/24.53  																																	| (258)  ~ (all_0_54_54 = e4)
% 59.18/24.53  																																	| (575) all_0_55_55 = e4 | all_0_56_56 = e4 | all_0_57_57 = e4 | all_0_58_58 = e4
% 59.18/24.53  																																	|
% 59.18/24.53  																																		+-Applying beta-rule and splitting (575), into two cases.
% 59.18/24.53  																																		|-Branch one:
% 59.18/24.53  																																		| (587) all_0_55_55 = e4
% 59.18/24.53  																																		|
% 59.18/24.53  																																			| Combining equations (629,587) yields a new equation:
% 59.18/24.53  																																			| (630) e4 = e1
% 59.18/24.53  																																			|
% 59.18/24.53  																																			| Equations (630) can reduce 110 to:
% 59.18/24.53  																																			| (266) $false
% 59.18/24.53  																																			|
% 59.18/24.53  																																			|-The branch is then unsatisfiable
% 59.18/24.53  																																		|-Branch two:
% 59.18/24.53  																																		| (763)  ~ (all_0_55_55 = e4)
% 59.18/24.53  																																		| (764) all_0_56_56 = e4 | all_0_57_57 = e4 | all_0_58_58 = e4
% 59.18/24.53  																																		|
% 59.18/24.53  																																			+-Applying beta-rule and splitting (764), into two cases.
% 59.18/24.53  																																			|-Branch one:
% 59.18/24.53  																																			| (842) all_0_56_56 = e4
% 59.18/24.53  																																			|
% 59.18/24.53  																																				| Equations (842) can reduce 44 to:
% 59.18/24.53  																																				| (450)  ~ (all_0_58_58 = e4)
% 59.18/24.53  																																				|
% 59.18/24.53  																																				| Simplifying 450 yields:
% 59.18/24.53  																																				| (451)  ~ (all_0_58_58 = e4)
% 59.18/24.53  																																				|
% 59.18/24.53  																																				| From (842) and (111) follows:
% 59.18/24.53  																																				| (2154) op(e0, e2) = e4
% 59.18/24.53  																																				|
% 59.18/24.53  																																				+-Applying beta-rule and splitting (112), into two cases.
% 59.18/24.53  																																				|-Branch one:
% 59.18/24.53  																																				| (635) all_0_44_44 = e1
% 59.18/24.53  																																				|
% 59.18/24.53  																																					| Equations (635) can reduce 639 to:
% 59.18/24.53  																																					| (266) $false
% 59.18/24.53  																																					|
% 59.18/24.53  																																					|-The branch is then unsatisfiable
% 59.18/24.53  																																				|-Branch two:
% 59.18/24.53  																																				| (639)  ~ (all_0_44_44 = e1)
% 59.18/24.53  																																				| (640) all_0_49_49 = e1 | all_0_53_53 = e1 | all_0_58_58 = e1
% 59.18/24.53  																																				|
% 59.18/24.53  																																					+-Applying beta-rule and splitting (108), into two cases.
% 59.18/24.53  																																					|-Branch one:
% 59.18/24.53  																																					| (624) all_0_58_58 = e2
% 59.18/24.53  																																					|
% 59.18/24.53  																																						| Equations (624) can reduce 908 to:
% 59.18/24.53  																																						| (266) $false
% 59.18/24.53  																																						|
% 59.18/24.53  																																						|-The branch is then unsatisfiable
% 59.18/24.53  																																					|-Branch two:
% 59.18/24.53  																																					| (908)  ~ (all_0_58_58 = e2)
% 59.18/24.53  																																					| (909) all_0_58_58 = e4 | all_0_58_58 = e3 | all_0_58_58 = e1 | all_0_58_58 = e0
% 59.18/24.53  																																					|
% 59.18/24.53  																																						+-Applying beta-rule and splitting (1104), into two cases.
% 59.18/24.53  																																						|-Branch one:
% 59.18/24.53  																																						| (1109) all_0_51_51 = e1
% 59.18/24.53  																																						|
% 59.18/24.53  																																							| Equations (1109) can reduce 61 to:
% 59.18/24.53  																																							| (1380)  ~ (all_0_42_42 = e1)
% 59.18/24.53  																																							|
% 59.18/24.53  																																							| Equations (1109) can reduce 1099 to:
% 59.18/24.53  																																							| (604)  ~ (e2 = e1)
% 59.18/24.53  																																							|
% 59.18/24.53  																																							| Simplifying 604 yields:
% 59.18/24.53  																																							| (122)  ~ (e2 = e1)
% 59.18/24.53  																																							|
% 59.18/24.53  																																							| From (1109) and (186) follows:
% 59.18/24.53  																																							| (699) op(e1, e2) = e1
% 59.18/24.53  																																							|
% 59.18/24.53  																																							+-Applying beta-rule and splitting (909), into two cases.
% 59.18/24.53  																																							|-Branch one:
% 59.18/24.53  																																							| (910) all_0_58_58 = e4
% 59.18/24.53  																																							|
% 59.18/24.53  																																								| Equations (910) can reduce 451 to:
% 59.18/24.53  																																								| (266) $false
% 59.18/24.53  																																								|
% 59.18/24.53  																																								|-The branch is then unsatisfiable
% 59.18/24.53  																																							|-Branch two:
% 59.18/24.53  																																							| (451)  ~ (all_0_58_58 = e4)
% 59.18/24.53  																																							| (913) all_0_58_58 = e3 | all_0_58_58 = e1 | all_0_58_58 = e0
% 59.18/24.53  																																							|
% 59.18/24.53  																																								+-Applying beta-rule and splitting (913), into two cases.
% 59.18/24.53  																																								|-Branch one:
% 59.18/24.53  																																								| (914) all_0_58_58 = e0
% 59.18/24.53  																																								|
% 59.18/24.53  																																									| Equations (914) can reduce 181 to:
% 59.18/24.53  																																									| (360)  ~ (all_0_44_44 = e0)
% 59.18/24.53  																																									|
% 59.18/24.53  																																									| Equations (914) can reduce 119 to:
% 59.18/24.53  																																									| (487)  ~ (all_0_49_49 = e0)
% 59.18/24.53  																																									|
% 59.18/24.53  																																									| Equations (914) can reduce 451 to:
% 59.18/24.53  																																									| (401)  ~ (e4 = e0)
% 59.18/24.53  																																									|
% 59.18/24.53  																																									| Simplifying 401 yields:
% 59.18/24.53  																																									| (49)  ~ (e4 = e0)
% 59.18/24.53  																																									|
% 59.18/24.53  																																									| Equations (914) can reduce 880 to:
% 59.18/24.53  																																									| (435)  ~ (e1 = e0)
% 59.18/24.53  																																									|
% 59.18/24.53  																																									| Simplifying 435 yields:
% 59.18/24.53  																																									| (233)  ~ (e1 = e0)
% 59.18/24.53  																																									|
% 59.18/24.53  																																									+-Applying beta-rule and splitting (165), into two cases.
% 59.18/24.53  																																									|-Branch one:
% 59.18/24.53  																																									| (794) all_0_41_41 = e0
% 59.18/24.53  																																									|
% 59.18/24.53  																																										| Combining equations (794,437) yields a new equation:
% 59.18/24.53  																																										| (397) e4 = e0
% 59.18/24.53  																																										|
% 59.18/24.53  																																										| Equations (397) can reduce 49 to:
% 59.18/24.53  																																										| (266) $false
% 59.18/24.53  																																										|
% 59.18/24.53  																																										|-The branch is then unsatisfiable
% 59.18/24.53  																																									|-Branch two:
% 59.18/24.53  																																									| (357)  ~ (all_0_41_41 = e0)
% 59.18/24.53  																																									| (6761) all_0_42_42 = e0 | all_0_43_43 = e0 | all_0_44_44 = e0
% 59.18/24.53  																																									|
% 59.18/24.53  																																										+-Applying beta-rule and splitting (6761), into two cases.
% 59.18/24.53  																																										|-Branch one:
% 59.18/24.53  																																										| (559) all_0_42_42 = e0
% 59.18/24.53  																																										|
% 59.18/24.53  																																											| Equations (559) can reduce 1380 to:
% 59.18/24.53  																																											| (435)  ~ (e1 = e0)
% 59.18/24.53  																																											|
% 59.18/24.53  																																											| Simplifying 435 yields:
% 59.18/24.53  																																											| (233)  ~ (e1 = e0)
% 59.18/24.53  																																											|
% 59.18/24.53  																																											+-Applying beta-rule and splitting (135), into two cases.
% 59.18/24.53  																																											|-Branch one:
% 59.18/24.53  																																											| (545) all_0_46_46 = e1
% 59.18/24.53  																																											|
% 59.18/24.53  																																												| Combining equations (545,1794) yields a new equation:
% 59.18/24.53  																																												| (617) e2 = e1
% 59.18/24.53  																																												|
% 59.18/24.53  																																												| Equations (617) can reduce 122 to:
% 59.18/24.53  																																												| (266) $false
% 59.18/24.53  																																												|
% 59.18/24.53  																																												|-The branch is then unsatisfiable
% 59.18/24.53  																																											|-Branch two:
% 59.18/24.53  																																											| (549)  ~ (all_0_46_46 = e1)
% 59.18/24.53  																																											| (550) all_0_47_47 = e1 | all_0_48_48 = e1 | all_0_49_49 = e1
% 59.18/24.53  																																											|
% 59.18/24.53  																																												| Equations (1794) can reduce 549 to:
% 59.18/24.53  																																												| (122)  ~ (e2 = e1)
% 59.18/24.53  																																												|
% 59.18/24.53  																																												+-Applying beta-rule and splitting (54), into two cases.
% 59.18/24.53  																																												|-Branch one:
% 59.18/24.53  																																												| (583) all_0_49_49 = e2
% 59.18/24.53  																																												|
% 59.18/24.53  																																													| Equations (583) can reduce 340 to:
% 59.18/24.53  																																													| (266) $false
% 59.18/24.53  																																													|
% 59.18/24.53  																																													|-The branch is then unsatisfiable
% 59.18/24.53  																																												|-Branch two:
% 59.18/24.53  																																												| (340)  ~ (all_0_49_49 = e2)
% 59.18/24.53  																																												| (586) all_0_49_49 = e4 | all_0_49_49 = e3 | all_0_49_49 = e1 | all_0_49_49 = e0
% 59.18/24.53  																																												|
% 59.18/24.53  																																													+-Applying beta-rule and splitting (640), into two cases.
% 59.18/24.53  																																													|-Branch one:
% 59.18/24.53  																																													| (671) all_0_49_49 = e1
% 59.18/24.53  																																													|
% 59.18/24.53  																																														| Equations (671) can reduce 340 to:
% 59.18/24.53  																																														| (604)  ~ (e2 = e1)
% 59.18/24.53  																																														|
% 59.18/24.53  																																														| Simplifying 604 yields:
% 59.18/24.53  																																														| (122)  ~ (e2 = e1)
% 59.18/24.53  																																														|
% 59.18/24.53  																																														| Equations (671) can reduce 487 to:
% 59.18/24.53  																																														| (233)  ~ (e1 = e0)
% 59.18/24.53  																																														|
% 59.18/24.53  																																														| From (671) and (55) follows:
% 59.18/24.53  																																														| (673) op(e2, e0) = e1
% 59.18/24.53  																																														|
% 59.18/24.53  																																														+-Applying beta-rule and splitting (56), into two cases.
% 59.18/24.53  																																														|-Branch one:
% 59.18/24.53  																																														| (696) unit = e2
% 59.18/24.53  																																														|
% 59.18/24.53  																																															| From (696) and (209) follows:
% 59.18/24.53  																																															| (7585) op(e2, e0) = e0
% 59.18/24.53  																																															|
% 59.18/24.53  																																															| Instantiating formula (29) with e2, e0, e0, e1 and discharging atoms op(e2, e0) = e1, op(e2, e0) = e0, yields:
% 59.18/24.53  																																															| (431) e1 = e0
% 59.18/24.53  																																															|
% 59.18/24.53  																																															| Equations (431) can reduce 233 to:
% 59.18/24.53  																																															| (266) $false
% 59.18/24.53  																																															|
% 59.18/24.53  																																															|-The branch is then unsatisfiable
% 59.18/24.53  																																														|-Branch two:
% 59.18/24.53  																																														| (707)  ~ (unit = e2)
% 59.18/24.53  																																														| (708) unit = e4 | unit = e3 | unit = e1 | unit = e0
% 59.18/24.53  																																														|
% 59.18/24.53  																																															+-Applying beta-rule and splitting (708), into two cases.
% 59.18/24.53  																																															|-Branch one:
% 59.18/24.53  																																															| (709) unit = e4
% 59.18/24.53  																																															|
% 59.18/24.53  																																																| From (709) and (211) follows:
% 59.18/24.53  																																																| (22527) op(e4, e1) = e1
% 59.18/24.53  																																																|
% 59.18/24.53  																																																| From (709) and (42) follows:
% 59.18/24.53  																																																| (713) op(e0, e4) = e0
% 59.18/24.53  																																																|
% 59.18/24.53  																																																| Instantiating formula (29) with e4, e1, e1, e3 and discharging atoms op(e4, e1) = e3, op(e4, e1) = e1, yields:
% 59.18/24.53  																																																| (455) e3 = e1
% 59.18/24.53  																																																|
% 59.18/24.53  																																																| Instantiating formula (29) with e0, e4, e0, e3 and discharging atoms op(e0, e4) = e3, op(e0, e4) = e0, yields:
% 59.18/24.53  																																																| (676) e3 = e0
% 59.18/24.53  																																																|
% 59.18/24.53  																																																| Combining equations (455,676) yields a new equation:
% 59.18/24.53  																																																| (546) e1 = e0
% 59.18/24.53  																																																|
% 59.18/24.53  																																																| Simplifying 546 yields:
% 59.18/24.53  																																																| (431) e1 = e0
% 59.18/24.53  																																																|
% 59.18/24.53  																																																| Equations (431) can reduce 233 to:
% 59.18/24.53  																																																| (266) $false
% 59.18/24.53  																																																|
% 59.18/24.53  																																																|-The branch is then unsatisfiable
% 59.18/24.53  																																															|-Branch two:
% 59.18/24.53  																																															| (724)  ~ (unit = e4)
% 59.18/24.53  																																															| (725) unit = e3 | unit = e1 | unit = e0
% 59.18/24.53  																																															|
% 59.18/24.53  																																																+-Applying beta-rule and splitting (725), into two cases.
% 59.18/24.53  																																																|-Branch one:
% 59.18/24.53  																																																| (726) unit = e0
% 59.18/24.53  																																																|
% 59.18/24.53  																																																	| From (726) and (244) follows:
% 59.18/24.53  																																																	| (2207) op(e0, e4) = e4
% 59.18/24.53  																																																	|
% 59.18/24.53  																																																	| From (726) and (24) follows:
% 59.18/24.53  																																																	| (2208) op(e0, e3) = e3
% 59.18/24.53  																																																	|
% 59.18/24.53  																																																	| From (726) and (15) follows:
% 59.18/24.53  																																																	| (1508) op(e0, e2) = e2
% 59.18/24.53  																																																	|
% 59.18/24.53  																																																	| Instantiating formula (29) with e0, e4, e4, e3 and discharging atoms op(e0, e4) = e4, op(e0, e4) = e3, yields:
% 59.18/24.53  																																																	| (425) e4 = e3
% 59.18/24.53  																																																	|
% 59.18/24.53  																																																	| Instantiating formula (29) with e0, e3, e3, e1 and discharging atoms op(e0, e3) = e3, op(e0, e3) = e1, yields:
% 59.18/24.53  																																																	| (455) e3 = e1
% 59.18/24.53  																																																	|
% 59.18/24.53  																																																	| Instantiating formula (29) with e0, e2, e2, e4 and discharging atoms op(e0, e2) = e4, op(e0, e2) = e2, yields:
% 59.18/24.53  																																																	| (323) e4 = e2
% 59.18/24.53  																																																	|
% 59.18/24.53  																																																	| Combining equations (323,425) yields a new equation:
% 59.18/24.53  																																																	| (662) e3 = e2
% 59.18/24.53  																																																	|
% 59.18/24.53  																																																	| Combining equations (662,455) yields a new equation:
% 59.18/24.53  																																																	| (616) e2 = e1
% 59.18/24.53  																																																	|
% 59.18/24.53  																																																	| Simplifying 616 yields:
% 59.18/24.53  																																																	| (617) e2 = e1
% 59.18/24.53  																																																	|
% 59.18/24.53  																																																	| Equations (617) can reduce 122 to:
% 59.18/24.53  																																																	| (266) $false
% 59.18/24.53  																																																	|
% 59.18/24.53  																																																	|-The branch is then unsatisfiable
% 59.18/24.53  																																																|-Branch two:
% 59.18/24.53  																																																| (734)  ~ (unit = e0)
% 59.18/24.53  																																																| (735) unit = e3 | unit = e1
% 59.18/24.53  																																																|
% 59.18/24.53  																																																	+-Applying beta-rule and splitting (735), into two cases.
% 59.18/24.53  																																																	|-Branch one:
% 59.18/24.53  																																																	| (736) unit = e1
% 59.18/24.53  																																																	|
% 59.18/24.53  																																																		| Equations (736) can reduce 734 to:
% 59.18/24.53  																																																		| (233)  ~ (e1 = e0)
% 59.18/24.53  																																																		|
% 59.18/24.53  																																																		| From (736) and (15) follows:
% 59.18/24.53  																																																		| (515) op(e1, e2) = e2
% 59.18/24.53  																																																		|
% 59.18/24.53  																																																		| From (736) and (42) follows:
% 59.18/24.53  																																																		| (3221) op(e0, e1) = e0
% 59.18/24.53  																																																		|
% 59.18/24.53  																																																		| Instantiating formula (29) with e1, e2, e2, e1 and discharging atoms op(e1, e2) = e2, op(e1, e2) = e1, yields:
% 59.18/24.53  																																																		| (617) e2 = e1
% 59.18/24.53  																																																		|
% 59.18/24.53  																																																		| Instantiating formula (29) with e0, e1, e0, e2 and discharging atoms op(e0, e1) = e2, op(e0, e1) = e0, yields:
% 59.18/24.53  																																																		| (330) e2 = e0
% 59.18/24.53  																																																		|
% 59.18/24.53  																																																		| Combining equations (330,617) yields a new equation:
% 59.18/24.53  																																																		| (431) e1 = e0
% 59.18/24.53  																																																		|
% 59.18/24.53  																																																		| Equations (431) can reduce 233 to:
% 59.18/24.53  																																																		| (266) $false
% 59.18/24.53  																																																		|
% 59.18/24.53  																																																		|-The branch is then unsatisfiable
% 59.18/24.53  																																																	|-Branch two:
% 59.18/24.53  																																																	| (748)  ~ (unit = e1)
% 59.18/24.53  																																																	| (749) unit = e3
% 59.18/24.53  																																																	|
% 59.18/24.53  																																																		| From (749) and (227) follows:
% 59.18/24.53  																																																		| (22570) op(e4, e3) = e4
% 59.18/24.53  																																																		|
% 59.18/24.53  																																																		| From (749) and (40) follows:
% 59.18/24.53  																																																		| (3715) op(e3, e3) = e3
% 59.18/24.53  																																																		|
% 59.18/24.53  																																																		| From (749) and (28) follows:
% 59.18/24.53  																																																		| (2235) op(e1, e3) = e1
% 59.18/24.53  																																																		|
% 59.18/24.53  																																																		| Instantiating formula (29) with e4, e3, e4, e0 and discharging atoms op(e4, e3) = e4, op(e4, e3) = e0, yields:
% 59.18/24.53  																																																		| (397) e4 = e0
% 59.18/24.53  																																																		|
% 59.18/24.53  																																																		| Instantiating formula (29) with e3, e3, e3, e4 and discharging atoms op(e3, e3) = e4, op(e3, e3) = e3, yields:
% 59.18/24.53  																																																		| (425) e4 = e3
% 59.18/24.53  																																																		|
% 59.18/24.53  																																																		| Instantiating formula (29) with e1, e3, e1, e3 and discharging atoms op(e1, e3) = e3, op(e1, e3) = e1, yields:
% 59.18/24.53  																																																		| (455) e3 = e1
% 59.18/24.53  																																																		|
% 59.18/24.53  																																																		| Combining equations (397,425) yields a new equation:
% 59.18/24.53  																																																		| (676) e3 = e0
% 59.18/24.53  																																																		|
% 59.18/24.53  																																																		| Combining equations (455,676) yields a new equation:
% 59.18/24.53  																																																		| (546) e1 = e0
% 59.18/24.53  																																																		|
% 59.18/24.53  																																																		| Simplifying 546 yields:
% 59.18/24.53  																																																		| (431) e1 = e0
% 59.18/24.53  																																																		|
% 59.18/24.53  																																																		| Equations (431) can reduce 233 to:
% 59.18/24.53  																																																		| (266) $false
% 59.18/24.53  																																																		|
% 59.18/24.53  																																																		|-The branch is then unsatisfiable
% 59.18/24.54  																																													|-Branch two:
% 59.18/24.54  																																													| (1064)  ~ (all_0_49_49 = e1)
% 59.18/24.54  																																													| (2141) all_0_53_53 = e1 | all_0_58_58 = e1
% 59.18/24.54  																																													|
% 59.18/24.54  																																														+-Applying beta-rule and splitting (2141), into two cases.
% 59.18/24.54  																																														|-Branch one:
% 59.18/24.54  																																														| (1208) all_0_53_53 = e1
% 59.18/24.54  																																														|
% 59.18/24.54  																																															| Combining equations (1208,607) yields a new equation:
% 59.18/24.54  																																															| (617) e2 = e1
% 59.18/24.54  																																															|
% 59.18/24.54  																																															| Equations (617) can reduce 122 to:
% 59.18/24.54  																																															| (266) $false
% 59.18/24.54  																																															|
% 59.18/24.54  																																															|-The branch is then unsatisfiable
% 59.18/24.54  																																														|-Branch two:
% 59.18/24.54  																																														| (1459)  ~ (all_0_53_53 = e1)
% 59.18/24.54  																																														| (918) all_0_58_58 = e1
% 59.18/24.54  																																														|
% 59.18/24.54  																																															| Combining equations (914,918) yields a new equation:
% 59.18/24.54  																																															| (431) e1 = e0
% 59.18/24.54  																																															|
% 59.18/24.54  																																															| Equations (431) can reduce 233 to:
% 59.18/24.54  																																															| (266) $false
% 59.18/24.54  																																															|
% 59.18/24.54  																																															|-The branch is then unsatisfiable
% 59.18/24.54  																																										|-Branch two:
% 59.18/24.54  																																										| (358)  ~ (all_0_42_42 = e0)
% 59.18/24.54  																																										| (6766) all_0_43_43 = e0 | all_0_44_44 = e0
% 59.18/24.54  																																										|
% 59.18/24.54  																																											+-Applying beta-rule and splitting (6766), into two cases.
% 59.18/24.54  																																											|-Branch one:
% 59.18/24.54  																																											| (356) all_0_43_43 = e0
% 59.18/24.54  																																											|
% 59.18/24.54  																																												| Combining equations (430,356) yields a new equation:
% 59.18/24.54  																																												| (546) e1 = e0
% 59.18/24.54  																																												|
% 59.18/24.54  																																												| Simplifying 546 yields:
% 59.18/24.54  																																												| (431) e1 = e0
% 59.18/24.54  																																												|
% 59.18/24.54  																																												| Equations (431) can reduce 233 to:
% 59.18/24.54  																																												| (266) $false
% 59.18/24.54  																																												|
% 59.18/24.54  																																												|-The branch is then unsatisfiable
% 59.18/24.54  																																											|-Branch two:
% 59.18/24.54  																																											| (5470)  ~ (all_0_43_43 = e0)
% 59.18/24.54  																																											| (1414) all_0_44_44 = e0
% 59.18/24.54  																																											|
% 59.18/24.54  																																												| Equations (1414) can reduce 360 to:
% 59.18/24.54  																																												| (266) $false
% 59.18/24.54  																																												|
% 59.18/24.54  																																												|-The branch is then unsatisfiable
% 59.18/24.54  																																								|-Branch two:
% 59.18/24.54  																																								| (491)  ~ (all_0_58_58 = e0)
% 59.18/24.54  																																								| (917) all_0_58_58 = e3 | all_0_58_58 = e1
% 59.18/24.54  																																								|
% 59.18/24.54  																																									+-Applying beta-rule and splitting (917), into two cases.
% 59.18/24.54  																																									|-Branch one:
% 59.18/24.54  																																									| (918) all_0_58_58 = e1
% 59.18/24.54  																																									|
% 59.18/24.54  																																										| Equations (918) can reduce 880 to:
% 59.18/24.54  																																										| (266) $false
% 59.18/24.54  																																										|
% 59.18/24.54  																																										|-The branch is then unsatisfiable
% 59.18/24.54  																																									|-Branch two:
% 59.18/24.54  																																									| (880)  ~ (all_0_58_58 = e1)
% 59.18/24.54  																																									| (795) all_0_58_58 = e3
% 59.18/24.54  																																									|
% 59.18/24.54  																																										| Equations (795) can reduce 276 to:
% 59.18/24.54  																																										| (266) $false
% 59.18/24.54  																																										|
% 59.18/24.54  																																										|-The branch is then unsatisfiable
% 59.18/24.54  																																						|-Branch two:
% 59.18/24.54  																																						| (464)  ~ (all_0_51_51 = e1)
% 59.18/24.54  																																						| (660) all_0_51_51 = e3
% 59.18/24.54  																																						|
% 59.18/24.54  																																							| Equations (660) can reduce 664 to:
% 59.18/24.54  																																							| (266) $false
% 59.18/24.54  																																							|
% 59.18/24.54  																																							|-The branch is then unsatisfiable
% 59.18/24.54  																																			|-Branch two:
% 59.18/24.54  																																			| (477)  ~ (all_0_56_56 = e4)
% 59.18/24.54  																																			| (935) all_0_57_57 = e4 | all_0_58_58 = e4
% 59.18/24.54  																																			|
% 59.18/24.54  																																				+-Applying beta-rule and splitting (935), into two cases.
% 59.18/24.54  																																				|-Branch one:
% 59.18/24.54  																																				| (871) all_0_57_57 = e4
% 59.18/24.54  																																				|
% 59.18/24.54  																																					| Combining equations (442,871) yields a new equation:
% 59.18/24.54  																																					| (323) e4 = e2
% 59.18/24.54  																																					|
% 59.18/24.54  																																					| Equations (323) can reduce 48 to:
% 59.18/24.54  																																					| (266) $false
% 59.18/24.54  																																					|
% 59.18/24.54  																																					|-The branch is then unsatisfiable
% 59.18/24.54  																																				|-Branch two:
% 59.18/24.54  																																				| (839)  ~ (all_0_57_57 = e4)
% 59.18/24.54  																																				| (910) all_0_58_58 = e4
% 59.18/24.54  																																				|
% 59.18/24.54  																																					| Equations (910) can reduce 451 to:
% 59.18/24.54  																																					| (266) $false
% 59.18/24.54  																																					|
% 59.18/24.54  																																					|-The branch is then unsatisfiable
% 59.18/24.54  																											|-Branch two:
% 59.18/24.54  																											| (440)  ~ (all_0_41_41 = e4)
% 59.18/24.54  																											| (4049) all_0_41_41 = e3 | all_0_41_41 = e1 | all_0_41_41 = e0
% 59.18/24.54  																											|
% 59.18/24.54  																												+-Applying beta-rule and splitting (4049), into two cases.
% 59.18/24.54  																												|-Branch one:
% 59.18/24.54  																												| (794) all_0_41_41 = e0
% 59.18/24.54  																												|
% 59.18/24.54  																													| Equations (794) can reduce 357 to:
% 59.18/24.54  																													| (266) $false
% 59.18/24.54  																													|
% 59.18/24.54  																													|-The branch is then unsatisfiable
% 59.18/24.54  																												|-Branch two:
% 59.18/24.54  																												| (357)  ~ (all_0_41_41 = e0)
% 59.18/24.54  																												| (4053) all_0_41_41 = e3 | all_0_41_41 = e1
% 59.18/24.54  																												|
% 59.18/24.54  																													+-Applying beta-rule and splitting (4053), into two cases.
% 59.18/24.54  																													|-Branch one:
% 59.18/24.54  																													| (453) all_0_41_41 = e1
% 59.18/24.54  																													|
% 59.18/24.54  																														| Equations (453) can reduce 457 to:
% 59.18/24.54  																														| (266) $false
% 59.18/24.54  																														|
% 59.18/24.54  																														|-The branch is then unsatisfiable
% 59.18/24.54  																													|-Branch two:
% 59.18/24.54  																													| (457)  ~ (all_0_41_41 = e1)
% 59.18/24.54  																													| (403) all_0_41_41 = e3
% 59.18/24.54  																													|
% 59.18/24.54  																														| Equations (403) can reduce 1898 to:
% 59.18/24.54  																														| (266) $false
% 59.18/24.54  																														|
% 59.18/24.54  																														|-The branch is then unsatisfiable
% 59.18/24.54  																									|-Branch two:
% 59.18/24.54  																									| (411)  ~ (all_0_50_50 = e3)
% 59.18/24.54  																									| (418) all_0_51_51 = e3 | all_0_53_53 = e3
% 59.18/24.54  																									|
% 59.18/24.54  																										+-Applying beta-rule and splitting (418), into two cases.
% 59.18/24.54  																										|-Branch one:
% 59.18/24.54  																										| (660) all_0_51_51 = e3
% 59.18/24.54  																										|
% 59.18/24.54  																											| Equations (660) can reduce 61 to:
% 59.18/24.54  																											| (405)  ~ (all_0_42_42 = e3)
% 59.18/24.54  																											|
% 59.18/24.54  																											| Equations (660) can reduce 59 to:
% 59.18/24.54  																											| (411)  ~ (all_0_50_50 = e3)
% 59.18/24.54  																											|
% 59.18/24.54  																											| Equations (660) can reduce 475 to:
% 59.18/24.54  																											| (277)  ~ (e4 = e3)
% 59.18/24.54  																											|
% 59.32/24.54  																											| Simplifying 277 yields:
% 59.32/24.54  																											| (188)  ~ (e4 = e3)
% 59.32/24.54  																											|
% 59.32/24.54  																											| Equations (660) can reduce 1099 to:
% 59.32/24.54  																											| (212)  ~ (e3 = e2)
% 59.32/24.54  																											|
% 59.32/24.54  																											| From (660) and (186) follows:
% 59.32/24.54  																											| (1552) op(e1, e2) = e3
% 59.32/24.54  																											|
% 59.32/24.54  																											+-Applying beta-rule and splitting (160), into two cases.
% 59.32/24.54  																											|-Branch one:
% 59.32/24.54  																											| (601) all_0_50_50 = e1
% 59.32/24.54  																											|
% 59.32/24.54  																												| Equations (601) can reduce 221 to:
% 59.32/24.54  																												| (457)  ~ (all_0_41_41 = e1)
% 59.32/24.54  																												|
% 59.32/24.54  																												| Equations (601) can reduce 93 to:
% 59.32/24.54  																												| (2331)  ~ (all_0_55_55 = e1)
% 59.32/24.54  																												|
% 59.32/24.54  																												| Simplifying 2331 yields:
% 59.32/24.54  																												| (632)  ~ (all_0_55_55 = e1)
% 59.32/24.54  																												|
% 59.32/24.54  																												| Equations (601) can reduce 566 to:
% 59.32/24.54  																												| (602)  ~ (e4 = e1)
% 59.32/24.54  																												|
% 59.32/24.54  																												| Simplifying 602 yields:
% 59.32/24.54  																												| (110)  ~ (e4 = e1)
% 59.32/24.54  																												|
% 59.32/24.54  																												| Equations (601) can reduce 302 to:
% 59.32/24.54  																												| (604)  ~ (e2 = e1)
% 59.32/24.54  																												|
% 59.32/24.54  																												| Simplifying 604 yields:
% 59.32/24.54  																												| (122)  ~ (e2 = e1)
% 59.32/24.54  																												|
% 59.32/24.54  																												| Equations (601) can reduce 121 to:
% 59.32/24.54  																												| (233)  ~ (e1 = e0)
% 59.32/24.54  																												|
% 59.32/24.54  																												+-Applying beta-rule and splitting (174), into two cases.
% 59.32/24.54  																												|-Branch one:
% 59.32/24.54  																												| (386) all_0_55_55 = e2
% 59.32/24.54  																												|
% 59.32/24.54  																													| Equations (386) can reduce 304 to:
% 59.32/24.54  																													| (266) $false
% 59.32/24.54  																													|
% 59.32/24.54  																													|-The branch is then unsatisfiable
% 59.32/24.54  																												|-Branch two:
% 59.32/24.54  																												| (304)  ~ (all_0_55_55 = e2)
% 59.32/24.54  																												| (2051) all_0_55_55 = e4 | all_0_55_55 = e3 | all_0_55_55 = e1 | all_0_55_55 = e0
% 59.32/24.54  																												|
% 59.32/24.54  																													+-Applying beta-rule and splitting (144), into two cases.
% 59.32/24.54  																													|-Branch one:
% 59.32/24.54  																													| (403) all_0_41_41 = e3
% 59.32/24.54  																													|
% 59.32/24.54  																														| Equations (403) can reduce 149 to:
% 59.32/24.54  																														| (406)  ~ (all_0_44_44 = e3)
% 59.32/24.54  																														|
% 59.32/24.54  																														| Simplifying 406 yields:
% 59.32/24.54  																														| (407)  ~ (all_0_44_44 = e3)
% 59.32/24.54  																														|
% 59.32/24.54  																														| Equations (403) can reduce 85 to:
% 59.32/24.54  																														| (212)  ~ (e3 = e2)
% 59.32/24.54  																														|
% 59.32/24.54  																														| Equations (403) can reduce 457 to:
% 59.32/24.54  																														| (213)  ~ (e3 = e1)
% 59.32/24.54  																														|
% 59.32/24.54  																														+-Applying beta-rule and splitting (64), into two cases.
% 59.32/24.54  																														|-Branch one:
% 59.32/24.54  																														| (437) all_0_41_41 = e4
% 59.32/24.54  																														|
% 59.32/24.54  																															| Combining equations (437,403) yields a new equation:
% 59.32/24.54  																															| (424) e4 = e3
% 59.32/24.54  																															|
% 59.32/24.54  																															| Simplifying 424 yields:
% 59.32/24.54  																															| (425) e4 = e3
% 59.32/24.54  																															|
% 59.32/24.54  																															| Equations (425) can reduce 188 to:
% 59.32/24.54  																															| (266) $false
% 59.32/24.54  																															|
% 59.32/24.54  																															|-The branch is then unsatisfiable
% 59.32/24.54  																														|-Branch two:
% 59.32/24.54  																														| (440)  ~ (all_0_41_41 = e4)
% 59.32/24.54  																														| (441) all_0_42_42 = e4 | all_0_43_43 = e4 | all_0_44_44 = e4
% 59.32/24.54  																														|
% 59.32/24.54  																															+-Applying beta-rule and splitting (189), into two cases.
% 59.32/24.54  																															|-Branch one:
% 59.32/24.54  																															| (532) all_0_44_44 = e3
% 59.32/24.54  																															|
% 59.32/24.54  																																| Equations (532) can reduce 407 to:
% 59.32/24.54  																																| (266) $false
% 59.32/24.54  																																|
% 59.32/24.54  																																|-The branch is then unsatisfiable
% 59.32/24.54  																															|-Branch two:
% 59.32/24.54  																															| (407)  ~ (all_0_44_44 = e3)
% 59.32/24.54  																															| (537) all_0_49_49 = e3 | all_0_53_53 = e3 | all_0_58_58 = e3
% 59.32/24.54  																															|
% 59.32/24.54  																																+-Applying beta-rule and splitting (537), into two cases.
% 59.32/24.54  																																|-Branch one:
% 59.32/24.54  																																| (884) all_0_49_49 = e3
% 59.32/24.54  																																|
% 59.32/24.54  																																	| Equations (884) can reduce 86 to:
% 59.32/24.54  																																	| (1091)  ~ (all_0_47_47 = e3)
% 59.32/24.54  																																	|
% 59.32/24.54  																																	| Equations (884) can reduce 256 to:
% 59.32/24.54  																																	| (277)  ~ (e4 = e3)
% 59.32/24.54  																																	|
% 59.32/24.54  																																	| Simplifying 277 yields:
% 59.32/24.54  																																	| (188)  ~ (e4 = e3)
% 59.32/24.54  																																	|
% 59.32/24.54  																																	| Equations (884) can reduce 487 to:
% 59.32/24.54  																																	| (80)  ~ (e3 = e0)
% 59.32/24.54  																																	|
% 59.32/24.54  																																	| From (884) and (55) follows:
% 59.32/24.54  																																	| (1581) op(e2, e0) = e3
% 59.32/24.54  																																	|
% 59.32/24.54  																																	+-Applying beta-rule and splitting (135), into two cases.
% 59.32/24.54  																																	|-Branch one:
% 59.32/24.54  																																	| (545) all_0_46_46 = e1
% 59.32/24.54  																																	|
% 59.32/24.54  																																		| Combining equations (1794,545) yields a new equation:
% 59.32/24.54  																																		| (616) e2 = e1
% 59.32/24.54  																																		|
% 59.32/24.54  																																		| Simplifying 616 yields:
% 59.32/24.54  																																		| (617) e2 = e1
% 59.32/24.54  																																		|
% 59.32/24.54  																																		| Equations (617) can reduce 122 to:
% 59.32/24.54  																																		| (266) $false
% 59.32/24.54  																																		|
% 59.32/24.54  																																		|-The branch is then unsatisfiable
% 59.32/24.54  																																	|-Branch two:
% 59.32/24.54  																																	| (549)  ~ (all_0_46_46 = e1)
% 59.32/24.54  																																	| (550) all_0_47_47 = e1 | all_0_48_48 = e1 | all_0_49_49 = e1
% 59.32/24.54  																																	|
% 59.32/24.54  																																		| Equations (1794) can reduce 549 to:
% 59.32/24.54  																																		| (122)  ~ (e2 = e1)
% 59.32/24.54  																																		|
% 59.32/24.54  																																		+-Applying beta-rule and splitting (112), into two cases.
% 59.32/24.54  																																		|-Branch one:
% 59.32/24.54  																																		| (635) all_0_44_44 = e1
% 59.32/24.54  																																		|
% 59.32/24.54  																																			| Equations (635) can reduce 639 to:
% 59.32/24.54  																																			| (266) $false
% 59.32/24.54  																																			|
% 59.32/24.54  																																			|-The branch is then unsatisfiable
% 59.32/24.54  																																		|-Branch two:
% 59.32/24.54  																																		| (639)  ~ (all_0_44_44 = e1)
% 59.32/24.54  																																		| (640) all_0_49_49 = e1 | all_0_53_53 = e1 | all_0_58_58 = e1
% 59.32/24.54  																																		|
% 59.32/24.54  																																			+-Applying beta-rule and splitting (2051), into two cases.
% 59.32/24.54  																																			|-Branch one:
% 59.32/24.54  																																			| (587) all_0_55_55 = e4
% 59.32/24.54  																																			|
% 59.32/24.54  																																				| Equations (587) can reduce 3 to:
% 59.32/24.54  																																				| (450)  ~ (all_0_58_58 = e4)
% 59.32/24.54  																																				|
% 59.32/24.54  																																				| Simplifying 450 yields:
% 59.32/24.54  																																				| (451)  ~ (all_0_58_58 = e4)
% 59.32/24.54  																																				|
% 59.32/24.54  																																				| Equations (587) can reduce 632 to:
% 59.32/24.54  																																				| (110)  ~ (e4 = e1)
% 59.32/24.54  																																				|
% 59.32/24.54  																																				| Equations (587) can reduce 803 to:
% 59.32/24.54  																																				| (49)  ~ (e4 = e0)
% 59.32/24.54  																																				|
% 59.32/24.54  																																				| From (587) and (74) follows:
% 59.32/24.54  																																				| (589) op(e0, e3) = e4
% 59.32/24.54  																																				|
% 59.32/24.54  																																				+-Applying beta-rule and splitting (441), into two cases.
% 59.32/24.54  																																				|-Branch one:
% 59.32/24.54  																																				| (1392) all_0_42_42 = e4
% 59.32/24.54  																																				|
% 59.32/24.54  																																					| Equations (1392) can reduce 73 to:
% 59.32/24.54  																																					| (1903)  ~ (all_0_44_44 = e4)
% 59.32/24.54  																																					|
% 59.32/24.54  																																					| Simplifying 1903 yields:
% 59.32/24.54  																																					| (1390)  ~ (all_0_44_44 = e4)
% 59.32/24.54  																																					|
% 59.32/24.54  																																					| Equations (1392) can reduce 198 to:
% 59.32/24.54  																																					| (251)  ~ (all_0_47_47 = e4)
% 59.32/24.54  																																					|
% 59.32/24.54  																																					| Simplifying 251 yields:
% 59.32/24.54  																																					| (252)  ~ (all_0_47_47 = e4)
% 59.32/24.54  																																					|
% 59.32/24.54  																																					| From (1392) and (210) follows:
% 59.32/24.54  																																					| (4074) op(e3, e2) = e4
% 59.32/24.54  																																					|
% 59.32/24.54  																																					+-Applying beta-rule and splitting (105), into two cases.
% 59.32/24.54  																																					|-Branch one:
% 59.32/24.54  																																					| (1105) all_0_47_47 = e2
% 59.32/24.54  																																					|
% 59.32/24.54  																																						| Equations (1105) can reduce 338 to:
% 59.32/24.54  																																						| (266) $false
% 59.32/24.54  																																						|
% 59.32/24.54  																																						|-The branch is then unsatisfiable
% 59.32/24.54  																																					|-Branch two:
% 59.32/24.54  																																					| (338)  ~ (all_0_47_47 = e2)
% 59.32/24.54  																																					| (1789) all_0_47_47 = e4 | all_0_47_47 = e3 | all_0_47_47 = e1 | all_0_47_47 = e0
% 59.32/24.54  																																					|
% 59.32/24.54  																																						+-Applying beta-rule and splitting (165), into two cases.
% 59.32/24.54  																																						|-Branch one:
% 59.32/24.54  																																						| (794) all_0_41_41 = e0
% 59.32/24.54  																																						|
% 59.32/24.54  																																							| Combining equations (794,403) yields a new equation:
% 59.32/24.54  																																							| (676) e3 = e0
% 59.32/24.54  																																							|
% 59.32/24.54  																																							| Equations (676) can reduce 80 to:
% 59.32/24.54  																																							| (266) $false
% 59.32/24.54  																																							|
% 59.32/24.54  																																							|-The branch is then unsatisfiable
% 59.32/24.54  																																						|-Branch two:
% 59.32/24.54  																																						| (357)  ~ (all_0_41_41 = e0)
% 59.32/24.54  																																						| (6761) all_0_42_42 = e0 | all_0_43_43 = e0 | all_0_44_44 = e0
% 59.32/24.54  																																						|
% 59.32/24.54  																																							+-Applying beta-rule and splitting (640), into two cases.
% 59.32/24.54  																																							|-Branch one:
% 59.32/24.54  																																							| (671) all_0_49_49 = e1
% 59.32/24.54  																																							|
% 59.32/24.54  																																								| Combining equations (884,671) yields a new equation:
% 59.32/24.54  																																								| (454) e3 = e1
% 59.32/24.54  																																								|
% 59.32/24.54  																																								| Simplifying 454 yields:
% 59.32/24.54  																																								| (455) e3 = e1
% 59.32/24.54  																																								|
% 59.32/24.54  																																								| Equations (455) can reduce 213 to:
% 59.32/24.54  																																								| (266) $false
% 59.32/24.54  																																								|
% 59.32/24.54  																																								|-The branch is then unsatisfiable
% 59.32/24.54  																																							|-Branch two:
% 59.32/24.54  																																							| (1064)  ~ (all_0_49_49 = e1)
% 59.32/24.54  																																							| (2141) all_0_53_53 = e1 | all_0_58_58 = e1
% 59.32/24.54  																																							|
% 59.32/24.54  																																								+-Applying beta-rule and splitting (6761), into two cases.
% 59.32/24.54  																																								|-Branch one:
% 59.32/24.54  																																								| (559) all_0_42_42 = e0
% 59.32/24.54  																																								|
% 59.32/24.54  																																									| Combining equations (1392,559) yields a new equation:
% 59.32/24.54  																																									| (481) e4 = e0
% 59.32/24.54  																																									|
% 59.32/24.54  																																									| Simplifying 481 yields:
% 59.32/24.54  																																									| (397) e4 = e0
% 59.32/24.54  																																									|
% 59.32/24.54  																																									| Equations (397) can reduce 49 to:
% 59.32/24.54  																																									| (266) $false
% 59.32/24.54  																																									|
% 59.32/24.54  																																									|-The branch is then unsatisfiable
% 59.32/24.54  																																								|-Branch two:
% 59.32/24.54  																																								| (358)  ~ (all_0_42_42 = e0)
% 59.32/24.54  																																								| (6766) all_0_43_43 = e0 | all_0_44_44 = e0
% 59.32/24.54  																																								|
% 59.32/24.54  																																									+-Applying beta-rule and splitting (6766), into two cases.
% 59.32/24.54  																																									|-Branch one:
% 59.32/24.54  																																									| (356) all_0_43_43 = e0
% 59.32/24.54  																																									|
% 59.32/24.54  																																										| Combining equations (430,356) yields a new equation:
% 59.32/24.54  																																										| (546) e1 = e0
% 59.32/24.54  																																										|
% 59.32/24.54  																																										| Simplifying 546 yields:
% 59.32/24.54  																																										| (431) e1 = e0
% 59.32/24.54  																																										|
% 59.32/24.54  																																										| Equations (431) can reduce 233 to:
% 59.32/24.54  																																										| (266) $false
% 59.32/24.54  																																										|
% 59.32/24.54  																																										|-The branch is then unsatisfiable
% 59.32/24.54  																																									|-Branch two:
% 59.32/24.54  																																									| (5470)  ~ (all_0_43_43 = e0)
% 59.32/24.54  																																									| (1414) all_0_44_44 = e0
% 59.32/24.54  																																									|
% 59.32/24.54  																																										| Equations (1414) can reduce 181 to:
% 59.32/24.54  																																										| (490)  ~ (all_0_58_58 = e0)
% 59.32/24.54  																																										|
% 59.32/24.54  																																										| Simplifying 490 yields:
% 59.32/24.54  																																										| (491)  ~ (all_0_58_58 = e0)
% 59.32/24.54  																																										|
% 59.32/24.54  																																										| Equations (1414) can reduce 1390 to:
% 59.32/24.54  																																										| (401)  ~ (e4 = e0)
% 59.32/24.54  																																										|
% 59.32/24.54  																																										| Simplifying 401 yields:
% 59.32/24.54  																																										| (49)  ~ (e4 = e0)
% 59.32/24.54  																																										|
% 59.32/24.54  																																										| Equations (1414) can reduce 147 to:
% 59.32/24.54  																																										| (365)  ~ (e2 = e0)
% 59.32/24.54  																																										|
% 59.32/24.54  																																										| Simplifying 365 yields:
% 59.32/24.54  																																										| (128)  ~ (e2 = e0)
% 59.32/24.54  																																										|
% 59.32/24.54  																																										| From (1414) and (138) follows:
% 59.32/24.54  																																										| (1667) op(e3, e0) = e0
% 59.32/24.54  																																										|
% 59.32/24.54  																																										+-Applying beta-rule and splitting (2141), into two cases.
% 59.32/24.54  																																										|-Branch one:
% 59.32/24.54  																																										| (1208) all_0_53_53 = e1
% 59.32/24.54  																																										|
% 59.32/24.54  																																											| Combining equations (1208,607) yields a new equation:
% 59.32/24.54  																																											| (617) e2 = e1
% 59.32/24.54  																																											|
% 59.32/24.54  																																											| Equations (617) can reduce 122 to:
% 59.32/24.54  																																											| (266) $false
% 59.32/24.54  																																											|
% 59.32/24.54  																																											|-The branch is then unsatisfiable
% 59.32/24.54  																																										|-Branch two:
% 59.32/24.54  																																										| (1459)  ~ (all_0_53_53 = e1)
% 59.32/24.54  																																										| (918) all_0_58_58 = e1
% 59.32/24.54  																																										|
% 59.32/24.54  																																											| Equations (918) can reduce 451 to:
% 59.32/24.54  																																											| (602)  ~ (e4 = e1)
% 59.32/24.54  																																											|
% 59.32/24.54  																																											| Simplifying 602 yields:
% 59.32/24.54  																																											| (110)  ~ (e4 = e1)
% 59.32/24.54  																																											|
% 59.32/24.54  																																											| Equations (918) can reduce 491 to:
% 59.32/24.54  																																											| (233)  ~ (e1 = e0)
% 59.32/24.54  																																											|
% 59.32/24.54  																																											+-Applying beta-rule and splitting (131), into two cases.
% 59.32/24.54  																																											|-Branch one:
% 59.32/24.54  																																											| (459) all_0_42_42 = e1
% 59.32/24.54  																																											|
% 59.32/24.54  																																												| Combining equations (459,1392) yields a new equation:
% 59.32/24.54  																																												| (630) e4 = e1
% 59.32/24.54  																																												|
% 59.32/24.54  																																												| Equations (630) can reduce 110 to:
% 59.32/24.54  																																												| (266) $false
% 59.32/24.54  																																												|
% 59.32/24.54  																																												|-The branch is then unsatisfiable
% 59.32/24.54  																																											|-Branch two:
% 59.32/24.55  																																											| (1380)  ~ (all_0_42_42 = e1)
% 59.32/24.55  																																											| (3259) all_0_47_47 = e1 | all_0_51_51 = e1 | all_0_56_56 = e1
% 59.32/24.55  																																											|
% 59.32/24.55  																																												+-Applying beta-rule and splitting (125), into two cases.
% 59.32/24.55  																																												|-Branch one:
% 59.32/24.55  																																												| (858) all_0_55_55 = e0
% 59.32/24.55  																																												|
% 59.32/24.55  																																													| Combining equations (858,587) yields a new equation:
% 59.32/24.55  																																													| (397) e4 = e0
% 59.32/24.55  																																													|
% 59.32/24.55  																																													| Equations (397) can reduce 49 to:
% 59.32/24.55  																																													| (266) $false
% 59.32/24.55  																																													|
% 59.32/24.55  																																													|-The branch is then unsatisfiable
% 59.32/24.55  																																												|-Branch two:
% 59.32/24.55  																																												| (803)  ~ (all_0_55_55 = e0)
% 59.32/24.55  																																												| (863) all_0_56_56 = e0 | all_0_57_57 = e0 | all_0_58_58 = e0
% 59.32/24.55  																																												|
% 59.32/24.55  																																													+-Applying beta-rule and splitting (133), into two cases.
% 59.32/24.55  																																													|-Branch one:
% 59.32/24.55  																																													| (833) all_0_56_56 = e2
% 59.32/24.55  																																													|
% 59.32/24.55  																																														| Equations (833) can reduce 511 to:
% 59.32/24.55  																																														| (266) $false
% 59.32/24.55  																																														|
% 59.32/24.55  																																														|-The branch is then unsatisfiable
% 59.32/24.55  																																													|-Branch two:
% 59.32/24.55  																																													| (511)  ~ (all_0_56_56 = e2)
% 59.32/24.55  																																													| (836) all_0_56_56 = e4 | all_0_56_56 = e3 | all_0_56_56 = e1 | all_0_56_56 = e0
% 59.32/24.55  																																													|
% 59.32/24.55  																																														+-Applying beta-rule and splitting (3259), into two cases.
% 59.32/24.55  																																														|-Branch one:
% 59.32/24.55  																																														| (654) all_0_47_47 = e1
% 59.32/24.55  																																														|
% 59.32/24.55  																																															| Equations (654) can reduce 91 to:
% 59.32/24.55  																																															| (465)  ~ (all_0_56_56 = e1)
% 59.32/24.55  																																															|
% 59.32/24.55  																																															| Simplifying 465 yields:
% 59.32/24.55  																																															| (466)  ~ (all_0_56_56 = e1)
% 59.32/24.55  																																															|
% 59.32/24.55  																																															| Equations (654) can reduce 678 to:
% 59.32/24.55  																																															| (233)  ~ (e1 = e0)
% 59.32/24.55  																																															|
% 59.32/24.55  																																															+-Applying beta-rule and splitting (863), into two cases.
% 59.32/24.55  																																															|-Branch one:
% 59.32/24.55  																																															| (679) all_0_56_56 = e0
% 59.32/24.55  																																															|
% 59.32/24.55  																																																| Equations (679) can reduce 511 to:
% 59.32/24.55  																																																| (365)  ~ (e2 = e0)
% 59.32/24.55  																																																|
% 59.32/24.55  																																																| Simplifying 365 yields:
% 59.32/24.55  																																																| (128)  ~ (e2 = e0)
% 59.32/24.55  																																																|
% 59.32/24.55  																																																| Equations (679) can reduce 466 to:
% 59.32/24.55  																																																| (435)  ~ (e1 = e0)
% 59.32/24.55  																																																|
% 59.32/24.55  																																																| Simplifying 435 yields:
% 59.32/24.55  																																																| (233)  ~ (e1 = e0)
% 59.32/24.55  																																																|
% 59.32/24.55  																																																+-Applying beta-rule and splitting (56), into two cases.
% 59.32/24.55  																																																|-Branch one:
% 59.32/24.55  																																																| (696) unit = e2
% 59.32/24.55  																																																|
% 59.32/24.55  																																																	| From (696) and (209) follows:
% 59.32/24.55  																																																	| (7585) op(e2, e0) = e0
% 59.32/24.55  																																																	|
% 59.32/24.55  																																																	| From (696) and (227) follows:
% 59.32/24.55  																																																	| (4284) op(e4, e2) = e4
% 59.32/24.55  																																																	|
% 59.32/24.55  																																																	| From (696) and (40) follows:
% 59.32/24.55  																																																	| (4285) op(e3, e2) = e3
% 59.32/24.55  																																																	|
% 59.32/24.55  																																																	| From (696) and (28) follows:
% 59.32/24.55  																																																	| (699) op(e1, e2) = e1
% 59.32/24.55  																																																	|
% 59.32/24.55  																																																	| Instantiating formula (29) with e4, e2, e4, e2 and discharging atoms op(e4, e2) = e4, op(e4, e2) = e2, yields:
% 59.32/24.55  																																																	| (323) e4 = e2
% 59.32/24.55  																																																	|
% 59.32/24.55  																																																	| Instantiating formula (29) with e3, e2, e3, e4 and discharging atoms op(e3, e2) = e4, op(e3, e2) = e3, yields:
% 59.32/24.55  																																																	| (425) e4 = e3
% 59.32/24.55  																																																	|
% 59.32/24.55  																																																	| Instantiating formula (29) with e2, e0, e0, e3 and discharging atoms op(e2, e0) = e3, op(e2, e0) = e0, yields:
% 59.32/24.55  																																																	| (676) e3 = e0
% 59.32/24.55  																																																	|
% 59.32/24.55  																																																	| Instantiating formula (29) with e1, e2, e1, e3 and discharging atoms op(e1, e2) = e3, op(e1, e2) = e1, yields:
% 59.32/24.55  																																																	| (455) e3 = e1
% 59.32/24.55  																																																	|
% 59.32/24.55  																																																	| Combining equations (323,425) yields a new equation:
% 59.32/24.55  																																																	| (662) e3 = e2
% 59.32/24.55  																																																	|
% 59.32/24.55  																																																	| Combining equations (455,662) yields a new equation:
% 59.32/24.55  																																																	| (617) e2 = e1
% 59.32/24.55  																																																	|
% 59.32/24.55  																																																	| Combining equations (676,662) yields a new equation:
% 59.32/24.55  																																																	| (330) e2 = e0
% 59.32/24.55  																																																	|
% 59.32/24.55  																																																	| Combining equations (330,617) yields a new equation:
% 59.32/24.55  																																																	| (431) e1 = e0
% 59.32/24.55  																																																	|
% 59.32/24.55  																																																	| Equations (431) can reduce 233 to:
% 59.32/24.55  																																																	| (266) $false
% 59.32/24.55  																																																	|
% 59.32/24.55  																																																	|-The branch is then unsatisfiable
% 59.32/24.55  																																																|-Branch two:
% 59.32/24.55  																																																| (707)  ~ (unit = e2)
% 59.32/24.55  																																																| (708) unit = e4 | unit = e3 | unit = e1 | unit = e0
% 59.32/24.55  																																																|
% 59.32/24.55  																																																	+-Applying beta-rule and splitting (708), into two cases.
% 59.32/24.55  																																																	|-Branch one:
% 59.32/24.55  																																																	| (709) unit = e4
% 59.32/24.55  																																																	|
% 59.32/24.55  																																																		| From (709) and (211) follows:
% 59.32/24.55  																																																		| (22527) op(e4, e1) = e1
% 59.32/24.55  																																																		|
% 59.32/24.55  																																																		| From (709) and (42) follows:
% 59.32/24.55  																																																		| (713) op(e0, e4) = e0
% 59.32/24.55  																																																		|
% 59.32/24.55  																																																		| Instantiating formula (29) with e4, e1, e1, e3 and discharging atoms op(e4, e1) = e3, op(e4, e1) = e1, yields:
% 59.32/24.55  																																																		| (455) e3 = e1
% 59.32/24.55  																																																		|
% 59.32/24.55  																																																		| Instantiating formula (29) with e0, e4, e0, e3 and discharging atoms op(e0, e4) = e3, op(e0, e4) = e0, yields:
% 59.32/24.55  																																																		| (676) e3 = e0
% 59.32/24.55  																																																		|
% 59.32/24.55  																																																		| Combining equations (455,676) yields a new equation:
% 59.32/24.55  																																																		| (546) e1 = e0
% 59.32/24.55  																																																		|
% 59.32/24.55  																																																		| Simplifying 546 yields:
% 59.32/24.55  																																																		| (431) e1 = e0
% 59.32/24.55  																																																		|
% 59.32/24.55  																																																		| Equations (431) can reduce 233 to:
% 59.32/24.55  																																																		| (266) $false
% 59.32/24.55  																																																		|
% 59.32/24.55  																																																		|-The branch is then unsatisfiable
% 59.32/24.55  																																																	|-Branch two:
% 59.32/24.55  																																																	| (724)  ~ (unit = e4)
% 59.32/24.55  																																																	| (725) unit = e3 | unit = e1 | unit = e0
% 59.32/24.55  																																																	|
% 59.32/24.55  																																																		+-Applying beta-rule and splitting (725), into two cases.
% 59.32/24.55  																																																		|-Branch one:
% 59.32/24.55  																																																		| (726) unit = e0
% 59.32/24.55  																																																		|
% 59.32/24.55  																																																			| From (726) and (211) follows:
% 59.32/24.55  																																																			| (15180) op(e0, e1) = e1
% 59.32/24.55  																																																			|
% 59.32/24.55  																																																			| From (726) and (40) follows:
% 59.32/24.55  																																																			| (1639) op(e3, e0) = e3
% 59.32/24.55  																																																			|
% 59.32/24.55  																																																			| From (726) and (32) follows:
% 59.32/24.55  																																																			| (727) op(e2, e0) = e2
% 59.32/24.55  																																																			|
% 59.32/24.55  																																																			| Instantiating formula (29) with e3, e0, e3, e0 and discharging atoms op(e3, e0) = e3, op(e3, e0) = e0, yields:
% 59.32/24.55  																																																			| (676) e3 = e0
% 59.32/24.55  																																																			|
% 59.32/24.55  																																																			| Instantiating formula (29) with e2, e0, e2, e3 and discharging atoms op(e2, e0) = e3, op(e2, e0) = e2, yields:
% 59.32/24.55  																																																			| (662) e3 = e2
% 59.32/24.55  																																																			|
% 59.32/24.55  																																																			| Instantiating formula (29) with e0, e1, e1, e2 and discharging atoms op(e0, e1) = e2, op(e0, e1) = e1, yields:
% 59.32/24.55  																																																			| (617) e2 = e1
% 59.32/24.55  																																																			|
% 59.32/24.55  																																																			| Combining equations (676,662) yields a new equation:
% 59.32/24.55  																																																			| (330) e2 = e0
% 59.32/24.55  																																																			|
% 59.32/24.55  																																																			| Combining equations (617,330) yields a new equation:
% 59.32/24.55  																																																			| (546) e1 = e0
% 59.32/24.55  																																																			|
% 59.32/24.55  																																																			| Simplifying 546 yields:
% 59.32/24.55  																																																			| (431) e1 = e0
% 59.32/24.55  																																																			|
% 59.32/24.55  																																																			| Equations (431) can reduce 233 to:
% 59.32/24.55  																																																			| (266) $false
% 59.32/24.55  																																																			|
% 59.32/24.55  																																																			|-The branch is then unsatisfiable
% 59.32/24.55  																																																		|-Branch two:
% 59.32/24.55  																																																		| (734)  ~ (unit = e0)
% 59.32/24.55  																																																		| (735) unit = e3 | unit = e1
% 59.32/24.55  																																																		|
% 59.32/24.55  																																																			+-Applying beta-rule and splitting (735), into two cases.
% 59.32/24.55  																																																			|-Branch one:
% 59.32/24.55  																																																			| (736) unit = e1
% 59.32/24.55  																																																			|
% 59.32/24.55  																																																				| Equations (736) can reduce 734 to:
% 59.32/24.55  																																																				| (233)  ~ (e1 = e0)
% 59.32/24.55  																																																				|
% 59.32/24.55  																																																				| From (736) and (15) follows:
% 59.32/24.55  																																																				| (515) op(e1, e2) = e2
% 59.32/24.55  																																																				|
% 59.32/24.55  																																																				| From (736) and (227) follows:
% 59.32/24.55  																																																				| (739) op(e4, e1) = e4
% 59.32/24.55  																																																				|
% 59.32/24.55  																																																				| From (736) and (28) follows:
% 59.32/24.55  																																																				| (740) op(e1, e1) = e1
% 59.32/24.55  																																																				|
% 59.32/24.55  																																																				| From (736) and (42) follows:
% 59.32/24.55  																																																				| (3221) op(e0, e1) = e0
% 59.32/24.55  																																																				|
% 59.32/24.55  																																																				| Instantiating formula (29) with e4, e1, e4, e3 and discharging atoms op(e4, e1) = e4, op(e4, e1) = e3, yields:
% 59.32/24.55  																																																				| (425) e4 = e3
% 59.32/24.55  																																																				|
% 59.32/24.55  																																																				| Instantiating formula (29) with e1, e2, e2, e3 and discharging atoms op(e1, e2) = e3, op(e1, e2) = e2, yields:
% 59.32/24.55  																																																				| (662) e3 = e2
% 59.32/24.55  																																																				|
% 59.32/24.55  																																																				| Instantiating formula (29) with e1, e1, e1, e4 and discharging atoms op(e1, e1) = e4, op(e1, e1) = e1, yields:
% 59.32/24.55  																																																				| (630) e4 = e1
% 59.32/24.55  																																																				|
% 59.32/24.55  																																																				| Instantiating formula (29) with e0, e1, e0, e2 and discharging atoms op(e0, e1) = e2, op(e0, e1) = e0, yields:
% 59.32/24.55  																																																				| (330) e2 = e0
% 59.32/24.55  																																																				|
% 59.32/24.55  																																																				| Combining equations (425,630) yields a new equation:
% 59.32/24.55  																																																				| (454) e3 = e1
% 59.32/24.55  																																																				|
% 59.32/24.55  																																																				| Simplifying 454 yields:
% 59.32/24.55  																																																				| (455) e3 = e1
% 59.32/24.55  																																																				|
% 59.32/24.55  																																																				| Combining equations (662,455) yields a new equation:
% 59.32/24.55  																																																				| (616) e2 = e1
% 59.32/24.55  																																																				|
% 59.32/24.55  																																																				| Simplifying 616 yields:
% 59.32/24.55  																																																				| (617) e2 = e1
% 59.32/24.55  																																																				|
% 59.32/24.55  																																																				| Combining equations (617,330) yields a new equation:
% 59.32/24.55  																																																				| (546) e1 = e0
% 59.32/24.55  																																																				|
% 59.32/24.55  																																																				| Simplifying 546 yields:
% 59.32/24.55  																																																				| (431) e1 = e0
% 59.32/24.55  																																																				|
% 59.32/24.55  																																																				| Equations (431) can reduce 233 to:
% 59.32/24.55  																																																				| (266) $false
% 59.32/24.55  																																																				|
% 59.32/24.55  																																																				|-The branch is then unsatisfiable
% 59.32/24.55  																																																			|-Branch two:
% 59.32/24.55  																																																			| (748)  ~ (unit = e1)
% 59.32/24.55  																																																			| (749) unit = e3
% 59.32/24.55  																																																			|
% 59.32/24.55  																																																				| From (749) and (15) follows:
% 59.32/24.55  																																																				| (751) op(e3, e2) = e2
% 59.32/24.55  																																																				|
% 59.32/24.55  																																																				| From (749) and (42) follows:
% 59.32/24.55  																																																				| (752) op(e0, e3) = e0
% 59.32/24.55  																																																				|
% 59.32/24.55  																																																				| Instantiating formula (29) with e3, e2, e2, e4 and discharging atoms op(e3, e2) = e4, op(e3, e2) = e2, yields:
% 59.32/24.55  																																																				| (323) e4 = e2
% 59.32/24.55  																																																				|
% 59.32/24.55  																																																				| Instantiating formula (29) with e0, e3, e0, e4 and discharging atoms op(e0, e3) = e4, op(e0, e3) = e0, yields:
% 59.32/24.55  																																																				| (397) e4 = e0
% 59.32/24.55  																																																				|
% 59.32/24.55  																																																				| Combining equations (323,397) yields a new equation:
% 59.32/24.55  																																																				| (391) e2 = e0
% 59.32/24.55  																																																				|
% 59.32/24.55  																																																				| Simplifying 391 yields:
% 59.32/24.55  																																																				| (330) e2 = e0
% 59.32/24.55  																																																				|
% 59.32/24.55  																																																				| Equations (330) can reduce 128 to:
% 59.32/24.55  																																																				| (266) $false
% 59.32/24.55  																																																				|
% 59.32/24.55  																																																				|-The branch is then unsatisfiable
% 59.32/24.55  																																															|-Branch two:
% 59.32/24.55  																																															| (828)  ~ (all_0_56_56 = e0)
% 59.32/24.55  																																															| (924) all_0_57_57 = e0 | all_0_58_58 = e0
% 59.32/24.55  																																															|
% 59.32/24.55  																																																+-Applying beta-rule and splitting (924), into two cases.
% 59.32/24.55  																																																|-Branch one:
% 59.32/24.55  																																																| (875) all_0_57_57 = e0
% 59.32/24.55  																																																|
% 59.32/24.55  																																																	| Combining equations (442,875) yields a new equation:
% 59.32/24.55  																																																	| (391) e2 = e0
% 59.32/24.55  																																																	|
% 59.32/24.55  																																																	| Simplifying 391 yields:
% 59.32/24.55  																																																	| (330) e2 = e0
% 59.32/24.55  																																																	|
% 59.32/24.55  																																																	| Equations (330) can reduce 128 to:
% 59.32/24.55  																																																	| (266) $false
% 59.32/24.55  																																																	|
% 59.32/24.55  																																																	|-The branch is then unsatisfiable
% 59.32/24.55  																																																|-Branch two:
% 59.32/24.55  																																																| (364)  ~ (all_0_57_57 = e0)
% 59.32/24.55  																																																| (914) all_0_58_58 = e0
% 59.32/24.55  																																																|
% 59.32/24.55  																																																	| Combining equations (918,914) yields a new equation:
% 59.32/24.55  																																																	| (546) e1 = e0
% 59.32/24.55  																																																	|
% 59.32/24.55  																																																	| Simplifying 546 yields:
% 59.32/24.55  																																																	| (431) e1 = e0
% 59.32/24.55  																																																	|
% 59.32/24.55  																																																	| Equations (431) can reduce 233 to:
% 59.32/24.55  																																																	| (266) $false
% 59.32/24.55  																																																	|
% 59.32/24.55  																																																	|-The branch is then unsatisfiable
% 59.32/24.55  																																														|-Branch two:
% 59.32/24.55  																																														| (462)  ~ (all_0_47_47 = e1)
% 59.32/24.55  																																														| (3264) all_0_51_51 = e1 | all_0_56_56 = e1
% 59.32/24.55  																																														|
% 59.32/24.55  																																															+-Applying beta-rule and splitting (863), into two cases.
% 59.32/24.55  																																															|-Branch one:
% 59.32/24.55  																																															| (679) all_0_56_56 = e0
% 59.32/24.55  																																															|
% 59.32/24.55  																																																| Equations (679) can reduce 91 to:
% 59.32/24.55  																																																| (678)  ~ (all_0_47_47 = e0)
% 59.32/24.55  																																																|
% 59.32/24.55  																																																+-Applying beta-rule and splitting (1789), into two cases.
% 59.32/24.55  																																																|-Branch one:
% 59.32/24.55  																																																| (1790) all_0_47_47 = e4
% 59.32/24.55  																																																|
% 59.32/24.55  																																																	| Equations (1790) can reduce 252 to:
% 59.32/24.55  																																																	| (266) $false
% 59.32/24.55  																																																	|
% 59.32/24.55  																																																	|-The branch is then unsatisfiable
% 59.32/24.55  																																																|-Branch two:
% 59.32/24.55  																																																| (252)  ~ (all_0_47_47 = e4)
% 59.32/24.55  																																																| (1793) all_0_47_47 = e3 | all_0_47_47 = e1 | all_0_47_47 = e0
% 59.32/24.55  																																																|
% 59.32/24.55  																																																	+-Applying beta-rule and splitting (1793), into two cases.
% 59.32/24.55  																																																	|-Branch one:
% 59.32/24.55  																																																	| (674) all_0_47_47 = e0
% 59.32/24.55  																																																	|
% 59.32/24.55  																																																		| Equations (674) can reduce 678 to:
% 59.32/24.55  																																																		| (266) $false
% 59.32/24.55  																																																		|
% 59.32/24.55  																																																		|-The branch is then unsatisfiable
% 59.32/24.55  																																																	|-Branch two:
% 59.32/24.55  																																																	| (678)  ~ (all_0_47_47 = e0)
% 59.32/24.55  																																																	| (1831) all_0_47_47 = e3 | all_0_47_47 = e1
% 59.32/24.55  																																																	|
% 59.32/24.55  																																																		+-Applying beta-rule and splitting (1831), into two cases.
% 59.32/24.55  																																																		|-Branch one:
% 59.32/24.55  																																																		| (654) all_0_47_47 = e1
% 59.32/24.55  																																																		|
% 59.32/24.55  																																																			| Equations (654) can reduce 462 to:
% 59.32/24.55  																																																			| (266) $false
% 59.32/24.55  																																																			|
% 59.32/24.55  																																																			|-The branch is then unsatisfiable
% 59.32/24.55  																																																		|-Branch two:
% 59.32/24.55  																																																		| (462)  ~ (all_0_47_47 = e1)
% 59.32/24.55  																																																		| (522) all_0_47_47 = e3
% 59.32/24.55  																																																		|
% 59.32/24.55  																																																			| Equations (522) can reduce 1091 to:
% 59.32/24.55  																																																			| (266) $false
% 59.32/24.55  																																																			|
% 59.32/24.55  																																																			|-The branch is then unsatisfiable
% 59.32/24.55  																																															|-Branch two:
% 59.32/24.55  																																															| (828)  ~ (all_0_56_56 = e0)
% 59.32/24.55  																																															| (924) all_0_57_57 = e0 | all_0_58_58 = e0
% 59.32/24.55  																																															|
% 59.32/24.55  																																																+-Applying beta-rule and splitting (924), into two cases.
% 59.32/24.55  																																																|-Branch one:
% 59.32/24.55  																																																| (875) all_0_57_57 = e0
% 59.32/24.55  																																																|
% 59.32/24.55  																																																	| Combining equations (442,875) yields a new equation:
% 59.32/24.55  																																																	| (391) e2 = e0
% 59.32/24.55  																																																	|
% 59.32/24.55  																																																	| Simplifying 391 yields:
% 59.32/24.55  																																																	| (330) e2 = e0
% 59.32/24.55  																																																	|
% 59.32/24.55  																																																	| Equations (330) can reduce 128 to:
% 59.32/24.55  																																																	| (266) $false
% 59.32/24.55  																																																	|
% 59.32/24.55  																																																	|-The branch is then unsatisfiable
% 59.32/24.55  																																																|-Branch two:
% 59.32/24.55  																																																| (364)  ~ (all_0_57_57 = e0)
% 59.32/24.55  																																																| (914) all_0_58_58 = e0
% 59.32/24.55  																																																|
% 59.32/24.55  																																																	| Combining equations (914,918) yields a new equation:
% 59.32/24.55  																																																	| (431) e1 = e0
% 59.32/24.55  																																																	|
% 59.32/24.55  																																																	| Equations (431) can reduce 233 to:
% 59.32/24.55  																																																	| (266) $false
% 59.32/24.55  																																																	|
% 59.32/24.55  																																																	|-The branch is then unsatisfiable
% 59.32/24.55  																																				|-Branch two:
% 59.32/24.55  																																				| (1890)  ~ (all_0_42_42 = e4)
% 59.32/24.55  																																				| (1891) all_0_43_43 = e4 | all_0_44_44 = e4
% 59.32/24.55  																																				|
% 59.32/24.55  																																					+-Applying beta-rule and splitting (26), into two cases.
% 59.32/24.55  																																					|-Branch one:
% 59.32/24.55  																																					| (446) all_0_44_44 = e4
% 59.32/24.55  																																					|
% 59.32/24.55  																																						| Equations (446) can reduce 1390 to:
% 59.32/24.55  																																						| (266) $false
% 59.32/24.55  																																						|
% 59.32/24.55  																																						|-The branch is then unsatisfiable
% 59.32/24.55  																																					|-Branch two:
% 59.32/24.55  																																					| (1390)  ~ (all_0_44_44 = e4)
% 59.32/24.55  																																					| (1391) all_0_44_44 = e3 | all_0_44_44 = e1 | all_0_44_44 = e0
% 59.32/24.55  																																					|
% 59.32/24.55  																																						+-Applying beta-rule and splitting (1891), into two cases.
% 59.32/24.55  																																						|-Branch one:
% 59.32/24.55  																																						| (396) all_0_43_43 = e4
% 59.32/24.55  																																						|
% 59.32/24.55  																																							| Combining equations (430,396) yields a new equation:
% 59.32/24.55  																																							| (630) e4 = e1
% 59.32/24.55  																																							|
% 59.32/24.55  																																							| Equations (630) can reduce 110 to:
% 59.32/24.55  																																							| (266) $false
% 59.32/24.55  																																							|
% 59.32/24.55  																																							|-The branch is then unsatisfiable
% 59.32/24.55  																																						|-Branch two:
% 59.32/24.55  																																						| (399)  ~ (all_0_43_43 = e4)
% 59.32/24.55  																																						| (446) all_0_44_44 = e4
% 59.32/24.55  																																						|
% 59.32/24.55  																																							| Equations (446) can reduce 1390 to:
% 59.32/24.55  																																							| (266) $false
% 59.32/24.55  																																							|
% 59.32/24.55  																																							|-The branch is then unsatisfiable
% 59.32/24.55  																																			|-Branch two:
% 59.32/24.55  																																			| (763)  ~ (all_0_55_55 = e4)
% 59.32/24.55  																																			| (2055) all_0_55_55 = e3 | all_0_55_55 = e1 | all_0_55_55 = e0
% 59.32/24.55  																																			|
% 59.32/24.55  																																				+-Applying beta-rule and splitting (26), into two cases.
% 59.32/24.55  																																				|-Branch one:
% 59.32/24.55  																																				| (446) all_0_44_44 = e4
% 59.32/24.55  																																				|
% 59.32/24.55  																																					| Equations (446) can reduce 1390 to:
% 59.32/24.55  																																					| (266) $false
% 59.32/24.55  																																					|
% 59.32/24.55  																																					|-The branch is then unsatisfiable
% 59.32/24.55  																																				|-Branch two:
% 59.32/24.55  																																				| (1390)  ~ (all_0_44_44 = e4)
% 59.32/24.55  																																				| (1391) all_0_44_44 = e3 | all_0_44_44 = e1 | all_0_44_44 = e0
% 59.32/24.55  																																				|
% 59.32/24.55  																																					+-Applying beta-rule and splitting (171), into two cases.
% 59.32/24.55  																																					|-Branch one:
% 59.32/24.55  																																					| (265) all_0_54_54 = e4
% 59.32/24.55  																																					|
% 59.32/24.55  																																						| Combining equations (268,265) yields a new equation:
% 59.32/24.55  																																						| (425) e4 = e3
% 59.32/24.55  																																						|
% 59.32/24.55  																																						| Equations (425) can reduce 188 to:
% 59.32/24.55  																																						| (266) $false
% 59.32/24.55  																																						|
% 59.32/24.55  																																						|-The branch is then unsatisfiable
% 59.32/24.55  																																					|-Branch two:
% 59.32/24.55  																																					| (258)  ~ (all_0_54_54 = e4)
% 59.32/24.55  																																					| (575) all_0_55_55 = e4 | all_0_56_56 = e4 | all_0_57_57 = e4 | all_0_58_58 = e4
% 59.32/24.55  																																					|
% 59.32/24.55  																																						+-Applying beta-rule and splitting (575), into two cases.
% 59.32/24.55  																																						|-Branch one:
% 59.32/24.55  																																						| (587) all_0_55_55 = e4
% 59.32/24.55  																																						|
% 59.32/24.55  																																							| Equations (587) can reduce 763 to:
% 59.32/24.55  																																							| (266) $false
% 59.32/24.55  																																							|
% 59.32/24.55  																																							|-The branch is then unsatisfiable
% 59.32/24.56  																																						|-Branch two:
% 59.32/24.56  																																						| (763)  ~ (all_0_55_55 = e4)
% 59.32/24.56  																																						| (764) all_0_56_56 = e4 | all_0_57_57 = e4 | all_0_58_58 = e4
% 59.32/24.56  																																						|
% 59.32/24.56  																																							+-Applying beta-rule and splitting (764), into two cases.
% 59.32/24.56  																																							|-Branch one:
% 59.32/24.56  																																							| (842) all_0_56_56 = e4
% 59.32/24.56  																																							|
% 59.32/24.56  																																								| Equations (842) can reduce 236 to:
% 59.32/24.56  																																								| (1890)  ~ (all_0_42_42 = e4)
% 59.32/24.56  																																								|
% 59.32/24.56  																																								+-Applying beta-rule and splitting (152), into two cases.
% 59.32/24.56  																																								|-Branch one:
% 59.32/24.56  																																								| (1392) all_0_42_42 = e4
% 59.32/24.56  																																								|
% 59.32/24.56  																																									| Equations (1392) can reduce 1890 to:
% 59.32/24.56  																																									| (266) $false
% 59.32/24.56  																																									|
% 59.32/24.56  																																									|-The branch is then unsatisfiable
% 59.32/24.56  																																								|-Branch two:
% 59.32/24.56  																																								| (1890)  ~ (all_0_42_42 = e4)
% 59.32/24.56  																																								| (1969) all_0_42_42 = e3 | all_0_42_42 = e1 | all_0_42_42 = e0
% 59.32/24.56  																																								|
% 59.32/24.56  																																									+-Applying beta-rule and splitting (216), into two cases.
% 59.32/24.56  																																									|-Branch one:
% 59.32/24.56  																																									| (629) all_0_55_55 = e1
% 59.32/24.56  																																									|
% 59.32/24.56  																																										| Equations (629) can reduce 632 to:
% 59.32/24.56  																																										| (266) $false
% 59.32/24.56  																																										|
% 59.32/24.56  																																										|-The branch is then unsatisfiable
% 59.32/24.56  																																									|-Branch two:
% 59.32/24.56  																																									| (632)  ~ (all_0_55_55 = e1)
% 59.32/24.56  																																									| (633) all_0_56_56 = e1 | all_0_57_57 = e1 | all_0_58_58 = e1
% 59.32/24.56  																																									|
% 59.32/24.56  																																										+-Applying beta-rule and splitting (441), into two cases.
% 59.32/24.56  																																										|-Branch one:
% 59.32/24.56  																																										| (1392) all_0_42_42 = e4
% 59.32/24.56  																																										|
% 59.32/24.56  																																											| Equations (1392) can reduce 1890 to:
% 59.32/24.56  																																											| (266) $false
% 59.32/24.56  																																											|
% 59.32/24.56  																																											|-The branch is then unsatisfiable
% 59.32/24.56  																																										|-Branch two:
% 59.32/24.56  																																										| (1890)  ~ (all_0_42_42 = e4)
% 59.32/24.56  																																										| (1891) all_0_43_43 = e4 | all_0_44_44 = e4
% 59.32/24.56  																																										|
% 59.32/24.56  																																											+-Applying beta-rule and splitting (633), into two cases.
% 59.32/24.56  																																											|-Branch one:
% 59.32/24.56  																																											| (1569) all_0_56_56 = e1
% 59.32/24.56  																																											|
% 59.32/24.56  																																												| Combining equations (1569,842) yields a new equation:
% 59.32/24.56  																																												| (630) e4 = e1
% 59.32/24.56  																																												|
% 59.32/24.56  																																												| Equations (630) can reduce 110 to:
% 59.32/24.56  																																												| (266) $false
% 59.32/24.56  																																												|
% 59.32/24.56  																																												|-The branch is then unsatisfiable
% 59.32/24.56  																																											|-Branch two:
% 59.32/24.56  																																											| (466)  ~ (all_0_56_56 = e1)
% 59.32/24.56  																																											| (1574) all_0_57_57 = e1 | all_0_58_58 = e1
% 59.32/24.56  																																											|
% 59.32/24.56  																																												| Equations (842) can reduce 466 to:
% 59.32/24.56  																																												| (110)  ~ (e4 = e1)
% 59.32/24.56  																																												|
% 59.32/24.56  																																												+-Applying beta-rule and splitting (1891), into two cases.
% 59.32/24.56  																																												|-Branch one:
% 59.32/24.56  																																												| (396) all_0_43_43 = e4
% 59.32/24.56  																																												|
% 59.32/24.56  																																													| Combining equations (430,396) yields a new equation:
% 59.32/24.56  																																													| (630) e4 = e1
% 59.32/24.56  																																													|
% 59.32/24.56  																																													| Equations (630) can reduce 110 to:
% 59.32/24.56  																																													| (266) $false
% 59.32/24.56  																																													|
% 59.32/24.56  																																													|-The branch is then unsatisfiable
% 59.32/24.56  																																												|-Branch two:
% 59.32/24.56  																																												| (399)  ~ (all_0_43_43 = e4)
% 59.32/24.56  																																												| (446) all_0_44_44 = e4
% 59.32/24.56  																																												|
% 59.32/24.56  																																													| Equations (446) can reduce 1390 to:
% 59.32/24.56  																																													| (266) $false
% 59.32/24.56  																																													|
% 59.32/24.56  																																													|-The branch is then unsatisfiable
% 59.32/24.56  																																							|-Branch two:
% 59.32/24.56  																																							| (477)  ~ (all_0_56_56 = e4)
% 59.32/24.56  																																							| (935) all_0_57_57 = e4 | all_0_58_58 = e4
% 59.32/24.56  																																							|
% 59.32/24.56  																																								+-Applying beta-rule and splitting (164), into two cases.
% 59.32/24.56  																																								|-Branch one:
% 59.32/24.56  																																								| (471) all_0_39_39 = e4
% 59.32/24.56  																																								|
% 59.32/24.56  																																									| Combining equations (471,317) yields a new equation:
% 59.32/24.56  																																									| (322) e4 = e2
% 59.32/24.56  																																									|
% 59.32/24.56  																																									| Simplifying 322 yields:
% 59.32/24.56  																																									| (323) e4 = e2
% 59.32/24.56  																																									|
% 59.32/24.56  																																									| Equations (323) can reduce 48 to:
% 59.32/24.56  																																									| (266) $false
% 59.32/24.56  																																									|
% 59.32/24.56  																																									|-The branch is then unsatisfiable
% 59.32/24.56  																																								|-Branch two:
% 59.32/24.56  																																								| (1377)  ~ (all_0_39_39 = e4)
% 59.32/24.56  																																								| (2115) all_0_42_42 = e4 | all_0_47_47 = e4 | all_0_51_51 = e4 | all_0_56_56 = e4
% 59.32/24.56  																																								|
% 59.32/24.56  																																									| Equations (317) can reduce 1377 to:
% 59.32/24.56  																																									| (327)  ~ (e4 = e2)
% 59.32/24.56  																																									|
% 59.32/24.56  																																									| Simplifying 327 yields:
% 59.32/24.56  																																									| (48)  ~ (e4 = e2)
% 59.32/24.56  																																									|
% 59.32/24.56  																																									+-Applying beta-rule and splitting (935), into two cases.
% 59.32/24.56  																																									|-Branch one:
% 59.32/24.56  																																									| (871) all_0_57_57 = e4
% 59.32/24.56  																																									|
% 59.32/24.56  																																										| Combining equations (871,442) yields a new equation:
% 59.32/24.56  																																										| (322) e4 = e2
% 59.32/24.56  																																										|
% 59.32/24.56  																																										| Simplifying 322 yields:
% 59.32/24.56  																																										| (323) e4 = e2
% 59.32/24.56  																																										|
% 59.32/24.56  																																										| Equations (323) can reduce 48 to:
% 59.32/24.56  																																										| (266) $false
% 59.32/24.56  																																										|
% 59.32/24.56  																																										|-The branch is then unsatisfiable
% 59.32/24.56  																																									|-Branch two:
% 59.32/24.56  																																									| (839)  ~ (all_0_57_57 = e4)
% 59.32/24.56  																																									| (910) all_0_58_58 = e4
% 59.32/24.56  																																									|
% 59.32/24.56  																																										| Equations (910) can reduce 451 to:
% 59.32/24.56  																																										| (266) $false
% 59.32/24.56  																																										|
% 59.32/24.56  																																										|-The branch is then unsatisfiable
% 59.32/24.56  																																|-Branch two:
% 59.32/24.56  																																| (525)  ~ (all_0_49_49 = e3)
% 59.32/24.56  																																| (887) all_0_53_53 = e3 | all_0_58_58 = e3
% 59.32/24.56  																																|
% 59.32/24.56  																																	+-Applying beta-rule and splitting (887), into two cases.
% 59.32/24.56  																																	|-Branch one:
% 59.32/24.56  																																	| (665) all_0_53_53 = e3
% 59.32/24.56  																																	|
% 59.32/24.56  																																		| Combining equations (607,665) yields a new equation:
% 59.32/24.56  																																		| (662) e3 = e2
% 59.32/24.56  																																		|
% 59.32/24.56  																																		| Equations (662) can reduce 212 to:
% 59.32/24.56  																																		| (266) $false
% 59.32/24.56  																																		|
% 59.32/24.56  																																		|-The branch is then unsatisfiable
% 59.32/24.56  																																	|-Branch two:
% 59.32/24.56  																																	| (903)  ~ (all_0_53_53 = e3)
% 59.32/24.56  																																	| (795) all_0_58_58 = e3
% 59.32/24.56  																																	|
% 59.32/24.56  																																		| Equations (795) can reduce 276 to:
% 59.32/24.56  																																		| (266) $false
% 59.32/24.56  																																		|
% 59.32/24.56  																																		|-The branch is then unsatisfiable
% 59.32/24.56  																													|-Branch two:
% 59.32/24.56  																													| (1898)  ~ (all_0_41_41 = e3)
% 59.32/24.56  																													| (1923) all_0_46_46 = e3 | all_0_50_50 = e3 | all_0_55_55 = e3
% 59.32/24.56  																													|
% 59.32/24.56  																														+-Applying beta-rule and splitting (1923), into two cases.
% 59.32/24.56  																														|-Branch one:
% 59.32/24.56  																														| (1557) all_0_46_46 = e3
% 59.32/24.56  																														|
% 59.32/24.56  																															| Combining equations (1557,1794) yields a new equation:
% 59.32/24.56  																															| (661) e3 = e2
% 59.32/24.56  																															|
% 59.32/24.56  																															| Simplifying 661 yields:
% 59.32/24.56  																															| (662) e3 = e2
% 59.32/24.56  																															|
% 59.32/24.56  																															| Equations (662) can reduce 212 to:
% 59.32/24.56  																															| (266) $false
% 59.32/24.56  																															|
% 59.32/24.56  																															|-The branch is then unsatisfiable
% 59.32/24.56  																														|-Branch two:
% 59.32/24.56  																														| (409)  ~ (all_0_46_46 = e3)
% 59.32/24.56  																														| (4042) all_0_50_50 = e3 | all_0_55_55 = e3
% 59.32/24.56  																														|
% 59.32/24.56  																															+-Applying beta-rule and splitting (113), into two cases.
% 59.32/24.56  																															|-Branch one:
% 59.32/24.56  																															| (403) all_0_41_41 = e3
% 59.32/24.56  																															|
% 59.32/24.56  																																| Equations (403) can reduce 1898 to:
% 59.32/24.56  																																| (266) $false
% 59.32/24.56  																																|
% 59.32/24.56  																																|-The branch is then unsatisfiable
% 59.32/24.56  																															|-Branch two:
% 59.32/24.56  																															| (1898)  ~ (all_0_41_41 = e3)
% 59.32/24.56  																															| (1899) all_0_42_42 = e3 | all_0_44_44 = e3
% 59.32/24.56  																															|
% 59.32/24.56  																																+-Applying beta-rule and splitting (1899), into two cases.
% 59.32/24.56  																																|-Branch one:
% 59.32/24.56  																																| (516) all_0_42_42 = e3
% 59.32/24.56  																																|
% 59.32/24.56  																																	| Equations (516) can reduce 405 to:
% 59.32/24.56  																																	| (266) $false
% 59.32/24.56  																																	|
% 59.32/24.56  																																	|-The branch is then unsatisfiable
% 59.32/24.56  																																|-Branch two:
% 59.32/24.56  																																| (405)  ~ (all_0_42_42 = e3)
% 59.32/24.56  																																| (532) all_0_44_44 = e3
% 59.32/24.56  																																|
% 59.32/24.56  																																	| Equations (532) can reduce 639 to:
% 59.32/24.56  																																	| (213)  ~ (e3 = e1)
% 59.32/24.56  																																	|
% 59.32/24.56  																																	+-Applying beta-rule and splitting (4042), into two cases.
% 59.32/24.56  																																	|-Branch one:
% 59.32/24.56  																																	| (415) all_0_50_50 = e3
% 59.32/24.56  																																	|
% 59.32/24.56  																																		| Combining equations (415,601) yields a new equation:
% 59.32/24.56  																																		| (454) e3 = e1
% 59.32/24.56  																																		|
% 59.32/24.56  																																		| Simplifying 454 yields:
% 59.32/24.56  																																		| (455) e3 = e1
% 59.32/24.56  																																		|
% 59.32/24.56  																																		| Equations (455) can reduce 213 to:
% 59.32/24.56  																																		| (266) $false
% 59.32/24.56  																																		|
% 59.32/24.56  																																		|-The branch is then unsatisfiable
% 59.32/24.56  																																	|-Branch two:
% 59.32/24.56  																																	| (411)  ~ (all_0_50_50 = e3)
% 59.32/24.56  																																	| (2336) all_0_55_55 = e3
% 59.32/24.56  																																	|
% 59.32/24.56  																																		| Equations (2336) can reduce 270 to:
% 59.32/24.56  																																		| (266) $false
% 59.32/24.56  																																		|
% 59.32/24.56  																																		|-The branch is then unsatisfiable
% 59.32/24.56  																											|-Branch two:
% 59.32/24.56  																											| (759)  ~ (all_0_50_50 = e1)
% 59.32/24.56  																											| (1168) all_0_51_51 = e1 | all_0_52_52 = e1 | all_0_53_53 = e1
% 59.32/24.56  																											|
% 59.32/24.56  																												+-Applying beta-rule and splitting (144), into two cases.
% 59.32/24.56  																												|-Branch one:
% 59.32/24.56  																												| (403) all_0_41_41 = e3
% 59.32/24.56  																												|
% 59.32/24.56  																													| Equations (403) can reduce 457 to:
% 59.32/24.56  																													| (213)  ~ (e3 = e1)
% 59.32/24.56  																													|
% 59.32/24.56  																													+-Applying beta-rule and splitting (1168), into two cases.
% 59.32/24.56  																													|-Branch one:
% 59.32/24.56  																													| (1109) all_0_51_51 = e1
% 59.32/24.56  																													|
% 59.32/24.56  																														| Combining equations (660,1109) yields a new equation:
% 59.32/24.56  																														| (454) e3 = e1
% 59.32/24.56  																														|
% 59.32/24.56  																														| Simplifying 454 yields:
% 59.32/24.56  																														| (455) e3 = e1
% 59.32/24.56  																														|
% 59.32/24.56  																														| Equations (455) can reduce 213 to:
% 59.32/24.56  																														| (266) $false
% 59.32/24.56  																														|
% 59.32/24.56  																														|-The branch is then unsatisfiable
% 59.32/24.56  																													|-Branch two:
% 59.32/24.56  																													| (464)  ~ (all_0_51_51 = e1)
% 59.32/24.56  																													| (1202) all_0_52_52 = e1 | all_0_53_53 = e1
% 59.32/24.56  																													|
% 59.32/24.56  																														+-Applying beta-rule and splitting (1202), into two cases.
% 59.32/24.56  																														|-Branch one:
% 59.32/24.56  																														| (642) all_0_52_52 = e1
% 59.32/24.56  																														|
% 59.32/24.56  																															| Combining equations (565,642) yields a new equation:
% 59.32/24.56  																															| (636) e4 = e1
% 59.32/24.56  																															|
% 59.32/24.56  																															| Simplifying 636 yields:
% 59.32/24.56  																															| (630) e4 = e1
% 59.32/24.56  																															|
% 59.32/24.56  																															| Equations (630) can reduce 110 to:
% 59.32/24.56  																															| (266) $false
% 59.32/24.56  																															|
% 59.32/24.56  																															|-The branch is then unsatisfiable
% 59.32/24.56  																														|-Branch two:
% 59.32/24.56  																														| (646)  ~ (all_0_52_52 = e1)
% 59.32/24.56  																														| (1208) all_0_53_53 = e1
% 59.32/24.56  																														|
% 59.32/24.56  																															| Combining equations (607,1208) yields a new equation:
% 59.32/24.56  																															| (616) e2 = e1
% 59.32/24.56  																															|
% 59.32/24.56  																															| Simplifying 616 yields:
% 59.32/24.56  																															| (617) e2 = e1
% 59.32/24.56  																															|
% 59.32/24.56  																															| Equations (617) can reduce 122 to:
% 59.32/24.56  																															| (266) $false
% 59.32/24.56  																															|
% 59.32/24.56  																															|-The branch is then unsatisfiable
% 59.32/24.56  																												|-Branch two:
% 59.32/24.56  																												| (1898)  ~ (all_0_41_41 = e3)
% 59.32/24.56  																												| (1923) all_0_46_46 = e3 | all_0_50_50 = e3 | all_0_55_55 = e3
% 59.32/24.56  																												|
% 59.32/24.56  																													+-Applying beta-rule and splitting (1923), into two cases.
% 59.32/24.56  																													|-Branch one:
% 59.32/24.56  																													| (1557) all_0_46_46 = e3
% 59.32/24.56  																													|
% 59.32/24.56  																														| Combining equations (1794,1557) yields a new equation:
% 59.32/24.56  																														| (662) e3 = e2
% 59.32/24.56  																														|
% 59.32/24.56  																														| Equations (662) can reduce 212 to:
% 59.32/24.56  																														| (266) $false
% 59.32/24.56  																														|
% 59.32/24.56  																														|-The branch is then unsatisfiable
% 59.32/24.56  																													|-Branch two:
% 59.32/24.56  																													| (409)  ~ (all_0_46_46 = e3)
% 59.32/24.56  																													| (4042) all_0_50_50 = e3 | all_0_55_55 = e3
% 59.32/24.56  																													|
% 59.32/24.56  																														+-Applying beta-rule and splitting (4042), into two cases.
% 59.32/24.56  																														|-Branch one:
% 59.32/24.56  																														| (415) all_0_50_50 = e3
% 59.32/24.56  																														|
% 59.32/24.56  																															| Equations (415) can reduce 411 to:
% 59.32/24.56  																															| (266) $false
% 59.32/24.56  																															|
% 59.32/24.56  																															|-The branch is then unsatisfiable
% 59.32/24.56  																														|-Branch two:
% 59.32/24.56  																														| (411)  ~ (all_0_50_50 = e3)
% 59.32/24.56  																														| (2336) all_0_55_55 = e3
% 59.32/24.56  																														|
% 59.32/24.56  																															| Equations (2336) can reduce 270 to:
% 59.32/24.56  																															| (266) $false
% 59.32/24.56  																															|
% 59.32/24.56  																															|-The branch is then unsatisfiable
% 59.32/24.56  																										|-Branch two:
% 59.32/24.56  																										| (664)  ~ (all_0_51_51 = e3)
% 59.32/24.56  																										| (665) all_0_53_53 = e3
% 59.32/24.56  																										|
% 59.32/24.56  																											| Combining equations (665,607) yields a new equation:
% 59.32/24.56  																											| (661) e3 = e2
% 59.32/24.56  																											|
% 59.32/24.56  																											| Simplifying 661 yields:
% 59.32/24.56  																											| (662) e3 = e2
% 59.32/24.56  																											|
% 59.32/24.56  																											| Equations (662) can reduce 212 to:
% 59.32/24.56  																											| (266) $false
% 59.32/24.56  																											|
% 59.32/24.56  																											|-The branch is then unsatisfiable
% 59.32/24.56  																					|-Branch two:
% 59.32/24.56  																					| (300)  ~ (all_0_46_46 = e2)
% 59.32/24.56  																					| (24428) all_0_50_50 = e2 | all_0_55_55 = e2
% 59.32/24.56  																					|
% 59.32/24.56  																						+-Applying beta-rule and splitting (24428), into two cases.
% 59.32/24.56  																						|-Branch one:
% 59.32/24.56  																						| (378) all_0_50_50 = e2
% 59.32/24.56  																						|
% 59.32/24.56  																							| Equations (378) can reduce 302 to:
% 59.32/24.56  																							| (266) $false
% 59.32/24.56  																							|
% 59.32/24.56  																							|-The branch is then unsatisfiable
% 59.32/24.56  																						|-Branch two:
% 59.32/24.56  																						| (302)  ~ (all_0_50_50 = e2)
% 59.32/24.56  																						| (386) all_0_55_55 = e2
% 59.32/24.56  																						|
% 59.32/24.56  																							| Equations (386) can reduce 304 to:
% 59.32/24.56  																							| (266) $false
% 59.32/24.56  																							|
% 59.32/24.56  																							|-The branch is then unsatisfiable
% 59.32/24.56  																		|-Branch two:
% 59.32/24.56  																		| (1283)  ~ (all_0_48_48 = e0)
% 59.32/24.56  																		| (615) all_0_48_48 = e1
% 59.32/24.56  																		|
% 59.32/24.56  																			| Equations (615) can reduce 619 to:
% 59.32/24.56  																			| (266) $false
% 59.32/24.56  																			|
% 59.32/24.56  																			|-The branch is then unsatisfiable
% 59.32/24.57  												|-Branch two:
% 59.32/24.57  												| (780)  ~ (all_0_52_52 = e4)
% 59.32/24.57  												| (781) (all_0_41_41 = e0 & all_0_58_58 = e3 &  ~ (all_0_44_44 = e3)) | (all_0_41_41 = e0 & all_0_58_58 = e3 &  ~ (all_0_55_55 = e0)) | (all_0_47_47 = e1 & all_0_52_52 = e2 &  ~ (all_0_48_48 = e2)) | (all_0_47_47 = e1 & all_0_52_52 = e2 &  ~ (all_0_51_51 = e1)) | (all_0_47_47 = e0 & all_0_58_58 = e2 &  ~ (all_0_49_49 = e2)) | (all_0_47_47 = e0 & all_0_58_58 = e2 &  ~ (all_0_56_56 = e0))
% 59.32/24.57  												|
% 59.32/24.57  													+-Applying beta-rule and splitting (355), into two cases.
% 59.32/24.57  													|-Branch one:
% 59.32/24.57  													| (565) all_0_52_52 = e4
% 59.32/24.57  													|
% 59.32/24.57  														| Equations (565) can reduce 780 to:
% 59.32/24.57  														| (266) $false
% 59.32/24.57  														|
% 59.32/24.57  														|-The branch is then unsatisfiable
% 59.32/24.57  													|-Branch two:
% 59.32/24.57  													| (780)  ~ (all_0_52_52 = e4)
% 59.32/24.57  													| (642) all_0_52_52 = e1
% 59.32/24.57  													|
% 59.32/24.57  														| Equations (642) can reduce 342 to:
% 59.32/24.57  														| (604)  ~ (e2 = e1)
% 59.32/24.57  														|
% 59.32/24.57  														| Simplifying 604 yields:
% 59.32/24.57  														| (122)  ~ (e2 = e1)
% 59.32/24.57  														|
% 59.32/24.57  														+-Applying beta-rule and splitting (781), into two cases.
% 59.32/24.57  														|-Branch one:
% 59.32/24.57  														| (789) (all_0_41_41 = e0 & all_0_58_58 = e3 &  ~ (all_0_44_44 = e3)) | (all_0_41_41 = e0 & all_0_58_58 = e3 &  ~ (all_0_55_55 = e0)) | (all_0_47_47 = e1 & all_0_52_52 = e2 &  ~ (all_0_48_48 = e2)) | (all_0_47_47 = e1 & all_0_52_52 = e2 &  ~ (all_0_51_51 = e1)) | (all_0_47_47 = e0 & all_0_58_58 = e2 &  ~ (all_0_49_49 = e2))
% 59.32/24.57  														|
% 59.32/24.57  															+-Applying beta-rule and splitting (789), into two cases.
% 59.32/24.57  															|-Branch one:
% 59.32/24.57  															| (790) (all_0_41_41 = e0 & all_0_58_58 = e3 &  ~ (all_0_44_44 = e3)) | (all_0_41_41 = e0 & all_0_58_58 = e3 &  ~ (all_0_55_55 = e0)) | (all_0_47_47 = e1 & all_0_52_52 = e2 &  ~ (all_0_48_48 = e2)) | (all_0_47_47 = e1 & all_0_52_52 = e2 &  ~ (all_0_51_51 = e1))
% 59.32/24.57  															|
% 59.32/24.57  																+-Applying beta-rule and splitting (790), into two cases.
% 59.32/24.57  																|-Branch one:
% 59.32/24.57  																| (791) (all_0_41_41 = e0 & all_0_58_58 = e3 &  ~ (all_0_44_44 = e3)) | (all_0_41_41 = e0 & all_0_58_58 = e3 &  ~ (all_0_55_55 = e0)) | (all_0_47_47 = e1 & all_0_52_52 = e2 &  ~ (all_0_48_48 = e2))
% 59.32/24.57  																|
% 59.32/24.57  																	+-Applying beta-rule and splitting (791), into two cases.
% 59.32/24.57  																	|-Branch one:
% 59.32/24.57  																	| (792) (all_0_41_41 = e0 & all_0_58_58 = e3 &  ~ (all_0_44_44 = e3)) | (all_0_41_41 = e0 & all_0_58_58 = e3 &  ~ (all_0_55_55 = e0))
% 59.32/24.57  																	|
% 59.32/24.57  																		+-Applying beta-rule and splitting (792), into two cases.
% 59.32/24.57  																		|-Branch one:
% 59.32/24.57  																		| (793) all_0_41_41 = e0 & all_0_58_58 = e3 &  ~ (all_0_44_44 = e3)
% 59.32/24.57  																		|
% 59.32/24.57  																			| Applying alpha-rule on (793) yields:
% 59.32/24.57  																			| (794) all_0_41_41 = e0
% 59.32/24.57  																			| (795) all_0_58_58 = e3
% 59.32/24.57  																			| (407)  ~ (all_0_44_44 = e3)
% 59.32/24.57  																			|
% 59.32/24.57  																			| Equations (795) can reduce 276 to:
% 59.32/24.57  																			| (266) $false
% 59.32/24.57  																			|
% 59.32/24.57  																			|-The branch is then unsatisfiable
% 59.32/24.57  																		|-Branch two:
% 59.32/24.57  																		| (800) all_0_41_41 = e0 & all_0_58_58 = e3 &  ~ (all_0_55_55 = e0)
% 59.32/24.57  																		|
% 59.32/24.57  																			| Applying alpha-rule on (800) yields:
% 59.32/24.57  																			| (794) all_0_41_41 = e0
% 59.32/24.57  																			| (795) all_0_58_58 = e3
% 59.32/24.57  																			| (803)  ~ (all_0_55_55 = e0)
% 59.32/24.57  																			|
% 59.32/24.57  																			| Equations (795) can reduce 276 to:
% 59.32/24.57  																			| (266) $false
% 59.32/24.57  																			|
% 59.32/24.57  																			|-The branch is then unsatisfiable
% 59.32/24.57  																	|-Branch two:
% 59.32/24.57  																	| (807) all_0_47_47 = e1 & all_0_52_52 = e2 &  ~ (all_0_48_48 = e2)
% 59.32/24.57  																	|
% 59.32/24.57  																		| Applying alpha-rule on (807) yields:
% 59.32/24.57  																		| (654) all_0_47_47 = e1
% 59.32/24.57  																		| (352) all_0_52_52 = e2
% 59.32/24.57  																		| (810)  ~ (all_0_48_48 = e2)
% 59.32/24.57  																		|
% 59.32/24.57  																		| Combining equations (352,642) yields a new equation:
% 59.32/24.57  																		| (616) e2 = e1
% 59.32/24.57  																		|
% 59.32/24.57  																		| Simplifying 616 yields:
% 59.32/24.57  																		| (617) e2 = e1
% 59.32/24.57  																		|
% 59.32/24.57  																		| Equations (617) can reduce 122 to:
% 59.32/24.57  																		| (266) $false
% 59.32/24.57  																		|
% 59.32/24.57  																		|-The branch is then unsatisfiable
% 59.32/24.57  																|-Branch two:
% 59.32/24.57  																| (813) all_0_47_47 = e1 & all_0_52_52 = e2 &  ~ (all_0_51_51 = e1)
% 59.32/24.57  																|
% 59.32/24.57  																	| Applying alpha-rule on (813) yields:
% 59.32/24.57  																	| (654) all_0_47_47 = e1
% 59.32/24.57  																	| (352) all_0_52_52 = e2
% 59.32/24.57  																	| (464)  ~ (all_0_51_51 = e1)
% 59.32/24.57  																	|
% 59.32/24.57  																	| Combining equations (352,642) yields a new equation:
% 59.32/24.57  																	| (616) e2 = e1
% 59.32/24.57  																	|
% 59.32/24.57  																	| Simplifying 616 yields:
% 59.32/24.57  																	| (617) e2 = e1
% 59.32/24.57  																	|
% 59.32/24.57  																	| Equations (617) can reduce 122 to:
% 59.32/24.57  																	| (266) $false
% 59.32/24.57  																	|
% 59.32/24.57  																	|-The branch is then unsatisfiable
% 59.32/24.57  															|-Branch two:
% 59.32/24.57  															| (819) all_0_47_47 = e0 & all_0_58_58 = e2 &  ~ (all_0_49_49 = e2)
% 59.32/24.57  															|
% 59.32/24.57  																| Applying alpha-rule on (819) yields:
% 59.32/24.57  																| (674) all_0_47_47 = e0
% 59.32/24.57  																| (624) all_0_58_58 = e2
% 59.32/24.57  																| (340)  ~ (all_0_49_49 = e2)
% 59.32/24.57  																|
% 59.32/24.57  																| Equations (624) can reduce 908 to:
% 59.32/24.57  																| (266) $false
% 59.32/24.57  																|
% 59.32/24.57  																|-The branch is then unsatisfiable
% 59.32/24.57  														|-Branch two:
% 59.32/24.57  														| (825) all_0_47_47 = e0 & all_0_58_58 = e2 &  ~ (all_0_56_56 = e0)
% 59.32/24.57  														|
% 59.32/24.57  															| Applying alpha-rule on (825) yields:
% 59.32/24.57  															| (674) all_0_47_47 = e0
% 59.32/24.57  															| (624) all_0_58_58 = e2
% 59.32/24.57  															| (828)  ~ (all_0_56_56 = e0)
% 59.32/24.57  															|
% 59.32/24.57  															| Equations (624) can reduce 908 to:
% 59.32/24.57  															| (266) $false
% 59.32/24.57  															|
% 59.32/24.57  															|-The branch is then unsatisfiable
% 59.32/24.57  						|-Branch two:
% 59.32/24.57  						| (332)  ~ (all_0_38_38 = e0)
% 59.32/24.57  						| (333) all_0_39_39 = e0 | all_0_40_40 = e0
% 59.32/24.57  						|
% 59.32/24.57  							+-Applying beta-rule and splitting (333), into two cases.
% 59.32/24.57  							|-Branch one:
% 59.32/24.57  							| (480) all_0_39_39 = e0
% 59.32/24.57  							|
% 59.32/24.57  								| Combining equations (480,317) yields a new equation:
% 59.32/24.57  								| (330) e2 = e0
% 59.32/24.57  								|
% 59.32/24.57  								| Equations (330) can reduce 128 to:
% 59.32/24.57  								| (266) $false
% 59.32/24.57  								|
% 59.32/24.57  								|-The branch is then unsatisfiable
% 59.32/24.57  							|-Branch two:
% 59.32/24.57  							| (484)  ~ (all_0_39_39 = e0)
% 59.32/24.57  							| (485) all_0_40_40 = e0
% 59.32/24.57  							|
% 59.32/24.57  								| Equations (485) can reduce 97 to:
% 59.32/24.57  								| (332)  ~ (all_0_38_38 = e0)
% 59.32/24.57  								|
% 59.32/24.57  								| Equations (485) can reduce 143 to:
% 59.32/24.57  								| (359)  ~ (all_0_44_44 = e0)
% 59.32/24.57  								|
% 59.32/24.57  								| Simplifying 359 yields:
% 59.32/24.57  								| (360)  ~ (all_0_44_44 = e0)
% 59.32/24.57  								|
% 59.32/24.57  								| Equations (485) can reduce 200 to:
% 59.32/24.57  								| (486)  ~ (all_0_49_49 = e0)
% 59.32/24.57  								|
% 59.32/24.57  								| Simplifying 486 yields:
% 59.32/24.57  								| (487)  ~ (all_0_49_49 = e0)
% 59.32/24.57  								|
% 59.32/24.57  								| Equations (485) can reduce 162 to:
% 59.32/24.57  								| (488)  ~ (all_0_53_53 = e0)
% 59.32/24.57  								|
% 59.32/24.57  								| Simplifying 488 yields:
% 59.32/24.57  								| (247)  ~ (all_0_53_53 = e0)
% 59.32/24.57  								|
% 59.32/24.57  								| Equations (485) can reduce 178 to:
% 59.32/24.57  								| (490)  ~ (all_0_58_58 = e0)
% 59.32/24.57  								|
% 59.32/24.57  								| Simplifying 490 yields:
% 59.32/24.57  								| (491)  ~ (all_0_58_58 = e0)
% 59.32/24.57  								|
% 59.32/24.57  								| Equations (485) can reduce 2 to:
% 59.32/24.57  								| (541)  ~ (e3 = e0)
% 59.32/24.57  								|
% 59.32/24.57  								| Simplifying 541 yields:
% 59.32/24.57  								| (80)  ~ (e3 = e0)
% 59.32/24.57  								|
% 59.32/24.57  								| Equations (485) can reduce 296 to:
% 59.32/24.57  								| (365)  ~ (e2 = e0)
% 59.32/24.57  								|
% 59.32/24.57  								| Simplifying 365 yields:
% 59.32/24.57  								| (128)  ~ (e2 = e0)
% 59.32/24.57  								|
% 59.32/24.57  								| Equations (485) can reduce 132 to:
% 59.32/24.57  								| (435)  ~ (e1 = e0)
% 59.32/24.57  								|
% 59.32/24.57  								| Simplifying 435 yields:
% 59.32/24.57  								| (233)  ~ (e1 = e0)
% 59.32/24.57  								|
% 59.32/24.57  								| From (485) and (34) follows:
% 59.32/24.57  								| (494) op(e0, e4) = all_0_4_4
% 59.32/24.57  								|
% 59.32/24.57  								| From (485) and (203) follows:
% 59.32/24.57  								| (495) op(e0, e0) = all_0_5_5
% 59.32/24.57  								|
% 59.32/24.57  								| From (485) and (234) follows:
% 59.32/24.57  								| (3072) op(e4, e0) = e0
% 59.32/24.57  								|
% 59.32/24.57  								+-Applying beta-rule and splitting (170), into two cases.
% 59.32/24.57  								|-Branch one:
% 59.32/24.57  								| (321) all_0_38_38 = e4
% 59.32/24.57  								|
% 59.32/24.57  									| Equations (321) can reduce 106 to:
% 59.32/24.57  									| (33039)  ~ (all_0_41_41 = e4)
% 59.32/24.57  									|
% 59.32/24.57  									| Simplifying 33039 yields:
% 59.32/24.57  									| (440)  ~ (all_0_41_41 = e4)
% 59.32/24.57  									|
% 59.32/24.57  									| Equations (321) can reduce 141 to:
% 59.32/24.57  									| (249)  ~ (all_0_46_46 = e4)
% 59.32/24.57  									|
% 59.32/24.57  									| Simplifying 249 yields:
% 59.32/24.57  									| (250)  ~ (all_0_46_46 = e4)
% 59.32/24.57  									|
% 59.32/24.57  									| Equations (321) can reduce 193 to:
% 59.32/24.57  									| (1907)  ~ (all_0_50_50 = e4)
% 59.32/24.57  									|
% 59.32/24.57  									| Simplifying 1907 yields:
% 59.32/24.57  									| (566)  ~ (all_0_50_50 = e4)
% 59.32/24.57  									|
% 59.32/24.57  									| Equations (321) can reduce 25 to:
% 59.32/24.57  									| (1909)  ~ (all_0_55_55 = e4)
% 59.32/24.57  									|
% 59.32/24.57  									| Simplifying 1909 yields:
% 59.32/24.57  									| (763)  ~ (all_0_55_55 = e4)
% 59.32/24.57  									|
% 59.32/24.57  									| Equations (321) can reduce 116 to:
% 59.32/24.57  									| (188)  ~ (e4 = e3)
% 59.32/24.57  									|
% 59.32/24.57  									| Equations (321) can reduce 9600 to:
% 59.32/24.57  									| (48)  ~ (e4 = e2)
% 59.32/24.57  									|
% 59.32/24.57  									| Equations (321) can reduce 50 to:
% 59.32/24.57  									| (110)  ~ (e4 = e1)
% 59.32/24.57  									|
% 59.32/24.57  									| Equations (321) can reduce 332 to:
% 59.32/24.57  									| (49)  ~ (e4 = e0)
% 59.32/24.57  									|
% 59.32/24.57  									| From (321) and (71) follows:
% 59.32/24.57  									| (33051) op(e4, e4) = all_0_0_0
% 59.32/24.57  									|
% 59.32/24.57  									| From (321) and (156) follows:
% 59.32/24.57  									| (33052) op(e4, e3) = all_0_1_1
% 59.32/24.57  									|
% 59.32/24.57  									| From (321) and (52) follows:
% 59.32/24.57  									| (22570) op(e4, e3) = e4
% 59.32/24.57  									|
% 59.32/24.57  									| Instantiating formula (29) with e4, e4, all_0_0_0, e1 and discharging atoms op(e4, e4) = all_0_0_0, op(e4, e4) = e1, yields:
% 59.32/24.58  									| (33054) all_0_0_0 = e1
% 59.32/24.58  									|
% 59.32/24.58  									| Instantiating formula (29) with e4, e3, e4, all_0_1_1 and discharging atoms op(e4, e3) = all_0_1_1, op(e4, e3) = e4, yields:
% 59.32/24.58  									| (9598) all_0_1_1 = e4
% 59.32/24.58  									|
% 59.32/24.58  									| Instantiating formula (29) with e0, e4, all_0_4_4, e3 and discharging atoms op(e0, e4) = all_0_4_4, op(e0, e4) = e3, yields:
% 59.32/24.58  									| (498) all_0_4_4 = e3
% 59.32/24.58  									|
% 59.32/24.58  									| Instantiating formula (29) with e0, e0, all_0_5_5, all_0_58_58 and discharging atoms op(e0, e0) = all_0_5_5, op(e0, e0) = all_0_58_58, yields:
% 59.32/24.58  									| (499) all_0_5_5 = all_0_58_58
% 59.32/24.58  									|
% 59.32/24.58  									| From (33054) and (33051) follows:
% 59.32/24.58  									| (41) op(e4, e4) = e1
% 59.32/24.58  									|
% 59.32/24.58  									| From (9598) and (33052) follows:
% 59.32/24.58  									| (22570) op(e4, e3) = e4
% 59.32/24.58  									|
% 59.32/24.58  									| From (498) and (494) follows:
% 59.32/24.58  									| (283) op(e0, e4) = e3
% 59.32/24.58  									|
% 59.32/24.58  									| From (499) and (495) follows:
% 59.32/24.58  									| (245) op(e0, e0) = all_0_58_58
% 59.32/24.58  									|
% 59.32/24.58  									+-Applying beta-rule and splitting (109), into two cases.
% 59.32/24.58  									|-Branch one:
% 59.32/24.58  									| (352) all_0_52_52 = e2
% 59.32/24.58  									|
% 59.32/24.58  										| Equations (352) can reduce 217 to:
% 59.32/24.58  										| (96)  ~ (all_0_43_43 = e2)
% 59.32/24.58  										|
% 59.32/24.58  										| Equations (352) can reduce 202 to:
% 59.32/24.58  										| (810)  ~ (all_0_48_48 = e2)
% 59.32/24.58  										|
% 59.32/24.58  										| Equations (352) can reduce 101 to:
% 59.32/24.58  										| (302)  ~ (all_0_50_50 = e2)
% 59.32/24.58  										|
% 59.32/24.58  										| Equations (352) can reduce 20 to:
% 59.32/24.58  										| (1099)  ~ (all_0_51_51 = e2)
% 59.32/24.58  										|
% 59.32/24.58  										| Equations (352) can reduce 46 to:
% 59.32/24.58  										| (508)  ~ (all_0_53_53 = e2)
% 59.32/24.58  										|
% 59.32/24.58  										| Simplifying 508 yields:
% 59.32/24.58  										| (509)  ~ (all_0_53_53 = e2)
% 59.32/24.58  										|
% 59.32/24.58  										| Equations (352) can reduce 72 to:
% 59.32/24.58  										| (128)  ~ (e2 = e0)
% 59.32/24.58  										|
% 59.32/24.58  										| From (352) and (124) follows:
% 59.32/24.58  										| (10182) op(e1, e1) = e2
% 59.32/24.58  										|
% 59.32/24.58  										+-Applying beta-rule and splitting (222), into two cases.
% 59.32/24.58  										|-Branch one:
% 59.32/24.58  										| (386) all_0_55_55 = e2
% 59.32/24.58  										|
% 59.32/24.58  											| Equations (386) can reduce 191 to:
% 59.32/24.58  											| (85)  ~ (all_0_41_41 = e2)
% 59.32/24.58  											|
% 59.32/24.58  											| Equations (386) can reduce 58 to:
% 59.32/24.58  											| (300)  ~ (all_0_46_46 = e2)
% 59.32/24.58  											|
% 59.32/24.58  											| Equations (386) can reduce 93 to:
% 59.32/24.58  											| (302)  ~ (all_0_50_50 = e2)
% 59.32/24.58  											|
% 59.32/24.58  											| Equations (386) can reduce 153 to:
% 59.32/24.58  											| (510)  ~ (all_0_56_56 = e2)
% 59.32/24.58  											|
% 59.32/24.58  											| Simplifying 510 yields:
% 59.32/24.58  											| (511)  ~ (all_0_56_56 = e2)
% 59.32/24.58  											|
% 59.32/24.58  											| Equations (386) can reduce 81 to:
% 59.32/24.58  											| (343)  ~ (all_0_57_57 = e2)
% 59.32/24.58  											|
% 59.32/24.58  											| Simplifying 343 yields:
% 59.32/24.58  											| (344)  ~ (all_0_57_57 = e2)
% 59.32/24.58  											|
% 59.32/24.58  											| Equations (386) can reduce 270 to:
% 59.32/24.58  											| (626)  ~ (e3 = e2)
% 59.32/24.58  											|
% 59.32/24.58  											| Simplifying 626 yields:
% 59.32/24.58  											| (212)  ~ (e3 = e2)
% 59.32/24.58  											|
% 59.32/24.58  											| From (386) and (74) follows:
% 59.32/24.58  											| (24443) op(e0, e3) = e2
% 59.32/24.58  											|
% 59.32/24.58  											+-Applying beta-rule and splitting (158), into two cases.
% 59.32/24.58  											|-Branch one:
% 59.32/24.58  											| (313) all_0_40_40 = e2
% 59.32/24.58  											|
% 59.32/24.58  												| Combining equations (485,313) yields a new equation:
% 59.32/24.58  												| (330) e2 = e0
% 59.32/24.58  												|
% 59.32/24.58  												| Equations (330) can reduce 128 to:
% 59.32/24.58  												| (266) $false
% 59.32/24.58  												|
% 59.32/24.58  												|-The branch is then unsatisfiable
% 59.32/24.58  											|-Branch two:
% 59.32/24.58  											| (296)  ~ (all_0_40_40 = e2)
% 59.32/24.58  											| (377) all_0_49_49 = e2 | all_0_53_53 = e2 | all_0_58_58 = e2
% 59.32/24.58  											|
% 59.32/24.58  												+-Applying beta-rule and splitting (53), into two cases.
% 59.32/24.58  												|-Branch one:
% 59.32/24.58  												| (1794) all_0_46_46 = e2
% 59.32/24.58  												|
% 59.32/24.58  													| Equations (1794) can reduce 300 to:
% 59.32/24.58  													| (266) $false
% 59.32/24.58  													|
% 59.32/24.58  													|-The branch is then unsatisfiable
% 59.32/24.58  												|-Branch two:
% 59.32/24.58  												| (300)  ~ (all_0_46_46 = e2)
% 59.32/24.58  												| (10171) all_0_47_47 = e2 | all_0_48_48 = e2 | all_0_49_49 = e2
% 59.32/24.58  												|
% 59.32/24.58  													+-Applying beta-rule and splitting (377), into two cases.
% 59.32/24.58  													|-Branch one:
% 59.32/24.58  													| (583) all_0_49_49 = e2
% 59.32/24.58  													|
% 59.32/24.58  														| Equations (583) can reduce 9 to:
% 59.32/24.58  														| (147)  ~ (all_0_44_44 = e2)
% 59.32/24.58  														|
% 59.32/24.58  														| Equations (583) can reduce 185 to:
% 59.32/24.58  														| (810)  ~ (all_0_48_48 = e2)
% 59.32/24.58  														|
% 59.32/24.58  														| Equations (583) can reduce 65 to:
% 59.32/24.58  														| (508)  ~ (all_0_53_53 = e2)
% 59.32/24.58  														|
% 59.32/24.58  														| Simplifying 508 yields:
% 59.32/24.58  														| (509)  ~ (all_0_53_53 = e2)
% 59.32/24.58  														|
% 59.32/24.58  														| Equations (583) can reduce 119 to:
% 59.32/24.58  														| (1186)  ~ (all_0_58_58 = e2)
% 59.32/24.58  														|
% 59.32/24.58  														| Simplifying 1186 yields:
% 59.32/24.58  														| (908)  ~ (all_0_58_58 = e2)
% 59.32/24.58  														|
% 59.32/24.58  														| Equations (583) can reduce 256 to:
% 59.32/24.58  														| (327)  ~ (e4 = e2)
% 59.32/24.58  														|
% 59.32/24.58  														| Simplifying 327 yields:
% 59.32/24.58  														| (48)  ~ (e4 = e2)
% 59.32/24.58  														|
% 59.32/24.58  														| Equations (583) can reduce 487 to:
% 59.32/24.58  														| (128)  ~ (e2 = e0)
% 59.32/24.58  														|
% 59.32/24.58  														| From (583) and (55) follows:
% 59.32/24.58  														| (727) op(e2, e0) = e2
% 59.32/24.58  														|
% 59.32/24.58  														+-Applying beta-rule and splitting (163), into two cases.
% 59.32/24.58  														|-Branch one:
% 59.32/24.58  														| (565) all_0_52_52 = e4
% 59.32/24.58  														|
% 59.32/24.58  															| Combining equations (352,565) yields a new equation:
% 59.32/24.58  															| (323) e4 = e2
% 59.32/24.58  															|
% 59.32/24.58  															| Equations (323) can reduce 48 to:
% 59.32/24.58  															| (266) $false
% 59.32/24.58  															|
% 59.32/24.58  															|-The branch is then unsatisfiable
% 59.32/24.58  														|-Branch two:
% 59.32/24.58  														| (780)  ~ (all_0_52_52 = e4)
% 59.32/24.58  														| (781) (all_0_41_41 = e0 & all_0_58_58 = e3 &  ~ (all_0_44_44 = e3)) | (all_0_41_41 = e0 & all_0_58_58 = e3 &  ~ (all_0_55_55 = e0)) | (all_0_47_47 = e1 & all_0_52_52 = e2 &  ~ (all_0_48_48 = e2)) | (all_0_47_47 = e1 & all_0_52_52 = e2 &  ~ (all_0_51_51 = e1)) | (all_0_47_47 = e0 & all_0_58_58 = e2 &  ~ (all_0_49_49 = e2)) | (all_0_47_47 = e0 & all_0_58_58 = e2 &  ~ (all_0_56_56 = e0))
% 59.32/24.58  														|
% 59.32/24.58  															| Equations (352) can reduce 780 to:
% 59.32/24.58  															| (327)  ~ (e4 = e2)
% 59.32/24.58  															|
% 59.32/24.58  															| Simplifying 327 yields:
% 59.32/24.58  															| (48)  ~ (e4 = e2)
% 59.32/24.58  															|
% 59.32/24.58  															+-Applying beta-rule and splitting (781), into two cases.
% 59.32/24.58  															|-Branch one:
% 59.32/24.58  															| (789) (all_0_41_41 = e0 & all_0_58_58 = e3 &  ~ (all_0_44_44 = e3)) | (all_0_41_41 = e0 & all_0_58_58 = e3 &  ~ (all_0_55_55 = e0)) | (all_0_47_47 = e1 & all_0_52_52 = e2 &  ~ (all_0_48_48 = e2)) | (all_0_47_47 = e1 & all_0_52_52 = e2 &  ~ (all_0_51_51 = e1)) | (all_0_47_47 = e0 & all_0_58_58 = e2 &  ~ (all_0_49_49 = e2))
% 59.32/24.58  															|
% 59.32/24.58  																+-Applying beta-rule and splitting (789), into two cases.
% 59.32/24.58  																|-Branch one:
% 59.32/24.58  																| (790) (all_0_41_41 = e0 & all_0_58_58 = e3 &  ~ (all_0_44_44 = e3)) | (all_0_41_41 = e0 & all_0_58_58 = e3 &  ~ (all_0_55_55 = e0)) | (all_0_47_47 = e1 & all_0_52_52 = e2 &  ~ (all_0_48_48 = e2)) | (all_0_47_47 = e1 & all_0_52_52 = e2 &  ~ (all_0_51_51 = e1))
% 59.32/24.58  																|
% 59.32/24.58  																	+-Applying beta-rule and splitting (790), into two cases.
% 59.32/24.58  																	|-Branch one:
% 59.32/24.58  																	| (791) (all_0_41_41 = e0 & all_0_58_58 = e3 &  ~ (all_0_44_44 = e3)) | (all_0_41_41 = e0 & all_0_58_58 = e3 &  ~ (all_0_55_55 = e0)) | (all_0_47_47 = e1 & all_0_52_52 = e2 &  ~ (all_0_48_48 = e2))
% 59.32/24.58  																	|
% 59.32/24.58  																		+-Applying beta-rule and splitting (791), into two cases.
% 59.32/24.58  																		|-Branch one:
% 59.32/24.58  																		| (792) (all_0_41_41 = e0 & all_0_58_58 = e3 &  ~ (all_0_44_44 = e3)) | (all_0_41_41 = e0 & all_0_58_58 = e3 &  ~ (all_0_55_55 = e0))
% 59.32/24.58  																		|
% 59.32/24.58  																			+-Applying beta-rule and splitting (792), into two cases.
% 59.32/24.58  																			|-Branch one:
% 59.32/24.58  																			| (793) all_0_41_41 = e0 & all_0_58_58 = e3 &  ~ (all_0_44_44 = e3)
% 59.32/24.58  																			|
% 59.32/24.58  																				| Applying alpha-rule on (793) yields:
% 59.32/24.58  																				| (794) all_0_41_41 = e0
% 59.32/24.58  																				| (795) all_0_58_58 = e3
% 59.32/24.58  																				| (407)  ~ (all_0_44_44 = e3)
% 59.32/24.58  																				|
% 59.32/24.58  																				| Equations (795) can reduce 276 to:
% 59.32/24.58  																				| (266) $false
% 59.32/24.58  																				|
% 59.32/24.58  																				|-The branch is then unsatisfiable
% 59.32/24.58  																			|-Branch two:
% 59.32/24.58  																			| (800) all_0_41_41 = e0 & all_0_58_58 = e3 &  ~ (all_0_55_55 = e0)
% 59.32/24.58  																			|
% 59.32/24.58  																				| Applying alpha-rule on (800) yields:
% 59.32/24.58  																				| (794) all_0_41_41 = e0
% 59.32/24.58  																				| (795) all_0_58_58 = e3
% 59.32/24.58  																				| (803)  ~ (all_0_55_55 = e0)
% 59.32/24.58  																				|
% 59.32/24.58  																				| Equations (795) can reduce 276 to:
% 59.32/24.58  																				| (266) $false
% 59.32/24.58  																				|
% 59.32/24.58  																				|-The branch is then unsatisfiable
% 59.32/24.58  																		|-Branch two:
% 59.32/24.58  																		| (807) all_0_47_47 = e1 & all_0_52_52 = e2 &  ~ (all_0_48_48 = e2)
% 59.32/24.58  																		|
% 59.32/24.58  																			| Applying alpha-rule on (807) yields:
% 59.32/24.58  																			| (654) all_0_47_47 = e1
% 59.32/24.58  																			| (352) all_0_52_52 = e2
% 59.32/24.58  																			| (810)  ~ (all_0_48_48 = e2)
% 59.32/24.58  																			|
% 59.32/24.58  																			| Equations (654) can reduce 198 to:
% 59.32/24.58  																			| (1380)  ~ (all_0_42_42 = e1)
% 59.32/24.58  																			|
% 59.32/24.58  																			| Equations (654) can reduce 91 to:
% 59.32/24.58  																			| (465)  ~ (all_0_56_56 = e1)
% 59.32/24.58  																			|
% 59.32/24.58  																			| Simplifying 465 yields:
% 59.32/24.58  																			| (466)  ~ (all_0_56_56 = e1)
% 59.32/24.58  																			|
% 59.32/24.58  																			+-Applying beta-rule and splitting (78), into two cases.
% 59.32/24.58  																			|-Branch one:
% 59.32/24.58  																			| (423) all_0_45_45 = e3
% 59.32/24.58  																			|
% 59.32/24.58  																				| Combining equations (423,248) yields a new equation:
% 59.32/24.58  																				| (425) e4 = e3
% 59.32/24.58  																				|
% 59.32/24.58  																				| Equations (425) can reduce 188 to:
% 59.32/24.58  																				| (266) $false
% 59.32/24.58  																				|
% 59.32/24.58  																				|-The branch is then unsatisfiable
% 59.32/24.58  																			|-Branch two:
% 59.32/24.58  																			| (427)  ~ (all_0_45_45 = e3)
% 59.32/24.58  																			| (428) all_0_46_46 = e3 | all_0_47_47 = e3 | all_0_49_49 = e3
% 59.32/24.58  																			|
% 59.32/24.58  																				+-Applying beta-rule and splitting (428), into two cases.
% 59.32/24.58  																				|-Branch one:
% 59.32/24.58  																				| (1557) all_0_46_46 = e3
% 59.32/24.58  																				|
% 59.32/24.58  																					| Equations (1557) can reduce 30 to:
% 59.32/24.58  																					| (23024)  ~ (all_0_48_48 = e3)
% 59.32/24.58  																					|
% 59.32/24.58  																					| Simplifying 23024 yields:
% 59.32/24.58  																					| (215)  ~ (all_0_48_48 = e3)
% 59.32/24.58  																					|
% 59.32/24.58  																					| Equations (1557) can reduce 35 to:
% 59.32/24.58  																					| (410)  ~ (all_0_50_50 = e3)
% 59.32/24.58  																					|
% 59.32/24.58  																					| Simplifying 410 yields:
% 59.32/24.58  																					| (411)  ~ (all_0_50_50 = e3)
% 59.32/24.58  																					|
% 59.32/24.58  																					| From (1557) and (120) follows:
% 59.32/24.58  																					| (697) op(e2, e3) = e3
% 59.32/24.58  																					|
% 59.32/24.58  																					+-Applying beta-rule and splitting (241), into two cases.
% 59.32/24.58  																					|-Branch one:
% 59.32/24.58  																					| (378) all_0_50_50 = e2
% 59.32/24.58  																					|
% 59.32/24.58  																						| Equations (378) can reduce 302 to:
% 59.32/24.58  																						| (266) $false
% 59.32/24.58  																						|
% 59.32/24.58  																						|-The branch is then unsatisfiable
% 59.32/24.58  																					|-Branch two:
% 59.32/24.58  																					| (302)  ~ (all_0_50_50 = e2)
% 59.32/24.58  																					| (422) all_0_50_50 = e4 | all_0_50_50 = e3 | all_0_50_50 = e1
% 59.32/24.58  																					|
% 59.32/24.58  																						+-Applying beta-rule and splitting (184), into two cases.
% 59.32/24.58  																						|-Branch one:
% 59.32/24.58  																						| (538) all_0_46_46 = e0
% 59.32/24.58  																						|
% 59.32/24.58  																							| Combining equations (1557,538) yields a new equation:
% 59.32/24.58  																							| (675) e3 = e0
% 59.32/24.58  																							|
% 59.32/24.59  																							| Simplifying 675 yields:
% 59.32/24.59  																							| (676) e3 = e0
% 59.32/24.59  																							|
% 59.32/24.59  																							| Equations (676) can reduce 80 to:
% 59.32/24.59  																							| (266) $false
% 59.32/24.59  																							|
% 59.32/24.59  																							|-The branch is then unsatisfiable
% 59.32/24.59  																						|-Branch two:
% 59.32/24.59  																						| (831)  ~ (all_0_46_46 = e0)
% 59.32/24.59  																						| (832) all_0_47_47 = e0 | all_0_48_48 = e0 | all_0_49_49 = e0
% 59.32/24.59  																						|
% 59.32/24.59  																							+-Applying beta-rule and splitting (832), into two cases.
% 59.32/24.59  																							|-Branch one:
% 59.32/24.59  																							| (674) all_0_47_47 = e0
% 59.32/24.59  																							|
% 59.32/24.59  																								| Combining equations (654,674) yields a new equation:
% 59.32/24.59  																								| (546) e1 = e0
% 59.32/24.59  																								|
% 59.32/24.59  																								| Simplifying 546 yields:
% 59.32/24.59  																								| (431) e1 = e0
% 59.32/24.59  																								|
% 59.32/24.59  																								| Equations (431) can reduce 233 to:
% 59.32/24.59  																								| (266) $false
% 59.32/24.59  																								|
% 59.32/24.59  																								|-The branch is then unsatisfiable
% 59.32/24.59  																							|-Branch two:
% 59.32/24.59  																							| (678)  ~ (all_0_47_47 = e0)
% 59.32/24.59  																							| (1278) all_0_48_48 = e0 | all_0_49_49 = e0
% 59.32/24.59  																							|
% 59.32/24.59  																								+-Applying beta-rule and splitting (1278), into two cases.
% 59.32/24.59  																								|-Branch one:
% 59.32/24.59  																								| (1279) all_0_48_48 = e0
% 59.32/24.59  																								|
% 59.32/24.59  																									| Equations (1279) can reduce 239 to:
% 59.32/24.59  																									| (363)  ~ (all_0_57_57 = e0)
% 59.32/24.59  																									|
% 59.32/24.59  																									| Simplifying 363 yields:
% 59.32/24.59  																									| (364)  ~ (all_0_57_57 = e0)
% 59.32/24.59  																									|
% 59.32/24.59  																									| Equations (1279) can reduce 254 to:
% 59.32/24.59  																									| (401)  ~ (e4 = e0)
% 59.32/24.59  																									|
% 59.32/24.59  																									| Simplifying 401 yields:
% 59.32/24.59  																									| (49)  ~ (e4 = e0)
% 59.32/24.59  																									|
% 59.32/24.59  																									| Equations (1279) can reduce 215 to:
% 59.32/24.59  																									| (541)  ~ (e3 = e0)
% 59.32/24.59  																									|
% 59.32/24.59  																									| Simplifying 541 yields:
% 59.32/24.59  																									| (80)  ~ (e3 = e0)
% 59.32/24.59  																									|
% 59.32/24.59  																									| Equations (1279) can reduce 810 to:
% 59.32/24.59  																									| (365)  ~ (e2 = e0)
% 59.32/24.59  																									|
% 59.32/24.59  																									| Simplifying 365 yields:
% 59.32/24.59  																									| (128)  ~ (e2 = e0)
% 59.32/24.59  																									|
% 59.32/24.59  																									| From (1279) and (192) follows:
% 59.32/24.59  																									| (14938) op(e2, e1) = e0
% 59.32/24.59  																									|
% 59.32/24.59  																									+-Applying beta-rule and splitting (243), into two cases.
% 59.32/24.59  																									|-Branch one:
% 59.32/24.59  																									| (329) all_0_38_38 = e0
% 59.32/24.59  																									|
% 59.32/24.59  																										| Combining equations (329,321) yields a new equation:
% 59.32/24.59  																										| (397) e4 = e0
% 59.32/24.59  																										|
% 59.32/24.59  																										| Equations (397) can reduce 49 to:
% 59.32/24.59  																										| (266) $false
% 59.32/24.59  																										|
% 59.32/24.59  																										|-The branch is then unsatisfiable
% 59.32/24.59  																									|-Branch two:
% 59.32/24.59  																									| (332)  ~ (all_0_38_38 = e0)
% 59.32/24.59  																									| (395) all_0_41_41 = e0 | all_0_46_46 = e0 | all_0_55_55 = e0
% 59.32/24.59  																									|
% 59.32/24.59  																										+-Applying beta-rule and splitting (395), into two cases.
% 59.32/24.59  																										|-Branch one:
% 59.32/24.59  																										| (794) all_0_41_41 = e0
% 59.32/24.59  																										|
% 59.32/24.59  																											| Equations (794) can reduce 31 to:
% 59.32/24.59  																											| (33173)  ~ (all_0_43_43 = e0)
% 59.32/24.59  																											|
% 59.32/24.59  																											| Simplifying 33173 yields:
% 59.32/24.59  																											| (5470)  ~ (all_0_43_43 = e0)
% 59.32/24.59  																											|
% 59.32/24.59  																											| Equations (794) can reduce 149 to:
% 59.32/24.59  																											| (359)  ~ (all_0_44_44 = e0)
% 59.32/24.59  																											|
% 59.32/24.59  																											| Simplifying 359 yields:
% 59.32/24.59  																											| (360)  ~ (all_0_44_44 = e0)
% 59.32/24.59  																											|
% 59.32/24.59  																											| Equations (794) can reduce 440 to:
% 59.32/24.59  																											| (401)  ~ (e4 = e0)
% 59.32/24.59  																											|
% 59.32/24.59  																											| Simplifying 401 yields:
% 59.32/24.59  																											| (49)  ~ (e4 = e0)
% 59.32/24.59  																											|
% 59.32/24.59  																											| Equations (794) can reduce 85 to:
% 59.32/24.59  																											| (365)  ~ (e2 = e0)
% 59.32/24.59  																											|
% 59.32/24.59  																											| Simplifying 365 yields:
% 59.32/24.59  																											| (128)  ~ (e2 = e0)
% 59.32/24.59  																											|
% 59.32/24.59  																											| From (794) and (219) follows:
% 59.32/24.59  																											| (5573) op(e3, e3) = e0
% 59.32/24.59  																											|
% 59.32/24.59  																											+-Applying beta-rule and splitting (104), into two cases.
% 59.32/24.59  																											|-Branch one:
% 59.32/24.59  																											| (480) all_0_39_39 = e0
% 59.32/24.59  																											|
% 59.32/24.59  																												| Combining equations (480,317) yields a new equation:
% 59.32/24.59  																												| (330) e2 = e0
% 59.32/24.59  																												|
% 59.32/24.59  																												| Equations (330) can reduce 128 to:
% 59.32/24.59  																												| (266) $false
% 59.32/24.59  																												|
% 59.32/24.59  																												|-The branch is then unsatisfiable
% 59.32/24.59  																											|-Branch two:
% 59.32/24.59  																											| (484)  ~ (all_0_39_39 = e0)
% 59.32/24.59  																											| (558) all_0_42_42 = e0 | all_0_47_47 = e0 | all_0_56_56 = e0
% 59.32/24.59  																											|
% 59.32/24.59  																												| Equations (317) can reduce 484 to:
% 59.32/24.59  																												| (128)  ~ (e2 = e0)
% 59.32/24.59  																												|
% 59.32/24.59  																												+-Applying beta-rule and splitting (125), into two cases.
% 59.32/24.59  																												|-Branch one:
% 59.32/24.59  																												| (858) all_0_55_55 = e0
% 59.32/24.59  																												|
% 59.32/24.59  																													| Combining equations (386,858) yields a new equation:
% 59.32/24.59  																													| (391) e2 = e0
% 59.32/24.59  																													|
% 59.32/24.59  																													| Simplifying 391 yields:
% 59.32/24.59  																													| (330) e2 = e0
% 59.32/24.59  																													|
% 59.32/24.59  																													| Equations (330) can reduce 128 to:
% 59.32/24.59  																													| (266) $false
% 59.32/24.59  																													|
% 59.32/24.59  																													|-The branch is then unsatisfiable
% 59.32/24.59  																												|-Branch two:
% 59.32/24.59  																												| (803)  ~ (all_0_55_55 = e0)
% 59.32/24.59  																												| (863) all_0_56_56 = e0 | all_0_57_57 = e0 | all_0_58_58 = e0
% 59.32/24.59  																												|
% 59.32/24.59  																													+-Applying beta-rule and splitting (422), into two cases.
% 59.32/24.59  																													|-Branch one:
% 59.32/24.59  																													| (775) all_0_50_50 = e4
% 59.32/24.59  																													|
% 59.32/24.59  																														| Equations (775) can reduce 566 to:
% 59.32/24.59  																														| (266) $false
% 59.32/24.59  																														|
% 59.32/24.59  																														|-The branch is then unsatisfiable
% 59.32/24.59  																													|-Branch two:
% 59.32/24.59  																													| (566)  ~ (all_0_50_50 = e4)
% 59.32/24.59  																													| (1444) all_0_50_50 = e3 | all_0_50_50 = e1
% 59.32/24.59  																													|
% 59.32/24.59  																														+-Applying beta-rule and splitting (1444), into two cases.
% 59.32/24.59  																														|-Branch one:
% 59.32/24.59  																														| (601) all_0_50_50 = e1
% 59.32/24.59  																														|
% 59.32/24.59  																															| Equations (601) can reduce 59 to:
% 59.32/24.59  																															| (463)  ~ (all_0_51_51 = e1)
% 59.32/24.59  																															|
% 59.32/24.59  																															| Simplifying 463 yields:
% 59.32/24.59  																															| (464)  ~ (all_0_51_51 = e1)
% 59.32/24.59  																															|
% 59.32/24.59  																															| Equations (601) can reduce 190 to:
% 59.32/24.59  																															| (1458)  ~ (all_0_53_53 = e1)
% 59.32/24.59  																															|
% 59.32/24.59  																															| Simplifying 1458 yields:
% 59.32/24.59  																															| (1459)  ~ (all_0_53_53 = e1)
% 59.32/24.59  																															|
% 59.32/24.59  																															| Equations (601) can reduce 566 to:
% 59.32/24.59  																															| (602)  ~ (e4 = e1)
% 59.32/24.59  																															|
% 59.32/24.59  																															| Simplifying 602 yields:
% 59.32/24.59  																															| (110)  ~ (e4 = e1)
% 59.32/24.59  																															|
% 59.32/24.59  																															| Equations (601) can reduce 302 to:
% 59.32/24.59  																															| (604)  ~ (e2 = e1)
% 59.32/24.59  																															|
% 59.32/24.59  																															| Simplifying 604 yields:
% 59.32/24.59  																															| (122)  ~ (e2 = e1)
% 59.32/24.59  																															|
% 59.32/24.59  																															| From (601) and (242) follows:
% 59.32/24.59  																															| (2235) op(e1, e3) = e1
% 59.32/24.59  																															|
% 59.32/24.59  																															+-Applying beta-rule and splitting (863), into two cases.
% 59.32/24.59  																															|-Branch one:
% 59.32/24.59  																															| (679) all_0_56_56 = e0
% 59.32/24.59  																															|
% 59.32/24.59  																																| Equations (679) can reduce 236 to:
% 59.32/24.59  																																| (358)  ~ (all_0_42_42 = e0)
% 59.32/24.59  																																|
% 59.32/24.59  																																| Equations (679) can reduce 16 to:
% 59.32/24.59  																																| (115)  ~ (all_0_51_51 = e0)
% 59.32/24.59  																																|
% 59.32/24.59  																																| Equations (679) can reduce 140 to:
% 59.32/24.59  																																| (363)  ~ (all_0_57_57 = e0)
% 59.32/24.59  																																|
% 59.32/24.59  																																| Simplifying 363 yields:
% 59.32/24.59  																																| (364)  ~ (all_0_57_57 = e0)
% 59.32/24.59  																																|
% 59.32/24.59  																																| Equations (679) can reduce 44 to:
% 59.32/24.59  																																| (490)  ~ (all_0_58_58 = e0)
% 59.32/24.59  																																|
% 59.32/24.59  																																| Simplifying 490 yields:
% 59.32/24.59  																																| (491)  ~ (all_0_58_58 = e0)
% 59.32/24.59  																																|
% 59.32/24.59  																																| Equations (679) can reduce 272 to:
% 59.32/24.59  																																| (541)  ~ (e3 = e0)
% 59.32/24.59  																																|
% 59.32/24.59  																																| Simplifying 541 yields:
% 59.32/24.59  																																| (80)  ~ (e3 = e0)
% 59.32/24.59  																																|
% 59.32/24.59  																																| Equations (679) can reduce 511 to:
% 59.32/24.59  																																| (365)  ~ (e2 = e0)
% 59.32/24.59  																																|
% 59.32/24.59  																																| Simplifying 365 yields:
% 59.32/24.59  																																| (128)  ~ (e2 = e0)
% 59.32/24.59  																																|
% 59.32/24.59  																																| Equations (679) can reduce 466 to:
% 59.32/24.59  																																| (435)  ~ (e1 = e0)
% 59.32/24.59  																																|
% 59.32/24.59  																																| Simplifying 435 yields:
% 59.32/24.59  																																| (233)  ~ (e1 = e0)
% 59.32/24.59  																																|
% 59.32/24.59  																																| From (679) and (111) follows:
% 59.32/24.59  																																| (1613) op(e0, e2) = e0
% 59.32/24.59  																																|
% 59.32/24.59  																																+-Applying beta-rule and splitting (195), into two cases.
% 59.32/24.59  																																|-Branch one:
% 59.32/24.59  																																| (396) all_0_43_43 = e4
% 59.32/24.59  																																|
% 59.32/24.59  																																	| Equations (396) can reduce 240 to:
% 59.32/24.59  																																	| (1890)  ~ (all_0_42_42 = e4)
% 59.32/24.59  																																	|
% 59.32/24.59  																																	| From (396) and (37) follows:
% 59.32/24.59  																																	| (5492) op(e3, e1) = e4
% 59.32/24.59  																																	|
% 59.32/24.59  																																	+-Applying beta-rule and splitting (130), into two cases.
% 59.32/24.59  																																	|-Branch one:
% 59.32/24.59  																																	| (430) all_0_43_43 = e1
% 59.32/24.59  																																	|
% 59.32/24.59  																																		| Combining equations (430,396) yields a new equation:
% 59.32/24.59  																																		| (630) e4 = e1
% 59.32/24.59  																																		|
% 59.32/24.59  																																		| Equations (630) can reduce 110 to:
% 59.32/24.59  																																		| (266) $false
% 59.32/24.59  																																		|
% 59.32/24.59  																																		|-The branch is then unsatisfiable
% 59.32/24.59  																																	|-Branch two:
% 59.32/24.59  																																	| (433)  ~ (all_0_43_43 = e1)
% 59.32/24.59  																																	| (434) all_0_48_48 = e1 | all_0_52_52 = e1 | all_0_57_57 = e1
% 59.32/24.59  																																	|
% 59.32/24.59  																																		+-Applying beta-rule and splitting (152), into two cases.
% 59.32/24.59  																																		|-Branch one:
% 59.32/24.59  																																		| (1392) all_0_42_42 = e4
% 59.32/24.59  																																		|
% 59.32/24.59  																																			| Equations (1392) can reduce 1890 to:
% 59.32/24.59  																																			| (266) $false
% 59.32/24.59  																																			|
% 59.32/24.59  																																			|-The branch is then unsatisfiable
% 59.32/24.59  																																		|-Branch two:
% 59.32/24.59  																																		| (1890)  ~ (all_0_42_42 = e4)
% 59.32/24.59  																																		| (1969) all_0_42_42 = e3 | all_0_42_42 = e1 | all_0_42_42 = e0
% 59.32/24.59  																																		|
% 59.32/24.59  																																			+-Applying beta-rule and splitting (12), into two cases.
% 59.32/24.59  																																			|-Branch one:
% 59.32/24.59  																																			| (442) all_0_57_57 = e2
% 59.32/24.59  																																			|
% 59.32/24.59  																																				| Equations (442) can reduce 344 to:
% 59.32/24.59  																																				| (266) $false
% 59.32/24.59  																																				|
% 59.32/24.59  																																				|-The branch is then unsatisfiable
% 59.32/24.59  																																			|-Branch two:
% 59.32/24.59  																																			| (344)  ~ (all_0_57_57 = e2)
% 59.32/24.59  																																			| (445) all_0_57_57 = e4 | all_0_57_57 = e1 | all_0_57_57 = e0
% 59.32/24.59  																																			|
% 59.32/24.59  																																				+-Applying beta-rule and splitting (434), into two cases.
% 59.32/24.59  																																				|-Branch one:
% 59.32/24.59  																																				| (615) all_0_48_48 = e1
% 59.32/24.59  																																				|
% 59.32/24.59  																																					| Combining equations (1279,615) yields a new equation:
% 59.32/24.59  																																					| (431) e1 = e0
% 59.32/24.59  																																					|
% 59.32/24.59  																																					| Equations (431) can reduce 233 to:
% 59.32/24.59  																																					| (266) $false
% 59.32/24.59  																																					|
% 59.32/24.59  																																					|-The branch is then unsatisfiable
% 59.32/24.59  																																				|-Branch two:
% 59.32/24.59  																																				| (619)  ~ (all_0_48_48 = e1)
% 59.32/24.59  																																				| (620) all_0_52_52 = e1 | all_0_57_57 = e1
% 59.32/24.59  																																				|
% 59.32/24.59  																																					+-Applying beta-rule and splitting (620), into two cases.
% 59.32/24.59  																																					|-Branch one:
% 59.32/24.59  																																					| (642) all_0_52_52 = e1
% 59.32/24.59  																																					|
% 59.32/24.59  																																						| Combining equations (352,642) yields a new equation:
% 59.32/24.59  																																						| (616) e2 = e1
% 59.32/24.59  																																						|
% 59.32/24.59  																																						| Simplifying 616 yields:
% 59.32/24.59  																																						| (617) e2 = e1
% 59.32/24.59  																																						|
% 59.32/24.59  																																						| Equations (617) can reduce 122 to:
% 59.32/24.59  																																						| (266) $false
% 59.32/24.59  																																						|
% 59.32/24.59  																																						|-The branch is then unsatisfiable
% 59.32/24.59  																																					|-Branch two:
% 59.32/24.59  																																					| (646)  ~ (all_0_52_52 = e1)
% 59.32/24.59  																																					| (647) all_0_57_57 = e1
% 59.32/24.59  																																					|
% 59.32/24.59  																																						| Equations (647) can reduce 148 to:
% 59.32/24.59  																																						| (879)  ~ (all_0_58_58 = e1)
% 59.32/24.59  																																						|
% 59.32/24.59  																																						| Simplifying 879 yields:
% 59.32/24.59  																																						| (880)  ~ (all_0_58_58 = e1)
% 59.32/24.59  																																						|
% 59.32/24.59  																																						| Equations (647) can reduce 344 to:
% 59.32/24.59  																																						| (604)  ~ (e2 = e1)
% 59.32/24.59  																																						|
% 59.32/24.59  																																						| Simplifying 604 yields:
% 59.32/24.59  																																						| (122)  ~ (e2 = e1)
% 59.32/24.59  																																						|
% 59.32/24.59  																																						+-Applying beta-rule and splitting (1969), into two cases.
% 59.32/24.59  																																						|-Branch one:
% 59.32/24.59  																																						| (559) all_0_42_42 = e0
% 59.32/24.59  																																						|
% 59.32/24.59  																																							| Equations (559) can reduce 358 to:
% 59.32/24.59  																																							| (266) $false
% 59.32/24.59  																																							|
% 59.32/24.59  																																							|-The branch is then unsatisfiable
% 59.32/24.59  																																						|-Branch two:
% 59.32/24.59  																																						| (358)  ~ (all_0_42_42 = e0)
% 59.32/24.59  																																						| (2510) all_0_42_42 = e3 | all_0_42_42 = e1
% 59.32/24.59  																																						|
% 59.32/24.59  																																							+-Applying beta-rule and splitting (2510), into two cases.
% 59.32/24.59  																																							|-Branch one:
% 59.32/24.59  																																							| (459) all_0_42_42 = e1
% 59.32/24.59  																																							|
% 59.32/24.59  																																								| Equations (459) can reduce 1380 to:
% 59.32/24.59  																																								| (266) $false
% 59.32/24.59  																																								|
% 59.32/24.59  																																								|-The branch is then unsatisfiable
% 59.32/24.59  																																							|-Branch two:
% 59.32/24.59  																																							| (1380)  ~ (all_0_42_42 = e1)
% 59.32/24.59  																																							| (516) all_0_42_42 = e3
% 59.32/24.59  																																							|
% 59.32/24.59  																																								| Equations (516) can reduce 61 to:
% 59.32/24.59  																																								| (1925)  ~ (all_0_51_51 = e3)
% 59.32/24.59  																																								|
% 59.32/24.59  																																								| Simplifying 1925 yields:
% 59.32/24.59  																																								| (664)  ~ (all_0_51_51 = e3)
% 59.32/24.59  																																								|
% 59.32/24.59  																																								| Equations (516) can reduce 1380 to:
% 59.32/24.59  																																								| (213)  ~ (e3 = e1)
% 59.32/24.59  																																								|
% 59.32/24.59  																																								+-Applying beta-rule and splitting (168), into two cases.
% 59.32/24.59  																																								|-Branch one:
% 59.32/24.59  																																								| (415) all_0_50_50 = e3
% 59.32/24.59  																																								|
% 59.32/24.59  																																									| Combining equations (415,601) yields a new equation:
% 59.32/24.59  																																									| (454) e3 = e1
% 59.32/24.59  																																									|
% 59.32/24.59  																																									| Simplifying 454 yields:
% 59.32/24.59  																																									| (455) e3 = e1
% 59.32/24.59  																																									|
% 59.32/24.59  																																									| Equations (455) can reduce 213 to:
% 59.32/24.59  																																									| (266) $false
% 59.32/24.59  																																									|
% 59.32/24.59  																																									|-The branch is then unsatisfiable
% 59.32/24.59  																																								|-Branch two:
% 59.32/24.59  																																								| (411)  ~ (all_0_50_50 = e3)
% 59.32/24.59  																																								| (418) all_0_51_51 = e3 | all_0_53_53 = e3
% 59.32/24.59  																																								|
% 59.32/24.59  																																									+-Applying beta-rule and splitting (7), into two cases.
% 59.32/24.59  																																									|-Branch one:
% 59.32/24.59  																																									| (504) all_0_51_51 = e2
% 59.32/24.59  																																									|
% 59.32/24.59  																																										| Equations (504) can reduce 1099 to:
% 59.32/24.59  																																										| (266) $false
% 59.32/24.59  																																										|
% 59.32/24.59  																																										|-The branch is then unsatisfiable
% 59.32/24.59  																																									|-Branch two:
% 59.32/24.59  																																									| (1099)  ~ (all_0_51_51 = e2)
% 59.32/24.59  																																									| (1100) all_0_51_51 = e4 | all_0_51_51 = e3 | all_0_51_51 = e1
% 59.32/24.59  																																									|
% 59.32/24.59  																																										+-Applying beta-rule and splitting (112), into two cases.
% 59.32/24.59  																																										|-Branch one:
% 59.32/24.59  																																										| (635) all_0_44_44 = e1
% 59.32/24.59  																																										|
% 59.32/24.59  																																											| Equations (635) can reduce 360 to:
% 59.32/24.59  																																											| (233)  ~ (e1 = e0)
% 59.32/24.59  																																											|
% 59.32/24.59  																																											+-Applying beta-rule and splitting (108), into two cases.
% 59.32/24.59  																																											|-Branch one:
% 59.32/24.59  																																											| (624) all_0_58_58 = e2
% 59.32/24.59  																																											|
% 59.43/24.59  																																												| Equations (624) can reduce 908 to:
% 59.43/24.59  																																												| (266) $false
% 59.43/24.59  																																												|
% 59.43/24.59  																																												|-The branch is then unsatisfiable
% 59.43/24.59  																																											|-Branch two:
% 59.43/24.59  																																											| (908)  ~ (all_0_58_58 = e2)
% 59.43/24.59  																																											| (909) all_0_58_58 = e4 | all_0_58_58 = e3 | all_0_58_58 = e1 | all_0_58_58 = e0
% 59.43/24.59  																																											|
% 59.43/24.59  																																												+-Applying beta-rule and splitting (1100), into two cases.
% 59.43/24.59  																																												|-Branch one:
% 59.43/24.59  																																												| (1101) all_0_51_51 = e4
% 59.43/24.59  																																												|
% 59.43/24.59  																																													| Equations (1101) can reduce 6 to:
% 59.43/24.59  																																													| (1452)  ~ (all_0_53_53 = e4)
% 59.43/24.59  																																													|
% 59.43/24.59  																																													| Simplifying 1452 yields:
% 59.43/24.59  																																													| (1453)  ~ (all_0_53_53 = e4)
% 59.43/24.59  																																													|
% 59.43/24.59  																																													| Equations (1101) can reduce 664 to:
% 59.43/24.59  																																													| (188)  ~ (e4 = e3)
% 59.43/24.59  																																													|
% 59.43/24.59  																																													| Equations (1101) can reduce 1099 to:
% 59.43/24.59  																																													| (48)  ~ (e4 = e2)
% 59.43/24.59  																																													|
% 59.43/24.59  																																													| Equations (1101) can reduce 464 to:
% 59.43/24.59  																																													| (110)  ~ (e4 = e1)
% 59.43/24.59  																																													|
% 59.43/24.59  																																													| Equations (1101) can reduce 115 to:
% 59.43/24.59  																																													| (49)  ~ (e4 = e0)
% 59.43/24.59  																																													|
% 59.43/24.59  																																													| From (1101) and (186) follows:
% 59.43/24.59  																																													| (13720) op(e1, e2) = e4
% 59.43/24.59  																																													|
% 59.43/24.59  																																													+-Applying beta-rule and splitting (150), into two cases.
% 59.43/24.59  																																													|-Branch one:
% 59.43/24.59  																																													| (1378) all_0_40_40 = e4
% 59.43/24.59  																																													|
% 59.43/24.59  																																														| Combining equations (1378,485) yields a new equation:
% 59.43/24.59  																																														| (481) e4 = e0
% 59.43/24.59  																																														|
% 59.43/24.59  																																														| Simplifying 481 yields:
% 59.43/24.59  																																														| (397) e4 = e0
% 59.43/24.59  																																														|
% 59.43/24.59  																																														| Equations (397) can reduce 49 to:
% 59.43/24.59  																																														| (266) $false
% 59.43/24.59  																																														|
% 59.43/24.59  																																														|-The branch is then unsatisfiable
% 59.43/24.59  																																													|-Branch two:
% 59.43/24.59  																																													| (447)  ~ (all_0_40_40 = e4)
% 59.43/24.59  																																													| (2271) all_0_44_44 = e4 | all_0_49_49 = e4 | all_0_53_53 = e4 | all_0_58_58 = e4
% 59.43/24.59  																																													|
% 59.43/24.59  																																														| Equations (485) can reduce 447 to:
% 59.43/24.59  																																														| (401)  ~ (e4 = e0)
% 59.43/24.59  																																														|
% 59.43/24.59  																																														| Simplifying 401 yields:
% 59.43/24.59  																																														| (49)  ~ (e4 = e0)
% 59.43/24.59  																																														|
% 59.43/24.59  																																														+-Applying beta-rule and splitting (418), into two cases.
% 59.43/24.59  																																														|-Branch one:
% 59.43/24.59  																																														| (660) all_0_51_51 = e3
% 59.43/24.59  																																														|
% 59.43/24.59  																																															| Combining equations (660,1101) yields a new equation:
% 59.43/24.59  																																															| (425) e4 = e3
% 59.43/24.59  																																															|
% 59.43/24.59  																																															| Equations (425) can reduce 188 to:
% 59.43/24.59  																																															| (266) $false
% 59.43/24.59  																																															|
% 59.43/24.59  																																															|-The branch is then unsatisfiable
% 59.43/24.59  																																														|-Branch two:
% 59.43/24.59  																																														| (664)  ~ (all_0_51_51 = e3)
% 59.43/24.59  																																														| (665) all_0_53_53 = e3
% 59.43/24.59  																																														|
% 59.43/24.59  																																															| Equations (665) can reduce 1453 to:
% 59.43/24.60  																																															| (277)  ~ (e4 = e3)
% 59.43/24.60  																																															|
% 59.43/24.60  																																															| Simplifying 277 yields:
% 59.43/24.60  																																															| (188)  ~ (e4 = e3)
% 59.43/24.60  																																															|
% 59.43/24.60  																																															| From (665) and (84) follows:
% 59.43/24.60  																																															| (3786) op(e1, e0) = e3
% 59.43/24.60  																																															|
% 59.43/24.60  																																															+-Applying beta-rule and splitting (171), into two cases.
% 59.43/24.60  																																															|-Branch one:
% 59.43/24.60  																																															| (265) all_0_54_54 = e4
% 59.43/24.60  																																															|
% 59.43/24.60  																																																| Combining equations (268,265) yields a new equation:
% 59.43/24.60  																																																| (425) e4 = e3
% 59.43/24.60  																																																|
% 59.43/24.60  																																																| Equations (425) can reduce 188 to:
% 59.43/24.60  																																																| (266) $false
% 59.43/24.60  																																																|
% 59.43/24.60  																																																|-The branch is then unsatisfiable
% 59.43/24.60  																																															|-Branch two:
% 59.43/24.60  																																															| (258)  ~ (all_0_54_54 = e4)
% 59.43/24.60  																																															| (575) all_0_55_55 = e4 | all_0_56_56 = e4 | all_0_57_57 = e4 | all_0_58_58 = e4
% 59.43/24.60  																																															|
% 59.43/24.60  																																																+-Applying beta-rule and splitting (909), into two cases.
% 59.43/24.60  																																																|-Branch one:
% 59.43/24.60  																																																| (910) all_0_58_58 = e4
% 59.43/24.60  																																																|
% 59.43/24.60  																																																	| From (910) and (245) follows:
% 59.43/24.60  																																																	| (2661) op(e0, e0) = e4
% 59.43/24.60  																																																	|
% 59.43/24.60  																																																	+-Applying beta-rule and splitting (56), into two cases.
% 59.43/24.60  																																																	|-Branch one:
% 59.43/24.60  																																																	| (696) unit = e2
% 59.43/24.60  																																																	|
% 59.43/24.60  																																																		| From (696) and (209) follows:
% 59.43/24.60  																																																		| (7585) op(e2, e0) = e0
% 59.43/24.60  																																																		|
% 59.43/24.60  																																																		| From (696) and (227) follows:
% 59.43/24.60  																																																		| (4284) op(e4, e2) = e4
% 59.43/24.60  																																																		|
% 59.43/24.60  																																																		| From (696) and (28) follows:
% 59.43/24.60  																																																		| (699) op(e1, e2) = e1
% 59.43/24.60  																																																		|
% 59.43/24.60  																																																		| Instantiating formula (29) with e4, e2, e4, e2 and discharging atoms op(e4, e2) = e4, op(e4, e2) = e2, yields:
% 59.43/24.60  																																																		| (323) e4 = e2
% 59.43/24.60  																																																		|
% 59.43/24.60  																																																		| Instantiating formula (29) with e2, e0, e0, e2 and discharging atoms op(e2, e0) = e2, op(e2, e0) = e0, yields:
% 59.43/24.60  																																																		| (330) e2 = e0
% 59.43/24.60  																																																		|
% 59.43/24.60  																																																		| Instantiating formula (29) with e1, e2, e1, e4 and discharging atoms op(e1, e2) = e4, op(e1, e2) = e1, yields:
% 59.43/24.60  																																																		| (630) e4 = e1
% 59.43/24.60  																																																		|
% 59.43/24.60  																																																		| Combining equations (323,630) yields a new equation:
% 59.43/24.60  																																																		| (616) e2 = e1
% 59.43/24.60  																																																		|
% 59.43/24.60  																																																		| Simplifying 616 yields:
% 59.43/24.60  																																																		| (617) e2 = e1
% 59.43/24.60  																																																		|
% 59.43/24.60  																																																		| Combining equations (330,617) yields a new equation:
% 59.43/24.60  																																																		| (431) e1 = e0
% 59.43/24.60  																																																		|
% 59.43/24.60  																																																		| Equations (431) can reduce 233 to:
% 59.43/24.60  																																																		| (266) $false
% 59.43/24.60  																																																		|
% 59.43/24.60  																																																		|-The branch is then unsatisfiable
% 59.43/24.60  																																																	|-Branch two:
% 59.43/24.60  																																																	| (707)  ~ (unit = e2)
% 59.43/24.60  																																																	| (708) unit = e4 | unit = e3 | unit = e1 | unit = e0
% 59.43/24.60  																																																	|
% 59.43/24.60  																																																		+-Applying beta-rule and splitting (708), into two cases.
% 59.43/24.60  																																																		|-Branch one:
% 59.43/24.60  																																																		| (709) unit = e4
% 59.43/24.60  																																																		|
% 59.43/24.60  																																																			| From (709) and (24) follows:
% 59.43/24.60  																																																			| (33325) op(e4, e3) = e3
% 59.43/24.60  																																																			|
% 59.43/24.60  																																																			| From (709) and (227) follows:
% 59.43/24.60  																																																			| (710) op(e4, e4) = e4
% 59.43/24.60  																																																			|
% 59.43/24.60  																																																			| From (709) and (42) follows:
% 59.43/24.60  																																																			| (713) op(e0, e4) = e0
% 59.43/24.60  																																																			|
% 59.43/24.60  																																																			| Instantiating formula (29) with e4, e4, e4, e1 and discharging atoms op(e4, e4) = e4, op(e4, e4) = e1, yields:
% 59.43/24.60  																																																			| (630) e4 = e1
% 59.43/24.60  																																																			|
% 59.43/24.60  																																																			| Instantiating formula (29) with e4, e3, e3, e4 and discharging atoms op(e4, e3) = e4, op(e4, e3) = e3, yields:
% 59.43/24.60  																																																			| (425) e4 = e3
% 59.43/24.60  																																																			|
% 59.43/24.60  																																																			| Instantiating formula (29) with e0, e4, e0, e3 and discharging atoms op(e0, e4) = e3, op(e0, e4) = e0, yields:
% 59.43/24.60  																																																			| (676) e3 = e0
% 59.43/24.60  																																																			|
% 59.43/24.60  																																																			| Combining equations (630,425) yields a new equation:
% 59.43/24.60  																																																			| (455) e3 = e1
% 59.43/24.60  																																																			|
% 59.43/24.60  																																																			| Combining equations (455,676) yields a new equation:
% 59.43/24.60  																																																			| (546) e1 = e0
% 59.43/24.60  																																																			|
% 59.43/24.60  																																																			| Simplifying 546 yields:
% 59.43/24.60  																																																			| (431) e1 = e0
% 59.43/24.60  																																																			|
% 59.43/24.60  																																																			| Equations (431) can reduce 233 to:
% 59.43/24.60  																																																			| (266) $false
% 59.43/24.60  																																																			|
% 59.43/24.60  																																																			|-The branch is then unsatisfiable
% 59.43/24.60  																																																		|-Branch two:
% 59.43/24.60  																																																		| (724)  ~ (unit = e4)
% 59.43/24.60  																																																		| (725) unit = e3 | unit = e1 | unit = e0
% 59.43/24.60  																																																		|
% 59.43/24.60  																																																			+-Applying beta-rule and splitting (725), into two cases.
% 59.43/24.60  																																																			|-Branch one:
% 59.43/24.60  																																																			| (726) unit = e0
% 59.43/24.60  																																																			|
% 59.43/24.60  																																																				| From (726) and (244) follows:
% 59.43/24.60  																																																				| (2207) op(e0, e4) = e4
% 59.43/24.60  																																																				|
% 59.43/24.60  																																																				| From (726) and (24) follows:
% 59.43/24.60  																																																				| (2208) op(e0, e3) = e3
% 59.43/24.60  																																																				|
% 59.43/24.60  																																																				| From (726) and (28) follows:
% 59.43/24.60  																																																				| (2698) op(e1, e0) = e1
% 59.43/24.60  																																																				|
% 59.43/24.60  																																																				| From (726) and (42) follows:
% 59.43/24.60  																																																				| (728) op(e0, e0) = e0
% 59.43/24.60  																																																				|
% 59.43/24.60  																																																				| Instantiating formula (29) with e1, e0, e1, e3 and discharging atoms op(e1, e0) = e3, op(e1, e0) = e1, yields:
% 59.43/24.60  																																																				| (455) e3 = e1
% 59.43/24.60  																																																				|
% 59.43/24.60  																																																				| Instantiating formula (29) with e0, e4, e4, e3 and discharging atoms op(e0, e4) = e4, op(e0, e4) = e3, yields:
% 59.43/24.60  																																																				| (425) e4 = e3
% 59.43/24.60  																																																				|
% 59.43/24.60  																																																				| Instantiating formula (29) with e0, e3, e3, e2 and discharging atoms op(e0, e3) = e3, op(e0, e3) = e2, yields:
% 59.43/24.60  																																																				| (662) e3 = e2
% 59.43/24.60  																																																				|
% 59.43/24.60  																																																				| Instantiating formula (29) with e0, e0, e0, e4 and discharging atoms op(e0, e0) = e4, op(e0, e0) = e0, yields:
% 59.43/24.60  																																																				| (397) e4 = e0
% 59.43/24.60  																																																				|
% 59.43/24.60  																																																				| Combining equations (425,397) yields a new equation:
% 59.43/24.60  																																																				| (675) e3 = e0
% 59.43/24.60  																																																				|
% 59.43/24.60  																																																				| Simplifying 675 yields:
% 59.43/24.60  																																																				| (676) e3 = e0
% 59.43/24.60  																																																				|
% 59.43/24.60  																																																				| Combining equations (676,662) yields a new equation:
% 59.43/24.60  																																																				| (330) e2 = e0
% 59.43/24.60  																																																				|
% 59.43/24.60  																																																				| Combining equations (455,662) yields a new equation:
% 59.43/24.60  																																																				| (617) e2 = e1
% 59.43/24.60  																																																				|
% 59.43/24.60  																																																				| Combining equations (617,330) yields a new equation:
% 59.43/24.60  																																																				| (546) e1 = e0
% 59.43/24.60  																																																				|
% 59.43/24.60  																																																				| Simplifying 546 yields:
% 59.43/24.60  																																																				| (431) e1 = e0
% 59.43/24.60  																																																				|
% 59.43/24.60  																																																				| Equations (431) can reduce 233 to:
% 59.43/24.60  																																																				| (266) $false
% 59.43/24.60  																																																				|
% 59.43/24.60  																																																				|-The branch is then unsatisfiable
% 59.43/24.60  																																																			|-Branch two:
% 59.43/24.60  																																																			| (734)  ~ (unit = e0)
% 59.43/24.60  																																																			| (735) unit = e3 | unit = e1
% 59.43/24.60  																																																			|
% 59.43/24.60  																																																				+-Applying beta-rule and splitting (735), into two cases.
% 59.43/24.60  																																																				|-Branch one:
% 59.43/24.60  																																																				| (736) unit = e1
% 59.43/24.60  																																																				|
% 59.43/24.60  																																																					| Equations (736) can reduce 734 to:
% 59.43/24.60  																																																					| (233)  ~ (e1 = e0)
% 59.43/24.60  																																																					|
% 59.43/24.60  																																																					| From (736) and (244) follows:
% 59.43/24.60  																																																					| (738) op(e1, e4) = e4
% 59.43/24.60  																																																					|
% 59.43/24.60  																																																					| From (736) and (15) follows:
% 59.43/24.60  																																																					| (515) op(e1, e2) = e2
% 59.43/24.60  																																																					|
% 59.43/24.60  																																																					| From (736) and (28) follows:
% 59.43/24.60  																																																					| (740) op(e1, e1) = e1
% 59.43/24.60  																																																					|
% 59.43/24.60  																																																					| Instantiating formula (29) with e1, e4, e4, e0 and discharging atoms op(e1, e4) = e4, op(e1, e4) = e0, yields:
% 59.43/24.60  																																																					| (397) e4 = e0
% 59.43/24.60  																																																					|
% 59.43/24.60  																																																					| Instantiating formula (29) with e1, e2, e2, e4 and discharging atoms op(e1, e2) = e4, op(e1, e2) = e2, yields:
% 59.43/24.60  																																																					| (323) e4 = e2
% 59.43/24.60  																																																					|
% 59.43/24.60  																																																					| Instantiating formula (29) with e1, e1, e1, e2 and discharging atoms op(e1, e1) = e2, op(e1, e1) = e1, yields:
% 59.43/24.60  																																																					| (617) e2 = e1
% 59.43/24.60  																																																					|
% 59.43/24.60  																																																					| Combining equations (323,397) yields a new equation:
% 59.43/24.60  																																																					| (391) e2 = e0
% 59.43/24.60  																																																					|
% 59.43/24.60  																																																					| Simplifying 391 yields:
% 59.43/24.60  																																																					| (330) e2 = e0
% 59.43/24.60  																																																					|
% 59.43/24.60  																																																					| Combining equations (330,617) yields a new equation:
% 59.43/24.60  																																																					| (431) e1 = e0
% 59.43/24.60  																																																					|
% 59.43/24.60  																																																					| Equations (431) can reduce 233 to:
% 59.43/24.60  																																																					| (266) $false
% 59.43/24.60  																																																					|
% 59.43/24.60  																																																					|-The branch is then unsatisfiable
% 59.43/24.60  																																																				|-Branch two:
% 59.43/24.60  																																																				| (748)  ~ (unit = e1)
% 59.43/24.60  																																																				| (749) unit = e3
% 59.43/24.60  																																																				|
% 59.43/24.60  																																																					| From (749) and (244) follows:
% 59.43/24.60  																																																					| (750) op(e3, e4) = e4
% 59.43/24.60  																																																					|
% 59.43/24.60  																																																					| From (749) and (211) follows:
% 59.43/24.60  																																																					| (13877) op(e3, e1) = e1
% 59.43/24.60  																																																					|
% 59.43/24.60  																																																					| From (749) and (40) follows:
% 59.43/24.60  																																																					| (3715) op(e3, e3) = e3
% 59.43/24.60  																																																					|
% 59.43/24.60  																																																					| From (749) and (32) follows:
% 59.43/24.60  																																																					| (5793) op(e2, e3) = e2
% 59.43/24.60  																																																					|
% 59.43/24.60  																																																					| Instantiating formula (29) with e3, e4, e4, e2 and discharging atoms op(e3, e4) = e4, op(e3, e4) = e2, yields:
% 59.43/24.60  																																																					| (323) e4 = e2
% 59.43/24.60  																																																					|
% 59.43/24.60  																																																					| Instantiating formula (29) with e3, e3, e3, e0 and discharging atoms op(e3, e3) = e3, op(e3, e3) = e0, yields:
% 59.43/24.60  																																																					| (676) e3 = e0
% 59.43/24.60  																																																					|
% 59.43/24.60  																																																					| Instantiating formula (29) with e3, e1, e1, e4 and discharging atoms op(e3, e1) = e4, op(e3, e1) = e1, yields:
% 59.43/24.60  																																																					| (630) e4 = e1
% 59.43/24.60  																																																					|
% 59.43/24.60  																																																					| Instantiating formula (29) with e2, e3, e2, e3 and discharging atoms op(e2, e3) = e3, op(e2, e3) = e2, yields:
% 59.43/24.60  																																																					| (662) e3 = e2
% 59.43/24.60  																																																					|
% 59.43/24.60  																																																					| Combining equations (630,323) yields a new equation:
% 59.43/24.60  																																																					| (617) e2 = e1
% 59.43/24.60  																																																					|
% 59.43/24.60  																																																					| Combining equations (662,676) yields a new equation:
% 59.43/24.60  																																																					| (391) e2 = e0
% 59.43/24.60  																																																					|
% 59.43/24.60  																																																					| Simplifying 391 yields:
% 59.43/24.60  																																																					| (330) e2 = e0
% 59.43/24.60  																																																					|
% 59.43/24.60  																																																					| Combining equations (617,330) yields a new equation:
% 59.43/24.60  																																																					| (546) e1 = e0
% 59.43/24.60  																																																					|
% 59.43/24.60  																																																					| Simplifying 546 yields:
% 59.43/24.60  																																																					| (431) e1 = e0
% 59.43/24.60  																																																					|
% 59.43/24.60  																																																					| Equations (431) can reduce 233 to:
% 59.43/24.60  																																																					| (266) $false
% 59.43/24.60  																																																					|
% 59.43/24.60  																																																					|-The branch is then unsatisfiable
% 59.43/24.60  																																																|-Branch two:
% 59.43/24.60  																																																| (451)  ~ (all_0_58_58 = e4)
% 59.43/24.60  																																																| (913) all_0_58_58 = e3 | all_0_58_58 = e1 | all_0_58_58 = e0
% 59.43/24.60  																																																|
% 59.43/24.60  																																																	+-Applying beta-rule and splitting (575), into two cases.
% 59.43/24.60  																																																	|-Branch one:
% 59.43/24.60  																																																	| (587) all_0_55_55 = e4
% 59.43/24.60  																																																	|
% 59.43/24.60  																																																		| Combining equations (587,386) yields a new equation:
% 59.43/24.60  																																																		| (322) e4 = e2
% 59.43/24.60  																																																		|
% 59.43/24.60  																																																		| Simplifying 322 yields:
% 59.43/24.60  																																																		| (323) e4 = e2
% 59.43/24.60  																																																		|
% 59.43/24.60  																																																		| Equations (323) can reduce 48 to:
% 59.43/24.60  																																																		| (266) $false
% 59.43/24.60  																																																		|
% 59.43/24.60  																																																		|-The branch is then unsatisfiable
% 59.43/24.60  																																																	|-Branch two:
% 59.43/24.60  																																																	| (763)  ~ (all_0_55_55 = e4)
% 59.43/24.60  																																																	| (764) all_0_56_56 = e4 | all_0_57_57 = e4 | all_0_58_58 = e4
% 59.43/24.60  																																																	|
% 59.43/24.60  																																																		+-Applying beta-rule and splitting (764), into two cases.
% 59.43/24.60  																																																		|-Branch one:
% 59.43/24.60  																																																		| (842) all_0_56_56 = e4
% 59.43/24.60  																																																		|
% 59.43/24.60  																																																			| Combining equations (679,842) yields a new equation:
% 59.43/24.60  																																																			| (397) e4 = e0
% 59.43/24.60  																																																			|
% 59.43/24.60  																																																			| Equations (397) can reduce 49 to:
% 59.43/24.60  																																																			| (266) $false
% 59.43/24.60  																																																			|
% 59.43/24.60  																																																			|-The branch is then unsatisfiable
% 59.43/24.60  																																																		|-Branch two:
% 59.43/24.60  																																																		| (477)  ~ (all_0_56_56 = e4)
% 59.43/24.60  																																																		| (935) all_0_57_57 = e4 | all_0_58_58 = e4
% 59.43/24.60  																																																		|
% 59.43/24.60  																																																			+-Applying beta-rule and splitting (935), into two cases.
% 59.43/24.60  																																																			|-Branch one:
% 59.43/24.60  																																																			| (871) all_0_57_57 = e4
% 59.43/24.60  																																																			|
% 59.43/24.60  																																																				| Combining equations (871,647) yields a new equation:
% 59.43/24.60  																																																				| (636) e4 = e1
% 59.43/24.60  																																																				|
% 59.43/24.60  																																																				| Simplifying 636 yields:
% 59.43/24.60  																																																				| (630) e4 = e1
% 59.43/24.60  																																																				|
% 59.43/24.60  																																																				| Equations (630) can reduce 110 to:
% 59.43/24.60  																																																				| (266) $false
% 59.43/24.60  																																																				|
% 59.43/24.60  																																																				|-The branch is then unsatisfiable
% 59.43/24.60  																																																			|-Branch two:
% 59.43/24.60  																																																			| (839)  ~ (all_0_57_57 = e4)
% 59.43/24.60  																																																			| (910) all_0_58_58 = e4
% 59.43/24.60  																																																			|
% 59.43/24.60  																																																				| Equations (910) can reduce 451 to:
% 59.43/24.60  																																																				| (266) $false
% 59.43/24.60  																																																				|
% 59.43/24.60  																																																				|-The branch is then unsatisfiable
% 59.43/24.60  																																												|-Branch two:
% 59.43/24.60  																																												| (475)  ~ (all_0_51_51 = e4)
% 59.43/24.60  																																												| (1104) all_0_51_51 = e3 | all_0_51_51 = e1
% 59.43/24.60  																																												|
% 59.43/24.60  																																													+-Applying beta-rule and splitting (1104), into two cases.
% 59.43/24.60  																																													|-Branch one:
% 59.43/24.60  																																													| (1109) all_0_51_51 = e1
% 59.43/24.60  																																													|
% 59.43/24.60  																																														| Equations (1109) can reduce 464 to:
% 59.43/24.60  																																														| (266) $false
% 59.43/24.60  																																														|
% 59.43/24.60  																																														|-The branch is then unsatisfiable
% 59.43/24.60  																																													|-Branch two:
% 59.43/24.60  																																													| (464)  ~ (all_0_51_51 = e1)
% 59.43/24.60  																																													| (660) all_0_51_51 = e3
% 59.43/24.60  																																													|
% 59.43/24.60  																																														| Equations (660) can reduce 664 to:
% 59.43/24.60  																																														| (266) $false
% 59.43/24.60  																																														|
% 59.43/24.60  																																														|-The branch is then unsatisfiable
% 59.43/24.60  																																										|-Branch two:
% 59.43/24.60  																																										| (639)  ~ (all_0_44_44 = e1)
% 59.43/24.60  																																										| (640) all_0_49_49 = e1 | all_0_53_53 = e1 | all_0_58_58 = e1
% 59.43/24.60  																																										|
% 59.43/24.60  																																											+-Applying beta-rule and splitting (640), into two cases.
% 59.43/24.60  																																											|-Branch one:
% 59.43/24.60  																																											| (671) all_0_49_49 = e1
% 59.43/24.60  																																											|
% 59.43/24.60  																																												| Combining equations (583,671) yields a new equation:
% 59.43/24.60  																																												| (616) e2 = e1
% 59.43/24.60  																																												|
% 59.43/24.60  																																												| Simplifying 616 yields:
% 59.43/24.60  																																												| (617) e2 = e1
% 59.43/24.60  																																												|
% 59.43/24.60  																																												| Equations (617) can reduce 122 to:
% 59.43/24.60  																																												| (266) $false
% 59.43/24.60  																																												|
% 59.43/24.60  																																												|-The branch is then unsatisfiable
% 59.43/24.60  																																											|-Branch two:
% 59.43/24.60  																																											| (1064)  ~ (all_0_49_49 = e1)
% 59.43/24.60  																																											| (2141) all_0_53_53 = e1 | all_0_58_58 = e1
% 59.43/24.60  																																											|
% 59.43/24.60  																																												+-Applying beta-rule and splitting (2141), into two cases.
% 59.43/24.60  																																												|-Branch one:
% 59.43/24.60  																																												| (1208) all_0_53_53 = e1
% 59.43/24.60  																																												|
% 59.43/24.60  																																													| Equations (1208) can reduce 1459 to:
% 59.43/24.60  																																													| (266) $false
% 59.43/24.60  																																													|
% 59.43/24.60  																																													|-The branch is then unsatisfiable
% 59.43/24.60  																																												|-Branch two:
% 59.43/24.60  																																												| (1459)  ~ (all_0_53_53 = e1)
% 59.43/24.60  																																												| (918) all_0_58_58 = e1
% 59.43/24.60  																																												|
% 59.43/24.60  																																													| Equations (918) can reduce 880 to:
% 59.43/24.60  																																													| (266) $false
% 59.43/24.60  																																													|
% 59.43/24.60  																																													|-The branch is then unsatisfiable
% 59.43/24.60  																																|-Branch two:
% 59.43/24.60  																																| (399)  ~ (all_0_43_43 = e4)
% 59.43/24.60  																																| (6374) all_0_43_43 = e1 | all_0_43_43 = e0
% 59.43/24.60  																																|
% 59.43/24.60  																																	+-Applying beta-rule and splitting (230), into two cases.
% 59.43/24.60  																																	|-Branch one:
% 59.43/24.60  																																	| (396) all_0_43_43 = e4
% 59.43/24.60  																																	|
% 59.43/24.60  																																		| Equations (396) can reduce 399 to:
% 59.43/24.60  																																		| (266) $false
% 59.43/24.60  																																		|
% 59.43/24.60  																																		|-The branch is then unsatisfiable
% 59.43/24.60  																																	|-Branch two:
% 59.43/24.60  																																	| (399)  ~ (all_0_43_43 = e4)
% 59.43/24.60  																																	| (400) all_0_48_48 = e4 | all_0_52_52 = e4 | all_0_57_57 = e4
% 59.43/24.60  																																	|
% 59.43/24.60  																																		+-Applying beta-rule and splitting (400), into two cases.
% 59.43/24.60  																																		|-Branch one:
% 59.43/24.60  																																		| (943) all_0_48_48 = e4
% 59.43/24.60  																																		|
% 59.43/24.60  																																			| Combining equations (943,1279) yields a new equation:
% 59.43/24.60  																																			| (481) e4 = e0
% 59.43/24.60  																																			|
% 59.43/24.60  																																			| Simplifying 481 yields:
% 59.43/24.60  																																			| (397) e4 = e0
% 59.43/24.60  																																			|
% 59.43/24.60  																																			| Equations (397) can reduce 49 to:
% 59.43/24.60  																																			| (266) $false
% 59.43/24.60  																																			|
% 59.43/24.60  																																			|-The branch is then unsatisfiable
% 59.43/24.60  																																		|-Branch two:
% 59.43/24.60  																																		| (254)  ~ (all_0_48_48 = e4)
% 59.43/24.60  																																		| (947) all_0_52_52 = e4 | all_0_57_57 = e4
% 59.43/24.60  																																		|
% 59.43/24.60  																																			+-Applying beta-rule and splitting (947), into two cases.
% 59.43/24.60  																																			|-Branch one:
% 59.43/24.60  																																			| (565) all_0_52_52 = e4
% 59.43/24.60  																																			|
% 59.43/24.60  																																				| Combining equations (352,565) yields a new equation:
% 59.43/24.60  																																				| (323) e4 = e2
% 59.43/24.60  																																				|
% 59.43/24.60  																																				| Equations (323) can reduce 48 to:
% 59.43/24.60  																																				| (266) $false
% 59.43/24.60  																																				|
% 59.43/24.60  																																				|-The branch is then unsatisfiable
% 59.43/24.60  																																			|-Branch two:
% 59.43/24.60  																																			| (780)  ~ (all_0_52_52 = e4)
% 59.43/24.60  																																			| (871) all_0_57_57 = e4
% 59.43/24.60  																																			|
% 59.43/24.60  																																				| Equations (871) can reduce 199 to:
% 59.43/24.60  																																				| (399)  ~ (all_0_43_43 = e4)
% 59.43/24.60  																																				|
% 59.43/24.60  																																				| Equations (871) can reduce 148 to:
% 59.43/24.60  																																				| (450)  ~ (all_0_58_58 = e4)
% 59.43/24.60  																																				|
% 59.43/24.60  																																				| Simplifying 450 yields:
% 59.43/24.60  																																				| (451)  ~ (all_0_58_58 = e4)
% 59.43/24.60  																																				|
% 59.43/24.60  																																				| Equations (871) can reduce 67 to:
% 59.43/24.60  																																				| (188)  ~ (e4 = e3)
% 59.43/24.60  																																				|
% 59.43/24.60  																																				| Equations (871) can reduce 344 to:
% 59.43/24.60  																																				| (48)  ~ (e4 = e2)
% 59.43/24.60  																																				|
% 59.43/24.60  																																				| Equations (871) can reduce 364 to:
% 59.43/24.61  																																				| (49)  ~ (e4 = e0)
% 59.43/24.61  																																				|
% 59.43/24.61  																																				| From (871) and (83) follows:
% 59.43/24.61  																																				| (3109) op(e0, e1) = e4
% 59.43/24.61  																																				|
% 59.43/24.61  																																				+-Applying beta-rule and splitting (216), into two cases.
% 59.43/24.61  																																				|-Branch one:
% 59.43/24.61  																																				| (629) all_0_55_55 = e1
% 59.43/24.61  																																				|
% 59.43/24.61  																																					| Combining equations (629,386) yields a new equation:
% 59.43/24.61  																																					| (617) e2 = e1
% 59.43/24.61  																																					|
% 59.43/24.61  																																					| Equations (617) can reduce 122 to:
% 59.43/24.61  																																					| (266) $false
% 59.43/24.61  																																					|
% 59.43/24.61  																																					|-The branch is then unsatisfiable
% 59.43/24.61  																																				|-Branch two:
% 59.43/24.61  																																				| (632)  ~ (all_0_55_55 = e1)
% 59.43/24.61  																																				| (633) all_0_56_56 = e1 | all_0_57_57 = e1 | all_0_58_58 = e1
% 59.43/24.61  																																				|
% 59.43/24.61  																																					+-Applying beta-rule and splitting (633), into two cases.
% 59.43/24.61  																																					|-Branch one:
% 59.43/24.61  																																					| (1569) all_0_56_56 = e1
% 59.43/24.61  																																					|
% 59.43/24.61  																																						| Combining equations (1569,679) yields a new equation:
% 59.43/24.61  																																						| (546) e1 = e0
% 59.43/24.61  																																						|
% 59.43/24.61  																																						| Simplifying 546 yields:
% 59.43/24.61  																																						| (431) e1 = e0
% 59.43/24.61  																																						|
% 59.43/24.61  																																						| Equations (431) can reduce 233 to:
% 59.43/24.61  																																						| (266) $false
% 59.43/24.61  																																						|
% 59.43/24.61  																																						|-The branch is then unsatisfiable
% 59.43/24.61  																																					|-Branch two:
% 59.43/24.61  																																					| (466)  ~ (all_0_56_56 = e1)
% 59.43/24.61  																																					| (1574) all_0_57_57 = e1 | all_0_58_58 = e1
% 59.43/24.61  																																					|
% 59.43/24.61  																																						+-Applying beta-rule and splitting (130), into two cases.
% 59.43/24.61  																																						|-Branch one:
% 59.43/24.61  																																						| (430) all_0_43_43 = e1
% 59.43/24.61  																																						|
% 59.43/24.61  																																							| Equations (430) can reduce 240 to:
% 59.43/24.61  																																							| (1380)  ~ (all_0_42_42 = e1)
% 59.43/24.61  																																							|
% 59.43/24.61  																																							| Equations (430) can reduce 399 to:
% 59.43/24.61  																																							| (602)  ~ (e4 = e1)
% 59.43/24.61  																																							|
% 59.43/24.61  																																							| Simplifying 602 yields:
% 59.43/24.61  																																							| (110)  ~ (e4 = e1)
% 59.43/24.61  																																							|
% 59.43/24.61  																																							+-Applying beta-rule and splitting (1574), into two cases.
% 59.43/24.61  																																							|-Branch one:
% 59.43/24.61  																																							| (647) all_0_57_57 = e1
% 59.43/24.61  																																							|
% 59.43/24.61  																																								| Combining equations (647,871) yields a new equation:
% 59.43/24.61  																																								| (630) e4 = e1
% 59.43/24.61  																																								|
% 59.43/24.61  																																								| Equations (630) can reduce 110 to:
% 59.43/24.61  																																								| (266) $false
% 59.43/24.61  																																								|
% 59.43/24.61  																																								|-The branch is then unsatisfiable
% 59.43/24.61  																																							|-Branch two:
% 59.43/24.61  																																							| (1670)  ~ (all_0_57_57 = e1)
% 59.43/24.61  																																							| (918) all_0_58_58 = e1
% 59.43/24.61  																																							|
% 59.43/24.61  																																								| Equations (918) can reduce 10 to:
% 59.43/24.61  																																								| (1459)  ~ (all_0_53_53 = e1)
% 59.43/24.61  																																								|
% 59.43/24.61  																																								| Equations (918) can reduce 451 to:
% 59.43/24.61  																																								| (602)  ~ (e4 = e1)
% 59.43/24.61  																																								|
% 59.43/24.61  																																								| Simplifying 602 yields:
% 59.43/24.61  																																								| (110)  ~ (e4 = e1)
% 59.43/24.61  																																								|
% 59.43/24.61  																																								| Equations (918) can reduce 276 to:
% 59.43/24.61  																																								| (467)  ~ (e3 = e1)
% 59.43/24.61  																																								|
% 59.43/24.61  																																								| Simplifying 467 yields:
% 59.43/24.61  																																								| (213)  ~ (e3 = e1)
% 59.43/24.61  																																								|
% 59.43/24.61  																																								| Equations (918) can reduce 491 to:
% 59.43/24.61  																																								| (233)  ~ (e1 = e0)
% 59.43/24.61  																																								|
% 59.43/24.61  																																								+-Applying beta-rule and splitting (168), into two cases.
% 59.43/24.61  																																								|-Branch one:
% 59.43/24.61  																																								| (415) all_0_50_50 = e3
% 59.43/24.61  																																								|
% 59.43/24.61  																																									| Combining equations (601,415) yields a new equation:
% 59.43/24.61  																																									| (455) e3 = e1
% 59.43/24.61  																																									|
% 59.43/24.61  																																									| Equations (455) can reduce 213 to:
% 59.43/24.61  																																									| (266) $false
% 59.43/24.61  																																									|
% 59.43/24.61  																																									|-The branch is then unsatisfiable
% 59.43/24.61  																																								|-Branch two:
% 59.43/24.61  																																								| (411)  ~ (all_0_50_50 = e3)
% 59.43/24.61  																																								| (418) all_0_51_51 = e3 | all_0_53_53 = e3
% 59.43/24.61  																																								|
% 59.43/24.61  																																									+-Applying beta-rule and splitting (113), into two cases.
% 59.43/24.61  																																									|-Branch one:
% 59.43/24.61  																																									| (403) all_0_41_41 = e3
% 59.43/24.61  																																									|
% 59.43/24.61  																																										| Combining equations (794,403) yields a new equation:
% 59.43/24.61  																																										| (676) e3 = e0
% 59.43/24.61  																																										|
% 59.43/24.61  																																										| Equations (676) can reduce 80 to:
% 59.43/24.61  																																										| (266) $false
% 59.43/24.61  																																										|
% 59.43/24.61  																																										|-The branch is then unsatisfiable
% 59.43/24.61  																																									|-Branch two:
% 59.43/24.61  																																									| (1898)  ~ (all_0_41_41 = e3)
% 59.43/24.61  																																									| (1899) all_0_42_42 = e3 | all_0_44_44 = e3
% 59.43/24.61  																																									|
% 59.43/24.61  																																										+-Applying beta-rule and splitting (196), into two cases.
% 59.43/24.61  																																										|-Branch one:
% 59.43/24.61  																																										| (607) all_0_53_53 = e2
% 59.43/24.61  																																										|
% 59.43/24.61  																																											| Equations (607) can reduce 509 to:
% 59.43/24.61  																																											| (266) $false
% 59.43/24.61  																																											|
% 59.43/24.61  																																											|-The branch is then unsatisfiable
% 59.43/24.61  																																										|-Branch two:
% 59.43/24.61  																																										| (509)  ~ (all_0_53_53 = e2)
% 59.43/24.61  																																										| (610) all_0_53_53 = e4 | all_0_53_53 = e3 | all_0_53_53 = e1
% 59.43/24.61  																																										|
% 59.43/24.61  																																											+-Applying beta-rule and splitting (64), into two cases.
% 59.43/24.61  																																											|-Branch one:
% 59.43/24.61  																																											| (437) all_0_41_41 = e4
% 59.43/24.61  																																											|
% 59.43/24.61  																																												| Combining equations (794,437) yields a new equation:
% 59.43/24.61  																																												| (397) e4 = e0
% 59.43/24.61  																																												|
% 59.43/24.61  																																												| Equations (397) can reduce 49 to:
% 59.43/24.61  																																												| (266) $false
% 59.43/24.61  																																												|
% 59.43/24.61  																																												|-The branch is then unsatisfiable
% 59.43/24.61  																																											|-Branch two:
% 59.43/24.61  																																											| (440)  ~ (all_0_41_41 = e4)
% 59.43/24.61  																																											| (441) all_0_42_42 = e4 | all_0_43_43 = e4 | all_0_44_44 = e4
% 59.43/24.61  																																											|
% 59.43/24.61  																																												| Equations (794) can reduce 440 to:
% 59.43/24.61  																																												| (401)  ~ (e4 = e0)
% 59.43/24.61  																																												|
% 59.43/24.61  																																												| Simplifying 401 yields:
% 59.43/24.61  																																												| (49)  ~ (e4 = e0)
% 59.43/24.61  																																												|
% 59.43/24.61  																																												+-Applying beta-rule and splitting (231), into two cases.
% 59.43/24.61  																																												|-Branch one:
% 59.43/24.61  																																												| (775) all_0_50_50 = e4
% 59.43/24.61  																																												|
% 59.43/24.61  																																													| Combining equations (601,775) yields a new equation:
% 59.43/24.61  																																													| (630) e4 = e1
% 59.43/24.61  																																													|
% 59.43/24.61  																																													| Equations (630) can reduce 110 to:
% 59.43/24.61  																																													| (266) $false
% 59.43/24.61  																																													|
% 59.43/24.61  																																													|-The branch is then unsatisfiable
% 59.43/24.61  																																												|-Branch two:
% 59.43/24.61  																																												| (566)  ~ (all_0_50_50 = e4)
% 59.43/24.61  																																												| (1071) all_0_51_51 = e4 | all_0_52_52 = e4 | all_0_53_53 = e4
% 59.43/24.61  																																												|
% 59.43/24.61  																																													| Equations (601) can reduce 566 to:
% 59.43/24.61  																																													| (602)  ~ (e4 = e1)
% 59.43/24.61  																																													|
% 59.43/24.61  																																													| Simplifying 602 yields:
% 59.43/24.61  																																													| (110)  ~ (e4 = e1)
% 59.43/24.61  																																													|
% 59.43/24.61  																																													+-Applying beta-rule and splitting (180), into two cases.
% 59.43/24.61  																																													|-Branch one:
% 59.43/24.61  																																													| (516) all_0_42_42 = e3
% 59.43/24.61  																																													|
% 59.43/24.61  																																														+-Applying beta-rule and splitting (26), into two cases.
% 59.43/24.61  																																														|-Branch one:
% 59.43/24.61  																																														| (446) all_0_44_44 = e4
% 59.43/24.61  																																														|
% 59.43/24.61  																																															| Equations (446) can reduce 220 to:
% 59.43/24.61  																																															| (1452)  ~ (all_0_53_53 = e4)
% 59.43/24.61  																																															|
% 59.43/24.61  																																															| Simplifying 1452 yields:
% 59.43/24.61  																																															| (1453)  ~ (all_0_53_53 = e4)
% 59.43/24.61  																																															|
% 59.43/24.61  																																															| Equations (446) can reduce 147 to:
% 59.43/24.61  																																															| (48)  ~ (e4 = e2)
% 59.43/24.61  																																															|
% 59.43/24.61  																																															+-Applying beta-rule and splitting (610), into two cases.
% 59.43/24.61  																																															|-Branch one:
% 59.43/24.61  																																															| (1298) all_0_53_53 = e4
% 59.43/24.61  																																															|
% 59.43/24.61  																																																| Equations (1298) can reduce 1453 to:
% 59.43/24.61  																																																| (266) $false
% 59.43/24.61  																																																|
% 59.43/24.61  																																																|-The branch is then unsatisfiable
% 59.43/24.61  																																															|-Branch two:
% 59.43/24.61  																																															| (1453)  ~ (all_0_53_53 = e4)
% 59.43/24.61  																																															| (1694) all_0_53_53 = e3 | all_0_53_53 = e1
% 59.43/24.61  																																															|
% 59.43/24.61  																																																+-Applying beta-rule and splitting (164), into two cases.
% 59.43/24.61  																																																|-Branch one:
% 59.43/24.61  																																																| (471) all_0_39_39 = e4
% 59.43/24.61  																																																|
% 59.43/24.61  																																																	| Combining equations (471,317) yields a new equation:
% 59.43/24.61  																																																	| (322) e4 = e2
% 59.43/24.61  																																																	|
% 59.43/24.61  																																																	| Simplifying 322 yields:
% 59.43/24.61  																																																	| (323) e4 = e2
% 59.43/24.61  																																																	|
% 59.43/24.61  																																																	| Equations (323) can reduce 48 to:
% 59.43/24.61  																																																	| (266) $false
% 59.43/24.61  																																																	|
% 59.43/24.61  																																																	|-The branch is then unsatisfiable
% 59.43/24.61  																																																|-Branch two:
% 59.43/24.61  																																																| (1377)  ~ (all_0_39_39 = e4)
% 59.43/24.61  																																																| (2115) all_0_42_42 = e4 | all_0_47_47 = e4 | all_0_51_51 = e4 | all_0_56_56 = e4
% 59.43/24.61  																																																|
% 59.43/24.61  																																																	| Equations (317) can reduce 1377 to:
% 59.43/24.61  																																																	| (327)  ~ (e4 = e2)
% 59.43/24.61  																																																	|
% 59.43/24.61  																																																	| Simplifying 327 yields:
% 59.43/24.61  																																																	| (48)  ~ (e4 = e2)
% 59.43/24.61  																																																	|
% 59.43/24.61  																																																	+-Applying beta-rule and splitting (1694), into two cases.
% 59.43/24.61  																																																	|-Branch one:
% 59.43/24.61  																																																	| (1208) all_0_53_53 = e1
% 59.43/24.61  																																																	|
% 59.43/24.61  																																																		| Equations (1208) can reduce 1459 to:
% 59.43/24.61  																																																		| (266) $false
% 59.43/24.61  																																																		|
% 59.43/24.61  																																																		|-The branch is then unsatisfiable
% 59.43/24.61  																																																	|-Branch two:
% 59.43/24.61  																																																	| (1459)  ~ (all_0_53_53 = e1)
% 59.43/24.61  																																																	| (665) all_0_53_53 = e3
% 59.43/24.61  																																																	|
% 59.43/24.61  																																																		| Equations (665) can reduce 1453 to:
% 59.43/24.61  																																																		| (277)  ~ (e4 = e3)
% 59.43/24.61  																																																		|
% 59.43/24.61  																																																		| Simplifying 277 yields:
% 59.43/24.61  																																																		| (188)  ~ (e4 = e3)
% 59.43/24.61  																																																		|
% 59.43/24.61  																																																		+-Applying beta-rule and splitting (1071), into two cases.
% 59.43/24.61  																																																		|-Branch one:
% 59.43/24.61  																																																		| (1101) all_0_51_51 = e4
% 59.43/24.61  																																																		|
% 59.43/24.61  																																																			| From (1101) and (186) follows:
% 59.43/24.61  																																																			| (13720) op(e1, e2) = e4
% 59.43/24.61  																																																			|
% 59.43/24.61  																																																			+-Applying beta-rule and splitting (56), into two cases.
% 59.43/24.61  																																																			|-Branch one:
% 59.43/24.61  																																																			| (696) unit = e2
% 59.43/24.61  																																																			|
% 59.43/24.61  																																																				| From (696) and (209) follows:
% 59.43/24.61  																																																				| (7585) op(e2, e0) = e0
% 59.43/24.61  																																																				|
% 59.43/24.61  																																																				| From (696) and (227) follows:
% 59.43/24.61  																																																				| (4284) op(e4, e2) = e4
% 59.43/24.61  																																																				|
% 59.43/24.61  																																																				| From (696) and (28) follows:
% 59.43/24.61  																																																				| (699) op(e1, e2) = e1
% 59.43/24.61  																																																				|
% 59.43/24.61  																																																				| Instantiating formula (29) with e4, e2, e4, e2 and discharging atoms op(e4, e2) = e4, op(e4, e2) = e2, yields:
% 59.43/24.61  																																																				| (323) e4 = e2
% 59.43/24.61  																																																				|
% 59.43/24.61  																																																				| Instantiating formula (29) with e2, e0, e0, e2 and discharging atoms op(e2, e0) = e2, op(e2, e0) = e0, yields:
% 59.43/24.61  																																																				| (330) e2 = e0
% 59.43/24.61  																																																				|
% 59.43/24.61  																																																				| Instantiating formula (29) with e1, e2, e1, e4 and discharging atoms op(e1, e2) = e4, op(e1, e2) = e1, yields:
% 59.43/24.61  																																																				| (630) e4 = e1
% 59.43/24.61  																																																				|
% 59.43/24.61  																																																				| Combining equations (323,630) yields a new equation:
% 59.43/24.61  																																																				| (616) e2 = e1
% 59.43/24.61  																																																				|
% 59.43/24.61  																																																				| Simplifying 616 yields:
% 59.43/24.61  																																																				| (617) e2 = e1
% 59.43/24.61  																																																				|
% 59.43/24.61  																																																				| Combining equations (330,617) yields a new equation:
% 59.43/24.61  																																																				| (431) e1 = e0
% 59.43/24.61  																																																				|
% 59.43/24.61  																																																				| Equations (431) can reduce 233 to:
% 59.43/24.61  																																																				| (266) $false
% 59.43/24.61  																																																				|
% 59.43/24.61  																																																				|-The branch is then unsatisfiable
% 59.43/24.61  																																																			|-Branch two:
% 59.43/24.61  																																																			| (707)  ~ (unit = e2)
% 59.43/24.61  																																																			| (708) unit = e4 | unit = e3 | unit = e1 | unit = e0
% 59.43/24.61  																																																			|
% 59.43/24.61  																																																				+-Applying beta-rule and splitting (708), into two cases.
% 59.43/24.61  																																																				|-Branch one:
% 59.43/24.61  																																																				| (709) unit = e4
% 59.43/24.61  																																																				|
% 59.43/24.61  																																																					| From (709) and (24) follows:
% 59.43/24.61  																																																					| (33325) op(e4, e3) = e3
% 59.43/24.61  																																																					|
% 59.43/24.61  																																																					| From (709) and (227) follows:
% 59.43/24.61  																																																					| (710) op(e4, e4) = e4
% 59.43/24.61  																																																					|
% 59.43/24.61  																																																					| From (709) and (42) follows:
% 59.43/24.61  																																																					| (713) op(e0, e4) = e0
% 59.43/24.61  																																																					|
% 59.43/24.61  																																																					| Instantiating formula (29) with e4, e4, e4, e1 and discharging atoms op(e4, e4) = e4, op(e4, e4) = e1, yields:
% 59.43/24.61  																																																					| (630) e4 = e1
% 59.43/24.61  																																																					|
% 59.43/24.61  																																																					| Instantiating formula (29) with e4, e3, e3, e4 and discharging atoms op(e4, e3) = e4, op(e4, e3) = e3, yields:
% 59.43/24.61  																																																					| (425) e4 = e3
% 59.43/24.61  																																																					|
% 59.43/24.61  																																																					| Instantiating formula (29) with e0, e4, e0, e3 and discharging atoms op(e0, e4) = e3, op(e0, e4) = e0, yields:
% 59.43/24.61  																																																					| (676) e3 = e0
% 59.43/24.61  																																																					|
% 59.43/24.61  																																																					| Combining equations (630,425) yields a new equation:
% 59.43/24.61  																																																					| (455) e3 = e1
% 59.43/24.61  																																																					|
% 59.43/24.61  																																																					| Combining equations (455,676) yields a new equation:
% 59.43/24.61  																																																					| (546) e1 = e0
% 59.43/24.61  																																																					|
% 59.43/24.61  																																																					| Simplifying 546 yields:
% 59.43/24.61  																																																					| (431) e1 = e0
% 59.43/24.61  																																																					|
% 59.43/24.61  																																																					| Equations (431) can reduce 233 to:
% 59.43/24.61  																																																					| (266) $false
% 59.43/24.61  																																																					|
% 59.43/24.61  																																																					|-The branch is then unsatisfiable
% 59.43/24.61  																																																				|-Branch two:
% 59.43/24.61  																																																				| (724)  ~ (unit = e4)
% 59.43/24.61  																																																				| (725) unit = e3 | unit = e1 | unit = e0
% 59.43/24.61  																																																				|
% 59.43/24.61  																																																					+-Applying beta-rule and splitting (725), into two cases.
% 59.43/24.61  																																																					|-Branch one:
% 59.43/24.61  																																																					| (726) unit = e0
% 59.43/24.61  																																																					|
% 59.43/24.61  																																																						| From (726) and (244) follows:
% 59.43/24.61  																																																						| (2207) op(e0, e4) = e4
% 59.43/24.61  																																																						|
% 59.43/24.61  																																																						| From (726) and (24) follows:
% 59.43/24.61  																																																						| (2208) op(e0, e3) = e3
% 59.43/24.61  																																																						|
% 59.43/24.61  																																																						| From (726) and (15) follows:
% 59.43/24.61  																																																						| (1508) op(e0, e2) = e2
% 59.43/24.61  																																																						|
% 59.43/24.61  																																																						| From (726) and (211) follows:
% 59.43/24.61  																																																						| (15180) op(e0, e1) = e1
% 59.43/24.61  																																																						|
% 59.43/24.61  																																																						| Instantiating formula (29) with e0, e4, e4, e3 and discharging atoms op(e0, e4) = e4, op(e0, e4) = e3, yields:
% 59.43/24.61  																																																						| (425) e4 = e3
% 59.43/24.61  																																																						|
% 59.43/24.61  																																																						| Instantiating formula (29) with e0, e3, e3, e2 and discharging atoms op(e0, e3) = e3, op(e0, e3) = e2, yields:
% 59.43/24.61  																																																						| (662) e3 = e2
% 59.43/24.61  																																																						|
% 59.43/24.61  																																																						| Instantiating formula (29) with e0, e2, e2, e0 and discharging atoms op(e0, e2) = e2, op(e0, e2) = e0, yields:
% 59.43/24.61  																																																						| (330) e2 = e0
% 59.43/24.61  																																																						|
% 59.43/24.61  																																																						| Instantiating formula (29) with e0, e1, e1, e4 and discharging atoms op(e0, e1) = e4, op(e0, e1) = e1, yields:
% 59.43/24.61  																																																						| (630) e4 = e1
% 59.43/24.61  																																																						|
% 59.43/24.61  																																																						| Combining equations (630,425) yields a new equation:
% 59.43/24.61  																																																						| (455) e3 = e1
% 59.43/24.61  																																																						|
% 59.43/24.61  																																																						| Combining equations (662,455) yields a new equation:
% 59.43/24.61  																																																						| (616) e2 = e1
% 59.43/24.61  																																																						|
% 59.43/24.61  																																																						| Simplifying 616 yields:
% 59.43/24.61  																																																						| (617) e2 = e1
% 59.43/24.61  																																																						|
% 59.43/24.61  																																																						| Combining equations (617,330) yields a new equation:
% 59.43/24.61  																																																						| (546) e1 = e0
% 59.43/24.61  																																																						|
% 59.43/24.61  																																																						| Simplifying 546 yields:
% 59.43/24.61  																																																						| (431) e1 = e0
% 59.43/24.61  																																																						|
% 59.43/24.61  																																																						| Equations (431) can reduce 233 to:
% 59.43/24.61  																																																						| (266) $false
% 59.43/24.61  																																																						|
% 59.43/24.61  																																																						|-The branch is then unsatisfiable
% 59.43/24.61  																																																					|-Branch two:
% 59.43/24.61  																																																					| (734)  ~ (unit = e0)
% 59.43/24.61  																																																					| (735) unit = e3 | unit = e1
% 59.43/24.61  																																																					|
% 59.43/24.61  																																																						+-Applying beta-rule and splitting (735), into two cases.
% 59.43/24.61  																																																						|-Branch one:
% 59.43/24.61  																																																						| (736) unit = e1
% 59.43/24.61  																																																						|
% 59.43/24.61  																																																							| Equations (736) can reduce 734 to:
% 59.43/24.61  																																																							| (233)  ~ (e1 = e0)
% 59.43/24.61  																																																							|
% 59.43/24.61  																																																							| From (736) and (15) follows:
% 59.43/24.61  																																																							| (515) op(e1, e2) = e2
% 59.43/24.61  																																																							|
% 59.43/24.61  																																																							| From (736) and (28) follows:
% 59.43/24.61  																																																							| (740) op(e1, e1) = e1
% 59.43/24.61  																																																							|
% 59.43/24.61  																																																							| From (736) and (42) follows:
% 59.43/24.61  																																																							| (3221) op(e0, e1) = e0
% 59.43/24.61  																																																							|
% 59.43/24.61  																																																							| Instantiating formula (29) with e1, e2, e2, e4 and discharging atoms op(e1, e2) = e4, op(e1, e2) = e2, yields:
% 59.43/24.61  																																																							| (323) e4 = e2
% 59.43/24.61  																																																							|
% 59.43/24.61  																																																							| Instantiating formula (29) with e1, e1, e1, e2 and discharging atoms op(e1, e1) = e2, op(e1, e1) = e1, yields:
% 59.43/24.61  																																																							| (617) e2 = e1
% 59.43/24.61  																																																							|
% 59.43/24.61  																																																							| Instantiating formula (29) with e0, e1, e0, e4 and discharging atoms op(e0, e1) = e4, op(e0, e1) = e0, yields:
% 59.43/24.61  																																																							| (397) e4 = e0
% 59.43/24.61  																																																							|
% 59.43/24.61  																																																							| Combining equations (323,397) yields a new equation:
% 59.43/24.61  																																																							| (391) e2 = e0
% 59.43/24.61  																																																							|
% 59.43/24.61  																																																							| Simplifying 391 yields:
% 59.43/24.61  																																																							| (330) e2 = e0
% 59.43/24.61  																																																							|
% 59.43/24.61  																																																							| Combining equations (617,330) yields a new equation:
% 59.43/24.61  																																																							| (546) e1 = e0
% 59.43/24.61  																																																							|
% 59.43/24.61  																																																							| Simplifying 546 yields:
% 59.43/24.61  																																																							| (431) e1 = e0
% 59.43/24.61  																																																							|
% 59.43/24.61  																																																							| Equations (431) can reduce 233 to:
% 59.43/24.61  																																																							| (266) $false
% 59.43/24.61  																																																							|
% 59.43/24.61  																																																							|-The branch is then unsatisfiable
% 59.43/24.61  																																																						|-Branch two:
% 59.43/24.61  																																																						| (748)  ~ (unit = e1)
% 59.43/24.61  																																																						| (749) unit = e3
% 59.43/24.61  																																																						|
% 59.43/24.61  																																																							| From (749) and (40) follows:
% 59.43/24.61  																																																							| (3715) op(e3, e3) = e3
% 59.43/24.61  																																																							|
% 59.43/24.61  																																																							| From (749) and (32) follows:
% 59.43/24.61  																																																							| (5793) op(e2, e3) = e2
% 59.43/24.61  																																																							|
% 59.43/24.61  																																																							| Instantiating formula (29) with e3, e3, e3, e0 and discharging atoms op(e3, e3) = e3, op(e3, e3) = e0, yields:
% 59.43/24.61  																																																							| (676) e3 = e0
% 59.43/24.61  																																																							|
% 59.43/24.61  																																																							| Instantiating formula (29) with e2, e3, e2, e3 and discharging atoms op(e2, e3) = e3, op(e2, e3) = e2, yields:
% 59.43/24.61  																																																							| (662) e3 = e2
% 59.43/24.61  																																																							|
% 59.43/24.61  																																																							| Combining equations (676,662) yields a new equation:
% 59.43/24.61  																																																							| (330) e2 = e0
% 59.43/24.61  																																																							|
% 59.43/24.61  																																																							| Equations (330) can reduce 128 to:
% 59.43/24.61  																																																							| (266) $false
% 59.43/24.61  																																																							|
% 59.43/24.61  																																																							|-The branch is then unsatisfiable
% 59.43/24.62  																																																		|-Branch two:
% 59.43/24.62  																																																		| (475)  ~ (all_0_51_51 = e4)
% 59.43/24.62  																																																		| (1294) all_0_52_52 = e4 | all_0_53_53 = e4
% 59.43/24.62  																																																		|
% 59.43/24.62  																																																			+-Applying beta-rule and splitting (1294), into two cases.
% 59.43/24.62  																																																			|-Branch one:
% 59.43/24.62  																																																			| (565) all_0_52_52 = e4
% 59.43/24.62  																																																			|
% 59.43/24.62  																																																				| Combining equations (352,565) yields a new equation:
% 59.43/24.62  																																																				| (323) e4 = e2
% 59.43/24.62  																																																				|
% 59.43/24.62  																																																				| Equations (323) can reduce 48 to:
% 59.43/24.62  																																																				| (266) $false
% 59.43/24.62  																																																				|
% 59.43/24.62  																																																				|-The branch is then unsatisfiable
% 59.43/24.62  																																																			|-Branch two:
% 59.43/24.62  																																																			| (780)  ~ (all_0_52_52 = e4)
% 59.43/24.62  																																																			| (1298) all_0_53_53 = e4
% 59.43/24.62  																																																			|
% 59.43/24.62  																																																				| Combining equations (1298,665) yields a new equation:
% 59.43/24.62  																																																				| (424) e4 = e3
% 59.43/24.62  																																																				|
% 59.43/24.62  																																																				| Simplifying 424 yields:
% 59.43/24.62  																																																				| (425) e4 = e3
% 59.43/24.62  																																																				|
% 59.43/24.62  																																																				| Equations (425) can reduce 188 to:
% 59.43/24.62  																																																				| (266) $false
% 59.43/24.62  																																																				|
% 59.43/24.62  																																																				|-The branch is then unsatisfiable
% 59.43/24.62  																																														|-Branch two:
% 59.43/24.62  																																														| (1390)  ~ (all_0_44_44 = e4)
% 59.43/24.62  																																														| (1391) all_0_44_44 = e3 | all_0_44_44 = e1 | all_0_44_44 = e0
% 59.43/24.62  																																														|
% 59.43/24.62  																																															+-Applying beta-rule and splitting (150), into two cases.
% 59.43/24.62  																																															|-Branch one:
% 59.43/24.62  																																															| (1378) all_0_40_40 = e4
% 59.43/24.62  																																															|
% 59.43/24.62  																																																| Combining equations (1378,485) yields a new equation:
% 59.43/24.62  																																																| (481) e4 = e0
% 59.43/24.62  																																																|
% 59.43/24.62  																																																| Simplifying 481 yields:
% 59.43/24.62  																																																| (397) e4 = e0
% 59.43/24.62  																																																|
% 59.43/24.62  																																																| Equations (397) can reduce 49 to:
% 59.43/24.62  																																																| (266) $false
% 59.43/24.62  																																																|
% 59.43/24.62  																																																|-The branch is then unsatisfiable
% 59.43/24.62  																																															|-Branch two:
% 59.43/24.62  																																															| (447)  ~ (all_0_40_40 = e4)
% 59.43/24.62  																																															| (2271) all_0_44_44 = e4 | all_0_49_49 = e4 | all_0_53_53 = e4 | all_0_58_58 = e4
% 59.43/24.62  																																															|
% 59.43/24.62  																																																+-Applying beta-rule and splitting (164), into two cases.
% 59.43/24.62  																																																|-Branch one:
% 59.43/24.62  																																																| (471) all_0_39_39 = e4
% 59.43/24.62  																																																|
% 59.43/24.62  																																																	| Combining equations (471,317) yields a new equation:
% 59.43/24.62  																																																	| (322) e4 = e2
% 59.43/24.62  																																																	|
% 59.43/24.62  																																																	| Simplifying 322 yields:
% 59.43/24.62  																																																	| (323) e4 = e2
% 59.43/24.62  																																																	|
% 59.43/24.62  																																																	| Equations (323) can reduce 48 to:
% 59.43/24.62  																																																	| (266) $false
% 59.43/24.62  																																																	|
% 59.43/24.62  																																																	|-The branch is then unsatisfiable
% 59.43/24.62  																																																|-Branch two:
% 59.43/24.62  																																																| (1377)  ~ (all_0_39_39 = e4)
% 59.43/24.62  																																																| (2115) all_0_42_42 = e4 | all_0_47_47 = e4 | all_0_51_51 = e4 | all_0_56_56 = e4
% 59.43/24.62  																																																|
% 59.43/24.62  																																																	| Equations (317) can reduce 1377 to:
% 59.43/24.62  																																																	| (327)  ~ (e4 = e2)
% 59.43/24.62  																																																	|
% 59.43/24.62  																																																	| Simplifying 327 yields:
% 59.43/24.62  																																																	| (48)  ~ (e4 = e2)
% 59.43/24.62  																																																	|
% 59.43/24.62  																																																	+-Applying beta-rule and splitting (2271), into two cases.
% 59.43/24.62  																																																	|-Branch one:
% 59.43/24.62  																																																	| (446) all_0_44_44 = e4
% 59.43/24.62  																																																	|
% 59.43/24.62  																																																		| Equations (446) can reduce 1390 to:
% 59.43/24.62  																																																		| (266) $false
% 59.43/24.62  																																																		|
% 59.43/24.62  																																																		|-The branch is then unsatisfiable
% 59.43/24.62  																																																	|-Branch two:
% 59.43/24.62  																																																	| (1390)  ~ (all_0_44_44 = e4)
% 59.43/24.62  																																																	| (7998) all_0_49_49 = e4 | all_0_53_53 = e4 | all_0_58_58 = e4
% 59.43/24.62  																																																	|
% 59.43/24.62  																																																		+-Applying beta-rule and splitting (2115), into two cases.
% 59.43/24.62  																																																		|-Branch one:
% 59.43/24.62  																																																		| (1392) all_0_42_42 = e4
% 59.43/24.62  																																																		|
% 59.43/24.62  																																																			| Combining equations (516,1392) yields a new equation:
% 59.43/24.62  																																																			| (425) e4 = e3
% 59.43/24.62  																																																			|
% 59.43/24.62  																																																			| Equations (425) can reduce 188 to:
% 59.43/24.62  																																																			| (266) $false
% 59.43/24.62  																																																			|
% 59.43/24.62  																																																			|-The branch is then unsatisfiable
% 59.43/24.62  																																																		|-Branch two:
% 59.43/24.62  																																																		| (1890)  ~ (all_0_42_42 = e4)
% 59.43/24.62  																																																		| (2246) all_0_47_47 = e4 | all_0_51_51 = e4 | all_0_56_56 = e4
% 59.43/24.62  																																																		|
% 59.43/24.62  																																																			+-Applying beta-rule and splitting (7998), into two cases.
% 59.43/24.62  																																																			|-Branch one:
% 59.43/24.62  																																																			| (974) all_0_49_49 = e4
% 59.43/24.62  																																																			|
% 59.43/24.62  																																																				| Combining equations (583,974) yields a new equation:
% 59.43/24.62  																																																				| (323) e4 = e2
% 59.43/24.62  																																																				|
% 59.43/24.62  																																																				| Equations (323) can reduce 48 to:
% 59.43/24.62  																																																				| (266) $false
% 59.43/24.62  																																																				|
% 59.43/24.62  																																																				|-The branch is then unsatisfiable
% 59.43/24.62  																																																			|-Branch two:
% 59.43/24.62  																																																			| (256)  ~ (all_0_49_49 = e4)
% 59.43/24.62  																																																			| (8013) all_0_53_53 = e4 | all_0_58_58 = e4
% 59.43/24.62  																																																			|
% 59.43/24.62  																																																				+-Applying beta-rule and splitting (2246), into two cases.
% 59.43/24.62  																																																				|-Branch one:
% 59.43/24.62  																																																				| (1790) all_0_47_47 = e4
% 59.43/24.62  																																																				|
% 59.43/24.62  																																																					| Combining equations (654,1790) yields a new equation:
% 59.43/24.62  																																																					| (630) e4 = e1
% 59.43/24.62  																																																					|
% 59.43/24.62  																																																					| Equations (630) can reduce 110 to:
% 59.43/24.62  																																																					| (266) $false
% 59.43/24.62  																																																					|
% 59.43/24.62  																																																					|-The branch is then unsatisfiable
% 59.43/24.62  																																																				|-Branch two:
% 59.43/24.62  																																																				| (252)  ~ (all_0_47_47 = e4)
% 59.43/24.62  																																																				| (6548) all_0_51_51 = e4 | all_0_56_56 = e4
% 59.43/24.62  																																																				|
% 59.43/24.62  																																																					| Equations (654) can reduce 252 to:
% 59.43/24.62  																																																					| (602)  ~ (e4 = e1)
% 59.43/24.62  																																																					|
% 59.43/24.62  																																																					| Simplifying 602 yields:
% 59.43/24.62  																																																					| (110)  ~ (e4 = e1)
% 59.43/24.62  																																																					|
% 59.43/24.62  																																																					+-Applying beta-rule and splitting (8013), into two cases.
% 59.43/24.62  																																																					|-Branch one:
% 59.43/24.62  																																																					| (1298) all_0_53_53 = e4
% 59.43/24.62  																																																					|
% 59.43/24.62  																																																						| Equations (1298) can reduce 6 to:
% 59.43/24.62  																																																						| (475)  ~ (all_0_51_51 = e4)
% 59.43/24.62  																																																						|
% 59.43/24.62  																																																						| Equations (1298) can reduce 247 to:
% 59.43/24.62  																																																						| (49)  ~ (e4 = e0)
% 59.43/24.62  																																																						|
% 59.43/24.62  																																																						+-Applying beta-rule and splitting (6548), into two cases.
% 59.43/24.62  																																																						|-Branch one:
% 59.43/24.62  																																																						| (1101) all_0_51_51 = e4
% 59.43/24.62  																																																						|
% 59.43/24.62  																																																							| Equations (1101) can reduce 475 to:
% 59.43/24.62  																																																							| (266) $false
% 59.43/24.62  																																																							|
% 59.43/24.62  																																																							|-The branch is then unsatisfiable
% 59.43/24.62  																																																						|-Branch two:
% 59.43/24.62  																																																						| (475)  ~ (all_0_51_51 = e4)
% 59.43/24.62  																																																						| (842) all_0_56_56 = e4
% 59.43/24.62  																																																						|
% 59.43/24.62  																																																							| Combining equations (679,842) yields a new equation:
% 59.43/24.62  																																																							| (397) e4 = e0
% 59.43/24.62  																																																							|
% 59.43/24.62  																																																							| Equations (397) can reduce 49 to:
% 59.43/24.62  																																																							| (266) $false
% 59.43/24.62  																																																							|
% 59.43/24.62  																																																							|-The branch is then unsatisfiable
% 59.43/24.62  																																																					|-Branch two:
% 59.43/24.62  																																																					| (1453)  ~ (all_0_53_53 = e4)
% 59.43/24.62  																																																					| (910) all_0_58_58 = e4
% 59.43/24.62  																																																					|
% 59.43/24.62  																																																						| Combining equations (910,918) yields a new equation:
% 59.43/24.62  																																																						| (636) e4 = e1
% 59.43/24.62  																																																						|
% 59.43/24.62  																																																						| Simplifying 636 yields:
% 59.43/24.62  																																																						| (630) e4 = e1
% 59.43/24.62  																																																						|
% 59.43/24.62  																																																						| Equations (630) can reduce 110 to:
% 59.43/24.62  																																																						| (266) $false
% 59.43/24.62  																																																						|
% 59.43/24.62  																																																						|-The branch is then unsatisfiable
% 59.43/24.62  																																													|-Branch two:
% 59.43/24.62  																																													| (405)  ~ (all_0_42_42 = e3)
% 59.43/24.62  																																													| (521) all_0_47_47 = e3 | all_0_51_51 = e3 | all_0_56_56 = e3
% 59.43/24.62  																																													|
% 59.43/24.62  																																														+-Applying beta-rule and splitting (152), into two cases.
% 59.43/24.62  																																														|-Branch one:
% 59.43/24.62  																																														| (1392) all_0_42_42 = e4
% 59.43/24.62  																																														|
% 59.43/24.62  																																															| Equations (1392) can reduce 405 to:
% 59.43/24.62  																																															| (188)  ~ (e4 = e3)
% 59.43/24.62  																																															|
% 59.43/24.62  																																															| From (1392) and (210) follows:
% 59.43/24.62  																																															| (4074) op(e3, e2) = e4
% 59.43/24.62  																																															|
% 59.43/24.62  																																															+-Applying beta-rule and splitting (1899), into two cases.
% 59.43/24.62  																																															|-Branch one:
% 59.43/24.62  																																															| (516) all_0_42_42 = e3
% 59.43/24.62  																																															|
% 59.43/24.62  																																																| Combining equations (1392,516) yields a new equation:
% 59.43/24.62  																																																| (424) e4 = e3
% 59.43/24.62  																																																|
% 59.43/24.62  																																																| Simplifying 424 yields:
% 59.43/24.62  																																																| (425) e4 = e3
% 59.43/24.62  																																																|
% 59.43/24.62  																																																| Equations (425) can reduce 188 to:
% 59.43/24.62  																																																| (266) $false
% 59.43/24.62  																																																|
% 59.43/24.62  																																																|-The branch is then unsatisfiable
% 59.43/24.62  																																															|-Branch two:
% 59.43/24.62  																																															| (405)  ~ (all_0_42_42 = e3)
% 59.43/24.62  																																															| (532) all_0_44_44 = e3
% 59.43/24.62  																																															|
% 59.43/24.62  																																																| Equations (532) can reduce 220 to:
% 59.43/24.62  																																																| (1114)  ~ (all_0_53_53 = e3)
% 59.43/24.62  																																																|
% 59.43/24.62  																																																| Simplifying 1114 yields:
% 59.43/24.62  																																																| (903)  ~ (all_0_53_53 = e3)
% 59.43/24.62  																																																|
% 59.43/24.62  																																																| From (532) and (138) follows:
% 59.43/24.62  																																																| (1639) op(e3, e0) = e3
% 59.43/24.62  																																																|
% 59.43/24.62  																																																+-Applying beta-rule and splitting (418), into two cases.
% 59.43/24.62  																																																|-Branch one:
% 59.43/24.62  																																																| (660) all_0_51_51 = e3
% 59.43/24.62  																																																|
% 59.43/24.62  																																																	| From (660) and (186) follows:
% 59.43/24.62  																																																	| (1552) op(e1, e2) = e3
% 59.43/24.62  																																																	|
% 59.43/24.62  																																																	+-Applying beta-rule and splitting (56), into two cases.
% 59.43/24.62  																																																	|-Branch one:
% 59.43/24.62  																																																	| (696) unit = e2
% 59.43/24.62  																																																	|
% 59.43/24.62  																																																		| From (696) and (209) follows:
% 59.43/24.62  																																																		| (7585) op(e2, e0) = e0
% 59.43/24.62  																																																		|
% 59.43/24.62  																																																		| From (696) and (227) follows:
% 59.43/24.62  																																																		| (4284) op(e4, e2) = e4
% 59.43/24.62  																																																		|
% 59.43/24.62  																																																		| From (696) and (40) follows:
% 59.43/24.62  																																																		| (4285) op(e3, e2) = e3
% 59.43/24.62  																																																		|
% 59.43/24.62  																																																		| From (696) and (28) follows:
% 59.43/24.62  																																																		| (699) op(e1, e2) = e1
% 59.43/24.62  																																																		|
% 59.43/24.62  																																																		| Instantiating formula (29) with e4, e2, e4, e2 and discharging atoms op(e4, e2) = e4, op(e4, e2) = e2, yields:
% 59.43/24.62  																																																		| (323) e4 = e2
% 59.43/24.62  																																																		|
% 59.43/24.62  																																																		| Instantiating formula (29) with e3, e2, e3, e4 and discharging atoms op(e3, e2) = e4, op(e3, e2) = e3, yields:
% 59.43/24.62  																																																		| (425) e4 = e3
% 59.43/24.62  																																																		|
% 59.43/24.62  																																																		| Instantiating formula (29) with e2, e0, e0, e2 and discharging atoms op(e2, e0) = e2, op(e2, e0) = e0, yields:
% 59.43/24.62  																																																		| (330) e2 = e0
% 59.43/24.62  																																																		|
% 59.43/24.62  																																																		| Instantiating formula (29) with e1, e2, e1, e3 and discharging atoms op(e1, e2) = e3, op(e1, e2) = e1, yields:
% 59.43/24.62  																																																		| (455) e3 = e1
% 59.43/24.62  																																																		|
% 59.43/24.62  																																																		| Combining equations (323,425) yields a new equation:
% 59.43/24.62  																																																		| (662) e3 = e2
% 59.43/24.62  																																																		|
% 59.43/24.62  																																																		| Combining equations (662,455) yields a new equation:
% 59.43/24.62  																																																		| (616) e2 = e1
% 59.43/24.62  																																																		|
% 59.43/24.62  																																																		| Simplifying 616 yields:
% 59.43/24.62  																																																		| (617) e2 = e1
% 59.43/24.62  																																																		|
% 59.43/24.62  																																																		| Combining equations (617,330) yields a new equation:
% 59.43/24.62  																																																		| (546) e1 = e0
% 59.43/24.62  																																																		|
% 59.43/24.62  																																																		| Simplifying 546 yields:
% 59.43/24.62  																																																		| (431) e1 = e0
% 59.43/24.62  																																																		|
% 59.43/24.62  																																																		| Equations (431) can reduce 233 to:
% 59.43/24.62  																																																		| (266) $false
% 59.43/24.62  																																																		|
% 59.43/24.62  																																																		|-The branch is then unsatisfiable
% 59.43/24.62  																																																	|-Branch two:
% 59.43/24.62  																																																	| (707)  ~ (unit = e2)
% 59.43/24.62  																																																	| (708) unit = e4 | unit = e3 | unit = e1 | unit = e0
% 59.43/24.62  																																																	|
% 59.43/24.62  																																																		+-Applying beta-rule and splitting (708), into two cases.
% 59.43/24.62  																																																		|-Branch one:
% 59.43/24.62  																																																		| (709) unit = e4
% 59.43/24.62  																																																		|
% 59.43/24.62  																																																			| From (709) and (24) follows:
% 59.43/24.62  																																																			| (33325) op(e4, e3) = e3
% 59.43/24.62  																																																			|
% 59.43/24.62  																																																			| From (709) and (227) follows:
% 59.43/24.62  																																																			| (710) op(e4, e4) = e4
% 59.43/24.62  																																																			|
% 59.43/24.62  																																																			| From (709) and (42) follows:
% 59.43/24.62  																																																			| (713) op(e0, e4) = e0
% 59.43/24.62  																																																			|
% 59.43/24.62  																																																			| Instantiating formula (29) with e4, e4, e4, e1 and discharging atoms op(e4, e4) = e4, op(e4, e4) = e1, yields:
% 59.43/24.62  																																																			| (630) e4 = e1
% 59.43/24.62  																																																			|
% 59.43/24.62  																																																			| Instantiating formula (29) with e4, e3, e3, e4 and discharging atoms op(e4, e3) = e4, op(e4, e3) = e3, yields:
% 59.43/24.62  																																																			| (425) e4 = e3
% 59.43/24.62  																																																			|
% 59.43/24.62  																																																			| Instantiating formula (29) with e0, e4, e0, e3 and discharging atoms op(e0, e4) = e3, op(e0, e4) = e0, yields:
% 59.43/24.62  																																																			| (676) e3 = e0
% 59.43/24.62  																																																			|
% 59.43/24.62  																																																			| Combining equations (630,425) yields a new equation:
% 59.43/24.62  																																																			| (455) e3 = e1
% 59.43/24.62  																																																			|
% 59.43/24.62  																																																			| Combining equations (455,676) yields a new equation:
% 59.43/24.62  																																																			| (546) e1 = e0
% 59.43/24.62  																																																			|
% 59.43/24.62  																																																			| Simplifying 546 yields:
% 59.43/24.62  																																																			| (431) e1 = e0
% 59.43/24.62  																																																			|
% 59.43/24.62  																																																			| Equations (431) can reduce 233 to:
% 59.43/24.62  																																																			| (266) $false
% 59.43/24.62  																																																			|
% 59.43/24.62  																																																			|-The branch is then unsatisfiable
% 59.43/24.62  																																																		|-Branch two:
% 59.43/24.62  																																																		| (724)  ~ (unit = e4)
% 59.43/24.62  																																																		| (725) unit = e3 | unit = e1 | unit = e0
% 59.43/24.62  																																																		|
% 59.43/24.62  																																																			+-Applying beta-rule and splitting (725), into two cases.
% 59.43/24.62  																																																			|-Branch one:
% 59.43/24.62  																																																			| (726) unit = e0
% 59.43/24.62  																																																			|
% 59.43/24.62  																																																				| From (726) and (244) follows:
% 59.43/24.62  																																																				| (2207) op(e0, e4) = e4
% 59.43/24.62  																																																				|
% 59.43/24.62  																																																				| From (726) and (24) follows:
% 59.43/24.62  																																																				| (2208) op(e0, e3) = e3
% 59.43/24.62  																																																				|
% 59.43/24.62  																																																				| From (726) and (15) follows:
% 59.43/24.62  																																																				| (1508) op(e0, e2) = e2
% 59.43/24.62  																																																				|
% 59.43/24.62  																																																				| From (726) and (211) follows:
% 59.43/24.62  																																																				| (15180) op(e0, e1) = e1
% 59.43/24.62  																																																				|
% 59.43/24.62  																																																				| Instantiating formula (29) with e0, e4, e4, e3 and discharging atoms op(e0, e4) = e4, op(e0, e4) = e3, yields:
% 59.43/24.62  																																																				| (425) e4 = e3
% 59.43/24.62  																																																				|
% 59.43/24.62  																																																				| Instantiating formula (29) with e0, e3, e3, e2 and discharging atoms op(e0, e3) = e3, op(e0, e3) = e2, yields:
% 59.43/24.62  																																																				| (662) e3 = e2
% 59.43/24.62  																																																				|
% 59.43/24.62  																																																				| Instantiating formula (29) with e0, e2, e2, e0 and discharging atoms op(e0, e2) = e2, op(e0, e2) = e0, yields:
% 59.43/24.62  																																																				| (330) e2 = e0
% 59.43/24.62  																																																				|
% 59.43/24.62  																																																				| Instantiating formula (29) with e0, e1, e1, e4 and discharging atoms op(e0, e1) = e4, op(e0, e1) = e1, yields:
% 59.43/24.62  																																																				| (630) e4 = e1
% 59.43/24.62  																																																				|
% 59.43/24.62  																																																				| Combining equations (425,630) yields a new equation:
% 59.43/24.62  																																																				| (454) e3 = e1
% 59.43/24.62  																																																				|
% 59.43/24.62  																																																				| Simplifying 454 yields:
% 59.43/24.62  																																																				| (455) e3 = e1
% 59.43/24.62  																																																				|
% 59.43/24.62  																																																				| Combining equations (455,662) yields a new equation:
% 59.43/24.62  																																																				| (617) e2 = e1
% 59.43/24.62  																																																				|
% 59.43/24.62  																																																				| Combining equations (617,330) yields a new equation:
% 59.43/24.62  																																																				| (546) e1 = e0
% 59.43/24.63  																																																				|
% 59.43/24.63  																																																				| Simplifying 546 yields:
% 59.43/24.63  																																																				| (431) e1 = e0
% 59.43/24.63  																																																				|
% 59.43/24.63  																																																				| Equations (431) can reduce 233 to:
% 59.43/24.63  																																																				| (266) $false
% 59.43/24.63  																																																				|
% 59.43/24.63  																																																				|-The branch is then unsatisfiable
% 59.43/24.63  																																																			|-Branch two:
% 59.43/24.63  																																																			| (734)  ~ (unit = e0)
% 59.43/24.63  																																																			| (735) unit = e3 | unit = e1
% 59.43/24.63  																																																			|
% 59.43/24.63  																																																				+-Applying beta-rule and splitting (735), into two cases.
% 59.43/24.63  																																																				|-Branch one:
% 59.43/24.63  																																																				| (736) unit = e1
% 59.43/24.63  																																																				|
% 59.43/24.63  																																																					| Equations (736) can reduce 734 to:
% 59.43/24.63  																																																					| (233)  ~ (e1 = e0)
% 59.43/24.63  																																																					|
% 59.43/24.63  																																																					| From (736) and (24) follows:
% 59.43/24.63  																																																					| (1934) op(e1, e3) = e3
% 59.43/24.63  																																																					|
% 59.43/24.63  																																																					| From (736) and (15) follows:
% 59.43/24.63  																																																					| (515) op(e1, e2) = e2
% 59.43/24.63  																																																					|
% 59.43/24.63  																																																					| From (736) and (32) follows:
% 59.43/24.63  																																																					| (347) op(e2, e1) = e2
% 59.43/24.63  																																																					|
% 59.43/24.63  																																																					| Instantiating formula (29) with e2, e1, e2, e0 and discharging atoms op(e2, e1) = e2, op(e2, e1) = e0, yields:
% 59.43/24.63  																																																					| (330) e2 = e0
% 59.43/24.63  																																																					|
% 59.43/24.63  																																																					| Instantiating formula (29) with e1, e3, e3, e1 and discharging atoms op(e1, e3) = e3, op(e1, e3) = e1, yields:
% 59.43/24.63  																																																					| (455) e3 = e1
% 59.43/24.63  																																																					|
% 59.43/24.63  																																																					| Instantiating formula (29) with e1, e2, e2, e3 and discharging atoms op(e1, e2) = e3, op(e1, e2) = e2, yields:
% 59.43/24.63  																																																					| (662) e3 = e2
% 59.43/24.63  																																																					|
% 59.43/24.63  																																																					| Combining equations (662,455) yields a new equation:
% 59.43/24.63  																																																					| (616) e2 = e1
% 59.43/24.63  																																																					|
% 59.43/24.63  																																																					| Simplifying 616 yields:
% 59.43/24.63  																																																					| (617) e2 = e1
% 59.43/24.63  																																																					|
% 59.43/24.63  																																																					| Combining equations (617,330) yields a new equation:
% 59.43/24.63  																																																					| (546) e1 = e0
% 59.43/24.63  																																																					|
% 59.43/24.63  																																																					| Simplifying 546 yields:
% 59.43/24.63  																																																					| (431) e1 = e0
% 59.43/24.63  																																																					|
% 59.43/24.63  																																																					| Equations (431) can reduce 233 to:
% 59.43/24.63  																																																					| (266) $false
% 59.43/24.63  																																																					|
% 59.43/24.63  																																																					|-The branch is then unsatisfiable
% 59.43/24.63  																																																				|-Branch two:
% 59.43/24.63  																																																				| (748)  ~ (unit = e1)
% 59.43/24.63  																																																				| (749) unit = e3
% 59.43/24.63  																																																				|
% 59.43/24.63  																																																					| From (749) and (209) follows:
% 59.43/24.63  																																																					| (1667) op(e3, e0) = e0
% 59.43/24.63  																																																					|
% 59.43/24.63  																																																					| From (749) and (32) follows:
% 59.43/24.63  																																																					| (5793) op(e2, e3) = e2
% 59.43/24.63  																																																					|
% 59.43/24.63  																																																					| Instantiating formula (29) with e3, e0, e0, e3 and discharging atoms op(e3, e0) = e3, op(e3, e0) = e0, yields:
% 59.43/24.63  																																																					| (676) e3 = e0
% 59.43/24.63  																																																					|
% 59.43/24.63  																																																					| Instantiating formula (29) with e2, e3, e2, e3 and discharging atoms op(e2, e3) = e3, op(e2, e3) = e2, yields:
% 59.43/24.63  																																																					| (662) e3 = e2
% 59.43/24.63  																																																					|
% 59.43/24.63  																																																					| Combining equations (662,676) yields a new equation:
% 59.43/24.63  																																																					| (391) e2 = e0
% 59.43/24.63  																																																					|
% 59.43/24.63  																																																					| Simplifying 391 yields:
% 59.43/24.63  																																																					| (330) e2 = e0
% 59.43/24.63  																																																					|
% 59.43/24.63  																																																					| Equations (330) can reduce 128 to:
% 59.43/24.63  																																																					| (266) $false
% 59.43/24.63  																																																					|
% 59.43/24.63  																																																					|-The branch is then unsatisfiable
% 59.43/24.63  																																																|-Branch two:
% 59.43/24.63  																																																| (664)  ~ (all_0_51_51 = e3)
% 59.43/24.63  																																																| (665) all_0_53_53 = e3
% 59.43/24.63  																																																|
% 59.43/24.63  																																																	| Equations (665) can reduce 903 to:
% 59.43/24.63  																																																	| (266) $false
% 59.43/24.63  																																																	|
% 59.43/24.63  																																																	|-The branch is then unsatisfiable
% 59.43/24.63  																																														|-Branch two:
% 59.43/24.63  																																														| (1890)  ~ (all_0_42_42 = e4)
% 59.43/24.63  																																														| (1969) all_0_42_42 = e3 | all_0_42_42 = e1 | all_0_42_42 = e0
% 59.43/24.63  																																														|
% 59.43/24.63  																																															+-Applying beta-rule and splitting (1969), into two cases.
% 59.43/24.63  																																															|-Branch one:
% 59.43/24.63  																																															| (559) all_0_42_42 = e0
% 59.43/24.63  																																															|
% 59.43/24.63  																																																| Equations (559) can reduce 358 to:
% 59.43/24.63  																																																| (266) $false
% 59.43/24.63  																																																|
% 59.43/24.63  																																																|-The branch is then unsatisfiable
% 59.43/24.63  																																															|-Branch two:
% 59.43/24.63  																																															| (358)  ~ (all_0_42_42 = e0)
% 59.43/24.63  																																															| (2510) all_0_42_42 = e3 | all_0_42_42 = e1
% 59.43/24.63  																																															|
% 59.43/24.63  																																																+-Applying beta-rule and splitting (2510), into two cases.
% 59.43/24.63  																																																|-Branch one:
% 59.43/24.63  																																																| (459) all_0_42_42 = e1
% 59.43/24.63  																																																|
% 59.43/24.63  																																																	| Equations (459) can reduce 1380 to:
% 59.43/24.63  																																																	| (266) $false
% 59.43/24.63  																																																	|
% 59.43/24.63  																																																	|-The branch is then unsatisfiable
% 59.43/24.63  																																																|-Branch two:
% 59.43/24.63  																																																| (1380)  ~ (all_0_42_42 = e1)
% 59.43/24.63  																																																| (516) all_0_42_42 = e3
% 59.43/24.63  																																																|
% 59.43/24.63  																																																	| Equations (516) can reduce 405 to:
% 59.43/24.63  																																																	| (266) $false
% 59.43/24.63  																																																	|
% 59.43/24.63  																																																	|-The branch is then unsatisfiable
% 59.43/24.63  																																						|-Branch two:
% 59.43/24.63  																																						| (433)  ~ (all_0_43_43 = e1)
% 59.43/24.63  																																						| (434) all_0_48_48 = e1 | all_0_52_52 = e1 | all_0_57_57 = e1
% 59.43/24.63  																																						|
% 59.43/24.63  																																							+-Applying beta-rule and splitting (6374), into two cases.
% 59.43/24.63  																																							|-Branch one:
% 59.43/24.63  																																							| (356) all_0_43_43 = e0
% 59.43/24.63  																																							|
% 59.43/24.63  																																								| Equations (356) can reduce 5470 to:
% 59.43/24.63  																																								| (266) $false
% 59.43/24.63  																																								|
% 59.43/24.63  																																								|-The branch is then unsatisfiable
% 59.43/24.63  																																							|-Branch two:
% 59.43/24.63  																																							| (5470)  ~ (all_0_43_43 = e0)
% 59.43/24.63  																																							| (430) all_0_43_43 = e1
% 59.43/24.63  																																							|
% 59.43/24.63  																																								| Equations (430) can reduce 433 to:
% 59.43/24.63  																																								| (266) $false
% 59.43/24.63  																																								|
% 59.43/24.63  																																								|-The branch is then unsatisfiable
% 59.43/24.63  																															|-Branch two:
% 59.43/24.63  																															| (828)  ~ (all_0_56_56 = e0)
% 59.43/24.63  																															| (924) all_0_57_57 = e0 | all_0_58_58 = e0
% 59.43/24.63  																															|
% 59.43/24.63  																																+-Applying beta-rule and splitting (924), into two cases.
% 59.43/24.63  																																|-Branch one:
% 59.43/24.63  																																| (875) all_0_57_57 = e0
% 59.43/24.63  																																|
% 59.43/24.63  																																	| Equations (875) can reduce 364 to:
% 59.43/24.63  																																	| (266) $false
% 59.43/24.63  																																	|
% 59.43/24.63  																																	|-The branch is then unsatisfiable
% 59.43/24.63  																																|-Branch two:
% 59.43/24.63  																																| (364)  ~ (all_0_57_57 = e0)
% 59.43/24.63  																																| (914) all_0_58_58 = e0
% 59.43/24.63  																																|
% 59.43/24.63  																																	| Equations (914) can reduce 491 to:
% 59.43/24.63  																																	| (266) $false
% 59.43/24.63  																																	|
% 59.43/24.63  																																	|-The branch is then unsatisfiable
% 59.43/24.63  																														|-Branch two:
% 59.43/24.63  																														| (759)  ~ (all_0_50_50 = e1)
% 59.43/24.63  																														| (415) all_0_50_50 = e3
% 59.43/24.63  																														|
% 59.43/24.63  																															| Equations (415) can reduce 411 to:
% 59.43/24.63  																															| (266) $false
% 59.43/24.63  																															|
% 59.43/24.63  																															|-The branch is then unsatisfiable
% 59.43/24.63  																										|-Branch two:
% 59.43/24.63  																										| (357)  ~ (all_0_41_41 = e0)
% 59.43/24.63  																										| (895) all_0_46_46 = e0 | all_0_55_55 = e0
% 59.43/24.63  																										|
% 59.43/24.63  																											+-Applying beta-rule and splitting (895), into two cases.
% 59.43/24.63  																											|-Branch one:
% 59.43/24.63  																											| (538) all_0_46_46 = e0
% 59.43/24.63  																											|
% 59.43/24.63  																												| Combining equations (538,1557) yields a new equation:
% 59.43/24.63  																												| (676) e3 = e0
% 59.43/24.63  																												|
% 59.43/24.63  																												| Equations (676) can reduce 80 to:
% 59.43/24.63  																												| (266) $false
% 59.43/24.63  																												|
% 59.43/24.63  																												|-The branch is then unsatisfiable
% 59.43/24.63  																											|-Branch two:
% 59.43/24.63  																											| (831)  ~ (all_0_46_46 = e0)
% 59.43/24.63  																											| (858) all_0_55_55 = e0
% 59.43/24.63  																											|
% 59.43/24.63  																												| Combining equations (386,858) yields a new equation:
% 59.43/24.63  																												| (391) e2 = e0
% 59.43/24.63  																												|
% 59.43/24.63  																												| Simplifying 391 yields:
% 59.43/24.63  																												| (330) e2 = e0
% 59.43/24.63  																												|
% 59.43/24.63  																												| Equations (330) can reduce 128 to:
% 59.43/24.63  																												| (266) $false
% 59.43/24.63  																												|
% 59.43/24.63  																												|-The branch is then unsatisfiable
% 59.43/24.63  																								|-Branch two:
% 59.43/24.63  																								| (1283)  ~ (all_0_48_48 = e0)
% 59.43/24.63  																								| (978) all_0_49_49 = e0
% 59.43/24.63  																								|
% 59.43/24.63  																									| Combining equations (583,978) yields a new equation:
% 59.43/24.63  																									| (391) e2 = e0
% 59.43/24.63  																									|
% 59.43/24.63  																									| Simplifying 391 yields:
% 59.43/24.63  																									| (330) e2 = e0
% 59.43/24.63  																									|
% 59.43/24.63  																									| Equations (330) can reduce 128 to:
% 59.43/24.63  																									| (266) $false
% 59.43/24.63  																									|
% 59.43/24.63  																									|-The branch is then unsatisfiable
% 59.43/24.63  																				|-Branch two:
% 59.43/24.63  																				| (409)  ~ (all_0_46_46 = e3)
% 59.43/24.63  																				| (1561) all_0_47_47 = e3 | all_0_49_49 = e3
% 59.43/24.63  																				|
% 59.43/24.63  																					+-Applying beta-rule and splitting (1561), into two cases.
% 59.43/24.63  																					|-Branch one:
% 59.43/24.63  																					| (522) all_0_47_47 = e3
% 59.43/24.63  																					|
% 59.43/24.63  																						| Combining equations (654,522) yields a new equation:
% 59.43/24.63  																						| (455) e3 = e1
% 59.43/24.63  																						|
% 59.43/24.63  																						| Equations (455) can reduce 213 to:
% 59.43/24.63  																						| (266) $false
% 59.43/24.63  																						|
% 59.43/24.63  																						|-The branch is then unsatisfiable
% 59.43/24.63  																					|-Branch two:
% 59.43/24.63  																					| (1091)  ~ (all_0_47_47 = e3)
% 59.43/24.63  																					| (884) all_0_49_49 = e3
% 59.43/24.63  																					|
% 59.43/24.63  																						| Combining equations (583,884) yields a new equation:
% 59.43/24.63  																						| (662) e3 = e2
% 59.43/24.63  																						|
% 59.43/24.63  																						| Equations (662) can reduce 212 to:
% 59.43/24.63  																						| (266) $false
% 59.43/24.63  																						|
% 59.43/24.63  																						|-The branch is then unsatisfiable
% 59.43/24.63  																	|-Branch two:
% 59.43/24.63  																	| (813) all_0_47_47 = e1 & all_0_52_52 = e2 &  ~ (all_0_51_51 = e1)
% 59.43/24.63  																	|
% 59.43/24.63  																		| Applying alpha-rule on (813) yields:
% 59.43/24.63  																		| (654) all_0_47_47 = e1
% 59.43/24.63  																		| (352) all_0_52_52 = e2
% 59.43/24.63  																		| (464)  ~ (all_0_51_51 = e1)
% 59.43/24.63  																		|
% 59.43/24.63  																		| Equations (654) can reduce 198 to:
% 59.43/24.63  																		| (1380)  ~ (all_0_42_42 = e1)
% 59.43/24.63  																		|
% 59.43/24.63  																		| Equations (654) can reduce 91 to:
% 59.43/24.63  																		| (465)  ~ (all_0_56_56 = e1)
% 59.43/24.63  																		|
% 59.43/24.63  																		| Simplifying 465 yields:
% 59.43/24.63  																		| (466)  ~ (all_0_56_56 = e1)
% 59.43/24.63  																		|
% 59.43/24.63  																		+-Applying beta-rule and splitting (78), into two cases.
% 59.43/24.63  																		|-Branch one:
% 59.43/24.63  																		| (423) all_0_45_45 = e3
% 59.43/24.63  																		|
% 59.43/24.63  																			| Combining equations (423,248) yields a new equation:
% 59.43/24.63  																			| (425) e4 = e3
% 59.43/24.63  																			|
% 59.43/24.63  																			| Equations (425) can reduce 188 to:
% 59.43/24.63  																			| (266) $false
% 59.43/24.63  																			|
% 59.43/24.63  																			|-The branch is then unsatisfiable
% 59.43/24.63  																		|-Branch two:
% 59.43/24.63  																		| (427)  ~ (all_0_45_45 = e3)
% 59.43/24.63  																		| (428) all_0_46_46 = e3 | all_0_47_47 = e3 | all_0_49_49 = e3
% 59.43/24.63  																		|
% 59.43/24.63  																			+-Applying beta-rule and splitting (428), into two cases.
% 59.43/24.63  																			|-Branch one:
% 59.43/24.63  																			| (1557) all_0_46_46 = e3
% 59.43/24.63  																			|
% 59.43/24.63  																				| Equations (1557) can reduce 30 to:
% 59.43/24.63  																				| (23024)  ~ (all_0_48_48 = e3)
% 59.43/24.63  																				|
% 59.43/24.63  																				| Simplifying 23024 yields:
% 59.43/24.63  																				| (215)  ~ (all_0_48_48 = e3)
% 59.43/24.63  																				|
% 59.43/24.63  																				| Equations (1557) can reduce 35 to:
% 59.43/24.63  																				| (410)  ~ (all_0_50_50 = e3)
% 59.43/24.63  																				|
% 59.43/24.63  																				| Simplifying 410 yields:
% 59.43/24.63  																				| (411)  ~ (all_0_50_50 = e3)
% 59.43/24.63  																				|
% 59.43/24.63  																				| From (1557) and (120) follows:
% 59.43/24.63  																				| (697) op(e2, e3) = e3
% 59.43/24.63  																				|
% 59.43/24.63  																				+-Applying beta-rule and splitting (241), into two cases.
% 59.43/24.63  																				|-Branch one:
% 59.43/24.63  																				| (378) all_0_50_50 = e2
% 59.43/24.63  																				|
% 59.43/24.63  																					| Equations (378) can reduce 302 to:
% 59.43/24.63  																					| (266) $false
% 59.43/24.63  																					|
% 59.43/24.63  																					|-The branch is then unsatisfiable
% 59.43/24.63  																				|-Branch two:
% 59.43/24.63  																				| (302)  ~ (all_0_50_50 = e2)
% 59.43/24.63  																				| (422) all_0_50_50 = e4 | all_0_50_50 = e3 | all_0_50_50 = e1
% 59.43/24.63  																				|
% 59.43/24.63  																					+-Applying beta-rule and splitting (184), into two cases.
% 59.43/24.63  																					|-Branch one:
% 59.43/24.63  																					| (538) all_0_46_46 = e0
% 59.43/24.63  																					|
% 59.43/24.63  																						| Combining equations (1557,538) yields a new equation:
% 59.43/24.63  																						| (675) e3 = e0
% 59.43/24.63  																						|
% 59.43/24.63  																						| Simplifying 675 yields:
% 59.43/24.63  																						| (676) e3 = e0
% 59.43/24.63  																						|
% 59.43/24.63  																						| Equations (676) can reduce 80 to:
% 59.43/24.63  																						| (266) $false
% 59.43/24.63  																						|
% 59.43/24.63  																						|-The branch is then unsatisfiable
% 59.43/24.63  																					|-Branch two:
% 59.43/24.63  																					| (831)  ~ (all_0_46_46 = e0)
% 59.43/24.63  																					| (832) all_0_47_47 = e0 | all_0_48_48 = e0 | all_0_49_49 = e0
% 59.43/24.63  																					|
% 59.43/24.63  																						+-Applying beta-rule and splitting (832), into two cases.
% 59.43/24.63  																						|-Branch one:
% 59.43/24.63  																						| (674) all_0_47_47 = e0
% 59.43/24.63  																						|
% 59.43/24.63  																							| Combining equations (654,674) yields a new equation:
% 59.43/24.63  																							| (546) e1 = e0
% 59.43/24.63  																							|
% 59.43/24.63  																							| Simplifying 546 yields:
% 59.43/24.63  																							| (431) e1 = e0
% 59.43/24.63  																							|
% 59.43/24.63  																							| Equations (431) can reduce 233 to:
% 59.43/24.63  																							| (266) $false
% 59.43/24.63  																							|
% 59.43/24.63  																							|-The branch is then unsatisfiable
% 59.43/24.63  																						|-Branch two:
% 59.43/24.63  																						| (678)  ~ (all_0_47_47 = e0)
% 59.43/24.63  																						| (1278) all_0_48_48 = e0 | all_0_49_49 = e0
% 59.43/24.63  																						|
% 59.43/24.63  																							+-Applying beta-rule and splitting (1278), into two cases.
% 59.43/24.63  																							|-Branch one:
% 59.43/24.63  																							| (1279) all_0_48_48 = e0
% 59.43/24.63  																							|
% 59.43/24.63  																								| Equations (1279) can reduce 239 to:
% 59.43/24.63  																								| (363)  ~ (all_0_57_57 = e0)
% 59.43/24.63  																								|
% 59.43/24.63  																								| Simplifying 363 yields:
% 59.43/24.63  																								| (364)  ~ (all_0_57_57 = e0)
% 59.43/24.63  																								|
% 59.43/24.63  																								| Equations (1279) can reduce 254 to:
% 59.43/24.63  																								| (401)  ~ (e4 = e0)
% 59.43/24.63  																								|
% 59.43/24.63  																								| Simplifying 401 yields:
% 59.43/24.63  																								| (49)  ~ (e4 = e0)
% 59.43/24.63  																								|
% 59.43/24.63  																								| Equations (1279) can reduce 215 to:
% 59.43/24.63  																								| (541)  ~ (e3 = e0)
% 59.43/24.63  																								|
% 59.43/24.63  																								| Simplifying 541 yields:
% 59.43/24.63  																								| (80)  ~ (e3 = e0)
% 59.43/24.63  																								|
% 59.43/24.63  																								| Equations (1279) can reduce 810 to:
% 59.43/24.63  																								| (365)  ~ (e2 = e0)
% 59.43/24.63  																								|
% 59.43/24.63  																								| Simplifying 365 yields:
% 59.43/24.63  																								| (128)  ~ (e2 = e0)
% 59.43/24.63  																								|
% 59.43/24.63  																								| From (1279) and (192) follows:
% 59.43/24.63  																								| (14938) op(e2, e1) = e0
% 59.43/24.63  																								|
% 59.43/24.63  																								+-Applying beta-rule and splitting (243), into two cases.
% 59.43/24.63  																								|-Branch one:
% 59.43/24.63  																								| (329) all_0_38_38 = e0
% 59.43/24.63  																								|
% 59.43/24.63  																									| Combining equations (329,321) yields a new equation:
% 59.43/24.63  																									| (397) e4 = e0
% 59.43/24.63  																									|
% 59.43/24.63  																									| Equations (397) can reduce 49 to:
% 59.43/24.63  																									| (266) $false
% 59.43/24.63  																									|
% 59.43/24.63  																									|-The branch is then unsatisfiable
% 59.43/24.63  																								|-Branch two:
% 59.43/24.63  																								| (332)  ~ (all_0_38_38 = e0)
% 59.43/24.63  																								| (395) all_0_41_41 = e0 | all_0_46_46 = e0 | all_0_55_55 = e0
% 59.43/24.63  																								|
% 59.43/24.63  																									+-Applying beta-rule and splitting (395), into two cases.
% 59.43/24.63  																									|-Branch one:
% 59.43/24.63  																									| (794) all_0_41_41 = e0
% 59.43/24.63  																									|
% 59.43/24.63  																										| Equations (794) can reduce 31 to:
% 59.43/24.63  																										| (33173)  ~ (all_0_43_43 = e0)
% 59.43/24.63  																										|
% 59.43/24.64  																										| Simplifying 33173 yields:
% 59.43/24.64  																										| (5470)  ~ (all_0_43_43 = e0)
% 59.43/24.64  																										|
% 59.43/24.64  																										| Equations (794) can reduce 149 to:
% 59.43/24.64  																										| (359)  ~ (all_0_44_44 = e0)
% 59.43/24.64  																										|
% 59.43/24.64  																										| Simplifying 359 yields:
% 59.43/24.64  																										| (360)  ~ (all_0_44_44 = e0)
% 59.43/24.64  																										|
% 59.43/24.64  																										| Equations (794) can reduce 440 to:
% 59.43/24.64  																										| (401)  ~ (e4 = e0)
% 59.43/24.64  																										|
% 59.43/24.64  																										| Simplifying 401 yields:
% 59.43/24.64  																										| (49)  ~ (e4 = e0)
% 59.43/24.64  																										|
% 59.43/24.64  																										| Equations (794) can reduce 85 to:
% 59.43/24.64  																										| (365)  ~ (e2 = e0)
% 59.43/24.64  																										|
% 59.43/24.64  																										| Simplifying 365 yields:
% 59.43/24.64  																										| (128)  ~ (e2 = e0)
% 59.43/24.64  																										|
% 59.43/24.64  																										| From (794) and (219) follows:
% 59.43/24.64  																										| (5573) op(e3, e3) = e0
% 59.43/24.64  																										|
% 59.43/24.64  																										+-Applying beta-rule and splitting (104), into two cases.
% 59.43/24.64  																										|-Branch one:
% 59.43/24.64  																										| (480) all_0_39_39 = e0
% 59.43/24.64  																										|
% 59.43/24.64  																											| Combining equations (480,317) yields a new equation:
% 59.43/24.64  																											| (330) e2 = e0
% 59.43/24.64  																											|
% 59.43/24.64  																											| Equations (330) can reduce 128 to:
% 59.43/24.64  																											| (266) $false
% 59.43/24.64  																											|
% 59.43/24.64  																											|-The branch is then unsatisfiable
% 59.43/24.64  																										|-Branch two:
% 59.43/24.64  																										| (484)  ~ (all_0_39_39 = e0)
% 59.43/24.64  																										| (558) all_0_42_42 = e0 | all_0_47_47 = e0 | all_0_56_56 = e0
% 59.43/24.64  																										|
% 59.43/24.64  																											| Equations (317) can reduce 484 to:
% 59.43/24.64  																											| (128)  ~ (e2 = e0)
% 59.43/24.64  																											|
% 59.43/24.64  																											+-Applying beta-rule and splitting (125), into two cases.
% 59.43/24.64  																											|-Branch one:
% 59.43/24.64  																											| (858) all_0_55_55 = e0
% 59.43/24.64  																											|
% 59.43/24.64  																												| Combining equations (386,858) yields a new equation:
% 59.43/24.64  																												| (391) e2 = e0
% 59.43/24.64  																												|
% 59.43/24.64  																												| Simplifying 391 yields:
% 59.43/24.64  																												| (330) e2 = e0
% 59.43/24.64  																												|
% 59.43/24.64  																												| Equations (330) can reduce 128 to:
% 59.43/24.64  																												| (266) $false
% 59.43/24.64  																												|
% 59.43/24.64  																												|-The branch is then unsatisfiable
% 59.43/24.64  																											|-Branch two:
% 59.43/24.64  																											| (803)  ~ (all_0_55_55 = e0)
% 59.43/24.64  																											| (863) all_0_56_56 = e0 | all_0_57_57 = e0 | all_0_58_58 = e0
% 59.43/24.64  																											|
% 59.43/24.64  																												+-Applying beta-rule and splitting (422), into two cases.
% 59.43/24.64  																												|-Branch one:
% 59.43/24.64  																												| (775) all_0_50_50 = e4
% 59.43/24.64  																												|
% 59.43/24.64  																													| Equations (775) can reduce 566 to:
% 59.43/24.64  																													| (266) $false
% 59.43/24.64  																													|
% 59.43/24.64  																													|-The branch is then unsatisfiable
% 59.43/24.64  																												|-Branch two:
% 59.43/24.64  																												| (566)  ~ (all_0_50_50 = e4)
% 59.43/24.64  																												| (1444) all_0_50_50 = e3 | all_0_50_50 = e1
% 59.43/24.64  																												|
% 59.43/24.64  																													+-Applying beta-rule and splitting (1444), into two cases.
% 59.43/24.64  																													|-Branch one:
% 59.43/24.64  																													| (601) all_0_50_50 = e1
% 59.43/24.64  																													|
% 59.43/24.64  																														| Equations (601) can reduce 59 to:
% 59.43/24.64  																														| (463)  ~ (all_0_51_51 = e1)
% 59.43/24.64  																														|
% 59.43/24.64  																														| Simplifying 463 yields:
% 59.43/24.64  																														| (464)  ~ (all_0_51_51 = e1)
% 59.43/24.64  																														|
% 59.43/24.64  																														| Equations (601) can reduce 190 to:
% 59.43/24.64  																														| (1458)  ~ (all_0_53_53 = e1)
% 59.43/24.64  																														|
% 59.43/24.64  																														| Simplifying 1458 yields:
% 59.43/24.64  																														| (1459)  ~ (all_0_53_53 = e1)
% 59.43/24.64  																														|
% 59.43/24.64  																														| Equations (601) can reduce 566 to:
% 59.43/24.64  																														| (602)  ~ (e4 = e1)
% 59.43/24.64  																														|
% 59.43/24.64  																														| Simplifying 602 yields:
% 59.43/24.64  																														| (110)  ~ (e4 = e1)
% 59.43/24.64  																														|
% 59.43/24.64  																														| Equations (601) can reduce 302 to:
% 59.43/24.64  																														| (604)  ~ (e2 = e1)
% 59.43/24.64  																														|
% 59.43/24.64  																														| Simplifying 604 yields:
% 59.43/24.64  																														| (122)  ~ (e2 = e1)
% 59.43/24.64  																														|
% 59.43/24.64  																														| From (601) and (242) follows:
% 59.43/24.64  																														| (2235) op(e1, e3) = e1
% 59.43/24.64  																														|
% 59.43/24.64  																														+-Applying beta-rule and splitting (863), into two cases.
% 59.43/24.64  																														|-Branch one:
% 59.43/24.64  																														| (679) all_0_56_56 = e0
% 59.43/24.64  																														|
% 59.43/24.64  																															| Equations (679) can reduce 236 to:
% 59.43/24.64  																															| (358)  ~ (all_0_42_42 = e0)
% 59.43/24.64  																															|
% 59.43/24.64  																															| Equations (679) can reduce 16 to:
% 59.43/24.64  																															| (115)  ~ (all_0_51_51 = e0)
% 59.43/24.64  																															|
% 59.43/24.64  																															| Equations (679) can reduce 140 to:
% 59.43/24.64  																															| (363)  ~ (all_0_57_57 = e0)
% 59.43/24.64  																															|
% 59.43/24.64  																															| Simplifying 363 yields:
% 59.43/24.64  																															| (364)  ~ (all_0_57_57 = e0)
% 59.43/24.64  																															|
% 59.43/24.64  																															| Equations (679) can reduce 44 to:
% 59.43/24.64  																															| (490)  ~ (all_0_58_58 = e0)
% 59.43/24.64  																															|
% 59.43/24.64  																															| Simplifying 490 yields:
% 59.43/24.64  																															| (491)  ~ (all_0_58_58 = e0)
% 59.43/24.64  																															|
% 59.43/24.64  																															| Equations (679) can reduce 272 to:
% 59.43/24.64  																															| (541)  ~ (e3 = e0)
% 59.43/24.64  																															|
% 59.43/24.64  																															| Simplifying 541 yields:
% 59.43/24.64  																															| (80)  ~ (e3 = e0)
% 59.43/24.64  																															|
% 59.43/24.64  																															| Equations (679) can reduce 511 to:
% 59.43/24.64  																															| (365)  ~ (e2 = e0)
% 59.43/24.64  																															|
% 59.43/24.64  																															| Simplifying 365 yields:
% 59.43/24.64  																															| (128)  ~ (e2 = e0)
% 59.43/24.64  																															|
% 59.43/24.64  																															| Equations (679) can reduce 466 to:
% 59.43/24.64  																															| (435)  ~ (e1 = e0)
% 59.43/24.64  																															|
% 59.43/24.64  																															| Simplifying 435 yields:
% 59.43/24.64  																															| (233)  ~ (e1 = e0)
% 59.43/24.64  																															|
% 59.43/24.64  																															| From (679) and (111) follows:
% 59.43/24.64  																															| (1613) op(e0, e2) = e0
% 59.43/24.64  																															|
% 59.43/24.64  																															+-Applying beta-rule and splitting (195), into two cases.
% 59.43/24.64  																															|-Branch one:
% 59.43/24.64  																															| (396) all_0_43_43 = e4
% 59.43/24.64  																															|
% 59.43/24.64  																																| Equations (396) can reduce 240 to:
% 59.43/24.64  																																| (1890)  ~ (all_0_42_42 = e4)
% 59.43/24.64  																																|
% 59.43/24.64  																																| From (396) and (37) follows:
% 59.43/24.64  																																| (5492) op(e3, e1) = e4
% 59.43/24.64  																																|
% 59.43/24.64  																																+-Applying beta-rule and splitting (130), into two cases.
% 59.43/24.64  																																|-Branch one:
% 59.43/24.64  																																| (430) all_0_43_43 = e1
% 59.43/24.64  																																|
% 59.43/24.64  																																	| Combining equations (430,396) yields a new equation:
% 59.43/24.64  																																	| (630) e4 = e1
% 59.43/24.64  																																	|
% 59.43/24.64  																																	| Equations (630) can reduce 110 to:
% 59.43/24.64  																																	| (266) $false
% 59.43/24.64  																																	|
% 59.43/24.64  																																	|-The branch is then unsatisfiable
% 59.43/24.64  																																|-Branch two:
% 59.43/24.64  																																| (433)  ~ (all_0_43_43 = e1)
% 59.43/24.64  																																| (434) all_0_48_48 = e1 | all_0_52_52 = e1 | all_0_57_57 = e1
% 59.43/24.64  																																|
% 59.43/24.64  																																	+-Applying beta-rule and splitting (152), into two cases.
% 59.43/24.64  																																	|-Branch one:
% 59.43/24.64  																																	| (1392) all_0_42_42 = e4
% 59.43/24.64  																																	|
% 59.43/24.64  																																		| Equations (1392) can reduce 1890 to:
% 59.43/24.64  																																		| (266) $false
% 59.43/24.64  																																		|
% 59.43/24.64  																																		|-The branch is then unsatisfiable
% 59.43/24.64  																																	|-Branch two:
% 59.43/24.64  																																	| (1890)  ~ (all_0_42_42 = e4)
% 59.43/24.64  																																	| (1969) all_0_42_42 = e3 | all_0_42_42 = e1 | all_0_42_42 = e0
% 59.43/24.64  																																	|
% 59.43/24.64  																																		+-Applying beta-rule and splitting (12), into two cases.
% 59.43/24.64  																																		|-Branch one:
% 59.43/24.64  																																		| (442) all_0_57_57 = e2
% 59.43/24.64  																																		|
% 59.43/24.64  																																			| Equations (442) can reduce 344 to:
% 59.43/24.64  																																			| (266) $false
% 59.43/24.64  																																			|
% 59.43/24.64  																																			|-The branch is then unsatisfiable
% 59.43/24.64  																																		|-Branch two:
% 59.43/24.64  																																		| (344)  ~ (all_0_57_57 = e2)
% 59.43/24.64  																																		| (445) all_0_57_57 = e4 | all_0_57_57 = e1 | all_0_57_57 = e0
% 59.43/24.64  																																		|
% 59.43/24.64  																																			+-Applying beta-rule and splitting (434), into two cases.
% 59.43/24.64  																																			|-Branch one:
% 59.43/24.64  																																			| (615) all_0_48_48 = e1
% 59.43/24.64  																																			|
% 59.43/24.64  																																				| Combining equations (1279,615) yields a new equation:
% 59.43/24.64  																																				| (431) e1 = e0
% 59.43/24.64  																																				|
% 59.43/24.64  																																				| Equations (431) can reduce 233 to:
% 59.43/24.64  																																				| (266) $false
% 59.43/24.64  																																				|
% 59.43/24.64  																																				|-The branch is then unsatisfiable
% 59.43/24.64  																																			|-Branch two:
% 59.43/24.64  																																			| (619)  ~ (all_0_48_48 = e1)
% 59.43/24.64  																																			| (620) all_0_52_52 = e1 | all_0_57_57 = e1
% 59.43/24.64  																																			|
% 59.43/24.64  																																				+-Applying beta-rule and splitting (620), into two cases.
% 59.43/24.64  																																				|-Branch one:
% 59.43/24.64  																																				| (642) all_0_52_52 = e1
% 59.43/24.64  																																				|
% 59.43/24.64  																																					| Combining equations (352,642) yields a new equation:
% 59.43/24.64  																																					| (616) e2 = e1
% 59.43/24.64  																																					|
% 59.43/24.64  																																					| Simplifying 616 yields:
% 59.43/24.64  																																					| (617) e2 = e1
% 59.43/24.64  																																					|
% 59.43/24.64  																																					| Equations (617) can reduce 122 to:
% 59.43/24.64  																																					| (266) $false
% 59.43/24.64  																																					|
% 59.43/24.64  																																					|-The branch is then unsatisfiable
% 59.43/24.64  																																				|-Branch two:
% 59.43/24.64  																																				| (646)  ~ (all_0_52_52 = e1)
% 59.43/24.64  																																				| (647) all_0_57_57 = e1
% 59.43/24.64  																																				|
% 59.43/24.64  																																					| Equations (647) can reduce 148 to:
% 59.43/24.64  																																					| (879)  ~ (all_0_58_58 = e1)
% 59.43/24.64  																																					|
% 59.43/24.64  																																					| Simplifying 879 yields:
% 59.43/24.64  																																					| (880)  ~ (all_0_58_58 = e1)
% 59.43/24.64  																																					|
% 59.43/24.64  																																					| Equations (647) can reduce 344 to:
% 59.43/24.64  																																					| (604)  ~ (e2 = e1)
% 59.43/24.64  																																					|
% 59.43/24.64  																																					| Simplifying 604 yields:
% 59.43/24.64  																																					| (122)  ~ (e2 = e1)
% 59.43/24.64  																																					|
% 59.43/24.64  																																					+-Applying beta-rule and splitting (1969), into two cases.
% 59.43/24.64  																																					|-Branch one:
% 59.43/24.64  																																					| (559) all_0_42_42 = e0
% 59.43/24.64  																																					|
% 59.43/24.64  																																						| Equations (559) can reduce 358 to:
% 59.43/24.64  																																						| (266) $false
% 59.43/24.64  																																						|
% 59.43/24.64  																																						|-The branch is then unsatisfiable
% 59.43/24.64  																																					|-Branch two:
% 59.43/24.64  																																					| (358)  ~ (all_0_42_42 = e0)
% 59.43/24.64  																																					| (2510) all_0_42_42 = e3 | all_0_42_42 = e1
% 59.43/24.64  																																					|
% 59.43/24.64  																																						+-Applying beta-rule and splitting (2510), into two cases.
% 59.43/24.64  																																						|-Branch one:
% 59.43/24.64  																																						| (459) all_0_42_42 = e1
% 59.43/24.64  																																						|
% 59.43/24.64  																																							| Equations (459) can reduce 1380 to:
% 59.43/24.64  																																							| (266) $false
% 59.43/24.64  																																							|
% 59.43/24.64  																																							|-The branch is then unsatisfiable
% 59.43/24.64  																																						|-Branch two:
% 59.43/24.64  																																						| (1380)  ~ (all_0_42_42 = e1)
% 59.43/24.64  																																						| (516) all_0_42_42 = e3
% 59.43/24.64  																																						|
% 59.43/24.64  																																							| Equations (516) can reduce 61 to:
% 59.43/24.64  																																							| (1925)  ~ (all_0_51_51 = e3)
% 59.43/24.64  																																							|
% 59.43/24.64  																																							| Simplifying 1925 yields:
% 59.43/24.64  																																							| (664)  ~ (all_0_51_51 = e3)
% 59.43/24.64  																																							|
% 59.43/24.64  																																							| Equations (516) can reduce 1380 to:
% 59.43/24.64  																																							| (213)  ~ (e3 = e1)
% 59.43/24.64  																																							|
% 59.43/24.64  																																							+-Applying beta-rule and splitting (168), into two cases.
% 59.43/24.64  																																							|-Branch one:
% 59.43/24.64  																																							| (415) all_0_50_50 = e3
% 59.43/24.64  																																							|
% 59.43/24.64  																																								| Combining equations (415,601) yields a new equation:
% 59.43/24.64  																																								| (454) e3 = e1
% 59.43/24.64  																																								|
% 59.43/24.64  																																								| Simplifying 454 yields:
% 59.43/24.64  																																								| (455) e3 = e1
% 59.43/24.64  																																								|
% 59.43/24.64  																																								| Equations (455) can reduce 213 to:
% 59.43/24.64  																																								| (266) $false
% 59.43/24.64  																																								|
% 59.43/24.64  																																								|-The branch is then unsatisfiable
% 59.43/24.64  																																							|-Branch two:
% 59.43/24.64  																																							| (411)  ~ (all_0_50_50 = e3)
% 59.43/24.64  																																							| (418) all_0_51_51 = e3 | all_0_53_53 = e3
% 59.43/24.64  																																							|
% 59.43/24.64  																																								+-Applying beta-rule and splitting (7), into two cases.
% 59.43/24.64  																																								|-Branch one:
% 59.43/24.64  																																								| (504) all_0_51_51 = e2
% 59.43/24.64  																																								|
% 59.43/24.64  																																									| Equations (504) can reduce 1099 to:
% 59.43/24.64  																																									| (266) $false
% 59.43/24.64  																																									|
% 59.43/24.64  																																									|-The branch is then unsatisfiable
% 59.43/24.64  																																								|-Branch two:
% 59.43/24.64  																																								| (1099)  ~ (all_0_51_51 = e2)
% 59.43/24.64  																																								| (1100) all_0_51_51 = e4 | all_0_51_51 = e3 | all_0_51_51 = e1
% 59.43/24.64  																																								|
% 59.43/24.64  																																									+-Applying beta-rule and splitting (112), into two cases.
% 59.43/24.64  																																									|-Branch one:
% 59.43/24.64  																																									| (635) all_0_44_44 = e1
% 59.43/24.64  																																									|
% 59.43/24.64  																																										| Equations (635) can reduce 360 to:
% 59.43/24.64  																																										| (233)  ~ (e1 = e0)
% 59.43/24.64  																																										|
% 59.43/24.64  																																										+-Applying beta-rule and splitting (108), into two cases.
% 59.43/24.64  																																										|-Branch one:
% 59.43/24.64  																																										| (624) all_0_58_58 = e2
% 59.43/24.64  																																										|
% 59.43/24.64  																																											| Equations (624) can reduce 908 to:
% 59.43/24.64  																																											| (266) $false
% 59.43/24.64  																																											|
% 59.43/24.64  																																											|-The branch is then unsatisfiable
% 59.43/24.64  																																										|-Branch two:
% 59.43/24.64  																																										| (908)  ~ (all_0_58_58 = e2)
% 59.43/24.64  																																										| (909) all_0_58_58 = e4 | all_0_58_58 = e3 | all_0_58_58 = e1 | all_0_58_58 = e0
% 59.43/24.64  																																										|
% 59.43/24.64  																																											+-Applying beta-rule and splitting (1100), into two cases.
% 59.43/24.64  																																											|-Branch one:
% 59.43/24.64  																																											| (1101) all_0_51_51 = e4
% 59.43/24.64  																																											|
% 59.43/24.64  																																												| Equations (1101) can reduce 6 to:
% 59.43/24.64  																																												| (1452)  ~ (all_0_53_53 = e4)
% 59.43/24.64  																																												|
% 59.43/24.64  																																												| Simplifying 1452 yields:
% 59.43/24.64  																																												| (1453)  ~ (all_0_53_53 = e4)
% 59.43/24.64  																																												|
% 59.43/24.64  																																												| Equations (1101) can reduce 664 to:
% 59.43/24.64  																																												| (188)  ~ (e4 = e3)
% 59.43/24.64  																																												|
% 59.43/24.64  																																												| Equations (1101) can reduce 1099 to:
% 59.43/24.64  																																												| (48)  ~ (e4 = e2)
% 59.43/24.64  																																												|
% 59.43/24.64  																																												| Equations (1101) can reduce 464 to:
% 59.43/24.64  																																												| (110)  ~ (e4 = e1)
% 59.43/24.64  																																												|
% 59.43/24.64  																																												| Equations (1101) can reduce 115 to:
% 59.43/24.64  																																												| (49)  ~ (e4 = e0)
% 59.43/24.64  																																												|
% 59.43/24.64  																																												| From (1101) and (186) follows:
% 59.43/24.64  																																												| (13720) op(e1, e2) = e4
% 59.43/24.64  																																												|
% 59.43/24.64  																																												+-Applying beta-rule and splitting (150), into two cases.
% 59.43/24.64  																																												|-Branch one:
% 59.43/24.64  																																												| (1378) all_0_40_40 = e4
% 59.43/24.64  																																												|
% 59.43/24.64  																																													| Combining equations (1378,485) yields a new equation:
% 59.43/24.64  																																													| (481) e4 = e0
% 59.43/24.64  																																													|
% 59.43/24.64  																																													| Simplifying 481 yields:
% 59.43/24.64  																																													| (397) e4 = e0
% 59.43/24.64  																																													|
% 59.43/24.64  																																													| Equations (397) can reduce 49 to:
% 59.43/24.64  																																													| (266) $false
% 59.43/24.64  																																													|
% 59.43/24.64  																																													|-The branch is then unsatisfiable
% 59.43/24.64  																																												|-Branch two:
% 59.43/24.64  																																												| (447)  ~ (all_0_40_40 = e4)
% 59.43/24.64  																																												| (2271) all_0_44_44 = e4 | all_0_49_49 = e4 | all_0_53_53 = e4 | all_0_58_58 = e4
% 59.43/24.64  																																												|
% 59.43/24.64  																																													| Equations (485) can reduce 447 to:
% 59.43/24.64  																																													| (401)  ~ (e4 = e0)
% 59.43/24.64  																																													|
% 59.43/24.64  																																													| Simplifying 401 yields:
% 59.43/24.64  																																													| (49)  ~ (e4 = e0)
% 59.43/24.64  																																													|
% 59.43/24.64  																																													+-Applying beta-rule and splitting (418), into two cases.
% 59.43/24.64  																																													|-Branch one:
% 59.43/24.64  																																													| (660) all_0_51_51 = e3
% 59.43/24.64  																																													|
% 59.43/24.64  																																														| Combining equations (660,1101) yields a new equation:
% 59.43/24.64  																																														| (425) e4 = e3
% 59.43/24.64  																																														|
% 59.43/24.64  																																														| Equations (425) can reduce 188 to:
% 59.43/24.64  																																														| (266) $false
% 59.43/24.64  																																														|
% 59.43/24.64  																																														|-The branch is then unsatisfiable
% 59.43/24.64  																																													|-Branch two:
% 59.43/24.64  																																													| (664)  ~ (all_0_51_51 = e3)
% 59.43/24.64  																																													| (665) all_0_53_53 = e3
% 59.43/24.64  																																													|
% 59.43/24.64  																																														| Equations (665) can reduce 1453 to:
% 59.43/24.64  																																														| (277)  ~ (e4 = e3)
% 59.43/24.64  																																														|
% 59.43/24.64  																																														| Simplifying 277 yields:
% 59.43/24.64  																																														| (188)  ~ (e4 = e3)
% 59.43/24.64  																																														|
% 59.43/24.64  																																														| From (665) and (84) follows:
% 59.43/24.64  																																														| (3786) op(e1, e0) = e3
% 59.43/24.64  																																														|
% 59.43/24.64  																																														+-Applying beta-rule and splitting (171), into two cases.
% 59.43/24.64  																																														|-Branch one:
% 59.43/24.64  																																														| (265) all_0_54_54 = e4
% 59.43/24.64  																																														|
% 59.43/24.64  																																															| Combining equations (268,265) yields a new equation:
% 59.43/24.64  																																															| (425) e4 = e3
% 59.43/24.64  																																															|
% 59.43/24.64  																																															| Equations (425) can reduce 188 to:
% 59.43/24.64  																																															| (266) $false
% 59.43/24.64  																																															|
% 59.43/24.64  																																															|-The branch is then unsatisfiable
% 59.43/24.64  																																														|-Branch two:
% 59.43/24.64  																																														| (258)  ~ (all_0_54_54 = e4)
% 59.43/24.64  																																														| (575) all_0_55_55 = e4 | all_0_56_56 = e4 | all_0_57_57 = e4 | all_0_58_58 = e4
% 59.43/24.64  																																														|
% 59.43/24.64  																																															+-Applying beta-rule and splitting (909), into two cases.
% 59.43/24.64  																																															|-Branch one:
% 59.43/24.64  																																															| (910) all_0_58_58 = e4
% 59.43/24.64  																																															|
% 59.43/24.64  																																																| From (910) and (245) follows:
% 59.43/24.64  																																																| (2661) op(e0, e0) = e4
% 59.43/24.64  																																																|
% 59.43/24.64  																																																+-Applying beta-rule and splitting (56), into two cases.
% 59.43/24.64  																																																|-Branch one:
% 59.43/24.64  																																																| (696) unit = e2
% 59.43/24.64  																																																|
% 59.43/24.64  																																																	| From (696) and (209) follows:
% 59.43/24.64  																																																	| (7585) op(e2, e0) = e0
% 59.43/24.64  																																																	|
% 59.43/24.64  																																																	| From (696) and (227) follows:
% 59.43/24.64  																																																	| (4284) op(e4, e2) = e4
% 59.43/24.64  																																																	|
% 59.43/24.64  																																																	| From (696) and (28) follows:
% 59.43/24.64  																																																	| (699) op(e1, e2) = e1
% 59.43/24.64  																																																	|
% 59.43/24.64  																																																	| Instantiating formula (29) with e4, e2, e4, e2 and discharging atoms op(e4, e2) = e4, op(e4, e2) = e2, yields:
% 59.43/24.64  																																																	| (323) e4 = e2
% 59.43/24.64  																																																	|
% 59.43/24.64  																																																	| Instantiating formula (29) with e2, e0, e0, e2 and discharging atoms op(e2, e0) = e2, op(e2, e0) = e0, yields:
% 59.43/24.64  																																																	| (330) e2 = e0
% 59.43/24.64  																																																	|
% 59.43/24.64  																																																	| Instantiating formula (29) with e1, e2, e1, e4 and discharging atoms op(e1, e2) = e4, op(e1, e2) = e1, yields:
% 59.43/24.64  																																																	| (630) e4 = e1
% 59.43/24.64  																																																	|
% 59.43/24.64  																																																	| Combining equations (323,630) yields a new equation:
% 59.43/24.64  																																																	| (616) e2 = e1
% 59.43/24.64  																																																	|
% 59.43/24.64  																																																	| Simplifying 616 yields:
% 59.43/24.64  																																																	| (617) e2 = e1
% 59.43/24.64  																																																	|
% 59.43/24.64  																																																	| Combining equations (330,617) yields a new equation:
% 59.43/24.64  																																																	| (431) e1 = e0
% 59.43/24.64  																																																	|
% 59.43/24.64  																																																	| Equations (431) can reduce 233 to:
% 59.43/24.64  																																																	| (266) $false
% 59.43/24.64  																																																	|
% 59.43/24.64  																																																	|-The branch is then unsatisfiable
% 59.43/24.64  																																																|-Branch two:
% 59.43/24.64  																																																| (707)  ~ (unit = e2)
% 59.43/24.64  																																																| (708) unit = e4 | unit = e3 | unit = e1 | unit = e0
% 59.43/24.64  																																																|
% 59.43/24.64  																																																	+-Applying beta-rule and splitting (708), into two cases.
% 59.43/24.64  																																																	|-Branch one:
% 59.43/24.64  																																																	| (709) unit = e4
% 59.43/24.64  																																																	|
% 59.43/24.64  																																																		| From (709) and (24) follows:
% 59.43/24.64  																																																		| (33325) op(e4, e3) = e3
% 59.43/24.64  																																																		|
% 59.43/24.64  																																																		| From (709) and (227) follows:
% 59.43/24.64  																																																		| (710) op(e4, e4) = e4
% 59.43/24.64  																																																		|
% 59.43/24.64  																																																		| From (709) and (42) follows:
% 59.43/24.64  																																																		| (713) op(e0, e4) = e0
% 59.43/24.64  																																																		|
% 59.43/24.64  																																																		| Instantiating formula (29) with e4, e4, e4, e1 and discharging atoms op(e4, e4) = e4, op(e4, e4) = e1, yields:
% 59.43/24.64  																																																		| (630) e4 = e1
% 59.43/24.64  																																																		|
% 59.43/24.64  																																																		| Instantiating formula (29) with e4, e3, e3, e4 and discharging atoms op(e4, e3) = e4, op(e4, e3) = e3, yields:
% 59.43/24.64  																																																		| (425) e4 = e3
% 59.43/24.64  																																																		|
% 59.43/24.64  																																																		| Instantiating formula (29) with e0, e4, e0, e3 and discharging atoms op(e0, e4) = e3, op(e0, e4) = e0, yields:
% 59.43/24.64  																																																		| (676) e3 = e0
% 59.43/24.64  																																																		|
% 59.43/24.64  																																																		| Combining equations (630,425) yields a new equation:
% 59.43/24.64  																																																		| (455) e3 = e1
% 59.43/24.64  																																																		|
% 59.43/24.64  																																																		| Combining equations (455,676) yields a new equation:
% 59.43/24.64  																																																		| (546) e1 = e0
% 59.43/24.64  																																																		|
% 59.43/24.64  																																																		| Simplifying 546 yields:
% 59.43/24.64  																																																		| (431) e1 = e0
% 59.43/24.64  																																																		|
% 59.43/24.64  																																																		| Equations (431) can reduce 233 to:
% 59.43/24.65  																																																		| (266) $false
% 59.43/24.65  																																																		|
% 59.43/24.65  																																																		|-The branch is then unsatisfiable
% 59.43/24.65  																																																	|-Branch two:
% 59.43/24.65  																																																	| (724)  ~ (unit = e4)
% 59.43/24.65  																																																	| (725) unit = e3 | unit = e1 | unit = e0
% 59.43/24.65  																																																	|
% 59.43/24.65  																																																		+-Applying beta-rule and splitting (725), into two cases.
% 59.43/24.65  																																																		|-Branch one:
% 59.43/24.65  																																																		| (726) unit = e0
% 59.43/24.65  																																																		|
% 59.43/24.65  																																																			| From (726) and (244) follows:
% 59.43/24.65  																																																			| (2207) op(e0, e4) = e4
% 59.43/24.65  																																																			|
% 59.43/24.65  																																																			| From (726) and (24) follows:
% 59.43/24.65  																																																			| (2208) op(e0, e3) = e3
% 59.43/24.65  																																																			|
% 59.43/24.65  																																																			| From (726) and (28) follows:
% 59.43/24.65  																																																			| (2698) op(e1, e0) = e1
% 59.43/24.65  																																																			|
% 59.43/24.65  																																																			| From (726) and (42) follows:
% 59.43/24.65  																																																			| (728) op(e0, e0) = e0
% 59.43/24.65  																																																			|
% 59.43/24.65  																																																			| Instantiating formula (29) with e1, e0, e1, e3 and discharging atoms op(e1, e0) = e3, op(e1, e0) = e1, yields:
% 59.43/24.65  																																																			| (455) e3 = e1
% 59.43/24.65  																																																			|
% 59.43/24.65  																																																			| Instantiating formula (29) with e0, e4, e4, e3 and discharging atoms op(e0, e4) = e4, op(e0, e4) = e3, yields:
% 59.43/24.65  																																																			| (425) e4 = e3
% 59.43/24.65  																																																			|
% 59.43/24.65  																																																			| Instantiating formula (29) with e0, e3, e3, e2 and discharging atoms op(e0, e3) = e3, op(e0, e3) = e2, yields:
% 59.43/24.65  																																																			| (662) e3 = e2
% 59.43/24.65  																																																			|
% 59.43/24.65  																																																			| Instantiating formula (29) with e0, e0, e0, e4 and discharging atoms op(e0, e0) = e4, op(e0, e0) = e0, yields:
% 59.43/24.65  																																																			| (397) e4 = e0
% 59.43/24.65  																																																			|
% 59.43/24.65  																																																			| Combining equations (425,397) yields a new equation:
% 59.43/24.65  																																																			| (675) e3 = e0
% 59.43/24.65  																																																			|
% 59.43/24.65  																																																			| Simplifying 675 yields:
% 59.43/24.65  																																																			| (676) e3 = e0
% 59.43/24.65  																																																			|
% 59.43/24.65  																																																			| Combining equations (676,662) yields a new equation:
% 59.43/24.65  																																																			| (330) e2 = e0
% 59.43/24.65  																																																			|
% 59.43/24.65  																																																			| Combining equations (455,662) yields a new equation:
% 59.43/24.65  																																																			| (617) e2 = e1
% 59.43/24.65  																																																			|
% 59.43/24.65  																																																			| Combining equations (617,330) yields a new equation:
% 59.43/24.65  																																																			| (546) e1 = e0
% 59.43/24.65  																																																			|
% 59.43/24.65  																																																			| Simplifying 546 yields:
% 59.43/24.65  																																																			| (431) e1 = e0
% 59.43/24.65  																																																			|
% 59.43/24.65  																																																			| Equations (431) can reduce 233 to:
% 59.43/24.65  																																																			| (266) $false
% 59.43/24.65  																																																			|
% 59.43/24.65  																																																			|-The branch is then unsatisfiable
% 59.43/24.65  																																																		|-Branch two:
% 59.43/24.65  																																																		| (734)  ~ (unit = e0)
% 59.43/24.65  																																																		| (735) unit = e3 | unit = e1
% 59.43/24.65  																																																		|
% 59.43/24.65  																																																			+-Applying beta-rule and splitting (735), into two cases.
% 59.43/24.65  																																																			|-Branch one:
% 59.43/24.65  																																																			| (736) unit = e1
% 59.43/24.65  																																																			|
% 59.43/24.65  																																																				| Equations (736) can reduce 734 to:
% 59.43/24.65  																																																				| (233)  ~ (e1 = e0)
% 59.43/24.65  																																																				|
% 59.43/24.65  																																																				| From (736) and (244) follows:
% 59.43/24.65  																																																				| (738) op(e1, e4) = e4
% 59.43/24.65  																																																				|
% 59.43/24.65  																																																				| From (736) and (15) follows:
% 59.43/24.65  																																																				| (515) op(e1, e2) = e2
% 59.43/24.65  																																																				|
% 59.43/24.65  																																																				| From (736) and (28) follows:
% 59.43/24.65  																																																				| (740) op(e1, e1) = e1
% 59.43/24.65  																																																				|
% 59.43/24.65  																																																				| Instantiating formula (29) with e1, e4, e4, e0 and discharging atoms op(e1, e4) = e4, op(e1, e4) = e0, yields:
% 59.43/24.65  																																																				| (397) e4 = e0
% 59.43/24.65  																																																				|
% 59.43/24.65  																																																				| Instantiating formula (29) with e1, e2, e2, e4 and discharging atoms op(e1, e2) = e4, op(e1, e2) = e2, yields:
% 59.43/24.65  																																																				| (323) e4 = e2
% 59.43/24.65  																																																				|
% 59.43/24.65  																																																				| Instantiating formula (29) with e1, e1, e1, e2 and discharging atoms op(e1, e1) = e2, op(e1, e1) = e1, yields:
% 59.43/24.65  																																																				| (617) e2 = e1
% 59.43/24.65  																																																				|
% 59.43/24.65  																																																				| Combining equations (323,397) yields a new equation:
% 59.43/24.65  																																																				| (391) e2 = e0
% 59.43/24.65  																																																				|
% 59.43/24.65  																																																				| Simplifying 391 yields:
% 59.43/24.65  																																																				| (330) e2 = e0
% 59.43/24.65  																																																				|
% 59.43/24.65  																																																				| Combining equations (330,617) yields a new equation:
% 59.43/24.65  																																																				| (431) e1 = e0
% 59.43/24.65  																																																				|
% 59.43/24.65  																																																				| Equations (431) can reduce 233 to:
% 59.43/24.65  																																																				| (266) $false
% 59.43/24.65  																																																				|
% 59.43/24.65  																																																				|-The branch is then unsatisfiable
% 59.43/24.65  																																																			|-Branch two:
% 59.43/24.65  																																																			| (748)  ~ (unit = e1)
% 59.43/24.65  																																																			| (749) unit = e3
% 59.43/24.65  																																																			|
% 59.43/24.65  																																																				| From (749) and (244) follows:
% 59.43/24.65  																																																				| (750) op(e3, e4) = e4
% 59.43/24.65  																																																				|
% 59.43/24.65  																																																				| From (749) and (211) follows:
% 59.43/24.65  																																																				| (13877) op(e3, e1) = e1
% 59.43/24.65  																																																				|
% 59.43/24.65  																																																				| From (749) and (40) follows:
% 59.43/24.65  																																																				| (3715) op(e3, e3) = e3
% 59.43/24.65  																																																				|
% 59.43/24.65  																																																				| From (749) and (32) follows:
% 59.43/24.65  																																																				| (5793) op(e2, e3) = e2
% 59.43/24.65  																																																				|
% 59.43/24.65  																																																				| Instantiating formula (29) with e3, e4, e4, e2 and discharging atoms op(e3, e4) = e4, op(e3, e4) = e2, yields:
% 59.43/24.65  																																																				| (323) e4 = e2
% 59.43/24.65  																																																				|
% 59.43/24.65  																																																				| Instantiating formula (29) with e3, e3, e3, e0 and discharging atoms op(e3, e3) = e3, op(e3, e3) = e0, yields:
% 59.43/24.65  																																																				| (676) e3 = e0
% 59.43/24.65  																																																				|
% 59.43/24.65  																																																				| Instantiating formula (29) with e3, e1, e1, e4 and discharging atoms op(e3, e1) = e4, op(e3, e1) = e1, yields:
% 59.43/24.65  																																																				| (630) e4 = e1
% 59.43/24.65  																																																				|
% 59.43/24.65  																																																				| Instantiating formula (29) with e2, e3, e2, e3 and discharging atoms op(e2, e3) = e3, op(e2, e3) = e2, yields:
% 59.43/24.65  																																																				| (662) e3 = e2
% 59.43/24.65  																																																				|
% 59.43/24.65  																																																				| Combining equations (630,323) yields a new equation:
% 59.43/24.65  																																																				| (617) e2 = e1
% 59.43/24.65  																																																				|
% 59.43/24.65  																																																				| Combining equations (662,676) yields a new equation:
% 59.43/24.65  																																																				| (391) e2 = e0
% 59.43/24.65  																																																				|
% 59.43/24.65  																																																				| Simplifying 391 yields:
% 59.43/24.65  																																																				| (330) e2 = e0
% 59.43/24.65  																																																				|
% 59.43/24.65  																																																				| Combining equations (617,330) yields a new equation:
% 59.43/24.65  																																																				| (546) e1 = e0
% 59.43/24.65  																																																				|
% 59.43/24.65  																																																				| Simplifying 546 yields:
% 59.43/24.65  																																																				| (431) e1 = e0
% 59.43/24.65  																																																				|
% 59.43/24.65  																																																				| Equations (431) can reduce 233 to:
% 59.43/24.65  																																																				| (266) $false
% 59.43/24.65  																																																				|
% 59.43/24.65  																																																				|-The branch is then unsatisfiable
% 59.43/24.65  																																															|-Branch two:
% 59.43/24.65  																																															| (451)  ~ (all_0_58_58 = e4)
% 59.43/24.65  																																															| (913) all_0_58_58 = e3 | all_0_58_58 = e1 | all_0_58_58 = e0
% 59.43/24.65  																																															|
% 59.43/24.65  																																																+-Applying beta-rule and splitting (575), into two cases.
% 59.43/24.65  																																																|-Branch one:
% 59.43/24.65  																																																| (587) all_0_55_55 = e4
% 59.43/24.65  																																																|
% 59.43/24.65  																																																	| Combining equations (587,386) yields a new equation:
% 59.43/24.65  																																																	| (322) e4 = e2
% 59.43/24.65  																																																	|
% 59.43/24.65  																																																	| Simplifying 322 yields:
% 59.43/24.65  																																																	| (323) e4 = e2
% 59.43/24.65  																																																	|
% 59.43/24.65  																																																	| Equations (323) can reduce 48 to:
% 59.43/24.65  																																																	| (266) $false
% 59.43/24.65  																																																	|
% 59.43/24.65  																																																	|-The branch is then unsatisfiable
% 59.43/24.65  																																																|-Branch two:
% 59.43/24.65  																																																| (763)  ~ (all_0_55_55 = e4)
% 59.43/24.65  																																																| (764) all_0_56_56 = e4 | all_0_57_57 = e4 | all_0_58_58 = e4
% 59.43/24.65  																																																|
% 59.43/24.65  																																																	+-Applying beta-rule and splitting (764), into two cases.
% 59.43/24.65  																																																	|-Branch one:
% 59.43/24.65  																																																	| (842) all_0_56_56 = e4
% 59.43/24.65  																																																	|
% 59.43/24.65  																																																		| Combining equations (679,842) yields a new equation:
% 59.43/24.65  																																																		| (397) e4 = e0
% 59.43/24.65  																																																		|
% 59.43/24.65  																																																		| Equations (397) can reduce 49 to:
% 59.43/24.65  																																																		| (266) $false
% 59.43/24.65  																																																		|
% 59.43/24.65  																																																		|-The branch is then unsatisfiable
% 59.43/24.65  																																																	|-Branch two:
% 59.43/24.65  																																																	| (477)  ~ (all_0_56_56 = e4)
% 59.43/24.65  																																																	| (935) all_0_57_57 = e4 | all_0_58_58 = e4
% 59.43/24.65  																																																	|
% 59.43/24.65  																																																		+-Applying beta-rule and splitting (935), into two cases.
% 59.43/24.65  																																																		|-Branch one:
% 59.43/24.65  																																																		| (871) all_0_57_57 = e4
% 59.43/24.65  																																																		|
% 59.43/24.65  																																																			| Combining equations (871,647) yields a new equation:
% 59.43/24.65  																																																			| (636) e4 = e1
% 59.43/24.65  																																																			|
% 59.43/24.65  																																																			| Simplifying 636 yields:
% 59.43/24.65  																																																			| (630) e4 = e1
% 59.43/24.65  																																																			|
% 59.43/24.65  																																																			| Equations (630) can reduce 110 to:
% 59.43/24.65  																																																			| (266) $false
% 59.43/24.65  																																																			|
% 59.43/24.65  																																																			|-The branch is then unsatisfiable
% 59.43/24.65  																																																		|-Branch two:
% 59.43/24.65  																																																		| (839)  ~ (all_0_57_57 = e4)
% 59.43/24.65  																																																		| (910) all_0_58_58 = e4
% 59.43/24.65  																																																		|
% 59.43/24.65  																																																			| Equations (910) can reduce 451 to:
% 59.43/24.65  																																																			| (266) $false
% 59.43/24.65  																																																			|
% 59.43/24.65  																																																			|-The branch is then unsatisfiable
% 59.43/24.65  																																											|-Branch two:
% 59.43/24.65  																																											| (475)  ~ (all_0_51_51 = e4)
% 59.43/24.65  																																											| (1104) all_0_51_51 = e3 | all_0_51_51 = e1
% 59.43/24.65  																																											|
% 59.43/24.65  																																												+-Applying beta-rule and splitting (1104), into two cases.
% 59.43/24.65  																																												|-Branch one:
% 59.43/24.65  																																												| (1109) all_0_51_51 = e1
% 59.43/24.65  																																												|
% 59.43/24.65  																																													| Equations (1109) can reduce 464 to:
% 59.43/24.65  																																													| (266) $false
% 59.43/24.65  																																													|
% 59.43/24.65  																																													|-The branch is then unsatisfiable
% 59.43/24.65  																																												|-Branch two:
% 59.43/24.65  																																												| (464)  ~ (all_0_51_51 = e1)
% 59.43/24.65  																																												| (660) all_0_51_51 = e3
% 59.43/24.65  																																												|
% 59.43/24.65  																																													| Equations (660) can reduce 664 to:
% 59.43/24.65  																																													| (266) $false
% 59.43/24.65  																																													|
% 59.43/24.65  																																													|-The branch is then unsatisfiable
% 59.43/24.65  																																									|-Branch two:
% 59.43/24.65  																																									| (639)  ~ (all_0_44_44 = e1)
% 59.43/24.65  																																									| (640) all_0_49_49 = e1 | all_0_53_53 = e1 | all_0_58_58 = e1
% 59.43/24.65  																																									|
% 59.43/24.65  																																										+-Applying beta-rule and splitting (640), into two cases.
% 59.43/24.65  																																										|-Branch one:
% 59.43/24.65  																																										| (671) all_0_49_49 = e1
% 59.43/24.65  																																										|
% 59.43/24.65  																																											| Combining equations (583,671) yields a new equation:
% 59.43/24.65  																																											| (616) e2 = e1
% 59.43/24.65  																																											|
% 59.43/24.65  																																											| Simplifying 616 yields:
% 59.43/24.65  																																											| (617) e2 = e1
% 59.43/24.65  																																											|
% 59.43/24.65  																																											| Equations (617) can reduce 122 to:
% 59.43/24.65  																																											| (266) $false
% 59.43/24.65  																																											|
% 59.43/24.65  																																											|-The branch is then unsatisfiable
% 59.43/24.65  																																										|-Branch two:
% 59.43/24.65  																																										| (1064)  ~ (all_0_49_49 = e1)
% 59.43/24.65  																																										| (2141) all_0_53_53 = e1 | all_0_58_58 = e1
% 59.43/24.65  																																										|
% 59.43/24.65  																																											+-Applying beta-rule and splitting (2141), into two cases.
% 59.43/24.65  																																											|-Branch one:
% 59.43/24.65  																																											| (1208) all_0_53_53 = e1
% 59.43/24.65  																																											|
% 59.43/24.65  																																												| Equations (1208) can reduce 1459 to:
% 59.43/24.65  																																												| (266) $false
% 59.43/24.65  																																												|
% 59.43/24.65  																																												|-The branch is then unsatisfiable
% 59.43/24.65  																																											|-Branch two:
% 59.43/24.65  																																											| (1459)  ~ (all_0_53_53 = e1)
% 59.43/24.65  																																											| (918) all_0_58_58 = e1
% 59.43/24.65  																																											|
% 59.43/24.65  																																												| Equations (918) can reduce 880 to:
% 59.43/24.65  																																												| (266) $false
% 59.43/24.65  																																												|
% 59.43/24.65  																																												|-The branch is then unsatisfiable
% 59.43/24.65  																															|-Branch two:
% 59.43/24.65  																															| (399)  ~ (all_0_43_43 = e4)
% 59.43/24.65  																															| (6374) all_0_43_43 = e1 | all_0_43_43 = e0
% 59.43/24.65  																															|
% 59.43/24.65  																																+-Applying beta-rule and splitting (230), into two cases.
% 59.43/24.65  																																|-Branch one:
% 59.43/24.65  																																| (396) all_0_43_43 = e4
% 59.43/24.65  																																|
% 59.43/24.65  																																	| Equations (396) can reduce 399 to:
% 59.43/24.65  																																	| (266) $false
% 59.43/24.65  																																	|
% 59.43/24.65  																																	|-The branch is then unsatisfiable
% 59.43/24.65  																																|-Branch two:
% 59.43/24.65  																																| (399)  ~ (all_0_43_43 = e4)
% 59.43/24.65  																																| (400) all_0_48_48 = e4 | all_0_52_52 = e4 | all_0_57_57 = e4
% 59.43/24.65  																																|
% 59.43/24.65  																																	+-Applying beta-rule and splitting (400), into two cases.
% 59.43/24.65  																																	|-Branch one:
% 59.43/24.65  																																	| (943) all_0_48_48 = e4
% 59.43/24.65  																																	|
% 59.43/24.65  																																		| Combining equations (943,1279) yields a new equation:
% 59.43/24.65  																																		| (481) e4 = e0
% 59.43/24.65  																																		|
% 59.43/24.65  																																		| Simplifying 481 yields:
% 59.43/24.65  																																		| (397) e4 = e0
% 59.43/24.65  																																		|
% 59.43/24.65  																																		| Equations (397) can reduce 49 to:
% 59.43/24.65  																																		| (266) $false
% 59.43/24.65  																																		|
% 59.43/24.65  																																		|-The branch is then unsatisfiable
% 59.43/24.65  																																	|-Branch two:
% 59.43/24.65  																																	| (254)  ~ (all_0_48_48 = e4)
% 59.43/24.65  																																	| (947) all_0_52_52 = e4 | all_0_57_57 = e4
% 59.43/24.65  																																	|
% 59.43/24.65  																																		+-Applying beta-rule and splitting (947), into two cases.
% 59.43/24.65  																																		|-Branch one:
% 59.43/24.65  																																		| (565) all_0_52_52 = e4
% 59.43/24.65  																																		|
% 59.43/24.65  																																			| Combining equations (352,565) yields a new equation:
% 59.43/24.65  																																			| (323) e4 = e2
% 59.43/24.65  																																			|
% 59.53/24.65  																																			| Equations (323) can reduce 48 to:
% 59.53/24.65  																																			| (266) $false
% 59.53/24.65  																																			|
% 59.53/24.65  																																			|-The branch is then unsatisfiable
% 59.53/24.65  																																		|-Branch two:
% 59.53/24.65  																																		| (780)  ~ (all_0_52_52 = e4)
% 59.53/24.65  																																		| (871) all_0_57_57 = e4
% 59.53/24.65  																																		|
% 59.53/24.65  																																			| Equations (871) can reduce 199 to:
% 59.53/24.65  																																			| (399)  ~ (all_0_43_43 = e4)
% 59.53/24.65  																																			|
% 59.53/24.65  																																			| Equations (871) can reduce 148 to:
% 59.53/24.65  																																			| (450)  ~ (all_0_58_58 = e4)
% 59.53/24.65  																																			|
% 59.53/24.65  																																			| Simplifying 450 yields:
% 59.53/24.65  																																			| (451)  ~ (all_0_58_58 = e4)
% 59.53/24.65  																																			|
% 59.53/24.65  																																			| Equations (871) can reduce 67 to:
% 59.53/24.65  																																			| (188)  ~ (e4 = e3)
% 59.53/24.65  																																			|
% 59.53/24.65  																																			| Equations (871) can reduce 344 to:
% 59.53/24.65  																																			| (48)  ~ (e4 = e2)
% 59.53/24.65  																																			|
% 59.53/24.65  																																			| Equations (871) can reduce 364 to:
% 59.53/24.65  																																			| (49)  ~ (e4 = e0)
% 59.53/24.65  																																			|
% 59.53/24.65  																																			| From (871) and (83) follows:
% 59.53/24.65  																																			| (3109) op(e0, e1) = e4
% 59.53/24.65  																																			|
% 59.53/24.65  																																			+-Applying beta-rule and splitting (216), into two cases.
% 59.53/24.65  																																			|-Branch one:
% 59.53/24.65  																																			| (629) all_0_55_55 = e1
% 59.53/24.65  																																			|
% 59.53/24.65  																																				| Combining equations (629,386) yields a new equation:
% 59.53/24.65  																																				| (617) e2 = e1
% 59.53/24.65  																																				|
% 59.53/24.65  																																				| Equations (617) can reduce 122 to:
% 59.53/24.65  																																				| (266) $false
% 59.53/24.65  																																				|
% 59.53/24.65  																																				|-The branch is then unsatisfiable
% 59.53/24.65  																																			|-Branch two:
% 59.53/24.65  																																			| (632)  ~ (all_0_55_55 = e1)
% 59.53/24.65  																																			| (633) all_0_56_56 = e1 | all_0_57_57 = e1 | all_0_58_58 = e1
% 59.53/24.65  																																			|
% 59.53/24.65  																																				+-Applying beta-rule and splitting (633), into two cases.
% 59.53/24.65  																																				|-Branch one:
% 59.53/24.65  																																				| (1569) all_0_56_56 = e1
% 59.53/24.65  																																				|
% 59.53/24.65  																																					| Combining equations (1569,679) yields a new equation:
% 59.53/24.65  																																					| (546) e1 = e0
% 59.53/24.65  																																					|
% 59.53/24.65  																																					| Simplifying 546 yields:
% 59.53/24.65  																																					| (431) e1 = e0
% 59.53/24.65  																																					|
% 59.53/24.65  																																					| Equations (431) can reduce 233 to:
% 59.53/24.65  																																					| (266) $false
% 59.53/24.65  																																					|
% 59.53/24.65  																																					|-The branch is then unsatisfiable
% 59.53/24.65  																																				|-Branch two:
% 59.53/24.65  																																				| (466)  ~ (all_0_56_56 = e1)
% 59.53/24.65  																																				| (1574) all_0_57_57 = e1 | all_0_58_58 = e1
% 59.53/24.65  																																				|
% 59.53/24.65  																																					+-Applying beta-rule and splitting (130), into two cases.
% 59.53/24.65  																																					|-Branch one:
% 59.53/24.65  																																					| (430) all_0_43_43 = e1
% 59.53/24.65  																																					|
% 59.53/24.65  																																						| Equations (430) can reduce 240 to:
% 59.53/24.65  																																						| (1380)  ~ (all_0_42_42 = e1)
% 59.53/24.65  																																						|
% 59.53/24.65  																																						| Equations (430) can reduce 399 to:
% 59.53/24.65  																																						| (602)  ~ (e4 = e1)
% 59.53/24.65  																																						|
% 59.53/24.65  																																						| Simplifying 602 yields:
% 59.53/24.65  																																						| (110)  ~ (e4 = e1)
% 59.53/24.65  																																						|
% 59.53/24.65  																																						+-Applying beta-rule and splitting (1574), into two cases.
% 59.53/24.65  																																						|-Branch one:
% 59.53/24.65  																																						| (647) all_0_57_57 = e1
% 59.53/24.65  																																						|
% 59.53/24.65  																																							| Combining equations (647,871) yields a new equation:
% 59.53/24.65  																																							| (630) e4 = e1
% 59.53/24.65  																																							|
% 59.53/24.65  																																							| Equations (630) can reduce 110 to:
% 59.53/24.65  																																							| (266) $false
% 59.53/24.65  																																							|
% 59.53/24.65  																																							|-The branch is then unsatisfiable
% 59.53/24.65  																																						|-Branch two:
% 59.53/24.65  																																						| (1670)  ~ (all_0_57_57 = e1)
% 59.53/24.65  																																						| (918) all_0_58_58 = e1
% 59.53/24.65  																																						|
% 59.53/24.65  																																							| Equations (918) can reduce 10 to:
% 59.53/24.65  																																							| (1459)  ~ (all_0_53_53 = e1)
% 59.53/24.65  																																							|
% 59.53/24.65  																																							| Equations (918) can reduce 451 to:
% 59.53/24.65  																																							| (602)  ~ (e4 = e1)
% 59.53/24.65  																																							|
% 59.53/24.65  																																							| Simplifying 602 yields:
% 59.53/24.65  																																							| (110)  ~ (e4 = e1)
% 59.53/24.65  																																							|
% 59.53/24.65  																																							| Equations (918) can reduce 276 to:
% 59.53/24.65  																																							| (467)  ~ (e3 = e1)
% 59.53/24.65  																																							|
% 59.53/24.65  																																							| Simplifying 467 yields:
% 59.53/24.65  																																							| (213)  ~ (e3 = e1)
% 59.53/24.65  																																							|
% 59.53/24.65  																																							| Equations (918) can reduce 491 to:
% 59.53/24.65  																																							| (233)  ~ (e1 = e0)
% 59.53/24.65  																																							|
% 59.53/24.65  																																							+-Applying beta-rule and splitting (168), into two cases.
% 59.53/24.65  																																							|-Branch one:
% 59.53/24.65  																																							| (415) all_0_50_50 = e3
% 59.53/24.65  																																							|
% 59.53/24.65  																																								| Combining equations (601,415) yields a new equation:
% 59.53/24.65  																																								| (455) e3 = e1
% 59.53/24.65  																																								|
% 59.53/24.65  																																								| Equations (455) can reduce 213 to:
% 59.53/24.65  																																								| (266) $false
% 59.53/24.65  																																								|
% 59.53/24.65  																																								|-The branch is then unsatisfiable
% 59.53/24.65  																																							|-Branch two:
% 59.53/24.65  																																							| (411)  ~ (all_0_50_50 = e3)
% 59.53/24.65  																																							| (418) all_0_51_51 = e3 | all_0_53_53 = e3
% 59.53/24.65  																																							|
% 59.53/24.65  																																								+-Applying beta-rule and splitting (113), into two cases.
% 59.53/24.65  																																								|-Branch one:
% 59.53/24.65  																																								| (403) all_0_41_41 = e3
% 59.53/24.65  																																								|
% 59.53/24.65  																																									| Combining equations (794,403) yields a new equation:
% 59.53/24.65  																																									| (676) e3 = e0
% 59.53/24.65  																																									|
% 59.53/24.65  																																									| Equations (676) can reduce 80 to:
% 59.53/24.65  																																									| (266) $false
% 59.53/24.65  																																									|
% 59.53/24.65  																																									|-The branch is then unsatisfiable
% 59.53/24.65  																																								|-Branch two:
% 59.53/24.65  																																								| (1898)  ~ (all_0_41_41 = e3)
% 59.53/24.65  																																								| (1899) all_0_42_42 = e3 | all_0_44_44 = e3
% 59.53/24.65  																																								|
% 59.53/24.65  																																									+-Applying beta-rule and splitting (196), into two cases.
% 59.53/24.65  																																									|-Branch one:
% 59.53/24.65  																																									| (607) all_0_53_53 = e2
% 59.53/24.65  																																									|
% 59.53/24.65  																																										| Equations (607) can reduce 509 to:
% 59.53/24.65  																																										| (266) $false
% 59.53/24.65  																																										|
% 59.53/24.65  																																										|-The branch is then unsatisfiable
% 59.53/24.65  																																									|-Branch two:
% 59.53/24.65  																																									| (509)  ~ (all_0_53_53 = e2)
% 59.53/24.65  																																									| (610) all_0_53_53 = e4 | all_0_53_53 = e3 | all_0_53_53 = e1
% 59.53/24.65  																																									|
% 59.53/24.65  																																										+-Applying beta-rule and splitting (64), into two cases.
% 59.53/24.65  																																										|-Branch one:
% 59.53/24.65  																																										| (437) all_0_41_41 = e4
% 59.53/24.65  																																										|
% 59.53/24.65  																																											| Combining equations (794,437) yields a new equation:
% 59.53/24.65  																																											| (397) e4 = e0
% 59.53/24.65  																																											|
% 59.53/24.65  																																											| Equations (397) can reduce 49 to:
% 59.53/24.65  																																											| (266) $false
% 59.53/24.65  																																											|
% 59.53/24.65  																																											|-The branch is then unsatisfiable
% 59.53/24.65  																																										|-Branch two:
% 59.53/24.65  																																										| (440)  ~ (all_0_41_41 = e4)
% 59.53/24.65  																																										| (441) all_0_42_42 = e4 | all_0_43_43 = e4 | all_0_44_44 = e4
% 59.53/24.65  																																										|
% 59.53/24.65  																																											| Equations (794) can reduce 440 to:
% 59.53/24.65  																																											| (401)  ~ (e4 = e0)
% 59.53/24.65  																																											|
% 59.53/24.65  																																											| Simplifying 401 yields:
% 59.53/24.65  																																											| (49)  ~ (e4 = e0)
% 59.53/24.65  																																											|
% 59.53/24.65  																																											+-Applying beta-rule and splitting (231), into two cases.
% 59.53/24.65  																																											|-Branch one:
% 59.53/24.65  																																											| (775) all_0_50_50 = e4
% 59.53/24.65  																																											|
% 59.53/24.65  																																												| Combining equations (601,775) yields a new equation:
% 59.53/24.65  																																												| (630) e4 = e1
% 59.53/24.65  																																												|
% 59.53/24.65  																																												| Equations (630) can reduce 110 to:
% 59.53/24.65  																																												| (266) $false
% 59.53/24.65  																																												|
% 59.53/24.65  																																												|-The branch is then unsatisfiable
% 59.53/24.65  																																											|-Branch two:
% 59.53/24.65  																																											| (566)  ~ (all_0_50_50 = e4)
% 59.53/24.65  																																											| (1071) all_0_51_51 = e4 | all_0_52_52 = e4 | all_0_53_53 = e4
% 59.53/24.65  																																											|
% 59.53/24.65  																																												| Equations (601) can reduce 566 to:
% 59.53/24.65  																																												| (602)  ~ (e4 = e1)
% 59.53/24.65  																																												|
% 59.53/24.65  																																												| Simplifying 602 yields:
% 59.53/24.65  																																												| (110)  ~ (e4 = e1)
% 59.53/24.65  																																												|
% 59.53/24.65  																																												+-Applying beta-rule and splitting (180), into two cases.
% 59.53/24.65  																																												|-Branch one:
% 59.53/24.65  																																												| (516) all_0_42_42 = e3
% 59.53/24.65  																																												|
% 59.53/24.65  																																													+-Applying beta-rule and splitting (26), into two cases.
% 59.53/24.65  																																													|-Branch one:
% 59.53/24.65  																																													| (446) all_0_44_44 = e4
% 59.53/24.65  																																													|
% 59.53/24.65  																																														| Equations (446) can reduce 220 to:
% 59.53/24.65  																																														| (1452)  ~ (all_0_53_53 = e4)
% 59.53/24.65  																																														|
% 59.53/24.65  																																														| Simplifying 1452 yields:
% 59.53/24.65  																																														| (1453)  ~ (all_0_53_53 = e4)
% 59.53/24.65  																																														|
% 59.53/24.65  																																														| Equations (446) can reduce 147 to:
% 59.53/24.65  																																														| (48)  ~ (e4 = e2)
% 59.53/24.65  																																														|
% 59.53/24.65  																																														+-Applying beta-rule and splitting (610), into two cases.
% 59.53/24.65  																																														|-Branch one:
% 59.53/24.65  																																														| (1298) all_0_53_53 = e4
% 59.53/24.65  																																														|
% 59.53/24.65  																																															| Equations (1298) can reduce 1453 to:
% 59.53/24.65  																																															| (266) $false
% 59.53/24.65  																																															|
% 59.53/24.65  																																															|-The branch is then unsatisfiable
% 59.53/24.65  																																														|-Branch two:
% 59.53/24.65  																																														| (1453)  ~ (all_0_53_53 = e4)
% 59.53/24.65  																																														| (1694) all_0_53_53 = e3 | all_0_53_53 = e1
% 59.53/24.65  																																														|
% 59.53/24.65  																																															+-Applying beta-rule and splitting (164), into two cases.
% 59.53/24.65  																																															|-Branch one:
% 59.53/24.65  																																															| (471) all_0_39_39 = e4
% 59.53/24.65  																																															|
% 59.53/24.65  																																																| Combining equations (471,317) yields a new equation:
% 59.53/24.65  																																																| (322) e4 = e2
% 59.53/24.65  																																																|
% 59.53/24.65  																																																| Simplifying 322 yields:
% 59.53/24.65  																																																| (323) e4 = e2
% 59.53/24.65  																																																|
% 59.53/24.65  																																																| Equations (323) can reduce 48 to:
% 59.53/24.65  																																																| (266) $false
% 59.53/24.65  																																																|
% 59.53/24.65  																																																|-The branch is then unsatisfiable
% 59.53/24.65  																																															|-Branch two:
% 59.53/24.65  																																															| (1377)  ~ (all_0_39_39 = e4)
% 59.53/24.65  																																															| (2115) all_0_42_42 = e4 | all_0_47_47 = e4 | all_0_51_51 = e4 | all_0_56_56 = e4
% 59.53/24.65  																																															|
% 59.53/24.65  																																																| Equations (317) can reduce 1377 to:
% 59.53/24.65  																																																| (327)  ~ (e4 = e2)
% 59.53/24.65  																																																|
% 59.53/24.65  																																																| Simplifying 327 yields:
% 59.53/24.65  																																																| (48)  ~ (e4 = e2)
% 59.53/24.65  																																																|
% 59.53/24.65  																																																+-Applying beta-rule and splitting (1694), into two cases.
% 59.53/24.65  																																																|-Branch one:
% 59.53/24.65  																																																| (1208) all_0_53_53 = e1
% 59.53/24.65  																																																|
% 59.53/24.65  																																																	| Equations (1208) can reduce 1459 to:
% 59.53/24.65  																																																	| (266) $false
% 59.53/24.65  																																																	|
% 59.53/24.65  																																																	|-The branch is then unsatisfiable
% 59.53/24.65  																																																|-Branch two:
% 59.53/24.65  																																																| (1459)  ~ (all_0_53_53 = e1)
% 59.53/24.65  																																																| (665) all_0_53_53 = e3
% 59.53/24.65  																																																|
% 59.53/24.65  																																																	| Equations (665) can reduce 1453 to:
% 59.53/24.65  																																																	| (277)  ~ (e4 = e3)
% 59.53/24.65  																																																	|
% 59.53/24.65  																																																	| Simplifying 277 yields:
% 59.53/24.65  																																																	| (188)  ~ (e4 = e3)
% 59.53/24.66  																																																	|
% 59.53/24.66  																																																	+-Applying beta-rule and splitting (1071), into two cases.
% 59.53/24.66  																																																	|-Branch one:
% 59.53/24.66  																																																	| (1101) all_0_51_51 = e4
% 59.53/24.66  																																																	|
% 59.53/24.66  																																																		| From (1101) and (186) follows:
% 59.53/24.66  																																																		| (13720) op(e1, e2) = e4
% 59.53/24.66  																																																		|
% 59.53/24.66  																																																		+-Applying beta-rule and splitting (56), into two cases.
% 59.53/24.66  																																																		|-Branch one:
% 59.53/24.66  																																																		| (696) unit = e2
% 59.53/24.66  																																																		|
% 59.53/24.66  																																																			| From (696) and (209) follows:
% 59.53/24.66  																																																			| (7585) op(e2, e0) = e0
% 59.53/24.66  																																																			|
% 59.53/24.66  																																																			| From (696) and (227) follows:
% 59.53/24.66  																																																			| (4284) op(e4, e2) = e4
% 59.53/24.66  																																																			|
% 59.53/24.66  																																																			| From (696) and (28) follows:
% 59.53/24.66  																																																			| (699) op(e1, e2) = e1
% 59.53/24.66  																																																			|
% 59.53/24.66  																																																			| Instantiating formula (29) with e4, e2, e4, e2 and discharging atoms op(e4, e2) = e4, op(e4, e2) = e2, yields:
% 59.53/24.66  																																																			| (323) e4 = e2
% 59.53/24.66  																																																			|
% 59.53/24.66  																																																			| Instantiating formula (29) with e2, e0, e0, e2 and discharging atoms op(e2, e0) = e2, op(e2, e0) = e0, yields:
% 59.53/24.66  																																																			| (330) e2 = e0
% 59.53/24.66  																																																			|
% 59.53/24.66  																																																			| Instantiating formula (29) with e1, e2, e1, e4 and discharging atoms op(e1, e2) = e4, op(e1, e2) = e1, yields:
% 59.53/24.66  																																																			| (630) e4 = e1
% 59.53/24.66  																																																			|
% 59.53/24.66  																																																			| Combining equations (323,630) yields a new equation:
% 59.53/24.66  																																																			| (616) e2 = e1
% 59.53/24.66  																																																			|
% 59.53/24.66  																																																			| Simplifying 616 yields:
% 59.53/24.66  																																																			| (617) e2 = e1
% 59.53/24.66  																																																			|
% 59.53/24.66  																																																			| Combining equations (330,617) yields a new equation:
% 59.53/24.66  																																																			| (431) e1 = e0
% 59.53/24.66  																																																			|
% 59.53/24.66  																																																			| Equations (431) can reduce 233 to:
% 59.53/24.66  																																																			| (266) $false
% 59.53/24.66  																																																			|
% 59.53/24.66  																																																			|-The branch is then unsatisfiable
% 59.53/24.66  																																																		|-Branch two:
% 59.53/24.66  																																																		| (707)  ~ (unit = e2)
% 59.53/24.66  																																																		| (708) unit = e4 | unit = e3 | unit = e1 | unit = e0
% 59.53/24.66  																																																		|
% 59.53/24.66  																																																			+-Applying beta-rule and splitting (708), into two cases.
% 59.53/24.66  																																																			|-Branch one:
% 59.53/24.66  																																																			| (709) unit = e4
% 59.53/24.66  																																																			|
% 59.53/24.66  																																																				| From (709) and (24) follows:
% 59.53/24.66  																																																				| (33325) op(e4, e3) = e3
% 59.53/24.66  																																																				|
% 59.53/24.66  																																																				| From (709) and (227) follows:
% 59.53/24.66  																																																				| (710) op(e4, e4) = e4
% 59.53/24.66  																																																				|
% 59.53/24.66  																																																				| From (709) and (42) follows:
% 59.53/24.66  																																																				| (713) op(e0, e4) = e0
% 59.53/24.66  																																																				|
% 59.53/24.66  																																																				| Instantiating formula (29) with e4, e4, e4, e1 and discharging atoms op(e4, e4) = e4, op(e4, e4) = e1, yields:
% 59.53/24.66  																																																				| (630) e4 = e1
% 59.53/24.66  																																																				|
% 59.53/24.66  																																																				| Instantiating formula (29) with e4, e3, e3, e4 and discharging atoms op(e4, e3) = e4, op(e4, e3) = e3, yields:
% 59.53/24.66  																																																				| (425) e4 = e3
% 59.53/24.66  																																																				|
% 59.53/24.66  																																																				| Instantiating formula (29) with e0, e4, e0, e3 and discharging atoms op(e0, e4) = e3, op(e0, e4) = e0, yields:
% 59.53/24.66  																																																				| (676) e3 = e0
% 59.53/24.66  																																																				|
% 59.53/24.66  																																																				| Combining equations (630,425) yields a new equation:
% 59.53/24.66  																																																				| (455) e3 = e1
% 59.53/24.66  																																																				|
% 59.53/24.66  																																																				| Combining equations (455,676) yields a new equation:
% 59.53/24.66  																																																				| (546) e1 = e0
% 59.53/24.66  																																																				|
% 59.53/24.66  																																																				| Simplifying 546 yields:
% 59.53/24.66  																																																				| (431) e1 = e0
% 59.53/24.66  																																																				|
% 59.53/24.66  																																																				| Equations (431) can reduce 233 to:
% 59.53/24.66  																																																				| (266) $false
% 59.53/24.66  																																																				|
% 59.53/24.66  																																																				|-The branch is then unsatisfiable
% 59.53/24.66  																																																			|-Branch two:
% 59.53/24.66  																																																			| (724)  ~ (unit = e4)
% 59.53/24.66  																																																			| (725) unit = e3 | unit = e1 | unit = e0
% 59.53/24.66  																																																			|
% 59.53/24.66  																																																				+-Applying beta-rule and splitting (725), into two cases.
% 59.53/24.66  																																																				|-Branch one:
% 59.53/24.66  																																																				| (726) unit = e0
% 59.53/24.66  																																																				|
% 59.53/24.66  																																																					| From (726) and (244) follows:
% 59.53/24.66  																																																					| (2207) op(e0, e4) = e4
% 59.53/24.66  																																																					|
% 59.53/24.66  																																																					| From (726) and (24) follows:
% 59.53/24.66  																																																					| (2208) op(e0, e3) = e3
% 59.53/24.66  																																																					|
% 59.53/24.66  																																																					| From (726) and (15) follows:
% 59.53/24.66  																																																					| (1508) op(e0, e2) = e2
% 59.53/24.66  																																																					|
% 59.53/24.66  																																																					| From (726) and (211) follows:
% 59.53/24.66  																																																					| (15180) op(e0, e1) = e1
% 59.53/24.66  																																																					|
% 59.53/24.66  																																																					| Instantiating formula (29) with e0, e4, e4, e3 and discharging atoms op(e0, e4) = e4, op(e0, e4) = e3, yields:
% 59.53/24.66  																																																					| (425) e4 = e3
% 59.53/24.66  																																																					|
% 59.53/24.66  																																																					| Instantiating formula (29) with e0, e3, e3, e2 and discharging atoms op(e0, e3) = e3, op(e0, e3) = e2, yields:
% 59.53/24.66  																																																					| (662) e3 = e2
% 59.53/24.66  																																																					|
% 59.53/24.66  																																																					| Instantiating formula (29) with e0, e2, e2, e0 and discharging atoms op(e0, e2) = e2, op(e0, e2) = e0, yields:
% 59.53/24.66  																																																					| (330) e2 = e0
% 59.53/24.66  																																																					|
% 59.53/24.66  																																																					| Instantiating formula (29) with e0, e1, e1, e4 and discharging atoms op(e0, e1) = e4, op(e0, e1) = e1, yields:
% 59.53/24.66  																																																					| (630) e4 = e1
% 59.53/24.66  																																																					|
% 59.53/24.66  																																																					| Combining equations (630,425) yields a new equation:
% 59.53/24.66  																																																					| (455) e3 = e1
% 59.53/24.66  																																																					|
% 59.53/24.66  																																																					| Combining equations (662,455) yields a new equation:
% 59.53/24.66  																																																					| (616) e2 = e1
% 59.53/24.66  																																																					|
% 59.53/24.66  																																																					| Simplifying 616 yields:
% 59.53/24.66  																																																					| (617) e2 = e1
% 59.53/24.66  																																																					|
% 59.53/24.66  																																																					| Combining equations (617,330) yields a new equation:
% 59.53/24.66  																																																					| (546) e1 = e0
% 59.53/24.66  																																																					|
% 59.53/24.66  																																																					| Simplifying 546 yields:
% 59.53/24.66  																																																					| (431) e1 = e0
% 59.53/24.66  																																																					|
% 59.53/24.66  																																																					| Equations (431) can reduce 233 to:
% 59.53/24.66  																																																					| (266) $false
% 59.53/24.66  																																																					|
% 59.53/24.66  																																																					|-The branch is then unsatisfiable
% 59.53/24.66  																																																				|-Branch two:
% 59.53/24.66  																																																				| (734)  ~ (unit = e0)
% 59.53/24.66  																																																				| (735) unit = e3 | unit = e1
% 59.53/24.66  																																																				|
% 59.53/24.66  																																																					+-Applying beta-rule and splitting (735), into two cases.
% 59.53/24.66  																																																					|-Branch one:
% 59.53/24.66  																																																					| (736) unit = e1
% 59.53/24.66  																																																					|
% 59.53/24.66  																																																						| Equations (736) can reduce 734 to:
% 59.53/24.66  																																																						| (233)  ~ (e1 = e0)
% 59.53/24.66  																																																						|
% 59.53/24.66  																																																						| From (736) and (15) follows:
% 59.53/24.66  																																																						| (515) op(e1, e2) = e2
% 59.53/24.66  																																																						|
% 59.53/24.66  																																																						| From (736) and (28) follows:
% 59.53/24.66  																																																						| (740) op(e1, e1) = e1
% 59.53/24.66  																																																						|
% 59.53/24.66  																																																						| From (736) and (42) follows:
% 59.53/24.66  																																																						| (3221) op(e0, e1) = e0
% 59.53/24.66  																																																						|
% 59.53/24.66  																																																						| Instantiating formula (29) with e1, e2, e2, e4 and discharging atoms op(e1, e2) = e4, op(e1, e2) = e2, yields:
% 59.53/24.66  																																																						| (323) e4 = e2
% 59.53/24.66  																																																						|
% 59.53/24.66  																																																						| Instantiating formula (29) with e1, e1, e1, e2 and discharging atoms op(e1, e1) = e2, op(e1, e1) = e1, yields:
% 59.53/24.66  																																																						| (617) e2 = e1
% 59.53/24.66  																																																						|
% 59.53/24.66  																																																						| Instantiating formula (29) with e0, e1, e0, e4 and discharging atoms op(e0, e1) = e4, op(e0, e1) = e0, yields:
% 59.53/24.66  																																																						| (397) e4 = e0
% 59.53/24.66  																																																						|
% 59.53/24.66  																																																						| Combining equations (323,397) yields a new equation:
% 59.53/24.66  																																																						| (391) e2 = e0
% 59.53/24.66  																																																						|
% 59.53/24.66  																																																						| Simplifying 391 yields:
% 59.53/24.66  																																																						| (330) e2 = e0
% 59.53/24.66  																																																						|
% 59.53/24.66  																																																						| Combining equations (617,330) yields a new equation:
% 59.53/24.66  																																																						| (546) e1 = e0
% 59.53/24.66  																																																						|
% 59.53/24.66  																																																						| Simplifying 546 yields:
% 59.53/24.66  																																																						| (431) e1 = e0
% 59.53/24.66  																																																						|
% 59.53/24.66  																																																						| Equations (431) can reduce 233 to:
% 59.53/24.66  																																																						| (266) $false
% 59.53/24.66  																																																						|
% 59.53/24.66  																																																						|-The branch is then unsatisfiable
% 59.53/24.66  																																																					|-Branch two:
% 59.53/24.66  																																																					| (748)  ~ (unit = e1)
% 59.53/24.66  																																																					| (749) unit = e3
% 59.53/24.66  																																																					|
% 59.53/24.66  																																																						| From (749) and (40) follows:
% 59.53/24.66  																																																						| (3715) op(e3, e3) = e3
% 59.53/24.66  																																																						|
% 59.53/24.66  																																																						| From (749) and (32) follows:
% 59.53/24.66  																																																						| (5793) op(e2, e3) = e2
% 59.53/24.66  																																																						|
% 59.53/24.66  																																																						| Instantiating formula (29) with e3, e3, e3, e0 and discharging atoms op(e3, e3) = e3, op(e3, e3) = e0, yields:
% 59.53/24.66  																																																						| (676) e3 = e0
% 59.53/24.66  																																																						|
% 59.53/24.66  																																																						| Instantiating formula (29) with e2, e3, e2, e3 and discharging atoms op(e2, e3) = e3, op(e2, e3) = e2, yields:
% 59.53/24.66  																																																						| (662) e3 = e2
% 59.53/24.66  																																																						|
% 59.53/24.66  																																																						| Combining equations (676,662) yields a new equation:
% 59.53/24.66  																																																						| (330) e2 = e0
% 59.53/24.66  																																																						|
% 59.53/24.66  																																																						| Equations (330) can reduce 128 to:
% 59.53/24.66  																																																						| (266) $false
% 59.53/24.66  																																																						|
% 59.53/24.66  																																																						|-The branch is then unsatisfiable
% 59.53/24.66  																																																	|-Branch two:
% 59.53/24.66  																																																	| (475)  ~ (all_0_51_51 = e4)
% 59.53/24.66  																																																	| (1294) all_0_52_52 = e4 | all_0_53_53 = e4
% 59.53/24.66  																																																	|
% 59.53/24.66  																																																		+-Applying beta-rule and splitting (1294), into two cases.
% 59.53/24.66  																																																		|-Branch one:
% 59.53/24.66  																																																		| (565) all_0_52_52 = e4
% 59.53/24.66  																																																		|
% 59.53/24.66  																																																			| Combining equations (352,565) yields a new equation:
% 59.53/24.66  																																																			| (323) e4 = e2
% 59.53/24.66  																																																			|
% 59.53/24.66  																																																			| Equations (323) can reduce 48 to:
% 59.53/24.66  																																																			| (266) $false
% 59.53/24.66  																																																			|
% 59.53/24.66  																																																			|-The branch is then unsatisfiable
% 59.53/24.66  																																																		|-Branch two:
% 59.53/24.66  																																																		| (780)  ~ (all_0_52_52 = e4)
% 59.53/24.66  																																																		| (1298) all_0_53_53 = e4
% 59.53/24.66  																																																		|
% 59.53/24.66  																																																			| Combining equations (1298,665) yields a new equation:
% 59.53/24.66  																																																			| (424) e4 = e3
% 59.53/24.66  																																																			|
% 59.53/24.66  																																																			| Simplifying 424 yields:
% 59.53/24.66  																																																			| (425) e4 = e3
% 59.53/24.66  																																																			|
% 59.53/24.66  																																																			| Equations (425) can reduce 188 to:
% 59.53/24.66  																																																			| (266) $false
% 59.53/24.66  																																																			|
% 59.53/24.66  																																																			|-The branch is then unsatisfiable
% 59.53/24.66  																																													|-Branch two:
% 59.53/24.66  																																													| (1390)  ~ (all_0_44_44 = e4)
% 59.53/24.66  																																													| (1391) all_0_44_44 = e3 | all_0_44_44 = e1 | all_0_44_44 = e0
% 59.53/24.66  																																													|
% 59.53/24.66  																																														+-Applying beta-rule and splitting (150), into two cases.
% 59.53/24.66  																																														|-Branch one:
% 59.53/24.66  																																														| (1378) all_0_40_40 = e4
% 59.53/24.66  																																														|
% 59.53/24.66  																																															| Combining equations (1378,485) yields a new equation:
% 59.53/24.66  																																															| (481) e4 = e0
% 59.53/24.66  																																															|
% 59.53/24.66  																																															| Simplifying 481 yields:
% 59.53/24.66  																																															| (397) e4 = e0
% 59.53/24.66  																																															|
% 59.53/24.66  																																															| Equations (397) can reduce 49 to:
% 59.53/24.66  																																															| (266) $false
% 59.53/24.66  																																															|
% 59.53/24.66  																																															|-The branch is then unsatisfiable
% 59.53/24.66  																																														|-Branch two:
% 59.53/24.66  																																														| (447)  ~ (all_0_40_40 = e4)
% 59.53/24.66  																																														| (2271) all_0_44_44 = e4 | all_0_49_49 = e4 | all_0_53_53 = e4 | all_0_58_58 = e4
% 59.53/24.66  																																														|
% 59.53/24.66  																																															+-Applying beta-rule and splitting (164), into two cases.
% 59.53/24.66  																																															|-Branch one:
% 59.53/24.66  																																															| (471) all_0_39_39 = e4
% 59.53/24.66  																																															|
% 59.53/24.66  																																																| Combining equations (471,317) yields a new equation:
% 59.53/24.66  																																																| (322) e4 = e2
% 59.53/24.66  																																																|
% 59.53/24.66  																																																| Simplifying 322 yields:
% 59.53/24.66  																																																| (323) e4 = e2
% 59.53/24.66  																																																|
% 59.53/24.66  																																																| Equations (323) can reduce 48 to:
% 59.53/24.66  																																																| (266) $false
% 59.53/24.66  																																																|
% 59.53/24.66  																																																|-The branch is then unsatisfiable
% 59.53/24.66  																																															|-Branch two:
% 59.53/24.66  																																															| (1377)  ~ (all_0_39_39 = e4)
% 59.53/24.66  																																															| (2115) all_0_42_42 = e4 | all_0_47_47 = e4 | all_0_51_51 = e4 | all_0_56_56 = e4
% 59.53/24.66  																																															|
% 59.53/24.66  																																																| Equations (317) can reduce 1377 to:
% 59.53/24.66  																																																| (327)  ~ (e4 = e2)
% 59.53/24.66  																																																|
% 59.53/24.66  																																																| Simplifying 327 yields:
% 59.53/24.66  																																																| (48)  ~ (e4 = e2)
% 59.53/24.66  																																																|
% 59.53/24.66  																																																+-Applying beta-rule and splitting (2271), into two cases.
% 59.53/24.66  																																																|-Branch one:
% 59.53/24.66  																																																| (446) all_0_44_44 = e4
% 59.53/24.66  																																																|
% 59.53/24.66  																																																	| Equations (446) can reduce 1390 to:
% 59.53/24.66  																																																	| (266) $false
% 59.53/24.66  																																																	|
% 59.53/24.66  																																																	|-The branch is then unsatisfiable
% 59.53/24.66  																																																|-Branch two:
% 59.53/24.66  																																																| (1390)  ~ (all_0_44_44 = e4)
% 59.53/24.66  																																																| (7998) all_0_49_49 = e4 | all_0_53_53 = e4 | all_0_58_58 = e4
% 59.53/24.66  																																																|
% 59.53/24.66  																																																	+-Applying beta-rule and splitting (2115), into two cases.
% 59.53/24.66  																																																	|-Branch one:
% 59.53/24.66  																																																	| (1392) all_0_42_42 = e4
% 59.53/24.66  																																																	|
% 59.53/24.66  																																																		| Combining equations (516,1392) yields a new equation:
% 59.53/24.66  																																																		| (425) e4 = e3
% 59.53/24.66  																																																		|
% 59.53/24.66  																																																		| Equations (425) can reduce 188 to:
% 59.53/24.66  																																																		| (266) $false
% 59.53/24.66  																																																		|
% 59.53/24.66  																																																		|-The branch is then unsatisfiable
% 59.53/24.66  																																																	|-Branch two:
% 59.53/24.66  																																																	| (1890)  ~ (all_0_42_42 = e4)
% 59.53/24.66  																																																	| (2246) all_0_47_47 = e4 | all_0_51_51 = e4 | all_0_56_56 = e4
% 59.53/24.66  																																																	|
% 59.53/24.66  																																																		+-Applying beta-rule and splitting (7998), into two cases.
% 59.53/24.66  																																																		|-Branch one:
% 59.53/24.66  																																																		| (974) all_0_49_49 = e4
% 59.53/24.66  																																																		|
% 59.53/24.66  																																																			| Combining equations (583,974) yields a new equation:
% 59.53/24.66  																																																			| (323) e4 = e2
% 59.53/24.66  																																																			|
% 59.53/24.66  																																																			| Equations (323) can reduce 48 to:
% 59.53/24.66  																																																			| (266) $false
% 59.53/24.66  																																																			|
% 59.53/24.66  																																																			|-The branch is then unsatisfiable
% 59.53/24.66  																																																		|-Branch two:
% 59.53/24.66  																																																		| (256)  ~ (all_0_49_49 = e4)
% 59.53/24.66  																																																		| (8013) all_0_53_53 = e4 | all_0_58_58 = e4
% 59.53/24.66  																																																		|
% 59.53/24.66  																																																			+-Applying beta-rule and splitting (2246), into two cases.
% 59.53/24.66  																																																			|-Branch one:
% 59.53/24.66  																																																			| (1790) all_0_47_47 = e4
% 59.53/24.66  																																																			|
% 59.53/24.66  																																																				| Combining equations (654,1790) yields a new equation:
% 59.53/24.66  																																																				| (630) e4 = e1
% 59.53/24.66  																																																				|
% 59.53/24.66  																																																				| Equations (630) can reduce 110 to:
% 59.53/24.66  																																																				| (266) $false
% 59.53/24.66  																																																				|
% 59.53/24.66  																																																				|-The branch is then unsatisfiable
% 59.53/24.66  																																																			|-Branch two:
% 59.53/24.66  																																																			| (252)  ~ (all_0_47_47 = e4)
% 59.53/24.66  																																																			| (6548) all_0_51_51 = e4 | all_0_56_56 = e4
% 59.53/24.66  																																																			|
% 59.53/24.66  																																																				| Equations (654) can reduce 252 to:
% 59.53/24.66  																																																				| (602)  ~ (e4 = e1)
% 59.53/24.66  																																																				|
% 59.53/24.66  																																																				| Simplifying 602 yields:
% 59.53/24.66  																																																				| (110)  ~ (e4 = e1)
% 59.53/24.66  																																																				|
% 59.53/24.66  																																																				+-Applying beta-rule and splitting (8013), into two cases.
% 59.53/24.66  																																																				|-Branch one:
% 59.53/24.66  																																																				| (1298) all_0_53_53 = e4
% 59.53/24.66  																																																				|
% 59.53/24.66  																																																					| Equations (1298) can reduce 6 to:
% 59.53/24.66  																																																					| (475)  ~ (all_0_51_51 = e4)
% 59.53/24.66  																																																					|
% 59.53/24.66  																																																					| Equations (1298) can reduce 247 to:
% 59.53/24.66  																																																					| (49)  ~ (e4 = e0)
% 59.53/24.66  																																																					|
% 59.53/24.66  																																																					+-Applying beta-rule and splitting (6548), into two cases.
% 59.53/24.66  																																																					|-Branch one:
% 59.53/24.66  																																																					| (1101) all_0_51_51 = e4
% 59.53/24.66  																																																					|
% 59.53/24.66  																																																						| Equations (1101) can reduce 475 to:
% 59.53/24.66  																																																						| (266) $false
% 59.53/24.66  																																																						|
% 59.53/24.66  																																																						|-The branch is then unsatisfiable
% 59.53/24.66  																																																					|-Branch two:
% 59.53/24.66  																																																					| (475)  ~ (all_0_51_51 = e4)
% 59.53/24.66  																																																					| (842) all_0_56_56 = e4
% 59.53/24.66  																																																					|
% 59.53/24.66  																																																						| Combining equations (679,842) yields a new equation:
% 59.53/24.66  																																																						| (397) e4 = e0
% 59.53/24.66  																																																						|
% 59.53/24.66  																																																						| Equations (397) can reduce 49 to:
% 59.53/24.66  																																																						| (266) $false
% 59.53/24.66  																																																						|
% 59.53/24.66  																																																						|-The branch is then unsatisfiable
% 59.53/24.66  																																																				|-Branch two:
% 59.53/24.66  																																																				| (1453)  ~ (all_0_53_53 = e4)
% 59.53/24.66  																																																				| (910) all_0_58_58 = e4
% 59.53/24.66  																																																				|
% 59.53/24.66  																																																					| Combining equations (910,918) yields a new equation:
% 59.53/24.66  																																																					| (636) e4 = e1
% 59.53/24.66  																																																					|
% 59.53/24.66  																																																					| Simplifying 636 yields:
% 59.53/24.66  																																																					| (630) e4 = e1
% 59.53/24.66  																																																					|
% 59.53/24.66  																																																					| Equations (630) can reduce 110 to:
% 59.53/24.66  																																																					| (266) $false
% 59.53/24.66  																																																					|
% 59.53/24.66  																																																					|-The branch is then unsatisfiable
% 59.53/24.67  																																												|-Branch two:
% 59.53/24.67  																																												| (405)  ~ (all_0_42_42 = e3)
% 59.53/24.67  																																												| (521) all_0_47_47 = e3 | all_0_51_51 = e3 | all_0_56_56 = e3
% 59.53/24.67  																																												|
% 59.53/24.67  																																													+-Applying beta-rule and splitting (152), into two cases.
% 59.53/24.67  																																													|-Branch one:
% 59.53/24.67  																																													| (1392) all_0_42_42 = e4
% 59.53/24.67  																																													|
% 59.53/24.67  																																														| Equations (1392) can reduce 405 to:
% 59.53/24.67  																																														| (188)  ~ (e4 = e3)
% 59.53/24.67  																																														|
% 59.53/24.67  																																														| From (1392) and (210) follows:
% 59.53/24.67  																																														| (4074) op(e3, e2) = e4
% 59.53/24.67  																																														|
% 59.53/24.67  																																														+-Applying beta-rule and splitting (1899), into two cases.
% 59.53/24.67  																																														|-Branch one:
% 59.53/24.67  																																														| (516) all_0_42_42 = e3
% 59.53/24.67  																																														|
% 59.53/24.67  																																															| Combining equations (1392,516) yields a new equation:
% 59.53/24.67  																																															| (424) e4 = e3
% 59.53/24.67  																																															|
% 59.53/24.67  																																															| Simplifying 424 yields:
% 59.53/24.67  																																															| (425) e4 = e3
% 59.53/24.67  																																															|
% 59.53/24.67  																																															| Equations (425) can reduce 188 to:
% 59.53/24.67  																																															| (266) $false
% 59.53/24.67  																																															|
% 59.53/24.67  																																															|-The branch is then unsatisfiable
% 59.53/24.67  																																														|-Branch two:
% 59.53/24.67  																																														| (405)  ~ (all_0_42_42 = e3)
% 59.53/24.67  																																														| (532) all_0_44_44 = e3
% 59.53/24.67  																																														|
% 59.53/24.67  																																															| Equations (532) can reduce 220 to:
% 59.53/24.67  																																															| (1114)  ~ (all_0_53_53 = e3)
% 59.53/24.67  																																															|
% 59.53/24.67  																																															| Simplifying 1114 yields:
% 59.53/24.67  																																															| (903)  ~ (all_0_53_53 = e3)
% 59.53/24.67  																																															|
% 59.53/24.67  																																															| From (532) and (138) follows:
% 59.53/24.67  																																															| (1639) op(e3, e0) = e3
% 59.53/24.67  																																															|
% 59.53/24.67  																																															+-Applying beta-rule and splitting (418), into two cases.
% 59.53/24.67  																																															|-Branch one:
% 59.53/24.67  																																															| (660) all_0_51_51 = e3
% 59.53/24.67  																																															|
% 59.53/24.67  																																																| From (660) and (186) follows:
% 59.53/24.67  																																																| (1552) op(e1, e2) = e3
% 59.53/24.67  																																																|
% 59.53/24.67  																																																+-Applying beta-rule and splitting (56), into two cases.
% 59.53/24.67  																																																|-Branch one:
% 59.53/24.67  																																																| (696) unit = e2
% 59.53/24.67  																																																|
% 59.53/24.67  																																																	| From (696) and (209) follows:
% 59.53/24.67  																																																	| (7585) op(e2, e0) = e0
% 59.53/24.67  																																																	|
% 59.53/24.67  																																																	| From (696) and (227) follows:
% 59.53/24.67  																																																	| (4284) op(e4, e2) = e4
% 59.53/24.67  																																																	|
% 59.53/24.67  																																																	| From (696) and (40) follows:
% 59.53/24.67  																																																	| (4285) op(e3, e2) = e3
% 59.53/24.67  																																																	|
% 59.53/24.67  																																																	| From (696) and (28) follows:
% 59.53/24.67  																																																	| (699) op(e1, e2) = e1
% 59.53/24.67  																																																	|
% 59.53/24.67  																																																	| Instantiating formula (29) with e4, e2, e4, e2 and discharging atoms op(e4, e2) = e4, op(e4, e2) = e2, yields:
% 59.53/24.67  																																																	| (323) e4 = e2
% 59.53/24.67  																																																	|
% 59.53/24.67  																																																	| Instantiating formula (29) with e3, e2, e3, e4 and discharging atoms op(e3, e2) = e4, op(e3, e2) = e3, yields:
% 59.53/24.67  																																																	| (425) e4 = e3
% 59.53/24.67  																																																	|
% 59.53/24.67  																																																	| Instantiating formula (29) with e2, e0, e0, e2 and discharging atoms op(e2, e0) = e2, op(e2, e0) = e0, yields:
% 59.53/24.67  																																																	| (330) e2 = e0
% 59.53/24.67  																																																	|
% 59.53/24.67  																																																	| Instantiating formula (29) with e1, e2, e1, e3 and discharging atoms op(e1, e2) = e3, op(e1, e2) = e1, yields:
% 59.53/24.67  																																																	| (455) e3 = e1
% 59.53/24.67  																																																	|
% 59.53/24.67  																																																	| Combining equations (323,425) yields a new equation:
% 59.53/24.67  																																																	| (662) e3 = e2
% 59.53/24.67  																																																	|
% 59.53/24.67  																																																	| Combining equations (662,455) yields a new equation:
% 59.53/24.67  																																																	| (616) e2 = e1
% 59.53/24.67  																																																	|
% 59.53/24.67  																																																	| Simplifying 616 yields:
% 59.53/24.67  																																																	| (617) e2 = e1
% 59.53/24.67  																																																	|
% 59.53/24.67  																																																	| Combining equations (617,330) yields a new equation:
% 59.53/24.67  																																																	| (546) e1 = e0
% 59.53/24.67  																																																	|
% 59.53/24.67  																																																	| Simplifying 546 yields:
% 59.53/24.67  																																																	| (431) e1 = e0
% 59.53/24.67  																																																	|
% 59.53/24.67  																																																	| Equations (431) can reduce 233 to:
% 59.53/24.67  																																																	| (266) $false
% 59.53/24.67  																																																	|
% 59.53/24.67  																																																	|-The branch is then unsatisfiable
% 59.53/24.67  																																																|-Branch two:
% 59.53/24.67  																																																| (707)  ~ (unit = e2)
% 59.53/24.67  																																																| (708) unit = e4 | unit = e3 | unit = e1 | unit = e0
% 59.53/24.67  																																																|
% 59.53/24.67  																																																	+-Applying beta-rule and splitting (708), into two cases.
% 59.53/24.67  																																																	|-Branch one:
% 59.53/24.67  																																																	| (709) unit = e4
% 59.53/24.67  																																																	|
% 59.53/24.67  																																																		| From (709) and (24) follows:
% 59.53/24.67  																																																		| (33325) op(e4, e3) = e3
% 59.53/24.67  																																																		|
% 59.53/24.67  																																																		| From (709) and (227) follows:
% 59.53/24.67  																																																		| (710) op(e4, e4) = e4
% 59.53/24.67  																																																		|
% 59.53/24.67  																																																		| From (709) and (42) follows:
% 59.53/24.67  																																																		| (713) op(e0, e4) = e0
% 59.53/24.67  																																																		|
% 59.53/24.67  																																																		| Instantiating formula (29) with e4, e4, e4, e1 and discharging atoms op(e4, e4) = e4, op(e4, e4) = e1, yields:
% 59.53/24.67  																																																		| (630) e4 = e1
% 59.53/24.67  																																																		|
% 59.53/24.67  																																																		| Instantiating formula (29) with e4, e3, e3, e4 and discharging atoms op(e4, e3) = e4, op(e4, e3) = e3, yields:
% 59.53/24.67  																																																		| (425) e4 = e3
% 59.53/24.67  																																																		|
% 59.53/24.67  																																																		| Instantiating formula (29) with e0, e4, e0, e3 and discharging atoms op(e0, e4) = e3, op(e0, e4) = e0, yields:
% 59.53/24.67  																																																		| (676) e3 = e0
% 59.53/24.67  																																																		|
% 59.53/24.67  																																																		| Combining equations (630,425) yields a new equation:
% 59.53/24.67  																																																		| (455) e3 = e1
% 59.53/24.67  																																																		|
% 59.53/24.67  																																																		| Combining equations (455,676) yields a new equation:
% 59.53/24.67  																																																		| (546) e1 = e0
% 59.53/24.67  																																																		|
% 59.53/24.67  																																																		| Simplifying 546 yields:
% 59.53/24.67  																																																		| (431) e1 = e0
% 59.53/24.67  																																																		|
% 59.53/24.67  																																																		| Equations (431) can reduce 233 to:
% 59.53/24.67  																																																		| (266) $false
% 59.53/24.67  																																																		|
% 59.53/24.67  																																																		|-The branch is then unsatisfiable
% 59.53/24.67  																																																	|-Branch two:
% 59.53/24.67  																																																	| (724)  ~ (unit = e4)
% 59.53/24.67  																																																	| (725) unit = e3 | unit = e1 | unit = e0
% 59.53/24.67  																																																	|
% 59.53/24.67  																																																		+-Applying beta-rule and splitting (725), into two cases.
% 59.53/24.67  																																																		|-Branch one:
% 59.53/24.67  																																																		| (726) unit = e0
% 59.53/24.67  																																																		|
% 59.53/24.67  																																																			| From (726) and (244) follows:
% 59.53/24.67  																																																			| (2207) op(e0, e4) = e4
% 59.53/24.67  																																																			|
% 59.53/24.67  																																																			| From (726) and (24) follows:
% 59.53/24.67  																																																			| (2208) op(e0, e3) = e3
% 59.53/24.67  																																																			|
% 59.53/24.67  																																																			| From (726) and (15) follows:
% 59.53/24.67  																																																			| (1508) op(e0, e2) = e2
% 59.53/24.67  																																																			|
% 59.53/24.67  																																																			| From (726) and (211) follows:
% 59.53/24.67  																																																			| (15180) op(e0, e1) = e1
% 59.53/24.67  																																																			|
% 59.53/24.67  																																																			| Instantiating formula (29) with e0, e4, e4, e3 and discharging atoms op(e0, e4) = e4, op(e0, e4) = e3, yields:
% 59.53/24.67  																																																			| (425) e4 = e3
% 59.53/24.67  																																																			|
% 59.53/24.67  																																																			| Instantiating formula (29) with e0, e3, e3, e2 and discharging atoms op(e0, e3) = e3, op(e0, e3) = e2, yields:
% 59.53/24.67  																																																			| (662) e3 = e2
% 59.53/24.67  																																																			|
% 59.53/24.67  																																																			| Instantiating formula (29) with e0, e2, e2, e0 and discharging atoms op(e0, e2) = e2, op(e0, e2) = e0, yields:
% 59.53/24.67  																																																			| (330) e2 = e0
% 59.53/24.67  																																																			|
% 59.53/24.67  																																																			| Instantiating formula (29) with e0, e1, e1, e4 and discharging atoms op(e0, e1) = e4, op(e0, e1) = e1, yields:
% 59.53/24.67  																																																			| (630) e4 = e1
% 59.53/24.67  																																																			|
% 59.53/24.67  																																																			| Combining equations (425,630) yields a new equation:
% 59.53/24.67  																																																			| (454) e3 = e1
% 59.53/24.67  																																																			|
% 59.53/24.67  																																																			| Simplifying 454 yields:
% 59.53/24.67  																																																			| (455) e3 = e1
% 59.53/24.67  																																																			|
% 59.53/24.67  																																																			| Combining equations (455,662) yields a new equation:
% 59.53/24.67  																																																			| (617) e2 = e1
% 59.53/24.67  																																																			|
% 59.53/24.67  																																																			| Combining equations (617,330) yields a new equation:
% 59.53/24.67  																																																			| (546) e1 = e0
% 59.53/24.67  																																																			|
% 59.53/24.67  																																																			| Simplifying 546 yields:
% 59.53/24.67  																																																			| (431) e1 = e0
% 59.53/24.67  																																																			|
% 59.53/24.67  																																																			| Equations (431) can reduce 233 to:
% 59.53/24.67  																																																			| (266) $false
% 59.53/24.67  																																																			|
% 59.53/24.67  																																																			|-The branch is then unsatisfiable
% 59.53/24.67  																																																		|-Branch two:
% 59.53/24.67  																																																		| (734)  ~ (unit = e0)
% 59.53/24.67  																																																		| (735) unit = e3 | unit = e1
% 59.53/24.67  																																																		|
% 59.53/24.67  																																																			+-Applying beta-rule and splitting (735), into two cases.
% 59.53/24.67  																																																			|-Branch one:
% 59.53/24.67  																																																			| (736) unit = e1
% 59.53/24.67  																																																			|
% 59.53/24.67  																																																				| Equations (736) can reduce 734 to:
% 59.53/24.67  																																																				| (233)  ~ (e1 = e0)
% 59.53/24.67  																																																				|
% 59.53/24.67  																																																				| From (736) and (24) follows:
% 59.53/24.67  																																																				| (1934) op(e1, e3) = e3
% 59.53/24.67  																																																				|
% 59.53/24.67  																																																				| From (736) and (15) follows:
% 59.53/24.67  																																																				| (515) op(e1, e2) = e2
% 59.53/24.67  																																																				|
% 59.53/24.67  																																																				| From (736) and (32) follows:
% 59.53/24.67  																																																				| (347) op(e2, e1) = e2
% 59.53/24.67  																																																				|
% 59.53/24.67  																																																				| Instantiating formula (29) with e2, e1, e2, e0 and discharging atoms op(e2, e1) = e2, op(e2, e1) = e0, yields:
% 59.53/24.67  																																																				| (330) e2 = e0
% 59.53/24.67  																																																				|
% 59.53/24.67  																																																				| Instantiating formula (29) with e1, e3, e3, e1 and discharging atoms op(e1, e3) = e3, op(e1, e3) = e1, yields:
% 59.53/24.67  																																																				| (455) e3 = e1
% 59.53/24.67  																																																				|
% 59.53/24.67  																																																				| Instantiating formula (29) with e1, e2, e2, e3 and discharging atoms op(e1, e2) = e3, op(e1, e2) = e2, yields:
% 59.53/24.67  																																																				| (662) e3 = e2
% 59.53/24.67  																																																				|
% 59.53/24.67  																																																				| Combining equations (662,455) yields a new equation:
% 59.53/24.67  																																																				| (616) e2 = e1
% 59.53/24.67  																																																				|
% 59.53/24.67  																																																				| Simplifying 616 yields:
% 59.53/24.67  																																																				| (617) e2 = e1
% 59.53/24.67  																																																				|
% 59.53/24.67  																																																				| Combining equations (617,330) yields a new equation:
% 59.53/24.67  																																																				| (546) e1 = e0
% 59.53/24.67  																																																				|
% 59.53/24.67  																																																				| Simplifying 546 yields:
% 59.53/24.67  																																																				| (431) e1 = e0
% 59.53/24.67  																																																				|
% 59.53/24.67  																																																				| Equations (431) can reduce 233 to:
% 59.53/24.67  																																																				| (266) $false
% 59.53/24.67  																																																				|
% 59.53/24.67  																																																				|-The branch is then unsatisfiable
% 59.53/24.67  																																																			|-Branch two:
% 59.53/24.67  																																																			| (748)  ~ (unit = e1)
% 59.53/24.67  																																																			| (749) unit = e3
% 59.53/24.67  																																																			|
% 59.53/24.67  																																																				| From (749) and (209) follows:
% 59.53/24.67  																																																				| (1667) op(e3, e0) = e0
% 59.53/24.67  																																																				|
% 59.53/24.67  																																																				| From (749) and (32) follows:
% 59.53/24.67  																																																				| (5793) op(e2, e3) = e2
% 59.53/24.67  																																																				|
% 59.53/24.67  																																																				| Instantiating formula (29) with e3, e0, e0, e3 and discharging atoms op(e3, e0) = e3, op(e3, e0) = e0, yields:
% 59.53/24.67  																																																				| (676) e3 = e0
% 59.53/24.67  																																																				|
% 59.53/24.67  																																																				| Instantiating formula (29) with e2, e3, e2, e3 and discharging atoms op(e2, e3) = e3, op(e2, e3) = e2, yields:
% 59.53/24.67  																																																				| (662) e3 = e2
% 59.53/24.67  																																																				|
% 59.53/24.67  																																																				| Combining equations (662,676) yields a new equation:
% 59.53/24.67  																																																				| (391) e2 = e0
% 59.53/24.67  																																																				|
% 59.53/24.67  																																																				| Simplifying 391 yields:
% 59.53/24.67  																																																				| (330) e2 = e0
% 59.53/24.67  																																																				|
% 59.53/24.67  																																																				| Equations (330) can reduce 128 to:
% 59.53/24.67  																																																				| (266) $false
% 59.53/24.67  																																																				|
% 59.53/24.67  																																																				|-The branch is then unsatisfiable
% 59.53/24.67  																																															|-Branch two:
% 59.53/24.67  																																															| (664)  ~ (all_0_51_51 = e3)
% 59.53/24.67  																																															| (665) all_0_53_53 = e3
% 59.53/24.67  																																															|
% 59.53/24.67  																																																| Equations (665) can reduce 903 to:
% 59.53/24.67  																																																| (266) $false
% 59.53/24.67  																																																|
% 59.53/24.67  																																																|-The branch is then unsatisfiable
% 59.53/24.67  																																													|-Branch two:
% 59.53/24.67  																																													| (1890)  ~ (all_0_42_42 = e4)
% 59.53/24.67  																																													| (1969) all_0_42_42 = e3 | all_0_42_42 = e1 | all_0_42_42 = e0
% 59.53/24.67  																																													|
% 59.53/24.67  																																														+-Applying beta-rule and splitting (1969), into two cases.
% 59.53/24.67  																																														|-Branch one:
% 59.53/24.67  																																														| (559) all_0_42_42 = e0
% 59.53/24.67  																																														|
% 59.53/24.67  																																															| Equations (559) can reduce 358 to:
% 59.53/24.67  																																															| (266) $false
% 59.53/24.67  																																															|
% 59.53/24.67  																																															|-The branch is then unsatisfiable
% 59.53/24.67  																																														|-Branch two:
% 59.53/24.67  																																														| (358)  ~ (all_0_42_42 = e0)
% 59.53/24.67  																																														| (2510) all_0_42_42 = e3 | all_0_42_42 = e1
% 59.53/24.67  																																														|
% 59.53/24.67  																																															+-Applying beta-rule and splitting (2510), into two cases.
% 59.53/24.67  																																															|-Branch one:
% 59.53/24.67  																																															| (459) all_0_42_42 = e1
% 59.53/24.67  																																															|
% 59.53/24.67  																																																| Equations (459) can reduce 1380 to:
% 59.53/24.67  																																																| (266) $false
% 59.53/24.67  																																																|
% 59.53/24.67  																																																|-The branch is then unsatisfiable
% 59.53/24.67  																																															|-Branch two:
% 59.53/24.67  																																															| (1380)  ~ (all_0_42_42 = e1)
% 59.53/24.67  																																															| (516) all_0_42_42 = e3
% 59.53/24.67  																																															|
% 59.53/24.67  																																																| Equations (516) can reduce 405 to:
% 59.53/24.67  																																																| (266) $false
% 59.53/24.67  																																																|
% 59.53/24.67  																																																|-The branch is then unsatisfiable
% 59.53/24.67  																																					|-Branch two:
% 59.53/24.67  																																					| (433)  ~ (all_0_43_43 = e1)
% 59.53/24.67  																																					| (434) all_0_48_48 = e1 | all_0_52_52 = e1 | all_0_57_57 = e1
% 59.53/24.67  																																					|
% 59.53/24.67  																																						+-Applying beta-rule and splitting (6374), into two cases.
% 59.53/24.67  																																						|-Branch one:
% 59.53/24.67  																																						| (356) all_0_43_43 = e0
% 59.53/24.67  																																						|
% 59.53/24.67  																																							| Equations (356) can reduce 5470 to:
% 59.53/24.67  																																							| (266) $false
% 59.53/24.67  																																							|
% 59.53/24.67  																																							|-The branch is then unsatisfiable
% 59.53/24.67  																																						|-Branch two:
% 59.53/24.67  																																						| (5470)  ~ (all_0_43_43 = e0)
% 59.53/24.67  																																						| (430) all_0_43_43 = e1
% 59.53/24.67  																																						|
% 59.53/24.67  																																							| Equations (430) can reduce 433 to:
% 59.53/24.67  																																							| (266) $false
% 59.53/24.67  																																							|
% 59.53/24.67  																																							|-The branch is then unsatisfiable
% 59.53/24.67  																														|-Branch two:
% 59.53/24.67  																														| (828)  ~ (all_0_56_56 = e0)
% 59.53/24.67  																														| (924) all_0_57_57 = e0 | all_0_58_58 = e0
% 59.53/24.67  																														|
% 59.53/24.67  																															+-Applying beta-rule and splitting (924), into two cases.
% 59.53/24.67  																															|-Branch one:
% 59.53/24.67  																															| (875) all_0_57_57 = e0
% 59.53/24.67  																															|
% 59.53/24.67  																																| Equations (875) can reduce 364 to:
% 59.53/24.67  																																| (266) $false
% 59.53/24.67  																																|
% 59.53/24.67  																																|-The branch is then unsatisfiable
% 59.53/24.67  																															|-Branch two:
% 59.53/24.67  																															| (364)  ~ (all_0_57_57 = e0)
% 59.53/24.67  																															| (914) all_0_58_58 = e0
% 59.53/24.67  																															|
% 59.53/24.67  																																| Equations (914) can reduce 491 to:
% 59.53/24.67  																																| (266) $false
% 59.53/24.67  																																|
% 59.53/24.67  																																|-The branch is then unsatisfiable
% 59.53/24.67  																													|-Branch two:
% 59.53/24.67  																													| (759)  ~ (all_0_50_50 = e1)
% 59.53/24.67  																													| (415) all_0_50_50 = e3
% 59.53/24.67  																													|
% 59.53/24.67  																														| Equations (415) can reduce 411 to:
% 59.53/24.67  																														| (266) $false
% 59.53/24.67  																														|
% 59.53/24.67  																														|-The branch is then unsatisfiable
% 59.53/24.67  																									|-Branch two:
% 59.53/24.67  																									| (357)  ~ (all_0_41_41 = e0)
% 59.53/24.67  																									| (895) all_0_46_46 = e0 | all_0_55_55 = e0
% 59.53/24.67  																									|
% 59.53/24.67  																										+-Applying beta-rule and splitting (895), into two cases.
% 59.53/24.67  																										|-Branch one:
% 59.53/24.67  																										| (538) all_0_46_46 = e0
% 59.53/24.67  																										|
% 59.53/24.67  																											| Combining equations (538,1557) yields a new equation:
% 59.53/24.67  																											| (676) e3 = e0
% 59.53/24.67  																											|
% 59.53/24.67  																											| Equations (676) can reduce 80 to:
% 59.53/24.67  																											| (266) $false
% 59.53/24.67  																											|
% 59.53/24.67  																											|-The branch is then unsatisfiable
% 59.53/24.67  																										|-Branch two:
% 59.53/24.67  																										| (831)  ~ (all_0_46_46 = e0)
% 59.53/24.67  																										| (858) all_0_55_55 = e0
% 59.53/24.67  																										|
% 59.53/24.67  																											| Combining equations (386,858) yields a new equation:
% 59.53/24.67  																											| (391) e2 = e0
% 59.53/24.67  																											|
% 59.53/24.67  																											| Simplifying 391 yields:
% 59.53/24.67  																											| (330) e2 = e0
% 59.53/24.67  																											|
% 59.53/24.67  																											| Equations (330) can reduce 128 to:
% 59.53/24.67  																											| (266) $false
% 59.53/24.67  																											|
% 59.53/24.67  																											|-The branch is then unsatisfiable
% 59.53/24.67  																							|-Branch two:
% 59.53/24.67  																							| (1283)  ~ (all_0_48_48 = e0)
% 59.53/24.67  																							| (978) all_0_49_49 = e0
% 59.53/24.67  																							|
% 59.53/24.67  																								| Combining equations (583,978) yields a new equation:
% 59.53/24.67  																								| (391) e2 = e0
% 59.53/24.67  																								|
% 59.53/24.67  																								| Simplifying 391 yields:
% 59.53/24.67  																								| (330) e2 = e0
% 59.53/24.67  																								|
% 59.53/24.67  																								| Equations (330) can reduce 128 to:
% 59.53/24.67  																								| (266) $false
% 59.53/24.67  																								|
% 59.53/24.67  																								|-The branch is then unsatisfiable
% 59.53/24.67  																			|-Branch two:
% 59.53/24.67  																			| (409)  ~ (all_0_46_46 = e3)
% 59.53/24.67  																			| (1561) all_0_47_47 = e3 | all_0_49_49 = e3
% 59.53/24.67  																			|
% 59.53/24.68  																				+-Applying beta-rule and splitting (1561), into two cases.
% 59.53/24.68  																				|-Branch one:
% 59.53/24.68  																				| (522) all_0_47_47 = e3
% 59.53/24.68  																				|
% 59.53/24.68  																					| Combining equations (654,522) yields a new equation:
% 59.53/24.68  																					| (455) e3 = e1
% 59.53/24.68  																					|
% 59.53/24.68  																					| Equations (455) can reduce 213 to:
% 59.53/24.68  																					| (266) $false
% 59.53/24.68  																					|
% 59.53/24.68  																					|-The branch is then unsatisfiable
% 59.53/24.68  																				|-Branch two:
% 59.53/24.68  																				| (1091)  ~ (all_0_47_47 = e3)
% 59.53/24.68  																				| (884) all_0_49_49 = e3
% 59.53/24.68  																				|
% 59.53/24.68  																					| Combining equations (583,884) yields a new equation:
% 59.53/24.68  																					| (662) e3 = e2
% 59.53/24.68  																					|
% 59.53/24.68  																					| Equations (662) can reduce 212 to:
% 59.53/24.68  																					| (266) $false
% 59.53/24.68  																					|
% 59.53/24.68  																					|-The branch is then unsatisfiable
% 59.53/24.68  																|-Branch two:
% 59.53/24.68  																| (819) all_0_47_47 = e0 & all_0_58_58 = e2 &  ~ (all_0_49_49 = e2)
% 59.53/24.68  																|
% 59.53/24.68  																	| Applying alpha-rule on (819) yields:
% 59.53/24.68  																	| (674) all_0_47_47 = e0
% 59.53/24.68  																	| (624) all_0_58_58 = e2
% 59.53/24.68  																	| (340)  ~ (all_0_49_49 = e2)
% 59.53/24.68  																	|
% 59.53/24.68  																	| Equations (624) can reduce 908 to:
% 59.53/24.68  																	| (266) $false
% 59.53/24.68  																	|
% 59.53/24.68  																	|-The branch is then unsatisfiable
% 59.53/24.68  															|-Branch two:
% 59.53/24.68  															| (825) all_0_47_47 = e0 & all_0_58_58 = e2 &  ~ (all_0_56_56 = e0)
% 59.53/24.68  															|
% 59.53/24.68  																| Applying alpha-rule on (825) yields:
% 59.53/24.68  																| (674) all_0_47_47 = e0
% 59.53/24.68  																| (624) all_0_58_58 = e2
% 59.53/24.68  																| (828)  ~ (all_0_56_56 = e0)
% 59.53/24.68  																|
% 59.53/24.68  																| Equations (624) can reduce 908 to:
% 59.53/24.68  																| (266) $false
% 59.53/24.68  																|
% 59.53/24.68  																|-The branch is then unsatisfiable
% 59.53/24.68  													|-Branch two:
% 59.53/24.68  													| (340)  ~ (all_0_49_49 = e2)
% 59.53/24.68  													| (614) all_0_53_53 = e2 | all_0_58_58 = e2
% 59.53/24.68  													|
% 59.53/24.68  														+-Applying beta-rule and splitting (10171), into two cases.
% 59.53/24.68  														|-Branch one:
% 59.53/24.68  														| (1105) all_0_47_47 = e2
% 59.53/24.68  														|
% 59.53/24.68  															| Equations (1105) can reduce 338 to:
% 59.53/24.68  															| (266) $false
% 59.53/24.68  															|
% 59.53/24.68  															|-The branch is then unsatisfiable
% 59.53/24.68  														|-Branch two:
% 59.53/24.68  														| (338)  ~ (all_0_47_47 = e2)
% 59.53/24.68  														| (10761) all_0_48_48 = e2 | all_0_49_49 = e2
% 59.53/24.68  														|
% 59.53/24.68  															+-Applying beta-rule and splitting (10761), into two cases.
% 59.53/24.68  															|-Branch one:
% 59.53/24.68  															| (335) all_0_48_48 = e2
% 59.53/24.68  															|
% 59.53/24.68  																| Equations (335) can reduce 810 to:
% 59.53/24.68  																| (266) $false
% 59.53/24.68  																|
% 59.53/24.68  																|-The branch is then unsatisfiable
% 59.53/24.68  															|-Branch two:
% 59.53/24.68  															| (810)  ~ (all_0_48_48 = e2)
% 59.53/24.68  															| (583) all_0_49_49 = e2
% 59.53/24.68  															|
% 59.53/24.68  																| Equations (583) can reduce 340 to:
% 59.53/24.68  																| (266) $false
% 59.53/24.68  																|
% 59.53/24.68  																|-The branch is then unsatisfiable
% 59.53/24.68  										|-Branch two:
% 59.53/24.68  										| (304)  ~ (all_0_55_55 = e2)
% 59.53/24.68  										| (389) all_0_56_56 = e2 | all_0_57_57 = e2 | all_0_58_58 = e2
% 59.53/24.68  										|
% 59.53/24.68  											+-Applying beta-rule and splitting (117), into two cases.
% 59.53/24.68  											|-Branch one:
% 59.53/24.68  											| (292) all_0_38_38 = e2
% 59.53/24.68  											|
% 59.53/24.68  												| Combining equations (292,321) yields a new equation:
% 59.53/24.68  												| (323) e4 = e2
% 59.53/24.68  												|
% 59.53/24.68  												| Equations (323) can reduce 48 to:
% 59.53/24.68  												| (266) $false
% 59.53/24.68  												|
% 59.53/24.68  												|-The branch is then unsatisfiable
% 59.53/24.68  											|-Branch two:
% 59.53/24.68  											| (9600)  ~ (all_0_38_38 = e2)
% 59.53/24.68  											| (24424) all_0_46_46 = e2 | all_0_50_50 = e2 | all_0_55_55 = e2
% 59.53/24.68  											|
% 59.53/24.68  												+-Applying beta-rule and splitting (24424), into two cases.
% 59.53/24.68  												|-Branch one:
% 59.53/24.68  												| (1794) all_0_46_46 = e2
% 59.53/24.68  												|
% 59.53/24.68  													| Equations (1794) can reduce 43 to:
% 59.53/24.68  													| (85)  ~ (all_0_41_41 = e2)
% 59.53/24.68  													|
% 59.53/24.68  													| Equations (1794) can reduce 19 to:
% 59.53/24.68  													| (22180)  ~ (all_0_47_47 = e2)
% 59.53/24.68  													|
% 59.53/24.68  													| Simplifying 22180 yields:
% 59.53/24.68  													| (338)  ~ (all_0_47_47 = e2)
% 59.53/24.68  													|
% 59.53/24.68  													| Equations (1794) can reduce 30 to:
% 59.53/24.68  													| (12342)  ~ (all_0_48_48 = e2)
% 59.53/24.68  													|
% 59.53/24.68  													| Simplifying 12342 yields:
% 59.53/24.68  													| (810)  ~ (all_0_48_48 = e2)
% 59.53/24.68  													|
% 59.53/24.68  													| Equations (1794) can reduce 208 to:
% 59.53/24.68  													| (339)  ~ (all_0_49_49 = e2)
% 59.53/24.68  													|
% 59.53/24.68  													| Simplifying 339 yields:
% 59.53/24.68  													| (340)  ~ (all_0_49_49 = e2)
% 59.53/24.68  													|
% 59.53/24.68  													| Equations (1794) can reduce 35 to:
% 59.53/24.68  													| (301)  ~ (all_0_50_50 = e2)
% 59.53/24.68  													|
% 59.53/24.68  													| Simplifying 301 yields:
% 59.53/24.68  													| (302)  ~ (all_0_50_50 = e2)
% 59.53/24.68  													|
% 59.53/24.68  													| Equations (1794) can reduce 250 to:
% 59.53/24.68  													| (327)  ~ (e4 = e2)
% 59.53/24.68  													|
% 59.53/24.68  													| Simplifying 327 yields:
% 59.53/24.68  													| (48)  ~ (e4 = e2)
% 59.53/24.68  													|
% 59.53/24.68  													| From (1794) and (120) follows:
% 59.53/24.68  													| (5793) op(e2, e3) = e2
% 59.53/24.68  													|
% 59.53/24.68  													+-Applying beta-rule and splitting (158), into two cases.
% 59.53/24.68  													|-Branch one:
% 59.53/24.68  													| (313) all_0_40_40 = e2
% 59.53/24.68  													|
% 59.53/24.68  														| Combining equations (485,313) yields a new equation:
% 59.53/24.68  														| (330) e2 = e0
% 59.53/24.68  														|
% 59.53/24.68  														| Equations (330) can reduce 128 to:
% 59.53/24.68  														| (266) $false
% 59.53/24.68  														|
% 59.53/24.68  														|-The branch is then unsatisfiable
% 59.53/24.68  													|-Branch two:
% 59.53/24.68  													| (296)  ~ (all_0_40_40 = e2)
% 59.53/24.68  													| (377) all_0_49_49 = e2 | all_0_53_53 = e2 | all_0_58_58 = e2
% 59.53/24.68  													|
% 59.53/24.68  														+-Applying beta-rule and splitting (377), into two cases.
% 59.53/24.68  														|-Branch one:
% 59.53/24.68  														| (583) all_0_49_49 = e2
% 59.53/24.68  														|
% 59.53/24.68  															| Equations (583) can reduce 340 to:
% 59.53/24.68  															| (266) $false
% 59.53/24.68  															|
% 59.53/24.68  															|-The branch is then unsatisfiable
% 59.53/24.68  														|-Branch two:
% 59.53/24.68  														| (340)  ~ (all_0_49_49 = e2)
% 59.53/24.68  														| (614) all_0_53_53 = e2 | all_0_58_58 = e2
% 59.53/24.68  														|
% 59.53/24.68  															+-Applying beta-rule and splitting (614), into two cases.
% 59.53/24.68  															|-Branch one:
% 59.53/24.68  															| (607) all_0_53_53 = e2
% 59.53/24.68  															|
% 59.53/24.68  																| Equations (607) can reduce 509 to:
% 59.53/24.68  																| (266) $false
% 59.53/24.68  																|
% 59.53/24.68  																|-The branch is then unsatisfiable
% 59.53/24.68  															|-Branch two:
% 59.53/24.68  															| (509)  ~ (all_0_53_53 = e2)
% 59.53/24.68  															| (624) all_0_58_58 = e2
% 59.53/24.68  															|
% 59.53/24.68  																| Equations (624) can reduce 181 to:
% 59.53/24.68  																| (147)  ~ (all_0_44_44 = e2)
% 59.53/24.68  																|
% 59.53/24.68  																| Equations (624) can reduce 119 to:
% 59.53/24.68  																| (340)  ~ (all_0_49_49 = e2)
% 59.53/24.68  																|
% 59.53/24.68  																| Equations (624) can reduce 10 to:
% 59.53/24.68  																| (509)  ~ (all_0_53_53 = e2)
% 59.53/24.68  																|
% 59.53/24.68  																| Equations (624) can reduce 3 to:
% 59.53/24.68  																| (304)  ~ (all_0_55_55 = e2)
% 59.53/24.68  																|
% 59.53/24.68  																| Equations (624) can reduce 44 to:
% 59.53/24.68  																| (511)  ~ (all_0_56_56 = e2)
% 59.53/24.68  																|
% 59.53/24.68  																| Equations (624) can reduce 148 to:
% 59.53/24.68  																| (344)  ~ (all_0_57_57 = e2)
% 59.53/24.68  																|
% 59.53/24.68  																| Equations (624) can reduce 276 to:
% 59.53/24.68  																| (626)  ~ (e3 = e2)
% 59.53/24.68  																|
% 59.53/24.68  																| Simplifying 626 yields:
% 59.53/24.68  																| (212)  ~ (e3 = e2)
% 59.53/24.68  																|
% 59.53/24.68  																| Equations (624) can reduce 491 to:
% 59.53/24.68  																| (128)  ~ (e2 = e0)
% 59.53/24.68  																|
% 59.53/24.68  																| From (624) and (245) follows:
% 59.53/24.68  																| (628) op(e0, e0) = e2
% 59.53/24.68  																|
% 59.53/24.68  																+-Applying beta-rule and splitting (195), into two cases.
% 59.53/24.68  																|-Branch one:
% 59.53/24.68  																| (396) all_0_43_43 = e4
% 59.53/24.68  																|
% 59.53/24.68  																	| Equations (396) can reduce 31 to:
% 59.53/24.68  																	| (440)  ~ (all_0_41_41 = e4)
% 59.53/24.68  																	|
% 59.53/24.68  																	| Equations (396) can reduce 240 to:
% 59.53/24.68  																	| (1890)  ~ (all_0_42_42 = e4)
% 59.53/24.68  																	|
% 59.53/24.68  																	| Equations (396) can reduce 159 to:
% 59.53/24.68  																	| (1903)  ~ (all_0_44_44 = e4)
% 59.53/24.68  																	|
% 59.53/24.68  																	| Simplifying 1903 yields:
% 59.53/24.68  																	| (1390)  ~ (all_0_44_44 = e4)
% 59.53/24.68  																	|
% 59.53/24.68  																	| Equations (396) can reduce 17 to:
% 59.53/24.68  																	| (253)  ~ (all_0_48_48 = e4)
% 59.53/24.68  																	|
% 59.53/24.68  																	| Simplifying 253 yields:
% 59.53/24.68  																	| (254)  ~ (all_0_48_48 = e4)
% 59.53/24.68  																	|
% 59.53/24.68  																	| Equations (396) can reduce 99 to:
% 59.53/24.68  																	| (188)  ~ (e4 = e3)
% 59.53/24.68  																	|
% 59.53/24.68  																	| Equations (396) can reduce 96 to:
% 59.53/24.68  																	| (48)  ~ (e4 = e2)
% 59.53/24.68  																	|
% 59.53/24.68  																	| From (396) and (37) follows:
% 59.53/24.68  																	| (5492) op(e3, e1) = e4
% 59.53/24.68  																	|
% 59.53/24.68  																	+-Applying beta-rule and splitting (150), into two cases.
% 59.53/24.68  																	|-Branch one:
% 59.53/24.68  																	| (1378) all_0_40_40 = e4
% 59.53/24.68  																	|
% 59.53/24.68  																		| Combining equations (485,1378) yields a new equation:
% 59.53/24.68  																		| (397) e4 = e0
% 59.53/24.68  																		|
% 59.53/24.68  																		| Equations (397) can reduce 49 to:
% 59.53/24.68  																		| (266) $false
% 59.53/24.68  																		|
% 59.53/24.68  																		|-The branch is then unsatisfiable
% 59.53/24.68  																	|-Branch two:
% 59.53/24.68  																	| (447)  ~ (all_0_40_40 = e4)
% 59.53/24.68  																	| (2271) all_0_44_44 = e4 | all_0_49_49 = e4 | all_0_53_53 = e4 | all_0_58_58 = e4
% 59.53/24.68  																	|
% 59.53/24.68  																		+-Applying beta-rule and splitting (2271), into two cases.
% 59.53/24.68  																		|-Branch one:
% 59.53/24.68  																		| (446) all_0_44_44 = e4
% 59.53/24.68  																		|
% 59.53/24.68  																			| Equations (446) can reduce 1390 to:
% 59.53/24.68  																			| (266) $false
% 59.53/24.68  																			|
% 59.53/24.68  																			|-The branch is then unsatisfiable
% 59.53/24.68  																		|-Branch two:
% 59.53/24.68  																		| (1390)  ~ (all_0_44_44 = e4)
% 59.53/24.68  																		| (7998) all_0_49_49 = e4 | all_0_53_53 = e4 | all_0_58_58 = e4
% 59.53/24.68  																		|
% 59.53/24.68  																			+-Applying beta-rule and splitting (7998), into two cases.
% 59.53/24.68  																			|-Branch one:
% 59.53/24.68  																			| (974) all_0_49_49 = e4
% 59.53/24.68  																			|
% 59.53/24.68  																				| Equations (974) can reduce 256 to:
% 59.53/24.68  																				| (266) $false
% 59.53/24.68  																				|
% 59.53/24.68  																				|-The branch is then unsatisfiable
% 59.53/24.68  																			|-Branch two:
% 59.53/24.68  																			| (256)  ~ (all_0_49_49 = e4)
% 59.53/24.68  																			| (8013) all_0_53_53 = e4 | all_0_58_58 = e4
% 59.53/24.68  																			|
% 59.53/24.68  																				+-Applying beta-rule and splitting (8013), into two cases.
% 59.53/24.68  																				|-Branch one:
% 59.53/24.68  																				| (1298) all_0_53_53 = e4
% 59.53/24.68  																				|
% 59.53/24.68  																					| Equations (1298) can reduce 220 to:
% 59.53/24.68  																					| (1390)  ~ (all_0_44_44 = e4)
% 59.53/24.68  																					|
% 59.53/24.68  																					| Equations (1298) can reduce 65 to:
% 59.53/24.68  																					| (256)  ~ (all_0_49_49 = e4)
% 59.53/24.68  																					|
% 59.53/24.68  																					| Equations (1298) can reduce 190 to:
% 59.53/24.68  																					| (566)  ~ (all_0_50_50 = e4)
% 59.53/24.68  																					|
% 59.53/24.68  																					| Equations (1298) can reduce 6 to:
% 59.53/24.68  																					| (475)  ~ (all_0_51_51 = e4)
% 59.53/24.68  																					|
% 59.53/24.68  																					| Equations (1298) can reduce 509 to:
% 59.53/24.68  																					| (48)  ~ (e4 = e2)
% 59.53/24.68  																					|
% 59.53/24.68  																					| Equations (1298) can reduce 247 to:
% 59.53/24.68  																					| (49)  ~ (e4 = e0)
% 59.53/24.68  																					|
% 59.53/24.68  																					| From (1298) and (84) follows:
% 59.53/24.68  																					| (5692) op(e1, e0) = e4
% 59.53/24.68  																					|
% 59.53/24.68  																					+-Applying beta-rule and splitting (171), into two cases.
% 59.53/24.68  																					|-Branch one:
% 59.53/24.68  																					| (265) all_0_54_54 = e4
% 59.53/24.68  																					|
% 59.53/24.68  																						| Combining equations (268,265) yields a new equation:
% 59.53/24.68  																						| (425) e4 = e3
% 59.53/24.68  																						|
% 59.53/24.68  																						| Equations (425) can reduce 188 to:
% 59.53/24.68  																						| (266) $false
% 59.53/24.68  																						|
% 59.53/24.68  																						|-The branch is then unsatisfiable
% 59.53/24.68  																					|-Branch two:
% 59.53/24.68  																					| (258)  ~ (all_0_54_54 = e4)
% 59.53/24.68  																					| (575) all_0_55_55 = e4 | all_0_56_56 = e4 | all_0_57_57 = e4 | all_0_58_58 = e4
% 59.53/24.68  																					|
% 59.53/24.68  																						+-Applying beta-rule and splitting (164), into two cases.
% 59.53/24.68  																						|-Branch one:
% 59.53/24.68  																						| (471) all_0_39_39 = e4
% 59.53/24.68  																						|
% 59.53/24.68  																							| Combining equations (471,317) yields a new equation:
% 59.53/24.68  																							| (322) e4 = e2
% 59.53/24.68  																							|
% 59.53/24.68  																							| Simplifying 322 yields:
% 59.53/24.68  																							| (323) e4 = e2
% 59.53/24.68  																							|
% 59.53/24.68  																							| Equations (323) can reduce 48 to:
% 59.53/24.68  																							| (266) $false
% 59.53/24.68  																							|
% 59.53/24.68  																							|-The branch is then unsatisfiable
% 59.53/24.68  																						|-Branch two:
% 59.53/24.68  																						| (1377)  ~ (all_0_39_39 = e4)
% 59.53/24.69  																						| (2115) all_0_42_42 = e4 | all_0_47_47 = e4 | all_0_51_51 = e4 | all_0_56_56 = e4
% 59.53/24.69  																						|
% 59.53/24.69  																							+-Applying beta-rule and splitting (2115), into two cases.
% 59.53/24.69  																							|-Branch one:
% 59.53/24.69  																							| (1392) all_0_42_42 = e4
% 59.53/24.69  																							|
% 59.53/24.69  																								| Equations (1392) can reduce 1890 to:
% 59.53/24.69  																								| (266) $false
% 59.53/24.69  																								|
% 59.53/24.69  																								|-The branch is then unsatisfiable
% 59.53/24.69  																							|-Branch two:
% 59.53/24.69  																							| (1890)  ~ (all_0_42_42 = e4)
% 59.53/24.69  																							| (2246) all_0_47_47 = e4 | all_0_51_51 = e4 | all_0_56_56 = e4
% 59.53/24.69  																							|
% 59.53/24.69  																								+-Applying beta-rule and splitting (575), into two cases.
% 59.53/24.69  																								|-Branch one:
% 59.53/24.69  																								| (587) all_0_55_55 = e4
% 59.53/24.69  																								|
% 59.53/24.69  																									| Equations (587) can reduce 763 to:
% 59.53/24.69  																									| (266) $false
% 59.53/24.69  																									|
% 59.53/24.69  																									|-The branch is then unsatisfiable
% 59.53/24.69  																								|-Branch two:
% 59.53/24.69  																								| (763)  ~ (all_0_55_55 = e4)
% 59.53/24.69  																								| (764) all_0_56_56 = e4 | all_0_57_57 = e4 | all_0_58_58 = e4
% 59.53/24.69  																								|
% 59.53/24.69  																									+-Applying beta-rule and splitting (2246), into two cases.
% 59.53/24.69  																									|-Branch one:
% 59.53/24.69  																									| (1790) all_0_47_47 = e4
% 59.53/24.69  																									|
% 59.53/24.69  																										| Equations (1790) can reduce 252 to:
% 59.53/24.69  																										| (266) $false
% 59.53/24.69  																										|
% 59.53/24.69  																										|-The branch is then unsatisfiable
% 59.53/24.69  																									|-Branch two:
% 59.53/24.69  																									| (252)  ~ (all_0_47_47 = e4)
% 59.53/24.69  																									| (6548) all_0_51_51 = e4 | all_0_56_56 = e4
% 59.53/24.69  																									|
% 59.53/24.69  																										+-Applying beta-rule and splitting (764), into two cases.
% 59.53/24.69  																										|-Branch one:
% 59.53/24.69  																										| (842) all_0_56_56 = e4
% 59.53/24.69  																										|
% 59.53/24.69  																											| Equations (842) can reduce 236 to:
% 59.53/24.69  																											| (1890)  ~ (all_0_42_42 = e4)
% 59.53/24.69  																											|
% 59.53/24.69  																											| Equations (842) can reduce 91 to:
% 59.53/24.69  																											| (252)  ~ (all_0_47_47 = e4)
% 59.53/24.69  																											|
% 59.53/24.69  																											| Equations (842) can reduce 16 to:
% 59.53/24.69  																											| (475)  ~ (all_0_51_51 = e4)
% 59.53/24.69  																											|
% 59.53/24.69  																											| Equations (842) can reduce 140 to:
% 59.53/24.69  																											| (838)  ~ (all_0_57_57 = e4)
% 59.53/24.69  																											|
% 59.53/24.69  																											| Simplifying 838 yields:
% 59.53/24.69  																											| (839)  ~ (all_0_57_57 = e4)
% 59.53/24.69  																											|
% 59.53/24.69  																											| Equations (842) can reduce 272 to:
% 59.53/24.69  																											| (188)  ~ (e4 = e3)
% 59.53/24.69  																											|
% 59.53/24.69  																											| Equations (842) can reduce 511 to:
% 59.53/24.69  																											| (48)  ~ (e4 = e2)
% 59.53/24.69  																											|
% 59.53/24.69  																											| From (842) and (111) follows:
% 59.53/24.69  																											| (2154) op(e0, e2) = e4
% 59.53/24.69  																											|
% 59.53/24.69  																											+-Applying beta-rule and splitting (4), into two cases.
% 59.53/24.69  																											|-Branch one:
% 59.53/24.69  																											| (356) all_0_43_43 = e0
% 59.53/24.69  																											|
% 59.53/24.69  																												| Combining equations (396,356) yields a new equation:
% 59.53/24.69  																												| (481) e4 = e0
% 59.53/24.69  																												|
% 59.53/24.69  																												| Simplifying 481 yields:
% 59.53/24.69  																												| (397) e4 = e0
% 59.53/24.69  																												|
% 59.53/24.69  																												| Equations (397) can reduce 49 to:
% 59.53/24.69  																												| (266) $false
% 59.53/24.69  																												|
% 59.53/24.69  																												|-The branch is then unsatisfiable
% 59.53/24.69  																											|-Branch two:
% 59.53/24.69  																											| (5470)  ~ (all_0_43_43 = e0)
% 59.53/24.69  																											| (5471) all_0_48_48 = e0 | all_0_57_57 = e0
% 59.53/24.69  																											|
% 59.53/24.69  																												| Equations (396) can reduce 5470 to:
% 59.53/24.69  																												| (49)  ~ (e4 = e0)
% 59.53/24.69  																												|
% 59.53/24.69  																												+-Applying beta-rule and splitting (168), into two cases.
% 59.53/24.69  																												|-Branch one:
% 59.53/24.69  																												| (415) all_0_50_50 = e3
% 59.53/24.69  																												|
% 59.53/24.69  																													| Equations (415) can reduce 221 to:
% 59.53/24.69  																													| (1898)  ~ (all_0_41_41 = e3)
% 59.53/24.69  																													|
% 59.53/24.69  																													| Equations (415) can reduce 302 to:
% 59.53/24.69  																													| (212)  ~ (e3 = e2)
% 59.53/24.69  																													|
% 59.53/24.69  																													| From (415) and (242) follows:
% 59.53/24.69  																													| (1934) op(e1, e3) = e3
% 59.53/24.69  																													|
% 59.53/24.69  																													+-Applying beta-rule and splitting (160), into two cases.
% 59.53/24.69  																													|-Branch one:
% 59.53/24.69  																													| (601) all_0_50_50 = e1
% 59.53/24.69  																													|
% 59.53/24.69  																														| Combining equations (415,601) yields a new equation:
% 59.53/24.69  																														| (454) e3 = e1
% 59.53/24.69  																														|
% 59.53/24.69  																														| Simplifying 454 yields:
% 59.53/24.69  																														| (455) e3 = e1
% 59.53/24.69  																														|
% 59.53/24.69  																														| Equations (455) can reduce 213 to:
% 59.53/24.69  																														| (266) $false
% 59.53/24.69  																														|
% 59.53/24.69  																														|-The branch is then unsatisfiable
% 59.53/24.69  																													|-Branch two:
% 59.53/24.69  																													| (759)  ~ (all_0_50_50 = e1)
% 59.53/24.69  																													| (1168) all_0_51_51 = e1 | all_0_52_52 = e1 | all_0_53_53 = e1
% 59.53/24.69  																													|
% 59.53/24.69  																														+-Applying beta-rule and splitting (1168), into two cases.
% 59.53/24.69  																														|-Branch one:
% 59.53/24.69  																														| (1109) all_0_51_51 = e1
% 59.53/24.69  																														|
% 59.53/24.69  																															| Equations (1109) can reduce 224 to:
% 59.53/24.69  																															| (462)  ~ (all_0_47_47 = e1)
% 59.53/24.69  																															|
% 59.53/24.69  																															+-Applying beta-rule and splitting (163), into two cases.
% 59.53/24.69  																															|-Branch one:
% 59.53/24.69  																															| (565) all_0_52_52 = e4
% 59.53/24.69  																															|
% 59.53/24.69  																																| Combining equations (352,565) yields a new equation:
% 59.53/24.69  																																| (323) e4 = e2
% 59.53/24.69  																																|
% 59.53/24.69  																																| Equations (323) can reduce 48 to:
% 59.53/24.69  																																| (266) $false
% 59.53/24.69  																																|
% 59.53/24.69  																																|-The branch is then unsatisfiable
% 59.53/24.69  																															|-Branch two:
% 59.53/24.69  																															| (780)  ~ (all_0_52_52 = e4)
% 59.53/24.69  																															| (781) (all_0_41_41 = e0 & all_0_58_58 = e3 &  ~ (all_0_44_44 = e3)) | (all_0_41_41 = e0 & all_0_58_58 = e3 &  ~ (all_0_55_55 = e0)) | (all_0_47_47 = e1 & all_0_52_52 = e2 &  ~ (all_0_48_48 = e2)) | (all_0_47_47 = e1 & all_0_52_52 = e2 &  ~ (all_0_51_51 = e1)) | (all_0_47_47 = e0 & all_0_58_58 = e2 &  ~ (all_0_49_49 = e2)) | (all_0_47_47 = e0 & all_0_58_58 = e2 &  ~ (all_0_56_56 = e0))
% 59.53/24.69  																															|
% 59.53/24.69  																																+-Applying beta-rule and splitting (781), into two cases.
% 59.53/24.69  																																|-Branch one:
% 59.53/24.69  																																| (789) (all_0_41_41 = e0 & all_0_58_58 = e3 &  ~ (all_0_44_44 = e3)) | (all_0_41_41 = e0 & all_0_58_58 = e3 &  ~ (all_0_55_55 = e0)) | (all_0_47_47 = e1 & all_0_52_52 = e2 &  ~ (all_0_48_48 = e2)) | (all_0_47_47 = e1 & all_0_52_52 = e2 &  ~ (all_0_51_51 = e1)) | (all_0_47_47 = e0 & all_0_58_58 = e2 &  ~ (all_0_49_49 = e2))
% 59.53/24.69  																																|
% 59.53/24.69  																																	+-Applying beta-rule and splitting (789), into two cases.
% 59.53/24.69  																																	|-Branch one:
% 59.53/24.69  																																	| (790) (all_0_41_41 = e0 & all_0_58_58 = e3 &  ~ (all_0_44_44 = e3)) | (all_0_41_41 = e0 & all_0_58_58 = e3 &  ~ (all_0_55_55 = e0)) | (all_0_47_47 = e1 & all_0_52_52 = e2 &  ~ (all_0_48_48 = e2)) | (all_0_47_47 = e1 & all_0_52_52 = e2 &  ~ (all_0_51_51 = e1))
% 59.53/24.69  																																	|
% 59.53/24.69  																																		+-Applying beta-rule and splitting (790), into two cases.
% 59.53/24.69  																																		|-Branch one:
% 59.53/24.69  																																		| (791) (all_0_41_41 = e0 & all_0_58_58 = e3 &  ~ (all_0_44_44 = e3)) | (all_0_41_41 = e0 & all_0_58_58 = e3 &  ~ (all_0_55_55 = e0)) | (all_0_47_47 = e1 & all_0_52_52 = e2 &  ~ (all_0_48_48 = e2))
% 59.53/24.69  																																		|
% 59.53/24.69  																																			+-Applying beta-rule and splitting (791), into two cases.
% 59.53/24.69  																																			|-Branch one:
% 59.53/24.69  																																			| (792) (all_0_41_41 = e0 & all_0_58_58 = e3 &  ~ (all_0_44_44 = e3)) | (all_0_41_41 = e0 & all_0_58_58 = e3 &  ~ (all_0_55_55 = e0))
% 59.53/24.69  																																			|
% 59.53/24.69  																																				+-Applying beta-rule and splitting (792), into two cases.
% 59.53/24.69  																																				|-Branch one:
% 59.53/24.69  																																				| (793) all_0_41_41 = e0 & all_0_58_58 = e3 &  ~ (all_0_44_44 = e3)
% 59.53/24.69  																																				|
% 59.53/24.69  																																					| Applying alpha-rule on (793) yields:
% 59.53/24.69  																																					| (794) all_0_41_41 = e0
% 59.53/24.69  																																					| (795) all_0_58_58 = e3
% 59.53/24.69  																																					| (407)  ~ (all_0_44_44 = e3)
% 59.53/24.69  																																					|
% 59.53/24.69  																																					| Combining equations (624,795) yields a new equation:
% 59.53/24.69  																																					| (662) e3 = e2
% 59.53/24.69  																																					|
% 59.53/24.69  																																					| Equations (662) can reduce 212 to:
% 59.53/24.69  																																					| (266) $false
% 59.53/24.69  																																					|
% 59.53/24.69  																																					|-The branch is then unsatisfiable
% 59.53/24.69  																																				|-Branch two:
% 59.53/24.69  																																				| (800) all_0_41_41 = e0 & all_0_58_58 = e3 &  ~ (all_0_55_55 = e0)
% 59.53/24.69  																																				|
% 59.53/24.69  																																					| Applying alpha-rule on (800) yields:
% 59.53/24.69  																																					| (794) all_0_41_41 = e0
% 59.53/24.69  																																					| (795) all_0_58_58 = e3
% 59.53/24.69  																																					| (803)  ~ (all_0_55_55 = e0)
% 59.53/24.69  																																					|
% 59.53/24.69  																																					| Combining equations (624,795) yields a new equation:
% 59.53/24.69  																																					| (662) e3 = e2
% 59.53/24.69  																																					|
% 59.53/24.69  																																					| Equations (662) can reduce 212 to:
% 59.53/24.69  																																					| (266) $false
% 59.53/24.69  																																					|
% 59.53/24.69  																																					|-The branch is then unsatisfiable
% 59.53/24.69  																																			|-Branch two:
% 59.53/24.69  																																			| (807) all_0_47_47 = e1 & all_0_52_52 = e2 &  ~ (all_0_48_48 = e2)
% 59.53/24.69  																																			|
% 59.53/24.69  																																				| Applying alpha-rule on (807) yields:
% 59.53/24.69  																																				| (654) all_0_47_47 = e1
% 59.53/24.69  																																				| (352) all_0_52_52 = e2
% 59.53/24.69  																																				| (810)  ~ (all_0_48_48 = e2)
% 59.53/24.69  																																				|
% 59.53/24.69  																																				| Equations (654) can reduce 462 to:
% 59.53/24.69  																																				| (266) $false
% 59.53/24.69  																																				|
% 59.53/24.69  																																				|-The branch is then unsatisfiable
% 59.53/24.69  																																		|-Branch two:
% 59.53/24.69  																																		| (813) all_0_47_47 = e1 & all_0_52_52 = e2 &  ~ (all_0_51_51 = e1)
% 59.53/24.69  																																		|
% 59.53/24.69  																																			| Applying alpha-rule on (813) yields:
% 59.53/24.69  																																			| (654) all_0_47_47 = e1
% 59.53/24.69  																																			| (352) all_0_52_52 = e2
% 59.53/24.69  																																			| (464)  ~ (all_0_51_51 = e1)
% 59.53/24.69  																																			|
% 59.53/24.69  																																			| Equations (1109) can reduce 464 to:
% 59.53/24.69  																																			| (266) $false
% 59.53/24.69  																																			|
% 59.53/24.69  																																			|-The branch is then unsatisfiable
% 59.53/24.69  																																	|-Branch two:
% 59.53/24.69  																																	| (819) all_0_47_47 = e0 & all_0_58_58 = e2 &  ~ (all_0_49_49 = e2)
% 59.53/24.69  																																	|
% 59.53/24.69  																																		| Applying alpha-rule on (819) yields:
% 59.53/24.69  																																		| (674) all_0_47_47 = e0
% 59.53/24.69  																																		| (624) all_0_58_58 = e2
% 59.53/24.69  																																		| (340)  ~ (all_0_49_49 = e2)
% 59.53/24.69  																																		|
% 59.53/24.69  																																		| Equations (674) can reduce 198 to:
% 59.53/24.69  																																		| (358)  ~ (all_0_42_42 = e0)
% 59.53/24.69  																																		|
% 59.53/24.69  																																		| Equations (674) can reduce 114 to:
% 59.53/24.69  																																		| (10200)  ~ (all_0_48_48 = e0)
% 59.53/24.69  																																		|
% 59.53/24.69  																																		| Simplifying 10200 yields:
% 59.53/24.69  																																		| (1283)  ~ (all_0_48_48 = e0)
% 59.53/24.69  																																		|
% 59.53/24.69  																																		| Equations (674) can reduce 252 to:
% 59.53/24.69  																																		| (401)  ~ (e4 = e0)
% 59.53/24.69  																																		|
% 59.53/24.69  																																		| Simplifying 401 yields:
% 59.53/24.69  																																		| (49)  ~ (e4 = e0)
% 59.53/24.69  																																		|
% 59.53/24.69  																																		+-Applying beta-rule and splitting (180), into two cases.
% 59.53/24.69  																																		|-Branch one:
% 59.53/24.69  																																		| (516) all_0_42_42 = e3
% 59.53/24.69  																																		|
% 59.53/24.69  																																			| Equations (516) can reduce 73 to:
% 59.53/24.69  																																			| (406)  ~ (all_0_44_44 = e3)
% 59.53/24.69  																																			|
% 59.53/24.69  																																			| Simplifying 406 yields:
% 59.53/24.69  																																			| (407)  ~ (all_0_44_44 = e3)
% 59.53/24.69  																																			|
% 59.53/24.69  																																			| Equations (516) can reduce 1890 to:
% 59.53/24.69  																																			| (277)  ~ (e4 = e3)
% 59.53/24.69  																																			|
% 59.53/24.69  																																			| Simplifying 277 yields:
% 59.53/24.69  																																			| (188)  ~ (e4 = e3)
% 59.53/24.69  																																			|
% 59.53/24.69  																																			| Equations (516) can reduce 51 to:
% 59.53/24.69  																																			| (212)  ~ (e3 = e2)
% 59.53/24.69  																																			|
% 59.53/24.69  																																			| Equations (516) can reduce 358 to:
% 59.53/24.69  																																			| (80)  ~ (e3 = e0)
% 59.53/24.69  																																			|
% 59.53/24.69  																																			+-Applying beta-rule and splitting (228), into two cases.
% 59.53/24.69  																																			|-Branch one:
% 59.53/24.69  																																			| (335) all_0_48_48 = e2
% 59.53/24.69  																																			|
% 59.53/24.69  																																				| Equations (335) can reduce 810 to:
% 59.53/24.69  																																				| (266) $false
% 59.53/24.69  																																				|
% 59.53/24.69  																																				|-The branch is then unsatisfiable
% 59.53/24.69  																																			|-Branch two:
% 59.53/24.69  																																			| (810)  ~ (all_0_48_48 = e2)
% 59.53/24.69  																																			| (10218) all_0_48_48 = e4 | all_0_48_48 = e1 | all_0_48_48 = e0
% 59.53/24.69  																																			|
% 59.53/24.69  																																				+-Applying beta-rule and splitting (165), into two cases.
% 59.53/24.69  																																				|-Branch one:
% 59.53/24.69  																																				| (794) all_0_41_41 = e0
% 59.53/24.69  																																				|
% 59.53/24.69  																																					| From (794) and (219) follows:
% 59.53/24.69  																																					| (5573) op(e3, e3) = e0
% 59.53/24.69  																																					|
% 59.53/24.69  																																					+-Applying beta-rule and splitting (189), into two cases.
% 59.53/24.69  																																					|-Branch one:
% 59.53/24.69  																																					| (532) all_0_44_44 = e3
% 59.53/24.69  																																					|
% 59.53/24.69  																																						| Equations (532) can reduce 407 to:
% 59.53/24.69  																																						| (266) $false
% 59.53/24.69  																																						|
% 59.53/24.69  																																						|-The branch is then unsatisfiable
% 59.53/24.69  																																					|-Branch two:
% 59.53/24.69  																																					| (407)  ~ (all_0_44_44 = e3)
% 59.53/24.69  																																					| (537) all_0_49_49 = e3 | all_0_53_53 = e3 | all_0_58_58 = e3
% 59.53/24.69  																																					|
% 59.53/24.69  																																						+-Applying beta-rule and splitting (78), into two cases.
% 59.53/24.69  																																						|-Branch one:
% 59.53/24.69  																																						| (423) all_0_45_45 = e3
% 59.53/24.69  																																						|
% 59.53/24.69  																																							| Combining equations (423,248) yields a new equation:
% 59.53/24.69  																																							| (425) e4 = e3
% 59.53/24.69  																																							|
% 59.53/24.69  																																							| Equations (425) can reduce 188 to:
% 59.53/24.69  																																							| (266) $false
% 59.53/24.69  																																							|
% 59.53/24.69  																																							|-The branch is then unsatisfiable
% 59.53/24.69  																																						|-Branch two:
% 59.53/24.69  																																						| (427)  ~ (all_0_45_45 = e3)
% 59.53/24.69  																																						| (428) all_0_46_46 = e3 | all_0_47_47 = e3 | all_0_49_49 = e3
% 59.53/24.69  																																						|
% 59.53/24.69  																																							| Equations (248) can reduce 427 to:
% 59.53/24.69  																																							| (188)  ~ (e4 = e3)
% 59.53/24.69  																																							|
% 59.53/24.69  																																							+-Applying beta-rule and splitting (5471), into two cases.
% 59.53/24.69  																																							|-Branch one:
% 59.53/24.69  																																							| (1279) all_0_48_48 = e0
% 59.53/24.69  																																							|
% 59.53/24.69  																																								| Equations (1279) can reduce 1283 to:
% 59.53/24.69  																																								| (266) $false
% 59.53/24.69  																																								|
% 59.53/24.69  																																								|-The branch is then unsatisfiable
% 59.53/24.69  																																							|-Branch two:
% 59.53/24.69  																																							| (1283)  ~ (all_0_48_48 = e0)
% 59.53/24.69  																																							| (875) all_0_57_57 = e0
% 59.53/24.69  																																							|
% 59.53/24.69  																																								| Equations (875) can reduce 239 to:
% 59.53/24.69  																																								| (1283)  ~ (all_0_48_48 = e0)
% 59.53/24.69  																																								|
% 59.53/24.69  																																								| Equations (875) can reduce 344 to:
% 59.53/24.69  																																								| (365)  ~ (e2 = e0)
% 59.53/24.69  																																								|
% 59.53/24.69  																																								| Simplifying 365 yields:
% 59.53/24.69  																																								| (128)  ~ (e2 = e0)
% 59.53/24.69  																																								|
% 59.53/24.69  																																								+-Applying beta-rule and splitting (537), into two cases.
% 59.53/24.69  																																								|-Branch one:
% 59.53/24.69  																																								| (884) all_0_49_49 = e3
% 59.53/24.69  																																								|
% 59.53/24.69  																																									| From (884) and (55) follows:
% 59.53/24.69  																																									| (1581) op(e2, e0) = e3
% 59.53/24.69  																																									|
% 59.53/24.69  																																									+-Applying beta-rule and splitting (10218), into two cases.
% 59.53/24.69  																																									|-Branch one:
% 59.53/24.69  																																									| (943) all_0_48_48 = e4
% 59.53/24.69  																																									|
% 59.53/24.69  																																										| Equations (943) can reduce 254 to:
% 59.53/24.69  																																										| (266) $false
% 59.53/24.69  																																										|
% 59.53/24.69  																																										|-The branch is then unsatisfiable
% 59.53/24.69  																																									|-Branch two:
% 59.53/24.69  																																									| (254)  ~ (all_0_48_48 = e4)
% 59.53/24.69  																																									| (10222) all_0_48_48 = e1 | all_0_48_48 = e0
% 59.53/24.69  																																									|
% 59.53/24.69  																																										+-Applying beta-rule and splitting (10222), into two cases.
% 59.53/24.69  																																										|-Branch one:
% 59.53/24.69  																																										| (1279) all_0_48_48 = e0
% 59.53/24.69  																																										|
% 59.53/24.69  																																											| Equations (1279) can reduce 1283 to:
% 59.53/24.69  																																											| (266) $false
% 59.53/24.69  																																											|
% 59.53/24.69  																																											|-The branch is then unsatisfiable
% 59.53/24.69  																																										|-Branch two:
% 59.53/24.69  																																										| (1283)  ~ (all_0_48_48 = e0)
% 59.53/24.69  																																										| (615) all_0_48_48 = e1
% 59.53/24.69  																																										|
% 59.53/24.69  																																											| Equations (615) can reduce 1283 to:
% 59.53/24.69  																																											| (233)  ~ (e1 = e0)
% 59.53/24.69  																																											|
% 59.53/24.69  																																											+-Applying beta-rule and splitting (56), into two cases.
% 59.53/24.69  																																											|-Branch one:
% 59.53/24.69  																																											| (696) unit = e2
% 59.53/24.69  																																											|
% 59.53/24.69  																																												| From (696) and (24) follows:
% 59.53/24.69  																																												| (697) op(e2, e3) = e3
% 59.53/24.69  																																												|
% 59.53/24.69  																																												| From (696) and (209) follows:
% 59.53/24.69  																																												| (7585) op(e2, e0) = e0
% 59.53/24.69  																																												|
% 59.53/24.69  																																												| Instantiating formula (29) with e2, e3, e3, e2 and discharging atoms op(e2, e3) = e3, op(e2, e3) = e2, yields:
% 59.53/24.69  																																												| (662) e3 = e2
% 59.53/24.69  																																												|
% 59.53/24.69  																																												| Instantiating formula (29) with e2, e0, e0, e3 and discharging atoms op(e2, e0) = e3, op(e2, e0) = e0, yields:
% 59.53/24.69  																																												| (676) e3 = e0
% 59.53/24.69  																																												|
% 59.53/24.69  																																												| Combining equations (676,662) yields a new equation:
% 59.53/24.69  																																												| (330) e2 = e0
% 59.53/24.69  																																												|
% 59.53/24.69  																																												| Equations (330) can reduce 128 to:
% 59.53/24.69  																																												| (266) $false
% 59.53/24.69  																																												|
% 59.53/24.69  																																												|-The branch is then unsatisfiable
% 59.53/24.69  																																											|-Branch two:
% 59.53/24.69  																																											| (707)  ~ (unit = e2)
% 59.53/24.69  																																											| (708) unit = e4 | unit = e3 | unit = e1 | unit = e0
% 59.53/24.69  																																											|
% 59.53/24.69  																																												+-Applying beta-rule and splitting (708), into two cases.
% 59.53/24.69  																																												|-Branch one:
% 59.53/24.69  																																												| (709) unit = e4
% 59.53/24.69  																																												|
% 59.53/24.69  																																													| From (709) and (24) follows:
% 59.53/24.69  																																													| (33325) op(e4, e3) = e3
% 59.53/24.69  																																													|
% 59.53/24.69  																																													| From (709) and (227) follows:
% 59.53/24.69  																																													| (710) op(e4, e4) = e4
% 59.53/24.69  																																													|
% 59.53/24.69  																																													| From (709) and (42) follows:
% 59.53/24.69  																																													| (713) op(e0, e4) = e0
% 59.53/24.69  																																													|
% 59.53/24.69  																																													| Instantiating formula (29) with e4, e4, e4, e1 and discharging atoms op(e4, e4) = e4, op(e4, e4) = e1, yields:
% 59.53/24.69  																																													| (630) e4 = e1
% 59.53/24.69  																																													|
% 59.53/24.69  																																													| Instantiating formula (29) with e4, e3, e3, e4 and discharging atoms op(e4, e3) = e4, op(e4, e3) = e3, yields:
% 59.53/24.69  																																													| (425) e4 = e3
% 59.53/24.69  																																													|
% 59.53/24.69  																																													| Instantiating formula (29) with e0, e4, e0, e3 and discharging atoms op(e0, e4) = e3, op(e0, e4) = e0, yields:
% 59.53/24.69  																																													| (676) e3 = e0
% 59.53/24.69  																																													|
% 59.53/24.69  																																													| Combining equations (630,425) yields a new equation:
% 59.53/24.69  																																													| (455) e3 = e1
% 59.53/24.69  																																													|
% 59.53/24.69  																																													| Combining equations (455,676) yields a new equation:
% 59.53/24.69  																																													| (546) e1 = e0
% 59.53/24.69  																																													|
% 59.53/24.69  																																													| Simplifying 546 yields:
% 59.53/24.69  																																													| (431) e1 = e0
% 59.53/24.69  																																													|
% 59.53/24.69  																																													| Equations (431) can reduce 233 to:
% 59.53/24.69  																																													| (266) $false
% 59.53/24.69  																																													|
% 59.53/24.69  																																													|-The branch is then unsatisfiable
% 59.53/24.69  																																												|-Branch two:
% 59.53/24.69  																																												| (724)  ~ (unit = e4)
% 59.53/24.69  																																												| (725) unit = e3 | unit = e1 | unit = e0
% 59.53/24.69  																																												|
% 59.53/24.69  																																													+-Applying beta-rule and splitting (725), into two cases.
% 59.53/24.69  																																													|-Branch one:
% 59.53/24.69  																																													| (726) unit = e0
% 59.53/24.69  																																													|
% 59.53/24.69  																																														| From (726) and (244) follows:
% 59.53/24.69  																																														| (2207) op(e0, e4) = e4
% 59.53/24.69  																																														|
% 59.53/24.69  																																														| From (726) and (32) follows:
% 59.53/24.69  																																														| (727) op(e2, e0) = e2
% 59.53/24.69  																																														|
% 59.53/24.69  																																														| From (726) and (28) follows:
% 59.53/24.69  																																														| (2698) op(e1, e0) = e1
% 59.53/24.69  																																														|
% 59.53/24.69  																																														| From (726) and (42) follows:
% 59.53/24.69  																																														| (728) op(e0, e0) = e0
% 59.53/24.69  																																														|
% 59.53/24.69  																																														| Instantiating formula (29) with e2, e0, e2, e3 and discharging atoms op(e2, e0) = e3, op(e2, e0) = e2, yields:
% 59.53/24.69  																																														| (662) e3 = e2
% 59.53/24.69  																																														|
% 59.53/24.69  																																														| Instantiating formula (29) with e1, e0, e1, e4 and discharging atoms op(e1, e0) = e4, op(e1, e0) = e1, yields:
% 59.53/24.70  																																														| (630) e4 = e1
% 59.53/24.70  																																														|
% 59.53/24.70  																																														| Instantiating formula (29) with e0, e4, e4, e3 and discharging atoms op(e0, e4) = e4, op(e0, e4) = e3, yields:
% 59.53/24.70  																																														| (425) e4 = e3
% 59.53/24.70  																																														|
% 59.53/24.70  																																														| Instantiating formula (29) with e0, e0, e0, e2 and discharging atoms op(e0, e0) = e2, op(e0, e0) = e0, yields:
% 59.53/24.70  																																														| (330) e2 = e0
% 59.53/24.70  																																														|
% 59.53/24.70  																																														| Combining equations (425,630) yields a new equation:
% 59.53/24.70  																																														| (454) e3 = e1
% 59.53/24.70  																																														|
% 59.53/24.70  																																														| Simplifying 454 yields:
% 59.53/24.70  																																														| (455) e3 = e1
% 59.53/24.70  																																														|
% 59.53/24.70  																																														| Combining equations (455,662) yields a new equation:
% 59.53/24.70  																																														| (617) e2 = e1
% 59.53/24.70  																																														|
% 59.53/24.70  																																														| Combining equations (330,617) yields a new equation:
% 59.53/24.70  																																														| (431) e1 = e0
% 59.53/24.70  																																														|
% 59.53/24.70  																																														| Equations (431) can reduce 233 to:
% 59.53/24.70  																																														| (266) $false
% 59.53/24.70  																																														|
% 59.53/24.70  																																														|-The branch is then unsatisfiable
% 59.53/24.70  																																													|-Branch two:
% 59.53/24.70  																																													| (734)  ~ (unit = e0)
% 59.53/24.70  																																													| (735) unit = e3 | unit = e1
% 59.53/24.70  																																													|
% 59.53/24.70  																																														+-Applying beta-rule and splitting (735), into two cases.
% 59.53/24.70  																																														|-Branch one:
% 59.53/24.70  																																														| (736) unit = e1
% 59.53/24.70  																																														|
% 59.53/24.70  																																															| Equations (736) can reduce 707 to:
% 59.53/24.70  																																															| (604)  ~ (e2 = e1)
% 59.53/24.70  																																															|
% 59.53/24.70  																																															| Simplifying 604 yields:
% 59.53/24.70  																																															| (122)  ~ (e2 = e1)
% 59.53/24.70  																																															|
% 59.53/24.70  																																															| From (736) and (28) follows:
% 59.53/24.70  																																															| (740) op(e1, e1) = e1
% 59.53/24.70  																																															|
% 59.53/24.70  																																															| Instantiating formula (29) with e1, e1, e1, e2 and discharging atoms op(e1, e1) = e2, op(e1, e1) = e1, yields:
% 59.53/24.70  																																															| (617) e2 = e1
% 59.53/24.70  																																															|
% 59.53/24.70  																																															| Equations (617) can reduce 122 to:
% 59.53/24.70  																																															| (266) $false
% 59.53/24.70  																																															|
% 59.53/24.70  																																															|-The branch is then unsatisfiable
% 59.53/24.70  																																														|-Branch two:
% 59.53/24.70  																																														| (748)  ~ (unit = e1)
% 59.53/24.70  																																														| (749) unit = e3
% 59.53/24.70  																																														|
% 59.53/24.70  																																															| From (749) and (40) follows:
% 59.53/24.70  																																															| (3715) op(e3, e3) = e3
% 59.53/24.70  																																															|
% 59.53/24.70  																																															| From (749) and (28) follows:
% 59.53/24.70  																																															| (2235) op(e1, e3) = e1
% 59.53/24.70  																																															|
% 59.53/24.70  																																															| Instantiating formula (29) with e3, e3, e3, e0 and discharging atoms op(e3, e3) = e3, op(e3, e3) = e0, yields:
% 59.53/24.70  																																															| (676) e3 = e0
% 59.53/24.70  																																															|
% 59.53/24.70  																																															| Instantiating formula (29) with e1, e3, e1, e3 and discharging atoms op(e1, e3) = e3, op(e1, e3) = e1, yields:
% 59.53/24.70  																																															| (455) e3 = e1
% 59.53/24.70  																																															|
% 59.53/24.70  																																															| Combining equations (676,455) yields a new equation:
% 59.53/24.70  																																															| (431) e1 = e0
% 59.53/24.70  																																															|
% 59.53/24.70  																																															| Equations (431) can reduce 233 to:
% 59.53/24.70  																																															| (266) $false
% 59.53/24.70  																																															|
% 59.53/24.70  																																															|-The branch is then unsatisfiable
% 59.53/24.70  																																								|-Branch two:
% 59.53/24.70  																																								| (525)  ~ (all_0_49_49 = e3)
% 59.53/24.70  																																								| (887) all_0_53_53 = e3 | all_0_58_58 = e3
% 59.53/24.70  																																								|
% 59.53/24.70  																																									+-Applying beta-rule and splitting (887), into two cases.
% 59.53/24.70  																																									|-Branch one:
% 59.53/24.70  																																									| (665) all_0_53_53 = e3
% 59.53/24.70  																																									|
% 59.53/24.70  																																										| Combining equations (1298,665) yields a new equation:
% 59.53/24.70  																																										| (424) e4 = e3
% 59.53/24.70  																																										|
% 59.53/24.70  																																										| Simplifying 424 yields:
% 59.53/24.70  																																										| (425) e4 = e3
% 59.53/24.70  																																										|
% 59.53/24.70  																																										| Equations (425) can reduce 188 to:
% 59.53/24.70  																																										| (266) $false
% 59.53/24.70  																																										|
% 59.53/24.70  																																										|-The branch is then unsatisfiable
% 59.53/24.70  																																									|-Branch two:
% 59.53/24.70  																																									| (903)  ~ (all_0_53_53 = e3)
% 59.53/24.70  																																									| (795) all_0_58_58 = e3
% 59.53/24.70  																																									|
% 59.53/24.70  																																										| Combining equations (795,624) yields a new equation:
% 59.53/24.70  																																										| (661) e3 = e2
% 59.53/24.70  																																										|
% 59.53/24.70  																																										| Simplifying 661 yields:
% 59.53/24.70  																																										| (662) e3 = e2
% 59.53/24.70  																																										|
% 59.53/24.70  																																										| Equations (662) can reduce 212 to:
% 59.53/24.70  																																										| (266) $false
% 59.53/24.70  																																										|
% 59.53/24.70  																																										|-The branch is then unsatisfiable
% 59.53/24.70  																																				|-Branch two:
% 59.53/24.70  																																				| (357)  ~ (all_0_41_41 = e0)
% 59.53/24.70  																																				| (6761) all_0_42_42 = e0 | all_0_43_43 = e0 | all_0_44_44 = e0
% 59.53/24.70  																																				|
% 59.53/24.70  																																					+-Applying beta-rule and splitting (26), into two cases.
% 59.53/24.70  																																					|-Branch one:
% 59.53/24.70  																																					| (446) all_0_44_44 = e4
% 59.53/24.70  																																					|
% 59.53/24.70  																																						| Equations (446) can reduce 1390 to:
% 59.53/24.70  																																						| (266) $false
% 59.53/24.70  																																						|
% 59.53/24.70  																																						|-The branch is then unsatisfiable
% 59.53/24.70  																																					|-Branch two:
% 59.53/24.70  																																					| (1390)  ~ (all_0_44_44 = e4)
% 59.53/24.70  																																					| (1391) all_0_44_44 = e3 | all_0_44_44 = e1 | all_0_44_44 = e0
% 59.53/24.70  																																					|
% 59.53/24.70  																																						+-Applying beta-rule and splitting (6761), into two cases.
% 59.53/24.70  																																						|-Branch one:
% 59.53/24.70  																																						| (559) all_0_42_42 = e0
% 59.53/24.70  																																						|
% 59.53/24.70  																																							| Combining equations (559,516) yields a new equation:
% 59.53/24.70  																																							| (676) e3 = e0
% 59.53/24.70  																																							|
% 59.53/24.70  																																							| Equations (676) can reduce 80 to:
% 59.53/24.70  																																							| (266) $false
% 59.53/24.70  																																							|
% 59.53/24.70  																																							|-The branch is then unsatisfiable
% 59.53/24.70  																																						|-Branch two:
% 59.53/24.70  																																						| (358)  ~ (all_0_42_42 = e0)
% 59.53/24.70  																																						| (6766) all_0_43_43 = e0 | all_0_44_44 = e0
% 59.53/24.70  																																						|
% 59.53/24.70  																																							+-Applying beta-rule and splitting (1391), into two cases.
% 59.53/24.70  																																							|-Branch one:
% 59.53/24.70  																																							| (1414) all_0_44_44 = e0
% 59.53/24.70  																																							|
% 59.53/24.70  																																								| Equations (1414) can reduce 360 to:
% 59.53/24.70  																																								| (266) $false
% 59.53/24.70  																																								|
% 59.53/24.70  																																								|-The branch is then unsatisfiable
% 59.53/24.70  																																							|-Branch two:
% 59.53/24.70  																																							| (360)  ~ (all_0_44_44 = e0)
% 59.53/24.70  																																							| (1417) all_0_44_44 = e3 | all_0_44_44 = e1
% 59.53/24.70  																																							|
% 59.53/24.70  																																								+-Applying beta-rule and splitting (243), into two cases.
% 59.53/24.70  																																								|-Branch one:
% 59.53/24.70  																																								| (329) all_0_38_38 = e0
% 59.53/24.70  																																								|
% 59.53/24.70  																																									| Combining equations (329,321) yields a new equation:
% 59.53/24.70  																																									| (397) e4 = e0
% 59.53/24.70  																																									|
% 59.53/24.70  																																									| Equations (397) can reduce 49 to:
% 59.53/24.70  																																									| (266) $false
% 59.53/24.70  																																									|
% 59.53/24.70  																																									|-The branch is then unsatisfiable
% 59.53/24.70  																																								|-Branch two:
% 59.53/24.70  																																								| (332)  ~ (all_0_38_38 = e0)
% 59.53/24.70  																																								| (395) all_0_41_41 = e0 | all_0_46_46 = e0 | all_0_55_55 = e0
% 59.53/24.70  																																								|
% 59.53/24.70  																																									| Equations (321) can reduce 332 to:
% 59.53/24.70  																																									| (49)  ~ (e4 = e0)
% 59.53/24.70  																																									|
% 59.53/24.70  																																									+-Applying beta-rule and splitting (6766), into two cases.
% 59.53/24.70  																																									|-Branch one:
% 59.53/24.70  																																									| (356) all_0_43_43 = e0
% 59.53/24.70  																																									|
% 59.53/24.70  																																										| Combining equations (356,396) yields a new equation:
% 59.53/24.70  																																										| (397) e4 = e0
% 59.53/24.70  																																										|
% 59.53/24.70  																																										| Equations (397) can reduce 49 to:
% 59.53/24.70  																																										| (266) $false
% 59.53/24.70  																																										|
% 59.53/24.70  																																										|-The branch is then unsatisfiable
% 59.53/24.70  																																									|-Branch two:
% 59.53/24.70  																																									| (5470)  ~ (all_0_43_43 = e0)
% 59.53/24.70  																																									| (1414) all_0_44_44 = e0
% 59.53/24.70  																																									|
% 59.53/24.70  																																										| Equations (1414) can reduce 360 to:
% 59.53/24.70  																																										| (266) $false
% 59.53/24.70  																																										|
% 59.53/24.70  																																										|-The branch is then unsatisfiable
% 59.53/24.70  																																		|-Branch two:
% 59.53/24.70  																																		| (405)  ~ (all_0_42_42 = e3)
% 59.53/24.70  																																		| (521) all_0_47_47 = e3 | all_0_51_51 = e3 | all_0_56_56 = e3
% 59.53/24.70  																																		|
% 59.53/24.70  																																			+-Applying beta-rule and splitting (113), into two cases.
% 59.53/24.70  																																			|-Branch one:
% 59.53/24.70  																																			| (403) all_0_41_41 = e3
% 59.53/24.70  																																			|
% 59.53/24.70  																																				| Equations (403) can reduce 1898 to:
% 59.53/24.70  																																				| (266) $false
% 59.53/24.70  																																				|
% 59.53/24.70  																																				|-The branch is then unsatisfiable
% 59.53/24.70  																																			|-Branch two:
% 59.53/24.70  																																			| (1898)  ~ (all_0_41_41 = e3)
% 59.53/24.70  																																			| (1899) all_0_42_42 = e3 | all_0_44_44 = e3
% 59.53/24.70  																																			|
% 59.53/24.70  																																				+-Applying beta-rule and splitting (1899), into two cases.
% 59.53/24.70  																																				|-Branch one:
% 59.53/24.70  																																				| (516) all_0_42_42 = e3
% 59.53/24.70  																																				|
% 59.53/24.70  																																					| Equations (516) can reduce 405 to:
% 59.53/24.70  																																					| (266) $false
% 59.53/24.70  																																					|
% 59.53/24.70  																																					|-The branch is then unsatisfiable
% 59.53/24.70  																																				|-Branch two:
% 59.53/24.70  																																				| (405)  ~ (all_0_42_42 = e3)
% 59.53/24.70  																																				| (532) all_0_44_44 = e3
% 59.53/24.70  																																				|
% 59.53/24.70  																																					| Equations (532) can reduce 9 to:
% 59.53/24.70  																																					| (524)  ~ (all_0_49_49 = e3)
% 59.53/24.70  																																					|
% 59.53/24.70  																																					| Simplifying 524 yields:
% 59.53/24.70  																																					| (525)  ~ (all_0_49_49 = e3)
% 59.53/24.70  																																					|
% 59.53/24.70  																																					| Equations (532) can reduce 1390 to:
% 59.53/24.70  																																					| (277)  ~ (e4 = e3)
% 59.53/24.70  																																					|
% 59.53/24.70  																																					| Simplifying 277 yields:
% 59.53/24.70  																																					| (188)  ~ (e4 = e3)
% 59.53/24.70  																																					|
% 59.53/24.70  																																					| Equations (532) can reduce 147 to:
% 59.53/24.70  																																					| (212)  ~ (e3 = e2)
% 59.53/24.70  																																					|
% 59.53/24.70  																																					| Equations (532) can reduce 360 to:
% 59.53/24.70  																																					| (80)  ~ (e3 = e0)
% 59.53/24.70  																																					|
% 59.53/24.70  																																					+-Applying beta-rule and splitting (78), into two cases.
% 59.53/24.70  																																					|-Branch one:
% 59.53/24.70  																																					| (423) all_0_45_45 = e3
% 59.53/24.70  																																					|
% 59.57/24.70  																																						| Combining equations (423,248) yields a new equation:
% 59.57/24.70  																																						| (425) e4 = e3
% 59.57/24.70  																																						|
% 59.57/24.70  																																						| Equations (425) can reduce 188 to:
% 59.57/24.70  																																						| (266) $false
% 59.57/24.70  																																						|
% 59.57/24.70  																																						|-The branch is then unsatisfiable
% 59.57/24.70  																																					|-Branch two:
% 59.57/24.70  																																					| (427)  ~ (all_0_45_45 = e3)
% 59.57/24.70  																																					| (428) all_0_46_46 = e3 | all_0_47_47 = e3 | all_0_49_49 = e3
% 59.57/24.70  																																					|
% 59.57/24.70  																																						+-Applying beta-rule and splitting (428), into two cases.
% 59.57/24.70  																																						|-Branch one:
% 59.57/24.70  																																						| (1557) all_0_46_46 = e3
% 59.57/24.70  																																						|
% 59.57/24.70  																																							| Combining equations (1557,1794) yields a new equation:
% 59.57/24.70  																																							| (661) e3 = e2
% 59.57/24.70  																																							|
% 59.57/24.70  																																							| Simplifying 661 yields:
% 59.57/24.70  																																							| (662) e3 = e2
% 59.57/24.70  																																							|
% 59.57/24.70  																																							| Equations (662) can reduce 212 to:
% 59.57/24.70  																																							| (266) $false
% 59.57/24.70  																																							|
% 59.57/24.70  																																							|-The branch is then unsatisfiable
% 59.57/24.70  																																						|-Branch two:
% 59.57/24.70  																																						| (409)  ~ (all_0_46_46 = e3)
% 59.57/24.70  																																						| (1561) all_0_47_47 = e3 | all_0_49_49 = e3
% 59.57/24.70  																																						|
% 59.57/24.70  																																							+-Applying beta-rule and splitting (1561), into two cases.
% 59.57/24.70  																																							|-Branch one:
% 59.57/24.70  																																							| (522) all_0_47_47 = e3
% 59.57/24.70  																																							|
% 59.57/24.70  																																								| Combining equations (674,522) yields a new equation:
% 59.57/24.70  																																								| (676) e3 = e0
% 59.57/24.70  																																								|
% 59.57/24.70  																																								| Equations (676) can reduce 80 to:
% 59.57/24.70  																																								| (266) $false
% 59.57/24.70  																																								|
% 59.57/24.70  																																								|-The branch is then unsatisfiable
% 59.57/24.70  																																							|-Branch two:
% 59.57/24.70  																																							| (1091)  ~ (all_0_47_47 = e3)
% 59.57/24.70  																																							| (884) all_0_49_49 = e3
% 59.57/24.70  																																							|
% 59.57/24.70  																																								| Equations (884) can reduce 525 to:
% 59.57/24.70  																																								| (266) $false
% 59.57/24.70  																																								|
% 59.57/24.70  																																								|-The branch is then unsatisfiable
% 59.57/24.70  																																|-Branch two:
% 59.57/24.70  																																| (825) all_0_47_47 = e0 & all_0_58_58 = e2 &  ~ (all_0_56_56 = e0)
% 59.57/24.70  																																|
% 59.57/24.70  																																	| Applying alpha-rule on (825) yields:
% 59.57/24.70  																																	| (674) all_0_47_47 = e0
% 59.57/24.70  																																	| (624) all_0_58_58 = e2
% 59.57/24.70  																																	| (828)  ~ (all_0_56_56 = e0)
% 59.57/24.70  																																	|
% 59.57/24.70  																																	| Equations (674) can reduce 198 to:
% 59.57/24.70  																																	| (358)  ~ (all_0_42_42 = e0)
% 59.57/24.70  																																	|
% 59.57/24.70  																																	| Equations (674) can reduce 114 to:
% 59.57/24.70  																																	| (10200)  ~ (all_0_48_48 = e0)
% 59.57/24.70  																																	|
% 59.57/24.70  																																	| Simplifying 10200 yields:
% 59.57/24.70  																																	| (1283)  ~ (all_0_48_48 = e0)
% 59.57/24.70  																																	|
% 59.57/24.70  																																	| Equations (842) can reduce 828 to:
% 59.57/24.70  																																	| (49)  ~ (e4 = e0)
% 59.57/24.70  																																	|
% 59.57/24.70  																																	+-Applying beta-rule and splitting (180), into two cases.
% 59.57/24.70  																																	|-Branch one:
% 59.57/24.70  																																	| (516) all_0_42_42 = e3
% 59.57/24.70  																																	|
% 59.57/24.70  																																		| Equations (516) can reduce 73 to:
% 59.57/24.70  																																		| (406)  ~ (all_0_44_44 = e3)
% 59.57/24.70  																																		|
% 59.57/24.70  																																		| Simplifying 406 yields:
% 59.57/24.70  																																		| (407)  ~ (all_0_44_44 = e3)
% 59.57/24.70  																																		|
% 59.57/24.70  																																		| Equations (516) can reduce 1890 to:
% 59.57/24.70  																																		| (277)  ~ (e4 = e3)
% 59.57/24.70  																																		|
% 59.57/24.70  																																		| Simplifying 277 yields:
% 59.57/24.70  																																		| (188)  ~ (e4 = e3)
% 59.57/24.70  																																		|
% 59.57/24.70  																																		| Equations (516) can reduce 51 to:
% 59.57/24.70  																																		| (212)  ~ (e3 = e2)
% 59.57/24.70  																																		|
% 59.57/24.70  																																		| Equations (516) can reduce 358 to:
% 59.57/24.70  																																		| (80)  ~ (e3 = e0)
% 59.57/24.70  																																		|
% 59.57/24.70  																																		+-Applying beta-rule and splitting (228), into two cases.
% 59.57/24.70  																																		|-Branch one:
% 59.57/24.70  																																		| (335) all_0_48_48 = e2
% 59.57/24.70  																																		|
% 59.57/24.70  																																			| Equations (335) can reduce 810 to:
% 59.57/24.70  																																			| (266) $false
% 59.57/24.70  																																			|
% 59.57/24.70  																																			|-The branch is then unsatisfiable
% 59.57/24.70  																																		|-Branch two:
% 59.57/24.70  																																		| (810)  ~ (all_0_48_48 = e2)
% 59.57/24.70  																																		| (10218) all_0_48_48 = e4 | all_0_48_48 = e1 | all_0_48_48 = e0
% 59.57/24.70  																																		|
% 59.57/24.70  																																			+-Applying beta-rule and splitting (165), into two cases.
% 59.57/24.70  																																			|-Branch one:
% 59.57/24.70  																																			| (794) all_0_41_41 = e0
% 59.57/24.70  																																			|
% 59.57/24.70  																																				| From (794) and (219) follows:
% 59.57/24.70  																																				| (5573) op(e3, e3) = e0
% 59.57/24.70  																																				|
% 59.57/24.70  																																				+-Applying beta-rule and splitting (189), into two cases.
% 59.57/24.70  																																				|-Branch one:
% 59.57/24.70  																																				| (532) all_0_44_44 = e3
% 59.57/24.70  																																				|
% 59.57/24.70  																																					| Equations (532) can reduce 407 to:
% 59.57/24.70  																																					| (266) $false
% 59.57/24.70  																																					|
% 59.57/24.70  																																					|-The branch is then unsatisfiable
% 59.57/24.70  																																				|-Branch two:
% 59.57/24.70  																																				| (407)  ~ (all_0_44_44 = e3)
% 59.57/24.70  																																				| (537) all_0_49_49 = e3 | all_0_53_53 = e3 | all_0_58_58 = e3
% 59.57/24.70  																																				|
% 59.57/24.70  																																					+-Applying beta-rule and splitting (78), into two cases.
% 59.57/24.70  																																					|-Branch one:
% 59.57/24.70  																																					| (423) all_0_45_45 = e3
% 59.57/24.70  																																					|
% 59.57/24.70  																																						| Combining equations (423,248) yields a new equation:
% 59.57/24.70  																																						| (425) e4 = e3
% 59.57/24.70  																																						|
% 59.57/24.70  																																						| Equations (425) can reduce 188 to:
% 59.57/24.70  																																						| (266) $false
% 59.57/24.70  																																						|
% 59.57/24.70  																																						|-The branch is then unsatisfiable
% 59.57/24.70  																																					|-Branch two:
% 59.57/24.70  																																					| (427)  ~ (all_0_45_45 = e3)
% 59.57/24.70  																																					| (428) all_0_46_46 = e3 | all_0_47_47 = e3 | all_0_49_49 = e3
% 59.57/24.70  																																					|
% 59.57/24.70  																																						| Equations (248) can reduce 427 to:
% 59.57/24.70  																																						| (188)  ~ (e4 = e3)
% 59.57/24.70  																																						|
% 59.57/24.70  																																						+-Applying beta-rule and splitting (5471), into two cases.
% 59.57/24.70  																																						|-Branch one:
% 59.57/24.70  																																						| (1279) all_0_48_48 = e0
% 59.57/24.70  																																						|
% 59.57/24.70  																																							| Equations (1279) can reduce 1283 to:
% 59.57/24.70  																																							| (266) $false
% 59.57/24.70  																																							|
% 59.57/24.70  																																							|-The branch is then unsatisfiable
% 59.57/24.70  																																						|-Branch two:
% 59.57/24.70  																																						| (1283)  ~ (all_0_48_48 = e0)
% 59.57/24.70  																																						| (875) all_0_57_57 = e0
% 59.57/24.70  																																						|
% 59.57/24.70  																																							| Equations (875) can reduce 239 to:
% 59.57/24.70  																																							| (1283)  ~ (all_0_48_48 = e0)
% 59.57/24.70  																																							|
% 59.57/24.70  																																							| Equations (875) can reduce 344 to:
% 59.57/24.70  																																							| (365)  ~ (e2 = e0)
% 59.57/24.70  																																							|
% 59.57/24.70  																																							| Simplifying 365 yields:
% 59.57/24.70  																																							| (128)  ~ (e2 = e0)
% 59.57/24.70  																																							|
% 59.57/24.70  																																							+-Applying beta-rule and splitting (537), into two cases.
% 59.57/24.70  																																							|-Branch one:
% 59.57/24.70  																																							| (884) all_0_49_49 = e3
% 59.57/24.70  																																							|
% 59.57/24.70  																																								| From (884) and (55) follows:
% 59.57/24.70  																																								| (1581) op(e2, e0) = e3
% 59.57/24.70  																																								|
% 59.57/24.70  																																								+-Applying beta-rule and splitting (10218), into two cases.
% 59.57/24.70  																																								|-Branch one:
% 59.57/24.70  																																								| (943) all_0_48_48 = e4
% 59.57/24.70  																																								|
% 59.57/24.70  																																									| Equations (943) can reduce 254 to:
% 59.57/24.70  																																									| (266) $false
% 59.57/24.70  																																									|
% 59.57/24.70  																																									|-The branch is then unsatisfiable
% 59.57/24.70  																																								|-Branch two:
% 59.57/24.70  																																								| (254)  ~ (all_0_48_48 = e4)
% 59.57/24.70  																																								| (10222) all_0_48_48 = e1 | all_0_48_48 = e0
% 59.57/24.70  																																								|
% 59.57/24.70  																																									+-Applying beta-rule and splitting (10222), into two cases.
% 59.57/24.70  																																									|-Branch one:
% 59.57/24.70  																																									| (1279) all_0_48_48 = e0
% 59.57/24.70  																																									|
% 59.57/24.70  																																										| Equations (1279) can reduce 1283 to:
% 59.57/24.70  																																										| (266) $false
% 59.57/24.70  																																										|
% 59.57/24.70  																																										|-The branch is then unsatisfiable
% 59.57/24.70  																																									|-Branch two:
% 59.57/24.70  																																									| (1283)  ~ (all_0_48_48 = e0)
% 59.57/24.70  																																									| (615) all_0_48_48 = e1
% 59.57/24.70  																																									|
% 59.57/24.70  																																										| Equations (615) can reduce 1283 to:
% 59.57/24.70  																																										| (233)  ~ (e1 = e0)
% 59.57/24.70  																																										|
% 59.57/24.70  																																										+-Applying beta-rule and splitting (56), into two cases.
% 59.57/24.70  																																										|-Branch one:
% 59.57/24.70  																																										| (696) unit = e2
% 59.57/24.70  																																										|
% 59.57/24.70  																																											| From (696) and (24) follows:
% 59.57/24.70  																																											| (697) op(e2, e3) = e3
% 59.57/24.70  																																											|
% 59.57/24.70  																																											| From (696) and (209) follows:
% 59.57/24.70  																																											| (7585) op(e2, e0) = e0
% 59.57/24.70  																																											|
% 59.57/24.70  																																											| Instantiating formula (29) with e2, e3, e3, e2 and discharging atoms op(e2, e3) = e3, op(e2, e3) = e2, yields:
% 59.57/24.70  																																											| (662) e3 = e2
% 59.57/24.70  																																											|
% 59.57/24.70  																																											| Instantiating formula (29) with e2, e0, e0, e3 and discharging atoms op(e2, e0) = e3, op(e2, e0) = e0, yields:
% 59.57/24.70  																																											| (676) e3 = e0
% 59.57/24.71  																																											|
% 59.57/24.71  																																											| Combining equations (676,662) yields a new equation:
% 59.57/24.71  																																											| (330) e2 = e0
% 59.57/24.71  																																											|
% 59.57/24.71  																																											| Equations (330) can reduce 128 to:
% 59.57/24.71  																																											| (266) $false
% 59.57/24.71  																																											|
% 59.57/24.71  																																											|-The branch is then unsatisfiable
% 59.57/24.71  																																										|-Branch two:
% 59.57/24.71  																																										| (707)  ~ (unit = e2)
% 59.57/24.71  																																										| (708) unit = e4 | unit = e3 | unit = e1 | unit = e0
% 59.57/24.71  																																										|
% 59.57/24.71  																																											+-Applying beta-rule and splitting (708), into two cases.
% 59.57/24.71  																																											|-Branch one:
% 59.57/24.71  																																											| (709) unit = e4
% 59.57/24.71  																																											|
% 59.57/24.71  																																												| From (709) and (24) follows:
% 59.57/24.71  																																												| (33325) op(e4, e3) = e3
% 59.57/24.71  																																												|
% 59.57/24.71  																																												| From (709) and (227) follows:
% 59.57/24.71  																																												| (710) op(e4, e4) = e4
% 59.57/24.71  																																												|
% 59.57/24.71  																																												| From (709) and (42) follows:
% 59.57/24.71  																																												| (713) op(e0, e4) = e0
% 59.57/24.71  																																												|
% 59.57/24.71  																																												| Instantiating formula (29) with e4, e4, e4, e1 and discharging atoms op(e4, e4) = e4, op(e4, e4) = e1, yields:
% 59.57/24.71  																																												| (630) e4 = e1
% 59.57/24.71  																																												|
% 59.57/24.71  																																												| Instantiating formula (29) with e4, e3, e3, e4 and discharging atoms op(e4, e3) = e4, op(e4, e3) = e3, yields:
% 59.57/24.71  																																												| (425) e4 = e3
% 59.57/24.71  																																												|
% 59.57/24.71  																																												| Instantiating formula (29) with e0, e4, e0, e3 and discharging atoms op(e0, e4) = e3, op(e0, e4) = e0, yields:
% 59.57/24.71  																																												| (676) e3 = e0
% 59.57/24.71  																																												|
% 59.57/24.71  																																												| Combining equations (630,425) yields a new equation:
% 59.57/24.71  																																												| (455) e3 = e1
% 59.57/24.71  																																												|
% 59.57/24.71  																																												| Combining equations (455,676) yields a new equation:
% 59.57/24.71  																																												| (546) e1 = e0
% 59.57/24.71  																																												|
% 59.57/24.71  																																												| Simplifying 546 yields:
% 59.57/24.71  																																												| (431) e1 = e0
% 59.57/24.71  																																												|
% 59.57/24.71  																																												| Equations (431) can reduce 233 to:
% 59.57/24.71  																																												| (266) $false
% 59.57/24.71  																																												|
% 59.57/24.71  																																												|-The branch is then unsatisfiable
% 59.57/24.71  																																											|-Branch two:
% 59.57/24.71  																																											| (724)  ~ (unit = e4)
% 59.57/24.71  																																											| (725) unit = e3 | unit = e1 | unit = e0
% 59.57/24.71  																																											|
% 59.57/24.71  																																												+-Applying beta-rule and splitting (725), into two cases.
% 59.57/24.71  																																												|-Branch one:
% 59.57/24.71  																																												| (726) unit = e0
% 59.57/24.71  																																												|
% 59.57/24.71  																																													| From (726) and (244) follows:
% 59.57/24.71  																																													| (2207) op(e0, e4) = e4
% 59.57/24.71  																																													|
% 59.57/24.71  																																													| From (726) and (32) follows:
% 59.57/24.71  																																													| (727) op(e2, e0) = e2
% 59.57/24.71  																																													|
% 59.57/24.71  																																													| From (726) and (28) follows:
% 59.57/24.71  																																													| (2698) op(e1, e0) = e1
% 59.57/24.71  																																													|
% 59.57/24.71  																																													| From (726) and (42) follows:
% 59.57/24.71  																																													| (728) op(e0, e0) = e0
% 59.57/24.71  																																													|
% 59.57/24.71  																																													| Instantiating formula (29) with e2, e0, e2, e3 and discharging atoms op(e2, e0) = e3, op(e2, e0) = e2, yields:
% 59.57/24.71  																																													| (662) e3 = e2
% 59.57/24.71  																																													|
% 59.57/24.71  																																													| Instantiating formula (29) with e1, e0, e1, e4 and discharging atoms op(e1, e0) = e4, op(e1, e0) = e1, yields:
% 59.57/24.71  																																													| (630) e4 = e1
% 59.57/24.71  																																													|
% 59.57/24.71  																																													| Instantiating formula (29) with e0, e4, e4, e3 and discharging atoms op(e0, e4) = e4, op(e0, e4) = e3, yields:
% 59.57/24.71  																																													| (425) e4 = e3
% 59.57/24.71  																																													|
% 59.57/24.71  																																													| Instantiating formula (29) with e0, e0, e0, e2 and discharging atoms op(e0, e0) = e2, op(e0, e0) = e0, yields:
% 59.57/24.71  																																													| (330) e2 = e0
% 59.57/24.71  																																													|
% 59.57/24.71  																																													| Combining equations (425,630) yields a new equation:
% 59.57/24.71  																																													| (454) e3 = e1
% 59.57/24.71  																																													|
% 59.57/24.71  																																													| Simplifying 454 yields:
% 59.57/24.71  																																													| (455) e3 = e1
% 59.57/24.71  																																													|
% 59.57/24.71  																																													| Combining equations (455,662) yields a new equation:
% 59.57/24.71  																																													| (617) e2 = e1
% 59.57/24.71  																																													|
% 59.57/24.71  																																													| Combining equations (330,617) yields a new equation:
% 59.57/24.71  																																													| (431) e1 = e0
% 59.57/24.71  																																													|
% 59.57/24.71  																																													| Equations (431) can reduce 233 to:
% 59.57/24.71  																																													| (266) $false
% 59.57/24.71  																																													|
% 59.57/24.71  																																													|-The branch is then unsatisfiable
% 59.57/24.71  																																												|-Branch two:
% 59.57/24.71  																																												| (734)  ~ (unit = e0)
% 59.57/24.71  																																												| (735) unit = e3 | unit = e1
% 59.57/24.71  																																												|
% 59.57/24.71  																																													+-Applying beta-rule and splitting (735), into two cases.
% 59.57/24.71  																																													|-Branch one:
% 59.57/24.71  																																													| (736) unit = e1
% 59.57/24.71  																																													|
% 59.57/24.71  																																														| Equations (736) can reduce 707 to:
% 59.57/24.71  																																														| (604)  ~ (e2 = e1)
% 59.57/24.71  																																														|
% 59.57/24.71  																																														| Simplifying 604 yields:
% 59.57/24.71  																																														| (122)  ~ (e2 = e1)
% 59.57/24.71  																																														|
% 59.57/24.71  																																														| From (736) and (28) follows:
% 59.57/24.71  																																														| (740) op(e1, e1) = e1
% 59.57/24.71  																																														|
% 59.57/24.71  																																														| Instantiating formula (29) with e1, e1, e1, e2 and discharging atoms op(e1, e1) = e2, op(e1, e1) = e1, yields:
% 59.57/24.71  																																														| (617) e2 = e1
% 59.57/24.71  																																														|
% 59.57/24.71  																																														| Equations (617) can reduce 122 to:
% 59.57/24.71  																																														| (266) $false
% 59.57/24.71  																																														|
% 59.57/24.71  																																														|-The branch is then unsatisfiable
% 59.57/24.71  																																													|-Branch two:
% 59.57/24.71  																																													| (748)  ~ (unit = e1)
% 59.57/24.71  																																													| (749) unit = e3
% 59.57/24.71  																																													|
% 59.57/24.71  																																														| From (749) and (40) follows:
% 59.57/24.71  																																														| (3715) op(e3, e3) = e3
% 59.57/24.71  																																														|
% 59.57/24.71  																																														| From (749) and (28) follows:
% 59.57/24.71  																																														| (2235) op(e1, e3) = e1
% 59.57/24.71  																																														|
% 59.57/24.71  																																														| Instantiating formula (29) with e3, e3, e3, e0 and discharging atoms op(e3, e3) = e3, op(e3, e3) = e0, yields:
% 59.57/24.71  																																														| (676) e3 = e0
% 59.57/24.71  																																														|
% 59.57/24.71  																																														| Instantiating formula (29) with e1, e3, e1, e3 and discharging atoms op(e1, e3) = e3, op(e1, e3) = e1, yields:
% 59.57/24.71  																																														| (455) e3 = e1
% 59.57/24.71  																																														|
% 59.57/24.71  																																														| Combining equations (676,455) yields a new equation:
% 59.57/24.71  																																														| (431) e1 = e0
% 59.57/24.71  																																														|
% 59.57/24.71  																																														| Equations (431) can reduce 233 to:
% 59.57/24.71  																																														| (266) $false
% 59.57/24.71  																																														|
% 59.57/24.71  																																														|-The branch is then unsatisfiable
% 59.57/24.71  																																							|-Branch two:
% 59.57/24.71  																																							| (525)  ~ (all_0_49_49 = e3)
% 59.57/24.71  																																							| (887) all_0_53_53 = e3 | all_0_58_58 = e3
% 59.57/24.71  																																							|
% 59.57/24.71  																																								+-Applying beta-rule and splitting (887), into two cases.
% 59.57/24.71  																																								|-Branch one:
% 59.57/24.71  																																								| (665) all_0_53_53 = e3
% 59.57/24.71  																																								|
% 59.57/24.71  																																									| Combining equations (1298,665) yields a new equation:
% 59.57/24.71  																																									| (424) e4 = e3
% 59.57/24.71  																																									|
% 59.57/24.71  																																									| Simplifying 424 yields:
% 59.57/24.71  																																									| (425) e4 = e3
% 59.57/24.71  																																									|
% 59.57/24.71  																																									| Equations (425) can reduce 188 to:
% 59.57/24.71  																																									| (266) $false
% 59.57/24.71  																																									|
% 59.57/24.71  																																									|-The branch is then unsatisfiable
% 59.57/24.71  																																								|-Branch two:
% 59.57/24.71  																																								| (903)  ~ (all_0_53_53 = e3)
% 59.57/24.71  																																								| (795) all_0_58_58 = e3
% 59.57/24.71  																																								|
% 59.57/24.71  																																									| Combining equations (795,624) yields a new equation:
% 59.57/24.71  																																									| (661) e3 = e2
% 59.57/24.71  																																									|
% 59.57/24.71  																																									| Simplifying 661 yields:
% 59.57/24.71  																																									| (662) e3 = e2
% 59.57/24.71  																																									|
% 59.57/24.71  																																									| Equations (662) can reduce 212 to:
% 59.57/24.71  																																									| (266) $false
% 59.57/24.71  																																									|
% 59.57/24.71  																																									|-The branch is then unsatisfiable
% 59.57/24.71  																																			|-Branch two:
% 59.57/24.71  																																			| (357)  ~ (all_0_41_41 = e0)
% 59.57/24.71  																																			| (6761) all_0_42_42 = e0 | all_0_43_43 = e0 | all_0_44_44 = e0
% 59.57/24.71  																																			|
% 59.57/24.71  																																				+-Applying beta-rule and splitting (26), into two cases.
% 59.57/24.71  																																				|-Branch one:
% 59.57/24.71  																																				| (446) all_0_44_44 = e4
% 59.57/24.71  																																				|
% 59.57/24.71  																																					| Equations (446) can reduce 1390 to:
% 59.57/24.71  																																					| (266) $false
% 59.57/24.71  																																					|
% 59.57/24.71  																																					|-The branch is then unsatisfiable
% 59.57/24.71  																																				|-Branch two:
% 59.57/24.71  																																				| (1390)  ~ (all_0_44_44 = e4)
% 59.57/24.71  																																				| (1391) all_0_44_44 = e3 | all_0_44_44 = e1 | all_0_44_44 = e0
% 59.57/24.71  																																				|
% 59.57/24.71  																																					+-Applying beta-rule and splitting (6761), into two cases.
% 59.57/24.71  																																					|-Branch one:
% 59.57/24.71  																																					| (559) all_0_42_42 = e0
% 59.57/24.71  																																					|
% 59.57/24.71  																																						| Combining equations (559,516) yields a new equation:
% 59.57/24.71  																																						| (676) e3 = e0
% 59.57/24.71  																																						|
% 59.57/24.71  																																						| Equations (676) can reduce 80 to:
% 59.57/24.71  																																						| (266) $false
% 59.57/24.71  																																						|
% 59.57/24.71  																																						|-The branch is then unsatisfiable
% 59.57/24.71  																																					|-Branch two:
% 59.57/24.71  																																					| (358)  ~ (all_0_42_42 = e0)
% 59.57/24.71  																																					| (6766) all_0_43_43 = e0 | all_0_44_44 = e0
% 59.57/24.71  																																					|
% 59.57/24.71  																																						+-Applying beta-rule and splitting (1391), into two cases.
% 59.57/24.71  																																						|-Branch one:
% 59.57/24.71  																																						| (1414) all_0_44_44 = e0
% 59.57/24.71  																																						|
% 59.57/24.71  																																							| Equations (1414) can reduce 360 to:
% 59.57/24.71  																																							| (266) $false
% 59.57/24.71  																																							|
% 59.57/24.71  																																							|-The branch is then unsatisfiable
% 59.57/24.71  																																						|-Branch two:
% 59.57/24.71  																																						| (360)  ~ (all_0_44_44 = e0)
% 59.57/24.71  																																						| (1417) all_0_44_44 = e3 | all_0_44_44 = e1
% 59.57/24.71  																																						|
% 59.57/24.71  																																							+-Applying beta-rule and splitting (243), into two cases.
% 59.57/24.71  																																							|-Branch one:
% 59.57/24.71  																																							| (329) all_0_38_38 = e0
% 59.57/24.71  																																							|
% 59.57/24.71  																																								| Combining equations (329,321) yields a new equation:
% 59.57/24.71  																																								| (397) e4 = e0
% 59.57/24.71  																																								|
% 59.57/24.71  																																								| Equations (397) can reduce 49 to:
% 59.57/24.71  																																								| (266) $false
% 59.57/24.71  																																								|
% 59.57/24.71  																																								|-The branch is then unsatisfiable
% 59.57/24.71  																																							|-Branch two:
% 59.57/24.71  																																							| (332)  ~ (all_0_38_38 = e0)
% 59.57/24.71  																																							| (395) all_0_41_41 = e0 | all_0_46_46 = e0 | all_0_55_55 = e0
% 59.57/24.71  																																							|
% 59.57/24.71  																																								| Equations (321) can reduce 332 to:
% 59.57/24.71  																																								| (49)  ~ (e4 = e0)
% 59.57/24.71  																																								|
% 59.57/24.71  																																								+-Applying beta-rule and splitting (6766), into two cases.
% 59.57/24.71  																																								|-Branch one:
% 59.57/24.71  																																								| (356) all_0_43_43 = e0
% 59.57/24.71  																																								|
% 59.57/24.71  																																									| Combining equations (356,396) yields a new equation:
% 59.57/24.71  																																									| (397) e4 = e0
% 59.57/24.71  																																									|
% 59.57/24.71  																																									| Equations (397) can reduce 49 to:
% 59.57/24.71  																																									| (266) $false
% 59.57/24.71  																																									|
% 59.57/24.71  																																									|-The branch is then unsatisfiable
% 59.57/24.71  																																								|-Branch two:
% 59.57/24.71  																																								| (5470)  ~ (all_0_43_43 = e0)
% 59.57/24.71  																																								| (1414) all_0_44_44 = e0
% 59.57/24.71  																																								|
% 59.57/24.71  																																									| Equations (1414) can reduce 360 to:
% 59.57/24.71  																																									| (266) $false
% 59.57/24.71  																																									|
% 59.57/24.71  																																									|-The branch is then unsatisfiable
% 59.57/24.71  																																	|-Branch two:
% 59.57/24.71  																																	| (405)  ~ (all_0_42_42 = e3)
% 59.57/24.71  																																	| (521) all_0_47_47 = e3 | all_0_51_51 = e3 | all_0_56_56 = e3
% 59.57/24.71  																																	|
% 59.57/24.71  																																		+-Applying beta-rule and splitting (113), into two cases.
% 59.57/24.71  																																		|-Branch one:
% 59.57/24.71  																																		| (403) all_0_41_41 = e3
% 59.57/24.71  																																		|
% 59.57/24.71  																																			| Equations (403) can reduce 1898 to:
% 59.57/24.71  																																			| (266) $false
% 59.57/24.71  																																			|
% 59.57/24.71  																																			|-The branch is then unsatisfiable
% 59.57/24.71  																																		|-Branch two:
% 59.57/24.71  																																		| (1898)  ~ (all_0_41_41 = e3)
% 59.57/24.71  																																		| (1899) all_0_42_42 = e3 | all_0_44_44 = e3
% 59.57/24.71  																																		|
% 59.57/24.71  																																			+-Applying beta-rule and splitting (1899), into two cases.
% 59.57/24.71  																																			|-Branch one:
% 59.57/24.71  																																			| (516) all_0_42_42 = e3
% 59.57/24.71  																																			|
% 59.57/24.71  																																				| Equations (516) can reduce 405 to:
% 59.57/24.71  																																				| (266) $false
% 59.57/24.71  																																				|
% 59.57/24.71  																																				|-The branch is then unsatisfiable
% 59.57/24.71  																																			|-Branch two:
% 59.57/24.71  																																			| (405)  ~ (all_0_42_42 = e3)
% 59.57/24.71  																																			| (532) all_0_44_44 = e3
% 59.57/24.71  																																			|
% 59.57/24.71  																																				| Equations (532) can reduce 9 to:
% 59.57/24.71  																																				| (524)  ~ (all_0_49_49 = e3)
% 59.57/24.71  																																				|
% 59.57/24.71  																																				| Simplifying 524 yields:
% 59.57/24.71  																																				| (525)  ~ (all_0_49_49 = e3)
% 59.57/24.71  																																				|
% 59.57/24.71  																																				| Equations (532) can reduce 1390 to:
% 59.57/24.71  																																				| (277)  ~ (e4 = e3)
% 59.57/24.71  																																				|
% 59.57/24.71  																																				| Simplifying 277 yields:
% 59.57/24.71  																																				| (188)  ~ (e4 = e3)
% 59.57/24.71  																																				|
% 59.57/24.71  																																				| Equations (532) can reduce 147 to:
% 59.57/24.71  																																				| (212)  ~ (e3 = e2)
% 59.57/24.71  																																				|
% 59.57/24.71  																																				| Equations (532) can reduce 360 to:
% 59.57/24.71  																																				| (80)  ~ (e3 = e0)
% 59.57/24.71  																																				|
% 59.57/24.71  																																				+-Applying beta-rule and splitting (78), into two cases.
% 59.57/24.71  																																				|-Branch one:
% 59.57/24.71  																																				| (423) all_0_45_45 = e3
% 59.57/24.71  																																				|
% 59.57/24.71  																																					| Combining equations (423,248) yields a new equation:
% 59.57/24.71  																																					| (425) e4 = e3
% 59.57/24.71  																																					|
% 59.57/24.71  																																					| Equations (425) can reduce 188 to:
% 59.57/24.71  																																					| (266) $false
% 59.57/24.71  																																					|
% 59.57/24.71  																																					|-The branch is then unsatisfiable
% 59.57/24.71  																																				|-Branch two:
% 59.57/24.71  																																				| (427)  ~ (all_0_45_45 = e3)
% 59.57/24.71  																																				| (428) all_0_46_46 = e3 | all_0_47_47 = e3 | all_0_49_49 = e3
% 59.57/24.71  																																				|
% 59.57/24.71  																																					+-Applying beta-rule and splitting (428), into two cases.
% 59.57/24.71  																																					|-Branch one:
% 59.57/24.71  																																					| (1557) all_0_46_46 = e3
% 59.57/24.71  																																					|
% 59.57/24.71  																																						| Combining equations (1557,1794) yields a new equation:
% 59.57/24.71  																																						| (661) e3 = e2
% 59.57/24.71  																																						|
% 59.57/24.71  																																						| Simplifying 661 yields:
% 59.57/24.71  																																						| (662) e3 = e2
% 59.57/24.71  																																						|
% 59.57/24.71  																																						| Equations (662) can reduce 212 to:
% 59.57/24.71  																																						| (266) $false
% 59.57/24.71  																																						|
% 59.57/24.71  																																						|-The branch is then unsatisfiable
% 59.57/24.71  																																					|-Branch two:
% 59.57/24.71  																																					| (409)  ~ (all_0_46_46 = e3)
% 59.57/24.71  																																					| (1561) all_0_47_47 = e3 | all_0_49_49 = e3
% 59.57/24.71  																																					|
% 59.57/24.71  																																						+-Applying beta-rule and splitting (1561), into two cases.
% 59.57/24.71  																																						|-Branch one:
% 59.57/24.71  																																						| (522) all_0_47_47 = e3
% 59.57/24.71  																																						|
% 59.57/24.71  																																							| Combining equations (674,522) yields a new equation:
% 59.57/24.71  																																							| (676) e3 = e0
% 59.57/24.71  																																							|
% 59.57/24.71  																																							| Equations (676) can reduce 80 to:
% 59.57/24.71  																																							| (266) $false
% 59.57/24.71  																																							|
% 59.57/24.71  																																							|-The branch is then unsatisfiable
% 59.57/24.71  																																						|-Branch two:
% 59.57/24.71  																																						| (1091)  ~ (all_0_47_47 = e3)
% 59.57/24.71  																																						| (884) all_0_49_49 = e3
% 59.57/24.71  																																						|
% 59.57/24.71  																																							| Equations (884) can reduce 525 to:
% 59.57/24.71  																																							| (266) $false
% 59.57/24.71  																																							|
% 59.57/24.71  																																							|-The branch is then unsatisfiable
% 59.57/24.71  																														|-Branch two:
% 59.57/24.71  																														| (464)  ~ (all_0_51_51 = e1)
% 59.57/24.71  																														| (1202) all_0_52_52 = e1 | all_0_53_53 = e1
% 59.57/24.71  																														|
% 59.57/24.71  																															+-Applying beta-rule and splitting (1202), into two cases.
% 59.57/24.71  																															|-Branch one:
% 59.57/24.71  																															| (642) all_0_52_52 = e1
% 59.57/24.71  																															|
% 59.57/24.71  																																| Combining equations (352,642) yields a new equation:
% 59.57/24.71  																																| (616) e2 = e1
% 59.57/24.71  																																|
% 59.57/24.71  																																| Simplifying 616 yields:
% 59.57/24.71  																																| (617) e2 = e1
% 59.57/24.71  																																|
% 59.57/24.71  																																| Equations (617) can reduce 122 to:
% 59.57/24.71  																																| (266) $false
% 59.57/24.71  																																|
% 59.57/24.71  																																|-The branch is then unsatisfiable
% 59.57/24.71  																															|-Branch two:
% 59.57/24.71  																															| (646)  ~ (all_0_52_52 = e1)
% 59.57/24.71  																															| (1208) all_0_53_53 = e1
% 59.57/24.71  																															|
% 59.57/24.71  																																| Combining equations (1208,1298) yields a new equation:
% 59.57/24.71  																																| (630) e4 = e1
% 59.57/24.71  																																|
% 59.57/24.71  																																| Equations (630) can reduce 110 to:
% 59.57/24.71  																																| (266) $false
% 59.57/24.71  																																|
% 59.57/24.71  																																|-The branch is then unsatisfiable
% 59.57/24.71  																												|-Branch two:
% 59.57/24.71  																												| (411)  ~ (all_0_50_50 = e3)
% 59.57/24.71  																												| (418) all_0_51_51 = e3 | all_0_53_53 = e3
% 59.57/24.71  																												|
% 59.57/24.71  																													+-Applying beta-rule and splitting (241), into two cases.
% 59.57/24.71  																													|-Branch one:
% 59.57/24.71  																													| (378) all_0_50_50 = e2
% 59.57/24.71  																													|
% 59.57/24.71  																														| Equations (378) can reduce 302 to:
% 59.57/24.71  																														| (266) $false
% 59.57/24.71  																														|
% 59.57/24.71  																														|-The branch is then unsatisfiable
% 59.57/24.71  																													|-Branch two:
% 59.57/24.71  																													| (302)  ~ (all_0_50_50 = e2)
% 59.57/24.71  																													| (422) all_0_50_50 = e4 | all_0_50_50 = e3 | all_0_50_50 = e1
% 59.57/24.71  																													|
% 59.57/24.71  																														+-Applying beta-rule and splitting (422), into two cases.
% 59.57/24.71  																														|-Branch one:
% 59.57/24.71  																														| (775) all_0_50_50 = e4
% 59.57/24.71  																														|
% 59.57/24.71  																															| Equations (775) can reduce 566 to:
% 59.57/24.71  																															| (266) $false
% 59.57/24.71  																															|
% 59.57/24.71  																															|-The branch is then unsatisfiable
% 59.57/24.71  																														|-Branch two:
% 59.57/24.71  																														| (566)  ~ (all_0_50_50 = e4)
% 59.57/24.71  																														| (1444) all_0_50_50 = e3 | all_0_50_50 = e1
% 59.57/24.71  																														|
% 59.57/24.71  																															+-Applying beta-rule and splitting (144), into two cases.
% 59.57/24.71  																															|-Branch one:
% 59.57/24.71  																															| (403) all_0_41_41 = e3
% 59.57/24.71  																															|
% 59.57/24.71  																																| Equations (403) can reduce 149 to:
% 59.57/24.71  																																| (406)  ~ (all_0_44_44 = e3)
% 59.57/24.71  																																|
% 59.57/24.71  																																| Simplifying 406 yields:
% 59.57/24.71  																																| (407)  ~ (all_0_44_44 = e3)
% 59.57/24.71  																																|
% 59.57/24.71  																																| Equations (403) can reduce 440 to:
% 59.57/24.71  																																| (277)  ~ (e4 = e3)
% 59.57/24.71  																																|
% 59.57/24.71  																																| Simplifying 277 yields:
% 59.57/24.71  																																| (188)  ~ (e4 = e3)
% 59.57/24.71  																																|
% 59.57/24.71  																																+-Applying beta-rule and splitting (418), into two cases.
% 59.57/24.71  																																|-Branch one:
% 59.57/24.71  																																| (660) all_0_51_51 = e3
% 59.57/24.71  																																|
% 59.57/24.71  																																	| Equations (660) can reduce 61 to:
% 59.57/24.71  																																	| (405)  ~ (all_0_42_42 = e3)
% 59.57/24.71  																																	|
% 59.57/24.71  																																	| Equations (660) can reduce 59 to:
% 59.57/24.71  																																	| (411)  ~ (all_0_50_50 = e3)
% 59.57/24.71  																																	|
% 59.57/24.71  																																	| Equations (660) can reduce 475 to:
% 59.57/24.71  																																	| (277)  ~ (e4 = e3)
% 59.57/24.71  																																	|
% 59.57/24.71  																																	| Simplifying 277 yields:
% 59.57/24.71  																																	| (188)  ~ (e4 = e3)
% 59.57/24.71  																																	|
% 59.57/24.71  																																	| Equations (660) can reduce 1099 to:
% 59.57/24.71  																																	| (212)  ~ (e3 = e2)
% 59.57/24.71  																																	|
% 59.57/24.71  																																	| Equations (660) can reduce 115 to:
% 59.57/24.71  																																	| (80)  ~ (e3 = e0)
% 59.57/24.71  																																	|
% 59.57/24.71  																																	| From (660) and (186) follows:
% 59.57/24.71  																																	| (1552) op(e1, e2) = e3
% 59.57/24.71  																																	|
% 59.57/24.71  																																	+-Applying beta-rule and splitting (165), into two cases.
% 59.57/24.71  																																	|-Branch one:
% 59.57/24.71  																																	| (794) all_0_41_41 = e0
% 59.57/24.71  																																	|
% 59.57/24.71  																																		| Combining equations (794,403) yields a new equation:
% 59.57/24.71  																																		| (676) e3 = e0
% 59.57/24.71  																																		|
% 59.57/24.71  																																		| Equations (676) can reduce 80 to:
% 59.57/24.71  																																		| (266) $false
% 59.57/24.71  																																		|
% 59.57/24.71  																																		|-The branch is then unsatisfiable
% 59.57/24.71  																																	|-Branch two:
% 59.57/24.71  																																	| (357)  ~ (all_0_41_41 = e0)
% 59.57/24.71  																																	| (6761) all_0_42_42 = e0 | all_0_43_43 = e0 | all_0_44_44 = e0
% 59.57/24.71  																																	|
% 59.57/24.71  																																		| Equations (403) can reduce 357 to:
% 59.57/24.71  																																		| (80)  ~ (e3 = e0)
% 59.57/24.71  																																		|
% 59.57/24.71  																																		+-Applying beta-rule and splitting (243), into two cases.
% 59.57/24.71  																																		|-Branch one:
% 59.57/24.71  																																		| (329) all_0_38_38 = e0
% 59.57/24.71  																																		|
% 59.57/24.71  																																			| Combining equations (329,321) yields a new equation:
% 59.57/24.71  																																			| (397) e4 = e0
% 59.57/24.71  																																			|
% 59.57/24.71  																																			| Equations (397) can reduce 49 to:
% 59.57/24.71  																																			| (266) $false
% 59.57/24.71  																																			|
% 59.57/24.71  																																			|-The branch is then unsatisfiable
% 59.57/24.71  																																		|-Branch two:
% 59.57/24.71  																																		| (332)  ~ (all_0_38_38 = e0)
% 59.57/24.72  																																		| (395) all_0_41_41 = e0 | all_0_46_46 = e0 | all_0_55_55 = e0
% 59.57/24.72  																																		|
% 59.57/24.72  																																			+-Applying beta-rule and splitting (395), into two cases.
% 59.57/24.72  																																			|-Branch one:
% 59.57/24.72  																																			| (794) all_0_41_41 = e0
% 59.57/24.72  																																			|
% 59.57/24.72  																																				| Combining equations (794,403) yields a new equation:
% 59.57/24.72  																																				| (676) e3 = e0
% 59.57/24.72  																																				|
% 59.57/24.72  																																				| Equations (676) can reduce 80 to:
% 59.57/24.72  																																				| (266) $false
% 59.57/24.72  																																				|
% 59.57/24.72  																																				|-The branch is then unsatisfiable
% 59.57/24.72  																																			|-Branch two:
% 59.57/24.72  																																			| (357)  ~ (all_0_41_41 = e0)
% 59.57/24.72  																																			| (895) all_0_46_46 = e0 | all_0_55_55 = e0
% 59.57/24.72  																																			|
% 59.57/24.72  																																				+-Applying beta-rule and splitting (895), into two cases.
% 59.57/24.72  																																				|-Branch one:
% 59.57/24.72  																																				| (538) all_0_46_46 = e0
% 59.57/24.72  																																				|
% 59.57/24.72  																																					| Combining equations (1794,538) yields a new equation:
% 59.57/24.72  																																					| (391) e2 = e0
% 59.57/24.72  																																					|
% 59.57/24.72  																																					| Simplifying 391 yields:
% 59.57/24.72  																																					| (330) e2 = e0
% 59.57/24.72  																																					|
% 59.57/24.72  																																					| Equations (330) can reduce 128 to:
% 59.57/24.72  																																					| (266) $false
% 59.57/24.72  																																					|
% 59.57/24.72  																																					|-The branch is then unsatisfiable
% 59.57/24.72  																																				|-Branch two:
% 59.57/24.72  																																				| (831)  ~ (all_0_46_46 = e0)
% 59.57/24.72  																																				| (858) all_0_55_55 = e0
% 59.57/24.72  																																				|
% 59.57/24.72  																																					| Equations (858) can reduce 81 to:
% 59.57/24.72  																																					| (363)  ~ (all_0_57_57 = e0)
% 59.57/24.72  																																					|
% 59.57/24.72  																																					| Simplifying 363 yields:
% 59.57/24.72  																																					| (364)  ~ (all_0_57_57 = e0)
% 59.57/24.72  																																					|
% 59.57/24.72  																																					| Equations (858) can reduce 304 to:
% 59.57/24.72  																																					| (365)  ~ (e2 = e0)
% 59.57/24.72  																																					|
% 59.57/24.72  																																					| Simplifying 365 yields:
% 59.57/24.72  																																					| (128)  ~ (e2 = e0)
% 59.57/24.72  																																					|
% 59.57/24.72  																																					+-Applying beta-rule and splitting (12), into two cases.
% 59.57/24.72  																																					|-Branch one:
% 59.57/24.72  																																					| (442) all_0_57_57 = e2
% 59.57/24.72  																																					|
% 59.57/24.72  																																						| Equations (442) can reduce 344 to:
% 59.57/24.72  																																						| (266) $false
% 59.57/24.72  																																						|
% 59.57/24.72  																																						|-The branch is then unsatisfiable
% 59.57/24.72  																																					|-Branch two:
% 59.57/24.72  																																					| (344)  ~ (all_0_57_57 = e2)
% 59.57/24.72  																																					| (445) all_0_57_57 = e4 | all_0_57_57 = e1 | all_0_57_57 = e0
% 59.57/24.72  																																					|
% 59.57/24.72  																																						+-Applying beta-rule and splitting (1444), into two cases.
% 59.57/24.72  																																						|-Branch one:
% 59.57/24.72  																																						| (601) all_0_50_50 = e1
% 59.57/24.72  																																						|
% 59.57/24.72  																																							| From (601) and (242) follows:
% 59.57/24.72  																																							| (2235) op(e1, e3) = e1
% 59.57/24.72  																																							|
% 59.57/24.72  																																							+-Applying beta-rule and splitting (189), into two cases.
% 59.57/24.72  																																							|-Branch one:
% 59.57/24.72  																																							| (532) all_0_44_44 = e3
% 59.57/24.72  																																							|
% 59.57/24.72  																																								| Equations (532) can reduce 407 to:
% 59.57/24.72  																																								| (266) $false
% 59.57/24.72  																																								|
% 59.57/24.72  																																								|-The branch is then unsatisfiable
% 59.57/24.72  																																							|-Branch two:
% 59.57/24.72  																																							| (407)  ~ (all_0_44_44 = e3)
% 59.57/24.72  																																							| (537) all_0_49_49 = e3 | all_0_53_53 = e3 | all_0_58_58 = e3
% 59.57/24.72  																																							|
% 59.57/24.72  																																								+-Applying beta-rule and splitting (445), into two cases.
% 59.57/24.72  																																								|-Branch one:
% 59.57/24.72  																																								| (871) all_0_57_57 = e4
% 59.57/24.72  																																								|
% 59.57/24.72  																																									| Equations (871) can reduce 839 to:
% 59.57/24.72  																																									| (266) $false
% 59.57/24.72  																																									|
% 59.57/24.72  																																									|-The branch is then unsatisfiable
% 59.57/24.72  																																								|-Branch two:
% 59.57/24.72  																																								| (839)  ~ (all_0_57_57 = e4)
% 59.57/24.72  																																								| (874) all_0_57_57 = e1 | all_0_57_57 = e0
% 59.57/24.72  																																								|
% 59.57/24.72  																																									+-Applying beta-rule and splitting (78), into two cases.
% 59.57/24.72  																																									|-Branch one:
% 59.57/24.72  																																									| (423) all_0_45_45 = e3
% 59.57/24.72  																																									|
% 59.57/24.72  																																										| Combining equations (423,248) yields a new equation:
% 59.57/24.72  																																										| (425) e4 = e3
% 59.57/24.72  																																										|
% 59.57/24.72  																																										| Equations (425) can reduce 188 to:
% 59.57/24.72  																																										| (266) $false
% 59.57/24.72  																																										|
% 59.57/24.72  																																										|-The branch is then unsatisfiable
% 59.57/24.72  																																									|-Branch two:
% 59.57/24.72  																																									| (427)  ~ (all_0_45_45 = e3)
% 59.57/24.72  																																									| (428) all_0_46_46 = e3 | all_0_47_47 = e3 | all_0_49_49 = e3
% 59.57/24.72  																																									|
% 59.57/24.72  																																										| Equations (248) can reduce 427 to:
% 59.57/24.72  																																										| (188)  ~ (e4 = e3)
% 59.57/24.72  																																										|
% 59.57/24.72  																																										+-Applying beta-rule and splitting (874), into two cases.
% 59.57/24.72  																																										|-Branch one:
% 59.57/24.72  																																										| (875) all_0_57_57 = e0
% 59.57/24.72  																																										|
% 59.57/24.72  																																											| Equations (875) can reduce 364 to:
% 59.57/24.72  																																											| (266) $false
% 59.57/24.72  																																											|
% 59.57/24.72  																																											|-The branch is then unsatisfiable
% 59.57/24.72  																																										|-Branch two:
% 59.57/24.72  																																										| (364)  ~ (all_0_57_57 = e0)
% 59.57/24.72  																																										| (647) all_0_57_57 = e1
% 59.57/24.72  																																										|
% 59.57/24.72  																																											| Equations (647) can reduce 239 to:
% 59.57/24.72  																																											| (619)  ~ (all_0_48_48 = e1)
% 59.57/24.72  																																											|
% 59.57/24.72  																																											| Equations (647) can reduce 839 to:
% 59.57/24.72  																																											| (602)  ~ (e4 = e1)
% 59.57/24.72  																																											|
% 59.57/24.72  																																											| Simplifying 602 yields:
% 59.57/24.72  																																											| (110)  ~ (e4 = e1)
% 59.57/24.72  																																											|
% 59.57/24.72  																																											| Equations (647) can reduce 67 to:
% 59.57/24.72  																																											| (467)  ~ (e3 = e1)
% 59.57/24.72  																																											|
% 59.57/24.72  																																											| Simplifying 467 yields:
% 59.57/24.72  																																											| (213)  ~ (e3 = e1)
% 59.57/24.72  																																											|
% 59.57/24.72  																																											+-Applying beta-rule and splitting (228), into two cases.
% 59.57/24.72  																																											|-Branch one:
% 59.57/24.72  																																											| (335) all_0_48_48 = e2
% 59.57/24.72  																																											|
% 59.57/24.72  																																												| Equations (335) can reduce 810 to:
% 59.57/24.72  																																												| (266) $false
% 59.57/24.72  																																												|
% 59.57/24.72  																																												|-The branch is then unsatisfiable
% 59.57/24.72  																																											|-Branch two:
% 59.57/24.72  																																											| (810)  ~ (all_0_48_48 = e2)
% 59.57/24.72  																																											| (10218) all_0_48_48 = e4 | all_0_48_48 = e1 | all_0_48_48 = e0
% 59.57/24.72  																																											|
% 59.57/24.72  																																												+-Applying beta-rule and splitting (537), into two cases.
% 59.57/24.72  																																												|-Branch one:
% 59.57/24.72  																																												| (884) all_0_49_49 = e3
% 59.57/24.72  																																												|
% 59.57/24.72  																																													| Equations (884) can reduce 9 to:
% 59.57/24.72  																																													| (407)  ~ (all_0_44_44 = e3)
% 59.57/24.72  																																													|
% 59.57/24.72  																																													| From (884) and (55) follows:
% 59.57/24.72  																																													| (1581) op(e2, e0) = e3
% 59.57/24.72  																																													|
% 59.57/24.72  																																													+-Applying beta-rule and splitting (112), into two cases.
% 59.57/24.72  																																													|-Branch one:
% 59.57/24.72  																																													| (635) all_0_44_44 = e1
% 59.57/24.72  																																													|
% 59.57/24.72  																																														| Equations (635) can reduce 73 to:
% 59.57/24.72  																																														| (1380)  ~ (all_0_42_42 = e1)
% 59.57/24.72  																																														|
% 59.57/24.72  																																														| Equations (635) can reduce 407 to:
% 59.57/24.72  																																														| (467)  ~ (e3 = e1)
% 59.57/24.72  																																														|
% 59.57/24.72  																																														| Simplifying 467 yields:
% 59.57/24.72  																																														| (213)  ~ (e3 = e1)
% 59.57/24.72  																																														|
% 59.57/24.72  																																														| Equations (635) can reduce 147 to:
% 59.57/24.72  																																														| (604)  ~ (e2 = e1)
% 59.57/24.72  																																														|
% 59.57/24.72  																																														| Simplifying 604 yields:
% 59.57/24.72  																																														| (122)  ~ (e2 = e1)
% 59.57/24.72  																																														|
% 59.57/24.72  																																														+-Applying beta-rule and splitting (152), into two cases.
% 59.57/24.72  																																														|-Branch one:
% 59.57/24.72  																																														| (1392) all_0_42_42 = e4
% 59.57/24.72  																																														|
% 59.57/24.72  																																															| Equations (1392) can reduce 1890 to:
% 59.57/24.72  																																															| (266) $false
% 59.57/24.72  																																															|
% 59.57/24.72  																																															|-The branch is then unsatisfiable
% 59.57/24.72  																																														|-Branch two:
% 59.57/24.72  																																														| (1890)  ~ (all_0_42_42 = e4)
% 59.57/24.72  																																														| (1969) all_0_42_42 = e3 | all_0_42_42 = e1 | all_0_42_42 = e0
% 59.57/24.72  																																														|
% 59.57/24.72  																																															+-Applying beta-rule and splitting (131), into two cases.
% 59.57/24.72  																																															|-Branch one:
% 59.57/24.72  																																															| (459) all_0_42_42 = e1
% 59.57/24.72  																																															|
% 59.57/24.72  																																																| Equations (459) can reduce 1380 to:
% 59.57/24.72  																																																| (266) $false
% 59.57/24.72  																																																|
% 59.57/24.72  																																																|-The branch is then unsatisfiable
% 59.57/24.72  																																															|-Branch two:
% 59.57/24.72  																																															| (1380)  ~ (all_0_42_42 = e1)
% 59.57/24.72  																																															| (3259) all_0_47_47 = e1 | all_0_51_51 = e1 | all_0_56_56 = e1
% 59.57/24.72  																																															|
% 59.57/24.72  																																																+-Applying beta-rule and splitting (1969), into two cases.
% 59.57/24.72  																																																|-Branch one:
% 59.57/24.72  																																																| (559) all_0_42_42 = e0
% 59.57/24.72  																																																|
% 59.57/24.72  																																																	| Equations (559) can reduce 198 to:
% 59.57/24.72  																																																	| (1402)  ~ (all_0_47_47 = e0)
% 59.57/24.72  																																																	|
% 59.57/24.72  																																																	| Simplifying 1402 yields:
% 59.57/24.72  																																																	| (678)  ~ (all_0_47_47 = e0)
% 59.57/24.72  																																																	|
% 59.57/24.72  																																																	| Equations (559) can reduce 1380 to:
% 59.57/24.72  																																																	| (435)  ~ (e1 = e0)
% 59.57/24.72  																																																	|
% 59.57/24.72  																																																	| Simplifying 435 yields:
% 59.57/24.72  																																																	| (233)  ~ (e1 = e0)
% 59.57/24.72  																																																	|
% 59.57/24.72  																																																	| From (559) and (210) follows:
% 59.57/24.72  																																																	| (20848) op(e3, e2) = e0
% 59.57/24.72  																																																	|
% 59.57/24.72  																																																	+-Applying beta-rule and splitting (3259), into two cases.
% 59.57/24.72  																																																	|-Branch one:
% 59.57/24.72  																																																	| (654) all_0_47_47 = e1
% 59.57/24.72  																																																	|
% 59.57/24.72  																																																		| Equations (654) can reduce 114 to:
% 59.57/24.72  																																																		| (11581)  ~ (all_0_48_48 = e1)
% 59.57/24.72  																																																		|
% 59.57/24.72  																																																		| Simplifying 11581 yields:
% 59.57/24.72  																																																		| (619)  ~ (all_0_48_48 = e1)
% 59.57/24.72  																																																		|
% 59.57/24.72  																																																		| Equations (654) can reduce 678 to:
% 59.57/24.72  																																																		| (233)  ~ (e1 = e0)
% 59.57/24.72  																																																		|
% 59.57/24.72  																																																		+-Applying beta-rule and splitting (5471), into two cases.
% 59.57/24.72  																																																		|-Branch one:
% 59.57/24.72  																																																		| (1279) all_0_48_48 = e0
% 59.57/24.72  																																																		|
% 59.57/24.72  																																																			| Equations (1279) can reduce 619 to:
% 59.57/24.72  																																																			| (435)  ~ (e1 = e0)
% 59.57/24.72  																																																			|
% 59.57/24.72  																																																			| Simplifying 435 yields:
% 59.57/24.72  																																																			| (233)  ~ (e1 = e0)
% 59.57/24.72  																																																			|
% 59.57/24.72  																																																			| From (1279) and (192) follows:
% 59.57/24.72  																																																			| (14938) op(e2, e1) = e0
% 59.57/24.72  																																																			|
% 59.57/24.72  																																																			+-Applying beta-rule and splitting (56), into two cases.
% 59.57/24.72  																																																			|-Branch one:
% 59.57/24.72  																																																			| (696) unit = e2
% 59.57/24.72  																																																			|
% 59.57/24.72  																																																				| From (696) and (24) follows:
% 59.57/24.72  																																																				| (697) op(e2, e3) = e3
% 59.57/24.72  																																																				|
% 59.57/24.72  																																																				| From (696) and (209) follows:
% 59.57/24.72  																																																				| (7585) op(e2, e0) = e0
% 59.57/24.72  																																																				|
% 59.57/24.72  																																																				| From (696) and (28) follows:
% 59.57/24.72  																																																				| (699) op(e1, e2) = e1
% 59.57/24.72  																																																				|
% 59.57/24.72  																																																				| Instantiating formula (29) with e2, e3, e3, e2 and discharging atoms op(e2, e3) = e3, op(e2, e3) = e2, yields:
% 59.57/24.72  																																																				| (662) e3 = e2
% 59.57/24.72  																																																				|
% 59.57/24.72  																																																				| Instantiating formula (29) with e2, e0, e0, e3 and discharging atoms op(e2, e0) = e3, op(e2, e0) = e0, yields:
% 59.57/24.72  																																																				| (676) e3 = e0
% 59.57/24.72  																																																				|
% 59.57/24.72  																																																				| Instantiating formula (29) with e1, e2, e1, e3 and discharging atoms op(e1, e2) = e3, op(e1, e2) = e1, yields:
% 59.57/24.72  																																																				| (455) e3 = e1
% 59.57/24.72  																																																				|
% 59.57/24.72  																																																				| Combining equations (676,662) yields a new equation:
% 59.57/24.72  																																																				| (330) e2 = e0
% 59.57/24.72  																																																				|
% 59.57/24.72  																																																				| Combining equations (455,662) yields a new equation:
% 59.57/24.72  																																																				| (617) e2 = e1
% 59.57/24.72  																																																				|
% 59.57/24.72  																																																				| Combining equations (330,617) yields a new equation:
% 59.57/24.72  																																																				| (431) e1 = e0
% 59.57/24.72  																																																				|
% 59.57/24.72  																																																				| Equations (431) can reduce 233 to:
% 59.57/24.72  																																																				| (266) $false
% 59.57/24.72  																																																				|
% 59.57/24.72  																																																				|-The branch is then unsatisfiable
% 59.57/24.72  																																																			|-Branch two:
% 59.57/24.72  																																																			| (707)  ~ (unit = e2)
% 59.57/24.72  																																																			| (708) unit = e4 | unit = e3 | unit = e1 | unit = e0
% 59.57/24.72  																																																			|
% 59.57/24.72  																																																				+-Applying beta-rule and splitting (708), into two cases.
% 59.57/24.72  																																																				|-Branch one:
% 59.57/24.72  																																																				| (709) unit = e4
% 59.57/24.72  																																																				|
% 59.57/24.72  																																																					| From (709) and (24) follows:
% 59.57/24.72  																																																					| (33325) op(e4, e3) = e3
% 59.57/24.72  																																																					|
% 59.57/24.72  																																																					| From (709) and (227) follows:
% 59.57/24.72  																																																					| (710) op(e4, e4) = e4
% 59.57/24.72  																																																					|
% 59.57/24.72  																																																					| From (709) and (42) follows:
% 59.57/24.72  																																																					| (713) op(e0, e4) = e0
% 59.57/24.72  																																																					|
% 59.57/24.72  																																																					| Instantiating formula (29) with e4, e4, e4, e1 and discharging atoms op(e4, e4) = e4, op(e4, e4) = e1, yields:
% 59.57/24.72  																																																					| (630) e4 = e1
% 59.57/24.72  																																																					|
% 59.57/24.72  																																																					| Instantiating formula (29) with e4, e3, e3, e4 and discharging atoms op(e4, e3) = e4, op(e4, e3) = e3, yields:
% 59.57/24.72  																																																					| (425) e4 = e3
% 59.57/24.72  																																																					|
% 59.57/24.72  																																																					| Instantiating formula (29) with e0, e4, e0, e3 and discharging atoms op(e0, e4) = e3, op(e0, e4) = e0, yields:
% 59.57/24.72  																																																					| (676) e3 = e0
% 59.57/24.72  																																																					|
% 59.57/24.72  																																																					| Combining equations (630,425) yields a new equation:
% 59.57/24.72  																																																					| (455) e3 = e1
% 59.57/24.72  																																																					|
% 59.57/24.72  																																																					| Combining equations (455,676) yields a new equation:
% 59.57/24.72  																																																					| (546) e1 = e0
% 59.57/24.72  																																																					|
% 59.57/24.72  																																																					| Simplifying 546 yields:
% 59.57/24.72  																																																					| (431) e1 = e0
% 59.57/24.72  																																																					|
% 59.57/24.72  																																																					| Equations (431) can reduce 233 to:
% 59.57/24.72  																																																					| (266) $false
% 59.57/24.72  																																																					|
% 59.57/24.72  																																																					|-The branch is then unsatisfiable
% 59.57/24.72  																																																				|-Branch two:
% 59.57/24.72  																																																				| (724)  ~ (unit = e4)
% 59.57/24.72  																																																				| (725) unit = e3 | unit = e1 | unit = e0
% 59.57/24.72  																																																				|
% 59.57/24.72  																																																					+-Applying beta-rule and splitting (725), into two cases.
% 59.57/24.72  																																																					|-Branch one:
% 59.57/24.72  																																																					| (726) unit = e0
% 59.57/24.72  																																																					|
% 59.57/24.72  																																																						| From (726) and (244) follows:
% 59.57/24.72  																																																						| (2207) op(e0, e4) = e4
% 59.57/24.72  																																																						|
% 59.57/24.72  																																																						| From (726) and (15) follows:
% 59.57/24.72  																																																						| (1508) op(e0, e2) = e2
% 59.57/24.72  																																																						|
% 59.57/24.72  																																																						| From (726) and (227) follows:
% 59.57/24.72  																																																						| (3205) op(e4, e0) = e4
% 59.57/24.72  																																																						|
% 59.57/24.72  																																																						| From (726) and (28) follows:
% 59.57/24.72  																																																						| (2698) op(e1, e0) = e1
% 59.57/24.72  																																																						|
% 59.57/24.72  																																																						| Instantiating formula (29) with e4, e0, e4, e0 and discharging atoms op(e4, e0) = e4, op(e4, e0) = e0, yields:
% 59.57/24.72  																																																						| (397) e4 = e0
% 59.57/24.72  																																																						|
% 59.57/24.72  																																																						| Instantiating formula (29) with e1, e0, e1, e4 and discharging atoms op(e1, e0) = e4, op(e1, e0) = e1, yields:
% 59.57/24.72  																																																						| (630) e4 = e1
% 59.57/24.72  																																																						|
% 59.57/24.72  																																																						| Instantiating formula (29) with e0, e4, e4, e3 and discharging atoms op(e0, e4) = e4, op(e0, e4) = e3, yields:
% 59.57/24.72  																																																						| (425) e4 = e3
% 59.57/24.72  																																																						|
% 59.57/24.72  																																																						| Instantiating formula (29) with e0, e2, e2, e4 and discharging atoms op(e0, e2) = e4, op(e0, e2) = e2, yields:
% 59.57/24.72  																																																						| (323) e4 = e2
% 59.57/24.72  																																																						|
% 59.57/24.72  																																																						| Combining equations (630,425) yields a new equation:
% 59.57/24.72  																																																						| (455) e3 = e1
% 59.57/24.72  																																																						|
% 59.57/24.72  																																																						| Combining equations (397,425) yields a new equation:
% 59.57/24.72  																																																						| (676) e3 = e0
% 59.57/24.72  																																																						|
% 59.57/24.72  																																																						| Combining equations (323,425) yields a new equation:
% 59.57/24.72  																																																						| (662) e3 = e2
% 59.57/24.72  																																																						|
% 59.57/24.72  																																																						| Combining equations (676,662) yields a new equation:
% 59.57/24.72  																																																						| (330) e2 = e0
% 59.57/24.72  																																																						|
% 59.57/24.72  																																																						| Combining equations (455,662) yields a new equation:
% 59.57/24.72  																																																						| (617) e2 = e1
% 59.57/24.72  																																																						|
% 59.57/24.72  																																																						| Combining equations (617,330) yields a new equation:
% 59.57/24.72  																																																						| (546) e1 = e0
% 59.57/24.72  																																																						|
% 59.57/24.72  																																																						| Simplifying 546 yields:
% 59.57/24.72  																																																						| (431) e1 = e0
% 59.57/24.72  																																																						|
% 59.57/24.72  																																																						| Equations (431) can reduce 233 to:
% 59.57/24.72  																																																						| (266) $false
% 59.57/24.72  																																																						|
% 59.57/24.72  																																																						|-The branch is then unsatisfiable
% 59.57/24.72  																																																					|-Branch two:
% 59.57/24.72  																																																					| (734)  ~ (unit = e0)
% 59.57/24.72  																																																					| (735) unit = e3 | unit = e1
% 59.57/24.72  																																																					|
% 59.57/24.72  																																																						+-Applying beta-rule and splitting (735), into two cases.
% 59.57/24.72  																																																						|-Branch one:
% 59.57/24.72  																																																						| (736) unit = e1
% 59.57/24.72  																																																						|
% 59.57/24.72  																																																							| Equations (736) can reduce 734 to:
% 59.57/24.72  																																																							| (233)  ~ (e1 = e0)
% 59.57/24.72  																																																							|
% 59.57/24.72  																																																							| From (736) and (24) follows:
% 59.57/24.72  																																																							| (1934) op(e1, e3) = e3
% 59.57/24.72  																																																							|
% 59.57/24.72  																																																							| From (736) and (15) follows:
% 59.57/24.72  																																																							| (515) op(e1, e2) = e2
% 59.57/24.72  																																																							|
% 59.57/24.72  																																																							| From (736) and (32) follows:
% 59.57/24.72  																																																							| (347) op(e2, e1) = e2
% 59.57/24.72  																																																							|
% 59.57/24.72  																																																							| Instantiating formula (29) with e2, e1, e2, e0 and discharging atoms op(e2, e1) = e2, op(e2, e1) = e0, yields:
% 59.57/24.72  																																																							| (330) e2 = e0
% 59.57/24.72  																																																							|
% 59.57/24.72  																																																							| Instantiating formula (29) with e1, e3, e3, e1 and discharging atoms op(e1, e3) = e3, op(e1, e3) = e1, yields:
% 59.57/24.72  																																																							| (455) e3 = e1
% 59.57/24.72  																																																							|
% 59.57/24.72  																																																							| Instantiating formula (29) with e1, e2, e2, e3 and discharging atoms op(e1, e2) = e3, op(e1, e2) = e2, yields:
% 59.57/24.72  																																																							| (662) e3 = e2
% 59.57/24.72  																																																							|
% 59.57/24.72  																																																							| Combining equations (662,455) yields a new equation:
% 59.57/24.72  																																																							| (616) e2 = e1
% 59.57/24.72  																																																							|
% 59.57/24.72  																																																							| Simplifying 616 yields:
% 59.57/24.72  																																																							| (617) e2 = e1
% 59.57/24.72  																																																							|
% 59.57/24.72  																																																							| Combining equations (330,617) yields a new equation:
% 59.57/24.72  																																																							| (431) e1 = e0
% 59.57/24.72  																																																							|
% 59.57/24.72  																																																							| Equations (431) can reduce 233 to:
% 59.57/24.72  																																																							| (266) $false
% 59.57/24.72  																																																							|
% 59.57/24.72  																																																							|-The branch is then unsatisfiable
% 59.57/24.72  																																																						|-Branch two:
% 59.57/24.72  																																																						| (748)  ~ (unit = e1)
% 59.57/24.72  																																																						| (749) unit = e3
% 59.57/24.72  																																																						|
% 59.57/24.72  																																																							| From (749) and (244) follows:
% 59.57/24.72  																																																							| (750) op(e3, e4) = e4
% 59.57/24.72  																																																							|
% 59.57/24.72  																																																							| From (749) and (15) follows:
% 59.57/24.72  																																																							| (751) op(e3, e2) = e2
% 59.57/24.72  																																																							|
% 59.57/24.72  																																																							| From (749) and (211) follows:
% 59.57/24.72  																																																							| (13877) op(e3, e1) = e1
% 59.57/24.72  																																																							|
% 59.57/24.72  																																																							| Instantiating formula (29) with e3, e4, e4, e2 and discharging atoms op(e3, e4) = e4, op(e3, e4) = e2, yields:
% 59.57/24.72  																																																							| (323) e4 = e2
% 59.57/24.72  																																																							|
% 59.57/24.72  																																																							| Instantiating formula (29) with e3, e2, e2, e0 and discharging atoms op(e3, e2) = e2, op(e3, e2) = e0, yields:
% 59.57/24.73  																																																							| (330) e2 = e0
% 59.57/24.73  																																																							|
% 59.57/24.73  																																																							| Instantiating formula (29) with e3, e1, e1, e4 and discharging atoms op(e3, e1) = e4, op(e3, e1) = e1, yields:
% 59.57/24.73  																																																							| (630) e4 = e1
% 59.57/24.73  																																																							|
% 59.57/24.73  																																																							| Combining equations (630,323) yields a new equation:
% 59.57/24.73  																																																							| (617) e2 = e1
% 59.57/24.73  																																																							|
% 59.57/24.73  																																																							| Combining equations (617,330) yields a new equation:
% 59.57/24.73  																																																							| (546) e1 = e0
% 59.57/24.73  																																																							|
% 59.57/24.73  																																																							| Simplifying 546 yields:
% 59.57/24.73  																																																							| (431) e1 = e0
% 59.57/24.73  																																																							|
% 59.57/24.73  																																																							| Equations (431) can reduce 233 to:
% 59.57/24.73  																																																							| (266) $false
% 59.57/24.73  																																																							|
% 59.57/24.73  																																																							|-The branch is then unsatisfiable
% 59.57/24.73  																																																		|-Branch two:
% 59.57/24.73  																																																		| (1283)  ~ (all_0_48_48 = e0)
% 59.57/24.73  																																																		| (875) all_0_57_57 = e0
% 59.57/24.73  																																																		|
% 59.57/24.73  																																																			| Combining equations (875,647) yields a new equation:
% 59.57/24.73  																																																			| (431) e1 = e0
% 59.57/24.73  																																																			|
% 59.57/24.73  																																																			| Equations (431) can reduce 233 to:
% 59.57/24.73  																																																			| (266) $false
% 59.57/24.73  																																																			|
% 59.57/24.73  																																																			|-The branch is then unsatisfiable
% 59.57/24.73  																																																	|-Branch two:
% 59.57/24.73  																																																	| (462)  ~ (all_0_47_47 = e1)
% 59.57/24.73  																																																	| (3264) all_0_51_51 = e1 | all_0_56_56 = e1
% 59.57/24.73  																																																	|
% 59.57/24.73  																																																		+-Applying beta-rule and splitting (135), into two cases.
% 59.57/24.73  																																																		|-Branch one:
% 59.57/24.73  																																																		| (545) all_0_46_46 = e1
% 59.57/24.73  																																																		|
% 59.57/24.73  																																																			| Combining equations (545,1794) yields a new equation:
% 59.57/24.73  																																																			| (617) e2 = e1
% 59.57/24.73  																																																			|
% 59.57/24.73  																																																			| Equations (617) can reduce 122 to:
% 59.57/24.73  																																																			| (266) $false
% 59.57/24.73  																																																			|
% 59.57/24.73  																																																			|-The branch is then unsatisfiable
% 59.57/24.73  																																																		|-Branch two:
% 59.57/24.73  																																																		| (549)  ~ (all_0_46_46 = e1)
% 59.57/24.73  																																																		| (550) all_0_47_47 = e1 | all_0_48_48 = e1 | all_0_49_49 = e1
% 59.57/24.73  																																																		|
% 59.57/24.73  																																																			+-Applying beta-rule and splitting (5471), into two cases.
% 59.57/24.73  																																																			|-Branch one:
% 59.57/24.73  																																																			| (1279) all_0_48_48 = e0
% 59.57/24.73  																																																			|
% 59.57/24.73  																																																				| Equations (1279) can reduce 619 to:
% 59.57/24.73  																																																				| (435)  ~ (e1 = e0)
% 59.57/24.73  																																																				|
% 59.57/24.73  																																																				| Simplifying 435 yields:
% 59.57/24.73  																																																				| (233)  ~ (e1 = e0)
% 59.57/24.73  																																																				|
% 59.57/24.73  																																																				+-Applying beta-rule and splitting (550), into two cases.
% 59.57/24.73  																																																				|-Branch one:
% 59.57/24.73  																																																				| (654) all_0_47_47 = e1
% 59.57/24.73  																																																				|
% 59.57/24.73  																																																					| Equations (654) can reduce 462 to:
% 59.57/24.73  																																																					| (266) $false
% 59.57/24.73  																																																					|
% 59.57/24.73  																																																					|-The branch is then unsatisfiable
% 59.57/24.73  																																																				|-Branch two:
% 59.57/24.73  																																																				| (462)  ~ (all_0_47_47 = e1)
% 59.57/24.73  																																																				| (659) all_0_48_48 = e1 | all_0_49_49 = e1
% 59.57/24.73  																																																				|
% 59.57/24.73  																																																					+-Applying beta-rule and splitting (659), into two cases.
% 59.57/24.73  																																																					|-Branch one:
% 59.57/24.73  																																																					| (615) all_0_48_48 = e1
% 59.57/24.73  																																																					|
% 59.57/24.73  																																																						| Combining equations (1279,615) yields a new equation:
% 59.57/24.73  																																																						| (431) e1 = e0
% 59.57/24.73  																																																						|
% 59.57/24.73  																																																						| Equations (431) can reduce 233 to:
% 59.57/24.73  																																																						| (266) $false
% 59.57/24.73  																																																						|
% 59.57/24.73  																																																						|-The branch is then unsatisfiable
% 59.57/24.73  																																																					|-Branch two:
% 59.57/24.73  																																																					| (619)  ~ (all_0_48_48 = e1)
% 59.57/24.73  																																																					| (671) all_0_49_49 = e1
% 59.57/24.73  																																																					|
% 59.57/24.73  																																																						| Combining equations (884,671) yields a new equation:
% 59.57/24.73  																																																						| (454) e3 = e1
% 59.57/24.73  																																																						|
% 59.57/24.73  																																																						| Simplifying 454 yields:
% 59.57/24.73  																																																						| (455) e3 = e1
% 59.57/24.73  																																																						|
% 59.57/24.73  																																																						| Equations (455) can reduce 213 to:
% 59.57/24.73  																																																						| (266) $false
% 59.57/24.73  																																																						|
% 59.57/24.73  																																																						|-The branch is then unsatisfiable
% 59.57/24.73  																																																			|-Branch two:
% 59.57/24.73  																																																			| (1283)  ~ (all_0_48_48 = e0)
% 59.57/24.73  																																																			| (875) all_0_57_57 = e0
% 59.57/24.73  																																																			|
% 59.57/24.73  																																																				| Combining equations (647,875) yields a new equation:
% 59.57/24.73  																																																				| (546) e1 = e0
% 59.57/24.73  																																																				|
% 59.57/24.73  																																																				| Simplifying 546 yields:
% 59.57/24.73  																																																				| (431) e1 = e0
% 59.57/24.73  																																																				|
% 59.57/24.73  																																																				| Equations (431) can reduce 233 to:
% 59.57/24.73  																																																				| (266) $false
% 59.57/24.73  																																																				|
% 59.57/24.73  																																																				|-The branch is then unsatisfiable
% 59.57/24.73  																																																|-Branch two:
% 59.57/24.73  																																																| (358)  ~ (all_0_42_42 = e0)
% 59.57/24.73  																																																| (2510) all_0_42_42 = e3 | all_0_42_42 = e1
% 59.57/24.73  																																																|
% 59.57/24.73  																																																	+-Applying beta-rule and splitting (2510), into two cases.
% 59.57/24.73  																																																	|-Branch one:
% 59.57/24.73  																																																	| (459) all_0_42_42 = e1
% 59.57/24.73  																																																	|
% 59.57/24.73  																																																		| Equations (459) can reduce 1380 to:
% 59.57/24.73  																																																		| (266) $false
% 59.57/24.73  																																																		|
% 59.57/24.73  																																																		|-The branch is then unsatisfiable
% 59.57/24.73  																																																	|-Branch two:
% 59.57/24.73  																																																	| (1380)  ~ (all_0_42_42 = e1)
% 59.57/24.73  																																																	| (516) all_0_42_42 = e3
% 59.57/24.73  																																																	|
% 59.57/24.73  																																																		| Equations (516) can reduce 405 to:
% 59.57/24.73  																																																		| (266) $false
% 59.57/24.73  																																																		|
% 59.57/24.73  																																																		|-The branch is then unsatisfiable
% 59.57/24.73  																																													|-Branch two:
% 59.57/24.73  																																													| (639)  ~ (all_0_44_44 = e1)
% 59.57/24.73  																																													| (640) all_0_49_49 = e1 | all_0_53_53 = e1 | all_0_58_58 = e1
% 59.57/24.73  																																													|
% 59.57/24.73  																																														+-Applying beta-rule and splitting (103), into two cases.
% 59.57/24.73  																																														|-Branch one:
% 59.57/24.73  																																														| (453) all_0_41_41 = e1
% 59.57/24.73  																																														|
% 59.57/24.73  																																															| Combining equations (403,453) yields a new equation:
% 59.57/24.73  																																															| (454) e3 = e1
% 59.57/24.73  																																															|
% 59.57/24.73  																																															| Simplifying 454 yields:
% 59.57/24.73  																																															| (455) e3 = e1
% 59.57/24.73  																																															|
% 59.57/24.73  																																															| Equations (455) can reduce 213 to:
% 59.57/24.73  																																															| (266) $false
% 59.57/24.73  																																															|
% 59.57/24.73  																																															|-The branch is then unsatisfiable
% 59.57/24.73  																																														|-Branch two:
% 59.57/24.73  																																														| (457)  ~ (all_0_41_41 = e1)
% 59.57/24.73  																																														| (458) all_0_42_42 = e1 | all_0_43_43 = e1 | all_0_44_44 = e1
% 59.57/24.73  																																														|
% 59.57/24.73  																																															+-Applying beta-rule and splitting (10218), into two cases.
% 59.57/24.73  																																															|-Branch one:
% 59.57/24.73  																																															| (943) all_0_48_48 = e4
% 59.57/24.73  																																															|
% 59.57/24.73  																																																| Equations (943) can reduce 254 to:
% 59.57/24.73  																																																| (266) $false
% 59.57/24.73  																																																|
% 59.57/24.73  																																																|-The branch is then unsatisfiable
% 59.57/24.73  																																															|-Branch two:
% 59.57/24.73  																																															| (254)  ~ (all_0_48_48 = e4)
% 59.57/24.73  																																															| (10222) all_0_48_48 = e1 | all_0_48_48 = e0
% 59.57/24.73  																																															|
% 59.57/24.73  																																																+-Applying beta-rule and splitting (458), into two cases.
% 59.57/24.73  																																																|-Branch one:
% 59.57/24.73  																																																| (459) all_0_42_42 = e1
% 59.57/24.73  																																																|
% 59.57/24.73  																																																	| Equations (459) can reduce 198 to:
% 59.57/24.73  																																																	| (461)  ~ (all_0_47_47 = e1)
% 59.57/24.73  																																																	|
% 59.57/24.73  																																																	| Simplifying 461 yields:
% 59.57/24.73  																																																	| (462)  ~ (all_0_47_47 = e1)
% 59.57/24.73  																																																	|
% 59.57/24.73  																																																	+-Applying beta-rule and splitting (104), into two cases.
% 59.57/24.73  																																																	|-Branch one:
% 59.57/24.73  																																																	| (480) all_0_39_39 = e0
% 59.57/24.73  																																																	|
% 59.57/24.73  																																																		| Combining equations (480,317) yields a new equation:
% 59.57/24.73  																																																		| (330) e2 = e0
% 59.57/24.73  																																																		|
% 59.57/24.73  																																																		| Equations (330) can reduce 128 to:
% 59.57/24.73  																																																		| (266) $false
% 59.57/24.73  																																																		|
% 59.57/24.73  																																																		|-The branch is then unsatisfiable
% 59.57/24.73  																																																	|-Branch two:
% 59.57/24.73  																																																	| (484)  ~ (all_0_39_39 = e0)
% 59.57/24.73  																																																	| (558) all_0_42_42 = e0 | all_0_47_47 = e0 | all_0_56_56 = e0
% 59.57/24.73  																																																	|
% 59.57/24.73  																																																		| Equations (317) can reduce 484 to:
% 59.57/24.73  																																																		| (128)  ~ (e2 = e0)
% 59.57/24.73  																																																		|
% 59.57/24.73  																																																		+-Applying beta-rule and splitting (163), into two cases.
% 59.57/24.73  																																																		|-Branch one:
% 59.57/24.73  																																																		| (565) all_0_52_52 = e4
% 59.57/24.73  																																																		|
% 59.57/24.73  																																																			| Combining equations (565,352) yields a new equation:
% 59.57/24.73  																																																			| (322) e4 = e2
% 59.57/24.73  																																																			|
% 59.57/24.73  																																																			| Simplifying 322 yields:
% 59.57/24.73  																																																			| (323) e4 = e2
% 59.57/24.73  																																																			|
% 59.57/24.73  																																																			| Equations (323) can reduce 48 to:
% 59.57/24.73  																																																			| (266) $false
% 59.57/24.73  																																																			|
% 59.57/24.73  																																																			|-The branch is then unsatisfiable
% 59.57/24.73  																																																		|-Branch two:
% 59.57/24.73  																																																		| (780)  ~ (all_0_52_52 = e4)
% 59.57/24.73  																																																		| (781) (all_0_41_41 = e0 & all_0_58_58 = e3 &  ~ (all_0_44_44 = e3)) | (all_0_41_41 = e0 & all_0_58_58 = e3 &  ~ (all_0_55_55 = e0)) | (all_0_47_47 = e1 & all_0_52_52 = e2 &  ~ (all_0_48_48 = e2)) | (all_0_47_47 = e1 & all_0_52_52 = e2 &  ~ (all_0_51_51 = e1)) | (all_0_47_47 = e0 & all_0_58_58 = e2 &  ~ (all_0_49_49 = e2)) | (all_0_47_47 = e0 & all_0_58_58 = e2 &  ~ (all_0_56_56 = e0))
% 59.57/24.73  																																																		|
% 59.57/24.73  																																																			+-Applying beta-rule and splitting (781), into two cases.
% 59.57/24.73  																																																			|-Branch one:
% 59.57/24.73  																																																			| (789) (all_0_41_41 = e0 & all_0_58_58 = e3 &  ~ (all_0_44_44 = e3)) | (all_0_41_41 = e0 & all_0_58_58 = e3 &  ~ (all_0_55_55 = e0)) | (all_0_47_47 = e1 & all_0_52_52 = e2 &  ~ (all_0_48_48 = e2)) | (all_0_47_47 = e1 & all_0_52_52 = e2 &  ~ (all_0_51_51 = e1)) | (all_0_47_47 = e0 & all_0_58_58 = e2 &  ~ (all_0_49_49 = e2))
% 59.57/24.73  																																																			|
% 59.57/24.73  																																																				+-Applying beta-rule and splitting (789), into two cases.
% 59.57/24.73  																																																				|-Branch one:
% 59.57/24.73  																																																				| (790) (all_0_41_41 = e0 & all_0_58_58 = e3 &  ~ (all_0_44_44 = e3)) | (all_0_41_41 = e0 & all_0_58_58 = e3 &  ~ (all_0_55_55 = e0)) | (all_0_47_47 = e1 & all_0_52_52 = e2 &  ~ (all_0_48_48 = e2)) | (all_0_47_47 = e1 & all_0_52_52 = e2 &  ~ (all_0_51_51 = e1))
% 59.57/24.73  																																																				|
% 59.57/24.73  																																																					+-Applying beta-rule and splitting (790), into two cases.
% 59.57/24.73  																																																					|-Branch one:
% 59.57/24.73  																																																					| (791) (all_0_41_41 = e0 & all_0_58_58 = e3 &  ~ (all_0_44_44 = e3)) | (all_0_41_41 = e0 & all_0_58_58 = e3 &  ~ (all_0_55_55 = e0)) | (all_0_47_47 = e1 & all_0_52_52 = e2 &  ~ (all_0_48_48 = e2))
% 59.57/24.73  																																																					|
% 59.57/24.73  																																																						+-Applying beta-rule and splitting (791), into two cases.
% 59.57/24.73  																																																						|-Branch one:
% 59.57/24.73  																																																						| (792) (all_0_41_41 = e0 & all_0_58_58 = e3 &  ~ (all_0_44_44 = e3)) | (all_0_41_41 = e0 & all_0_58_58 = e3 &  ~ (all_0_55_55 = e0))
% 59.57/24.73  																																																						|
% 59.57/24.73  																																																							+-Applying beta-rule and splitting (792), into two cases.
% 59.57/24.73  																																																							|-Branch one:
% 59.57/24.73  																																																							| (793) all_0_41_41 = e0 & all_0_58_58 = e3 &  ~ (all_0_44_44 = e3)
% 59.57/24.73  																																																							|
% 59.57/24.73  																																																								| Applying alpha-rule on (793) yields:
% 59.57/24.73  																																																								| (794) all_0_41_41 = e0
% 59.57/24.73  																																																								| (795) all_0_58_58 = e3
% 59.57/24.73  																																																								| (407)  ~ (all_0_44_44 = e3)
% 59.57/24.73  																																																								|
% 59.57/24.73  																																																								| Combining equations (403,794) yields a new equation:
% 59.57/24.73  																																																								| (675) e3 = e0
% 59.57/24.73  																																																								|
% 59.57/24.73  																																																								| Simplifying 675 yields:
% 59.57/24.73  																																																								| (676) e3 = e0
% 59.57/24.73  																																																								|
% 59.57/24.73  																																																								| Combining equations (795,624) yields a new equation:
% 59.57/24.73  																																																								| (661) e3 = e2
% 59.57/24.73  																																																								|
% 59.57/24.73  																																																								| Simplifying 661 yields:
% 59.57/24.73  																																																								| (662) e3 = e2
% 59.57/24.73  																																																								|
% 59.57/24.73  																																																								| Combining equations (662,676) yields a new equation:
% 59.57/24.73  																																																								| (391) e2 = e0
% 59.57/24.73  																																																								|
% 59.57/24.73  																																																								| Simplifying 391 yields:
% 59.57/24.73  																																																								| (330) e2 = e0
% 59.57/24.73  																																																								|
% 59.57/24.73  																																																								| Equations (330) can reduce 128 to:
% 59.57/24.73  																																																								| (266) $false
% 59.57/24.73  																																																								|
% 59.57/24.73  																																																								|-The branch is then unsatisfiable
% 59.57/24.73  																																																							|-Branch two:
% 59.57/24.73  																																																							| (800) all_0_41_41 = e0 & all_0_58_58 = e3 &  ~ (all_0_55_55 = e0)
% 59.57/24.73  																																																							|
% 59.57/24.73  																																																								| Applying alpha-rule on (800) yields:
% 59.57/24.73  																																																								| (794) all_0_41_41 = e0
% 59.57/24.73  																																																								| (795) all_0_58_58 = e3
% 59.57/24.73  																																																								| (803)  ~ (all_0_55_55 = e0)
% 59.57/24.73  																																																								|
% 59.57/24.73  																																																								| Combining equations (403,794) yields a new equation:
% 59.57/24.73  																																																								| (675) e3 = e0
% 59.57/24.73  																																																								|
% 59.57/24.73  																																																								| Simplifying 675 yields:
% 59.57/24.73  																																																								| (676) e3 = e0
% 59.57/24.73  																																																								|
% 59.57/24.73  																																																								| Combining equations (795,624) yields a new equation:
% 59.57/24.73  																																																								| (661) e3 = e2
% 59.57/24.73  																																																								|
% 59.57/24.73  																																																								| Simplifying 661 yields:
% 59.57/24.73  																																																								| (662) e3 = e2
% 59.57/24.73  																																																								|
% 59.57/24.73  																																																								| Combining equations (662,676) yields a new equation:
% 59.57/24.73  																																																								| (391) e2 = e0
% 59.57/24.73  																																																								|
% 59.57/24.73  																																																								| Simplifying 391 yields:
% 59.57/24.73  																																																								| (330) e2 = e0
% 59.57/24.73  																																																								|
% 59.57/24.73  																																																								| Equations (330) can reduce 128 to:
% 59.57/24.73  																																																								| (266) $false
% 59.57/24.73  																																																								|
% 59.57/24.73  																																																								|-The branch is then unsatisfiable
% 59.57/24.73  																																																						|-Branch two:
% 59.57/24.73  																																																						| (807) all_0_47_47 = e1 & all_0_52_52 = e2 &  ~ (all_0_48_48 = e2)
% 59.57/24.73  																																																						|
% 59.57/24.73  																																																							| Applying alpha-rule on (807) yields:
% 59.57/24.73  																																																							| (654) all_0_47_47 = e1
% 59.57/24.73  																																																							| (352) all_0_52_52 = e2
% 59.57/24.73  																																																							| (810)  ~ (all_0_48_48 = e2)
% 59.57/24.73  																																																							|
% 59.57/24.73  																																																							| Equations (654) can reduce 462 to:
% 59.57/24.73  																																																							| (266) $false
% 59.57/24.73  																																																							|
% 59.57/24.73  																																																							|-The branch is then unsatisfiable
% 59.57/24.73  																																																					|-Branch two:
% 59.57/24.73  																																																					| (813) all_0_47_47 = e1 & all_0_52_52 = e2 &  ~ (all_0_51_51 = e1)
% 59.57/24.73  																																																					|
% 59.57/24.73  																																																						| Applying alpha-rule on (813) yields:
% 59.57/24.73  																																																						| (654) all_0_47_47 = e1
% 59.57/24.73  																																																						| (352) all_0_52_52 = e2
% 59.57/24.73  																																																						| (464)  ~ (all_0_51_51 = e1)
% 59.57/24.73  																																																						|
% 59.57/24.73  																																																						| Equations (654) can reduce 462 to:
% 59.57/24.73  																																																						| (266) $false
% 59.57/24.73  																																																						|
% 59.57/24.73  																																																						|-The branch is then unsatisfiable
% 59.57/24.73  																																																				|-Branch two:
% 59.57/24.73  																																																				| (819) all_0_47_47 = e0 & all_0_58_58 = e2 &  ~ (all_0_49_49 = e2)
% 59.57/24.73  																																																				|
% 59.57/24.73  																																																					| Applying alpha-rule on (819) yields:
% 59.57/24.73  																																																					| (674) all_0_47_47 = e0
% 59.57/24.73  																																																					| (624) all_0_58_58 = e2
% 59.57/24.73  																																																					| (340)  ~ (all_0_49_49 = e2)
% 59.57/24.73  																																																					|
% 59.57/24.73  																																																					| Equations (674) can reduce 114 to:
% 59.57/24.73  																																																					| (10200)  ~ (all_0_48_48 = e0)
% 59.57/24.73  																																																					|
% 59.57/24.73  																																																					| Simplifying 10200 yields:
% 59.57/24.73  																																																					| (1283)  ~ (all_0_48_48 = e0)
% 59.57/24.73  																																																					|
% 59.57/24.73  																																																					+-Applying beta-rule and splitting (10222), into two cases.
% 59.57/24.73  																																																					|-Branch one:
% 59.57/24.73  																																																					| (1279) all_0_48_48 = e0
% 59.57/24.73  																																																					|
% 59.57/24.73  																																																						| Equations (1279) can reduce 1283 to:
% 59.57/24.73  																																																						| (266) $false
% 59.57/24.73  																																																						|
% 59.57/24.73  																																																						|-The branch is then unsatisfiable
% 59.57/24.73  																																																					|-Branch two:
% 59.57/24.73  																																																					| (1283)  ~ (all_0_48_48 = e0)
% 59.57/24.73  																																																					| (615) all_0_48_48 = e1
% 59.57/24.73  																																																					|
% 59.57/24.73  																																																						| Equations (615) can reduce 619 to:
% 59.57/24.73  																																																						| (266) $false
% 59.57/24.73  																																																						|
% 59.57/24.73  																																																						|-The branch is then unsatisfiable
% 59.57/24.73  																																																			|-Branch two:
% 59.57/24.73  																																																			| (825) all_0_47_47 = e0 & all_0_58_58 = e2 &  ~ (all_0_56_56 = e0)
% 59.57/24.73  																																																			|
% 59.57/24.73  																																																				| Applying alpha-rule on (825) yields:
% 59.57/24.73  																																																				| (674) all_0_47_47 = e0
% 59.57/24.73  																																																				| (624) all_0_58_58 = e2
% 59.57/24.73  																																																				| (828)  ~ (all_0_56_56 = e0)
% 59.57/24.73  																																																				|
% 59.57/24.73  																																																				| Equations (674) can reduce 114 to:
% 59.57/24.73  																																																				| (10200)  ~ (all_0_48_48 = e0)
% 59.57/24.73  																																																				|
% 59.57/24.73  																																																				| Simplifying 10200 yields:
% 59.57/24.73  																																																				| (1283)  ~ (all_0_48_48 = e0)
% 59.57/24.73  																																																				|
% 59.57/24.73  																																																				+-Applying beta-rule and splitting (10222), into two cases.
% 59.57/24.73  																																																				|-Branch one:
% 59.57/24.73  																																																				| (1279) all_0_48_48 = e0
% 59.57/24.73  																																																				|
% 59.57/24.73  																																																					| Equations (1279) can reduce 1283 to:
% 59.57/24.73  																																																					| (266) $false
% 59.57/24.73  																																																					|
% 59.57/24.73  																																																					|-The branch is then unsatisfiable
% 59.57/24.73  																																																				|-Branch two:
% 59.57/24.73  																																																				| (1283)  ~ (all_0_48_48 = e0)
% 59.57/24.73  																																																				| (615) all_0_48_48 = e1
% 59.57/24.73  																																																				|
% 59.57/24.73  																																																					| Equations (615) can reduce 619 to:
% 59.57/24.73  																																																					| (266) $false
% 59.57/24.73  																																																					|
% 59.57/24.73  																																																					|-The branch is then unsatisfiable
% 59.57/24.73  																																																|-Branch two:
% 59.57/24.73  																																																| (1380)  ~ (all_0_42_42 = e1)
% 59.57/24.73  																																																| (1381) all_0_43_43 = e1 | all_0_44_44 = e1
% 59.57/24.73  																																																|
% 59.57/24.73  																																																	+-Applying beta-rule and splitting (1381), into two cases.
% 59.57/24.73  																																																	|-Branch one:
% 59.57/24.73  																																																	| (430) all_0_43_43 = e1
% 59.57/24.73  																																																	|
% 59.57/24.73  																																																		| Combining equations (430,396) yields a new equation:
% 59.57/24.73  																																																		| (630) e4 = e1
% 59.57/24.73  																																																		|
% 59.57/24.73  																																																		| Equations (630) can reduce 110 to:
% 59.57/24.73  																																																		| (266) $false
% 59.57/24.73  																																																		|
% 59.57/24.73  																																																		|-The branch is then unsatisfiable
% 59.57/24.73  																																																	|-Branch two:
% 59.57/24.73  																																																	| (433)  ~ (all_0_43_43 = e1)
% 59.57/24.73  																																																	| (635) all_0_44_44 = e1
% 59.57/24.73  																																																	|
% 59.57/24.73  																																																		| Equations (635) can reduce 639 to:
% 59.57/24.73  																																																		| (266) $false
% 59.57/24.73  																																																		|
% 59.57/24.73  																																																		|-The branch is then unsatisfiable
% 59.57/24.73  																																												|-Branch two:
% 59.57/24.73  																																												| (525)  ~ (all_0_49_49 = e3)
% 59.57/24.73  																																												| (887) all_0_53_53 = e3 | all_0_58_58 = e3
% 59.57/24.73  																																												|
% 59.57/24.73  																																													+-Applying beta-rule and splitting (887), into two cases.
% 59.57/24.73  																																													|-Branch one:
% 59.57/24.73  																																													| (665) all_0_53_53 = e3
% 59.57/24.73  																																													|
% 59.57/24.73  																																														| Combining equations (1298,665) yields a new equation:
% 59.57/24.73  																																														| (424) e4 = e3
% 59.57/24.73  																																														|
% 59.57/24.73  																																														| Simplifying 424 yields:
% 59.57/24.73  																																														| (425) e4 = e3
% 59.57/24.73  																																														|
% 59.57/24.73  																																														| Equations (425) can reduce 188 to:
% 59.57/24.73  																																														| (266) $false
% 59.57/24.73  																																														|
% 59.57/24.73  																																														|-The branch is then unsatisfiable
% 59.57/24.73  																																													|-Branch two:
% 59.57/24.73  																																													| (903)  ~ (all_0_53_53 = e3)
% 59.57/24.73  																																													| (795) all_0_58_58 = e3
% 59.57/24.73  																																													|
% 59.57/24.73  																																														| Combining equations (795,624) yields a new equation:
% 59.57/24.73  																																														| (661) e3 = e2
% 59.57/24.73  																																														|
% 59.57/24.73  																																														| Simplifying 661 yields:
% 59.57/24.73  																																														| (662) e3 = e2
% 59.57/24.73  																																														|
% 59.57/24.73  																																														| Equations (662) can reduce 212 to:
% 59.57/24.73  																																														| (266) $false
% 59.57/24.73  																																														|
% 59.57/24.73  																																														|-The branch is then unsatisfiable
% 59.57/24.73  																																						|-Branch two:
% 59.57/24.73  																																						| (759)  ~ (all_0_50_50 = e1)
% 59.57/24.73  																																						| (415) all_0_50_50 = e3
% 59.57/24.73  																																						|
% 59.57/24.73  																																							| Equations (415) can reduce 411 to:
% 59.57/24.73  																																							| (266) $false
% 59.57/24.73  																																							|
% 59.57/24.73  																																							|-The branch is then unsatisfiable
% 59.57/24.73  																																|-Branch two:
% 59.57/24.73  																																| (664)  ~ (all_0_51_51 = e3)
% 59.57/24.73  																																| (665) all_0_53_53 = e3
% 59.57/24.73  																																|
% 59.57/24.73  																																	| Combining equations (665,1298) yields a new equation:
% 59.57/24.73  																																	| (425) e4 = e3
% 59.57/24.73  																																	|
% 59.57/24.73  																																	| Equations (425) can reduce 188 to:
% 59.57/24.73  																																	| (266) $false
% 59.57/24.73  																																	|
% 59.57/24.73  																																	|-The branch is then unsatisfiable
% 59.57/24.73  																															|-Branch two:
% 59.57/24.73  																															| (1898)  ~ (all_0_41_41 = e3)
% 59.57/24.73  																															| (1923) all_0_46_46 = e3 | all_0_50_50 = e3 | all_0_55_55 = e3
% 59.57/24.73  																															|
% 59.57/24.73  																																+-Applying beta-rule and splitting (418), into two cases.
% 59.57/24.73  																																|-Branch one:
% 59.57/24.73  																																| (660) all_0_51_51 = e3
% 59.57/24.73  																																|
% 59.57/24.73  																																	| Equations (660) can reduce 61 to:
% 59.57/24.73  																																	| (405)  ~ (all_0_42_42 = e3)
% 59.57/24.73  																																	|
% 59.57/24.73  																																	| Equations (660) can reduce 224 to:
% 59.57/24.73  																																	| (1091)  ~ (all_0_47_47 = e3)
% 59.57/24.73  																																	|
% 59.57/24.73  																																	| Equations (660) can reduce 475 to:
% 59.57/24.73  																																	| (277)  ~ (e4 = e3)
% 59.57/24.73  																																	|
% 59.57/24.73  																																	| Simplifying 277 yields:
% 59.57/24.73  																																	| (188)  ~ (e4 = e3)
% 59.57/24.74  																																	|
% 59.57/24.74  																																	| Equations (660) can reduce 1099 to:
% 59.57/24.74  																																	| (212)  ~ (e3 = e2)
% 59.57/24.74  																																	|
% 59.57/24.74  																																	+-Applying beta-rule and splitting (113), into two cases.
% 59.57/24.74  																																	|-Branch one:
% 59.57/24.74  																																	| (403) all_0_41_41 = e3
% 59.57/24.74  																																	|
% 59.57/24.74  																																		| Equations (403) can reduce 1898 to:
% 59.57/24.74  																																		| (266) $false
% 59.57/24.74  																																		|
% 59.57/24.74  																																		|-The branch is then unsatisfiable
% 59.57/24.74  																																	|-Branch two:
% 59.57/24.74  																																	| (1898)  ~ (all_0_41_41 = e3)
% 59.57/24.74  																																	| (1899) all_0_42_42 = e3 | all_0_44_44 = e3
% 59.57/24.74  																																	|
% 59.57/24.74  																																		+-Applying beta-rule and splitting (78), into two cases.
% 59.57/24.74  																																		|-Branch one:
% 59.57/24.74  																																		| (423) all_0_45_45 = e3
% 59.57/24.74  																																		|
% 59.57/24.74  																																			| Combining equations (423,248) yields a new equation:
% 59.57/24.74  																																			| (425) e4 = e3
% 59.57/24.74  																																			|
% 59.57/24.74  																																			| Equations (425) can reduce 188 to:
% 59.57/24.74  																																			| (266) $false
% 59.57/24.74  																																			|
% 59.57/24.74  																																			|-The branch is then unsatisfiable
% 59.57/24.74  																																		|-Branch two:
% 59.57/24.74  																																		| (427)  ~ (all_0_45_45 = e3)
% 59.57/24.74  																																		| (428) all_0_46_46 = e3 | all_0_47_47 = e3 | all_0_49_49 = e3
% 59.57/24.74  																																		|
% 59.57/24.74  																																			+-Applying beta-rule and splitting (428), into two cases.
% 59.57/24.74  																																			|-Branch one:
% 59.57/24.74  																																			| (1557) all_0_46_46 = e3
% 59.57/24.74  																																			|
% 59.57/24.74  																																				| Combining equations (1557,1794) yields a new equation:
% 59.57/24.74  																																				| (661) e3 = e2
% 59.57/24.74  																																				|
% 59.57/24.74  																																				| Simplifying 661 yields:
% 59.57/24.74  																																				| (662) e3 = e2
% 59.57/24.74  																																				|
% 59.57/24.74  																																				| Equations (662) can reduce 212 to:
% 59.57/24.74  																																				| (266) $false
% 59.57/24.74  																																				|
% 59.57/24.74  																																				|-The branch is then unsatisfiable
% 59.57/24.74  																																			|-Branch two:
% 59.57/24.74  																																			| (409)  ~ (all_0_46_46 = e3)
% 59.57/24.74  																																			| (1561) all_0_47_47 = e3 | all_0_49_49 = e3
% 59.57/24.74  																																			|
% 59.57/24.74  																																				+-Applying beta-rule and splitting (1899), into two cases.
% 59.57/24.74  																																				|-Branch one:
% 59.57/24.74  																																				| (516) all_0_42_42 = e3
% 59.57/24.74  																																				|
% 59.57/24.74  																																					| Equations (516) can reduce 405 to:
% 59.57/24.74  																																					| (266) $false
% 59.57/24.74  																																					|
% 59.57/24.74  																																					|-The branch is then unsatisfiable
% 59.57/24.74  																																				|-Branch two:
% 59.57/24.74  																																				| (405)  ~ (all_0_42_42 = e3)
% 59.57/24.74  																																				| (532) all_0_44_44 = e3
% 59.57/24.74  																																				|
% 59.57/24.74  																																					| Equations (532) can reduce 73 to:
% 59.57/24.74  																																					| (405)  ~ (all_0_42_42 = e3)
% 59.57/24.74  																																					|
% 59.57/24.74  																																					| Equations (532) can reduce 9 to:
% 59.57/24.74  																																					| (524)  ~ (all_0_49_49 = e3)
% 59.57/24.74  																																					|
% 59.57/24.74  																																					| Simplifying 524 yields:
% 59.57/24.74  																																					| (525)  ~ (all_0_49_49 = e3)
% 59.57/24.74  																																					|
% 59.57/24.74  																																					+-Applying beta-rule and splitting (54), into two cases.
% 59.57/24.74  																																					|-Branch one:
% 59.57/24.74  																																					| (583) all_0_49_49 = e2
% 59.57/24.74  																																					|
% 59.57/24.74  																																						| Equations (583) can reduce 340 to:
% 59.57/24.74  																																						| (266) $false
% 59.57/24.74  																																						|
% 59.57/24.74  																																						|-The branch is then unsatisfiable
% 59.57/24.74  																																					|-Branch two:
% 59.57/24.74  																																					| (340)  ~ (all_0_49_49 = e2)
% 59.57/24.74  																																					| (586) all_0_49_49 = e4 | all_0_49_49 = e3 | all_0_49_49 = e1 | all_0_49_49 = e0
% 59.57/24.74  																																					|
% 59.57/24.74  																																						+-Applying beta-rule and splitting (586), into two cases.
% 59.57/24.74  																																						|-Branch one:
% 59.57/24.74  																																						| (974) all_0_49_49 = e4
% 59.57/24.74  																																						|
% 59.57/24.74  																																							| Equations (974) can reduce 256 to:
% 59.57/24.74  																																							| (266) $false
% 59.57/24.74  																																							|
% 59.57/24.74  																																							|-The branch is then unsatisfiable
% 59.57/24.74  																																						|-Branch two:
% 59.57/24.74  																																						| (256)  ~ (all_0_49_49 = e4)
% 59.57/24.74  																																						| (977) all_0_49_49 = e3 | all_0_49_49 = e1 | all_0_49_49 = e0
% 59.57/24.74  																																						|
% 59.57/24.74  																																							+-Applying beta-rule and splitting (977), into two cases.
% 59.57/24.74  																																							|-Branch one:
% 59.57/24.74  																																							| (978) all_0_49_49 = e0
% 59.57/24.74  																																							|
% 59.57/24.74  																																								| Equations (978) can reduce 487 to:
% 59.57/24.74  																																								| (266) $false
% 59.57/24.74  																																								|
% 59.57/24.74  																																								|-The branch is then unsatisfiable
% 59.57/24.74  																																							|-Branch two:
% 59.57/24.74  																																							| (487)  ~ (all_0_49_49 = e0)
% 59.57/24.74  																																							| (981) all_0_49_49 = e3 | all_0_49_49 = e1
% 59.57/24.74  																																							|
% 59.57/24.74  																																								+-Applying beta-rule and splitting (981), into two cases.
% 59.57/24.74  																																								|-Branch one:
% 59.57/24.74  																																								| (671) all_0_49_49 = e1
% 59.57/24.74  																																								|
% 59.57/24.74  																																									| Equations (671) can reduce 86 to:
% 59.57/24.74  																																									| (462)  ~ (all_0_47_47 = e1)
% 59.57/24.74  																																									|
% 59.57/24.74  																																									| Equations (671) can reduce 185 to:
% 59.57/24.74  																																									| (619)  ~ (all_0_48_48 = e1)
% 59.57/24.74  																																									|
% 59.57/24.74  																																									| Equations (671) can reduce 256 to:
% 59.57/24.74  																																									| (602)  ~ (e4 = e1)
% 59.57/24.74  																																									|
% 59.57/24.74  																																									| Simplifying 602 yields:
% 59.57/24.74  																																									| (110)  ~ (e4 = e1)
% 59.57/24.74  																																									|
% 59.57/24.74  																																									| Equations (671) can reduce 340 to:
% 59.57/24.74  																																									| (604)  ~ (e2 = e1)
% 59.57/24.74  																																									|
% 59.57/24.74  																																									| Simplifying 604 yields:
% 59.57/24.74  																																									| (122)  ~ (e2 = e1)
% 59.57/24.74  																																									|
% 59.57/24.74  																																									+-Applying beta-rule and splitting (130), into two cases.
% 59.57/24.74  																																									|-Branch one:
% 59.57/24.74  																																									| (430) all_0_43_43 = e1
% 59.57/24.74  																																									|
% 59.57/24.74  																																										| Combining equations (430,396) yields a new equation:
% 59.57/24.74  																																										| (630) e4 = e1
% 59.57/24.74  																																										|
% 59.57/24.74  																																										| Equations (630) can reduce 110 to:
% 59.57/24.74  																																										| (266) $false
% 59.57/24.74  																																										|
% 59.57/24.74  																																										|-The branch is then unsatisfiable
% 59.57/24.74  																																									|-Branch two:
% 59.57/24.74  																																									| (433)  ~ (all_0_43_43 = e1)
% 59.57/24.74  																																									| (434) all_0_48_48 = e1 | all_0_52_52 = e1 | all_0_57_57 = e1
% 59.57/24.74  																																									|
% 59.57/24.74  																																										+-Applying beta-rule and splitting (434), into two cases.
% 59.57/24.74  																																										|-Branch one:
% 59.57/24.74  																																										| (615) all_0_48_48 = e1
% 59.57/24.74  																																										|
% 59.57/24.74  																																											| Equations (615) can reduce 619 to:
% 59.57/24.74  																																											| (266) $false
% 59.57/24.74  																																											|
% 59.57/24.74  																																											|-The branch is then unsatisfiable
% 59.57/24.74  																																										|-Branch two:
% 59.57/24.74  																																										| (619)  ~ (all_0_48_48 = e1)
% 59.57/24.74  																																										| (620) all_0_52_52 = e1 | all_0_57_57 = e1
% 59.57/24.74  																																										|
% 59.57/24.74  																																											+-Applying beta-rule and splitting (620), into two cases.
% 59.57/24.74  																																											|-Branch one:
% 59.57/24.74  																																											| (642) all_0_52_52 = e1
% 59.57/24.74  																																											|
% 59.57/24.74  																																												| Combining equations (352,642) yields a new equation:
% 59.57/24.74  																																												| (616) e2 = e1
% 59.57/24.74  																																												|
% 59.57/24.74  																																												| Simplifying 616 yields:
% 59.57/24.74  																																												| (617) e2 = e1
% 59.57/24.74  																																												|
% 59.57/24.74  																																												| Equations (617) can reduce 122 to:
% 59.57/24.74  																																												| (266) $false
% 59.57/24.74  																																												|
% 59.57/24.74  																																												|-The branch is then unsatisfiable
% 59.57/24.74  																																											|-Branch two:
% 59.57/24.74  																																											| (646)  ~ (all_0_52_52 = e1)
% 59.57/24.74  																																											| (647) all_0_57_57 = e1
% 59.57/24.74  																																											|
% 59.57/24.74  																																												| Equations (647) can reduce 839 to:
% 59.57/24.74  																																												| (602)  ~ (e4 = e1)
% 59.57/24.74  																																												|
% 59.57/24.74  																																												| Simplifying 602 yields:
% 59.57/24.74  																																												| (110)  ~ (e4 = e1)
% 59.57/24.74  																																												|
% 59.57/24.74  																																												| Equations (647) can reduce 67 to:
% 59.57/24.74  																																												| (467)  ~ (e3 = e1)
% 59.57/24.74  																																												|
% 59.57/24.74  																																												| Simplifying 467 yields:
% 59.57/24.74  																																												| (213)  ~ (e3 = e1)
% 59.57/24.74  																																												|
% 59.57/24.74  																																												+-Applying beta-rule and splitting (131), into two cases.
% 59.57/24.74  																																												|-Branch one:
% 59.57/24.74  																																												| (459) all_0_42_42 = e1
% 59.57/24.74  																																												|
% 59.57/24.74  																																													| Equations (459) can reduce 405 to:
% 59.57/24.74  																																													| (467)  ~ (e3 = e1)
% 59.57/24.74  																																													|
% 59.57/24.74  																																													| Simplifying 467 yields:
% 59.57/24.74  																																													| (213)  ~ (e3 = e1)
% 59.57/24.74  																																													|
% 59.57/24.74  																																													+-Applying beta-rule and splitting (1561), into two cases.
% 59.57/24.74  																																													|-Branch one:
% 59.57/24.74  																																													| (522) all_0_47_47 = e3
% 59.57/24.74  																																													|
% 59.57/24.74  																																														| Equations (522) can reduce 1091 to:
% 59.57/24.74  																																														| (266) $false
% 59.57/24.74  																																														|
% 59.57/24.74  																																														|-The branch is then unsatisfiable
% 59.57/24.74  																																													|-Branch two:
% 59.57/24.74  																																													| (1091)  ~ (all_0_47_47 = e3)
% 59.57/24.74  																																													| (884) all_0_49_49 = e3
% 59.57/24.74  																																													|
% 59.57/24.74  																																														| Combining equations (671,884) yields a new equation:
% 59.57/24.74  																																														| (455) e3 = e1
% 59.57/24.74  																																														|
% 59.57/24.74  																																														| Equations (455) can reduce 213 to:
% 59.57/24.74  																																														| (266) $false
% 59.57/24.74  																																														|
% 59.57/24.74  																																														|-The branch is then unsatisfiable
% 59.57/24.74  																																												|-Branch two:
% 59.57/24.74  																																												| (1380)  ~ (all_0_42_42 = e1)
% 59.57/24.74  																																												| (3259) all_0_47_47 = e1 | all_0_51_51 = e1 | all_0_56_56 = e1
% 59.57/24.74  																																												|
% 59.57/24.74  																																													+-Applying beta-rule and splitting (3259), into two cases.
% 59.57/24.74  																																													|-Branch one:
% 59.57/24.74  																																													| (654) all_0_47_47 = e1
% 59.57/24.74  																																													|
% 59.57/24.74  																																														| Equations (654) can reduce 462 to:
% 59.57/24.74  																																														| (266) $false
% 59.57/24.74  																																														|
% 59.57/24.74  																																														|-The branch is then unsatisfiable
% 59.57/24.74  																																													|-Branch two:
% 59.57/24.74  																																													| (462)  ~ (all_0_47_47 = e1)
% 59.57/24.74  																																													| (3264) all_0_51_51 = e1 | all_0_56_56 = e1
% 59.57/24.74  																																													|
% 59.57/24.74  																																														+-Applying beta-rule and splitting (3264), into two cases.
% 59.57/24.74  																																														|-Branch one:
% 59.57/24.74  																																														| (1109) all_0_51_51 = e1
% 59.57/24.74  																																														|
% 59.57/24.74  																																															| Combining equations (660,1109) yields a new equation:
% 59.57/24.74  																																															| (454) e3 = e1
% 59.57/24.74  																																															|
% 59.57/24.74  																																															| Simplifying 454 yields:
% 59.57/24.74  																																															| (455) e3 = e1
% 59.57/24.74  																																															|
% 59.57/24.74  																																															| Equations (455) can reduce 213 to:
% 59.57/24.74  																																															| (266) $false
% 59.57/24.74  																																															|
% 59.57/24.74  																																															|-The branch is then unsatisfiable
% 59.57/24.74  																																														|-Branch two:
% 59.57/24.74  																																														| (464)  ~ (all_0_51_51 = e1)
% 59.57/24.74  																																														| (1569) all_0_56_56 = e1
% 59.57/24.74  																																														|
% 59.57/24.74  																																															| Combining equations (1569,842) yields a new equation:
% 59.57/24.74  																																															| (630) e4 = e1
% 59.57/24.74  																																															|
% 59.57/24.74  																																															| Equations (630) can reduce 110 to:
% 59.57/24.74  																																															| (266) $false
% 59.57/24.74  																																															|
% 59.57/24.74  																																															|-The branch is then unsatisfiable
% 59.57/24.74  																																								|-Branch two:
% 59.57/24.74  																																								| (1064)  ~ (all_0_49_49 = e1)
% 59.57/24.74  																																								| (884) all_0_49_49 = e3
% 59.57/24.74  																																								|
% 59.57/24.74  																																									| Equations (884) can reduce 525 to:
% 59.57/24.74  																																									| (266) $false
% 59.57/24.74  																																									|
% 59.57/24.74  																																									|-The branch is then unsatisfiable
% 59.57/24.74  																																|-Branch two:
% 59.57/24.74  																																| (664)  ~ (all_0_51_51 = e3)
% 59.57/24.74  																																| (665) all_0_53_53 = e3
% 59.57/24.74  																																|
% 59.57/24.74  																																	| Combining equations (665,1298) yields a new equation:
% 59.57/24.74  																																	| (425) e4 = e3
% 59.57/24.74  																																	|
% 59.57/24.74  																																	| Equations (425) can reduce 188 to:
% 59.57/24.74  																																	| (266) $false
% 59.57/24.74  																																	|
% 59.57/24.74  																																	|-The branch is then unsatisfiable
% 59.57/24.74  																										|-Branch two:
% 59.57/24.74  																										| (477)  ~ (all_0_56_56 = e4)
% 59.57/24.74  																										| (935) all_0_57_57 = e4 | all_0_58_58 = e4
% 59.57/24.74  																										|
% 59.57/24.74  																											+-Applying beta-rule and splitting (6548), into two cases.
% 59.57/24.74  																											|-Branch one:
% 59.57/24.74  																											| (1101) all_0_51_51 = e4
% 59.57/24.74  																											|
% 59.57/24.74  																												| Equations (1101) can reduce 475 to:
% 59.57/24.74  																												| (266) $false
% 59.57/24.74  																												|
% 59.57/24.74  																												|-The branch is then unsatisfiable
% 59.57/24.74  																											|-Branch two:
% 59.57/24.74  																											| (475)  ~ (all_0_51_51 = e4)
% 59.57/24.74  																											| (842) all_0_56_56 = e4
% 59.57/24.74  																											|
% 59.57/24.74  																												| Equations (842) can reduce 477 to:
% 59.57/24.74  																												| (266) $false
% 59.57/24.74  																												|
% 59.57/24.74  																												|-The branch is then unsatisfiable
% 59.57/24.74  																				|-Branch two:
% 59.57/24.74  																				| (1453)  ~ (all_0_53_53 = e4)
% 59.57/24.74  																				| (910) all_0_58_58 = e4
% 59.57/24.74  																				|
% 59.57/24.74  																					| Combining equations (910,624) yields a new equation:
% 59.57/24.74  																					| (322) e4 = e2
% 59.57/24.74  																					|
% 59.57/24.74  																					| Simplifying 322 yields:
% 59.57/24.74  																					| (323) e4 = e2
% 59.57/24.74  																					|
% 59.57/24.74  																					| Equations (323) can reduce 48 to:
% 59.57/24.74  																					| (266) $false
% 59.57/24.74  																					|
% 59.57/24.74  																					|-The branch is then unsatisfiable
% 59.57/24.74  																|-Branch two:
% 59.57/24.74  																| (399)  ~ (all_0_43_43 = e4)
% 59.57/24.74  																| (6374) all_0_43_43 = e1 | all_0_43_43 = e0
% 59.57/24.74  																|
% 59.57/24.74  																	+-Applying beta-rule and splitting (230), into two cases.
% 59.57/24.74  																	|-Branch one:
% 59.57/24.74  																	| (396) all_0_43_43 = e4
% 59.57/24.74  																	|
% 59.57/24.74  																		| Equations (396) can reduce 399 to:
% 59.57/24.74  																		| (266) $false
% 59.57/24.74  																		|
% 59.57/24.74  																		|-The branch is then unsatisfiable
% 59.57/24.74  																	|-Branch two:
% 59.57/24.74  																	| (399)  ~ (all_0_43_43 = e4)
% 59.57/24.74  																	| (400) all_0_48_48 = e4 | all_0_52_52 = e4 | all_0_57_57 = e4
% 59.57/24.74  																	|
% 59.57/24.74  																		+-Applying beta-rule and splitting (400), into two cases.
% 59.57/24.74  																		|-Branch one:
% 59.57/24.74  																		| (943) all_0_48_48 = e4
% 59.57/24.74  																		|
% 59.57/24.74  																			| Equations (943) can reduce 254 to:
% 59.57/24.74  																			| (266) $false
% 59.57/24.74  																			|
% 59.57/24.74  																			|-The branch is then unsatisfiable
% 59.57/24.74  																		|-Branch two:
% 59.57/24.74  																		| (254)  ~ (all_0_48_48 = e4)
% 59.57/24.74  																		| (947) all_0_52_52 = e4 | all_0_57_57 = e4
% 59.57/24.74  																		|
% 59.57/24.74  																			+-Applying beta-rule and splitting (947), into two cases.
% 59.57/24.74  																			|-Branch one:
% 59.57/24.74  																			| (565) all_0_52_52 = e4
% 59.57/24.74  																			|
% 59.57/24.74  																				| Combining equations (352,565) yields a new equation:
% 59.57/24.74  																				| (323) e4 = e2
% 59.57/24.74  																				|
% 59.57/24.74  																				| Equations (323) can reduce 48 to:
% 59.57/24.74  																				| (266) $false
% 59.57/24.74  																				|
% 59.57/24.74  																				|-The branch is then unsatisfiable
% 59.57/24.74  																			|-Branch two:
% 59.57/24.74  																			| (780)  ~ (all_0_52_52 = e4)
% 59.57/24.74  																			| (871) all_0_57_57 = e4
% 59.57/24.74  																			|
% 59.57/24.74  																				| Equations (871) can reduce 199 to:
% 59.57/24.74  																				| (399)  ~ (all_0_43_43 = e4)
% 59.57/24.74  																				|
% 59.57/24.74  																				| Equations (871) can reduce 239 to:
% 59.57/24.74  																				| (254)  ~ (all_0_48_48 = e4)
% 59.57/24.74  																				|
% 59.57/24.74  																				| Equations (871) can reduce 81 to:
% 59.57/24.74  																				| (763)  ~ (all_0_55_55 = e4)
% 59.57/24.74  																				|
% 59.57/24.74  																				| Equations (871) can reduce 67 to:
% 59.57/24.74  																				| (188)  ~ (e4 = e3)
% 59.57/24.74  																				|
% 59.57/24.74  																				| Equations (871) can reduce 344 to:
% 59.57/24.74  																				| (48)  ~ (e4 = e2)
% 59.57/24.74  																				|
% 59.57/24.74  																				| From (871) and (83) follows:
% 59.57/24.74  																				| (3109) op(e0, e1) = e4
% 59.57/24.74  																				|
% 59.57/24.74  																				+-Applying beta-rule and splitting (4), into two cases.
% 59.57/24.74  																				|-Branch one:
% 59.57/24.74  																				| (356) all_0_43_43 = e0
% 59.57/24.74  																				|
% 59.57/24.74  																					| Equations (356) can reduce 31 to:
% 59.57/24.74  																					| (357)  ~ (all_0_41_41 = e0)
% 59.57/24.74  																					|
% 59.57/24.74  																					| Equations (356) can reduce 159 to:
% 59.57/24.74  																					| (359)  ~ (all_0_44_44 = e0)
% 59.57/24.74  																					|
% 59.57/24.74  																					| Simplifying 359 yields:
% 59.57/24.74  																					| (360)  ~ (all_0_44_44 = e0)
% 59.57/24.74  																					|
% 59.57/24.74  																					| Equations (356) can reduce 17 to:
% 59.57/24.74  																					| (10200)  ~ (all_0_48_48 = e0)
% 59.57/24.74  																					|
% 59.57/24.74  																					| Simplifying 10200 yields:
% 59.57/24.74  																					| (1283)  ~ (all_0_48_48 = e0)
% 59.57/24.74  																					|
% 59.57/24.74  																					| Equations (356) can reduce 399 to:
% 59.57/24.74  																					| (401)  ~ (e4 = e0)
% 59.57/24.74  																					|
% 59.57/24.74  																					| Simplifying 401 yields:
% 59.57/24.74  																					| (49)  ~ (e4 = e0)
% 59.57/24.74  																					|
% 59.57/24.74  																					| Equations (356) can reduce 96 to:
% 59.57/24.74  																					| (365)  ~ (e2 = e0)
% 59.57/24.74  																					|
% 59.57/24.74  																					| Simplifying 365 yields:
% 59.57/24.74  																					| (128)  ~ (e2 = e0)
% 59.57/24.74  																					|
% 59.57/24.74  																					+-Applying beta-rule and splitting (228), into two cases.
% 59.57/24.74  																					|-Branch one:
% 59.57/24.74  																					| (335) all_0_48_48 = e2
% 59.57/24.74  																					|
% 59.57/24.74  																						| Equations (335) can reduce 810 to:
% 59.57/24.74  																						| (266) $false
% 59.57/24.74  																						|
% 59.57/24.74  																						|-The branch is then unsatisfiable
% 59.57/24.74  																					|-Branch two:
% 59.57/24.74  																					| (810)  ~ (all_0_48_48 = e2)
% 59.57/24.74  																					| (10218) all_0_48_48 = e4 | all_0_48_48 = e1 | all_0_48_48 = e0
% 59.57/24.74  																					|
% 59.57/24.74  																						+-Applying beta-rule and splitting (10218), into two cases.
% 59.57/24.74  																						|-Branch one:
% 59.57/24.74  																						| (943) all_0_48_48 = e4
% 59.57/24.74  																						|
% 59.57/24.74  																							| Equations (943) can reduce 254 to:
% 59.57/24.74  																							| (266) $false
% 59.57/24.74  																							|
% 59.57/24.74  																							|-The branch is then unsatisfiable
% 59.57/24.74  																						|-Branch two:
% 59.57/24.74  																						| (254)  ~ (all_0_48_48 = e4)
% 59.57/24.74  																						| (10222) all_0_48_48 = e1 | all_0_48_48 = e0
% 59.57/24.74  																						|
% 59.57/24.74  																							+-Applying beta-rule and splitting (10222), into two cases.
% 59.57/24.74  																							|-Branch one:
% 59.57/24.74  																							| (1279) all_0_48_48 = e0
% 59.57/24.74  																							|
% 59.57/24.74  																								| Equations (1279) can reduce 1283 to:
% 59.57/24.74  																								| (266) $false
% 59.57/24.74  																								|
% 59.57/24.74  																								|-The branch is then unsatisfiable
% 59.57/24.74  																							|-Branch two:
% 59.57/24.74  																							| (1283)  ~ (all_0_48_48 = e0)
% 59.57/24.74  																							| (615) all_0_48_48 = e1
% 59.57/24.74  																							|
% 59.57/24.74  																								| Equations (615) can reduce 114 to:
% 59.57/24.74  																								| (462)  ~ (all_0_47_47 = e1)
% 59.57/24.74  																								|
% 59.57/24.74  																								| Equations (615) can reduce 185 to:
% 59.57/24.74  																								| (1419)  ~ (all_0_49_49 = e1)
% 59.57/24.74  																								|
% 59.57/24.74  																								| Simplifying 1419 yields:
% 59.57/24.74  																								| (1064)  ~ (all_0_49_49 = e1)
% 59.57/24.74  																								|
% 59.57/24.74  																								| Equations (615) can reduce 254 to:
% 59.57/24.74  																								| (602)  ~ (e4 = e1)
% 59.57/24.74  																								|
% 59.57/24.74  																								| Simplifying 602 yields:
% 59.57/24.74  																								| (110)  ~ (e4 = e1)
% 59.57/24.74  																								|
% 59.57/24.74  																								| Equations (615) can reduce 810 to:
% 59.57/24.74  																								| (604)  ~ (e2 = e1)
% 59.57/24.74  																								|
% 59.57/24.74  																								| Simplifying 604 yields:
% 59.57/24.74  																								| (122)  ~ (e2 = e1)
% 59.57/24.74  																								|
% 59.57/24.74  																								+-Applying beta-rule and splitting (54), into two cases.
% 59.57/24.74  																								|-Branch one:
% 59.57/24.74  																								| (583) all_0_49_49 = e2
% 59.57/24.74  																								|
% 59.57/24.74  																									| Equations (583) can reduce 340 to:
% 59.57/24.74  																									| (266) $false
% 59.57/24.74  																									|
% 59.57/24.74  																									|-The branch is then unsatisfiable
% 59.57/24.74  																								|-Branch two:
% 59.57/24.74  																								| (340)  ~ (all_0_49_49 = e2)
% 59.57/24.74  																								| (586) all_0_49_49 = e4 | all_0_49_49 = e3 | all_0_49_49 = e1 | all_0_49_49 = e0
% 59.57/24.74  																								|
% 59.57/24.74  																									+-Applying beta-rule and splitting (586), into two cases.
% 59.57/24.74  																									|-Branch one:
% 59.57/24.74  																									| (974) all_0_49_49 = e4
% 59.57/24.74  																									|
% 59.57/24.74  																										| Equations (974) can reduce 256 to:
% 59.57/24.74  																										| (266) $false
% 59.57/24.74  																										|
% 59.57/24.74  																										|-The branch is then unsatisfiable
% 59.57/24.74  																									|-Branch two:
% 59.57/24.74  																									| (256)  ~ (all_0_49_49 = e4)
% 59.57/24.74  																									| (977) all_0_49_49 = e3 | all_0_49_49 = e1 | all_0_49_49 = e0
% 59.57/24.74  																									|
% 59.57/24.74  																										+-Applying beta-rule and splitting (243), into two cases.
% 59.57/24.74  																										|-Branch one:
% 59.57/24.74  																										| (329) all_0_38_38 = e0
% 59.57/24.74  																										|
% 59.57/24.74  																											| Combining equations (329,321) yields a new equation:
% 59.57/24.74  																											| (397) e4 = e0
% 59.57/24.74  																											|
% 59.57/24.74  																											| Equations (397) can reduce 49 to:
% 59.57/24.74  																											| (266) $false
% 59.57/24.74  																											|
% 59.57/24.74  																											|-The branch is then unsatisfiable
% 59.57/24.74  																										|-Branch two:
% 59.57/24.74  																										| (332)  ~ (all_0_38_38 = e0)
% 59.57/24.74  																										| (395) all_0_41_41 = e0 | all_0_46_46 = e0 | all_0_55_55 = e0
% 59.57/24.74  																										|
% 59.57/24.74  																											+-Applying beta-rule and splitting (184), into two cases.
% 59.57/24.74  																											|-Branch one:
% 59.57/24.74  																											| (538) all_0_46_46 = e0
% 59.57/24.74  																											|
% 59.57/24.74  																												| Combining equations (1794,538) yields a new equation:
% 59.57/24.74  																												| (391) e2 = e0
% 59.57/24.74  																												|
% 59.57/24.74  																												| Simplifying 391 yields:
% 59.57/24.74  																												| (330) e2 = e0
% 59.57/24.74  																												|
% 59.57/24.74  																												| Equations (330) can reduce 128 to:
% 59.57/24.74  																												| (266) $false
% 59.57/24.75  																												|
% 59.57/24.75  																												|-The branch is then unsatisfiable
% 59.57/24.75  																											|-Branch two:
% 59.57/24.75  																											| (831)  ~ (all_0_46_46 = e0)
% 59.57/24.75  																											| (832) all_0_47_47 = e0 | all_0_48_48 = e0 | all_0_49_49 = e0
% 59.57/24.75  																											|
% 59.57/24.75  																												+-Applying beta-rule and splitting (163), into two cases.
% 59.57/24.75  																												|-Branch one:
% 59.57/24.75  																												| (565) all_0_52_52 = e4
% 59.57/24.75  																												|
% 59.57/24.75  																													| Combining equations (565,352) yields a new equation:
% 59.57/24.75  																													| (322) e4 = e2
% 59.57/24.75  																													|
% 59.57/24.75  																													| Simplifying 322 yields:
% 59.57/24.75  																													| (323) e4 = e2
% 59.57/24.75  																													|
% 59.57/24.75  																													| Equations (323) can reduce 48 to:
% 59.57/24.75  																													| (266) $false
% 59.57/24.75  																													|
% 59.57/24.75  																													|-The branch is then unsatisfiable
% 59.57/24.75  																												|-Branch two:
% 59.57/24.75  																												| (780)  ~ (all_0_52_52 = e4)
% 59.57/24.75  																												| (781) (all_0_41_41 = e0 & all_0_58_58 = e3 &  ~ (all_0_44_44 = e3)) | (all_0_41_41 = e0 & all_0_58_58 = e3 &  ~ (all_0_55_55 = e0)) | (all_0_47_47 = e1 & all_0_52_52 = e2 &  ~ (all_0_48_48 = e2)) | (all_0_47_47 = e1 & all_0_52_52 = e2 &  ~ (all_0_51_51 = e1)) | (all_0_47_47 = e0 & all_0_58_58 = e2 &  ~ (all_0_49_49 = e2)) | (all_0_47_47 = e0 & all_0_58_58 = e2 &  ~ (all_0_56_56 = e0))
% 59.57/24.75  																												|
% 59.57/24.75  																													| Equations (352) can reduce 780 to:
% 59.57/24.75  																													| (327)  ~ (e4 = e2)
% 59.57/24.75  																													|
% 59.57/24.75  																													| Simplifying 327 yields:
% 59.57/24.75  																													| (48)  ~ (e4 = e2)
% 59.57/24.75  																													|
% 59.57/24.75  																													+-Applying beta-rule and splitting (395), into two cases.
% 59.57/24.75  																													|-Branch one:
% 59.57/24.75  																													| (794) all_0_41_41 = e0
% 59.57/24.75  																													|
% 59.57/24.75  																														| Equations (794) can reduce 357 to:
% 59.57/24.75  																														| (266) $false
% 59.57/24.75  																														|
% 59.57/24.75  																														|-The branch is then unsatisfiable
% 59.57/24.75  																													|-Branch two:
% 59.57/24.75  																													| (357)  ~ (all_0_41_41 = e0)
% 59.57/24.75  																													| (895) all_0_46_46 = e0 | all_0_55_55 = e0
% 59.57/24.75  																													|
% 59.57/24.75  																														+-Applying beta-rule and splitting (832), into two cases.
% 59.57/24.75  																														|-Branch one:
% 59.57/24.75  																														| (674) all_0_47_47 = e0
% 59.57/24.75  																														|
% 59.57/24.75  																															| Equations (674) can reduce 198 to:
% 59.57/24.75  																															| (358)  ~ (all_0_42_42 = e0)
% 59.57/24.75  																															|
% 59.57/24.75  																															| Equations (674) can reduce 338 to:
% 59.57/24.75  																															| (365)  ~ (e2 = e0)
% 59.57/24.75  																															|
% 59.57/24.75  																															| Simplifying 365 yields:
% 59.57/24.75  																															| (128)  ~ (e2 = e0)
% 59.57/24.75  																															|
% 59.57/24.75  																															| Equations (674) can reduce 462 to:
% 59.57/24.75  																															| (435)  ~ (e1 = e0)
% 59.57/24.75  																															|
% 59.57/24.75  																															| Simplifying 435 yields:
% 59.57/24.75  																															| (233)  ~ (e1 = e0)
% 59.57/24.75  																															|
% 59.57/24.75  																															| From (674) and (23) follows:
% 59.57/24.75  																															| (3148) op(e2, e2) = e0
% 59.57/24.75  																															|
% 59.57/24.75  																															+-Applying beta-rule and splitting (125), into two cases.
% 59.57/24.75  																															|-Branch one:
% 59.57/24.75  																															| (858) all_0_55_55 = e0
% 59.57/24.75  																															|
% 59.57/24.75  																																| Equations (858) can reduce 191 to:
% 59.57/24.75  																																| (357)  ~ (all_0_41_41 = e0)
% 59.57/24.75  																																|
% 59.57/24.75  																																| Equations (858) can reduce 93 to:
% 59.57/24.75  																																| (121)  ~ (all_0_50_50 = e0)
% 59.57/24.75  																																|
% 59.57/24.75  																																| Equations (858) can reduce 153 to:
% 59.57/24.75  																																| (1181)  ~ (all_0_56_56 = e0)
% 59.57/24.75  																																|
% 59.57/24.75  																																| Simplifying 1181 yields:
% 59.57/24.75  																																| (828)  ~ (all_0_56_56 = e0)
% 59.57/24.75  																																|
% 59.57/24.75  																																| Equations (858) can reduce 270 to:
% 59.57/24.75  																																| (541)  ~ (e3 = e0)
% 59.57/24.75  																																|
% 59.57/24.75  																																| Simplifying 541 yields:
% 59.57/24.75  																																| (80)  ~ (e3 = e0)
% 59.57/24.75  																																|
% 59.57/24.75  																																+-Applying beta-rule and splitting (216), into two cases.
% 59.57/24.75  																																|-Branch one:
% 59.57/24.75  																																| (629) all_0_55_55 = e1
% 59.57/24.75  																																|
% 59.57/24.75  																																	| Combining equations (629,858) yields a new equation:
% 59.57/24.75  																																	| (546) e1 = e0
% 59.57/24.75  																																	|
% 59.57/24.75  																																	| Simplifying 546 yields:
% 59.57/24.75  																																	| (431) e1 = e0
% 59.57/24.75  																																	|
% 59.57/24.75  																																	| Equations (431) can reduce 233 to:
% 59.57/24.75  																																	| (266) $false
% 59.57/24.75  																																	|
% 59.57/24.75  																																	|-The branch is then unsatisfiable
% 59.57/24.75  																																|-Branch two:
% 59.57/24.75  																																| (632)  ~ (all_0_55_55 = e1)
% 59.57/24.75  																																| (633) all_0_56_56 = e1 | all_0_57_57 = e1 | all_0_58_58 = e1
% 59.57/24.75  																																|
% 59.57/24.75  																																	+-Applying beta-rule and splitting (633), into two cases.
% 59.57/24.75  																																	|-Branch one:
% 59.57/24.75  																																	| (1569) all_0_56_56 = e1
% 59.57/24.75  																																	|
% 59.57/24.75  																																		| Equations (1569) can reduce 236 to:
% 59.57/24.75  																																		| (1380)  ~ (all_0_42_42 = e1)
% 59.57/24.75  																																		|
% 59.57/24.75  																																		| Equations (1569) can reduce 16 to:
% 59.57/24.75  																																		| (464)  ~ (all_0_51_51 = e1)
% 59.57/24.75  																																		|
% 59.57/24.75  																																		| Equations (1569) can reduce 828 to:
% 59.57/24.75  																																		| (233)  ~ (e1 = e0)
% 59.57/24.75  																																		|
% 59.57/24.75  																																		| From (1569) and (111) follows:
% 59.57/24.75  																																		| (3175) op(e0, e2) = e1
% 59.57/24.75  																																		|
% 59.57/24.75  																																		+-Applying beta-rule and splitting (78), into two cases.
% 59.57/24.75  																																		|-Branch one:
% 59.57/24.75  																																		| (423) all_0_45_45 = e3
% 59.57/24.75  																																		|
% 59.57/24.75  																																			| Combining equations (423,248) yields a new equation:
% 59.57/24.75  																																			| (425) e4 = e3
% 59.57/24.75  																																			|
% 59.57/24.75  																																			| Equations (425) can reduce 188 to:
% 59.57/24.75  																																			| (266) $false
% 59.57/24.75  																																			|
% 59.57/24.75  																																			|-The branch is then unsatisfiable
% 59.57/24.75  																																		|-Branch two:
% 59.57/24.75  																																		| (427)  ~ (all_0_45_45 = e3)
% 59.57/24.75  																																		| (428) all_0_46_46 = e3 | all_0_47_47 = e3 | all_0_49_49 = e3
% 59.57/24.75  																																		|
% 59.57/24.75  																																			+-Applying beta-rule and splitting (428), into two cases.
% 59.57/24.75  																																			|-Branch one:
% 59.57/24.75  																																			| (1557) all_0_46_46 = e3
% 59.57/24.75  																																			|
% 59.57/24.75  																																				| Combining equations (1557,1794) yields a new equation:
% 59.57/24.75  																																				| (661) e3 = e2
% 59.57/24.75  																																				|
% 59.57/24.75  																																				| Simplifying 661 yields:
% 59.57/24.75  																																				| (662) e3 = e2
% 59.57/24.75  																																				|
% 59.57/24.75  																																				| Equations (662) can reduce 212 to:
% 59.57/24.75  																																				| (266) $false
% 59.57/24.75  																																				|
% 59.57/24.75  																																				|-The branch is then unsatisfiable
% 59.57/24.75  																																			|-Branch two:
% 59.57/24.75  																																			| (409)  ~ (all_0_46_46 = e3)
% 59.57/24.75  																																			| (1561) all_0_47_47 = e3 | all_0_49_49 = e3
% 59.57/24.75  																																			|
% 59.57/24.75  																																				+-Applying beta-rule and splitting (1561), into two cases.
% 59.57/24.75  																																				|-Branch one:
% 59.57/24.75  																																				| (522) all_0_47_47 = e3
% 59.57/24.75  																																				|
% 59.57/24.75  																																					| Combining equations (674,522) yields a new equation:
% 59.57/24.75  																																					| (676) e3 = e0
% 59.57/24.75  																																					|
% 59.57/24.75  																																					| Equations (676) can reduce 80 to:
% 59.57/24.75  																																					| (266) $false
% 59.57/24.75  																																					|
% 59.57/24.75  																																					|-The branch is then unsatisfiable
% 59.57/24.75  																																				|-Branch two:
% 59.57/24.75  																																				| (1091)  ~ (all_0_47_47 = e3)
% 59.57/24.75  																																				| (884) all_0_49_49 = e3
% 59.57/24.75  																																				|
% 59.57/24.75  																																					| Equations (884) can reduce 9 to:
% 59.57/24.75  																																					| (407)  ~ (all_0_44_44 = e3)
% 59.57/24.75  																																					|
% 59.57/24.75  																																					| Equations (884) can reduce 65 to:
% 59.57/24.75  																																					| (1114)  ~ (all_0_53_53 = e3)
% 59.57/24.75  																																					|
% 59.57/24.75  																																					| Simplifying 1114 yields:
% 59.57/24.75  																																					| (903)  ~ (all_0_53_53 = e3)
% 59.57/24.75  																																					|
% 59.57/24.75  																																					| Equations (884) can reduce 1064 to:
% 59.57/24.75  																																					| (213)  ~ (e3 = e1)
% 59.57/24.75  																																					|
% 59.57/24.75  																																					| From (884) and (55) follows:
% 59.57/24.75  																																					| (1581) op(e2, e0) = e3
% 59.57/24.75  																																					|
% 59.57/24.75  																																					+-Applying beta-rule and splitting (113), into two cases.
% 59.57/24.75  																																					|-Branch one:
% 59.57/24.75  																																					| (403) all_0_41_41 = e3
% 59.57/24.75  																																					|
% 59.57/24.75  																																						| Equations (403) can reduce 214 to:
% 59.57/24.75  																																						| (404)  ~ (all_0_42_42 = e3)
% 59.57/24.75  																																						|
% 59.57/24.75  																																						| Simplifying 404 yields:
% 59.57/24.75  																																						| (405)  ~ (all_0_42_42 = e3)
% 59.57/24.75  																																						|
% 59.57/24.75  																																						| Equations (403) can reduce 149 to:
% 59.57/24.75  																																						| (406)  ~ (all_0_44_44 = e3)
% 59.57/24.75  																																						|
% 59.57/24.75  																																						| Simplifying 406 yields:
% 59.57/24.75  																																						| (407)  ~ (all_0_44_44 = e3)
% 59.57/24.75  																																						|
% 59.57/24.75  																																						| Equations (403) can reduce 221 to:
% 59.57/24.75  																																						| (410)  ~ (all_0_50_50 = e3)
% 59.57/24.75  																																						|
% 59.57/24.75  																																						| Simplifying 410 yields:
% 59.57/24.75  																																						| (411)  ~ (all_0_50_50 = e3)
% 59.57/24.75  																																						|
% 59.57/24.75  																																						| Equations (403) can reduce 440 to:
% 59.57/24.75  																																						| (277)  ~ (e4 = e3)
% 59.57/24.75  																																						|
% 59.57/24.75  																																						| Simplifying 277 yields:
% 59.57/24.75  																																						| (188)  ~ (e4 = e3)
% 59.57/24.75  																																						|
% 59.57/24.75  																																						| Equations (403) can reduce 357 to:
% 59.57/24.75  																																						| (80)  ~ (e3 = e0)
% 59.57/24.75  																																						|
% 59.57/24.75  																																						+-Applying beta-rule and splitting (168), into two cases.
% 59.57/24.75  																																						|-Branch one:
% 59.57/24.75  																																						| (415) all_0_50_50 = e3
% 59.57/24.75  																																						|
% 59.57/24.75  																																							| Equations (415) can reduce 411 to:
% 59.57/24.75  																																							| (266) $false
% 59.57/24.75  																																							|
% 59.57/24.75  																																							|-The branch is then unsatisfiable
% 59.57/24.75  																																						|-Branch two:
% 59.57/24.75  																																						| (411)  ~ (all_0_50_50 = e3)
% 59.57/24.75  																																						| (418) all_0_51_51 = e3 | all_0_53_53 = e3
% 59.57/24.75  																																						|
% 59.57/24.75  																																							+-Applying beta-rule and splitting (103), into two cases.
% 59.57/24.75  																																							|-Branch one:
% 59.57/24.75  																																							| (453) all_0_41_41 = e1
% 59.57/24.75  																																							|
% 59.57/24.75  																																								| Combining equations (453,403) yields a new equation:
% 59.57/24.75  																																								| (455) e3 = e1
% 59.57/24.75  																																								|
% 59.57/24.75  																																								| Equations (455) can reduce 213 to:
% 59.57/24.75  																																								| (266) $false
% 59.57/24.75  																																								|
% 59.57/24.75  																																								|-The branch is then unsatisfiable
% 59.57/24.75  																																							|-Branch two:
% 59.57/24.75  																																							| (457)  ~ (all_0_41_41 = e1)
% 59.57/24.75  																																							| (458) all_0_42_42 = e1 | all_0_43_43 = e1 | all_0_44_44 = e1
% 59.57/24.75  																																							|
% 59.57/24.75  																																								| Equations (403) can reduce 457 to:
% 59.57/24.75  																																								| (213)  ~ (e3 = e1)
% 59.57/24.75  																																								|
% 59.57/24.75  																																								+-Applying beta-rule and splitting (458), into two cases.
% 59.57/24.75  																																								|-Branch one:
% 59.57/24.75  																																								| (459) all_0_42_42 = e1
% 59.57/24.75  																																								|
% 59.57/24.75  																																									| Equations (459) can reduce 1380 to:
% 59.57/24.75  																																									| (266) $false
% 59.57/24.75  																																									|
% 59.57/24.75  																																									|-The branch is then unsatisfiable
% 59.57/24.75  																																								|-Branch two:
% 59.57/24.75  																																								| (1380)  ~ (all_0_42_42 = e1)
% 59.57/24.75  																																								| (1381) all_0_43_43 = e1 | all_0_44_44 = e1
% 59.57/24.75  																																								|
% 59.57/24.75  																																									+-Applying beta-rule and splitting (18), into two cases.
% 59.57/24.75  																																									|-Branch one:
% 59.57/24.75  																																									| (453) all_0_41_41 = e1
% 59.57/24.75  																																									|
% 59.57/24.75  																																										| Combining equations (453,403) yields a new equation:
% 59.57/24.75  																																										| (455) e3 = e1
% 59.57/24.75  																																										|
% 59.57/24.75  																																										| Equations (455) can reduce 213 to:
% 59.57/24.75  																																										| (266) $false
% 59.57/24.75  																																										|
% 59.57/24.75  																																										|-The branch is then unsatisfiable
% 59.57/24.75  																																									|-Branch two:
% 59.57/24.75  																																									| (457)  ~ (all_0_41_41 = e1)
% 59.57/24.75  																																									| (595) all_0_46_46 = e1 | all_0_50_50 = e1 | all_0_55_55 = e1
% 59.57/24.75  																																									|
% 59.57/24.75  																																										| Equations (403) can reduce 457 to:
% 59.57/24.75  																																										| (213)  ~ (e3 = e1)
% 59.57/24.75  																																										|
% 59.57/24.75  																																										+-Applying beta-rule and splitting (152), into two cases.
% 59.57/24.75  																																										|-Branch one:
% 59.57/24.75  																																										| (1392) all_0_42_42 = e4
% 59.57/24.75  																																										|
% 59.57/24.75  																																											| From (1392) and (210) follows:
% 59.57/24.75  																																											| (4074) op(e3, e2) = e4
% 59.57/24.75  																																											|
% 59.57/24.75  																																											+-Applying beta-rule and splitting (1381), into two cases.
% 59.57/24.75  																																											|-Branch one:
% 59.57/24.75  																																											| (430) all_0_43_43 = e1
% 59.57/24.75  																																											|
% 59.57/24.75  																																												| Combining equations (430,356) yields a new equation:
% 59.57/24.75  																																												| (546) e1 = e0
% 59.57/24.75  																																												|
% 59.57/24.75  																																												| Simplifying 546 yields:
% 59.57/24.75  																																												| (431) e1 = e0
% 59.57/24.75  																																												|
% 59.57/24.75  																																												| Equations (431) can reduce 233 to:
% 59.57/24.75  																																												| (266) $false
% 59.57/24.75  																																												|
% 59.57/24.75  																																												|-The branch is then unsatisfiable
% 59.57/24.75  																																											|-Branch two:
% 59.57/24.75  																																											| (433)  ~ (all_0_43_43 = e1)
% 59.57/24.75  																																											| (635) all_0_44_44 = e1
% 59.57/24.75  																																											|
% 59.57/24.75  																																												| Equations (635) can reduce 220 to:
% 59.57/24.75  																																												| (1458)  ~ (all_0_53_53 = e1)
% 59.57/24.75  																																												|
% 59.57/24.75  																																												| Simplifying 1458 yields:
% 59.57/24.75  																																												| (1459)  ~ (all_0_53_53 = e1)
% 59.57/24.75  																																												|
% 59.57/24.75  																																												| Equations (635) can reduce 147 to:
% 59.57/24.75  																																												| (604)  ~ (e2 = e1)
% 59.57/24.75  																																												|
% 59.57/24.75  																																												| Simplifying 604 yields:
% 59.57/24.75  																																												| (122)  ~ (e2 = e1)
% 59.57/24.75  																																												|
% 59.57/24.75  																																												| From (635) and (138) follows:
% 59.57/24.75  																																												| (1423) op(e3, e0) = e1
% 59.57/24.75  																																												|
% 59.57/24.75  																																												+-Applying beta-rule and splitting (160), into two cases.
% 59.57/24.75  																																												|-Branch one:
% 59.57/24.75  																																												| (601) all_0_50_50 = e1
% 59.57/24.75  																																												|
% 59.57/24.75  																																													| Equations (601) can reduce 59 to:
% 59.57/24.75  																																													| (463)  ~ (all_0_51_51 = e1)
% 59.57/24.75  																																													|
% 59.57/24.75  																																													| Simplifying 463 yields:
% 59.57/24.75  																																													| (464)  ~ (all_0_51_51 = e1)
% 59.57/24.75  																																													|
% 59.57/24.75  																																													| Equations (601) can reduce 190 to:
% 59.57/24.75  																																													| (1458)  ~ (all_0_53_53 = e1)
% 59.57/24.75  																																													|
% 59.57/24.75  																																													| Simplifying 1458 yields:
% 59.57/24.75  																																													| (1459)  ~ (all_0_53_53 = e1)
% 59.57/24.75  																																													|
% 59.57/24.75  																																													| Equations (601) can reduce 121 to:
% 59.57/24.75  																																													| (233)  ~ (e1 = e0)
% 59.57/24.75  																																													|
% 59.57/24.75  																																													| From (601) and (242) follows:
% 59.57/24.75  																																													| (2235) op(e1, e3) = e1
% 59.57/24.75  																																													|
% 59.57/24.75  																																													+-Applying beta-rule and splitting (7), into two cases.
% 59.57/24.75  																																													|-Branch one:
% 59.57/24.75  																																													| (504) all_0_51_51 = e2
% 59.57/24.75  																																													|
% 59.57/24.75  																																														| Equations (504) can reduce 1099 to:
% 59.57/24.75  																																														| (266) $false
% 59.57/24.75  																																														|
% 59.57/24.75  																																														|-The branch is then unsatisfiable
% 59.57/24.75  																																													|-Branch two:
% 59.57/24.75  																																													| (1099)  ~ (all_0_51_51 = e2)
% 59.57/24.75  																																													| (1100) all_0_51_51 = e4 | all_0_51_51 = e3 | all_0_51_51 = e1
% 59.57/24.75  																																													|
% 59.57/24.75  																																														+-Applying beta-rule and splitting (196), into two cases.
% 59.57/24.75  																																														|-Branch one:
% 59.57/24.75  																																														| (607) all_0_53_53 = e2
% 59.57/24.75  																																														|
% 59.57/24.75  																																															| Equations (607) can reduce 509 to:
% 59.57/24.75  																																															| (266) $false
% 59.57/24.75  																																															|
% 59.57/24.75  																																															|-The branch is then unsatisfiable
% 59.57/24.75  																																														|-Branch two:
% 59.57/24.75  																																														| (509)  ~ (all_0_53_53 = e2)
% 59.57/24.75  																																														| (610) all_0_53_53 = e4 | all_0_53_53 = e3 | all_0_53_53 = e1
% 59.57/24.75  																																														|
% 59.57/24.75  																																															+-Applying beta-rule and splitting (610), into two cases.
% 59.57/24.75  																																															|-Branch one:
% 59.57/24.75  																																															| (1298) all_0_53_53 = e4
% 59.57/24.75  																																															|
% 59.57/24.75  																																																| Equations (1298) can reduce 6 to:
% 59.57/24.75  																																																| (475)  ~ (all_0_51_51 = e4)
% 59.57/24.75  																																																|
% 59.57/24.75  																																																+-Applying beta-rule and splitting (1100), into two cases.
% 59.57/24.75  																																																|-Branch one:
% 59.57/24.75  																																																| (1101) all_0_51_51 = e4
% 59.57/24.75  																																																|
% 59.57/24.75  																																																	| Equations (1101) can reduce 475 to:
% 59.57/24.75  																																																	| (266) $false
% 59.57/24.75  																																																	|
% 59.57/24.75  																																																	|-The branch is then unsatisfiable
% 59.57/24.75  																																																|-Branch two:
% 59.57/24.75  																																																| (475)  ~ (all_0_51_51 = e4)
% 59.57/24.75  																																																| (1104) all_0_51_51 = e3 | all_0_51_51 = e1
% 59.57/24.75  																																																|
% 59.57/24.75  																																																	+-Applying beta-rule and splitting (1104), into two cases.
% 59.57/24.75  																																																	|-Branch one:
% 59.57/24.75  																																																	| (1109) all_0_51_51 = e1
% 59.57/24.75  																																																	|
% 59.57/24.75  																																																		| Equations (1109) can reduce 464 to:
% 59.57/24.75  																																																		| (266) $false
% 59.57/24.75  																																																		|
% 59.57/24.75  																																																		|-The branch is then unsatisfiable
% 59.57/24.75  																																																	|-Branch two:
% 59.57/24.75  																																																	| (464)  ~ (all_0_51_51 = e1)
% 59.57/24.75  																																																	| (660) all_0_51_51 = e3
% 59.57/24.75  																																																	|
% 59.57/24.75  																																																		| From (660) and (186) follows:
% 59.57/24.75  																																																		| (1552) op(e1, e2) = e3
% 59.57/24.75  																																																		|
% 59.57/24.75  																																																		+-Applying beta-rule and splitting (56), into two cases.
% 59.57/24.75  																																																		|-Branch one:
% 59.57/24.75  																																																		| (696) unit = e2
% 59.57/24.75  																																																		|
% 59.57/24.75  																																																			| From (696) and (227) follows:
% 59.57/24.75  																																																			| (4284) op(e4, e2) = e4
% 59.57/24.75  																																																			|
% 59.57/24.75  																																																			| From (696) and (40) follows:
% 59.57/24.75  																																																			| (4285) op(e3, e2) = e3
% 59.57/24.75  																																																			|
% 59.57/24.75  																																																			| From (696) and (32) follows:
% 59.57/24.75  																																																			| (698) op(e2, e2) = e2
% 59.57/24.75  																																																			|
% 59.57/24.75  																																																			| From (696) and (28) follows:
% 59.57/24.75  																																																			| (699) op(e1, e2) = e1
% 59.57/24.75  																																																			|
% 59.57/24.75  																																																			| Instantiating formula (29) with e4, e2, e4, e2 and discharging atoms op(e4, e2) = e4, op(e4, e2) = e2, yields:
% 59.57/24.75  																																																			| (323) e4 = e2
% 59.57/24.75  																																																			|
% 59.57/24.75  																																																			| Instantiating formula (29) with e3, e2, e3, e4 and discharging atoms op(e3, e2) = e4, op(e3, e2) = e3, yields:
% 59.57/24.75  																																																			| (425) e4 = e3
% 59.57/24.75  																																																			|
% 59.57/24.75  																																																			| Instantiating formula (29) with e2, e2, e2, e0 and discharging atoms op(e2, e2) = e2, op(e2, e2) = e0, yields:
% 59.57/24.75  																																																			| (330) e2 = e0
% 59.57/24.75  																																																			|
% 59.57/24.75  																																																			| Instantiating formula (29) with e1, e2, e1, e3 and discharging atoms op(e1, e2) = e3, op(e1, e2) = e1, yields:
% 59.57/24.75  																																																			| (455) e3 = e1
% 59.57/24.75  																																																			|
% 59.57/24.75  																																																			| Combining equations (323,425) yields a new equation:
% 59.57/24.75  																																																			| (662) e3 = e2
% 59.57/24.75  																																																			|
% 59.57/24.75  																																																			| Combining equations (662,455) yields a new equation:
% 59.57/24.75  																																																			| (616) e2 = e1
% 59.57/24.75  																																																			|
% 59.57/24.75  																																																			| Simplifying 616 yields:
% 59.57/24.75  																																																			| (617) e2 = e1
% 59.57/24.75  																																																			|
% 59.57/24.75  																																																			| Combining equations (617,330) yields a new equation:
% 59.57/24.75  																																																			| (546) e1 = e0
% 59.57/24.75  																																																			|
% 59.57/24.75  																																																			| Simplifying 546 yields:
% 59.57/24.75  																																																			| (431) e1 = e0
% 59.57/24.75  																																																			|
% 59.57/24.75  																																																			| Equations (431) can reduce 233 to:
% 59.57/24.75  																																																			| (266) $false
% 59.57/24.75  																																																			|
% 59.57/24.75  																																																			|-The branch is then unsatisfiable
% 59.57/24.75  																																																		|-Branch two:
% 59.57/24.75  																																																		| (707)  ~ (unit = e2)
% 59.57/24.75  																																																		| (708) unit = e4 | unit = e3 | unit = e1 | unit = e0
% 59.57/24.75  																																																		|
% 59.57/24.75  																																																			+-Applying beta-rule and splitting (708), into two cases.
% 59.57/24.75  																																																			|-Branch one:
% 59.57/24.75  																																																			| (709) unit = e4
% 59.57/24.75  																																																			|
% 59.57/24.75  																																																				| From (709) and (24) follows:
% 59.57/24.75  																																																				| (33325) op(e4, e3) = e3
% 59.57/24.75  																																																				|
% 59.57/24.75  																																																				| From (709) and (227) follows:
% 59.57/24.75  																																																				| (710) op(e4, e4) = e4
% 59.57/24.75  																																																				|
% 59.57/24.75  																																																				| From (709) and (42) follows:
% 59.57/24.75  																																																				| (713) op(e0, e4) = e0
% 59.57/24.75  																																																				|
% 59.57/24.75  																																																				| Instantiating formula (29) with e4, e4, e4, e1 and discharging atoms op(e4, e4) = e4, op(e4, e4) = e1, yields:
% 59.57/24.75  																																																				| (630) e4 = e1
% 59.57/24.75  																																																				|
% 59.57/24.75  																																																				| Instantiating formula (29) with e4, e3, e3, e4 and discharging atoms op(e4, e3) = e4, op(e4, e3) = e3, yields:
% 59.57/24.75  																																																				| (425) e4 = e3
% 59.57/24.75  																																																				|
% 59.57/24.75  																																																				| Instantiating formula (29) with e0, e4, e0, e3 and discharging atoms op(e0, e4) = e3, op(e0, e4) = e0, yields:
% 59.57/24.75  																																																				| (676) e3 = e0
% 59.57/24.75  																																																				|
% 59.57/24.75  																																																				| Combining equations (630,425) yields a new equation:
% 59.57/24.75  																																																				| (455) e3 = e1
% 59.57/24.75  																																																				|
% 59.57/24.75  																																																				| Combining equations (455,676) yields a new equation:
% 59.57/24.75  																																																				| (546) e1 = e0
% 59.57/24.75  																																																				|
% 59.57/24.75  																																																				| Simplifying 546 yields:
% 59.57/24.75  																																																				| (431) e1 = e0
% 59.57/24.75  																																																				|
% 59.57/24.75  																																																				| Equations (431) can reduce 233 to:
% 59.57/24.75  																																																				| (266) $false
% 59.57/24.75  																																																				|
% 59.57/24.75  																																																				|-The branch is then unsatisfiable
% 59.57/24.75  																																																			|-Branch two:
% 59.57/24.75  																																																			| (724)  ~ (unit = e4)
% 59.57/24.75  																																																			| (725) unit = e3 | unit = e1 | unit = e0
% 59.57/24.75  																																																			|
% 59.57/24.75  																																																				+-Applying beta-rule and splitting (725), into two cases.
% 59.57/24.75  																																																				|-Branch one:
% 59.57/24.75  																																																				| (726) unit = e0
% 59.57/24.75  																																																				|
% 59.57/24.75  																																																					| From (726) and (244) follows:
% 59.57/24.75  																																																					| (2207) op(e0, e4) = e4
% 59.57/24.75  																																																					|
% 59.57/24.75  																																																					| From (726) and (15) follows:
% 59.57/24.75  																																																					| (1508) op(e0, e2) = e2
% 59.57/24.75  																																																					|
% 59.57/24.75  																																																					| From (726) and (227) follows:
% 59.57/24.75  																																																					| (3205) op(e4, e0) = e4
% 59.57/24.75  																																																					|
% 59.57/24.75  																																																					| From (726) and (32) follows:
% 59.57/24.75  																																																					| (727) op(e2, e0) = e2
% 59.57/24.75  																																																					|
% 59.57/24.75  																																																					| Instantiating formula (29) with e4, e0, e4, e0 and discharging atoms op(e4, e0) = e4, op(e4, e0) = e0, yields:
% 59.57/24.75  																																																					| (397) e4 = e0
% 59.57/24.75  																																																					|
% 59.57/24.75  																																																					| Instantiating formula (29) with e2, e0, e2, e3 and discharging atoms op(e2, e0) = e3, op(e2, e0) = e2, yields:
% 59.57/24.75  																																																					| (662) e3 = e2
% 59.57/24.75  																																																					|
% 59.57/24.75  																																																					| Instantiating formula (29) with e0, e4, e4, e3 and discharging atoms op(e0, e4) = e4, op(e0, e4) = e3, yields:
% 59.57/24.75  																																																					| (425) e4 = e3
% 59.57/24.75  																																																					|
% 59.57/24.75  																																																					| Instantiating formula (29) with e0, e2, e2, e1 and discharging atoms op(e0, e2) = e2, op(e0, e2) = e1, yields:
% 59.57/24.75  																																																					| (617) e2 = e1
% 59.57/24.75  																																																					|
% 59.57/24.75  																																																					| Combining equations (397,425) yields a new equation:
% 59.57/24.75  																																																					| (676) e3 = e0
% 59.57/24.75  																																																					|
% 59.57/24.75  																																																					| Combining equations (662,676) yields a new equation:
% 59.57/24.75  																																																					| (391) e2 = e0
% 59.57/24.75  																																																					|
% 59.57/24.75  																																																					| Simplifying 391 yields:
% 59.57/24.75  																																																					| (330) e2 = e0
% 59.57/24.75  																																																					|
% 59.57/24.75  																																																					| Combining equations (617,330) yields a new equation:
% 59.57/24.75  																																																					| (546) e1 = e0
% 59.57/24.75  																																																					|
% 59.57/24.75  																																																					| Simplifying 546 yields:
% 59.57/24.75  																																																					| (431) e1 = e0
% 59.57/24.75  																																																					|
% 59.57/24.75  																																																					| Equations (431) can reduce 233 to:
% 59.57/24.75  																																																					| (266) $false
% 59.57/24.75  																																																					|
% 59.57/24.75  																																																					|-The branch is then unsatisfiable
% 59.57/24.75  																																																				|-Branch two:
% 59.57/24.75  																																																				| (734)  ~ (unit = e0)
% 59.57/24.75  																																																				| (735) unit = e3 | unit = e1
% 59.57/24.75  																																																				|
% 59.57/24.75  																																																					+-Applying beta-rule and splitting (735), into two cases.
% 59.57/24.75  																																																					|-Branch one:
% 59.57/24.75  																																																					| (736) unit = e1
% 59.57/24.75  																																																					|
% 59.57/24.75  																																																						| Equations (736) can reduce 734 to:
% 59.57/24.76  																																																						| (233)  ~ (e1 = e0)
% 59.57/24.76  																																																						|
% 59.57/24.76  																																																						| From (736) and (24) follows:
% 59.57/24.76  																																																						| (1934) op(e1, e3) = e3
% 59.57/24.76  																																																						|
% 59.57/24.76  																																																						| From (736) and (15) follows:
% 59.57/24.76  																																																						| (515) op(e1, e2) = e2
% 59.57/24.76  																																																						|
% 59.57/24.76  																																																						| From (736) and (227) follows:
% 59.57/24.76  																																																						| (739) op(e4, e1) = e4
% 59.57/24.76  																																																						|
% 59.57/24.76  																																																						| From (736) and (42) follows:
% 59.57/24.76  																																																						| (3221) op(e0, e1) = e0
% 59.57/24.76  																																																						|
% 59.57/24.76  																																																						| Instantiating formula (29) with e4, e1, e4, e3 and discharging atoms op(e4, e1) = e4, op(e4, e1) = e3, yields:
% 59.57/24.76  																																																						| (425) e4 = e3
% 59.57/24.76  																																																						|
% 59.57/24.76  																																																						| Instantiating formula (29) with e1, e3, e3, e1 and discharging atoms op(e1, e3) = e3, op(e1, e3) = e1, yields:
% 59.57/24.76  																																																						| (455) e3 = e1
% 59.57/24.76  																																																						|
% 59.57/24.76  																																																						| Instantiating formula (29) with e1, e2, e2, e3 and discharging atoms op(e1, e2) = e3, op(e1, e2) = e2, yields:
% 59.57/24.76  																																																						| (662) e3 = e2
% 59.57/24.76  																																																						|
% 59.57/24.76  																																																						| Instantiating formula (29) with e0, e1, e0, e4 and discharging atoms op(e0, e1) = e4, op(e0, e1) = e0, yields:
% 59.57/24.76  																																																						| (397) e4 = e0
% 59.57/24.76  																																																						|
% 59.57/24.76  																																																						| Combining equations (397,425) yields a new equation:
% 59.57/24.76  																																																						| (676) e3 = e0
% 59.57/24.76  																																																						|
% 59.57/24.76  																																																						| Combining equations (676,662) yields a new equation:
% 59.57/24.76  																																																						| (330) e2 = e0
% 59.57/24.76  																																																						|
% 59.57/24.76  																																																						| Combining equations (455,662) yields a new equation:
% 59.57/24.76  																																																						| (617) e2 = e1
% 59.57/24.76  																																																						|
% 59.57/24.76  																																																						| Combining equations (330,617) yields a new equation:
% 59.57/24.76  																																																						| (431) e1 = e0
% 59.57/24.76  																																																						|
% 59.57/24.76  																																																						| Equations (431) can reduce 233 to:
% 59.57/24.76  																																																						| (266) $false
% 59.57/24.76  																																																						|
% 59.57/24.76  																																																						|-The branch is then unsatisfiable
% 59.57/24.76  																																																					|-Branch two:
% 59.57/24.76  																																																					| (748)  ~ (unit = e1)
% 59.57/24.76  																																																					| (749) unit = e3
% 59.57/24.76  																																																					|
% 59.57/24.76  																																																						| From (749) and (209) follows:
% 59.57/24.76  																																																						| (1667) op(e3, e0) = e0
% 59.57/24.76  																																																						|
% 59.57/24.76  																																																						| Instantiating formula (29) with e3, e0, e0, e1 and discharging atoms op(e3, e0) = e1, op(e3, e0) = e0, yields:
% 59.57/24.76  																																																						| (431) e1 = e0
% 59.57/24.76  																																																						|
% 59.57/24.76  																																																						| Equations (431) can reduce 233 to:
% 59.57/24.76  																																																						| (266) $false
% 59.57/24.76  																																																						|
% 59.57/24.76  																																																						|-The branch is then unsatisfiable
% 59.57/24.76  																																															|-Branch two:
% 59.57/24.76  																																															| (1453)  ~ (all_0_53_53 = e4)
% 59.57/24.76  																																															| (1694) all_0_53_53 = e3 | all_0_53_53 = e1
% 59.57/24.76  																																															|
% 59.57/24.76  																																																+-Applying beta-rule and splitting (1694), into two cases.
% 59.57/24.76  																																																|-Branch one:
% 59.57/24.76  																																																| (1208) all_0_53_53 = e1
% 59.57/24.76  																																																|
% 59.57/24.76  																																																	| Equations (1208) can reduce 1459 to:
% 59.57/24.76  																																																	| (266) $false
% 59.57/24.76  																																																	|
% 59.57/24.76  																																																	|-The branch is then unsatisfiable
% 59.57/24.76  																																																|-Branch two:
% 59.57/24.76  																																																| (1459)  ~ (all_0_53_53 = e1)
% 59.57/24.76  																																																| (665) all_0_53_53 = e3
% 59.57/24.76  																																																|
% 59.57/24.76  																																																	| Equations (665) can reduce 903 to:
% 59.57/24.76  																																																	| (266) $false
% 59.57/24.76  																																																	|
% 59.57/24.76  																																																	|-The branch is then unsatisfiable
% 59.57/24.76  																																												|-Branch two:
% 59.57/24.76  																																												| (759)  ~ (all_0_50_50 = e1)
% 59.57/24.76  																																												| (1168) all_0_51_51 = e1 | all_0_52_52 = e1 | all_0_53_53 = e1
% 59.57/24.76  																																												|
% 59.57/24.76  																																													+-Applying beta-rule and splitting (418), into two cases.
% 59.57/24.76  																																													|-Branch one:
% 59.57/24.76  																																													| (660) all_0_51_51 = e3
% 59.57/24.76  																																													|
% 59.57/24.76  																																														| Equations (660) can reduce 464 to:
% 59.57/24.76  																																														| (213)  ~ (e3 = e1)
% 59.57/24.76  																																														|
% 59.57/24.76  																																														+-Applying beta-rule and splitting (595), into two cases.
% 59.57/24.76  																																														|-Branch one:
% 59.57/24.76  																																														| (545) all_0_46_46 = e1
% 59.57/24.76  																																														|
% 59.57/24.76  																																															| Combining equations (1794,545) yields a new equation:
% 59.57/24.76  																																															| (616) e2 = e1
% 59.57/24.76  																																															|
% 59.57/24.76  																																															| Simplifying 616 yields:
% 59.57/24.76  																																															| (617) e2 = e1
% 59.57/24.76  																																															|
% 59.57/24.76  																																															| Equations (617) can reduce 122 to:
% 59.57/24.76  																																															| (266) $false
% 59.57/24.76  																																															|
% 59.57/24.76  																																															|-The branch is then unsatisfiable
% 59.57/24.76  																																														|-Branch two:
% 59.57/24.76  																																														| (549)  ~ (all_0_46_46 = e1)
% 59.57/24.76  																																														| (600) all_0_50_50 = e1 | all_0_55_55 = e1
% 59.57/24.76  																																														|
% 59.57/24.76  																																															| Equations (1794) can reduce 549 to:
% 59.57/24.76  																																															| (122)  ~ (e2 = e1)
% 59.57/24.76  																																															|
% 59.57/24.76  																																															+-Applying beta-rule and splitting (1168), into two cases.
% 59.57/24.76  																																															|-Branch one:
% 59.57/24.76  																																															| (1109) all_0_51_51 = e1
% 59.57/24.76  																																															|
% 59.57/24.76  																																																| Combining equations (660,1109) yields a new equation:
% 59.57/24.76  																																																| (454) e3 = e1
% 59.57/24.76  																																																|
% 59.57/24.76  																																																| Simplifying 454 yields:
% 59.57/24.76  																																																| (455) e3 = e1
% 59.57/24.76  																																																|
% 59.57/24.76  																																																| Equations (455) can reduce 213 to:
% 59.57/24.76  																																																| (266) $false
% 59.57/24.76  																																																|
% 59.57/24.76  																																																|-The branch is then unsatisfiable
% 59.57/24.76  																																															|-Branch two:
% 59.57/24.76  																																															| (464)  ~ (all_0_51_51 = e1)
% 59.57/24.76  																																															| (1202) all_0_52_52 = e1 | all_0_53_53 = e1
% 59.57/24.76  																																															|
% 59.57/24.76  																																																+-Applying beta-rule and splitting (1202), into two cases.
% 59.57/24.76  																																																|-Branch one:
% 59.57/24.76  																																																| (642) all_0_52_52 = e1
% 59.57/24.76  																																																|
% 59.57/24.76  																																																	| Combining equations (352,642) yields a new equation:
% 59.57/24.76  																																																	| (616) e2 = e1
% 59.57/24.76  																																																	|
% 59.57/24.76  																																																	| Simplifying 616 yields:
% 59.57/24.76  																																																	| (617) e2 = e1
% 59.57/24.76  																																																	|
% 59.57/24.76  																																																	| Equations (617) can reduce 122 to:
% 59.57/24.76  																																																	| (266) $false
% 59.57/24.76  																																																	|
% 59.57/24.76  																																																	|-The branch is then unsatisfiable
% 59.57/24.76  																																																|-Branch two:
% 59.57/24.76  																																																| (646)  ~ (all_0_52_52 = e1)
% 59.57/24.76  																																																| (1208) all_0_53_53 = e1
% 59.57/24.76  																																																|
% 59.57/24.76  																																																	| Equations (1208) can reduce 1459 to:
% 59.57/24.76  																																																	| (266) $false
% 59.57/24.76  																																																	|
% 59.57/24.76  																																																	|-The branch is then unsatisfiable
% 59.57/24.76  																																													|-Branch two:
% 59.57/24.76  																																													| (664)  ~ (all_0_51_51 = e3)
% 59.57/24.76  																																													| (665) all_0_53_53 = e3
% 59.57/24.76  																																													|
% 59.57/24.76  																																														| Equations (665) can reduce 903 to:
% 59.57/24.76  																																														| (266) $false
% 59.57/24.76  																																														|
% 59.57/24.76  																																														|-The branch is then unsatisfiable
% 59.57/24.76  																																										|-Branch two:
% 59.57/24.76  																																										| (1890)  ~ (all_0_42_42 = e4)
% 59.57/24.76  																																										| (1969) all_0_42_42 = e3 | all_0_42_42 = e1 | all_0_42_42 = e0
% 59.57/24.76  																																										|
% 59.57/24.76  																																											+-Applying beta-rule and splitting (180), into two cases.
% 59.57/24.76  																																											|-Branch one:
% 59.57/24.76  																																											| (516) all_0_42_42 = e3
% 59.57/24.76  																																											|
% 59.57/24.76  																																												| Equations (516) can reduce 405 to:
% 59.57/24.76  																																												| (266) $false
% 59.57/24.76  																																												|
% 59.57/24.76  																																												|-The branch is then unsatisfiable
% 59.57/24.76  																																											|-Branch two:
% 59.57/24.76  																																											| (405)  ~ (all_0_42_42 = e3)
% 59.57/24.76  																																											| (521) all_0_47_47 = e3 | all_0_51_51 = e3 | all_0_56_56 = e3
% 59.57/24.76  																																											|
% 59.57/24.76  																																												+-Applying beta-rule and splitting (64), into two cases.
% 59.57/24.76  																																												|-Branch one:
% 59.57/24.76  																																												| (437) all_0_41_41 = e4
% 59.57/24.76  																																												|
% 59.57/24.76  																																													| Combining equations (437,403) yields a new equation:
% 59.57/24.76  																																													| (424) e4 = e3
% 59.57/24.76  																																													|
% 59.57/24.76  																																													| Simplifying 424 yields:
% 59.57/24.76  																																													| (425) e4 = e3
% 59.57/24.76  																																													|
% 59.57/24.76  																																													| Equations (425) can reduce 188 to:
% 59.57/24.76  																																													| (266) $false
% 59.57/24.76  																																													|
% 59.57/24.76  																																													|-The branch is then unsatisfiable
% 59.57/24.76  																																												|-Branch two:
% 59.57/24.76  																																												| (440)  ~ (all_0_41_41 = e4)
% 59.57/24.76  																																												| (441) all_0_42_42 = e4 | all_0_43_43 = e4 | all_0_44_44 = e4
% 59.57/24.76  																																												|
% 59.63/24.76  																																													| Equations (403) can reduce 440 to:
% 59.63/24.76  																																													| (277)  ~ (e4 = e3)
% 59.63/24.76  																																													|
% 59.63/24.76  																																													| Simplifying 277 yields:
% 59.63/24.76  																																													| (188)  ~ (e4 = e3)
% 59.63/24.76  																																													|
% 59.63/24.76  																																													+-Applying beta-rule and splitting (521), into two cases.
% 59.63/24.76  																																													|-Branch one:
% 59.63/24.76  																																													| (522) all_0_47_47 = e3
% 59.63/24.76  																																													|
% 59.63/24.76  																																														| Combining equations (674,522) yields a new equation:
% 59.63/24.76  																																														| (676) e3 = e0
% 59.63/24.76  																																														|
% 59.63/24.76  																																														| Equations (676) can reduce 80 to:
% 59.63/24.76  																																														| (266) $false
% 59.63/24.76  																																														|
% 59.63/24.76  																																														|-The branch is then unsatisfiable
% 59.63/24.76  																																													|-Branch two:
% 59.63/24.76  																																													| (1091)  ~ (all_0_47_47 = e3)
% 59.63/24.76  																																													| (1092) all_0_51_51 = e3 | all_0_56_56 = e3
% 59.63/24.76  																																													|
% 59.63/24.76  																																														+-Applying beta-rule and splitting (1092), into two cases.
% 59.63/24.76  																																														|-Branch one:
% 59.63/24.76  																																														| (660) all_0_51_51 = e3
% 59.63/24.76  																																														|
% 59.63/24.76  																																															| Equations (660) can reduce 61 to:
% 59.63/24.76  																																															| (405)  ~ (all_0_42_42 = e3)
% 59.63/24.76  																																															|
% 59.63/24.76  																																															+-Applying beta-rule and splitting (231), into two cases.
% 59.63/24.76  																																															|-Branch one:
% 59.63/24.76  																																															| (775) all_0_50_50 = e4
% 59.63/24.76  																																															|
% 59.63/24.76  																																																| Equations (775) can reduce 566 to:
% 59.63/24.76  																																																| (266) $false
% 59.63/24.76  																																																|
% 59.63/24.76  																																																|-The branch is then unsatisfiable
% 59.63/24.76  																																															|-Branch two:
% 59.63/24.76  																																															| (566)  ~ (all_0_50_50 = e4)
% 59.63/24.76  																																															| (1071) all_0_51_51 = e4 | all_0_52_52 = e4 | all_0_53_53 = e4
% 59.63/24.76  																																															|
% 59.63/24.76  																																																+-Applying beta-rule and splitting (1071), into two cases.
% 59.63/24.76  																																																|-Branch one:
% 59.63/24.76  																																																| (1101) all_0_51_51 = e4
% 59.63/24.76  																																																|
% 59.63/24.76  																																																	| Combining equations (660,1101) yields a new equation:
% 59.63/24.76  																																																	| (425) e4 = e3
% 59.63/24.76  																																																	|
% 59.63/24.76  																																																	| Equations (425) can reduce 188 to:
% 59.63/24.76  																																																	| (266) $false
% 59.63/24.76  																																																	|
% 59.63/24.76  																																																	|-The branch is then unsatisfiable
% 59.63/24.76  																																																|-Branch two:
% 59.63/24.76  																																																| (475)  ~ (all_0_51_51 = e4)
% 59.63/24.76  																																																| (1294) all_0_52_52 = e4 | all_0_53_53 = e4
% 59.63/24.76  																																																|
% 59.63/24.76  																																																	+-Applying beta-rule and splitting (1294), into two cases.
% 59.63/24.76  																																																	|-Branch one:
% 59.63/24.76  																																																	| (565) all_0_52_52 = e4
% 59.63/24.76  																																																	|
% 59.63/24.76  																																																		| Combining equations (352,565) yields a new equation:
% 59.63/24.76  																																																		| (323) e4 = e2
% 59.63/24.76  																																																		|
% 59.63/24.76  																																																		| Equations (323) can reduce 48 to:
% 59.63/24.76  																																																		| (266) $false
% 59.63/24.76  																																																		|
% 59.63/24.76  																																																		|-The branch is then unsatisfiable
% 59.63/24.76  																																																	|-Branch two:
% 59.63/24.76  																																																	| (780)  ~ (all_0_52_52 = e4)
% 59.63/24.76  																																																	| (1298) all_0_53_53 = e4
% 59.63/24.76  																																																	|
% 59.63/24.76  																																																		| Equations (1298) can reduce 220 to:
% 59.63/24.76  																																																		| (1390)  ~ (all_0_44_44 = e4)
% 59.63/24.76  																																																		|
% 59.63/24.76  																																																		+-Applying beta-rule and splitting (26), into two cases.
% 59.63/24.76  																																																		|-Branch one:
% 59.63/24.76  																																																		| (446) all_0_44_44 = e4
% 59.63/24.76  																																																		|
% 59.63/24.76  																																																			| Equations (446) can reduce 1390 to:
% 59.63/24.76  																																																			| (266) $false
% 59.63/24.76  																																																			|
% 59.63/24.76  																																																			|-The branch is then unsatisfiable
% 59.63/24.76  																																																		|-Branch two:
% 59.63/24.76  																																																		| (1390)  ~ (all_0_44_44 = e4)
% 59.63/24.76  																																																		| (1391) all_0_44_44 = e3 | all_0_44_44 = e1 | all_0_44_44 = e0
% 59.63/24.76  																																																		|
% 59.63/24.76  																																																			+-Applying beta-rule and splitting (112), into two cases.
% 59.63/24.76  																																																			|-Branch one:
% 59.63/24.76  																																																			| (635) all_0_44_44 = e1
% 59.63/24.76  																																																			|
% 59.63/24.76  																																																				| Equations (635) can reduce 73 to:
% 59.63/24.76  																																																				| (1380)  ~ (all_0_42_42 = e1)
% 59.63/24.76  																																																				|
% 59.63/24.76  																																																				+-Applying beta-rule and splitting (1969), into two cases.
% 59.63/24.76  																																																				|-Branch one:
% 59.63/24.76  																																																				| (559) all_0_42_42 = e0
% 59.63/24.76  																																																				|
% 59.63/24.76  																																																					| Equations (559) can reduce 358 to:
% 59.63/24.76  																																																					| (266) $false
% 59.63/24.76  																																																					|
% 59.63/24.76  																																																					|-The branch is then unsatisfiable
% 59.63/24.76  																																																				|-Branch two:
% 59.63/24.76  																																																				| (358)  ~ (all_0_42_42 = e0)
% 59.63/24.76  																																																				| (2510) all_0_42_42 = e3 | all_0_42_42 = e1
% 59.63/24.76  																																																				|
% 59.63/24.76  																																																					+-Applying beta-rule and splitting (2510), into two cases.
% 59.63/24.76  																																																					|-Branch one:
% 59.63/24.76  																																																					| (459) all_0_42_42 = e1
% 59.63/24.76  																																																					|
% 59.63/24.76  																																																						| Equations (459) can reduce 1380 to:
% 59.63/24.76  																																																						| (266) $false
% 59.63/24.76  																																																						|
% 59.63/24.76  																																																						|-The branch is then unsatisfiable
% 59.63/24.76  																																																					|-Branch two:
% 59.63/24.76  																																																					| (1380)  ~ (all_0_42_42 = e1)
% 59.63/24.76  																																																					| (516) all_0_42_42 = e3
% 59.63/24.76  																																																					|
% 59.63/24.76  																																																						| Equations (516) can reduce 405 to:
% 59.63/24.76  																																																						| (266) $false
% 59.63/24.76  																																																						|
% 59.63/24.76  																																																						|-The branch is then unsatisfiable
% 59.63/24.76  																																																			|-Branch two:
% 59.63/24.76  																																																			| (639)  ~ (all_0_44_44 = e1)
% 59.63/24.76  																																																			| (640) all_0_49_49 = e1 | all_0_53_53 = e1 | all_0_58_58 = e1
% 59.63/24.76  																																																			|
% 59.63/24.76  																																																				+-Applying beta-rule and splitting (1391), into two cases.
% 59.63/24.76  																																																				|-Branch one:
% 59.63/24.76  																																																				| (1414) all_0_44_44 = e0
% 59.63/24.76  																																																				|
% 59.63/24.76  																																																					| Equations (1414) can reduce 360 to:
% 59.63/24.76  																																																					| (266) $false
% 59.63/24.76  																																																					|
% 59.63/24.76  																																																					|-The branch is then unsatisfiable
% 59.63/24.76  																																																				|-Branch two:
% 59.63/24.76  																																																				| (360)  ~ (all_0_44_44 = e0)
% 59.63/24.76  																																																				| (1417) all_0_44_44 = e3 | all_0_44_44 = e1
% 59.63/24.76  																																																				|
% 59.63/24.76  																																																					+-Applying beta-rule and splitting (1417), into two cases.
% 59.63/24.76  																																																					|-Branch one:
% 59.63/24.76  																																																					| (635) all_0_44_44 = e1
% 59.63/24.76  																																																					|
% 59.63/24.76  																																																						| Equations (635) can reduce 639 to:
% 59.63/24.76  																																																						| (266) $false
% 59.63/24.76  																																																						|
% 59.63/24.76  																																																						|-The branch is then unsatisfiable
% 59.63/24.76  																																																					|-Branch two:
% 59.63/24.76  																																																					| (639)  ~ (all_0_44_44 = e1)
% 59.63/24.76  																																																					| (532) all_0_44_44 = e3
% 59.63/24.76  																																																					|
% 59.63/24.76  																																																						| Equations (532) can reduce 407 to:
% 59.63/24.76  																																																						| (266) $false
% 59.63/24.76  																																																						|
% 59.63/24.76  																																																						|-The branch is then unsatisfiable
% 59.63/24.76  																																														|-Branch two:
% 59.63/24.76  																																														| (664)  ~ (all_0_51_51 = e3)
% 59.63/24.76  																																														| (1097) all_0_56_56 = e3
% 59.63/24.76  																																														|
% 59.63/24.76  																																															| Combining equations (1097,1569) yields a new equation:
% 59.63/24.76  																																															| (454) e3 = e1
% 59.63/24.76  																																															|
% 59.63/24.76  																																															| Simplifying 454 yields:
% 59.63/24.76  																																															| (455) e3 = e1
% 59.63/24.76  																																															|
% 59.63/24.76  																																															| Equations (455) can reduce 213 to:
% 59.63/24.76  																																															| (266) $false
% 59.63/24.76  																																															|
% 59.63/24.76  																																															|-The branch is then unsatisfiable
% 59.63/24.76  																																					|-Branch two:
% 59.63/24.76  																																					| (1898)  ~ (all_0_41_41 = e3)
% 59.63/24.76  																																					| (1899) all_0_42_42 = e3 | all_0_44_44 = e3
% 59.63/24.76  																																					|
% 59.63/24.76  																																						+-Applying beta-rule and splitting (1899), into two cases.
% 59.63/24.76  																																						|-Branch one:
% 59.63/24.76  																																						| (516) all_0_42_42 = e3
% 59.63/24.76  																																						|
% 59.63/24.76  																																							| Equations (516) can reduce 73 to:
% 59.63/24.76  																																							| (406)  ~ (all_0_44_44 = e3)
% 59.63/24.76  																																							|
% 59.63/24.76  																																							| Simplifying 406 yields:
% 59.63/24.76  																																							| (407)  ~ (all_0_44_44 = e3)
% 59.63/24.76  																																							|
% 59.63/24.76  																																							| Equations (516) can reduce 61 to:
% 59.63/24.76  																																							| (1925)  ~ (all_0_51_51 = e3)
% 59.63/24.76  																																							|
% 59.63/24.76  																																							| Simplifying 1925 yields:
% 59.63/24.76  																																							| (664)  ~ (all_0_51_51 = e3)
% 59.63/24.76  																																							|
% 59.63/24.76  																																							| Equations (516) can reduce 1380 to:
% 59.63/24.76  																																							| (213)  ~ (e3 = e1)
% 59.63/24.76  																																							|
% 59.63/24.76  																																							| From (516) and (210) follows:
% 59.63/24.76  																																							| (4285) op(e3, e2) = e3
% 59.63/24.76  																																							|
% 59.63/24.76  																																							+-Applying beta-rule and splitting (168), into two cases.
% 59.63/24.76  																																							|-Branch one:
% 59.63/24.76  																																							| (415) all_0_50_50 = e3
% 59.63/24.76  																																							|
% 59.63/24.76  																																								| Equations (415) can reduce 221 to:
% 59.63/24.76  																																								| (1898)  ~ (all_0_41_41 = e3)
% 59.63/24.76  																																								|
% 59.63/24.76  																																								| From (415) and (242) follows:
% 59.63/24.76  																																								| (1934) op(e1, e3) = e3
% 59.63/24.76  																																								|
% 59.63/24.76  																																								+-Applying beta-rule and splitting (27), into two cases.
% 59.63/24.76  																																								|-Branch one:
% 59.63/24.76  																																								| (437) all_0_41_41 = e4
% 59.63/24.76  																																								|
% 59.63/24.76  																																									| Equations (437) can reduce 440 to:
% 59.63/24.76  																																									| (266) $false
% 59.63/24.76  																																									|
% 59.63/24.76  																																									|-The branch is then unsatisfiable
% 59.63/24.76  																																								|-Branch two:
% 59.63/24.76  																																								| (440)  ~ (all_0_41_41 = e4)
% 59.63/24.76  																																								| (4049) all_0_41_41 = e3 | all_0_41_41 = e1 | all_0_41_41 = e0
% 59.63/24.76  																																								|
% 59.63/24.76  																																									+-Applying beta-rule and splitting (164), into two cases.
% 59.63/24.76  																																									|-Branch one:
% 59.63/24.76  																																									| (471) all_0_39_39 = e4
% 59.63/24.76  																																									|
% 59.63/24.76  																																										| Combining equations (471,317) yields a new equation:
% 59.63/24.76  																																										| (322) e4 = e2
% 59.63/24.76  																																										|
% 59.63/24.76  																																										| Simplifying 322 yields:
% 59.63/24.76  																																										| (323) e4 = e2
% 59.63/24.76  																																										|
% 59.63/24.76  																																										| Equations (323) can reduce 48 to:
% 59.63/24.76  																																										| (266) $false
% 59.63/24.76  																																										|
% 59.63/24.76  																																										|-The branch is then unsatisfiable
% 59.63/24.76  																																									|-Branch two:
% 59.63/24.76  																																									| (1377)  ~ (all_0_39_39 = e4)
% 59.63/24.76  																																									| (2115) all_0_42_42 = e4 | all_0_47_47 = e4 | all_0_51_51 = e4 | all_0_56_56 = e4
% 59.63/24.76  																																									|
% 59.63/24.76  																																										+-Applying beta-rule and splitting (4049), into two cases.
% 59.63/24.76  																																										|-Branch one:
% 59.63/24.76  																																										| (794) all_0_41_41 = e0
% 59.63/24.76  																																										|
% 59.63/24.76  																																											| Equations (794) can reduce 357 to:
% 59.63/24.76  																																											| (266) $false
% 59.63/24.76  																																											|
% 59.63/24.76  																																											|-The branch is then unsatisfiable
% 59.63/24.76  																																										|-Branch two:
% 59.63/24.76  																																										| (357)  ~ (all_0_41_41 = e0)
% 59.63/24.76  																																										| (4053) all_0_41_41 = e3 | all_0_41_41 = e1
% 59.63/24.76  																																										|
% 59.63/24.76  																																											+-Applying beta-rule and splitting (160), into two cases.
% 59.63/24.76  																																											|-Branch one:
% 59.63/24.76  																																											| (601) all_0_50_50 = e1
% 59.63/24.76  																																											|
% 59.63/24.76  																																												| Combining equations (415,601) yields a new equation:
% 59.63/24.76  																																												| (454) e3 = e1
% 59.63/24.76  																																												|
% 59.63/24.76  																																												| Simplifying 454 yields:
% 59.63/24.76  																																												| (455) e3 = e1
% 59.63/24.76  																																												|
% 59.63/24.76  																																												| Equations (455) can reduce 213 to:
% 59.63/24.76  																																												| (266) $false
% 59.63/24.76  																																												|
% 59.63/24.76  																																												|-The branch is then unsatisfiable
% 59.63/24.76  																																											|-Branch two:
% 59.63/24.76  																																											| (759)  ~ (all_0_50_50 = e1)
% 59.63/24.76  																																											| (1168) all_0_51_51 = e1 | all_0_52_52 = e1 | all_0_53_53 = e1
% 59.63/24.76  																																											|
% 59.63/24.76  																																												+-Applying beta-rule and splitting (18), into two cases.
% 59.63/24.76  																																												|-Branch one:
% 59.63/24.76  																																												| (453) all_0_41_41 = e1
% 59.63/24.76  																																												|
% 59.63/24.76  																																													| Equations (453) can reduce 149 to:
% 59.63/24.76  																																													| (4057)  ~ (all_0_44_44 = e1)
% 59.63/24.76  																																													|
% 59.63/24.76  																																													| Simplifying 4057 yields:
% 59.63/24.76  																																													| (639)  ~ (all_0_44_44 = e1)
% 59.63/24.76  																																													|
% 59.63/24.76  																																													| Equations (453) can reduce 1898 to:
% 59.63/24.76  																																													| (467)  ~ (e3 = e1)
% 59.63/24.76  																																													|
% 59.63/24.76  																																													| Simplifying 467 yields:
% 59.63/24.76  																																													| (213)  ~ (e3 = e1)
% 59.63/24.76  																																													|
% 59.63/24.76  																																													| Equations (453) can reduce 85 to:
% 59.63/24.76  																																													| (604)  ~ (e2 = e1)
% 59.63/24.76  																																													|
% 59.63/24.76  																																													| Simplifying 604 yields:
% 59.63/24.76  																																													| (122)  ~ (e2 = e1)
% 59.63/24.76  																																													|
% 59.63/24.76  																																													+-Applying beta-rule and splitting (7), into two cases.
% 59.63/24.76  																																													|-Branch one:
% 59.63/24.76  																																													| (504) all_0_51_51 = e2
% 59.63/24.76  																																													|
% 59.63/24.76  																																														| Equations (504) can reduce 1099 to:
% 59.63/24.76  																																														| (266) $false
% 59.63/24.76  																																														|
% 59.63/24.76  																																														|-The branch is then unsatisfiable
% 59.63/24.76  																																													|-Branch two:
% 59.63/24.76  																																													| (1099)  ~ (all_0_51_51 = e2)
% 59.63/24.76  																																													| (1100) all_0_51_51 = e4 | all_0_51_51 = e3 | all_0_51_51 = e1
% 59.63/24.76  																																													|
% 59.63/24.76  																																														+-Applying beta-rule and splitting (26), into two cases.
% 59.63/24.76  																																														|-Branch one:
% 59.63/24.76  																																														| (446) all_0_44_44 = e4
% 59.63/24.76  																																														|
% 59.63/24.76  																																															| Equations (446) can reduce 220 to:
% 59.63/24.76  																																															| (1452)  ~ (all_0_53_53 = e4)
% 59.63/24.76  																																															|
% 59.63/24.76  																																															| Simplifying 1452 yields:
% 59.63/24.76  																																															| (1453)  ~ (all_0_53_53 = e4)
% 59.63/24.76  																																															|
% 59.63/24.76  																																															| Equations (446) can reduce 407 to:
% 59.63/24.76  																																															| (188)  ~ (e4 = e3)
% 59.63/24.76  																																															|
% 59.63/24.76  																																															| Equations (446) can reduce 639 to:
% 59.63/24.76  																																															| (110)  ~ (e4 = e1)
% 59.63/24.76  																																															|
% 59.63/24.76  																																															| Equations (446) can reduce 360 to:
% 59.63/24.76  																																															| (49)  ~ (e4 = e0)
% 59.63/24.76  																																															|
% 59.63/24.76  																																															| From (446) and (138) follows:
% 59.63/24.76  																																															| (4646) op(e3, e0) = e4
% 59.63/24.76  																																															|
% 59.63/24.76  																																															+-Applying beta-rule and splitting (112), into two cases.
% 59.63/24.76  																																															|-Branch one:
% 59.63/24.76  																																															| (635) all_0_44_44 = e1
% 59.63/24.76  																																															|
% 59.63/24.76  																																																| Combining equations (635,446) yields a new equation:
% 59.63/24.76  																																																| (630) e4 = e1
% 59.63/24.76  																																																|
% 59.63/24.76  																																																| Equations (630) can reduce 110 to:
% 59.63/24.76  																																																| (266) $false
% 59.63/24.76  																																																|
% 59.63/24.76  																																																|-The branch is then unsatisfiable
% 59.63/24.76  																																															|-Branch two:
% 59.63/24.76  																																															| (639)  ~ (all_0_44_44 = e1)
% 59.63/24.76  																																															| (640) all_0_49_49 = e1 | all_0_53_53 = e1 | all_0_58_58 = e1
% 59.63/24.76  																																															|
% 59.63/24.76  																																																+-Applying beta-rule and splitting (231), into two cases.
% 59.63/24.76  																																																|-Branch one:
% 59.63/24.76  																																																| (775) all_0_50_50 = e4
% 59.63/24.76  																																																|
% 59.63/24.76  																																																	| Combining equations (415,775) yields a new equation:
% 59.63/24.76  																																																	| (425) e4 = e3
% 59.63/24.76  																																																	|
% 59.63/24.76  																																																	| Equations (425) can reduce 188 to:
% 59.63/24.76  																																																	| (266) $false
% 59.63/24.76  																																																	|
% 59.63/24.76  																																																	|-The branch is then unsatisfiable
% 59.63/24.76  																																																|-Branch two:
% 59.63/24.76  																																																| (566)  ~ (all_0_50_50 = e4)
% 59.63/24.76  																																																| (1071) all_0_51_51 = e4 | all_0_52_52 = e4 | all_0_53_53 = e4
% 59.63/24.76  																																																|
% 59.63/24.77  																																																	| Equations (415) can reduce 566 to:
% 59.63/24.77  																																																	| (277)  ~ (e4 = e3)
% 59.63/24.77  																																																	|
% 59.63/24.77  																																																	| Simplifying 277 yields:
% 59.63/24.77  																																																	| (188)  ~ (e4 = e3)
% 59.63/24.77  																																																	|
% 59.63/24.77  																																																	+-Applying beta-rule and splitting (2115), into two cases.
% 59.63/24.77  																																																	|-Branch one:
% 59.63/24.77  																																																	| (1392) all_0_42_42 = e4
% 59.63/24.77  																																																	|
% 59.63/24.77  																																																		| Combining equations (1392,516) yields a new equation:
% 59.63/24.77  																																																		| (424) e4 = e3
% 59.63/24.77  																																																		|
% 59.63/24.77  																																																		| Simplifying 424 yields:
% 59.63/24.77  																																																		| (425) e4 = e3
% 59.63/24.77  																																																		|
% 59.63/24.77  																																																		| Equations (425) can reduce 188 to:
% 59.63/24.77  																																																		| (266) $false
% 59.63/24.77  																																																		|
% 59.63/24.77  																																																		|-The branch is then unsatisfiable
% 59.63/24.77  																																																	|-Branch two:
% 59.63/24.77  																																																	| (1890)  ~ (all_0_42_42 = e4)
% 59.63/24.77  																																																	| (2246) all_0_47_47 = e4 | all_0_51_51 = e4 | all_0_56_56 = e4
% 59.63/24.77  																																																	|
% 59.63/24.77  																																																		+-Applying beta-rule and splitting (1100), into two cases.
% 59.63/24.77  																																																		|-Branch one:
% 59.63/24.77  																																																		| (1101) all_0_51_51 = e4
% 59.63/24.77  																																																		|
% 59.63/24.77  																																																			| From (1101) and (186) follows:
% 59.63/24.77  																																																			| (13720) op(e1, e2) = e4
% 59.63/24.77  																																																			|
% 59.63/24.77  																																																			+-Applying beta-rule and splitting (640), into two cases.
% 59.63/24.77  																																																			|-Branch one:
% 59.63/24.77  																																																			| (671) all_0_49_49 = e1
% 59.63/24.77  																																																			|
% 59.63/24.77  																																																				| Combining equations (884,671) yields a new equation:
% 59.63/24.77  																																																				| (454) e3 = e1
% 59.63/24.77  																																																				|
% 59.63/24.77  																																																				| Simplifying 454 yields:
% 59.63/24.77  																																																				| (455) e3 = e1
% 59.63/24.77  																																																				|
% 59.63/24.77  																																																				| Equations (455) can reduce 213 to:
% 59.63/24.77  																																																				| (266) $false
% 59.63/24.77  																																																				|
% 59.63/24.77  																																																				|-The branch is then unsatisfiable
% 59.63/24.77  																																																			|-Branch two:
% 59.63/24.77  																																																			| (1064)  ~ (all_0_49_49 = e1)
% 59.63/24.77  																																																			| (2141) all_0_53_53 = e1 | all_0_58_58 = e1
% 59.63/24.77  																																																			|
% 59.63/24.77  																																																				+-Applying beta-rule and splitting (2141), into two cases.
% 59.63/24.77  																																																				|-Branch one:
% 59.63/24.77  																																																				| (1208) all_0_53_53 = e1
% 59.63/24.77  																																																				|
% 59.63/24.77  																																																					| Equations (1208) can reduce 247 to:
% 59.63/24.77  																																																					| (233)  ~ (e1 = e0)
% 59.63/24.77  																																																					|
% 59.63/24.77  																																																					+-Applying beta-rule and splitting (56), into two cases.
% 59.63/24.77  																																																					|-Branch one:
% 59.63/24.77  																																																					| (696) unit = e2
% 59.63/24.77  																																																					|
% 59.63/24.77  																																																						| From (696) and (24) follows:
% 59.63/24.77  																																																						| (697) op(e2, e3) = e3
% 59.63/24.77  																																																						|
% 59.63/24.77  																																																						| From (696) and (209) follows:
% 59.63/24.77  																																																						| (7585) op(e2, e0) = e0
% 59.63/24.77  																																																						|
% 59.63/24.77  																																																						| From (696) and (227) follows:
% 59.63/24.77  																																																						| (4284) op(e4, e2) = e4
% 59.63/24.77  																																																						|
% 59.63/24.77  																																																						| From (696) and (28) follows:
% 59.63/24.77  																																																						| (699) op(e1, e2) = e1
% 59.63/24.77  																																																						|
% 59.63/24.77  																																																						| Instantiating formula (29) with e4, e2, e4, e2 and discharging atoms op(e4, e2) = e4, op(e4, e2) = e2, yields:
% 59.63/24.77  																																																						| (323) e4 = e2
% 59.63/24.77  																																																						|
% 59.63/24.77  																																																						| Instantiating formula (29) with e2, e3, e3, e2 and discharging atoms op(e2, e3) = e3, op(e2, e3) = e2, yields:
% 59.63/24.77  																																																						| (662) e3 = e2
% 59.63/24.77  																																																						|
% 59.63/24.77  																																																						| Instantiating formula (29) with e2, e0, e0, e3 and discharging atoms op(e2, e0) = e3, op(e2, e0) = e0, yields:
% 59.63/24.77  																																																						| (676) e3 = e0
% 59.63/24.77  																																																						|
% 59.63/24.77  																																																						| Instantiating formula (29) with e1, e2, e1, e4 and discharging atoms op(e1, e2) = e4, op(e1, e2) = e1, yields:
% 59.63/24.77  																																																						| (630) e4 = e1
% 59.63/24.77  																																																						|
% 59.63/24.77  																																																						| Combining equations (630,323) yields a new equation:
% 59.63/24.77  																																																						| (617) e2 = e1
% 59.63/24.77  																																																						|
% 59.63/24.77  																																																						| Combining equations (676,662) yields a new equation:
% 59.63/24.77  																																																						| (330) e2 = e0
% 59.63/24.77  																																																						|
% 59.63/24.77  																																																						| Combining equations (330,617) yields a new equation:
% 59.63/24.77  																																																						| (431) e1 = e0
% 59.63/24.77  																																																						|
% 59.63/24.77  																																																						| Equations (431) can reduce 233 to:
% 59.63/24.77  																																																						| (266) $false
% 59.63/24.77  																																																						|
% 59.63/24.77  																																																						|-The branch is then unsatisfiable
% 59.63/24.77  																																																					|-Branch two:
% 59.63/24.77  																																																					| (707)  ~ (unit = e2)
% 59.63/24.77  																																																					| (708) unit = e4 | unit = e3 | unit = e1 | unit = e0
% 59.63/24.77  																																																					|
% 59.63/24.77  																																																						+-Applying beta-rule and splitting (708), into two cases.
% 59.63/24.77  																																																						|-Branch one:
% 59.63/24.77  																																																						| (709) unit = e4
% 59.63/24.77  																																																						|
% 59.63/24.77  																																																							| From (709) and (24) follows:
% 59.63/24.77  																																																							| (33325) op(e4, e3) = e3
% 59.63/24.77  																																																							|
% 59.63/24.77  																																																							| From (709) and (227) follows:
% 59.63/24.77  																																																							| (710) op(e4, e4) = e4
% 59.63/24.77  																																																							|
% 59.63/24.77  																																																							| From (709) and (42) follows:
% 59.63/24.77  																																																							| (713) op(e0, e4) = e0
% 59.63/24.77  																																																							|
% 59.63/24.77  																																																							| Instantiating formula (29) with e4, e4, e4, e1 and discharging atoms op(e4, e4) = e4, op(e4, e4) = e1, yields:
% 59.63/24.77  																																																							| (630) e4 = e1
% 59.63/24.77  																																																							|
% 59.63/24.77  																																																							| Instantiating formula (29) with e4, e3, e3, e4 and discharging atoms op(e4, e3) = e4, op(e4, e3) = e3, yields:
% 59.63/24.77  																																																							| (425) e4 = e3
% 59.63/24.77  																																																							|
% 59.63/24.77  																																																							| Instantiating formula (29) with e0, e4, e0, e3 and discharging atoms op(e0, e4) = e3, op(e0, e4) = e0, yields:
% 59.63/24.77  																																																							| (676) e3 = e0
% 59.63/24.77  																																																							|
% 59.63/24.77  																																																							| Combining equations (630,425) yields a new equation:
% 59.63/24.77  																																																							| (455) e3 = e1
% 59.63/24.77  																																																							|
% 59.63/24.77  																																																							| Combining equations (455,676) yields a new equation:
% 59.63/24.77  																																																							| (546) e1 = e0
% 59.63/24.77  																																																							|
% 59.63/24.77  																																																							| Simplifying 546 yields:
% 59.63/24.77  																																																							| (431) e1 = e0
% 59.63/24.77  																																																							|
% 59.63/24.77  																																																							| Equations (431) can reduce 233 to:
% 59.63/24.77  																																																							| (266) $false
% 59.63/24.77  																																																							|
% 59.63/24.77  																																																							|-The branch is then unsatisfiable
% 59.63/24.77  																																																						|-Branch two:
% 59.63/24.77  																																																						| (724)  ~ (unit = e4)
% 59.63/24.77  																																																						| (725) unit = e3 | unit = e1 | unit = e0
% 59.63/24.77  																																																						|
% 59.63/24.77  																																																							+-Applying beta-rule and splitting (725), into two cases.
% 59.63/24.77  																																																							|-Branch one:
% 59.63/24.77  																																																							| (726) unit = e0
% 59.63/24.77  																																																							|
% 59.63/24.77  																																																								| From (726) and (244) follows:
% 59.63/24.77  																																																								| (2207) op(e0, e4) = e4
% 59.63/24.77  																																																								|
% 59.63/24.77  																																																								| From (726) and (211) follows:
% 59.63/24.77  																																																								| (15180) op(e0, e1) = e1
% 59.63/24.77  																																																								|
% 59.63/24.77  																																																								| From (726) and (227) follows:
% 59.63/24.77  																																																								| (3205) op(e4, e0) = e4
% 59.63/24.77  																																																								|
% 59.63/24.77  																																																								| From (726) and (32) follows:
% 59.63/24.77  																																																								| (727) op(e2, e0) = e2
% 59.63/24.77  																																																								|
% 59.63/24.77  																																																								| Instantiating formula (29) with e4, e0, e4, e0 and discharging atoms op(e4, e0) = e4, op(e4, e0) = e0, yields:
% 59.63/24.77  																																																								| (397) e4 = e0
% 59.63/24.77  																																																								|
% 59.63/24.77  																																																								| Instantiating formula (29) with e2, e0, e2, e3 and discharging atoms op(e2, e0) = e3, op(e2, e0) = e2, yields:
% 59.63/24.77  																																																								| (662) e3 = e2
% 59.63/24.77  																																																								|
% 59.63/24.77  																																																								| Instantiating formula (29) with e0, e4, e4, e3 and discharging atoms op(e0, e4) = e4, op(e0, e4) = e3, yields:
% 59.63/24.77  																																																								| (425) e4 = e3
% 59.63/24.77  																																																								|
% 59.63/24.77  																																																								| Instantiating formula (29) with e0, e1, e1, e4 and discharging atoms op(e0, e1) = e4, op(e0, e1) = e1, yields:
% 59.63/24.77  																																																								| (630) e4 = e1
% 59.63/24.77  																																																								|
% 59.63/24.77  																																																								| Combining equations (630,425) yields a new equation:
% 59.63/24.77  																																																								| (455) e3 = e1
% 59.63/24.77  																																																								|
% 59.63/24.77  																																																								| Combining equations (397,425) yields a new equation:
% 59.63/24.77  																																																								| (676) e3 = e0
% 59.63/24.77  																																																								|
% 59.63/24.77  																																																								| Combining equations (455,662) yields a new equation:
% 59.63/24.77  																																																								| (617) e2 = e1
% 59.63/24.77  																																																								|
% 59.63/24.77  																																																								| Combining equations (676,662) yields a new equation:
% 59.63/24.77  																																																								| (330) e2 = e0
% 59.63/24.77  																																																								|
% 59.63/24.77  																																																								| Combining equations (617,330) yields a new equation:
% 59.63/24.77  																																																								| (546) e1 = e0
% 59.63/24.77  																																																								|
% 59.63/24.77  																																																								| Simplifying 546 yields:
% 59.63/24.77  																																																								| (431) e1 = e0
% 59.63/24.77  																																																								|
% 59.63/24.77  																																																								| Equations (431) can reduce 233 to:
% 59.63/24.77  																																																								| (266) $false
% 59.63/24.77  																																																								|
% 59.63/24.77  																																																								|-The branch is then unsatisfiable
% 59.63/24.77  																																																							|-Branch two:
% 59.63/24.77  																																																							| (734)  ~ (unit = e0)
% 59.63/24.77  																																																							| (735) unit = e3 | unit = e1
% 59.63/24.77  																																																							|
% 59.63/24.77  																																																								+-Applying beta-rule and splitting (735), into two cases.
% 59.63/24.77  																																																								|-Branch one:
% 59.63/24.77  																																																								| (736) unit = e1
% 59.63/24.77  																																																								|
% 59.63/24.77  																																																									| Equations (736) can reduce 734 to:
% 59.63/24.77  																																																									| (233)  ~ (e1 = e0)
% 59.63/24.77  																																																									|
% 59.63/24.77  																																																									| From (736) and (15) follows:
% 59.63/24.77  																																																									| (515) op(e1, e2) = e2
% 59.63/24.77  																																																									|
% 59.63/24.77  																																																									| From (736) and (28) follows:
% 59.63/24.77  																																																									| (740) op(e1, e1) = e1
% 59.63/24.77  																																																									|
% 59.63/24.77  																																																									| From (736) and (42) follows:
% 59.63/24.77  																																																									| (3221) op(e0, e1) = e0
% 59.63/24.77  																																																									|
% 59.63/24.77  																																																									| Instantiating formula (29) with e1, e2, e2, e4 and discharging atoms op(e1, e2) = e4, op(e1, e2) = e2, yields:
% 59.63/24.77  																																																									| (323) e4 = e2
% 59.63/24.77  																																																									|
% 59.63/24.77  																																																									| Instantiating formula (29) with e1, e1, e1, e2 and discharging atoms op(e1, e1) = e2, op(e1, e1) = e1, yields:
% 59.63/24.77  																																																									| (617) e2 = e1
% 59.63/24.77  																																																									|
% 59.63/24.77  																																																									| Instantiating formula (29) with e0, e1, e0, e4 and discharging atoms op(e0, e1) = e4, op(e0, e1) = e0, yields:
% 59.63/24.77  																																																									| (397) e4 = e0
% 59.63/24.77  																																																									|
% 59.63/24.77  																																																									| Combining equations (323,397) yields a new equation:
% 59.63/24.77  																																																									| (391) e2 = e0
% 59.63/24.77  																																																									|
% 59.63/24.77  																																																									| Simplifying 391 yields:
% 59.63/24.77  																																																									| (330) e2 = e0
% 59.63/24.77  																																																									|
% 59.63/24.77  																																																									| Combining equations (617,330) yields a new equation:
% 59.63/24.77  																																																									| (546) e1 = e0
% 59.63/24.77  																																																									|
% 59.63/24.77  																																																									| Simplifying 546 yields:
% 59.63/24.77  																																																									| (431) e1 = e0
% 59.63/24.77  																																																									|
% 59.63/24.77  																																																									| Equations (431) can reduce 233 to:
% 59.63/24.77  																																																									| (266) $false
% 59.63/24.77  																																																									|
% 59.63/24.77  																																																									|-The branch is then unsatisfiable
% 59.63/24.77  																																																								|-Branch two:
% 59.63/24.77  																																																								| (748)  ~ (unit = e1)
% 59.63/24.77  																																																								| (749) unit = e3
% 59.63/24.77  																																																								|
% 59.63/24.77  																																																									| From (749) and (244) follows:
% 59.63/24.77  																																																									| (750) op(e3, e4) = e4
% 59.63/24.77  																																																									|
% 59.63/24.77  																																																									| From (749) and (15) follows:
% 59.63/24.77  																																																									| (751) op(e3, e2) = e2
% 59.63/24.77  																																																									|
% 59.63/24.77  																																																									| From (749) and (209) follows:
% 59.63/24.77  																																																									| (1667) op(e3, e0) = e0
% 59.63/24.77  																																																									|
% 59.63/24.77  																																																									| From (749) and (28) follows:
% 59.63/24.77  																																																									| (2235) op(e1, e3) = e1
% 59.63/24.77  																																																									|
% 59.63/24.77  																																																									| Instantiating formula (29) with e3, e4, e4, e2 and discharging atoms op(e3, e4) = e4, op(e3, e4) = e2, yields:
% 59.63/24.77  																																																									| (323) e4 = e2
% 59.63/24.77  																																																									|
% 59.63/24.77  																																																									| Instantiating formula (29) with e3, e2, e2, e3 and discharging atoms op(e3, e2) = e3, op(e3, e2) = e2, yields:
% 59.63/24.77  																																																									| (662) e3 = e2
% 59.63/24.77  																																																									|
% 59.63/24.77  																																																									| Instantiating formula (29) with e3, e0, e0, e4 and discharging atoms op(e3, e0) = e4, op(e3, e0) = e0, yields:
% 59.63/24.77  																																																									| (397) e4 = e0
% 59.63/24.77  																																																									|
% 59.63/24.77  																																																									| Instantiating formula (29) with e1, e3, e1, e3 and discharging atoms op(e1, e3) = e3, op(e1, e3) = e1, yields:
% 59.63/24.77  																																																									| (455) e3 = e1
% 59.63/24.77  																																																									|
% 59.63/24.77  																																																									| Combining equations (323,397) yields a new equation:
% 59.63/24.77  																																																									| (391) e2 = e0
% 59.63/24.77  																																																									|
% 59.63/24.77  																																																									| Simplifying 391 yields:
% 59.63/24.77  																																																									| (330) e2 = e0
% 59.63/24.77  																																																									|
% 59.63/24.77  																																																									| Combining equations (662,455) yields a new equation:
% 59.63/24.77  																																																									| (616) e2 = e1
% 59.63/24.77  																																																									|
% 59.63/24.77  																																																									| Simplifying 616 yields:
% 59.63/24.77  																																																									| (617) e2 = e1
% 59.63/24.77  																																																									|
% 59.63/24.77  																																																									| Combining equations (617,330) yields a new equation:
% 59.63/24.77  																																																									| (546) e1 = e0
% 59.63/24.77  																																																									|
% 59.63/24.77  																																																									| Simplifying 546 yields:
% 59.63/24.77  																																																									| (431) e1 = e0
% 59.63/24.77  																																																									|
% 59.63/24.77  																																																									| Equations (431) can reduce 233 to:
% 59.63/24.77  																																																									| (266) $false
% 59.63/24.77  																																																									|
% 59.63/24.77  																																																									|-The branch is then unsatisfiable
% 59.63/24.77  																																																				|-Branch two:
% 59.63/24.77  																																																				| (1459)  ~ (all_0_53_53 = e1)
% 59.63/24.77  																																																				| (918) all_0_58_58 = e1
% 59.63/24.77  																																																				|
% 59.63/24.77  																																																					| Combining equations (918,624) yields a new equation:
% 59.63/24.77  																																																					| (617) e2 = e1
% 59.63/24.77  																																																					|
% 59.63/24.77  																																																					| Equations (617) can reduce 122 to:
% 59.63/24.77  																																																					| (266) $false
% 59.63/24.77  																																																					|
% 59.63/24.77  																																																					|-The branch is then unsatisfiable
% 59.63/24.77  																																																		|-Branch two:
% 59.63/24.77  																																																		| (475)  ~ (all_0_51_51 = e4)
% 59.63/24.77  																																																		| (1104) all_0_51_51 = e3 | all_0_51_51 = e1
% 59.63/24.77  																																																		|
% 59.63/24.77  																																																			+-Applying beta-rule and splitting (1168), into two cases.
% 59.63/24.77  																																																			|-Branch one:
% 59.63/24.77  																																																			| (1109) all_0_51_51 = e1
% 59.63/24.77  																																																			|
% 59.63/24.77  																																																				| Equations (1109) can reduce 464 to:
% 59.63/24.77  																																																				| (266) $false
% 59.63/24.77  																																																				|
% 59.63/24.77  																																																				|-The branch is then unsatisfiable
% 59.63/24.77  																																																			|-Branch two:
% 59.63/24.77  																																																			| (464)  ~ (all_0_51_51 = e1)
% 59.63/24.77  																																																			| (1202) all_0_52_52 = e1 | all_0_53_53 = e1
% 59.63/24.77  																																																			|
% 59.63/24.77  																																																				+-Applying beta-rule and splitting (2246), into two cases.
% 59.63/24.77  																																																				|-Branch one:
% 59.63/24.77  																																																				| (1790) all_0_47_47 = e4
% 59.63/24.77  																																																				|
% 59.63/24.77  																																																					| Combining equations (674,1790) yields a new equation:
% 59.63/24.77  																																																					| (397) e4 = e0
% 59.63/24.77  																																																					|
% 59.63/24.77  																																																					| Equations (397) can reduce 49 to:
% 59.63/24.77  																																																					| (266) $false
% 59.63/24.77  																																																					|
% 59.63/24.77  																																																					|-The branch is then unsatisfiable
% 59.63/24.77  																																																				|-Branch two:
% 59.63/24.77  																																																				| (252)  ~ (all_0_47_47 = e4)
% 59.63/24.77  																																																				| (6548) all_0_51_51 = e4 | all_0_56_56 = e4
% 59.63/24.77  																																																				|
% 59.63/24.77  																																																					+-Applying beta-rule and splitting (1202), into two cases.
% 59.63/24.77  																																																					|-Branch one:
% 59.63/24.77  																																																					| (642) all_0_52_52 = e1
% 59.63/24.77  																																																					|
% 59.63/24.77  																																																						| Combining equations (352,642) yields a new equation:
% 59.63/24.77  																																																						| (616) e2 = e1
% 59.63/24.77  																																																						|
% 59.63/24.77  																																																						| Simplifying 616 yields:
% 59.63/24.77  																																																						| (617) e2 = e1
% 59.63/24.77  																																																						|
% 59.63/24.77  																																																						| Equations (617) can reduce 122 to:
% 59.63/24.77  																																																						| (266) $false
% 59.63/24.77  																																																						|
% 59.63/24.77  																																																						|-The branch is then unsatisfiable
% 59.63/24.77  																																																					|-Branch two:
% 59.63/24.77  																																																					| (646)  ~ (all_0_52_52 = e1)
% 59.63/24.77  																																																					| (1208) all_0_53_53 = e1
% 59.63/24.77  																																																					|
% 59.63/24.77  																																																						| Equations (1208) can reduce 1453 to:
% 59.63/24.77  																																																						| (602)  ~ (e4 = e1)
% 59.63/24.77  																																																						|
% 59.63/24.77  																																																						| Simplifying 602 yields:
% 59.63/24.77  																																																						| (110)  ~ (e4 = e1)
% 59.63/24.77  																																																						|
% 59.63/24.77  																																																						+-Applying beta-rule and splitting (6548), into two cases.
% 59.63/24.77  																																																						|-Branch one:
% 59.63/24.77  																																																						| (1101) all_0_51_51 = e4
% 59.63/24.77  																																																						|
% 59.63/24.77  																																																							| Equations (1101) can reduce 475 to:
% 59.63/24.77  																																																							| (266) $false
% 59.63/24.77  																																																							|
% 59.63/24.77  																																																							|-The branch is then unsatisfiable
% 59.63/24.77  																																																						|-Branch two:
% 59.63/24.77  																																																						| (475)  ~ (all_0_51_51 = e4)
% 59.63/24.77  																																																						| (842) all_0_56_56 = e4
% 59.63/24.77  																																																						|
% 59.63/24.77  																																																							| Combining equations (1569,842) yields a new equation:
% 59.63/24.77  																																																							| (630) e4 = e1
% 59.63/24.77  																																																							|
% 59.63/24.77  																																																							| Equations (630) can reduce 110 to:
% 59.63/24.77  																																																							| (266) $false
% 59.63/24.77  																																																							|
% 59.63/24.77  																																																							|-The branch is then unsatisfiable
% 59.63/24.77  																																														|-Branch two:
% 59.63/24.77  																																														| (1390)  ~ (all_0_44_44 = e4)
% 59.63/24.77  																																														| (1391) all_0_44_44 = e3 | all_0_44_44 = e1 | all_0_44_44 = e0
% 59.63/24.77  																																														|
% 59.63/24.77  																																															+-Applying beta-rule and splitting (112), into two cases.
% 59.63/24.77  																																															|-Branch one:
% 59.63/24.77  																																															| (635) all_0_44_44 = e1
% 59.63/24.77  																																															|
% 59.63/24.77  																																																| Equations (635) can reduce 639 to:
% 59.63/24.77  																																																| (266) $false
% 59.63/24.77  																																																|
% 59.63/24.77  																																																|-The branch is then unsatisfiable
% 59.63/24.77  																																															|-Branch two:
% 59.63/24.77  																																															| (639)  ~ (all_0_44_44 = e1)
% 59.63/24.77  																																															| (640) all_0_49_49 = e1 | all_0_53_53 = e1 | all_0_58_58 = e1
% 59.63/24.77  																																															|
% 59.63/24.77  																																																+-Applying beta-rule and splitting (1391), into two cases.
% 59.63/24.77  																																																|-Branch one:
% 59.63/24.77  																																																| (1414) all_0_44_44 = e0
% 59.63/24.77  																																																|
% 59.63/24.77  																																																	| Equations (1414) can reduce 360 to:
% 59.63/24.77  																																																	| (266) $false
% 59.63/24.77  																																																	|
% 59.63/24.77  																																																	|-The branch is then unsatisfiable
% 59.63/24.77  																																																|-Branch two:
% 59.63/24.77  																																																| (360)  ~ (all_0_44_44 = e0)
% 59.63/24.77  																																																| (1417) all_0_44_44 = e3 | all_0_44_44 = e1
% 59.63/24.77  																																																|
% 59.63/24.77  																																																	+-Applying beta-rule and splitting (1417), into two cases.
% 59.63/24.77  																																																	|-Branch one:
% 59.63/24.77  																																																	| (635) all_0_44_44 = e1
% 59.63/24.77  																																																	|
% 59.63/24.77  																																																		| Equations (635) can reduce 639 to:
% 59.63/24.77  																																																		| (266) $false
% 59.63/24.77  																																																		|
% 59.63/24.77  																																																		|-The branch is then unsatisfiable
% 59.63/24.77  																																																	|-Branch two:
% 59.63/24.77  																																																	| (639)  ~ (all_0_44_44 = e1)
% 59.63/24.77  																																																	| (532) all_0_44_44 = e3
% 59.63/24.77  																																																	|
% 59.63/24.77  																																																		| Equations (532) can reduce 407 to:
% 59.63/24.77  																																																		| (266) $false
% 59.63/24.77  																																																		|
% 59.63/24.77  																																																		|-The branch is then unsatisfiable
% 59.63/24.78  																																												|-Branch two:
% 59.63/24.78  																																												| (457)  ~ (all_0_41_41 = e1)
% 59.63/24.78  																																												| (595) all_0_46_46 = e1 | all_0_50_50 = e1 | all_0_55_55 = e1
% 59.63/24.78  																																												|
% 59.63/24.78  																																													+-Applying beta-rule and splitting (103), into two cases.
% 59.63/24.78  																																													|-Branch one:
% 59.63/24.78  																																													| (453) all_0_41_41 = e1
% 59.63/24.78  																																													|
% 59.63/24.78  																																														| Equations (453) can reduce 457 to:
% 59.63/24.78  																																														| (266) $false
% 59.63/24.78  																																														|
% 59.63/24.78  																																														|-The branch is then unsatisfiable
% 59.63/24.78  																																													|-Branch two:
% 59.63/24.78  																																													| (457)  ~ (all_0_41_41 = e1)
% 59.63/24.78  																																													| (458) all_0_42_42 = e1 | all_0_43_43 = e1 | all_0_44_44 = e1
% 59.63/24.78  																																													|
% 59.63/24.78  																																														+-Applying beta-rule and splitting (4053), into two cases.
% 59.63/24.78  																																														|-Branch one:
% 59.63/24.78  																																														| (453) all_0_41_41 = e1
% 59.63/24.78  																																														|
% 59.63/24.78  																																															| Equations (453) can reduce 457 to:
% 59.63/24.78  																																															| (266) $false
% 59.63/24.78  																																															|
% 59.63/24.78  																																															|-The branch is then unsatisfiable
% 59.63/24.78  																																														|-Branch two:
% 59.63/24.78  																																														| (457)  ~ (all_0_41_41 = e1)
% 59.63/24.78  																																														| (403) all_0_41_41 = e3
% 59.63/24.78  																																														|
% 59.63/24.78  																																															| Equations (403) can reduce 1898 to:
% 59.63/24.78  																																															| (266) $false
% 59.63/24.78  																																															|
% 59.63/24.78  																																															|-The branch is then unsatisfiable
% 59.63/24.78  																																							|-Branch two:
% 59.63/24.78  																																							| (411)  ~ (all_0_50_50 = e3)
% 59.63/24.78  																																							| (418) all_0_51_51 = e3 | all_0_53_53 = e3
% 59.63/24.78  																																							|
% 59.63/24.78  																																								+-Applying beta-rule and splitting (418), into two cases.
% 59.63/24.78  																																								|-Branch one:
% 59.63/24.78  																																								| (660) all_0_51_51 = e3
% 59.63/24.78  																																								|
% 59.63/24.78  																																									| Equations (660) can reduce 664 to:
% 59.63/24.78  																																									| (266) $false
% 59.63/24.78  																																									|
% 59.63/24.78  																																									|-The branch is then unsatisfiable
% 59.63/24.78  																																								|-Branch two:
% 59.63/24.78  																																								| (664)  ~ (all_0_51_51 = e3)
% 59.63/24.78  																																								| (665) all_0_53_53 = e3
% 59.63/24.78  																																								|
% 59.63/24.78  																																									| Equations (665) can reduce 903 to:
% 59.63/24.78  																																									| (266) $false
% 59.63/24.78  																																									|
% 59.63/24.78  																																									|-The branch is then unsatisfiable
% 59.63/24.78  																																						|-Branch two:
% 59.63/24.78  																																						| (405)  ~ (all_0_42_42 = e3)
% 59.63/24.78  																																						| (532) all_0_44_44 = e3
% 59.63/24.78  																																						|
% 59.63/24.78  																																							| Equations (532) can reduce 407 to:
% 59.63/24.78  																																							| (266) $false
% 59.63/24.78  																																							|
% 59.63/24.78  																																							|-The branch is then unsatisfiable
% 59.63/24.78  																																	|-Branch two:
% 59.63/24.78  																																	| (466)  ~ (all_0_56_56 = e1)
% 59.63/24.78  																																	| (1574) all_0_57_57 = e1 | all_0_58_58 = e1
% 59.63/24.78  																																	|
% 59.63/24.78  																																		+-Applying beta-rule and splitting (1574), into two cases.
% 59.63/24.78  																																		|-Branch one:
% 59.63/24.78  																																		| (647) all_0_57_57 = e1
% 59.63/24.78  																																		|
% 59.63/24.78  																																			| Combining equations (647,871) yields a new equation:
% 59.63/24.78  																																			| (630) e4 = e1
% 59.63/24.78  																																			|
% 59.63/24.78  																																			| Equations (630) can reduce 110 to:
% 59.63/24.78  																																			| (266) $false
% 59.63/24.78  																																			|
% 59.63/24.78  																																			|-The branch is then unsatisfiable
% 59.63/24.78  																																		|-Branch two:
% 59.63/24.78  																																		| (1670)  ~ (all_0_57_57 = e1)
% 59.63/24.78  																																		| (918) all_0_58_58 = e1
% 59.63/24.78  																																		|
% 59.63/24.78  																																			| Combining equations (624,918) yields a new equation:
% 59.63/24.78  																																			| (616) e2 = e1
% 59.63/24.78  																																			|
% 59.63/24.78  																																			| Simplifying 616 yields:
% 59.63/24.78  																																			| (617) e2 = e1
% 59.63/24.78  																																			|
% 59.63/24.78  																																			| Equations (617) can reduce 122 to:
% 59.63/24.78  																																			| (266) $false
% 59.63/24.78  																																			|
% 59.63/24.78  																																			|-The branch is then unsatisfiable
% 59.63/24.78  																															|-Branch two:
% 59.63/24.78  																															| (803)  ~ (all_0_55_55 = e0)
% 59.63/24.78  																															| (863) all_0_56_56 = e0 | all_0_57_57 = e0 | all_0_58_58 = e0
% 59.63/24.78  																															|
% 59.63/24.78  																																+-Applying beta-rule and splitting (895), into two cases.
% 59.63/24.78  																																|-Branch one:
% 59.63/24.78  																																| (538) all_0_46_46 = e0
% 59.63/24.78  																																|
% 59.63/24.78  																																	| Combining equations (1794,538) yields a new equation:
% 59.63/24.78  																																	| (391) e2 = e0
% 59.63/24.78  																																	|
% 59.63/24.78  																																	| Simplifying 391 yields:
% 59.63/24.78  																																	| (330) e2 = e0
% 59.63/24.78  																																	|
% 59.63/24.78  																																	| Equations (330) can reduce 128 to:
% 59.63/24.78  																																	| (266) $false
% 59.63/24.78  																																	|
% 59.63/24.78  																																	|-The branch is then unsatisfiable
% 59.63/24.78  																																|-Branch two:
% 59.63/24.78  																																| (831)  ~ (all_0_46_46 = e0)
% 59.63/24.78  																																| (858) all_0_55_55 = e0
% 59.63/24.78  																																|
% 59.63/24.78  																																	| Equations (858) can reduce 803 to:
% 59.63/24.78  																																	| (266) $false
% 59.63/24.78  																																	|
% 59.63/24.78  																																	|-The branch is then unsatisfiable
% 59.63/24.78  																														|-Branch two:
% 59.63/24.78  																														| (678)  ~ (all_0_47_47 = e0)
% 59.63/24.78  																														| (1278) all_0_48_48 = e0 | all_0_49_49 = e0
% 59.63/24.78  																														|
% 59.63/24.78  																															+-Applying beta-rule and splitting (105), into two cases.
% 59.63/24.78  																															|-Branch one:
% 59.63/24.78  																															| (1105) all_0_47_47 = e2
% 59.63/24.78  																															|
% 59.63/24.78  																																| Equations (1105) can reduce 338 to:
% 59.63/24.78  																																| (266) $false
% 59.63/24.78  																																|
% 59.63/24.78  																																|-The branch is then unsatisfiable
% 59.63/24.78  																															|-Branch two:
% 59.63/24.78  																															| (338)  ~ (all_0_47_47 = e2)
% 59.63/24.78  																															| (1789) all_0_47_47 = e4 | all_0_47_47 = e3 | all_0_47_47 = e1 | all_0_47_47 = e0
% 59.63/24.78  																															|
% 59.63/24.78  																																+-Applying beta-rule and splitting (977), into two cases.
% 59.63/24.78  																																|-Branch one:
% 59.63/24.78  																																| (978) all_0_49_49 = e0
% 59.63/24.78  																																|
% 59.63/24.78  																																	| Equations (978) can reduce 487 to:
% 59.63/24.78  																																	| (266) $false
% 59.63/24.78  																																	|
% 59.63/24.78  																																	|-The branch is then unsatisfiable
% 59.63/24.78  																																|-Branch two:
% 59.63/24.78  																																| (487)  ~ (all_0_49_49 = e0)
% 59.63/24.78  																																| (981) all_0_49_49 = e3 | all_0_49_49 = e1
% 59.63/24.78  																																|
% 59.63/24.78  																																	+-Applying beta-rule and splitting (981), into two cases.
% 59.63/24.78  																																	|-Branch one:
% 59.63/24.78  																																	| (671) all_0_49_49 = e1
% 59.63/24.78  																																	|
% 59.63/24.78  																																		| Equations (671) can reduce 1064 to:
% 59.63/24.78  																																		| (266) $false
% 59.63/24.78  																																		|
% 59.63/24.78  																																		|-The branch is then unsatisfiable
% 59.63/24.78  																																	|-Branch two:
% 59.63/24.78  																																	| (1064)  ~ (all_0_49_49 = e1)
% 59.63/24.78  																																	| (884) all_0_49_49 = e3
% 59.63/24.78  																																	|
% 59.63/24.78  																																		| Equations (884) can reduce 86 to:
% 59.63/24.78  																																		| (1091)  ~ (all_0_47_47 = e3)
% 59.63/24.78  																																		|
% 59.63/24.78  																																		+-Applying beta-rule and splitting (1789), into two cases.
% 59.63/24.78  																																		|-Branch one:
% 59.63/24.78  																																		| (1790) all_0_47_47 = e4
% 59.63/24.78  																																		|
% 59.63/24.78  																																			| Equations (1790) can reduce 252 to:
% 59.63/24.78  																																			| (266) $false
% 59.63/24.78  																																			|
% 59.63/24.78  																																			|-The branch is then unsatisfiable
% 59.63/24.78  																																		|-Branch two:
% 59.63/24.78  																																		| (252)  ~ (all_0_47_47 = e4)
% 59.63/24.78  																																		| (1793) all_0_47_47 = e3 | all_0_47_47 = e1 | all_0_47_47 = e0
% 59.63/24.78  																																		|
% 59.63/24.78  																																			+-Applying beta-rule and splitting (1793), into two cases.
% 59.63/24.78  																																			|-Branch one:
% 59.63/24.78  																																			| (674) all_0_47_47 = e0
% 59.63/24.78  																																			|
% 59.63/24.78  																																				| Equations (674) can reduce 678 to:
% 59.63/24.78  																																				| (266) $false
% 59.63/24.78  																																				|
% 59.63/24.78  																																				|-The branch is then unsatisfiable
% 59.63/24.78  																																			|-Branch two:
% 59.63/24.78  																																			| (678)  ~ (all_0_47_47 = e0)
% 59.63/24.78  																																			| (1831) all_0_47_47 = e3 | all_0_47_47 = e1
% 59.63/24.78  																																			|
% 59.63/24.78  																																				+-Applying beta-rule and splitting (1831), into two cases.
% 59.63/24.78  																																				|-Branch one:
% 59.63/24.78  																																				| (654) all_0_47_47 = e1
% 59.63/24.78  																																				|
% 59.63/24.78  																																					| Equations (654) can reduce 462 to:
% 59.63/24.78  																																					| (266) $false
% 59.63/24.78  																																					|
% 59.63/24.78  																																					|-The branch is then unsatisfiable
% 59.63/24.78  																																				|-Branch two:
% 59.63/24.78  																																				| (462)  ~ (all_0_47_47 = e1)
% 59.63/24.78  																																				| (522) all_0_47_47 = e3
% 59.63/24.78  																																				|
% 59.63/24.78  																																					| Equations (522) can reduce 1091 to:
% 59.63/24.78  																																					| (266) $false
% 59.63/24.78  																																					|
% 59.63/24.78  																																					|-The branch is then unsatisfiable
% 59.63/24.78  																				|-Branch two:
% 59.63/24.78  																				| (5470)  ~ (all_0_43_43 = e0)
% 59.63/24.78  																				| (5471) all_0_48_48 = e0 | all_0_57_57 = e0
% 59.63/24.78  																				|
% 59.63/24.78  																					+-Applying beta-rule and splitting (5471), into two cases.
% 59.63/24.78  																					|-Branch one:
% 59.63/24.78  																					| (1279) all_0_48_48 = e0
% 59.63/24.78  																					|
% 59.63/24.78  																						| Equations (1279) can reduce 114 to:
% 59.63/24.78  																						| (678)  ~ (all_0_47_47 = e0)
% 59.63/24.78  																						|
% 59.63/24.78  																						| Equations (1279) can reduce 185 to:
% 59.63/24.78  																						| (486)  ~ (all_0_49_49 = e0)
% 59.63/24.78  																						|
% 59.63/24.78  																						| Simplifying 486 yields:
% 59.63/24.78  																						| (487)  ~ (all_0_49_49 = e0)
% 59.63/24.78  																						|
% 59.63/24.78  																						| Equations (1279) can reduce 254 to:
% 59.63/24.78  																						| (401)  ~ (e4 = e0)
% 59.63/24.78  																						|
% 59.63/24.78  																						| Simplifying 401 yields:
% 59.63/24.78  																						| (49)  ~ (e4 = e0)
% 59.63/24.78  																						|
% 59.63/24.78  																						| Equations (1279) can reduce 810 to:
% 59.63/24.78  																						| (365)  ~ (e2 = e0)
% 59.63/24.78  																						|
% 59.63/24.78  																						| Simplifying 365 yields:
% 59.63/24.78  																						| (128)  ~ (e2 = e0)
% 59.63/24.78  																						|
% 59.63/24.78  																						+-Applying beta-rule and splitting (163), into two cases.
% 59.63/24.78  																						|-Branch one:
% 59.63/24.78  																						| (565) all_0_52_52 = e4
% 59.63/24.78  																						|
% 59.63/24.78  																							| Combining equations (565,352) yields a new equation:
% 59.63/24.78  																							| (322) e4 = e2
% 59.63/24.78  																							|
% 59.63/24.78  																							| Simplifying 322 yields:
% 59.63/24.78  																							| (323) e4 = e2
% 59.63/24.78  																							|
% 59.63/24.78  																							| Equations (323) can reduce 48 to:
% 59.63/24.78  																							| (266) $false
% 59.63/24.78  																							|
% 59.63/24.78  																							|-The branch is then unsatisfiable
% 59.63/24.78  																						|-Branch two:
% 59.63/24.78  																						| (780)  ~ (all_0_52_52 = e4)
% 59.63/24.78  																						| (781) (all_0_41_41 = e0 & all_0_58_58 = e3 &  ~ (all_0_44_44 = e3)) | (all_0_41_41 = e0 & all_0_58_58 = e3 &  ~ (all_0_55_55 = e0)) | (all_0_47_47 = e1 & all_0_52_52 = e2 &  ~ (all_0_48_48 = e2)) | (all_0_47_47 = e1 & all_0_52_52 = e2 &  ~ (all_0_51_51 = e1)) | (all_0_47_47 = e0 & all_0_58_58 = e2 &  ~ (all_0_49_49 = e2)) | (all_0_47_47 = e0 & all_0_58_58 = e2 &  ~ (all_0_56_56 = e0))
% 59.63/24.78  																						|
% 59.63/24.78  																							| Equations (352) can reduce 780 to:
% 59.63/24.78  																							| (327)  ~ (e4 = e2)
% 59.63/24.78  																							|
% 59.63/24.78  																							| Simplifying 327 yields:
% 59.63/24.78  																							| (48)  ~ (e4 = e2)
% 59.63/24.78  																							|
% 59.63/24.78  																							+-Applying beta-rule and splitting (781), into two cases.
% 59.63/24.78  																							|-Branch one:
% 59.63/24.78  																							| (789) (all_0_41_41 = e0 & all_0_58_58 = e3 &  ~ (all_0_44_44 = e3)) | (all_0_41_41 = e0 & all_0_58_58 = e3 &  ~ (all_0_55_55 = e0)) | (all_0_47_47 = e1 & all_0_52_52 = e2 &  ~ (all_0_48_48 = e2)) | (all_0_47_47 = e1 & all_0_52_52 = e2 &  ~ (all_0_51_51 = e1)) | (all_0_47_47 = e0 & all_0_58_58 = e2 &  ~ (all_0_49_49 = e2))
% 59.63/24.78  																							|
% 59.63/24.78  																								+-Applying beta-rule and splitting (789), into two cases.
% 59.63/24.78  																								|-Branch one:
% 59.63/24.78  																								| (790) (all_0_41_41 = e0 & all_0_58_58 = e3 &  ~ (all_0_44_44 = e3)) | (all_0_41_41 = e0 & all_0_58_58 = e3 &  ~ (all_0_55_55 = e0)) | (all_0_47_47 = e1 & all_0_52_52 = e2 &  ~ (all_0_48_48 = e2)) | (all_0_47_47 = e1 & all_0_52_52 = e2 &  ~ (all_0_51_51 = e1))
% 59.63/24.78  																								|
% 59.63/24.78  																									+-Applying beta-rule and splitting (790), into two cases.
% 59.63/24.78  																									|-Branch one:
% 59.63/24.78  																									| (791) (all_0_41_41 = e0 & all_0_58_58 = e3 &  ~ (all_0_44_44 = e3)) | (all_0_41_41 = e0 & all_0_58_58 = e3 &  ~ (all_0_55_55 = e0)) | (all_0_47_47 = e1 & all_0_52_52 = e2 &  ~ (all_0_48_48 = e2))
% 59.63/24.78  																									|
% 59.63/24.78  																										+-Applying beta-rule and splitting (791), into two cases.
% 59.63/24.78  																										|-Branch one:
% 59.63/24.78  																										| (792) (all_0_41_41 = e0 & all_0_58_58 = e3 &  ~ (all_0_44_44 = e3)) | (all_0_41_41 = e0 & all_0_58_58 = e3 &  ~ (all_0_55_55 = e0))
% 59.63/24.78  																										|
% 59.63/24.78  																											+-Applying beta-rule and splitting (792), into two cases.
% 59.63/24.78  																											|-Branch one:
% 59.63/24.78  																											| (793) all_0_41_41 = e0 & all_0_58_58 = e3 &  ~ (all_0_44_44 = e3)
% 59.63/24.78  																											|
% 59.63/24.78  																												| Applying alpha-rule on (793) yields:
% 59.63/24.78  																												| (794) all_0_41_41 = e0
% 59.63/24.78  																												| (795) all_0_58_58 = e3
% 59.63/24.78  																												| (407)  ~ (all_0_44_44 = e3)
% 59.63/24.78  																												|
% 59.63/24.78  																												| Combining equations (624,795) yields a new equation:
% 59.63/24.78  																												| (662) e3 = e2
% 59.63/24.78  																												|
% 59.63/24.78  																												| Equations (662) can reduce 212 to:
% 59.63/24.78  																												| (266) $false
% 59.63/24.78  																												|
% 59.63/24.78  																												|-The branch is then unsatisfiable
% 59.63/24.78  																											|-Branch two:
% 59.63/24.78  																											| (800) all_0_41_41 = e0 & all_0_58_58 = e3 &  ~ (all_0_55_55 = e0)
% 59.63/24.78  																											|
% 59.63/24.78  																												| Applying alpha-rule on (800) yields:
% 59.63/24.78  																												| (794) all_0_41_41 = e0
% 59.63/24.78  																												| (795) all_0_58_58 = e3
% 59.63/24.78  																												| (803)  ~ (all_0_55_55 = e0)
% 59.63/24.78  																												|
% 59.63/24.78  																												| Combining equations (624,795) yields a new equation:
% 59.63/24.78  																												| (662) e3 = e2
% 59.63/24.78  																												|
% 59.63/24.78  																												| Equations (662) can reduce 212 to:
% 59.63/24.78  																												| (266) $false
% 59.63/24.78  																												|
% 59.63/24.78  																												|-The branch is then unsatisfiable
% 59.63/24.78  																										|-Branch two:
% 59.63/24.78  																										| (807) all_0_47_47 = e1 & all_0_52_52 = e2 &  ~ (all_0_48_48 = e2)
% 59.63/24.78  																										|
% 59.63/24.78  																											| Applying alpha-rule on (807) yields:
% 59.63/24.78  																											| (654) all_0_47_47 = e1
% 59.63/24.78  																											| (352) all_0_52_52 = e2
% 59.63/24.78  																											| (810)  ~ (all_0_48_48 = e2)
% 59.63/24.78  																											|
% 59.63/24.78  																											| Equations (654) can reduce 198 to:
% 59.63/24.78  																											| (1380)  ~ (all_0_42_42 = e1)
% 59.63/24.78  																											|
% 59.63/24.78  																											| Equations (654) can reduce 224 to:
% 59.63/24.78  																											| (463)  ~ (all_0_51_51 = e1)
% 59.63/24.78  																											|
% 59.63/24.78  																											| Simplifying 463 yields:
% 59.63/24.78  																											| (464)  ~ (all_0_51_51 = e1)
% 59.63/24.78  																											|
% 59.63/24.78  																											| Equations (654) can reduce 91 to:
% 59.63/24.78  																											| (465)  ~ (all_0_56_56 = e1)
% 59.63/24.78  																											|
% 59.63/24.78  																											| Simplifying 465 yields:
% 59.63/24.78  																											| (466)  ~ (all_0_56_56 = e1)
% 59.63/24.78  																											|
% 59.63/24.78  																											| Equations (654) can reduce 252 to:
% 59.63/24.78  																											| (602)  ~ (e4 = e1)
% 59.63/24.78  																											|
% 59.63/24.78  																											| Simplifying 602 yields:
% 59.63/24.78  																											| (110)  ~ (e4 = e1)
% 59.63/24.78  																											|
% 59.63/24.78  																											| Equations (654) can reduce 338 to:
% 59.63/24.78  																											| (604)  ~ (e2 = e1)
% 59.63/24.78  																											|
% 59.63/24.78  																											| Simplifying 604 yields:
% 59.63/24.78  																											| (122)  ~ (e2 = e1)
% 59.63/24.78  																											|
% 59.63/24.78  																											| Equations (1279) can reduce 810 to:
% 59.63/24.78  																											| (365)  ~ (e2 = e0)
% 59.63/24.78  																											|
% 59.63/24.78  																											| Simplifying 365 yields:
% 59.63/24.78  																											| (128)  ~ (e2 = e0)
% 59.63/24.78  																											|
% 59.63/24.78  																											+-Applying beta-rule and splitting (216), into two cases.
% 59.63/24.78  																											|-Branch one:
% 59.63/24.78  																											| (629) all_0_55_55 = e1
% 59.63/24.78  																											|
% 59.63/24.78  																												| Equations (629) can reduce 191 to:
% 59.63/24.78  																												| (457)  ~ (all_0_41_41 = e1)
% 59.63/24.78  																												|
% 59.63/24.78  																												| Equations (629) can reduce 93 to:
% 59.63/24.78  																												| (759)  ~ (all_0_50_50 = e1)
% 59.63/24.78  																												|
% 59.63/24.78  																												| Equations (629) can reduce 153 to:
% 59.63/24.78  																												| (465)  ~ (all_0_56_56 = e1)
% 59.63/24.78  																												|
% 59.63/24.78  																												| Simplifying 465 yields:
% 59.63/24.78  																												| (466)  ~ (all_0_56_56 = e1)
% 59.63/24.78  																												|
% 59.63/24.78  																												| Equations (629) can reduce 763 to:
% 59.63/24.78  																												| (602)  ~ (e4 = e1)
% 59.63/24.78  																												|
% 59.63/24.78  																												| Simplifying 602 yields:
% 59.63/24.78  																												| (110)  ~ (e4 = e1)
% 59.63/24.78  																												|
% 59.63/24.78  																												| Equations (629) can reduce 304 to:
% 59.63/24.78  																												| (604)  ~ (e2 = e1)
% 59.63/24.78  																												|
% 59.63/24.78  																												| Simplifying 604 yields:
% 59.63/24.78  																												| (122)  ~ (e2 = e1)
% 59.63/24.78  																												|
% 59.63/24.78  																												+-Applying beta-rule and splitting (160), into two cases.
% 59.63/24.78  																												|-Branch one:
% 59.63/24.78  																												| (601) all_0_50_50 = e1
% 59.63/24.78  																												|
% 59.63/24.78  																													| Equations (601) can reduce 759 to:
% 59.63/24.78  																													| (266) $false
% 59.63/24.78  																													|
% 59.63/24.78  																													|-The branch is then unsatisfiable
% 59.63/24.78  																												|-Branch two:
% 59.63/24.78  																												| (759)  ~ (all_0_50_50 = e1)
% 59.63/24.78  																												| (1168) all_0_51_51 = e1 | all_0_52_52 = e1 | all_0_53_53 = e1
% 59.63/24.78  																												|
% 59.63/24.78  																													+-Applying beta-rule and splitting (1168), into two cases.
% 59.63/24.78  																													|-Branch one:
% 59.63/24.78  																													| (1109) all_0_51_51 = e1
% 59.63/24.78  																													|
% 59.63/24.78  																														| Equations (1109) can reduce 464 to:
% 59.63/24.78  																														| (266) $false
% 59.63/24.78  																														|
% 59.63/24.78  																														|-The branch is then unsatisfiable
% 59.63/24.78  																													|-Branch two:
% 59.63/24.78  																													| (464)  ~ (all_0_51_51 = e1)
% 59.63/24.78  																													| (1202) all_0_52_52 = e1 | all_0_53_53 = e1
% 59.63/24.78  																													|
% 59.63/24.78  																														+-Applying beta-rule and splitting (1202), into two cases.
% 59.63/24.78  																														|-Branch one:
% 59.63/24.78  																														| (642) all_0_52_52 = e1
% 59.63/24.78  																														|
% 59.63/24.78  																															| Combining equations (352,642) yields a new equation:
% 59.63/24.78  																															| (616) e2 = e1
% 59.63/24.78  																															|
% 59.63/24.78  																															| Simplifying 616 yields:
% 59.63/24.78  																															| (617) e2 = e1
% 59.63/24.78  																															|
% 59.63/24.78  																															| Equations (617) can reduce 122 to:
% 59.63/24.78  																															| (266) $false
% 59.63/24.78  																															|
% 59.63/24.78  																															|-The branch is then unsatisfiable
% 59.63/24.78  																														|-Branch two:
% 59.63/24.78  																														| (646)  ~ (all_0_52_52 = e1)
% 59.63/24.78  																														| (1208) all_0_53_53 = e1
% 59.63/24.78  																														|
% 59.63/24.78  																															| Equations (1208) can reduce 220 to:
% 59.63/24.78  																															| (639)  ~ (all_0_44_44 = e1)
% 59.63/24.78  																															|
% 59.63/24.78  																															| Equations (1208) can reduce 65 to:
% 59.63/24.78  																															| (1064)  ~ (all_0_49_49 = e1)
% 59.63/24.78  																															|
% 59.63/24.78  																															| Equations (1208) can reduce 247 to:
% 59.63/24.78  																															| (233)  ~ (e1 = e0)
% 59.63/24.78  																															|
% 59.63/24.78  																															+-Applying beta-rule and splitting (231), into two cases.
% 59.63/24.78  																															|-Branch one:
% 59.63/24.78  																															| (775) all_0_50_50 = e4
% 59.63/24.78  																															|
% 59.63/24.78  																																| Equations (775) can reduce 566 to:
% 59.63/24.78  																																| (266) $false
% 59.63/24.78  																																|
% 59.63/24.78  																																|-The branch is then unsatisfiable
% 59.63/24.78  																															|-Branch two:
% 59.63/24.78  																															| (566)  ~ (all_0_50_50 = e4)
% 59.63/24.78  																															| (1071) all_0_51_51 = e4 | all_0_52_52 = e4 | all_0_53_53 = e4
% 59.63/24.78  																															|
% 59.63/24.78  																																+-Applying beta-rule and splitting (243), into two cases.
% 59.63/24.78  																																|-Branch one:
% 59.63/24.78  																																| (329) all_0_38_38 = e0
% 59.63/24.78  																																|
% 59.63/24.78  																																	| Combining equations (329,321) yields a new equation:
% 59.63/24.78  																																	| (397) e4 = e0
% 59.63/24.78  																																	|
% 59.63/24.78  																																	| Equations (397) can reduce 49 to:
% 59.63/24.78  																																	| (266) $false
% 59.63/24.78  																																	|
% 59.63/24.78  																																	|-The branch is then unsatisfiable
% 59.63/24.78  																																|-Branch two:
% 59.63/24.78  																																| (332)  ~ (all_0_38_38 = e0)
% 59.63/24.78  																																| (395) all_0_41_41 = e0 | all_0_46_46 = e0 | all_0_55_55 = e0
% 59.63/24.78  																																|
% 59.63/24.78  																																	| Equations (321) can reduce 332 to:
% 59.63/24.78  																																	| (49)  ~ (e4 = e0)
% 59.63/24.78  																																	|
% 59.63/24.78  																																	+-Applying beta-rule and splitting (125), into two cases.
% 59.63/24.78  																																	|-Branch one:
% 59.63/24.78  																																	| (858) all_0_55_55 = e0
% 59.63/24.78  																																	|
% 59.63/24.78  																																		| Combining equations (629,858) yields a new equation:
% 59.63/24.78  																																		| (546) e1 = e0
% 59.63/24.78  																																		|
% 59.63/24.78  																																		| Simplifying 546 yields:
% 59.63/24.78  																																		| (431) e1 = e0
% 59.63/24.78  																																		|
% 59.63/24.78  																																		| Equations (431) can reduce 233 to:
% 59.63/24.78  																																		| (266) $false
% 59.63/24.78  																																		|
% 59.63/24.78  																																		|-The branch is then unsatisfiable
% 59.63/24.78  																																	|-Branch two:
% 59.63/24.78  																																	| (803)  ~ (all_0_55_55 = e0)
% 59.63/24.78  																																	| (863) all_0_56_56 = e0 | all_0_57_57 = e0 | all_0_58_58 = e0
% 59.63/24.78  																																	|
% 59.63/24.78  																																		+-Applying beta-rule and splitting (150), into two cases.
% 59.63/24.78  																																		|-Branch one:
% 59.63/24.78  																																		| (1378) all_0_40_40 = e4
% 59.63/24.78  																																		|
% 59.63/24.78  																																			| Combining equations (1378,485) yields a new equation:
% 59.63/24.78  																																			| (481) e4 = e0
% 59.63/24.78  																																			|
% 59.63/24.78  																																			| Simplifying 481 yields:
% 59.63/24.78  																																			| (397) e4 = e0
% 59.63/24.78  																																			|
% 59.63/24.78  																																			| Equations (397) can reduce 49 to:
% 59.63/24.78  																																			| (266) $false
% 59.63/24.78  																																			|
% 59.63/24.78  																																			|-The branch is then unsatisfiable
% 59.63/24.78  																																		|-Branch two:
% 59.63/24.78  																																		| (447)  ~ (all_0_40_40 = e4)
% 59.63/24.78  																																		| (2271) all_0_44_44 = e4 | all_0_49_49 = e4 | all_0_53_53 = e4 | all_0_58_58 = e4
% 59.63/24.78  																																		|
% 59.63/24.78  																																			| Equations (485) can reduce 447 to:
% 59.63/24.78  																																			| (401)  ~ (e4 = e0)
% 59.63/24.78  																																			|
% 59.63/24.78  																																			| Simplifying 401 yields:
% 59.63/24.78  																																			| (49)  ~ (e4 = e0)
% 59.63/24.78  																																			|
% 59.63/24.78  																																			+-Applying beta-rule and splitting (863), into two cases.
% 59.63/24.78  																																			|-Branch one:
% 59.63/24.78  																																			| (679) all_0_56_56 = e0
% 59.63/24.78  																																			|
% 59.63/24.78  																																				| Equations (679) can reduce 272 to:
% 59.63/24.78  																																				| (541)  ~ (e3 = e0)
% 59.63/24.78  																																				|
% 59.63/24.78  																																				| Simplifying 541 yields:
% 59.63/24.78  																																				| (80)  ~ (e3 = e0)
% 59.63/24.78  																																				|
% 59.63/24.78  																																				| Equations (679) can reduce 511 to:
% 59.63/24.78  																																				| (365)  ~ (e2 = e0)
% 59.63/24.78  																																				|
% 59.63/24.78  																																				| Simplifying 365 yields:
% 59.63/24.78  																																				| (128)  ~ (e2 = e0)
% 59.63/24.78  																																				|
% 59.63/24.78  																																				| Equations (679) can reduce 466 to:
% 59.63/24.78  																																				| (435)  ~ (e1 = e0)
% 59.63/24.78  																																				|
% 59.63/24.78  																																				| Simplifying 435 yields:
% 59.63/24.78  																																				| (233)  ~ (e1 = e0)
% 59.63/24.78  																																				|
% 59.63/24.78  																																				+-Applying beta-rule and splitting (2271), into two cases.
% 59.63/24.78  																																				|-Branch one:
% 59.63/24.78  																																				| (446) all_0_44_44 = e4
% 59.63/24.78  																																				|
% 59.63/24.78  																																					| Equations (446) can reduce 9 to:
% 59.63/24.78  																																					| (255)  ~ (all_0_49_49 = e4)
% 59.63/24.78  																																					|
% 59.63/24.78  																																					| Simplifying 255 yields:
% 59.63/24.78  																																					| (256)  ~ (all_0_49_49 = e4)
% 59.63/24.78  																																					|
% 59.63/24.78  																																					| Equations (446) can reduce 147 to:
% 59.63/24.78  																																					| (48)  ~ (e4 = e2)
% 59.63/24.78  																																					|
% 59.63/24.78  																																					| Equations (446) can reduce 639 to:
% 59.63/24.78  																																					| (110)  ~ (e4 = e1)
% 59.63/24.78  																																					|
% 59.63/24.78  																																					+-Applying beta-rule and splitting (165), into two cases.
% 59.63/24.78  																																					|-Branch one:
% 59.63/24.78  																																					| (794) all_0_41_41 = e0
% 59.63/24.78  																																					|
% 59.63/24.79  																																						| Equations (794) can reduce 457 to:
% 59.63/24.79  																																						| (435)  ~ (e1 = e0)
% 59.63/24.79  																																						|
% 59.63/24.79  																																						| Simplifying 435 yields:
% 59.63/24.79  																																						| (233)  ~ (e1 = e0)
% 59.63/24.79  																																						|
% 59.63/24.79  																																						| From (794) and (219) follows:
% 59.63/24.79  																																						| (5573) op(e3, e3) = e0
% 59.63/24.79  																																						|
% 59.63/24.79  																																						+-Applying beta-rule and splitting (144), into two cases.
% 59.63/24.79  																																						|-Branch one:
% 59.63/24.79  																																						| (403) all_0_41_41 = e3
% 59.63/24.79  																																						|
% 59.63/24.79  																																							| Combining equations (403,794) yields a new equation:
% 59.63/24.79  																																							| (675) e3 = e0
% 59.63/24.79  																																							|
% 59.63/24.79  																																							| Simplifying 675 yields:
% 59.63/24.79  																																							| (676) e3 = e0
% 59.63/24.79  																																							|
% 59.63/24.79  																																							| Equations (676) can reduce 80 to:
% 59.63/24.79  																																							| (266) $false
% 59.63/24.79  																																							|
% 59.63/24.79  																																							|-The branch is then unsatisfiable
% 59.63/24.79  																																						|-Branch two:
% 59.63/24.79  																																						| (1898)  ~ (all_0_41_41 = e3)
% 59.63/24.79  																																						| (1923) all_0_46_46 = e3 | all_0_50_50 = e3 | all_0_55_55 = e3
% 59.63/24.79  																																						|
% 59.63/24.79  																																							| Equations (794) can reduce 1898 to:
% 59.63/24.79  																																							| (541)  ~ (e3 = e0)
% 59.63/24.79  																																							|
% 59.63/24.79  																																							| Simplifying 541 yields:
% 59.63/24.79  																																							| (80)  ~ (e3 = e0)
% 59.63/24.79  																																							|
% 59.63/24.79  																																							+-Applying beta-rule and splitting (113), into two cases.
% 59.63/24.79  																																							|-Branch one:
% 59.63/24.79  																																							| (403) all_0_41_41 = e3
% 59.63/24.79  																																							|
% 59.63/24.79  																																								| Combining equations (403,794) yields a new equation:
% 59.63/24.79  																																								| (675) e3 = e0
% 59.63/24.79  																																								|
% 59.63/24.79  																																								| Simplifying 675 yields:
% 59.63/24.79  																																								| (676) e3 = e0
% 59.63/24.79  																																								|
% 59.63/24.79  																																								| Equations (676) can reduce 80 to:
% 59.63/24.79  																																								| (266) $false
% 59.63/24.79  																																								|
% 59.63/24.79  																																								|-The branch is then unsatisfiable
% 59.63/24.79  																																							|-Branch two:
% 59.63/24.79  																																							| (1898)  ~ (all_0_41_41 = e3)
% 59.63/24.79  																																							| (1899) all_0_42_42 = e3 | all_0_44_44 = e3
% 59.63/24.79  																																							|
% 59.63/24.79  																																								+-Applying beta-rule and splitting (54), into two cases.
% 59.63/24.79  																																								|-Branch one:
% 59.63/24.79  																																								| (583) all_0_49_49 = e2
% 59.63/24.79  																																								|
% 59.63/24.79  																																									| Equations (583) can reduce 340 to:
% 59.63/24.79  																																									| (266) $false
% 59.63/24.79  																																									|
% 59.63/24.79  																																									|-The branch is then unsatisfiable
% 59.63/24.79  																																								|-Branch two:
% 59.63/24.79  																																								| (340)  ~ (all_0_49_49 = e2)
% 59.63/24.79  																																								| (586) all_0_49_49 = e4 | all_0_49_49 = e3 | all_0_49_49 = e1 | all_0_49_49 = e0
% 59.63/24.79  																																								|
% 59.63/24.79  																																									+-Applying beta-rule and splitting (1899), into two cases.
% 59.63/24.79  																																									|-Branch one:
% 59.63/24.79  																																									| (516) all_0_42_42 = e3
% 59.63/24.79  																																									|
% 59.63/24.79  																																										| Equations (516) can reduce 61 to:
% 59.63/24.79  																																										| (1925)  ~ (all_0_51_51 = e3)
% 59.63/24.79  																																										|
% 59.63/24.79  																																										| Simplifying 1925 yields:
% 59.63/24.79  																																										| (664)  ~ (all_0_51_51 = e3)
% 59.63/24.79  																																										|
% 59.63/24.79  																																										| Equations (516) can reduce 1380 to:
% 59.63/24.79  																																										| (213)  ~ (e3 = e1)
% 59.63/24.79  																																										|
% 59.63/24.79  																																										+-Applying beta-rule and splitting (168), into two cases.
% 59.63/24.79  																																										|-Branch one:
% 59.63/24.79  																																										| (415) all_0_50_50 = e3
% 59.63/24.79  																																										|
% 59.63/24.79  																																											| From (415) and (242) follows:
% 59.63/24.79  																																											| (1934) op(e1, e3) = e3
% 59.63/24.79  																																											|
% 59.63/24.79  																																											+-Applying beta-rule and splitting (586), into two cases.
% 59.63/24.79  																																											|-Branch one:
% 59.63/24.79  																																											| (974) all_0_49_49 = e4
% 59.63/24.79  																																											|
% 59.63/24.79  																																												| Equations (974) can reduce 256 to:
% 59.63/24.79  																																												| (266) $false
% 59.63/24.79  																																												|
% 59.63/24.79  																																												|-The branch is then unsatisfiable
% 59.63/24.79  																																											|-Branch two:
% 59.63/24.79  																																											| (256)  ~ (all_0_49_49 = e4)
% 59.63/24.79  																																											| (977) all_0_49_49 = e3 | all_0_49_49 = e1 | all_0_49_49 = e0
% 59.63/24.79  																																											|
% 59.63/24.79  																																												+-Applying beta-rule and splitting (1071), into two cases.
% 59.63/24.79  																																												|-Branch one:
% 59.63/24.79  																																												| (1101) all_0_51_51 = e4
% 59.63/24.79  																																												|
% 59.63/24.79  																																													| From (1101) and (186) follows:
% 59.63/24.79  																																													| (13720) op(e1, e2) = e4
% 59.63/24.79  																																													|
% 59.63/24.79  																																													+-Applying beta-rule and splitting (977), into two cases.
% 59.63/24.79  																																													|-Branch one:
% 59.63/24.79  																																													| (978) all_0_49_49 = e0
% 59.63/24.79  																																													|
% 59.63/24.79  																																														| Equations (978) can reduce 487 to:
% 59.63/24.79  																																														| (266) $false
% 59.63/24.79  																																														|
% 59.63/24.79  																																														|-The branch is then unsatisfiable
% 59.63/24.79  																																													|-Branch two:
% 59.63/24.79  																																													| (487)  ~ (all_0_49_49 = e0)
% 59.63/24.79  																																													| (981) all_0_49_49 = e3 | all_0_49_49 = e1
% 59.63/24.79  																																													|
% 59.63/24.79  																																														+-Applying beta-rule and splitting (981), into two cases.
% 59.63/24.79  																																														|-Branch one:
% 59.63/24.79  																																														| (671) all_0_49_49 = e1
% 59.63/24.79  																																														|
% 59.63/24.79  																																															| Equations (671) can reduce 1064 to:
% 59.63/24.79  																																															| (266) $false
% 59.63/24.79  																																															|
% 59.63/24.79  																																															|-The branch is then unsatisfiable
% 59.63/24.79  																																														|-Branch two:
% 59.63/24.79  																																														| (1064)  ~ (all_0_49_49 = e1)
% 59.63/24.79  																																														| (884) all_0_49_49 = e3
% 59.63/24.79  																																														|
% 59.63/24.79  																																															| From (884) and (55) follows:
% 59.63/24.79  																																															| (1581) op(e2, e0) = e3
% 59.63/24.79  																																															|
% 59.63/24.79  																																															+-Applying beta-rule and splitting (56), into two cases.
% 59.63/24.79  																																															|-Branch one:
% 59.63/24.79  																																															| (696) unit = e2
% 59.63/24.79  																																															|
% 59.63/24.79  																																																| From (696) and (24) follows:
% 59.63/24.79  																																																| (697) op(e2, e3) = e3
% 59.63/24.79  																																																|
% 59.63/24.79  																																																| From (696) and (209) follows:
% 59.63/24.79  																																																| (7585) op(e2, e0) = e0
% 59.63/24.79  																																																|
% 59.63/24.79  																																																| From (696) and (227) follows:
% 59.63/24.79  																																																| (4284) op(e4, e2) = e4
% 59.63/24.79  																																																|
% 59.63/24.79  																																																| From (696) and (28) follows:
% 59.63/24.79  																																																| (699) op(e1, e2) = e1
% 59.63/24.79  																																																|
% 59.63/24.79  																																																| Instantiating formula (29) with e4, e2, e4, e2 and discharging atoms op(e4, e2) = e4, op(e4, e2) = e2, yields:
% 59.63/24.79  																																																| (323) e4 = e2
% 59.63/24.79  																																																|
% 59.63/24.79  																																																| Instantiating formula (29) with e2, e3, e3, e2 and discharging atoms op(e2, e3) = e3, op(e2, e3) = e2, yields:
% 59.63/24.79  																																																| (662) e3 = e2
% 59.63/24.79  																																																|
% 59.63/24.79  																																																| Instantiating formula (29) with e2, e0, e0, e3 and discharging atoms op(e2, e0) = e3, op(e2, e0) = e0, yields:
% 59.63/24.79  																																																| (676) e3 = e0
% 59.63/24.79  																																																|
% 59.63/24.79  																																																| Instantiating formula (29) with e1, e2, e1, e4 and discharging atoms op(e1, e2) = e4, op(e1, e2) = e1, yields:
% 59.63/24.79  																																																| (630) e4 = e1
% 59.63/24.79  																																																|
% 59.63/24.79  																																																| Combining equations (323,630) yields a new equation:
% 59.63/24.79  																																																| (616) e2 = e1
% 59.63/24.79  																																																|
% 59.63/24.79  																																																| Simplifying 616 yields:
% 59.63/24.79  																																																| (617) e2 = e1
% 59.63/24.79  																																																|
% 59.63/24.79  																																																| Combining equations (676,662) yields a new equation:
% 59.63/24.79  																																																| (330) e2 = e0
% 59.63/24.79  																																																|
% 59.63/24.79  																																																| Combining equations (330,617) yields a new equation:
% 59.63/24.79  																																																| (431) e1 = e0
% 59.63/24.79  																																																|
% 59.63/24.79  																																																| Equations (431) can reduce 233 to:
% 59.63/24.79  																																																| (266) $false
% 59.63/24.79  																																																|
% 59.63/24.79  																																																|-The branch is then unsatisfiable
% 59.63/24.79  																																															|-Branch two:
% 59.63/24.79  																																															| (707)  ~ (unit = e2)
% 59.63/24.79  																																															| (708) unit = e4 | unit = e3 | unit = e1 | unit = e0
% 59.63/24.79  																																															|
% 59.63/24.79  																																																+-Applying beta-rule and splitting (708), into two cases.
% 59.63/24.79  																																																|-Branch one:
% 59.63/24.79  																																																| (709) unit = e4
% 59.63/24.79  																																																|
% 59.63/24.79  																																																	| From (709) and (24) follows:
% 59.63/24.79  																																																	| (33325) op(e4, e3) = e3
% 59.63/24.79  																																																	|
% 59.63/24.79  																																																	| From (709) and (227) follows:
% 59.63/24.79  																																																	| (710) op(e4, e4) = e4
% 59.63/24.79  																																																	|
% 59.63/24.79  																																																	| From (709) and (42) follows:
% 59.63/24.79  																																																	| (713) op(e0, e4) = e0
% 59.63/24.79  																																																	|
% 59.63/24.79  																																																	| Instantiating formula (29) with e4, e4, e4, e1 and discharging atoms op(e4, e4) = e4, op(e4, e4) = e1, yields:
% 59.63/24.79  																																																	| (630) e4 = e1
% 59.63/24.79  																																																	|
% 59.63/24.79  																																																	| Instantiating formula (29) with e4, e3, e3, e4 and discharging atoms op(e4, e3) = e4, op(e4, e3) = e3, yields:
% 59.63/24.79  																																																	| (425) e4 = e3
% 59.63/24.79  																																																	|
% 59.63/24.79  																																																	| Instantiating formula (29) with e0, e4, e0, e3 and discharging atoms op(e0, e4) = e3, op(e0, e4) = e0, yields:
% 59.63/24.79  																																																	| (676) e3 = e0
% 59.63/24.79  																																																	|
% 59.63/24.79  																																																	| Combining equations (630,425) yields a new equation:
% 59.63/24.79  																																																	| (455) e3 = e1
% 59.63/24.79  																																																	|
% 59.63/24.79  																																																	| Combining equations (455,676) yields a new equation:
% 59.63/24.79  																																																	| (546) e1 = e0
% 59.63/24.79  																																																	|
% 59.63/24.79  																																																	| Simplifying 546 yields:
% 59.63/24.79  																																																	| (431) e1 = e0
% 59.63/24.79  																																																	|
% 59.63/24.79  																																																	| Equations (431) can reduce 233 to:
% 59.63/24.79  																																																	| (266) $false
% 59.63/24.79  																																																	|
% 59.63/24.79  																																																	|-The branch is then unsatisfiable
% 59.63/24.79  																																																|-Branch two:
% 59.63/24.79  																																																| (724)  ~ (unit = e4)
% 59.63/24.79  																																																| (725) unit = e3 | unit = e1 | unit = e0
% 59.63/24.79  																																																|
% 59.63/24.79  																																																	+-Applying beta-rule and splitting (725), into two cases.
% 59.63/24.79  																																																	|-Branch one:
% 59.63/24.79  																																																	| (726) unit = e0
% 59.63/24.79  																																																	|
% 59.63/24.79  																																																		| From (726) and (244) follows:
% 59.63/24.79  																																																		| (2207) op(e0, e4) = e4
% 59.63/24.79  																																																		|
% 59.63/24.79  																																																		| From (726) and (211) follows:
% 59.63/24.79  																																																		| (15180) op(e0, e1) = e1
% 59.63/24.79  																																																		|
% 59.63/24.79  																																																		| From (726) and (32) follows:
% 59.63/24.79  																																																		| (727) op(e2, e0) = e2
% 59.63/24.79  																																																		|
% 59.63/24.79  																																																		| From (726) and (42) follows:
% 59.63/24.79  																																																		| (728) op(e0, e0) = e0
% 59.63/24.79  																																																		|
% 59.63/24.79  																																																		| Instantiating formula (29) with e2, e0, e2, e3 and discharging atoms op(e2, e0) = e3, op(e2, e0) = e2, yields:
% 59.63/24.79  																																																		| (662) e3 = e2
% 59.63/24.79  																																																		|
% 59.63/24.79  																																																		| Instantiating formula (29) with e0, e4, e4, e3 and discharging atoms op(e0, e4) = e4, op(e0, e4) = e3, yields:
% 59.63/24.79  																																																		| (425) e4 = e3
% 59.63/24.79  																																																		|
% 59.63/24.79  																																																		| Instantiating formula (29) with e0, e1, e1, e4 and discharging atoms op(e0, e1) = e4, op(e0, e1) = e1, yields:
% 59.63/24.79  																																																		| (630) e4 = e1
% 59.63/24.79  																																																		|
% 59.63/24.79  																																																		| Instantiating formula (29) with e0, e0, e0, e2 and discharging atoms op(e0, e0) = e2, op(e0, e0) = e0, yields:
% 59.63/24.79  																																																		| (330) e2 = e0
% 59.63/24.79  																																																		|
% 59.63/24.79  																																																		| Combining equations (425,630) yields a new equation:
% 59.63/24.79  																																																		| (454) e3 = e1
% 59.63/24.79  																																																		|
% 59.63/24.79  																																																		| Simplifying 454 yields:
% 59.63/24.79  																																																		| (455) e3 = e1
% 59.63/24.79  																																																		|
% 59.63/24.79  																																																		| Combining equations (662,455) yields a new equation:
% 59.63/24.79  																																																		| (616) e2 = e1
% 59.63/24.79  																																																		|
% 59.63/24.79  																																																		| Simplifying 616 yields:
% 59.63/24.79  																																																		| (617) e2 = e1
% 59.63/24.79  																																																		|
% 59.63/24.79  																																																		| Combining equations (617,330) yields a new equation:
% 59.63/24.79  																																																		| (546) e1 = e0
% 59.63/24.79  																																																		|
% 59.63/24.79  																																																		| Simplifying 546 yields:
% 59.63/24.79  																																																		| (431) e1 = e0
% 59.63/24.79  																																																		|
% 59.63/24.79  																																																		| Equations (431) can reduce 233 to:
% 59.63/24.79  																																																		| (266) $false
% 59.63/24.79  																																																		|
% 59.63/24.79  																																																		|-The branch is then unsatisfiable
% 59.63/24.79  																																																	|-Branch two:
% 59.63/24.79  																																																	| (734)  ~ (unit = e0)
% 59.63/24.79  																																																	| (735) unit = e3 | unit = e1
% 59.63/24.79  																																																	|
% 59.63/24.79  																																																		+-Applying beta-rule and splitting (735), into two cases.
% 59.63/24.79  																																																		|-Branch one:
% 59.63/24.79  																																																		| (736) unit = e1
% 59.63/24.79  																																																		|
% 59.63/24.79  																																																			| Equations (736) can reduce 734 to:
% 59.63/24.79  																																																			| (233)  ~ (e1 = e0)
% 59.63/24.79  																																																			|
% 59.63/24.79  																																																			| From (736) and (15) follows:
% 59.63/24.79  																																																			| (515) op(e1, e2) = e2
% 59.63/24.79  																																																			|
% 59.63/24.79  																																																			| From (736) and (28) follows:
% 59.63/24.79  																																																			| (740) op(e1, e1) = e1
% 59.63/24.79  																																																			|
% 59.63/24.79  																																																			| From (736) and (42) follows:
% 59.63/24.79  																																																			| (3221) op(e0, e1) = e0
% 59.63/24.79  																																																			|
% 59.63/24.79  																																																			| Instantiating formula (29) with e1, e2, e2, e4 and discharging atoms op(e1, e2) = e4, op(e1, e2) = e2, yields:
% 59.63/24.79  																																																			| (323) e4 = e2
% 59.63/24.79  																																																			|
% 59.63/24.79  																																																			| Instantiating formula (29) with e1, e1, e1, e2 and discharging atoms op(e1, e1) = e2, op(e1, e1) = e1, yields:
% 59.63/24.79  																																																			| (617) e2 = e1
% 59.63/24.79  																																																			|
% 59.63/24.79  																																																			| Instantiating formula (29) with e0, e1, e0, e4 and discharging atoms op(e0, e1) = e4, op(e0, e1) = e0, yields:
% 59.63/24.79  																																																			| (397) e4 = e0
% 59.63/24.79  																																																			|
% 59.63/24.79  																																																			| Combining equations (323,397) yields a new equation:
% 59.63/24.79  																																																			| (391) e2 = e0
% 59.63/24.79  																																																			|
% 59.63/24.79  																																																			| Simplifying 391 yields:
% 59.63/24.79  																																																			| (330) e2 = e0
% 59.63/24.79  																																																			|
% 59.63/24.79  																																																			| Combining equations (617,330) yields a new equation:
% 59.63/24.79  																																																			| (546) e1 = e0
% 59.63/24.79  																																																			|
% 59.63/24.79  																																																			| Simplifying 546 yields:
% 59.63/24.79  																																																			| (431) e1 = e0
% 59.63/24.79  																																																			|
% 59.63/24.79  																																																			| Equations (431) can reduce 233 to:
% 59.63/24.79  																																																			| (266) $false
% 59.63/24.79  																																																			|
% 59.63/24.79  																																																			|-The branch is then unsatisfiable
% 59.63/24.79  																																																		|-Branch two:
% 59.63/24.79  																																																		| (748)  ~ (unit = e1)
% 59.63/24.79  																																																		| (749) unit = e3
% 59.63/24.79  																																																		|
% 59.63/24.79  																																																			| From (749) and (40) follows:
% 59.63/24.79  																																																			| (3715) op(e3, e3) = e3
% 59.63/24.79  																																																			|
% 59.63/24.79  																																																			| From (749) and (28) follows:
% 59.63/24.79  																																																			| (2235) op(e1, e3) = e1
% 59.63/24.79  																																																			|
% 59.63/24.79  																																																			| Instantiating formula (29) with e3, e3, e3, e0 and discharging atoms op(e3, e3) = e3, op(e3, e3) = e0, yields:
% 59.63/24.79  																																																			| (676) e3 = e0
% 59.63/24.79  																																																			|
% 59.63/24.79  																																																			| Instantiating formula (29) with e1, e3, e1, e3 and discharging atoms op(e1, e3) = e3, op(e1, e3) = e1, yields:
% 59.63/24.79  																																																			| (455) e3 = e1
% 59.63/24.79  																																																			|
% 59.63/24.79  																																																			| Combining equations (455,676) yields a new equation:
% 59.63/24.79  																																																			| (546) e1 = e0
% 59.63/24.79  																																																			|
% 59.63/24.79  																																																			| Simplifying 546 yields:
% 59.63/24.79  																																																			| (431) e1 = e0
% 59.63/24.79  																																																			|
% 59.63/24.79  																																																			| Equations (431) can reduce 233 to:
% 59.63/24.79  																																																			| (266) $false
% 59.63/24.79  																																																			|
% 59.63/24.79  																																																			|-The branch is then unsatisfiable
% 59.63/24.79  																																												|-Branch two:
% 59.63/24.79  																																												| (475)  ~ (all_0_51_51 = e4)
% 59.63/24.79  																																												| (1294) all_0_52_52 = e4 | all_0_53_53 = e4
% 59.63/24.79  																																												|
% 59.63/24.79  																																													+-Applying beta-rule and splitting (164), into two cases.
% 59.63/24.79  																																													|-Branch one:
% 59.63/24.79  																																													| (471) all_0_39_39 = e4
% 59.63/24.79  																																													|
% 59.63/24.79  																																														| Combining equations (471,317) yields a new equation:
% 59.63/24.79  																																														| (322) e4 = e2
% 59.63/24.79  																																														|
% 59.63/24.79  																																														| Simplifying 322 yields:
% 59.63/24.79  																																														| (323) e4 = e2
% 59.63/24.79  																																														|
% 59.63/24.79  																																														| Equations (323) can reduce 48 to:
% 59.63/24.79  																																														| (266) $false
% 59.63/24.79  																																														|
% 59.63/24.79  																																														|-The branch is then unsatisfiable
% 59.63/24.79  																																													|-Branch two:
% 59.63/24.79  																																													| (1377)  ~ (all_0_39_39 = e4)
% 59.63/24.79  																																													| (2115) all_0_42_42 = e4 | all_0_47_47 = e4 | all_0_51_51 = e4 | all_0_56_56 = e4
% 59.63/24.79  																																													|
% 59.63/24.79  																																														| Equations (317) can reduce 1377 to:
% 59.63/24.79  																																														| (327)  ~ (e4 = e2)
% 59.63/24.79  																																														|
% 59.63/24.79  																																														| Simplifying 327 yields:
% 59.63/24.79  																																														| (48)  ~ (e4 = e2)
% 59.63/24.79  																																														|
% 59.63/24.79  																																														+-Applying beta-rule and splitting (1294), into two cases.
% 59.63/24.79  																																														|-Branch one:
% 59.63/24.79  																																														| (565) all_0_52_52 = e4
% 59.63/24.79  																																														|
% 59.63/24.79  																																															| Combining equations (352,565) yields a new equation:
% 59.63/24.79  																																															| (323) e4 = e2
% 59.63/24.79  																																															|
% 59.63/24.79  																																															| Equations (323) can reduce 48 to:
% 59.63/24.79  																																															| (266) $false
% 59.63/24.79  																																															|
% 59.63/24.79  																																															|-The branch is then unsatisfiable
% 59.63/24.79  																																														|-Branch two:
% 59.63/24.79  																																														| (780)  ~ (all_0_52_52 = e4)
% 59.63/24.79  																																														| (1298) all_0_53_53 = e4
% 59.63/24.79  																																														|
% 59.63/24.79  																																															| Combining equations (1208,1298) yields a new equation:
% 59.63/24.79  																																															| (630) e4 = e1
% 59.63/24.79  																																															|
% 59.63/24.79  																																															| Equations (630) can reduce 110 to:
% 59.63/24.79  																																															| (266) $false
% 59.63/24.79  																																															|
% 59.63/24.79  																																															|-The branch is then unsatisfiable
% 59.63/24.79  																																										|-Branch two:
% 59.63/24.79  																																										| (411)  ~ (all_0_50_50 = e3)
% 59.63/24.79  																																										| (418) all_0_51_51 = e3 | all_0_53_53 = e3
% 59.63/24.79  																																										|
% 59.63/24.79  																																											+-Applying beta-rule and splitting (418), into two cases.
% 59.63/24.79  																																											|-Branch one:
% 59.63/24.79  																																											| (660) all_0_51_51 = e3
% 59.63/24.79  																																											|
% 59.63/24.79  																																												| Equations (660) can reduce 664 to:
% 59.63/24.79  																																												| (266) $false
% 59.63/24.79  																																												|
% 59.63/24.79  																																												|-The branch is then unsatisfiable
% 59.63/24.79  																																											|-Branch two:
% 59.63/24.79  																																											| (664)  ~ (all_0_51_51 = e3)
% 59.63/24.79  																																											| (665) all_0_53_53 = e3
% 59.63/24.79  																																											|
% 59.63/24.79  																																												| Combining equations (1208,665) yields a new equation:
% 59.63/24.79  																																												| (455) e3 = e1
% 59.63/24.79  																																												|
% 59.63/24.79  																																												| Equations (455) can reduce 213 to:
% 59.63/24.79  																																												| (266) $false
% 59.63/24.79  																																												|
% 59.63/24.79  																																												|-The branch is then unsatisfiable
% 59.63/24.79  																																									|-Branch two:
% 59.63/24.79  																																									| (405)  ~ (all_0_42_42 = e3)
% 59.63/24.79  																																									| (532) all_0_44_44 = e3
% 59.63/24.79  																																									|
% 59.63/24.79  																																										| Combining equations (446,532) yields a new equation:
% 59.63/24.79  																																										| (424) e4 = e3
% 59.63/24.79  																																										|
% 59.63/24.79  																																										| Simplifying 424 yields:
% 59.63/24.79  																																										| (425) e4 = e3
% 59.63/24.79  																																										|
% 59.63/24.79  																																										| Equations (425) can reduce 188 to:
% 59.63/24.79  																																										| (266) $false
% 59.63/24.79  																																										|
% 59.63/24.79  																																										|-The branch is then unsatisfiable
% 59.63/24.79  																																					|-Branch two:
% 59.63/24.79  																																					| (357)  ~ (all_0_41_41 = e0)
% 59.63/24.79  																																					| (6761) all_0_42_42 = e0 | all_0_43_43 = e0 | all_0_44_44 = e0
% 59.63/24.79  																																					|
% 59.63/24.79  																																						+-Applying beta-rule and splitting (395), into two cases.
% 59.63/24.79  																																						|-Branch one:
% 59.63/24.79  																																						| (794) all_0_41_41 = e0
% 59.63/24.79  																																						|
% 59.63/24.79  																																							| Equations (794) can reduce 357 to:
% 59.63/24.79  																																							| (266) $false
% 59.63/24.79  																																							|
% 59.63/24.79  																																							|-The branch is then unsatisfiable
% 59.63/24.79  																																						|-Branch two:
% 59.63/24.79  																																						| (357)  ~ (all_0_41_41 = e0)
% 59.63/24.79  																																						| (895) all_0_46_46 = e0 | all_0_55_55 = e0
% 59.63/24.79  																																						|
% 59.63/24.79  																																							+-Applying beta-rule and splitting (895), into two cases.
% 59.63/24.79  																																							|-Branch one:
% 59.63/24.79  																																							| (538) all_0_46_46 = e0
% 59.63/24.79  																																							|
% 59.63/24.79  																																								| Combining equations (1794,538) yields a new equation:
% 59.63/24.79  																																								| (391) e2 = e0
% 59.63/24.79  																																								|
% 59.63/24.79  																																								| Simplifying 391 yields:
% 59.63/24.79  																																								| (330) e2 = e0
% 59.63/24.79  																																								|
% 59.63/24.79  																																								| Equations (330) can reduce 128 to:
% 59.63/24.79  																																								| (266) $false
% 59.63/24.79  																																								|
% 59.63/24.79  																																								|-The branch is then unsatisfiable
% 59.63/24.79  																																							|-Branch two:
% 59.63/24.79  																																							| (831)  ~ (all_0_46_46 = e0)
% 59.63/24.79  																																							| (858) all_0_55_55 = e0
% 59.63/24.79  																																							|
% 59.63/24.79  																																								| Combining equations (629,858) yields a new equation:
% 59.63/24.79  																																								| (546) e1 = e0
% 59.63/24.79  																																								|
% 59.63/24.79  																																								| Simplifying 546 yields:
% 59.63/24.80  																																								| (431) e1 = e0
% 59.63/24.80  																																								|
% 59.63/24.80  																																								| Equations (431) can reduce 233 to:
% 59.63/24.80  																																								| (266) $false
% 59.63/24.80  																																								|
% 59.63/24.80  																																								|-The branch is then unsatisfiable
% 59.63/24.80  																																				|-Branch two:
% 59.63/24.80  																																				| (1390)  ~ (all_0_44_44 = e4)
% 59.63/24.80  																																				| (7998) all_0_49_49 = e4 | all_0_53_53 = e4 | all_0_58_58 = e4
% 59.63/24.80  																																				|
% 59.63/24.80  																																					+-Applying beta-rule and splitting (7998), into two cases.
% 59.63/24.80  																																					|-Branch one:
% 59.63/24.80  																																					| (974) all_0_49_49 = e4
% 59.63/24.80  																																					|
% 59.63/24.80  																																						| Equations (974) can reduce 256 to:
% 59.63/24.80  																																						| (266) $false
% 59.63/24.80  																																						|
% 59.63/24.80  																																						|-The branch is then unsatisfiable
% 59.63/24.80  																																					|-Branch two:
% 59.63/24.80  																																					| (256)  ~ (all_0_49_49 = e4)
% 59.63/24.80  																																					| (8013) all_0_53_53 = e4 | all_0_58_58 = e4
% 59.63/24.80  																																					|
% 59.63/24.80  																																						+-Applying beta-rule and splitting (8013), into two cases.
% 59.63/24.80  																																						|-Branch one:
% 59.63/24.80  																																						| (1298) all_0_53_53 = e4
% 59.63/24.80  																																						|
% 59.63/24.80  																																							| Combining equations (1208,1298) yields a new equation:
% 59.63/24.80  																																							| (630) e4 = e1
% 59.63/24.80  																																							|
% 59.63/24.80  																																							| Equations (630) can reduce 110 to:
% 59.63/24.80  																																							| (266) $false
% 59.63/24.80  																																							|
% 59.63/24.80  																																							|-The branch is then unsatisfiable
% 59.63/24.80  																																						|-Branch two:
% 59.63/24.80  																																						| (1453)  ~ (all_0_53_53 = e4)
% 59.63/24.80  																																						| (910) all_0_58_58 = e4
% 59.63/24.80  																																						|
% 59.63/24.80  																																							| Combining equations (624,910) yields a new equation:
% 59.63/24.80  																																							| (323) e4 = e2
% 59.63/24.80  																																							|
% 59.63/24.80  																																							| Equations (323) can reduce 48 to:
% 59.63/24.80  																																							| (266) $false
% 59.63/24.80  																																							|
% 59.63/24.80  																																							|-The branch is then unsatisfiable
% 59.63/24.80  																																			|-Branch two:
% 59.63/24.80  																																			| (828)  ~ (all_0_56_56 = e0)
% 59.63/24.80  																																			| (924) all_0_57_57 = e0 | all_0_58_58 = e0
% 59.63/24.80  																																			|
% 59.63/24.80  																																				+-Applying beta-rule and splitting (924), into two cases.
% 59.63/24.80  																																				|-Branch one:
% 59.63/24.80  																																				| (875) all_0_57_57 = e0
% 59.63/24.80  																																				|
% 59.63/24.80  																																					| Combining equations (871,875) yields a new equation:
% 59.63/24.80  																																					| (481) e4 = e0
% 59.63/24.80  																																					|
% 59.63/24.80  																																					| Simplifying 481 yields:
% 59.63/24.80  																																					| (397) e4 = e0
% 59.63/24.80  																																					|
% 59.63/24.80  																																					| Equations (397) can reduce 49 to:
% 59.63/24.80  																																					| (266) $false
% 59.63/24.80  																																					|
% 59.63/24.80  																																					|-The branch is then unsatisfiable
% 59.63/24.80  																																				|-Branch two:
% 59.63/24.80  																																				| (364)  ~ (all_0_57_57 = e0)
% 59.63/24.80  																																				| (914) all_0_58_58 = e0
% 59.63/24.80  																																				|
% 59.63/24.80  																																					| Combining equations (914,624) yields a new equation:
% 59.63/24.80  																																					| (330) e2 = e0
% 59.63/24.80  																																					|
% 59.63/24.80  																																					| Equations (330) can reduce 128 to:
% 59.63/24.80  																																					| (266) $false
% 59.63/24.80  																																					|
% 59.63/24.80  																																					|-The branch is then unsatisfiable
% 59.63/24.80  																											|-Branch two:
% 59.63/24.80  																											| (632)  ~ (all_0_55_55 = e1)
% 59.63/24.80  																											| (633) all_0_56_56 = e1 | all_0_57_57 = e1 | all_0_58_58 = e1
% 59.63/24.80  																											|
% 59.63/24.80  																												+-Applying beta-rule and splitting (633), into two cases.
% 59.63/24.80  																												|-Branch one:
% 59.63/24.80  																												| (1569) all_0_56_56 = e1
% 59.63/24.80  																												|
% 59.63/24.80  																													| Equations (1569) can reduce 466 to:
% 59.63/24.80  																													| (266) $false
% 59.63/24.80  																													|
% 59.63/24.80  																													|-The branch is then unsatisfiable
% 59.63/24.80  																												|-Branch two:
% 59.63/24.80  																												| (466)  ~ (all_0_56_56 = e1)
% 59.63/24.80  																												| (1574) all_0_57_57 = e1 | all_0_58_58 = e1
% 59.63/24.80  																												|
% 59.63/24.80  																													+-Applying beta-rule and splitting (1574), into two cases.
% 59.63/24.80  																													|-Branch one:
% 59.63/24.80  																													| (647) all_0_57_57 = e1
% 59.63/24.80  																													|
% 59.63/24.80  																														| Combining equations (647,871) yields a new equation:
% 59.63/24.80  																														| (630) e4 = e1
% 59.63/24.80  																														|
% 59.63/24.80  																														| Equations (630) can reduce 110 to:
% 59.63/24.80  																														| (266) $false
% 59.63/24.80  																														|
% 59.63/24.80  																														|-The branch is then unsatisfiable
% 59.63/24.80  																													|-Branch two:
% 59.63/24.80  																													| (1670)  ~ (all_0_57_57 = e1)
% 59.63/24.80  																													| (918) all_0_58_58 = e1
% 59.63/24.80  																													|
% 59.63/24.80  																														| Combining equations (624,918) yields a new equation:
% 59.63/24.80  																														| (616) e2 = e1
% 59.63/24.80  																														|
% 59.63/24.80  																														| Simplifying 616 yields:
% 59.63/24.80  																														| (617) e2 = e1
% 59.63/24.80  																														|
% 59.63/24.80  																														| Equations (617) can reduce 122 to:
% 59.63/24.80  																														| (266) $false
% 59.63/24.80  																														|
% 59.63/24.80  																														|-The branch is then unsatisfiable
% 59.63/24.80  																									|-Branch two:
% 59.63/24.80  																									| (813) all_0_47_47 = e1 & all_0_52_52 = e2 &  ~ (all_0_51_51 = e1)
% 59.63/24.80  																									|
% 59.63/24.80  																										| Applying alpha-rule on (813) yields:
% 59.63/24.80  																										| (654) all_0_47_47 = e1
% 59.63/24.80  																										| (352) all_0_52_52 = e2
% 59.63/24.80  																										| (464)  ~ (all_0_51_51 = e1)
% 59.63/24.80  																										|
% 59.63/24.80  																										| Equations (654) can reduce 198 to:
% 59.63/24.80  																										| (1380)  ~ (all_0_42_42 = e1)
% 59.63/24.80  																										|
% 59.63/24.80  																										| Equations (654) can reduce 224 to:
% 59.63/24.80  																										| (463)  ~ (all_0_51_51 = e1)
% 59.63/24.80  																										|
% 59.63/24.80  																										| Simplifying 463 yields:
% 59.63/24.80  																										| (464)  ~ (all_0_51_51 = e1)
% 59.63/24.80  																										|
% 59.63/24.80  																										| Equations (654) can reduce 91 to:
% 59.63/24.80  																										| (465)  ~ (all_0_56_56 = e1)
% 59.63/24.80  																										|
% 59.63/24.80  																										| Simplifying 465 yields:
% 59.63/24.80  																										| (466)  ~ (all_0_56_56 = e1)
% 59.63/24.80  																										|
% 59.63/24.80  																										| Equations (654) can reduce 252 to:
% 59.63/24.80  																										| (602)  ~ (e4 = e1)
% 59.63/24.80  																										|
% 59.63/24.80  																										| Simplifying 602 yields:
% 59.63/24.80  																										| (110)  ~ (e4 = e1)
% 59.63/24.80  																										|
% 59.63/24.80  																										| Equations (654) can reduce 338 to:
% 59.63/24.80  																										| (604)  ~ (e2 = e1)
% 59.63/24.80  																										|
% 59.63/24.80  																										| Simplifying 604 yields:
% 59.63/24.80  																										| (122)  ~ (e2 = e1)
% 59.63/24.80  																										|
% 59.63/24.80  																										+-Applying beta-rule and splitting (216), into two cases.
% 59.63/24.80  																										|-Branch one:
% 59.63/24.80  																										| (629) all_0_55_55 = e1
% 59.63/24.80  																										|
% 59.63/24.80  																											| Equations (629) can reduce 191 to:
% 59.63/24.80  																											| (457)  ~ (all_0_41_41 = e1)
% 59.63/24.80  																											|
% 59.63/24.80  																											| Equations (629) can reduce 93 to:
% 59.63/24.80  																											| (759)  ~ (all_0_50_50 = e1)
% 59.63/24.80  																											|
% 59.63/24.80  																											| Equations (629) can reduce 153 to:
% 59.63/24.80  																											| (465)  ~ (all_0_56_56 = e1)
% 59.63/24.80  																											|
% 59.63/24.80  																											| Simplifying 465 yields:
% 59.63/24.80  																											| (466)  ~ (all_0_56_56 = e1)
% 59.63/24.80  																											|
% 59.63/24.80  																											| Equations (629) can reduce 763 to:
% 59.63/24.80  																											| (602)  ~ (e4 = e1)
% 59.63/24.80  																											|
% 59.63/24.80  																											| Simplifying 602 yields:
% 59.63/24.80  																											| (110)  ~ (e4 = e1)
% 59.63/24.80  																											|
% 59.63/24.80  																											| Equations (629) can reduce 304 to:
% 59.63/24.80  																											| (604)  ~ (e2 = e1)
% 59.63/24.80  																											|
% 59.63/24.80  																											| Simplifying 604 yields:
% 59.63/24.80  																											| (122)  ~ (e2 = e1)
% 59.63/24.80  																											|
% 59.63/24.80  																											+-Applying beta-rule and splitting (160), into two cases.
% 59.63/24.80  																											|-Branch one:
% 59.63/24.80  																											| (601) all_0_50_50 = e1
% 59.63/24.80  																											|
% 59.63/24.80  																												| Equations (601) can reduce 759 to:
% 59.63/24.80  																												| (266) $false
% 59.63/24.80  																												|
% 59.63/24.80  																												|-The branch is then unsatisfiable
% 59.63/24.80  																											|-Branch two:
% 59.63/24.80  																											| (759)  ~ (all_0_50_50 = e1)
% 59.63/24.80  																											| (1168) all_0_51_51 = e1 | all_0_52_52 = e1 | all_0_53_53 = e1
% 59.63/24.80  																											|
% 59.63/24.80  																												+-Applying beta-rule and splitting (1168), into two cases.
% 59.63/24.80  																												|-Branch one:
% 59.63/24.80  																												| (1109) all_0_51_51 = e1
% 59.63/24.80  																												|
% 59.63/24.80  																													| Equations (1109) can reduce 464 to:
% 59.63/24.80  																													| (266) $false
% 59.63/24.80  																													|
% 59.63/24.80  																													|-The branch is then unsatisfiable
% 59.63/24.80  																												|-Branch two:
% 59.63/24.80  																												| (464)  ~ (all_0_51_51 = e1)
% 59.63/24.80  																												| (1202) all_0_52_52 = e1 | all_0_53_53 = e1
% 59.63/24.80  																												|
% 59.63/24.80  																													+-Applying beta-rule and splitting (1202), into two cases.
% 59.63/24.80  																													|-Branch one:
% 59.63/24.80  																													| (642) all_0_52_52 = e1
% 59.63/24.80  																													|
% 59.63/24.80  																														| Combining equations (352,642) yields a new equation:
% 59.63/24.80  																														| (616) e2 = e1
% 59.63/24.80  																														|
% 59.63/24.80  																														| Simplifying 616 yields:
% 59.63/24.80  																														| (617) e2 = e1
% 59.63/24.80  																														|
% 59.63/24.80  																														| Equations (617) can reduce 122 to:
% 59.63/24.80  																														| (266) $false
% 59.63/24.80  																														|
% 59.63/24.80  																														|-The branch is then unsatisfiable
% 59.63/24.80  																													|-Branch two:
% 59.63/24.80  																													| (646)  ~ (all_0_52_52 = e1)
% 59.63/24.80  																													| (1208) all_0_53_53 = e1
% 59.63/24.80  																													|
% 59.63/24.80  																														| Equations (1208) can reduce 220 to:
% 59.63/24.80  																														| (639)  ~ (all_0_44_44 = e1)
% 59.63/24.80  																														|
% 59.63/24.80  																														| Equations (1208) can reduce 65 to:
% 59.63/24.80  																														| (1064)  ~ (all_0_49_49 = e1)
% 59.63/24.80  																														|
% 59.63/24.80  																														| Equations (1208) can reduce 247 to:
% 59.63/24.80  																														| (233)  ~ (e1 = e0)
% 59.63/24.80  																														|
% 59.63/24.80  																														+-Applying beta-rule and splitting (231), into two cases.
% 59.63/24.80  																														|-Branch one:
% 59.63/24.80  																														| (775) all_0_50_50 = e4
% 59.63/24.80  																														|
% 59.63/24.80  																															| Equations (775) can reduce 566 to:
% 59.63/24.80  																															| (266) $false
% 59.63/24.80  																															|
% 59.63/24.80  																															|-The branch is then unsatisfiable
% 59.63/24.80  																														|-Branch two:
% 59.63/24.80  																														| (566)  ~ (all_0_50_50 = e4)
% 59.63/24.80  																														| (1071) all_0_51_51 = e4 | all_0_52_52 = e4 | all_0_53_53 = e4
% 59.63/24.80  																														|
% 59.63/24.80  																															+-Applying beta-rule and splitting (243), into two cases.
% 59.63/24.80  																															|-Branch one:
% 59.63/24.80  																															| (329) all_0_38_38 = e0
% 59.63/24.80  																															|
% 59.63/24.80  																																| Combining equations (329,321) yields a new equation:
% 59.63/24.80  																																| (397) e4 = e0
% 59.63/24.80  																																|
% 59.63/24.80  																																| Equations (397) can reduce 49 to:
% 59.63/24.80  																																| (266) $false
% 59.63/24.80  																																|
% 59.63/24.80  																																|-The branch is then unsatisfiable
% 59.63/24.80  																															|-Branch two:
% 59.63/24.80  																															| (332)  ~ (all_0_38_38 = e0)
% 59.63/24.80  																															| (395) all_0_41_41 = e0 | all_0_46_46 = e0 | all_0_55_55 = e0
% 59.63/24.80  																															|
% 59.63/24.80  																																| Equations (321) can reduce 332 to:
% 59.63/24.80  																																| (49)  ~ (e4 = e0)
% 59.63/24.80  																																|
% 59.63/24.80  																																+-Applying beta-rule and splitting (125), into two cases.
% 59.63/24.80  																																|-Branch one:
% 59.63/24.80  																																| (858) all_0_55_55 = e0
% 59.63/24.80  																																|
% 59.63/24.80  																																	| Combining equations (629,858) yields a new equation:
% 59.63/24.80  																																	| (546) e1 = e0
% 59.63/24.80  																																	|
% 59.63/24.80  																																	| Simplifying 546 yields:
% 59.63/24.80  																																	| (431) e1 = e0
% 59.63/24.80  																																	|
% 59.63/24.80  																																	| Equations (431) can reduce 233 to:
% 59.63/24.80  																																	| (266) $false
% 59.63/24.80  																																	|
% 59.63/24.80  																																	|-The branch is then unsatisfiable
% 59.63/24.80  																																|-Branch two:
% 59.63/24.80  																																| (803)  ~ (all_0_55_55 = e0)
% 59.63/24.80  																																| (863) all_0_56_56 = e0 | all_0_57_57 = e0 | all_0_58_58 = e0
% 59.63/24.80  																																|
% 59.63/24.80  																																	+-Applying beta-rule and splitting (150), into two cases.
% 59.63/24.80  																																	|-Branch one:
% 59.63/24.80  																																	| (1378) all_0_40_40 = e4
% 59.63/24.80  																																	|
% 59.63/24.80  																																		| Combining equations (1378,485) yields a new equation:
% 59.63/24.80  																																		| (481) e4 = e0
% 59.63/24.80  																																		|
% 59.63/24.80  																																		| Simplifying 481 yields:
% 59.63/24.80  																																		| (397) e4 = e0
% 59.63/24.80  																																		|
% 59.63/24.80  																																		| Equations (397) can reduce 49 to:
% 59.63/24.80  																																		| (266) $false
% 59.63/24.80  																																		|
% 59.63/24.80  																																		|-The branch is then unsatisfiable
% 59.63/24.80  																																	|-Branch two:
% 59.63/24.80  																																	| (447)  ~ (all_0_40_40 = e4)
% 59.63/24.80  																																	| (2271) all_0_44_44 = e4 | all_0_49_49 = e4 | all_0_53_53 = e4 | all_0_58_58 = e4
% 59.63/24.80  																																	|
% 59.63/24.80  																																		| Equations (485) can reduce 447 to:
% 59.63/24.80  																																		| (401)  ~ (e4 = e0)
% 59.63/24.80  																																		|
% 59.63/24.80  																																		| Simplifying 401 yields:
% 59.63/24.80  																																		| (49)  ~ (e4 = e0)
% 59.63/24.80  																																		|
% 59.63/24.80  																																		+-Applying beta-rule and splitting (863), into two cases.
% 59.63/24.80  																																		|-Branch one:
% 59.63/24.80  																																		| (679) all_0_56_56 = e0
% 59.63/24.80  																																		|
% 59.63/24.80  																																			| Equations (679) can reduce 272 to:
% 59.63/24.80  																																			| (541)  ~ (e3 = e0)
% 59.63/24.80  																																			|
% 59.63/24.80  																																			| Simplifying 541 yields:
% 59.63/24.80  																																			| (80)  ~ (e3 = e0)
% 59.63/24.80  																																			|
% 59.63/24.80  																																			| Equations (679) can reduce 511 to:
% 59.63/24.80  																																			| (365)  ~ (e2 = e0)
% 59.63/24.80  																																			|
% 59.63/24.80  																																			| Simplifying 365 yields:
% 59.63/24.80  																																			| (128)  ~ (e2 = e0)
% 59.63/24.80  																																			|
% 59.63/24.80  																																			| Equations (679) can reduce 466 to:
% 59.63/24.80  																																			| (435)  ~ (e1 = e0)
% 59.63/24.80  																																			|
% 59.63/24.80  																																			| Simplifying 435 yields:
% 59.63/24.80  																																			| (233)  ~ (e1 = e0)
% 59.63/24.80  																																			|
% 59.63/24.80  																																			+-Applying beta-rule and splitting (2271), into two cases.
% 59.63/24.80  																																			|-Branch one:
% 59.63/24.80  																																			| (446) all_0_44_44 = e4
% 59.63/24.80  																																			|
% 59.63/24.80  																																				| Equations (446) can reduce 9 to:
% 59.63/24.80  																																				| (255)  ~ (all_0_49_49 = e4)
% 59.63/24.80  																																				|
% 59.63/24.80  																																				| Simplifying 255 yields:
% 59.63/24.80  																																				| (256)  ~ (all_0_49_49 = e4)
% 59.63/24.80  																																				|
% 59.63/24.80  																																				| Equations (446) can reduce 147 to:
% 59.63/24.80  																																				| (48)  ~ (e4 = e2)
% 59.63/24.80  																																				|
% 59.63/24.80  																																				| Equations (446) can reduce 639 to:
% 59.63/24.80  																																				| (110)  ~ (e4 = e1)
% 59.63/24.80  																																				|
% 59.63/24.80  																																				+-Applying beta-rule and splitting (165), into two cases.
% 59.63/24.80  																																				|-Branch one:
% 59.63/24.80  																																				| (794) all_0_41_41 = e0
% 59.63/24.80  																																				|
% 59.63/24.80  																																					| Equations (794) can reduce 457 to:
% 59.63/24.80  																																					| (435)  ~ (e1 = e0)
% 59.63/24.80  																																					|
% 59.63/24.80  																																					| Simplifying 435 yields:
% 59.63/24.80  																																					| (233)  ~ (e1 = e0)
% 59.63/24.80  																																					|
% 59.63/24.80  																																					| From (794) and (219) follows:
% 59.63/24.80  																																					| (5573) op(e3, e3) = e0
% 59.63/24.80  																																					|
% 59.63/24.80  																																					+-Applying beta-rule and splitting (144), into two cases.
% 59.63/24.80  																																					|-Branch one:
% 59.63/24.80  																																					| (403) all_0_41_41 = e3
% 59.63/24.80  																																					|
% 59.63/24.80  																																						| Combining equations (403,794) yields a new equation:
% 59.63/24.80  																																						| (675) e3 = e0
% 59.63/24.80  																																						|
% 59.63/24.80  																																						| Simplifying 675 yields:
% 59.63/24.80  																																						| (676) e3 = e0
% 59.63/24.80  																																						|
% 59.63/24.80  																																						| Equations (676) can reduce 80 to:
% 59.63/24.80  																																						| (266) $false
% 59.63/24.80  																																						|
% 59.63/24.80  																																						|-The branch is then unsatisfiable
% 59.63/24.80  																																					|-Branch two:
% 59.63/24.80  																																					| (1898)  ~ (all_0_41_41 = e3)
% 59.63/24.80  																																					| (1923) all_0_46_46 = e3 | all_0_50_50 = e3 | all_0_55_55 = e3
% 59.63/24.80  																																					|
% 59.63/24.80  																																						| Equations (794) can reduce 1898 to:
% 59.63/24.80  																																						| (541)  ~ (e3 = e0)
% 59.63/24.80  																																						|
% 59.63/24.80  																																						| Simplifying 541 yields:
% 59.63/24.80  																																						| (80)  ~ (e3 = e0)
% 59.63/24.80  																																						|
% 59.63/24.80  																																						+-Applying beta-rule and splitting (113), into two cases.
% 59.63/24.80  																																						|-Branch one:
% 59.63/24.80  																																						| (403) all_0_41_41 = e3
% 59.63/24.80  																																						|
% 59.63/24.80  																																							| Combining equations (403,794) yields a new equation:
% 59.63/24.80  																																							| (675) e3 = e0
% 59.63/24.80  																																							|
% 59.63/24.80  																																							| Simplifying 675 yields:
% 59.63/24.80  																																							| (676) e3 = e0
% 59.63/24.80  																																							|
% 59.63/24.80  																																							| Equations (676) can reduce 80 to:
% 59.63/24.80  																																							| (266) $false
% 59.63/24.80  																																							|
% 59.63/24.80  																																							|-The branch is then unsatisfiable
% 59.63/24.80  																																						|-Branch two:
% 59.63/24.80  																																						| (1898)  ~ (all_0_41_41 = e3)
% 59.63/24.80  																																						| (1899) all_0_42_42 = e3 | all_0_44_44 = e3
% 59.63/24.80  																																						|
% 59.63/24.80  																																							+-Applying beta-rule and splitting (54), into two cases.
% 59.63/24.80  																																							|-Branch one:
% 59.63/24.80  																																							| (583) all_0_49_49 = e2
% 59.63/24.80  																																							|
% 59.63/24.80  																																								| Equations (583) can reduce 340 to:
% 59.63/24.80  																																								| (266) $false
% 59.63/24.80  																																								|
% 59.63/24.80  																																								|-The branch is then unsatisfiable
% 59.63/24.80  																																							|-Branch two:
% 59.63/24.80  																																							| (340)  ~ (all_0_49_49 = e2)
% 59.63/24.80  																																							| (586) all_0_49_49 = e4 | all_0_49_49 = e3 | all_0_49_49 = e1 | all_0_49_49 = e0
% 59.63/24.80  																																							|
% 59.63/24.80  																																								+-Applying beta-rule and splitting (1899), into two cases.
% 59.63/24.80  																																								|-Branch one:
% 59.63/24.80  																																								| (516) all_0_42_42 = e3
% 59.63/24.80  																																								|
% 59.63/24.80  																																									| Equations (516) can reduce 61 to:
% 59.63/24.80  																																									| (1925)  ~ (all_0_51_51 = e3)
% 59.63/24.80  																																									|
% 59.63/24.80  																																									| Simplifying 1925 yields:
% 59.63/24.80  																																									| (664)  ~ (all_0_51_51 = e3)
% 59.63/24.80  																																									|
% 59.63/24.80  																																									| Equations (516) can reduce 1380 to:
% 59.63/24.80  																																									| (213)  ~ (e3 = e1)
% 59.63/24.80  																																									|
% 59.63/24.80  																																									+-Applying beta-rule and splitting (168), into two cases.
% 59.63/24.80  																																									|-Branch one:
% 59.63/24.80  																																									| (415) all_0_50_50 = e3
% 59.63/24.80  																																									|
% 59.63/24.80  																																										| From (415) and (242) follows:
% 59.63/24.80  																																										| (1934) op(e1, e3) = e3
% 59.63/24.80  																																										|
% 59.63/24.80  																																										+-Applying beta-rule and splitting (586), into two cases.
% 59.63/24.80  																																										|-Branch one:
% 59.63/24.80  																																										| (974) all_0_49_49 = e4
% 59.63/24.80  																																										|
% 59.63/24.80  																																											| Equations (974) can reduce 256 to:
% 59.63/24.80  																																											| (266) $false
% 59.63/24.80  																																											|
% 59.63/24.80  																																											|-The branch is then unsatisfiable
% 59.63/24.80  																																										|-Branch two:
% 59.63/24.80  																																										| (256)  ~ (all_0_49_49 = e4)
% 59.63/24.80  																																										| (977) all_0_49_49 = e3 | all_0_49_49 = e1 | all_0_49_49 = e0
% 59.63/24.80  																																										|
% 59.63/24.80  																																											+-Applying beta-rule and splitting (1071), into two cases.
% 59.63/24.80  																																											|-Branch one:
% 59.63/24.80  																																											| (1101) all_0_51_51 = e4
% 59.63/24.80  																																											|
% 59.63/24.80  																																												| From (1101) and (186) follows:
% 59.63/24.80  																																												| (13720) op(e1, e2) = e4
% 59.63/24.80  																																												|
% 59.63/24.80  																																												+-Applying beta-rule and splitting (977), into two cases.
% 59.63/24.80  																																												|-Branch one:
% 59.63/24.80  																																												| (978) all_0_49_49 = e0
% 59.63/24.80  																																												|
% 59.63/24.80  																																													| Equations (978) can reduce 487 to:
% 59.63/24.80  																																													| (266) $false
% 59.63/24.80  																																													|
% 59.63/24.80  																																													|-The branch is then unsatisfiable
% 59.63/24.80  																																												|-Branch two:
% 59.63/24.80  																																												| (487)  ~ (all_0_49_49 = e0)
% 59.63/24.80  																																												| (981) all_0_49_49 = e3 | all_0_49_49 = e1
% 59.63/24.80  																																												|
% 59.63/24.80  																																													+-Applying beta-rule and splitting (981), into two cases.
% 59.63/24.80  																																													|-Branch one:
% 59.63/24.80  																																													| (671) all_0_49_49 = e1
% 59.63/24.80  																																													|
% 59.63/24.80  																																														| Equations (671) can reduce 1064 to:
% 59.63/24.80  																																														| (266) $false
% 59.63/24.80  																																														|
% 59.63/24.80  																																														|-The branch is then unsatisfiable
% 59.63/24.80  																																													|-Branch two:
% 59.63/24.80  																																													| (1064)  ~ (all_0_49_49 = e1)
% 59.63/24.80  																																													| (884) all_0_49_49 = e3
% 59.63/24.80  																																													|
% 59.63/24.80  																																														| From (884) and (55) follows:
% 59.63/24.80  																																														| (1581) op(e2, e0) = e3
% 59.63/24.80  																																														|
% 59.63/24.80  																																														+-Applying beta-rule and splitting (56), into two cases.
% 59.63/24.80  																																														|-Branch one:
% 59.63/24.80  																																														| (696) unit = e2
% 59.63/24.80  																																														|
% 59.63/24.80  																																															| From (696) and (24) follows:
% 59.63/24.80  																																															| (697) op(e2, e3) = e3
% 59.63/24.80  																																															|
% 59.63/24.80  																																															| From (696) and (209) follows:
% 59.63/24.80  																																															| (7585) op(e2, e0) = e0
% 59.63/24.80  																																															|
% 59.63/24.80  																																															| From (696) and (227) follows:
% 59.63/24.80  																																															| (4284) op(e4, e2) = e4
% 59.63/24.80  																																															|
% 59.63/24.80  																																															| From (696) and (28) follows:
% 59.63/24.80  																																															| (699) op(e1, e2) = e1
% 59.63/24.80  																																															|
% 59.63/24.80  																																															| Instantiating formula (29) with e4, e2, e4, e2 and discharging atoms op(e4, e2) = e4, op(e4, e2) = e2, yields:
% 59.63/24.80  																																															| (323) e4 = e2
% 59.63/24.80  																																															|
% 59.63/24.80  																																															| Instantiating formula (29) with e2, e3, e3, e2 and discharging atoms op(e2, e3) = e3, op(e2, e3) = e2, yields:
% 59.63/24.80  																																															| (662) e3 = e2
% 59.63/24.80  																																															|
% 59.63/24.80  																																															| Instantiating formula (29) with e2, e0, e0, e3 and discharging atoms op(e2, e0) = e3, op(e2, e0) = e0, yields:
% 59.63/24.80  																																															| (676) e3 = e0
% 59.63/24.80  																																															|
% 59.63/24.80  																																															| Instantiating formula (29) with e1, e2, e1, e4 and discharging atoms op(e1, e2) = e4, op(e1, e2) = e1, yields:
% 59.63/24.80  																																															| (630) e4 = e1
% 59.63/24.80  																																															|
% 59.63/24.80  																																															| Combining equations (323,630) yields a new equation:
% 59.63/24.80  																																															| (616) e2 = e1
% 59.63/24.80  																																															|
% 59.63/24.80  																																															| Simplifying 616 yields:
% 59.63/24.80  																																															| (617) e2 = e1
% 59.63/24.80  																																															|
% 59.63/24.80  																																															| Combining equations (676,662) yields a new equation:
% 59.63/24.80  																																															| (330) e2 = e0
% 59.63/24.80  																																															|
% 59.63/24.80  																																															| Combining equations (330,617) yields a new equation:
% 59.63/24.80  																																															| (431) e1 = e0
% 59.63/24.80  																																															|
% 59.63/24.80  																																															| Equations (431) can reduce 233 to:
% 59.63/24.80  																																															| (266) $false
% 59.63/24.80  																																															|
% 59.63/24.80  																																															|-The branch is then unsatisfiable
% 59.63/24.80  																																														|-Branch two:
% 59.63/24.80  																																														| (707)  ~ (unit = e2)
% 59.63/24.80  																																														| (708) unit = e4 | unit = e3 | unit = e1 | unit = e0
% 59.63/24.80  																																														|
% 59.63/24.81  																																															+-Applying beta-rule and splitting (708), into two cases.
% 59.63/24.81  																																															|-Branch one:
% 59.63/24.81  																																															| (709) unit = e4
% 59.63/24.81  																																															|
% 59.63/24.81  																																																| From (709) and (24) follows:
% 59.63/24.81  																																																| (33325) op(e4, e3) = e3
% 59.63/24.81  																																																|
% 59.63/24.81  																																																| From (709) and (227) follows:
% 59.63/24.81  																																																| (710) op(e4, e4) = e4
% 59.63/24.81  																																																|
% 59.63/24.81  																																																| From (709) and (42) follows:
% 59.63/24.81  																																																| (713) op(e0, e4) = e0
% 59.63/24.81  																																																|
% 59.63/24.81  																																																| Instantiating formula (29) with e4, e4, e4, e1 and discharging atoms op(e4, e4) = e4, op(e4, e4) = e1, yields:
% 59.63/24.81  																																																| (630) e4 = e1
% 59.63/24.81  																																																|
% 59.63/24.81  																																																| Instantiating formula (29) with e4, e3, e3, e4 and discharging atoms op(e4, e3) = e4, op(e4, e3) = e3, yields:
% 59.63/24.81  																																																| (425) e4 = e3
% 59.63/24.81  																																																|
% 59.63/24.81  																																																| Instantiating formula (29) with e0, e4, e0, e3 and discharging atoms op(e0, e4) = e3, op(e0, e4) = e0, yields:
% 59.63/24.81  																																																| (676) e3 = e0
% 59.63/24.81  																																																|
% 59.63/24.81  																																																| Combining equations (630,425) yields a new equation:
% 59.63/24.81  																																																| (455) e3 = e1
% 59.63/24.81  																																																|
% 59.63/24.81  																																																| Combining equations (455,676) yields a new equation:
% 59.63/24.81  																																																| (546) e1 = e0
% 59.63/24.81  																																																|
% 59.63/24.81  																																																| Simplifying 546 yields:
% 59.63/24.81  																																																| (431) e1 = e0
% 59.63/24.81  																																																|
% 59.63/24.81  																																																| Equations (431) can reduce 233 to:
% 59.63/24.81  																																																| (266) $false
% 59.63/24.81  																																																|
% 59.63/24.81  																																																|-The branch is then unsatisfiable
% 59.63/24.81  																																															|-Branch two:
% 59.63/24.81  																																															| (724)  ~ (unit = e4)
% 59.63/24.81  																																															| (725) unit = e3 | unit = e1 | unit = e0
% 59.63/24.81  																																															|
% 59.63/24.81  																																																+-Applying beta-rule and splitting (725), into two cases.
% 59.63/24.81  																																																|-Branch one:
% 59.63/24.81  																																																| (726) unit = e0
% 59.63/24.81  																																																|
% 59.63/24.81  																																																	| From (726) and (244) follows:
% 59.63/24.81  																																																	| (2207) op(e0, e4) = e4
% 59.63/24.81  																																																	|
% 59.63/24.81  																																																	| From (726) and (211) follows:
% 59.63/24.81  																																																	| (15180) op(e0, e1) = e1
% 59.63/24.81  																																																	|
% 59.63/24.81  																																																	| From (726) and (32) follows:
% 59.63/24.81  																																																	| (727) op(e2, e0) = e2
% 59.63/24.81  																																																	|
% 59.63/24.81  																																																	| From (726) and (42) follows:
% 59.63/24.81  																																																	| (728) op(e0, e0) = e0
% 59.63/24.81  																																																	|
% 59.63/24.81  																																																	| Instantiating formula (29) with e2, e0, e2, e3 and discharging atoms op(e2, e0) = e3, op(e2, e0) = e2, yields:
% 59.63/24.81  																																																	| (662) e3 = e2
% 59.63/24.81  																																																	|
% 59.63/24.81  																																																	| Instantiating formula (29) with e0, e4, e4, e3 and discharging atoms op(e0, e4) = e4, op(e0, e4) = e3, yields:
% 59.63/24.81  																																																	| (425) e4 = e3
% 59.63/24.81  																																																	|
% 59.63/24.81  																																																	| Instantiating formula (29) with e0, e1, e1, e4 and discharging atoms op(e0, e1) = e4, op(e0, e1) = e1, yields:
% 59.63/24.81  																																																	| (630) e4 = e1
% 59.63/24.81  																																																	|
% 59.63/24.81  																																																	| Instantiating formula (29) with e0, e0, e0, e2 and discharging atoms op(e0, e0) = e2, op(e0, e0) = e0, yields:
% 59.63/24.81  																																																	| (330) e2 = e0
% 59.63/24.81  																																																	|
% 59.63/24.81  																																																	| Combining equations (425,630) yields a new equation:
% 59.63/24.81  																																																	| (454) e3 = e1
% 59.63/24.81  																																																	|
% 59.63/24.81  																																																	| Simplifying 454 yields:
% 59.63/24.81  																																																	| (455) e3 = e1
% 59.63/24.81  																																																	|
% 59.63/24.81  																																																	| Combining equations (662,455) yields a new equation:
% 59.63/24.81  																																																	| (616) e2 = e1
% 59.63/24.81  																																																	|
% 59.63/24.81  																																																	| Simplifying 616 yields:
% 59.63/24.81  																																																	| (617) e2 = e1
% 59.63/24.81  																																																	|
% 59.63/24.81  																																																	| Combining equations (617,330) yields a new equation:
% 59.63/24.81  																																																	| (546) e1 = e0
% 59.63/24.81  																																																	|
% 59.63/24.81  																																																	| Simplifying 546 yields:
% 59.63/24.81  																																																	| (431) e1 = e0
% 59.63/24.81  																																																	|
% 59.63/24.81  																																																	| Equations (431) can reduce 233 to:
% 59.63/24.81  																																																	| (266) $false
% 59.63/24.81  																																																	|
% 59.63/24.81  																																																	|-The branch is then unsatisfiable
% 59.63/24.81  																																																|-Branch two:
% 59.63/24.81  																																																| (734)  ~ (unit = e0)
% 59.63/24.81  																																																| (735) unit = e3 | unit = e1
% 59.63/24.81  																																																|
% 59.63/24.81  																																																	+-Applying beta-rule and splitting (735), into two cases.
% 59.63/24.81  																																																	|-Branch one:
% 59.63/24.81  																																																	| (736) unit = e1
% 59.63/24.81  																																																	|
% 59.63/24.81  																																																		| Equations (736) can reduce 734 to:
% 59.63/24.81  																																																		| (233)  ~ (e1 = e0)
% 59.63/24.81  																																																		|
% 59.63/24.81  																																																		| From (736) and (15) follows:
% 59.63/24.81  																																																		| (515) op(e1, e2) = e2
% 59.63/24.81  																																																		|
% 59.63/24.81  																																																		| From (736) and (28) follows:
% 59.63/24.81  																																																		| (740) op(e1, e1) = e1
% 59.63/24.81  																																																		|
% 59.63/24.81  																																																		| From (736) and (42) follows:
% 59.63/24.81  																																																		| (3221) op(e0, e1) = e0
% 59.63/24.81  																																																		|
% 59.63/24.81  																																																		| Instantiating formula (29) with e1, e2, e2, e4 and discharging atoms op(e1, e2) = e4, op(e1, e2) = e2, yields:
% 59.63/24.81  																																																		| (323) e4 = e2
% 59.63/24.81  																																																		|
% 59.63/24.81  																																																		| Instantiating formula (29) with e1, e1, e1, e2 and discharging atoms op(e1, e1) = e2, op(e1, e1) = e1, yields:
% 59.63/24.81  																																																		| (617) e2 = e1
% 59.63/24.81  																																																		|
% 59.63/24.81  																																																		| Instantiating formula (29) with e0, e1, e0, e4 and discharging atoms op(e0, e1) = e4, op(e0, e1) = e0, yields:
% 59.63/24.81  																																																		| (397) e4 = e0
% 59.63/24.81  																																																		|
% 59.63/24.81  																																																		| Combining equations (323,397) yields a new equation:
% 59.63/24.81  																																																		| (391) e2 = e0
% 59.63/24.81  																																																		|
% 59.63/24.81  																																																		| Simplifying 391 yields:
% 59.63/24.81  																																																		| (330) e2 = e0
% 59.63/24.81  																																																		|
% 59.63/24.81  																																																		| Combining equations (617,330) yields a new equation:
% 59.63/24.81  																																																		| (546) e1 = e0
% 59.63/24.81  																																																		|
% 59.63/24.81  																																																		| Simplifying 546 yields:
% 59.63/24.81  																																																		| (431) e1 = e0
% 59.63/24.81  																																																		|
% 59.63/24.81  																																																		| Equations (431) can reduce 233 to:
% 59.63/24.81  																																																		| (266) $false
% 59.63/24.81  																																																		|
% 59.63/24.81  																																																		|-The branch is then unsatisfiable
% 59.63/24.81  																																																	|-Branch two:
% 59.63/24.81  																																																	| (748)  ~ (unit = e1)
% 59.63/24.81  																																																	| (749) unit = e3
% 59.63/24.81  																																																	|
% 59.63/24.81  																																																		| From (749) and (40) follows:
% 59.63/24.81  																																																		| (3715) op(e3, e3) = e3
% 59.63/24.81  																																																		|
% 59.63/24.81  																																																		| From (749) and (28) follows:
% 59.63/24.81  																																																		| (2235) op(e1, e3) = e1
% 59.63/24.81  																																																		|
% 59.63/24.81  																																																		| Instantiating formula (29) with e3, e3, e3, e0 and discharging atoms op(e3, e3) = e3, op(e3, e3) = e0, yields:
% 59.63/24.81  																																																		| (676) e3 = e0
% 59.63/24.81  																																																		|
% 59.63/24.81  																																																		| Instantiating formula (29) with e1, e3, e1, e3 and discharging atoms op(e1, e3) = e3, op(e1, e3) = e1, yields:
% 59.63/24.81  																																																		| (455) e3 = e1
% 59.63/24.81  																																																		|
% 59.63/24.81  																																																		| Combining equations (455,676) yields a new equation:
% 59.63/24.81  																																																		| (546) e1 = e0
% 59.63/24.81  																																																		|
% 59.63/24.81  																																																		| Simplifying 546 yields:
% 59.63/24.81  																																																		| (431) e1 = e0
% 59.63/24.81  																																																		|
% 59.63/24.81  																																																		| Equations (431) can reduce 233 to:
% 59.63/24.81  																																																		| (266) $false
% 59.63/24.81  																																																		|
% 59.63/24.81  																																																		|-The branch is then unsatisfiable
% 59.63/24.81  																																											|-Branch two:
% 59.63/24.81  																																											| (475)  ~ (all_0_51_51 = e4)
% 59.63/24.81  																																											| (1294) all_0_52_52 = e4 | all_0_53_53 = e4
% 59.63/24.81  																																											|
% 59.63/24.81  																																												+-Applying beta-rule and splitting (164), into two cases.
% 59.63/24.81  																																												|-Branch one:
% 59.63/24.81  																																												| (471) all_0_39_39 = e4
% 59.63/24.81  																																												|
% 59.63/24.81  																																													| Combining equations (471,317) yields a new equation:
% 59.63/24.81  																																													| (322) e4 = e2
% 59.63/24.81  																																													|
% 59.63/24.81  																																													| Simplifying 322 yields:
% 59.63/24.81  																																													| (323) e4 = e2
% 59.63/24.81  																																													|
% 59.63/24.81  																																													| Equations (323) can reduce 48 to:
% 59.63/24.81  																																													| (266) $false
% 59.63/24.81  																																													|
% 59.63/24.81  																																													|-The branch is then unsatisfiable
% 59.63/24.81  																																												|-Branch two:
% 59.63/24.81  																																												| (1377)  ~ (all_0_39_39 = e4)
% 59.63/24.81  																																												| (2115) all_0_42_42 = e4 | all_0_47_47 = e4 | all_0_51_51 = e4 | all_0_56_56 = e4
% 59.63/24.81  																																												|
% 59.63/24.81  																																													| Equations (317) can reduce 1377 to:
% 59.63/24.81  																																													| (327)  ~ (e4 = e2)
% 59.63/24.81  																																													|
% 59.63/24.81  																																													| Simplifying 327 yields:
% 59.63/24.81  																																													| (48)  ~ (e4 = e2)
% 59.63/24.81  																																													|
% 59.63/24.81  																																													+-Applying beta-rule and splitting (1294), into two cases.
% 59.63/24.81  																																													|-Branch one:
% 59.63/24.81  																																													| (565) all_0_52_52 = e4
% 59.63/24.81  																																													|
% 59.63/24.81  																																														| Combining equations (352,565) yields a new equation:
% 59.63/24.81  																																														| (323) e4 = e2
% 59.63/24.81  																																														|
% 59.63/24.81  																																														| Equations (323) can reduce 48 to:
% 59.63/24.81  																																														| (266) $false
% 59.63/24.81  																																														|
% 59.63/24.81  																																														|-The branch is then unsatisfiable
% 59.63/24.81  																																													|-Branch two:
% 59.63/24.81  																																													| (780)  ~ (all_0_52_52 = e4)
% 59.63/24.81  																																													| (1298) all_0_53_53 = e4
% 59.63/24.81  																																													|
% 59.63/24.81  																																														| Combining equations (1208,1298) yields a new equation:
% 59.63/24.81  																																														| (630) e4 = e1
% 59.63/24.81  																																														|
% 59.63/24.81  																																														| Equations (630) can reduce 110 to:
% 59.63/24.81  																																														| (266) $false
% 59.63/24.81  																																														|
% 59.63/24.81  																																														|-The branch is then unsatisfiable
% 59.63/24.81  																																									|-Branch two:
% 59.63/24.81  																																									| (411)  ~ (all_0_50_50 = e3)
% 59.63/24.81  																																									| (418) all_0_51_51 = e3 | all_0_53_53 = e3
% 59.63/24.81  																																									|
% 59.63/24.81  																																										+-Applying beta-rule and splitting (418), into two cases.
% 59.63/24.81  																																										|-Branch one:
% 59.63/24.81  																																										| (660) all_0_51_51 = e3
% 59.63/24.81  																																										|
% 59.63/24.81  																																											| Equations (660) can reduce 664 to:
% 59.63/24.81  																																											| (266) $false
% 59.63/24.81  																																											|
% 59.63/24.81  																																											|-The branch is then unsatisfiable
% 59.63/24.81  																																										|-Branch two:
% 59.63/24.81  																																										| (664)  ~ (all_0_51_51 = e3)
% 59.63/24.81  																																										| (665) all_0_53_53 = e3
% 59.63/24.81  																																										|
% 59.63/24.81  																																											| Combining equations (1208,665) yields a new equation:
% 59.63/24.81  																																											| (455) e3 = e1
% 59.63/24.81  																																											|
% 59.63/24.81  																																											| Equations (455) can reduce 213 to:
% 59.63/24.81  																																											| (266) $false
% 59.63/24.81  																																											|
% 59.63/24.81  																																											|-The branch is then unsatisfiable
% 59.63/24.81  																																								|-Branch two:
% 59.63/24.81  																																								| (405)  ~ (all_0_42_42 = e3)
% 59.63/24.81  																																								| (532) all_0_44_44 = e3
% 59.63/24.81  																																								|
% 59.63/24.81  																																									| Combining equations (446,532) yields a new equation:
% 59.63/24.81  																																									| (424) e4 = e3
% 59.63/24.81  																																									|
% 59.63/24.81  																																									| Simplifying 424 yields:
% 59.63/24.81  																																									| (425) e4 = e3
% 59.63/24.81  																																									|
% 59.63/24.81  																																									| Equations (425) can reduce 188 to:
% 59.63/24.81  																																									| (266) $false
% 59.63/24.81  																																									|
% 59.63/24.81  																																									|-The branch is then unsatisfiable
% 59.63/24.81  																																				|-Branch two:
% 59.63/24.81  																																				| (357)  ~ (all_0_41_41 = e0)
% 59.63/24.81  																																				| (6761) all_0_42_42 = e0 | all_0_43_43 = e0 | all_0_44_44 = e0
% 59.63/24.81  																																				|
% 59.63/24.81  																																					+-Applying beta-rule and splitting (395), into two cases.
% 59.63/24.81  																																					|-Branch one:
% 59.63/24.81  																																					| (794) all_0_41_41 = e0
% 59.63/24.81  																																					|
% 59.63/24.81  																																						| Equations (794) can reduce 357 to:
% 59.63/24.81  																																						| (266) $false
% 59.63/24.81  																																						|
% 59.63/24.81  																																						|-The branch is then unsatisfiable
% 59.63/24.81  																																					|-Branch two:
% 59.63/24.81  																																					| (357)  ~ (all_0_41_41 = e0)
% 59.63/24.81  																																					| (895) all_0_46_46 = e0 | all_0_55_55 = e0
% 59.63/24.81  																																					|
% 59.63/24.81  																																						+-Applying beta-rule and splitting (895), into two cases.
% 59.63/24.81  																																						|-Branch one:
% 59.63/24.81  																																						| (538) all_0_46_46 = e0
% 59.63/24.81  																																						|
% 59.63/24.81  																																							| Combining equations (1794,538) yields a new equation:
% 59.63/24.81  																																							| (391) e2 = e0
% 59.63/24.81  																																							|
% 59.63/24.81  																																							| Simplifying 391 yields:
% 59.63/24.81  																																							| (330) e2 = e0
% 59.63/24.81  																																							|
% 59.63/24.81  																																							| Equations (330) can reduce 128 to:
% 59.63/24.81  																																							| (266) $false
% 59.63/24.81  																																							|
% 59.63/24.81  																																							|-The branch is then unsatisfiable
% 59.63/24.81  																																						|-Branch two:
% 59.63/24.81  																																						| (831)  ~ (all_0_46_46 = e0)
% 59.63/24.81  																																						| (858) all_0_55_55 = e0
% 59.63/24.81  																																						|
% 59.63/24.81  																																							| Combining equations (629,858) yields a new equation:
% 59.63/24.81  																																							| (546) e1 = e0
% 59.63/24.81  																																							|
% 59.63/24.81  																																							| Simplifying 546 yields:
% 59.63/24.81  																																							| (431) e1 = e0
% 59.63/24.81  																																							|
% 59.63/24.81  																																							| Equations (431) can reduce 233 to:
% 59.63/24.81  																																							| (266) $false
% 59.63/24.81  																																							|
% 59.63/24.81  																																							|-The branch is then unsatisfiable
% 59.63/24.81  																																			|-Branch two:
% 59.63/24.81  																																			| (1390)  ~ (all_0_44_44 = e4)
% 59.63/24.81  																																			| (7998) all_0_49_49 = e4 | all_0_53_53 = e4 | all_0_58_58 = e4
% 59.63/24.81  																																			|
% 59.63/24.81  																																				+-Applying beta-rule and splitting (7998), into two cases.
% 59.63/24.81  																																				|-Branch one:
% 59.63/24.81  																																				| (974) all_0_49_49 = e4
% 59.63/24.81  																																				|
% 59.63/24.81  																																					| Equations (974) can reduce 256 to:
% 59.63/24.81  																																					| (266) $false
% 59.63/24.81  																																					|
% 59.63/24.81  																																					|-The branch is then unsatisfiable
% 59.63/24.81  																																				|-Branch two:
% 59.63/24.81  																																				| (256)  ~ (all_0_49_49 = e4)
% 59.63/24.81  																																				| (8013) all_0_53_53 = e4 | all_0_58_58 = e4
% 59.63/24.81  																																				|
% 59.63/24.81  																																					+-Applying beta-rule and splitting (8013), into two cases.
% 59.63/24.81  																																					|-Branch one:
% 59.63/24.81  																																					| (1298) all_0_53_53 = e4
% 59.63/24.81  																																					|
% 59.63/24.81  																																						| Combining equations (1208,1298) yields a new equation:
% 59.63/24.81  																																						| (630) e4 = e1
% 59.63/24.81  																																						|
% 59.63/24.81  																																						| Equations (630) can reduce 110 to:
% 59.63/24.81  																																						| (266) $false
% 59.63/24.81  																																						|
% 59.63/24.81  																																						|-The branch is then unsatisfiable
% 59.63/24.81  																																					|-Branch two:
% 59.63/24.81  																																					| (1453)  ~ (all_0_53_53 = e4)
% 59.63/24.81  																																					| (910) all_0_58_58 = e4
% 59.63/24.81  																																					|
% 59.63/24.81  																																						| Combining equations (624,910) yields a new equation:
% 59.63/24.81  																																						| (323) e4 = e2
% 59.63/24.81  																																						|
% 59.63/24.81  																																						| Equations (323) can reduce 48 to:
% 59.63/24.81  																																						| (266) $false
% 59.63/24.81  																																						|
% 59.63/24.81  																																						|-The branch is then unsatisfiable
% 59.63/24.81  																																		|-Branch two:
% 59.63/24.81  																																		| (828)  ~ (all_0_56_56 = e0)
% 59.63/24.81  																																		| (924) all_0_57_57 = e0 | all_0_58_58 = e0
% 59.63/24.81  																																		|
% 59.63/24.81  																																			+-Applying beta-rule and splitting (924), into two cases.
% 59.63/24.81  																																			|-Branch one:
% 59.63/24.81  																																			| (875) all_0_57_57 = e0
% 59.63/24.81  																																			|
% 59.63/24.81  																																				| Combining equations (871,875) yields a new equation:
% 59.63/24.81  																																				| (481) e4 = e0
% 59.63/24.81  																																				|
% 59.63/24.81  																																				| Simplifying 481 yields:
% 59.63/24.81  																																				| (397) e4 = e0
% 59.63/24.81  																																				|
% 59.63/24.81  																																				| Equations (397) can reduce 49 to:
% 59.63/24.81  																																				| (266) $false
% 59.63/24.81  																																				|
% 59.63/24.81  																																				|-The branch is then unsatisfiable
% 59.63/24.81  																																			|-Branch two:
% 59.63/24.81  																																			| (364)  ~ (all_0_57_57 = e0)
% 59.63/24.81  																																			| (914) all_0_58_58 = e0
% 59.63/24.81  																																			|
% 59.63/24.81  																																				| Combining equations (914,624) yields a new equation:
% 59.63/24.81  																																				| (330) e2 = e0
% 59.63/24.81  																																				|
% 59.63/24.81  																																				| Equations (330) can reduce 128 to:
% 59.63/24.81  																																				| (266) $false
% 59.63/24.81  																																				|
% 59.63/24.81  																																				|-The branch is then unsatisfiable
% 59.63/24.81  																										|-Branch two:
% 59.63/24.81  																										| (632)  ~ (all_0_55_55 = e1)
% 59.63/24.81  																										| (633) all_0_56_56 = e1 | all_0_57_57 = e1 | all_0_58_58 = e1
% 59.63/24.81  																										|
% 59.63/24.81  																											+-Applying beta-rule and splitting (633), into two cases.
% 59.63/24.81  																											|-Branch one:
% 59.63/24.81  																											| (1569) all_0_56_56 = e1
% 59.63/24.81  																											|
% 59.63/24.81  																												| Equations (1569) can reduce 466 to:
% 59.63/24.81  																												| (266) $false
% 59.63/24.81  																												|
% 59.63/24.81  																												|-The branch is then unsatisfiable
% 59.63/24.81  																											|-Branch two:
% 59.63/24.81  																											| (466)  ~ (all_0_56_56 = e1)
% 59.63/24.81  																											| (1574) all_0_57_57 = e1 | all_0_58_58 = e1
% 59.63/24.81  																											|
% 59.63/24.81  																												+-Applying beta-rule and splitting (1574), into two cases.
% 59.63/24.81  																												|-Branch one:
% 59.63/24.81  																												| (647) all_0_57_57 = e1
% 59.63/24.81  																												|
% 59.63/24.81  																													| Combining equations (647,871) yields a new equation:
% 59.63/24.81  																													| (630) e4 = e1
% 59.63/24.81  																													|
% 59.63/24.81  																													| Equations (630) can reduce 110 to:
% 59.63/24.81  																													| (266) $false
% 59.63/24.81  																													|
% 59.63/24.81  																													|-The branch is then unsatisfiable
% 59.63/24.81  																												|-Branch two:
% 59.63/24.81  																												| (1670)  ~ (all_0_57_57 = e1)
% 59.63/24.81  																												| (918) all_0_58_58 = e1
% 59.63/24.81  																												|
% 59.63/24.81  																													| Combining equations (624,918) yields a new equation:
% 59.63/24.81  																													| (616) e2 = e1
% 59.63/24.81  																													|
% 59.63/24.81  																													| Simplifying 616 yields:
% 59.63/24.81  																													| (617) e2 = e1
% 59.63/24.81  																													|
% 59.63/24.81  																													| Equations (617) can reduce 122 to:
% 59.63/24.81  																													| (266) $false
% 59.63/24.81  																													|
% 59.63/24.81  																													|-The branch is then unsatisfiable
% 59.63/24.81  																								|-Branch two:
% 59.63/24.81  																								| (819) all_0_47_47 = e0 & all_0_58_58 = e2 &  ~ (all_0_49_49 = e2)
% 59.63/24.81  																								|
% 59.63/24.81  																									| Applying alpha-rule on (819) yields:
% 59.63/24.81  																									| (674) all_0_47_47 = e0
% 59.63/24.81  																									| (624) all_0_58_58 = e2
% 59.63/24.81  																									| (340)  ~ (all_0_49_49 = e2)
% 59.63/24.81  																									|
% 59.63/24.81  																									| Equations (674) can reduce 678 to:
% 59.63/24.81  																									| (266) $false
% 59.63/24.81  																									|
% 59.63/24.81  																									|-The branch is then unsatisfiable
% 59.63/24.81  																							|-Branch two:
% 59.63/24.81  																							| (825) all_0_47_47 = e0 & all_0_58_58 = e2 &  ~ (all_0_56_56 = e0)
% 59.63/24.81  																							|
% 59.63/24.81  																								| Applying alpha-rule on (825) yields:
% 59.63/24.81  																								| (674) all_0_47_47 = e0
% 59.63/24.81  																								| (624) all_0_58_58 = e2
% 59.63/24.81  																								| (828)  ~ (all_0_56_56 = e0)
% 59.63/24.81  																								|
% 59.63/24.81  																								| Equations (674) can reduce 678 to:
% 59.63/24.81  																								| (266) $false
% 59.63/24.81  																								|
% 59.63/24.81  																								|-The branch is then unsatisfiable
% 59.63/24.81  																					|-Branch two:
% 59.63/24.81  																					| (1283)  ~ (all_0_48_48 = e0)
% 59.63/24.82  																					| (875) all_0_57_57 = e0
% 59.63/24.82  																					|
% 59.63/24.82  																						| Combining equations (871,875) yields a new equation:
% 59.63/24.82  																						| (481) e4 = e0
% 59.63/24.82  																						|
% 59.63/24.82  																						| Simplifying 481 yields:
% 59.63/24.82  																						| (397) e4 = e0
% 59.63/24.82  																						|
% 59.63/24.82  																						| Equations (397) can reduce 49 to:
% 59.63/24.82  																						| (266) $false
% 59.63/24.82  																						|
% 59.63/24.82  																						|-The branch is then unsatisfiable
% 59.63/24.82  												|-Branch two:
% 59.63/24.82  												| (300)  ~ (all_0_46_46 = e2)
% 59.63/24.82  												| (24428) all_0_50_50 = e2 | all_0_55_55 = e2
% 59.63/24.82  												|
% 59.63/24.82  													+-Applying beta-rule and splitting (24428), into two cases.
% 59.63/24.82  													|-Branch one:
% 59.63/24.82  													| (378) all_0_50_50 = e2
% 59.63/24.82  													|
% 59.63/24.82  														| Equations (378) can reduce 302 to:
% 59.63/24.82  														| (266) $false
% 59.63/24.82  														|
% 59.63/24.82  														|-The branch is then unsatisfiable
% 59.63/24.82  													|-Branch two:
% 59.63/24.82  													| (302)  ~ (all_0_50_50 = e2)
% 59.63/24.82  													| (386) all_0_55_55 = e2
% 59.63/24.82  													|
% 59.63/24.82  														| Equations (386) can reduce 304 to:
% 59.63/24.82  														| (266) $false
% 59.63/24.82  														|
% 59.63/24.82  														|-The branch is then unsatisfiable
% 59.63/24.82  									|-Branch two:
% 59.63/24.82  									| (342)  ~ (all_0_52_52 = e2)
% 59.63/24.82  									| (355) all_0_52_52 = e4 | all_0_52_52 = e1
% 59.63/24.82  									|
% 59.63/24.82  										+-Applying beta-rule and splitting (134), into two cases.
% 59.63/24.82  										|-Branch one:
% 59.63/24.82  										| (335) all_0_48_48 = e2
% 59.63/24.82  										|
% 59.63/24.82  											| Equations (335) can reduce 17 to:
% 59.63/24.82  											| (96)  ~ (all_0_43_43 = e2)
% 59.63/24.82  											|
% 59.63/24.82  											| Equations (335) can reduce 30 to:
% 59.63/24.82  											| (300)  ~ (all_0_46_46 = e2)
% 59.63/24.82  											|
% 59.63/24.82  											| Equations (335) can reduce 114 to:
% 59.63/24.82  											| (338)  ~ (all_0_47_47 = e2)
% 59.63/24.82  											|
% 59.63/24.82  											| Equations (335) can reduce 202 to:
% 59.63/24.82  											| (341)  ~ (all_0_52_52 = e2)
% 59.63/24.82  											|
% 59.63/24.82  											| Simplifying 341 yields:
% 59.63/24.82  											| (342)  ~ (all_0_52_52 = e2)
% 59.63/24.82  											|
% 59.63/24.82  											| Equations (335) can reduce 239 to:
% 59.63/24.82  											| (343)  ~ (all_0_57_57 = e2)
% 59.63/24.82  											|
% 59.63/24.82  											| Simplifying 343 yields:
% 59.63/24.82  											| (344)  ~ (all_0_57_57 = e2)
% 59.63/24.82  											|
% 59.63/24.82  											| Equations (335) can reduce 254 to:
% 59.63/24.82  											| (327)  ~ (e4 = e2)
% 59.63/24.82  											|
% 59.63/24.82  											| Simplifying 327 yields:
% 59.63/24.82  											| (48)  ~ (e4 = e2)
% 59.63/24.82  											|
% 59.63/24.82  											| From (335) and (192) follows:
% 59.63/24.82  											| (347) op(e2, e1) = e2
% 59.63/24.82  											|
% 59.63/24.82  											+-Applying beta-rule and splitting (4), into two cases.
% 59.63/24.82  											|-Branch one:
% 59.63/24.82  											| (356) all_0_43_43 = e0
% 59.63/24.82  											|
% 59.63/24.82  												| Equations (356) can reduce 31 to:
% 59.63/24.82  												| (357)  ~ (all_0_41_41 = e0)
% 59.63/24.82  												|
% 59.63/24.82  												| Equations (356) can reduce 159 to:
% 59.63/24.82  												| (359)  ~ (all_0_44_44 = e0)
% 59.63/24.82  												|
% 59.63/24.82  												| Simplifying 359 yields:
% 59.63/24.82  												| (360)  ~ (all_0_44_44 = e0)
% 59.63/24.82  												|
% 59.63/24.82  												| Equations (356) can reduce 217 to:
% 59.63/24.82  												| (361)  ~ (all_0_52_52 = e0)
% 59.63/24.82  												|
% 59.63/24.82  												| Simplifying 361 yields:
% 59.63/24.82  												| (72)  ~ (all_0_52_52 = e0)
% 59.63/24.82  												|
% 59.63/24.82  												| Equations (356) can reduce 199 to:
% 59.63/24.82  												| (363)  ~ (all_0_57_57 = e0)
% 59.63/24.82  												|
% 59.63/24.82  												| Simplifying 363 yields:
% 59.63/24.82  												| (364)  ~ (all_0_57_57 = e0)
% 59.63/24.82  												|
% 59.63/24.82  												| From (356) and (37) follows:
% 59.63/24.82  												| (369) op(e3, e1) = e0
% 59.63/24.82  												|
% 59.63/24.82  												+-Applying beta-rule and splitting (222), into two cases.
% 59.63/24.82  												|-Branch one:
% 59.63/24.82  												| (386) all_0_55_55 = e2
% 59.63/24.82  												|
% 59.63/24.82  													| Equations (386) can reduce 93 to:
% 59.63/24.82  													| (302)  ~ (all_0_50_50 = e2)
% 59.63/24.82  													|
% 59.63/24.82  													| Equations (386) can reduce 153 to:
% 59.63/24.82  													| (510)  ~ (all_0_56_56 = e2)
% 59.63/24.82  													|
% 59.63/24.82  													| Simplifying 510 yields:
% 59.63/24.82  													| (511)  ~ (all_0_56_56 = e2)
% 59.63/24.82  													|
% 59.63/24.82  													| Equations (386) can reduce 81 to:
% 59.63/24.82  													| (343)  ~ (all_0_57_57 = e2)
% 59.63/24.82  													|
% 59.63/24.82  													| Simplifying 343 yields:
% 59.63/24.82  													| (344)  ~ (all_0_57_57 = e2)
% 59.63/24.82  													|
% 59.63/24.82  													| Equations (386) can reduce 763 to:
% 59.63/24.82  													| (327)  ~ (e4 = e2)
% 59.63/24.82  													|
% 59.63/24.82  													| Simplifying 327 yields:
% 59.63/24.82  													| (48)  ~ (e4 = e2)
% 59.63/24.82  													|
% 59.63/24.82  													| Equations (386) can reduce 270 to:
% 59.63/24.82  													| (626)  ~ (e3 = e2)
% 59.63/24.82  													|
% 59.63/24.82  													| Simplifying 626 yields:
% 59.63/24.82  													| (212)  ~ (e3 = e2)
% 59.63/24.82  													|
% 59.63/24.82  													| From (386) and (74) follows:
% 59.63/24.82  													| (24443) op(e0, e3) = e2
% 59.63/24.82  													|
% 59.63/24.82  													+-Applying beta-rule and splitting (95), into two cases.
% 59.63/24.82  													|-Branch one:
% 59.63/24.82  													| (378) all_0_50_50 = e2
% 59.63/24.82  													|
% 59.63/24.82  														| Equations (378) can reduce 302 to:
% 59.63/24.82  														| (266) $false
% 59.63/24.82  														|
% 59.63/24.82  														|-The branch is then unsatisfiable
% 59.63/24.82  													|-Branch two:
% 59.63/24.82  													| (302)  ~ (all_0_50_50 = e2)
% 59.63/24.82  													| (381) all_0_51_51 = e2 | all_0_52_52 = e2 | all_0_53_53 = e2
% 59.63/24.82  													|
% 59.63/24.82  														+-Applying beta-rule and splitting (381), into two cases.
% 59.63/24.82  														|-Branch one:
% 59.63/24.82  														| (504) all_0_51_51 = e2
% 59.63/24.82  														|
% 59.63/24.82  															| Equations (504) can reduce 1099 to:
% 59.63/24.82  															| (266) $false
% 59.63/24.82  															|
% 59.63/24.82  															|-The branch is then unsatisfiable
% 59.63/24.82  														|-Branch two:
% 59.63/24.82  														| (1099)  ~ (all_0_51_51 = e2)
% 59.63/24.82  														| (1152) all_0_52_52 = e2 | all_0_53_53 = e2
% 59.63/24.82  														|
% 59.63/24.82  															+-Applying beta-rule and splitting (1152), into two cases.
% 59.63/24.82  															|-Branch one:
% 59.63/24.82  															| (352) all_0_52_52 = e2
% 59.63/24.82  															|
% 59.63/24.82  																| Equations (352) can reduce 342 to:
% 59.63/24.82  																| (266) $false
% 59.63/24.82  																|
% 59.63/24.82  																|-The branch is then unsatisfiable
% 59.63/24.82  															|-Branch two:
% 59.63/24.82  															| (342)  ~ (all_0_52_52 = e2)
% 59.63/24.82  															| (607) all_0_53_53 = e2
% 59.63/24.82  															|
% 59.63/24.82  																| Equations (607) can reduce 220 to:
% 59.63/24.82  																| (147)  ~ (all_0_44_44 = e2)
% 59.63/24.82  																|
% 59.63/24.82  																| Equations (607) can reduce 65 to:
% 59.63/24.82  																| (340)  ~ (all_0_49_49 = e2)
% 59.63/24.82  																|
% 59.63/24.82  																| Equations (607) can reduce 190 to:
% 59.63/24.82  																| (302)  ~ (all_0_50_50 = e2)
% 59.63/24.82  																|
% 59.63/24.82  																| Equations (607) can reduce 6 to:
% 59.63/24.82  																| (1099)  ~ (all_0_51_51 = e2)
% 59.63/24.82  																|
% 59.63/24.82  																| Equations (607) can reduce 46 to:
% 59.63/24.82  																| (342)  ~ (all_0_52_52 = e2)
% 59.63/24.82  																|
% 59.63/24.82  																| Equations (607) can reduce 10 to:
% 59.63/24.82  																| (1186)  ~ (all_0_58_58 = e2)
% 59.63/24.82  																|
% 59.63/24.82  																| Simplifying 1186 yields:
% 59.63/24.82  																| (908)  ~ (all_0_58_58 = e2)
% 59.63/24.82  																|
% 59.63/24.82  																| Equations (607) can reduce 247 to:
% 59.63/24.82  																| (128)  ~ (e2 = e0)
% 59.63/24.82  																|
% 59.63/24.82  																| From (607) and (84) follows:
% 59.63/24.82  																| (2566) op(e1, e0) = e2
% 59.63/24.82  																|
% 59.63/24.82  																+-Applying beta-rule and splitting (243), into two cases.
% 59.63/24.82  																|-Branch one:
% 59.63/24.82  																| (329) all_0_38_38 = e0
% 59.63/24.82  																|
% 59.63/24.82  																	| Combining equations (329,321) yields a new equation:
% 59.63/24.82  																	| (397) e4 = e0
% 59.63/24.82  																	|
% 59.63/24.82  																	| Equations (397) can reduce 49 to:
% 59.63/24.82  																	| (266) $false
% 59.63/24.82  																	|
% 59.63/24.82  																	|-The branch is then unsatisfiable
% 59.63/24.82  																|-Branch two:
% 59.63/24.82  																| (332)  ~ (all_0_38_38 = e0)
% 59.63/24.82  																| (395) all_0_41_41 = e0 | all_0_46_46 = e0 | all_0_55_55 = e0
% 59.63/24.82  																|
% 59.63/24.82  																	+-Applying beta-rule and splitting (125), into two cases.
% 59.63/24.82  																	|-Branch one:
% 59.63/24.82  																	| (858) all_0_55_55 = e0
% 59.63/24.82  																	|
% 59.63/24.82  																		| Combining equations (858,386) yields a new equation:
% 59.63/24.82  																		| (330) e2 = e0
% 59.63/24.82  																		|
% 59.63/24.82  																		| Equations (330) can reduce 128 to:
% 59.63/24.82  																		| (266) $false
% 59.63/24.82  																		|
% 59.63/24.82  																		|-The branch is then unsatisfiable
% 59.63/24.82  																	|-Branch two:
% 59.63/24.82  																	| (803)  ~ (all_0_55_55 = e0)
% 59.63/24.82  																	| (863) all_0_56_56 = e0 | all_0_57_57 = e0 | all_0_58_58 = e0
% 59.63/24.82  																	|
% 59.63/24.82  																		+-Applying beta-rule and splitting (863), into two cases.
% 59.63/24.82  																		|-Branch one:
% 59.63/24.82  																		| (679) all_0_56_56 = e0
% 59.63/24.82  																		|
% 59.63/24.82  																			| Equations (679) can reduce 91 to:
% 59.63/24.82  																			| (678)  ~ (all_0_47_47 = e0)
% 59.63/24.82  																			|
% 59.63/24.82  																			| Equations (679) can reduce 16 to:
% 59.63/24.82  																			| (115)  ~ (all_0_51_51 = e0)
% 59.63/24.82  																			|
% 59.63/24.82  																			| Equations (679) can reduce 140 to:
% 59.63/24.82  																			| (363)  ~ (all_0_57_57 = e0)
% 59.63/24.82  																			|
% 59.63/24.82  																			| Simplifying 363 yields:
% 59.63/24.82  																			| (364)  ~ (all_0_57_57 = e0)
% 59.63/24.82  																			|
% 59.63/24.82  																			| Equations (679) can reduce 44 to:
% 59.63/24.82  																			| (490)  ~ (all_0_58_58 = e0)
% 59.63/24.82  																			|
% 59.63/24.82  																			| Simplifying 490 yields:
% 59.63/24.82  																			| (491)  ~ (all_0_58_58 = e0)
% 59.63/24.82  																			|
% 59.63/24.82  																			| Equations (679) can reduce 272 to:
% 59.63/24.82  																			| (541)  ~ (e3 = e0)
% 59.63/24.82  																			|
% 59.63/24.82  																			| Simplifying 541 yields:
% 59.63/24.82  																			| (80)  ~ (e3 = e0)
% 59.63/24.82  																			|
% 59.63/24.82  																			| Equations (679) can reduce 511 to:
% 59.63/24.82  																			| (365)  ~ (e2 = e0)
% 59.63/24.82  																			|
% 59.63/24.82  																			| Simplifying 365 yields:
% 59.63/24.82  																			| (128)  ~ (e2 = e0)
% 59.63/24.82  																			|
% 59.63/24.82  																			| From (679) and (111) follows:
% 59.63/24.82  																			| (1613) op(e0, e2) = e0
% 59.63/24.82  																			|
% 59.63/24.82  																			+-Applying beta-rule and splitting (163), into two cases.
% 59.63/24.82  																			|-Branch one:
% 59.63/24.82  																			| (565) all_0_52_52 = e4
% 59.63/24.82  																			|
% 59.63/24.82  																				| Equations (565) can reduce 101 to:
% 59.63/24.82  																				| (566)  ~ (all_0_50_50 = e4)
% 59.63/24.82  																				|
% 59.63/24.82  																				| Equations (565) can reduce 11 to:
% 59.63/24.82  																				| (838)  ~ (all_0_57_57 = e4)
% 59.63/24.82  																				|
% 59.63/24.82  																				| Simplifying 838 yields:
% 59.63/24.82  																				| (839)  ~ (all_0_57_57 = e4)
% 59.63/24.82  																				|
% 59.63/24.82  																				| Equations (565) can reduce 166 to:
% 59.63/24.82  																				| (188)  ~ (e4 = e3)
% 59.63/24.82  																				|
% 59.63/24.82  																				| Equations (565) can reduce 342 to:
% 59.63/24.82  																				| (48)  ~ (e4 = e2)
% 59.63/24.82  																				|
% 59.63/24.82  																				| Equations (565) can reduce 72 to:
% 59.63/24.82  																				| (49)  ~ (e4 = e0)
% 59.63/24.82  																				|
% 59.63/24.82  																				| From (565) and (124) follows:
% 59.63/24.82  																				| (570) op(e1, e1) = e4
% 59.63/24.82  																				|
% 59.63/24.82  																				+-Applying beta-rule and splitting (171), into two cases.
% 59.63/24.82  																				|-Branch one:
% 59.63/24.82  																				| (265) all_0_54_54 = e4
% 59.63/24.82  																				|
% 59.63/24.82  																					| Combining equations (265,268) yields a new equation:
% 59.63/24.82  																					| (424) e4 = e3
% 59.63/24.82  																					|
% 59.63/24.82  																					| Simplifying 424 yields:
% 59.63/24.82  																					| (425) e4 = e3
% 59.63/24.82  																					|
% 59.63/24.82  																					| Equations (425) can reduce 188 to:
% 59.63/24.82  																					| (266) $false
% 59.63/24.82  																					|
% 59.63/24.82  																					|-The branch is then unsatisfiable
% 59.63/24.82  																				|-Branch two:
% 59.63/24.82  																				| (258)  ~ (all_0_54_54 = e4)
% 59.63/24.82  																				| (575) all_0_55_55 = e4 | all_0_56_56 = e4 | all_0_57_57 = e4 | all_0_58_58 = e4
% 59.63/24.82  																				|
% 59.63/24.82  																					+-Applying beta-rule and splitting (575), into two cases.
% 59.63/24.82  																					|-Branch one:
% 59.63/24.82  																					| (587) all_0_55_55 = e4
% 59.63/24.82  																					|
% 59.63/24.82  																						| Combining equations (587,386) yields a new equation:
% 59.63/24.82  																						| (322) e4 = e2
% 59.63/24.82  																						|
% 59.63/24.82  																						| Simplifying 322 yields:
% 59.63/24.82  																						| (323) e4 = e2
% 59.63/24.82  																						|
% 59.63/24.82  																						| Equations (323) can reduce 48 to:
% 59.63/24.82  																						| (266) $false
% 59.63/24.82  																						|
% 59.63/24.82  																						|-The branch is then unsatisfiable
% 59.63/24.82  																					|-Branch two:
% 59.63/24.82  																					| (763)  ~ (all_0_55_55 = e4)
% 59.63/24.82  																					| (764) all_0_56_56 = e4 | all_0_57_57 = e4 | all_0_58_58 = e4
% 59.63/24.82  																					|
% 59.63/24.82  																						+-Applying beta-rule and splitting (764), into two cases.
% 59.63/24.82  																						|-Branch one:
% 59.63/24.82  																						| (842) all_0_56_56 = e4
% 59.63/24.82  																						|
% 59.63/24.82  																							| Combining equations (679,842) yields a new equation:
% 59.63/24.82  																							| (397) e4 = e0
% 59.63/24.82  																							|
% 59.63/24.82  																							| Equations (397) can reduce 49 to:
% 59.63/24.82  																							| (266) $false
% 59.63/24.82  																							|
% 59.63/24.82  																							|-The branch is then unsatisfiable
% 59.63/24.82  																						|-Branch two:
% 59.63/24.82  																						| (477)  ~ (all_0_56_56 = e4)
% 59.63/24.82  																						| (935) all_0_57_57 = e4 | all_0_58_58 = e4
% 59.63/24.82  																						|
% 59.63/24.82  																							+-Applying beta-rule and splitting (935), into two cases.
% 59.63/24.82  																							|-Branch one:
% 59.63/24.82  																							| (871) all_0_57_57 = e4
% 59.63/24.82  																							|
% 59.63/24.82  																								| Equations (871) can reduce 839 to:
% 59.63/24.82  																								| (266) $false
% 59.63/24.82  																								|
% 59.63/24.82  																								|-The branch is then unsatisfiable
% 59.63/24.82  																							|-Branch two:
% 59.63/24.82  																							| (839)  ~ (all_0_57_57 = e4)
% 59.63/24.82  																							| (910) all_0_58_58 = e4
% 59.63/24.82  																							|
% 59.63/24.82  																								| Equations (910) can reduce 181 to:
% 59.63/24.82  																								| (1390)  ~ (all_0_44_44 = e4)
% 59.63/24.82  																								|
% 59.63/24.82  																								| Equations (910) can reduce 119 to:
% 59.63/24.82  																								| (256)  ~ (all_0_49_49 = e4)
% 59.63/24.82  																								|
% 59.63/24.82  																								| Equations (910) can reduce 276 to:
% 59.63/24.82  																								| (188)  ~ (e4 = e3)
% 59.63/24.82  																								|
% 59.63/24.82  																								| From (910) and (245) follows:
% 59.63/24.82  																								| (2661) op(e0, e0) = e4
% 59.63/24.82  																								|
% 59.63/24.82  																								+-Applying beta-rule and splitting (184), into two cases.
% 59.63/24.82  																								|-Branch one:
% 59.63/24.82  																								| (538) all_0_46_46 = e0
% 59.63/24.82  																								|
% 59.63/24.82  																									| Equations (538) can reduce 19 to:
% 59.63/24.82  																									| (1402)  ~ (all_0_47_47 = e0)
% 59.63/24.82  																									|
% 59.63/24.82  																									| Simplifying 1402 yields:
% 59.63/24.82  																									| (678)  ~ (all_0_47_47 = e0)
% 59.63/24.82  																									|
% 59.63/24.82  																									| Equations (538) can reduce 208 to:
% 59.63/24.82  																									| (486)  ~ (all_0_49_49 = e0)
% 59.63/24.82  																									|
% 59.63/24.82  																									| Simplifying 486 yields:
% 59.63/24.82  																									| (487)  ~ (all_0_49_49 = e0)
% 59.63/24.82  																									|
% 59.63/24.82  																									| Equations (538) can reduce 35 to:
% 59.63/24.82  																									| (22202)  ~ (all_0_50_50 = e0)
% 59.63/24.82  																									|
% 59.63/24.82  																									| Simplifying 22202 yields:
% 59.63/24.82  																									| (121)  ~ (all_0_50_50 = e0)
% 59.63/24.82  																									|
% 59.63/24.82  																									| Equations (538) can reduce 250 to:
% 59.63/24.82  																									| (401)  ~ (e4 = e0)
% 59.63/24.82  																									|
% 59.63/24.82  																									| Simplifying 401 yields:
% 59.63/24.82  																									| (49)  ~ (e4 = e0)
% 59.63/24.82  																									|
% 59.63/24.82  																									| From (538) and (120) follows:
% 59.63/24.82  																									| (544) op(e2, e3) = e0
% 59.63/24.82  																									|
% 59.63/24.82  																									+-Applying beta-rule and splitting (130), into two cases.
% 59.63/24.82  																									|-Branch one:
% 59.63/24.82  																									| (430) all_0_43_43 = e1
% 59.63/24.82  																									|
% 59.63/24.82  																										| Combining equations (430,356) yields a new equation:
% 59.63/24.82  																										| (546) e1 = e0
% 59.63/24.82  																										|
% 59.63/24.82  																										| Simplifying 546 yields:
% 59.63/24.82  																										| (431) e1 = e0
% 59.63/24.82  																										|
% 59.63/24.82  																										| Equations (431) can reduce 233 to:
% 59.63/24.82  																										| (266) $false
% 59.63/24.82  																										|
% 59.63/24.82  																										|-The branch is then unsatisfiable
% 59.63/24.82  																									|-Branch two:
% 59.63/24.82  																									| (433)  ~ (all_0_43_43 = e1)
% 59.63/24.82  																									| (434) all_0_48_48 = e1 | all_0_52_52 = e1 | all_0_57_57 = e1
% 59.63/24.82  																									|
% 59.63/24.82  																										| Equations (356) can reduce 433 to:
% 59.63/24.82  																										| (435)  ~ (e1 = e0)
% 59.63/24.82  																										|
% 59.63/24.82  																										| Simplifying 435 yields:
% 59.63/24.82  																										| (233)  ~ (e1 = e0)
% 59.63/24.83  																										|
% 59.63/24.83  																										+-Applying beta-rule and splitting (216), into two cases.
% 59.63/24.83  																										|-Branch one:
% 59.63/24.83  																										| (629) all_0_55_55 = e1
% 59.63/24.83  																										|
% 59.63/24.83  																											| Combining equations (386,629) yields a new equation:
% 59.63/24.83  																											| (616) e2 = e1
% 59.63/24.83  																											|
% 59.63/24.83  																											| Simplifying 616 yields:
% 59.63/24.83  																											| (617) e2 = e1
% 59.63/24.83  																											|
% 59.63/24.83  																											| Equations (617) can reduce 122 to:
% 59.63/24.83  																											| (266) $false
% 59.63/24.83  																											|
% 59.63/24.83  																											|-The branch is then unsatisfiable
% 59.63/24.83  																										|-Branch two:
% 59.63/24.83  																										| (632)  ~ (all_0_55_55 = e1)
% 59.63/24.83  																										| (633) all_0_56_56 = e1 | all_0_57_57 = e1 | all_0_58_58 = e1
% 59.63/24.83  																										|
% 59.63/24.83  																											+-Applying beta-rule and splitting (633), into two cases.
% 59.63/24.83  																											|-Branch one:
% 59.63/24.83  																											| (1569) all_0_56_56 = e1
% 59.63/24.83  																											|
% 59.63/24.83  																												| Combining equations (679,1569) yields a new equation:
% 59.63/24.83  																												| (431) e1 = e0
% 59.63/24.83  																												|
% 59.63/24.83  																												| Equations (431) can reduce 233 to:
% 59.63/24.83  																												| (266) $false
% 59.63/24.83  																												|
% 59.63/24.83  																												|-The branch is then unsatisfiable
% 59.63/24.83  																											|-Branch two:
% 59.63/24.83  																											| (466)  ~ (all_0_56_56 = e1)
% 59.63/24.83  																											| (1574) all_0_57_57 = e1 | all_0_58_58 = e1
% 59.63/24.83  																											|
% 59.63/24.83  																												+-Applying beta-rule and splitting (1574), into two cases.
% 59.63/24.83  																												|-Branch one:
% 59.63/24.83  																												| (647) all_0_57_57 = e1
% 59.63/24.83  																												|
% 59.63/24.83  																													| Equations (647) can reduce 67 to:
% 59.63/24.83  																													| (467)  ~ (e3 = e1)
% 59.63/24.83  																													|
% 59.63/24.83  																													| Simplifying 467 yields:
% 59.63/24.83  																													| (213)  ~ (e3 = e1)
% 59.63/24.83  																													|
% 59.63/24.83  																													| Equations (647) can reduce 344 to:
% 59.63/24.83  																													| (604)  ~ (e2 = e1)
% 59.63/24.83  																													|
% 59.63/24.83  																													| Simplifying 604 yields:
% 59.63/24.83  																													| (122)  ~ (e2 = e1)
% 59.63/24.83  																													|
% 59.63/24.83  																													| Equations (647) can reduce 364 to:
% 59.63/24.83  																													| (233)  ~ (e1 = e0)
% 59.63/24.83  																													|
% 59.63/24.83  																													+-Applying beta-rule and splitting (64), into two cases.
% 59.63/24.83  																													|-Branch one:
% 59.63/24.83  																													| (437) all_0_41_41 = e4
% 59.63/24.83  																													|
% 59.63/24.83  																														| Equations (437) can reduce 440 to:
% 59.63/24.83  																														| (266) $false
% 59.63/24.83  																														|
% 59.63/24.83  																														|-The branch is then unsatisfiable
% 59.63/24.83  																													|-Branch two:
% 59.63/24.83  																													| (440)  ~ (all_0_41_41 = e4)
% 59.63/24.83  																													| (441) all_0_42_42 = e4 | all_0_43_43 = e4 | all_0_44_44 = e4
% 59.63/24.83  																													|
% 59.63/24.83  																														+-Applying beta-rule and splitting (441), into two cases.
% 59.63/24.83  																														|-Branch one:
% 59.63/24.83  																														| (1392) all_0_42_42 = e4
% 59.63/24.83  																														|
% 59.63/24.83  																															| Equations (1392) can reduce 73 to:
% 59.63/24.83  																															| (1903)  ~ (all_0_44_44 = e4)
% 59.63/24.83  																															|
% 59.63/24.83  																															| Simplifying 1903 yields:
% 59.63/24.83  																															| (1390)  ~ (all_0_44_44 = e4)
% 59.63/24.83  																															|
% 59.63/24.83  																															| Equations (1392) can reduce 61 to:
% 59.63/24.83  																															| (474)  ~ (all_0_51_51 = e4)
% 59.63/24.83  																															|
% 59.63/24.83  																															| Simplifying 474 yields:
% 59.63/24.83  																															| (475)  ~ (all_0_51_51 = e4)
% 59.63/24.83  																															|
% 59.63/24.83  																															| From (1392) and (210) follows:
% 59.63/24.83  																															| (4074) op(e3, e2) = e4
% 59.63/24.83  																															|
% 59.63/24.83  																															+-Applying beta-rule and splitting (113), into two cases.
% 59.63/24.83  																															|-Branch one:
% 59.63/24.83  																															| (403) all_0_41_41 = e3
% 59.63/24.83  																															|
% 59.63/24.83  																																| Equations (403) can reduce 149 to:
% 59.63/24.83  																																| (406)  ~ (all_0_44_44 = e3)
% 59.63/24.83  																																|
% 59.63/24.83  																																| Simplifying 406 yields:
% 59.63/24.83  																																| (407)  ~ (all_0_44_44 = e3)
% 59.63/24.83  																																|
% 59.63/24.83  																																| Equations (403) can reduce 221 to:
% 59.63/24.83  																																| (410)  ~ (all_0_50_50 = e3)
% 59.63/24.83  																																|
% 59.63/24.83  																																| Simplifying 410 yields:
% 59.63/24.83  																																| (411)  ~ (all_0_50_50 = e3)
% 59.63/24.83  																																|
% 59.63/24.83  																																+-Applying beta-rule and splitting (168), into two cases.
% 59.63/24.83  																																|-Branch one:
% 59.63/24.83  																																| (415) all_0_50_50 = e3
% 59.63/24.83  																																|
% 59.63/24.83  																																	| Equations (415) can reduce 411 to:
% 59.63/24.83  																																	| (266) $false
% 59.63/24.83  																																	|
% 59.63/24.83  																																	|-The branch is then unsatisfiable
% 59.63/24.83  																																|-Branch two:
% 59.63/24.83  																																| (411)  ~ (all_0_50_50 = e3)
% 59.63/24.83  																																| (418) all_0_51_51 = e3 | all_0_53_53 = e3
% 59.63/24.83  																																|
% 59.63/24.83  																																	+-Applying beta-rule and splitting (26), into two cases.
% 59.63/24.83  																																	|-Branch one:
% 59.63/24.83  																																	| (446) all_0_44_44 = e4
% 59.63/24.83  																																	|
% 59.63/24.83  																																		| Equations (446) can reduce 1390 to:
% 59.63/24.83  																																		| (266) $false
% 59.63/24.83  																																		|
% 59.63/24.83  																																		|-The branch is then unsatisfiable
% 59.63/24.83  																																	|-Branch two:
% 59.63/24.83  																																	| (1390)  ~ (all_0_44_44 = e4)
% 59.63/24.83  																																	| (1391) all_0_44_44 = e3 | all_0_44_44 = e1 | all_0_44_44 = e0
% 59.63/24.83  																																	|
% 59.63/24.83  																																		+-Applying beta-rule and splitting (241), into two cases.
% 59.63/24.83  																																		|-Branch one:
% 59.63/24.83  																																		| (378) all_0_50_50 = e2
% 59.63/24.83  																																		|
% 59.63/24.83  																																			| Equations (378) can reduce 302 to:
% 59.63/24.83  																																			| (266) $false
% 59.63/24.83  																																			|
% 59.63/24.83  																																			|-The branch is then unsatisfiable
% 59.63/24.83  																																		|-Branch two:
% 59.63/24.83  																																		| (302)  ~ (all_0_50_50 = e2)
% 59.63/24.83  																																		| (422) all_0_50_50 = e4 | all_0_50_50 = e3 | all_0_50_50 = e1
% 59.63/24.83  																																		|
% 59.63/24.83  																																			+-Applying beta-rule and splitting (422), into two cases.
% 59.63/24.83  																																			|-Branch one:
% 59.63/24.83  																																			| (775) all_0_50_50 = e4
% 59.63/24.83  																																			|
% 59.63/24.83  																																				| Equations (775) can reduce 566 to:
% 59.63/24.83  																																				| (266) $false
% 59.63/24.83  																																				|
% 59.63/24.83  																																				|-The branch is then unsatisfiable
% 59.63/24.83  																																			|-Branch two:
% 59.63/24.83  																																			| (566)  ~ (all_0_50_50 = e4)
% 59.63/24.83  																																			| (1444) all_0_50_50 = e3 | all_0_50_50 = e1
% 59.63/24.83  																																			|
% 59.63/24.83  																																				+-Applying beta-rule and splitting (189), into two cases.
% 59.63/24.83  																																				|-Branch one:
% 59.63/24.83  																																				| (532) all_0_44_44 = e3
% 59.63/24.83  																																				|
% 59.63/24.83  																																					| Equations (532) can reduce 407 to:
% 59.63/24.83  																																					| (266) $false
% 59.63/24.83  																																					|
% 59.63/24.83  																																					|-The branch is then unsatisfiable
% 59.63/24.83  																																				|-Branch two:
% 59.63/24.83  																																				| (407)  ~ (all_0_44_44 = e3)
% 59.63/24.83  																																				| (537) all_0_49_49 = e3 | all_0_53_53 = e3 | all_0_58_58 = e3
% 59.63/24.83  																																				|
% 59.63/24.83  																																					+-Applying beta-rule and splitting (537), into two cases.
% 59.63/24.83  																																					|-Branch one:
% 59.63/24.83  																																					| (884) all_0_49_49 = e3
% 59.63/24.83  																																					|
% 59.63/24.83  																																						| Equations (884) can reduce 9 to:
% 59.63/24.83  																																						| (407)  ~ (all_0_44_44 = e3)
% 59.63/24.83  																																						|
% 59.63/24.83  																																						| Equations (884) can reduce 340 to:
% 59.63/24.83  																																						| (212)  ~ (e3 = e2)
% 59.63/24.83  																																						|
% 59.63/24.83  																																						| From (884) and (55) follows:
% 59.63/24.83  																																						| (1581) op(e2, e0) = e3
% 59.63/24.83  																																						|
% 59.63/24.83  																																						+-Applying beta-rule and splitting (1391), into two cases.
% 59.63/24.83  																																						|-Branch one:
% 59.63/24.83  																																						| (1414) all_0_44_44 = e0
% 59.63/24.83  																																						|
% 59.63/24.83  																																							| Equations (1414) can reduce 360 to:
% 59.63/24.83  																																							| (266) $false
% 59.63/24.83  																																							|
% 59.63/24.83  																																							|-The branch is then unsatisfiable
% 59.63/24.83  																																						|-Branch two:
% 59.63/24.83  																																						| (360)  ~ (all_0_44_44 = e0)
% 59.63/24.83  																																						| (1417) all_0_44_44 = e3 | all_0_44_44 = e1
% 59.63/24.83  																																						|
% 59.63/24.83  																																							+-Applying beta-rule and splitting (418), into two cases.
% 59.63/24.83  																																							|-Branch one:
% 59.63/24.83  																																							| (660) all_0_51_51 = e3
% 59.63/24.83  																																							|
% 59.63/24.83  																																								| Equations (660) can reduce 59 to:
% 59.63/24.83  																																								| (411)  ~ (all_0_50_50 = e3)
% 59.63/24.83  																																								|
% 59.63/24.83  																																								| From (660) and (186) follows:
% 59.63/24.83  																																								| (1552) op(e1, e2) = e3
% 59.63/24.83  																																								|
% 59.63/24.83  																																								+-Applying beta-rule and splitting (112), into two cases.
% 59.63/24.83  																																								|-Branch one:
% 59.63/24.83  																																								| (635) all_0_44_44 = e1
% 59.63/24.83  																																								|
% 59.63/24.83  																																									| Equations (635) can reduce 1390 to:
% 59.63/24.83  																																									| (602)  ~ (e4 = e1)
% 59.63/24.83  																																									|
% 59.63/24.83  																																									| Simplifying 602 yields:
% 59.63/24.83  																																									| (110)  ~ (e4 = e1)
% 59.63/24.83  																																									|
% 59.63/24.83  																																									| From (635) and (138) follows:
% 59.63/24.83  																																									| (1423) op(e3, e0) = e1
% 59.63/24.83  																																									|
% 59.63/24.83  																																									+-Applying beta-rule and splitting (131), into two cases.
% 59.63/24.83  																																									|-Branch one:
% 59.63/24.83  																																									| (459) all_0_42_42 = e1
% 59.63/24.83  																																									|
% 59.63/24.83  																																										| Combining equations (459,1392) yields a new equation:
% 59.63/24.83  																																										| (630) e4 = e1
% 59.63/24.83  																																										|
% 59.63/24.83  																																										| Equations (630) can reduce 110 to:
% 59.63/24.83  																																										| (266) $false
% 59.63/24.83  																																										|
% 59.63/24.83  																																										|-The branch is then unsatisfiable
% 59.63/24.83  																																									|-Branch two:
% 59.63/24.83  																																									| (1380)  ~ (all_0_42_42 = e1)
% 59.63/24.83  																																									| (3259) all_0_47_47 = e1 | all_0_51_51 = e1 | all_0_56_56 = e1
% 59.63/24.83  																																									|
% 59.63/24.83  																																										+-Applying beta-rule and splitting (160), into two cases.
% 59.63/24.83  																																										|-Branch one:
% 59.63/24.83  																																										| (601) all_0_50_50 = e1
% 59.63/24.83  																																										|
% 59.63/24.83  																																											| Equations (601) can reduce 411 to:
% 59.63/24.83  																																											| (467)  ~ (e3 = e1)
% 59.63/24.83  																																											|
% 59.63/24.83  																																											| Simplifying 467 yields:
% 59.63/24.83  																																											| (213)  ~ (e3 = e1)
% 59.63/24.83  																																											|
% 59.63/24.83  																																											| Equations (601) can reduce 121 to:
% 59.63/24.83  																																											| (233)  ~ (e1 = e0)
% 59.63/24.83  																																											|
% 59.63/24.83  																																											+-Applying beta-rule and splitting (3259), into two cases.
% 59.63/24.83  																																											|-Branch one:
% 59.63/24.83  																																											| (654) all_0_47_47 = e1
% 59.63/24.83  																																											|
% 59.63/24.83  																																												| Equations (654) can reduce 678 to:
% 59.63/24.83  																																												| (233)  ~ (e1 = e0)
% 59.63/24.83  																																												|
% 59.63/24.83  																																												+-Applying beta-rule and splitting (56), into two cases.
% 59.63/24.83  																																												|-Branch one:
% 59.63/24.83  																																												| (696) unit = e2
% 59.63/24.83  																																												|
% 59.63/24.83  																																													| From (696) and (209) follows:
% 59.63/24.83  																																													| (7585) op(e2, e0) = e0
% 59.63/24.83  																																													|
% 59.63/24.83  																																													| From (696) and (28) follows:
% 59.63/24.83  																																													| (699) op(e1, e2) = e1
% 59.63/24.83  																																													|
% 59.63/24.83  																																													| Instantiating formula (29) with e2, e0, e0, e3 and discharging atoms op(e2, e0) = e3, op(e2, e0) = e0, yields:
% 59.63/24.83  																																													| (676) e3 = e0
% 59.63/24.83  																																													|
% 59.63/24.83  																																													| Instantiating formula (29) with e1, e2, e1, e3 and discharging atoms op(e1, e2) = e3, op(e1, e2) = e1, yields:
% 59.63/24.83  																																													| (455) e3 = e1
% 59.63/24.83  																																													|
% 59.63/24.83  																																													| Combining equations (676,455) yields a new equation:
% 59.63/24.83  																																													| (431) e1 = e0
% 59.63/24.83  																																													|
% 59.63/24.83  																																													| Equations (431) can reduce 233 to:
% 59.63/24.83  																																													| (266) $false
% 59.63/24.83  																																													|
% 59.63/24.83  																																													|-The branch is then unsatisfiable
% 59.63/24.83  																																												|-Branch two:
% 59.63/24.83  																																												| (707)  ~ (unit = e2)
% 59.63/24.83  																																												| (708) unit = e4 | unit = e3 | unit = e1 | unit = e0
% 59.63/24.83  																																												|
% 59.63/24.83  																																													+-Applying beta-rule and splitting (708), into two cases.
% 59.63/24.83  																																													|-Branch one:
% 59.63/24.83  																																													| (709) unit = e4
% 59.63/24.83  																																													|
% 59.63/24.83  																																														| From (709) and (24) follows:
% 59.63/24.83  																																														| (33325) op(e4, e3) = e3
% 59.63/24.83  																																														|
% 59.63/24.83  																																														| From (709) and (227) follows:
% 59.63/24.83  																																														| (710) op(e4, e4) = e4
% 59.63/24.83  																																														|
% 59.63/24.83  																																														| From (709) and (42) follows:
% 59.63/24.83  																																														| (713) op(e0, e4) = e0
% 59.63/24.83  																																														|
% 59.63/24.83  																																														| Instantiating formula (29) with e4, e4, e4, e1 and discharging atoms op(e4, e4) = e4, op(e4, e4) = e1, yields:
% 59.63/24.83  																																														| (630) e4 = e1
% 59.63/24.83  																																														|
% 59.63/24.83  																																														| Instantiating formula (29) with e4, e3, e3, e4 and discharging atoms op(e4, e3) = e4, op(e4, e3) = e3, yields:
% 59.63/24.83  																																														| (425) e4 = e3
% 59.63/24.83  																																														|
% 59.63/24.83  																																														| Instantiating formula (29) with e0, e4, e0, e3 and discharging atoms op(e0, e4) = e3, op(e0, e4) = e0, yields:
% 59.63/24.83  																																														| (676) e3 = e0
% 59.63/24.83  																																														|
% 59.63/24.83  																																														| Combining equations (630,425) yields a new equation:
% 59.63/24.83  																																														| (455) e3 = e1
% 59.63/24.83  																																														|
% 59.63/24.83  																																														| Combining equations (455,676) yields a new equation:
% 59.63/24.83  																																														| (546) e1 = e0
% 59.63/24.83  																																														|
% 59.63/24.83  																																														| Simplifying 546 yields:
% 59.63/24.83  																																														| (431) e1 = e0
% 59.63/24.83  																																														|
% 59.63/24.83  																																														| Equations (431) can reduce 233 to:
% 59.63/24.83  																																														| (266) $false
% 59.63/24.83  																																														|
% 59.63/24.83  																																														|-The branch is then unsatisfiable
% 59.63/24.83  																																													|-Branch two:
% 59.63/24.83  																																													| (724)  ~ (unit = e4)
% 59.63/24.83  																																													| (725) unit = e3 | unit = e1 | unit = e0
% 59.63/24.83  																																													|
% 59.63/24.83  																																														+-Applying beta-rule and splitting (725), into two cases.
% 59.63/24.83  																																														|-Branch one:
% 59.63/24.83  																																														| (726) unit = e0
% 59.63/24.83  																																														|
% 59.63/24.83  																																															| From (726) and (24) follows:
% 59.63/24.83  																																															| (2208) op(e0, e3) = e3
% 59.63/24.83  																																															|
% 59.63/24.83  																																															| From (726) and (15) follows:
% 59.63/24.83  																																															| (1508) op(e0, e2) = e2
% 59.63/24.83  																																															|
% 59.63/24.83  																																															| From (726) and (40) follows:
% 59.63/24.83  																																															| (1639) op(e3, e0) = e3
% 59.63/24.83  																																															|
% 59.63/24.83  																																															| Instantiating formula (29) with e3, e0, e3, e1 and discharging atoms op(e3, e0) = e3, op(e3, e0) = e1, yields:
% 59.63/24.83  																																															| (455) e3 = e1
% 59.63/24.83  																																															|
% 59.63/24.83  																																															| Instantiating formula (29) with e0, e3, e3, e2 and discharging atoms op(e0, e3) = e3, op(e0, e3) = e2, yields:
% 59.63/24.83  																																															| (662) e3 = e2
% 59.63/24.83  																																															|
% 59.63/24.83  																																															| Instantiating formula (29) with e0, e2, e2, e0 and discharging atoms op(e0, e2) = e2, op(e0, e2) = e0, yields:
% 59.63/24.83  																																															| (330) e2 = e0
% 59.63/24.83  																																															|
% 59.63/24.83  																																															| Combining equations (662,455) yields a new equation:
% 59.63/24.83  																																															| (616) e2 = e1
% 59.63/24.83  																																															|
% 59.63/24.83  																																															| Simplifying 616 yields:
% 59.63/24.83  																																															| (617) e2 = e1
% 59.63/24.83  																																															|
% 59.63/24.83  																																															| Combining equations (617,330) yields a new equation:
% 59.63/24.83  																																															| (546) e1 = e0
% 59.63/24.83  																																															|
% 59.63/24.83  																																															| Simplifying 546 yields:
% 59.63/24.83  																																															| (431) e1 = e0
% 59.63/24.83  																																															|
% 59.63/24.83  																																															| Equations (431) can reduce 233 to:
% 59.63/24.83  																																															| (266) $false
% 59.63/24.83  																																															|
% 59.63/24.83  																																															|-The branch is then unsatisfiable
% 59.63/24.83  																																														|-Branch two:
% 59.63/24.83  																																														| (734)  ~ (unit = e0)
% 59.63/24.83  																																														| (735) unit = e3 | unit = e1
% 59.63/24.83  																																														|
% 59.63/24.83  																																															+-Applying beta-rule and splitting (735), into two cases.
% 59.63/24.83  																																															|-Branch one:
% 59.63/24.83  																																															| (736) unit = e1
% 59.63/24.83  																																															|
% 59.63/24.83  																																																| Equations (736) can reduce 734 to:
% 59.63/24.83  																																																| (233)  ~ (e1 = e0)
% 59.63/24.83  																																																|
% 59.63/24.83  																																																| From (736) and (15) follows:
% 59.63/24.83  																																																| (515) op(e1, e2) = e2
% 59.63/24.83  																																																|
% 59.63/24.83  																																																| From (736) and (227) follows:
% 59.63/24.83  																																																| (739) op(e4, e1) = e4
% 59.63/24.83  																																																|
% 59.63/24.83  																																																| From (736) and (40) follows:
% 59.63/24.83  																																																| (1652) op(e3, e1) = e3
% 59.63/24.83  																																																|
% 59.63/24.83  																																																| From (736) and (28) follows:
% 59.63/24.83  																																																| (740) op(e1, e1) = e1
% 59.63/24.83  																																																|
% 59.63/24.83  																																																| Instantiating formula (29) with e4, e1, e4, e3 and discharging atoms op(e4, e1) = e4, op(e4, e1) = e3, yields:
% 59.63/24.83  																																																| (425) e4 = e3
% 59.63/24.83  																																																|
% 59.63/24.83  																																																| Instantiating formula (29) with e3, e1, e3, e0 and discharging atoms op(e3, e1) = e3, op(e3, e1) = e0, yields:
% 59.63/24.83  																																																| (676) e3 = e0
% 59.63/24.83  																																																|
% 59.63/24.83  																																																| Instantiating formula (29) with e1, e2, e2, e3 and discharging atoms op(e1, e2) = e3, op(e1, e2) = e2, yields:
% 59.63/24.83  																																																| (662) e3 = e2
% 59.63/24.83  																																																|
% 59.63/24.83  																																																| Instantiating formula (29) with e1, e1, e1, e4 and discharging atoms op(e1, e1) = e4, op(e1, e1) = e1, yields:
% 59.63/24.83  																																																| (630) e4 = e1
% 59.63/24.83  																																																|
% 59.63/24.83  																																																| Combining equations (425,630) yields a new equation:
% 59.63/24.83  																																																| (454) e3 = e1
% 59.63/24.83  																																																|
% 59.63/24.83  																																																| Simplifying 454 yields:
% 59.63/24.83  																																																| (455) e3 = e1
% 59.63/24.83  																																																|
% 59.63/24.83  																																																| Combining equations (455,662) yields a new equation:
% 59.63/24.83  																																																| (617) e2 = e1
% 59.63/24.83  																																																|
% 59.63/24.83  																																																| Combining equations (676,662) yields a new equation:
% 59.63/24.83  																																																| (330) e2 = e0
% 59.63/24.83  																																																|
% 59.63/24.83  																																																| Combining equations (617,330) yields a new equation:
% 59.63/24.83  																																																| (546) e1 = e0
% 59.63/24.83  																																																|
% 59.63/24.83  																																																| Simplifying 546 yields:
% 59.63/24.83  																																																| (431) e1 = e0
% 59.63/24.83  																																																|
% 59.63/24.83  																																																| Equations (431) can reduce 233 to:
% 59.63/24.83  																																																| (266) $false
% 59.63/24.83  																																																|
% 59.63/24.83  																																																|-The branch is then unsatisfiable
% 59.63/24.83  																																															|-Branch two:
% 59.63/24.83  																																															| (748)  ~ (unit = e1)
% 59.63/24.83  																																															| (749) unit = e3
% 59.63/24.83  																																															|
% 59.63/24.83  																																																| From (749) and (209) follows:
% 59.63/24.83  																																																| (1667) op(e3, e0) = e0
% 59.63/24.83  																																																|
% 59.63/24.83  																																																| Instantiating formula (29) with e3, e0, e0, e1 and discharging atoms op(e3, e0) = e1, op(e3, e0) = e0, yields:
% 59.63/24.83  																																																| (431) e1 = e0
% 59.63/24.83  																																																|
% 59.63/24.83  																																																| Equations (431) can reduce 233 to:
% 59.63/24.83  																																																| (266) $false
% 59.63/24.83  																																																|
% 59.63/24.83  																																																|-The branch is then unsatisfiable
% 59.63/24.83  																																											|-Branch two:
% 59.63/24.83  																																											| (462)  ~ (all_0_47_47 = e1)
% 59.63/24.83  																																											| (3264) all_0_51_51 = e1 | all_0_56_56 = e1
% 59.63/24.83  																																											|
% 59.63/24.83  																																												+-Applying beta-rule and splitting (3264), into two cases.
% 59.63/24.83  																																												|-Branch one:
% 59.63/24.83  																																												| (1109) all_0_51_51 = e1
% 59.63/24.83  																																												|
% 59.63/24.83  																																													| Combining equations (660,1109) yields a new equation:
% 59.63/24.83  																																													| (454) e3 = e1
% 59.63/24.83  																																													|
% 59.63/24.83  																																													| Simplifying 454 yields:
% 59.63/24.83  																																													| (455) e3 = e1
% 59.63/24.83  																																													|
% 59.63/24.83  																																													| Equations (455) can reduce 213 to:
% 59.63/24.83  																																													| (266) $false
% 59.63/24.83  																																													|
% 59.63/24.83  																																													|-The branch is then unsatisfiable
% 59.63/24.83  																																												|-Branch two:
% 59.63/24.83  																																												| (464)  ~ (all_0_51_51 = e1)
% 59.63/24.83  																																												| (1569) all_0_56_56 = e1
% 59.63/24.83  																																												|
% 59.63/24.83  																																													| Combining equations (679,1569) yields a new equation:
% 59.63/24.83  																																													| (431) e1 = e0
% 59.63/24.83  																																													|
% 59.63/24.83  																																													| Equations (431) can reduce 233 to:
% 59.63/24.83  																																													| (266) $false
% 59.63/24.83  																																													|
% 59.63/24.83  																																													|-The branch is then unsatisfiable
% 59.63/24.83  																																										|-Branch two:
% 59.63/24.83  																																										| (759)  ~ (all_0_50_50 = e1)
% 59.63/24.83  																																										| (1168) all_0_51_51 = e1 | all_0_52_52 = e1 | all_0_53_53 = e1
% 59.63/24.83  																																										|
% 59.63/24.83  																																											+-Applying beta-rule and splitting (1444), into two cases.
% 59.63/24.83  																																											|-Branch one:
% 59.63/24.83  																																											| (601) all_0_50_50 = e1
% 59.63/24.83  																																											|
% 59.63/24.83  																																												| Equations (601) can reduce 759 to:
% 59.63/24.83  																																												| (266) $false
% 59.63/24.83  																																												|
% 59.63/24.83  																																												|-The branch is then unsatisfiable
% 59.63/24.83  																																											|-Branch two:
% 59.63/24.83  																																											| (759)  ~ (all_0_50_50 = e1)
% 59.63/24.83  																																											| (415) all_0_50_50 = e3
% 59.63/24.83  																																											|
% 59.63/24.83  																																												| Equations (415) can reduce 411 to:
% 59.63/24.83  																																												| (266) $false
% 59.63/24.83  																																												|
% 59.63/24.83  																																												|-The branch is then unsatisfiable
% 59.63/24.83  																																								|-Branch two:
% 59.63/24.83  																																								| (639)  ~ (all_0_44_44 = e1)
% 59.63/24.83  																																								| (640) all_0_49_49 = e1 | all_0_53_53 = e1 | all_0_58_58 = e1
% 59.63/24.83  																																								|
% 59.63/24.83  																																									+-Applying beta-rule and splitting (1417), into two cases.
% 59.63/24.83  																																									|-Branch one:
% 59.63/24.83  																																									| (635) all_0_44_44 = e1
% 59.63/24.83  																																									|
% 59.63/24.83  																																										| Equations (635) can reduce 639 to:
% 59.63/24.83  																																										| (266) $false
% 59.63/24.83  																																										|
% 59.63/24.83  																																										|-The branch is then unsatisfiable
% 59.63/24.83  																																									|-Branch two:
% 59.63/24.83  																																									| (639)  ~ (all_0_44_44 = e1)
% 59.63/24.83  																																									| (532) all_0_44_44 = e3
% 59.63/24.83  																																									|
% 59.63/24.83  																																										| Equations (532) can reduce 407 to:
% 59.63/24.83  																																										| (266) $false
% 59.63/24.83  																																										|
% 59.63/24.83  																																										|-The branch is then unsatisfiable
% 59.63/24.83  																																							|-Branch two:
% 59.63/24.83  																																							| (664)  ~ (all_0_51_51 = e3)
% 59.63/24.83  																																							| (665) all_0_53_53 = e3
% 59.63/24.83  																																							|
% 59.63/24.83  																																								| Combining equations (607,665) yields a new equation:
% 59.63/24.83  																																								| (662) e3 = e2
% 59.63/24.83  																																								|
% 59.63/24.83  																																								| Equations (662) can reduce 212 to:
% 59.63/24.83  																																								| (266) $false
% 59.63/24.83  																																								|
% 59.63/24.83  																																								|-The branch is then unsatisfiable
% 59.63/24.83  																																					|-Branch two:
% 59.63/24.83  																																					| (525)  ~ (all_0_49_49 = e3)
% 59.63/24.83  																																					| (887) all_0_53_53 = e3 | all_0_58_58 = e3
% 59.63/24.83  																																					|
% 59.63/24.83  																																						+-Applying beta-rule and splitting (1444), into two cases.
% 59.63/24.83  																																						|-Branch one:
% 59.63/24.83  																																						| (601) all_0_50_50 = e1
% 59.63/24.83  																																						|
% 59.63/24.83  																																							| Equations (601) can reduce 59 to:
% 59.63/24.83  																																							| (463)  ~ (all_0_51_51 = e1)
% 59.63/24.83  																																							|
% 59.63/24.83  																																							| Simplifying 463 yields:
% 59.63/24.83  																																							| (464)  ~ (all_0_51_51 = e1)
% 59.63/24.83  																																							|
% 59.63/24.83  																																							+-Applying beta-rule and splitting (7), into two cases.
% 59.63/24.83  																																							|-Branch one:
% 59.63/24.83  																																							| (504) all_0_51_51 = e2
% 59.63/24.83  																																							|
% 59.63/24.83  																																								| Equations (504) can reduce 1099 to:
% 59.63/24.83  																																								| (266) $false
% 59.63/24.83  																																								|
% 59.63/24.83  																																								|-The branch is then unsatisfiable
% 59.63/24.83  																																							|-Branch two:
% 59.63/24.83  																																							| (1099)  ~ (all_0_51_51 = e2)
% 59.63/24.83  																																							| (1100) all_0_51_51 = e4 | all_0_51_51 = e3 | all_0_51_51 = e1
% 59.63/24.83  																																							|
% 59.63/24.83  																																								+-Applying beta-rule and splitting (1100), into two cases.
% 59.63/24.83  																																								|-Branch one:
% 59.63/24.83  																																								| (1101) all_0_51_51 = e4
% 59.63/24.84  																																								|
% 59.63/24.84  																																									| Equations (1101) can reduce 475 to:
% 59.63/24.84  																																									| (266) $false
% 59.63/24.84  																																									|
% 59.63/24.84  																																									|-The branch is then unsatisfiable
% 59.63/24.84  																																								|-Branch two:
% 59.63/24.84  																																								| (475)  ~ (all_0_51_51 = e4)
% 59.63/24.84  																																								| (1104) all_0_51_51 = e3 | all_0_51_51 = e1
% 59.63/24.84  																																								|
% 59.63/24.84  																																									+-Applying beta-rule and splitting (1104), into two cases.
% 59.63/24.84  																																									|-Branch one:
% 59.63/24.84  																																									| (1109) all_0_51_51 = e1
% 59.63/24.84  																																									|
% 59.63/24.84  																																										| Equations (1109) can reduce 464 to:
% 59.63/24.84  																																										| (266) $false
% 59.63/24.84  																																										|
% 59.63/24.84  																																										|-The branch is then unsatisfiable
% 59.63/24.84  																																									|-Branch two:
% 59.63/24.84  																																									| (464)  ~ (all_0_51_51 = e1)
% 59.63/24.84  																																									| (660) all_0_51_51 = e3
% 59.63/24.84  																																									|
% 59.63/24.84  																																										| Equations (660) can reduce 475 to:
% 59.63/24.84  																																										| (277)  ~ (e4 = e3)
% 59.63/24.84  																																										|
% 59.63/24.84  																																										| Simplifying 277 yields:
% 59.63/24.84  																																										| (188)  ~ (e4 = e3)
% 59.63/24.84  																																										|
% 59.63/24.84  																																										| Equations (660) can reduce 1099 to:
% 59.63/24.84  																																										| (212)  ~ (e3 = e2)
% 59.63/24.84  																																										|
% 59.63/24.84  																																										+-Applying beta-rule and splitting (887), into two cases.
% 59.63/24.84  																																										|-Branch one:
% 59.63/24.84  																																										| (665) all_0_53_53 = e3
% 59.63/24.84  																																										|
% 59.63/24.84  																																											| Combining equations (607,665) yields a new equation:
% 59.63/24.84  																																											| (662) e3 = e2
% 59.63/24.84  																																											|
% 59.63/24.84  																																											| Equations (662) can reduce 212 to:
% 59.63/24.84  																																											| (266) $false
% 59.63/24.84  																																											|
% 59.63/24.84  																																											|-The branch is then unsatisfiable
% 59.63/24.84  																																										|-Branch two:
% 59.63/24.84  																																										| (903)  ~ (all_0_53_53 = e3)
% 59.63/24.84  																																										| (795) all_0_58_58 = e3
% 59.63/24.84  																																										|
% 59.63/24.84  																																											| Combining equations (910,795) yields a new equation:
% 59.63/24.84  																																											| (424) e4 = e3
% 59.63/24.84  																																											|
% 59.63/24.84  																																											| Simplifying 424 yields:
% 59.63/24.84  																																											| (425) e4 = e3
% 59.63/24.84  																																											|
% 59.63/24.84  																																											| Equations (425) can reduce 188 to:
% 59.63/24.84  																																											| (266) $false
% 59.63/24.84  																																											|
% 59.63/24.84  																																											|-The branch is then unsatisfiable
% 59.63/24.84  																																						|-Branch two:
% 59.63/24.84  																																						| (759)  ~ (all_0_50_50 = e1)
% 59.63/24.84  																																						| (415) all_0_50_50 = e3
% 59.63/24.84  																																						|
% 59.63/24.84  																																							| Equations (415) can reduce 411 to:
% 59.63/24.84  																																							| (266) $false
% 59.63/24.84  																																							|
% 59.63/24.84  																																							|-The branch is then unsatisfiable
% 59.63/24.84  																															|-Branch two:
% 59.63/24.84  																															| (1898)  ~ (all_0_41_41 = e3)
% 59.63/24.84  																															| (1899) all_0_42_42 = e3 | all_0_44_44 = e3
% 59.63/24.84  																															|
% 59.63/24.84  																																+-Applying beta-rule and splitting (144), into two cases.
% 59.63/24.84  																																|-Branch one:
% 59.63/24.84  																																| (403) all_0_41_41 = e3
% 59.63/24.84  																																|
% 59.63/24.84  																																	| Equations (403) can reduce 1898 to:
% 59.63/24.84  																																	| (266) $false
% 59.63/24.84  																																	|
% 59.63/24.84  																																	|-The branch is then unsatisfiable
% 59.63/24.84  																																|-Branch two:
% 59.63/24.84  																																| (1898)  ~ (all_0_41_41 = e3)
% 59.63/24.84  																																| (1923) all_0_46_46 = e3 | all_0_50_50 = e3 | all_0_55_55 = e3
% 59.63/24.84  																																|
% 59.63/24.84  																																	+-Applying beta-rule and splitting (1923), into two cases.
% 59.63/24.84  																																	|-Branch one:
% 59.63/24.84  																																	| (1557) all_0_46_46 = e3
% 59.63/24.84  																																	|
% 59.63/24.84  																																		| Combining equations (1557,538) yields a new equation:
% 59.63/24.84  																																		| (675) e3 = e0
% 59.63/24.84  																																		|
% 59.63/24.84  																																		| Simplifying 675 yields:
% 59.63/24.84  																																		| (676) e3 = e0
% 59.63/24.84  																																		|
% 59.63/24.84  																																		| Equations (676) can reduce 80 to:
% 59.63/24.84  																																		| (266) $false
% 59.63/24.84  																																		|
% 59.63/24.84  																																		|-The branch is then unsatisfiable
% 59.63/24.84  																																	|-Branch two:
% 59.63/24.84  																																	| (409)  ~ (all_0_46_46 = e3)
% 59.63/24.84  																																	| (4042) all_0_50_50 = e3 | all_0_55_55 = e3
% 59.63/24.84  																																	|
% 59.63/24.84  																																		+-Applying beta-rule and splitting (1899), into two cases.
% 59.63/24.84  																																		|-Branch one:
% 59.63/24.84  																																		| (516) all_0_42_42 = e3
% 59.63/24.84  																																		|
% 59.63/24.84  																																			| Combining equations (516,1392) yields a new equation:
% 59.63/24.84  																																			| (425) e4 = e3
% 59.63/24.84  																																			|
% 59.63/24.84  																																			| Equations (425) can reduce 188 to:
% 59.63/24.84  																																			| (266) $false
% 59.63/24.84  																																			|
% 59.63/24.84  																																			|-The branch is then unsatisfiable
% 59.63/24.84  																																		|-Branch two:
% 59.63/24.84  																																		| (405)  ~ (all_0_42_42 = e3)
% 59.63/24.84  																																		| (532) all_0_44_44 = e3
% 59.63/24.84  																																		|
% 59.63/24.84  																																			| Equations (532) can reduce 9 to:
% 59.63/24.84  																																			| (524)  ~ (all_0_49_49 = e3)
% 59.63/24.84  																																			|
% 59.63/24.84  																																			| Simplifying 524 yields:
% 59.63/24.84  																																			| (525)  ~ (all_0_49_49 = e3)
% 59.63/24.84  																																			|
% 59.63/24.84  																																			| Equations (532) can reduce 147 to:
% 59.63/24.84  																																			| (212)  ~ (e3 = e2)
% 59.63/24.84  																																			|
% 59.63/24.84  																																			| From (532) and (138) follows:
% 59.63/24.84  																																			| (1639) op(e3, e0) = e3
% 59.63/24.84  																																			|
% 59.63/24.84  																																			+-Applying beta-rule and splitting (54), into two cases.
% 59.63/24.84  																																			|-Branch one:
% 59.63/24.84  																																			| (583) all_0_49_49 = e2
% 59.63/24.84  																																			|
% 59.63/24.84  																																				| Equations (583) can reduce 340 to:
% 59.63/24.84  																																				| (266) $false
% 59.63/24.84  																																				|
% 59.63/24.84  																																				|-The branch is then unsatisfiable
% 59.63/24.84  																																			|-Branch two:
% 59.63/24.84  																																			| (340)  ~ (all_0_49_49 = e2)
% 59.63/24.84  																																			| (586) all_0_49_49 = e4 | all_0_49_49 = e3 | all_0_49_49 = e1 | all_0_49_49 = e0
% 59.63/24.84  																																			|
% 59.63/24.84  																																				+-Applying beta-rule and splitting (103), into two cases.
% 59.63/24.84  																																				|-Branch one:
% 59.63/24.84  																																				| (453) all_0_41_41 = e1
% 59.63/24.84  																																				|
% 59.63/24.84  																																					| Equations (453) can reduce 221 to:
% 59.63/24.84  																																					| (1136)  ~ (all_0_50_50 = e1)
% 59.63/24.84  																																					|
% 59.63/24.84  																																					| Simplifying 1136 yields:
% 59.63/24.84  																																					| (759)  ~ (all_0_50_50 = e1)
% 59.63/24.84  																																					|
% 59.63/24.84  																																					+-Applying beta-rule and splitting (586), into two cases.
% 59.63/24.84  																																					|-Branch one:
% 59.63/24.84  																																					| (974) all_0_49_49 = e4
% 59.63/24.84  																																					|
% 59.63/24.84  																																						| Equations (974) can reduce 256 to:
% 59.63/24.84  																																						| (266) $false
% 59.63/24.84  																																						|
% 59.63/24.84  																																						|-The branch is then unsatisfiable
% 59.63/24.84  																																					|-Branch two:
% 59.63/24.84  																																					| (256)  ~ (all_0_49_49 = e4)
% 59.63/24.84  																																					| (977) all_0_49_49 = e3 | all_0_49_49 = e1 | all_0_49_49 = e0
% 59.63/24.84  																																					|
% 59.63/24.84  																																						+-Applying beta-rule and splitting (160), into two cases.
% 59.63/24.84  																																						|-Branch one:
% 59.63/24.84  																																						| (601) all_0_50_50 = e1
% 59.63/24.84  																																						|
% 59.63/24.84  																																							| Equations (601) can reduce 759 to:
% 59.63/24.84  																																							| (266) $false
% 59.63/24.84  																																							|
% 59.63/24.84  																																							|-The branch is then unsatisfiable
% 59.63/24.84  																																						|-Branch two:
% 59.63/24.84  																																						| (759)  ~ (all_0_50_50 = e1)
% 59.63/24.84  																																						| (1168) all_0_51_51 = e1 | all_0_52_52 = e1 | all_0_53_53 = e1
% 59.63/24.84  																																						|
% 59.63/24.84  																																							+-Applying beta-rule and splitting (977), into two cases.
% 59.63/24.84  																																							|-Branch one:
% 59.63/24.84  																																							| (978) all_0_49_49 = e0
% 59.63/24.84  																																							|
% 59.63/24.84  																																								| Equations (978) can reduce 487 to:
% 59.63/24.84  																																								| (266) $false
% 59.63/24.84  																																								|
% 59.63/24.84  																																								|-The branch is then unsatisfiable
% 59.63/24.84  																																							|-Branch two:
% 59.63/24.84  																																							| (487)  ~ (all_0_49_49 = e0)
% 59.63/24.84  																																							| (981) all_0_49_49 = e3 | all_0_49_49 = e1
% 59.63/24.84  																																							|
% 59.63/24.84  																																								+-Applying beta-rule and splitting (981), into two cases.
% 59.63/24.84  																																								|-Branch one:
% 59.63/24.84  																																								| (671) all_0_49_49 = e1
% 59.63/24.84  																																								|
% 59.63/24.84  																																									| Equations (671) can reduce 256 to:
% 59.63/24.84  																																									| (602)  ~ (e4 = e1)
% 59.63/24.84  																																									|
% 59.63/24.84  																																									| Simplifying 602 yields:
% 59.63/24.84  																																									| (110)  ~ (e4 = e1)
% 59.63/24.84  																																									|
% 59.63/24.84  																																									| Equations (671) can reduce 525 to:
% 59.63/24.84  																																									| (467)  ~ (e3 = e1)
% 59.63/24.84  																																									|
% 59.63/24.84  																																									| Simplifying 467 yields:
% 59.63/24.84  																																									| (213)  ~ (e3 = e1)
% 59.63/24.84  																																									|
% 59.63/24.84  																																									| Equations (671) can reduce 340 to:
% 59.63/24.84  																																									| (604)  ~ (e2 = e1)
% 59.63/24.84  																																									|
% 59.63/24.84  																																									| Simplifying 604 yields:
% 59.63/24.84  																																									| (122)  ~ (e2 = e1)
% 59.63/24.84  																																									|
% 59.63/24.84  																																									+-Applying beta-rule and splitting (131), into two cases.
% 59.63/24.84  																																									|-Branch one:
% 59.63/24.84  																																									| (459) all_0_42_42 = e1
% 59.63/24.84  																																									|
% 59.63/24.84  																																										| Combining equations (459,1392) yields a new equation:
% 59.63/24.84  																																										| (630) e4 = e1
% 59.63/24.84  																																										|
% 59.63/24.84  																																										| Equations (630) can reduce 110 to:
% 59.63/24.84  																																										| (266) $false
% 59.63/24.84  																																										|
% 59.63/24.84  																																										|-The branch is then unsatisfiable
% 59.63/24.84  																																									|-Branch two:
% 59.63/24.84  																																									| (1380)  ~ (all_0_42_42 = e1)
% 59.63/24.84  																																									| (3259) all_0_47_47 = e1 | all_0_51_51 = e1 | all_0_56_56 = e1
% 59.63/24.84  																																									|
% 59.63/24.84  																																										| Equations (1392) can reduce 1380 to:
% 59.63/24.84  																																										| (110)  ~ (e4 = e1)
% 59.63/24.84  																																										|
% 59.63/24.84  																																										+-Applying beta-rule and splitting (1168), into two cases.
% 59.63/24.84  																																										|-Branch one:
% 59.63/24.84  																																										| (1109) all_0_51_51 = e1
% 59.63/24.84  																																										|
% 59.63/24.84  																																											| Equations (1109) can reduce 115 to:
% 59.63/24.84  																																											| (233)  ~ (e1 = e0)
% 59.63/24.84  																																											|
% 59.63/24.84  																																											| From (1109) and (186) follows:
% 59.63/24.84  																																											| (699) op(e1, e2) = e1
% 59.63/24.84  																																											|
% 59.63/24.84  																																											+-Applying beta-rule and splitting (168), into two cases.
% 59.63/24.84  																																											|-Branch one:
% 59.63/24.84  																																											| (415) all_0_50_50 = e3
% 59.63/24.84  																																											|
% 59.63/24.84  																																												| From (415) and (242) follows:
% 59.63/24.84  																																												| (1934) op(e1, e3) = e3
% 59.63/24.84  																																												|
% 59.63/24.84  																																												+-Applying beta-rule and splitting (56), into two cases.
% 59.63/24.84  																																												|-Branch one:
% 59.63/24.84  																																												| (696) unit = e2
% 59.63/24.84  																																												|
% 59.63/24.84  																																													| From (696) and (24) follows:
% 59.63/24.84  																																													| (697) op(e2, e3) = e3
% 59.63/24.84  																																													|
% 59.63/24.84  																																													| From (696) and (211) follows:
% 59.63/24.84  																																													| (1612) op(e2, e1) = e1
% 59.63/24.84  																																													|
% 59.63/24.84  																																													| From (696) and (227) follows:
% 59.63/24.84  																																													| (4284) op(e4, e2) = e4
% 59.63/24.84  																																													|
% 59.63/24.84  																																													| From (696) and (40) follows:
% 59.63/24.84  																																													| (4285) op(e3, e2) = e3
% 59.63/24.84  																																													|
% 59.63/24.84  																																													| Instantiating formula (29) with e4, e2, e4, e2 and discharging atoms op(e4, e2) = e4, op(e4, e2) = e2, yields:
% 59.63/24.84  																																													| (323) e4 = e2
% 59.63/24.84  																																													|
% 59.63/24.84  																																													| Instantiating formula (29) with e3, e2, e3, e4 and discharging atoms op(e3, e2) = e4, op(e3, e2) = e3, yields:
% 59.63/24.84  																																													| (425) e4 = e3
% 59.63/24.84  																																													|
% 59.63/24.84  																																													| Instantiating formula (29) with e2, e3, e3, e0 and discharging atoms op(e2, e3) = e3, op(e2, e3) = e0, yields:
% 59.63/24.84  																																													| (676) e3 = e0
% 59.63/24.84  																																													|
% 59.63/24.84  																																													| Instantiating formula (29) with e2, e1, e1, e2 and discharging atoms op(e2, e1) = e2, op(e2, e1) = e1, yields:
% 59.63/24.84  																																													| (617) e2 = e1
% 59.63/24.84  																																													|
% 59.63/24.84  																																													| Combining equations (323,425) yields a new equation:
% 59.63/24.84  																																													| (662) e3 = e2
% 59.63/24.84  																																													|
% 59.63/24.84  																																													| Combining equations (676,662) yields a new equation:
% 59.63/24.84  																																													| (330) e2 = e0
% 59.63/24.84  																																													|
% 59.63/24.84  																																													| Combining equations (330,617) yields a new equation:
% 59.63/24.84  																																													| (431) e1 = e0
% 59.63/24.84  																																													|
% 59.63/24.84  																																													| Equations (431) can reduce 233 to:
% 59.63/24.84  																																													| (266) $false
% 59.63/24.84  																																													|
% 59.63/24.84  																																													|-The branch is then unsatisfiable
% 59.63/24.84  																																												|-Branch two:
% 59.63/24.84  																																												| (707)  ~ (unit = e2)
% 59.63/24.84  																																												| (708) unit = e4 | unit = e3 | unit = e1 | unit = e0
% 59.63/24.84  																																												|
% 59.63/24.84  																																													+-Applying beta-rule and splitting (708), into two cases.
% 59.63/24.84  																																													|-Branch one:
% 59.63/24.84  																																													| (709) unit = e4
% 59.63/24.84  																																													|
% 59.63/24.84  																																														| From (709) and (24) follows:
% 59.63/24.84  																																														| (33325) op(e4, e3) = e3
% 59.63/24.84  																																														|
% 59.63/24.84  																																														| From (709) and (227) follows:
% 59.63/24.84  																																														| (710) op(e4, e4) = e4
% 59.63/24.84  																																														|
% 59.63/24.84  																																														| From (709) and (42) follows:
% 59.63/24.84  																																														| (713) op(e0, e4) = e0
% 59.63/24.84  																																														|
% 59.63/24.84  																																														| Instantiating formula (29) with e4, e4, e4, e1 and discharging atoms op(e4, e4) = e4, op(e4, e4) = e1, yields:
% 59.63/24.84  																																														| (630) e4 = e1
% 59.63/24.84  																																														|
% 59.63/24.84  																																														| Instantiating formula (29) with e4, e3, e3, e4 and discharging atoms op(e4, e3) = e4, op(e4, e3) = e3, yields:
% 59.63/24.84  																																														| (425) e4 = e3
% 59.63/24.84  																																														|
% 59.63/24.84  																																														| Instantiating formula (29) with e0, e4, e0, e3 and discharging atoms op(e0, e4) = e3, op(e0, e4) = e0, yields:
% 59.63/24.84  																																														| (676) e3 = e0
% 59.63/24.84  																																														|
% 59.63/24.84  																																														| Combining equations (630,425) yields a new equation:
% 59.63/24.84  																																														| (455) e3 = e1
% 59.63/24.84  																																														|
% 59.63/24.84  																																														| Combining equations (455,676) yields a new equation:
% 59.63/24.84  																																														| (546) e1 = e0
% 59.63/24.84  																																														|
% 59.63/24.84  																																														| Simplifying 546 yields:
% 59.63/24.84  																																														| (431) e1 = e0
% 59.63/24.84  																																														|
% 59.63/24.84  																																														| Equations (431) can reduce 233 to:
% 59.63/24.84  																																														| (266) $false
% 59.63/24.84  																																														|
% 59.63/24.84  																																														|-The branch is then unsatisfiable
% 59.63/24.84  																																													|-Branch two:
% 59.63/24.84  																																													| (724)  ~ (unit = e4)
% 59.63/24.84  																																													| (725) unit = e3 | unit = e1 | unit = e0
% 59.63/24.84  																																													|
% 59.63/24.84  																																														+-Applying beta-rule and splitting (725), into two cases.
% 59.63/24.84  																																														|-Branch one:
% 59.63/24.84  																																														| (726) unit = e0
% 59.63/24.84  																																														|
% 59.63/24.84  																																															| From (726) and (244) follows:
% 59.63/24.84  																																															| (2207) op(e0, e4) = e4
% 59.63/24.84  																																															|
% 59.63/24.84  																																															| From (726) and (24) follows:
% 59.63/24.84  																																															| (2208) op(e0, e3) = e3
% 59.63/24.84  																																															|
% 59.63/24.84  																																															| From (726) and (28) follows:
% 59.63/24.84  																																															| (2698) op(e1, e0) = e1
% 59.63/24.84  																																															|
% 59.63/24.84  																																															| From (726) and (42) follows:
% 59.63/24.84  																																															| (728) op(e0, e0) = e0
% 59.63/24.84  																																															|
% 59.63/24.84  																																															| Instantiating formula (29) with e1, e0, e1, e2 and discharging atoms op(e1, e0) = e2, op(e1, e0) = e1, yields:
% 59.63/24.84  																																															| (617) e2 = e1
% 59.63/24.84  																																															|
% 59.63/24.84  																																															| Instantiating formula (29) with e0, e4, e4, e3 and discharging atoms op(e0, e4) = e4, op(e0, e4) = e3, yields:
% 59.63/24.84  																																															| (425) e4 = e3
% 59.63/24.84  																																															|
% 59.63/24.84  																																															| Instantiating formula (29) with e0, e3, e3, e2 and discharging atoms op(e0, e3) = e3, op(e0, e3) = e2, yields:
% 59.63/24.84  																																															| (662) e3 = e2
% 59.63/24.84  																																															|
% 59.63/24.84  																																															| Instantiating formula (29) with e0, e0, e0, e4 and discharging atoms op(e0, e0) = e4, op(e0, e0) = e0, yields:
% 59.63/24.84  																																															| (397) e4 = e0
% 59.63/24.84  																																															|
% 59.63/24.84  																																															| Combining equations (425,397) yields a new equation:
% 59.63/24.84  																																															| (675) e3 = e0
% 59.63/24.84  																																															|
% 59.63/24.84  																																															| Simplifying 675 yields:
% 59.63/24.84  																																															| (676) e3 = e0
% 59.63/24.84  																																															|
% 59.63/24.84  																																															| Combining equations (676,662) yields a new equation:
% 59.63/24.84  																																															| (330) e2 = e0
% 59.63/24.84  																																															|
% 59.63/24.84  																																															| Combining equations (617,330) yields a new equation:
% 59.63/24.84  																																															| (546) e1 = e0
% 59.63/24.84  																																															|
% 59.63/24.84  																																															| Simplifying 546 yields:
% 59.63/24.84  																																															| (431) e1 = e0
% 59.63/24.84  																																															|
% 59.63/24.84  																																															| Equations (431) can reduce 233 to:
% 59.63/24.84  																																															| (266) $false
% 59.63/24.84  																																															|
% 59.63/24.84  																																															|-The branch is then unsatisfiable
% 59.63/24.84  																																														|-Branch two:
% 59.63/24.84  																																														| (734)  ~ (unit = e0)
% 59.63/24.84  																																														| (735) unit = e3 | unit = e1
% 59.63/24.84  																																														|
% 59.63/24.84  																																															+-Applying beta-rule and splitting (735), into two cases.
% 59.63/24.84  																																															|-Branch one:
% 59.63/24.84  																																															| (736) unit = e1
% 59.63/24.84  																																															|
% 59.63/24.84  																																																| Equations (736) can reduce 734 to:
% 59.63/24.84  																																																| (233)  ~ (e1 = e0)
% 59.63/24.84  																																																|
% 59.63/24.84  																																																| From (736) and (15) follows:
% 59.63/24.84  																																																| (515) op(e1, e2) = e2
% 59.63/24.84  																																																|
% 59.63/24.84  																																																| From (736) and (209) follows:
% 59.63/24.84  																																																| (2715) op(e1, e0) = e0
% 59.63/24.84  																																																|
% 59.63/24.84  																																																| Instantiating formula (29) with e1, e2, e2, e1 and discharging atoms op(e1, e2) = e2, op(e1, e2) = e1, yields:
% 59.63/24.84  																																																| (617) e2 = e1
% 59.63/24.84  																																																|
% 59.63/24.84  																																																| Instantiating formula (29) with e1, e0, e0, e2 and discharging atoms op(e1, e0) = e2, op(e1, e0) = e0, yields:
% 59.63/24.84  																																																| (330) e2 = e0
% 59.63/24.84  																																																|
% 59.63/24.84  																																																| Combining equations (330,617) yields a new equation:
% 59.63/24.84  																																																| (431) e1 = e0
% 59.63/24.84  																																																|
% 59.63/24.84  																																																| Equations (431) can reduce 233 to:
% 59.63/24.84  																																																| (266) $false
% 59.63/24.84  																																																|
% 59.63/24.84  																																																|-The branch is then unsatisfiable
% 59.63/24.84  																																															|-Branch two:
% 59.63/24.84  																																															| (748)  ~ (unit = e1)
% 59.63/24.84  																																															| (749) unit = e3
% 59.63/24.84  																																															|
% 59.63/24.84  																																																| From (749) and (209) follows:
% 59.63/24.84  																																																| (1667) op(e3, e0) = e0
% 59.63/24.84  																																																|
% 59.63/24.84  																																																| From (749) and (28) follows:
% 59.63/24.84  																																																| (2235) op(e1, e3) = e1
% 59.63/24.84  																																																|
% 59.63/24.84  																																																| Instantiating formula (29) with e3, e0, e0, e3 and discharging atoms op(e3, e0) = e3, op(e3, e0) = e0, yields:
% 59.63/24.84  																																																| (676) e3 = e0
% 59.63/24.84  																																																|
% 59.63/24.84  																																																| Instantiating formula (29) with e1, e3, e1, e3 and discharging atoms op(e1, e3) = e3, op(e1, e3) = e1, yields:
% 59.63/24.84  																																																| (455) e3 = e1
% 59.63/24.84  																																																|
% 59.63/24.84  																																																| Combining equations (676,455) yields a new equation:
% 59.63/24.84  																																																| (431) e1 = e0
% 59.63/24.84  																																																|
% 59.63/24.84  																																																| Equations (431) can reduce 233 to:
% 59.63/24.84  																																																| (266) $false
% 59.63/24.84  																																																|
% 59.63/24.84  																																																|-The branch is then unsatisfiable
% 59.63/24.84  																																											|-Branch two:
% 59.63/24.84  																																											| (411)  ~ (all_0_50_50 = e3)
% 59.63/24.84  																																											| (418) all_0_51_51 = e3 | all_0_53_53 = e3
% 59.63/24.84  																																											|
% 59.63/24.84  																																												+-Applying beta-rule and splitting (418), into two cases.
% 59.63/24.84  																																												|-Branch one:
% 59.63/24.84  																																												| (660) all_0_51_51 = e3
% 59.63/24.84  																																												|
% 59.63/24.84  																																													| Combining equations (660,1109) yields a new equation:
% 59.63/24.84  																																													| (454) e3 = e1
% 59.63/24.84  																																													|
% 59.63/24.84  																																													| Simplifying 454 yields:
% 59.63/24.84  																																													| (455) e3 = e1
% 59.63/24.84  																																													|
% 59.63/24.84  																																													| Equations (455) can reduce 213 to:
% 59.63/24.84  																																													| (266) $false
% 59.63/24.84  																																													|
% 59.63/24.84  																																													|-The branch is then unsatisfiable
% 59.63/24.84  																																												|-Branch two:
% 59.63/24.84  																																												| (664)  ~ (all_0_51_51 = e3)
% 59.63/24.84  																																												| (665) all_0_53_53 = e3
% 59.63/24.84  																																												|
% 59.63/24.84  																																													| Combining equations (607,665) yields a new equation:
% 59.63/24.84  																																													| (662) e3 = e2
% 59.63/24.84  																																													|
% 59.63/24.84  																																													| Equations (662) can reduce 212 to:
% 59.63/24.84  																																													| (266) $false
% 59.63/24.84  																																													|
% 59.63/24.84  																																													|-The branch is then unsatisfiable
% 59.63/24.84  																																										|-Branch two:
% 59.63/24.84  																																										| (464)  ~ (all_0_51_51 = e1)
% 59.63/24.84  																																										| (1202) all_0_52_52 = e1 | all_0_53_53 = e1
% 59.63/24.84  																																										|
% 59.63/24.84  																																											+-Applying beta-rule and splitting (1202), into two cases.
% 59.63/24.84  																																											|-Branch one:
% 59.63/24.84  																																											| (642) all_0_52_52 = e1
% 59.63/24.84  																																											|
% 59.63/24.84  																																												| Combining equations (565,642) yields a new equation:
% 59.63/24.84  																																												| (636) e4 = e1
% 59.63/24.84  																																												|
% 59.63/24.84  																																												| Simplifying 636 yields:
% 59.63/24.84  																																												| (630) e4 = e1
% 59.63/24.84  																																												|
% 59.63/24.84  																																												| Equations (630) can reduce 110 to:
% 59.63/24.84  																																												| (266) $false
% 59.63/24.84  																																												|
% 59.63/24.84  																																												|-The branch is then unsatisfiable
% 59.63/24.84  																																											|-Branch two:
% 59.63/24.84  																																											| (646)  ~ (all_0_52_52 = e1)
% 59.63/24.84  																																											| (1208) all_0_53_53 = e1
% 59.63/24.84  																																											|
% 59.63/24.84  																																												| Combining equations (607,1208) yields a new equation:
% 59.63/24.84  																																												| (616) e2 = e1
% 59.63/24.84  																																												|
% 59.63/24.84  																																												| Simplifying 616 yields:
% 59.63/24.84  																																												| (617) e2 = e1
% 59.63/24.84  																																												|
% 59.63/24.84  																																												| Equations (617) can reduce 122 to:
% 59.63/24.84  																																												| (266) $false
% 59.63/24.84  																																												|
% 59.63/24.84  																																												|-The branch is then unsatisfiable
% 59.63/24.84  																																								|-Branch two:
% 59.63/24.84  																																								| (1064)  ~ (all_0_49_49 = e1)
% 59.63/24.84  																																								| (884) all_0_49_49 = e3
% 59.63/24.84  																																								|
% 59.63/24.84  																																									| Equations (884) can reduce 525 to:
% 59.63/24.84  																																									| (266) $false
% 59.63/24.84  																																									|
% 59.63/24.84  																																									|-The branch is then unsatisfiable
% 59.63/24.84  																																				|-Branch two:
% 59.63/24.84  																																				| (457)  ~ (all_0_41_41 = e1)
% 59.63/24.84  																																				| (458) all_0_42_42 = e1 | all_0_43_43 = e1 | all_0_44_44 = e1
% 59.63/24.84  																																				|
% 59.63/24.84  																																					+-Applying beta-rule and splitting (18), into two cases.
% 59.63/24.84  																																					|-Branch one:
% 59.63/24.84  																																					| (453) all_0_41_41 = e1
% 59.63/24.84  																																					|
% 59.63/24.84  																																						| Equations (453) can reduce 457 to:
% 59.63/24.84  																																						| (266) $false
% 59.63/24.84  																																						|
% 59.63/24.84  																																						|-The branch is then unsatisfiable
% 59.63/24.84  																																					|-Branch two:
% 59.63/24.84  																																					| (457)  ~ (all_0_41_41 = e1)
% 59.63/24.84  																																					| (595) all_0_46_46 = e1 | all_0_50_50 = e1 | all_0_55_55 = e1
% 59.63/24.84  																																					|
% 59.63/24.84  																																						+-Applying beta-rule and splitting (595), into two cases.
% 59.63/24.84  																																						|-Branch one:
% 59.63/24.84  																																						| (545) all_0_46_46 = e1
% 59.63/24.84  																																						|
% 59.63/24.84  																																							| Combining equations (545,538) yields a new equation:
% 59.63/24.84  																																							| (546) e1 = e0
% 59.63/24.84  																																							|
% 59.63/24.85  																																							| Simplifying 546 yields:
% 59.63/24.85  																																							| (431) e1 = e0
% 59.63/24.85  																																							|
% 59.63/24.85  																																							| Equations (431) can reduce 233 to:
% 59.63/24.85  																																							| (266) $false
% 59.63/24.85  																																							|
% 59.63/24.85  																																							|-The branch is then unsatisfiable
% 59.63/24.85  																																						|-Branch two:
% 59.63/24.85  																																						| (549)  ~ (all_0_46_46 = e1)
% 59.63/24.85  																																						| (600) all_0_50_50 = e1 | all_0_55_55 = e1
% 59.63/24.85  																																						|
% 59.63/24.85  																																							+-Applying beta-rule and splitting (600), into two cases.
% 59.63/24.85  																																							|-Branch one:
% 59.63/24.85  																																							| (601) all_0_50_50 = e1
% 59.63/24.85  																																							|
% 59.63/24.85  																																								+-Applying beta-rule and splitting (168), into two cases.
% 59.63/24.85  																																								|-Branch one:
% 59.63/24.85  																																								| (415) all_0_50_50 = e3
% 59.63/24.85  																																								|
% 59.63/24.85  																																									| Combining equations (601,415) yields a new equation:
% 59.63/24.85  																																									| (455) e3 = e1
% 59.63/24.85  																																									|
% 59.63/24.85  																																									| Equations (455) can reduce 213 to:
% 59.63/24.85  																																									| (266) $false
% 59.63/24.85  																																									|
% 59.63/24.85  																																									|-The branch is then unsatisfiable
% 59.63/24.85  																																								|-Branch two:
% 59.63/24.85  																																								| (411)  ~ (all_0_50_50 = e3)
% 59.63/24.85  																																								| (418) all_0_51_51 = e3 | all_0_53_53 = e3
% 59.63/24.85  																																								|
% 59.63/24.85  																																									| Equations (601) can reduce 411 to:
% 59.63/24.85  																																									| (467)  ~ (e3 = e1)
% 59.63/24.85  																																									|
% 59.63/24.85  																																									| Simplifying 467 yields:
% 59.63/24.85  																																									| (213)  ~ (e3 = e1)
% 59.63/24.85  																																									|
% 59.63/24.85  																																									+-Applying beta-rule and splitting (112), into two cases.
% 59.63/24.85  																																									|-Branch one:
% 59.63/24.85  																																									| (635) all_0_44_44 = e1
% 59.63/24.85  																																									|
% 59.63/24.85  																																										| Combining equations (635,532) yields a new equation:
% 59.63/24.85  																																										| (455) e3 = e1
% 59.63/24.85  																																										|
% 59.63/24.85  																																										| Equations (455) can reduce 213 to:
% 59.63/24.85  																																										| (266) $false
% 59.63/24.85  																																										|
% 59.63/24.85  																																										|-The branch is then unsatisfiable
% 59.63/24.85  																																									|-Branch two:
% 59.63/24.85  																																									| (639)  ~ (all_0_44_44 = e1)
% 59.63/24.85  																																									| (640) all_0_49_49 = e1 | all_0_53_53 = e1 | all_0_58_58 = e1
% 59.63/24.85  																																									|
% 59.63/24.85  																																										| Equations (532) can reduce 639 to:
% 59.63/24.85  																																										| (213)  ~ (e3 = e1)
% 59.63/24.85  																																										|
% 59.63/24.85  																																										+-Applying beta-rule and splitting (4042), into two cases.
% 59.63/24.85  																																										|-Branch one:
% 59.63/24.85  																																										| (415) all_0_50_50 = e3
% 59.63/24.85  																																										|
% 59.63/24.85  																																											| Combining equations (601,415) yields a new equation:
% 59.63/24.85  																																											| (455) e3 = e1
% 59.63/24.85  																																											|
% 59.63/24.85  																																											| Equations (455) can reduce 213 to:
% 59.63/24.85  																																											| (266) $false
% 59.63/24.85  																																											|
% 59.63/24.85  																																											|-The branch is then unsatisfiable
% 59.63/24.85  																																										|-Branch two:
% 59.63/24.85  																																										| (411)  ~ (all_0_50_50 = e3)
% 59.63/24.85  																																										| (2336) all_0_55_55 = e3
% 59.63/24.85  																																										|
% 59.63/24.85  																																											| Combining equations (386,2336) yields a new equation:
% 59.63/24.85  																																											| (662) e3 = e2
% 59.63/24.85  																																											|
% 59.63/24.85  																																											| Equations (662) can reduce 212 to:
% 59.63/24.85  																																											| (266) $false
% 59.63/24.85  																																											|
% 59.63/24.85  																																											|-The branch is then unsatisfiable
% 59.63/24.85  																																							|-Branch two:
% 59.63/24.85  																																							| (759)  ~ (all_0_50_50 = e1)
% 59.63/24.85  																																							| (629) all_0_55_55 = e1
% 59.63/24.85  																																							|
% 59.63/24.85  																																								| Combining equations (629,386) yields a new equation:
% 59.63/24.85  																																								| (617) e2 = e1
% 59.63/24.85  																																								|
% 59.63/24.85  																																								| Equations (617) can reduce 122 to:
% 59.63/24.85  																																								| (266) $false
% 59.63/24.85  																																								|
% 59.63/24.85  																																								|-The branch is then unsatisfiable
% 59.63/24.85  																														|-Branch two:
% 59.63/24.85  																														| (1890)  ~ (all_0_42_42 = e4)
% 59.63/24.85  																														| (1891) all_0_43_43 = e4 | all_0_44_44 = e4
% 59.63/24.85  																														|
% 59.63/24.85  																															+-Applying beta-rule and splitting (1891), into two cases.
% 59.63/24.85  																															|-Branch one:
% 59.63/24.85  																															| (396) all_0_43_43 = e4
% 59.63/24.85  																															|
% 59.63/24.85  																																| Combining equations (396,356) yields a new equation:
% 59.63/24.85  																																| (481) e4 = e0
% 59.63/24.85  																																|
% 59.63/24.85  																																| Simplifying 481 yields:
% 59.63/24.85  																																| (397) e4 = e0
% 59.63/24.85  																																|
% 59.63/24.85  																																| Equations (397) can reduce 49 to:
% 59.63/24.85  																																| (266) $false
% 59.63/24.85  																																|
% 59.63/24.85  																																|-The branch is then unsatisfiable
% 59.63/24.85  																															|-Branch two:
% 59.63/24.85  																															| (399)  ~ (all_0_43_43 = e4)
% 59.63/24.85  																															| (446) all_0_44_44 = e4
% 59.63/24.85  																															|
% 59.63/24.85  																																| Equations (446) can reduce 1390 to:
% 59.63/24.85  																																| (266) $false
% 59.63/24.85  																																|
% 59.63/24.85  																																|-The branch is then unsatisfiable
% 59.63/24.85  																												|-Branch two:
% 59.63/24.85  																												| (1670)  ~ (all_0_57_57 = e1)
% 59.63/24.85  																												| (918) all_0_58_58 = e1
% 59.63/24.85  																												|
% 59.63/24.85  																													| Combining equations (918,910) yields a new equation:
% 59.63/24.85  																													| (630) e4 = e1
% 59.63/24.85  																													|
% 59.63/24.85  																													| Equations (630) can reduce 110 to:
% 59.63/24.85  																													| (266) $false
% 59.63/24.85  																													|
% 59.63/24.85  																													|-The branch is then unsatisfiable
% 59.63/24.85  																								|-Branch two:
% 59.63/24.85  																								| (831)  ~ (all_0_46_46 = e0)
% 59.63/24.85  																								| (832) all_0_47_47 = e0 | all_0_48_48 = e0 | all_0_49_49 = e0
% 59.63/24.85  																								|
% 59.63/24.85  																									+-Applying beta-rule and splitting (832), into two cases.
% 59.63/24.85  																									|-Branch one:
% 59.63/24.85  																									| (674) all_0_47_47 = e0
% 59.63/24.85  																									|
% 59.63/24.85  																										| Equations (674) can reduce 678 to:
% 59.63/24.85  																										| (266) $false
% 59.63/24.85  																										|
% 59.63/24.85  																										|-The branch is then unsatisfiable
% 59.63/24.85  																									|-Branch two:
% 59.63/24.85  																									| (678)  ~ (all_0_47_47 = e0)
% 59.63/24.85  																									| (1278) all_0_48_48 = e0 | all_0_49_49 = e0
% 59.63/24.85  																									|
% 59.63/24.85  																										+-Applying beta-rule and splitting (1278), into two cases.
% 59.63/24.85  																										|-Branch one:
% 59.63/24.85  																										| (1279) all_0_48_48 = e0
% 59.63/24.85  																										|
% 59.63/24.85  																											| Combining equations (335,1279) yields a new equation:
% 59.63/24.85  																											| (391) e2 = e0
% 59.63/24.85  																											|
% 59.63/24.85  																											| Simplifying 391 yields:
% 59.63/24.85  																											| (330) e2 = e0
% 59.63/24.85  																											|
% 59.63/24.85  																											| Equations (330) can reduce 128 to:
% 59.63/24.85  																											| (266) $false
% 59.63/24.85  																											|
% 59.63/24.85  																											|-The branch is then unsatisfiable
% 59.63/24.85  																										|-Branch two:
% 59.63/24.85  																										| (1283)  ~ (all_0_48_48 = e0)
% 59.63/24.85  																										| (978) all_0_49_49 = e0
% 59.63/24.85  																										|
% 59.63/24.85  																											| Equations (978) can reduce 487 to:
% 59.63/24.85  																											| (266) $false
% 59.63/24.85  																											|
% 59.63/24.85  																											|-The branch is then unsatisfiable
% 59.63/24.85  																			|-Branch two:
% 59.63/24.85  																			| (780)  ~ (all_0_52_52 = e4)
% 59.63/24.85  																			| (781) (all_0_41_41 = e0 & all_0_58_58 = e3 &  ~ (all_0_44_44 = e3)) | (all_0_41_41 = e0 & all_0_58_58 = e3 &  ~ (all_0_55_55 = e0)) | (all_0_47_47 = e1 & all_0_52_52 = e2 &  ~ (all_0_48_48 = e2)) | (all_0_47_47 = e1 & all_0_52_52 = e2 &  ~ (all_0_51_51 = e1)) | (all_0_47_47 = e0 & all_0_58_58 = e2 &  ~ (all_0_49_49 = e2)) | (all_0_47_47 = e0 & all_0_58_58 = e2 &  ~ (all_0_56_56 = e0))
% 59.63/24.85  																			|
% 59.63/24.85  																				+-Applying beta-rule and splitting (355), into two cases.
% 59.63/24.85  																				|-Branch one:
% 59.63/24.85  																				| (565) all_0_52_52 = e4
% 59.63/24.85  																				|
% 59.63/24.85  																					| Equations (565) can reduce 780 to:
% 59.63/24.85  																					| (266) $false
% 59.63/24.85  																					|
% 59.63/24.85  																					|-The branch is then unsatisfiable
% 59.63/24.85  																				|-Branch two:
% 59.63/24.85  																				| (780)  ~ (all_0_52_52 = e4)
% 59.63/24.85  																				| (642) all_0_52_52 = e1
% 59.63/24.85  																				|
% 59.63/24.85  																					| Equations (642) can reduce 20 to:
% 59.63/24.85  																					| (464)  ~ (all_0_51_51 = e1)
% 59.63/24.85  																					|
% 59.63/24.85  																					| Equations (642) can reduce 780 to:
% 59.63/24.85  																					| (602)  ~ (e4 = e1)
% 59.63/24.85  																					|
% 59.63/24.85  																					| Simplifying 602 yields:
% 59.63/24.85  																					| (110)  ~ (e4 = e1)
% 59.63/24.85  																					|
% 59.63/24.85  																					+-Applying beta-rule and splitting (231), into two cases.
% 59.63/24.85  																					|-Branch one:
% 59.63/24.85  																					| (775) all_0_50_50 = e4
% 59.63/24.85  																					|
% 59.63/24.85  																						| Equations (775) can reduce 566 to:
% 59.63/24.85  																						| (266) $false
% 59.63/24.85  																						|
% 59.63/24.85  																						|-The branch is then unsatisfiable
% 59.63/24.85  																					|-Branch two:
% 59.63/24.85  																					| (566)  ~ (all_0_50_50 = e4)
% 59.63/24.85  																					| (1071) all_0_51_51 = e4 | all_0_52_52 = e4 | all_0_53_53 = e4
% 59.63/24.85  																					|
% 59.63/24.85  																						+-Applying beta-rule and splitting (1071), into two cases.
% 59.63/24.85  																						|-Branch one:
% 59.63/24.85  																						| (1101) all_0_51_51 = e4
% 59.63/24.85  																						|
% 59.63/24.85  																							| Equations (1101) can reduce 1099 to:
% 59.63/24.85  																							| (48)  ~ (e4 = e2)
% 59.63/24.85  																							|
% 59.63/24.85  																							| Equations (1101) can reduce 464 to:
% 59.63/24.85  																							| (110)  ~ (e4 = e1)
% 59.63/24.85  																							|
% 59.63/24.85  																							| Equations (1101) can reduce 115 to:
% 59.63/24.85  																							| (49)  ~ (e4 = e0)
% 59.63/24.85  																							|
% 59.63/24.85  																							+-Applying beta-rule and splitting (168), into two cases.
% 59.63/24.85  																							|-Branch one:
% 59.63/24.85  																							| (415) all_0_50_50 = e3
% 59.63/24.85  																							|
% 59.63/24.85  																								| Equations (415) can reduce 221 to:
% 59.63/24.85  																								| (1898)  ~ (all_0_41_41 = e3)
% 59.63/24.85  																								|
% 59.63/24.85  																								+-Applying beta-rule and splitting (230), into two cases.
% 59.63/24.85  																								|-Branch one:
% 59.63/24.85  																								| (396) all_0_43_43 = e4
% 59.63/24.85  																								|
% 59.63/24.85  																									| Combining equations (396,356) yields a new equation:
% 59.63/24.85  																									| (481) e4 = e0
% 59.63/24.85  																									|
% 59.63/24.85  																									| Simplifying 481 yields:
% 59.63/24.85  																									| (397) e4 = e0
% 59.63/24.85  																									|
% 59.63/24.85  																									| Equations (397) can reduce 49 to:
% 59.63/24.85  																									| (266) $false
% 59.63/24.85  																									|
% 59.63/24.85  																									|-The branch is then unsatisfiable
% 59.63/24.85  																								|-Branch two:
% 59.63/24.85  																								| (399)  ~ (all_0_43_43 = e4)
% 59.63/24.85  																								| (400) all_0_48_48 = e4 | all_0_52_52 = e4 | all_0_57_57 = e4
% 59.63/24.85  																								|
% 59.63/24.85  																									+-Applying beta-rule and splitting (400), into two cases.
% 59.63/24.85  																									|-Branch one:
% 59.63/24.85  																									| (943) all_0_48_48 = e4
% 59.63/24.85  																									|
% 59.63/24.85  																										| Combining equations (943,335) yields a new equation:
% 59.63/24.85  																										| (322) e4 = e2
% 59.63/24.85  																										|
% 59.63/24.85  																										| Simplifying 322 yields:
% 59.63/24.85  																										| (323) e4 = e2
% 59.63/24.85  																										|
% 59.63/24.85  																										| Equations (323) can reduce 48 to:
% 59.63/24.85  																										| (266) $false
% 59.63/24.85  																										|
% 59.63/24.85  																										|-The branch is then unsatisfiable
% 59.63/24.85  																									|-Branch two:
% 59.63/24.85  																									| (254)  ~ (all_0_48_48 = e4)
% 59.63/24.85  																									| (947) all_0_52_52 = e4 | all_0_57_57 = e4
% 59.63/24.85  																									|
% 59.63/24.85  																										+-Applying beta-rule and splitting (947), into two cases.
% 59.63/24.85  																										|-Branch one:
% 59.63/24.85  																										| (565) all_0_52_52 = e4
% 59.63/24.85  																										|
% 59.63/24.85  																											| Combining equations (642,565) yields a new equation:
% 59.63/24.85  																											| (630) e4 = e1
% 59.63/24.85  																											|
% 59.63/24.85  																											| Equations (630) can reduce 110 to:
% 59.63/24.85  																											| (266) $false
% 59.63/24.85  																											|
% 59.63/24.85  																											|-The branch is then unsatisfiable
% 59.63/24.85  																										|-Branch two:
% 59.63/24.85  																										| (780)  ~ (all_0_52_52 = e4)
% 59.63/24.85  																										| (871) all_0_57_57 = e4
% 59.63/24.85  																										|
% 59.63/24.85  																											| Equations (871) can reduce 148 to:
% 59.63/24.85  																											| (450)  ~ (all_0_58_58 = e4)
% 59.63/24.85  																											|
% 59.63/24.85  																											| Simplifying 450 yields:
% 59.63/24.85  																											| (451)  ~ (all_0_58_58 = e4)
% 59.63/24.85  																											|
% 59.63/24.85  																											+-Applying beta-rule and splitting (108), into two cases.
% 59.63/24.85  																											|-Branch one:
% 59.63/24.85  																											| (624) all_0_58_58 = e2
% 59.63/24.85  																											|
% 59.63/24.85  																												| Equations (624) can reduce 908 to:
% 59.63/24.85  																												| (266) $false
% 59.63/24.85  																												|
% 59.63/24.85  																												|-The branch is then unsatisfiable
% 59.63/24.85  																											|-Branch two:
% 59.63/24.85  																											| (908)  ~ (all_0_58_58 = e2)
% 59.63/24.85  																											| (909) all_0_58_58 = e4 | all_0_58_58 = e3 | all_0_58_58 = e1 | all_0_58_58 = e0
% 59.63/24.85  																											|
% 59.63/24.85  																												+-Applying beta-rule and splitting (909), into two cases.
% 59.63/24.85  																												|-Branch one:
% 59.63/24.85  																												| (910) all_0_58_58 = e4
% 59.63/24.85  																												|
% 59.63/24.85  																													| Equations (910) can reduce 451 to:
% 59.63/24.85  																													| (266) $false
% 59.63/24.85  																													|
% 59.63/24.85  																													|-The branch is then unsatisfiable
% 59.63/24.85  																												|-Branch two:
% 59.63/24.85  																												| (451)  ~ (all_0_58_58 = e4)
% 59.63/24.85  																												| (913) all_0_58_58 = e3 | all_0_58_58 = e1 | all_0_58_58 = e0
% 59.63/24.85  																												|
% 59.63/24.85  																													+-Applying beta-rule and splitting (913), into two cases.
% 59.63/24.85  																													|-Branch one:
% 59.63/24.85  																													| (914) all_0_58_58 = e0
% 59.63/24.85  																													|
% 59.63/24.85  																														| Equations (914) can reduce 491 to:
% 59.63/24.85  																														| (266) $false
% 59.63/24.85  																														|
% 59.63/24.85  																														|-The branch is then unsatisfiable
% 59.63/24.85  																													|-Branch two:
% 59.63/24.85  																													| (491)  ~ (all_0_58_58 = e0)
% 59.63/24.85  																													| (917) all_0_58_58 = e3 | all_0_58_58 = e1
% 59.63/24.85  																													|
% 59.63/24.85  																														+-Applying beta-rule and splitting (917), into two cases.
% 59.63/24.85  																														|-Branch one:
% 59.63/24.85  																														| (918) all_0_58_58 = e1
% 59.63/24.85  																														|
% 59.63/24.85  																															| Equations (918) can reduce 181 to:
% 59.63/24.85  																															| (639)  ~ (all_0_44_44 = e1)
% 59.63/24.85  																															|
% 59.63/24.85  																															| Equations (918) can reduce 119 to:
% 59.63/24.85  																															| (1064)  ~ (all_0_49_49 = e1)
% 59.63/24.85  																															|
% 59.63/24.85  																															| Equations (918) can reduce 908 to:
% 59.63/24.85  																															| (604)  ~ (e2 = e1)
% 59.63/24.85  																															|
% 59.63/24.85  																															| Simplifying 604 yields:
% 59.63/24.85  																															| (122)  ~ (e2 = e1)
% 59.63/24.85  																															|
% 59.63/24.85  																															| Equations (918) can reduce 491 to:
% 59.63/24.85  																															| (233)  ~ (e1 = e0)
% 59.63/24.85  																															|
% 59.63/24.85  																															+-Applying beta-rule and splitting (54), into two cases.
% 59.63/24.85  																															|-Branch one:
% 59.63/24.85  																															| (583) all_0_49_49 = e2
% 59.63/24.85  																															|
% 59.63/24.85  																																| Equations (583) can reduce 340 to:
% 59.63/24.85  																																| (266) $false
% 59.63/24.85  																																|
% 59.63/24.85  																																|-The branch is then unsatisfiable
% 59.63/24.85  																															|-Branch two:
% 59.63/24.85  																															| (340)  ~ (all_0_49_49 = e2)
% 59.63/24.85  																															| (586) all_0_49_49 = e4 | all_0_49_49 = e3 | all_0_49_49 = e1 | all_0_49_49 = e0
% 59.63/24.85  																															|
% 59.63/24.85  																																+-Applying beta-rule and splitting (586), into two cases.
% 59.63/24.85  																																|-Branch one:
% 59.63/24.85  																																| (974) all_0_49_49 = e4
% 59.63/24.85  																																|
% 59.63/24.85  																																	| Equations (974) can reduce 256 to:
% 59.63/24.85  																																	| (266) $false
% 59.63/24.85  																																	|
% 59.63/24.85  																																	|-The branch is then unsatisfiable
% 59.63/24.85  																																|-Branch two:
% 59.63/24.85  																																| (256)  ~ (all_0_49_49 = e4)
% 59.63/24.85  																																| (977) all_0_49_49 = e3 | all_0_49_49 = e1 | all_0_49_49 = e0
% 59.63/24.85  																																|
% 59.63/24.85  																																	+-Applying beta-rule and splitting (977), into two cases.
% 59.63/24.85  																																	|-Branch one:
% 59.63/24.85  																																	| (978) all_0_49_49 = e0
% 59.63/24.85  																																	|
% 59.63/24.85  																																		| Equations (978) can reduce 487 to:
% 59.63/24.85  																																		| (266) $false
% 59.63/24.85  																																		|
% 59.63/24.85  																																		|-The branch is then unsatisfiable
% 59.63/24.85  																																	|-Branch two:
% 59.63/24.85  																																	| (487)  ~ (all_0_49_49 = e0)
% 59.63/24.85  																																	| (981) all_0_49_49 = e3 | all_0_49_49 = e1
% 59.63/24.85  																																	|
% 59.63/24.85  																																		+-Applying beta-rule and splitting (981), into two cases.
% 59.63/24.85  																																		|-Branch one:
% 59.63/24.85  																																		| (671) all_0_49_49 = e1
% 59.63/24.85  																																		|
% 59.63/24.85  																																			| Equations (671) can reduce 1064 to:
% 59.63/24.85  																																			| (266) $false
% 59.63/24.85  																																			|
% 59.63/24.85  																																			|-The branch is then unsatisfiable
% 59.63/24.85  																																		|-Branch two:
% 59.63/24.85  																																		| (1064)  ~ (all_0_49_49 = e1)
% 59.63/24.85  																																		| (884) all_0_49_49 = e3
% 59.63/24.85  																																		|
% 59.63/24.85  																																			| Equations (884) can reduce 9 to:
% 59.63/24.85  																																			| (407)  ~ (all_0_44_44 = e3)
% 59.63/24.85  																																			|
% 59.63/24.85  																																			| Equations (884) can reduce 1064 to:
% 59.63/24.85  																																			| (213)  ~ (e3 = e1)
% 59.63/24.85  																																			|
% 59.63/24.85  																																			+-Applying beta-rule and splitting (184), into two cases.
% 59.63/24.85  																																			|-Branch one:
% 59.63/24.85  																																			| (538) all_0_46_46 = e0
% 59.63/24.85  																																			|
% 59.63/24.85  																																				| Equations (538) can reduce 19 to:
% 59.63/24.85  																																				| (1402)  ~ (all_0_47_47 = e0)
% 59.63/24.85  																																				|
% 59.63/24.85  																																				| Simplifying 1402 yields:
% 59.63/24.85  																																				| (678)  ~ (all_0_47_47 = e0)
% 59.63/24.85  																																				|
% 59.63/24.85  																																				+-Applying beta-rule and splitting (26), into two cases.
% 59.63/24.85  																																				|-Branch one:
% 59.63/24.85  																																				| (446) all_0_44_44 = e4
% 59.63/24.85  																																				|
% 59.63/24.85  																																					| Equations (446) can reduce 407 to:
% 59.63/24.85  																																					| (188)  ~ (e4 = e3)
% 59.63/24.85  																																					|
% 59.63/24.85  																																					+-Applying beta-rule and splitting (113), into two cases.
% 59.63/24.85  																																					|-Branch one:
% 59.63/24.85  																																					| (403) all_0_41_41 = e3
% 59.63/24.85  																																					|
% 59.63/24.85  																																						| Equations (403) can reduce 1898 to:
% 59.63/24.85  																																						| (266) $false
% 59.63/24.85  																																						|
% 59.63/24.85  																																						|-The branch is then unsatisfiable
% 59.63/24.85  																																					|-Branch two:
% 59.63/24.85  																																					| (1898)  ~ (all_0_41_41 = e3)
% 59.63/24.85  																																					| (1899) all_0_42_42 = e3 | all_0_44_44 = e3
% 59.63/24.85  																																					|
% 59.63/24.85  																																						+-Applying beta-rule and splitting (135), into two cases.
% 59.63/24.85  																																						|-Branch one:
% 59.63/24.85  																																						| (545) all_0_46_46 = e1
% 59.63/24.85  																																						|
% 59.63/24.85  																																							| Combining equations (538,545) yields a new equation:
% 59.63/24.85  																																							| (431) e1 = e0
% 59.63/24.85  																																							|
% 59.63/24.85  																																							| Equations (431) can reduce 233 to:
% 59.63/24.85  																																							| (266) $false
% 59.63/24.85  																																							|
% 59.63/24.85  																																							|-The branch is then unsatisfiable
% 59.63/24.85  																																						|-Branch two:
% 59.63/24.85  																																						| (549)  ~ (all_0_46_46 = e1)
% 59.63/24.85  																																						| (550) all_0_47_47 = e1 | all_0_48_48 = e1 | all_0_49_49 = e1
% 59.63/24.85  																																						|
% 59.63/24.85  																																							+-Applying beta-rule and splitting (1899), into two cases.
% 59.63/24.85  																																							|-Branch one:
% 59.63/24.85  																																							| (516) all_0_42_42 = e3
% 59.63/24.85  																																							|
% 59.63/24.85  																																								| Equations (516) can reduce 198 to:
% 59.63/24.85  																																								| (2538)  ~ (all_0_47_47 = e3)
% 59.63/24.85  																																								|
% 59.63/24.85  																																								| Simplifying 2538 yields:
% 59.63/24.85  																																								| (1091)  ~ (all_0_47_47 = e3)
% 59.63/24.85  																																								|
% 59.63/24.85  																																								+-Applying beta-rule and splitting (550), into two cases.
% 59.63/24.85  																																								|-Branch one:
% 59.63/24.85  																																								| (654) all_0_47_47 = e1
% 59.63/24.85  																																								|
% 59.63/24.85  																																									| Equations (654) can reduce 1091 to:
% 59.63/24.85  																																									| (467)  ~ (e3 = e1)
% 59.63/24.85  																																									|
% 59.63/24.85  																																									| Simplifying 467 yields:
% 59.63/24.85  																																									| (213)  ~ (e3 = e1)
% 59.63/24.85  																																									|
% 59.63/24.85  																																									| Equations (654) can reduce 338 to:
% 59.63/24.85  																																									| (604)  ~ (e2 = e1)
% 59.63/24.85  																																									|
% 59.63/24.85  																																									| Simplifying 604 yields:
% 59.63/24.85  																																									| (122)  ~ (e2 = e1)
% 59.63/24.85  																																									|
% 59.63/24.85  																																									| Equations (654) can reduce 678 to:
% 59.63/24.85  																																									| (233)  ~ (e1 = e0)
% 59.63/24.85  																																									|
% 59.63/24.85  																																									+-Applying beta-rule and splitting (781), into two cases.
% 59.63/24.85  																																									|-Branch one:
% 59.63/24.85  																																									| (789) (all_0_41_41 = e0 & all_0_58_58 = e3 &  ~ (all_0_44_44 = e3)) | (all_0_41_41 = e0 & all_0_58_58 = e3 &  ~ (all_0_55_55 = e0)) | (all_0_47_47 = e1 & all_0_52_52 = e2 &  ~ (all_0_48_48 = e2)) | (all_0_47_47 = e1 & all_0_52_52 = e2 &  ~ (all_0_51_51 = e1)) | (all_0_47_47 = e0 & all_0_58_58 = e2 &  ~ (all_0_49_49 = e2))
% 59.63/24.85  																																									|
% 59.63/24.85  																																										+-Applying beta-rule and splitting (789), into two cases.
% 59.63/24.85  																																										|-Branch one:
% 59.63/24.85  																																										| (790) (all_0_41_41 = e0 & all_0_58_58 = e3 &  ~ (all_0_44_44 = e3)) | (all_0_41_41 = e0 & all_0_58_58 = e3 &  ~ (all_0_55_55 = e0)) | (all_0_47_47 = e1 & all_0_52_52 = e2 &  ~ (all_0_48_48 = e2)) | (all_0_47_47 = e1 & all_0_52_52 = e2 &  ~ (all_0_51_51 = e1))
% 59.63/24.85  																																										|
% 59.63/24.85  																																											+-Applying beta-rule and splitting (790), into two cases.
% 59.63/24.85  																																											|-Branch one:
% 59.63/24.85  																																											| (791) (all_0_41_41 = e0 & all_0_58_58 = e3 &  ~ (all_0_44_44 = e3)) | (all_0_41_41 = e0 & all_0_58_58 = e3 &  ~ (all_0_55_55 = e0)) | (all_0_47_47 = e1 & all_0_52_52 = e2 &  ~ (all_0_48_48 = e2))
% 59.63/24.85  																																											|
% 59.63/24.85  																																												+-Applying beta-rule and splitting (791), into two cases.
% 59.63/24.85  																																												|-Branch one:
% 59.63/24.85  																																												| (792) (all_0_41_41 = e0 & all_0_58_58 = e3 &  ~ (all_0_44_44 = e3)) | (all_0_41_41 = e0 & all_0_58_58 = e3 &  ~ (all_0_55_55 = e0))
% 59.63/24.85  																																												|
% 59.63/24.85  																																													+-Applying beta-rule and splitting (792), into two cases.
% 59.63/24.85  																																													|-Branch one:
% 59.63/24.85  																																													| (793) all_0_41_41 = e0 & all_0_58_58 = e3 &  ~ (all_0_44_44 = e3)
% 59.63/24.85  																																													|
% 59.63/24.85  																																														| Applying alpha-rule on (793) yields:
% 59.63/24.85  																																														| (794) all_0_41_41 = e0
% 59.63/24.85  																																														| (795) all_0_58_58 = e3
% 59.63/24.85  																																														| (407)  ~ (all_0_44_44 = e3)
% 59.63/24.85  																																														|
% 59.63/24.85  																																														| Combining equations (795,918) yields a new equation:
% 59.63/24.85  																																														| (454) e3 = e1
% 59.63/24.85  																																														|
% 59.63/24.85  																																														| Simplifying 454 yields:
% 59.63/24.85  																																														| (455) e3 = e1
% 59.63/24.85  																																														|
% 59.63/24.85  																																														| Equations (455) can reduce 213 to:
% 59.63/24.85  																																														| (266) $false
% 59.63/24.85  																																														|
% 59.63/24.85  																																														|-The branch is then unsatisfiable
% 59.63/24.85  																																													|-Branch two:
% 59.63/24.85  																																													| (800) all_0_41_41 = e0 & all_0_58_58 = e3 &  ~ (all_0_55_55 = e0)
% 59.63/24.85  																																													|
% 59.63/24.85  																																														| Applying alpha-rule on (800) yields:
% 59.63/24.85  																																														| (794) all_0_41_41 = e0
% 59.63/24.85  																																														| (795) all_0_58_58 = e3
% 59.63/24.85  																																														| (803)  ~ (all_0_55_55 = e0)
% 59.63/24.85  																																														|
% 59.63/24.85  																																														| Combining equations (795,918) yields a new equation:
% 59.63/24.85  																																														| (454) e3 = e1
% 59.63/24.85  																																														|
% 59.63/24.85  																																														| Simplifying 454 yields:
% 59.63/24.85  																																														| (455) e3 = e1
% 59.63/24.85  																																														|
% 59.63/24.85  																																														| Equations (455) can reduce 213 to:
% 59.63/24.85  																																														| (266) $false
% 59.63/24.85  																																														|
% 59.63/24.85  																																														|-The branch is then unsatisfiable
% 59.63/24.85  																																												|-Branch two:
% 59.63/24.85  																																												| (807) all_0_47_47 = e1 & all_0_52_52 = e2 &  ~ (all_0_48_48 = e2)
% 59.63/24.85  																																												|
% 59.63/24.85  																																													| Applying alpha-rule on (807) yields:
% 59.63/24.85  																																													| (654) all_0_47_47 = e1
% 59.63/24.85  																																													| (352) all_0_52_52 = e2
% 59.63/24.85  																																													| (810)  ~ (all_0_48_48 = e2)
% 59.63/24.85  																																													|
% 59.63/24.85  																																													| Combining equations (642,352) yields a new equation:
% 59.63/24.85  																																													| (617) e2 = e1
% 59.63/24.85  																																													|
% 59.63/24.85  																																													| Equations (617) can reduce 122 to:
% 59.63/24.85  																																													| (266) $false
% 59.63/24.85  																																													|
% 59.63/24.85  																																													|-The branch is then unsatisfiable
% 59.63/24.85  																																											|-Branch two:
% 59.63/24.85  																																											| (813) all_0_47_47 = e1 & all_0_52_52 = e2 &  ~ (all_0_51_51 = e1)
% 59.63/24.85  																																											|
% 59.63/24.85  																																												| Applying alpha-rule on (813) yields:
% 59.63/24.85  																																												| (654) all_0_47_47 = e1
% 59.63/24.85  																																												| (352) all_0_52_52 = e2
% 59.63/24.85  																																												| (464)  ~ (all_0_51_51 = e1)
% 59.63/24.85  																																												|
% 59.63/24.85  																																												| Combining equations (642,352) yields a new equation:
% 59.63/24.85  																																												| (617) e2 = e1
% 59.63/24.85  																																												|
% 59.63/24.85  																																												| Equations (617) can reduce 122 to:
% 59.63/24.85  																																												| (266) $false
% 59.63/24.85  																																												|
% 59.63/24.85  																																												|-The branch is then unsatisfiable
% 59.63/24.85  																																										|-Branch two:
% 59.63/24.85  																																										| (819) all_0_47_47 = e0 & all_0_58_58 = e2 &  ~ (all_0_49_49 = e2)
% 59.63/24.85  																																										|
% 59.63/24.85  																																											| Applying alpha-rule on (819) yields:
% 59.63/24.85  																																											| (674) all_0_47_47 = e0
% 59.63/24.85  																																											| (624) all_0_58_58 = e2
% 59.63/24.85  																																											| (340)  ~ (all_0_49_49 = e2)
% 59.63/24.85  																																											|
% 59.63/24.85  																																											| Combining equations (674,654) yields a new equation:
% 59.63/24.85  																																											| (431) e1 = e0
% 59.63/24.85  																																											|
% 59.63/24.85  																																											| Equations (431) can reduce 233 to:
% 59.63/24.85  																																											| (266) $false
% 59.63/24.85  																																											|
% 59.63/24.85  																																											|-The branch is then unsatisfiable
% 59.63/24.85  																																									|-Branch two:
% 59.63/24.85  																																									| (825) all_0_47_47 = e0 & all_0_58_58 = e2 &  ~ (all_0_56_56 = e0)
% 59.63/24.85  																																									|
% 59.63/24.85  																																										| Applying alpha-rule on (825) yields:
% 59.63/24.85  																																										| (674) all_0_47_47 = e0
% 59.63/24.85  																																										| (624) all_0_58_58 = e2
% 59.63/24.85  																																										| (828)  ~ (all_0_56_56 = e0)
% 59.63/24.85  																																										|
% 59.63/24.85  																																										| Combining equations (674,654) yields a new equation:
% 59.63/24.85  																																										| (431) e1 = e0
% 59.63/24.85  																																										|
% 59.63/24.85  																																										| Equations (431) can reduce 233 to:
% 59.63/24.85  																																										| (266) $false
% 59.63/24.85  																																										|
% 59.63/24.85  																																										|-The branch is then unsatisfiable
% 59.63/24.85  																																								|-Branch two:
% 59.63/24.85  																																								| (462)  ~ (all_0_47_47 = e1)
% 59.63/24.85  																																								| (659) all_0_48_48 = e1 | all_0_49_49 = e1
% 59.63/24.85  																																								|
% 59.63/24.85  																																									+-Applying beta-rule and splitting (659), into two cases.
% 59.63/24.85  																																									|-Branch one:
% 59.63/24.85  																																									| (615) all_0_48_48 = e1
% 59.63/24.85  																																									|
% 59.63/24.85  																																										| Combining equations (615,335) yields a new equation:
% 59.63/24.85  																																										| (617) e2 = e1
% 59.63/24.85  																																										|
% 59.63/24.85  																																										| Equations (617) can reduce 122 to:
% 59.63/24.85  																																										| (266) $false
% 59.63/24.85  																																										|
% 59.63/24.85  																																										|-The branch is then unsatisfiable
% 59.63/24.85  																																									|-Branch two:
% 59.63/24.85  																																									| (619)  ~ (all_0_48_48 = e1)
% 59.63/24.85  																																									| (671) all_0_49_49 = e1
% 59.63/24.85  																																									|
% 59.63/24.85  																																										| Combining equations (884,671) yields a new equation:
% 59.63/24.85  																																										| (454) e3 = e1
% 59.63/24.85  																																										|
% 59.63/24.85  																																										| Simplifying 454 yields:
% 59.63/24.85  																																										| (455) e3 = e1
% 59.63/24.85  																																										|
% 59.63/24.85  																																										| Equations (455) can reduce 213 to:
% 59.63/24.85  																																										| (266) $false
% 59.63/24.85  																																										|
% 59.63/24.85  																																										|-The branch is then unsatisfiable
% 59.63/24.85  																																							|-Branch two:
% 59.63/24.85  																																							| (405)  ~ (all_0_42_42 = e3)
% 59.63/24.85  																																							| (532) all_0_44_44 = e3
% 59.63/24.85  																																							|
% 59.63/24.85  																																								| Combining equations (446,532) yields a new equation:
% 59.63/24.85  																																								| (424) e4 = e3
% 59.63/24.85  																																								|
% 59.63/24.85  																																								| Simplifying 424 yields:
% 59.63/24.85  																																								| (425) e4 = e3
% 59.63/24.85  																																								|
% 59.63/24.85  																																								| Equations (425) can reduce 188 to:
% 59.63/24.85  																																								| (266) $false
% 59.63/24.85  																																								|
% 59.63/24.85  																																								|-The branch is then unsatisfiable
% 59.63/24.85  																																				|-Branch two:
% 59.63/24.85  																																				| (1390)  ~ (all_0_44_44 = e4)
% 59.63/24.86  																																				| (1391) all_0_44_44 = e3 | all_0_44_44 = e1 | all_0_44_44 = e0
% 59.63/24.86  																																				|
% 59.63/24.86  																																					+-Applying beta-rule and splitting (113), into two cases.
% 59.63/24.86  																																					|-Branch one:
% 59.63/24.86  																																					| (403) all_0_41_41 = e3
% 59.63/24.86  																																					|
% 59.63/24.86  																																						| Equations (403) can reduce 1898 to:
% 59.63/24.86  																																						| (266) $false
% 59.63/24.86  																																						|
% 59.63/24.86  																																						|-The branch is then unsatisfiable
% 59.63/24.86  																																					|-Branch two:
% 59.63/24.86  																																					| (1898)  ~ (all_0_41_41 = e3)
% 59.63/24.86  																																					| (1899) all_0_42_42 = e3 | all_0_44_44 = e3
% 59.63/24.86  																																					|
% 59.73/24.86  																																						+-Applying beta-rule and splitting (1899), into two cases.
% 59.73/24.86  																																						|-Branch one:
% 59.73/24.86  																																						| (516) all_0_42_42 = e3
% 59.73/24.86  																																						|
% 59.73/24.86  																																							| Equations (516) can reduce 73 to:
% 59.73/24.86  																																							| (406)  ~ (all_0_44_44 = e3)
% 59.73/24.86  																																							|
% 59.73/24.86  																																							| Simplifying 406 yields:
% 59.73/24.86  																																							| (407)  ~ (all_0_44_44 = e3)
% 59.73/24.86  																																							|
% 59.73/24.86  																																							+-Applying beta-rule and splitting (1391), into two cases.
% 59.73/24.86  																																							|-Branch one:
% 59.73/24.86  																																							| (1414) all_0_44_44 = e0
% 59.73/24.86  																																							|
% 59.73/24.86  																																								| Equations (1414) can reduce 360 to:
% 59.73/24.86  																																								| (266) $false
% 59.73/24.86  																																								|
% 59.73/24.86  																																								|-The branch is then unsatisfiable
% 59.73/24.86  																																							|-Branch two:
% 59.73/24.86  																																							| (360)  ~ (all_0_44_44 = e0)
% 59.73/24.86  																																							| (1417) all_0_44_44 = e3 | all_0_44_44 = e1
% 59.73/24.86  																																							|
% 59.73/24.86  																																								+-Applying beta-rule and splitting (1417), into two cases.
% 59.73/24.86  																																								|-Branch one:
% 59.73/24.86  																																								| (635) all_0_44_44 = e1
% 59.73/24.86  																																								|
% 59.73/24.86  																																									| Equations (635) can reduce 639 to:
% 59.73/24.86  																																									| (266) $false
% 59.73/24.86  																																									|
% 59.73/24.86  																																									|-The branch is then unsatisfiable
% 59.73/24.86  																																								|-Branch two:
% 59.73/24.86  																																								| (639)  ~ (all_0_44_44 = e1)
% 59.73/24.86  																																								| (532) all_0_44_44 = e3
% 59.73/24.86  																																								|
% 59.73/24.86  																																									| Equations (532) can reduce 407 to:
% 59.73/24.86  																																									| (266) $false
% 59.73/24.86  																																									|
% 59.73/24.86  																																									|-The branch is then unsatisfiable
% 59.73/24.86  																																						|-Branch two:
% 59.73/24.86  																																						| (405)  ~ (all_0_42_42 = e3)
% 59.73/24.86  																																						| (532) all_0_44_44 = e3
% 59.73/24.86  																																						|
% 59.73/24.86  																																							| Equations (532) can reduce 407 to:
% 59.73/24.86  																																							| (266) $false
% 59.73/24.86  																																							|
% 59.73/24.86  																																							|-The branch is then unsatisfiable
% 59.73/24.86  																																			|-Branch two:
% 59.73/24.86  																																			| (831)  ~ (all_0_46_46 = e0)
% 59.73/24.86  																																			| (832) all_0_47_47 = e0 | all_0_48_48 = e0 | all_0_49_49 = e0
% 59.73/24.86  																																			|
% 59.73/24.86  																																				+-Applying beta-rule and splitting (395), into two cases.
% 59.73/24.86  																																				|-Branch one:
% 59.73/24.86  																																				| (794) all_0_41_41 = e0
% 59.73/24.86  																																				|
% 59.73/24.86  																																					| Equations (794) can reduce 357 to:
% 59.73/24.86  																																					| (266) $false
% 59.73/24.86  																																					|
% 59.73/24.86  																																					|-The branch is then unsatisfiable
% 59.73/24.86  																																				|-Branch two:
% 59.73/24.86  																																				| (357)  ~ (all_0_41_41 = e0)
% 59.73/24.86  																																				| (895) all_0_46_46 = e0 | all_0_55_55 = e0
% 59.73/24.86  																																				|
% 59.73/24.86  																																					+-Applying beta-rule and splitting (895), into two cases.
% 59.73/24.86  																																					|-Branch one:
% 59.73/24.86  																																					| (538) all_0_46_46 = e0
% 59.73/24.86  																																					|
% 59.73/24.86  																																						| Equations (538) can reduce 831 to:
% 59.73/24.86  																																						| (266) $false
% 59.73/24.86  																																						|
% 59.73/24.86  																																						|-The branch is then unsatisfiable
% 59.73/24.86  																																					|-Branch two:
% 59.73/24.86  																																					| (831)  ~ (all_0_46_46 = e0)
% 59.73/24.86  																																					| (858) all_0_55_55 = e0
% 59.73/24.86  																																					|
% 59.73/24.86  																																						| Combining equations (386,858) yields a new equation:
% 59.73/24.86  																																						| (391) e2 = e0
% 59.73/24.86  																																						|
% 59.73/24.86  																																						| Simplifying 391 yields:
% 59.73/24.86  																																						| (330) e2 = e0
% 59.73/24.86  																																						|
% 59.73/24.86  																																						| Equations (330) can reduce 128 to:
% 59.73/24.86  																																						| (266) $false
% 59.73/24.86  																																						|
% 59.73/24.86  																																						|-The branch is then unsatisfiable
% 59.73/24.86  																														|-Branch two:
% 59.73/24.86  																														| (880)  ~ (all_0_58_58 = e1)
% 59.73/24.86  																														| (795) all_0_58_58 = e3
% 59.73/24.86  																														|
% 59.73/24.86  																															| Equations (795) can reduce 276 to:
% 59.73/24.86  																															| (266) $false
% 59.73/24.86  																															|
% 59.73/24.86  																															|-The branch is then unsatisfiable
% 59.73/24.86  																							|-Branch two:
% 59.73/24.86  																							| (411)  ~ (all_0_50_50 = e3)
% 59.73/24.86  																							| (418) all_0_51_51 = e3 | all_0_53_53 = e3
% 59.73/24.86  																							|
% 59.73/24.86  																								+-Applying beta-rule and splitting (230), into two cases.
% 59.73/24.86  																								|-Branch one:
% 59.73/24.86  																								| (396) all_0_43_43 = e4
% 59.73/24.86  																								|
% 59.73/24.86  																									| Combining equations (396,356) yields a new equation:
% 59.73/24.86  																									| (481) e4 = e0
% 59.73/24.86  																									|
% 59.73/24.86  																									| Simplifying 481 yields:
% 59.73/24.86  																									| (397) e4 = e0
% 59.73/24.86  																									|
% 59.73/24.86  																									| Equations (397) can reduce 49 to:
% 59.73/24.86  																									| (266) $false
% 59.73/24.86  																									|
% 59.73/24.86  																									|-The branch is then unsatisfiable
% 59.73/24.86  																								|-Branch two:
% 59.73/24.86  																								| (399)  ~ (all_0_43_43 = e4)
% 59.73/24.86  																								| (400) all_0_48_48 = e4 | all_0_52_52 = e4 | all_0_57_57 = e4
% 59.73/24.86  																								|
% 59.73/24.86  																									+-Applying beta-rule and splitting (400), into two cases.
% 59.73/24.86  																									|-Branch one:
% 59.73/24.86  																									| (943) all_0_48_48 = e4
% 59.73/24.86  																									|
% 59.73/24.86  																										| Combining equations (335,943) yields a new equation:
% 59.73/24.86  																										| (323) e4 = e2
% 59.73/24.86  																										|
% 59.73/24.86  																										| Equations (323) can reduce 48 to:
% 59.73/24.86  																										| (266) $false
% 59.73/24.86  																										|
% 59.73/24.86  																										|-The branch is then unsatisfiable
% 59.73/24.86  																									|-Branch two:
% 59.73/24.86  																									| (254)  ~ (all_0_48_48 = e4)
% 59.73/24.86  																									| (947) all_0_52_52 = e4 | all_0_57_57 = e4
% 59.73/24.86  																									|
% 59.73/24.86  																										+-Applying beta-rule and splitting (947), into two cases.
% 59.73/24.86  																										|-Branch one:
% 59.73/24.86  																										| (565) all_0_52_52 = e4
% 59.73/24.86  																										|
% 59.73/24.86  																											| Combining equations (642,565) yields a new equation:
% 59.73/24.86  																											| (630) e4 = e1
% 59.73/24.86  																											|
% 59.73/24.86  																											| Equations (630) can reduce 110 to:
% 59.73/24.86  																											| (266) $false
% 59.73/24.86  																											|
% 59.73/24.86  																											|-The branch is then unsatisfiable
% 59.73/24.86  																										|-Branch two:
% 59.73/24.86  																										| (780)  ~ (all_0_52_52 = e4)
% 59.73/24.86  																										| (871) all_0_57_57 = e4
% 59.73/24.86  																										|
% 59.73/24.86  																											| Equations (871) can reduce 67 to:
% 59.73/24.86  																											| (188)  ~ (e4 = e3)
% 59.73/24.86  																											|
% 59.73/24.86  																											+-Applying beta-rule and splitting (418), into two cases.
% 59.73/24.86  																											|-Branch one:
% 59.73/24.86  																											| (660) all_0_51_51 = e3
% 59.73/24.86  																											|
% 59.73/24.86  																												| Combining equations (1101,660) yields a new equation:
% 59.73/24.86  																												| (424) e4 = e3
% 59.73/24.86  																												|
% 59.73/24.86  																												| Simplifying 424 yields:
% 59.73/24.86  																												| (425) e4 = e3
% 59.73/24.86  																												|
% 59.73/24.86  																												| Equations (425) can reduce 188 to:
% 59.73/24.86  																												| (266) $false
% 59.73/24.86  																												|
% 59.73/24.86  																												|-The branch is then unsatisfiable
% 59.73/24.86  																											|-Branch two:
% 59.73/24.86  																											| (664)  ~ (all_0_51_51 = e3)
% 59.73/24.86  																											| (665) all_0_53_53 = e3
% 59.73/24.86  																											|
% 59.73/24.86  																												| Combining equations (665,607) yields a new equation:
% 59.73/24.86  																												| (661) e3 = e2
% 59.73/24.86  																												|
% 59.73/24.86  																												| Simplifying 661 yields:
% 59.73/24.86  																												| (662) e3 = e2
% 59.73/24.86  																												|
% 59.73/24.86  																												| Equations (662) can reduce 212 to:
% 59.73/24.86  																												| (266) $false
% 59.73/24.86  																												|
% 59.73/24.86  																												|-The branch is then unsatisfiable
% 59.73/24.86  																						|-Branch two:
% 59.73/24.86  																						| (475)  ~ (all_0_51_51 = e4)
% 59.73/24.86  																						| (1294) all_0_52_52 = e4 | all_0_53_53 = e4
% 59.73/24.86  																						|
% 59.73/24.86  																							+-Applying beta-rule and splitting (1294), into two cases.
% 59.73/24.86  																							|-Branch one:
% 59.73/24.86  																							| (565) all_0_52_52 = e4
% 59.73/24.86  																							|
% 59.73/24.86  																								| Combining equations (642,565) yields a new equation:
% 59.73/24.86  																								| (630) e4 = e1
% 59.73/24.86  																								|
% 59.73/24.86  																								| Equations (630) can reduce 110 to:
% 59.73/24.86  																								| (266) $false
% 59.73/24.86  																								|
% 59.73/24.86  																								|-The branch is then unsatisfiable
% 59.73/24.86  																							|-Branch two:
% 59.73/24.86  																							| (780)  ~ (all_0_52_52 = e4)
% 59.73/24.86  																							| (1298) all_0_53_53 = e4
% 59.73/24.86  																							|
% 59.73/24.86  																								| Combining equations (607,1298) yields a new equation:
% 59.73/24.86  																								| (323) e4 = e2
% 59.73/24.86  																								|
% 59.73/24.86  																								| Equations (323) can reduce 48 to:
% 59.73/24.86  																								| (266) $false
% 59.73/24.86  																								|
% 59.73/24.86  																								|-The branch is then unsatisfiable
% 59.73/24.86  																		|-Branch two:
% 59.73/24.86  																		| (828)  ~ (all_0_56_56 = e0)
% 59.73/24.86  																		| (924) all_0_57_57 = e0 | all_0_58_58 = e0
% 59.73/24.86  																		|
% 59.73/24.86  																			+-Applying beta-rule and splitting (924), into two cases.
% 59.73/24.86  																			|-Branch one:
% 59.73/24.86  																			| (875) all_0_57_57 = e0
% 59.73/24.86  																			|
% 59.73/24.86  																				| Equations (875) can reduce 364 to:
% 59.73/24.86  																				| (266) $false
% 59.73/24.86  																				|
% 59.73/24.86  																				|-The branch is then unsatisfiable
% 59.73/24.86  																			|-Branch two:
% 59.73/24.86  																			| (364)  ~ (all_0_57_57 = e0)
% 59.73/24.86  																			| (914) all_0_58_58 = e0
% 59.73/24.86  																			|
% 59.73/24.86  																				| Equations (914) can reduce 491 to:
% 59.73/24.86  																				| (266) $false
% 59.73/24.86  																				|
% 59.73/24.86  																				|-The branch is then unsatisfiable
% 59.73/24.86  												|-Branch two:
% 59.73/24.86  												| (304)  ~ (all_0_55_55 = e2)
% 59.73/24.86  												| (389) all_0_56_56 = e2 | all_0_57_57 = e2 | all_0_58_58 = e2
% 59.73/24.86  												|
% 59.73/24.86  													+-Applying beta-rule and splitting (117), into two cases.
% 59.73/24.86  													|-Branch one:
% 59.73/24.86  													| (292) all_0_38_38 = e2
% 59.73/24.86  													|
% 59.73/24.86  														| Combining equations (292,321) yields a new equation:
% 59.73/24.86  														| (323) e4 = e2
% 59.73/24.86  														|
% 59.73/24.86  														| Equations (323) can reduce 48 to:
% 59.73/24.86  														| (266) $false
% 59.73/24.86  														|
% 59.73/24.86  														|-The branch is then unsatisfiable
% 59.73/24.86  													|-Branch two:
% 59.73/24.86  													| (9600)  ~ (all_0_38_38 = e2)
% 59.73/24.86  													| (24424) all_0_46_46 = e2 | all_0_50_50 = e2 | all_0_55_55 = e2
% 59.73/24.86  													|
% 59.73/24.86  														+-Applying beta-rule and splitting (389), into two cases.
% 59.73/24.86  														|-Branch one:
% 59.73/24.86  														| (833) all_0_56_56 = e2
% 59.73/24.86  														|
% 59.73/24.86  															| Equations (833) can reduce 511 to:
% 59.73/24.86  															| (266) $false
% 59.73/24.86  															|
% 59.73/24.86  															|-The branch is then unsatisfiable
% 59.73/24.86  														|-Branch two:
% 59.73/24.86  														| (511)  ~ (all_0_56_56 = e2)
% 59.73/24.86  														| (1709) all_0_57_57 = e2 | all_0_58_58 = e2
% 59.73/24.86  														|
% 59.73/24.86  															+-Applying beta-rule and splitting (24424), into two cases.
% 59.73/24.86  															|-Branch one:
% 59.73/24.86  															| (1794) all_0_46_46 = e2
% 59.73/24.86  															|
% 59.73/24.86  																| Equations (1794) can reduce 300 to:
% 59.73/24.86  																| (266) $false
% 59.73/24.86  																|
% 59.73/24.86  																|-The branch is then unsatisfiable
% 59.73/24.86  															|-Branch two:
% 59.73/24.86  															| (300)  ~ (all_0_46_46 = e2)
% 59.73/24.86  															| (24428) all_0_50_50 = e2 | all_0_55_55 = e2
% 59.73/24.86  															|
% 59.73/24.86  																+-Applying beta-rule and splitting (24428), into two cases.
% 59.73/24.86  																|-Branch one:
% 59.73/24.86  																| (378) all_0_50_50 = e2
% 59.73/24.86  																|
% 59.73/24.86  																	| Equations (378) can reduce 221 to:
% 59.73/24.86  																	| (85)  ~ (all_0_41_41 = e2)
% 59.73/24.86  																	|
% 59.73/24.86  																	| Equations (378) can reduce 35 to:
% 59.73/24.86  																	| (300)  ~ (all_0_46_46 = e2)
% 59.73/24.86  																	|
% 59.73/24.86  																	| Equations (378) can reduce 59 to:
% 59.73/24.86  																	| (17668)  ~ (all_0_51_51 = e2)
% 59.73/24.86  																	|
% 59.73/24.86  																	| Simplifying 17668 yields:
% 59.73/24.86  																	| (1099)  ~ (all_0_51_51 = e2)
% 59.73/24.86  																	|
% 59.73/24.86  																	| Equations (378) can reduce 101 to:
% 59.73/24.86  																	| (341)  ~ (all_0_52_52 = e2)
% 59.73/24.86  																	|
% 59.73/24.86  																	| Simplifying 341 yields:
% 59.73/24.86  																	| (342)  ~ (all_0_52_52 = e2)
% 59.73/24.86  																	|
% 59.73/24.86  																	| Equations (378) can reduce 566 to:
% 59.73/24.86  																	| (327)  ~ (e4 = e2)
% 59.73/24.86  																	|
% 59.73/24.86  																	| Simplifying 327 yields:
% 59.73/24.86  																	| (48)  ~ (e4 = e2)
% 59.73/24.86  																	|
% 59.73/24.86  																	| From (378) and (242) follows:
% 59.73/24.86  																	| (26152) op(e1, e3) = e2
% 59.73/24.86  																	|
% 59.73/24.86  																	+-Applying beta-rule and splitting (1709), into two cases.
% 59.73/24.86  																	|-Branch one:
% 59.73/24.86  																	| (442) all_0_57_57 = e2
% 59.73/24.86  																	|
% 59.73/24.86  																		| Equations (442) can reduce 344 to:
% 59.73/24.86  																		| (266) $false
% 59.73/24.86  																		|
% 59.73/24.86  																		|-The branch is then unsatisfiable
% 59.73/24.86  																	|-Branch two:
% 59.73/24.86  																	| (344)  ~ (all_0_57_57 = e2)
% 59.73/24.86  																	| (624) all_0_58_58 = e2
% 59.73/24.86  																	|
% 59.73/24.86  																		| Equations (624) can reduce 181 to:
% 59.73/24.86  																		| (147)  ~ (all_0_44_44 = e2)
% 59.73/24.86  																		|
% 59.73/24.86  																		| Equations (624) can reduce 119 to:
% 59.73/24.86  																		| (340)  ~ (all_0_49_49 = e2)
% 59.73/24.86  																		|
% 59.73/24.86  																		| Equations (624) can reduce 10 to:
% 59.73/24.86  																		| (509)  ~ (all_0_53_53 = e2)
% 59.73/24.86  																		|
% 59.73/24.86  																		| Equations (624) can reduce 3 to:
% 59.73/24.86  																		| (304)  ~ (all_0_55_55 = e2)
% 59.73/24.86  																		|
% 59.73/24.86  																		| Equations (624) can reduce 44 to:
% 59.73/24.86  																		| (511)  ~ (all_0_56_56 = e2)
% 59.73/24.86  																		|
% 59.73/24.86  																		| Equations (624) can reduce 148 to:
% 59.73/24.86  																		| (344)  ~ (all_0_57_57 = e2)
% 59.73/24.86  																		|
% 59.73/24.86  																		| Equations (624) can reduce 276 to:
% 59.73/24.86  																		| (626)  ~ (e3 = e2)
% 59.73/24.86  																		|
% 59.73/24.86  																		| Simplifying 626 yields:
% 59.73/24.86  																		| (212)  ~ (e3 = e2)
% 59.73/24.86  																		|
% 59.73/24.86  																		| Equations (624) can reduce 491 to:
% 59.73/24.86  																		| (128)  ~ (e2 = e0)
% 59.73/24.86  																		|
% 59.73/24.86  																		| From (624) and (245) follows:
% 59.73/24.86  																		| (628) op(e0, e0) = e2
% 59.73/24.86  																		|
% 59.73/24.86  																		+-Applying beta-rule and splitting (168), into two cases.
% 59.73/24.86  																		|-Branch one:
% 59.73/24.86  																		| (415) all_0_50_50 = e3
% 59.73/24.86  																		|
% 59.73/24.86  																			| Combining equations (415,378) yields a new equation:
% 59.73/24.86  																			| (661) e3 = e2
% 59.73/24.86  																			|
% 59.73/24.86  																			| Simplifying 661 yields:
% 59.73/24.86  																			| (662) e3 = e2
% 59.73/24.86  																			|
% 59.73/24.86  																			| Equations (662) can reduce 212 to:
% 59.73/24.86  																			| (266) $false
% 59.73/24.86  																			|
% 59.73/24.86  																			|-The branch is then unsatisfiable
% 59.73/24.86  																		|-Branch two:
% 59.73/24.86  																		| (411)  ~ (all_0_50_50 = e3)
% 59.73/24.86  																		| (418) all_0_51_51 = e3 | all_0_53_53 = e3
% 59.73/24.86  																		|
% 59.73/24.86  																			| Equations (378) can reduce 411 to:
% 59.73/24.86  																			| (626)  ~ (e3 = e2)
% 59.73/24.86  																			|
% 59.73/24.86  																			| Simplifying 626 yields:
% 59.73/24.86  																			| (212)  ~ (e3 = e2)
% 59.73/24.86  																			|
% 59.73/24.86  																			+-Applying beta-rule and splitting (130), into two cases.
% 59.73/24.86  																			|-Branch one:
% 59.73/24.86  																			| (430) all_0_43_43 = e1
% 59.73/24.86  																			|
% 59.73/24.86  																				| Combining equations (430,356) yields a new equation:
% 59.73/24.86  																				| (546) e1 = e0
% 59.73/24.86  																				|
% 59.73/24.86  																				| Simplifying 546 yields:
% 59.73/24.86  																				| (431) e1 = e0
% 59.73/24.87  																				|
% 59.73/24.87  																				| Equations (431) can reduce 233 to:
% 59.73/24.87  																				| (266) $false
% 59.73/24.87  																				|
% 59.73/24.87  																				|-The branch is then unsatisfiable
% 59.73/24.87  																			|-Branch two:
% 59.73/24.87  																			| (433)  ~ (all_0_43_43 = e1)
% 59.73/24.87  																			| (434) all_0_48_48 = e1 | all_0_52_52 = e1 | all_0_57_57 = e1
% 59.73/24.87  																			|
% 59.73/24.87  																				| Equations (356) can reduce 433 to:
% 59.73/24.87  																				| (435)  ~ (e1 = e0)
% 59.73/24.87  																				|
% 59.73/24.87  																				| Simplifying 435 yields:
% 59.73/24.87  																				| (233)  ~ (e1 = e0)
% 59.73/24.87  																				|
% 59.73/24.87  																				+-Applying beta-rule and splitting (125), into two cases.
% 59.73/24.87  																				|-Branch one:
% 59.73/24.87  																				| (858) all_0_55_55 = e0
% 59.73/24.87  																				|
% 59.73/24.87  																					| Equations (858) can reduce 191 to:
% 59.73/24.87  																					| (357)  ~ (all_0_41_41 = e0)
% 59.73/24.87  																					|
% 59.73/24.87  																					| Equations (858) can reduce 58 to:
% 59.73/24.87  																					| (831)  ~ (all_0_46_46 = e0)
% 59.73/24.87  																					|
% 59.73/24.87  																					| Equations (858) can reduce 81 to:
% 59.73/24.87  																					| (363)  ~ (all_0_57_57 = e0)
% 59.73/24.87  																					|
% 59.73/24.87  																					| Simplifying 363 yields:
% 59.73/24.87  																					| (364)  ~ (all_0_57_57 = e0)
% 59.73/24.87  																					|
% 59.73/24.87  																					| Equations (858) can reduce 270 to:
% 59.73/24.87  																					| (541)  ~ (e3 = e0)
% 59.73/24.87  																					|
% 59.73/24.87  																					| Simplifying 541 yields:
% 59.73/24.87  																					| (80)  ~ (e3 = e0)
% 59.73/24.87  																					|
% 59.73/24.87  																					| Equations (858) can reduce 304 to:
% 59.73/24.87  																					| (365)  ~ (e2 = e0)
% 59.73/24.87  																					|
% 59.73/24.87  																					| Simplifying 365 yields:
% 59.73/24.87  																					| (128)  ~ (e2 = e0)
% 59.73/24.87  																					|
% 59.73/24.87  																					+-Applying beta-rule and splitting (184), into two cases.
% 59.73/24.87  																					|-Branch one:
% 59.73/24.87  																					| (538) all_0_46_46 = e0
% 59.73/24.87  																					|
% 59.73/24.87  																						| Equations (538) can reduce 831 to:
% 59.73/24.87  																						| (266) $false
% 59.73/24.87  																						|
% 59.73/24.87  																						|-The branch is then unsatisfiable
% 59.73/24.87  																					|-Branch two:
% 59.73/24.87  																					| (831)  ~ (all_0_46_46 = e0)
% 59.73/24.87  																					| (832) all_0_47_47 = e0 | all_0_48_48 = e0 | all_0_49_49 = e0
% 59.73/24.87  																					|
% 59.73/24.87  																						+-Applying beta-rule and splitting (104), into two cases.
% 59.73/24.87  																						|-Branch one:
% 59.73/24.87  																						| (480) all_0_39_39 = e0
% 59.73/24.87  																						|
% 59.73/24.87  																							| Combining equations (480,317) yields a new equation:
% 59.73/24.87  																							| (330) e2 = e0
% 59.73/24.87  																							|
% 59.73/24.87  																							| Equations (330) can reduce 128 to:
% 59.73/24.87  																							| (266) $false
% 59.73/24.87  																							|
% 59.73/24.87  																							|-The branch is then unsatisfiable
% 59.73/24.87  																						|-Branch two:
% 59.73/24.87  																						| (484)  ~ (all_0_39_39 = e0)
% 59.73/24.87  																						| (558) all_0_42_42 = e0 | all_0_47_47 = e0 | all_0_56_56 = e0
% 59.73/24.87  																						|
% 59.73/24.87  																							| Equations (317) can reduce 484 to:
% 59.73/24.87  																							| (128)  ~ (e2 = e0)
% 59.73/24.87  																							|
% 59.73/24.87  																							+-Applying beta-rule and splitting (832), into two cases.
% 59.73/24.87  																							|-Branch one:
% 59.73/24.87  																							| (674) all_0_47_47 = e0
% 59.73/24.87  																							|
% 59.73/24.87  																								| Equations (674) can reduce 198 to:
% 59.73/24.87  																								| (358)  ~ (all_0_42_42 = e0)
% 59.73/24.87  																								|
% 59.73/24.87  																								| Equations (674) can reduce 19 to:
% 59.73/24.87  																								| (831)  ~ (all_0_46_46 = e0)
% 59.73/24.87  																								|
% 59.73/24.87  																								| Equations (674) can reduce 86 to:
% 59.73/24.87  																								| (486)  ~ (all_0_49_49 = e0)
% 59.73/24.87  																								|
% 59.73/24.87  																								| Simplifying 486 yields:
% 59.73/24.87  																								| (487)  ~ (all_0_49_49 = e0)
% 59.73/24.87  																								|
% 59.73/24.87  																								| Equations (674) can reduce 91 to:
% 59.73/24.87  																								| (1181)  ~ (all_0_56_56 = e0)
% 59.73/24.87  																								|
% 59.73/24.87  																								| Simplifying 1181 yields:
% 59.73/24.87  																								| (828)  ~ (all_0_56_56 = e0)
% 59.73/24.87  																								|
% 59.73/24.87  																								| Equations (674) can reduce 252 to:
% 59.73/24.87  																								| (401)  ~ (e4 = e0)
% 59.73/24.87  																								|
% 59.73/24.87  																								| Simplifying 401 yields:
% 59.73/24.87  																								| (49)  ~ (e4 = e0)
% 59.73/24.87  																								|
% 59.73/24.87  																								| Equations (674) can reduce 338 to:
% 59.73/24.87  																								| (365)  ~ (e2 = e0)
% 59.73/24.87  																								|
% 59.73/24.87  																								| Simplifying 365 yields:
% 59.73/24.87  																								| (128)  ~ (e2 = e0)
% 59.73/24.87  																								|
% 59.73/24.87  																								| From (674) and (23) follows:
% 59.73/24.87  																								| (3148) op(e2, e2) = e0
% 59.73/24.87  																								|
% 59.73/24.87  																								+-Applying beta-rule and splitting (180), into two cases.
% 59.73/24.87  																								|-Branch one:
% 59.73/24.87  																								| (516) all_0_42_42 = e3
% 59.73/24.87  																								|
% 59.73/24.87  																									| Equations (516) can reduce 214 to:
% 59.73/24.87  																									| (1898)  ~ (all_0_41_41 = e3)
% 59.73/24.87  																									|
% 59.73/24.87  																									| Equations (516) can reduce 61 to:
% 59.73/24.87  																									| (1925)  ~ (all_0_51_51 = e3)
% 59.73/24.87  																									|
% 59.73/24.87  																									| Simplifying 1925 yields:
% 59.73/24.87  																									| (664)  ~ (all_0_51_51 = e3)
% 59.73/24.87  																									|
% 59.73/24.87  																									| Equations (516) can reduce 236 to:
% 59.73/24.87  																									| (271)  ~ (all_0_56_56 = e3)
% 59.73/24.87  																									|
% 59.73/24.87  																									| Simplifying 271 yields:
% 59.73/24.87  																									| (272)  ~ (all_0_56_56 = e3)
% 59.73/24.87  																									|
% 59.73/24.87  																									+-Applying beta-rule and splitting (418), into two cases.
% 59.73/24.87  																									|-Branch one:
% 59.73/24.87  																									| (660) all_0_51_51 = e3
% 59.73/24.87  																									|
% 59.73/24.87  																										| Equations (660) can reduce 664 to:
% 59.73/24.87  																										| (266) $false
% 59.73/24.87  																										|
% 59.73/24.87  																										|-The branch is then unsatisfiable
% 59.73/24.87  																									|-Branch two:
% 59.73/24.87  																									| (664)  ~ (all_0_51_51 = e3)
% 59.73/24.87  																									| (665) all_0_53_53 = e3
% 59.73/24.87  																									|
% 59.73/24.87  																										| Equations (665) can reduce 220 to:
% 59.73/24.87  																										| (407)  ~ (all_0_44_44 = e3)
% 59.73/24.87  																										|
% 59.73/24.87  																										| Equations (665) can reduce 46 to:
% 59.73/24.87  																										| (166)  ~ (all_0_52_52 = e3)
% 59.73/24.87  																										|
% 59.73/24.87  																										| Equations (665) can reduce 509 to:
% 59.73/24.87  																										| (212)  ~ (e3 = e2)
% 59.73/24.87  																										|
% 59.73/24.87  																										| Equations (665) can reduce 247 to:
% 59.73/24.87  																										| (80)  ~ (e3 = e0)
% 59.73/24.87  																										|
% 59.73/24.87  																										| From (665) and (84) follows:
% 59.73/24.87  																										| (3786) op(e1, e0) = e3
% 59.73/24.87  																										|
% 59.73/24.87  																										+-Applying beta-rule and splitting (144), into two cases.
% 59.73/24.87  																										|-Branch one:
% 59.73/24.87  																										| (403) all_0_41_41 = e3
% 59.73/24.87  																										|
% 59.73/24.87  																											| Equations (403) can reduce 1898 to:
% 59.73/24.87  																											| (266) $false
% 59.73/24.87  																											|
% 59.73/24.87  																											|-The branch is then unsatisfiable
% 59.73/24.87  																										|-Branch two:
% 59.73/24.87  																										| (1898)  ~ (all_0_41_41 = e3)
% 59.73/24.87  																										| (1923) all_0_46_46 = e3 | all_0_50_50 = e3 | all_0_55_55 = e3
% 59.73/24.87  																										|
% 59.73/24.87  																											+-Applying beta-rule and splitting (1923), into two cases.
% 59.73/24.87  																											|-Branch one:
% 59.73/24.87  																											| (1557) all_0_46_46 = e3
% 59.73/24.87  																											|
% 59.73/24.87  																												| Equations (1557) can reduce 43 to:
% 59.73/24.87  																												| (1898)  ~ (all_0_41_41 = e3)
% 59.73/24.87  																												|
% 59.73/24.87  																												| From (1557) and (120) follows:
% 59.73/24.87  																												| (697) op(e2, e3) = e3
% 59.73/24.87  																												|
% 59.73/24.87  																												+-Applying beta-rule and splitting (135), into two cases.
% 59.73/24.87  																												|-Branch one:
% 59.73/24.87  																												| (545) all_0_46_46 = e1
% 59.73/24.87  																												|
% 59.73/24.87  																													| Combining equations (545,1557) yields a new equation:
% 59.73/24.87  																													| (455) e3 = e1
% 59.73/24.87  																													|
% 59.73/24.87  																													| Equations (455) can reduce 213 to:
% 59.73/24.87  																													| (266) $false
% 59.73/24.87  																													|
% 59.73/24.87  																													|-The branch is then unsatisfiable
% 59.73/24.87  																												|-Branch two:
% 59.73/24.87  																												| (549)  ~ (all_0_46_46 = e1)
% 59.73/24.87  																												| (550) all_0_47_47 = e1 | all_0_48_48 = e1 | all_0_49_49 = e1
% 59.73/24.87  																												|
% 59.73/24.87  																													| Equations (1557) can reduce 549 to:
% 59.73/24.87  																													| (213)  ~ (e3 = e1)
% 59.73/24.87  																													|
% 59.73/24.87  																													+-Applying beta-rule and splitting (54), into two cases.
% 59.73/24.87  																													|-Branch one:
% 59.73/24.87  																													| (583) all_0_49_49 = e2
% 59.73/24.87  																													|
% 59.73/24.87  																														| Equations (583) can reduce 340 to:
% 59.73/24.87  																														| (266) $false
% 59.73/24.87  																														|
% 59.73/24.87  																														|-The branch is then unsatisfiable
% 59.73/24.87  																													|-Branch two:
% 59.73/24.87  																													| (340)  ~ (all_0_49_49 = e2)
% 59.73/24.87  																													| (586) all_0_49_49 = e4 | all_0_49_49 = e3 | all_0_49_49 = e1 | all_0_49_49 = e0
% 59.73/24.87  																													|
% 59.73/24.87  																														+-Applying beta-rule and splitting (550), into two cases.
% 59.73/24.87  																														|-Branch one:
% 59.73/24.87  																														| (654) all_0_47_47 = e1
% 59.73/24.87  																														|
% 59.73/24.87  																															| Combining equations (674,654) yields a new equation:
% 59.73/24.87  																															| (431) e1 = e0
% 59.73/24.87  																															|
% 59.73/24.87  																															| Equations (431) can reduce 233 to:
% 59.73/24.87  																															| (266) $false
% 59.73/24.87  																															|
% 59.73/24.87  																															|-The branch is then unsatisfiable
% 59.73/24.87  																														|-Branch two:
% 59.73/24.87  																														| (462)  ~ (all_0_47_47 = e1)
% 59.73/24.87  																														| (659) all_0_48_48 = e1 | all_0_49_49 = e1
% 59.73/24.87  																														|
% 59.73/24.87  																															| Equations (674) can reduce 462 to:
% 59.73/24.87  																															| (435)  ~ (e1 = e0)
% 59.73/24.87  																															|
% 59.73/24.87  																															| Simplifying 435 yields:
% 59.73/24.87  																															| (233)  ~ (e1 = e0)
% 59.73/24.87  																															|
% 59.73/24.87  																															+-Applying beta-rule and splitting (18), into two cases.
% 59.73/24.87  																															|-Branch one:
% 59.73/24.87  																															| (453) all_0_41_41 = e1
% 59.73/24.87  																															|
% 59.73/24.87  																																| Equations (453) can reduce 149 to:
% 59.73/24.87  																																| (4057)  ~ (all_0_44_44 = e1)
% 59.73/24.87  																																|
% 59.73/24.87  																																| Simplifying 4057 yields:
% 59.73/24.87  																																| (639)  ~ (all_0_44_44 = e1)
% 59.73/24.87  																																|
% 59.73/24.87  																																| Equations (453) can reduce 1898 to:
% 59.73/24.87  																																| (467)  ~ (e3 = e1)
% 59.73/24.87  																																|
% 59.73/24.87  																																| Simplifying 467 yields:
% 59.73/24.87  																																| (213)  ~ (e3 = e1)
% 59.73/24.87  																																|
% 59.73/24.87  																																| Equations (453) can reduce 85 to:
% 59.73/24.87  																																| (604)  ~ (e2 = e1)
% 59.73/24.87  																																|
% 59.73/24.87  																																| Simplifying 604 yields:
% 59.73/24.87  																																| (122)  ~ (e2 = e1)
% 59.73/24.87  																																|
% 59.73/24.87  																																| From (453) and (219) follows:
% 59.73/24.87  																																| (12512) op(e3, e3) = e1
% 59.73/24.87  																																|
% 59.73/24.87  																																+-Applying beta-rule and splitting (26), into two cases.
% 59.73/24.87  																																|-Branch one:
% 59.73/24.87  																																| (446) all_0_44_44 = e4
% 59.73/24.87  																																|
% 59.73/24.87  																																	| Equations (446) can reduce 9 to:
% 59.73/24.87  																																	| (255)  ~ (all_0_49_49 = e4)
% 59.73/24.87  																																	|
% 59.73/24.87  																																	| Simplifying 255 yields:
% 59.73/24.87  																																	| (256)  ~ (all_0_49_49 = e4)
% 59.73/24.87  																																	|
% 59.73/24.87  																																	| Equations (446) can reduce 407 to:
% 59.73/24.87  																																	| (188)  ~ (e4 = e3)
% 59.73/24.87  																																	|
% 59.73/24.87  																																	| Equations (446) can reduce 147 to:
% 59.73/24.87  																																	| (48)  ~ (e4 = e2)
% 59.73/24.87  																																	|
% 59.73/24.87  																																	| Equations (446) can reduce 639 to:
% 59.73/24.87  																																	| (110)  ~ (e4 = e1)
% 59.73/24.87  																																	|
% 59.73/24.87  																																	| Equations (446) can reduce 360 to:
% 59.73/24.87  																																	| (49)  ~ (e4 = e0)
% 59.73/24.87  																																	|
% 59.73/24.87  																																	| From (446) and (138) follows:
% 59.73/24.87  																																	| (4646) op(e3, e0) = e4
% 59.73/24.87  																																	|
% 59.73/24.87  																																	+-Applying beta-rule and splitting (112), into two cases.
% 59.73/24.87  																																	|-Branch one:
% 59.73/24.87  																																	| (635) all_0_44_44 = e1
% 59.73/24.87  																																	|
% 59.73/24.87  																																		| Combining equations (446,635) yields a new equation:
% 59.73/24.87  																																		| (636) e4 = e1
% 59.73/24.87  																																		|
% 59.73/24.87  																																		| Simplifying 636 yields:
% 59.73/24.87  																																		| (630) e4 = e1
% 59.73/24.87  																																		|
% 59.73/24.87  																																		| Equations (630) can reduce 110 to:
% 59.73/24.87  																																		| (266) $false
% 59.73/24.87  																																		|
% 59.73/24.87  																																		|-The branch is then unsatisfiable
% 59.73/24.87  																																	|-Branch two:
% 59.73/24.87  																																	| (639)  ~ (all_0_44_44 = e1)
% 59.73/24.87  																																	| (640) all_0_49_49 = e1 | all_0_53_53 = e1 | all_0_58_58 = e1
% 59.73/24.87  																																	|
% 59.73/24.87  																																		+-Applying beta-rule and splitting (640), into two cases.
% 59.73/24.87  																																		|-Branch one:
% 59.73/24.87  																																		| (671) all_0_49_49 = e1
% 59.73/24.87  																																		|
% 59.73/24.87  																																			| Equations (671) can reduce 256 to:
% 59.73/24.87  																																			| (602)  ~ (e4 = e1)
% 59.73/24.87  																																			|
% 59.73/24.87  																																			| Simplifying 602 yields:
% 59.73/24.87  																																			| (110)  ~ (e4 = e1)
% 59.73/24.87  																																			|
% 59.73/24.87  																																			| Equations (671) can reduce 340 to:
% 59.73/24.87  																																			| (604)  ~ (e2 = e1)
% 59.73/24.87  																																			|
% 59.73/24.87  																																			| Simplifying 604 yields:
% 59.73/24.87  																																			| (122)  ~ (e2 = e1)
% 59.73/24.87  																																			|
% 59.73/24.87  																																			| Equations (671) can reduce 487 to:
% 59.73/24.87  																																			| (233)  ~ (e1 = e0)
% 59.73/24.87  																																			|
% 59.73/24.87  																																			+-Applying beta-rule and splitting (231), into two cases.
% 59.73/24.87  																																			|-Branch one:
% 59.73/24.87  																																			| (775) all_0_50_50 = e4
% 59.73/24.87  																																			|
% 59.73/24.87  																																				| Combining equations (378,775) yields a new equation:
% 59.73/24.87  																																				| (323) e4 = e2
% 59.73/24.87  																																				|
% 59.73/24.87  																																				| Equations (323) can reduce 48 to:
% 59.73/24.87  																																				| (266) $false
% 59.73/24.87  																																				|
% 59.73/24.87  																																				|-The branch is then unsatisfiable
% 59.73/24.87  																																			|-Branch two:
% 59.73/24.87  																																			| (566)  ~ (all_0_50_50 = e4)
% 59.73/24.87  																																			| (1071) all_0_51_51 = e4 | all_0_52_52 = e4 | all_0_53_53 = e4
% 59.73/24.87  																																			|
% 59.73/24.87  																																				| Equations (378) can reduce 566 to:
% 59.73/24.87  																																				| (327)  ~ (e4 = e2)
% 59.73/24.87  																																				|
% 59.73/24.87  																																				| Simplifying 327 yields:
% 59.73/24.87  																																				| (48)  ~ (e4 = e2)
% 59.73/24.87  																																				|
% 59.73/24.87  																																				+-Applying beta-rule and splitting (12), into two cases.
% 59.73/24.87  																																				|-Branch one:
% 59.73/24.87  																																				| (442) all_0_57_57 = e2
% 59.73/24.87  																																				|
% 59.73/24.87  																																					| Equations (442) can reduce 344 to:
% 59.73/24.87  																																					| (266) $false
% 59.73/24.87  																																					|
% 59.73/24.87  																																					|-The branch is then unsatisfiable
% 59.73/24.87  																																				|-Branch two:
% 59.73/24.87  																																				| (344)  ~ (all_0_57_57 = e2)
% 59.73/24.87  																																				| (445) all_0_57_57 = e4 | all_0_57_57 = e1 | all_0_57_57 = e0
% 59.73/24.87  																																				|
% 59.73/24.87  																																					+-Applying beta-rule and splitting (216), into two cases.
% 59.73/24.87  																																					|-Branch one:
% 59.73/24.87  																																					| (629) all_0_55_55 = e1
% 59.73/24.87  																																					|
% 59.73/24.87  																																						| Combining equations (858,629) yields a new equation:
% 59.73/24.87  																																						| (431) e1 = e0
% 59.73/24.87  																																						|
% 59.73/24.87  																																						| Equations (431) can reduce 233 to:
% 59.73/24.87  																																						| (266) $false
% 59.73/24.87  																																						|
% 59.73/24.87  																																						|-The branch is then unsatisfiable
% 59.73/24.87  																																					|-Branch two:
% 59.73/24.87  																																					| (632)  ~ (all_0_55_55 = e1)
% 59.73/24.87  																																					| (633) all_0_56_56 = e1 | all_0_57_57 = e1 | all_0_58_58 = e1
% 59.73/24.87  																																					|
% 59.73/24.87  																																						| Equations (858) can reduce 632 to:
% 59.73/24.87  																																						| (435)  ~ (e1 = e0)
% 59.73/24.87  																																						|
% 59.73/24.87  																																						| Simplifying 435 yields:
% 59.73/24.87  																																						| (233)  ~ (e1 = e0)
% 59.73/24.87  																																						|
% 59.73/24.87  																																						+-Applying beta-rule and splitting (7), into two cases.
% 59.73/24.87  																																						|-Branch one:
% 59.73/24.87  																																						| (504) all_0_51_51 = e2
% 59.73/24.87  																																						|
% 59.73/24.87  																																							| Equations (504) can reduce 1099 to:
% 59.73/24.87  																																							| (266) $false
% 59.73/24.87  																																							|
% 59.73/24.87  																																							|-The branch is then unsatisfiable
% 59.73/24.87  																																						|-Branch two:
% 59.73/24.87  																																						| (1099)  ~ (all_0_51_51 = e2)
% 59.73/24.87  																																						| (1100) all_0_51_51 = e4 | all_0_51_51 = e3 | all_0_51_51 = e1
% 59.73/24.87  																																						|
% 59.73/24.87  																																							+-Applying beta-rule and splitting (230), into two cases.
% 59.73/24.87  																																							|-Branch one:
% 59.73/24.87  																																							| (396) all_0_43_43 = e4
% 59.73/24.87  																																							|
% 59.73/24.87  																																								| Combining equations (356,396) yields a new equation:
% 59.73/24.87  																																								| (397) e4 = e0
% 59.73/24.87  																																								|
% 59.73/24.87  																																								| Equations (397) can reduce 49 to:
% 59.73/24.87  																																								| (266) $false
% 59.73/24.87  																																								|
% 59.73/24.87  																																								|-The branch is then unsatisfiable
% 59.73/24.87  																																							|-Branch two:
% 59.73/24.87  																																							| (399)  ~ (all_0_43_43 = e4)
% 59.73/24.87  																																							| (400) all_0_48_48 = e4 | all_0_52_52 = e4 | all_0_57_57 = e4
% 59.73/24.87  																																							|
% 59.73/24.87  																																								+-Applying beta-rule and splitting (160), into two cases.
% 59.73/24.87  																																								|-Branch one:
% 59.73/24.87  																																								| (601) all_0_50_50 = e1
% 59.73/24.87  																																								|
% 59.73/24.87  																																									| Combining equations (378,601) yields a new equation:
% 59.73/24.87  																																									| (616) e2 = e1
% 59.73/24.87  																																									|
% 59.73/24.87  																																									| Simplifying 616 yields:
% 59.73/24.87  																																									| (617) e2 = e1
% 59.73/24.87  																																									|
% 59.73/24.87  																																									| Equations (617) can reduce 122 to:
% 59.73/24.87  																																									| (266) $false
% 59.73/24.87  																																									|
% 59.73/24.87  																																									|-The branch is then unsatisfiable
% 59.73/24.87  																																								|-Branch two:
% 59.73/24.87  																																								| (759)  ~ (all_0_50_50 = e1)
% 59.73/24.87  																																								| (1168) all_0_51_51 = e1 | all_0_52_52 = e1 | all_0_53_53 = e1
% 59.73/24.87  																																								|
% 59.73/24.87  																																									| Equations (378) can reduce 759 to:
% 59.73/24.87  																																									| (122)  ~ (e2 = e1)
% 59.73/24.87  																																									|
% 59.73/24.87  																																									+-Applying beta-rule and splitting (133), into two cases.
% 59.73/24.87  																																									|-Branch one:
% 59.73/24.87  																																									| (833) all_0_56_56 = e2
% 59.73/24.87  																																									|
% 59.73/24.87  																																										| Equations (833) can reduce 511 to:
% 59.73/24.87  																																										| (266) $false
% 59.73/24.87  																																										|
% 59.73/24.87  																																										|-The branch is then unsatisfiable
% 59.73/24.87  																																									|-Branch two:
% 59.73/24.87  																																									| (511)  ~ (all_0_56_56 = e2)
% 59.73/24.87  																																									| (836) all_0_56_56 = e4 | all_0_56_56 = e3 | all_0_56_56 = e1 | all_0_56_56 = e0
% 59.73/24.87  																																									|
% 59.73/24.87  																																										+-Applying beta-rule and splitting (171), into two cases.
% 59.73/24.87  																																										|-Branch one:
% 59.73/24.87  																																										| (265) all_0_54_54 = e4
% 59.73/24.87  																																										|
% 59.73/24.87  																																											| Combining equations (268,265) yields a new equation:
% 59.73/24.87  																																											| (425) e4 = e3
% 59.73/24.87  																																											|
% 59.73/24.87  																																											| Equations (425) can reduce 188 to:
% 59.73/24.87  																																											| (266) $false
% 59.73/24.87  																																											|
% 59.73/24.87  																																											|-The branch is then unsatisfiable
% 59.73/24.87  																																										|-Branch two:
% 59.73/24.87  																																										| (258)  ~ (all_0_54_54 = e4)
% 59.73/24.87  																																										| (575) all_0_55_55 = e4 | all_0_56_56 = e4 | all_0_57_57 = e4 | all_0_58_58 = e4
% 59.73/24.87  																																										|
% 59.73/24.87  																																											| Equations (268) can reduce 258 to:
% 59.73/24.87  																																											| (277)  ~ (e4 = e3)
% 59.73/24.87  																																											|
% 59.73/24.87  																																											| Simplifying 277 yields:
% 59.73/24.87  																																											| (188)  ~ (e4 = e3)
% 59.73/24.87  																																											|
% 59.73/24.87  																																											+-Applying beta-rule and splitting (164), into two cases.
% 59.73/24.87  																																											|-Branch one:
% 59.73/24.87  																																											| (471) all_0_39_39 = e4
% 59.73/24.87  																																											|
% 59.73/24.87  																																												| Combining equations (471,317) yields a new equation:
% 59.73/24.87  																																												| (322) e4 = e2
% 59.73/24.87  																																												|
% 59.73/24.87  																																												| Simplifying 322 yields:
% 59.73/24.87  																																												| (323) e4 = e2
% 59.73/24.87  																																												|
% 59.73/24.87  																																												| Equations (323) can reduce 48 to:
% 59.73/24.87  																																												| (266) $false
% 59.73/24.87  																																												|
% 59.73/24.87  																																												|-The branch is then unsatisfiable
% 59.73/24.87  																																											|-Branch two:
% 59.73/24.87  																																											| (1377)  ~ (all_0_39_39 = e4)
% 59.73/24.87  																																											| (2115) all_0_42_42 = e4 | all_0_47_47 = e4 | all_0_51_51 = e4 | all_0_56_56 = e4
% 59.73/24.87  																																											|
% 59.73/24.87  																																												+-Applying beta-rule and splitting (56), into two cases.
% 59.73/24.87  																																												|-Branch one:
% 59.73/24.87  																																												| (696) unit = e2
% 59.73/24.87  																																												|
% 59.73/24.87  																																													| From (696) and (211) follows:
% 59.73/24.87  																																													| (1612) op(e2, e1) = e1
% 59.73/24.87  																																													|
% 59.73/24.87  																																													| From (696) and (32) follows:
% 59.73/24.87  																																													| (698) op(e2, e2) = e2
% 59.73/24.87  																																													|
% 59.73/24.87  																																													| Instantiating formula (29) with e2, e2, e2, e0 and discharging atoms op(e2, e2) = e2, op(e2, e2) = e0, yields:
% 59.73/24.87  																																													| (330) e2 = e0
% 59.73/24.87  																																													|
% 59.73/24.87  																																													| Instantiating formula (29) with e2, e1, e1, e2 and discharging atoms op(e2, e1) = e2, op(e2, e1) = e1, yields:
% 59.73/24.87  																																													| (617) e2 = e1
% 59.73/24.87  																																													|
% 59.73/24.87  																																													| Combining equations (330,617) yields a new equation:
% 59.73/24.87  																																													| (431) e1 = e0
% 59.73/24.87  																																													|
% 59.73/24.87  																																													| Equations (431) can reduce 233 to:
% 59.73/24.87  																																													| (266) $false
% 59.73/24.87  																																													|
% 59.73/24.87  																																													|-The branch is then unsatisfiable
% 59.73/24.87  																																												|-Branch two:
% 59.73/24.87  																																												| (707)  ~ (unit = e2)
% 59.73/24.87  																																												| (708) unit = e4 | unit = e3 | unit = e1 | unit = e0
% 59.73/24.87  																																												|
% 59.73/24.87  																																													+-Applying beta-rule and splitting (355), into two cases.
% 59.73/24.87  																																													|-Branch one:
% 59.73/24.87  																																													| (565) all_0_52_52 = e4
% 59.73/24.87  																																													|
% 59.73/24.87  																																														| Equations (565) can reduce 11 to:
% 59.73/24.87  																																														| (838)  ~ (all_0_57_57 = e4)
% 59.73/24.87  																																														|
% 59.73/24.87  																																														| Simplifying 838 yields:
% 59.73/24.87  																																														| (839)  ~ (all_0_57_57 = e4)
% 59.73/24.87  																																														|
% 59.73/24.87  																																														| Equations (565) can reduce 166 to:
% 59.73/24.87  																																														| (188)  ~ (e4 = e3)
% 59.73/24.87  																																														|
% 59.73/24.87  																																														| Equations (565) can reduce 72 to:
% 59.73/24.87  																																														| (49)  ~ (e4 = e0)
% 59.73/24.87  																																														|
% 59.73/24.87  																																														+-Applying beta-rule and splitting (434), into two cases.
% 59.73/24.87  																																														|-Branch one:
% 59.73/24.87  																																														| (615) all_0_48_48 = e1
% 59.73/24.87  																																														|
% 59.73/24.87  																																															| Combining equations (335,615) yields a new equation:
% 59.73/24.87  																																															| (616) e2 = e1
% 59.73/24.87  																																															|
% 59.73/24.87  																																															| Simplifying 616 yields:
% 59.73/24.87  																																															| (617) e2 = e1
% 59.73/24.87  																																															|
% 59.73/24.87  																																															| Equations (617) can reduce 122 to:
% 59.73/24.87  																																															| (266) $false
% 59.73/24.87  																																															|
% 59.73/24.87  																																															|-The branch is then unsatisfiable
% 59.73/24.87  																																														|-Branch two:
% 59.73/24.87  																																														| (619)  ~ (all_0_48_48 = e1)
% 59.73/24.87  																																														| (620) all_0_52_52 = e1 | all_0_57_57 = e1
% 59.73/24.87  																																														|
% 59.73/24.87  																																															+-Applying beta-rule and splitting (445), into two cases.
% 59.73/24.87  																																															|-Branch one:
% 59.73/24.87  																																															| (871) all_0_57_57 = e4
% 59.73/24.87  																																															|
% 59.73/24.87  																																																| Equations (871) can reduce 839 to:
% 59.73/24.87  																																																| (266) $false
% 59.73/24.87  																																																|
% 59.73/24.87  																																																|-The branch is then unsatisfiable
% 59.73/24.87  																																															|-Branch two:
% 59.73/24.87  																																															| (839)  ~ (all_0_57_57 = e4)
% 59.73/24.87  																																															| (874) all_0_57_57 = e1 | all_0_57_57 = e0
% 59.73/24.87  																																															|
% 59.73/24.87  																																																+-Applying beta-rule and splitting (1168), into two cases.
% 59.73/24.87  																																																|-Branch one:
% 59.73/24.87  																																																| (1109) all_0_51_51 = e1
% 59.73/24.87  																																																|
% 59.73/24.87  																																																	| From (1109) and (186) follows:
% 59.73/24.87  																																																	| (699) op(e1, e2) = e1
% 59.73/24.87  																																																	|
% 59.73/24.87  																																																	+-Applying beta-rule and splitting (874), into two cases.
% 59.73/24.87  																																																	|-Branch one:
% 59.73/24.87  																																																	| (875) all_0_57_57 = e0
% 59.73/24.87  																																																	|
% 59.73/24.87  																																																		| Equations (875) can reduce 364 to:
% 59.73/24.87  																																																		| (266) $false
% 59.73/24.87  																																																		|
% 59.73/24.87  																																																		|-The branch is then unsatisfiable
% 59.73/24.87  																																																	|-Branch two:
% 59.73/24.87  																																																	| (364)  ~ (all_0_57_57 = e0)
% 59.73/24.87  																																																	| (647) all_0_57_57 = e1
% 59.73/24.87  																																																	|
% 59.73/24.87  																																																		| Equations (647) can reduce 839 to:
% 59.73/24.87  																																																		| (602)  ~ (e4 = e1)
% 59.73/24.87  																																																		|
% 59.73/24.87  																																																		| Simplifying 602 yields:
% 59.73/24.87  																																																		| (110)  ~ (e4 = e1)
% 59.73/24.87  																																																		|
% 59.73/24.87  																																																		| Equations (647) can reduce 364 to:
% 59.73/24.87  																																																		| (233)  ~ (e1 = e0)
% 59.73/24.87  																																																		|
% 59.73/24.87  																																																		+-Applying beta-rule and splitting (575), into two cases.
% 59.73/24.87  																																																		|-Branch one:
% 59.73/24.87  																																																		| (587) all_0_55_55 = e4
% 59.73/24.87  																																																		|
% 59.73/24.87  																																																			| Combining equations (587,858) yields a new equation:
% 59.73/24.87  																																																			| (481) e4 = e0
% 59.73/24.87  																																																			|
% 59.73/24.87  																																																			| Simplifying 481 yields:
% 59.73/24.87  																																																			| (397) e4 = e0
% 59.73/24.87  																																																			|
% 59.73/24.87  																																																			| Equations (397) can reduce 49 to:
% 59.73/24.87  																																																			| (266) $false
% 59.73/24.87  																																																			|
% 59.73/24.87  																																																			|-The branch is then unsatisfiable
% 59.73/24.87  																																																		|-Branch two:
% 59.73/24.87  																																																		| (763)  ~ (all_0_55_55 = e4)
% 59.73/24.87  																																																		| (764) all_0_56_56 = e4 | all_0_57_57 = e4 | all_0_58_58 = e4
% 59.73/24.87  																																																		|
% 59.73/24.87  																																																			| Equations (858) can reduce 763 to:
% 59.73/24.87  																																																			| (401)  ~ (e4 = e0)
% 59.73/24.87  																																																			|
% 59.73/24.87  																																																			| Simplifying 401 yields:
% 59.73/24.87  																																																			| (49)  ~ (e4 = e0)
% 59.73/24.87  																																																			|
% 59.73/24.87  																																																			+-Applying beta-rule and splitting (836), into two cases.
% 59.73/24.87  																																																			|-Branch one:
% 59.73/24.87  																																																			| (842) all_0_56_56 = e4
% 59.73/24.87  																																																			|
% 59.73/24.87  																																																				| From (842) and (111) follows:
% 59.73/24.87  																																																				| (2154) op(e0, e2) = e4
% 59.73/24.87  																																																				|
% 59.73/24.87  																																																				+-Applying beta-rule and splitting (708), into two cases.
% 59.73/24.87  																																																				|-Branch one:
% 59.73/24.87  																																																				| (709) unit = e4
% 59.73/24.87  																																																				|
% 59.73/24.87  																																																					| From (709) and (24) follows:
% 59.73/24.87  																																																					| (33325) op(e4, e3) = e3
% 59.73/24.87  																																																					|
% 59.73/24.87  																																																					| From (709) and (227) follows:
% 59.73/24.88  																																																					| (710) op(e4, e4) = e4
% 59.73/24.88  																																																					|
% 59.73/24.88  																																																					| From (709) and (42) follows:
% 59.73/24.88  																																																					| (713) op(e0, e4) = e0
% 59.73/24.88  																																																					|
% 59.73/24.88  																																																					| Instantiating formula (29) with e4, e4, e4, e1 and discharging atoms op(e4, e4) = e4, op(e4, e4) = e1, yields:
% 59.73/24.88  																																																					| (630) e4 = e1
% 59.73/24.88  																																																					|
% 59.73/24.88  																																																					| Instantiating formula (29) with e4, e3, e3, e4 and discharging atoms op(e4, e3) = e4, op(e4, e3) = e3, yields:
% 59.73/24.88  																																																					| (425) e4 = e3
% 59.73/24.88  																																																					|
% 59.73/24.88  																																																					| Instantiating formula (29) with e0, e4, e0, e3 and discharging atoms op(e0, e4) = e3, op(e0, e4) = e0, yields:
% 59.73/24.88  																																																					| (676) e3 = e0
% 59.73/24.88  																																																					|
% 59.73/24.88  																																																					| Combining equations (630,425) yields a new equation:
% 59.73/24.88  																																																					| (455) e3 = e1
% 59.73/24.88  																																																					|
% 59.73/24.88  																																																					| Combining equations (455,676) yields a new equation:
% 59.73/24.88  																																																					| (546) e1 = e0
% 59.73/24.88  																																																					|
% 59.73/24.88  																																																					| Simplifying 546 yields:
% 59.73/24.88  																																																					| (431) e1 = e0
% 59.73/24.88  																																																					|
% 59.73/24.88  																																																					| Equations (431) can reduce 233 to:
% 59.73/24.88  																																																					| (266) $false
% 59.73/24.88  																																																					|
% 59.73/24.88  																																																					|-The branch is then unsatisfiable
% 59.73/24.88  																																																				|-Branch two:
% 59.73/24.88  																																																				| (724)  ~ (unit = e4)
% 59.73/24.88  																																																				| (725) unit = e3 | unit = e1 | unit = e0
% 59.73/24.88  																																																				|
% 59.73/24.88  																																																					+-Applying beta-rule and splitting (725), into two cases.
% 59.73/24.88  																																																					|-Branch one:
% 59.73/24.88  																																																					| (726) unit = e0
% 59.73/24.88  																																																					|
% 59.73/24.88  																																																						| From (726) and (244) follows:
% 59.73/24.88  																																																						| (2207) op(e0, e4) = e4
% 59.73/24.88  																																																						|
% 59.73/24.88  																																																						| From (726) and (15) follows:
% 59.73/24.88  																																																						| (1508) op(e0, e2) = e2
% 59.73/24.88  																																																						|
% 59.73/24.88  																																																						| From (726) and (28) follows:
% 59.73/24.88  																																																						| (2698) op(e1, e0) = e1
% 59.73/24.88  																																																						|
% 59.73/24.88  																																																						| From (726) and (42) follows:
% 59.73/24.88  																																																						| (728) op(e0, e0) = e0
% 59.73/24.88  																																																						|
% 59.73/24.88  																																																						| Instantiating formula (29) with e1, e0, e1, e3 and discharging atoms op(e1, e0) = e3, op(e1, e0) = e1, yields:
% 59.73/24.88  																																																						| (455) e3 = e1
% 59.73/24.88  																																																						|
% 59.73/24.88  																																																						| Instantiating formula (29) with e0, e4, e4, e3 and discharging atoms op(e0, e4) = e4, op(e0, e4) = e3, yields:
% 59.73/24.88  																																																						| (425) e4 = e3
% 59.73/24.88  																																																						|
% 59.73/24.88  																																																						| Instantiating formula (29) with e0, e2, e2, e4 and discharging atoms op(e0, e2) = e4, op(e0, e2) = e2, yields:
% 59.73/24.88  																																																						| (323) e4 = e2
% 59.73/24.88  																																																						|
% 59.73/24.88  																																																						| Instantiating formula (29) with e0, e0, e0, e2 and discharging atoms op(e0, e0) = e2, op(e0, e0) = e0, yields:
% 59.73/24.88  																																																						| (330) e2 = e0
% 59.73/24.88  																																																						|
% 59.73/24.88  																																																						| Combining equations (323,425) yields a new equation:
% 59.73/24.88  																																																						| (662) e3 = e2
% 59.73/24.88  																																																						|
% 59.73/24.88  																																																						| Combining equations (662,455) yields a new equation:
% 59.73/24.88  																																																						| (616) e2 = e1
% 59.73/24.88  																																																						|
% 59.73/24.88  																																																						| Simplifying 616 yields:
% 59.73/24.88  																																																						| (617) e2 = e1
% 59.73/24.88  																																																						|
% 59.73/24.88  																																																						| Combining equations (330,617) yields a new equation:
% 59.73/24.88  																																																						| (431) e1 = e0
% 59.73/24.88  																																																						|
% 59.73/24.88  																																																						| Equations (431) can reduce 233 to:
% 59.73/24.88  																																																						| (266) $false
% 59.73/24.88  																																																						|
% 59.73/24.88  																																																						|-The branch is then unsatisfiable
% 59.73/24.88  																																																					|-Branch two:
% 59.73/24.88  																																																					| (734)  ~ (unit = e0)
% 59.73/24.88  																																																					| (735) unit = e3 | unit = e1
% 59.73/24.88  																																																					|
% 59.73/24.88  																																																						+-Applying beta-rule and splitting (735), into two cases.
% 59.73/24.88  																																																						|-Branch one:
% 59.73/24.88  																																																						| (736) unit = e1
% 59.73/24.88  																																																						|
% 59.73/24.88  																																																							| Equations (736) can reduce 734 to:
% 59.73/24.88  																																																							| (233)  ~ (e1 = e0)
% 59.73/24.88  																																																							|
% 59.73/24.88  																																																							| From (736) and (244) follows:
% 59.73/24.88  																																																							| (738) op(e1, e4) = e4
% 59.73/24.88  																																																							|
% 59.73/24.88  																																																							| From (736) and (24) follows:
% 59.73/24.88  																																																							| (1934) op(e1, e3) = e3
% 59.73/24.88  																																																							|
% 59.73/24.88  																																																							| From (736) and (15) follows:
% 59.73/24.88  																																																							| (515) op(e1, e2) = e2
% 59.73/24.88  																																																							|
% 59.73/24.88  																																																							| From (736) and (227) follows:
% 59.73/24.88  																																																							| (739) op(e4, e1) = e4
% 59.73/24.88  																																																							|
% 59.73/24.88  																																																							| Instantiating formula (29) with e4, e1, e4, e3 and discharging atoms op(e4, e1) = e4, op(e4, e1) = e3, yields:
% 59.73/24.88  																																																							| (425) e4 = e3
% 59.73/24.88  																																																							|
% 59.73/24.88  																																																							| Instantiating formula (29) with e1, e4, e4, e0 and discharging atoms op(e1, e4) = e4, op(e1, e4) = e0, yields:
% 59.73/24.88  																																																							| (397) e4 = e0
% 59.73/24.88  																																																							|
% 59.73/24.88  																																																							| Instantiating formula (29) with e1, e3, e3, e2 and discharging atoms op(e1, e3) = e3, op(e1, e3) = e2, yields:
% 59.73/24.88  																																																							| (662) e3 = e2
% 59.73/24.88  																																																							|
% 59.73/24.88  																																																							| Instantiating formula (29) with e1, e2, e2, e1 and discharging atoms op(e1, e2) = e2, op(e1, e2) = e1, yields:
% 59.73/24.88  																																																							| (617) e2 = e1
% 59.73/24.88  																																																							|
% 59.73/24.88  																																																							| Combining equations (425,397) yields a new equation:
% 59.73/24.88  																																																							| (675) e3 = e0
% 59.73/24.88  																																																							|
% 59.73/24.88  																																																							| Simplifying 675 yields:
% 59.73/24.88  																																																							| (676) e3 = e0
% 59.73/24.88  																																																							|
% 59.73/24.88  																																																							| Combining equations (662,676) yields a new equation:
% 59.73/24.88  																																																							| (391) e2 = e0
% 59.73/24.88  																																																							|
% 59.73/24.88  																																																							| Simplifying 391 yields:
% 59.73/24.88  																																																							| (330) e2 = e0
% 59.73/24.88  																																																							|
% 59.73/24.88  																																																							| Combining equations (330,617) yields a new equation:
% 59.73/24.88  																																																							| (431) e1 = e0
% 59.73/24.88  																																																							|
% 59.73/24.88  																																																							| Equations (431) can reduce 233 to:
% 59.73/24.88  																																																							| (266) $false
% 59.73/24.88  																																																							|
% 59.73/24.88  																																																							|-The branch is then unsatisfiable
% 59.73/24.88  																																																						|-Branch two:
% 59.73/24.88  																																																						| (748)  ~ (unit = e1)
% 59.73/24.88  																																																						| (749) unit = e3
% 59.73/24.88  																																																						|
% 59.73/24.88  																																																							| From (749) and (244) follows:
% 59.73/24.88  																																																							| (750) op(e3, e4) = e4
% 59.73/24.88  																																																							|
% 59.73/24.88  																																																							| From (749) and (209) follows:
% 59.73/24.88  																																																							| (1667) op(e3, e0) = e0
% 59.73/24.88  																																																							|
% 59.73/24.88  																																																							| From (749) and (40) follows:
% 59.73/24.88  																																																							| (3715) op(e3, e3) = e3
% 59.73/24.88  																																																							|
% 59.73/24.88  																																																							| From (749) and (32) follows:
% 59.73/24.88  																																																							| (5793) op(e2, e3) = e2
% 59.73/24.88  																																																							|
% 59.73/24.88  																																																							| Instantiating formula (29) with e3, e4, e4, e2 and discharging atoms op(e3, e4) = e4, op(e3, e4) = e2, yields:
% 59.73/24.88  																																																							| (323) e4 = e2
% 59.73/24.88  																																																							|
% 59.73/24.88  																																																							| Instantiating formula (29) with e3, e3, e3, e1 and discharging atoms op(e3, e3) = e3, op(e3, e3) = e1, yields:
% 59.73/24.88  																																																							| (455) e3 = e1
% 59.73/24.88  																																																							|
% 59.73/24.88  																																																							| Instantiating formula (29) with e3, e0, e0, e4 and discharging atoms op(e3, e0) = e4, op(e3, e0) = e0, yields:
% 59.73/24.88  																																																							| (397) e4 = e0
% 59.73/24.88  																																																							|
% 59.73/24.88  																																																							| Instantiating formula (29) with e2, e3, e2, e3 and discharging atoms op(e2, e3) = e3, op(e2, e3) = e2, yields:
% 59.73/24.88  																																																							| (662) e3 = e2
% 59.73/24.88  																																																							|
% 59.73/24.88  																																																							| Combining equations (397,323) yields a new equation:
% 59.73/24.88  																																																							| (330) e2 = e0
% 59.73/24.88  																																																							|
% 59.73/24.88  																																																							| Combining equations (662,455) yields a new equation:
% 59.73/24.88  																																																							| (616) e2 = e1
% 59.73/24.88  																																																							|
% 59.73/24.88  																																																							| Simplifying 616 yields:
% 59.73/24.88  																																																							| (617) e2 = e1
% 59.73/24.88  																																																							|
% 59.73/24.88  																																																							| Combining equations (330,617) yields a new equation:
% 59.73/24.88  																																																							| (431) e1 = e0
% 59.73/24.88  																																																							|
% 59.73/24.88  																																																							| Equations (431) can reduce 233 to:
% 59.73/24.88  																																																							| (266) $false
% 59.73/24.88  																																																							|
% 59.73/24.88  																																																							|-The branch is then unsatisfiable
% 59.73/24.88  																																																			|-Branch two:
% 59.73/24.88  																																																			| (477)  ~ (all_0_56_56 = e4)
% 59.73/24.88  																																																			| (845) all_0_56_56 = e3 | all_0_56_56 = e1 | all_0_56_56 = e0
% 59.73/24.88  																																																			|
% 59.73/24.88  																																																				+-Applying beta-rule and splitting (2115), into two cases.
% 59.73/24.88  																																																				|-Branch one:
% 59.73/24.88  																																																				| (1392) all_0_42_42 = e4
% 59.73/24.88  																																																				|
% 59.73/24.88  																																																					| Combining equations (1392,516) yields a new equation:
% 59.73/24.88  																																																					| (424) e4 = e3
% 59.73/24.88  																																																					|
% 59.73/24.88  																																																					| Simplifying 424 yields:
% 59.73/24.88  																																																					| (425) e4 = e3
% 59.73/24.88  																																																					|
% 59.73/24.88  																																																					| Equations (425) can reduce 188 to:
% 59.73/24.88  																																																					| (266) $false
% 59.73/24.88  																																																					|
% 59.73/24.88  																																																					|-The branch is then unsatisfiable
% 59.73/24.88  																																																				|-Branch two:
% 59.73/24.88  																																																				| (1890)  ~ (all_0_42_42 = e4)
% 59.73/24.88  																																																				| (2246) all_0_47_47 = e4 | all_0_51_51 = e4 | all_0_56_56 = e4
% 59.73/24.88  																																																				|
% 59.73/24.88  																																																					+-Applying beta-rule and splitting (764), into two cases.
% 59.73/24.88  																																																					|-Branch one:
% 59.73/24.88  																																																					| (842) all_0_56_56 = e4
% 59.73/24.88  																																																					|
% 59.73/24.88  																																																						| Equations (842) can reduce 477 to:
% 59.73/24.88  																																																						| (266) $false
% 59.73/24.88  																																																						|
% 59.73/24.88  																																																						|-The branch is then unsatisfiable
% 59.73/24.88  																																																					|-Branch two:
% 59.73/24.88  																																																					| (477)  ~ (all_0_56_56 = e4)
% 59.73/24.88  																																																					| (935) all_0_57_57 = e4 | all_0_58_58 = e4
% 59.73/24.88  																																																					|
% 59.73/24.88  																																																						+-Applying beta-rule and splitting (2246), into two cases.
% 59.73/24.88  																																																						|-Branch one:
% 59.73/24.88  																																																						| (1790) all_0_47_47 = e4
% 59.73/24.88  																																																						|
% 59.73/24.88  																																																							| Combining equations (1790,674) yields a new equation:
% 59.73/24.88  																																																							| (481) e4 = e0
% 59.73/24.88  																																																							|
% 59.73/24.88  																																																							| Simplifying 481 yields:
% 59.73/24.88  																																																							| (397) e4 = e0
% 59.73/24.88  																																																							|
% 59.73/24.88  																																																							| Equations (397) can reduce 49 to:
% 59.73/24.88  																																																							| (266) $false
% 59.73/24.88  																																																							|
% 59.73/24.88  																																																							|-The branch is then unsatisfiable
% 59.73/24.88  																																																						|-Branch two:
% 59.73/24.88  																																																						| (252)  ~ (all_0_47_47 = e4)
% 59.73/24.88  																																																						| (6548) all_0_51_51 = e4 | all_0_56_56 = e4
% 59.73/24.88  																																																						|
% 59.73/24.88  																																																							+-Applying beta-rule and splitting (6548), into two cases.
% 59.73/24.88  																																																							|-Branch one:
% 59.73/24.88  																																																							| (1101) all_0_51_51 = e4
% 59.73/24.88  																																																							|
% 59.73/24.88  																																																								| Combining equations (1101,1109) yields a new equation:
% 59.73/24.88  																																																								| (636) e4 = e1
% 59.73/24.88  																																																								|
% 59.73/24.88  																																																								| Simplifying 636 yields:
% 59.73/24.88  																																																								| (630) e4 = e1
% 59.73/24.88  																																																								|
% 59.73/24.88  																																																								| Equations (630) can reduce 110 to:
% 59.73/24.88  																																																								| (266) $false
% 59.73/24.88  																																																								|
% 59.73/24.88  																																																								|-The branch is then unsatisfiable
% 59.73/24.88  																																																							|-Branch two:
% 59.73/24.88  																																																							| (475)  ~ (all_0_51_51 = e4)
% 59.73/24.88  																																																							| (842) all_0_56_56 = e4
% 59.73/24.88  																																																							|
% 59.73/24.88  																																																								| Equations (842) can reduce 477 to:
% 59.73/24.88  																																																								| (266) $false
% 59.73/24.88  																																																								|
% 59.73/24.88  																																																								|-The branch is then unsatisfiable
% 59.73/24.88  																																																|-Branch two:
% 59.73/24.88  																																																| (464)  ~ (all_0_51_51 = e1)
% 59.73/24.88  																																																| (1202) all_0_52_52 = e1 | all_0_53_53 = e1
% 59.73/24.88  																																																|
% 59.73/24.88  																																																	+-Applying beta-rule and splitting (620), into two cases.
% 59.73/24.88  																																																	|-Branch one:
% 59.73/24.88  																																																	| (642) all_0_52_52 = e1
% 59.73/24.88  																																																	|
% 59.73/24.88  																																																		| Combining equations (565,642) yields a new equation:
% 59.73/24.88  																																																		| (636) e4 = e1
% 59.73/24.88  																																																		|
% 59.73/24.88  																																																		| Simplifying 636 yields:
% 59.73/24.88  																																																		| (630) e4 = e1
% 59.73/24.88  																																																		|
% 59.73/24.88  																																																		| Equations (630) can reduce 110 to:
% 59.73/24.88  																																																		| (266) $false
% 59.73/24.88  																																																		|
% 59.73/24.88  																																																		|-The branch is then unsatisfiable
% 59.73/24.88  																																																	|-Branch two:
% 59.73/24.88  																																																	| (646)  ~ (all_0_52_52 = e1)
% 59.73/24.88  																																																	| (647) all_0_57_57 = e1
% 59.73/24.88  																																																	|
% 59.73/24.88  																																																		| Equations (647) can reduce 140 to:
% 59.73/24.88  																																																		| (466)  ~ (all_0_56_56 = e1)
% 59.73/24.88  																																																		|
% 59.73/24.88  																																																		| Equations (647) can reduce 67 to:
% 59.73/24.88  																																																		| (467)  ~ (e3 = e1)
% 59.73/24.88  																																																		|
% 59.73/24.88  																																																		| Simplifying 467 yields:
% 59.73/24.88  																																																		| (213)  ~ (e3 = e1)
% 59.73/24.88  																																																		|
% 59.73/24.88  																																																		+-Applying beta-rule and splitting (836), into two cases.
% 59.73/24.88  																																																		|-Branch one:
% 59.73/24.88  																																																		| (842) all_0_56_56 = e4
% 59.73/24.88  																																																		|
% 59.73/24.88  																																																			| Equations (842) can reduce 466 to:
% 59.73/24.88  																																																			| (110)  ~ (e4 = e1)
% 59.73/24.88  																																																			|
% 59.73/24.88  																																																			+-Applying beta-rule and splitting (1202), into two cases.
% 59.73/24.88  																																																			|-Branch one:
% 59.73/24.88  																																																			| (642) all_0_52_52 = e1
% 59.73/24.88  																																																			|
% 59.73/24.88  																																																				| Combining equations (642,565) yields a new equation:
% 59.73/24.88  																																																				| (630) e4 = e1
% 59.73/24.88  																																																				|
% 59.73/24.88  																																																				| Equations (630) can reduce 110 to:
% 59.73/24.88  																																																				| (266) $false
% 59.73/24.88  																																																				|
% 59.73/24.88  																																																				|-The branch is then unsatisfiable
% 59.73/24.88  																																																			|-Branch two:
% 59.73/24.88  																																																			| (646)  ~ (all_0_52_52 = e1)
% 59.73/24.88  																																																			| (1208) all_0_53_53 = e1
% 59.73/24.88  																																																			|
% 59.73/24.88  																																																				| Combining equations (665,1208) yields a new equation:
% 59.73/24.88  																																																				| (454) e3 = e1
% 59.73/24.88  																																																				|
% 59.73/24.88  																																																				| Simplifying 454 yields:
% 59.73/24.88  																																																				| (455) e3 = e1
% 59.73/24.88  																																																				|
% 59.73/24.88  																																																				| Equations (455) can reduce 213 to:
% 59.73/24.88  																																																				| (266) $false
% 59.73/24.88  																																																				|
% 59.73/24.88  																																																				|-The branch is then unsatisfiable
% 59.73/24.88  																																																		|-Branch two:
% 59.73/24.88  																																																		| (477)  ~ (all_0_56_56 = e4)
% 59.73/24.88  																																																		| (845) all_0_56_56 = e3 | all_0_56_56 = e1 | all_0_56_56 = e0
% 59.73/24.88  																																																		|
% 59.73/24.88  																																																			+-Applying beta-rule and splitting (845), into two cases.
% 59.73/24.88  																																																			|-Branch one:
% 59.73/24.88  																																																			| (679) all_0_56_56 = e0
% 59.73/24.88  																																																			|
% 59.73/24.88  																																																				| Equations (679) can reduce 828 to:
% 59.73/24.88  																																																				| (266) $false
% 59.73/24.88  																																																				|
% 59.73/24.88  																																																				|-The branch is then unsatisfiable
% 59.73/24.88  																																																			|-Branch two:
% 59.73/24.88  																																																			| (828)  ~ (all_0_56_56 = e0)
% 59.73/24.88  																																																			| (3172) all_0_56_56 = e3 | all_0_56_56 = e1
% 59.73/24.88  																																																			|
% 59.73/24.88  																																																				+-Applying beta-rule and splitting (3172), into two cases.
% 59.73/24.88  																																																				|-Branch one:
% 59.73/24.88  																																																				| (1569) all_0_56_56 = e1
% 59.73/24.88  																																																				|
% 59.73/24.88  																																																					| Equations (1569) can reduce 466 to:
% 59.73/24.88  																																																					| (266) $false
% 59.73/24.88  																																																					|
% 59.73/24.88  																																																					|-The branch is then unsatisfiable
% 59.73/24.88  																																																				|-Branch two:
% 59.73/24.88  																																																				| (466)  ~ (all_0_56_56 = e1)
% 59.73/24.88  																																																				| (1097) all_0_56_56 = e3
% 59.73/24.88  																																																				|
% 59.73/24.88  																																																					| Equations (1097) can reduce 272 to:
% 59.73/24.88  																																																					| (266) $false
% 59.73/24.88  																																																					|
% 59.73/24.88  																																																					|-The branch is then unsatisfiable
% 59.73/24.88  																																													|-Branch two:
% 59.73/24.88  																																													| (780)  ~ (all_0_52_52 = e4)
% 59.73/24.88  																																													| (642) all_0_52_52 = e1
% 59.73/24.88  																																													|
% 59.73/24.88  																																														| Equations (642) can reduce 20 to:
% 59.73/24.88  																																														| (464)  ~ (all_0_51_51 = e1)
% 59.73/24.88  																																														|
% 59.73/24.88  																																														| Equations (642) can reduce 11 to:
% 59.73/24.88  																																														| (2437)  ~ (all_0_57_57 = e1)
% 59.73/24.88  																																														|
% 59.73/24.88  																																														| Simplifying 2437 yields:
% 59.73/24.88  																																														| (1670)  ~ (all_0_57_57 = e1)
% 59.73/24.88  																																														|
% 59.73/24.88  																																														| Equations (642) can reduce 780 to:
% 59.73/24.88  																																														| (602)  ~ (e4 = e1)
% 59.73/24.88  																																														|
% 59.73/24.88  																																														| Simplifying 602 yields:
% 59.73/24.88  																																														| (110)  ~ (e4 = e1)
% 59.73/24.88  																																														|
% 59.73/24.88  																																														| Equations (642) can reduce 342 to:
% 59.73/24.88  																																														| (604)  ~ (e2 = e1)
% 59.73/24.88  																																														|
% 59.73/24.88  																																														| Simplifying 604 yields:
% 59.73/24.88  																																														| (122)  ~ (e2 = e1)
% 59.73/24.88  																																														|
% 59.73/24.88  																																														+-Applying beta-rule and splitting (1071), into two cases.
% 59.73/24.88  																																														|-Branch one:
% 59.73/24.88  																																														| (1101) all_0_51_51 = e4
% 59.73/24.88  																																														|
% 59.73/24.88  																																															| Equations (1101) can reduce 1099 to:
% 59.73/24.88  																																															| (48)  ~ (e4 = e2)
% 59.73/24.88  																																															|
% 59.73/24.88  																																															| Equations (1101) can reduce 464 to:
% 59.73/24.88  																																															| (110)  ~ (e4 = e1)
% 59.73/24.88  																																															|
% 59.73/24.88  																																															| From (1101) and (186) follows:
% 59.73/24.88  																																															| (13720) op(e1, e2) = e4
% 59.73/24.88  																																															|
% 59.73/24.88  																																															+-Applying beta-rule and splitting (400), into two cases.
% 59.73/24.88  																																															|-Branch one:
% 59.73/24.88  																																															| (943) all_0_48_48 = e4
% 59.73/24.88  																																															|
% 59.73/24.88  																																																| Combining equations (335,943) yields a new equation:
% 59.73/24.88  																																																| (323) e4 = e2
% 59.73/24.88  																																																|
% 59.73/24.88  																																																| Equations (323) can reduce 48 to:
% 59.73/24.88  																																																| (266) $false
% 59.73/24.88  																																																|
% 59.73/24.88  																																																|-The branch is then unsatisfiable
% 59.73/24.88  																																															|-Branch two:
% 59.73/24.88  																																															| (254)  ~ (all_0_48_48 = e4)
% 59.73/24.88  																																															| (947) all_0_52_52 = e4 | all_0_57_57 = e4
% 59.73/24.88  																																															|
% 59.73/24.88  																																																+-Applying beta-rule and splitting (947), into two cases.
% 59.73/24.88  																																																|-Branch one:
% 59.73/24.88  																																																| (565) all_0_52_52 = e4
% 59.73/24.88  																																																|
% 59.73/24.88  																																																	| Combining equations (642,565) yields a new equation:
% 59.73/24.88  																																																	| (630) e4 = e1
% 59.73/24.88  																																																	|
% 59.73/24.88  																																																	| Equations (630) can reduce 110 to:
% 59.73/24.88  																																																	| (266) $false
% 59.73/24.88  																																																	|
% 59.73/24.88  																																																	|-The branch is then unsatisfiable
% 59.73/24.88  																																																|-Branch two:
% 59.73/24.88  																																																| (780)  ~ (all_0_52_52 = e4)
% 59.73/24.88  																																																| (871) all_0_57_57 = e4
% 59.73/24.88  																																																|
% 59.73/24.88  																																																	| Equations (871) can reduce 1670 to:
% 59.73/24.88  																																																	| (110)  ~ (e4 = e1)
% 59.73/24.88  																																																	|
% 59.73/24.88  																																																	+-Applying beta-rule and splitting (633), into two cases.
% 59.73/24.88  																																																	|-Branch one:
% 59.73/24.88  																																																	| (1569) all_0_56_56 = e1
% 59.73/24.88  																																																	|
% 59.73/24.88  																																																		| Equations (1569) can reduce 828 to:
% 59.73/24.88  																																																		| (233)  ~ (e1 = e0)
% 59.73/24.88  																																																		|
% 59.73/24.88  																																																		| From (1569) and (111) follows:
% 59.73/24.88  																																																		| (3175) op(e0, e2) = e1
% 59.73/24.88  																																																		|
% 59.73/24.88  																																																		+-Applying beta-rule and splitting (708), into two cases.
% 59.73/24.88  																																																		|-Branch one:
% 59.73/24.88  																																																		| (709) unit = e4
% 59.73/24.88  																																																		|
% 59.73/24.88  																																																			| From (709) and (24) follows:
% 59.73/24.88  																																																			| (33325) op(e4, e3) = e3
% 59.73/24.88  																																																			|
% 59.73/24.88  																																																			| From (709) and (227) follows:
% 59.73/24.88  																																																			| (710) op(e4, e4) = e4
% 59.73/24.88  																																																			|
% 59.73/24.88  																																																			| From (709) and (42) follows:
% 59.73/24.88  																																																			| (713) op(e0, e4) = e0
% 59.73/24.88  																																																			|
% 59.73/24.88  																																																			| Instantiating formula (29) with e4, e4, e4, e1 and discharging atoms op(e4, e4) = e4, op(e4, e4) = e1, yields:
% 59.73/24.88  																																																			| (630) e4 = e1
% 59.73/24.88  																																																			|
% 59.73/24.88  																																																			| Instantiating formula (29) with e4, e3, e3, e4 and discharging atoms op(e4, e3) = e4, op(e4, e3) = e3, yields:
% 59.73/24.88  																																																			| (425) e4 = e3
% 59.73/24.88  																																																			|
% 59.73/24.88  																																																			| Instantiating formula (29) with e0, e4, e0, e3 and discharging atoms op(e0, e4) = e3, op(e0, e4) = e0, yields:
% 59.73/24.88  																																																			| (676) e3 = e0
% 59.73/24.88  																																																			|
% 59.73/24.88  																																																			| Combining equations (630,425) yields a new equation:
% 59.73/24.88  																																																			| (455) e3 = e1
% 59.73/24.88  																																																			|
% 59.73/24.89  																																																			| Combining equations (455,676) yields a new equation:
% 59.73/24.89  																																																			| (546) e1 = e0
% 59.73/24.89  																																																			|
% 59.73/24.89  																																																			| Simplifying 546 yields:
% 59.73/24.89  																																																			| (431) e1 = e0
% 59.73/24.89  																																																			|
% 59.73/24.89  																																																			| Equations (431) can reduce 233 to:
% 59.73/24.89  																																																			| (266) $false
% 59.73/24.89  																																																			|
% 59.73/24.89  																																																			|-The branch is then unsatisfiable
% 59.73/24.89  																																																		|-Branch two:
% 59.73/24.89  																																																		| (724)  ~ (unit = e4)
% 59.73/24.89  																																																		| (725) unit = e3 | unit = e1 | unit = e0
% 59.73/24.89  																																																		|
% 59.73/24.89  																																																			+-Applying beta-rule and splitting (725), into two cases.
% 59.73/24.89  																																																			|-Branch one:
% 59.73/24.89  																																																			| (726) unit = e0
% 59.73/24.89  																																																			|
% 59.73/24.89  																																																				| From (726) and (15) follows:
% 59.73/24.89  																																																				| (1508) op(e0, e2) = e2
% 59.73/24.89  																																																				|
% 59.73/24.89  																																																				| From (726) and (42) follows:
% 59.73/24.89  																																																				| (728) op(e0, e0) = e0
% 59.73/24.89  																																																				|
% 59.73/24.89  																																																				| Instantiating formula (29) with e0, e2, e2, e1 and discharging atoms op(e0, e2) = e2, op(e0, e2) = e1, yields:
% 59.73/24.89  																																																				| (617) e2 = e1
% 59.73/24.89  																																																				|
% 59.73/24.89  																																																				| Instantiating formula (29) with e0, e0, e0, e2 and discharging atoms op(e0, e0) = e2, op(e0, e0) = e0, yields:
% 59.73/24.89  																																																				| (330) e2 = e0
% 59.73/24.89  																																																				|
% 59.73/24.89  																																																				| Combining equations (330,617) yields a new equation:
% 59.73/24.89  																																																				| (431) e1 = e0
% 59.73/24.89  																																																				|
% 59.73/24.89  																																																				| Equations (431) can reduce 233 to:
% 59.73/24.89  																																																				| (266) $false
% 59.73/24.89  																																																				|
% 59.73/24.89  																																																				|-The branch is then unsatisfiable
% 59.73/24.89  																																																			|-Branch two:
% 59.73/24.89  																																																			| (734)  ~ (unit = e0)
% 59.73/24.89  																																																			| (735) unit = e3 | unit = e1
% 59.73/24.89  																																																			|
% 59.73/24.89  																																																				+-Applying beta-rule and splitting (735), into two cases.
% 59.73/24.89  																																																				|-Branch one:
% 59.73/24.89  																																																				| (736) unit = e1
% 59.73/24.89  																																																				|
% 59.73/24.89  																																																					| From (736) and (15) follows:
% 59.73/24.89  																																																					| (515) op(e1, e2) = e2
% 59.73/24.89  																																																					|
% 59.73/24.89  																																																					| From (736) and (209) follows:
% 59.73/24.89  																																																					| (2715) op(e1, e0) = e0
% 59.73/24.89  																																																					|
% 59.73/24.89  																																																					| From (736) and (227) follows:
% 59.73/24.89  																																																					| (739) op(e4, e1) = e4
% 59.73/24.89  																																																					|
% 59.73/24.89  																																																					| Instantiating formula (29) with e4, e1, e4, e3 and discharging atoms op(e4, e1) = e4, op(e4, e1) = e3, yields:
% 59.73/24.89  																																																					| (425) e4 = e3
% 59.73/24.89  																																																					|
% 59.73/24.89  																																																					| Instantiating formula (29) with e1, e2, e2, e4 and discharging atoms op(e1, e2) = e4, op(e1, e2) = e2, yields:
% 59.73/24.89  																																																					| (323) e4 = e2
% 59.73/24.89  																																																					|
% 59.73/24.89  																																																					| Instantiating formula (29) with e1, e0, e0, e3 and discharging atoms op(e1, e0) = e3, op(e1, e0) = e0, yields:
% 59.73/24.89  																																																					| (676) e3 = e0
% 59.73/24.89  																																																					|
% 59.73/24.89  																																																					| Combining equations (425,323) yields a new equation:
% 59.73/24.89  																																																					| (661) e3 = e2
% 59.73/24.89  																																																					|
% 59.73/24.89  																																																					| Simplifying 661 yields:
% 59.73/24.89  																																																					| (662) e3 = e2
% 59.73/24.89  																																																					|
% 59.73/24.89  																																																					| Combining equations (662,676) yields a new equation:
% 59.73/24.89  																																																					| (391) e2 = e0
% 59.73/24.89  																																																					|
% 59.73/24.89  																																																					| Simplifying 391 yields:
% 59.73/24.89  																																																					| (330) e2 = e0
% 59.73/24.89  																																																					|
% 59.73/24.89  																																																					| Equations (330) can reduce 128 to:
% 59.73/24.89  																																																					| (266) $false
% 59.73/24.89  																																																					|
% 59.73/24.89  																																																					|-The branch is then unsatisfiable
% 59.73/24.89  																																																				|-Branch two:
% 59.73/24.89  																																																				| (748)  ~ (unit = e1)
% 59.73/24.89  																																																				| (749) unit = e3
% 59.73/24.89  																																																				|
% 59.73/24.89  																																																					| From (749) and (244) follows:
% 59.73/24.89  																																																					| (750) op(e3, e4) = e4
% 59.73/24.89  																																																					|
% 59.73/24.89  																																																					| From (749) and (209) follows:
% 59.73/24.89  																																																					| (1667) op(e3, e0) = e0
% 59.73/24.89  																																																					|
% 59.73/24.89  																																																					| From (749) and (40) follows:
% 59.73/24.89  																																																					| (3715) op(e3, e3) = e3
% 59.73/24.89  																																																					|
% 59.73/24.89  																																																					| From (749) and (32) follows:
% 59.73/24.89  																																																					| (5793) op(e2, e3) = e2
% 59.73/24.89  																																																					|
% 59.73/24.89  																																																					| Instantiating formula (29) with e3, e4, e4, e2 and discharging atoms op(e3, e4) = e4, op(e3, e4) = e2, yields:
% 59.73/24.89  																																																					| (323) e4 = e2
% 59.73/24.89  																																																					|
% 59.73/24.89  																																																					| Instantiating formula (29) with e3, e3, e3, e1 and discharging atoms op(e3, e3) = e3, op(e3, e3) = e1, yields:
% 59.73/24.89  																																																					| (455) e3 = e1
% 59.73/24.89  																																																					|
% 59.73/24.89  																																																					| Instantiating formula (29) with e3, e0, e0, e4 and discharging atoms op(e3, e0) = e4, op(e3, e0) = e0, yields:
% 59.73/24.89  																																																					| (397) e4 = e0
% 59.73/24.89  																																																					|
% 59.73/24.89  																																																					| Instantiating formula (29) with e2, e3, e2, e3 and discharging atoms op(e2, e3) = e3, op(e2, e3) = e2, yields:
% 59.73/24.89  																																																					| (662) e3 = e2
% 59.73/24.89  																																																					|
% 59.73/24.89  																																																					| Combining equations (397,323) yields a new equation:
% 59.73/24.89  																																																					| (330) e2 = e0
% 59.73/24.89  																																																					|
% 59.73/24.89  																																																					| Combining equations (662,455) yields a new equation:
% 59.73/24.89  																																																					| (616) e2 = e1
% 59.73/24.89  																																																					|
% 59.73/24.89  																																																					| Simplifying 616 yields:
% 59.73/24.89  																																																					| (617) e2 = e1
% 59.73/24.89  																																																					|
% 59.73/24.89  																																																					| Combining equations (330,617) yields a new equation:
% 59.73/24.89  																																																					| (431) e1 = e0
% 59.73/24.89  																																																					|
% 59.73/24.89  																																																					| Equations (431) can reduce 233 to:
% 59.73/24.89  																																																					| (266) $false
% 59.73/24.89  																																																					|
% 59.73/24.89  																																																					|-The branch is then unsatisfiable
% 59.73/24.89  																																																	|-Branch two:
% 59.73/24.89  																																																	| (466)  ~ (all_0_56_56 = e1)
% 59.73/24.89  																																																	| (1574) all_0_57_57 = e1 | all_0_58_58 = e1
% 59.73/24.89  																																																	|
% 59.73/24.89  																																																		+-Applying beta-rule and splitting (1574), into two cases.
% 59.73/24.89  																																																		|-Branch one:
% 59.73/24.89  																																																		| (647) all_0_57_57 = e1
% 59.73/24.89  																																																		|
% 59.73/24.89  																																																			| Combining equations (871,647) yields a new equation:
% 59.73/24.89  																																																			| (636) e4 = e1
% 59.73/24.89  																																																			|
% 59.73/24.89  																																																			| Simplifying 636 yields:
% 59.73/24.89  																																																			| (630) e4 = e1
% 59.73/24.89  																																																			|
% 59.73/24.89  																																																			| Equations (630) can reduce 110 to:
% 59.73/24.89  																																																			| (266) $false
% 59.73/24.89  																																																			|
% 59.73/24.89  																																																			|-The branch is then unsatisfiable
% 59.73/24.89  																																																		|-Branch two:
% 59.73/24.89  																																																		| (1670)  ~ (all_0_57_57 = e1)
% 59.73/24.89  																																																		| (918) all_0_58_58 = e1
% 59.73/24.89  																																																		|
% 59.73/24.89  																																																			| Combining equations (918,624) yields a new equation:
% 59.73/24.89  																																																			| (617) e2 = e1
% 59.73/24.89  																																																			|
% 59.73/24.89  																																																			| Equations (617) can reduce 122 to:
% 59.73/24.89  																																																			| (266) $false
% 59.73/24.89  																																																			|
% 59.73/24.89  																																																			|-The branch is then unsatisfiable
% 59.73/24.89  																																														|-Branch two:
% 59.73/24.89  																																														| (475)  ~ (all_0_51_51 = e4)
% 59.73/24.89  																																														| (1294) all_0_52_52 = e4 | all_0_53_53 = e4
% 59.73/24.89  																																														|
% 59.73/24.89  																																															+-Applying beta-rule and splitting (1294), into two cases.
% 59.73/24.89  																																															|-Branch one:
% 59.73/24.89  																																															| (565) all_0_52_52 = e4
% 59.73/24.89  																																															|
% 59.73/24.89  																																																| Combining equations (642,565) yields a new equation:
% 59.73/24.89  																																																| (630) e4 = e1
% 59.73/24.89  																																																|
% 59.73/24.89  																																																| Equations (630) can reduce 110 to:
% 59.73/24.89  																																																| (266) $false
% 59.73/24.89  																																																|
% 59.73/24.89  																																																|-The branch is then unsatisfiable
% 59.73/24.89  																																															|-Branch two:
% 59.73/24.89  																																															| (780)  ~ (all_0_52_52 = e4)
% 59.73/24.89  																																															| (1298) all_0_53_53 = e4
% 59.73/24.89  																																															|
% 59.73/24.89  																																																| Combining equations (1298,665) yields a new equation:
% 59.73/24.89  																																																| (424) e4 = e3
% 59.73/24.89  																																																|
% 59.73/24.89  																																																| Simplifying 424 yields:
% 59.73/24.89  																																																| (425) e4 = e3
% 59.73/24.89  																																																|
% 59.73/24.89  																																																| Equations (425) can reduce 188 to:
% 59.73/24.89  																																																| (266) $false
% 59.73/24.89  																																																|
% 59.73/24.89  																																																|-The branch is then unsatisfiable
% 59.73/24.89  																																		|-Branch two:
% 59.73/24.89  																																		| (1064)  ~ (all_0_49_49 = e1)
% 59.73/24.89  																																		| (2141) all_0_53_53 = e1 | all_0_58_58 = e1
% 59.73/24.89  																																		|
% 59.73/24.89  																																			+-Applying beta-rule and splitting (2141), into two cases.
% 59.73/24.89  																																			|-Branch one:
% 59.73/24.89  																																			| (1208) all_0_53_53 = e1
% 59.73/24.89  																																			|
% 59.73/24.89  																																				| Combining equations (665,1208) yields a new equation:
% 59.73/24.89  																																				| (454) e3 = e1
% 59.73/24.89  																																				|
% 59.73/24.89  																																				| Simplifying 454 yields:
% 59.73/24.89  																																				| (455) e3 = e1
% 59.73/24.89  																																				|
% 59.73/24.89  																																				| Equations (455) can reduce 213 to:
% 59.73/24.89  																																				| (266) $false
% 59.73/24.89  																																				|
% 59.73/24.89  																																				|-The branch is then unsatisfiable
% 59.73/24.89  																																			|-Branch two:
% 59.73/24.89  																																			| (1459)  ~ (all_0_53_53 = e1)
% 59.73/24.89  																																			| (918) all_0_58_58 = e1
% 59.73/24.89  																																			|
% 59.73/24.89  																																				| Combining equations (918,624) yields a new equation:
% 59.73/24.89  																																				| (617) e2 = e1
% 59.73/24.89  																																				|
% 59.73/24.89  																																				| Equations (617) can reduce 122 to:
% 59.73/24.89  																																				| (266) $false
% 59.73/24.89  																																				|
% 59.73/24.89  																																				|-The branch is then unsatisfiable
% 59.73/24.89  																																|-Branch two:
% 59.73/24.89  																																| (1390)  ~ (all_0_44_44 = e4)
% 59.73/24.89  																																| (1391) all_0_44_44 = e3 | all_0_44_44 = e1 | all_0_44_44 = e0
% 59.73/24.89  																																|
% 59.73/24.89  																																	+-Applying beta-rule and splitting (1391), into two cases.
% 59.73/24.89  																																	|-Branch one:
% 59.73/24.89  																																	| (1414) all_0_44_44 = e0
% 59.73/24.89  																																	|
% 59.73/24.89  																																		| Equations (1414) can reduce 360 to:
% 59.73/24.89  																																		| (266) $false
% 59.73/24.89  																																		|
% 59.73/24.89  																																		|-The branch is then unsatisfiable
% 59.73/24.89  																																	|-Branch two:
% 59.73/24.89  																																	| (360)  ~ (all_0_44_44 = e0)
% 59.73/24.89  																																	| (1417) all_0_44_44 = e3 | all_0_44_44 = e1
% 59.73/24.89  																																	|
% 59.73/24.89  																																		+-Applying beta-rule and splitting (1417), into two cases.
% 59.73/24.89  																																		|-Branch one:
% 59.73/24.89  																																		| (635) all_0_44_44 = e1
% 59.73/24.89  																																		|
% 59.73/24.89  																																			| Equations (635) can reduce 639 to:
% 59.73/24.89  																																			| (266) $false
% 59.73/24.89  																																			|
% 59.73/24.89  																																			|-The branch is then unsatisfiable
% 59.73/24.89  																																		|-Branch two:
% 59.73/24.89  																																		| (639)  ~ (all_0_44_44 = e1)
% 59.73/24.89  																																		| (532) all_0_44_44 = e3
% 59.73/24.89  																																		|
% 59.73/24.89  																																			| Equations (532) can reduce 407 to:
% 59.73/24.89  																																			| (266) $false
% 59.73/24.89  																																			|
% 59.73/24.89  																																			|-The branch is then unsatisfiable
% 59.73/24.89  																															|-Branch two:
% 59.73/24.89  																															| (457)  ~ (all_0_41_41 = e1)
% 59.73/24.89  																															| (595) all_0_46_46 = e1 | all_0_50_50 = e1 | all_0_55_55 = e1
% 59.73/24.89  																															|
% 59.73/24.89  																																+-Applying beta-rule and splitting (595), into two cases.
% 59.73/24.89  																																|-Branch one:
% 59.73/24.89  																																| (545) all_0_46_46 = e1
% 59.73/24.89  																																|
% 59.73/24.89  																																	| Combining equations (1557,545) yields a new equation:
% 59.73/24.89  																																	| (454) e3 = e1
% 59.73/24.89  																																	|
% 59.73/24.89  																																	| Simplifying 454 yields:
% 59.73/24.89  																																	| (455) e3 = e1
% 59.73/24.89  																																	|
% 59.73/24.89  																																	| Equations (455) can reduce 213 to:
% 59.73/24.89  																																	| (266) $false
% 59.73/24.89  																																	|
% 59.73/24.89  																																	|-The branch is then unsatisfiable
% 59.73/24.89  																																|-Branch two:
% 59.73/24.89  																																| (549)  ~ (all_0_46_46 = e1)
% 59.73/24.89  																																| (600) all_0_50_50 = e1 | all_0_55_55 = e1
% 59.73/24.89  																																|
% 59.73/24.89  																																	+-Applying beta-rule and splitting (600), into two cases.
% 59.73/24.89  																																	|-Branch one:
% 59.73/24.89  																																	| (601) all_0_50_50 = e1
% 59.73/24.89  																																	|
% 59.73/24.89  																																		| Combining equations (378,601) yields a new equation:
% 59.73/24.89  																																		| (616) e2 = e1
% 59.73/24.89  																																		|
% 59.73/24.89  																																		| Simplifying 616 yields:
% 59.73/24.89  																																		| (617) e2 = e1
% 59.73/24.89  																																		|
% 59.73/24.89  																																		| Equations (617) can reduce 122 to:
% 59.73/24.89  																																		| (266) $false
% 59.73/24.89  																																		|
% 59.73/24.89  																																		|-The branch is then unsatisfiable
% 59.73/24.89  																																	|-Branch two:
% 59.73/24.89  																																	| (759)  ~ (all_0_50_50 = e1)
% 59.73/24.89  																																	| (629) all_0_55_55 = e1
% 59.73/24.89  																																	|
% 59.73/24.89  																																		| Combining equations (858,629) yields a new equation:
% 59.73/24.89  																																		| (431) e1 = e0
% 59.73/24.89  																																		|
% 59.73/24.89  																																		| Equations (431) can reduce 233 to:
% 59.73/24.89  																																		| (266) $false
% 59.73/24.89  																																		|
% 59.73/24.89  																																		|-The branch is then unsatisfiable
% 59.73/24.89  																											|-Branch two:
% 59.73/24.89  																											| (409)  ~ (all_0_46_46 = e3)
% 59.73/24.89  																											| (4042) all_0_50_50 = e3 | all_0_55_55 = e3
% 59.73/24.89  																											|
% 59.73/24.89  																												+-Applying beta-rule and splitting (4042), into two cases.
% 59.73/24.89  																												|-Branch one:
% 59.73/24.89  																												| (415) all_0_50_50 = e3
% 59.73/24.89  																												|
% 59.73/24.89  																													| Combining equations (378,415) yields a new equation:
% 59.73/24.89  																													| (662) e3 = e2
% 59.73/24.89  																													|
% 59.73/24.89  																													| Equations (662) can reduce 212 to:
% 59.73/24.89  																													| (266) $false
% 59.73/24.89  																													|
% 59.73/24.89  																													|-The branch is then unsatisfiable
% 59.73/24.89  																												|-Branch two:
% 59.73/24.89  																												| (411)  ~ (all_0_50_50 = e3)
% 59.73/24.89  																												| (2336) all_0_55_55 = e3
% 59.73/24.89  																												|
% 59.73/24.89  																													| Combining equations (2336,858) yields a new equation:
% 59.73/24.89  																													| (675) e3 = e0
% 59.73/24.89  																													|
% 59.73/24.89  																													| Simplifying 675 yields:
% 59.73/24.89  																													| (676) e3 = e0
% 59.73/24.89  																													|
% 59.73/24.89  																													| Equations (676) can reduce 80 to:
% 59.73/24.89  																													| (266) $false
% 59.73/24.89  																													|
% 59.73/24.89  																													|-The branch is then unsatisfiable
% 59.73/24.89  																								|-Branch two:
% 59.73/24.89  																								| (405)  ~ (all_0_42_42 = e3)
% 59.73/24.89  																								| (521) all_0_47_47 = e3 | all_0_51_51 = e3 | all_0_56_56 = e3
% 59.73/24.89  																								|
% 59.73/24.89  																									+-Applying beta-rule and splitting (521), into two cases.
% 59.73/24.89  																									|-Branch one:
% 59.73/24.89  																									| (522) all_0_47_47 = e3
% 59.73/24.89  																									|
% 59.73/24.89  																										| Combining equations (674,522) yields a new equation:
% 59.73/24.89  																										| (676) e3 = e0
% 59.73/24.89  																										|
% 59.73/24.89  																										| Equations (676) can reduce 80 to:
% 59.73/24.89  																										| (266) $false
% 59.73/24.89  																										|
% 59.73/24.89  																										|-The branch is then unsatisfiable
% 59.73/24.89  																									|-Branch two:
% 59.73/24.89  																									| (1091)  ~ (all_0_47_47 = e3)
% 59.73/24.89  																									| (1092) all_0_51_51 = e3 | all_0_56_56 = e3
% 59.73/24.89  																									|
% 59.73/24.89  																										+-Applying beta-rule and splitting (1092), into two cases.
% 59.73/24.89  																										|-Branch one:
% 59.73/24.89  																										| (660) all_0_51_51 = e3
% 59.73/24.89  																										|
% 59.73/24.89  																											| Equations (660) can reduce 61 to:
% 59.73/24.89  																											| (405)  ~ (all_0_42_42 = e3)
% 59.73/24.89  																											|
% 59.73/24.89  																											| Equations (660) can reduce 20 to:
% 59.73/24.89  																											| (1927)  ~ (all_0_52_52 = e3)
% 59.73/24.89  																											|
% 59.73/24.89  																											| Simplifying 1927 yields:
% 59.73/24.89  																											| (166)  ~ (all_0_52_52 = e3)
% 59.73/24.89  																											|
% 59.73/24.89  																											| Equations (660) can reduce 6 to:
% 59.73/24.89  																											| (1114)  ~ (all_0_53_53 = e3)
% 59.73/24.89  																											|
% 59.73/24.89  																											| Simplifying 1114 yields:
% 59.73/24.89  																											| (903)  ~ (all_0_53_53 = e3)
% 59.73/24.89  																											|
% 59.73/24.89  																											| From (660) and (186) follows:
% 59.73/24.89  																											| (1552) op(e1, e2) = e3
% 59.73/24.89  																											|
% 59.73/24.89  																											+-Applying beta-rule and splitting (113), into two cases.
% 59.73/24.89  																											|-Branch one:
% 59.73/24.89  																											| (403) all_0_41_41 = e3
% 59.73/24.89  																											|
% 59.73/24.89  																												| Equations (403) can reduce 214 to:
% 59.73/24.89  																												| (404)  ~ (all_0_42_42 = e3)
% 59.73/24.89  																												|
% 59.73/24.89  																												| Simplifying 404 yields:
% 59.73/24.89  																												| (405)  ~ (all_0_42_42 = e3)
% 59.73/24.89  																												|
% 59.73/24.89  																												| Equations (403) can reduce 149 to:
% 59.73/24.89  																												| (406)  ~ (all_0_44_44 = e3)
% 59.73/24.89  																												|
% 59.73/24.89  																												| Simplifying 406 yields:
% 59.73/24.89  																												| (407)  ~ (all_0_44_44 = e3)
% 59.73/24.89  																												|
% 59.73/24.89  																												| Equations (403) can reduce 85 to:
% 59.73/24.89  																												| (212)  ~ (e3 = e2)
% 59.73/24.89  																												|
% 59.73/24.89  																												+-Applying beta-rule and splitting (18), into two cases.
% 59.73/24.89  																												|-Branch one:
% 59.73/24.89  																												| (453) all_0_41_41 = e1
% 59.73/24.89  																												|
% 59.73/24.89  																													| Combining equations (453,403) yields a new equation:
% 59.73/24.89  																													| (455) e3 = e1
% 59.73/24.89  																													|
% 59.73/24.89  																													| Equations (455) can reduce 213 to:
% 59.73/24.89  																													| (266) $false
% 59.73/24.89  																													|
% 59.73/24.89  																													|-The branch is then unsatisfiable
% 59.73/24.89  																												|-Branch two:
% 59.73/24.89  																												| (457)  ~ (all_0_41_41 = e1)
% 59.73/24.89  																												| (595) all_0_46_46 = e1 | all_0_50_50 = e1 | all_0_55_55 = e1
% 59.73/24.89  																												|
% 59.73/24.89  																													+-Applying beta-rule and splitting (189), into two cases.
% 59.73/24.89  																													|-Branch one:
% 59.73/24.89  																													| (532) all_0_44_44 = e3
% 59.73/24.89  																													|
% 59.73/24.89  																														| Equations (532) can reduce 407 to:
% 59.73/24.89  																														| (266) $false
% 59.73/24.89  																														|
% 59.73/24.89  																														|-The branch is then unsatisfiable
% 59.73/24.89  																													|-Branch two:
% 59.73/24.89  																													| (407)  ~ (all_0_44_44 = e3)
% 59.73/24.89  																													| (537) all_0_49_49 = e3 | all_0_53_53 = e3 | all_0_58_58 = e3
% 59.73/24.89  																													|
% 59.73/24.89  																														+-Applying beta-rule and splitting (123), into two cases.
% 59.73/24.89  																														|-Branch one:
% 59.73/24.89  																														| (1794) all_0_46_46 = e2
% 59.73/24.89  																														|
% 59.73/24.89  																															| Equations (1794) can reduce 300 to:
% 59.73/24.89  																															| (266) $false
% 59.73/24.89  																															|
% 59.73/24.89  																															|-The branch is then unsatisfiable
% 59.73/24.89  																														|-Branch two:
% 59.73/24.89  																														| (300)  ~ (all_0_46_46 = e2)
% 59.73/24.89  																														| (1797) all_0_46_46 = e4 | all_0_46_46 = e3 | all_0_46_46 = e1 | all_0_46_46 = e0
% 59.73/24.89  																														|
% 59.73/24.89  																															+-Applying beta-rule and splitting (537), into two cases.
% 59.73/24.89  																															|-Branch one:
% 59.73/24.89  																															| (884) all_0_49_49 = e3
% 59.73/24.89  																															|
% 59.73/24.89  																																| Equations (884) can reduce 9 to:
% 59.73/24.89  																																| (407)  ~ (all_0_44_44 = e3)
% 59.73/24.89  																																|
% 59.73/24.89  																																| Equations (884) can reduce 208 to:
% 59.73/24.89  																																| (409)  ~ (all_0_46_46 = e3)
% 59.73/24.89  																																|
% 59.73/24.89  																																| Equations (884) can reduce 256 to:
% 59.73/24.89  																																| (277)  ~ (e4 = e3)
% 59.73/24.89  																																|
% 59.73/24.89  																																| Simplifying 277 yields:
% 59.73/24.89  																																| (188)  ~ (e4 = e3)
% 59.73/24.89  																																|
% 59.73/24.89  																																| From (884) and (55) follows:
% 59.73/24.89  																																| (1581) op(e2, e0) = e3
% 59.73/24.89  																																|
% 59.73/24.89  																																+-Applying beta-rule and splitting (135), into two cases.
% 59.73/24.89  																																|-Branch one:
% 59.73/24.89  																																| (545) all_0_46_46 = e1
% 59.73/24.89  																																|
% 59.73/24.89  																																	| Equations (545) can reduce 250 to:
% 59.73/24.89  																																	| (602)  ~ (e4 = e1)
% 59.73/24.89  																																	|
% 59.73/24.89  																																	| Simplifying 602 yields:
% 59.73/24.89  																																	| (110)  ~ (e4 = e1)
% 59.73/24.89  																																	|
% 59.73/24.89  																																	| Equations (545) can reduce 409 to:
% 59.73/24.89  																																	| (467)  ~ (e3 = e1)
% 59.73/24.89  																																	|
% 59.73/24.89  																																	| Simplifying 467 yields:
% 59.73/24.89  																																	| (213)  ~ (e3 = e1)
% 59.73/24.89  																																	|
% 59.73/24.89  																																	| Equations (545) can reduce 300 to:
% 59.73/24.89  																																	| (604)  ~ (e2 = e1)
% 59.73/24.89  																																	|
% 59.73/24.89  																																	| Simplifying 604 yields:
% 59.73/24.89  																																	| (122)  ~ (e2 = e1)
% 59.73/24.89  																																	|
% 59.73/24.89  																																	+-Applying beta-rule and splitting (26), into two cases.
% 59.73/24.89  																																	|-Branch one:
% 59.73/24.89  																																	| (446) all_0_44_44 = e4
% 59.73/24.89  																																	|
% 59.73/24.89  																																		| Equations (446) can reduce 73 to:
% 59.73/24.89  																																		| (1890)  ~ (all_0_42_42 = e4)
% 59.73/24.89  																																		|
% 59.73/24.89  																																		| Equations (446) can reduce 407 to:
% 59.73/24.89  																																		| (188)  ~ (e4 = e3)
% 59.73/24.89  																																		|
% 59.73/24.89  																																		| Equations (446) can reduce 147 to:
% 59.73/24.89  																																		| (48)  ~ (e4 = e2)
% 59.73/24.89  																																		|
% 59.73/24.89  																																		| From (446) and (138) follows:
% 59.73/24.89  																																		| (4646) op(e3, e0) = e4
% 59.73/24.89  																																		|
% 59.73/24.89  																																		+-Applying beta-rule and splitting (152), into two cases.
% 59.73/24.89  																																		|-Branch one:
% 59.73/24.89  																																		| (1392) all_0_42_42 = e4
% 59.73/24.89  																																		|
% 59.73/24.89  																																			| Equations (1392) can reduce 1890 to:
% 59.73/24.89  																																			| (266) $false
% 59.73/24.89  																																			|
% 59.73/24.89  																																			|-The branch is then unsatisfiable
% 59.73/24.89  																																		|-Branch two:
% 59.73/24.89  																																		| (1890)  ~ (all_0_42_42 = e4)
% 59.73/24.89  																																		| (1969) all_0_42_42 = e3 | all_0_42_42 = e1 | all_0_42_42 = e0
% 59.73/24.89  																																		|
% 59.73/24.89  																																			+-Applying beta-rule and splitting (231), into two cases.
% 59.73/24.89  																																			|-Branch one:
% 59.73/24.89  																																			| (775) all_0_50_50 = e4
% 59.73/24.89  																																			|
% 59.73/24.89  																																				| Combining equations (378,775) yields a new equation:
% 59.73/24.89  																																				| (323) e4 = e2
% 59.73/24.89  																																				|
% 59.73/24.89  																																				| Equations (323) can reduce 48 to:
% 59.73/24.89  																																				| (266) $false
% 59.73/24.89  																																				|
% 59.73/24.89  																																				|-The branch is then unsatisfiable
% 59.73/24.89  																																			|-Branch two:
% 59.73/24.89  																																			| (566)  ~ (all_0_50_50 = e4)
% 59.73/24.89  																																			| (1071) all_0_51_51 = e4 | all_0_52_52 = e4 | all_0_53_53 = e4
% 59.73/24.89  																																			|
% 59.73/24.89  																																				| Equations (378) can reduce 566 to:
% 59.73/24.89  																																				| (327)  ~ (e4 = e2)
% 59.73/24.89  																																				|
% 59.73/24.89  																																				| Simplifying 327 yields:
% 59.73/24.89  																																				| (48)  ~ (e4 = e2)
% 59.73/24.89  																																				|
% 59.73/24.89  																																				+-Applying beta-rule and splitting (112), into two cases.
% 59.73/24.89  																																				|-Branch one:
% 59.73/24.89  																																				| (635) all_0_44_44 = e1
% 59.73/24.89  																																				|
% 59.73/24.89  																																					| Combining equations (635,446) yields a new equation:
% 59.73/24.89  																																					| (630) e4 = e1
% 59.73/24.89  																																					|
% 59.73/24.89  																																					| Equations (630) can reduce 110 to:
% 59.73/24.89  																																					| (266) $false
% 59.73/24.89  																																					|
% 59.73/24.89  																																					|-The branch is then unsatisfiable
% 59.73/24.89  																																				|-Branch two:
% 59.73/24.89  																																				| (639)  ~ (all_0_44_44 = e1)
% 59.73/24.89  																																				| (640) all_0_49_49 = e1 | all_0_53_53 = e1 | all_0_58_58 = e1
% 59.73/24.89  																																				|
% 59.73/24.89  																																					+-Applying beta-rule and splitting (164), into two cases.
% 59.73/24.89  																																					|-Branch one:
% 59.73/24.89  																																					| (471) all_0_39_39 = e4
% 59.73/24.89  																																					|
% 59.73/24.89  																																						| Combining equations (471,317) yields a new equation:
% 59.73/24.89  																																						| (322) e4 = e2
% 59.73/24.89  																																						|
% 59.73/24.89  																																						| Simplifying 322 yields:
% 59.73/24.89  																																						| (323) e4 = e2
% 59.73/24.89  																																						|
% 59.73/24.89  																																						| Equations (323) can reduce 48 to:
% 59.73/24.89  																																						| (266) $false
% 59.73/24.89  																																						|
% 59.73/24.89  																																						|-The branch is then unsatisfiable
% 59.73/24.89  																																					|-Branch two:
% 59.73/24.89  																																					| (1377)  ~ (all_0_39_39 = e4)
% 59.73/24.89  																																					| (2115) all_0_42_42 = e4 | all_0_47_47 = e4 | all_0_51_51 = e4 | all_0_56_56 = e4
% 59.73/24.89  																																					|
% 59.73/24.89  																																						+-Applying beta-rule and splitting (640), into two cases.
% 59.73/24.89  																																						|-Branch one:
% 59.73/24.89  																																						| (671) all_0_49_49 = e1
% 59.73/24.89  																																						|
% 59.73/24.89  																																							| Combining equations (884,671) yields a new equation:
% 59.73/24.89  																																							| (454) e3 = e1
% 59.73/24.90  																																							|
% 59.73/24.90  																																							| Simplifying 454 yields:
% 59.73/24.90  																																							| (455) e3 = e1
% 59.73/24.90  																																							|
% 59.73/24.90  																																							| Equations (455) can reduce 213 to:
% 59.73/24.90  																																							| (266) $false
% 59.73/24.90  																																							|
% 59.73/24.90  																																							|-The branch is then unsatisfiable
% 59.73/24.90  																																						|-Branch two:
% 59.73/24.90  																																						| (1064)  ~ (all_0_49_49 = e1)
% 59.73/24.90  																																						| (2141) all_0_53_53 = e1 | all_0_58_58 = e1
% 59.73/24.90  																																						|
% 59.73/24.90  																																							+-Applying beta-rule and splitting (1969), into two cases.
% 59.73/24.90  																																							|-Branch one:
% 59.73/24.90  																																							| (559) all_0_42_42 = e0
% 59.73/24.90  																																							|
% 59.73/24.90  																																								| Equations (559) can reduce 358 to:
% 59.73/24.90  																																								| (266) $false
% 59.73/24.90  																																								|
% 59.73/24.90  																																								|-The branch is then unsatisfiable
% 59.73/24.90  																																							|-Branch two:
% 59.73/24.90  																																							| (358)  ~ (all_0_42_42 = e0)
% 59.73/24.90  																																							| (2510) all_0_42_42 = e3 | all_0_42_42 = e1
% 59.73/24.90  																																							|
% 59.73/24.90  																																								+-Applying beta-rule and splitting (2141), into two cases.
% 59.73/24.90  																																								|-Branch one:
% 59.73/24.90  																																								| (1208) all_0_53_53 = e1
% 59.73/24.90  																																								|
% 59.73/24.90  																																									+-Applying beta-rule and splitting (2115), into two cases.
% 59.73/24.90  																																									|-Branch one:
% 59.73/24.90  																																									| (1392) all_0_42_42 = e4
% 59.73/24.90  																																									|
% 59.73/24.90  																																										| Equations (1392) can reduce 1890 to:
% 59.73/24.90  																																										| (266) $false
% 59.73/24.90  																																										|
% 59.73/24.90  																																										|-The branch is then unsatisfiable
% 59.73/24.90  																																									|-Branch two:
% 59.73/24.90  																																									| (1890)  ~ (all_0_42_42 = e4)
% 59.73/24.90  																																									| (2246) all_0_47_47 = e4 | all_0_51_51 = e4 | all_0_56_56 = e4
% 59.73/24.90  																																									|
% 59.73/24.90  																																										+-Applying beta-rule and splitting (1071), into two cases.
% 59.73/24.90  																																										|-Branch one:
% 59.73/24.90  																																										| (1101) all_0_51_51 = e4
% 59.73/24.90  																																										|
% 59.73/24.90  																																											| Combining equations (660,1101) yields a new equation:
% 59.73/24.90  																																											| (425) e4 = e3
% 59.73/24.90  																																											|
% 59.73/24.90  																																											| Equations (425) can reduce 188 to:
% 59.73/24.90  																																											| (266) $false
% 59.73/24.90  																																											|
% 59.73/24.90  																																											|-The branch is then unsatisfiable
% 59.73/24.90  																																										|-Branch two:
% 59.73/24.90  																																										| (475)  ~ (all_0_51_51 = e4)
% 59.73/24.90  																																										| (1294) all_0_52_52 = e4 | all_0_53_53 = e4
% 59.73/24.90  																																										|
% 59.73/24.90  																																											+-Applying beta-rule and splitting (2510), into two cases.
% 59.73/24.90  																																											|-Branch one:
% 59.73/24.90  																																											| (459) all_0_42_42 = e1
% 59.73/24.90  																																											|
% 59.73/24.90  																																												| Equations (459) can reduce 236 to:
% 59.73/24.90  																																												| (465)  ~ (all_0_56_56 = e1)
% 59.73/24.90  																																												|
% 59.73/24.90  																																												| Simplifying 465 yields:
% 59.73/24.90  																																												| (466)  ~ (all_0_56_56 = e1)
% 59.73/24.90  																																												|
% 59.73/24.90  																																												| Equations (459) can reduce 1890 to:
% 59.73/24.90  																																												| (602)  ~ (e4 = e1)
% 59.73/24.90  																																												|
% 59.73/24.90  																																												| Simplifying 602 yields:
% 59.73/24.90  																																												| (110)  ~ (e4 = e1)
% 59.73/24.90  																																												|
% 59.73/24.90  																																												| Equations (459) can reduce 51 to:
% 59.73/24.90  																																												| (604)  ~ (e2 = e1)
% 59.73/24.90  																																												|
% 59.73/24.90  																																												| Simplifying 604 yields:
% 59.73/24.90  																																												| (122)  ~ (e2 = e1)
% 59.73/24.90  																																												|
% 59.73/24.90  																																												| Equations (459) can reduce 358 to:
% 59.73/24.90  																																												| (233)  ~ (e1 = e0)
% 59.73/24.90  																																												|
% 59.73/24.90  																																												+-Applying beta-rule and splitting (1294), into two cases.
% 59.73/24.90  																																												|-Branch one:
% 59.73/24.90  																																												| (565) all_0_52_52 = e4
% 59.73/24.90  																																												|
% 59.73/24.90  																																													| Equations (565) can reduce 166 to:
% 59.73/24.90  																																													| (188)  ~ (e4 = e3)
% 59.73/24.90  																																													|
% 59.73/24.90  																																													| Equations (565) can reduce 72 to:
% 59.73/24.90  																																													| (49)  ~ (e4 = e0)
% 59.73/24.90  																																													|
% 59.73/24.90  																																													| From (565) and (124) follows:
% 59.73/24.90  																																													| (570) op(e1, e1) = e4
% 59.73/24.90  																																													|
% 59.73/24.90  																																													+-Applying beta-rule and splitting (216), into two cases.
% 59.73/24.90  																																													|-Branch one:
% 59.73/24.90  																																													| (629) all_0_55_55 = e1
% 59.73/24.90  																																													|
% 59.73/24.90  																																														| Combining equations (858,629) yields a new equation:
% 59.73/24.90  																																														| (431) e1 = e0
% 59.73/24.90  																																														|
% 59.73/24.90  																																														| Equations (431) can reduce 233 to:
% 59.73/24.90  																																														| (266) $false
% 59.73/24.90  																																														|
% 59.73/24.90  																																														|-The branch is then unsatisfiable
% 59.73/24.90  																																													|-Branch two:
% 59.73/24.90  																																													| (632)  ~ (all_0_55_55 = e1)
% 59.73/24.90  																																													| (633) all_0_56_56 = e1 | all_0_57_57 = e1 | all_0_58_58 = e1
% 59.73/24.90  																																													|
% 59.73/24.90  																																														+-Applying beta-rule and splitting (133), into two cases.
% 59.73/24.90  																																														|-Branch one:
% 59.73/24.90  																																														| (833) all_0_56_56 = e2
% 59.73/24.90  																																														|
% 59.73/24.90  																																															| Equations (833) can reduce 511 to:
% 59.73/24.90  																																															| (266) $false
% 59.73/24.90  																																															|
% 59.73/24.90  																																															|-The branch is then unsatisfiable
% 59.73/24.90  																																														|-Branch two:
% 59.73/24.90  																																														| (511)  ~ (all_0_56_56 = e2)
% 59.73/24.90  																																														| (836) all_0_56_56 = e4 | all_0_56_56 = e3 | all_0_56_56 = e1 | all_0_56_56 = e0
% 59.73/24.90  																																														|
% 59.73/24.90  																																															+-Applying beta-rule and splitting (171), into two cases.
% 59.73/24.90  																																															|-Branch one:
% 59.73/24.90  																																															| (265) all_0_54_54 = e4
% 59.73/24.90  																																															|
% 59.73/24.90  																																																| Combining equations (268,265) yields a new equation:
% 59.73/24.90  																																																| (425) e4 = e3
% 59.73/24.90  																																																|
% 59.73/24.90  																																																| Equations (425) can reduce 188 to:
% 59.73/24.90  																																																| (266) $false
% 59.73/24.90  																																																|
% 59.73/24.90  																																																|-The branch is then unsatisfiable
% 59.73/24.90  																																															|-Branch two:
% 59.73/24.90  																																															| (258)  ~ (all_0_54_54 = e4)
% 59.73/24.90  																																															| (575) all_0_55_55 = e4 | all_0_56_56 = e4 | all_0_57_57 = e4 | all_0_58_58 = e4
% 59.73/24.90  																																															|
% 59.73/24.90  																																																| Equations (268) can reduce 258 to:
% 59.73/24.90  																																																| (277)  ~ (e4 = e3)
% 59.73/24.90  																																																|
% 59.73/24.90  																																																| Simplifying 277 yields:
% 59.73/24.90  																																																| (188)  ~ (e4 = e3)
% 59.73/24.90  																																																|
% 59.73/24.90  																																																+-Applying beta-rule and splitting (836), into two cases.
% 59.73/24.90  																																																|-Branch one:
% 59.73/24.90  																																																| (842) all_0_56_56 = e4
% 59.73/24.90  																																																|
% 59.73/24.90  																																																	| Equations (842) can reduce 466 to:
% 59.73/24.90  																																																	| (110)  ~ (e4 = e1)
% 59.73/24.90  																																																	|
% 59.73/24.90  																																																	| From (842) and (111) follows:
% 59.73/24.90  																																																	| (2154) op(e0, e2) = e4
% 59.73/24.90  																																																	|
% 59.73/24.90  																																																	+-Applying beta-rule and splitting (434), into two cases.
% 59.73/24.90  																																																	|-Branch one:
% 59.73/24.90  																																																	| (615) all_0_48_48 = e1
% 59.73/24.90  																																																	|
% 59.73/24.90  																																																		| Combining equations (615,335) yields a new equation:
% 59.73/24.90  																																																		| (617) e2 = e1
% 59.73/24.90  																																																		|
% 59.73/24.90  																																																		| Equations (617) can reduce 122 to:
% 59.73/24.90  																																																		| (266) $false
% 59.73/24.90  																																																		|
% 59.73/24.90  																																																		|-The branch is then unsatisfiable
% 59.73/24.90  																																																	|-Branch two:
% 59.73/24.90  																																																	| (619)  ~ (all_0_48_48 = e1)
% 59.73/24.90  																																																	| (620) all_0_52_52 = e1 | all_0_57_57 = e1
% 59.73/24.90  																																																	|
% 59.73/24.90  																																																		+-Applying beta-rule and splitting (633), into two cases.
% 59.73/24.90  																																																		|-Branch one:
% 59.73/24.90  																																																		| (1569) all_0_56_56 = e1
% 59.73/24.90  																																																		|
% 59.73/24.90  																																																			| Combining equations (842,1569) yields a new equation:
% 59.73/24.90  																																																			| (636) e4 = e1
% 59.73/24.90  																																																			|
% 59.73/24.90  																																																			| Simplifying 636 yields:
% 59.73/24.90  																																																			| (630) e4 = e1
% 59.73/24.90  																																																			|
% 59.73/24.90  																																																			| Equations (630) can reduce 110 to:
% 59.73/24.90  																																																			| (266) $false
% 59.73/24.90  																																																			|
% 59.73/24.90  																																																			|-The branch is then unsatisfiable
% 59.73/24.90  																																																		|-Branch two:
% 59.73/24.90  																																																		| (466)  ~ (all_0_56_56 = e1)
% 59.73/24.90  																																																		| (1574) all_0_57_57 = e1 | all_0_58_58 = e1
% 59.73/24.90  																																																		|
% 59.73/24.90  																																																			| Equations (842) can reduce 466 to:
% 59.73/24.90  																																																			| (110)  ~ (e4 = e1)
% 59.73/24.90  																																																			|
% 59.73/24.90  																																																			+-Applying beta-rule and splitting (620), into two cases.
% 59.73/24.90  																																																			|-Branch one:
% 59.73/24.90  																																																			| (642) all_0_52_52 = e1
% 59.73/24.90  																																																			|
% 59.73/24.90  																																																				| Combining equations (565,642) yields a new equation:
% 59.73/24.90  																																																				| (636) e4 = e1
% 59.73/24.90  																																																				|
% 59.73/24.90  																																																				| Simplifying 636 yields:
% 59.73/24.90  																																																				| (630) e4 = e1
% 59.73/24.90  																																																				|
% 59.73/24.90  																																																				| Equations (630) can reduce 110 to:
% 59.73/24.90  																																																				| (266) $false
% 59.73/24.90  																																																				|
% 59.73/24.90  																																																				|-The branch is then unsatisfiable
% 59.73/24.90  																																																			|-Branch two:
% 59.73/24.90  																																																			| (646)  ~ (all_0_52_52 = e1)
% 59.73/24.90  																																																			| (647) all_0_57_57 = e1
% 59.73/24.90  																																																			|
% 59.73/24.90  																																																				| Equations (647) can reduce 364 to:
% 59.73/24.90  																																																				| (233)  ~ (e1 = e0)
% 59.73/24.90  																																																				|
% 59.73/24.90  																																																				+-Applying beta-rule and splitting (56), into two cases.
% 59.73/24.90  																																																				|-Branch one:
% 59.73/24.90  																																																				| (696) unit = e2
% 59.73/24.90  																																																				|
% 59.73/24.90  																																																					| From (696) and (211) follows:
% 59.73/24.90  																																																					| (1612) op(e2, e1) = e1
% 59.73/24.90  																																																					|
% 59.73/24.90  																																																					| From (696) and (227) follows:
% 59.73/24.90  																																																					| (4284) op(e4, e2) = e4
% 59.73/24.90  																																																					|
% 59.73/24.90  																																																					| From (696) and (42) follows:
% 59.73/24.90  																																																					| (1613) op(e0, e2) = e0
% 59.73/24.90  																																																					|
% 59.73/24.90  																																																					| Instantiating formula (29) with e4, e2, e4, e2 and discharging atoms op(e4, e2) = e4, op(e4, e2) = e2, yields:
% 59.73/24.90  																																																					| (323) e4 = e2
% 59.73/24.90  																																																					|
% 59.73/24.90  																																																					| Instantiating formula (29) with e2, e1, e1, e2 and discharging atoms op(e2, e1) = e2, op(e2, e1) = e1, yields:
% 59.73/24.90  																																																					| (617) e2 = e1
% 59.73/24.90  																																																					|
% 59.73/24.90  																																																					| Instantiating formula (29) with e0, e2, e0, e4 and discharging atoms op(e0, e2) = e4, op(e0, e2) = e0, yields:
% 59.73/24.90  																																																					| (397) e4 = e0
% 59.73/24.90  																																																					|
% 59.73/24.90  																																																					| Combining equations (323,397) yields a new equation:
% 59.73/24.90  																																																					| (391) e2 = e0
% 59.73/24.90  																																																					|
% 59.73/24.90  																																																					| Simplifying 391 yields:
% 59.73/24.90  																																																					| (330) e2 = e0
% 59.73/24.90  																																																					|
% 59.73/24.90  																																																					| Combining equations (617,330) yields a new equation:
% 59.73/24.90  																																																					| (546) e1 = e0
% 59.73/24.90  																																																					|
% 59.73/24.90  																																																					| Simplifying 546 yields:
% 59.73/24.90  																																																					| (431) e1 = e0
% 59.73/24.90  																																																					|
% 59.73/24.90  																																																					| Equations (431) can reduce 233 to:
% 59.73/24.90  																																																					| (266) $false
% 59.73/24.90  																																																					|
% 59.73/24.90  																																																					|-The branch is then unsatisfiable
% 59.73/24.90  																																																				|-Branch two:
% 59.73/24.90  																																																				| (707)  ~ (unit = e2)
% 59.73/24.90  																																																				| (708) unit = e4 | unit = e3 | unit = e1 | unit = e0
% 59.73/24.90  																																																				|
% 59.73/24.90  																																																					+-Applying beta-rule and splitting (708), into two cases.
% 59.73/24.90  																																																					|-Branch one:
% 59.73/24.90  																																																					| (709) unit = e4
% 59.73/24.90  																																																					|
% 59.73/24.90  																																																						| From (709) and (24) follows:
% 59.73/24.90  																																																						| (33325) op(e4, e3) = e3
% 59.73/24.90  																																																						|
% 59.73/24.90  																																																						| From (709) and (227) follows:
% 59.73/24.90  																																																						| (710) op(e4, e4) = e4
% 59.73/24.90  																																																						|
% 59.73/24.90  																																																						| From (709) and (42) follows:
% 59.73/24.90  																																																						| (713) op(e0, e4) = e0
% 59.73/24.90  																																																						|
% 59.73/24.90  																																																						| Instantiating formula (29) with e4, e4, e4, e1 and discharging atoms op(e4, e4) = e4, op(e4, e4) = e1, yields:
% 59.73/24.90  																																																						| (630) e4 = e1
% 59.73/24.90  																																																						|
% 59.73/24.90  																																																						| Instantiating formula (29) with e4, e3, e3, e4 and discharging atoms op(e4, e3) = e4, op(e4, e3) = e3, yields:
% 59.73/24.90  																																																						| (425) e4 = e3
% 59.73/24.90  																																																						|
% 59.73/24.90  																																																						| Instantiating formula (29) with e0, e4, e0, e3 and discharging atoms op(e0, e4) = e3, op(e0, e4) = e0, yields:
% 59.73/24.90  																																																						| (676) e3 = e0
% 59.73/24.90  																																																						|
% 59.73/24.90  																																																						| Combining equations (630,425) yields a new equation:
% 59.73/24.90  																																																						| (455) e3 = e1
% 59.73/24.90  																																																						|
% 59.73/24.90  																																																						| Combining equations (455,676) yields a new equation:
% 59.73/24.90  																																																						| (546) e1 = e0
% 59.73/24.90  																																																						|
% 59.73/24.90  																																																						| Simplifying 546 yields:
% 59.73/24.90  																																																						| (431) e1 = e0
% 59.73/24.90  																																																						|
% 59.73/24.90  																																																						| Equations (431) can reduce 233 to:
% 59.73/24.90  																																																						| (266) $false
% 59.73/24.90  																																																						|
% 59.73/24.90  																																																						|-The branch is then unsatisfiable
% 59.73/24.90  																																																					|-Branch two:
% 59.73/24.90  																																																					| (724)  ~ (unit = e4)
% 59.73/24.90  																																																					| (725) unit = e3 | unit = e1 | unit = e0
% 59.73/24.90  																																																					|
% 59.73/24.90  																																																						+-Applying beta-rule and splitting (725), into two cases.
% 59.73/24.90  																																																						|-Branch one:
% 59.73/24.90  																																																						| (726) unit = e0
% 59.73/24.90  																																																						|
% 59.73/24.90  																																																							| Equations (726) can reduce 707 to:
% 59.73/24.90  																																																							| (365)  ~ (e2 = e0)
% 59.73/24.90  																																																							|
% 59.73/24.90  																																																							| Simplifying 365 yields:
% 59.73/24.90  																																																							| (128)  ~ (e2 = e0)
% 59.73/24.90  																																																							|
% 59.73/24.90  																																																							| From (726) and (244) follows:
% 59.73/24.90  																																																							| (2207) op(e0, e4) = e4
% 59.73/24.90  																																																							|
% 59.73/24.90  																																																							| From (726) and (15) follows:
% 59.73/24.90  																																																							| (1508) op(e0, e2) = e2
% 59.73/24.90  																																																							|
% 59.73/24.90  																																																							| From (726) and (227) follows:
% 59.73/24.90  																																																							| (3205) op(e4, e0) = e4
% 59.73/24.90  																																																							|
% 59.73/24.90  																																																							| Instantiating formula (29) with e4, e0, e4, e0 and discharging atoms op(e4, e0) = e4, op(e4, e0) = e0, yields:
% 59.73/24.90  																																																							| (397) e4 = e0
% 59.73/24.90  																																																							|
% 59.73/24.90  																																																							| Instantiating formula (29) with e0, e4, e4, e3 and discharging atoms op(e0, e4) = e4, op(e0, e4) = e3, yields:
% 59.73/24.90  																																																							| (425) e4 = e3
% 59.73/24.90  																																																							|
% 59.73/24.90  																																																							| Instantiating formula (29) with e0, e2, e2, e4 and discharging atoms op(e0, e2) = e4, op(e0, e2) = e2, yields:
% 59.73/24.90  																																																							| (323) e4 = e2
% 59.73/24.90  																																																							|
% 59.73/24.90  																																																							| Combining equations (397,425) yields a new equation:
% 59.73/24.90  																																																							| (676) e3 = e0
% 59.73/24.90  																																																							|
% 59.73/24.90  																																																							| Combining equations (323,425) yields a new equation:
% 59.73/24.90  																																																							| (662) e3 = e2
% 59.73/24.90  																																																							|
% 59.73/24.90  																																																							| Combining equations (676,662) yields a new equation:
% 59.73/24.90  																																																							| (330) e2 = e0
% 59.73/24.90  																																																							|
% 59.73/24.90  																																																							| Equations (330) can reduce 128 to:
% 59.73/24.90  																																																							| (266) $false
% 59.73/24.90  																																																							|
% 59.73/24.90  																																																							|-The branch is then unsatisfiable
% 59.73/24.90  																																																						|-Branch two:
% 59.73/24.90  																																																						| (734)  ~ (unit = e0)
% 59.73/24.90  																																																						| (735) unit = e3 | unit = e1
% 59.73/24.90  																																																						|
% 59.73/24.90  																																																							+-Applying beta-rule and splitting (735), into two cases.
% 59.73/24.90  																																																							|-Branch one:
% 59.73/24.90  																																																							| (736) unit = e1
% 59.73/24.90  																																																							|
% 59.73/24.90  																																																								| Equations (736) can reduce 734 to:
% 59.73/24.90  																																																								| (233)  ~ (e1 = e0)
% 59.73/24.90  																																																								|
% 59.73/24.90  																																																								| From (736) and (244) follows:
% 59.73/24.90  																																																								| (738) op(e1, e4) = e4
% 59.73/24.90  																																																								|
% 59.73/24.90  																																																								| From (736) and (15) follows:
% 59.73/24.90  																																																								| (515) op(e1, e2) = e2
% 59.73/24.90  																																																								|
% 59.73/24.90  																																																								| From (736) and (227) follows:
% 59.73/24.90  																																																								| (739) op(e4, e1) = e4
% 59.73/24.90  																																																								|
% 59.73/24.90  																																																								| From (736) and (28) follows:
% 59.73/24.90  																																																								| (740) op(e1, e1) = e1
% 59.73/24.90  																																																								|
% 59.73/24.90  																																																								| Instantiating formula (29) with e4, e1, e4, e3 and discharging atoms op(e4, e1) = e4, op(e4, e1) = e3, yields:
% 59.73/24.90  																																																								| (425) e4 = e3
% 59.73/24.90  																																																								|
% 59.73/24.90  																																																								| Instantiating formula (29) with e1, e4, e4, e0 and discharging atoms op(e1, e4) = e4, op(e1, e4) = e0, yields:
% 59.73/24.90  																																																								| (397) e4 = e0
% 59.73/24.90  																																																								|
% 59.73/24.90  																																																								| Instantiating formula (29) with e1, e2, e2, e3 and discharging atoms op(e1, e2) = e3, op(e1, e2) = e2, yields:
% 59.73/24.90  																																																								| (662) e3 = e2
% 59.73/24.90  																																																								|
% 59.73/24.90  																																																								| Instantiating formula (29) with e1, e1, e1, e4 and discharging atoms op(e1, e1) = e4, op(e1, e1) = e1, yields:
% 59.73/24.90  																																																								| (630) e4 = e1
% 59.73/24.90  																																																								|
% 59.73/24.90  																																																								| Combining equations (630,425) yields a new equation:
% 59.73/24.90  																																																								| (455) e3 = e1
% 59.73/24.90  																																																								|
% 59.73/24.90  																																																								| Combining equations (397,425) yields a new equation:
% 59.73/24.90  																																																								| (676) e3 = e0
% 59.73/24.90  																																																								|
% 59.73/24.90  																																																								| Combining equations (455,662) yields a new equation:
% 59.73/24.90  																																																								| (617) e2 = e1
% 59.73/24.90  																																																								|
% 59.73/24.90  																																																								| Combining equations (676,662) yields a new equation:
% 59.73/24.90  																																																								| (330) e2 = e0
% 59.73/24.90  																																																								|
% 59.73/24.90  																																																								| Combining equations (617,330) yields a new equation:
% 59.73/24.90  																																																								| (546) e1 = e0
% 59.73/24.90  																																																								|
% 59.73/24.90  																																																								| Simplifying 546 yields:
% 59.73/24.90  																																																								| (431) e1 = e0
% 59.73/24.90  																																																								|
% 59.73/24.90  																																																								| Equations (431) can reduce 233 to:
% 59.73/24.90  																																																								| (266) $false
% 59.73/24.90  																																																								|
% 59.73/24.90  																																																								|-The branch is then unsatisfiable
% 59.73/24.90  																																																							|-Branch two:
% 59.73/24.90  																																																							| (748)  ~ (unit = e1)
% 59.73/24.90  																																																							| (749) unit = e3
% 59.73/24.90  																																																							|
% 59.73/24.90  																																																								| From (749) and (244) follows:
% 59.73/24.90  																																																								| (750) op(e3, e4) = e4
% 59.73/24.90  																																																								|
% 59.73/24.90  																																																								| From (749) and (209) follows:
% 59.73/24.90  																																																								| (1667) op(e3, e0) = e0
% 59.73/24.90  																																																								|
% 59.73/24.90  																																																								| From (749) and (28) follows:
% 59.73/24.90  																																																								| (2235) op(e1, e3) = e1
% 59.73/24.90  																																																								|
% 59.73/24.90  																																																								| Instantiating formula (29) with e3, e4, e4, e2 and discharging atoms op(e3, e4) = e4, op(e3, e4) = e2, yields:
% 59.73/24.90  																																																								| (323) e4 = e2
% 59.73/24.90  																																																								|
% 59.73/24.90  																																																								| Instantiating formula (29) with e3, e0, e0, e4 and discharging atoms op(e3, e0) = e4, op(e3, e0) = e0, yields:
% 59.73/24.90  																																																								| (397) e4 = e0
% 59.73/24.90  																																																								|
% 59.73/24.90  																																																								| Instantiating formula (29) with e1, e3, e1, e2 and discharging atoms op(e1, e3) = e2, op(e1, e3) = e1, yields:
% 59.73/24.90  																																																								| (617) e2 = e1
% 59.73/24.90  																																																								|
% 59.73/24.90  																																																								| Combining equations (323,397) yields a new equation:
% 59.73/24.90  																																																								| (391) e2 = e0
% 59.73/24.90  																																																								|
% 59.73/24.90  																																																								| Simplifying 391 yields:
% 59.73/24.90  																																																								| (330) e2 = e0
% 59.73/24.90  																																																								|
% 59.73/24.90  																																																								| Combining equations (330,617) yields a new equation:
% 59.73/24.90  																																																								| (431) e1 = e0
% 59.73/24.90  																																																								|
% 59.73/24.90  																																																								| Equations (431) can reduce 233 to:
% 59.73/24.90  																																																								| (266) $false
% 59.73/24.90  																																																								|
% 59.73/24.90  																																																								|-The branch is then unsatisfiable
% 59.73/24.90  																																																|-Branch two:
% 59.73/24.90  																																																| (477)  ~ (all_0_56_56 = e4)
% 59.73/24.90  																																																| (845) all_0_56_56 = e3 | all_0_56_56 = e1 | all_0_56_56 = e0
% 59.73/24.90  																																																|
% 59.73/24.90  																																																	+-Applying beta-rule and splitting (2246), into two cases.
% 59.73/24.90  																																																	|-Branch one:
% 59.73/24.90  																																																	| (1790) all_0_47_47 = e4
% 59.73/24.90  																																																	|
% 59.73/24.90  																																																		| Combining equations (674,1790) yields a new equation:
% 59.73/24.90  																																																		| (397) e4 = e0
% 59.73/24.90  																																																		|
% 59.73/24.90  																																																		| Equations (397) can reduce 49 to:
% 59.73/24.90  																																																		| (266) $false
% 59.73/24.90  																																																		|
% 59.73/24.90  																																																		|-The branch is then unsatisfiable
% 59.73/24.90  																																																	|-Branch two:
% 59.73/24.90  																																																	| (252)  ~ (all_0_47_47 = e4)
% 59.73/24.90  																																																	| (6548) all_0_51_51 = e4 | all_0_56_56 = e4
% 59.73/24.90  																																																	|
% 59.73/24.90  																																																		+-Applying beta-rule and splitting (6548), into two cases.
% 59.73/24.90  																																																		|-Branch one:
% 59.73/24.90  																																																		| (1101) all_0_51_51 = e4
% 59.73/24.90  																																																		|
% 59.73/24.90  																																																			| Combining equations (660,1101) yields a new equation:
% 59.73/24.90  																																																			| (425) e4 = e3
% 59.73/24.90  																																																			|
% 59.73/24.90  																																																			| Equations (425) can reduce 188 to:
% 59.73/24.90  																																																			| (266) $false
% 59.73/24.90  																																																			|
% 59.73/24.90  																																																			|-The branch is then unsatisfiable
% 59.73/24.90  																																																		|-Branch two:
% 59.73/24.90  																																																		| (475)  ~ (all_0_51_51 = e4)
% 59.73/24.90  																																																		| (842) all_0_56_56 = e4
% 59.73/24.90  																																																		|
% 59.73/24.90  																																																			| Equations (842) can reduce 477 to:
% 59.73/24.90  																																																			| (266) $false
% 59.73/24.90  																																																			|
% 59.73/24.90  																																																			|-The branch is then unsatisfiable
% 59.73/24.90  																																												|-Branch two:
% 59.73/24.90  																																												| (780)  ~ (all_0_52_52 = e4)
% 59.73/24.90  																																												| (1298) all_0_53_53 = e4
% 59.73/24.90  																																												|
% 59.73/24.90  																																													| Combining equations (1208,1298) yields a new equation:
% 59.73/24.90  																																													| (630) e4 = e1
% 59.73/24.90  																																													|
% 59.73/24.90  																																													| Equations (630) can reduce 110 to:
% 59.73/24.90  																																													| (266) $false
% 59.73/24.90  																																													|
% 59.73/24.90  																																													|-The branch is then unsatisfiable
% 59.73/24.90  																																											|-Branch two:
% 59.73/24.90  																																											| (1380)  ~ (all_0_42_42 = e1)
% 59.73/24.90  																																											| (516) all_0_42_42 = e3
% 59.73/24.90  																																											|
% 59.73/24.90  																																												| Equations (516) can reduce 405 to:
% 59.73/24.90  																																												| (266) $false
% 59.73/24.90  																																												|
% 59.73/24.90  																																												|-The branch is then unsatisfiable
% 59.73/24.90  																																								|-Branch two:
% 59.73/24.90  																																								| (1459)  ~ (all_0_53_53 = e1)
% 59.73/24.90  																																								| (918) all_0_58_58 = e1
% 59.73/24.90  																																								|
% 59.73/24.90  																																									| Combining equations (918,624) yields a new equation:
% 59.73/24.90  																																									| (617) e2 = e1
% 59.73/24.90  																																									|
% 59.73/24.90  																																									| Equations (617) can reduce 122 to:
% 59.73/24.90  																																									| (266) $false
% 59.73/24.90  																																									|
% 59.73/24.90  																																									|-The branch is then unsatisfiable
% 59.73/24.91  																																	|-Branch two:
% 59.73/24.91  																																	| (1390)  ~ (all_0_44_44 = e4)
% 59.73/24.91  																																	| (1391) all_0_44_44 = e3 | all_0_44_44 = e1 | all_0_44_44 = e0
% 59.73/24.91  																																	|
% 59.73/24.91  																																		+-Applying beta-rule and splitting (150), into two cases.
% 59.73/24.91  																																		|-Branch one:
% 59.73/24.91  																																		| (1378) all_0_40_40 = e4
% 59.73/24.91  																																		|
% 59.73/24.91  																																			| Combining equations (1378,485) yields a new equation:
% 59.73/24.91  																																			| (481) e4 = e0
% 59.73/24.91  																																			|
% 59.73/24.91  																																			| Simplifying 481 yields:
% 59.73/24.91  																																			| (397) e4 = e0
% 59.73/24.91  																																			|
% 59.73/24.91  																																			| Equations (397) can reduce 49 to:
% 59.73/24.91  																																			| (266) $false
% 59.73/24.91  																																			|
% 59.73/24.91  																																			|-The branch is then unsatisfiable
% 59.73/24.91  																																		|-Branch two:
% 59.73/24.91  																																		| (447)  ~ (all_0_40_40 = e4)
% 59.73/24.91  																																		| (2271) all_0_44_44 = e4 | all_0_49_49 = e4 | all_0_53_53 = e4 | all_0_58_58 = e4
% 59.73/24.91  																																		|
% 59.73/24.91  																																			+-Applying beta-rule and splitting (1391), into two cases.
% 59.73/24.91  																																			|-Branch one:
% 59.73/24.91  																																			| (1414) all_0_44_44 = e0
% 59.73/24.91  																																			|
% 59.73/24.91  																																				| Equations (1414) can reduce 360 to:
% 59.73/24.91  																																				| (266) $false
% 59.73/24.91  																																				|
% 59.73/24.91  																																				|-The branch is then unsatisfiable
% 59.73/24.91  																																			|-Branch two:
% 59.73/24.91  																																			| (360)  ~ (all_0_44_44 = e0)
% 59.73/24.91  																																			| (1417) all_0_44_44 = e3 | all_0_44_44 = e1
% 59.73/24.91  																																			|
% 59.73/24.91  																																				+-Applying beta-rule and splitting (1417), into two cases.
% 59.73/24.91  																																				|-Branch one:
% 59.73/24.91  																																				| (635) all_0_44_44 = e1
% 59.73/24.91  																																				|
% 59.73/24.91  																																					| Equations (635) can reduce 73 to:
% 59.73/24.91  																																					| (1380)  ~ (all_0_42_42 = e1)
% 59.73/24.91  																																					|
% 59.73/24.91  																																					| Equations (635) can reduce 220 to:
% 59.73/24.91  																																					| (1458)  ~ (all_0_53_53 = e1)
% 59.73/24.91  																																					|
% 59.73/24.91  																																					| Simplifying 1458 yields:
% 59.73/24.91  																																					| (1459)  ~ (all_0_53_53 = e1)
% 59.73/24.91  																																					|
% 59.73/24.91  																																					| Equations (635) can reduce 1390 to:
% 59.73/24.91  																																					| (602)  ~ (e4 = e1)
% 59.73/24.91  																																					|
% 59.73/24.91  																																					| Simplifying 602 yields:
% 59.73/24.91  																																					| (110)  ~ (e4 = e1)
% 59.73/24.91  																																					|
% 59.73/24.91  																																					| Equations (635) can reduce 407 to:
% 59.73/24.91  																																					| (467)  ~ (e3 = e1)
% 59.73/24.91  																																					|
% 59.73/24.91  																																					| Simplifying 467 yields:
% 59.73/24.91  																																					| (213)  ~ (e3 = e1)
% 59.73/24.91  																																					|
% 59.73/24.91  																																					| Equations (635) can reduce 147 to:
% 59.73/24.91  																																					| (604)  ~ (e2 = e1)
% 59.73/24.91  																																					|
% 59.73/24.91  																																					| Simplifying 604 yields:
% 59.73/24.91  																																					| (122)  ~ (e2 = e1)
% 59.73/24.91  																																					|
% 59.73/24.91  																																					| From (635) and (138) follows:
% 59.73/24.91  																																					| (1423) op(e3, e0) = e1
% 59.73/24.91  																																					|
% 59.73/24.91  																																					+-Applying beta-rule and splitting (2271), into two cases.
% 59.73/24.91  																																					|-Branch one:
% 59.73/24.91  																																					| (446) all_0_44_44 = e4
% 59.73/24.91  																																					|
% 59.73/24.91  																																						| Combining equations (446,635) yields a new equation:
% 59.73/24.91  																																						| (636) e4 = e1
% 59.73/24.91  																																						|
% 59.73/24.91  																																						| Simplifying 636 yields:
% 59.73/24.91  																																						| (630) e4 = e1
% 59.73/24.91  																																						|
% 59.73/24.91  																																						| Equations (630) can reduce 110 to:
% 59.73/24.91  																																						| (266) $false
% 59.73/24.91  																																						|
% 59.73/24.91  																																						|-The branch is then unsatisfiable
% 59.73/24.91  																																					|-Branch two:
% 59.73/24.91  																																					| (1390)  ~ (all_0_44_44 = e4)
% 59.73/24.91  																																					| (7998) all_0_49_49 = e4 | all_0_53_53 = e4 | all_0_58_58 = e4
% 59.73/24.91  																																					|
% 59.73/24.91  																																						+-Applying beta-rule and splitting (152), into two cases.
% 59.73/24.91  																																						|-Branch one:
% 59.73/24.91  																																						| (1392) all_0_42_42 = e4
% 59.73/24.91  																																						|
% 59.73/24.91  																																							| Equations (1392) can reduce 51 to:
% 59.73/24.91  																																							| (48)  ~ (e4 = e2)
% 59.73/24.91  																																							|
% 59.73/24.91  																																							| Equations (1392) can reduce 1380 to:
% 59.73/24.91  																																							| (110)  ~ (e4 = e1)
% 59.73/24.91  																																							|
% 59.73/24.91  																																							| Equations (1392) can reduce 358 to:
% 59.73/24.91  																																							| (49)  ~ (e4 = e0)
% 59.73/24.91  																																							|
% 59.73/24.91  																																							| From (1392) and (210) follows:
% 59.73/24.91  																																							| (4074) op(e3, e2) = e4
% 59.73/24.91  																																							|
% 59.73/24.91  																																							+-Applying beta-rule and splitting (160), into two cases.
% 59.73/24.91  																																							|-Branch one:
% 59.73/24.91  																																							| (601) all_0_50_50 = e1
% 59.73/24.91  																																							|
% 59.73/24.91  																																								| Combining equations (378,601) yields a new equation:
% 59.73/24.91  																																								| (616) e2 = e1
% 59.73/24.91  																																								|
% 59.73/24.91  																																								| Simplifying 616 yields:
% 59.73/24.91  																																								| (617) e2 = e1
% 59.73/24.91  																																								|
% 59.73/24.91  																																								| Equations (617) can reduce 122 to:
% 59.73/24.91  																																								| (266) $false
% 59.73/24.91  																																								|
% 59.73/24.91  																																								|-The branch is then unsatisfiable
% 59.73/24.91  																																							|-Branch two:
% 59.73/24.91  																																							| (759)  ~ (all_0_50_50 = e1)
% 59.73/24.91  																																							| (1168) all_0_51_51 = e1 | all_0_52_52 = e1 | all_0_53_53 = e1
% 59.73/24.91  																																							|
% 59.73/24.91  																																								+-Applying beta-rule and splitting (1168), into two cases.
% 59.73/24.91  																																								|-Branch one:
% 59.73/24.91  																																								| (1109) all_0_51_51 = e1
% 59.73/24.91  																																								|
% 59.73/24.91  																																									| Combining equations (660,1109) yields a new equation:
% 59.73/24.91  																																									| (454) e3 = e1
% 59.73/24.91  																																									|
% 59.73/24.91  																																									| Simplifying 454 yields:
% 59.73/24.91  																																									| (455) e3 = e1
% 59.73/24.91  																																									|
% 59.73/24.91  																																									| Equations (455) can reduce 213 to:
% 59.73/24.91  																																									| (266) $false
% 59.73/24.91  																																									|
% 59.73/24.91  																																									|-The branch is then unsatisfiable
% 59.73/24.91  																																								|-Branch two:
% 59.73/24.91  																																								| (464)  ~ (all_0_51_51 = e1)
% 59.73/24.91  																																								| (1202) all_0_52_52 = e1 | all_0_53_53 = e1
% 59.73/24.91  																																								|
% 59.73/24.91  																																									+-Applying beta-rule and splitting (1202), into two cases.
% 59.73/24.91  																																									|-Branch one:
% 59.73/24.91  																																									| (642) all_0_52_52 = e1
% 59.73/24.91  																																									|
% 59.73/24.91  																																										| Equations (642) can reduce 11 to:
% 59.73/24.91  																																										| (2437)  ~ (all_0_57_57 = e1)
% 59.73/24.91  																																										|
% 59.73/24.91  																																										| Simplifying 2437 yields:
% 59.73/24.91  																																										| (1670)  ~ (all_0_57_57 = e1)
% 59.73/24.91  																																										|
% 59.73/24.91  																																										| Equations (642) can reduce 342 to:
% 59.73/24.91  																																										| (604)  ~ (e2 = e1)
% 59.73/24.91  																																										|
% 59.73/24.91  																																										| Simplifying 604 yields:
% 59.73/24.91  																																										| (122)  ~ (e2 = e1)
% 59.73/24.91  																																										|
% 59.73/24.91  																																										| Equations (642) can reduce 72 to:
% 59.73/24.91  																																										| (233)  ~ (e1 = e0)
% 59.73/24.91  																																										|
% 59.73/24.91  																																										+-Applying beta-rule and splitting (12), into two cases.
% 59.73/24.91  																																										|-Branch one:
% 59.73/24.91  																																										| (442) all_0_57_57 = e2
% 59.73/24.91  																																										|
% 59.73/24.91  																																											| Equations (442) can reduce 344 to:
% 59.73/24.91  																																											| (266) $false
% 59.73/24.91  																																											|
% 59.73/24.91  																																											|-The branch is then unsatisfiable
% 59.73/24.91  																																										|-Branch two:
% 59.73/24.91  																																										| (344)  ~ (all_0_57_57 = e2)
% 59.73/24.91  																																										| (445) all_0_57_57 = e4 | all_0_57_57 = e1 | all_0_57_57 = e0
% 59.73/24.91  																																										|
% 59.73/24.91  																																											+-Applying beta-rule and splitting (231), into two cases.
% 59.73/24.91  																																											|-Branch one:
% 59.73/24.91  																																											| (775) all_0_50_50 = e4
% 59.73/24.91  																																											|
% 59.73/24.91  																																												| Combining equations (378,775) yields a new equation:
% 59.73/24.91  																																												| (323) e4 = e2
% 59.73/24.91  																																												|
% 59.73/24.91  																																												| Equations (323) can reduce 48 to:
% 59.73/24.91  																																												| (266) $false
% 59.73/24.91  																																												|
% 59.73/24.91  																																												|-The branch is then unsatisfiable
% 59.73/24.91  																																											|-Branch two:
% 59.73/24.91  																																											| (566)  ~ (all_0_50_50 = e4)
% 59.73/24.91  																																											| (1071) all_0_51_51 = e4 | all_0_52_52 = e4 | all_0_53_53 = e4
% 59.73/24.91  																																											|
% 59.73/24.91  																																												| Equations (378) can reduce 566 to:
% 59.73/24.91  																																												| (327)  ~ (e4 = e2)
% 59.73/24.91  																																												|
% 59.73/24.91  																																												| Simplifying 327 yields:
% 59.73/24.91  																																												| (48)  ~ (e4 = e2)
% 59.73/24.91  																																												|
% 59.73/24.91  																																												+-Applying beta-rule and splitting (230), into two cases.
% 59.73/24.91  																																												|-Branch one:
% 59.73/24.91  																																												| (396) all_0_43_43 = e4
% 59.73/24.91  																																												|
% 59.73/24.91  																																													| Combining equations (356,396) yields a new equation:
% 59.73/24.91  																																													| (397) e4 = e0
% 59.73/24.91  																																													|
% 59.73/24.91  																																													| Equations (397) can reduce 49 to:
% 59.73/24.91  																																													| (266) $false
% 59.73/24.91  																																													|
% 59.73/24.91  																																													|-The branch is then unsatisfiable
% 59.73/24.91  																																												|-Branch two:
% 59.73/24.91  																																												| (399)  ~ (all_0_43_43 = e4)
% 59.73/24.91  																																												| (400) all_0_48_48 = e4 | all_0_52_52 = e4 | all_0_57_57 = e4
% 59.73/24.91  																																												|
% 59.73/24.91  																																													+-Applying beta-rule and splitting (131), into two cases.
% 59.73/24.91  																																													|-Branch one:
% 59.73/24.91  																																													| (459) all_0_42_42 = e1
% 59.73/24.91  																																													|
% 59.73/24.91  																																														| Combining equations (459,1392) yields a new equation:
% 59.73/24.91  																																														| (630) e4 = e1
% 59.73/24.91  																																														|
% 59.73/24.91  																																														| Equations (630) can reduce 110 to:
% 59.73/24.91  																																														| (266) $false
% 59.73/24.91  																																														|
% 59.73/24.91  																																														|-The branch is then unsatisfiable
% 59.73/24.91  																																													|-Branch two:
% 59.73/24.91  																																													| (1380)  ~ (all_0_42_42 = e1)
% 59.73/24.91  																																													| (3259) all_0_47_47 = e1 | all_0_51_51 = e1 | all_0_56_56 = e1
% 59.73/24.91  																																													|
% 59.73/24.91  																																														| Equations (1392) can reduce 1380 to:
% 59.73/24.91  																																														| (110)  ~ (e4 = e1)
% 59.73/24.91  																																														|
% 59.73/24.91  																																														+-Applying beta-rule and splitting (400), into two cases.
% 59.73/24.91  																																														|-Branch one:
% 59.73/24.91  																																														| (943) all_0_48_48 = e4
% 59.73/24.91  																																														|
% 59.73/24.91  																																															| Combining equations (335,943) yields a new equation:
% 59.73/24.91  																																															| (323) e4 = e2
% 59.73/24.91  																																															|
% 59.73/24.91  																																															| Equations (323) can reduce 48 to:
% 59.73/24.91  																																															| (266) $false
% 59.73/24.91  																																															|
% 59.73/24.91  																																															|-The branch is then unsatisfiable
% 59.73/24.91  																																														|-Branch two:
% 59.73/24.91  																																														| (254)  ~ (all_0_48_48 = e4)
% 59.73/24.91  																																														| (947) all_0_52_52 = e4 | all_0_57_57 = e4
% 59.73/24.91  																																														|
% 59.73/24.91  																																															+-Applying beta-rule and splitting (216), into two cases.
% 59.73/24.91  																																															|-Branch one:
% 59.73/24.91  																																															| (629) all_0_55_55 = e1
% 59.73/24.91  																																															|
% 59.73/24.91  																																																| Combining equations (858,629) yields a new equation:
% 59.73/24.91  																																																| (431) e1 = e0
% 59.73/24.91  																																																|
% 59.73/24.91  																																																| Equations (431) can reduce 233 to:
% 59.73/24.91  																																																| (266) $false
% 59.73/24.91  																																																|
% 59.73/24.91  																																																|-The branch is then unsatisfiable
% 59.73/24.91  																																															|-Branch two:
% 59.73/24.91  																																															| (632)  ~ (all_0_55_55 = e1)
% 59.73/24.91  																																															| (633) all_0_56_56 = e1 | all_0_57_57 = e1 | all_0_58_58 = e1
% 59.73/24.91  																																															|
% 59.73/24.91  																																																+-Applying beta-rule and splitting (445), into two cases.
% 59.73/24.91  																																																|-Branch one:
% 59.73/24.91  																																																| (871) all_0_57_57 = e4
% 59.73/24.91  																																																|
% 59.73/24.91  																																																	| Equations (871) can reduce 1670 to:
% 59.73/24.91  																																																	| (110)  ~ (e4 = e1)
% 59.73/24.91  																																																	|
% 59.73/24.91  																																																	| From (871) and (83) follows:
% 59.73/24.91  																																																	| (3109) op(e0, e1) = e4
% 59.73/24.91  																																																	|
% 59.79/24.91  																																																	+-Applying beta-rule and splitting (633), into two cases.
% 59.79/24.91  																																																	|-Branch one:
% 59.79/24.91  																																																	| (1569) all_0_56_56 = e1
% 59.79/24.91  																																																	|
% 59.79/24.91  																																																		| Equations (1569) can reduce 828 to:
% 59.79/24.91  																																																		| (233)  ~ (e1 = e0)
% 59.79/24.91  																																																		|
% 59.79/24.91  																																																		| From (1569) and (111) follows:
% 59.79/24.91  																																																		| (3175) op(e0, e2) = e1
% 59.79/24.91  																																																		|
% 59.79/24.91  																																																		+-Applying beta-rule and splitting (56), into two cases.
% 59.79/24.91  																																																		|-Branch one:
% 59.79/24.91  																																																		| (696) unit = e2
% 59.79/24.91  																																																		|
% 59.79/24.91  																																																			| From (696) and (227) follows:
% 59.79/24.91  																																																			| (4284) op(e4, e2) = e4
% 59.79/24.91  																																																			|
% 59.79/24.91  																																																			| From (696) and (40) follows:
% 59.79/24.91  																																																			| (4285) op(e3, e2) = e3
% 59.79/24.91  																																																			|
% 59.79/24.91  																																																			| From (696) and (32) follows:
% 59.79/24.91  																																																			| (698) op(e2, e2) = e2
% 59.79/24.91  																																																			|
% 59.79/24.91  																																																			| From (696) and (28) follows:
% 59.79/24.91  																																																			| (699) op(e1, e2) = e1
% 59.79/24.91  																																																			|
% 59.79/24.91  																																																			| Instantiating formula (29) with e4, e2, e4, e2 and discharging atoms op(e4, e2) = e4, op(e4, e2) = e2, yields:
% 59.79/24.91  																																																			| (323) e4 = e2
% 59.79/24.91  																																																			|
% 59.79/24.91  																																																			| Instantiating formula (29) with e3, e2, e3, e4 and discharging atoms op(e3, e2) = e4, op(e3, e2) = e3, yields:
% 59.79/24.91  																																																			| (425) e4 = e3
% 59.79/24.91  																																																			|
% 59.79/24.91  																																																			| Instantiating formula (29) with e2, e2, e2, e0 and discharging atoms op(e2, e2) = e2, op(e2, e2) = e0, yields:
% 59.79/24.91  																																																			| (330) e2 = e0
% 59.79/24.91  																																																			|
% 59.79/24.91  																																																			| Instantiating formula (29) with e1, e2, e1, e3 and discharging atoms op(e1, e2) = e3, op(e1, e2) = e1, yields:
% 59.79/24.91  																																																			| (455) e3 = e1
% 59.79/24.91  																																																			|
% 59.79/24.91  																																																			| Combining equations (323,425) yields a new equation:
% 59.79/24.91  																																																			| (662) e3 = e2
% 59.79/24.91  																																																			|
% 59.79/24.91  																																																			| Combining equations (662,455) yields a new equation:
% 59.79/24.91  																																																			| (616) e2 = e1
% 59.79/24.91  																																																			|
% 59.79/24.91  																																																			| Simplifying 616 yields:
% 59.79/24.91  																																																			| (617) e2 = e1
% 59.79/24.91  																																																			|
% 59.79/24.91  																																																			| Combining equations (617,330) yields a new equation:
% 59.79/24.91  																																																			| (546) e1 = e0
% 59.79/24.91  																																																			|
% 59.79/24.91  																																																			| Simplifying 546 yields:
% 59.79/24.91  																																																			| (431) e1 = e0
% 59.79/24.91  																																																			|
% 59.79/24.91  																																																			| Equations (431) can reduce 233 to:
% 59.79/24.91  																																																			| (266) $false
% 59.79/24.91  																																																			|
% 59.79/24.91  																																																			|-The branch is then unsatisfiable
% 59.79/24.91  																																																		|-Branch two:
% 59.79/24.91  																																																		| (707)  ~ (unit = e2)
% 59.79/24.91  																																																		| (708) unit = e4 | unit = e3 | unit = e1 | unit = e0
% 59.79/24.91  																																																		|
% 59.79/24.91  																																																			+-Applying beta-rule and splitting (708), into two cases.
% 59.79/24.91  																																																			|-Branch one:
% 59.79/24.91  																																																			| (709) unit = e4
% 59.79/24.91  																																																			|
% 59.79/24.91  																																																				| From (709) and (24) follows:
% 59.79/24.91  																																																				| (33325) op(e4, e3) = e3
% 59.79/24.91  																																																				|
% 59.79/24.91  																																																				| From (709) and (227) follows:
% 59.79/24.91  																																																				| (710) op(e4, e4) = e4
% 59.79/24.91  																																																				|
% 59.79/24.91  																																																				| From (709) and (42) follows:
% 59.79/24.91  																																																				| (713) op(e0, e4) = e0
% 59.79/24.91  																																																				|
% 59.79/24.91  																																																				| Instantiating formula (29) with e4, e4, e4, e1 and discharging atoms op(e4, e4) = e4, op(e4, e4) = e1, yields:
% 59.79/24.91  																																																				| (630) e4 = e1
% 59.79/24.91  																																																				|
% 59.79/24.91  																																																				| Instantiating formula (29) with e4, e3, e3, e4 and discharging atoms op(e4, e3) = e4, op(e4, e3) = e3, yields:
% 59.79/24.91  																																																				| (425) e4 = e3
% 59.79/24.91  																																																				|
% 59.79/24.91  																																																				| Instantiating formula (29) with e0, e4, e0, e3 and discharging atoms op(e0, e4) = e3, op(e0, e4) = e0, yields:
% 59.79/24.91  																																																				| (676) e3 = e0
% 59.79/24.91  																																																				|
% 59.79/24.91  																																																				| Combining equations (630,425) yields a new equation:
% 59.79/24.91  																																																				| (455) e3 = e1
% 59.79/24.91  																																																				|
% 59.79/24.91  																																																				| Combining equations (455,676) yields a new equation:
% 59.79/24.91  																																																				| (546) e1 = e0
% 59.79/24.91  																																																				|
% 59.79/24.91  																																																				| Simplifying 546 yields:
% 59.79/24.91  																																																				| (431) e1 = e0
% 59.79/24.91  																																																				|
% 59.79/24.91  																																																				| Equations (431) can reduce 233 to:
% 59.79/24.91  																																																				| (266) $false
% 59.79/24.91  																																																				|
% 59.79/24.91  																																																				|-The branch is then unsatisfiable
% 59.79/24.91  																																																			|-Branch two:
% 59.79/24.91  																																																			| (724)  ~ (unit = e4)
% 59.79/24.91  																																																			| (725) unit = e3 | unit = e1 | unit = e0
% 59.79/24.91  																																																			|
% 59.79/24.91  																																																				+-Applying beta-rule and splitting (725), into two cases.
% 59.79/24.91  																																																				|-Branch one:
% 59.79/24.91  																																																				| (726) unit = e0
% 59.79/24.91  																																																				|
% 59.79/24.91  																																																					| From (726) and (244) follows:
% 59.79/24.91  																																																					| (2207) op(e0, e4) = e4
% 59.79/24.91  																																																					|
% 59.79/24.91  																																																					| From (726) and (15) follows:
% 59.79/24.91  																																																					| (1508) op(e0, e2) = e2
% 59.79/24.91  																																																					|
% 59.79/24.91  																																																					| From (726) and (227) follows:
% 59.79/24.91  																																																					| (3205) op(e4, e0) = e4
% 59.79/24.91  																																																					|
% 59.79/24.91  																																																					| From (726) and (32) follows:
% 59.79/24.91  																																																					| (727) op(e2, e0) = e2
% 59.79/24.91  																																																					|
% 59.79/24.91  																																																					| Instantiating formula (29) with e4, e0, e4, e0 and discharging atoms op(e4, e0) = e4, op(e4, e0) = e0, yields:
% 59.79/24.91  																																																					| (397) e4 = e0
% 59.79/24.91  																																																					|
% 59.79/24.91  																																																					| Instantiating formula (29) with e2, e0, e2, e3 and discharging atoms op(e2, e0) = e3, op(e2, e0) = e2, yields:
% 59.79/24.91  																																																					| (662) e3 = e2
% 59.79/24.91  																																																					|
% 59.79/24.91  																																																					| Instantiating formula (29) with e0, e4, e4, e3 and discharging atoms op(e0, e4) = e4, op(e0, e4) = e3, yields:
% 59.79/24.91  																																																					| (425) e4 = e3
% 59.79/24.91  																																																					|
% 59.79/24.91  																																																					| Instantiating formula (29) with e0, e2, e2, e1 and discharging atoms op(e0, e2) = e2, op(e0, e2) = e1, yields:
% 59.79/24.91  																																																					| (617) e2 = e1
% 59.79/24.91  																																																					|
% 59.79/24.91  																																																					| Combining equations (397,425) yields a new equation:
% 59.79/24.91  																																																					| (676) e3 = e0
% 59.79/24.91  																																																					|
% 59.79/24.91  																																																					| Combining equations (662,676) yields a new equation:
% 59.79/24.91  																																																					| (391) e2 = e0
% 59.79/24.91  																																																					|
% 59.79/24.91  																																																					| Simplifying 391 yields:
% 59.79/24.91  																																																					| (330) e2 = e0
% 59.79/24.91  																																																					|
% 59.79/24.91  																																																					| Combining equations (617,330) yields a new equation:
% 59.79/24.91  																																																					| (546) e1 = e0
% 59.79/24.91  																																																					|
% 59.79/24.91  																																																					| Simplifying 546 yields:
% 59.79/24.91  																																																					| (431) e1 = e0
% 59.79/24.91  																																																					|
% 59.79/24.91  																																																					| Equations (431) can reduce 233 to:
% 59.79/24.91  																																																					| (266) $false
% 59.79/24.91  																																																					|
% 59.79/24.91  																																																					|-The branch is then unsatisfiable
% 59.79/24.91  																																																				|-Branch two:
% 59.79/24.91  																																																				| (734)  ~ (unit = e0)
% 59.79/24.91  																																																				| (735) unit = e3 | unit = e1
% 59.79/24.91  																																																				|
% 59.79/24.91  																																																					+-Applying beta-rule and splitting (735), into two cases.
% 59.79/24.91  																																																					|-Branch one:
% 59.79/24.91  																																																					| (736) unit = e1
% 59.79/24.91  																																																					|
% 59.79/24.91  																																																						| From (736) and (15) follows:
% 59.79/24.91  																																																						| (515) op(e1, e2) = e2
% 59.79/24.91  																																																						|
% 59.79/24.91  																																																						| From (736) and (227) follows:
% 59.79/24.91  																																																						| (739) op(e4, e1) = e4
% 59.79/24.91  																																																						|
% 59.79/24.91  																																																						| From (736) and (42) follows:
% 59.79/24.91  																																																						| (3221) op(e0, e1) = e0
% 59.79/24.91  																																																						|
% 59.79/24.91  																																																						| Instantiating formula (29) with e4, e1, e4, e3 and discharging atoms op(e4, e1) = e4, op(e4, e1) = e3, yields:
% 59.79/24.91  																																																						| (425) e4 = e3
% 59.79/24.91  																																																						|
% 59.79/24.91  																																																						| Instantiating formula (29) with e1, e2, e2, e3 and discharging atoms op(e1, e2) = e3, op(e1, e2) = e2, yields:
% 59.79/24.91  																																																						| (662) e3 = e2
% 59.79/24.91  																																																						|
% 59.79/24.91  																																																						| Instantiating formula (29) with e0, e1, e0, e4 and discharging atoms op(e0, e1) = e4, op(e0, e1) = e0, yields:
% 59.79/24.91  																																																						| (397) e4 = e0
% 59.79/24.91  																																																						|
% 59.79/24.91  																																																						| Combining equations (397,425) yields a new equation:
% 59.79/24.91  																																																						| (676) e3 = e0
% 59.79/24.91  																																																						|
% 59.79/24.91  																																																						| Combining equations (676,662) yields a new equation:
% 59.79/24.91  																																																						| (330) e2 = e0
% 59.79/24.91  																																																						|
% 59.79/24.91  																																																						| Equations (330) can reduce 128 to:
% 59.79/24.91  																																																						| (266) $false
% 59.79/24.91  																																																						|
% 59.79/24.91  																																																						|-The branch is then unsatisfiable
% 59.79/24.91  																																																					|-Branch two:
% 59.79/24.91  																																																					| (748)  ~ (unit = e1)
% 59.79/24.91  																																																					| (749) unit = e3
% 59.79/24.91  																																																					|
% 59.79/24.91  																																																						| From (749) and (209) follows:
% 59.79/24.91  																																																						| (1667) op(e3, e0) = e0
% 59.79/24.91  																																																						|
% 59.79/24.91  																																																						| Instantiating formula (29) with e3, e0, e0, e1 and discharging atoms op(e3, e0) = e1, op(e3, e0) = e0, yields:
% 59.79/24.91  																																																						| (431) e1 = e0
% 59.79/24.91  																																																						|
% 59.79/24.91  																																																						| Equations (431) can reduce 233 to:
% 59.79/24.91  																																																						| (266) $false
% 59.79/24.91  																																																						|
% 59.79/24.91  																																																						|-The branch is then unsatisfiable
% 59.79/24.91  																																																	|-Branch two:
% 59.79/24.91  																																																	| (466)  ~ (all_0_56_56 = e1)
% 59.79/24.91  																																																	| (1574) all_0_57_57 = e1 | all_0_58_58 = e1
% 59.79/24.91  																																																	|
% 59.79/24.91  																																																		+-Applying beta-rule and splitting (1574), into two cases.
% 59.79/24.91  																																																		|-Branch one:
% 59.79/24.91  																																																		| (647) all_0_57_57 = e1
% 59.79/24.91  																																																		|
% 59.79/24.91  																																																			| Combining equations (871,647) yields a new equation:
% 59.79/24.91  																																																			| (636) e4 = e1
% 59.79/24.91  																																																			|
% 59.79/24.91  																																																			| Simplifying 636 yields:
% 59.79/24.91  																																																			| (630) e4 = e1
% 59.79/24.91  																																																			|
% 59.79/24.91  																																																			| Equations (630) can reduce 110 to:
% 59.79/24.91  																																																			| (266) $false
% 59.79/24.91  																																																			|
% 59.79/24.91  																																																			|-The branch is then unsatisfiable
% 59.79/24.91  																																																		|-Branch two:
% 59.79/24.91  																																																		| (1670)  ~ (all_0_57_57 = e1)
% 59.79/24.91  																																																		| (918) all_0_58_58 = e1
% 59.79/24.91  																																																		|
% 59.79/24.92  																																																			| Combining equations (918,624) yields a new equation:
% 59.79/24.92  																																																			| (617) e2 = e1
% 59.79/24.92  																																																			|
% 59.79/24.92  																																																			| Equations (617) can reduce 122 to:
% 59.79/24.92  																																																			| (266) $false
% 59.79/24.92  																																																			|
% 59.79/24.92  																																																			|-The branch is then unsatisfiable
% 59.79/24.92  																																																|-Branch two:
% 59.79/24.92  																																																| (839)  ~ (all_0_57_57 = e4)
% 59.79/24.92  																																																| (874) all_0_57_57 = e1 | all_0_57_57 = e0
% 59.79/24.92  																																																|
% 59.79/24.92  																																																	+-Applying beta-rule and splitting (947), into two cases.
% 59.79/24.92  																																																	|-Branch one:
% 59.79/24.92  																																																	| (565) all_0_52_52 = e4
% 59.79/24.92  																																																	|
% 59.79/24.92  																																																		| Combining equations (642,565) yields a new equation:
% 59.79/24.92  																																																		| (630) e4 = e1
% 59.79/24.92  																																																		|
% 59.79/24.92  																																																		| Equations (630) can reduce 110 to:
% 59.79/24.92  																																																		| (266) $false
% 59.79/24.92  																																																		|
% 59.79/24.92  																																																		|-The branch is then unsatisfiable
% 59.79/24.92  																																																	|-Branch two:
% 59.79/24.92  																																																	| (780)  ~ (all_0_52_52 = e4)
% 59.79/24.92  																																																	| (871) all_0_57_57 = e4
% 59.79/24.92  																																																	|
% 59.79/24.92  																																																		| Equations (871) can reduce 839 to:
% 59.79/24.92  																																																		| (266) $false
% 59.79/24.92  																																																		|
% 59.79/24.92  																																																		|-The branch is then unsatisfiable
% 59.79/24.92  																																									|-Branch two:
% 59.79/24.92  																																									| (646)  ~ (all_0_52_52 = e1)
% 59.79/24.92  																																									| (1208) all_0_53_53 = e1
% 59.79/24.92  																																									|
% 59.79/24.92  																																										| Equations (1208) can reduce 1459 to:
% 59.79/24.92  																																										| (266) $false
% 59.79/24.92  																																										|
% 59.79/24.92  																																										|-The branch is then unsatisfiable
% 59.79/24.92  																																						|-Branch two:
% 59.79/24.92  																																						| (1890)  ~ (all_0_42_42 = e4)
% 59.79/24.92  																																						| (1969) all_0_42_42 = e3 | all_0_42_42 = e1 | all_0_42_42 = e0
% 59.79/24.92  																																						|
% 59.79/24.92  																																							+-Applying beta-rule and splitting (160), into two cases.
% 59.79/24.92  																																							|-Branch one:
% 59.79/24.92  																																							| (601) all_0_50_50 = e1
% 59.79/24.92  																																							|
% 59.79/24.92  																																								| Combining equations (378,601) yields a new equation:
% 59.79/24.92  																																								| (616) e2 = e1
% 59.79/24.92  																																								|
% 59.79/24.92  																																								| Simplifying 616 yields:
% 59.79/24.92  																																								| (617) e2 = e1
% 59.79/24.92  																																								|
% 59.79/24.92  																																								| Equations (617) can reduce 122 to:
% 59.79/24.92  																																								| (266) $false
% 59.79/24.92  																																								|
% 59.79/24.92  																																								|-The branch is then unsatisfiable
% 59.79/24.92  																																							|-Branch two:
% 59.79/24.92  																																							| (759)  ~ (all_0_50_50 = e1)
% 59.79/24.92  																																							| (1168) all_0_51_51 = e1 | all_0_52_52 = e1 | all_0_53_53 = e1
% 59.79/24.92  																																							|
% 59.79/24.92  																																								+-Applying beta-rule and splitting (7998), into two cases.
% 59.79/24.92  																																								|-Branch one:
% 59.79/24.92  																																								| (974) all_0_49_49 = e4
% 59.79/24.92  																																								|
% 59.79/24.92  																																									| Combining equations (884,974) yields a new equation:
% 59.79/24.92  																																									| (425) e4 = e3
% 59.79/24.92  																																									|
% 59.79/24.92  																																									| Equations (425) can reduce 188 to:
% 59.79/24.92  																																									| (266) $false
% 59.79/24.92  																																									|
% 59.79/24.92  																																									|-The branch is then unsatisfiable
% 59.79/24.92  																																								|-Branch two:
% 59.79/24.92  																																								| (256)  ~ (all_0_49_49 = e4)
% 59.79/24.92  																																								| (8013) all_0_53_53 = e4 | all_0_58_58 = e4
% 59.79/24.92  																																								|
% 59.79/24.92  																																									| Equations (884) can reduce 256 to:
% 59.79/24.92  																																									| (277)  ~ (e4 = e3)
% 59.79/24.92  																																									|
% 59.79/24.92  																																									| Simplifying 277 yields:
% 59.79/24.92  																																									| (188)  ~ (e4 = e3)
% 59.79/24.92  																																									|
% 59.79/24.92  																																									+-Applying beta-rule and splitting (1168), into two cases.
% 59.79/24.92  																																									|-Branch one:
% 59.79/24.92  																																									| (1109) all_0_51_51 = e1
% 59.79/24.92  																																									|
% 59.79/24.92  																																										| Combining equations (660,1109) yields a new equation:
% 59.79/24.92  																																										| (454) e3 = e1
% 59.79/24.92  																																										|
% 59.79/24.92  																																										| Simplifying 454 yields:
% 59.79/24.92  																																										| (455) e3 = e1
% 59.79/24.92  																																										|
% 59.79/24.92  																																										| Equations (455) can reduce 213 to:
% 59.79/24.92  																																										| (266) $false
% 59.79/24.92  																																										|
% 59.79/24.92  																																										|-The branch is then unsatisfiable
% 59.79/24.92  																																									|-Branch two:
% 59.79/24.92  																																									| (464)  ~ (all_0_51_51 = e1)
% 59.79/24.92  																																									| (1202) all_0_52_52 = e1 | all_0_53_53 = e1
% 59.79/24.92  																																									|
% 59.79/24.92  																																										+-Applying beta-rule and splitting (1202), into two cases.
% 59.79/24.92  																																										|-Branch one:
% 59.79/24.92  																																										| (642) all_0_52_52 = e1
% 59.79/24.92  																																										|
% 59.79/24.92  																																											| Equations (642) can reduce 46 to:
% 59.79/24.92  																																											| (1458)  ~ (all_0_53_53 = e1)
% 59.79/24.92  																																											|
% 59.79/24.92  																																											| Simplifying 1458 yields:
% 59.79/24.92  																																											| (1459)  ~ (all_0_53_53 = e1)
% 59.79/24.92  																																											|
% 59.79/24.92  																																											| Equations (642) can reduce 166 to:
% 59.79/24.92  																																											| (467)  ~ (e3 = e1)
% 59.79/24.92  																																											|
% 59.79/24.92  																																											| Simplifying 467 yields:
% 59.79/24.92  																																											| (213)  ~ (e3 = e1)
% 59.79/24.92  																																											|
% 59.79/24.92  																																											| Equations (642) can reduce 72 to:
% 59.79/24.92  																																											| (233)  ~ (e1 = e0)
% 59.79/24.92  																																											|
% 59.79/24.92  																																											+-Applying beta-rule and splitting (216), into two cases.
% 59.79/24.92  																																											|-Branch one:
% 59.79/24.92  																																											| (629) all_0_55_55 = e1
% 59.79/24.92  																																											|
% 59.79/24.92  																																												| Combining equations (858,629) yields a new equation:
% 59.79/24.92  																																												| (431) e1 = e0
% 59.79/24.92  																																												|
% 59.79/24.92  																																												| Equations (431) can reduce 233 to:
% 59.79/24.92  																																												| (266) $false
% 59.79/24.92  																																												|
% 59.79/24.92  																																												|-The branch is then unsatisfiable
% 59.79/24.92  																																											|-Branch two:
% 59.79/24.92  																																											| (632)  ~ (all_0_55_55 = e1)
% 59.79/24.92  																																											| (633) all_0_56_56 = e1 | all_0_57_57 = e1 | all_0_58_58 = e1
% 59.79/24.92  																																											|
% 59.79/24.92  																																												| Equations (858) can reduce 632 to:
% 59.79/24.92  																																												| (435)  ~ (e1 = e0)
% 59.79/24.92  																																												|
% 59.79/24.92  																																												| Simplifying 435 yields:
% 59.79/24.92  																																												| (233)  ~ (e1 = e0)
% 59.79/24.92  																																												|
% 59.79/24.92  																																												+-Applying beta-rule and splitting (196), into two cases.
% 59.79/24.92  																																												|-Branch one:
% 59.79/24.92  																																												| (607) all_0_53_53 = e2
% 59.79/24.92  																																												|
% 59.79/24.92  																																													| Equations (607) can reduce 509 to:
% 59.79/24.92  																																													| (266) $false
% 59.79/24.92  																																													|
% 59.79/24.92  																																													|-The branch is then unsatisfiable
% 59.79/24.92  																																												|-Branch two:
% 59.79/24.92  																																												| (509)  ~ (all_0_53_53 = e2)
% 59.79/24.92  																																												| (610) all_0_53_53 = e4 | all_0_53_53 = e3 | all_0_53_53 = e1
% 59.79/24.92  																																												|
% 59.79/24.92  																																													+-Applying beta-rule and splitting (12), into two cases.
% 59.79/24.92  																																													|-Branch one:
% 59.79/24.92  																																													| (442) all_0_57_57 = e2
% 59.79/24.92  																																													|
% 59.79/24.92  																																														| Equations (442) can reduce 344 to:
% 59.79/24.92  																																														| (266) $false
% 59.79/24.92  																																														|
% 59.79/24.92  																																														|-The branch is then unsatisfiable
% 59.79/24.92  																																													|-Branch two:
% 59.79/24.92  																																													| (344)  ~ (all_0_57_57 = e2)
% 59.79/24.92  																																													| (445) all_0_57_57 = e4 | all_0_57_57 = e1 | all_0_57_57 = e0
% 59.79/24.92  																																													|
% 59.79/24.92  																																														+-Applying beta-rule and splitting (131), into two cases.
% 59.79/24.92  																																														|-Branch one:
% 59.79/24.92  																																														| (459) all_0_42_42 = e1
% 59.79/24.92  																																														|
% 59.79/24.92  																																															| Equations (459) can reduce 1380 to:
% 59.79/24.92  																																															| (266) $false
% 59.79/24.92  																																															|
% 59.79/24.92  																																															|-The branch is then unsatisfiable
% 59.79/24.92  																																														|-Branch two:
% 59.79/24.92  																																														| (1380)  ~ (all_0_42_42 = e1)
% 59.79/24.92  																																														| (3259) all_0_47_47 = e1 | all_0_51_51 = e1 | all_0_56_56 = e1
% 59.79/24.92  																																														|
% 59.79/24.92  																																															+-Applying beta-rule and splitting (64), into two cases.
% 59.79/24.92  																																															|-Branch one:
% 59.79/24.92  																																															| (437) all_0_41_41 = e4
% 59.79/24.92  																																															|
% 59.79/24.92  																																																| Combining equations (437,403) yields a new equation:
% 59.79/24.92  																																																| (424) e4 = e3
% 59.79/24.92  																																																|
% 59.79/24.92  																																																| Simplifying 424 yields:
% 59.79/24.92  																																																| (425) e4 = e3
% 59.79/24.92  																																																|
% 59.79/24.92  																																																| Equations (425) can reduce 188 to:
% 59.79/24.92  																																																| (266) $false
% 59.79/24.92  																																																|
% 59.79/24.92  																																																|-The branch is then unsatisfiable
% 59.79/24.92  																																															|-Branch two:
% 59.79/24.92  																																															| (440)  ~ (all_0_41_41 = e4)
% 59.79/24.92  																																															| (441) all_0_42_42 = e4 | all_0_43_43 = e4 | all_0_44_44 = e4
% 59.79/24.92  																																															|
% 59.79/24.92  																																																+-Applying beta-rule and splitting (3259), into two cases.
% 59.79/24.92  																																																|-Branch one:
% 59.79/24.92  																																																| (654) all_0_47_47 = e1
% 59.79/24.92  																																																|
% 59.79/24.92  																																																	| Combining equations (654,674) yields a new equation:
% 59.79/24.92  																																																	| (546) e1 = e0
% 59.79/24.92  																																																	|
% 59.79/24.92  																																																	| Simplifying 546 yields:
% 59.79/24.92  																																																	| (431) e1 = e0
% 59.79/24.92  																																																	|
% 59.79/24.92  																																																	| Equations (431) can reduce 233 to:
% 59.79/24.92  																																																	| (266) $false
% 59.79/24.92  																																																	|
% 59.79/24.92  																																																	|-The branch is then unsatisfiable
% 59.79/24.92  																																																|-Branch two:
% 59.79/24.92  																																																| (462)  ~ (all_0_47_47 = e1)
% 59.79/24.92  																																																| (3264) all_0_51_51 = e1 | all_0_56_56 = e1
% 59.79/24.92  																																																|
% 59.79/24.92  																																																	+-Applying beta-rule and splitting (3264), into two cases.
% 59.79/24.92  																																																	|-Branch one:
% 59.79/24.92  																																																	| (1109) all_0_51_51 = e1
% 59.79/24.92  																																																	|
% 59.79/24.92  																																																		| Combining equations (660,1109) yields a new equation:
% 59.79/24.92  																																																		| (454) e3 = e1
% 59.79/24.92  																																																		|
% 59.79/24.92  																																																		| Simplifying 454 yields:
% 59.79/24.92  																																																		| (455) e3 = e1
% 59.79/24.92  																																																		|
% 59.79/24.92  																																																		| Equations (455) can reduce 213 to:
% 59.79/24.92  																																																		| (266) $false
% 59.79/24.92  																																																		|
% 59.79/24.92  																																																		|-The branch is then unsatisfiable
% 59.79/24.92  																																																	|-Branch two:
% 59.79/24.92  																																																	| (464)  ~ (all_0_51_51 = e1)
% 59.79/24.92  																																																	| (1569) all_0_56_56 = e1
% 59.79/24.92  																																																	|
% 59.79/24.92  																																																		| Equations (1569) can reduce 140 to:
% 59.79/24.92  																																																		| (2437)  ~ (all_0_57_57 = e1)
% 59.79/24.92  																																																		|
% 59.79/24.92  																																																		| Simplifying 2437 yields:
% 59.79/24.92  																																																		| (1670)  ~ (all_0_57_57 = e1)
% 59.79/24.92  																																																		|
% 59.79/24.92  																																																		+-Applying beta-rule and splitting (610), into two cases.
% 59.79/24.92  																																																		|-Branch one:
% 59.79/24.92  																																																		| (1298) all_0_53_53 = e4
% 59.79/24.92  																																																		|
% 59.79/24.92  																																																			| Equations (1298) can reduce 1459 to:
% 59.79/24.92  																																																			| (110)  ~ (e4 = e1)
% 59.79/24.92  																																																			|
% 59.79/24.92  																																																			| Equations (1298) can reduce 247 to:
% 59.79/24.92  																																																			| (49)  ~ (e4 = e0)
% 59.79/24.92  																																																			|
% 59.79/24.92  																																																			+-Applying beta-rule and splitting (441), into two cases.
% 59.79/24.92  																																																			|-Branch one:
% 59.79/24.92  																																																			| (1392) all_0_42_42 = e4
% 59.79/24.92  																																																			|
% 59.79/24.92  																																																				| Equations (1392) can reduce 1890 to:
% 59.79/24.92  																																																				| (266) $false
% 59.79/24.92  																																																				|
% 59.79/24.92  																																																				|-The branch is then unsatisfiable
% 59.79/24.92  																																																			|-Branch two:
% 59.79/24.92  																																																			| (1890)  ~ (all_0_42_42 = e4)
% 59.79/24.92  																																																			| (1891) all_0_43_43 = e4 | all_0_44_44 = e4
% 59.79/24.92  																																																			|
% 59.79/24.92  																																																				+-Applying beta-rule and splitting (1891), into two cases.
% 59.79/24.92  																																																				|-Branch one:
% 59.79/24.92  																																																				| (396) all_0_43_43 = e4
% 59.79/24.92  																																																				|
% 59.79/24.92  																																																					| Combining equations (396,356) yields a new equation:
% 59.79/24.92  																																																					| (481) e4 = e0
% 59.79/24.92  																																																					|
% 59.79/24.92  																																																					| Simplifying 481 yields:
% 59.79/24.92  																																																					| (397) e4 = e0
% 59.79/24.92  																																																					|
% 59.79/24.92  																																																					| Equations (397) can reduce 49 to:
% 59.79/24.92  																																																					| (266) $false
% 59.79/24.92  																																																					|
% 59.79/24.92  																																																					|-The branch is then unsatisfiable
% 59.79/24.92  																																																				|-Branch two:
% 59.79/24.92  																																																				| (399)  ~ (all_0_43_43 = e4)
% 59.79/24.92  																																																				| (446) all_0_44_44 = e4
% 59.79/24.92  																																																				|
% 59.79/24.92  																																																					| Combining equations (635,446) yields a new equation:
% 59.79/24.92  																																																					| (630) e4 = e1
% 59.79/24.92  																																																					|
% 59.79/24.92  																																																					| Equations (630) can reduce 110 to:
% 59.79/24.92  																																																					| (266) $false
% 59.79/24.92  																																																					|
% 59.79/24.92  																																																					|-The branch is then unsatisfiable
% 59.79/24.92  																																																		|-Branch two:
% 59.79/24.92  																																																		| (1453)  ~ (all_0_53_53 = e4)
% 59.79/24.92  																																																		| (1694) all_0_53_53 = e3 | all_0_53_53 = e1
% 59.79/24.92  																																																		|
% 59.79/24.92  																																																			+-Applying beta-rule and splitting (445), into two cases.
% 59.79/24.92  																																																			|-Branch one:
% 59.79/24.92  																																																			| (871) all_0_57_57 = e4
% 59.79/24.92  																																																			|
% 59.79/24.92  																																																				| Equations (871) can reduce 344 to:
% 59.79/24.92  																																																				| (48)  ~ (e4 = e2)
% 59.79/24.92  																																																				|
% 59.79/24.92  																																																				+-Applying beta-rule and splitting (8013), into two cases.
% 59.79/24.92  																																																				|-Branch one:
% 59.79/24.92  																																																				| (1298) all_0_53_53 = e4
% 59.79/24.92  																																																				|
% 59.79/24.92  																																																					| Equations (1298) can reduce 1453 to:
% 59.79/24.92  																																																					| (266) $false
% 59.79/24.92  																																																					|
% 59.79/24.92  																																																					|-The branch is then unsatisfiable
% 59.79/24.92  																																																				|-Branch two:
% 59.79/24.92  																																																				| (1453)  ~ (all_0_53_53 = e4)
% 59.79/24.92  																																																				| (910) all_0_58_58 = e4
% 59.79/24.92  																																																				|
% 59.79/24.92  																																																					| Combining equations (910,624) yields a new equation:
% 59.79/24.92  																																																					| (322) e4 = e2
% 59.79/24.92  																																																					|
% 59.79/24.92  																																																					| Simplifying 322 yields:
% 59.79/24.92  																																																					| (323) e4 = e2
% 59.79/24.92  																																																					|
% 59.79/24.92  																																																					| Equations (323) can reduce 48 to:
% 59.79/24.92  																																																					| (266) $false
% 59.79/24.92  																																																					|
% 59.79/24.92  																																																					|-The branch is then unsatisfiable
% 59.79/24.92  																																																			|-Branch two:
% 59.79/24.92  																																																			| (839)  ~ (all_0_57_57 = e4)
% 59.79/24.92  																																																			| (874) all_0_57_57 = e1 | all_0_57_57 = e0
% 59.79/24.92  																																																			|
% 59.79/24.92  																																																				+-Applying beta-rule and splitting (874), into two cases.
% 59.79/24.92  																																																				|-Branch one:
% 59.79/24.92  																																																				| (875) all_0_57_57 = e0
% 59.79/24.92  																																																				|
% 59.79/24.92  																																																					| Equations (875) can reduce 364 to:
% 59.79/24.92  																																																					| (266) $false
% 59.79/24.92  																																																					|
% 59.79/24.92  																																																					|-The branch is then unsatisfiable
% 59.79/24.92  																																																				|-Branch two:
% 59.79/24.92  																																																				| (364)  ~ (all_0_57_57 = e0)
% 59.79/24.92  																																																				| (647) all_0_57_57 = e1
% 59.79/24.92  																																																				|
% 59.79/24.92  																																																					| Equations (647) can reduce 1670 to:
% 59.79/24.92  																																																					| (266) $false
% 59.79/24.92  																																																					|
% 59.79/24.92  																																																					|-The branch is then unsatisfiable
% 59.79/24.92  																																										|-Branch two:
% 59.79/24.92  																																										| (646)  ~ (all_0_52_52 = e1)
% 59.79/24.92  																																										| (1208) all_0_53_53 = e1
% 59.79/24.92  																																										|
% 59.79/24.92  																																											| Equations (1208) can reduce 1459 to:
% 59.79/24.92  																																											| (266) $false
% 59.79/24.92  																																											|
% 59.79/24.92  																																											|-The branch is then unsatisfiable
% 59.79/24.92  																																				|-Branch two:
% 59.79/24.92  																																				| (639)  ~ (all_0_44_44 = e1)
% 59.79/24.92  																																				| (532) all_0_44_44 = e3
% 59.79/24.92  																																				|
% 59.79/24.92  																																					| Equations (532) can reduce 407 to:
% 59.79/24.92  																																					| (266) $false
% 59.79/24.92  																																					|
% 59.79/24.92  																																					|-The branch is then unsatisfiable
% 59.79/24.92  																																|-Branch two:
% 59.79/24.92  																																| (549)  ~ (all_0_46_46 = e1)
% 59.79/24.92  																																| (550) all_0_47_47 = e1 | all_0_48_48 = e1 | all_0_49_49 = e1
% 59.79/24.92  																																|
% 59.79/24.92  																																	+-Applying beta-rule and splitting (595), into two cases.
% 59.79/24.92  																																	|-Branch one:
% 59.79/24.92  																																	| (545) all_0_46_46 = e1
% 59.79/24.92  																																	|
% 59.79/24.92  																																		| Equations (545) can reduce 549 to:
% 59.79/24.92  																																		| (266) $false
% 59.79/24.92  																																		|
% 59.79/24.92  																																		|-The branch is then unsatisfiable
% 59.79/24.92  																																	|-Branch two:
% 59.79/24.92  																																	| (549)  ~ (all_0_46_46 = e1)
% 59.79/24.92  																																	| (600) all_0_50_50 = e1 | all_0_55_55 = e1
% 59.79/24.92  																																	|
% 59.79/24.92  																																		+-Applying beta-rule and splitting (1797), into two cases.
% 59.79/24.92  																																		|-Branch one:
% 59.79/24.92  																																		| (770) all_0_46_46 = e4
% 59.79/24.92  																																		|
% 59.79/24.92  																																			| Equations (770) can reduce 250 to:
% 59.79/24.92  																																			| (266) $false
% 59.79/24.92  																																			|
% 59.79/24.92  																																			|-The branch is then unsatisfiable
% 59.79/24.92  																																		|-Branch two:
% 59.79/24.92  																																		| (250)  ~ (all_0_46_46 = e4)
% 59.79/24.92  																																		| (1801) all_0_46_46 = e3 | all_0_46_46 = e1 | all_0_46_46 = e0
% 59.79/24.92  																																		|
% 59.79/24.92  																																			+-Applying beta-rule and splitting (1801), into two cases.
% 59.79/24.92  																																			|-Branch one:
% 59.79/24.92  																																			| (538) all_0_46_46 = e0
% 59.79/24.92  																																			|
% 59.79/24.92  																																				| Equations (538) can reduce 831 to:
% 59.79/24.92  																																				| (266) $false
% 59.79/24.92  																																				|
% 59.79/24.92  																																				|-The branch is then unsatisfiable
% 59.79/24.92  																																			|-Branch two:
% 59.79/24.92  																																			| (831)  ~ (all_0_46_46 = e0)
% 59.79/24.92  																																			| (1838) all_0_46_46 = e3 | all_0_46_46 = e1
% 59.79/24.92  																																			|
% 59.79/24.92  																																				+-Applying beta-rule and splitting (1838), into two cases.
% 59.79/24.92  																																				|-Branch one:
% 59.79/24.92  																																				| (545) all_0_46_46 = e1
% 59.79/24.92  																																				|
% 59.79/24.92  																																					| Equations (545) can reduce 549 to:
% 59.79/24.92  																																					| (266) $false
% 59.79/24.92  																																					|
% 59.79/24.92  																																					|-The branch is then unsatisfiable
% 59.79/24.92  																																				|-Branch two:
% 59.79/24.92  																																				| (549)  ~ (all_0_46_46 = e1)
% 59.79/24.92  																																				| (1557) all_0_46_46 = e3
% 59.79/24.92  																																				|
% 59.79/24.92  																																					| Equations (1557) can reduce 409 to:
% 59.79/24.92  																																					| (266) $false
% 59.79/24.92  																																					|
% 59.79/24.92  																																					|-The branch is then unsatisfiable
% 59.79/24.92  																															|-Branch two:
% 59.79/24.92  																															| (525)  ~ (all_0_49_49 = e3)
% 59.79/24.92  																															| (887) all_0_53_53 = e3 | all_0_58_58 = e3
% 59.79/24.92  																															|
% 59.79/24.92  																																+-Applying beta-rule and splitting (887), into two cases.
% 59.79/24.92  																																|-Branch one:
% 59.79/24.92  																																| (665) all_0_53_53 = e3
% 59.79/24.92  																																|
% 59.79/24.92  																																	| Equations (665) can reduce 903 to:
% 59.79/24.92  																																	| (266) $false
% 59.79/24.92  																																	|
% 59.79/24.92  																																	|-The branch is then unsatisfiable
% 59.79/24.92  																																|-Branch two:
% 59.79/24.92  																																| (903)  ~ (all_0_53_53 = e3)
% 59.79/24.92  																																| (795) all_0_58_58 = e3
% 59.79/24.92  																																|
% 59.79/24.92  																																	| Combining equations (624,795) yields a new equation:
% 59.79/24.92  																																	| (662) e3 = e2
% 59.79/24.92  																																	|
% 59.79/24.92  																																	| Equations (662) can reduce 212 to:
% 59.79/24.92  																																	| (266) $false
% 59.79/24.92  																																	|
% 59.79/24.92  																																	|-The branch is then unsatisfiable
% 59.79/24.92  																											|-Branch two:
% 59.79/24.92  																											| (1898)  ~ (all_0_41_41 = e3)
% 59.79/24.92  																											| (1899) all_0_42_42 = e3 | all_0_44_44 = e3
% 59.79/24.92  																											|
% 59.79/24.92  																												+-Applying beta-rule and splitting (27), into two cases.
% 59.79/24.92  																												|-Branch one:
% 59.79/24.92  																												| (437) all_0_41_41 = e4
% 59.79/24.92  																												|
% 59.79/24.92  																													| Equations (437) can reduce 440 to:
% 59.79/24.92  																													| (266) $false
% 59.79/24.92  																													|
% 59.79/24.92  																													|-The branch is then unsatisfiable
% 59.79/24.92  																												|-Branch two:
% 59.79/24.92  																												| (440)  ~ (all_0_41_41 = e4)
% 59.79/24.92  																												| (4049) all_0_41_41 = e3 | all_0_41_41 = e1 | all_0_41_41 = e0
% 59.79/24.92  																												|
% 59.79/24.92  																													+-Applying beta-rule and splitting (1899), into two cases.
% 59.79/24.92  																													|-Branch one:
% 59.79/24.92  																													| (516) all_0_42_42 = e3
% 59.79/24.92  																													|
% 59.79/24.92  																														| Equations (516) can reduce 405 to:
% 59.79/24.92  																														| (266) $false
% 59.79/24.92  																														|
% 59.79/24.92  																														|-The branch is then unsatisfiable
% 59.79/24.92  																													|-Branch two:
% 59.79/24.92  																													| (405)  ~ (all_0_42_42 = e3)
% 59.79/24.92  																													| (532) all_0_44_44 = e3
% 59.79/24.92  																													|
% 59.79/24.92  																														| Equations (532) can reduce 73 to:
% 59.79/24.92  																														| (405)  ~ (all_0_42_42 = e3)
% 59.79/24.92  																														|
% 59.79/24.92  																														| Equations (532) can reduce 9 to:
% 59.79/24.92  																														| (524)  ~ (all_0_49_49 = e3)
% 59.79/24.92  																														|
% 59.79/24.92  																														| Simplifying 524 yields:
% 59.79/24.92  																														| (525)  ~ (all_0_49_49 = e3)
% 59.79/24.92  																														|
% 59.79/24.92  																														| Equations (532) can reduce 220 to:
% 59.79/24.92  																														| (1114)  ~ (all_0_53_53 = e3)
% 59.79/24.92  																														|
% 59.79/24.92  																														| Simplifying 1114 yields:
% 59.79/24.92  																														| (903)  ~ (all_0_53_53 = e3)
% 59.79/24.92  																														|
% 59.79/24.92  																														| Equations (532) can reduce 360 to:
% 59.79/24.92  																														| (80)  ~ (e3 = e0)
% 59.79/24.92  																														|
% 59.79/24.92  																														| From (532) and (138) follows:
% 59.79/24.92  																														| (1639) op(e3, e0) = e3
% 59.79/24.92  																														|
% 59.79/24.93  																														+-Applying beta-rule and splitting (4049), into two cases.
% 59.79/24.93  																														|-Branch one:
% 59.79/24.93  																														| (794) all_0_41_41 = e0
% 59.79/24.93  																														|
% 59.79/24.93  																															| Equations (794) can reduce 357 to:
% 59.79/24.93  																															| (266) $false
% 59.79/24.93  																															|
% 59.79/24.93  																															|-The branch is then unsatisfiable
% 59.79/24.93  																														|-Branch two:
% 59.79/24.93  																														| (357)  ~ (all_0_41_41 = e0)
% 59.79/24.93  																														| (4053) all_0_41_41 = e3 | all_0_41_41 = e1
% 59.79/24.93  																														|
% 59.79/24.93  																															+-Applying beta-rule and splitting (64), into two cases.
% 59.79/24.93  																															|-Branch one:
% 59.79/24.93  																															| (437) all_0_41_41 = e4
% 59.79/24.93  																															|
% 59.79/24.93  																																| Equations (437) can reduce 440 to:
% 59.79/24.93  																																| (266) $false
% 59.79/24.93  																																|
% 59.79/24.93  																																|-The branch is then unsatisfiable
% 59.79/24.93  																															|-Branch two:
% 59.79/24.93  																															| (440)  ~ (all_0_41_41 = e4)
% 59.79/24.93  																															| (441) all_0_42_42 = e4 | all_0_43_43 = e4 | all_0_44_44 = e4
% 59.79/24.93  																															|
% 59.79/24.93  																																+-Applying beta-rule and splitting (150), into two cases.
% 59.79/24.93  																																|-Branch one:
% 59.79/24.93  																																| (1378) all_0_40_40 = e4
% 59.79/24.93  																																|
% 59.79/24.93  																																	| Combining equations (1378,485) yields a new equation:
% 59.79/24.93  																																	| (481) e4 = e0
% 59.79/24.93  																																	|
% 59.79/24.93  																																	| Simplifying 481 yields:
% 59.79/24.93  																																	| (397) e4 = e0
% 59.79/24.93  																																	|
% 59.79/24.93  																																	| Equations (397) can reduce 49 to:
% 59.79/24.93  																																	| (266) $false
% 59.79/24.93  																																	|
% 59.79/24.93  																																	|-The branch is then unsatisfiable
% 59.79/24.93  																																|-Branch two:
% 59.79/24.93  																																| (447)  ~ (all_0_40_40 = e4)
% 59.79/24.93  																																| (2271) all_0_44_44 = e4 | all_0_49_49 = e4 | all_0_53_53 = e4 | all_0_58_58 = e4
% 59.79/24.93  																																|
% 59.79/24.93  																																	| Equations (485) can reduce 447 to:
% 59.79/24.93  																																	| (401)  ~ (e4 = e0)
% 59.79/24.93  																																	|
% 59.79/24.93  																																	| Simplifying 401 yields:
% 59.79/24.93  																																	| (49)  ~ (e4 = e0)
% 59.79/24.93  																																	|
% 59.79/24.93  																																	+-Applying beta-rule and splitting (441), into two cases.
% 59.79/24.93  																																	|-Branch one:
% 59.79/24.93  																																	| (1392) all_0_42_42 = e4
% 59.79/24.93  																																	|
% 59.79/24.93  																																		| Equations (1392) can reduce 214 to:
% 59.79/24.93  																																		| (440)  ~ (all_0_41_41 = e4)
% 59.79/24.93  																																		|
% 59.79/24.93  																																		| Equations (1392) can reduce 236 to:
% 59.79/24.93  																																		| (476)  ~ (all_0_56_56 = e4)
% 59.79/24.93  																																		|
% 59.79/24.93  																																		| Simplifying 476 yields:
% 59.79/24.93  																																		| (477)  ~ (all_0_56_56 = e4)
% 59.79/24.93  																																		|
% 59.79/24.93  																																		| Equations (1392) can reduce 405 to:
% 59.79/24.93  																																		| (188)  ~ (e4 = e3)
% 59.79/24.93  																																		|
% 59.79/24.93  																																		| Equations (1392) can reduce 51 to:
% 59.79/24.93  																																		| (48)  ~ (e4 = e2)
% 59.79/24.93  																																		|
% 59.79/24.93  																																		| From (1392) and (210) follows:
% 59.79/24.93  																																		| (4074) op(e3, e2) = e4
% 59.79/24.93  																																		|
% 59.79/24.93  																																		+-Applying beta-rule and splitting (2271), into two cases.
% 59.79/24.93  																																		|-Branch one:
% 59.79/24.93  																																		| (446) all_0_44_44 = e4
% 59.79/24.93  																																		|
% 59.79/24.93  																																			| Combining equations (446,532) yields a new equation:
% 59.79/24.93  																																			| (424) e4 = e3
% 59.79/24.93  																																			|
% 59.79/24.93  																																			| Simplifying 424 yields:
% 59.79/24.93  																																			| (425) e4 = e3
% 59.79/24.93  																																			|
% 59.79/24.93  																																			| Equations (425) can reduce 188 to:
% 59.79/24.93  																																			| (266) $false
% 59.79/24.93  																																			|
% 59.79/24.93  																																			|-The branch is then unsatisfiable
% 59.79/24.93  																																		|-Branch two:
% 59.79/24.93  																																		| (1390)  ~ (all_0_44_44 = e4)
% 59.79/24.93  																																		| (7998) all_0_49_49 = e4 | all_0_53_53 = e4 | all_0_58_58 = e4
% 59.79/24.93  																																		|
% 59.79/24.93  																																			+-Applying beta-rule and splitting (7998), into two cases.
% 59.79/24.93  																																			|-Branch one:
% 59.79/24.93  																																			| (974) all_0_49_49 = e4
% 59.79/24.93  																																			|
% 59.79/24.93  																																				| Equations (974) can reduce 256 to:
% 59.79/24.93  																																				| (266) $false
% 59.79/24.93  																																				|
% 59.79/24.93  																																				|-The branch is then unsatisfiable
% 59.79/24.93  																																			|-Branch two:
% 59.79/24.93  																																			| (256)  ~ (all_0_49_49 = e4)
% 59.79/24.93  																																			| (8013) all_0_53_53 = e4 | all_0_58_58 = e4
% 59.79/24.93  																																			|
% 59.79/24.93  																																				+-Applying beta-rule and splitting (8013), into two cases.
% 59.79/24.93  																																				|-Branch one:
% 59.79/24.93  																																				| (1298) all_0_53_53 = e4
% 59.79/24.93  																																				|
% 59.79/24.93  																																					| Equations (1298) can reduce 46 to:
% 59.79/24.93  																																					| (780)  ~ (all_0_52_52 = e4)
% 59.79/24.93  																																					|
% 59.79/24.93  																																					| Equations (1298) can reduce 903 to:
% 59.79/24.93  																																					| (188)  ~ (e4 = e3)
% 59.79/24.93  																																					|
% 59.79/24.93  																																					| Equations (1298) can reduce 509 to:
% 59.79/24.93  																																					| (48)  ~ (e4 = e2)
% 59.79/24.93  																																					|
% 59.79/24.93  																																					| Equations (1298) can reduce 247 to:
% 59.79/24.93  																																					| (49)  ~ (e4 = e0)
% 59.79/24.93  																																					|
% 59.79/24.93  																																					+-Applying beta-rule and splitting (160), into two cases.
% 59.79/24.93  																																					|-Branch one:
% 59.79/24.93  																																					| (601) all_0_50_50 = e1
% 59.79/24.93  																																					|
% 59.79/24.93  																																						| Combining equations (601,378) yields a new equation:
% 59.79/24.93  																																						| (617) e2 = e1
% 59.79/24.93  																																						|
% 59.79/24.93  																																						| Equations (617) can reduce 122 to:
% 59.79/24.93  																																						| (266) $false
% 59.79/24.93  																																						|
% 59.79/24.93  																																						|-The branch is then unsatisfiable
% 59.79/24.93  																																					|-Branch two:
% 59.79/24.93  																																					| (759)  ~ (all_0_50_50 = e1)
% 59.79/24.93  																																					| (1168) all_0_51_51 = e1 | all_0_52_52 = e1 | all_0_53_53 = e1
% 59.79/24.93  																																					|
% 59.79/24.93  																																						| Equations (378) can reduce 759 to:
% 59.79/24.93  																																						| (122)  ~ (e2 = e1)
% 59.79/24.93  																																						|
% 59.79/24.93  																																						+-Applying beta-rule and splitting (78), into two cases.
% 59.79/24.93  																																						|-Branch one:
% 59.79/24.93  																																						| (423) all_0_45_45 = e3
% 59.79/24.93  																																						|
% 59.79/24.93  																																							| Combining equations (423,248) yields a new equation:
% 59.79/24.93  																																							| (425) e4 = e3
% 59.79/24.93  																																							|
% 59.79/24.93  																																							| Equations (425) can reduce 188 to:
% 59.79/24.93  																																							| (266) $false
% 59.79/24.93  																																							|
% 59.79/24.93  																																							|-The branch is then unsatisfiable
% 59.79/24.93  																																						|-Branch two:
% 59.79/24.93  																																						| (427)  ~ (all_0_45_45 = e3)
% 59.79/24.93  																																						| (428) all_0_46_46 = e3 | all_0_47_47 = e3 | all_0_49_49 = e3
% 59.79/24.93  																																						|
% 59.79/24.93  																																							+-Applying beta-rule and splitting (428), into two cases.
% 59.79/24.93  																																							|-Branch one:
% 59.79/24.93  																																							| (1557) all_0_46_46 = e3
% 59.79/24.93  																																							|
% 59.79/24.93  																																								| Equations (1557) can reduce 43 to:
% 59.79/24.93  																																								| (1898)  ~ (all_0_41_41 = e3)
% 59.79/24.93  																																								|
% 59.79/24.93  																																								| From (1557) and (120) follows:
% 59.79/24.93  																																								| (697) op(e2, e3) = e3
% 59.79/24.93  																																								|
% 59.79/24.93  																																								+-Applying beta-rule and splitting (18), into two cases.
% 59.79/24.93  																																								|-Branch one:
% 59.79/24.93  																																								| (453) all_0_41_41 = e1
% 59.79/24.93  																																								|
% 59.79/24.93  																																									| Equations (453) can reduce 440 to:
% 59.79/24.93  																																									| (602)  ~ (e4 = e1)
% 59.79/24.93  																																									|
% 59.79/24.93  																																									| Simplifying 602 yields:
% 59.79/24.93  																																									| (110)  ~ (e4 = e1)
% 59.79/24.93  																																									|
% 59.79/24.93  																																									| Equations (453) can reduce 1898 to:
% 59.79/24.93  																																									| (467)  ~ (e3 = e1)
% 59.79/24.93  																																									|
% 59.79/24.93  																																									| Simplifying 467 yields:
% 59.79/24.93  																																									| (213)  ~ (e3 = e1)
% 59.79/24.93  																																									|
% 59.79/24.93  																																									| Equations (453) can reduce 357 to:
% 59.79/24.93  																																									| (233)  ~ (e1 = e0)
% 59.79/24.93  																																									|
% 59.79/24.93  																																									+-Applying beta-rule and splitting (135), into two cases.
% 59.79/24.93  																																									|-Branch one:
% 59.79/24.93  																																									| (545) all_0_46_46 = e1
% 59.79/24.93  																																									|
% 59.79/24.93  																																										| Combining equations (1557,545) yields a new equation:
% 59.79/24.93  																																										| (454) e3 = e1
% 59.79/24.93  																																										|
% 59.79/24.93  																																										| Simplifying 454 yields:
% 59.79/24.93  																																										| (455) e3 = e1
% 59.79/24.93  																																										|
% 59.79/24.93  																																										| Equations (455) can reduce 213 to:
% 59.79/24.93  																																										| (266) $false
% 59.79/24.93  																																										|
% 59.79/24.93  																																										|-The branch is then unsatisfiable
% 59.79/24.93  																																									|-Branch two:
% 59.79/24.93  																																									| (549)  ~ (all_0_46_46 = e1)
% 59.79/24.93  																																									| (550) all_0_47_47 = e1 | all_0_48_48 = e1 | all_0_49_49 = e1
% 59.79/24.93  																																									|
% 59.79/24.93  																																										| Equations (1557) can reduce 549 to:
% 59.79/24.93  																																										| (213)  ~ (e3 = e1)
% 59.79/24.93  																																										|
% 59.79/24.93  																																										+-Applying beta-rule and splitting (230), into two cases.
% 59.79/24.93  																																										|-Branch one:
% 59.79/24.93  																																										| (396) all_0_43_43 = e4
% 59.79/24.93  																																										|
% 59.79/24.93  																																											| Combining equations (356,396) yields a new equation:
% 59.79/24.93  																																											| (397) e4 = e0
% 59.79/24.93  																																											|
% 59.79/24.93  																																											| Equations (397) can reduce 49 to:
% 59.79/24.93  																																											| (266) $false
% 59.79/24.93  																																											|
% 59.79/24.93  																																											|-The branch is then unsatisfiable
% 59.79/24.93  																																										|-Branch two:
% 59.79/24.93  																																										| (399)  ~ (all_0_43_43 = e4)
% 59.79/24.93  																																										| (400) all_0_48_48 = e4 | all_0_52_52 = e4 | all_0_57_57 = e4
% 59.79/24.93  																																										|
% 59.79/24.93  																																											+-Applying beta-rule and splitting (131), into two cases.
% 59.79/24.93  																																											|-Branch one:
% 59.79/24.93  																																											| (459) all_0_42_42 = e1
% 59.79/24.93  																																											|
% 59.79/24.93  																																												| Combining equations (459,1392) yields a new equation:
% 59.79/24.93  																																												| (630) e4 = e1
% 59.79/24.93  																																												|
% 59.79/24.93  																																												| Equations (630) can reduce 110 to:
% 59.79/24.93  																																												| (266) $false
% 59.79/24.93  																																												|
% 59.79/24.93  																																												|-The branch is then unsatisfiable
% 59.79/24.93  																																											|-Branch two:
% 59.79/24.93  																																											| (1380)  ~ (all_0_42_42 = e1)
% 59.79/24.93  																																											| (3259) all_0_47_47 = e1 | all_0_51_51 = e1 | all_0_56_56 = e1
% 59.79/24.93  																																											|
% 59.79/24.93  																																												+-Applying beta-rule and splitting (3259), into two cases.
% 59.79/24.93  																																												|-Branch one:
% 59.79/24.93  																																												| (654) all_0_47_47 = e1
% 59.79/24.93  																																												|
% 59.79/24.93  																																													| Combining equations (674,654) yields a new equation:
% 59.79/24.93  																																													| (431) e1 = e0
% 59.79/24.93  																																													|
% 59.79/24.93  																																													| Equations (431) can reduce 233 to:
% 59.79/24.93  																																													| (266) $false
% 59.79/24.93  																																													|
% 59.79/24.93  																																													|-The branch is then unsatisfiable
% 59.79/24.93  																																												|-Branch two:
% 59.79/24.93  																																												| (462)  ~ (all_0_47_47 = e1)
% 59.79/24.93  																																												| (3264) all_0_51_51 = e1 | all_0_56_56 = e1
% 59.79/24.93  																																												|
% 59.79/24.93  																																													+-Applying beta-rule and splitting (1168), into two cases.
% 59.79/24.93  																																													|-Branch one:
% 59.79/24.93  																																													| (1109) all_0_51_51 = e1
% 59.79/24.93  																																													|
% 59.79/24.93  																																														| Combining equations (660,1109) yields a new equation:
% 59.79/24.93  																																														| (454) e3 = e1
% 59.79/24.93  																																														|
% 59.79/24.93  																																														| Simplifying 454 yields:
% 59.79/24.93  																																														| (455) e3 = e1
% 59.79/24.93  																																														|
% 59.79/24.93  																																														| Equations (455) can reduce 213 to:
% 59.79/24.93  																																														| (266) $false
% 59.79/24.93  																																														|
% 59.79/24.93  																																														|-The branch is then unsatisfiable
% 59.79/24.93  																																													|-Branch two:
% 59.79/24.93  																																													| (464)  ~ (all_0_51_51 = e1)
% 59.79/24.93  																																													| (1202) all_0_52_52 = e1 | all_0_53_53 = e1
% 59.79/24.93  																																													|
% 59.79/24.93  																																														| Equations (660) can reduce 464 to:
% 59.79/24.93  																																														| (213)  ~ (e3 = e1)
% 59.79/24.93  																																														|
% 59.79/24.93  																																														+-Applying beta-rule and splitting (112), into two cases.
% 59.79/24.93  																																														|-Branch one:
% 59.79/24.93  																																														| (635) all_0_44_44 = e1
% 59.79/24.93  																																														|
% 59.79/24.93  																																															| Combining equations (532,635) yields a new equation:
% 59.79/24.93  																																															| (454) e3 = e1
% 59.79/24.93  																																															|
% 59.79/24.93  																																															| Simplifying 454 yields:
% 59.79/24.93  																																															| (455) e3 = e1
% 59.79/24.93  																																															|
% 59.79/24.93  																																															| Equations (455) can reduce 213 to:
% 59.79/24.93  																																															| (266) $false
% 59.79/24.93  																																															|
% 59.79/24.93  																																															|-The branch is then unsatisfiable
% 59.79/24.93  																																														|-Branch two:
% 59.79/24.93  																																														| (639)  ~ (all_0_44_44 = e1)
% 59.79/24.93  																																														| (640) all_0_49_49 = e1 | all_0_53_53 = e1 | all_0_58_58 = e1
% 59.79/24.93  																																														|
% 59.79/24.93  																																															| Equations (532) can reduce 639 to:
% 59.79/24.93  																																															| (213)  ~ (e3 = e1)
% 59.79/24.93  																																															|
% 59.79/24.93  																																															+-Applying beta-rule and splitting (3264), into two cases.
% 59.79/24.93  																																															|-Branch one:
% 59.79/24.93  																																															| (1109) all_0_51_51 = e1
% 59.79/24.93  																																															|
% 59.79/24.93  																																																| Combining equations (660,1109) yields a new equation:
% 59.79/24.93  																																																| (454) e3 = e1
% 59.79/24.93  																																																|
% 59.79/24.93  																																																| Simplifying 454 yields:
% 59.79/24.93  																																																| (455) e3 = e1
% 59.79/24.93  																																																|
% 59.79/24.93  																																																| Equations (455) can reduce 213 to:
% 59.79/24.93  																																																| (266) $false
% 59.79/24.93  																																																|
% 59.79/24.93  																																																|-The branch is then unsatisfiable
% 59.79/24.93  																																															|-Branch two:
% 59.79/24.93  																																															| (464)  ~ (all_0_51_51 = e1)
% 59.79/24.93  																																															| (1569) all_0_56_56 = e1
% 59.79/24.93  																																															|
% 59.79/24.93  																																																| Equations (1569) can reduce 477 to:
% 59.79/24.93  																																																| (602)  ~ (e4 = e1)
% 59.79/24.93  																																																|
% 59.79/24.93  																																																| Simplifying 602 yields:
% 59.79/24.93  																																																| (110)  ~ (e4 = e1)
% 59.79/24.93  																																																|
% 59.79/24.93  																																																| From (1569) and (111) follows:
% 59.79/24.93  																																																| (3175) op(e0, e2) = e1
% 59.79/24.93  																																																|
% 59.79/24.93  																																																+-Applying beta-rule and splitting (1202), into two cases.
% 59.79/24.93  																																																|-Branch one:
% 59.79/24.93  																																																| (642) all_0_52_52 = e1
% 59.79/24.93  																																																|
% 59.79/24.93  																																																	| Equations (642) can reduce 11 to:
% 59.79/24.93  																																																	| (2437)  ~ (all_0_57_57 = e1)
% 59.79/24.93  																																																	|
% 59.79/24.93  																																																	| Simplifying 2437 yields:
% 59.79/24.93  																																																	| (1670)  ~ (all_0_57_57 = e1)
% 59.79/24.93  																																																	|
% 59.79/24.93  																																																	| Equations (642) can reduce 780 to:
% 59.79/24.93  																																																	| (602)  ~ (e4 = e1)
% 59.79/24.93  																																																	|
% 59.79/24.93  																																																	| Simplifying 602 yields:
% 59.79/24.93  																																																	| (110)  ~ (e4 = e1)
% 59.79/24.93  																																																	|
% 59.79/24.93  																																																	| Equations (642) can reduce 342 to:
% 59.79/24.93  																																																	| (604)  ~ (e2 = e1)
% 59.79/24.93  																																																	|
% 59.79/24.93  																																																	| Simplifying 604 yields:
% 59.79/24.93  																																																	| (122)  ~ (e2 = e1)
% 59.79/24.93  																																																	|
% 59.79/24.93  																																																	+-Applying beta-rule and splitting (400), into two cases.
% 59.79/24.93  																																																	|-Branch one:
% 59.79/24.93  																																																	| (943) all_0_48_48 = e4
% 59.79/24.93  																																																	|
% 59.79/24.93  																																																		| Combining equations (335,943) yields a new equation:
% 59.79/24.93  																																																		| (323) e4 = e2
% 59.79/24.93  																																																		|
% 59.79/24.93  																																																		| Equations (323) can reduce 48 to:
% 59.79/24.93  																																																		| (266) $false
% 59.79/24.93  																																																		|
% 59.79/24.93  																																																		|-The branch is then unsatisfiable
% 59.79/24.93  																																																	|-Branch two:
% 59.79/24.93  																																																	| (254)  ~ (all_0_48_48 = e4)
% 59.79/24.93  																																																	| (947) all_0_52_52 = e4 | all_0_57_57 = e4
% 59.79/24.93  																																																	|
% 59.79/24.93  																																																		+-Applying beta-rule and splitting (947), into two cases.
% 59.79/24.93  																																																		|-Branch one:
% 59.79/24.93  																																																		| (565) all_0_52_52 = e4
% 59.79/24.93  																																																		|
% 59.79/24.93  																																																			| Combining equations (642,565) yields a new equation:
% 59.79/24.93  																																																			| (630) e4 = e1
% 59.79/24.93  																																																			|
% 59.79/24.93  																																																			| Equations (630) can reduce 110 to:
% 59.79/24.93  																																																			| (266) $false
% 59.79/24.93  																																																			|
% 59.79/24.93  																																																			|-The branch is then unsatisfiable
% 59.79/24.93  																																																		|-Branch two:
% 59.79/24.93  																																																		| (780)  ~ (all_0_52_52 = e4)
% 59.79/24.93  																																																		| (871) all_0_57_57 = e4
% 59.79/24.93  																																																		|
% 59.79/24.93  																																																			| Equations (871) can reduce 1670 to:
% 59.79/24.93  																																																			| (110)  ~ (e4 = e1)
% 59.79/24.93  																																																			|
% 59.79/24.93  																																																			| From (871) and (83) follows:
% 59.79/24.93  																																																			| (3109) op(e0, e1) = e4
% 59.79/24.93  																																																			|
% 59.79/24.93  																																																			+-Applying beta-rule and splitting (640), into two cases.
% 59.79/24.93  																																																			|-Branch one:
% 59.79/24.93  																																																			| (671) all_0_49_49 = e1
% 59.79/24.93  																																																			|
% 59.79/24.93  																																																				| Equations (671) can reduce 487 to:
% 59.79/24.93  																																																				| (233)  ~ (e1 = e0)
% 59.79/24.93  																																																				|
% 59.79/24.93  																																																				+-Applying beta-rule and splitting (56), into two cases.
% 59.79/24.93  																																																				|-Branch one:
% 59.79/24.93  																																																				| (696) unit = e2
% 59.79/24.93  																																																				|
% 59.79/24.93  																																																					| From (696) and (227) follows:
% 59.79/24.93  																																																					| (4284) op(e4, e2) = e4
% 59.79/24.93  																																																					|
% 59.79/24.93  																																																					| From (696) and (40) follows:
% 59.79/24.93  																																																					| (4285) op(e3, e2) = e3
% 59.79/24.93  																																																					|
% 59.79/24.93  																																																					| From (696) and (32) follows:
% 59.79/24.93  																																																					| (698) op(e2, e2) = e2
% 59.79/24.93  																																																					|
% 59.79/24.93  																																																					| From (696) and (28) follows:
% 59.79/24.93  																																																					| (699) op(e1, e2) = e1
% 59.79/24.93  																																																					|
% 59.79/24.93  																																																					| Instantiating formula (29) with e4, e2, e4, e2 and discharging atoms op(e4, e2) = e4, op(e4, e2) = e2, yields:
% 59.79/24.93  																																																					| (323) e4 = e2
% 59.79/24.93  																																																					|
% 59.79/24.93  																																																					| Instantiating formula (29) with e3, e2, e3, e4 and discharging atoms op(e3, e2) = e4, op(e3, e2) = e3, yields:
% 59.79/24.93  																																																					| (425) e4 = e3
% 59.79/24.93  																																																					|
% 59.79/24.93  																																																					| Instantiating formula (29) with e2, e2, e2, e0 and discharging atoms op(e2, e2) = e2, op(e2, e2) = e0, yields:
% 59.79/24.93  																																																					| (330) e2 = e0
% 59.79/24.93  																																																					|
% 59.79/24.93  																																																					| Instantiating formula (29) with e1, e2, e1, e3 and discharging atoms op(e1, e2) = e3, op(e1, e2) = e1, yields:
% 59.79/24.93  																																																					| (455) e3 = e1
% 59.79/24.93  																																																					|
% 59.79/24.93  																																																					| Combining equations (323,425) yields a new equation:
% 59.79/24.93  																																																					| (662) e3 = e2
% 59.79/24.93  																																																					|
% 59.79/24.93  																																																					| Combining equations (662,455) yields a new equation:
% 59.79/24.93  																																																					| (616) e2 = e1
% 59.79/24.93  																																																					|
% 59.79/24.93  																																																					| Simplifying 616 yields:
% 59.79/24.93  																																																					| (617) e2 = e1
% 59.79/24.93  																																																					|
% 59.79/24.93  																																																					| Combining equations (330,617) yields a new equation:
% 59.79/24.93  																																																					| (431) e1 = e0
% 59.79/24.93  																																																					|
% 59.79/24.93  																																																					| Equations (431) can reduce 233 to:
% 59.79/24.93  																																																					| (266) $false
% 59.79/24.93  																																																					|
% 59.79/24.93  																																																					|-The branch is then unsatisfiable
% 59.79/24.93  																																																				|-Branch two:
% 59.79/24.93  																																																				| (707)  ~ (unit = e2)
% 59.79/24.93  																																																				| (708) unit = e4 | unit = e3 | unit = e1 | unit = e0
% 59.79/24.93  																																																				|
% 59.79/24.93  																																																					+-Applying beta-rule and splitting (708), into two cases.
% 59.79/24.93  																																																					|-Branch one:
% 59.79/24.93  																																																					| (709) unit = e4
% 59.79/24.93  																																																					|
% 59.79/24.93  																																																						| From (709) and (24) follows:
% 59.79/24.93  																																																						| (33325) op(e4, e3) = e3
% 59.79/24.93  																																																						|
% 59.79/24.93  																																																						| From (709) and (227) follows:
% 59.79/24.93  																																																						| (710) op(e4, e4) = e4
% 59.79/24.93  																																																						|
% 59.79/24.93  																																																						| From (709) and (42) follows:
% 59.79/24.93  																																																						| (713) op(e0, e4) = e0
% 59.79/24.93  																																																						|
% 59.79/24.93  																																																						| Instantiating formula (29) with e4, e4, e4, e1 and discharging atoms op(e4, e4) = e4, op(e4, e4) = e1, yields:
% 59.79/24.93  																																																						| (630) e4 = e1
% 59.79/24.93  																																																						|
% 59.79/24.93  																																																						| Instantiating formula (29) with e4, e3, e3, e4 and discharging atoms op(e4, e3) = e4, op(e4, e3) = e3, yields:
% 59.79/24.93  																																																						| (425) e4 = e3
% 59.79/24.93  																																																						|
% 59.79/24.93  																																																						| Instantiating formula (29) with e0, e4, e0, e3 and discharging atoms op(e0, e4) = e3, op(e0, e4) = e0, yields:
% 59.79/24.93  																																																						| (676) e3 = e0
% 59.79/24.93  																																																						|
% 59.79/24.93  																																																						| Combining equations (630,425) yields a new equation:
% 59.79/24.93  																																																						| (455) e3 = e1
% 59.79/24.93  																																																						|
% 59.79/24.93  																																																						| Combining equations (455,676) yields a new equation:
% 59.79/24.93  																																																						| (546) e1 = e0
% 59.79/24.93  																																																						|
% 59.79/24.93  																																																						| Simplifying 546 yields:
% 59.79/24.93  																																																						| (431) e1 = e0
% 59.79/24.93  																																																						|
% 59.79/24.93  																																																						| Equations (431) can reduce 233 to:
% 59.79/24.93  																																																						| (266) $false
% 59.79/24.93  																																																						|
% 59.79/24.93  																																																						|-The branch is then unsatisfiable
% 59.79/24.93  																																																					|-Branch two:
% 59.79/24.93  																																																					| (724)  ~ (unit = e4)
% 59.79/24.93  																																																					| (725) unit = e3 | unit = e1 | unit = e0
% 59.79/24.93  																																																					|
% 59.79/24.93  																																																						+-Applying beta-rule and splitting (725), into two cases.
% 59.79/24.93  																																																						|-Branch one:
% 59.79/24.93  																																																						| (726) unit = e0
% 59.79/24.93  																																																						|
% 59.79/24.93  																																																							| From (726) and (15) follows:
% 59.79/24.93  																																																							| (1508) op(e0, e2) = e2
% 59.79/24.93  																																																							|
% 59.79/24.93  																																																							| From (726) and (42) follows:
% 59.79/24.93  																																																							| (728) op(e0, e0) = e0
% 59.79/24.93  																																																							|
% 59.79/24.93  																																																							| Instantiating formula (29) with e0, e2, e2, e1 and discharging atoms op(e0, e2) = e2, op(e0, e2) = e1, yields:
% 59.79/24.93  																																																							| (617) e2 = e1
% 59.79/24.93  																																																							|
% 59.79/24.93  																																																							| Instantiating formula (29) with e0, e0, e0, e2 and discharging atoms op(e0, e0) = e2, op(e0, e0) = e0, yields:
% 59.79/24.93  																																																							| (330) e2 = e0
% 59.79/24.93  																																																							|
% 59.79/24.93  																																																							| Combining equations (617,330) yields a new equation:
% 59.79/24.93  																																																							| (546) e1 = e0
% 59.79/24.93  																																																							|
% 59.79/24.93  																																																							| Simplifying 546 yields:
% 59.79/24.93  																																																							| (431) e1 = e0
% 59.79/24.93  																																																							|
% 59.79/24.93  																																																							| Equations (431) can reduce 233 to:
% 59.79/24.94  																																																							| (266) $false
% 59.79/24.94  																																																							|
% 59.79/24.94  																																																							|-The branch is then unsatisfiable
% 59.79/24.94  																																																						|-Branch two:
% 59.79/24.94  																																																						| (734)  ~ (unit = e0)
% 59.79/24.94  																																																						| (735) unit = e3 | unit = e1
% 59.79/24.94  																																																						|
% 59.79/24.94  																																																							+-Applying beta-rule and splitting (735), into two cases.
% 59.79/24.94  																																																							|-Branch one:
% 59.79/24.94  																																																							| (736) unit = e1
% 59.79/24.94  																																																							|
% 59.79/24.94  																																																								| From (736) and (15) follows:
% 59.79/24.94  																																																								| (515) op(e1, e2) = e2
% 59.79/24.94  																																																								|
% 59.79/24.94  																																																								| From (736) and (227) follows:
% 59.79/24.94  																																																								| (739) op(e4, e1) = e4
% 59.79/24.94  																																																								|
% 59.79/24.94  																																																								| From (736) and (42) follows:
% 59.79/24.94  																																																								| (3221) op(e0, e1) = e0
% 59.79/24.94  																																																								|
% 59.79/24.94  																																																								| Instantiating formula (29) with e4, e1, e4, e3 and discharging atoms op(e4, e1) = e4, op(e4, e1) = e3, yields:
% 59.79/24.94  																																																								| (425) e4 = e3
% 59.79/24.94  																																																								|
% 59.79/24.94  																																																								| Instantiating formula (29) with e1, e2, e2, e3 and discharging atoms op(e1, e2) = e3, op(e1, e2) = e2, yields:
% 59.79/24.94  																																																								| (662) e3 = e2
% 59.79/24.94  																																																								|
% 59.79/24.94  																																																								| Instantiating formula (29) with e0, e1, e0, e4 and discharging atoms op(e0, e1) = e4, op(e0, e1) = e0, yields:
% 59.79/24.94  																																																								| (397) e4 = e0
% 59.79/24.94  																																																								|
% 59.79/24.94  																																																								| Combining equations (397,425) yields a new equation:
% 59.79/24.94  																																																								| (676) e3 = e0
% 59.79/24.94  																																																								|
% 59.79/24.94  																																																								| Combining equations (676,662) yields a new equation:
% 59.79/24.94  																																																								| (330) e2 = e0
% 59.79/24.94  																																																								|
% 59.79/24.94  																																																								| Equations (330) can reduce 128 to:
% 59.79/24.94  																																																								| (266) $false
% 59.79/24.94  																																																								|
% 59.79/24.94  																																																								|-The branch is then unsatisfiable
% 59.79/24.94  																																																							|-Branch two:
% 59.79/24.94  																																																							| (748)  ~ (unit = e1)
% 59.79/24.94  																																																							| (749) unit = e3
% 59.79/24.94  																																																							|
% 59.79/24.94  																																																								| From (749) and (209) follows:
% 59.79/24.94  																																																								| (1667) op(e3, e0) = e0
% 59.79/24.94  																																																								|
% 59.79/24.94  																																																								| From (749) and (32) follows:
% 59.79/24.94  																																																								| (5793) op(e2, e3) = e2
% 59.79/24.94  																																																								|
% 59.79/24.94  																																																								| From (749) and (28) follows:
% 59.79/24.94  																																																								| (2235) op(e1, e3) = e1
% 59.79/24.94  																																																								|
% 59.79/24.94  																																																								| Instantiating formula (29) with e3, e0, e0, e3 and discharging atoms op(e3, e0) = e3, op(e3, e0) = e0, yields:
% 59.79/24.94  																																																								| (676) e3 = e0
% 59.79/24.94  																																																								|
% 59.79/24.94  																																																								| Instantiating formula (29) with e2, e3, e2, e3 and discharging atoms op(e2, e3) = e3, op(e2, e3) = e2, yields:
% 59.79/24.94  																																																								| (662) e3 = e2
% 59.79/24.94  																																																								|
% 59.79/24.94  																																																								| Instantiating formula (29) with e1, e3, e1, e2 and discharging atoms op(e1, e3) = e2, op(e1, e3) = e1, yields:
% 59.79/24.94  																																																								| (617) e2 = e1
% 59.79/24.94  																																																								|
% 59.79/24.94  																																																								| Combining equations (662,676) yields a new equation:
% 59.79/24.94  																																																								| (391) e2 = e0
% 59.79/24.94  																																																								|
% 59.79/24.94  																																																								| Simplifying 391 yields:
% 59.79/24.94  																																																								| (330) e2 = e0
% 59.79/24.94  																																																								|
% 59.79/24.94  																																																								| Combining equations (330,617) yields a new equation:
% 59.79/24.94  																																																								| (431) e1 = e0
% 59.79/24.94  																																																								|
% 59.79/24.94  																																																								| Equations (431) can reduce 233 to:
% 59.79/24.94  																																																								| (266) $false
% 59.79/24.94  																																																								|
% 59.79/24.94  																																																								|-The branch is then unsatisfiable
% 59.79/24.94  																																																			|-Branch two:
% 59.79/24.94  																																																			| (1064)  ~ (all_0_49_49 = e1)
% 59.79/24.94  																																																			| (2141) all_0_53_53 = e1 | all_0_58_58 = e1
% 59.79/24.94  																																																			|
% 59.79/24.94  																																																				+-Applying beta-rule and splitting (2141), into two cases.
% 59.79/24.94  																																																				|-Branch one:
% 59.79/24.94  																																																				| (1208) all_0_53_53 = e1
% 59.79/24.94  																																																				|
% 59.79/24.94  																																																					| Combining equations (1298,1208) yields a new equation:
% 59.79/24.94  																																																					| (636) e4 = e1
% 59.79/24.94  																																																					|
% 59.79/24.94  																																																					| Simplifying 636 yields:
% 59.79/24.94  																																																					| (630) e4 = e1
% 59.79/24.94  																																																					|
% 59.79/24.94  																																																					| Equations (630) can reduce 110 to:
% 59.79/24.94  																																																					| (266) $false
% 59.79/24.94  																																																					|
% 59.79/24.94  																																																					|-The branch is then unsatisfiable
% 59.79/24.94  																																																				|-Branch two:
% 59.79/24.94  																																																				| (1459)  ~ (all_0_53_53 = e1)
% 59.79/24.94  																																																				| (918) all_0_58_58 = e1
% 59.79/24.94  																																																				|
% 59.79/24.94  																																																					| Combining equations (918,624) yields a new equation:
% 59.79/24.94  																																																					| (617) e2 = e1
% 59.79/24.94  																																																					|
% 59.79/24.94  																																																					| Equations (617) can reduce 122 to:
% 59.79/24.94  																																																					| (266) $false
% 59.79/24.94  																																																					|
% 59.79/24.94  																																																					|-The branch is then unsatisfiable
% 59.79/24.94  																																																|-Branch two:
% 59.79/24.94  																																																| (646)  ~ (all_0_52_52 = e1)
% 59.79/24.94  																																																| (1208) all_0_53_53 = e1
% 59.79/24.94  																																																|
% 59.79/24.94  																																																	| Combining equations (1298,1208) yields a new equation:
% 59.79/24.94  																																																	| (636) e4 = e1
% 59.79/24.94  																																																	|
% 59.79/24.94  																																																	| Simplifying 636 yields:
% 59.79/24.94  																																																	| (630) e4 = e1
% 59.79/24.94  																																																	|
% 59.79/24.94  																																																	| Equations (630) can reduce 110 to:
% 59.79/24.94  																																																	| (266) $false
% 59.79/24.94  																																																	|
% 59.79/24.94  																																																	|-The branch is then unsatisfiable
% 59.79/24.94  																																								|-Branch two:
% 59.79/24.94  																																								| (457)  ~ (all_0_41_41 = e1)
% 59.79/24.94  																																								| (595) all_0_46_46 = e1 | all_0_50_50 = e1 | all_0_55_55 = e1
% 59.79/24.94  																																								|
% 59.79/24.94  																																									+-Applying beta-rule and splitting (135), into two cases.
% 59.79/24.94  																																									|-Branch one:
% 59.79/24.94  																																									| (545) all_0_46_46 = e1
% 59.79/24.94  																																									|
% 59.79/24.94  																																										| Combining equations (1557,545) yields a new equation:
% 59.79/24.94  																																										| (454) e3 = e1
% 59.79/24.94  																																										|
% 59.79/24.94  																																										| Simplifying 454 yields:
% 59.79/24.94  																																										| (455) e3 = e1
% 59.79/24.94  																																										|
% 59.79/24.94  																																										| Equations (455) can reduce 213 to:
% 59.79/24.94  																																										| (266) $false
% 59.79/24.94  																																										|
% 59.79/24.94  																																										|-The branch is then unsatisfiable
% 59.79/24.94  																																									|-Branch two:
% 59.79/24.94  																																									| (549)  ~ (all_0_46_46 = e1)
% 59.79/24.94  																																									| (550) all_0_47_47 = e1 | all_0_48_48 = e1 | all_0_49_49 = e1
% 59.79/24.94  																																									|
% 59.79/24.94  																																										| Equations (1557) can reduce 549 to:
% 59.79/24.94  																																										| (213)  ~ (e3 = e1)
% 59.79/24.94  																																										|
% 59.79/24.94  																																										+-Applying beta-rule and splitting (595), into two cases.
% 59.79/24.94  																																										|-Branch one:
% 59.79/24.94  																																										| (545) all_0_46_46 = e1
% 59.79/24.94  																																										|
% 59.79/24.94  																																											| Combining equations (1557,545) yields a new equation:
% 59.79/24.94  																																											| (454) e3 = e1
% 59.79/24.94  																																											|
% 59.79/24.94  																																											| Simplifying 454 yields:
% 59.79/24.94  																																											| (455) e3 = e1
% 59.79/24.94  																																											|
% 59.79/24.94  																																											| Equations (455) can reduce 213 to:
% 59.79/24.94  																																											| (266) $false
% 59.79/24.94  																																											|
% 59.79/24.94  																																											|-The branch is then unsatisfiable
% 59.79/24.94  																																										|-Branch two:
% 59.79/24.94  																																										| (549)  ~ (all_0_46_46 = e1)
% 59.79/24.94  																																										| (600) all_0_50_50 = e1 | all_0_55_55 = e1
% 59.79/24.94  																																										|
% 59.79/24.94  																																											+-Applying beta-rule and splitting (600), into two cases.
% 59.79/24.94  																																											|-Branch one:
% 59.79/24.94  																																											| (601) all_0_50_50 = e1
% 59.79/24.94  																																											|
% 59.79/24.94  																																												| Combining equations (378,601) yields a new equation:
% 59.79/24.94  																																												| (616) e2 = e1
% 59.79/24.94  																																												|
% 59.79/24.94  																																												| Simplifying 616 yields:
% 59.79/24.94  																																												| (617) e2 = e1
% 59.79/24.94  																																												|
% 59.79/24.94  																																												| Equations (617) can reduce 122 to:
% 59.79/24.94  																																												| (266) $false
% 59.79/24.94  																																												|
% 59.79/24.94  																																												|-The branch is then unsatisfiable
% 59.79/24.94  																																											|-Branch two:
% 59.79/24.94  																																											| (759)  ~ (all_0_50_50 = e1)
% 59.79/24.94  																																											| (629) all_0_55_55 = e1
% 59.79/24.94  																																											|
% 59.79/24.94  																																												| Combining equations (858,629) yields a new equation:
% 59.79/24.94  																																												| (431) e1 = e0
% 59.79/24.94  																																												|
% 59.79/24.94  																																												| Equations (431) can reduce 233 to:
% 59.79/24.94  																																												| (266) $false
% 59.79/24.94  																																												|
% 59.79/24.94  																																												|-The branch is then unsatisfiable
% 59.79/24.94  																																							|-Branch two:
% 59.79/24.94  																																							| (409)  ~ (all_0_46_46 = e3)
% 59.79/24.94  																																							| (1561) all_0_47_47 = e3 | all_0_49_49 = e3
% 59.79/24.94  																																							|
% 59.79/24.94  																																								+-Applying beta-rule and splitting (1561), into two cases.
% 59.79/24.94  																																								|-Branch one:
% 59.79/24.94  																																								| (522) all_0_47_47 = e3
% 59.79/24.94  																																								|
% 59.79/24.94  																																									| Combining equations (674,522) yields a new equation:
% 59.79/24.94  																																									| (676) e3 = e0
% 59.79/24.94  																																									|
% 59.79/24.94  																																									| Equations (676) can reduce 80 to:
% 59.79/24.94  																																									| (266) $false
% 59.79/24.94  																																									|
% 59.79/24.94  																																									|-The branch is then unsatisfiable
% 59.79/24.94  																																								|-Branch two:
% 59.79/24.94  																																								| (1091)  ~ (all_0_47_47 = e3)
% 59.79/24.94  																																								| (884) all_0_49_49 = e3
% 59.79/24.94  																																								|
% 59.79/24.94  																																									| Equations (884) can reduce 525 to:
% 59.79/24.94  																																									| (266) $false
% 59.79/24.94  																																									|
% 59.79/24.94  																																									|-The branch is then unsatisfiable
% 59.79/24.94  																																				|-Branch two:
% 59.79/24.94  																																				| (1453)  ~ (all_0_53_53 = e4)
% 59.79/24.94  																																				| (910) all_0_58_58 = e4
% 59.79/24.94  																																				|
% 59.79/24.94  																																					| Combining equations (910,624) yields a new equation:
% 59.79/24.94  																																					| (322) e4 = e2
% 59.79/24.94  																																					|
% 59.79/24.94  																																					| Simplifying 322 yields:
% 59.79/24.94  																																					| (323) e4 = e2
% 59.79/24.94  																																					|
% 59.79/24.94  																																					| Equations (323) can reduce 48 to:
% 59.79/24.94  																																					| (266) $false
% 59.79/24.94  																																					|
% 59.79/24.94  																																					|-The branch is then unsatisfiable
% 59.79/24.94  																																	|-Branch two:
% 59.79/24.94  																																	| (1890)  ~ (all_0_42_42 = e4)
% 59.79/24.94  																																	| (1891) all_0_43_43 = e4 | all_0_44_44 = e4
% 59.79/24.94  																																	|
% 59.79/24.94  																																		+-Applying beta-rule and splitting (2271), into two cases.
% 59.79/24.94  																																		|-Branch one:
% 59.79/24.94  																																		| (446) all_0_44_44 = e4
% 59.79/24.94  																																		|
% 59.79/24.94  																																			| Combining equations (446,532) yields a new equation:
% 59.79/24.94  																																			| (424) e4 = e3
% 59.79/24.94  																																			|
% 59.79/24.94  																																			| Simplifying 424 yields:
% 59.79/24.94  																																			| (425) e4 = e3
% 59.79/24.94  																																			|
% 59.79/24.94  																																			| Equations (425) can reduce 188 to:
% 59.79/24.94  																																			| (266) $false
% 59.79/24.94  																																			|
% 59.79/24.94  																																			|-The branch is then unsatisfiable
% 59.79/24.94  																																		|-Branch two:
% 59.79/24.94  																																		| (1390)  ~ (all_0_44_44 = e4)
% 59.79/24.94  																																		| (7998) all_0_49_49 = e4 | all_0_53_53 = e4 | all_0_58_58 = e4
% 59.79/24.94  																																		|
% 59.79/24.94  																																			| Equations (532) can reduce 1390 to:
% 59.79/24.94  																																			| (277)  ~ (e4 = e3)
% 59.79/24.94  																																			|
% 59.79/24.94  																																			| Simplifying 277 yields:
% 59.79/24.94  																																			| (188)  ~ (e4 = e3)
% 59.79/24.94  																																			|
% 59.79/24.94  																																			+-Applying beta-rule and splitting (1891), into two cases.
% 59.79/24.94  																																			|-Branch one:
% 59.79/24.94  																																			| (396) all_0_43_43 = e4
% 59.79/24.94  																																			|
% 59.79/24.94  																																				| Combining equations (396,356) yields a new equation:
% 59.79/24.94  																																				| (481) e4 = e0
% 59.79/24.94  																																				|
% 59.79/24.94  																																				| Simplifying 481 yields:
% 59.79/24.94  																																				| (397) e4 = e0
% 59.79/24.94  																																				|
% 59.79/24.94  																																				| Equations (397) can reduce 49 to:
% 59.79/24.94  																																				| (266) $false
% 59.79/24.94  																																				|
% 59.79/24.94  																																				|-The branch is then unsatisfiable
% 59.79/24.94  																																			|-Branch two:
% 59.79/24.94  																																			| (399)  ~ (all_0_43_43 = e4)
% 59.79/24.94  																																			| (446) all_0_44_44 = e4
% 59.79/24.94  																																			|
% 59.79/24.94  																																				| Combining equations (446,532) yields a new equation:
% 59.79/24.94  																																				| (424) e4 = e3
% 59.79/24.94  																																				|
% 59.79/24.94  																																				| Simplifying 424 yields:
% 59.79/24.94  																																				| (425) e4 = e3
% 59.79/24.94  																																				|
% 59.79/24.94  																																				| Equations (425) can reduce 188 to:
% 59.79/24.94  																																				| (266) $false
% 59.79/24.94  																																				|
% 59.79/24.94  																																				|-The branch is then unsatisfiable
% 59.79/24.94  																										|-Branch two:
% 59.79/24.94  																										| (664)  ~ (all_0_51_51 = e3)
% 59.79/24.94  																										| (1097) all_0_56_56 = e3
% 59.79/24.94  																										|
% 59.79/24.94  																											| Equations (1097) can reduce 272 to:
% 59.79/24.94  																											| (266) $false
% 59.79/24.94  																											|
% 59.79/24.94  																											|-The branch is then unsatisfiable
% 59.79/24.94  																							|-Branch two:
% 59.79/24.94  																							| (678)  ~ (all_0_47_47 = e0)
% 59.79/24.94  																							| (1278) all_0_48_48 = e0 | all_0_49_49 = e0
% 59.79/24.94  																							|
% 59.79/24.94  																								+-Applying beta-rule and splitting (1278), into two cases.
% 59.79/24.94  																								|-Branch one:
% 59.79/24.94  																								| (1279) all_0_48_48 = e0
% 59.79/24.94  																								|
% 59.79/24.94  																									| Combining equations (335,1279) yields a new equation:
% 59.79/24.94  																									| (391) e2 = e0
% 59.79/24.94  																									|
% 59.79/24.94  																									| Simplifying 391 yields:
% 59.79/24.94  																									| (330) e2 = e0
% 59.79/24.94  																									|
% 59.79/24.94  																									| Equations (330) can reduce 128 to:
% 59.79/24.94  																									| (266) $false
% 59.79/24.94  																									|
% 59.79/24.94  																									|-The branch is then unsatisfiable
% 59.79/24.94  																								|-Branch two:
% 59.79/24.94  																								| (1283)  ~ (all_0_48_48 = e0)
% 59.79/24.94  																								| (978) all_0_49_49 = e0
% 59.79/24.94  																								|
% 59.79/24.94  																									| Equations (978) can reduce 487 to:
% 59.79/24.94  																									| (266) $false
% 59.79/24.94  																									|
% 59.79/24.94  																									|-The branch is then unsatisfiable
% 59.79/24.94  																				|-Branch two:
% 59.79/24.94  																				| (803)  ~ (all_0_55_55 = e0)
% 59.79/24.94  																				| (863) all_0_56_56 = e0 | all_0_57_57 = e0 | all_0_58_58 = e0
% 59.79/24.94  																				|
% 59.79/24.94  																					+-Applying beta-rule and splitting (863), into two cases.
% 59.79/24.94  																					|-Branch one:
% 59.79/24.94  																					| (679) all_0_56_56 = e0
% 59.79/24.94  																					|
% 59.79/24.94  																						| Equations (679) can reduce 91 to:
% 59.79/24.94  																						| (678)  ~ (all_0_47_47 = e0)
% 59.79/24.94  																						|
% 59.79/24.94  																						| Equations (679) can reduce 272 to:
% 59.79/24.94  																						| (541)  ~ (e3 = e0)
% 59.79/24.94  																						|
% 59.79/24.94  																						| Simplifying 541 yields:
% 59.79/24.94  																						| (80)  ~ (e3 = e0)
% 59.79/24.94  																						|
% 59.79/24.94  																						| Equations (679) can reduce 511 to:
% 59.79/24.94  																						| (365)  ~ (e2 = e0)
% 59.79/24.94  																						|
% 59.79/24.94  																						| Simplifying 365 yields:
% 59.79/24.94  																						| (128)  ~ (e2 = e0)
% 59.79/24.94  																						|
% 59.79/24.94  																						+-Applying beta-rule and splitting (171), into two cases.
% 59.79/24.94  																						|-Branch one:
% 59.79/24.94  																						| (265) all_0_54_54 = e4
% 59.79/24.94  																						|
% 59.79/24.94  																							| Combining equations (265,268) yields a new equation:
% 59.79/24.94  																							| (424) e4 = e3
% 59.79/24.94  																							|
% 59.79/24.94  																							| Simplifying 424 yields:
% 59.79/24.94  																							| (425) e4 = e3
% 59.79/24.94  																							|
% 59.79/24.94  																							| Equations (425) can reduce 188 to:
% 59.79/24.94  																							| (266) $false
% 59.79/24.94  																							|
% 59.79/24.94  																							|-The branch is then unsatisfiable
% 59.79/24.94  																						|-Branch two:
% 59.79/24.94  																						| (258)  ~ (all_0_54_54 = e4)
% 59.79/24.94  																						| (575) all_0_55_55 = e4 | all_0_56_56 = e4 | all_0_57_57 = e4 | all_0_58_58 = e4
% 59.79/24.94  																						|
% 59.79/24.94  																							+-Applying beta-rule and splitting (184), into two cases.
% 59.79/24.94  																							|-Branch one:
% 59.79/24.94  																							| (538) all_0_46_46 = e0
% 59.79/24.94  																							|
% 59.79/24.94  																								| Equations (538) can reduce 19 to:
% 59.79/24.94  																								| (1402)  ~ (all_0_47_47 = e0)
% 59.79/24.94  																								|
% 59.79/24.94  																								| Simplifying 1402 yields:
% 59.79/24.94  																								| (678)  ~ (all_0_47_47 = e0)
% 59.79/24.94  																								|
% 59.79/24.94  																								| Equations (538) can reduce 250 to:
% 59.79/24.94  																								| (401)  ~ (e4 = e0)
% 59.79/24.94  																								|
% 59.79/24.94  																								| Simplifying 401 yields:
% 59.79/24.94  																								| (49)  ~ (e4 = e0)
% 59.79/24.94  																								|
% 59.79/24.94  																								| Equations (538) can reduce 300 to:
% 59.79/24.94  																								| (365)  ~ (e2 = e0)
% 59.79/24.94  																								|
% 59.79/24.94  																								| Simplifying 365 yields:
% 59.79/24.94  																								| (128)  ~ (e2 = e0)
% 59.79/24.94  																								|
% 59.79/24.94  																								+-Applying beta-rule and splitting (144), into two cases.
% 59.79/24.94  																								|-Branch one:
% 59.79/24.94  																								| (403) all_0_41_41 = e3
% 59.79/24.94  																								|
% 59.79/24.94  																									+-Applying beta-rule and splitting (18), into two cases.
% 59.79/24.94  																									|-Branch one:
% 59.79/24.94  																									| (453) all_0_41_41 = e1
% 59.79/24.94  																									|
% 59.79/24.94  																										| Combining equations (453,403) yields a new equation:
% 59.79/24.94  																										| (455) e3 = e1
% 59.79/24.94  																										|
% 59.79/24.94  																										| Equations (455) can reduce 213 to:
% 59.79/24.94  																										| (266) $false
% 59.79/24.94  																										|
% 59.79/24.94  																										|-The branch is then unsatisfiable
% 59.79/24.94  																									|-Branch two:
% 59.79/24.94  																									| (457)  ~ (all_0_41_41 = e1)
% 59.79/24.94  																									| (595) all_0_46_46 = e1 | all_0_50_50 = e1 | all_0_55_55 = e1
% 59.79/24.94  																									|
% 59.79/24.94  																										+-Applying beta-rule and splitting (575), into two cases.
% 59.79/24.94  																										|-Branch one:
% 59.79/24.94  																										| (587) all_0_55_55 = e4
% 59.79/24.94  																										|
% 59.79/24.94  																											| Equations (587) can reduce 763 to:
% 59.79/24.94  																											| (266) $false
% 59.79/24.94  																											|
% 59.79/24.94  																											|-The branch is then unsatisfiable
% 59.79/24.94  																										|-Branch two:
% 59.79/24.94  																										| (763)  ~ (all_0_55_55 = e4)
% 59.79/24.94  																										| (764) all_0_56_56 = e4 | all_0_57_57 = e4 | all_0_58_58 = e4
% 59.79/24.94  																										|
% 59.79/24.94  																											+-Applying beta-rule and splitting (595), into two cases.
% 59.79/24.94  																											|-Branch one:
% 59.79/24.94  																											| (545) all_0_46_46 = e1
% 59.79/24.94  																											|
% 59.79/24.94  																												| Combining equations (538,545) yields a new equation:
% 59.79/24.94  																												| (431) e1 = e0
% 59.79/24.94  																												|
% 59.79/24.94  																												| Equations (431) can reduce 233 to:
% 59.79/24.94  																												| (266) $false
% 59.79/24.94  																												|
% 59.79/24.94  																												|-The branch is then unsatisfiable
% 59.79/24.94  																											|-Branch two:
% 59.79/24.94  																											| (549)  ~ (all_0_46_46 = e1)
% 59.79/24.94  																											| (600) all_0_50_50 = e1 | all_0_55_55 = e1
% 59.79/24.94  																											|
% 59.79/24.94  																												+-Applying beta-rule and splitting (764), into two cases.
% 59.79/24.94  																												|-Branch one:
% 59.79/24.94  																												| (842) all_0_56_56 = e4
% 59.79/24.94  																												|
% 59.79/24.94  																													| Combining equations (842,679) yields a new equation:
% 59.79/24.94  																													| (481) e4 = e0
% 59.79/24.94  																													|
% 59.79/24.94  																													| Simplifying 481 yields:
% 59.79/24.94  																													| (397) e4 = e0
% 59.79/24.94  																													|
% 59.79/24.94  																													| Equations (397) can reduce 49 to:
% 59.79/24.94  																													| (266) $false
% 59.79/24.94  																													|
% 59.79/24.94  																													|-The branch is then unsatisfiable
% 59.79/24.94  																												|-Branch two:
% 59.79/24.94  																												| (477)  ~ (all_0_56_56 = e4)
% 59.79/24.94  																												| (935) all_0_57_57 = e4 | all_0_58_58 = e4
% 59.79/24.94  																												|
% 59.79/24.94  																													+-Applying beta-rule and splitting (935), into two cases.
% 59.79/24.94  																													|-Branch one:
% 59.79/24.94  																													| (871) all_0_57_57 = e4
% 59.79/24.94  																													|
% 59.79/24.94  																														| Equations (871) can reduce 11 to:
% 59.79/24.94  																														| (780)  ~ (all_0_52_52 = e4)
% 59.79/24.94  																														|
% 59.79/24.94  																														| Equations (871) can reduce 81 to:
% 59.79/24.94  																														| (763)  ~ (all_0_55_55 = e4)
% 59.79/24.94  																														|
% 59.79/24.94  																														+-Applying beta-rule and splitting (600), into two cases.
% 59.79/24.94  																														|-Branch one:
% 59.79/24.94  																														| (601) all_0_50_50 = e1
% 59.79/24.94  																														|
% 59.79/24.94  																															| Combining equations (378,601) yields a new equation:
% 59.79/24.94  																															| (616) e2 = e1
% 59.79/24.94  																															|
% 59.79/24.94  																															| Simplifying 616 yields:
% 59.79/24.94  																															| (617) e2 = e1
% 59.79/24.94  																															|
% 59.79/24.94  																															| Equations (617) can reduce 122 to:
% 59.79/24.94  																															| (266) $false
% 59.79/24.94  																															|
% 59.79/24.94  																															|-The branch is then unsatisfiable
% 59.79/24.94  																														|-Branch two:
% 59.79/24.94  																														| (759)  ~ (all_0_50_50 = e1)
% 59.79/24.94  																														| (629) all_0_55_55 = e1
% 59.79/24.94  																														|
% 59.79/24.94  																															| Equations (629) can reduce 763 to:
% 59.79/24.94  																															| (602)  ~ (e4 = e1)
% 59.79/24.94  																															|
% 59.79/24.94  																															| Simplifying 602 yields:
% 59.79/24.94  																															| (110)  ~ (e4 = e1)
% 59.79/24.94  																															|
% 59.79/24.94  																															| Equations (629) can reduce 304 to:
% 59.79/24.94  																															| (604)  ~ (e2 = e1)
% 59.79/24.94  																															|
% 59.79/24.94  																															| Simplifying 604 yields:
% 59.79/24.94  																															| (122)  ~ (e2 = e1)
% 59.79/24.94  																															|
% 59.79/24.94  																															+-Applying beta-rule and splitting (434), into two cases.
% 59.79/24.94  																															|-Branch one:
% 59.79/24.94  																															| (615) all_0_48_48 = e1
% 59.79/24.94  																															|
% 59.79/24.94  																																| Combining equations (335,615) yields a new equation:
% 59.79/24.94  																																| (616) e2 = e1
% 59.79/24.94  																																|
% 59.79/24.94  																																| Simplifying 616 yields:
% 59.79/24.94  																																| (617) e2 = e1
% 59.79/24.94  																																|
% 59.79/24.94  																																| Equations (617) can reduce 122 to:
% 59.79/24.94  																																| (266) $false
% 59.79/24.94  																																|
% 59.79/24.94  																																|-The branch is then unsatisfiable
% 59.79/24.94  																															|-Branch two:
% 59.79/24.94  																															| (619)  ~ (all_0_48_48 = e1)
% 59.79/24.94  																															| (620) all_0_52_52 = e1 | all_0_57_57 = e1
% 59.79/24.94  																															|
% 59.79/24.94  																																+-Applying beta-rule and splitting (620), into two cases.
% 59.79/24.94  																																|-Branch one:
% 59.79/24.94  																																| (642) all_0_52_52 = e1
% 59.79/24.94  																																|
% 59.79/24.94  																																	| Equations (642) can reduce 780 to:
% 59.79/24.94  																																	| (602)  ~ (e4 = e1)
% 59.79/24.94  																																	|
% 59.79/24.94  																																	| Simplifying 602 yields:
% 59.79/24.94  																																	| (110)  ~ (e4 = e1)
% 59.79/24.94  																																	|
% 59.79/24.94  																																	| Equations (642) can reduce 342 to:
% 59.79/24.94  																																	| (604)  ~ (e2 = e1)
% 59.79/24.94  																																	|
% 59.79/24.94  																																	| Simplifying 604 yields:
% 59.79/24.94  																																	| (122)  ~ (e2 = e1)
% 59.79/24.94  																																	|
% 59.79/24.94  																																	+-Applying beta-rule and splitting (163), into two cases.
% 59.79/24.94  																																	|-Branch one:
% 59.79/24.94  																																	| (565) all_0_52_52 = e4
% 59.79/24.94  																																	|
% 59.79/24.94  																																		| Combining equations (565,642) yields a new equation:
% 59.79/24.94  																																		| (636) e4 = e1
% 59.79/24.94  																																		|
% 59.79/24.94  																																		| Simplifying 636 yields:
% 59.79/24.94  																																		| (630) e4 = e1
% 59.79/24.94  																																		|
% 59.79/24.94  																																		| Equations (630) can reduce 110 to:
% 59.79/24.94  																																		| (266) $false
% 59.79/24.94  																																		|
% 59.79/24.94  																																		|-The branch is then unsatisfiable
% 59.79/24.94  																																	|-Branch two:
% 59.79/24.94  																																	| (780)  ~ (all_0_52_52 = e4)
% 59.79/24.94  																																	| (781) (all_0_41_41 = e0 & all_0_58_58 = e3 &  ~ (all_0_44_44 = e3)) | (all_0_41_41 = e0 & all_0_58_58 = e3 &  ~ (all_0_55_55 = e0)) | (all_0_47_47 = e1 & all_0_52_52 = e2 &  ~ (all_0_48_48 = e2)) | (all_0_47_47 = e1 & all_0_52_52 = e2 &  ~ (all_0_51_51 = e1)) | (all_0_47_47 = e0 & all_0_58_58 = e2 &  ~ (all_0_49_49 = e2)) | (all_0_47_47 = e0 & all_0_58_58 = e2 &  ~ (all_0_56_56 = e0))
% 59.79/24.94  																																	|
% 59.79/24.94  																																		+-Applying beta-rule and splitting (781), into two cases.
% 59.79/24.94  																																		|-Branch one:
% 59.79/24.94  																																		| (789) (all_0_41_41 = e0 & all_0_58_58 = e3 &  ~ (all_0_44_44 = e3)) | (all_0_41_41 = e0 & all_0_58_58 = e3 &  ~ (all_0_55_55 = e0)) | (all_0_47_47 = e1 & all_0_52_52 = e2 &  ~ (all_0_48_48 = e2)) | (all_0_47_47 = e1 & all_0_52_52 = e2 &  ~ (all_0_51_51 = e1)) | (all_0_47_47 = e0 & all_0_58_58 = e2 &  ~ (all_0_49_49 = e2))
% 59.79/24.94  																																		|
% 59.79/24.94  																																			+-Applying beta-rule and splitting (789), into two cases.
% 59.79/24.94  																																			|-Branch one:
% 59.79/24.94  																																			| (790) (all_0_41_41 = e0 & all_0_58_58 = e3 &  ~ (all_0_44_44 = e3)) | (all_0_41_41 = e0 & all_0_58_58 = e3 &  ~ (all_0_55_55 = e0)) | (all_0_47_47 = e1 & all_0_52_52 = e2 &  ~ (all_0_48_48 = e2)) | (all_0_47_47 = e1 & all_0_52_52 = e2 &  ~ (all_0_51_51 = e1))
% 59.79/24.94  																																			|
% 59.79/24.95  																																				+-Applying beta-rule and splitting (790), into two cases.
% 59.79/24.95  																																				|-Branch one:
% 59.79/24.95  																																				| (791) (all_0_41_41 = e0 & all_0_58_58 = e3 &  ~ (all_0_44_44 = e3)) | (all_0_41_41 = e0 & all_0_58_58 = e3 &  ~ (all_0_55_55 = e0)) | (all_0_47_47 = e1 & all_0_52_52 = e2 &  ~ (all_0_48_48 = e2))
% 59.79/24.95  																																				|
% 59.79/24.95  																																					+-Applying beta-rule and splitting (791), into two cases.
% 59.79/24.95  																																					|-Branch one:
% 59.79/24.95  																																					| (792) (all_0_41_41 = e0 & all_0_58_58 = e3 &  ~ (all_0_44_44 = e3)) | (all_0_41_41 = e0 & all_0_58_58 = e3 &  ~ (all_0_55_55 = e0))
% 59.79/24.95  																																					|
% 59.79/24.95  																																						+-Applying beta-rule and splitting (792), into two cases.
% 59.79/24.95  																																						|-Branch one:
% 59.79/24.95  																																						| (793) all_0_41_41 = e0 & all_0_58_58 = e3 &  ~ (all_0_44_44 = e3)
% 59.79/24.95  																																						|
% 59.79/24.95  																																							| Applying alpha-rule on (793) yields:
% 59.79/24.95  																																							| (794) all_0_41_41 = e0
% 59.79/24.95  																																							| (795) all_0_58_58 = e3
% 59.79/24.95  																																							| (407)  ~ (all_0_44_44 = e3)
% 59.79/24.95  																																							|
% 59.79/24.95  																																							| Combining equations (794,403) yields a new equation:
% 59.79/24.95  																																							| (676) e3 = e0
% 59.79/24.95  																																							|
% 59.79/24.95  																																							| Combining equations (624,795) yields a new equation:
% 59.79/24.95  																																							| (662) e3 = e2
% 59.79/24.95  																																							|
% 59.79/24.95  																																							| Combining equations (662,676) yields a new equation:
% 59.79/24.95  																																							| (391) e2 = e0
% 59.79/24.95  																																							|
% 59.79/24.95  																																							| Simplifying 391 yields:
% 59.79/24.95  																																							| (330) e2 = e0
% 59.79/24.95  																																							|
% 59.79/24.95  																																							| Equations (330) can reduce 128 to:
% 59.79/24.95  																																							| (266) $false
% 59.79/24.95  																																							|
% 59.79/24.95  																																							|-The branch is then unsatisfiable
% 59.79/24.95  																																						|-Branch two:
% 59.79/24.95  																																						| (800) all_0_41_41 = e0 & all_0_58_58 = e3 &  ~ (all_0_55_55 = e0)
% 59.79/24.95  																																						|
% 59.79/24.95  																																							| Applying alpha-rule on (800) yields:
% 59.79/24.95  																																							| (794) all_0_41_41 = e0
% 59.79/24.95  																																							| (795) all_0_58_58 = e3
% 59.79/24.95  																																							| (803)  ~ (all_0_55_55 = e0)
% 59.79/24.95  																																							|
% 59.79/24.95  																																							| Combining equations (794,403) yields a new equation:
% 59.79/24.95  																																							| (676) e3 = e0
% 59.79/24.95  																																							|
% 59.79/24.95  																																							| Combining equations (624,795) yields a new equation:
% 59.79/24.95  																																							| (662) e3 = e2
% 59.79/24.95  																																							|
% 59.79/24.95  																																							| Combining equations (662,676) yields a new equation:
% 59.79/24.95  																																							| (391) e2 = e0
% 59.79/24.95  																																							|
% 59.79/24.95  																																							| Simplifying 391 yields:
% 59.79/24.95  																																							| (330) e2 = e0
% 59.79/24.95  																																							|
% 59.79/24.95  																																							| Equations (330) can reduce 128 to:
% 59.79/24.95  																																							| (266) $false
% 59.79/24.95  																																							|
% 59.79/24.95  																																							|-The branch is then unsatisfiable
% 59.79/24.95  																																					|-Branch two:
% 59.79/24.95  																																					| (807) all_0_47_47 = e1 & all_0_52_52 = e2 &  ~ (all_0_48_48 = e2)
% 59.79/24.95  																																					|
% 59.79/24.95  																																						| Applying alpha-rule on (807) yields:
% 59.79/24.95  																																						| (654) all_0_47_47 = e1
% 59.79/24.95  																																						| (352) all_0_52_52 = e2
% 59.79/24.95  																																						| (810)  ~ (all_0_48_48 = e2)
% 59.79/24.95  																																						|
% 59.79/24.95  																																						| Combining equations (352,642) yields a new equation:
% 59.79/24.95  																																						| (616) e2 = e1
% 59.79/24.95  																																						|
% 59.79/24.95  																																						| Simplifying 616 yields:
% 59.79/24.95  																																						| (617) e2 = e1
% 59.79/24.95  																																						|
% 59.79/24.95  																																						| Equations (617) can reduce 122 to:
% 59.79/24.95  																																						| (266) $false
% 59.79/24.95  																																						|
% 59.79/24.95  																																						|-The branch is then unsatisfiable
% 59.79/24.95  																																				|-Branch two:
% 59.79/24.95  																																				| (813) all_0_47_47 = e1 & all_0_52_52 = e2 &  ~ (all_0_51_51 = e1)
% 59.79/24.95  																																				|
% 59.79/24.95  																																					| Applying alpha-rule on (813) yields:
% 59.79/24.95  																																					| (654) all_0_47_47 = e1
% 59.79/24.95  																																					| (352) all_0_52_52 = e2
% 59.79/24.95  																																					| (464)  ~ (all_0_51_51 = e1)
% 59.79/24.95  																																					|
% 59.79/24.95  																																					| Combining equations (352,642) yields a new equation:
% 59.79/24.95  																																					| (616) e2 = e1
% 59.79/24.95  																																					|
% 59.79/24.95  																																					| Simplifying 616 yields:
% 59.79/24.95  																																					| (617) e2 = e1
% 59.79/24.95  																																					|
% 59.79/24.95  																																					| Equations (617) can reduce 122 to:
% 59.79/24.95  																																					| (266) $false
% 59.79/24.95  																																					|
% 59.79/24.95  																																					|-The branch is then unsatisfiable
% 59.79/24.95  																																			|-Branch two:
% 59.79/24.95  																																			| (819) all_0_47_47 = e0 & all_0_58_58 = e2 &  ~ (all_0_49_49 = e2)
% 59.79/24.95  																																			|
% 59.79/24.95  																																				| Applying alpha-rule on (819) yields:
% 59.79/24.95  																																				| (674) all_0_47_47 = e0
% 59.79/24.95  																																				| (624) all_0_58_58 = e2
% 59.79/24.95  																																				| (340)  ~ (all_0_49_49 = e2)
% 59.79/24.95  																																				|
% 59.79/24.95  																																				| Equations (674) can reduce 678 to:
% 59.79/24.95  																																				| (266) $false
% 59.79/24.95  																																				|
% 59.79/24.95  																																				|-The branch is then unsatisfiable
% 59.79/24.95  																																		|-Branch two:
% 59.79/24.95  																																		| (825) all_0_47_47 = e0 & all_0_58_58 = e2 &  ~ (all_0_56_56 = e0)
% 59.79/24.95  																																		|
% 59.79/24.95  																																			| Applying alpha-rule on (825) yields:
% 59.79/24.95  																																			| (674) all_0_47_47 = e0
% 59.79/24.95  																																			| (624) all_0_58_58 = e2
% 59.79/24.95  																																			| (828)  ~ (all_0_56_56 = e0)
% 59.79/24.95  																																			|
% 59.79/24.95  																																			| Equations (679) can reduce 828 to:
% 59.79/24.95  																																			| (266) $false
% 59.79/24.95  																																			|
% 59.79/24.95  																																			|-The branch is then unsatisfiable
% 59.79/24.95  																																|-Branch two:
% 59.79/24.95  																																| (646)  ~ (all_0_52_52 = e1)
% 59.79/24.95  																																| (647) all_0_57_57 = e1
% 59.79/24.95  																																|
% 59.79/24.95  																																	| Combining equations (871,647) yields a new equation:
% 59.79/24.95  																																	| (636) e4 = e1
% 59.79/24.95  																																	|
% 59.79/24.95  																																	| Simplifying 636 yields:
% 59.79/24.95  																																	| (630) e4 = e1
% 59.79/24.95  																																	|
% 59.79/24.95  																																	| Equations (630) can reduce 110 to:
% 59.79/24.95  																																	| (266) $false
% 59.79/24.95  																																	|
% 59.79/24.95  																																	|-The branch is then unsatisfiable
% 59.79/24.95  																													|-Branch two:
% 59.79/24.95  																													| (839)  ~ (all_0_57_57 = e4)
% 59.79/24.95  																													| (910) all_0_58_58 = e4
% 59.79/24.95  																													|
% 59.79/24.95  																														| Combining equations (624,910) yields a new equation:
% 59.79/24.95  																														| (323) e4 = e2
% 59.79/24.95  																														|
% 59.79/24.95  																														| Equations (323) can reduce 48 to:
% 59.79/24.95  																														| (266) $false
% 59.79/24.95  																														|
% 59.79/24.95  																														|-The branch is then unsatisfiable
% 59.79/24.95  																								|-Branch two:
% 59.79/24.95  																								| (1898)  ~ (all_0_41_41 = e3)
% 59.79/24.95  																								| (1923) all_0_46_46 = e3 | all_0_50_50 = e3 | all_0_55_55 = e3
% 59.79/24.95  																								|
% 59.79/24.95  																									+-Applying beta-rule and splitting (1923), into two cases.
% 59.79/24.95  																									|-Branch one:
% 59.79/24.95  																									| (1557) all_0_46_46 = e3
% 59.79/24.95  																									|
% 59.79/24.95  																										| Combining equations (538,1557) yields a new equation:
% 59.79/24.95  																										| (676) e3 = e0
% 59.79/24.95  																										|
% 59.79/24.95  																										| Equations (676) can reduce 80 to:
% 59.79/24.95  																										| (266) $false
% 59.79/24.95  																										|
% 59.79/24.95  																										|-The branch is then unsatisfiable
% 59.79/24.95  																									|-Branch two:
% 59.79/24.95  																									| (409)  ~ (all_0_46_46 = e3)
% 59.79/24.95  																									| (4042) all_0_50_50 = e3 | all_0_55_55 = e3
% 59.79/24.95  																									|
% 59.79/24.95  																										+-Applying beta-rule and splitting (4042), into two cases.
% 59.79/24.95  																										|-Branch one:
% 59.79/24.95  																										| (415) all_0_50_50 = e3
% 59.79/24.95  																										|
% 59.79/24.95  																											| Combining equations (378,415) yields a new equation:
% 59.79/24.95  																											| (662) e3 = e2
% 59.79/24.95  																											|
% 59.79/24.95  																											| Equations (662) can reduce 212 to:
% 59.79/24.95  																											| (266) $false
% 59.79/24.95  																											|
% 59.79/24.95  																											|-The branch is then unsatisfiable
% 59.79/24.95  																										|-Branch two:
% 59.79/24.95  																										| (411)  ~ (all_0_50_50 = e3)
% 59.79/24.95  																										| (2336) all_0_55_55 = e3
% 59.79/24.95  																										|
% 59.79/24.95  																											| Equations (2336) can reduce 270 to:
% 59.79/24.95  																											| (266) $false
% 59.79/24.95  																											|
% 59.79/24.95  																											|-The branch is then unsatisfiable
% 59.79/24.95  																							|-Branch two:
% 59.79/24.95  																							| (831)  ~ (all_0_46_46 = e0)
% 59.79/24.95  																							| (832) all_0_47_47 = e0 | all_0_48_48 = e0 | all_0_49_49 = e0
% 59.79/24.95  																							|
% 59.79/24.95  																								+-Applying beta-rule and splitting (832), into two cases.
% 59.79/24.95  																								|-Branch one:
% 59.79/24.95  																								| (674) all_0_47_47 = e0
% 59.79/24.95  																								|
% 59.79/24.95  																									| Equations (674) can reduce 678 to:
% 59.79/24.95  																									| (266) $false
% 59.79/24.95  																									|
% 59.79/24.95  																									|-The branch is then unsatisfiable
% 59.79/24.95  																								|-Branch two:
% 59.79/24.95  																								| (678)  ~ (all_0_47_47 = e0)
% 59.79/24.95  																								| (1278) all_0_48_48 = e0 | all_0_49_49 = e0
% 59.79/24.95  																								|
% 59.79/24.95  																									+-Applying beta-rule and splitting (1278), into two cases.
% 59.79/24.95  																									|-Branch one:
% 59.79/24.95  																									| (1279) all_0_48_48 = e0
% 59.79/24.95  																									|
% 59.79/24.95  																										| Combining equations (335,1279) yields a new equation:
% 59.79/24.95  																										| (391) e2 = e0
% 59.79/24.95  																										|
% 59.79/24.95  																										| Simplifying 391 yields:
% 59.79/24.95  																										| (330) e2 = e0
% 59.79/24.95  																										|
% 59.79/24.95  																										| Equations (330) can reduce 128 to:
% 59.79/24.95  																										| (266) $false
% 59.79/24.95  																										|
% 59.79/24.95  																										|-The branch is then unsatisfiable
% 59.79/24.95  																									|-Branch two:
% 59.79/24.95  																									| (1283)  ~ (all_0_48_48 = e0)
% 59.79/24.95  																									| (978) all_0_49_49 = e0
% 59.79/24.95  																									|
% 59.79/24.95  																										| Equations (978) can reduce 487 to:
% 59.79/24.95  																										| (266) $false
% 59.79/24.95  																										|
% 59.79/24.95  																										|-The branch is then unsatisfiable
% 59.79/24.95  																					|-Branch two:
% 59.79/24.95  																					| (828)  ~ (all_0_56_56 = e0)
% 59.79/24.95  																					| (924) all_0_57_57 = e0 | all_0_58_58 = e0
% 59.79/24.95  																					|
% 59.79/24.95  																						+-Applying beta-rule and splitting (104), into two cases.
% 59.79/24.95  																						|-Branch one:
% 59.79/24.95  																						| (480) all_0_39_39 = e0
% 59.79/24.95  																						|
% 59.79/24.95  																							| Combining equations (480,317) yields a new equation:
% 59.79/24.95  																							| (330) e2 = e0
% 59.79/24.95  																							|
% 59.79/24.95  																							| Equations (330) can reduce 128 to:
% 59.79/24.95  																							| (266) $false
% 59.79/24.95  																							|
% 59.79/24.95  																							|-The branch is then unsatisfiable
% 59.79/24.95  																						|-Branch two:
% 59.79/24.95  																						| (484)  ~ (all_0_39_39 = e0)
% 59.79/24.95  																						| (558) all_0_42_42 = e0 | all_0_47_47 = e0 | all_0_56_56 = e0
% 59.79/24.95  																						|
% 59.79/24.95  																							| Equations (317) can reduce 484 to:
% 59.79/24.95  																							| (128)  ~ (e2 = e0)
% 59.79/24.95  																							|
% 59.79/24.95  																							+-Applying beta-rule and splitting (924), into two cases.
% 59.79/24.95  																							|-Branch one:
% 59.79/24.95  																							| (875) all_0_57_57 = e0
% 59.79/24.95  																							|
% 59.79/24.95  																								| Equations (875) can reduce 364 to:
% 59.79/24.95  																								| (266) $false
% 59.79/24.95  																								|
% 59.79/24.95  																								|-The branch is then unsatisfiable
% 59.79/24.95  																							|-Branch two:
% 59.79/24.95  																							| (364)  ~ (all_0_57_57 = e0)
% 59.79/24.95  																							| (914) all_0_58_58 = e0
% 59.79/24.95  																							|
% 59.79/24.95  																								| Combining equations (914,624) yields a new equation:
% 59.79/24.95  																								| (330) e2 = e0
% 59.79/24.95  																								|
% 59.79/24.95  																								| Equations (330) can reduce 128 to:
% 59.79/24.95  																								| (266) $false
% 59.79/24.95  																								|
% 59.79/24.95  																								|-The branch is then unsatisfiable
% 59.79/24.95  																|-Branch two:
% 59.79/24.95  																| (302)  ~ (all_0_50_50 = e2)
% 59.79/24.95  																| (386) all_0_55_55 = e2
% 59.79/24.95  																|
% 59.79/24.95  																	| Equations (386) can reduce 304 to:
% 59.79/24.95  																	| (266) $false
% 59.79/24.95  																	|
% 59.79/24.95  																	|-The branch is then unsatisfiable
% 59.79/24.95  											|-Branch two:
% 59.83/24.95  											| (5470)  ~ (all_0_43_43 = e0)
% 59.83/24.95  											| (5471) all_0_48_48 = e0 | all_0_57_57 = e0
% 59.83/24.95  											|
% 59.83/24.95  												+-Applying beta-rule and splitting (5471), into two cases.
% 59.83/24.95  												|-Branch one:
% 59.83/24.95  												| (1279) all_0_48_48 = e0
% 59.83/24.95  												|
% 59.83/24.95  													| Combining equations (335,1279) yields a new equation:
% 59.83/24.95  													| (391) e2 = e0
% 59.83/24.95  													|
% 59.83/24.95  													| Simplifying 391 yields:
% 59.83/24.95  													| (330) e2 = e0
% 59.83/24.95  													|
% 59.83/24.95  													| Equations (330) can reduce 128 to:
% 59.83/24.95  													| (266) $false
% 59.83/24.95  													|
% 59.83/24.95  													|-The branch is then unsatisfiable
% 59.83/24.95  												|-Branch two:
% 59.83/24.95  												| (1283)  ~ (all_0_48_48 = e0)
% 59.83/24.95  												| (875) all_0_57_57 = e0
% 59.83/24.95  												|
% 59.83/24.95  													| Equations (875) can reduce 199 to:
% 59.83/24.95  													| (5470)  ~ (all_0_43_43 = e0)
% 59.83/24.95  													|
% 59.83/24.95  													| Equations (875) can reduce 11 to:
% 59.83/24.95  													| (72)  ~ (all_0_52_52 = e0)
% 59.83/24.95  													|
% 59.83/24.95  													| Equations (875) can reduce 81 to:
% 59.83/24.95  													| (803)  ~ (all_0_55_55 = e0)
% 59.83/24.95  													|
% 59.83/24.95  													| Equations (875) can reduce 140 to:
% 59.83/24.95  													| (828)  ~ (all_0_56_56 = e0)
% 59.83/24.95  													|
% 59.83/24.95  													| Equations (875) can reduce 148 to:
% 59.83/24.95  													| (490)  ~ (all_0_58_58 = e0)
% 59.83/24.95  													|
% 59.83/24.95  													| Simplifying 490 yields:
% 59.83/24.95  													| (491)  ~ (all_0_58_58 = e0)
% 59.83/24.95  													|
% 59.83/24.95  													| Equations (875) can reduce 67 to:
% 59.83/24.95  													| (541)  ~ (e3 = e0)
% 59.83/24.95  													|
% 59.83/24.95  													| Simplifying 541 yields:
% 59.83/24.95  													| (80)  ~ (e3 = e0)
% 59.83/24.95  													|
% 59.83/24.95  													+-Applying beta-rule and splitting (195), into two cases.
% 59.83/24.95  													|-Branch one:
% 59.83/24.95  													| (396) all_0_43_43 = e4
% 59.83/24.95  													|
% 59.83/24.95  														| Equations (396) can reduce 217 to:
% 59.83/24.95  														| (958)  ~ (all_0_52_52 = e4)
% 59.83/24.95  														|
% 59.83/24.95  														| Simplifying 958 yields:
% 59.83/24.95  														| (780)  ~ (all_0_52_52 = e4)
% 59.83/24.95  														|
% 59.83/24.95  														| From (396) and (37) follows:
% 59.83/24.95  														| (5492) op(e3, e1) = e4
% 59.83/24.95  														|
% 59.83/24.95  														+-Applying beta-rule and splitting (130), into two cases.
% 59.83/24.95  														|-Branch one:
% 59.83/24.95  														| (430) all_0_43_43 = e1
% 59.83/24.95  														|
% 59.83/24.95  															| Combining equations (396,430) yields a new equation:
% 59.83/24.95  															| (636) e4 = e1
% 59.83/24.95  															|
% 59.83/24.95  															| Simplifying 636 yields:
% 59.83/24.95  															| (630) e4 = e1
% 59.83/24.95  															|
% 59.83/24.95  															| Equations (630) can reduce 110 to:
% 59.83/24.95  															| (266) $false
% 59.83/24.95  															|
% 59.83/24.95  															|-The branch is then unsatisfiable
% 59.83/24.95  														|-Branch two:
% 59.83/24.95  														| (433)  ~ (all_0_43_43 = e1)
% 59.83/24.95  														| (434) all_0_48_48 = e1 | all_0_52_52 = e1 | all_0_57_57 = e1
% 59.83/24.95  														|
% 59.83/24.95  															+-Applying beta-rule and splitting (434), into two cases.
% 59.83/24.95  															|-Branch one:
% 59.83/24.95  															| (615) all_0_48_48 = e1
% 59.83/24.95  															|
% 59.83/24.95  																| Combining equations (335,615) yields a new equation:
% 59.83/24.95  																| (616) e2 = e1
% 59.83/24.95  																|
% 59.83/24.95  																| Simplifying 616 yields:
% 59.83/24.95  																| (617) e2 = e1
% 59.83/24.95  																|
% 59.83/24.95  																| Equations (617) can reduce 122 to:
% 59.83/24.95  																| (266) $false
% 59.83/24.95  																|
% 59.83/24.95  																|-The branch is then unsatisfiable
% 59.83/24.95  															|-Branch two:
% 59.83/24.95  															| (619)  ~ (all_0_48_48 = e1)
% 59.83/24.95  															| (620) all_0_52_52 = e1 | all_0_57_57 = e1
% 59.83/24.95  															|
% 59.83/24.95  																+-Applying beta-rule and splitting (163), into two cases.
% 59.83/24.95  																|-Branch one:
% 59.83/24.95  																| (565) all_0_52_52 = e4
% 59.83/24.95  																|
% 59.83/24.95  																	| Equations (565) can reduce 780 to:
% 59.83/24.95  																	| (266) $false
% 59.83/24.95  																	|
% 59.83/24.95  																	|-The branch is then unsatisfiable
% 59.83/24.95  																|-Branch two:
% 59.83/24.95  																| (780)  ~ (all_0_52_52 = e4)
% 59.83/24.95  																| (781) (all_0_41_41 = e0 & all_0_58_58 = e3 &  ~ (all_0_44_44 = e3)) | (all_0_41_41 = e0 & all_0_58_58 = e3 &  ~ (all_0_55_55 = e0)) | (all_0_47_47 = e1 & all_0_52_52 = e2 &  ~ (all_0_48_48 = e2)) | (all_0_47_47 = e1 & all_0_52_52 = e2 &  ~ (all_0_51_51 = e1)) | (all_0_47_47 = e0 & all_0_58_58 = e2 &  ~ (all_0_49_49 = e2)) | (all_0_47_47 = e0 & all_0_58_58 = e2 &  ~ (all_0_56_56 = e0))
% 59.83/24.95  																|
% 59.83/24.95  																	+-Applying beta-rule and splitting (620), into two cases.
% 59.83/24.95  																	|-Branch one:
% 59.83/24.95  																	| (642) all_0_52_52 = e1
% 59.83/24.95  																	|
% 59.83/24.95  																		| Equations (642) can reduce 20 to:
% 59.83/24.95  																		| (464)  ~ (all_0_51_51 = e1)
% 59.83/24.95  																		|
% 59.83/24.95  																		| Equations (642) can reduce 46 to:
% 59.83/24.95  																		| (1458)  ~ (all_0_53_53 = e1)
% 59.83/24.95  																		|
% 59.83/24.95  																		| Simplifying 1458 yields:
% 59.83/24.95  																		| (1459)  ~ (all_0_53_53 = e1)
% 59.83/24.95  																		|
% 59.83/24.95  																		| Equations (642) can reduce 342 to:
% 59.83/24.95  																		| (604)  ~ (e2 = e1)
% 59.83/24.95  																		|
% 59.83/24.95  																		| Simplifying 604 yields:
% 59.83/24.95  																		| (122)  ~ (e2 = e1)
% 59.83/24.95  																		|
% 59.83/24.95  																		+-Applying beta-rule and splitting (781), into two cases.
% 59.83/24.95  																		|-Branch one:
% 59.83/24.95  																		| (789) (all_0_41_41 = e0 & all_0_58_58 = e3 &  ~ (all_0_44_44 = e3)) | (all_0_41_41 = e0 & all_0_58_58 = e3 &  ~ (all_0_55_55 = e0)) | (all_0_47_47 = e1 & all_0_52_52 = e2 &  ~ (all_0_48_48 = e2)) | (all_0_47_47 = e1 & all_0_52_52 = e2 &  ~ (all_0_51_51 = e1)) | (all_0_47_47 = e0 & all_0_58_58 = e2 &  ~ (all_0_49_49 = e2))
% 59.83/24.95  																		|
% 59.83/24.95  																			+-Applying beta-rule and splitting (789), into two cases.
% 59.83/24.95  																			|-Branch one:
% 59.83/24.95  																			| (790) (all_0_41_41 = e0 & all_0_58_58 = e3 &  ~ (all_0_44_44 = e3)) | (all_0_41_41 = e0 & all_0_58_58 = e3 &  ~ (all_0_55_55 = e0)) | (all_0_47_47 = e1 & all_0_52_52 = e2 &  ~ (all_0_48_48 = e2)) | (all_0_47_47 = e1 & all_0_52_52 = e2 &  ~ (all_0_51_51 = e1))
% 59.83/24.95  																			|
% 59.83/24.95  																				+-Applying beta-rule and splitting (790), into two cases.
% 59.83/24.95  																				|-Branch one:
% 59.83/24.95  																				| (791) (all_0_41_41 = e0 & all_0_58_58 = e3 &  ~ (all_0_44_44 = e3)) | (all_0_41_41 = e0 & all_0_58_58 = e3 &  ~ (all_0_55_55 = e0)) | (all_0_47_47 = e1 & all_0_52_52 = e2 &  ~ (all_0_48_48 = e2))
% 59.83/24.95  																				|
% 59.83/24.95  																					+-Applying beta-rule and splitting (791), into two cases.
% 59.83/24.95  																					|-Branch one:
% 59.83/24.95  																					| (792) (all_0_41_41 = e0 & all_0_58_58 = e3 &  ~ (all_0_44_44 = e3)) | (all_0_41_41 = e0 & all_0_58_58 = e3 &  ~ (all_0_55_55 = e0))
% 59.83/24.95  																					|
% 59.83/24.95  																						+-Applying beta-rule and splitting (792), into two cases.
% 59.83/24.95  																						|-Branch one:
% 59.83/24.95  																						| (793) all_0_41_41 = e0 & all_0_58_58 = e3 &  ~ (all_0_44_44 = e3)
% 59.83/24.95  																						|
% 59.83/24.95  																							| Applying alpha-rule on (793) yields:
% 59.83/24.95  																							| (794) all_0_41_41 = e0
% 59.83/24.95  																							| (795) all_0_58_58 = e3
% 59.83/24.95  																							| (407)  ~ (all_0_44_44 = e3)
% 59.83/24.95  																							|
% 59.83/24.95  																							| Equations (795) can reduce 276 to:
% 59.83/24.95  																							| (266) $false
% 59.83/24.95  																							|
% 59.83/24.95  																							|-The branch is then unsatisfiable
% 59.83/24.95  																						|-Branch two:
% 59.83/24.95  																						| (800) all_0_41_41 = e0 & all_0_58_58 = e3 &  ~ (all_0_55_55 = e0)
% 59.83/24.95  																						|
% 59.83/24.95  																							| Applying alpha-rule on (800) yields:
% 59.83/24.95  																							| (794) all_0_41_41 = e0
% 59.83/24.95  																							| (795) all_0_58_58 = e3
% 59.83/24.95  																							| (803)  ~ (all_0_55_55 = e0)
% 59.83/24.95  																							|
% 59.83/24.95  																							| Equations (795) can reduce 276 to:
% 59.83/24.95  																							| (266) $false
% 59.83/24.95  																							|
% 59.83/24.95  																							|-The branch is then unsatisfiable
% 59.83/24.95  																					|-Branch two:
% 59.83/24.95  																					| (807) all_0_47_47 = e1 & all_0_52_52 = e2 &  ~ (all_0_48_48 = e2)
% 59.83/24.95  																					|
% 59.83/24.95  																						| Applying alpha-rule on (807) yields:
% 59.83/24.95  																						| (654) all_0_47_47 = e1
% 59.83/24.95  																						| (352) all_0_52_52 = e2
% 59.83/24.95  																						| (810)  ~ (all_0_48_48 = e2)
% 59.83/24.95  																						|
% 59.83/24.95  																						| Combining equations (642,352) yields a new equation:
% 59.83/24.95  																						| (617) e2 = e1
% 59.83/24.95  																						|
% 59.83/24.95  																						| Equations (617) can reduce 122 to:
% 59.83/24.95  																						| (266) $false
% 59.83/24.95  																						|
% 59.83/24.95  																						|-The branch is then unsatisfiable
% 59.83/24.95  																				|-Branch two:
% 59.83/24.95  																				| (813) all_0_47_47 = e1 & all_0_52_52 = e2 &  ~ (all_0_51_51 = e1)
% 59.83/24.95  																				|
% 59.83/24.95  																					| Applying alpha-rule on (813) yields:
% 59.83/24.95  																					| (654) all_0_47_47 = e1
% 59.83/24.95  																					| (352) all_0_52_52 = e2
% 59.83/24.95  																					| (464)  ~ (all_0_51_51 = e1)
% 59.83/24.95  																					|
% 59.83/24.95  																					| Combining equations (642,352) yields a new equation:
% 59.83/24.95  																					| (617) e2 = e1
% 59.83/24.95  																					|
% 59.83/24.95  																					| Equations (617) can reduce 122 to:
% 59.83/24.95  																					| (266) $false
% 59.83/24.95  																					|
% 59.83/24.95  																					|-The branch is then unsatisfiable
% 59.83/24.95  																			|-Branch two:
% 59.83/24.95  																			| (819) all_0_47_47 = e0 & all_0_58_58 = e2 &  ~ (all_0_49_49 = e2)
% 59.83/24.95  																			|
% 59.83/24.95  																				| Applying alpha-rule on (819) yields:
% 59.83/24.95  																				| (674) all_0_47_47 = e0
% 59.83/24.95  																				| (624) all_0_58_58 = e2
% 59.83/24.95  																				| (340)  ~ (all_0_49_49 = e2)
% 59.83/24.95  																				|
% 59.83/24.95  																				| Equations (674) can reduce 198 to:
% 59.83/24.95  																				| (358)  ~ (all_0_42_42 = e0)
% 59.83/24.95  																				|
% 59.83/24.95  																				| Equations (674) can reduce 19 to:
% 59.83/24.95  																				| (831)  ~ (all_0_46_46 = e0)
% 59.83/24.95  																				|
% 59.83/24.96  																				| Equations (674) can reduce 86 to:
% 59.83/24.96  																				| (486)  ~ (all_0_49_49 = e0)
% 59.83/24.96  																				|
% 59.83/24.96  																				| Simplifying 486 yields:
% 59.83/24.96  																				| (487)  ~ (all_0_49_49 = e0)
% 59.83/24.96  																				|
% 59.83/24.96  																				| Equations (674) can reduce 224 to:
% 59.83/24.96  																				| (1404)  ~ (all_0_51_51 = e0)
% 59.83/24.96  																				|
% 59.83/24.96  																				| Simplifying 1404 yields:
% 59.83/24.96  																				| (115)  ~ (all_0_51_51 = e0)
% 59.83/24.96  																				|
% 59.83/24.96  																				| Equations (674) can reduce 91 to:
% 59.83/24.96  																				| (1181)  ~ (all_0_56_56 = e0)
% 59.83/24.96  																				|
% 59.83/24.96  																				| Simplifying 1181 yields:
% 59.83/24.96  																				| (828)  ~ (all_0_56_56 = e0)
% 59.83/24.96  																				|
% 59.83/24.96  																				| Equations (624) can reduce 3 to:
% 59.83/24.96  																				| (304)  ~ (all_0_55_55 = e2)
% 59.83/24.96  																				|
% 59.83/24.96  																				| Equations (624) can reduce 44 to:
% 59.83/24.96  																				| (511)  ~ (all_0_56_56 = e2)
% 59.83/24.96  																				|
% 59.83/24.96  																				+-Applying beta-rule and splitting (174), into two cases.
% 59.83/24.96  																				|-Branch one:
% 59.83/24.96  																				| (386) all_0_55_55 = e2
% 59.83/24.96  																				|
% 59.83/24.96  																					| Equations (386) can reduce 304 to:
% 59.83/24.96  																					| (266) $false
% 59.83/24.96  																					|
% 59.83/24.96  																					|-The branch is then unsatisfiable
% 59.83/24.96  																				|-Branch two:
% 59.83/24.96  																				| (304)  ~ (all_0_55_55 = e2)
% 59.83/24.96  																				| (2051) all_0_55_55 = e4 | all_0_55_55 = e3 | all_0_55_55 = e1 | all_0_55_55 = e0
% 59.83/24.96  																				|
% 59.83/24.96  																					+-Applying beta-rule and splitting (2051), into two cases.
% 59.83/24.96  																					|-Branch one:
% 59.83/24.96  																					| (587) all_0_55_55 = e4
% 59.83/24.96  																					|
% 59.83/24.96  																						| Equations (587) can reduce 763 to:
% 59.83/24.96  																						| (266) $false
% 59.83/24.96  																						|
% 59.83/24.96  																						|-The branch is then unsatisfiable
% 59.83/24.96  																					|-Branch two:
% 59.83/24.96  																					| (763)  ~ (all_0_55_55 = e4)
% 59.83/24.96  																					| (2055) all_0_55_55 = e3 | all_0_55_55 = e1 | all_0_55_55 = e0
% 59.83/24.96  																					|
% 59.83/24.96  																						+-Applying beta-rule and splitting (2055), into two cases.
% 59.83/24.96  																						|-Branch one:
% 59.83/24.96  																						| (858) all_0_55_55 = e0
% 59.83/24.96  																						|
% 59.83/24.96  																							| Equations (858) can reduce 803 to:
% 59.83/24.96  																							| (266) $false
% 59.83/24.96  																							|
% 59.83/24.96  																							|-The branch is then unsatisfiable
% 59.83/24.96  																						|-Branch two:
% 59.83/24.96  																						| (803)  ~ (all_0_55_55 = e0)
% 59.83/24.96  																						| (2315) all_0_55_55 = e3 | all_0_55_55 = e1
% 59.83/24.96  																						|
% 59.83/24.96  																							+-Applying beta-rule and splitting (2315), into two cases.
% 59.83/24.96  																							|-Branch one:
% 59.83/24.96  																							| (629) all_0_55_55 = e1
% 59.83/24.96  																							|
% 59.83/24.96  																								| Equations (629) can reduce 191 to:
% 59.83/24.96  																								| (457)  ~ (all_0_41_41 = e1)
% 59.83/24.96  																								|
% 59.83/24.96  																								| Equations (629) can reduce 58 to:
% 59.83/24.96  																								| (549)  ~ (all_0_46_46 = e1)
% 59.83/24.96  																								|
% 59.83/24.96  																								| Equations (629) can reduce 93 to:
% 59.83/24.96  																								| (759)  ~ (all_0_50_50 = e1)
% 59.83/24.96  																								|
% 59.83/24.96  																								| Equations (629) can reduce 153 to:
% 59.83/24.96  																								| (465)  ~ (all_0_56_56 = e1)
% 59.83/24.96  																								|
% 59.83/24.96  																								| Simplifying 465 yields:
% 59.83/24.96  																								| (466)  ~ (all_0_56_56 = e1)
% 59.83/24.96  																								|
% 59.83/24.96  																								| From (629) and (74) follows:
% 59.83/24.96  																								| (6587) op(e0, e3) = e1
% 59.83/24.96  																								|
% 59.83/24.96  																								+-Applying beta-rule and splitting (123), into two cases.
% 59.83/24.96  																								|-Branch one:
% 59.83/24.96  																								| (1794) all_0_46_46 = e2
% 59.83/24.96  																								|
% 59.83/24.96  																									| Equations (1794) can reduce 300 to:
% 59.83/24.96  																									| (266) $false
% 59.83/24.96  																									|
% 59.83/24.96  																									|-The branch is then unsatisfiable
% 59.83/24.96  																								|-Branch two:
% 59.83/24.96  																								| (300)  ~ (all_0_46_46 = e2)
% 59.83/24.96  																								| (1797) all_0_46_46 = e4 | all_0_46_46 = e3 | all_0_46_46 = e1 | all_0_46_46 = e0
% 59.83/24.96  																								|
% 59.83/24.96  																									+-Applying beta-rule and splitting (1797), into two cases.
% 59.83/24.96  																									|-Branch one:
% 59.83/24.96  																									| (770) all_0_46_46 = e4
% 59.83/24.96  																									|
% 59.83/24.96  																										| Equations (770) can reduce 250 to:
% 59.83/24.96  																										| (266) $false
% 59.83/24.96  																										|
% 59.83/24.96  																										|-The branch is then unsatisfiable
% 59.83/24.96  																									|-Branch two:
% 59.83/24.96  																									| (250)  ~ (all_0_46_46 = e4)
% 59.83/24.96  																									| (1801) all_0_46_46 = e3 | all_0_46_46 = e1 | all_0_46_46 = e0
% 59.83/24.96  																									|
% 59.83/24.96  																										+-Applying beta-rule and splitting (1801), into two cases.
% 59.83/24.96  																										|-Branch one:
% 59.83/24.96  																										| (538) all_0_46_46 = e0
% 59.83/24.96  																										|
% 59.83/24.96  																											| Equations (538) can reduce 831 to:
% 59.83/24.96  																											| (266) $false
% 59.83/24.96  																											|
% 59.83/24.96  																											|-The branch is then unsatisfiable
% 59.83/24.96  																										|-Branch two:
% 59.83/24.96  																										| (831)  ~ (all_0_46_46 = e0)
% 59.83/24.96  																										| (1838) all_0_46_46 = e3 | all_0_46_46 = e1
% 59.83/24.96  																										|
% 59.83/24.96  																											+-Applying beta-rule and splitting (1838), into two cases.
% 59.83/24.96  																											|-Branch one:
% 59.83/24.96  																											| (545) all_0_46_46 = e1
% 59.83/24.96  																											|
% 59.83/24.96  																												| Equations (545) can reduce 549 to:
% 59.83/24.96  																												| (266) $false
% 59.83/24.96  																												|
% 59.83/24.96  																												|-The branch is then unsatisfiable
% 59.83/24.96  																											|-Branch two:
% 59.83/24.96  																											| (549)  ~ (all_0_46_46 = e1)
% 59.83/24.96  																											| (1557) all_0_46_46 = e3
% 59.83/24.96  																											|
% 59.83/24.96  																												| Equations (1557) can reduce 43 to:
% 59.83/24.96  																												| (1898)  ~ (all_0_41_41 = e3)
% 59.83/24.96  																												|
% 59.83/24.96  																												| Equations (1557) can reduce 208 to:
% 59.83/24.96  																												| (524)  ~ (all_0_49_49 = e3)
% 59.83/24.96  																												|
% 59.83/24.96  																												| Simplifying 524 yields:
% 59.83/24.96  																												| (525)  ~ (all_0_49_49 = e3)
% 59.83/24.96  																												|
% 59.83/24.96  																												| Equations (1557) can reduce 35 to:
% 59.83/24.96  																												| (410)  ~ (all_0_50_50 = e3)
% 59.83/24.96  																												|
% 59.83/24.96  																												| Simplifying 410 yields:
% 59.83/24.96  																												| (411)  ~ (all_0_50_50 = e3)
% 59.83/24.96  																												|
% 59.83/24.96  																												| Equations (1557) can reduce 549 to:
% 59.83/24.96  																												| (213)  ~ (e3 = e1)
% 59.83/24.96  																												|
% 59.83/24.96  																												| From (1557) and (120) follows:
% 59.83/24.96  																												| (697) op(e2, e3) = e3
% 59.83/24.96  																												|
% 59.83/24.96  																												+-Applying beta-rule and splitting (95), into two cases.
% 59.83/24.96  																												|-Branch one:
% 59.83/24.96  																												| (378) all_0_50_50 = e2
% 59.83/24.96  																												|
% 59.83/24.96  																													| Equations (378) can reduce 221 to:
% 59.83/24.96  																													| (85)  ~ (all_0_41_41 = e2)
% 59.83/24.96  																													|
% 59.83/24.96  																													| Equations (378) can reduce 190 to:
% 59.83/24.96  																													| (508)  ~ (all_0_53_53 = e2)
% 59.83/24.96  																													|
% 59.83/24.96  																													| Simplifying 508 yields:
% 59.83/24.96  																													| (509)  ~ (all_0_53_53 = e2)
% 59.83/24.96  																													|
% 59.83/24.96  																													+-Applying beta-rule and splitting (133), into two cases.
% 59.83/24.96  																													|-Branch one:
% 59.83/24.96  																													| (833) all_0_56_56 = e2
% 59.83/24.96  																													|
% 59.83/24.96  																														| Equations (833) can reduce 511 to:
% 59.83/24.96  																														| (266) $false
% 59.83/24.96  																														|
% 59.83/24.96  																														|-The branch is then unsatisfiable
% 59.83/24.96  																													|-Branch two:
% 59.83/24.96  																													| (511)  ~ (all_0_56_56 = e2)
% 59.83/24.96  																													| (836) all_0_56_56 = e4 | all_0_56_56 = e3 | all_0_56_56 = e1 | all_0_56_56 = e0
% 59.83/24.96  																													|
% 59.83/24.96  																														+-Applying beta-rule and splitting (836), into two cases.
% 59.83/24.96  																														|-Branch one:
% 59.83/24.96  																														| (842) all_0_56_56 = e4
% 59.83/24.96  																														|
% 59.83/24.96  																															| Equations (842) can reduce 272 to:
% 59.83/24.96  																															| (188)  ~ (e4 = e3)
% 59.83/24.96  																															|
% 59.83/24.96  																															| Equations (842) can reduce 466 to:
% 59.83/24.96  																															| (110)  ~ (e4 = e1)
% 59.83/24.96  																															|
% 59.83/24.96  																															| Equations (842) can reduce 828 to:
% 59.83/24.96  																															| (49)  ~ (e4 = e0)
% 59.83/24.96  																															|
% 59.83/24.96  																															| From (842) and (111) follows:
% 59.83/24.96  																															| (2154) op(e0, e2) = e4
% 59.83/24.96  																															|
% 59.83/24.96  																															+-Applying beta-rule and splitting (243), into two cases.
% 59.83/24.96  																															|-Branch one:
% 59.83/24.96  																															| (329) all_0_38_38 = e0
% 59.83/24.96  																															|
% 59.83/24.96  																																| Combining equations (329,321) yields a new equation:
% 59.83/24.96  																																| (397) e4 = e0
% 59.83/24.96  																																|
% 59.83/24.96  																																| Equations (397) can reduce 49 to:
% 59.83/24.96  																																| (266) $false
% 59.83/24.96  																																|
% 59.83/24.96  																																|-The branch is then unsatisfiable
% 59.83/24.96  																															|-Branch two:
% 59.83/24.96  																															| (332)  ~ (all_0_38_38 = e0)
% 59.83/24.96  																															| (395) all_0_41_41 = e0 | all_0_46_46 = e0 | all_0_55_55 = e0
% 59.83/24.96  																															|
% 59.83/24.96  																																| Equations (321) can reduce 332 to:
% 59.83/24.96  																																| (49)  ~ (e4 = e0)
% 59.83/24.96  																																|
% 59.83/24.96  																																+-Applying beta-rule and splitting (165), into two cases.
% 59.83/24.96  																																|-Branch one:
% 59.83/24.96  																																| (794) all_0_41_41 = e0
% 59.83/24.96  																																|
% 59.83/24.96  																																	| Equations (794) can reduce 214 to:
% 59.83/24.96  																																	| (5565)  ~ (all_0_42_42 = e0)
% 59.83/24.96  																																	|
% 59.83/24.96  																																	| Simplifying 5565 yields:
% 59.83/24.96  																																	| (358)  ~ (all_0_42_42 = e0)
% 59.83/24.96  																																	|
% 59.83/24.96  																																	| Equations (794) can reduce 1898 to:
% 59.83/24.96  																																	| (541)  ~ (e3 = e0)
% 59.83/24.96  																																	|
% 59.83/24.96  																																	| Simplifying 541 yields:
% 59.83/24.96  																																	| (80)  ~ (e3 = e0)
% 59.83/24.96  																																	|
% 59.83/24.96  																																	| Equations (794) can reduce 85 to:
% 59.83/24.96  																																	| (365)  ~ (e2 = e0)
% 59.83/24.96  																																	|
% 59.83/24.96  																																	| Simplifying 365 yields:
% 59.83/24.96  																																	| (128)  ~ (e2 = e0)
% 59.83/24.96  																																	|
% 59.83/24.96  																																	| Equations (794) can reduce 457 to:
% 59.83/24.96  																																	| (435)  ~ (e1 = e0)
% 59.83/24.96  																																	|
% 59.83/24.96  																																	| Simplifying 435 yields:
% 59.83/24.96  																																	| (233)  ~ (e1 = e0)
% 59.83/24.96  																																	|
% 59.83/24.96  																																	+-Applying beta-rule and splitting (135), into two cases.
% 59.83/24.96  																																	|-Branch one:
% 59.83/24.96  																																	| (545) all_0_46_46 = e1
% 59.83/24.96  																																	|
% 59.83/24.96  																																		| Combining equations (1557,545) yields a new equation:
% 59.83/24.96  																																		| (454) e3 = e1
% 59.83/24.96  																																		|
% 59.83/24.96  																																		| Simplifying 454 yields:
% 59.83/24.96  																																		| (455) e3 = e1
% 59.83/24.96  																																		|
% 59.83/24.96  																																		| Equations (455) can reduce 213 to:
% 59.83/24.96  																																		| (266) $false
% 59.83/24.96  																																		|
% 59.83/24.96  																																		|-The branch is then unsatisfiable
% 59.83/24.96  																																	|-Branch two:
% 59.83/24.96  																																	| (549)  ~ (all_0_46_46 = e1)
% 59.83/24.96  																																	| (550) all_0_47_47 = e1 | all_0_48_48 = e1 | all_0_49_49 = e1
% 59.83/24.96  																																	|
% 59.83/24.96  																																		| Equations (1557) can reduce 549 to:
% 59.83/24.96  																																		| (213)  ~ (e3 = e1)
% 59.83/24.96  																																		|
% 59.83/24.96  																																		+-Applying beta-rule and splitting (131), into two cases.
% 59.83/24.96  																																		|-Branch one:
% 59.83/24.96  																																		| (459) all_0_42_42 = e1
% 59.83/24.96  																																		|
% 59.83/24.96  																																			| Equations (459) can reduce 51 to:
% 59.83/24.96  																																			| (604)  ~ (e2 = e1)
% 59.83/24.96  																																			|
% 59.83/24.96  																																			| Simplifying 604 yields:
% 59.83/24.96  																																			| (122)  ~ (e2 = e1)
% 59.83/24.96  																																			|
% 59.83/24.96  																																			| Equations (459) can reduce 358 to:
% 59.83/24.96  																																			| (233)  ~ (e1 = e0)
% 59.83/24.96  																																			|
% 59.83/24.96  																																			+-Applying beta-rule and splitting (180), into two cases.
% 59.83/24.96  																																			|-Branch one:
% 59.83/24.96  																																			| (516) all_0_42_42 = e3
% 59.83/24.96  																																			|
% 59.83/24.96  																																				| Combining equations (459,516) yields a new equation:
% 59.83/24.96  																																				| (455) e3 = e1
% 59.83/24.96  																																				|
% 59.83/24.96  																																				| Equations (455) can reduce 213 to:
% 59.83/24.96  																																				| (266) $false
% 59.83/24.96  																																				|
% 59.83/24.96  																																				|-The branch is then unsatisfiable
% 59.83/24.96  																																			|-Branch two:
% 59.83/24.96  																																			| (405)  ~ (all_0_42_42 = e3)
% 59.83/24.96  																																			| (521) all_0_47_47 = e3 | all_0_51_51 = e3 | all_0_56_56 = e3
% 59.83/24.96  																																			|
% 59.83/24.96  																																				+-Applying beta-rule and splitting (521), into two cases.
% 59.83/24.96  																																				|-Branch one:
% 59.83/24.96  																																				| (522) all_0_47_47 = e3
% 59.83/24.96  																																				|
% 59.83/24.96  																																					| Combining equations (674,522) yields a new equation:
% 59.83/24.96  																																					| (676) e3 = e0
% 59.83/24.96  																																					|
% 59.83/24.96  																																					| Equations (676) can reduce 80 to:
% 59.83/24.96  																																					| (266) $false
% 59.83/24.96  																																					|
% 59.83/24.96  																																					|-The branch is then unsatisfiable
% 59.83/24.96  																																				|-Branch two:
% 59.83/24.96  																																				| (1091)  ~ (all_0_47_47 = e3)
% 59.83/24.96  																																				| (1092) all_0_51_51 = e3 | all_0_56_56 = e3
% 59.83/24.96  																																				|
% 59.83/24.96  																																					+-Applying beta-rule and splitting (1092), into two cases.
% 59.83/24.96  																																					|-Branch one:
% 59.83/24.96  																																					| (660) all_0_51_51 = e3
% 59.83/24.96  																																					|
% 59.83/24.96  																																						| Equations (660) can reduce 6 to:
% 59.83/24.96  																																						| (1114)  ~ (all_0_53_53 = e3)
% 59.83/24.96  																																						|
% 59.83/24.96  																																						| Simplifying 1114 yields:
% 59.83/24.96  																																						| (903)  ~ (all_0_53_53 = e3)
% 59.83/24.96  																																						|
% 59.83/24.96  																																						| Equations (660) can reduce 115 to:
% 59.83/24.96  																																						| (80)  ~ (e3 = e0)
% 59.83/24.96  																																						|
% 59.83/24.96  																																						| From (660) and (186) follows:
% 59.83/24.96  																																						| (1552) op(e1, e2) = e3
% 59.83/24.96  																																						|
% 59.83/24.96  																																						+-Applying beta-rule and splitting (196), into two cases.
% 59.83/24.96  																																						|-Branch one:
% 59.83/24.96  																																						| (607) all_0_53_53 = e2
% 59.83/24.96  																																						|
% 59.83/24.96  																																							| Equations (607) can reduce 509 to:
% 59.83/24.96  																																							| (266) $false
% 59.83/24.96  																																							|
% 59.83/24.96  																																							|-The branch is then unsatisfiable
% 59.83/24.96  																																						|-Branch two:
% 59.83/24.96  																																						| (509)  ~ (all_0_53_53 = e2)
% 59.83/24.96  																																						| (610) all_0_53_53 = e4 | all_0_53_53 = e3 | all_0_53_53 = e1
% 59.83/24.96  																																						|
% 59.83/24.96  																																							+-Applying beta-rule and splitting (610), into two cases.
% 59.83/24.96  																																							|-Branch one:
% 59.83/24.96  																																							| (1298) all_0_53_53 = e4
% 59.83/24.96  																																							|
% 59.83/24.96  																																								| From (1298) and (84) follows:
% 59.83/24.96  																																								| (5692) op(e1, e0) = e4
% 59.83/24.96  																																								|
% 59.83/24.96  																																								+-Applying beta-rule and splitting (550), into two cases.
% 59.83/24.96  																																								|-Branch one:
% 59.83/24.96  																																								| (654) all_0_47_47 = e1
% 59.83/24.96  																																								|
% 59.83/24.96  																																									| Combining equations (654,674) yields a new equation:
% 59.83/24.96  																																									| (546) e1 = e0
% 59.83/24.96  																																									|
% 59.83/24.96  																																									| Simplifying 546 yields:
% 59.83/24.96  																																									| (431) e1 = e0
% 59.83/24.96  																																									|
% 59.83/24.96  																																									| Equations (431) can reduce 233 to:
% 59.83/24.96  																																									| (266) $false
% 59.83/24.96  																																									|
% 59.83/24.96  																																									|-The branch is then unsatisfiable
% 59.83/24.96  																																								|-Branch two:
% 59.83/24.96  																																								| (462)  ~ (all_0_47_47 = e1)
% 59.83/24.96  																																								| (659) all_0_48_48 = e1 | all_0_49_49 = e1
% 59.83/24.96  																																								|
% 59.83/24.96  																																									+-Applying beta-rule and splitting (659), into two cases.
% 59.83/24.96  																																									|-Branch one:
% 59.83/24.96  																																									| (615) all_0_48_48 = e1
% 59.83/24.96  																																									|
% 59.83/24.96  																																										| Combining equations (335,615) yields a new equation:
% 59.83/24.96  																																										| (616) e2 = e1
% 59.83/24.96  																																										|
% 59.83/24.96  																																										| Simplifying 616 yields:
% 59.83/24.96  																																										| (617) e2 = e1
% 59.83/24.96  																																										|
% 59.83/24.96  																																										| Equations (617) can reduce 122 to:
% 59.83/24.96  																																										| (266) $false
% 59.83/24.96  																																										|
% 59.83/24.96  																																										|-The branch is then unsatisfiable
% 59.83/24.96  																																									|-Branch two:
% 59.83/24.96  																																									| (619)  ~ (all_0_48_48 = e1)
% 59.83/24.96  																																									| (671) all_0_49_49 = e1
% 59.83/24.96  																																									|
% 59.83/24.96  																																										| Equations (671) can reduce 525 to:
% 59.83/24.96  																																										| (467)  ~ (e3 = e1)
% 59.83/24.96  																																										|
% 59.83/24.96  																																										| Simplifying 467 yields:
% 59.83/24.96  																																										| (213)  ~ (e3 = e1)
% 59.83/24.96  																																										|
% 59.83/24.96  																																										| Equations (671) can reduce 487 to:
% 59.83/24.96  																																										| (233)  ~ (e1 = e0)
% 59.83/24.96  																																										|
% 59.83/24.96  																																										+-Applying beta-rule and splitting (113), into two cases.
% 59.83/24.96  																																										|-Branch one:
% 59.83/24.96  																																										| (403) all_0_41_41 = e3
% 59.83/24.96  																																										|
% 59.83/24.96  																																											| Combining equations (403,794) yields a new equation:
% 59.83/24.96  																																											| (675) e3 = e0
% 59.83/24.96  																																											|
% 59.83/24.96  																																											| Simplifying 675 yields:
% 59.83/24.96  																																											| (676) e3 = e0
% 59.83/24.96  																																											|
% 59.83/24.96  																																											| Equations (676) can reduce 80 to:
% 59.83/24.96  																																											| (266) $false
% 59.83/24.96  																																											|
% 59.83/24.96  																																											|-The branch is then unsatisfiable
% 59.83/24.96  																																										|-Branch two:
% 59.83/24.96  																																										| (1898)  ~ (all_0_41_41 = e3)
% 59.83/24.96  																																										| (1899) all_0_42_42 = e3 | all_0_44_44 = e3
% 59.83/24.96  																																										|
% 59.83/24.96  																																											+-Applying beta-rule and splitting (1899), into two cases.
% 59.83/24.96  																																											|-Branch one:
% 59.83/24.96  																																											| (516) all_0_42_42 = e3
% 59.83/24.96  																																											|
% 59.83/24.96  																																												| Combining equations (516,459) yields a new equation:
% 59.83/24.96  																																												| (454) e3 = e1
% 59.83/24.96  																																												|
% 59.83/24.96  																																												| Simplifying 454 yields:
% 59.83/24.96  																																												| (455) e3 = e1
% 59.83/24.96  																																												|
% 59.83/24.96  																																												| Equations (455) can reduce 213 to:
% 59.83/24.96  																																												| (266) $false
% 59.83/24.96  																																												|
% 59.83/24.96  																																												|-The branch is then unsatisfiable
% 59.83/24.96  																																											|-Branch two:
% 59.83/24.96  																																											| (405)  ~ (all_0_42_42 = e3)
% 59.83/24.96  																																											| (532) all_0_44_44 = e3
% 59.83/24.96  																																											|
% 59.83/24.96  																																												| From (532) and (138) follows:
% 59.83/24.96  																																												| (1639) op(e3, e0) = e3
% 59.83/24.96  																																												|
% 59.83/24.96  																																												+-Applying beta-rule and splitting (56), into two cases.
% 59.83/24.96  																																												|-Branch one:
% 59.83/24.96  																																												| (696) unit = e2
% 59.83/24.96  																																												|
% 59.83/24.96  																																													| From (696) and (211) follows:
% 59.83/24.96  																																													| (1612) op(e2, e1) = e1
% 59.83/24.96  																																													|
% 59.83/24.96  																																													| From (696) and (227) follows:
% 59.83/24.96  																																													| (4284) op(e4, e2) = e4
% 59.83/24.96  																																													|
% 59.83/24.96  																																													| From (696) and (42) follows:
% 59.83/24.96  																																													| (1613) op(e0, e2) = e0
% 59.83/24.96  																																													|
% 59.83/24.96  																																													| Instantiating formula (29) with e4, e2, e4, e2 and discharging atoms op(e4, e2) = e4, op(e4, e2) = e2, yields:
% 59.83/24.96  																																													| (323) e4 = e2
% 59.83/24.96  																																													|
% 59.83/24.96  																																													| Instantiating formula (29) with e2, e1, e1, e2 and discharging atoms op(e2, e1) = e2, op(e2, e1) = e1, yields:
% 59.83/24.96  																																													| (617) e2 = e1
% 59.83/24.96  																																													|
% 59.83/24.96  																																													| Instantiating formula (29) with e0, e2, e0, e4 and discharging atoms op(e0, e2) = e4, op(e0, e2) = e0, yields:
% 59.83/24.96  																																													| (397) e4 = e0
% 59.83/24.96  																																													|
% 59.83/24.96  																																													| Combining equations (323,397) yields a new equation:
% 59.83/24.96  																																													| (391) e2 = e0
% 59.83/24.96  																																													|
% 59.83/24.96  																																													| Simplifying 391 yields:
% 59.83/24.96  																																													| (330) e2 = e0
% 59.83/24.96  																																													|
% 59.83/24.96  																																													| Combining equations (617,330) yields a new equation:
% 59.83/24.96  																																													| (546) e1 = e0
% 59.83/24.96  																																													|
% 59.83/24.96  																																													| Simplifying 546 yields:
% 59.83/24.96  																																													| (431) e1 = e0
% 59.83/24.96  																																													|
% 59.83/24.96  																																													| Equations (431) can reduce 233 to:
% 59.83/24.96  																																													| (266) $false
% 59.83/24.96  																																													|
% 59.83/24.96  																																													|-The branch is then unsatisfiable
% 59.83/24.96  																																												|-Branch two:
% 59.83/24.96  																																												| (707)  ~ (unit = e2)
% 59.83/24.96  																																												| (708) unit = e4 | unit = e3 | unit = e1 | unit = e0
% 59.83/24.96  																																												|
% 59.83/24.96  																																													+-Applying beta-rule and splitting (708), into two cases.
% 59.83/24.96  																																													|-Branch one:
% 59.83/24.96  																																													| (709) unit = e4
% 59.83/24.96  																																													|
% 59.83/24.96  																																														| From (709) and (24) follows:
% 59.83/24.96  																																														| (33325) op(e4, e3) = e3
% 59.83/24.96  																																														|
% 59.83/24.96  																																														| From (709) and (227) follows:
% 59.83/24.96  																																														| (710) op(e4, e4) = e4
% 59.83/24.96  																																														|
% 59.83/24.96  																																														| From (709) and (42) follows:
% 59.83/24.96  																																														| (713) op(e0, e4) = e0
% 59.83/24.96  																																														|
% 59.83/24.96  																																														| Instantiating formula (29) with e4, e4, e4, e1 and discharging atoms op(e4, e4) = e4, op(e4, e4) = e1, yields:
% 59.83/24.96  																																														| (630) e4 = e1
% 59.83/24.96  																																														|
% 59.83/24.96  																																														| Instantiating formula (29) with e4, e3, e3, e4 and discharging atoms op(e4, e3) = e4, op(e4, e3) = e3, yields:
% 59.83/24.96  																																														| (425) e4 = e3
% 59.83/24.96  																																														|
% 59.83/24.96  																																														| Instantiating formula (29) with e0, e4, e0, e3 and discharging atoms op(e0, e4) = e3, op(e0, e4) = e0, yields:
% 59.83/24.96  																																														| (676) e3 = e0
% 59.83/24.96  																																														|
% 59.83/24.96  																																														| Combining equations (630,425) yields a new equation:
% 59.83/24.96  																																														| (455) e3 = e1
% 59.83/24.96  																																														|
% 59.83/24.96  																																														| Combining equations (455,676) yields a new equation:
% 59.83/24.96  																																														| (546) e1 = e0
% 59.83/24.96  																																														|
% 59.83/24.96  																																														| Simplifying 546 yields:
% 59.83/24.96  																																														| (431) e1 = e0
% 59.83/24.96  																																														|
% 59.83/24.96  																																														| Equations (431) can reduce 233 to:
% 59.83/24.96  																																														| (266) $false
% 59.83/24.96  																																														|
% 59.83/24.96  																																														|-The branch is then unsatisfiable
% 59.83/24.96  																																													|-Branch two:
% 59.83/24.96  																																													| (724)  ~ (unit = e4)
% 59.83/24.96  																																													| (725) unit = e3 | unit = e1 | unit = e0
% 59.83/24.96  																																													|
% 59.83/24.96  																																														+-Applying beta-rule and splitting (725), into two cases.
% 59.83/24.96  																																														|-Branch one:
% 59.83/24.96  																																														| (726) unit = e0
% 59.83/24.96  																																														|
% 59.83/24.96  																																															| From (726) and (244) follows:
% 59.83/24.96  																																															| (2207) op(e0, e4) = e4
% 59.83/24.96  																																															|
% 59.83/24.96  																																															| From (726) and (24) follows:
% 59.83/24.96  																																															| (2208) op(e0, e3) = e3
% 59.83/24.96  																																															|
% 59.83/24.96  																																															| From (726) and (15) follows:
% 59.83/24.96  																																															| (1508) op(e0, e2) = e2
% 59.83/24.96  																																															|
% 59.83/24.96  																																															| From (726) and (227) follows:
% 59.83/24.96  																																															| (3205) op(e4, e0) = e4
% 59.83/24.96  																																															|
% 59.83/24.96  																																															| Instantiating formula (29) with e4, e0, e4, e0 and discharging atoms op(e4, e0) = e4, op(e4, e0) = e0, yields:
% 59.83/24.96  																																															| (397) e4 = e0
% 59.83/24.96  																																															|
% 59.83/24.96  																																															| Instantiating formula (29) with e0, e4, e4, e3 and discharging atoms op(e0, e4) = e4, op(e0, e4) = e3, yields:
% 59.83/24.96  																																															| (425) e4 = e3
% 59.83/24.96  																																															|
% 59.83/24.96  																																															| Instantiating formula (29) with e0, e3, e3, e1 and discharging atoms op(e0, e3) = e3, op(e0, e3) = e1, yields:
% 59.83/24.97  																																															| (455) e3 = e1
% 59.83/24.97  																																															|
% 59.83/24.97  																																															| Instantiating formula (29) with e0, e2, e2, e4 and discharging atoms op(e0, e2) = e4, op(e0, e2) = e2, yields:
% 59.83/24.97  																																															| (323) e4 = e2
% 59.83/24.97  																																															|
% 59.83/24.97  																																															| Combining equations (425,323) yields a new equation:
% 59.83/24.97  																																															| (661) e3 = e2
% 59.83/24.97  																																															|
% 59.83/24.97  																																															| Simplifying 661 yields:
% 59.83/24.97  																																															| (662) e3 = e2
% 59.83/24.97  																																															|
% 59.83/24.97  																																															| Combining equations (397,323) yields a new equation:
% 59.83/24.97  																																															| (330) e2 = e0
% 59.83/24.97  																																															|
% 59.83/24.97  																																															| Combining equations (662,455) yields a new equation:
% 59.83/24.97  																																															| (616) e2 = e1
% 59.83/24.97  																																															|
% 59.83/24.97  																																															| Simplifying 616 yields:
% 59.83/24.97  																																															| (617) e2 = e1
% 59.83/24.97  																																															|
% 59.83/24.97  																																															| Combining equations (617,330) yields a new equation:
% 59.83/24.97  																																															| (546) e1 = e0
% 59.83/24.97  																																															|
% 59.83/24.97  																																															| Simplifying 546 yields:
% 59.83/24.97  																																															| (431) e1 = e0
% 59.83/24.97  																																															|
% 59.83/24.97  																																															| Equations (431) can reduce 233 to:
% 59.83/24.97  																																															| (266) $false
% 59.83/24.97  																																															|
% 59.83/24.97  																																															|-The branch is then unsatisfiable
% 59.83/24.97  																																														|-Branch two:
% 59.83/24.97  																																														| (734)  ~ (unit = e0)
% 59.83/24.97  																																														| (735) unit = e3 | unit = e1
% 59.83/24.97  																																														|
% 59.83/24.97  																																															+-Applying beta-rule and splitting (735), into two cases.
% 59.83/24.97  																																															|-Branch one:
% 59.83/24.97  																																															| (736) unit = e1
% 59.83/24.97  																																															|
% 59.83/24.97  																																																| From (736) and (15) follows:
% 59.83/24.97  																																																| (515) op(e1, e2) = e2
% 59.83/24.97  																																																|
% 59.83/24.97  																																																| From (736) and (209) follows:
% 59.83/24.97  																																																| (2715) op(e1, e0) = e0
% 59.83/24.97  																																																|
% 59.83/24.97  																																																| From (736) and (40) follows:
% 59.83/24.97  																																																| (1652) op(e3, e1) = e3
% 59.83/24.97  																																																|
% 59.83/24.97  																																																| Instantiating formula (29) with e3, e1, e3, e4 and discharging atoms op(e3, e1) = e4, op(e3, e1) = e3, yields:
% 59.83/24.97  																																																| (425) e4 = e3
% 59.83/24.97  																																																|
% 59.83/24.97  																																																| Instantiating formula (29) with e1, e2, e2, e3 and discharging atoms op(e1, e2) = e3, op(e1, e2) = e2, yields:
% 59.83/24.97  																																																| (662) e3 = e2
% 59.83/24.97  																																																|
% 59.83/24.97  																																																| Instantiating formula (29) with e1, e0, e0, e4 and discharging atoms op(e1, e0) = e4, op(e1, e0) = e0, yields:
% 59.83/24.97  																																																| (397) e4 = e0
% 59.83/24.97  																																																|
% 59.83/24.97  																																																| Combining equations (425,397) yields a new equation:
% 59.83/24.97  																																																| (675) e3 = e0
% 59.83/24.97  																																																|
% 59.83/24.97  																																																| Simplifying 675 yields:
% 59.83/24.97  																																																| (676) e3 = e0
% 59.83/24.97  																																																|
% 59.83/24.97  																																																| Combining equations (676,662) yields a new equation:
% 59.83/24.97  																																																| (330) e2 = e0
% 59.83/24.97  																																																|
% 59.83/24.97  																																																| Equations (330) can reduce 128 to:
% 59.83/24.97  																																																| (266) $false
% 59.83/24.97  																																																|
% 59.83/24.97  																																																|-The branch is then unsatisfiable
% 59.83/24.97  																																															|-Branch two:
% 59.83/24.97  																																															| (748)  ~ (unit = e1)
% 59.83/24.97  																																															| (749) unit = e3
% 59.83/24.97  																																															|
% 59.83/24.97  																																																| From (749) and (244) follows:
% 59.83/24.97  																																																| (750) op(e3, e4) = e4
% 59.83/24.97  																																																|
% 59.83/24.97  																																																| From (749) and (211) follows:
% 59.83/24.97  																																																| (13877) op(e3, e1) = e1
% 59.83/24.97  																																																|
% 59.83/24.97  																																																| From (749) and (209) follows:
% 59.83/24.97  																																																| (1667) op(e3, e0) = e0
% 59.83/24.97  																																																|
% 59.83/24.97  																																																| From (749) and (32) follows:
% 59.83/24.97  																																																| (5793) op(e2, e3) = e2
% 59.83/24.97  																																																|
% 59.83/24.97  																																																| Instantiating formula (29) with e3, e4, e4, e2 and discharging atoms op(e3, e4) = e4, op(e3, e4) = e2, yields:
% 59.83/24.97  																																																| (323) e4 = e2
% 59.83/24.97  																																																|
% 59.83/24.97  																																																| Instantiating formula (29) with e3, e1, e1, e4 and discharging atoms op(e3, e1) = e4, op(e3, e1) = e1, yields:
% 59.83/24.97  																																																| (630) e4 = e1
% 59.83/24.97  																																																|
% 59.83/24.97  																																																| Instantiating formula (29) with e3, e0, e0, e3 and discharging atoms op(e3, e0) = e3, op(e3, e0) = e0, yields:
% 59.83/24.97  																																																| (676) e3 = e0
% 59.83/24.97  																																																|
% 59.83/24.97  																																																| Instantiating formula (29) with e2, e3, e2, e3 and discharging atoms op(e2, e3) = e3, op(e2, e3) = e2, yields:
% 59.83/24.97  																																																| (662) e3 = e2
% 59.83/24.97  																																																|
% 59.83/24.97  																																																| Combining equations (630,323) yields a new equation:
% 59.83/24.97  																																																| (617) e2 = e1
% 59.83/24.97  																																																|
% 59.83/24.97  																																																| Combining equations (662,676) yields a new equation:
% 59.83/24.97  																																																| (391) e2 = e0
% 59.83/24.97  																																																|
% 59.83/24.97  																																																| Simplifying 391 yields:
% 59.83/24.97  																																																| (330) e2 = e0
% 59.83/24.97  																																																|
% 59.83/24.97  																																																| Combining equations (330,617) yields a new equation:
% 59.83/24.97  																																																| (431) e1 = e0
% 59.83/24.97  																																																|
% 59.83/24.97  																																																| Equations (431) can reduce 233 to:
% 59.83/24.97  																																																| (266) $false
% 59.83/24.97  																																																|
% 59.83/24.97  																																																|-The branch is then unsatisfiable
% 59.83/24.97  																																							|-Branch two:
% 59.83/24.97  																																							| (1453)  ~ (all_0_53_53 = e4)
% 59.83/24.97  																																							| (1694) all_0_53_53 = e3 | all_0_53_53 = e1
% 59.83/24.97  																																							|
% 59.83/24.97  																																								+-Applying beta-rule and splitting (1694), into two cases.
% 59.83/24.97  																																								|-Branch one:
% 59.83/24.97  																																								| (1208) all_0_53_53 = e1
% 59.83/24.97  																																								|
% 59.83/24.97  																																									| Equations (1208) can reduce 1459 to:
% 59.83/24.97  																																									| (266) $false
% 59.83/24.97  																																									|
% 59.83/24.97  																																									|-The branch is then unsatisfiable
% 59.83/24.97  																																								|-Branch two:
% 59.83/24.97  																																								| (1459)  ~ (all_0_53_53 = e1)
% 59.83/24.97  																																								| (665) all_0_53_53 = e3
% 59.83/24.97  																																								|
% 59.83/24.97  																																									| Equations (665) can reduce 903 to:
% 59.83/24.97  																																									| (266) $false
% 59.83/24.97  																																									|
% 59.83/24.97  																																									|-The branch is then unsatisfiable
% 59.83/24.97  																																					|-Branch two:
% 59.83/24.97  																																					| (664)  ~ (all_0_51_51 = e3)
% 59.83/24.97  																																					| (1097) all_0_56_56 = e3
% 59.83/24.97  																																					|
% 59.83/24.97  																																						| Combining equations (1097,842) yields a new equation:
% 59.83/24.97  																																						| (425) e4 = e3
% 59.83/24.97  																																						|
% 59.83/24.97  																																						| Equations (425) can reduce 188 to:
% 59.83/24.97  																																						| (266) $false
% 59.83/24.97  																																						|
% 59.83/24.97  																																						|-The branch is then unsatisfiable
% 59.83/24.97  																																		|-Branch two:
% 59.83/24.97  																																		| (1380)  ~ (all_0_42_42 = e1)
% 59.83/24.97  																																		| (3259) all_0_47_47 = e1 | all_0_51_51 = e1 | all_0_56_56 = e1
% 59.83/24.97  																																		|
% 59.83/24.97  																																			+-Applying beta-rule and splitting (3259), into two cases.
% 59.83/24.97  																																			|-Branch one:
% 59.83/24.97  																																			| (654) all_0_47_47 = e1
% 59.83/24.97  																																			|
% 59.83/24.97  																																				| Combining equations (674,654) yields a new equation:
% 59.83/24.97  																																				| (431) e1 = e0
% 59.83/24.97  																																				|
% 59.83/24.97  																																				| Equations (431) can reduce 233 to:
% 59.83/24.97  																																				| (266) $false
% 59.83/24.97  																																				|
% 59.83/24.97  																																				|-The branch is then unsatisfiable
% 59.83/24.97  																																			|-Branch two:
% 59.83/24.97  																																			| (462)  ~ (all_0_47_47 = e1)
% 59.83/24.97  																																			| (3264) all_0_51_51 = e1 | all_0_56_56 = e1
% 59.83/24.97  																																			|
% 59.83/24.97  																																				+-Applying beta-rule and splitting (3264), into two cases.
% 59.83/24.97  																																				|-Branch one:
% 59.83/24.97  																																				| (1109) all_0_51_51 = e1
% 59.83/24.97  																																				|
% 59.83/24.97  																																					| Equations (1109) can reduce 464 to:
% 59.83/24.97  																																					| (266) $false
% 59.83/24.97  																																					|
% 59.83/24.97  																																					|-The branch is then unsatisfiable
% 59.83/24.97  																																				|-Branch two:
% 59.83/24.97  																																				| (464)  ~ (all_0_51_51 = e1)
% 59.83/24.97  																																				| (1569) all_0_56_56 = e1
% 59.83/24.97  																																				|
% 59.83/24.97  																																					| Combining equations (842,1569) yields a new equation:
% 59.83/24.97  																																					| (636) e4 = e1
% 59.83/24.97  																																					|
% 59.83/24.97  																																					| Simplifying 636 yields:
% 59.83/24.97  																																					| (630) e4 = e1
% 59.83/24.97  																																					|
% 59.83/24.97  																																					| Equations (630) can reduce 110 to:
% 59.83/24.97  																																					| (266) $false
% 59.83/24.97  																																					|
% 59.83/24.97  																																					|-The branch is then unsatisfiable
% 59.83/24.97  																																|-Branch two:
% 59.83/24.97  																																| (357)  ~ (all_0_41_41 = e0)
% 59.83/24.97  																																| (6761) all_0_42_42 = e0 | all_0_43_43 = e0 | all_0_44_44 = e0
% 59.83/24.97  																																|
% 59.83/24.97  																																	+-Applying beta-rule and splitting (6761), into two cases.
% 59.83/24.97  																																	|-Branch one:
% 59.83/24.97  																																	| (559) all_0_42_42 = e0
% 59.83/24.97  																																	|
% 59.83/24.97  																																		| Equations (559) can reduce 358 to:
% 59.83/24.97  																																		| (266) $false
% 59.83/24.97  																																		|
% 59.83/24.97  																																		|-The branch is then unsatisfiable
% 59.83/24.97  																																	|-Branch two:
% 59.83/24.97  																																	| (358)  ~ (all_0_42_42 = e0)
% 59.83/24.97  																																	| (6766) all_0_43_43 = e0 | all_0_44_44 = e0
% 59.83/24.97  																																	|
% 59.83/24.97  																																		+-Applying beta-rule and splitting (6766), into two cases.
% 59.83/24.97  																																		|-Branch one:
% 59.83/24.97  																																		| (356) all_0_43_43 = e0
% 59.83/24.97  																																		|
% 59.83/24.97  																																			| Combining equations (356,396) yields a new equation:
% 59.83/24.97  																																			| (397) e4 = e0
% 59.83/24.97  																																			|
% 59.83/24.97  																																			| Equations (397) can reduce 49 to:
% 59.83/24.97  																																			| (266) $false
% 59.83/24.97  																																			|
% 59.83/24.97  																																			|-The branch is then unsatisfiable
% 59.83/24.97  																																		|-Branch two:
% 59.83/24.97  																																		| (5470)  ~ (all_0_43_43 = e0)
% 59.83/24.97  																																		| (1414) all_0_44_44 = e0
% 59.83/24.97  																																		|
% 59.83/24.97  																																			| Equations (1414) can reduce 360 to:
% 59.83/24.97  																																			| (266) $false
% 59.83/24.97  																																			|
% 59.83/24.97  																																			|-The branch is then unsatisfiable
% 59.83/24.97  																														|-Branch two:
% 59.83/24.97  																														| (477)  ~ (all_0_56_56 = e4)
% 59.83/24.97  																														| (845) all_0_56_56 = e3 | all_0_56_56 = e1 | all_0_56_56 = e0
% 59.83/24.97  																														|
% 59.83/24.97  																															+-Applying beta-rule and splitting (845), into two cases.
% 59.83/24.97  																															|-Branch one:
% 59.83/24.97  																															| (679) all_0_56_56 = e0
% 59.83/24.97  																															|
% 59.83/24.97  																																| Equations (679) can reduce 828 to:
% 59.83/24.97  																																| (266) $false
% 59.83/24.97  																																|
% 59.83/24.97  																																|-The branch is then unsatisfiable
% 59.83/24.97  																															|-Branch two:
% 59.83/24.97  																															| (828)  ~ (all_0_56_56 = e0)
% 59.83/24.97  																															| (3172) all_0_56_56 = e3 | all_0_56_56 = e1
% 59.83/24.97  																															|
% 59.83/24.97  																																+-Applying beta-rule and splitting (3172), into two cases.
% 59.83/24.97  																																|-Branch one:
% 59.83/24.97  																																| (1569) all_0_56_56 = e1
% 59.83/24.97  																																|
% 59.83/24.97  																																	| Equations (1569) can reduce 466 to:
% 59.83/24.97  																																	| (266) $false
% 59.83/24.97  																																	|
% 59.83/24.97  																																	|-The branch is then unsatisfiable
% 59.83/24.97  																																|-Branch two:
% 59.83/24.97  																																| (466)  ~ (all_0_56_56 = e1)
% 59.83/24.97  																																| (1097) all_0_56_56 = e3
% 59.83/24.97  																																|
% 59.83/24.97  																																	| Equations (1097) can reduce 272 to:
% 59.83/24.97  																																	| (266) $false
% 59.83/24.97  																																	|
% 59.83/24.97  																																	|-The branch is then unsatisfiable
% 59.83/24.97  																												|-Branch two:
% 59.83/24.97  																												| (302)  ~ (all_0_50_50 = e2)
% 59.83/24.97  																												| (381) all_0_51_51 = e2 | all_0_52_52 = e2 | all_0_53_53 = e2
% 59.83/24.97  																												|
% 59.83/24.97  																													+-Applying beta-rule and splitting (241), into two cases.
% 59.83/24.97  																													|-Branch one:
% 59.83/24.97  																													| (378) all_0_50_50 = e2
% 59.83/24.97  																													|
% 59.83/24.97  																														| Equations (378) can reduce 302 to:
% 59.83/24.97  																														| (266) $false
% 59.83/24.97  																														|
% 59.83/24.97  																														|-The branch is then unsatisfiable
% 59.83/24.97  																													|-Branch two:
% 59.83/24.97  																													| (302)  ~ (all_0_50_50 = e2)
% 59.83/24.97  																													| (422) all_0_50_50 = e4 | all_0_50_50 = e3 | all_0_50_50 = e1
% 59.83/24.97  																													|
% 59.83/24.97  																														+-Applying beta-rule and splitting (422), into two cases.
% 59.83/24.97  																														|-Branch one:
% 59.83/24.97  																														| (775) all_0_50_50 = e4
% 59.83/24.97  																														|
% 59.83/24.97  																															| Equations (775) can reduce 566 to:
% 59.83/24.97  																															| (266) $false
% 59.83/24.97  																															|
% 59.83/24.97  																															|-The branch is then unsatisfiable
% 59.83/24.97  																														|-Branch two:
% 59.83/24.97  																														| (566)  ~ (all_0_50_50 = e4)
% 59.83/24.97  																														| (1444) all_0_50_50 = e3 | all_0_50_50 = e1
% 59.83/24.97  																														|
% 59.83/24.97  																															+-Applying beta-rule and splitting (1444), into two cases.
% 59.83/24.97  																															|-Branch one:
% 59.83/24.97  																															| (601) all_0_50_50 = e1
% 59.83/24.97  																															|
% 59.83/24.97  																																| Equations (601) can reduce 759 to:
% 59.83/24.97  																																| (266) $false
% 59.83/24.97  																																|
% 59.83/24.97  																																|-The branch is then unsatisfiable
% 59.83/24.97  																															|-Branch two:
% 59.83/24.97  																															| (759)  ~ (all_0_50_50 = e1)
% 59.83/24.97  																															| (415) all_0_50_50 = e3
% 59.83/24.97  																															|
% 59.83/24.97  																																| Equations (415) can reduce 411 to:
% 59.83/24.97  																																| (266) $false
% 59.83/24.97  																																|
% 59.83/24.97  																																|-The branch is then unsatisfiable
% 59.83/24.97  																							|-Branch two:
% 59.83/24.97  																							| (632)  ~ (all_0_55_55 = e1)
% 59.83/24.97  																							| (2336) all_0_55_55 = e3
% 59.83/24.97  																							|
% 59.83/24.97  																								| Equations (2336) can reduce 270 to:
% 59.83/24.97  																								| (266) $false
% 59.83/24.97  																								|
% 59.83/24.97  																								|-The branch is then unsatisfiable
% 59.83/24.97  																		|-Branch two:
% 59.83/24.97  																		| (825) all_0_47_47 = e0 & all_0_58_58 = e2 &  ~ (all_0_56_56 = e0)
% 59.83/24.97  																		|
% 59.83/24.97  																			| Applying alpha-rule on (825) yields:
% 59.83/24.97  																			| (674) all_0_47_47 = e0
% 59.83/24.97  																			| (624) all_0_58_58 = e2
% 59.83/24.97  																			| (828)  ~ (all_0_56_56 = e0)
% 59.83/24.97  																			|
% 59.83/24.97  																			| Equations (674) can reduce 198 to:
% 59.83/24.97  																			| (358)  ~ (all_0_42_42 = e0)
% 59.83/24.97  																			|
% 59.83/24.97  																			| Equations (674) can reduce 19 to:
% 59.83/24.97  																			| (831)  ~ (all_0_46_46 = e0)
% 59.83/24.97  																			|
% 59.83/24.97  																			| Equations (674) can reduce 86 to:
% 59.83/24.97  																			| (486)  ~ (all_0_49_49 = e0)
% 59.83/24.97  																			|
% 59.83/24.97  																			| Simplifying 486 yields:
% 59.83/24.97  																			| (487)  ~ (all_0_49_49 = e0)
% 59.83/24.97  																			|
% 59.83/24.97  																			| Equations (674) can reduce 224 to:
% 59.83/24.97  																			| (1404)  ~ (all_0_51_51 = e0)
% 59.83/24.97  																			|
% 59.83/24.97  																			| Simplifying 1404 yields:
% 59.83/24.97  																			| (115)  ~ (all_0_51_51 = e0)
% 59.83/24.97  																			|
% 59.83/24.97  																			| Equations (674) can reduce 91 to:
% 59.83/24.97  																			| (1181)  ~ (all_0_56_56 = e0)
% 59.83/24.97  																			|
% 59.83/24.97  																			| Simplifying 1181 yields:
% 59.83/24.97  																			| (828)  ~ (all_0_56_56 = e0)
% 59.83/24.97  																			|
% 59.83/24.97  																			| Equations (624) can reduce 3 to:
% 59.83/24.97  																			| (304)  ~ (all_0_55_55 = e2)
% 59.83/24.97  																			|
% 59.83/24.97  																			| Equations (624) can reduce 44 to:
% 59.83/24.97  																			| (511)  ~ (all_0_56_56 = e2)
% 59.83/24.97  																			|
% 59.83/24.97  																			+-Applying beta-rule and splitting (174), into two cases.
% 59.83/24.97  																			|-Branch one:
% 59.83/24.97  																			| (386) all_0_55_55 = e2
% 59.83/24.97  																			|
% 59.83/24.97  																				| Equations (386) can reduce 304 to:
% 59.83/24.97  																				| (266) $false
% 59.83/24.97  																				|
% 59.83/24.97  																				|-The branch is then unsatisfiable
% 59.83/24.97  																			|-Branch two:
% 59.83/24.97  																			| (304)  ~ (all_0_55_55 = e2)
% 59.83/24.97  																			| (2051) all_0_55_55 = e4 | all_0_55_55 = e3 | all_0_55_55 = e1 | all_0_55_55 = e0
% 59.83/24.97  																			|
% 59.83/24.97  																				+-Applying beta-rule and splitting (2051), into two cases.
% 59.83/24.97  																				|-Branch one:
% 59.83/24.97  																				| (587) all_0_55_55 = e4
% 59.83/24.97  																				|
% 59.83/24.97  																					| Equations (587) can reduce 763 to:
% 59.83/24.97  																					| (266) $false
% 59.83/24.97  																					|
% 59.83/24.97  																					|-The branch is then unsatisfiable
% 59.83/24.97  																				|-Branch two:
% 59.83/24.97  																				| (763)  ~ (all_0_55_55 = e4)
% 59.83/24.97  																				| (2055) all_0_55_55 = e3 | all_0_55_55 = e1 | all_0_55_55 = e0
% 59.83/24.97  																				|
% 59.83/24.97  																					+-Applying beta-rule and splitting (2055), into two cases.
% 59.83/24.97  																					|-Branch one:
% 59.83/24.97  																					| (858) all_0_55_55 = e0
% 59.83/24.97  																					|
% 59.83/24.97  																						| Equations (858) can reduce 803 to:
% 59.83/24.97  																						| (266) $false
% 59.83/24.97  																						|
% 59.83/24.97  																						|-The branch is then unsatisfiable
% 59.83/24.97  																					|-Branch two:
% 59.83/24.97  																					| (803)  ~ (all_0_55_55 = e0)
% 59.83/24.97  																					| (2315) all_0_55_55 = e3 | all_0_55_55 = e1
% 59.83/24.97  																					|
% 59.83/24.97  																						+-Applying beta-rule and splitting (2315), into two cases.
% 59.83/24.97  																						|-Branch one:
% 59.83/24.97  																						| (629) all_0_55_55 = e1
% 59.83/24.97  																						|
% 59.83/24.97  																							| Equations (629) can reduce 191 to:
% 59.83/24.97  																							| (457)  ~ (all_0_41_41 = e1)
% 59.83/24.97  																							|
% 59.83/24.97  																							| Equations (629) can reduce 58 to:
% 59.83/24.97  																							| (549)  ~ (all_0_46_46 = e1)
% 59.83/24.97  																							|
% 59.83/24.97  																							| Equations (629) can reduce 93 to:
% 59.83/24.97  																							| (759)  ~ (all_0_50_50 = e1)
% 59.83/24.97  																							|
% 59.83/24.97  																							| Equations (629) can reduce 153 to:
% 59.83/24.97  																							| (465)  ~ (all_0_56_56 = e1)
% 59.83/24.97  																							|
% 59.83/24.97  																							| Simplifying 465 yields:
% 59.83/24.97  																							| (466)  ~ (all_0_56_56 = e1)
% 59.83/24.97  																							|
% 59.83/24.97  																							| From (629) and (74) follows:
% 59.83/24.97  																							| (6587) op(e0, e3) = e1
% 59.83/24.97  																							|
% 59.83/24.97  																							+-Applying beta-rule and splitting (123), into two cases.
% 59.83/24.97  																							|-Branch one:
% 59.83/24.97  																							| (1794) all_0_46_46 = e2
% 59.83/24.97  																							|
% 59.83/24.97  																								| Equations (1794) can reduce 300 to:
% 59.83/24.97  																								| (266) $false
% 59.83/24.97  																								|
% 59.83/24.97  																								|-The branch is then unsatisfiable
% 59.83/24.97  																							|-Branch two:
% 59.83/24.97  																							| (300)  ~ (all_0_46_46 = e2)
% 59.83/24.97  																							| (1797) all_0_46_46 = e4 | all_0_46_46 = e3 | all_0_46_46 = e1 | all_0_46_46 = e0
% 59.83/24.97  																							|
% 59.83/24.97  																								+-Applying beta-rule and splitting (1797), into two cases.
% 59.83/24.97  																								|-Branch one:
% 59.83/24.97  																								| (770) all_0_46_46 = e4
% 59.83/24.97  																								|
% 59.83/24.97  																									| Equations (770) can reduce 250 to:
% 59.83/24.97  																									| (266) $false
% 59.83/24.97  																									|
% 59.83/24.97  																									|-The branch is then unsatisfiable
% 59.83/24.97  																								|-Branch two:
% 59.83/24.97  																								| (250)  ~ (all_0_46_46 = e4)
% 59.83/24.97  																								| (1801) all_0_46_46 = e3 | all_0_46_46 = e1 | all_0_46_46 = e0
% 59.83/24.97  																								|
% 59.83/24.97  																									+-Applying beta-rule and splitting (1801), into two cases.
% 59.83/24.97  																									|-Branch one:
% 59.83/24.97  																									| (538) all_0_46_46 = e0
% 59.83/24.97  																									|
% 59.83/24.97  																										| Equations (538) can reduce 831 to:
% 59.83/24.97  																										| (266) $false
% 59.83/24.97  																										|
% 59.83/24.97  																										|-The branch is then unsatisfiable
% 59.83/24.97  																									|-Branch two:
% 59.83/24.97  																									| (831)  ~ (all_0_46_46 = e0)
% 59.83/24.98  																									| (1838) all_0_46_46 = e3 | all_0_46_46 = e1
% 59.83/24.98  																									|
% 59.83/24.98  																										+-Applying beta-rule and splitting (1838), into two cases.
% 59.83/24.98  																										|-Branch one:
% 59.83/24.98  																										| (545) all_0_46_46 = e1
% 59.83/24.98  																										|
% 59.83/24.98  																											| Equations (545) can reduce 549 to:
% 59.83/24.98  																											| (266) $false
% 59.83/24.98  																											|
% 59.83/24.98  																											|-The branch is then unsatisfiable
% 59.83/24.98  																										|-Branch two:
% 59.83/24.98  																										| (549)  ~ (all_0_46_46 = e1)
% 59.83/24.98  																										| (1557) all_0_46_46 = e3
% 59.83/24.98  																										|
% 59.83/24.98  																											| Equations (1557) can reduce 43 to:
% 59.83/24.98  																											| (1898)  ~ (all_0_41_41 = e3)
% 59.83/24.98  																											|
% 59.83/24.98  																											| Equations (1557) can reduce 208 to:
% 59.83/24.98  																											| (524)  ~ (all_0_49_49 = e3)
% 59.83/24.98  																											|
% 59.83/24.98  																											| Simplifying 524 yields:
% 59.83/24.98  																											| (525)  ~ (all_0_49_49 = e3)
% 59.83/24.98  																											|
% 59.83/24.98  																											| Equations (1557) can reduce 35 to:
% 59.83/24.98  																											| (410)  ~ (all_0_50_50 = e3)
% 59.83/24.98  																											|
% 59.83/24.98  																											| Simplifying 410 yields:
% 59.83/24.98  																											| (411)  ~ (all_0_50_50 = e3)
% 59.83/24.98  																											|
% 59.83/24.98  																											| Equations (1557) can reduce 549 to:
% 59.83/24.98  																											| (213)  ~ (e3 = e1)
% 59.83/24.98  																											|
% 59.83/24.98  																											| From (1557) and (120) follows:
% 59.83/24.98  																											| (697) op(e2, e3) = e3
% 59.83/24.98  																											|
% 59.83/24.98  																											+-Applying beta-rule and splitting (95), into two cases.
% 59.83/24.98  																											|-Branch one:
% 59.83/24.98  																											| (378) all_0_50_50 = e2
% 59.83/24.98  																											|
% 59.83/24.98  																												| Equations (378) can reduce 221 to:
% 59.83/24.98  																												| (85)  ~ (all_0_41_41 = e2)
% 59.83/24.98  																												|
% 59.83/24.98  																												| Equations (378) can reduce 190 to:
% 59.83/24.98  																												| (508)  ~ (all_0_53_53 = e2)
% 59.83/24.98  																												|
% 59.83/24.98  																												| Simplifying 508 yields:
% 59.83/24.98  																												| (509)  ~ (all_0_53_53 = e2)
% 59.83/24.98  																												|
% 59.83/24.98  																												+-Applying beta-rule and splitting (133), into two cases.
% 59.83/24.98  																												|-Branch one:
% 59.83/24.98  																												| (833) all_0_56_56 = e2
% 59.83/24.98  																												|
% 59.83/24.98  																													| Equations (833) can reduce 511 to:
% 59.83/24.98  																													| (266) $false
% 59.83/24.98  																													|
% 59.83/24.98  																													|-The branch is then unsatisfiable
% 59.83/24.98  																												|-Branch two:
% 59.83/24.98  																												| (511)  ~ (all_0_56_56 = e2)
% 59.83/24.98  																												| (836) all_0_56_56 = e4 | all_0_56_56 = e3 | all_0_56_56 = e1 | all_0_56_56 = e0
% 59.83/24.98  																												|
% 59.83/24.98  																													+-Applying beta-rule and splitting (836), into two cases.
% 59.83/24.98  																													|-Branch one:
% 59.83/24.98  																													| (842) all_0_56_56 = e4
% 59.83/24.98  																													|
% 59.83/24.98  																														| Equations (842) can reduce 272 to:
% 59.83/24.98  																														| (188)  ~ (e4 = e3)
% 59.83/24.98  																														|
% 59.83/24.98  																														| Equations (842) can reduce 466 to:
% 59.83/24.98  																														| (110)  ~ (e4 = e1)
% 59.83/24.98  																														|
% 59.83/24.98  																														| Equations (842) can reduce 828 to:
% 59.83/24.98  																														| (49)  ~ (e4 = e0)
% 59.83/24.98  																														|
% 59.83/24.98  																														| From (842) and (111) follows:
% 59.83/24.98  																														| (2154) op(e0, e2) = e4
% 59.83/24.98  																														|
% 59.83/24.98  																														+-Applying beta-rule and splitting (243), into two cases.
% 59.83/24.98  																														|-Branch one:
% 59.83/24.98  																														| (329) all_0_38_38 = e0
% 59.83/24.98  																														|
% 59.83/24.98  																															| Combining equations (329,321) yields a new equation:
% 59.83/24.98  																															| (397) e4 = e0
% 59.83/24.98  																															|
% 59.83/24.98  																															| Equations (397) can reduce 49 to:
% 59.83/24.98  																															| (266) $false
% 59.83/24.98  																															|
% 59.83/24.98  																															|-The branch is then unsatisfiable
% 59.83/24.98  																														|-Branch two:
% 59.83/24.98  																														| (332)  ~ (all_0_38_38 = e0)
% 59.83/24.98  																														| (395) all_0_41_41 = e0 | all_0_46_46 = e0 | all_0_55_55 = e0
% 59.83/24.98  																														|
% 59.83/24.98  																															| Equations (321) can reduce 332 to:
% 59.83/24.98  																															| (49)  ~ (e4 = e0)
% 59.83/24.98  																															|
% 59.83/24.98  																															+-Applying beta-rule and splitting (165), into two cases.
% 59.83/24.98  																															|-Branch one:
% 59.83/24.98  																															| (794) all_0_41_41 = e0
% 59.83/24.98  																															|
% 59.83/24.98  																																| Equations (794) can reduce 214 to:
% 59.83/24.98  																																| (5565)  ~ (all_0_42_42 = e0)
% 59.83/24.98  																																|
% 59.83/24.98  																																| Simplifying 5565 yields:
% 59.83/24.98  																																| (358)  ~ (all_0_42_42 = e0)
% 59.83/24.98  																																|
% 59.83/24.98  																																| Equations (794) can reduce 1898 to:
% 59.83/24.98  																																| (541)  ~ (e3 = e0)
% 59.83/24.98  																																|
% 59.83/24.98  																																| Simplifying 541 yields:
% 59.83/24.98  																																| (80)  ~ (e3 = e0)
% 59.83/24.98  																																|
% 59.83/24.98  																																| Equations (794) can reduce 85 to:
% 59.83/24.98  																																| (365)  ~ (e2 = e0)
% 59.83/24.98  																																|
% 59.83/24.98  																																| Simplifying 365 yields:
% 59.83/24.98  																																| (128)  ~ (e2 = e0)
% 59.83/24.98  																																|
% 59.83/24.98  																																| Equations (794) can reduce 457 to:
% 59.83/24.98  																																| (435)  ~ (e1 = e0)
% 59.83/24.98  																																|
% 59.83/24.98  																																| Simplifying 435 yields:
% 59.83/24.98  																																| (233)  ~ (e1 = e0)
% 59.83/24.98  																																|
% 59.83/24.98  																																+-Applying beta-rule and splitting (135), into two cases.
% 59.83/24.98  																																|-Branch one:
% 59.83/24.98  																																| (545) all_0_46_46 = e1
% 59.83/24.98  																																|
% 59.83/24.98  																																	| Combining equations (1557,545) yields a new equation:
% 59.83/24.98  																																	| (454) e3 = e1
% 59.83/24.98  																																	|
% 59.83/24.98  																																	| Simplifying 454 yields:
% 59.83/24.98  																																	| (455) e3 = e1
% 59.83/24.98  																																	|
% 59.83/24.98  																																	| Equations (455) can reduce 213 to:
% 59.83/24.98  																																	| (266) $false
% 59.83/24.98  																																	|
% 59.83/24.98  																																	|-The branch is then unsatisfiable
% 59.83/24.98  																																|-Branch two:
% 59.83/24.98  																																| (549)  ~ (all_0_46_46 = e1)
% 59.83/24.98  																																| (550) all_0_47_47 = e1 | all_0_48_48 = e1 | all_0_49_49 = e1
% 59.83/24.98  																																|
% 59.83/24.98  																																	| Equations (1557) can reduce 549 to:
% 59.83/24.98  																																	| (213)  ~ (e3 = e1)
% 59.83/24.98  																																	|
% 59.83/24.98  																																	+-Applying beta-rule and splitting (131), into two cases.
% 59.83/24.98  																																	|-Branch one:
% 59.83/24.98  																																	| (459) all_0_42_42 = e1
% 59.83/24.98  																																	|
% 59.83/24.98  																																		| Equations (459) can reduce 51 to:
% 59.83/24.98  																																		| (604)  ~ (e2 = e1)
% 59.83/24.98  																																		|
% 59.83/24.98  																																		| Simplifying 604 yields:
% 59.83/24.98  																																		| (122)  ~ (e2 = e1)
% 59.83/24.98  																																		|
% 59.83/24.98  																																		| Equations (459) can reduce 358 to:
% 59.83/24.98  																																		| (233)  ~ (e1 = e0)
% 59.83/24.98  																																		|
% 59.83/24.98  																																		+-Applying beta-rule and splitting (180), into two cases.
% 59.83/24.98  																																		|-Branch one:
% 59.83/24.98  																																		| (516) all_0_42_42 = e3
% 59.83/24.98  																																		|
% 59.83/24.98  																																			| Combining equations (459,516) yields a new equation:
% 59.83/24.98  																																			| (455) e3 = e1
% 59.83/24.98  																																			|
% 59.83/24.98  																																			| Equations (455) can reduce 213 to:
% 59.83/24.98  																																			| (266) $false
% 59.83/24.98  																																			|
% 59.83/24.98  																																			|-The branch is then unsatisfiable
% 59.83/24.98  																																		|-Branch two:
% 59.83/24.98  																																		| (405)  ~ (all_0_42_42 = e3)
% 59.83/24.98  																																		| (521) all_0_47_47 = e3 | all_0_51_51 = e3 | all_0_56_56 = e3
% 59.83/24.98  																																		|
% 59.83/24.98  																																			+-Applying beta-rule and splitting (521), into two cases.
% 59.83/24.98  																																			|-Branch one:
% 59.83/24.98  																																			| (522) all_0_47_47 = e3
% 59.83/24.98  																																			|
% 59.83/24.98  																																				| Combining equations (674,522) yields a new equation:
% 59.83/24.98  																																				| (676) e3 = e0
% 59.83/24.98  																																				|
% 59.83/24.98  																																				| Equations (676) can reduce 80 to:
% 59.83/24.98  																																				| (266) $false
% 59.83/24.98  																																				|
% 59.83/24.98  																																				|-The branch is then unsatisfiable
% 59.83/24.98  																																			|-Branch two:
% 59.83/24.98  																																			| (1091)  ~ (all_0_47_47 = e3)
% 59.83/24.98  																																			| (1092) all_0_51_51 = e3 | all_0_56_56 = e3
% 59.83/24.98  																																			|
% 59.83/24.98  																																				+-Applying beta-rule and splitting (1092), into two cases.
% 59.83/24.98  																																				|-Branch one:
% 59.83/24.98  																																				| (660) all_0_51_51 = e3
% 59.83/24.98  																																				|
% 59.83/24.98  																																					| Equations (660) can reduce 6 to:
% 59.83/24.98  																																					| (1114)  ~ (all_0_53_53 = e3)
% 59.83/24.98  																																					|
% 59.83/24.98  																																					| Simplifying 1114 yields:
% 59.83/24.98  																																					| (903)  ~ (all_0_53_53 = e3)
% 59.83/24.98  																																					|
% 59.83/24.98  																																					| Equations (660) can reduce 115 to:
% 59.83/24.98  																																					| (80)  ~ (e3 = e0)
% 59.83/24.98  																																					|
% 59.83/24.98  																																					| From (660) and (186) follows:
% 59.83/24.98  																																					| (1552) op(e1, e2) = e3
% 59.83/24.98  																																					|
% 59.83/24.98  																																					+-Applying beta-rule and splitting (196), into two cases.
% 59.83/24.98  																																					|-Branch one:
% 59.83/24.98  																																					| (607) all_0_53_53 = e2
% 59.83/24.98  																																					|
% 59.83/24.98  																																						| Equations (607) can reduce 509 to:
% 59.83/24.98  																																						| (266) $false
% 59.83/24.98  																																						|
% 59.83/24.98  																																						|-The branch is then unsatisfiable
% 59.83/24.98  																																					|-Branch two:
% 59.83/24.98  																																					| (509)  ~ (all_0_53_53 = e2)
% 59.83/24.98  																																					| (610) all_0_53_53 = e4 | all_0_53_53 = e3 | all_0_53_53 = e1
% 59.83/24.98  																																					|
% 59.83/24.98  																																						+-Applying beta-rule and splitting (610), into two cases.
% 59.83/24.98  																																						|-Branch one:
% 59.83/24.98  																																						| (1298) all_0_53_53 = e4
% 59.83/24.98  																																						|
% 59.83/24.98  																																							| From (1298) and (84) follows:
% 59.83/24.98  																																							| (5692) op(e1, e0) = e4
% 59.83/24.98  																																							|
% 59.83/24.98  																																							+-Applying beta-rule and splitting (550), into two cases.
% 59.83/24.98  																																							|-Branch one:
% 59.83/24.98  																																							| (654) all_0_47_47 = e1
% 59.83/24.98  																																							|
% 59.83/24.98  																																								| Combining equations (654,674) yields a new equation:
% 59.83/24.98  																																								| (546) e1 = e0
% 59.83/24.98  																																								|
% 59.83/24.98  																																								| Simplifying 546 yields:
% 59.83/24.98  																																								| (431) e1 = e0
% 59.83/24.98  																																								|
% 59.83/24.98  																																								| Equations (431) can reduce 233 to:
% 59.83/24.98  																																								| (266) $false
% 59.83/24.98  																																								|
% 59.83/24.98  																																								|-The branch is then unsatisfiable
% 59.83/24.98  																																							|-Branch two:
% 59.83/24.98  																																							| (462)  ~ (all_0_47_47 = e1)
% 59.83/24.98  																																							| (659) all_0_48_48 = e1 | all_0_49_49 = e1
% 59.83/24.98  																																							|
% 59.83/24.98  																																								+-Applying beta-rule and splitting (659), into two cases.
% 59.83/24.98  																																								|-Branch one:
% 59.83/24.98  																																								| (615) all_0_48_48 = e1
% 59.83/24.98  																																								|
% 59.83/24.98  																																									| Combining equations (335,615) yields a new equation:
% 59.83/24.98  																																									| (616) e2 = e1
% 59.83/24.98  																																									|
% 59.83/24.98  																																									| Simplifying 616 yields:
% 59.83/24.98  																																									| (617) e2 = e1
% 59.83/24.98  																																									|
% 59.83/24.98  																																									| Equations (617) can reduce 122 to:
% 59.83/24.98  																																									| (266) $false
% 59.83/24.98  																																									|
% 59.83/24.98  																																									|-The branch is then unsatisfiable
% 59.83/24.98  																																								|-Branch two:
% 59.83/24.98  																																								| (619)  ~ (all_0_48_48 = e1)
% 59.83/24.98  																																								| (671) all_0_49_49 = e1
% 59.83/24.98  																																								|
% 59.83/24.98  																																									| Equations (671) can reduce 525 to:
% 59.83/24.98  																																									| (467)  ~ (e3 = e1)
% 59.83/24.98  																																									|
% 59.83/24.98  																																									| Simplifying 467 yields:
% 59.83/24.98  																																									| (213)  ~ (e3 = e1)
% 59.83/24.98  																																									|
% 59.83/24.98  																																									| Equations (671) can reduce 487 to:
% 59.83/24.98  																																									| (233)  ~ (e1 = e0)
% 59.83/24.98  																																									|
% 59.83/24.98  																																									+-Applying beta-rule and splitting (113), into two cases.
% 59.83/24.98  																																									|-Branch one:
% 59.83/24.98  																																									| (403) all_0_41_41 = e3
% 59.83/24.98  																																									|
% 59.83/24.98  																																										| Combining equations (403,794) yields a new equation:
% 59.83/24.98  																																										| (675) e3 = e0
% 59.83/24.98  																																										|
% 59.83/24.98  																																										| Simplifying 675 yields:
% 59.83/24.98  																																										| (676) e3 = e0
% 59.83/24.98  																																										|
% 59.83/24.98  																																										| Equations (676) can reduce 80 to:
% 59.83/24.98  																																										| (266) $false
% 59.83/24.98  																																										|
% 59.83/24.98  																																										|-The branch is then unsatisfiable
% 59.83/24.98  																																									|-Branch two:
% 59.83/24.98  																																									| (1898)  ~ (all_0_41_41 = e3)
% 59.83/24.98  																																									| (1899) all_0_42_42 = e3 | all_0_44_44 = e3
% 59.83/24.98  																																									|
% 59.83/24.98  																																										+-Applying beta-rule and splitting (1899), into two cases.
% 59.83/24.98  																																										|-Branch one:
% 59.83/24.98  																																										| (516) all_0_42_42 = e3
% 59.83/24.98  																																										|
% 59.83/24.98  																																											| Combining equations (516,459) yields a new equation:
% 59.83/24.98  																																											| (454) e3 = e1
% 59.83/24.98  																																											|
% 59.83/24.98  																																											| Simplifying 454 yields:
% 59.83/24.98  																																											| (455) e3 = e1
% 59.83/24.98  																																											|
% 59.83/24.98  																																											| Equations (455) can reduce 213 to:
% 59.83/24.98  																																											| (266) $false
% 59.83/24.98  																																											|
% 59.83/24.98  																																											|-The branch is then unsatisfiable
% 59.83/24.98  																																										|-Branch two:
% 59.83/24.98  																																										| (405)  ~ (all_0_42_42 = e3)
% 59.83/24.98  																																										| (532) all_0_44_44 = e3
% 59.83/24.98  																																										|
% 59.83/24.98  																																											| From (532) and (138) follows:
% 59.83/24.98  																																											| (1639) op(e3, e0) = e3
% 59.83/24.98  																																											|
% 59.83/24.98  																																											+-Applying beta-rule and splitting (56), into two cases.
% 59.83/24.98  																																											|-Branch one:
% 59.83/24.98  																																											| (696) unit = e2
% 59.83/24.98  																																											|
% 59.83/24.98  																																												| From (696) and (211) follows:
% 59.83/24.98  																																												| (1612) op(e2, e1) = e1
% 59.83/24.98  																																												|
% 59.83/24.98  																																												| From (696) and (227) follows:
% 59.83/24.98  																																												| (4284) op(e4, e2) = e4
% 59.83/24.98  																																												|
% 59.83/24.98  																																												| From (696) and (42) follows:
% 59.83/24.98  																																												| (1613) op(e0, e2) = e0
% 59.83/24.98  																																												|
% 59.83/24.98  																																												| Instantiating formula (29) with e4, e2, e4, e2 and discharging atoms op(e4, e2) = e4, op(e4, e2) = e2, yields:
% 59.83/24.98  																																												| (323) e4 = e2
% 59.83/24.98  																																												|
% 59.83/24.98  																																												| Instantiating formula (29) with e2, e1, e1, e2 and discharging atoms op(e2, e1) = e2, op(e2, e1) = e1, yields:
% 59.83/24.98  																																												| (617) e2 = e1
% 59.83/24.98  																																												|
% 59.83/24.98  																																												| Instantiating formula (29) with e0, e2, e0, e4 and discharging atoms op(e0, e2) = e4, op(e0, e2) = e0, yields:
% 59.83/24.98  																																												| (397) e4 = e0
% 59.83/24.98  																																												|
% 59.83/24.98  																																												| Combining equations (323,397) yields a new equation:
% 59.83/24.98  																																												| (391) e2 = e0
% 59.83/24.98  																																												|
% 59.83/24.98  																																												| Simplifying 391 yields:
% 59.83/24.98  																																												| (330) e2 = e0
% 59.83/24.98  																																												|
% 59.83/24.98  																																												| Combining equations (617,330) yields a new equation:
% 59.83/24.98  																																												| (546) e1 = e0
% 59.83/24.98  																																												|
% 59.83/24.98  																																												| Simplifying 546 yields:
% 59.83/24.98  																																												| (431) e1 = e0
% 59.83/24.98  																																												|
% 59.83/24.98  																																												| Equations (431) can reduce 233 to:
% 59.83/24.98  																																												| (266) $false
% 59.83/24.98  																																												|
% 59.83/24.98  																																												|-The branch is then unsatisfiable
% 59.83/24.98  																																											|-Branch two:
% 59.83/24.98  																																											| (707)  ~ (unit = e2)
% 59.83/24.98  																																											| (708) unit = e4 | unit = e3 | unit = e1 | unit = e0
% 59.83/24.98  																																											|
% 59.83/24.98  																																												+-Applying beta-rule and splitting (708), into two cases.
% 59.83/24.98  																																												|-Branch one:
% 59.83/24.98  																																												| (709) unit = e4
% 59.83/24.98  																																												|
% 59.83/24.98  																																													| From (709) and (24) follows:
% 59.83/24.98  																																													| (33325) op(e4, e3) = e3
% 59.83/24.98  																																													|
% 59.83/24.98  																																													| From (709) and (227) follows:
% 59.83/24.98  																																													| (710) op(e4, e4) = e4
% 59.83/24.98  																																													|
% 59.83/24.98  																																													| From (709) and (42) follows:
% 59.83/24.98  																																													| (713) op(e0, e4) = e0
% 59.83/24.98  																																													|
% 59.83/24.98  																																													| Instantiating formula (29) with e4, e4, e4, e1 and discharging atoms op(e4, e4) = e4, op(e4, e4) = e1, yields:
% 59.83/24.98  																																													| (630) e4 = e1
% 59.83/24.98  																																													|
% 59.83/24.98  																																													| Instantiating formula (29) with e4, e3, e3, e4 and discharging atoms op(e4, e3) = e4, op(e4, e3) = e3, yields:
% 59.83/24.98  																																													| (425) e4 = e3
% 59.83/24.98  																																													|
% 59.83/24.98  																																													| Instantiating formula (29) with e0, e4, e0, e3 and discharging atoms op(e0, e4) = e3, op(e0, e4) = e0, yields:
% 59.83/24.98  																																													| (676) e3 = e0
% 59.83/24.98  																																													|
% 59.83/24.98  																																													| Combining equations (630,425) yields a new equation:
% 59.83/24.98  																																													| (455) e3 = e1
% 59.83/24.98  																																													|
% 59.83/24.98  																																													| Combining equations (455,676) yields a new equation:
% 59.83/24.98  																																													| (546) e1 = e0
% 59.83/24.98  																																													|
% 59.83/24.98  																																													| Simplifying 546 yields:
% 59.83/24.98  																																													| (431) e1 = e0
% 59.83/24.98  																																													|
% 59.83/24.98  																																													| Equations (431) can reduce 233 to:
% 59.83/24.98  																																													| (266) $false
% 59.83/24.98  																																													|
% 59.83/24.98  																																													|-The branch is then unsatisfiable
% 59.83/24.98  																																												|-Branch two:
% 59.83/24.98  																																												| (724)  ~ (unit = e4)
% 59.83/24.98  																																												| (725) unit = e3 | unit = e1 | unit = e0
% 59.83/24.98  																																												|
% 59.83/24.98  																																													+-Applying beta-rule and splitting (725), into two cases.
% 59.83/24.98  																																													|-Branch one:
% 59.83/24.98  																																													| (726) unit = e0
% 59.83/24.98  																																													|
% 59.83/24.98  																																														| From (726) and (244) follows:
% 59.83/24.98  																																														| (2207) op(e0, e4) = e4
% 59.83/24.98  																																														|
% 59.83/24.98  																																														| From (726) and (24) follows:
% 59.83/24.98  																																														| (2208) op(e0, e3) = e3
% 59.83/24.98  																																														|
% 59.83/24.98  																																														| From (726) and (15) follows:
% 59.83/24.98  																																														| (1508) op(e0, e2) = e2
% 59.83/24.98  																																														|
% 59.83/24.98  																																														| From (726) and (227) follows:
% 59.83/24.98  																																														| (3205) op(e4, e0) = e4
% 59.83/24.98  																																														|
% 59.83/24.98  																																														| Instantiating formula (29) with e4, e0, e4, e0 and discharging atoms op(e4, e0) = e4, op(e4, e0) = e0, yields:
% 59.83/24.98  																																														| (397) e4 = e0
% 59.83/24.98  																																														|
% 59.83/24.98  																																														| Instantiating formula (29) with e0, e4, e4, e3 and discharging atoms op(e0, e4) = e4, op(e0, e4) = e3, yields:
% 59.83/24.98  																																														| (425) e4 = e3
% 59.83/24.98  																																														|
% 59.83/24.98  																																														| Instantiating formula (29) with e0, e3, e3, e1 and discharging atoms op(e0, e3) = e3, op(e0, e3) = e1, yields:
% 59.83/24.98  																																														| (455) e3 = e1
% 59.83/24.98  																																														|
% 59.83/24.98  																																														| Instantiating formula (29) with e0, e2, e2, e4 and discharging atoms op(e0, e2) = e4, op(e0, e2) = e2, yields:
% 59.83/24.98  																																														| (323) e4 = e2
% 59.83/24.98  																																														|
% 59.83/24.98  																																														| Combining equations (425,323) yields a new equation:
% 59.83/24.98  																																														| (661) e3 = e2
% 59.83/24.98  																																														|
% 59.83/24.98  																																														| Simplifying 661 yields:
% 59.83/24.98  																																														| (662) e3 = e2
% 59.83/24.98  																																														|
% 59.83/24.98  																																														| Combining equations (397,323) yields a new equation:
% 59.83/24.98  																																														| (330) e2 = e0
% 59.83/24.98  																																														|
% 59.83/24.98  																																														| Combining equations (662,455) yields a new equation:
% 59.83/24.98  																																														| (616) e2 = e1
% 59.83/24.98  																																														|
% 59.83/24.98  																																														| Simplifying 616 yields:
% 59.83/24.98  																																														| (617) e2 = e1
% 59.83/24.98  																																														|
% 59.83/24.98  																																														| Combining equations (617,330) yields a new equation:
% 59.83/24.98  																																														| (546) e1 = e0
% 59.83/24.98  																																														|
% 59.83/24.98  																																														| Simplifying 546 yields:
% 59.83/24.98  																																														| (431) e1 = e0
% 59.83/24.98  																																														|
% 59.83/24.98  																																														| Equations (431) can reduce 233 to:
% 59.83/24.98  																																														| (266) $false
% 59.83/24.98  																																														|
% 59.83/24.98  																																														|-The branch is then unsatisfiable
% 59.83/24.98  																																													|-Branch two:
% 59.83/24.98  																																													| (734)  ~ (unit = e0)
% 59.83/24.98  																																													| (735) unit = e3 | unit = e1
% 59.83/24.98  																																													|
% 59.83/24.98  																																														+-Applying beta-rule and splitting (735), into two cases.
% 59.83/24.98  																																														|-Branch one:
% 59.83/24.98  																																														| (736) unit = e1
% 59.83/24.98  																																														|
% 59.83/24.98  																																															| From (736) and (15) follows:
% 59.83/24.98  																																															| (515) op(e1, e2) = e2
% 59.83/24.98  																																															|
% 59.83/24.98  																																															| From (736) and (209) follows:
% 59.83/24.98  																																															| (2715) op(e1, e0) = e0
% 59.83/24.98  																																															|
% 59.83/24.98  																																															| From (736) and (40) follows:
% 59.83/24.98  																																															| (1652) op(e3, e1) = e3
% 59.83/24.98  																																															|
% 59.83/24.98  																																															| Instantiating formula (29) with e3, e1, e3, e4 and discharging atoms op(e3, e1) = e4, op(e3, e1) = e3, yields:
% 59.83/24.98  																																															| (425) e4 = e3
% 59.83/24.98  																																															|
% 59.83/24.98  																																															| Instantiating formula (29) with e1, e2, e2, e3 and discharging atoms op(e1, e2) = e3, op(e1, e2) = e2, yields:
% 59.83/24.98  																																															| (662) e3 = e2
% 59.83/24.98  																																															|
% 59.83/24.98  																																															| Instantiating formula (29) with e1, e0, e0, e4 and discharging atoms op(e1, e0) = e4, op(e1, e0) = e0, yields:
% 59.83/24.98  																																															| (397) e4 = e0
% 59.83/24.98  																																															|
% 59.83/24.98  																																															| Combining equations (425,397) yields a new equation:
% 59.83/24.98  																																															| (675) e3 = e0
% 59.83/24.98  																																															|
% 59.83/24.98  																																															| Simplifying 675 yields:
% 59.83/24.98  																																															| (676) e3 = e0
% 59.83/24.98  																																															|
% 59.83/24.98  																																															| Combining equations (676,662) yields a new equation:
% 59.83/24.98  																																															| (330) e2 = e0
% 59.83/24.98  																																															|
% 59.83/24.98  																																															| Equations (330) can reduce 128 to:
% 59.83/24.98  																																															| (266) $false
% 59.83/24.98  																																															|
% 59.83/24.98  																																															|-The branch is then unsatisfiable
% 59.83/24.98  																																														|-Branch two:
% 59.83/24.98  																																														| (748)  ~ (unit = e1)
% 59.83/24.98  																																														| (749) unit = e3
% 59.83/24.98  																																														|
% 59.83/24.98  																																															| From (749) and (244) follows:
% 59.83/24.98  																																															| (750) op(e3, e4) = e4
% 59.83/24.98  																																															|
% 59.83/24.98  																																															| From (749) and (211) follows:
% 59.83/24.98  																																															| (13877) op(e3, e1) = e1
% 59.83/24.98  																																															|
% 59.83/24.98  																																															| From (749) and (209) follows:
% 59.83/24.98  																																															| (1667) op(e3, e0) = e0
% 59.83/24.98  																																															|
% 59.83/24.98  																																															| From (749) and (32) follows:
% 59.83/24.98  																																															| (5793) op(e2, e3) = e2
% 59.83/24.98  																																															|
% 59.83/24.98  																																															| Instantiating formula (29) with e3, e4, e4, e2 and discharging atoms op(e3, e4) = e4, op(e3, e4) = e2, yields:
% 59.83/24.98  																																															| (323) e4 = e2
% 59.83/24.98  																																															|
% 59.83/24.98  																																															| Instantiating formula (29) with e3, e1, e1, e4 and discharging atoms op(e3, e1) = e4, op(e3, e1) = e1, yields:
% 59.83/24.98  																																															| (630) e4 = e1
% 59.83/24.98  																																															|
% 59.83/24.98  																																															| Instantiating formula (29) with e3, e0, e0, e3 and discharging atoms op(e3, e0) = e3, op(e3, e0) = e0, yields:
% 59.83/24.98  																																															| (676) e3 = e0
% 59.83/24.99  																																															|
% 59.83/24.99  																																															| Instantiating formula (29) with e2, e3, e2, e3 and discharging atoms op(e2, e3) = e3, op(e2, e3) = e2, yields:
% 59.83/24.99  																																															| (662) e3 = e2
% 59.83/24.99  																																															|
% 59.83/24.99  																																															| Combining equations (630,323) yields a new equation:
% 59.83/24.99  																																															| (617) e2 = e1
% 59.83/24.99  																																															|
% 59.83/24.99  																																															| Combining equations (662,676) yields a new equation:
% 59.83/24.99  																																															| (391) e2 = e0
% 59.83/24.99  																																															|
% 59.83/24.99  																																															| Simplifying 391 yields:
% 59.83/24.99  																																															| (330) e2 = e0
% 59.83/24.99  																																															|
% 59.83/24.99  																																															| Combining equations (330,617) yields a new equation:
% 59.83/24.99  																																															| (431) e1 = e0
% 59.83/24.99  																																															|
% 59.83/24.99  																																															| Equations (431) can reduce 233 to:
% 59.83/24.99  																																															| (266) $false
% 59.83/24.99  																																															|
% 59.83/24.99  																																															|-The branch is then unsatisfiable
% 59.83/24.99  																																						|-Branch two:
% 59.83/24.99  																																						| (1453)  ~ (all_0_53_53 = e4)
% 59.83/24.99  																																						| (1694) all_0_53_53 = e3 | all_0_53_53 = e1
% 59.83/24.99  																																						|
% 59.83/24.99  																																							+-Applying beta-rule and splitting (1694), into two cases.
% 59.83/24.99  																																							|-Branch one:
% 59.83/24.99  																																							| (1208) all_0_53_53 = e1
% 59.83/24.99  																																							|
% 59.83/24.99  																																								| Equations (1208) can reduce 1459 to:
% 59.83/24.99  																																								| (266) $false
% 59.83/24.99  																																								|
% 59.83/24.99  																																								|-The branch is then unsatisfiable
% 59.83/24.99  																																							|-Branch two:
% 59.83/24.99  																																							| (1459)  ~ (all_0_53_53 = e1)
% 59.83/24.99  																																							| (665) all_0_53_53 = e3
% 59.83/24.99  																																							|
% 59.83/24.99  																																								| Equations (665) can reduce 903 to:
% 59.83/24.99  																																								| (266) $false
% 59.83/24.99  																																								|
% 59.83/24.99  																																								|-The branch is then unsatisfiable
% 59.83/24.99  																																				|-Branch two:
% 59.83/24.99  																																				| (664)  ~ (all_0_51_51 = e3)
% 59.83/24.99  																																				| (1097) all_0_56_56 = e3
% 59.83/24.99  																																				|
% 59.83/24.99  																																					| Combining equations (1097,842) yields a new equation:
% 59.83/24.99  																																					| (425) e4 = e3
% 59.83/24.99  																																					|
% 59.83/24.99  																																					| Equations (425) can reduce 188 to:
% 59.83/24.99  																																					| (266) $false
% 59.83/24.99  																																					|
% 59.83/24.99  																																					|-The branch is then unsatisfiable
% 59.83/24.99  																																	|-Branch two:
% 59.83/24.99  																																	| (1380)  ~ (all_0_42_42 = e1)
% 59.83/24.99  																																	| (3259) all_0_47_47 = e1 | all_0_51_51 = e1 | all_0_56_56 = e1
% 59.83/24.99  																																	|
% 59.83/24.99  																																		+-Applying beta-rule and splitting (3259), into two cases.
% 59.83/24.99  																																		|-Branch one:
% 59.83/24.99  																																		| (654) all_0_47_47 = e1
% 59.83/24.99  																																		|
% 59.83/24.99  																																			| Combining equations (674,654) yields a new equation:
% 59.83/24.99  																																			| (431) e1 = e0
% 59.83/24.99  																																			|
% 59.83/24.99  																																			| Equations (431) can reduce 233 to:
% 59.83/24.99  																																			| (266) $false
% 59.83/24.99  																																			|
% 59.83/24.99  																																			|-The branch is then unsatisfiable
% 59.83/24.99  																																		|-Branch two:
% 59.83/24.99  																																		| (462)  ~ (all_0_47_47 = e1)
% 59.83/24.99  																																		| (3264) all_0_51_51 = e1 | all_0_56_56 = e1
% 59.83/24.99  																																		|
% 59.83/24.99  																																			+-Applying beta-rule and splitting (3264), into two cases.
% 59.83/24.99  																																			|-Branch one:
% 59.83/24.99  																																			| (1109) all_0_51_51 = e1
% 59.83/24.99  																																			|
% 59.83/24.99  																																				| Equations (1109) can reduce 464 to:
% 59.83/24.99  																																				| (266) $false
% 59.83/24.99  																																				|
% 59.83/24.99  																																				|-The branch is then unsatisfiable
% 59.83/24.99  																																			|-Branch two:
% 59.83/24.99  																																			| (464)  ~ (all_0_51_51 = e1)
% 59.83/24.99  																																			| (1569) all_0_56_56 = e1
% 59.83/24.99  																																			|
% 59.83/24.99  																																				| Combining equations (842,1569) yields a new equation:
% 59.83/24.99  																																				| (636) e4 = e1
% 59.83/24.99  																																				|
% 59.83/24.99  																																				| Simplifying 636 yields:
% 59.83/24.99  																																				| (630) e4 = e1
% 59.83/24.99  																																				|
% 59.83/24.99  																																				| Equations (630) can reduce 110 to:
% 59.83/24.99  																																				| (266) $false
% 59.83/24.99  																																				|
% 59.83/24.99  																																				|-The branch is then unsatisfiable
% 59.83/24.99  																															|-Branch two:
% 59.83/24.99  																															| (357)  ~ (all_0_41_41 = e0)
% 59.83/24.99  																															| (6761) all_0_42_42 = e0 | all_0_43_43 = e0 | all_0_44_44 = e0
% 59.83/24.99  																															|
% 59.83/24.99  																																+-Applying beta-rule and splitting (6761), into two cases.
% 59.83/24.99  																																|-Branch one:
% 59.83/24.99  																																| (559) all_0_42_42 = e0
% 59.83/24.99  																																|
% 59.83/24.99  																																	| Equations (559) can reduce 358 to:
% 59.83/24.99  																																	| (266) $false
% 59.83/24.99  																																	|
% 59.83/24.99  																																	|-The branch is then unsatisfiable
% 59.83/24.99  																																|-Branch two:
% 59.83/24.99  																																| (358)  ~ (all_0_42_42 = e0)
% 59.83/24.99  																																| (6766) all_0_43_43 = e0 | all_0_44_44 = e0
% 59.83/24.99  																																|
% 59.83/24.99  																																	+-Applying beta-rule and splitting (6766), into two cases.
% 59.83/24.99  																																	|-Branch one:
% 59.83/24.99  																																	| (356) all_0_43_43 = e0
% 59.83/24.99  																																	|
% 59.83/24.99  																																		| Combining equations (356,396) yields a new equation:
% 59.83/24.99  																																		| (397) e4 = e0
% 59.83/24.99  																																		|
% 59.83/24.99  																																		| Equations (397) can reduce 49 to:
% 59.83/24.99  																																		| (266) $false
% 59.83/24.99  																																		|
% 59.83/24.99  																																		|-The branch is then unsatisfiable
% 59.83/24.99  																																	|-Branch two:
% 59.83/24.99  																																	| (5470)  ~ (all_0_43_43 = e0)
% 59.83/24.99  																																	| (1414) all_0_44_44 = e0
% 59.83/24.99  																																	|
% 59.83/24.99  																																		| Equations (1414) can reduce 360 to:
% 59.83/24.99  																																		| (266) $false
% 59.83/24.99  																																		|
% 59.83/24.99  																																		|-The branch is then unsatisfiable
% 59.83/24.99  																													|-Branch two:
% 59.83/24.99  																													| (477)  ~ (all_0_56_56 = e4)
% 59.83/24.99  																													| (845) all_0_56_56 = e3 | all_0_56_56 = e1 | all_0_56_56 = e0
% 59.83/24.99  																													|
% 59.83/24.99  																														+-Applying beta-rule and splitting (845), into two cases.
% 59.83/24.99  																														|-Branch one:
% 59.83/24.99  																														| (679) all_0_56_56 = e0
% 59.83/24.99  																														|
% 59.83/24.99  																															| Equations (679) can reduce 828 to:
% 59.83/24.99  																															| (266) $false
% 59.83/24.99  																															|
% 59.83/24.99  																															|-The branch is then unsatisfiable
% 59.83/24.99  																														|-Branch two:
% 59.83/24.99  																														| (828)  ~ (all_0_56_56 = e0)
% 59.83/24.99  																														| (3172) all_0_56_56 = e3 | all_0_56_56 = e1
% 59.83/24.99  																														|
% 59.83/24.99  																															+-Applying beta-rule and splitting (3172), into two cases.
% 59.83/24.99  																															|-Branch one:
% 59.83/24.99  																															| (1569) all_0_56_56 = e1
% 59.83/24.99  																															|
% 59.83/24.99  																																| Equations (1569) can reduce 466 to:
% 59.83/24.99  																																| (266) $false
% 59.83/24.99  																																|
% 59.83/24.99  																																|-The branch is then unsatisfiable
% 59.83/24.99  																															|-Branch two:
% 59.83/24.99  																															| (466)  ~ (all_0_56_56 = e1)
% 59.83/24.99  																															| (1097) all_0_56_56 = e3
% 59.83/24.99  																															|
% 59.83/24.99  																																| Equations (1097) can reduce 272 to:
% 59.83/24.99  																																| (266) $false
% 59.83/24.99  																																|
% 59.83/24.99  																																|-The branch is then unsatisfiable
% 59.83/24.99  																											|-Branch two:
% 59.83/24.99  																											| (302)  ~ (all_0_50_50 = e2)
% 59.83/24.99  																											| (381) all_0_51_51 = e2 | all_0_52_52 = e2 | all_0_53_53 = e2
% 59.83/24.99  																											|
% 59.83/24.99  																												+-Applying beta-rule and splitting (241), into two cases.
% 59.83/24.99  																												|-Branch one:
% 59.83/24.99  																												| (378) all_0_50_50 = e2
% 59.83/24.99  																												|
% 59.83/24.99  																													| Equations (378) can reduce 302 to:
% 59.83/24.99  																													| (266) $false
% 59.83/24.99  																													|
% 59.83/24.99  																													|-The branch is then unsatisfiable
% 59.83/24.99  																												|-Branch two:
% 59.83/24.99  																												| (302)  ~ (all_0_50_50 = e2)
% 59.83/24.99  																												| (422) all_0_50_50 = e4 | all_0_50_50 = e3 | all_0_50_50 = e1
% 59.83/24.99  																												|
% 59.83/24.99  																													+-Applying beta-rule and splitting (422), into two cases.
% 59.83/24.99  																													|-Branch one:
% 59.83/24.99  																													| (775) all_0_50_50 = e4
% 59.83/24.99  																													|
% 59.83/24.99  																														| Equations (775) can reduce 566 to:
% 59.83/24.99  																														| (266) $false
% 59.83/24.99  																														|
% 59.83/24.99  																														|-The branch is then unsatisfiable
% 59.83/24.99  																													|-Branch two:
% 59.83/24.99  																													| (566)  ~ (all_0_50_50 = e4)
% 59.83/24.99  																													| (1444) all_0_50_50 = e3 | all_0_50_50 = e1
% 59.83/24.99  																													|
% 59.83/24.99  																														+-Applying beta-rule and splitting (1444), into two cases.
% 59.83/24.99  																														|-Branch one:
% 59.83/24.99  																														| (601) all_0_50_50 = e1
% 59.83/24.99  																														|
% 59.83/24.99  																															| Equations (601) can reduce 759 to:
% 59.83/24.99  																															| (266) $false
% 59.83/24.99  																															|
% 59.83/24.99  																															|-The branch is then unsatisfiable
% 59.83/24.99  																														|-Branch two:
% 59.83/24.99  																														| (759)  ~ (all_0_50_50 = e1)
% 59.83/24.99  																														| (415) all_0_50_50 = e3
% 59.83/24.99  																														|
% 59.83/24.99  																															| Equations (415) can reduce 411 to:
% 59.83/24.99  																															| (266) $false
% 59.83/24.99  																															|
% 59.83/24.99  																															|-The branch is then unsatisfiable
% 59.83/24.99  																						|-Branch two:
% 59.83/24.99  																						| (632)  ~ (all_0_55_55 = e1)
% 59.83/24.99  																						| (2336) all_0_55_55 = e3
% 59.83/24.99  																						|
% 59.83/24.99  																							| Equations (2336) can reduce 270 to:
% 59.83/24.99  																							| (266) $false
% 59.83/24.99  																							|
% 59.83/24.99  																							|-The branch is then unsatisfiable
% 59.83/24.99  																	|-Branch two:
% 59.83/24.99  																	| (646)  ~ (all_0_52_52 = e1)
% 59.83/24.99  																	| (647) all_0_57_57 = e1
% 59.83/24.99  																	|
% 59.83/24.99  																		| Combining equations (647,875) yields a new equation:
% 59.83/24.99  																		| (546) e1 = e0
% 59.83/24.99  																		|
% 59.83/24.99  																		| Simplifying 546 yields:
% 59.83/24.99  																		| (431) e1 = e0
% 59.83/24.99  																		|
% 59.83/24.99  																		| Equations (431) can reduce 233 to:
% 59.83/24.99  																		| (266) $false
% 59.83/24.99  																		|
% 59.83/24.99  																		|-The branch is then unsatisfiable
% 59.83/24.99  													|-Branch two:
% 59.83/24.99  													| (399)  ~ (all_0_43_43 = e4)
% 59.83/24.99  													| (6374) all_0_43_43 = e1 | all_0_43_43 = e0
% 59.83/24.99  													|
% 59.83/24.99  														+-Applying beta-rule and splitting (6374), into two cases.
% 59.83/24.99  														|-Branch one:
% 59.83/24.99  														| (356) all_0_43_43 = e0
% 59.83/24.99  														|
% 59.83/24.99  															| Equations (356) can reduce 5470 to:
% 59.83/24.99  															| (266) $false
% 59.83/24.99  															|
% 59.83/24.99  															|-The branch is then unsatisfiable
% 59.83/24.99  														|-Branch two:
% 59.83/24.99  														| (5470)  ~ (all_0_43_43 = e0)
% 59.83/24.99  														| (430) all_0_43_43 = e1
% 59.83/24.99  														|
% 59.83/24.99  															| Equations (430) can reduce 31 to:
% 59.83/24.99  															| (457)  ~ (all_0_41_41 = e1)
% 59.83/24.99  															|
% 59.83/24.99  															| Equations (430) can reduce 240 to:
% 59.83/24.99  															| (1380)  ~ (all_0_42_42 = e1)
% 59.83/24.99  															|
% 59.83/24.99  															| Equations (430) can reduce 159 to:
% 59.83/24.99  															| (4057)  ~ (all_0_44_44 = e1)
% 59.83/24.99  															|
% 59.83/24.99  															| Simplifying 4057 yields:
% 59.83/24.99  															| (639)  ~ (all_0_44_44 = e1)
% 59.83/24.99  															|
% 59.83/24.99  															| Equations (430) can reduce 217 to:
% 59.83/24.99  															| (3533)  ~ (all_0_52_52 = e1)
% 59.83/24.99  															|
% 59.83/24.99  															| Simplifying 3533 yields:
% 59.83/24.99  															| (646)  ~ (all_0_52_52 = e1)
% 59.83/24.99  															|
% 59.83/24.99  															| Equations (430) can reduce 99 to:
% 59.83/24.99  															| (467)  ~ (e3 = e1)
% 59.83/24.99  															|
% 59.83/24.99  															| Simplifying 467 yields:
% 59.83/24.99  															| (213)  ~ (e3 = e1)
% 59.83/24.99  															|
% 59.83/24.99  															| Equations (430) can reduce 96 to:
% 59.83/24.99  															| (604)  ~ (e2 = e1)
% 59.83/24.99  															|
% 59.83/24.99  															| Simplifying 604 yields:
% 59.83/24.99  															| (122)  ~ (e2 = e1)
% 59.83/24.99  															|
% 59.83/24.99  															| Equations (430) can reduce 5470 to:
% 59.83/24.99  															| (233)  ~ (e1 = e0)
% 59.83/24.99  															|
% 59.83/24.99  															| From (430) and (37) follows:
% 59.83/24.99  															| (13877) op(e3, e1) = e1
% 59.83/24.99  															|
% 59.83/24.99  															+-Applying beta-rule and splitting (355), into two cases.
% 59.83/24.99  															|-Branch one:
% 59.83/24.99  															| (565) all_0_52_52 = e4
% 59.83/24.99  															|
% 59.83/24.99  																| Equations (565) can reduce 101 to:
% 59.83/24.99  																| (566)  ~ (all_0_50_50 = e4)
% 59.83/24.99  																|
% 59.83/24.99  																| Equations (565) can reduce 20 to:
% 59.83/24.99  																| (475)  ~ (all_0_51_51 = e4)
% 59.83/24.99  																|
% 59.83/24.99  																| Equations (565) can reduce 46 to:
% 59.83/24.99  																| (1452)  ~ (all_0_53_53 = e4)
% 59.83/24.99  																|
% 59.83/24.99  																| Simplifying 1452 yields:
% 59.83/24.99  																| (1453)  ~ (all_0_53_53 = e4)
% 59.83/24.99  																|
% 59.83/24.99  																| Equations (565) can reduce 166 to:
% 59.83/24.99  																| (188)  ~ (e4 = e3)
% 59.83/24.99  																|
% 59.83/24.99  																| Equations (565) can reduce 342 to:
% 59.83/24.99  																| (48)  ~ (e4 = e2)
% 59.83/24.99  																|
% 59.83/24.99  																| Equations (565) can reduce 72 to:
% 59.83/24.99  																| (49)  ~ (e4 = e0)
% 59.83/24.99  																|
% 59.83/24.99  																| From (565) and (124) follows:
% 59.83/24.99  																| (570) op(e1, e1) = e4
% 59.83/24.99  																|
% 59.83/24.99  																+-Applying beta-rule and splitting (117), into two cases.
% 59.83/24.99  																|-Branch one:
% 59.83/24.99  																| (292) all_0_38_38 = e2
% 59.83/24.99  																|
% 59.83/24.99  																	| Combining equations (292,321) yields a new equation:
% 59.83/24.99  																	| (323) e4 = e2
% 59.83/24.99  																	|
% 59.83/24.99  																	| Equations (323) can reduce 48 to:
% 59.83/24.99  																	| (266) $false
% 59.83/24.99  																	|
% 59.83/24.99  																	|-The branch is then unsatisfiable
% 59.83/24.99  																|-Branch two:
% 59.83/24.99  																| (9600)  ~ (all_0_38_38 = e2)
% 59.83/24.99  																| (24424) all_0_46_46 = e2 | all_0_50_50 = e2 | all_0_55_55 = e2
% 59.83/24.99  																|
% 59.83/24.99  																	+-Applying beta-rule and splitting (95), into two cases.
% 59.83/24.99  																	|-Branch one:
% 59.83/24.99  																	| (378) all_0_50_50 = e2
% 59.83/24.99  																	|
% 59.83/24.99  																		| Equations (378) can reduce 221 to:
% 59.83/24.99  																		| (85)  ~ (all_0_41_41 = e2)
% 59.83/24.99  																		|
% 59.83/24.99  																		| Equations (378) can reduce 35 to:
% 59.83/24.99  																		| (300)  ~ (all_0_46_46 = e2)
% 59.83/24.99  																		|
% 59.83/24.99  																		| Equations (378) can reduce 59 to:
% 59.83/24.99  																		| (17668)  ~ (all_0_51_51 = e2)
% 59.83/24.99  																		|
% 59.83/24.99  																		| Simplifying 17668 yields:
% 59.83/24.99  																		| (1099)  ~ (all_0_51_51 = e2)
% 59.83/24.99  																		|
% 59.83/24.99  																		| Equations (378) can reduce 93 to:
% 59.83/24.99  																		| (303)  ~ (all_0_55_55 = e2)
% 59.83/24.99  																		|
% 59.83/24.99  																		| Simplifying 303 yields:
% 59.83/24.99  																		| (304)  ~ (all_0_55_55 = e2)
% 59.83/24.99  																		|
% 59.83/25.00  																		| Equations (378) can reduce 566 to:
% 59.83/25.00  																		| (327)  ~ (e4 = e2)
% 59.83/25.00  																		|
% 59.83/25.00  																		| Simplifying 327 yields:
% 59.83/25.00  																		| (48)  ~ (e4 = e2)
% 59.83/25.00  																		|
% 59.83/25.00  																		| Equations (378) can reduce 121 to:
% 59.83/25.00  																		| (128)  ~ (e2 = e0)
% 59.83/25.00  																		|
% 59.83/25.00  																		| From (378) and (242) follows:
% 59.83/25.00  																		| (26152) op(e1, e3) = e2
% 59.83/25.00  																		|
% 59.83/25.00  																		+-Applying beta-rule and splitting (222), into two cases.
% 59.83/25.00  																		|-Branch one:
% 59.83/25.00  																		| (386) all_0_55_55 = e2
% 59.83/25.00  																		|
% 59.83/25.00  																			| Equations (386) can reduce 304 to:
% 59.83/25.00  																			| (266) $false
% 59.83/25.00  																			|
% 59.83/25.00  																			|-The branch is then unsatisfiable
% 59.83/25.00  																		|-Branch two:
% 59.83/25.00  																		| (304)  ~ (all_0_55_55 = e2)
% 59.83/25.00  																		| (389) all_0_56_56 = e2 | all_0_57_57 = e2 | all_0_58_58 = e2
% 59.83/25.00  																		|
% 59.83/25.00  																			+-Applying beta-rule and splitting (158), into two cases.
% 59.83/25.00  																			|-Branch one:
% 59.83/25.00  																			| (313) all_0_40_40 = e2
% 59.83/25.00  																			|
% 59.83/25.00  																				| Combining equations (485,313) yields a new equation:
% 59.83/25.00  																				| (330) e2 = e0
% 59.83/25.00  																				|
% 59.83/25.00  																				| Equations (330) can reduce 128 to:
% 59.83/25.00  																				| (266) $false
% 59.83/25.00  																				|
% 59.83/25.00  																				|-The branch is then unsatisfiable
% 59.83/25.00  																			|-Branch two:
% 59.83/25.00  																			| (296)  ~ (all_0_40_40 = e2)
% 59.83/25.00  																			| (377) all_0_49_49 = e2 | all_0_53_53 = e2 | all_0_58_58 = e2
% 59.83/25.00  																			|
% 59.83/25.00  																				| Equations (485) can reduce 296 to:
% 59.83/25.00  																				| (365)  ~ (e2 = e0)
% 59.83/25.00  																				|
% 59.83/25.00  																				| Simplifying 365 yields:
% 59.83/25.00  																				| (128)  ~ (e2 = e0)
% 59.83/25.00  																				|
% 59.83/25.00  																				+-Applying beta-rule and splitting (174), into two cases.
% 59.83/25.00  																				|-Branch one:
% 59.83/25.00  																				| (386) all_0_55_55 = e2
% 59.83/25.00  																				|
% 59.83/25.00  																					| Equations (386) can reduce 304 to:
% 59.83/25.00  																					| (266) $false
% 59.83/25.00  																					|
% 59.83/25.00  																					|-The branch is then unsatisfiable
% 59.83/25.00  																				|-Branch two:
% 59.83/25.00  																				| (304)  ~ (all_0_55_55 = e2)
% 59.83/25.00  																				| (2051) all_0_55_55 = e4 | all_0_55_55 = e3 | all_0_55_55 = e1 | all_0_55_55 = e0
% 59.83/25.00  																				|
% 59.83/25.00  																					+-Applying beta-rule and splitting (389), into two cases.
% 59.83/25.00  																					|-Branch one:
% 59.83/25.00  																					| (833) all_0_56_56 = e2
% 59.83/25.00  																					|
% 59.83/25.00  																						| Equations (833) can reduce 511 to:
% 59.83/25.00  																						| (266) $false
% 59.83/25.00  																						|
% 59.83/25.00  																						|-The branch is then unsatisfiable
% 59.83/25.00  																					|-Branch two:
% 59.83/25.00  																					| (511)  ~ (all_0_56_56 = e2)
% 59.83/25.00  																					| (1709) all_0_57_57 = e2 | all_0_58_58 = e2
% 59.83/25.00  																					|
% 59.83/25.00  																						+-Applying beta-rule and splitting (1709), into two cases.
% 59.83/25.00  																						|-Branch one:
% 59.83/25.00  																						| (442) all_0_57_57 = e2
% 59.83/25.00  																						|
% 59.83/25.00  																							| Combining equations (442,875) yields a new equation:
% 59.83/25.00  																							| (391) e2 = e0
% 59.83/25.00  																							|
% 59.83/25.00  																							| Simplifying 391 yields:
% 59.83/25.00  																							| (330) e2 = e0
% 59.83/25.00  																							|
% 59.83/25.00  																							| Equations (330) can reduce 128 to:
% 59.83/25.00  																							| (266) $false
% 59.83/25.00  																							|
% 59.83/25.00  																							|-The branch is then unsatisfiable
% 59.83/25.00  																						|-Branch two:
% 59.83/25.00  																						| (344)  ~ (all_0_57_57 = e2)
% 59.83/25.00  																						| (624) all_0_58_58 = e2
% 59.83/25.00  																						|
% 59.83/25.00  																							| Equations (624) can reduce 119 to:
% 59.83/25.00  																							| (340)  ~ (all_0_49_49 = e2)
% 59.83/25.00  																							|
% 59.83/25.00  																							| Equations (624) can reduce 10 to:
% 59.83/25.00  																							| (509)  ~ (all_0_53_53 = e2)
% 59.83/25.00  																							|
% 59.83/25.00  																							| Equations (624) can reduce 3 to:
% 59.83/25.00  																							| (304)  ~ (all_0_55_55 = e2)
% 59.83/25.00  																							|
% 59.83/25.00  																							| Equations (624) can reduce 44 to:
% 59.83/25.00  																							| (511)  ~ (all_0_56_56 = e2)
% 59.83/25.00  																							|
% 59.83/25.00  																							| From (624) and (245) follows:
% 59.83/25.00  																							| (628) op(e0, e0) = e2
% 59.83/25.00  																							|
% 59.83/25.00  																							+-Applying beta-rule and splitting (150), into two cases.
% 59.83/25.00  																							|-Branch one:
% 59.83/25.00  																							| (1378) all_0_40_40 = e4
% 59.83/25.00  																							|
% 59.83/25.00  																								| Combining equations (1378,485) yields a new equation:
% 59.83/25.00  																								| (481) e4 = e0
% 59.83/25.00  																								|
% 59.83/25.00  																								| Simplifying 481 yields:
% 59.83/25.00  																								| (397) e4 = e0
% 59.83/25.00  																								|
% 59.83/25.00  																								| Equations (397) can reduce 49 to:
% 59.83/25.00  																								| (266) $false
% 59.83/25.00  																								|
% 59.83/25.00  																								|-The branch is then unsatisfiable
% 59.83/25.00  																							|-Branch two:
% 59.83/25.00  																							| (447)  ~ (all_0_40_40 = e4)
% 59.83/25.00  																							| (2271) all_0_44_44 = e4 | all_0_49_49 = e4 | all_0_53_53 = e4 | all_0_58_58 = e4
% 59.83/25.00  																							|
% 59.83/25.00  																								| Equations (485) can reduce 447 to:
% 59.83/25.00  																								| (401)  ~ (e4 = e0)
% 59.83/25.00  																								|
% 59.83/25.00  																								| Simplifying 401 yields:
% 59.83/25.00  																								| (49)  ~ (e4 = e0)
% 59.83/25.00  																								|
% 59.83/25.00  																								+-Applying beta-rule and splitting (2051), into two cases.
% 59.83/25.00  																								|-Branch one:
% 59.83/25.00  																								| (587) all_0_55_55 = e4
% 59.83/25.00  																								|
% 59.83/25.00  																									| Equations (587) can reduce 763 to:
% 59.83/25.00  																									| (266) $false
% 59.83/25.00  																									|
% 59.83/25.00  																									|-The branch is then unsatisfiable
% 59.83/25.00  																								|-Branch two:
% 59.83/25.00  																								| (763)  ~ (all_0_55_55 = e4)
% 59.83/25.00  																								| (2055) all_0_55_55 = e3 | all_0_55_55 = e1 | all_0_55_55 = e0
% 59.83/25.00  																								|
% 59.83/25.00  																									+-Applying beta-rule and splitting (171), into two cases.
% 59.83/25.00  																									|-Branch one:
% 59.83/25.00  																									| (265) all_0_54_54 = e4
% 59.83/25.00  																									|
% 59.83/25.00  																										| Combining equations (265,268) yields a new equation:
% 59.83/25.00  																										| (424) e4 = e3
% 59.83/25.00  																										|
% 59.83/25.00  																										| Simplifying 424 yields:
% 59.83/25.00  																										| (425) e4 = e3
% 59.83/25.00  																										|
% 59.83/25.00  																										| Equations (425) can reduce 188 to:
% 59.83/25.00  																										| (266) $false
% 59.83/25.00  																										|
% 59.83/25.00  																										|-The branch is then unsatisfiable
% 59.83/25.00  																									|-Branch two:
% 59.83/25.00  																									| (258)  ~ (all_0_54_54 = e4)
% 59.83/25.00  																									| (575) all_0_55_55 = e4 | all_0_56_56 = e4 | all_0_57_57 = e4 | all_0_58_58 = e4
% 59.83/25.00  																									|
% 59.83/25.00  																										+-Applying beta-rule and splitting (575), into two cases.
% 59.83/25.00  																										|-Branch one:
% 59.83/25.00  																										| (587) all_0_55_55 = e4
% 59.83/25.00  																										|
% 59.83/25.00  																											| Equations (587) can reduce 763 to:
% 59.83/25.00  																											| (266) $false
% 59.83/25.00  																											|
% 59.83/25.00  																											|-The branch is then unsatisfiable
% 59.83/25.00  																										|-Branch two:
% 59.83/25.00  																										| (763)  ~ (all_0_55_55 = e4)
% 59.83/25.00  																										| (764) all_0_56_56 = e4 | all_0_57_57 = e4 | all_0_58_58 = e4
% 59.83/25.00  																										|
% 59.83/25.00  																											+-Applying beta-rule and splitting (764), into two cases.
% 59.83/25.00  																											|-Branch one:
% 59.83/25.00  																											| (842) all_0_56_56 = e4
% 59.83/25.00  																											|
% 59.83/25.00  																												| Equations (842) can reduce 153 to:
% 59.83/25.00  																												| (763)  ~ (all_0_55_55 = e4)
% 59.83/25.00  																												|
% 59.83/25.00  																												| Equations (842) can reduce 272 to:
% 59.83/25.00  																												| (188)  ~ (e4 = e3)
% 59.83/25.00  																												|
% 59.83/25.00  																												| Equations (842) can reduce 511 to:
% 59.83/25.00  																												| (48)  ~ (e4 = e2)
% 59.83/25.00  																												|
% 59.83/25.00  																												| From (842) and (111) follows:
% 59.83/25.00  																												| (2154) op(e0, e2) = e4
% 59.83/25.00  																												|
% 59.83/25.00  																												+-Applying beta-rule and splitting (2271), into two cases.
% 59.83/25.00  																												|-Branch one:
% 59.83/25.00  																												| (446) all_0_44_44 = e4
% 59.83/25.00  																												|
% 59.83/25.00  																													| Equations (446) can reduce 149 to:
% 59.83/25.00  																													| (440)  ~ (all_0_41_41 = e4)
% 59.83/25.00  																													|
% 59.83/25.00  																													| Equations (446) can reduce 9 to:
% 59.83/25.00  																													| (255)  ~ (all_0_49_49 = e4)
% 59.83/25.00  																													|
% 59.83/25.00  																													| Simplifying 255 yields:
% 59.83/25.00  																													| (256)  ~ (all_0_49_49 = e4)
% 59.83/25.00  																													|
% 59.83/25.00  																													| Equations (446) can reduce 220 to:
% 59.83/25.00  																													| (1452)  ~ (all_0_53_53 = e4)
% 59.83/25.00  																													|
% 59.83/25.00  																													| Simplifying 1452 yields:
% 59.83/25.00  																													| (1453)  ~ (all_0_53_53 = e4)
% 59.83/25.00  																													|
% 59.83/25.00  																													| Equations (446) can reduce 639 to:
% 59.83/25.00  																													| (110)  ~ (e4 = e1)
% 59.83/25.00  																													|
% 59.83/25.00  																													| Equations (446) can reduce 360 to:
% 59.83/25.00  																													| (49)  ~ (e4 = e0)
% 59.83/25.00  																													|
% 59.83/25.00  																													| From (446) and (138) follows:
% 59.83/25.00  																													| (4646) op(e3, e0) = e4
% 59.83/25.00  																													|
% 59.83/25.00  																													+-Applying beta-rule and splitting (216), into two cases.
% 59.83/25.00  																													|-Branch one:
% 59.83/25.00  																													| (629) all_0_55_55 = e1
% 59.83/25.00  																													|
% 59.83/25.00  																														| Equations (629) can reduce 191 to:
% 59.83/25.00  																														| (457)  ~ (all_0_41_41 = e1)
% 59.83/25.00  																														|
% 59.83/25.00  																														| Equations (629) can reduce 58 to:
% 59.83/25.00  																														| (549)  ~ (all_0_46_46 = e1)
% 59.83/25.00  																														|
% 59.83/25.00  																														| Equations (629) can reduce 763 to:
% 59.83/25.00  																														| (602)  ~ (e4 = e1)
% 59.83/25.00  																														|
% 59.83/25.00  																														| Simplifying 602 yields:
% 59.83/25.00  																														| (110)  ~ (e4 = e1)
% 59.83/25.00  																														|
% 59.83/25.00  																														| Equations (629) can reduce 304 to:
% 59.83/25.00  																														| (604)  ~ (e2 = e1)
% 59.83/25.00  																														|
% 59.83/25.00  																														| Simplifying 604 yields:
% 59.83/25.00  																														| (122)  ~ (e2 = e1)
% 59.83/25.00  																														|
% 59.83/25.00  																														| Equations (629) can reduce 803 to:
% 59.83/25.00  																														| (233)  ~ (e1 = e0)
% 59.83/25.00  																														|
% 59.83/25.00  																														| From (629) and (74) follows:
% 59.83/25.00  																														| (6587) op(e0, e3) = e1
% 59.83/25.00  																														|
% 59.83/25.00  																														+-Applying beta-rule and splitting (113), into two cases.
% 59.83/25.00  																														|-Branch one:
% 59.83/25.00  																														| (403) all_0_41_41 = e3
% 59.83/25.00  																														|
% 59.83/25.00  																															| Equations (403) can reduce 43 to:
% 59.83/25.00  																															| (408)  ~ (all_0_46_46 = e3)
% 59.83/25.00  																															|
% 59.83/25.00  																															| Simplifying 408 yields:
% 59.83/25.00  																															| (409)  ~ (all_0_46_46 = e3)
% 59.83/25.00  																															|
% 59.83/25.00  																															| Equations (403) can reduce 85 to:
% 59.83/25.00  																															| (212)  ~ (e3 = e2)
% 59.83/25.00  																															|
% 59.83/25.00  																															| Equations (403) can reduce 457 to:
% 59.83/25.00  																															| (213)  ~ (e3 = e1)
% 59.83/25.00  																															|
% 59.83/25.00  																															+-Applying beta-rule and splitting (165), into two cases.
% 59.83/25.00  																															|-Branch one:
% 59.83/25.00  																															| (794) all_0_41_41 = e0
% 59.83/25.00  																															|
% 59.83/25.00  																																| Combining equations (794,403) yields a new equation:
% 59.83/25.00  																																| (676) e3 = e0
% 59.83/25.00  																																|
% 59.83/25.00  																																| Equations (676) can reduce 80 to:
% 59.83/25.00  																																| (266) $false
% 59.83/25.00  																																|
% 59.83/25.00  																																|-The branch is then unsatisfiable
% 59.83/25.00  																															|-Branch two:
% 59.83/25.00  																															| (357)  ~ (all_0_41_41 = e0)
% 59.83/25.00  																															| (6761) all_0_42_42 = e0 | all_0_43_43 = e0 | all_0_44_44 = e0
% 59.83/25.00  																															|
% 59.83/25.00  																																+-Applying beta-rule and splitting (123), into two cases.
% 59.83/25.00  																																|-Branch one:
% 59.83/25.00  																																| (1794) all_0_46_46 = e2
% 59.83/25.00  																																|
% 59.83/25.00  																																	| Equations (1794) can reduce 300 to:
% 59.83/25.00  																																	| (266) $false
% 59.83/25.00  																																	|
% 59.83/25.00  																																	|-The branch is then unsatisfiable
% 59.83/25.00  																																|-Branch two:
% 59.83/25.00  																																| (300)  ~ (all_0_46_46 = e2)
% 59.83/25.00  																																| (1797) all_0_46_46 = e4 | all_0_46_46 = e3 | all_0_46_46 = e1 | all_0_46_46 = e0
% 59.83/25.00  																																|
% 59.83/25.00  																																	+-Applying beta-rule and splitting (6761), into two cases.
% 59.83/25.00  																																	|-Branch one:
% 59.83/25.00  																																	| (559) all_0_42_42 = e0
% 59.83/25.00  																																	|
% 59.83/25.00  																																		+-Applying beta-rule and splitting (1797), into two cases.
% 59.83/25.00  																																		|-Branch one:
% 59.83/25.00  																																		| (770) all_0_46_46 = e4
% 59.83/25.00  																																		|
% 59.83/25.00  																																			| Equations (770) can reduce 250 to:
% 59.83/25.00  																																			| (266) $false
% 59.83/25.00  																																			|
% 59.83/25.00  																																			|-The branch is then unsatisfiable
% 59.83/25.00  																																		|-Branch two:
% 59.83/25.00  																																		| (250)  ~ (all_0_46_46 = e4)
% 59.83/25.00  																																		| (1801) all_0_46_46 = e3 | all_0_46_46 = e1 | all_0_46_46 = e0
% 59.83/25.00  																																		|
% 59.83/25.00  																																			+-Applying beta-rule and splitting (1801), into two cases.
% 59.83/25.00  																																			|-Branch one:
% 59.83/25.00  																																			| (538) all_0_46_46 = e0
% 59.83/25.00  																																			|
% 59.83/25.00  																																				| Equations (538) can reduce 19 to:
% 59.83/25.00  																																				| (1402)  ~ (all_0_47_47 = e0)
% 59.83/25.00  																																				|
% 59.83/25.00  																																				| Simplifying 1402 yields:
% 59.83/25.00  																																				| (678)  ~ (all_0_47_47 = e0)
% 59.83/25.00  																																				|
% 59.83/25.00  																																				| Equations (538) can reduce 208 to:
% 59.83/25.00  																																				| (486)  ~ (all_0_49_49 = e0)
% 59.83/25.00  																																				|
% 59.83/25.00  																																				| Simplifying 486 yields:
% 59.83/25.00  																																				| (487)  ~ (all_0_49_49 = e0)
% 59.83/25.00  																																				|
% 59.83/25.00  																																				| Equations (538) can reduce 549 to:
% 59.83/25.00  																																				| (435)  ~ (e1 = e0)
% 59.83/25.00  																																				|
% 59.83/25.00  																																				| Simplifying 435 yields:
% 59.83/25.00  																																				| (233)  ~ (e1 = e0)
% 59.83/25.00  																																				|
% 59.83/25.00  																																				+-Applying beta-rule and splitting (168), into two cases.
% 59.83/25.00  																																				|-Branch one:
% 59.83/25.00  																																				| (415) all_0_50_50 = e3
% 59.83/25.00  																																				|
% 59.83/25.00  																																					| Combining equations (378,415) yields a new equation:
% 59.83/25.00  																																					| (662) e3 = e2
% 59.83/25.00  																																					|
% 59.83/25.00  																																					| Equations (662) can reduce 212 to:
% 59.83/25.00  																																					| (266) $false
% 59.83/25.00  																																					|
% 59.83/25.00  																																					|-The branch is then unsatisfiable
% 59.83/25.00  																																				|-Branch two:
% 59.83/25.00  																																				| (411)  ~ (all_0_50_50 = e3)
% 59.83/25.00  																																				| (418) all_0_51_51 = e3 | all_0_53_53 = e3
% 59.83/25.00  																																				|
% 59.83/25.00  																																					+-Applying beta-rule and splitting (135), into two cases.
% 59.83/25.00  																																					|-Branch one:
% 59.83/25.00  																																					| (545) all_0_46_46 = e1
% 59.83/25.00  																																					|
% 59.83/25.00  																																						| Combining equations (545,538) yields a new equation:
% 59.83/25.00  																																						| (546) e1 = e0
% 59.83/25.00  																																						|
% 59.83/25.00  																																						| Simplifying 546 yields:
% 59.83/25.00  																																						| (431) e1 = e0
% 59.83/25.00  																																						|
% 59.83/25.00  																																						| Equations (431) can reduce 233 to:
% 59.83/25.00  																																						| (266) $false
% 59.83/25.00  																																						|
% 59.83/25.00  																																						|-The branch is then unsatisfiable
% 59.83/25.00  																																					|-Branch two:
% 59.83/25.00  																																					| (549)  ~ (all_0_46_46 = e1)
% 59.83/25.00  																																					| (550) all_0_47_47 = e1 | all_0_48_48 = e1 | all_0_49_49 = e1
% 59.83/25.00  																																					|
% 59.83/25.00  																																						| Equations (538) can reduce 549 to:
% 59.83/25.00  																																						| (435)  ~ (e1 = e0)
% 59.83/25.00  																																						|
% 59.83/25.00  																																						| Simplifying 435 yields:
% 59.83/25.00  																																						| (233)  ~ (e1 = e0)
% 59.83/25.00  																																						|
% 59.83/25.00  																																						+-Applying beta-rule and splitting (160), into two cases.
% 59.83/25.00  																																						|-Branch one:
% 59.83/25.00  																																						| (601) all_0_50_50 = e1
% 59.83/25.00  																																						|
% 59.83/25.00  																																							| Combining equations (378,601) yields a new equation:
% 59.83/25.00  																																							| (616) e2 = e1
% 59.83/25.00  																																							|
% 59.83/25.00  																																							| Simplifying 616 yields:
% 59.83/25.00  																																							| (617) e2 = e1
% 59.83/25.00  																																							|
% 59.83/25.00  																																							| Equations (617) can reduce 122 to:
% 59.83/25.00  																																							| (266) $false
% 59.83/25.00  																																							|
% 59.83/25.00  																																							|-The branch is then unsatisfiable
% 59.83/25.00  																																						|-Branch two:
% 59.83/25.00  																																						| (759)  ~ (all_0_50_50 = e1)
% 59.83/25.00  																																						| (1168) all_0_51_51 = e1 | all_0_52_52 = e1 | all_0_53_53 = e1
% 59.83/25.00  																																						|
% 59.83/25.00  																																							+-Applying beta-rule and splitting (196), into two cases.
% 59.83/25.00  																																							|-Branch one:
% 59.83/25.00  																																							| (607) all_0_53_53 = e2
% 59.83/25.00  																																							|
% 59.83/25.00  																																								| Equations (607) can reduce 509 to:
% 59.83/25.00  																																								| (266) $false
% 59.83/25.00  																																								|
% 59.83/25.00  																																								|-The branch is then unsatisfiable
% 59.83/25.00  																																							|-Branch two:
% 59.83/25.00  																																							| (509)  ~ (all_0_53_53 = e2)
% 59.83/25.00  																																							| (610) all_0_53_53 = e4 | all_0_53_53 = e3 | all_0_53_53 = e1
% 59.83/25.00  																																							|
% 59.83/25.00  																																								+-Applying beta-rule and splitting (112), into two cases.
% 59.83/25.00  																																								|-Branch one:
% 59.83/25.00  																																								| (635) all_0_44_44 = e1
% 59.83/25.00  																																								|
% 59.83/25.00  																																									| Combining equations (635,446) yields a new equation:
% 59.83/25.00  																																									| (630) e4 = e1
% 59.83/25.00  																																									|
% 59.83/25.00  																																									| Equations (630) can reduce 110 to:
% 59.83/25.00  																																									| (266) $false
% 59.83/25.00  																																									|
% 59.83/25.00  																																									|-The branch is then unsatisfiable
% 59.83/25.00  																																								|-Branch two:
% 59.83/25.00  																																								| (639)  ~ (all_0_44_44 = e1)
% 59.83/25.00  																																								| (640) all_0_49_49 = e1 | all_0_53_53 = e1 | all_0_58_58 = e1
% 59.83/25.00  																																								|
% 59.83/25.00  																																									| Equations (446) can reduce 639 to:
% 59.83/25.00  																																									| (110)  ~ (e4 = e1)
% 59.83/25.00  																																									|
% 59.83/25.00  																																									+-Applying beta-rule and splitting (131), into two cases.
% 59.83/25.00  																																									|-Branch one:
% 59.83/25.00  																																									| (459) all_0_42_42 = e1
% 59.83/25.00  																																									|
% 59.83/25.00  																																										| Combining equations (459,559) yields a new equation:
% 59.83/25.00  																																										| (546) e1 = e0
% 59.83/25.00  																																										|
% 59.83/25.00  																																										| Simplifying 546 yields:
% 59.83/25.00  																																										| (431) e1 = e0
% 59.83/25.00  																																										|
% 59.83/25.00  																																										| Equations (431) can reduce 233 to:
% 59.83/25.00  																																										| (266) $false
% 59.83/25.00  																																										|
% 59.83/25.00  																																										|-The branch is then unsatisfiable
% 59.83/25.00  																																									|-Branch two:
% 59.83/25.00  																																									| (1380)  ~ (all_0_42_42 = e1)
% 59.83/25.00  																																									| (3259) all_0_47_47 = e1 | all_0_51_51 = e1 | all_0_56_56 = e1
% 59.83/25.00  																																									|
% 59.83/25.00  																																										| Equations (559) can reduce 1380 to:
% 59.83/25.00  																																										| (435)  ~ (e1 = e0)
% 59.83/25.00  																																										|
% 59.83/25.00  																																										| Simplifying 435 yields:
% 59.83/25.00  																																										| (233)  ~ (e1 = e0)
% 59.83/25.00  																																										|
% 59.83/25.00  																																										+-Applying beta-rule and splitting (7), into two cases.
% 59.83/25.00  																																										|-Branch one:
% 59.83/25.00  																																										| (504) all_0_51_51 = e2
% 59.83/25.00  																																										|
% 59.83/25.00  																																											| Equations (504) can reduce 1099 to:
% 59.83/25.00  																																											| (266) $false
% 59.83/25.00  																																											|
% 59.83/25.00  																																											|-The branch is then unsatisfiable
% 59.83/25.00  																																										|-Branch two:
% 59.83/25.00  																																										| (1099)  ~ (all_0_51_51 = e2)
% 59.83/25.00  																																										| (1100) all_0_51_51 = e4 | all_0_51_51 = e3 | all_0_51_51 = e1
% 59.83/25.00  																																										|
% 59.83/25.00  																																											+-Applying beta-rule and splitting (56), into two cases.
% 59.83/25.00  																																											|-Branch one:
% 59.83/25.00  																																											| (696) unit = e2
% 59.83/25.00  																																											|
% 59.83/25.00  																																												| From (696) and (211) follows:
% 59.83/25.00  																																												| (1612) op(e2, e1) = e1
% 59.83/25.00  																																												|
% 59.83/25.00  																																												| From (696) and (227) follows:
% 59.83/25.00  																																												| (4284) op(e4, e2) = e4
% 59.83/25.00  																																												|
% 59.83/25.00  																																												| From (696) and (42) follows:
% 59.83/25.00  																																												| (1613) op(e0, e2) = e0
% 59.83/25.00  																																												|
% 59.83/25.00  																																												| Instantiating formula (29) with e4, e2, e4, e2 and discharging atoms op(e4, e2) = e4, op(e4, e2) = e2, yields:
% 59.83/25.00  																																												| (323) e4 = e2
% 59.83/25.00  																																												|
% 59.83/25.00  																																												| Instantiating formula (29) with e2, e1, e1, e2 and discharging atoms op(e2, e1) = e2, op(e2, e1) = e1, yields:
% 59.83/25.00  																																												| (617) e2 = e1
% 59.83/25.00  																																												|
% 59.83/25.00  																																												| Instantiating formula (29) with e0, e2, e0, e4 and discharging atoms op(e0, e2) = e4, op(e0, e2) = e0, yields:
% 59.83/25.00  																																												| (397) e4 = e0
% 59.83/25.00  																																												|
% 59.83/25.00  																																												| Combining equations (323,397) yields a new equation:
% 59.83/25.00  																																												| (391) e2 = e0
% 59.83/25.00  																																												|
% 59.83/25.00  																																												| Simplifying 391 yields:
% 59.83/25.00  																																												| (330) e2 = e0
% 59.83/25.00  																																												|
% 59.83/25.00  																																												| Combining equations (617,330) yields a new equation:
% 59.83/25.00  																																												| (546) e1 = e0
% 59.83/25.00  																																												|
% 59.83/25.00  																																												| Simplifying 546 yields:
% 59.83/25.00  																																												| (431) e1 = e0
% 59.83/25.00  																																												|
% 59.83/25.00  																																												| Equations (431) can reduce 233 to:
% 59.83/25.00  																																												| (266) $false
% 59.83/25.00  																																												|
% 59.83/25.00  																																												|-The branch is then unsatisfiable
% 59.83/25.00  																																											|-Branch two:
% 59.83/25.00  																																											| (707)  ~ (unit = e2)
% 59.83/25.00  																																											| (708) unit = e4 | unit = e3 | unit = e1 | unit = e0
% 59.83/25.00  																																											|
% 59.83/25.00  																																												+-Applying beta-rule and splitting (418), into two cases.
% 59.83/25.00  																																												|-Branch one:
% 59.83/25.00  																																												| (660) all_0_51_51 = e3
% 59.83/25.00  																																												|
% 59.83/25.00  																																													| Equations (660) can reduce 6 to:
% 59.83/25.00  																																													| (1114)  ~ (all_0_53_53 = e3)
% 59.83/25.00  																																													|
% 59.83/25.00  																																													| Simplifying 1114 yields:
% 59.83/25.00  																																													| (903)  ~ (all_0_53_53 = e3)
% 59.83/25.00  																																													|
% 59.83/25.00  																																													| From (660) and (186) follows:
% 59.83/25.00  																																													| (1552) op(e1, e2) = e3
% 59.83/25.00  																																													|
% 59.83/25.00  																																													+-Applying beta-rule and splitting (610), into two cases.
% 59.83/25.00  																																													|-Branch one:
% 59.83/25.00  																																													| (1298) all_0_53_53 = e4
% 59.83/25.00  																																													|
% 59.83/25.00  																																														| Equations (1298) can reduce 1453 to:
% 59.83/25.00  																																														| (266) $false
% 59.83/25.00  																																														|
% 59.83/25.00  																																														|-The branch is then unsatisfiable
% 59.83/25.00  																																													|-Branch two:
% 59.83/25.00  																																													| (1453)  ~ (all_0_53_53 = e4)
% 59.83/25.00  																																													| (1694) all_0_53_53 = e3 | all_0_53_53 = e1
% 59.83/25.00  																																													|
% 59.83/25.00  																																														+-Applying beta-rule and splitting (1694), into two cases.
% 59.83/25.00  																																														|-Branch one:
% 59.83/25.00  																																														| (1208) all_0_53_53 = e1
% 59.83/25.00  																																														|
% 59.83/25.00  																																															| Equations (1208) can reduce 65 to:
% 59.83/25.00  																																															| (1064)  ~ (all_0_49_49 = e1)
% 59.83/25.00  																																															|
% 59.83/25.00  																																															| Equations (1208) can reduce 509 to:
% 59.83/25.00  																																															| (604)  ~ (e2 = e1)
% 59.83/25.00  																																															|
% 59.83/25.00  																																															| Simplifying 604 yields:
% 59.83/25.00  																																															| (122)  ~ (e2 = e1)
% 59.83/25.00  																																															|
% 59.83/25.00  																																															+-Applying beta-rule and splitting (550), into two cases.
% 59.83/25.00  																																															|-Branch one:
% 59.83/25.00  																																															| (654) all_0_47_47 = e1
% 59.83/25.00  																																															|
% 59.83/25.00  																																																| Equations (654) can reduce 678 to:
% 59.83/25.00  																																																| (233)  ~ (e1 = e0)
% 59.83/25.00  																																																|
% 59.83/25.00  																																																+-Applying beta-rule and splitting (708), into two cases.
% 59.83/25.00  																																																|-Branch one:
% 59.83/25.00  																																																| (709) unit = e4
% 59.83/25.00  																																																|
% 59.83/25.00  																																																	| From (709) and (24) follows:
% 59.83/25.01  																																																	| (33325) op(e4, e3) = e3
% 59.83/25.01  																																																	|
% 59.83/25.01  																																																	| From (709) and (227) follows:
% 59.83/25.01  																																																	| (710) op(e4, e4) = e4
% 59.83/25.01  																																																	|
% 59.83/25.01  																																																	| From (709) and (42) follows:
% 59.83/25.01  																																																	| (713) op(e0, e4) = e0
% 59.83/25.01  																																																	|
% 59.83/25.01  																																																	| Instantiating formula (29) with e4, e4, e4, e1 and discharging atoms op(e4, e4) = e4, op(e4, e4) = e1, yields:
% 59.83/25.01  																																																	| (630) e4 = e1
% 59.83/25.01  																																																	|
% 59.83/25.01  																																																	| Instantiating formula (29) with e4, e3, e3, e4 and discharging atoms op(e4, e3) = e4, op(e4, e3) = e3, yields:
% 59.83/25.01  																																																	| (425) e4 = e3
% 59.83/25.01  																																																	|
% 59.83/25.01  																																																	| Instantiating formula (29) with e0, e4, e0, e3 and discharging atoms op(e0, e4) = e3, op(e0, e4) = e0, yields:
% 59.83/25.01  																																																	| (676) e3 = e0
% 59.83/25.01  																																																	|
% 59.83/25.01  																																																	| Combining equations (630,425) yields a new equation:
% 59.83/25.01  																																																	| (455) e3 = e1
% 59.83/25.01  																																																	|
% 59.83/25.01  																																																	| Combining equations (455,676) yields a new equation:
% 59.83/25.01  																																																	| (546) e1 = e0
% 59.83/25.01  																																																	|
% 59.83/25.01  																																																	| Simplifying 546 yields:
% 59.83/25.01  																																																	| (431) e1 = e0
% 59.83/25.01  																																																	|
% 59.83/25.01  																																																	| Equations (431) can reduce 233 to:
% 59.83/25.01  																																																	| (266) $false
% 59.83/25.01  																																																	|
% 59.83/25.01  																																																	|-The branch is then unsatisfiable
% 59.83/25.01  																																																|-Branch two:
% 59.83/25.01  																																																| (724)  ~ (unit = e4)
% 59.83/25.01  																																																| (725) unit = e3 | unit = e1 | unit = e0
% 59.83/25.01  																																																|
% 59.83/25.01  																																																	+-Applying beta-rule and splitting (725), into two cases.
% 59.83/25.01  																																																	|-Branch one:
% 59.83/25.01  																																																	| (726) unit = e0
% 59.83/25.01  																																																	|
% 59.83/25.01  																																																		| From (726) and (244) follows:
% 59.83/25.01  																																																		| (2207) op(e0, e4) = e4
% 59.83/25.01  																																																		|
% 59.83/25.01  																																																		| From (726) and (24) follows:
% 59.83/25.01  																																																		| (2208) op(e0, e3) = e3
% 59.83/25.01  																																																		|
% 59.83/25.01  																																																		| From (726) and (15) follows:
% 59.83/25.01  																																																		| (1508) op(e0, e2) = e2
% 59.83/25.01  																																																		|
% 59.83/25.01  																																																		| From (726) and (227) follows:
% 59.83/25.01  																																																		| (3205) op(e4, e0) = e4
% 59.83/25.01  																																																		|
% 59.83/25.01  																																																		| Instantiating formula (29) with e4, e0, e4, e0 and discharging atoms op(e4, e0) = e4, op(e4, e0) = e0, yields:
% 59.83/25.01  																																																		| (397) e4 = e0
% 59.83/25.01  																																																		|
% 59.83/25.01  																																																		| Instantiating formula (29) with e0, e4, e4, e3 and discharging atoms op(e0, e4) = e4, op(e0, e4) = e3, yields:
% 59.83/25.01  																																																		| (425) e4 = e3
% 59.83/25.01  																																																		|
% 59.83/25.01  																																																		| Instantiating formula (29) with e0, e3, e3, e1 and discharging atoms op(e0, e3) = e3, op(e0, e3) = e1, yields:
% 59.83/25.01  																																																		| (455) e3 = e1
% 59.83/25.01  																																																		|
% 59.83/25.01  																																																		| Instantiating formula (29) with e0, e2, e2, e4 and discharging atoms op(e0, e2) = e4, op(e0, e2) = e2, yields:
% 59.83/25.01  																																																		| (323) e4 = e2
% 59.83/25.01  																																																		|
% 59.83/25.01  																																																		| Combining equations (323,425) yields a new equation:
% 59.83/25.01  																																																		| (662) e3 = e2
% 59.83/25.01  																																																		|
% 59.83/25.01  																																																		| Combining equations (397,425) yields a new equation:
% 59.83/25.01  																																																		| (676) e3 = e0
% 59.83/25.01  																																																		|
% 59.83/25.01  																																																		| Combining equations (455,662) yields a new equation:
% 59.83/25.01  																																																		| (617) e2 = e1
% 59.83/25.01  																																																		|
% 59.83/25.01  																																																		| Combining equations (676,662) yields a new equation:
% 59.83/25.01  																																																		| (330) e2 = e0
% 59.83/25.01  																																																		|
% 59.83/25.01  																																																		| Combining equations (617,330) yields a new equation:
% 59.83/25.01  																																																		| (546) e1 = e0
% 59.83/25.01  																																																		|
% 59.83/25.01  																																																		| Simplifying 546 yields:
% 59.83/25.01  																																																		| (431) e1 = e0
% 59.83/25.01  																																																		|
% 59.83/25.01  																																																		| Equations (431) can reduce 233 to:
% 59.83/25.01  																																																		| (266) $false
% 59.83/25.01  																																																		|
% 59.83/25.01  																																																		|-The branch is then unsatisfiable
% 59.83/25.01  																																																	|-Branch two:
% 59.83/25.01  																																																	| (734)  ~ (unit = e0)
% 59.83/25.01  																																																	| (735) unit = e3 | unit = e1
% 59.83/25.01  																																																	|
% 59.83/25.01  																																																		+-Applying beta-rule and splitting (735), into two cases.
% 59.83/25.01  																																																		|-Branch one:
% 59.83/25.01  																																																		| (736) unit = e1
% 59.83/25.01  																																																		|
% 59.83/25.01  																																																			| Equations (736) can reduce 734 to:
% 59.83/25.01  																																																			| (233)  ~ (e1 = e0)
% 59.83/25.01  																																																			|
% 59.83/25.01  																																																			| From (736) and (244) follows:
% 59.83/25.01  																																																			| (738) op(e1, e4) = e4
% 59.83/25.01  																																																			|
% 59.83/25.01  																																																			| From (736) and (15) follows:
% 59.83/25.01  																																																			| (515) op(e1, e2) = e2
% 59.83/25.01  																																																			|
% 59.83/25.01  																																																			| From (736) and (227) follows:
% 59.83/25.01  																																																			| (739) op(e4, e1) = e4
% 59.83/25.01  																																																			|
% 59.83/25.01  																																																			| From (736) and (28) follows:
% 59.83/25.01  																																																			| (740) op(e1, e1) = e1
% 59.83/25.01  																																																			|
% 59.83/25.01  																																																			| Instantiating formula (29) with e4, e1, e4, e3 and discharging atoms op(e4, e1) = e4, op(e4, e1) = e3, yields:
% 59.83/25.01  																																																			| (425) e4 = e3
% 59.83/25.01  																																																			|
% 59.83/25.01  																																																			| Instantiating formula (29) with e1, e4, e4, e0 and discharging atoms op(e1, e4) = e4, op(e1, e4) = e0, yields:
% 59.83/25.01  																																																			| (397) e4 = e0
% 59.83/25.01  																																																			|
% 59.83/25.01  																																																			| Instantiating formula (29) with e1, e2, e2, e3 and discharging atoms op(e1, e2) = e3, op(e1, e2) = e2, yields:
% 59.83/25.01  																																																			| (662) e3 = e2
% 59.83/25.01  																																																			|
% 59.83/25.01  																																																			| Instantiating formula (29) with e1, e1, e1, e4 and discharging atoms op(e1, e1) = e4, op(e1, e1) = e1, yields:
% 59.83/25.01  																																																			| (630) e4 = e1
% 59.83/25.01  																																																			|
% 59.83/25.01  																																																			| Combining equations (630,425) yields a new equation:
% 59.83/25.01  																																																			| (455) e3 = e1
% 59.83/25.01  																																																			|
% 59.83/25.01  																																																			| Combining equations (397,425) yields a new equation:
% 59.83/25.01  																																																			| (676) e3 = e0
% 59.83/25.01  																																																			|
% 59.83/25.01  																																																			| Combining equations (676,662) yields a new equation:
% 59.83/25.01  																																																			| (330) e2 = e0
% 59.83/25.01  																																																			|
% 59.83/25.01  																																																			| Combining equations (455,662) yields a new equation:
% 59.83/25.01  																																																			| (617) e2 = e1
% 59.83/25.01  																																																			|
% 59.83/25.01  																																																			| Combining equations (617,330) yields a new equation:
% 59.83/25.01  																																																			| (546) e1 = e0
% 59.83/25.01  																																																			|
% 59.83/25.01  																																																			| Simplifying 546 yields:
% 59.83/25.01  																																																			| (431) e1 = e0
% 59.83/25.01  																																																			|
% 59.83/25.01  																																																			| Equations (431) can reduce 233 to:
% 59.83/25.01  																																																			| (266) $false
% 59.83/25.01  																																																			|
% 59.83/25.01  																																																			|-The branch is then unsatisfiable
% 59.83/25.01  																																																		|-Branch two:
% 59.83/25.01  																																																		| (748)  ~ (unit = e1)
% 59.83/25.01  																																																		| (749) unit = e3
% 59.83/25.01  																																																		|
% 59.83/25.01  																																																			| From (749) and (244) follows:
% 59.83/25.01  																																																			| (750) op(e3, e4) = e4
% 59.83/25.01  																																																			|
% 59.83/25.01  																																																			| From (749) and (209) follows:
% 59.83/25.01  																																																			| (1667) op(e3, e0) = e0
% 59.83/25.01  																																																			|
% 59.83/25.01  																																																			| From (749) and (28) follows:
% 59.83/25.01  																																																			| (2235) op(e1, e3) = e1
% 59.83/25.01  																																																			|
% 59.83/25.01  																																																			| Instantiating formula (29) with e3, e4, e4, e2 and discharging atoms op(e3, e4) = e4, op(e3, e4) = e2, yields:
% 59.83/25.01  																																																			| (323) e4 = e2
% 59.83/25.01  																																																			|
% 59.83/25.01  																																																			| Instantiating formula (29) with e3, e0, e0, e4 and discharging atoms op(e3, e0) = e4, op(e3, e0) = e0, yields:
% 59.83/25.01  																																																			| (397) e4 = e0
% 59.83/25.01  																																																			|
% 59.83/25.01  																																																			| Instantiating formula (29) with e1, e3, e1, e2 and discharging atoms op(e1, e3) = e2, op(e1, e3) = e1, yields:
% 59.83/25.01  																																																			| (617) e2 = e1
% 59.83/25.01  																																																			|
% 59.83/25.01  																																																			| Combining equations (397,323) yields a new equation:
% 59.83/25.01  																																																			| (330) e2 = e0
% 59.83/25.01  																																																			|
% 59.83/25.01  																																																			| Combining equations (330,617) yields a new equation:
% 59.83/25.01  																																																			| (431) e1 = e0
% 59.83/25.01  																																																			|
% 59.83/25.01  																																																			| Equations (431) can reduce 233 to:
% 59.83/25.01  																																																			| (266) $false
% 59.83/25.01  																																																			|
% 59.83/25.01  																																																			|-The branch is then unsatisfiable
% 59.83/25.01  																																															|-Branch two:
% 59.83/25.01  																																															| (462)  ~ (all_0_47_47 = e1)
% 59.83/25.01  																																															| (659) all_0_48_48 = e1 | all_0_49_49 = e1
% 59.83/25.01  																																															|
% 59.83/25.01  																																																+-Applying beta-rule and splitting (659), into two cases.
% 59.83/25.01  																																																|-Branch one:
% 59.83/25.01  																																																| (615) all_0_48_48 = e1
% 59.83/25.01  																																																|
% 59.83/25.01  																																																	| Combining equations (615,335) yields a new equation:
% 59.83/25.01  																																																	| (617) e2 = e1
% 59.83/25.01  																																																	|
% 59.83/25.01  																																																	| Equations (617) can reduce 122 to:
% 59.83/25.01  																																																	| (266) $false
% 59.83/25.01  																																																	|
% 59.83/25.01  																																																	|-The branch is then unsatisfiable
% 59.83/25.01  																																																|-Branch two:
% 59.83/25.01  																																																| (619)  ~ (all_0_48_48 = e1)
% 59.83/25.01  																																																| (671) all_0_49_49 = e1
% 59.83/25.01  																																																|
% 59.83/25.01  																																																	| Equations (671) can reduce 1064 to:
% 59.83/25.01  																																																	| (266) $false
% 59.83/25.01  																																																	|
% 59.83/25.01  																																																	|-The branch is then unsatisfiable
% 59.83/25.01  																																														|-Branch two:
% 59.83/25.01  																																														| (1459)  ~ (all_0_53_53 = e1)
% 59.83/25.01  																																														| (665) all_0_53_53 = e3
% 59.83/25.01  																																														|
% 59.83/25.01  																																															| Equations (665) can reduce 903 to:
% 59.83/25.01  																																															| (266) $false
% 59.83/25.01  																																															|
% 59.83/25.01  																																															|-The branch is then unsatisfiable
% 59.83/25.01  																																												|-Branch two:
% 59.83/25.01  																																												| (664)  ~ (all_0_51_51 = e3)
% 59.83/25.01  																																												| (665) all_0_53_53 = e3
% 59.83/25.01  																																												|
% 59.83/25.01  																																													+-Applying beta-rule and splitting (1168), into two cases.
% 59.83/25.01  																																													|-Branch one:
% 59.83/25.01  																																													| (1109) all_0_51_51 = e1
% 59.83/25.01  																																													|
% 59.83/25.01  																																														| Equations (1109) can reduce 224 to:
% 59.83/25.01  																																														| (462)  ~ (all_0_47_47 = e1)
% 59.83/25.01  																																														|
% 59.83/25.01  																																														| Equations (1109) can reduce 1099 to:
% 59.83/25.01  																																														| (604)  ~ (e2 = e1)
% 59.83/25.01  																																														|
% 59.83/25.01  																																														| Simplifying 604 yields:
% 59.83/25.01  																																														| (122)  ~ (e2 = e1)
% 59.83/25.01  																																														|
% 59.83/25.01  																																														+-Applying beta-rule and splitting (550), into two cases.
% 59.83/25.01  																																														|-Branch one:
% 59.83/25.01  																																														| (654) all_0_47_47 = e1
% 59.83/25.01  																																														|
% 59.83/25.01  																																															| Equations (654) can reduce 462 to:
% 59.83/25.01  																																															| (266) $false
% 59.83/25.01  																																															|
% 59.83/25.01  																																															|-The branch is then unsatisfiable
% 59.83/25.01  																																														|-Branch two:
% 59.83/25.01  																																														| (462)  ~ (all_0_47_47 = e1)
% 59.83/25.01  																																														| (659) all_0_48_48 = e1 | all_0_49_49 = e1
% 59.83/25.01  																																														|
% 59.83/25.01  																																															+-Applying beta-rule and splitting (659), into two cases.
% 59.83/25.01  																																															|-Branch one:
% 59.83/25.01  																																															| (615) all_0_48_48 = e1
% 59.83/25.01  																																															|
% 59.83/25.01  																																																| Combining equations (615,335) yields a new equation:
% 59.83/25.01  																																																| (617) e2 = e1
% 59.83/25.01  																																																|
% 59.83/25.01  																																																| Equations (617) can reduce 122 to:
% 59.83/25.01  																																																| (266) $false
% 59.83/25.01  																																																|
% 59.83/25.01  																																																|-The branch is then unsatisfiable
% 59.83/25.01  																																															|-Branch two:
% 59.83/25.01  																																															| (619)  ~ (all_0_48_48 = e1)
% 59.83/25.01  																																															| (671) all_0_49_49 = e1
% 59.83/25.01  																																															|
% 59.83/25.01  																																																| Equations (671) can reduce 487 to:
% 59.83/25.01  																																																| (233)  ~ (e1 = e0)
% 59.83/25.01  																																																|
% 59.83/25.01  																																																+-Applying beta-rule and splitting (708), into two cases.
% 59.83/25.01  																																																|-Branch one:
% 59.83/25.01  																																																| (709) unit = e4
% 59.83/25.01  																																																|
% 59.83/25.01  																																																	| From (709) and (24) follows:
% 59.83/25.01  																																																	| (33325) op(e4, e3) = e3
% 59.83/25.01  																																																	|
% 59.83/25.01  																																																	| From (709) and (227) follows:
% 59.83/25.01  																																																	| (710) op(e4, e4) = e4
% 59.83/25.01  																																																	|
% 59.83/25.01  																																																	| From (709) and (42) follows:
% 59.83/25.01  																																																	| (713) op(e0, e4) = e0
% 59.83/25.01  																																																	|
% 59.83/25.01  																																																	| Instantiating formula (29) with e4, e4, e4, e1 and discharging atoms op(e4, e4) = e4, op(e4, e4) = e1, yields:
% 59.83/25.01  																																																	| (630) e4 = e1
% 59.83/25.01  																																																	|
% 59.83/25.01  																																																	| Instantiating formula (29) with e4, e3, e3, e4 and discharging atoms op(e4, e3) = e4, op(e4, e3) = e3, yields:
% 59.83/25.01  																																																	| (425) e4 = e3
% 59.83/25.01  																																																	|
% 59.83/25.01  																																																	| Instantiating formula (29) with e0, e4, e0, e3 and discharging atoms op(e0, e4) = e3, op(e0, e4) = e0, yields:
% 59.83/25.01  																																																	| (676) e3 = e0
% 59.83/25.01  																																																	|
% 59.83/25.01  																																																	| Combining equations (630,425) yields a new equation:
% 59.83/25.01  																																																	| (455) e3 = e1
% 59.83/25.01  																																																	|
% 59.83/25.01  																																																	| Combining equations (455,676) yields a new equation:
% 59.83/25.01  																																																	| (546) e1 = e0
% 59.83/25.01  																																																	|
% 59.83/25.01  																																																	| Simplifying 546 yields:
% 59.83/25.01  																																																	| (431) e1 = e0
% 59.83/25.01  																																																	|
% 59.83/25.01  																																																	| Equations (431) can reduce 233 to:
% 59.83/25.01  																																																	| (266) $false
% 59.83/25.01  																																																	|
% 59.83/25.01  																																																	|-The branch is then unsatisfiable
% 59.83/25.01  																																																|-Branch two:
% 59.83/25.01  																																																| (724)  ~ (unit = e4)
% 59.83/25.01  																																																| (725) unit = e3 | unit = e1 | unit = e0
% 59.83/25.01  																																																|
% 59.83/25.01  																																																	+-Applying beta-rule and splitting (725), into two cases.
% 59.83/25.01  																																																	|-Branch one:
% 59.83/25.01  																																																	| (726) unit = e0
% 59.83/25.01  																																																	|
% 59.83/25.01  																																																		| From (726) and (244) follows:
% 59.83/25.01  																																																		| (2207) op(e0, e4) = e4
% 59.83/25.01  																																																		|
% 59.83/25.01  																																																		| From (726) and (24) follows:
% 59.83/25.01  																																																		| (2208) op(e0, e3) = e3
% 59.83/25.01  																																																		|
% 59.83/25.01  																																																		| From (726) and (15) follows:
% 59.83/25.01  																																																		| (1508) op(e0, e2) = e2
% 59.83/25.01  																																																		|
% 59.83/25.01  																																																		| From (726) and (42) follows:
% 59.83/25.01  																																																		| (728) op(e0, e0) = e0
% 59.83/25.01  																																																		|
% 59.83/25.01  																																																		| Instantiating formula (29) with e0, e4, e4, e3 and discharging atoms op(e0, e4) = e4, op(e0, e4) = e3, yields:
% 59.83/25.01  																																																		| (425) e4 = e3
% 59.83/25.01  																																																		|
% 59.83/25.01  																																																		| Instantiating formula (29) with e0, e3, e3, e1 and discharging atoms op(e0, e3) = e3, op(e0, e3) = e1, yields:
% 59.83/25.01  																																																		| (455) e3 = e1
% 59.83/25.01  																																																		|
% 59.83/25.01  																																																		| Instantiating formula (29) with e0, e2, e2, e4 and discharging atoms op(e0, e2) = e4, op(e0, e2) = e2, yields:
% 59.83/25.01  																																																		| (323) e4 = e2
% 59.83/25.01  																																																		|
% 59.83/25.01  																																																		| Instantiating formula (29) with e0, e0, e0, e2 and discharging atoms op(e0, e0) = e2, op(e0, e0) = e0, yields:
% 59.83/25.01  																																																		| (330) e2 = e0
% 59.83/25.01  																																																		|
% 59.83/25.01  																																																		| Combining equations (323,425) yields a new equation:
% 59.83/25.01  																																																		| (662) e3 = e2
% 59.83/25.01  																																																		|
% 59.83/25.01  																																																		| Combining equations (662,455) yields a new equation:
% 59.83/25.01  																																																		| (616) e2 = e1
% 59.83/25.01  																																																		|
% 59.83/25.01  																																																		| Simplifying 616 yields:
% 59.83/25.01  																																																		| (617) e2 = e1
% 59.83/25.01  																																																		|
% 59.83/25.01  																																																		| Combining equations (330,617) yields a new equation:
% 59.83/25.01  																																																		| (431) e1 = e0
% 59.83/25.01  																																																		|
% 59.83/25.01  																																																		| Equations (431) can reduce 233 to:
% 59.83/25.01  																																																		| (266) $false
% 59.83/25.01  																																																		|
% 59.83/25.01  																																																		|-The branch is then unsatisfiable
% 59.83/25.01  																																																	|-Branch two:
% 59.83/25.01  																																																	| (734)  ~ (unit = e0)
% 59.83/25.01  																																																	| (735) unit = e3 | unit = e1
% 59.83/25.01  																																																	|
% 59.83/25.01  																																																		+-Applying beta-rule and splitting (735), into two cases.
% 59.83/25.01  																																																		|-Branch one:
% 59.83/25.01  																																																		| (736) unit = e1
% 59.83/25.01  																																																		|
% 59.83/25.01  																																																			| Equations (736) can reduce 734 to:
% 59.83/25.01  																																																			| (233)  ~ (e1 = e0)
% 59.83/25.01  																																																			|
% 59.83/25.01  																																																			| From (736) and (244) follows:
% 59.83/25.01  																																																			| (738) op(e1, e4) = e4
% 59.83/25.01  																																																			|
% 59.83/25.01  																																																			| From (736) and (227) follows:
% 59.83/25.01  																																																			| (739) op(e4, e1) = e4
% 59.83/25.01  																																																			|
% 59.83/25.01  																																																			| From (736) and (40) follows:
% 59.83/25.01  																																																			| (1652) op(e3, e1) = e3
% 59.83/25.01  																																																			|
% 59.83/25.01  																																																			| Instantiating formula (29) with e4, e1, e4, e3 and discharging atoms op(e4, e1) = e4, op(e4, e1) = e3, yields:
% 59.83/25.01  																																																			| (425) e4 = e3
% 59.83/25.01  																																																			|
% 59.83/25.01  																																																			| Instantiating formula (29) with e3, e1, e3, e1 and discharging atoms op(e3, e1) = e3, op(e3, e1) = e1, yields:
% 59.83/25.01  																																																			| (455) e3 = e1
% 59.83/25.01  																																																			|
% 59.83/25.01  																																																			| Instantiating formula (29) with e1, e4, e4, e0 and discharging atoms op(e1, e4) = e4, op(e1, e4) = e0, yields:
% 59.83/25.01  																																																			| (397) e4 = e0
% 59.83/25.01  																																																			|
% 59.83/25.01  																																																			| Combining equations (425,397) yields a new equation:
% 59.83/25.01  																																																			| (675) e3 = e0
% 59.83/25.01  																																																			|
% 59.83/25.01  																																																			| Simplifying 675 yields:
% 59.83/25.01  																																																			| (676) e3 = e0
% 59.83/25.01  																																																			|
% 59.83/25.01  																																																			| Combining equations (676,455) yields a new equation:
% 59.83/25.01  																																																			| (431) e1 = e0
% 59.83/25.01  																																																			|
% 59.83/25.01  																																																			| Equations (431) can reduce 233 to:
% 59.83/25.01  																																																			| (266) $false
% 59.83/25.01  																																																			|
% 59.83/25.01  																																																			|-The branch is then unsatisfiable
% 59.83/25.01  																																																		|-Branch two:
% 59.83/25.01  																																																		| (748)  ~ (unit = e1)
% 59.83/25.01  																																																		| (749) unit = e3
% 59.83/25.01  																																																		|
% 59.83/25.01  																																																			| From (749) and (244) follows:
% 59.83/25.01  																																																			| (750) op(e3, e4) = e4
% 59.83/25.01  																																																			|
% 59.83/25.01  																																																			| From (749) and (209) follows:
% 59.83/25.01  																																																			| (1667) op(e3, e0) = e0
% 59.83/25.01  																																																			|
% 59.83/25.01  																																																			| From (749) and (28) follows:
% 59.83/25.01  																																																			| (2235) op(e1, e3) = e1
% 59.83/25.01  																																																			|
% 59.83/25.01  																																																			| Instantiating formula (29) with e3, e4, e4, e2 and discharging atoms op(e3, e4) = e4, op(e3, e4) = e2, yields:
% 59.83/25.01  																																																			| (323) e4 = e2
% 59.83/25.01  																																																			|
% 59.83/25.01  																																																			| Instantiating formula (29) with e3, e0, e0, e4 and discharging atoms op(e3, e0) = e4, op(e3, e0) = e0, yields:
% 59.83/25.01  																																																			| (397) e4 = e0
% 59.83/25.01  																																																			|
% 59.83/25.01  																																																			| Instantiating formula (29) with e1, e3, e1, e2 and discharging atoms op(e1, e3) = e2, op(e1, e3) = e1, yields:
% 59.83/25.01  																																																			| (617) e2 = e1
% 59.83/25.01  																																																			|
% 59.83/25.01  																																																			| Combining equations (397,323) yields a new equation:
% 59.83/25.01  																																																			| (330) e2 = e0
% 59.83/25.01  																																																			|
% 59.83/25.01  																																																			| Combining equations (330,617) yields a new equation:
% 59.83/25.01  																																																			| (431) e1 = e0
% 59.83/25.01  																																																			|
% 59.83/25.01  																																																			| Equations (431) can reduce 233 to:
% 59.83/25.01  																																																			| (266) $false
% 59.83/25.01  																																																			|
% 59.83/25.01  																																																			|-The branch is then unsatisfiable
% 59.83/25.01  																																													|-Branch two:
% 59.83/25.01  																																													| (464)  ~ (all_0_51_51 = e1)
% 59.83/25.01  																																													| (1202) all_0_52_52 = e1 | all_0_53_53 = e1
% 59.83/25.01  																																													|
% 59.83/25.01  																																														+-Applying beta-rule and splitting (1202), into two cases.
% 59.83/25.01  																																														|-Branch one:
% 59.83/25.01  																																														| (642) all_0_52_52 = e1
% 59.83/25.01  																																														|
% 59.83/25.01  																																															| Combining equations (565,642) yields a new equation:
% 59.83/25.01  																																															| (636) e4 = e1
% 59.83/25.01  																																															|
% 59.83/25.01  																																															| Simplifying 636 yields:
% 59.83/25.01  																																															| (630) e4 = e1
% 59.83/25.01  																																															|
% 59.83/25.01  																																															| Equations (630) can reduce 110 to:
% 59.83/25.01  																																															| (266) $false
% 59.83/25.01  																																															|
% 59.83/25.01  																																															|-The branch is then unsatisfiable
% 59.83/25.01  																																														|-Branch two:
% 59.83/25.01  																																														| (646)  ~ (all_0_52_52 = e1)
% 59.83/25.01  																																														| (1208) all_0_53_53 = e1
% 59.83/25.01  																																														|
% 59.83/25.01  																																															| Combining equations (665,1208) yields a new equation:
% 59.83/25.01  																																															| (454) e3 = e1
% 59.83/25.01  																																															|
% 59.83/25.01  																																															| Simplifying 454 yields:
% 59.83/25.01  																																															| (455) e3 = e1
% 59.83/25.01  																																															|
% 59.83/25.01  																																															| Equations (455) can reduce 213 to:
% 59.83/25.01  																																															| (266) $false
% 59.83/25.01  																																															|
% 59.83/25.01  																																															|-The branch is then unsatisfiable
% 59.83/25.01  																																			|-Branch two:
% 59.83/25.01  																																			| (831)  ~ (all_0_46_46 = e0)
% 59.83/25.01  																																			| (1838) all_0_46_46 = e3 | all_0_46_46 = e1
% 59.83/25.01  																																			|
% 59.83/25.01  																																				+-Applying beta-rule and splitting (1838), into two cases.
% 59.83/25.01  																																				|-Branch one:
% 59.83/25.01  																																				| (545) all_0_46_46 = e1
% 59.83/25.01  																																				|
% 59.83/25.01  																																					| Equations (545) can reduce 549 to:
% 59.83/25.01  																																					| (266) $false
% 59.83/25.01  																																					|
% 59.83/25.01  																																					|-The branch is then unsatisfiable
% 59.83/25.01  																																				|-Branch two:
% 59.83/25.01  																																				| (549)  ~ (all_0_46_46 = e1)
% 59.83/25.01  																																				| (1557) all_0_46_46 = e3
% 59.83/25.01  																																				|
% 59.83/25.01  																																					| Equations (1557) can reduce 409 to:
% 59.83/25.01  																																					| (266) $false
% 59.83/25.01  																																					|
% 59.83/25.01  																																					|-The branch is then unsatisfiable
% 59.83/25.01  																																	|-Branch two:
% 59.83/25.01  																																	| (358)  ~ (all_0_42_42 = e0)
% 59.83/25.01  																																	| (6766) all_0_43_43 = e0 | all_0_44_44 = e0
% 59.83/25.01  																																	|
% 59.83/25.01  																																		+-Applying beta-rule and splitting (6766), into two cases.
% 59.83/25.01  																																		|-Branch one:
% 59.83/25.01  																																		| (356) all_0_43_43 = e0
% 59.83/25.01  																																		|
% 59.83/25.01  																																			| Combining equations (356,430) yields a new equation:
% 59.83/25.01  																																			| (431) e1 = e0
% 59.83/25.01  																																			|
% 59.83/25.01  																																			| Equations (431) can reduce 233 to:
% 59.83/25.01  																																			| (266) $false
% 59.83/25.01  																																			|
% 59.83/25.01  																																			|-The branch is then unsatisfiable
% 59.83/25.01  																																		|-Branch two:
% 59.83/25.02  																																		| (5470)  ~ (all_0_43_43 = e0)
% 59.83/25.02  																																		| (1414) all_0_44_44 = e0
% 59.83/25.02  																																		|
% 59.83/25.02  																																			| Combining equations (1414,446) yields a new equation:
% 59.83/25.02  																																			| (397) e4 = e0
% 59.83/25.02  																																			|
% 59.83/25.02  																																			| Equations (397) can reduce 49 to:
% 59.83/25.02  																																			| (266) $false
% 59.83/25.02  																																			|
% 59.83/25.02  																																			|-The branch is then unsatisfiable
% 59.83/25.02  																														|-Branch two:
% 59.83/25.02  																														| (1898)  ~ (all_0_41_41 = e3)
% 59.83/25.02  																														| (1899) all_0_42_42 = e3 | all_0_44_44 = e3
% 59.83/25.02  																														|
% 59.83/25.02  																															+-Applying beta-rule and splitting (27), into two cases.
% 59.83/25.02  																															|-Branch one:
% 59.83/25.02  																															| (437) all_0_41_41 = e4
% 59.83/25.02  																															|
% 59.83/25.02  																																| Equations (437) can reduce 440 to:
% 59.83/25.02  																																| (266) $false
% 59.83/25.02  																																|
% 59.83/25.02  																																|-The branch is then unsatisfiable
% 59.83/25.02  																															|-Branch two:
% 59.83/25.02  																															| (440)  ~ (all_0_41_41 = e4)
% 59.83/25.02  																															| (4049) all_0_41_41 = e3 | all_0_41_41 = e1 | all_0_41_41 = e0
% 59.83/25.02  																															|
% 59.83/25.02  																																+-Applying beta-rule and splitting (4049), into two cases.
% 59.83/25.02  																																|-Branch one:
% 59.83/25.02  																																| (794) all_0_41_41 = e0
% 59.83/25.02  																																|
% 59.83/25.02  																																	| Equations (794) can reduce 43 to:
% 59.83/25.02  																																	| (5567)  ~ (all_0_46_46 = e0)
% 59.83/25.02  																																	|
% 59.83/25.02  																																	| Simplifying 5567 yields:
% 59.83/25.02  																																	| (831)  ~ (all_0_46_46 = e0)
% 59.83/25.02  																																	|
% 59.83/25.02  																																	| Equations (794) can reduce 1898 to:
% 59.83/25.02  																																	| (541)  ~ (e3 = e0)
% 59.83/25.02  																																	|
% 59.83/25.02  																																	| Simplifying 541 yields:
% 59.83/25.02  																																	| (80)  ~ (e3 = e0)
% 59.83/25.02  																																	|
% 59.83/25.02  																																	| Equations (794) can reduce 85 to:
% 59.83/25.02  																																	| (365)  ~ (e2 = e0)
% 59.83/25.02  																																	|
% 59.83/25.02  																																	| Simplifying 365 yields:
% 59.83/25.02  																																	| (128)  ~ (e2 = e0)
% 59.83/25.02  																																	|
% 59.83/25.02  																																	| Equations (794) can reduce 457 to:
% 59.83/25.02  																																	| (435)  ~ (e1 = e0)
% 59.83/25.02  																																	|
% 59.83/25.02  																																	| Simplifying 435 yields:
% 59.83/25.02  																																	| (233)  ~ (e1 = e0)
% 59.83/25.02  																																	|
% 59.83/25.02  																																	| From (794) and (219) follows:
% 59.83/25.02  																																	| (5573) op(e3, e3) = e0
% 59.83/25.02  																																	|
% 59.83/25.02  																																	+-Applying beta-rule and splitting (144), into two cases.
% 59.83/25.02  																																	|-Branch one:
% 59.83/25.02  																																	| (403) all_0_41_41 = e3
% 59.83/25.02  																																	|
% 59.83/25.02  																																		| Combining equations (403,794) yields a new equation:
% 59.83/25.02  																																		| (675) e3 = e0
% 59.83/25.02  																																		|
% 59.83/25.02  																																		| Simplifying 675 yields:
% 59.83/25.02  																																		| (676) e3 = e0
% 59.83/25.02  																																		|
% 59.83/25.02  																																		| Equations (676) can reduce 80 to:
% 59.83/25.02  																																		| (266) $false
% 59.83/25.02  																																		|
% 59.83/25.02  																																		|-The branch is then unsatisfiable
% 59.83/25.02  																																	|-Branch two:
% 59.83/25.02  																																	| (1898)  ~ (all_0_41_41 = e3)
% 59.83/25.02  																																	| (1923) all_0_46_46 = e3 | all_0_50_50 = e3 | all_0_55_55 = e3
% 59.83/25.02  																																	|
% 59.83/25.02  																																		+-Applying beta-rule and splitting (184), into two cases.
% 59.83/25.02  																																		|-Branch one:
% 59.83/25.02  																																		| (538) all_0_46_46 = e0
% 59.83/25.02  																																		|
% 59.83/25.02  																																			| Equations (538) can reduce 831 to:
% 59.83/25.02  																																			| (266) $false
% 59.83/25.02  																																			|
% 59.83/25.02  																																			|-The branch is then unsatisfiable
% 59.83/25.02  																																		|-Branch two:
% 59.83/25.02  																																		| (831)  ~ (all_0_46_46 = e0)
% 59.83/25.02  																																		| (832) all_0_47_47 = e0 | all_0_48_48 = e0 | all_0_49_49 = e0
% 59.83/25.02  																																		|
% 59.83/25.02  																																			+-Applying beta-rule and splitting (832), into two cases.
% 59.83/25.02  																																			|-Branch one:
% 59.83/25.02  																																			| (674) all_0_47_47 = e0
% 59.83/25.02  																																			|
% 59.83/25.02  																																				| Equations (674) can reduce 86 to:
% 59.83/25.02  																																				| (486)  ~ (all_0_49_49 = e0)
% 59.83/25.02  																																				|
% 59.83/25.02  																																				| Simplifying 486 yields:
% 59.83/25.02  																																				| (487)  ~ (all_0_49_49 = e0)
% 59.83/25.02  																																				|
% 59.83/25.02  																																				| Equations (674) can reduce 224 to:
% 59.83/25.02  																																				| (1404)  ~ (all_0_51_51 = e0)
% 59.83/25.02  																																				|
% 59.83/25.02  																																				| Simplifying 1404 yields:
% 59.83/25.02  																																				| (115)  ~ (all_0_51_51 = e0)
% 59.83/25.02  																																				|
% 59.83/25.02  																																				+-Applying beta-rule and splitting (131), into two cases.
% 59.83/25.02  																																				|-Branch one:
% 59.83/25.02  																																				| (459) all_0_42_42 = e1
% 59.83/25.02  																																				|
% 59.83/25.02  																																					| Equations (459) can reduce 1380 to:
% 59.83/25.02  																																					| (266) $false
% 59.83/25.02  																																					|
% 59.83/25.02  																																					|-The branch is then unsatisfiable
% 59.83/25.02  																																				|-Branch two:
% 59.83/25.02  																																				| (1380)  ~ (all_0_42_42 = e1)
% 59.83/25.02  																																				| (3259) all_0_47_47 = e1 | all_0_51_51 = e1 | all_0_56_56 = e1
% 59.83/25.02  																																				|
% 59.83/25.02  																																					+-Applying beta-rule and splitting (1899), into two cases.
% 59.83/25.02  																																					|-Branch one:
% 59.83/25.02  																																					| (516) all_0_42_42 = e3
% 59.83/25.02  																																					|
% 59.83/25.02  																																						| Equations (516) can reduce 51 to:
% 59.83/25.02  																																						| (212)  ~ (e3 = e2)
% 59.83/25.02  																																						|
% 59.83/25.02  																																						| Equations (516) can reduce 1380 to:
% 59.83/25.02  																																						| (213)  ~ (e3 = e1)
% 59.83/25.02  																																						|
% 59.83/25.02  																																						+-Applying beta-rule and splitting (168), into two cases.
% 59.83/25.02  																																						|-Branch one:
% 59.83/25.02  																																						| (415) all_0_50_50 = e3
% 59.83/25.02  																																						|
% 59.83/25.02  																																							| Combining equations (378,415) yields a new equation:
% 59.83/25.02  																																							| (662) e3 = e2
% 59.83/25.02  																																							|
% 59.83/25.02  																																							| Equations (662) can reduce 212 to:
% 59.83/25.02  																																							| (266) $false
% 59.83/25.02  																																							|
% 59.83/25.02  																																							|-The branch is then unsatisfiable
% 59.83/25.02  																																						|-Branch two:
% 59.83/25.02  																																						| (411)  ~ (all_0_50_50 = e3)
% 59.83/25.02  																																						| (418) all_0_51_51 = e3 | all_0_53_53 = e3
% 59.83/25.02  																																						|
% 59.83/25.02  																																							| Equations (378) can reduce 411 to:
% 59.83/25.02  																																							| (626)  ~ (e3 = e2)
% 59.83/25.02  																																							|
% 59.83/25.02  																																							| Simplifying 626 yields:
% 59.83/25.02  																																							| (212)  ~ (e3 = e2)
% 59.83/25.02  																																							|
% 59.83/25.02  																																							+-Applying beta-rule and splitting (135), into two cases.
% 59.83/25.02  																																							|-Branch one:
% 59.83/25.02  																																							| (545) all_0_46_46 = e1
% 59.83/25.02  																																							|
% 59.83/25.02  																																								| Equations (545) can reduce 549 to:
% 59.83/25.02  																																								| (266) $false
% 59.83/25.02  																																								|
% 59.83/25.02  																																								|-The branch is then unsatisfiable
% 59.83/25.02  																																							|-Branch two:
% 59.83/25.02  																																							| (549)  ~ (all_0_46_46 = e1)
% 59.83/25.02  																																							| (550) all_0_47_47 = e1 | all_0_48_48 = e1 | all_0_49_49 = e1
% 59.83/25.02  																																							|
% 59.83/25.02  																																								+-Applying beta-rule and splitting (1923), into two cases.
% 59.83/25.02  																																								|-Branch one:
% 59.83/25.02  																																								| (1557) all_0_46_46 = e3
% 59.83/25.02  																																								|
% 59.83/25.02  																																									| From (1557) and (120) follows:
% 59.83/25.02  																																									| (697) op(e2, e3) = e3
% 59.83/25.02  																																									|
% 59.83/25.02  																																									+-Applying beta-rule and splitting (550), into two cases.
% 59.83/25.02  																																									|-Branch one:
% 59.83/25.02  																																									| (654) all_0_47_47 = e1
% 59.83/25.02  																																									|
% 59.83/25.02  																																										| Combining equations (674,654) yields a new equation:
% 59.83/25.02  																																										| (431) e1 = e0
% 59.83/25.02  																																										|
% 59.83/25.02  																																										| Equations (431) can reduce 233 to:
% 59.83/25.02  																																										| (266) $false
% 59.83/25.02  																																										|
% 59.83/25.02  																																										|-The branch is then unsatisfiable
% 59.83/25.02  																																									|-Branch two:
% 59.83/25.02  																																									| (462)  ~ (all_0_47_47 = e1)
% 59.83/25.02  																																									| (659) all_0_48_48 = e1 | all_0_49_49 = e1
% 59.83/25.02  																																									|
% 59.83/25.02  																																										+-Applying beta-rule and splitting (54), into two cases.
% 59.83/25.02  																																										|-Branch one:
% 59.83/25.02  																																										| (583) all_0_49_49 = e2
% 59.83/25.02  																																										|
% 59.83/25.02  																																											| Equations (583) can reduce 340 to:
% 59.83/25.02  																																											| (266) $false
% 59.83/25.02  																																											|
% 59.83/25.02  																																											|-The branch is then unsatisfiable
% 59.83/25.02  																																										|-Branch two:
% 59.83/25.02  																																										| (340)  ~ (all_0_49_49 = e2)
% 59.83/25.02  																																										| (586) all_0_49_49 = e4 | all_0_49_49 = e3 | all_0_49_49 = e1 | all_0_49_49 = e0
% 59.83/25.02  																																										|
% 59.83/25.02  																																											+-Applying beta-rule and splitting (586), into two cases.
% 59.83/25.02  																																											|-Branch one:
% 59.83/25.02  																																											| (974) all_0_49_49 = e4
% 59.83/25.02  																																											|
% 59.83/25.02  																																												| Equations (974) can reduce 256 to:
% 59.83/25.02  																																												| (266) $false
% 59.83/25.02  																																												|
% 59.83/25.02  																																												|-The branch is then unsatisfiable
% 59.83/25.02  																																											|-Branch two:
% 59.83/25.02  																																											| (256)  ~ (all_0_49_49 = e4)
% 59.83/25.02  																																											| (977) all_0_49_49 = e3 | all_0_49_49 = e1 | all_0_49_49 = e0
% 59.83/25.02  																																											|
% 59.83/25.02  																																												+-Applying beta-rule and splitting (659), into two cases.
% 59.83/25.02  																																												|-Branch one:
% 59.83/25.02  																																												| (615) all_0_48_48 = e1
% 59.83/25.02  																																												|
% 59.83/25.02  																																													| Combining equations (335,615) yields a new equation:
% 59.83/25.02  																																													| (616) e2 = e1
% 59.83/25.02  																																													|
% 59.83/25.02  																																													| Simplifying 616 yields:
% 59.83/25.02  																																													| (617) e2 = e1
% 59.83/25.02  																																													|
% 59.83/25.02  																																													| Equations (617) can reduce 122 to:
% 59.83/25.02  																																													| (266) $false
% 59.83/25.02  																																													|
% 59.83/25.02  																																													|-The branch is then unsatisfiable
% 59.83/25.02  																																												|-Branch two:
% 59.83/25.02  																																												| (619)  ~ (all_0_48_48 = e1)
% 59.83/25.02  																																												| (671) all_0_49_49 = e1
% 59.83/25.02  																																												|
% 59.83/25.02  																																													| Equations (671) can reduce 256 to:
% 59.83/25.02  																																													| (602)  ~ (e4 = e1)
% 59.83/25.02  																																													|
% 59.83/25.02  																																													| Simplifying 602 yields:
% 59.83/25.02  																																													| (110)  ~ (e4 = e1)
% 59.83/25.02  																																													|
% 59.83/25.02  																																													| Equations (671) can reduce 340 to:
% 59.83/25.02  																																													| (604)  ~ (e2 = e1)
% 59.83/25.02  																																													|
% 59.83/25.02  																																													| Simplifying 604 yields:
% 59.83/25.02  																																													| (122)  ~ (e2 = e1)
% 59.83/25.02  																																													|
% 59.83/25.02  																																													| Equations (671) can reduce 487 to:
% 59.83/25.02  																																													| (233)  ~ (e1 = e0)
% 59.83/25.02  																																													|
% 59.83/25.02  																																													+-Applying beta-rule and splitting (160), into two cases.
% 59.83/25.02  																																													|-Branch one:
% 59.83/25.02  																																													| (601) all_0_50_50 = e1
% 59.83/25.02  																																													|
% 59.83/25.02  																																														| Combining equations (378,601) yields a new equation:
% 59.83/25.02  																																														| (616) e2 = e1
% 59.83/25.02  																																														|
% 59.83/25.02  																																														| Simplifying 616 yields:
% 59.83/25.02  																																														| (617) e2 = e1
% 59.83/25.02  																																														|
% 59.83/25.02  																																														| Equations (617) can reduce 122 to:
% 59.83/25.02  																																														| (266) $false
% 59.83/25.02  																																														|
% 59.83/25.02  																																														|-The branch is then unsatisfiable
% 59.83/25.02  																																													|-Branch two:
% 59.83/25.02  																																													| (759)  ~ (all_0_50_50 = e1)
% 59.83/25.02  																																													| (1168) all_0_51_51 = e1 | all_0_52_52 = e1 | all_0_53_53 = e1
% 59.83/25.02  																																													|
% 59.83/25.02  																																														+-Applying beta-rule and splitting (3259), into two cases.
% 59.83/25.02  																																														|-Branch one:
% 59.83/25.02  																																														| (654) all_0_47_47 = e1
% 59.83/25.02  																																														|
% 59.83/25.02  																																															| Combining equations (674,654) yields a new equation:
% 59.83/25.02  																																															| (431) e1 = e0
% 59.83/25.02  																																															|
% 59.83/25.02  																																															| Equations (431) can reduce 233 to:
% 59.83/25.02  																																															| (266) $false
% 59.83/25.02  																																															|
% 59.83/25.02  																																															|-The branch is then unsatisfiable
% 59.83/25.02  																																														|-Branch two:
% 59.83/25.02  																																														| (462)  ~ (all_0_47_47 = e1)
% 59.83/25.02  																																														| (3264) all_0_51_51 = e1 | all_0_56_56 = e1
% 59.83/25.02  																																														|
% 59.83/25.02  																																															+-Applying beta-rule and splitting (1168), into two cases.
% 59.83/25.02  																																															|-Branch one:
% 59.83/25.02  																																															| (1109) all_0_51_51 = e1
% 59.83/25.02  																																															|
% 59.83/25.02  																																																| Equations (1109) can reduce 115 to:
% 59.83/25.02  																																																| (233)  ~ (e1 = e0)
% 59.83/25.02  																																																|
% 59.83/25.02  																																																+-Applying beta-rule and splitting (56), into two cases.
% 59.83/25.02  																																																|-Branch one:
% 59.83/25.02  																																																| (696) unit = e2
% 59.83/25.02  																																																|
% 59.83/25.02  																																																	| From (696) and (211) follows:
% 59.83/25.02  																																																	| (1612) op(e2, e1) = e1
% 59.83/25.02  																																																	|
% 59.83/25.02  																																																	| From (696) and (227) follows:
% 59.83/25.02  																																																	| (4284) op(e4, e2) = e4
% 59.83/25.02  																																																	|
% 59.83/25.02  																																																	| From (696) and (42) follows:
% 59.83/25.02  																																																	| (1613) op(e0, e2) = e0
% 59.83/25.02  																																																	|
% 59.83/25.02  																																																	| Instantiating formula (29) with e4, e2, e4, e2 and discharging atoms op(e4, e2) = e4, op(e4, e2) = e2, yields:
% 59.83/25.02  																																																	| (323) e4 = e2
% 59.83/25.02  																																																	|
% 59.83/25.02  																																																	| Instantiating formula (29) with e2, e1, e1, e2 and discharging atoms op(e2, e1) = e2, op(e2, e1) = e1, yields:
% 59.83/25.02  																																																	| (617) e2 = e1
% 59.83/25.02  																																																	|
% 59.83/25.02  																																																	| Instantiating formula (29) with e0, e2, e0, e4 and discharging atoms op(e0, e2) = e4, op(e0, e2) = e0, yields:
% 59.83/25.02  																																																	| (397) e4 = e0
% 59.83/25.02  																																																	|
% 59.83/25.02  																																																	| Combining equations (323,397) yields a new equation:
% 59.83/25.02  																																																	| (391) e2 = e0
% 59.83/25.02  																																																	|
% 59.83/25.02  																																																	| Simplifying 391 yields:
% 59.83/25.02  																																																	| (330) e2 = e0
% 59.83/25.02  																																																	|
% 59.83/25.02  																																																	| Combining equations (617,330) yields a new equation:
% 59.83/25.02  																																																	| (546) e1 = e0
% 59.83/25.02  																																																	|
% 59.83/25.02  																																																	| Simplifying 546 yields:
% 59.83/25.02  																																																	| (431) e1 = e0
% 59.83/25.02  																																																	|
% 59.83/25.02  																																																	| Equations (431) can reduce 233 to:
% 59.83/25.02  																																																	| (266) $false
% 59.83/25.02  																																																	|
% 59.83/25.02  																																																	|-The branch is then unsatisfiable
% 59.83/25.02  																																																|-Branch two:
% 59.83/25.02  																																																| (707)  ~ (unit = e2)
% 59.83/25.02  																																																| (708) unit = e4 | unit = e3 | unit = e1 | unit = e0
% 59.83/25.02  																																																|
% 59.83/25.02  																																																	+-Applying beta-rule and splitting (708), into two cases.
% 59.83/25.02  																																																	|-Branch one:
% 59.83/25.02  																																																	| (709) unit = e4
% 59.83/25.02  																																																	|
% 59.83/25.02  																																																		| From (709) and (24) follows:
% 59.83/25.02  																																																		| (33325) op(e4, e3) = e3
% 59.83/25.02  																																																		|
% 59.83/25.02  																																																		| From (709) and (227) follows:
% 59.83/25.02  																																																		| (710) op(e4, e4) = e4
% 59.83/25.02  																																																		|
% 59.83/25.02  																																																		| From (709) and (42) follows:
% 59.83/25.02  																																																		| (713) op(e0, e4) = e0
% 59.83/25.02  																																																		|
% 59.83/25.02  																																																		| Instantiating formula (29) with e4, e4, e4, e1 and discharging atoms op(e4, e4) = e4, op(e4, e4) = e1, yields:
% 59.83/25.02  																																																		| (630) e4 = e1
% 59.83/25.02  																																																		|
% 59.83/25.02  																																																		| Instantiating formula (29) with e4, e3, e3, e4 and discharging atoms op(e4, e3) = e4, op(e4, e3) = e3, yields:
% 59.83/25.02  																																																		| (425) e4 = e3
% 59.83/25.02  																																																		|
% 59.83/25.02  																																																		| Instantiating formula (29) with e0, e4, e0, e3 and discharging atoms op(e0, e4) = e3, op(e0, e4) = e0, yields:
% 59.83/25.02  																																																		| (676) e3 = e0
% 59.83/25.02  																																																		|
% 59.83/25.02  																																																		| Combining equations (630,425) yields a new equation:
% 59.83/25.02  																																																		| (455) e3 = e1
% 59.83/25.02  																																																		|
% 59.83/25.02  																																																		| Combining equations (455,676) yields a new equation:
% 59.83/25.02  																																																		| (546) e1 = e0
% 59.83/25.02  																																																		|
% 59.83/25.02  																																																		| Simplifying 546 yields:
% 59.83/25.02  																																																		| (431) e1 = e0
% 59.83/25.02  																																																		|
% 59.83/25.02  																																																		| Equations (431) can reduce 233 to:
% 59.83/25.02  																																																		| (266) $false
% 59.83/25.02  																																																		|
% 59.83/25.02  																																																		|-The branch is then unsatisfiable
% 59.83/25.02  																																																	|-Branch two:
% 59.83/25.02  																																																	| (724)  ~ (unit = e4)
% 59.83/25.02  																																																	| (725) unit = e3 | unit = e1 | unit = e0
% 59.83/25.02  																																																	|
% 59.83/25.02  																																																		+-Applying beta-rule and splitting (725), into two cases.
% 59.83/25.02  																																																		|-Branch one:
% 59.83/25.02  																																																		| (726) unit = e0
% 59.83/25.02  																																																		|
% 59.83/25.02  																																																			| From (726) and (244) follows:
% 59.83/25.02  																																																			| (2207) op(e0, e4) = e4
% 59.83/25.02  																																																			|
% 59.83/25.02  																																																			| From (726) and (24) follows:
% 59.83/25.02  																																																			| (2208) op(e0, e3) = e3
% 59.83/25.02  																																																			|
% 59.83/25.02  																																																			| From (726) and (15) follows:
% 59.83/25.02  																																																			| (1508) op(e0, e2) = e2
% 59.83/25.02  																																																			|
% 59.83/25.02  																																																			| From (726) and (42) follows:
% 59.83/25.02  																																																			| (728) op(e0, e0) = e0
% 59.83/25.02  																																																			|
% 59.83/25.02  																																																			| Instantiating formula (29) with e0, e4, e4, e3 and discharging atoms op(e0, e4) = e4, op(e0, e4) = e3, yields:
% 59.83/25.02  																																																			| (425) e4 = e3
% 59.83/25.02  																																																			|
% 59.83/25.02  																																																			| Instantiating formula (29) with e0, e3, e3, e1 and discharging atoms op(e0, e3) = e3, op(e0, e3) = e1, yields:
% 59.83/25.02  																																																			| (455) e3 = e1
% 59.83/25.02  																																																			|
% 59.83/25.02  																																																			| Instantiating formula (29) with e0, e2, e2, e4 and discharging atoms op(e0, e2) = e4, op(e0, e2) = e2, yields:
% 59.83/25.02  																																																			| (323) e4 = e2
% 59.83/25.02  																																																			|
% 59.83/25.02  																																																			| Instantiating formula (29) with e0, e0, e0, e2 and discharging atoms op(e0, e0) = e2, op(e0, e0) = e0, yields:
% 59.83/25.02  																																																			| (330) e2 = e0
% 59.83/25.02  																																																			|
% 59.83/25.02  																																																			| Combining equations (323,425) yields a new equation:
% 59.83/25.02  																																																			| (662) e3 = e2
% 59.83/25.02  																																																			|
% 59.83/25.02  																																																			| Combining equations (662,455) yields a new equation:
% 59.83/25.02  																																																			| (616) e2 = e1
% 59.83/25.02  																																																			|
% 59.83/25.02  																																																			| Simplifying 616 yields:
% 59.83/25.02  																																																			| (617) e2 = e1
% 59.83/25.02  																																																			|
% 59.83/25.02  																																																			| Combining equations (330,617) yields a new equation:
% 59.83/25.02  																																																			| (431) e1 = e0
% 59.83/25.02  																																																			|
% 59.83/25.02  																																																			| Equations (431) can reduce 233 to:
% 59.83/25.02  																																																			| (266) $false
% 59.83/25.02  																																																			|
% 59.83/25.02  																																																			|-The branch is then unsatisfiable
% 59.83/25.02  																																																		|-Branch two:
% 59.83/25.02  																																																		| (734)  ~ (unit = e0)
% 59.83/25.02  																																																		| (735) unit = e3 | unit = e1
% 59.83/25.02  																																																		|
% 59.83/25.02  																																																			+-Applying beta-rule and splitting (735), into two cases.
% 59.83/25.02  																																																			|-Branch one:
% 59.83/25.02  																																																			| (736) unit = e1
% 59.83/25.02  																																																			|
% 59.83/25.02  																																																				| Equations (736) can reduce 734 to:
% 59.83/25.02  																																																				| (233)  ~ (e1 = e0)
% 59.83/25.02  																																																				|
% 59.83/25.02  																																																				| From (736) and (244) follows:
% 59.83/25.02  																																																				| (738) op(e1, e4) = e4
% 59.83/25.02  																																																				|
% 59.83/25.02  																																																				| From (736) and (227) follows:
% 59.83/25.02  																																																				| (739) op(e4, e1) = e4
% 59.83/25.02  																																																				|
% 59.83/25.02  																																																				| From (736) and (40) follows:
% 59.83/25.02  																																																				| (1652) op(e3, e1) = e3
% 59.83/25.02  																																																				|
% 59.83/25.02  																																																				| Instantiating formula (29) with e4, e1, e4, e3 and discharging atoms op(e4, e1) = e4, op(e4, e1) = e3, yields:
% 59.83/25.02  																																																				| (425) e4 = e3
% 59.83/25.02  																																																				|
% 59.83/25.02  																																																				| Instantiating formula (29) with e3, e1, e3, e1 and discharging atoms op(e3, e1) = e3, op(e3, e1) = e1, yields:
% 59.83/25.02  																																																				| (455) e3 = e1
% 59.83/25.02  																																																				|
% 59.83/25.02  																																																				| Instantiating formula (29) with e1, e4, e4, e0 and discharging atoms op(e1, e4) = e4, op(e1, e4) = e0, yields:
% 59.83/25.02  																																																				| (397) e4 = e0
% 59.83/25.02  																																																				|
% 59.83/25.02  																																																				| Combining equations (425,397) yields a new equation:
% 59.83/25.02  																																																				| (675) e3 = e0
% 59.83/25.02  																																																				|
% 59.83/25.02  																																																				| Simplifying 675 yields:
% 59.83/25.02  																																																				| (676) e3 = e0
% 59.83/25.02  																																																				|
% 59.83/25.02  																																																				| Combining equations (676,455) yields a new equation:
% 59.83/25.02  																																																				| (431) e1 = e0
% 59.83/25.02  																																																				|
% 59.83/25.02  																																																				| Equations (431) can reduce 233 to:
% 59.83/25.02  																																																				| (266) $false
% 59.83/25.02  																																																				|
% 59.83/25.02  																																																				|-The branch is then unsatisfiable
% 59.83/25.02  																																																			|-Branch two:
% 59.83/25.02  																																																			| (748)  ~ (unit = e1)
% 59.83/25.02  																																																			| (749) unit = e3
% 59.83/25.02  																																																			|
% 59.83/25.02  																																																				| From (749) and (40) follows:
% 59.83/25.02  																																																				| (3715) op(e3, e3) = e3
% 59.83/25.02  																																																				|
% 59.83/25.02  																																																				| From (749) and (32) follows:
% 59.83/25.02  																																																				| (5793) op(e2, e3) = e2
% 59.83/25.02  																																																				|
% 59.83/25.02  																																																				| From (749) and (28) follows:
% 59.83/25.02  																																																				| (2235) op(e1, e3) = e1
% 59.83/25.02  																																																				|
% 59.83/25.02  																																																				| Instantiating formula (29) with e3, e3, e3, e0 and discharging atoms op(e3, e3) = e3, op(e3, e3) = e0, yields:
% 59.83/25.02  																																																				| (676) e3 = e0
% 59.83/25.02  																																																				|
% 59.83/25.02  																																																				| Instantiating formula (29) with e2, e3, e2, e3 and discharging atoms op(e2, e3) = e3, op(e2, e3) = e2, yields:
% 59.83/25.02  																																																				| (662) e3 = e2
% 59.83/25.02  																																																				|
% 59.83/25.02  																																																				| Instantiating formula (29) with e1, e3, e1, e2 and discharging atoms op(e1, e3) = e2, op(e1, e3) = e1, yields:
% 59.83/25.02  																																																				| (617) e2 = e1
% 59.83/25.02  																																																				|
% 59.83/25.02  																																																				| Combining equations (662,676) yields a new equation:
% 59.83/25.02  																																																				| (391) e2 = e0
% 59.83/25.02  																																																				|
% 59.83/25.02  																																																				| Simplifying 391 yields:
% 59.83/25.02  																																																				| (330) e2 = e0
% 59.83/25.02  																																																				|
% 59.83/25.02  																																																				| Combining equations (617,330) yields a new equation:
% 59.83/25.02  																																																				| (546) e1 = e0
% 59.83/25.02  																																																				|
% 59.83/25.02  																																																				| Simplifying 546 yields:
% 59.83/25.02  																																																				| (431) e1 = e0
% 59.83/25.02  																																																				|
% 59.83/25.02  																																																				| Equations (431) can reduce 233 to:
% 59.83/25.02  																																																				| (266) $false
% 59.83/25.02  																																																				|
% 59.83/25.02  																																																				|-The branch is then unsatisfiable
% 59.83/25.02  																																															|-Branch two:
% 59.83/25.02  																																															| (464)  ~ (all_0_51_51 = e1)
% 59.83/25.02  																																															| (1202) all_0_52_52 = e1 | all_0_53_53 = e1
% 59.83/25.02  																																															|
% 59.83/25.02  																																																+-Applying beta-rule and splitting (3264), into two cases.
% 59.83/25.02  																																																|-Branch one:
% 59.83/25.02  																																																| (1109) all_0_51_51 = e1
% 59.83/25.02  																																																|
% 59.83/25.02  																																																	| Equations (1109) can reduce 464 to:
% 59.83/25.02  																																																	| (266) $false
% 59.83/25.02  																																																	|
% 59.83/25.02  																																																	|-The branch is then unsatisfiable
% 59.83/25.02  																																																|-Branch two:
% 59.83/25.02  																																																| (464)  ~ (all_0_51_51 = e1)
% 59.83/25.03  																																																| (1569) all_0_56_56 = e1
% 59.83/25.03  																																																|
% 59.83/25.03  																																																	| Combining equations (842,1569) yields a new equation:
% 59.83/25.03  																																																	| (636) e4 = e1
% 59.83/25.03  																																																	|
% 59.83/25.03  																																																	| Simplifying 636 yields:
% 59.83/25.03  																																																	| (630) e4 = e1
% 59.83/25.03  																																																	|
% 59.83/25.03  																																																	| Equations (630) can reduce 110 to:
% 59.83/25.03  																																																	| (266) $false
% 59.83/25.03  																																																	|
% 59.83/25.03  																																																	|-The branch is then unsatisfiable
% 59.83/25.03  																																								|-Branch two:
% 59.83/25.03  																																								| (409)  ~ (all_0_46_46 = e3)
% 59.83/25.03  																																								| (4042) all_0_50_50 = e3 | all_0_55_55 = e3
% 59.83/25.03  																																								|
% 59.83/25.03  																																									+-Applying beta-rule and splitting (4042), into two cases.
% 59.83/25.03  																																									|-Branch one:
% 59.83/25.03  																																									| (415) all_0_50_50 = e3
% 59.83/25.03  																																									|
% 59.83/25.03  																																										| Combining equations (378,415) yields a new equation:
% 59.83/25.03  																																										| (662) e3 = e2
% 59.83/25.03  																																										|
% 59.83/25.03  																																										| Equations (662) can reduce 212 to:
% 59.83/25.03  																																										| (266) $false
% 59.83/25.03  																																										|
% 59.83/25.03  																																										|-The branch is then unsatisfiable
% 59.83/25.03  																																									|-Branch two:
% 59.83/25.03  																																									| (411)  ~ (all_0_50_50 = e3)
% 59.83/25.03  																																									| (2336) all_0_55_55 = e3
% 59.83/25.03  																																									|
% 59.83/25.03  																																										| Combining equations (629,2336) yields a new equation:
% 59.83/25.03  																																										| (455) e3 = e1
% 59.83/25.03  																																										|
% 59.83/25.03  																																										| Equations (455) can reduce 213 to:
% 59.83/25.03  																																										| (266) $false
% 59.83/25.03  																																										|
% 59.83/25.03  																																										|-The branch is then unsatisfiable
% 59.83/25.03  																																					|-Branch two:
% 59.83/25.03  																																					| (405)  ~ (all_0_42_42 = e3)
% 59.83/25.03  																																					| (532) all_0_44_44 = e3
% 59.83/25.03  																																					|
% 59.83/25.03  																																						| Combining equations (532,446) yields a new equation:
% 59.83/25.03  																																						| (425) e4 = e3
% 59.83/25.03  																																						|
% 59.83/25.03  																																						| Equations (425) can reduce 188 to:
% 59.83/25.03  																																						| (266) $false
% 59.83/25.03  																																						|
% 59.83/25.03  																																						|-The branch is then unsatisfiable
% 59.83/25.03  																																			|-Branch two:
% 59.83/25.03  																																			| (678)  ~ (all_0_47_47 = e0)
% 59.83/25.03  																																			| (1278) all_0_48_48 = e0 | all_0_49_49 = e0
% 59.83/25.03  																																			|
% 59.83/25.03  																																				+-Applying beta-rule and splitting (1278), into two cases.
% 59.83/25.03  																																				|-Branch one:
% 59.83/25.03  																																				| (1279) all_0_48_48 = e0
% 59.83/25.03  																																				|
% 59.83/25.03  																																					| Combining equations (335,1279) yields a new equation:
% 59.83/25.03  																																					| (391) e2 = e0
% 59.83/25.03  																																					|
% 59.83/25.03  																																					| Simplifying 391 yields:
% 59.83/25.03  																																					| (330) e2 = e0
% 59.83/25.03  																																					|
% 59.83/25.03  																																					| Equations (330) can reduce 128 to:
% 59.83/25.03  																																					| (266) $false
% 59.83/25.03  																																					|
% 59.83/25.03  																																					|-The branch is then unsatisfiable
% 59.83/25.03  																																				|-Branch two:
% 59.83/25.03  																																				| (1283)  ~ (all_0_48_48 = e0)
% 59.83/25.03  																																				| (978) all_0_49_49 = e0
% 59.83/25.03  																																				|
% 59.83/25.03  																																					| Equations (978) can reduce 487 to:
% 59.83/25.03  																																					| (266) $false
% 59.83/25.03  																																					|
% 59.83/25.03  																																					|-The branch is then unsatisfiable
% 59.83/25.03  																																|-Branch two:
% 59.83/25.03  																																| (357)  ~ (all_0_41_41 = e0)
% 59.83/25.03  																																| (4053) all_0_41_41 = e3 | all_0_41_41 = e1
% 59.83/25.03  																																|
% 59.83/25.03  																																	+-Applying beta-rule and splitting (4053), into two cases.
% 59.83/25.03  																																	|-Branch one:
% 59.83/25.03  																																	| (453) all_0_41_41 = e1
% 59.83/25.03  																																	|
% 59.83/25.03  																																		| Equations (453) can reduce 457 to:
% 59.83/25.03  																																		| (266) $false
% 59.83/25.03  																																		|
% 59.83/25.03  																																		|-The branch is then unsatisfiable
% 59.83/25.03  																																	|-Branch two:
% 59.83/25.03  																																	| (457)  ~ (all_0_41_41 = e1)
% 59.83/25.03  																																	| (403) all_0_41_41 = e3
% 59.83/25.03  																																	|
% 59.83/25.03  																																		| Equations (403) can reduce 1898 to:
% 59.83/25.03  																																		| (266) $false
% 59.83/25.03  																																		|
% 59.83/25.03  																																		|-The branch is then unsatisfiable
% 59.83/25.03  																													|-Branch two:
% 59.83/25.03  																													| (632)  ~ (all_0_55_55 = e1)
% 59.83/25.03  																													| (633) all_0_56_56 = e1 | all_0_57_57 = e1 | all_0_58_58 = e1
% 59.83/25.03  																													|
% 59.83/25.03  																														+-Applying beta-rule and splitting (633), into two cases.
% 59.83/25.03  																														|-Branch one:
% 59.83/25.03  																														| (1569) all_0_56_56 = e1
% 59.83/25.03  																														|
% 59.83/25.03  																															| Combining equations (842,1569) yields a new equation:
% 59.83/25.03  																															| (636) e4 = e1
% 59.83/25.03  																															|
% 59.83/25.03  																															| Simplifying 636 yields:
% 59.83/25.03  																															| (630) e4 = e1
% 59.83/25.03  																															|
% 59.83/25.03  																															| Equations (630) can reduce 110 to:
% 59.83/25.03  																															| (266) $false
% 59.83/25.03  																															|
% 59.83/25.03  																															|-The branch is then unsatisfiable
% 59.83/25.03  																														|-Branch two:
% 59.83/25.03  																														| (466)  ~ (all_0_56_56 = e1)
% 59.83/25.03  																														| (1574) all_0_57_57 = e1 | all_0_58_58 = e1
% 59.83/25.03  																														|
% 59.83/25.03  																															+-Applying beta-rule and splitting (1574), into two cases.
% 59.83/25.03  																															|-Branch one:
% 59.83/25.03  																															| (647) all_0_57_57 = e1
% 59.83/25.03  																															|
% 59.83/25.03  																																| Combining equations (875,647) yields a new equation:
% 59.83/25.03  																																| (431) e1 = e0
% 59.83/25.03  																																|
% 59.83/25.03  																																| Equations (431) can reduce 233 to:
% 59.83/25.03  																																| (266) $false
% 59.83/25.03  																																|
% 59.83/25.03  																																|-The branch is then unsatisfiable
% 59.83/25.03  																															|-Branch two:
% 59.83/25.03  																															| (1670)  ~ (all_0_57_57 = e1)
% 59.83/25.03  																															| (918) all_0_58_58 = e1
% 59.83/25.03  																															|
% 59.83/25.03  																																| Combining equations (918,624) yields a new equation:
% 59.83/25.03  																																| (617) e2 = e1
% 59.83/25.03  																																|
% 59.83/25.03  																																| Equations (617) can reduce 122 to:
% 59.83/25.03  																																| (266) $false
% 59.83/25.03  																																|
% 59.83/25.03  																																|-The branch is then unsatisfiable
% 59.83/25.03  																												|-Branch two:
% 59.83/25.03  																												| (1390)  ~ (all_0_44_44 = e4)
% 59.83/25.03  																												| (7998) all_0_49_49 = e4 | all_0_53_53 = e4 | all_0_58_58 = e4
% 59.83/25.03  																												|
% 59.83/25.03  																													+-Applying beta-rule and splitting (7998), into two cases.
% 59.83/25.03  																													|-Branch one:
% 59.83/25.03  																													| (974) all_0_49_49 = e4
% 59.83/25.03  																													|
% 59.83/25.03  																														| Equations (974) can reduce 256 to:
% 59.83/25.03  																														| (266) $false
% 59.83/25.03  																														|
% 59.83/25.03  																														|-The branch is then unsatisfiable
% 59.83/25.03  																													|-Branch two:
% 59.83/25.03  																													| (256)  ~ (all_0_49_49 = e4)
% 59.83/25.03  																													| (8013) all_0_53_53 = e4 | all_0_58_58 = e4
% 59.83/25.03  																													|
% 59.83/25.03  																														+-Applying beta-rule and splitting (8013), into two cases.
% 59.83/25.03  																														|-Branch one:
% 59.83/25.03  																														| (1298) all_0_53_53 = e4
% 59.83/25.03  																														|
% 59.83/25.03  																															| Equations (1298) can reduce 1453 to:
% 59.83/25.03  																															| (266) $false
% 59.83/25.03  																															|
% 59.83/25.03  																															|-The branch is then unsatisfiable
% 59.83/25.03  																														|-Branch two:
% 59.83/25.03  																														| (1453)  ~ (all_0_53_53 = e4)
% 59.83/25.03  																														| (910) all_0_58_58 = e4
% 59.83/25.03  																														|
% 59.83/25.03  																															| Combining equations (624,910) yields a new equation:
% 59.83/25.03  																															| (323) e4 = e2
% 59.83/25.03  																															|
% 59.83/25.03  																															| Equations (323) can reduce 48 to:
% 59.83/25.03  																															| (266) $false
% 59.83/25.03  																															|
% 59.83/25.03  																															|-The branch is then unsatisfiable
% 59.83/25.03  																											|-Branch two:
% 59.83/25.03  																											| (477)  ~ (all_0_56_56 = e4)
% 59.83/25.03  																											| (935) all_0_57_57 = e4 | all_0_58_58 = e4
% 59.83/25.03  																											|
% 59.83/25.03  																												+-Applying beta-rule and splitting (935), into two cases.
% 59.83/25.03  																												|-Branch one:
% 59.83/25.03  																												| (871) all_0_57_57 = e4
% 59.83/25.03  																												|
% 59.83/25.03  																													| Combining equations (871,875) yields a new equation:
% 59.83/25.03  																													| (481) e4 = e0
% 59.83/25.03  																													|
% 59.83/25.03  																													| Simplifying 481 yields:
% 59.83/25.03  																													| (397) e4 = e0
% 59.83/25.03  																													|
% 59.83/25.03  																													| Equations (397) can reduce 49 to:
% 59.83/25.03  																													| (266) $false
% 59.83/25.03  																													|
% 59.83/25.03  																													|-The branch is then unsatisfiable
% 59.83/25.03  																												|-Branch two:
% 59.83/25.03  																												| (839)  ~ (all_0_57_57 = e4)
% 59.83/25.03  																												| (910) all_0_58_58 = e4
% 59.83/25.03  																												|
% 59.83/25.03  																													| Combining equations (624,910) yields a new equation:
% 59.83/25.03  																													| (323) e4 = e2
% 59.83/25.03  																													|
% 59.83/25.03  																													| Equations (323) can reduce 48 to:
% 59.83/25.03  																													| (266) $false
% 59.83/25.03  																													|
% 59.83/25.03  																													|-The branch is then unsatisfiable
% 59.83/25.03  																	|-Branch two:
% 59.83/25.03  																	| (302)  ~ (all_0_50_50 = e2)
% 59.83/25.03  																	| (381) all_0_51_51 = e2 | all_0_52_52 = e2 | all_0_53_53 = e2
% 59.83/25.03  																	|
% 59.83/25.03  																		+-Applying beta-rule and splitting (24424), into two cases.
% 59.83/25.03  																		|-Branch one:
% 59.83/25.03  																		| (1794) all_0_46_46 = e2
% 59.83/25.03  																		|
% 59.83/25.03  																			| Equations (1794) can reduce 300 to:
% 59.83/25.03  																			| (266) $false
% 59.83/25.03  																			|
% 59.83/25.03  																			|-The branch is then unsatisfiable
% 59.83/25.03  																		|-Branch two:
% 59.83/25.03  																		| (300)  ~ (all_0_46_46 = e2)
% 59.83/25.03  																		| (24428) all_0_50_50 = e2 | all_0_55_55 = e2
% 59.83/25.03  																		|
% 59.83/25.03  																			+-Applying beta-rule and splitting (381), into two cases.
% 59.83/25.03  																			|-Branch one:
% 59.83/25.03  																			| (504) all_0_51_51 = e2
% 59.83/25.03  																			|
% 59.83/25.03  																				| Equations (504) can reduce 1099 to:
% 59.83/25.03  																				| (266) $false
% 59.83/25.03  																				|
% 59.83/25.03  																				|-The branch is then unsatisfiable
% 59.83/25.03  																			|-Branch two:
% 59.83/25.03  																			| (1099)  ~ (all_0_51_51 = e2)
% 59.83/25.03  																			| (1152) all_0_52_52 = e2 | all_0_53_53 = e2
% 59.83/25.03  																			|
% 59.83/25.03  																				+-Applying beta-rule and splitting (24428), into two cases.
% 59.83/25.03  																				|-Branch one:
% 59.83/25.03  																				| (378) all_0_50_50 = e2
% 59.83/25.03  																				|
% 59.83/25.03  																					| Equations (378) can reduce 302 to:
% 59.83/25.03  																					| (266) $false
% 59.83/25.03  																					|
% 59.83/25.03  																					|-The branch is then unsatisfiable
% 59.83/25.03  																				|-Branch two:
% 59.83/25.03  																				| (302)  ~ (all_0_50_50 = e2)
% 59.83/25.03  																				| (386) all_0_55_55 = e2
% 59.83/25.03  																				|
% 59.83/25.03  																					| Equations (386) can reduce 191 to:
% 59.83/25.03  																					| (85)  ~ (all_0_41_41 = e2)
% 59.83/25.03  																					|
% 59.83/25.03  																					| Equations (386) can reduce 58 to:
% 59.83/25.03  																					| (300)  ~ (all_0_46_46 = e2)
% 59.83/25.03  																					|
% 59.83/25.03  																					| Equations (386) can reduce 153 to:
% 59.83/25.03  																					| (510)  ~ (all_0_56_56 = e2)
% 59.83/25.03  																					|
% 59.83/25.03  																					| Simplifying 510 yields:
% 59.83/25.03  																					| (511)  ~ (all_0_56_56 = e2)
% 59.83/25.03  																					|
% 59.83/25.03  																					| Equations (386) can reduce 763 to:
% 59.83/25.03  																					| (327)  ~ (e4 = e2)
% 59.83/25.03  																					|
% 59.83/25.03  																					| Simplifying 327 yields:
% 59.83/25.03  																					| (48)  ~ (e4 = e2)
% 59.83/25.03  																					|
% 59.83/25.03  																					| Equations (386) can reduce 270 to:
% 59.83/25.03  																					| (626)  ~ (e3 = e2)
% 59.83/25.03  																					|
% 59.83/25.03  																					| Simplifying 626 yields:
% 59.83/25.03  																					| (212)  ~ (e3 = e2)
% 59.83/25.03  																					|
% 59.83/25.03  																					| From (386) and (74) follows:
% 59.83/25.03  																					| (24443) op(e0, e3) = e2
% 59.83/25.03  																					|
% 59.83/25.03  																					+-Applying beta-rule and splitting (1152), into two cases.
% 59.83/25.03  																					|-Branch one:
% 59.83/25.03  																					| (352) all_0_52_52 = e2
% 59.83/25.03  																					|
% 59.83/25.03  																						| Combining equations (565,352) yields a new equation:
% 59.83/25.03  																						| (322) e4 = e2
% 59.83/25.03  																						|
% 59.83/25.03  																						| Simplifying 322 yields:
% 59.83/25.03  																						| (323) e4 = e2
% 59.83/25.03  																						|
% 59.83/25.03  																						| Equations (323) can reduce 48 to:
% 59.83/25.03  																						| (266) $false
% 59.83/25.03  																						|
% 59.83/25.03  																						|-The branch is then unsatisfiable
% 59.83/25.03  																					|-Branch two:
% 59.83/25.03  																					| (342)  ~ (all_0_52_52 = e2)
% 59.83/25.03  																					| (607) all_0_53_53 = e2
% 59.83/25.03  																					|
% 59.83/25.03  																						| Equations (607) can reduce 220 to:
% 59.83/25.03  																						| (147)  ~ (all_0_44_44 = e2)
% 59.83/25.03  																						|
% 59.83/25.03  																						| Equations (607) can reduce 65 to:
% 59.83/25.03  																						| (340)  ~ (all_0_49_49 = e2)
% 59.83/25.03  																						|
% 59.83/25.03  																						| Equations (607) can reduce 190 to:
% 59.83/25.03  																						| (302)  ~ (all_0_50_50 = e2)
% 59.83/25.03  																						|
% 59.83/25.03  																						| Equations (607) can reduce 6 to:
% 59.83/25.03  																						| (1099)  ~ (all_0_51_51 = e2)
% 59.83/25.03  																						|
% 59.83/25.03  																						| Equations (607) can reduce 1453 to:
% 59.83/25.03  																						| (327)  ~ (e4 = e2)
% 59.83/25.03  																						|
% 59.83/25.03  																						| Simplifying 327 yields:
% 59.83/25.03  																						| (48)  ~ (e4 = e2)
% 59.83/25.03  																						|
% 59.83/25.03  																						| Equations (607) can reduce 247 to:
% 59.83/25.03  																						| (128)  ~ (e2 = e0)
% 59.83/25.03  																						|
% 59.83/25.03  																						| From (607) and (84) follows:
% 59.83/25.03  																						| (2566) op(e1, e0) = e2
% 59.83/25.03  																						|
% 59.83/25.03  																						+-Applying beta-rule and splitting (168), into two cases.
% 59.83/25.03  																						|-Branch one:
% 59.83/25.03  																						| (415) all_0_50_50 = e3
% 59.83/25.03  																						|
% 59.83/25.03  																							| Equations (415) can reduce 221 to:
% 59.83/25.03  																							| (1898)  ~ (all_0_41_41 = e3)
% 59.83/25.03  																							|
% 59.83/25.03  																							| Equations (415) can reduce 59 to:
% 59.83/25.03  																							| (1925)  ~ (all_0_51_51 = e3)
% 59.83/25.03  																							|
% 59.83/25.03  																							| Simplifying 1925 yields:
% 59.83/25.03  																							| (664)  ~ (all_0_51_51 = e3)
% 59.83/25.03  																							|
% 59.83/25.03  																							| From (415) and (242) follows:
% 59.83/25.03  																							| (1934) op(e1, e3) = e3
% 59.83/25.03  																							|
% 59.83/25.03  																							+-Applying beta-rule and splitting (160), into two cases.
% 59.83/25.03  																							|-Branch one:
% 59.83/25.03  																							| (601) all_0_50_50 = e1
% 59.83/25.03  																							|
% 59.83/25.03  																								| Combining equations (415,601) yields a new equation:
% 59.83/25.03  																								| (454) e3 = e1
% 59.83/25.03  																								|
% 59.83/25.03  																								| Simplifying 454 yields:
% 59.83/25.03  																								| (455) e3 = e1
% 59.83/25.03  																								|
% 59.83/25.03  																								| Equations (455) can reduce 213 to:
% 59.83/25.03  																								| (266) $false
% 59.83/25.03  																								|
% 59.83/25.03  																								|-The branch is then unsatisfiable
% 59.83/25.03  																							|-Branch two:
% 59.83/25.03  																							| (759)  ~ (all_0_50_50 = e1)
% 59.83/25.03  																							| (1168) all_0_51_51 = e1 | all_0_52_52 = e1 | all_0_53_53 = e1
% 59.83/25.03  																							|
% 59.83/25.03  																								| Equations (415) can reduce 759 to:
% 59.83/25.03  																								| (213)  ~ (e3 = e1)
% 59.83/25.03  																								|
% 59.83/25.03  																								+-Applying beta-rule and splitting (18), into two cases.
% 59.83/25.03  																								|-Branch one:
% 59.83/25.03  																								| (453) all_0_41_41 = e1
% 59.83/25.03  																								|
% 59.83/25.03  																									| Equations (453) can reduce 457 to:
% 59.83/25.03  																									| (266) $false
% 59.83/25.03  																									|
% 59.83/25.03  																									|-The branch is then unsatisfiable
% 59.83/25.03  																								|-Branch two:
% 59.83/25.03  																								| (457)  ~ (all_0_41_41 = e1)
% 59.83/25.03  																								| (595) all_0_46_46 = e1 | all_0_50_50 = e1 | all_0_55_55 = e1
% 59.83/25.03  																								|
% 59.83/25.03  																									+-Applying beta-rule and splitting (27), into two cases.
% 59.83/25.03  																									|-Branch one:
% 59.83/25.03  																									| (437) all_0_41_41 = e4
% 59.83/25.03  																									|
% 59.83/25.03  																										| Equations (437) can reduce 440 to:
% 59.83/25.03  																										| (266) $false
% 59.83/25.03  																										|
% 59.83/25.03  																										|-The branch is then unsatisfiable
% 59.83/25.03  																									|-Branch two:
% 59.83/25.03  																									| (440)  ~ (all_0_41_41 = e4)
% 59.83/25.03  																									| (4049) all_0_41_41 = e3 | all_0_41_41 = e1 | all_0_41_41 = e0
% 59.83/25.03  																									|
% 59.83/25.03  																										+-Applying beta-rule and splitting (7), into two cases.
% 59.83/25.03  																										|-Branch one:
% 59.83/25.03  																										| (504) all_0_51_51 = e2
% 59.83/25.03  																										|
% 59.83/25.04  																											| Equations (504) can reduce 1099 to:
% 59.83/25.04  																											| (266) $false
% 59.83/25.04  																											|
% 59.83/25.04  																											|-The branch is then unsatisfiable
% 59.83/25.04  																										|-Branch two:
% 59.83/25.04  																										| (1099)  ~ (all_0_51_51 = e2)
% 59.83/25.04  																										| (1100) all_0_51_51 = e4 | all_0_51_51 = e3 | all_0_51_51 = e1
% 59.83/25.04  																										|
% 59.83/25.04  																											+-Applying beta-rule and splitting (595), into two cases.
% 59.83/25.04  																											|-Branch one:
% 59.83/25.04  																											| (545) all_0_46_46 = e1
% 59.83/25.04  																											|
% 59.83/25.04  																												| Equations (545) can reduce 43 to:
% 59.83/25.04  																												| (457)  ~ (all_0_41_41 = e1)
% 59.83/25.04  																												|
% 59.83/25.04  																												| Equations (545) can reduce 208 to:
% 59.83/25.04  																												| (1419)  ~ (all_0_49_49 = e1)
% 59.83/25.04  																												|
% 59.83/25.04  																												| Simplifying 1419 yields:
% 59.83/25.04  																												| (1064)  ~ (all_0_49_49 = e1)
% 59.83/25.04  																												|
% 59.83/25.04  																												| Equations (545) can reduce 250 to:
% 59.83/25.04  																												| (602)  ~ (e4 = e1)
% 59.83/25.04  																												|
% 59.83/25.04  																												| Simplifying 602 yields:
% 59.83/25.04  																												| (110)  ~ (e4 = e1)
% 59.83/25.04  																												|
% 59.83/25.04  																												| Equations (545) can reduce 300 to:
% 59.83/25.04  																												| (604)  ~ (e2 = e1)
% 59.83/25.04  																												|
% 59.83/25.04  																												| Simplifying 604 yields:
% 59.83/25.04  																												| (122)  ~ (e2 = e1)
% 59.83/25.04  																												|
% 59.83/25.04  																												+-Applying beta-rule and splitting (54), into two cases.
% 59.83/25.04  																												|-Branch one:
% 59.83/25.04  																												| (583) all_0_49_49 = e2
% 59.83/25.04  																												|
% 59.83/25.04  																													| Equations (583) can reduce 340 to:
% 59.83/25.04  																													| (266) $false
% 59.83/25.04  																													|
% 59.83/25.04  																													|-The branch is then unsatisfiable
% 59.83/25.04  																												|-Branch two:
% 59.83/25.04  																												| (340)  ~ (all_0_49_49 = e2)
% 59.83/25.04  																												| (586) all_0_49_49 = e4 | all_0_49_49 = e3 | all_0_49_49 = e1 | all_0_49_49 = e0
% 59.83/25.04  																												|
% 59.83/25.04  																													+-Applying beta-rule and splitting (586), into two cases.
% 59.83/25.04  																													|-Branch one:
% 59.83/25.04  																													| (974) all_0_49_49 = e4
% 59.83/25.04  																													|
% 59.83/25.04  																														| Equations (974) can reduce 256 to:
% 59.83/25.04  																														| (266) $false
% 59.83/25.04  																														|
% 59.83/25.04  																														|-The branch is then unsatisfiable
% 59.83/25.04  																													|-Branch two:
% 59.83/25.04  																													| (256)  ~ (all_0_49_49 = e4)
% 59.83/25.04  																													| (977) all_0_49_49 = e3 | all_0_49_49 = e1 | all_0_49_49 = e0
% 59.83/25.04  																													|
% 59.83/25.04  																														+-Applying beta-rule and splitting (4049), into two cases.
% 59.83/25.04  																														|-Branch one:
% 59.83/25.04  																														| (794) all_0_41_41 = e0
% 59.83/25.04  																														|
% 59.83/25.04  																															| Equations (794) can reduce 1898 to:
% 59.83/25.04  																															| (541)  ~ (e3 = e0)
% 59.83/25.04  																															|
% 59.83/25.04  																															| Simplifying 541 yields:
% 59.83/25.04  																															| (80)  ~ (e3 = e0)
% 59.83/25.04  																															|
% 59.83/25.04  																															| Equations (794) can reduce 85 to:
% 59.83/25.04  																															| (365)  ~ (e2 = e0)
% 59.83/25.04  																															|
% 59.83/25.04  																															| Simplifying 365 yields:
% 59.83/25.04  																															| (128)  ~ (e2 = e0)
% 59.83/25.04  																															|
% 59.83/25.04  																															| Equations (794) can reduce 457 to:
% 59.83/25.04  																															| (435)  ~ (e1 = e0)
% 59.83/25.04  																															|
% 59.83/25.04  																															| Simplifying 435 yields:
% 59.83/25.04  																															| (233)  ~ (e1 = e0)
% 59.83/25.04  																															|
% 59.83/25.04  																															| From (794) and (219) follows:
% 59.83/25.04  																															| (5573) op(e3, e3) = e0
% 59.83/25.04  																															|
% 59.83/25.04  																															+-Applying beta-rule and splitting (184), into two cases.
% 59.83/25.04  																															|-Branch one:
% 59.83/25.04  																															| (538) all_0_46_46 = e0
% 59.83/25.04  																															|
% 59.83/25.04  																																| Combining equations (545,538) yields a new equation:
% 59.83/25.04  																																| (546) e1 = e0
% 59.83/25.04  																																|
% 59.83/25.04  																																| Simplifying 546 yields:
% 59.83/25.04  																																| (431) e1 = e0
% 59.83/25.04  																																|
% 59.83/25.04  																																| Equations (431) can reduce 233 to:
% 59.83/25.04  																																| (266) $false
% 59.83/25.04  																																|
% 59.83/25.04  																																|-The branch is then unsatisfiable
% 59.83/25.04  																															|-Branch two:
% 59.83/25.04  																															| (831)  ~ (all_0_46_46 = e0)
% 59.83/25.04  																															| (832) all_0_47_47 = e0 | all_0_48_48 = e0 | all_0_49_49 = e0
% 59.83/25.04  																															|
% 59.83/25.04  																																+-Applying beta-rule and splitting (1100), into two cases.
% 59.83/25.04  																																|-Branch one:
% 59.83/25.04  																																| (1101) all_0_51_51 = e4
% 59.83/25.04  																																|
% 59.83/25.04  																																	| Equations (1101) can reduce 475 to:
% 59.83/25.04  																																	| (266) $false
% 59.83/25.04  																																	|
% 59.83/25.04  																																	|-The branch is then unsatisfiable
% 59.83/25.04  																																|-Branch two:
% 59.83/25.04  																																| (475)  ~ (all_0_51_51 = e4)
% 59.83/25.04  																																| (1104) all_0_51_51 = e3 | all_0_51_51 = e1
% 59.83/25.04  																																|
% 59.83/25.04  																																	+-Applying beta-rule and splitting (112), into two cases.
% 59.83/25.04  																																	|-Branch one:
% 59.83/25.04  																																	| (635) all_0_44_44 = e1
% 59.83/25.04  																																	|
% 59.83/25.04  																																		| Equations (635) can reduce 639 to:
% 59.83/25.04  																																		| (266) $false
% 59.83/25.04  																																		|
% 59.83/25.04  																																		|-The branch is then unsatisfiable
% 59.83/25.04  																																	|-Branch two:
% 59.83/25.04  																																	| (639)  ~ (all_0_44_44 = e1)
% 59.83/25.04  																																	| (640) all_0_49_49 = e1 | all_0_53_53 = e1 | all_0_58_58 = e1
% 59.83/25.04  																																	|
% 59.83/25.04  																																		+-Applying beta-rule and splitting (1104), into two cases.
% 59.83/25.04  																																		|-Branch one:
% 59.83/25.04  																																		| (1109) all_0_51_51 = e1
% 59.83/25.04  																																		|
% 59.83/25.04  																																			| Equations (1109) can reduce 224 to:
% 59.83/25.04  																																			| (462)  ~ (all_0_47_47 = e1)
% 59.83/25.04  																																			|
% 59.83/25.04  																																			| Equations (1109) can reduce 16 to:
% 59.83/25.04  																																			| (465)  ~ (all_0_56_56 = e1)
% 59.83/25.04  																																			|
% 59.83/25.04  																																			| Simplifying 465 yields:
% 59.83/25.04  																																			| (466)  ~ (all_0_56_56 = e1)
% 59.83/25.04  																																			|
% 59.83/25.04  																																			| Equations (1109) can reduce 1099 to:
% 59.83/25.04  																																			| (604)  ~ (e2 = e1)
% 59.83/25.04  																																			|
% 59.83/25.04  																																			| Simplifying 604 yields:
% 59.83/25.04  																																			| (122)  ~ (e2 = e1)
% 59.83/25.04  																																			|
% 59.83/25.04  																																			| From (1109) and (186) follows:
% 59.83/25.04  																																			| (699) op(e1, e2) = e1
% 59.83/25.04  																																			|
% 59.83/25.04  																																			+-Applying beta-rule and splitting (640), into two cases.
% 59.83/25.04  																																			|-Branch one:
% 59.83/25.04  																																			| (671) all_0_49_49 = e1
% 59.83/25.04  																																			|
% 59.83/25.04  																																				| Equations (671) can reduce 1064 to:
% 59.83/25.04  																																				| (266) $false
% 59.83/25.04  																																				|
% 59.83/25.04  																																				|-The branch is then unsatisfiable
% 59.83/25.04  																																			|-Branch two:
% 59.83/25.04  																																			| (1064)  ~ (all_0_49_49 = e1)
% 59.83/25.04  																																			| (2141) all_0_53_53 = e1 | all_0_58_58 = e1
% 59.83/25.04  																																			|
% 59.83/25.04  																																				+-Applying beta-rule and splitting (133), into two cases.
% 59.83/25.04  																																				|-Branch one:
% 59.83/25.04  																																				| (833) all_0_56_56 = e2
% 59.83/25.04  																																				|
% 59.83/25.04  																																					| Equations (833) can reduce 511 to:
% 59.83/25.04  																																					| (266) $false
% 59.83/25.04  																																					|
% 59.83/25.04  																																					|-The branch is then unsatisfiable
% 59.83/25.04  																																				|-Branch two:
% 59.83/25.04  																																				| (511)  ~ (all_0_56_56 = e2)
% 59.83/25.04  																																				| (836) all_0_56_56 = e4 | all_0_56_56 = e3 | all_0_56_56 = e1 | all_0_56_56 = e0
% 59.83/25.04  																																				|
% 59.83/25.04  																																					+-Applying beta-rule and splitting (836), into two cases.
% 59.83/25.04  																																					|-Branch one:
% 59.83/25.04  																																					| (842) all_0_56_56 = e4
% 59.83/25.04  																																					|
% 59.83/25.04  																																						| Equations (842) can reduce 236 to:
% 59.83/25.04  																																						| (1890)  ~ (all_0_42_42 = e4)
% 59.83/25.04  																																						|
% 59.83/25.04  																																						| Equations (842) can reduce 44 to:
% 59.83/25.04  																																						| (450)  ~ (all_0_58_58 = e4)
% 59.83/25.04  																																						|
% 59.83/25.04  																																						| Simplifying 450 yields:
% 59.83/25.04  																																						| (451)  ~ (all_0_58_58 = e4)
% 59.83/25.04  																																						|
% 59.83/25.04  																																						| Equations (842) can reduce 272 to:
% 59.83/25.04  																																						| (188)  ~ (e4 = e3)
% 59.83/25.04  																																						|
% 59.83/25.04  																																						| Equations (842) can reduce 828 to:
% 59.83/25.04  																																						| (49)  ~ (e4 = e0)
% 59.83/25.04  																																						|
% 59.83/25.04  																																						| From (842) and (111) follows:
% 59.92/25.04  																																						| (2154) op(e0, e2) = e4
% 59.92/25.04  																																						|
% 59.92/25.04  																																						+-Applying beta-rule and splitting (2141), into two cases.
% 59.92/25.04  																																						|-Branch one:
% 59.92/25.04  																																						| (1208) all_0_53_53 = e1
% 59.92/25.04  																																						|
% 59.92/25.04  																																							| Combining equations (607,1208) yields a new equation:
% 59.92/25.04  																																							| (616) e2 = e1
% 59.92/25.04  																																							|
% 59.92/25.04  																																							| Simplifying 616 yields:
% 59.92/25.04  																																							| (617) e2 = e1
% 59.92/25.04  																																							|
% 59.92/25.04  																																							| Equations (617) can reduce 122 to:
% 59.92/25.04  																																							| (266) $false
% 59.92/25.04  																																							|
% 59.92/25.04  																																							|-The branch is then unsatisfiable
% 59.92/25.04  																																						|-Branch two:
% 59.92/25.04  																																						| (1459)  ~ (all_0_53_53 = e1)
% 59.92/25.04  																																						| (918) all_0_58_58 = e1
% 59.92/25.04  																																						|
% 59.92/25.04  																																							| Equations (918) can reduce 451 to:
% 59.92/25.04  																																							| (602)  ~ (e4 = e1)
% 59.92/25.04  																																							|
% 59.92/25.04  																																							| Simplifying 602 yields:
% 59.92/25.04  																																							| (110)  ~ (e4 = e1)
% 59.92/25.04  																																							|
% 59.92/25.04  																																							+-Applying beta-rule and splitting (150), into two cases.
% 59.92/25.04  																																							|-Branch one:
% 59.92/25.04  																																							| (1378) all_0_40_40 = e4
% 59.92/25.04  																																							|
% 59.92/25.04  																																								| Combining equations (485,1378) yields a new equation:
% 59.92/25.04  																																								| (397) e4 = e0
% 59.92/25.04  																																								|
% 59.92/25.04  																																								| Equations (397) can reduce 49 to:
% 59.92/25.04  																																								| (266) $false
% 59.92/25.04  																																								|
% 59.92/25.04  																																								|-The branch is then unsatisfiable
% 59.92/25.04  																																							|-Branch two:
% 59.92/25.04  																																							| (447)  ~ (all_0_40_40 = e4)
% 59.92/25.04  																																							| (2271) all_0_44_44 = e4 | all_0_49_49 = e4 | all_0_53_53 = e4 | all_0_58_58 = e4
% 59.92/25.04  																																							|
% 59.92/25.04  																																								| Equations (485) can reduce 447 to:
% 59.92/25.04  																																								| (401)  ~ (e4 = e0)
% 59.92/25.04  																																								|
% 59.92/25.04  																																								| Simplifying 401 yields:
% 59.92/25.04  																																								| (49)  ~ (e4 = e0)
% 59.92/25.04  																																								|
% 59.92/25.04  																																								+-Applying beta-rule and splitting (64), into two cases.
% 59.92/25.04  																																								|-Branch one:
% 59.92/25.04  																																								| (437) all_0_41_41 = e4
% 59.92/25.04  																																								|
% 59.92/25.04  																																									| Combining equations (437,794) yields a new equation:
% 59.92/25.04  																																									| (481) e4 = e0
% 59.92/25.04  																																									|
% 59.92/25.04  																																									| Simplifying 481 yields:
% 59.92/25.04  																																									| (397) e4 = e0
% 59.92/25.04  																																									|
% 59.92/25.04  																																									| Equations (397) can reduce 49 to:
% 59.92/25.04  																																									| (266) $false
% 59.92/25.04  																																									|
% 59.92/25.04  																																									|-The branch is then unsatisfiable
% 59.92/25.04  																																								|-Branch two:
% 59.92/25.04  																																								| (440)  ~ (all_0_41_41 = e4)
% 59.92/25.04  																																								| (441) all_0_42_42 = e4 | all_0_43_43 = e4 | all_0_44_44 = e4
% 59.92/25.04  																																								|
% 59.92/25.04  																																									+-Applying beta-rule and splitting (104), into two cases.
% 59.92/25.04  																																									|-Branch one:
% 59.92/25.04  																																									| (480) all_0_39_39 = e0
% 59.92/25.04  																																									|
% 59.92/25.04  																																										| Combining equations (480,317) yields a new equation:
% 59.92/25.04  																																										| (330) e2 = e0
% 59.92/25.04  																																										|
% 59.92/25.04  																																										| Equations (330) can reduce 128 to:
% 59.92/25.04  																																										| (266) $false
% 59.92/25.04  																																										|
% 59.92/25.04  																																										|-The branch is then unsatisfiable
% 59.92/25.04  																																									|-Branch two:
% 59.92/25.04  																																									| (484)  ~ (all_0_39_39 = e0)
% 59.92/25.04  																																									| (558) all_0_42_42 = e0 | all_0_47_47 = e0 | all_0_56_56 = e0
% 59.92/25.04  																																									|
% 59.92/25.04  																																										| Equations (317) can reduce 484 to:
% 59.92/25.04  																																										| (128)  ~ (e2 = e0)
% 59.92/25.04  																																										|
% 59.92/25.04  																																										+-Applying beta-rule and splitting (441), into two cases.
% 59.92/25.04  																																										|-Branch one:
% 59.92/25.04  																																										| (1392) all_0_42_42 = e4
% 59.92/25.04  																																										|
% 59.92/25.04  																																											| Equations (1392) can reduce 1890 to:
% 59.92/25.04  																																											| (266) $false
% 59.92/25.04  																																											|
% 59.92/25.04  																																											|-The branch is then unsatisfiable
% 59.92/25.04  																																										|-Branch two:
% 59.92/25.04  																																										| (1890)  ~ (all_0_42_42 = e4)
% 59.92/25.04  																																										| (1891) all_0_43_43 = e4 | all_0_44_44 = e4
% 59.92/25.04  																																										|
% 59.92/25.04  																																											+-Applying beta-rule and splitting (2271), into two cases.
% 59.92/25.04  																																											|-Branch one:
% 59.92/25.04  																																											| (446) all_0_44_44 = e4
% 59.92/25.04  																																											|
% 59.92/25.04  																																												+-Applying beta-rule and splitting (113), into two cases.
% 59.92/25.04  																																												|-Branch one:
% 59.92/25.04  																																												| (403) all_0_41_41 = e3
% 59.92/25.04  																																												|
% 59.92/25.04  																																													| Combining equations (403,794) yields a new equation:
% 59.92/25.04  																																													| (675) e3 = e0
% 59.92/25.04  																																													|
% 59.92/25.04  																																													| Simplifying 675 yields:
% 59.92/25.04  																																													| (676) e3 = e0
% 59.92/25.04  																																													|
% 59.92/25.04  																																													| Equations (676) can reduce 80 to:
% 59.92/25.04  																																													| (266) $false
% 59.92/25.04  																																													|
% 59.92/25.04  																																													|-The branch is then unsatisfiable
% 59.92/25.04  																																												|-Branch two:
% 59.92/25.04  																																												| (1898)  ~ (all_0_41_41 = e3)
% 59.92/25.04  																																												| (1899) all_0_42_42 = e3 | all_0_44_44 = e3
% 59.92/25.04  																																												|
% 59.92/25.04  																																													+-Applying beta-rule and splitting (189), into two cases.
% 59.92/25.04  																																													|-Branch one:
% 59.92/25.04  																																													| (532) all_0_44_44 = e3
% 59.92/25.04  																																													|
% 59.92/25.04  																																														| Combining equations (446,532) yields a new equation:
% 59.92/25.04  																																														| (424) e4 = e3
% 59.92/25.04  																																														|
% 59.92/25.04  																																														| Simplifying 424 yields:
% 59.92/25.04  																																														| (425) e4 = e3
% 59.92/25.04  																																														|
% 59.92/25.04  																																														| Equations (425) can reduce 188 to:
% 59.92/25.04  																																														| (266) $false
% 59.92/25.04  																																														|
% 59.92/25.04  																																														|-The branch is then unsatisfiable
% 59.92/25.04  																																													|-Branch two:
% 59.92/25.04  																																													| (407)  ~ (all_0_44_44 = e3)
% 59.92/25.04  																																													| (537) all_0_49_49 = e3 | all_0_53_53 = e3 | all_0_58_58 = e3
% 59.92/25.04  																																													|
% 59.92/25.04  																																														| Equations (446) can reduce 407 to:
% 59.92/25.04  																																														| (188)  ~ (e4 = e3)
% 59.92/25.04  																																														|
% 59.92/25.04  																																														+-Applying beta-rule and splitting (1899), into two cases.
% 59.92/25.04  																																														|-Branch one:
% 59.92/25.04  																																														| (516) all_0_42_42 = e3
% 59.92/25.04  																																														|
% 59.92/25.04  																																															| From (516) and (210) follows:
% 59.92/25.04  																																															| (4285) op(e3, e2) = e3
% 59.92/25.04  																																															|
% 59.92/25.04  																																															+-Applying beta-rule and splitting (832), into two cases.
% 59.92/25.04  																																															|-Branch one:
% 59.92/25.04  																																															| (674) all_0_47_47 = e0
% 59.92/25.04  																																															|
% 59.92/25.04  																																																| Equations (674) can reduce 462 to:
% 59.92/25.04  																																																| (435)  ~ (e1 = e0)
% 59.92/25.04  																																																|
% 59.92/25.04  																																																| Simplifying 435 yields:
% 59.92/25.04  																																																| (233)  ~ (e1 = e0)
% 59.92/25.04  																																																|
% 59.92/25.04  																																																+-Applying beta-rule and splitting (56), into two cases.
% 59.92/25.04  																																																|-Branch one:
% 59.92/25.04  																																																| (696) unit = e2
% 59.92/25.04  																																																|
% 59.92/25.04  																																																	| From (696) and (211) follows:
% 59.92/25.04  																																																	| (1612) op(e2, e1) = e1
% 59.92/25.04  																																																	|
% 59.92/25.04  																																																	| From (696) and (227) follows:
% 59.92/25.04  																																																	| (4284) op(e4, e2) = e4
% 59.92/25.04  																																																	|
% 59.92/25.04  																																																	| From (696) and (42) follows:
% 59.92/25.04  																																																	| (1613) op(e0, e2) = e0
% 59.92/25.04  																																																	|
% 59.92/25.04  																																																	| Instantiating formula (29) with e4, e2, e4, e2 and discharging atoms op(e4, e2) = e4, op(e4, e2) = e2, yields:
% 59.92/25.04  																																																	| (323) e4 = e2
% 59.92/25.04  																																																	|
% 59.92/25.04  																																																	| Instantiating formula (29) with e2, e1, e1, e2 and discharging atoms op(e2, e1) = e2, op(e2, e1) = e1, yields:
% 59.92/25.04  																																																	| (617) e2 = e1
% 59.92/25.04  																																																	|
% 59.92/25.04  																																																	| Instantiating formula (29) with e0, e2, e0, e4 and discharging atoms op(e0, e2) = e4, op(e0, e2) = e0, yields:
% 59.92/25.04  																																																	| (397) e4 = e0
% 59.92/25.04  																																																	|
% 59.92/25.04  																																																	| Combining equations (323,397) yields a new equation:
% 59.92/25.04  																																																	| (391) e2 = e0
% 59.92/25.04  																																																	|
% 59.92/25.04  																																																	| Simplifying 391 yields:
% 59.92/25.04  																																																	| (330) e2 = e0
% 59.92/25.04  																																																	|
% 59.92/25.04  																																																	| Combining equations (617,330) yields a new equation:
% 59.92/25.04  																																																	| (546) e1 = e0
% 59.92/25.04  																																																	|
% 59.92/25.04  																																																	| Simplifying 546 yields:
% 59.92/25.04  																																																	| (431) e1 = e0
% 59.92/25.04  																																																	|
% 59.92/25.04  																																																	| Equations (431) can reduce 233 to:
% 59.92/25.04  																																																	| (266) $false
% 59.92/25.04  																																																	|
% 59.92/25.04  																																																	|-The branch is then unsatisfiable
% 59.92/25.04  																																																|-Branch two:
% 59.92/25.04  																																																| (707)  ~ (unit = e2)
% 59.92/25.04  																																																| (708) unit = e4 | unit = e3 | unit = e1 | unit = e0
% 59.92/25.04  																																																|
% 59.92/25.04  																																																	+-Applying beta-rule and splitting (708), into two cases.
% 59.92/25.04  																																																	|-Branch one:
% 59.92/25.04  																																																	| (709) unit = e4
% 59.92/25.04  																																																	|
% 59.92/25.04  																																																		| From (709) and (24) follows:
% 59.92/25.04  																																																		| (33325) op(e4, e3) = e3
% 59.92/25.04  																																																		|
% 59.92/25.04  																																																		| From (709) and (227) follows:
% 59.92/25.04  																																																		| (710) op(e4, e4) = e4
% 59.92/25.04  																																																		|
% 59.92/25.04  																																																		| From (709) and (42) follows:
% 59.92/25.04  																																																		| (713) op(e0, e4) = e0
% 59.92/25.04  																																																		|
% 59.92/25.04  																																																		| Instantiating formula (29) with e4, e4, e4, e1 and discharging atoms op(e4, e4) = e4, op(e4, e4) = e1, yields:
% 59.92/25.04  																																																		| (630) e4 = e1
% 59.92/25.04  																																																		|
% 59.92/25.04  																																																		| Instantiating formula (29) with e4, e3, e3, e4 and discharging atoms op(e4, e3) = e4, op(e4, e3) = e3, yields:
% 59.92/25.04  																																																		| (425) e4 = e3
% 59.92/25.04  																																																		|
% 59.92/25.04  																																																		| Instantiating formula (29) with e0, e4, e0, e3 and discharging atoms op(e0, e4) = e3, op(e0, e4) = e0, yields:
% 59.92/25.04  																																																		| (676) e3 = e0
% 59.92/25.04  																																																		|
% 59.92/25.04  																																																		| Combining equations (630,425) yields a new equation:
% 59.92/25.04  																																																		| (455) e3 = e1
% 59.92/25.04  																																																		|
% 59.92/25.04  																																																		| Combining equations (455,676) yields a new equation:
% 59.92/25.04  																																																		| (546) e1 = e0
% 59.92/25.04  																																																		|
% 59.92/25.04  																																																		| Simplifying 546 yields:
% 59.92/25.04  																																																		| (431) e1 = e0
% 59.92/25.04  																																																		|
% 59.92/25.04  																																																		| Equations (431) can reduce 233 to:
% 59.92/25.04  																																																		| (266) $false
% 59.92/25.04  																																																		|
% 59.92/25.04  																																																		|-The branch is then unsatisfiable
% 59.92/25.04  																																																	|-Branch two:
% 59.92/25.04  																																																	| (724)  ~ (unit = e4)
% 59.92/25.04  																																																	| (725) unit = e3 | unit = e1 | unit = e0
% 59.92/25.04  																																																	|
% 59.92/25.04  																																																		+-Applying beta-rule and splitting (725), into two cases.
% 59.92/25.04  																																																		|-Branch one:
% 59.92/25.04  																																																		| (726) unit = e0
% 59.92/25.04  																																																		|
% 59.92/25.04  																																																			| From (726) and (244) follows:
% 59.92/25.04  																																																			| (2207) op(e0, e4) = e4
% 59.92/25.04  																																																			|
% 59.92/25.04  																																																			| From (726) and (15) follows:
% 59.92/25.04  																																																			| (1508) op(e0, e2) = e2
% 59.92/25.04  																																																			|
% 59.92/25.04  																																																			| From (726) and (227) follows:
% 59.92/25.04  																																																			| (3205) op(e4, e0) = e4
% 59.92/25.04  																																																			|
% 59.92/25.04  																																																			| From (726) and (28) follows:
% 59.92/25.04  																																																			| (2698) op(e1, e0) = e1
% 59.92/25.04  																																																			|
% 59.92/25.04  																																																			| Instantiating formula (29) with e4, e0, e4, e0 and discharging atoms op(e4, e0) = e4, op(e4, e0) = e0, yields:
% 59.92/25.04  																																																			| (397) e4 = e0
% 59.92/25.04  																																																			|
% 59.92/25.04  																																																			| Instantiating formula (29) with e1, e0, e1, e2 and discharging atoms op(e1, e0) = e2, op(e1, e0) = e1, yields:
% 59.92/25.04  																																																			| (617) e2 = e1
% 59.92/25.04  																																																			|
% 59.92/25.04  																																																			| Instantiating formula (29) with e0, e4, e4, e3 and discharging atoms op(e0, e4) = e4, op(e0, e4) = e3, yields:
% 59.92/25.04  																																																			| (425) e4 = e3
% 59.92/25.04  																																																			|
% 59.92/25.04  																																																			| Instantiating formula (29) with e0, e2, e2, e4 and discharging atoms op(e0, e2) = e4, op(e0, e2) = e2, yields:
% 59.92/25.04  																																																			| (323) e4 = e2
% 59.92/25.04  																																																			|
% 59.92/25.04  																																																			| Combining equations (397,425) yields a new equation:
% 59.92/25.04  																																																			| (676) e3 = e0
% 59.92/25.04  																																																			|
% 59.92/25.04  																																																			| Combining equations (323,425) yields a new equation:
% 59.92/25.04  																																																			| (662) e3 = e2
% 59.92/25.04  																																																			|
% 59.92/25.04  																																																			| Combining equations (676,662) yields a new equation:
% 59.92/25.04  																																																			| (330) e2 = e0
% 59.92/25.04  																																																			|
% 59.92/25.04  																																																			| Combining equations (330,617) yields a new equation:
% 59.92/25.04  																																																			| (431) e1 = e0
% 59.92/25.04  																																																			|
% 59.92/25.04  																																																			| Equations (431) can reduce 233 to:
% 59.92/25.04  																																																			| (266) $false
% 59.92/25.04  																																																			|
% 59.92/25.04  																																																			|-The branch is then unsatisfiable
% 59.92/25.04  																																																		|-Branch two:
% 59.92/25.04  																																																		| (734)  ~ (unit = e0)
% 59.92/25.04  																																																		| (735) unit = e3 | unit = e1
% 59.92/25.04  																																																		|
% 59.92/25.04  																																																			+-Applying beta-rule and splitting (735), into two cases.
% 59.92/25.04  																																																			|-Branch one:
% 59.92/25.04  																																																			| (736) unit = e1
% 59.92/25.04  																																																			|
% 59.92/25.04  																																																				| Equations (736) can reduce 734 to:
% 59.92/25.04  																																																				| (233)  ~ (e1 = e0)
% 59.92/25.04  																																																				|
% 59.92/25.04  																																																				| From (736) and (15) follows:
% 59.92/25.04  																																																				| (515) op(e1, e2) = e2
% 59.92/25.04  																																																				|
% 59.92/25.04  																																																				| From (736) and (209) follows:
% 59.92/25.04  																																																				| (2715) op(e1, e0) = e0
% 59.92/25.04  																																																				|
% 59.92/25.04  																																																				| Instantiating formula (29) with e1, e2, e2, e1 and discharging atoms op(e1, e2) = e2, op(e1, e2) = e1, yields:
% 59.92/25.04  																																																				| (617) e2 = e1
% 59.92/25.04  																																																				|
% 59.92/25.04  																																																				| Instantiating formula (29) with e1, e0, e0, e2 and discharging atoms op(e1, e0) = e2, op(e1, e0) = e0, yields:
% 59.92/25.04  																																																				| (330) e2 = e0
% 59.92/25.04  																																																				|
% 59.92/25.04  																																																				| Combining equations (330,617) yields a new equation:
% 59.92/25.04  																																																				| (431) e1 = e0
% 59.92/25.04  																																																				|
% 59.92/25.04  																																																				| Equations (431) can reduce 233 to:
% 59.92/25.04  																																																				| (266) $false
% 59.92/25.04  																																																				|
% 59.92/25.04  																																																				|-The branch is then unsatisfiable
% 59.92/25.04  																																																			|-Branch two:
% 59.92/25.04  																																																			| (748)  ~ (unit = e1)
% 59.92/25.04  																																																			| (749) unit = e3
% 59.92/25.04  																																																			|
% 59.92/25.04  																																																				| From (749) and (15) follows:
% 59.92/25.04  																																																				| (751) op(e3, e2) = e2
% 59.92/25.04  																																																				|
% 59.92/25.04  																																																				| From (749) and (40) follows:
% 59.92/25.04  																																																				| (3715) op(e3, e3) = e3
% 59.92/25.04  																																																				|
% 59.92/25.04  																																																				| From (749) and (28) follows:
% 59.92/25.04  																																																				| (2235) op(e1, e3) = e1
% 59.92/25.04  																																																				|
% 59.92/25.04  																																																				| Instantiating formula (29) with e3, e3, e3, e0 and discharging atoms op(e3, e3) = e3, op(e3, e3) = e0, yields:
% 59.92/25.04  																																																				| (676) e3 = e0
% 59.92/25.04  																																																				|
% 59.92/25.04  																																																				| Instantiating formula (29) with e3, e2, e2, e3 and discharging atoms op(e3, e2) = e3, op(e3, e2) = e2, yields:
% 59.92/25.04  																																																				| (662) e3 = e2
% 59.92/25.04  																																																				|
% 59.92/25.04  																																																				| Instantiating formula (29) with e1, e3, e1, e3 and discharging atoms op(e1, e3) = e3, op(e1, e3) = e1, yields:
% 59.92/25.04  																																																				| (455) e3 = e1
% 59.92/25.04  																																																				|
% 59.92/25.04  																																																				| Combining equations (676,662) yields a new equation:
% 59.92/25.04  																																																				| (330) e2 = e0
% 59.92/25.04  																																																				|
% 59.92/25.04  																																																				| Combining equations (455,662) yields a new equation:
% 59.92/25.04  																																																				| (617) e2 = e1
% 59.92/25.04  																																																				|
% 59.92/25.04  																																																				| Combining equations (617,330) yields a new equation:
% 59.92/25.04  																																																				| (546) e1 = e0
% 59.92/25.04  																																																				|
% 59.92/25.04  																																																				| Simplifying 546 yields:
% 59.92/25.04  																																																				| (431) e1 = e0
% 59.92/25.05  																																																				|
% 59.92/25.05  																																																				| Equations (431) can reduce 233 to:
% 59.92/25.05  																																																				| (266) $false
% 59.92/25.05  																																																				|
% 59.92/25.05  																																																				|-The branch is then unsatisfiable
% 59.92/25.05  																																															|-Branch two:
% 59.92/25.05  																																															| (678)  ~ (all_0_47_47 = e0)
% 59.92/25.05  																																															| (1278) all_0_48_48 = e0 | all_0_49_49 = e0
% 59.92/25.05  																																															|
% 59.92/25.05  																																																+-Applying beta-rule and splitting (1278), into two cases.
% 59.92/25.05  																																																|-Branch one:
% 59.92/25.05  																																																| (1279) all_0_48_48 = e0
% 59.92/25.05  																																																|
% 59.92/25.05  																																																	| Combining equations (335,1279) yields a new equation:
% 59.92/25.05  																																																	| (391) e2 = e0
% 59.92/25.05  																																																	|
% 59.92/25.05  																																																	| Simplifying 391 yields:
% 59.92/25.05  																																																	| (330) e2 = e0
% 59.92/25.05  																																																	|
% 59.92/25.05  																																																	| Equations (330) can reduce 128 to:
% 59.92/25.05  																																																	| (266) $false
% 59.92/25.05  																																																	|
% 59.92/25.05  																																																	|-The branch is then unsatisfiable
% 59.92/25.05  																																																|-Branch two:
% 59.92/25.05  																																																| (1283)  ~ (all_0_48_48 = e0)
% 59.92/25.05  																																																| (978) all_0_49_49 = e0
% 59.92/25.05  																																																|
% 59.92/25.05  																																																	| Equations (978) can reduce 487 to:
% 59.92/25.05  																																																	| (266) $false
% 59.92/25.05  																																																	|
% 59.92/25.05  																																																	|-The branch is then unsatisfiable
% 59.92/25.05  																																														|-Branch two:
% 59.92/25.05  																																														| (405)  ~ (all_0_42_42 = e3)
% 59.92/25.05  																																														| (532) all_0_44_44 = e3
% 59.92/25.05  																																														|
% 59.92/25.05  																																															| Combining equations (446,532) yields a new equation:
% 59.92/25.05  																																															| (424) e4 = e3
% 59.92/25.05  																																															|
% 59.92/25.05  																																															| Simplifying 424 yields:
% 59.92/25.05  																																															| (425) e4 = e3
% 59.92/25.05  																																															|
% 59.92/25.05  																																															| Equations (425) can reduce 188 to:
% 59.92/25.05  																																															| (266) $false
% 59.92/25.05  																																															|
% 59.92/25.05  																																															|-The branch is then unsatisfiable
% 59.92/25.05  																																											|-Branch two:
% 59.92/25.05  																																											| (1390)  ~ (all_0_44_44 = e4)
% 59.92/25.05  																																											| (7998) all_0_49_49 = e4 | all_0_53_53 = e4 | all_0_58_58 = e4
% 59.92/25.05  																																											|
% 59.92/25.05  																																												+-Applying beta-rule and splitting (1891), into two cases.
% 59.92/25.05  																																												|-Branch one:
% 59.92/25.05  																																												| (396) all_0_43_43 = e4
% 59.92/25.05  																																												|
% 59.92/25.05  																																													| Combining equations (430,396) yields a new equation:
% 59.92/25.05  																																													| (630) e4 = e1
% 59.92/25.05  																																													|
% 59.92/25.05  																																													| Equations (630) can reduce 110 to:
% 59.92/25.05  																																													| (266) $false
% 59.92/25.05  																																													|
% 59.92/25.05  																																													|-The branch is then unsatisfiable
% 59.92/25.05  																																												|-Branch two:
% 59.92/25.05  																																												| (399)  ~ (all_0_43_43 = e4)
% 59.92/25.05  																																												| (446) all_0_44_44 = e4
% 59.92/25.05  																																												|
% 59.92/25.05  																																													| Equations (446) can reduce 1390 to:
% 59.92/25.05  																																													| (266) $false
% 59.92/25.05  																																													|
% 59.92/25.05  																																													|-The branch is then unsatisfiable
% 59.92/25.05  																																					|-Branch two:
% 59.92/25.05  																																					| (477)  ~ (all_0_56_56 = e4)
% 59.92/25.05  																																					| (845) all_0_56_56 = e3 | all_0_56_56 = e1 | all_0_56_56 = e0
% 59.92/25.05  																																					|
% 59.92/25.05  																																						+-Applying beta-rule and splitting (845), into two cases.
% 59.92/25.05  																																						|-Branch one:
% 59.92/25.05  																																						| (679) all_0_56_56 = e0
% 59.92/25.05  																																						|
% 59.92/25.05  																																							| Equations (679) can reduce 828 to:
% 59.92/25.05  																																							| (266) $false
% 59.92/25.05  																																							|
% 59.92/25.05  																																							|-The branch is then unsatisfiable
% 59.92/25.05  																																						|-Branch two:
% 59.92/25.05  																																						| (828)  ~ (all_0_56_56 = e0)
% 59.92/25.05  																																						| (3172) all_0_56_56 = e3 | all_0_56_56 = e1
% 59.92/25.05  																																						|
% 59.92/25.05  																																							+-Applying beta-rule and splitting (3172), into two cases.
% 59.92/25.05  																																							|-Branch one:
% 59.92/25.05  																																							| (1569) all_0_56_56 = e1
% 59.92/25.05  																																							|
% 59.92/25.05  																																								| Equations (1569) can reduce 466 to:
% 59.92/25.05  																																								| (266) $false
% 59.92/25.05  																																								|
% 59.92/25.05  																																								|-The branch is then unsatisfiable
% 59.92/25.05  																																							|-Branch two:
% 59.92/25.05  																																							| (466)  ~ (all_0_56_56 = e1)
% 59.92/25.05  																																							| (1097) all_0_56_56 = e3
% 59.92/25.05  																																							|
% 59.92/25.05  																																								| Equations (1097) can reduce 272 to:
% 59.92/25.05  																																								| (266) $false
% 59.92/25.05  																																								|
% 59.92/25.05  																																								|-The branch is then unsatisfiable
% 59.92/25.05  																																		|-Branch two:
% 59.92/25.05  																																		| (464)  ~ (all_0_51_51 = e1)
% 59.92/25.05  																																		| (660) all_0_51_51 = e3
% 59.92/25.05  																																		|
% 59.92/25.05  																																			| Equations (660) can reduce 664 to:
% 59.92/25.05  																																			| (266) $false
% 59.92/25.05  																																			|
% 59.92/25.05  																																			|-The branch is then unsatisfiable
% 59.92/25.05  																														|-Branch two:
% 59.92/25.05  																														| (357)  ~ (all_0_41_41 = e0)
% 59.92/25.05  																														| (4053) all_0_41_41 = e3 | all_0_41_41 = e1
% 59.92/25.05  																														|
% 59.92/25.05  																															+-Applying beta-rule and splitting (1168), into two cases.
% 59.92/25.05  																															|-Branch one:
% 59.92/25.05  																															| (1109) all_0_51_51 = e1
% 59.92/25.05  																															|
% 59.92/25.05  																																| Equations (1109) can reduce 224 to:
% 59.92/25.05  																																| (462)  ~ (all_0_47_47 = e1)
% 59.92/25.05  																																|
% 59.92/25.05  																																| Equations (1109) can reduce 115 to:
% 59.92/25.05  																																| (233)  ~ (e1 = e0)
% 59.92/25.05  																																|
% 59.92/25.05  																																+-Applying beta-rule and splitting (977), into two cases.
% 59.92/25.05  																																|-Branch one:
% 59.92/25.05  																																| (978) all_0_49_49 = e0
% 59.92/25.05  																																|
% 59.92/25.05  																																	| Equations (978) can reduce 487 to:
% 59.92/25.05  																																	| (266) $false
% 59.92/25.05  																																	|
% 59.92/25.05  																																	|-The branch is then unsatisfiable
% 59.92/25.05  																																|-Branch two:
% 59.92/25.05  																																| (487)  ~ (all_0_49_49 = e0)
% 59.92/25.05  																																| (981) all_0_49_49 = e3 | all_0_49_49 = e1
% 59.92/25.05  																																|
% 59.92/25.05  																																	+-Applying beta-rule and splitting (981), into two cases.
% 59.92/25.05  																																	|-Branch one:
% 59.92/25.05  																																	| (671) all_0_49_49 = e1
% 59.92/25.05  																																	|
% 59.92/25.05  																																		| Equations (671) can reduce 1064 to:
% 59.92/25.05  																																		| (266) $false
% 59.92/25.05  																																		|
% 59.92/25.05  																																		|-The branch is then unsatisfiable
% 59.92/25.05  																																	|-Branch two:
% 59.92/25.05  																																	| (1064)  ~ (all_0_49_49 = e1)
% 59.92/25.05  																																	| (884) all_0_49_49 = e3
% 59.92/25.05  																																	|
% 59.92/25.05  																																		| Equations (884) can reduce 487 to:
% 59.92/25.05  																																		| (80)  ~ (e3 = e0)
% 59.92/25.05  																																		|
% 59.92/25.05  																																		+-Applying beta-rule and splitting (184), into two cases.
% 59.92/25.05  																																		|-Branch one:
% 59.92/25.05  																																		| (538) all_0_46_46 = e0
% 59.92/25.05  																																		|
% 59.92/25.05  																																			| Combining equations (545,538) yields a new equation:
% 59.92/25.05  																																			| (546) e1 = e0
% 59.92/25.05  																																			|
% 59.92/25.05  																																			| Simplifying 546 yields:
% 59.92/25.05  																																			| (431) e1 = e0
% 59.92/25.05  																																			|
% 59.92/25.05  																																			| Equations (431) can reduce 233 to:
% 59.92/25.05  																																			| (266) $false
% 59.92/25.05  																																			|
% 59.92/25.05  																																			|-The branch is then unsatisfiable
% 59.92/25.05  																																		|-Branch two:
% 59.92/25.05  																																		| (831)  ~ (all_0_46_46 = e0)
% 59.92/25.05  																																		| (832) all_0_47_47 = e0 | all_0_48_48 = e0 | all_0_49_49 = e0
% 59.92/25.05  																																		|
% 59.92/25.05  																																			+-Applying beta-rule and splitting (243), into two cases.
% 59.92/25.05  																																			|-Branch one:
% 59.92/25.05  																																			| (329) all_0_38_38 = e0
% 59.92/25.05  																																			|
% 59.92/25.05  																																				| Combining equations (329,321) yields a new equation:
% 59.92/25.05  																																				| (397) e4 = e0
% 59.92/25.05  																																				|
% 59.92/25.05  																																				| Equations (397) can reduce 49 to:
% 59.92/25.05  																																				| (266) $false
% 59.92/25.05  																																				|
% 59.92/25.05  																																				|-The branch is then unsatisfiable
% 59.92/25.05  																																			|-Branch two:
% 59.92/25.05  																																			| (332)  ~ (all_0_38_38 = e0)
% 59.92/25.05  																																			| (395) all_0_41_41 = e0 | all_0_46_46 = e0 | all_0_55_55 = e0
% 59.92/25.05  																																			|
% 59.92/25.05  																																				+-Applying beta-rule and splitting (832), into two cases.
% 59.92/25.05  																																				|-Branch one:
% 59.92/25.05  																																				| (674) all_0_47_47 = e0
% 59.92/25.05  																																				|
% 59.92/25.05  																																					| Equations (674) can reduce 338 to:
% 59.92/25.05  																																					| (365)  ~ (e2 = e0)
% 59.92/25.05  																																					|
% 59.92/25.05  																																					| Simplifying 365 yields:
% 59.92/25.05  																																					| (128)  ~ (e2 = e0)
% 59.92/25.05  																																					|
% 59.92/25.05  																																					| Equations (674) can reduce 462 to:
% 59.92/25.05  																																					| (435)  ~ (e1 = e0)
% 59.92/25.05  																																					|
% 59.92/25.05  																																					| Simplifying 435 yields:
% 59.92/25.05  																																					| (233)  ~ (e1 = e0)
% 59.92/25.05  																																					|
% 59.92/25.05  																																					+-Applying beta-rule and splitting (165), into two cases.
% 59.92/25.05  																																					|-Branch one:
% 59.92/25.05  																																					| (794) all_0_41_41 = e0
% 59.92/25.05  																																					|
% 59.92/25.05  																																						| Equations (794) can reduce 357 to:
% 59.92/25.05  																																						| (266) $false
% 59.92/25.05  																																						|
% 59.92/25.05  																																						|-The branch is then unsatisfiable
% 59.92/25.05  																																					|-Branch two:
% 59.92/25.05  																																					| (357)  ~ (all_0_41_41 = e0)
% 59.92/25.05  																																					| (6761) all_0_42_42 = e0 | all_0_43_43 = e0 | all_0_44_44 = e0
% 59.92/25.05  																																					|
% 59.92/25.05  																																						+-Applying beta-rule and splitting (395), into two cases.
% 59.92/25.05  																																						|-Branch one:
% 59.92/25.05  																																						| (794) all_0_41_41 = e0
% 59.92/25.05  																																						|
% 59.92/25.05  																																							| Equations (794) can reduce 357 to:
% 59.92/25.05  																																							| (266) $false
% 59.92/25.05  																																							|
% 59.92/25.05  																																							|-The branch is then unsatisfiable
% 59.92/25.05  																																						|-Branch two:
% 59.92/25.05  																																						| (357)  ~ (all_0_41_41 = e0)
% 59.92/25.05  																																						| (895) all_0_46_46 = e0 | all_0_55_55 = e0
% 59.92/25.05  																																						|
% 59.92/25.05  																																							+-Applying beta-rule and splitting (895), into two cases.
% 59.92/25.05  																																							|-Branch one:
% 59.92/25.05  																																							| (538) all_0_46_46 = e0
% 59.92/25.05  																																							|
% 59.92/25.05  																																								| Combining equations (538,545) yields a new equation:
% 59.92/25.05  																																								| (431) e1 = e0
% 59.92/25.05  																																								|
% 59.92/25.05  																																								| Equations (431) can reduce 233 to:
% 59.92/25.05  																																								| (266) $false
% 59.92/25.05  																																								|
% 59.92/25.05  																																								|-The branch is then unsatisfiable
% 59.92/25.05  																																							|-Branch two:
% 59.92/25.05  																																							| (831)  ~ (all_0_46_46 = e0)
% 59.92/25.05  																																							| (858) all_0_55_55 = e0
% 59.92/25.05  																																							|
% 59.92/25.05  																																								| Combining equations (858,386) yields a new equation:
% 59.92/25.05  																																								| (330) e2 = e0
% 59.92/25.05  																																								|
% 59.92/25.05  																																								| Equations (330) can reduce 128 to:
% 59.92/25.05  																																								| (266) $false
% 59.92/25.05  																																								|
% 59.92/25.05  																																								|-The branch is then unsatisfiable
% 59.92/25.05  																																				|-Branch two:
% 59.92/25.05  																																				| (678)  ~ (all_0_47_47 = e0)
% 59.92/25.05  																																				| (1278) all_0_48_48 = e0 | all_0_49_49 = e0
% 59.92/25.05  																																				|
% 59.92/25.05  																																					+-Applying beta-rule and splitting (104), into two cases.
% 59.92/25.05  																																					|-Branch one:
% 59.92/25.05  																																					| (480) all_0_39_39 = e0
% 59.92/25.05  																																					|
% 59.92/25.05  																																						| Combining equations (480,317) yields a new equation:
% 59.92/25.05  																																						| (330) e2 = e0
% 59.92/25.05  																																						|
% 59.92/25.05  																																						| Equations (330) can reduce 128 to:
% 59.92/25.05  																																						| (266) $false
% 59.92/25.05  																																						|
% 59.92/25.05  																																						|-The branch is then unsatisfiable
% 59.92/25.05  																																					|-Branch two:
% 59.92/25.05  																																					| (484)  ~ (all_0_39_39 = e0)
% 59.92/25.05  																																					| (558) all_0_42_42 = e0 | all_0_47_47 = e0 | all_0_56_56 = e0
% 59.92/25.05  																																					|
% 59.92/25.05  																																						| Equations (317) can reduce 484 to:
% 59.92/25.05  																																						| (128)  ~ (e2 = e0)
% 59.92/25.05  																																						|
% 59.92/25.05  																																						+-Applying beta-rule and splitting (1278), into two cases.
% 59.92/25.05  																																						|-Branch one:
% 59.92/25.05  																																						| (1279) all_0_48_48 = e0
% 59.92/25.05  																																						|
% 59.92/25.05  																																							| Combining equations (335,1279) yields a new equation:
% 59.92/25.05  																																							| (391) e2 = e0
% 59.92/25.05  																																							|
% 59.92/25.05  																																							| Simplifying 391 yields:
% 59.92/25.05  																																							| (330) e2 = e0
% 59.92/25.05  																																							|
% 59.92/25.05  																																							| Equations (330) can reduce 128 to:
% 59.92/25.05  																																							| (266) $false
% 59.92/25.05  																																							|
% 59.92/25.05  																																							|-The branch is then unsatisfiable
% 59.92/25.05  																																						|-Branch two:
% 59.92/25.05  																																						| (1283)  ~ (all_0_48_48 = e0)
% 59.92/25.05  																																						| (978) all_0_49_49 = e0
% 59.92/25.05  																																						|
% 59.92/25.05  																																							| Combining equations (884,978) yields a new equation:
% 59.92/25.05  																																							| (675) e3 = e0
% 59.92/25.05  																																							|
% 59.92/25.05  																																							| Simplifying 675 yields:
% 59.92/25.05  																																							| (676) e3 = e0
% 59.92/25.05  																																							|
% 59.92/25.05  																																							| Equations (676) can reduce 80 to:
% 59.92/25.05  																																							| (266) $false
% 59.92/25.05  																																							|
% 59.92/25.05  																																							|-The branch is then unsatisfiable
% 59.92/25.05  																															|-Branch two:
% 59.92/25.05  																															| (464)  ~ (all_0_51_51 = e1)
% 59.92/25.05  																															| (1202) all_0_52_52 = e1 | all_0_53_53 = e1
% 59.92/25.05  																															|
% 59.92/25.05  																																+-Applying beta-rule and splitting (1202), into two cases.
% 59.92/25.05  																																|-Branch one:
% 59.92/25.05  																																| (642) all_0_52_52 = e1
% 59.92/25.05  																																|
% 59.92/25.05  																																	| Combining equations (565,642) yields a new equation:
% 59.92/25.05  																																	| (636) e4 = e1
% 59.92/25.05  																																	|
% 59.92/25.05  																																	| Simplifying 636 yields:
% 59.92/25.05  																																	| (630) e4 = e1
% 59.92/25.05  																																	|
% 59.92/25.05  																																	| Equations (630) can reduce 110 to:
% 59.92/25.05  																																	| (266) $false
% 59.92/25.05  																																	|
% 59.92/25.05  																																	|-The branch is then unsatisfiable
% 59.92/25.05  																																|-Branch two:
% 59.92/25.05  																																| (646)  ~ (all_0_52_52 = e1)
% 59.92/25.05  																																| (1208) all_0_53_53 = e1
% 59.92/25.05  																																|
% 59.92/25.05  																																	| Combining equations (607,1208) yields a new equation:
% 59.92/25.05  																																	| (616) e2 = e1
% 59.92/25.05  																																	|
% 59.92/25.05  																																	| Simplifying 616 yields:
% 59.92/25.05  																																	| (617) e2 = e1
% 59.92/25.05  																																	|
% 59.92/25.05  																																	| Equations (617) can reduce 122 to:
% 59.92/25.05  																																	| (266) $false
% 59.92/25.05  																																	|
% 59.92/25.05  																																	|-The branch is then unsatisfiable
% 59.92/25.05  																											|-Branch two:
% 59.92/25.05  																											| (549)  ~ (all_0_46_46 = e1)
% 59.92/25.05  																											| (600) all_0_50_50 = e1 | all_0_55_55 = e1
% 59.92/25.05  																											|
% 59.92/25.05  																												+-Applying beta-rule and splitting (600), into two cases.
% 59.92/25.05  																												|-Branch one:
% 59.92/25.05  																												| (601) all_0_50_50 = e1
% 59.92/25.05  																												|
% 59.92/25.05  																													| Combining equations (415,601) yields a new equation:
% 59.92/25.05  																													| (454) e3 = e1
% 59.92/25.05  																													|
% 59.92/25.05  																													| Simplifying 454 yields:
% 59.92/25.05  																													| (455) e3 = e1
% 59.92/25.05  																													|
% 59.92/25.05  																													| Equations (455) can reduce 213 to:
% 59.92/25.05  																													| (266) $false
% 59.92/25.05  																													|
% 59.92/25.05  																													|-The branch is then unsatisfiable
% 59.92/25.05  																												|-Branch two:
% 59.92/25.05  																												| (759)  ~ (all_0_50_50 = e1)
% 59.92/25.05  																												| (629) all_0_55_55 = e1
% 59.92/25.05  																												|
% 59.92/25.05  																													| Combining equations (629,386) yields a new equation:
% 59.92/25.05  																													| (617) e2 = e1
% 59.92/25.05  																													|
% 59.92/25.05  																													| Equations (617) can reduce 122 to:
% 59.92/25.05  																													| (266) $false
% 59.92/25.05  																													|
% 59.92/25.05  																													|-The branch is then unsatisfiable
% 59.92/25.05  																						|-Branch two:
% 59.92/25.05  																						| (411)  ~ (all_0_50_50 = e3)
% 59.92/25.05  																						| (418) all_0_51_51 = e3 | all_0_53_53 = e3
% 59.92/25.05  																						|
% 59.92/25.05  																							+-Applying beta-rule and splitting (418), into two cases.
% 59.92/25.05  																							|-Branch one:
% 59.92/25.05  																							| (660) all_0_51_51 = e3
% 59.92/25.05  																							|
% 59.92/25.05  																								| Equations (660) can reduce 61 to:
% 59.92/25.05  																								| (405)  ~ (all_0_42_42 = e3)
% 59.92/25.05  																								|
% 59.92/25.05  																								| Equations (660) can reduce 224 to:
% 59.92/25.05  																								| (1091)  ~ (all_0_47_47 = e3)
% 59.92/25.05  																								|
% 59.92/25.05  																								| Equations (660) can reduce 59 to:
% 59.92/25.05  																								| (411)  ~ (all_0_50_50 = e3)
% 59.92/25.05  																								|
% 59.92/25.05  																								| Equations (660) can reduce 475 to:
% 59.92/25.05  																								| (277)  ~ (e4 = e3)
% 59.92/25.05  																								|
% 59.92/25.05  																								| Simplifying 277 yields:
% 59.92/25.05  																								| (188)  ~ (e4 = e3)
% 59.92/25.05  																								|
% 59.92/25.05  																								| From (660) and (186) follows:
% 59.92/25.05  																								| (1552) op(e1, e2) = e3
% 59.92/25.05  																								|
% 59.92/25.05  																								+-Applying beta-rule and splitting (160), into two cases.
% 59.92/25.05  																								|-Branch one:
% 59.92/25.05  																								| (601) all_0_50_50 = e1
% 59.92/25.05  																								|
% 59.92/25.05  																									| Equations (601) can reduce 221 to:
% 59.92/25.05  																									| (457)  ~ (all_0_41_41 = e1)
% 59.92/25.05  																									|
% 59.92/25.05  																									| Equations (601) can reduce 566 to:
% 59.92/25.05  																									| (602)  ~ (e4 = e1)
% 59.92/25.05  																									|
% 59.92/25.05  																									| Simplifying 602 yields:
% 59.92/25.05  																									| (110)  ~ (e4 = e1)
% 59.92/25.05  																									|
% 59.92/25.05  																									| Equations (601) can reduce 302 to:
% 59.92/25.05  																									| (604)  ~ (e2 = e1)
% 59.92/25.05  																									|
% 59.92/25.05  																									| Simplifying 604 yields:
% 59.92/25.05  																									| (122)  ~ (e2 = e1)
% 59.92/25.05  																									|
% 59.92/25.05  																									+-Applying beta-rule and splitting (113), into two cases.
% 59.92/25.05  																									|-Branch one:
% 59.92/25.05  																									| (403) all_0_41_41 = e3
% 59.92/25.05  																									|
% 59.92/25.05  																										| Equations (403) can reduce 214 to:
% 59.92/25.05  																										| (404)  ~ (all_0_42_42 = e3)
% 59.92/25.05  																										|
% 59.92/25.05  																										| Simplifying 404 yields:
% 59.92/25.05  																										| (405)  ~ (all_0_42_42 = e3)
% 59.92/25.05  																										|
% 59.92/25.05  																										| Equations (403) can reduce 149 to:
% 59.92/25.05  																										| (406)  ~ (all_0_44_44 = e3)
% 59.92/25.05  																										|
% 59.92/25.05  																										| Simplifying 406 yields:
% 59.92/25.05  																										| (407)  ~ (all_0_44_44 = e3)
% 59.92/25.05  																										|
% 59.92/25.05  																										| Equations (403) can reduce 43 to:
% 59.92/25.05  																										| (408)  ~ (all_0_46_46 = e3)
% 59.92/25.05  																										|
% 59.92/25.05  																										| Simplifying 408 yields:
% 59.92/25.05  																										| (409)  ~ (all_0_46_46 = e3)
% 59.92/25.05  																										|
% 59.92/25.05  																										| Equations (403) can reduce 440 to:
% 59.92/25.05  																										| (277)  ~ (e4 = e3)
% 59.92/25.05  																										|
% 59.92/25.05  																										| Simplifying 277 yields:
% 59.92/25.05  																										| (188)  ~ (e4 = e3)
% 59.92/25.05  																										|
% 59.92/25.05  																										| Equations (403) can reduce 85 to:
% 59.92/25.05  																										| (212)  ~ (e3 = e2)
% 59.92/25.05  																										|
% 59.92/25.05  																										| Equations (403) can reduce 457 to:
% 59.92/25.05  																										| (213)  ~ (e3 = e1)
% 59.92/25.05  																										|
% 59.92/25.05  																										+-Applying beta-rule and splitting (78), into two cases.
% 59.92/25.05  																										|-Branch one:
% 59.92/25.05  																										| (423) all_0_45_45 = e3
% 59.92/25.05  																										|
% 59.92/25.05  																											| Combining equations (423,248) yields a new equation:
% 59.92/25.05  																											| (425) e4 = e3
% 59.92/25.05  																											|
% 59.92/25.05  																											| Equations (425) can reduce 188 to:
% 59.92/25.05  																											| (266) $false
% 59.92/25.05  																											|
% 59.92/25.05  																											|-The branch is then unsatisfiable
% 59.92/25.05  																										|-Branch two:
% 59.92/25.05  																										| (427)  ~ (all_0_45_45 = e3)
% 59.92/25.05  																										| (428) all_0_46_46 = e3 | all_0_47_47 = e3 | all_0_49_49 = e3
% 59.92/25.05  																										|
% 59.92/25.05  																											+-Applying beta-rule and splitting (189), into two cases.
% 59.92/25.05  																											|-Branch one:
% 59.92/25.05  																											| (532) all_0_44_44 = e3
% 59.92/25.05  																											|
% 59.92/25.05  																												| Equations (532) can reduce 407 to:
% 59.92/25.05  																												| (266) $false
% 59.92/25.05  																												|
% 59.92/25.05  																												|-The branch is then unsatisfiable
% 59.92/25.05  																											|-Branch two:
% 59.92/25.05  																											| (407)  ~ (all_0_44_44 = e3)
% 59.92/25.05  																											| (537) all_0_49_49 = e3 | all_0_53_53 = e3 | all_0_58_58 = e3
% 59.92/25.05  																											|
% 59.92/25.05  																												+-Applying beta-rule and splitting (26), into two cases.
% 59.92/25.05  																												|-Branch one:
% 59.92/25.05  																												| (446) all_0_44_44 = e4
% 59.92/25.05  																												|
% 59.92/25.05  																													| Equations (446) can reduce 73 to:
% 59.92/25.05  																													| (1890)  ~ (all_0_42_42 = e4)
% 59.92/25.05  																													|
% 59.92/25.05  																													| Equations (446) can reduce 407 to:
% 59.92/25.05  																													| (188)  ~ (e4 = e3)
% 59.92/25.05  																													|
% 59.92/25.05  																													| Equations (446) can reduce 147 to:
% 59.92/25.05  																													| (48)  ~ (e4 = e2)
% 59.92/25.05  																													|
% 59.92/25.05  																													| Equations (446) can reduce 639 to:
% 59.92/25.05  																													| (110)  ~ (e4 = e1)
% 59.92/25.05  																													|
% 59.92/25.05  																													| From (446) and (138) follows:
% 59.92/25.05  																													| (4646) op(e3, e0) = e4
% 59.92/25.05  																													|
% 59.92/25.05  																													+-Applying beta-rule and splitting (171), into two cases.
% 59.92/25.05  																													|-Branch one:
% 59.92/25.05  																													| (265) all_0_54_54 = e4
% 59.92/25.05  																													|
% 59.92/25.05  																														| Combining equations (268,265) yields a new equation:
% 59.92/25.05  																														| (425) e4 = e3
% 59.92/25.05  																														|
% 59.92/25.05  																														| Equations (425) can reduce 188 to:
% 59.92/25.05  																														| (266) $false
% 59.92/25.05  																														|
% 59.92/25.05  																														|-The branch is then unsatisfiable
% 59.92/25.05  																													|-Branch two:
% 59.92/25.05  																													| (258)  ~ (all_0_54_54 = e4)
% 59.92/25.05  																													| (575) all_0_55_55 = e4 | all_0_56_56 = e4 | all_0_57_57 = e4 | all_0_58_58 = e4
% 59.92/25.05  																													|
% 59.92/25.05  																														+-Applying beta-rule and splitting (575), into two cases.
% 59.92/25.05  																														|-Branch one:
% 59.92/25.05  																														| (587) all_0_55_55 = e4
% 59.92/25.05  																														|
% 59.92/25.05  																															| Combining equations (386,587) yields a new equation:
% 59.92/25.05  																															| (323) e4 = e2
% 59.92/25.05  																															|
% 59.92/25.05  																															| Equations (323) can reduce 48 to:
% 59.92/25.05  																															| (266) $false
% 59.92/25.05  																															|
% 59.92/25.05  																															|-The branch is then unsatisfiable
% 59.92/25.05  																														|-Branch two:
% 59.92/25.05  																														| (763)  ~ (all_0_55_55 = e4)
% 59.92/25.05  																														| (764) all_0_56_56 = e4 | all_0_57_57 = e4 | all_0_58_58 = e4
% 59.92/25.05  																														|
% 59.92/25.05  																															+-Applying beta-rule and splitting (152), into two cases.
% 59.92/25.05  																															|-Branch one:
% 59.92/25.05  																															| (1392) all_0_42_42 = e4
% 59.92/25.05  																															|
% 59.92/25.05  																																| Equations (1392) can reduce 1890 to:
% 59.92/25.05  																																| (266) $false
% 59.92/25.05  																																|
% 59.92/25.05  																																|-The branch is then unsatisfiable
% 59.92/25.05  																															|-Branch two:
% 59.92/25.05  																															| (1890)  ~ (all_0_42_42 = e4)
% 59.92/25.05  																															| (1969) all_0_42_42 = e3 | all_0_42_42 = e1 | all_0_42_42 = e0
% 59.92/25.05  																															|
% 59.92/25.05  																																+-Applying beta-rule and splitting (1969), into two cases.
% 59.92/25.05  																																|-Branch one:
% 59.92/25.05  																																| (559) all_0_42_42 = e0
% 59.92/25.05  																																|
% 59.92/25.05  																																	| Equations (559) can reduce 198 to:
% 59.92/25.05  																																	| (1402)  ~ (all_0_47_47 = e0)
% 59.92/25.05  																																	|
% 59.92/25.05  																																	| Simplifying 1402 yields:
% 59.92/25.05  																																	| (678)  ~ (all_0_47_47 = e0)
% 59.92/25.05  																																	|
% 59.92/25.05  																																	| Equations (559) can reduce 51 to:
% 59.92/25.05  																																	| (365)  ~ (e2 = e0)
% 59.92/25.05  																																	|
% 59.92/25.05  																																	| Simplifying 365 yields:
% 59.92/25.05  																																	| (128)  ~ (e2 = e0)
% 59.92/25.05  																																	|
% 59.92/25.05  																																	+-Applying beta-rule and splitting (184), into two cases.
% 59.92/25.05  																																	|-Branch one:
% 59.92/25.05  																																	| (538) all_0_46_46 = e0
% 59.92/25.05  																																	|
% 59.92/25.05  																																		| Equations (538) can reduce 19 to:
% 59.92/25.05  																																		| (1402)  ~ (all_0_47_47 = e0)
% 59.92/25.05  																																		|
% 59.92/25.05  																																		| Simplifying 1402 yields:
% 59.92/25.05  																																		| (678)  ~ (all_0_47_47 = e0)
% 59.92/25.05  																																		|
% 59.92/25.05  																																		| Equations (538) can reduce 250 to:
% 59.92/25.05  																																		| (401)  ~ (e4 = e0)
% 59.92/25.05  																																		|
% 59.92/25.06  																																		| Simplifying 401 yields:
% 59.92/25.06  																																		| (49)  ~ (e4 = e0)
% 59.92/25.06  																																		|
% 59.92/25.06  																																		| Equations (538) can reduce 300 to:
% 59.92/25.06  																																		| (365)  ~ (e2 = e0)
% 59.92/25.06  																																		|
% 59.92/25.06  																																		| Simplifying 365 yields:
% 59.92/25.06  																																		| (128)  ~ (e2 = e0)
% 59.92/25.06  																																		|
% 59.92/25.06  																																		+-Applying beta-rule and splitting (537), into two cases.
% 59.92/25.06  																																		|-Branch one:
% 59.92/25.06  																																		| (884) all_0_49_49 = e3
% 59.92/25.06  																																		|
% 59.92/25.06  																																			| Equations (884) can reduce 86 to:
% 59.92/25.06  																																			| (1091)  ~ (all_0_47_47 = e3)
% 59.92/25.06  																																			|
% 59.92/25.06  																																			+-Applying beta-rule and splitting (112), into two cases.
% 59.92/25.06  																																			|-Branch one:
% 59.92/25.06  																																			| (635) all_0_44_44 = e1
% 59.92/25.06  																																			|
% 59.92/25.06  																																				| Combining equations (446,635) yields a new equation:
% 59.92/25.06  																																				| (636) e4 = e1
% 59.92/25.06  																																				|
% 59.92/25.06  																																				| Simplifying 636 yields:
% 59.92/25.06  																																				| (630) e4 = e1
% 59.92/25.06  																																				|
% 59.92/25.06  																																				| Equations (630) can reduce 110 to:
% 59.92/25.06  																																				| (266) $false
% 59.92/25.06  																																				|
% 59.92/25.06  																																				|-The branch is then unsatisfiable
% 59.92/25.06  																																			|-Branch two:
% 59.92/25.06  																																			| (639)  ~ (all_0_44_44 = e1)
% 59.92/25.06  																																			| (640) all_0_49_49 = e1 | all_0_53_53 = e1 | all_0_58_58 = e1
% 59.92/25.06  																																			|
% 59.92/25.06  																																				+-Applying beta-rule and splitting (640), into two cases.
% 59.92/25.06  																																				|-Branch one:
% 59.92/25.06  																																				| (671) all_0_49_49 = e1
% 59.92/25.06  																																				|
% 59.92/25.06  																																					| Combining equations (884,671) yields a new equation:
% 59.92/25.06  																																					| (454) e3 = e1
% 59.92/25.06  																																					|
% 59.92/25.06  																																					| Simplifying 454 yields:
% 59.92/25.06  																																					| (455) e3 = e1
% 59.92/25.06  																																					|
% 59.92/25.06  																																					| Equations (455) can reduce 213 to:
% 59.92/25.06  																																					| (266) $false
% 59.92/25.06  																																					|
% 59.92/25.06  																																					|-The branch is then unsatisfiable
% 59.92/25.06  																																				|-Branch two:
% 59.92/25.06  																																				| (1064)  ~ (all_0_49_49 = e1)
% 59.92/25.06  																																				| (2141) all_0_53_53 = e1 | all_0_58_58 = e1
% 59.92/25.06  																																				|
% 59.92/25.06  																																					+-Applying beta-rule and splitting (2141), into two cases.
% 59.92/25.06  																																					|-Branch one:
% 59.92/25.06  																																					| (1208) all_0_53_53 = e1
% 59.92/25.06  																																					|
% 59.92/25.06  																																						| Combining equations (607,1208) yields a new equation:
% 59.92/25.06  																																						| (616) e2 = e1
% 59.92/25.06  																																						|
% 59.92/25.06  																																						| Simplifying 616 yields:
% 59.92/25.06  																																						| (617) e2 = e1
% 59.92/25.06  																																						|
% 59.92/25.06  																																						| Equations (617) can reduce 122 to:
% 59.92/25.06  																																						| (266) $false
% 59.92/25.06  																																						|
% 59.92/25.06  																																						|-The branch is then unsatisfiable
% 59.92/25.06  																																					|-Branch two:
% 59.92/25.06  																																					| (1459)  ~ (all_0_53_53 = e1)
% 59.92/25.06  																																					| (918) all_0_58_58 = e1
% 59.92/25.06  																																					|
% 59.92/25.06  																																						| Equations (918) can reduce 491 to:
% 59.92/25.06  																																						| (233)  ~ (e1 = e0)
% 59.92/25.06  																																						|
% 59.92/25.06  																																						+-Applying beta-rule and splitting (131), into two cases.
% 59.92/25.06  																																						|-Branch one:
% 59.92/25.06  																																						| (459) all_0_42_42 = e1
% 59.92/25.06  																																						|
% 59.92/25.06  																																							| Combining equations (559,459) yields a new equation:
% 59.92/25.06  																																							| (431) e1 = e0
% 59.92/25.06  																																							|
% 59.92/25.06  																																							| Equations (431) can reduce 233 to:
% 59.92/25.06  																																							| (266) $false
% 59.92/25.06  																																							|
% 59.92/25.06  																																							|-The branch is then unsatisfiable
% 59.92/25.06  																																						|-Branch two:
% 59.92/25.06  																																						| (1380)  ~ (all_0_42_42 = e1)
% 59.92/25.06  																																						| (3259) all_0_47_47 = e1 | all_0_51_51 = e1 | all_0_56_56 = e1
% 59.92/25.06  																																						|
% 59.92/25.06  																																							| Equations (559) can reduce 1380 to:
% 59.92/25.06  																																							| (435)  ~ (e1 = e0)
% 59.92/25.06  																																							|
% 59.92/25.06  																																							| Simplifying 435 yields:
% 59.92/25.06  																																							| (233)  ~ (e1 = e0)
% 59.92/25.06  																																							|
% 59.92/25.06  																																							+-Applying beta-rule and splitting (135), into two cases.
% 59.92/25.06  																																							|-Branch one:
% 59.92/25.06  																																							| (545) all_0_46_46 = e1
% 59.92/25.06  																																							|
% 59.92/25.06  																																								| Combining equations (538,545) yields a new equation:
% 59.92/25.06  																																								| (431) e1 = e0
% 59.92/25.06  																																								|
% 59.92/25.06  																																								| Equations (431) can reduce 233 to:
% 59.92/25.06  																																								| (266) $false
% 59.92/25.06  																																								|
% 59.92/25.06  																																								|-The branch is then unsatisfiable
% 59.92/25.06  																																							|-Branch two:
% 59.92/25.06  																																							| (549)  ~ (all_0_46_46 = e1)
% 59.92/25.06  																																							| (550) all_0_47_47 = e1 | all_0_48_48 = e1 | all_0_49_49 = e1
% 59.92/25.06  																																							|
% 59.92/25.06  																																								+-Applying beta-rule and splitting (550), into two cases.
% 59.92/25.06  																																								|-Branch one:
% 59.92/25.06  																																								| (654) all_0_47_47 = e1
% 59.92/25.06  																																								|
% 59.92/25.06  																																									| Equations (654) can reduce 252 to:
% 59.92/25.06  																																									| (602)  ~ (e4 = e1)
% 59.92/25.06  																																									|
% 59.92/25.06  																																									| Simplifying 602 yields:
% 59.92/25.06  																																									| (110)  ~ (e4 = e1)
% 59.92/25.06  																																									|
% 59.92/25.06  																																									| Equations (654) can reduce 678 to:
% 59.92/25.06  																																									| (233)  ~ (e1 = e0)
% 59.92/25.06  																																									|
% 59.92/25.06  																																									+-Applying beta-rule and splitting (764), into two cases.
% 59.92/25.06  																																									|-Branch one:
% 59.92/25.06  																																									| (842) all_0_56_56 = e4
% 59.92/25.06  																																									|
% 59.92/25.06  																																										| From (842) and (111) follows:
% 59.92/25.06  																																										| (2154) op(e0, e2) = e4
% 59.92/25.06  																																										|
% 59.92/25.06  																																										+-Applying beta-rule and splitting (56), into two cases.
% 59.92/25.06  																																										|-Branch one:
% 59.92/25.06  																																										| (696) unit = e2
% 59.92/25.06  																																										|
% 59.92/25.06  																																											| From (696) and (211) follows:
% 59.92/25.06  																																											| (1612) op(e2, e1) = e1
% 59.92/25.06  																																											|
% 59.92/25.06  																																											| From (696) and (227) follows:
% 59.92/25.06  																																											| (4284) op(e4, e2) = e4
% 59.92/25.06  																																											|
% 59.92/25.06  																																											| From (696) and (42) follows:
% 59.92/25.06  																																											| (1613) op(e0, e2) = e0
% 59.92/25.06  																																											|
% 59.92/25.06  																																											| Instantiating formula (29) with e4, e2, e4, e2 and discharging atoms op(e4, e2) = e4, op(e4, e2) = e2, yields:
% 59.92/25.06  																																											| (323) e4 = e2
% 59.92/25.06  																																											|
% 59.92/25.06  																																											| Instantiating formula (29) with e2, e1, e1, e2 and discharging atoms op(e2, e1) = e2, op(e2, e1) = e1, yields:
% 59.92/25.06  																																											| (617) e2 = e1
% 59.92/25.06  																																											|
% 59.92/25.06  																																											| Instantiating formula (29) with e0, e2, e0, e4 and discharging atoms op(e0, e2) = e4, op(e0, e2) = e0, yields:
% 59.92/25.06  																																											| (397) e4 = e0
% 59.92/25.06  																																											|
% 59.92/25.06  																																											| Combining equations (323,397) yields a new equation:
% 59.92/25.06  																																											| (391) e2 = e0
% 59.92/25.06  																																											|
% 59.92/25.06  																																											| Simplifying 391 yields:
% 59.92/25.06  																																											| (330) e2 = e0
% 59.92/25.06  																																											|
% 59.92/25.06  																																											| Combining equations (617,330) yields a new equation:
% 59.92/25.06  																																											| (546) e1 = e0
% 59.92/25.06  																																											|
% 59.92/25.06  																																											| Simplifying 546 yields:
% 59.92/25.06  																																											| (431) e1 = e0
% 59.92/25.06  																																											|
% 59.92/25.06  																																											| Equations (431) can reduce 233 to:
% 59.92/25.06  																																											| (266) $false
% 59.92/25.06  																																											|
% 59.92/25.06  																																											|-The branch is then unsatisfiable
% 59.92/25.06  																																										|-Branch two:
% 59.92/25.06  																																										| (707)  ~ (unit = e2)
% 59.92/25.06  																																										| (708) unit = e4 | unit = e3 | unit = e1 | unit = e0
% 59.92/25.06  																																										|
% 59.92/25.06  																																											+-Applying beta-rule and splitting (708), into two cases.
% 59.92/25.06  																																											|-Branch one:
% 59.92/25.06  																																											| (709) unit = e4
% 59.92/25.06  																																											|
% 59.92/25.06  																																												| From (709) and (24) follows:
% 59.92/25.06  																																												| (33325) op(e4, e3) = e3
% 59.92/25.06  																																												|
% 59.92/25.06  																																												| From (709) and (227) follows:
% 59.92/25.06  																																												| (710) op(e4, e4) = e4
% 59.92/25.06  																																												|
% 59.92/25.06  																																												| From (709) and (42) follows:
% 59.92/25.06  																																												| (713) op(e0, e4) = e0
% 59.92/25.06  																																												|
% 59.92/25.06  																																												| Instantiating formula (29) with e4, e4, e4, e1 and discharging atoms op(e4, e4) = e4, op(e4, e4) = e1, yields:
% 59.92/25.06  																																												| (630) e4 = e1
% 59.92/25.06  																																												|
% 59.92/25.06  																																												| Instantiating formula (29) with e4, e3, e3, e4 and discharging atoms op(e4, e3) = e4, op(e4, e3) = e3, yields:
% 59.92/25.06  																																												| (425) e4 = e3
% 59.92/25.06  																																												|
% 59.92/25.06  																																												| Instantiating formula (29) with e0, e4, e0, e3 and discharging atoms op(e0, e4) = e3, op(e0, e4) = e0, yields:
% 59.92/25.06  																																												| (676) e3 = e0
% 59.92/25.06  																																												|
% 59.92/25.06  																																												| Combining equations (630,425) yields a new equation:
% 59.92/25.06  																																												| (455) e3 = e1
% 59.92/25.06  																																												|
% 59.92/25.06  																																												| Combining equations (455,676) yields a new equation:
% 59.92/25.06  																																												| (546) e1 = e0
% 59.92/25.06  																																												|
% 59.92/25.06  																																												| Simplifying 546 yields:
% 59.92/25.06  																																												| (431) e1 = e0
% 59.92/25.06  																																												|
% 59.92/25.06  																																												| Equations (431) can reduce 233 to:
% 59.92/25.06  																																												| (266) $false
% 59.92/25.06  																																												|
% 59.92/25.06  																																												|-The branch is then unsatisfiable
% 59.92/25.06  																																											|-Branch two:
% 59.92/25.06  																																											| (724)  ~ (unit = e4)
% 59.92/25.06  																																											| (725) unit = e3 | unit = e1 | unit = e0
% 59.92/25.06  																																											|
% 59.92/25.06  																																												+-Applying beta-rule and splitting (725), into two cases.
% 59.92/25.06  																																												|-Branch one:
% 59.92/25.06  																																												| (726) unit = e0
% 59.92/25.06  																																												|
% 59.92/25.06  																																													| From (726) and (244) follows:
% 59.92/25.06  																																													| (2207) op(e0, e4) = e4
% 59.92/25.06  																																													|
% 59.92/25.06  																																													| From (726) and (15) follows:
% 59.92/25.06  																																													| (1508) op(e0, e2) = e2
% 59.92/25.06  																																													|
% 59.92/25.06  																																													| From (726) and (227) follows:
% 59.92/25.06  																																													| (3205) op(e4, e0) = e4
% 59.92/25.06  																																													|
% 59.92/25.06  																																													| From (726) and (28) follows:
% 59.92/25.06  																																													| (2698) op(e1, e0) = e1
% 59.92/25.06  																																													|
% 59.92/25.06  																																													| Instantiating formula (29) with e4, e0, e4, e0 and discharging atoms op(e4, e0) = e4, op(e4, e0) = e0, yields:
% 59.92/25.06  																																													| (397) e4 = e0
% 59.92/25.06  																																													|
% 59.92/25.06  																																													| Instantiating formula (29) with e1, e0, e1, e2 and discharging atoms op(e1, e0) = e2, op(e1, e0) = e1, yields:
% 59.92/25.06  																																													| (617) e2 = e1
% 59.92/25.06  																																													|
% 59.92/25.06  																																													| Instantiating formula (29) with e0, e4, e4, e3 and discharging atoms op(e0, e4) = e4, op(e0, e4) = e3, yields:
% 59.92/25.06  																																													| (425) e4 = e3
% 59.92/25.06  																																													|
% 59.92/25.06  																																													| Instantiating formula (29) with e0, e2, e2, e4 and discharging atoms op(e0, e2) = e4, op(e0, e2) = e2, yields:
% 59.92/25.06  																																													| (323) e4 = e2
% 59.92/25.06  																																													|
% 59.92/25.06  																																													| Combining equations (397,425) yields a new equation:
% 59.92/25.06  																																													| (676) e3 = e0
% 59.92/25.06  																																													|
% 59.92/25.06  																																													| Combining equations (323,425) yields a new equation:
% 59.92/25.06  																																													| (662) e3 = e2
% 59.92/25.06  																																													|
% 59.92/25.06  																																													| Combining equations (676,662) yields a new equation:
% 59.92/25.06  																																													| (330) e2 = e0
% 59.92/25.06  																																													|
% 59.92/25.06  																																													| Combining equations (330,617) yields a new equation:
% 59.92/25.06  																																													| (431) e1 = e0
% 59.92/25.06  																																													|
% 59.92/25.06  																																													| Equations (431) can reduce 233 to:
% 59.92/25.06  																																													| (266) $false
% 59.92/25.06  																																													|
% 59.92/25.06  																																													|-The branch is then unsatisfiable
% 59.92/25.06  																																												|-Branch two:
% 59.92/25.06  																																												| (734)  ~ (unit = e0)
% 59.92/25.06  																																												| (735) unit = e3 | unit = e1
% 59.92/25.06  																																												|
% 59.92/25.06  																																													+-Applying beta-rule and splitting (735), into two cases.
% 59.92/25.06  																																													|-Branch one:
% 59.92/25.06  																																													| (736) unit = e1
% 59.92/25.06  																																													|
% 59.92/25.06  																																														| Equations (736) can reduce 734 to:
% 59.92/25.06  																																														| (233)  ~ (e1 = e0)
% 59.92/25.06  																																														|
% 59.92/25.06  																																														| From (736) and (244) follows:
% 59.92/25.06  																																														| (738) op(e1, e4) = e4
% 59.92/25.06  																																														|
% 59.92/25.06  																																														| From (736) and (15) follows:
% 59.92/25.06  																																														| (515) op(e1, e2) = e2
% 59.92/25.06  																																														|
% 59.92/25.06  																																														| From (736) and (227) follows:
% 59.92/25.06  																																														| (739) op(e4, e1) = e4
% 59.92/25.06  																																														|
% 59.92/25.06  																																														| From (736) and (28) follows:
% 59.92/25.06  																																														| (740) op(e1, e1) = e1
% 59.92/25.06  																																														|
% 59.92/25.06  																																														| Instantiating formula (29) with e4, e1, e4, e3 and discharging atoms op(e4, e1) = e4, op(e4, e1) = e3, yields:
% 59.92/25.06  																																														| (425) e4 = e3
% 59.92/25.06  																																														|
% 59.92/25.06  																																														| Instantiating formula (29) with e1, e4, e4, e0 and discharging atoms op(e1, e4) = e4, op(e1, e4) = e0, yields:
% 59.92/25.06  																																														| (397) e4 = e0
% 59.92/25.06  																																														|
% 59.92/25.06  																																														| Instantiating formula (29) with e1, e2, e2, e3 and discharging atoms op(e1, e2) = e3, op(e1, e2) = e2, yields:
% 59.92/25.06  																																														| (662) e3 = e2
% 59.92/25.06  																																														|
% 59.92/25.06  																																														| Instantiating formula (29) with e1, e1, e1, e4 and discharging atoms op(e1, e1) = e4, op(e1, e1) = e1, yields:
% 59.92/25.06  																																														| (630) e4 = e1
% 59.92/25.06  																																														|
% 59.92/25.06  																																														| Combining equations (630,425) yields a new equation:
% 59.92/25.06  																																														| (455) e3 = e1
% 59.92/25.06  																																														|
% 59.92/25.06  																																														| Combining equations (397,425) yields a new equation:
% 59.92/25.06  																																														| (676) e3 = e0
% 59.92/25.06  																																														|
% 59.92/25.06  																																														| Combining equations (676,662) yields a new equation:
% 59.92/25.06  																																														| (330) e2 = e0
% 59.92/25.06  																																														|
% 59.92/25.06  																																														| Combining equations (455,662) yields a new equation:
% 59.92/25.06  																																														| (617) e2 = e1
% 59.92/25.06  																																														|
% 59.92/25.06  																																														| Combining equations (617,330) yields a new equation:
% 59.92/25.06  																																														| (546) e1 = e0
% 59.92/25.06  																																														|
% 59.92/25.06  																																														| Simplifying 546 yields:
% 59.92/25.06  																																														| (431) e1 = e0
% 59.92/25.06  																																														|
% 59.92/25.06  																																														| Equations (431) can reduce 233 to:
% 59.92/25.06  																																														| (266) $false
% 59.92/25.06  																																														|
% 59.92/25.06  																																														|-The branch is then unsatisfiable
% 59.92/25.06  																																													|-Branch two:
% 59.92/25.06  																																													| (748)  ~ (unit = e1)
% 59.92/25.06  																																													| (749) unit = e3
% 59.92/25.06  																																													|
% 59.92/25.06  																																														| From (749) and (244) follows:
% 59.92/25.06  																																														| (750) op(e3, e4) = e4
% 59.92/25.06  																																														|
% 59.92/25.06  																																														| From (749) and (209) follows:
% 59.92/25.06  																																														| (1667) op(e3, e0) = e0
% 59.92/25.06  																																														|
% 59.92/25.06  																																														| Instantiating formula (29) with e3, e4, e4, e2 and discharging atoms op(e3, e4) = e4, op(e3, e4) = e2, yields:
% 59.92/25.06  																																														| (323) e4 = e2
% 59.92/25.06  																																														|
% 59.92/25.06  																																														| Instantiating formula (29) with e3, e0, e0, e4 and discharging atoms op(e3, e0) = e4, op(e3, e0) = e0, yields:
% 59.92/25.06  																																														| (397) e4 = e0
% 59.92/25.06  																																														|
% 59.92/25.06  																																														| Combining equations (323,397) yields a new equation:
% 59.92/25.06  																																														| (391) e2 = e0
% 59.92/25.06  																																														|
% 59.92/25.06  																																														| Simplifying 391 yields:
% 59.92/25.06  																																														| (330) e2 = e0
% 59.92/25.06  																																														|
% 59.92/25.06  																																														| Equations (330) can reduce 128 to:
% 59.92/25.06  																																														| (266) $false
% 59.92/25.06  																																														|
% 59.92/25.06  																																														|-The branch is then unsatisfiable
% 59.92/25.06  																																									|-Branch two:
% 59.92/25.06  																																									| (477)  ~ (all_0_56_56 = e4)
% 59.92/25.06  																																									| (935) all_0_57_57 = e4 | all_0_58_58 = e4
% 59.92/25.06  																																									|
% 59.92/25.06  																																										+-Applying beta-rule and splitting (935), into two cases.
% 59.92/25.06  																																										|-Branch one:
% 59.92/25.06  																																										| (871) all_0_57_57 = e4
% 59.92/25.06  																																										|
% 59.92/25.06  																																											| Combining equations (875,871) yields a new equation:
% 59.92/25.06  																																											| (397) e4 = e0
% 59.92/25.06  																																											|
% 59.92/25.06  																																											| Equations (397) can reduce 49 to:
% 59.92/25.06  																																											| (266) $false
% 59.92/25.06  																																											|
% 59.92/25.06  																																											|-The branch is then unsatisfiable
% 59.92/25.06  																																										|-Branch two:
% 59.92/25.06  																																										| (839)  ~ (all_0_57_57 = e4)
% 59.92/25.06  																																										| (910) all_0_58_58 = e4
% 59.92/25.06  																																										|
% 59.92/25.06  																																											| Combining equations (910,918) yields a new equation:
% 59.92/25.06  																																											| (636) e4 = e1
% 59.92/25.06  																																											|
% 59.92/25.06  																																											| Simplifying 636 yields:
% 59.92/25.06  																																											| (630) e4 = e1
% 59.92/25.06  																																											|
% 59.92/25.06  																																											| Equations (630) can reduce 110 to:
% 59.92/25.06  																																											| (266) $false
% 59.92/25.06  																																											|
% 59.92/25.06  																																											|-The branch is then unsatisfiable
% 59.92/25.06  																																								|-Branch two:
% 59.92/25.06  																																								| (462)  ~ (all_0_47_47 = e1)
% 59.92/25.06  																																								| (659) all_0_48_48 = e1 | all_0_49_49 = e1
% 59.92/25.06  																																								|
% 59.92/25.06  																																									+-Applying beta-rule and splitting (105), into two cases.
% 59.92/25.06  																																									|-Branch one:
% 59.92/25.06  																																									| (1105) all_0_47_47 = e2
% 59.92/25.06  																																									|
% 59.92/25.06  																																										| Equations (1105) can reduce 338 to:
% 59.92/25.06  																																										| (266) $false
% 59.92/25.06  																																										|
% 59.92/25.06  																																										|-The branch is then unsatisfiable
% 59.92/25.06  																																									|-Branch two:
% 59.92/25.06  																																									| (338)  ~ (all_0_47_47 = e2)
% 59.92/25.06  																																									| (1789) all_0_47_47 = e4 | all_0_47_47 = e3 | all_0_47_47 = e1 | all_0_47_47 = e0
% 59.92/25.06  																																									|
% 59.92/25.06  																																										+-Applying beta-rule and splitting (1789), into two cases.
% 59.92/25.06  																																										|-Branch one:
% 59.92/25.06  																																										| (1790) all_0_47_47 = e4
% 59.92/25.06  																																										|
% 59.92/25.06  																																											| Equations (1790) can reduce 252 to:
% 59.92/25.06  																																											| (266) $false
% 59.92/25.06  																																											|
% 59.92/25.06  																																											|-The branch is then unsatisfiable
% 59.92/25.06  																																										|-Branch two:
% 59.92/25.06  																																										| (252)  ~ (all_0_47_47 = e4)
% 59.92/25.06  																																										| (1793) all_0_47_47 = e3 | all_0_47_47 = e1 | all_0_47_47 = e0
% 59.92/25.06  																																										|
% 59.92/25.06  																																											+-Applying beta-rule and splitting (1793), into two cases.
% 59.92/25.06  																																											|-Branch one:
% 59.92/25.06  																																											| (674) all_0_47_47 = e0
% 59.92/25.06  																																											|
% 59.92/25.06  																																												| Equations (674) can reduce 678 to:
% 59.92/25.06  																																												| (266) $false
% 59.92/25.06  																																												|
% 59.92/25.06  																																												|-The branch is then unsatisfiable
% 59.92/25.06  																																											|-Branch two:
% 59.92/25.06  																																											| (678)  ~ (all_0_47_47 = e0)
% 59.92/25.06  																																											| (1831) all_0_47_47 = e3 | all_0_47_47 = e1
% 59.92/25.06  																																											|
% 59.92/25.06  																																												+-Applying beta-rule and splitting (1831), into two cases.
% 59.92/25.06  																																												|-Branch one:
% 59.92/25.06  																																												| (654) all_0_47_47 = e1
% 59.92/25.06  																																												|
% 59.92/25.06  																																													| Equations (654) can reduce 462 to:
% 59.92/25.06  																																													| (266) $false
% 59.92/25.06  																																													|
% 59.92/25.06  																																													|-The branch is then unsatisfiable
% 59.92/25.06  																																												|-Branch two:
% 59.92/25.06  																																												| (462)  ~ (all_0_47_47 = e1)
% 59.92/25.06  																																												| (522) all_0_47_47 = e3
% 59.92/25.06  																																												|
% 59.92/25.06  																																													| Equations (522) can reduce 1091 to:
% 59.92/25.06  																																													| (266) $false
% 59.92/25.06  																																													|
% 59.92/25.06  																																													|-The branch is then unsatisfiable
% 59.92/25.06  																																		|-Branch two:
% 59.92/25.06  																																		| (525)  ~ (all_0_49_49 = e3)
% 59.92/25.06  																																		| (887) all_0_53_53 = e3 | all_0_58_58 = e3
% 59.92/25.06  																																		|
% 59.92/25.06  																																			+-Applying beta-rule and splitting (887), into two cases.
% 59.92/25.06  																																			|-Branch one:
% 59.92/25.06  																																			| (665) all_0_53_53 = e3
% 59.92/25.06  																																			|
% 59.92/25.06  																																				| Combining equations (607,665) yields a new equation:
% 59.92/25.06  																																				| (662) e3 = e2
% 59.92/25.06  																																				|
% 59.92/25.06  																																				| Equations (662) can reduce 212 to:
% 59.92/25.06  																																				| (266) $false
% 59.92/25.06  																																				|
% 59.92/25.06  																																				|-The branch is then unsatisfiable
% 59.92/25.06  																																			|-Branch two:
% 59.92/25.06  																																			| (903)  ~ (all_0_53_53 = e3)
% 59.92/25.06  																																			| (795) all_0_58_58 = e3
% 59.92/25.06  																																			|
% 59.92/25.06  																																				| Equations (795) can reduce 276 to:
% 59.92/25.06  																																				| (266) $false
% 59.92/25.06  																																				|
% 59.92/25.06  																																				|-The branch is then unsatisfiable
% 59.92/25.06  																																	|-Branch two:
% 59.92/25.06  																																	| (831)  ~ (all_0_46_46 = e0)
% 59.92/25.06  																																	| (832) all_0_47_47 = e0 | all_0_48_48 = e0 | all_0_49_49 = e0
% 59.92/25.06  																																	|
% 59.92/25.06  																																		+-Applying beta-rule and splitting (832), into two cases.
% 59.92/25.06  																																		|-Branch one:
% 59.92/25.06  																																		| (674) all_0_47_47 = e0
% 59.92/25.06  																																		|
% 59.92/25.06  																																			| Equations (674) can reduce 678 to:
% 59.92/25.06  																																			| (266) $false
% 59.92/25.06  																																			|
% 59.92/25.06  																																			|-The branch is then unsatisfiable
% 59.92/25.06  																																		|-Branch two:
% 59.92/25.06  																																		| (678)  ~ (all_0_47_47 = e0)
% 59.92/25.06  																																		| (1278) all_0_48_48 = e0 | all_0_49_49 = e0
% 59.92/25.06  																																		|
% 59.92/25.06  																																			+-Applying beta-rule and splitting (1278), into two cases.
% 59.92/25.06  																																			|-Branch one:
% 59.92/25.06  																																			| (1279) all_0_48_48 = e0
% 59.92/25.06  																																			|
% 59.92/25.06  																																				| Combining equations (335,1279) yields a new equation:
% 59.92/25.06  																																				| (391) e2 = e0
% 59.92/25.06  																																				|
% 59.92/25.06  																																				| Simplifying 391 yields:
% 59.92/25.06  																																				| (330) e2 = e0
% 59.92/25.06  																																				|
% 59.92/25.06  																																				| Equations (330) can reduce 128 to:
% 59.92/25.06  																																				| (266) $false
% 59.92/25.06  																																				|
% 59.92/25.06  																																				|-The branch is then unsatisfiable
% 59.92/25.06  																																			|-Branch two:
% 59.92/25.06  																																			| (1283)  ~ (all_0_48_48 = e0)
% 59.92/25.06  																																			| (978) all_0_49_49 = e0
% 59.92/25.06  																																			|
% 59.92/25.06  																																				| Equations (978) can reduce 487 to:
% 59.92/25.06  																																				| (266) $false
% 59.92/25.06  																																				|
% 59.92/25.06  																																				|-The branch is then unsatisfiable
% 59.92/25.06  																																|-Branch two:
% 59.92/25.06  																																| (358)  ~ (all_0_42_42 = e0)
% 59.92/25.06  																																| (2510) all_0_42_42 = e3 | all_0_42_42 = e1
% 59.92/25.06  																																|
% 59.92/25.06  																																	+-Applying beta-rule and splitting (2510), into two cases.
% 59.92/25.06  																																	|-Branch one:
% 59.92/25.06  																																	| (459) all_0_42_42 = e1
% 59.92/25.06  																																	|
% 59.92/25.06  																																		| Equations (459) can reduce 1380 to:
% 59.92/25.06  																																		| (266) $false
% 59.92/25.06  																																		|
% 59.92/25.06  																																		|-The branch is then unsatisfiable
% 59.92/25.06  																																	|-Branch two:
% 59.92/25.06  																																	| (1380)  ~ (all_0_42_42 = e1)
% 59.92/25.06  																																	| (516) all_0_42_42 = e3
% 59.92/25.06  																																	|
% 59.92/25.06  																																		| Equations (516) can reduce 405 to:
% 59.92/25.06  																																		| (266) $false
% 59.92/25.06  																																		|
% 59.92/25.06  																																		|-The branch is then unsatisfiable
% 59.92/25.06  																												|-Branch two:
% 59.92/25.06  																												| (1390)  ~ (all_0_44_44 = e4)
% 59.92/25.07  																												| (1391) all_0_44_44 = e3 | all_0_44_44 = e1 | all_0_44_44 = e0
% 59.92/25.07  																												|
% 59.92/25.07  																													+-Applying beta-rule and splitting (537), into two cases.
% 59.92/25.07  																													|-Branch one:
% 59.92/25.07  																													| (884) all_0_49_49 = e3
% 59.92/25.07  																													|
% 59.92/25.07  																														| Equations (884) can reduce 9 to:
% 59.92/25.07  																														| (407)  ~ (all_0_44_44 = e3)
% 59.92/25.07  																														|
% 59.92/25.07  																														+-Applying beta-rule and splitting (112), into two cases.
% 59.92/25.07  																														|-Branch one:
% 59.92/25.07  																														| (635) all_0_44_44 = e1
% 59.92/25.07  																														|
% 59.92/25.07  																															| Equations (635) can reduce 639 to:
% 59.92/25.07  																															| (266) $false
% 59.92/25.07  																															|
% 59.92/25.07  																															|-The branch is then unsatisfiable
% 59.92/25.07  																														|-Branch two:
% 59.92/25.07  																														| (639)  ~ (all_0_44_44 = e1)
% 59.92/25.07  																														| (640) all_0_49_49 = e1 | all_0_53_53 = e1 | all_0_58_58 = e1
% 59.92/25.07  																														|
% 59.92/25.07  																															+-Applying beta-rule and splitting (1391), into two cases.
% 59.92/25.07  																															|-Branch one:
% 59.92/25.07  																															| (1414) all_0_44_44 = e0
% 59.92/25.07  																															|
% 59.92/25.07  																																| Equations (1414) can reduce 360 to:
% 59.92/25.07  																																| (266) $false
% 59.92/25.07  																																|
% 59.92/25.07  																																|-The branch is then unsatisfiable
% 59.92/25.07  																															|-Branch two:
% 59.92/25.07  																															| (360)  ~ (all_0_44_44 = e0)
% 59.92/25.07  																															| (1417) all_0_44_44 = e3 | all_0_44_44 = e1
% 59.92/25.07  																															|
% 59.92/25.07  																																+-Applying beta-rule and splitting (1417), into two cases.
% 59.92/25.07  																																|-Branch one:
% 59.92/25.07  																																| (635) all_0_44_44 = e1
% 59.92/25.07  																																|
% 59.92/25.07  																																	| Equations (635) can reduce 639 to:
% 59.92/25.07  																																	| (266) $false
% 59.92/25.07  																																	|
% 59.92/25.07  																																	|-The branch is then unsatisfiable
% 59.92/25.07  																																|-Branch two:
% 59.92/25.07  																																| (639)  ~ (all_0_44_44 = e1)
% 59.92/25.07  																																| (532) all_0_44_44 = e3
% 59.92/25.07  																																|
% 59.92/25.07  																																	| Equations (532) can reduce 407 to:
% 59.92/25.07  																																	| (266) $false
% 59.92/25.07  																																	|
% 59.92/25.07  																																	|-The branch is then unsatisfiable
% 59.92/25.07  																													|-Branch two:
% 59.92/25.07  																													| (525)  ~ (all_0_49_49 = e3)
% 59.92/25.07  																													| (887) all_0_53_53 = e3 | all_0_58_58 = e3
% 59.92/25.07  																													|
% 59.92/25.07  																														+-Applying beta-rule and splitting (428), into two cases.
% 59.92/25.07  																														|-Branch one:
% 59.92/25.07  																														| (1557) all_0_46_46 = e3
% 59.92/25.07  																														|
% 59.92/25.07  																															| Equations (1557) can reduce 409 to:
% 59.92/25.07  																															| (266) $false
% 59.92/25.07  																															|
% 59.92/25.07  																															|-The branch is then unsatisfiable
% 59.92/25.07  																														|-Branch two:
% 59.92/25.07  																														| (409)  ~ (all_0_46_46 = e3)
% 59.92/25.07  																														| (1561) all_0_47_47 = e3 | all_0_49_49 = e3
% 59.92/25.07  																														|
% 59.92/25.07  																															+-Applying beta-rule and splitting (1561), into two cases.
% 59.92/25.07  																															|-Branch one:
% 59.92/25.07  																															| (522) all_0_47_47 = e3
% 59.92/25.07  																															|
% 59.92/25.07  																																| Equations (522) can reduce 1091 to:
% 59.92/25.07  																																| (266) $false
% 59.92/25.07  																																|
% 59.92/25.07  																																|-The branch is then unsatisfiable
% 59.92/25.07  																															|-Branch two:
% 59.92/25.07  																															| (1091)  ~ (all_0_47_47 = e3)
% 59.92/25.07  																															| (884) all_0_49_49 = e3
% 59.92/25.07  																															|
% 59.92/25.07  																																| Equations (884) can reduce 525 to:
% 59.92/25.07  																																| (266) $false
% 59.92/25.07  																																|
% 59.92/25.07  																																|-The branch is then unsatisfiable
% 59.92/25.07  																									|-Branch two:
% 59.92/25.07  																									| (1898)  ~ (all_0_41_41 = e3)
% 59.92/25.07  																									| (1899) all_0_42_42 = e3 | all_0_44_44 = e3
% 59.92/25.07  																									|
% 59.92/25.07  																										+-Applying beta-rule and splitting (1899), into two cases.
% 59.92/25.07  																										|-Branch one:
% 59.92/25.07  																										| (516) all_0_42_42 = e3
% 59.92/25.07  																										|
% 59.92/25.07  																											| Equations (516) can reduce 405 to:
% 59.92/25.07  																											| (266) $false
% 59.92/25.07  																											|
% 59.92/25.07  																											|-The branch is then unsatisfiable
% 59.92/25.07  																										|-Branch two:
% 59.92/25.07  																										| (405)  ~ (all_0_42_42 = e3)
% 59.92/25.07  																										| (532) all_0_44_44 = e3
% 59.92/25.07  																										|
% 59.92/25.07  																											| Equations (532) can reduce 73 to:
% 59.92/25.07  																											| (405)  ~ (all_0_42_42 = e3)
% 59.92/25.07  																											|
% 59.92/25.07  																											| Equations (532) can reduce 9 to:
% 59.92/25.07  																											| (524)  ~ (all_0_49_49 = e3)
% 59.92/25.07  																											|
% 59.92/25.07  																											| Simplifying 524 yields:
% 59.92/25.07  																											| (525)  ~ (all_0_49_49 = e3)
% 59.92/25.07  																											|
% 59.92/25.07  																											| Equations (532) can reduce 181 to:
% 59.92/25.07  																											| (275)  ~ (all_0_58_58 = e3)
% 59.92/25.07  																											|
% 59.92/25.07  																											| Simplifying 275 yields:
% 59.92/25.07  																											| (276)  ~ (all_0_58_58 = e3)
% 59.92/25.07  																											|
% 59.92/25.07  																											| Equations (532) can reduce 360 to:
% 59.92/25.07  																											| (80)  ~ (e3 = e0)
% 59.92/25.07  																											|
% 59.92/25.07  																											| From (532) and (138) follows:
% 59.92/25.07  																											| (1639) op(e3, e0) = e3
% 59.92/25.07  																											|
% 59.92/25.07  																											+-Applying beta-rule and splitting (27), into two cases.
% 59.92/25.07  																											|-Branch one:
% 59.92/25.07  																											| (437) all_0_41_41 = e4
% 59.92/25.07  																											|
% 59.92/25.07  																												| Equations (437) can reduce 440 to:
% 59.92/25.07  																												| (266) $false
% 59.92/25.07  																												|
% 59.92/25.07  																												|-The branch is then unsatisfiable
% 59.92/25.07  																											|-Branch two:
% 59.92/25.07  																											| (440)  ~ (all_0_41_41 = e4)
% 59.92/25.07  																											| (4049) all_0_41_41 = e3 | all_0_41_41 = e1 | all_0_41_41 = e0
% 59.92/25.07  																											|
% 59.92/25.07  																												+-Applying beta-rule and splitting (78), into two cases.
% 59.92/25.07  																												|-Branch one:
% 59.92/25.07  																												| (423) all_0_45_45 = e3
% 59.92/25.07  																												|
% 59.92/25.07  																													| Combining equations (423,248) yields a new equation:
% 59.92/25.07  																													| (425) e4 = e3
% 59.92/25.07  																													|
% 59.92/25.07  																													| Equations (425) can reduce 188 to:
% 59.92/25.07  																													| (266) $false
% 59.92/25.07  																													|
% 59.92/25.07  																													|-The branch is then unsatisfiable
% 59.92/25.07  																												|-Branch two:
% 59.92/25.07  																												| (427)  ~ (all_0_45_45 = e3)
% 59.92/25.07  																												| (428) all_0_46_46 = e3 | all_0_47_47 = e3 | all_0_49_49 = e3
% 59.92/25.07  																												|
% 59.92/25.07  																													+-Applying beta-rule and splitting (64), into two cases.
% 59.92/25.07  																													|-Branch one:
% 59.92/25.07  																													| (437) all_0_41_41 = e4
% 59.92/25.07  																													|
% 59.92/25.07  																														| Equations (437) can reduce 440 to:
% 59.92/25.07  																														| (266) $false
% 59.92/25.07  																														|
% 59.92/25.07  																														|-The branch is then unsatisfiable
% 59.92/25.07  																													|-Branch two:
% 59.92/25.07  																													| (440)  ~ (all_0_41_41 = e4)
% 59.92/25.07  																													| (441) all_0_42_42 = e4 | all_0_43_43 = e4 | all_0_44_44 = e4
% 59.92/25.07  																													|
% 59.92/25.07  																														+-Applying beta-rule and splitting (428), into two cases.
% 59.92/25.07  																														|-Branch one:
% 59.92/25.07  																														| (1557) all_0_46_46 = e3
% 59.92/25.07  																														|
% 59.92/25.07  																															| Equations (1557) can reduce 43 to:
% 59.92/25.07  																															| (1898)  ~ (all_0_41_41 = e3)
% 59.92/25.07  																															|
% 59.92/25.07  																															| Equations (1557) can reduce 208 to:
% 59.92/25.07  																															| (524)  ~ (all_0_49_49 = e3)
% 59.92/25.07  																															|
% 59.92/25.07  																															| Simplifying 524 yields:
% 59.92/25.07  																															| (525)  ~ (all_0_49_49 = e3)
% 59.92/25.07  																															|
% 59.92/25.07  																															| Equations (1557) can reduce 250 to:
% 59.92/25.07  																															| (277)  ~ (e4 = e3)
% 59.92/25.07  																															|
% 59.92/25.07  																															| Simplifying 277 yields:
% 59.92/25.07  																															| (188)  ~ (e4 = e3)
% 59.92/25.07  																															|
% 59.92/25.07  																															| From (1557) and (120) follows:
% 59.92/25.07  																															| (697) op(e2, e3) = e3
% 59.92/25.07  																															|
% 59.92/25.07  																															+-Applying beta-rule and splitting (184), into two cases.
% 59.92/25.07  																															|-Branch one:
% 59.92/25.07  																															| (538) all_0_46_46 = e0
% 59.92/25.07  																															|
% 59.92/25.07  																																| Combining equations (1557,538) yields a new equation:
% 59.92/25.07  																																| (675) e3 = e0
% 59.92/25.07  																																|
% 59.92/25.07  																																| Simplifying 675 yields:
% 59.92/25.07  																																| (676) e3 = e0
% 59.92/25.07  																																|
% 59.92/25.07  																																| Equations (676) can reduce 80 to:
% 59.92/25.07  																																| (266) $false
% 59.92/25.07  																																|
% 59.92/25.07  																																|-The branch is then unsatisfiable
% 59.92/25.07  																															|-Branch two:
% 59.92/25.07  																															| (831)  ~ (all_0_46_46 = e0)
% 59.92/25.07  																															| (832) all_0_47_47 = e0 | all_0_48_48 = e0 | all_0_49_49 = e0
% 59.92/25.07  																															|
% 59.92/25.07  																																+-Applying beta-rule and splitting (441), into two cases.
% 59.92/25.07  																																|-Branch one:
% 59.92/25.07  																																| (1392) all_0_42_42 = e4
% 59.92/25.07  																																|
% 59.92/25.07  																																	| Equations (1392) can reduce 198 to:
% 59.92/25.07  																																	| (251)  ~ (all_0_47_47 = e4)
% 59.92/25.07  																																	|
% 59.92/25.07  																																	| Simplifying 251 yields:
% 59.92/25.07  																																	| (252)  ~ (all_0_47_47 = e4)
% 59.92/25.07  																																	|
% 59.92/25.07  																																	| Equations (1392) can reduce 236 to:
% 59.92/25.07  																																	| (476)  ~ (all_0_56_56 = e4)
% 59.92/25.07  																																	|
% 59.92/25.07  																																	| Simplifying 476 yields:
% 59.92/25.07  																																	| (477)  ~ (all_0_56_56 = e4)
% 59.92/25.07  																																	|
% 59.92/25.07  																																	| Equations (1392) can reduce 405 to:
% 59.92/25.07  																																	| (188)  ~ (e4 = e3)
% 59.92/25.07  																																	|
% 59.92/25.07  																																	| Equations (1392) can reduce 51 to:
% 59.92/25.07  																																	| (48)  ~ (e4 = e2)
% 59.92/25.07  																																	|
% 59.92/25.07  																																	| From (1392) and (210) follows:
% 59.92/25.07  																																	| (4074) op(e3, e2) = e4
% 59.92/25.07  																																	|
% 59.92/25.07  																																	+-Applying beta-rule and splitting (54), into two cases.
% 59.92/25.07  																																	|-Branch one:
% 59.92/25.07  																																	| (583) all_0_49_49 = e2
% 59.92/25.07  																																	|
% 59.92/25.07  																																		| Equations (583) can reduce 340 to:
% 59.92/25.07  																																		| (266) $false
% 59.92/25.07  																																		|
% 59.92/25.07  																																		|-The branch is then unsatisfiable
% 59.92/25.07  																																	|-Branch two:
% 59.92/25.07  																																	| (340)  ~ (all_0_49_49 = e2)
% 59.92/25.07  																																	| (586) all_0_49_49 = e4 | all_0_49_49 = e3 | all_0_49_49 = e1 | all_0_49_49 = e0
% 59.92/25.07  																																	|
% 59.92/25.07  																																		+-Applying beta-rule and splitting (586), into two cases.
% 59.92/25.07  																																		|-Branch one:
% 59.92/25.07  																																		| (974) all_0_49_49 = e4
% 59.92/25.07  																																		|
% 59.92/25.07  																																			| Equations (974) can reduce 256 to:
% 59.92/25.07  																																			| (266) $false
% 59.92/25.07  																																			|
% 59.92/25.07  																																			|-The branch is then unsatisfiable
% 59.92/25.07  																																		|-Branch two:
% 59.92/25.07  																																		| (256)  ~ (all_0_49_49 = e4)
% 59.92/25.07  																																		| (977) all_0_49_49 = e3 | all_0_49_49 = e1 | all_0_49_49 = e0
% 59.92/25.07  																																		|
% 59.92/25.07  																																			+-Applying beta-rule and splitting (977), into two cases.
% 59.92/25.07  																																			|-Branch one:
% 59.92/25.07  																																			| (978) all_0_49_49 = e0
% 59.92/25.07  																																			|
% 59.92/25.07  																																				| Equations (978) can reduce 487 to:
% 59.92/25.07  																																				| (266) $false
% 59.92/25.07  																																				|
% 59.92/25.07  																																				|-The branch is then unsatisfiable
% 59.92/25.07  																																			|-Branch two:
% 59.92/25.07  																																			| (487)  ~ (all_0_49_49 = e0)
% 59.92/25.07  																																			| (981) all_0_49_49 = e3 | all_0_49_49 = e1
% 59.92/25.07  																																			|
% 59.92/25.07  																																				+-Applying beta-rule and splitting (981), into two cases.
% 59.92/25.07  																																				|-Branch one:
% 59.92/25.07  																																				| (671) all_0_49_49 = e1
% 59.92/25.07  																																				|
% 59.92/25.07  																																					| Equations (671) can reduce 86 to:
% 59.92/25.07  																																					| (462)  ~ (all_0_47_47 = e1)
% 59.92/25.07  																																					|
% 59.92/25.07  																																					| Equations (671) can reduce 256 to:
% 59.92/25.07  																																					| (602)  ~ (e4 = e1)
% 59.92/25.07  																																					|
% 59.92/25.07  																																					| Simplifying 602 yields:
% 59.92/25.07  																																					| (110)  ~ (e4 = e1)
% 59.92/25.07  																																					|
% 59.92/25.07  																																					| Equations (671) can reduce 525 to:
% 59.92/25.07  																																					| (467)  ~ (e3 = e1)
% 59.92/25.07  																																					|
% 59.92/25.07  																																					| Simplifying 467 yields:
% 59.92/25.07  																																					| (213)  ~ (e3 = e1)
% 59.92/25.07  																																					|
% 59.92/25.07  																																					+-Applying beta-rule and splitting (131), into two cases.
% 59.92/25.07  																																					|-Branch one:
% 59.92/25.07  																																					| (459) all_0_42_42 = e1
% 59.92/25.07  																																					|
% 59.92/25.07  																																						| Combining equations (459,1392) yields a new equation:
% 59.92/25.07  																																						| (630) e4 = e1
% 59.92/25.07  																																						|
% 59.92/25.07  																																						| Equations (630) can reduce 110 to:
% 59.92/25.07  																																						| (266) $false
% 59.92/25.07  																																						|
% 59.92/25.07  																																						|-The branch is then unsatisfiable
% 59.92/25.07  																																					|-Branch two:
% 59.92/25.07  																																					| (1380)  ~ (all_0_42_42 = e1)
% 59.92/25.07  																																					| (3259) all_0_47_47 = e1 | all_0_51_51 = e1 | all_0_56_56 = e1
% 59.92/25.07  																																					|
% 59.92/25.07  																																						+-Applying beta-rule and splitting (165), into two cases.
% 59.92/25.07  																																						|-Branch one:
% 59.92/25.07  																																						| (794) all_0_41_41 = e0
% 59.92/25.07  																																						|
% 59.92/25.07  																																							| Equations (794) can reduce 85 to:
% 59.92/25.07  																																							| (365)  ~ (e2 = e0)
% 59.92/25.07  																																							|
% 59.92/25.07  																																							| Simplifying 365 yields:
% 59.92/25.07  																																							| (128)  ~ (e2 = e0)
% 59.92/25.07  																																							|
% 59.92/25.07  																																							| Equations (794) can reduce 457 to:
% 59.92/25.07  																																							| (435)  ~ (e1 = e0)
% 59.92/25.07  																																							|
% 59.92/25.07  																																							| Simplifying 435 yields:
% 59.92/25.07  																																							| (233)  ~ (e1 = e0)
% 59.92/25.07  																																							|
% 59.92/25.07  																																							+-Applying beta-rule and splitting (832), into two cases.
% 59.92/25.07  																																							|-Branch one:
% 59.92/25.07  																																							| (674) all_0_47_47 = e0
% 59.92/25.07  																																							|
% 59.92/25.07  																																								| Equations (674) can reduce 91 to:
% 59.92/25.07  																																								| (1181)  ~ (all_0_56_56 = e0)
% 59.92/25.07  																																								|
% 59.92/25.07  																																								| Simplifying 1181 yields:
% 59.92/25.07  																																								| (828)  ~ (all_0_56_56 = e0)
% 59.92/25.07  																																								|
% 59.92/25.07  																																								| Equations (674) can reduce 252 to:
% 59.92/25.07  																																								| (401)  ~ (e4 = e0)
% 59.92/25.07  																																								|
% 59.92/25.07  																																								| Simplifying 401 yields:
% 59.92/25.07  																																								| (49)  ~ (e4 = e0)
% 59.92/25.07  																																								|
% 59.92/25.07  																																								| Equations (674) can reduce 338 to:
% 59.92/25.07  																																								| (365)  ~ (e2 = e0)
% 59.92/25.07  																																								|
% 59.92/25.07  																																								| Simplifying 365 yields:
% 59.92/25.07  																																								| (128)  ~ (e2 = e0)
% 59.92/25.07  																																								|
% 59.92/25.07  																																								| Equations (674) can reduce 462 to:
% 59.92/25.07  																																								| (435)  ~ (e1 = e0)
% 59.92/25.07  																																								|
% 59.92/25.07  																																								| Simplifying 435 yields:
% 59.92/25.07  																																								| (233)  ~ (e1 = e0)
% 59.92/25.07  																																								|
% 59.92/25.07  																																								| From (674) and (23) follows:
% 59.92/25.07  																																								| (3148) op(e2, e2) = e0
% 59.92/25.07  																																								|
% 59.92/25.07  																																								+-Applying beta-rule and splitting (3259), into two cases.
% 59.92/25.07  																																								|-Branch one:
% 59.92/25.07  																																								| (654) all_0_47_47 = e1
% 59.92/25.07  																																								|
% 59.92/25.07  																																									| Combining equations (674,654) yields a new equation:
% 59.92/25.07  																																									| (431) e1 = e0
% 59.92/25.07  																																									|
% 59.92/25.07  																																									| Equations (431) can reduce 233 to:
% 59.92/25.07  																																									| (266) $false
% 59.92/25.07  																																									|
% 59.92/25.07  																																									|-The branch is then unsatisfiable
% 59.92/25.07  																																								|-Branch two:
% 59.92/25.07  																																								| (462)  ~ (all_0_47_47 = e1)
% 59.92/25.07  																																								| (3264) all_0_51_51 = e1 | all_0_56_56 = e1
% 59.92/25.07  																																								|
% 59.92/25.07  																																									+-Applying beta-rule and splitting (150), into two cases.
% 59.92/25.07  																																									|-Branch one:
% 59.92/25.07  																																									| (1378) all_0_40_40 = e4
% 59.92/25.07  																																									|
% 59.92/25.07  																																										| Combining equations (485,1378) yields a new equation:
% 59.92/25.07  																																										| (397) e4 = e0
% 59.92/25.07  																																										|
% 59.92/25.07  																																										| Equations (397) can reduce 49 to:
% 59.92/25.07  																																										| (266) $false
% 59.92/25.07  																																										|
% 59.92/25.07  																																										|-The branch is then unsatisfiable
% 59.92/25.07  																																									|-Branch two:
% 59.92/25.07  																																									| (447)  ~ (all_0_40_40 = e4)
% 59.92/25.07  																																									| (2271) all_0_44_44 = e4 | all_0_49_49 = e4 | all_0_53_53 = e4 | all_0_58_58 = e4
% 59.92/25.07  																																									|
% 59.92/25.07  																																										| Equations (485) can reduce 447 to:
% 59.92/25.07  																																										| (401)  ~ (e4 = e0)
% 59.92/25.07  																																										|
% 59.92/25.07  																																										| Simplifying 401 yields:
% 59.92/25.07  																																										| (49)  ~ (e4 = e0)
% 59.92/25.07  																																										|
% 59.92/25.07  																																										+-Applying beta-rule and splitting (171), into two cases.
% 59.92/25.07  																																										|-Branch one:
% 59.92/25.07  																																										| (265) all_0_54_54 = e4
% 59.92/25.07  																																										|
% 59.92/25.07  																																											| Combining equations (268,265) yields a new equation:
% 59.92/25.07  																																											| (425) e4 = e3
% 59.92/25.07  																																											|
% 59.92/25.07  																																											| Equations (425) can reduce 188 to:
% 59.92/25.07  																																											| (266) $false
% 59.92/25.07  																																											|
% 59.92/25.07  																																											|-The branch is then unsatisfiable
% 59.92/25.07  																																										|-Branch two:
% 59.92/25.07  																																										| (258)  ~ (all_0_54_54 = e4)
% 59.92/25.07  																																										| (575) all_0_55_55 = e4 | all_0_56_56 = e4 | all_0_57_57 = e4 | all_0_58_58 = e4
% 59.92/25.07  																																										|
% 59.92/25.07  																																											+-Applying beta-rule and splitting (3264), into two cases.
% 59.92/25.07  																																											|-Branch one:
% 59.92/25.07  																																											| (1109) all_0_51_51 = e1
% 59.92/25.07  																																											|
% 59.92/25.07  																																												| Combining equations (660,1109) yields a new equation:
% 59.92/25.07  																																												| (454) e3 = e1
% 59.92/25.07  																																												|
% 59.92/25.07  																																												| Simplifying 454 yields:
% 59.92/25.07  																																												| (455) e3 = e1
% 59.92/25.07  																																												|
% 59.92/25.07  																																												| Equations (455) can reduce 213 to:
% 59.92/25.07  																																												| (266) $false
% 59.92/25.07  																																												|
% 59.92/25.07  																																												|-The branch is then unsatisfiable
% 59.92/25.07  																																											|-Branch two:
% 59.92/25.07  																																											| (464)  ~ (all_0_51_51 = e1)
% 59.92/25.07  																																											| (1569) all_0_56_56 = e1
% 59.92/25.07  																																											|
% 59.92/25.07  																																												| Equations (1569) can reduce 477 to:
% 59.92/25.07  																																												| (602)  ~ (e4 = e1)
% 59.92/25.07  																																												|
% 59.92/25.07  																																												| Simplifying 602 yields:
% 59.92/25.07  																																												| (110)  ~ (e4 = e1)
% 59.92/25.07  																																												|
% 59.92/25.07  																																												| Equations (1569) can reduce 828 to:
% 59.92/25.07  																																												| (233)  ~ (e1 = e0)
% 59.92/25.07  																																												|
% 59.92/25.07  																																												| From (1569) and (111) follows:
% 59.92/25.07  																																												| (3175) op(e0, e2) = e1
% 59.92/25.07  																																												|
% 59.92/25.07  																																												+-Applying beta-rule and splitting (575), into two cases.
% 59.92/25.07  																																												|-Branch one:
% 59.92/25.07  																																												| (587) all_0_55_55 = e4
% 59.92/25.07  																																												|
% 59.92/25.07  																																													| Combining equations (587,386) yields a new equation:
% 59.92/25.07  																																													| (322) e4 = e2
% 59.92/25.07  																																													|
% 59.92/25.07  																																													| Simplifying 322 yields:
% 59.92/25.07  																																													| (323) e4 = e2
% 59.92/25.07  																																													|
% 59.92/25.07  																																													| Equations (323) can reduce 48 to:
% 59.92/25.07  																																													| (266) $false
% 59.92/25.07  																																													|
% 59.92/25.07  																																													|-The branch is then unsatisfiable
% 59.92/25.07  																																												|-Branch two:
% 59.92/25.07  																																												| (763)  ~ (all_0_55_55 = e4)
% 59.92/25.07  																																												| (764) all_0_56_56 = e4 | all_0_57_57 = e4 | all_0_58_58 = e4
% 59.92/25.07  																																												|
% 59.92/25.07  																																													+-Applying beta-rule and splitting (764), into two cases.
% 59.92/25.07  																																													|-Branch one:
% 59.92/25.07  																																													| (842) all_0_56_56 = e4
% 59.92/25.07  																																													|
% 59.92/25.07  																																														| Combining equations (1569,842) yields a new equation:
% 59.92/25.07  																																														| (630) e4 = e1
% 59.92/25.07  																																														|
% 59.92/25.07  																																														| Equations (630) can reduce 110 to:
% 59.92/25.07  																																														| (266) $false
% 59.92/25.07  																																														|
% 59.92/25.07  																																														|-The branch is then unsatisfiable
% 59.92/25.07  																																													|-Branch two:
% 59.92/25.07  																																													| (477)  ~ (all_0_56_56 = e4)
% 59.92/25.07  																																													| (935) all_0_57_57 = e4 | all_0_58_58 = e4
% 59.92/25.07  																																													|
% 59.92/25.07  																																														+-Applying beta-rule and splitting (935), into two cases.
% 59.92/25.07  																																														|-Branch one:
% 59.92/25.07  																																														| (871) all_0_57_57 = e4
% 59.92/25.07  																																														|
% 59.92/25.07  																																															| Combining equations (871,875) yields a new equation:
% 59.92/25.07  																																															| (481) e4 = e0
% 59.92/25.07  																																															|
% 59.92/25.07  																																															| Simplifying 481 yields:
% 59.92/25.07  																																															| (397) e4 = e0
% 59.92/25.07  																																															|
% 59.92/25.07  																																															| Equations (397) can reduce 49 to:
% 59.92/25.07  																																															| (266) $false
% 59.92/25.07  																																															|
% 59.92/25.07  																																															|-The branch is then unsatisfiable
% 59.92/25.07  																																														|-Branch two:
% 59.92/25.07  																																														| (839)  ~ (all_0_57_57 = e4)
% 59.92/25.07  																																														| (910) all_0_58_58 = e4
% 59.92/25.07  																																														|
% 59.92/25.07  																																															| From (910) and (245) follows:
% 59.92/25.07  																																															| (2661) op(e0, e0) = e4
% 59.92/25.07  																																															|
% 59.92/25.07  																																															+-Applying beta-rule and splitting (56), into two cases.
% 59.92/25.07  																																															|-Branch one:
% 59.92/25.07  																																															| (696) unit = e2
% 59.92/25.07  																																															|
% 59.92/25.07  																																																| From (696) and (227) follows:
% 59.92/25.07  																																																| (4284) op(e4, e2) = e4
% 59.92/25.07  																																																|
% 59.92/25.07  																																																| From (696) and (40) follows:
% 59.92/25.07  																																																| (4285) op(e3, e2) = e3
% 59.92/25.07  																																																|
% 59.92/25.07  																																																| From (696) and (32) follows:
% 59.92/25.07  																																																| (698) op(e2, e2) = e2
% 59.92/25.07  																																																|
% 59.92/25.07  																																																| From (696) and (28) follows:
% 59.92/25.07  																																																| (699) op(e1, e2) = e1
% 59.92/25.07  																																																|
% 59.92/25.07  																																																| Instantiating formula (29) with e4, e2, e4, e2 and discharging atoms op(e4, e2) = e4, op(e4, e2) = e2, yields:
% 59.92/25.07  																																																| (323) e4 = e2
% 59.92/25.07  																																																|
% 59.92/25.07  																																																| Instantiating formula (29) with e3, e2, e3, e4 and discharging atoms op(e3, e2) = e4, op(e3, e2) = e3, yields:
% 59.92/25.07  																																																| (425) e4 = e3
% 59.92/25.07  																																																|
% 59.92/25.07  																																																| Instantiating formula (29) with e2, e2, e2, e0 and discharging atoms op(e2, e2) = e2, op(e2, e2) = e0, yields:
% 59.92/25.07  																																																| (330) e2 = e0
% 59.92/25.07  																																																|
% 59.92/25.07  																																																| Instantiating formula (29) with e1, e2, e1, e3 and discharging atoms op(e1, e2) = e3, op(e1, e2) = e1, yields:
% 59.92/25.07  																																																| (455) e3 = e1
% 59.92/25.07  																																																|
% 59.92/25.07  																																																| Combining equations (323,425) yields a new equation:
% 59.92/25.07  																																																| (662) e3 = e2
% 59.92/25.07  																																																|
% 59.92/25.07  																																																| Combining equations (662,455) yields a new equation:
% 59.92/25.07  																																																| (616) e2 = e1
% 59.92/25.07  																																																|
% 59.92/25.07  																																																| Simplifying 616 yields:
% 59.92/25.07  																																																| (617) e2 = e1
% 59.92/25.07  																																																|
% 59.92/25.07  																																																| Combining equations (330,617) yields a new equation:
% 59.92/25.07  																																																| (431) e1 = e0
% 59.92/25.07  																																																|
% 59.92/25.07  																																																| Equations (431) can reduce 233 to:
% 59.92/25.07  																																																| (266) $false
% 59.92/25.07  																																																|
% 59.92/25.07  																																																|-The branch is then unsatisfiable
% 59.92/25.07  																																															|-Branch two:
% 59.92/25.07  																																															| (707)  ~ (unit = e2)
% 59.92/25.07  																																															| (708) unit = e4 | unit = e3 | unit = e1 | unit = e0
% 59.92/25.07  																																															|
% 59.92/25.07  																																																+-Applying beta-rule and splitting (708), into two cases.
% 59.92/25.07  																																																|-Branch one:
% 59.92/25.07  																																																| (709) unit = e4
% 59.92/25.07  																																																|
% 59.92/25.07  																																																	| From (709) and (24) follows:
% 59.92/25.07  																																																	| (33325) op(e4, e3) = e3
% 59.92/25.07  																																																	|
% 59.92/25.07  																																																	| From (709) and (227) follows:
% 59.92/25.07  																																																	| (710) op(e4, e4) = e4
% 59.92/25.07  																																																	|
% 59.92/25.07  																																																	| From (709) and (42) follows:
% 59.92/25.07  																																																	| (713) op(e0, e4) = e0
% 59.92/25.07  																																																	|
% 59.92/25.07  																																																	| Instantiating formula (29) with e4, e4, e4, e1 and discharging atoms op(e4, e4) = e4, op(e4, e4) = e1, yields:
% 59.92/25.07  																																																	| (630) e4 = e1
% 59.92/25.07  																																																	|
% 59.92/25.07  																																																	| Instantiating formula (29) with e4, e3, e3, e4 and discharging atoms op(e4, e3) = e4, op(e4, e3) = e3, yields:
% 59.92/25.07  																																																	| (425) e4 = e3
% 59.92/25.07  																																																	|
% 59.92/25.07  																																																	| Instantiating formula (29) with e0, e4, e0, e3 and discharging atoms op(e0, e4) = e3, op(e0, e4) = e0, yields:
% 59.92/25.07  																																																	| (676) e3 = e0
% 59.92/25.07  																																																	|
% 59.92/25.07  																																																	| Combining equations (630,425) yields a new equation:
% 59.92/25.07  																																																	| (455) e3 = e1
% 59.92/25.07  																																																	|
% 59.92/25.08  																																																	| Combining equations (455,676) yields a new equation:
% 59.92/25.08  																																																	| (546) e1 = e0
% 59.92/25.08  																																																	|
% 59.92/25.08  																																																	| Simplifying 546 yields:
% 59.92/25.08  																																																	| (431) e1 = e0
% 59.92/25.08  																																																	|
% 59.92/25.08  																																																	| Equations (431) can reduce 233 to:
% 59.92/25.08  																																																	| (266) $false
% 59.92/25.08  																																																	|
% 59.92/25.08  																																																	|-The branch is then unsatisfiable
% 59.92/25.08  																																																|-Branch two:
% 59.92/25.08  																																																| (724)  ~ (unit = e4)
% 59.92/25.08  																																																| (725) unit = e3 | unit = e1 | unit = e0
% 59.92/25.08  																																																|
% 59.92/25.08  																																																	+-Applying beta-rule and splitting (725), into two cases.
% 59.92/25.08  																																																	|-Branch one:
% 59.92/25.08  																																																	| (726) unit = e0
% 59.92/25.08  																																																	|
% 59.92/25.08  																																																		| From (726) and (244) follows:
% 59.92/25.08  																																																		| (2207) op(e0, e4) = e4
% 59.92/25.08  																																																		|
% 59.92/25.08  																																																		| From (726) and (24) follows:
% 59.92/25.08  																																																		| (2208) op(e0, e3) = e3
% 59.92/25.08  																																																		|
% 59.92/25.08  																																																		| From (726) and (15) follows:
% 59.92/25.08  																																																		| (1508) op(e0, e2) = e2
% 59.92/25.08  																																																		|
% 59.92/25.08  																																																		| From (726) and (42) follows:
% 59.92/25.08  																																																		| (728) op(e0, e0) = e0
% 59.92/25.08  																																																		|
% 59.92/25.08  																																																		| Instantiating formula (29) with e0, e4, e4, e3 and discharging atoms op(e0, e4) = e4, op(e0, e4) = e3, yields:
% 59.92/25.08  																																																		| (425) e4 = e3
% 59.92/25.08  																																																		|
% 59.92/25.08  																																																		| Instantiating formula (29) with e0, e3, e3, e2 and discharging atoms op(e0, e3) = e3, op(e0, e3) = e2, yields:
% 59.92/25.08  																																																		| (662) e3 = e2
% 59.92/25.08  																																																		|
% 59.92/25.08  																																																		| Instantiating formula (29) with e0, e2, e2, e1 and discharging atoms op(e0, e2) = e2, op(e0, e2) = e1, yields:
% 59.92/25.08  																																																		| (617) e2 = e1
% 59.92/25.08  																																																		|
% 59.92/25.08  																																																		| Instantiating formula (29) with e0, e0, e0, e4 and discharging atoms op(e0, e0) = e4, op(e0, e0) = e0, yields:
% 59.92/25.08  																																																		| (397) e4 = e0
% 59.92/25.08  																																																		|
% 59.92/25.08  																																																		| Combining equations (425,397) yields a new equation:
% 59.92/25.08  																																																		| (675) e3 = e0
% 59.92/25.08  																																																		|
% 59.92/25.08  																																																		| Simplifying 675 yields:
% 59.92/25.08  																																																		| (676) e3 = e0
% 59.92/25.08  																																																		|
% 59.92/25.08  																																																		| Combining equations (676,662) yields a new equation:
% 59.92/25.08  																																																		| (330) e2 = e0
% 59.92/25.08  																																																		|
% 59.92/25.08  																																																		| Combining equations (330,617) yields a new equation:
% 59.92/25.08  																																																		| (431) e1 = e0
% 59.92/25.08  																																																		|
% 59.92/25.08  																																																		| Equations (431) can reduce 233 to:
% 59.92/25.08  																																																		| (266) $false
% 59.92/25.08  																																																		|
% 59.92/25.08  																																																		|-The branch is then unsatisfiable
% 59.92/25.08  																																																	|-Branch two:
% 59.92/25.08  																																																	| (734)  ~ (unit = e0)
% 59.92/25.08  																																																	| (735) unit = e3 | unit = e1
% 59.92/25.08  																																																	|
% 59.92/25.08  																																																		+-Applying beta-rule and splitting (735), into two cases.
% 59.92/25.08  																																																		|-Branch one:
% 59.92/25.08  																																																		| (736) unit = e1
% 59.92/25.08  																																																		|
% 59.92/25.08  																																																			| Equations (736) can reduce 734 to:
% 59.92/25.08  																																																			| (233)  ~ (e1 = e0)
% 59.92/25.08  																																																			|
% 59.92/25.08  																																																			| From (736) and (244) follows:
% 59.92/25.08  																																																			| (738) op(e1, e4) = e4
% 59.92/25.08  																																																			|
% 59.92/25.08  																																																			| From (736) and (15) follows:
% 59.92/25.08  																																																			| (515) op(e1, e2) = e2
% 59.92/25.08  																																																			|
% 59.92/25.08  																																																			| From (736) and (227) follows:
% 59.92/25.08  																																																			| (739) op(e4, e1) = e4
% 59.92/25.08  																																																			|
% 59.92/25.08  																																																			| From (736) and (28) follows:
% 59.92/25.08  																																																			| (740) op(e1, e1) = e1
% 59.92/25.08  																																																			|
% 59.92/25.08  																																																			| Instantiating formula (29) with e4, e1, e4, e3 and discharging atoms op(e4, e1) = e4, op(e4, e1) = e3, yields:
% 59.92/25.08  																																																			| (425) e4 = e3
% 59.92/25.08  																																																			|
% 59.92/25.08  																																																			| Instantiating formula (29) with e1, e4, e4, e0 and discharging atoms op(e1, e4) = e4, op(e1, e4) = e0, yields:
% 59.92/25.08  																																																			| (397) e4 = e0
% 59.92/25.08  																																																			|
% 59.92/25.08  																																																			| Instantiating formula (29) with e1, e2, e2, e3 and discharging atoms op(e1, e2) = e3, op(e1, e2) = e2, yields:
% 59.92/25.08  																																																			| (662) e3 = e2
% 59.92/25.08  																																																			|
% 59.92/25.08  																																																			| Instantiating formula (29) with e1, e1, e1, e4 and discharging atoms op(e1, e1) = e4, op(e1, e1) = e1, yields:
% 59.92/25.08  																																																			| (630) e4 = e1
% 59.92/25.08  																																																			|
% 59.92/25.08  																																																			| Combining equations (630,425) yields a new equation:
% 59.92/25.08  																																																			| (455) e3 = e1
% 59.92/25.08  																																																			|
% 59.92/25.08  																																																			| Combining equations (397,425) yields a new equation:
% 59.92/25.08  																																																			| (676) e3 = e0
% 59.92/25.08  																																																			|
% 59.92/25.08  																																																			| Combining equations (676,662) yields a new equation:
% 59.92/25.08  																																																			| (330) e2 = e0
% 59.92/25.08  																																																			|
% 59.92/25.08  																																																			| Combining equations (455,662) yields a new equation:
% 59.92/25.08  																																																			| (617) e2 = e1
% 59.92/25.08  																																																			|
% 59.92/25.08  																																																			| Combining equations (617,330) yields a new equation:
% 59.92/25.08  																																																			| (546) e1 = e0
% 59.92/25.08  																																																			|
% 59.92/25.08  																																																			| Simplifying 546 yields:
% 59.92/25.08  																																																			| (431) e1 = e0
% 59.92/25.08  																																																			|
% 59.92/25.08  																																																			| Equations (431) can reduce 233 to:
% 59.92/25.08  																																																			| (266) $false
% 59.92/25.08  																																																			|
% 59.92/25.08  																																																			|-The branch is then unsatisfiable
% 59.92/25.08  																																																		|-Branch two:
% 59.92/25.08  																																																		| (748)  ~ (unit = e1)
% 59.92/25.08  																																																		| (749) unit = e3
% 59.92/25.08  																																																		|
% 59.92/25.08  																																																			| From (749) and (209) follows:
% 59.92/25.08  																																																			| (1667) op(e3, e0) = e0
% 59.92/25.08  																																																			|
% 59.92/25.08  																																																			| From (749) and (32) follows:
% 59.92/25.08  																																																			| (5793) op(e2, e3) = e2
% 59.92/25.08  																																																			|
% 59.92/25.08  																																																			| Instantiating formula (29) with e3, e0, e0, e3 and discharging atoms op(e3, e0) = e3, op(e3, e0) = e0, yields:
% 59.92/25.08  																																																			| (676) e3 = e0
% 59.92/25.08  																																																			|
% 59.92/25.08  																																																			| Instantiating formula (29) with e2, e3, e2, e3 and discharging atoms op(e2, e3) = e3, op(e2, e3) = e2, yields:
% 59.92/25.08  																																																			| (662) e3 = e2
% 59.92/25.08  																																																			|
% 59.92/25.08  																																																			| Combining equations (662,676) yields a new equation:
% 59.92/25.08  																																																			| (391) e2 = e0
% 59.92/25.08  																																																			|
% 59.92/25.08  																																																			| Simplifying 391 yields:
% 59.92/25.08  																																																			| (330) e2 = e0
% 59.92/25.08  																																																			|
% 59.92/25.08  																																																			| Equations (330) can reduce 128 to:
% 59.92/25.08  																																																			| (266) $false
% 59.92/25.08  																																																			|
% 59.92/25.08  																																																			|-The branch is then unsatisfiable
% 59.92/25.08  																																							|-Branch two:
% 59.92/25.08  																																							| (678)  ~ (all_0_47_47 = e0)
% 59.92/25.08  																																							| (1278) all_0_48_48 = e0 | all_0_49_49 = e0
% 59.92/25.08  																																							|
% 59.92/25.08  																																								+-Applying beta-rule and splitting (1278), into two cases.
% 59.92/25.08  																																								|-Branch one:
% 59.92/25.08  																																								| (1279) all_0_48_48 = e0
% 59.92/25.08  																																								|
% 59.92/25.08  																																									| Combining equations (335,1279) yields a new equation:
% 59.92/25.08  																																									| (391) e2 = e0
% 59.92/25.08  																																									|
% 59.92/25.08  																																									| Simplifying 391 yields:
% 59.92/25.08  																																									| (330) e2 = e0
% 59.92/25.08  																																									|
% 59.92/25.08  																																									| Equations (330) can reduce 128 to:
% 59.92/25.08  																																									| (266) $false
% 59.92/25.08  																																									|
% 59.92/25.08  																																									|-The branch is then unsatisfiable
% 59.92/25.08  																																								|-Branch two:
% 59.92/25.08  																																								| (1283)  ~ (all_0_48_48 = e0)
% 59.92/25.08  																																								| (978) all_0_49_49 = e0
% 59.92/25.08  																																								|
% 59.92/25.08  																																									| Combining equations (671,978) yields a new equation:
% 59.92/25.08  																																									| (546) e1 = e0
% 59.92/25.08  																																									|
% 59.92/25.08  																																									| Simplifying 546 yields:
% 59.92/25.08  																																									| (431) e1 = e0
% 59.92/25.08  																																									|
% 59.92/25.08  																																									| Equations (431) can reduce 233 to:
% 59.92/25.08  																																									| (266) $false
% 59.92/25.08  																																									|
% 59.92/25.08  																																									|-The branch is then unsatisfiable
% 59.92/25.08  																																						|-Branch two:
% 59.92/25.08  																																						| (357)  ~ (all_0_41_41 = e0)
% 59.92/25.08  																																						| (6761) all_0_42_42 = e0 | all_0_43_43 = e0 | all_0_44_44 = e0
% 59.92/25.08  																																						|
% 59.92/25.08  																																							+-Applying beta-rule and splitting (4049), into two cases.
% 59.92/25.08  																																							|-Branch one:
% 59.92/25.08  																																							| (794) all_0_41_41 = e0
% 59.92/25.08  																																							|
% 59.92/25.08  																																								| Equations (794) can reduce 357 to:
% 59.92/25.08  																																								| (266) $false
% 59.92/25.08  																																								|
% 59.92/25.08  																																								|-The branch is then unsatisfiable
% 59.92/25.08  																																							|-Branch two:
% 59.92/25.08  																																							| (357)  ~ (all_0_41_41 = e0)
% 59.92/25.08  																																							| (4053) all_0_41_41 = e3 | all_0_41_41 = e1
% 59.92/25.08  																																							|
% 59.92/25.08  																																								+-Applying beta-rule and splitting (4053), into two cases.
% 59.92/25.08  																																								|-Branch one:
% 59.92/25.08  																																								| (453) all_0_41_41 = e1
% 59.92/25.08  																																								|
% 59.92/25.08  																																									| Equations (453) can reduce 457 to:
% 59.92/25.08  																																									| (266) $false
% 59.92/25.08  																																									|
% 59.92/25.08  																																									|-The branch is then unsatisfiable
% 59.92/25.08  																																								|-Branch two:
% 59.92/25.08  																																								| (457)  ~ (all_0_41_41 = e1)
% 59.92/25.08  																																								| (403) all_0_41_41 = e3
% 59.92/25.08  																																								|
% 59.92/25.08  																																									| Equations (403) can reduce 1898 to:
% 59.92/25.08  																																									| (266) $false
% 59.92/25.08  																																									|
% 59.92/25.08  																																									|-The branch is then unsatisfiable
% 59.92/25.08  																																				|-Branch two:
% 59.92/25.08  																																				| (1064)  ~ (all_0_49_49 = e1)
% 59.92/25.08  																																				| (884) all_0_49_49 = e3
% 59.92/25.08  																																				|
% 59.92/25.08  																																					| Equations (884) can reduce 525 to:
% 59.92/25.08  																																					| (266) $false
% 59.92/25.08  																																					|
% 59.92/25.08  																																					|-The branch is then unsatisfiable
% 59.92/25.08  																																|-Branch two:
% 59.92/25.08  																																| (1890)  ~ (all_0_42_42 = e4)
% 59.92/25.08  																																| (1891) all_0_43_43 = e4 | all_0_44_44 = e4
% 59.92/25.08  																																|
% 59.92/25.08  																																	+-Applying beta-rule and splitting (243), into two cases.
% 59.92/25.08  																																	|-Branch one:
% 59.92/25.08  																																	| (329) all_0_38_38 = e0
% 59.92/25.08  																																	|
% 59.92/25.08  																																		| Combining equations (329,321) yields a new equation:
% 59.92/25.08  																																		| (397) e4 = e0
% 59.92/25.08  																																		|
% 59.92/25.08  																																		| Equations (397) can reduce 49 to:
% 59.92/25.08  																																		| (266) $false
% 59.92/25.08  																																		|
% 59.92/25.08  																																		|-The branch is then unsatisfiable
% 59.92/25.08  																																	|-Branch two:
% 59.92/25.08  																																	| (332)  ~ (all_0_38_38 = e0)
% 59.92/25.08  																																	| (395) all_0_41_41 = e0 | all_0_46_46 = e0 | all_0_55_55 = e0
% 59.92/25.08  																																	|
% 59.92/25.08  																																		| Equations (321) can reduce 332 to:
% 59.92/25.08  																																		| (49)  ~ (e4 = e0)
% 59.92/25.08  																																		|
% 59.92/25.08  																																		+-Applying beta-rule and splitting (150), into two cases.
% 59.92/25.08  																																		|-Branch one:
% 59.92/25.08  																																		| (1378) all_0_40_40 = e4
% 59.92/25.08  																																		|
% 59.92/25.08  																																			| Combining equations (1378,485) yields a new equation:
% 59.92/25.08  																																			| (481) e4 = e0
% 59.92/25.08  																																			|
% 59.92/25.08  																																			| Simplifying 481 yields:
% 59.92/25.08  																																			| (397) e4 = e0
% 59.92/25.08  																																			|
% 59.92/25.08  																																			| Equations (397) can reduce 49 to:
% 59.92/25.08  																																			| (266) $false
% 59.92/25.08  																																			|
% 59.92/25.08  																																			|-The branch is then unsatisfiable
% 59.92/25.08  																																		|-Branch two:
% 59.92/25.08  																																		| (447)  ~ (all_0_40_40 = e4)
% 59.92/25.08  																																		| (2271) all_0_44_44 = e4 | all_0_49_49 = e4 | all_0_53_53 = e4 | all_0_58_58 = e4
% 59.92/25.08  																																		|
% 59.92/25.08  																																			+-Applying beta-rule and splitting (2271), into two cases.
% 59.92/25.08  																																			|-Branch one:
% 59.92/25.08  																																			| (446) all_0_44_44 = e4
% 59.92/25.08  																																			|
% 59.92/25.08  																																				| Combining equations (446,532) yields a new equation:
% 59.92/25.08  																																				| (424) e4 = e3
% 59.92/25.08  																																				|
% 59.92/25.08  																																				| Simplifying 424 yields:
% 59.92/25.08  																																				| (425) e4 = e3
% 59.92/25.08  																																				|
% 59.92/25.08  																																				| Equations (425) can reduce 188 to:
% 59.92/25.08  																																				| (266) $false
% 59.92/25.08  																																				|
% 59.92/25.08  																																				|-The branch is then unsatisfiable
% 59.92/25.08  																																			|-Branch two:
% 59.92/25.08  																																			| (1390)  ~ (all_0_44_44 = e4)
% 59.92/25.08  																																			| (7998) all_0_49_49 = e4 | all_0_53_53 = e4 | all_0_58_58 = e4
% 59.92/25.08  																																			|
% 59.92/25.08  																																				+-Applying beta-rule and splitting (7998), into two cases.
% 59.92/25.08  																																				|-Branch one:
% 59.92/25.08  																																				| (974) all_0_49_49 = e4
% 59.92/25.08  																																				|
% 59.92/25.08  																																					| Equations (974) can reduce 256 to:
% 59.92/25.08  																																					| (266) $false
% 59.92/25.08  																																					|
% 59.92/25.08  																																					|-The branch is then unsatisfiable
% 59.92/25.08  																																				|-Branch two:
% 59.92/25.08  																																				| (256)  ~ (all_0_49_49 = e4)
% 59.92/25.08  																																				| (8013) all_0_53_53 = e4 | all_0_58_58 = e4
% 59.92/25.08  																																				|
% 59.92/25.08  																																					+-Applying beta-rule and splitting (8013), into two cases.
% 59.92/25.08  																																					|-Branch one:
% 59.92/25.08  																																					| (1298) all_0_53_53 = e4
% 59.92/25.08  																																					|
% 59.92/25.08  																																						| Combining equations (607,1298) yields a new equation:
% 59.92/25.08  																																						| (323) e4 = e2
% 59.92/25.08  																																						|
% 59.92/25.08  																																						| Equations (323) can reduce 48 to:
% 59.92/25.08  																																						| (266) $false
% 59.92/25.08  																																						|
% 59.92/25.08  																																						|-The branch is then unsatisfiable
% 59.92/25.08  																																					|-Branch two:
% 59.92/25.08  																																					| (1453)  ~ (all_0_53_53 = e4)
% 59.92/25.08  																																					| (910) all_0_58_58 = e4
% 59.92/25.08  																																					|
% 59.92/25.08  																																						| Equations (910) can reduce 276 to:
% 59.92/25.08  																																						| (188)  ~ (e4 = e3)
% 59.92/25.08  																																						|
% 59.92/25.08  																																						+-Applying beta-rule and splitting (1891), into two cases.
% 59.92/25.08  																																						|-Branch one:
% 59.92/25.08  																																						| (396) all_0_43_43 = e4
% 59.92/25.08  																																						|
% 59.92/25.08  																																							| Combining equations (430,396) yields a new equation:
% 59.92/25.08  																																							| (630) e4 = e1
% 59.92/25.08  																																							|
% 59.92/25.08  																																							| Equations (630) can reduce 110 to:
% 59.92/25.08  																																							| (266) $false
% 59.92/25.08  																																							|
% 59.92/25.08  																																							|-The branch is then unsatisfiable
% 59.92/25.08  																																						|-Branch two:
% 59.92/25.08  																																						| (399)  ~ (all_0_43_43 = e4)
% 59.92/25.08  																																						| (446) all_0_44_44 = e4
% 59.92/25.08  																																						|
% 59.92/25.08  																																							| Combining equations (532,446) yields a new equation:
% 59.92/25.08  																																							| (425) e4 = e3
% 59.92/25.08  																																							|
% 59.92/25.08  																																							| Equations (425) can reduce 188 to:
% 59.92/25.08  																																							| (266) $false
% 59.92/25.08  																																							|
% 59.92/25.08  																																							|-The branch is then unsatisfiable
% 59.92/25.08  																														|-Branch two:
% 59.92/25.08  																														| (409)  ~ (all_0_46_46 = e3)
% 59.92/25.08  																														| (1561) all_0_47_47 = e3 | all_0_49_49 = e3
% 59.92/25.08  																														|
% 59.92/25.08  																															+-Applying beta-rule and splitting (1561), into two cases.
% 59.92/25.08  																															|-Branch one:
% 59.92/25.08  																															| (522) all_0_47_47 = e3
% 59.92/25.08  																															|
% 59.92/25.08  																																| Equations (522) can reduce 1091 to:
% 59.92/25.08  																																| (266) $false
% 59.92/25.08  																																|
% 59.92/25.08  																																|-The branch is then unsatisfiable
% 59.92/25.08  																															|-Branch two:
% 59.92/25.08  																															| (1091)  ~ (all_0_47_47 = e3)
% 59.92/25.08  																															| (884) all_0_49_49 = e3
% 59.92/25.08  																															|
% 59.92/25.08  																																| Equations (884) can reduce 525 to:
% 59.92/25.08  																																| (266) $false
% 59.92/25.08  																																|
% 59.92/25.08  																																|-The branch is then unsatisfiable
% 59.92/25.08  																								|-Branch two:
% 59.92/25.08  																								| (759)  ~ (all_0_50_50 = e1)
% 59.92/25.08  																								| (1168) all_0_51_51 = e1 | all_0_52_52 = e1 | all_0_53_53 = e1
% 59.92/25.08  																								|
% 59.92/25.08  																									+-Applying beta-rule and splitting (241), into two cases.
% 59.92/25.08  																									|-Branch one:
% 59.92/25.08  																									| (378) all_0_50_50 = e2
% 59.92/25.08  																									|
% 59.92/25.08  																										| Equations (378) can reduce 302 to:
% 59.92/25.08  																										| (266) $false
% 59.92/25.08  																										|
% 59.92/25.08  																										|-The branch is then unsatisfiable
% 59.92/25.08  																									|-Branch two:
% 59.92/25.08  																									| (302)  ~ (all_0_50_50 = e2)
% 59.92/25.08  																									| (422) all_0_50_50 = e4 | all_0_50_50 = e3 | all_0_50_50 = e1
% 59.92/25.08  																									|
% 59.92/25.08  																										+-Applying beta-rule and splitting (422), into two cases.
% 59.92/25.08  																										|-Branch one:
% 59.92/25.08  																										| (775) all_0_50_50 = e4
% 59.92/25.08  																										|
% 59.92/25.08  																											| Equations (775) can reduce 566 to:
% 59.92/25.08  																											| (266) $false
% 59.92/25.08  																											|
% 59.92/25.08  																											|-The branch is then unsatisfiable
% 59.92/25.08  																										|-Branch two:
% 59.92/25.08  																										| (566)  ~ (all_0_50_50 = e4)
% 59.92/25.08  																										| (1444) all_0_50_50 = e3 | all_0_50_50 = e1
% 59.92/25.08  																										|
% 59.92/25.08  																											+-Applying beta-rule and splitting (1444), into two cases.
% 59.92/25.08  																											|-Branch one:
% 59.92/25.08  																											| (601) all_0_50_50 = e1
% 59.92/25.08  																											|
% 59.92/25.08  																												| Equations (601) can reduce 759 to:
% 59.92/25.08  																												| (266) $false
% 59.92/25.08  																												|
% 59.92/25.08  																												|-The branch is then unsatisfiable
% 59.92/25.08  																											|-Branch two:
% 59.92/25.08  																											| (759)  ~ (all_0_50_50 = e1)
% 59.92/25.08  																											| (415) all_0_50_50 = e3
% 59.92/25.08  																											|
% 59.92/25.08  																												| Equations (415) can reduce 411 to:
% 59.92/25.08  																												| (266) $false
% 59.92/25.08  																												|
% 59.92/25.08  																												|-The branch is then unsatisfiable
% 59.92/25.08  																							|-Branch two:
% 59.92/25.08  																							| (664)  ~ (all_0_51_51 = e3)
% 59.92/25.08  																							| (665) all_0_53_53 = e3
% 59.92/25.08  																							|
% 59.96/25.08  																								| Combining equations (607,665) yields a new equation:
% 59.96/25.08  																								| (662) e3 = e2
% 59.96/25.08  																								|
% 59.96/25.08  																								| Equations (662) can reduce 212 to:
% 59.96/25.08  																								| (266) $false
% 59.96/25.08  																								|
% 59.96/25.08  																								|-The branch is then unsatisfiable
% 59.96/25.09  															|-Branch two:
% 59.96/25.09  															| (780)  ~ (all_0_52_52 = e4)
% 59.96/25.09  															| (642) all_0_52_52 = e1
% 59.96/25.09  															|
% 59.96/25.09  																| Equations (642) can reduce 646 to:
% 59.96/25.09  																| (266) $false
% 59.96/25.09  																|
% 59.96/25.09  																|-The branch is then unsatisfiable
% 59.96/25.09  										|-Branch two:
% 59.96/25.09  										| (810)  ~ (all_0_48_48 = e2)
% 59.96/25.09  										| (10167) all_0_52_52 = e2 | all_0_57_57 = e2
% 59.96/25.09  										|
% 59.96/25.09  											+-Applying beta-rule and splitting (10167), into two cases.
% 59.96/25.09  											|-Branch one:
% 59.96/25.09  											| (352) all_0_52_52 = e2
% 59.96/25.09  											|
% 59.96/25.09  												| Equations (352) can reduce 342 to:
% 59.96/25.09  												| (266) $false
% 59.96/25.09  												|
% 59.96/25.09  												|-The branch is then unsatisfiable
% 59.96/25.09  											|-Branch two:
% 59.96/25.09  											| (342)  ~ (all_0_52_52 = e2)
% 59.96/25.09  											| (442) all_0_57_57 = e2
% 59.96/25.09  											|
% 59.96/25.09  												| Equations (442) can reduce 199 to:
% 59.96/25.09  												| (96)  ~ (all_0_43_43 = e2)
% 59.96/25.09  												|
% 59.96/25.09  												| Equations (442) can reduce 239 to:
% 59.96/25.09  												| (810)  ~ (all_0_48_48 = e2)
% 59.96/25.09  												|
% 59.96/25.09  												| Equations (442) can reduce 11 to:
% 59.96/25.09  												| (342)  ~ (all_0_52_52 = e2)
% 59.96/25.09  												|
% 59.96/25.09  												| Equations (442) can reduce 81 to:
% 59.96/25.09  												| (304)  ~ (all_0_55_55 = e2)
% 59.96/25.09  												|
% 59.96/25.09  												| Equations (442) can reduce 140 to:
% 59.96/25.09  												| (511)  ~ (all_0_56_56 = e2)
% 59.96/25.09  												|
% 59.96/25.09  												| Equations (442) can reduce 148 to:
% 59.96/25.09  												| (1186)  ~ (all_0_58_58 = e2)
% 59.96/25.09  												|
% 59.96/25.09  												| Simplifying 1186 yields:
% 59.96/25.09  												| (908)  ~ (all_0_58_58 = e2)
% 59.96/25.09  												|
% 59.96/25.09  												| Equations (442) can reduce 67 to:
% 59.96/25.09  												| (626)  ~ (e3 = e2)
% 59.96/25.09  												|
% 59.96/25.09  												| Simplifying 626 yields:
% 59.96/25.09  												| (212)  ~ (e3 = e2)
% 59.96/25.09  												|
% 59.96/25.09  												| From (442) and (83) follows:
% 59.96/25.09  												| (16562) op(e0, e1) = e2
% 59.96/25.09  												|
% 59.96/25.09  												+-Applying beta-rule and splitting (163), into two cases.
% 59.96/25.09  												|-Branch one:
% 59.96/25.09  												| (565) all_0_52_52 = e4
% 59.96/25.09  												|
% 59.96/25.09  													| Equations (565) can reduce 217 to:
% 59.96/25.09  													| (399)  ~ (all_0_43_43 = e4)
% 59.96/25.09  													|
% 59.96/25.09  													| Equations (565) can reduce 202 to:
% 59.96/25.09  													| (254)  ~ (all_0_48_48 = e4)
% 59.96/25.09  													|
% 59.96/25.09  													| Equations (565) can reduce 101 to:
% 59.96/25.09  													| (566)  ~ (all_0_50_50 = e4)
% 59.96/25.09  													|
% 59.96/25.09  													| Equations (565) can reduce 20 to:
% 59.96/25.09  													| (475)  ~ (all_0_51_51 = e4)
% 59.96/25.09  													|
% 59.96/25.09  													| Equations (565) can reduce 46 to:
% 59.96/25.09  													| (1452)  ~ (all_0_53_53 = e4)
% 59.96/25.09  													|
% 59.96/25.09  													| Simplifying 1452 yields:
% 59.96/25.09  													| (1453)  ~ (all_0_53_53 = e4)
% 59.96/25.09  													|
% 59.96/25.09  													| Equations (565) can reduce 342 to:
% 59.96/25.09  													| (48)  ~ (e4 = e2)
% 59.96/25.09  													|
% 59.96/25.09  													| From (565) and (124) follows:
% 59.96/25.09  													| (570) op(e1, e1) = e4
% 59.96/25.09  													|
% 59.96/25.09  													+-Applying beta-rule and splitting (195), into two cases.
% 59.96/25.09  													|-Branch one:
% 59.96/25.09  													| (396) all_0_43_43 = e4
% 59.96/25.09  													|
% 59.96/25.09  														| Equations (396) can reduce 399 to:
% 59.96/25.09  														| (266) $false
% 59.96/25.09  														|
% 59.96/25.09  														|-The branch is then unsatisfiable
% 59.96/25.09  													|-Branch two:
% 59.96/25.09  													| (399)  ~ (all_0_43_43 = e4)
% 59.96/25.09  													| (6374) all_0_43_43 = e1 | all_0_43_43 = e0
% 59.96/25.09  													|
% 59.96/25.09  														+-Applying beta-rule and splitting (4), into two cases.
% 59.96/25.09  														|-Branch one:
% 59.96/25.09  														| (356) all_0_43_43 = e0
% 59.96/25.09  														|
% 59.96/25.09  															| Equations (356) can reduce 31 to:
% 59.96/25.09  															| (357)  ~ (all_0_41_41 = e0)
% 59.96/25.09  															|
% 59.96/25.09  															| Equations (356) can reduce 240 to:
% 59.96/25.09  															| (358)  ~ (all_0_42_42 = e0)
% 59.96/25.09  															|
% 59.96/25.09  															| Equations (356) can reduce 159 to:
% 59.96/25.09  															| (359)  ~ (all_0_44_44 = e0)
% 59.96/25.09  															|
% 59.96/25.09  															| Simplifying 359 yields:
% 59.96/25.09  															| (360)  ~ (all_0_44_44 = e0)
% 59.96/25.09  															|
% 59.96/25.09  															| Equations (356) can reduce 17 to:
% 59.96/25.09  															| (10200)  ~ (all_0_48_48 = e0)
% 59.96/25.09  															|
% 59.96/25.09  															| Simplifying 10200 yields:
% 59.96/25.09  															| (1283)  ~ (all_0_48_48 = e0)
% 59.96/25.09  															|
% 59.96/25.09  															| Equations (356) can reduce 399 to:
% 59.96/25.09  															| (401)  ~ (e4 = e0)
% 59.96/25.09  															|
% 59.96/25.09  															| Simplifying 401 yields:
% 59.96/25.09  															| (49)  ~ (e4 = e0)
% 59.96/25.09  															|
% 59.96/25.09  															| Equations (356) can reduce 96 to:
% 59.96/25.09  															| (365)  ~ (e2 = e0)
% 59.96/25.09  															|
% 59.96/25.09  															| Simplifying 365 yields:
% 59.96/25.09  															| (128)  ~ (e2 = e0)
% 59.96/25.09  															|
% 59.96/25.09  															| From (356) and (37) follows:
% 59.96/25.09  															| (369) op(e3, e1) = e0
% 59.96/25.09  															|
% 59.96/25.09  															+-Applying beta-rule and splitting (228), into two cases.
% 59.96/25.09  															|-Branch one:
% 59.96/25.09  															| (335) all_0_48_48 = e2
% 59.96/25.09  															|
% 59.96/25.09  																| Equations (335) can reduce 810 to:
% 59.96/25.09  																| (266) $false
% 59.96/25.09  																|
% 59.96/25.09  																|-The branch is then unsatisfiable
% 59.96/25.09  															|-Branch two:
% 59.96/25.09  															| (810)  ~ (all_0_48_48 = e2)
% 59.96/25.09  															| (10218) all_0_48_48 = e4 | all_0_48_48 = e1 | all_0_48_48 = e0
% 59.96/25.09  															|
% 59.96/25.09  																+-Applying beta-rule and splitting (10218), into two cases.
% 59.96/25.09  																|-Branch one:
% 59.96/25.09  																| (943) all_0_48_48 = e4
% 59.96/25.09  																|
% 59.96/25.09  																	| Equations (943) can reduce 254 to:
% 59.96/25.09  																	| (266) $false
% 59.96/25.09  																	|
% 59.96/25.09  																	|-The branch is then unsatisfiable
% 59.96/25.09  																|-Branch two:
% 59.96/25.09  																| (254)  ~ (all_0_48_48 = e4)
% 59.96/25.09  																| (10222) all_0_48_48 = e1 | all_0_48_48 = e0
% 59.96/25.09  																|
% 59.96/25.09  																	+-Applying beta-rule and splitting (10222), into two cases.
% 59.96/25.09  																	|-Branch one:
% 59.96/25.09  																	| (1279) all_0_48_48 = e0
% 59.96/25.09  																	|
% 59.96/25.09  																		| Equations (1279) can reduce 1283 to:
% 59.96/25.09  																		| (266) $false
% 59.96/25.09  																		|
% 59.96/25.09  																		|-The branch is then unsatisfiable
% 59.96/25.09  																	|-Branch two:
% 59.96/25.09  																	| (1283)  ~ (all_0_48_48 = e0)
% 59.96/25.09  																	| (615) all_0_48_48 = e1
% 59.96/25.09  																	|
% 59.96/25.09  																		| Equations (615) can reduce 30 to:
% 59.96/25.09  																		| (549)  ~ (all_0_46_46 = e1)
% 59.96/25.09  																		|
% 59.96/25.09  																		| Equations (615) can reduce 114 to:
% 59.96/25.09  																		| (462)  ~ (all_0_47_47 = e1)
% 59.96/25.09  																		|
% 59.96/25.09  																		| Equations (615) can reduce 185 to:
% 59.96/25.09  																		| (1419)  ~ (all_0_49_49 = e1)
% 59.96/25.09  																		|
% 59.96/25.09  																		| Simplifying 1419 yields:
% 59.96/25.09  																		| (1064)  ~ (all_0_49_49 = e1)
% 59.96/25.09  																		|
% 59.96/25.09  																		| Equations (615) can reduce 254 to:
% 59.96/25.09  																		| (602)  ~ (e4 = e1)
% 59.96/25.09  																		|
% 59.96/25.09  																		| Simplifying 602 yields:
% 59.96/25.09  																		| (110)  ~ (e4 = e1)
% 59.96/25.09  																		|
% 59.96/25.09  																		| Equations (615) can reduce 215 to:
% 59.96/25.09  																		| (467)  ~ (e3 = e1)
% 59.96/25.09  																		|
% 59.96/25.09  																		| Simplifying 467 yields:
% 59.96/25.09  																		| (213)  ~ (e3 = e1)
% 59.96/25.09  																		|
% 59.96/25.09  																		| Equations (615) can reduce 810 to:
% 59.96/25.09  																		| (604)  ~ (e2 = e1)
% 59.96/25.09  																		|
% 59.96/25.09  																		| Simplifying 604 yields:
% 59.96/25.09  																		| (122)  ~ (e2 = e1)
% 59.96/25.09  																		|
% 59.96/25.09  																		| Equations (615) can reduce 1283 to:
% 59.96/25.09  																		| (233)  ~ (e1 = e0)
% 59.96/25.09  																		|
% 59.96/25.09  																		+-Applying beta-rule and splitting (53), into two cases.
% 59.96/25.09  																		|-Branch one:
% 59.96/25.09  																		| (1794) all_0_46_46 = e2
% 59.96/25.09  																		|
% 59.96/25.09  																			| Equations (1794) can reduce 208 to:
% 59.96/25.09  																			| (339)  ~ (all_0_49_49 = e2)
% 59.96/25.09  																			|
% 59.96/25.09  																			| Simplifying 339 yields:
% 59.96/25.09  																			| (340)  ~ (all_0_49_49 = e2)
% 59.96/25.09  																			|
% 59.96/25.09  																			| Equations (1794) can reduce 549 to:
% 59.96/25.09  																			| (122)  ~ (e2 = e1)
% 59.96/25.09  																			|
% 59.96/25.09  																			| From (1794) and (120) follows:
% 59.96/25.09  																			| (5793) op(e2, e3) = e2
% 59.96/25.09  																			|
% 59.96/25.09  																			+-Applying beta-rule and splitting (158), into two cases.
% 59.96/25.09  																			|-Branch one:
% 59.96/25.09  																			| (313) all_0_40_40 = e2
% 59.96/25.09  																			|
% 59.96/25.09  																				| Combining equations (485,313) yields a new equation:
% 59.96/25.09  																				| (330) e2 = e0
% 59.96/25.09  																				|
% 59.96/25.09  																				| Equations (330) can reduce 128 to:
% 59.96/25.09  																				| (266) $false
% 59.96/25.09  																				|
% 59.96/25.09  																				|-The branch is then unsatisfiable
% 59.96/25.09  																			|-Branch two:
% 59.96/25.09  																			| (296)  ~ (all_0_40_40 = e2)
% 59.96/25.09  																			| (377) all_0_49_49 = e2 | all_0_53_53 = e2 | all_0_58_58 = e2
% 59.96/25.09  																			|
% 59.96/25.09  																				| Equations (485) can reduce 296 to:
% 59.96/25.09  																				| (365)  ~ (e2 = e0)
% 59.96/25.09  																				|
% 59.96/25.09  																				| Simplifying 365 yields:
% 59.96/25.09  																				| (128)  ~ (e2 = e0)
% 59.96/25.09  																				|
% 59.96/25.09  																				+-Applying beta-rule and splitting (184), into two cases.
% 59.96/25.09  																				|-Branch one:
% 59.96/25.09  																				| (538) all_0_46_46 = e0
% 59.96/25.09  																				|
% 59.96/25.09  																					| Combining equations (1794,538) yields a new equation:
% 59.96/25.09  																					| (391) e2 = e0
% 59.96/25.09  																					|
% 59.96/25.09  																					| Simplifying 391 yields:
% 59.96/25.09  																					| (330) e2 = e0
% 59.96/25.09  																					|
% 59.96/25.09  																					| Equations (330) can reduce 128 to:
% 59.96/25.09  																					| (266) $false
% 59.96/25.09  																					|
% 59.96/25.09  																					|-The branch is then unsatisfiable
% 59.96/25.09  																				|-Branch two:
% 59.96/25.09  																				| (831)  ~ (all_0_46_46 = e0)
% 59.96/25.09  																				| (832) all_0_47_47 = e0 | all_0_48_48 = e0 | all_0_49_49 = e0
% 59.96/25.09  																				|
% 59.96/25.09  																					+-Applying beta-rule and splitting (832), into two cases.
% 59.96/25.09  																					|-Branch one:
% 59.96/25.09  																					| (674) all_0_47_47 = e0
% 59.96/25.09  																					|
% 59.96/25.09  																						| Equations (674) can reduce 198 to:
% 59.96/25.09  																						| (358)  ~ (all_0_42_42 = e0)
% 59.96/25.09  																						|
% 59.96/25.09  																						| Equations (674) can reduce 86 to:
% 59.96/25.09  																						| (486)  ~ (all_0_49_49 = e0)
% 59.96/25.09  																						|
% 59.96/25.09  																						| Simplifying 486 yields:
% 59.96/25.09  																						| (487)  ~ (all_0_49_49 = e0)
% 59.96/25.09  																						|
% 59.96/25.09  																						| Equations (674) can reduce 224 to:
% 59.96/25.09  																						| (1404)  ~ (all_0_51_51 = e0)
% 59.96/25.09  																						|
% 59.96/25.09  																						| Simplifying 1404 yields:
% 59.96/25.09  																						| (115)  ~ (all_0_51_51 = e0)
% 59.96/25.09  																						|
% 59.96/25.09  																						| Equations (674) can reduce 252 to:
% 59.96/25.09  																						| (401)  ~ (e4 = e0)
% 59.96/25.09  																						|
% 59.96/25.09  																						| Simplifying 401 yields:
% 59.96/25.09  																						| (49)  ~ (e4 = e0)
% 59.96/25.09  																						|
% 59.96/25.09  																						| Equations (674) can reduce 462 to:
% 59.96/25.09  																						| (435)  ~ (e1 = e0)
% 59.96/25.09  																						|
% 59.96/25.09  																						| Simplifying 435 yields:
% 59.96/25.09  																						| (233)  ~ (e1 = e0)
% 59.96/25.09  																						|
% 59.96/25.09  																						| From (674) and (23) follows:
% 59.96/25.09  																						| (3148) op(e2, e2) = e0
% 59.96/25.09  																						|
% 59.96/25.09  																						+-Applying beta-rule and splitting (125), into two cases.
% 59.96/25.09  																						|-Branch one:
% 59.96/25.09  																						| (858) all_0_55_55 = e0
% 59.96/25.09  																						|
% 59.96/25.09  																							| Equations (858) can reduce 191 to:
% 59.96/25.09  																							| (357)  ~ (all_0_41_41 = e0)
% 59.96/25.09  																							|
% 59.96/25.09  																							| Equations (858) can reduce 93 to:
% 59.96/25.09  																							| (121)  ~ (all_0_50_50 = e0)
% 59.96/25.09  																							|
% 59.96/25.09  																							| Equations (858) can reduce 153 to:
% 59.96/25.09  																							| (1181)  ~ (all_0_56_56 = e0)
% 59.96/25.09  																							|
% 59.96/25.09  																							| Simplifying 1181 yields:
% 59.96/25.09  																							| (828)  ~ (all_0_56_56 = e0)
% 59.96/25.09  																							|
% 59.96/25.09  																							| Equations (858) can reduce 3 to:
% 59.96/25.09  																							| (490)  ~ (all_0_58_58 = e0)
% 59.96/25.09  																							|
% 59.96/25.09  																							| Simplifying 490 yields:
% 59.96/25.09  																							| (491)  ~ (all_0_58_58 = e0)
% 59.96/25.09  																							|
% 59.96/25.09  																							| Equations (858) can reduce 763 to:
% 59.96/25.09  																							| (401)  ~ (e4 = e0)
% 59.96/25.09  																							|
% 59.96/25.09  																							| Simplifying 401 yields:
% 59.96/25.09  																							| (49)  ~ (e4 = e0)
% 59.96/25.09  																							|
% 59.96/25.09  																							+-Applying beta-rule and splitting (54), into two cases.
% 59.96/25.09  																							|-Branch one:
% 59.96/25.09  																							| (583) all_0_49_49 = e2
% 59.96/25.09  																							|
% 59.96/25.09  																								| Equations (583) can reduce 340 to:
% 59.96/25.09  																								| (266) $false
% 59.96/25.09  																								|
% 59.96/25.09  																								|-The branch is then unsatisfiable
% 59.96/25.09  																							|-Branch two:
% 59.96/25.09  																							| (340)  ~ (all_0_49_49 = e2)
% 59.96/25.09  																							| (586) all_0_49_49 = e4 | all_0_49_49 = e3 | all_0_49_49 = e1 | all_0_49_49 = e0
% 59.96/25.09  																							|
% 59.96/25.09  																								+-Applying beta-rule and splitting (586), into two cases.
% 59.96/25.09  																								|-Branch one:
% 59.96/25.09  																								| (974) all_0_49_49 = e4
% 59.96/25.09  																								|
% 59.96/25.09  																									| Equations (974) can reduce 256 to:
% 59.96/25.09  																									| (266) $false
% 59.96/25.09  																									|
% 59.96/25.09  																									|-The branch is then unsatisfiable
% 59.96/25.09  																								|-Branch two:
% 59.96/25.09  																								| (256)  ~ (all_0_49_49 = e4)
% 59.96/25.09  																								| (977) all_0_49_49 = e3 | all_0_49_49 = e1 | all_0_49_49 = e0
% 59.96/25.09  																								|
% 59.96/25.09  																									+-Applying beta-rule and splitting (377), into two cases.
% 59.96/25.09  																									|-Branch one:
% 59.96/25.09  																									| (583) all_0_49_49 = e2
% 59.96/25.09  																									|
% 59.96/25.09  																										| Equations (583) can reduce 340 to:
% 59.96/25.09  																										| (266) $false
% 59.96/25.09  																										|
% 59.96/25.09  																										|-The branch is then unsatisfiable
% 59.96/25.09  																									|-Branch two:
% 59.96/25.09  																									| (340)  ~ (all_0_49_49 = e2)
% 59.96/25.09  																									| (614) all_0_53_53 = e2 | all_0_58_58 = e2
% 59.96/25.09  																									|
% 59.96/25.09  																										+-Applying beta-rule and splitting (614), into two cases.
% 59.96/25.09  																										|-Branch one:
% 59.96/25.09  																										| (607) all_0_53_53 = e2
% 59.96/25.09  																										|
% 59.96/25.09  																											| Equations (607) can reduce 220 to:
% 59.96/25.09  																											| (147)  ~ (all_0_44_44 = e2)
% 59.96/25.09  																											|
% 59.96/25.09  																											| Equations (607) can reduce 6 to:
% 59.96/25.09  																											| (1099)  ~ (all_0_51_51 = e2)
% 59.96/25.09  																											|
% 59.96/25.09  																											| Equations (607) can reduce 10 to:
% 59.96/25.09  																											| (1186)  ~ (all_0_58_58 = e2)
% 59.96/25.09  																											|
% 59.96/25.09  																											| Simplifying 1186 yields:
% 59.96/25.09  																											| (908)  ~ (all_0_58_58 = e2)
% 59.96/25.09  																											|
% 59.96/25.09  																											| Equations (607) can reduce 1453 to:
% 59.96/25.09  																											| (327)  ~ (e4 = e2)
% 59.96/25.09  																											|
% 59.96/25.09  																											| Simplifying 327 yields:
% 59.96/25.09  																											| (48)  ~ (e4 = e2)
% 59.96/25.09  																											|
% 59.96/25.09  																											| Equations (607) can reduce 247 to:
% 59.96/25.09  																											| (128)  ~ (e2 = e0)
% 59.96/25.09  																											|
% 59.96/25.09  																											+-Applying beta-rule and splitting (977), into two cases.
% 59.96/25.09  																											|-Branch one:
% 59.96/25.09  																											| (978) all_0_49_49 = e0
% 59.96/25.09  																											|
% 59.96/25.09  																												| Equations (978) can reduce 487 to:
% 59.96/25.09  																												| (266) $false
% 59.96/25.09  																												|
% 59.96/25.09  																												|-The branch is then unsatisfiable
% 59.96/25.09  																											|-Branch two:
% 59.96/25.09  																											| (487)  ~ (all_0_49_49 = e0)
% 59.96/25.09  																											| (981) all_0_49_49 = e3 | all_0_49_49 = e1
% 59.96/25.09  																											|
% 59.96/25.09  																												+-Applying beta-rule and splitting (981), into two cases.
% 59.96/25.09  																												|-Branch one:
% 59.96/25.09  																												| (671) all_0_49_49 = e1
% 59.96/25.09  																												|
% 59.96/25.09  																													| Equations (671) can reduce 1064 to:
% 59.96/25.09  																													| (266) $false
% 59.96/25.09  																													|
% 59.96/25.09  																													|-The branch is then unsatisfiable
% 59.96/25.09  																												|-Branch two:
% 59.96/25.09  																												| (1064)  ~ (all_0_49_49 = e1)
% 59.96/25.09  																												| (884) all_0_49_49 = e3
% 59.96/25.09  																												|
% 59.96/25.09  																													| Equations (884) can reduce 9 to:
% 59.96/25.09  																													| (407)  ~ (all_0_44_44 = e3)
% 59.96/25.09  																													|
% 59.96/25.09  																													| Equations (884) can reduce 119 to:
% 59.96/25.09  																													| (275)  ~ (all_0_58_58 = e3)
% 59.96/25.09  																													|
% 59.96/25.09  																													| Simplifying 275 yields:
% 59.96/25.09  																													| (276)  ~ (all_0_58_58 = e3)
% 59.96/25.09  																													|
% 59.96/25.09  																													| Equations (884) can reduce 1064 to:
% 59.96/25.09  																													| (213)  ~ (e3 = e1)
% 59.96/25.09  																													|
% 59.96/25.09  																													| From (884) and (55) follows:
% 59.96/25.09  																													| (1581) op(e2, e0) = e3
% 59.96/25.09  																													|
% 59.96/25.09  																													+-Applying beta-rule and splitting (168), into two cases.
% 59.96/25.09  																													|-Branch one:
% 59.96/25.09  																													| (415) all_0_50_50 = e3
% 59.96/25.09  																													|
% 59.96/25.09  																														| Equations (415) can reduce 221 to:
% 59.96/25.09  																														| (1898)  ~ (all_0_41_41 = e3)
% 59.96/25.09  																														|
% 59.96/25.09  																														| Equations (415) can reduce 566 to:
% 59.96/25.09  																														| (277)  ~ (e4 = e3)
% 59.96/25.09  																														|
% 59.96/25.09  																														| Simplifying 277 yields:
% 59.96/25.09  																														| (188)  ~ (e4 = e3)
% 59.96/25.09  																														|
% 59.96/25.09  																														| From (415) and (242) follows:
% 59.96/25.09  																														| (1934) op(e1, e3) = e3
% 59.96/25.09  																														|
% 59.96/25.09  																														+-Applying beta-rule and splitting (113), into two cases.
% 59.96/25.09  																														|-Branch one:
% 59.96/25.09  																														| (403) all_0_41_41 = e3
% 59.96/25.09  																														|
% 59.96/25.09  																															| Equations (403) can reduce 1898 to:
% 59.96/25.09  																															| (266) $false
% 59.96/25.09  																															|
% 59.96/25.09  																															|-The branch is then unsatisfiable
% 59.96/25.09  																														|-Branch two:
% 59.96/25.09  																														| (1898)  ~ (all_0_41_41 = e3)
% 59.96/25.09  																														| (1899) all_0_42_42 = e3 | all_0_44_44 = e3
% 59.96/25.09  																														|
% 59.96/25.09  																															+-Applying beta-rule and splitting (18), into two cases.
% 59.96/25.09  																															|-Branch one:
% 59.96/25.09  																															| (453) all_0_41_41 = e1
% 59.96/25.09  																															|
% 59.96/25.09  																																| Equations (453) can reduce 1898 to:
% 59.96/25.09  																																| (467)  ~ (e3 = e1)
% 59.96/25.09  																																|
% 59.96/25.09  																																| Simplifying 467 yields:
% 59.96/25.09  																																| (213)  ~ (e3 = e1)
% 59.96/25.09  																																|
% 59.96/25.09  																																+-Applying beta-rule and splitting (160), into two cases.
% 59.96/25.09  																																|-Branch one:
% 59.96/25.09  																																| (601) all_0_50_50 = e1
% 59.96/25.09  																																|
% 59.96/25.09  																																	| Combining equations (415,601) yields a new equation:
% 59.96/25.09  																																	| (454) e3 = e1
% 59.96/25.09  																																	|
% 59.96/25.09  																																	| Simplifying 454 yields:
% 59.96/25.09  																																	| (455) e3 = e1
% 59.96/25.09  																																	|
% 59.96/25.09  																																	| Equations (455) can reduce 213 to:
% 59.96/25.09  																																	| (266) $false
% 59.96/25.09  																																	|
% 59.96/25.09  																																	|-The branch is then unsatisfiable
% 59.96/25.09  																																|-Branch two:
% 59.96/25.09  																																| (759)  ~ (all_0_50_50 = e1)
% 59.96/25.10  																																| (1168) all_0_51_51 = e1 | all_0_52_52 = e1 | all_0_53_53 = e1
% 59.96/25.10  																																|
% 59.96/25.10  																																	+-Applying beta-rule and splitting (7), into two cases.
% 59.96/25.10  																																	|-Branch one:
% 59.96/25.10  																																	| (504) all_0_51_51 = e2
% 59.96/25.10  																																	|
% 59.96/25.10  																																		| Equations (504) can reduce 1099 to:
% 59.96/25.10  																																		| (266) $false
% 59.96/25.10  																																		|
% 59.96/25.10  																																		|-The branch is then unsatisfiable
% 59.96/25.10  																																	|-Branch two:
% 59.96/25.10  																																	| (1099)  ~ (all_0_51_51 = e2)
% 59.96/25.10  																																	| (1100) all_0_51_51 = e4 | all_0_51_51 = e3 | all_0_51_51 = e1
% 59.96/25.10  																																	|
% 59.96/25.10  																																		+-Applying beta-rule and splitting (180), into two cases.
% 59.96/25.10  																																		|-Branch one:
% 59.96/25.10  																																		| (516) all_0_42_42 = e3
% 59.96/25.10  																																		|
% 59.96/25.10  																																			| Equations (516) can reduce 73 to:
% 59.96/25.10  																																			| (406)  ~ (all_0_44_44 = e3)
% 59.96/25.10  																																			|
% 59.96/25.10  																																			| Simplifying 406 yields:
% 59.96/25.10  																																			| (407)  ~ (all_0_44_44 = e3)
% 59.96/25.10  																																			|
% 59.96/25.10  																																			| Equations (516) can reduce 61 to:
% 59.96/25.10  																																			| (1925)  ~ (all_0_51_51 = e3)
% 59.96/25.10  																																			|
% 59.96/25.10  																																			| Simplifying 1925 yields:
% 59.96/25.10  																																			| (664)  ~ (all_0_51_51 = e3)
% 59.96/25.10  																																			|
% 59.96/25.10  																																			| Equations (516) can reduce 236 to:
% 59.96/25.10  																																			| (271)  ~ (all_0_56_56 = e3)
% 59.96/25.10  																																			|
% 59.96/25.10  																																			| Simplifying 271 yields:
% 59.96/25.10  																																			| (272)  ~ (all_0_56_56 = e3)
% 59.96/25.10  																																			|
% 59.96/25.10  																																			| From (516) and (210) follows:
% 59.96/25.10  																																			| (4285) op(e3, e2) = e3
% 59.96/25.10  																																			|
% 59.96/25.10  																																			+-Applying beta-rule and splitting (1100), into two cases.
% 59.96/25.10  																																			|-Branch one:
% 59.96/25.10  																																			| (1101) all_0_51_51 = e4
% 59.96/25.10  																																			|
% 59.96/25.10  																																				| Equations (1101) can reduce 475 to:
% 59.96/25.10  																																				| (266) $false
% 59.96/25.10  																																				|
% 59.96/25.10  																																				|-The branch is then unsatisfiable
% 59.96/25.10  																																			|-Branch two:
% 59.96/25.10  																																			| (475)  ~ (all_0_51_51 = e4)
% 59.96/25.10  																																			| (1104) all_0_51_51 = e3 | all_0_51_51 = e1
% 59.96/25.10  																																			|
% 59.96/25.10  																																				+-Applying beta-rule and splitting (1168), into two cases.
% 59.96/25.10  																																				|-Branch one:
% 59.96/25.10  																																				| (1109) all_0_51_51 = e1
% 59.96/25.10  																																				|
% 59.96/25.10  																																					| Equations (1109) can reduce 16 to:
% 59.96/25.10  																																					| (465)  ~ (all_0_56_56 = e1)
% 59.96/25.10  																																					|
% 59.96/25.10  																																					| Simplifying 465 yields:
% 59.96/25.10  																																					| (466)  ~ (all_0_56_56 = e1)
% 59.96/25.10  																																					|
% 59.96/25.10  																																					| Equations (1109) can reduce 475 to:
% 59.96/25.10  																																					| (602)  ~ (e4 = e1)
% 59.96/25.10  																																					|
% 59.96/25.10  																																					| Simplifying 602 yields:
% 59.96/25.10  																																					| (110)  ~ (e4 = e1)
% 59.96/25.10  																																					|
% 59.96/25.10  																																					| Equations (1109) can reduce 1099 to:
% 59.96/25.10  																																					| (604)  ~ (e2 = e1)
% 59.96/25.10  																																					|
% 59.96/25.10  																																					| Simplifying 604 yields:
% 59.96/25.10  																																					| (122)  ~ (e2 = e1)
% 59.96/25.10  																																					|
% 59.96/25.10  																																					| Equations (1109) can reduce 115 to:
% 59.96/25.10  																																					| (233)  ~ (e1 = e0)
% 59.96/25.10  																																					|
% 59.96/25.10  																																					| From (1109) and (186) follows:
% 59.96/25.10  																																					| (699) op(e1, e2) = e1
% 59.96/25.10  																																					|
% 59.96/25.10  																																					+-Applying beta-rule and splitting (64), into two cases.
% 59.96/25.10  																																					|-Branch one:
% 59.96/25.10  																																					| (437) all_0_41_41 = e4
% 59.96/25.10  																																					|
% 59.96/25.10  																																						| Combining equations (453,437) yields a new equation:
% 59.96/25.10  																																						| (630) e4 = e1
% 59.96/25.10  																																						|
% 59.96/25.10  																																						| Equations (630) can reduce 110 to:
% 59.96/25.10  																																						| (266) $false
% 59.96/25.10  																																						|
% 59.96/25.10  																																						|-The branch is then unsatisfiable
% 59.96/25.10  																																					|-Branch two:
% 59.96/25.10  																																					| (440)  ~ (all_0_41_41 = e4)
% 59.96/25.10  																																					| (441) all_0_42_42 = e4 | all_0_43_43 = e4 | all_0_44_44 = e4
% 59.96/25.10  																																					|
% 59.96/25.10  																																						| Equations (453) can reduce 440 to:
% 59.96/25.10  																																						| (602)  ~ (e4 = e1)
% 59.96/25.10  																																						|
% 59.96/25.10  																																						| Simplifying 602 yields:
% 59.96/25.10  																																						| (110)  ~ (e4 = e1)
% 59.96/25.10  																																						|
% 59.96/25.10  																																						+-Applying beta-rule and splitting (216), into two cases.
% 59.96/25.10  																																						|-Branch one:
% 59.96/25.10  																																						| (629) all_0_55_55 = e1
% 59.96/25.10  																																						|
% 59.96/25.10  																																							| Combining equations (858,629) yields a new equation:
% 59.96/25.10  																																							| (431) e1 = e0
% 59.96/25.10  																																							|
% 59.96/25.10  																																							| Equations (431) can reduce 233 to:
% 59.96/25.10  																																							| (266) $false
% 59.96/25.10  																																							|
% 59.96/25.10  																																							|-The branch is then unsatisfiable
% 59.96/25.10  																																						|-Branch two:
% 59.96/25.10  																																						| (632)  ~ (all_0_55_55 = e1)
% 59.96/25.10  																																						| (633) all_0_56_56 = e1 | all_0_57_57 = e1 | all_0_58_58 = e1
% 59.96/25.10  																																						|
% 59.96/25.10  																																							+-Applying beta-rule and splitting (26), into two cases.
% 59.96/25.10  																																							|-Branch one:
% 59.96/25.10  																																							| (446) all_0_44_44 = e4
% 59.96/25.10  																																							|
% 59.96/25.10  																																								| Equations (446) can reduce 181 to:
% 59.96/25.10  																																								| (450)  ~ (all_0_58_58 = e4)
% 59.96/25.10  																																								|
% 59.96/25.10  																																								| Simplifying 450 yields:
% 59.96/25.10  																																								| (451)  ~ (all_0_58_58 = e4)
% 59.96/25.10  																																								|
% 59.96/25.10  																																								| Equations (446) can reduce 407 to:
% 59.96/25.10  																																								| (188)  ~ (e4 = e3)
% 59.96/25.10  																																								|
% 59.96/25.10  																																								| Equations (446) can reduce 147 to:
% 59.96/25.10  																																								| (48)  ~ (e4 = e2)
% 59.96/25.10  																																								|
% 59.96/25.10  																																								| Equations (446) can reduce 360 to:
% 59.96/25.10  																																								| (49)  ~ (e4 = e0)
% 59.96/25.10  																																								|
% 59.96/25.10  																																								| From (446) and (138) follows:
% 59.96/25.10  																																								| (4646) op(e3, e0) = e4
% 59.96/25.10  																																								|
% 59.96/25.10  																																								+-Applying beta-rule and splitting (133), into two cases.
% 59.96/25.10  																																								|-Branch one:
% 59.96/25.10  																																								| (833) all_0_56_56 = e2
% 59.96/25.10  																																								|
% 59.96/25.10  																																									| Equations (833) can reduce 511 to:
% 59.96/25.10  																																									| (266) $false
% 59.96/25.10  																																									|
% 59.96/25.10  																																									|-The branch is then unsatisfiable
% 59.96/25.10  																																								|-Branch two:
% 59.96/25.10  																																								| (511)  ~ (all_0_56_56 = e2)
% 59.96/25.10  																																								| (836) all_0_56_56 = e4 | all_0_56_56 = e3 | all_0_56_56 = e1 | all_0_56_56 = e0
% 59.96/25.10  																																								|
% 59.96/25.10  																																									+-Applying beta-rule and splitting (836), into two cases.
% 59.96/25.10  																																									|-Branch one:
% 59.96/25.10  																																									| (842) all_0_56_56 = e4
% 59.96/25.10  																																									|
% 59.96/25.10  																																										| Equations (842) can reduce 466 to:
% 59.96/25.10  																																										| (110)  ~ (e4 = e1)
% 59.96/25.10  																																										|
% 59.96/25.10  																																										| From (842) and (111) follows:
% 59.96/25.10  																																										| (2154) op(e0, e2) = e4
% 59.96/25.10  																																										|
% 59.96/25.10  																																										+-Applying beta-rule and splitting (633), into two cases.
% 59.96/25.10  																																										|-Branch one:
% 59.96/25.10  																																										| (1569) all_0_56_56 = e1
% 59.96/25.10  																																										|
% 59.96/25.10  																																											| Combining equations (842,1569) yields a new equation:
% 59.96/25.10  																																											| (636) e4 = e1
% 59.96/25.10  																																											|
% 59.96/25.10  																																											| Simplifying 636 yields:
% 59.96/25.10  																																											| (630) e4 = e1
% 59.96/25.10  																																											|
% 59.96/25.10  																																											| Equations (630) can reduce 110 to:
% 59.96/25.10  																																											| (266) $false
% 59.96/25.10  																																											|
% 59.96/25.10  																																											|-The branch is then unsatisfiable
% 59.96/25.10  																																										|-Branch two:
% 59.96/25.10  																																										| (466)  ~ (all_0_56_56 = e1)
% 59.96/25.10  																																										| (1574) all_0_57_57 = e1 | all_0_58_58 = e1
% 59.96/25.10  																																										|
% 59.96/25.10  																																											+-Applying beta-rule and splitting (1574), into two cases.
% 59.96/25.10  																																											|-Branch one:
% 59.96/25.10  																																											| (647) all_0_57_57 = e1
% 59.96/25.10  																																											|
% 59.96/25.10  																																												| Combining equations (647,442) yields a new equation:
% 59.96/25.10  																																												| (617) e2 = e1
% 59.96/25.10  																																												|
% 59.96/25.10  																																												| Equations (617) can reduce 122 to:
% 59.96/25.10  																																												| (266) $false
% 59.96/25.10  																																												|
% 59.96/25.10  																																												|-The branch is then unsatisfiable
% 59.96/25.10  																																											|-Branch two:
% 59.96/25.10  																																											| (1670)  ~ (all_0_57_57 = e1)
% 59.96/25.10  																																											| (918) all_0_58_58 = e1
% 59.96/25.10  																																											|
% 59.96/25.10  																																												| Equations (918) can reduce 491 to:
% 59.96/25.10  																																												| (233)  ~ (e1 = e0)
% 59.96/25.10  																																												|
% 59.96/25.10  																																												+-Applying beta-rule and splitting (56), into two cases.
% 59.96/25.10  																																												|-Branch one:
% 59.96/25.10  																																												| (696) unit = e2
% 59.96/25.10  																																												|
% 59.96/25.10  																																													| From (696) and (24) follows:
% 59.96/25.10  																																													| (697) op(e2, e3) = e3
% 59.96/25.10  																																													|
% 59.96/25.10  																																													| From (696) and (209) follows:
% 59.96/25.10  																																													| (7585) op(e2, e0) = e0
% 59.96/25.10  																																													|
% 59.96/25.10  																																													| Instantiating formula (29) with e2, e3, e3, e2 and discharging atoms op(e2, e3) = e3, op(e2, e3) = e2, yields:
% 59.96/25.10  																																													| (662) e3 = e2
% 59.96/25.10  																																													|
% 59.96/25.10  																																													| Instantiating formula (29) with e2, e0, e0, e3 and discharging atoms op(e2, e0) = e3, op(e2, e0) = e0, yields:
% 59.96/25.10  																																													| (676) e3 = e0
% 59.96/25.10  																																													|
% 59.96/25.10  																																													| Combining equations (676,662) yields a new equation:
% 59.96/25.10  																																													| (330) e2 = e0
% 59.96/25.10  																																													|
% 59.96/25.10  																																													| Equations (330) can reduce 128 to:
% 59.96/25.10  																																													| (266) $false
% 59.96/25.10  																																													|
% 59.96/25.10  																																													|-The branch is then unsatisfiable
% 59.96/25.10  																																												|-Branch two:
% 59.96/25.10  																																												| (707)  ~ (unit = e2)
% 59.96/25.10  																																												| (708) unit = e4 | unit = e3 | unit = e1 | unit = e0
% 59.96/25.10  																																												|
% 59.96/25.10  																																													+-Applying beta-rule and splitting (708), into two cases.
% 59.96/25.10  																																													|-Branch one:
% 59.96/25.10  																																													| (709) unit = e4
% 59.96/25.10  																																													|
% 59.96/25.10  																																														| From (709) and (24) follows:
% 59.96/25.10  																																														| (33325) op(e4, e3) = e3
% 59.96/25.10  																																														|
% 59.96/25.10  																																														| From (709) and (227) follows:
% 59.96/25.10  																																														| (710) op(e4, e4) = e4
% 59.96/25.10  																																														|
% 59.96/25.10  																																														| From (709) and (42) follows:
% 59.96/25.10  																																														| (713) op(e0, e4) = e0
% 59.96/25.10  																																														|
% 59.96/25.10  																																														| Instantiating formula (29) with e4, e4, e4, e1 and discharging atoms op(e4, e4) = e4, op(e4, e4) = e1, yields:
% 59.96/25.10  																																														| (630) e4 = e1
% 59.96/25.10  																																														|
% 59.96/25.10  																																														| Instantiating formula (29) with e4, e3, e3, e4 and discharging atoms op(e4, e3) = e4, op(e4, e3) = e3, yields:
% 59.96/25.10  																																														| (425) e4 = e3
% 59.96/25.10  																																														|
% 59.96/25.10  																																														| Instantiating formula (29) with e0, e4, e0, e3 and discharging atoms op(e0, e4) = e3, op(e0, e4) = e0, yields:
% 59.96/25.10  																																														| (676) e3 = e0
% 59.96/25.10  																																														|
% 59.96/25.10  																																														| Combining equations (630,425) yields a new equation:
% 59.96/25.10  																																														| (455) e3 = e1
% 59.96/25.10  																																														|
% 59.96/25.10  																																														| Combining equations (455,676) yields a new equation:
% 59.96/25.10  																																														| (546) e1 = e0
% 59.96/25.10  																																														|
% 59.96/25.10  																																														| Simplifying 546 yields:
% 59.96/25.10  																																														| (431) e1 = e0
% 59.96/25.10  																																														|
% 59.96/25.10  																																														| Equations (431) can reduce 233 to:
% 59.96/25.10  																																														| (266) $false
% 59.96/25.10  																																														|
% 59.96/25.10  																																														|-The branch is then unsatisfiable
% 59.96/25.10  																																													|-Branch two:
% 59.96/25.10  																																													| (724)  ~ (unit = e4)
% 59.96/25.10  																																													| (725) unit = e3 | unit = e1 | unit = e0
% 59.96/25.10  																																													|
% 59.96/25.10  																																														+-Applying beta-rule and splitting (725), into two cases.
% 59.96/25.10  																																														|-Branch one:
% 59.96/25.10  																																														| (726) unit = e0
% 59.96/25.10  																																														|
% 59.96/25.10  																																															| From (726) and (244) follows:
% 59.96/25.10  																																															| (2207) op(e0, e4) = e4
% 59.96/25.10  																																															|
% 59.96/25.10  																																															| From (726) and (15) follows:
% 59.96/25.10  																																															| (1508) op(e0, e2) = e2
% 59.96/25.10  																																															|
% 59.96/25.10  																																															| From (726) and (211) follows:
% 59.96/25.10  																																															| (15180) op(e0, e1) = e1
% 59.96/25.10  																																															|
% 59.96/25.10  																																															| From (726) and (227) follows:
% 59.96/25.10  																																															| (3205) op(e4, e0) = e4
% 59.96/25.10  																																															|
% 59.96/25.10  																																															| Instantiating formula (29) with e4, e0, e4, e0 and discharging atoms op(e4, e0) = e4, op(e4, e0) = e0, yields:
% 59.96/25.10  																																															| (397) e4 = e0
% 59.96/25.10  																																															|
% 59.96/25.10  																																															| Instantiating formula (29) with e0, e4, e4, e3 and discharging atoms op(e0, e4) = e4, op(e0, e4) = e3, yields:
% 59.96/25.10  																																															| (425) e4 = e3
% 59.96/25.10  																																															|
% 59.96/25.10  																																															| Instantiating formula (29) with e0, e2, e2, e4 and discharging atoms op(e0, e2) = e4, op(e0, e2) = e2, yields:
% 59.96/25.10  																																															| (323) e4 = e2
% 59.96/25.10  																																															|
% 59.96/25.10  																																															| Instantiating formula (29) with e0, e1, e1, e2 and discharging atoms op(e0, e1) = e2, op(e0, e1) = e1, yields:
% 59.96/25.10  																																															| (617) e2 = e1
% 59.96/25.10  																																															|
% 59.96/25.10  																																															| Combining equations (323,425) yields a new equation:
% 59.96/25.10  																																															| (662) e3 = e2
% 59.96/25.10  																																															|
% 59.96/25.10  																																															| Combining equations (397,425) yields a new equation:
% 59.96/25.10  																																															| (676) e3 = e0
% 59.96/25.10  																																															|
% 59.96/25.10  																																															| Combining equations (676,662) yields a new equation:
% 59.96/25.10  																																															| (330) e2 = e0
% 59.96/25.10  																																															|
% 59.96/25.10  																																															| Combining equations (330,617) yields a new equation:
% 59.96/25.10  																																															| (431) e1 = e0
% 59.96/25.10  																																															|
% 59.96/25.10  																																															| Equations (431) can reduce 233 to:
% 59.96/25.10  																																															| (266) $false
% 59.96/25.10  																																															|
% 59.96/25.10  																																															|-The branch is then unsatisfiable
% 59.96/25.10  																																														|-Branch two:
% 59.96/25.10  																																														| (734)  ~ (unit = e0)
% 59.96/25.10  																																														| (735) unit = e3 | unit = e1
% 59.96/25.10  																																														|
% 59.96/25.10  																																															+-Applying beta-rule and splitting (735), into two cases.
% 59.96/25.10  																																															|-Branch one:
% 59.96/25.10  																																															| (736) unit = e1
% 59.96/25.10  																																															|
% 59.96/25.10  																																																| Equations (736) can reduce 734 to:
% 59.96/25.10  																																																| (233)  ~ (e1 = e0)
% 59.96/25.10  																																																|
% 59.96/25.10  																																																| From (736) and (15) follows:
% 59.96/25.10  																																																| (515) op(e1, e2) = e2
% 59.96/25.10  																																																|
% 59.96/25.10  																																																| From (736) and (42) follows:
% 59.96/25.10  																																																| (3221) op(e0, e1) = e0
% 59.96/25.10  																																																|
% 59.96/25.10  																																																| Instantiating formula (29) with e1, e2, e2, e1 and discharging atoms op(e1, e2) = e2, op(e1, e2) = e1, yields:
% 59.96/25.10  																																																| (617) e2 = e1
% 59.96/25.10  																																																|
% 59.96/25.10  																																																| Instantiating formula (29) with e0, e1, e0, e2 and discharging atoms op(e0, e1) = e2, op(e0, e1) = e0, yields:
% 59.96/25.10  																																																| (330) e2 = e0
% 59.96/25.10  																																																|
% 59.96/25.10  																																																| Combining equations (617,330) yields a new equation:
% 59.96/25.10  																																																| (546) e1 = e0
% 59.96/25.10  																																																|
% 59.96/25.10  																																																| Simplifying 546 yields:
% 59.96/25.10  																																																| (431) e1 = e0
% 59.96/25.10  																																																|
% 59.96/25.10  																																																| Equations (431) can reduce 233 to:
% 59.96/25.10  																																																| (266) $false
% 59.96/25.10  																																																|
% 59.96/25.10  																																																|-The branch is then unsatisfiable
% 59.96/25.10  																																															|-Branch two:
% 59.96/25.10  																																															| (748)  ~ (unit = e1)
% 59.96/25.10  																																															| (749) unit = e3
% 59.96/25.10  																																															|
% 59.96/25.10  																																																| From (749) and (244) follows:
% 59.96/25.10  																																																| (750) op(e3, e4) = e4
% 59.96/25.10  																																																|
% 59.96/25.10  																																																| From (749) and (15) follows:
% 59.96/25.10  																																																| (751) op(e3, e2) = e2
% 59.96/25.10  																																																|
% 59.96/25.10  																																																| From (749) and (209) follows:
% 59.96/25.10  																																																| (1667) op(e3, e0) = e0
% 59.96/25.10  																																																|
% 59.96/25.10  																																																| From (749) and (28) follows:
% 59.96/25.10  																																																| (2235) op(e1, e3) = e1
% 59.96/25.10  																																																|
% 59.96/25.10  																																																| Instantiating formula (29) with e3, e4, e4, e2 and discharging atoms op(e3, e4) = e4, op(e3, e4) = e2, yields:
% 59.96/25.10  																																																| (323) e4 = e2
% 59.96/25.10  																																																|
% 59.96/25.10  																																																| Instantiating formula (29) with e3, e2, e2, e3 and discharging atoms op(e3, e2) = e3, op(e3, e2) = e2, yields:
% 59.96/25.10  																																																| (662) e3 = e2
% 59.96/25.10  																																																|
% 59.96/25.10  																																																| Instantiating formula (29) with e3, e0, e0, e4 and discharging atoms op(e3, e0) = e4, op(e3, e0) = e0, yields:
% 59.96/25.10  																																																| (397) e4 = e0
% 59.96/25.10  																																																|
% 59.96/25.10  																																																| Instantiating formula (29) with e1, e3, e1, e3 and discharging atoms op(e1, e3) = e3, op(e1, e3) = e1, yields:
% 59.96/25.10  																																																| (455) e3 = e1
% 59.96/25.10  																																																|
% 59.96/25.10  																																																| Combining equations (323,397) yields a new equation:
% 59.96/25.10  																																																| (391) e2 = e0
% 59.96/25.10  																																																|
% 59.96/25.10  																																																| Simplifying 391 yields:
% 59.96/25.10  																																																| (330) e2 = e0
% 59.96/25.10  																																																|
% 59.96/25.10  																																																| Combining equations (662,455) yields a new equation:
% 59.96/25.10  																																																| (616) e2 = e1
% 59.96/25.10  																																																|
% 59.96/25.10  																																																| Simplifying 616 yields:
% 59.96/25.10  																																																| (617) e2 = e1
% 59.96/25.10  																																																|
% 59.96/25.10  																																																| Combining equations (617,330) yields a new equation:
% 59.96/25.10  																																																| (546) e1 = e0
% 59.96/25.10  																																																|
% 59.96/25.10  																																																| Simplifying 546 yields:
% 59.96/25.10  																																																| (431) e1 = e0
% 59.96/25.10  																																																|
% 59.96/25.10  																																																| Equations (431) can reduce 233 to:
% 59.96/25.10  																																																| (266) $false
% 59.96/25.10  																																																|
% 59.96/25.10  																																																|-The branch is then unsatisfiable
% 59.96/25.10  																																									|-Branch two:
% 59.96/25.10  																																									| (477)  ~ (all_0_56_56 = e4)
% 59.96/25.10  																																									| (845) all_0_56_56 = e3 | all_0_56_56 = e1 | all_0_56_56 = e0
% 59.96/25.10  																																									|
% 59.96/25.10  																																										+-Applying beta-rule and splitting (171), into two cases.
% 59.96/25.10  																																										|-Branch one:
% 59.96/25.10  																																										| (265) all_0_54_54 = e4
% 59.96/25.10  																																										|
% 59.96/25.10  																																											| Combining equations (268,265) yields a new equation:
% 59.96/25.10  																																											| (425) e4 = e3
% 59.96/25.10  																																											|
% 59.96/25.10  																																											| Equations (425) can reduce 188 to:
% 59.96/25.10  																																											| (266) $false
% 59.96/25.10  																																											|
% 59.96/25.10  																																											|-The branch is then unsatisfiable
% 59.96/25.10  																																										|-Branch two:
% 59.96/25.10  																																										| (258)  ~ (all_0_54_54 = e4)
% 59.96/25.10  																																										| (575) all_0_55_55 = e4 | all_0_56_56 = e4 | all_0_57_57 = e4 | all_0_58_58 = e4
% 59.96/25.10  																																										|
% 59.96/25.10  																																											+-Applying beta-rule and splitting (164), into two cases.
% 59.96/25.10  																																											|-Branch one:
% 59.96/25.10  																																											| (471) all_0_39_39 = e4
% 59.96/25.10  																																											|
% 59.96/25.10  																																												| Combining equations (471,317) yields a new equation:
% 59.96/25.10  																																												| (322) e4 = e2
% 59.96/25.10  																																												|
% 59.96/25.10  																																												| Simplifying 322 yields:
% 59.96/25.10  																																												| (323) e4 = e2
% 59.96/25.10  																																												|
% 59.96/25.10  																																												| Equations (323) can reduce 48 to:
% 59.96/25.10  																																												| (266) $false
% 59.96/25.10  																																												|
% 59.96/25.10  																																												|-The branch is then unsatisfiable
% 59.96/25.10  																																											|-Branch two:
% 59.96/25.10  																																											| (1377)  ~ (all_0_39_39 = e4)
% 59.96/25.10  																																											| (2115) all_0_42_42 = e4 | all_0_47_47 = e4 | all_0_51_51 = e4 | all_0_56_56 = e4
% 59.96/25.10  																																											|
% 59.96/25.10  																																												| Equations (317) can reduce 1377 to:
% 59.96/25.10  																																												| (327)  ~ (e4 = e2)
% 59.96/25.10  																																												|
% 59.96/25.10  																																												| Simplifying 327 yields:
% 59.96/25.10  																																												| (48)  ~ (e4 = e2)
% 59.96/25.10  																																												|
% 59.96/25.10  																																												+-Applying beta-rule and splitting (575), into two cases.
% 59.96/25.10  																																												|-Branch one:
% 59.96/25.10  																																												| (587) all_0_55_55 = e4
% 59.96/25.10  																																												|
% 59.96/25.10  																																													| Combining equations (858,587) yields a new equation:
% 59.96/25.10  																																													| (397) e4 = e0
% 59.96/25.10  																																													|
% 59.96/25.10  																																													| Equations (397) can reduce 49 to:
% 59.96/25.10  																																													| (266) $false
% 59.96/25.10  																																													|
% 59.96/25.10  																																													|-The branch is then unsatisfiable
% 59.96/25.10  																																												|-Branch two:
% 59.96/25.10  																																												| (763)  ~ (all_0_55_55 = e4)
% 59.96/25.10  																																												| (764) all_0_56_56 = e4 | all_0_57_57 = e4 | all_0_58_58 = e4
% 59.96/25.10  																																												|
% 59.96/25.10  																																													+-Applying beta-rule and splitting (764), into two cases.
% 59.96/25.10  																																													|-Branch one:
% 59.96/25.10  																																													| (842) all_0_56_56 = e4
% 59.96/25.10  																																													|
% 59.96/25.10  																																														| Equations (842) can reduce 477 to:
% 59.96/25.10  																																														| (266) $false
% 59.96/25.10  																																														|
% 59.96/25.10  																																														|-The branch is then unsatisfiable
% 59.96/25.10  																																													|-Branch two:
% 59.96/25.10  																																													| (477)  ~ (all_0_56_56 = e4)
% 59.96/25.10  																																													| (935) all_0_57_57 = e4 | all_0_58_58 = e4
% 59.96/25.10  																																													|
% 59.96/25.10  																																														+-Applying beta-rule and splitting (935), into two cases.
% 59.96/25.10  																																														|-Branch one:
% 59.96/25.10  																																														| (871) all_0_57_57 = e4
% 59.96/25.10  																																														|
% 59.96/25.10  																																															| Combining equations (871,442) yields a new equation:
% 59.96/25.10  																																															| (322) e4 = e2
% 59.96/25.10  																																															|
% 59.96/25.10  																																															| Simplifying 322 yields:
% 59.96/25.10  																																															| (323) e4 = e2
% 59.96/25.10  																																															|
% 59.96/25.10  																																															| Equations (323) can reduce 48 to:
% 59.96/25.10  																																															| (266) $false
% 59.96/25.10  																																															|
% 59.96/25.10  																																															|-The branch is then unsatisfiable
% 59.96/25.10  																																														|-Branch two:
% 59.96/25.10  																																														| (839)  ~ (all_0_57_57 = e4)
% 59.96/25.10  																																														| (910) all_0_58_58 = e4
% 59.96/25.10  																																														|
% 59.96/25.10  																																															| Equations (910) can reduce 451 to:
% 59.96/25.10  																																															| (266) $false
% 59.96/25.10  																																															|
% 59.96/25.10  																																															|-The branch is then unsatisfiable
% 59.96/25.10  																																							|-Branch two:
% 59.96/25.10  																																							| (1390)  ~ (all_0_44_44 = e4)
% 59.96/25.11  																																							| (1391) all_0_44_44 = e3 | all_0_44_44 = e1 | all_0_44_44 = e0
% 59.96/25.11  																																							|
% 59.96/25.11  																																								+-Applying beta-rule and splitting (150), into two cases.
% 59.96/25.11  																																								|-Branch one:
% 59.96/25.11  																																								| (1378) all_0_40_40 = e4
% 59.96/25.11  																																								|
% 59.96/25.11  																																									| Combining equations (1378,485) yields a new equation:
% 59.96/25.11  																																									| (481) e4 = e0
% 59.96/25.11  																																									|
% 59.96/25.11  																																									| Simplifying 481 yields:
% 59.96/25.11  																																									| (397) e4 = e0
% 59.96/25.11  																																									|
% 59.96/25.11  																																									| Equations (397) can reduce 49 to:
% 59.96/25.11  																																									| (266) $false
% 59.96/25.11  																																									|
% 59.96/25.11  																																									|-The branch is then unsatisfiable
% 59.96/25.11  																																								|-Branch two:
% 59.96/25.11  																																								| (447)  ~ (all_0_40_40 = e4)
% 59.96/25.11  																																								| (2271) all_0_44_44 = e4 | all_0_49_49 = e4 | all_0_53_53 = e4 | all_0_58_58 = e4
% 59.96/25.11  																																								|
% 59.96/25.11  																																									| Equations (485) can reduce 447 to:
% 59.96/25.11  																																									| (401)  ~ (e4 = e0)
% 59.96/25.11  																																									|
% 59.96/25.11  																																									| Simplifying 401 yields:
% 59.96/25.11  																																									| (49)  ~ (e4 = e0)
% 59.96/25.11  																																									|
% 59.96/25.11  																																									+-Applying beta-rule and splitting (164), into two cases.
% 59.96/25.11  																																									|-Branch one:
% 59.96/25.11  																																									| (471) all_0_39_39 = e4
% 59.96/25.11  																																									|
% 59.96/25.11  																																										| Combining equations (471,317) yields a new equation:
% 59.96/25.11  																																										| (322) e4 = e2
% 59.96/25.11  																																										|
% 59.96/25.11  																																										| Simplifying 322 yields:
% 59.96/25.11  																																										| (323) e4 = e2
% 59.96/25.11  																																										|
% 59.96/25.11  																																										| Equations (323) can reduce 48 to:
% 59.96/25.11  																																										| (266) $false
% 59.96/25.11  																																										|
% 59.96/25.11  																																										|-The branch is then unsatisfiable
% 59.96/25.11  																																									|-Branch two:
% 59.96/25.11  																																									| (1377)  ~ (all_0_39_39 = e4)
% 59.96/25.11  																																									| (2115) all_0_42_42 = e4 | all_0_47_47 = e4 | all_0_51_51 = e4 | all_0_56_56 = e4
% 59.96/25.11  																																									|
% 59.96/25.11  																																										+-Applying beta-rule and splitting (2115), into two cases.
% 59.96/25.11  																																										|-Branch one:
% 59.96/25.11  																																										| (1392) all_0_42_42 = e4
% 59.96/25.11  																																										|
% 59.96/25.11  																																											| Combining equations (1392,516) yields a new equation:
% 59.96/25.11  																																											| (424) e4 = e3
% 59.96/25.11  																																											|
% 59.96/25.11  																																											| Simplifying 424 yields:
% 59.96/25.11  																																											| (425) e4 = e3
% 59.96/25.11  																																											|
% 59.96/25.11  																																											| Equations (425) can reduce 188 to:
% 59.96/25.11  																																											| (266) $false
% 59.96/25.11  																																											|
% 59.96/25.11  																																											|-The branch is then unsatisfiable
% 59.96/25.11  																																										|-Branch two:
% 59.96/25.11  																																										| (1890)  ~ (all_0_42_42 = e4)
% 59.96/25.11  																																										| (2246) all_0_47_47 = e4 | all_0_51_51 = e4 | all_0_56_56 = e4
% 59.96/25.11  																																										|
% 59.96/25.11  																																											+-Applying beta-rule and splitting (2246), into two cases.
% 59.96/25.11  																																											|-Branch one:
% 59.96/25.11  																																											| (1790) all_0_47_47 = e4
% 59.96/25.11  																																											|
% 59.96/25.11  																																												| Combining equations (674,1790) yields a new equation:
% 59.96/25.11  																																												| (397) e4 = e0
% 59.96/25.11  																																												|
% 59.96/25.11  																																												| Equations (397) can reduce 49 to:
% 59.96/25.11  																																												| (266) $false
% 59.96/25.11  																																												|
% 59.96/25.11  																																												|-The branch is then unsatisfiable
% 59.96/25.11  																																											|-Branch two:
% 59.96/25.11  																																											| (252)  ~ (all_0_47_47 = e4)
% 59.96/25.11  																																											| (6548) all_0_51_51 = e4 | all_0_56_56 = e4
% 59.96/25.11  																																											|
% 59.96/25.11  																																												+-Applying beta-rule and splitting (6548), into two cases.
% 59.96/25.11  																																												|-Branch one:
% 59.96/25.11  																																												| (1101) all_0_51_51 = e4
% 59.96/25.11  																																												|
% 59.96/25.11  																																													| Combining equations (1109,1101) yields a new equation:
% 59.96/25.11  																																													| (630) e4 = e1
% 59.96/25.11  																																													|
% 59.96/25.11  																																													| Equations (630) can reduce 110 to:
% 59.96/25.11  																																													| (266) $false
% 59.96/25.11  																																													|
% 59.96/25.11  																																													|-The branch is then unsatisfiable
% 59.96/25.11  																																												|-Branch two:
% 59.96/25.11  																																												| (475)  ~ (all_0_51_51 = e4)
% 59.96/25.11  																																												| (842) all_0_56_56 = e4
% 59.96/25.11  																																												|
% 59.96/25.11  																																													| Equations (842) can reduce 272 to:
% 59.96/25.11  																																													| (188)  ~ (e4 = e3)
% 59.96/25.11  																																													|
% 59.96/25.11  																																													| Equations (842) can reduce 828 to:
% 59.96/25.11  																																													| (49)  ~ (e4 = e0)
% 59.96/25.11  																																													|
% 59.96/25.11  																																													+-Applying beta-rule and splitting (2271), into two cases.
% 59.96/25.11  																																													|-Branch one:
% 59.96/25.11  																																													| (446) all_0_44_44 = e4
% 59.96/25.11  																																													|
% 59.96/25.11  																																														| Equations (446) can reduce 1390 to:
% 59.96/25.11  																																														| (266) $false
% 59.96/25.11  																																														|
% 59.96/25.11  																																														|-The branch is then unsatisfiable
% 59.96/25.11  																																													|-Branch two:
% 59.96/25.11  																																													| (1390)  ~ (all_0_44_44 = e4)
% 59.96/25.11  																																													| (7998) all_0_49_49 = e4 | all_0_53_53 = e4 | all_0_58_58 = e4
% 59.96/25.11  																																													|
% 59.96/25.11  																																														+-Applying beta-rule and splitting (441), into two cases.
% 59.96/25.11  																																														|-Branch one:
% 59.96/25.11  																																														| (1392) all_0_42_42 = e4
% 59.96/25.11  																																														|
% 59.96/25.11  																																															| Combining equations (1392,516) yields a new equation:
% 59.96/25.11  																																															| (424) e4 = e3
% 59.96/25.11  																																															|
% 59.96/25.11  																																															| Simplifying 424 yields:
% 59.96/25.11  																																															| (425) e4 = e3
% 59.96/25.11  																																															|
% 59.96/25.11  																																															| Equations (425) can reduce 188 to:
% 59.96/25.11  																																															| (266) $false
% 59.96/25.11  																																															|
% 59.96/25.11  																																															|-The branch is then unsatisfiable
% 59.96/25.11  																																														|-Branch two:
% 59.96/25.11  																																														| (1890)  ~ (all_0_42_42 = e4)
% 59.96/25.11  																																														| (1891) all_0_43_43 = e4 | all_0_44_44 = e4
% 59.96/25.11  																																														|
% 59.96/25.11  																																															+-Applying beta-rule and splitting (1891), into two cases.
% 59.96/25.11  																																															|-Branch one:
% 59.96/25.11  																																															| (396) all_0_43_43 = e4
% 59.96/25.11  																																															|
% 59.96/25.11  																																																| Combining equations (356,396) yields a new equation:
% 59.96/25.11  																																																| (397) e4 = e0
% 59.96/25.11  																																																|
% 59.96/25.11  																																																| Equations (397) can reduce 49 to:
% 59.96/25.11  																																																| (266) $false
% 59.96/25.11  																																																|
% 59.96/25.11  																																																|-The branch is then unsatisfiable
% 59.96/25.11  																																															|-Branch two:
% 59.96/25.11  																																															| (399)  ~ (all_0_43_43 = e4)
% 59.96/25.11  																																															| (446) all_0_44_44 = e4
% 59.96/25.11  																																															|
% 59.96/25.11  																																																| Equations (446) can reduce 1390 to:
% 59.96/25.11  																																																| (266) $false
% 59.96/25.11  																																																|
% 59.96/25.11  																																																|-The branch is then unsatisfiable
% 59.96/25.11  																																				|-Branch two:
% 59.96/25.11  																																				| (464)  ~ (all_0_51_51 = e1)
% 59.96/25.11  																																				| (1202) all_0_52_52 = e1 | all_0_53_53 = e1
% 59.96/25.11  																																				|
% 59.96/25.11  																																					+-Applying beta-rule and splitting (1104), into two cases.
% 59.96/25.11  																																					|-Branch one:
% 59.96/25.11  																																					| (1109) all_0_51_51 = e1
% 59.96/25.11  																																					|
% 59.96/25.11  																																						| Equations (1109) can reduce 464 to:
% 59.96/25.11  																																						| (266) $false
% 59.96/25.11  																																						|
% 59.96/25.11  																																						|-The branch is then unsatisfiable
% 59.96/25.11  																																					|-Branch two:
% 59.96/25.11  																																					| (464)  ~ (all_0_51_51 = e1)
% 59.96/25.11  																																					| (660) all_0_51_51 = e3
% 59.96/25.11  																																					|
% 59.96/25.11  																																						| Equations (660) can reduce 664 to:
% 59.96/25.11  																																						| (266) $false
% 59.96/25.11  																																						|
% 59.96/25.11  																																						|-The branch is then unsatisfiable
% 59.96/25.11  																																		|-Branch two:
% 59.96/25.11  																																		| (405)  ~ (all_0_42_42 = e3)
% 59.96/25.11  																																		| (521) all_0_47_47 = e3 | all_0_51_51 = e3 | all_0_56_56 = e3
% 59.96/25.11  																																		|
% 59.96/25.11  																																			+-Applying beta-rule and splitting (1899), into two cases.
% 59.96/25.11  																																			|-Branch one:
% 59.96/25.11  																																			| (516) all_0_42_42 = e3
% 59.96/25.11  																																			|
% 59.96/25.11  																																				| Equations (516) can reduce 405 to:
% 59.96/25.11  																																				| (266) $false
% 59.96/25.11  																																				|
% 59.96/25.11  																																				|-The branch is then unsatisfiable
% 59.96/25.11  																																			|-Branch two:
% 59.96/25.11  																																			| (405)  ~ (all_0_42_42 = e3)
% 59.96/25.11  																																			| (532) all_0_44_44 = e3
% 59.96/25.11  																																			|
% 59.96/25.11  																																				| Equations (532) can reduce 407 to:
% 59.96/25.11  																																				| (266) $false
% 59.96/25.11  																																				|
% 59.96/25.11  																																				|-The branch is then unsatisfiable
% 59.96/25.11  																															|-Branch two:
% 59.96/25.11  																															| (457)  ~ (all_0_41_41 = e1)
% 59.96/25.11  																															| (595) all_0_46_46 = e1 | all_0_50_50 = e1 | all_0_55_55 = e1
% 59.96/25.11  																															|
% 59.96/25.11  																																+-Applying beta-rule and splitting (180), into two cases.
% 59.96/25.11  																																|-Branch one:
% 59.96/25.11  																																| (516) all_0_42_42 = e3
% 59.96/25.11  																																|
% 59.96/25.11  																																	| Equations (516) can reduce 214 to:
% 59.96/25.11  																																	| (1898)  ~ (all_0_41_41 = e3)
% 59.96/25.11  																																	|
% 59.96/25.11  																																	+-Applying beta-rule and splitting (27), into two cases.
% 59.96/25.11  																																	|-Branch one:
% 59.96/25.11  																																	| (437) all_0_41_41 = e4
% 59.96/25.11  																																	|
% 59.96/25.11  																																		| Equations (437) can reduce 440 to:
% 59.96/25.11  																																		| (266) $false
% 59.96/25.11  																																		|
% 59.96/25.11  																																		|-The branch is then unsatisfiable
% 59.96/25.11  																																	|-Branch two:
% 59.96/25.11  																																	| (440)  ~ (all_0_41_41 = e4)
% 59.96/25.11  																																	| (4049) all_0_41_41 = e3 | all_0_41_41 = e1 | all_0_41_41 = e0
% 59.96/25.11  																																	|
% 59.96/25.11  																																		+-Applying beta-rule and splitting (4049), into two cases.
% 59.96/25.11  																																		|-Branch one:
% 59.96/25.11  																																		| (794) all_0_41_41 = e0
% 59.96/25.11  																																		|
% 59.96/25.11  																																			| Equations (794) can reduce 357 to:
% 59.96/25.11  																																			| (266) $false
% 59.96/25.11  																																			|
% 59.96/25.11  																																			|-The branch is then unsatisfiable
% 59.96/25.11  																																		|-Branch two:
% 59.96/25.11  																																		| (357)  ~ (all_0_41_41 = e0)
% 59.96/25.11  																																		| (4053) all_0_41_41 = e3 | all_0_41_41 = e1
% 59.96/25.11  																																		|
% 59.96/25.11  																																			+-Applying beta-rule and splitting (4053), into two cases.
% 59.96/25.11  																																			|-Branch one:
% 59.96/25.11  																																			| (453) all_0_41_41 = e1
% 59.96/25.11  																																			|
% 59.96/25.11  																																				| Equations (453) can reduce 457 to:
% 59.96/25.11  																																				| (266) $false
% 59.96/25.11  																																				|
% 59.96/25.11  																																				|-The branch is then unsatisfiable
% 59.96/25.11  																																			|-Branch two:
% 59.96/25.11  																																			| (457)  ~ (all_0_41_41 = e1)
% 59.96/25.11  																																			| (403) all_0_41_41 = e3
% 59.96/25.11  																																			|
% 59.96/25.11  																																				| Equations (403) can reduce 1898 to:
% 59.96/25.11  																																				| (266) $false
% 59.96/25.11  																																				|
% 59.96/25.11  																																				|-The branch is then unsatisfiable
% 59.96/25.11  																																|-Branch two:
% 59.96/25.11  																																| (405)  ~ (all_0_42_42 = e3)
% 59.96/25.11  																																| (521) all_0_47_47 = e3 | all_0_51_51 = e3 | all_0_56_56 = e3
% 59.96/25.11  																																|
% 59.96/25.11  																																	+-Applying beta-rule and splitting (1899), into two cases.
% 59.96/25.11  																																	|-Branch one:
% 59.96/25.11  																																	| (516) all_0_42_42 = e3
% 59.96/25.11  																																	|
% 59.96/25.11  																																		| Equations (516) can reduce 405 to:
% 59.96/25.11  																																		| (266) $false
% 59.96/25.11  																																		|
% 59.96/25.11  																																		|-The branch is then unsatisfiable
% 59.96/25.11  																																	|-Branch two:
% 59.96/25.11  																																	| (405)  ~ (all_0_42_42 = e3)
% 59.96/25.11  																																	| (532) all_0_44_44 = e3
% 59.96/25.11  																																	|
% 59.96/25.11  																																		| Equations (532) can reduce 407 to:
% 59.96/25.11  																																		| (266) $false
% 59.96/25.11  																																		|
% 59.96/25.11  																																		|-The branch is then unsatisfiable
% 59.96/25.11  																													|-Branch two:
% 59.96/25.11  																													| (411)  ~ (all_0_50_50 = e3)
% 59.96/25.11  																													| (418) all_0_51_51 = e3 | all_0_53_53 = e3
% 59.96/25.11  																													|
% 59.96/25.11  																														+-Applying beta-rule and splitting (144), into two cases.
% 59.96/25.11  																														|-Branch one:
% 59.96/25.11  																														| (403) all_0_41_41 = e3
% 59.96/25.11  																														|
% 59.96/25.11  																															| Equations (403) can reduce 214 to:
% 59.96/25.11  																															| (404)  ~ (all_0_42_42 = e3)
% 59.96/25.11  																															|
% 59.96/25.11  																															| Simplifying 404 yields:
% 59.96/25.11  																															| (405)  ~ (all_0_42_42 = e3)
% 59.96/25.11  																															|
% 59.96/25.11  																															| Equations (403) can reduce 149 to:
% 59.96/25.11  																															| (406)  ~ (all_0_44_44 = e3)
% 59.96/25.11  																															|
% 59.96/25.11  																															| Simplifying 406 yields:
% 59.96/25.11  																															| (407)  ~ (all_0_44_44 = e3)
% 59.96/25.11  																															|
% 59.96/25.11  																															| Equations (403) can reduce 357 to:
% 59.96/25.11  																															| (80)  ~ (e3 = e0)
% 59.96/25.11  																															|
% 59.96/25.11  																															+-Applying beta-rule and splitting (18), into two cases.
% 59.96/25.11  																															|-Branch one:
% 59.96/25.11  																															| (453) all_0_41_41 = e1
% 59.96/25.11  																															|
% 59.96/25.11  																																| Combining equations (453,403) yields a new equation:
% 59.96/25.11  																																| (455) e3 = e1
% 59.96/25.11  																																|
% 59.96/25.11  																																| Equations (455) can reduce 213 to:
% 59.96/25.11  																																| (266) $false
% 59.96/25.11  																																|
% 59.96/25.11  																																|-The branch is then unsatisfiable
% 59.96/25.11  																															|-Branch two:
% 59.96/25.11  																															| (457)  ~ (all_0_41_41 = e1)
% 59.96/25.11  																															| (595) all_0_46_46 = e1 | all_0_50_50 = e1 | all_0_55_55 = e1
% 59.96/25.11  																															|
% 59.96/25.11  																																+-Applying beta-rule and splitting (595), into two cases.
% 59.96/25.11  																																|-Branch one:
% 59.96/25.11  																																| (545) all_0_46_46 = e1
% 59.96/25.11  																																|
% 59.96/25.11  																																	| Combining equations (545,1794) yields a new equation:
% 59.96/25.11  																																	| (617) e2 = e1
% 59.96/25.11  																																	|
% 59.96/25.11  																																	| Equations (617) can reduce 122 to:
% 59.96/25.11  																																	| (266) $false
% 59.96/25.11  																																	|
% 59.96/25.11  																																	|-The branch is then unsatisfiable
% 59.96/25.11  																																|-Branch two:
% 59.96/25.11  																																| (549)  ~ (all_0_46_46 = e1)
% 59.96/25.11  																																| (600) all_0_50_50 = e1 | all_0_55_55 = e1
% 59.96/25.11  																																|
% 59.96/25.11  																																	+-Applying beta-rule and splitting (600), into two cases.
% 59.96/25.11  																																	|-Branch one:
% 59.96/25.11  																																	| (601) all_0_50_50 = e1
% 59.96/25.11  																																	|
% 59.96/25.11  																																		| Equations (601) can reduce 59 to:
% 59.96/25.11  																																		| (463)  ~ (all_0_51_51 = e1)
% 59.96/25.11  																																		|
% 59.96/25.11  																																		| Simplifying 463 yields:
% 59.96/25.11  																																		| (464)  ~ (all_0_51_51 = e1)
% 59.96/25.11  																																		|
% 59.96/25.11  																																		| Equations (601) can reduce 566 to:
% 59.96/25.11  																																		| (602)  ~ (e4 = e1)
% 59.96/25.11  																																		|
% 59.96/25.11  																																		| Simplifying 602 yields:
% 59.96/25.11  																																		| (110)  ~ (e4 = e1)
% 59.96/25.11  																																		|
% 59.96/25.11  																																		| Equations (601) can reduce 121 to:
% 59.96/25.11  																																		| (233)  ~ (e1 = e0)
% 59.96/25.11  																																		|
% 59.96/25.11  																																		| From (601) and (242) follows:
% 59.96/25.11  																																		| (2235) op(e1, e3) = e1
% 59.96/25.11  																																		|
% 59.96/25.11  																																		+-Applying beta-rule and splitting (180), into two cases.
% 59.96/25.11  																																		|-Branch one:
% 59.96/25.11  																																		| (516) all_0_42_42 = e3
% 59.96/25.11  																																		|
% 59.96/25.11  																																			| Equations (516) can reduce 405 to:
% 59.96/25.11  																																			| (266) $false
% 59.96/25.11  																																			|
% 59.96/25.11  																																			|-The branch is then unsatisfiable
% 59.96/25.11  																																		|-Branch two:
% 59.96/25.11  																																		| (405)  ~ (all_0_42_42 = e3)
% 59.96/25.11  																																		| (521) all_0_47_47 = e3 | all_0_51_51 = e3 | all_0_56_56 = e3
% 59.96/25.11  																																		|
% 59.96/25.11  																																			+-Applying beta-rule and splitting (521), into two cases.
% 59.96/25.11  																																			|-Branch one:
% 59.96/25.11  																																			| (522) all_0_47_47 = e3
% 59.96/25.11  																																			|
% 59.96/25.11  																																				| Combining equations (522,674) yields a new equation:
% 59.96/25.11  																																				| (675) e3 = e0
% 59.96/25.11  																																				|
% 59.96/25.11  																																				| Simplifying 675 yields:
% 59.96/25.11  																																				| (676) e3 = e0
% 59.96/25.11  																																				|
% 59.96/25.11  																																				| Equations (676) can reduce 80 to:
% 59.96/25.11  																																				| (266) $false
% 59.96/25.11  																																				|
% 59.96/25.11  																																				|-The branch is then unsatisfiable
% 59.96/25.11  																																			|-Branch two:
% 59.96/25.11  																																			| (1091)  ~ (all_0_47_47 = e3)
% 59.96/25.11  																																			| (1092) all_0_51_51 = e3 | all_0_56_56 = e3
% 59.96/25.11  																																			|
% 59.96/25.11  																																				+-Applying beta-rule and splitting (1092), into two cases.
% 59.96/25.11  																																				|-Branch one:
% 59.96/25.11  																																				| (660) all_0_51_51 = e3
% 59.96/25.11  																																				|
% 59.96/25.11  																																					| Equations (660) can reduce 61 to:
% 59.96/25.11  																																					| (405)  ~ (all_0_42_42 = e3)
% 59.96/25.11  																																					|
% 59.96/25.11  																																					| Equations (660) can reduce 475 to:
% 59.96/25.11  																																					| (277)  ~ (e4 = e3)
% 59.96/25.11  																																					|
% 59.96/25.11  																																					| Simplifying 277 yields:
% 59.96/25.11  																																					| (188)  ~ (e4 = e3)
% 59.96/25.11  																																					|
% 59.96/25.11  																																					| Equations (660) can reduce 464 to:
% 59.96/25.11  																																					| (213)  ~ (e3 = e1)
% 59.96/25.11  																																					|
% 59.96/25.11  																																					| From (660) and (186) follows:
% 59.96/25.11  																																					| (1552) op(e1, e2) = e3
% 59.96/25.11  																																					|
% 59.96/25.11  																																					+-Applying beta-rule and splitting (131), into two cases.
% 59.96/25.11  																																					|-Branch one:
% 59.96/25.11  																																					| (459) all_0_42_42 = e1
% 59.96/25.11  																																					|
% 59.96/25.11  																																						| From (459) and (210) follows:
% 59.96/25.11  																																						| (470) op(e3, e2) = e1
% 59.96/25.11  																																						|
% 59.96/25.11  																																						+-Applying beta-rule and splitting (64), into two cases.
% 59.96/25.11  																																						|-Branch one:
% 59.96/25.11  																																						| (437) all_0_41_41 = e4
% 59.96/25.11  																																						|
% 59.96/25.11  																																							| Combining equations (437,403) yields a new equation:
% 59.96/25.11  																																							| (424) e4 = e3
% 59.96/25.11  																																							|
% 59.96/25.11  																																							| Simplifying 424 yields:
% 59.96/25.11  																																							| (425) e4 = e3
% 59.96/25.11  																																							|
% 59.96/25.11  																																							| Equations (425) can reduce 188 to:
% 59.96/25.11  																																							| (266) $false
% 59.96/25.11  																																							|
% 59.96/25.11  																																							|-The branch is then unsatisfiable
% 59.96/25.11  																																						|-Branch two:
% 59.96/25.11  																																						| (440)  ~ (all_0_41_41 = e4)
% 59.96/25.11  																																						| (441) all_0_42_42 = e4 | all_0_43_43 = e4 | all_0_44_44 = e4
% 59.96/25.11  																																						|
% 59.96/25.11  																																							| Equations (403) can reduce 440 to:
% 59.96/25.11  																																							| (277)  ~ (e4 = e3)
% 59.96/25.11  																																							|
% 59.96/25.11  																																							| Simplifying 277 yields:
% 59.96/25.11  																																							| (188)  ~ (e4 = e3)
% 59.96/25.11  																																							|
% 59.96/25.11  																																							+-Applying beta-rule and splitting (26), into two cases.
% 59.96/25.11  																																							|-Branch one:
% 59.96/25.11  																																							| (446) all_0_44_44 = e4
% 59.96/25.11  																																							|
% 59.96/25.11  																																								| Equations (446) can reduce 181 to:
% 59.96/25.11  																																								| (450)  ~ (all_0_58_58 = e4)
% 59.96/25.11  																																								|
% 59.96/25.11  																																								| Simplifying 450 yields:
% 59.96/25.11  																																								| (451)  ~ (all_0_58_58 = e4)
% 59.96/25.11  																																								|
% 59.96/25.11  																																								| Equations (446) can reduce 407 to:
% 59.96/25.11  																																								| (188)  ~ (e4 = e3)
% 59.96/25.11  																																								|
% 59.96/25.11  																																								| Equations (446) can reduce 147 to:
% 59.96/25.11  																																								| (48)  ~ (e4 = e2)
% 59.96/25.11  																																								|
% 59.96/25.11  																																								| Equations (446) can reduce 360 to:
% 59.96/25.11  																																								| (49)  ~ (e4 = e0)
% 59.96/25.11  																																								|
% 59.96/25.11  																																								| From (446) and (138) follows:
% 59.96/25.11  																																								| (4646) op(e3, e0) = e4
% 59.96/25.11  																																								|
% 59.96/25.11  																																								+-Applying beta-rule and splitting (133), into two cases.
% 59.96/25.11  																																								|-Branch one:
% 59.96/25.11  																																								| (833) all_0_56_56 = e2
% 59.96/25.11  																																								|
% 59.96/25.11  																																									| Equations (833) can reduce 511 to:
% 59.96/25.11  																																									| (266) $false
% 59.96/25.11  																																									|
% 59.96/25.11  																																									|-The branch is then unsatisfiable
% 59.96/25.11  																																								|-Branch two:
% 59.96/25.11  																																								| (511)  ~ (all_0_56_56 = e2)
% 59.96/25.11  																																								| (836) all_0_56_56 = e4 | all_0_56_56 = e3 | all_0_56_56 = e1 | all_0_56_56 = e0
% 59.96/25.11  																																								|
% 59.96/25.11  																																									+-Applying beta-rule and splitting (108), into two cases.
% 59.96/25.11  																																									|-Branch one:
% 59.96/25.11  																																									| (624) all_0_58_58 = e2
% 59.96/25.11  																																									|
% 59.96/25.11  																																										| Equations (624) can reduce 908 to:
% 59.96/25.11  																																										| (266) $false
% 59.96/25.11  																																										|
% 59.96/25.11  																																										|-The branch is then unsatisfiable
% 59.96/25.11  																																									|-Branch two:
% 59.96/25.11  																																									| (908)  ~ (all_0_58_58 = e2)
% 59.96/25.11  																																									| (909) all_0_58_58 = e4 | all_0_58_58 = e3 | all_0_58_58 = e1 | all_0_58_58 = e0
% 59.96/25.11  																																									|
% 59.96/25.11  																																										+-Applying beta-rule and splitting (164), into two cases.
% 59.96/25.11  																																										|-Branch one:
% 59.96/25.11  																																										| (471) all_0_39_39 = e4
% 59.96/25.11  																																										|
% 59.96/25.11  																																											| Combining equations (471,317) yields a new equation:
% 59.96/25.11  																																											| (322) e4 = e2
% 59.96/25.11  																																											|
% 59.96/25.11  																																											| Simplifying 322 yields:
% 59.96/25.11  																																											| (323) e4 = e2
% 59.96/25.11  																																											|
% 59.96/25.11  																																											| Equations (323) can reduce 48 to:
% 59.96/25.11  																																											| (266) $false
% 59.96/25.11  																																											|
% 59.96/25.11  																																											|-The branch is then unsatisfiable
% 59.96/25.11  																																										|-Branch two:
% 59.96/25.11  																																										| (1377)  ~ (all_0_39_39 = e4)
% 59.96/25.11  																																										| (2115) all_0_42_42 = e4 | all_0_47_47 = e4 | all_0_51_51 = e4 | all_0_56_56 = e4
% 59.96/25.11  																																										|
% 59.96/25.11  																																											| Equations (317) can reduce 1377 to:
% 59.96/25.11  																																											| (327)  ~ (e4 = e2)
% 59.96/25.11  																																											|
% 59.96/25.11  																																											| Simplifying 327 yields:
% 59.96/25.11  																																											| (48)  ~ (e4 = e2)
% 59.96/25.11  																																											|
% 59.96/25.11  																																											+-Applying beta-rule and splitting (171), into two cases.
% 59.96/25.11  																																											|-Branch one:
% 59.96/25.11  																																											| (265) all_0_54_54 = e4
% 59.96/25.11  																																											|
% 59.96/25.11  																																												| Combining equations (268,265) yields a new equation:
% 59.96/25.11  																																												| (425) e4 = e3
% 59.96/25.11  																																												|
% 59.96/25.11  																																												| Equations (425) can reduce 188 to:
% 59.96/25.11  																																												| (266) $false
% 59.96/25.11  																																												|
% 59.96/25.11  																																												|-The branch is then unsatisfiable
% 59.96/25.11  																																											|-Branch two:
% 59.96/25.11  																																											| (258)  ~ (all_0_54_54 = e4)
% 59.96/25.11  																																											| (575) all_0_55_55 = e4 | all_0_56_56 = e4 | all_0_57_57 = e4 | all_0_58_58 = e4
% 59.96/25.11  																																											|
% 59.96/25.11  																																												+-Applying beta-rule and splitting (575), into two cases.
% 59.96/25.11  																																												|-Branch one:
% 59.96/25.11  																																												| (587) all_0_55_55 = e4
% 59.96/25.11  																																												|
% 59.96/25.11  																																													| Combining equations (858,587) yields a new equation:
% 59.96/25.11  																																													| (397) e4 = e0
% 59.96/25.11  																																													|
% 59.96/25.11  																																													| Equations (397) can reduce 49 to:
% 59.96/25.11  																																													| (266) $false
% 59.96/25.11  																																													|
% 59.96/25.11  																																													|-The branch is then unsatisfiable
% 59.96/25.11  																																												|-Branch two:
% 59.96/25.11  																																												| (763)  ~ (all_0_55_55 = e4)
% 59.96/25.11  																																												| (764) all_0_56_56 = e4 | all_0_57_57 = e4 | all_0_58_58 = e4
% 59.96/25.11  																																												|
% 59.96/25.11  																																													+-Applying beta-rule and splitting (909), into two cases.
% 59.96/25.11  																																													|-Branch one:
% 59.96/25.11  																																													| (910) all_0_58_58 = e4
% 59.96/25.11  																																													|
% 59.96/25.11  																																														| Equations (910) can reduce 451 to:
% 59.96/25.11  																																														| (266) $false
% 59.96/25.11  																																														|
% 59.96/25.11  																																														|-The branch is then unsatisfiable
% 59.96/25.11  																																													|-Branch two:
% 59.96/25.11  																																													| (451)  ~ (all_0_58_58 = e4)
% 59.96/25.11  																																													| (913) all_0_58_58 = e3 | all_0_58_58 = e1 | all_0_58_58 = e0
% 59.96/25.11  																																													|
% 59.96/25.11  																																														+-Applying beta-rule and splitting (836), into two cases.
% 59.96/25.11  																																														|-Branch one:
% 59.96/25.11  																																														| (842) all_0_56_56 = e4
% 59.96/25.11  																																														|
% 59.96/25.11  																																															| From (842) and (111) follows:
% 59.96/25.11  																																															| (2154) op(e0, e2) = e4
% 59.96/25.11  																																															|
% 59.96/25.11  																																															+-Applying beta-rule and splitting (913), into two cases.
% 59.96/25.11  																																															|-Branch one:
% 59.96/25.11  																																															| (914) all_0_58_58 = e0
% 59.96/25.11  																																															|
% 59.96/25.11  																																																| Equations (914) can reduce 491 to:
% 59.96/25.11  																																																| (266) $false
% 59.96/25.11  																																																|
% 59.96/25.11  																																																|-The branch is then unsatisfiable
% 59.96/25.11  																																															|-Branch two:
% 59.96/25.11  																																															| (491)  ~ (all_0_58_58 = e0)
% 59.96/25.11  																																															| (917) all_0_58_58 = e3 | all_0_58_58 = e1
% 59.96/25.11  																																															|
% 59.96/25.11  																																																+-Applying beta-rule and splitting (917), into two cases.
% 59.96/25.11  																																																|-Branch one:
% 59.96/25.11  																																																| (918) all_0_58_58 = e1
% 59.96/25.11  																																																|
% 59.96/25.11  																																																	| Equations (918) can reduce 491 to:
% 59.96/25.11  																																																	| (233)  ~ (e1 = e0)
% 59.96/25.11  																																																	|
% 59.96/25.11  																																																	+-Applying beta-rule and splitting (56), into two cases.
% 59.96/25.11  																																																	|-Branch one:
% 59.96/25.11  																																																	| (696) unit = e2
% 59.96/25.11  																																																	|
% 59.96/25.11  																																																		| From (696) and (209) follows:
% 59.96/25.11  																																																		| (7585) op(e2, e0) = e0
% 59.96/25.11  																																																		|
% 59.96/25.11  																																																		| From (696) and (28) follows:
% 59.96/25.11  																																																		| (699) op(e1, e2) = e1
% 59.96/25.11  																																																		|
% 59.96/25.11  																																																		| Instantiating formula (29) with e2, e0, e0, e3 and discharging atoms op(e2, e0) = e3, op(e2, e0) = e0, yields:
% 59.96/25.11  																																																		| (676) e3 = e0
% 59.96/25.11  																																																		|
% 59.96/25.11  																																																		| Instantiating formula (29) with e1, e2, e1, e3 and discharging atoms op(e1, e2) = e3, op(e1, e2) = e1, yields:
% 59.96/25.11  																																																		| (455) e3 = e1
% 59.96/25.11  																																																		|
% 59.96/25.11  																																																		| Combining equations (455,676) yields a new equation:
% 59.96/25.11  																																																		| (546) e1 = e0
% 59.96/25.11  																																																		|
% 59.96/25.11  																																																		| Simplifying 546 yields:
% 59.96/25.11  																																																		| (431) e1 = e0
% 59.96/25.11  																																																		|
% 59.96/25.11  																																																		| Equations (431) can reduce 233 to:
% 59.96/25.11  																																																		| (266) $false
% 59.96/25.11  																																																		|
% 59.96/25.11  																																																		|-The branch is then unsatisfiable
% 59.96/25.11  																																																	|-Branch two:
% 59.96/25.11  																																																	| (707)  ~ (unit = e2)
% 59.96/25.11  																																																	| (708) unit = e4 | unit = e3 | unit = e1 | unit = e0
% 59.96/25.11  																																																	|
% 59.96/25.11  																																																		+-Applying beta-rule and splitting (708), into two cases.
% 59.96/25.11  																																																		|-Branch one:
% 59.96/25.11  																																																		| (709) unit = e4
% 59.96/25.11  																																																		|
% 59.96/25.11  																																																			| From (709) and (24) follows:
% 59.96/25.12  																																																			| (33325) op(e4, e3) = e3
% 59.96/25.12  																																																			|
% 59.96/25.12  																																																			| From (709) and (227) follows:
% 59.96/25.12  																																																			| (710) op(e4, e4) = e4
% 59.96/25.12  																																																			|
% 59.96/25.12  																																																			| From (709) and (42) follows:
% 59.96/25.12  																																																			| (713) op(e0, e4) = e0
% 59.96/25.12  																																																			|
% 59.96/25.12  																																																			| Instantiating formula (29) with e4, e4, e4, e1 and discharging atoms op(e4, e4) = e4, op(e4, e4) = e1, yields:
% 59.96/25.12  																																																			| (630) e4 = e1
% 59.96/25.12  																																																			|
% 59.96/25.12  																																																			| Instantiating formula (29) with e4, e3, e3, e4 and discharging atoms op(e4, e3) = e4, op(e4, e3) = e3, yields:
% 59.96/25.12  																																																			| (425) e4 = e3
% 59.96/25.12  																																																			|
% 59.96/25.12  																																																			| Instantiating formula (29) with e0, e4, e0, e3 and discharging atoms op(e0, e4) = e3, op(e0, e4) = e0, yields:
% 59.96/25.12  																																																			| (676) e3 = e0
% 59.96/25.12  																																																			|
% 59.96/25.12  																																																			| Combining equations (630,425) yields a new equation:
% 59.96/25.12  																																																			| (455) e3 = e1
% 59.96/25.12  																																																			|
% 59.96/25.12  																																																			| Combining equations (455,676) yields a new equation:
% 59.96/25.12  																																																			| (546) e1 = e0
% 59.96/25.12  																																																			|
% 59.96/25.12  																																																			| Simplifying 546 yields:
% 59.96/25.12  																																																			| (431) e1 = e0
% 59.96/25.12  																																																			|
% 59.96/25.12  																																																			| Equations (431) can reduce 233 to:
% 59.96/25.12  																																																			| (266) $false
% 59.96/25.12  																																																			|
% 59.96/25.12  																																																			|-The branch is then unsatisfiable
% 59.96/25.12  																																																		|-Branch two:
% 59.96/25.12  																																																		| (724)  ~ (unit = e4)
% 59.96/25.12  																																																		| (725) unit = e3 | unit = e1 | unit = e0
% 59.96/25.12  																																																		|
% 59.96/25.12  																																																			+-Applying beta-rule and splitting (725), into two cases.
% 59.96/25.12  																																																			|-Branch one:
% 59.96/25.12  																																																			| (726) unit = e0
% 59.96/25.12  																																																			|
% 59.96/25.12  																																																				| From (726) and (244) follows:
% 59.96/25.12  																																																				| (2207) op(e0, e4) = e4
% 59.96/25.12  																																																				|
% 59.96/25.12  																																																				| From (726) and (15) follows:
% 59.96/25.12  																																																				| (1508) op(e0, e2) = e2
% 59.96/25.12  																																																				|
% 59.96/25.12  																																																				| From (726) and (211) follows:
% 59.96/25.12  																																																				| (15180) op(e0, e1) = e1
% 59.96/25.12  																																																				|
% 59.96/25.12  																																																				| From (726) and (227) follows:
% 59.96/25.12  																																																				| (3205) op(e4, e0) = e4
% 59.96/25.12  																																																				|
% 59.96/25.12  																																																				| Instantiating formula (29) with e4, e0, e4, e0 and discharging atoms op(e4, e0) = e4, op(e4, e0) = e0, yields:
% 59.96/25.12  																																																				| (397) e4 = e0
% 59.96/25.12  																																																				|
% 59.96/25.12  																																																				| Instantiating formula (29) with e0, e4, e4, e3 and discharging atoms op(e0, e4) = e4, op(e0, e4) = e3, yields:
% 59.96/25.12  																																																				| (425) e4 = e3
% 59.96/25.12  																																																				|
% 59.96/25.12  																																																				| Instantiating formula (29) with e0, e2, e2, e4 and discharging atoms op(e0, e2) = e4, op(e0, e2) = e2, yields:
% 59.96/25.12  																																																				| (323) e4 = e2
% 59.96/25.12  																																																				|
% 59.96/25.12  																																																				| Instantiating formula (29) with e0, e1, e1, e2 and discharging atoms op(e0, e1) = e2, op(e0, e1) = e1, yields:
% 59.96/25.12  																																																				| (617) e2 = e1
% 59.96/25.12  																																																				|
% 59.96/25.12  																																																				| Combining equations (323,425) yields a new equation:
% 59.96/25.12  																																																				| (662) e3 = e2
% 59.96/25.12  																																																				|
% 59.96/25.12  																																																				| Combining equations (397,425) yields a new equation:
% 59.96/25.12  																																																				| (676) e3 = e0
% 59.96/25.12  																																																				|
% 59.96/25.12  																																																				| Combining equations (676,662) yields a new equation:
% 59.96/25.12  																																																				| (330) e2 = e0
% 59.96/25.12  																																																				|
% 59.96/25.12  																																																				| Combining equations (330,617) yields a new equation:
% 59.96/25.12  																																																				| (431) e1 = e0
% 59.96/25.12  																																																				|
% 59.96/25.12  																																																				| Equations (431) can reduce 233 to:
% 59.96/25.12  																																																				| (266) $false
% 59.96/25.12  																																																				|
% 59.96/25.12  																																																				|-The branch is then unsatisfiable
% 59.96/25.12  																																																			|-Branch two:
% 59.96/25.12  																																																			| (734)  ~ (unit = e0)
% 59.96/25.12  																																																			| (735) unit = e3 | unit = e1
% 59.96/25.12  																																																			|
% 59.96/25.12  																																																				+-Applying beta-rule and splitting (735), into two cases.
% 59.96/25.12  																																																				|-Branch one:
% 59.96/25.12  																																																				| (736) unit = e1
% 59.96/25.12  																																																				|
% 59.96/25.12  																																																					| Equations (736) can reduce 734 to:
% 59.96/25.12  																																																					| (233)  ~ (e1 = e0)
% 59.96/25.12  																																																					|
% 59.96/25.12  																																																					| From (736) and (24) follows:
% 59.96/25.12  																																																					| (1934) op(e1, e3) = e3
% 59.96/25.12  																																																					|
% 59.96/25.12  																																																					| From (736) and (15) follows:
% 59.96/25.12  																																																					| (515) op(e1, e2) = e2
% 59.96/25.12  																																																					|
% 59.96/25.12  																																																					| From (736) and (42) follows:
% 59.96/25.12  																																																					| (3221) op(e0, e1) = e0
% 59.96/25.12  																																																					|
% 59.96/25.12  																																																					| Instantiating formula (29) with e1, e3, e3, e1 and discharging atoms op(e1, e3) = e3, op(e1, e3) = e1, yields:
% 59.96/25.12  																																																					| (455) e3 = e1
% 59.96/25.12  																																																					|
% 59.96/25.12  																																																					| Instantiating formula (29) with e1, e2, e2, e3 and discharging atoms op(e1, e2) = e3, op(e1, e2) = e2, yields:
% 59.96/25.12  																																																					| (662) e3 = e2
% 59.96/25.12  																																																					|
% 59.96/25.12  																																																					| Instantiating formula (29) with e0, e1, e0, e2 and discharging atoms op(e0, e1) = e2, op(e0, e1) = e0, yields:
% 59.96/25.12  																																																					| (330) e2 = e0
% 59.96/25.12  																																																					|
% 59.96/25.12  																																																					| Combining equations (662,455) yields a new equation:
% 59.96/25.12  																																																					| (616) e2 = e1
% 59.96/25.12  																																																					|
% 59.96/25.12  																																																					| Simplifying 616 yields:
% 59.96/25.12  																																																					| (617) e2 = e1
% 59.96/25.12  																																																					|
% 59.96/25.12  																																																					| Combining equations (617,330) yields a new equation:
% 59.96/25.12  																																																					| (546) e1 = e0
% 59.96/25.12  																																																					|
% 59.96/25.12  																																																					| Simplifying 546 yields:
% 59.96/25.12  																																																					| (431) e1 = e0
% 59.96/25.12  																																																					|
% 59.96/25.12  																																																					| Equations (431) can reduce 233 to:
% 59.96/25.12  																																																					| (266) $false
% 59.96/25.12  																																																					|
% 59.96/25.12  																																																					|-The branch is then unsatisfiable
% 59.96/25.12  																																																				|-Branch two:
% 59.96/25.12  																																																				| (748)  ~ (unit = e1)
% 59.96/25.12  																																																				| (749) unit = e3
% 59.96/25.12  																																																				|
% 59.96/25.12  																																																					| From (749) and (244) follows:
% 59.96/25.12  																																																					| (750) op(e3, e4) = e4
% 59.96/25.12  																																																					|
% 59.96/25.12  																																																					| From (749) and (15) follows:
% 59.96/25.12  																																																					| (751) op(e3, e2) = e2
% 59.96/25.12  																																																					|
% 59.96/25.12  																																																					| From (749) and (209) follows:
% 59.96/25.12  																																																					| (1667) op(e3, e0) = e0
% 59.96/25.12  																																																					|
% 59.96/25.12  																																																					| Instantiating formula (29) with e3, e4, e4, e2 and discharging atoms op(e3, e4) = e4, op(e3, e4) = e2, yields:
% 59.96/25.12  																																																					| (323) e4 = e2
% 59.96/25.12  																																																					|
% 59.96/25.12  																																																					| Instantiating formula (29) with e3, e2, e2, e1 and discharging atoms op(e3, e2) = e2, op(e3, e2) = e1, yields:
% 59.96/25.12  																																																					| (617) e2 = e1
% 59.96/25.12  																																																					|
% 59.96/25.12  																																																					| Instantiating formula (29) with e3, e0, e0, e4 and discharging atoms op(e3, e0) = e4, op(e3, e0) = e0, yields:
% 59.96/25.12  																																																					| (397) e4 = e0
% 59.96/25.12  																																																					|
% 59.96/25.12  																																																					| Combining equations (323,397) yields a new equation:
% 59.96/25.12  																																																					| (391) e2 = e0
% 59.96/25.12  																																																					|
% 59.96/25.12  																																																					| Simplifying 391 yields:
% 59.96/25.12  																																																					| (330) e2 = e0
% 59.96/25.12  																																																					|
% 59.96/25.12  																																																					| Combining equations (330,617) yields a new equation:
% 59.96/25.12  																																																					| (431) e1 = e0
% 59.96/25.12  																																																					|
% 59.96/25.12  																																																					| Equations (431) can reduce 233 to:
% 59.96/25.12  																																																					| (266) $false
% 59.96/25.12  																																																					|
% 59.96/25.12  																																																					|-The branch is then unsatisfiable
% 59.96/25.12  																																																|-Branch two:
% 59.96/25.12  																																																| (880)  ~ (all_0_58_58 = e1)
% 59.96/25.12  																																																| (795) all_0_58_58 = e3
% 59.96/25.12  																																																|
% 59.96/25.12  																																																	| Equations (795) can reduce 276 to:
% 59.96/25.12  																																																	| (266) $false
% 59.96/25.12  																																																	|
% 59.96/25.12  																																																	|-The branch is then unsatisfiable
% 59.96/25.12  																																														|-Branch two:
% 59.96/25.12  																																														| (477)  ~ (all_0_56_56 = e4)
% 59.96/25.12  																																														| (845) all_0_56_56 = e3 | all_0_56_56 = e1 | all_0_56_56 = e0
% 59.96/25.12  																																														|
% 59.96/25.12  																																															+-Applying beta-rule and splitting (764), into two cases.
% 59.96/25.12  																																															|-Branch one:
% 59.96/25.12  																																															| (842) all_0_56_56 = e4
% 59.96/25.12  																																															|
% 59.96/25.12  																																																| Equations (842) can reduce 477 to:
% 59.96/25.12  																																																| (266) $false
% 59.96/25.12  																																																|
% 59.96/25.12  																																																|-The branch is then unsatisfiable
% 59.96/25.12  																																															|-Branch two:
% 59.96/25.12  																																															| (477)  ~ (all_0_56_56 = e4)
% 59.96/25.12  																																															| (935) all_0_57_57 = e4 | all_0_58_58 = e4
% 59.96/25.12  																																															|
% 59.96/25.12  																																																+-Applying beta-rule and splitting (935), into two cases.
% 59.96/25.12  																																																|-Branch one:
% 59.96/25.12  																																																| (871) all_0_57_57 = e4
% 59.96/25.12  																																																|
% 59.96/25.12  																																																	| Combining equations (871,442) yields a new equation:
% 59.96/25.12  																																																	| (322) e4 = e2
% 59.96/25.12  																																																	|
% 59.96/25.12  																																																	| Simplifying 322 yields:
% 59.96/25.12  																																																	| (323) e4 = e2
% 59.96/25.12  																																																	|
% 59.96/25.12  																																																	| Equations (323) can reduce 48 to:
% 59.96/25.12  																																																	| (266) $false
% 59.96/25.12  																																																	|
% 59.96/25.12  																																																	|-The branch is then unsatisfiable
% 59.96/25.12  																																																|-Branch two:
% 59.96/25.12  																																																| (839)  ~ (all_0_57_57 = e4)
% 59.96/25.12  																																																| (910) all_0_58_58 = e4
% 59.96/25.12  																																																|
% 59.96/25.12  																																																	| Equations (910) can reduce 451 to:
% 59.96/25.12  																																																	| (266) $false
% 59.96/25.12  																																																	|
% 59.96/25.12  																																																	|-The branch is then unsatisfiable
% 59.96/25.12  																																							|-Branch two:
% 59.96/25.12  																																							| (1390)  ~ (all_0_44_44 = e4)
% 59.96/25.12  																																							| (1391) all_0_44_44 = e3 | all_0_44_44 = e1 | all_0_44_44 = e0
% 59.96/25.12  																																							|
% 59.96/25.12  																																								+-Applying beta-rule and splitting (150), into two cases.
% 59.96/25.12  																																								|-Branch one:
% 59.96/25.12  																																								| (1378) all_0_40_40 = e4
% 59.96/25.12  																																								|
% 59.96/25.12  																																									| Combining equations (1378,485) yields a new equation:
% 59.96/25.12  																																									| (481) e4 = e0
% 59.96/25.12  																																									|
% 59.96/25.12  																																									| Simplifying 481 yields:
% 59.96/25.12  																																									| (397) e4 = e0
% 59.96/25.12  																																									|
% 59.96/25.12  																																									| Equations (397) can reduce 49 to:
% 59.96/25.12  																																									| (266) $false
% 59.96/25.12  																																									|
% 59.96/25.12  																																									|-The branch is then unsatisfiable
% 59.96/25.12  																																								|-Branch two:
% 59.96/25.12  																																								| (447)  ~ (all_0_40_40 = e4)
% 59.96/25.12  																																								| (2271) all_0_44_44 = e4 | all_0_49_49 = e4 | all_0_53_53 = e4 | all_0_58_58 = e4
% 59.96/25.12  																																								|
% 59.96/25.12  																																									| Equations (485) can reduce 447 to:
% 59.96/25.12  																																									| (401)  ~ (e4 = e0)
% 59.96/25.12  																																									|
% 59.96/25.12  																																									| Simplifying 401 yields:
% 59.96/25.12  																																									| (49)  ~ (e4 = e0)
% 59.96/25.12  																																									|
% 59.96/25.12  																																									+-Applying beta-rule and splitting (171), into two cases.
% 59.96/25.12  																																									|-Branch one:
% 59.96/25.12  																																									| (265) all_0_54_54 = e4
% 59.96/25.12  																																									|
% 59.96/25.12  																																										| Combining equations (265,268) yields a new equation:
% 59.96/25.12  																																										| (424) e4 = e3
% 59.96/25.12  																																										|
% 59.96/25.12  																																										| Simplifying 424 yields:
% 59.96/25.12  																																										| (425) e4 = e3
% 59.96/25.12  																																										|
% 59.96/25.12  																																										| Equations (425) can reduce 188 to:
% 59.96/25.12  																																										| (266) $false
% 59.96/25.12  																																										|
% 59.96/25.12  																																										|-The branch is then unsatisfiable
% 59.96/25.12  																																									|-Branch two:
% 59.96/25.12  																																									| (258)  ~ (all_0_54_54 = e4)
% 59.96/25.12  																																									| (575) all_0_55_55 = e4 | all_0_56_56 = e4 | all_0_57_57 = e4 | all_0_58_58 = e4
% 59.96/25.12  																																									|
% 59.96/25.12  																																										+-Applying beta-rule and splitting (575), into two cases.
% 59.96/25.12  																																										|-Branch one:
% 59.96/25.12  																																										| (587) all_0_55_55 = e4
% 59.96/25.12  																																										|
% 59.96/25.12  																																											| Combining equations (858,587) yields a new equation:
% 59.96/25.12  																																											| (397) e4 = e0
% 59.96/25.12  																																											|
% 59.96/25.12  																																											| Equations (397) can reduce 49 to:
% 59.96/25.12  																																											| (266) $false
% 59.96/25.12  																																											|
% 59.96/25.12  																																											|-The branch is then unsatisfiable
% 59.96/25.12  																																										|-Branch two:
% 59.96/25.12  																																										| (763)  ~ (all_0_55_55 = e4)
% 59.96/25.12  																																										| (764) all_0_56_56 = e4 | all_0_57_57 = e4 | all_0_58_58 = e4
% 59.96/25.12  																																										|
% 59.96/25.12  																																											| Equations (858) can reduce 763 to:
% 59.96/25.12  																																											| (401)  ~ (e4 = e0)
% 59.96/25.12  																																											|
% 59.96/25.12  																																											| Simplifying 401 yields:
% 59.96/25.12  																																											| (49)  ~ (e4 = e0)
% 59.96/25.12  																																											|
% 59.96/25.12  																																											+-Applying beta-rule and splitting (441), into two cases.
% 59.96/25.12  																																											|-Branch one:
% 59.96/25.12  																																											| (1392) all_0_42_42 = e4
% 59.96/25.12  																																											|
% 59.96/25.12  																																												| Combining equations (1392,459) yields a new equation:
% 59.96/25.12  																																												| (636) e4 = e1
% 59.96/25.12  																																												|
% 59.96/25.12  																																												| Simplifying 636 yields:
% 59.96/25.12  																																												| (630) e4 = e1
% 59.96/25.12  																																												|
% 59.96/25.12  																																												| Equations (630) can reduce 110 to:
% 59.96/25.12  																																												| (266) $false
% 59.96/25.12  																																												|
% 59.96/25.12  																																												|-The branch is then unsatisfiable
% 59.96/25.12  																																											|-Branch two:
% 59.96/25.12  																																											| (1890)  ~ (all_0_42_42 = e4)
% 59.96/25.12  																																											| (1891) all_0_43_43 = e4 | all_0_44_44 = e4
% 59.96/25.12  																																											|
% 59.96/25.12  																																												+-Applying beta-rule and splitting (1891), into two cases.
% 59.96/25.12  																																												|-Branch one:
% 59.96/25.12  																																												| (396) all_0_43_43 = e4
% 59.96/25.12  																																												|
% 59.96/25.12  																																													| Combining equations (396,356) yields a new equation:
% 59.96/25.12  																																													| (481) e4 = e0
% 59.96/25.12  																																													|
% 59.96/25.12  																																													| Simplifying 481 yields:
% 59.96/25.12  																																													| (397) e4 = e0
% 59.96/25.12  																																													|
% 59.96/25.12  																																													| Equations (397) can reduce 49 to:
% 59.96/25.12  																																													| (266) $false
% 59.96/25.12  																																													|
% 59.96/25.12  																																													|-The branch is then unsatisfiable
% 59.96/25.12  																																												|-Branch two:
% 59.96/25.12  																																												| (399)  ~ (all_0_43_43 = e4)
% 59.96/25.12  																																												| (446) all_0_44_44 = e4
% 59.96/25.12  																																												|
% 59.96/25.12  																																													| Equations (446) can reduce 1390 to:
% 59.96/25.12  																																													| (266) $false
% 59.96/25.12  																																													|
% 59.96/25.12  																																													|-The branch is then unsatisfiable
% 59.96/25.12  																																					|-Branch two:
% 59.96/25.12  																																					| (1380)  ~ (all_0_42_42 = e1)
% 59.96/25.12  																																					| (3259) all_0_47_47 = e1 | all_0_51_51 = e1 | all_0_56_56 = e1
% 59.96/25.12  																																					|
% 59.96/25.12  																																						+-Applying beta-rule and splitting (152), into two cases.
% 59.96/25.12  																																						|-Branch one:
% 59.96/25.12  																																						| (1392) all_0_42_42 = e4
% 59.96/25.12  																																						|
% 59.96/25.12  																																							| Equations (1392) can reduce 73 to:
% 59.96/25.12  																																							| (1903)  ~ (all_0_44_44 = e4)
% 59.96/25.12  																																							|
% 59.96/25.12  																																							| Simplifying 1903 yields:
% 59.96/25.12  																																							| (1390)  ~ (all_0_44_44 = e4)
% 59.96/25.12  																																							|
% 59.96/25.12  																																							| Equations (1392) can reduce 236 to:
% 59.96/25.12  																																							| (476)  ~ (all_0_56_56 = e4)
% 59.96/25.12  																																							|
% 59.96/25.12  																																							| Simplifying 476 yields:
% 59.96/25.12  																																							| (477)  ~ (all_0_56_56 = e4)
% 59.96/25.12  																																							|
% 59.96/25.12  																																							| Equations (1392) can reduce 405 to:
% 59.96/25.12  																																							| (188)  ~ (e4 = e3)
% 59.96/25.12  																																							|
% 59.96/25.12  																																							| Equations (1392) can reduce 51 to:
% 59.96/25.12  																																							| (48)  ~ (e4 = e2)
% 59.96/25.12  																																							|
% 59.96/25.12  																																							| Equations (1392) can reduce 358 to:
% 59.96/25.12  																																							| (49)  ~ (e4 = e0)
% 59.96/25.12  																																							|
% 59.96/25.12  																																							| From (1392) and (210) follows:
% 59.96/25.12  																																							| (4074) op(e3, e2) = e4
% 59.96/25.12  																																							|
% 59.96/25.12  																																							+-Applying beta-rule and splitting (103), into two cases.
% 59.96/25.12  																																							|-Branch one:
% 59.96/25.12  																																							| (453) all_0_41_41 = e1
% 59.96/25.12  																																							|
% 59.96/25.12  																																								| Combining equations (453,403) yields a new equation:
% 59.96/25.12  																																								| (455) e3 = e1
% 59.96/25.12  																																								|
% 59.96/25.12  																																								| Equations (455) can reduce 213 to:
% 59.96/25.12  																																								| (266) $false
% 59.96/25.12  																																								|
% 59.96/25.12  																																								|-The branch is then unsatisfiable
% 59.96/25.12  																																							|-Branch two:
% 59.96/25.12  																																							| (457)  ~ (all_0_41_41 = e1)
% 59.96/25.12  																																							| (458) all_0_42_42 = e1 | all_0_43_43 = e1 | all_0_44_44 = e1
% 59.96/25.12  																																							|
% 59.96/25.12  																																								| Equations (403) can reduce 457 to:
% 59.96/25.12  																																								| (213)  ~ (e3 = e1)
% 59.96/25.12  																																								|
% 59.96/25.12  																																								+-Applying beta-rule and splitting (3259), into two cases.
% 59.96/25.12  																																								|-Branch one:
% 59.96/25.12  																																								| (654) all_0_47_47 = e1
% 59.96/25.12  																																								|
% 59.96/25.12  																																									| Combining equations (674,654) yields a new equation:
% 59.96/25.12  																																									| (431) e1 = e0
% 59.96/25.12  																																									|
% 59.96/25.12  																																									| Equations (431) can reduce 233 to:
% 59.96/25.12  																																									| (266) $false
% 59.96/25.12  																																									|
% 59.96/25.12  																																									|-The branch is then unsatisfiable
% 59.96/25.12  																																								|-Branch two:
% 59.96/25.12  																																								| (462)  ~ (all_0_47_47 = e1)
% 59.96/25.12  																																								| (3264) all_0_51_51 = e1 | all_0_56_56 = e1
% 59.96/25.12  																																								|
% 59.96/25.12  																																									+-Applying beta-rule and splitting (26), into two cases.
% 59.96/25.12  																																									|-Branch one:
% 59.96/25.12  																																									| (446) all_0_44_44 = e4
% 59.96/25.12  																																									|
% 59.96/25.12  																																										| Equations (446) can reduce 1390 to:
% 59.96/25.12  																																										| (266) $false
% 59.96/25.12  																																										|
% 59.96/25.12  																																										|-The branch is then unsatisfiable
% 59.96/25.12  																																									|-Branch two:
% 59.96/25.12  																																									| (1390)  ~ (all_0_44_44 = e4)
% 59.96/25.12  																																									| (1391) all_0_44_44 = e3 | all_0_44_44 = e1 | all_0_44_44 = e0
% 59.96/25.12  																																									|
% 59.96/25.12  																																										+-Applying beta-rule and splitting (3264), into two cases.
% 59.96/25.12  																																										|-Branch one:
% 59.96/25.12  																																										| (1109) all_0_51_51 = e1
% 59.96/25.12  																																										|
% 59.96/25.12  																																											| Combining equations (660,1109) yields a new equation:
% 59.96/25.12  																																											| (454) e3 = e1
% 59.96/25.12  																																											|
% 59.96/25.12  																																											| Simplifying 454 yields:
% 59.96/25.12  																																											| (455) e3 = e1
% 59.96/25.12  																																											|
% 59.96/25.12  																																											| Equations (455) can reduce 213 to:
% 59.96/25.12  																																											| (266) $false
% 59.96/25.12  																																											|
% 59.96/25.12  																																											|-The branch is then unsatisfiable
% 59.96/25.12  																																										|-Branch two:
% 59.96/25.12  																																										| (464)  ~ (all_0_51_51 = e1)
% 59.96/25.12  																																										| (1569) all_0_56_56 = e1
% 59.96/25.12  																																										|
% 59.96/25.12  																																											| Equations (1569) can reduce 477 to:
% 59.96/25.12  																																											| (602)  ~ (e4 = e1)
% 59.96/25.12  																																											|
% 59.96/25.12  																																											| Simplifying 602 yields:
% 59.96/25.12  																																											| (110)  ~ (e4 = e1)
% 59.96/25.12  																																											|
% 59.96/25.12  																																											| Equations (1569) can reduce 828 to:
% 59.96/25.12  																																											| (233)  ~ (e1 = e0)
% 59.96/25.12  																																											|
% 59.96/25.12  																																											+-Applying beta-rule and splitting (112), into two cases.
% 59.96/25.12  																																											|-Branch one:
% 59.96/25.12  																																											| (635) all_0_44_44 = e1
% 59.96/25.12  																																											|
% 59.96/25.12  																																												| Equations (635) can reduce 1390 to:
% 59.96/25.12  																																												| (602)  ~ (e4 = e1)
% 59.96/25.12  																																												|
% 59.96/25.12  																																												| Simplifying 602 yields:
% 59.96/25.12  																																												| (110)  ~ (e4 = e1)
% 59.96/25.12  																																												|
% 59.96/25.12  																																												| Equations (635) can reduce 360 to:
% 59.96/25.12  																																												| (233)  ~ (e1 = e0)
% 59.96/25.12  																																												|
% 59.96/25.12  																																												| From (635) and (138) follows:
% 59.96/25.12  																																												| (1423) op(e3, e0) = e1
% 59.96/25.12  																																												|
% 59.96/25.12  																																												+-Applying beta-rule and splitting (150), into two cases.
% 59.96/25.12  																																												|-Branch one:
% 59.96/25.12  																																												| (1378) all_0_40_40 = e4
% 59.96/25.12  																																												|
% 59.96/25.12  																																													| Combining equations (1378,485) yields a new equation:
% 59.96/25.12  																																													| (481) e4 = e0
% 59.96/25.12  																																													|
% 59.96/25.12  																																													| Simplifying 481 yields:
% 59.96/25.12  																																													| (397) e4 = e0
% 59.96/25.12  																																													|
% 59.96/25.12  																																													| Equations (397) can reduce 49 to:
% 59.96/25.12  																																													| (266) $false
% 59.96/25.12  																																													|
% 59.96/25.12  																																													|-The branch is then unsatisfiable
% 59.96/25.12  																																												|-Branch two:
% 59.96/25.12  																																												| (447)  ~ (all_0_40_40 = e4)
% 59.96/25.12  																																												| (2271) all_0_44_44 = e4 | all_0_49_49 = e4 | all_0_53_53 = e4 | all_0_58_58 = e4
% 59.96/25.12  																																												|
% 59.96/25.12  																																													+-Applying beta-rule and splitting (171), into two cases.
% 59.96/25.12  																																													|-Branch one:
% 59.96/25.12  																																													| (265) all_0_54_54 = e4
% 59.96/25.12  																																													|
% 59.96/25.12  																																														| Combining equations (268,265) yields a new equation:
% 59.96/25.12  																																														| (425) e4 = e3
% 59.96/25.12  																																														|
% 59.96/25.12  																																														| Equations (425) can reduce 188 to:
% 59.96/25.12  																																														| (266) $false
% 59.96/25.12  																																														|
% 59.96/25.12  																																														|-The branch is then unsatisfiable
% 59.96/25.12  																																													|-Branch two:
% 59.96/25.12  																																													| (258)  ~ (all_0_54_54 = e4)
% 59.96/25.12  																																													| (575) all_0_55_55 = e4 | all_0_56_56 = e4 | all_0_57_57 = e4 | all_0_58_58 = e4
% 59.96/25.12  																																													|
% 59.96/25.12  																																														| Equations (268) can reduce 258 to:
% 59.96/25.12  																																														| (277)  ~ (e4 = e3)
% 59.96/25.12  																																														|
% 59.96/25.12  																																														| Simplifying 277 yields:
% 59.96/25.12  																																														| (188)  ~ (e4 = e3)
% 59.96/25.12  																																														|
% 59.96/25.12  																																														+-Applying beta-rule and splitting (2271), into two cases.
% 59.96/25.12  																																														|-Branch one:
% 59.96/25.12  																																														| (446) all_0_44_44 = e4
% 59.96/25.12  																																														|
% 59.96/25.12  																																															| Combining equations (446,635) yields a new equation:
% 59.96/25.12  																																															| (636) e4 = e1
% 59.96/25.12  																																															|
% 59.96/25.12  																																															| Simplifying 636 yields:
% 59.96/25.12  																																															| (630) e4 = e1
% 59.96/25.12  																																															|
% 59.96/25.12  																																															| Equations (630) can reduce 110 to:
% 59.96/25.12  																																															| (266) $false
% 59.96/25.12  																																															|
% 59.96/25.12  																																															|-The branch is then unsatisfiable
% 59.96/25.12  																																														|-Branch two:
% 59.96/25.12  																																														| (1390)  ~ (all_0_44_44 = e4)
% 59.96/25.12  																																														| (7998) all_0_49_49 = e4 | all_0_53_53 = e4 | all_0_58_58 = e4
% 59.96/25.12  																																														|
% 59.96/25.13  																																															+-Applying beta-rule and splitting (7998), into two cases.
% 59.96/25.13  																																															|-Branch one:
% 59.96/25.13  																																															| (974) all_0_49_49 = e4
% 59.96/25.13  																																															|
% 59.96/25.13  																																																| Combining equations (884,974) yields a new equation:
% 59.96/25.13  																																																| (425) e4 = e3
% 59.96/25.13  																																																|
% 59.96/25.13  																																																| Equations (425) can reduce 188 to:
% 59.96/25.13  																																																| (266) $false
% 59.96/25.13  																																																|
% 59.96/25.13  																																																|-The branch is then unsatisfiable
% 59.96/25.13  																																															|-Branch two:
% 59.96/25.13  																																															| (256)  ~ (all_0_49_49 = e4)
% 59.96/25.13  																																															| (8013) all_0_53_53 = e4 | all_0_58_58 = e4
% 59.96/25.13  																																															|
% 59.96/25.13  																																																+-Applying beta-rule and splitting (8013), into two cases.
% 59.96/25.13  																																																|-Branch one:
% 59.96/25.13  																																																| (1298) all_0_53_53 = e4
% 59.96/25.13  																																																|
% 59.96/25.13  																																																	| Combining equations (607,1298) yields a new equation:
% 59.96/25.13  																																																	| (323) e4 = e2
% 59.96/25.13  																																																	|
% 59.96/25.13  																																																	| Equations (323) can reduce 48 to:
% 59.96/25.13  																																																	| (266) $false
% 59.96/25.13  																																																	|
% 59.96/25.13  																																																	|-The branch is then unsatisfiable
% 59.96/25.13  																																																|-Branch two:
% 59.96/25.13  																																																| (1453)  ~ (all_0_53_53 = e4)
% 59.96/25.13  																																																| (910) all_0_58_58 = e4
% 59.96/25.13  																																																|
% 59.96/25.13  																																																	| From (910) and (245) follows:
% 59.96/25.13  																																																	| (2661) op(e0, e0) = e4
% 59.96/25.13  																																																	|
% 59.96/25.13  																																																	+-Applying beta-rule and splitting (56), into two cases.
% 59.96/25.13  																																																	|-Branch one:
% 59.96/25.13  																																																	| (696) unit = e2
% 59.96/25.13  																																																	|
% 59.96/25.13  																																																		| From (696) and (227) follows:
% 59.96/25.13  																																																		| (4284) op(e4, e2) = e4
% 59.96/25.13  																																																		|
% 59.96/25.13  																																																		| From (696) and (40) follows:
% 59.96/25.13  																																																		| (4285) op(e3, e2) = e3
% 59.96/25.13  																																																		|
% 59.96/25.13  																																																		| From (696) and (32) follows:
% 59.96/25.13  																																																		| (698) op(e2, e2) = e2
% 59.96/25.13  																																																		|
% 59.96/25.13  																																																		| From (696) and (28) follows:
% 59.96/25.13  																																																		| (699) op(e1, e2) = e1
% 59.96/25.13  																																																		|
% 59.96/25.13  																																																		| Instantiating formula (29) with e4, e2, e4, e2 and discharging atoms op(e4, e2) = e4, op(e4, e2) = e2, yields:
% 59.96/25.13  																																																		| (323) e4 = e2
% 59.96/25.13  																																																		|
% 59.96/25.13  																																																		| Instantiating formula (29) with e3, e2, e3, e4 and discharging atoms op(e3, e2) = e4, op(e3, e2) = e3, yields:
% 59.96/25.13  																																																		| (425) e4 = e3
% 59.96/25.13  																																																		|
% 59.96/25.13  																																																		| Instantiating formula (29) with e2, e2, e2, e0 and discharging atoms op(e2, e2) = e2, op(e2, e2) = e0, yields:
% 59.96/25.13  																																																		| (330) e2 = e0
% 59.96/25.13  																																																		|
% 59.96/25.13  																																																		| Instantiating formula (29) with e1, e2, e1, e3 and discharging atoms op(e1, e2) = e3, op(e1, e2) = e1, yields:
% 59.96/25.13  																																																		| (455) e3 = e1
% 59.96/25.13  																																																		|
% 59.96/25.13  																																																		| Combining equations (323,425) yields a new equation:
% 59.96/25.13  																																																		| (662) e3 = e2
% 59.96/25.13  																																																		|
% 59.96/25.13  																																																		| Combining equations (662,455) yields a new equation:
% 59.96/25.13  																																																		| (616) e2 = e1
% 59.96/25.13  																																																		|
% 59.96/25.13  																																																		| Simplifying 616 yields:
% 59.96/25.13  																																																		| (617) e2 = e1
% 59.96/25.13  																																																		|
% 59.96/25.13  																																																		| Combining equations (617,330) yields a new equation:
% 59.96/25.13  																																																		| (546) e1 = e0
% 59.96/25.13  																																																		|
% 59.96/25.13  																																																		| Simplifying 546 yields:
% 59.96/25.13  																																																		| (431) e1 = e0
% 59.96/25.13  																																																		|
% 59.96/25.13  																																																		| Equations (431) can reduce 233 to:
% 59.96/25.13  																																																		| (266) $false
% 59.96/25.13  																																																		|
% 59.96/25.13  																																																		|-The branch is then unsatisfiable
% 59.96/25.13  																																																	|-Branch two:
% 59.96/25.13  																																																	| (707)  ~ (unit = e2)
% 59.96/25.13  																																																	| (708) unit = e4 | unit = e3 | unit = e1 | unit = e0
% 59.96/25.13  																																																	|
% 59.96/25.13  																																																		+-Applying beta-rule and splitting (708), into two cases.
% 59.96/25.13  																																																		|-Branch one:
% 59.96/25.13  																																																		| (709) unit = e4
% 59.96/25.13  																																																		|
% 59.96/25.13  																																																			| From (709) and (24) follows:
% 59.96/25.13  																																																			| (33325) op(e4, e3) = e3
% 59.96/25.13  																																																			|
% 59.96/25.13  																																																			| From (709) and (227) follows:
% 59.96/25.13  																																																			| (710) op(e4, e4) = e4
% 59.96/25.13  																																																			|
% 59.96/25.13  																																																			| From (709) and (42) follows:
% 59.96/25.13  																																																			| (713) op(e0, e4) = e0
% 59.96/25.13  																																																			|
% 59.96/25.13  																																																			| Instantiating formula (29) with e4, e4, e4, e1 and discharging atoms op(e4, e4) = e4, op(e4, e4) = e1, yields:
% 59.96/25.13  																																																			| (630) e4 = e1
% 59.96/25.13  																																																			|
% 59.96/25.13  																																																			| Instantiating formula (29) with e4, e3, e3, e4 and discharging atoms op(e4, e3) = e4, op(e4, e3) = e3, yields:
% 59.96/25.13  																																																			| (425) e4 = e3
% 59.96/25.13  																																																			|
% 59.96/25.13  																																																			| Instantiating formula (29) with e0, e4, e0, e3 and discharging atoms op(e0, e4) = e3, op(e0, e4) = e0, yields:
% 59.96/25.13  																																																			| (676) e3 = e0
% 59.96/25.13  																																																			|
% 59.96/25.13  																																																			| Combining equations (630,425) yields a new equation:
% 59.96/25.13  																																																			| (455) e3 = e1
% 59.96/25.13  																																																			|
% 59.96/25.13  																																																			| Combining equations (455,676) yields a new equation:
% 59.96/25.13  																																																			| (546) e1 = e0
% 59.96/25.13  																																																			|
% 59.96/25.13  																																																			| Simplifying 546 yields:
% 59.96/25.13  																																																			| (431) e1 = e0
% 59.96/25.13  																																																			|
% 59.96/25.13  																																																			| Equations (431) can reduce 233 to:
% 59.96/25.13  																																																			| (266) $false
% 59.96/25.13  																																																			|
% 59.96/25.13  																																																			|-The branch is then unsatisfiable
% 59.96/25.13  																																																		|-Branch two:
% 59.96/25.13  																																																		| (724)  ~ (unit = e4)
% 59.96/25.13  																																																		| (725) unit = e3 | unit = e1 | unit = e0
% 59.96/25.13  																																																		|
% 59.96/25.13  																																																			+-Applying beta-rule and splitting (725), into two cases.
% 59.96/25.13  																																																			|-Branch one:
% 59.96/25.13  																																																			| (726) unit = e0
% 59.96/25.13  																																																			|
% 59.96/25.13  																																																				| From (726) and (244) follows:
% 59.96/25.13  																																																				| (2207) op(e0, e4) = e4
% 59.96/25.13  																																																				|
% 59.96/25.13  																																																				| From (726) and (211) follows:
% 59.96/25.13  																																																				| (15180) op(e0, e1) = e1
% 59.96/25.13  																																																				|
% 59.96/25.13  																																																				| From (726) and (32) follows:
% 59.96/25.13  																																																				| (727) op(e2, e0) = e2
% 59.96/25.13  																																																				|
% 59.96/25.13  																																																				| From (726) and (42) follows:
% 59.96/25.13  																																																				| (728) op(e0, e0) = e0
% 59.96/25.13  																																																				|
% 59.96/25.13  																																																				| Instantiating formula (29) with e2, e0, e2, e3 and discharging atoms op(e2, e0) = e3, op(e2, e0) = e2, yields:
% 59.96/25.13  																																																				| (662) e3 = e2
% 59.96/25.13  																																																				|
% 59.96/25.13  																																																				| Instantiating formula (29) with e0, e4, e4, e3 and discharging atoms op(e0, e4) = e4, op(e0, e4) = e3, yields:
% 59.96/25.13  																																																				| (425) e4 = e3
% 59.96/25.13  																																																				|
% 59.96/25.13  																																																				| Instantiating formula (29) with e0, e1, e1, e2 and discharging atoms op(e0, e1) = e2, op(e0, e1) = e1, yields:
% 59.96/25.13  																																																				| (617) e2 = e1
% 59.96/25.13  																																																				|
% 59.96/25.13  																																																				| Instantiating formula (29) with e0, e0, e0, e4 and discharging atoms op(e0, e0) = e4, op(e0, e0) = e0, yields:
% 59.96/25.13  																																																				| (397) e4 = e0
% 59.96/25.13  																																																				|
% 59.96/25.13  																																																				| Combining equations (425,397) yields a new equation:
% 59.96/25.13  																																																				| (675) e3 = e0
% 59.96/25.13  																																																				|
% 59.96/25.13  																																																				| Simplifying 675 yields:
% 59.96/25.13  																																																				| (676) e3 = e0
% 59.96/25.13  																																																				|
% 59.96/25.13  																																																				| Combining equations (662,676) yields a new equation:
% 59.96/25.13  																																																				| (391) e2 = e0
% 59.96/25.13  																																																				|
% 59.96/25.13  																																																				| Simplifying 391 yields:
% 59.96/25.13  																																																				| (330) e2 = e0
% 59.96/25.13  																																																				|
% 59.96/25.13  																																																				| Combining equations (330,617) yields a new equation:
% 59.96/25.13  																																																				| (431) e1 = e0
% 59.96/25.13  																																																				|
% 59.96/25.13  																																																				| Equations (431) can reduce 233 to:
% 59.96/25.13  																																																				| (266) $false
% 59.96/25.13  																																																				|
% 59.96/25.13  																																																				|-The branch is then unsatisfiable
% 59.96/25.13  																																																			|-Branch two:
% 59.96/25.13  																																																			| (734)  ~ (unit = e0)
% 59.96/25.13  																																																			| (735) unit = e3 | unit = e1
% 59.96/25.13  																																																			|
% 59.96/25.13  																																																				+-Applying beta-rule and splitting (735), into two cases.
% 59.96/25.13  																																																				|-Branch one:
% 59.96/25.13  																																																				| (736) unit = e1
% 59.96/25.13  																																																				|
% 59.96/25.13  																																																					| Equations (736) can reduce 734 to:
% 59.96/25.13  																																																					| (233)  ~ (e1 = e0)
% 59.96/25.13  																																																					|
% 59.96/25.13  																																																					| From (736) and (24) follows:
% 59.96/25.13  																																																					| (1934) op(e1, e3) = e3
% 59.96/25.13  																																																					|
% 59.96/25.13  																																																					| From (736) and (15) follows:
% 59.96/25.13  																																																					| (515) op(e1, e2) = e2
% 59.96/25.13  																																																					|
% 59.96/25.13  																																																					| From (736) and (42) follows:
% 59.96/25.13  																																																					| (3221) op(e0, e1) = e0
% 59.96/25.13  																																																					|
% 59.96/25.13  																																																					| Instantiating formula (29) with e1, e3, e3, e1 and discharging atoms op(e1, e3) = e3, op(e1, e3) = e1, yields:
% 59.96/25.13  																																																					| (455) e3 = e1
% 59.96/25.13  																																																					|
% 59.96/25.13  																																																					| Instantiating formula (29) with e1, e2, e2, e3 and discharging atoms op(e1, e2) = e3, op(e1, e2) = e2, yields:
% 59.96/25.13  																																																					| (662) e3 = e2
% 59.96/25.13  																																																					|
% 59.96/25.13  																																																					| Instantiating formula (29) with e0, e1, e0, e2 and discharging atoms op(e0, e1) = e2, op(e0, e1) = e0, yields:
% 59.96/25.13  																																																					| (330) e2 = e0
% 59.96/25.13  																																																					|
% 59.96/25.13  																																																					| Combining equations (662,455) yields a new equation:
% 59.96/25.13  																																																					| (616) e2 = e1
% 59.96/25.13  																																																					|
% 59.96/25.13  																																																					| Simplifying 616 yields:
% 59.96/25.13  																																																					| (617) e2 = e1
% 59.96/25.13  																																																					|
% 59.96/25.13  																																																					| Combining equations (617,330) yields a new equation:
% 59.96/25.13  																																																					| (546) e1 = e0
% 59.96/25.13  																																																					|
% 59.96/25.13  																																																					| Simplifying 546 yields:
% 59.96/25.13  																																																					| (431) e1 = e0
% 59.96/25.13  																																																					|
% 59.96/25.13  																																																					| Equations (431) can reduce 233 to:
% 59.96/25.13  																																																					| (266) $false
% 59.96/25.13  																																																					|
% 59.96/25.13  																																																					|-The branch is then unsatisfiable
% 59.96/25.13  																																																				|-Branch two:
% 59.96/25.13  																																																				| (748)  ~ (unit = e1)
% 59.96/25.13  																																																				| (749) unit = e3
% 59.96/25.13  																																																				|
% 59.96/25.13  																																																					| From (749) and (209) follows:
% 59.96/25.13  																																																					| (1667) op(e3, e0) = e0
% 59.96/25.13  																																																					|
% 59.96/25.13  																																																					| Instantiating formula (29) with e3, e0, e0, e1 and discharging atoms op(e3, e0) = e1, op(e3, e0) = e0, yields:
% 59.96/25.13  																																																					| (431) e1 = e0
% 59.96/25.13  																																																					|
% 59.96/25.13  																																																					| Equations (431) can reduce 233 to:
% 59.96/25.13  																																																					| (266) $false
% 59.96/25.13  																																																					|
% 59.96/25.13  																																																					|-The branch is then unsatisfiable
% 59.96/25.13  																																											|-Branch two:
% 59.96/25.13  																																											| (639)  ~ (all_0_44_44 = e1)
% 59.96/25.13  																																											| (640) all_0_49_49 = e1 | all_0_53_53 = e1 | all_0_58_58 = e1
% 59.96/25.13  																																											|
% 59.96/25.13  																																												+-Applying beta-rule and splitting (458), into two cases.
% 59.96/25.13  																																												|-Branch one:
% 59.96/25.13  																																												| (459) all_0_42_42 = e1
% 59.96/25.13  																																												|
% 59.96/25.13  																																													| Combining equations (459,1392) yields a new equation:
% 59.96/25.13  																																													| (630) e4 = e1
% 59.96/25.13  																																													|
% 59.96/25.13  																																													| Equations (630) can reduce 110 to:
% 59.96/25.13  																																													| (266) $false
% 59.96/25.13  																																													|
% 59.96/25.13  																																													|-The branch is then unsatisfiable
% 59.96/25.13  																																												|-Branch two:
% 59.96/25.13  																																												| (1380)  ~ (all_0_42_42 = e1)
% 59.96/25.13  																																												| (1381) all_0_43_43 = e1 | all_0_44_44 = e1
% 59.96/25.13  																																												|
% 59.96/25.13  																																													+-Applying beta-rule and splitting (1381), into two cases.
% 59.96/25.13  																																													|-Branch one:
% 59.96/25.13  																																													| (430) all_0_43_43 = e1
% 59.96/25.13  																																													|
% 59.96/25.13  																																														| Combining equations (430,356) yields a new equation:
% 59.96/25.13  																																														| (546) e1 = e0
% 59.96/25.13  																																														|
% 59.96/25.13  																																														| Simplifying 546 yields:
% 59.96/25.13  																																														| (431) e1 = e0
% 59.96/25.13  																																														|
% 59.96/25.13  																																														| Equations (431) can reduce 233 to:
% 59.96/25.13  																																														| (266) $false
% 59.96/25.13  																																														|
% 59.96/25.13  																																														|-The branch is then unsatisfiable
% 59.96/25.13  																																													|-Branch two:
% 59.96/25.13  																																													| (433)  ~ (all_0_43_43 = e1)
% 59.96/25.13  																																													| (635) all_0_44_44 = e1
% 59.96/25.13  																																													|
% 59.96/25.13  																																														| Equations (635) can reduce 639 to:
% 59.96/25.13  																																														| (266) $false
% 59.96/25.13  																																														|
% 59.96/25.13  																																														|-The branch is then unsatisfiable
% 59.96/25.13  																																						|-Branch two:
% 59.96/25.13  																																						| (1890)  ~ (all_0_42_42 = e4)
% 59.96/25.13  																																						| (1969) all_0_42_42 = e3 | all_0_42_42 = e1 | all_0_42_42 = e0
% 59.96/25.13  																																						|
% 59.96/25.13  																																							+-Applying beta-rule and splitting (103), into two cases.
% 59.96/25.13  																																							|-Branch one:
% 59.96/25.13  																																							| (453) all_0_41_41 = e1
% 59.96/25.13  																																							|
% 59.96/25.13  																																								| Combining equations (453,403) yields a new equation:
% 59.96/25.13  																																								| (455) e3 = e1
% 59.96/25.13  																																								|
% 59.96/25.13  																																								| Equations (455) can reduce 213 to:
% 59.96/25.13  																																								| (266) $false
% 59.96/25.13  																																								|
% 59.96/25.13  																																								|-The branch is then unsatisfiable
% 59.96/25.13  																																							|-Branch two:
% 59.96/25.13  																																							| (457)  ~ (all_0_41_41 = e1)
% 59.96/25.13  																																							| (458) all_0_42_42 = e1 | all_0_43_43 = e1 | all_0_44_44 = e1
% 59.96/25.13  																																							|
% 59.96/25.13  																																								+-Applying beta-rule and splitting (3259), into two cases.
% 59.96/25.13  																																								|-Branch one:
% 59.96/25.13  																																								| (654) all_0_47_47 = e1
% 59.96/25.13  																																								|
% 59.96/25.13  																																									| Combining equations (654,674) yields a new equation:
% 59.96/25.13  																																									| (546) e1 = e0
% 59.96/25.13  																																									|
% 59.96/25.13  																																									| Simplifying 546 yields:
% 59.96/25.13  																																									| (431) e1 = e0
% 59.96/25.13  																																									|
% 59.96/25.13  																																									| Equations (431) can reduce 233 to:
% 59.96/25.13  																																									| (266) $false
% 59.96/25.13  																																									|
% 59.96/25.13  																																									|-The branch is then unsatisfiable
% 59.96/25.13  																																								|-Branch two:
% 59.96/25.13  																																								| (462)  ~ (all_0_47_47 = e1)
% 59.96/25.13  																																								| (3264) all_0_51_51 = e1 | all_0_56_56 = e1
% 59.96/25.13  																																								|
% 59.96/25.13  																																									| Equations (674) can reduce 462 to:
% 59.96/25.13  																																									| (435)  ~ (e1 = e0)
% 59.96/25.13  																																									|
% 59.96/25.13  																																									| Simplifying 435 yields:
% 59.96/25.13  																																									| (233)  ~ (e1 = e0)
% 59.96/25.13  																																									|
% 59.96/25.13  																																									+-Applying beta-rule and splitting (458), into two cases.
% 59.96/25.13  																																									|-Branch one:
% 59.96/25.13  																																									| (459) all_0_42_42 = e1
% 59.96/25.13  																																									|
% 59.96/25.13  																																										| Equations (459) can reduce 1380 to:
% 59.96/25.13  																																										| (266) $false
% 59.96/25.13  																																										|
% 59.96/25.13  																																										|-The branch is then unsatisfiable
% 59.96/25.13  																																									|-Branch two:
% 59.96/25.13  																																									| (1380)  ~ (all_0_42_42 = e1)
% 59.96/25.13  																																									| (1381) all_0_43_43 = e1 | all_0_44_44 = e1
% 59.96/25.13  																																									|
% 59.96/25.13  																																										+-Applying beta-rule and splitting (1381), into two cases.
% 59.96/25.13  																																										|-Branch one:
% 59.96/25.13  																																										| (430) all_0_43_43 = e1
% 59.96/25.13  																																										|
% 59.96/25.13  																																											| Combining equations (430,356) yields a new equation:
% 59.96/25.13  																																											| (546) e1 = e0
% 59.96/25.13  																																											|
% 59.96/25.13  																																											| Simplifying 546 yields:
% 59.96/25.13  																																											| (431) e1 = e0
% 59.96/25.13  																																											|
% 59.96/25.13  																																											| Equations (431) can reduce 233 to:
% 59.96/25.13  																																											| (266) $false
% 59.96/25.13  																																											|
% 59.96/25.13  																																											|-The branch is then unsatisfiable
% 59.96/25.13  																																										|-Branch two:
% 59.96/25.13  																																										| (433)  ~ (all_0_43_43 = e1)
% 59.96/25.13  																																										| (635) all_0_44_44 = e1
% 59.96/25.13  																																										|
% 59.96/25.13  																																											| Equations (635) can reduce 181 to:
% 59.96/25.13  																																											| (879)  ~ (all_0_58_58 = e1)
% 59.96/25.13  																																											|
% 59.96/25.13  																																											| Simplifying 879 yields:
% 59.96/25.13  																																											| (880)  ~ (all_0_58_58 = e1)
% 59.96/25.13  																																											|
% 59.96/25.13  																																											| Equations (635) can reduce 147 to:
% 59.96/25.13  																																											| (604)  ~ (e2 = e1)
% 59.96/25.13  																																											|
% 59.96/25.13  																																											| Simplifying 604 yields:
% 59.96/25.13  																																											| (122)  ~ (e2 = e1)
% 59.96/25.13  																																											|
% 59.96/25.13  																																											| Equations (635) can reduce 360 to:
% 59.96/25.13  																																											| (233)  ~ (e1 = e0)
% 59.96/25.13  																																											|
% 59.96/25.13  																																											+-Applying beta-rule and splitting (216), into two cases.
% 59.96/25.13  																																											|-Branch one:
% 59.96/25.13  																																											| (629) all_0_55_55 = e1
% 59.96/25.13  																																											|
% 59.96/25.13  																																												| Combining equations (629,858) yields a new equation:
% 59.96/25.13  																																												| (546) e1 = e0
% 59.96/25.13  																																												|
% 59.96/25.13  																																												| Simplifying 546 yields:
% 59.96/25.13  																																												| (431) e1 = e0
% 59.96/25.13  																																												|
% 59.96/25.13  																																												| Equations (431) can reduce 233 to:
% 59.96/25.13  																																												| (266) $false
% 59.96/25.13  																																												|
% 59.96/25.13  																																												|-The branch is then unsatisfiable
% 59.96/25.13  																																											|-Branch two:
% 59.96/25.13  																																											| (632)  ~ (all_0_55_55 = e1)
% 59.96/25.13  																																											| (633) all_0_56_56 = e1 | all_0_57_57 = e1 | all_0_58_58 = e1
% 59.96/25.13  																																											|
% 59.96/25.13  																																												+-Applying beta-rule and splitting (633), into two cases.
% 59.96/25.13  																																												|-Branch one:
% 59.96/25.13  																																												| (1569) all_0_56_56 = e1
% 59.96/25.13  																																												|
% 59.96/25.13  																																													| Equations (1569) can reduce 236 to:
% 59.96/25.13  																																													| (1380)  ~ (all_0_42_42 = e1)
% 59.96/25.13  																																													|
% 59.96/25.13  																																													+-Applying beta-rule and splitting (1969), into two cases.
% 59.96/25.13  																																													|-Branch one:
% 59.96/25.13  																																													| (559) all_0_42_42 = e0
% 59.96/25.13  																																													|
% 59.96/25.13  																																														| Equations (559) can reduce 358 to:
% 59.96/25.13  																																														| (266) $false
% 59.96/25.13  																																														|
% 59.96/25.13  																																														|-The branch is then unsatisfiable
% 59.96/25.13  																																													|-Branch two:
% 59.96/25.13  																																													| (358)  ~ (all_0_42_42 = e0)
% 59.96/25.13  																																													| (2510) all_0_42_42 = e3 | all_0_42_42 = e1
% 59.96/25.13  																																													|
% 59.96/25.13  																																														+-Applying beta-rule and splitting (2510), into two cases.
% 59.96/25.13  																																														|-Branch one:
% 59.96/25.13  																																														| (459) all_0_42_42 = e1
% 59.96/25.13  																																														|
% 59.96/25.13  																																															| Equations (459) can reduce 1380 to:
% 59.96/25.13  																																															| (266) $false
% 59.96/25.13  																																															|
% 59.96/25.13  																																															|-The branch is then unsatisfiable
% 59.96/25.13  																																														|-Branch two:
% 59.96/25.13  																																														| (1380)  ~ (all_0_42_42 = e1)
% 59.96/25.13  																																														| (516) all_0_42_42 = e3
% 59.96/25.13  																																														|
% 59.96/25.13  																																															| Equations (516) can reduce 405 to:
% 59.96/25.13  																																															| (266) $false
% 59.96/25.13  																																															|
% 59.96/25.13  																																															|-The branch is then unsatisfiable
% 59.96/25.13  																																												|-Branch two:
% 59.96/25.13  																																												| (466)  ~ (all_0_56_56 = e1)
% 59.96/25.13  																																												| (1574) all_0_57_57 = e1 | all_0_58_58 = e1
% 59.96/25.13  																																												|
% 59.96/25.13  																																													+-Applying beta-rule and splitting (1574), into two cases.
% 59.96/25.13  																																													|-Branch one:
% 59.96/25.13  																																													| (647) all_0_57_57 = e1
% 59.96/25.13  																																													|
% 59.96/25.13  																																														| Combining equations (442,647) yields a new equation:
% 59.96/25.13  																																														| (616) e2 = e1
% 59.96/25.13  																																														|
% 59.96/25.13  																																														| Simplifying 616 yields:
% 59.96/25.13  																																														| (617) e2 = e1
% 59.96/25.13  																																														|
% 59.96/25.13  																																														| Equations (617) can reduce 122 to:
% 59.96/25.13  																																														| (266) $false
% 59.96/25.13  																																														|
% 59.96/25.13  																																														|-The branch is then unsatisfiable
% 59.96/25.13  																																													|-Branch two:
% 59.96/25.13  																																													| (1670)  ~ (all_0_57_57 = e1)
% 59.96/25.13  																																													| (918) all_0_58_58 = e1
% 59.96/25.13  																																													|
% 59.96/25.13  																																														| Equations (918) can reduce 880 to:
% 59.96/25.13  																																														| (266) $false
% 59.96/25.13  																																														|
% 59.96/25.13  																																														|-The branch is then unsatisfiable
% 59.96/25.14  																																				|-Branch two:
% 59.96/25.14  																																				| (664)  ~ (all_0_51_51 = e3)
% 59.96/25.14  																																				| (1097) all_0_56_56 = e3
% 59.96/25.14  																																				|
% 59.96/25.14  																																					| Equations (1097) can reduce 272 to:
% 59.96/25.14  																																					| (266) $false
% 59.96/25.14  																																					|
% 59.96/25.14  																																					|-The branch is then unsatisfiable
% 59.96/25.14  																																	|-Branch two:
% 59.96/25.14  																																	| (759)  ~ (all_0_50_50 = e1)
% 59.96/25.14  																																	| (629) all_0_55_55 = e1
% 59.96/25.14  																																	|
% 59.96/25.14  																																		| Combining equations (629,858) yields a new equation:
% 59.96/25.14  																																		| (546) e1 = e0
% 59.96/25.14  																																		|
% 59.96/25.14  																																		| Simplifying 546 yields:
% 59.96/25.14  																																		| (431) e1 = e0
% 59.96/25.14  																																		|
% 59.96/25.14  																																		| Equations (431) can reduce 233 to:
% 59.96/25.14  																																		| (266) $false
% 59.96/25.14  																																		|
% 59.96/25.14  																																		|-The branch is then unsatisfiable
% 59.96/25.14  																														|-Branch two:
% 59.96/25.14  																														| (1898)  ~ (all_0_41_41 = e3)
% 59.96/25.14  																														| (1923) all_0_46_46 = e3 | all_0_50_50 = e3 | all_0_55_55 = e3
% 59.96/25.14  																														|
% 59.96/25.14  																															+-Applying beta-rule and splitting (113), into two cases.
% 59.96/25.14  																															|-Branch one:
% 59.96/25.14  																															| (403) all_0_41_41 = e3
% 59.96/25.14  																															|
% 59.96/25.14  																																| Equations (403) can reduce 1898 to:
% 59.96/25.14  																																| (266) $false
% 59.96/25.14  																																|
% 59.96/25.14  																																|-The branch is then unsatisfiable
% 59.96/25.14  																															|-Branch two:
% 59.96/25.14  																															| (1898)  ~ (all_0_41_41 = e3)
% 59.96/25.14  																															| (1899) all_0_42_42 = e3 | all_0_44_44 = e3
% 59.96/25.14  																															|
% 59.96/25.14  																																+-Applying beta-rule and splitting (1899), into two cases.
% 59.96/25.14  																																|-Branch one:
% 59.96/25.14  																																| (516) all_0_42_42 = e3
% 59.96/25.14  																																|
% 59.96/25.14  																																	| Equations (516) can reduce 51 to:
% 59.96/25.14  																																	| (212)  ~ (e3 = e2)
% 59.96/25.14  																																	|
% 59.96/25.14  																																	| Equations (516) can reduce 358 to:
% 59.96/25.14  																																	| (80)  ~ (e3 = e0)
% 59.96/25.14  																																	|
% 59.96/25.14  																																	+-Applying beta-rule and splitting (1923), into two cases.
% 59.96/25.14  																																	|-Branch one:
% 59.96/25.14  																																	| (1557) all_0_46_46 = e3
% 59.96/25.14  																																	|
% 59.96/25.14  																																		| Combining equations (1557,1794) yields a new equation:
% 59.96/25.14  																																		| (661) e3 = e2
% 59.96/25.14  																																		|
% 59.96/25.14  																																		| Simplifying 661 yields:
% 59.96/25.14  																																		| (662) e3 = e2
% 59.96/25.14  																																		|
% 59.96/25.14  																																		| Equations (662) can reduce 212 to:
% 59.96/25.14  																																		| (266) $false
% 59.96/25.14  																																		|
% 59.96/25.14  																																		|-The branch is then unsatisfiable
% 59.96/25.14  																																	|-Branch two:
% 59.96/25.14  																																	| (409)  ~ (all_0_46_46 = e3)
% 59.96/25.14  																																	| (4042) all_0_50_50 = e3 | all_0_55_55 = e3
% 59.96/25.14  																																	|
% 59.96/25.14  																																		+-Applying beta-rule and splitting (4042), into two cases.
% 59.96/25.14  																																		|-Branch one:
% 59.96/25.14  																																		| (415) all_0_50_50 = e3
% 59.96/25.14  																																		|
% 59.96/25.14  																																			| Equations (415) can reduce 411 to:
% 59.96/25.14  																																			| (266) $false
% 59.96/25.14  																																			|
% 59.96/25.14  																																			|-The branch is then unsatisfiable
% 59.96/25.14  																																		|-Branch two:
% 59.96/25.14  																																		| (411)  ~ (all_0_50_50 = e3)
% 59.96/25.14  																																		| (2336) all_0_55_55 = e3
% 59.96/25.14  																																		|
% 59.96/25.14  																																			| Combining equations (2336,858) yields a new equation:
% 59.96/25.14  																																			| (675) e3 = e0
% 59.96/25.14  																																			|
% 59.96/25.14  																																			| Simplifying 675 yields:
% 59.96/25.14  																																			| (676) e3 = e0
% 59.96/25.14  																																			|
% 59.96/25.14  																																			| Equations (676) can reduce 80 to:
% 59.96/25.14  																																			| (266) $false
% 59.96/25.14  																																			|
% 59.96/25.14  																																			|-The branch is then unsatisfiable
% 59.96/25.14  																																|-Branch two:
% 59.96/25.14  																																| (405)  ~ (all_0_42_42 = e3)
% 59.96/25.14  																																| (532) all_0_44_44 = e3
% 59.96/25.14  																																|
% 59.96/25.14  																																	| Equations (532) can reduce 407 to:
% 59.96/25.14  																																	| (266) $false
% 59.96/25.14  																																	|
% 59.96/25.14  																																	|-The branch is then unsatisfiable
% 59.96/25.14  																										|-Branch two:
% 59.96/25.14  																										| (509)  ~ (all_0_53_53 = e2)
% 59.96/25.14  																										| (624) all_0_58_58 = e2
% 59.96/25.14  																										|
% 59.96/25.14  																											| Equations (624) can reduce 908 to:
% 59.96/25.14  																											| (266) $false
% 59.96/25.14  																											|
% 59.96/25.14  																											|-The branch is then unsatisfiable
% 59.96/25.14  																						|-Branch two:
% 59.96/25.14  																						| (803)  ~ (all_0_55_55 = e0)
% 59.96/25.14  																						| (863) all_0_56_56 = e0 | all_0_57_57 = e0 | all_0_58_58 = e0
% 59.96/25.14  																						|
% 59.96/25.14  																							+-Applying beta-rule and splitting (243), into two cases.
% 59.96/25.14  																							|-Branch one:
% 59.96/25.14  																							| (329) all_0_38_38 = e0
% 59.96/25.14  																							|
% 59.96/25.14  																								| Combining equations (329,321) yields a new equation:
% 59.96/25.14  																								| (397) e4 = e0
% 59.96/25.14  																								|
% 59.96/25.14  																								| Equations (397) can reduce 49 to:
% 59.96/25.14  																								| (266) $false
% 59.96/25.14  																								|
% 59.96/25.14  																								|-The branch is then unsatisfiable
% 59.96/25.14  																							|-Branch two:
% 59.96/25.14  																							| (332)  ~ (all_0_38_38 = e0)
% 59.96/25.14  																							| (395) all_0_41_41 = e0 | all_0_46_46 = e0 | all_0_55_55 = e0
% 59.96/25.14  																							|
% 59.96/25.14  																								+-Applying beta-rule and splitting (377), into two cases.
% 59.96/25.14  																								|-Branch one:
% 59.96/25.14  																								| (583) all_0_49_49 = e2
% 59.96/25.14  																								|
% 59.96/25.14  																									| Equations (583) can reduce 340 to:
% 59.96/25.14  																									| (266) $false
% 59.96/25.14  																									|
% 59.96/25.14  																									|-The branch is then unsatisfiable
% 59.96/25.14  																								|-Branch two:
% 59.96/25.14  																								| (340)  ~ (all_0_49_49 = e2)
% 59.96/25.14  																								| (614) all_0_53_53 = e2 | all_0_58_58 = e2
% 59.96/25.14  																								|
% 59.96/25.14  																									+-Applying beta-rule and splitting (614), into two cases.
% 59.96/25.14  																									|-Branch one:
% 59.96/25.14  																									| (607) all_0_53_53 = e2
% 59.96/25.14  																									|
% 59.96/25.14  																										| Equations (607) can reduce 247 to:
% 59.96/25.14  																										| (128)  ~ (e2 = e0)
% 59.96/25.14  																										|
% 59.96/25.14  																										+-Applying beta-rule and splitting (395), into two cases.
% 59.96/25.14  																										|-Branch one:
% 59.96/25.14  																										| (794) all_0_41_41 = e0
% 59.96/25.14  																										|
% 59.96/25.14  																											| Equations (794) can reduce 357 to:
% 59.96/25.14  																											| (266) $false
% 59.96/25.14  																											|
% 59.96/25.14  																											|-The branch is then unsatisfiable
% 59.96/25.14  																										|-Branch two:
% 59.96/25.14  																										| (357)  ~ (all_0_41_41 = e0)
% 59.96/25.14  																										| (895) all_0_46_46 = e0 | all_0_55_55 = e0
% 59.96/25.14  																										|
% 59.96/25.14  																											+-Applying beta-rule and splitting (895), into two cases.
% 59.96/25.14  																											|-Branch one:
% 59.96/25.14  																											| (538) all_0_46_46 = e0
% 59.96/25.14  																											|
% 59.96/25.14  																												| Combining equations (1794,538) yields a new equation:
% 59.96/25.14  																												| (391) e2 = e0
% 59.96/25.14  																												|
% 59.96/25.14  																												| Simplifying 391 yields:
% 59.96/25.14  																												| (330) e2 = e0
% 59.96/25.14  																												|
% 59.96/25.14  																												| Equations (330) can reduce 128 to:
% 59.96/25.14  																												| (266) $false
% 59.96/25.14  																												|
% 59.96/25.14  																												|-The branch is then unsatisfiable
% 59.96/25.14  																											|-Branch two:
% 59.96/25.14  																											| (831)  ~ (all_0_46_46 = e0)
% 59.96/25.14  																											| (858) all_0_55_55 = e0
% 59.96/25.14  																											|
% 59.96/25.14  																												| Equations (858) can reduce 803 to:
% 59.96/25.14  																												| (266) $false
% 59.96/25.14  																												|
% 59.96/25.14  																												|-The branch is then unsatisfiable
% 59.96/25.14  																									|-Branch two:
% 59.96/25.14  																									| (509)  ~ (all_0_53_53 = e2)
% 59.96/25.14  																									| (624) all_0_58_58 = e2
% 59.96/25.14  																									|
% 59.96/25.14  																										| Equations (624) can reduce 908 to:
% 59.96/25.14  																										| (266) $false
% 59.96/25.14  																										|
% 59.96/25.14  																										|-The branch is then unsatisfiable
% 59.96/25.14  																					|-Branch two:
% 59.96/25.14  																					| (678)  ~ (all_0_47_47 = e0)
% 59.96/25.14  																					| (1278) all_0_48_48 = e0 | all_0_49_49 = e0
% 59.96/25.14  																					|
% 59.96/25.14  																						+-Applying beta-rule and splitting (1278), into two cases.
% 59.96/25.14  																						|-Branch one:
% 59.96/25.14  																						| (1279) all_0_48_48 = e0
% 59.96/25.14  																						|
% 59.96/25.14  																							| Combining equations (615,1279) yields a new equation:
% 59.96/25.14  																							| (546) e1 = e0
% 59.96/25.14  																							|
% 59.96/25.14  																							| Simplifying 546 yields:
% 59.96/25.14  																							| (431) e1 = e0
% 59.96/25.14  																							|
% 59.96/25.14  																							| Equations (431) can reduce 233 to:
% 59.96/25.14  																							| (266) $false
% 59.96/25.14  																							|
% 59.96/25.14  																							|-The branch is then unsatisfiable
% 59.96/25.14  																						|-Branch two:
% 59.96/25.14  																						| (1283)  ~ (all_0_48_48 = e0)
% 59.96/25.14  																						| (978) all_0_49_49 = e0
% 59.96/25.14  																						|
% 59.96/25.14  																							| Equations (978) can reduce 487 to:
% 59.96/25.14  																							| (266) $false
% 59.96/25.14  																							|
% 59.96/25.14  																							|-The branch is then unsatisfiable
% 59.96/25.14  																		|-Branch two:
% 59.96/25.14  																		| (300)  ~ (all_0_46_46 = e2)
% 59.96/25.14  																		| (10171) all_0_47_47 = e2 | all_0_48_48 = e2 | all_0_49_49 = e2
% 59.96/25.14  																		|
% 59.96/25.14  																			+-Applying beta-rule and splitting (117), into two cases.
% 59.96/25.14  																			|-Branch one:
% 59.96/25.14  																			| (292) all_0_38_38 = e2
% 59.96/25.14  																			|
% 59.96/25.14  																				| Combining equations (292,321) yields a new equation:
% 59.96/25.14  																				| (323) e4 = e2
% 59.96/25.14  																				|
% 59.96/25.14  																				| Equations (323) can reduce 48 to:
% 59.96/25.14  																				| (266) $false
% 59.96/25.14  																				|
% 59.96/25.14  																				|-The branch is then unsatisfiable
% 59.96/25.14  																			|-Branch two:
% 59.96/25.14  																			| (9600)  ~ (all_0_38_38 = e2)
% 59.96/25.14  																			| (24424) all_0_46_46 = e2 | all_0_50_50 = e2 | all_0_55_55 = e2
% 59.96/25.14  																			|
% 59.96/25.14  																				+-Applying beta-rule and splitting (24424), into two cases.
% 59.96/25.14  																				|-Branch one:
% 59.96/25.14  																				| (1794) all_0_46_46 = e2
% 59.96/25.14  																				|
% 59.96/25.14  																					| Equations (1794) can reduce 300 to:
% 59.96/25.14  																					| (266) $false
% 59.96/25.14  																					|
% 59.96/25.14  																					|-The branch is then unsatisfiable
% 59.96/25.14  																				|-Branch two:
% 59.96/25.14  																				| (300)  ~ (all_0_46_46 = e2)
% 59.96/25.14  																				| (24428) all_0_50_50 = e2 | all_0_55_55 = e2
% 59.96/25.14  																				|
% 59.96/25.14  																					+-Applying beta-rule and splitting (24428), into two cases.
% 59.96/25.14  																					|-Branch one:
% 59.96/25.14  																					| (378) all_0_50_50 = e2
% 59.96/25.14  																					|
% 59.96/25.14  																						| Equations (378) can reduce 221 to:
% 59.96/25.14  																						| (85)  ~ (all_0_41_41 = e2)
% 59.96/25.14  																						|
% 59.96/25.14  																						| Equations (378) can reduce 59 to:
% 59.96/25.14  																						| (17668)  ~ (all_0_51_51 = e2)
% 59.96/25.14  																						|
% 60.03/25.14  																						| Simplifying 17668 yields:
% 60.03/25.14  																						| (1099)  ~ (all_0_51_51 = e2)
% 60.03/25.14  																						|
% 60.03/25.14  																						| Equations (378) can reduce 93 to:
% 60.03/25.14  																						| (303)  ~ (all_0_55_55 = e2)
% 60.03/25.14  																						|
% 60.03/25.14  																						| Simplifying 303 yields:
% 60.03/25.14  																						| (304)  ~ (all_0_55_55 = e2)
% 60.03/25.14  																						|
% 60.03/25.14  																						| From (378) and (242) follows:
% 60.03/25.14  																						| (26152) op(e1, e3) = e2
% 60.03/25.14  																						|
% 60.03/25.14  																						+-Applying beta-rule and splitting (10171), into two cases.
% 60.03/25.14  																						|-Branch one:
% 60.03/25.14  																						| (1105) all_0_47_47 = e2
% 60.03/25.14  																						|
% 60.03/25.14  																							| Equations (1105) can reduce 338 to:
% 60.03/25.14  																							| (266) $false
% 60.03/25.14  																							|
% 60.03/25.14  																							|-The branch is then unsatisfiable
% 60.03/25.14  																						|-Branch two:
% 60.03/25.14  																						| (338)  ~ (all_0_47_47 = e2)
% 60.03/25.14  																						| (10761) all_0_48_48 = e2 | all_0_49_49 = e2
% 60.03/25.14  																						|
% 60.03/25.14  																							+-Applying beta-rule and splitting (10761), into two cases.
% 60.03/25.14  																							|-Branch one:
% 60.03/25.14  																							| (335) all_0_48_48 = e2
% 60.03/25.14  																							|
% 60.03/25.14  																								| Combining equations (615,335) yields a new equation:
% 60.03/25.14  																								| (617) e2 = e1
% 60.03/25.14  																								|
% 60.03/25.14  																								| Equations (617) can reduce 122 to:
% 60.03/25.14  																								| (266) $false
% 60.03/25.14  																								|
% 60.03/25.14  																								|-The branch is then unsatisfiable
% 60.03/25.14  																							|-Branch two:
% 60.03/25.14  																							| (810)  ~ (all_0_48_48 = e2)
% 60.03/25.14  																							| (583) all_0_49_49 = e2
% 60.03/25.14  																							|
% 60.03/25.14  																								| Equations (583) can reduce 9 to:
% 60.03/25.14  																								| (147)  ~ (all_0_44_44 = e2)
% 60.03/25.14  																								|
% 60.03/25.14  																								| Equations (583) can reduce 208 to:
% 60.03/25.14  																								| (300)  ~ (all_0_46_46 = e2)
% 60.03/25.14  																								|
% 60.03/25.14  																								| Equations (583) can reduce 86 to:
% 60.03/25.14  																								| (338)  ~ (all_0_47_47 = e2)
% 60.03/25.14  																								|
% 60.03/25.14  																								| Equations (583) can reduce 119 to:
% 60.03/25.14  																								| (1186)  ~ (all_0_58_58 = e2)
% 60.03/25.14  																								|
% 60.03/25.15  																								| Simplifying 1186 yields:
% 60.03/25.15  																								| (908)  ~ (all_0_58_58 = e2)
% 60.03/25.15  																								|
% 60.03/25.15  																								| Equations (583) can reduce 256 to:
% 60.03/25.15  																								| (327)  ~ (e4 = e2)
% 60.03/25.15  																								|
% 60.03/25.15  																								| Simplifying 327 yields:
% 60.03/25.15  																								| (48)  ~ (e4 = e2)
% 60.03/25.15  																								|
% 60.03/25.15  																								| Equations (583) can reduce 1064 to:
% 60.03/25.15  																								| (122)  ~ (e2 = e1)
% 60.03/25.15  																								|
% 60.03/25.15  																								| Equations (583) can reduce 487 to:
% 60.03/25.15  																								| (128)  ~ (e2 = e0)
% 60.03/25.15  																								|
% 60.03/25.15  																								| From (583) and (55) follows:
% 60.03/25.15  																								| (727) op(e2, e0) = e2
% 60.03/25.15  																								|
% 60.03/25.15  																								+-Applying beta-rule and splitting (168), into two cases.
% 60.03/25.15  																								|-Branch one:
% 60.03/25.15  																								| (415) all_0_50_50 = e3
% 60.03/25.15  																								|
% 60.03/25.15  																									| Combining equations (378,415) yields a new equation:
% 60.03/25.15  																									| (662) e3 = e2
% 60.03/25.15  																									|
% 60.03/25.15  																									| Equations (662) can reduce 212 to:
% 60.03/25.15  																									| (266) $false
% 60.03/25.15  																									|
% 60.03/25.15  																									|-The branch is then unsatisfiable
% 60.03/25.15  																								|-Branch two:
% 60.03/25.15  																								| (411)  ~ (all_0_50_50 = e3)
% 60.03/25.15  																								| (418) all_0_51_51 = e3 | all_0_53_53 = e3
% 60.03/25.15  																								|
% 60.03/25.15  																									| Equations (378) can reduce 411 to:
% 60.03/25.15  																									| (626)  ~ (e3 = e2)
% 60.03/25.15  																									|
% 60.03/25.15  																									| Simplifying 626 yields:
% 60.03/25.15  																									| (212)  ~ (e3 = e2)
% 60.03/25.15  																									|
% 60.03/25.15  																									+-Applying beta-rule and splitting (7), into two cases.
% 60.03/25.15  																									|-Branch one:
% 60.03/25.15  																									| (504) all_0_51_51 = e2
% 60.03/25.15  																									|
% 60.03/25.15  																										| Equations (504) can reduce 1099 to:
% 60.03/25.15  																										| (266) $false
% 60.03/25.15  																										|
% 60.03/25.15  																										|-The branch is then unsatisfiable
% 60.03/25.15  																									|-Branch two:
% 60.03/25.15  																									| (1099)  ~ (all_0_51_51 = e2)
% 60.03/25.15  																									| (1100) all_0_51_51 = e4 | all_0_51_51 = e3 | all_0_51_51 = e1
% 60.03/25.15  																									|
% 60.03/25.15  																										+-Applying beta-rule and splitting (189), into two cases.
% 60.03/25.15  																										|-Branch one:
% 60.03/25.15  																										| (532) all_0_44_44 = e3
% 60.03/25.15  																										|
% 60.03/25.15  																											| Equations (532) can reduce 220 to:
% 60.03/25.15  																											| (1114)  ~ (all_0_53_53 = e3)
% 60.03/25.15  																											|
% 60.03/25.15  																											| Simplifying 1114 yields:
% 60.03/25.15  																											| (903)  ~ (all_0_53_53 = e3)
% 60.03/25.15  																											|
% 60.03/25.15  																											| Equations (532) can reduce 181 to:
% 60.03/25.15  																											| (275)  ~ (all_0_58_58 = e3)
% 60.03/25.15  																											|
% 60.03/25.15  																											| Simplifying 275 yields:
% 60.03/25.15  																											| (276)  ~ (all_0_58_58 = e3)
% 60.03/25.15  																											|
% 60.03/25.15  																											| From (532) and (138) follows:
% 60.03/25.15  																											| (1639) op(e3, e0) = e3
% 60.03/25.15  																											|
% 60.03/25.15  																											+-Applying beta-rule and splitting (64), into two cases.
% 60.03/25.15  																											|-Branch one:
% 60.03/25.15  																											| (437) all_0_41_41 = e4
% 60.03/25.15  																											|
% 60.03/25.15  																												| Equations (437) can reduce 440 to:
% 60.03/25.15  																												| (266) $false
% 60.03/25.15  																												|
% 60.03/25.15  																												|-The branch is then unsatisfiable
% 60.03/25.15  																											|-Branch two:
% 60.03/25.15  																											| (440)  ~ (all_0_41_41 = e4)
% 60.03/25.15  																											| (441) all_0_42_42 = e4 | all_0_43_43 = e4 | all_0_44_44 = e4
% 60.03/25.15  																											|
% 60.03/25.15  																												+-Applying beta-rule and splitting (441), into two cases.
% 60.03/25.15  																												|-Branch one:
% 60.03/25.15  																												| (1392) all_0_42_42 = e4
% 60.03/25.15  																												|
% 60.03/25.15  																													| Equations (1392) can reduce 214 to:
% 60.03/25.15  																													| (440)  ~ (all_0_41_41 = e4)
% 60.03/25.15  																													|
% 60.03/25.15  																													| Equations (1392) can reduce 61 to:
% 60.03/25.15  																													| (474)  ~ (all_0_51_51 = e4)
% 60.03/25.15  																													|
% 60.03/25.15  																													| Simplifying 474 yields:
% 60.03/25.15  																													| (475)  ~ (all_0_51_51 = e4)
% 60.03/25.15  																													|
% 60.03/25.15  																													| From (1392) and (210) follows:
% 60.03/25.15  																													| (4074) op(e3, e2) = e4
% 60.03/25.15  																													|
% 60.03/25.15  																													+-Applying beta-rule and splitting (103), into two cases.
% 60.03/25.15  																													|-Branch one:
% 60.03/25.15  																													| (453) all_0_41_41 = e1
% 60.03/25.15  																													|
% 60.03/25.15  																														| Equations (453) can reduce 43 to:
% 60.03/25.15  																														| (4059)  ~ (all_0_46_46 = e1)
% 60.03/25.15  																														|
% 60.03/25.15  																														| Simplifying 4059 yields:
% 60.03/25.15  																														| (549)  ~ (all_0_46_46 = e1)
% 60.03/25.15  																														|
% 60.03/25.15  																														| Equations (453) can reduce 440 to:
% 60.03/25.15  																														| (602)  ~ (e4 = e1)
% 60.03/25.15  																														|
% 60.03/25.15  																														| Simplifying 602 yields:
% 60.03/25.15  																														| (110)  ~ (e4 = e1)
% 60.03/25.15  																														|
% 60.03/25.15  																														| Equations (453) can reduce 85 to:
% 60.03/25.15  																														| (604)  ~ (e2 = e1)
% 60.03/25.15  																														|
% 60.03/25.15  																														| Simplifying 604 yields:
% 60.03/25.15  																														| (122)  ~ (e2 = e1)
% 60.03/25.15  																														|
% 60.03/25.15  																														+-Applying beta-rule and splitting (418), into two cases.
% 60.03/25.15  																														|-Branch one:
% 60.03/25.15  																														| (660) all_0_51_51 = e3
% 60.03/25.15  																														|
% 60.03/25.15  																															| Equations (660) can reduce 224 to:
% 60.03/25.15  																															| (1091)  ~ (all_0_47_47 = e3)
% 60.03/25.15  																															|
% 60.03/25.15  																															| Equations (660) can reduce 6 to:
% 60.03/25.15  																															| (1114)  ~ (all_0_53_53 = e3)
% 60.03/25.15  																															|
% 60.03/25.15  																															| Simplifying 1114 yields:
% 60.03/25.15  																															| (903)  ~ (all_0_53_53 = e3)
% 60.03/25.15  																															|
% 60.03/25.15  																															| Equations (660) can reduce 16 to:
% 60.03/25.15  																															| (271)  ~ (all_0_56_56 = e3)
% 60.03/25.15  																															|
% 60.03/25.15  																															| Simplifying 271 yields:
% 60.03/25.15  																															| (272)  ~ (all_0_56_56 = e3)
% 60.03/25.15  																															|
% 60.03/25.15  																															| Equations (660) can reduce 475 to:
% 60.03/25.15  																															| (277)  ~ (e4 = e3)
% 60.03/25.15  																															|
% 60.03/25.15  																															| Simplifying 277 yields:
% 60.03/25.15  																															| (188)  ~ (e4 = e3)
% 60.03/25.15  																															|
% 60.03/25.15  																															| Equations (660) can reduce 1099 to:
% 60.03/25.15  																															| (212)  ~ (e3 = e2)
% 60.03/25.15  																															|
% 60.03/25.15  																															| From (660) and (186) follows:
% 60.03/25.15  																															| (1552) op(e1, e2) = e3
% 60.03/25.15  																															|
% 60.03/25.15  																															+-Applying beta-rule and splitting (78), into two cases.
% 60.03/25.15  																															|-Branch one:
% 60.03/25.15  																															| (423) all_0_45_45 = e3
% 60.03/25.15  																															|
% 60.03/25.15  																																| Combining equations (248,423) yields a new equation:
% 60.03/25.15  																																| (424) e4 = e3
% 60.03/25.15  																																|
% 60.03/25.15  																																| Simplifying 424 yields:
% 60.03/25.15  																																| (425) e4 = e3
% 60.03/25.15  																																|
% 60.03/25.15  																																| Equations (425) can reduce 188 to:
% 60.03/25.15  																																| (266) $false
% 60.03/25.15  																																|
% 60.03/25.15  																																|-The branch is then unsatisfiable
% 60.03/25.15  																															|-Branch two:
% 60.03/25.15  																															| (427)  ~ (all_0_45_45 = e3)
% 60.03/25.15  																															| (428) all_0_46_46 = e3 | all_0_47_47 = e3 | all_0_49_49 = e3
% 60.03/25.15  																															|
% 60.03/25.15  																																+-Applying beta-rule and splitting (160), into two cases.
% 60.03/25.15  																																|-Branch one:
% 60.03/25.15  																																| (601) all_0_50_50 = e1
% 60.03/25.15  																																|
% 60.03/25.15  																																	| Combining equations (378,601) yields a new equation:
% 60.03/25.15  																																	| (616) e2 = e1
% 60.03/25.15  																																	|
% 60.03/25.15  																																	| Simplifying 616 yields:
% 60.03/25.15  																																	| (617) e2 = e1
% 60.03/25.15  																																	|
% 60.03/25.15  																																	| Equations (617) can reduce 122 to:
% 60.03/25.15  																																	| (266) $false
% 60.03/25.15  																																	|
% 60.03/25.15  																																	|-The branch is then unsatisfiable
% 60.03/25.15  																																|-Branch two:
% 60.03/25.15  																																| (759)  ~ (all_0_50_50 = e1)
% 60.03/25.15  																																| (1168) all_0_51_51 = e1 | all_0_52_52 = e1 | all_0_53_53 = e1
% 60.03/25.15  																																|
% 60.03/25.15  																																	+-Applying beta-rule and splitting (428), into two cases.
% 60.03/25.15  																																	|-Branch one:
% 60.03/25.15  																																	| (1557) all_0_46_46 = e3
% 60.03/25.15  																																	|
% 60.03/25.15  																																		| Equations (1557) can reduce 58 to:
% 60.03/25.15  																																		| (269)  ~ (all_0_55_55 = e3)
% 60.03/25.15  																																		|
% 60.03/25.15  																																		| Simplifying 269 yields:
% 60.03/25.15  																																		| (270)  ~ (all_0_55_55 = e3)
% 60.03/25.15  																																		|
% 60.03/25.15  																																		| Equations (1557) can reduce 549 to:
% 60.03/25.15  																																		| (213)  ~ (e3 = e1)
% 60.03/25.15  																																		|
% 60.03/25.15  																																		| From (1557) and (120) follows:
% 60.03/25.15  																																		| (697) op(e2, e3) = e3
% 60.03/25.15  																																		|
% 60.03/25.15  																																		+-Applying beta-rule and splitting (1168), into two cases.
% 60.03/25.15  																																		|-Branch one:
% 60.03/25.15  																																		| (1109) all_0_51_51 = e1
% 60.03/25.15  																																		|
% 60.03/25.15  																																			| Combining equations (660,1109) yields a new equation:
% 60.03/25.15  																																			| (454) e3 = e1
% 60.03/25.15  																																			|
% 60.03/25.15  																																			| Simplifying 454 yields:
% 60.03/25.15  																																			| (455) e3 = e1
% 60.03/25.15  																																			|
% 60.03/25.15  																																			| Equations (455) can reduce 213 to:
% 60.03/25.15  																																			| (266) $false
% 60.03/25.15  																																			|
% 60.03/25.15  																																			|-The branch is then unsatisfiable
% 60.03/25.15  																																		|-Branch two:
% 60.03/25.15  																																		| (464)  ~ (all_0_51_51 = e1)
% 60.03/25.15  																																		| (1202) all_0_52_52 = e1 | all_0_53_53 = e1
% 60.03/25.15  																																		|
% 60.03/25.15  																																			+-Applying beta-rule and splitting (174), into two cases.
% 60.03/25.15  																																			|-Branch one:
% 60.03/25.15  																																			| (386) all_0_55_55 = e2
% 60.03/25.15  																																			|
% 60.03/25.15  																																				| Equations (386) can reduce 304 to:
% 60.03/25.15  																																				| (266) $false
% 60.03/25.15  																																				|
% 60.03/25.15  																																				|-The branch is then unsatisfiable
% 60.03/25.15  																																			|-Branch two:
% 60.03/25.15  																																			| (304)  ~ (all_0_55_55 = e2)
% 60.03/25.15  																																			| (2051) all_0_55_55 = e4 | all_0_55_55 = e3 | all_0_55_55 = e1 | all_0_55_55 = e0
% 60.03/25.15  																																			|
% 60.03/25.15  																																				+-Applying beta-rule and splitting (1202), into two cases.
% 60.03/25.15  																																				|-Branch one:
% 60.03/25.15  																																				| (642) all_0_52_52 = e1
% 60.03/25.15  																																				|
% 60.03/25.15  																																					| Combining equations (565,642) yields a new equation:
% 60.03/25.15  																																					| (636) e4 = e1
% 60.03/25.15  																																					|
% 60.03/25.15  																																					| Simplifying 636 yields:
% 60.03/25.15  																																					| (630) e4 = e1
% 60.03/25.15  																																					|
% 60.03/25.15  																																					| Equations (630) can reduce 110 to:
% 60.03/25.15  																																					| (266) $false
% 60.03/25.15  																																					|
% 60.03/25.15  																																					|-The branch is then unsatisfiable
% 60.03/25.15  																																				|-Branch two:
% 60.03/25.15  																																				| (646)  ~ (all_0_52_52 = e1)
% 60.03/25.15  																																				| (1208) all_0_53_53 = e1
% 60.03/25.15  																																				|
% 60.03/25.15  																																					| Equations (1208) can reduce 10 to:
% 60.03/25.15  																																					| (879)  ~ (all_0_58_58 = e1)
% 60.03/25.15  																																					|
% 60.03/25.15  																																					| Simplifying 879 yields:
% 60.03/25.15  																																					| (880)  ~ (all_0_58_58 = e1)
% 60.03/25.15  																																					|
% 60.03/25.15  																																					| Equations (1208) can reduce 903 to:
% 60.03/25.15  																																					| (467)  ~ (e3 = e1)
% 60.03/25.15  																																					|
% 60.03/25.15  																																					| Simplifying 467 yields:
% 60.03/25.15  																																					| (213)  ~ (e3 = e1)
% 60.03/25.15  																																					|
% 60.03/25.15  																																					+-Applying beta-rule and splitting (108), into two cases.
% 60.03/25.15  																																					|-Branch one:
% 60.03/25.15  																																					| (624) all_0_58_58 = e2
% 60.03/25.15  																																					|
% 60.03/25.15  																																						| Equations (624) can reduce 908 to:
% 60.03/25.15  																																						| (266) $false
% 60.03/25.15  																																						|
% 60.03/25.15  																																						|-The branch is then unsatisfiable
% 60.03/25.15  																																					|-Branch two:
% 60.03/25.15  																																					| (908)  ~ (all_0_58_58 = e2)
% 60.03/25.15  																																					| (909) all_0_58_58 = e4 | all_0_58_58 = e3 | all_0_58_58 = e1 | all_0_58_58 = e0
% 60.03/25.15  																																					|
% 60.03/25.15  																																						+-Applying beta-rule and splitting (909), into two cases.
% 60.03/25.15  																																						|-Branch one:
% 60.03/25.15  																																						| (910) all_0_58_58 = e4
% 60.03/25.15  																																						|
% 60.03/25.15  																																							| Equations (910) can reduce 3 to:
% 60.03/25.15  																																							| (763)  ~ (all_0_55_55 = e4)
% 60.03/25.15  																																							|
% 60.03/25.15  																																							| Equations (910) can reduce 44 to:
% 60.03/25.15  																																							| (477)  ~ (all_0_56_56 = e4)
% 60.03/25.15  																																							|
% 60.03/25.15  																																							| Equations (910) can reduce 880 to:
% 60.03/25.15  																																							| (110)  ~ (e4 = e1)
% 60.03/25.15  																																							|
% 60.03/25.15  																																							+-Applying beta-rule and splitting (131), into two cases.
% 60.03/25.15  																																							|-Branch one:
% 60.03/25.15  																																							| (459) all_0_42_42 = e1
% 60.03/25.15  																																							|
% 60.03/25.15  																																								| Combining equations (1392,459) yields a new equation:
% 60.03/25.15  																																								| (636) e4 = e1
% 60.03/25.15  																																								|
% 60.03/25.15  																																								| Simplifying 636 yields:
% 60.03/25.15  																																								| (630) e4 = e1
% 60.03/25.15  																																								|
% 60.03/25.15  																																								| Equations (630) can reduce 110 to:
% 60.03/25.15  																																								| (266) $false
% 60.03/25.15  																																								|
% 60.03/25.15  																																								|-The branch is then unsatisfiable
% 60.03/25.15  																																							|-Branch two:
% 60.03/25.15  																																							| (1380)  ~ (all_0_42_42 = e1)
% 60.03/25.15  																																							| (3259) all_0_47_47 = e1 | all_0_51_51 = e1 | all_0_56_56 = e1
% 60.03/25.15  																																							|
% 60.03/25.15  																																								+-Applying beta-rule and splitting (2051), into two cases.
% 60.03/25.15  																																								|-Branch one:
% 60.03/25.15  																																								| (587) all_0_55_55 = e4
% 60.03/25.15  																																								|
% 60.03/25.15  																																									| Equations (587) can reduce 763 to:
% 60.03/25.15  																																									| (266) $false
% 60.03/25.15  																																									|
% 60.03/25.15  																																									|-The branch is then unsatisfiable
% 60.03/25.15  																																								|-Branch two:
% 60.03/25.15  																																								| (763)  ~ (all_0_55_55 = e4)
% 60.03/25.15  																																								| (2055) all_0_55_55 = e3 | all_0_55_55 = e1 | all_0_55_55 = e0
% 60.03/25.15  																																								|
% 60.03/25.15  																																									+-Applying beta-rule and splitting (3259), into two cases.
% 60.03/25.15  																																									|-Branch one:
% 60.03/25.15  																																									| (654) all_0_47_47 = e1
% 60.03/25.15  																																									|
% 60.03/25.15  																																										| Equations (654) can reduce 462 to:
% 60.03/25.15  																																										| (266) $false
% 60.03/25.15  																																										|
% 60.03/25.15  																																										|-The branch is then unsatisfiable
% 60.03/25.15  																																									|-Branch two:
% 60.03/25.15  																																									| (462)  ~ (all_0_47_47 = e1)
% 60.03/25.15  																																									| (3264) all_0_51_51 = e1 | all_0_56_56 = e1
% 60.03/25.15  																																									|
% 60.03/25.15  																																										+-Applying beta-rule and splitting (125), into two cases.
% 60.03/25.15  																																										|-Branch one:
% 60.03/25.15  																																										| (858) all_0_55_55 = e0
% 60.03/25.15  																																										|
% 60.03/25.15  																																											| Equations (858) can reduce 153 to:
% 60.03/25.15  																																											| (1181)  ~ (all_0_56_56 = e0)
% 60.03/25.15  																																											|
% 60.03/25.15  																																											| Simplifying 1181 yields:
% 60.03/25.15  																																											| (828)  ~ (all_0_56_56 = e0)
% 60.03/25.15  																																											|
% 60.03/25.15  																																											+-Applying beta-rule and splitting (133), into two cases.
% 60.03/25.15  																																											|-Branch one:
% 60.03/25.15  																																											| (833) all_0_56_56 = e2
% 60.03/25.15  																																											|
% 60.03/25.15  																																												| Equations (833) can reduce 511 to:
% 60.03/25.15  																																												| (266) $false
% 60.03/25.15  																																												|
% 60.03/25.15  																																												|-The branch is then unsatisfiable
% 60.03/25.15  																																											|-Branch two:
% 60.03/25.15  																																											| (511)  ~ (all_0_56_56 = e2)
% 60.03/25.15  																																											| (836) all_0_56_56 = e4 | all_0_56_56 = e3 | all_0_56_56 = e1 | all_0_56_56 = e0
% 60.03/25.15  																																											|
% 60.03/25.15  																																												+-Applying beta-rule and splitting (836), into two cases.
% 60.03/25.15  																																												|-Branch one:
% 60.03/25.15  																																												| (842) all_0_56_56 = e4
% 60.03/25.15  																																												|
% 60.03/25.15  																																													| Equations (842) can reduce 477 to:
% 60.03/25.15  																																													| (266) $false
% 60.03/25.15  																																													|
% 60.03/25.15  																																													|-The branch is then unsatisfiable
% 60.03/25.15  																																												|-Branch two:
% 60.03/25.15  																																												| (477)  ~ (all_0_56_56 = e4)
% 60.03/25.15  																																												| (845) all_0_56_56 = e3 | all_0_56_56 = e1 | all_0_56_56 = e0
% 60.03/25.15  																																												|
% 60.03/25.15  																																													+-Applying beta-rule and splitting (845), into two cases.
% 60.03/25.15  																																													|-Branch one:
% 60.03/25.15  																																													| (679) all_0_56_56 = e0
% 60.03/25.15  																																													|
% 60.03/25.15  																																														| Equations (679) can reduce 828 to:
% 60.03/25.15  																																														| (266) $false
% 60.03/25.15  																																														|
% 60.03/25.15  																																														|-The branch is then unsatisfiable
% 60.03/25.15  																																													|-Branch two:
% 60.03/25.15  																																													| (828)  ~ (all_0_56_56 = e0)
% 60.03/25.15  																																													| (3172) all_0_56_56 = e3 | all_0_56_56 = e1
% 60.03/25.15  																																													|
% 60.03/25.15  																																														+-Applying beta-rule and splitting (3172), into two cases.
% 60.03/25.15  																																														|-Branch one:
% 60.03/25.15  																																														| (1569) all_0_56_56 = e1
% 60.03/25.15  																																														|
% 60.03/25.15  																																															| Equations (1569) can reduce 511 to:
% 60.03/25.15  																																															| (604)  ~ (e2 = e1)
% 60.03/25.15  																																															|
% 60.03/25.15  																																															| Simplifying 604 yields:
% 60.03/25.15  																																															| (122)  ~ (e2 = e1)
% 60.03/25.15  																																															|
% 60.03/25.15  																																															| Equations (1569) can reduce 828 to:
% 60.03/25.15  																																															| (233)  ~ (e1 = e0)
% 60.03/25.15  																																															|
% 60.03/25.15  																																															+-Applying beta-rule and splitting (56), into two cases.
% 60.03/25.15  																																															|-Branch one:
% 60.03/25.15  																																															| (696) unit = e2
% 60.03/25.15  																																															|
% 60.03/25.15  																																																| From (696) and (209) follows:
% 60.03/25.15  																																																| (7585) op(e2, e0) = e0
% 60.03/25.15  																																																|
% 60.03/25.15  																																																| From (696) and (227) follows:
% 60.03/25.15  																																																| (4284) op(e4, e2) = e4
% 60.03/25.15  																																																|
% 60.03/25.15  																																																| From (696) and (40) follows:
% 60.03/25.15  																																																| (4285) op(e3, e2) = e3
% 60.03/25.15  																																																|
% 60.03/25.15  																																																| From (696) and (28) follows:
% 60.03/25.15  																																																| (699) op(e1, e2) = e1
% 60.03/25.15  																																																|
% 60.03/25.15  																																																| Instantiating formula (29) with e4, e2, e4, e2 and discharging atoms op(e4, e2) = e4, op(e4, e2) = e2, yields:
% 60.03/25.15  																																																| (323) e4 = e2
% 60.03/25.15  																																																|
% 60.03/25.15  																																																| Instantiating formula (29) with e3, e2, e3, e4 and discharging atoms op(e3, e2) = e4, op(e3, e2) = e3, yields:
% 60.03/25.15  																																																| (425) e4 = e3
% 60.03/25.15  																																																|
% 60.03/25.15  																																																| Instantiating formula (29) with e2, e0, e0, e2 and discharging atoms op(e2, e0) = e2, op(e2, e0) = e0, yields:
% 60.03/25.15  																																																| (330) e2 = e0
% 60.03/25.15  																																																|
% 60.03/25.15  																																																| Instantiating formula (29) with e1, e2, e1, e3 and discharging atoms op(e1, e2) = e3, op(e1, e2) = e1, yields:
% 60.03/25.15  																																																| (455) e3 = e1
% 60.03/25.15  																																																|
% 60.03/25.15  																																																| Combining equations (323,425) yields a new equation:
% 60.03/25.15  																																																| (662) e3 = e2
% 60.03/25.15  																																																|
% 60.03/25.15  																																																| Combining equations (662,455) yields a new equation:
% 60.03/25.15  																																																| (616) e2 = e1
% 60.03/25.15  																																																|
% 60.03/25.15  																																																| Simplifying 616 yields:
% 60.03/25.15  																																																| (617) e2 = e1
% 60.03/25.15  																																																|
% 60.03/25.15  																																																| Combining equations (617,330) yields a new equation:
% 60.03/25.15  																																																| (546) e1 = e0
% 60.03/25.15  																																																|
% 60.03/25.15  																																																| Simplifying 546 yields:
% 60.03/25.15  																																																| (431) e1 = e0
% 60.03/25.15  																																																|
% 60.03/25.15  																																																| Equations (431) can reduce 233 to:
% 60.03/25.15  																																																| (266) $false
% 60.03/25.15  																																																|
% 60.03/25.15  																																																|-The branch is then unsatisfiable
% 60.03/25.15  																																															|-Branch two:
% 60.03/25.15  																																															| (707)  ~ (unit = e2)
% 60.03/25.15  																																															| (708) unit = e4 | unit = e3 | unit = e1 | unit = e0
% 60.03/25.15  																																															|
% 60.03/25.15  																																																+-Applying beta-rule and splitting (708), into two cases.
% 60.03/25.15  																																																|-Branch one:
% 60.03/25.15  																																																| (709) unit = e4
% 60.03/25.15  																																																|
% 60.03/25.15  																																																	| From (709) and (24) follows:
% 60.03/25.15  																																																	| (33325) op(e4, e3) = e3
% 60.03/25.15  																																																	|
% 60.03/25.15  																																																	| From (709) and (227) follows:
% 60.03/25.15  																																																	| (710) op(e4, e4) = e4
% 60.03/25.15  																																																	|
% 60.03/25.15  																																																	| From (709) and (42) follows:
% 60.03/25.15  																																																	| (713) op(e0, e4) = e0
% 60.03/25.15  																																																	|
% 60.03/25.15  																																																	| Instantiating formula (29) with e4, e4, e4, e1 and discharging atoms op(e4, e4) = e4, op(e4, e4) = e1, yields:
% 60.03/25.15  																																																	| (630) e4 = e1
% 60.03/25.15  																																																	|
% 60.03/25.15  																																																	| Instantiating formula (29) with e4, e3, e3, e4 and discharging atoms op(e4, e3) = e4, op(e4, e3) = e3, yields:
% 60.03/25.15  																																																	| (425) e4 = e3
% 60.03/25.15  																																																	|
% 60.03/25.15  																																																	| Instantiating formula (29) with e0, e4, e0, e3 and discharging atoms op(e0, e4) = e3, op(e0, e4) = e0, yields:
% 60.03/25.15  																																																	| (676) e3 = e0
% 60.03/25.15  																																																	|
% 60.03/25.15  																																																	| Combining equations (630,425) yields a new equation:
% 60.03/25.15  																																																	| (455) e3 = e1
% 60.03/25.15  																																																	|
% 60.03/25.15  																																																	| Combining equations (455,676) yields a new equation:
% 60.03/25.15  																																																	| (546) e1 = e0
% 60.03/25.15  																																																	|
% 60.03/25.15  																																																	| Simplifying 546 yields:
% 60.03/25.15  																																																	| (431) e1 = e0
% 60.03/25.15  																																																	|
% 60.03/25.15  																																																	| Equations (431) can reduce 233 to:
% 60.03/25.15  																																																	| (266) $false
% 60.03/25.15  																																																	|
% 60.03/25.15  																																																	|-The branch is then unsatisfiable
% 60.03/25.15  																																																|-Branch two:
% 60.03/25.15  																																																| (724)  ~ (unit = e4)
% 60.03/25.15  																																																| (725) unit = e3 | unit = e1 | unit = e0
% 60.03/25.15  																																																|
% 60.03/25.15  																																																	+-Applying beta-rule and splitting (725), into two cases.
% 60.03/25.15  																																																	|-Branch one:
% 60.03/25.15  																																																	| (726) unit = e0
% 60.03/25.15  																																																	|
% 60.03/25.15  																																																		| From (726) and (211) follows:
% 60.03/25.15  																																																		| (15180) op(e0, e1) = e1
% 60.03/25.15  																																																		|
% 60.03/25.15  																																																		| Instantiating formula (29) with e0, e1, e1, e2 and discharging atoms op(e0, e1) = e2, op(e0, e1) = e1, yields:
% 60.03/25.15  																																																		| (617) e2 = e1
% 60.03/25.15  																																																		|
% 60.03/25.15  																																																		| Equations (617) can reduce 122 to:
% 60.03/25.15  																																																		| (266) $false
% 60.03/25.15  																																																		|
% 60.03/25.15  																																																		|-The branch is then unsatisfiable
% 60.03/25.15  																																																	|-Branch two:
% 60.03/25.15  																																																	| (734)  ~ (unit = e0)
% 60.03/25.15  																																																	| (735) unit = e3 | unit = e1
% 60.03/25.15  																																																	|
% 60.03/25.15  																																																		+-Applying beta-rule and splitting (735), into two cases.
% 60.03/25.15  																																																		|-Branch one:
% 60.03/25.16  																																																		| (736) unit = e1
% 60.03/25.16  																																																		|
% 60.03/25.16  																																																			| Equations (736) can reduce 734 to:
% 60.03/25.16  																																																			| (233)  ~ (e1 = e0)
% 60.03/25.16  																																																			|
% 60.03/25.16  																																																			| From (736) and (15) follows:
% 60.03/25.16  																																																			| (515) op(e1, e2) = e2
% 60.03/25.16  																																																			|
% 60.03/25.16  																																																			| From (736) and (227) follows:
% 60.03/25.16  																																																			| (739) op(e4, e1) = e4
% 60.03/25.16  																																																			|
% 60.03/25.16  																																																			| From (736) and (40) follows:
% 60.03/25.16  																																																			| (1652) op(e3, e1) = e3
% 60.03/25.16  																																																			|
% 60.03/25.16  																																																			| From (736) and (28) follows:
% 60.03/25.16  																																																			| (740) op(e1, e1) = e1
% 60.03/25.16  																																																			|
% 60.03/25.16  																																																			| Instantiating formula (29) with e4, e1, e4, e3 and discharging atoms op(e4, e1) = e4, op(e4, e1) = e3, yields:
% 60.03/25.16  																																																			| (425) e4 = e3
% 60.03/25.16  																																																			|
% 60.03/25.16  																																																			| Instantiating formula (29) with e3, e1, e3, e0 and discharging atoms op(e3, e1) = e3, op(e3, e1) = e0, yields:
% 60.03/25.16  																																																			| (676) e3 = e0
% 60.03/25.16  																																																			|
% 60.03/25.16  																																																			| Instantiating formula (29) with e1, e2, e2, e3 and discharging atoms op(e1, e2) = e3, op(e1, e2) = e2, yields:
% 60.03/25.16  																																																			| (662) e3 = e2
% 60.03/25.16  																																																			|
% 60.03/25.16  																																																			| Instantiating formula (29) with e1, e1, e1, e4 and discharging atoms op(e1, e1) = e4, op(e1, e1) = e1, yields:
% 60.03/25.16  																																																			| (630) e4 = e1
% 60.03/25.16  																																																			|
% 60.03/25.16  																																																			| Combining equations (425,630) yields a new equation:
% 60.03/25.16  																																																			| (454) e3 = e1
% 60.03/25.16  																																																			|
% 60.03/25.16  																																																			| Simplifying 454 yields:
% 60.03/25.16  																																																			| (455) e3 = e1
% 60.03/25.16  																																																			|
% 60.04/25.16  																																																			| Combining equations (455,662) yields a new equation:
% 60.04/25.16  																																																			| (617) e2 = e1
% 60.04/25.16  																																																			|
% 60.04/25.16  																																																			| Combining equations (676,662) yields a new equation:
% 60.04/25.16  																																																			| (330) e2 = e0
% 60.04/25.16  																																																			|
% 60.04/25.16  																																																			| Combining equations (330,617) yields a new equation:
% 60.04/25.16  																																																			| (431) e1 = e0
% 60.04/25.16  																																																			|
% 60.04/25.16  																																																			| Equations (431) can reduce 233 to:
% 60.04/25.16  																																																			| (266) $false
% 60.04/25.16  																																																			|
% 60.04/25.16  																																																			|-The branch is then unsatisfiable
% 60.04/25.16  																																																		|-Branch two:
% 60.04/25.16  																																																		| (748)  ~ (unit = e1)
% 60.04/25.16  																																																		| (749) unit = e3
% 60.04/25.16  																																																		|
% 60.04/25.16  																																																			| From (749) and (209) follows:
% 60.04/25.16  																																																			| (1667) op(e3, e0) = e0
% 60.04/25.16  																																																			|
% 60.04/25.16  																																																			| From (749) and (32) follows:
% 60.04/25.16  																																																			| (5793) op(e2, e3) = e2
% 60.04/25.16  																																																			|
% 60.04/25.16  																																																			| From (749) and (28) follows:
% 60.04/25.16  																																																			| (2235) op(e1, e3) = e1
% 60.04/25.16  																																																			|
% 60.04/25.16  																																																			| Instantiating formula (29) with e3, e0, e0, e3 and discharging atoms op(e3, e0) = e3, op(e3, e0) = e0, yields:
% 60.04/25.16  																																																			| (676) e3 = e0
% 60.04/25.16  																																																			|
% 60.04/25.16  																																																			| Instantiating formula (29) with e2, e3, e2, e3 and discharging atoms op(e2, e3) = e3, op(e2, e3) = e2, yields:
% 60.04/25.16  																																																			| (662) e3 = e2
% 60.04/25.16  																																																			|
% 60.04/25.16  																																																			| Instantiating formula (29) with e1, e3, e1, e2 and discharging atoms op(e1, e3) = e2, op(e1, e3) = e1, yields:
% 60.04/25.16  																																																			| (617) e2 = e1
% 60.04/25.16  																																																			|
% 60.04/25.16  																																																			| Combining equations (662,676) yields a new equation:
% 60.04/25.16  																																																			| (391) e2 = e0
% 60.04/25.16  																																																			|
% 60.04/25.16  																																																			| Simplifying 391 yields:
% 60.04/25.16  																																																			| (330) e2 = e0
% 60.04/25.16  																																																			|
% 60.04/25.16  																																																			| Combining equations (330,617) yields a new equation:
% 60.04/25.16  																																																			| (431) e1 = e0
% 60.04/25.16  																																																			|
% 60.04/25.16  																																																			| Equations (431) can reduce 233 to:
% 60.04/25.16  																																																			| (266) $false
% 60.04/25.16  																																																			|
% 60.04/25.16  																																																			|-The branch is then unsatisfiable
% 60.04/25.16  																																														|-Branch two:
% 60.04/25.16  																																														| (466)  ~ (all_0_56_56 = e1)
% 60.04/25.16  																																														| (1097) all_0_56_56 = e3
% 60.04/25.16  																																														|
% 60.04/25.16  																																															| Equations (1097) can reduce 272 to:
% 60.04/25.16  																																															| (266) $false
% 60.04/25.16  																																															|
% 60.04/25.16  																																															|-The branch is then unsatisfiable
% 60.04/25.16  																																										|-Branch two:
% 60.04/25.16  																																										| (803)  ~ (all_0_55_55 = e0)
% 60.04/25.16  																																										| (863) all_0_56_56 = e0 | all_0_57_57 = e0 | all_0_58_58 = e0
% 60.04/25.16  																																										|
% 60.04/25.16  																																											+-Applying beta-rule and splitting (3264), into two cases.
% 60.04/25.16  																																											|-Branch one:
% 60.04/25.16  																																											| (1109) all_0_51_51 = e1
% 60.04/25.16  																																											|
% 60.04/25.16  																																												| Combining equations (660,1109) yields a new equation:
% 60.04/25.16  																																												| (454) e3 = e1
% 60.04/25.16  																																												|
% 60.04/25.16  																																												| Simplifying 454 yields:
% 60.04/25.16  																																												| (455) e3 = e1
% 60.04/25.16  																																												|
% 60.04/25.16  																																												| Equations (455) can reduce 213 to:
% 60.04/25.16  																																												| (266) $false
% 60.04/25.16  																																												|
% 60.04/25.16  																																												|-The branch is then unsatisfiable
% 60.04/25.16  																																											|-Branch two:
% 60.04/25.16  																																											| (464)  ~ (all_0_51_51 = e1)
% 60.04/25.16  																																											| (1569) all_0_56_56 = e1
% 60.04/25.16  																																											|
% 60.04/25.16  																																												| Equations (1569) can reduce 153 to:
% 60.04/25.16  																																												| (632)  ~ (all_0_55_55 = e1)
% 60.04/25.16  																																												|
% 60.04/25.16  																																												+-Applying beta-rule and splitting (2055), into two cases.
% 60.04/25.16  																																												|-Branch one:
% 60.04/25.16  																																												| (858) all_0_55_55 = e0
% 60.04/25.16  																																												|
% 60.04/25.16  																																													| Equations (858) can reduce 803 to:
% 60.04/25.16  																																													| (266) $false
% 60.04/25.16  																																													|
% 60.04/25.16  																																													|-The branch is then unsatisfiable
% 60.04/25.16  																																												|-Branch two:
% 60.04/25.16  																																												| (803)  ~ (all_0_55_55 = e0)
% 60.04/25.16  																																												| (2315) all_0_55_55 = e3 | all_0_55_55 = e1
% 60.04/25.16  																																												|
% 60.04/25.16  																																													+-Applying beta-rule and splitting (2315), into two cases.
% 60.04/25.16  																																													|-Branch one:
% 60.04/25.16  																																													| (629) all_0_55_55 = e1
% 60.04/25.16  																																													|
% 60.04/25.16  																																														| Equations (629) can reduce 632 to:
% 60.04/25.16  																																														| (266) $false
% 60.04/25.16  																																														|
% 60.04/25.16  																																														|-The branch is then unsatisfiable
% 60.04/25.16  																																													|-Branch two:
% 60.04/25.16  																																													| (632)  ~ (all_0_55_55 = e1)
% 60.04/25.16  																																													| (2336) all_0_55_55 = e3
% 60.04/25.16  																																													|
% 60.04/25.16  																																														| Equations (2336) can reduce 270 to:
% 60.04/25.16  																																														| (266) $false
% 60.04/25.16  																																														|
% 60.04/25.16  																																														|-The branch is then unsatisfiable
% 60.04/25.16  																																						|-Branch two:
% 60.04/25.16  																																						| (451)  ~ (all_0_58_58 = e4)
% 60.04/25.16  																																						| (913) all_0_58_58 = e3 | all_0_58_58 = e1 | all_0_58_58 = e0
% 60.04/25.16  																																						|
% 60.04/25.16  																																							+-Applying beta-rule and splitting (913), into two cases.
% 60.04/25.16  																																							|-Branch one:
% 60.04/25.16  																																							| (914) all_0_58_58 = e0
% 60.04/25.16  																																							|
% 60.04/25.16  																																								| Equations (914) can reduce 491 to:
% 60.04/25.16  																																								| (266) $false
% 60.04/25.16  																																								|
% 60.04/25.16  																																								|-The branch is then unsatisfiable
% 60.04/25.16  																																							|-Branch two:
% 60.04/25.16  																																							| (491)  ~ (all_0_58_58 = e0)
% 60.04/25.16  																																							| (917) all_0_58_58 = e3 | all_0_58_58 = e1
% 60.04/25.16  																																							|
% 60.04/25.16  																																								+-Applying beta-rule and splitting (917), into two cases.
% 60.04/25.16  																																								|-Branch one:
% 60.04/25.16  																																								| (918) all_0_58_58 = e1
% 60.04/25.16  																																								|
% 60.04/25.16  																																									| Equations (918) can reduce 880 to:
% 60.04/25.16  																																									| (266) $false
% 60.04/25.16  																																									|
% 60.04/25.16  																																									|-The branch is then unsatisfiable
% 60.04/25.16  																																								|-Branch two:
% 60.04/25.16  																																								| (880)  ~ (all_0_58_58 = e1)
% 60.04/25.16  																																								| (795) all_0_58_58 = e3
% 60.04/25.16  																																								|
% 60.04/25.16  																																									| Equations (795) can reduce 276 to:
% 60.04/25.16  																																									| (266) $false
% 60.04/25.16  																																									|
% 60.04/25.16  																																									|-The branch is then unsatisfiable
% 60.04/25.16  																																	|-Branch two:
% 60.04/25.16  																																	| (409)  ~ (all_0_46_46 = e3)
% 60.04/25.16  																																	| (1561) all_0_47_47 = e3 | all_0_49_49 = e3
% 60.04/25.16  																																	|
% 60.04/25.16  																																		+-Applying beta-rule and splitting (1561), into two cases.
% 60.04/25.16  																																		|-Branch one:
% 60.04/25.16  																																		| (522) all_0_47_47 = e3
% 60.04/25.16  																																		|
% 60.04/25.16  																																			| Equations (522) can reduce 1091 to:
% 60.04/25.16  																																			| (266) $false
% 60.04/25.16  																																			|
% 60.04/25.16  																																			|-The branch is then unsatisfiable
% 60.04/25.16  																																		|-Branch two:
% 60.04/25.16  																																		| (1091)  ~ (all_0_47_47 = e3)
% 60.04/25.16  																																		| (884) all_0_49_49 = e3
% 60.04/25.16  																																		|
% 60.04/25.16  																																			| Combining equations (583,884) yields a new equation:
% 60.04/25.16  																																			| (662) e3 = e2
% 60.04/25.16  																																			|
% 60.04/25.16  																																			| Equations (662) can reduce 212 to:
% 60.04/25.16  																																			| (266) $false
% 60.04/25.16  																																			|
% 60.04/25.16  																																			|-The branch is then unsatisfiable
% 60.04/25.16  																														|-Branch two:
% 60.04/25.16  																														| (664)  ~ (all_0_51_51 = e3)
% 60.04/25.16  																														| (665) all_0_53_53 = e3
% 60.04/25.16  																														|
% 60.04/25.16  																															| Equations (665) can reduce 903 to:
% 60.04/25.16  																															| (266) $false
% 60.04/25.16  																															|
% 60.04/25.16  																															|-The branch is then unsatisfiable
% 60.04/25.16  																													|-Branch two:
% 60.04/25.16  																													| (457)  ~ (all_0_41_41 = e1)
% 60.04/25.16  																													| (458) all_0_42_42 = e1 | all_0_43_43 = e1 | all_0_44_44 = e1
% 60.04/25.16  																													|
% 60.04/25.16  																														+-Applying beta-rule and splitting (458), into two cases.
% 60.04/25.16  																														|-Branch one:
% 60.04/25.16  																														| (459) all_0_42_42 = e1
% 60.04/25.16  																														|
% 60.04/25.16  																															| Combining equations (459,1392) yields a new equation:
% 60.04/25.16  																															| (630) e4 = e1
% 60.04/25.16  																															|
% 60.04/25.16  																															| Equations (630) can reduce 110 to:
% 60.04/25.16  																															| (266) $false
% 60.04/25.16  																															|
% 60.04/25.16  																															|-The branch is then unsatisfiable
% 60.04/25.16  																														|-Branch two:
% 60.04/25.16  																														| (1380)  ~ (all_0_42_42 = e1)
% 60.04/25.16  																														| (1381) all_0_43_43 = e1 | all_0_44_44 = e1
% 60.04/25.16  																														|
% 60.04/25.16  																															+-Applying beta-rule and splitting (1381), into two cases.
% 60.04/25.16  																															|-Branch one:
% 60.04/25.16  																															| (430) all_0_43_43 = e1
% 60.04/25.16  																															|
% 60.04/25.16  																																| Combining equations (430,356) yields a new equation:
% 60.04/25.16  																																| (546) e1 = e0
% 60.04/25.16  																																|
% 60.04/25.16  																																| Simplifying 546 yields:
% 60.04/25.16  																																| (431) e1 = e0
% 60.04/25.16  																																|
% 60.04/25.16  																																| Equations (431) can reduce 233 to:
% 60.04/25.16  																																| (266) $false
% 60.04/25.16  																																|
% 60.04/25.16  																																|-The branch is then unsatisfiable
% 60.04/25.16  																															|-Branch two:
% 60.04/25.16  																															| (433)  ~ (all_0_43_43 = e1)
% 60.04/25.16  																															| (635) all_0_44_44 = e1
% 60.04/25.16  																															|
% 60.04/25.16  																																| Combining equations (635,532) yields a new equation:
% 60.04/25.16  																																| (455) e3 = e1
% 60.04/25.16  																																|
% 60.04/25.16  																																| Equations (455) can reduce 213 to:
% 60.04/25.16  																																| (266) $false
% 60.04/25.16  																																|
% 60.04/25.16  																																|-The branch is then unsatisfiable
% 60.04/25.16  																												|-Branch two:
% 60.04/25.16  																												| (1890)  ~ (all_0_42_42 = e4)
% 60.04/25.16  																												| (1891) all_0_43_43 = e4 | all_0_44_44 = e4
% 60.04/25.16  																												|
% 60.04/25.16  																													+-Applying beta-rule and splitting (418), into two cases.
% 60.04/25.16  																													|-Branch one:
% 60.04/25.16  																													| (660) all_0_51_51 = e3
% 60.04/25.16  																													|
% 60.04/25.16  																														| Equations (660) can reduce 475 to:
% 60.04/25.16  																														| (277)  ~ (e4 = e3)
% 60.04/25.16  																														|
% 60.04/25.16  																														| Simplifying 277 yields:
% 60.04/25.16  																														| (188)  ~ (e4 = e3)
% 60.04/25.16  																														|
% 60.04/25.16  																														+-Applying beta-rule and splitting (150), into two cases.
% 60.04/25.16  																														|-Branch one:
% 60.04/25.16  																														| (1378) all_0_40_40 = e4
% 60.04/25.16  																														|
% 60.04/25.16  																															| Combining equations (1378,485) yields a new equation:
% 60.04/25.16  																															| (481) e4 = e0
% 60.04/25.16  																															|
% 60.04/25.16  																															| Simplifying 481 yields:
% 60.04/25.16  																															| (397) e4 = e0
% 60.04/25.16  																															|
% 60.04/25.16  																															| Equations (397) can reduce 49 to:
% 60.04/25.16  																															| (266) $false
% 60.04/25.16  																															|
% 60.04/25.16  																															|-The branch is then unsatisfiable
% 60.04/25.16  																														|-Branch two:
% 60.04/25.16  																														| (447)  ~ (all_0_40_40 = e4)
% 60.04/25.16  																														| (2271) all_0_44_44 = e4 | all_0_49_49 = e4 | all_0_53_53 = e4 | all_0_58_58 = e4
% 60.04/25.16  																														|
% 60.04/25.16  																															| Equations (485) can reduce 447 to:
% 60.04/25.16  																															| (401)  ~ (e4 = e0)
% 60.04/25.16  																															|
% 60.04/25.16  																															| Simplifying 401 yields:
% 60.04/25.16  																															| (49)  ~ (e4 = e0)
% 60.04/25.16  																															|
% 60.04/25.16  																															+-Applying beta-rule and splitting (2271), into two cases.
% 60.04/25.16  																															|-Branch one:
% 60.04/25.16  																															| (446) all_0_44_44 = e4
% 60.04/25.16  																															|
% 60.04/25.16  																																| Combining equations (446,532) yields a new equation:
% 60.04/25.16  																																| (424) e4 = e3
% 60.04/25.16  																																|
% 60.04/25.16  																																| Simplifying 424 yields:
% 60.04/25.16  																																| (425) e4 = e3
% 60.04/25.16  																																|
% 60.04/25.16  																																| Equations (425) can reduce 188 to:
% 60.04/25.16  																																| (266) $false
% 60.04/25.16  																																|
% 60.04/25.16  																																|-The branch is then unsatisfiable
% 60.04/25.16  																															|-Branch two:
% 60.04/25.16  																															| (1390)  ~ (all_0_44_44 = e4)
% 60.04/25.16  																															| (7998) all_0_49_49 = e4 | all_0_53_53 = e4 | all_0_58_58 = e4
% 60.04/25.16  																															|
% 60.04/25.16  																																| Equations (532) can reduce 1390 to:
% 60.04/25.16  																																| (277)  ~ (e4 = e3)
% 60.04/25.16  																																|
% 60.04/25.16  																																| Simplifying 277 yields:
% 60.04/25.16  																																| (188)  ~ (e4 = e3)
% 60.04/25.16  																																|
% 60.04/25.16  																																+-Applying beta-rule and splitting (1891), into two cases.
% 60.04/25.16  																																|-Branch one:
% 60.04/25.16  																																| (396) all_0_43_43 = e4
% 60.04/25.16  																																|
% 60.04/25.16  																																	| Combining equations (396,356) yields a new equation:
% 60.04/25.16  																																	| (481) e4 = e0
% 60.04/25.16  																																	|
% 60.04/25.16  																																	| Simplifying 481 yields:
% 60.04/25.16  																																	| (397) e4 = e0
% 60.04/25.16  																																	|
% 60.04/25.16  																																	| Equations (397) can reduce 49 to:
% 60.04/25.16  																																	| (266) $false
% 60.04/25.16  																																	|
% 60.04/25.16  																																	|-The branch is then unsatisfiable
% 60.04/25.16  																																|-Branch two:
% 60.04/25.16  																																| (399)  ~ (all_0_43_43 = e4)
% 60.04/25.16  																																| (446) all_0_44_44 = e4
% 60.04/25.16  																																|
% 60.04/25.16  																																	| Combining equations (446,532) yields a new equation:
% 60.04/25.16  																																	| (424) e4 = e3
% 60.04/25.16  																																	|
% 60.04/25.16  																																	| Simplifying 424 yields:
% 60.04/25.16  																																	| (425) e4 = e3
% 60.04/25.16  																																	|
% 60.04/25.16  																																	| Equations (425) can reduce 188 to:
% 60.04/25.16  																																	| (266) $false
% 60.04/25.16  																																	|
% 60.04/25.16  																																	|-The branch is then unsatisfiable
% 60.04/25.16  																													|-Branch two:
% 60.04/25.16  																													| (664)  ~ (all_0_51_51 = e3)
% 60.04/25.16  																													| (665) all_0_53_53 = e3
% 60.04/25.16  																													|
% 60.04/25.16  																														| Equations (665) can reduce 903 to:
% 60.04/25.16  																														| (266) $false
% 60.04/25.16  																														|
% 60.04/25.16  																														|-The branch is then unsatisfiable
% 60.04/25.16  																										|-Branch two:
% 60.04/25.16  																										| (407)  ~ (all_0_44_44 = e3)
% 60.04/25.16  																										| (537) all_0_49_49 = e3 | all_0_53_53 = e3 | all_0_58_58 = e3
% 60.04/25.16  																										|
% 60.04/25.16  																											+-Applying beta-rule and splitting (537), into two cases.
% 60.04/25.16  																											|-Branch one:
% 60.04/25.16  																											| (884) all_0_49_49 = e3
% 60.04/25.16  																											|
% 60.04/25.16  																												| Combining equations (583,884) yields a new equation:
% 60.04/25.16  																												| (662) e3 = e2
% 60.04/25.16  																												|
% 60.04/25.16  																												| Equations (662) can reduce 212 to:
% 60.04/25.16  																												| (266) $false
% 60.04/25.16  																												|
% 60.04/25.16  																												|-The branch is then unsatisfiable
% 60.04/25.16  																											|-Branch two:
% 60.04/25.16  																											| (525)  ~ (all_0_49_49 = e3)
% 60.04/25.16  																											| (887) all_0_53_53 = e3 | all_0_58_58 = e3
% 60.04/25.16  																											|
% 60.04/25.16  																												+-Applying beta-rule and splitting (887), into two cases.
% 60.04/25.16  																												|-Branch one:
% 60.04/25.16  																												| (665) all_0_53_53 = e3
% 60.04/25.16  																												|
% 60.04/25.16  																													| Equations (665) can reduce 220 to:
% 60.04/25.16  																													| (407)  ~ (all_0_44_44 = e3)
% 60.04/25.16  																													|
% 60.04/25.16  																													| Equations (665) can reduce 6 to:
% 60.04/25.16  																													| (664)  ~ (all_0_51_51 = e3)
% 60.04/25.16  																													|
% 60.04/25.16  																													| Equations (665) can reduce 10 to:
% 60.04/25.16  																													| (275)  ~ (all_0_58_58 = e3)
% 60.04/25.16  																													|
% 60.04/25.16  																													| Simplifying 275 yields:
% 60.04/25.16  																													| (276)  ~ (all_0_58_58 = e3)
% 60.04/25.16  																													|
% 60.04/25.16  																													| Equations (665) can reduce 1453 to:
% 60.04/25.16  																													| (277)  ~ (e4 = e3)
% 60.04/25.16  																													|
% 60.04/25.16  																													| Simplifying 277 yields:
% 60.04/25.16  																													| (188)  ~ (e4 = e3)
% 60.04/25.16  																													|
% 60.04/25.16  																													| From (665) and (84) follows:
% 60.04/25.16  																													| (3786) op(e1, e0) = e3
% 60.04/25.16  																													|
% 60.04/25.16  																													+-Applying beta-rule and splitting (160), into two cases.
% 60.04/25.16  																													|-Branch one:
% 60.04/25.16  																													| (601) all_0_50_50 = e1
% 60.04/25.16  																													|
% 60.04/25.16  																														| Combining equations (378,601) yields a new equation:
% 60.04/25.16  																														| (616) e2 = e1
% 60.04/25.16  																														|
% 60.04/25.16  																														| Simplifying 616 yields:
% 60.04/25.16  																														| (617) e2 = e1
% 60.04/25.16  																														|
% 60.04/25.16  																														| Equations (617) can reduce 122 to:
% 60.04/25.16  																														| (266) $false
% 60.04/25.16  																														|
% 60.04/25.16  																														|-The branch is then unsatisfiable
% 60.04/25.16  																													|-Branch two:
% 60.04/25.16  																													| (759)  ~ (all_0_50_50 = e1)
% 60.04/25.16  																													| (1168) all_0_51_51 = e1 | all_0_52_52 = e1 | all_0_53_53 = e1
% 60.04/25.16  																													|
% 60.04/25.16  																														+-Applying beta-rule and splitting (1168), into two cases.
% 60.04/25.16  																														|-Branch one:
% 60.04/25.16  																														| (1109) all_0_51_51 = e1
% 60.04/25.16  																														|
% 60.04/25.16  																															| Equations (1109) can reduce 61 to:
% 60.04/25.16  																															| (1380)  ~ (all_0_42_42 = e1)
% 60.04/25.16  																															|
% 60.04/25.16  																															| Equations (1109) can reduce 224 to:
% 60.04/25.16  																															| (462)  ~ (all_0_47_47 = e1)
% 60.04/25.16  																															|
% 60.04/25.16  																															| Equations (1109) can reduce 475 to:
% 60.04/25.16  																															| (602)  ~ (e4 = e1)
% 60.04/25.16  																															|
% 60.04/25.16  																															| Simplifying 602 yields:
% 60.04/25.16  																															| (110)  ~ (e4 = e1)
% 60.04/25.16  																															|
% 60.04/25.16  																															| Equations (1109) can reduce 664 to:
% 60.04/25.16  																															| (467)  ~ (e3 = e1)
% 60.04/25.16  																															|
% 60.04/25.16  																															| Simplifying 467 yields:
% 60.04/25.16  																															| (213)  ~ (e3 = e1)
% 60.04/25.16  																															|
% 60.04/25.16  																															| Equations (1109) can reduce 115 to:
% 60.04/25.16  																															| (233)  ~ (e1 = e0)
% 60.04/25.16  																															|
% 60.04/25.16  																															| From (1109) and (186) follows:
% 60.04/25.16  																															| (699) op(e1, e2) = e1
% 60.04/25.16  																															|
% 60.04/25.16  																															+-Applying beta-rule and splitting (113), into two cases.
% 60.04/25.16  																															|-Branch one:
% 60.04/25.16  																															| (403) all_0_41_41 = e3
% 60.04/25.16  																															|
% 60.04/25.16  																																| Equations (403) can reduce 214 to:
% 60.04/25.16  																																| (404)  ~ (all_0_42_42 = e3)
% 60.04/25.16  																																|
% 60.04/25.16  																																| Simplifying 404 yields:
% 60.04/25.16  																																| (405)  ~ (all_0_42_42 = e3)
% 60.04/25.16  																																|
% 60.04/25.16  																																| Equations (403) can reduce 149 to:
% 60.04/25.16  																																| (406)  ~ (all_0_44_44 = e3)
% 60.04/25.16  																																|
% 60.04/25.16  																																| Simplifying 406 yields:
% 60.04/25.16  																																| (407)  ~ (all_0_44_44 = e3)
% 60.04/25.16  																																|
% 60.04/25.16  																																| Equations (403) can reduce 43 to:
% 60.04/25.16  																																| (408)  ~ (all_0_46_46 = e3)
% 60.04/25.16  																																|
% 60.04/25.16  																																| Simplifying 408 yields:
% 60.04/25.16  																																| (409)  ~ (all_0_46_46 = e3)
% 60.04/25.16  																																|
% 60.04/25.16  																																+-Applying beta-rule and splitting (103), into two cases.
% 60.04/25.16  																																|-Branch one:
% 60.04/25.16  																																| (453) all_0_41_41 = e1
% 60.04/25.16  																																|
% 60.04/25.16  																																	| Combining equations (453,403) yields a new equation:
% 60.04/25.16  																																	| (455) e3 = e1
% 60.04/25.16  																																	|
% 60.04/25.16  																																	| Equations (455) can reduce 213 to:
% 60.04/25.16  																																	| (266) $false
% 60.04/25.16  																																	|
% 60.04/25.16  																																	|-The branch is then unsatisfiable
% 60.04/25.16  																																|-Branch two:
% 60.04/25.16  																																| (457)  ~ (all_0_41_41 = e1)
% 60.04/25.16  																																| (458) all_0_42_42 = e1 | all_0_43_43 = e1 | all_0_44_44 = e1
% 60.04/25.16  																																|
% 60.04/25.16  																																	+-Applying beta-rule and splitting (458), into two cases.
% 60.04/25.16  																																	|-Branch one:
% 60.04/25.16  																																	| (459) all_0_42_42 = e1
% 60.04/25.16  																																	|
% 60.04/25.16  																																		| Equations (459) can reduce 1380 to:
% 60.04/25.16  																																		| (266) $false
% 60.04/25.16  																																		|
% 60.04/25.16  																																		|-The branch is then unsatisfiable
% 60.04/25.16  																																	|-Branch two:
% 60.04/25.16  																																	| (1380)  ~ (all_0_42_42 = e1)
% 60.04/25.16  																																	| (1381) all_0_43_43 = e1 | all_0_44_44 = e1
% 60.04/25.16  																																	|
% 60.04/25.16  																																		+-Applying beta-rule and splitting (180), into two cases.
% 60.04/25.16  																																		|-Branch one:
% 60.04/25.16  																																		| (516) all_0_42_42 = e3
% 60.04/25.16  																																		|
% 60.04/25.16  																																			| Equations (516) can reduce 405 to:
% 60.04/25.16  																																			| (266) $false
% 60.04/25.16  																																			|
% 60.04/25.16  																																			|-The branch is then unsatisfiable
% 60.04/25.16  																																		|-Branch two:
% 60.04/25.16  																																		| (405)  ~ (all_0_42_42 = e3)
% 60.04/25.16  																																		| (521) all_0_47_47 = e3 | all_0_51_51 = e3 | all_0_56_56 = e3
% 60.04/25.16  																																		|
% 60.04/25.16  																																			+-Applying beta-rule and splitting (152), into two cases.
% 60.04/25.16  																																			|-Branch one:
% 60.04/25.16  																																			| (1392) all_0_42_42 = e4
% 60.04/25.16  																																			|
% 60.04/25.16  																																				| From (1392) and (210) follows:
% 60.04/25.16  																																				| (4074) op(e3, e2) = e4
% 60.04/25.16  																																				|
% 60.04/25.16  																																				+-Applying beta-rule and splitting (112), into two cases.
% 60.04/25.16  																																				|-Branch one:
% 60.04/25.16  																																				| (635) all_0_44_44 = e1
% 60.04/25.16  																																				|
% 60.04/25.16  																																					| Equations (635) can reduce 407 to:
% 60.04/25.16  																																					| (467)  ~ (e3 = e1)
% 60.04/25.16  																																					|
% 60.04/25.16  																																					| Simplifying 467 yields:
% 60.04/25.16  																																					| (213)  ~ (e3 = e1)
% 60.04/25.16  																																					|
% 60.04/25.17  																																					| Equations (635) can reduce 147 to:
% 60.04/25.17  																																					| (604)  ~ (e2 = e1)
% 60.04/25.17  																																					|
% 60.04/25.17  																																					| Simplifying 604 yields:
% 60.04/25.17  																																					| (122)  ~ (e2 = e1)
% 60.04/25.17  																																					|
% 60.04/25.17  																																					+-Applying beta-rule and splitting (123), into two cases.
% 60.04/25.17  																																					|-Branch one:
% 60.04/25.17  																																					| (1794) all_0_46_46 = e2
% 60.04/25.17  																																					|
% 60.04/25.17  																																						| Equations (1794) can reduce 300 to:
% 60.04/25.17  																																						| (266) $false
% 60.04/25.17  																																						|
% 60.04/25.17  																																						|-The branch is then unsatisfiable
% 60.04/25.17  																																					|-Branch two:
% 60.04/25.17  																																					| (300)  ~ (all_0_46_46 = e2)
% 60.04/25.17  																																					| (1797) all_0_46_46 = e4 | all_0_46_46 = e3 | all_0_46_46 = e1 | all_0_46_46 = e0
% 60.04/25.17  																																					|
% 60.04/25.17  																																						+-Applying beta-rule and splitting (1797), into two cases.
% 60.04/25.17  																																						|-Branch one:
% 60.04/25.17  																																						| (770) all_0_46_46 = e4
% 60.04/25.17  																																						|
% 60.04/25.17  																																							| Equations (770) can reduce 250 to:
% 60.04/25.17  																																							| (266) $false
% 60.04/25.17  																																							|
% 60.04/25.17  																																							|-The branch is then unsatisfiable
% 60.04/25.17  																																						|-Branch two:
% 60.04/25.17  																																						| (250)  ~ (all_0_46_46 = e4)
% 60.04/25.17  																																						| (1801) all_0_46_46 = e3 | all_0_46_46 = e1 | all_0_46_46 = e0
% 60.04/25.17  																																						|
% 60.04/25.17  																																							+-Applying beta-rule and splitting (18), into two cases.
% 60.04/25.17  																																							|-Branch one:
% 60.04/25.17  																																							| (453) all_0_41_41 = e1
% 60.04/25.17  																																							|
% 60.04/25.17  																																								| Combining equations (453,403) yields a new equation:
% 60.04/25.17  																																								| (455) e3 = e1
% 60.04/25.17  																																								|
% 60.04/25.17  																																								| Equations (455) can reduce 213 to:
% 60.04/25.17  																																								| (266) $false
% 60.04/25.17  																																								|
% 60.04/25.17  																																								|-The branch is then unsatisfiable
% 60.04/25.17  																																							|-Branch two:
% 60.04/25.17  																																							| (457)  ~ (all_0_41_41 = e1)
% 60.04/25.17  																																							| (595) all_0_46_46 = e1 | all_0_50_50 = e1 | all_0_55_55 = e1
% 60.04/25.17  																																							|
% 60.04/25.17  																																								+-Applying beta-rule and splitting (216), into two cases.
% 60.04/25.17  																																								|-Branch one:
% 60.04/25.17  																																								| (629) all_0_55_55 = e1
% 60.04/25.17  																																								|
% 60.04/25.17  																																									| Equations (629) can reduce 58 to:
% 60.04/25.17  																																									| (549)  ~ (all_0_46_46 = e1)
% 60.04/25.17  																																									|
% 60.04/25.17  																																									| Equations (629) can reduce 153 to:
% 60.04/25.17  																																									| (465)  ~ (all_0_56_56 = e1)
% 60.04/25.17  																																									|
% 60.04/25.17  																																									| Simplifying 465 yields:
% 60.04/25.17  																																									| (466)  ~ (all_0_56_56 = e1)
% 60.04/25.17  																																									|
% 60.04/25.17  																																									+-Applying beta-rule and splitting (133), into two cases.
% 60.04/25.17  																																									|-Branch one:
% 60.04/25.17  																																									| (833) all_0_56_56 = e2
% 60.04/25.17  																																									|
% 60.04/25.17  																																										| Equations (833) can reduce 511 to:
% 60.04/25.17  																																										| (266) $false
% 60.04/25.17  																																										|
% 60.04/25.17  																																										|-The branch is then unsatisfiable
% 60.04/25.17  																																									|-Branch two:
% 60.04/25.17  																																									| (511)  ~ (all_0_56_56 = e2)
% 60.04/25.17  																																									| (836) all_0_56_56 = e4 | all_0_56_56 = e3 | all_0_56_56 = e1 | all_0_56_56 = e0
% 60.04/25.17  																																									|
% 60.04/25.17  																																										+-Applying beta-rule and splitting (1801), into two cases.
% 60.04/25.17  																																										|-Branch one:
% 60.04/25.17  																																										| (538) all_0_46_46 = e0
% 60.04/25.17  																																										|
% 60.04/25.17  																																											| Equations (538) can reduce 19 to:
% 60.04/25.17  																																											| (1402)  ~ (all_0_47_47 = e0)
% 60.04/25.17  																																											|
% 60.04/25.17  																																											| Simplifying 1402 yields:
% 60.04/25.17  																																											| (678)  ~ (all_0_47_47 = e0)
% 60.04/25.17  																																											|
% 60.04/25.17  																																											| Equations (538) can reduce 250 to:
% 60.04/25.17  																																											| (401)  ~ (e4 = e0)
% 60.04/25.17  																																											|
% 60.04/25.17  																																											| Simplifying 401 yields:
% 60.04/25.17  																																											| (49)  ~ (e4 = e0)
% 60.04/25.17  																																											|
% 60.04/25.17  																																											| Equations (538) can reduce 300 to:
% 60.04/25.17  																																											| (365)  ~ (e2 = e0)
% 60.04/25.17  																																											|
% 60.04/25.17  																																											| Simplifying 365 yields:
% 60.04/25.17  																																											| (128)  ~ (e2 = e0)
% 60.04/25.17  																																											|
% 60.04/25.17  																																											| From (538) and (120) follows:
% 60.04/25.17  																																											| (544) op(e2, e3) = e0
% 60.04/25.17  																																											|
% 60.04/25.17  																																											+-Applying beta-rule and splitting (104), into two cases.
% 60.04/25.17  																																											|-Branch one:
% 60.04/25.17  																																											| (480) all_0_39_39 = e0
% 60.04/25.17  																																											|
% 60.04/25.17  																																												| Combining equations (480,317) yields a new equation:
% 60.04/25.17  																																												| (330) e2 = e0
% 60.04/25.17  																																												|
% 60.04/25.17  																																												| Equations (330) can reduce 128 to:
% 60.04/25.17  																																												| (266) $false
% 60.04/25.17  																																												|
% 60.04/25.17  																																												|-The branch is then unsatisfiable
% 60.04/25.17  																																											|-Branch two:
% 60.04/25.17  																																											| (484)  ~ (all_0_39_39 = e0)
% 60.04/25.17  																																											| (558) all_0_42_42 = e0 | all_0_47_47 = e0 | all_0_56_56 = e0
% 60.04/25.17  																																											|
% 60.04/25.17  																																												+-Applying beta-rule and splitting (558), into two cases.
% 60.04/25.17  																																												|-Branch one:
% 60.04/25.17  																																												| (559) all_0_42_42 = e0
% 60.04/25.17  																																												|
% 60.04/25.17  																																													| Combining equations (1392,559) yields a new equation:
% 60.04/25.17  																																													| (481) e4 = e0
% 60.04/25.17  																																													|
% 60.04/25.17  																																													| Simplifying 481 yields:
% 60.04/25.17  																																													| (397) e4 = e0
% 60.04/25.17  																																													|
% 60.04/25.17  																																													| Equations (397) can reduce 49 to:
% 60.04/25.17  																																													| (266) $false
% 60.04/25.17  																																													|
% 60.04/25.17  																																													|-The branch is then unsatisfiable
% 60.04/25.17  																																												|-Branch two:
% 60.04/25.17  																																												| (358)  ~ (all_0_42_42 = e0)
% 60.04/25.17  																																												| (563) all_0_47_47 = e0 | all_0_56_56 = e0
% 60.04/25.17  																																												|
% 60.04/25.17  																																													+-Applying beta-rule and splitting (563), into two cases.
% 60.04/25.17  																																													|-Branch one:
% 60.04/25.17  																																													| (674) all_0_47_47 = e0
% 60.04/25.17  																																													|
% 60.04/25.17  																																														| Equations (674) can reduce 678 to:
% 60.04/25.17  																																														| (266) $false
% 60.04/25.17  																																														|
% 60.04/25.17  																																														|-The branch is then unsatisfiable
% 60.04/25.17  																																													|-Branch two:
% 60.04/25.17  																																													| (678)  ~ (all_0_47_47 = e0)
% 60.04/25.17  																																													| (679) all_0_56_56 = e0
% 60.04/25.17  																																													|
% 60.04/25.17  																																														| Equations (679) can reduce 511 to:
% 60.04/25.17  																																														| (365)  ~ (e2 = e0)
% 60.04/25.17  																																														|
% 60.04/25.17  																																														| Simplifying 365 yields:
% 60.04/25.17  																																														| (128)  ~ (e2 = e0)
% 60.04/25.17  																																														|
% 60.04/25.17  																																														| Equations (679) can reduce 466 to:
% 60.04/25.17  																																														| (435)  ~ (e1 = e0)
% 60.04/25.17  																																														|
% 60.04/25.17  																																														| Simplifying 435 yields:
% 60.04/25.17  																																														| (233)  ~ (e1 = e0)
% 60.04/25.17  																																														|
% 60.04/25.17  																																														| From (679) and (111) follows:
% 60.04/25.17  																																														| (1613) op(e0, e2) = e0
% 60.04/25.17  																																														|
% 60.04/25.17  																																														+-Applying beta-rule and splitting (56), into two cases.
% 60.04/25.17  																																														|-Branch one:
% 60.04/25.17  																																														| (696) unit = e2
% 60.04/25.17  																																														|
% 60.04/25.17  																																															| From (696) and (24) follows:
% 60.04/25.17  																																															| (697) op(e2, e3) = e3
% 60.04/25.17  																																															|
% 60.04/25.17  																																															| From (696) and (227) follows:
% 60.04/25.17  																																															| (4284) op(e4, e2) = e4
% 60.04/25.17  																																															|
% 60.04/25.17  																																															| From (696) and (40) follows:
% 60.04/25.17  																																															| (4285) op(e3, e2) = e3
% 60.04/25.17  																																															|
% 60.04/25.17  																																															| Instantiating formula (29) with e4, e2, e4, e2 and discharging atoms op(e4, e2) = e4, op(e4, e2) = e2, yields:
% 60.04/25.17  																																															| (323) e4 = e2
% 60.04/25.17  																																															|
% 60.04/25.17  																																															| Instantiating formula (29) with e3, e2, e3, e4 and discharging atoms op(e3, e2) = e4, op(e3, e2) = e3, yields:
% 60.04/25.17  																																															| (425) e4 = e3
% 60.04/25.17  																																															|
% 60.04/25.17  																																															| Instantiating formula (29) with e2, e3, e3, e0 and discharging atoms op(e2, e3) = e3, op(e2, e3) = e0, yields:
% 60.04/25.17  																																															| (676) e3 = e0
% 60.04/25.17  																																															|
% 60.04/25.17  																																															| Combining equations (323,425) yields a new equation:
% 60.04/25.17  																																															| (662) e3 = e2
% 60.04/25.17  																																															|
% 60.04/25.17  																																															| Combining equations (676,662) yields a new equation:
% 60.04/25.17  																																															| (330) e2 = e0
% 60.04/25.17  																																															|
% 60.04/25.17  																																															| Equations (330) can reduce 128 to:
% 60.04/25.17  																																															| (266) $false
% 60.04/25.17  																																															|
% 60.04/25.17  																																															|-The branch is then unsatisfiable
% 60.04/25.17  																																														|-Branch two:
% 60.04/25.17  																																														| (707)  ~ (unit = e2)
% 60.04/25.17  																																														| (708) unit = e4 | unit = e3 | unit = e1 | unit = e0
% 60.04/25.17  																																														|
% 60.04/25.17  																																															+-Applying beta-rule and splitting (708), into two cases.
% 60.04/25.17  																																															|-Branch one:
% 60.04/25.17  																																															| (709) unit = e4
% 60.04/25.17  																																															|
% 60.04/25.17  																																																| From (709) and (24) follows:
% 60.04/25.17  																																																| (33325) op(e4, e3) = e3
% 60.04/25.17  																																																|
% 60.04/25.17  																																																| From (709) and (227) follows:
% 60.04/25.17  																																																| (710) op(e4, e4) = e4
% 60.04/25.17  																																																|
% 60.04/25.17  																																																| From (709) and (42) follows:
% 60.04/25.17  																																																| (713) op(e0, e4) = e0
% 60.04/25.17  																																																|
% 60.04/25.17  																																																| Instantiating formula (29) with e4, e4, e4, e1 and discharging atoms op(e4, e4) = e4, op(e4, e4) = e1, yields:
% 60.04/25.17  																																																| (630) e4 = e1
% 60.04/25.17  																																																|
% 60.04/25.17  																																																| Instantiating formula (29) with e4, e3, e3, e4 and discharging atoms op(e4, e3) = e4, op(e4, e3) = e3, yields:
% 60.04/25.17  																																																| (425) e4 = e3
% 60.04/25.17  																																																|
% 60.04/25.17  																																																| Instantiating formula (29) with e0, e4, e0, e3 and discharging atoms op(e0, e4) = e3, op(e0, e4) = e0, yields:
% 60.04/25.17  																																																| (676) e3 = e0
% 60.04/25.17  																																																|
% 60.04/25.17  																																																| Combining equations (630,425) yields a new equation:
% 60.04/25.17  																																																| (455) e3 = e1
% 60.04/25.17  																																																|
% 60.04/25.17  																																																| Combining equations (455,676) yields a new equation:
% 60.04/25.17  																																																| (546) e1 = e0
% 60.04/25.17  																																																|
% 60.04/25.17  																																																| Simplifying 546 yields:
% 60.04/25.17  																																																| (431) e1 = e0
% 60.04/25.17  																																																|
% 60.04/25.17  																																																| Equations (431) can reduce 233 to:
% 60.04/25.17  																																																| (266) $false
% 60.04/25.17  																																																|
% 60.04/25.17  																																																|-The branch is then unsatisfiable
% 60.04/25.17  																																															|-Branch two:
% 60.04/25.17  																																															| (724)  ~ (unit = e4)
% 60.04/25.17  																																															| (725) unit = e3 | unit = e1 | unit = e0
% 60.04/25.17  																																															|
% 60.04/25.17  																																																+-Applying beta-rule and splitting (725), into two cases.
% 60.04/25.17  																																																|-Branch one:
% 60.04/25.17  																																																| (726) unit = e0
% 60.04/25.17  																																																|
% 60.04/25.17  																																																	| From (726) and (15) follows:
% 60.04/25.17  																																																	| (1508) op(e0, e2) = e2
% 60.04/25.17  																																																	|
% 60.04/25.17  																																																	| From (726) and (211) follows:
% 60.04/25.17  																																																	| (15180) op(e0, e1) = e1
% 60.04/25.17  																																																	|
% 60.04/25.17  																																																	| Instantiating formula (29) with e0, e2, e2, e0 and discharging atoms op(e0, e2) = e2, op(e0, e2) = e0, yields:
% 60.04/25.17  																																																	| (330) e2 = e0
% 60.04/25.17  																																																	|
% 60.04/25.17  																																																	| Instantiating formula (29) with e0, e1, e1, e2 and discharging atoms op(e0, e1) = e2, op(e0, e1) = e1, yields:
% 60.04/25.17  																																																	| (617) e2 = e1
% 60.04/25.17  																																																	|
% 60.04/25.17  																																																	| Combining equations (617,330) yields a new equation:
% 60.04/25.17  																																																	| (546) e1 = e0
% 60.04/25.17  																																																	|
% 60.04/25.17  																																																	| Simplifying 546 yields:
% 60.04/25.17  																																																	| (431) e1 = e0
% 60.04/25.17  																																																	|
% 60.04/25.17  																																																	| Equations (431) can reduce 233 to:
% 60.04/25.17  																																																	| (266) $false
% 60.04/25.17  																																																	|
% 60.04/25.17  																																																	|-The branch is then unsatisfiable
% 60.04/25.17  																																																|-Branch two:
% 60.04/25.17  																																																| (734)  ~ (unit = e0)
% 60.04/25.17  																																																| (735) unit = e3 | unit = e1
% 60.04/25.17  																																																|
% 60.04/25.17  																																																	+-Applying beta-rule and splitting (735), into two cases.
% 60.04/25.17  																																																	|-Branch one:
% 60.04/25.17  																																																	| (736) unit = e1
% 60.04/25.17  																																																	|
% 60.04/25.17  																																																		| Equations (736) can reduce 734 to:
% 60.04/25.17  																																																		| (233)  ~ (e1 = e0)
% 60.04/25.17  																																																		|
% 60.04/25.17  																																																		| From (736) and (244) follows:
% 60.04/25.17  																																																		| (738) op(e1, e4) = e4
% 60.04/25.17  																																																		|
% 60.04/25.17  																																																		| From (736) and (24) follows:
% 60.04/25.17  																																																		| (1934) op(e1, e3) = e3
% 60.04/25.17  																																																		|
% 60.04/25.17  																																																		| From (736) and (15) follows:
% 60.04/25.17  																																																		| (515) op(e1, e2) = e2
% 60.04/25.17  																																																		|
% 60.04/25.17  																																																		| From (736) and (227) follows:
% 60.04/25.17  																																																		| (739) op(e4, e1) = e4
% 60.04/25.17  																																																		|
% 60.04/25.17  																																																		| Instantiating formula (29) with e4, e1, e4, e3 and discharging atoms op(e4, e1) = e4, op(e4, e1) = e3, yields:
% 60.04/25.17  																																																		| (425) e4 = e3
% 60.04/25.17  																																																		|
% 60.04/25.17  																																																		| Instantiating formula (29) with e1, e4, e4, e0 and discharging atoms op(e1, e4) = e4, op(e1, e4) = e0, yields:
% 60.04/25.17  																																																		| (397) e4 = e0
% 60.04/25.17  																																																		|
% 60.04/25.17  																																																		| Instantiating formula (29) with e1, e3, e3, e2 and discharging atoms op(e1, e3) = e3, op(e1, e3) = e2, yields:
% 60.04/25.17  																																																		| (662) e3 = e2
% 60.04/25.17  																																																		|
% 60.04/25.17  																																																		| Instantiating formula (29) with e1, e2, e2, e1 and discharging atoms op(e1, e2) = e2, op(e1, e2) = e1, yields:
% 60.04/25.17  																																																		| (617) e2 = e1
% 60.04/25.17  																																																		|
% 60.04/25.17  																																																		| Combining equations (425,397) yields a new equation:
% 60.04/25.17  																																																		| (675) e3 = e0
% 60.04/25.17  																																																		|
% 60.04/25.17  																																																		| Simplifying 675 yields:
% 60.04/25.17  																																																		| (676) e3 = e0
% 60.04/25.17  																																																		|
% 60.04/25.17  																																																		| Combining equations (662,676) yields a new equation:
% 60.04/25.17  																																																		| (391) e2 = e0
% 60.04/25.17  																																																		|
% 60.04/25.17  																																																		| Simplifying 391 yields:
% 60.04/25.17  																																																		| (330) e2 = e0
% 60.04/25.17  																																																		|
% 60.04/25.17  																																																		| Combining equations (330,617) yields a new equation:
% 60.04/25.17  																																																		| (431) e1 = e0
% 60.04/25.17  																																																		|
% 60.04/25.17  																																																		| Equations (431) can reduce 233 to:
% 60.04/25.17  																																																		| (266) $false
% 60.04/25.17  																																																		|
% 60.04/25.17  																																																		|-The branch is then unsatisfiable
% 60.04/25.17  																																																	|-Branch two:
% 60.04/25.17  																																																	| (748)  ~ (unit = e1)
% 60.04/25.17  																																																	| (749) unit = e3
% 60.04/25.17  																																																	|
% 60.04/25.17  																																																		| From (749) and (32) follows:
% 60.04/25.17  																																																		| (5793) op(e2, e3) = e2
% 60.04/25.17  																																																		|
% 60.04/25.17  																																																		| From (749) and (28) follows:
% 60.04/25.17  																																																		| (2235) op(e1, e3) = e1
% 60.04/25.17  																																																		|
% 60.04/25.17  																																																		| Instantiating formula (29) with e2, e3, e2, e0 and discharging atoms op(e2, e3) = e2, op(e2, e3) = e0, yields:
% 60.04/25.17  																																																		| (330) e2 = e0
% 60.04/25.17  																																																		|
% 60.04/25.17  																																																		| Instantiating formula (29) with e1, e3, e1, e2 and discharging atoms op(e1, e3) = e2, op(e1, e3) = e1, yields:
% 60.04/25.17  																																																		| (617) e2 = e1
% 60.04/25.17  																																																		|
% 60.04/25.17  																																																		| Combining equations (330,617) yields a new equation:
% 60.04/25.17  																																																		| (431) e1 = e0
% 60.04/25.17  																																																		|
% 60.04/25.17  																																																		| Equations (431) can reduce 233 to:
% 60.04/25.17  																																																		| (266) $false
% 60.04/25.17  																																																		|
% 60.04/25.17  																																																		|-The branch is then unsatisfiable
% 60.04/25.17  																																										|-Branch two:
% 60.04/25.17  																																										| (831)  ~ (all_0_46_46 = e0)
% 60.04/25.17  																																										| (1838) all_0_46_46 = e3 | all_0_46_46 = e1
% 60.04/25.17  																																										|
% 60.04/25.17  																																											+-Applying beta-rule and splitting (1838), into two cases.
% 60.04/25.17  																																											|-Branch one:
% 60.04/25.17  																																											| (545) all_0_46_46 = e1
% 60.04/25.17  																																											|
% 60.04/25.17  																																												| Equations (545) can reduce 549 to:
% 60.04/25.17  																																												| (266) $false
% 60.04/25.17  																																												|
% 60.04/25.17  																																												|-The branch is then unsatisfiable
% 60.04/25.17  																																											|-Branch two:
% 60.04/25.17  																																											| (549)  ~ (all_0_46_46 = e1)
% 60.04/25.17  																																											| (1557) all_0_46_46 = e3
% 60.04/25.17  																																											|
% 60.04/25.17  																																												| Equations (1557) can reduce 409 to:
% 60.04/25.17  																																												| (266) $false
% 60.04/25.17  																																												|
% 60.04/25.17  																																												|-The branch is then unsatisfiable
% 60.04/25.17  																																								|-Branch two:
% 60.04/25.17  																																								| (632)  ~ (all_0_55_55 = e1)
% 60.04/25.17  																																								| (633) all_0_56_56 = e1 | all_0_57_57 = e1 | all_0_58_58 = e1
% 60.04/25.17  																																								|
% 60.04/25.17  																																									+-Applying beta-rule and splitting (595), into two cases.
% 60.04/25.17  																																									|-Branch one:
% 60.04/25.17  																																									| (545) all_0_46_46 = e1
% 60.04/25.17  																																									|
% 60.04/25.17  																																										| Equations (545) can reduce 549 to:
% 60.04/25.17  																																										| (266) $false
% 60.04/25.17  																																										|
% 60.04/25.17  																																										|-The branch is then unsatisfiable
% 60.04/25.17  																																									|-Branch two:
% 60.04/25.17  																																									| (549)  ~ (all_0_46_46 = e1)
% 60.04/25.17  																																									| (600) all_0_50_50 = e1 | all_0_55_55 = e1
% 60.04/25.17  																																									|
% 60.04/25.17  																																										+-Applying beta-rule and splitting (600), into two cases.
% 60.04/25.17  																																										|-Branch one:
% 60.04/25.17  																																										| (601) all_0_50_50 = e1
% 60.04/25.17  																																										|
% 60.04/25.17  																																											| Combining equations (601,378) yields a new equation:
% 60.04/25.17  																																											| (617) e2 = e1
% 60.04/25.17  																																											|
% 60.04/25.17  																																											| Equations (617) can reduce 122 to:
% 60.04/25.17  																																											| (266) $false
% 60.04/25.17  																																											|
% 60.04/25.17  																																											|-The branch is then unsatisfiable
% 60.04/25.17  																																										|-Branch two:
% 60.04/25.17  																																										| (759)  ~ (all_0_50_50 = e1)
% 60.04/25.17  																																										| (629) all_0_55_55 = e1
% 60.04/25.17  																																										|
% 60.04/25.17  																																											| Equations (629) can reduce 632 to:
% 60.04/25.17  																																											| (266) $false
% 60.04/25.17  																																											|
% 60.04/25.17  																																											|-The branch is then unsatisfiable
% 60.04/25.17  																																				|-Branch two:
% 60.04/25.17  																																				| (639)  ~ (all_0_44_44 = e1)
% 60.04/25.17  																																				| (640) all_0_49_49 = e1 | all_0_53_53 = e1 | all_0_58_58 = e1
% 60.04/25.17  																																				|
% 60.04/25.17  																																					+-Applying beta-rule and splitting (1381), into two cases.
% 60.04/25.17  																																					|-Branch one:
% 60.04/25.17  																																					| (430) all_0_43_43 = e1
% 60.04/25.17  																																					|
% 60.04/25.17  																																						| Combining equations (356,430) yields a new equation:
% 60.04/25.17  																																						| (431) e1 = e0
% 60.04/25.17  																																						|
% 60.04/25.17  																																						| Equations (431) can reduce 233 to:
% 60.04/25.17  																																						| (266) $false
% 60.04/25.17  																																						|
% 60.04/25.17  																																						|-The branch is then unsatisfiable
% 60.04/25.17  																																					|-Branch two:
% 60.04/25.17  																																					| (433)  ~ (all_0_43_43 = e1)
% 60.04/25.17  																																					| (635) all_0_44_44 = e1
% 60.04/25.17  																																					|
% 60.04/25.17  																																						| Equations (635) can reduce 639 to:
% 60.04/25.17  																																						| (266) $false
% 60.04/25.17  																																						|
% 60.04/25.17  																																						|-The branch is then unsatisfiable
% 60.04/25.17  																																			|-Branch two:
% 60.04/25.17  																																			| (1890)  ~ (all_0_42_42 = e4)
% 60.04/25.17  																																			| (1969) all_0_42_42 = e3 | all_0_42_42 = e1 | all_0_42_42 = e0
% 60.04/25.17  																																			|
% 60.04/25.17  																																				+-Applying beta-rule and splitting (1969), into two cases.
% 60.04/25.17  																																				|-Branch one:
% 60.04/25.17  																																				| (559) all_0_42_42 = e0
% 60.04/25.17  																																				|
% 60.04/25.17  																																					| Equations (559) can reduce 358 to:
% 60.04/25.17  																																					| (266) $false
% 60.04/25.17  																																					|
% 60.04/25.17  																																					|-The branch is then unsatisfiable
% 60.04/25.17  																																				|-Branch two:
% 60.04/25.17  																																				| (358)  ~ (all_0_42_42 = e0)
% 60.04/25.17  																																				| (2510) all_0_42_42 = e3 | all_0_42_42 = e1
% 60.04/25.17  																																				|
% 60.04/25.17  																																					+-Applying beta-rule and splitting (2510), into two cases.
% 60.04/25.17  																																					|-Branch one:
% 60.04/25.17  																																					| (459) all_0_42_42 = e1
% 60.04/25.17  																																					|
% 60.04/25.17  																																						| Equations (459) can reduce 1380 to:
% 60.04/25.17  																																						| (266) $false
% 60.04/25.17  																																						|
% 60.04/25.17  																																						|-The branch is then unsatisfiable
% 60.04/25.17  																																					|-Branch two:
% 60.04/25.17  																																					| (1380)  ~ (all_0_42_42 = e1)
% 60.04/25.17  																																					| (516) all_0_42_42 = e3
% 60.04/25.17  																																					|
% 60.04/25.17  																																						| Equations (516) can reduce 405 to:
% 60.04/25.17  																																						| (266) $false
% 60.04/25.17  																																						|
% 60.04/25.17  																																						|-The branch is then unsatisfiable
% 60.04/25.17  																															|-Branch two:
% 60.04/25.17  																															| (1898)  ~ (all_0_41_41 = e3)
% 60.04/25.17  																															| (1899) all_0_42_42 = e3 | all_0_44_44 = e3
% 60.04/25.17  																															|
% 60.04/25.17  																																+-Applying beta-rule and splitting (27), into two cases.
% 60.04/25.17  																																|-Branch one:
% 60.04/25.17  																																| (437) all_0_41_41 = e4
% 60.04/25.17  																																|
% 60.04/25.17  																																	| Equations (437) can reduce 440 to:
% 60.04/25.17  																																	| (266) $false
% 60.04/25.17  																																	|
% 60.04/25.17  																																	|-The branch is then unsatisfiable
% 60.04/25.17  																																|-Branch two:
% 60.04/25.17  																																| (440)  ~ (all_0_41_41 = e4)
% 60.04/25.18  																																| (4049) all_0_41_41 = e3 | all_0_41_41 = e1 | all_0_41_41 = e0
% 60.04/25.18  																																|
% 60.04/25.18  																																	+-Applying beta-rule and splitting (144), into two cases.
% 60.04/25.18  																																	|-Branch one:
% 60.04/25.18  																																	| (403) all_0_41_41 = e3
% 60.04/25.18  																																	|
% 60.04/25.18  																																		| Equations (403) can reduce 1898 to:
% 60.04/25.18  																																		| (266) $false
% 60.04/25.18  																																		|
% 60.04/25.18  																																		|-The branch is then unsatisfiable
% 60.04/25.18  																																	|-Branch two:
% 60.04/25.18  																																	| (1898)  ~ (all_0_41_41 = e3)
% 60.04/25.18  																																	| (1923) all_0_46_46 = e3 | all_0_50_50 = e3 | all_0_55_55 = e3
% 60.04/25.18  																																	|
% 60.04/25.18  																																		+-Applying beta-rule and splitting (1899), into two cases.
% 60.04/25.18  																																		|-Branch one:
% 60.04/25.18  																																		| (516) all_0_42_42 = e3
% 60.04/25.18  																																		|
% 60.04/25.18  																																			| Equations (516) can reduce 198 to:
% 60.04/25.18  																																			| (2538)  ~ (all_0_47_47 = e3)
% 60.04/25.18  																																			|
% 60.04/25.18  																																			| Simplifying 2538 yields:
% 60.04/25.18  																																			| (1091)  ~ (all_0_47_47 = e3)
% 60.04/25.18  																																			|
% 60.04/25.18  																																			| Equations (516) can reduce 236 to:
% 60.04/25.18  																																			| (271)  ~ (all_0_56_56 = e3)
% 60.04/25.18  																																			|
% 60.04/25.18  																																			| Simplifying 271 yields:
% 60.04/25.18  																																			| (272)  ~ (all_0_56_56 = e3)
% 60.04/25.18  																																			|
% 60.04/25.18  																																			| Equations (516) can reduce 51 to:
% 60.04/25.18  																																			| (212)  ~ (e3 = e2)
% 60.04/25.18  																																			|
% 60.04/25.18  																																			| Equations (516) can reduce 1380 to:
% 60.04/25.18  																																			| (213)  ~ (e3 = e1)
% 60.04/25.18  																																			|
% 60.04/25.18  																																			| Equations (516) can reduce 358 to:
% 60.04/25.18  																																			| (80)  ~ (e3 = e0)
% 60.04/25.18  																																			|
% 60.04/25.18  																																			+-Applying beta-rule and splitting (1923), into two cases.
% 60.04/25.18  																																			|-Branch one:
% 60.04/25.18  																																			| (1557) all_0_46_46 = e3
% 60.04/25.18  																																			|
% 60.04/25.18  																																				| Equations (1557) can reduce 43 to:
% 60.04/25.18  																																				| (1898)  ~ (all_0_41_41 = e3)
% 60.04/25.18  																																				|
% 60.04/25.18  																																				| Equations (1557) can reduce 19 to:
% 60.04/25.18  																																				| (2538)  ~ (all_0_47_47 = e3)
% 60.04/25.18  																																				|
% 60.04/25.18  																																				| Simplifying 2538 yields:
% 60.04/25.18  																																				| (1091)  ~ (all_0_47_47 = e3)
% 60.04/25.18  																																				|
% 60.04/25.18  																																				| Equations (1557) can reduce 250 to:
% 60.04/25.18  																																				| (277)  ~ (e4 = e3)
% 60.04/25.18  																																				|
% 60.04/25.18  																																				| Simplifying 277 yields:
% 60.04/25.18  																																				| (188)  ~ (e4 = e3)
% 60.04/25.18  																																				|
% 60.04/25.18  																																				| From (1557) and (120) follows:
% 60.04/25.18  																																				| (697) op(e2, e3) = e3
% 60.04/25.18  																																				|
% 60.04/25.18  																																				+-Applying beta-rule and splitting (4049), into two cases.
% 60.04/25.18  																																				|-Branch one:
% 60.04/25.18  																																				| (794) all_0_41_41 = e0
% 60.04/25.18  																																				|
% 60.04/25.18  																																					| Equations (794) can reduce 357 to:
% 60.04/25.18  																																					| (266) $false
% 60.04/25.18  																																					|
% 60.04/25.18  																																					|-The branch is then unsatisfiable
% 60.04/25.18  																																				|-Branch two:
% 60.04/25.18  																																				| (357)  ~ (all_0_41_41 = e0)
% 60.04/25.18  																																				| (4053) all_0_41_41 = e3 | all_0_41_41 = e1
% 60.04/25.18  																																				|
% 60.04/25.18  																																					+-Applying beta-rule and splitting (64), into two cases.
% 60.04/25.18  																																					|-Branch one:
% 60.04/25.18  																																					| (437) all_0_41_41 = e4
% 60.04/25.18  																																					|
% 60.04/25.18  																																						| Equations (437) can reduce 440 to:
% 60.04/25.18  																																						| (266) $false
% 60.04/25.18  																																						|
% 60.04/25.18  																																						|-The branch is then unsatisfiable
% 60.04/25.18  																																					|-Branch two:
% 60.04/25.18  																																					| (440)  ~ (all_0_41_41 = e4)
% 60.04/25.18  																																					| (441) all_0_42_42 = e4 | all_0_43_43 = e4 | all_0_44_44 = e4
% 60.04/25.18  																																					|
% 60.04/25.18  																																						+-Applying beta-rule and splitting (243), into two cases.
% 60.04/25.18  																																						|-Branch one:
% 60.04/25.18  																																						| (329) all_0_38_38 = e0
% 60.04/25.18  																																						|
% 60.04/25.18  																																							| Combining equations (329,321) yields a new equation:
% 60.04/25.18  																																							| (397) e4 = e0
% 60.04/25.18  																																							|
% 60.04/25.18  																																							| Equations (397) can reduce 49 to:
% 60.04/25.18  																																							| (266) $false
% 60.04/25.18  																																							|
% 60.04/25.18  																																							|-The branch is then unsatisfiable
% 60.04/25.18  																																						|-Branch two:
% 60.04/25.18  																																						| (332)  ~ (all_0_38_38 = e0)
% 60.04/25.18  																																						| (395) all_0_41_41 = e0 | all_0_46_46 = e0 | all_0_55_55 = e0
% 60.04/25.18  																																						|
% 60.04/25.18  																																							+-Applying beta-rule and splitting (164), into two cases.
% 60.04/25.18  																																							|-Branch one:
% 60.04/25.18  																																							| (471) all_0_39_39 = e4
% 60.04/25.18  																																							|
% 60.04/25.18  																																								| Combining equations (471,317) yields a new equation:
% 60.04/25.18  																																								| (322) e4 = e2
% 60.04/25.18  																																								|
% 60.04/25.18  																																								| Simplifying 322 yields:
% 60.04/25.18  																																								| (323) e4 = e2
% 60.04/25.18  																																								|
% 60.04/25.18  																																								| Equations (323) can reduce 48 to:
% 60.04/25.18  																																								| (266) $false
% 60.04/25.18  																																								|
% 60.04/25.18  																																								|-The branch is then unsatisfiable
% 60.04/25.18  																																							|-Branch two:
% 60.04/25.18  																																							| (1377)  ~ (all_0_39_39 = e4)
% 60.04/25.18  																																							| (2115) all_0_42_42 = e4 | all_0_47_47 = e4 | all_0_51_51 = e4 | all_0_56_56 = e4
% 60.04/25.18  																																							|
% 60.04/25.18  																																								+-Applying beta-rule and splitting (184), into two cases.
% 60.04/25.18  																																								|-Branch one:
% 60.04/25.18  																																								| (538) all_0_46_46 = e0
% 60.04/25.18  																																								|
% 60.04/25.18  																																									| Combining equations (1557,538) yields a new equation:
% 60.04/25.18  																																									| (675) e3 = e0
% 60.04/25.18  																																									|
% 60.04/25.18  																																									| Simplifying 675 yields:
% 60.04/25.18  																																									| (676) e3 = e0
% 60.04/25.18  																																									|
% 60.04/25.18  																																									| Equations (676) can reduce 80 to:
% 60.04/25.18  																																									| (266) $false
% 60.04/25.18  																																									|
% 60.04/25.18  																																									|-The branch is then unsatisfiable
% 60.04/25.18  																																								|-Branch two:
% 60.04/25.18  																																								| (831)  ~ (all_0_46_46 = e0)
% 60.04/25.18  																																								| (832) all_0_47_47 = e0 | all_0_48_48 = e0 | all_0_49_49 = e0
% 60.04/25.18  																																								|
% 60.04/25.18  																																									+-Applying beta-rule and splitting (395), into two cases.
% 60.04/25.18  																																									|-Branch one:
% 60.04/25.18  																																									| (794) all_0_41_41 = e0
% 60.04/25.18  																																									|
% 60.04/25.18  																																										| Equations (794) can reduce 357 to:
% 60.04/25.18  																																										| (266) $false
% 60.04/25.18  																																										|
% 60.04/25.18  																																										|-The branch is then unsatisfiable
% 60.04/25.18  																																									|-Branch two:
% 60.04/25.18  																																									| (357)  ~ (all_0_41_41 = e0)
% 60.04/25.18  																																									| (895) all_0_46_46 = e0 | all_0_55_55 = e0
% 60.04/25.18  																																									|
% 60.04/25.18  																																										+-Applying beta-rule and splitting (832), into two cases.
% 60.04/25.18  																																										|-Branch one:
% 60.04/25.18  																																										| (674) all_0_47_47 = e0
% 60.04/25.18  																																										|
% 60.04/25.18  																																											| Equations (674) can reduce 1091 to:
% 60.04/25.18  																																											| (541)  ~ (e3 = e0)
% 60.04/25.18  																																											|
% 60.04/25.18  																																											| Simplifying 541 yields:
% 60.04/25.18  																																											| (80)  ~ (e3 = e0)
% 60.04/25.18  																																											|
% 60.04/25.18  																																											+-Applying beta-rule and splitting (133), into two cases.
% 60.04/25.18  																																											|-Branch one:
% 60.04/25.18  																																											| (833) all_0_56_56 = e2
% 60.04/25.18  																																											|
% 60.04/25.18  																																												| Equations (833) can reduce 511 to:
% 60.04/25.18  																																												| (266) $false
% 60.04/25.18  																																												|
% 60.04/25.18  																																												|-The branch is then unsatisfiable
% 60.04/25.18  																																											|-Branch two:
% 60.04/25.18  																																											| (511)  ~ (all_0_56_56 = e2)
% 60.04/25.18  																																											| (836) all_0_56_56 = e4 | all_0_56_56 = e3 | all_0_56_56 = e1 | all_0_56_56 = e0
% 60.04/25.18  																																											|
% 60.04/25.18  																																												+-Applying beta-rule and splitting (125), into two cases.
% 60.04/25.18  																																												|-Branch one:
% 60.04/25.18  																																												| (858) all_0_55_55 = e0
% 60.04/25.18  																																												|
% 60.04/25.18  																																													| Equations (858) can reduce 153 to:
% 60.04/25.18  																																													| (1181)  ~ (all_0_56_56 = e0)
% 60.04/25.18  																																													|
% 60.04/25.18  																																													| Simplifying 1181 yields:
% 60.04/25.18  																																													| (828)  ~ (all_0_56_56 = e0)
% 60.04/25.18  																																													|
% 60.04/25.18  																																													| Equations (858) can reduce 3 to:
% 60.04/25.18  																																													| (490)  ~ (all_0_58_58 = e0)
% 60.04/25.18  																																													|
% 60.04/25.18  																																													| Simplifying 490 yields:
% 60.04/25.18  																																													| (491)  ~ (all_0_58_58 = e0)
% 60.04/25.18  																																													|
% 60.04/25.18  																																													| Equations (858) can reduce 763 to:
% 60.04/25.18  																																													| (401)  ~ (e4 = e0)
% 60.04/25.18  																																													|
% 60.04/25.18  																																													| Simplifying 401 yields:
% 60.04/25.18  																																													| (49)  ~ (e4 = e0)
% 60.04/25.18  																																													|
% 60.04/25.18  																																													| Equations (858) can reduce 304 to:
% 60.04/25.18  																																													| (365)  ~ (e2 = e0)
% 60.04/25.18  																																													|
% 60.04/25.18  																																													| Simplifying 365 yields:
% 60.04/25.18  																																													| (128)  ~ (e2 = e0)
% 60.04/25.18  																																													|
% 60.04/25.18  																																													+-Applying beta-rule and splitting (18), into two cases.
% 60.04/25.18  																																													|-Branch one:
% 60.04/25.18  																																													| (453) all_0_41_41 = e1
% 60.04/25.18  																																													|
% 60.04/25.18  																																														| Equations (453) can reduce 149 to:
% 60.04/25.18  																																														| (4057)  ~ (all_0_44_44 = e1)
% 60.04/25.18  																																														|
% 60.04/25.18  																																														| Simplifying 4057 yields:
% 60.04/25.18  																																														| (639)  ~ (all_0_44_44 = e1)
% 60.04/25.18  																																														|
% 60.04/25.18  																																														| Equations (453) can reduce 1898 to:
% 60.04/25.18  																																														| (467)  ~ (e3 = e1)
% 60.04/25.18  																																														|
% 60.04/25.18  																																														| Simplifying 467 yields:
% 60.04/25.18  																																														| (213)  ~ (e3 = e1)
% 60.04/25.18  																																														|
% 60.04/25.18  																																														| Equations (453) can reduce 85 to:
% 60.04/25.18  																																														| (604)  ~ (e2 = e1)
% 60.04/25.18  																																														|
% 60.04/25.18  																																														| Simplifying 604 yields:
% 60.04/25.18  																																														| (122)  ~ (e2 = e1)
% 60.04/25.18  																																														|
% 60.04/25.18  																																														| From (453) and (219) follows:
% 60.04/25.18  																																														| (12512) op(e3, e3) = e1
% 60.04/25.18  																																														|
% 60.04/25.18  																																														+-Applying beta-rule and splitting (2115), into two cases.
% 60.04/25.18  																																														|-Branch one:
% 60.04/25.18  																																														| (1392) all_0_42_42 = e4
% 60.04/25.18  																																														|
% 60.04/25.18  																																															| Combining equations (516,1392) yields a new equation:
% 60.04/25.18  																																															| (425) e4 = e3
% 60.04/25.18  																																															|
% 60.04/25.18  																																															| Equations (425) can reduce 188 to:
% 60.04/25.18  																																															| (266) $false
% 60.04/25.18  																																															|
% 60.04/25.18  																																															|-The branch is then unsatisfiable
% 60.04/25.18  																																														|-Branch two:
% 60.04/25.18  																																														| (1890)  ~ (all_0_42_42 = e4)
% 60.04/25.18  																																														| (2246) all_0_47_47 = e4 | all_0_51_51 = e4 | all_0_56_56 = e4
% 60.04/25.18  																																														|
% 60.04/25.18  																																															| Equations (516) can reduce 1890 to:
% 60.04/25.18  																																															| (277)  ~ (e4 = e3)
% 60.04/25.18  																																															|
% 60.04/25.18  																																															| Simplifying 277 yields:
% 60.04/25.18  																																															| (188)  ~ (e4 = e3)
% 60.04/25.18  																																															|
% 60.04/25.18  																																															+-Applying beta-rule and splitting (112), into two cases.
% 60.04/25.18  																																															|-Branch one:
% 60.04/25.18  																																															| (635) all_0_44_44 = e1
% 60.04/25.18  																																															|
% 60.04/25.18  																																																| Equations (635) can reduce 639 to:
% 60.04/25.18  																																																| (266) $false
% 60.04/25.18  																																																|
% 60.04/25.18  																																																|-The branch is then unsatisfiable
% 60.04/25.18  																																															|-Branch two:
% 60.04/25.18  																																															| (639)  ~ (all_0_44_44 = e1)
% 60.04/25.18  																																															| (640) all_0_49_49 = e1 | all_0_53_53 = e1 | all_0_58_58 = e1
% 60.04/25.18  																																															|
% 60.04/25.18  																																																+-Applying beta-rule and splitting (26), into two cases.
% 60.04/25.18  																																																|-Branch one:
% 60.04/25.18  																																																| (446) all_0_44_44 = e4
% 60.04/25.18  																																																|
% 60.04/25.18  																																																	| From (446) and (138) follows:
% 60.04/25.18  																																																	| (4646) op(e3, e0) = e4
% 60.04/25.18  																																																	|
% 60.04/25.18  																																																	+-Applying beta-rule and splitting (108), into two cases.
% 60.04/25.18  																																																	|-Branch one:
% 60.04/25.18  																																																	| (624) all_0_58_58 = e2
% 60.04/25.18  																																																	|
% 60.04/25.18  																																																		| Equations (624) can reduce 908 to:
% 60.04/25.18  																																																		| (266) $false
% 60.04/25.18  																																																		|
% 60.04/25.18  																																																		|-The branch is then unsatisfiable
% 60.04/25.18  																																																	|-Branch two:
% 60.04/25.18  																																																	| (908)  ~ (all_0_58_58 = e2)
% 60.04/25.18  																																																	| (909) all_0_58_58 = e4 | all_0_58_58 = e3 | all_0_58_58 = e1 | all_0_58_58 = e0
% 60.04/25.18  																																																	|
% 60.04/25.18  																																																		+-Applying beta-rule and splitting (640), into two cases.
% 60.04/25.18  																																																		|-Branch one:
% 60.04/25.18  																																																		| (671) all_0_49_49 = e1
% 60.04/25.18  																																																		|
% 60.04/25.18  																																																			| Combining equations (583,671) yields a new equation:
% 60.04/25.18  																																																			| (616) e2 = e1
% 60.04/25.18  																																																			|
% 60.04/25.18  																																																			| Simplifying 616 yields:
% 60.04/25.18  																																																			| (617) e2 = e1
% 60.04/25.18  																																																			|
% 60.04/25.18  																																																			| Equations (617) can reduce 122 to:
% 60.04/25.18  																																																			| (266) $false
% 60.04/25.18  																																																			|
% 60.04/25.18  																																																			|-The branch is then unsatisfiable
% 60.04/25.18  																																																		|-Branch two:
% 60.04/25.18  																																																		| (1064)  ~ (all_0_49_49 = e1)
% 60.04/25.18  																																																		| (2141) all_0_53_53 = e1 | all_0_58_58 = e1
% 60.04/25.18  																																																		|
% 60.04/25.18  																																																			+-Applying beta-rule and splitting (836), into two cases.
% 60.04/25.18  																																																			|-Branch one:
% 60.04/25.18  																																																			| (842) all_0_56_56 = e4
% 60.04/25.18  																																																			|
% 60.04/25.18  																																																				| Equations (842) can reduce 44 to:
% 60.04/25.18  																																																				| (450)  ~ (all_0_58_58 = e4)
% 60.04/25.18  																																																				|
% 60.04/25.18  																																																				| Simplifying 450 yields:
% 60.04/25.18  																																																				| (451)  ~ (all_0_58_58 = e4)
% 60.04/25.18  																																																				|
% 60.04/25.18  																																																				| From (842) and (111) follows:
% 60.04/25.18  																																																				| (2154) op(e0, e2) = e4
% 60.04/25.18  																																																				|
% 60.04/25.18  																																																				+-Applying beta-rule and splitting (909), into two cases.
% 60.04/25.18  																																																				|-Branch one:
% 60.04/25.18  																																																				| (910) all_0_58_58 = e4
% 60.04/25.18  																																																				|
% 60.04/25.18  																																																					| Equations (910) can reduce 451 to:
% 60.04/25.18  																																																					| (266) $false
% 60.04/25.18  																																																					|
% 60.04/25.18  																																																					|-The branch is then unsatisfiable
% 60.04/25.18  																																																				|-Branch two:
% 60.04/25.18  																																																				| (451)  ~ (all_0_58_58 = e4)
% 60.04/25.18  																																																				| (913) all_0_58_58 = e3 | all_0_58_58 = e1 | all_0_58_58 = e0
% 60.04/25.18  																																																				|
% 60.04/25.18  																																																					+-Applying beta-rule and splitting (913), into two cases.
% 60.04/25.18  																																																					|-Branch one:
% 60.04/25.18  																																																					| (914) all_0_58_58 = e0
% 60.04/25.18  																																																					|
% 60.04/25.18  																																																						| Equations (914) can reduce 491 to:
% 60.04/25.18  																																																						| (266) $false
% 60.04/25.18  																																																						|
% 60.04/25.18  																																																						|-The branch is then unsatisfiable
% 60.04/25.18  																																																					|-Branch two:
% 60.04/25.18  																																																					| (491)  ~ (all_0_58_58 = e0)
% 60.04/25.18  																																																					| (917) all_0_58_58 = e3 | all_0_58_58 = e1
% 60.04/25.18  																																																					|
% 60.04/25.18  																																																						+-Applying beta-rule and splitting (917), into two cases.
% 60.04/25.18  																																																						|-Branch one:
% 60.04/25.18  																																																						| (918) all_0_58_58 = e1
% 60.04/25.18  																																																						|
% 60.04/25.18  																																																							| Equations (918) can reduce 491 to:
% 60.04/25.18  																																																							| (233)  ~ (e1 = e0)
% 60.04/25.18  																																																							|
% 60.04/25.18  																																																							+-Applying beta-rule and splitting (56), into two cases.
% 60.04/25.18  																																																							|-Branch one:
% 60.04/25.18  																																																							| (696) unit = e2
% 60.04/25.18  																																																							|
% 60.04/25.18  																																																								| From (696) and (227) follows:
% 60.04/25.18  																																																								| (4284) op(e4, e2) = e4
% 60.04/25.18  																																																								|
% 60.04/25.18  																																																								| From (696) and (42) follows:
% 60.04/25.18  																																																								| (1613) op(e0, e2) = e0
% 60.04/25.18  																																																								|
% 60.04/25.18  																																																								| Instantiating formula (29) with e4, e2, e4, e2 and discharging atoms op(e4, e2) = e4, op(e4, e2) = e2, yields:
% 60.04/25.18  																																																								| (323) e4 = e2
% 60.04/25.18  																																																								|
% 60.04/25.18  																																																								| Instantiating formula (29) with e0, e2, e0, e4 and discharging atoms op(e0, e2) = e4, op(e0, e2) = e0, yields:
% 60.04/25.18  																																																								| (397) e4 = e0
% 60.04/25.18  																																																								|
% 60.04/25.18  																																																								| Combining equations (323,397) yields a new equation:
% 60.04/25.18  																																																								| (391) e2 = e0
% 60.04/25.18  																																																								|
% 60.04/25.18  																																																								| Simplifying 391 yields:
% 60.04/25.18  																																																								| (330) e2 = e0
% 60.04/25.18  																																																								|
% 60.04/25.18  																																																								| Equations (330) can reduce 128 to:
% 60.04/25.18  																																																								| (266) $false
% 60.04/25.18  																																																								|
% 60.04/25.18  																																																								|-The branch is then unsatisfiable
% 60.04/25.18  																																																							|-Branch two:
% 60.04/25.18  																																																							| (707)  ~ (unit = e2)
% 60.04/25.18  																																																							| (708) unit = e4 | unit = e3 | unit = e1 | unit = e0
% 60.04/25.18  																																																							|
% 60.04/25.18  																																																								+-Applying beta-rule and splitting (708), into two cases.
% 60.04/25.18  																																																								|-Branch one:
% 60.04/25.18  																																																								| (709) unit = e4
% 60.04/25.18  																																																								|
% 60.04/25.18  																																																									| From (709) and (24) follows:
% 60.04/25.18  																																																									| (33325) op(e4, e3) = e3
% 60.04/25.18  																																																									|
% 60.04/25.18  																																																									| From (709) and (227) follows:
% 60.04/25.18  																																																									| (710) op(e4, e4) = e4
% 60.04/25.18  																																																									|
% 60.04/25.18  																																																									| From (709) and (42) follows:
% 60.04/25.18  																																																									| (713) op(e0, e4) = e0
% 60.04/25.18  																																																									|
% 60.04/25.18  																																																									| Instantiating formula (29) with e4, e4, e4, e1 and discharging atoms op(e4, e4) = e4, op(e4, e4) = e1, yields:
% 60.04/25.18  																																																									| (630) e4 = e1
% 60.04/25.18  																																																									|
% 60.04/25.18  																																																									| Instantiating formula (29) with e4, e3, e3, e4 and discharging atoms op(e4, e3) = e4, op(e4, e3) = e3, yields:
% 60.04/25.18  																																																									| (425) e4 = e3
% 60.04/25.18  																																																									|
% 60.04/25.18  																																																									| Instantiating formula (29) with e0, e4, e0, e3 and discharging atoms op(e0, e4) = e3, op(e0, e4) = e0, yields:
% 60.04/25.18  																																																									| (676) e3 = e0
% 60.04/25.18  																																																									|
% 60.04/25.18  																																																									| Combining equations (630,425) yields a new equation:
% 60.04/25.18  																																																									| (455) e3 = e1
% 60.04/25.18  																																																									|
% 60.04/25.18  																																																									| Combining equations (455,676) yields a new equation:
% 60.04/25.18  																																																									| (546) e1 = e0
% 60.04/25.18  																																																									|
% 60.04/25.18  																																																									| Simplifying 546 yields:
% 60.04/25.18  																																																									| (431) e1 = e0
% 60.04/25.18  																																																									|
% 60.04/25.18  																																																									| Equations (431) can reduce 233 to:
% 60.04/25.18  																																																									| (266) $false
% 60.04/25.18  																																																									|
% 60.04/25.18  																																																									|-The branch is then unsatisfiable
% 60.04/25.18  																																																								|-Branch two:
% 60.04/25.18  																																																								| (724)  ~ (unit = e4)
% 60.04/25.18  																																																								| (725) unit = e3 | unit = e1 | unit = e0
% 60.04/25.18  																																																								|
% 60.04/25.18  																																																									+-Applying beta-rule and splitting (725), into two cases.
% 60.04/25.18  																																																									|-Branch one:
% 60.04/25.18  																																																									| (726) unit = e0
% 60.04/25.18  																																																									|
% 60.04/25.18  																																																										| From (726) and (244) follows:
% 60.04/25.18  																																																										| (2207) op(e0, e4) = e4
% 60.04/25.18  																																																										|
% 60.04/25.18  																																																										| From (726) and (227) follows:
% 60.04/25.18  																																																										| (3205) op(e4, e0) = e4
% 60.04/25.18  																																																										|
% 60.04/25.18  																																																										| From (726) and (28) follows:
% 60.04/25.18  																																																										| (2698) op(e1, e0) = e1
% 60.04/25.18  																																																										|
% 60.04/25.18  																																																										| Instantiating formula (29) with e4, e0, e4, e0 and discharging atoms op(e4, e0) = e4, op(e4, e0) = e0, yields:
% 60.04/25.18  																																																										| (397) e4 = e0
% 60.04/25.18  																																																										|
% 60.04/25.18  																																																										| Instantiating formula (29) with e1, e0, e1, e3 and discharging atoms op(e1, e0) = e3, op(e1, e0) = e1, yields:
% 60.04/25.18  																																																										| (455) e3 = e1
% 60.04/25.18  																																																										|
% 60.04/25.18  																																																										| Instantiating formula (29) with e0, e4, e4, e3 and discharging atoms op(e0, e4) = e4, op(e0, e4) = e3, yields:
% 60.04/25.18  																																																										| (425) e4 = e3
% 60.04/25.18  																																																										|
% 60.04/25.18  																																																										| Combining equations (397,425) yields a new equation:
% 60.04/25.18  																																																										| (676) e3 = e0
% 60.04/25.18  																																																										|
% 60.04/25.18  																																																										| Combining equations (676,455) yields a new equation:
% 60.04/25.18  																																																										| (431) e1 = e0
% 60.04/25.18  																																																										|
% 60.04/25.18  																																																										| Equations (431) can reduce 233 to:
% 60.04/25.18  																																																										| (266) $false
% 60.04/25.18  																																																										|
% 60.04/25.18  																																																										|-The branch is then unsatisfiable
% 60.04/25.18  																																																									|-Branch two:
% 60.04/25.18  																																																									| (734)  ~ (unit = e0)
% 60.04/25.18  																																																									| (735) unit = e3 | unit = e1
% 60.04/25.18  																																																									|
% 60.04/25.18  																																																										+-Applying beta-rule and splitting (735), into two cases.
% 60.04/25.18  																																																										|-Branch one:
% 60.04/25.18  																																																										| (736) unit = e1
% 60.04/25.18  																																																										|
% 60.04/25.18  																																																											| Equations (736) can reduce 734 to:
% 60.04/25.18  																																																											| (233)  ~ (e1 = e0)
% 60.04/25.18  																																																											|
% 60.04/25.18  																																																											| From (736) and (244) follows:
% 60.04/25.18  																																																											| (738) op(e1, e4) = e4
% 60.04/25.18  																																																											|
% 60.04/25.18  																																																											| From (736) and (24) follows:
% 60.04/25.19  																																																											| (1934) op(e1, e3) = e3
% 60.04/25.19  																																																											|
% 60.04/25.19  																																																											| From (736) and (15) follows:
% 60.04/25.19  																																																											| (515) op(e1, e2) = e2
% 60.04/25.19  																																																											|
% 60.04/25.19  																																																											| From (736) and (227) follows:
% 60.04/25.19  																																																											| (739) op(e4, e1) = e4
% 60.04/25.19  																																																											|
% 60.04/25.19  																																																											| Instantiating formula (29) with e4, e1, e4, e3 and discharging atoms op(e4, e1) = e4, op(e4, e1) = e3, yields:
% 60.04/25.19  																																																											| (425) e4 = e3
% 60.04/25.19  																																																											|
% 60.04/25.19  																																																											| Instantiating formula (29) with e1, e4, e4, e0 and discharging atoms op(e1, e4) = e4, op(e1, e4) = e0, yields:
% 60.04/25.19  																																																											| (397) e4 = e0
% 60.04/25.19  																																																											|
% 60.04/25.19  																																																											| Instantiating formula (29) with e1, e3, e3, e2 and discharging atoms op(e1, e3) = e3, op(e1, e3) = e2, yields:
% 60.04/25.19  																																																											| (662) e3 = e2
% 60.04/25.19  																																																											|
% 60.04/25.19  																																																											| Instantiating formula (29) with e1, e2, e2, e1 and discharging atoms op(e1, e2) = e2, op(e1, e2) = e1, yields:
% 60.04/25.19  																																																											| (617) e2 = e1
% 60.04/25.19  																																																											|
% 60.04/25.19  																																																											| Combining equations (425,397) yields a new equation:
% 60.04/25.19  																																																											| (675) e3 = e0
% 60.04/25.19  																																																											|
% 60.04/25.19  																																																											| Simplifying 675 yields:
% 60.04/25.19  																																																											| (676) e3 = e0
% 60.04/25.19  																																																											|
% 60.04/25.19  																																																											| Combining equations (662,676) yields a new equation:
% 60.04/25.19  																																																											| (391) e2 = e0
% 60.04/25.19  																																																											|
% 60.04/25.19  																																																											| Simplifying 391 yields:
% 60.04/25.19  																																																											| (330) e2 = e0
% 60.04/25.19  																																																											|
% 60.04/25.19  																																																											| Combining equations (330,617) yields a new equation:
% 60.04/25.19  																																																											| (431) e1 = e0
% 60.04/25.19  																																																											|
% 60.04/25.19  																																																											| Equations (431) can reduce 233 to:
% 60.04/25.19  																																																											| (266) $false
% 60.04/25.19  																																																											|
% 60.04/25.19  																																																											|-The branch is then unsatisfiable
% 60.04/25.19  																																																										|-Branch two:
% 60.04/25.19  																																																										| (748)  ~ (unit = e1)
% 60.04/25.19  																																																										| (749) unit = e3
% 60.04/25.19  																																																										|
% 60.04/25.19  																																																											| From (749) and (244) follows:
% 60.04/25.19  																																																											| (750) op(e3, e4) = e4
% 60.04/25.19  																																																											|
% 60.04/25.19  																																																											| From (749) and (209) follows:
% 60.04/25.19  																																																											| (1667) op(e3, e0) = e0
% 60.04/25.19  																																																											|
% 60.04/25.19  																																																											| From (749) and (40) follows:
% 60.04/25.19  																																																											| (3715) op(e3, e3) = e3
% 60.04/25.19  																																																											|
% 60.04/25.19  																																																											| From (749) and (32) follows:
% 60.04/25.19  																																																											| (5793) op(e2, e3) = e2
% 60.04/25.19  																																																											|
% 60.04/25.19  																																																											| Instantiating formula (29) with e3, e4, e4, e2 and discharging atoms op(e3, e4) = e4, op(e3, e4) = e2, yields:
% 60.04/25.19  																																																											| (323) e4 = e2
% 60.04/25.19  																																																											|
% 60.04/25.19  																																																											| Instantiating formula (29) with e3, e3, e3, e1 and discharging atoms op(e3, e3) = e3, op(e3, e3) = e1, yields:
% 60.04/25.19  																																																											| (455) e3 = e1
% 60.04/25.19  																																																											|
% 60.04/25.19  																																																											| Instantiating formula (29) with e3, e0, e0, e4 and discharging atoms op(e3, e0) = e4, op(e3, e0) = e0, yields:
% 60.04/25.19  																																																											| (397) e4 = e0
% 60.04/25.19  																																																											|
% 60.04/25.19  																																																											| Instantiating formula (29) with e2, e3, e2, e3 and discharging atoms op(e2, e3) = e3, op(e2, e3) = e2, yields:
% 60.04/25.19  																																																											| (662) e3 = e2
% 60.04/25.19  																																																											|
% 60.04/25.19  																																																											| Combining equations (397,323) yields a new equation:
% 60.04/25.19  																																																											| (330) e2 = e0
% 60.04/25.19  																																																											|
% 60.04/25.19  																																																											| Combining equations (662,455) yields a new equation:
% 60.04/25.19  																																																											| (616) e2 = e1
% 60.04/25.19  																																																											|
% 60.04/25.19  																																																											| Simplifying 616 yields:
% 60.04/25.19  																																																											| (617) e2 = e1
% 60.04/25.19  																																																											|
% 60.04/25.19  																																																											| Combining equations (330,617) yields a new equation:
% 60.04/25.19  																																																											| (431) e1 = e0
% 60.04/25.19  																																																											|
% 60.04/25.19  																																																											| Equations (431) can reduce 233 to:
% 60.04/25.19  																																																											| (266) $false
% 60.04/25.19  																																																											|
% 60.04/25.19  																																																											|-The branch is then unsatisfiable
% 60.04/25.19  																																																						|-Branch two:
% 60.04/25.19  																																																						| (880)  ~ (all_0_58_58 = e1)
% 60.04/25.19  																																																						| (795) all_0_58_58 = e3
% 60.04/25.19  																																																						|
% 60.04/25.19  																																																							| Equations (795) can reduce 276 to:
% 60.04/25.19  																																																							| (266) $false
% 60.04/25.19  																																																							|
% 60.04/25.19  																																																							|-The branch is then unsatisfiable
% 60.04/25.19  																																																			|-Branch two:
% 60.04/25.19  																																																			| (477)  ~ (all_0_56_56 = e4)
% 60.04/25.19  																																																			| (845) all_0_56_56 = e3 | all_0_56_56 = e1 | all_0_56_56 = e0
% 60.04/25.19  																																																			|
% 60.04/25.19  																																																				+-Applying beta-rule and splitting (2141), into two cases.
% 60.04/25.19  																																																				|-Branch one:
% 60.04/25.19  																																																				| (1208) all_0_53_53 = e1
% 60.04/25.19  																																																				|
% 60.04/25.19  																																																					| Combining equations (1208,665) yields a new equation:
% 60.04/25.19  																																																					| (455) e3 = e1
% 60.04/25.19  																																																					|
% 60.04/25.19  																																																					| Equations (455) can reduce 213 to:
% 60.04/25.19  																																																					| (266) $false
% 60.04/25.19  																																																					|
% 60.04/25.19  																																																					|-The branch is then unsatisfiable
% 60.04/25.19  																																																				|-Branch two:
% 60.04/25.19  																																																				| (1459)  ~ (all_0_53_53 = e1)
% 60.04/25.19  																																																				| (918) all_0_58_58 = e1
% 60.04/25.19  																																																				|
% 60.04/25.19  																																																					| Equations (918) can reduce 44 to:
% 60.04/25.19  																																																					| (466)  ~ (all_0_56_56 = e1)
% 60.04/25.19  																																																					|
% 60.04/25.19  																																																					+-Applying beta-rule and splitting (845), into two cases.
% 60.04/25.19  																																																					|-Branch one:
% 60.04/25.19  																																																					| (679) all_0_56_56 = e0
% 60.04/25.19  																																																					|
% 60.04/25.19  																																																						| Equations (679) can reduce 828 to:
% 60.04/25.19  																																																						| (266) $false
% 60.04/25.19  																																																						|
% 60.04/25.19  																																																						|-The branch is then unsatisfiable
% 60.04/25.19  																																																					|-Branch two:
% 60.04/25.19  																																																					| (828)  ~ (all_0_56_56 = e0)
% 60.04/25.19  																																																					| (3172) all_0_56_56 = e3 | all_0_56_56 = e1
% 60.04/25.19  																																																					|
% 60.04/25.19  																																																						+-Applying beta-rule and splitting (3172), into two cases.
% 60.04/25.19  																																																						|-Branch one:
% 60.04/25.19  																																																						| (1569) all_0_56_56 = e1
% 60.04/25.19  																																																						|
% 60.04/25.19  																																																							| Equations (1569) can reduce 466 to:
% 60.04/25.19  																																																							| (266) $false
% 60.04/25.19  																																																							|
% 60.04/25.19  																																																							|-The branch is then unsatisfiable
% 60.04/25.19  																																																						|-Branch two:
% 60.04/25.19  																																																						| (466)  ~ (all_0_56_56 = e1)
% 60.04/25.19  																																																						| (1097) all_0_56_56 = e3
% 60.04/25.19  																																																						|
% 60.04/25.19  																																																							| Equations (1097) can reduce 272 to:
% 60.04/25.19  																																																							| (266) $false
% 60.04/25.19  																																																							|
% 60.04/25.19  																																																							|-The branch is then unsatisfiable
% 60.04/25.19  																																																|-Branch two:
% 60.04/25.19  																																																| (1390)  ~ (all_0_44_44 = e4)
% 60.04/25.19  																																																| (1391) all_0_44_44 = e3 | all_0_44_44 = e1 | all_0_44_44 = e0
% 60.04/25.19  																																																|
% 60.04/25.19  																																																	+-Applying beta-rule and splitting (150), into two cases.
% 60.04/25.19  																																																	|-Branch one:
% 60.04/25.19  																																																	| (1378) all_0_40_40 = e4
% 60.04/25.19  																																																	|
% 60.04/25.19  																																																		| Combining equations (485,1378) yields a new equation:
% 60.04/25.19  																																																		| (397) e4 = e0
% 60.04/25.19  																																																		|
% 60.04/25.19  																																																		| Equations (397) can reduce 49 to:
% 60.04/25.19  																																																		| (266) $false
% 60.04/25.19  																																																		|
% 60.04/25.19  																																																		|-The branch is then unsatisfiable
% 60.04/25.19  																																																	|-Branch two:
% 60.04/25.19  																																																	| (447)  ~ (all_0_40_40 = e4)
% 60.04/25.19  																																																	| (2271) all_0_44_44 = e4 | all_0_49_49 = e4 | all_0_53_53 = e4 | all_0_58_58 = e4
% 60.04/25.19  																																																	|
% 60.04/25.19  																																																		| Equations (485) can reduce 447 to:
% 60.04/25.19  																																																		| (401)  ~ (e4 = e0)
% 60.04/25.19  																																																		|
% 60.04/25.19  																																																		| Simplifying 401 yields:
% 60.04/25.19  																																																		| (49)  ~ (e4 = e0)
% 60.04/25.19  																																																		|
% 60.04/25.19  																																																		+-Applying beta-rule and splitting (441), into two cases.
% 60.04/25.19  																																																		|-Branch one:
% 60.04/25.19  																																																		| (1392) all_0_42_42 = e4
% 60.04/25.19  																																																		|
% 60.04/25.19  																																																			| Combining equations (516,1392) yields a new equation:
% 60.04/25.19  																																																			| (425) e4 = e3
% 60.04/25.19  																																																			|
% 60.04/25.19  																																																			| Equations (425) can reduce 188 to:
% 60.04/25.19  																																																			| (266) $false
% 60.04/25.19  																																																			|
% 60.04/25.19  																																																			|-The branch is then unsatisfiable
% 60.04/25.19  																																																		|-Branch two:
% 60.04/25.19  																																																		| (1890)  ~ (all_0_42_42 = e4)
% 60.04/25.19  																																																		| (1891) all_0_43_43 = e4 | all_0_44_44 = e4
% 60.04/25.19  																																																		|
% 60.04/25.19  																																																			+-Applying beta-rule and splitting (1891), into two cases.
% 60.04/25.19  																																																			|-Branch one:
% 60.04/25.19  																																																			| (396) all_0_43_43 = e4
% 60.04/25.19  																																																			|
% 60.04/25.19  																																																				| Combining equations (356,396) yields a new equation:
% 60.04/25.19  																																																				| (397) e4 = e0
% 60.04/25.19  																																																				|
% 60.04/25.19  																																																				| Equations (397) can reduce 49 to:
% 60.04/25.19  																																																				| (266) $false
% 60.04/25.19  																																																				|
% 60.04/25.19  																																																				|-The branch is then unsatisfiable
% 60.04/25.19  																																																			|-Branch two:
% 60.04/25.19  																																																			| (399)  ~ (all_0_43_43 = e4)
% 60.04/25.19  																																																			| (446) all_0_44_44 = e4
% 60.04/25.19  																																																			|
% 60.04/25.19  																																																				| Equations (446) can reduce 1390 to:
% 60.04/25.19  																																																				| (266) $false
% 60.04/25.19  																																																				|
% 60.04/25.19  																																																				|-The branch is then unsatisfiable
% 60.04/25.19  																																													|-Branch two:
% 60.04/25.19  																																													| (457)  ~ (all_0_41_41 = e1)
% 60.04/25.19  																																													| (595) all_0_46_46 = e1 | all_0_50_50 = e1 | all_0_55_55 = e1
% 60.04/25.19  																																													|
% 60.04/25.19  																																														+-Applying beta-rule and splitting (103), into two cases.
% 60.04/25.19  																																														|-Branch one:
% 60.04/25.19  																																														| (453) all_0_41_41 = e1
% 60.04/25.19  																																														|
% 60.04/25.19  																																															| Equations (453) can reduce 457 to:
% 60.04/25.19  																																															| (266) $false
% 60.04/25.19  																																															|
% 60.04/25.19  																																															|-The branch is then unsatisfiable
% 60.04/25.19  																																														|-Branch two:
% 60.04/25.19  																																														| (457)  ~ (all_0_41_41 = e1)
% 60.04/25.19  																																														| (458) all_0_42_42 = e1 | all_0_43_43 = e1 | all_0_44_44 = e1
% 60.04/25.19  																																														|
% 60.04/25.19  																																															+-Applying beta-rule and splitting (4053), into two cases.
% 60.04/25.19  																																															|-Branch one:
% 60.04/25.19  																																															| (453) all_0_41_41 = e1
% 60.04/25.19  																																															|
% 60.04/25.19  																																																| Equations (453) can reduce 457 to:
% 60.04/25.19  																																																| (266) $false
% 60.04/25.19  																																																|
% 60.04/25.19  																																																|-The branch is then unsatisfiable
% 60.04/25.19  																																															|-Branch two:
% 60.04/25.19  																																															| (457)  ~ (all_0_41_41 = e1)
% 60.04/25.19  																																															| (403) all_0_41_41 = e3
% 60.04/25.19  																																															|
% 60.04/25.19  																																																| Equations (403) can reduce 1898 to:
% 60.04/25.19  																																																| (266) $false
% 60.04/25.19  																																																|
% 60.04/25.19  																																																|-The branch is then unsatisfiable
% 60.04/25.19  																																												|-Branch two:
% 60.04/25.19  																																												| (803)  ~ (all_0_55_55 = e0)
% 60.04/25.19  																																												| (863) all_0_56_56 = e0 | all_0_57_57 = e0 | all_0_58_58 = e0
% 60.04/25.19  																																												|
% 60.04/25.19  																																													+-Applying beta-rule and splitting (895), into two cases.
% 60.04/25.19  																																													|-Branch one:
% 60.04/25.19  																																													| (538) all_0_46_46 = e0
% 60.04/25.19  																																													|
% 60.04/25.19  																																														| Combining equations (1557,538) yields a new equation:
% 60.04/25.19  																																														| (675) e3 = e0
% 60.04/25.19  																																														|
% 60.04/25.19  																																														| Simplifying 675 yields:
% 60.04/25.19  																																														| (676) e3 = e0
% 60.04/25.19  																																														|
% 60.04/25.19  																																														| Equations (676) can reduce 80 to:
% 60.04/25.19  																																														| (266) $false
% 60.04/25.19  																																														|
% 60.04/25.19  																																														|-The branch is then unsatisfiable
% 60.04/25.19  																																													|-Branch two:
% 60.04/25.19  																																													| (831)  ~ (all_0_46_46 = e0)
% 60.04/25.19  																																													| (858) all_0_55_55 = e0
% 60.04/25.19  																																													|
% 60.04/25.19  																																														| Equations (858) can reduce 803 to:
% 60.04/25.19  																																														| (266) $false
% 60.04/25.19  																																														|
% 60.04/25.19  																																														|-The branch is then unsatisfiable
% 60.04/25.19  																																										|-Branch two:
% 60.04/25.19  																																										| (678)  ~ (all_0_47_47 = e0)
% 60.04/25.19  																																										| (1278) all_0_48_48 = e0 | all_0_49_49 = e0
% 60.04/25.19  																																										|
% 60.04/25.19  																																											+-Applying beta-rule and splitting (1278), into two cases.
% 60.04/25.19  																																											|-Branch one:
% 60.04/25.19  																																											| (1279) all_0_48_48 = e0
% 60.04/25.19  																																											|
% 60.04/25.19  																																												| Combining equations (615,1279) yields a new equation:
% 60.04/25.19  																																												| (546) e1 = e0
% 60.04/25.19  																																												|
% 60.04/25.19  																																												| Simplifying 546 yields:
% 60.04/25.19  																																												| (431) e1 = e0
% 60.04/25.19  																																												|
% 60.04/25.19  																																												| Equations (431) can reduce 233 to:
% 60.04/25.19  																																												| (266) $false
% 60.04/25.19  																																												|
% 60.04/25.19  																																												|-The branch is then unsatisfiable
% 60.04/25.19  																																											|-Branch two:
% 60.04/25.19  																																											| (1283)  ~ (all_0_48_48 = e0)
% 60.04/25.19  																																											| (978) all_0_49_49 = e0
% 60.04/25.19  																																											|
% 60.04/25.19  																																												| Combining equations (978,583) yields a new equation:
% 60.04/25.19  																																												| (330) e2 = e0
% 60.04/25.19  																																												|
% 60.04/25.19  																																												| Equations (330) can reduce 128 to:
% 60.04/25.19  																																												| (266) $false
% 60.04/25.19  																																												|
% 60.04/25.19  																																												|-The branch is then unsatisfiable
% 60.04/25.19  																																			|-Branch two:
% 60.04/25.19  																																			| (409)  ~ (all_0_46_46 = e3)
% 60.04/25.19  																																			| (4042) all_0_50_50 = e3 | all_0_55_55 = e3
% 60.04/25.19  																																			|
% 60.04/25.19  																																				+-Applying beta-rule and splitting (64), into two cases.
% 60.04/25.19  																																				|-Branch one:
% 60.04/25.19  																																				| (437) all_0_41_41 = e4
% 60.04/25.19  																																				|
% 60.04/25.19  																																					| Equations (437) can reduce 440 to:
% 60.04/25.19  																																					| (266) $false
% 60.04/25.19  																																					|
% 60.04/25.19  																																					|-The branch is then unsatisfiable
% 60.04/25.19  																																				|-Branch two:
% 60.04/25.19  																																				| (440)  ~ (all_0_41_41 = e4)
% 60.04/25.19  																																				| (441) all_0_42_42 = e4 | all_0_43_43 = e4 | all_0_44_44 = e4
% 60.04/25.19  																																				|
% 60.04/25.19  																																					+-Applying beta-rule and splitting (441), into two cases.
% 60.04/25.19  																																					|-Branch one:
% 60.04/25.19  																																					| (1392) all_0_42_42 = e4
% 60.04/25.19  																																					|
% 60.04/25.19  																																						| Combining equations (1392,516) yields a new equation:
% 60.04/25.19  																																						| (424) e4 = e3
% 60.04/25.19  																																						|
% 60.04/25.19  																																						| Simplifying 424 yields:
% 60.04/25.19  																																						| (425) e4 = e3
% 60.04/25.19  																																						|
% 60.04/25.19  																																						| Equations (425) can reduce 188 to:
% 60.04/25.19  																																						| (266) $false
% 60.04/25.19  																																						|
% 60.04/25.19  																																						|-The branch is then unsatisfiable
% 60.04/25.19  																																					|-Branch two:
% 60.04/25.19  																																					| (1890)  ~ (all_0_42_42 = e4)
% 60.04/25.19  																																					| (1891) all_0_43_43 = e4 | all_0_44_44 = e4
% 60.04/25.19  																																					|
% 60.04/25.19  																																						+-Applying beta-rule and splitting (1891), into two cases.
% 60.04/25.19  																																						|-Branch one:
% 60.04/25.19  																																						| (396) all_0_43_43 = e4
% 60.04/25.19  																																						|
% 60.04/25.19  																																							| Combining equations (396,356) yields a new equation:
% 60.04/25.19  																																							| (481) e4 = e0
% 60.04/25.19  																																							|
% 60.04/25.19  																																							| Simplifying 481 yields:
% 60.04/25.19  																																							| (397) e4 = e0
% 60.04/25.19  																																							|
% 60.04/25.19  																																							| Equations (397) can reduce 49 to:
% 60.04/25.19  																																							| (266) $false
% 60.04/25.19  																																							|
% 60.04/25.19  																																							|-The branch is then unsatisfiable
% 60.04/25.19  																																						|-Branch two:
% 60.04/25.19  																																						| (399)  ~ (all_0_43_43 = e4)
% 60.04/25.19  																																						| (446) all_0_44_44 = e4
% 60.04/25.19  																																						|
% 60.04/25.19  																																							+-Applying beta-rule and splitting (103), into two cases.
% 60.04/25.19  																																							|-Branch one:
% 60.04/25.19  																																							| (453) all_0_41_41 = e1
% 60.04/25.19  																																							|
% 60.04/25.19  																																								+-Applying beta-rule and splitting (105), into two cases.
% 60.04/25.19  																																								|-Branch one:
% 60.04/25.19  																																								| (1105) all_0_47_47 = e2
% 60.04/25.19  																																								|
% 60.04/25.19  																																									| Equations (1105) can reduce 338 to:
% 60.04/25.19  																																									| (266) $false
% 60.04/25.19  																																									|
% 60.04/25.19  																																									|-The branch is then unsatisfiable
% 60.04/25.19  																																								|-Branch two:
% 60.04/25.19  																																								| (338)  ~ (all_0_47_47 = e2)
% 60.04/25.19  																																								| (1789) all_0_47_47 = e4 | all_0_47_47 = e3 | all_0_47_47 = e1 | all_0_47_47 = e0
% 60.04/25.19  																																								|
% 60.04/25.19  																																									+-Applying beta-rule and splitting (1789), into two cases.
% 60.04/25.19  																																									|-Branch one:
% 60.04/25.19  																																									| (1790) all_0_47_47 = e4
% 60.04/25.19  																																									|
% 60.04/25.19  																																										| Equations (1790) can reduce 252 to:
% 60.04/25.19  																																										| (266) $false
% 60.04/25.19  																																										|
% 60.04/25.19  																																										|-The branch is then unsatisfiable
% 60.04/25.19  																																									|-Branch two:
% 60.04/25.19  																																									| (252)  ~ (all_0_47_47 = e4)
% 60.04/25.19  																																									| (1793) all_0_47_47 = e3 | all_0_47_47 = e1 | all_0_47_47 = e0
% 60.04/25.19  																																									|
% 60.04/25.19  																																										+-Applying beta-rule and splitting (1793), into two cases.
% 60.04/25.19  																																										|-Branch one:
% 60.04/25.19  																																										| (674) all_0_47_47 = e0
% 60.04/25.19  																																										|
% 60.04/25.19  																																											| Equations (674) can reduce 19 to:
% 60.04/25.19  																																											| (831)  ~ (all_0_46_46 = e0)
% 60.04/25.19  																																											|
% 60.04/25.19  																																											| Equations (674) can reduce 252 to:
% 60.04/25.19  																																											| (401)  ~ (e4 = e0)
% 60.04/25.19  																																											|
% 60.04/25.19  																																											| Simplifying 401 yields:
% 60.04/25.19  																																											| (49)  ~ (e4 = e0)
% 60.04/25.19  																																											|
% 60.04/25.19  																																											| Equations (674) can reduce 462 to:
% 60.04/25.19  																																											| (435)  ~ (e1 = e0)
% 60.04/25.19  																																											|
% 60.04/25.19  																																											| Simplifying 435 yields:
% 60.04/25.19  																																											| (233)  ~ (e1 = e0)
% 60.04/25.19  																																											|
% 60.04/25.19  																																											+-Applying beta-rule and splitting (125), into two cases.
% 60.04/25.19  																																											|-Branch one:
% 60.04/25.19  																																											| (858) all_0_55_55 = e0
% 60.04/25.19  																																											|
% 60.04/25.19  																																												| Equations (858) can reduce 270 to:
% 60.04/25.19  																																												| (541)  ~ (e3 = e0)
% 60.04/25.19  																																												|
% 60.04/25.19  																																												| Simplifying 541 yields:
% 60.04/25.19  																																												| (80)  ~ (e3 = e0)
% 60.04/25.19  																																												|
% 60.04/25.19  																																												+-Applying beta-rule and splitting (4042), into two cases.
% 60.04/25.19  																																												|-Branch one:
% 60.04/25.19  																																												| (415) all_0_50_50 = e3
% 60.04/25.19  																																												|
% 60.04/25.19  																																													| Combining equations (378,415) yields a new equation:
% 60.04/25.19  																																													| (662) e3 = e2
% 60.04/25.19  																																													|
% 60.04/25.19  																																													| Equations (662) can reduce 212 to:
% 60.04/25.19  																																													| (266) $false
% 60.04/25.19  																																													|
% 60.04/25.19  																																													|-The branch is then unsatisfiable
% 60.04/25.19  																																												|-Branch two:
% 60.04/25.19  																																												| (411)  ~ (all_0_50_50 = e3)
% 60.04/25.19  																																												| (2336) all_0_55_55 = e3
% 60.04/25.19  																																												|
% 60.04/25.19  																																													| Combining equations (858,2336) yields a new equation:
% 60.04/25.19  																																													| (676) e3 = e0
% 60.04/25.19  																																													|
% 60.04/25.19  																																													| Equations (676) can reduce 80 to:
% 60.04/25.19  																																													| (266) $false
% 60.04/25.19  																																													|
% 60.04/25.19  																																													|-The branch is then unsatisfiable
% 60.04/25.19  																																											|-Branch two:
% 60.04/25.19  																																											| (803)  ~ (all_0_55_55 = e0)
% 60.04/25.19  																																											| (863) all_0_56_56 = e0 | all_0_57_57 = e0 | all_0_58_58 = e0
% 60.04/25.19  																																											|
% 60.04/25.19  																																												+-Applying beta-rule and splitting (243), into two cases.
% 60.04/25.19  																																												|-Branch one:
% 60.04/25.19  																																												| (329) all_0_38_38 = e0
% 60.04/25.19  																																												|
% 60.04/25.19  																																													| Combining equations (329,321) yields a new equation:
% 60.04/25.19  																																													| (397) e4 = e0
% 60.04/25.19  																																													|
% 60.04/25.19  																																													| Equations (397) can reduce 49 to:
% 60.04/25.19  																																													| (266) $false
% 60.04/25.19  																																													|
% 60.04/25.19  																																													|-The branch is then unsatisfiable
% 60.04/25.19  																																												|-Branch two:
% 60.04/25.19  																																												| (332)  ~ (all_0_38_38 = e0)
% 60.04/25.19  																																												| (395) all_0_41_41 = e0 | all_0_46_46 = e0 | all_0_55_55 = e0
% 60.04/25.19  																																												|
% 60.04/25.19  																																													+-Applying beta-rule and splitting (395), into two cases.
% 60.04/25.19  																																													|-Branch one:
% 60.04/25.19  																																													| (794) all_0_41_41 = e0
% 60.04/25.19  																																													|
% 60.04/25.19  																																														| Combining equations (794,453) yields a new equation:
% 60.04/25.19  																																														| (431) e1 = e0
% 60.04/25.19  																																														|
% 60.04/25.19  																																														| Equations (431) can reduce 233 to:
% 60.04/25.19  																																														| (266) $false
% 60.04/25.19  																																														|
% 60.04/25.19  																																														|-The branch is then unsatisfiable
% 60.04/25.19  																																													|-Branch two:
% 60.04/25.19  																																													| (357)  ~ (all_0_41_41 = e0)
% 60.04/25.19  																																													| (895) all_0_46_46 = e0 | all_0_55_55 = e0
% 60.04/25.19  																																													|
% 60.04/25.19  																																														+-Applying beta-rule and splitting (895), into two cases.
% 60.04/25.19  																																														|-Branch one:
% 60.04/25.19  																																														| (538) all_0_46_46 = e0
% 60.04/25.19  																																														|
% 60.04/25.19  																																															| Equations (538) can reduce 831 to:
% 60.04/25.19  																																															| (266) $false
% 60.04/25.19  																																															|
% 60.04/25.19  																																															|-The branch is then unsatisfiable
% 60.04/25.19  																																														|-Branch two:
% 60.04/25.19  																																														| (831)  ~ (all_0_46_46 = e0)
% 60.04/25.19  																																														| (858) all_0_55_55 = e0
% 60.04/25.19  																																														|
% 60.04/25.19  																																															| Equations (858) can reduce 803 to:
% 60.04/25.19  																																															| (266) $false
% 60.04/25.19  																																															|
% 60.04/25.19  																																															|-The branch is then unsatisfiable
% 60.04/25.19  																																										|-Branch two:
% 60.04/25.19  																																										| (678)  ~ (all_0_47_47 = e0)
% 60.04/25.19  																																										| (1831) all_0_47_47 = e3 | all_0_47_47 = e1
% 60.04/25.19  																																										|
% 60.04/25.19  																																											+-Applying beta-rule and splitting (1831), into two cases.
% 60.04/25.19  																																											|-Branch one:
% 60.04/25.20  																																											| (654) all_0_47_47 = e1
% 60.04/25.20  																																											|
% 60.04/25.20  																																												| Equations (654) can reduce 462 to:
% 60.04/25.20  																																												| (266) $false
% 60.04/25.20  																																												|
% 60.04/25.20  																																												|-The branch is then unsatisfiable
% 60.04/25.20  																																											|-Branch two:
% 60.04/25.20  																																											| (462)  ~ (all_0_47_47 = e1)
% 60.04/25.20  																																											| (522) all_0_47_47 = e3
% 60.04/25.20  																																											|
% 60.04/25.20  																																												| Equations (522) can reduce 1091 to:
% 60.04/25.20  																																												| (266) $false
% 60.04/25.20  																																												|
% 60.04/25.20  																																												|-The branch is then unsatisfiable
% 60.04/25.20  																																							|-Branch two:
% 60.04/25.20  																																							| (457)  ~ (all_0_41_41 = e1)
% 60.04/25.20  																																							| (458) all_0_42_42 = e1 | all_0_43_43 = e1 | all_0_44_44 = e1
% 60.04/25.20  																																							|
% 60.04/25.20  																																								+-Applying beta-rule and splitting (458), into two cases.
% 60.04/25.20  																																								|-Branch one:
% 60.04/25.20  																																								| (459) all_0_42_42 = e1
% 60.04/25.20  																																								|
% 60.04/25.20  																																									| Combining equations (459,516) yields a new equation:
% 60.04/25.20  																																									| (455) e3 = e1
% 60.04/25.20  																																									|
% 60.04/25.20  																																									| Equations (455) can reduce 213 to:
% 60.04/25.20  																																									| (266) $false
% 60.04/25.20  																																									|
% 60.04/25.20  																																									|-The branch is then unsatisfiable
% 60.04/25.20  																																								|-Branch two:
% 60.04/25.20  																																								| (1380)  ~ (all_0_42_42 = e1)
% 60.04/25.20  																																								| (1381) all_0_43_43 = e1 | all_0_44_44 = e1
% 60.04/25.20  																																								|
% 60.04/25.20  																																									+-Applying beta-rule and splitting (1381), into two cases.
% 60.04/25.20  																																									|-Branch one:
% 60.04/25.20  																																									| (430) all_0_43_43 = e1
% 60.04/25.20  																																									|
% 60.04/25.20  																																										| Combining equations (430,356) yields a new equation:
% 60.04/25.20  																																										| (546) e1 = e0
% 60.04/25.20  																																										|
% 60.04/25.20  																																										| Simplifying 546 yields:
% 60.04/25.20  																																										| (431) e1 = e0
% 60.04/25.20  																																										|
% 60.04/25.20  																																										| Equations (431) can reduce 233 to:
% 60.04/25.20  																																										| (266) $false
% 60.04/25.20  																																										|
% 60.04/25.20  																																										|-The branch is then unsatisfiable
% 60.04/25.20  																																									|-Branch two:
% 60.04/25.20  																																									| (433)  ~ (all_0_43_43 = e1)
% 60.04/25.20  																																									| (635) all_0_44_44 = e1
% 60.04/25.20  																																									|
% 60.04/25.20  																																										| Combining equations (635,446) yields a new equation:
% 60.04/25.20  																																										| (630) e4 = e1
% 60.04/25.20  																																										|
% 60.04/25.20  																																										| Equations (630) can reduce 110 to:
% 60.04/25.20  																																										| (266) $false
% 60.04/25.20  																																										|
% 60.04/25.20  																																										|-The branch is then unsatisfiable
% 60.04/25.20  																																		|-Branch two:
% 60.04/25.20  																																		| (405)  ~ (all_0_42_42 = e3)
% 60.04/25.20  																																		| (532) all_0_44_44 = e3
% 60.04/25.20  																																		|
% 60.04/25.20  																																			| Equations (532) can reduce 407 to:
% 60.04/25.20  																																			| (266) $false
% 60.04/25.20  																																			|
% 60.04/25.20  																																			|-The branch is then unsatisfiable
% 60.04/25.20  																														|-Branch two:
% 60.04/25.20  																														| (464)  ~ (all_0_51_51 = e1)
% 60.04/25.20  																														| (1202) all_0_52_52 = e1 | all_0_53_53 = e1
% 60.04/25.20  																														|
% 60.04/25.20  																															+-Applying beta-rule and splitting (1202), into two cases.
% 60.04/25.20  																															|-Branch one:
% 60.04/25.20  																															| (642) all_0_52_52 = e1
% 60.04/25.20  																															|
% 60.04/25.20  																																| Combining equations (565,642) yields a new equation:
% 60.04/25.20  																																| (636) e4 = e1
% 60.04/25.20  																																|
% 60.04/25.20  																																| Simplifying 636 yields:
% 60.04/25.20  																																| (630) e4 = e1
% 60.04/25.20  																																|
% 60.04/25.20  																																| Equations (630) can reduce 110 to:
% 60.04/25.20  																																| (266) $false
% 60.04/25.20  																																|
% 60.04/25.20  																																|-The branch is then unsatisfiable
% 60.04/25.20  																															|-Branch two:
% 60.04/25.20  																															| (646)  ~ (all_0_52_52 = e1)
% 60.04/25.20  																															| (1208) all_0_53_53 = e1
% 60.04/25.20  																															|
% 60.04/25.20  																																| Combining equations (1208,665) yields a new equation:
% 60.04/25.20  																																| (455) e3 = e1
% 60.04/25.20  																																|
% 60.04/25.20  																																| Equations (455) can reduce 213 to:
% 60.04/25.20  																																| (266) $false
% 60.04/25.20  																																|
% 60.04/25.20  																																|-The branch is then unsatisfiable
% 60.04/25.20  																												|-Branch two:
% 60.04/25.20  																												| (903)  ~ (all_0_53_53 = e3)
% 60.04/25.20  																												| (795) all_0_58_58 = e3
% 60.04/25.20  																												|
% 60.04/25.20  																													| Equations (795) can reduce 276 to:
% 60.04/25.20  																													| (266) $false
% 60.04/25.20  																													|
% 60.04/25.20  																													|-The branch is then unsatisfiable
% 60.04/25.20  																					|-Branch two:
% 60.04/25.20  																					| (302)  ~ (all_0_50_50 = e2)
% 60.04/25.20  																					| (386) all_0_55_55 = e2
% 60.04/25.20  																					|
% 60.04/25.20  																						| Equations (386) can reduce 304 to:
% 60.04/25.20  																						| (266) $false
% 60.04/25.20  																						|
% 60.04/25.20  																						|-The branch is then unsatisfiable
% 60.04/25.20  														|-Branch two:
% 60.04/25.20  														| (5470)  ~ (all_0_43_43 = e0)
% 60.04/25.20  														| (5471) all_0_48_48 = e0 | all_0_57_57 = e0
% 60.04/25.20  														|
% 60.04/25.20  															+-Applying beta-rule and splitting (6374), into two cases.
% 60.04/25.20  															|-Branch one:
% 60.04/25.20  															| (356) all_0_43_43 = e0
% 60.04/25.20  															|
% 60.04/25.20  																| Equations (356) can reduce 5470 to:
% 60.04/25.20  																| (266) $false
% 60.04/25.20  																|
% 60.04/25.20  																|-The branch is then unsatisfiable
% 60.04/25.20  															|-Branch two:
% 60.04/25.20  															| (5470)  ~ (all_0_43_43 = e0)
% 60.04/25.20  															| (430) all_0_43_43 = e1
% 60.04/25.20  															|
% 60.04/25.20  																| Equations (430) can reduce 31 to:
% 60.04/25.20  																| (457)  ~ (all_0_41_41 = e1)
% 60.04/25.20  																|
% 60.04/25.20  																| Equations (430) can reduce 240 to:
% 60.04/25.20  																| (1380)  ~ (all_0_42_42 = e1)
% 60.04/25.20  																|
% 60.04/25.20  																| Equations (430) can reduce 159 to:
% 60.04/25.20  																| (4057)  ~ (all_0_44_44 = e1)
% 60.04/25.20  																|
% 60.04/25.20  																| Simplifying 4057 yields:
% 60.04/25.20  																| (639)  ~ (all_0_44_44 = e1)
% 60.04/25.20  																|
% 60.04/25.20  																| Equations (430) can reduce 17 to:
% 60.04/25.20  																| (11581)  ~ (all_0_48_48 = e1)
% 60.04/25.20  																|
% 60.04/25.20  																| Simplifying 11581 yields:
% 60.04/25.20  																| (619)  ~ (all_0_48_48 = e1)
% 60.04/25.20  																|
% 60.04/25.20  																| Equations (430) can reduce 99 to:
% 60.04/25.20  																| (467)  ~ (e3 = e1)
% 60.04/25.20  																|
% 60.04/25.20  																| Simplifying 467 yields:
% 60.04/25.20  																| (213)  ~ (e3 = e1)
% 60.04/25.20  																|
% 60.04/25.20  																| Equations (430) can reduce 96 to:
% 60.04/25.20  																| (604)  ~ (e2 = e1)
% 60.04/25.20  																|
% 60.04/25.20  																| Simplifying 604 yields:
% 60.04/25.20  																| (122)  ~ (e2 = e1)
% 60.04/25.20  																|
% 60.04/25.20  																| From (430) and (37) follows:
% 60.04/25.20  																| (13877) op(e3, e1) = e1
% 60.04/25.20  																|
% 60.04/25.20  																+-Applying beta-rule and splitting (228), into two cases.
% 60.04/25.20  																|-Branch one:
% 60.04/25.20  																| (335) all_0_48_48 = e2
% 60.04/25.20  																|
% 60.04/25.20  																	| Equations (335) can reduce 810 to:
% 60.04/25.20  																	| (266) $false
% 60.04/25.20  																	|
% 60.04/25.20  																	|-The branch is then unsatisfiable
% 60.04/25.20  																|-Branch two:
% 60.04/25.20  																| (810)  ~ (all_0_48_48 = e2)
% 60.04/25.20  																| (10218) all_0_48_48 = e4 | all_0_48_48 = e1 | all_0_48_48 = e0
% 60.04/25.20  																|
% 60.04/25.20  																	+-Applying beta-rule and splitting (10218), into two cases.
% 60.04/25.20  																	|-Branch one:
% 60.04/25.20  																	| (943) all_0_48_48 = e4
% 60.04/25.20  																	|
% 60.04/25.20  																		| Equations (943) can reduce 254 to:
% 60.04/25.20  																		| (266) $false
% 60.04/25.20  																		|
% 60.04/25.20  																		|-The branch is then unsatisfiable
% 60.04/25.20  																	|-Branch two:
% 60.04/25.20  																	| (254)  ~ (all_0_48_48 = e4)
% 60.04/25.20  																	| (10222) all_0_48_48 = e1 | all_0_48_48 = e0
% 60.04/25.20  																	|
% 60.04/25.20  																		+-Applying beta-rule and splitting (10222), into two cases.
% 60.04/25.20  																		|-Branch one:
% 60.04/25.20  																		| (1279) all_0_48_48 = e0
% 60.04/25.20  																		|
% 60.04/25.20  																			| Equations (1279) can reduce 30 to:
% 60.04/25.20  																			| (831)  ~ (all_0_46_46 = e0)
% 60.04/25.20  																			|
% 60.04/25.20  																			| Equations (1279) can reduce 114 to:
% 60.04/25.20  																			| (678)  ~ (all_0_47_47 = e0)
% 60.04/25.20  																			|
% 60.04/25.20  																			| Equations (1279) can reduce 185 to:
% 60.04/25.20  																			| (486)  ~ (all_0_49_49 = e0)
% 60.04/25.20  																			|
% 60.04/25.20  																			| Simplifying 486 yields:
% 60.04/25.20  																			| (487)  ~ (all_0_49_49 = e0)
% 60.04/25.20  																			|
% 60.04/25.20  																			| Equations (1279) can reduce 254 to:
% 60.04/25.20  																			| (401)  ~ (e4 = e0)
% 60.04/25.20  																			|
% 60.04/25.20  																			| Simplifying 401 yields:
% 60.04/25.20  																			| (49)  ~ (e4 = e0)
% 60.04/25.20  																			|
% 60.04/25.20  																			| Equations (1279) can reduce 619 to:
% 60.04/25.20  																			| (435)  ~ (e1 = e0)
% 60.04/25.20  																			|
% 60.04/25.20  																			| Simplifying 435 yields:
% 60.04/25.20  																			| (233)  ~ (e1 = e0)
% 60.04/25.20  																			|
% 60.04/25.20  																			+-Applying beta-rule and splitting (95), into two cases.
% 60.04/25.20  																			|-Branch one:
% 60.04/25.20  																			| (378) all_0_50_50 = e2
% 60.04/25.20  																			|
% 60.04/25.20  																				| Equations (378) can reduce 221 to:
% 60.04/25.20  																				| (85)  ~ (all_0_41_41 = e2)
% 60.04/25.20  																				|
% 60.04/25.20  																				| Equations (378) can reduce 35 to:
% 60.04/25.20  																				| (300)  ~ (all_0_46_46 = e2)
% 60.04/25.20  																				|
% 60.04/25.20  																				| Equations (378) can reduce 59 to:
% 60.04/25.21  																				| (17668)  ~ (all_0_51_51 = e2)
% 60.04/25.21  																				|
% 60.04/25.21  																				| Simplifying 17668 yields:
% 60.04/25.21  																				| (1099)  ~ (all_0_51_51 = e2)
% 60.04/25.21  																				|
% 60.04/25.21  																				| Equations (378) can reduce 93 to:
% 60.04/25.21  																				| (303)  ~ (all_0_55_55 = e2)
% 60.04/25.21  																				|
% 60.04/25.21  																				| Simplifying 303 yields:
% 60.04/25.21  																				| (304)  ~ (all_0_55_55 = e2)
% 60.04/25.21  																				|
% 60.04/25.21  																				| Equations (378) can reduce 121 to:
% 60.04/25.21  																				| (128)  ~ (e2 = e0)
% 60.04/25.21  																				|
% 60.04/25.21  																				| From (378) and (242) follows:
% 60.04/25.21  																				| (26152) op(e1, e3) = e2
% 60.04/25.21  																				|
% 60.04/25.21  																				+-Applying beta-rule and splitting (158), into two cases.
% 60.04/25.21  																				|-Branch one:
% 60.04/25.21  																				| (313) all_0_40_40 = e2
% 60.04/25.21  																				|
% 60.04/25.21  																					| Combining equations (485,313) yields a new equation:
% 60.04/25.21  																					| (330) e2 = e0
% 60.04/25.21  																					|
% 60.04/25.21  																					| Equations (330) can reduce 128 to:
% 60.04/25.21  																					| (266) $false
% 60.04/25.21  																					|
% 60.04/25.21  																					|-The branch is then unsatisfiable
% 60.04/25.21  																				|-Branch two:
% 60.04/25.21  																				| (296)  ~ (all_0_40_40 = e2)
% 60.04/25.21  																				| (377) all_0_49_49 = e2 | all_0_53_53 = e2 | all_0_58_58 = e2
% 60.04/25.21  																				|
% 60.04/25.21  																					| Equations (485) can reduce 296 to:
% 60.04/25.21  																					| (365)  ~ (e2 = e0)
% 60.04/25.21  																					|
% 60.04/25.21  																					| Simplifying 365 yields:
% 60.04/25.21  																					| (128)  ~ (e2 = e0)
% 60.04/25.21  																					|
% 60.04/25.21  																					+-Applying beta-rule and splitting (377), into two cases.
% 60.04/25.21  																					|-Branch one:
% 60.04/25.21  																					| (583) all_0_49_49 = e2
% 60.04/25.21  																					|
% 60.04/25.21  																						| Equations (583) can reduce 9 to:
% 60.04/25.21  																						| (147)  ~ (all_0_44_44 = e2)
% 60.04/25.21  																						|
% 60.04/25.21  																						| Equations (583) can reduce 208 to:
% 60.04/25.21  																						| (300)  ~ (all_0_46_46 = e2)
% 60.04/25.21  																						|
% 60.04/25.21  																						| Equations (583) can reduce 86 to:
% 60.04/25.21  																						| (338)  ~ (all_0_47_47 = e2)
% 60.04/25.21  																						|
% 60.04/25.21  																						| Equations (583) can reduce 65 to:
% 60.04/25.21  																						| (508)  ~ (all_0_53_53 = e2)
% 60.04/25.21  																						|
% 60.04/25.21  																						| Simplifying 508 yields:
% 60.04/25.21  																						| (509)  ~ (all_0_53_53 = e2)
% 60.04/25.21  																						|
% 60.04/25.21  																						| Equations (583) can reduce 256 to:
% 60.04/25.21  																						| (327)  ~ (e4 = e2)
% 60.04/25.21  																						|
% 60.04/25.21  																						| Simplifying 327 yields:
% 60.04/25.21  																						| (48)  ~ (e4 = e2)
% 60.04/25.21  																						|
% 60.04/25.21  																						| Equations (583) can reduce 487 to:
% 60.04/25.21  																						| (128)  ~ (e2 = e0)
% 60.04/25.21  																						|
% 60.04/25.21  																						| From (583) and (55) follows:
% 60.04/25.21  																						| (727) op(e2, e0) = e2
% 60.04/25.21  																						|
% 60.04/25.21  																						+-Applying beta-rule and splitting (168), into two cases.
% 60.04/25.21  																						|-Branch one:
% 60.04/25.21  																						| (415) all_0_50_50 = e3
% 60.04/25.21  																						|
% 60.04/25.21  																							| Combining equations (378,415) yields a new equation:
% 60.04/25.21  																							| (662) e3 = e2
% 60.04/25.21  																							|
% 60.04/25.21  																							| Equations (662) can reduce 212 to:
% 60.04/25.21  																							| (266) $false
% 60.04/25.21  																							|
% 60.04/25.21  																							|-The branch is then unsatisfiable
% 60.04/25.21  																						|-Branch two:
% 60.04/25.21  																						| (411)  ~ (all_0_50_50 = e3)
% 60.04/25.21  																						| (418) all_0_51_51 = e3 | all_0_53_53 = e3
% 60.04/25.21  																						|
% 60.04/25.21  																							+-Applying beta-rule and splitting (125), into two cases.
% 60.04/25.21  																							|-Branch one:
% 60.04/25.21  																							| (858) all_0_55_55 = e0
% 60.04/25.21  																							|
% 60.04/25.21  																								| Equations (858) can reduce 191 to:
% 60.04/25.21  																								| (357)  ~ (all_0_41_41 = e0)
% 60.04/25.21  																								|
% 60.04/25.21  																								| Equations (858) can reduce 3 to:
% 60.04/25.21  																								| (490)  ~ (all_0_58_58 = e0)
% 60.04/25.21  																								|
% 60.04/25.21  																								| Simplifying 490 yields:
% 60.04/25.21  																								| (491)  ~ (all_0_58_58 = e0)
% 60.04/25.21  																								|
% 60.04/25.21  																								+-Applying beta-rule and splitting (27), into two cases.
% 60.04/25.21  																								|-Branch one:
% 60.04/25.21  																								| (437) all_0_41_41 = e4
% 60.04/25.21  																								|
% 60.04/25.21  																									| Equations (437) can reduce 440 to:
% 60.04/25.21  																									| (266) $false
% 60.04/25.21  																									|
% 60.04/25.21  																									|-The branch is then unsatisfiable
% 60.04/25.21  																								|-Branch two:
% 60.04/25.21  																								| (440)  ~ (all_0_41_41 = e4)
% 60.04/25.21  																								| (4049) all_0_41_41 = e3 | all_0_41_41 = e1 | all_0_41_41 = e0
% 60.04/25.21  																								|
% 60.04/25.21  																									+-Applying beta-rule and splitting (165), into two cases.
% 60.04/25.21  																									|-Branch one:
% 60.04/25.21  																									| (794) all_0_41_41 = e0
% 60.04/25.21  																									|
% 60.04/25.21  																										| Equations (794) can reduce 357 to:
% 60.04/25.21  																										| (266) $false
% 60.04/25.21  																										|
% 60.04/25.21  																										|-The branch is then unsatisfiable
% 60.04/25.21  																									|-Branch two:
% 60.04/25.21  																									| (357)  ~ (all_0_41_41 = e0)
% 60.04/25.21  																									| (6761) all_0_42_42 = e0 | all_0_43_43 = e0 | all_0_44_44 = e0
% 60.04/25.21  																									|
% 60.04/25.21  																										+-Applying beta-rule and splitting (6761), into two cases.
% 60.04/25.21  																										|-Branch one:
% 60.04/25.21  																										| (559) all_0_42_42 = e0
% 60.04/25.21  																										|
% 60.04/25.21  																											| Equations (559) can reduce 214 to:
% 60.04/25.21  																											| (357)  ~ (all_0_41_41 = e0)
% 60.04/25.21  																											|
% 60.04/25.21  																											| Equations (559) can reduce 73 to:
% 60.04/25.21  																											| (359)  ~ (all_0_44_44 = e0)
% 60.04/25.21  																											|
% 60.04/25.21  																											| Simplifying 359 yields:
% 60.04/25.21  																											| (360)  ~ (all_0_44_44 = e0)
% 60.04/25.21  																											|
% 60.04/25.21  																											| Equations (559) can reduce 61 to:
% 60.04/25.21  																											| (1404)  ~ (all_0_51_51 = e0)
% 60.04/25.21  																											|
% 60.04/25.21  																											| Simplifying 1404 yields:
% 60.04/25.21  																											| (115)  ~ (all_0_51_51 = e0)
% 60.04/25.21  																											|
% 60.04/25.21  																											| Equations (559) can reduce 1380 to:
% 60.04/25.21  																											| (435)  ~ (e1 = e0)
% 60.04/25.21  																											|
% 60.04/25.21  																											| Simplifying 435 yields:
% 60.04/25.21  																											| (233)  ~ (e1 = e0)
% 60.04/25.21  																											|
% 60.04/25.21  																											| From (559) and (210) follows:
% 60.04/25.21  																											| (20848) op(e3, e2) = e0
% 60.04/25.21  																											|
% 60.04/25.21  																											+-Applying beta-rule and splitting (4049), into two cases.
% 60.04/25.21  																											|-Branch one:
% 60.04/25.21  																											| (794) all_0_41_41 = e0
% 60.04/25.21  																											|
% 60.09/25.21  																												| Equations (794) can reduce 357 to:
% 60.09/25.21  																												| (266) $false
% 60.09/25.21  																												|
% 60.09/25.21  																												|-The branch is then unsatisfiable
% 60.09/25.21  																											|-Branch two:
% 60.09/25.21  																											| (357)  ~ (all_0_41_41 = e0)
% 60.09/25.21  																											| (4053) all_0_41_41 = e3 | all_0_41_41 = e1
% 60.09/25.21  																											|
% 60.09/25.21  																												+-Applying beta-rule and splitting (4053), into two cases.
% 60.09/25.21  																												|-Branch one:
% 60.09/25.21  																												| (453) all_0_41_41 = e1
% 60.09/25.21  																												|
% 60.09/25.21  																													| Equations (453) can reduce 457 to:
% 60.09/25.21  																													| (266) $false
% 60.09/25.21  																													|
% 60.09/25.21  																													|-The branch is then unsatisfiable
% 60.09/25.21  																												|-Branch two:
% 60.09/25.21  																												| (457)  ~ (all_0_41_41 = e1)
% 60.09/25.21  																												| (403) all_0_41_41 = e3
% 60.09/25.21  																												|
% 60.09/25.21  																													| Equations (403) can reduce 149 to:
% 60.09/25.21  																													| (406)  ~ (all_0_44_44 = e3)
% 60.09/25.21  																													|
% 60.09/25.21  																													| Simplifying 406 yields:
% 60.09/25.21  																													| (407)  ~ (all_0_44_44 = e3)
% 60.09/25.21  																													|
% 60.09/25.21  																													| Equations (403) can reduce 43 to:
% 60.09/25.21  																													| (408)  ~ (all_0_46_46 = e3)
% 60.09/25.21  																													|
% 60.09/25.21  																													| Simplifying 408 yields:
% 60.09/25.21  																													| (409)  ~ (all_0_46_46 = e3)
% 60.09/25.21  																													|
% 60.09/25.21  																													| Equations (403) can reduce 85 to:
% 60.09/25.21  																													| (212)  ~ (e3 = e2)
% 60.09/25.21  																													|
% 60.09/25.21  																													| Equations (403) can reduce 457 to:
% 60.09/25.21  																													| (213)  ~ (e3 = e1)
% 60.09/25.21  																													|
% 60.09/25.21  																													+-Applying beta-rule and splitting (26), into two cases.
% 60.09/25.21  																													|-Branch one:
% 60.09/25.21  																													| (446) all_0_44_44 = e4
% 60.09/25.21  																													|
% 60.09/25.21  																														| Equations (446) can reduce 220 to:
% 60.09/25.21  																														| (1452)  ~ (all_0_53_53 = e4)
% 60.09/25.21  																														|
% 60.09/25.21  																														| Simplifying 1452 yields:
% 60.09/25.21  																														| (1453)  ~ (all_0_53_53 = e4)
% 60.09/25.21  																														|
% 60.09/25.21  																														| Equations (446) can reduce 407 to:
% 60.09/25.21  																														| (188)  ~ (e4 = e3)
% 60.09/25.21  																														|
% 60.09/25.21  																														| Equations (446) can reduce 147 to:
% 60.09/25.21  																														| (48)  ~ (e4 = e2)
% 60.09/25.21  																														|
% 60.09/25.21  																														| Equations (446) can reduce 360 to:
% 60.09/25.21  																														| (49)  ~ (e4 = e0)
% 60.09/25.21  																														|
% 60.09/25.21  																														| From (446) and (138) follows:
% 60.09/25.21  																														| (4646) op(e3, e0) = e4
% 60.09/25.21  																														|
% 60.09/25.21  																														+-Applying beta-rule and splitting (78), into two cases.
% 60.09/25.21  																														|-Branch one:
% 60.09/25.21  																														| (423) all_0_45_45 = e3
% 60.09/25.21  																														|
% 60.09/25.21  																															| Combining equations (248,423) yields a new equation:
% 60.09/25.21  																															| (424) e4 = e3
% 60.09/25.21  																															|
% 60.09/25.21  																															| Simplifying 424 yields:
% 60.09/25.21  																															| (425) e4 = e3
% 60.09/25.21  																															|
% 60.09/25.21  																															| Equations (425) can reduce 188 to:
% 60.09/25.21  																															| (266) $false
% 60.09/25.21  																															|
% 60.09/25.21  																															|-The branch is then unsatisfiable
% 60.09/25.21  																														|-Branch two:
% 60.09/25.21  																														| (427)  ~ (all_0_45_45 = e3)
% 60.09/25.21  																														| (428) all_0_46_46 = e3 | all_0_47_47 = e3 | all_0_49_49 = e3
% 60.09/25.21  																														|
% 60.09/25.21  																															+-Applying beta-rule and splitting (428), into two cases.
% 60.09/25.21  																															|-Branch one:
% 60.09/25.21  																															| (1557) all_0_46_46 = e3
% 60.09/25.21  																															|
% 60.09/25.21  																																| Equations (1557) can reduce 409 to:
% 60.09/25.21  																																| (266) $false
% 60.09/25.21  																																|
% 60.09/25.21  																																|-The branch is then unsatisfiable
% 60.09/25.21  																															|-Branch two:
% 60.09/25.21  																															| (409)  ~ (all_0_46_46 = e3)
% 60.09/25.21  																															| (1561) all_0_47_47 = e3 | all_0_49_49 = e3
% 60.09/25.21  																															|
% 60.09/25.21  																																+-Applying beta-rule and splitting (1561), into two cases.
% 60.09/25.21  																																|-Branch one:
% 60.09/25.21  																																| (522) all_0_47_47 = e3
% 60.09/25.21  																																|
% 60.09/25.21  																																	| Equations (522) can reduce 19 to:
% 60.09/25.21  																																	| (409)  ~ (all_0_46_46 = e3)
% 60.09/25.21  																																	|
% 60.09/25.21  																																	| Equations (522) can reduce 224 to:
% 60.09/25.21  																																	| (1925)  ~ (all_0_51_51 = e3)
% 60.09/25.21  																																	|
% 60.09/25.21  																																	| Simplifying 1925 yields:
% 60.09/25.21  																																	| (664)  ~ (all_0_51_51 = e3)
% 60.09/25.21  																																	|
% 60.09/25.21  																																	| From (522) and (23) follows:
% 60.09/25.21  																																	| (531) op(e2, e2) = e3
% 60.09/25.21  																																	|
% 60.09/25.21  																																	+-Applying beta-rule and splitting (7), into two cases.
% 60.09/25.21  																																	|-Branch one:
% 60.09/25.21  																																	| (504) all_0_51_51 = e2
% 60.09/25.21  																																	|
% 60.09/25.21  																																		| Equations (504) can reduce 1099 to:
% 60.09/25.21  																																		| (266) $false
% 60.09/25.21  																																		|
% 60.09/25.21  																																		|-The branch is then unsatisfiable
% 60.09/25.21  																																	|-Branch two:
% 60.09/25.21  																																	| (1099)  ~ (all_0_51_51 = e2)
% 60.09/25.21  																																	| (1100) all_0_51_51 = e4 | all_0_51_51 = e3 | all_0_51_51 = e1
% 60.09/25.21  																																	|
% 60.09/25.21  																																		+-Applying beta-rule and splitting (135), into two cases.
% 60.09/25.21  																																		|-Branch one:
% 60.09/25.21  																																		| (545) all_0_46_46 = e1
% 60.09/25.21  																																		|
% 60.09/25.21  																																			| Equations (545) can reduce 250 to:
% 60.09/25.21  																																			| (602)  ~ (e4 = e1)
% 60.09/25.21  																																			|
% 60.09/25.21  																																			| Simplifying 602 yields:
% 60.09/25.21  																																			| (110)  ~ (e4 = e1)
% 60.09/25.21  																																			|
% 60.09/25.21  																																			| Equations (545) can reduce 409 to:
% 60.09/25.21  																																			| (467)  ~ (e3 = e1)
% 60.09/25.21  																																			|
% 60.09/25.21  																																			| Simplifying 467 yields:
% 60.09/25.21  																																			| (213)  ~ (e3 = e1)
% 60.09/25.21  																																			|
% 60.09/25.21  																																			| Equations (545) can reduce 300 to:
% 60.09/25.21  																																			| (604)  ~ (e2 = e1)
% 60.09/25.21  																																			|
% 60.09/25.21  																																			| Simplifying 604 yields:
% 60.09/25.21  																																			| (122)  ~ (e2 = e1)
% 60.09/25.21  																																			|
% 60.09/25.21  																																			| From (545) and (120) follows:
% 60.09/25.21  																																			| (2105) op(e2, e3) = e1
% 60.09/25.21  																																			|
% 60.09/25.21  																																			+-Applying beta-rule and splitting (164), into two cases.
% 60.09/25.21  																																			|-Branch one:
% 60.09/25.21  																																			| (471) all_0_39_39 = e4
% 60.09/25.21  																																			|
% 60.09/25.21  																																				| Combining equations (471,317) yields a new equation:
% 60.09/25.21  																																				| (322) e4 = e2
% 60.09/25.21  																																				|
% 60.09/25.21  																																				| Simplifying 322 yields:
% 60.09/25.21  																																				| (323) e4 = e2
% 60.09/25.21  																																				|
% 60.09/25.21  																																				| Equations (323) can reduce 48 to:
% 60.09/25.21  																																				| (266) $false
% 60.09/25.21  																																				|
% 60.09/25.21  																																				|-The branch is then unsatisfiable
% 60.09/25.21  																																			|-Branch two:
% 60.09/25.21  																																			| (1377)  ~ (all_0_39_39 = e4)
% 60.09/25.21  																																			| (2115) all_0_42_42 = e4 | all_0_47_47 = e4 | all_0_51_51 = e4 | all_0_56_56 = e4
% 60.09/25.21  																																			|
% 60.09/25.21  																																				+-Applying beta-rule and splitting (418), into two cases.
% 60.09/25.21  																																				|-Branch one:
% 60.09/25.21  																																				| (660) all_0_51_51 = e3
% 60.09/25.21  																																				|
% 60.09/25.21  																																					| Equations (660) can reduce 664 to:
% 60.09/25.21  																																					| (266) $false
% 60.09/25.21  																																					|
% 60.09/25.21  																																					|-The branch is then unsatisfiable
% 60.09/25.21  																																				|-Branch two:
% 60.09/25.21  																																				| (664)  ~ (all_0_51_51 = e3)
% 60.09/25.21  																																				| (665) all_0_53_53 = e3
% 60.09/25.21  																																				|
% 60.09/25.21  																																					| Equations (665) can reduce 1453 to:
% 60.09/25.21  																																					| (277)  ~ (e4 = e3)
% 60.09/25.21  																																					|
% 60.09/25.21  																																					| Simplifying 277 yields:
% 60.09/25.21  																																					| (188)  ~ (e4 = e3)
% 60.09/25.21  																																					|
% 60.09/25.21  																																					| From (665) and (84) follows:
% 60.09/25.21  																																					| (3786) op(e1, e0) = e3
% 60.09/25.21  																																					|
% 60.09/25.21  																																					+-Applying beta-rule and splitting (112), into two cases.
% 60.09/25.21  																																					|-Branch one:
% 60.09/25.21  																																					| (635) all_0_44_44 = e1
% 60.09/25.21  																																					|
% 60.09/25.21  																																						| Combining equations (446,635) yields a new equation:
% 60.09/25.21  																																						| (636) e4 = e1
% 60.09/25.21  																																						|
% 60.09/25.21  																																						| Simplifying 636 yields:
% 60.09/25.21  																																						| (630) e4 = e1
% 60.09/25.21  																																						|
% 60.09/25.21  																																						| Equations (630) can reduce 110 to:
% 60.09/25.21  																																						| (266) $false
% 60.09/25.21  																																						|
% 60.09/25.21  																																						|-The branch is then unsatisfiable
% 60.09/25.21  																																					|-Branch two:
% 60.09/25.21  																																					| (639)  ~ (all_0_44_44 = e1)
% 60.09/25.21  																																					| (640) all_0_49_49 = e1 | all_0_53_53 = e1 | all_0_58_58 = e1
% 60.09/25.21  																																					|
% 60.09/25.21  																																						| Equations (446) can reduce 639 to:
% 60.09/25.21  																																						| (110)  ~ (e4 = e1)
% 60.09/25.21  																																						|
% 60.09/25.21  																																						+-Applying beta-rule and splitting (160), into two cases.
% 60.09/25.21  																																						|-Branch one:
% 60.09/25.21  																																						| (601) all_0_50_50 = e1
% 60.09/25.21  																																						|
% 60.09/25.21  																																							| Combining equations (378,601) yields a new equation:
% 60.09/25.21  																																							| (616) e2 = e1
% 60.09/25.21  																																							|
% 60.09/25.21  																																							| Simplifying 616 yields:
% 60.09/25.21  																																							| (617) e2 = e1
% 60.09/25.21  																																							|
% 60.09/25.21  																																							| Equations (617) can reduce 122 to:
% 60.09/25.21  																																							| (266) $false
% 60.09/25.21  																																							|
% 60.09/25.21  																																							|-The branch is then unsatisfiable
% 60.09/25.21  																																						|-Branch two:
% 60.09/25.21  																																						| (759)  ~ (all_0_50_50 = e1)
% 60.09/25.21  																																						| (1168) all_0_51_51 = e1 | all_0_52_52 = e1 | all_0_53_53 = e1
% 60.09/25.21  																																						|
% 60.09/25.21  																																							+-Applying beta-rule and splitting (1100), into two cases.
% 60.09/25.21  																																							|-Branch one:
% 60.09/25.21  																																							| (1101) all_0_51_51 = e4
% 60.09/25.21  																																							|
% 60.09/25.21  																																								| Equations (1101) can reduce 475 to:
% 60.09/25.21  																																								| (266) $false
% 60.09/25.21  																																								|
% 60.09/25.21  																																								|-The branch is then unsatisfiable
% 60.09/25.21  																																							|-Branch two:
% 60.09/25.21  																																							| (475)  ~ (all_0_51_51 = e4)
% 60.09/25.21  																																							| (1104) all_0_51_51 = e3 | all_0_51_51 = e1
% 60.09/25.21  																																							|
% 60.09/25.21  																																								+-Applying beta-rule and splitting (1168), into two cases.
% 60.09/25.21  																																								|-Branch one:
% 60.09/25.21  																																								| (1109) all_0_51_51 = e1
% 60.09/25.21  																																								|
% 60.09/25.21  																																									| Equations (1109) can reduce 16 to:
% 60.09/25.21  																																									| (465)  ~ (all_0_56_56 = e1)
% 60.09/25.21  																																									|
% 60.09/25.21  																																									| Simplifying 465 yields:
% 60.09/25.21  																																									| (466)  ~ (all_0_56_56 = e1)
% 60.09/25.21  																																									|
% 60.09/25.21  																																									| Equations (1109) can reduce 475 to:
% 60.09/25.21  																																									| (602)  ~ (e4 = e1)
% 60.09/25.21  																																									|
% 60.09/25.21  																																									| Simplifying 602 yields:
% 60.09/25.21  																																									| (110)  ~ (e4 = e1)
% 60.09/25.21  																																									|
% 60.09/25.21  																																									| Equations (1109) can reduce 1099 to:
% 60.09/25.21  																																									| (604)  ~ (e2 = e1)
% 60.09/25.21  																																									|
% 60.09/25.21  																																									| Simplifying 604 yields:
% 60.09/25.21  																																									| (122)  ~ (e2 = e1)
% 60.09/25.21  																																									|
% 60.09/25.21  																																									| Equations (1109) can reduce 115 to:
% 60.09/25.21  																																									| (233)  ~ (e1 = e0)
% 60.09/25.21  																																									|
% 60.09/25.21  																																									+-Applying beta-rule and splitting (216), into two cases.
% 60.09/25.21  																																									|-Branch one:
% 60.09/25.21  																																									| (629) all_0_55_55 = e1
% 60.09/25.21  																																									|
% 60.09/25.21  																																										| Combining equations (858,629) yields a new equation:
% 60.09/25.21  																																										| (431) e1 = e0
% 60.09/25.21  																																										|
% 60.09/25.21  																																										| Equations (431) can reduce 233 to:
% 60.09/25.21  																																										| (266) $false
% 60.09/25.21  																																										|
% 60.09/25.21  																																										|-The branch is then unsatisfiable
% 60.09/25.21  																																									|-Branch two:
% 60.09/25.21  																																									| (632)  ~ (all_0_55_55 = e1)
% 60.09/25.21  																																									| (633) all_0_56_56 = e1 | all_0_57_57 = e1 | all_0_58_58 = e1
% 60.09/25.21  																																									|
% 60.09/25.21  																																										+-Applying beta-rule and splitting (2115), into two cases.
% 60.09/25.21  																																										|-Branch one:
% 60.09/25.21  																																										| (1392) all_0_42_42 = e4
% 60.09/25.21  																																										|
% 60.09/25.21  																																											| Combining equations (1392,559) yields a new equation:
% 60.09/25.21  																																											| (481) e4 = e0
% 60.09/25.21  																																											|
% 60.09/25.21  																																											| Simplifying 481 yields:
% 60.09/25.21  																																											| (397) e4 = e0
% 60.09/25.21  																																											|
% 60.09/25.21  																																											| Equations (397) can reduce 49 to:
% 60.09/25.21  																																											| (266) $false
% 60.09/25.21  																																											|
% 60.09/25.21  																																											|-The branch is then unsatisfiable
% 60.09/25.21  																																										|-Branch two:
% 60.09/25.21  																																										| (1890)  ~ (all_0_42_42 = e4)
% 60.09/25.21  																																										| (2246) all_0_47_47 = e4 | all_0_51_51 = e4 | all_0_56_56 = e4
% 60.09/25.21  																																										|
% 60.09/25.21  																																											+-Applying beta-rule and splitting (2246), into two cases.
% 60.09/25.21  																																											|-Branch one:
% 60.09/25.21  																																											| (1790) all_0_47_47 = e4
% 60.09/25.21  																																											|
% 60.09/25.21  																																												| Combining equations (522,1790) yields a new equation:
% 60.09/25.21  																																												| (425) e4 = e3
% 60.09/25.21  																																												|
% 60.09/25.21  																																												| Equations (425) can reduce 188 to:
% 60.09/25.21  																																												| (266) $false
% 60.09/25.21  																																												|
% 60.09/25.21  																																												|-The branch is then unsatisfiable
% 60.09/25.21  																																											|-Branch two:
% 60.09/25.21  																																											| (252)  ~ (all_0_47_47 = e4)
% 60.09/25.22  																																											| (6548) all_0_51_51 = e4 | all_0_56_56 = e4
% 60.09/25.22  																																											|
% 60.09/25.22  																																												+-Applying beta-rule and splitting (6548), into two cases.
% 60.09/25.22  																																												|-Branch one:
% 60.09/25.22  																																												| (1101) all_0_51_51 = e4
% 60.09/25.22  																																												|
% 60.09/25.22  																																													| Combining equations (1109,1101) yields a new equation:
% 60.09/25.22  																																													| (630) e4 = e1
% 60.09/25.22  																																													|
% 60.09/25.22  																																													| Equations (630) can reduce 110 to:
% 60.09/25.22  																																													| (266) $false
% 60.09/25.22  																																													|
% 60.09/25.22  																																													|-The branch is then unsatisfiable
% 60.09/25.22  																																												|-Branch two:
% 60.09/25.22  																																												| (475)  ~ (all_0_51_51 = e4)
% 60.09/25.22  																																												| (842) all_0_56_56 = e4
% 60.09/25.22  																																												|
% 60.09/25.22  																																													| Equations (842) can reduce 466 to:
% 60.09/25.22  																																													| (110)  ~ (e4 = e1)
% 60.09/25.22  																																													|
% 60.09/25.22  																																													+-Applying beta-rule and splitting (633), into two cases.
% 60.09/25.22  																																													|-Branch one:
% 60.09/25.22  																																													| (1569) all_0_56_56 = e1
% 60.09/25.22  																																													|
% 60.09/25.22  																																														| Combining equations (842,1569) yields a new equation:
% 60.09/25.22  																																														| (636) e4 = e1
% 60.09/25.22  																																														|
% 60.09/25.22  																																														| Simplifying 636 yields:
% 60.09/25.22  																																														| (630) e4 = e1
% 60.09/25.22  																																														|
% 60.09/25.22  																																														| Equations (630) can reduce 110 to:
% 60.09/25.22  																																														| (266) $false
% 60.09/25.22  																																														|
% 60.09/25.22  																																														|-The branch is then unsatisfiable
% 60.09/25.22  																																													|-Branch two:
% 60.09/25.22  																																													| (466)  ~ (all_0_56_56 = e1)
% 60.09/25.22  																																													| (1574) all_0_57_57 = e1 | all_0_58_58 = e1
% 60.09/25.22  																																													|
% 60.09/25.22  																																														+-Applying beta-rule and splitting (1574), into two cases.
% 60.09/25.22  																																														|-Branch one:
% 60.09/25.22  																																														| (647) all_0_57_57 = e1
% 60.09/25.22  																																														|
% 60.09/25.22  																																															| Combining equations (442,647) yields a new equation:
% 60.09/25.22  																																															| (616) e2 = e1
% 60.09/25.22  																																															|
% 60.09/25.22  																																															| Simplifying 616 yields:
% 60.09/25.22  																																															| (617) e2 = e1
% 60.09/25.22  																																															|
% 60.09/25.22  																																															| Equations (617) can reduce 122 to:
% 60.09/25.22  																																															| (266) $false
% 60.09/25.22  																																															|
% 60.09/25.22  																																															|-The branch is then unsatisfiable
% 60.09/25.22  																																														|-Branch two:
% 60.09/25.22  																																														| (1670)  ~ (all_0_57_57 = e1)
% 60.09/25.22  																																														| (918) all_0_58_58 = e1
% 60.09/25.22  																																														|
% 60.09/25.22  																																															| Equations (918) can reduce 491 to:
% 60.09/25.22  																																															| (233)  ~ (e1 = e0)
% 60.09/25.22  																																															|
% 60.09/25.22  																																															+-Applying beta-rule and splitting (56), into two cases.
% 60.09/25.22  																																															|-Branch one:
% 60.09/25.22  																																															| (696) unit = e2
% 60.09/25.22  																																															|
% 60.09/25.22  																																																| From (696) and (24) follows:
% 60.09/25.22  																																																| (697) op(e2, e3) = e3
% 60.09/25.22  																																																|
% 60.09/25.22  																																																| From (696) and (40) follows:
% 60.09/25.22  																																																| (4285) op(e3, e2) = e3
% 60.09/25.22  																																																|
% 60.09/25.22  																																																| From (696) and (32) follows:
% 60.09/25.22  																																																| (698) op(e2, e2) = e2
% 60.09/25.22  																																																|
% 60.09/25.22  																																																| Instantiating formula (29) with e3, e2, e3, e0 and discharging atoms op(e3, e2) = e3, op(e3, e2) = e0, yields:
% 60.09/25.22  																																																| (676) e3 = e0
% 60.09/25.22  																																																|
% 60.09/25.22  																																																| Instantiating formula (29) with e2, e3, e3, e1 and discharging atoms op(e2, e3) = e3, op(e2, e3) = e1, yields:
% 60.09/25.22  																																																| (455) e3 = e1
% 60.09/25.22  																																																|
% 60.09/25.22  																																																| Instantiating formula (29) with e2, e2, e2, e3 and discharging atoms op(e2, e2) = e3, op(e2, e2) = e2, yields:
% 60.09/25.22  																																																| (662) e3 = e2
% 60.09/25.22  																																																|
% 60.09/25.22  																																																| Combining equations (455,662) yields a new equation:
% 60.09/25.22  																																																| (617) e2 = e1
% 60.09/25.22  																																																|
% 60.09/25.22  																																																| Combining equations (676,662) yields a new equation:
% 60.09/25.22  																																																| (330) e2 = e0
% 60.09/25.22  																																																|
% 60.09/25.22  																																																| Combining equations (617,330) yields a new equation:
% 60.09/25.22  																																																| (546) e1 = e0
% 60.09/25.22  																																																|
% 60.09/25.22  																																																| Simplifying 546 yields:
% 60.09/25.22  																																																| (431) e1 = e0
% 60.09/25.22  																																																|
% 60.09/25.22  																																																| Equations (431) can reduce 233 to:
% 60.09/25.22  																																																| (266) $false
% 60.09/25.22  																																																|
% 60.09/25.22  																																																|-The branch is then unsatisfiable
% 60.09/25.22  																																															|-Branch two:
% 60.09/25.22  																																															| (707)  ~ (unit = e2)
% 60.09/25.22  																																															| (708) unit = e4 | unit = e3 | unit = e1 | unit = e0
% 60.09/25.22  																																															|
% 60.09/25.22  																																																+-Applying beta-rule and splitting (708), into two cases.
% 60.09/25.22  																																																|-Branch one:
% 60.09/25.22  																																																| (709) unit = e4
% 60.09/25.22  																																																|
% 60.09/25.22  																																																	| From (709) and (24) follows:
% 60.09/25.22  																																																	| (33325) op(e4, e3) = e3
% 60.09/25.22  																																																	|
% 60.09/25.22  																																																	| From (709) and (227) follows:
% 60.09/25.22  																																																	| (710) op(e4, e4) = e4
% 60.09/25.22  																																																	|
% 60.09/25.22  																																																	| From (709) and (42) follows:
% 60.09/25.22  																																																	| (713) op(e0, e4) = e0
% 60.09/25.22  																																																	|
% 60.09/25.22  																																																	| Instantiating formula (29) with e4, e4, e4, e1 and discharging atoms op(e4, e4) = e4, op(e4, e4) = e1, yields:
% 60.09/25.22  																																																	| (630) e4 = e1
% 60.09/25.22  																																																	|
% 60.09/25.22  																																																	| Instantiating formula (29) with e4, e3, e3, e4 and discharging atoms op(e4, e3) = e4, op(e4, e3) = e3, yields:
% 60.09/25.22  																																																	| (425) e4 = e3
% 60.09/25.22  																																																	|
% 60.09/25.22  																																																	| Instantiating formula (29) with e0, e4, e0, e3 and discharging atoms op(e0, e4) = e3, op(e0, e4) = e0, yields:
% 60.09/25.22  																																																	| (676) e3 = e0
% 60.09/25.22  																																																	|
% 60.09/25.22  																																																	| Combining equations (630,425) yields a new equation:
% 60.09/25.22  																																																	| (455) e3 = e1
% 60.09/25.22  																																																	|
% 60.09/25.22  																																																	| Combining equations (455,676) yields a new equation:
% 60.09/25.22  																																																	| (546) e1 = e0
% 60.09/25.22  																																																	|
% 60.09/25.22  																																																	| Simplifying 546 yields:
% 60.09/25.22  																																																	| (431) e1 = e0
% 60.09/25.22  																																																	|
% 60.09/25.22  																																																	| Equations (431) can reduce 233 to:
% 60.09/25.22  																																																	| (266) $false
% 60.09/25.22  																																																	|
% 60.09/25.22  																																																	|-The branch is then unsatisfiable
% 60.09/25.22  																																																|-Branch two:
% 60.09/25.22  																																																| (724)  ~ (unit = e4)
% 60.09/25.22  																																																| (725) unit = e3 | unit = e1 | unit = e0
% 60.09/25.22  																																																|
% 60.09/25.22  																																																	+-Applying beta-rule and splitting (725), into two cases.
% 60.09/25.22  																																																	|-Branch one:
% 60.09/25.22  																																																	| (726) unit = e0
% 60.09/25.22  																																																	|
% 60.09/25.22  																																																		| From (726) and (244) follows:
% 60.09/25.22  																																																		| (2207) op(e0, e4) = e4
% 60.09/25.22  																																																		|
% 60.09/25.22  																																																		| From (726) and (227) follows:
% 60.09/25.22  																																																		| (3205) op(e4, e0) = e4
% 60.09/25.22  																																																		|
% 60.09/25.22  																																																		| From (726) and (28) follows:
% 60.09/25.22  																																																		| (2698) op(e1, e0) = e1
% 60.09/25.22  																																																		|
% 60.09/25.22  																																																		| Instantiating formula (29) with e4, e0, e4, e0 and discharging atoms op(e4, e0) = e4, op(e4, e0) = e0, yields:
% 60.09/25.22  																																																		| (397) e4 = e0
% 60.09/25.22  																																																		|
% 60.09/25.22  																																																		| Instantiating formula (29) with e1, e0, e1, e3 and discharging atoms op(e1, e0) = e3, op(e1, e0) = e1, yields:
% 60.09/25.22  																																																		| (455) e3 = e1
% 60.09/25.22  																																																		|
% 60.09/25.22  																																																		| Instantiating formula (29) with e0, e4, e4, e3 and discharging atoms op(e0, e4) = e4, op(e0, e4) = e3, yields:
% 60.09/25.22  																																																		| (425) e4 = e3
% 60.09/25.22  																																																		|
% 60.09/25.22  																																																		| Combining equations (397,425) yields a new equation:
% 60.09/25.22  																																																		| (676) e3 = e0
% 60.09/25.22  																																																		|
% 60.09/25.22  																																																		| Combining equations (676,455) yields a new equation:
% 60.09/25.22  																																																		| (431) e1 = e0
% 60.09/25.22  																																																		|
% 60.09/25.22  																																																		| Equations (431) can reduce 233 to:
% 60.09/25.22  																																																		| (266) $false
% 60.09/25.22  																																																		|
% 60.09/25.22  																																																		|-The branch is then unsatisfiable
% 60.09/25.22  																																																	|-Branch two:
% 60.09/25.22  																																																	| (734)  ~ (unit = e0)
% 60.09/25.22  																																																	| (735) unit = e3 | unit = e1
% 60.09/25.22  																																																	|
% 60.09/25.22  																																																		+-Applying beta-rule and splitting (735), into two cases.
% 60.09/25.22  																																																		|-Branch one:
% 60.09/25.22  																																																		| (736) unit = e1
% 60.09/25.22  																																																		|
% 60.09/25.22  																																																			| Equations (736) can reduce 734 to:
% 60.09/25.22  																																																			| (233)  ~ (e1 = e0)
% 60.09/25.22  																																																			|
% 60.09/25.22  																																																			| From (736) and (244) follows:
% 60.09/25.22  																																																			| (738) op(e1, e4) = e4
% 60.09/25.22  																																																			|
% 60.09/25.22  																																																			| From (736) and (24) follows:
% 60.09/25.22  																																																			| (1934) op(e1, e3) = e3
% 60.09/25.22  																																																			|
% 60.09/25.22  																																																			| From (736) and (227) follows:
% 60.09/25.22  																																																			| (739) op(e4, e1) = e4
% 60.09/25.22  																																																			|
% 60.09/25.22  																																																			| From (736) and (40) follows:
% 60.09/25.22  																																																			| (1652) op(e3, e1) = e3
% 60.09/25.22  																																																			|
% 60.09/25.22  																																																			| Instantiating formula (29) with e4, e1, e4, e3 and discharging atoms op(e4, e1) = e4, op(e4, e1) = e3, yields:
% 60.09/25.22  																																																			| (425) e4 = e3
% 60.09/25.22  																																																			|
% 60.09/25.22  																																																			| Instantiating formula (29) with e3, e1, e3, e1 and discharging atoms op(e3, e1) = e3, op(e3, e1) = e1, yields:
% 60.09/25.22  																																																			| (455) e3 = e1
% 60.09/25.22  																																																			|
% 60.09/25.22  																																																			| Instantiating formula (29) with e1, e4, e4, e0 and discharging atoms op(e1, e4) = e4, op(e1, e4) = e0, yields:
% 60.09/25.22  																																																			| (397) e4 = e0
% 60.09/25.22  																																																			|
% 60.09/25.22  																																																			| Instantiating formula (29) with e1, e3, e3, e2 and discharging atoms op(e1, e3) = e3, op(e1, e3) = e2, yields:
% 60.09/25.22  																																																			| (662) e3 = e2
% 60.09/25.22  																																																			|
% 60.09/25.22  																																																			| Combining equations (425,397) yields a new equation:
% 60.09/25.22  																																																			| (675) e3 = e0
% 60.09/25.22  																																																			|
% 60.09/25.22  																																																			| Simplifying 675 yields:
% 60.09/25.22  																																																			| (676) e3 = e0
% 60.09/25.22  																																																			|
% 60.09/25.22  																																																			| Combining equations (676,662) yields a new equation:
% 60.09/25.22  																																																			| (330) e2 = e0
% 60.09/25.22  																																																			|
% 60.09/25.22  																																																			| Combining equations (455,662) yields a new equation:
% 60.09/25.22  																																																			| (617) e2 = e1
% 60.09/25.22  																																																			|
% 60.09/25.22  																																																			| Combining equations (330,617) yields a new equation:
% 60.09/25.22  																																																			| (431) e1 = e0
% 60.09/25.22  																																																			|
% 60.09/25.22  																																																			| Equations (431) can reduce 233 to:
% 60.09/25.22  																																																			| (266) $false
% 60.09/25.22  																																																			|
% 60.09/25.22  																																																			|-The branch is then unsatisfiable
% 60.09/25.22  																																																		|-Branch two:
% 60.09/25.22  																																																		| (748)  ~ (unit = e1)
% 60.09/25.22  																																																		| (749) unit = e3
% 60.09/25.22  																																																		|
% 60.09/25.22  																																																			| From (749) and (244) follows:
% 60.09/25.22  																																																			| (750) op(e3, e4) = e4
% 60.09/25.22  																																																			|
% 60.09/25.22  																																																			| From (749) and (209) follows:
% 60.09/25.22  																																																			| (1667) op(e3, e0) = e0
% 60.09/25.22  																																																			|
% 60.09/25.22  																																																			| From (749) and (28) follows:
% 60.09/25.22  																																																			| (2235) op(e1, e3) = e1
% 60.09/25.22  																																																			|
% 60.09/25.22  																																																			| Instantiating formula (29) with e3, e4, e4, e2 and discharging atoms op(e3, e4) = e4, op(e3, e4) = e2, yields:
% 60.09/25.22  																																																			| (323) e4 = e2
% 60.09/25.22  																																																			|
% 60.09/25.22  																																																			| Instantiating formula (29) with e3, e0, e0, e4 and discharging atoms op(e3, e0) = e4, op(e3, e0) = e0, yields:
% 60.09/25.22  																																																			| (397) e4 = e0
% 60.09/25.22  																																																			|
% 60.09/25.22  																																																			| Instantiating formula (29) with e1, e3, e1, e2 and discharging atoms op(e1, e3) = e2, op(e1, e3) = e1, yields:
% 60.09/25.22  																																																			| (617) e2 = e1
% 60.09/25.22  																																																			|
% 60.09/25.22  																																																			| Combining equations (397,323) yields a new equation:
% 60.09/25.22  																																																			| (330) e2 = e0
% 60.09/25.22  																																																			|
% 60.09/25.22  																																																			| Combining equations (330,617) yields a new equation:
% 60.09/25.22  																																																			| (431) e1 = e0
% 60.09/25.22  																																																			|
% 60.09/25.22  																																																			| Equations (431) can reduce 233 to:
% 60.09/25.22  																																																			| (266) $false
% 60.09/25.22  																																																			|
% 60.09/25.22  																																																			|-The branch is then unsatisfiable
% 60.09/25.22  																																								|-Branch two:
% 60.09/25.22  																																								| (464)  ~ (all_0_51_51 = e1)
% 60.09/25.22  																																								| (1202) all_0_52_52 = e1 | all_0_53_53 = e1
% 60.09/25.22  																																								|
% 60.09/25.22  																																									+-Applying beta-rule and splitting (1202), into two cases.
% 60.09/25.22  																																									|-Branch one:
% 60.09/25.22  																																									| (642) all_0_52_52 = e1
% 60.09/25.22  																																									|
% 60.09/25.22  																																										| Combining equations (565,642) yields a new equation:
% 60.09/25.22  																																										| (636) e4 = e1
% 60.09/25.22  																																										|
% 60.09/25.22  																																										| Simplifying 636 yields:
% 60.09/25.22  																																										| (630) e4 = e1
% 60.09/25.22  																																										|
% 60.09/25.22  																																										| Equations (630) can reduce 110 to:
% 60.09/25.22  																																										| (266) $false
% 60.09/25.22  																																										|
% 60.09/25.22  																																										|-The branch is then unsatisfiable
% 60.09/25.22  																																									|-Branch two:
% 60.09/25.22  																																									| (646)  ~ (all_0_52_52 = e1)
% 60.09/25.22  																																									| (1208) all_0_53_53 = e1
% 60.09/25.22  																																									|
% 60.09/25.22  																																										| Combining equations (1208,665) yields a new equation:
% 60.09/25.22  																																										| (455) e3 = e1
% 60.09/25.22  																																										|
% 60.09/25.22  																																										| Equations (455) can reduce 213 to:
% 60.09/25.22  																																										| (266) $false
% 60.09/25.22  																																										|
% 60.09/25.22  																																										|-The branch is then unsatisfiable
% 60.09/25.22  																																		|-Branch two:
% 60.09/25.22  																																		| (549)  ~ (all_0_46_46 = e1)
% 60.09/25.22  																																		| (550) all_0_47_47 = e1 | all_0_48_48 = e1 | all_0_49_49 = e1
% 60.09/25.22  																																		|
% 60.09/25.22  																																			+-Applying beta-rule and splitting (550), into two cases.
% 60.09/25.22  																																			|-Branch one:
% 60.09/25.22  																																			| (654) all_0_47_47 = e1
% 60.09/25.22  																																			|
% 60.09/25.22  																																				| Combining equations (522,654) yields a new equation:
% 60.09/25.22  																																				| (454) e3 = e1
% 60.09/25.22  																																				|
% 60.09/25.22  																																				| Simplifying 454 yields:
% 60.09/25.22  																																				| (455) e3 = e1
% 60.09/25.22  																																				|
% 60.09/25.22  																																				| Equations (455) can reduce 213 to:
% 60.09/25.22  																																				| (266) $false
% 60.09/25.22  																																				|
% 60.09/25.22  																																				|-The branch is then unsatisfiable
% 60.09/25.22  																																			|-Branch two:
% 60.09/25.22  																																			| (462)  ~ (all_0_47_47 = e1)
% 60.09/25.22  																																			| (659) all_0_48_48 = e1 | all_0_49_49 = e1
% 60.09/25.22  																																			|
% 60.09/25.22  																																				+-Applying beta-rule and splitting (659), into two cases.
% 60.09/25.22  																																				|-Branch one:
% 60.09/25.22  																																				| (615) all_0_48_48 = e1
% 60.09/25.22  																																				|
% 60.09/25.22  																																					| Combining equations (1279,615) yields a new equation:
% 60.09/25.22  																																					| (431) e1 = e0
% 60.09/25.22  																																					|
% 60.09/25.22  																																					| Equations (431) can reduce 233 to:
% 60.09/25.22  																																					| (266) $false
% 60.09/25.22  																																					|
% 60.09/25.22  																																					|-The branch is then unsatisfiable
% 60.09/25.22  																																				|-Branch two:
% 60.09/25.22  																																				| (619)  ~ (all_0_48_48 = e1)
% 60.09/25.22  																																				| (671) all_0_49_49 = e1
% 60.09/25.22  																																				|
% 60.09/25.22  																																					| Combining equations (671,583) yields a new equation:
% 60.09/25.22  																																					| (617) e2 = e1
% 60.09/25.22  																																					|
% 60.09/25.22  																																					| Equations (617) can reduce 122 to:
% 60.09/25.22  																																					| (266) $false
% 60.09/25.22  																																					|
% 60.09/25.22  																																					|-The branch is then unsatisfiable
% 60.09/25.22  																																|-Branch two:
% 60.09/25.22  																																| (1091)  ~ (all_0_47_47 = e3)
% 60.09/25.22  																																| (884) all_0_49_49 = e3
% 60.09/25.22  																																|
% 60.09/25.22  																																	| Combining equations (583,884) yields a new equation:
% 60.09/25.22  																																	| (662) e3 = e2
% 60.09/25.22  																																	|
% 60.09/25.22  																																	| Equations (662) can reduce 212 to:
% 60.09/25.22  																																	| (266) $false
% 60.09/25.22  																																	|
% 60.09/25.22  																																	|-The branch is then unsatisfiable
% 60.09/25.22  																													|-Branch two:
% 60.09/25.22  																													| (1390)  ~ (all_0_44_44 = e4)
% 60.09/25.22  																													| (1391) all_0_44_44 = e3 | all_0_44_44 = e1 | all_0_44_44 = e0
% 60.09/25.22  																													|
% 60.09/25.22  																														+-Applying beta-rule and splitting (1391), into two cases.
% 60.09/25.22  																														|-Branch one:
% 60.09/25.22  																														| (1414) all_0_44_44 = e0
% 60.09/25.22  																														|
% 60.09/25.22  																															| Equations (1414) can reduce 360 to:
% 60.09/25.22  																															| (266) $false
% 60.09/25.22  																															|
% 60.09/25.22  																															|-The branch is then unsatisfiable
% 60.09/25.22  																														|-Branch two:
% 60.09/25.22  																														| (360)  ~ (all_0_44_44 = e0)
% 60.09/25.22  																														| (1417) all_0_44_44 = e3 | all_0_44_44 = e1
% 60.09/25.22  																														|
% 60.09/25.22  																															+-Applying beta-rule and splitting (189), into two cases.
% 60.09/25.22  																															|-Branch one:
% 60.09/25.22  																															| (532) all_0_44_44 = e3
% 60.09/25.22  																															|
% 60.09/25.22  																																| Equations (532) can reduce 407 to:
% 60.09/25.22  																																| (266) $false
% 60.09/25.22  																																|
% 60.09/25.22  																																|-The branch is then unsatisfiable
% 60.09/25.22  																															|-Branch two:
% 60.09/25.22  																															| (407)  ~ (all_0_44_44 = e3)
% 60.09/25.22  																															| (537) all_0_49_49 = e3 | all_0_53_53 = e3 | all_0_58_58 = e3
% 60.09/25.22  																															|
% 60.09/25.22  																																+-Applying beta-rule and splitting (1417), into two cases.
% 60.09/25.22  																																|-Branch one:
% 60.09/25.22  																																| (635) all_0_44_44 = e1
% 60.09/25.22  																																|
% 60.09/25.22  																																	| Equations (635) can reduce 639 to:
% 60.09/25.22  																																	| (266) $false
% 60.09/25.22  																																	|
% 60.09/25.22  																																	|-The branch is then unsatisfiable
% 60.09/25.22  																																|-Branch two:
% 60.09/25.22  																																| (639)  ~ (all_0_44_44 = e1)
% 60.09/25.22  																																| (532) all_0_44_44 = e3
% 60.09/25.22  																																|
% 60.09/25.22  																																	| Equations (532) can reduce 407 to:
% 60.09/25.22  																																	| (266) $false
% 60.09/25.22  																																	|
% 60.09/25.22  																																	|-The branch is then unsatisfiable
% 60.09/25.22  																										|-Branch two:
% 60.09/25.22  																										| (358)  ~ (all_0_42_42 = e0)
% 60.09/25.22  																										| (6766) all_0_43_43 = e0 | all_0_44_44 = e0
% 60.09/25.22  																										|
% 60.09/25.22  																											+-Applying beta-rule and splitting (6766), into two cases.
% 60.09/25.22  																											|-Branch one:
% 60.09/25.22  																											| (356) all_0_43_43 = e0
% 60.09/25.22  																											|
% 60.09/25.22  																												| Combining equations (356,430) yields a new equation:
% 60.09/25.22  																												| (431) e1 = e0
% 60.09/25.22  																												|
% 60.09/25.22  																												| Equations (431) can reduce 233 to:
% 60.09/25.22  																												| (266) $false
% 60.09/25.22  																												|
% 60.09/25.22  																												|-The branch is then unsatisfiable
% 60.09/25.22  																											|-Branch two:
% 60.09/25.22  																											| (5470)  ~ (all_0_43_43 = e0)
% 60.09/25.23  																											| (1414) all_0_44_44 = e0
% 60.09/25.23  																											|
% 60.09/25.23  																												| Equations (1414) can reduce 360 to:
% 60.09/25.23  																												| (266) $false
% 60.09/25.23  																												|
% 60.09/25.23  																												|-The branch is then unsatisfiable
% 60.09/25.23  																							|-Branch two:
% 60.09/25.23  																							| (803)  ~ (all_0_55_55 = e0)
% 60.09/25.23  																							| (863) all_0_56_56 = e0 | all_0_57_57 = e0 | all_0_58_58 = e0
% 60.09/25.23  																							|
% 60.09/25.23  																								+-Applying beta-rule and splitting (174), into two cases.
% 60.09/25.23  																								|-Branch one:
% 60.09/25.23  																								| (386) all_0_55_55 = e2
% 60.09/25.23  																								|
% 60.09/25.23  																									| Equations (386) can reduce 304 to:
% 60.09/25.23  																									| (266) $false
% 60.09/25.23  																									|
% 60.09/25.23  																									|-The branch is then unsatisfiable
% 60.09/25.23  																								|-Branch two:
% 60.09/25.23  																								| (304)  ~ (all_0_55_55 = e2)
% 60.09/25.23  																								| (2051) all_0_55_55 = e4 | all_0_55_55 = e3 | all_0_55_55 = e1 | all_0_55_55 = e0
% 60.09/25.23  																								|
% 60.09/25.23  																									+-Applying beta-rule and splitting (863), into two cases.
% 60.09/25.23  																									|-Branch one:
% 60.09/25.23  																									| (679) all_0_56_56 = e0
% 60.09/25.23  																									|
% 60.09/25.23  																										| Equations (679) can reduce 91 to:
% 60.09/25.23  																										| (678)  ~ (all_0_47_47 = e0)
% 60.09/25.23  																										|
% 60.09/25.23  																										| Equations (679) can reduce 153 to:
% 60.09/25.23  																										| (803)  ~ (all_0_55_55 = e0)
% 60.09/25.23  																										|
% 60.09/25.23  																										| Equations (679) can reduce 272 to:
% 60.09/25.23  																										| (541)  ~ (e3 = e0)
% 60.09/25.23  																										|
% 60.09/25.23  																										| Simplifying 541 yields:
% 60.09/25.23  																										| (80)  ~ (e3 = e0)
% 60.09/25.23  																										|
% 60.09/25.23  																										| From (679) and (111) follows:
% 60.09/25.23  																										| (1613) op(e0, e2) = e0
% 60.09/25.23  																										|
% 60.09/25.23  																										+-Applying beta-rule and splitting (2051), into two cases.
% 60.09/25.23  																										|-Branch one:
% 60.09/25.23  																										| (587) all_0_55_55 = e4
% 60.09/25.23  																										|
% 60.09/25.23  																											| Equations (587) can reduce 763 to:
% 60.09/25.23  																											| (266) $false
% 60.09/25.23  																											|
% 60.09/25.23  																											|-The branch is then unsatisfiable
% 60.09/25.23  																										|-Branch two:
% 60.09/25.23  																										| (763)  ~ (all_0_55_55 = e4)
% 60.09/25.23  																										| (2055) all_0_55_55 = e3 | all_0_55_55 = e1 | all_0_55_55 = e0
% 60.09/25.23  																										|
% 60.09/25.23  																											+-Applying beta-rule and splitting (165), into two cases.
% 60.09/25.23  																											|-Branch one:
% 60.09/25.23  																											| (794) all_0_41_41 = e0
% 60.09/25.23  																											|
% 60.09/25.23  																												| Equations (794) can reduce 214 to:
% 60.09/25.23  																												| (5565)  ~ (all_0_42_42 = e0)
% 60.09/25.23  																												|
% 60.09/25.23  																												| Simplifying 5565 yields:
% 60.09/25.23  																												| (358)  ~ (all_0_42_42 = e0)
% 60.09/25.23  																												|
% 60.09/25.23  																												| Equations (794) can reduce 149 to:
% 60.09/25.23  																												| (359)  ~ (all_0_44_44 = e0)
% 60.09/25.23  																												|
% 60.09/25.23  																												| Simplifying 359 yields:
% 60.09/25.23  																												| (360)  ~ (all_0_44_44 = e0)
% 60.09/25.23  																												|
% 60.09/25.23  																												| Equations (794) can reduce 191 to:
% 60.09/25.23  																												| (4444)  ~ (all_0_55_55 = e0)
% 60.09/25.23  																												|
% 60.09/25.23  																												| Simplifying 4444 yields:
% 60.09/25.23  																												| (803)  ~ (all_0_55_55 = e0)
% 60.09/25.23  																												|
% 60.09/25.23  																												+-Applying beta-rule and splitting (164), into two cases.
% 60.09/25.23  																												|-Branch one:
% 60.09/25.23  																												| (471) all_0_39_39 = e4
% 60.09/25.23  																												|
% 60.09/25.23  																													| Combining equations (471,317) yields a new equation:
% 60.09/25.23  																													| (322) e4 = e2
% 60.09/25.23  																													|
% 60.09/25.23  																													| Simplifying 322 yields:
% 60.09/25.23  																													| (323) e4 = e2
% 60.09/25.23  																													|
% 60.09/25.23  																													| Equations (323) can reduce 48 to:
% 60.09/25.23  																													| (266) $false
% 60.09/25.23  																													|
% 60.09/25.23  																													|-The branch is then unsatisfiable
% 60.09/25.23  																												|-Branch two:
% 60.09/25.23  																												| (1377)  ~ (all_0_39_39 = e4)
% 60.09/25.23  																												| (2115) all_0_42_42 = e4 | all_0_47_47 = e4 | all_0_51_51 = e4 | all_0_56_56 = e4
% 60.09/25.23  																												|
% 60.09/25.23  																													+-Applying beta-rule and splitting (144), into two cases.
% 60.09/25.23  																													|-Branch one:
% 60.09/25.23  																													| (403) all_0_41_41 = e3
% 60.09/25.23  																													|
% 60.09/25.23  																														| Combining equations (403,794) yields a new equation:
% 60.09/25.23  																														| (675) e3 = e0
% 60.09/25.23  																														|
% 60.09/25.23  																														| Simplifying 675 yields:
% 60.09/25.23  																														| (676) e3 = e0
% 60.09/25.23  																														|
% 60.09/25.23  																														| Equations (676) can reduce 80 to:
% 60.09/25.23  																														| (266) $false
% 60.09/25.23  																														|
% 60.09/25.23  																														|-The branch is then unsatisfiable
% 60.09/25.23  																													|-Branch two:
% 60.09/25.23  																													| (1898)  ~ (all_0_41_41 = e3)
% 60.09/25.23  																													| (1923) all_0_46_46 = e3 | all_0_50_50 = e3 | all_0_55_55 = e3
% 60.09/25.23  																													|
% 60.09/25.23  																														+-Applying beta-rule and splitting (2115), into two cases.
% 60.09/25.23  																														|-Branch one:
% 60.09/25.23  																														| (1392) all_0_42_42 = e4
% 60.09/25.23  																														|
% 60.09/25.23  																															| Equations (1392) can reduce 73 to:
% 60.09/25.23  																															| (1903)  ~ (all_0_44_44 = e4)
% 60.09/25.23  																															|
% 60.09/25.23  																															| Simplifying 1903 yields:
% 60.09/25.23  																															| (1390)  ~ (all_0_44_44 = e4)
% 60.09/25.23  																															|
% 60.09/25.23  																															| Equations (1392) can reduce 198 to:
% 60.09/25.23  																															| (251)  ~ (all_0_47_47 = e4)
% 60.09/25.23  																															|
% 60.09/25.23  																															| Simplifying 251 yields:
% 60.09/25.23  																															| (252)  ~ (all_0_47_47 = e4)
% 60.09/25.23  																															|
% 60.09/25.23  																															| Equations (1392) can reduce 61 to:
% 60.09/25.23  																															| (474)  ~ (all_0_51_51 = e4)
% 60.09/25.23  																															|
% 60.09/25.23  																															| Simplifying 474 yields:
% 60.09/25.23  																															| (475)  ~ (all_0_51_51 = e4)
% 60.09/25.23  																															|
% 60.09/25.23  																															| From (1392) and (210) follows:
% 60.09/25.23  																															| (4074) op(e3, e2) = e4
% 60.09/25.23  																															|
% 60.09/25.23  																															+-Applying beta-rule and splitting (26), into two cases.
% 60.09/25.23  																															|-Branch one:
% 60.09/25.23  																															| (446) all_0_44_44 = e4
% 60.09/25.23  																															|
% 60.09/25.23  																																| Equations (446) can reduce 1390 to:
% 60.09/25.23  																																| (266) $false
% 60.09/25.23  																																|
% 60.09/25.23  																																|-The branch is then unsatisfiable
% 60.09/25.23  																															|-Branch two:
% 60.09/25.23  																															| (1390)  ~ (all_0_44_44 = e4)
% 60.09/25.23  																															| (1391) all_0_44_44 = e3 | all_0_44_44 = e1 | all_0_44_44 = e0
% 60.09/25.23  																															|
% 60.09/25.23  																																+-Applying beta-rule and splitting (1391), into two cases.
% 60.09/25.23  																																|-Branch one:
% 60.09/25.23  																																| (1414) all_0_44_44 = e0
% 60.09/25.23  																																|
% 60.09/25.23  																																	| Equations (1414) can reduce 360 to:
% 60.09/25.23  																																	| (266) $false
% 60.09/25.23  																																	|
% 60.09/25.23  																																	|-The branch is then unsatisfiable
% 60.09/25.23  																																|-Branch two:
% 60.09/25.23  																																| (360)  ~ (all_0_44_44 = e0)
% 60.09/25.23  																																| (1417) all_0_44_44 = e3 | all_0_44_44 = e1
% 60.09/25.23  																																|
% 60.09/25.23  																																	+-Applying beta-rule and splitting (1417), into two cases.
% 60.09/25.23  																																	|-Branch one:
% 60.09/25.23  																																	| (635) all_0_44_44 = e1
% 60.09/25.23  																																	|
% 60.09/25.23  																																		| Equations (635) can reduce 639 to:
% 60.09/25.23  																																		| (266) $false
% 60.09/25.23  																																		|
% 60.09/25.23  																																		|-The branch is then unsatisfiable
% 60.09/25.23  																																	|-Branch two:
% 60.09/25.23  																																	| (639)  ~ (all_0_44_44 = e1)
% 60.09/25.23  																																	| (532) all_0_44_44 = e3
% 60.09/25.23  																																	|
% 60.09/25.23  																																		| Equations (532) can reduce 220 to:
% 60.09/25.23  																																		| (1114)  ~ (all_0_53_53 = e3)
% 60.09/25.23  																																		|
% 60.09/25.23  																																		| Simplifying 1114 yields:
% 60.09/25.23  																																		| (903)  ~ (all_0_53_53 = e3)
% 60.09/25.23  																																		|
% 60.09/25.23  																																		| From (532) and (138) follows:
% 60.09/25.23  																																		| (1639) op(e3, e0) = e3
% 60.09/25.23  																																		|
% 60.09/25.23  																																		+-Applying beta-rule and splitting (196), into two cases.
% 60.09/25.23  																																		|-Branch one:
% 60.09/25.23  																																		| (607) all_0_53_53 = e2
% 60.09/25.23  																																		|
% 60.09/25.23  																																			| Equations (607) can reduce 509 to:
% 60.09/25.23  																																			| (266) $false
% 60.09/25.23  																																			|
% 60.09/25.23  																																			|-The branch is then unsatisfiable
% 60.09/25.23  																																		|-Branch two:
% 60.09/25.23  																																		| (509)  ~ (all_0_53_53 = e2)
% 60.09/25.23  																																		| (610) all_0_53_53 = e4 | all_0_53_53 = e3 | all_0_53_53 = e1
% 60.09/25.23  																																		|
% 60.09/25.23  																																			+-Applying beta-rule and splitting (610), into two cases.
% 60.09/25.23  																																			|-Branch one:
% 60.09/25.23  																																			| (1298) all_0_53_53 = e4
% 60.09/25.23  																																			|
% 60.09/25.23  																																				| Equations (1298) can reduce 1453 to:
% 60.09/25.23  																																				| (266) $false
% 60.09/25.23  																																				|
% 60.09/25.23  																																				|-The branch is then unsatisfiable
% 60.09/25.23  																																			|-Branch two:
% 60.09/25.23  																																			| (1453)  ~ (all_0_53_53 = e4)
% 60.09/25.23  																																			| (1694) all_0_53_53 = e3 | all_0_53_53 = e1
% 60.09/25.23  																																			|
% 60.09/25.23  																																				+-Applying beta-rule and splitting (1694), into two cases.
% 60.09/25.23  																																				|-Branch one:
% 60.09/25.23  																																				| (1208) all_0_53_53 = e1
% 60.09/25.23  																																				|
% 60.09/25.23  																																					| Equations (1208) can reduce 6 to:
% 60.09/25.23  																																					| (464)  ~ (all_0_51_51 = e1)
% 60.09/25.23  																																					|
% 60.09/25.23  																																					| Equations (1208) can reduce 903 to:
% 60.09/25.23  																																					| (467)  ~ (e3 = e1)
% 60.09/25.23  																																					|
% 60.09/25.23  																																					| Simplifying 467 yields:
% 60.09/25.23  																																					| (213)  ~ (e3 = e1)
% 60.09/25.23  																																					|
% 60.09/25.23  																																					+-Applying beta-rule and splitting (2055), into two cases.
% 60.09/25.23  																																					|-Branch one:
% 60.09/25.23  																																					| (858) all_0_55_55 = e0
% 60.09/25.23  																																					|
% 60.09/25.23  																																						| Equations (858) can reduce 803 to:
% 60.09/25.23  																																						| (266) $false
% 60.09/25.23  																																						|
% 60.09/25.23  																																						|-The branch is then unsatisfiable
% 60.09/25.23  																																					|-Branch two:
% 60.09/25.23  																																					| (803)  ~ (all_0_55_55 = e0)
% 60.09/25.23  																																					| (2315) all_0_55_55 = e3 | all_0_55_55 = e1
% 60.09/25.23  																																					|
% 60.09/25.23  																																						+-Applying beta-rule and splitting (216), into two cases.
% 60.09/25.23  																																						|-Branch one:
% 60.09/25.23  																																						| (629) all_0_55_55 = e1
% 60.09/25.23  																																						|
% 60.09/25.23  																																							| Equations (629) can reduce 58 to:
% 60.09/25.23  																																							| (549)  ~ (all_0_46_46 = e1)
% 60.09/25.23  																																							|
% 60.09/25.23  																																							| Equations (629) can reduce 270 to:
% 60.09/25.23  																																							| (467)  ~ (e3 = e1)
% 60.09/25.23  																																							|
% 60.09/25.23  																																							| Simplifying 467 yields:
% 60.09/25.23  																																							| (213)  ~ (e3 = e1)
% 60.09/25.23  																																							|
% 60.09/25.23  																																							+-Applying beta-rule and splitting (418), into two cases.
% 60.09/25.23  																																							|-Branch one:
% 60.09/25.23  																																							| (660) all_0_51_51 = e3
% 60.09/25.23  																																							|
% 60.09/25.23  																																								| Equations (660) can reduce 224 to:
% 60.09/25.23  																																								| (1091)  ~ (all_0_47_47 = e3)
% 60.09/25.23  																																								|
% 60.09/25.23  																																								| Equations (660) can reduce 1099 to:
% 60.09/25.23  																																								| (212)  ~ (e3 = e2)
% 60.09/25.23  																																								|
% 60.09/25.23  																																								| Equations (660) can reduce 464 to:
% 60.09/25.23  																																								| (213)  ~ (e3 = e1)
% 60.09/25.23  																																								|
% 60.09/25.23  																																								| From (660) and (186) follows:
% 60.09/25.23  																																								| (1552) op(e1, e2) = e3
% 60.09/25.23  																																								|
% 60.09/25.23  																																								+-Applying beta-rule and splitting (135), into two cases.
% 60.09/25.23  																																								|-Branch one:
% 60.09/25.23  																																								| (545) all_0_46_46 = e1
% 60.09/25.23  																																								|
% 60.09/25.23  																																									| Equations (545) can reduce 549 to:
% 60.09/25.23  																																									| (266) $false
% 60.09/25.23  																																									|
% 60.09/25.23  																																									|-The branch is then unsatisfiable
% 60.09/25.23  																																								|-Branch two:
% 60.09/25.23  																																								| (549)  ~ (all_0_46_46 = e1)
% 60.09/25.23  																																								| (550) all_0_47_47 = e1 | all_0_48_48 = e1 | all_0_49_49 = e1
% 60.09/25.23  																																								|
% 60.09/25.23  																																									+-Applying beta-rule and splitting (550), into two cases.
% 60.09/25.23  																																									|-Branch one:
% 60.09/25.23  																																									| (654) all_0_47_47 = e1
% 60.09/25.23  																																									|
% 60.09/25.23  																																										| Equations (654) can reduce 1091 to:
% 60.09/25.23  																																										| (467)  ~ (e3 = e1)
% 60.09/25.23  																																										|
% 60.09/25.23  																																										| Simplifying 467 yields:
% 60.09/25.23  																																										| (213)  ~ (e3 = e1)
% 60.09/25.23  																																										|
% 60.09/25.23  																																										| Equations (654) can reduce 678 to:
% 60.09/25.23  																																										| (233)  ~ (e1 = e0)
% 60.09/25.23  																																										|
% 60.09/25.23  																																										+-Applying beta-rule and splitting (1923), into two cases.
% 60.09/25.23  																																										|-Branch one:
% 60.09/25.23  																																										| (1557) all_0_46_46 = e3
% 60.09/25.23  																																										|
% 60.09/25.23  																																											| From (1557) and (120) follows:
% 60.09/25.23  																																											| (697) op(e2, e3) = e3
% 60.09/25.23  																																											|
% 60.09/25.23  																																											+-Applying beta-rule and splitting (56), into two cases.
% 60.09/25.23  																																											|-Branch one:
% 60.09/25.23  																																											| (696) unit = e2
% 60.09/25.23  																																											|
% 60.09/25.23  																																												| From (696) and (209) follows:
% 60.09/25.23  																																												| (7585) op(e2, e0) = e0
% 60.09/25.23  																																												|
% 60.09/25.23  																																												| From (696) and (227) follows:
% 60.09/25.23  																																												| (4284) op(e4, e2) = e4
% 60.09/25.23  																																												|
% 60.09/25.23  																																												| From (696) and (40) follows:
% 60.09/25.23  																																												| (4285) op(e3, e2) = e3
% 60.09/25.23  																																												|
% 60.09/25.23  																																												| From (696) and (28) follows:
% 60.09/25.23  																																												| (699) op(e1, e2) = e1
% 60.09/25.23  																																												|
% 60.09/25.23  																																												| Instantiating formula (29) with e4, e2, e4, e2 and discharging atoms op(e4, e2) = e4, op(e4, e2) = e2, yields:
% 60.09/25.23  																																												| (323) e4 = e2
% 60.09/25.23  																																												|
% 60.09/25.23  																																												| Instantiating formula (29) with e3, e2, e3, e4 and discharging atoms op(e3, e2) = e4, op(e3, e2) = e3, yields:
% 60.09/25.23  																																												| (425) e4 = e3
% 60.09/25.23  																																												|
% 60.09/25.23  																																												| Instantiating formula (29) with e2, e0, e0, e2 and discharging atoms op(e2, e0) = e2, op(e2, e0) = e0, yields:
% 60.09/25.23  																																												| (330) e2 = e0
% 60.09/25.23  																																												|
% 60.09/25.23  																																												| Instantiating formula (29) with e1, e2, e1, e3 and discharging atoms op(e1, e2) = e3, op(e1, e2) = e1, yields:
% 60.09/25.23  																																												| (455) e3 = e1
% 60.09/25.23  																																												|
% 60.09/25.23  																																												| Combining equations (323,425) yields a new equation:
% 60.09/25.23  																																												| (662) e3 = e2
% 60.09/25.23  																																												|
% 60.09/25.23  																																												| Combining equations (662,455) yields a new equation:
% 60.09/25.23  																																												| (616) e2 = e1
% 60.09/25.23  																																												|
% 60.09/25.23  																																												| Simplifying 616 yields:
% 60.09/25.23  																																												| (617) e2 = e1
% 60.09/25.23  																																												|
% 60.09/25.23  																																												| Combining equations (617,330) yields a new equation:
% 60.09/25.23  																																												| (546) e1 = e0
% 60.09/25.23  																																												|
% 60.09/25.23  																																												| Simplifying 546 yields:
% 60.09/25.23  																																												| (431) e1 = e0
% 60.09/25.23  																																												|
% 60.09/25.23  																																												| Equations (431) can reduce 233 to:
% 60.09/25.23  																																												| (266) $false
% 60.09/25.23  																																												|
% 60.09/25.23  																																												|-The branch is then unsatisfiable
% 60.09/25.23  																																											|-Branch two:
% 60.09/25.23  																																											| (707)  ~ (unit = e2)
% 60.09/25.23  																																											| (708) unit = e4 | unit = e3 | unit = e1 | unit = e0
% 60.09/25.23  																																											|
% 60.09/25.23  																																												+-Applying beta-rule and splitting (708), into two cases.
% 60.09/25.23  																																												|-Branch one:
% 60.09/25.23  																																												| (709) unit = e4
% 60.09/25.23  																																												|
% 60.09/25.23  																																													| From (709) and (24) follows:
% 60.09/25.23  																																													| (33325) op(e4, e3) = e3
% 60.09/25.23  																																													|
% 60.09/25.23  																																													| From (709) and (227) follows:
% 60.09/25.23  																																													| (710) op(e4, e4) = e4
% 60.09/25.23  																																													|
% 60.09/25.23  																																													| From (709) and (42) follows:
% 60.09/25.23  																																													| (713) op(e0, e4) = e0
% 60.09/25.23  																																													|
% 60.09/25.23  																																													| Instantiating formula (29) with e4, e4, e4, e1 and discharging atoms op(e4, e4) = e4, op(e4, e4) = e1, yields:
% 60.09/25.23  																																													| (630) e4 = e1
% 60.09/25.23  																																													|
% 60.09/25.23  																																													| Instantiating formula (29) with e4, e3, e3, e4 and discharging atoms op(e4, e3) = e4, op(e4, e3) = e3, yields:
% 60.09/25.23  																																													| (425) e4 = e3
% 60.09/25.23  																																													|
% 60.09/25.23  																																													| Instantiating formula (29) with e0, e4, e0, e3 and discharging atoms op(e0, e4) = e3, op(e0, e4) = e0, yields:
% 60.09/25.23  																																													| (676) e3 = e0
% 60.09/25.23  																																													|
% 60.09/25.23  																																													| Combining equations (630,425) yields a new equation:
% 60.09/25.23  																																													| (455) e3 = e1
% 60.09/25.23  																																													|
% 60.09/25.23  																																													| Combining equations (455,676) yields a new equation:
% 60.09/25.23  																																													| (546) e1 = e0
% 60.09/25.23  																																													|
% 60.09/25.23  																																													| Simplifying 546 yields:
% 60.09/25.23  																																													| (431) e1 = e0
% 60.09/25.23  																																													|
% 60.09/25.23  																																													| Equations (431) can reduce 233 to:
% 60.09/25.23  																																													| (266) $false
% 60.09/25.23  																																													|
% 60.09/25.23  																																													|-The branch is then unsatisfiable
% 60.09/25.23  																																												|-Branch two:
% 60.09/25.23  																																												| (724)  ~ (unit = e4)
% 60.09/25.23  																																												| (725) unit = e3 | unit = e1 | unit = e0
% 60.09/25.23  																																												|
% 60.09/25.23  																																													+-Applying beta-rule and splitting (725), into two cases.
% 60.09/25.23  																																													|-Branch one:
% 60.09/25.23  																																													| (726) unit = e0
% 60.09/25.23  																																													|
% 60.09/25.23  																																														| From (726) and (15) follows:
% 60.09/25.23  																																														| (1508) op(e0, e2) = e2
% 60.09/25.23  																																														|
% 60.09/25.23  																																														| From (726) and (211) follows:
% 60.09/25.23  																																														| (15180) op(e0, e1) = e1
% 60.09/25.23  																																														|
% 60.09/25.23  																																														| Instantiating formula (29) with e0, e2, e2, e0 and discharging atoms op(e0, e2) = e2, op(e0, e2) = e0, yields:
% 60.09/25.23  																																														| (330) e2 = e0
% 60.09/25.23  																																														|
% 60.09/25.23  																																														| Instantiating formula (29) with e0, e1, e1, e2 and discharging atoms op(e0, e1) = e2, op(e0, e1) = e1, yields:
% 60.09/25.23  																																														| (617) e2 = e1
% 60.09/25.23  																																														|
% 60.09/25.23  																																														| Combining equations (330,617) yields a new equation:
% 60.09/25.23  																																														| (431) e1 = e0
% 60.09/25.23  																																														|
% 60.09/25.23  																																														| Equations (431) can reduce 233 to:
% 60.09/25.23  																																														| (266) $false
% 60.09/25.23  																																														|
% 60.09/25.23  																																														|-The branch is then unsatisfiable
% 60.09/25.23  																																													|-Branch two:
% 60.09/25.23  																																													| (734)  ~ (unit = e0)
% 60.09/25.23  																																													| (735) unit = e3 | unit = e1
% 60.09/25.23  																																													|
% 60.09/25.23  																																														+-Applying beta-rule and splitting (735), into two cases.
% 60.09/25.23  																																														|-Branch one:
% 60.09/25.23  																																														| (736) unit = e1
% 60.09/25.23  																																														|
% 60.09/25.23  																																															| Equations (736) can reduce 734 to:
% 60.09/25.23  																																															| (233)  ~ (e1 = e0)
% 60.09/25.23  																																															|
% 60.09/25.23  																																															| From (736) and (15) follows:
% 60.09/25.23  																																															| (515) op(e1, e2) = e2
% 60.09/25.23  																																															|
% 60.09/25.23  																																															| From (736) and (40) follows:
% 60.09/25.23  																																															| (1652) op(e3, e1) = e3
% 60.09/25.23  																																															|
% 60.09/25.23  																																															| From (736) and (42) follows:
% 60.09/25.23  																																															| (3221) op(e0, e1) = e0
% 60.09/25.23  																																															|
% 60.09/25.23  																																															| Instantiating formula (29) with e3, e1, e3, e1 and discharging atoms op(e3, e1) = e3, op(e3, e1) = e1, yields:
% 60.09/25.23  																																															| (455) e3 = e1
% 60.09/25.23  																																															|
% 60.09/25.23  																																															| Instantiating formula (29) with e1, e2, e2, e3 and discharging atoms op(e1, e2) = e3, op(e1, e2) = e2, yields:
% 60.09/25.23  																																															| (662) e3 = e2
% 60.09/25.23  																																															|
% 60.09/25.23  																																															| Instantiating formula (29) with e0, e1, e0, e2 and discharging atoms op(e0, e1) = e2, op(e0, e1) = e0, yields:
% 60.09/25.23  																																															| (330) e2 = e0
% 60.09/25.24  																																															|
% 60.09/25.24  																																															| Combining equations (662,455) yields a new equation:
% 60.09/25.24  																																															| (616) e2 = e1
% 60.09/25.24  																																															|
% 60.09/25.24  																																															| Simplifying 616 yields:
% 60.09/25.24  																																															| (617) e2 = e1
% 60.09/25.24  																																															|
% 60.09/25.24  																																															| Combining equations (617,330) yields a new equation:
% 60.09/25.24  																																															| (546) e1 = e0
% 60.09/25.24  																																															|
% 60.09/25.24  																																															| Simplifying 546 yields:
% 60.09/25.24  																																															| (431) e1 = e0
% 60.09/25.24  																																															|
% 60.09/25.24  																																															| Equations (431) can reduce 233 to:
% 60.09/25.24  																																															| (266) $false
% 60.09/25.24  																																															|
% 60.09/25.24  																																															|-The branch is then unsatisfiable
% 60.09/25.24  																																														|-Branch two:
% 60.09/25.24  																																														| (748)  ~ (unit = e1)
% 60.09/25.24  																																														| (749) unit = e3
% 60.09/25.24  																																														|
% 60.09/25.24  																																															| From (749) and (209) follows:
% 60.09/25.24  																																															| (1667) op(e3, e0) = e0
% 60.09/25.24  																																															|
% 60.09/25.24  																																															| From (749) and (32) follows:
% 60.09/25.24  																																															| (5793) op(e2, e3) = e2
% 60.09/25.24  																																															|
% 60.09/25.24  																																															| From (749) and (28) follows:
% 60.09/25.24  																																															| (2235) op(e1, e3) = e1
% 60.09/25.24  																																															|
% 60.09/25.24  																																															| Instantiating formula (29) with e3, e0, e0, e3 and discharging atoms op(e3, e0) = e3, op(e3, e0) = e0, yields:
% 60.09/25.24  																																															| (676) e3 = e0
% 60.09/25.24  																																															|
% 60.09/25.24  																																															| Instantiating formula (29) with e2, e3, e2, e3 and discharging atoms op(e2, e3) = e3, op(e2, e3) = e2, yields:
% 60.09/25.24  																																															| (662) e3 = e2
% 60.09/25.24  																																															|
% 60.09/25.24  																																															| Instantiating formula (29) with e1, e3, e1, e2 and discharging atoms op(e1, e3) = e2, op(e1, e3) = e1, yields:
% 60.09/25.24  																																															| (617) e2 = e1
% 60.09/25.24  																																															|
% 60.09/25.24  																																															| Combining equations (662,676) yields a new equation:
% 60.09/25.24  																																															| (391) e2 = e0
% 60.09/25.24  																																															|
% 60.09/25.24  																																															| Simplifying 391 yields:
% 60.09/25.24  																																															| (330) e2 = e0
% 60.09/25.24  																																															|
% 60.09/25.24  																																															| Combining equations (330,617) yields a new equation:
% 60.09/25.24  																																															| (431) e1 = e0
% 60.09/25.24  																																															|
% 60.09/25.24  																																															| Equations (431) can reduce 233 to:
% 60.09/25.24  																																															| (266) $false
% 60.09/25.24  																																															|
% 60.09/25.24  																																															|-The branch is then unsatisfiable
% 60.09/25.24  																																										|-Branch two:
% 60.09/25.24  																																										| (409)  ~ (all_0_46_46 = e3)
% 60.09/25.24  																																										| (4042) all_0_50_50 = e3 | all_0_55_55 = e3
% 60.09/25.24  																																										|
% 60.09/25.24  																																											+-Applying beta-rule and splitting (4042), into two cases.
% 60.09/25.24  																																											|-Branch one:
% 60.09/25.24  																																											| (415) all_0_50_50 = e3
% 60.09/25.24  																																											|
% 60.09/25.24  																																												| Combining equations (378,415) yields a new equation:
% 60.09/25.24  																																												| (662) e3 = e2
% 60.09/25.24  																																												|
% 60.09/25.24  																																												| Equations (662) can reduce 212 to:
% 60.09/25.24  																																												| (266) $false
% 60.09/25.24  																																												|
% 60.09/25.24  																																												|-The branch is then unsatisfiable
% 60.09/25.24  																																											|-Branch two:
% 60.09/25.24  																																											| (411)  ~ (all_0_50_50 = e3)
% 60.09/25.24  																																											| (2336) all_0_55_55 = e3
% 60.09/25.24  																																											|
% 60.09/25.24  																																												| Combining equations (2336,629) yields a new equation:
% 60.09/25.24  																																												| (454) e3 = e1
% 60.09/25.24  																																												|
% 60.09/25.24  																																												| Simplifying 454 yields:
% 60.09/25.24  																																												| (455) e3 = e1
% 60.09/25.24  																																												|
% 60.09/25.24  																																												| Equations (455) can reduce 213 to:
% 60.09/25.24  																																												| (266) $false
% 60.09/25.24  																																												|
% 60.09/25.24  																																												|-The branch is then unsatisfiable
% 60.09/25.24  																																									|-Branch two:
% 60.09/25.24  																																									| (462)  ~ (all_0_47_47 = e1)
% 60.09/25.24  																																									| (659) all_0_48_48 = e1 | all_0_49_49 = e1
% 60.09/25.24  																																									|
% 60.09/25.24  																																										+-Applying beta-rule and splitting (105), into two cases.
% 60.09/25.24  																																										|-Branch one:
% 60.09/25.24  																																										| (1105) all_0_47_47 = e2
% 60.09/25.24  																																										|
% 60.09/25.24  																																											| Equations (1105) can reduce 338 to:
% 60.09/25.24  																																											| (266) $false
% 60.09/25.24  																																											|
% 60.09/25.24  																																											|-The branch is then unsatisfiable
% 60.09/25.24  																																										|-Branch two:
% 60.09/25.24  																																										| (338)  ~ (all_0_47_47 = e2)
% 60.09/25.24  																																										| (1789) all_0_47_47 = e4 | all_0_47_47 = e3 | all_0_47_47 = e1 | all_0_47_47 = e0
% 60.09/25.24  																																										|
% 60.09/25.24  																																											+-Applying beta-rule and splitting (1923), into two cases.
% 60.09/25.24  																																											|-Branch one:
% 60.09/25.24  																																											| (1557) all_0_46_46 = e3
% 60.09/25.24  																																											|
% 60.09/25.24  																																												| Equations (1557) can reduce 19 to:
% 60.09/25.24  																																												| (2538)  ~ (all_0_47_47 = e3)
% 60.09/25.24  																																												|
% 60.09/25.24  																																												| Simplifying 2538 yields:
% 60.09/25.24  																																												| (1091)  ~ (all_0_47_47 = e3)
% 60.09/25.24  																																												|
% 60.09/25.24  																																												+-Applying beta-rule and splitting (1789), into two cases.
% 60.09/25.24  																																												|-Branch one:
% 60.09/25.24  																																												| (1790) all_0_47_47 = e4
% 60.09/25.24  																																												|
% 60.09/25.24  																																													| Equations (1790) can reduce 252 to:
% 60.09/25.24  																																													| (266) $false
% 60.09/25.24  																																													|
% 60.09/25.24  																																													|-The branch is then unsatisfiable
% 60.09/25.24  																																												|-Branch two:
% 60.09/25.24  																																												| (252)  ~ (all_0_47_47 = e4)
% 60.09/25.24  																																												| (1793) all_0_47_47 = e3 | all_0_47_47 = e1 | all_0_47_47 = e0
% 60.09/25.24  																																												|
% 60.09/25.24  																																													+-Applying beta-rule and splitting (1793), into two cases.
% 60.09/25.24  																																													|-Branch one:
% 60.09/25.24  																																													| (674) all_0_47_47 = e0
% 60.09/25.24  																																													|
% 60.09/25.24  																																														| Equations (674) can reduce 678 to:
% 60.09/25.24  																																														| (266) $false
% 60.09/25.24  																																														|
% 60.09/25.24  																																														|-The branch is then unsatisfiable
% 60.09/25.24  																																													|-Branch two:
% 60.09/25.24  																																													| (678)  ~ (all_0_47_47 = e0)
% 60.09/25.24  																																													| (1831) all_0_47_47 = e3 | all_0_47_47 = e1
% 60.09/25.24  																																													|
% 60.09/25.24  																																														+-Applying beta-rule and splitting (1831), into two cases.
% 60.09/25.24  																																														|-Branch one:
% 60.09/25.24  																																														| (654) all_0_47_47 = e1
% 60.09/25.24  																																														|
% 60.09/25.24  																																															| Equations (654) can reduce 462 to:
% 60.09/25.24  																																															| (266) $false
% 60.09/25.24  																																															|
% 60.09/25.24  																																															|-The branch is then unsatisfiable
% 60.09/25.24  																																														|-Branch two:
% 60.09/25.24  																																														| (462)  ~ (all_0_47_47 = e1)
% 60.09/25.24  																																														| (522) all_0_47_47 = e3
% 60.09/25.24  																																														|
% 60.09/25.24  																																															| Equations (522) can reduce 1091 to:
% 60.09/25.24  																																															| (266) $false
% 60.09/25.24  																																															|
% 60.09/25.24  																																															|-The branch is then unsatisfiable
% 60.09/25.24  																																											|-Branch two:
% 60.09/25.24  																																											| (409)  ~ (all_0_46_46 = e3)
% 60.09/25.24  																																											| (4042) all_0_50_50 = e3 | all_0_55_55 = e3
% 60.09/25.24  																																											|
% 60.09/25.24  																																												+-Applying beta-rule and splitting (4042), into two cases.
% 60.09/25.24  																																												|-Branch one:
% 60.09/25.24  																																												| (415) all_0_50_50 = e3
% 60.09/25.24  																																												|
% 60.09/25.24  																																													| Combining equations (378,415) yields a new equation:
% 60.09/25.24  																																													| (662) e3 = e2
% 60.09/25.24  																																													|
% 60.09/25.24  																																													| Equations (662) can reduce 212 to:
% 60.09/25.24  																																													| (266) $false
% 60.09/25.24  																																													|
% 60.09/25.24  																																													|-The branch is then unsatisfiable
% 60.09/25.24  																																												|-Branch two:
% 60.09/25.24  																																												| (411)  ~ (all_0_50_50 = e3)
% 60.09/25.24  																																												| (2336) all_0_55_55 = e3
% 60.09/25.24  																																												|
% 60.09/25.24  																																													| Combining equations (629,2336) yields a new equation:
% 60.09/25.24  																																													| (455) e3 = e1
% 60.09/25.24  																																													|
% 60.09/25.24  																																													| Equations (455) can reduce 213 to:
% 60.09/25.24  																																													| (266) $false
% 60.09/25.24  																																													|
% 60.09/25.24  																																													|-The branch is then unsatisfiable
% 60.09/25.24  																																							|-Branch two:
% 60.09/25.24  																																							| (664)  ~ (all_0_51_51 = e3)
% 60.09/25.24  																																							| (665) all_0_53_53 = e3
% 60.09/25.24  																																							|
% 60.09/25.24  																																								| Combining equations (1208,665) yields a new equation:
% 60.09/25.24  																																								| (455) e3 = e1
% 60.09/25.24  																																								|
% 60.09/25.24  																																								| Equations (455) can reduce 213 to:
% 60.09/25.24  																																								| (266) $false
% 60.09/25.24  																																								|
% 60.09/25.24  																																								|-The branch is then unsatisfiable
% 60.09/25.24  																																						|-Branch two:
% 60.09/25.24  																																						| (632)  ~ (all_0_55_55 = e1)
% 60.09/25.24  																																						| (633) all_0_56_56 = e1 | all_0_57_57 = e1 | all_0_58_58 = e1
% 60.09/25.24  																																						|
% 60.09/25.24  																																							+-Applying beta-rule and splitting (7), into two cases.
% 60.09/25.24  																																							|-Branch one:
% 60.09/25.24  																																							| (504) all_0_51_51 = e2
% 60.09/25.24  																																							|
% 60.09/25.24  																																								| Equations (504) can reduce 1099 to:
% 60.09/25.24  																																								| (266) $false
% 60.09/25.24  																																								|
% 60.09/25.24  																																								|-The branch is then unsatisfiable
% 60.09/25.24  																																							|-Branch two:
% 60.09/25.24  																																							| (1099)  ~ (all_0_51_51 = e2)
% 60.09/25.24  																																							| (1100) all_0_51_51 = e4 | all_0_51_51 = e3 | all_0_51_51 = e1
% 60.09/25.24  																																							|
% 60.09/25.24  																																								+-Applying beta-rule and splitting (418), into two cases.
% 60.09/25.24  																																								|-Branch one:
% 60.09/25.24  																																								| (660) all_0_51_51 = e3
% 60.09/25.24  																																								|
% 60.09/25.24  																																									| Equations (660) can reduce 475 to:
% 60.09/25.24  																																									| (277)  ~ (e4 = e3)
% 60.09/25.24  																																									|
% 60.09/25.24  																																									| Simplifying 277 yields:
% 60.09/25.24  																																									| (188)  ~ (e4 = e3)
% 60.09/25.24  																																									|
% 60.09/25.24  																																									| Equations (660) can reduce 1099 to:
% 60.09/25.24  																																									| (212)  ~ (e3 = e2)
% 60.09/25.24  																																									|
% 60.09/25.24  																																									+-Applying beta-rule and splitting (171), into two cases.
% 60.09/25.24  																																									|-Branch one:
% 60.09/25.24  																																									| (265) all_0_54_54 = e4
% 60.09/25.24  																																									|
% 60.09/25.24  																																										| Combining equations (265,268) yields a new equation:
% 60.09/25.24  																																										| (424) e4 = e3
% 60.09/25.24  																																										|
% 60.09/25.24  																																										| Simplifying 424 yields:
% 60.09/25.24  																																										| (425) e4 = e3
% 60.09/25.24  																																										|
% 60.09/25.24  																																										| Equations (425) can reduce 188 to:
% 60.09/25.24  																																										| (266) $false
% 60.09/25.24  																																										|
% 60.09/25.24  																																										|-The branch is then unsatisfiable
% 60.09/25.24  																																									|-Branch two:
% 60.09/25.24  																																									| (258)  ~ (all_0_54_54 = e4)
% 60.09/25.24  																																									| (575) all_0_55_55 = e4 | all_0_56_56 = e4 | all_0_57_57 = e4 | all_0_58_58 = e4
% 60.09/25.24  																																									|
% 60.09/25.24  																																										| Equations (268) can reduce 258 to:
% 60.09/25.24  																																										| (277)  ~ (e4 = e3)
% 60.09/25.24  																																										|
% 60.09/25.24  																																										| Simplifying 277 yields:
% 60.09/25.24  																																										| (188)  ~ (e4 = e3)
% 60.09/25.24  																																										|
% 60.09/25.24  																																										+-Applying beta-rule and splitting (78), into two cases.
% 60.09/25.24  																																										|-Branch one:
% 60.09/25.24  																																										| (423) all_0_45_45 = e3
% 60.09/25.24  																																										|
% 60.09/25.24  																																											| Combining equations (423,248) yields a new equation:
% 60.09/25.24  																																											| (425) e4 = e3
% 60.09/25.24  																																											|
% 60.09/25.24  																																											| Equations (425) can reduce 188 to:
% 60.09/25.24  																																											| (266) $false
% 60.09/25.24  																																											|
% 60.09/25.24  																																											|-The branch is then unsatisfiable
% 60.09/25.24  																																										|-Branch two:
% 60.09/25.24  																																										| (427)  ~ (all_0_45_45 = e3)
% 60.09/25.24  																																										| (428) all_0_46_46 = e3 | all_0_47_47 = e3 | all_0_49_49 = e3
% 60.09/25.24  																																										|
% 60.09/25.24  																																											+-Applying beta-rule and splitting (428), into two cases.
% 60.09/25.24  																																											|-Branch one:
% 60.09/25.24  																																											| (1557) all_0_46_46 = e3
% 60.09/25.24  																																											|
% 60.09/25.24  																																												| Equations (1557) can reduce 58 to:
% 60.09/25.24  																																												| (269)  ~ (all_0_55_55 = e3)
% 60.09/25.24  																																												|
% 60.09/25.24  																																												| Simplifying 269 yields:
% 60.09/25.24  																																												| (270)  ~ (all_0_55_55 = e3)
% 60.09/25.24  																																												|
% 60.09/25.24  																																												+-Applying beta-rule and splitting (2315), into two cases.
% 60.09/25.24  																																												|-Branch one:
% 60.09/25.24  																																												| (629) all_0_55_55 = e1
% 60.09/25.24  																																												|
% 60.09/25.24  																																													| Equations (629) can reduce 632 to:
% 60.09/25.24  																																													| (266) $false
% 60.09/25.24  																																													|
% 60.09/25.24  																																													|-The branch is then unsatisfiable
% 60.09/25.24  																																												|-Branch two:
% 60.09/25.24  																																												| (632)  ~ (all_0_55_55 = e1)
% 60.09/25.24  																																												| (2336) all_0_55_55 = e3
% 60.09/25.24  																																												|
% 60.09/25.24  																																													| Equations (2336) can reduce 270 to:
% 60.09/25.24  																																													| (266) $false
% 60.09/25.24  																																													|
% 60.09/25.24  																																													|-The branch is then unsatisfiable
% 60.09/25.24  																																											|-Branch two:
% 60.09/25.24  																																											| (409)  ~ (all_0_46_46 = e3)
% 60.09/25.24  																																											| (1561) all_0_47_47 = e3 | all_0_49_49 = e3
% 60.09/25.24  																																											|
% 60.09/25.24  																																												+-Applying beta-rule and splitting (1923), into two cases.
% 60.09/25.24  																																												|-Branch one:
% 60.09/25.24  																																												| (1557) all_0_46_46 = e3
% 60.09/25.24  																																												|
% 60.09/25.24  																																													| Equations (1557) can reduce 409 to:
% 60.09/25.24  																																													| (266) $false
% 60.09/25.24  																																													|
% 60.09/25.24  																																													|-The branch is then unsatisfiable
% 60.09/25.24  																																												|-Branch two:
% 60.09/25.24  																																												| (409)  ~ (all_0_46_46 = e3)
% 60.09/25.24  																																												| (4042) all_0_50_50 = e3 | all_0_55_55 = e3
% 60.09/25.24  																																												|
% 60.09/25.24  																																													+-Applying beta-rule and splitting (4042), into two cases.
% 60.09/25.24  																																													|-Branch one:
% 60.09/25.24  																																													| (415) all_0_50_50 = e3
% 60.09/25.24  																																													|
% 60.09/25.24  																																														| Combining equations (378,415) yields a new equation:
% 60.09/25.24  																																														| (662) e3 = e2
% 60.09/25.24  																																														|
% 60.09/25.24  																																														| Equations (662) can reduce 212 to:
% 60.09/25.24  																																														| (266) $false
% 60.09/25.24  																																														|
% 60.09/25.24  																																														|-The branch is then unsatisfiable
% 60.09/25.24  																																													|-Branch two:
% 60.09/25.24  																																													| (411)  ~ (all_0_50_50 = e3)
% 60.09/25.24  																																													| (2336) all_0_55_55 = e3
% 60.09/25.24  																																													|
% 60.09/25.24  																																														| Equations (2336) can reduce 270 to:
% 60.09/25.24  																																														| (266) $false
% 60.09/25.24  																																														|
% 60.09/25.24  																																														|-The branch is then unsatisfiable
% 60.09/25.24  																																								|-Branch two:
% 60.09/25.24  																																								| (664)  ~ (all_0_51_51 = e3)
% 60.09/25.24  																																								| (665) all_0_53_53 = e3
% 60.09/25.24  																																								|
% 60.09/25.24  																																									| Combining equations (1208,665) yields a new equation:
% 60.09/25.24  																																									| (455) e3 = e1
% 60.09/25.24  																																									|
% 60.09/25.24  																																									| Equations (455) can reduce 213 to:
% 60.09/25.24  																																									| (266) $false
% 60.09/25.24  																																									|
% 60.09/25.24  																																									|-The branch is then unsatisfiable
% 60.09/25.24  																																				|-Branch two:
% 60.09/25.24  																																				| (1459)  ~ (all_0_53_53 = e1)
% 60.09/25.24  																																				| (665) all_0_53_53 = e3
% 60.09/25.24  																																				|
% 60.09/25.24  																																					| Equations (665) can reduce 903 to:
% 60.09/25.24  																																					| (266) $false
% 60.09/25.24  																																					|
% 60.09/25.24  																																					|-The branch is then unsatisfiable
% 60.09/25.24  																														|-Branch two:
% 60.09/25.24  																														| (1890)  ~ (all_0_42_42 = e4)
% 60.09/25.24  																														| (2246) all_0_47_47 = e4 | all_0_51_51 = e4 | all_0_56_56 = e4
% 60.09/25.24  																														|
% 60.09/25.24  																															+-Applying beta-rule and splitting (152), into two cases.
% 60.09/25.24  																															|-Branch one:
% 60.09/25.24  																															| (1392) all_0_42_42 = e4
% 60.09/25.24  																															|
% 60.09/25.24  																																| Equations (1392) can reduce 1890 to:
% 60.09/25.24  																																| (266) $false
% 60.09/25.24  																																|
% 60.09/25.24  																																|-The branch is then unsatisfiable
% 60.09/25.24  																															|-Branch two:
% 60.09/25.24  																															| (1890)  ~ (all_0_42_42 = e4)
% 60.09/25.24  																															| (1969) all_0_42_42 = e3 | all_0_42_42 = e1 | all_0_42_42 = e0
% 60.09/25.24  																															|
% 60.09/25.24  																																+-Applying beta-rule and splitting (1969), into two cases.
% 60.09/25.24  																																|-Branch one:
% 60.09/25.24  																																| (559) all_0_42_42 = e0
% 60.09/25.24  																																|
% 60.09/25.24  																																	| Equations (559) can reduce 358 to:
% 60.09/25.24  																																	| (266) $false
% 60.09/25.24  																																	|
% 60.09/25.24  																																	|-The branch is then unsatisfiable
% 60.09/25.24  																																|-Branch two:
% 60.09/25.24  																																| (358)  ~ (all_0_42_42 = e0)
% 60.09/25.24  																																| (2510) all_0_42_42 = e3 | all_0_42_42 = e1
% 60.09/25.24  																																|
% 60.09/25.24  																																	+-Applying beta-rule and splitting (2510), into two cases.
% 60.09/25.24  																																	|-Branch one:
% 60.09/25.24  																																	| (459) all_0_42_42 = e1
% 60.09/25.24  																																	|
% 60.09/25.24  																																		| Equations (459) can reduce 1380 to:
% 60.09/25.24  																																		| (266) $false
% 60.09/25.24  																																		|
% 60.09/25.24  																																		|-The branch is then unsatisfiable
% 60.09/25.24  																																	|-Branch two:
% 60.09/25.24  																																	| (1380)  ~ (all_0_42_42 = e1)
% 60.09/25.24  																																	| (516) all_0_42_42 = e3
% 60.09/25.24  																																	|
% 60.09/25.24  																																		| Equations (516) can reduce 73 to:
% 60.09/25.24  																																		| (406)  ~ (all_0_44_44 = e3)
% 60.09/25.24  																																		|
% 60.09/25.24  																																		| Simplifying 406 yields:
% 60.09/25.24  																																		| (407)  ~ (all_0_44_44 = e3)
% 60.09/25.24  																																		|
% 60.09/25.24  																																		+-Applying beta-rule and splitting (26), into two cases.
% 60.09/25.24  																																		|-Branch one:
% 60.09/25.24  																																		| (446) all_0_44_44 = e4
% 60.09/25.24  																																		|
% 60.09/25.24  																																			| Equations (446) can reduce 360 to:
% 60.09/25.24  																																			| (49)  ~ (e4 = e0)
% 60.09/25.24  																																			|
% 60.09/25.24  																																			+-Applying beta-rule and splitting (2246), into two cases.
% 60.09/25.24  																																			|-Branch one:
% 60.09/25.24  																																			| (1790) all_0_47_47 = e4
% 60.09/25.24  																																			|
% 60.09/25.24  																																				| Equations (1790) can reduce 252 to:
% 60.09/25.24  																																				| (266) $false
% 60.09/25.24  																																				|
% 60.09/25.24  																																				|-The branch is then unsatisfiable
% 60.09/25.24  																																			|-Branch two:
% 60.09/25.24  																																			| (252)  ~ (all_0_47_47 = e4)
% 60.09/25.24  																																			| (6548) all_0_51_51 = e4 | all_0_56_56 = e4
% 60.09/25.24  																																			|
% 60.09/25.24  																																				+-Applying beta-rule and splitting (6548), into two cases.
% 60.09/25.24  																																				|-Branch one:
% 60.09/25.24  																																				| (1101) all_0_51_51 = e4
% 60.09/25.24  																																				|
% 60.09/25.24  																																					| Equations (1101) can reduce 475 to:
% 60.09/25.24  																																					| (266) $false
% 60.09/25.24  																																					|
% 60.09/25.24  																																					|-The branch is then unsatisfiable
% 60.09/25.24  																																				|-Branch two:
% 60.09/25.24  																																				| (475)  ~ (all_0_51_51 = e4)
% 60.09/25.24  																																				| (842) all_0_56_56 = e4
% 60.09/25.24  																																				|
% 60.09/25.24  																																					| Combining equations (679,842) yields a new equation:
% 60.09/25.24  																																					| (397) e4 = e0
% 60.09/25.24  																																					|
% 60.09/25.24  																																					| Equations (397) can reduce 49 to:
% 60.09/25.24  																																					| (266) $false
% 60.09/25.24  																																					|
% 60.09/25.24  																																					|-The branch is then unsatisfiable
% 60.09/25.24  																																		|-Branch two:
% 60.09/25.24  																																		| (1390)  ~ (all_0_44_44 = e4)
% 60.09/25.24  																																		| (1391) all_0_44_44 = e3 | all_0_44_44 = e1 | all_0_44_44 = e0
% 60.09/25.24  																																		|
% 60.09/25.24  																																			+-Applying beta-rule and splitting (1391), into two cases.
% 60.09/25.24  																																			|-Branch one:
% 60.09/25.24  																																			| (1414) all_0_44_44 = e0
% 60.09/25.24  																																			|
% 60.09/25.24  																																				| Equations (1414) can reduce 360 to:
% 60.09/25.24  																																				| (266) $false
% 60.09/25.24  																																				|
% 60.09/25.24  																																				|-The branch is then unsatisfiable
% 60.09/25.24  																																			|-Branch two:
% 60.09/25.24  																																			| (360)  ~ (all_0_44_44 = e0)
% 60.09/25.24  																																			| (1417) all_0_44_44 = e3 | all_0_44_44 = e1
% 60.09/25.24  																																			|
% 60.09/25.24  																																				+-Applying beta-rule and splitting (1417), into two cases.
% 60.09/25.24  																																				|-Branch one:
% 60.09/25.24  																																				| (635) all_0_44_44 = e1
% 60.09/25.24  																																				|
% 60.09/25.24  																																					| Equations (635) can reduce 639 to:
% 60.09/25.24  																																					| (266) $false
% 60.09/25.24  																																					|
% 60.09/25.24  																																					|-The branch is then unsatisfiable
% 60.09/25.24  																																				|-Branch two:
% 60.09/25.24  																																				| (639)  ~ (all_0_44_44 = e1)
% 60.09/25.24  																																				| (532) all_0_44_44 = e3
% 60.09/25.24  																																				|
% 60.09/25.24  																																					| Equations (532) can reduce 407 to:
% 60.09/25.24  																																					| (266) $false
% 60.09/25.24  																																					|
% 60.09/25.24  																																					|-The branch is then unsatisfiable
% 60.09/25.24  																											|-Branch two:
% 60.09/25.24  																											| (357)  ~ (all_0_41_41 = e0)
% 60.09/25.24  																											| (6761) all_0_42_42 = e0 | all_0_43_43 = e0 | all_0_44_44 = e0
% 60.09/25.24  																											|
% 60.09/25.24  																												+-Applying beta-rule and splitting (243), into two cases.
% 60.09/25.24  																												|-Branch one:
% 60.09/25.24  																												| (329) all_0_38_38 = e0
% 60.09/25.24  																												|
% 60.09/25.24  																													| Combining equations (329,321) yields a new equation:
% 60.09/25.24  																													| (397) e4 = e0
% 60.09/25.24  																													|
% 60.09/25.24  																													| Equations (397) can reduce 49 to:
% 60.09/25.24  																													| (266) $false
% 60.09/25.24  																													|
% 60.09/25.24  																													|-The branch is then unsatisfiable
% 60.09/25.24  																												|-Branch two:
% 60.09/25.24  																												| (332)  ~ (all_0_38_38 = e0)
% 60.09/25.24  																												| (395) all_0_41_41 = e0 | all_0_46_46 = e0 | all_0_55_55 = e0
% 60.09/25.24  																												|
% 60.09/25.24  																													+-Applying beta-rule and splitting (395), into two cases.
% 60.09/25.24  																													|-Branch one:
% 60.09/25.24  																													| (794) all_0_41_41 = e0
% 60.09/25.24  																													|
% 60.09/25.24  																														| Equations (794) can reduce 357 to:
% 60.09/25.24  																														| (266) $false
% 60.09/25.24  																														|
% 60.09/25.24  																														|-The branch is then unsatisfiable
% 60.09/25.24  																													|-Branch two:
% 60.09/25.24  																													| (357)  ~ (all_0_41_41 = e0)
% 60.09/25.24  																													| (895) all_0_46_46 = e0 | all_0_55_55 = e0
% 60.09/25.24  																													|
% 60.09/25.24  																														+-Applying beta-rule and splitting (895), into two cases.
% 60.09/25.24  																														|-Branch one:
% 60.09/25.24  																														| (538) all_0_46_46 = e0
% 60.09/25.24  																														|
% 60.09/25.24  																															| Equations (538) can reduce 831 to:
% 60.09/25.24  																															| (266) $false
% 60.09/25.24  																															|
% 60.09/25.24  																															|-The branch is then unsatisfiable
% 60.09/25.24  																														|-Branch two:
% 60.09/25.25  																														| (831)  ~ (all_0_46_46 = e0)
% 60.09/25.25  																														| (858) all_0_55_55 = e0
% 60.09/25.25  																														|
% 60.09/25.25  																															| Equations (858) can reduce 803 to:
% 60.09/25.25  																															| (266) $false
% 60.09/25.25  																															|
% 60.09/25.25  																															|-The branch is then unsatisfiable
% 60.09/25.25  																									|-Branch two:
% 60.09/25.25  																									| (828)  ~ (all_0_56_56 = e0)
% 60.09/25.25  																									| (924) all_0_57_57 = e0 | all_0_58_58 = e0
% 60.09/25.25  																									|
% 60.09/25.25  																										+-Applying beta-rule and splitting (924), into two cases.
% 60.09/25.25  																										|-Branch one:
% 60.09/25.25  																										| (875) all_0_57_57 = e0
% 60.09/25.25  																										|
% 60.09/25.25  																											| Combining equations (442,875) yields a new equation:
% 60.09/25.25  																											| (391) e2 = e0
% 60.09/25.25  																											|
% 60.09/25.25  																											| Simplifying 391 yields:
% 60.09/25.25  																											| (330) e2 = e0
% 60.09/25.25  																											|
% 60.09/25.25  																											| Equations (330) can reduce 128 to:
% 60.09/25.25  																											| (266) $false
% 60.09/25.25  																											|
% 60.09/25.25  																											|-The branch is then unsatisfiable
% 60.09/25.25  																										|-Branch two:
% 60.09/25.25  																										| (364)  ~ (all_0_57_57 = e0)
% 60.09/25.25  																										| (914) all_0_58_58 = e0
% 60.09/25.25  																										|
% 60.09/25.25  																											| Equations (914) can reduce 491 to:
% 60.09/25.25  																											| (266) $false
% 60.09/25.25  																											|
% 60.09/25.25  																											|-The branch is then unsatisfiable
% 60.09/25.25  																					|-Branch two:
% 60.09/25.25  																					| (340)  ~ (all_0_49_49 = e2)
% 60.09/25.25  																					| (614) all_0_53_53 = e2 | all_0_58_58 = e2
% 60.09/25.25  																					|
% 60.09/25.25  																						+-Applying beta-rule and splitting (53), into two cases.
% 60.09/25.25  																						|-Branch one:
% 60.09/25.25  																						| (1794) all_0_46_46 = e2
% 60.09/25.25  																						|
% 60.09/25.25  																							| Equations (1794) can reduce 300 to:
% 60.09/25.25  																							| (266) $false
% 60.09/25.25  																							|
% 60.09/25.25  																							|-The branch is then unsatisfiable
% 60.09/25.25  																						|-Branch two:
% 60.09/25.25  																						| (300)  ~ (all_0_46_46 = e2)
% 60.09/25.25  																						| (10171) all_0_47_47 = e2 | all_0_48_48 = e2 | all_0_49_49 = e2
% 60.09/25.25  																						|
% 60.09/25.25  																							+-Applying beta-rule and splitting (10171), into two cases.
% 60.09/25.25  																							|-Branch one:
% 60.09/25.25  																							| (1105) all_0_47_47 = e2
% 60.09/25.25  																							|
% 60.09/25.25  																								| Equations (1105) can reduce 338 to:
% 60.09/25.25  																								| (266) $false
% 60.09/25.25  																								|
% 60.09/25.25  																								|-The branch is then unsatisfiable
% 60.09/25.25  																							|-Branch two:
% 60.09/25.25  																							| (338)  ~ (all_0_47_47 = e2)
% 60.09/25.25  																							| (10761) all_0_48_48 = e2 | all_0_49_49 = e2
% 60.09/25.25  																							|
% 60.09/25.25  																								+-Applying beta-rule and splitting (10761), into two cases.
% 60.09/25.25  																								|-Branch one:
% 60.09/25.25  																								| (335) all_0_48_48 = e2
% 60.09/25.25  																								|
% 60.09/25.25  																									| Combining equations (1279,335) yields a new equation:
% 60.09/25.25  																									| (330) e2 = e0
% 60.09/25.25  																									|
% 60.09/25.25  																									| Equations (330) can reduce 128 to:
% 60.09/25.25  																									| (266) $false
% 60.09/25.25  																									|
% 60.09/25.25  																									|-The branch is then unsatisfiable
% 60.09/25.25  																								|-Branch two:
% 60.09/25.25  																								| (810)  ~ (all_0_48_48 = e2)
% 60.09/25.25  																								| (583) all_0_49_49 = e2
% 60.09/25.25  																								|
% 60.09/25.25  																									| Equations (583) can reduce 340 to:
% 60.09/25.25  																									| (266) $false
% 60.09/25.25  																									|
% 60.09/25.25  																									|-The branch is then unsatisfiable
% 60.09/25.25  																			|-Branch two:
% 60.09/25.25  																			| (302)  ~ (all_0_50_50 = e2)
% 60.09/25.25  																			| (381) all_0_51_51 = e2 | all_0_52_52 = e2 | all_0_53_53 = e2
% 60.09/25.25  																			|
% 60.09/25.25  																				+-Applying beta-rule and splitting (117), into two cases.
% 60.09/25.25  																				|-Branch one:
% 60.09/25.25  																				| (292) all_0_38_38 = e2
% 60.09/25.25  																				|
% 60.09/25.25  																					| Combining equations (292,321) yields a new equation:
% 60.09/25.25  																					| (323) e4 = e2
% 60.09/25.25  																					|
% 60.09/25.25  																					| Equations (323) can reduce 48 to:
% 60.09/25.25  																					| (266) $false
% 60.09/25.25  																					|
% 60.09/25.25  																					|-The branch is then unsatisfiable
% 60.09/25.25  																				|-Branch two:
% 60.09/25.25  																				| (9600)  ~ (all_0_38_38 = e2)
% 60.09/25.25  																				| (24424) all_0_46_46 = e2 | all_0_50_50 = e2 | all_0_55_55 = e2
% 60.09/25.25  																				|
% 60.09/25.25  																					| Equations (321) can reduce 9600 to:
% 60.09/25.25  																					| (48)  ~ (e4 = e2)
% 60.09/25.25  																					|
% 60.09/25.25  																					+-Applying beta-rule and splitting (381), into two cases.
% 60.09/25.25  																					|-Branch one:
% 60.09/25.25  																					| (504) all_0_51_51 = e2
% 60.09/25.25  																					|
% 60.09/25.25  																						| Equations (504) can reduce 1099 to:
% 60.09/25.25  																						| (266) $false
% 60.09/25.25  																						|
% 60.09/25.25  																						|-The branch is then unsatisfiable
% 60.09/25.25  																					|-Branch two:
% 60.09/25.25  																					| (1099)  ~ (all_0_51_51 = e2)
% 60.09/25.25  																					| (1152) all_0_52_52 = e2 | all_0_53_53 = e2
% 60.09/25.25  																					|
% 60.09/25.25  																						+-Applying beta-rule and splitting (1152), into two cases.
% 60.09/25.25  																						|-Branch one:
% 60.09/25.25  																						| (352) all_0_52_52 = e2
% 60.09/25.25  																						|
% 60.09/25.25  																							| Combining equations (352,565) yields a new equation:
% 60.09/25.25  																							| (323) e4 = e2
% 60.09/25.25  																							|
% 60.09/25.25  																							| Equations (323) can reduce 48 to:
% 60.09/25.25  																							| (266) $false
% 60.09/25.25  																							|
% 60.09/25.25  																							|-The branch is then unsatisfiable
% 60.09/25.25  																						|-Branch two:
% 60.09/25.25  																						| (342)  ~ (all_0_52_52 = e2)
% 60.09/25.25  																						| (607) all_0_53_53 = e2
% 60.09/25.25  																						|
% 60.09/25.25  																							| Equations (607) can reduce 220 to:
% 60.09/25.25  																							| (147)  ~ (all_0_44_44 = e2)
% 60.09/25.25  																							|
% 60.09/25.25  																							| Equations (607) can reduce 65 to:
% 60.09/25.25  																							| (340)  ~ (all_0_49_49 = e2)
% 60.09/25.25  																							|
% 60.09/25.25  																							| Equations (607) can reduce 6 to:
% 60.09/25.25  																							| (1099)  ~ (all_0_51_51 = e2)
% 60.09/25.25  																							|
% 60.09/25.25  																							| Equations (607) can reduce 247 to:
% 60.09/25.25  																							| (128)  ~ (e2 = e0)
% 60.09/25.25  																							|
% 60.09/25.25  																							+-Applying beta-rule and splitting (53), into two cases.
% 60.09/25.25  																							|-Branch one:
% 60.09/25.25  																							| (1794) all_0_46_46 = e2
% 60.09/25.25  																							|
% 60.09/25.25  																								| Equations (1794) can reduce 43 to:
% 60.09/25.25  																								| (85)  ~ (all_0_41_41 = e2)
% 60.09/25.25  																								|
% 60.09/25.25  																								| Equations (1794) can reduce 19 to:
% 60.09/25.25  																								| (22180)  ~ (all_0_47_47 = e2)
% 60.09/25.25  																								|
% 60.09/25.25  																								| Simplifying 22180 yields:
% 60.09/25.25  																								| (338)  ~ (all_0_47_47 = e2)
% 60.09/25.25  																								|
% 60.13/25.25  																								| Equations (1794) can reduce 35 to:
% 60.13/25.25  																								| (301)  ~ (all_0_50_50 = e2)
% 60.13/25.25  																								|
% 60.13/25.25  																								| Simplifying 301 yields:
% 60.13/25.25  																								| (302)  ~ (all_0_50_50 = e2)
% 60.13/25.25  																								|
% 60.13/25.25  																								| Equations (1794) can reduce 58 to:
% 60.13/25.25  																								| (303)  ~ (all_0_55_55 = e2)
% 60.13/25.25  																								|
% 60.13/25.25  																								| Simplifying 303 yields:
% 60.13/25.25  																								| (304)  ~ (all_0_55_55 = e2)
% 60.13/25.25  																								|
% 60.13/25.25  																								| Equations (1794) can reduce 250 to:
% 60.13/25.25  																								| (327)  ~ (e4 = e2)
% 60.13/25.25  																								|
% 60.13/25.25  																								| Simplifying 327 yields:
% 60.13/25.25  																								| (48)  ~ (e4 = e2)
% 60.13/25.25  																								|
% 60.13/25.25  																								| From (1794) and (120) follows:
% 60.13/25.25  																								| (5793) op(e2, e3) = e2
% 60.13/25.25  																								|
% 60.13/25.25  																								+-Applying beta-rule and splitting (168), into two cases.
% 60.13/25.25  																								|-Branch one:
% 60.13/25.25  																								| (415) all_0_50_50 = e3
% 60.13/25.25  																								|
% 60.13/25.25  																									| Equations (415) can reduce 221 to:
% 60.13/25.25  																									| (1898)  ~ (all_0_41_41 = e3)
% 60.13/25.25  																									|
% 60.13/25.25  																									| Equations (415) can reduce 59 to:
% 60.13/25.25  																									| (1925)  ~ (all_0_51_51 = e3)
% 60.13/25.25  																									|
% 60.13/25.25  																									| Simplifying 1925 yields:
% 60.13/25.25  																									| (664)  ~ (all_0_51_51 = e3)
% 60.13/25.25  																									|
% 60.13/25.25  																									| Equations (415) can reduce 566 to:
% 60.13/25.25  																									| (277)  ~ (e4 = e3)
% 60.13/25.25  																									|
% 60.13/25.25  																									| Simplifying 277 yields:
% 60.13/25.25  																									| (188)  ~ (e4 = e3)
% 60.13/25.25  																									|
% 60.13/25.25  																									| From (415) and (242) follows:
% 60.13/25.25  																									| (1934) op(e1, e3) = e3
% 60.13/25.25  																									|
% 60.13/25.25  																									+-Applying beta-rule and splitting (27), into two cases.
% 60.13/25.25  																									|-Branch one:
% 60.13/25.25  																									| (437) all_0_41_41 = e4
% 60.13/25.25  																									|
% 60.13/25.25  																										| Equations (437) can reduce 440 to:
% 60.13/25.25  																										| (266) $false
% 60.13/25.25  																										|
% 60.13/25.25  																										|-The branch is then unsatisfiable
% 60.13/25.25  																									|-Branch two:
% 60.13/25.25  																									| (440)  ~ (all_0_41_41 = e4)
% 60.13/25.25  																									| (4049) all_0_41_41 = e3 | all_0_41_41 = e1 | all_0_41_41 = e0
% 60.13/25.25  																									|
% 60.13/25.25  																										+-Applying beta-rule and splitting (7), into two cases.
% 60.13/25.25  																										|-Branch one:
% 60.13/25.25  																										| (504) all_0_51_51 = e2
% 60.13/25.25  																										|
% 60.13/25.25  																											| Equations (504) can reduce 1099 to:
% 60.13/25.25  																											| (266) $false
% 60.13/25.25  																											|
% 60.13/25.25  																											|-The branch is then unsatisfiable
% 60.13/25.25  																										|-Branch two:
% 60.13/25.25  																										| (1099)  ~ (all_0_51_51 = e2)
% 60.13/25.25  																										| (1100) all_0_51_51 = e4 | all_0_51_51 = e3 | all_0_51_51 = e1
% 60.13/25.25  																										|
% 60.13/25.25  																											+-Applying beta-rule and splitting (4049), into two cases.
% 60.13/25.25  																											|-Branch one:
% 60.13/25.25  																											| (794) all_0_41_41 = e0
% 60.13/25.25  																											|
% 60.13/25.25  																												| Equations (794) can reduce 214 to:
% 60.13/25.25  																												| (5565)  ~ (all_0_42_42 = e0)
% 60.13/25.25  																												|
% 60.13/25.25  																												| Simplifying 5565 yields:
% 60.13/25.25  																												| (358)  ~ (all_0_42_42 = e0)
% 60.13/25.25  																												|
% 60.13/25.25  																												| Equations (794) can reduce 440 to:
% 60.13/25.25  																												| (401)  ~ (e4 = e0)
% 60.13/25.25  																												|
% 60.13/25.25  																												| Simplifying 401 yields:
% 60.13/25.25  																												| (49)  ~ (e4 = e0)
% 60.13/25.25  																												|
% 60.13/25.25  																												| Equations (794) can reduce 85 to:
% 60.13/25.25  																												| (365)  ~ (e2 = e0)
% 60.13/25.25  																												|
% 60.13/25.25  																												| Simplifying 365 yields:
% 60.13/25.25  																												| (128)  ~ (e2 = e0)
% 60.13/25.25  																												|
% 60.13/25.25  																												| Equations (794) can reduce 457 to:
% 60.13/25.25  																												| (435)  ~ (e1 = e0)
% 60.13/25.25  																												|
% 60.13/25.25  																												| Simplifying 435 yields:
% 60.13/25.25  																												| (233)  ~ (e1 = e0)
% 60.13/25.25  																												|
% 60.13/25.25  																												+-Applying beta-rule and splitting (1100), into two cases.
% 60.13/25.25  																												|-Branch one:
% 60.13/25.25  																												| (1101) all_0_51_51 = e4
% 60.13/25.25  																												|
% 60.13/25.25  																													| Equations (1101) can reduce 475 to:
% 60.13/25.25  																													| (266) $false
% 60.13/25.25  																													|
% 60.13/25.25  																													|-The branch is then unsatisfiable
% 60.13/25.25  																												|-Branch two:
% 60.13/25.25  																												| (475)  ~ (all_0_51_51 = e4)
% 60.13/25.25  																												| (1104) all_0_51_51 = e3 | all_0_51_51 = e1
% 60.13/25.25  																												|
% 60.13/25.25  																													+-Applying beta-rule and splitting (18), into two cases.
% 60.13/25.25  																													|-Branch one:
% 60.13/25.25  																													| (453) all_0_41_41 = e1
% 60.13/25.25  																													|
% 60.13/25.25  																														| Combining equations (453,794) yields a new equation:
% 60.13/25.25  																														| (546) e1 = e0
% 60.13/25.25  																														|
% 60.13/25.25  																														| Simplifying 546 yields:
% 60.13/25.25  																														| (431) e1 = e0
% 60.13/25.25  																														|
% 60.13/25.25  																														| Equations (431) can reduce 233 to:
% 60.13/25.25  																														| (266) $false
% 60.13/25.25  																														|
% 60.13/25.25  																														|-The branch is then unsatisfiable
% 60.13/25.25  																													|-Branch two:
% 60.13/25.25  																													| (457)  ~ (all_0_41_41 = e1)
% 60.13/25.25  																													| (595) all_0_46_46 = e1 | all_0_50_50 = e1 | all_0_55_55 = e1
% 60.13/25.25  																													|
% 60.13/25.25  																														+-Applying beta-rule and splitting (595), into two cases.
% 60.13/25.25  																														|-Branch one:
% 60.13/25.25  																														| (545) all_0_46_46 = e1
% 60.13/25.25  																														|
% 60.13/25.25  																															| Combining equations (1794,545) yields a new equation:
% 60.13/25.25  																															| (616) e2 = e1
% 60.13/25.25  																															|
% 60.13/25.25  																															| Simplifying 616 yields:
% 60.13/25.25  																															| (617) e2 = e1
% 60.13/25.25  																															|
% 60.13/25.25  																															| Equations (617) can reduce 122 to:
% 60.13/25.25  																															| (266) $false
% 60.13/25.25  																															|
% 60.13/25.25  																															|-The branch is then unsatisfiable
% 60.13/25.25  																														|-Branch two:
% 60.13/25.25  																														| (549)  ~ (all_0_46_46 = e1)
% 60.13/25.25  																														| (600) all_0_50_50 = e1 | all_0_55_55 = e1
% 60.13/25.25  																														|
% 60.13/25.25  																															+-Applying beta-rule and splitting (600), into two cases.
% 60.13/25.25  																															|-Branch one:
% 60.13/25.25  																															| (601) all_0_50_50 = e1
% 60.13/25.25  																															|
% 60.13/25.25  																																| Combining equations (415,601) yields a new equation:
% 60.13/25.25  																																| (454) e3 = e1
% 60.13/25.25  																																|
% 60.13/25.25  																																| Simplifying 454 yields:
% 60.13/25.25  																																| (455) e3 = e1
% 60.13/25.25  																																|
% 60.13/25.25  																																| Equations (455) can reduce 213 to:
% 60.13/25.25  																																| (266) $false
% 60.13/25.25  																																|
% 60.13/25.25  																																|-The branch is then unsatisfiable
% 60.13/25.25  																															|-Branch two:
% 60.13/25.25  																															| (759)  ~ (all_0_50_50 = e1)
% 60.13/25.25  																															| (629) all_0_55_55 = e1
% 60.13/25.25  																															|
% 60.13/25.25  																																| Equations (629) can reduce 3 to:
% 60.13/25.25  																																| (879)  ~ (all_0_58_58 = e1)
% 60.13/25.25  																																|
% 60.13/25.25  																																| Simplifying 879 yields:
% 60.13/25.25  																																| (880)  ~ (all_0_58_58 = e1)
% 60.13/25.25  																																|
% 60.13/25.25  																																+-Applying beta-rule and splitting (104), into two cases.
% 60.13/25.25  																																|-Branch one:
% 60.13/25.25  																																| (480) all_0_39_39 = e0
% 60.13/25.25  																																|
% 60.13/25.25  																																	| Combining equations (480,317) yields a new equation:
% 60.13/25.25  																																	| (330) e2 = e0
% 60.13/25.25  																																	|
% 60.13/25.25  																																	| Equations (330) can reduce 128 to:
% 60.13/25.25  																																	| (266) $false
% 60.13/25.25  																																	|
% 60.13/25.25  																																	|-The branch is then unsatisfiable
% 60.13/25.25  																																|-Branch two:
% 60.13/25.25  																																| (484)  ~ (all_0_39_39 = e0)
% 60.13/25.25  																																| (558) all_0_42_42 = e0 | all_0_47_47 = e0 | all_0_56_56 = e0
% 60.13/25.25  																																|
% 60.13/25.25  																																	+-Applying beta-rule and splitting (558), into two cases.
% 60.13/25.25  																																	|-Branch one:
% 60.13/25.25  																																	| (559) all_0_42_42 = e0
% 60.13/25.25  																																	|
% 60.13/25.25  																																		| Equations (559) can reduce 358 to:
% 60.13/25.25  																																		| (266) $false
% 60.13/25.25  																																		|
% 60.13/25.25  																																		|-The branch is then unsatisfiable
% 60.13/25.25  																																	|-Branch two:
% 60.13/25.25  																																	| (358)  ~ (all_0_42_42 = e0)
% 60.13/25.25  																																	| (563) all_0_47_47 = e0 | all_0_56_56 = e0
% 60.13/25.25  																																	|
% 60.13/25.25  																																		+-Applying beta-rule and splitting (563), into two cases.
% 60.13/25.25  																																		|-Branch one:
% 60.13/25.25  																																		| (674) all_0_47_47 = e0
% 60.13/25.25  																																		|
% 60.13/25.25  																																			| Equations (674) can reduce 678 to:
% 60.13/25.25  																																			| (266) $false
% 60.13/25.25  																																			|
% 60.13/25.25  																																			|-The branch is then unsatisfiable
% 60.13/25.25  																																		|-Branch two:
% 60.13/25.25  																																		| (678)  ~ (all_0_47_47 = e0)
% 60.13/25.25  																																		| (679) all_0_56_56 = e0
% 60.13/25.25  																																		|
% 60.13/25.25  																																			| Equations (679) can reduce 44 to:
% 60.13/25.25  																																			| (490)  ~ (all_0_58_58 = e0)
% 60.13/25.25  																																			|
% 60.13/25.25  																																			| Simplifying 490 yields:
% 60.13/25.25  																																			| (491)  ~ (all_0_58_58 = e0)
% 60.13/25.25  																																			|
% 60.13/25.25  																																			| Equations (679) can reduce 272 to:
% 60.13/25.25  																																			| (541)  ~ (e3 = e0)
% 60.13/25.25  																																			|
% 60.13/25.25  																																			| Simplifying 541 yields:
% 60.13/25.25  																																			| (80)  ~ (e3 = e0)
% 60.13/25.25  																																			|
% 60.13/25.25  																																			| From (679) and (111) follows:
% 60.13/25.25  																																			| (1613) op(e0, e2) = e0
% 60.13/25.25  																																			|
% 60.13/25.25  																																			+-Applying beta-rule and splitting (164), into two cases.
% 60.13/25.25  																																			|-Branch one:
% 60.13/25.25  																																			| (471) all_0_39_39 = e4
% 60.13/25.25  																																			|
% 60.13/25.25  																																				| Combining equations (471,317) yields a new equation:
% 60.13/25.25  																																				| (322) e4 = e2
% 60.13/25.25  																																				|
% 60.13/25.25  																																				| Simplifying 322 yields:
% 60.13/25.25  																																				| (323) e4 = e2
% 60.13/25.25  																																				|
% 60.13/25.25  																																				| Equations (323) can reduce 48 to:
% 60.13/25.25  																																				| (266) $false
% 60.13/25.25  																																				|
% 60.13/25.25  																																				|-The branch is then unsatisfiable
% 60.13/25.25  																																			|-Branch two:
% 60.13/25.25  																																			| (1377)  ~ (all_0_39_39 = e4)
% 60.13/25.25  																																			| (2115) all_0_42_42 = e4 | all_0_47_47 = e4 | all_0_51_51 = e4 | all_0_56_56 = e4
% 60.13/25.25  																																			|
% 60.13/25.25  																																				| Equations (317) can reduce 1377 to:
% 60.13/25.25  																																				| (327)  ~ (e4 = e2)
% 60.13/25.25  																																				|
% 60.13/25.25  																																				| Simplifying 327 yields:
% 60.13/25.25  																																				| (48)  ~ (e4 = e2)
% 60.13/25.25  																																				|
% 60.13/25.25  																																				+-Applying beta-rule and splitting (2115), into two cases.
% 60.13/25.25  																																				|-Branch one:
% 60.13/25.25  																																				| (1392) all_0_42_42 = e4
% 60.13/25.25  																																				|
% 60.13/25.25  																																					| Equations (1392) can reduce 73 to:
% 60.13/25.25  																																					| (1903)  ~ (all_0_44_44 = e4)
% 60.13/25.25  																																					|
% 60.13/25.26  																																					| Simplifying 1903 yields:
% 60.13/25.26  																																					| (1390)  ~ (all_0_44_44 = e4)
% 60.13/25.26  																																					|
% 60.13/25.26  																																					+-Applying beta-rule and splitting (113), into two cases.
% 60.13/25.26  																																					|-Branch one:
% 60.13/25.26  																																					| (403) all_0_41_41 = e3
% 60.13/25.26  																																					|
% 60.13/25.26  																																						| Combining equations (403,794) yields a new equation:
% 60.13/25.26  																																						| (675) e3 = e0
% 60.13/25.26  																																						|
% 60.13/25.26  																																						| Simplifying 675 yields:
% 60.13/25.26  																																						| (676) e3 = e0
% 60.13/25.26  																																						|
% 60.13/25.26  																																						| Equations (676) can reduce 80 to:
% 60.13/25.26  																																						| (266) $false
% 60.13/25.26  																																						|
% 60.13/25.26  																																						|-The branch is then unsatisfiable
% 60.13/25.26  																																					|-Branch two:
% 60.13/25.26  																																					| (1898)  ~ (all_0_41_41 = e3)
% 60.13/25.26  																																					| (1899) all_0_42_42 = e3 | all_0_44_44 = e3
% 60.13/25.26  																																					|
% 60.13/25.26  																																						+-Applying beta-rule and splitting (1899), into two cases.
% 60.13/25.26  																																						|-Branch one:
% 60.13/25.26  																																						| (516) all_0_42_42 = e3
% 60.13/25.26  																																						|
% 60.13/25.26  																																							| Combining equations (1392,516) yields a new equation:
% 60.13/25.26  																																							| (424) e4 = e3
% 60.13/25.26  																																							|
% 60.13/25.26  																																							| Simplifying 424 yields:
% 60.13/25.26  																																							| (425) e4 = e3
% 60.13/25.26  																																							|
% 60.13/25.26  																																							| Equations (425) can reduce 188 to:
% 60.13/25.26  																																							| (266) $false
% 60.13/25.26  																																							|
% 60.13/25.26  																																							|-The branch is then unsatisfiable
% 60.13/25.26  																																						|-Branch two:
% 60.13/25.26  																																						| (405)  ~ (all_0_42_42 = e3)
% 60.13/25.26  																																						| (532) all_0_44_44 = e3
% 60.13/25.26  																																						|
% 60.13/25.26  																																							| Equations (532) can reduce 9 to:
% 60.13/25.26  																																							| (524)  ~ (all_0_49_49 = e3)
% 60.13/25.26  																																							|
% 60.13/25.26  																																							| Simplifying 524 yields:
% 60.13/25.26  																																							| (525)  ~ (all_0_49_49 = e3)
% 60.13/25.26  																																							|
% 60.13/25.26  																																							| Equations (532) can reduce 1390 to:
% 60.13/25.26  																																							| (277)  ~ (e4 = e3)
% 60.13/25.26  																																							|
% 60.13/25.26  																																							| Simplifying 277 yields:
% 60.13/25.26  																																							| (188)  ~ (e4 = e3)
% 60.13/25.26  																																							|
% 60.13/25.26  																																							| Equations (532) can reduce 147 to:
% 60.13/25.26  																																							| (212)  ~ (e3 = e2)
% 60.13/25.26  																																							|
% 60.13/25.26  																																							| Equations (532) can reduce 639 to:
% 60.13/25.26  																																							| (213)  ~ (e3 = e1)
% 60.13/25.26  																																							|
% 60.13/25.26  																																							| From (532) and (138) follows:
% 60.13/25.26  																																							| (1639) op(e3, e0) = e3
% 60.13/25.26  																																							|
% 60.13/25.26  																																							+-Applying beta-rule and splitting (78), into two cases.
% 60.13/25.26  																																							|-Branch one:
% 60.13/25.26  																																							| (423) all_0_45_45 = e3
% 60.13/25.26  																																							|
% 60.13/25.26  																																								| Combining equations (423,248) yields a new equation:
% 60.13/25.26  																																								| (425) e4 = e3
% 60.13/25.26  																																								|
% 60.13/25.26  																																								| Equations (425) can reduce 188 to:
% 60.13/25.26  																																								| (266) $false
% 60.13/25.26  																																								|
% 60.13/25.26  																																								|-The branch is then unsatisfiable
% 60.13/25.26  																																							|-Branch two:
% 60.13/25.26  																																							| (427)  ~ (all_0_45_45 = e3)
% 60.13/25.26  																																							| (428) all_0_46_46 = e3 | all_0_47_47 = e3 | all_0_49_49 = e3
% 60.13/25.26  																																							|
% 60.13/25.26  																																								+-Applying beta-rule and splitting (112), into two cases.
% 60.13/25.26  																																								|-Branch one:
% 60.13/25.26  																																								| (635) all_0_44_44 = e1
% 60.13/25.26  																																								|
% 60.13/25.26  																																									| Combining equations (532,635) yields a new equation:
% 60.13/25.26  																																									| (454) e3 = e1
% 60.13/25.26  																																									|
% 60.13/25.26  																																									| Simplifying 454 yields:
% 60.13/25.26  																																									| (455) e3 = e1
% 60.13/25.26  																																									|
% 60.13/25.26  																																									| Equations (455) can reduce 213 to:
% 60.13/25.26  																																									| (266) $false
% 60.13/25.26  																																									|
% 60.13/25.26  																																									|-The branch is then unsatisfiable
% 60.13/25.26  																																								|-Branch two:
% 60.13/25.26  																																								| (639)  ~ (all_0_44_44 = e1)
% 60.13/25.26  																																								| (640) all_0_49_49 = e1 | all_0_53_53 = e1 | all_0_58_58 = e1
% 60.13/25.26  																																								|
% 60.13/25.26  																																									+-Applying beta-rule and splitting (428), into two cases.
% 60.13/25.26  																																									|-Branch one:
% 60.13/25.26  																																									| (1557) all_0_46_46 = e3
% 60.13/25.26  																																									|
% 60.13/25.26  																																										| Combining equations (1794,1557) yields a new equation:
% 60.13/25.26  																																										| (662) e3 = e2
% 60.13/25.26  																																										|
% 60.13/25.26  																																										| Equations (662) can reduce 212 to:
% 60.13/25.26  																																										| (266) $false
% 60.13/25.26  																																										|
% 60.13/25.26  																																										|-The branch is then unsatisfiable
% 60.13/25.26  																																									|-Branch two:
% 60.13/25.26  																																									| (409)  ~ (all_0_46_46 = e3)
% 60.13/25.26  																																									| (1561) all_0_47_47 = e3 | all_0_49_49 = e3
% 60.13/25.26  																																									|
% 60.13/25.26  																																										+-Applying beta-rule and splitting (1561), into two cases.
% 60.13/25.26  																																										|-Branch one:
% 60.13/25.26  																																										| (522) all_0_47_47 = e3
% 60.13/25.26  																																										|
% 60.13/25.26  																																											| Equations (522) can reduce 224 to:
% 60.13/25.26  																																											| (1925)  ~ (all_0_51_51 = e3)
% 60.13/25.26  																																											|
% 60.13/25.26  																																											| Simplifying 1925 yields:
% 60.13/25.26  																																											| (664)  ~ (all_0_51_51 = e3)
% 60.13/25.26  																																											|
% 60.13/25.26  																																											+-Applying beta-rule and splitting (1104), into two cases.
% 60.13/25.26  																																											|-Branch one:
% 60.13/25.26  																																											| (1109) all_0_51_51 = e1
% 60.13/25.26  																																											|
% 60.13/25.26  																																												| Equations (1109) can reduce 1099 to:
% 60.13/25.26  																																												| (604)  ~ (e2 = e1)
% 60.13/25.26  																																												|
% 60.13/25.26  																																												| Simplifying 604 yields:
% 60.13/25.26  																																												| (122)  ~ (e2 = e1)
% 60.13/25.26  																																												|
% 60.13/25.26  																																												| From (1109) and (186) follows:
% 60.13/25.26  																																												| (699) op(e1, e2) = e1
% 60.13/25.26  																																												|
% 60.13/25.26  																																												+-Applying beta-rule and splitting (640), into two cases.
% 60.13/25.26  																																												|-Branch one:
% 60.13/25.26  																																												| (671) all_0_49_49 = e1
% 60.13/25.26  																																												|
% 60.13/25.26  																																													| Equations (671) can reduce 487 to:
% 60.13/25.26  																																													| (233)  ~ (e1 = e0)
% 60.13/25.26  																																													|
% 60.13/25.26  																																													| From (671) and (55) follows:
% 60.13/25.26  																																													| (673) op(e2, e0) = e1
% 60.13/25.26  																																													|
% 60.13/25.26  																																													+-Applying beta-rule and splitting (56), into two cases.
% 60.13/25.26  																																													|-Branch one:
% 60.13/25.26  																																													| (696) unit = e2
% 60.13/25.26  																																													|
% 60.13/25.26  																																														| From (696) and (209) follows:
% 60.13/25.26  																																														| (7585) op(e2, e0) = e0
% 60.13/25.26  																																														|
% 60.13/25.26  																																														| Instantiating formula (29) with e2, e0, e0, e1 and discharging atoms op(e2, e0) = e1, op(e2, e0) = e0, yields:
% 60.13/25.26  																																														| (431) e1 = e0
% 60.13/25.26  																																														|
% 60.13/25.26  																																														| Equations (431) can reduce 233 to:
% 60.13/25.26  																																														| (266) $false
% 60.13/25.26  																																														|
% 60.13/25.26  																																														|-The branch is then unsatisfiable
% 60.13/25.26  																																													|-Branch two:
% 60.13/25.26  																																													| (707)  ~ (unit = e2)
% 60.13/25.26  																																													| (708) unit = e4 | unit = e3 | unit = e1 | unit = e0
% 60.13/25.26  																																													|
% 60.13/25.26  																																														+-Applying beta-rule and splitting (708), into two cases.
% 60.13/25.26  																																														|-Branch one:
% 60.13/25.26  																																														| (709) unit = e4
% 60.13/25.26  																																														|
% 60.13/25.26  																																															| From (709) and (24) follows:
% 60.13/25.26  																																															| (33325) op(e4, e3) = e3
% 60.13/25.26  																																															|
% 60.13/25.26  																																															| From (709) and (227) follows:
% 60.13/25.26  																																															| (710) op(e4, e4) = e4
% 60.13/25.26  																																															|
% 60.13/25.26  																																															| From (709) and (42) follows:
% 60.13/25.26  																																															| (713) op(e0, e4) = e0
% 60.13/25.26  																																															|
% 60.13/25.26  																																															| Instantiating formula (29) with e4, e4, e4, e1 and discharging atoms op(e4, e4) = e4, op(e4, e4) = e1, yields:
% 60.13/25.26  																																															| (630) e4 = e1
% 60.13/25.26  																																															|
% 60.13/25.26  																																															| Instantiating formula (29) with e4, e3, e3, e4 and discharging atoms op(e4, e3) = e4, op(e4, e3) = e3, yields:
% 60.13/25.26  																																															| (425) e4 = e3
% 60.13/25.26  																																															|
% 60.13/25.26  																																															| Instantiating formula (29) with e0, e4, e0, e3 and discharging atoms op(e0, e4) = e3, op(e0, e4) = e0, yields:
% 60.13/25.26  																																															| (676) e3 = e0
% 60.13/25.26  																																															|
% 60.13/25.26  																																															| Combining equations (630,425) yields a new equation:
% 60.13/25.26  																																															| (455) e3 = e1
% 60.13/25.26  																																															|
% 60.13/25.26  																																															| Combining equations (455,676) yields a new equation:
% 60.13/25.26  																																															| (546) e1 = e0
% 60.13/25.26  																																															|
% 60.13/25.26  																																															| Simplifying 546 yields:
% 60.13/25.26  																																															| (431) e1 = e0
% 60.13/25.26  																																															|
% 60.13/25.26  																																															| Equations (431) can reduce 233 to:
% 60.13/25.26  																																															| (266) $false
% 60.13/25.26  																																															|
% 60.13/25.26  																																															|-The branch is then unsatisfiable
% 60.13/25.26  																																														|-Branch two:
% 60.13/25.26  																																														| (724)  ~ (unit = e4)
% 60.13/25.26  																																														| (725) unit = e3 | unit = e1 | unit = e0
% 60.13/25.26  																																														|
% 60.13/25.26  																																															+-Applying beta-rule and splitting (725), into two cases.
% 60.13/25.26  																																															|-Branch one:
% 60.13/25.26  																																															| (726) unit = e0
% 60.13/25.26  																																															|
% 60.13/25.26  																																																| From (726) and (15) follows:
% 60.13/25.26  																																																| (1508) op(e0, e2) = e2
% 60.13/25.26  																																																|
% 60.13/25.26  																																																| From (726) and (211) follows:
% 60.13/25.26  																																																| (15180) op(e0, e1) = e1
% 60.13/25.26  																																																|
% 60.13/25.26  																																																| Instantiating formula (29) with e0, e2, e2, e0 and discharging atoms op(e0, e2) = e2, op(e0, e2) = e0, yields:
% 60.13/25.26  																																																| (330) e2 = e0
% 60.13/25.26  																																																|
% 60.13/25.26  																																																| Instantiating formula (29) with e0, e1, e1, e2 and discharging atoms op(e0, e1) = e2, op(e0, e1) = e1, yields:
% 60.13/25.26  																																																| (617) e2 = e1
% 60.13/25.26  																																																|
% 60.13/25.26  																																																| Combining equations (617,330) yields a new equation:
% 60.13/25.26  																																																| (546) e1 = e0
% 60.13/25.26  																																																|
% 60.13/25.26  																																																| Simplifying 546 yields:
% 60.13/25.26  																																																| (431) e1 = e0
% 60.13/25.26  																																																|
% 60.13/25.26  																																																| Equations (431) can reduce 233 to:
% 60.13/25.26  																																																| (266) $false
% 60.13/25.26  																																																|
% 60.13/25.26  																																																|-The branch is then unsatisfiable
% 60.13/25.26  																																															|-Branch two:
% 60.13/25.26  																																															| (734)  ~ (unit = e0)
% 60.13/25.26  																																															| (735) unit = e3 | unit = e1
% 60.13/25.26  																																															|
% 60.13/25.26  																																																+-Applying beta-rule and splitting (735), into two cases.
% 60.13/25.26  																																																|-Branch one:
% 60.13/25.26  																																																| (736) unit = e1
% 60.13/25.26  																																																|
% 60.13/25.26  																																																	| Equations (736) can reduce 734 to:
% 60.13/25.26  																																																	| (233)  ~ (e1 = e0)
% 60.13/25.26  																																																	|
% 60.13/25.26  																																																	| From (736) and (15) follows:
% 60.13/25.26  																																																	| (515) op(e1, e2) = e2
% 60.13/25.26  																																																	|
% 60.13/25.26  																																																	| From (736) and (42) follows:
% 60.13/25.26  																																																	| (3221) op(e0, e1) = e0
% 60.13/25.26  																																																	|
% 60.13/25.26  																																																	| Instantiating formula (29) with e1, e2, e2, e1 and discharging atoms op(e1, e2) = e2, op(e1, e2) = e1, yields:
% 60.13/25.26  																																																	| (617) e2 = e1
% 60.13/25.26  																																																	|
% 60.13/25.26  																																																	| Instantiating formula (29) with e0, e1, e0, e2 and discharging atoms op(e0, e1) = e2, op(e0, e1) = e0, yields:
% 60.13/25.26  																																																	| (330) e2 = e0
% 60.13/25.26  																																																	|
% 60.13/25.26  																																																	| Combining equations (330,617) yields a new equation:
% 60.13/25.26  																																																	| (431) e1 = e0
% 60.13/25.26  																																																	|
% 60.13/25.26  																																																	| Equations (431) can reduce 233 to:
% 60.13/25.26  																																																	| (266) $false
% 60.13/25.26  																																																	|
% 60.13/25.26  																																																	|-The branch is then unsatisfiable
% 60.13/25.26  																																																|-Branch two:
% 60.13/25.26  																																																| (748)  ~ (unit = e1)
% 60.13/25.26  																																																| (749) unit = e3
% 60.13/25.26  																																																|
% 60.13/25.26  																																																	| From (749) and (209) follows:
% 60.13/25.26  																																																	| (1667) op(e3, e0) = e0
% 60.13/25.26  																																																	|
% 60.13/25.26  																																																	| From (749) and (28) follows:
% 60.13/25.26  																																																	| (2235) op(e1, e3) = e1
% 60.13/25.26  																																																	|
% 60.13/25.26  																																																	| Instantiating formula (29) with e3, e0, e0, e3 and discharging atoms op(e3, e0) = e3, op(e3, e0) = e0, yields:
% 60.13/25.26  																																																	| (676) e3 = e0
% 60.13/25.26  																																																	|
% 60.13/25.26  																																																	| Instantiating formula (29) with e1, e3, e1, e3 and discharging atoms op(e1, e3) = e3, op(e1, e3) = e1, yields:
% 60.13/25.26  																																																	| (455) e3 = e1
% 60.13/25.26  																																																	|
% 60.13/25.26  																																																	| Combining equations (455,676) yields a new equation:
% 60.13/25.26  																																																	| (546) e1 = e0
% 60.13/25.26  																																																	|
% 60.13/25.26  																																																	| Simplifying 546 yields:
% 60.13/25.26  																																																	| (431) e1 = e0
% 60.13/25.26  																																																	|
% 60.13/25.26  																																																	| Equations (431) can reduce 233 to:
% 60.13/25.26  																																																	| (266) $false
% 60.13/25.26  																																																	|
% 60.13/25.26  																																																	|-The branch is then unsatisfiable
% 60.13/25.26  																																												|-Branch two:
% 60.13/25.26  																																												| (1064)  ~ (all_0_49_49 = e1)
% 60.13/25.26  																																												| (2141) all_0_53_53 = e1 | all_0_58_58 = e1
% 60.13/25.26  																																												|
% 60.13/25.26  																																													+-Applying beta-rule and splitting (2141), into two cases.
% 60.13/25.26  																																													|-Branch one:
% 60.13/25.26  																																													| (1208) all_0_53_53 = e1
% 60.13/25.26  																																													|
% 60.13/25.26  																																														| Combining equations (607,1208) yields a new equation:
% 60.13/25.26  																																														| (616) e2 = e1
% 60.13/25.26  																																														|
% 60.13/25.26  																																														| Simplifying 616 yields:
% 60.13/25.26  																																														| (617) e2 = e1
% 60.13/25.26  																																														|
% 60.13/25.26  																																														| Equations (617) can reduce 122 to:
% 60.13/25.26  																																														| (266) $false
% 60.13/25.26  																																														|
% 60.13/25.26  																																														|-The branch is then unsatisfiable
% 60.13/25.26  																																													|-Branch two:
% 60.13/25.26  																																													| (1459)  ~ (all_0_53_53 = e1)
% 60.13/25.26  																																													| (918) all_0_58_58 = e1
% 60.13/25.26  																																													|
% 60.13/25.26  																																														| Equations (918) can reduce 880 to:
% 60.13/25.26  																																														| (266) $false
% 60.13/25.26  																																														|
% 60.13/25.26  																																														|-The branch is then unsatisfiable
% 60.13/25.26  																																											|-Branch two:
% 60.13/25.26  																																											| (464)  ~ (all_0_51_51 = e1)
% 60.13/25.26  																																											| (660) all_0_51_51 = e3
% 60.13/25.26  																																											|
% 60.13/25.26  																																												| Equations (660) can reduce 664 to:
% 60.13/25.26  																																												| (266) $false
% 60.13/25.26  																																												|
% 60.13/25.26  																																												|-The branch is then unsatisfiable
% 60.13/25.26  																																										|-Branch two:
% 60.13/25.26  																																										| (1091)  ~ (all_0_47_47 = e3)
% 60.13/25.26  																																										| (884) all_0_49_49 = e3
% 60.13/25.26  																																										|
% 60.13/25.26  																																											| Equations (884) can reduce 525 to:
% 60.13/25.26  																																											| (266) $false
% 60.13/25.26  																																											|
% 60.13/25.26  																																											|-The branch is then unsatisfiable
% 60.13/25.26  																																				|-Branch two:
% 60.13/25.26  																																				| (1890)  ~ (all_0_42_42 = e4)
% 60.13/25.26  																																				| (2246) all_0_47_47 = e4 | all_0_51_51 = e4 | all_0_56_56 = e4
% 60.13/25.26  																																				|
% 60.13/25.26  																																					+-Applying beta-rule and splitting (64), into two cases.
% 60.13/25.26  																																					|-Branch one:
% 60.13/25.26  																																					| (437) all_0_41_41 = e4
% 60.13/25.26  																																					|
% 60.13/25.26  																																						| Combining equations (437,794) yields a new equation:
% 60.13/25.26  																																						| (481) e4 = e0
% 60.13/25.26  																																						|
% 60.13/25.26  																																						| Simplifying 481 yields:
% 60.13/25.26  																																						| (397) e4 = e0
% 60.13/25.26  																																						|
% 60.13/25.26  																																						| Equations (397) can reduce 49 to:
% 60.13/25.26  																																						| (266) $false
% 60.13/25.26  																																						|
% 60.13/25.26  																																						|-The branch is then unsatisfiable
% 60.13/25.26  																																					|-Branch two:
% 60.13/25.26  																																					| (440)  ~ (all_0_41_41 = e4)
% 60.13/25.26  																																					| (441) all_0_42_42 = e4 | all_0_43_43 = e4 | all_0_44_44 = e4
% 60.13/25.26  																																					|
% 60.13/25.26  																																						| Equations (794) can reduce 440 to:
% 60.13/25.26  																																						| (401)  ~ (e4 = e0)
% 60.13/25.26  																																						|
% 60.13/25.26  																																						| Simplifying 401 yields:
% 60.13/25.26  																																						| (49)  ~ (e4 = e0)
% 60.13/25.26  																																						|
% 60.13/25.26  																																						+-Applying beta-rule and splitting (1104), into two cases.
% 60.13/25.26  																																						|-Branch one:
% 60.13/25.26  																																						| (1109) all_0_51_51 = e1
% 60.13/25.26  																																						|
% 60.13/25.26  																																							| Equations (1109) can reduce 475 to:
% 60.13/25.26  																																							| (602)  ~ (e4 = e1)
% 60.13/25.26  																																							|
% 60.13/25.26  																																							| Simplifying 602 yields:
% 60.13/25.26  																																							| (110)  ~ (e4 = e1)
% 60.13/25.26  																																							|
% 60.13/25.26  																																							+-Applying beta-rule and splitting (2246), into two cases.
% 60.13/25.26  																																							|-Branch one:
% 60.13/25.26  																																							| (1790) all_0_47_47 = e4
% 60.13/25.26  																																							|
% 60.13/25.26  																																								| Equations (1790) can reduce 252 to:
% 60.13/25.26  																																								| (266) $false
% 60.13/25.26  																																								|
% 60.13/25.26  																																								|-The branch is then unsatisfiable
% 60.13/25.26  																																							|-Branch two:
% 60.13/25.26  																																							| (252)  ~ (all_0_47_47 = e4)
% 60.13/25.26  																																							| (6548) all_0_51_51 = e4 | all_0_56_56 = e4
% 60.13/25.26  																																							|
% 60.13/25.26  																																								+-Applying beta-rule and splitting (171), into two cases.
% 60.13/25.26  																																								|-Branch one:
% 60.13/25.26  																																								| (265) all_0_54_54 = e4
% 60.13/25.26  																																								|
% 60.13/25.26  																																									| Combining equations (268,265) yields a new equation:
% 60.13/25.26  																																									| (425) e4 = e3
% 60.13/25.26  																																									|
% 60.13/25.26  																																									| Equations (425) can reduce 188 to:
% 60.13/25.26  																																									| (266) $false
% 60.13/25.26  																																									|
% 60.13/25.26  																																									|-The branch is then unsatisfiable
% 60.13/25.26  																																								|-Branch two:
% 60.13/25.26  																																								| (258)  ~ (all_0_54_54 = e4)
% 60.13/25.26  																																								| (575) all_0_55_55 = e4 | all_0_56_56 = e4 | all_0_57_57 = e4 | all_0_58_58 = e4
% 60.13/25.26  																																								|
% 60.13/25.26  																																									+-Applying beta-rule and splitting (575), into two cases.
% 60.13/25.26  																																									|-Branch one:
% 60.13/25.26  																																									| (587) all_0_55_55 = e4
% 60.13/25.26  																																									|
% 60.13/25.26  																																										| Combining equations (629,587) yields a new equation:
% 60.13/25.26  																																										| (630) e4 = e1
% 60.13/25.26  																																										|
% 60.13/25.26  																																										| Equations (630) can reduce 110 to:
% 60.13/25.26  																																										| (266) $false
% 60.13/25.26  																																										|
% 60.13/25.26  																																										|-The branch is then unsatisfiable
% 60.13/25.26  																																									|-Branch two:
% 60.13/25.26  																																									| (763)  ~ (all_0_55_55 = e4)
% 60.13/25.26  																																									| (764) all_0_56_56 = e4 | all_0_57_57 = e4 | all_0_58_58 = e4
% 60.13/25.26  																																									|
% 60.13/25.26  																																										+-Applying beta-rule and splitting (764), into two cases.
% 60.13/25.26  																																										|-Branch one:
% 60.13/25.26  																																										| (842) all_0_56_56 = e4
% 60.13/25.26  																																										|
% 60.13/25.26  																																											| Combining equations (679,842) yields a new equation:
% 60.13/25.26  																																											| (397) e4 = e0
% 60.13/25.26  																																											|
% 60.13/25.26  																																											| Equations (397) can reduce 49 to:
% 60.13/25.26  																																											| (266) $false
% 60.13/25.26  																																											|
% 60.13/25.26  																																											|-The branch is then unsatisfiable
% 60.13/25.26  																																										|-Branch two:
% 60.13/25.26  																																										| (477)  ~ (all_0_56_56 = e4)
% 60.13/25.26  																																										| (935) all_0_57_57 = e4 | all_0_58_58 = e4
% 60.13/25.26  																																										|
% 60.13/25.26  																																											+-Applying beta-rule and splitting (935), into two cases.
% 60.13/25.26  																																											|-Branch one:
% 60.13/25.26  																																											| (871) all_0_57_57 = e4
% 60.13/25.26  																																											|
% 60.13/25.26  																																												| Combining equations (871,442) yields a new equation:
% 60.13/25.26  																																												| (322) e4 = e2
% 60.13/25.26  																																												|
% 60.13/25.26  																																												| Simplifying 322 yields:
% 60.13/25.26  																																												| (323) e4 = e2
% 60.13/25.26  																																												|
% 60.13/25.26  																																												| Equations (323) can reduce 48 to:
% 60.13/25.26  																																												| (266) $false
% 60.13/25.26  																																												|
% 60.13/25.26  																																												|-The branch is then unsatisfiable
% 60.13/25.26  																																											|-Branch two:
% 60.13/25.26  																																											| (839)  ~ (all_0_57_57 = e4)
% 60.13/25.26  																																											| (910) all_0_58_58 = e4
% 60.13/25.26  																																											|
% 60.13/25.26  																																												| Equations (910) can reduce 880 to:
% 60.13/25.26  																																												| (110)  ~ (e4 = e1)
% 60.13/25.26  																																												|
% 60.13/25.26  																																												| Equations (910) can reduce 491 to:
% 60.13/25.26  																																												| (49)  ~ (e4 = e0)
% 60.13/25.26  																																												|
% 60.13/25.26  																																												+-Applying beta-rule and splitting (6548), into two cases.
% 60.13/25.26  																																												|-Branch one:
% 60.13/25.26  																																												| (1101) all_0_51_51 = e4
% 60.13/25.26  																																												|
% 60.13/25.26  																																													| Combining equations (1109,1101) yields a new equation:
% 60.13/25.26  																																													| (630) e4 = e1
% 60.13/25.26  																																													|
% 60.13/25.26  																																													| Equations (630) can reduce 110 to:
% 60.13/25.26  																																													| (266) $false
% 60.13/25.26  																																													|
% 60.13/25.26  																																													|-The branch is then unsatisfiable
% 60.13/25.26  																																												|-Branch two:
% 60.13/25.26  																																												| (475)  ~ (all_0_51_51 = e4)
% 60.13/25.26  																																												| (842) all_0_56_56 = e4
% 60.13/25.26  																																												|
% 60.13/25.26  																																													| Combining equations (842,679) yields a new equation:
% 60.13/25.26  																																													| (481) e4 = e0
% 60.13/25.26  																																													|
% 60.13/25.26  																																													| Simplifying 481 yields:
% 60.13/25.26  																																													| (397) e4 = e0
% 60.13/25.26  																																													|
% 60.13/25.26  																																													| Equations (397) can reduce 49 to:
% 60.13/25.26  																																													| (266) $false
% 60.13/25.26  																																													|
% 60.13/25.26  																																													|-The branch is then unsatisfiable
% 60.13/25.27  																																						|-Branch two:
% 60.13/25.27  																																						| (464)  ~ (all_0_51_51 = e1)
% 60.13/25.27  																																						| (660) all_0_51_51 = e3
% 60.13/25.27  																																						|
% 60.13/25.27  																																							| Equations (660) can reduce 664 to:
% 60.13/25.27  																																							| (266) $false
% 60.13/25.27  																																							|
% 60.13/25.27  																																							|-The branch is then unsatisfiable
% 60.13/25.27  																											|-Branch two:
% 60.13/25.27  																											| (357)  ~ (all_0_41_41 = e0)
% 60.13/25.27  																											| (4053) all_0_41_41 = e3 | all_0_41_41 = e1
% 60.13/25.27  																											|
% 60.13/25.27  																												+-Applying beta-rule and splitting (4053), into two cases.
% 60.13/25.27  																												|-Branch one:
% 60.13/25.27  																												| (453) all_0_41_41 = e1
% 60.13/25.27  																												|
% 60.13/25.27  																													| Equations (453) can reduce 457 to:
% 60.13/25.27  																													| (266) $false
% 60.13/25.27  																													|
% 60.13/25.27  																													|-The branch is then unsatisfiable
% 60.13/25.27  																												|-Branch two:
% 60.13/25.27  																												| (457)  ~ (all_0_41_41 = e1)
% 60.13/25.27  																												| (403) all_0_41_41 = e3
% 60.13/25.27  																												|
% 60.13/25.27  																													| Equations (403) can reduce 1898 to:
% 60.13/25.27  																													| (266) $false
% 60.13/25.27  																													|
% 60.13/25.27  																													|-The branch is then unsatisfiable
% 60.13/25.27  																								|-Branch two:
% 60.13/25.27  																								| (411)  ~ (all_0_50_50 = e3)
% 60.13/25.27  																								| (418) all_0_51_51 = e3 | all_0_53_53 = e3
% 60.13/25.27  																								|
% 60.13/25.27  																									+-Applying beta-rule and splitting (144), into two cases.
% 60.13/25.27  																									|-Branch one:
% 60.13/25.27  																									| (403) all_0_41_41 = e3
% 60.13/25.27  																									|
% 60.13/25.27  																										| Equations (403) can reduce 149 to:
% 60.13/25.27  																										| (406)  ~ (all_0_44_44 = e3)
% 60.13/25.27  																										|
% 60.13/25.27  																										| Simplifying 406 yields:
% 60.13/25.27  																										| (407)  ~ (all_0_44_44 = e3)
% 60.13/25.27  																										|
% 60.13/25.27  																										| Equations (403) can reduce 191 to:
% 60.13/25.27  																										| (269)  ~ (all_0_55_55 = e3)
% 60.13/25.27  																										|
% 60.13/25.27  																										| Simplifying 269 yields:
% 60.13/25.27  																										| (270)  ~ (all_0_55_55 = e3)
% 60.13/25.27  																										|
% 60.13/25.27  																										| Equations (403) can reduce 85 to:
% 60.13/25.27  																										| (212)  ~ (e3 = e2)
% 60.13/25.27  																										|
% 60.13/25.27  																										+-Applying beta-rule and splitting (26), into two cases.
% 60.13/25.27  																										|-Branch one:
% 60.13/25.27  																										| (446) all_0_44_44 = e4
% 60.13/25.27  																										|
% 60.13/25.27  																											| Equations (446) can reduce 73 to:
% 60.13/25.27  																											| (1890)  ~ (all_0_42_42 = e4)
% 60.13/25.27  																											|
% 60.13/25.27  																											| Equations (446) can reduce 9 to:
% 60.13/25.27  																											| (255)  ~ (all_0_49_49 = e4)
% 60.13/25.27  																											|
% 60.13/25.27  																											| Simplifying 255 yields:
% 60.13/25.27  																											| (256)  ~ (all_0_49_49 = e4)
% 60.13/25.27  																											|
% 60.13/25.27  																											| Equations (446) can reduce 407 to:
% 60.13/25.27  																											| (188)  ~ (e4 = e3)
% 60.13/25.27  																											|
% 60.13/25.27  																											| Equations (446) can reduce 147 to:
% 60.13/25.27  																											| (48)  ~ (e4 = e2)
% 60.13/25.27  																											|
% 60.13/25.27  																											| From (446) and (138) follows:
% 60.13/25.27  																											| (4646) op(e3, e0) = e4
% 60.13/25.27  																											|
% 60.13/25.27  																											+-Applying beta-rule and splitting (189), into two cases.
% 60.13/25.27  																											|-Branch one:
% 60.13/25.27  																											| (532) all_0_44_44 = e3
% 60.13/25.27  																											|
% 60.13/25.27  																												| Combining equations (532,446) yields a new equation:
% 60.13/25.27  																												| (425) e4 = e3
% 60.13/25.27  																												|
% 60.13/25.27  																												| Equations (425) can reduce 188 to:
% 60.13/25.27  																												| (266) $false
% 60.13/25.27  																												|
% 60.13/25.27  																												|-The branch is then unsatisfiable
% 60.13/25.27  																											|-Branch two:
% 60.13/25.27  																											| (407)  ~ (all_0_44_44 = e3)
% 60.13/25.27  																											| (537) all_0_49_49 = e3 | all_0_53_53 = e3 | all_0_58_58 = e3
% 60.13/25.27  																											|
% 60.13/25.27  																												| Equations (446) can reduce 407 to:
% 60.13/25.27  																												| (188)  ~ (e4 = e3)
% 60.13/25.27  																												|
% 60.13/25.27  																												+-Applying beta-rule and splitting (164), into two cases.
% 60.13/25.27  																												|-Branch one:
% 60.13/25.27  																												| (471) all_0_39_39 = e4
% 60.13/25.27  																												|
% 60.13/25.27  																													| Combining equations (471,317) yields a new equation:
% 60.13/25.27  																													| (322) e4 = e2
% 60.13/25.27  																													|
% 60.13/25.27  																													| Simplifying 322 yields:
% 60.13/25.27  																													| (323) e4 = e2
% 60.13/25.27  																													|
% 60.13/25.27  																													| Equations (323) can reduce 48 to:
% 60.13/25.27  																													| (266) $false
% 60.13/25.27  																													|
% 60.13/25.27  																													|-The branch is then unsatisfiable
% 60.13/25.27  																												|-Branch two:
% 60.13/25.27  																												| (1377)  ~ (all_0_39_39 = e4)
% 60.13/25.27  																												| (2115) all_0_42_42 = e4 | all_0_47_47 = e4 | all_0_51_51 = e4 | all_0_56_56 = e4
% 60.13/25.27  																												|
% 60.13/25.27  																													+-Applying beta-rule and splitting (152), into two cases.
% 60.13/25.27  																													|-Branch one:
% 60.13/25.27  																													| (1392) all_0_42_42 = e4
% 60.13/25.27  																													|
% 60.13/25.27  																														| Equations (1392) can reduce 1890 to:
% 60.13/25.27  																														| (266) $false
% 60.13/25.27  																														|
% 60.13/25.27  																														|-The branch is then unsatisfiable
% 60.13/25.27  																													|-Branch two:
% 60.13/25.27  																													| (1890)  ~ (all_0_42_42 = e4)
% 60.13/25.27  																													| (1969) all_0_42_42 = e3 | all_0_42_42 = e1 | all_0_42_42 = e0
% 60.13/25.27  																													|
% 60.13/25.27  																														+-Applying beta-rule and splitting (171), into two cases.
% 60.13/25.27  																														|-Branch one:
% 60.13/25.27  																														| (265) all_0_54_54 = e4
% 60.13/25.27  																														|
% 60.13/25.27  																															| Combining equations (268,265) yields a new equation:
% 60.13/25.27  																															| (425) e4 = e3
% 60.13/25.27  																															|
% 60.13/25.27  																															| Equations (425) can reduce 188 to:
% 60.13/25.27  																															| (266) $false
% 60.13/25.27  																															|
% 60.13/25.27  																															|-The branch is then unsatisfiable
% 60.13/25.27  																														|-Branch two:
% 60.13/25.27  																														| (258)  ~ (all_0_54_54 = e4)
% 60.13/25.27  																														| (575) all_0_55_55 = e4 | all_0_56_56 = e4 | all_0_57_57 = e4 | all_0_58_58 = e4
% 60.13/25.27  																														|
% 60.13/25.27  																															+-Applying beta-rule and splitting (418), into two cases.
% 60.13/25.27  																															|-Branch one:
% 60.13/25.27  																															| (660) all_0_51_51 = e3
% 60.13/25.27  																															|
% 60.13/25.27  																																| Equations (660) can reduce 61 to:
% 60.13/25.27  																																| (405)  ~ (all_0_42_42 = e3)
% 60.13/25.27  																																|
% 60.13/25.27  																																| Equations (660) can reduce 224 to:
% 60.13/25.27  																																| (1091)  ~ (all_0_47_47 = e3)
% 60.13/25.27  																																|
% 60.13/25.27  																																| Equations (660) can reduce 59 to:
% 60.13/25.27  																																| (411)  ~ (all_0_50_50 = e3)
% 60.13/25.27  																																|
% 60.13/25.27  																																| Equations (660) can reduce 475 to:
% 60.13/25.27  																																| (277)  ~ (e4 = e3)
% 60.13/25.27  																																|
% 60.13/25.27  																																| Simplifying 277 yields:
% 60.13/25.27  																																| (188)  ~ (e4 = e3)
% 60.13/25.27  																																|
% 60.13/25.27  																																| Equations (660) can reduce 1099 to:
% 60.13/25.27  																																| (212)  ~ (e3 = e2)
% 60.13/25.27  																																|
% 60.13/25.27  																																| From (660) and (186) follows:
% 60.13/25.27  																																| (1552) op(e1, e2) = e3
% 60.13/25.27  																																|
% 60.13/25.27  																																+-Applying beta-rule and splitting (241), into two cases.
% 60.13/25.27  																																|-Branch one:
% 60.13/25.27  																																| (378) all_0_50_50 = e2
% 60.13/25.27  																																|
% 60.13/25.27  																																	| Equations (378) can reduce 302 to:
% 60.13/25.27  																																	| (266) $false
% 60.13/25.27  																																	|
% 60.13/25.27  																																	|-The branch is then unsatisfiable
% 60.13/25.27  																																|-Branch two:
% 60.13/25.27  																																| (302)  ~ (all_0_50_50 = e2)
% 60.13/25.27  																																| (422) all_0_50_50 = e4 | all_0_50_50 = e3 | all_0_50_50 = e1
% 60.13/25.27  																																|
% 60.13/25.27  																																	+-Applying beta-rule and splitting (2115), into two cases.
% 60.13/25.27  																																	|-Branch one:
% 60.13/25.27  																																	| (1392) all_0_42_42 = e4
% 60.13/25.27  																																	|
% 60.13/25.27  																																		| Equations (1392) can reduce 1890 to:
% 60.13/25.27  																																		| (266) $false
% 60.13/25.27  																																		|
% 60.13/25.27  																																		|-The branch is then unsatisfiable
% 60.13/25.27  																																	|-Branch two:
% 60.13/25.27  																																	| (1890)  ~ (all_0_42_42 = e4)
% 60.13/25.27  																																	| (2246) all_0_47_47 = e4 | all_0_51_51 = e4 | all_0_56_56 = e4
% 60.13/25.27  																																	|
% 60.13/25.27  																																		+-Applying beta-rule and splitting (2246), into two cases.
% 60.13/25.27  																																		|-Branch one:
% 60.13/25.27  																																		| (1790) all_0_47_47 = e4
% 60.13/25.27  																																		|
% 60.13/25.27  																																			| Equations (1790) can reduce 252 to:
% 60.13/25.27  																																			| (266) $false
% 60.13/25.27  																																			|
% 60.13/25.27  																																			|-The branch is then unsatisfiable
% 60.13/25.27  																																		|-Branch two:
% 60.13/25.27  																																		| (252)  ~ (all_0_47_47 = e4)
% 60.13/25.27  																																		| (6548) all_0_51_51 = e4 | all_0_56_56 = e4
% 60.13/25.27  																																		|
% 60.13/25.27  																																			+-Applying beta-rule and splitting (160), into two cases.
% 60.13/25.27  																																			|-Branch one:
% 60.13/25.27  																																			| (601) all_0_50_50 = e1
% 60.13/25.27  																																			|
% 60.13/25.27  																																				| Equations (601) can reduce 93 to:
% 60.13/25.27  																																				| (2331)  ~ (all_0_55_55 = e1)
% 60.13/25.27  																																				|
% 60.13/25.27  																																				| Simplifying 2331 yields:
% 60.13/25.27  																																				| (632)  ~ (all_0_55_55 = e1)
% 60.13/25.27  																																				|
% 60.13/25.27  																																				| Equations (601) can reduce 411 to:
% 60.13/25.27  																																				| (467)  ~ (e3 = e1)
% 60.13/25.27  																																				|
% 60.13/25.27  																																				| Simplifying 467 yields:
% 60.13/25.27  																																				| (213)  ~ (e3 = e1)
% 60.13/25.27  																																				|
% 60.13/25.27  																																				| Equations (601) can reduce 302 to:
% 60.13/25.27  																																				| (604)  ~ (e2 = e1)
% 60.13/25.27  																																				|
% 60.13/25.27  																																				| Simplifying 604 yields:
% 60.13/25.27  																																				| (122)  ~ (e2 = e1)
% 60.13/25.27  																																				|
% 60.13/25.27  																																				+-Applying beta-rule and splitting (174), into two cases.
% 60.13/25.27  																																				|-Branch one:
% 60.13/25.27  																																				| (386) all_0_55_55 = e2
% 60.13/25.27  																																				|
% 60.13/25.27  																																					| Equations (386) can reduce 304 to:
% 60.13/25.27  																																					| (266) $false
% 60.13/25.27  																																					|
% 60.13/25.27  																																					|-The branch is then unsatisfiable
% 60.13/25.27  																																				|-Branch two:
% 60.13/25.27  																																				| (304)  ~ (all_0_55_55 = e2)
% 60.13/25.27  																																				| (2051) all_0_55_55 = e4 | all_0_55_55 = e3 | all_0_55_55 = e1 | all_0_55_55 = e0
% 60.13/25.27  																																				|
% 60.13/25.27  																																					+-Applying beta-rule and splitting (78), into two cases.
% 60.13/25.27  																																					|-Branch one:
% 60.13/25.27  																																					| (423) all_0_45_45 = e3
% 60.13/25.27  																																					|
% 60.13/25.27  																																						| Combining equations (248,423) yields a new equation:
% 60.13/25.27  																																						| (424) e4 = e3
% 60.13/25.27  																																						|
% 60.13/25.27  																																						| Simplifying 424 yields:
% 60.13/25.27  																																						| (425) e4 = e3
% 60.13/25.27  																																						|
% 60.13/25.27  																																						| Equations (425) can reduce 188 to:
% 60.13/25.27  																																						| (266) $false
% 60.13/25.27  																																						|
% 60.13/25.27  																																						|-The branch is then unsatisfiable
% 60.13/25.27  																																					|-Branch two:
% 60.13/25.27  																																					| (427)  ~ (all_0_45_45 = e3)
% 60.13/25.27  																																					| (428) all_0_46_46 = e3 | all_0_47_47 = e3 | all_0_49_49 = e3
% 60.13/25.27  																																					|
% 60.13/25.27  																																						+-Applying beta-rule and splitting (428), into two cases.
% 60.13/25.27  																																						|-Branch one:
% 60.13/25.27  																																						| (1557) all_0_46_46 = e3
% 60.13/25.27  																																						|
% 60.13/25.27  																																							| Combining equations (1794,1557) yields a new equation:
% 60.13/25.27  																																							| (662) e3 = e2
% 60.13/25.27  																																							|
% 60.13/25.27  																																							| Equations (662) can reduce 212 to:
% 60.13/25.27  																																							| (266) $false
% 60.13/25.27  																																							|
% 60.13/25.27  																																							|-The branch is then unsatisfiable
% 60.13/25.27  																																						|-Branch two:
% 60.13/25.27  																																						| (409)  ~ (all_0_46_46 = e3)
% 60.13/25.27  																																						| (1561) all_0_47_47 = e3 | all_0_49_49 = e3
% 60.13/25.27  																																						|
% 60.13/25.27  																																							+-Applying beta-rule and splitting (1561), into two cases.
% 60.13/25.27  																																							|-Branch one:
% 60.13/25.27  																																							| (522) all_0_47_47 = e3
% 60.13/25.27  																																							|
% 60.13/25.27  																																								| Equations (522) can reduce 1091 to:
% 60.13/25.27  																																								| (266) $false
% 60.13/25.27  																																								|
% 60.13/25.27  																																								|-The branch is then unsatisfiable
% 60.13/25.27  																																							|-Branch two:
% 60.13/25.27  																																							| (1091)  ~ (all_0_47_47 = e3)
% 60.13/25.27  																																							| (884) all_0_49_49 = e3
% 60.13/25.27  																																							|
% 60.13/25.27  																																								| Equations (884) can reduce 86 to:
% 60.13/25.27  																																								| (1091)  ~ (all_0_47_47 = e3)
% 60.13/25.27  																																								|
% 60.13/25.27  																																								| Equations (884) can reduce 256 to:
% 60.13/25.27  																																								| (277)  ~ (e4 = e3)
% 60.13/25.27  																																								|
% 60.13/25.27  																																								| Simplifying 277 yields:
% 60.13/25.27  																																								| (188)  ~ (e4 = e3)
% 60.13/25.27  																																								|
% 60.13/25.27  																																								| From (884) and (55) follows:
% 60.13/25.27  																																								| (1581) op(e2, e0) = e3
% 60.13/25.27  																																								|
% 60.13/25.27  																																								+-Applying beta-rule and splitting (135), into two cases.
% 60.13/25.27  																																								|-Branch one:
% 60.13/25.27  																																								| (545) all_0_46_46 = e1
% 60.13/25.27  																																								|
% 60.13/25.27  																																									| Combining equations (1794,545) yields a new equation:
% 60.13/25.27  																																									| (616) e2 = e1
% 60.13/25.27  																																									|
% 60.13/25.27  																																									| Simplifying 616 yields:
% 60.13/25.27  																																									| (617) e2 = e1
% 60.13/25.27  																																									|
% 60.13/25.27  																																									| Equations (617) can reduce 122 to:
% 60.13/25.27  																																									| (266) $false
% 60.13/25.27  																																									|
% 60.13/25.27  																																									|-The branch is then unsatisfiable
% 60.13/25.27  																																								|-Branch two:
% 60.13/25.27  																																								| (549)  ~ (all_0_46_46 = e1)
% 60.13/25.27  																																								| (550) all_0_47_47 = e1 | all_0_48_48 = e1 | all_0_49_49 = e1
% 60.13/25.27  																																								|
% 60.13/25.27  																																									+-Applying beta-rule and splitting (550), into two cases.
% 60.13/25.27  																																									|-Branch one:
% 60.13/25.27  																																									| (654) all_0_47_47 = e1
% 60.13/25.27  																																									|
% 60.13/25.27  																																										| Equations (654) can reduce 198 to:
% 60.13/25.27  																																										| (1380)  ~ (all_0_42_42 = e1)
% 60.13/25.27  																																										|
% 60.13/25.27  																																										| Equations (654) can reduce 252 to:
% 60.13/25.27  																																										| (602)  ~ (e4 = e1)
% 60.13/25.27  																																										|
% 60.13/25.27  																																										| Simplifying 602 yields:
% 60.13/25.27  																																										| (110)  ~ (e4 = e1)
% 60.13/25.27  																																										|
% 60.13/25.27  																																										| Equations (654) can reduce 1091 to:
% 60.13/25.27  																																										| (467)  ~ (e3 = e1)
% 60.13/25.27  																																										|
% 60.13/25.27  																																										| Simplifying 467 yields:
% 60.13/25.27  																																										| (213)  ~ (e3 = e1)
% 60.13/25.27  																																										|
% 60.13/25.27  																																										| Equations (654) can reduce 338 to:
% 60.13/25.27  																																										| (604)  ~ (e2 = e1)
% 60.13/25.27  																																										|
% 60.13/25.27  																																										| Simplifying 604 yields:
% 60.13/25.27  																																										| (122)  ~ (e2 = e1)
% 60.13/25.27  																																										|
% 60.13/25.27  																																										+-Applying beta-rule and splitting (112), into two cases.
% 60.13/25.27  																																										|-Branch one:
% 60.13/25.27  																																										| (635) all_0_44_44 = e1
% 60.13/25.27  																																										|
% 60.13/25.27  																																											| Combining equations (446,635) yields a new equation:
% 60.13/25.27  																																											| (636) e4 = e1
% 60.13/25.27  																																											|
% 60.13/25.27  																																											| Simplifying 636 yields:
% 60.13/25.27  																																											| (630) e4 = e1
% 60.13/25.27  																																											|
% 60.13/25.27  																																											| Equations (630) can reduce 110 to:
% 60.13/25.27  																																											| (266) $false
% 60.13/25.27  																																											|
% 60.13/25.27  																																											|-The branch is then unsatisfiable
% 60.13/25.27  																																										|-Branch two:
% 60.13/25.27  																																										| (639)  ~ (all_0_44_44 = e1)
% 60.13/25.27  																																										| (640) all_0_49_49 = e1 | all_0_53_53 = e1 | all_0_58_58 = e1
% 60.13/25.27  																																										|
% 60.13/25.27  																																											+-Applying beta-rule and splitting (6548), into two cases.
% 60.13/25.27  																																											|-Branch one:
% 60.13/25.27  																																											| (1101) all_0_51_51 = e4
% 60.13/25.27  																																											|
% 60.13/25.27  																																												| Combining equations (660,1101) yields a new equation:
% 60.13/25.27  																																												| (425) e4 = e3
% 60.13/25.27  																																												|
% 60.13/25.27  																																												| Equations (425) can reduce 188 to:
% 60.13/25.27  																																												| (266) $false
% 60.13/25.27  																																												|
% 60.13/25.27  																																												|-The branch is then unsatisfiable
% 60.13/25.27  																																											|-Branch two:
% 60.13/25.27  																																											| (475)  ~ (all_0_51_51 = e4)
% 60.13/25.27  																																											| (842) all_0_56_56 = e4
% 60.13/25.27  																																											|
% 60.13/25.27  																																												| Equations (842) can reduce 153 to:
% 60.13/25.27  																																												| (763)  ~ (all_0_55_55 = e4)
% 60.13/25.27  																																												|
% 60.13/25.27  																																												| From (842) and (111) follows:
% 60.13/25.27  																																												| (2154) op(e0, e2) = e4
% 60.13/25.27  																																												|
% 60.13/25.27  																																												+-Applying beta-rule and splitting (125), into two cases.
% 60.13/25.27  																																												|-Branch one:
% 60.13/25.27  																																												| (858) all_0_55_55 = e0
% 60.13/25.27  																																												|
% 60.13/25.27  																																													| Equations (858) can reduce 3 to:
% 60.13/25.27  																																													| (490)  ~ (all_0_58_58 = e0)
% 60.13/25.27  																																													|
% 60.13/25.27  																																													| Simplifying 490 yields:
% 60.13/25.27  																																													| (491)  ~ (all_0_58_58 = e0)
% 60.13/25.27  																																													|
% 60.13/25.27  																																													+-Applying beta-rule and splitting (640), into two cases.
% 60.13/25.27  																																													|-Branch one:
% 60.13/25.27  																																													| (671) all_0_49_49 = e1
% 60.13/25.27  																																													|
% 60.13/25.27  																																														| Combining equations (884,671) yields a new equation:
% 60.13/25.27  																																														| (454) e3 = e1
% 60.13/25.27  																																														|
% 60.13/25.27  																																														| Simplifying 454 yields:
% 60.13/25.27  																																														| (455) e3 = e1
% 60.13/25.27  																																														|
% 60.13/25.27  																																														| Equations (455) can reduce 213 to:
% 60.13/25.27  																																														| (266) $false
% 60.13/25.27  																																														|
% 60.13/25.27  																																														|-The branch is then unsatisfiable
% 60.13/25.27  																																													|-Branch two:
% 60.13/25.27  																																													| (1064)  ~ (all_0_49_49 = e1)
% 60.13/25.27  																																													| (2141) all_0_53_53 = e1 | all_0_58_58 = e1
% 60.13/25.27  																																													|
% 60.13/25.27  																																														+-Applying beta-rule and splitting (1969), into two cases.
% 60.13/25.27  																																														|-Branch one:
% 60.13/25.27  																																														| (559) all_0_42_42 = e0
% 60.13/25.27  																																														|
% 60.13/25.27  																																															| Equations (559) can reduce 51 to:
% 60.13/25.27  																																															| (365)  ~ (e2 = e0)
% 60.13/25.27  																																															|
% 60.13/25.27  																																															| Simplifying 365 yields:
% 60.13/25.27  																																															| (128)  ~ (e2 = e0)
% 60.13/25.27  																																															|
% 60.13/25.27  																																															+-Applying beta-rule and splitting (2141), into two cases.
% 60.13/25.27  																																															|-Branch one:
% 60.13/25.27  																																															| (1208) all_0_53_53 = e1
% 60.13/25.27  																																															|
% 60.13/25.27  																																																| Combining equations (607,1208) yields a new equation:
% 60.13/25.27  																																																| (616) e2 = e1
% 60.13/25.27  																																																|
% 60.13/25.27  																																																| Simplifying 616 yields:
% 60.13/25.27  																																																| (617) e2 = e1
% 60.13/25.27  																																																|
% 60.13/25.27  																																																| Equations (617) can reduce 122 to:
% 60.13/25.27  																																																| (266) $false
% 60.13/25.27  																																																|
% 60.13/25.27  																																																|-The branch is then unsatisfiable
% 60.13/25.27  																																															|-Branch two:
% 60.13/25.27  																																															| (1459)  ~ (all_0_53_53 = e1)
% 60.13/25.27  																																															| (918) all_0_58_58 = e1
% 60.13/25.27  																																															|
% 60.13/25.27  																																																| Equations (918) can reduce 491 to:
% 60.13/25.27  																																																| (233)  ~ (e1 = e0)
% 60.13/25.27  																																																|
% 60.13/25.27  																																																+-Applying beta-rule and splitting (56), into two cases.
% 60.13/25.27  																																																|-Branch one:
% 60.13/25.27  																																																| (696) unit = e2
% 60.13/25.27  																																																|
% 60.13/25.27  																																																	| From (696) and (24) follows:
% 60.13/25.27  																																																	| (697) op(e2, e3) = e3
% 60.13/25.27  																																																	|
% 60.13/25.27  																																																	| From (696) and (209) follows:
% 60.13/25.27  																																																	| (7585) op(e2, e0) = e0
% 60.13/25.27  																																																	|
% 60.13/25.27  																																																	| From (696) and (28) follows:
% 60.13/25.27  																																																	| (699) op(e1, e2) = e1
% 60.13/25.27  																																																	|
% 60.13/25.27  																																																	| Instantiating formula (29) with e2, e3, e3, e2 and discharging atoms op(e2, e3) = e3, op(e2, e3) = e2, yields:
% 60.13/25.27  																																																	| (662) e3 = e2
% 60.13/25.27  																																																	|
% 60.13/25.27  																																																	| Instantiating formula (29) with e2, e0, e0, e3 and discharging atoms op(e2, e0) = e3, op(e2, e0) = e0, yields:
% 60.13/25.27  																																																	| (676) e3 = e0
% 60.13/25.27  																																																	|
% 60.13/25.27  																																																	| Instantiating formula (29) with e1, e2, e1, e3 and discharging atoms op(e1, e2) = e3, op(e1, e2) = e1, yields:
% 60.13/25.27  																																																	| (455) e3 = e1
% 60.13/25.27  																																																	|
% 60.13/25.27  																																																	| Combining equations (676,662) yields a new equation:
% 60.13/25.27  																																																	| (330) e2 = e0
% 60.13/25.27  																																																	|
% 60.13/25.27  																																																	| Combining equations (455,662) yields a new equation:
% 60.13/25.27  																																																	| (617) e2 = e1
% 60.13/25.27  																																																	|
% 60.13/25.27  																																																	| Combining equations (330,617) yields a new equation:
% 60.13/25.27  																																																	| (431) e1 = e0
% 60.13/25.27  																																																	|
% 60.13/25.27  																																																	| Equations (431) can reduce 233 to:
% 60.13/25.27  																																																	| (266) $false
% 60.13/25.27  																																																	|
% 60.13/25.27  																																																	|-The branch is then unsatisfiable
% 60.13/25.27  																																																|-Branch two:
% 60.13/25.27  																																																| (707)  ~ (unit = e2)
% 60.13/25.27  																																																| (708) unit = e4 | unit = e3 | unit = e1 | unit = e0
% 60.13/25.27  																																																|
% 60.13/25.27  																																																	+-Applying beta-rule and splitting (708), into two cases.
% 60.13/25.27  																																																	|-Branch one:
% 60.13/25.27  																																																	| (709) unit = e4
% 60.13/25.27  																																																	|
% 60.13/25.27  																																																		| From (709) and (24) follows:
% 60.13/25.27  																																																		| (33325) op(e4, e3) = e3
% 60.13/25.27  																																																		|
% 60.13/25.27  																																																		| From (709) and (227) follows:
% 60.13/25.27  																																																		| (710) op(e4, e4) = e4
% 60.13/25.27  																																																		|
% 60.13/25.27  																																																		| From (709) and (42) follows:
% 60.13/25.27  																																																		| (713) op(e0, e4) = e0
% 60.13/25.27  																																																		|
% 60.13/25.27  																																																		| Instantiating formula (29) with e4, e4, e4, e1 and discharging atoms op(e4, e4) = e4, op(e4, e4) = e1, yields:
% 60.13/25.27  																																																		| (630) e4 = e1
% 60.13/25.27  																																																		|
% 60.13/25.27  																																																		| Instantiating formula (29) with e4, e3, e3, e4 and discharging atoms op(e4, e3) = e4, op(e4, e3) = e3, yields:
% 60.13/25.27  																																																		| (425) e4 = e3
% 60.13/25.27  																																																		|
% 60.13/25.27  																																																		| Instantiating formula (29) with e0, e4, e0, e3 and discharging atoms op(e0, e4) = e3, op(e0, e4) = e0, yields:
% 60.13/25.27  																																																		| (676) e3 = e0
% 60.13/25.27  																																																		|
% 60.13/25.27  																																																		| Combining equations (630,425) yields a new equation:
% 60.13/25.27  																																																		| (455) e3 = e1
% 60.13/25.27  																																																		|
% 60.13/25.27  																																																		| Combining equations (455,676) yields a new equation:
% 60.13/25.27  																																																		| (546) e1 = e0
% 60.13/25.27  																																																		|
% 60.13/25.27  																																																		| Simplifying 546 yields:
% 60.13/25.27  																																																		| (431) e1 = e0
% 60.13/25.27  																																																		|
% 60.13/25.27  																																																		| Equations (431) can reduce 233 to:
% 60.13/25.27  																																																		| (266) $false
% 60.13/25.27  																																																		|
% 60.13/25.27  																																																		|-The branch is then unsatisfiable
% 60.13/25.27  																																																	|-Branch two:
% 60.13/25.27  																																																	| (724)  ~ (unit = e4)
% 60.13/25.27  																																																	| (725) unit = e3 | unit = e1 | unit = e0
% 60.13/25.27  																																																	|
% 60.13/25.27  																																																		+-Applying beta-rule and splitting (725), into two cases.
% 60.13/25.27  																																																		|-Branch one:
% 60.13/25.27  																																																		| (726) unit = e0
% 60.13/25.27  																																																		|
% 60.13/25.27  																																																			| From (726) and (244) follows:
% 60.13/25.27  																																																			| (2207) op(e0, e4) = e4
% 60.13/25.27  																																																			|
% 60.13/25.27  																																																			| From (726) and (15) follows:
% 60.13/25.27  																																																			| (1508) op(e0, e2) = e2
% 60.13/25.28  																																																			|
% 60.13/25.28  																																																			| From (726) and (211) follows:
% 60.13/25.28  																																																			| (15180) op(e0, e1) = e1
% 60.13/25.28  																																																			|
% 60.13/25.28  																																																			| From (726) and (227) follows:
% 60.13/25.28  																																																			| (3205) op(e4, e0) = e4
% 60.13/25.28  																																																			|
% 60.13/25.28  																																																			| Instantiating formula (29) with e4, e0, e4, e0 and discharging atoms op(e4, e0) = e4, op(e4, e0) = e0, yields:
% 60.13/25.28  																																																			| (397) e4 = e0
% 60.13/25.28  																																																			|
% 60.13/25.28  																																																			| Instantiating formula (29) with e0, e4, e4, e3 and discharging atoms op(e0, e4) = e4, op(e0, e4) = e3, yields:
% 60.13/25.28  																																																			| (425) e4 = e3
% 60.13/25.28  																																																			|
% 60.13/25.28  																																																			| Instantiating formula (29) with e0, e2, e2, e4 and discharging atoms op(e0, e2) = e4, op(e0, e2) = e2, yields:
% 60.13/25.28  																																																			| (323) e4 = e2
% 60.13/25.28  																																																			|
% 60.13/25.28  																																																			| Instantiating formula (29) with e0, e1, e1, e2 and discharging atoms op(e0, e1) = e2, op(e0, e1) = e1, yields:
% 60.13/25.28  																																																			| (617) e2 = e1
% 60.13/25.28  																																																			|
% 60.13/25.28  																																																			| Combining equations (323,425) yields a new equation:
% 60.13/25.28  																																																			| (662) e3 = e2
% 60.13/25.28  																																																			|
% 60.13/25.28  																																																			| Combining equations (397,425) yields a new equation:
% 60.13/25.28  																																																			| (676) e3 = e0
% 60.13/25.28  																																																			|
% 60.13/25.28  																																																			| Combining equations (676,662) yields a new equation:
% 60.13/25.28  																																																			| (330) e2 = e0
% 60.13/25.28  																																																			|
% 60.13/25.28  																																																			| Combining equations (330,617) yields a new equation:
% 60.13/25.28  																																																			| (431) e1 = e0
% 60.13/25.28  																																																			|
% 60.13/25.28  																																																			| Equations (431) can reduce 233 to:
% 60.13/25.28  																																																			| (266) $false
% 60.13/25.28  																																																			|
% 60.13/25.28  																																																			|-The branch is then unsatisfiable
% 60.13/25.28  																																																		|-Branch two:
% 60.13/25.28  																																																		| (734)  ~ (unit = e0)
% 60.13/25.28  																																																		| (735) unit = e3 | unit = e1
% 60.13/25.28  																																																		|
% 60.13/25.28  																																																			+-Applying beta-rule and splitting (735), into two cases.
% 60.13/25.28  																																																			|-Branch one:
% 60.13/25.28  																																																			| (736) unit = e1
% 60.13/25.28  																																																			|
% 60.13/25.28  																																																				| Equations (736) can reduce 734 to:
% 60.13/25.28  																																																				| (233)  ~ (e1 = e0)
% 60.13/25.28  																																																				|
% 60.13/25.28  																																																				| From (736) and (15) follows:
% 60.13/25.28  																																																				| (515) op(e1, e2) = e2
% 60.13/25.28  																																																				|
% 60.13/25.28  																																																				| From (736) and (227) follows:
% 60.13/25.28  																																																				| (739) op(e4, e1) = e4
% 60.13/25.28  																																																				|
% 60.13/25.28  																																																				| From (736) and (28) follows:
% 60.13/25.28  																																																				| (740) op(e1, e1) = e1
% 60.13/25.28  																																																				|
% 60.13/25.28  																																																				| From (736) and (42) follows:
% 60.13/25.28  																																																				| (3221) op(e0, e1) = e0
% 60.13/25.28  																																																				|
% 60.13/25.28  																																																				| Instantiating formula (29) with e4, e1, e4, e3 and discharging atoms op(e4, e1) = e4, op(e4, e1) = e3, yields:
% 60.13/25.28  																																																				| (425) e4 = e3
% 60.13/25.28  																																																				|
% 60.13/25.28  																																																				| Instantiating formula (29) with e1, e2, e2, e3 and discharging atoms op(e1, e2) = e3, op(e1, e2) = e2, yields:
% 60.13/25.28  																																																				| (662) e3 = e2
% 60.13/25.28  																																																				|
% 60.13/25.28  																																																				| Instantiating formula (29) with e1, e1, e1, e4 and discharging atoms op(e1, e1) = e4, op(e1, e1) = e1, yields:
% 60.13/25.28  																																																				| (630) e4 = e1
% 60.13/25.28  																																																				|
% 60.13/25.28  																																																				| Instantiating formula (29) with e0, e1, e0, e2 and discharging atoms op(e0, e1) = e2, op(e0, e1) = e0, yields:
% 60.13/25.28  																																																				| (330) e2 = e0
% 60.13/25.28  																																																				|
% 60.13/25.28  																																																				| Combining equations (425,630) yields a new equation:
% 60.13/25.28  																																																				| (454) e3 = e1
% 60.13/25.28  																																																				|
% 60.13/25.28  																																																				| Simplifying 454 yields:
% 60.13/25.28  																																																				| (455) e3 = e1
% 60.13/25.28  																																																				|
% 60.13/25.28  																																																				| Combining equations (662,455) yields a new equation:
% 60.13/25.28  																																																				| (616) e2 = e1
% 60.13/25.28  																																																				|
% 60.13/25.28  																																																				| Simplifying 616 yields:
% 60.13/25.28  																																																				| (617) e2 = e1
% 60.13/25.28  																																																				|
% 60.13/25.28  																																																				| Combining equations (617,330) yields a new equation:
% 60.13/25.28  																																																				| (546) e1 = e0
% 60.13/25.28  																																																				|
% 60.13/25.28  																																																				| Simplifying 546 yields:
% 60.13/25.28  																																																				| (431) e1 = e0
% 60.13/25.28  																																																				|
% 60.13/25.28  																																																				| Equations (431) can reduce 233 to:
% 60.13/25.28  																																																				| (266) $false
% 60.13/25.28  																																																				|
% 60.13/25.28  																																																				|-The branch is then unsatisfiable
% 60.13/25.28  																																																			|-Branch two:
% 60.13/25.28  																																																			| (748)  ~ (unit = e1)
% 60.13/25.28  																																																			| (749) unit = e3
% 60.13/25.28  																																																			|
% 60.13/25.28  																																																				| From (749) and (244) follows:
% 60.13/25.28  																																																				| (750) op(e3, e4) = e4
% 60.13/25.28  																																																				|
% 60.13/25.28  																																																				| From (749) and (209) follows:
% 60.13/25.28  																																																				| (1667) op(e3, e0) = e0
% 60.13/25.28  																																																				|
% 60.13/25.28  																																																				| Instantiating formula (29) with e3, e4, e4, e2 and discharging atoms op(e3, e4) = e4, op(e3, e4) = e2, yields:
% 60.13/25.28  																																																				| (323) e4 = e2
% 60.13/25.28  																																																				|
% 60.13/25.28  																																																				| Instantiating formula (29) with e3, e0, e0, e4 and discharging atoms op(e3, e0) = e4, op(e3, e0) = e0, yields:
% 60.13/25.28  																																																				| (397) e4 = e0
% 60.13/25.28  																																																				|
% 60.13/25.28  																																																				| Combining equations (323,397) yields a new equation:
% 60.13/25.28  																																																				| (391) e2 = e0
% 60.13/25.28  																																																				|
% 60.13/25.28  																																																				| Simplifying 391 yields:
% 60.13/25.28  																																																				| (330) e2 = e0
% 60.13/25.28  																																																				|
% 60.13/25.28  																																																				| Equations (330) can reduce 128 to:
% 60.13/25.28  																																																				| (266) $false
% 60.13/25.28  																																																				|
% 60.13/25.28  																																																				|-The branch is then unsatisfiable
% 60.13/25.28  																																														|-Branch two:
% 60.13/25.28  																																														| (358)  ~ (all_0_42_42 = e0)
% 60.13/25.28  																																														| (2510) all_0_42_42 = e3 | all_0_42_42 = e1
% 60.13/25.28  																																														|
% 60.13/25.28  																																															+-Applying beta-rule and splitting (2510), into two cases.
% 60.13/25.28  																																															|-Branch one:
% 60.13/25.28  																																															| (459) all_0_42_42 = e1
% 60.13/25.28  																																															|
% 60.13/25.28  																																																| Equations (459) can reduce 1380 to:
% 60.13/25.28  																																																| (266) $false
% 60.13/25.28  																																																|
% 60.13/25.28  																																																|-The branch is then unsatisfiable
% 60.13/25.28  																																															|-Branch two:
% 60.13/25.28  																																															| (1380)  ~ (all_0_42_42 = e1)
% 60.13/25.28  																																															| (516) all_0_42_42 = e3
% 60.13/25.28  																																															|
% 60.13/25.28  																																																| Equations (516) can reduce 405 to:
% 60.13/25.28  																																																| (266) $false
% 60.13/25.28  																																																|
% 60.13/25.28  																																																|-The branch is then unsatisfiable
% 60.13/25.28  																																												|-Branch two:
% 60.13/25.28  																																												| (803)  ~ (all_0_55_55 = e0)
% 60.13/25.28  																																												| (863) all_0_56_56 = e0 | all_0_57_57 = e0 | all_0_58_58 = e0
% 60.13/25.28  																																												|
% 60.13/25.28  																																													+-Applying beta-rule and splitting (2051), into two cases.
% 60.13/25.28  																																													|-Branch one:
% 60.13/25.28  																																													| (587) all_0_55_55 = e4
% 60.13/25.28  																																													|
% 60.13/25.28  																																														| Equations (587) can reduce 763 to:
% 60.13/25.28  																																														| (266) $false
% 60.13/25.28  																																														|
% 60.13/25.28  																																														|-The branch is then unsatisfiable
% 60.13/25.28  																																													|-Branch two:
% 60.13/25.28  																																													| (763)  ~ (all_0_55_55 = e4)
% 60.13/25.28  																																													| (2055) all_0_55_55 = e3 | all_0_55_55 = e1 | all_0_55_55 = e0
% 60.13/25.28  																																													|
% 60.13/25.28  																																														+-Applying beta-rule and splitting (640), into two cases.
% 60.13/25.28  																																														|-Branch one:
% 60.13/25.28  																																														| (671) all_0_49_49 = e1
% 60.13/25.28  																																														|
% 60.13/25.28  																																															| Combining equations (884,671) yields a new equation:
% 60.13/25.28  																																															| (454) e3 = e1
% 60.13/25.28  																																															|
% 60.13/25.28  																																															| Simplifying 454 yields:
% 60.13/25.28  																																															| (455) e3 = e1
% 60.13/25.28  																																															|
% 60.13/25.28  																																															| Equations (455) can reduce 213 to:
% 60.13/25.28  																																															| (266) $false
% 60.13/25.28  																																															|
% 60.13/25.28  																																															|-The branch is then unsatisfiable
% 60.13/25.28  																																														|-Branch two:
% 60.13/25.28  																																														| (1064)  ~ (all_0_49_49 = e1)
% 60.13/25.28  																																														| (2141) all_0_53_53 = e1 | all_0_58_58 = e1
% 60.13/25.28  																																														|
% 60.13/25.28  																																															+-Applying beta-rule and splitting (2141), into two cases.
% 60.13/25.28  																																															|-Branch one:
% 60.13/25.28  																																															| (1208) all_0_53_53 = e1
% 60.13/25.28  																																															|
% 60.13/25.28  																																																| Combining equations (1208,607) yields a new equation:
% 60.13/25.28  																																																| (617) e2 = e1
% 60.13/25.28  																																																|
% 60.13/25.28  																																																| Equations (617) can reduce 122 to:
% 60.13/25.28  																																																| (266) $false
% 60.13/25.28  																																																|
% 60.13/25.28  																																																|-The branch is then unsatisfiable
% 60.13/25.28  																																															|-Branch two:
% 60.13/25.28  																																															| (1459)  ~ (all_0_53_53 = e1)
% 60.13/25.28  																																															| (918) all_0_58_58 = e1
% 60.13/25.28  																																															|
% 60.13/25.28  																																																| Equations (918) can reduce 3 to:
% 60.13/25.28  																																																| (632)  ~ (all_0_55_55 = e1)
% 60.13/25.28  																																																|
% 60.13/25.28  																																																+-Applying beta-rule and splitting (2055), into two cases.
% 60.13/25.28  																																																|-Branch one:
% 60.13/25.28  																																																| (858) all_0_55_55 = e0
% 60.13/25.28  																																																|
% 60.13/25.28  																																																	| Equations (858) can reduce 803 to:
% 60.13/25.28  																																																	| (266) $false
% 60.13/25.28  																																																	|
% 60.13/25.28  																																																	|-The branch is then unsatisfiable
% 60.13/25.28  																																																|-Branch two:
% 60.13/25.28  																																																| (803)  ~ (all_0_55_55 = e0)
% 60.13/25.28  																																																| (2315) all_0_55_55 = e3 | all_0_55_55 = e1
% 60.13/25.28  																																																|
% 60.13/25.28  																																																	+-Applying beta-rule and splitting (2315), into two cases.
% 60.13/25.28  																																																	|-Branch one:
% 60.13/25.28  																																																	| (629) all_0_55_55 = e1
% 60.13/25.28  																																																	|
% 60.13/25.28  																																																		| Equations (629) can reduce 632 to:
% 60.13/25.28  																																																		| (266) $false
% 60.13/25.28  																																																		|
% 60.13/25.28  																																																		|-The branch is then unsatisfiable
% 60.13/25.28  																																																	|-Branch two:
% 60.13/25.28  																																																	| (632)  ~ (all_0_55_55 = e1)
% 60.13/25.28  																																																	| (2336) all_0_55_55 = e3
% 60.13/25.28  																																																	|
% 60.13/25.28  																																																		| Equations (2336) can reduce 270 to:
% 60.13/25.28  																																																		| (266) $false
% 60.13/25.28  																																																		|
% 60.13/25.28  																																																		|-The branch is then unsatisfiable
% 60.13/25.28  																																									|-Branch two:
% 60.13/25.28  																																									| (462)  ~ (all_0_47_47 = e1)
% 60.13/25.28  																																									| (659) all_0_48_48 = e1 | all_0_49_49 = e1
% 60.13/25.28  																																									|
% 60.13/25.28  																																										+-Applying beta-rule and splitting (125), into two cases.
% 60.13/25.28  																																										|-Branch one:
% 60.13/25.28  																																										| (858) all_0_55_55 = e0
% 60.13/25.28  																																										|
% 60.13/25.28  																																											| Equations (858) can reduce 632 to:
% 60.13/25.28  																																											| (435)  ~ (e1 = e0)
% 60.13/25.28  																																											|
% 60.13/25.28  																																											| Simplifying 435 yields:
% 60.13/25.28  																																											| (233)  ~ (e1 = e0)
% 60.13/25.28  																																											|
% 60.13/25.28  																																											+-Applying beta-rule and splitting (659), into two cases.
% 60.13/25.28  																																											|-Branch one:
% 60.13/25.28  																																											| (615) all_0_48_48 = e1
% 60.13/25.28  																																											|
% 60.13/25.28  																																												| Combining equations (1279,615) yields a new equation:
% 60.13/25.28  																																												| (431) e1 = e0
% 60.13/25.28  																																												|
% 60.13/25.28  																																												| Equations (431) can reduce 233 to:
% 60.13/25.28  																																												| (266) $false
% 60.13/25.28  																																												|
% 60.13/25.28  																																												|-The branch is then unsatisfiable
% 60.13/25.28  																																											|-Branch two:
% 60.13/25.28  																																											| (619)  ~ (all_0_48_48 = e1)
% 60.13/25.28  																																											| (671) all_0_49_49 = e1
% 60.13/25.28  																																											|
% 60.13/25.28  																																												| Combining equations (884,671) yields a new equation:
% 60.13/25.28  																																												| (454) e3 = e1
% 60.13/25.28  																																												|
% 60.13/25.28  																																												| Simplifying 454 yields:
% 60.13/25.28  																																												| (455) e3 = e1
% 60.13/25.28  																																												|
% 60.13/25.28  																																												| Equations (455) can reduce 213 to:
% 60.13/25.28  																																												| (266) $false
% 60.13/25.28  																																												|
% 60.13/25.28  																																												|-The branch is then unsatisfiable
% 60.13/25.28  																																										|-Branch two:
% 60.13/25.28  																																										| (803)  ~ (all_0_55_55 = e0)
% 60.13/25.28  																																										| (863) all_0_56_56 = e0 | all_0_57_57 = e0 | all_0_58_58 = e0
% 60.13/25.28  																																										|
% 60.13/25.28  																																											+-Applying beta-rule and splitting (575), into two cases.
% 60.13/25.28  																																											|-Branch one:
% 60.13/25.28  																																											| (587) all_0_55_55 = e4
% 60.13/25.28  																																											|
% 60.13/25.28  																																												| Equations (587) can reduce 763 to:
% 60.13/25.28  																																												| (266) $false
% 60.13/25.28  																																												|
% 60.13/25.28  																																												|-The branch is then unsatisfiable
% 60.13/25.28  																																											|-Branch two:
% 60.13/25.28  																																											| (763)  ~ (all_0_55_55 = e4)
% 60.13/25.28  																																											| (764) all_0_56_56 = e4 | all_0_57_57 = e4 | all_0_58_58 = e4
% 60.13/25.28  																																											|
% 60.13/25.28  																																												+-Applying beta-rule and splitting (2051), into two cases.
% 60.13/25.28  																																												|-Branch one:
% 60.13/25.28  																																												| (587) all_0_55_55 = e4
% 60.13/25.28  																																												|
% 60.13/25.28  																																													| Equations (587) can reduce 763 to:
% 60.13/25.28  																																													| (266) $false
% 60.13/25.28  																																													|
% 60.13/25.28  																																													|-The branch is then unsatisfiable
% 60.13/25.28  																																												|-Branch two:
% 60.13/25.28  																																												| (763)  ~ (all_0_55_55 = e4)
% 60.13/25.28  																																												| (2055) all_0_55_55 = e3 | all_0_55_55 = e1 | all_0_55_55 = e0
% 60.13/25.28  																																												|
% 60.13/25.28  																																													+-Applying beta-rule and splitting (216), into two cases.
% 60.13/25.28  																																													|-Branch one:
% 60.13/25.28  																																													| (629) all_0_55_55 = e1
% 60.13/25.28  																																													|
% 60.13/25.28  																																														| Equations (629) can reduce 632 to:
% 60.13/25.28  																																														| (266) $false
% 60.13/25.28  																																														|
% 60.13/25.28  																																														|-The branch is then unsatisfiable
% 60.13/25.28  																																													|-Branch two:
% 60.13/25.28  																																													| (632)  ~ (all_0_55_55 = e1)
% 60.13/25.28  																																													| (633) all_0_56_56 = e1 | all_0_57_57 = e1 | all_0_58_58 = e1
% 60.13/25.28  																																													|
% 60.13/25.28  																																														+-Applying beta-rule and splitting (2055), into two cases.
% 60.13/25.28  																																														|-Branch one:
% 60.13/25.28  																																														| (858) all_0_55_55 = e0
% 60.13/25.28  																																														|
% 60.13/25.28  																																															| Equations (858) can reduce 803 to:
% 60.13/25.28  																																															| (266) $false
% 60.13/25.28  																																															|
% 60.13/25.28  																																															|-The branch is then unsatisfiable
% 60.13/25.28  																																														|-Branch two:
% 60.13/25.28  																																														| (803)  ~ (all_0_55_55 = e0)
% 60.13/25.28  																																														| (2315) all_0_55_55 = e3 | all_0_55_55 = e1
% 60.13/25.28  																																														|
% 60.13/25.28  																																															+-Applying beta-rule and splitting (2315), into two cases.
% 60.13/25.28  																																															|-Branch one:
% 60.13/25.28  																																															| (629) all_0_55_55 = e1
% 60.13/25.28  																																															|
% 60.13/25.28  																																																| Equations (629) can reduce 632 to:
% 60.13/25.28  																																																| (266) $false
% 60.13/25.28  																																																|
% 60.13/25.28  																																																|-The branch is then unsatisfiable
% 60.13/25.28  																																															|-Branch two:
% 60.13/25.28  																																															| (632)  ~ (all_0_55_55 = e1)
% 60.13/25.28  																																															| (2336) all_0_55_55 = e3
% 60.13/25.28  																																															|
% 60.13/25.28  																																																| Equations (2336) can reduce 270 to:
% 60.13/25.28  																																																| (266) $false
% 60.13/25.28  																																																|
% 60.13/25.28  																																																|-The branch is then unsatisfiable
% 60.13/25.28  																																			|-Branch two:
% 60.13/25.28  																																			| (759)  ~ (all_0_50_50 = e1)
% 60.13/25.28  																																			| (1168) all_0_51_51 = e1 | all_0_52_52 = e1 | all_0_53_53 = e1
% 60.13/25.28  																																			|
% 60.13/25.28  																																				+-Applying beta-rule and splitting (422), into two cases.
% 60.13/25.28  																																				|-Branch one:
% 60.13/25.28  																																				| (775) all_0_50_50 = e4
% 60.13/25.28  																																				|
% 60.13/25.28  																																					| Equations (775) can reduce 566 to:
% 60.13/25.28  																																					| (266) $false
% 60.13/25.28  																																					|
% 60.13/25.28  																																					|-The branch is then unsatisfiable
% 60.13/25.28  																																				|-Branch two:
% 60.13/25.28  																																				| (566)  ~ (all_0_50_50 = e4)
% 60.13/25.28  																																				| (1444) all_0_50_50 = e3 | all_0_50_50 = e1
% 60.13/25.28  																																				|
% 60.13/25.28  																																					+-Applying beta-rule and splitting (1444), into two cases.
% 60.13/25.28  																																					|-Branch one:
% 60.13/25.28  																																					| (601) all_0_50_50 = e1
% 60.13/25.28  																																					|
% 60.13/25.28  																																						| Equations (601) can reduce 759 to:
% 60.13/25.28  																																						| (266) $false
% 60.13/25.28  																																						|
% 60.13/25.28  																																						|-The branch is then unsatisfiable
% 60.13/25.28  																																					|-Branch two:
% 60.13/25.28  																																					| (759)  ~ (all_0_50_50 = e1)
% 60.13/25.28  																																					| (415) all_0_50_50 = e3
% 60.13/25.28  																																					|
% 60.13/25.28  																																						| Equations (415) can reduce 411 to:
% 60.13/25.28  																																						| (266) $false
% 60.13/25.28  																																						|
% 60.13/25.28  																																						|-The branch is then unsatisfiable
% 60.13/25.28  																															|-Branch two:
% 60.13/25.28  																															| (664)  ~ (all_0_51_51 = e3)
% 60.13/25.28  																															| (665) all_0_53_53 = e3
% 60.13/25.28  																															|
% 60.13/25.28  																																| Combining equations (607,665) yields a new equation:
% 60.13/25.28  																																| (662) e3 = e2
% 60.13/25.28  																																|
% 60.13/25.28  																																| Equations (662) can reduce 212 to:
% 60.13/25.28  																																| (266) $false
% 60.13/25.28  																																|
% 60.13/25.28  																																|-The branch is then unsatisfiable
% 60.13/25.28  																										|-Branch two:
% 60.13/25.28  																										| (1390)  ~ (all_0_44_44 = e4)
% 60.13/25.28  																										| (1391) all_0_44_44 = e3 | all_0_44_44 = e1 | all_0_44_44 = e0
% 60.13/25.28  																										|
% 60.13/25.28  																											+-Applying beta-rule and splitting (189), into two cases.
% 60.13/25.28  																											|-Branch one:
% 60.13/25.28  																											| (532) all_0_44_44 = e3
% 60.13/25.28  																											|
% 60.13/25.28  																												| Equations (532) can reduce 407 to:
% 60.13/25.28  																												| (266) $false
% 60.13/25.28  																												|
% 60.13/25.28  																												|-The branch is then unsatisfiable
% 60.13/25.28  																											|-Branch two:
% 60.13/25.28  																											| (407)  ~ (all_0_44_44 = e3)
% 60.13/25.28  																											| (537) all_0_49_49 = e3 | all_0_53_53 = e3 | all_0_58_58 = e3
% 60.13/25.28  																											|
% 60.13/25.28  																												+-Applying beta-rule and splitting (1391), into two cases.
% 60.13/25.28  																												|-Branch one:
% 60.13/25.28  																												| (1414) all_0_44_44 = e0
% 60.13/25.28  																												|
% 60.13/25.28  																													| Equations (1414) can reduce 360 to:
% 60.13/25.28  																													| (266) $false
% 60.13/25.28  																													|
% 60.13/25.28  																													|-The branch is then unsatisfiable
% 60.13/25.28  																												|-Branch two:
% 60.13/25.28  																												| (360)  ~ (all_0_44_44 = e0)
% 60.13/25.28  																												| (1417) all_0_44_44 = e3 | all_0_44_44 = e1
% 60.13/25.28  																												|
% 60.13/25.28  																													+-Applying beta-rule and splitting (1417), into two cases.
% 60.13/25.28  																													|-Branch one:
% 60.13/25.28  																													| (635) all_0_44_44 = e1
% 60.13/25.28  																													|
% 60.13/25.28  																														| Equations (635) can reduce 639 to:
% 60.13/25.28  																														| (266) $false
% 60.13/25.28  																														|
% 60.13/25.28  																														|-The branch is then unsatisfiable
% 60.13/25.28  																													|-Branch two:
% 60.13/25.28  																													| (639)  ~ (all_0_44_44 = e1)
% 60.13/25.28  																													| (532) all_0_44_44 = e3
% 60.13/25.28  																													|
% 60.13/25.28  																														| Equations (532) can reduce 407 to:
% 60.13/25.28  																														| (266) $false
% 60.13/25.28  																														|
% 60.13/25.28  																														|-The branch is then unsatisfiable
% 60.13/25.28  																									|-Branch two:
% 60.13/25.28  																									| (1898)  ~ (all_0_41_41 = e3)
% 60.13/25.28  																									| (1923) all_0_46_46 = e3 | all_0_50_50 = e3 | all_0_55_55 = e3
% 60.13/25.28  																									|
% 60.13/25.28  																										+-Applying beta-rule and splitting (241), into two cases.
% 60.13/25.28  																										|-Branch one:
% 60.13/25.28  																										| (378) all_0_50_50 = e2
% 60.13/25.28  																										|
% 60.13/25.28  																											| Equations (378) can reduce 302 to:
% 60.13/25.28  																											| (266) $false
% 60.13/25.28  																											|
% 60.13/25.28  																											|-The branch is then unsatisfiable
% 60.13/25.28  																										|-Branch two:
% 60.13/25.28  																										| (302)  ~ (all_0_50_50 = e2)
% 60.13/25.28  																										| (422) all_0_50_50 = e4 | all_0_50_50 = e3 | all_0_50_50 = e1
% 60.13/25.28  																										|
% 60.13/25.28  																											+-Applying beta-rule and splitting (422), into two cases.
% 60.13/25.28  																											|-Branch one:
% 60.13/25.28  																											| (775) all_0_50_50 = e4
% 60.13/25.28  																											|
% 60.13/25.28  																												| Equations (775) can reduce 566 to:
% 60.13/25.28  																												| (266) $false
% 60.13/25.28  																												|
% 60.13/25.28  																												|-The branch is then unsatisfiable
% 60.13/25.28  																											|-Branch two:
% 60.13/25.28  																											| (566)  ~ (all_0_50_50 = e4)
% 60.13/25.28  																											| (1444) all_0_50_50 = e3 | all_0_50_50 = e1
% 60.13/25.28  																											|
% 60.13/25.28  																												+-Applying beta-rule and splitting (1444), into two cases.
% 60.13/25.28  																												|-Branch one:
% 60.13/25.28  																												| (601) all_0_50_50 = e1
% 60.13/25.28  																												|
% 60.13/25.28  																													| Equations (601) can reduce 411 to:
% 60.13/25.28  																													| (467)  ~ (e3 = e1)
% 60.13/25.28  																													|
% 60.13/25.28  																													| Simplifying 467 yields:
% 60.13/25.28  																													| (213)  ~ (e3 = e1)
% 60.13/25.28  																													|
% 60.13/25.28  																													+-Applying beta-rule and splitting (1923), into two cases.
% 60.13/25.28  																													|-Branch one:
% 60.13/25.28  																													| (1557) all_0_46_46 = e3
% 60.13/25.28  																													|
% 60.13/25.28  																														| Combining equations (1794,1557) yields a new equation:
% 60.13/25.28  																														| (662) e3 = e2
% 60.13/25.28  																														|
% 60.13/25.28  																														| Equations (662) can reduce 212 to:
% 60.13/25.28  																														| (266) $false
% 60.13/25.28  																														|
% 60.13/25.28  																														|-The branch is then unsatisfiable
% 60.13/25.28  																													|-Branch two:
% 60.13/25.28  																													| (409)  ~ (all_0_46_46 = e3)
% 60.13/25.28  																													| (4042) all_0_50_50 = e3 | all_0_55_55 = e3
% 60.13/25.28  																													|
% 60.13/25.28  																														+-Applying beta-rule and splitting (4042), into two cases.
% 60.13/25.28  																														|-Branch one:
% 60.13/25.28  																														| (415) all_0_50_50 = e3
% 60.13/25.28  																														|
% 60.13/25.28  																															| Combining equations (601,415) yields a new equation:
% 60.13/25.28  																															| (455) e3 = e1
% 60.13/25.28  																															|
% 60.13/25.28  																															| Equations (455) can reduce 213 to:
% 60.13/25.28  																															| (266) $false
% 60.13/25.28  																															|
% 60.13/25.28  																															|-The branch is then unsatisfiable
% 60.13/25.28  																														|-Branch two:
% 60.13/25.28  																														| (411)  ~ (all_0_50_50 = e3)
% 60.13/25.28  																														| (2336) all_0_55_55 = e3
% 60.13/25.28  																														|
% 60.13/25.28  																															| Equations (2336) can reduce 270 to:
% 60.13/25.28  																															| (266) $false
% 60.13/25.28  																															|
% 60.13/25.28  																															|-The branch is then unsatisfiable
% 60.13/25.29  																												|-Branch two:
% 60.13/25.29  																												| (759)  ~ (all_0_50_50 = e1)
% 60.13/25.29  																												| (415) all_0_50_50 = e3
% 60.13/25.29  																												|
% 60.13/25.29  																													| Equations (415) can reduce 411 to:
% 60.13/25.29  																													| (266) $false
% 60.13/25.29  																													|
% 60.13/25.29  																													|-The branch is then unsatisfiable
% 60.13/25.29  																							|-Branch two:
% 60.13/25.29  																							| (300)  ~ (all_0_46_46 = e2)
% 60.13/25.29  																							| (10171) all_0_47_47 = e2 | all_0_48_48 = e2 | all_0_49_49 = e2
% 60.13/25.29  																							|
% 60.13/25.29  																								+-Applying beta-rule and splitting (10171), into two cases.
% 60.13/25.29  																								|-Branch one:
% 60.13/25.29  																								| (1105) all_0_47_47 = e2
% 60.13/25.29  																								|
% 60.13/25.29  																									| Equations (1105) can reduce 338 to:
% 60.13/25.29  																									| (266) $false
% 60.13/25.29  																									|
% 60.13/25.29  																									|-The branch is then unsatisfiable
% 60.13/25.29  																								|-Branch two:
% 60.13/25.29  																								| (338)  ~ (all_0_47_47 = e2)
% 60.13/25.29  																								| (10761) all_0_48_48 = e2 | all_0_49_49 = e2
% 60.13/25.29  																								|
% 60.13/25.29  																									+-Applying beta-rule and splitting (10761), into two cases.
% 60.13/25.29  																									|-Branch one:
% 60.13/25.29  																									| (335) all_0_48_48 = e2
% 60.13/25.29  																									|
% 60.13/25.29  																										| Combining equations (1279,335) yields a new equation:
% 60.13/25.29  																										| (330) e2 = e0
% 60.13/25.29  																										|
% 60.13/25.29  																										| Equations (330) can reduce 128 to:
% 60.13/25.29  																										| (266) $false
% 60.13/25.29  																										|
% 60.13/25.29  																										|-The branch is then unsatisfiable
% 60.13/25.29  																									|-Branch two:
% 60.13/25.29  																									| (810)  ~ (all_0_48_48 = e2)
% 60.13/25.29  																									| (583) all_0_49_49 = e2
% 60.13/25.29  																									|
% 60.13/25.29  																										| Equations (583) can reduce 340 to:
% 60.13/25.29  																										| (266) $false
% 60.13/25.29  																										|
% 60.13/25.29  																										|-The branch is then unsatisfiable
% 60.13/25.29  																		|-Branch two:
% 60.13/25.29  																		| (1283)  ~ (all_0_48_48 = e0)
% 60.13/25.29  																		| (615) all_0_48_48 = e1
% 60.13/25.29  																		|
% 60.13/25.29  																			| Equations (615) can reduce 619 to:
% 60.13/25.29  																			| (266) $false
% 60.13/25.29  																			|
% 60.13/25.29  																			|-The branch is then unsatisfiable
% 60.13/25.29  												|-Branch two:
% 60.13/25.29  												| (780)  ~ (all_0_52_52 = e4)
% 60.13/25.29  												| (781) (all_0_41_41 = e0 & all_0_58_58 = e3 &  ~ (all_0_44_44 = e3)) | (all_0_41_41 = e0 & all_0_58_58 = e3 &  ~ (all_0_55_55 = e0)) | (all_0_47_47 = e1 & all_0_52_52 = e2 &  ~ (all_0_48_48 = e2)) | (all_0_47_47 = e1 & all_0_52_52 = e2 &  ~ (all_0_51_51 = e1)) | (all_0_47_47 = e0 & all_0_58_58 = e2 &  ~ (all_0_49_49 = e2)) | (all_0_47_47 = e0 & all_0_58_58 = e2 &  ~ (all_0_56_56 = e0))
% 60.13/25.29  												|
% 60.13/25.29  													+-Applying beta-rule and splitting (355), into two cases.
% 60.13/25.29  													|-Branch one:
% 60.13/25.29  													| (565) all_0_52_52 = e4
% 60.13/25.29  													|
% 60.13/25.29  														| Equations (565) can reduce 780 to:
% 60.13/25.29  														| (266) $false
% 60.13/25.29  														|
% 60.13/25.29  														|-The branch is then unsatisfiable
% 60.13/25.29  													|-Branch two:
% 60.13/25.29  													| (780)  ~ (all_0_52_52 = e4)
% 60.13/25.29  													| (642) all_0_52_52 = e1
% 60.13/25.29  													|
% 60.13/25.29  														| Equations (642) can reduce 342 to:
% 60.13/25.29  														| (604)  ~ (e2 = e1)
% 60.13/25.29  														|
% 60.13/25.29  														| Simplifying 604 yields:
% 60.13/25.29  														| (122)  ~ (e2 = e1)
% 60.13/25.29  														|
% 60.13/25.29  														+-Applying beta-rule and splitting (781), into two cases.
% 60.13/25.29  														|-Branch one:
% 60.13/25.29  														| (789) (all_0_41_41 = e0 & all_0_58_58 = e3 &  ~ (all_0_44_44 = e3)) | (all_0_41_41 = e0 & all_0_58_58 = e3 &  ~ (all_0_55_55 = e0)) | (all_0_47_47 = e1 & all_0_52_52 = e2 &  ~ (all_0_48_48 = e2)) | (all_0_47_47 = e1 & all_0_52_52 = e2 &  ~ (all_0_51_51 = e1)) | (all_0_47_47 = e0 & all_0_58_58 = e2 &  ~ (all_0_49_49 = e2))
% 60.13/25.29  														|
% 60.13/25.29  															+-Applying beta-rule and splitting (789), into two cases.
% 60.13/25.29  															|-Branch one:
% 60.13/25.29  															| (790) (all_0_41_41 = e0 & all_0_58_58 = e3 &  ~ (all_0_44_44 = e3)) | (all_0_41_41 = e0 & all_0_58_58 = e3 &  ~ (all_0_55_55 = e0)) | (all_0_47_47 = e1 & all_0_52_52 = e2 &  ~ (all_0_48_48 = e2)) | (all_0_47_47 = e1 & all_0_52_52 = e2 &  ~ (all_0_51_51 = e1))
% 60.13/25.29  															|
% 60.13/25.29  																+-Applying beta-rule and splitting (790), into two cases.
% 60.13/25.29  																|-Branch one:
% 60.13/25.29  																| (791) (all_0_41_41 = e0 & all_0_58_58 = e3 &  ~ (all_0_44_44 = e3)) | (all_0_41_41 = e0 & all_0_58_58 = e3 &  ~ (all_0_55_55 = e0)) | (all_0_47_47 = e1 & all_0_52_52 = e2 &  ~ (all_0_48_48 = e2))
% 60.13/25.29  																|
% 60.13/25.29  																	+-Applying beta-rule and splitting (791), into two cases.
% 60.13/25.29  																	|-Branch one:
% 60.13/25.29  																	| (792) (all_0_41_41 = e0 & all_0_58_58 = e3 &  ~ (all_0_44_44 = e3)) | (all_0_41_41 = e0 & all_0_58_58 = e3 &  ~ (all_0_55_55 = e0))
% 60.13/25.29  																	|
% 60.13/25.29  																		+-Applying beta-rule and splitting (792), into two cases.
% 60.13/25.29  																		|-Branch one:
% 60.13/25.29  																		| (793) all_0_41_41 = e0 & all_0_58_58 = e3 &  ~ (all_0_44_44 = e3)
% 60.13/25.29  																		|
% 60.13/25.29  																			| Applying alpha-rule on (793) yields:
% 60.13/25.29  																			| (794) all_0_41_41 = e0
% 60.13/25.29  																			| (795) all_0_58_58 = e3
% 60.13/25.29  																			| (407)  ~ (all_0_44_44 = e3)
% 60.13/25.29  																			|
% 60.13/25.29  																			| Equations (795) can reduce 276 to:
% 60.13/25.29  																			| (266) $false
% 60.13/25.29  																			|
% 60.13/25.29  																			|-The branch is then unsatisfiable
% 60.13/25.29  																		|-Branch two:
% 60.13/25.29  																		| (800) all_0_41_41 = e0 & all_0_58_58 = e3 &  ~ (all_0_55_55 = e0)
% 60.13/25.29  																		|
% 60.13/25.29  																			| Applying alpha-rule on (800) yields:
% 60.13/25.29  																			| (794) all_0_41_41 = e0
% 60.13/25.29  																			| (795) all_0_58_58 = e3
% 60.13/25.29  																			| (803)  ~ (all_0_55_55 = e0)
% 60.13/25.29  																			|
% 60.13/25.29  																			| Equations (795) can reduce 276 to:
% 60.13/25.29  																			| (266) $false
% 60.13/25.29  																			|
% 60.13/25.29  																			|-The branch is then unsatisfiable
% 60.13/25.29  																	|-Branch two:
% 60.13/25.29  																	| (807) all_0_47_47 = e1 & all_0_52_52 = e2 &  ~ (all_0_48_48 = e2)
% 60.13/25.29  																	|
% 60.13/25.29  																		| Applying alpha-rule on (807) yields:
% 60.13/25.29  																		| (654) all_0_47_47 = e1
% 60.13/25.29  																		| (352) all_0_52_52 = e2
% 60.13/25.29  																		| (810)  ~ (all_0_48_48 = e2)
% 60.13/25.29  																		|
% 60.13/25.29  																		| Combining equations (642,352) yields a new equation:
% 60.13/25.29  																		| (617) e2 = e1
% 60.13/25.29  																		|
% 60.13/25.29  																		| Equations (617) can reduce 122 to:
% 60.13/25.29  																		| (266) $false
% 60.13/25.29  																		|
% 60.13/25.29  																		|-The branch is then unsatisfiable
% 60.13/25.29  																|-Branch two:
% 60.13/25.29  																| (813) all_0_47_47 = e1 & all_0_52_52 = e2 &  ~ (all_0_51_51 = e1)
% 60.13/25.29  																|
% 60.13/25.29  																	| Applying alpha-rule on (813) yields:
% 60.13/25.29  																	| (654) all_0_47_47 = e1
% 60.13/25.29  																	| (352) all_0_52_52 = e2
% 60.13/25.29  																	| (464)  ~ (all_0_51_51 = e1)
% 60.13/25.29  																	|
% 60.13/25.29  																	| Combining equations (642,352) yields a new equation:
% 60.13/25.29  																	| (617) e2 = e1
% 60.13/25.29  																	|
% 60.13/25.29  																	| Equations (617) can reduce 122 to:
% 60.13/25.29  																	| (266) $false
% 60.13/25.29  																	|
% 60.13/25.29  																	|-The branch is then unsatisfiable
% 60.13/25.29  															|-Branch two:
% 60.13/25.29  															| (819) all_0_47_47 = e0 & all_0_58_58 = e2 &  ~ (all_0_49_49 = e2)
% 60.13/25.29  															|
% 60.13/25.29  																| Applying alpha-rule on (819) yields:
% 60.13/25.29  																| (674) all_0_47_47 = e0
% 60.13/25.29  																| (624) all_0_58_58 = e2
% 60.13/25.29  																| (340)  ~ (all_0_49_49 = e2)
% 60.13/25.29  																|
% 60.13/25.29  																| Equations (624) can reduce 908 to:
% 60.13/25.29  																| (266) $false
% 60.13/25.29  																|
% 60.13/25.29  																|-The branch is then unsatisfiable
% 60.13/25.29  														|-Branch two:
% 60.13/25.29  														| (825) all_0_47_47 = e0 & all_0_58_58 = e2 &  ~ (all_0_56_56 = e0)
% 60.13/25.29  														|
% 60.13/25.29  															| Applying alpha-rule on (825) yields:
% 60.13/25.29  															| (674) all_0_47_47 = e0
% 60.13/25.29  															| (624) all_0_58_58 = e2
% 60.13/25.29  															| (828)  ~ (all_0_56_56 = e0)
% 60.13/25.29  															|
% 60.13/25.29  															| Equations (624) can reduce 908 to:
% 60.13/25.29  															| (266) $false
% 60.13/25.29  															|
% 60.13/25.29  															|-The branch is then unsatisfiable
% 60.13/25.29  								|-Branch two:
% 60.13/25.29  								| (325)  ~ (all_0_38_38 = e4)
% 60.13/25.29  								| (326) all_0_39_39 = e4 | all_0_40_40 = e4
% 60.13/25.29  								|
% 60.13/25.29  									+-Applying beta-rule and splitting (326), into two cases.
% 60.13/25.29  									|-Branch one:
% 60.13/25.29  									| (471) all_0_39_39 = e4
% 60.13/25.29  									|
% 60.13/25.29  										| Combining equations (317,471) yields a new equation:
% 60.13/25.29  										| (323) e4 = e2
% 60.13/25.29  										|
% 60.13/25.29  										| Equations (323) can reduce 48 to:
% 60.13/25.29  										| (266) $false
% 60.13/25.29  										|
% 60.13/25.29  										|-The branch is then unsatisfiable
% 60.13/25.29  									|-Branch two:
% 60.13/25.29  									| (1377)  ~ (all_0_39_39 = e4)
% 60.13/25.29  									| (1378) all_0_40_40 = e4
% 60.13/25.29  									|
% 60.13/25.29  										| Combining equations (1378,485) yields a new equation:
% 60.13/25.29  										| (481) e4 = e0
% 60.13/25.29  										|
% 60.13/25.29  										| Simplifying 481 yields:
% 60.13/25.29  										| (397) e4 = e0
% 60.13/25.29  										|
% 60.13/25.29  										| Equations (397) can reduce 49 to:
% 60.13/25.29  										| (266) $false
% 60.13/25.29  										|
% 60.13/25.29  										|-The branch is then unsatisfiable
% 60.13/25.29  				|-Branch two:
% 60.13/25.29  				| (294)  ~ (all_0_39_39 = e2)
% 60.13/25.29  				| (320) all_0_39_39 = e4 | all_0_39_39 = e0
% 60.13/25.29  				|
% 60.13/25.29  					+-Applying beta-rule and splitting (22169), into two cases.
% 60.13/25.29  					|-Branch one:
% 60.13/25.29  					| (317) all_0_39_39 = e2
% 60.13/25.29  					|
% 60.13/25.29  						| Equations (317) can reduce 294 to:
% 60.13/25.29  						| (266) $false
% 60.13/25.29  						|
% 60.13/25.29  						|-The branch is then unsatisfiable
% 60.13/25.29  					|-Branch two:
% 60.13/25.29  					| (294)  ~ (all_0_39_39 = e2)
% 60.13/25.29  					| (313) all_0_40_40 = e2
% 60.13/25.29  					|
% 60.13/25.29  						| Equations (313) can reduce 97 to:
% 60.13/25.29  						| (9600)  ~ (all_0_38_38 = e2)
% 60.13/25.29  						|
% 60.13/25.29  						| Equations (313) can reduce 176 to:
% 60.13/25.29  						| (294)  ~ (all_0_39_39 = e2)
% 60.13/25.29  						|
% 60.13/25.29  						| Equations (313) can reduce 143 to:
% 60.13/25.29  						| (44167)  ~ (all_0_44_44 = e2)
% 60.13/25.29  						|
% 60.13/25.30  						| Simplifying 44167 yields:
% 60.13/25.30  						| (147)  ~ (all_0_44_44 = e2)
% 60.13/25.30  						|
% 60.13/25.30  						| Equations (313) can reduce 200 to:
% 60.13/25.30  						| (339)  ~ (all_0_49_49 = e2)
% 60.13/25.30  						|
% 60.13/25.30  						| Simplifying 339 yields:
% 60.13/25.30  						| (340)  ~ (all_0_49_49 = e2)
% 60.13/25.30  						|
% 60.13/25.30  						| Equations (313) can reduce 162 to:
% 60.13/25.30  						| (508)  ~ (all_0_53_53 = e2)
% 60.13/25.30  						|
% 60.13/25.30  						| Simplifying 508 yields:
% 60.13/25.30  						| (509)  ~ (all_0_53_53 = e2)
% 60.13/25.30  						|
% 60.13/25.30  						| Equations (313) can reduce 178 to:
% 60.13/25.30  						| (1186)  ~ (all_0_58_58 = e2)
% 60.13/25.30  						|
% 60.13/25.30  						| Simplifying 1186 yields:
% 60.13/25.30  						| (908)  ~ (all_0_58_58 = e2)
% 60.13/25.30  						|
% 60.13/25.30  						| Equations (313) can reduce 132 to:
% 60.13/25.30  						| (122)  ~ (e2 = e1)
% 60.13/25.30  						|
% 60.13/25.30  						| From (313) and (34) follows:
% 60.13/25.30  						| (44176) op(e2, e4) = all_0_4_4
% 60.13/25.30  						|
% 60.13/25.30  						| From (313) and (203) follows:
% 60.13/25.30  						| (44177) op(e2, e0) = all_0_5_5
% 60.13/25.30  						|
% 60.13/25.30  						| From (313) and (234) follows:
% 60.13/25.30  						| (44178) op(e4, e0) = e2
% 60.13/25.30  						|
% 60.13/25.30  						| Instantiating formula (29) with e2, e4, all_0_4_4, e4 and discharging atoms op(e2, e4) = all_0_4_4, op(e2, e4) = e4, yields:
% 60.13/25.30  						| (44179) all_0_4_4 = e4
% 60.13/25.30  						|
% 60.13/25.30  						| Instantiating formula (29) with e2, e0, all_0_5_5, all_0_49_49 and discharging atoms op(e2, e0) = all_0_5_5, op(e2, e0) = all_0_49_49, yields:
% 60.13/25.30  						| (44180) all_0_5_5 = all_0_49_49
% 60.13/25.30  						|
% 60.13/25.30  						| From (44179) and (44176) follows:
% 60.13/25.30  						| (264) op(e2, e4) = e4
% 60.13/25.30  						|
% 60.13/25.30  						| From (44180) and (44177) follows:
% 60.13/25.31  						| (55) op(e2, e0) = all_0_49_49
% 60.13/25.31  						|
% 60.13/25.31  						+-Applying beta-rule and splitting (170), into two cases.
% 60.13/25.31  						|-Branch one:
% 60.13/25.31  						| (321) all_0_38_38 = e4
% 60.13/25.31  						|
% 60.13/25.31  							| Equations (321) can reduce 106 to:
% 60.13/25.31  							| (33039)  ~ (all_0_41_41 = e4)
% 60.13/25.31  							|
% 60.13/25.31  							| Simplifying 33039 yields:
% 60.13/25.31  							| (440)  ~ (all_0_41_41 = e4)
% 60.13/25.31  							|
% 60.13/25.31  							| Equations (321) can reduce 141 to:
% 60.13/25.31  							| (249)  ~ (all_0_46_46 = e4)
% 60.13/25.31  							|
% 60.13/25.31  							| Simplifying 249 yields:
% 60.13/25.31  							| (250)  ~ (all_0_46_46 = e4)
% 60.13/25.31  							|
% 60.13/25.31  							| Equations (321) can reduce 193 to:
% 60.13/25.31  							| (1907)  ~ (all_0_50_50 = e4)
% 60.13/25.31  							|
% 60.13/25.31  							| Simplifying 1907 yields:
% 60.13/25.31  							| (566)  ~ (all_0_50_50 = e4)
% 60.13/25.31  							|
% 60.13/25.31  							| Equations (321) can reduce 25 to:
% 60.13/25.31  							| (1909)  ~ (all_0_55_55 = e4)
% 60.13/25.31  							|
% 60.13/25.31  							| Simplifying 1909 yields:
% 60.13/25.31  							| (763)  ~ (all_0_55_55 = e4)
% 60.13/25.31  							|
% 60.13/25.31  							| Equations (321) can reduce 116 to:
% 60.13/25.31  							| (188)  ~ (e4 = e3)
% 60.13/25.31  							|
% 60.13/25.31  							| Equations (321) can reduce 50 to:
% 60.13/25.31  							| (110)  ~ (e4 = e1)
% 60.13/25.31  							|
% 60.13/25.31  							| From (321) and (156) follows:
% 60.13/25.31  							| (33052) op(e4, e3) = all_0_1_1
% 60.13/25.31  							|
% 60.13/25.31  							| From (321) and (52) follows:
% 60.13/25.31  							| (22570) op(e4, e3) = e4
% 60.13/25.31  							|
% 60.13/25.31  							+-Applying beta-rule and splitting (155), into two cases.
% 60.13/25.31  							|-Branch one:
% 60.13/25.31  							| (329) all_0_38_38 = e0
% 60.13/25.31  							|
% 60.13/25.31  								| Combining equations (321,329) yields a new equation:
% 60.13/25.31  								| (481) e4 = e0
% 60.13/25.31  								|
% 60.13/25.31  								| Simplifying 481 yields:
% 60.13/25.31  								| (397) e4 = e0
% 60.13/25.31  								|
% 60.13/25.31  								| Equations (397) can reduce 49 to:
% 60.13/25.31  								| (266) $false
% 60.13/25.31  								|
% 60.13/25.31  								|-The branch is then unsatisfiable
% 60.13/25.31  							|-Branch two:
% 60.13/25.31  							| (332)  ~ (all_0_38_38 = e0)
% 60.13/25.31  							| (333) all_0_39_39 = e0 | all_0_40_40 = e0
% 60.13/25.31  							|
% 60.13/25.31  								+-Applying beta-rule and splitting (333), into two cases.
% 60.13/25.31  								|-Branch one:
% 60.13/25.31  								| (480) all_0_39_39 = e0
% 60.13/25.31  								|
% 60.13/25.31  									| Equations (480) can reduce 145 to:
% 60.13/25.31  									| (5565)  ~ (all_0_42_42 = e0)
% 60.13/25.31  									|
% 60.13/25.31  									| Simplifying 5565 yields:
% 60.13/25.31  									| (358)  ~ (all_0_42_42 = e0)
% 60.13/25.31  									|
% 60.13/25.31  									| Equations (480) can reduce 79 to:
% 60.13/25.31  									| (1402)  ~ (all_0_47_47 = e0)
% 60.13/25.31  									|
% 60.13/25.31  									| Simplifying 1402 yields:
% 60.13/25.31  									| (678)  ~ (all_0_47_47 = e0)
% 60.13/25.31  									|
% 60.13/25.31  									| Equations (480) can reduce 139 to:
% 60.13/25.31  									| (1404)  ~ (all_0_51_51 = e0)
% 60.13/25.31  									|
% 60.13/25.31  									| Simplifying 1404 yields:
% 60.13/25.31  									| (115)  ~ (all_0_51_51 = e0)
% 60.13/25.31  									|
% 60.13/25.31  									| Equations (480) can reduce 154 to:
% 60.13/25.31  									| (1181)  ~ (all_0_56_56 = e0)
% 60.13/25.31  									|
% 60.13/25.31  									| Simplifying 1181 yields:
% 60.13/25.31  									| (828)  ~ (all_0_56_56 = e0)
% 60.13/25.31  									|
% 60.13/25.31  									| Equations (480) can reduce 294 to:
% 60.13/25.31  									| (365)  ~ (e2 = e0)
% 60.13/25.31  									|
% 60.13/25.31  									| Simplifying 365 yields:
% 60.13/25.31  									| (128)  ~ (e2 = e0)
% 60.13/25.31  									|
% 60.13/25.31  									| From (480) and (182) follows:
% 60.13/25.31  									| (1412) op(e0, e4) = all_0_2_2
% 60.13/25.31  									|
% 60.13/25.31  									| From (480) and (38) follows:
% 60.13/25.31  									| (1413) op(e0, e2) = all_0_3_3
% 60.13/25.31  									|
% 60.13/25.31  									| From (480) and (14) follows:
% 60.13/25.31  									| (4090) op(e4, e2) = e0
% 60.13/25.31  									|
% 60.13/25.31  									| Instantiating formula (29) with e4, e3, e4, all_0_1_1 and discharging atoms op(e4, e3) = all_0_1_1, op(e4, e3) = e4, yields:
% 60.13/25.31  									| (9598) all_0_1_1 = e4
% 60.13/25.31  									|
% 60.13/25.31  									| Instantiating formula (29) with e0, e4, all_0_2_2, e3 and discharging atoms op(e0, e4) = all_0_2_2, op(e0, e4) = e3, yields:
% 60.13/25.31  									| (1595) all_0_2_2 = e3
% 60.13/25.31  									|
% 60.13/25.31  									| Instantiating formula (29) with e0, e2, all_0_3_3, all_0_56_56 and discharging atoms op(e0, e2) = all_0_3_3, op(e0, e2) = all_0_56_56, yields:
% 60.13/25.31  									| (44218) all_0_3_3 = all_0_56_56
% 60.13/25.31  									|
% 60.13/25.31  									| From (9598) and (33052) follows:
% 60.13/25.31  									| (22570) op(e4, e3) = e4
% 60.13/25.31  									|
% 60.13/25.31  									| From (1595) and (1412) follows:
% 60.13/25.31  									| (283) op(e0, e4) = e3
% 60.13/25.31  									|
% 60.13/25.31  									| From (44218) and (1413) follows:
% 60.13/25.32  									| (111) op(e0, e2) = all_0_56_56
% 60.13/25.32  									|
% 60.13/25.32  									+-Applying beta-rule and splitting (134), into two cases.
% 60.13/25.32  									|-Branch one:
% 60.13/25.32  									| (335) all_0_48_48 = e2
% 60.13/25.32  									|
% 60.13/25.32  										| Equations (335) can reduce 17 to:
% 60.13/25.32  										| (96)  ~ (all_0_43_43 = e2)
% 60.13/25.32  										|
% 60.13/25.32  										| Equations (335) can reduce 30 to:
% 60.13/25.32  										| (300)  ~ (all_0_46_46 = e2)
% 60.13/25.32  										|
% 60.13/25.32  										| Equations (335) can reduce 114 to:
% 60.13/25.32  										| (338)  ~ (all_0_47_47 = e2)
% 60.13/25.32  										|
% 60.13/25.32  										| Equations (335) can reduce 185 to:
% 60.13/25.32  										| (339)  ~ (all_0_49_49 = e2)
% 60.13/25.32  										|
% 60.13/25.32  										| Simplifying 339 yields:
% 60.13/25.32  										| (340)  ~ (all_0_49_49 = e2)
% 60.13/25.32  										|
% 60.13/25.32  										| Equations (335) can reduce 202 to:
% 60.13/25.32  										| (341)  ~ (all_0_52_52 = e2)
% 60.13/25.32  										|
% 60.13/25.32  										| Simplifying 341 yields:
% 60.13/25.32  										| (342)  ~ (all_0_52_52 = e2)
% 60.13/25.32  										|
% 60.13/25.32  										| Equations (335) can reduce 239 to:
% 60.13/25.32  										| (343)  ~ (all_0_57_57 = e2)
% 60.13/25.32  										|
% 60.13/25.32  										| Simplifying 343 yields:
% 60.13/25.32  										| (344)  ~ (all_0_57_57 = e2)
% 60.13/25.32  										|
% 60.13/25.32  										| From (335) and (192) follows:
% 60.13/25.32  										| (347) op(e2, e1) = e2
% 60.13/25.32  										|
% 60.13/25.32  										+-Applying beta-rule and splitting (163), into two cases.
% 60.13/25.32  										|-Branch one:
% 60.13/25.32  										| (565) all_0_52_52 = e4
% 60.13/25.32  										|
% 60.13/25.32  											| Equations (565) can reduce 217 to:
% 60.13/25.32  											| (399)  ~ (all_0_43_43 = e4)
% 60.13/25.32  											|
% 60.13/25.32  											| Equations (565) can reduce 101 to:
% 60.13/25.32  											| (566)  ~ (all_0_50_50 = e4)
% 60.13/25.32  											|
% 60.13/25.32  											| Equations (565) can reduce 20 to:
% 60.13/25.32  											| (475)  ~ (all_0_51_51 = e4)
% 60.13/25.32  											|
% 60.13/25.32  											| Equations (565) can reduce 46 to:
% 60.13/25.32  											| (1452)  ~ (all_0_53_53 = e4)
% 60.13/25.32  											|
% 60.13/25.32  											| Simplifying 1452 yields:
% 60.13/25.32  											| (1453)  ~ (all_0_53_53 = e4)
% 60.13/25.32  											|
% 60.13/25.32  											| Equations (565) can reduce 11 to:
% 60.13/25.32  											| (838)  ~ (all_0_57_57 = e4)
% 60.13/25.32  											|
% 60.13/25.32  											| Simplifying 838 yields:
% 60.13/25.32  											| (839)  ~ (all_0_57_57 = e4)
% 60.13/25.32  											|
% 60.13/25.32  											| Equations (565) can reduce 166 to:
% 60.13/25.32  											| (188)  ~ (e4 = e3)
% 60.13/25.32  											|
% 60.13/25.32  											| Equations (565) can reduce 342 to:
% 60.13/25.32  											| (48)  ~ (e4 = e2)
% 60.13/25.32  											|
% 60.13/25.32  											| From (565) and (124) follows:
% 60.13/25.32  											| (570) op(e1, e1) = e4
% 60.13/25.32  											|
% 60.13/25.32  											+-Applying beta-rule and splitting (4), into two cases.
% 60.13/25.32  											|-Branch one:
% 60.13/25.32  											| (356) all_0_43_43 = e0
% 60.13/25.32  											|
% 60.13/25.32  												| Equations (356) can reduce 240 to:
% 60.13/25.32  												| (358)  ~ (all_0_42_42 = e0)
% 60.13/25.32  												|
% 60.13/25.32  												| Equations (356) can reduce 159 to:
% 60.13/25.32  												| (359)  ~ (all_0_44_44 = e0)
% 60.13/25.32  												|
% 60.13/25.32  												| Simplifying 359 yields:
% 60.13/25.32  												| (360)  ~ (all_0_44_44 = e0)
% 60.13/25.32  												|
% 60.13/25.32  												| Equations (356) can reduce 199 to:
% 60.13/25.32  												| (363)  ~ (all_0_57_57 = e0)
% 60.13/25.32  												|
% 60.13/25.32  												| Simplifying 363 yields:
% 60.13/25.32  												| (364)  ~ (all_0_57_57 = e0)
% 60.13/25.32  												|
% 60.13/25.32  												| From (356) and (37) follows:
% 60.13/25.32  												| (369) op(e3, e1) = e0
% 60.13/25.32  												|
% 60.13/25.32  												+-Applying beta-rule and splitting (12), into two cases.
% 60.13/25.32  												|-Branch one:
% 60.13/25.32  												| (442) all_0_57_57 = e2
% 60.13/25.32  												|
% 60.13/25.32  													| Equations (442) can reduce 344 to:
% 60.13/25.32  													| (266) $false
% 60.13/25.32  													|
% 60.13/25.32  													|-The branch is then unsatisfiable
% 60.13/25.32  												|-Branch two:
% 60.13/25.32  												| (344)  ~ (all_0_57_57 = e2)
% 60.13/25.32  												| (445) all_0_57_57 = e4 | all_0_57_57 = e1 | all_0_57_57 = e0
% 60.13/25.32  												|
% 60.13/25.32  													+-Applying beta-rule and splitting (445), into two cases.
% 60.13/25.32  													|-Branch one:
% 60.13/25.32  													| (871) all_0_57_57 = e4
% 60.13/25.32  													|
% 60.13/25.32  														| Equations (871) can reduce 839 to:
% 60.13/25.32  														| (266) $false
% 60.13/25.32  														|
% 60.13/25.32  														|-The branch is then unsatisfiable
% 60.13/25.32  													|-Branch two:
% 60.13/25.32  													| (839)  ~ (all_0_57_57 = e4)
% 60.13/25.32  													| (874) all_0_57_57 = e1 | all_0_57_57 = e0
% 60.13/25.32  													|
% 60.13/25.32  														+-Applying beta-rule and splitting (874), into two cases.
% 60.13/25.32  														|-Branch one:
% 60.13/25.32  														| (875) all_0_57_57 = e0
% 60.13/25.32  														|
% 60.13/25.32  															| Equations (875) can reduce 364 to:
% 60.13/25.32  															| (266) $false
% 60.13/25.32  															|
% 60.13/25.32  															|-The branch is then unsatisfiable
% 60.13/25.32  														|-Branch two:
% 60.13/25.32  														| (364)  ~ (all_0_57_57 = e0)
% 60.13/25.32  														| (647) all_0_57_57 = e1
% 60.13/25.32  														|
% 60.13/25.32  															| Equations (647) can reduce 81 to:
% 60.13/25.32  															| (632)  ~ (all_0_55_55 = e1)
% 60.13/25.32  															|
% 60.13/25.32  															| Equations (647) can reduce 140 to:
% 60.13/25.32  															| (466)  ~ (all_0_56_56 = e1)
% 60.13/25.32  															|
% 60.13/25.32  															| Equations (647) can reduce 148 to:
% 60.13/25.32  															| (879)  ~ (all_0_58_58 = e1)
% 60.13/25.32  															|
% 60.13/25.32  															| Simplifying 879 yields:
% 60.13/25.32  															| (880)  ~ (all_0_58_58 = e1)
% 60.13/25.32  															|
% 60.13/25.32  															| Equations (647) can reduce 67 to:
% 60.13/25.32  															| (467)  ~ (e3 = e1)
% 60.13/25.32  															|
% 60.13/25.32  															| Simplifying 467 yields:
% 60.13/25.32  															| (213)  ~ (e3 = e1)
% 60.13/25.32  															|
% 60.13/25.32  															+-Applying beta-rule and splitting (95), into two cases.
% 60.13/25.32  															|-Branch one:
% 60.13/25.32  															| (378) all_0_50_50 = e2
% 60.13/25.32  															|
% 60.13/25.32  																| Equations (378) can reduce 221 to:
% 60.13/25.32  																| (85)  ~ (all_0_41_41 = e2)
% 60.13/25.32  																|
% 60.13/25.32  																| Equations (378) can reduce 35 to:
% 60.13/25.32  																| (300)  ~ (all_0_46_46 = e2)
% 60.13/25.32  																|
% 60.13/25.32  																| Equations (378) can reduce 59 to:
% 60.13/25.32  																| (17668)  ~ (all_0_51_51 = e2)
% 60.13/25.32  																|
% 60.13/25.32  																| Simplifying 17668 yields:
% 60.13/25.32  																| (1099)  ~ (all_0_51_51 = e2)
% 60.13/25.32  																|
% 60.13/25.32  																| Equations (378) can reduce 190 to:
% 60.13/25.32  																| (508)  ~ (all_0_53_53 = e2)
% 60.13/25.32  																|
% 60.13/25.32  																| Simplifying 508 yields:
% 60.13/25.32  																| (509)  ~ (all_0_53_53 = e2)
% 60.13/25.32  																|
% 60.13/25.32  																| Equations (378) can reduce 93 to:
% 60.13/25.32  																| (303)  ~ (all_0_55_55 = e2)
% 60.13/25.32  																|
% 60.13/25.32  																| Simplifying 303 yields:
% 60.13/25.32  																| (304)  ~ (all_0_55_55 = e2)
% 60.13/25.32  																|
% 60.13/25.32  																| From (378) and (242) follows:
% 60.13/25.32  																| (26152) op(e1, e3) = e2
% 60.13/25.32  																|
% 60.13/25.32  																+-Applying beta-rule and splitting (174), into two cases.
% 60.13/25.32  																|-Branch one:
% 60.13/25.32  																| (386) all_0_55_55 = e2
% 60.13/25.32  																|
% 60.13/25.32  																	| Equations (386) can reduce 304 to:
% 60.13/25.32  																	| (266) $false
% 60.13/25.32  																	|
% 60.13/25.32  																	|-The branch is then unsatisfiable
% 60.13/25.32  																|-Branch two:
% 60.13/25.32  																| (304)  ~ (all_0_55_55 = e2)
% 60.13/25.32  																| (2051) all_0_55_55 = e4 | all_0_55_55 = e3 | all_0_55_55 = e1 | all_0_55_55 = e0
% 60.13/25.32  																|
% 60.13/25.32  																	+-Applying beta-rule and splitting (2051), into two cases.
% 60.13/25.32  																	|-Branch one:
% 60.13/25.32  																	| (587) all_0_55_55 = e4
% 60.13/25.32  																	|
% 60.13/25.32  																		| Equations (587) can reduce 763 to:
% 60.13/25.32  																		| (266) $false
% 60.13/25.32  																		|
% 60.13/25.32  																		|-The branch is then unsatisfiable
% 60.13/25.32  																	|-Branch two:
% 60.13/25.32  																	| (763)  ~ (all_0_55_55 = e4)
% 60.13/25.32  																	| (2055) all_0_55_55 = e3 | all_0_55_55 = e1 | all_0_55_55 = e0
% 60.13/25.32  																	|
% 60.13/25.32  																		+-Applying beta-rule and splitting (2055), into two cases.
% 60.13/25.32  																		|-Branch one:
% 60.13/25.32  																		| (858) all_0_55_55 = e0
% 60.13/25.32  																		|
% 60.13/25.32  																			| Equations (858) can reduce 191 to:
% 60.13/25.32  																			| (357)  ~ (all_0_41_41 = e0)
% 60.13/25.32  																			|
% 60.13/25.32  																			| Equations (858) can reduce 3 to:
% 60.13/25.32  																			| (490)  ~ (all_0_58_58 = e0)
% 60.13/25.32  																			|
% 60.13/25.32  																			| Simplifying 490 yields:
% 60.13/25.32  																			| (491)  ~ (all_0_58_58 = e0)
% 60.13/25.32  																			|
% 60.13/25.32  																			| Equations (858) can reduce 304 to:
% 60.13/25.32  																			| (365)  ~ (e2 = e0)
% 60.13/25.32  																			|
% 60.13/25.32  																			| Simplifying 365 yields:
% 60.13/25.32  																			| (128)  ~ (e2 = e0)
% 60.13/25.32  																			|
% 60.13/25.32  																			| Equations (858) can reduce 632 to:
% 60.13/25.32  																			| (435)  ~ (e1 = e0)
% 60.13/25.32  																			|
% 60.13/25.32  																			| Simplifying 435 yields:
% 60.13/25.32  																			| (233)  ~ (e1 = e0)
% 60.13/25.32  																			|
% 60.13/25.32  																			+-Applying beta-rule and splitting (75), into two cases.
% 60.13/25.32  																			|-Branch one:
% 60.13/25.32  																			| (485) all_0_40_40 = e0
% 60.13/25.32  																			|
% 60.13/25.32  																				| Combining equations (485,313) yields a new equation:
% 60.13/25.32  																				| (330) e2 = e0
% 60.13/25.32  																				|
% 60.13/25.32  																				| Equations (330) can reduce 128 to:
% 60.13/25.32  																				| (266) $false
% 60.13/25.32  																				|
% 60.13/25.32  																				|-The branch is then unsatisfiable
% 60.13/25.32  																			|-Branch two:
% 60.13/25.32  																			| (1401)  ~ (all_0_40_40 = e0)
% 60.13/25.32  																			| (1748) all_0_44_44 = e0 | all_0_49_49 = e0 | all_0_58_58 = e0
% 60.13/25.32  																			|
% 60.13/25.32  																				+-Applying beta-rule and splitting (1748), into two cases.
% 60.13/25.32  																				|-Branch one:
% 60.13/25.32  																				| (1414) all_0_44_44 = e0
% 60.13/25.32  																				|
% 60.13/25.32  																					| Equations (1414) can reduce 360 to:
% 60.13/25.32  																					| (266) $false
% 60.13/25.32  																					|
% 60.13/25.32  																					|-The branch is then unsatisfiable
% 60.13/25.32  																				|-Branch two:
% 60.13/25.32  																				| (360)  ~ (all_0_44_44 = e0)
% 60.13/25.32  																				| (1760) all_0_49_49 = e0 | all_0_58_58 = e0
% 60.13/25.32  																				|
% 60.13/25.32  																					+-Applying beta-rule and splitting (1760), into two cases.
% 60.13/25.32  																					|-Branch one:
% 60.13/25.32  																					| (978) all_0_49_49 = e0
% 60.13/25.32  																					|
% 60.13/25.32  																						| Equations (978) can reduce 9 to:
% 60.13/25.32  																						| (360)  ~ (all_0_44_44 = e0)
% 60.13/25.32  																						|
% 60.13/25.32  																						| Equations (978) can reduce 86 to:
% 60.13/25.32  																						| (678)  ~ (all_0_47_47 = e0)
% 60.13/25.32  																						|
% 60.13/25.32  																						| Equations (978) can reduce 65 to:
% 60.13/25.32  																						| (488)  ~ (all_0_53_53 = e0)
% 60.13/25.32  																						|
% 60.13/25.32  																						| Simplifying 488 yields:
% 60.13/25.32  																						| (247)  ~ (all_0_53_53 = e0)
% 60.13/25.32  																						|
% 60.13/25.32  																						| Equations (978) can reduce 119 to:
% 60.13/25.32  																						| (490)  ~ (all_0_58_58 = e0)
% 60.13/25.32  																						|
% 60.13/25.32  																						| Simplifying 490 yields:
% 60.13/25.32  																						| (491)  ~ (all_0_58_58 = e0)
% 60.13/25.32  																						|
% 60.13/25.32  																						| Equations (978) can reduce 340 to:
% 60.13/25.32  																						| (365)  ~ (e2 = e0)
% 60.13/25.32  																						|
% 60.13/25.32  																						| Simplifying 365 yields:
% 60.13/25.32  																						| (128)  ~ (e2 = e0)
% 60.13/25.32  																						|
% 60.13/25.32  																						+-Applying beta-rule and splitting (47), into two cases.
% 60.13/25.32  																						|-Branch one:
% 60.13/25.32  																						| (317) all_0_39_39 = e2
% 60.13/25.32  																						|
% 60.13/25.32  																							| Combining equations (317,480) yields a new equation:
% 60.13/25.32  																							| (391) e2 = e0
% 60.13/25.32  																							|
% 60.13/25.32  																							| Simplifying 391 yields:
% 60.13/25.32  																							| (330) e2 = e0
% 60.13/25.32  																							|
% 60.13/25.32  																							| Equations (330) can reduce 128 to:
% 60.13/25.32  																							| (266) $false
% 60.13/25.32  																							|
% 60.13/25.32  																							|-The branch is then unsatisfiable
% 60.13/25.32  																						|-Branch two:
% 60.13/25.32  																						| (294)  ~ (all_0_39_39 = e2)
% 60.13/25.32  																						| (385) all_0_47_47 = e2 | all_0_51_51 = e2 | all_0_56_56 = e2
% 60.13/25.32  																						|
% 60.13/25.32  																							+-Applying beta-rule and splitting (385), into two cases.
% 60.13/25.32  																							|-Branch one:
% 60.13/25.32  																							| (1105) all_0_47_47 = e2
% 60.13/25.32  																							|
% 60.13/25.32  																								| Equations (1105) can reduce 338 to:
% 60.13/25.32  																								| (266) $false
% 60.13/25.32  																								|
% 60.13/25.32  																								|-The branch is then unsatisfiable
% 60.13/25.32  																							|-Branch two:
% 60.13/25.32  																							| (338)  ~ (all_0_47_47 = e2)
% 60.13/25.32  																							| (1108) all_0_51_51 = e2 | all_0_56_56 = e2
% 60.13/25.32  																							|
% 60.13/25.32  																								+-Applying beta-rule and splitting (1108), into two cases.
% 60.13/25.32  																								|-Branch one:
% 60.13/25.32  																								| (504) all_0_51_51 = e2
% 60.13/25.32  																								|
% 60.13/25.32  																									| Equations (504) can reduce 1099 to:
% 60.13/25.32  																									| (266) $false
% 60.13/25.32  																									|
% 60.13/25.32  																									|-The branch is then unsatisfiable
% 60.13/25.32  																								|-Branch two:
% 60.13/25.32  																								| (1099)  ~ (all_0_51_51 = e2)
% 60.13/25.32  																								| (833) all_0_56_56 = e2
% 60.13/25.32  																								|
% 60.13/25.32  																									| Equations (833) can reduce 91 to:
% 60.13/25.32  																									| (338)  ~ (all_0_47_47 = e2)
% 60.13/25.32  																									|
% 60.13/25.32  																									| Equations (833) can reduce 16 to:
% 60.13/25.32  																									| (1099)  ~ (all_0_51_51 = e2)
% 60.13/25.32  																									|
% 60.13/25.32  																									| Equations (833) can reduce 44 to:
% 60.13/25.32  																									| (1186)  ~ (all_0_58_58 = e2)
% 60.13/25.32  																									|
% 60.13/25.32  																									| Simplifying 1186 yields:
% 60.13/25.32  																									| (908)  ~ (all_0_58_58 = e2)
% 60.13/25.32  																									|
% 60.13/25.32  																									| Equations (833) can reduce 466 to:
% 60.13/25.32  																									| (122)  ~ (e2 = e1)
% 60.13/25.32  																									|
% 60.13/25.32  																									| From (833) and (111) follows:
% 60.13/25.32  																									| (1508) op(e0, e2) = e2
% 60.13/25.32  																									|
% 60.13/25.32  																									+-Applying beta-rule and splitting (108), into two cases.
% 60.13/25.32  																									|-Branch one:
% 60.13/25.32  																									| (624) all_0_58_58 = e2
% 60.13/25.32  																									|
% 60.13/25.32  																										| Equations (624) can reduce 908 to:
% 60.13/25.32  																										| (266) $false
% 60.13/25.32  																										|
% 60.13/25.32  																										|-The branch is then unsatisfiable
% 60.13/25.32  																									|-Branch two:
% 60.13/25.32  																									| (908)  ~ (all_0_58_58 = e2)
% 60.13/25.32  																									| (909) all_0_58_58 = e4 | all_0_58_58 = e3 | all_0_58_58 = e1 | all_0_58_58 = e0
% 60.13/25.32  																									|
% 60.13/25.32  																										+-Applying beta-rule and splitting (909), into two cases.
% 60.13/25.32  																										|-Branch one:
% 60.13/25.32  																										| (910) all_0_58_58 = e4
% 60.13/25.32  																										|
% 60.13/25.32  																											| Equations (910) can reduce 181 to:
% 60.13/25.32  																											| (1390)  ~ (all_0_44_44 = e4)
% 60.13/25.32  																											|
% 60.13/25.32  																											| Equations (910) can reduce 10 to:
% 60.13/25.32  																											| (1453)  ~ (all_0_53_53 = e4)
% 60.13/25.32  																											|
% 60.13/25.32  																											| Equations (910) can reduce 276 to:
% 60.13/25.32  																											| (188)  ~ (e4 = e3)
% 60.13/25.32  																											|
% 60.13/25.32  																											| Equations (910) can reduce 491 to:
% 60.13/25.32  																											| (49)  ~ (e4 = e0)
% 60.13/25.32  																											|
% 60.13/25.32  																											| From (910) and (245) follows:
% 60.13/25.32  																											| (2661) op(e0, e0) = e4
% 60.13/25.32  																											|
% 60.13/25.32  																											+-Applying beta-rule and splitting (64), into two cases.
% 60.13/25.32  																											|-Branch one:
% 60.13/25.32  																											| (437) all_0_41_41 = e4
% 60.13/25.32  																											|
% 60.13/25.32  																												| Equations (437) can reduce 440 to:
% 60.13/25.32  																												| (266) $false
% 60.13/25.32  																												|
% 60.13/25.32  																												|-The branch is then unsatisfiable
% 60.13/25.32  																											|-Branch two:
% 60.13/25.32  																											| (440)  ~ (all_0_41_41 = e4)
% 60.13/25.32  																											| (441) all_0_42_42 = e4 | all_0_43_43 = e4 | all_0_44_44 = e4
% 60.13/25.32  																											|
% 60.13/25.32  																												+-Applying beta-rule and splitting (164), into two cases.
% 60.13/25.32  																												|-Branch one:
% 60.13/25.32  																												| (471) all_0_39_39 = e4
% 60.13/25.32  																												|
% 60.13/25.32  																													| Combining equations (471,480) yields a new equation:
% 60.13/25.32  																													| (481) e4 = e0
% 60.13/25.32  																													|
% 60.13/25.32  																													| Simplifying 481 yields:
% 60.13/25.32  																													| (397) e4 = e0
% 60.13/25.32  																													|
% 60.13/25.32  																													| Equations (397) can reduce 49 to:
% 60.13/25.32  																													| (266) $false
% 60.13/25.32  																													|
% 60.13/25.32  																													|-The branch is then unsatisfiable
% 60.13/25.32  																												|-Branch two:
% 60.13/25.32  																												| (1377)  ~ (all_0_39_39 = e4)
% 60.13/25.32  																												| (2115) all_0_42_42 = e4 | all_0_47_47 = e4 | all_0_51_51 = e4 | all_0_56_56 = e4
% 60.13/25.32  																												|
% 60.13/25.32  																													| Equations (480) can reduce 1377 to:
% 60.13/25.32  																													| (401)  ~ (e4 = e0)
% 60.13/25.32  																													|
% 60.13/25.32  																													| Simplifying 401 yields:
% 60.13/25.32  																													| (49)  ~ (e4 = e0)
% 60.13/25.32  																													|
% 60.13/25.32  																													+-Applying beta-rule and splitting (2115), into two cases.
% 60.13/25.32  																													|-Branch one:
% 60.13/25.32  																													| (1392) all_0_42_42 = e4
% 60.13/25.32  																													|
% 60.13/25.32  																														| Equations (1392) can reduce 214 to:
% 60.13/25.32  																														| (440)  ~ (all_0_41_41 = e4)
% 60.13/25.32  																														|
% 60.13/25.32  																														| Equations (1392) can reduce 73 to:
% 60.13/25.32  																														| (1903)  ~ (all_0_44_44 = e4)
% 60.13/25.32  																														|
% 60.13/25.32  																														| Simplifying 1903 yields:
% 60.13/25.32  																														| (1390)  ~ (all_0_44_44 = e4)
% 60.13/25.32  																														|
% 60.13/25.32  																														| Equations (1392) can reduce 198 to:
% 60.13/25.32  																														| (251)  ~ (all_0_47_47 = e4)
% 60.13/25.32  																														|
% 60.13/25.32  																														| Simplifying 251 yields:
% 60.13/25.32  																														| (252)  ~ (all_0_47_47 = e4)
% 60.13/25.32  																														|
% 60.13/25.32  																														| From (1392) and (210) follows:
% 60.13/25.32  																														| (4074) op(e3, e2) = e4
% 60.13/25.32  																														|
% 60.13/25.32  																														+-Applying beta-rule and splitting (113), into two cases.
% 60.13/25.32  																														|-Branch one:
% 60.13/25.32  																														| (403) all_0_41_41 = e3
% 60.13/25.32  																														|
% 60.13/25.32  																															| Equations (403) can reduce 149 to:
% 60.13/25.32  																															| (406)  ~ (all_0_44_44 = e3)
% 60.13/25.32  																															|
% 60.13/25.32  																															| Simplifying 406 yields:
% 60.13/25.32  																															| (407)  ~ (all_0_44_44 = e3)
% 60.13/25.32  																															|
% 60.13/25.32  																															| Equations (403) can reduce 43 to:
% 60.13/25.32  																															| (408)  ~ (all_0_46_46 = e3)
% 60.13/25.32  																															|
% 60.13/25.32  																															| Simplifying 408 yields:
% 60.13/25.32  																															| (409)  ~ (all_0_46_46 = e3)
% 60.13/25.32  																															|
% 60.13/25.32  																															| Equations (403) can reduce 440 to:
% 60.13/25.32  																															| (277)  ~ (e4 = e3)
% 60.13/25.32  																															|
% 60.13/25.32  																															| Simplifying 277 yields:
% 60.13/25.32  																															| (188)  ~ (e4 = e3)
% 60.13/25.32  																															|
% 60.13/25.32  																															| Equations (403) can reduce 85 to:
% 60.13/25.32  																															| (212)  ~ (e3 = e2)
% 60.13/25.32  																															|
% 60.13/25.32  																															| Equations (403) can reduce 357 to:
% 60.13/25.32  																															| (80)  ~ (e3 = e0)
% 60.13/25.32  																															|
% 60.13/25.32  																															+-Applying beta-rule and splitting (18), into two cases.
% 60.13/25.32  																															|-Branch one:
% 60.13/25.32  																															| (453) all_0_41_41 = e1
% 60.13/25.32  																															|
% 60.13/25.32  																																| Combining equations (453,403) yields a new equation:
% 60.13/25.32  																																| (455) e3 = e1
% 60.13/25.32  																																|
% 60.13/25.32  																																| Equations (455) can reduce 213 to:
% 60.13/25.32  																																| (266) $false
% 60.13/25.32  																																|
% 60.13/25.32  																																|-The branch is then unsatisfiable
% 60.13/25.32  																															|-Branch two:
% 60.13/25.32  																															| (457)  ~ (all_0_41_41 = e1)
% 60.13/25.32  																															| (595) all_0_46_46 = e1 | all_0_50_50 = e1 | all_0_55_55 = e1
% 60.13/25.32  																															|
% 60.13/25.32  																																+-Applying beta-rule and splitting (595), into two cases.
% 60.13/25.32  																																|-Branch one:
% 60.13/25.32  																																| (545) all_0_46_46 = e1
% 60.13/25.32  																																|
% 60.13/25.32  																																	| Equations (545) can reduce 19 to:
% 60.13/25.32  																																	| (461)  ~ (all_0_47_47 = e1)
% 60.13/25.32  																																	|
% 60.13/25.32  																																	| Simplifying 461 yields:
% 60.13/25.32  																																	| (462)  ~ (all_0_47_47 = e1)
% 60.13/25.32  																																	|
% 60.13/25.32  																																	| Equations (545) can reduce 250 to:
% 60.13/25.32  																																	| (602)  ~ (e4 = e1)
% 60.13/25.32  																																	|
% 60.13/25.32  																																	| Simplifying 602 yields:
% 60.13/25.32  																																	| (110)  ~ (e4 = e1)
% 60.13/25.32  																																	|
% 60.13/25.32  																																	| Equations (545) can reduce 409 to:
% 60.13/25.32  																																	| (467)  ~ (e3 = e1)
% 60.13/25.32  																																	|
% 60.13/25.32  																																	| Simplifying 467 yields:
% 60.13/25.32  																																	| (213)  ~ (e3 = e1)
% 60.13/25.32  																																	|
% 60.13/25.32  																																	| Equations (545) can reduce 300 to:
% 60.13/25.32  																																	| (604)  ~ (e2 = e1)
% 60.13/25.32  																																	|
% 60.13/25.32  																																	| Simplifying 604 yields:
% 60.13/25.32  																																	| (122)  ~ (e2 = e1)
% 60.13/25.32  																																	|
% 60.13/25.32  																																	| From (545) and (120) follows:
% 60.13/25.32  																																	| (2105) op(e2, e3) = e1
% 60.13/25.32  																																	|
% 60.13/25.32  																																	+-Applying beta-rule and splitting (103), into two cases.
% 60.13/25.32  																																	|-Branch one:
% 60.13/25.32  																																	| (453) all_0_41_41 = e1
% 60.13/25.32  																																	|
% 60.13/25.32  																																		| Combining equations (453,403) yields a new equation:
% 60.13/25.32  																																		| (455) e3 = e1
% 60.13/25.32  																																		|
% 60.13/25.32  																																		| Equations (455) can reduce 213 to:
% 60.13/25.32  																																		| (266) $false
% 60.13/25.32  																																		|
% 60.13/25.32  																																		|-The branch is then unsatisfiable
% 60.13/25.32  																																	|-Branch two:
% 60.13/25.32  																																	| (457)  ~ (all_0_41_41 = e1)
% 60.13/25.32  																																	| (458) all_0_42_42 = e1 | all_0_43_43 = e1 | all_0_44_44 = e1
% 60.13/25.32  																																	|
% 60.13/25.32  																																		| Equations (403) can reduce 457 to:
% 60.13/25.32  																																		| (213)  ~ (e3 = e1)
% 60.13/25.32  																																		|
% 60.13/25.32  																																		+-Applying beta-rule and splitting (131), into two cases.
% 60.13/25.32  																																		|-Branch one:
% 60.13/25.32  																																		| (459) all_0_42_42 = e1
% 60.13/25.32  																																		|
% 60.13/25.32  																																			| Combining equations (459,1392) yields a new equation:
% 60.13/25.32  																																			| (630) e4 = e1
% 60.13/25.32  																																			|
% 60.13/25.32  																																			| Equations (630) can reduce 110 to:
% 60.13/25.32  																																			| (266) $false
% 60.13/25.32  																																			|
% 60.13/25.32  																																			|-The branch is then unsatisfiable
% 60.13/25.32  																																		|-Branch two:
% 60.13/25.32  																																		| (1380)  ~ (all_0_42_42 = e1)
% 60.13/25.32  																																		| (3259) all_0_47_47 = e1 | all_0_51_51 = e1 | all_0_56_56 = e1
% 60.13/25.32  																																		|
% 60.13/25.32  																																			+-Applying beta-rule and splitting (105), into two cases.
% 60.13/25.32  																																			|-Branch one:
% 60.13/25.32  																																			| (1105) all_0_47_47 = e2
% 60.13/25.32  																																			|
% 60.13/25.32  																																				| Equations (1105) can reduce 338 to:
% 60.13/25.32  																																				| (266) $false
% 60.13/25.32  																																				|
% 60.13/25.32  																																				|-The branch is then unsatisfiable
% 60.13/25.32  																																			|-Branch two:
% 60.13/25.32  																																			| (338)  ~ (all_0_47_47 = e2)
% 60.13/25.32  																																			| (1789) all_0_47_47 = e4 | all_0_47_47 = e3 | all_0_47_47 = e1 | all_0_47_47 = e0
% 60.13/25.32  																																			|
% 60.13/25.32  																																				+-Applying beta-rule and splitting (3259), into two cases.
% 60.13/25.32  																																				|-Branch one:
% 60.13/25.32  																																				| (654) all_0_47_47 = e1
% 60.13/25.32  																																				|
% 60.13/25.32  																																					| Equations (654) can reduce 462 to:
% 60.13/25.32  																																					| (266) $false
% 60.13/25.32  																																					|
% 60.13/25.32  																																					|-The branch is then unsatisfiable
% 60.13/25.32  																																				|-Branch two:
% 60.13/25.32  																																				| (462)  ~ (all_0_47_47 = e1)
% 60.13/25.32  																																				| (3264) all_0_51_51 = e1 | all_0_56_56 = e1
% 60.13/25.32  																																				|
% 60.13/25.32  																																					+-Applying beta-rule and splitting (26), into two cases.
% 60.13/25.32  																																					|-Branch one:
% 60.13/25.32  																																					| (446) all_0_44_44 = e4
% 60.13/25.32  																																					|
% 60.13/25.32  																																						| Equations (446) can reduce 1390 to:
% 60.13/25.32  																																						| (266) $false
% 60.13/25.32  																																						|
% 60.13/25.32  																																						|-The branch is then unsatisfiable
% 60.13/25.32  																																					|-Branch two:
% 60.13/25.32  																																					| (1390)  ~ (all_0_44_44 = e4)
% 60.13/25.32  																																					| (1391) all_0_44_44 = e3 | all_0_44_44 = e1 | all_0_44_44 = e0
% 60.13/25.32  																																					|
% 60.13/25.32  																																						+-Applying beta-rule and splitting (3264), into two cases.
% 60.13/25.32  																																						|-Branch one:
% 60.13/25.32  																																						| (1109) all_0_51_51 = e1
% 60.13/25.32  																																						|
% 60.13/25.33  																																							| Equations (1109) can reduce 224 to:
% 60.13/25.33  																																							| (462)  ~ (all_0_47_47 = e1)
% 60.13/25.33  																																							|
% 60.13/25.33  																																							| From (1109) and (186) follows:
% 60.13/25.33  																																							| (699) op(e1, e2) = e1
% 60.13/25.33  																																							|
% 60.13/25.33  																																							+-Applying beta-rule and splitting (168), into two cases.
% 60.13/25.33  																																							|-Branch one:
% 60.13/25.33  																																							| (415) all_0_50_50 = e3
% 60.13/25.33  																																							|
% 60.13/25.33  																																								| Combining equations (378,415) yields a new equation:
% 60.13/25.33  																																								| (662) e3 = e2
% 60.13/25.33  																																								|
% 60.13/25.33  																																								| Equations (662) can reduce 212 to:
% 60.13/25.33  																																								| (266) $false
% 60.13/25.33  																																								|
% 60.13/25.33  																																								|-The branch is then unsatisfiable
% 60.13/25.33  																																							|-Branch two:
% 60.13/25.33  																																							| (411)  ~ (all_0_50_50 = e3)
% 60.13/25.33  																																							| (418) all_0_51_51 = e3 | all_0_53_53 = e3
% 60.13/25.33  																																							|
% 60.13/25.33  																																								+-Applying beta-rule and splitting (112), into two cases.
% 60.13/25.33  																																								|-Branch one:
% 60.13/25.33  																																								| (635) all_0_44_44 = e1
% 60.13/25.33  																																								|
% 60.13/25.33  																																									| Equations (635) can reduce 407 to:
% 60.13/25.33  																																									| (467)  ~ (e3 = e1)
% 60.13/25.33  																																									|
% 60.13/25.33  																																									| Simplifying 467 yields:
% 60.13/25.33  																																									| (213)  ~ (e3 = e1)
% 60.13/25.33  																																									|
% 60.13/25.33  																																									| Equations (635) can reduce 360 to:
% 60.13/25.33  																																									| (233)  ~ (e1 = e0)
% 60.13/25.33  																																									|
% 60.13/25.33  																																									| From (635) and (138) follows:
% 60.13/25.33  																																									| (1423) op(e3, e0) = e1
% 60.13/25.33  																																									|
% 60.13/25.33  																																									+-Applying beta-rule and splitting (189), into two cases.
% 60.13/25.33  																																									|-Branch one:
% 60.13/25.33  																																									| (532) all_0_44_44 = e3
% 60.13/25.33  																																									|
% 60.13/25.33  																																										| Combining equations (532,635) yields a new equation:
% 60.13/25.33  																																										| (454) e3 = e1
% 60.13/25.33  																																										|
% 60.13/25.33  																																										| Simplifying 454 yields:
% 60.13/25.33  																																										| (455) e3 = e1
% 60.13/25.33  																																										|
% 60.13/25.33  																																										| Equations (455) can reduce 213 to:
% 60.13/25.33  																																										| (266) $false
% 60.13/25.33  																																										|
% 60.13/25.33  																																										|-The branch is then unsatisfiable
% 60.13/25.33  																																									|-Branch two:
% 60.13/25.33  																																									| (407)  ~ (all_0_44_44 = e3)
% 60.13/25.33  																																									| (537) all_0_49_49 = e3 | all_0_53_53 = e3 | all_0_58_58 = e3
% 60.13/25.33  																																									|
% 60.13/25.33  																																										+-Applying beta-rule and splitting (78), into two cases.
% 60.13/25.33  																																										|-Branch one:
% 60.13/25.33  																																										| (423) all_0_45_45 = e3
% 60.13/25.33  																																										|
% 60.13/25.33  																																											| Combining equations (423,248) yields a new equation:
% 60.13/25.33  																																											| (425) e4 = e3
% 60.13/25.33  																																											|
% 60.13/25.33  																																											| Equations (425) can reduce 188 to:
% 60.13/25.33  																																											| (266) $false
% 60.13/25.33  																																											|
% 60.13/25.33  																																											|-The branch is then unsatisfiable
% 60.13/25.33  																																										|-Branch two:
% 60.13/25.33  																																										| (427)  ~ (all_0_45_45 = e3)
% 60.13/25.33  																																										| (428) all_0_46_46 = e3 | all_0_47_47 = e3 | all_0_49_49 = e3
% 60.13/25.33  																																										|
% 60.13/25.33  																																											| Equations (248) can reduce 427 to:
% 60.13/25.33  																																											| (188)  ~ (e4 = e3)
% 60.13/25.33  																																											|
% 60.13/25.33  																																											+-Applying beta-rule and splitting (180), into two cases.
% 60.13/25.33  																																											|-Branch one:
% 60.13/25.33  																																											| (516) all_0_42_42 = e3
% 60.13/25.33  																																											|
% 60.13/25.33  																																												| Combining equations (516,1392) yields a new equation:
% 60.13/25.33  																																												| (425) e4 = e3
% 60.13/25.33  																																												|
% 60.13/25.33  																																												| Equations (425) can reduce 188 to:
% 60.13/25.33  																																												| (266) $false
% 60.13/25.33  																																												|
% 60.13/25.33  																																												|-The branch is then unsatisfiable
% 60.13/25.33  																																											|-Branch two:
% 60.13/25.33  																																											| (405)  ~ (all_0_42_42 = e3)
% 60.13/25.33  																																											| (521) all_0_47_47 = e3 | all_0_51_51 = e3 | all_0_56_56 = e3
% 60.13/25.33  																																											|
% 60.13/25.33  																																												| Equations (1392) can reduce 405 to:
% 60.13/25.33  																																												| (188)  ~ (e4 = e3)
% 60.13/25.33  																																												|
% 60.13/25.33  																																												+-Applying beta-rule and splitting (537), into two cases.
% 60.13/25.33  																																												|-Branch one:
% 60.13/25.33  																																												| (884) all_0_49_49 = e3
% 60.13/25.33  																																												|
% 60.13/25.33  																																													| Combining equations (978,884) yields a new equation:
% 60.13/25.33  																																													| (676) e3 = e0
% 60.13/25.33  																																													|
% 60.13/25.33  																																													| Equations (676) can reduce 80 to:
% 60.13/25.33  																																													| (266) $false
% 60.13/25.33  																																													|
% 60.13/25.33  																																													|-The branch is then unsatisfiable
% 60.13/25.33  																																												|-Branch two:
% 60.13/25.33  																																												| (525)  ~ (all_0_49_49 = e3)
% 60.13/25.33  																																												| (887) all_0_53_53 = e3 | all_0_58_58 = e3
% 60.13/25.33  																																												|
% 60.13/25.33  																																													+-Applying beta-rule and splitting (1789), into two cases.
% 60.13/25.33  																																													|-Branch one:
% 60.13/25.33  																																													| (1790) all_0_47_47 = e4
% 60.13/25.33  																																													|
% 60.13/25.33  																																														| Equations (1790) can reduce 252 to:
% 60.13/25.33  																																														| (266) $false
% 60.13/25.33  																																														|
% 60.13/25.33  																																														|-The branch is then unsatisfiable
% 60.13/25.33  																																													|-Branch two:
% 60.13/25.33  																																													| (252)  ~ (all_0_47_47 = e4)
% 60.13/25.33  																																													| (1793) all_0_47_47 = e3 | all_0_47_47 = e1 | all_0_47_47 = e0
% 60.13/25.33  																																													|
% 60.13/25.33  																																														+-Applying beta-rule and splitting (887), into two cases.
% 60.13/25.33  																																														|-Branch one:
% 60.13/25.33  																																														| (665) all_0_53_53 = e3
% 60.13/25.33  																																														|
% 60.13/25.33  																																															| From (665) and (84) follows:
% 60.13/25.33  																																															| (3786) op(e1, e0) = e3
% 60.13/25.33  																																															|
% 60.13/25.33  																																															+-Applying beta-rule and splitting (521), into two cases.
% 60.13/25.33  																																															|-Branch one:
% 60.13/25.33  																																															| (522) all_0_47_47 = e3
% 60.13/25.33  																																															|
% 60.13/25.33  																																																| From (522) and (23) follows:
% 60.13/25.33  																																																| (531) op(e2, e2) = e3
% 60.13/25.33  																																																|
% 60.13/25.33  																																																+-Applying beta-rule and splitting (56), into two cases.
% 60.13/25.33  																																																|-Branch one:
% 60.13/25.33  																																																| (696) unit = e2
% 60.13/25.33  																																																|
% 60.13/25.33  																																																	| From (696) and (24) follows:
% 60.13/25.33  																																																	| (697) op(e2, e3) = e3
% 60.13/25.33  																																																	|
% 60.13/25.33  																																																	| From (696) and (227) follows:
% 60.13/25.33  																																																	| (4284) op(e4, e2) = e4
% 60.13/25.33  																																																	|
% 60.13/25.33  																																																	| From (696) and (40) follows:
% 60.13/25.33  																																																	| (4285) op(e3, e2) = e3
% 60.13/25.33  																																																	|
% 60.13/25.33  																																																	| From (696) and (32) follows:
% 60.13/25.33  																																																	| (698) op(e2, e2) = e2
% 60.13/25.33  																																																	|
% 60.13/25.33  																																																	| Instantiating formula (29) with e4, e2, e4, e0 and discharging atoms op(e4, e2) = e4, op(e4, e2) = e0, yields:
% 60.13/25.33  																																																	| (397) e4 = e0
% 60.13/25.33  																																																	|
% 60.13/25.33  																																																	| Instantiating formula (29) with e3, e2, e3, e4 and discharging atoms op(e3, e2) = e4, op(e3, e2) = e3, yields:
% 60.13/25.33  																																																	| (425) e4 = e3
% 60.13/25.33  																																																	|
% 60.13/25.33  																																																	| Instantiating formula (29) with e2, e3, e3, e1 and discharging atoms op(e2, e3) = e3, op(e2, e3) = e1, yields:
% 60.13/25.33  																																																	| (455) e3 = e1
% 60.13/25.33  																																																	|
% 60.13/25.33  																																																	| Instantiating formula (29) with e2, e2, e2, e3 and discharging atoms op(e2, e2) = e3, op(e2, e2) = e2, yields:
% 60.13/25.33  																																																	| (662) e3 = e2
% 60.13/25.33  																																																	|
% 60.13/25.33  																																																	| Combining equations (397,425) yields a new equation:
% 60.13/25.33  																																																	| (676) e3 = e0
% 60.13/25.33  																																																	|
% 60.13/25.33  																																																	| Combining equations (676,662) yields a new equation:
% 60.13/25.33  																																																	| (330) e2 = e0
% 60.13/25.33  																																																	|
% 60.13/25.33  																																																	| Combining equations (455,662) yields a new equation:
% 60.13/25.33  																																																	| (617) e2 = e1
% 60.13/25.33  																																																	|
% 60.13/25.33  																																																	| Combining equations (617,330) yields a new equation:
% 60.13/25.33  																																																	| (546) e1 = e0
% 60.13/25.33  																																																	|
% 60.13/25.33  																																																	| Simplifying 546 yields:
% 60.13/25.33  																																																	| (431) e1 = e0
% 60.13/25.33  																																																	|
% 60.13/25.33  																																																	| Equations (431) can reduce 233 to:
% 60.13/25.33  																																																	| (266) $false
% 60.13/25.33  																																																	|
% 60.13/25.33  																																																	|-The branch is then unsatisfiable
% 60.13/25.33  																																																|-Branch two:
% 60.13/25.33  																																																| (707)  ~ (unit = e2)
% 60.13/25.33  																																																| (708) unit = e4 | unit = e3 | unit = e1 | unit = e0
% 60.13/25.33  																																																|
% 60.13/25.33  																																																	+-Applying beta-rule and splitting (708), into two cases.
% 60.13/25.33  																																																	|-Branch one:
% 60.13/25.33  																																																	| (709) unit = e4
% 60.13/25.33  																																																	|
% 60.13/25.33  																																																		| From (709) and (24) follows:
% 60.13/25.33  																																																		| (33325) op(e4, e3) = e3
% 60.13/25.33  																																																		|
% 60.13/25.33  																																																		| From (709) and (211) follows:
% 60.13/25.33  																																																		| (22527) op(e4, e1) = e1
% 60.13/25.33  																																																		|
% 60.13/25.33  																																																		| From (709) and (209) follows:
% 60.13/25.33  																																																		| (3072) op(e4, e0) = e0
% 60.13/25.33  																																																		|
% 60.13/25.33  																																																		| From (709) and (32) follows:
% 60.13/25.33  																																																		| (712) op(e2, e4) = e2
% 60.13/25.33  																																																		|
% 60.13/25.33  																																																		| Instantiating formula (29) with e4, e3, e3, e4 and discharging atoms op(e4, e3) = e4, op(e4, e3) = e3, yields:
% 60.13/25.33  																																																		| (425) e4 = e3
% 60.13/25.33  																																																		|
% 60.13/25.33  																																																		| Instantiating formula (29) with e4, e1, e1, e3 and discharging atoms op(e4, e1) = e3, op(e4, e1) = e1, yields:
% 60.13/25.33  																																																		| (455) e3 = e1
% 60.13/25.33  																																																		|
% 60.13/25.33  																																																		| Instantiating formula (29) with e4, e0, e0, e2 and discharging atoms op(e4, e0) = e2, op(e4, e0) = e0, yields:
% 60.13/25.33  																																																		| (330) e2 = e0
% 60.13/25.33  																																																		|
% 60.13/25.33  																																																		| Instantiating formula (29) with e2, e4, e2, e4 and discharging atoms op(e2, e4) = e4, op(e2, e4) = e2, yields:
% 60.13/25.33  																																																		| (323) e4 = e2
% 60.13/25.33  																																																		|
% 60.13/25.33  																																																		| Combining equations (425,323) yields a new equation:
% 60.13/25.33  																																																		| (661) e3 = e2
% 60.13/25.33  																																																		|
% 60.13/25.33  																																																		| Simplifying 661 yields:
% 60.13/25.33  																																																		| (662) e3 = e2
% 60.13/25.33  																																																		|
% 60.13/25.33  																																																		| Combining equations (662,455) yields a new equation:
% 60.13/25.33  																																																		| (616) e2 = e1
% 60.13/25.33  																																																		|
% 60.13/25.33  																																																		| Simplifying 616 yields:
% 60.13/25.33  																																																		| (617) e2 = e1
% 60.13/25.33  																																																		|
% 60.13/25.33  																																																		| Combining equations (330,617) yields a new equation:
% 60.13/25.33  																																																		| (431) e1 = e0
% 60.13/25.33  																																																		|
% 60.13/25.33  																																																		| Equations (431) can reduce 233 to:
% 60.13/25.33  																																																		| (266) $false
% 60.13/25.33  																																																		|
% 60.13/25.33  																																																		|-The branch is then unsatisfiable
% 60.13/25.33  																																																	|-Branch two:
% 60.13/25.33  																																																	| (724)  ~ (unit = e4)
% 60.13/25.33  																																																	| (725) unit = e3 | unit = e1 | unit = e0
% 60.13/25.33  																																																	|
% 60.13/25.33  																																																		+-Applying beta-rule and splitting (725), into two cases.
% 60.13/25.33  																																																		|-Branch one:
% 60.13/25.33  																																																		| (726) unit = e0
% 60.13/25.33  																																																		|
% 60.13/25.33  																																																			| From (726) and (244) follows:
% 60.13/25.33  																																																			| (2207) op(e0, e4) = e4
% 60.13/25.33  																																																			|
% 60.13/25.33  																																																			| From (726) and (28) follows:
% 60.13/25.33  																																																			| (2698) op(e1, e0) = e1
% 60.13/25.33  																																																			|
% 60.13/25.33  																																																			| From (726) and (42) follows:
% 60.13/25.33  																																																			| (728) op(e0, e0) = e0
% 60.13/25.33  																																																			|
% 60.13/25.33  																																																			| Instantiating formula (29) with e1, e0, e1, e3 and discharging atoms op(e1, e0) = e3, op(e1, e0) = e1, yields:
% 60.13/25.33  																																																			| (455) e3 = e1
% 60.13/25.33  																																																			|
% 60.13/25.33  																																																			| Instantiating formula (29) with e0, e4, e4, e3 and discharging atoms op(e0, e4) = e4, op(e0, e4) = e3, yields:
% 60.13/25.33  																																																			| (425) e4 = e3
% 60.13/25.33  																																																			|
% 60.13/25.33  																																																			| Instantiating formula (29) with e0, e0, e0, e4 and discharging atoms op(e0, e0) = e4, op(e0, e0) = e0, yields:
% 60.13/25.33  																																																			| (397) e4 = e0
% 60.13/25.33  																																																			|
% 60.13/25.33  																																																			| Combining equations (425,397) yields a new equation:
% 60.13/25.33  																																																			| (675) e3 = e0
% 60.13/25.33  																																																			|
% 60.13/25.33  																																																			| Simplifying 675 yields:
% 60.13/25.33  																																																			| (676) e3 = e0
% 60.13/25.33  																																																			|
% 60.13/25.33  																																																			| Combining equations (676,455) yields a new equation:
% 60.13/25.33  																																																			| (431) e1 = e0
% 60.13/25.33  																																																			|
% 60.13/25.33  																																																			| Equations (431) can reduce 233 to:
% 60.13/25.33  																																																			| (266) $false
% 60.13/25.33  																																																			|
% 60.13/25.33  																																																			|-The branch is then unsatisfiable
% 60.13/25.33  																																																		|-Branch two:
% 60.13/25.33  																																																		| (734)  ~ (unit = e0)
% 60.13/25.33  																																																		| (735) unit = e3 | unit = e1
% 60.13/25.33  																																																		|
% 60.13/25.33  																																																			+-Applying beta-rule and splitting (735), into two cases.
% 60.13/25.33  																																																			|-Branch one:
% 60.13/25.33  																																																			| (736) unit = e1
% 60.13/25.33  																																																			|
% 60.13/25.33  																																																				| Equations (736) can reduce 734 to:
% 60.13/25.33  																																																				| (233)  ~ (e1 = e0)
% 60.13/25.33  																																																				|
% 60.13/25.33  																																																				| From (736) and (244) follows:
% 60.13/25.33  																																																				| (738) op(e1, e4) = e4
% 60.13/25.33  																																																				|
% 60.13/25.33  																																																				| From (736) and (24) follows:
% 60.13/25.33  																																																				| (1934) op(e1, e3) = e3
% 60.13/25.33  																																																				|
% 60.13/25.33  																																																				| From (736) and (15) follows:
% 60.13/25.33  																																																				| (515) op(e1, e2) = e2
% 60.13/25.33  																																																				|
% 60.13/25.33  																																																				| From (736) and (227) follows:
% 60.13/25.33  																																																				| (739) op(e4, e1) = e4
% 60.13/25.33  																																																				|
% 60.13/25.33  																																																				| Instantiating formula (29) with e4, e1, e4, e3 and discharging atoms op(e4, e1) = e4, op(e4, e1) = e3, yields:
% 60.13/25.33  																																																				| (425) e4 = e3
% 60.13/25.33  																																																				|
% 60.13/25.33  																																																				| Instantiating formula (29) with e1, e4, e4, e0 and discharging atoms op(e1, e4) = e4, op(e1, e4) = e0, yields:
% 60.13/25.33  																																																				| (397) e4 = e0
% 60.13/25.33  																																																				|
% 60.13/25.33  																																																				| Instantiating formula (29) with e1, e3, e3, e2 and discharging atoms op(e1, e3) = e3, op(e1, e3) = e2, yields:
% 60.13/25.33  																																																				| (662) e3 = e2
% 60.13/25.33  																																																				|
% 60.13/25.33  																																																				| Instantiating formula (29) with e1, e2, e2, e1 and discharging atoms op(e1, e2) = e2, op(e1, e2) = e1, yields:
% 60.13/25.33  																																																				| (617) e2 = e1
% 60.13/25.33  																																																				|
% 60.13/25.33  																																																				| Combining equations (425,397) yields a new equation:
% 60.13/25.33  																																																				| (675) e3 = e0
% 60.13/25.33  																																																				|
% 60.13/25.33  																																																				| Simplifying 675 yields:
% 60.13/25.33  																																																				| (676) e3 = e0
% 60.13/25.33  																																																				|
% 60.13/25.33  																																																				| Combining equations (662,676) yields a new equation:
% 60.13/25.33  																																																				| (391) e2 = e0
% 60.13/25.33  																																																				|
% 60.13/25.33  																																																				| Simplifying 391 yields:
% 60.13/25.33  																																																				| (330) e2 = e0
% 60.13/25.33  																																																				|
% 60.13/25.33  																																																				| Combining equations (330,617) yields a new equation:
% 60.13/25.33  																																																				| (431) e1 = e0
% 60.13/25.33  																																																				|
% 60.13/25.33  																																																				| Equations (431) can reduce 233 to:
% 60.13/25.33  																																																				| (266) $false
% 60.13/25.33  																																																				|
% 60.13/25.33  																																																				|-The branch is then unsatisfiable
% 60.13/25.33  																																																			|-Branch two:
% 60.13/25.33  																																																			| (748)  ~ (unit = e1)
% 60.13/25.33  																																																			| (749) unit = e3
% 60.13/25.33  																																																			|
% 60.13/25.33  																																																				| From (749) and (209) follows:
% 60.13/25.33  																																																				| (1667) op(e3, e0) = e0
% 60.13/25.33  																																																				|
% 60.13/25.33  																																																				| Instantiating formula (29) with e3, e0, e0, e1 and discharging atoms op(e3, e0) = e1, op(e3, e0) = e0, yields:
% 60.13/25.33  																																																				| (431) e1 = e0
% 60.13/25.33  																																																				|
% 60.13/25.33  																																																				| Equations (431) can reduce 233 to:
% 60.13/25.33  																																																				| (266) $false
% 60.13/25.33  																																																				|
% 60.13/25.33  																																																				|-The branch is then unsatisfiable
% 60.13/25.33  																																															|-Branch two:
% 60.13/25.33  																																															| (1091)  ~ (all_0_47_47 = e3)
% 60.13/25.33  																																															| (1092) all_0_51_51 = e3 | all_0_56_56 = e3
% 60.13/25.33  																																															|
% 60.13/25.33  																																																+-Applying beta-rule and splitting (1793), into two cases.
% 60.13/25.33  																																																|-Branch one:
% 60.13/25.33  																																																| (674) all_0_47_47 = e0
% 60.13/25.33  																																																|
% 60.13/25.33  																																																	| Equations (674) can reduce 678 to:
% 60.13/25.33  																																																	| (266) $false
% 60.13/25.33  																																																	|
% 60.13/25.33  																																																	|-The branch is then unsatisfiable
% 60.13/25.33  																																																|-Branch two:
% 60.13/25.33  																																																| (678)  ~ (all_0_47_47 = e0)
% 60.13/25.33  																																																| (1831) all_0_47_47 = e3 | all_0_47_47 = e1
% 60.13/25.33  																																																|
% 60.13/25.33  																																																	+-Applying beta-rule and splitting (1831), into two cases.
% 60.13/25.33  																																																	|-Branch one:
% 60.13/25.33  																																																	| (654) all_0_47_47 = e1
% 60.13/25.33  																																																	|
% 60.13/25.33  																																																		| Equations (654) can reduce 462 to:
% 60.13/25.33  																																																		| (266) $false
% 60.13/25.33  																																																		|
% 60.13/25.33  																																																		|-The branch is then unsatisfiable
% 60.13/25.33  																																																	|-Branch two:
% 60.13/25.33  																																																	| (462)  ~ (all_0_47_47 = e1)
% 60.13/25.33  																																																	| (522) all_0_47_47 = e3
% 60.13/25.33  																																																	|
% 60.13/25.33  																																																		| Equations (522) can reduce 1091 to:
% 60.13/25.33  																																																		| (266) $false
% 60.13/25.33  																																																		|
% 60.13/25.33  																																																		|-The branch is then unsatisfiable
% 60.13/25.33  																																														|-Branch two:
% 60.13/25.33  																																														| (903)  ~ (all_0_53_53 = e3)
% 60.13/25.33  																																														| (795) all_0_58_58 = e3
% 60.13/25.33  																																														|
% 60.13/25.33  																																															| Combining equations (910,795) yields a new equation:
% 60.13/25.33  																																															| (424) e4 = e3
% 60.13/25.33  																																															|
% 60.13/25.33  																																															| Simplifying 424 yields:
% 60.13/25.33  																																															| (425) e4 = e3
% 60.13/25.33  																																															|
% 60.13/25.33  																																															| Equations (425) can reduce 188 to:
% 60.13/25.33  																																															| (266) $false
% 60.13/25.33  																																															|
% 60.13/25.33  																																															|-The branch is then unsatisfiable
% 60.13/25.33  																																								|-Branch two:
% 60.13/25.33  																																								| (639)  ~ (all_0_44_44 = e1)
% 60.13/25.33  																																								| (640) all_0_49_49 = e1 | all_0_53_53 = e1 | all_0_58_58 = e1
% 60.13/25.33  																																								|
% 60.13/25.33  																																									+-Applying beta-rule and splitting (1391), into two cases.
% 60.13/25.33  																																									|-Branch one:
% 60.13/25.33  																																									| (1414) all_0_44_44 = e0
% 60.13/25.33  																																									|
% 60.13/25.33  																																										| Equations (1414) can reduce 360 to:
% 60.13/25.33  																																										| (266) $false
% 60.13/25.33  																																										|
% 60.13/25.33  																																										|-The branch is then unsatisfiable
% 60.13/25.33  																																									|-Branch two:
% 60.13/25.33  																																									| (360)  ~ (all_0_44_44 = e0)
% 60.13/25.33  																																									| (1417) all_0_44_44 = e3 | all_0_44_44 = e1
% 60.13/25.33  																																									|
% 60.13/25.33  																																										+-Applying beta-rule and splitting (78), into two cases.
% 60.13/25.33  																																										|-Branch one:
% 60.13/25.33  																																										| (423) all_0_45_45 = e3
% 60.13/25.33  																																										|
% 60.13/25.33  																																											| Combining equations (423,248) yields a new equation:
% 60.13/25.33  																																											| (425) e4 = e3
% 60.13/25.33  																																											|
% 60.13/25.33  																																											| Equations (425) can reduce 188 to:
% 60.13/25.33  																																											| (266) $false
% 60.13/25.33  																																											|
% 60.13/25.33  																																											|-The branch is then unsatisfiable
% 60.13/25.33  																																										|-Branch two:
% 60.13/25.33  																																										| (427)  ~ (all_0_45_45 = e3)
% 60.13/25.33  																																										| (428) all_0_46_46 = e3 | all_0_47_47 = e3 | all_0_49_49 = e3
% 60.13/25.33  																																										|
% 60.13/25.33  																																											| Equations (248) can reduce 427 to:
% 60.13/25.33  																																											| (188)  ~ (e4 = e3)
% 60.13/25.33  																																											|
% 60.13/25.33  																																											+-Applying beta-rule and splitting (180), into two cases.
% 60.13/25.33  																																											|-Branch one:
% 60.13/25.33  																																											| (516) all_0_42_42 = e3
% 60.13/25.33  																																											|
% 60.13/25.33  																																												| Combining equations (516,1392) yields a new equation:
% 60.13/25.33  																																												| (425) e4 = e3
% 60.13/25.33  																																												|
% 60.13/25.33  																																												| Equations (425) can reduce 188 to:
% 60.13/25.33  																																												| (266) $false
% 60.13/25.33  																																												|
% 60.13/25.33  																																												|-The branch is then unsatisfiable
% 60.13/25.33  																																											|-Branch two:
% 60.13/25.33  																																											| (405)  ~ (all_0_42_42 = e3)
% 60.13/25.33  																																											| (521) all_0_47_47 = e3 | all_0_51_51 = e3 | all_0_56_56 = e3
% 60.13/25.33  																																											|
% 60.13/25.33  																																												+-Applying beta-rule and splitting (521), into two cases.
% 60.13/25.33  																																												|-Branch one:
% 60.13/25.33  																																												| (522) all_0_47_47 = e3
% 60.13/25.33  																																												|
% 60.13/25.33  																																													| Equations (522) can reduce 462 to:
% 60.13/25.33  																																													| (213)  ~ (e3 = e1)
% 60.13/25.33  																																													|
% 60.13/25.33  																																													+-Applying beta-rule and splitting (418), into two cases.
% 60.13/25.33  																																													|-Branch one:
% 60.13/25.33  																																													| (660) all_0_51_51 = e3
% 60.13/25.33  																																													|
% 60.13/25.33  																																														| Combining equations (1109,660) yields a new equation:
% 60.13/25.33  																																														| (455) e3 = e1
% 60.13/25.33  																																														|
% 60.13/25.33  																																														| Equations (455) can reduce 213 to:
% 60.13/25.33  																																														| (266) $false
% 60.13/25.33  																																														|
% 60.13/25.33  																																														|-The branch is then unsatisfiable
% 60.13/25.33  																																													|-Branch two:
% 60.13/25.33  																																													| (664)  ~ (all_0_51_51 = e3)
% 60.13/25.33  																																													| (665) all_0_53_53 = e3
% 60.13/25.33  																																													|
% 60.13/25.33  																																														| Equations (665) can reduce 220 to:
% 60.13/25.33  																																														| (407)  ~ (all_0_44_44 = e3)
% 60.13/25.33  																																														|
% 60.13/25.33  																																														+-Applying beta-rule and splitting (1417), into two cases.
% 60.13/25.33  																																														|-Branch one:
% 60.13/25.33  																																														| (635) all_0_44_44 = e1
% 60.13/25.33  																																														|
% 60.13/25.33  																																															| Equations (635) can reduce 639 to:
% 60.13/25.33  																																															| (266) $false
% 60.13/25.33  																																															|
% 60.13/25.33  																																															|-The branch is then unsatisfiable
% 60.13/25.33  																																														|-Branch two:
% 60.13/25.33  																																														| (639)  ~ (all_0_44_44 = e1)
% 60.13/25.33  																																														| (532) all_0_44_44 = e3
% 60.13/25.33  																																														|
% 60.13/25.33  																																															| Equations (532) can reduce 407 to:
% 60.13/25.33  																																															| (266) $false
% 60.13/25.33  																																															|
% 60.13/25.33  																																															|-The branch is then unsatisfiable
% 60.13/25.33  																																												|-Branch two:
% 60.13/25.33  																																												| (1091)  ~ (all_0_47_47 = e3)
% 60.13/25.33  																																												| (1092) all_0_51_51 = e3 | all_0_56_56 = e3
% 60.13/25.33  																																												|
% 60.13/25.33  																																													+-Applying beta-rule and splitting (428), into two cases.
% 60.13/25.33  																																													|-Branch one:
% 60.13/25.33  																																													| (1557) all_0_46_46 = e3
% 60.13/25.33  																																													|
% 60.13/25.33  																																														| Combining equations (1557,545) yields a new equation:
% 60.13/25.33  																																														| (454) e3 = e1
% 60.13/25.33  																																														|
% 60.13/25.33  																																														| Simplifying 454 yields:
% 60.13/25.33  																																														| (455) e3 = e1
% 60.13/25.33  																																														|
% 60.13/25.33  																																														| Equations (455) can reduce 213 to:
% 60.13/25.33  																																														| (266) $false
% 60.13/25.33  																																														|
% 60.13/25.33  																																														|-The branch is then unsatisfiable
% 60.13/25.33  																																													|-Branch two:
% 60.13/25.33  																																													| (409)  ~ (all_0_46_46 = e3)
% 60.13/25.33  																																													| (1561) all_0_47_47 = e3 | all_0_49_49 = e3
% 60.13/25.33  																																													|
% 60.13/25.33  																																														+-Applying beta-rule and splitting (1561), into two cases.
% 60.13/25.33  																																														|-Branch one:
% 60.13/25.33  																																														| (522) all_0_47_47 = e3
% 60.13/25.33  																																														|
% 60.13/25.33  																																															| Equations (522) can reduce 1091 to:
% 60.13/25.33  																																															| (266) $false
% 60.13/25.33  																																															|
% 60.13/25.33  																																															|-The branch is then unsatisfiable
% 60.13/25.33  																																														|-Branch two:
% 60.13/25.33  																																														| (1091)  ~ (all_0_47_47 = e3)
% 60.13/25.33  																																														| (884) all_0_49_49 = e3
% 60.13/25.33  																																														|
% 60.13/25.33  																																															| Combining equations (978,884) yields a new equation:
% 60.13/25.33  																																															| (676) e3 = e0
% 60.13/25.33  																																															|
% 60.13/25.33  																																															| Equations (676) can reduce 80 to:
% 60.13/25.33  																																															| (266) $false
% 60.13/25.33  																																															|
% 60.13/25.33  																																															|-The branch is then unsatisfiable
% 60.13/25.34  																																						|-Branch two:
% 60.13/25.34  																																						| (464)  ~ (all_0_51_51 = e1)
% 60.13/25.34  																																						| (1569) all_0_56_56 = e1
% 60.13/25.34  																																						|
% 60.13/25.34  																																							| Combining equations (1569,833) yields a new equation:
% 60.13/25.34  																																							| (617) e2 = e1
% 60.13/25.34  																																							|
% 60.13/25.34  																																							| Equations (617) can reduce 122 to:
% 60.13/25.34  																																							| (266) $false
% 60.13/25.34  																																							|
% 60.13/25.34  																																							|-The branch is then unsatisfiable
% 60.13/25.34  																																|-Branch two:
% 60.13/25.34  																																| (549)  ~ (all_0_46_46 = e1)
% 60.13/25.34  																																| (600) all_0_50_50 = e1 | all_0_55_55 = e1
% 60.13/25.34  																																|
% 60.13/25.34  																																	+-Applying beta-rule and splitting (600), into two cases.
% 60.13/25.34  																																	|-Branch one:
% 60.13/25.34  																																	| (601) all_0_50_50 = e1
% 60.13/25.34  																																	|
% 60.13/25.34  																																		| Combining equations (378,601) yields a new equation:
% 60.13/25.34  																																		| (616) e2 = e1
% 60.13/25.34  																																		|
% 60.13/25.34  																																		| Simplifying 616 yields:
% 60.13/25.34  																																		| (617) e2 = e1
% 60.13/25.34  																																		|
% 60.13/25.34  																																		| Equations (617) can reduce 122 to:
% 60.13/25.34  																																		| (266) $false
% 60.13/25.34  																																		|
% 60.13/25.34  																																		|-The branch is then unsatisfiable
% 60.13/25.34  																																	|-Branch two:
% 60.13/25.34  																																	| (759)  ~ (all_0_50_50 = e1)
% 60.13/25.34  																																	| (629) all_0_55_55 = e1
% 60.13/25.34  																																	|
% 60.13/25.34  																																		| Combining equations (629,858) yields a new equation:
% 60.13/25.34  																																		| (546) e1 = e0
% 60.13/25.34  																																		|
% 60.13/25.34  																																		| Simplifying 546 yields:
% 60.13/25.34  																																		| (431) e1 = e0
% 60.13/25.34  																																		|
% 60.13/25.34  																																		| Equations (431) can reduce 233 to:
% 60.13/25.34  																																		| (266) $false
% 60.13/25.34  																																		|
% 60.13/25.34  																																		|-The branch is then unsatisfiable
% 60.13/25.34  																														|-Branch two:
% 60.13/25.34  																														| (1898)  ~ (all_0_41_41 = e3)
% 60.13/25.34  																														| (1899) all_0_42_42 = e3 | all_0_44_44 = e3
% 60.13/25.34  																														|
% 60.13/25.34  																															+-Applying beta-rule and splitting (1899), into two cases.
% 60.13/25.34  																															|-Branch one:
% 60.13/25.34  																															| (516) all_0_42_42 = e3
% 60.13/25.34  																															|
% 60.13/25.34  																																| Combining equations (516,1392) yields a new equation:
% 60.13/25.34  																																| (425) e4 = e3
% 60.13/25.34  																																|
% 60.13/25.34  																																| Equations (425) can reduce 188 to:
% 60.13/25.34  																																| (266) $false
% 60.13/25.34  																																|
% 60.13/25.34  																																|-The branch is then unsatisfiable
% 60.13/25.34  																															|-Branch two:
% 60.13/25.34  																															| (405)  ~ (all_0_42_42 = e3)
% 60.13/25.34  																															| (532) all_0_44_44 = e3
% 60.13/25.34  																															|
% 60.13/25.34  																																| Equations (532) can reduce 149 to:
% 60.13/25.34  																																| (1898)  ~ (all_0_41_41 = e3)
% 60.13/25.34  																																|
% 60.13/25.34  																																| Equations (532) can reduce 220 to:
% 60.13/25.34  																																| (1114)  ~ (all_0_53_53 = e3)
% 60.13/25.34  																																|
% 60.13/25.34  																																| Simplifying 1114 yields:
% 60.13/25.34  																																| (903)  ~ (all_0_53_53 = e3)
% 60.13/25.34  																																|
% 60.13/25.34  																																| Equations (532) can reduce 147 to:
% 60.13/25.34  																																| (212)  ~ (e3 = e2)
% 60.13/25.34  																																|
% 60.13/25.34  																																| From (532) and (138) follows:
% 60.13/25.34  																																| (1639) op(e3, e0) = e3
% 60.13/25.34  																																|
% 60.13/25.34  																																+-Applying beta-rule and splitting (168), into two cases.
% 60.13/25.34  																																|-Branch one:
% 60.13/25.34  																																| (415) all_0_50_50 = e3
% 60.13/25.34  																																|
% 60.13/25.34  																																	| Combining equations (378,415) yields a new equation:
% 60.13/25.34  																																	| (662) e3 = e2
% 60.13/25.34  																																	|
% 60.13/25.34  																																	| Equations (662) can reduce 212 to:
% 60.13/25.34  																																	| (266) $false
% 60.13/25.34  																																	|
% 60.13/25.34  																																	|-The branch is then unsatisfiable
% 60.13/25.34  																																|-Branch two:
% 60.13/25.34  																																| (411)  ~ (all_0_50_50 = e3)
% 60.13/25.34  																																| (418) all_0_51_51 = e3 | all_0_53_53 = e3
% 60.13/25.34  																																|
% 60.13/25.34  																																	+-Applying beta-rule and splitting (103), into two cases.
% 60.13/25.34  																																	|-Branch one:
% 60.13/25.34  																																	| (453) all_0_41_41 = e1
% 60.13/25.34  																																	|
% 60.13/25.34  																																		| Equations (453) can reduce 43 to:
% 60.13/25.34  																																		| (4059)  ~ (all_0_46_46 = e1)
% 60.13/25.34  																																		|
% 60.13/25.34  																																		| Simplifying 4059 yields:
% 60.13/25.34  																																		| (549)  ~ (all_0_46_46 = e1)
% 60.13/25.34  																																		|
% 60.13/25.34  																																		| Equations (453) can reduce 1898 to:
% 60.13/25.34  																																		| (467)  ~ (e3 = e1)
% 60.13/25.34  																																		|
% 60.13/25.34  																																		| Simplifying 467 yields:
% 60.13/25.34  																																		| (213)  ~ (e3 = e1)
% 60.13/25.34  																																		|
% 60.13/25.34  																																		| Equations (453) can reduce 85 to:
% 60.13/25.34  																																		| (604)  ~ (e2 = e1)
% 60.13/25.34  																																		|
% 60.13/25.34  																																		| Simplifying 604 yields:
% 60.13/25.34  																																		| (122)  ~ (e2 = e1)
% 60.13/25.34  																																		|
% 60.13/25.34  																																		+-Applying beta-rule and splitting (196), into two cases.
% 60.13/25.34  																																		|-Branch one:
% 60.13/25.34  																																		| (607) all_0_53_53 = e2
% 60.13/25.34  																																		|
% 60.13/25.34  																																			| Equations (607) can reduce 509 to:
% 60.13/25.34  																																			| (266) $false
% 60.13/25.34  																																			|
% 60.13/25.34  																																			|-The branch is then unsatisfiable
% 60.13/25.34  																																		|-Branch two:
% 60.13/25.34  																																		| (509)  ~ (all_0_53_53 = e2)
% 60.13/25.34  																																		| (610) all_0_53_53 = e4 | all_0_53_53 = e3 | all_0_53_53 = e1
% 60.13/25.34  																																		|
% 60.13/25.34  																																			+-Applying beta-rule and splitting (418), into two cases.
% 60.13/25.34  																																			|-Branch one:
% 60.13/25.34  																																			| (660) all_0_51_51 = e3
% 60.13/25.34  																																			|
% 60.13/25.34  																																				| Equations (660) can reduce 224 to:
% 60.13/25.34  																																				| (1091)  ~ (all_0_47_47 = e3)
% 60.13/25.34  																																				|
% 60.13/25.34  																																				| Equations (660) can reduce 6 to:
% 60.13/25.34  																																				| (1114)  ~ (all_0_53_53 = e3)
% 60.13/25.34  																																				|
% 60.13/25.34  																																				| Simplifying 1114 yields:
% 60.13/25.34  																																				| (903)  ~ (all_0_53_53 = e3)
% 60.13/25.34  																																				|
% 60.13/25.34  																																				| Equations (660) can reduce 1099 to:
% 60.13/25.34  																																				| (212)  ~ (e3 = e2)
% 60.13/25.34  																																				|
% 60.13/25.34  																																				| Equations (660) can reduce 115 to:
% 60.13/25.34  																																				| (80)  ~ (e3 = e0)
% 60.13/25.34  																																				|
% 60.13/25.34  																																				| From (660) and (186) follows:
% 60.13/25.34  																																				| (1552) op(e1, e2) = e3
% 60.13/25.34  																																				|
% 60.13/25.34  																																				+-Applying beta-rule and splitting (160), into two cases.
% 60.13/25.34  																																				|-Branch one:
% 60.22/25.34  																																				| (601) all_0_50_50 = e1
% 60.22/25.34  																																				|
% 60.22/25.34  																																					| Combining equations (378,601) yields a new equation:
% 60.22/25.34  																																					| (616) e2 = e1
% 60.22/25.34  																																					|
% 60.22/25.34  																																					| Simplifying 616 yields:
% 60.22/25.34  																																					| (617) e2 = e1
% 60.22/25.34  																																					|
% 60.22/25.34  																																					| Equations (617) can reduce 122 to:
% 60.22/25.34  																																					| (266) $false
% 60.22/25.34  																																					|
% 60.22/25.34  																																					|-The branch is then unsatisfiable
% 60.22/25.34  																																				|-Branch two:
% 60.22/25.34  																																				| (759)  ~ (all_0_50_50 = e1)
% 60.22/25.34  																																				| (1168) all_0_51_51 = e1 | all_0_52_52 = e1 | all_0_53_53 = e1
% 60.22/25.34  																																				|
% 60.22/25.34  																																					+-Applying beta-rule and splitting (135), into two cases.
% 60.22/25.34  																																					|-Branch one:
% 60.22/25.34  																																					| (545) all_0_46_46 = e1
% 60.22/25.34  																																					|
% 60.22/25.34  																																						| Equations (545) can reduce 549 to:
% 60.22/25.34  																																						| (266) $false
% 60.22/25.34  																																						|
% 60.22/25.34  																																						|-The branch is then unsatisfiable
% 60.22/25.34  																																					|-Branch two:
% 60.22/25.34  																																					| (549)  ~ (all_0_46_46 = e1)
% 60.22/25.34  																																					| (550) all_0_47_47 = e1 | all_0_48_48 = e1 | all_0_49_49 = e1
% 60.22/25.34  																																					|
% 60.22/25.34  																																						+-Applying beta-rule and splitting (112), into two cases.
% 60.22/25.34  																																						|-Branch one:
% 60.22/25.34  																																						| (635) all_0_44_44 = e1
% 60.22/25.34  																																						|
% 60.22/25.34  																																							| Combining equations (635,532) yields a new equation:
% 60.22/25.34  																																							| (455) e3 = e1
% 60.22/25.34  																																							|
% 60.22/25.34  																																							| Equations (455) can reduce 213 to:
% 60.22/25.34  																																							| (266) $false
% 60.22/25.34  																																							|
% 60.22/25.34  																																							|-The branch is then unsatisfiable
% 60.22/25.34  																																						|-Branch two:
% 60.22/25.34  																																						| (639)  ~ (all_0_44_44 = e1)
% 60.22/25.34  																																						| (640) all_0_49_49 = e1 | all_0_53_53 = e1 | all_0_58_58 = e1
% 60.22/25.34  																																						|
% 60.22/25.34  																																							| Equations (532) can reduce 639 to:
% 60.22/25.34  																																							| (213)  ~ (e3 = e1)
% 60.22/25.34  																																							|
% 60.22/25.34  																																							+-Applying beta-rule and splitting (144), into two cases.
% 60.22/25.34  																																							|-Branch one:
% 60.22/25.34  																																							| (403) all_0_41_41 = e3
% 60.22/25.34  																																							|
% 60.22/25.34  																																								| Combining equations (403,453) yields a new equation:
% 60.22/25.34  																																								| (454) e3 = e1
% 60.22/25.34  																																								|
% 60.22/25.34  																																								| Simplifying 454 yields:
% 60.22/25.34  																																								| (455) e3 = e1
% 60.22/25.34  																																								|
% 60.22/25.34  																																								| Equations (455) can reduce 213 to:
% 60.22/25.34  																																								| (266) $false
% 60.22/25.34  																																								|
% 60.22/25.34  																																								|-The branch is then unsatisfiable
% 60.22/25.34  																																							|-Branch two:
% 60.22/25.34  																																							| (1898)  ~ (all_0_41_41 = e3)
% 60.22/25.34  																																							| (1923) all_0_46_46 = e3 | all_0_50_50 = e3 | all_0_55_55 = e3
% 60.22/25.34  																																							|
% 60.22/25.34  																																								+-Applying beta-rule and splitting (610), into two cases.
% 60.22/25.34  																																								|-Branch one:
% 60.22/25.34  																																								| (1298) all_0_53_53 = e4
% 60.22/25.34  																																								|
% 60.22/25.34  																																									| Equations (1298) can reduce 1453 to:
% 60.22/25.34  																																									| (266) $false
% 60.22/25.34  																																									|
% 60.22/25.34  																																									|-The branch is then unsatisfiable
% 60.22/25.34  																																								|-Branch two:
% 60.22/25.34  																																								| (1453)  ~ (all_0_53_53 = e4)
% 60.22/25.34  																																								| (1694) all_0_53_53 = e3 | all_0_53_53 = e1
% 60.22/25.34  																																								|
% 60.22/25.34  																																									+-Applying beta-rule and splitting (550), into two cases.
% 60.22/25.34  																																									|-Branch one:
% 60.22/25.34  																																									| (654) all_0_47_47 = e1
% 60.22/25.34  																																									|
% 60.22/25.34  																																										| Equations (654) can reduce 252 to:
% 60.22/25.34  																																										| (602)  ~ (e4 = e1)
% 60.22/25.34  																																										|
% 60.22/25.34  																																										| Simplifying 602 yields:
% 60.22/25.34  																																										| (110)  ~ (e4 = e1)
% 60.22/25.34  																																										|
% 60.22/25.34  																																										| Equations (654) can reduce 1091 to:
% 60.22/25.34  																																										| (467)  ~ (e3 = e1)
% 60.22/25.34  																																										|
% 60.22/25.34  																																										| Simplifying 467 yields:
% 60.22/25.34  																																										| (213)  ~ (e3 = e1)
% 60.22/25.34  																																										|
% 60.22/25.34  																																										+-Applying beta-rule and splitting (1168), into two cases.
% 60.22/25.34  																																										|-Branch one:
% 60.22/25.34  																																										| (1109) all_0_51_51 = e1
% 60.22/25.34  																																										|
% 60.22/25.34  																																											| Combining equations (660,1109) yields a new equation:
% 60.22/25.34  																																											| (454) e3 = e1
% 60.22/25.34  																																											|
% 60.22/25.34  																																											| Simplifying 454 yields:
% 60.22/25.34  																																											| (455) e3 = e1
% 60.22/25.34  																																											|
% 60.22/25.34  																																											| Equations (455) can reduce 213 to:
% 60.22/25.34  																																											| (266) $false
% 60.22/25.34  																																											|
% 60.22/25.34  																																											|-The branch is then unsatisfiable
% 60.22/25.34  																																										|-Branch two:
% 60.22/25.34  																																										| (464)  ~ (all_0_51_51 = e1)
% 60.22/25.34  																																										| (1202) all_0_52_52 = e1 | all_0_53_53 = e1
% 60.22/25.34  																																										|
% 60.22/25.34  																																											+-Applying beta-rule and splitting (1202), into two cases.
% 60.22/25.34  																																											|-Branch one:
% 60.22/25.34  																																											| (642) all_0_52_52 = e1
% 60.22/25.34  																																											|
% 60.22/25.34  																																												| Combining equations (565,642) yields a new equation:
% 60.22/25.34  																																												| (636) e4 = e1
% 60.22/25.34  																																												|
% 60.22/25.34  																																												| Simplifying 636 yields:
% 60.22/25.34  																																												| (630) e4 = e1
% 60.22/25.34  																																												|
% 60.22/25.34  																																												| Equations (630) can reduce 110 to:
% 60.22/25.34  																																												| (266) $false
% 60.22/25.34  																																												|
% 60.22/25.34  																																												|-The branch is then unsatisfiable
% 60.22/25.34  																																											|-Branch two:
% 60.22/25.34  																																											| (646)  ~ (all_0_52_52 = e1)
% 60.22/25.34  																																											| (1208) all_0_53_53 = e1
% 60.22/25.34  																																											|
% 60.22/25.34  																																												| Equations (1208) can reduce 247 to:
% 60.22/25.34  																																												| (233)  ~ (e1 = e0)
% 60.22/25.34  																																												|
% 60.22/25.34  																																												+-Applying beta-rule and splitting (1923), into two cases.
% 60.22/25.34  																																												|-Branch one:
% 60.22/25.34  																																												| (1557) all_0_46_46 = e3
% 60.22/25.34  																																												|
% 60.22/25.34  																																													| From (1557) and (120) follows:
% 60.22/25.34  																																													| (697) op(e2, e3) = e3
% 60.22/25.34  																																													|
% 60.22/25.34  																																													+-Applying beta-rule and splitting (56), into two cases.
% 60.22/25.34  																																													|-Branch one:
% 60.22/25.34  																																													| (696) unit = e2
% 60.22/25.34  																																													|
% 60.22/25.34  																																														| From (696) and (211) follows:
% 60.22/25.34  																																														| (1612) op(e2, e1) = e1
% 60.22/25.34  																																														|
% 60.22/25.34  																																														| From (696) and (42) follows:
% 60.22/25.34  																																														| (1613) op(e0, e2) = e0
% 60.22/25.34  																																														|
% 60.22/25.34  																																														| Instantiating formula (29) with e2, e1, e1, e2 and discharging atoms op(e2, e1) = e2, op(e2, e1) = e1, yields:
% 60.22/25.34  																																														| (617) e2 = e1
% 60.22/25.34  																																														|
% 60.22/25.34  																																														| Instantiating formula (29) with e0, e2, e0, e2 and discharging atoms op(e0, e2) = e2, op(e0, e2) = e0, yields:
% 60.22/25.34  																																														| (330) e2 = e0
% 60.22/25.34  																																														|
% 60.22/25.34  																																														| Combining equations (617,330) yields a new equation:
% 60.22/25.34  																																														| (546) e1 = e0
% 60.22/25.34  																																														|
% 60.22/25.34  																																														| Simplifying 546 yields:
% 60.22/25.34  																																														| (431) e1 = e0
% 60.22/25.34  																																														|
% 60.22/25.34  																																														| Equations (431) can reduce 233 to:
% 60.22/25.34  																																														| (266) $false
% 60.22/25.34  																																														|
% 60.22/25.34  																																														|-The branch is then unsatisfiable
% 60.22/25.34  																																													|-Branch two:
% 60.22/25.34  																																													| (707)  ~ (unit = e2)
% 60.22/25.34  																																													| (708) unit = e4 | unit = e3 | unit = e1 | unit = e0
% 60.22/25.34  																																													|
% 60.22/25.34  																																														+-Applying beta-rule and splitting (708), into two cases.
% 60.22/25.34  																																														|-Branch one:
% 60.22/25.34  																																														| (709) unit = e4
% 60.22/25.34  																																														|
% 60.22/25.34  																																															| From (709) and (24) follows:
% 60.22/25.34  																																															| (33325) op(e4, e3) = e3
% 60.22/25.34  																																															|
% 60.22/25.34  																																															| From (709) and (211) follows:
% 60.22/25.34  																																															| (22527) op(e4, e1) = e1
% 60.22/25.34  																																															|
% 60.22/25.34  																																															| From (709) and (209) follows:
% 60.22/25.34  																																															| (3072) op(e4, e0) = e0
% 60.22/25.34  																																															|
% 60.22/25.34  																																															| From (709) and (32) follows:
% 60.22/25.34  																																															| (712) op(e2, e4) = e2
% 60.22/25.34  																																															|
% 60.22/25.34  																																															| Instantiating formula (29) with e4, e3, e3, e4 and discharging atoms op(e4, e3) = e4, op(e4, e3) = e3, yields:
% 60.22/25.34  																																															| (425) e4 = e3
% 60.22/25.34  																																															|
% 60.22/25.34  																																															| Instantiating formula (29) with e4, e1, e1, e3 and discharging atoms op(e4, e1) = e3, op(e4, e1) = e1, yields:
% 60.22/25.34  																																															| (455) e3 = e1
% 60.22/25.34  																																															|
% 60.22/25.34  																																															| Instantiating formula (29) with e4, e0, e0, e2 and discharging atoms op(e4, e0) = e2, op(e4, e0) = e0, yields:
% 60.22/25.34  																																															| (330) e2 = e0
% 60.22/25.34  																																															|
% 60.22/25.34  																																															| Instantiating formula (29) with e2, e4, e2, e4 and discharging atoms op(e2, e4) = e4, op(e2, e4) = e2, yields:
% 60.22/25.34  																																															| (323) e4 = e2
% 60.22/25.34  																																															|
% 60.22/25.34  																																															| Combining equations (425,323) yields a new equation:
% 60.22/25.34  																																															| (661) e3 = e2
% 60.22/25.34  																																															|
% 60.22/25.34  																																															| Simplifying 661 yields:
% 60.22/25.34  																																															| (662) e3 = e2
% 60.22/25.34  																																															|
% 60.22/25.34  																																															| Combining equations (662,455) yields a new equation:
% 60.22/25.34  																																															| (616) e2 = e1
% 60.22/25.34  																																															|
% 60.22/25.34  																																															| Simplifying 616 yields:
% 60.22/25.34  																																															| (617) e2 = e1
% 60.22/25.34  																																															|
% 60.22/25.34  																																															| Combining equations (330,617) yields a new equation:
% 60.22/25.34  																																															| (431) e1 = e0
% 60.22/25.34  																																															|
% 60.22/25.34  																																															| Equations (431) can reduce 233 to:
% 60.22/25.34  																																															| (266) $false
% 60.22/25.34  																																															|
% 60.22/25.34  																																															|-The branch is then unsatisfiable
% 60.22/25.34  																																														|-Branch two:
% 60.22/25.34  																																														| (724)  ~ (unit = e4)
% 60.22/25.34  																																														| (725) unit = e3 | unit = e1 | unit = e0
% 60.22/25.34  																																														|
% 60.22/25.34  																																															+-Applying beta-rule and splitting (725), into two cases.
% 60.22/25.34  																																															|-Branch one:
% 60.22/25.34  																																															| (726) unit = e0
% 60.22/25.34  																																															|
% 60.22/25.34  																																																| Equations (726) can reduce 707 to:
% 60.22/25.34  																																																| (365)  ~ (e2 = e0)
% 60.22/25.34  																																																|
% 60.22/25.34  																																																| Simplifying 365 yields:
% 60.22/25.34  																																																| (128)  ~ (e2 = e0)
% 60.22/25.34  																																																|
% 60.22/25.34  																																																| From (726) and (227) follows:
% 60.22/25.34  																																																| (3205) op(e4, e0) = e4
% 60.22/25.34  																																																|
% 60.22/25.34  																																																| From (726) and (42) follows:
% 60.22/25.34  																																																| (728) op(e0, e0) = e0
% 60.22/25.34  																																																|
% 60.22/25.34  																																																| Instantiating formula (29) with e4, e0, e4, e2 and discharging atoms op(e4, e0) = e4, op(e4, e0) = e2, yields:
% 60.22/25.34  																																																| (323) e4 = e2
% 60.22/25.34  																																																|
% 60.22/25.34  																																																| Instantiating formula (29) with e0, e0, e0, e4 and discharging atoms op(e0, e0) = e4, op(e0, e0) = e0, yields:
% 60.22/25.34  																																																| (397) e4 = e0
% 60.22/25.34  																																																|
% 60.22/25.34  																																																| Combining equations (323,397) yields a new equation:
% 60.22/25.34  																																																| (391) e2 = e0
% 60.22/25.34  																																																|
% 60.22/25.34  																																																| Simplifying 391 yields:
% 60.22/25.34  																																																| (330) e2 = e0
% 60.22/25.34  																																																|
% 60.22/25.34  																																																| Equations (330) can reduce 128 to:
% 60.22/25.34  																																																| (266) $false
% 60.22/25.34  																																																|
% 60.22/25.34  																																																|-The branch is then unsatisfiable
% 60.22/25.34  																																															|-Branch two:
% 60.22/25.34  																																															| (734)  ~ (unit = e0)
% 60.22/25.34  																																															| (735) unit = e3 | unit = e1
% 60.22/25.34  																																															|
% 60.22/25.34  																																																+-Applying beta-rule and splitting (735), into two cases.
% 60.22/25.34  																																																|-Branch one:
% 60.22/25.34  																																																| (736) unit = e1
% 60.22/25.34  																																																|
% 60.22/25.34  																																																	| Equations (736) can reduce 734 to:
% 60.22/25.34  																																																	| (233)  ~ (e1 = e0)
% 60.22/25.34  																																																	|
% 60.22/25.34  																																																	| From (736) and (244) follows:
% 60.22/25.34  																																																	| (738) op(e1, e4) = e4
% 60.22/25.34  																																																	|
% 60.22/25.34  																																																	| From (736) and (15) follows:
% 60.22/25.34  																																																	| (515) op(e1, e2) = e2
% 60.22/25.34  																																																	|
% 60.22/25.34  																																																	| From (736) and (227) follows:
% 60.22/25.34  																																																	| (739) op(e4, e1) = e4
% 60.22/25.34  																																																	|
% 60.22/25.34  																																																	| From (736) and (28) follows:
% 60.22/25.34  																																																	| (740) op(e1, e1) = e1
% 60.22/25.34  																																																	|
% 60.22/25.34  																																																	| Instantiating formula (29) with e4, e1, e4, e3 and discharging atoms op(e4, e1) = e4, op(e4, e1) = e3, yields:
% 60.22/25.34  																																																	| (425) e4 = e3
% 60.22/25.34  																																																	|
% 60.22/25.34  																																																	| Instantiating formula (29) with e1, e4, e4, e0 and discharging atoms op(e1, e4) = e4, op(e1, e4) = e0, yields:
% 60.22/25.34  																																																	| (397) e4 = e0
% 60.22/25.34  																																																	|
% 60.22/25.34  																																																	| Instantiating formula (29) with e1, e2, e2, e3 and discharging atoms op(e1, e2) = e3, op(e1, e2) = e2, yields:
% 60.22/25.34  																																																	| (662) e3 = e2
% 60.22/25.34  																																																	|
% 60.22/25.34  																																																	| Instantiating formula (29) with e1, e1, e1, e4 and discharging atoms op(e1, e1) = e4, op(e1, e1) = e1, yields:
% 60.22/25.34  																																																	| (630) e4 = e1
% 60.22/25.34  																																																	|
% 60.22/25.34  																																																	| Combining equations (630,425) yields a new equation:
% 60.22/25.34  																																																	| (455) e3 = e1
% 60.22/25.34  																																																	|
% 60.22/25.34  																																																	| Combining equations (397,425) yields a new equation:
% 60.22/25.34  																																																	| (676) e3 = e0
% 60.22/25.34  																																																	|
% 60.22/25.34  																																																	| Combining equations (455,662) yields a new equation:
% 60.22/25.34  																																																	| (617) e2 = e1
% 60.22/25.34  																																																	|
% 60.22/25.34  																																																	| Combining equations (676,662) yields a new equation:
% 60.22/25.34  																																																	| (330) e2 = e0
% 60.22/25.34  																																																	|
% 60.22/25.34  																																																	| Combining equations (617,330) yields a new equation:
% 60.22/25.34  																																																	| (546) e1 = e0
% 60.22/25.34  																																																	|
% 60.22/25.34  																																																	| Simplifying 546 yields:
% 60.22/25.34  																																																	| (431) e1 = e0
% 60.22/25.34  																																																	|
% 60.22/25.34  																																																	| Equations (431) can reduce 233 to:
% 60.22/25.34  																																																	| (266) $false
% 60.22/25.34  																																																	|
% 60.22/25.34  																																																	|-The branch is then unsatisfiable
% 60.22/25.34  																																																|-Branch two:
% 60.22/25.34  																																																| (748)  ~ (unit = e1)
% 60.22/25.34  																																																| (749) unit = e3
% 60.22/25.34  																																																|
% 60.22/25.34  																																																	| From (749) and (209) follows:
% 60.22/25.34  																																																	| (1667) op(e3, e0) = e0
% 60.22/25.34  																																																	|
% 60.22/25.34  																																																	| From (749) and (32) follows:
% 60.22/25.34  																																																	| (5793) op(e2, e3) = e2
% 60.22/25.34  																																																	|
% 60.22/25.34  																																																	| From (749) and (28) follows:
% 60.22/25.34  																																																	| (2235) op(e1, e3) = e1
% 60.22/25.34  																																																	|
% 60.22/25.34  																																																	| Instantiating formula (29) with e3, e0, e0, e3 and discharging atoms op(e3, e0) = e3, op(e3, e0) = e0, yields:
% 60.22/25.34  																																																	| (676) e3 = e0
% 60.22/25.34  																																																	|
% 60.22/25.34  																																																	| Instantiating formula (29) with e2, e3, e2, e3 and discharging atoms op(e2, e3) = e3, op(e2, e3) = e2, yields:
% 60.22/25.34  																																																	| (662) e3 = e2
% 60.22/25.34  																																																	|
% 60.22/25.34  																																																	| Instantiating formula (29) with e1, e3, e1, e2 and discharging atoms op(e1, e3) = e2, op(e1, e3) = e1, yields:
% 60.22/25.35  																																																	| (617) e2 = e1
% 60.22/25.35  																																																	|
% 60.22/25.35  																																																	| Combining equations (662,676) yields a new equation:
% 60.22/25.35  																																																	| (391) e2 = e0
% 60.22/25.35  																																																	|
% 60.22/25.35  																																																	| Simplifying 391 yields:
% 60.22/25.35  																																																	| (330) e2 = e0
% 60.22/25.35  																																																	|
% 60.22/25.35  																																																	| Combining equations (330,617) yields a new equation:
% 60.22/25.35  																																																	| (431) e1 = e0
% 60.22/25.35  																																																	|
% 60.22/25.35  																																																	| Equations (431) can reduce 233 to:
% 60.22/25.35  																																																	| (266) $false
% 60.22/25.35  																																																	|
% 60.22/25.35  																																																	|-The branch is then unsatisfiable
% 60.22/25.35  																																												|-Branch two:
% 60.22/25.35  																																												| (409)  ~ (all_0_46_46 = e3)
% 60.22/25.35  																																												| (4042) all_0_50_50 = e3 | all_0_55_55 = e3
% 60.22/25.35  																																												|
% 60.22/25.35  																																													+-Applying beta-rule and splitting (4042), into two cases.
% 60.22/25.35  																																													|-Branch one:
% 60.22/25.35  																																													| (415) all_0_50_50 = e3
% 60.22/25.35  																																													|
% 60.22/25.35  																																														| Combining equations (378,415) yields a new equation:
% 60.22/25.35  																																														| (662) e3 = e2
% 60.22/25.35  																																														|
% 60.22/25.35  																																														| Equations (662) can reduce 212 to:
% 60.22/25.35  																																														| (266) $false
% 60.22/25.35  																																														|
% 60.22/25.35  																																														|-The branch is then unsatisfiable
% 60.22/25.35  																																													|-Branch two:
% 60.22/25.35  																																													| (411)  ~ (all_0_50_50 = e3)
% 60.22/25.35  																																													| (2336) all_0_55_55 = e3
% 60.22/25.35  																																													|
% 60.22/25.35  																																														| Combining equations (2336,858) yields a new equation:
% 60.22/25.35  																																														| (675) e3 = e0
% 60.22/25.35  																																														|
% 60.22/25.35  																																														| Simplifying 675 yields:
% 60.22/25.35  																																														| (676) e3 = e0
% 60.22/25.35  																																														|
% 60.22/25.35  																																														| Equations (676) can reduce 80 to:
% 60.22/25.35  																																														| (266) $false
% 60.22/25.35  																																														|
% 60.22/25.35  																																														|-The branch is then unsatisfiable
% 60.22/25.35  																																									|-Branch two:
% 60.22/25.35  																																									| (462)  ~ (all_0_47_47 = e1)
% 60.22/25.35  																																									| (659) all_0_48_48 = e1 | all_0_49_49 = e1
% 60.22/25.35  																																									|
% 60.22/25.35  																																										+-Applying beta-rule and splitting (1694), into two cases.
% 60.22/25.35  																																										|-Branch one:
% 60.22/25.35  																																										| (1208) all_0_53_53 = e1
% 60.22/25.35  																																										|
% 60.22/25.35  																																											| Equations (1208) can reduce 509 to:
% 60.22/25.35  																																											| (604)  ~ (e2 = e1)
% 60.22/25.35  																																											|
% 60.22/25.35  																																											| Simplifying 604 yields:
% 60.22/25.35  																																											| (122)  ~ (e2 = e1)
% 60.22/25.35  																																											|
% 60.22/25.35  																																											| Equations (1208) can reduce 247 to:
% 60.22/25.35  																																											| (233)  ~ (e1 = e0)
% 60.22/25.35  																																											|
% 60.22/25.35  																																											+-Applying beta-rule and splitting (659), into two cases.
% 60.22/25.35  																																											|-Branch one:
% 60.22/25.35  																																											| (615) all_0_48_48 = e1
% 60.22/25.35  																																											|
% 60.22/25.35  																																												| Combining equations (335,615) yields a new equation:
% 60.22/25.35  																																												| (616) e2 = e1
% 60.22/25.35  																																												|
% 60.22/25.35  																																												| Simplifying 616 yields:
% 60.22/25.35  																																												| (617) e2 = e1
% 60.22/25.35  																																												|
% 60.22/25.35  																																												| Equations (617) can reduce 122 to:
% 60.22/25.35  																																												| (266) $false
% 60.22/25.35  																																												|
% 60.22/25.35  																																												|-The branch is then unsatisfiable
% 60.22/25.35  																																											|-Branch two:
% 60.22/25.35  																																											| (619)  ~ (all_0_48_48 = e1)
% 60.22/25.35  																																											| (671) all_0_49_49 = e1
% 60.22/25.35  																																											|
% 60.22/25.35  																																												| Combining equations (978,671) yields a new equation:
% 60.22/25.35  																																												| (431) e1 = e0
% 60.22/25.35  																																												|
% 60.22/25.35  																																												| Equations (431) can reduce 233 to:
% 60.22/25.35  																																												| (266) $false
% 60.22/25.35  																																												|
% 60.22/25.35  																																												|-The branch is then unsatisfiable
% 60.22/25.35  																																										|-Branch two:
% 60.22/25.35  																																										| (1459)  ~ (all_0_53_53 = e1)
% 60.22/25.35  																																										| (665) all_0_53_53 = e3
% 60.22/25.35  																																										|
% 60.22/25.35  																																											| Equations (665) can reduce 903 to:
% 60.22/25.35  																																											| (266) $false
% 60.22/25.35  																																											|
% 60.22/25.35  																																											|-The branch is then unsatisfiable
% 60.22/25.35  																																			|-Branch two:
% 60.22/25.35  																																			| (664)  ~ (all_0_51_51 = e3)
% 60.22/25.35  																																			| (665) all_0_53_53 = e3
% 60.22/25.35  																																			|
% 60.22/25.35  																																				| Equations (665) can reduce 903 to:
% 60.22/25.35  																																				| (266) $false
% 60.22/25.35  																																				|
% 60.22/25.35  																																				|-The branch is then unsatisfiable
% 60.22/25.35  																																	|-Branch two:
% 60.22/25.35  																																	| (457)  ~ (all_0_41_41 = e1)
% 60.22/25.35  																																	| (458) all_0_42_42 = e1 | all_0_43_43 = e1 | all_0_44_44 = e1
% 60.22/25.35  																																	|
% 60.22/25.35  																																		+-Applying beta-rule and splitting (27), into two cases.
% 60.22/25.35  																																		|-Branch one:
% 60.22/25.35  																																		| (437) all_0_41_41 = e4
% 60.22/25.35  																																		|
% 60.22/25.35  																																			| Equations (437) can reduce 440 to:
% 60.22/25.35  																																			| (266) $false
% 60.22/25.35  																																			|
% 60.22/25.35  																																			|-The branch is then unsatisfiable
% 60.22/25.35  																																		|-Branch two:
% 60.22/25.35  																																		| (440)  ~ (all_0_41_41 = e4)
% 60.22/25.35  																																		| (4049) all_0_41_41 = e3 | all_0_41_41 = e1 | all_0_41_41 = e0
% 60.22/25.35  																																		|
% 60.22/25.35  																																			+-Applying beta-rule and splitting (4049), into two cases.
% 60.22/25.35  																																			|-Branch one:
% 60.22/25.35  																																			| (794) all_0_41_41 = e0
% 60.22/25.35  																																			|
% 60.22/25.35  																																				| Equations (794) can reduce 357 to:
% 60.22/25.35  																																				| (266) $false
% 60.22/25.35  																																				|
% 60.22/25.35  																																				|-The branch is then unsatisfiable
% 60.22/25.35  																																			|-Branch two:
% 60.22/25.35  																																			| (357)  ~ (all_0_41_41 = e0)
% 60.22/25.35  																																			| (4053) all_0_41_41 = e3 | all_0_41_41 = e1
% 60.22/25.35  																																			|
% 60.22/25.35  																																				+-Applying beta-rule and splitting (4053), into two cases.
% 60.22/25.35  																																				|-Branch one:
% 60.22/25.35  																																				| (453) all_0_41_41 = e1
% 60.22/25.35  																																				|
% 60.22/25.35  																																					| Equations (453) can reduce 457 to:
% 60.22/25.35  																																					| (266) $false
% 60.22/25.35  																																					|
% 60.22/25.35  																																					|-The branch is then unsatisfiable
% 60.22/25.35  																																				|-Branch two:
% 60.22/25.35  																																				| (457)  ~ (all_0_41_41 = e1)
% 60.22/25.35  																																				| (403) all_0_41_41 = e3
% 60.22/25.35  																																				|
% 60.22/25.35  																																					| Equations (403) can reduce 1898 to:
% 60.22/25.35  																																					| (266) $false
% 60.22/25.35  																																					|
% 60.22/25.35  																																					|-The branch is then unsatisfiable
% 60.22/25.35  																													|-Branch two:
% 60.22/25.35  																													| (1890)  ~ (all_0_42_42 = e4)
% 60.22/25.35  																													| (2246) all_0_47_47 = e4 | all_0_51_51 = e4 | all_0_56_56 = e4
% 60.22/25.35  																													|
% 60.22/25.35  																														+-Applying beta-rule and splitting (441), into two cases.
% 60.22/25.35  																														|-Branch one:
% 60.22/25.35  																														| (1392) all_0_42_42 = e4
% 60.22/25.35  																														|
% 60.22/25.35  																															| Equations (1392) can reduce 1890 to:
% 60.22/25.35  																															| (266) $false
% 60.22/25.35  																															|
% 60.22/25.35  																															|-The branch is then unsatisfiable
% 60.22/25.35  																														|-Branch two:
% 60.22/25.35  																														| (1890)  ~ (all_0_42_42 = e4)
% 60.22/25.35  																														| (1891) all_0_43_43 = e4 | all_0_44_44 = e4
% 60.22/25.35  																														|
% 60.22/25.35  																															+-Applying beta-rule and splitting (1891), into two cases.
% 60.22/25.35  																															|-Branch one:
% 60.22/25.35  																															| (396) all_0_43_43 = e4
% 60.22/25.35  																															|
% 60.22/25.35  																																| Combining equations (396,356) yields a new equation:
% 60.22/25.35  																																| (481) e4 = e0
% 60.22/25.35  																																|
% 60.22/25.35  																																| Simplifying 481 yields:
% 60.22/25.35  																																| (397) e4 = e0
% 60.22/25.35  																																|
% 60.22/25.35  																																| Equations (397) can reduce 49 to:
% 60.22/25.35  																																| (266) $false
% 60.22/25.35  																																|
% 60.22/25.35  																																|-The branch is then unsatisfiable
% 60.22/25.35  																															|-Branch two:
% 60.22/25.35  																															| (399)  ~ (all_0_43_43 = e4)
% 60.22/25.35  																															| (446) all_0_44_44 = e4
% 60.22/25.35  																															|
% 60.22/25.35  																																| Equations (446) can reduce 1390 to:
% 60.22/25.35  																																| (266) $false
% 60.22/25.35  																																|
% 60.22/25.35  																																|-The branch is then unsatisfiable
% 60.22/25.35  																										|-Branch two:
% 60.22/25.35  																										| (451)  ~ (all_0_58_58 = e4)
% 60.22/25.35  																										| (913) all_0_58_58 = e3 | all_0_58_58 = e1 | all_0_58_58 = e0
% 60.22/25.35  																										|
% 60.22/25.35  																											+-Applying beta-rule and splitting (913), into two cases.
% 60.22/25.35  																											|-Branch one:
% 60.22/25.35  																											| (914) all_0_58_58 = e0
% 60.22/25.35  																											|
% 60.22/25.35  																												| Equations (914) can reduce 491 to:
% 60.22/25.35  																												| (266) $false
% 60.22/25.35  																												|
% 60.22/25.35  																												|-The branch is then unsatisfiable
% 60.22/25.35  																											|-Branch two:
% 60.22/25.35  																											| (491)  ~ (all_0_58_58 = e0)
% 60.22/25.35  																											| (917) all_0_58_58 = e3 | all_0_58_58 = e1
% 60.22/25.35  																											|
% 60.22/25.35  																												+-Applying beta-rule and splitting (917), into two cases.
% 60.22/25.35  																												|-Branch one:
% 60.22/25.35  																												| (918) all_0_58_58 = e1
% 60.22/25.35  																												|
% 60.22/25.35  																													| Equations (918) can reduce 880 to:
% 60.22/25.35  																													| (266) $false
% 60.22/25.35  																													|
% 60.22/25.35  																													|-The branch is then unsatisfiable
% 60.22/25.35  																												|-Branch two:
% 60.22/25.35  																												| (880)  ~ (all_0_58_58 = e1)
% 60.22/25.35  																												| (795) all_0_58_58 = e3
% 60.22/25.35  																												|
% 60.22/25.35  																													| Equations (795) can reduce 276 to:
% 60.22/25.35  																													| (266) $false
% 60.22/25.35  																													|
% 60.22/25.35  																													|-The branch is then unsatisfiable
% 60.22/25.35  																					|-Branch two:
% 60.22/25.35  																					| (487)  ~ (all_0_49_49 = e0)
% 60.22/25.35  																					| (914) all_0_58_58 = e0
% 60.22/25.35  																					|
% 60.22/25.35  																						| Equations (914) can reduce 491 to:
% 60.22/25.35  																						| (266) $false
% 60.22/25.35  																						|
% 60.22/25.35  																						|-The branch is then unsatisfiable
% 60.22/25.35  																		|-Branch two:
% 60.22/25.35  																		| (803)  ~ (all_0_55_55 = e0)
% 60.22/25.35  																		| (2315) all_0_55_55 = e3 | all_0_55_55 = e1
% 60.22/25.35  																		|
% 60.22/25.35  																			+-Applying beta-rule and splitting (2315), into two cases.
% 60.22/25.35  																			|-Branch one:
% 60.22/25.35  																			| (629) all_0_55_55 = e1
% 60.22/25.35  																			|
% 60.22/25.35  																				| Equations (629) can reduce 632 to:
% 60.22/25.35  																				| (266) $false
% 60.22/25.35  																				|
% 60.22/25.35  																				|-The branch is then unsatisfiable
% 60.22/25.35  																			|-Branch two:
% 60.22/25.35  																			| (632)  ~ (all_0_55_55 = e1)
% 60.22/25.35  																			| (2336) all_0_55_55 = e3
% 60.22/25.35  																			|
% 60.22/25.35  																				| Equations (2336) can reduce 270 to:
% 60.22/25.35  																				| (266) $false
% 60.22/25.35  																				|
% 60.22/25.35  																				|-The branch is then unsatisfiable
% 60.22/25.35  															|-Branch two:
% 60.22/25.35  															| (302)  ~ (all_0_50_50 = e2)
% 60.22/25.35  															| (381) all_0_51_51 = e2 | all_0_52_52 = e2 | all_0_53_53 = e2
% 60.22/25.35  															|
% 60.22/25.35  																+-Applying beta-rule and splitting (117), into two cases.
% 60.22/25.35  																|-Branch one:
% 60.22/25.35  																| (292) all_0_38_38 = e2
% 60.22/25.35  																|
% 60.22/25.35  																	| Combining equations (292,321) yields a new equation:
% 60.22/25.35  																	| (323) e4 = e2
% 60.22/25.35  																	|
% 60.22/25.35  																	| Equations (323) can reduce 48 to:
% 60.22/25.35  																	| (266) $false
% 60.22/25.35  																	|
% 60.22/25.35  																	|-The branch is then unsatisfiable
% 60.22/25.35  																|-Branch two:
% 60.22/25.35  																| (9600)  ~ (all_0_38_38 = e2)
% 60.22/25.35  																| (24424) all_0_46_46 = e2 | all_0_50_50 = e2 | all_0_55_55 = e2
% 60.22/25.35  																|
% 60.22/25.35  																	| Equations (321) can reduce 9600 to:
% 60.22/25.35  																	| (48)  ~ (e4 = e2)
% 60.22/25.35  																	|
% 60.22/25.35  																	+-Applying beta-rule and splitting (381), into two cases.
% 60.22/25.35  																	|-Branch one:
% 60.22/25.35  																	| (504) all_0_51_51 = e2
% 60.22/25.35  																	|
% 60.22/25.35  																		| Equations (504) can reduce 61 to:
% 60.22/25.35  																		| (51)  ~ (all_0_42_42 = e2)
% 60.22/25.35  																		|
% 60.22/25.35  																		| Equations (504) can reduce 224 to:
% 60.22/25.35  																		| (338)  ~ (all_0_47_47 = e2)
% 60.22/25.35  																		|
% 60.22/25.35  																		| Equations (504) can reduce 59 to:
% 60.22/25.35  																		| (302)  ~ (all_0_50_50 = e2)
% 60.22/25.35  																		|
% 60.22/25.35  																		| Equations (504) can reduce 6 to:
% 60.22/25.35  																		| (508)  ~ (all_0_53_53 = e2)
% 60.22/25.35  																		|
% 60.22/25.35  																		| Simplifying 508 yields:
% 60.22/25.35  																		| (509)  ~ (all_0_53_53 = e2)
% 60.22/25.35  																		|
% 60.22/25.35  																		| From (504) and (186) follows:
% 60.22/25.35  																		| (515) op(e1, e2) = e2
% 60.22/25.35  																		|
% 60.22/25.35  																		+-Applying beta-rule and splitting (222), into two cases.
% 60.22/25.35  																		|-Branch one:
% 60.22/25.35  																		| (386) all_0_55_55 = e2
% 60.22/25.35  																		|
% 60.22/25.35  																			| Equations (386) can reduce 191 to:
% 60.22/25.35  																			| (85)  ~ (all_0_41_41 = e2)
% 60.22/25.35  																			|
% 60.22/25.35  																			| Equations (386) can reduce 93 to:
% 60.22/25.35  																			| (302)  ~ (all_0_50_50 = e2)
% 60.22/25.35  																			|
% 60.22/25.35  																			| Equations (386) can reduce 153 to:
% 60.22/25.35  																			| (510)  ~ (all_0_56_56 = e2)
% 60.22/25.35  																			|
% 60.22/25.35  																			| Simplifying 510 yields:
% 60.22/25.35  																			| (511)  ~ (all_0_56_56 = e2)
% 60.22/25.35  																			|
% 60.22/25.35  																			| Equations (386) can reduce 3 to:
% 60.22/25.35  																			| (1186)  ~ (all_0_58_58 = e2)
% 60.22/25.35  																			|
% 60.22/25.35  																			| Simplifying 1186 yields:
% 60.22/25.35  																			| (908)  ~ (all_0_58_58 = e2)
% 60.22/25.35  																			|
% 60.22/25.35  																			| Equations (386) can reduce 632 to:
% 60.22/25.35  																			| (122)  ~ (e2 = e1)
% 60.22/25.35  																			|
% 60.22/25.35  																			+-Applying beta-rule and splitting (133), into two cases.
% 60.22/25.35  																			|-Branch one:
% 60.22/25.35  																			| (833) all_0_56_56 = e2
% 60.22/25.35  																			|
% 60.22/25.35  																				| Equations (833) can reduce 511 to:
% 60.22/25.35  																				| (266) $false
% 60.22/25.35  																				|
% 60.22/25.35  																				|-The branch is then unsatisfiable
% 60.22/25.35  																			|-Branch two:
% 60.22/25.35  																			| (511)  ~ (all_0_56_56 = e2)
% 60.22/25.35  																			| (836) all_0_56_56 = e4 | all_0_56_56 = e3 | all_0_56_56 = e1 | all_0_56_56 = e0
% 60.22/25.35  																			|
% 60.22/25.35  																				+-Applying beta-rule and splitting (836), into two cases.
% 60.22/25.35  																				|-Branch one:
% 60.22/25.35  																				| (842) all_0_56_56 = e4
% 60.22/25.35  																				|
% 60.22/25.35  																					| Equations (842) can reduce 236 to:
% 60.22/25.35  																					| (1890)  ~ (all_0_42_42 = e4)
% 60.22/25.35  																					|
% 60.22/25.35  																					| Equations (842) can reduce 91 to:
% 60.22/25.35  																					| (252)  ~ (all_0_47_47 = e4)
% 60.22/25.35  																					|
% 60.22/25.35  																					| Equations (842) can reduce 44 to:
% 60.22/25.35  																					| (450)  ~ (all_0_58_58 = e4)
% 60.22/25.35  																					|
% 60.22/25.35  																					| Simplifying 450 yields:
% 60.22/25.35  																					| (451)  ~ (all_0_58_58 = e4)
% 60.22/25.35  																					|
% 60.22/25.35  																					| Equations (842) can reduce 272 to:
% 60.22/25.35  																					| (188)  ~ (e4 = e3)
% 60.22/25.35  																					|
% 60.22/25.35  																					| From (842) and (111) follows:
% 60.22/25.35  																					| (2154) op(e0, e2) = e4
% 60.22/25.35  																					|
% 60.22/25.35  																					+-Applying beta-rule and splitting (108), into two cases.
% 60.22/25.35  																					|-Branch one:
% 60.22/25.35  																					| (624) all_0_58_58 = e2
% 60.22/25.35  																					|
% 60.22/25.35  																						| Equations (624) can reduce 908 to:
% 60.22/25.35  																						| (266) $false
% 60.22/25.35  																						|
% 60.22/25.35  																						|-The branch is then unsatisfiable
% 60.22/25.35  																					|-Branch two:
% 60.22/25.35  																					| (908)  ~ (all_0_58_58 = e2)
% 60.22/25.35  																					| (909) all_0_58_58 = e4 | all_0_58_58 = e3 | all_0_58_58 = e1 | all_0_58_58 = e0
% 60.22/25.35  																					|
% 60.22/25.35  																						+-Applying beta-rule and splitting (909), into two cases.
% 60.22/25.35  																						|-Branch one:
% 60.22/25.35  																						| (910) all_0_58_58 = e4
% 60.22/25.35  																						|
% 60.22/25.35  																							| Equations (910) can reduce 451 to:
% 60.22/25.35  																							| (266) $false
% 60.22/25.35  																							|
% 60.22/25.35  																							|-The branch is then unsatisfiable
% 60.22/25.35  																						|-Branch two:
% 60.22/25.35  																						| (451)  ~ (all_0_58_58 = e4)
% 60.22/25.35  																						| (913) all_0_58_58 = e3 | all_0_58_58 = e1 | all_0_58_58 = e0
% 60.22/25.35  																						|
% 60.22/25.35  																							+-Applying beta-rule and splitting (913), into two cases.
% 60.22/25.35  																							|-Branch one:
% 60.22/25.35  																							| (914) all_0_58_58 = e0
% 60.22/25.35  																							|
% 60.22/25.35  																								| Equations (914) can reduce 119 to:
% 60.22/25.35  																								| (487)  ~ (all_0_49_49 = e0)
% 60.22/25.35  																								|
% 60.22/25.35  																								| Equations (914) can reduce 10 to:
% 60.22/25.35  																								| (247)  ~ (all_0_53_53 = e0)
% 60.22/25.35  																								|
% 60.22/25.35  																								| Equations (914) can reduce 908 to:
% 60.22/25.35  																								| (365)  ~ (e2 = e0)
% 60.22/25.35  																								|
% 60.22/25.35  																								| Simplifying 365 yields:
% 60.22/25.35  																								| (128)  ~ (e2 = e0)
% 60.22/25.35  																								|
% 60.22/25.35  																								| Equations (914) can reduce 880 to:
% 60.22/25.35  																								| (435)  ~ (e1 = e0)
% 60.22/25.35  																								|
% 60.22/25.35  																								| Simplifying 435 yields:
% 60.22/25.35  																								| (233)  ~ (e1 = e0)
% 60.22/25.35  																								|
% 60.22/25.35  																								+-Applying beta-rule and splitting (184), into two cases.
% 60.22/25.35  																								|-Branch one:
% 60.22/25.35  																								| (538) all_0_46_46 = e0
% 60.22/25.35  																								|
% 60.22/25.35  																									| Equations (538) can reduce 19 to:
% 60.22/25.35  																									| (1402)  ~ (all_0_47_47 = e0)
% 60.22/25.35  																									|
% 60.22/25.35  																									| Simplifying 1402 yields:
% 60.22/25.35  																									| (678)  ~ (all_0_47_47 = e0)
% 60.22/25.35  																									|
% 60.22/25.35  																									| Equations (538) can reduce 208 to:
% 60.22/25.35  																									| (486)  ~ (all_0_49_49 = e0)
% 60.22/25.35  																									|
% 60.22/25.35  																									| Simplifying 486 yields:
% 60.22/25.35  																									| (487)  ~ (all_0_49_49 = e0)
% 60.22/25.35  																									|
% 60.22/25.35  																									| Equations (538) can reduce 35 to:
% 60.22/25.35  																									| (22202)  ~ (all_0_50_50 = e0)
% 60.22/25.35  																									|
% 60.22/25.36  																									| Simplifying 22202 yields:
% 60.22/25.36  																									| (121)  ~ (all_0_50_50 = e0)
% 60.22/25.36  																									|
% 60.22/25.36  																									| Equations (538) can reduce 250 to:
% 60.22/25.36  																									| (401)  ~ (e4 = e0)
% 60.22/25.36  																									|
% 60.22/25.36  																									| Simplifying 401 yields:
% 60.22/25.36  																									| (49)  ~ (e4 = e0)
% 60.22/25.36  																									|
% 60.22/25.36  																									| From (538) and (120) follows:
% 60.22/25.36  																									| (544) op(e2, e3) = e0
% 60.22/25.36  																									|
% 60.22/25.36  																									+-Applying beta-rule and splitting (64), into two cases.
% 60.22/25.36  																									|-Branch one:
% 60.22/25.36  																									| (437) all_0_41_41 = e4
% 60.22/25.36  																									|
% 60.22/25.36  																										| Equations (437) can reduce 440 to:
% 60.22/25.36  																										| (266) $false
% 60.22/25.36  																										|
% 60.22/25.36  																										|-The branch is then unsatisfiable
% 60.22/25.36  																									|-Branch two:
% 60.22/25.36  																									| (440)  ~ (all_0_41_41 = e4)
% 60.22/25.36  																									| (441) all_0_42_42 = e4 | all_0_43_43 = e4 | all_0_44_44 = e4
% 60.22/25.36  																									|
% 60.22/25.36  																										+-Applying beta-rule and splitting (441), into two cases.
% 60.22/25.36  																										|-Branch one:
% 60.22/25.36  																										| (1392) all_0_42_42 = e4
% 60.22/25.36  																										|
% 60.22/25.36  																											| Equations (1392) can reduce 1890 to:
% 60.22/25.36  																											| (266) $false
% 60.22/25.36  																											|
% 60.22/25.36  																											|-The branch is then unsatisfiable
% 60.22/25.36  																										|-Branch two:
% 60.22/25.36  																										| (1890)  ~ (all_0_42_42 = e4)
% 60.22/25.36  																										| (1891) all_0_43_43 = e4 | all_0_44_44 = e4
% 60.22/25.36  																										|
% 60.22/25.36  																											+-Applying beta-rule and splitting (1891), into two cases.
% 60.22/25.36  																											|-Branch one:
% 60.22/25.36  																											| (396) all_0_43_43 = e4
% 60.22/25.36  																											|
% 60.22/25.36  																												| Combining equations (396,356) yields a new equation:
% 60.22/25.36  																												| (481) e4 = e0
% 60.22/25.36  																												|
% 60.22/25.36  																												| Simplifying 481 yields:
% 60.22/25.36  																												| (397) e4 = e0
% 60.22/25.36  																												|
% 60.22/25.36  																												| Equations (397) can reduce 49 to:
% 60.22/25.36  																												| (266) $false
% 60.22/25.36  																												|
% 60.22/25.36  																												|-The branch is then unsatisfiable
% 60.22/25.36  																											|-Branch two:
% 60.22/25.36  																											| (399)  ~ (all_0_43_43 = e4)
% 60.22/25.36  																											| (446) all_0_44_44 = e4
% 60.22/25.36  																											|
% 60.22/25.36  																												| Equations (446) can reduce 149 to:
% 60.22/25.36  																												| (440)  ~ (all_0_41_41 = e4)
% 60.22/25.36  																												|
% 60.22/25.36  																												| Equations (446) can reduce 73 to:
% 60.22/25.36  																												| (1890)  ~ (all_0_42_42 = e4)
% 60.22/25.36  																												|
% 60.22/25.36  																												| Equations (446) can reduce 9 to:
% 60.22/25.36  																												| (255)  ~ (all_0_49_49 = e4)
% 60.22/25.36  																												|
% 60.22/25.36  																												| Simplifying 255 yields:
% 60.22/25.36  																												| (256)  ~ (all_0_49_49 = e4)
% 60.22/25.36  																												|
% 60.22/25.36  																												| From (446) and (138) follows:
% 60.22/25.36  																												| (4646) op(e3, e0) = e4
% 60.22/25.36  																												|
% 60.22/25.36  																												+-Applying beta-rule and splitting (113), into two cases.
% 60.22/25.36  																												|-Branch one:
% 60.22/25.36  																												| (403) all_0_41_41 = e3
% 60.22/25.36  																												|
% 60.22/25.36  																													| Equations (403) can reduce 221 to:
% 60.22/25.36  																													| (410)  ~ (all_0_50_50 = e3)
% 60.22/25.36  																													|
% 60.22/25.36  																													| Simplifying 410 yields:
% 60.22/25.36  																													| (411)  ~ (all_0_50_50 = e3)
% 60.22/25.36  																													|
% 60.22/25.36  																													| Equations (403) can reduce 85 to:
% 60.22/25.36  																													| (212)  ~ (e3 = e2)
% 60.22/25.36  																													|
% 60.22/25.36  																													+-Applying beta-rule and splitting (168), into two cases.
% 60.22/25.36  																													|-Branch one:
% 60.22/25.36  																													| (415) all_0_50_50 = e3
% 60.22/25.36  																													|
% 60.22/25.36  																														| Equations (415) can reduce 411 to:
% 60.22/25.36  																														| (266) $false
% 60.22/25.36  																														|
% 60.22/25.36  																														|-The branch is then unsatisfiable
% 60.22/25.36  																													|-Branch two:
% 60.22/25.36  																													| (411)  ~ (all_0_50_50 = e3)
% 60.22/25.36  																													| (418) all_0_51_51 = e3 | all_0_53_53 = e3
% 60.22/25.36  																													|
% 60.22/25.36  																														+-Applying beta-rule and splitting (152), into two cases.
% 60.22/25.36  																														|-Branch one:
% 60.22/25.36  																														| (1392) all_0_42_42 = e4
% 60.22/25.36  																														|
% 60.22/25.36  																															| Equations (1392) can reduce 1890 to:
% 60.22/25.36  																															| (266) $false
% 60.22/25.36  																															|
% 60.22/25.36  																															|-The branch is then unsatisfiable
% 60.22/25.36  																														|-Branch two:
% 60.22/25.36  																														| (1890)  ~ (all_0_42_42 = e4)
% 60.22/25.36  																														| (1969) all_0_42_42 = e3 | all_0_42_42 = e1 | all_0_42_42 = e0
% 60.22/25.36  																														|
% 60.22/25.36  																															+-Applying beta-rule and splitting (103), into two cases.
% 60.22/25.36  																															|-Branch one:
% 60.22/25.36  																															| (453) all_0_41_41 = e1
% 60.22/25.36  																															|
% 60.22/25.36  																																| Combining equations (453,403) yields a new equation:
% 60.22/25.36  																																| (455) e3 = e1
% 60.22/25.36  																																|
% 60.22/25.36  																																| Equations (455) can reduce 213 to:
% 60.22/25.36  																																| (266) $false
% 60.22/25.36  																																|
% 60.22/25.36  																																|-The branch is then unsatisfiable
% 60.22/25.36  																															|-Branch two:
% 60.22/25.36  																															| (457)  ~ (all_0_41_41 = e1)
% 60.22/25.36  																															| (458) all_0_42_42 = e1 | all_0_43_43 = e1 | all_0_44_44 = e1
% 60.22/25.36  																															|
% 60.22/25.36  																																+-Applying beta-rule and splitting (1969), into two cases.
% 60.22/25.36  																																|-Branch one:
% 60.22/25.36  																																| (559) all_0_42_42 = e0
% 60.22/25.36  																																|
% 60.22/25.36  																																	| Equations (559) can reduce 358 to:
% 60.22/25.36  																																	| (266) $false
% 60.22/25.36  																																	|
% 60.22/25.36  																																	|-The branch is then unsatisfiable
% 60.22/25.36  																																|-Branch two:
% 60.22/25.36  																																| (358)  ~ (all_0_42_42 = e0)
% 60.22/25.36  																																| (2510) all_0_42_42 = e3 | all_0_42_42 = e1
% 60.22/25.36  																																|
% 60.22/25.36  																																	+-Applying beta-rule and splitting (418), into two cases.
% 60.22/25.36  																																	|-Branch one:
% 60.22/25.36  																																	| (660) all_0_51_51 = e3
% 60.22/25.36  																																	|
% 60.22/25.36  																																		| Combining equations (504,660) yields a new equation:
% 60.22/25.36  																																		| (662) e3 = e2
% 60.22/25.36  																																		|
% 60.22/25.36  																																		| Equations (662) can reduce 212 to:
% 60.22/25.36  																																		| (266) $false
% 60.22/25.36  																																		|
% 60.22/25.36  																																		|-The branch is then unsatisfiable
% 60.22/25.36  																																	|-Branch two:
% 60.22/25.36  																																	| (664)  ~ (all_0_51_51 = e3)
% 60.22/25.36  																																	| (665) all_0_53_53 = e3
% 60.22/25.36  																																	|
% 60.22/25.36  																																		| Equations (665) can reduce 190 to:
% 60.22/25.36  																																		| (411)  ~ (all_0_50_50 = e3)
% 60.22/25.36  																																		|
% 60.22/25.36  																																		| From (665) and (84) follows:
% 60.22/25.36  																																		| (3786) op(e1, e0) = e3
% 60.22/25.36  																																		|
% 60.22/25.36  																																		+-Applying beta-rule and splitting (160), into two cases.
% 60.22/25.36  																																		|-Branch one:
% 60.22/25.36  																																		| (601) all_0_50_50 = e1
% 60.22/25.36  																																		|
% 60.22/25.36  																																			| Equations (601) can reduce 566 to:
% 60.22/25.36  																																			| (602)  ~ (e4 = e1)
% 60.22/25.36  																																			|
% 60.22/25.36  																																			| Simplifying 602 yields:
% 60.22/25.36  																																			| (110)  ~ (e4 = e1)
% 60.22/25.36  																																			|
% 60.22/25.36  																																			| Equations (601) can reduce 121 to:
% 60.22/25.36  																																			| (233)  ~ (e1 = e0)
% 60.22/25.36  																																			|
% 60.22/25.36  																																			+-Applying beta-rule and splitting (112), into two cases.
% 60.22/25.36  																																			|-Branch one:
% 60.22/25.36  																																			| (635) all_0_44_44 = e1
% 60.22/25.36  																																			|
% 60.22/25.36  																																				| Combining equations (635,446) yields a new equation:
% 60.22/25.36  																																				| (630) e4 = e1
% 60.22/25.36  																																				|
% 60.22/25.36  																																				| Equations (630) can reduce 110 to:
% 60.22/25.36  																																				| (266) $false
% 60.22/25.36  																																				|
% 60.22/25.36  																																				|-The branch is then unsatisfiable
% 60.22/25.36  																																			|-Branch two:
% 60.22/25.36  																																			| (639)  ~ (all_0_44_44 = e1)
% 60.22/25.36  																																			| (640) all_0_49_49 = e1 | all_0_53_53 = e1 | all_0_58_58 = e1
% 60.22/25.36  																																			|
% 60.22/25.36  																																				| Equations (446) can reduce 639 to:
% 60.22/25.36  																																				| (110)  ~ (e4 = e1)
% 60.22/25.36  																																				|
% 60.22/25.36  																																				+-Applying beta-rule and splitting (54), into two cases.
% 60.22/25.36  																																				|-Branch one:
% 60.22/25.36  																																				| (583) all_0_49_49 = e2
% 60.22/25.36  																																				|
% 60.22/25.36  																																					| Equations (583) can reduce 340 to:
% 60.22/25.36  																																					| (266) $false
% 60.22/25.36  																																					|
% 60.22/25.36  																																					|-The branch is then unsatisfiable
% 60.22/25.36  																																				|-Branch two:
% 60.22/25.36  																																				| (340)  ~ (all_0_49_49 = e2)
% 60.22/25.36  																																				| (586) all_0_49_49 = e4 | all_0_49_49 = e3 | all_0_49_49 = e1 | all_0_49_49 = e0
% 60.22/25.36  																																				|
% 60.22/25.36  																																					+-Applying beta-rule and splitting (458), into two cases.
% 60.22/25.36  																																					|-Branch one:
% 60.22/25.36  																																					| (459) all_0_42_42 = e1
% 60.22/25.36  																																					|
% 60.22/25.36  																																						| Equations (459) can reduce 198 to:
% 60.22/25.36  																																						| (461)  ~ (all_0_47_47 = e1)
% 60.22/25.36  																																						|
% 60.22/25.36  																																						| Simplifying 461 yields:
% 60.22/25.36  																																						| (462)  ~ (all_0_47_47 = e1)
% 60.22/25.36  																																						|
% 60.22/25.36  																																						| Equations (459) can reduce 51 to:
% 60.22/25.36  																																						| (604)  ~ (e2 = e1)
% 60.22/25.36  																																						|
% 60.22/25.36  																																						| Simplifying 604 yields:
% 60.22/25.36  																																						| (122)  ~ (e2 = e1)
% 60.22/25.36  																																						|
% 60.22/25.36  																																						| Equations (459) can reduce 358 to:
% 60.22/25.36  																																						| (233)  ~ (e1 = e0)
% 60.22/25.36  																																						|
% 60.22/25.36  																																						| From (459) and (210) follows:
% 60.22/25.36  																																						| (470) op(e3, e2) = e1
% 60.22/25.36  																																						|
% 60.22/25.36  																																						+-Applying beta-rule and splitting (105), into two cases.
% 60.22/25.36  																																						|-Branch one:
% 60.22/25.36  																																						| (1105) all_0_47_47 = e2
% 60.22/25.36  																																						|
% 60.22/25.36  																																							| Equations (1105) can reduce 338 to:
% 60.22/25.36  																																							| (266) $false
% 60.22/25.36  																																							|
% 60.22/25.36  																																							|-The branch is then unsatisfiable
% 60.22/25.36  																																						|-Branch two:
% 60.22/25.36  																																						| (338)  ~ (all_0_47_47 = e2)
% 60.22/25.36  																																						| (1789) all_0_47_47 = e4 | all_0_47_47 = e3 | all_0_47_47 = e1 | all_0_47_47 = e0
% 60.22/25.36  																																						|
% 60.22/25.36  																																							+-Applying beta-rule and splitting (135), into two cases.
% 60.22/25.36  																																							|-Branch one:
% 60.22/25.36  																																							| (545) all_0_46_46 = e1
% 60.22/25.36  																																							|
% 60.22/25.36  																																								| Combining equations (545,538) yields a new equation:
% 60.22/25.36  																																								| (546) e1 = e0
% 60.22/25.36  																																								|
% 60.22/25.36  																																								| Simplifying 546 yields:
% 60.22/25.36  																																								| (431) e1 = e0
% 60.22/25.36  																																								|
% 60.22/25.36  																																								| Equations (431) can reduce 233 to:
% 60.22/25.36  																																								| (266) $false
% 60.22/25.36  																																								|
% 60.22/25.36  																																								|-The branch is then unsatisfiable
% 60.22/25.36  																																							|-Branch two:
% 60.22/25.36  																																							| (549)  ~ (all_0_46_46 = e1)
% 60.22/25.36  																																							| (550) all_0_47_47 = e1 | all_0_48_48 = e1 | all_0_49_49 = e1
% 60.22/25.36  																																							|
% 60.22/25.36  																																								+-Applying beta-rule and splitting (550), into two cases.
% 60.22/25.36  																																								|-Branch one:
% 60.22/25.36  																																								| (654) all_0_47_47 = e1
% 60.22/25.36  																																								|
% 60.22/25.36  																																									| Equations (654) can reduce 462 to:
% 60.22/25.36  																																									| (266) $false
% 60.22/25.36  																																									|
% 60.22/25.36  																																									|-The branch is then unsatisfiable
% 60.22/25.36  																																								|-Branch two:
% 60.22/25.36  																																								| (462)  ~ (all_0_47_47 = e1)
% 60.22/25.36  																																								| (659) all_0_48_48 = e1 | all_0_49_49 = e1
% 60.22/25.36  																																								|
% 60.22/25.36  																																									+-Applying beta-rule and splitting (659), into two cases.
% 60.22/25.36  																																									|-Branch one:
% 60.22/25.36  																																									| (615) all_0_48_48 = e1
% 60.22/25.36  																																									|
% 60.22/25.36  																																										| Combining equations (335,615) yields a new equation:
% 60.22/25.36  																																										| (616) e2 = e1
% 60.22/25.36  																																										|
% 60.22/25.36  																																										| Simplifying 616 yields:
% 60.22/25.36  																																										| (617) e2 = e1
% 60.22/25.36  																																										|
% 60.22/25.36  																																										| Equations (617) can reduce 122 to:
% 60.22/25.36  																																										| (266) $false
% 60.22/25.36  																																										|
% 60.22/25.36  																																										|-The branch is then unsatisfiable
% 60.22/25.36  																																									|-Branch two:
% 60.22/25.36  																																									| (619)  ~ (all_0_48_48 = e1)
% 60.22/25.36  																																									| (671) all_0_49_49 = e1
% 60.22/25.36  																																									|
% 60.22/25.36  																																										| Equations (671) can reduce 86 to:
% 60.22/25.36  																																										| (462)  ~ (all_0_47_47 = e1)
% 60.22/25.36  																																										|
% 60.22/25.36  																																										| Equations (671) can reduce 340 to:
% 60.22/25.36  																																										| (604)  ~ (e2 = e1)
% 60.22/25.36  																																										|
% 60.22/25.36  																																										| Simplifying 604 yields:
% 60.22/25.36  																																										| (122)  ~ (e2 = e1)
% 60.22/25.36  																																										|
% 60.22/25.36  																																										| Equations (671) can reduce 487 to:
% 60.22/25.36  																																										| (233)  ~ (e1 = e0)
% 60.22/25.36  																																										|
% 60.22/25.36  																																										+-Applying beta-rule and splitting (1789), into two cases.
% 60.22/25.36  																																										|-Branch one:
% 60.22/25.36  																																										| (1790) all_0_47_47 = e4
% 60.22/25.36  																																										|
% 60.22/25.36  																																											| Equations (1790) can reduce 252 to:
% 60.22/25.36  																																											| (266) $false
% 60.22/25.36  																																											|
% 60.22/25.36  																																											|-The branch is then unsatisfiable
% 60.22/25.36  																																										|-Branch two:
% 60.22/25.36  																																										| (252)  ~ (all_0_47_47 = e4)
% 60.22/25.36  																																										| (1793) all_0_47_47 = e3 | all_0_47_47 = e1 | all_0_47_47 = e0
% 60.22/25.36  																																										|
% 60.22/25.36  																																											+-Applying beta-rule and splitting (1793), into two cases.
% 60.22/25.36  																																											|-Branch one:
% 60.22/25.36  																																											| (674) all_0_47_47 = e0
% 60.22/25.36  																																											|
% 60.22/25.36  																																												| Equations (674) can reduce 678 to:
% 60.22/25.36  																																												| (266) $false
% 60.22/25.36  																																												|
% 60.22/25.36  																																												|-The branch is then unsatisfiable
% 60.22/25.36  																																											|-Branch two:
% 60.22/25.36  																																											| (678)  ~ (all_0_47_47 = e0)
% 60.22/25.36  																																											| (1831) all_0_47_47 = e3 | all_0_47_47 = e1
% 60.22/25.36  																																											|
% 60.22/25.36  																																												+-Applying beta-rule and splitting (1831), into two cases.
% 60.22/25.36  																																												|-Branch one:
% 60.22/25.36  																																												| (654) all_0_47_47 = e1
% 60.22/25.36  																																												|
% 60.22/25.36  																																													| Equations (654) can reduce 462 to:
% 60.22/25.36  																																													| (266) $false
% 60.22/25.36  																																													|
% 60.22/25.36  																																													|-The branch is then unsatisfiable
% 60.22/25.36  																																												|-Branch two:
% 60.22/25.36  																																												| (462)  ~ (all_0_47_47 = e1)
% 60.22/25.36  																																												| (522) all_0_47_47 = e3
% 60.22/25.36  																																												|
% 60.22/25.36  																																													| From (522) and (23) follows:
% 60.22/25.36  																																													| (531) op(e2, e2) = e3
% 60.22/25.36  																																													|
% 60.22/25.36  																																													+-Applying beta-rule and splitting (56), into two cases.
% 60.22/25.36  																																													|-Branch one:
% 60.22/25.36  																																													| (696) unit = e2
% 60.22/25.36  																																													|
% 60.22/25.36  																																														| From (696) and (24) follows:
% 60.22/25.36  																																														| (697) op(e2, e3) = e3
% 60.22/25.36  																																														|
% 60.22/25.36  																																														| From (696) and (40) follows:
% 60.22/25.36  																																														| (4285) op(e3, e2) = e3
% 60.22/25.36  																																														|
% 60.22/25.36  																																														| From (696) and (32) follows:
% 60.22/25.36  																																														| (698) op(e2, e2) = e2
% 60.22/25.36  																																														|
% 60.22/25.36  																																														| Instantiating formula (29) with e3, e2, e3, e1 and discharging atoms op(e3, e2) = e3, op(e3, e2) = e1, yields:
% 60.22/25.36  																																														| (455) e3 = e1
% 60.22/25.36  																																														|
% 60.22/25.36  																																														| Instantiating formula (29) with e2, e3, e3, e0 and discharging atoms op(e2, e3) = e3, op(e2, e3) = e0, yields:
% 60.22/25.36  																																														| (676) e3 = e0
% 60.22/25.36  																																														|
% 60.22/25.36  																																														| Instantiating formula (29) with e2, e2, e2, e3 and discharging atoms op(e2, e2) = e3, op(e2, e2) = e2, yields:
% 60.22/25.36  																																														| (662) e3 = e2
% 60.22/25.36  																																														|
% 60.22/25.36  																																														| Combining equations (455,662) yields a new equation:
% 60.22/25.36  																																														| (617) e2 = e1
% 60.22/25.36  																																														|
% 60.22/25.36  																																														| Combining equations (676,662) yields a new equation:
% 60.22/25.36  																																														| (330) e2 = e0
% 60.22/25.36  																																														|
% 60.22/25.36  																																														| Combining equations (330,617) yields a new equation:
% 60.22/25.36  																																														| (431) e1 = e0
% 60.22/25.36  																																														|
% 60.22/25.36  																																														| Equations (431) can reduce 233 to:
% 60.22/25.36  																																														| (266) $false
% 60.22/25.36  																																														|
% 60.22/25.36  																																														|-The branch is then unsatisfiable
% 60.22/25.36  																																													|-Branch two:
% 60.22/25.36  																																													| (707)  ~ (unit = e2)
% 60.22/25.36  																																													| (708) unit = e4 | unit = e3 | unit = e1 | unit = e0
% 60.22/25.36  																																													|
% 60.22/25.36  																																														+-Applying beta-rule and splitting (708), into two cases.
% 60.22/25.36  																																														|-Branch one:
% 60.22/25.36  																																														| (709) unit = e4
% 60.22/25.36  																																														|
% 60.22/25.36  																																															| From (709) and (24) follows:
% 60.22/25.36  																																															| (33325) op(e4, e3) = e3
% 60.22/25.36  																																															|
% 60.22/25.36  																																															| From (709) and (211) follows:
% 60.22/25.36  																																															| (22527) op(e4, e1) = e1
% 60.22/25.36  																																															|
% 60.22/25.36  																																															| From (709) and (209) follows:
% 60.22/25.36  																																															| (3072) op(e4, e0) = e0
% 60.22/25.36  																																															|
% 60.22/25.36  																																															| From (709) and (32) follows:
% 60.22/25.36  																																															| (712) op(e2, e4) = e2
% 60.22/25.36  																																															|
% 60.22/25.36  																																															| Instantiating formula (29) with e4, e3, e3, e4 and discharging atoms op(e4, e3) = e4, op(e4, e3) = e3, yields:
% 60.22/25.36  																																															| (425) e4 = e3
% 60.22/25.36  																																															|
% 60.22/25.36  																																															| Instantiating formula (29) with e4, e1, e1, e3 and discharging atoms op(e4, e1) = e3, op(e4, e1) = e1, yields:
% 60.22/25.36  																																															| (455) e3 = e1
% 60.22/25.36  																																															|
% 60.22/25.36  																																															| Instantiating formula (29) with e4, e0, e0, e2 and discharging atoms op(e4, e0) = e2, op(e4, e0) = e0, yields:
% 60.22/25.36  																																															| (330) e2 = e0
% 60.22/25.36  																																															|
% 60.22/25.36  																																															| Instantiating formula (29) with e2, e4, e2, e4 and discharging atoms op(e2, e4) = e4, op(e2, e4) = e2, yields:
% 60.22/25.36  																																															| (323) e4 = e2
% 60.22/25.36  																																															|
% 60.22/25.36  																																															| Combining equations (425,323) yields a new equation:
% 60.22/25.36  																																															| (661) e3 = e2
% 60.22/25.36  																																															|
% 60.22/25.36  																																															| Simplifying 661 yields:
% 60.22/25.36  																																															| (662) e3 = e2
% 60.22/25.36  																																															|
% 60.22/25.36  																																															| Combining equations (662,455) yields a new equation:
% 60.22/25.36  																																															| (616) e2 = e1
% 60.22/25.36  																																															|
% 60.22/25.36  																																															| Simplifying 616 yields:
% 60.22/25.36  																																															| (617) e2 = e1
% 60.22/25.36  																																															|
% 60.22/25.36  																																															| Combining equations (330,617) yields a new equation:
% 60.22/25.36  																																															| (431) e1 = e0
% 60.22/25.36  																																															|
% 60.22/25.36  																																															| Equations (431) can reduce 233 to:
% 60.22/25.36  																																															| (266) $false
% 60.22/25.36  																																															|
% 60.22/25.36  																																															|-The branch is then unsatisfiable
% 60.22/25.36  																																														|-Branch two:
% 60.22/25.36  																																														| (724)  ~ (unit = e4)
% 60.22/25.36  																																														| (725) unit = e3 | unit = e1 | unit = e0
% 60.22/25.36  																																														|
% 60.22/25.36  																																															+-Applying beta-rule and splitting (725), into two cases.
% 60.22/25.36  																																															|-Branch one:
% 60.22/25.36  																																															| (726) unit = e0
% 60.22/25.36  																																															|
% 60.22/25.36  																																																| From (726) and (244) follows:
% 60.22/25.36  																																																| (2207) op(e0, e4) = e4
% 60.22/25.36  																																																|
% 60.22/25.36  																																																| From (726) and (15) follows:
% 60.22/25.36  																																																| (1508) op(e0, e2) = e2
% 60.22/25.36  																																																|
% 60.22/25.36  																																																| From (726) and (28) follows:
% 60.22/25.36  																																																| (2698) op(e1, e0) = e1
% 60.22/25.36  																																																|
% 60.22/25.36  																																																| Instantiating formula (29) with e1, e0, e1, e3 and discharging atoms op(e1, e0) = e3, op(e1, e0) = e1, yields:
% 60.22/25.36  																																																| (455) e3 = e1
% 60.22/25.36  																																																|
% 60.22/25.36  																																																| Instantiating formula (29) with e0, e4, e4, e3 and discharging atoms op(e0, e4) = e4, op(e0, e4) = e3, yields:
% 60.22/25.36  																																																| (425) e4 = e3
% 60.22/25.36  																																																|
% 60.22/25.36  																																																| Instantiating formula (29) with e0, e2, e2, e4 and discharging atoms op(e0, e2) = e4, op(e0, e2) = e2, yields:
% 60.22/25.36  																																																| (323) e4 = e2
% 60.22/25.36  																																																|
% 60.22/25.36  																																																| Combining equations (323,425) yields a new equation:
% 60.22/25.36  																																																| (662) e3 = e2
% 60.22/25.36  																																																|
% 60.22/25.36  																																																| Combining equations (455,662) yields a new equation:
% 60.22/25.36  																																																| (617) e2 = e1
% 60.22/25.36  																																																|
% 60.22/25.36  																																																| Equations (617) can reduce 122 to:
% 60.22/25.36  																																																| (266) $false
% 60.22/25.36  																																																|
% 60.22/25.36  																																																|-The branch is then unsatisfiable
% 60.22/25.36  																																															|-Branch two:
% 60.22/25.36  																																															| (734)  ~ (unit = e0)
% 60.22/25.36  																																															| (735) unit = e3 | unit = e1
% 60.22/25.36  																																															|
% 60.22/25.36  																																																+-Applying beta-rule and splitting (735), into two cases.
% 60.22/25.36  																																																|-Branch one:
% 60.22/25.36  																																																| (736) unit = e1
% 60.22/25.36  																																																|
% 60.22/25.36  																																																	| Equations (736) can reduce 734 to:
% 60.22/25.36  																																																	| (233)  ~ (e1 = e0)
% 60.22/25.36  																																																	|
% 60.22/25.36  																																																	| From (736) and (244) follows:
% 60.22/25.36  																																																	| (738) op(e1, e4) = e4
% 60.22/25.36  																																																	|
% 60.22/25.36  																																																	| From (736) and (227) follows:
% 60.22/25.36  																																																	| (739) op(e4, e1) = e4
% 60.22/25.36  																																																	|
% 60.22/25.36  																																																	| From (736) and (28) follows:
% 60.22/25.36  																																																	| (740) op(e1, e1) = e1
% 60.22/25.36  																																																	|
% 60.22/25.36  																																																	| Instantiating formula (29) with e4, e1, e4, e3 and discharging atoms op(e4, e1) = e4, op(e4, e1) = e3, yields:
% 60.22/25.36  																																																	| (425) e4 = e3
% 60.22/25.36  																																																	|
% 60.22/25.36  																																																	| Instantiating formula (29) with e1, e4, e4, e0 and discharging atoms op(e1, e4) = e4, op(e1, e4) = e0, yields:
% 60.22/25.36  																																																	| (397) e4 = e0
% 60.22/25.36  																																																	|
% 60.22/25.36  																																																	| Instantiating formula (29) with e1, e1, e1, e4 and discharging atoms op(e1, e1) = e4, op(e1, e1) = e1, yields:
% 60.22/25.36  																																																	| (630) e4 = e1
% 60.22/25.36  																																																	|
% 60.22/25.36  																																																	| Combining equations (630,425) yields a new equation:
% 60.22/25.36  																																																	| (455) e3 = e1
% 60.22/25.36  																																																	|
% 60.22/25.36  																																																	| Combining equations (397,425) yields a new equation:
% 60.22/25.36  																																																	| (676) e3 = e0
% 60.22/25.36  																																																	|
% 60.22/25.36  																																																	| Combining equations (676,455) yields a new equation:
% 60.22/25.36  																																																	| (431) e1 = e0
% 60.22/25.36  																																																	|
% 60.22/25.36  																																																	| Equations (431) can reduce 233 to:
% 60.22/25.36  																																																	| (266) $false
% 60.22/25.36  																																																	|
% 60.22/25.36  																																																	|-The branch is then unsatisfiable
% 60.22/25.36  																																																|-Branch two:
% 60.22/25.36  																																																| (748)  ~ (unit = e1)
% 60.22/25.36  																																																| (749) unit = e3
% 60.22/25.36  																																																|
% 60.22/25.36  																																																	| From (749) and (244) follows:
% 60.22/25.36  																																																	| (750) op(e3, e4) = e4
% 60.22/25.36  																																																	|
% 60.22/25.36  																																																	| From (749) and (15) follows:
% 60.22/25.36  																																																	| (751) op(e3, e2) = e2
% 60.22/25.36  																																																	|
% 60.22/25.36  																																																	| From (749) and (209) follows:
% 60.22/25.36  																																																	| (1667) op(e3, e0) = e0
% 60.22/25.36  																																																	|
% 60.22/25.36  																																																	| Instantiating formula (29) with e3, e4, e4, e2 and discharging atoms op(e3, e4) = e4, op(e3, e4) = e2, yields:
% 60.22/25.36  																																																	| (323) e4 = e2
% 60.22/25.36  																																																	|
% 60.22/25.36  																																																	| Instantiating formula (29) with e3, e2, e2, e1 and discharging atoms op(e3, e2) = e2, op(e3, e2) = e1, yields:
% 60.22/25.36  																																																	| (617) e2 = e1
% 60.22/25.36  																																																	|
% 60.22/25.36  																																																	| Instantiating formula (29) with e3, e0, e0, e4 and discharging atoms op(e3, e0) = e4, op(e3, e0) = e0, yields:
% 60.22/25.36  																																																	| (397) e4 = e0
% 60.22/25.36  																																																	|
% 60.22/25.36  																																																	| Combining equations (397,323) yields a new equation:
% 60.22/25.36  																																																	| (330) e2 = e0
% 60.22/25.36  																																																	|
% 60.22/25.36  																																																	| Combining equations (330,617) yields a new equation:
% 60.22/25.36  																																																	| (431) e1 = e0
% 60.22/25.36  																																																	|
% 60.22/25.36  																																																	| Equations (431) can reduce 233 to:
% 60.22/25.36  																																																	| (266) $false
% 60.22/25.36  																																																	|
% 60.22/25.36  																																																	|-The branch is then unsatisfiable
% 60.22/25.36  																																					|-Branch two:
% 60.22/25.36  																																					| (1380)  ~ (all_0_42_42 = e1)
% 60.22/25.37  																																					| (1381) all_0_43_43 = e1 | all_0_44_44 = e1
% 60.22/25.37  																																					|
% 60.22/25.37  																																						+-Applying beta-rule and splitting (1381), into two cases.
% 60.22/25.37  																																						|-Branch one:
% 60.22/25.37  																																						| (430) all_0_43_43 = e1
% 60.22/25.37  																																						|
% 60.22/25.37  																																							| Combining equations (430,356) yields a new equation:
% 60.22/25.37  																																							| (546) e1 = e0
% 60.22/25.37  																																							|
% 60.22/25.37  																																							| Simplifying 546 yields:
% 60.22/25.37  																																							| (431) e1 = e0
% 60.22/25.37  																																							|
% 60.22/25.37  																																							| Equations (431) can reduce 233 to:
% 60.22/25.37  																																							| (266) $false
% 60.22/25.37  																																							|
% 60.22/25.37  																																							|-The branch is then unsatisfiable
% 60.22/25.37  																																						|-Branch two:
% 60.22/25.37  																																						| (433)  ~ (all_0_43_43 = e1)
% 60.22/25.37  																																						| (635) all_0_44_44 = e1
% 60.22/25.37  																																						|
% 60.22/25.37  																																							| Combining equations (635,446) yields a new equation:
% 60.22/25.37  																																							| (630) e4 = e1
% 60.22/25.37  																																							|
% 60.22/25.37  																																							| Equations (630) can reduce 110 to:
% 60.22/25.37  																																							| (266) $false
% 60.22/25.37  																																							|
% 60.22/25.37  																																							|-The branch is then unsatisfiable
% 60.22/25.37  																																		|-Branch two:
% 60.22/25.37  																																		| (759)  ~ (all_0_50_50 = e1)
% 60.22/25.37  																																		| (1168) all_0_51_51 = e1 | all_0_52_52 = e1 | all_0_53_53 = e1
% 60.22/25.37  																																		|
% 60.22/25.37  																																			+-Applying beta-rule and splitting (241), into two cases.
% 60.22/25.37  																																			|-Branch one:
% 60.22/25.37  																																			| (378) all_0_50_50 = e2
% 60.22/25.37  																																			|
% 60.22/25.37  																																				| Equations (378) can reduce 302 to:
% 60.22/25.37  																																				| (266) $false
% 60.22/25.37  																																				|
% 60.22/25.37  																																				|-The branch is then unsatisfiable
% 60.22/25.37  																																			|-Branch two:
% 60.22/25.37  																																			| (302)  ~ (all_0_50_50 = e2)
% 60.22/25.37  																																			| (422) all_0_50_50 = e4 | all_0_50_50 = e3 | all_0_50_50 = e1
% 60.22/25.37  																																			|
% 60.22/25.37  																																				+-Applying beta-rule and splitting (422), into two cases.
% 60.22/25.37  																																				|-Branch one:
% 60.22/25.37  																																				| (775) all_0_50_50 = e4
% 60.22/25.37  																																				|
% 60.22/25.37  																																					| Equations (775) can reduce 566 to:
% 60.22/25.37  																																					| (266) $false
% 60.22/25.37  																																					|
% 60.22/25.37  																																					|-The branch is then unsatisfiable
% 60.22/25.37  																																				|-Branch two:
% 60.22/25.37  																																				| (566)  ~ (all_0_50_50 = e4)
% 60.22/25.37  																																				| (1444) all_0_50_50 = e3 | all_0_50_50 = e1
% 60.22/25.37  																																				|
% 60.22/25.37  																																					+-Applying beta-rule and splitting (1444), into two cases.
% 60.22/25.37  																																					|-Branch one:
% 60.22/25.37  																																					| (601) all_0_50_50 = e1
% 60.22/25.37  																																					|
% 60.22/25.37  																																						| Equations (601) can reduce 759 to:
% 60.22/25.37  																																						| (266) $false
% 60.22/25.37  																																						|
% 60.22/25.37  																																						|-The branch is then unsatisfiable
% 60.22/25.37  																																					|-Branch two:
% 60.22/25.37  																																					| (759)  ~ (all_0_50_50 = e1)
% 60.22/25.37  																																					| (415) all_0_50_50 = e3
% 60.22/25.37  																																					|
% 60.22/25.37  																																						| Equations (415) can reduce 411 to:
% 60.22/25.37  																																						| (266) $false
% 60.22/25.37  																																						|
% 60.22/25.37  																																						|-The branch is then unsatisfiable
% 60.22/25.37  																												|-Branch two:
% 60.22/25.37  																												| (1898)  ~ (all_0_41_41 = e3)
% 60.22/25.37  																												| (1899) all_0_42_42 = e3 | all_0_44_44 = e3
% 60.22/25.37  																												|
% 60.22/25.37  																													+-Applying beta-rule and splitting (27), into two cases.
% 60.22/25.37  																													|-Branch one:
% 60.22/25.37  																													| (437) all_0_41_41 = e4
% 60.22/25.37  																													|
% 60.22/25.37  																														| Equations (437) can reduce 440 to:
% 60.22/25.37  																														| (266) $false
% 60.22/25.37  																														|
% 60.22/25.37  																														|-The branch is then unsatisfiable
% 60.22/25.37  																													|-Branch two:
% 60.22/25.37  																													| (440)  ~ (all_0_41_41 = e4)
% 60.22/25.37  																													| (4049) all_0_41_41 = e3 | all_0_41_41 = e1 | all_0_41_41 = e0
% 60.22/25.37  																													|
% 60.22/25.37  																														+-Applying beta-rule and splitting (1899), into two cases.
% 60.22/25.37  																														|-Branch one:
% 60.22/25.37  																														| (516) all_0_42_42 = e3
% 60.22/25.37  																														|
% 60.22/25.37  																															| Equations (516) can reduce 214 to:
% 60.22/25.37  																															| (1898)  ~ (all_0_41_41 = e3)
% 60.22/25.37  																															|
% 60.22/25.37  																															| Equations (516) can reduce 358 to:
% 60.22/25.37  																															| (80)  ~ (e3 = e0)
% 60.22/25.37  																															|
% 60.22/25.37  																															| From (516) and (210) follows:
% 60.22/25.37  																															| (4285) op(e3, e2) = e3
% 60.22/25.37  																															|
% 60.22/25.37  																															+-Applying beta-rule and splitting (103), into two cases.
% 60.22/25.37  																															|-Branch one:
% 60.22/25.37  																															| (453) all_0_41_41 = e1
% 60.22/25.37  																															|
% 60.22/25.37  																																| Equations (453) can reduce 221 to:
% 60.22/25.37  																																| (1136)  ~ (all_0_50_50 = e1)
% 60.22/25.37  																																|
% 60.22/25.37  																																| Simplifying 1136 yields:
% 60.22/25.37  																																| (759)  ~ (all_0_50_50 = e1)
% 60.22/25.37  																																|
% 60.22/25.37  																																| Equations (453) can reduce 440 to:
% 60.22/25.37  																																| (602)  ~ (e4 = e1)
% 60.22/25.37  																																|
% 60.22/25.37  																																| Simplifying 602 yields:
% 60.22/25.37  																																| (110)  ~ (e4 = e1)
% 60.22/25.37  																																|
% 60.22/25.37  																																| Equations (453) can reduce 1898 to:
% 60.22/25.37  																																| (467)  ~ (e3 = e1)
% 60.22/25.37  																																|
% 60.22/25.37  																																| Simplifying 467 yields:
% 60.22/25.37  																																| (213)  ~ (e3 = e1)
% 60.22/25.37  																																|
% 60.22/25.37  																																| Equations (453) can reduce 85 to:
% 60.22/25.37  																																| (604)  ~ (e2 = e1)
% 60.22/25.37  																																|
% 60.22/25.37  																																| Simplifying 604 yields:
% 60.22/25.37  																																| (122)  ~ (e2 = e1)
% 60.22/25.37  																																|
% 60.22/25.37  																																+-Applying beta-rule and splitting (160), into two cases.
% 60.22/25.37  																																|-Branch one:
% 60.22/25.37  																																| (601) all_0_50_50 = e1
% 60.22/25.37  																																|
% 60.22/25.37  																																	| Equations (601) can reduce 759 to:
% 60.22/25.37  																																	| (266) $false
% 60.22/25.37  																																	|
% 60.22/25.37  																																	|-The branch is then unsatisfiable
% 60.22/25.37  																																|-Branch two:
% 60.22/25.37  																																| (759)  ~ (all_0_50_50 = e1)
% 60.22/25.37  																																| (1168) all_0_51_51 = e1 | all_0_52_52 = e1 | all_0_53_53 = e1
% 60.22/25.37  																																|
% 60.22/25.37  																																	+-Applying beta-rule and splitting (144), into two cases.
% 60.22/25.37  																																	|-Branch one:
% 60.22/25.37  																																	| (403) all_0_41_41 = e3
% 60.22/25.37  																																	|
% 60.22/25.37  																																		| Combining equations (403,453) yields a new equation:
% 60.22/25.37  																																		| (454) e3 = e1
% 60.22/25.37  																																		|
% 60.22/25.37  																																		| Simplifying 454 yields:
% 60.22/25.37  																																		| (455) e3 = e1
% 60.22/25.37  																																		|
% 60.22/25.37  																																		| Equations (455) can reduce 213 to:
% 60.22/25.37  																																		| (266) $false
% 60.22/25.37  																																		|
% 60.22/25.37  																																		|-The branch is then unsatisfiable
% 60.22/25.37  																																	|-Branch two:
% 60.22/25.37  																																	| (1898)  ~ (all_0_41_41 = e3)
% 60.22/25.37  																																	| (1923) all_0_46_46 = e3 | all_0_50_50 = e3 | all_0_55_55 = e3
% 60.22/25.37  																																	|
% 60.22/25.37  																																		| Equations (453) can reduce 1898 to:
% 60.22/25.37  																																		| (467)  ~ (e3 = e1)
% 60.22/25.37  																																		|
% 60.22/25.37  																																		| Simplifying 467 yields:
% 60.22/25.37  																																		| (213)  ~ (e3 = e1)
% 60.22/25.37  																																		|
% 60.22/25.37  																																		+-Applying beta-rule and splitting (131), into two cases.
% 60.22/25.37  																																		|-Branch one:
% 60.22/25.37  																																		| (459) all_0_42_42 = e1
% 60.22/25.37  																																		|
% 60.22/25.37  																																			| Combining equations (459,516) yields a new equation:
% 60.22/25.37  																																			| (455) e3 = e1
% 60.22/25.37  																																			|
% 60.22/25.37  																																			| Equations (455) can reduce 213 to:
% 60.22/25.37  																																			| (266) $false
% 60.22/25.37  																																			|
% 60.22/25.37  																																			|-The branch is then unsatisfiable
% 60.22/25.37  																																		|-Branch two:
% 60.22/25.37  																																		| (1380)  ~ (all_0_42_42 = e1)
% 60.22/25.37  																																		| (3259) all_0_47_47 = e1 | all_0_51_51 = e1 | all_0_56_56 = e1
% 60.22/25.37  																																		|
% 60.22/25.37  																																			+-Applying beta-rule and splitting (3259), into two cases.
% 60.22/25.37  																																			|-Branch one:
% 60.22/25.37  																																			| (654) all_0_47_47 = e1
% 60.22/25.37  																																			|
% 60.22/25.37  																																				| Equations (654) can reduce 86 to:
% 60.22/25.37  																																				| (1419)  ~ (all_0_49_49 = e1)
% 60.22/25.37  																																				|
% 60.22/25.37  																																				| Simplifying 1419 yields:
% 60.22/25.37  																																				| (1064)  ~ (all_0_49_49 = e1)
% 60.22/25.37  																																				|
% 60.22/25.37  																																				| Equations (654) can reduce 252 to:
% 60.22/25.37  																																				| (602)  ~ (e4 = e1)
% 60.22/25.37  																																				|
% 60.22/25.37  																																				| Simplifying 602 yields:
% 60.22/25.37  																																				| (110)  ~ (e4 = e1)
% 60.22/25.37  																																				|
% 60.22/25.37  																																				| Equations (654) can reduce 338 to:
% 60.22/25.37  																																				| (604)  ~ (e2 = e1)
% 60.22/25.37  																																				|
% 60.22/25.37  																																				| Simplifying 604 yields:
% 60.22/25.37  																																				| (122)  ~ (e2 = e1)
% 60.22/25.37  																																				|
% 60.22/25.37  																																				+-Applying beta-rule and splitting (54), into two cases.
% 60.22/25.37  																																				|-Branch one:
% 60.22/25.37  																																				| (583) all_0_49_49 = e2
% 60.22/25.37  																																				|
% 60.22/25.37  																																					| Equations (583) can reduce 340 to:
% 60.22/25.37  																																					| (266) $false
% 60.22/25.37  																																					|
% 60.22/25.37  																																					|-The branch is then unsatisfiable
% 60.22/25.37  																																				|-Branch two:
% 60.22/25.37  																																				| (340)  ~ (all_0_49_49 = e2)
% 60.22/25.37  																																				| (586) all_0_49_49 = e4 | all_0_49_49 = e3 | all_0_49_49 = e1 | all_0_49_49 = e0
% 60.22/25.37  																																				|
% 60.22/25.37  																																					+-Applying beta-rule and splitting (112), into two cases.
% 60.22/25.37  																																					|-Branch one:
% 60.22/25.37  																																					| (635) all_0_44_44 = e1
% 60.22/25.37  																																					|
% 60.22/25.37  																																						| Combining equations (635,446) yields a new equation:
% 60.22/25.37  																																						| (630) e4 = e1
% 60.22/25.37  																																						|
% 60.22/25.37  																																						| Equations (630) can reduce 110 to:
% 60.22/25.37  																																						| (266) $false
% 60.22/25.37  																																						|
% 60.22/25.37  																																						|-The branch is then unsatisfiable
% 60.22/25.37  																																					|-Branch two:
% 60.22/25.37  																																					| (639)  ~ (all_0_44_44 = e1)
% 60.22/25.37  																																					| (640) all_0_49_49 = e1 | all_0_53_53 = e1 | all_0_58_58 = e1
% 60.22/25.37  																																					|
% 60.22/25.37  																																						| Equations (446) can reduce 639 to:
% 60.22/25.37  																																						| (110)  ~ (e4 = e1)
% 60.22/25.37  																																						|
% 60.22/25.37  																																						+-Applying beta-rule and splitting (586), into two cases.
% 60.22/25.37  																																						|-Branch one:
% 60.22/25.37  																																						| (974) all_0_49_49 = e4
% 60.22/25.37  																																						|
% 60.22/25.37  																																							| Equations (974) can reduce 256 to:
% 60.22/25.37  																																							| (266) $false
% 60.22/25.37  																																							|
% 60.22/25.37  																																							|-The branch is then unsatisfiable
% 60.22/25.37  																																						|-Branch two:
% 60.22/25.37  																																						| (256)  ~ (all_0_49_49 = e4)
% 60.22/25.37  																																						| (977) all_0_49_49 = e3 | all_0_49_49 = e1 | all_0_49_49 = e0
% 60.22/25.37  																																						|
% 60.22/25.37  																																							+-Applying beta-rule and splitting (241), into two cases.
% 60.22/25.37  																																							|-Branch one:
% 60.22/25.37  																																							| (378) all_0_50_50 = e2
% 60.22/25.37  																																							|
% 60.22/25.37  																																								| Equations (378) can reduce 302 to:
% 60.22/25.37  																																								| (266) $false
% 60.22/25.37  																																								|
% 60.22/25.37  																																								|-The branch is then unsatisfiable
% 60.22/25.37  																																							|-Branch two:
% 60.22/25.37  																																							| (302)  ~ (all_0_50_50 = e2)
% 60.22/25.37  																																							| (422) all_0_50_50 = e4 | all_0_50_50 = e3 | all_0_50_50 = e1
% 60.22/25.37  																																							|
% 60.22/25.37  																																								+-Applying beta-rule and splitting (977), into two cases.
% 60.22/25.37  																																								|-Branch one:
% 60.22/25.37  																																								| (978) all_0_49_49 = e0
% 60.22/25.37  																																								|
% 60.22/25.37  																																									| Equations (978) can reduce 487 to:
% 60.22/25.37  																																									| (266) $false
% 60.22/25.37  																																									|
% 60.22/25.37  																																									|-The branch is then unsatisfiable
% 60.22/25.37  																																								|-Branch two:
% 60.22/25.37  																																								| (487)  ~ (all_0_49_49 = e0)
% 60.22/25.37  																																								| (981) all_0_49_49 = e3 | all_0_49_49 = e1
% 60.22/25.37  																																								|
% 60.22/25.37  																																									+-Applying beta-rule and splitting (1923), into two cases.
% 60.22/25.37  																																									|-Branch one:
% 60.22/25.37  																																									| (1557) all_0_46_46 = e3
% 60.22/25.37  																																									|
% 60.22/25.37  																																										| Combining equations (1557,538) yields a new equation:
% 60.22/25.37  																																										| (675) e3 = e0
% 60.22/25.37  																																										|
% 60.22/25.37  																																										| Simplifying 675 yields:
% 60.22/25.37  																																										| (676) e3 = e0
% 60.22/25.37  																																										|
% 60.22/25.37  																																										| Equations (676) can reduce 80 to:
% 60.22/25.37  																																										| (266) $false
% 60.22/25.37  																																										|
% 60.22/25.37  																																										|-The branch is then unsatisfiable
% 60.22/25.37  																																									|-Branch two:
% 60.22/25.37  																																									| (409)  ~ (all_0_46_46 = e3)
% 60.22/25.37  																																									| (4042) all_0_50_50 = e3 | all_0_55_55 = e3
% 60.22/25.37  																																									|
% 60.22/25.37  																																										+-Applying beta-rule and splitting (981), into two cases.
% 60.22/25.37  																																										|-Branch one:
% 60.22/25.37  																																										| (671) all_0_49_49 = e1
% 60.22/25.37  																																										|
% 60.22/25.37  																																											| Equations (671) can reduce 1064 to:
% 60.22/25.37  																																											| (266) $false
% 60.22/25.37  																																											|
% 60.22/25.37  																																											|-The branch is then unsatisfiable
% 60.22/25.37  																																										|-Branch two:
% 60.22/25.37  																																										| (1064)  ~ (all_0_49_49 = e1)
% 60.22/25.37  																																										| (884) all_0_49_49 = e3
% 60.22/25.37  																																										|
% 60.22/25.37  																																											| Equations (884) can reduce 340 to:
% 60.22/25.37  																																											| (212)  ~ (e3 = e2)
% 60.22/25.37  																																											|
% 60.22/25.37  																																											+-Applying beta-rule and splitting (168), into two cases.
% 60.22/25.37  																																											|-Branch one:
% 60.22/25.37  																																											| (415) all_0_50_50 = e3
% 60.22/25.37  																																											|
% 60.22/25.37  																																												| Equations (415) can reduce 302 to:
% 60.22/25.37  																																												| (212)  ~ (e3 = e2)
% 60.22/25.37  																																												|
% 60.22/25.37  																																												| From (415) and (242) follows:
% 60.22/25.37  																																												| (1934) op(e1, e3) = e3
% 60.22/25.37  																																												|
% 60.22/25.37  																																												+-Applying beta-rule and splitting (196), into two cases.
% 60.22/25.37  																																												|-Branch one:
% 60.22/25.37  																																												| (607) all_0_53_53 = e2
% 60.22/25.37  																																												|
% 60.22/25.37  																																													| Equations (607) can reduce 509 to:
% 60.22/25.37  																																													| (266) $false
% 60.22/25.37  																																													|
% 60.22/25.37  																																													|-The branch is then unsatisfiable
% 60.22/25.37  																																												|-Branch two:
% 60.22/25.37  																																												| (509)  ~ (all_0_53_53 = e2)
% 60.22/25.37  																																												| (610) all_0_53_53 = e4 | all_0_53_53 = e3 | all_0_53_53 = e1
% 60.22/25.37  																																												|
% 60.22/25.37  																																													+-Applying beta-rule and splitting (1168), into two cases.
% 60.22/25.37  																																													|-Branch one:
% 60.22/25.37  																																													| (1109) all_0_51_51 = e1
% 60.22/25.37  																																													|
% 60.22/25.37  																																														| Combining equations (504,1109) yields a new equation:
% 60.22/25.37  																																														| (616) e2 = e1
% 60.22/25.37  																																														|
% 60.22/25.37  																																														| Simplifying 616 yields:
% 60.22/25.37  																																														| (617) e2 = e1
% 60.22/25.37  																																														|
% 60.22/25.37  																																														| Equations (617) can reduce 122 to:
% 60.22/25.37  																																														| (266) $false
% 60.22/25.37  																																														|
% 60.22/25.37  																																														|-The branch is then unsatisfiable
% 60.22/25.37  																																													|-Branch two:
% 60.22/25.37  																																													| (464)  ~ (all_0_51_51 = e1)
% 60.22/25.37  																																													| (1202) all_0_52_52 = e1 | all_0_53_53 = e1
% 60.22/25.37  																																													|
% 60.22/25.37  																																														+-Applying beta-rule and splitting (1202), into two cases.
% 60.22/25.37  																																														|-Branch one:
% 60.22/25.37  																																														| (642) all_0_52_52 = e1
% 60.22/25.37  																																														|
% 60.22/25.37  																																															| Combining equations (565,642) yields a new equation:
% 60.22/25.37  																																															| (636) e4 = e1
% 60.22/25.37  																																															|
% 60.22/25.37  																																															| Simplifying 636 yields:
% 60.22/25.37  																																															| (630) e4 = e1
% 60.22/25.37  																																															|
% 60.22/25.37  																																															| Equations (630) can reduce 110 to:
% 60.22/25.37  																																															| (266) $false
% 60.22/25.37  																																															|
% 60.22/25.37  																																															|-The branch is then unsatisfiable
% 60.22/25.37  																																														|-Branch two:
% 60.22/25.37  																																														| (646)  ~ (all_0_52_52 = e1)
% 60.22/25.37  																																														| (1208) all_0_53_53 = e1
% 60.22/25.37  																																														|
% 60.22/25.37  																																															| Equations (1208) can reduce 509 to:
% 60.22/25.37  																																															| (604)  ~ (e2 = e1)
% 60.22/25.37  																																															|
% 60.22/25.37  																																															| Simplifying 604 yields:
% 60.22/25.37  																																															| (122)  ~ (e2 = e1)
% 60.22/25.37  																																															|
% 60.22/25.37  																																															| Equations (1208) can reduce 247 to:
% 60.22/25.37  																																															| (233)  ~ (e1 = e0)
% 60.22/25.37  																																															|
% 60.22/25.37  																																															+-Applying beta-rule and splitting (56), into two cases.
% 60.22/25.37  																																															|-Branch one:
% 60.22/25.37  																																															| (696) unit = e2
% 60.22/25.37  																																															|
% 60.22/25.37  																																																| From (696) and (28) follows:
% 60.22/25.37  																																																| (699) op(e1, e2) = e1
% 60.22/25.37  																																																|
% 60.22/25.37  																																																| Instantiating formula (29) with e1, e2, e1, e2 and discharging atoms op(e1, e2) = e2, op(e1, e2) = e1, yields:
% 60.22/25.37  																																																| (617) e2 = e1
% 60.22/25.37  																																																|
% 60.22/25.37  																																																| Equations (617) can reduce 122 to:
% 60.22/25.37  																																																| (266) $false
% 60.22/25.37  																																																|
% 60.22/25.37  																																																|-The branch is then unsatisfiable
% 60.22/25.37  																																															|-Branch two:
% 60.22/25.37  																																															| (707)  ~ (unit = e2)
% 60.22/25.37  																																															| (708) unit = e4 | unit = e3 | unit = e1 | unit = e0
% 60.22/25.37  																																															|
% 60.22/25.37  																																																+-Applying beta-rule and splitting (708), into two cases.
% 60.22/25.37  																																																|-Branch one:
% 60.22/25.37  																																																| (709) unit = e4
% 60.22/25.37  																																																|
% 60.22/25.37  																																																	| From (709) and (24) follows:
% 60.22/25.37  																																																	| (33325) op(e4, e3) = e3
% 60.22/25.37  																																																	|
% 60.22/25.37  																																																	| From (709) and (211) follows:
% 60.22/25.37  																																																	| (22527) op(e4, e1) = e1
% 60.22/25.37  																																																	|
% 60.22/25.37  																																																	| From (709) and (209) follows:
% 60.22/25.37  																																																	| (3072) op(e4, e0) = e0
% 60.22/25.37  																																																	|
% 60.22/25.37  																																																	| From (709) and (32) follows:
% 60.22/25.37  																																																	| (712) op(e2, e4) = e2
% 60.22/25.37  																																																	|
% 60.22/25.37  																																																	| Instantiating formula (29) with e4, e3, e3, e4 and discharging atoms op(e4, e3) = e4, op(e4, e3) = e3, yields:
% 60.22/25.37  																																																	| (425) e4 = e3
% 60.22/25.37  																																																	|
% 60.22/25.37  																																																	| Instantiating formula (29) with e4, e1, e1, e3 and discharging atoms op(e4, e1) = e3, op(e4, e1) = e1, yields:
% 60.22/25.37  																																																	| (455) e3 = e1
% 60.22/25.37  																																																	|
% 60.22/25.37  																																																	| Instantiating formula (29) with e4, e0, e0, e2 and discharging atoms op(e4, e0) = e2, op(e4, e0) = e0, yields:
% 60.22/25.37  																																																	| (330) e2 = e0
% 60.22/25.37  																																																	|
% 60.22/25.37  																																																	| Instantiating formula (29) with e2, e4, e2, e4 and discharging atoms op(e2, e4) = e4, op(e2, e4) = e2, yields:
% 60.22/25.37  																																																	| (323) e4 = e2
% 60.22/25.37  																																																	|
% 60.22/25.37  																																																	| Combining equations (425,323) yields a new equation:
% 60.22/25.37  																																																	| (661) e3 = e2
% 60.22/25.37  																																																	|
% 60.22/25.37  																																																	| Simplifying 661 yields:
% 60.22/25.37  																																																	| (662) e3 = e2
% 60.22/25.37  																																																	|
% 60.22/25.37  																																																	| Combining equations (662,455) yields a new equation:
% 60.22/25.37  																																																	| (616) e2 = e1
% 60.22/25.37  																																																	|
% 60.22/25.37  																																																	| Simplifying 616 yields:
% 60.22/25.37  																																																	| (617) e2 = e1
% 60.22/25.37  																																																	|
% 60.22/25.37  																																																	| Combining equations (330,617) yields a new equation:
% 60.22/25.37  																																																	| (431) e1 = e0
% 60.22/25.37  																																																	|
% 60.22/25.37  																																																	| Equations (431) can reduce 233 to:
% 60.22/25.37  																																																	| (266) $false
% 60.22/25.37  																																																	|
% 60.22/25.37  																																																	|-The branch is then unsatisfiable
% 60.22/25.37  																																																|-Branch two:
% 60.22/25.37  																																																| (724)  ~ (unit = e4)
% 60.22/25.37  																																																| (725) unit = e3 | unit = e1 | unit = e0
% 60.22/25.37  																																																|
% 60.22/25.37  																																																	+-Applying beta-rule and splitting (725), into two cases.
% 60.22/25.37  																																																	|-Branch one:
% 60.22/25.37  																																																	| (726) unit = e0
% 60.22/25.37  																																																	|
% 60.22/25.37  																																																		| From (726) and (244) follows:
% 60.22/25.37  																																																		| (2207) op(e0, e4) = e4
% 60.22/25.37  																																																		|
% 60.22/25.37  																																																		| From (726) and (15) follows:
% 60.22/25.37  																																																		| (1508) op(e0, e2) = e2
% 60.22/25.37  																																																		|
% 60.22/25.37  																																																		| Instantiating formula (29) with e0, e4, e4, e3 and discharging atoms op(e0, e4) = e4, op(e0, e4) = e3, yields:
% 60.22/25.37  																																																		| (425) e4 = e3
% 60.22/25.37  																																																		|
% 60.22/25.37  																																																		| Instantiating formula (29) with e0, e2, e2, e4 and discharging atoms op(e0, e2) = e4, op(e0, e2) = e2, yields:
% 60.22/25.37  																																																		| (323) e4 = e2
% 60.22/25.37  																																																		|
% 60.22/25.37  																																																		| Combining equations (323,425) yields a new equation:
% 60.22/25.37  																																																		| (662) e3 = e2
% 60.22/25.37  																																																		|
% 60.22/25.37  																																																		| Equations (662) can reduce 212 to:
% 60.22/25.37  																																																		| (266) $false
% 60.22/25.37  																																																		|
% 60.22/25.37  																																																		|-The branch is then unsatisfiable
% 60.22/25.37  																																																	|-Branch two:
% 60.22/25.37  																																																	| (734)  ~ (unit = e0)
% 60.22/25.37  																																																	| (735) unit = e3 | unit = e1
% 60.22/25.37  																																																	|
% 60.22/25.37  																																																		+-Applying beta-rule and splitting (735), into two cases.
% 60.22/25.37  																																																		|-Branch one:
% 60.22/25.37  																																																		| (736) unit = e1
% 60.22/25.37  																																																		|
% 60.22/25.37  																																																			| Equations (736) can reduce 734 to:
% 60.22/25.37  																																																			| (233)  ~ (e1 = e0)
% 60.22/25.37  																																																			|
% 60.22/25.37  																																																			| From (736) and (227) follows:
% 60.22/25.37  																																																			| (739) op(e4, e1) = e4
% 60.22/25.37  																																																			|
% 60.22/25.37  																																																			| From (736) and (40) follows:
% 60.22/25.37  																																																			| (1652) op(e3, e1) = e3
% 60.22/25.37  																																																			|
% 60.22/25.37  																																																			| From (736) and (28) follows:
% 60.22/25.37  																																																			| (740) op(e1, e1) = e1
% 60.22/25.37  																																																			|
% 60.22/25.37  																																																			| Instantiating formula (29) with e4, e1, e4, e3 and discharging atoms op(e4, e1) = e4, op(e4, e1) = e3, yields:
% 60.22/25.37  																																																			| (425) e4 = e3
% 60.22/25.37  																																																			|
% 60.22/25.37  																																																			| Instantiating formula (29) with e3, e1, e3, e0 and discharging atoms op(e3, e1) = e3, op(e3, e1) = e0, yields:
% 60.22/25.37  																																																			| (676) e3 = e0
% 60.22/25.37  																																																			|
% 60.22/25.37  																																																			| Instantiating formula (29) with e1, e1, e1, e4 and discharging atoms op(e1, e1) = e4, op(e1, e1) = e1, yields:
% 60.22/25.37  																																																			| (630) e4 = e1
% 60.22/25.37  																																																			|
% 60.22/25.37  																																																			| Combining equations (425,630) yields a new equation:
% 60.22/25.37  																																																			| (454) e3 = e1
% 60.22/25.37  																																																			|
% 60.22/25.37  																																																			| Simplifying 454 yields:
% 60.22/25.37  																																																			| (455) e3 = e1
% 60.22/25.37  																																																			|
% 60.22/25.37  																																																			| Combining equations (455,676) yields a new equation:
% 60.22/25.37  																																																			| (546) e1 = e0
% 60.22/25.37  																																																			|
% 60.22/25.37  																																																			| Simplifying 546 yields:
% 60.22/25.37  																																																			| (431) e1 = e0
% 60.22/25.37  																																																			|
% 60.22/25.37  																																																			| Equations (431) can reduce 233 to:
% 60.22/25.37  																																																			| (266) $false
% 60.22/25.37  																																																			|
% 60.22/25.37  																																																			|-The branch is then unsatisfiable
% 60.22/25.37  																																																		|-Branch two:
% 60.22/25.37  																																																		| (748)  ~ (unit = e1)
% 60.22/25.37  																																																		| (749) unit = e3
% 60.22/25.37  																																																		|
% 60.22/25.37  																																																			| From (749) and (244) follows:
% 60.22/25.37  																																																			| (750) op(e3, e4) = e4
% 60.22/25.37  																																																			|
% 60.22/25.37  																																																			| From (749) and (15) follows:
% 60.22/25.37  																																																			| (751) op(e3, e2) = e2
% 60.22/25.37  																																																			|
% 60.22/25.37  																																																			| From (749) and (209) follows:
% 60.22/25.37  																																																			| (1667) op(e3, e0) = e0
% 60.22/25.37  																																																			|
% 60.22/25.37  																																																			| From (749) and (28) follows:
% 60.22/25.37  																																																			| (2235) op(e1, e3) = e1
% 60.22/25.37  																																																			|
% 60.22/25.38  																																																			| Instantiating formula (29) with e3, e4, e4, e2 and discharging atoms op(e3, e4) = e4, op(e3, e4) = e2, yields:
% 60.22/25.38  																																																			| (323) e4 = e2
% 60.22/25.38  																																																			|
% 60.22/25.38  																																																			| Instantiating formula (29) with e3, e2, e2, e3 and discharging atoms op(e3, e2) = e3, op(e3, e2) = e2, yields:
% 60.22/25.38  																																																			| (662) e3 = e2
% 60.22/25.38  																																																			|
% 60.22/25.38  																																																			| Instantiating formula (29) with e3, e0, e0, e4 and discharging atoms op(e3, e0) = e4, op(e3, e0) = e0, yields:
% 60.22/25.38  																																																			| (397) e4 = e0
% 60.22/25.38  																																																			|
% 60.22/25.38  																																																			| Instantiating formula (29) with e1, e3, e1, e3 and discharging atoms op(e1, e3) = e3, op(e1, e3) = e1, yields:
% 60.22/25.38  																																																			| (455) e3 = e1
% 60.22/25.38  																																																			|
% 60.22/25.38  																																																			| Combining equations (397,323) yields a new equation:
% 60.22/25.38  																																																			| (330) e2 = e0
% 60.22/25.38  																																																			|
% 60.22/25.38  																																																			| Combining equations (662,455) yields a new equation:
% 60.22/25.38  																																																			| (616) e2 = e1
% 60.22/25.38  																																																			|
% 60.22/25.38  																																																			| Simplifying 616 yields:
% 60.22/25.38  																																																			| (617) e2 = e1
% 60.22/25.38  																																																			|
% 60.22/25.38  																																																			| Combining equations (617,330) yields a new equation:
% 60.22/25.38  																																																			| (546) e1 = e0
% 60.22/25.38  																																																			|
% 60.22/25.38  																																																			| Simplifying 546 yields:
% 60.22/25.38  																																																			| (431) e1 = e0
% 60.22/25.38  																																																			|
% 60.22/25.38  																																																			| Equations (431) can reduce 233 to:
% 60.22/25.38  																																																			| (266) $false
% 60.22/25.38  																																																			|
% 60.22/25.38  																																																			|-The branch is then unsatisfiable
% 60.22/25.38  																																											|-Branch two:
% 60.22/25.38  																																											| (411)  ~ (all_0_50_50 = e3)
% 60.22/25.38  																																											| (418) all_0_51_51 = e3 | all_0_53_53 = e3
% 60.22/25.38  																																											|
% 60.22/25.38  																																												+-Applying beta-rule and splitting (4042), into two cases.
% 60.22/25.38  																																												|-Branch one:
% 60.22/25.38  																																												| (415) all_0_50_50 = e3
% 60.22/25.38  																																												|
% 60.22/25.38  																																													| Equations (415) can reduce 411 to:
% 60.22/25.38  																																													| (266) $false
% 60.22/25.38  																																													|
% 60.22/25.38  																																													|-The branch is then unsatisfiable
% 60.22/25.38  																																												|-Branch two:
% 60.22/25.38  																																												| (411)  ~ (all_0_50_50 = e3)
% 60.22/25.38  																																												| (2336) all_0_55_55 = e3
% 60.22/25.38  																																												|
% 60.22/25.38  																																													| Combining equations (386,2336) yields a new equation:
% 60.22/25.38  																																													| (662) e3 = e2
% 60.22/25.38  																																													|
% 60.22/25.38  																																													| Equations (662) can reduce 212 to:
% 60.22/25.38  																																													| (266) $false
% 60.22/25.38  																																													|
% 60.22/25.38  																																													|-The branch is then unsatisfiable
% 60.22/25.38  																																			|-Branch two:
% 60.22/25.38  																																			| (462)  ~ (all_0_47_47 = e1)
% 60.22/25.38  																																			| (3264) all_0_51_51 = e1 | all_0_56_56 = e1
% 60.22/25.38  																																			|
% 60.22/25.38  																																				+-Applying beta-rule and splitting (1168), into two cases.
% 60.22/25.38  																																				|-Branch one:
% 60.22/25.38  																																				| (1109) all_0_51_51 = e1
% 60.22/25.38  																																				|
% 60.22/25.38  																																					| Combining equations (504,1109) yields a new equation:
% 60.22/25.38  																																					| (616) e2 = e1
% 60.22/25.38  																																					|
% 60.22/25.38  																																					| Simplifying 616 yields:
% 60.22/25.38  																																					| (617) e2 = e1
% 60.22/25.38  																																					|
% 60.22/25.38  																																					| Equations (617) can reduce 122 to:
% 60.22/25.38  																																					| (266) $false
% 60.22/25.38  																																					|
% 60.22/25.38  																																					|-The branch is then unsatisfiable
% 60.22/25.38  																																				|-Branch two:
% 60.22/25.38  																																				| (464)  ~ (all_0_51_51 = e1)
% 60.22/25.38  																																				| (1202) all_0_52_52 = e1 | all_0_53_53 = e1
% 60.22/25.38  																																				|
% 60.22/25.38  																																					| Equations (504) can reduce 464 to:
% 60.22/25.38  																																					| (122)  ~ (e2 = e1)
% 60.22/25.38  																																					|
% 60.22/25.38  																																					+-Applying beta-rule and splitting (3264), into two cases.
% 60.22/25.38  																																					|-Branch one:
% 60.22/25.38  																																					| (1109) all_0_51_51 = e1
% 60.22/25.38  																																					|
% 60.22/25.38  																																						| Combining equations (504,1109) yields a new equation:
% 60.22/25.38  																																						| (616) e2 = e1
% 60.22/25.38  																																						|
% 60.22/25.38  																																						| Simplifying 616 yields:
% 60.22/25.38  																																						| (617) e2 = e1
% 60.22/25.38  																																						|
% 60.22/25.38  																																						| Equations (617) can reduce 122 to:
% 60.22/25.38  																																						| (266) $false
% 60.22/25.38  																																						|
% 60.22/25.38  																																						|-The branch is then unsatisfiable
% 60.22/25.38  																																					|-Branch two:
% 60.22/25.38  																																					| (464)  ~ (all_0_51_51 = e1)
% 60.22/25.38  																																					| (1569) all_0_56_56 = e1
% 60.22/25.38  																																					|
% 60.22/25.38  																																						| Combining equations (842,1569) yields a new equation:
% 60.22/25.38  																																						| (636) e4 = e1
% 60.22/25.38  																																						|
% 60.22/25.38  																																						| Simplifying 636 yields:
% 60.22/25.38  																																						| (630) e4 = e1
% 60.22/25.38  																																						|
% 60.22/25.38  																																						| Equations (630) can reduce 110 to:
% 60.22/25.38  																																						| (266) $false
% 60.22/25.38  																																						|
% 60.22/25.38  																																						|-The branch is then unsatisfiable
% 60.22/25.38  																															|-Branch two:
% 60.22/25.38  																															| (457)  ~ (all_0_41_41 = e1)
% 60.22/25.38  																															| (458) all_0_42_42 = e1 | all_0_43_43 = e1 | all_0_44_44 = e1
% 60.22/25.38  																															|
% 60.22/25.38  																																+-Applying beta-rule and splitting (18), into two cases.
% 60.22/25.38  																																|-Branch one:
% 60.22/25.38  																																| (453) all_0_41_41 = e1
% 60.22/25.38  																																|
% 60.22/25.38  																																	| Equations (453) can reduce 457 to:
% 60.22/25.38  																																	| (266) $false
% 60.22/25.38  																																	|
% 60.22/25.38  																																	|-The branch is then unsatisfiable
% 60.22/25.38  																																|-Branch two:
% 60.22/25.38  																																| (457)  ~ (all_0_41_41 = e1)
% 60.22/25.38  																																| (595) all_0_46_46 = e1 | all_0_50_50 = e1 | all_0_55_55 = e1
% 60.22/25.38  																																|
% 60.22/25.38  																																	+-Applying beta-rule and splitting (595), into two cases.
% 60.22/25.38  																																	|-Branch one:
% 60.22/25.38  																																	| (545) all_0_46_46 = e1
% 60.22/25.38  																																	|
% 60.22/25.38  																																		| Combining equations (545,538) yields a new equation:
% 60.22/25.38  																																		| (546) e1 = e0
% 60.22/25.38  																																		|
% 60.22/25.38  																																		| Simplifying 546 yields:
% 60.22/25.38  																																		| (431) e1 = e0
% 60.22/25.38  																																		|
% 60.22/25.38  																																		| Equations (431) can reduce 233 to:
% 60.22/25.38  																																		| (266) $false
% 60.22/25.38  																																		|
% 60.22/25.38  																																		|-The branch is then unsatisfiable
% 60.22/25.38  																																	|-Branch two:
% 60.22/25.38  																																	| (549)  ~ (all_0_46_46 = e1)
% 60.22/25.38  																																	| (600) all_0_50_50 = e1 | all_0_55_55 = e1
% 60.22/25.38  																																	|
% 60.22/25.38  																																		+-Applying beta-rule and splitting (600), into two cases.
% 60.22/25.38  																																		|-Branch one:
% 60.22/25.38  																																		| (601) all_0_50_50 = e1
% 60.22/25.38  																																		|
% 60.22/25.38  																																			| Equations (601) can reduce 566 to:
% 60.22/25.38  																																			| (602)  ~ (e4 = e1)
% 60.22/25.38  																																			|
% 60.22/25.38  																																			| Simplifying 602 yields:
% 60.22/25.38  																																			| (110)  ~ (e4 = e1)
% 60.22/25.38  																																			|
% 60.22/25.38  																																			| Equations (601) can reduce 121 to:
% 60.22/25.38  																																			| (233)  ~ (e1 = e0)
% 60.22/25.38  																																			|
% 60.22/25.38  																																			+-Applying beta-rule and splitting (168), into two cases.
% 60.22/25.38  																																			|-Branch one:
% 60.22/25.38  																																			| (415) all_0_50_50 = e3
% 60.22/25.38  																																			|
% 60.22/25.38  																																				| Combining equations (601,415) yields a new equation:
% 60.22/25.38  																																				| (455) e3 = e1
% 60.22/25.38  																																				|
% 60.22/25.38  																																				| Equations (455) can reduce 213 to:
% 60.22/25.38  																																				| (266) $false
% 60.22/25.38  																																				|
% 60.22/25.38  																																				|-The branch is then unsatisfiable
% 60.22/25.38  																																			|-Branch two:
% 60.22/25.38  																																			| (411)  ~ (all_0_50_50 = e3)
% 60.22/25.38  																																			| (418) all_0_51_51 = e3 | all_0_53_53 = e3
% 60.22/25.38  																																			|
% 60.22/25.38  																																				| Equations (601) can reduce 411 to:
% 60.22/25.38  																																				| (467)  ~ (e3 = e1)
% 60.22/25.38  																																				|
% 60.22/25.38  																																				| Simplifying 467 yields:
% 60.22/25.38  																																				| (213)  ~ (e3 = e1)
% 60.22/25.38  																																				|
% 60.22/25.38  																																				+-Applying beta-rule and splitting (112), into two cases.
% 60.22/25.38  																																				|-Branch one:
% 60.22/25.38  																																				| (635) all_0_44_44 = e1
% 60.22/25.38  																																				|
% 60.22/25.38  																																					| Combining equations (635,446) yields a new equation:
% 60.22/25.38  																																					| (630) e4 = e1
% 60.22/25.38  																																					|
% 60.22/25.38  																																					| Equations (630) can reduce 110 to:
% 60.22/25.38  																																					| (266) $false
% 60.22/25.38  																																					|
% 60.22/25.38  																																					|-The branch is then unsatisfiable
% 60.22/25.38  																																				|-Branch two:
% 60.22/25.38  																																				| (639)  ~ (all_0_44_44 = e1)
% 60.22/25.38  																																				| (640) all_0_49_49 = e1 | all_0_53_53 = e1 | all_0_58_58 = e1
% 60.22/25.38  																																				|
% 60.22/25.38  																																					| Equations (446) can reduce 639 to:
% 60.22/25.38  																																					| (110)  ~ (e4 = e1)
% 60.22/25.38  																																					|
% 60.22/25.38  																																					+-Applying beta-rule and splitting (131), into two cases.
% 60.22/25.38  																																					|-Branch one:
% 60.22/25.38  																																					| (459) all_0_42_42 = e1
% 60.22/25.38  																																					|
% 60.22/25.38  																																						| Combining equations (459,516) yields a new equation:
% 60.22/25.38  																																						| (455) e3 = e1
% 60.22/25.38  																																						|
% 60.22/25.38  																																						| Equations (455) can reduce 213 to:
% 60.22/25.38  																																						| (266) $false
% 60.22/25.38  																																						|
% 60.22/25.38  																																						|-The branch is then unsatisfiable
% 60.22/25.38  																																					|-Branch two:
% 60.22/25.38  																																					| (1380)  ~ (all_0_42_42 = e1)
% 60.22/25.38  																																					| (3259) all_0_47_47 = e1 | all_0_51_51 = e1 | all_0_56_56 = e1
% 60.22/25.38  																																					|
% 60.22/25.38  																																						| Equations (516) can reduce 1380 to:
% 60.22/25.38  																																						| (213)  ~ (e3 = e1)
% 60.22/25.38  																																						|
% 60.22/25.38  																																						+-Applying beta-rule and splitting (458), into two cases.
% 60.22/25.38  																																						|-Branch one:
% 60.22/25.38  																																						| (459) all_0_42_42 = e1
% 60.22/25.38  																																						|
% 60.22/25.38  																																							| Combining equations (459,516) yields a new equation:
% 60.22/25.38  																																							| (455) e3 = e1
% 60.22/25.38  																																							|
% 60.22/25.38  																																							| Equations (455) can reduce 213 to:
% 60.22/25.38  																																							| (266) $false
% 60.22/25.38  																																							|
% 60.22/25.38  																																							|-The branch is then unsatisfiable
% 60.22/25.38  																																						|-Branch two:
% 60.22/25.38  																																						| (1380)  ~ (all_0_42_42 = e1)
% 60.22/25.38  																																						| (1381) all_0_43_43 = e1 | all_0_44_44 = e1
% 60.22/25.38  																																						|
% 60.22/25.38  																																							+-Applying beta-rule and splitting (1381), into two cases.
% 60.22/25.38  																																							|-Branch one:
% 60.22/25.38  																																							| (430) all_0_43_43 = e1
% 60.22/25.38  																																							|
% 60.22/25.38  																																								| Combining equations (430,356) yields a new equation:
% 60.22/25.38  																																								| (546) e1 = e0
% 60.22/25.38  																																								|
% 60.22/25.38  																																								| Simplifying 546 yields:
% 60.22/25.38  																																								| (431) e1 = e0
% 60.22/25.38  																																								|
% 60.22/25.38  																																								| Equations (431) can reduce 233 to:
% 60.22/25.38  																																								| (266) $false
% 60.22/25.38  																																								|
% 60.22/25.38  																																								|-The branch is then unsatisfiable
% 60.22/25.38  																																							|-Branch two:
% 60.22/25.38  																																							| (433)  ~ (all_0_43_43 = e1)
% 60.22/25.38  																																							| (635) all_0_44_44 = e1
% 60.22/25.38  																																							|
% 60.22/25.38  																																								| Combining equations (635,446) yields a new equation:
% 60.22/25.38  																																								| (630) e4 = e1
% 60.22/25.38  																																								|
% 60.22/25.38  																																								| Equations (630) can reduce 110 to:
% 60.22/25.38  																																								| (266) $false
% 60.22/25.38  																																								|
% 60.22/25.38  																																								|-The branch is then unsatisfiable
% 60.22/25.38  																																		|-Branch two:
% 60.22/25.38  																																		| (759)  ~ (all_0_50_50 = e1)
% 60.22/25.38  																																		| (629) all_0_55_55 = e1
% 60.22/25.38  																																		|
% 60.22/25.38  																																			| Combining equations (629,386) yields a new equation:
% 60.22/25.38  																																			| (617) e2 = e1
% 60.22/25.38  																																			|
% 60.22/25.38  																																			| Equations (617) can reduce 122 to:
% 60.22/25.38  																																			| (266) $false
% 60.22/25.38  																																			|
% 60.22/25.38  																																			|-The branch is then unsatisfiable
% 60.22/25.38  																														|-Branch two:
% 60.22/25.38  																														| (405)  ~ (all_0_42_42 = e3)
% 60.22/25.38  																														| (532) all_0_44_44 = e3
% 60.22/25.38  																														|
% 60.22/25.38  																															| Combining equations (532,446) yields a new equation:
% 60.22/25.38  																															| (425) e4 = e3
% 60.22/25.38  																															|
% 60.22/25.38  																															| Equations (425) can reduce 188 to:
% 60.22/25.38  																															| (266) $false
% 60.22/25.38  																															|
% 60.22/25.38  																															|-The branch is then unsatisfiable
% 60.22/25.38  																								|-Branch two:
% 60.22/25.38  																								| (831)  ~ (all_0_46_46 = e0)
% 60.22/25.38  																								| (832) all_0_47_47 = e0 | all_0_48_48 = e0 | all_0_49_49 = e0
% 60.22/25.38  																								|
% 60.22/25.38  																									+-Applying beta-rule and splitting (832), into two cases.
% 60.22/25.38  																									|-Branch one:
% 60.22/25.38  																									| (674) all_0_47_47 = e0
% 60.22/25.38  																									|
% 60.22/25.38  																										| Equations (674) can reduce 678 to:
% 60.22/25.38  																										| (266) $false
% 60.22/25.38  																										|
% 60.22/25.38  																										|-The branch is then unsatisfiable
% 60.22/25.38  																									|-Branch two:
% 60.22/25.38  																									| (678)  ~ (all_0_47_47 = e0)
% 60.22/25.38  																									| (1278) all_0_48_48 = e0 | all_0_49_49 = e0
% 60.22/25.38  																									|
% 60.22/25.38  																										+-Applying beta-rule and splitting (1278), into two cases.
% 60.22/25.38  																										|-Branch one:
% 60.22/25.38  																										| (1279) all_0_48_48 = e0
% 60.22/25.38  																										|
% 60.22/25.38  																											| Combining equations (1279,335) yields a new equation:
% 60.22/25.38  																											| (330) e2 = e0
% 60.22/25.38  																											|
% 60.22/25.38  																											| Equations (330) can reduce 128 to:
% 60.22/25.38  																											| (266) $false
% 60.22/25.38  																											|
% 60.22/25.38  																											|-The branch is then unsatisfiable
% 60.22/25.38  																										|-Branch two:
% 60.22/25.38  																										| (1283)  ~ (all_0_48_48 = e0)
% 60.22/25.38  																										| (978) all_0_49_49 = e0
% 60.22/25.38  																										|
% 60.22/25.38  																											| Equations (978) can reduce 487 to:
% 60.22/25.38  																											| (266) $false
% 60.22/25.38  																											|
% 60.22/25.38  																											|-The branch is then unsatisfiable
% 60.22/25.38  																							|-Branch two:
% 60.22/25.38  																							| (491)  ~ (all_0_58_58 = e0)
% 60.22/25.38  																							| (917) all_0_58_58 = e3 | all_0_58_58 = e1
% 60.22/25.38  																							|
% 60.22/25.38  																								+-Applying beta-rule and splitting (917), into two cases.
% 60.22/25.38  																								|-Branch one:
% 60.22/25.38  																								| (918) all_0_58_58 = e1
% 60.22/25.38  																								|
% 60.22/25.38  																									| Equations (918) can reduce 880 to:
% 60.22/25.38  																									| (266) $false
% 60.22/25.38  																									|
% 60.22/25.38  																									|-The branch is then unsatisfiable
% 60.22/25.38  																								|-Branch two:
% 60.22/25.38  																								| (880)  ~ (all_0_58_58 = e1)
% 60.22/25.38  																								| (795) all_0_58_58 = e3
% 60.22/25.38  																								|
% 60.22/25.38  																									| Equations (795) can reduce 276 to:
% 60.22/25.38  																									| (266) $false
% 60.22/25.38  																									|
% 60.22/25.38  																									|-The branch is then unsatisfiable
% 60.22/25.38  																				|-Branch two:
% 60.22/25.38  																				| (477)  ~ (all_0_56_56 = e4)
% 60.22/25.38  																				| (845) all_0_56_56 = e3 | all_0_56_56 = e1 | all_0_56_56 = e0
% 60.22/25.38  																				|
% 60.22/25.38  																					+-Applying beta-rule and splitting (845), into two cases.
% 60.22/25.38  																					|-Branch one:
% 60.22/25.38  																					| (679) all_0_56_56 = e0
% 60.22/25.38  																					|
% 60.22/25.38  																						| Equations (679) can reduce 828 to:
% 60.22/25.38  																						| (266) $false
% 60.22/25.38  																						|
% 60.22/25.38  																						|-The branch is then unsatisfiable
% 60.22/25.38  																					|-Branch two:
% 60.22/25.38  																					| (828)  ~ (all_0_56_56 = e0)
% 60.22/25.38  																					| (3172) all_0_56_56 = e3 | all_0_56_56 = e1
% 60.22/25.38  																					|
% 60.22/25.38  																						+-Applying beta-rule and splitting (3172), into two cases.
% 60.22/25.38  																						|-Branch one:
% 60.22/25.38  																						| (1569) all_0_56_56 = e1
% 60.22/25.38  																						|
% 60.22/25.38  																							| Equations (1569) can reduce 466 to:
% 60.22/25.38  																							| (266) $false
% 60.22/25.38  																							|
% 60.22/25.38  																							|-The branch is then unsatisfiable
% 60.22/25.38  																						|-Branch two:
% 60.22/25.38  																						| (466)  ~ (all_0_56_56 = e1)
% 60.22/25.38  																						| (1097) all_0_56_56 = e3
% 60.22/25.38  																						|
% 60.22/25.38  																							| Equations (1097) can reduce 272 to:
% 60.22/25.38  																							| (266) $false
% 60.22/25.38  																							|
% 60.22/25.38  																							|-The branch is then unsatisfiable
% 60.22/25.38  																		|-Branch two:
% 60.22/25.38  																		| (304)  ~ (all_0_55_55 = e2)
% 60.22/25.38  																		| (389) all_0_56_56 = e2 | all_0_57_57 = e2 | all_0_58_58 = e2
% 60.22/25.38  																		|
% 60.22/25.38  																			+-Applying beta-rule and splitting (174), into two cases.
% 60.22/25.38  																			|-Branch one:
% 60.22/25.38  																			| (386) all_0_55_55 = e2
% 60.22/25.38  																			|
% 60.22/25.38  																				| Equations (386) can reduce 304 to:
% 60.22/25.38  																				| (266) $false
% 60.22/25.38  																				|
% 60.22/25.38  																				|-The branch is then unsatisfiable
% 60.22/25.38  																			|-Branch two:
% 60.22/25.38  																			| (304)  ~ (all_0_55_55 = e2)
% 60.22/25.38  																			| (2051) all_0_55_55 = e4 | all_0_55_55 = e3 | all_0_55_55 = e1 | all_0_55_55 = e0
% 60.22/25.38  																			|
% 60.22/25.38  																				+-Applying beta-rule and splitting (2051), into two cases.
% 60.22/25.38  																				|-Branch one:
% 60.22/25.38  																				| (587) all_0_55_55 = e4
% 60.22/25.38  																				|
% 60.22/25.38  																					| Equations (587) can reduce 763 to:
% 60.22/25.38  																					| (266) $false
% 60.22/25.38  																					|
% 60.22/25.38  																					|-The branch is then unsatisfiable
% 60.22/25.38  																				|-Branch two:
% 60.22/25.38  																				| (763)  ~ (all_0_55_55 = e4)
% 60.22/25.38  																				| (2055) all_0_55_55 = e3 | all_0_55_55 = e1 | all_0_55_55 = e0
% 60.22/25.38  																				|
% 60.22/25.38  																					+-Applying beta-rule and splitting (2055), into two cases.
% 60.22/25.38  																					|-Branch one:
% 60.22/25.38  																					| (858) all_0_55_55 = e0
% 60.22/25.38  																					|
% 60.22/25.38  																						| Equations (858) can reduce 304 to:
% 60.22/25.38  																						| (365)  ~ (e2 = e0)
% 60.22/25.38  																						|
% 60.22/25.38  																						| Simplifying 365 yields:
% 60.22/25.38  																						| (128)  ~ (e2 = e0)
% 60.22/25.38  																						|
% 60.22/25.38  																						+-Applying beta-rule and splitting (24424), into two cases.
% 60.22/25.38  																						|-Branch one:
% 60.22/25.38  																						| (1794) all_0_46_46 = e2
% 60.22/25.38  																						|
% 60.22/25.38  																							| Equations (1794) can reduce 300 to:
% 60.22/25.38  																							| (266) $false
% 60.22/25.38  																							|
% 60.22/25.38  																							|-The branch is then unsatisfiable
% 60.22/25.38  																						|-Branch two:
% 60.22/25.38  																						| (300)  ~ (all_0_46_46 = e2)
% 60.22/25.38  																						| (24428) all_0_50_50 = e2 | all_0_55_55 = e2
% 60.22/25.38  																						|
% 60.22/25.38  																							+-Applying beta-rule and splitting (24428), into two cases.
% 60.22/25.38  																							|-Branch one:
% 60.22/25.38  																							| (378) all_0_50_50 = e2
% 60.22/25.38  																							|
% 60.22/25.38  																								| Equations (378) can reduce 302 to:
% 60.22/25.38  																								| (266) $false
% 60.22/25.38  																								|
% 60.22/25.38  																								|-The branch is then unsatisfiable
% 60.22/25.38  																							|-Branch two:
% 60.22/25.38  																							| (302)  ~ (all_0_50_50 = e2)
% 60.22/25.38  																							| (386) all_0_55_55 = e2
% 60.22/25.38  																							|
% 60.22/25.38  																								| Combining equations (858,386) yields a new equation:
% 60.22/25.38  																								| (330) e2 = e0
% 60.22/25.38  																								|
% 60.22/25.38  																								| Equations (330) can reduce 128 to:
% 60.22/25.38  																								| (266) $false
% 60.22/25.38  																								|
% 60.22/25.38  																								|-The branch is then unsatisfiable
% 60.22/25.38  																					|-Branch two:
% 60.22/25.39  																					| (803)  ~ (all_0_55_55 = e0)
% 60.22/25.39  																					| (2315) all_0_55_55 = e3 | all_0_55_55 = e1
% 60.22/25.39  																					|
% 60.22/25.39  																						+-Applying beta-rule and splitting (2315), into two cases.
% 60.22/25.39  																						|-Branch one:
% 60.22/25.39  																						| (629) all_0_55_55 = e1
% 60.22/25.39  																						|
% 60.22/25.39  																							| Equations (629) can reduce 632 to:
% 60.22/25.39  																							| (266) $false
% 60.22/25.39  																							|
% 60.22/25.39  																							|-The branch is then unsatisfiable
% 60.22/25.39  																						|-Branch two:
% 60.22/25.39  																						| (632)  ~ (all_0_55_55 = e1)
% 60.22/25.39  																						| (2336) all_0_55_55 = e3
% 60.22/25.39  																						|
% 60.22/25.39  																							| Equations (2336) can reduce 270 to:
% 60.22/25.39  																							| (266) $false
% 60.22/25.39  																							|
% 60.22/25.39  																							|-The branch is then unsatisfiable
% 60.22/25.39  																	|-Branch two:
% 60.22/25.39  																	| (1099)  ~ (all_0_51_51 = e2)
% 60.22/25.39  																	| (1152) all_0_52_52 = e2 | all_0_53_53 = e2
% 60.22/25.39  																	|
% 60.22/25.39  																		+-Applying beta-rule and splitting (1152), into two cases.
% 60.22/25.39  																		|-Branch one:
% 60.22/25.39  																		| (352) all_0_52_52 = e2
% 60.22/25.39  																		|
% 60.22/25.39  																			| Combining equations (352,565) yields a new equation:
% 60.22/25.39  																			| (323) e4 = e2
% 60.22/25.39  																			|
% 60.22/25.39  																			| Equations (323) can reduce 48 to:
% 60.22/25.39  																			| (266) $false
% 60.22/25.39  																			|
% 60.22/25.39  																			|-The branch is then unsatisfiable
% 60.22/25.39  																		|-Branch two:
% 60.22/25.39  																		| (342)  ~ (all_0_52_52 = e2)
% 60.22/25.39  																		| (607) all_0_53_53 = e2
% 60.22/25.39  																		|
% 60.22/25.39  																			| Equations (607) can reduce 509 to:
% 60.22/25.39  																			| (266) $false
% 60.22/25.39  																			|
% 60.22/25.39  																			|-The branch is then unsatisfiable
% 60.22/25.39  											|-Branch two:
% 60.22/25.39  											| (5470)  ~ (all_0_43_43 = e0)
% 60.22/25.39  											| (5471) all_0_48_48 = e0 | all_0_57_57 = e0
% 60.22/25.39  											|
% 60.22/25.39  												+-Applying beta-rule and splitting (195), into two cases.
% 60.22/25.39  												|-Branch one:
% 60.22/25.39  												| (396) all_0_43_43 = e4
% 60.22/25.39  												|
% 60.22/25.39  													| Equations (396) can reduce 399 to:
% 60.22/25.39  													| (266) $false
% 60.22/25.39  													|
% 60.22/25.39  													|-The branch is then unsatisfiable
% 60.22/25.39  												|-Branch two:
% 60.22/25.39  												| (399)  ~ (all_0_43_43 = e4)
% 60.22/25.39  												| (6374) all_0_43_43 = e1 | all_0_43_43 = e0
% 60.22/25.39  												|
% 60.22/25.39  													+-Applying beta-rule and splitting (5471), into two cases.
% 60.22/25.39  													|-Branch one:
% 60.22/25.39  													| (1279) all_0_48_48 = e0
% 60.22/25.39  													|
% 60.22/25.39  														| Combining equations (1279,335) yields a new equation:
% 60.22/25.39  														| (330) e2 = e0
% 60.22/25.39  														|
% 60.22/25.39  														| Equations (330) can reduce 128 to:
% 60.22/25.39  														| (266) $false
% 60.22/25.39  														|
% 60.22/25.39  														|-The branch is then unsatisfiable
% 60.22/25.39  													|-Branch two:
% 60.22/25.39  													| (1283)  ~ (all_0_48_48 = e0)
% 60.22/25.39  													| (875) all_0_57_57 = e0
% 60.22/25.39  													|
% 60.22/25.39  														| Equations (875) can reduce 199 to:
% 60.22/25.39  														| (5470)  ~ (all_0_43_43 = e0)
% 60.22/25.39  														|
% 60.22/25.39  														| Equations (875) can reduce 81 to:
% 60.22/25.39  														| (803)  ~ (all_0_55_55 = e0)
% 60.22/25.39  														|
% 60.22/25.39  														| Equations (875) can reduce 140 to:
% 60.22/25.39  														| (828)  ~ (all_0_56_56 = e0)
% 60.22/25.39  														|
% 60.22/25.39  														| Equations (875) can reduce 148 to:
% 60.22/25.39  														| (490)  ~ (all_0_58_58 = e0)
% 60.22/25.39  														|
% 60.22/25.39  														| Simplifying 490 yields:
% 60.22/25.39  														| (491)  ~ (all_0_58_58 = e0)
% 60.22/25.39  														|
% 60.22/25.39  														| Equations (875) can reduce 839 to:
% 60.22/25.39  														| (401)  ~ (e4 = e0)
% 60.22/25.39  														|
% 60.22/25.39  														| Simplifying 401 yields:
% 60.22/25.39  														| (49)  ~ (e4 = e0)
% 60.22/25.39  														|
% 60.22/25.39  														| Equations (875) can reduce 67 to:
% 60.22/25.39  														| (541)  ~ (e3 = e0)
% 60.22/25.39  														|
% 60.22/25.39  														| Simplifying 541 yields:
% 60.22/25.39  														| (80)  ~ (e3 = e0)
% 60.22/25.39  														|
% 60.22/25.39  														+-Applying beta-rule and splitting (6374), into two cases.
% 60.22/25.39  														|-Branch one:
% 60.22/25.39  														| (356) all_0_43_43 = e0
% 60.22/25.39  														|
% 60.22/25.39  															| Equations (356) can reduce 5470 to:
% 60.22/25.39  															| (266) $false
% 60.22/25.39  															|
% 60.22/25.39  															|-The branch is then unsatisfiable
% 60.22/25.39  														|-Branch two:
% 60.22/25.39  														| (5470)  ~ (all_0_43_43 = e0)
% 60.22/25.39  														| (430) all_0_43_43 = e1
% 60.22/25.39  														|
% 60.22/25.39  															| Equations (430) can reduce 31 to:
% 60.22/25.39  															| (457)  ~ (all_0_41_41 = e1)
% 60.22/25.39  															|
% 60.22/25.39  															| Equations (430) can reduce 240 to:
% 60.22/25.39  															| (1380)  ~ (all_0_42_42 = e1)
% 60.22/25.39  															|
% 60.22/25.39  															| Equations (430) can reduce 159 to:
% 60.22/25.39  															| (4057)  ~ (all_0_44_44 = e1)
% 60.22/25.39  															|
% 60.22/25.39  															| Simplifying 4057 yields:
% 60.22/25.39  															| (639)  ~ (all_0_44_44 = e1)
% 60.22/25.39  															|
% 60.22/25.39  															| Equations (430) can reduce 399 to:
% 60.22/25.39  															| (602)  ~ (e4 = e1)
% 60.22/25.39  															|
% 60.22/25.39  															| Simplifying 602 yields:
% 60.22/25.39  															| (110)  ~ (e4 = e1)
% 60.22/25.39  															|
% 60.22/25.39  															| Equations (430) can reduce 99 to:
% 60.22/25.39  															| (467)  ~ (e3 = e1)
% 60.22/25.39  															|
% 60.22/25.39  															| Simplifying 467 yields:
% 60.22/25.39  															| (213)  ~ (e3 = e1)
% 60.22/25.39  															|
% 60.22/25.39  															| Equations (430) can reduce 96 to:
% 60.22/25.39  															| (604)  ~ (e2 = e1)
% 60.22/25.39  															|
% 60.22/25.39  															| Simplifying 604 yields:
% 60.22/25.39  															| (122)  ~ (e2 = e1)
% 60.22/25.39  															|
% 60.22/25.39  															| Equations (430) can reduce 5470 to:
% 60.22/25.39  															| (233)  ~ (e1 = e0)
% 60.22/25.39  															|
% 60.22/25.39  															| From (430) and (37) follows:
% 60.22/25.39  															| (13877) op(e3, e1) = e1
% 60.22/25.39  															|
% 60.22/25.39  															+-Applying beta-rule and splitting (222), into two cases.
% 60.22/25.39  															|-Branch one:
% 60.22/25.39  															| (386) all_0_55_55 = e2
% 60.22/25.39  															|
% 60.22/25.39  																| Equations (386) can reduce 191 to:
% 60.22/25.39  																| (85)  ~ (all_0_41_41 = e2)
% 60.22/25.39  																|
% 60.22/25.39  																| Equations (386) can reduce 58 to:
% 60.22/25.39  																| (300)  ~ (all_0_46_46 = e2)
% 60.22/25.39  																|
% 60.22/25.39  																| Equations (386) can reduce 93 to:
% 60.22/25.39  																| (302)  ~ (all_0_50_50 = e2)
% 60.22/25.39  																|
% 60.22/25.39  																| Equations (386) can reduce 3 to:
% 60.22/25.39  																| (1186)  ~ (all_0_58_58 = e2)
% 60.22/25.39  																|
% 60.22/25.39  																| Simplifying 1186 yields:
% 60.22/25.39  																| (908)  ~ (all_0_58_58 = e2)
% 60.22/25.39  																|
% 60.22/25.39  																| Equations (386) can reduce 763 to:
% 60.22/25.39  																| (327)  ~ (e4 = e2)
% 60.22/25.39  																|
% 60.22/25.39  																| Simplifying 327 yields:
% 60.22/25.39  																| (48)  ~ (e4 = e2)
% 60.22/25.39  																|
% 60.22/25.39  																| Equations (386) can reduce 270 to:
% 60.22/25.39  																| (626)  ~ (e3 = e2)
% 60.22/25.39  																|
% 60.22/25.39  																| Simplifying 626 yields:
% 60.22/25.39  																| (212)  ~ (e3 = e2)
% 60.22/25.39  																|
% 60.22/25.39  																| From (386) and (74) follows:
% 60.22/25.39  																| (24443) op(e0, e3) = e2
% 60.22/25.39  																|
% 60.22/25.39  																+-Applying beta-rule and splitting (95), into two cases.
% 60.22/25.39  																|-Branch one:
% 60.22/25.39  																| (378) all_0_50_50 = e2
% 60.22/25.39  																|
% 60.22/25.39  																	| Equations (378) can reduce 302 to:
% 60.22/25.39  																	| (266) $false
% 60.22/25.39  																	|
% 60.22/25.39  																	|-The branch is then unsatisfiable
% 60.22/25.39  																|-Branch two:
% 60.22/25.39  																| (302)  ~ (all_0_50_50 = e2)
% 60.22/25.39  																| (381) all_0_51_51 = e2 | all_0_52_52 = e2 | all_0_53_53 = e2
% 60.22/25.39  																|
% 60.22/25.39  																	+-Applying beta-rule and splitting (381), into two cases.
% 60.22/25.39  																	|-Branch one:
% 60.22/25.39  																	| (504) all_0_51_51 = e2
% 60.22/25.39  																	|
% 60.22/25.39  																		| Equations (504) can reduce 61 to:
% 60.22/25.39  																		| (51)  ~ (all_0_42_42 = e2)
% 60.22/25.39  																		|
% 60.22/25.39  																		| Equations (504) can reduce 224 to:
% 60.22/25.39  																		| (338)  ~ (all_0_47_47 = e2)
% 60.22/25.39  																		|
% 60.22/25.39  																		| Equations (504) can reduce 59 to:
% 60.22/25.39  																		| (302)  ~ (all_0_50_50 = e2)
% 60.22/25.39  																		|
% 60.22/25.39  																		| Equations (504) can reduce 6 to:
% 60.22/25.39  																		| (508)  ~ (all_0_53_53 = e2)
% 60.22/25.39  																		|
% 60.22/25.39  																		| Simplifying 508 yields:
% 60.22/25.39  																		| (509)  ~ (all_0_53_53 = e2)
% 60.22/25.39  																		|
% 60.22/25.39  																		| Equations (504) can reduce 16 to:
% 60.22/25.39  																		| (510)  ~ (all_0_56_56 = e2)
% 60.22/25.39  																		|
% 60.22/25.39  																		| Simplifying 510 yields:
% 60.22/25.39  																		| (511)  ~ (all_0_56_56 = e2)
% 60.22/25.39  																		|
% 60.22/25.39  																		| Equations (504) can reduce 115 to:
% 60.22/25.39  																		| (128)  ~ (e2 = e0)
% 60.22/25.39  																		|
% 60.22/25.39  																		| From (504) and (186) follows:
% 60.22/25.39  																		| (515) op(e1, e2) = e2
% 60.22/25.39  																		|
% 60.22/25.39  																		+-Applying beta-rule and splitting (168), into two cases.
% 60.22/25.39  																		|-Branch one:
% 60.22/25.39  																		| (415) all_0_50_50 = e3
% 60.22/25.39  																		|
% 60.22/25.39  																			| Equations (415) can reduce 221 to:
% 60.22/25.39  																			| (1898)  ~ (all_0_41_41 = e3)
% 60.22/25.39  																			|
% 60.22/25.39  																			| Equations (415) can reduce 190 to:
% 60.22/25.39  																			| (1114)  ~ (all_0_53_53 = e3)
% 60.22/25.39  																			|
% 60.22/25.39  																			| Simplifying 1114 yields:
% 60.22/25.39  																			| (903)  ~ (all_0_53_53 = e3)
% 60.22/25.39  																			|
% 60.22/25.39  																			| Equations (415) can reduce 121 to:
% 60.22/25.39  																			| (80)  ~ (e3 = e0)
% 60.22/25.39  																			|
% 60.22/25.39  																			+-Applying beta-rule and splitting (160), into two cases.
% 60.22/25.39  																			|-Branch one:
% 60.22/25.39  																			| (601) all_0_50_50 = e1
% 60.22/25.39  																			|
% 60.22/25.39  																				| Combining equations (415,601) yields a new equation:
% 60.22/25.39  																				| (454) e3 = e1
% 60.22/25.39  																				|
% 60.22/25.39  																				| Simplifying 454 yields:
% 60.22/25.39  																				| (455) e3 = e1
% 60.22/25.39  																				|
% 60.22/25.39  																				| Equations (455) can reduce 213 to:
% 60.22/25.39  																				| (266) $false
% 60.22/25.39  																				|
% 60.22/25.39  																				|-The branch is then unsatisfiable
% 60.22/25.39  																			|-Branch two:
% 60.22/25.39  																			| (759)  ~ (all_0_50_50 = e1)
% 60.22/25.39  																			| (1168) all_0_51_51 = e1 | all_0_52_52 = e1 | all_0_53_53 = e1
% 60.22/25.39  																			|
% 60.22/25.39  																				+-Applying beta-rule and splitting (196), into two cases.
% 60.22/25.39  																				|-Branch one:
% 60.22/25.39  																				| (607) all_0_53_53 = e2
% 60.22/25.39  																				|
% 60.22/25.39  																					| Equations (607) can reduce 509 to:
% 60.22/25.39  																					| (266) $false
% 60.22/25.39  																					|
% 60.22/25.39  																					|-The branch is then unsatisfiable
% 60.22/25.39  																				|-Branch two:
% 60.22/25.39  																				| (509)  ~ (all_0_53_53 = e2)
% 60.22/25.39  																				| (610) all_0_53_53 = e4 | all_0_53_53 = e3 | all_0_53_53 = e1
% 60.22/25.39  																				|
% 60.22/25.39  																					+-Applying beta-rule and splitting (610), into two cases.
% 60.22/25.39  																					|-Branch one:
% 60.22/25.39  																					| (1298) all_0_53_53 = e4
% 60.22/25.39  																					|
% 60.22/25.39  																						| Equations (1298) can reduce 1453 to:
% 60.22/25.39  																						| (266) $false
% 60.22/25.39  																						|
% 60.22/25.39  																						|-The branch is then unsatisfiable
% 60.22/25.39  																					|-Branch two:
% 60.22/25.39  																					| (1453)  ~ (all_0_53_53 = e4)
% 60.22/25.39  																					| (1694) all_0_53_53 = e3 | all_0_53_53 = e1
% 60.22/25.39  																					|
% 60.22/25.39  																						+-Applying beta-rule and splitting (18), into two cases.
% 60.22/25.39  																						|-Branch one:
% 60.22/25.39  																						| (453) all_0_41_41 = e1
% 60.22/25.39  																						|
% 60.22/25.39  																							| Equations (453) can reduce 457 to:
% 60.22/25.39  																							| (266) $false
% 60.22/25.39  																							|
% 60.22/25.39  																							|-The branch is then unsatisfiable
% 60.22/25.39  																						|-Branch two:
% 60.22/25.39  																						| (457)  ~ (all_0_41_41 = e1)
% 60.22/25.39  																						| (595) all_0_46_46 = e1 | all_0_50_50 = e1 | all_0_55_55 = e1
% 60.22/25.39  																						|
% 60.22/25.39  																							+-Applying beta-rule and splitting (27), into two cases.
% 60.22/25.39  																							|-Branch one:
% 60.22/25.39  																							| (437) all_0_41_41 = e4
% 60.22/25.39  																							|
% 60.22/25.39  																								| Equations (437) can reduce 440 to:
% 60.22/25.39  																								| (266) $false
% 60.22/25.39  																								|
% 60.22/25.39  																								|-The branch is then unsatisfiable
% 60.22/25.39  																							|-Branch two:
% 60.22/25.39  																							| (440)  ~ (all_0_41_41 = e4)
% 60.22/25.39  																							| (4049) all_0_41_41 = e3 | all_0_41_41 = e1 | all_0_41_41 = e0
% 60.22/25.39  																							|
% 60.22/25.39  																								+-Applying beta-rule and splitting (4049), into two cases.
% 60.22/25.39  																								|-Branch one:
% 60.22/25.39  																								| (794) all_0_41_41 = e0
% 60.22/25.39  																								|
% 60.22/25.39  																									| Equations (794) can reduce 214 to:
% 60.22/25.39  																									| (5565)  ~ (all_0_42_42 = e0)
% 60.22/25.39  																									|
% 60.22/25.39  																									| Simplifying 5565 yields:
% 60.22/25.39  																									| (358)  ~ (all_0_42_42 = e0)
% 60.22/25.39  																									|
% 60.22/25.39  																									| Equations (794) can reduce 149 to:
% 60.22/25.39  																									| (359)  ~ (all_0_44_44 = e0)
% 60.22/25.39  																									|
% 60.22/25.39  																									| Simplifying 359 yields:
% 60.22/25.39  																									| (360)  ~ (all_0_44_44 = e0)
% 60.22/25.39  																									|
% 60.22/25.39  																									| Equations (794) can reduce 85 to:
% 60.22/25.39  																									| (365)  ~ (e2 = e0)
% 60.22/25.39  																									|
% 60.22/25.39  																									| Simplifying 365 yields:
% 60.22/25.39  																									| (128)  ~ (e2 = e0)
% 60.22/25.39  																									|
% 60.22/25.39  																									+-Applying beta-rule and splitting (595), into two cases.
% 60.22/25.39  																									|-Branch one:
% 60.22/25.39  																									| (545) all_0_46_46 = e1
% 60.22/25.39  																									|
% 60.22/25.39  																										| Equations (545) can reduce 19 to:
% 60.22/25.39  																										| (461)  ~ (all_0_47_47 = e1)
% 60.22/25.39  																										|
% 60.22/25.39  																										| Simplifying 461 yields:
% 60.22/25.39  																										| (462)  ~ (all_0_47_47 = e1)
% 60.22/25.39  																										|
% 60.22/25.39  																										| From (545) and (120) follows:
% 60.22/25.39  																										| (2105) op(e2, e3) = e1
% 60.22/25.39  																										|
% 60.22/25.39  																										+-Applying beta-rule and splitting (131), into two cases.
% 60.22/25.39  																										|-Branch one:
% 60.22/25.39  																										| (459) all_0_42_42 = e1
% 60.22/25.39  																										|
% 60.22/25.39  																											| Equations (459) can reduce 1380 to:
% 60.22/25.39  																											| (266) $false
% 60.22/25.39  																											|
% 60.22/25.39  																											|-The branch is then unsatisfiable
% 60.22/25.39  																										|-Branch two:
% 60.22/25.39  																										| (1380)  ~ (all_0_42_42 = e1)
% 60.22/25.39  																										| (3259) all_0_47_47 = e1 | all_0_51_51 = e1 | all_0_56_56 = e1
% 60.22/25.39  																										|
% 60.22/25.39  																											+-Applying beta-rule and splitting (1694), into two cases.
% 60.22/25.39  																											|-Branch one:
% 60.22/25.39  																											| (1208) all_0_53_53 = e1
% 60.22/25.39  																											|
% 60.22/25.39  																												| Equations (1208) can reduce 65 to:
% 60.22/25.39  																												| (1064)  ~ (all_0_49_49 = e1)
% 60.22/25.39  																												|
% 60.22/25.39  																												| Equations (1208) can reduce 509 to:
% 60.22/25.39  																												| (604)  ~ (e2 = e1)
% 60.22/25.39  																												|
% 60.22/25.39  																												| Simplifying 604 yields:
% 60.22/25.39  																												| (122)  ~ (e2 = e1)
% 60.22/25.39  																												|
% 60.22/25.39  																												+-Applying beta-rule and splitting (216), into two cases.
% 60.22/25.39  																												|-Branch one:
% 60.22/25.39  																												| (629) all_0_55_55 = e1
% 60.22/25.39  																												|
% 60.22/25.39  																													| Combining equations (386,629) yields a new equation:
% 60.22/25.39  																													| (616) e2 = e1
% 60.22/25.39  																													|
% 60.22/25.39  																													| Simplifying 616 yields:
% 60.22/25.39  																													| (617) e2 = e1
% 60.22/25.39  																													|
% 60.22/25.39  																													| Equations (617) can reduce 122 to:
% 60.22/25.39  																													| (266) $false
% 60.22/25.39  																													|
% 60.22/25.39  																													|-The branch is then unsatisfiable
% 60.22/25.39  																												|-Branch two:
% 60.22/25.39  																												| (632)  ~ (all_0_55_55 = e1)
% 60.22/25.39  																												| (633) all_0_56_56 = e1 | all_0_57_57 = e1 | all_0_58_58 = e1
% 60.22/25.39  																												|
% 60.22/25.39  																													| Equations (386) can reduce 632 to:
% 60.22/25.39  																													| (122)  ~ (e2 = e1)
% 60.22/25.39  																													|
% 60.22/25.39  																													+-Applying beta-rule and splitting (3259), into two cases.
% 60.22/25.39  																													|-Branch one:
% 60.22/25.39  																													| (654) all_0_47_47 = e1
% 60.22/25.39  																													|
% 60.22/25.39  																														| Equations (654) can reduce 462 to:
% 60.22/25.39  																														| (266) $false
% 60.22/25.39  																														|
% 60.22/25.39  																														|-The branch is then unsatisfiable
% 60.22/25.39  																													|-Branch two:
% 60.22/25.39  																													| (462)  ~ (all_0_47_47 = e1)
% 60.22/25.39  																													| (3264) all_0_51_51 = e1 | all_0_56_56 = e1
% 60.22/25.39  																													|
% 60.22/25.39  																														+-Applying beta-rule and splitting (3264), into two cases.
% 60.22/25.39  																														|-Branch one:
% 60.22/25.39  																														| (1109) all_0_51_51 = e1
% 60.22/25.39  																														|
% 60.22/25.39  																															| Combining equations (504,1109) yields a new equation:
% 60.22/25.39  																															| (616) e2 = e1
% 60.22/25.39  																															|
% 60.22/25.39  																															| Simplifying 616 yields:
% 60.22/25.39  																															| (617) e2 = e1
% 60.22/25.39  																															|
% 60.22/25.39  																															| Equations (617) can reduce 122 to:
% 60.22/25.39  																															| (266) $false
% 60.22/25.39  																															|
% 60.22/25.39  																															|-The branch is then unsatisfiable
% 60.22/25.39  																														|-Branch two:
% 60.22/25.39  																														| (464)  ~ (all_0_51_51 = e1)
% 60.22/25.39  																														| (1569) all_0_56_56 = e1
% 60.22/25.39  																														|
% 60.22/25.39  																															| Equations (1569) can reduce 236 to:
% 60.22/25.39  																															| (1380)  ~ (all_0_42_42 = e1)
% 60.22/25.39  																															|
% 60.22/25.39  																															| Equations (1569) can reduce 91 to:
% 60.22/25.39  																															| (462)  ~ (all_0_47_47 = e1)
% 60.22/25.39  																															|
% 60.22/25.39  																															| Equations (1569) can reduce 44 to:
% 60.22/25.39  																															| (879)  ~ (all_0_58_58 = e1)
% 60.22/25.39  																															|
% 60.22/25.39  																															| Simplifying 879 yields:
% 60.22/25.39  																															| (880)  ~ (all_0_58_58 = e1)
% 60.22/25.39  																															|
% 60.22/25.39  																															| From (1569) and (111) follows:
% 60.22/25.39  																															| (3175) op(e0, e2) = e1
% 60.22/25.39  																															|
% 60.22/25.39  																															+-Applying beta-rule and splitting (75), into two cases.
% 60.22/25.39  																															|-Branch one:
% 60.22/25.39  																															| (485) all_0_40_40 = e0
% 60.22/25.39  																															|
% 60.22/25.39  																																| Combining equations (313,485) yields a new equation:
% 60.22/25.39  																																| (391) e2 = e0
% 60.22/25.39  																																|
% 60.22/25.39  																																| Simplifying 391 yields:
% 60.22/25.39  																																| (330) e2 = e0
% 60.22/25.39  																																|
% 60.22/25.39  																																| Equations (330) can reduce 128 to:
% 60.22/25.39  																																| (266) $false
% 60.22/25.39  																																|
% 60.22/25.39  																																|-The branch is then unsatisfiable
% 60.22/25.39  																															|-Branch two:
% 60.22/25.39  																															| (1401)  ~ (all_0_40_40 = e0)
% 60.22/25.40  																															| (1748) all_0_44_44 = e0 | all_0_49_49 = e0 | all_0_58_58 = e0
% 60.22/25.40  																															|
% 60.22/25.40  																																+-Applying beta-rule and splitting (105), into two cases.
% 60.22/25.40  																																|-Branch one:
% 60.22/25.40  																																| (1105) all_0_47_47 = e2
% 60.22/25.40  																																|
% 60.22/25.40  																																	| Equations (1105) can reduce 338 to:
% 60.22/25.40  																																	| (266) $false
% 60.22/25.40  																																	|
% 60.22/25.40  																																	|-The branch is then unsatisfiable
% 60.22/25.40  																																|-Branch two:
% 60.22/25.40  																																| (338)  ~ (all_0_47_47 = e2)
% 60.22/25.40  																																| (1789) all_0_47_47 = e4 | all_0_47_47 = e3 | all_0_47_47 = e1 | all_0_47_47 = e0
% 60.22/25.40  																																|
% 60.22/25.40  																																	+-Applying beta-rule and splitting (1748), into two cases.
% 60.22/25.40  																																	|-Branch one:
% 60.22/25.40  																																	| (1414) all_0_44_44 = e0
% 60.22/25.40  																																	|
% 60.22/25.40  																																		| Equations (1414) can reduce 360 to:
% 60.22/25.40  																																		| (266) $false
% 60.22/25.40  																																		|
% 60.22/25.40  																																		|-The branch is then unsatisfiable
% 60.22/25.40  																																	|-Branch two:
% 60.22/25.40  																																	| (360)  ~ (all_0_44_44 = e0)
% 60.22/25.40  																																	| (1760) all_0_49_49 = e0 | all_0_58_58 = e0
% 60.22/25.40  																																	|
% 60.22/25.40  																																		+-Applying beta-rule and splitting (1789), into two cases.
% 60.22/25.40  																																		|-Branch one:
% 60.22/25.40  																																		| (1790) all_0_47_47 = e4
% 60.22/25.40  																																		|
% 60.22/25.40  																																			| Equations (1790) can reduce 252 to:
% 60.22/25.40  																																			| (266) $false
% 60.22/25.40  																																			|
% 60.22/25.40  																																			|-The branch is then unsatisfiable
% 60.22/25.40  																																		|-Branch two:
% 60.22/25.40  																																		| (252)  ~ (all_0_47_47 = e4)
% 60.22/25.40  																																		| (1793) all_0_47_47 = e3 | all_0_47_47 = e1 | all_0_47_47 = e0
% 60.22/25.40  																																		|
% 60.22/25.40  																																			+-Applying beta-rule and splitting (1760), into two cases.
% 60.22/25.40  																																			|-Branch one:
% 60.22/25.40  																																			| (978) all_0_49_49 = e0
% 60.22/25.40  																																			|
% 60.22/25.40  																																				| Equations (978) can reduce 86 to:
% 60.22/25.40  																																				| (678)  ~ (all_0_47_47 = e0)
% 60.22/25.40  																																				|
% 60.22/25.40  																																				| Equations (978) can reduce 119 to:
% 60.22/25.40  																																				| (490)  ~ (all_0_58_58 = e0)
% 60.22/25.40  																																				|
% 60.22/25.40  																																				| Simplifying 490 yields:
% 60.22/25.40  																																				| (491)  ~ (all_0_58_58 = e0)
% 60.22/25.40  																																				|
% 60.22/25.40  																																				| Equations (978) can reduce 1064 to:
% 60.22/25.40  																																				| (435)  ~ (e1 = e0)
% 60.22/25.40  																																				|
% 60.22/25.40  																																				| Simplifying 435 yields:
% 60.22/25.40  																																				| (233)  ~ (e1 = e0)
% 60.22/25.40  																																				|
% 60.22/25.40  																																				+-Applying beta-rule and splitting (1793), into two cases.
% 60.22/25.40  																																				|-Branch one:
% 60.22/25.40  																																				| (674) all_0_47_47 = e0
% 60.22/25.40  																																				|
% 60.22/25.40  																																					| Equations (674) can reduce 678 to:
% 60.22/25.40  																																					| (266) $false
% 60.22/25.40  																																					|
% 60.22/25.40  																																					|-The branch is then unsatisfiable
% 60.22/25.40  																																				|-Branch two:
% 60.22/25.40  																																				| (678)  ~ (all_0_47_47 = e0)
% 60.22/25.40  																																				| (1831) all_0_47_47 = e3 | all_0_47_47 = e1
% 60.22/25.40  																																				|
% 60.22/25.40  																																					+-Applying beta-rule and splitting (1831), into two cases.
% 60.22/25.40  																																					|-Branch one:
% 60.22/25.40  																																					| (654) all_0_47_47 = e1
% 60.22/25.40  																																					|
% 60.22/25.40  																																						| Equations (654) can reduce 462 to:
% 60.22/25.40  																																						| (266) $false
% 60.22/25.40  																																						|
% 60.22/25.40  																																						|-The branch is then unsatisfiable
% 60.22/25.40  																																					|-Branch two:
% 60.22/25.40  																																					| (462)  ~ (all_0_47_47 = e1)
% 60.22/25.40  																																					| (522) all_0_47_47 = e3
% 60.22/25.40  																																					|
% 60.22/25.40  																																						| Equations (522) can reduce 198 to:
% 60.22/25.40  																																						| (405)  ~ (all_0_42_42 = e3)
% 60.22/25.40  																																						|
% 60.22/25.40  																																						| Equations (522) can reduce 678 to:
% 60.22/25.40  																																						| (80)  ~ (e3 = e0)
% 60.22/25.40  																																						|
% 60.22/25.40  																																						| From (522) and (23) follows:
% 60.22/25.40  																																						| (531) op(e2, e2) = e3
% 60.22/25.40  																																						|
% 60.22/25.40  																																						+-Applying beta-rule and splitting (113), into two cases.
% 60.22/25.40  																																						|-Branch one:
% 60.22/25.40  																																						| (403) all_0_41_41 = e3
% 60.22/25.40  																																						|
% 60.22/25.40  																																							| Combining equations (403,794) yields a new equation:
% 60.22/25.40  																																							| (675) e3 = e0
% 60.22/25.40  																																							|
% 60.22/25.40  																																							| Simplifying 675 yields:
% 60.22/25.40  																																							| (676) e3 = e0
% 60.22/25.40  																																							|
% 60.22/25.40  																																							| Equations (676) can reduce 80 to:
% 60.22/25.40  																																							| (266) $false
% 60.22/25.40  																																							|
% 60.22/25.40  																																							|-The branch is then unsatisfiable
% 60.22/25.40  																																						|-Branch two:
% 60.22/25.40  																																						| (1898)  ~ (all_0_41_41 = e3)
% 60.22/25.40  																																						| (1899) all_0_42_42 = e3 | all_0_44_44 = e3
% 60.22/25.40  																																						|
% 60.22/25.40  																																							+-Applying beta-rule and splitting (152), into two cases.
% 60.22/25.40  																																							|-Branch one:
% 60.22/25.40  																																							| (1392) all_0_42_42 = e4
% 60.22/25.40  																																							|
% 60.22/25.40  																																								| Equations (1392) can reduce 405 to:
% 60.22/25.40  																																								| (188)  ~ (e4 = e3)
% 60.22/25.40  																																								|
% 60.22/25.40  																																								| From (1392) and (210) follows:
% 60.22/25.40  																																								| (4074) op(e3, e2) = e4
% 60.22/25.40  																																								|
% 60.22/25.40  																																								+-Applying beta-rule and splitting (189), into two cases.
% 60.22/25.40  																																								|-Branch one:
% 60.22/25.40  																																								| (532) all_0_44_44 = e3
% 60.22/25.40  																																								|
% 60.22/25.40  																																									| Equations (532) can reduce 181 to:
% 60.22/25.40  																																									| (275)  ~ (all_0_58_58 = e3)
% 60.22/25.40  																																									|
% 60.22/25.40  																																									| Simplifying 275 yields:
% 60.22/25.40  																																									| (276)  ~ (all_0_58_58 = e3)
% 60.22/25.40  																																									|
% 60.22/25.40  																																									+-Applying beta-rule and splitting (108), into two cases.
% 60.22/25.40  																																									|-Branch one:
% 60.22/25.40  																																									| (624) all_0_58_58 = e2
% 60.22/25.40  																																									|
% 60.22/25.40  																																										| Equations (624) can reduce 908 to:
% 60.22/25.40  																																										| (266) $false
% 60.22/25.40  																																										|
% 60.22/25.40  																																										|-The branch is then unsatisfiable
% 60.22/25.40  																																									|-Branch two:
% 60.22/25.40  																																									| (908)  ~ (all_0_58_58 = e2)
% 60.22/25.40  																																									| (909) all_0_58_58 = e4 | all_0_58_58 = e3 | all_0_58_58 = e1 | all_0_58_58 = e0
% 60.22/25.40  																																									|
% 60.22/25.40  																																										+-Applying beta-rule and splitting (909), into two cases.
% 60.22/25.40  																																										|-Branch one:
% 60.22/25.40  																																										| (910) all_0_58_58 = e4
% 60.22/25.40  																																										|
% 60.22/25.40  																																											| From (910) and (245) follows:
% 60.22/25.40  																																											| (2661) op(e0, e0) = e4
% 60.22/25.40  																																											|
% 60.22/25.40  																																											+-Applying beta-rule and splitting (56), into two cases.
% 60.22/25.40  																																											|-Branch one:
% 60.22/25.40  																																											| (696) unit = e2
% 60.22/25.40  																																											|
% 60.22/25.40  																																												| From (696) and (24) follows:
% 60.22/25.40  																																												| (697) op(e2, e3) = e3
% 60.22/25.40  																																												|
% 60.22/25.40  																																												| From (696) and (227) follows:
% 60.22/25.40  																																												| (4284) op(e4, e2) = e4
% 60.22/25.40  																																												|
% 60.22/25.40  																																												| From (696) and (40) follows:
% 60.22/25.40  																																												| (4285) op(e3, e2) = e3
% 60.22/25.40  																																												|
% 60.22/25.40  																																												| From (696) and (32) follows:
% 60.22/25.40  																																												| (698) op(e2, e2) = e2
% 60.22/25.40  																																												|
% 60.22/25.40  																																												| Instantiating formula (29) with e4, e2, e4, e0 and discharging atoms op(e4, e2) = e4, op(e4, e2) = e0, yields:
% 60.22/25.40  																																												| (397) e4 = e0
% 60.22/25.40  																																												|
% 60.22/25.40  																																												| Instantiating formula (29) with e3, e2, e3, e4 and discharging atoms op(e3, e2) = e4, op(e3, e2) = e3, yields:
% 60.22/25.40  																																												| (425) e4 = e3
% 60.22/25.40  																																												|
% 60.22/25.40  																																												| Instantiating formula (29) with e2, e3, e3, e1 and discharging atoms op(e2, e3) = e3, op(e2, e3) = e1, yields:
% 60.22/25.40  																																												| (455) e3 = e1
% 60.22/25.40  																																												|
% 60.22/25.40  																																												| Instantiating formula (29) with e2, e2, e2, e3 and discharging atoms op(e2, e2) = e3, op(e2, e2) = e2, yields:
% 60.22/25.40  																																												| (662) e3 = e2
% 60.22/25.40  																																												|
% 60.22/25.40  																																												| Combining equations (397,425) yields a new equation:
% 60.22/25.40  																																												| (676) e3 = e0
% 60.22/25.40  																																												|
% 60.22/25.40  																																												| Combining equations (676,662) yields a new equation:
% 60.22/25.40  																																												| (330) e2 = e0
% 60.22/25.40  																																												|
% 60.22/25.40  																																												| Combining equations (455,662) yields a new equation:
% 60.22/25.40  																																												| (617) e2 = e1
% 60.22/25.40  																																												|
% 60.22/25.40  																																												| Combining equations (330,617) yields a new equation:
% 60.22/25.40  																																												| (431) e1 = e0
% 60.22/25.40  																																												|
% 60.22/25.40  																																												| Equations (431) can reduce 233 to:
% 60.22/25.40  																																												| (266) $false
% 60.22/25.40  																																												|
% 60.22/25.40  																																												|-The branch is then unsatisfiable
% 60.22/25.40  																																											|-Branch two:
% 60.22/25.40  																																											| (707)  ~ (unit = e2)
% 60.22/25.40  																																											| (708) unit = e4 | unit = e3 | unit = e1 | unit = e0
% 60.22/25.40  																																											|
% 60.22/25.40  																																												+-Applying beta-rule and splitting (708), into two cases.
% 60.22/25.40  																																												|-Branch one:
% 60.22/25.40  																																												| (709) unit = e4
% 60.22/25.40  																																												|
% 60.22/25.40  																																													| From (709) and (24) follows:
% 60.22/25.40  																																													| (33325) op(e4, e3) = e3
% 60.22/25.40  																																													|
% 60.22/25.40  																																													| From (709) and (211) follows:
% 60.27/25.40  																																													| (22527) op(e4, e1) = e1
% 60.27/25.40  																																													|
% 60.27/25.40  																																													| From (709) and (209) follows:
% 60.27/25.40  																																													| (3072) op(e4, e0) = e0
% 60.27/25.40  																																													|
% 60.27/25.40  																																													| From (709) and (32) follows:
% 60.27/25.40  																																													| (712) op(e2, e4) = e2
% 60.27/25.40  																																													|
% 60.27/25.40  																																													| Instantiating formula (29) with e4, e3, e3, e4 and discharging atoms op(e4, e3) = e4, op(e4, e3) = e3, yields:
% 60.27/25.40  																																													| (425) e4 = e3
% 60.27/25.40  																																													|
% 60.27/25.40  																																													| Instantiating formula (29) with e4, e1, e1, e3 and discharging atoms op(e4, e1) = e3, op(e4, e1) = e1, yields:
% 60.27/25.40  																																													| (455) e3 = e1
% 60.27/25.40  																																													|
% 60.27/25.40  																																													| Instantiating formula (29) with e4, e0, e0, e2 and discharging atoms op(e4, e0) = e2, op(e4, e0) = e0, yields:
% 60.27/25.40  																																													| (330) e2 = e0
% 60.27/25.40  																																													|
% 60.27/25.40  																																													| Instantiating formula (29) with e2, e4, e2, e4 and discharging atoms op(e2, e4) = e4, op(e2, e4) = e2, yields:
% 60.27/25.40  																																													| (323) e4 = e2
% 60.27/25.40  																																													|
% 60.27/25.40  																																													| Combining equations (425,323) yields a new equation:
% 60.27/25.40  																																													| (661) e3 = e2
% 60.27/25.40  																																													|
% 60.27/25.40  																																													| Simplifying 661 yields:
% 60.27/25.40  																																													| (662) e3 = e2
% 60.27/25.40  																																													|
% 60.27/25.40  																																													| Combining equations (662,455) yields a new equation:
% 60.27/25.40  																																													| (616) e2 = e1
% 60.27/25.40  																																													|
% 60.27/25.40  																																													| Simplifying 616 yields:
% 60.27/25.40  																																													| (617) e2 = e1
% 60.27/25.40  																																													|
% 60.27/25.40  																																													| Combining equations (330,617) yields a new equation:
% 60.27/25.40  																																													| (431) e1 = e0
% 60.27/25.40  																																													|
% 60.27/25.40  																																													| Equations (431) can reduce 233 to:
% 60.27/25.40  																																													| (266) $false
% 60.27/25.40  																																													|
% 60.27/25.40  																																													|-The branch is then unsatisfiable
% 60.27/25.40  																																												|-Branch two:
% 60.27/25.40  																																												| (724)  ~ (unit = e4)
% 60.27/25.40  																																												| (725) unit = e3 | unit = e1 | unit = e0
% 60.27/25.40  																																												|
% 60.27/25.40  																																													+-Applying beta-rule and splitting (725), into two cases.
% 60.27/25.40  																																													|-Branch one:
% 60.27/25.40  																																													| (726) unit = e0
% 60.27/25.40  																																													|
% 60.27/25.40  																																														| From (726) and (244) follows:
% 60.27/25.40  																																														| (2207) op(e0, e4) = e4
% 60.27/25.40  																																														|
% 60.27/25.40  																																														| From (726) and (24) follows:
% 60.27/25.40  																																														| (2208) op(e0, e3) = e3
% 60.27/25.40  																																														|
% 60.27/25.40  																																														| From (726) and (15) follows:
% 60.27/25.40  																																														| (1508) op(e0, e2) = e2
% 60.27/25.40  																																														|
% 60.27/25.40  																																														| From (726) and (42) follows:
% 60.27/25.40  																																														| (728) op(e0, e0) = e0
% 60.27/25.40  																																														|
% 60.27/25.40  																																														| Instantiating formula (29) with e0, e4, e4, e3 and discharging atoms op(e0, e4) = e4, op(e0, e4) = e3, yields:
% 60.27/25.40  																																														| (425) e4 = e3
% 60.27/25.40  																																														|
% 60.27/25.40  																																														| Instantiating formula (29) with e0, e3, e3, e2 and discharging atoms op(e0, e3) = e3, op(e0, e3) = e2, yields:
% 60.27/25.40  																																														| (662) e3 = e2
% 60.27/25.40  																																														|
% 60.27/25.40  																																														| Instantiating formula (29) with e0, e2, e2, e1 and discharging atoms op(e0, e2) = e2, op(e0, e2) = e1, yields:
% 60.27/25.40  																																														| (617) e2 = e1
% 60.27/25.40  																																														|
% 60.27/25.40  																																														| Instantiating formula (29) with e0, e0, e0, e4 and discharging atoms op(e0, e0) = e4, op(e0, e0) = e0, yields:
% 60.27/25.40  																																														| (397) e4 = e0
% 60.27/25.40  																																														|
% 60.27/25.40  																																														| Combining equations (425,397) yields a new equation:
% 60.27/25.40  																																														| (675) e3 = e0
% 60.27/25.40  																																														|
% 60.27/25.40  																																														| Simplifying 675 yields:
% 60.27/25.40  																																														| (676) e3 = e0
% 60.27/25.40  																																														|
% 60.27/25.40  																																														| Combining equations (676,662) yields a new equation:
% 60.27/25.40  																																														| (330) e2 = e0
% 60.27/25.40  																																														|
% 60.27/25.40  																																														| Combining equations (617,330) yields a new equation:
% 60.27/25.40  																																														| (546) e1 = e0
% 60.27/25.40  																																														|
% 60.27/25.40  																																														| Simplifying 546 yields:
% 60.27/25.40  																																														| (431) e1 = e0
% 60.27/25.40  																																														|
% 60.27/25.40  																																														| Equations (431) can reduce 233 to:
% 60.27/25.40  																																														| (266) $false
% 60.27/25.40  																																														|
% 60.27/25.40  																																														|-The branch is then unsatisfiable
% 60.27/25.40  																																													|-Branch two:
% 60.27/25.40  																																													| (734)  ~ (unit = e0)
% 60.27/25.40  																																													| (735) unit = e3 | unit = e1
% 60.27/25.40  																																													|
% 60.27/25.40  																																														+-Applying beta-rule and splitting (735), into two cases.
% 60.27/25.40  																																														|-Branch one:
% 60.27/25.40  																																														| (736) unit = e1
% 60.27/25.40  																																														|
% 60.27/25.40  																																															| Equations (736) can reduce 734 to:
% 60.27/25.40  																																															| (233)  ~ (e1 = e0)
% 60.27/25.40  																																															|
% 60.27/25.40  																																															| From (736) and (244) follows:
% 60.27/25.40  																																															| (738) op(e1, e4) = e4
% 60.27/25.40  																																															|
% 60.27/25.40  																																															| From (736) and (28) follows:
% 60.27/25.40  																																															| (740) op(e1, e1) = e1
% 60.27/25.40  																																															|
% 60.27/25.40  																																															| Instantiating formula (29) with e1, e4, e4, e0 and discharging atoms op(e1, e4) = e4, op(e1, e4) = e0, yields:
% 60.27/25.40  																																															| (397) e4 = e0
% 60.27/25.40  																																															|
% 60.27/25.40  																																															| Instantiating formula (29) with e1, e1, e1, e4 and discharging atoms op(e1, e1) = e4, op(e1, e1) = e1, yields:
% 60.27/25.40  																																															| (630) e4 = e1
% 60.27/25.40  																																															|
% 60.27/25.40  																																															| Combining equations (397,630) yields a new equation:
% 60.27/25.40  																																															| (431) e1 = e0
% 60.27/25.40  																																															|
% 60.27/25.40  																																															| Equations (431) can reduce 233 to:
% 60.27/25.40  																																															| (266) $false
% 60.27/25.40  																																															|
% 60.27/25.40  																																															|-The branch is then unsatisfiable
% 60.27/25.40  																																														|-Branch two:
% 60.27/25.40  																																														| (748)  ~ (unit = e1)
% 60.27/25.40  																																														| (749) unit = e3
% 60.27/25.40  																																														|
% 60.27/25.40  																																															| From (749) and (32) follows:
% 60.27/25.40  																																															| (5793) op(e2, e3) = e2
% 60.27/25.40  																																															|
% 60.27/25.40  																																															| From (749) and (42) follows:
% 60.27/25.40  																																															| (752) op(e0, e3) = e0
% 60.27/25.40  																																															|
% 60.27/25.40  																																															| Instantiating formula (29) with e2, e3, e2, e1 and discharging atoms op(e2, e3) = e2, op(e2, e3) = e1, yields:
% 60.27/25.40  																																															| (617) e2 = e1
% 60.27/25.40  																																															|
% 60.27/25.40  																																															| Instantiating formula (29) with e0, e3, e0, e2 and discharging atoms op(e0, e3) = e2, op(e0, e3) = e0, yields:
% 60.27/25.40  																																															| (330) e2 = e0
% 60.27/25.40  																																															|
% 60.27/25.40  																																															| Combining equations (617,330) yields a new equation:
% 60.27/25.40  																																															| (546) e1 = e0
% 60.27/25.40  																																															|
% 60.27/25.40  																																															| Simplifying 546 yields:
% 60.27/25.40  																																															| (431) e1 = e0
% 60.27/25.40  																																															|
% 60.27/25.40  																																															| Equations (431) can reduce 233 to:
% 60.27/25.40  																																															| (266) $false
% 60.27/25.40  																																															|
% 60.27/25.40  																																															|-The branch is then unsatisfiable
% 60.27/25.40  																																										|-Branch two:
% 60.27/25.40  																																										| (451)  ~ (all_0_58_58 = e4)
% 60.27/25.40  																																										| (913) all_0_58_58 = e3 | all_0_58_58 = e1 | all_0_58_58 = e0
% 60.27/25.40  																																										|
% 60.27/25.40  																																											+-Applying beta-rule and splitting (913), into two cases.
% 60.27/25.40  																																											|-Branch one:
% 60.27/25.40  																																											| (914) all_0_58_58 = e0
% 60.27/25.40  																																											|
% 60.27/25.40  																																												| Equations (914) can reduce 491 to:
% 60.27/25.40  																																												| (266) $false
% 60.27/25.40  																																												|
% 60.27/25.40  																																												|-The branch is then unsatisfiable
% 60.27/25.40  																																											|-Branch two:
% 60.27/25.40  																																											| (491)  ~ (all_0_58_58 = e0)
% 60.27/25.40  																																											| (917) all_0_58_58 = e3 | all_0_58_58 = e1
% 60.27/25.40  																																											|
% 60.27/25.40  																																												+-Applying beta-rule and splitting (917), into two cases.
% 60.27/25.40  																																												|-Branch one:
% 60.27/25.40  																																												| (918) all_0_58_58 = e1
% 60.27/25.40  																																												|
% 60.27/25.40  																																													| Equations (918) can reduce 880 to:
% 60.27/25.40  																																													| (266) $false
% 60.27/25.40  																																													|
% 60.27/25.40  																																													|-The branch is then unsatisfiable
% 60.27/25.40  																																												|-Branch two:
% 60.27/25.40  																																												| (880)  ~ (all_0_58_58 = e1)
% 60.27/25.40  																																												| (795) all_0_58_58 = e3
% 60.27/25.40  																																												|
% 60.27/25.40  																																													| Equations (795) can reduce 276 to:
% 60.27/25.40  																																													| (266) $false
% 60.27/25.40  																																													|
% 60.27/25.40  																																													|-The branch is then unsatisfiable
% 60.27/25.40  																																								|-Branch two:
% 60.27/25.40  																																								| (407)  ~ (all_0_44_44 = e3)
% 60.27/25.40  																																								| (537) all_0_49_49 = e3 | all_0_53_53 = e3 | all_0_58_58 = e3
% 60.27/25.40  																																								|
% 60.27/25.40  																																									+-Applying beta-rule and splitting (1899), into two cases.
% 60.27/25.40  																																									|-Branch one:
% 60.27/25.40  																																									| (516) all_0_42_42 = e3
% 60.27/25.40  																																									|
% 60.27/25.40  																																										| Combining equations (516,1392) yields a new equation:
% 60.27/25.40  																																										| (425) e4 = e3
% 60.27/25.40  																																										|
% 60.27/25.40  																																										| Equations (425) can reduce 188 to:
% 60.27/25.40  																																										| (266) $false
% 60.27/25.40  																																										|
% 60.27/25.40  																																										|-The branch is then unsatisfiable
% 60.27/25.40  																																									|-Branch two:
% 60.27/25.40  																																									| (405)  ~ (all_0_42_42 = e3)
% 60.27/25.40  																																									| (532) all_0_44_44 = e3
% 60.27/25.40  																																									|
% 60.27/25.40  																																										| Equations (532) can reduce 407 to:
% 60.27/25.40  																																										| (266) $false
% 60.27/25.40  																																										|
% 60.27/25.40  																																										|-The branch is then unsatisfiable
% 60.27/25.40  																																							|-Branch two:
% 60.27/25.40  																																							| (1890)  ~ (all_0_42_42 = e4)
% 60.27/25.40  																																							| (1969) all_0_42_42 = e3 | all_0_42_42 = e1 | all_0_42_42 = e0
% 60.27/25.40  																																							|
% 60.27/25.40  																																								+-Applying beta-rule and splitting (1969), into two cases.
% 60.27/25.40  																																								|-Branch one:
% 60.27/25.40  																																								| (559) all_0_42_42 = e0
% 60.27/25.40  																																								|
% 60.27/25.40  																																									| Equations (559) can reduce 358 to:
% 60.27/25.40  																																									| (266) $false
% 60.27/25.40  																																									|
% 60.27/25.40  																																									|-The branch is then unsatisfiable
% 60.27/25.40  																																								|-Branch two:
% 60.27/25.40  																																								| (358)  ~ (all_0_42_42 = e0)
% 60.27/25.40  																																								| (2510) all_0_42_42 = e3 | all_0_42_42 = e1
% 60.27/25.40  																																								|
% 60.27/25.40  																																									+-Applying beta-rule and splitting (2510), into two cases.
% 60.27/25.40  																																									|-Branch one:
% 60.27/25.40  																																									| (459) all_0_42_42 = e1
% 60.27/25.40  																																									|
% 60.27/25.40  																																										| Equations (459) can reduce 1380 to:
% 60.27/25.40  																																										| (266) $false
% 60.27/25.40  																																										|
% 60.27/25.40  																																										|-The branch is then unsatisfiable
% 60.27/25.40  																																									|-Branch two:
% 60.27/25.40  																																									| (1380)  ~ (all_0_42_42 = e1)
% 60.27/25.40  																																									| (516) all_0_42_42 = e3
% 60.27/25.40  																																									|
% 60.27/25.40  																																										| Equations (516) can reduce 405 to:
% 60.27/25.40  																																										| (266) $false
% 60.27/25.40  																																										|
% 60.27/25.40  																																										|-The branch is then unsatisfiable
% 60.27/25.40  																																			|-Branch two:
% 60.27/25.40  																																			| (487)  ~ (all_0_49_49 = e0)
% 60.27/25.40  																																			| (914) all_0_58_58 = e0
% 60.27/25.40  																																			|
% 60.27/25.40  																																				| Equations (914) can reduce 491 to:
% 60.27/25.40  																																				| (266) $false
% 60.27/25.40  																																				|
% 60.27/25.40  																																				|-The branch is then unsatisfiable
% 60.27/25.41  																											|-Branch two:
% 60.27/25.41  																											| (1459)  ~ (all_0_53_53 = e1)
% 60.27/25.41  																											| (665) all_0_53_53 = e3
% 60.27/25.41  																											|
% 60.27/25.41  																												| Equations (665) can reduce 903 to:
% 60.27/25.41  																												| (266) $false
% 60.27/25.41  																												|
% 60.27/25.41  																												|-The branch is then unsatisfiable
% 60.27/25.41  																									|-Branch two:
% 60.27/25.41  																									| (549)  ~ (all_0_46_46 = e1)
% 60.27/25.41  																									| (600) all_0_50_50 = e1 | all_0_55_55 = e1
% 60.27/25.41  																									|
% 60.27/25.41  																										+-Applying beta-rule and splitting (1168), into two cases.
% 60.27/25.41  																										|-Branch one:
% 60.27/25.41  																										| (1109) all_0_51_51 = e1
% 60.27/25.41  																										|
% 60.27/25.41  																											| Combining equations (504,1109) yields a new equation:
% 60.27/25.41  																											| (616) e2 = e1
% 60.27/25.41  																											|
% 60.27/25.41  																											| Simplifying 616 yields:
% 60.27/25.41  																											| (617) e2 = e1
% 60.27/25.41  																											|
% 60.27/25.41  																											| Equations (617) can reduce 122 to:
% 60.27/25.41  																											| (266) $false
% 60.27/25.41  																											|
% 60.27/25.41  																											|-The branch is then unsatisfiable
% 60.27/25.41  																										|-Branch two:
% 60.27/25.41  																										| (464)  ~ (all_0_51_51 = e1)
% 60.27/25.41  																										| (1202) all_0_52_52 = e1 | all_0_53_53 = e1
% 60.27/25.41  																										|
% 60.27/25.41  																											+-Applying beta-rule and splitting (1202), into two cases.
% 60.27/25.41  																											|-Branch one:
% 60.27/25.41  																											| (642) all_0_52_52 = e1
% 60.27/25.41  																											|
% 60.27/25.41  																												| Combining equations (565,642) yields a new equation:
% 60.27/25.41  																												| (636) e4 = e1
% 60.27/25.41  																												|
% 60.27/25.41  																												| Simplifying 636 yields:
% 60.27/25.41  																												| (630) e4 = e1
% 60.27/25.41  																												|
% 60.27/25.41  																												| Equations (630) can reduce 110 to:
% 60.27/25.41  																												| (266) $false
% 60.27/25.41  																												|
% 60.27/25.41  																												|-The branch is then unsatisfiable
% 60.27/25.41  																											|-Branch two:
% 60.27/25.41  																											| (646)  ~ (all_0_52_52 = e1)
% 60.27/25.41  																											| (1208) all_0_53_53 = e1
% 60.27/25.41  																											|
% 60.27/25.41  																												| Equations (1208) can reduce 903 to:
% 60.27/25.41  																												| (467)  ~ (e3 = e1)
% 60.27/25.41  																												|
% 60.27/25.41  																												| Simplifying 467 yields:
% 60.27/25.41  																												| (213)  ~ (e3 = e1)
% 60.27/25.41  																												|
% 60.27/25.41  																												| Equations (1208) can reduce 509 to:
% 60.27/25.41  																												| (604)  ~ (e2 = e1)
% 60.27/25.41  																												|
% 60.27/25.41  																												| Simplifying 604 yields:
% 60.27/25.41  																												| (122)  ~ (e2 = e1)
% 60.27/25.41  																												|
% 60.27/25.41  																												+-Applying beta-rule and splitting (216), into two cases.
% 60.27/25.41  																												|-Branch one:
% 60.27/25.41  																												| (629) all_0_55_55 = e1
% 60.27/25.41  																												|
% 60.27/25.41  																													| Combining equations (629,386) yields a new equation:
% 60.27/25.41  																													| (617) e2 = e1
% 60.27/25.41  																													|
% 60.27/25.41  																													| Equations (617) can reduce 122 to:
% 60.27/25.41  																													| (266) $false
% 60.27/25.41  																													|
% 60.27/25.41  																													|-The branch is then unsatisfiable
% 60.27/25.41  																												|-Branch two:
% 60.27/25.41  																												| (632)  ~ (all_0_55_55 = e1)
% 60.27/25.41  																												| (633) all_0_56_56 = e1 | all_0_57_57 = e1 | all_0_58_58 = e1
% 60.27/25.41  																												|
% 60.27/25.41  																													| Equations (386) can reduce 632 to:
% 60.27/25.41  																													| (122)  ~ (e2 = e1)
% 60.27/25.41  																													|
% 60.27/25.41  																													+-Applying beta-rule and splitting (600), into two cases.
% 60.27/25.41  																													|-Branch one:
% 60.27/25.41  																													| (601) all_0_50_50 = e1
% 60.27/25.41  																													|
% 60.27/25.41  																														| Combining equations (415,601) yields a new equation:
% 60.27/25.41  																														| (454) e3 = e1
% 60.27/25.41  																														|
% 60.27/25.41  																														| Simplifying 454 yields:
% 60.27/25.41  																														| (455) e3 = e1
% 60.27/25.41  																														|
% 60.27/25.41  																														| Equations (455) can reduce 213 to:
% 60.27/25.41  																														| (266) $false
% 60.27/25.41  																														|
% 60.27/25.41  																														|-The branch is then unsatisfiable
% 60.27/25.41  																													|-Branch two:
% 60.27/25.41  																													| (759)  ~ (all_0_50_50 = e1)
% 60.27/25.41  																													| (629) all_0_55_55 = e1
% 60.27/25.41  																													|
% 60.27/25.41  																														| Combining equations (629,386) yields a new equation:
% 60.27/25.41  																														| (617) e2 = e1
% 60.27/25.41  																														|
% 60.27/25.41  																														| Equations (617) can reduce 122 to:
% 60.27/25.41  																														| (266) $false
% 60.27/25.41  																														|
% 60.27/25.41  																														|-The branch is then unsatisfiable
% 60.27/25.41  																								|-Branch two:
% 60.27/25.41  																								| (357)  ~ (all_0_41_41 = e0)
% 60.27/25.41  																								| (4053) all_0_41_41 = e3 | all_0_41_41 = e1
% 60.27/25.41  																								|
% 60.27/25.41  																									+-Applying beta-rule and splitting (165), into two cases.
% 60.27/25.41  																									|-Branch one:
% 60.27/25.41  																									| (794) all_0_41_41 = e0
% 60.27/25.41  																									|
% 60.27/25.41  																										| Equations (794) can reduce 357 to:
% 60.27/25.41  																										| (266) $false
% 60.27/25.41  																										|
% 60.27/25.41  																										|-The branch is then unsatisfiable
% 60.27/25.41  																									|-Branch two:
% 60.27/25.41  																									| (357)  ~ (all_0_41_41 = e0)
% 60.27/25.41  																									| (6761) all_0_42_42 = e0 | all_0_43_43 = e0 | all_0_44_44 = e0
% 60.27/25.41  																									|
% 60.27/25.41  																										+-Applying beta-rule and splitting (6761), into two cases.
% 60.27/25.41  																										|-Branch one:
% 60.27/25.41  																										| (559) all_0_42_42 = e0
% 60.27/25.41  																										|
% 60.27/25.41  																											| Equations (559) can reduce 358 to:
% 60.27/25.41  																											| (266) $false
% 60.27/25.41  																											|
% 60.27/25.41  																											|-The branch is then unsatisfiable
% 60.27/25.41  																										|-Branch two:
% 60.27/25.41  																										| (358)  ~ (all_0_42_42 = e0)
% 60.27/25.41  																										| (6766) all_0_43_43 = e0 | all_0_44_44 = e0
% 60.27/25.41  																										|
% 60.27/25.41  																											+-Applying beta-rule and splitting (6766), into two cases.
% 60.27/25.41  																											|-Branch one:
% 60.27/25.41  																											| (356) all_0_43_43 = e0
% 60.27/25.41  																											|
% 60.27/25.41  																												| Combining equations (356,430) yields a new equation:
% 60.27/25.41  																												| (431) e1 = e0
% 60.27/25.41  																												|
% 60.27/25.41  																												| Equations (431) can reduce 233 to:
% 60.27/25.41  																												| (266) $false
% 60.27/25.41  																												|
% 60.27/25.41  																												|-The branch is then unsatisfiable
% 60.27/25.41  																											|-Branch two:
% 60.27/25.41  																											| (5470)  ~ (all_0_43_43 = e0)
% 60.27/25.41  																											| (1414) all_0_44_44 = e0
% 60.27/25.41  																											|
% 60.27/25.41  																												+-Applying beta-rule and splitting (113), into two cases.
% 60.27/25.41  																												|-Branch one:
% 60.27/25.41  																												| (403) all_0_41_41 = e3
% 60.27/25.41  																												|
% 60.27/25.41  																													| Equations (403) can reduce 1898 to:
% 60.27/25.41  																													| (266) $false
% 60.27/25.41  																													|
% 60.27/25.41  																													|-The branch is then unsatisfiable
% 60.27/25.41  																												|-Branch two:
% 60.27/25.41  																												| (1898)  ~ (all_0_41_41 = e3)
% 60.27/25.41  																												| (1899) all_0_42_42 = e3 | all_0_44_44 = e3
% 60.27/25.41  																												|
% 60.27/25.41  																													+-Applying beta-rule and splitting (1899), into two cases.
% 60.27/25.41  																													|-Branch one:
% 60.27/25.41  																													| (516) all_0_42_42 = e3
% 60.27/25.41  																													|
% 60.27/25.41  																														| Equations (516) can reduce 214 to:
% 60.27/25.41  																														| (1898)  ~ (all_0_41_41 = e3)
% 60.27/25.41  																														|
% 60.27/25.41  																														+-Applying beta-rule and splitting (4053), into two cases.
% 60.27/25.41  																														|-Branch one:
% 60.27/25.41  																														| (453) all_0_41_41 = e1
% 60.27/25.41  																														|
% 60.27/25.41  																															| Equations (453) can reduce 457 to:
% 60.27/25.41  																															| (266) $false
% 60.27/25.41  																															|
% 60.27/25.41  																															|-The branch is then unsatisfiable
% 60.27/25.41  																														|-Branch two:
% 60.27/25.41  																														| (457)  ~ (all_0_41_41 = e1)
% 60.27/25.41  																														| (403) all_0_41_41 = e3
% 60.27/25.41  																														|
% 60.27/25.41  																															| Equations (403) can reduce 1898 to:
% 60.27/25.41  																															| (266) $false
% 60.27/25.41  																															|
% 60.27/25.41  																															|-The branch is then unsatisfiable
% 60.27/25.41  																													|-Branch two:
% 60.27/25.41  																													| (405)  ~ (all_0_42_42 = e3)
% 60.27/25.41  																													| (532) all_0_44_44 = e3
% 60.27/25.41  																													|
% 60.27/25.41  																														| Combining equations (532,1414) yields a new equation:
% 60.27/25.41  																														| (675) e3 = e0
% 60.27/25.41  																														|
% 60.27/25.41  																														| Simplifying 675 yields:
% 60.27/25.41  																														| (676) e3 = e0
% 60.27/25.41  																														|
% 60.27/25.41  																														| Equations (676) can reduce 80 to:
% 60.27/25.41  																														| (266) $false
% 60.27/25.41  																														|
% 60.27/25.41  																														|-The branch is then unsatisfiable
% 60.27/25.41  																		|-Branch two:
% 60.27/25.41  																		| (411)  ~ (all_0_50_50 = e3)
% 60.27/25.41  																		| (418) all_0_51_51 = e3 | all_0_53_53 = e3
% 60.27/25.41  																		|
% 60.27/25.41  																			+-Applying beta-rule and splitting (418), into two cases.
% 60.27/25.41  																			|-Branch one:
% 60.27/25.41  																			| (660) all_0_51_51 = e3
% 60.27/25.41  																			|
% 60.27/25.41  																				| Combining equations (504,660) yields a new equation:
% 60.27/25.41  																				| (662) e3 = e2
% 60.27/25.41  																				|
% 60.27/25.41  																				| Equations (662) can reduce 212 to:
% 60.27/25.41  																				| (266) $false
% 60.27/25.41  																				|
% 60.27/25.41  																				|-The branch is then unsatisfiable
% 60.27/25.41  																			|-Branch two:
% 60.27/25.41  																			| (664)  ~ (all_0_51_51 = e3)
% 60.27/25.41  																			| (665) all_0_53_53 = e3
% 60.27/25.41  																			|
% 60.27/25.41  																				| Equations (665) can reduce 220 to:
% 60.27/25.41  																				| (407)  ~ (all_0_44_44 = e3)
% 60.27/25.41  																				|
% 60.27/25.41  																				| Equations (665) can reduce 190 to:
% 60.27/25.41  																				| (411)  ~ (all_0_50_50 = e3)
% 60.27/25.41  																				|
% 60.27/25.41  																				| Equations (665) can reduce 10 to:
% 60.27/25.41  																				| (275)  ~ (all_0_58_58 = e3)
% 60.27/25.41  																				|
% 60.27/25.41  																				| Simplifying 275 yields:
% 60.27/25.41  																				| (276)  ~ (all_0_58_58 = e3)
% 60.27/25.41  																				|
% 60.27/25.41  																				| Equations (665) can reduce 247 to:
% 60.27/25.41  																				| (80)  ~ (e3 = e0)
% 60.27/25.41  																				|
% 60.27/25.41  																				| From (665) and (84) follows:
% 60.27/25.41  																				| (3786) op(e1, e0) = e3
% 60.27/25.41  																				|
% 60.27/25.41  																				+-Applying beta-rule and splitting (241), into two cases.
% 60.27/25.41  																				|-Branch one:
% 60.27/25.41  																				| (378) all_0_50_50 = e2
% 60.27/25.41  																				|
% 60.27/25.41  																					| Equations (378) can reduce 302 to:
% 60.27/25.41  																					| (266) $false
% 60.27/25.41  																					|
% 60.27/25.41  																					|-The branch is then unsatisfiable
% 60.27/25.41  																				|-Branch two:
% 60.27/25.41  																				| (302)  ~ (all_0_50_50 = e2)
% 60.27/25.41  																				| (422) all_0_50_50 = e4 | all_0_50_50 = e3 | all_0_50_50 = e1
% 60.27/25.41  																				|
% 60.27/25.41  																					+-Applying beta-rule and splitting (160), into two cases.
% 60.27/25.41  																					|-Branch one:
% 60.27/25.41  																					| (601) all_0_50_50 = e1
% 60.27/25.41  																					|
% 60.27/25.41  																						| Equations (601) can reduce 221 to:
% 60.27/25.41  																						| (457)  ~ (all_0_41_41 = e1)
% 60.27/25.41  																						|
% 60.27/25.41  																						| Equations (601) can reduce 35 to:
% 60.27/25.41  																						| (549)  ~ (all_0_46_46 = e1)
% 60.27/25.41  																						|
% 60.27/25.41  																						| Equations (601) can reduce 302 to:
% 60.27/25.41  																						| (604)  ~ (e2 = e1)
% 60.27/25.41  																						|
% 60.27/25.41  																						| Simplifying 604 yields:
% 60.27/25.41  																						| (122)  ~ (e2 = e1)
% 60.27/25.41  																						|
% 60.27/25.41  																						+-Applying beta-rule and splitting (113), into two cases.
% 60.27/25.41  																						|-Branch one:
% 60.27/25.41  																						| (403) all_0_41_41 = e3
% 60.27/25.41  																						|
% 60.27/25.41  																							| Equations (403) can reduce 214 to:
% 60.27/25.41  																							| (404)  ~ (all_0_42_42 = e3)
% 60.27/25.41  																							|
% 60.27/25.41  																							| Simplifying 404 yields:
% 60.27/25.41  																							| (405)  ~ (all_0_42_42 = e3)
% 60.27/25.41  																							|
% 60.27/25.41  																							| Equations (403) can reduce 43 to:
% 60.27/25.41  																							| (408)  ~ (all_0_46_46 = e3)
% 60.27/25.41  																							|
% 60.27/25.41  																							| Simplifying 408 yields:
% 60.27/25.41  																							| (409)  ~ (all_0_46_46 = e3)
% 60.27/25.41  																							|
% 60.27/25.41  																							| Equations (403) can reduce 85 to:
% 60.27/25.41  																							| (212)  ~ (e3 = e2)
% 60.27/25.41  																							|
% 60.27/25.41  																							| Equations (403) can reduce 457 to:
% 60.27/25.41  																							| (213)  ~ (e3 = e1)
% 60.27/25.41  																							|
% 60.27/25.41  																							+-Applying beta-rule and splitting (243), into two cases.
% 60.27/25.41  																							|-Branch one:
% 60.27/25.41  																							| (329) all_0_38_38 = e0
% 60.27/25.41  																							|
% 60.27/25.41  																								| Combining equations (329,321) yields a new equation:
% 60.27/25.41  																								| (397) e4 = e0
% 60.27/25.41  																								|
% 60.27/25.41  																								| Equations (397) can reduce 49 to:
% 60.27/25.41  																								| (266) $false
% 60.27/25.41  																								|
% 60.27/25.41  																								|-The branch is then unsatisfiable
% 60.27/25.41  																							|-Branch two:
% 60.27/25.41  																							| (332)  ~ (all_0_38_38 = e0)
% 60.27/25.41  																							| (395) all_0_41_41 = e0 | all_0_46_46 = e0 | all_0_55_55 = e0
% 60.27/25.41  																							|
% 60.27/25.41  																								+-Applying beta-rule and splitting (395), into two cases.
% 60.27/25.41  																								|-Branch one:
% 60.27/25.41  																								| (794) all_0_41_41 = e0
% 60.27/25.41  																								|
% 60.27/25.41  																									| Combining equations (794,403) yields a new equation:
% 60.27/25.41  																									| (676) e3 = e0
% 60.27/25.41  																									|
% 60.27/25.41  																									| Equations (676) can reduce 80 to:
% 60.27/25.41  																									| (266) $false
% 60.27/25.41  																									|
% 60.27/25.41  																									|-The branch is then unsatisfiable
% 60.27/25.41  																								|-Branch two:
% 60.27/25.41  																								| (357)  ~ (all_0_41_41 = e0)
% 60.27/25.41  																								| (895) all_0_46_46 = e0 | all_0_55_55 = e0
% 60.27/25.41  																								|
% 60.27/25.41  																									+-Applying beta-rule and splitting (895), into two cases.
% 60.27/25.41  																									|-Branch one:
% 60.27/25.41  																									| (538) all_0_46_46 = e0
% 60.27/25.41  																									|
% 60.27/25.41  																										| Equations (538) can reduce 208 to:
% 60.27/25.41  																										| (486)  ~ (all_0_49_49 = e0)
% 60.27/25.41  																										|
% 60.27/25.41  																										| Simplifying 486 yields:
% 60.27/25.41  																										| (487)  ~ (all_0_49_49 = e0)
% 60.27/25.41  																										|
% 60.27/25.41  																										| Equations (538) can reduce 409 to:
% 60.27/25.41  																										| (541)  ~ (e3 = e0)
% 60.27/25.41  																										|
% 60.27/25.41  																										| Simplifying 541 yields:
% 60.27/25.41  																										| (80)  ~ (e3 = e0)
% 60.27/25.41  																										|
% 60.27/25.41  																										| Equations (538) can reduce 300 to:
% 60.27/25.41  																										| (365)  ~ (e2 = e0)
% 60.27/25.41  																										|
% 60.27/25.41  																										| Simplifying 365 yields:
% 60.27/25.41  																										| (128)  ~ (e2 = e0)
% 60.27/25.41  																										|
% 60.27/25.41  																										| Equations (538) can reduce 549 to:
% 60.27/25.41  																										| (435)  ~ (e1 = e0)
% 60.27/25.41  																										|
% 60.27/25.41  																										| Simplifying 435 yields:
% 60.27/25.41  																										| (233)  ~ (e1 = e0)
% 60.27/25.41  																										|
% 60.27/25.41  																										+-Applying beta-rule and splitting (54), into two cases.
% 60.27/25.41  																										|-Branch one:
% 60.27/25.41  																										| (583) all_0_49_49 = e2
% 60.27/25.41  																										|
% 60.27/25.41  																											| Equations (583) can reduce 340 to:
% 60.27/25.41  																											| (266) $false
% 60.27/25.41  																											|
% 60.27/25.41  																											|-The branch is then unsatisfiable
% 60.27/25.41  																										|-Branch two:
% 60.27/25.41  																										| (340)  ~ (all_0_49_49 = e2)
% 60.27/25.41  																										| (586) all_0_49_49 = e4 | all_0_49_49 = e3 | all_0_49_49 = e1 | all_0_49_49 = e0
% 60.27/25.41  																										|
% 60.27/25.41  																											+-Applying beta-rule and splitting (586), into two cases.
% 60.27/25.41  																											|-Branch one:
% 60.27/25.41  																											| (974) all_0_49_49 = e4
% 60.27/25.41  																											|
% 60.27/25.41  																												| Equations (974) can reduce 256 to:
% 60.27/25.41  																												| (266) $false
% 60.27/25.41  																												|
% 60.27/25.41  																												|-The branch is then unsatisfiable
% 60.27/25.41  																											|-Branch two:
% 60.27/25.41  																											| (256)  ~ (all_0_49_49 = e4)
% 60.27/25.41  																											| (977) all_0_49_49 = e3 | all_0_49_49 = e1 | all_0_49_49 = e0
% 60.27/25.41  																											|
% 60.27/25.41  																												+-Applying beta-rule and splitting (152), into two cases.
% 60.27/25.41  																												|-Branch one:
% 60.27/25.41  																												| (1392) all_0_42_42 = e4
% 60.27/25.41  																												|
% 60.27/25.41  																													| Equations (1392) can reduce 73 to:
% 60.27/25.41  																													| (1903)  ~ (all_0_44_44 = e4)
% 60.27/25.41  																													|
% 60.27/25.41  																													| Simplifying 1903 yields:
% 60.27/25.41  																													| (1390)  ~ (all_0_44_44 = e4)
% 60.27/25.41  																													|
% 60.27/25.41  																													| Equations (1392) can reduce 405 to:
% 60.27/25.41  																													| (188)  ~ (e4 = e3)
% 60.27/25.41  																													|
% 60.27/25.41  																													| Equations (1392) can reduce 1380 to:
% 60.27/25.41  																													| (110)  ~ (e4 = e1)
% 60.27/25.41  																													|
% 60.27/25.41  																													| Equations (1392) can reduce 358 to:
% 60.27/25.41  																													| (49)  ~ (e4 = e0)
% 60.27/25.41  																													|
% 60.27/25.41  																													| From (1392) and (210) follows:
% 60.27/25.41  																													| (4074) op(e3, e2) = e4
% 60.27/25.41  																													|
% 60.27/25.41  																													+-Applying beta-rule and splitting (180), into two cases.
% 60.27/25.41  																													|-Branch one:
% 60.27/25.41  																													| (516) all_0_42_42 = e3
% 60.27/25.41  																													|
% 60.27/25.41  																														| Combining equations (1392,516) yields a new equation:
% 60.27/25.41  																														| (424) e4 = e3
% 60.27/25.41  																														|
% 60.27/25.41  																														| Simplifying 424 yields:
% 60.27/25.41  																														| (425) e4 = e3
% 60.27/25.41  																														|
% 60.27/25.41  																														| Equations (425) can reduce 188 to:
% 60.27/25.41  																														| (266) $false
% 60.27/25.41  																														|
% 60.27/25.41  																														|-The branch is then unsatisfiable
% 60.27/25.41  																													|-Branch two:
% 60.27/25.41  																													| (405)  ~ (all_0_42_42 = e3)
% 60.27/25.41  																													| (521) all_0_47_47 = e3 | all_0_51_51 = e3 | all_0_56_56 = e3
% 60.27/25.41  																													|
% 60.27/25.41  																														+-Applying beta-rule and splitting (75), into two cases.
% 60.27/25.41  																														|-Branch one:
% 60.27/25.41  																														| (485) all_0_40_40 = e0
% 60.27/25.41  																														|
% 60.27/25.41  																															| Combining equations (313,485) yields a new equation:
% 60.27/25.41  																															| (391) e2 = e0
% 60.27/25.41  																															|
% 60.27/25.41  																															| Simplifying 391 yields:
% 60.27/25.41  																															| (330) e2 = e0
% 60.27/25.41  																															|
% 60.27/25.41  																															| Equations (330) can reduce 128 to:
% 60.27/25.41  																															| (266) $false
% 60.27/25.41  																															|
% 60.27/25.41  																															|-The branch is then unsatisfiable
% 60.27/25.41  																														|-Branch two:
% 60.27/25.41  																														| (1401)  ~ (all_0_40_40 = e0)
% 60.27/25.41  																														| (1748) all_0_44_44 = e0 | all_0_49_49 = e0 | all_0_58_58 = e0
% 60.27/25.41  																														|
% 60.27/25.41  																															+-Applying beta-rule and splitting (165), into two cases.
% 60.27/25.41  																															|-Branch one:
% 60.27/25.41  																															| (794) all_0_41_41 = e0
% 60.27/25.41  																															|
% 60.27/25.41  																																| Combining equations (794,403) yields a new equation:
% 60.27/25.41  																																| (676) e3 = e0
% 60.27/25.41  																																|
% 60.27/25.41  																																| Equations (676) can reduce 80 to:
% 60.27/25.41  																																| (266) $false
% 60.27/25.41  																																|
% 60.27/25.41  																																|-The branch is then unsatisfiable
% 60.27/25.41  																															|-Branch two:
% 60.27/25.41  																															| (357)  ~ (all_0_41_41 = e0)
% 60.27/25.41  																															| (6761) all_0_42_42 = e0 | all_0_43_43 = e0 | all_0_44_44 = e0
% 60.27/25.41  																															|
% 60.27/25.41  																																+-Applying beta-rule and splitting (26), into two cases.
% 60.27/25.41  																																|-Branch one:
% 60.27/25.41  																																| (446) all_0_44_44 = e4
% 60.27/25.41  																																|
% 60.27/25.41  																																	| Equations (446) can reduce 1390 to:
% 60.27/25.41  																																	| (266) $false
% 60.27/25.41  																																	|
% 60.27/25.41  																																	|-The branch is then unsatisfiable
% 60.27/25.41  																																|-Branch two:
% 60.27/25.41  																																| (1390)  ~ (all_0_44_44 = e4)
% 60.27/25.41  																																| (1391) all_0_44_44 = e3 | all_0_44_44 = e1 | all_0_44_44 = e0
% 60.27/25.41  																																|
% 60.27/25.41  																																	+-Applying beta-rule and splitting (6761), into two cases.
% 60.27/25.41  																																	|-Branch one:
% 60.27/25.41  																																	| (559) all_0_42_42 = e0
% 60.27/25.41  																																	|
% 60.27/25.41  																																		| Combining equations (1392,559) yields a new equation:
% 60.27/25.41  																																		| (481) e4 = e0
% 60.27/25.41  																																		|
% 60.27/25.41  																																		| Simplifying 481 yields:
% 60.27/25.41  																																		| (397) e4 = e0
% 60.27/25.41  																																		|
% 60.27/25.41  																																		| Equations (397) can reduce 49 to:
% 60.27/25.41  																																		| (266) $false
% 60.27/25.41  																																		|
% 60.27/25.41  																																		|-The branch is then unsatisfiable
% 60.27/25.41  																																	|-Branch two:
% 60.27/25.41  																																	| (358)  ~ (all_0_42_42 = e0)
% 60.27/25.41  																																	| (6766) all_0_43_43 = e0 | all_0_44_44 = e0
% 60.27/25.41  																																	|
% 60.27/25.41  																																		+-Applying beta-rule and splitting (521), into two cases.
% 60.27/25.41  																																		|-Branch one:
% 60.27/25.41  																																		| (522) all_0_47_47 = e3
% 60.27/25.41  																																		|
% 60.27/25.41  																																			| Equations (522) can reduce 86 to:
% 60.27/25.41  																																			| (524)  ~ (all_0_49_49 = e3)
% 60.27/25.41  																																			|
% 60.27/25.41  																																			| Simplifying 524 yields:
% 60.27/25.41  																																			| (525)  ~ (all_0_49_49 = e3)
% 60.27/25.41  																																			|
% 60.27/25.41  																																			| Equations (522) can reduce 91 to:
% 60.27/25.41  																																			| (271)  ~ (all_0_56_56 = e3)
% 60.27/25.41  																																			|
% 60.27/25.41  																																			| Simplifying 271 yields:
% 60.27/25.41  																																			| (272)  ~ (all_0_56_56 = e3)
% 60.27/25.41  																																			|
% 60.27/25.41  																																			| From (522) and (23) follows:
% 60.27/25.41  																																			| (531) op(e2, e2) = e3
% 60.27/25.41  																																			|
% 60.27/25.41  																																			+-Applying beta-rule and splitting (131), into two cases.
% 60.27/25.41  																																			|-Branch one:
% 60.27/25.41  																																			| (459) all_0_42_42 = e1
% 60.27/25.41  																																			|
% 60.27/25.41  																																				| Combining equations (1392,459) yields a new equation:
% 60.27/25.41  																																				| (636) e4 = e1
% 60.27/25.41  																																				|
% 60.27/25.41  																																				| Simplifying 636 yields:
% 60.27/25.41  																																				| (630) e4 = e1
% 60.27/25.41  																																				|
% 60.27/25.41  																																				| Equations (630) can reduce 110 to:
% 60.27/25.41  																																				| (266) $false
% 60.27/25.41  																																				|
% 60.27/25.41  																																				|-The branch is then unsatisfiable
% 60.27/25.41  																																			|-Branch two:
% 60.27/25.41  																																			| (1380)  ~ (all_0_42_42 = e1)
% 60.27/25.41  																																			| (3259) all_0_47_47 = e1 | all_0_51_51 = e1 | all_0_56_56 = e1
% 60.27/25.41  																																			|
% 60.27/25.41  																																				+-Applying beta-rule and splitting (135), into two cases.
% 60.27/25.41  																																				|-Branch one:
% 60.27/25.41  																																				| (545) all_0_46_46 = e1
% 60.27/25.41  																																				|
% 60.27/25.41  																																					| Combining equations (538,545) yields a new equation:
% 60.27/25.41  																																					| (431) e1 = e0
% 60.27/25.41  																																					|
% 60.27/25.41  																																					| Equations (431) can reduce 233 to:
% 60.27/25.41  																																					| (266) $false
% 60.27/25.41  																																					|
% 60.27/25.41  																																					|-The branch is then unsatisfiable
% 60.27/25.41  																																				|-Branch two:
% 60.27/25.41  																																				| (549)  ~ (all_0_46_46 = e1)
% 60.27/25.41  																																				| (550) all_0_47_47 = e1 | all_0_48_48 = e1 | all_0_49_49 = e1
% 60.27/25.41  																																				|
% 60.27/25.41  																																					+-Applying beta-rule and splitting (977), into two cases.
% 60.27/25.41  																																					|-Branch one:
% 60.27/25.41  																																					| (978) all_0_49_49 = e0
% 60.27/25.41  																																					|
% 60.27/25.41  																																						| Equations (978) can reduce 487 to:
% 60.27/25.41  																																						| (266) $false
% 60.27/25.41  																																						|
% 60.27/25.41  																																						|-The branch is then unsatisfiable
% 60.27/25.41  																																					|-Branch two:
% 60.27/25.41  																																					| (487)  ~ (all_0_49_49 = e0)
% 60.27/25.41  																																					| (981) all_0_49_49 = e3 | all_0_49_49 = e1
% 60.27/25.41  																																					|
% 60.27/25.41  																																						+-Applying beta-rule and splitting (3259), into two cases.
% 60.27/25.41  																																						|-Branch one:
% 60.27/25.41  																																						| (654) all_0_47_47 = e1
% 60.27/25.41  																																						|
% 60.27/25.41  																																							| Combining equations (522,654) yields a new equation:
% 60.27/25.41  																																							| (454) e3 = e1
% 60.27/25.41  																																							|
% 60.27/25.41  																																							| Simplifying 454 yields:
% 60.27/25.41  																																							| (455) e3 = e1
% 60.27/25.41  																																							|
% 60.27/25.41  																																							| Equations (455) can reduce 213 to:
% 60.27/25.41  																																							| (266) $false
% 60.27/25.41  																																							|
% 60.27/25.41  																																							|-The branch is then unsatisfiable
% 60.27/25.41  																																						|-Branch two:
% 60.27/25.41  																																						| (462)  ~ (all_0_47_47 = e1)
% 60.27/25.42  																																						| (3264) all_0_51_51 = e1 | all_0_56_56 = e1
% 60.27/25.42  																																						|
% 60.27/25.42  																																							+-Applying beta-rule and splitting (133), into two cases.
% 60.27/25.42  																																							|-Branch one:
% 60.27/25.42  																																							| (833) all_0_56_56 = e2
% 60.27/25.42  																																							|
% 60.27/25.42  																																								| Equations (833) can reduce 511 to:
% 60.27/25.42  																																								| (266) $false
% 60.27/25.42  																																								|
% 60.27/25.42  																																								|-The branch is then unsatisfiable
% 60.27/25.42  																																							|-Branch two:
% 60.27/25.42  																																							| (511)  ~ (all_0_56_56 = e2)
% 60.27/25.42  																																							| (836) all_0_56_56 = e4 | all_0_56_56 = e3 | all_0_56_56 = e1 | all_0_56_56 = e0
% 60.27/25.42  																																							|
% 60.27/25.42  																																								+-Applying beta-rule and splitting (3264), into two cases.
% 60.27/25.42  																																								|-Branch one:
% 60.27/25.42  																																								| (1109) all_0_51_51 = e1
% 60.27/25.42  																																								|
% 60.27/25.42  																																									| Combining equations (504,1109) yields a new equation:
% 60.27/25.42  																																									| (616) e2 = e1
% 60.27/25.42  																																									|
% 60.27/25.42  																																									| Simplifying 616 yields:
% 60.27/25.42  																																									| (617) e2 = e1
% 60.27/25.42  																																									|
% 60.27/25.42  																																									| Equations (617) can reduce 122 to:
% 60.27/25.42  																																									| (266) $false
% 60.27/25.42  																																									|
% 60.27/25.42  																																									|-The branch is then unsatisfiable
% 60.27/25.42  																																								|-Branch two:
% 60.27/25.42  																																								| (464)  ~ (all_0_51_51 = e1)
% 60.27/25.42  																																								| (1569) all_0_56_56 = e1
% 60.27/25.42  																																								|
% 60.27/25.42  																																									| Equations (1569) can reduce 272 to:
% 60.27/25.42  																																									| (467)  ~ (e3 = e1)
% 60.27/25.42  																																									|
% 60.27/25.42  																																									| Simplifying 467 yields:
% 60.27/25.42  																																									| (213)  ~ (e3 = e1)
% 60.27/25.42  																																									|
% 60.27/25.42  																																									| Equations (1569) can reduce 511 to:
% 60.27/25.42  																																									| (604)  ~ (e2 = e1)
% 60.27/25.42  																																									|
% 60.27/25.42  																																									| Simplifying 604 yields:
% 60.27/25.42  																																									| (122)  ~ (e2 = e1)
% 60.27/25.42  																																									|
% 60.27/25.42  																																									| Equations (1569) can reduce 828 to:
% 60.27/25.42  																																									| (233)  ~ (e1 = e0)
% 60.27/25.42  																																									|
% 60.27/25.42  																																									+-Applying beta-rule and splitting (112), into two cases.
% 60.27/25.42  																																									|-Branch one:
% 60.27/25.42  																																									| (635) all_0_44_44 = e1
% 60.27/25.42  																																									|
% 60.27/25.42  																																										| Equations (635) can reduce 639 to:
% 60.27/25.42  																																										| (266) $false
% 60.27/25.42  																																										|
% 60.27/25.42  																																										|-The branch is then unsatisfiable
% 60.27/25.42  																																									|-Branch two:
% 60.27/25.42  																																									| (639)  ~ (all_0_44_44 = e1)
% 60.27/25.42  																																									| (640) all_0_49_49 = e1 | all_0_53_53 = e1 | all_0_58_58 = e1
% 60.27/25.42  																																									|
% 60.27/25.42  																																										+-Applying beta-rule and splitting (108), into two cases.
% 60.27/25.42  																																										|-Branch one:
% 60.27/25.42  																																										| (624) all_0_58_58 = e2
% 60.27/25.42  																																										|
% 60.27/25.42  																																											| Equations (624) can reduce 908 to:
% 60.27/25.42  																																											| (266) $false
% 60.27/25.42  																																											|
% 60.27/25.42  																																											|-The branch is then unsatisfiable
% 60.27/25.42  																																										|-Branch two:
% 60.27/25.42  																																										| (908)  ~ (all_0_58_58 = e2)
% 60.27/25.42  																																										| (909) all_0_58_58 = e4 | all_0_58_58 = e3 | all_0_58_58 = e1 | all_0_58_58 = e0
% 60.27/25.42  																																										|
% 60.27/25.42  																																											+-Applying beta-rule and splitting (1748), into two cases.
% 60.27/25.42  																																											|-Branch one:
% 60.27/25.42  																																											| (1414) all_0_44_44 = e0
% 60.27/25.42  																																											|
% 60.27/25.42  																																												| Equations (1414) can reduce 9 to:
% 60.27/25.42  																																												| (486)  ~ (all_0_49_49 = e0)
% 60.27/25.42  																																												|
% 60.27/25.42  																																												| Simplifying 486 yields:
% 60.27/25.42  																																												| (487)  ~ (all_0_49_49 = e0)
% 60.27/25.42  																																												|
% 60.27/25.42  																																												| Equations (1414) can reduce 181 to:
% 60.27/25.42  																																												| (490)  ~ (all_0_58_58 = e0)
% 60.27/25.42  																																												|
% 60.27/25.42  																																												| Simplifying 490 yields:
% 60.27/25.42  																																												| (491)  ~ (all_0_58_58 = e0)
% 60.27/25.42  																																												|
% 60.27/25.42  																																												| Equations (1414) can reduce 147 to:
% 60.27/25.42  																																												| (365)  ~ (e2 = e0)
% 60.27/25.42  																																												|
% 60.27/25.42  																																												| Simplifying 365 yields:
% 60.27/25.42  																																												| (128)  ~ (e2 = e0)
% 60.27/25.42  																																												|
% 60.27/25.42  																																												+-Applying beta-rule and splitting (909), into two cases.
% 60.27/25.42  																																												|-Branch one:
% 60.27/25.42  																																												| (910) all_0_58_58 = e4
% 60.27/25.42  																																												|
% 60.27/25.42  																																													| From (910) and (245) follows:
% 60.27/25.42  																																													| (2661) op(e0, e0) = e4
% 60.27/25.42  																																													|
% 60.27/25.42  																																													+-Applying beta-rule and splitting (981), into two cases.
% 60.27/25.42  																																													|-Branch one:
% 60.27/25.42  																																													| (671) all_0_49_49 = e1
% 60.27/25.42  																																													|
% 60.27/25.42  																																														| Equations (671) can reduce 487 to:
% 60.27/25.42  																																														| (233)  ~ (e1 = e0)
% 60.27/25.42  																																														|
% 60.27/25.42  																																														+-Applying beta-rule and splitting (56), into two cases.
% 60.27/25.42  																																														|-Branch one:
% 60.27/25.42  																																														| (696) unit = e2
% 60.27/25.42  																																														|
% 60.27/25.42  																																															| From (696) and (227) follows:
% 60.27/25.42  																																															| (4284) op(e4, e2) = e4
% 60.27/25.42  																																															|
% 60.27/25.42  																																															| From (696) and (40) follows:
% 60.27/25.42  																																															| (4285) op(e3, e2) = e3
% 60.27/25.42  																																															|
% 60.27/25.42  																																															| From (696) and (32) follows:
% 60.27/25.42  																																															| (698) op(e2, e2) = e2
% 60.27/25.42  																																															|
% 60.27/25.42  																																															| From (696) and (28) follows:
% 60.27/25.42  																																															| (699) op(e1, e2) = e1
% 60.27/25.42  																																															|
% 60.27/25.42  																																															| Instantiating formula (29) with e4, e2, e4, e0 and discharging atoms op(e4, e2) = e4, op(e4, e2) = e0, yields:
% 60.27/25.42  																																															| (397) e4 = e0
% 60.27/25.42  																																															|
% 60.27/25.42  																																															| Instantiating formula (29) with e3, e2, e3, e4 and discharging atoms op(e3, e2) = e4, op(e3, e2) = e3, yields:
% 60.27/25.42  																																															| (425) e4 = e3
% 60.27/25.42  																																															|
% 60.27/25.42  																																															| Instantiating formula (29) with e2, e2, e2, e3 and discharging atoms op(e2, e2) = e3, op(e2, e2) = e2, yields:
% 60.27/25.42  																																															| (662) e3 = e2
% 60.27/25.42  																																															|
% 60.27/25.42  																																															| Instantiating formula (29) with e1, e2, e1, e2 and discharging atoms op(e1, e2) = e2, op(e1, e2) = e1, yields:
% 60.27/25.42  																																															| (617) e2 = e1
% 60.27/25.42  																																															|
% 60.27/25.42  																																															| Combining equations (397,425) yields a new equation:
% 60.27/25.42  																																															| (676) e3 = e0
% 60.27/25.42  																																															|
% 60.27/25.42  																																															| Combining equations (676,662) yields a new equation:
% 60.27/25.42  																																															| (330) e2 = e0
% 60.27/25.42  																																															|
% 60.27/25.42  																																															| Combining equations (330,617) yields a new equation:
% 60.27/25.42  																																															| (431) e1 = e0
% 60.27/25.42  																																															|
% 60.27/25.42  																																															| Equations (431) can reduce 233 to:
% 60.27/25.42  																																															| (266) $false
% 60.27/25.42  																																															|
% 60.27/25.42  																																															|-The branch is then unsatisfiable
% 60.27/25.42  																																														|-Branch two:
% 60.27/25.42  																																														| (707)  ~ (unit = e2)
% 60.27/25.42  																																														| (708) unit = e4 | unit = e3 | unit = e1 | unit = e0
% 60.27/25.42  																																														|
% 60.27/25.42  																																															+-Applying beta-rule and splitting (708), into two cases.
% 60.27/25.42  																																															|-Branch one:
% 60.27/25.42  																																															| (709) unit = e4
% 60.27/25.42  																																															|
% 60.27/25.42  																																																| From (709) and (24) follows:
% 60.27/25.42  																																																| (33325) op(e4, e3) = e3
% 60.27/25.42  																																																|
% 60.27/25.42  																																																| From (709) and (211) follows:
% 60.27/25.42  																																																| (22527) op(e4, e1) = e1
% 60.27/25.42  																																																|
% 60.27/25.42  																																																| From (709) and (209) follows:
% 60.27/25.42  																																																| (3072) op(e4, e0) = e0
% 60.27/25.42  																																																|
% 60.27/25.42  																																																| From (709) and (32) follows:
% 60.27/25.42  																																																| (712) op(e2, e4) = e2
% 60.27/25.42  																																																|
% 60.27/25.42  																																																| Instantiating formula (29) with e4, e3, e3, e4 and discharging atoms op(e4, e3) = e4, op(e4, e3) = e3, yields:
% 60.27/25.42  																																																| (425) e4 = e3
% 60.27/25.42  																																																|
% 60.27/25.42  																																																| Instantiating formula (29) with e4, e1, e1, e3 and discharging atoms op(e4, e1) = e3, op(e4, e1) = e1, yields:
% 60.27/25.42  																																																| (455) e3 = e1
% 60.27/25.42  																																																|
% 60.27/25.42  																																																| Instantiating formula (29) with e4, e0, e0, e2 and discharging atoms op(e4, e0) = e2, op(e4, e0) = e0, yields:
% 60.27/25.42  																																																| (330) e2 = e0
% 60.27/25.42  																																																|
% 60.27/25.42  																																																| Instantiating formula (29) with e2, e4, e2, e4 and discharging atoms op(e2, e4) = e4, op(e2, e4) = e2, yields:
% 60.27/25.42  																																																| (323) e4 = e2
% 60.27/25.42  																																																|
% 60.27/25.42  																																																| Combining equations (425,323) yields a new equation:
% 60.27/25.42  																																																| (661) e3 = e2
% 60.27/25.42  																																																|
% 60.27/25.42  																																																| Simplifying 661 yields:
% 60.27/25.42  																																																| (662) e3 = e2
% 60.27/25.42  																																																|
% 60.27/25.42  																																																| Combining equations (662,455) yields a new equation:
% 60.27/25.42  																																																| (616) e2 = e1
% 60.27/25.42  																																																|
% 60.27/25.42  																																																| Simplifying 616 yields:
% 60.27/25.42  																																																| (617) e2 = e1
% 60.27/25.42  																																																|
% 60.27/25.42  																																																| Combining equations (330,617) yields a new equation:
% 60.27/25.42  																																																| (431) e1 = e0
% 60.27/25.42  																																																|
% 60.27/25.42  																																																| Equations (431) can reduce 233 to:
% 60.27/25.42  																																																| (266) $false
% 60.27/25.42  																																																|
% 60.27/25.42  																																																|-The branch is then unsatisfiable
% 60.27/25.42  																																															|-Branch two:
% 60.27/25.42  																																															| (724)  ~ (unit = e4)
% 60.27/25.42  																																															| (725) unit = e3 | unit = e1 | unit = e0
% 60.27/25.42  																																															|
% 60.27/25.42  																																																+-Applying beta-rule and splitting (725), into two cases.
% 60.27/25.42  																																																|-Branch one:
% 60.27/25.42  																																																| (726) unit = e0
% 60.27/25.42  																																																|
% 60.27/25.42  																																																	| From (726) and (244) follows:
% 60.27/25.42  																																																	| (2207) op(e0, e4) = e4
% 60.27/25.42  																																																	|
% 60.27/25.42  																																																	| From (726) and (24) follows:
% 60.27/25.42  																																																	| (2208) op(e0, e3) = e3
% 60.27/25.42  																																																	|
% 60.27/25.42  																																																	| From (726) and (28) follows:
% 60.27/25.42  																																																	| (2698) op(e1, e0) = e1
% 60.27/25.42  																																																	|
% 60.27/25.42  																																																	| From (726) and (42) follows:
% 60.27/25.42  																																																	| (728) op(e0, e0) = e0
% 60.27/25.42  																																																	|
% 60.27/25.42  																																																	| Instantiating formula (29) with e1, e0, e1, e3 and discharging atoms op(e1, e0) = e3, op(e1, e0) = e1, yields:
% 60.27/25.42  																																																	| (455) e3 = e1
% 60.27/25.42  																																																	|
% 60.27/25.42  																																																	| Instantiating formula (29) with e0, e4, e4, e3 and discharging atoms op(e0, e4) = e4, op(e0, e4) = e3, yields:
% 60.27/25.42  																																																	| (425) e4 = e3
% 60.27/25.42  																																																	|
% 60.27/25.42  																																																	| Instantiating formula (29) with e0, e3, e3, e2 and discharging atoms op(e0, e3) = e3, op(e0, e3) = e2, yields:
% 60.27/25.42  																																																	| (662) e3 = e2
% 60.27/25.42  																																																	|
% 60.27/25.42  																																																	| Instantiating formula (29) with e0, e0, e0, e4 and discharging atoms op(e0, e0) = e4, op(e0, e0) = e0, yields:
% 60.27/25.42  																																																	| (397) e4 = e0
% 60.27/25.42  																																																	|
% 60.27/25.42  																																																	| Combining equations (425,397) yields a new equation:
% 60.27/25.42  																																																	| (675) e3 = e0
% 60.27/25.42  																																																	|
% 60.27/25.42  																																																	| Simplifying 675 yields:
% 60.27/25.42  																																																	| (676) e3 = e0
% 60.27/25.42  																																																	|
% 60.27/25.42  																																																	| Combining equations (455,662) yields a new equation:
% 60.27/25.42  																																																	| (617) e2 = e1
% 60.27/25.42  																																																	|
% 60.27/25.42  																																																	| Combining equations (676,662) yields a new equation:
% 60.27/25.42  																																																	| (330) e2 = e0
% 60.27/25.42  																																																	|
% 60.27/25.42  																																																	| Combining equations (617,330) yields a new equation:
% 60.27/25.42  																																																	| (546) e1 = e0
% 60.27/25.42  																																																	|
% 60.27/25.42  																																																	| Simplifying 546 yields:
% 60.27/25.42  																																																	| (431) e1 = e0
% 60.27/25.42  																																																	|
% 60.27/25.42  																																																	| Equations (431) can reduce 233 to:
% 60.27/25.42  																																																	| (266) $false
% 60.27/25.42  																																																	|
% 60.27/25.42  																																																	|-The branch is then unsatisfiable
% 60.27/25.42  																																																|-Branch two:
% 60.27/25.42  																																																| (734)  ~ (unit = e0)
% 60.27/25.42  																																																| (735) unit = e3 | unit = e1
% 60.27/25.42  																																																|
% 60.27/25.42  																																																	+-Applying beta-rule and splitting (735), into two cases.
% 60.27/25.42  																																																	|-Branch one:
% 60.27/25.42  																																																	| (736) unit = e1
% 60.27/25.42  																																																	|
% 60.27/25.42  																																																		| Equations (736) can reduce 734 to:
% 60.27/25.42  																																																		| (233)  ~ (e1 = e0)
% 60.27/25.42  																																																		|
% 60.27/25.42  																																																		| From (736) and (209) follows:
% 60.27/25.42  																																																		| (2715) op(e1, e0) = e0
% 60.27/25.42  																																																		|
% 60.27/25.42  																																																		| From (736) and (227) follows:
% 60.27/25.42  																																																		| (739) op(e4, e1) = e4
% 60.27/25.42  																																																		|
% 60.27/25.42  																																																		| From (736) and (28) follows:
% 60.27/25.42  																																																		| (740) op(e1, e1) = e1
% 60.27/25.42  																																																		|
% 60.27/25.42  																																																		| Instantiating formula (29) with e4, e1, e4, e3 and discharging atoms op(e4, e1) = e4, op(e4, e1) = e3, yields:
% 60.27/25.42  																																																		| (425) e4 = e3
% 60.27/25.42  																																																		|
% 60.27/25.42  																																																		| Instantiating formula (29) with e1, e1, e1, e4 and discharging atoms op(e1, e1) = e4, op(e1, e1) = e1, yields:
% 60.27/25.42  																																																		| (630) e4 = e1
% 60.27/25.42  																																																		|
% 60.27/25.42  																																																		| Instantiating formula (29) with e1, e0, e0, e3 and discharging atoms op(e1, e0) = e3, op(e1, e0) = e0, yields:
% 60.27/25.42  																																																		| (676) e3 = e0
% 60.27/25.42  																																																		|
% 60.27/25.42  																																																		| Combining equations (425,630) yields a new equation:
% 60.27/25.42  																																																		| (454) e3 = e1
% 60.27/25.42  																																																		|
% 60.27/25.42  																																																		| Simplifying 454 yields:
% 60.27/25.42  																																																		| (455) e3 = e1
% 60.27/25.42  																																																		|
% 60.27/25.42  																																																		| Combining equations (676,455) yields a new equation:
% 60.27/25.42  																																																		| (431) e1 = e0
% 60.27/25.42  																																																		|
% 60.27/25.42  																																																		| Equations (431) can reduce 233 to:
% 60.27/25.42  																																																		| (266) $false
% 60.27/25.42  																																																		|
% 60.27/25.42  																																																		|-The branch is then unsatisfiable
% 60.27/25.42  																																																	|-Branch two:
% 60.27/25.42  																																																	| (748)  ~ (unit = e1)
% 60.27/25.42  																																																	| (749) unit = e3
% 60.27/25.42  																																																	|
% 60.27/25.42  																																																		| From (749) and (42) follows:
% 60.27/25.42  																																																		| (752) op(e0, e3) = e0
% 60.27/25.42  																																																		|
% 60.27/25.42  																																																		| Instantiating formula (29) with e0, e3, e0, e2 and discharging atoms op(e0, e3) = e2, op(e0, e3) = e0, yields:
% 60.27/25.42  																																																		| (330) e2 = e0
% 60.27/25.42  																																																		|
% 60.27/25.42  																																																		| Equations (330) can reduce 128 to:
% 60.27/25.42  																																																		| (266) $false
% 60.27/25.42  																																																		|
% 60.27/25.42  																																																		|-The branch is then unsatisfiable
% 60.27/25.42  																																													|-Branch two:
% 60.27/25.42  																																													| (1064)  ~ (all_0_49_49 = e1)
% 60.27/25.42  																																													| (884) all_0_49_49 = e3
% 60.27/25.42  																																													|
% 60.27/25.42  																																														| Equations (884) can reduce 525 to:
% 60.27/25.42  																																														| (266) $false
% 60.27/25.42  																																														|
% 60.27/25.42  																																														|-The branch is then unsatisfiable
% 60.27/25.42  																																												|-Branch two:
% 60.27/25.42  																																												| (451)  ~ (all_0_58_58 = e4)
% 60.27/25.42  																																												| (913) all_0_58_58 = e3 | all_0_58_58 = e1 | all_0_58_58 = e0
% 60.27/25.42  																																												|
% 60.27/25.42  																																													+-Applying beta-rule and splitting (550), into two cases.
% 60.27/25.42  																																													|-Branch one:
% 60.27/25.42  																																													| (654) all_0_47_47 = e1
% 60.27/25.42  																																													|
% 60.27/25.42  																																														| Combining equations (522,654) yields a new equation:
% 60.27/25.42  																																														| (454) e3 = e1
% 60.27/25.42  																																														|
% 60.27/25.42  																																														| Simplifying 454 yields:
% 60.27/25.42  																																														| (455) e3 = e1
% 60.27/25.42  																																														|
% 60.27/25.42  																																														| Equations (455) can reduce 213 to:
% 60.27/25.42  																																														| (266) $false
% 60.27/25.42  																																														|
% 60.27/25.42  																																														|-The branch is then unsatisfiable
% 60.27/25.42  																																													|-Branch two:
% 60.27/25.42  																																													| (462)  ~ (all_0_47_47 = e1)
% 60.27/25.42  																																													| (659) all_0_48_48 = e1 | all_0_49_49 = e1
% 60.27/25.42  																																													|
% 60.27/25.42  																																														+-Applying beta-rule and splitting (640), into two cases.
% 60.27/25.42  																																														|-Branch one:
% 60.27/25.42  																																														| (671) all_0_49_49 = e1
% 60.27/25.42  																																														|
% 60.27/25.42  																																															| Equations (671) can reduce 119 to:
% 60.27/25.42  																																															| (879)  ~ (all_0_58_58 = e1)
% 60.27/25.42  																																															|
% 60.27/25.42  																																															| Simplifying 879 yields:
% 60.27/25.42  																																															| (880)  ~ (all_0_58_58 = e1)
% 60.27/25.42  																																															|
% 60.27/25.42  																																															+-Applying beta-rule and splitting (913), into two cases.
% 60.27/25.42  																																															|-Branch one:
% 60.27/25.42  																																															| (914) all_0_58_58 = e0
% 60.27/25.42  																																															|
% 60.27/25.42  																																																| Equations (914) can reduce 491 to:
% 60.27/25.42  																																																| (266) $false
% 60.27/25.42  																																																|
% 60.27/25.42  																																																|-The branch is then unsatisfiable
% 60.27/25.42  																																															|-Branch two:
% 60.27/25.42  																																															| (491)  ~ (all_0_58_58 = e0)
% 60.27/25.42  																																															| (917) all_0_58_58 = e3 | all_0_58_58 = e1
% 60.27/25.42  																																															|
% 60.27/25.42  																																																+-Applying beta-rule and splitting (917), into two cases.
% 60.27/25.42  																																																|-Branch one:
% 60.27/25.42  																																																| (918) all_0_58_58 = e1
% 60.27/25.42  																																																|
% 60.27/25.42  																																																	| Equations (918) can reduce 880 to:
% 60.27/25.42  																																																	| (266) $false
% 60.27/25.42  																																																	|
% 60.27/25.42  																																																	|-The branch is then unsatisfiable
% 60.27/25.42  																																																|-Branch two:
% 60.27/25.42  																																																| (880)  ~ (all_0_58_58 = e1)
% 60.27/25.42  																																																| (795) all_0_58_58 = e3
% 60.27/25.42  																																																|
% 60.27/25.42  																																																	| Equations (795) can reduce 276 to:
% 60.27/25.42  																																																	| (266) $false
% 60.27/25.42  																																																	|
% 60.27/25.42  																																																	|-The branch is then unsatisfiable
% 60.27/25.42  																																														|-Branch two:
% 60.27/25.42  																																														| (1064)  ~ (all_0_49_49 = e1)
% 60.27/25.42  																																														| (2141) all_0_53_53 = e1 | all_0_58_58 = e1
% 60.27/25.42  																																														|
% 60.27/25.42  																																															+-Applying beta-rule and splitting (659), into two cases.
% 60.27/25.42  																																															|-Branch one:
% 60.27/25.42  																																															| (615) all_0_48_48 = e1
% 60.27/25.42  																																															|
% 60.27/25.42  																																																| Combining equations (335,615) yields a new equation:
% 60.27/25.42  																																																| (616) e2 = e1
% 60.27/25.42  																																																|
% 60.27/25.42  																																																| Simplifying 616 yields:
% 60.27/25.42  																																																| (617) e2 = e1
% 60.27/25.42  																																																|
% 60.27/25.42  																																																| Equations (617) can reduce 122 to:
% 60.27/25.42  																																																| (266) $false
% 60.27/25.42  																																																|
% 60.27/25.42  																																																|-The branch is then unsatisfiable
% 60.27/25.42  																																															|-Branch two:
% 60.27/25.42  																																															| (619)  ~ (all_0_48_48 = e1)
% 60.27/25.42  																																															| (671) all_0_49_49 = e1
% 60.27/25.42  																																															|
% 60.27/25.42  																																																| Equations (671) can reduce 1064 to:
% 60.27/25.42  																																																| (266) $false
% 60.27/25.42  																																																|
% 60.27/25.42  																																																|-The branch is then unsatisfiable
% 60.27/25.42  																																											|-Branch two:
% 60.27/25.42  																																											| (360)  ~ (all_0_44_44 = e0)
% 60.27/25.42  																																											| (1760) all_0_49_49 = e0 | all_0_58_58 = e0
% 60.27/25.42  																																											|
% 60.27/25.42  																																												+-Applying beta-rule and splitting (1391), into two cases.
% 60.27/25.42  																																												|-Branch one:
% 60.27/25.42  																																												| (1414) all_0_44_44 = e0
% 60.27/25.42  																																												|
% 60.27/25.42  																																													| Equations (1414) can reduce 360 to:
% 60.27/25.42  																																													| (266) $false
% 60.27/25.42  																																													|
% 60.27/25.42  																																													|-The branch is then unsatisfiable
% 60.27/25.42  																																												|-Branch two:
% 60.27/25.42  																																												| (360)  ~ (all_0_44_44 = e0)
% 60.27/25.42  																																												| (1417) all_0_44_44 = e3 | all_0_44_44 = e1
% 60.27/25.42  																																												|
% 60.27/25.42  																																													+-Applying beta-rule and splitting (6766), into two cases.
% 60.27/25.42  																																													|-Branch one:
% 60.27/25.42  																																													| (356) all_0_43_43 = e0
% 60.27/25.42  																																													|
% 60.27/25.42  																																														| Combining equations (430,356) yields a new equation:
% 60.27/25.42  																																														| (546) e1 = e0
% 60.27/25.42  																																														|
% 60.27/25.42  																																														| Simplifying 546 yields:
% 60.27/25.42  																																														| (431) e1 = e0
% 60.27/25.42  																																														|
% 60.27/25.42  																																														| Equations (431) can reduce 233 to:
% 60.27/25.42  																																														| (266) $false
% 60.27/25.42  																																														|
% 60.27/25.42  																																														|-The branch is then unsatisfiable
% 60.27/25.42  																																													|-Branch two:
% 60.27/25.42  																																													| (5470)  ~ (all_0_43_43 = e0)
% 60.27/25.42  																																													| (1414) all_0_44_44 = e0
% 60.27/25.42  																																													|
% 60.27/25.42  																																														| Equations (1414) can reduce 360 to:
% 60.27/25.42  																																														| (266) $false
% 60.27/25.42  																																														|
% 60.27/25.42  																																														|-The branch is then unsatisfiable
% 60.27/25.43  																																		|-Branch two:
% 60.27/25.43  																																		| (1091)  ~ (all_0_47_47 = e3)
% 60.27/25.43  																																		| (1092) all_0_51_51 = e3 | all_0_56_56 = e3
% 60.27/25.43  																																		|
% 60.27/25.43  																																			+-Applying beta-rule and splitting (1092), into two cases.
% 60.27/25.43  																																			|-Branch one:
% 60.27/25.43  																																			| (660) all_0_51_51 = e3
% 60.27/25.43  																																			|
% 60.27/25.43  																																				| Combining equations (504,660) yields a new equation:
% 60.27/25.43  																																				| (662) e3 = e2
% 60.27/25.43  																																				|
% 60.27/25.43  																																				| Equations (662) can reduce 212 to:
% 60.27/25.43  																																				| (266) $false
% 60.27/25.43  																																				|
% 60.27/25.43  																																				|-The branch is then unsatisfiable
% 60.27/25.43  																																			|-Branch two:
% 60.27/25.43  																																			| (664)  ~ (all_0_51_51 = e3)
% 60.27/25.43  																																			| (1097) all_0_56_56 = e3
% 60.27/25.43  																																			|
% 60.27/25.43  																																				| Equations (1097) can reduce 272 to:
% 60.27/25.43  																																				| (266) $false
% 60.27/25.43  																																				|
% 60.27/25.43  																																				|-The branch is then unsatisfiable
% 60.27/25.43  																												|-Branch two:
% 60.27/25.43  																												| (1890)  ~ (all_0_42_42 = e4)
% 60.27/25.43  																												| (1969) all_0_42_42 = e3 | all_0_42_42 = e1 | all_0_42_42 = e0
% 60.27/25.43  																												|
% 60.27/25.43  																													+-Applying beta-rule and splitting (180), into two cases.
% 60.27/25.43  																													|-Branch one:
% 60.27/25.43  																													| (516) all_0_42_42 = e3
% 60.27/25.43  																													|
% 60.27/25.43  																														| Equations (516) can reduce 405 to:
% 60.27/25.43  																														| (266) $false
% 60.27/25.43  																														|
% 60.27/25.43  																														|-The branch is then unsatisfiable
% 60.27/25.43  																													|-Branch two:
% 60.27/25.43  																													| (405)  ~ (all_0_42_42 = e3)
% 60.27/25.43  																													| (521) all_0_47_47 = e3 | all_0_51_51 = e3 | all_0_56_56 = e3
% 60.27/25.43  																													|
% 60.27/25.43  																														+-Applying beta-rule and splitting (165), into two cases.
% 60.27/25.43  																														|-Branch one:
% 60.27/25.43  																														| (794) all_0_41_41 = e0
% 60.27/25.43  																														|
% 60.27/25.43  																															| Combining equations (794,403) yields a new equation:
% 60.27/25.43  																															| (676) e3 = e0
% 60.27/25.43  																															|
% 60.27/25.43  																															| Equations (676) can reduce 80 to:
% 60.27/25.43  																															| (266) $false
% 60.27/25.43  																															|
% 60.27/25.43  																															|-The branch is then unsatisfiable
% 60.27/25.43  																														|-Branch two:
% 60.27/25.43  																														| (357)  ~ (all_0_41_41 = e0)
% 60.27/25.43  																														| (6761) all_0_42_42 = e0 | all_0_43_43 = e0 | all_0_44_44 = e0
% 60.27/25.43  																														|
% 60.27/25.43  																															+-Applying beta-rule and splitting (521), into two cases.
% 60.27/25.43  																															|-Branch one:
% 60.27/25.43  																															| (522) all_0_47_47 = e3
% 60.27/25.43  																															|
% 60.27/25.43  																																| Equations (522) can reduce 198 to:
% 60.27/25.43  																																| (405)  ~ (all_0_42_42 = e3)
% 60.27/25.43  																																|
% 60.27/25.43  																																+-Applying beta-rule and splitting (131), into two cases.
% 60.27/25.43  																																|-Branch one:
% 60.27/25.43  																																| (459) all_0_42_42 = e1
% 60.27/25.43  																																|
% 60.27/25.43  																																	| Equations (459) can reduce 1380 to:
% 60.27/25.43  																																	| (266) $false
% 60.27/25.43  																																	|
% 60.27/25.43  																																	|-The branch is then unsatisfiable
% 60.27/25.43  																																|-Branch two:
% 60.27/25.43  																																| (1380)  ~ (all_0_42_42 = e1)
% 60.27/25.43  																																| (3259) all_0_47_47 = e1 | all_0_51_51 = e1 | all_0_56_56 = e1
% 60.27/25.43  																																|
% 60.27/25.43  																																	+-Applying beta-rule and splitting (6761), into two cases.
% 60.27/25.43  																																	|-Branch one:
% 60.27/25.43  																																	| (559) all_0_42_42 = e0
% 60.27/25.43  																																	|
% 60.27/25.43  																																		| Equations (559) can reduce 358 to:
% 60.27/25.43  																																		| (266) $false
% 60.27/25.43  																																		|
% 60.27/25.43  																																		|-The branch is then unsatisfiable
% 60.27/25.43  																																	|-Branch two:
% 60.27/25.43  																																	| (358)  ~ (all_0_42_42 = e0)
% 60.27/25.43  																																	| (6766) all_0_43_43 = e0 | all_0_44_44 = e0
% 60.27/25.43  																																	|
% 60.27/25.43  																																		+-Applying beta-rule and splitting (1969), into two cases.
% 60.27/25.43  																																		|-Branch one:
% 60.27/25.43  																																		| (559) all_0_42_42 = e0
% 60.27/25.43  																																		|
% 60.27/25.43  																																			| Equations (559) can reduce 358 to:
% 60.27/25.43  																																			| (266) $false
% 60.27/25.43  																																			|
% 60.27/25.43  																																			|-The branch is then unsatisfiable
% 60.27/25.43  																																		|-Branch two:
% 60.27/25.43  																																		| (358)  ~ (all_0_42_42 = e0)
% 60.27/25.43  																																		| (2510) all_0_42_42 = e3 | all_0_42_42 = e1
% 60.27/25.43  																																		|
% 60.27/25.43  																																			+-Applying beta-rule and splitting (2510), into two cases.
% 60.27/25.43  																																			|-Branch one:
% 60.27/25.43  																																			| (459) all_0_42_42 = e1
% 60.27/25.43  																																			|
% 60.27/25.43  																																				| Equations (459) can reduce 1380 to:
% 60.27/25.43  																																				| (266) $false
% 60.27/25.43  																																				|
% 60.27/25.43  																																				|-The branch is then unsatisfiable
% 60.27/25.43  																																			|-Branch two:
% 60.27/25.43  																																			| (1380)  ~ (all_0_42_42 = e1)
% 60.27/25.43  																																			| (516) all_0_42_42 = e3
% 60.27/25.43  																																			|
% 60.27/25.43  																																				| Equations (516) can reduce 405 to:
% 60.27/25.43  																																				| (266) $false
% 60.27/25.43  																																				|
% 60.27/25.43  																																				|-The branch is then unsatisfiable
% 60.27/25.43  																															|-Branch two:
% 60.27/25.43  																															| (1091)  ~ (all_0_47_47 = e3)
% 60.27/25.43  																															| (1092) all_0_51_51 = e3 | all_0_56_56 = e3
% 60.27/25.43  																															|
% 60.27/25.43  																																+-Applying beta-rule and splitting (1092), into two cases.
% 60.27/25.43  																																|-Branch one:
% 60.27/25.43  																																| (660) all_0_51_51 = e3
% 60.27/25.43  																																|
% 60.27/25.43  																																	| Combining equations (504,660) yields a new equation:
% 60.27/25.43  																																	| (662) e3 = e2
% 60.27/25.43  																																	|
% 60.27/25.43  																																	| Equations (662) can reduce 212 to:
% 60.27/25.43  																																	| (266) $false
% 60.27/25.43  																																	|
% 60.27/25.43  																																	|-The branch is then unsatisfiable
% 60.27/25.43  																																|-Branch two:
% 60.27/25.43  																																| (664)  ~ (all_0_51_51 = e3)
% 60.27/25.43  																																| (1097) all_0_56_56 = e3
% 60.27/25.43  																																|
% 60.27/25.43  																																	| Equations (1097) can reduce 272 to:
% 60.27/25.43  																																	| (266) $false
% 60.27/25.43  																																	|
% 60.27/25.43  																																	|-The branch is then unsatisfiable
% 60.27/25.43  																									|-Branch two:
% 60.27/25.43  																									| (831)  ~ (all_0_46_46 = e0)
% 60.27/25.43  																									| (858) all_0_55_55 = e0
% 60.27/25.43  																									|
% 60.27/25.43  																										| Combining equations (386,858) yields a new equation:
% 60.27/25.43  																										| (391) e2 = e0
% 60.27/25.43  																										|
% 60.27/25.43  																										| Simplifying 391 yields:
% 60.27/25.43  																										| (330) e2 = e0
% 60.27/25.43  																										|
% 60.27/25.43  																										| Equations (330) can reduce 128 to:
% 60.27/25.43  																										| (266) $false
% 60.27/25.43  																										|
% 60.27/25.43  																										|-The branch is then unsatisfiable
% 60.27/25.43  																						|-Branch two:
% 60.27/25.43  																						| (1898)  ~ (all_0_41_41 = e3)
% 60.27/25.43  																						| (1899) all_0_42_42 = e3 | all_0_44_44 = e3
% 60.27/25.43  																						|
% 60.27/25.43  																							+-Applying beta-rule and splitting (144), into two cases.
% 60.27/25.43  																							|-Branch one:
% 60.27/25.43  																							| (403) all_0_41_41 = e3
% 60.27/25.43  																							|
% 60.27/25.43  																								| Equations (403) can reduce 1898 to:
% 60.27/25.43  																								| (266) $false
% 60.27/25.43  																								|
% 60.27/25.43  																								|-The branch is then unsatisfiable
% 60.27/25.43  																							|-Branch two:
% 60.27/25.43  																							| (1898)  ~ (all_0_41_41 = e3)
% 60.27/25.43  																							| (1923) all_0_46_46 = e3 | all_0_50_50 = e3 | all_0_55_55 = e3
% 60.27/25.43  																							|
% 60.27/25.43  																								+-Applying beta-rule and splitting (27), into two cases.
% 60.27/25.43  																								|-Branch one:
% 60.27/25.43  																								| (437) all_0_41_41 = e4
% 60.27/25.43  																								|
% 60.27/25.43  																									| Equations (437) can reduce 440 to:
% 60.27/25.43  																									| (266) $false
% 60.27/25.43  																									|
% 60.27/25.43  																									|-The branch is then unsatisfiable
% 60.27/25.43  																								|-Branch two:
% 60.27/25.43  																								| (440)  ~ (all_0_41_41 = e4)
% 60.27/25.43  																								| (4049) all_0_41_41 = e3 | all_0_41_41 = e1 | all_0_41_41 = e0
% 60.27/25.43  																								|
% 60.27/25.43  																									+-Applying beta-rule and splitting (1923), into two cases.
% 60.27/25.43  																									|-Branch one:
% 60.27/25.43  																									| (1557) all_0_46_46 = e3
% 60.27/25.43  																									|
% 60.27/25.43  																										| Equations (1557) can reduce 250 to:
% 60.27/25.43  																										| (277)  ~ (e4 = e3)
% 60.27/25.43  																										|
% 60.27/25.43  																										| Simplifying 277 yields:
% 60.27/25.43  																										| (188)  ~ (e4 = e3)
% 60.27/25.43  																										|
% 60.27/25.43  																										| From (1557) and (120) follows:
% 60.27/25.43  																										| (697) op(e2, e3) = e3
% 60.27/25.43  																										|
% 60.27/25.43  																										+-Applying beta-rule and splitting (243), into two cases.
% 60.27/25.43  																										|-Branch one:
% 60.27/25.43  																										| (329) all_0_38_38 = e0
% 60.27/25.43  																										|
% 60.27/25.43  																											| Combining equations (329,321) yields a new equation:
% 60.27/25.43  																											| (397) e4 = e0
% 60.27/25.43  																											|
% 60.27/25.43  																											| Equations (397) can reduce 49 to:
% 60.27/25.43  																											| (266) $false
% 60.27/25.43  																											|
% 60.27/25.43  																											|-The branch is then unsatisfiable
% 60.27/25.43  																										|-Branch two:
% 60.27/25.43  																										| (332)  ~ (all_0_38_38 = e0)
% 60.27/25.43  																										| (395) all_0_41_41 = e0 | all_0_46_46 = e0 | all_0_55_55 = e0
% 60.27/25.43  																										|
% 60.27/25.43  																											| Equations (321) can reduce 332 to:
% 60.27/25.43  																											| (49)  ~ (e4 = e0)
% 60.27/25.43  																											|
% 60.27/25.43  																											+-Applying beta-rule and splitting (184), into two cases.
% 60.27/25.43  																											|-Branch one:
% 60.27/25.43  																											| (538) all_0_46_46 = e0
% 60.27/25.43  																											|
% 60.27/25.43  																												| Combining equations (538,1557) yields a new equation:
% 60.27/25.43  																												| (676) e3 = e0
% 60.27/25.43  																												|
% 60.27/25.43  																												| Equations (676) can reduce 80 to:
% 60.27/25.43  																												| (266) $false
% 60.27/25.43  																												|
% 60.27/25.43  																												|-The branch is then unsatisfiable
% 60.27/25.43  																											|-Branch two:
% 60.27/25.43  																											| (831)  ~ (all_0_46_46 = e0)
% 60.27/25.43  																											| (832) all_0_47_47 = e0 | all_0_48_48 = e0 | all_0_49_49 = e0
% 60.27/25.43  																											|
% 60.27/25.43  																												+-Applying beta-rule and splitting (1899), into two cases.
% 60.27/25.43  																												|-Branch one:
% 60.27/25.43  																												| (516) all_0_42_42 = e3
% 60.27/25.43  																												|
% 60.27/25.43  																													| Equations (516) can reduce 214 to:
% 60.27/25.43  																													| (1898)  ~ (all_0_41_41 = e3)
% 60.27/25.43  																													|
% 60.27/25.43  																													| Equations (516) can reduce 73 to:
% 60.27/25.43  																													| (406)  ~ (all_0_44_44 = e3)
% 60.27/25.43  																													|
% 60.27/25.43  																													| Simplifying 406 yields:
% 60.27/25.43  																													| (407)  ~ (all_0_44_44 = e3)
% 60.27/25.43  																													|
% 60.27/25.43  																													| Equations (516) can reduce 198 to:
% 60.27/25.43  																													| (2538)  ~ (all_0_47_47 = e3)
% 60.27/25.43  																													|
% 60.27/25.43  																													| Simplifying 2538 yields:
% 60.27/25.43  																													| (1091)  ~ (all_0_47_47 = e3)
% 60.27/25.43  																													|
% 60.27/25.43  																													+-Applying beta-rule and splitting (164), into two cases.
% 60.27/25.43  																													|-Branch one:
% 60.27/25.43  																													| (471) all_0_39_39 = e4
% 60.27/25.43  																													|
% 60.27/25.43  																														| Combining equations (471,480) yields a new equation:
% 60.27/25.43  																														| (481) e4 = e0
% 60.27/25.43  																														|
% 60.27/25.43  																														| Simplifying 481 yields:
% 60.27/25.43  																														| (397) e4 = e0
% 60.27/25.43  																														|
% 60.27/25.43  																														| Equations (397) can reduce 49 to:
% 60.27/25.43  																														| (266) $false
% 60.27/25.43  																														|
% 60.27/25.43  																														|-The branch is then unsatisfiable
% 60.27/25.43  																													|-Branch two:
% 60.27/25.43  																													| (1377)  ~ (all_0_39_39 = e4)
% 60.27/25.43  																													| (2115) all_0_42_42 = e4 | all_0_47_47 = e4 | all_0_51_51 = e4 | all_0_56_56 = e4
% 60.27/25.43  																													|
% 60.27/25.43  																														+-Applying beta-rule and splitting (4049), into two cases.
% 60.27/25.43  																														|-Branch one:
% 60.27/25.43  																														| (794) all_0_41_41 = e0
% 60.27/25.43  																														|
% 60.27/25.43  																															| Equations (794) can reduce 85 to:
% 60.27/25.43  																															| (365)  ~ (e2 = e0)
% 60.27/25.43  																															|
% 60.27/25.43  																															| Simplifying 365 yields:
% 60.27/25.43  																															| (128)  ~ (e2 = e0)
% 60.27/25.43  																															|
% 60.27/25.43  																															| From (794) and (219) follows:
% 60.27/25.43  																															| (5573) op(e3, e3) = e0
% 60.27/25.43  																															|
% 60.27/25.43  																															+-Applying beta-rule and splitting (105), into two cases.
% 60.27/25.43  																															|-Branch one:
% 60.27/25.43  																															| (1105) all_0_47_47 = e2
% 60.27/25.43  																															|
% 60.27/25.43  																																| Equations (1105) can reduce 338 to:
% 60.27/25.43  																																| (266) $false
% 60.27/25.43  																																|
% 60.27/25.43  																																|-The branch is then unsatisfiable
% 60.27/25.43  																															|-Branch two:
% 60.27/25.43  																															| (338)  ~ (all_0_47_47 = e2)
% 60.27/25.43  																															| (1789) all_0_47_47 = e4 | all_0_47_47 = e3 | all_0_47_47 = e1 | all_0_47_47 = e0
% 60.27/25.43  																															|
% 60.27/25.43  																																+-Applying beta-rule and splitting (832), into two cases.
% 60.27/25.43  																																|-Branch one:
% 60.27/25.43  																																| (674) all_0_47_47 = e0
% 60.27/25.43  																																|
% 60.27/25.43  																																	| Equations (674) can reduce 678 to:
% 60.27/25.43  																																	| (266) $false
% 60.27/25.43  																																	|
% 60.27/25.43  																																	|-The branch is then unsatisfiable
% 60.27/25.43  																																|-Branch two:
% 60.27/25.43  																																| (678)  ~ (all_0_47_47 = e0)
% 60.27/25.43  																																| (1278) all_0_48_48 = e0 | all_0_49_49 = e0
% 60.27/25.43  																																|
% 60.27/25.43  																																	+-Applying beta-rule and splitting (1789), into two cases.
% 60.27/25.43  																																	|-Branch one:
% 60.27/25.43  																																	| (1790) all_0_47_47 = e4
% 60.27/25.43  																																	|
% 60.27/25.43  																																		| Equations (1790) can reduce 252 to:
% 60.27/25.43  																																		| (266) $false
% 60.27/25.43  																																		|
% 60.27/25.43  																																		|-The branch is then unsatisfiable
% 60.27/25.43  																																	|-Branch two:
% 60.27/25.43  																																	| (252)  ~ (all_0_47_47 = e4)
% 60.27/25.43  																																	| (1793) all_0_47_47 = e3 | all_0_47_47 = e1 | all_0_47_47 = e0
% 60.27/25.43  																																	|
% 60.27/25.43  																																		+-Applying beta-rule and splitting (1278), into two cases.
% 60.27/25.43  																																		|-Branch one:
% 60.27/25.43  																																		| (1279) all_0_48_48 = e0
% 60.27/25.43  																																		|
% 60.27/25.43  																																			| Combining equations (335,1279) yields a new equation:
% 60.27/25.43  																																			| (391) e2 = e0
% 60.27/25.43  																																			|
% 60.27/25.43  																																			| Simplifying 391 yields:
% 60.27/25.43  																																			| (330) e2 = e0
% 60.27/25.43  																																			|
% 60.27/25.43  																																			| Equations (330) can reduce 128 to:
% 60.27/25.43  																																			| (266) $false
% 60.27/25.43  																																			|
% 60.27/25.43  																																			|-The branch is then unsatisfiable
% 60.27/25.43  																																		|-Branch two:
% 60.27/25.43  																																		| (1283)  ~ (all_0_48_48 = e0)
% 60.27/25.43  																																		| (978) all_0_49_49 = e0
% 60.27/25.43  																																		|
% 60.27/25.43  																																			| Equations (978) can reduce 86 to:
% 60.27/25.43  																																			| (678)  ~ (all_0_47_47 = e0)
% 60.27/25.43  																																			|
% 60.27/25.43  																																			| Equations (978) can reduce 119 to:
% 60.27/25.43  																																			| (490)  ~ (all_0_58_58 = e0)
% 60.27/25.43  																																			|
% 60.27/25.43  																																			| Simplifying 490 yields:
% 60.27/25.43  																																			| (491)  ~ (all_0_58_58 = e0)
% 60.27/25.43  																																			|
% 60.27/25.43  																																			| Equations (978) can reduce 256 to:
% 60.27/25.43  																																			| (401)  ~ (e4 = e0)
% 60.27/25.43  																																			|
% 60.27/25.43  																																			| Simplifying 401 yields:
% 60.27/25.43  																																			| (49)  ~ (e4 = e0)
% 60.27/25.43  																																			|
% 60.27/25.43  																																			| Equations (978) can reduce 340 to:
% 60.27/25.43  																																			| (365)  ~ (e2 = e0)
% 60.27/25.43  																																			|
% 60.27/25.43  																																			| Simplifying 365 yields:
% 60.27/25.43  																																			| (128)  ~ (e2 = e0)
% 60.27/25.43  																																			|
% 60.27/25.43  																																			| From (978) and (55) follows:
% 60.27/25.43  																																			| (7585) op(e2, e0) = e0
% 60.27/25.43  																																			|
% 60.27/25.43  																																			+-Applying beta-rule and splitting (1793), into two cases.
% 60.27/25.43  																																			|-Branch one:
% 60.27/25.43  																																			| (674) all_0_47_47 = e0
% 60.27/25.43  																																			|
% 60.27/25.43  																																				| Equations (674) can reduce 678 to:
% 60.27/25.43  																																				| (266) $false
% 60.27/25.43  																																				|
% 60.27/25.43  																																				|-The branch is then unsatisfiable
% 60.27/25.43  																																			|-Branch two:
% 60.27/25.43  																																			| (678)  ~ (all_0_47_47 = e0)
% 60.27/25.43  																																			| (1831) all_0_47_47 = e3 | all_0_47_47 = e1
% 60.27/25.43  																																			|
% 60.27/25.43  																																				+-Applying beta-rule and splitting (1831), into two cases.
% 60.27/25.43  																																				|-Branch one:
% 60.27/25.43  																																				| (654) all_0_47_47 = e1
% 60.27/25.43  																																				|
% 60.27/25.43  																																					| Equations (654) can reduce 252 to:
% 60.27/25.43  																																					| (602)  ~ (e4 = e1)
% 60.27/25.43  																																					|
% 60.27/25.43  																																					| Simplifying 602 yields:
% 60.27/25.43  																																					| (110)  ~ (e4 = e1)
% 60.27/25.43  																																					|
% 60.27/25.43  																																					| Equations (654) can reduce 1091 to:
% 60.27/25.43  																																					| (467)  ~ (e3 = e1)
% 60.27/25.43  																																					|
% 60.27/25.43  																																					| Simplifying 467 yields:
% 60.27/25.43  																																					| (213)  ~ (e3 = e1)
% 60.27/25.43  																																					|
% 60.27/25.43  																																					| Equations (654) can reduce 678 to:
% 60.27/25.43  																																					| (233)  ~ (e1 = e0)
% 60.27/25.43  																																					|
% 60.27/25.43  																																					+-Applying beta-rule and splitting (112), into two cases.
% 60.27/25.43  																																					|-Branch one:
% 60.27/25.43  																																					| (635) all_0_44_44 = e1
% 60.27/25.43  																																					|
% 60.27/25.43  																																						| Equations (635) can reduce 639 to:
% 60.27/25.43  																																						| (266) $false
% 60.27/25.43  																																						|
% 60.27/25.43  																																						|-The branch is then unsatisfiable
% 60.27/25.43  																																					|-Branch two:
% 60.27/25.43  																																					| (639)  ~ (all_0_44_44 = e1)
% 60.27/25.43  																																					| (640) all_0_49_49 = e1 | all_0_53_53 = e1 | all_0_58_58 = e1
% 60.27/25.43  																																					|
% 60.27/25.43  																																						+-Applying beta-rule and splitting (26), into two cases.
% 60.27/25.43  																																						|-Branch one:
% 60.27/25.43  																																						| (446) all_0_44_44 = e4
% 60.27/25.43  																																						|
% 60.27/25.43  																																							| Equations (446) can reduce 181 to:
% 60.27/25.43  																																							| (450)  ~ (all_0_58_58 = e4)
% 60.27/25.43  																																							|
% 60.27/25.43  																																							| Simplifying 450 yields:
% 60.27/25.43  																																							| (451)  ~ (all_0_58_58 = e4)
% 60.27/25.43  																																							|
% 60.27/25.43  																																							| Equations (446) can reduce 407 to:
% 60.27/25.43  																																							| (188)  ~ (e4 = e3)
% 60.27/25.43  																																							|
% 60.27/25.43  																																							| Equations (446) can reduce 147 to:
% 60.27/25.43  																																							| (48)  ~ (e4 = e2)
% 60.27/25.43  																																							|
% 60.27/25.43  																																							+-Applying beta-rule and splitting (133), into two cases.
% 60.27/25.43  																																							|-Branch one:
% 60.27/25.43  																																							| (833) all_0_56_56 = e2
% 60.27/25.43  																																							|
% 60.27/25.43  																																								| Equations (833) can reduce 511 to:
% 60.27/25.43  																																								| (266) $false
% 60.27/25.43  																																								|
% 60.27/25.43  																																								|-The branch is then unsatisfiable
% 60.27/25.43  																																							|-Branch two:
% 60.27/25.43  																																							| (511)  ~ (all_0_56_56 = e2)
% 60.27/25.43  																																							| (836) all_0_56_56 = e4 | all_0_56_56 = e3 | all_0_56_56 = e1 | all_0_56_56 = e0
% 60.27/25.43  																																							|
% 60.27/25.43  																																								+-Applying beta-rule and splitting (108), into two cases.
% 60.27/25.43  																																								|-Branch one:
% 60.27/25.43  																																								| (624) all_0_58_58 = e2
% 60.27/25.43  																																								|
% 60.27/25.43  																																									| Equations (624) can reduce 908 to:
% 60.27/25.43  																																									| (266) $false
% 60.27/25.43  																																									|
% 60.27/25.43  																																									|-The branch is then unsatisfiable
% 60.27/25.43  																																								|-Branch two:
% 60.27/25.43  																																								| (908)  ~ (all_0_58_58 = e2)
% 60.27/25.43  																																								| (909) all_0_58_58 = e4 | all_0_58_58 = e3 | all_0_58_58 = e1 | all_0_58_58 = e0
% 60.27/25.43  																																								|
% 60.27/25.43  																																									+-Applying beta-rule and splitting (171), into two cases.
% 60.27/25.43  																																									|-Branch one:
% 60.27/25.43  																																									| (265) all_0_54_54 = e4
% 60.27/25.43  																																									|
% 60.27/25.43  																																										| Combining equations (268,265) yields a new equation:
% 60.27/25.43  																																										| (425) e4 = e3
% 60.27/25.43  																																										|
% 60.27/25.43  																																										| Equations (425) can reduce 188 to:
% 60.27/25.43  																																										| (266) $false
% 60.27/25.43  																																										|
% 60.27/25.43  																																										|-The branch is then unsatisfiable
% 60.27/25.43  																																									|-Branch two:
% 60.27/25.43  																																									| (258)  ~ (all_0_54_54 = e4)
% 60.27/25.43  																																									| (575) all_0_55_55 = e4 | all_0_56_56 = e4 | all_0_57_57 = e4 | all_0_58_58 = e4
% 60.27/25.43  																																									|
% 60.27/25.43  																																										| Equations (268) can reduce 258 to:
% 60.27/25.43  																																										| (277)  ~ (e4 = e3)
% 60.27/25.43  																																										|
% 60.27/25.43  																																										| Simplifying 277 yields:
% 60.27/25.43  																																										| (188)  ~ (e4 = e3)
% 60.27/25.43  																																										|
% 60.27/25.43  																																										+-Applying beta-rule and splitting (2115), into two cases.
% 60.27/25.43  																																										|-Branch one:
% 60.27/25.43  																																										| (1392) all_0_42_42 = e4
% 60.27/25.43  																																										|
% 60.27/25.43  																																											| Combining equations (516,1392) yields a new equation:
% 60.27/25.43  																																											| (425) e4 = e3
% 60.27/25.43  																																											|
% 60.27/25.43  																																											| Equations (425) can reduce 188 to:
% 60.27/25.43  																																											| (266) $false
% 60.27/25.43  																																											|
% 60.27/25.43  																																											|-The branch is then unsatisfiable
% 60.27/25.43  																																										|-Branch two:
% 60.27/25.43  																																										| (1890)  ~ (all_0_42_42 = e4)
% 60.27/25.43  																																										| (2246) all_0_47_47 = e4 | all_0_51_51 = e4 | all_0_56_56 = e4
% 60.27/25.43  																																										|
% 60.27/25.43  																																											+-Applying beta-rule and splitting (640), into two cases.
% 60.27/25.43  																																											|-Branch one:
% 60.27/25.43  																																											| (671) all_0_49_49 = e1
% 60.27/25.43  																																											|
% 60.27/25.43  																																												| Combining equations (978,671) yields a new equation:
% 60.27/25.43  																																												| (431) e1 = e0
% 60.27/25.43  																																												|
% 60.27/25.43  																																												| Equations (431) can reduce 233 to:
% 60.27/25.43  																																												| (266) $false
% 60.27/25.43  																																												|
% 60.27/25.43  																																												|-The branch is then unsatisfiable
% 60.27/25.43  																																											|-Branch two:
% 60.27/25.43  																																											| (1064)  ~ (all_0_49_49 = e1)
% 60.27/25.43  																																											| (2141) all_0_53_53 = e1 | all_0_58_58 = e1
% 60.27/25.43  																																											|
% 60.27/25.43  																																												+-Applying beta-rule and splitting (2141), into two cases.
% 60.27/25.43  																																												|-Branch one:
% 60.27/25.43  																																												| (1208) all_0_53_53 = e1
% 60.27/25.43  																																												|
% 60.27/25.43  																																													| Combining equations (1208,665) yields a new equation:
% 60.27/25.43  																																													| (455) e3 = e1
% 60.27/25.43  																																													|
% 60.27/25.43  																																													| Equations (455) can reduce 213 to:
% 60.27/25.43  																																													| (266) $false
% 60.27/25.43  																																													|
% 60.27/25.43  																																													|-The branch is then unsatisfiable
% 60.27/25.43  																																												|-Branch two:
% 60.27/25.43  																																												| (1459)  ~ (all_0_53_53 = e1)
% 60.27/25.43  																																												| (918) all_0_58_58 = e1
% 60.27/25.43  																																												|
% 60.27/25.43  																																													| Equations (918) can reduce 451 to:
% 60.27/25.43  																																													| (602)  ~ (e4 = e1)
% 60.27/25.43  																																													|
% 60.27/25.43  																																													| Simplifying 602 yields:
% 60.27/25.43  																																													| (110)  ~ (e4 = e1)
% 60.27/25.43  																																													|
% 60.27/25.43  																																													| Equations (918) can reduce 908 to:
% 60.27/25.43  																																													| (604)  ~ (e2 = e1)
% 60.27/25.43  																																													|
% 60.27/25.43  																																													| Simplifying 604 yields:
% 60.27/25.43  																																													| (122)  ~ (e2 = e1)
% 60.27/25.43  																																													|
% 60.27/25.43  																																													| Equations (918) can reduce 491 to:
% 60.27/25.43  																																													| (233)  ~ (e1 = e0)
% 60.27/25.43  																																													|
% 60.27/25.43  																																													+-Applying beta-rule and splitting (2246), into two cases.
% 60.27/25.43  																																													|-Branch one:
% 60.27/25.43  																																													| (1790) all_0_47_47 = e4
% 60.27/25.44  																																													|
% 60.27/25.44  																																														| Combining equations (654,1790) yields a new equation:
% 60.27/25.44  																																														| (630) e4 = e1
% 60.27/25.44  																																														|
% 60.27/25.44  																																														| Equations (630) can reduce 110 to:
% 60.27/25.44  																																														| (266) $false
% 60.27/25.44  																																														|
% 60.27/25.44  																																														|-The branch is then unsatisfiable
% 60.27/25.44  																																													|-Branch two:
% 60.27/25.44  																																													| (252)  ~ (all_0_47_47 = e4)
% 60.27/25.44  																																													| (6548) all_0_51_51 = e4 | all_0_56_56 = e4
% 60.27/25.44  																																													|
% 60.27/25.44  																																														+-Applying beta-rule and splitting (836), into two cases.
% 60.27/25.44  																																														|-Branch one:
% 60.27/25.44  																																														| (842) all_0_56_56 = e4
% 60.27/25.44  																																														|
% 60.27/25.44  																																															| From (842) and (111) follows:
% 60.27/25.44  																																															| (2154) op(e0, e2) = e4
% 60.27/25.44  																																															|
% 60.27/25.44  																																															+-Applying beta-rule and splitting (56), into two cases.
% 60.27/25.44  																																															|-Branch one:
% 60.27/25.44  																																															| (696) unit = e2
% 60.27/25.44  																																															|
% 60.27/25.44  																																																| From (696) and (28) follows:
% 60.27/25.44  																																																| (699) op(e1, e2) = e1
% 60.27/25.44  																																																|
% 60.27/25.44  																																																| Instantiating formula (29) with e1, e2, e1, e2 and discharging atoms op(e1, e2) = e2, op(e1, e2) = e1, yields:
% 60.27/25.44  																																																| (617) e2 = e1
% 60.27/25.44  																																																|
% 60.27/25.44  																																																| Equations (617) can reduce 122 to:
% 60.27/25.44  																																																| (266) $false
% 60.27/25.44  																																																|
% 60.27/25.44  																																																|-The branch is then unsatisfiable
% 60.27/25.44  																																															|-Branch two:
% 60.27/25.44  																																															| (707)  ~ (unit = e2)
% 60.27/25.44  																																															| (708) unit = e4 | unit = e3 | unit = e1 | unit = e0
% 60.27/25.44  																																															|
% 60.27/25.44  																																																+-Applying beta-rule and splitting (708), into two cases.
% 60.27/25.44  																																																|-Branch one:
% 60.27/25.44  																																																| (709) unit = e4
% 60.27/25.44  																																																|
% 60.27/25.44  																																																	| From (709) and (24) follows:
% 60.27/25.44  																																																	| (33325) op(e4, e3) = e3
% 60.27/25.44  																																																	|
% 60.27/25.44  																																																	| From (709) and (211) follows:
% 60.27/25.44  																																																	| (22527) op(e4, e1) = e1
% 60.27/25.44  																																																	|
% 60.27/25.44  																																																	| From (709) and (209) follows:
% 60.27/25.44  																																																	| (3072) op(e4, e0) = e0
% 60.27/25.44  																																																	|
% 60.27/25.44  																																																	| From (709) and (32) follows:
% 60.27/25.44  																																																	| (712) op(e2, e4) = e2
% 60.27/25.44  																																																	|
% 60.27/25.44  																																																	| Instantiating formula (29) with e4, e3, e3, e4 and discharging atoms op(e4, e3) = e4, op(e4, e3) = e3, yields:
% 60.27/25.44  																																																	| (425) e4 = e3
% 60.27/25.44  																																																	|
% 60.27/25.44  																																																	| Instantiating formula (29) with e4, e1, e1, e3 and discharging atoms op(e4, e1) = e3, op(e4, e1) = e1, yields:
% 60.27/25.44  																																																	| (455) e3 = e1
% 60.27/25.44  																																																	|
% 60.27/25.44  																																																	| Instantiating formula (29) with e4, e0, e0, e2 and discharging atoms op(e4, e0) = e2, op(e4, e0) = e0, yields:
% 60.27/25.44  																																																	| (330) e2 = e0
% 60.27/25.44  																																																	|
% 60.27/25.44  																																																	| Instantiating formula (29) with e2, e4, e2, e4 and discharging atoms op(e2, e4) = e4, op(e2, e4) = e2, yields:
% 60.27/25.44  																																																	| (323) e4 = e2
% 60.27/25.44  																																																	|
% 60.27/25.44  																																																	| Combining equations (425,323) yields a new equation:
% 60.27/25.44  																																																	| (661) e3 = e2
% 60.27/25.44  																																																	|
% 60.27/25.44  																																																	| Simplifying 661 yields:
% 60.27/25.44  																																																	| (662) e3 = e2
% 60.27/25.44  																																																	|
% 60.27/25.44  																																																	| Combining equations (662,455) yields a new equation:
% 60.27/25.44  																																																	| (616) e2 = e1
% 60.27/25.44  																																																	|
% 60.27/25.44  																																																	| Simplifying 616 yields:
% 60.27/25.44  																																																	| (617) e2 = e1
% 60.27/25.44  																																																	|
% 60.27/25.44  																																																	| Combining equations (330,617) yields a new equation:
% 60.27/25.44  																																																	| (431) e1 = e0
% 60.27/25.44  																																																	|
% 60.27/25.44  																																																	| Equations (431) can reduce 233 to:
% 60.27/25.44  																																																	| (266) $false
% 60.27/25.44  																																																	|
% 60.27/25.44  																																																	|-The branch is then unsatisfiable
% 60.27/25.44  																																																|-Branch two:
% 60.27/25.44  																																																| (724)  ~ (unit = e4)
% 60.27/25.44  																																																| (725) unit = e3 | unit = e1 | unit = e0
% 60.27/25.44  																																																|
% 60.27/25.44  																																																	+-Applying beta-rule and splitting (725), into two cases.
% 60.27/25.44  																																																	|-Branch one:
% 60.27/25.44  																																																	| (726) unit = e0
% 60.27/25.44  																																																	|
% 60.27/25.44  																																																		| From (726) and (244) follows:
% 60.27/25.44  																																																		| (2207) op(e0, e4) = e4
% 60.27/25.44  																																																		|
% 60.27/25.44  																																																		| From (726) and (15) follows:
% 60.27/25.44  																																																		| (1508) op(e0, e2) = e2
% 60.27/25.44  																																																		|
% 60.27/25.44  																																																		| From (726) and (32) follows:
% 60.27/25.44  																																																		| (727) op(e2, e0) = e2
% 60.27/25.44  																																																		|
% 60.27/25.44  																																																		| From (726) and (28) follows:
% 60.27/25.44  																																																		| (2698) op(e1, e0) = e1
% 60.27/25.44  																																																		|
% 60.27/25.44  																																																		| Instantiating formula (29) with e2, e0, e2, e0 and discharging atoms op(e2, e0) = e2, op(e2, e0) = e0, yields:
% 60.27/25.44  																																																		| (330) e2 = e0
% 60.27/25.44  																																																		|
% 60.27/25.44  																																																		| Instantiating formula (29) with e1, e0, e1, e3 and discharging atoms op(e1, e0) = e3, op(e1, e0) = e1, yields:
% 60.27/25.44  																																																		| (455) e3 = e1
% 60.27/25.44  																																																		|
% 60.27/25.44  																																																		| Instantiating formula (29) with e0, e4, e4, e3 and discharging atoms op(e0, e4) = e4, op(e0, e4) = e3, yields:
% 60.27/25.44  																																																		| (425) e4 = e3
% 60.27/25.44  																																																		|
% 60.27/25.44  																																																		| Instantiating formula (29) with e0, e2, e2, e4 and discharging atoms op(e0, e2) = e4, op(e0, e2) = e2, yields:
% 60.27/25.44  																																																		| (323) e4 = e2
% 60.27/25.44  																																																		|
% 60.27/25.44  																																																		| Combining equations (323,425) yields a new equation:
% 60.27/25.44  																																																		| (662) e3 = e2
% 60.27/25.44  																																																		|
% 60.27/25.44  																																																		| Combining equations (662,455) yields a new equation:
% 60.27/25.44  																																																		| (616) e2 = e1
% 60.27/25.44  																																																		|
% 60.27/25.44  																																																		| Simplifying 616 yields:
% 60.27/25.44  																																																		| (617) e2 = e1
% 60.27/25.44  																																																		|
% 60.27/25.44  																																																		| Combining equations (617,330) yields a new equation:
% 60.27/25.44  																																																		| (546) e1 = e0
% 60.27/25.44  																																																		|
% 60.27/25.44  																																																		| Simplifying 546 yields:
% 60.27/25.44  																																																		| (431) e1 = e0
% 60.27/25.44  																																																		|
% 60.27/25.44  																																																		| Equations (431) can reduce 233 to:
% 60.27/25.44  																																																		| (266) $false
% 60.27/25.44  																																																		|
% 60.27/25.44  																																																		|-The branch is then unsatisfiable
% 60.27/25.44  																																																	|-Branch two:
% 60.27/25.44  																																																	| (734)  ~ (unit = e0)
% 60.27/25.44  																																																	| (735) unit = e3 | unit = e1
% 60.27/25.44  																																																	|
% 60.27/25.44  																																																		+-Applying beta-rule and splitting (735), into two cases.
% 60.27/25.44  																																																		|-Branch one:
% 60.27/25.44  																																																		| (736) unit = e1
% 60.27/25.44  																																																		|
% 60.27/25.44  																																																			| Equations (736) can reduce 734 to:
% 60.27/25.44  																																																			| (233)  ~ (e1 = e0)
% 60.27/25.44  																																																			|
% 60.27/25.44  																																																			| From (736) and (209) follows:
% 60.27/25.44  																																																			| (2715) op(e1, e0) = e0
% 60.27/25.44  																																																			|
% 60.27/25.44  																																																			| From (736) and (227) follows:
% 60.27/25.44  																																																			| (739) op(e4, e1) = e4
% 60.27/25.44  																																																			|
% 60.27/25.44  																																																			| From (736) and (28) follows:
% 60.27/25.44  																																																			| (740) op(e1, e1) = e1
% 60.27/25.44  																																																			|
% 60.27/25.44  																																																			| Instantiating formula (29) with e4, e1, e4, e3 and discharging atoms op(e4, e1) = e4, op(e4, e1) = e3, yields:
% 60.27/25.44  																																																			| (425) e4 = e3
% 60.27/25.44  																																																			|
% 60.27/25.44  																																																			| Instantiating formula (29) with e1, e1, e1, e4 and discharging atoms op(e1, e1) = e4, op(e1, e1) = e1, yields:
% 60.27/25.44  																																																			| (630) e4 = e1
% 60.27/25.44  																																																			|
% 60.27/25.44  																																																			| Instantiating formula (29) with e1, e0, e0, e3 and discharging atoms op(e1, e0) = e3, op(e1, e0) = e0, yields:
% 60.27/25.44  																																																			| (676) e3 = e0
% 60.27/25.44  																																																			|
% 60.27/25.44  																																																			| Combining equations (425,630) yields a new equation:
% 60.27/25.44  																																																			| (454) e3 = e1
% 60.27/25.44  																																																			|
% 60.27/25.44  																																																			| Simplifying 454 yields:
% 60.27/25.44  																																																			| (455) e3 = e1
% 60.27/25.44  																																																			|
% 60.27/25.44  																																																			| Combining equations (676,455) yields a new equation:
% 60.27/25.44  																																																			| (431) e1 = e0
% 60.27/25.44  																																																			|
% 60.27/25.44  																																																			| Equations (431) can reduce 233 to:
% 60.27/25.44  																																																			| (266) $false
% 60.27/25.44  																																																			|
% 60.27/25.44  																																																			|-The branch is then unsatisfiable
% 60.27/25.44  																																																		|-Branch two:
% 60.27/25.44  																																																		| (748)  ~ (unit = e1)
% 60.27/25.44  																																																		| (749) unit = e3
% 60.27/25.44  																																																		|
% 60.27/25.44  																																																			| From (749) and (40) follows:
% 60.27/25.44  																																																			| (3715) op(e3, e3) = e3
% 60.27/25.44  																																																			|
% 60.27/25.44  																																																			| From (749) and (32) follows:
% 60.27/25.44  																																																			| (5793) op(e2, e3) = e2
% 60.27/25.44  																																																			|
% 60.27/25.44  																																																			| Instantiating formula (29) with e3, e3, e3, e0 and discharging atoms op(e3, e3) = e3, op(e3, e3) = e0, yields:
% 60.27/25.44  																																																			| (676) e3 = e0
% 60.27/25.44  																																																			|
% 60.27/25.44  																																																			| Instantiating formula (29) with e2, e3, e2, e3 and discharging atoms op(e2, e3) = e3, op(e2, e3) = e2, yields:
% 60.27/25.44  																																																			| (662) e3 = e2
% 60.27/25.44  																																																			|
% 60.27/25.44  																																																			| Combining equations (676,662) yields a new equation:
% 60.27/25.44  																																																			| (330) e2 = e0
% 60.27/25.44  																																																			|
% 60.27/25.44  																																																			| Equations (330) can reduce 128 to:
% 60.27/25.44  																																																			| (266) $false
% 60.27/25.44  																																																			|
% 60.27/25.44  																																																			|-The branch is then unsatisfiable
% 60.27/25.44  																																														|-Branch two:
% 60.27/25.44  																																														| (477)  ~ (all_0_56_56 = e4)
% 60.27/25.44  																																														| (845) all_0_56_56 = e3 | all_0_56_56 = e1 | all_0_56_56 = e0
% 60.27/25.44  																																														|
% 60.27/25.44  																																															+-Applying beta-rule and splitting (6548), into two cases.
% 60.27/25.44  																																															|-Branch one:
% 60.27/25.44  																																															| (1101) all_0_51_51 = e4
% 60.27/25.44  																																															|
% 60.27/25.44  																																																| Combining equations (504,1101) yields a new equation:
% 60.27/25.44  																																																| (323) e4 = e2
% 60.27/25.44  																																																|
% 60.27/25.44  																																																| Equations (323) can reduce 48 to:
% 60.27/25.44  																																																| (266) $false
% 60.27/25.44  																																																|
% 60.27/25.44  																																																|-The branch is then unsatisfiable
% 60.27/25.44  																																															|-Branch two:
% 60.27/25.44  																																															| (475)  ~ (all_0_51_51 = e4)
% 60.27/25.44  																																															| (842) all_0_56_56 = e4
% 60.27/25.44  																																															|
% 60.27/25.44  																																																| Equations (842) can reduce 477 to:
% 60.27/25.44  																																																| (266) $false
% 60.27/25.44  																																																|
% 60.27/25.44  																																																|-The branch is then unsatisfiable
% 60.27/25.44  																																						|-Branch two:
% 60.27/25.44  																																						| (1390)  ~ (all_0_44_44 = e4)
% 60.27/25.44  																																						| (1391) all_0_44_44 = e3 | all_0_44_44 = e1 | all_0_44_44 = e0
% 60.27/25.44  																																						|
% 60.27/25.44  																																							+-Applying beta-rule and splitting (64), into two cases.
% 60.27/25.44  																																							|-Branch one:
% 60.27/25.44  																																							| (437) all_0_41_41 = e4
% 60.27/25.44  																																							|
% 60.27/25.44  																																								| Combining equations (437,794) yields a new equation:
% 60.27/25.44  																																								| (481) e4 = e0
% 60.27/25.44  																																								|
% 60.27/25.44  																																								| Simplifying 481 yields:
% 60.27/25.44  																																								| (397) e4 = e0
% 60.27/25.44  																																								|
% 60.27/25.44  																																								| Equations (397) can reduce 49 to:
% 60.27/25.44  																																								| (266) $false
% 60.27/25.44  																																								|
% 60.27/25.44  																																								|-The branch is then unsatisfiable
% 60.27/25.44  																																							|-Branch two:
% 60.27/25.44  																																							| (440)  ~ (all_0_41_41 = e4)
% 60.27/25.44  																																							| (441) all_0_42_42 = e4 | all_0_43_43 = e4 | all_0_44_44 = e4
% 60.27/25.44  																																							|
% 60.27/25.44  																																								+-Applying beta-rule and splitting (441), into two cases.
% 60.27/25.44  																																								|-Branch one:
% 60.27/25.44  																																								| (1392) all_0_42_42 = e4
% 60.27/25.44  																																								|
% 60.27/25.44  																																									| Combining equations (516,1392) yields a new equation:
% 60.27/25.44  																																									| (425) e4 = e3
% 60.27/25.44  																																									|
% 60.27/25.44  																																									| Equations (425) can reduce 188 to:
% 60.27/25.44  																																									| (266) $false
% 60.27/25.44  																																									|
% 60.27/25.44  																																									|-The branch is then unsatisfiable
% 60.27/25.44  																																								|-Branch two:
% 60.27/25.44  																																								| (1890)  ~ (all_0_42_42 = e4)
% 60.27/25.44  																																								| (1891) all_0_43_43 = e4 | all_0_44_44 = e4
% 60.27/25.44  																																								|
% 60.27/25.44  																																									+-Applying beta-rule and splitting (1891), into two cases.
% 60.27/25.44  																																									|-Branch one:
% 60.27/25.44  																																									| (396) all_0_43_43 = e4
% 60.27/25.44  																																									|
% 60.27/25.44  																																										| Combining equations (430,396) yields a new equation:
% 60.27/25.44  																																										| (630) e4 = e1
% 60.27/25.44  																																										|
% 60.27/25.44  																																										| Equations (630) can reduce 110 to:
% 60.27/25.44  																																										| (266) $false
% 60.27/25.44  																																										|
% 60.27/25.44  																																										|-The branch is then unsatisfiable
% 60.27/25.44  																																									|-Branch two:
% 60.27/25.44  																																									| (399)  ~ (all_0_43_43 = e4)
% 60.27/25.44  																																									| (446) all_0_44_44 = e4
% 60.27/25.44  																																									|
% 60.27/25.44  																																										| Equations (446) can reduce 1390 to:
% 60.27/25.44  																																										| (266) $false
% 60.27/25.44  																																										|
% 60.27/25.44  																																										|-The branch is then unsatisfiable
% 60.27/25.44  																																				|-Branch two:
% 60.27/25.44  																																				| (462)  ~ (all_0_47_47 = e1)
% 60.27/25.44  																																				| (522) all_0_47_47 = e3
% 60.27/25.44  																																				|
% 60.27/25.44  																																					| Equations (522) can reduce 1091 to:
% 60.27/25.44  																																					| (266) $false
% 60.27/25.44  																																					|
% 60.27/25.44  																																					|-The branch is then unsatisfiable
% 60.27/25.44  																														|-Branch two:
% 60.27/25.44  																														| (357)  ~ (all_0_41_41 = e0)
% 60.27/25.44  																														| (4053) all_0_41_41 = e3 | all_0_41_41 = e1
% 60.27/25.44  																														|
% 60.27/25.44  																															+-Applying beta-rule and splitting (4053), into two cases.
% 60.27/25.44  																															|-Branch one:
% 60.27/25.44  																															| (453) all_0_41_41 = e1
% 60.27/25.44  																															|
% 60.27/25.44  																																| Equations (453) can reduce 457 to:
% 60.27/25.44  																																| (266) $false
% 60.27/25.44  																																|
% 60.27/25.44  																																|-The branch is then unsatisfiable
% 60.27/25.44  																															|-Branch two:
% 60.27/25.44  																															| (457)  ~ (all_0_41_41 = e1)
% 60.27/25.44  																															| (403) all_0_41_41 = e3
% 60.27/25.44  																															|
% 60.27/25.44  																																| Equations (403) can reduce 1898 to:
% 60.27/25.44  																																| (266) $false
% 60.27/25.44  																																|
% 60.27/25.44  																																|-The branch is then unsatisfiable
% 60.27/25.44  																												|-Branch two:
% 60.27/25.44  																												| (405)  ~ (all_0_42_42 = e3)
% 60.27/25.44  																												| (532) all_0_44_44 = e3
% 60.27/25.44  																												|
% 60.27/25.44  																													| Equations (532) can reduce 407 to:
% 60.27/25.44  																													| (266) $false
% 60.27/25.44  																													|
% 60.27/25.44  																													|-The branch is then unsatisfiable
% 60.27/25.44  																									|-Branch two:
% 60.27/25.44  																									| (409)  ~ (all_0_46_46 = e3)
% 60.27/25.44  																									| (4042) all_0_50_50 = e3 | all_0_55_55 = e3
% 60.27/25.44  																									|
% 60.27/25.44  																										+-Applying beta-rule and splitting (1899), into two cases.
% 60.27/25.44  																										|-Branch one:
% 60.27/25.44  																										| (516) all_0_42_42 = e3
% 60.27/25.44  																										|
% 60.27/25.44  																											| Equations (516) can reduce 51 to:
% 60.27/25.44  																											| (212)  ~ (e3 = e2)
% 60.27/25.44  																											|
% 60.27/25.44  																											| Equations (516) can reduce 1380 to:
% 60.27/25.44  																											| (213)  ~ (e3 = e1)
% 60.27/25.44  																											|
% 60.27/25.44  																											+-Applying beta-rule and splitting (4042), into two cases.
% 60.27/25.44  																											|-Branch one:
% 60.27/25.44  																											| (415) all_0_50_50 = e3
% 60.27/25.44  																											|
% 60.27/25.44  																												| Combining equations (601,415) yields a new equation:
% 60.27/25.44  																												| (455) e3 = e1
% 60.27/25.44  																												|
% 60.27/25.44  																												| Equations (455) can reduce 213 to:
% 60.27/25.44  																												| (266) $false
% 60.27/25.44  																												|
% 60.27/25.44  																												|-The branch is then unsatisfiable
% 60.27/25.44  																											|-Branch two:
% 60.27/25.44  																											| (411)  ~ (all_0_50_50 = e3)
% 60.27/25.44  																											| (2336) all_0_55_55 = e3
% 60.27/25.44  																											|
% 60.27/25.44  																												| Combining equations (386,2336) yields a new equation:
% 60.27/25.44  																												| (662) e3 = e2
% 60.27/25.44  																												|
% 60.27/25.44  																												| Equations (662) can reduce 212 to:
% 60.27/25.44  																												| (266) $false
% 60.27/25.44  																												|
% 60.27/25.44  																												|-The branch is then unsatisfiable
% 60.27/25.44  																										|-Branch two:
% 60.27/25.44  																										| (405)  ~ (all_0_42_42 = e3)
% 60.27/25.44  																										| (532) all_0_44_44 = e3
% 60.27/25.44  																										|
% 60.27/25.44  																											| Equations (532) can reduce 407 to:
% 60.27/25.44  																											| (266) $false
% 60.27/25.44  																											|
% 60.27/25.44  																											|-The branch is then unsatisfiable
% 60.27/25.44  																					|-Branch two:
% 60.27/25.44  																					| (759)  ~ (all_0_50_50 = e1)
% 60.27/25.44  																					| (1168) all_0_51_51 = e1 | all_0_52_52 = e1 | all_0_53_53 = e1
% 60.27/25.44  																					|
% 60.27/25.44  																						+-Applying beta-rule and splitting (422), into two cases.
% 60.27/25.44  																						|-Branch one:
% 60.27/25.44  																						| (775) all_0_50_50 = e4
% 60.27/25.44  																						|
% 60.27/25.44  																							| Equations (775) can reduce 566 to:
% 60.27/25.44  																							| (266) $false
% 60.27/25.44  																							|
% 60.27/25.44  																							|-The branch is then unsatisfiable
% 60.27/25.44  																						|-Branch two:
% 60.27/25.44  																						| (566)  ~ (all_0_50_50 = e4)
% 60.27/25.44  																						| (1444) all_0_50_50 = e3 | all_0_50_50 = e1
% 60.27/25.44  																						|
% 60.27/25.45  																							+-Applying beta-rule and splitting (1444), into two cases.
% 60.27/25.45  																							|-Branch one:
% 60.27/25.45  																							| (601) all_0_50_50 = e1
% 60.27/25.45  																							|
% 60.27/25.45  																								| Equations (601) can reduce 759 to:
% 60.27/25.45  																								| (266) $false
% 60.27/25.45  																								|
% 60.27/25.45  																								|-The branch is then unsatisfiable
% 60.27/25.45  																							|-Branch two:
% 60.27/25.45  																							| (759)  ~ (all_0_50_50 = e1)
% 60.27/25.45  																							| (415) all_0_50_50 = e3
% 60.27/25.45  																							|
% 60.27/25.45  																								| Equations (415) can reduce 411 to:
% 60.27/25.45  																								| (266) $false
% 60.27/25.45  																								|
% 60.27/25.45  																								|-The branch is then unsatisfiable
% 60.27/25.45  																	|-Branch two:
% 60.27/25.45  																	| (1099)  ~ (all_0_51_51 = e2)
% 60.27/25.45  																	| (1152) all_0_52_52 = e2 | all_0_53_53 = e2
% 60.27/25.45  																	|
% 60.27/25.45  																		+-Applying beta-rule and splitting (1152), into two cases.
% 60.27/25.45  																		|-Branch one:
% 60.27/25.45  																		| (352) all_0_52_52 = e2
% 60.27/25.45  																		|
% 60.27/25.45  																			| Combining equations (565,352) yields a new equation:
% 60.27/25.45  																			| (322) e4 = e2
% 60.27/25.45  																			|
% 60.27/25.45  																			| Simplifying 322 yields:
% 60.27/25.45  																			| (323) e4 = e2
% 60.27/25.45  																			|
% 60.27/25.45  																			| Equations (323) can reduce 48 to:
% 60.27/25.45  																			| (266) $false
% 60.27/25.45  																			|
% 60.27/25.45  																			|-The branch is then unsatisfiable
% 60.27/25.45  																		|-Branch two:
% 60.27/25.45  																		| (342)  ~ (all_0_52_52 = e2)
% 60.27/25.45  																		| (607) all_0_53_53 = e2
% 60.27/25.45  																		|
% 60.27/25.45  																			| Equations (607) can reduce 509 to:
% 60.27/25.45  																			| (266) $false
% 60.27/25.45  																			|
% 60.27/25.45  																			|-The branch is then unsatisfiable
% 60.27/25.45  															|-Branch two:
% 60.27/25.45  															| (304)  ~ (all_0_55_55 = e2)
% 60.27/25.45  															| (389) all_0_56_56 = e2 | all_0_57_57 = e2 | all_0_58_58 = e2
% 60.27/25.45  															|
% 60.27/25.45  																+-Applying beta-rule and splitting (117), into two cases.
% 60.27/25.45  																|-Branch one:
% 60.27/25.45  																| (292) all_0_38_38 = e2
% 60.27/25.45  																|
% 60.27/25.45  																	| Combining equations (292,321) yields a new equation:
% 60.27/25.45  																	| (323) e4 = e2
% 60.27/25.45  																	|
% 60.27/25.45  																	| Equations (323) can reduce 48 to:
% 60.27/25.45  																	| (266) $false
% 60.27/25.45  																	|
% 60.27/25.45  																	|-The branch is then unsatisfiable
% 60.27/25.45  																|-Branch two:
% 60.27/25.45  																| (9600)  ~ (all_0_38_38 = e2)
% 60.27/25.45  																| (24424) all_0_46_46 = e2 | all_0_50_50 = e2 | all_0_55_55 = e2
% 60.27/25.45  																|
% 60.27/25.45  																	+-Applying beta-rule and splitting (389), into two cases.
% 60.27/25.45  																	|-Branch one:
% 60.27/25.45  																	| (833) all_0_56_56 = e2
% 60.27/25.45  																	|
% 60.27/25.45  																		| Equations (833) can reduce 91 to:
% 60.27/25.45  																		| (338)  ~ (all_0_47_47 = e2)
% 60.27/25.45  																		|
% 60.27/25.45  																		| Equations (833) can reduce 153 to:
% 60.27/25.45  																		| (304)  ~ (all_0_55_55 = e2)
% 60.27/25.45  																		|
% 60.27/25.45  																		| Equations (833) can reduce 44 to:
% 60.27/25.45  																		| (1186)  ~ (all_0_58_58 = e2)
% 60.27/25.45  																		|
% 60.27/25.45  																		| Simplifying 1186 yields:
% 60.27/25.45  																		| (908)  ~ (all_0_58_58 = e2)
% 60.27/25.45  																		|
% 60.27/25.45  																		| From (833) and (111) follows:
% 60.27/25.45  																		| (1508) op(e0, e2) = e2
% 60.27/25.45  																		|
% 60.27/25.45  																		+-Applying beta-rule and splitting (95), into two cases.
% 60.27/25.45  																		|-Branch one:
% 60.27/25.45  																		| (378) all_0_50_50 = e2
% 60.27/25.45  																		|
% 60.27/25.45  																			| Equations (378) can reduce 221 to:
% 60.27/25.45  																			| (85)  ~ (all_0_41_41 = e2)
% 60.27/25.45  																			|
% 60.27/25.45  																			| Equations (378) can reduce 59 to:
% 60.27/25.45  																			| (17668)  ~ (all_0_51_51 = e2)
% 60.27/25.45  																			|
% 60.27/25.45  																			| Simplifying 17668 yields:
% 60.27/25.45  																			| (1099)  ~ (all_0_51_51 = e2)
% 60.27/25.45  																			|
% 60.27/25.45  																			| Equations (378) can reduce 190 to:
% 60.27/25.45  																			| (508)  ~ (all_0_53_53 = e2)
% 60.27/25.45  																			|
% 60.27/25.45  																			| Simplifying 508 yields:
% 60.27/25.45  																			| (509)  ~ (all_0_53_53 = e2)
% 60.27/25.45  																			|
% 60.27/25.45  																			| Equations (378) can reduce 93 to:
% 60.27/25.45  																			| (303)  ~ (all_0_55_55 = e2)
% 60.27/25.45  																			|
% 60.27/25.45  																			| Simplifying 303 yields:
% 60.27/25.45  																			| (304)  ~ (all_0_55_55 = e2)
% 60.27/25.45  																			|
% 60.27/25.45  																			| Equations (378) can reduce 566 to:
% 60.27/25.45  																			| (327)  ~ (e4 = e2)
% 60.27/25.45  																			|
% 60.27/25.45  																			| Simplifying 327 yields:
% 60.27/25.45  																			| (48)  ~ (e4 = e2)
% 60.27/25.45  																			|
% 60.27/25.45  																			| Equations (378) can reduce 121 to:
% 60.27/25.45  																			| (128)  ~ (e2 = e0)
% 60.27/25.45  																			|
% 60.27/25.45  																			| From (378) and (242) follows:
% 60.27/25.45  																			| (26152) op(e1, e3) = e2
% 60.27/25.45  																			|
% 60.27/25.45  																			+-Applying beta-rule and splitting (174), into two cases.
% 60.27/25.45  																			|-Branch one:
% 60.27/25.45  																			| (386) all_0_55_55 = e2
% 60.27/25.45  																			|
% 60.27/25.45  																				| Equations (386) can reduce 304 to:
% 60.27/25.45  																				| (266) $false
% 60.27/25.45  																				|
% 60.27/25.45  																				|-The branch is then unsatisfiable
% 60.27/25.45  																			|-Branch two:
% 60.27/25.45  																			| (304)  ~ (all_0_55_55 = e2)
% 60.27/25.45  																			| (2051) all_0_55_55 = e4 | all_0_55_55 = e3 | all_0_55_55 = e1 | all_0_55_55 = e0
% 60.27/25.45  																			|
% 60.27/25.45  																				+-Applying beta-rule and splitting (171), into two cases.
% 60.27/25.45  																				|-Branch one:
% 60.27/25.45  																				| (265) all_0_54_54 = e4
% 60.27/25.45  																				|
% 60.27/25.45  																					| Combining equations (265,268) yields a new equation:
% 60.27/25.45  																					| (424) e4 = e3
% 60.27/25.45  																					|
% 60.27/25.45  																					| Simplifying 424 yields:
% 60.27/25.45  																					| (425) e4 = e3
% 60.27/25.45  																					|
% 60.27/25.45  																					| Equations (425) can reduce 188 to:
% 60.27/25.45  																					| (266) $false
% 60.27/25.45  																					|
% 60.27/25.45  																					|-The branch is then unsatisfiable
% 60.27/25.45  																				|-Branch two:
% 60.27/25.45  																				| (258)  ~ (all_0_54_54 = e4)
% 60.27/25.45  																				| (575) all_0_55_55 = e4 | all_0_56_56 = e4 | all_0_57_57 = e4 | all_0_58_58 = e4
% 60.27/25.45  																				|
% 60.27/25.45  																					+-Applying beta-rule and splitting (575), into two cases.
% 60.27/25.45  																					|-Branch one:
% 60.27/25.45  																					| (587) all_0_55_55 = e4
% 60.27/25.45  																					|
% 60.27/25.45  																						| Equations (587) can reduce 763 to:
% 60.27/25.45  																						| (266) $false
% 60.27/25.45  																						|
% 60.27/25.45  																						|-The branch is then unsatisfiable
% 60.27/25.45  																					|-Branch two:
% 60.27/25.45  																					| (763)  ~ (all_0_55_55 = e4)
% 60.27/25.45  																					| (764) all_0_56_56 = e4 | all_0_57_57 = e4 | all_0_58_58 = e4
% 60.27/25.45  																					|
% 60.27/25.45  																						+-Applying beta-rule and splitting (764), into two cases.
% 60.27/25.45  																						|-Branch one:
% 60.27/25.45  																						| (842) all_0_56_56 = e4
% 60.27/25.45  																						|
% 60.27/25.45  																							| Combining equations (842,833) yields a new equation:
% 60.27/25.45  																							| (322) e4 = e2
% 60.27/25.45  																							|
% 60.27/25.45  																							| Simplifying 322 yields:
% 60.27/25.45  																							| (323) e4 = e2
% 60.27/25.45  																							|
% 60.27/25.45  																							| Equations (323) can reduce 48 to:
% 60.27/25.45  																							| (266) $false
% 60.27/25.45  																							|
% 60.27/25.45  																							|-The branch is then unsatisfiable
% 60.27/25.45  																						|-Branch two:
% 60.27/25.45  																						| (477)  ~ (all_0_56_56 = e4)
% 60.27/25.45  																						| (935) all_0_57_57 = e4 | all_0_58_58 = e4
% 60.27/25.45  																						|
% 60.27/25.45  																							+-Applying beta-rule and splitting (935), into two cases.
% 60.27/25.45  																							|-Branch one:
% 60.27/25.45  																							| (871) all_0_57_57 = e4
% 60.27/25.45  																							|
% 60.27/25.45  																								| Combining equations (875,871) yields a new equation:
% 60.27/25.45  																								| (397) e4 = e0
% 60.27/25.45  																								|
% 60.27/25.45  																								| Equations (397) can reduce 49 to:
% 60.27/25.45  																								| (266) $false
% 60.27/25.45  																								|
% 60.27/25.45  																								|-The branch is then unsatisfiable
% 60.27/25.45  																							|-Branch two:
% 60.27/25.45  																							| (839)  ~ (all_0_57_57 = e4)
% 60.27/25.45  																							| (910) all_0_58_58 = e4
% 60.27/25.45  																							|
% 60.27/25.45  																								| Equations (910) can reduce 119 to:
% 60.27/25.45  																								| (256)  ~ (all_0_49_49 = e4)
% 60.27/25.45  																								|
% 60.27/25.45  																								| Equations (910) can reduce 10 to:
% 60.27/25.45  																								| (1453)  ~ (all_0_53_53 = e4)
% 60.27/25.45  																								|
% 60.27/25.45  																								| Equations (910) can reduce 276 to:
% 60.27/25.45  																								| (188)  ~ (e4 = e3)
% 60.27/25.45  																								|
% 60.27/25.45  																								| Equations (910) can reduce 908 to:
% 60.27/25.45  																								| (48)  ~ (e4 = e2)
% 60.27/25.45  																								|
% 60.27/25.45  																								| Equations (910) can reduce 491 to:
% 60.27/25.45  																								| (49)  ~ (e4 = e0)
% 60.27/25.45  																								|
% 60.27/25.45  																								| From (910) and (245) follows:
% 60.27/25.45  																								| (2661) op(e0, e0) = e4
% 60.27/25.45  																								|
% 60.27/25.45  																								+-Applying beta-rule and splitting (216), into two cases.
% 60.27/25.45  																								|-Branch one:
% 60.27/25.45  																								| (629) all_0_55_55 = e1
% 60.27/25.45  																								|
% 60.27/25.45  																									| Equations (629) can reduce 191 to:
% 60.27/25.45  																									| (457)  ~ (all_0_41_41 = e1)
% 60.27/25.45  																									|
% 60.27/25.45  																									| Equations (629) can reduce 58 to:
% 60.27/25.45  																									| (549)  ~ (all_0_46_46 = e1)
% 60.27/25.45  																									|
% 60.27/25.45  																									| Equations (629) can reduce 304 to:
% 60.27/25.45  																									| (604)  ~ (e2 = e1)
% 60.27/25.45  																									|
% 60.27/25.45  																									| Simplifying 604 yields:
% 60.27/25.45  																									| (122)  ~ (e2 = e1)
% 60.27/25.45  																									|
% 60.27/25.45  																									| Equations (629) can reduce 803 to:
% 60.27/25.45  																									| (233)  ~ (e1 = e0)
% 60.27/25.45  																									|
% 60.27/25.45  																									| From (629) and (74) follows:
% 60.27/25.45  																									| (6587) op(e0, e3) = e1
% 60.27/25.45  																									|
% 60.27/25.45  																									+-Applying beta-rule and splitting (164), into two cases.
% 60.27/25.45  																									|-Branch one:
% 60.27/25.45  																									| (471) all_0_39_39 = e4
% 60.27/25.45  																									|
% 60.27/25.45  																										| Combining equations (471,480) yields a new equation:
% 60.27/25.45  																										| (481) e4 = e0
% 60.27/25.45  																										|
% 60.27/25.45  																										| Simplifying 481 yields:
% 60.27/25.45  																										| (397) e4 = e0
% 60.27/25.45  																										|
% 60.27/25.45  																										| Equations (397) can reduce 49 to:
% 60.27/25.45  																										| (266) $false
% 60.27/25.45  																										|
% 60.27/25.45  																										|-The branch is then unsatisfiable
% 60.27/25.45  																									|-Branch two:
% 60.27/25.45  																									| (1377)  ~ (all_0_39_39 = e4)
% 60.27/25.45  																									| (2115) all_0_42_42 = e4 | all_0_47_47 = e4 | all_0_51_51 = e4 | all_0_56_56 = e4
% 60.27/25.45  																									|
% 60.27/25.45  																										+-Applying beta-rule and splitting (2115), into two cases.
% 60.27/25.45  																										|-Branch one:
% 60.27/25.45  																										| (1392) all_0_42_42 = e4
% 60.27/25.45  																										|
% 60.27/25.45  																											| Equations (1392) can reduce 214 to:
% 60.27/25.45  																											| (440)  ~ (all_0_41_41 = e4)
% 60.27/25.45  																											|
% 60.27/25.45  																											| Equations (1392) can reduce 198 to:
% 60.27/25.45  																											| (251)  ~ (all_0_47_47 = e4)
% 60.27/25.45  																											|
% 60.27/25.45  																											| Simplifying 251 yields:
% 60.27/25.45  																											| (252)  ~ (all_0_47_47 = e4)
% 60.27/25.45  																											|
% 60.27/25.45  																											| Equations (1392) can reduce 61 to:
% 60.27/25.45  																											| (474)  ~ (all_0_51_51 = e4)
% 60.27/25.45  																											|
% 60.27/25.45  																											| Simplifying 474 yields:
% 60.27/25.45  																											| (475)  ~ (all_0_51_51 = e4)
% 60.27/25.45  																											|
% 60.27/25.45  																											| Equations (1392) can reduce 1380 to:
% 60.27/25.45  																											| (110)  ~ (e4 = e1)
% 60.27/25.45  																											|
% 60.27/25.45  																											| Equations (1392) can reduce 358 to:
% 60.27/25.45  																											| (49)  ~ (e4 = e0)
% 60.27/25.45  																											|
% 60.27/25.45  																											+-Applying beta-rule and splitting (113), into two cases.
% 60.27/25.45  																											|-Branch one:
% 60.27/25.45  																											| (403) all_0_41_41 = e3
% 60.27/25.45  																											|
% 60.27/25.45  																												| Equations (403) can reduce 440 to:
% 60.27/25.45  																												| (277)  ~ (e4 = e3)
% 60.27/25.45  																												|
% 60.27/25.45  																												| Simplifying 277 yields:
% 60.27/25.45  																												| (188)  ~ (e4 = e3)
% 60.27/25.45  																												|
% 60.27/25.45  																												| Equations (403) can reduce 85 to:
% 60.27/25.45  																												| (212)  ~ (e3 = e2)
% 60.27/25.45  																												|
% 60.27/25.45  																												| Equations (403) can reduce 457 to:
% 60.27/25.45  																												| (213)  ~ (e3 = e1)
% 60.27/25.45  																												|
% 60.27/25.45  																												+-Applying beta-rule and splitting (165), into two cases.
% 60.27/25.45  																												|-Branch one:
% 60.27/25.45  																												| (794) all_0_41_41 = e0
% 60.27/25.45  																												|
% 60.27/25.45  																													| Combining equations (794,403) yields a new equation:
% 60.27/25.45  																													| (676) e3 = e0
% 60.27/25.45  																													|
% 60.27/25.45  																													| Equations (676) can reduce 80 to:
% 60.27/25.45  																													| (266) $false
% 60.27/25.45  																													|
% 60.27/25.45  																													|-The branch is then unsatisfiable
% 60.27/25.45  																												|-Branch two:
% 60.27/25.45  																												| (357)  ~ (all_0_41_41 = e0)
% 60.27/25.45  																												| (6761) all_0_42_42 = e0 | all_0_43_43 = e0 | all_0_44_44 = e0
% 60.27/25.45  																												|
% 60.27/25.45  																													+-Applying beta-rule and splitting (6761), into two cases.
% 60.27/25.45  																													|-Branch one:
% 60.27/25.45  																													| (559) all_0_42_42 = e0
% 60.27/25.45  																													|
% 60.27/25.45  																														| Combining equations (559,1392) yields a new equation:
% 60.27/25.45  																														| (397) e4 = e0
% 60.27/25.45  																														|
% 60.27/25.45  																														| Equations (397) can reduce 49 to:
% 60.27/25.45  																														| (266) $false
% 60.27/25.45  																														|
% 60.27/25.45  																														|-The branch is then unsatisfiable
% 60.27/25.45  																													|-Branch two:
% 60.27/25.45  																													| (358)  ~ (all_0_42_42 = e0)
% 60.27/25.45  																													| (6766) all_0_43_43 = e0 | all_0_44_44 = e0
% 60.27/25.45  																													|
% 60.27/25.45  																														+-Applying beta-rule and splitting (6766), into two cases.
% 60.27/25.45  																														|-Branch one:
% 60.27/25.45  																														| (356) all_0_43_43 = e0
% 60.27/25.45  																														|
% 60.27/25.45  																															| Combining equations (356,430) yields a new equation:
% 60.27/25.45  																															| (431) e1 = e0
% 60.27/25.45  																															|
% 60.27/25.45  																															| Equations (431) can reduce 233 to:
% 60.27/25.45  																															| (266) $false
% 60.27/25.45  																															|
% 60.27/25.45  																															|-The branch is then unsatisfiable
% 60.27/25.45  																														|-Branch two:
% 60.27/25.45  																														| (5470)  ~ (all_0_43_43 = e0)
% 60.27/25.45  																														| (1414) all_0_44_44 = e0
% 60.27/25.45  																														|
% 60.27/25.45  																															| Equations (1414) can reduce 9 to:
% 60.27/25.45  																															| (486)  ~ (all_0_49_49 = e0)
% 60.27/25.45  																															|
% 60.27/25.45  																															| Simplifying 486 yields:
% 60.27/25.45  																															| (487)  ~ (all_0_49_49 = e0)
% 60.27/25.45  																															|
% 60.27/25.45  																															| Equations (1414) can reduce 147 to:
% 60.27/25.45  																															| (365)  ~ (e2 = e0)
% 60.27/25.45  																															|
% 60.27/25.45  																															| Simplifying 365 yields:
% 60.27/25.45  																															| (128)  ~ (e2 = e0)
% 60.27/25.45  																															|
% 60.27/25.45  																															+-Applying beta-rule and splitting (184), into two cases.
% 60.27/25.45  																															|-Branch one:
% 60.27/25.45  																															| (538) all_0_46_46 = e0
% 60.27/25.45  																															|
% 60.27/25.45  																																| Equations (538) can reduce 19 to:
% 60.27/25.45  																																| (1402)  ~ (all_0_47_47 = e0)
% 60.27/25.45  																																|
% 60.27/25.45  																																| Simplifying 1402 yields:
% 60.27/25.45  																																| (678)  ~ (all_0_47_47 = e0)
% 60.27/25.45  																																|
% 60.27/25.45  																																| Equations (538) can reduce 549 to:
% 60.27/25.45  																																| (435)  ~ (e1 = e0)
% 60.27/25.45  																																|
% 60.27/25.45  																																| Simplifying 435 yields:
% 60.27/25.45  																																| (233)  ~ (e1 = e0)
% 60.27/25.45  																																|
% 60.27/25.45  																																| From (538) and (120) follows:
% 60.27/25.45  																																| (544) op(e2, e3) = e0
% 60.27/25.45  																																|
% 60.27/25.45  																																+-Applying beta-rule and splitting (168), into two cases.
% 60.27/25.45  																																|-Branch one:
% 60.27/25.45  																																| (415) all_0_50_50 = e3
% 60.27/25.45  																																|
% 60.27/25.45  																																	| Combining equations (378,415) yields a new equation:
% 60.27/25.45  																																	| (662) e3 = e2
% 60.27/25.45  																																	|
% 60.27/25.45  																																	| Equations (662) can reduce 212 to:
% 60.27/25.45  																																	| (266) $false
% 60.27/25.45  																																	|
% 60.27/25.45  																																	|-The branch is then unsatisfiable
% 60.27/25.45  																																|-Branch two:
% 60.27/25.45  																																| (411)  ~ (all_0_50_50 = e3)
% 60.27/25.45  																																| (418) all_0_51_51 = e3 | all_0_53_53 = e3
% 60.27/25.45  																																|
% 60.27/25.45  																																	+-Applying beta-rule and splitting (180), into two cases.
% 60.27/25.45  																																	|-Branch one:
% 60.27/25.45  																																	| (516) all_0_42_42 = e3
% 60.27/25.45  																																	|
% 60.27/25.45  																																		| Combining equations (516,1392) yields a new equation:
% 60.27/25.45  																																		| (425) e4 = e3
% 60.27/25.45  																																		|
% 60.27/25.45  																																		| Equations (425) can reduce 188 to:
% 60.27/25.45  																																		| (266) $false
% 60.27/25.45  																																		|
% 60.27/25.45  																																		|-The branch is then unsatisfiable
% 60.27/25.45  																																	|-Branch two:
% 60.27/25.45  																																	| (405)  ~ (all_0_42_42 = e3)
% 60.27/25.45  																																	| (521) all_0_47_47 = e3 | all_0_51_51 = e3 | all_0_56_56 = e3
% 60.27/25.45  																																	|
% 60.27/25.45  																																		| Equations (1392) can reduce 405 to:
% 60.27/25.45  																																		| (188)  ~ (e4 = e3)
% 60.27/25.45  																																		|
% 60.27/25.45  																																		+-Applying beta-rule and splitting (196), into two cases.
% 60.27/25.45  																																		|-Branch one:
% 60.27/25.45  																																		| (607) all_0_53_53 = e2
% 60.27/25.45  																																		|
% 60.27/25.45  																																			| Equations (607) can reduce 509 to:
% 60.27/25.45  																																			| (266) $false
% 60.27/25.45  																																			|
% 60.27/25.45  																																			|-The branch is then unsatisfiable
% 60.27/25.45  																																		|-Branch two:
% 60.27/25.45  																																		| (509)  ~ (all_0_53_53 = e2)
% 60.27/25.45  																																		| (610) all_0_53_53 = e4 | all_0_53_53 = e3 | all_0_53_53 = e1
% 60.27/25.45  																																		|
% 60.27/25.45  																																			+-Applying beta-rule and splitting (112), into two cases.
% 60.27/25.45  																																			|-Branch one:
% 60.27/25.45  																																			| (635) all_0_44_44 = e1
% 60.27/25.45  																																			|
% 60.27/25.45  																																				| Combining equations (635,1414) yields a new equation:
% 60.27/25.45  																																				| (546) e1 = e0
% 60.27/25.45  																																				|
% 60.27/25.45  																																				| Simplifying 546 yields:
% 60.27/25.45  																																				| (431) e1 = e0
% 60.27/25.45  																																				|
% 60.27/25.45  																																				| Equations (431) can reduce 233 to:
% 60.27/25.45  																																				| (266) $false
% 60.27/25.45  																																				|
% 60.27/25.45  																																				|-The branch is then unsatisfiable
% 60.27/25.45  																																			|-Branch two:
% 60.27/25.45  																																			| (639)  ~ (all_0_44_44 = e1)
% 60.27/25.45  																																			| (640) all_0_49_49 = e1 | all_0_53_53 = e1 | all_0_58_58 = e1
% 60.27/25.45  																																			|
% 60.27/25.45  																																				| Equations (1414) can reduce 639 to:
% 60.27/25.45  																																				| (435)  ~ (e1 = e0)
% 60.27/25.45  																																				|
% 60.27/25.45  																																				| Simplifying 435 yields:
% 60.27/25.45  																																				| (233)  ~ (e1 = e0)
% 60.27/25.45  																																				|
% 60.27/25.45  																																				+-Applying beta-rule and splitting (131), into two cases.
% 60.27/25.45  																																				|-Branch one:
% 60.27/25.45  																																				| (459) all_0_42_42 = e1
% 60.27/25.45  																																				|
% 60.27/25.45  																																					| Combining equations (459,1392) yields a new equation:
% 60.27/25.45  																																					| (630) e4 = e1
% 60.27/25.45  																																					|
% 60.27/25.45  																																					| Equations (630) can reduce 110 to:
% 60.27/25.45  																																					| (266) $false
% 60.27/25.45  																																					|
% 60.27/25.45  																																					|-The branch is then unsatisfiable
% 60.27/25.45  																																				|-Branch two:
% 60.27/25.45  																																				| (1380)  ~ (all_0_42_42 = e1)
% 60.27/25.45  																																				| (3259) all_0_47_47 = e1 | all_0_51_51 = e1 | all_0_56_56 = e1
% 60.27/25.45  																																				|
% 60.27/25.45  																																					| Equations (1392) can reduce 1380 to:
% 60.27/25.45  																																					| (110)  ~ (e4 = e1)
% 60.27/25.45  																																					|
% 60.27/25.45  																																					+-Applying beta-rule and splitting (160), into two cases.
% 60.27/25.45  																																					|-Branch one:
% 60.27/25.45  																																					| (601) all_0_50_50 = e1
% 60.27/25.45  																																					|
% 60.27/25.45  																																						| Combining equations (378,601) yields a new equation:
% 60.27/25.45  																																						| (616) e2 = e1
% 60.27/25.45  																																						|
% 60.27/25.45  																																						| Simplifying 616 yields:
% 60.27/25.45  																																						| (617) e2 = e1
% 60.27/25.45  																																						|
% 60.27/25.45  																																						| Equations (617) can reduce 122 to:
% 60.27/25.45  																																						| (266) $false
% 60.27/25.45  																																						|
% 60.27/25.45  																																						|-The branch is then unsatisfiable
% 60.27/25.45  																																					|-Branch two:
% 60.27/25.45  																																					| (759)  ~ (all_0_50_50 = e1)
% 60.27/25.45  																																					| (1168) all_0_51_51 = e1 | all_0_52_52 = e1 | all_0_53_53 = e1
% 60.27/25.45  																																					|
% 60.27/25.45  																																						+-Applying beta-rule and splitting (135), into two cases.
% 60.27/25.45  																																						|-Branch one:
% 60.27/25.45  																																						| (545) all_0_46_46 = e1
% 60.27/25.45  																																						|
% 60.27/25.45  																																							| Combining equations (538,545) yields a new equation:
% 60.27/25.45  																																							| (431) e1 = e0
% 60.27/25.45  																																							|
% 60.27/25.45  																																							| Equations (431) can reduce 233 to:
% 60.27/25.45  																																							| (266) $false
% 60.27/25.45  																																							|
% 60.27/25.45  																																							|-The branch is then unsatisfiable
% 60.27/25.45  																																						|-Branch two:
% 60.27/25.45  																																						| (549)  ~ (all_0_46_46 = e1)
% 60.27/25.45  																																						| (550) all_0_47_47 = e1 | all_0_48_48 = e1 | all_0_49_49 = e1
% 60.27/25.46  																																						|
% 60.27/25.46  																																							| Equations (538) can reduce 549 to:
% 60.27/25.46  																																							| (435)  ~ (e1 = e0)
% 60.27/25.46  																																							|
% 60.27/25.46  																																							| Simplifying 435 yields:
% 60.27/25.46  																																							| (233)  ~ (e1 = e0)
% 60.27/25.46  																																							|
% 60.27/25.46  																																							+-Applying beta-rule and splitting (78), into two cases.
% 60.27/25.46  																																							|-Branch one:
% 60.27/25.46  																																							| (423) all_0_45_45 = e3
% 60.27/25.46  																																							|
% 60.27/25.46  																																								| Combining equations (423,248) yields a new equation:
% 60.27/25.46  																																								| (425) e4 = e3
% 60.27/25.46  																																								|
% 60.27/25.46  																																								| Equations (425) can reduce 188 to:
% 60.27/25.46  																																								| (266) $false
% 60.27/25.46  																																								|
% 60.27/25.46  																																								|-The branch is then unsatisfiable
% 60.27/25.46  																																							|-Branch two:
% 60.27/25.46  																																							| (427)  ~ (all_0_45_45 = e3)
% 60.27/25.46  																																							| (428) all_0_46_46 = e3 | all_0_47_47 = e3 | all_0_49_49 = e3
% 60.27/25.46  																																							|
% 60.27/25.46  																																								+-Applying beta-rule and splitting (105), into two cases.
% 60.27/25.46  																																								|-Branch one:
% 60.27/25.46  																																								| (1105) all_0_47_47 = e2
% 60.27/25.46  																																								|
% 60.27/25.46  																																									| Equations (1105) can reduce 338 to:
% 60.27/25.46  																																									| (266) $false
% 60.27/25.46  																																									|
% 60.27/25.46  																																									|-The branch is then unsatisfiable
% 60.27/25.46  																																								|-Branch two:
% 60.27/25.46  																																								| (338)  ~ (all_0_47_47 = e2)
% 60.27/25.46  																																								| (1789) all_0_47_47 = e4 | all_0_47_47 = e3 | all_0_47_47 = e1 | all_0_47_47 = e0
% 60.27/25.46  																																								|
% 60.27/25.46  																																									+-Applying beta-rule and splitting (54), into two cases.
% 60.27/25.46  																																									|-Branch one:
% 60.27/25.46  																																									| (583) all_0_49_49 = e2
% 60.27/25.46  																																									|
% 60.27/25.46  																																										| Equations (583) can reduce 340 to:
% 60.27/25.46  																																										| (266) $false
% 60.27/25.46  																																										|
% 60.27/25.46  																																										|-The branch is then unsatisfiable
% 60.27/25.46  																																									|-Branch two:
% 60.27/25.46  																																									| (340)  ~ (all_0_49_49 = e2)
% 60.27/25.46  																																									| (586) all_0_49_49 = e4 | all_0_49_49 = e3 | all_0_49_49 = e1 | all_0_49_49 = e0
% 60.27/25.46  																																									|
% 60.27/25.46  																																										+-Applying beta-rule and splitting (56), into two cases.
% 60.27/25.46  																																										|-Branch one:
% 60.27/25.46  																																										| (696) unit = e2
% 60.27/25.46  																																										|
% 60.27/25.46  																																											| From (696) and (211) follows:
% 60.27/25.46  																																											| (1612) op(e2, e1) = e1
% 60.27/25.46  																																											|
% 60.27/25.46  																																											| From (696) and (42) follows:
% 60.27/25.46  																																											| (1613) op(e0, e2) = e0
% 60.27/25.46  																																											|
% 60.27/25.46  																																											| Instantiating formula (29) with e2, e1, e1, e2 and discharging atoms op(e2, e1) = e2, op(e2, e1) = e1, yields:
% 60.27/25.46  																																											| (617) e2 = e1
% 60.27/25.46  																																											|
% 60.27/25.46  																																											| Instantiating formula (29) with e0, e2, e0, e2 and discharging atoms op(e0, e2) = e2, op(e0, e2) = e0, yields:
% 60.27/25.46  																																											| (330) e2 = e0
% 60.27/25.46  																																											|
% 60.27/25.46  																																											| Combining equations (330,617) yields a new equation:
% 60.27/25.46  																																											| (431) e1 = e0
% 60.27/25.46  																																											|
% 60.27/25.46  																																											| Equations (431) can reduce 233 to:
% 60.27/25.46  																																											| (266) $false
% 60.27/25.46  																																											|
% 60.27/25.46  																																											|-The branch is then unsatisfiable
% 60.27/25.46  																																										|-Branch two:
% 60.27/25.46  																																										| (707)  ~ (unit = e2)
% 60.27/25.46  																																										| (708) unit = e4 | unit = e3 | unit = e1 | unit = e0
% 60.27/25.46  																																										|
% 60.27/25.46  																																											+-Applying beta-rule and splitting (418), into two cases.
% 60.27/25.46  																																											|-Branch one:
% 60.27/25.46  																																											| (660) all_0_51_51 = e3
% 60.27/25.46  																																											|
% 60.27/25.46  																																												| Equations (660) can reduce 224 to:
% 60.27/25.46  																																												| (1091)  ~ (all_0_47_47 = e3)
% 60.27/25.46  																																												|
% 60.27/25.46  																																												| Equations (660) can reduce 115 to:
% 60.27/25.46  																																												| (80)  ~ (e3 = e0)
% 60.27/25.46  																																												|
% 60.27/25.46  																																												| From (660) and (186) follows:
% 60.27/25.46  																																												| (1552) op(e1, e2) = e3
% 60.27/25.46  																																												|
% 60.27/25.46  																																												+-Applying beta-rule and splitting (428), into two cases.
% 60.27/25.46  																																												|-Branch one:
% 60.27/25.46  																																												| (1557) all_0_46_46 = e3
% 60.27/25.46  																																												|
% 60.27/25.46  																																													| Combining equations (1557,538) yields a new equation:
% 60.27/25.46  																																													| (675) e3 = e0
% 60.27/25.46  																																													|
% 60.27/25.46  																																													| Simplifying 675 yields:
% 60.27/25.46  																																													| (676) e3 = e0
% 60.27/25.46  																																													|
% 60.27/25.46  																																													| Equations (676) can reduce 80 to:
% 60.27/25.46  																																													| (266) $false
% 60.27/25.46  																																													|
% 60.27/25.46  																																													|-The branch is then unsatisfiable
% 60.27/25.46  																																												|-Branch two:
% 60.27/25.46  																																												| (409)  ~ (all_0_46_46 = e3)
% 60.27/25.46  																																												| (1561) all_0_47_47 = e3 | all_0_49_49 = e3
% 60.27/25.46  																																												|
% 60.27/25.46  																																													+-Applying beta-rule and splitting (1789), into two cases.
% 60.27/25.46  																																													|-Branch one:
% 60.27/25.46  																																													| (1790) all_0_47_47 = e4
% 60.27/25.46  																																													|
% 60.27/25.46  																																														| Equations (1790) can reduce 252 to:
% 60.27/25.46  																																														| (266) $false
% 60.27/25.46  																																														|
% 60.27/25.46  																																														|-The branch is then unsatisfiable
% 60.27/25.46  																																													|-Branch two:
% 60.27/25.46  																																													| (252)  ~ (all_0_47_47 = e4)
% 60.27/25.46  																																													| (1793) all_0_47_47 = e3 | all_0_47_47 = e1 | all_0_47_47 = e0
% 60.27/25.46  																																													|
% 60.27/25.46  																																														+-Applying beta-rule and splitting (1561), into two cases.
% 60.27/25.46  																																														|-Branch one:
% 60.27/25.46  																																														| (522) all_0_47_47 = e3
% 60.27/25.46  																																														|
% 60.27/25.46  																																															| Equations (522) can reduce 1091 to:
% 60.27/25.46  																																															| (266) $false
% 60.27/25.46  																																															|
% 60.27/25.46  																																															|-The branch is then unsatisfiable
% 60.27/25.46  																																														|-Branch two:
% 60.27/25.46  																																														| (1091)  ~ (all_0_47_47 = e3)
% 60.27/25.46  																																														| (884) all_0_49_49 = e3
% 60.27/25.46  																																														|
% 60.27/25.46  																																															| Equations (884) can reduce 86 to:
% 60.27/25.46  																																															| (1091)  ~ (all_0_47_47 = e3)
% 60.27/25.46  																																															|
% 60.27/25.46  																																															+-Applying beta-rule and splitting (1793), into two cases.
% 60.27/25.46  																																															|-Branch one:
% 60.27/25.46  																																															| (674) all_0_47_47 = e0
% 60.27/25.46  																																															|
% 60.27/25.46  																																																| Equations (674) can reduce 678 to:
% 60.27/25.46  																																																| (266) $false
% 60.27/25.46  																																																|
% 60.27/25.46  																																																|-The branch is then unsatisfiable
% 60.27/25.46  																																															|-Branch two:
% 60.27/25.46  																																															| (678)  ~ (all_0_47_47 = e0)
% 60.27/25.46  																																															| (1831) all_0_47_47 = e3 | all_0_47_47 = e1
% 60.27/25.46  																																															|
% 60.27/25.46  																																																+-Applying beta-rule and splitting (1831), into two cases.
% 60.27/25.46  																																																|-Branch one:
% 60.27/25.46  																																																| (654) all_0_47_47 = e1
% 60.27/25.46  																																																|
% 60.27/25.46  																																																	| Equations (654) can reduce 678 to:
% 60.27/25.46  																																																	| (233)  ~ (e1 = e0)
% 60.27/25.46  																																																	|
% 60.27/25.46  																																																	+-Applying beta-rule and splitting (708), into two cases.
% 60.27/25.46  																																																	|-Branch one:
% 60.27/25.46  																																																	| (709) unit = e4
% 60.27/25.46  																																																	|
% 60.27/25.46  																																																		| From (709) and (24) follows:
% 60.27/25.46  																																																		| (33325) op(e4, e3) = e3
% 60.27/25.46  																																																		|
% 60.27/25.46  																																																		| From (709) and (211) follows:
% 60.27/25.46  																																																		| (22527) op(e4, e1) = e1
% 60.27/25.46  																																																		|
% 60.27/25.46  																																																		| From (709) and (209) follows:
% 60.27/25.46  																																																		| (3072) op(e4, e0) = e0
% 60.27/25.46  																																																		|
% 60.27/25.46  																																																		| From (709) and (32) follows:
% 60.27/25.46  																																																		| (712) op(e2, e4) = e2
% 60.27/25.46  																																																		|
% 60.27/25.46  																																																		| Instantiating formula (29) with e4, e3, e3, e4 and discharging atoms op(e4, e3) = e4, op(e4, e3) = e3, yields:
% 60.27/25.46  																																																		| (425) e4 = e3
% 60.34/25.46  																																																		|
% 60.34/25.46  																																																		| Instantiating formula (29) with e4, e1, e1, e3 and discharging atoms op(e4, e1) = e3, op(e4, e1) = e1, yields:
% 60.34/25.46  																																																		| (455) e3 = e1
% 60.34/25.46  																																																		|
% 60.34/25.46  																																																		| Instantiating formula (29) with e4, e0, e0, e2 and discharging atoms op(e4, e0) = e2, op(e4, e0) = e0, yields:
% 60.34/25.46  																																																		| (330) e2 = e0
% 60.34/25.46  																																																		|
% 60.34/25.46  																																																		| Instantiating formula (29) with e2, e4, e2, e4 and discharging atoms op(e2, e4) = e4, op(e2, e4) = e2, yields:
% 60.34/25.46  																																																		| (323) e4 = e2
% 60.34/25.46  																																																		|
% 60.34/25.46  																																																		| Combining equations (425,323) yields a new equation:
% 60.34/25.46  																																																		| (661) e3 = e2
% 60.34/25.46  																																																		|
% 60.34/25.46  																																																		| Simplifying 661 yields:
% 60.34/25.46  																																																		| (662) e3 = e2
% 60.34/25.46  																																																		|
% 60.34/25.46  																																																		| Combining equations (662,455) yields a new equation:
% 60.34/25.46  																																																		| (616) e2 = e1
% 60.34/25.46  																																																		|
% 60.34/25.46  																																																		| Simplifying 616 yields:
% 60.34/25.46  																																																		| (617) e2 = e1
% 60.34/25.46  																																																		|
% 60.34/25.46  																																																		| Combining equations (330,617) yields a new equation:
% 60.34/25.46  																																																		| (431) e1 = e0
% 60.34/25.46  																																																		|
% 60.34/25.46  																																																		| Equations (431) can reduce 233 to:
% 60.34/25.46  																																																		| (266) $false
% 60.34/25.46  																																																		|
% 60.34/25.46  																																																		|-The branch is then unsatisfiable
% 60.34/25.46  																																																	|-Branch two:
% 60.34/25.46  																																																	| (724)  ~ (unit = e4)
% 60.34/25.46  																																																	| (725) unit = e3 | unit = e1 | unit = e0
% 60.34/25.46  																																																	|
% 60.34/25.46  																																																		+-Applying beta-rule and splitting (725), into two cases.
% 60.34/25.46  																																																		|-Branch one:
% 60.34/25.46  																																																		| (726) unit = e0
% 60.34/25.46  																																																		|
% 60.34/25.46  																																																			| From (726) and (244) follows:
% 60.34/25.46  																																																			| (2207) op(e0, e4) = e4
% 60.34/25.46  																																																			|
% 60.34/25.46  																																																			| From (726) and (24) follows:
% 60.34/25.46  																																																			| (2208) op(e0, e3) = e3
% 60.34/25.46  																																																			|
% 60.34/25.46  																																																			| From (726) and (42) follows:
% 60.34/25.46  																																																			| (728) op(e0, e0) = e0
% 60.34/25.46  																																																			|
% 60.34/25.46  																																																			| Instantiating formula (29) with e0, e4, e4, e3 and discharging atoms op(e0, e4) = e4, op(e0, e4) = e3, yields:
% 60.34/25.46  																																																			| (425) e4 = e3
% 60.34/25.46  																																																			|
% 60.34/25.46  																																																			| Instantiating formula (29) with e0, e3, e3, e1 and discharging atoms op(e0, e3) = e3, op(e0, e3) = e1, yields:
% 60.34/25.46  																																																			| (455) e3 = e1
% 60.34/25.46  																																																			|
% 60.34/25.46  																																																			| Instantiating formula (29) with e0, e0, e0, e4 and discharging atoms op(e0, e0) = e4, op(e0, e0) = e0, yields:
% 60.34/25.46  																																																			| (397) e4 = e0
% 60.34/25.46  																																																			|
% 60.34/25.46  																																																			| Combining equations (425,397) yields a new equation:
% 60.34/25.46  																																																			| (675) e3 = e0
% 60.34/25.46  																																																			|
% 60.34/25.46  																																																			| Simplifying 675 yields:
% 60.34/25.46  																																																			| (676) e3 = e0
% 60.34/25.46  																																																			|
% 60.34/25.46  																																																			| Combining equations (455,676) yields a new equation:
% 60.34/25.46  																																																			| (546) e1 = e0
% 60.34/25.46  																																																			|
% 60.34/25.46  																																																			| Simplifying 546 yields:
% 60.34/25.46  																																																			| (431) e1 = e0
% 60.34/25.46  																																																			|
% 60.34/25.46  																																																			| Equations (431) can reduce 233 to:
% 60.34/25.46  																																																			| (266) $false
% 60.34/25.46  																																																			|
% 60.34/25.46  																																																			|-The branch is then unsatisfiable
% 60.34/25.46  																																																		|-Branch two:
% 60.34/25.46  																																																		| (734)  ~ (unit = e0)
% 60.34/25.46  																																																		| (735) unit = e3 | unit = e1
% 60.34/25.46  																																																		|
% 60.34/25.46  																																																			+-Applying beta-rule and splitting (735), into two cases.
% 60.34/25.46  																																																			|-Branch one:
% 60.34/25.46  																																																			| (736) unit = e1
% 60.34/25.46  																																																			|
% 60.34/25.46  																																																				| Equations (736) can reduce 734 to:
% 60.34/25.46  																																																				| (233)  ~ (e1 = e0)
% 60.34/25.46  																																																				|
% 60.34/25.46  																																																				| From (736) and (244) follows:
% 60.34/25.46  																																																				| (738) op(e1, e4) = e4
% 60.34/25.46  																																																				|
% 60.34/25.46  																																																				| From (736) and (15) follows:
% 60.34/25.46  																																																				| (515) op(e1, e2) = e2
% 60.34/25.46  																																																				|
% 60.34/25.46  																																																				| From (736) and (227) follows:
% 60.34/25.46  																																																				| (739) op(e4, e1) = e4
% 60.34/25.46  																																																				|
% 60.34/25.46  																																																				| From (736) and (28) follows:
% 60.34/25.46  																																																				| (740) op(e1, e1) = e1
% 60.34/25.46  																																																				|
% 60.34/25.46  																																																				| Instantiating formula (29) with e4, e1, e4, e3 and discharging atoms op(e4, e1) = e4, op(e4, e1) = e3, yields:
% 60.34/25.46  																																																				| (425) e4 = e3
% 60.34/25.46  																																																				|
% 60.34/25.46  																																																				| Instantiating formula (29) with e1, e4, e4, e0 and discharging atoms op(e1, e4) = e4, op(e1, e4) = e0, yields:
% 60.34/25.46  																																																				| (397) e4 = e0
% 60.34/25.46  																																																				|
% 60.34/25.46  																																																				| Instantiating formula (29) with e1, e2, e2, e3 and discharging atoms op(e1, e2) = e3, op(e1, e2) = e2, yields:
% 60.34/25.46  																																																				| (662) e3 = e2
% 60.34/25.46  																																																				|
% 60.34/25.46  																																																				| Instantiating formula (29) with e1, e1, e1, e4 and discharging atoms op(e1, e1) = e4, op(e1, e1) = e1, yields:
% 60.34/25.46  																																																				| (630) e4 = e1
% 60.34/25.46  																																																				|
% 60.34/25.46  																																																				| Combining equations (630,425) yields a new equation:
% 60.34/25.46  																																																				| (455) e3 = e1
% 60.34/25.46  																																																				|
% 60.34/25.46  																																																				| Combining equations (397,425) yields a new equation:
% 60.34/25.46  																																																				| (676) e3 = e0
% 60.34/25.46  																																																				|
% 60.34/25.46  																																																				| Combining equations (676,662) yields a new equation:
% 60.34/25.46  																																																				| (330) e2 = e0
% 60.34/25.46  																																																				|
% 60.34/25.46  																																																				| Combining equations (455,662) yields a new equation:
% 60.34/25.46  																																																				| (617) e2 = e1
% 60.34/25.46  																																																				|
% 60.34/25.46  																																																				| Combining equations (617,330) yields a new equation:
% 60.34/25.46  																																																				| (546) e1 = e0
% 60.34/25.46  																																																				|
% 60.34/25.46  																																																				| Simplifying 546 yields:
% 60.34/25.46  																																																				| (431) e1 = e0
% 60.34/25.46  																																																				|
% 60.34/25.46  																																																				| Equations (431) can reduce 233 to:
% 60.34/25.46  																																																				| (266) $false
% 60.34/25.46  																																																				|
% 60.34/25.46  																																																				|-The branch is then unsatisfiable
% 60.34/25.46  																																																			|-Branch two:
% 60.34/25.46  																																																			| (748)  ~ (unit = e1)
% 60.34/25.46  																																																			| (749) unit = e3
% 60.34/25.46  																																																			|
% 60.34/25.46  																																																				| From (749) and (32) follows:
% 60.34/25.46  																																																				| (5793) op(e2, e3) = e2
% 60.34/25.46  																																																				|
% 60.34/25.46  																																																				| From (749) and (28) follows:
% 60.34/25.46  																																																				| (2235) op(e1, e3) = e1
% 60.34/25.46  																																																				|
% 60.34/25.46  																																																				| Instantiating formula (29) with e2, e3, e2, e0 and discharging atoms op(e2, e3) = e2, op(e2, e3) = e0, yields:
% 60.34/25.46  																																																				| (330) e2 = e0
% 60.34/25.46  																																																				|
% 60.34/25.46  																																																				| Instantiating formula (29) with e1, e3, e1, e2 and discharging atoms op(e1, e3) = e2, op(e1, e3) = e1, yields:
% 60.34/25.46  																																																				| (617) e2 = e1
% 60.34/25.46  																																																				|
% 60.34/25.46  																																																				| Combining equations (617,330) yields a new equation:
% 60.34/25.46  																																																				| (546) e1 = e0
% 60.34/25.46  																																																				|
% 60.34/25.46  																																																				| Simplifying 546 yields:
% 60.34/25.46  																																																				| (431) e1 = e0
% 60.34/25.46  																																																				|
% 60.34/25.46  																																																				| Equations (431) can reduce 233 to:
% 60.34/25.46  																																																				| (266) $false
% 60.34/25.46  																																																				|
% 60.34/25.46  																																																				|-The branch is then unsatisfiable
% 60.34/25.46  																																																|-Branch two:
% 60.34/25.46  																																																| (462)  ~ (all_0_47_47 = e1)
% 60.34/25.46  																																																| (522) all_0_47_47 = e3
% 60.34/25.46  																																																|
% 60.34/25.46  																																																	| Equations (522) can reduce 1091 to:
% 60.34/25.46  																																																	| (266) $false
% 60.34/25.46  																																																	|
% 60.34/25.46  																																																	|-The branch is then unsatisfiable
% 60.34/25.46  																																											|-Branch two:
% 60.34/25.46  																																											| (664)  ~ (all_0_51_51 = e3)
% 60.34/25.46  																																											| (665) all_0_53_53 = e3
% 60.34/25.46  																																											|
% 60.34/25.46  																																												| Equations (665) can reduce 6 to:
% 60.34/25.46  																																												| (664)  ~ (all_0_51_51 = e3)
% 60.34/25.46  																																												|
% 60.34/25.46  																																												| Equations (665) can reduce 509 to:
% 60.34/25.46  																																												| (212)  ~ (e3 = e2)
% 60.34/25.46  																																												|
% 60.34/25.46  																																												+-Applying beta-rule and splitting (521), into two cases.
% 60.34/25.46  																																												|-Branch one:
% 60.34/25.46  																																												| (522) all_0_47_47 = e3
% 60.34/25.46  																																												|
% 60.34/25.46  																																													| Equations (522) can reduce 86 to:
% 60.34/25.46  																																													| (524)  ~ (all_0_49_49 = e3)
% 60.34/25.46  																																													|
% 60.34/25.46  																																													| Simplifying 524 yields:
% 60.34/25.46  																																													| (525)  ~ (all_0_49_49 = e3)
% 60.34/25.46  																																													|
% 60.34/25.46  																																													+-Applying beta-rule and splitting (640), into two cases.
% 60.34/25.46  																																													|-Branch one:
% 60.34/25.46  																																													| (671) all_0_49_49 = e1
% 60.34/25.46  																																													|
% 60.34/25.46  																																														| Equations (671) can reduce 525 to:
% 60.34/25.46  																																														| (467)  ~ (e3 = e1)
% 60.34/25.46  																																														|
% 60.34/25.46  																																														| Simplifying 467 yields:
% 60.34/25.46  																																														| (213)  ~ (e3 = e1)
% 60.34/25.46  																																														|
% 60.34/25.46  																																														| Equations (671) can reduce 340 to:
% 60.34/25.46  																																														| (604)  ~ (e2 = e1)
% 60.34/25.46  																																														|
% 60.34/25.46  																																														| Simplifying 604 yields:
% 60.34/25.46  																																														| (122)  ~ (e2 = e1)
% 60.34/25.46  																																														|
% 60.34/25.46  																																														| From (671) and (55) follows:
% 60.34/25.46  																																														| (673) op(e2, e0) = e1
% 60.34/25.46  																																														|
% 60.34/25.46  																																														+-Applying beta-rule and splitting (1168), into two cases.
% 60.34/25.46  																																														|-Branch one:
% 60.34/25.46  																																														| (1109) all_0_51_51 = e1
% 60.34/25.46  																																														|
% 60.34/25.46  																																															| Equations (1109) can reduce 115 to:
% 60.34/25.46  																																															| (233)  ~ (e1 = e0)
% 60.34/25.46  																																															|
% 60.34/25.46  																																															+-Applying beta-rule and splitting (708), into two cases.
% 60.34/25.46  																																															|-Branch one:
% 60.34/25.46  																																															| (709) unit = e4
% 60.34/25.46  																																															|
% 60.34/25.46  																																																| From (709) and (24) follows:
% 60.34/25.46  																																																| (33325) op(e4, e3) = e3
% 60.34/25.46  																																																|
% 60.34/25.46  																																																| From (709) and (211) follows:
% 60.34/25.46  																																																| (22527) op(e4, e1) = e1
% 60.34/25.46  																																																|
% 60.34/25.46  																																																| From (709) and (209) follows:
% 60.34/25.47  																																																| (3072) op(e4, e0) = e0
% 60.34/25.47  																																																|
% 60.34/25.47  																																																| From (709) and (32) follows:
% 60.34/25.47  																																																| (712) op(e2, e4) = e2
% 60.34/25.47  																																																|
% 60.34/25.47  																																																| Instantiating formula (29) with e4, e3, e3, e4 and discharging atoms op(e4, e3) = e4, op(e4, e3) = e3, yields:
% 60.34/25.47  																																																| (425) e4 = e3
% 60.34/25.47  																																																|
% 60.34/25.47  																																																| Instantiating formula (29) with e4, e1, e1, e3 and discharging atoms op(e4, e1) = e3, op(e4, e1) = e1, yields:
% 60.34/25.47  																																																| (455) e3 = e1
% 60.34/25.47  																																																|
% 60.34/25.47  																																																| Instantiating formula (29) with e4, e0, e0, e2 and discharging atoms op(e4, e0) = e2, op(e4, e0) = e0, yields:
% 60.34/25.47  																																																| (330) e2 = e0
% 60.34/25.47  																																																|
% 60.34/25.47  																																																| Instantiating formula (29) with e2, e4, e2, e4 and discharging atoms op(e2, e4) = e4, op(e2, e4) = e2, yields:
% 60.34/25.47  																																																| (323) e4 = e2
% 60.34/25.47  																																																|
% 60.34/25.47  																																																| Combining equations (425,323) yields a new equation:
% 60.34/25.47  																																																| (661) e3 = e2
% 60.34/25.47  																																																|
% 60.34/25.47  																																																| Simplifying 661 yields:
% 60.34/25.47  																																																| (662) e3 = e2
% 60.34/25.47  																																																|
% 60.34/25.47  																																																| Combining equations (662,455) yields a new equation:
% 60.34/25.47  																																																| (616) e2 = e1
% 60.34/25.47  																																																|
% 60.34/25.47  																																																| Simplifying 616 yields:
% 60.34/25.47  																																																| (617) e2 = e1
% 60.34/25.47  																																																|
% 60.34/25.47  																																																| Combining equations (330,617) yields a new equation:
% 60.34/25.47  																																																| (431) e1 = e0
% 60.34/25.47  																																																|
% 60.34/25.47  																																																| Equations (431) can reduce 233 to:
% 60.34/25.47  																																																| (266) $false
% 60.34/25.47  																																																|
% 60.34/25.47  																																																|-The branch is then unsatisfiable
% 60.34/25.47  																																															|-Branch two:
% 60.34/25.47  																																															| (724)  ~ (unit = e4)
% 60.34/25.47  																																															| (725) unit = e3 | unit = e1 | unit = e0
% 60.34/25.47  																																															|
% 60.34/25.47  																																																+-Applying beta-rule and splitting (725), into two cases.
% 60.34/25.47  																																																|-Branch one:
% 60.34/25.47  																																																| (726) unit = e0
% 60.34/25.47  																																																|
% 60.34/25.47  																																																	| From (726) and (227) follows:
% 60.34/25.47  																																																	| (3205) op(e4, e0) = e4
% 60.34/25.47  																																																	|
% 60.34/25.47  																																																	| From (726) and (32) follows:
% 60.34/25.47  																																																	| (727) op(e2, e0) = e2
% 60.34/25.47  																																																	|
% 60.34/25.47  																																																	| From (726) and (42) follows:
% 60.34/25.47  																																																	| (728) op(e0, e0) = e0
% 60.34/25.47  																																																	|
% 60.34/25.47  																																																	| Instantiating formula (29) with e4, e0, e4, e2 and discharging atoms op(e4, e0) = e4, op(e4, e0) = e2, yields:
% 60.34/25.47  																																																	| (323) e4 = e2
% 60.34/25.47  																																																	|
% 60.34/25.47  																																																	| Instantiating formula (29) with e2, e0, e2, e1 and discharging atoms op(e2, e0) = e2, op(e2, e0) = e1, yields:
% 60.34/25.47  																																																	| (617) e2 = e1
% 60.34/25.47  																																																	|
% 60.34/25.47  																																																	| Instantiating formula (29) with e0, e0, e0, e4 and discharging atoms op(e0, e0) = e4, op(e0, e0) = e0, yields:
% 60.34/25.47  																																																	| (397) e4 = e0
% 60.34/25.47  																																																	|
% 60.34/25.47  																																																	| Combining equations (323,397) yields a new equation:
% 60.34/25.47  																																																	| (391) e2 = e0
% 60.34/25.47  																																																	|
% 60.34/25.47  																																																	| Simplifying 391 yields:
% 60.34/25.47  																																																	| (330) e2 = e0
% 60.34/25.47  																																																	|
% 60.34/25.47  																																																	| Combining equations (330,617) yields a new equation:
% 60.34/25.47  																																																	| (431) e1 = e0
% 60.34/25.47  																																																	|
% 60.34/25.47  																																																	| Equations (431) can reduce 233 to:
% 60.34/25.47  																																																	| (266) $false
% 60.34/25.47  																																																	|
% 60.34/25.47  																																																	|-The branch is then unsatisfiable
% 60.34/25.47  																																																|-Branch two:
% 60.34/25.47  																																																| (734)  ~ (unit = e0)
% 60.34/25.47  																																																| (735) unit = e3 | unit = e1
% 60.34/25.47  																																																|
% 60.34/25.47  																																																	+-Applying beta-rule and splitting (735), into two cases.
% 60.34/25.47  																																																	|-Branch one:
% 60.34/25.47  																																																	| (736) unit = e1
% 60.34/25.47  																																																	|
% 60.34/25.47  																																																		| Equations (736) can reduce 734 to:
% 60.34/25.47  																																																		| (233)  ~ (e1 = e0)
% 60.34/25.47  																																																		|
% 60.34/25.47  																																																		| From (736) and (244) follows:
% 60.34/25.47  																																																		| (738) op(e1, e4) = e4
% 60.34/25.47  																																																		|
% 60.34/25.47  																																																		| From (736) and (227) follows:
% 60.34/25.47  																																																		| (739) op(e4, e1) = e4
% 60.34/25.47  																																																		|
% 60.34/25.47  																																																		| From (736) and (40) follows:
% 60.34/25.47  																																																		| (1652) op(e3, e1) = e3
% 60.34/25.47  																																																		|
% 60.34/25.47  																																																		| Instantiating formula (29) with e4, e1, e4, e3 and discharging atoms op(e4, e1) = e4, op(e4, e1) = e3, yields:
% 60.34/25.47  																																																		| (425) e4 = e3
% 60.34/25.47  																																																		|
% 60.34/25.47  																																																		| Instantiating formula (29) with e3, e1, e3, e1 and discharging atoms op(e3, e1) = e3, op(e3, e1) = e1, yields:
% 60.34/25.47  																																																		| (455) e3 = e1
% 60.34/25.47  																																																		|
% 60.34/25.47  																																																		| Instantiating formula (29) with e1, e4, e4, e0 and discharging atoms op(e1, e4) = e4, op(e1, e4) = e0, yields:
% 60.34/25.47  																																																		| (397) e4 = e0
% 60.34/25.47  																																																		|
% 60.34/25.47  																																																		| Combining equations (425,397) yields a new equation:
% 60.34/25.47  																																																		| (675) e3 = e0
% 60.34/25.47  																																																		|
% 60.34/25.47  																																																		| Simplifying 675 yields:
% 60.34/25.47  																																																		| (676) e3 = e0
% 60.34/25.47  																																																		|
% 60.34/25.47  																																																		| Combining equations (676,455) yields a new equation:
% 60.34/25.47  																																																		| (431) e1 = e0
% 60.34/25.47  																																																		|
% 60.34/25.47  																																																		| Equations (431) can reduce 233 to:
% 60.34/25.47  																																																		| (266) $false
% 60.34/25.47  																																																		|
% 60.34/25.47  																																																		|-The branch is then unsatisfiable
% 60.34/25.47  																																																	|-Branch two:
% 60.34/25.47  																																																	| (748)  ~ (unit = e1)
% 60.34/25.47  																																																	| (749) unit = e3
% 60.34/25.47  																																																	|
% 60.34/25.47  																																																		| From (749) and (32) follows:
% 60.34/25.47  																																																		| (5793) op(e2, e3) = e2
% 60.34/25.47  																																																		|
% 60.34/25.47  																																																		| From (749) and (28) follows:
% 60.34/25.47  																																																		| (2235) op(e1, e3) = e1
% 60.34/25.47  																																																		|
% 60.34/25.47  																																																		| Instantiating formula (29) with e2, e3, e2, e0 and discharging atoms op(e2, e3) = e2, op(e2, e3) = e0, yields:
% 60.34/25.47  																																																		| (330) e2 = e0
% 60.34/25.47  																																																		|
% 60.34/25.47  																																																		| Instantiating formula (29) with e1, e3, e1, e2 and discharging atoms op(e1, e3) = e2, op(e1, e3) = e1, yields:
% 60.34/25.47  																																																		| (617) e2 = e1
% 60.34/25.47  																																																		|
% 60.34/25.47  																																																		| Combining equations (617,330) yields a new equation:
% 60.34/25.47  																																																		| (546) e1 = e0
% 60.34/25.47  																																																		|
% 60.34/25.47  																																																		| Simplifying 546 yields:
% 60.34/25.47  																																																		| (431) e1 = e0
% 60.34/25.47  																																																		|
% 60.34/25.47  																																																		| Equations (431) can reduce 233 to:
% 60.34/25.47  																																																		| (266) $false
% 60.34/25.47  																																																		|
% 60.34/25.47  																																																		|-The branch is then unsatisfiable
% 60.34/25.47  																																														|-Branch two:
% 60.34/25.47  																																														| (464)  ~ (all_0_51_51 = e1)
% 60.34/25.47  																																														| (1202) all_0_52_52 = e1 | all_0_53_53 = e1
% 60.34/25.47  																																														|
% 60.34/25.47  																																															+-Applying beta-rule and splitting (3259), into two cases.
% 60.34/25.47  																																															|-Branch one:
% 60.34/25.47  																																															| (654) all_0_47_47 = e1
% 60.34/25.47  																																															|
% 60.34/25.47  																																																| Combining equations (654,522) yields a new equation:
% 60.34/25.47  																																																| (455) e3 = e1
% 60.34/25.47  																																																|
% 60.34/25.47  																																																| Equations (455) can reduce 213 to:
% 60.34/25.47  																																																| (266) $false
% 60.34/25.47  																																																|
% 60.34/25.47  																																																|-The branch is then unsatisfiable
% 60.34/25.47  																																															|-Branch two:
% 60.34/25.47  																																															| (462)  ~ (all_0_47_47 = e1)
% 60.34/25.47  																																															| (3264) all_0_51_51 = e1 | all_0_56_56 = e1
% 60.34/25.47  																																															|
% 60.34/25.47  																																																+-Applying beta-rule and splitting (3264), into two cases.
% 60.34/25.47  																																																|-Branch one:
% 60.34/25.47  																																																| (1109) all_0_51_51 = e1
% 60.34/25.47  																																																|
% 60.34/25.47  																																																	| Equations (1109) can reduce 464 to:
% 60.34/25.47  																																																	| (266) $false
% 60.34/25.47  																																																	|
% 60.34/25.47  																																																	|-The branch is then unsatisfiable
% 60.34/25.47  																																																|-Branch two:
% 60.34/25.47  																																																| (464)  ~ (all_0_51_51 = e1)
% 60.34/25.47  																																																| (1569) all_0_56_56 = e1
% 60.34/25.47  																																																|
% 60.34/25.47  																																																	| Combining equations (833,1569) yields a new equation:
% 60.34/25.47  																																																	| (616) e2 = e1
% 60.34/25.47  																																																	|
% 60.34/25.47  																																																	| Simplifying 616 yields:
% 60.34/25.47  																																																	| (617) e2 = e1
% 60.34/25.47  																																																	|
% 60.34/25.47  																																																	| Equations (617) can reduce 122 to:
% 60.34/25.47  																																																	| (266) $false
% 60.34/25.47  																																																	|
% 60.34/25.47  																																																	|-The branch is then unsatisfiable
% 60.34/25.47  																																													|-Branch two:
% 60.34/25.47  																																													| (1064)  ~ (all_0_49_49 = e1)
% 60.34/25.47  																																													| (2141) all_0_53_53 = e1 | all_0_58_58 = e1
% 60.34/25.47  																																													|
% 60.34/25.47  																																														+-Applying beta-rule and splitting (2141), into two cases.
% 60.34/25.47  																																														|-Branch one:
% 60.34/25.47  																																														| (1208) all_0_53_53 = e1
% 60.34/25.47  																																														|
% 60.34/25.47  																																															| Combining equations (1208,665) yields a new equation:
% 60.34/25.47  																																															| (455) e3 = e1
% 60.34/25.47  																																															|
% 60.34/25.47  																																															| Equations (455) can reduce 213 to:
% 60.34/25.47  																																															| (266) $false
% 60.34/25.47  																																															|
% 60.34/25.47  																																															|-The branch is then unsatisfiable
% 60.34/25.47  																																														|-Branch two:
% 60.34/25.47  																																														| (1459)  ~ (all_0_53_53 = e1)
% 60.34/25.47  																																														| (918) all_0_58_58 = e1
% 60.34/25.47  																																														|
% 60.34/25.47  																																															| Combining equations (910,918) yields a new equation:
% 60.34/25.47  																																															| (636) e4 = e1
% 60.34/25.47  																																															|
% 60.34/25.47  																																															| Simplifying 636 yields:
% 60.34/25.47  																																															| (630) e4 = e1
% 60.34/25.47  																																															|
% 60.34/25.47  																																															| Equations (630) can reduce 110 to:
% 60.34/25.47  																																															| (266) $false
% 60.34/25.47  																																															|
% 60.34/25.47  																																															|-The branch is then unsatisfiable
% 60.34/25.47  																																												|-Branch two:
% 60.34/25.47  																																												| (1091)  ~ (all_0_47_47 = e3)
% 60.34/25.47  																																												| (1092) all_0_51_51 = e3 | all_0_56_56 = e3
% 60.34/25.47  																																												|
% 60.34/25.47  																																													+-Applying beta-rule and splitting (1092), into two cases.
% 60.34/25.47  																																													|-Branch one:
% 60.34/25.47  																																													| (660) all_0_51_51 = e3
% 60.34/25.47  																																													|
% 60.34/25.47  																																														| Equations (660) can reduce 664 to:
% 60.34/25.47  																																														| (266) $false
% 60.34/25.47  																																														|
% 60.34/25.47  																																														|-The branch is then unsatisfiable
% 60.34/25.47  																																													|-Branch two:
% 60.34/25.47  																																													| (664)  ~ (all_0_51_51 = e3)
% 60.34/25.47  																																													| (1097) all_0_56_56 = e3
% 60.34/25.47  																																													|
% 60.34/25.47  																																														| Combining equations (833,1097) yields a new equation:
% 60.34/25.47  																																														| (662) e3 = e2
% 60.34/25.47  																																														|
% 60.34/25.47  																																														| Equations (662) can reduce 212 to:
% 60.34/25.47  																																														| (266) $false
% 60.34/25.47  																																														|
% 60.34/25.47  																																														|-The branch is then unsatisfiable
% 60.34/25.47  																															|-Branch two:
% 60.34/25.47  																															| (831)  ~ (all_0_46_46 = e0)
% 60.34/25.47  																															| (832) all_0_47_47 = e0 | all_0_48_48 = e0 | all_0_49_49 = e0
% 60.34/25.47  																															|
% 60.34/25.47  																																+-Applying beta-rule and splitting (832), into two cases.
% 60.34/25.47  																																|-Branch one:
% 60.34/25.47  																																| (674) all_0_47_47 = e0
% 60.34/25.47  																																|
% 60.34/25.47  																																	| Equations (674) can reduce 678 to:
% 60.34/25.47  																																	| (266) $false
% 60.34/25.47  																																	|
% 60.34/25.47  																																	|-The branch is then unsatisfiable
% 60.34/25.47  																																|-Branch two:
% 60.34/25.47  																																| (678)  ~ (all_0_47_47 = e0)
% 60.34/25.47  																																| (1278) all_0_48_48 = e0 | all_0_49_49 = e0
% 60.34/25.47  																																|
% 60.34/25.47  																																	+-Applying beta-rule and splitting (1278), into two cases.
% 60.34/25.47  																																	|-Branch one:
% 60.34/25.47  																																	| (1279) all_0_48_48 = e0
% 60.34/25.47  																																	|
% 60.34/25.47  																																		| Combining equations (335,1279) yields a new equation:
% 60.34/25.47  																																		| (391) e2 = e0
% 60.34/25.47  																																		|
% 60.34/25.47  																																		| Simplifying 391 yields:
% 60.34/25.47  																																		| (330) e2 = e0
% 60.34/25.47  																																		|
% 60.34/25.47  																																		| Equations (330) can reduce 128 to:
% 60.34/25.47  																																		| (266) $false
% 60.34/25.47  																																		|
% 60.34/25.47  																																		|-The branch is then unsatisfiable
% 60.34/25.47  																																	|-Branch two:
% 60.34/25.47  																																	| (1283)  ~ (all_0_48_48 = e0)
% 60.34/25.47  																																	| (978) all_0_49_49 = e0
% 60.34/25.47  																																	|
% 60.34/25.47  																																		| Equations (978) can reduce 487 to:
% 60.34/25.47  																																		| (266) $false
% 60.34/25.47  																																		|
% 60.34/25.47  																																		|-The branch is then unsatisfiable
% 60.34/25.47  																											|-Branch two:
% 60.34/25.47  																											| (1898)  ~ (all_0_41_41 = e3)
% 60.34/25.47  																											| (1899) all_0_42_42 = e3 | all_0_44_44 = e3
% 60.34/25.47  																											|
% 60.34/25.47  																												+-Applying beta-rule and splitting (27), into two cases.
% 60.34/25.47  																												|-Branch one:
% 60.34/25.47  																												| (437) all_0_41_41 = e4
% 60.34/25.47  																												|
% 60.34/25.47  																													| Equations (437) can reduce 440 to:
% 60.34/25.47  																													| (266) $false
% 60.34/25.47  																													|
% 60.34/25.47  																													|-The branch is then unsatisfiable
% 60.34/25.47  																												|-Branch two:
% 60.34/25.47  																												| (440)  ~ (all_0_41_41 = e4)
% 60.34/25.47  																												| (4049) all_0_41_41 = e3 | all_0_41_41 = e1 | all_0_41_41 = e0
% 60.34/25.47  																												|
% 60.34/25.47  																													+-Applying beta-rule and splitting (1899), into two cases.
% 60.34/25.47  																													|-Branch one:
% 60.34/25.47  																													| (516) all_0_42_42 = e3
% 60.34/25.47  																													|
% 60.34/25.47  																														| Combining equations (516,1392) yields a new equation:
% 60.34/25.47  																														| (425) e4 = e3
% 60.34/25.47  																														|
% 60.34/25.47  																														| Equations (425) can reduce 188 to:
% 60.34/25.47  																														| (266) $false
% 60.34/25.47  																														|
% 60.34/25.47  																														|-The branch is then unsatisfiable
% 60.34/25.47  																													|-Branch two:
% 60.34/25.47  																													| (405)  ~ (all_0_42_42 = e3)
% 60.34/25.47  																													| (532) all_0_44_44 = e3
% 60.34/25.47  																													|
% 60.34/25.47  																														| Equations (532) can reduce 149 to:
% 60.34/25.47  																														| (1898)  ~ (all_0_41_41 = e3)
% 60.34/25.47  																														|
% 60.34/25.47  																														| Equations (532) can reduce 9 to:
% 60.34/25.47  																														| (524)  ~ (all_0_49_49 = e3)
% 60.34/25.47  																														|
% 60.34/25.47  																														| Simplifying 524 yields:
% 60.34/25.47  																														| (525)  ~ (all_0_49_49 = e3)
% 60.34/25.47  																														|
% 60.34/25.47  																														| Equations (532) can reduce 220 to:
% 60.34/25.47  																														| (1114)  ~ (all_0_53_53 = e3)
% 60.34/25.47  																														|
% 60.34/25.47  																														| Simplifying 1114 yields:
% 60.34/25.47  																														| (903)  ~ (all_0_53_53 = e3)
% 60.34/25.47  																														|
% 60.34/25.47  																														| Equations (532) can reduce 147 to:
% 60.34/25.47  																														| (212)  ~ (e3 = e2)
% 60.34/25.47  																														|
% 60.34/25.47  																														| From (532) and (138) follows:
% 60.34/25.47  																														| (1639) op(e3, e0) = e3
% 60.34/25.47  																														|
% 60.34/25.47  																														+-Applying beta-rule and splitting (168), into two cases.
% 60.34/25.47  																														|-Branch one:
% 60.34/25.47  																														| (415) all_0_50_50 = e3
% 60.34/25.47  																														|
% 60.34/25.47  																															| Combining equations (378,415) yields a new equation:
% 60.34/25.47  																															| (662) e3 = e2
% 60.34/25.47  																															|
% 60.34/25.47  																															| Equations (662) can reduce 212 to:
% 60.36/25.47  																															| (266) $false
% 60.36/25.47  																															|
% 60.36/25.47  																															|-The branch is then unsatisfiable
% 60.36/25.47  																														|-Branch two:
% 60.36/25.47  																														| (411)  ~ (all_0_50_50 = e3)
% 60.36/25.47  																														| (418) all_0_51_51 = e3 | all_0_53_53 = e3
% 60.36/25.47  																														|
% 60.36/25.47  																															+-Applying beta-rule and splitting (75), into two cases.
% 60.36/25.47  																															|-Branch one:
% 60.36/25.47  																															| (485) all_0_40_40 = e0
% 60.36/25.47  																															|
% 60.36/25.47  																																| Combining equations (485,313) yields a new equation:
% 60.36/25.47  																																| (330) e2 = e0
% 60.36/25.47  																																|
% 60.36/25.47  																																| Equations (330) can reduce 128 to:
% 60.36/25.47  																																| (266) $false
% 60.36/25.47  																																|
% 60.36/25.47  																																|-The branch is then unsatisfiable
% 60.36/25.47  																															|-Branch two:
% 60.36/25.47  																															| (1401)  ~ (all_0_40_40 = e0)
% 60.36/25.47  																															| (1748) all_0_44_44 = e0 | all_0_49_49 = e0 | all_0_58_58 = e0
% 60.36/25.47  																															|
% 60.36/25.47  																																| Equations (313) can reduce 1401 to:
% 60.36/25.47  																																| (128)  ~ (e2 = e0)
% 60.36/25.47  																																|
% 60.36/25.47  																																+-Applying beta-rule and splitting (418), into two cases.
% 60.36/25.47  																																|-Branch one:
% 60.36/25.47  																																| (660) all_0_51_51 = e3
% 60.36/25.47  																																|
% 60.36/25.47  																																	| Equations (660) can reduce 224 to:
% 60.36/25.47  																																	| (1091)  ~ (all_0_47_47 = e3)
% 60.36/25.47  																																	|
% 60.36/25.47  																																	| Equations (660) can reduce 6 to:
% 60.36/25.47  																																	| (1114)  ~ (all_0_53_53 = e3)
% 60.36/25.47  																																	|
% 60.36/25.47  																																	| Simplifying 1114 yields:
% 60.36/25.47  																																	| (903)  ~ (all_0_53_53 = e3)
% 60.36/25.47  																																	|
% 60.36/25.47  																																	| Equations (660) can reduce 475 to:
% 60.36/25.47  																																	| (277)  ~ (e4 = e3)
% 60.36/25.47  																																	|
% 60.36/25.47  																																	| Simplifying 277 yields:
% 60.36/25.47  																																	| (188)  ~ (e4 = e3)
% 60.36/25.47  																																	|
% 60.36/25.47  																																	| Equations (660) can reduce 1099 to:
% 60.36/25.47  																																	| (212)  ~ (e3 = e2)
% 60.36/25.47  																																	|
% 60.36/25.47  																																	| Equations (660) can reduce 115 to:
% 60.36/25.47  																																	| (80)  ~ (e3 = e0)
% 60.36/25.47  																																	|
% 60.36/25.47  																																	| From (660) and (186) follows:
% 60.36/25.47  																																	| (1552) op(e1, e2) = e3
% 60.36/25.47  																																	|
% 60.36/25.47  																																	+-Applying beta-rule and splitting (78), into two cases.
% 60.36/25.47  																																	|-Branch one:
% 60.36/25.47  																																	| (423) all_0_45_45 = e3
% 60.36/25.47  																																	|
% 60.36/25.47  																																		| Combining equations (423,248) yields a new equation:
% 60.36/25.47  																																		| (425) e4 = e3
% 60.36/25.47  																																		|
% 60.36/25.47  																																		| Equations (425) can reduce 188 to:
% 60.36/25.47  																																		| (266) $false
% 60.36/25.47  																																		|
% 60.36/25.47  																																		|-The branch is then unsatisfiable
% 60.36/25.47  																																	|-Branch two:
% 60.36/25.47  																																	| (427)  ~ (all_0_45_45 = e3)
% 60.36/25.47  																																	| (428) all_0_46_46 = e3 | all_0_47_47 = e3 | all_0_49_49 = e3
% 60.36/25.47  																																	|
% 60.36/25.47  																																		+-Applying beta-rule and splitting (1748), into two cases.
% 60.36/25.47  																																		|-Branch one:
% 60.36/25.47  																																		| (1414) all_0_44_44 = e0
% 60.36/25.47  																																		|
% 60.36/25.47  																																			| Combining equations (1414,532) yields a new equation:
% 60.36/25.47  																																			| (676) e3 = e0
% 60.36/25.47  																																			|
% 60.36/25.47  																																			| Equations (676) can reduce 80 to:
% 60.36/25.47  																																			| (266) $false
% 60.36/25.47  																																			|
% 60.36/25.47  																																			|-The branch is then unsatisfiable
% 60.36/25.47  																																		|-Branch two:
% 60.36/25.47  																																		| (360)  ~ (all_0_44_44 = e0)
% 60.36/25.47  																																		| (1760) all_0_49_49 = e0 | all_0_58_58 = e0
% 60.36/25.47  																																		|
% 60.36/25.47  																																			| Equations (532) can reduce 360 to:
% 60.36/25.47  																																			| (80)  ~ (e3 = e0)
% 60.36/25.47  																																			|
% 60.36/25.47  																																			+-Applying beta-rule and splitting (196), into two cases.
% 60.36/25.47  																																			|-Branch one:
% 60.36/25.47  																																			| (607) all_0_53_53 = e2
% 60.36/25.47  																																			|
% 60.36/25.47  																																				| Equations (607) can reduce 509 to:
% 60.36/25.47  																																				| (266) $false
% 60.36/25.47  																																				|
% 60.36/25.47  																																				|-The branch is then unsatisfiable
% 60.36/25.47  																																			|-Branch two:
% 60.36/25.47  																																			| (509)  ~ (all_0_53_53 = e2)
% 60.36/25.47  																																			| (610) all_0_53_53 = e4 | all_0_53_53 = e3 | all_0_53_53 = e1
% 60.36/25.47  																																			|
% 60.36/25.47  																																				+-Applying beta-rule and splitting (165), into two cases.
% 60.36/25.47  																																				|-Branch one:
% 60.36/25.47  																																				| (794) all_0_41_41 = e0
% 60.36/25.47  																																				|
% 60.36/25.47  																																					| Equations (794) can reduce 440 to:
% 60.36/25.47  																																					| (401)  ~ (e4 = e0)
% 60.36/25.47  																																					|
% 60.36/25.47  																																					| Simplifying 401 yields:
% 60.36/25.47  																																					| (49)  ~ (e4 = e0)
% 60.36/25.47  																																					|
% 60.36/25.47  																																					| Equations (794) can reduce 1898 to:
% 60.36/25.47  																																					| (541)  ~ (e3 = e0)
% 60.36/25.47  																																					|
% 60.36/25.47  																																					| Simplifying 541 yields:
% 60.36/25.47  																																					| (80)  ~ (e3 = e0)
% 60.36/25.47  																																					|
% 60.36/25.47  																																					+-Applying beta-rule and splitting (428), into two cases.
% 60.36/25.47  																																					|-Branch one:
% 60.36/25.47  																																					| (1557) all_0_46_46 = e3
% 60.36/25.47  																																					|
% 60.36/25.47  																																						| Equations (1557) can reduce 549 to:
% 60.36/25.47  																																						| (213)  ~ (e3 = e1)
% 60.36/25.47  																																						|
% 60.36/25.47  																																						| From (1557) and (120) follows:
% 60.36/25.47  																																						| (697) op(e2, e3) = e3
% 60.36/25.47  																																						|
% 60.36/25.47  																																						+-Applying beta-rule and splitting (131), into two cases.
% 60.36/25.47  																																						|-Branch one:
% 60.36/25.47  																																						| (459) all_0_42_42 = e1
% 60.36/25.47  																																						|
% 60.36/25.47  																																							| Combining equations (459,1392) yields a new equation:
% 60.36/25.47  																																							| (630) e4 = e1
% 60.36/25.47  																																							|
% 60.36/25.47  																																							| Equations (630) can reduce 110 to:
% 60.36/25.47  																																							| (266) $false
% 60.36/25.47  																																							|
% 60.36/25.47  																																							|-The branch is then unsatisfiable
% 60.36/25.47  																																						|-Branch two:
% 60.36/25.47  																																						| (1380)  ~ (all_0_42_42 = e1)
% 60.36/25.47  																																						| (3259) all_0_47_47 = e1 | all_0_51_51 = e1 | all_0_56_56 = e1
% 60.36/25.47  																																						|
% 60.36/25.47  																																							+-Applying beta-rule and splitting (1760), into two cases.
% 60.36/25.47  																																							|-Branch one:
% 60.36/25.47  																																							| (978) all_0_49_49 = e0
% 60.36/25.47  																																							|
% 60.36/25.47  																																								| Equations (978) can reduce 86 to:
% 60.36/25.47  																																								| (678)  ~ (all_0_47_47 = e0)
% 60.36/25.47  																																								|
% 60.36/25.47  																																								| Equations (978) can reduce 65 to:
% 60.36/25.47  																																								| (488)  ~ (all_0_53_53 = e0)
% 60.36/25.47  																																								|
% 60.36/25.47  																																								| Simplifying 488 yields:
% 60.36/25.47  																																								| (247)  ~ (all_0_53_53 = e0)
% 60.36/25.47  																																								|
% 60.36/25.47  																																								+-Applying beta-rule and splitting (112), into two cases.
% 60.36/25.47  																																								|-Branch one:
% 60.36/25.47  																																								| (635) all_0_44_44 = e1
% 60.36/25.47  																																								|
% 60.36/25.47  																																									| Combining equations (532,635) yields a new equation:
% 60.36/25.47  																																									| (454) e3 = e1
% 60.36/25.47  																																									|
% 60.36/25.47  																																									| Simplifying 454 yields:
% 60.36/25.47  																																									| (455) e3 = e1
% 60.36/25.47  																																									|
% 60.36/25.47  																																									| Equations (455) can reduce 213 to:
% 60.36/25.47  																																									| (266) $false
% 60.36/25.47  																																									|
% 60.36/25.47  																																									|-The branch is then unsatisfiable
% 60.36/25.47  																																								|-Branch two:
% 60.36/25.47  																																								| (639)  ~ (all_0_44_44 = e1)
% 60.36/25.47  																																								| (640) all_0_49_49 = e1 | all_0_53_53 = e1 | all_0_58_58 = e1
% 60.36/25.47  																																								|
% 60.36/25.47  																																									+-Applying beta-rule and splitting (3259), into two cases.
% 60.36/25.47  																																									|-Branch one:
% 60.36/25.47  																																									| (654) all_0_47_47 = e1
% 60.36/25.47  																																									|
% 60.36/25.47  																																										| Equations (654) can reduce 252 to:
% 60.36/25.47  																																										| (602)  ~ (e4 = e1)
% 60.36/25.47  																																										|
% 60.36/25.47  																																										| Simplifying 602 yields:
% 60.36/25.47  																																										| (110)  ~ (e4 = e1)
% 60.36/25.48  																																										|
% 60.36/25.48  																																										| Equations (654) can reduce 678 to:
% 60.36/25.48  																																										| (233)  ~ (e1 = e0)
% 60.36/25.48  																																										|
% 60.36/25.48  																																										+-Applying beta-rule and splitting (640), into two cases.
% 60.36/25.48  																																										|-Branch one:
% 60.36/25.48  																																										| (671) all_0_49_49 = e1
% 60.36/25.48  																																										|
% 60.36/25.48  																																											| Combining equations (978,671) yields a new equation:
% 60.36/25.48  																																											| (431) e1 = e0
% 60.36/25.48  																																											|
% 60.36/25.48  																																											| Equations (431) can reduce 233 to:
% 60.36/25.48  																																											| (266) $false
% 60.36/25.48  																																											|
% 60.36/25.48  																																											|-The branch is then unsatisfiable
% 60.36/25.48  																																										|-Branch two:
% 60.36/25.48  																																										| (1064)  ~ (all_0_49_49 = e1)
% 60.36/25.48  																																										| (2141) all_0_53_53 = e1 | all_0_58_58 = e1
% 60.36/25.48  																																										|
% 60.36/25.48  																																											+-Applying beta-rule and splitting (2141), into two cases.
% 60.36/25.48  																																											|-Branch one:
% 60.36/25.48  																																											| (1208) all_0_53_53 = e1
% 60.36/25.48  																																											|
% 60.36/25.48  																																												| Equations (1208) can reduce 247 to:
% 60.36/25.48  																																												| (233)  ~ (e1 = e0)
% 60.36/25.48  																																												|
% 60.36/25.48  																																												+-Applying beta-rule and splitting (56), into two cases.
% 60.36/25.48  																																												|-Branch one:
% 60.36/25.48  																																												| (696) unit = e2
% 60.36/25.48  																																												|
% 60.36/25.48  																																													| From (696) and (211) follows:
% 60.36/25.48  																																													| (1612) op(e2, e1) = e1
% 60.36/25.48  																																													|
% 60.36/25.48  																																													| From (696) and (42) follows:
% 60.36/25.48  																																													| (1613) op(e0, e2) = e0
% 60.36/25.48  																																													|
% 60.36/25.48  																																													| Instantiating formula (29) with e2, e1, e1, e2 and discharging atoms op(e2, e1) = e2, op(e2, e1) = e1, yields:
% 60.36/25.48  																																													| (617) e2 = e1
% 60.36/25.48  																																													|
% 60.36/25.48  																																													| Instantiating formula (29) with e0, e2, e0, e2 and discharging atoms op(e0, e2) = e2, op(e0, e2) = e0, yields:
% 60.36/25.48  																																													| (330) e2 = e0
% 60.36/25.48  																																													|
% 60.36/25.48  																																													| Combining equations (617,330) yields a new equation:
% 60.36/25.48  																																													| (546) e1 = e0
% 60.36/25.48  																																													|
% 60.36/25.48  																																													| Simplifying 546 yields:
% 60.36/25.48  																																													| (431) e1 = e0
% 60.36/25.48  																																													|
% 60.36/25.48  																																													| Equations (431) can reduce 233 to:
% 60.36/25.48  																																													| (266) $false
% 60.36/25.48  																																													|
% 60.36/25.48  																																													|-The branch is then unsatisfiable
% 60.36/25.48  																																												|-Branch two:
% 60.36/25.48  																																												| (707)  ~ (unit = e2)
% 60.36/25.48  																																												| (708) unit = e4 | unit = e3 | unit = e1 | unit = e0
% 60.36/25.48  																																												|
% 60.36/25.48  																																													+-Applying beta-rule and splitting (708), into two cases.
% 60.36/25.48  																																													|-Branch one:
% 60.36/25.48  																																													| (709) unit = e4
% 60.36/25.48  																																													|
% 60.36/25.48  																																														| From (709) and (24) follows:
% 60.36/25.48  																																														| (33325) op(e4, e3) = e3
% 60.36/25.48  																																														|
% 60.36/25.48  																																														| From (709) and (211) follows:
% 60.36/25.48  																																														| (22527) op(e4, e1) = e1
% 60.36/25.48  																																														|
% 60.36/25.48  																																														| From (709) and (209) follows:
% 60.36/25.48  																																														| (3072) op(e4, e0) = e0
% 60.36/25.48  																																														|
% 60.36/25.48  																																														| From (709) and (32) follows:
% 60.36/25.48  																																														| (712) op(e2, e4) = e2
% 60.36/25.48  																																														|
% 60.36/25.48  																																														| Instantiating formula (29) with e4, e3, e3, e4 and discharging atoms op(e4, e3) = e4, op(e4, e3) = e3, yields:
% 60.36/25.48  																																														| (425) e4 = e3
% 60.36/25.48  																																														|
% 60.36/25.48  																																														| Instantiating formula (29) with e4, e1, e1, e3 and discharging atoms op(e4, e1) = e3, op(e4, e1) = e1, yields:
% 60.36/25.48  																																														| (455) e3 = e1
% 60.36/25.48  																																														|
% 60.36/25.48  																																														| Instantiating formula (29) with e4, e0, e0, e2 and discharging atoms op(e4, e0) = e2, op(e4, e0) = e0, yields:
% 60.36/25.48  																																														| (330) e2 = e0
% 60.36/25.48  																																														|
% 60.36/25.48  																																														| Instantiating formula (29) with e2, e4, e2, e4 and discharging atoms op(e2, e4) = e4, op(e2, e4) = e2, yields:
% 60.36/25.48  																																														| (323) e4 = e2
% 60.36/25.48  																																														|
% 60.36/25.48  																																														| Combining equations (425,323) yields a new equation:
% 60.36/25.48  																																														| (661) e3 = e2
% 60.36/25.48  																																														|
% 60.36/25.48  																																														| Simplifying 661 yields:
% 60.36/25.48  																																														| (662) e3 = e2
% 60.36/25.48  																																														|
% 60.36/25.48  																																														| Combining equations (662,455) yields a new equation:
% 60.36/25.48  																																														| (616) e2 = e1
% 60.36/25.48  																																														|
% 60.36/25.48  																																														| Simplifying 616 yields:
% 60.36/25.48  																																														| (617) e2 = e1
% 60.36/25.48  																																														|
% 60.36/25.48  																																														| Combining equations (330,617) yields a new equation:
% 60.36/25.48  																																														| (431) e1 = e0
% 60.36/25.48  																																														|
% 60.36/25.48  																																														| Equations (431) can reduce 233 to:
% 60.36/25.48  																																														| (266) $false
% 60.36/25.48  																																														|
% 60.36/25.48  																																														|-The branch is then unsatisfiable
% 60.36/25.48  																																													|-Branch two:
% 60.36/25.48  																																													| (724)  ~ (unit = e4)
% 60.36/25.48  																																													| (725) unit = e3 | unit = e1 | unit = e0
% 60.36/25.48  																																													|
% 60.36/25.48  																																														+-Applying beta-rule and splitting (725), into two cases.
% 60.36/25.48  																																														|-Branch one:
% 60.36/25.48  																																														| (726) unit = e0
% 60.36/25.48  																																														|
% 60.36/25.48  																																															| From (726) and (244) follows:
% 60.36/25.48  																																															| (2207) op(e0, e4) = e4
% 60.36/25.48  																																															|
% 60.36/25.48  																																															| From (726) and (24) follows:
% 60.36/25.48  																																															| (2208) op(e0, e3) = e3
% 60.36/25.48  																																															|
% 60.36/25.48  																																															| From (726) and (42) follows:
% 60.36/25.48  																																															| (728) op(e0, e0) = e0
% 60.36/25.48  																																															|
% 60.36/25.48  																																															| Instantiating formula (29) with e0, e4, e4, e3 and discharging atoms op(e0, e4) = e4, op(e0, e4) = e3, yields:
% 60.36/25.48  																																															| (425) e4 = e3
% 60.36/25.48  																																															|
% 60.36/25.48  																																															| Instantiating formula (29) with e0, e3, e3, e1 and discharging atoms op(e0, e3) = e3, op(e0, e3) = e1, yields:
% 60.36/25.48  																																															| (455) e3 = e1
% 60.36/25.48  																																															|
% 60.36/25.48  																																															| Instantiating formula (29) with e0, e0, e0, e4 and discharging atoms op(e0, e0) = e4, op(e0, e0) = e0, yields:
% 60.36/25.48  																																															| (397) e4 = e0
% 60.36/25.48  																																															|
% 60.36/25.48  																																															| Combining equations (425,397) yields a new equation:
% 60.36/25.48  																																															| (675) e3 = e0
% 60.36/25.48  																																															|
% 60.36/25.48  																																															| Simplifying 675 yields:
% 60.36/25.48  																																															| (676) e3 = e0
% 60.36/25.48  																																															|
% 60.36/25.48  																																															| Combining equations (676,455) yields a new equation:
% 60.36/25.48  																																															| (431) e1 = e0
% 60.36/25.48  																																															|
% 60.36/25.48  																																															| Equations (431) can reduce 233 to:
% 60.36/25.48  																																															| (266) $false
% 60.36/25.48  																																															|
% 60.36/25.48  																																															|-The branch is then unsatisfiable
% 60.36/25.48  																																														|-Branch two:
% 60.36/25.48  																																														| (734)  ~ (unit = e0)
% 60.36/25.48  																																														| (735) unit = e3 | unit = e1
% 60.36/25.48  																																														|
% 60.36/25.48  																																															+-Applying beta-rule and splitting (735), into two cases.
% 60.36/25.48  																																															|-Branch one:
% 60.36/25.48  																																															| (736) unit = e1
% 60.36/25.48  																																															|
% 60.36/25.48  																																																| Equations (736) can reduce 734 to:
% 60.36/25.48  																																																| (233)  ~ (e1 = e0)
% 60.36/25.48  																																																|
% 60.36/25.48  																																																| From (736) and (244) follows:
% 60.36/25.48  																																																| (738) op(e1, e4) = e4
% 60.36/25.48  																																																|
% 60.36/25.48  																																																| From (736) and (15) follows:
% 60.36/25.48  																																																| (515) op(e1, e2) = e2
% 60.36/25.48  																																																|
% 60.36/25.48  																																																| From (736) and (227) follows:
% 60.36/25.48  																																																| (739) op(e4, e1) = e4
% 60.36/25.48  																																																|
% 60.36/25.48  																																																| From (736) and (28) follows:
% 60.36/25.48  																																																| (740) op(e1, e1) = e1
% 60.36/25.48  																																																|
% 60.36/25.48  																																																| Instantiating formula (29) with e4, e1, e4, e3 and discharging atoms op(e4, e1) = e4, op(e4, e1) = e3, yields:
% 60.36/25.48  																																																| (425) e4 = e3
% 60.36/25.48  																																																|
% 60.36/25.48  																																																| Instantiating formula (29) with e1, e4, e4, e0 and discharging atoms op(e1, e4) = e4, op(e1, e4) = e0, yields:
% 60.36/25.48  																																																| (397) e4 = e0
% 60.36/25.48  																																																|
% 60.36/25.48  																																																| Instantiating formula (29) with e1, e2, e2, e3 and discharging atoms op(e1, e2) = e3, op(e1, e2) = e2, yields:
% 60.36/25.48  																																																| (662) e3 = e2
% 60.36/25.48  																																																|
% 60.36/25.48  																																																| Instantiating formula (29) with e1, e1, e1, e4 and discharging atoms op(e1, e1) = e4, op(e1, e1) = e1, yields:
% 60.36/25.48  																																																| (630) e4 = e1
% 60.36/25.48  																																																|
% 60.36/25.48  																																																| Combining equations (630,425) yields a new equation:
% 60.36/25.48  																																																| (455) e3 = e1
% 60.36/25.48  																																																|
% 60.36/25.48  																																																| Combining equations (397,425) yields a new equation:
% 60.36/25.48  																																																| (676) e3 = e0
% 60.36/25.48  																																																|
% 60.36/25.48  																																																| Combining equations (676,662) yields a new equation:
% 60.36/25.48  																																																| (330) e2 = e0
% 60.36/25.48  																																																|
% 60.36/25.48  																																																| Combining equations (455,662) yields a new equation:
% 60.36/25.48  																																																| (617) e2 = e1
% 60.36/25.48  																																																|
% 60.36/25.48  																																																| Combining equations (617,330) yields a new equation:
% 60.36/25.48  																																																| (546) e1 = e0
% 60.36/25.48  																																																|
% 60.36/25.48  																																																| Simplifying 546 yields:
% 60.36/25.48  																																																| (431) e1 = e0
% 60.36/25.48  																																																|
% 60.36/25.48  																																																| Equations (431) can reduce 233 to:
% 60.36/25.48  																																																| (266) $false
% 60.36/25.48  																																																|
% 60.36/25.48  																																																|-The branch is then unsatisfiable
% 60.36/25.48  																																															|-Branch two:
% 60.36/25.48  																																															| (748)  ~ (unit = e1)
% 60.36/25.48  																																															| (749) unit = e3
% 60.36/25.48  																																															|
% 60.36/25.48  																																																| From (749) and (209) follows:
% 60.36/25.48  																																																| (1667) op(e3, e0) = e0
% 60.36/25.48  																																																|
% 60.36/25.48  																																																| From (749) and (32) follows:
% 60.36/25.48  																																																| (5793) op(e2, e3) = e2
% 60.36/25.48  																																																|
% 60.36/25.48  																																																| From (749) and (28) follows:
% 60.36/25.48  																																																| (2235) op(e1, e3) = e1
% 60.36/25.48  																																																|
% 60.36/25.48  																																																| Instantiating formula (29) with e3, e0, e0, e3 and discharging atoms op(e3, e0) = e3, op(e3, e0) = e0, yields:
% 60.36/25.48  																																																| (676) e3 = e0
% 60.36/25.48  																																																|
% 60.36/25.48  																																																| Instantiating formula (29) with e2, e3, e2, e3 and discharging atoms op(e2, e3) = e3, op(e2, e3) = e2, yields:
% 60.36/25.48  																																																| (662) e3 = e2
% 60.36/25.48  																																																|
% 60.36/25.48  																																																| Instantiating formula (29) with e1, e3, e1, e2 and discharging atoms op(e1, e3) = e2, op(e1, e3) = e1, yields:
% 60.36/25.48  																																																| (617) e2 = e1
% 60.36/25.48  																																																|
% 60.36/25.48  																																																| Combining equations (662,676) yields a new equation:
% 60.36/25.48  																																																| (391) e2 = e0
% 60.36/25.48  																																																|
% 60.36/25.48  																																																| Simplifying 391 yields:
% 60.36/25.48  																																																| (330) e2 = e0
% 60.36/25.48  																																																|
% 60.36/25.48  																																																| Combining equations (330,617) yields a new equation:
% 60.36/25.48  																																																| (431) e1 = e0
% 60.36/25.48  																																																|
% 60.36/25.48  																																																| Equations (431) can reduce 233 to:
% 60.36/25.48  																																																| (266) $false
% 60.36/25.48  																																																|
% 60.36/25.48  																																																|-The branch is then unsatisfiable
% 60.36/25.48  																																											|-Branch two:
% 60.36/25.48  																																											| (1459)  ~ (all_0_53_53 = e1)
% 60.36/25.48  																																											| (918) all_0_58_58 = e1
% 60.36/25.48  																																											|
% 60.36/25.48  																																												| Combining equations (918,910) yields a new equation:
% 60.36/25.48  																																												| (630) e4 = e1
% 60.36/25.48  																																												|
% 60.36/25.48  																																												| Equations (630) can reduce 110 to:
% 60.36/25.48  																																												| (266) $false
% 60.36/25.48  																																												|
% 60.36/25.48  																																												|-The branch is then unsatisfiable
% 60.36/25.48  																																									|-Branch two:
% 60.36/25.48  																																									| (462)  ~ (all_0_47_47 = e1)
% 60.36/25.48  																																									| (3264) all_0_51_51 = e1 | all_0_56_56 = e1
% 60.36/25.48  																																									|
% 60.36/25.48  																																										+-Applying beta-rule and splitting (610), into two cases.
% 60.36/25.48  																																										|-Branch one:
% 60.36/25.48  																																										| (1298) all_0_53_53 = e4
% 60.36/25.48  																																										|
% 60.36/25.48  																																											| Equations (1298) can reduce 1453 to:
% 60.36/25.48  																																											| (266) $false
% 60.36/25.48  																																											|
% 60.36/25.48  																																											|-The branch is then unsatisfiable
% 60.36/25.48  																																										|-Branch two:
% 60.36/25.48  																																										| (1453)  ~ (all_0_53_53 = e4)
% 60.36/25.48  																																										| (1694) all_0_53_53 = e3 | all_0_53_53 = e1
% 60.36/25.48  																																										|
% 60.36/25.48  																																											+-Applying beta-rule and splitting (1694), into two cases.
% 60.36/25.48  																																											|-Branch one:
% 60.36/25.48  																																											| (1208) all_0_53_53 = e1
% 60.36/25.48  																																											|
% 60.36/25.48  																																												| Equations (1208) can reduce 903 to:
% 60.36/25.48  																																												| (467)  ~ (e3 = e1)
% 60.36/25.48  																																												|
% 60.36/25.48  																																												| Simplifying 467 yields:
% 60.36/25.48  																																												| (213)  ~ (e3 = e1)
% 60.36/25.48  																																												|
% 60.36/25.48  																																												| Equations (1208) can reduce 509 to:
% 60.36/25.48  																																												| (604)  ~ (e2 = e1)
% 60.36/25.48  																																												|
% 60.36/25.48  																																												| Simplifying 604 yields:
% 60.36/25.48  																																												| (122)  ~ (e2 = e1)
% 60.36/25.48  																																												|
% 60.36/25.48  																																												+-Applying beta-rule and splitting (3264), into two cases.
% 60.36/25.48  																																												|-Branch one:
% 60.36/25.48  																																												| (1109) all_0_51_51 = e1
% 60.36/25.48  																																												|
% 60.36/25.48  																																													| Combining equations (660,1109) yields a new equation:
% 60.36/25.48  																																													| (454) e3 = e1
% 60.36/25.48  																																													|
% 60.36/25.48  																																													| Simplifying 454 yields:
% 60.36/25.48  																																													| (455) e3 = e1
% 60.36/25.48  																																													|
% 60.36/25.48  																																													| Equations (455) can reduce 213 to:
% 60.36/25.48  																																													| (266) $false
% 60.36/25.48  																																													|
% 60.36/25.48  																																													|-The branch is then unsatisfiable
% 60.36/25.48  																																												|-Branch two:
% 60.36/25.48  																																												| (464)  ~ (all_0_51_51 = e1)
% 60.36/25.48  																																												| (1569) all_0_56_56 = e1
% 60.36/25.48  																																												|
% 60.36/25.48  																																													| Combining equations (833,1569) yields a new equation:
% 60.36/25.48  																																													| (616) e2 = e1
% 60.36/25.48  																																													|
% 60.36/25.48  																																													| Simplifying 616 yields:
% 60.36/25.48  																																													| (617) e2 = e1
% 60.36/25.48  																																													|
% 60.36/25.48  																																													| Equations (617) can reduce 122 to:
% 60.36/25.48  																																													| (266) $false
% 60.36/25.48  																																													|
% 60.36/25.48  																																													|-The branch is then unsatisfiable
% 60.36/25.48  																																											|-Branch two:
% 60.36/25.48  																																											| (1459)  ~ (all_0_53_53 = e1)
% 60.36/25.48  																																											| (665) all_0_53_53 = e3
% 60.36/25.48  																																											|
% 60.36/25.48  																																												| Equations (665) can reduce 903 to:
% 60.36/25.48  																																												| (266) $false
% 60.36/25.48  																																												|
% 60.36/25.48  																																												|-The branch is then unsatisfiable
% 60.36/25.48  																																							|-Branch two:
% 60.36/25.48  																																							| (487)  ~ (all_0_49_49 = e0)
% 60.36/25.48  																																							| (914) all_0_58_58 = e0
% 60.36/25.48  																																							|
% 60.36/25.48  																																								| Combining equations (914,910) yields a new equation:
% 60.36/25.48  																																								| (397) e4 = e0
% 60.36/25.48  																																								|
% 60.36/25.48  																																								| Equations (397) can reduce 49 to:
% 60.36/25.48  																																								| (266) $false
% 60.36/25.48  																																								|
% 60.36/25.48  																																								|-The branch is then unsatisfiable
% 60.36/25.48  																																					|-Branch two:
% 60.36/25.48  																																					| (409)  ~ (all_0_46_46 = e3)
% 60.36/25.48  																																					| (1561) all_0_47_47 = e3 | all_0_49_49 = e3
% 60.36/25.48  																																					|
% 60.36/25.48  																																						+-Applying beta-rule and splitting (144), into two cases.
% 60.36/25.48  																																						|-Branch one:
% 60.36/25.48  																																						| (403) all_0_41_41 = e3
% 60.36/25.48  																																						|
% 60.36/25.48  																																							| Combining equations (403,794) yields a new equation:
% 60.36/25.48  																																							| (675) e3 = e0
% 60.36/25.48  																																							|
% 60.36/25.48  																																							| Simplifying 675 yields:
% 60.36/25.48  																																							| (676) e3 = e0
% 60.36/25.48  																																							|
% 60.36/25.48  																																							| Equations (676) can reduce 80 to:
% 60.36/25.48  																																							| (266) $false
% 60.36/25.48  																																							|
% 60.36/25.48  																																							|-The branch is then unsatisfiable
% 60.36/25.48  																																						|-Branch two:
% 60.36/25.48  																																						| (1898)  ~ (all_0_41_41 = e3)
% 60.36/25.48  																																						| (1923) all_0_46_46 = e3 | all_0_50_50 = e3 | all_0_55_55 = e3
% 60.36/25.48  																																						|
% 60.36/25.48  																																							+-Applying beta-rule and splitting (610), into two cases.
% 60.36/25.48  																																							|-Branch one:
% 60.36/25.48  																																							| (1298) all_0_53_53 = e4
% 60.36/25.48  																																							|
% 60.36/25.48  																																								| Equations (1298) can reduce 1453 to:
% 60.36/25.48  																																								| (266) $false
% 60.36/25.48  																																								|
% 60.36/25.48  																																								|-The branch is then unsatisfiable
% 60.36/25.48  																																							|-Branch two:
% 60.36/25.48  																																							| (1453)  ~ (all_0_53_53 = e4)
% 60.36/25.48  																																							| (1694) all_0_53_53 = e3 | all_0_53_53 = e1
% 60.36/25.48  																																							|
% 60.36/25.48  																																								+-Applying beta-rule and splitting (1923), into two cases.
% 60.36/25.48  																																								|-Branch one:
% 60.36/25.48  																																								| (1557) all_0_46_46 = e3
% 60.36/25.48  																																								|
% 60.36/25.48  																																									| Equations (1557) can reduce 409 to:
% 60.36/25.48  																																									| (266) $false
% 60.36/25.48  																																									|
% 60.36/25.48  																																									|-The branch is then unsatisfiable
% 60.36/25.48  																																								|-Branch two:
% 60.36/25.48  																																								| (409)  ~ (all_0_46_46 = e3)
% 60.36/25.48  																																								| (4042) all_0_50_50 = e3 | all_0_55_55 = e3
% 60.36/25.48  																																								|
% 60.36/25.48  																																									+-Applying beta-rule and splitting (1694), into two cases.
% 60.36/25.48  																																									|-Branch one:
% 60.36/25.48  																																									| (1208) all_0_53_53 = e1
% 60.36/25.48  																																									|
% 60.36/25.48  																																										| Equations (1208) can reduce 903 to:
% 60.36/25.48  																																										| (467)  ~ (e3 = e1)
% 60.36/25.48  																																										|
% 60.36/25.48  																																										| Simplifying 467 yields:
% 60.36/25.48  																																										| (213)  ~ (e3 = e1)
% 60.36/25.48  																																										|
% 60.36/25.48  																																										+-Applying beta-rule and splitting (4042), into two cases.
% 60.36/25.48  																																										|-Branch one:
% 60.36/25.48  																																										| (415) all_0_50_50 = e3
% 60.36/25.48  																																										|
% 60.36/25.48  																																											| Combining equations (378,415) yields a new equation:
% 60.36/25.48  																																											| (662) e3 = e2
% 60.36/25.48  																																											|
% 60.36/25.48  																																											| Equations (662) can reduce 212 to:
% 60.36/25.48  																																											| (266) $false
% 60.36/25.48  																																											|
% 60.36/25.48  																																											|-The branch is then unsatisfiable
% 60.36/25.48  																																										|-Branch two:
% 60.36/25.48  																																										| (411)  ~ (all_0_50_50 = e3)
% 60.36/25.48  																																										| (2336) all_0_55_55 = e3
% 60.36/25.48  																																										|
% 60.36/25.48  																																											| Combining equations (629,2336) yields a new equation:
% 60.36/25.48  																																											| (455) e3 = e1
% 60.36/25.48  																																											|
% 60.36/25.48  																																											| Equations (455) can reduce 213 to:
% 60.36/25.48  																																											| (266) $false
% 60.36/25.48  																																											|
% 60.36/25.48  																																											|-The branch is then unsatisfiable
% 60.36/25.48  																																									|-Branch two:
% 60.36/25.48  																																									| (1459)  ~ (all_0_53_53 = e1)
% 60.36/25.48  																																									| (665) all_0_53_53 = e3
% 60.36/25.48  																																									|
% 60.36/25.49  																																										| Equations (665) can reduce 903 to:
% 60.36/25.49  																																										| (266) $false
% 60.36/25.49  																																										|
% 60.36/25.49  																																										|-The branch is then unsatisfiable
% 60.36/25.49  																																				|-Branch two:
% 60.36/25.49  																																				| (357)  ~ (all_0_41_41 = e0)
% 60.36/25.49  																																				| (6761) all_0_42_42 = e0 | all_0_43_43 = e0 | all_0_44_44 = e0
% 60.36/25.49  																																				|
% 60.36/25.49  																																					+-Applying beta-rule and splitting (428), into two cases.
% 60.36/25.49  																																					|-Branch one:
% 60.36/25.49  																																					| (1557) all_0_46_46 = e3
% 60.36/25.49  																																					|
% 60.36/25.49  																																						| Equations (1557) can reduce 208 to:
% 60.36/25.49  																																						| (524)  ~ (all_0_49_49 = e3)
% 60.36/25.49  																																						|
% 60.36/25.49  																																						| Simplifying 524 yields:
% 60.36/25.49  																																						| (525)  ~ (all_0_49_49 = e3)
% 60.36/25.49  																																						|
% 60.36/25.49  																																						+-Applying beta-rule and splitting (184), into two cases.
% 60.36/25.49  																																						|-Branch one:
% 60.36/25.49  																																						| (538) all_0_46_46 = e0
% 60.36/25.49  																																						|
% 60.36/25.49  																																							| Combining equations (1557,538) yields a new equation:
% 60.36/25.49  																																							| (675) e3 = e0
% 60.36/25.49  																																							|
% 60.36/25.49  																																							| Simplifying 675 yields:
% 60.36/25.49  																																							| (676) e3 = e0
% 60.36/25.49  																																							|
% 60.36/25.49  																																							| Equations (676) can reduce 80 to:
% 60.36/25.49  																																							| (266) $false
% 60.36/25.49  																																							|
% 60.36/25.49  																																							|-The branch is then unsatisfiable
% 60.36/25.49  																																						|-Branch two:
% 60.36/25.49  																																						| (831)  ~ (all_0_46_46 = e0)
% 60.36/25.49  																																						| (832) all_0_47_47 = e0 | all_0_48_48 = e0 | all_0_49_49 = e0
% 60.36/25.49  																																						|
% 60.36/25.49  																																							+-Applying beta-rule and splitting (832), into two cases.
% 60.36/25.49  																																							|-Branch one:
% 60.36/25.49  																																							| (674) all_0_47_47 = e0
% 60.36/25.49  																																							|
% 60.36/25.49  																																								| Equations (674) can reduce 678 to:
% 60.36/25.49  																																								| (266) $false
% 60.36/25.49  																																								|
% 60.36/25.49  																																								|-The branch is then unsatisfiable
% 60.36/25.49  																																							|-Branch two:
% 60.36/25.49  																																							| (678)  ~ (all_0_47_47 = e0)
% 60.36/25.49  																																							| (1278) all_0_48_48 = e0 | all_0_49_49 = e0
% 60.36/25.49  																																							|
% 60.36/25.49  																																								+-Applying beta-rule and splitting (1278), into two cases.
% 60.36/25.49  																																								|-Branch one:
% 60.36/25.49  																																								| (1279) all_0_48_48 = e0
% 60.36/25.49  																																								|
% 60.36/25.49  																																									| Combining equations (335,1279) yields a new equation:
% 60.36/25.49  																																									| (391) e2 = e0
% 60.36/25.49  																																									|
% 60.36/25.49  																																									| Simplifying 391 yields:
% 60.36/25.49  																																									| (330) e2 = e0
% 60.36/25.49  																																									|
% 60.36/25.49  																																									| Equations (330) can reduce 128 to:
% 60.36/25.49  																																									| (266) $false
% 60.36/25.49  																																									|
% 60.36/25.49  																																									|-The branch is then unsatisfiable
% 60.36/25.49  																																								|-Branch two:
% 60.36/25.49  																																								| (1283)  ~ (all_0_48_48 = e0)
% 60.36/25.49  																																								| (978) all_0_49_49 = e0
% 60.36/25.49  																																								|
% 60.36/25.49  																																									| Equations (978) can reduce 256 to:
% 60.36/25.49  																																									| (401)  ~ (e4 = e0)
% 60.36/25.49  																																									|
% 60.36/25.49  																																									| Simplifying 401 yields:
% 60.36/25.49  																																									| (49)  ~ (e4 = e0)
% 60.36/25.49  																																									|
% 60.36/25.49  																																									| Equations (978) can reduce 525 to:
% 60.36/25.49  																																									| (541)  ~ (e3 = e0)
% 60.36/25.49  																																									|
% 60.36/25.49  																																									| Simplifying 541 yields:
% 60.36/25.49  																																									| (80)  ~ (e3 = e0)
% 60.36/25.49  																																									|
% 60.36/25.49  																																									+-Applying beta-rule and splitting (4049), into two cases.
% 60.36/25.49  																																									|-Branch one:
% 60.36/25.49  																																									| (794) all_0_41_41 = e0
% 60.36/25.49  																																									|
% 60.36/25.49  																																										| Equations (794) can reduce 357 to:
% 60.36/25.49  																																										| (266) $false
% 60.36/25.49  																																										|
% 60.36/25.49  																																										|-The branch is then unsatisfiable
% 60.36/25.49  																																									|-Branch two:
% 60.36/25.49  																																									| (357)  ~ (all_0_41_41 = e0)
% 60.36/25.49  																																									| (4053) all_0_41_41 = e3 | all_0_41_41 = e1
% 60.36/25.49  																																									|
% 60.36/25.49  																																										+-Applying beta-rule and splitting (243), into two cases.
% 60.36/25.49  																																										|-Branch one:
% 60.36/25.49  																																										| (329) all_0_38_38 = e0
% 60.36/25.49  																																										|
% 60.36/25.49  																																											| Combining equations (329,321) yields a new equation:
% 60.36/25.49  																																											| (397) e4 = e0
% 60.36/25.49  																																											|
% 60.36/25.49  																																											| Equations (397) can reduce 49 to:
% 60.36/25.49  																																											| (266) $false
% 60.36/25.49  																																											|
% 60.36/25.49  																																											|-The branch is then unsatisfiable
% 60.36/25.49  																																										|-Branch two:
% 60.36/25.49  																																										| (332)  ~ (all_0_38_38 = e0)
% 60.36/25.49  																																										| (395) all_0_41_41 = e0 | all_0_46_46 = e0 | all_0_55_55 = e0
% 60.36/25.49  																																										|
% 60.36/25.49  																																											+-Applying beta-rule and splitting (395), into two cases.
% 60.36/25.49  																																											|-Branch one:
% 60.36/25.49  																																											| (794) all_0_41_41 = e0
% 60.36/25.49  																																											|
% 60.36/25.49  																																												| Equations (794) can reduce 357 to:
% 60.36/25.49  																																												| (266) $false
% 60.36/25.49  																																												|
% 60.36/25.49  																																												|-The branch is then unsatisfiable
% 60.36/25.49  																																											|-Branch two:
% 60.36/25.49  																																											| (357)  ~ (all_0_41_41 = e0)
% 60.36/25.49  																																											| (895) all_0_46_46 = e0 | all_0_55_55 = e0
% 60.36/25.49  																																											|
% 60.36/25.49  																																												+-Applying beta-rule and splitting (895), into two cases.
% 60.36/25.49  																																												|-Branch one:
% 60.36/25.49  																																												| (538) all_0_46_46 = e0
% 60.36/25.49  																																												|
% 60.36/25.49  																																													| Combining equations (1557,538) yields a new equation:
% 60.36/25.49  																																													| (675) e3 = e0
% 60.36/25.49  																																													|
% 60.36/25.49  																																													| Simplifying 675 yields:
% 60.36/25.49  																																													| (676) e3 = e0
% 60.36/25.49  																																													|
% 60.36/25.49  																																													| Equations (676) can reduce 80 to:
% 60.36/25.49  																																													| (266) $false
% 60.36/25.49  																																													|
% 60.36/25.49  																																													|-The branch is then unsatisfiable
% 60.36/25.49  																																												|-Branch two:
% 60.36/25.49  																																												| (831)  ~ (all_0_46_46 = e0)
% 60.36/25.49  																																												| (858) all_0_55_55 = e0
% 60.36/25.49  																																												|
% 60.36/25.49  																																													| Combining equations (858,629) yields a new equation:
% 60.36/25.49  																																													| (431) e1 = e0
% 60.36/25.49  																																													|
% 60.36/25.49  																																													| Equations (431) can reduce 233 to:
% 60.36/25.49  																																													| (266) $false
% 60.36/25.49  																																													|
% 60.36/25.49  																																													|-The branch is then unsatisfiable
% 60.36/25.49  																																					|-Branch two:
% 60.36/25.49  																																					| (409)  ~ (all_0_46_46 = e3)
% 60.36/25.49  																																					| (1561) all_0_47_47 = e3 | all_0_49_49 = e3
% 60.36/25.49  																																					|
% 60.36/25.49  																																						+-Applying beta-rule and splitting (1561), into two cases.
% 60.36/25.49  																																						|-Branch one:
% 60.36/25.49  																																						| (522) all_0_47_47 = e3
% 60.36/25.49  																																						|
% 60.36/25.49  																																							| Equations (522) can reduce 1091 to:
% 60.36/25.49  																																							| (266) $false
% 60.36/25.49  																																							|
% 60.36/25.49  																																							|-The branch is then unsatisfiable
% 60.36/25.49  																																						|-Branch two:
% 60.36/25.49  																																						| (1091)  ~ (all_0_47_47 = e3)
% 60.36/25.49  																																						| (884) all_0_49_49 = e3
% 60.36/25.49  																																						|
% 60.36/25.49  																																							| Equations (884) can reduce 525 to:
% 60.36/25.49  																																							| (266) $false
% 60.36/25.49  																																							|
% 60.36/25.49  																																							|-The branch is then unsatisfiable
% 60.36/25.49  																																|-Branch two:
% 60.36/25.49  																																| (664)  ~ (all_0_51_51 = e3)
% 60.36/25.49  																																| (665) all_0_53_53 = e3
% 60.36/25.49  																																|
% 60.36/25.49  																																	| Equations (665) can reduce 903 to:
% 60.36/25.49  																																	| (266) $false
% 60.36/25.49  																																	|
% 60.36/25.49  																																	|-The branch is then unsatisfiable
% 60.36/25.49  																										|-Branch two:
% 60.36/25.49  																										| (1890)  ~ (all_0_42_42 = e4)
% 60.36/25.49  																										| (2246) all_0_47_47 = e4 | all_0_51_51 = e4 | all_0_56_56 = e4
% 60.36/25.49  																										|
% 60.36/25.49  																											+-Applying beta-rule and splitting (2246), into two cases.
% 60.36/25.49  																											|-Branch one:
% 60.36/25.49  																											| (1790) all_0_47_47 = e4
% 60.36/25.49  																											|
% 60.36/25.49  																												| Equations (1790) can reduce 252 to:
% 60.36/25.49  																												| (266) $false
% 60.36/25.49  																												|
% 60.36/25.49  																												|-The branch is then unsatisfiable
% 60.36/25.49  																											|-Branch two:
% 60.36/25.49  																											| (252)  ~ (all_0_47_47 = e4)
% 60.36/25.49  																											| (6548) all_0_51_51 = e4 | all_0_56_56 = e4
% 60.36/25.49  																											|
% 60.36/25.49  																												+-Applying beta-rule and splitting (6548), into two cases.
% 60.36/25.49  																												|-Branch one:
% 60.36/25.49  																												| (1101) all_0_51_51 = e4
% 60.36/25.49  																												|
% 60.36/25.49  																													| Equations (1101) can reduce 475 to:
% 60.36/25.49  																													| (266) $false
% 60.36/25.49  																													|
% 60.36/25.49  																													|-The branch is then unsatisfiable
% 60.36/25.49  																												|-Branch two:
% 60.36/25.49  																												| (475)  ~ (all_0_51_51 = e4)
% 60.36/25.49  																												| (842) all_0_56_56 = e4
% 60.36/25.49  																												|
% 60.36/25.49  																													| Combining equations (833,842) yields a new equation:
% 60.36/25.49  																													| (323) e4 = e2
% 60.36/25.49  																													|
% 60.36/25.49  																													| Equations (323) can reduce 48 to:
% 60.36/25.49  																													| (266) $false
% 60.36/25.49  																													|
% 60.36/25.49  																													|-The branch is then unsatisfiable
% 60.36/25.49  																								|-Branch two:
% 60.36/25.49  																								| (632)  ~ (all_0_55_55 = e1)
% 60.36/25.49  																								| (633) all_0_56_56 = e1 | all_0_57_57 = e1 | all_0_58_58 = e1
% 60.36/25.49  																								|
% 60.36/25.49  																									+-Applying beta-rule and splitting (633), into two cases.
% 60.36/25.49  																									|-Branch one:
% 60.36/25.49  																									| (1569) all_0_56_56 = e1
% 60.36/25.49  																									|
% 60.36/25.49  																										| Combining equations (1569,833) yields a new equation:
% 60.36/25.49  																										| (617) e2 = e1
% 60.36/25.49  																										|
% 60.36/25.49  																										| Equations (617) can reduce 122 to:
% 60.36/25.49  																										| (266) $false
% 60.36/25.49  																										|
% 60.36/25.49  																										|-The branch is then unsatisfiable
% 60.36/25.49  																									|-Branch two:
% 60.36/25.49  																									| (466)  ~ (all_0_56_56 = e1)
% 60.36/25.49  																									| (1574) all_0_57_57 = e1 | all_0_58_58 = e1
% 60.36/25.49  																									|
% 60.36/25.49  																										+-Applying beta-rule and splitting (1574), into two cases.
% 60.36/25.49  																										|-Branch one:
% 60.36/25.49  																										| (647) all_0_57_57 = e1
% 60.36/25.49  																										|
% 60.36/25.49  																											| Combining equations (647,875) yields a new equation:
% 60.36/25.49  																											| (546) e1 = e0
% 60.36/25.49  																											|
% 60.36/25.49  																											| Simplifying 546 yields:
% 60.36/25.49  																											| (431) e1 = e0
% 60.36/25.49  																											|
% 60.36/25.49  																											| Equations (431) can reduce 233 to:
% 60.36/25.49  																											| (266) $false
% 60.36/25.49  																											|
% 60.36/25.49  																											|-The branch is then unsatisfiable
% 60.36/25.49  																										|-Branch two:
% 60.36/25.49  																										| (1670)  ~ (all_0_57_57 = e1)
% 60.36/25.49  																										| (918) all_0_58_58 = e1
% 60.36/25.49  																										|
% 60.36/25.49  																											| Combining equations (910,918) yields a new equation:
% 60.36/25.49  																											| (636) e4 = e1
% 60.36/25.49  																											|
% 60.36/25.49  																											| Simplifying 636 yields:
% 60.36/25.49  																											| (630) e4 = e1
% 60.36/25.49  																											|
% 60.36/25.49  																											| Equations (630) can reduce 110 to:
% 60.36/25.49  																											| (266) $false
% 60.36/25.49  																											|
% 60.36/25.49  																											|-The branch is then unsatisfiable
% 60.36/25.49  																		|-Branch two:
% 60.36/25.49  																		| (302)  ~ (all_0_50_50 = e2)
% 60.36/25.49  																		| (381) all_0_51_51 = e2 | all_0_52_52 = e2 | all_0_53_53 = e2
% 60.36/25.49  																		|
% 60.36/25.49  																			+-Applying beta-rule and splitting (174), into two cases.
% 60.36/25.49  																			|-Branch one:
% 60.36/25.49  																			| (386) all_0_55_55 = e2
% 60.36/25.49  																			|
% 60.36/25.49  																				| Equations (386) can reduce 304 to:
% 60.36/25.49  																				| (266) $false
% 60.36/25.49  																				|
% 60.36/25.49  																				|-The branch is then unsatisfiable
% 60.36/25.49  																			|-Branch two:
% 60.36/25.49  																			| (304)  ~ (all_0_55_55 = e2)
% 60.36/25.49  																			| (2051) all_0_55_55 = e4 | all_0_55_55 = e3 | all_0_55_55 = e1 | all_0_55_55 = e0
% 60.36/25.49  																			|
% 60.36/25.49  																				+-Applying beta-rule and splitting (24424), into two cases.
% 60.36/25.49  																				|-Branch one:
% 60.36/25.49  																				| (1794) all_0_46_46 = e2
% 60.36/25.49  																				|
% 60.36/25.49  																					| Equations (1794) can reduce 300 to:
% 60.36/25.49  																					| (266) $false
% 60.36/25.49  																					|
% 60.36/25.49  																					|-The branch is then unsatisfiable
% 60.36/25.49  																				|-Branch two:
% 60.36/25.49  																				| (300)  ~ (all_0_46_46 = e2)
% 60.36/25.49  																				| (24428) all_0_50_50 = e2 | all_0_55_55 = e2
% 60.36/25.49  																				|
% 60.36/25.49  																					+-Applying beta-rule and splitting (24428), into two cases.
% 60.36/25.49  																					|-Branch one:
% 60.36/25.49  																					| (378) all_0_50_50 = e2
% 60.36/25.49  																					|
% 60.36/25.49  																						| Equations (378) can reduce 302 to:
% 60.36/25.49  																						| (266) $false
% 60.36/25.49  																						|
% 60.36/25.49  																						|-The branch is then unsatisfiable
% 60.36/25.49  																					|-Branch two:
% 60.36/25.49  																					| (302)  ~ (all_0_50_50 = e2)
% 60.36/25.49  																					| (386) all_0_55_55 = e2
% 60.36/25.49  																					|
% 60.36/25.49  																						| Equations (386) can reduce 304 to:
% 60.36/25.49  																						| (266) $false
% 60.36/25.49  																						|
% 60.36/25.49  																						|-The branch is then unsatisfiable
% 60.36/25.49  																	|-Branch two:
% 60.36/25.49  																	| (511)  ~ (all_0_56_56 = e2)
% 60.36/25.49  																	| (1709) all_0_57_57 = e2 | all_0_58_58 = e2
% 60.36/25.49  																	|
% 60.36/25.49  																		+-Applying beta-rule and splitting (174), into two cases.
% 60.36/25.49  																		|-Branch one:
% 60.36/25.49  																		| (386) all_0_55_55 = e2
% 60.36/25.49  																		|
% 60.36/25.49  																			| Equations (386) can reduce 304 to:
% 60.36/25.49  																			| (266) $false
% 60.36/25.49  																			|
% 60.36/25.49  																			|-The branch is then unsatisfiable
% 60.36/25.49  																		|-Branch two:
% 60.36/25.49  																		| (304)  ~ (all_0_55_55 = e2)
% 60.36/25.49  																		| (2051) all_0_55_55 = e4 | all_0_55_55 = e3 | all_0_55_55 = e1 | all_0_55_55 = e0
% 60.36/25.49  																		|
% 60.36/25.49  																			+-Applying beta-rule and splitting (2051), into two cases.
% 60.36/25.49  																			|-Branch one:
% 60.36/25.49  																			| (587) all_0_55_55 = e4
% 60.36/25.49  																			|
% 60.36/25.49  																				| Equations (587) can reduce 763 to:
% 60.36/25.49  																				| (266) $false
% 60.36/25.49  																				|
% 60.36/25.49  																				|-The branch is then unsatisfiable
% 60.36/25.49  																			|-Branch two:
% 60.36/25.49  																			| (763)  ~ (all_0_55_55 = e4)
% 60.36/25.49  																			| (2055) all_0_55_55 = e3 | all_0_55_55 = e1 | all_0_55_55 = e0
% 60.36/25.49  																			|
% 60.36/25.49  																				+-Applying beta-rule and splitting (2055), into two cases.
% 60.36/25.49  																				|-Branch one:
% 60.36/25.49  																				| (858) all_0_55_55 = e0
% 60.36/25.49  																				|
% 60.36/25.49  																					| Equations (858) can reduce 803 to:
% 60.36/25.49  																					| (266) $false
% 60.36/25.49  																					|
% 60.36/25.49  																					|-The branch is then unsatisfiable
% 60.36/25.49  																				|-Branch two:
% 60.36/25.49  																				| (803)  ~ (all_0_55_55 = e0)
% 60.36/25.49  																				| (2315) all_0_55_55 = e3 | all_0_55_55 = e1
% 60.36/25.49  																				|
% 60.36/25.49  																					+-Applying beta-rule and splitting (24424), into two cases.
% 60.36/25.49  																					|-Branch one:
% 60.36/25.49  																					| (1794) all_0_46_46 = e2
% 60.36/25.49  																					|
% 60.36/25.49  																						| Equations (1794) can reduce 300 to:
% 60.36/25.49  																						| (266) $false
% 60.36/25.49  																						|
% 60.36/25.49  																						|-The branch is then unsatisfiable
% 60.36/25.49  																					|-Branch two:
% 60.36/25.49  																					| (300)  ~ (all_0_46_46 = e2)
% 60.36/25.50  																					| (24428) all_0_50_50 = e2 | all_0_55_55 = e2
% 60.36/25.50  																					|
% 60.36/25.50  																						+-Applying beta-rule and splitting (2315), into two cases.
% 60.36/25.50  																						|-Branch one:
% 60.36/25.50  																						| (629) all_0_55_55 = e1
% 60.36/25.50  																						|
% 60.36/25.50  																							| Equations (629) can reduce 304 to:
% 60.36/25.50  																							| (604)  ~ (e2 = e1)
% 60.36/25.50  																							|
% 60.36/25.50  																							| Simplifying 604 yields:
% 60.36/25.50  																							| (122)  ~ (e2 = e1)
% 60.36/25.50  																							|
% 60.36/25.50  																							+-Applying beta-rule and splitting (24428), into two cases.
% 60.36/25.50  																							|-Branch one:
% 60.36/25.50  																							| (378) all_0_50_50 = e2
% 60.36/25.50  																							|
% 60.36/25.50  																								| Equations (378) can reduce 121 to:
% 60.36/25.50  																								| (128)  ~ (e2 = e0)
% 60.36/25.50  																								|
% 60.36/25.50  																								+-Applying beta-rule and splitting (1709), into two cases.
% 60.36/25.50  																								|-Branch one:
% 60.36/25.50  																								| (442) all_0_57_57 = e2
% 60.36/25.50  																								|
% 60.36/25.50  																									| Combining equations (875,442) yields a new equation:
% 60.36/25.50  																									| (330) e2 = e0
% 60.36/25.50  																									|
% 60.36/25.50  																									| Equations (330) can reduce 128 to:
% 60.36/25.50  																									| (266) $false
% 60.36/25.50  																									|
% 60.36/25.50  																									|-The branch is then unsatisfiable
% 60.36/25.50  																								|-Branch two:
% 60.36/25.50  																								| (344)  ~ (all_0_57_57 = e2)
% 60.36/25.50  																								| (624) all_0_58_58 = e2
% 60.36/25.50  																								|
% 60.36/25.50  																									| Equations (624) can reduce 908 to:
% 60.36/25.50  																									| (266) $false
% 60.36/25.50  																									|
% 60.36/25.50  																									|-The branch is then unsatisfiable
% 60.36/25.50  																							|-Branch two:
% 60.36/25.50  																							| (302)  ~ (all_0_50_50 = e2)
% 60.36/25.50  																							| (386) all_0_55_55 = e2
% 60.36/25.50  																							|
% 60.36/25.50  																								| Combining equations (629,386) yields a new equation:
% 60.36/25.50  																								| (617) e2 = e1
% 60.36/25.50  																								|
% 60.36/25.50  																								| Equations (617) can reduce 122 to:
% 60.36/25.50  																								| (266) $false
% 60.36/25.50  																								|
% 60.36/25.50  																								|-The branch is then unsatisfiable
% 60.36/25.50  																						|-Branch two:
% 60.36/25.50  																						| (632)  ~ (all_0_55_55 = e1)
% 60.36/25.50  																						| (2336) all_0_55_55 = e3
% 60.36/25.50  																						|
% 60.36/25.50  																							| Equations (2336) can reduce 270 to:
% 60.36/25.50  																							| (266) $false
% 60.36/25.50  																							|
% 60.36/25.50  																							|-The branch is then unsatisfiable
% 60.36/25.50  										|-Branch two:
% 60.36/25.50  										| (780)  ~ (all_0_52_52 = e4)
% 60.36/25.50  										| (781) (all_0_41_41 = e0 & all_0_58_58 = e3 &  ~ (all_0_44_44 = e3)) | (all_0_41_41 = e0 & all_0_58_58 = e3 &  ~ (all_0_55_55 = e0)) | (all_0_47_47 = e1 & all_0_52_52 = e2 &  ~ (all_0_48_48 = e2)) | (all_0_47_47 = e1 & all_0_52_52 = e2 &  ~ (all_0_51_51 = e1)) | (all_0_47_47 = e0 & all_0_58_58 = e2 &  ~ (all_0_49_49 = e2)) | (all_0_47_47 = e0 & all_0_58_58 = e2 &  ~ (all_0_56_56 = e0))
% 60.36/25.50  										|
% 60.36/25.50  											+-Applying beta-rule and splitting (109), into two cases.
% 60.36/25.50  											|-Branch one:
% 60.36/25.50  											| (352) all_0_52_52 = e2
% 60.36/25.50  											|
% 60.36/25.50  												| Equations (352) can reduce 342 to:
% 60.36/25.50  												| (266) $false
% 60.36/25.50  												|
% 60.36/25.50  												|-The branch is then unsatisfiable
% 60.36/25.50  											|-Branch two:
% 60.36/25.50  											| (342)  ~ (all_0_52_52 = e2)
% 60.36/25.50  											| (355) all_0_52_52 = e4 | all_0_52_52 = e1
% 60.36/25.50  											|
% 60.36/25.50  												+-Applying beta-rule and splitting (781), into two cases.
% 60.36/25.50  												|-Branch one:
% 60.36/25.50  												| (789) (all_0_41_41 = e0 & all_0_58_58 = e3 &  ~ (all_0_44_44 = e3)) | (all_0_41_41 = e0 & all_0_58_58 = e3 &  ~ (all_0_55_55 = e0)) | (all_0_47_47 = e1 & all_0_52_52 = e2 &  ~ (all_0_48_48 = e2)) | (all_0_47_47 = e1 & all_0_52_52 = e2 &  ~ (all_0_51_51 = e1)) | (all_0_47_47 = e0 & all_0_58_58 = e2 &  ~ (all_0_49_49 = e2))
% 60.36/25.50  												|
% 60.36/25.50  													+-Applying beta-rule and splitting (789), into two cases.
% 60.36/25.50  													|-Branch one:
% 60.36/25.50  													| (790) (all_0_41_41 = e0 & all_0_58_58 = e3 &  ~ (all_0_44_44 = e3)) | (all_0_41_41 = e0 & all_0_58_58 = e3 &  ~ (all_0_55_55 = e0)) | (all_0_47_47 = e1 & all_0_52_52 = e2 &  ~ (all_0_48_48 = e2)) | (all_0_47_47 = e1 & all_0_52_52 = e2 &  ~ (all_0_51_51 = e1))
% 60.36/25.50  													|
% 60.36/25.50  														+-Applying beta-rule and splitting (790), into two cases.
% 60.36/25.50  														|-Branch one:
% 60.36/25.50  														| (791) (all_0_41_41 = e0 & all_0_58_58 = e3 &  ~ (all_0_44_44 = e3)) | (all_0_41_41 = e0 & all_0_58_58 = e3 &  ~ (all_0_55_55 = e0)) | (all_0_47_47 = e1 & all_0_52_52 = e2 &  ~ (all_0_48_48 = e2))
% 60.36/25.50  														|
% 60.36/25.50  															+-Applying beta-rule and splitting (791), into two cases.
% 60.36/25.50  															|-Branch one:
% 60.36/25.50  															| (792) (all_0_41_41 = e0 & all_0_58_58 = e3 &  ~ (all_0_44_44 = e3)) | (all_0_41_41 = e0 & all_0_58_58 = e3 &  ~ (all_0_55_55 = e0))
% 60.36/25.50  															|
% 60.36/25.50  																+-Applying beta-rule and splitting (792), into two cases.
% 60.36/25.50  																|-Branch one:
% 60.36/25.50  																| (793) all_0_41_41 = e0 & all_0_58_58 = e3 &  ~ (all_0_44_44 = e3)
% 60.36/25.50  																|
% 60.36/25.50  																	| Applying alpha-rule on (793) yields:
% 60.36/25.50  																	| (794) all_0_41_41 = e0
% 60.36/25.50  																	| (795) all_0_58_58 = e3
% 60.36/25.50  																	| (407)  ~ (all_0_44_44 = e3)
% 60.36/25.50  																	|
% 60.36/25.50  																	| Equations (795) can reduce 276 to:
% 60.36/25.50  																	| (266) $false
% 60.36/25.50  																	|
% 60.36/25.50  																	|-The branch is then unsatisfiable
% 60.36/25.50  																|-Branch two:
% 60.36/25.50  																| (800) all_0_41_41 = e0 & all_0_58_58 = e3 &  ~ (all_0_55_55 = e0)
% 60.36/25.50  																|
% 60.36/25.50  																	| Applying alpha-rule on (800) yields:
% 60.36/25.50  																	| (794) all_0_41_41 = e0
% 60.36/25.50  																	| (795) all_0_58_58 = e3
% 60.36/25.50  																	| (803)  ~ (all_0_55_55 = e0)
% 60.36/25.50  																	|
% 60.36/25.50  																	| Equations (795) can reduce 276 to:
% 60.36/25.50  																	| (266) $false
% 60.36/25.50  																	|
% 60.36/25.50  																	|-The branch is then unsatisfiable
% 60.36/25.50  															|-Branch two:
% 60.36/25.50  															| (807) all_0_47_47 = e1 & all_0_52_52 = e2 &  ~ (all_0_48_48 = e2)
% 60.36/25.50  															|
% 60.36/25.50  																| Applying alpha-rule on (807) yields:
% 60.36/25.50  																| (654) all_0_47_47 = e1
% 60.36/25.50  																| (352) all_0_52_52 = e2
% 60.36/25.50  																| (810)  ~ (all_0_48_48 = e2)
% 60.36/25.50  																|
% 60.36/25.50  																| Equations (352) can reduce 342 to:
% 60.36/25.50  																| (266) $false
% 60.36/25.50  																|
% 60.36/25.50  																|-The branch is then unsatisfiable
% 60.36/25.50  														|-Branch two:
% 60.36/25.50  														| (813) all_0_47_47 = e1 & all_0_52_52 = e2 &  ~ (all_0_51_51 = e1)
% 60.36/25.50  														|
% 60.36/25.50  															| Applying alpha-rule on (813) yields:
% 60.36/25.50  															| (654) all_0_47_47 = e1
% 60.36/25.50  															| (352) all_0_52_52 = e2
% 60.36/25.50  															| (464)  ~ (all_0_51_51 = e1)
% 60.36/25.50  															|
% 60.36/25.50  															| Equations (352) can reduce 342 to:
% 60.36/25.50  															| (266) $false
% 60.36/25.50  															|
% 60.36/25.50  															|-The branch is then unsatisfiable
% 60.36/25.50  													|-Branch two:
% 60.36/25.50  													| (819) all_0_47_47 = e0 & all_0_58_58 = e2 &  ~ (all_0_49_49 = e2)
% 60.36/25.50  													|
% 60.36/25.50  														| Applying alpha-rule on (819) yields:
% 60.36/25.50  														| (674) all_0_47_47 = e0
% 60.36/25.50  														| (624) all_0_58_58 = e2
% 60.36/25.50  														| (340)  ~ (all_0_49_49 = e2)
% 60.36/25.50  														|
% 60.36/25.50  														| Equations (624) can reduce 908 to:
% 60.36/25.50  														| (266) $false
% 60.36/25.50  														|
% 60.36/25.50  														|-The branch is then unsatisfiable
% 60.36/25.50  												|-Branch two:
% 60.36/25.50  												| (825) all_0_47_47 = e0 & all_0_58_58 = e2 &  ~ (all_0_56_56 = e0)
% 60.36/25.50  												|
% 60.36/25.50  													| Applying alpha-rule on (825) yields:
% 60.36/25.50  													| (674) all_0_47_47 = e0
% 60.36/25.50  													| (624) all_0_58_58 = e2
% 60.36/25.50  													| (828)  ~ (all_0_56_56 = e0)
% 60.36/25.50  													|
% 60.36/25.50  													| Equations (624) can reduce 908 to:
% 60.36/25.50  													| (266) $false
% 60.36/25.50  													|
% 60.36/25.50  													|-The branch is then unsatisfiable
% 60.36/25.50  									|-Branch two:
% 60.36/25.50  									| (810)  ~ (all_0_48_48 = e2)
% 60.36/25.50  									| (10167) all_0_52_52 = e2 | all_0_57_57 = e2
% 60.36/25.50  									|
% 60.36/25.50  										+-Applying beta-rule and splitting (53), into two cases.
% 60.36/25.50  										|-Branch one:
% 60.36/25.50  										| (1794) all_0_46_46 = e2
% 60.36/25.50  										|
% 60.36/25.50  											| Equations (1794) can reduce 43 to:
% 60.36/25.50  											| (85)  ~ (all_0_41_41 = e2)
% 60.36/25.50  											|
% 60.36/25.50  											| Equations (1794) can reduce 208 to:
% 60.36/25.50  											| (339)  ~ (all_0_49_49 = e2)
% 60.36/25.50  											|
% 60.36/25.50  											| Simplifying 339 yields:
% 60.36/25.50  											| (340)  ~ (all_0_49_49 = e2)
% 60.36/25.50  											|
% 60.36/25.50  											| Equations (1794) can reduce 35 to:
% 60.36/25.50  											| (301)  ~ (all_0_50_50 = e2)
% 60.36/25.50  											|
% 60.36/25.50  											| Simplifying 301 yields:
% 60.36/25.50  											| (302)  ~ (all_0_50_50 = e2)
% 60.36/25.50  											|
% 60.36/25.50  											| Equations (1794) can reduce 58 to:
% 60.36/25.50  											| (303)  ~ (all_0_55_55 = e2)
% 60.36/25.50  											|
% 60.36/25.50  											| Simplifying 303 yields:
% 60.36/25.50  											| (304)  ~ (all_0_55_55 = e2)
% 60.36/25.50  											|
% 60.36/25.50  											| Equations (1794) can reduce 250 to:
% 60.36/25.50  											| (327)  ~ (e4 = e2)
% 60.36/25.50  											|
% 60.36/25.50  											| Simplifying 327 yields:
% 60.36/25.50  											| (48)  ~ (e4 = e2)
% 60.36/25.50  											|
% 60.36/25.50  											| From (1794) and (120) follows:
% 60.36/25.50  											| (5793) op(e2, e3) = e2
% 60.36/25.50  											|
% 60.36/25.50  											+-Applying beta-rule and splitting (222), into two cases.
% 60.36/25.50  											|-Branch one:
% 60.36/25.50  											| (386) all_0_55_55 = e2
% 60.36/25.50  											|
% 60.36/25.50  												| Equations (386) can reduce 304 to:
% 60.36/25.50  												| (266) $false
% 60.36/25.50  												|
% 60.36/25.50  												|-The branch is then unsatisfiable
% 60.36/25.50  											|-Branch two:
% 60.36/25.50  											| (304)  ~ (all_0_55_55 = e2)
% 60.36/25.50  											| (389) all_0_56_56 = e2 | all_0_57_57 = e2 | all_0_58_58 = e2
% 60.36/25.50  											|
% 60.36/25.50  												+-Applying beta-rule and splitting (109), into two cases.
% 60.36/25.50  												|-Branch one:
% 60.36/25.50  												| (352) all_0_52_52 = e2
% 60.36/25.50  												|
% 60.36/25.50  													| Equations (352) can reduce 217 to:
% 60.36/25.50  													| (96)  ~ (all_0_43_43 = e2)
% 60.36/25.50  													|
% 60.36/25.50  													| Equations (352) can reduce 202 to:
% 60.36/25.50  													| (810)  ~ (all_0_48_48 = e2)
% 60.36/25.50  													|
% 60.36/25.50  													| Equations (352) can reduce 101 to:
% 60.36/25.50  													| (302)  ~ (all_0_50_50 = e2)
% 60.36/25.50  													|
% 60.36/25.50  													| Equations (352) can reduce 46 to:
% 60.36/25.50  													| (508)  ~ (all_0_53_53 = e2)
% 60.36/25.50  													|
% 60.36/25.50  													| Simplifying 508 yields:
% 60.36/25.50  													| (509)  ~ (all_0_53_53 = e2)
% 60.36/25.50  													|
% 60.36/25.50  													| Equations (352) can reduce 11 to:
% 60.36/25.50  													| (343)  ~ (all_0_57_57 = e2)
% 60.36/25.50  													|
% 60.36/25.50  													| Simplifying 343 yields:
% 60.36/25.50  													| (344)  ~ (all_0_57_57 = e2)
% 60.36/25.50  													|
% 60.36/25.50  													| From (352) and (124) follows:
% 60.36/25.50  													| (10182) op(e1, e1) = e2
% 60.36/25.50  													|
% 60.36/25.50  													+-Applying beta-rule and splitting (389), into two cases.
% 60.36/25.50  													|-Branch one:
% 60.36/25.50  													| (833) all_0_56_56 = e2
% 60.36/25.50  													|
% 60.36/25.50  														| Equations (833) can reduce 236 to:
% 60.36/25.50  														| (51)  ~ (all_0_42_42 = e2)
% 60.36/25.50  														|
% 60.36/25.50  														| Equations (833) can reduce 91 to:
% 60.36/25.50  														| (338)  ~ (all_0_47_47 = e2)
% 60.36/25.50  														|
% 60.36/25.50  														| Equations (833) can reduce 16 to:
% 60.36/25.50  														| (1099)  ~ (all_0_51_51 = e2)
% 60.36/25.50  														|
% 60.36/25.50  														| Equations (833) can reduce 153 to:
% 60.36/25.50  														| (304)  ~ (all_0_55_55 = e2)
% 60.36/25.50  														|
% 60.36/25.50  														| Equations (833) can reduce 140 to:
% 60.36/25.50  														| (343)  ~ (all_0_57_57 = e2)
% 60.36/25.50  														|
% 60.36/25.50  														| Simplifying 343 yields:
% 60.36/25.50  														| (344)  ~ (all_0_57_57 = e2)
% 60.36/25.50  														|
% 60.36/25.50  														| Equations (833) can reduce 44 to:
% 60.36/25.50  														| (1186)  ~ (all_0_58_58 = e2)
% 60.36/25.50  														|
% 60.36/25.50  														| Simplifying 1186 yields:
% 60.36/25.50  														| (908)  ~ (all_0_58_58 = e2)
% 60.36/25.50  														|
% 60.36/25.50  														| Equations (833) can reduce 272 to:
% 60.36/25.50  														| (626)  ~ (e3 = e2)
% 60.36/25.50  														|
% 60.36/25.50  														| Simplifying 626 yields:
% 60.36/25.50  														| (212)  ~ (e3 = e2)
% 60.36/25.50  														|
% 60.36/25.50  														+-Applying beta-rule and splitting (163), into two cases.
% 60.36/25.50  														|-Branch one:
% 60.36/25.50  														| (565) all_0_52_52 = e4
% 60.36/25.50  														|
% 60.36/25.50  															| Combining equations (352,565) yields a new equation:
% 60.36/25.50  															| (323) e4 = e2
% 60.36/25.50  															|
% 60.36/25.50  															| Equations (323) can reduce 48 to:
% 60.36/25.50  															| (266) $false
% 60.36/25.50  															|
% 60.36/25.50  															|-The branch is then unsatisfiable
% 60.36/25.50  														|-Branch two:
% 60.36/25.50  														| (780)  ~ (all_0_52_52 = e4)
% 60.36/25.50  														| (781) (all_0_41_41 = e0 & all_0_58_58 = e3 &  ~ (all_0_44_44 = e3)) | (all_0_41_41 = e0 & all_0_58_58 = e3 &  ~ (all_0_55_55 = e0)) | (all_0_47_47 = e1 & all_0_52_52 = e2 &  ~ (all_0_48_48 = e2)) | (all_0_47_47 = e1 & all_0_52_52 = e2 &  ~ (all_0_51_51 = e1)) | (all_0_47_47 = e0 & all_0_58_58 = e2 &  ~ (all_0_49_49 = e2)) | (all_0_47_47 = e0 & all_0_58_58 = e2 &  ~ (all_0_56_56 = e0))
% 60.36/25.50  														|
% 60.36/25.50  															| Equations (352) can reduce 780 to:
% 60.36/25.50  															| (327)  ~ (e4 = e2)
% 60.36/25.50  															|
% 60.36/25.50  															| Simplifying 327 yields:
% 60.36/25.50  															| (48)  ~ (e4 = e2)
% 60.36/25.50  															|
% 60.36/25.50  															+-Applying beta-rule and splitting (781), into two cases.
% 60.36/25.50  															|-Branch one:
% 60.36/25.50  															| (789) (all_0_41_41 = e0 & all_0_58_58 = e3 &  ~ (all_0_44_44 = e3)) | (all_0_41_41 = e0 & all_0_58_58 = e3 &  ~ (all_0_55_55 = e0)) | (all_0_47_47 = e1 & all_0_52_52 = e2 &  ~ (all_0_48_48 = e2)) | (all_0_47_47 = e1 & all_0_52_52 = e2 &  ~ (all_0_51_51 = e1)) | (all_0_47_47 = e0 & all_0_58_58 = e2 &  ~ (all_0_49_49 = e2))
% 60.36/25.50  															|
% 60.36/25.50  																+-Applying beta-rule and splitting (789), into two cases.
% 60.36/25.50  																|-Branch one:
% 60.36/25.50  																| (790) (all_0_41_41 = e0 & all_0_58_58 = e3 &  ~ (all_0_44_44 = e3)) | (all_0_41_41 = e0 & all_0_58_58 = e3 &  ~ (all_0_55_55 = e0)) | (all_0_47_47 = e1 & all_0_52_52 = e2 &  ~ (all_0_48_48 = e2)) | (all_0_47_47 = e1 & all_0_52_52 = e2 &  ~ (all_0_51_51 = e1))
% 60.36/25.50  																|
% 60.36/25.50  																	+-Applying beta-rule and splitting (790), into two cases.
% 60.36/25.50  																	|-Branch one:
% 60.36/25.50  																	| (791) (all_0_41_41 = e0 & all_0_58_58 = e3 &  ~ (all_0_44_44 = e3)) | (all_0_41_41 = e0 & all_0_58_58 = e3 &  ~ (all_0_55_55 = e0)) | (all_0_47_47 = e1 & all_0_52_52 = e2 &  ~ (all_0_48_48 = e2))
% 60.36/25.50  																	|
% 60.36/25.50  																		+-Applying beta-rule and splitting (791), into two cases.
% 60.36/25.50  																		|-Branch one:
% 60.36/25.50  																		| (792) (all_0_41_41 = e0 & all_0_58_58 = e3 &  ~ (all_0_44_44 = e3)) | (all_0_41_41 = e0 & all_0_58_58 = e3 &  ~ (all_0_55_55 = e0))
% 60.36/25.50  																		|
% 60.36/25.50  																			+-Applying beta-rule and splitting (792), into two cases.
% 60.36/25.50  																			|-Branch one:
% 60.36/25.50  																			| (793) all_0_41_41 = e0 & all_0_58_58 = e3 &  ~ (all_0_44_44 = e3)
% 60.36/25.50  																			|
% 60.36/25.50  																				| Applying alpha-rule on (793) yields:
% 60.36/25.50  																				| (794) all_0_41_41 = e0
% 60.36/25.50  																				| (795) all_0_58_58 = e3
% 60.36/25.50  																				| (407)  ~ (all_0_44_44 = e3)
% 60.36/25.50  																				|
% 60.36/25.50  																				| Equations (795) can reduce 276 to:
% 60.36/25.50  																				| (266) $false
% 60.36/25.50  																				|
% 60.36/25.50  																				|-The branch is then unsatisfiable
% 60.36/25.50  																			|-Branch two:
% 60.36/25.50  																			| (800) all_0_41_41 = e0 & all_0_58_58 = e3 &  ~ (all_0_55_55 = e0)
% 60.36/25.50  																			|
% 60.36/25.50  																				| Applying alpha-rule on (800) yields:
% 60.36/25.50  																				| (794) all_0_41_41 = e0
% 60.36/25.50  																				| (795) all_0_58_58 = e3
% 60.36/25.50  																				| (803)  ~ (all_0_55_55 = e0)
% 60.36/25.50  																				|
% 60.36/25.50  																				| Equations (795) can reduce 276 to:
% 60.36/25.50  																				| (266) $false
% 60.36/25.50  																				|
% 60.36/25.50  																				|-The branch is then unsatisfiable
% 60.36/25.50  																		|-Branch two:
% 60.36/25.50  																		| (807) all_0_47_47 = e1 & all_0_52_52 = e2 &  ~ (all_0_48_48 = e2)
% 60.36/25.50  																		|
% 60.36/25.50  																			| Applying alpha-rule on (807) yields:
% 60.36/25.50  																			| (654) all_0_47_47 = e1
% 60.36/25.50  																			| (352) all_0_52_52 = e2
% 60.36/25.50  																			| (810)  ~ (all_0_48_48 = e2)
% 60.36/25.50  																			|
% 60.36/25.50  																			| Equations (654) can reduce 198 to:
% 60.36/25.50  																			| (1380)  ~ (all_0_42_42 = e1)
% 60.36/25.50  																			|
% 60.36/25.50  																			| Equations (654) can reduce 114 to:
% 60.36/25.50  																			| (11581)  ~ (all_0_48_48 = e1)
% 60.36/25.50  																			|
% 60.36/25.50  																			| Simplifying 11581 yields:
% 60.36/25.50  																			| (619)  ~ (all_0_48_48 = e1)
% 60.36/25.50  																			|
% 60.36/25.50  																			| Equations (654) can reduce 86 to:
% 60.36/25.50  																			| (1419)  ~ (all_0_49_49 = e1)
% 60.36/25.50  																			|
% 60.36/25.50  																			| Simplifying 1419 yields:
% 60.36/25.50  																			| (1064)  ~ (all_0_49_49 = e1)
% 60.36/25.50  																			|
% 60.36/25.50  																			| Equations (654) can reduce 224 to:
% 60.36/25.50  																			| (463)  ~ (all_0_51_51 = e1)
% 60.36/25.50  																			|
% 60.36/25.50  																			| Simplifying 463 yields:
% 60.36/25.50  																			| (464)  ~ (all_0_51_51 = e1)
% 60.36/25.50  																			|
% 60.36/25.50  																			| Equations (654) can reduce 252 to:
% 60.36/25.50  																			| (602)  ~ (e4 = e1)
% 60.36/25.50  																			|
% 60.36/25.50  																			| Simplifying 602 yields:
% 60.36/25.50  																			| (110)  ~ (e4 = e1)
% 60.36/25.50  																			|
% 60.36/25.50  																			| Equations (654) can reduce 338 to:
% 60.36/25.50  																			| (604)  ~ (e2 = e1)
% 60.36/25.50  																			|
% 60.36/25.50  																			| Simplifying 604 yields:
% 60.36/25.50  																			| (122)  ~ (e2 = e1)
% 60.36/25.50  																			|
% 60.36/25.50  																			| From (654) and (23) follows:
% 60.36/25.51  																			| (9478) op(e2, e2) = e1
% 60.36/25.51  																			|
% 60.36/25.51  																			+-Applying beta-rule and splitting (78), into two cases.
% 60.36/25.51  																			|-Branch one:
% 60.36/25.51  																			| (423) all_0_45_45 = e3
% 60.36/25.51  																			|
% 60.36/25.51  																				| Combining equations (423,248) yields a new equation:
% 60.36/25.51  																				| (425) e4 = e3
% 60.36/25.51  																				|
% 60.36/25.51  																				| Equations (425) can reduce 188 to:
% 60.36/25.51  																				| (266) $false
% 60.36/25.51  																				|
% 60.36/25.51  																				|-The branch is then unsatisfiable
% 60.36/25.51  																			|-Branch two:
% 60.36/25.51  																			| (427)  ~ (all_0_45_45 = e3)
% 60.36/25.51  																			| (428) all_0_46_46 = e3 | all_0_47_47 = e3 | all_0_49_49 = e3
% 60.36/25.51  																			|
% 60.36/25.51  																				+-Applying beta-rule and splitting (428), into two cases.
% 60.36/25.51  																				|-Branch one:
% 60.36/25.51  																				| (1557) all_0_46_46 = e3
% 60.36/25.51  																				|
% 60.36/25.51  																					| Combining equations (1794,1557) yields a new equation:
% 60.36/25.51  																					| (662) e3 = e2
% 60.36/25.51  																					|
% 60.36/25.51  																					| Equations (662) can reduce 212 to:
% 60.36/25.51  																					| (266) $false
% 60.36/25.51  																					|
% 60.36/25.51  																					|-The branch is then unsatisfiable
% 60.36/25.51  																				|-Branch two:
% 60.36/25.51  																				| (409)  ~ (all_0_46_46 = e3)
% 60.36/25.51  																				| (1561) all_0_47_47 = e3 | all_0_49_49 = e3
% 60.36/25.51  																				|
% 60.36/25.51  																					+-Applying beta-rule and splitting (1561), into two cases.
% 60.36/25.51  																					|-Branch one:
% 60.36/25.51  																					| (522) all_0_47_47 = e3
% 60.36/25.51  																					|
% 60.36/25.51  																						| Combining equations (654,522) yields a new equation:
% 60.36/25.51  																						| (455) e3 = e1
% 60.36/25.51  																						|
% 60.36/25.51  																						| Equations (455) can reduce 213 to:
% 60.36/25.51  																						| (266) $false
% 60.36/25.51  																						|
% 60.36/25.51  																						|-The branch is then unsatisfiable
% 60.36/25.51  																					|-Branch two:
% 60.36/25.51  																					| (1091)  ~ (all_0_47_47 = e3)
% 60.36/25.51  																					| (884) all_0_49_49 = e3
% 60.36/25.51  																					|
% 60.36/25.51  																						| Equations (884) can reduce 9 to:
% 60.36/25.51  																						| (407)  ~ (all_0_44_44 = e3)
% 60.36/25.51  																						|
% 60.36/25.51  																						| Equations (884) can reduce 185 to:
% 60.36/25.51  																						| (215)  ~ (all_0_48_48 = e3)
% 60.36/25.51  																						|
% 60.36/25.51  																						| Equations (884) can reduce 65 to:
% 60.36/25.51  																						| (1114)  ~ (all_0_53_53 = e3)
% 60.36/25.51  																						|
% 60.36/25.51  																						| Simplifying 1114 yields:
% 60.36/25.51  																						| (903)  ~ (all_0_53_53 = e3)
% 60.36/25.51  																						|
% 60.36/25.51  																						| Equations (884) can reduce 1064 to:
% 60.36/25.51  																						| (213)  ~ (e3 = e1)
% 60.36/25.51  																						|
% 60.36/25.51  																						| From (884) and (55) follows:
% 60.36/25.51  																						| (1581) op(e2, e0) = e3
% 60.36/25.51  																						|
% 60.36/25.51  																						+-Applying beta-rule and splitting (228), into two cases.
% 60.36/25.51  																						|-Branch one:
% 60.36/25.51  																						| (335) all_0_48_48 = e2
% 60.36/25.51  																						|
% 60.36/25.51  																							| Equations (335) can reduce 810 to:
% 60.36/25.51  																							| (266) $false
% 60.36/25.51  																							|
% 60.36/25.51  																							|-The branch is then unsatisfiable
% 60.36/25.51  																						|-Branch two:
% 60.36/25.51  																						| (810)  ~ (all_0_48_48 = e2)
% 60.36/25.51  																						| (10218) all_0_48_48 = e4 | all_0_48_48 = e1 | all_0_48_48 = e0
% 60.36/25.51  																						|
% 60.36/25.51  																							+-Applying beta-rule and splitting (10218), into two cases.
% 60.36/25.51  																							|-Branch one:
% 60.36/25.51  																							| (943) all_0_48_48 = e4
% 60.36/25.51  																							|
% 60.36/25.51  																								| Equations (943) can reduce 254 to:
% 60.36/25.51  																								| (266) $false
% 60.36/25.51  																								|
% 60.36/25.51  																								|-The branch is then unsatisfiable
% 60.36/25.51  																							|-Branch two:
% 60.36/25.51  																							| (254)  ~ (all_0_48_48 = e4)
% 60.36/25.51  																							| (10222) all_0_48_48 = e1 | all_0_48_48 = e0
% 60.36/25.51  																							|
% 60.36/25.51  																								+-Applying beta-rule and splitting (10222), into two cases.
% 60.36/25.51  																								|-Branch one:
% 60.36/25.51  																								| (1279) all_0_48_48 = e0
% 60.36/25.51  																								|
% 60.36/25.51  																									| Equations (1279) can reduce 17 to:
% 60.36/25.51  																									| (5470)  ~ (all_0_43_43 = e0)
% 60.36/25.51  																									|
% 60.36/25.51  																									| Equations (1279) can reduce 239 to:
% 60.36/25.51  																									| (363)  ~ (all_0_57_57 = e0)
% 60.36/25.51  																									|
% 60.36/25.51  																									| Simplifying 363 yields:
% 60.36/25.51  																									| (364)  ~ (all_0_57_57 = e0)
% 60.36/25.51  																									|
% 60.36/25.51  																									| Equations (1279) can reduce 254 to:
% 60.36/25.51  																									| (401)  ~ (e4 = e0)
% 60.36/25.51  																									|
% 60.36/25.51  																									| Simplifying 401 yields:
% 60.36/25.51  																									| (49)  ~ (e4 = e0)
% 60.36/25.51  																									|
% 60.36/25.51  																									| Equations (1279) can reduce 215 to:
% 60.36/25.51  																									| (541)  ~ (e3 = e0)
% 60.36/25.51  																									|
% 60.36/25.51  																									| Simplifying 541 yields:
% 60.36/25.51  																									| (80)  ~ (e3 = e0)
% 60.36/25.51  																									|
% 60.36/25.51  																									| Equations (1279) can reduce 810 to:
% 60.36/25.51  																									| (365)  ~ (e2 = e0)
% 60.36/25.51  																									|
% 60.36/25.51  																									| Simplifying 365 yields:
% 60.36/25.51  																									| (128)  ~ (e2 = e0)
% 60.36/25.51  																									|
% 60.36/25.51  																									| From (1279) and (192) follows:
% 60.36/25.51  																									| (14938) op(e2, e1) = e0
% 60.36/25.51  																									|
% 60.36/25.51  																									+-Applying beta-rule and splitting (168), into two cases.
% 60.36/25.51  																									|-Branch one:
% 60.36/25.51  																									| (415) all_0_50_50 = e3
% 60.36/25.51  																									|
% 60.36/25.51  																										| Equations (415) can reduce 221 to:
% 60.36/25.51  																										| (1898)  ~ (all_0_41_41 = e3)
% 60.36/25.51  																										|
% 60.36/25.51  																										| Equations (415) can reduce 190 to:
% 60.36/25.51  																										| (1114)  ~ (all_0_53_53 = e3)
% 60.36/25.51  																										|
% 60.36/25.51  																										| Simplifying 1114 yields:
% 60.36/25.51  																										| (903)  ~ (all_0_53_53 = e3)
% 60.36/25.51  																										|
% 60.36/25.51  																										| Equations (415) can reduce 93 to:
% 60.36/25.51  																										| (269)  ~ (all_0_55_55 = e3)
% 60.36/25.51  																										|
% 60.36/25.51  																										| Simplifying 269 yields:
% 60.36/25.51  																										| (270)  ~ (all_0_55_55 = e3)
% 60.36/25.51  																										|
% 60.36/25.51  																										| Equations (415) can reduce 566 to:
% 60.36/25.51  																										| (277)  ~ (e4 = e3)
% 60.36/25.51  																										|
% 60.36/25.51  																										| Simplifying 277 yields:
% 60.36/25.51  																										| (188)  ~ (e4 = e3)
% 60.36/25.51  																										|
% 60.36/25.51  																										| From (415) and (242) follows:
% 60.36/25.51  																										| (1934) op(e1, e3) = e3
% 60.36/25.51  																										|
% 60.36/25.51  																										+-Applying beta-rule and splitting (113), into two cases.
% 60.36/25.51  																										|-Branch one:
% 60.36/25.51  																										| (403) all_0_41_41 = e3
% 60.36/25.51  																										|
% 60.36/25.51  																											| Equations (403) can reduce 1898 to:
% 60.36/25.51  																											| (266) $false
% 60.36/25.51  																											|
% 60.36/25.51  																											|-The branch is then unsatisfiable
% 60.36/25.51  																										|-Branch two:
% 60.36/25.51  																										| (1898)  ~ (all_0_41_41 = e3)
% 60.36/25.51  																										| (1899) all_0_42_42 = e3 | all_0_44_44 = e3
% 60.36/25.51  																										|
% 60.36/25.51  																											+-Applying beta-rule and splitting (160), into two cases.
% 60.36/25.51  																											|-Branch one:
% 60.36/25.51  																											| (601) all_0_50_50 = e1
% 60.36/25.51  																											|
% 60.36/25.51  																												| Combining equations (415,601) yields a new equation:
% 60.36/25.51  																												| (454) e3 = e1
% 60.36/25.51  																												|
% 60.36/25.51  																												| Simplifying 454 yields:
% 60.36/25.51  																												| (455) e3 = e1
% 60.36/25.51  																												|
% 60.36/25.51  																												| Equations (455) can reduce 213 to:
% 60.36/25.51  																												| (266) $false
% 60.36/25.51  																												|
% 60.36/25.51  																												|-The branch is then unsatisfiable
% 60.36/25.51  																											|-Branch two:
% 60.36/25.51  																											| (759)  ~ (all_0_50_50 = e1)
% 60.36/25.51  																											| (1168) all_0_51_51 = e1 | all_0_52_52 = e1 | all_0_53_53 = e1
% 60.36/25.51  																											|
% 60.36/25.51  																												+-Applying beta-rule and splitting (1899), into two cases.
% 60.36/25.51  																												|-Branch one:
% 60.36/25.51  																												| (516) all_0_42_42 = e3
% 60.36/25.51  																												|
% 60.36/25.51  																													| Equations (516) can reduce 214 to:
% 60.36/25.51  																													| (1898)  ~ (all_0_41_41 = e3)
% 60.36/25.51  																													|
% 60.36/25.51  																													| Equations (516) can reduce 240 to:
% 60.39/25.51  																													| (47205)  ~ (all_0_43_43 = e3)
% 60.39/25.51  																													|
% 60.39/25.51  																													| Simplifying 47205 yields:
% 60.39/25.51  																													| (99)  ~ (all_0_43_43 = e3)
% 60.39/25.51  																													|
% 60.39/25.51  																													| Equations (516) can reduce 73 to:
% 60.39/25.51  																													| (406)  ~ (all_0_44_44 = e3)
% 60.39/25.51  																													|
% 60.39/25.51  																													| Simplifying 406 yields:
% 60.39/25.51  																													| (407)  ~ (all_0_44_44 = e3)
% 60.39/25.51  																													|
% 60.39/25.51  																													| Equations (516) can reduce 61 to:
% 60.39/25.51  																													| (1925)  ~ (all_0_51_51 = e3)
% 60.39/25.51  																													|
% 60.39/25.51  																													| Simplifying 1925 yields:
% 60.39/25.51  																													| (664)  ~ (all_0_51_51 = e3)
% 60.39/25.51  																													|
% 60.39/25.51  																													| Equations (516) can reduce 358 to:
% 60.39/25.51  																													| (80)  ~ (e3 = e0)
% 60.39/25.51  																													|
% 60.39/25.51  																													| From (516) and (210) follows:
% 60.39/25.51  																													| (4285) op(e3, e2) = e3
% 60.39/25.51  																													|
% 60.39/25.51  																													+-Applying beta-rule and splitting (1168), into two cases.
% 60.39/25.51  																													|-Branch one:
% 60.39/25.51  																													| (1109) all_0_51_51 = e1
% 60.39/25.51  																													|
% 60.39/25.51  																														| Equations (1109) can reduce 464 to:
% 60.39/25.51  																														| (266) $false
% 60.39/25.51  																														|
% 60.39/25.51  																														|-The branch is then unsatisfiable
% 60.39/25.51  																													|-Branch two:
% 60.39/25.51  																													| (464)  ~ (all_0_51_51 = e1)
% 60.39/25.51  																													| (1202) all_0_52_52 = e1 | all_0_53_53 = e1
% 60.39/25.51  																													|
% 60.39/25.51  																														+-Applying beta-rule and splitting (1202), into two cases.
% 60.39/25.51  																														|-Branch one:
% 60.39/25.51  																														| (642) all_0_52_52 = e1
% 60.39/25.51  																														|
% 60.39/25.51  																															| Combining equations (642,352) yields a new equation:
% 60.39/25.51  																															| (617) e2 = e1
% 60.39/25.51  																															|
% 60.39/25.51  																															| Equations (617) can reduce 122 to:
% 60.39/25.51  																															| (266) $false
% 60.39/25.51  																															|
% 60.39/25.51  																															|-The branch is then unsatisfiable
% 60.39/25.51  																														|-Branch two:
% 60.39/25.51  																														| (646)  ~ (all_0_52_52 = e1)
% 60.39/25.51  																														| (1208) all_0_53_53 = e1
% 60.39/25.51  																														|
% 60.39/25.51  																															| Equations (1208) can reduce 220 to:
% 60.39/25.51  																															| (639)  ~ (all_0_44_44 = e1)
% 60.39/25.51  																															|
% 60.39/25.51  																															| Equations (1208) can reduce 6 to:
% 60.39/25.51  																															| (464)  ~ (all_0_51_51 = e1)
% 60.39/25.51  																															|
% 60.39/25.51  																															| Equations (1208) can reduce 10 to:
% 60.39/25.51  																															| (879)  ~ (all_0_58_58 = e1)
% 60.39/25.51  																															|
% 60.39/25.51  																															| Simplifying 879 yields:
% 60.39/25.51  																															| (880)  ~ (all_0_58_58 = e1)
% 60.39/25.51  																															|
% 60.39/25.51  																															| Equations (1208) can reduce 903 to:
% 60.39/25.51  																															| (467)  ~ (e3 = e1)
% 60.39/25.51  																															|
% 60.39/25.51  																															| Simplifying 467 yields:
% 60.39/25.51  																															| (213)  ~ (e3 = e1)
% 60.39/25.51  																															|
% 60.39/25.51  																															| Equations (1208) can reduce 247 to:
% 60.39/25.51  																															| (233)  ~ (e1 = e0)
% 60.39/25.51  																															|
% 60.39/25.51  																															+-Applying beta-rule and splitting (231), into two cases.
% 60.39/25.51  																															|-Branch one:
% 60.39/25.51  																															| (775) all_0_50_50 = e4
% 60.39/25.51  																															|
% 60.39/25.51  																																| Combining equations (415,775) yields a new equation:
% 60.39/25.51  																																| (425) e4 = e3
% 60.39/25.51  																																|
% 60.39/25.51  																																| Equations (425) can reduce 188 to:
% 60.39/25.51  																																| (266) $false
% 60.39/25.51  																																|
% 60.39/25.51  																																|-The branch is then unsatisfiable
% 60.39/25.51  																															|-Branch two:
% 60.39/25.51  																															| (566)  ~ (all_0_50_50 = e4)
% 60.39/25.51  																															| (1071) all_0_51_51 = e4 | all_0_52_52 = e4 | all_0_53_53 = e4
% 60.39/25.51  																															|
% 60.39/25.51  																																| Equations (415) can reduce 566 to:
% 60.39/25.51  																																| (277)  ~ (e4 = e3)
% 60.39/25.51  																																|
% 60.39/25.51  																																| Simplifying 277 yields:
% 60.39/25.51  																																| (188)  ~ (e4 = e3)
% 60.39/25.51  																																|
% 60.39/25.51  																																+-Applying beta-rule and splitting (1071), into two cases.
% 60.39/25.51  																																|-Branch one:
% 60.39/25.51  																																| (1101) all_0_51_51 = e4
% 60.39/25.51  																																|
% 60.39/25.51  																																	| Equations (1101) can reduce 664 to:
% 60.39/25.51  																																	| (188)  ~ (e4 = e3)
% 60.39/25.51  																																	|
% 60.39/25.51  																																	| Equations (1101) can reduce 464 to:
% 60.39/25.51  																																	| (110)  ~ (e4 = e1)
% 60.39/25.51  																																	|
% 60.39/25.51  																																	| Equations (1101) can reduce 115 to:
% 60.39/25.51  																																	| (49)  ~ (e4 = e0)
% 60.39/25.51  																																	|
% 60.39/25.51  																																	| From (1101) and (186) follows:
% 60.39/25.52  																																	| (13720) op(e1, e2) = e4
% 60.39/25.52  																																	|
% 60.39/25.52  																																	+-Applying beta-rule and splitting (195), into two cases.
% 60.39/25.52  																																	|-Branch one:
% 60.39/25.52  																																	| (396) all_0_43_43 = e4
% 60.39/25.52  																																	|
% 60.39/25.52  																																		| Equations (396) can reduce 159 to:
% 60.39/25.52  																																		| (1903)  ~ (all_0_44_44 = e4)
% 60.39/25.52  																																		|
% 60.39/25.52  																																		| Simplifying 1903 yields:
% 60.39/25.52  																																		| (1390)  ~ (all_0_44_44 = e4)
% 60.39/25.52  																																		|
% 60.39/25.52  																																		| Equations (396) can reduce 199 to:
% 60.39/25.52  																																		| (838)  ~ (all_0_57_57 = e4)
% 60.39/25.52  																																		|
% 60.39/25.52  																																		| Simplifying 838 yields:
% 60.39/25.52  																																		| (839)  ~ (all_0_57_57 = e4)
% 60.39/25.52  																																		|
% 60.39/25.52  																																		| Equations (396) can reduce 99 to:
% 60.39/25.52  																																		| (188)  ~ (e4 = e3)
% 60.39/25.52  																																		|
% 60.39/25.52  																																		| Equations (396) can reduce 96 to:
% 60.39/25.52  																																		| (48)  ~ (e4 = e2)
% 60.39/25.52  																																		|
% 60.39/25.52  																																		| Equations (396) can reduce 5470 to:
% 60.39/25.52  																																		| (49)  ~ (e4 = e0)
% 60.39/25.52  																																		|
% 60.39/25.52  																																		+-Applying beta-rule and splitting (130), into two cases.
% 60.39/25.52  																																		|-Branch one:
% 60.39/25.52  																																		| (430) all_0_43_43 = e1
% 60.39/25.52  																																		|
% 60.39/25.52  																																			| Combining equations (430,396) yields a new equation:
% 60.39/25.52  																																			| (630) e4 = e1
% 60.39/25.52  																																			|
% 60.39/25.52  																																			| Equations (630) can reduce 110 to:
% 60.39/25.52  																																			| (266) $false
% 60.39/25.52  																																			|
% 60.39/25.52  																																			|-The branch is then unsatisfiable
% 60.39/25.52  																																		|-Branch two:
% 60.39/25.52  																																		| (433)  ~ (all_0_43_43 = e1)
% 60.39/25.52  																																		| (434) all_0_48_48 = e1 | all_0_52_52 = e1 | all_0_57_57 = e1
% 60.39/25.52  																																		|
% 60.39/25.52  																																			| Equations (396) can reduce 433 to:
% 60.39/25.52  																																			| (110)  ~ (e4 = e1)
% 60.39/25.52  																																			|
% 60.39/25.52  																																			+-Applying beta-rule and splitting (12), into two cases.
% 60.39/25.52  																																			|-Branch one:
% 60.39/25.52  																																			| (442) all_0_57_57 = e2
% 60.39/25.52  																																			|
% 60.39/25.52  																																				| Equations (442) can reduce 344 to:
% 60.39/25.52  																																				| (266) $false
% 60.39/25.52  																																				|
% 60.39/25.52  																																				|-The branch is then unsatisfiable
% 60.39/25.52  																																			|-Branch two:
% 60.39/25.52  																																			| (344)  ~ (all_0_57_57 = e2)
% 60.39/25.52  																																			| (445) all_0_57_57 = e4 | all_0_57_57 = e1 | all_0_57_57 = e0
% 60.39/25.52  																																			|
% 60.39/25.52  																																				+-Applying beta-rule and splitting (26), into two cases.
% 60.39/25.52  																																				|-Branch one:
% 60.39/25.52  																																				| (446) all_0_44_44 = e4
% 60.39/25.52  																																				|
% 60.39/25.52  																																					| Equations (446) can reduce 1390 to:
% 60.39/25.52  																																					| (266) $false
% 60.39/25.52  																																					|
% 60.39/25.52  																																					|-The branch is then unsatisfiable
% 60.39/25.52  																																				|-Branch two:
% 60.39/25.52  																																				| (1390)  ~ (all_0_44_44 = e4)
% 60.39/25.52  																																				| (1391) all_0_44_44 = e3 | all_0_44_44 = e1 | all_0_44_44 = e0
% 60.39/25.52  																																				|
% 60.39/25.52  																																					+-Applying beta-rule and splitting (103), into two cases.
% 60.39/25.52  																																					|-Branch one:
% 60.39/25.52  																																					| (453) all_0_41_41 = e1
% 60.39/25.52  																																					|
% 60.39/25.52  																																						| Equations (453) can reduce 149 to:
% 60.39/25.52  																																						| (4057)  ~ (all_0_44_44 = e1)
% 60.39/25.52  																																						|
% 60.39/25.52  																																						| Simplifying 4057 yields:
% 60.39/25.52  																																						| (639)  ~ (all_0_44_44 = e1)
% 60.39/25.52  																																						|
% 60.39/25.52  																																						| Equations (453) can reduce 191 to:
% 60.39/25.52  																																						| (2331)  ~ (all_0_55_55 = e1)
% 60.39/25.52  																																						|
% 60.39/25.52  																																						| Simplifying 2331 yields:
% 60.39/25.52  																																						| (632)  ~ (all_0_55_55 = e1)
% 60.39/25.52  																																						|
% 60.39/25.52  																																						| Equations (453) can reduce 85 to:
% 60.39/25.52  																																						| (604)  ~ (e2 = e1)
% 60.39/25.52  																																						|
% 60.39/25.52  																																						| Simplifying 604 yields:
% 60.39/25.52  																																						| (122)  ~ (e2 = e1)
% 60.39/25.52  																																						|
% 60.39/25.52  																																						+-Applying beta-rule and splitting (165), into two cases.
% 60.39/25.52  																																						|-Branch one:
% 60.39/25.52  																																						| (794) all_0_41_41 = e0
% 60.39/25.52  																																						|
% 60.39/25.52  																																							| Combining equations (794,453) yields a new equation:
% 60.39/25.52  																																							| (431) e1 = e0
% 60.39/25.52  																																							|
% 60.39/25.52  																																							| Equations (431) can reduce 233 to:
% 60.39/25.52  																																							| (266) $false
% 60.39/25.52  																																							|
% 60.39/25.52  																																							|-The branch is then unsatisfiable
% 60.39/25.52  																																						|-Branch two:
% 60.39/25.52  																																						| (357)  ~ (all_0_41_41 = e0)
% 60.39/25.52  																																						| (6761) all_0_42_42 = e0 | all_0_43_43 = e0 | all_0_44_44 = e0
% 60.39/25.52  																																						|
% 60.39/25.52  																																							+-Applying beta-rule and splitting (174), into two cases.
% 60.39/25.52  																																							|-Branch one:
% 60.39/25.52  																																							| (386) all_0_55_55 = e2
% 60.39/25.52  																																							|
% 60.39/25.52  																																								| Equations (386) can reduce 304 to:
% 60.39/25.52  																																								| (266) $false
% 60.39/25.52  																																								|
% 60.39/25.52  																																								|-The branch is then unsatisfiable
% 60.39/25.52  																																							|-Branch two:
% 60.39/25.52  																																							| (304)  ~ (all_0_55_55 = e2)
% 60.39/25.52  																																							| (2051) all_0_55_55 = e4 | all_0_55_55 = e3 | all_0_55_55 = e1 | all_0_55_55 = e0
% 60.39/25.52  																																							|
% 60.39/25.52  																																								+-Applying beta-rule and splitting (216), into two cases.
% 60.39/25.52  																																								|-Branch one:
% 60.39/25.52  																																								| (629) all_0_55_55 = e1
% 60.39/25.52  																																								|
% 60.39/25.52  																																									| Equations (629) can reduce 632 to:
% 60.39/25.52  																																									| (266) $false
% 60.39/25.52  																																									|
% 60.39/25.52  																																									|-The branch is then unsatisfiable
% 60.39/25.52  																																								|-Branch two:
% 60.39/25.52  																																								| (632)  ~ (all_0_55_55 = e1)
% 60.39/25.52  																																								| (633) all_0_56_56 = e1 | all_0_57_57 = e1 | all_0_58_58 = e1
% 60.39/25.52  																																								|
% 60.39/25.52  																																									+-Applying beta-rule and splitting (243), into two cases.
% 60.39/25.52  																																									|-Branch one:
% 60.39/25.52  																																									| (329) all_0_38_38 = e0
% 60.39/25.52  																																									|
% 60.39/25.52  																																										| Combining equations (329,321) yields a new equation:
% 60.39/25.52  																																										| (397) e4 = e0
% 60.39/25.52  																																										|
% 60.39/25.52  																																										| Equations (397) can reduce 49 to:
% 60.39/25.52  																																										| (266) $false
% 60.39/25.52  																																										|
% 60.39/25.52  																																										|-The branch is then unsatisfiable
% 60.39/25.52  																																									|-Branch two:
% 60.39/25.52  																																									| (332)  ~ (all_0_38_38 = e0)
% 60.39/25.52  																																									| (395) all_0_41_41 = e0 | all_0_46_46 = e0 | all_0_55_55 = e0
% 60.39/25.52  																																									|
% 60.39/25.52  																																										| Equations (321) can reduce 332 to:
% 60.39/25.52  																																										| (49)  ~ (e4 = e0)
% 60.39/25.52  																																										|
% 60.39/25.52  																																										+-Applying beta-rule and splitting (633), into two cases.
% 60.39/25.52  																																										|-Branch one:
% 60.39/25.52  																																										| (1569) all_0_56_56 = e1
% 60.39/25.52  																																										|
% 60.39/25.52  																																											| Combining equations (1569,833) yields a new equation:
% 60.39/25.52  																																											| (617) e2 = e1
% 60.39/25.52  																																											|
% 60.39/25.52  																																											| Equations (617) can reduce 122 to:
% 60.39/25.52  																																											| (266) $false
% 60.39/25.52  																																											|
% 60.39/25.52  																																											|-The branch is then unsatisfiable
% 60.39/25.52  																																										|-Branch two:
% 60.39/25.52  																																										| (466)  ~ (all_0_56_56 = e1)
% 60.39/25.52  																																										| (1574) all_0_57_57 = e1 | all_0_58_58 = e1
% 60.39/25.52  																																										|
% 60.39/25.52  																																											+-Applying beta-rule and splitting (1574), into two cases.
% 60.39/25.52  																																											|-Branch one:
% 60.39/25.52  																																											| (647) all_0_57_57 = e1
% 60.39/25.52  																																											|
% 60.39/25.52  																																												| Equations (647) can reduce 81 to:
% 60.39/25.52  																																												| (632)  ~ (all_0_55_55 = e1)
% 60.39/25.52  																																												|
% 60.39/25.52  																																												| Equations (647) can reduce 839 to:
% 60.39/25.52  																																												| (602)  ~ (e4 = e1)
% 60.39/25.52  																																												|
% 60.39/25.52  																																												| Simplifying 602 yields:
% 60.39/25.52  																																												| (110)  ~ (e4 = e1)
% 60.39/25.52  																																												|
% 60.39/25.52  																																												| Equations (647) can reduce 344 to:
% 60.39/25.52  																																												| (604)  ~ (e2 = e1)
% 60.39/25.52  																																												|
% 60.39/25.52  																																												| Simplifying 604 yields:
% 60.39/25.52  																																												| (122)  ~ (e2 = e1)
% 60.39/25.52  																																												|
% 60.39/25.52  																																												+-Applying beta-rule and splitting (150), into two cases.
% 60.39/25.52  																																												|-Branch one:
% 60.39/25.52  																																												| (1378) all_0_40_40 = e4
% 60.39/25.52  																																												|
% 60.39/25.52  																																													| Combining equations (1378,313) yields a new equation:
% 60.39/25.52  																																													| (322) e4 = e2
% 60.39/25.52  																																													|
% 60.39/25.52  																																													| Simplifying 322 yields:
% 60.39/25.52  																																													| (323) e4 = e2
% 60.39/25.52  																																													|
% 60.39/25.52  																																													| Equations (323) can reduce 48 to:
% 60.39/25.52  																																													| (266) $false
% 60.39/25.52  																																													|
% 60.39/25.52  																																													|-The branch is then unsatisfiable
% 60.39/25.52  																																												|-Branch two:
% 60.39/25.52  																																												| (447)  ~ (all_0_40_40 = e4)
% 60.39/25.52  																																												| (2271) all_0_44_44 = e4 | all_0_49_49 = e4 | all_0_53_53 = e4 | all_0_58_58 = e4
% 60.39/25.52  																																												|
% 60.39/25.52  																																													+-Applying beta-rule and splitting (6761), into two cases.
% 60.39/25.52  																																													|-Branch one:
% 60.39/25.52  																																													| (559) all_0_42_42 = e0
% 60.39/25.52  																																													|
% 60.39/25.52  																																														| Combining equations (559,516) yields a new equation:
% 60.39/25.52  																																														| (676) e3 = e0
% 60.39/25.52  																																														|
% 60.39/25.52  																																														| Equations (676) can reduce 80 to:
% 60.39/25.52  																																														| (266) $false
% 60.39/25.52  																																														|
% 60.39/25.52  																																														|-The branch is then unsatisfiable
% 60.39/25.52  																																													|-Branch two:
% 60.39/25.52  																																													| (358)  ~ (all_0_42_42 = e0)
% 60.39/25.52  																																													| (6766) all_0_43_43 = e0 | all_0_44_44 = e0
% 60.39/25.52  																																													|
% 60.39/25.52  																																														+-Applying beta-rule and splitting (1391), into two cases.
% 60.39/25.52  																																														|-Branch one:
% 60.39/25.52  																																														| (1414) all_0_44_44 = e0
% 60.39/25.52  																																														|
% 60.39/25.52  																																															| Equations (1414) can reduce 147 to:
% 60.39/25.52  																																															| (365)  ~ (e2 = e0)
% 60.39/25.52  																																															|
% 60.39/25.52  																																															| Simplifying 365 yields:
% 60.39/25.52  																																															| (128)  ~ (e2 = e0)
% 60.39/25.52  																																															|
% 60.39/25.52  																																															| Equations (1414) can reduce 639 to:
% 60.39/25.52  																																															| (435)  ~ (e1 = e0)
% 60.39/25.52  																																															|
% 60.39/25.52  																																															| Simplifying 435 yields:
% 60.39/25.52  																																															| (233)  ~ (e1 = e0)
% 60.39/25.52  																																															|
% 60.39/25.52  																																															+-Applying beta-rule and splitting (125), into two cases.
% 60.39/25.52  																																															|-Branch one:
% 60.39/25.52  																																															| (858) all_0_55_55 = e0
% 60.39/25.52  																																															|
% 60.39/25.52  																																																| Equations (858) can reduce 763 to:
% 60.39/25.52  																																																| (401)  ~ (e4 = e0)
% 60.39/25.52  																																																|
% 60.39/25.52  																																																| Simplifying 401 yields:
% 60.39/25.52  																																																| (49)  ~ (e4 = e0)
% 60.39/25.52  																																																|
% 60.39/25.52  																																																| Equations (858) can reduce 632 to:
% 60.39/25.52  																																																| (435)  ~ (e1 = e0)
% 60.39/25.52  																																																|
% 60.39/25.52  																																																| Simplifying 435 yields:
% 60.39/25.52  																																																| (233)  ~ (e1 = e0)
% 60.39/25.52  																																																|
% 60.39/25.52  																																																+-Applying beta-rule and splitting (108), into two cases.
% 60.39/25.52  																																																|-Branch one:
% 60.39/25.52  																																																| (624) all_0_58_58 = e2
% 60.39/25.52  																																																|
% 60.39/25.52  																																																	| Equations (624) can reduce 908 to:
% 60.39/25.52  																																																	| (266) $false
% 60.39/25.52  																																																	|
% 60.39/25.52  																																																	|-The branch is then unsatisfiable
% 60.39/25.52  																																																|-Branch two:
% 60.39/25.52  																																																| (908)  ~ (all_0_58_58 = e2)
% 60.39/25.52  																																																| (909) all_0_58_58 = e4 | all_0_58_58 = e3 | all_0_58_58 = e1 | all_0_58_58 = e0
% 60.39/25.52  																																																|
% 60.39/25.52  																																																	+-Applying beta-rule and splitting (171), into two cases.
% 60.39/25.52  																																																	|-Branch one:
% 60.39/25.52  																																																	| (265) all_0_54_54 = e4
% 60.39/25.52  																																																	|
% 60.39/25.52  																																																		| Combining equations (268,265) yields a new equation:
% 60.39/25.52  																																																		| (425) e4 = e3
% 60.39/25.52  																																																		|
% 60.39/25.52  																																																		| Equations (425) can reduce 188 to:
% 60.39/25.52  																																																		| (266) $false
% 60.39/25.52  																																																		|
% 60.39/25.52  																																																		|-The branch is then unsatisfiable
% 60.39/25.52  																																																	|-Branch two:
% 60.39/25.52  																																																	| (258)  ~ (all_0_54_54 = e4)
% 60.39/25.52  																																																	| (575) all_0_55_55 = e4 | all_0_56_56 = e4 | all_0_57_57 = e4 | all_0_58_58 = e4
% 60.39/25.52  																																																	|
% 60.39/25.52  																																																		| Equations (268) can reduce 258 to:
% 60.39/25.52  																																																		| (277)  ~ (e4 = e3)
% 60.39/25.52  																																																		|
% 60.39/25.52  																																																		| Simplifying 277 yields:
% 60.39/25.52  																																																		| (188)  ~ (e4 = e3)
% 60.39/25.52  																																																		|
% 60.39/25.52  																																																		+-Applying beta-rule and splitting (909), into two cases.
% 60.39/25.52  																																																		|-Branch one:
% 60.39/25.52  																																																		| (910) all_0_58_58 = e4
% 60.39/25.52  																																																		|
% 60.39/25.52  																																																			| From (910) and (245) follows:
% 60.39/25.52  																																																			| (2661) op(e0, e0) = e4
% 60.39/25.52  																																																			|
% 60.39/25.52  																																																			+-Applying beta-rule and splitting (56), into two cases.
% 60.39/25.52  																																																			|-Branch one:
% 60.39/25.52  																																																			| (696) unit = e2
% 60.39/25.52  																																																			|
% 60.39/25.52  																																																				| From (696) and (24) follows:
% 60.39/25.52  																																																				| (697) op(e2, e3) = e3
% 60.39/25.52  																																																				|
% 60.39/25.52  																																																				| From (696) and (209) follows:
% 60.39/25.52  																																																				| (7585) op(e2, e0) = e0
% 60.39/25.52  																																																				|
% 60.39/25.52  																																																				| From (696) and (32) follows:
% 60.39/25.52  																																																				| (698) op(e2, e2) = e2
% 60.39/25.52  																																																				|
% 60.39/25.52  																																																				| Instantiating formula (29) with e2, e3, e3, e2 and discharging atoms op(e2, e3) = e3, op(e2, e3) = e2, yields:
% 60.39/25.52  																																																				| (662) e3 = e2
% 60.39/25.52  																																																				|
% 60.39/25.52  																																																				| Instantiating formula (29) with e2, e2, e2, e1 and discharging atoms op(e2, e2) = e2, op(e2, e2) = e1, yields:
% 60.39/25.52  																																																				| (617) e2 = e1
% 60.39/25.52  																																																				|
% 60.39/25.52  																																																				| Instantiating formula (29) with e2, e0, e0, e3 and discharging atoms op(e2, e0) = e3, op(e2, e0) = e0, yields:
% 60.39/25.52  																																																				| (676) e3 = e0
% 60.39/25.52  																																																				|
% 60.39/25.52  																																																				| Combining equations (676,662) yields a new equation:
% 60.39/25.52  																																																				| (330) e2 = e0
% 60.39/25.52  																																																				|
% 60.39/25.52  																																																				| Combining equations (617,330) yields a new equation:
% 60.39/25.52  																																																				| (546) e1 = e0
% 60.39/25.52  																																																				|
% 60.39/25.52  																																																				| Simplifying 546 yields:
% 60.39/25.52  																																																				| (431) e1 = e0
% 60.39/25.52  																																																				|
% 60.39/25.52  																																																				| Equations (431) can reduce 233 to:
% 60.39/25.52  																																																				| (266) $false
% 60.39/25.52  																																																				|
% 60.39/25.52  																																																				|-The branch is then unsatisfiable
% 60.39/25.52  																																																			|-Branch two:
% 60.39/25.52  																																																			| (707)  ~ (unit = e2)
% 60.39/25.52  																																																			| (708) unit = e4 | unit = e3 | unit = e1 | unit = e0
% 60.39/25.52  																																																			|
% 60.39/25.52  																																																				+-Applying beta-rule and splitting (708), into two cases.
% 60.39/25.52  																																																				|-Branch one:
% 60.39/25.52  																																																				| (709) unit = e4
% 60.39/25.52  																																																				|
% 60.39/25.52  																																																					| From (709) and (24) follows:
% 60.39/25.52  																																																					| (33325) op(e4, e3) = e3
% 60.39/25.52  																																																					|
% 60.39/25.52  																																																					| From (709) and (211) follows:
% 60.39/25.52  																																																					| (22527) op(e4, e1) = e1
% 60.39/25.52  																																																					|
% 60.39/25.52  																																																					| From (709) and (209) follows:
% 60.39/25.52  																																																					| (3072) op(e4, e0) = e0
% 60.39/25.52  																																																					|
% 60.39/25.52  																																																					| From (709) and (32) follows:
% 60.39/25.52  																																																					| (712) op(e2, e4) = e2
% 60.39/25.52  																																																					|
% 60.39/25.52  																																																					| Instantiating formula (29) with e4, e3, e3, e4 and discharging atoms op(e4, e3) = e4, op(e4, e3) = e3, yields:
% 60.39/25.52  																																																					| (425) e4 = e3
% 60.39/25.52  																																																					|
% 60.39/25.52  																																																					| Instantiating formula (29) with e4, e1, e1, e3 and discharging atoms op(e4, e1) = e3, op(e4, e1) = e1, yields:
% 60.39/25.52  																																																					| (455) e3 = e1
% 60.39/25.52  																																																					|
% 60.39/25.52  																																																					| Instantiating formula (29) with e4, e0, e0, e2 and discharging atoms op(e4, e0) = e2, op(e4, e0) = e0, yields:
% 60.39/25.52  																																																					| (330) e2 = e0
% 60.39/25.52  																																																					|
% 60.39/25.52  																																																					| Instantiating formula (29) with e2, e4, e2, e4 and discharging atoms op(e2, e4) = e4, op(e2, e4) = e2, yields:
% 60.39/25.52  																																																					| (323) e4 = e2
% 60.39/25.52  																																																					|
% 60.39/25.52  																																																					| Combining equations (425,323) yields a new equation:
% 60.39/25.52  																																																					| (661) e3 = e2
% 60.39/25.52  																																																					|
% 60.39/25.52  																																																					| Simplifying 661 yields:
% 60.39/25.52  																																																					| (662) e3 = e2
% 60.39/25.52  																																																					|
% 60.39/25.52  																																																					| Combining equations (662,455) yields a new equation:
% 60.39/25.52  																																																					| (616) e2 = e1
% 60.39/25.52  																																																					|
% 60.39/25.52  																																																					| Simplifying 616 yields:
% 60.39/25.52  																																																					| (617) e2 = e1
% 60.39/25.52  																																																					|
% 60.39/25.52  																																																					| Combining equations (330,617) yields a new equation:
% 60.39/25.52  																																																					| (431) e1 = e0
% 60.39/25.52  																																																					|
% 60.39/25.52  																																																					| Equations (431) can reduce 233 to:
% 60.39/25.52  																																																					| (266) $false
% 60.39/25.52  																																																					|
% 60.39/25.52  																																																					|-The branch is then unsatisfiable
% 60.39/25.52  																																																				|-Branch two:
% 60.39/25.52  																																																				| (724)  ~ (unit = e4)
% 60.39/25.52  																																																				| (725) unit = e3 | unit = e1 | unit = e0
% 60.39/25.52  																																																				|
% 60.39/25.52  																																																					+-Applying beta-rule and splitting (725), into two cases.
% 60.39/25.52  																																																					|-Branch one:
% 60.39/25.52  																																																					| (726) unit = e0
% 60.39/25.52  																																																					|
% 60.39/25.52  																																																						| Equations (726) can reduce 707 to:
% 60.39/25.52  																																																						| (365)  ~ (e2 = e0)
% 60.39/25.52  																																																						|
% 60.39/25.52  																																																						| Simplifying 365 yields:
% 60.39/25.52  																																																						| (128)  ~ (e2 = e0)
% 60.39/25.52  																																																						|
% 60.39/25.52  																																																						| From (726) and (244) follows:
% 60.39/25.52  																																																						| (2207) op(e0, e4) = e4
% 60.39/25.52  																																																						|
% 60.39/25.52  																																																						| From (726) and (32) follows:
% 60.39/25.52  																																																						| (727) op(e2, e0) = e2
% 60.39/25.52  																																																						|
% 60.39/25.52  																																																						| From (726) and (42) follows:
% 60.39/25.52  																																																						| (728) op(e0, e0) = e0
% 60.39/25.52  																																																						|
% 60.39/25.52  																																																						| Instantiating formula (29) with e2, e0, e2, e3 and discharging atoms op(e2, e0) = e3, op(e2, e0) = e2, yields:
% 60.39/25.52  																																																						| (662) e3 = e2
% 60.39/25.52  																																																						|
% 60.39/25.52  																																																						| Instantiating formula (29) with e0, e4, e4, e3 and discharging atoms op(e0, e4) = e4, op(e0, e4) = e3, yields:
% 60.39/25.52  																																																						| (425) e4 = e3
% 60.39/25.52  																																																						|
% 60.39/25.52  																																																						| Instantiating formula (29) with e0, e0, e0, e4 and discharging atoms op(e0, e0) = e4, op(e0, e0) = e0, yields:
% 60.39/25.52  																																																						| (397) e4 = e0
% 60.39/25.52  																																																						|
% 60.39/25.52  																																																						| Combining equations (425,397) yields a new equation:
% 60.39/25.52  																																																						| (675) e3 = e0
% 60.39/25.52  																																																						|
% 60.39/25.52  																																																						| Simplifying 675 yields:
% 60.39/25.52  																																																						| (676) e3 = e0
% 60.39/25.52  																																																						|
% 60.39/25.52  																																																						| Combining equations (662,676) yields a new equation:
% 60.39/25.52  																																																						| (391) e2 = e0
% 60.39/25.52  																																																						|
% 60.39/25.52  																																																						| Simplifying 391 yields:
% 60.39/25.52  																																																						| (330) e2 = e0
% 60.39/25.52  																																																						|
% 60.39/25.52  																																																						| Equations (330) can reduce 128 to:
% 60.39/25.52  																																																						| (266) $false
% 60.39/25.52  																																																						|
% 60.39/25.52  																																																						|-The branch is then unsatisfiable
% 60.39/25.52  																																																					|-Branch two:
% 60.39/25.52  																																																					| (734)  ~ (unit = e0)
% 60.39/25.52  																																																					| (735) unit = e3 | unit = e1
% 60.39/25.52  																																																					|
% 60.39/25.52  																																																						+-Applying beta-rule and splitting (735), into two cases.
% 60.39/25.52  																																																						|-Branch one:
% 60.39/25.52  																																																						| (736) unit = e1
% 60.39/25.52  																																																						|
% 60.39/25.52  																																																							| Equations (736) can reduce 734 to:
% 60.39/25.52  																																																							| (233)  ~ (e1 = e0)
% 60.39/25.52  																																																							|
% 60.39/25.52  																																																							| From (736) and (244) follows:
% 60.39/25.52  																																																							| (738) op(e1, e4) = e4
% 60.39/25.52  																																																							|
% 60.39/25.52  																																																							| From (736) and (15) follows:
% 60.39/25.52  																																																							| (515) op(e1, e2) = e2
% 60.39/25.52  																																																							|
% 60.39/25.52  																																																							| From (736) and (28) follows:
% 60.39/25.52  																																																							| (740) op(e1, e1) = e1
% 60.39/25.52  																																																							|
% 60.39/25.52  																																																							| Instantiating formula (29) with e1, e4, e4, e0 and discharging atoms op(e1, e4) = e4, op(e1, e4) = e0, yields:
% 60.39/25.52  																																																							| (397) e4 = e0
% 60.39/25.52  																																																							|
% 60.39/25.52  																																																							| Instantiating formula (29) with e1, e2, e2, e4 and discharging atoms op(e1, e2) = e4, op(e1, e2) = e2, yields:
% 60.39/25.52  																																																							| (323) e4 = e2
% 60.39/25.52  																																																							|
% 60.39/25.52  																																																							| Instantiating formula (29) with e1, e1, e1, e2 and discharging atoms op(e1, e1) = e2, op(e1, e1) = e1, yields:
% 60.39/25.52  																																																							| (617) e2 = e1
% 60.39/25.52  																																																							|
% 60.39/25.52  																																																							| Combining equations (397,323) yields a new equation:
% 60.39/25.52  																																																							| (330) e2 = e0
% 60.39/25.52  																																																							|
% 60.39/25.52  																																																							| Combining equations (617,330) yields a new equation:
% 60.39/25.52  																																																							| (546) e1 = e0
% 60.39/25.52  																																																							|
% 60.39/25.52  																																																							| Simplifying 546 yields:
% 60.39/25.52  																																																							| (431) e1 = e0
% 60.39/25.52  																																																							|
% 60.39/25.52  																																																							| Equations (431) can reduce 233 to:
% 60.39/25.52  																																																							| (266) $false
% 60.39/25.52  																																																							|
% 60.39/25.52  																																																							|-The branch is then unsatisfiable
% 60.39/25.52  																																																						|-Branch two:
% 60.39/25.52  																																																						| (748)  ~ (unit = e1)
% 60.39/25.52  																																																						| (749) unit = e3
% 60.39/25.52  																																																						|
% 60.39/25.52  																																																							| From (749) and (15) follows:
% 60.39/25.52  																																																							| (751) op(e3, e2) = e2
% 60.39/25.52  																																																							|
% 60.39/25.52  																																																							| From (749) and (28) follows:
% 60.39/25.52  																																																							| (2235) op(e1, e3) = e1
% 60.39/25.52  																																																							|
% 60.39/25.52  																																																							| Instantiating formula (29) with e3, e2, e2, e3 and discharging atoms op(e3, e2) = e3, op(e3, e2) = e2, yields:
% 60.39/25.53  																																																							| (662) e3 = e2
% 60.39/25.53  																																																							|
% 60.39/25.53  																																																							| Instantiating formula (29) with e1, e3, e1, e3 and discharging atoms op(e1, e3) = e3, op(e1, e3) = e1, yields:
% 60.39/25.53  																																																							| (455) e3 = e1
% 60.39/25.53  																																																							|
% 60.39/25.53  																																																							| Combining equations (455,662) yields a new equation:
% 60.39/25.53  																																																							| (617) e2 = e1
% 60.39/25.53  																																																							|
% 60.39/25.53  																																																							| Equations (617) can reduce 122 to:
% 60.39/25.53  																																																							| (266) $false
% 60.39/25.53  																																																							|
% 60.39/25.53  																																																							|-The branch is then unsatisfiable
% 60.39/25.53  																																																		|-Branch two:
% 60.39/25.53  																																																		| (451)  ~ (all_0_58_58 = e4)
% 60.39/25.53  																																																		| (913) all_0_58_58 = e3 | all_0_58_58 = e1 | all_0_58_58 = e0
% 60.39/25.53  																																																		|
% 60.39/25.53  																																																			+-Applying beta-rule and splitting (2271), into two cases.
% 60.39/25.53  																																																			|-Branch one:
% 60.39/25.53  																																																			| (446) all_0_44_44 = e4
% 60.39/25.53  																																																			|
% 60.39/25.53  																																																				| Combining equations (1414,446) yields a new equation:
% 60.39/25.53  																																																				| (397) e4 = e0
% 60.39/25.53  																																																				|
% 60.39/25.53  																																																				| Equations (397) can reduce 49 to:
% 60.39/25.53  																																																				| (266) $false
% 60.39/25.53  																																																				|
% 60.39/25.53  																																																				|-The branch is then unsatisfiable
% 60.39/25.53  																																																			|-Branch two:
% 60.39/25.53  																																																			| (1390)  ~ (all_0_44_44 = e4)
% 60.39/25.53  																																																			| (7998) all_0_49_49 = e4 | all_0_53_53 = e4 | all_0_58_58 = e4
% 60.39/25.53  																																																			|
% 60.39/25.53  																																																				+-Applying beta-rule and splitting (7998), into two cases.
% 60.39/25.53  																																																				|-Branch one:
% 60.39/25.53  																																																				| (974) all_0_49_49 = e4
% 60.39/25.53  																																																				|
% 60.39/25.53  																																																					| Combining equations (884,974) yields a new equation:
% 60.39/25.53  																																																					| (425) e4 = e3
% 60.39/25.53  																																																					|
% 60.39/25.53  																																																					| Equations (425) can reduce 188 to:
% 60.39/25.53  																																																					| (266) $false
% 60.39/25.53  																																																					|
% 60.39/25.53  																																																					|-The branch is then unsatisfiable
% 60.39/25.53  																																																				|-Branch two:
% 60.39/25.53  																																																				| (256)  ~ (all_0_49_49 = e4)
% 60.39/25.53  																																																				| (8013) all_0_53_53 = e4 | all_0_58_58 = e4
% 60.39/25.53  																																																				|
% 60.39/25.53  																																																					+-Applying beta-rule and splitting (8013), into two cases.
% 60.39/25.53  																																																					|-Branch one:
% 60.39/25.53  																																																					| (1298) all_0_53_53 = e4
% 60.39/25.53  																																																					|
% 60.39/25.53  																																																						| Combining equations (1208,1298) yields a new equation:
% 60.39/25.53  																																																						| (630) e4 = e1
% 60.39/25.53  																																																						|
% 60.39/25.53  																																																						| Equations (630) can reduce 110 to:
% 60.39/25.53  																																																						| (266) $false
% 60.39/25.53  																																																						|
% 60.39/25.53  																																																						|-The branch is then unsatisfiable
% 60.39/25.53  																																																					|-Branch two:
% 60.39/25.53  																																																					| (1453)  ~ (all_0_53_53 = e4)
% 60.39/25.53  																																																					| (910) all_0_58_58 = e4
% 60.39/25.53  																																																					|
% 60.39/25.53  																																																						| Equations (910) can reduce 451 to:
% 60.39/25.53  																																																						| (266) $false
% 60.39/25.53  																																																						|
% 60.39/25.53  																																																						|-The branch is then unsatisfiable
% 60.39/25.53  																																															|-Branch two:
% 60.39/25.53  																																															| (803)  ~ (all_0_55_55 = e0)
% 60.39/25.53  																																															| (863) all_0_56_56 = e0 | all_0_57_57 = e0 | all_0_58_58 = e0
% 60.39/25.53  																																															|
% 60.39/25.53  																																																+-Applying beta-rule and splitting (2051), into two cases.
% 60.39/25.53  																																																|-Branch one:
% 60.39/25.53  																																																| (587) all_0_55_55 = e4
% 60.39/25.53  																																																|
% 60.39/25.53  																																																	| Equations (587) can reduce 763 to:
% 60.39/25.53  																																																	| (266) $false
% 60.39/25.53  																																																	|
% 60.39/25.53  																																																	|-The branch is then unsatisfiable
% 60.39/25.53  																																																|-Branch two:
% 60.39/25.53  																																																| (763)  ~ (all_0_55_55 = e4)
% 60.39/25.53  																																																| (2055) all_0_55_55 = e3 | all_0_55_55 = e1 | all_0_55_55 = e0
% 60.39/25.53  																																																|
% 60.39/25.53  																																																	+-Applying beta-rule and splitting (395), into two cases.
% 60.39/25.53  																																																	|-Branch one:
% 60.39/25.53  																																																	| (794) all_0_41_41 = e0
% 60.39/25.53  																																																	|
% 60.39/25.53  																																																		| Combining equations (453,794) yields a new equation:
% 60.39/25.53  																																																		| (546) e1 = e0
% 60.39/25.53  																																																		|
% 60.39/25.53  																																																		| Simplifying 546 yields:
% 60.39/25.53  																																																		| (431) e1 = e0
% 60.39/25.53  																																																		|
% 60.39/25.53  																																																		| Equations (431) can reduce 233 to:
% 60.39/25.53  																																																		| (266) $false
% 60.39/25.53  																																																		|
% 60.39/25.53  																																																		|-The branch is then unsatisfiable
% 60.39/25.53  																																																	|-Branch two:
% 60.39/25.53  																																																	| (357)  ~ (all_0_41_41 = e0)
% 60.39/25.53  																																																	| (895) all_0_46_46 = e0 | all_0_55_55 = e0
% 60.39/25.53  																																																	|
% 60.39/25.53  																																																		+-Applying beta-rule and splitting (863), into two cases.
% 60.39/25.53  																																																		|-Branch one:
% 60.39/25.53  																																																		| (679) all_0_56_56 = e0
% 60.39/25.53  																																																		|
% 60.39/25.53  																																																			| Combining equations (833,679) yields a new equation:
% 60.39/25.53  																																																			| (391) e2 = e0
% 60.39/25.53  																																																			|
% 60.39/25.53  																																																			| Simplifying 391 yields:
% 60.39/25.53  																																																			| (330) e2 = e0
% 60.39/25.53  																																																			|
% 60.39/25.53  																																																			| Equations (330) can reduce 128 to:
% 60.39/25.53  																																																			| (266) $false
% 60.39/25.53  																																																			|
% 60.39/25.53  																																																			|-The branch is then unsatisfiable
% 60.39/25.53  																																																		|-Branch two:
% 60.39/25.53  																																																		| (828)  ~ (all_0_56_56 = e0)
% 60.39/25.53  																																																		| (924) all_0_57_57 = e0 | all_0_58_58 = e0
% 60.39/25.53  																																																		|
% 60.39/25.53  																																																			| Equations (833) can reduce 828 to:
% 60.39/25.53  																																																			| (128)  ~ (e2 = e0)
% 60.39/25.53  																																																			|
% 60.39/25.53  																																																			+-Applying beta-rule and splitting (2055), into two cases.
% 60.39/25.53  																																																			|-Branch one:
% 60.39/25.53  																																																			| (858) all_0_55_55 = e0
% 60.39/25.53  																																																			|
% 60.39/25.53  																																																				| Equations (858) can reduce 803 to:
% 60.39/25.53  																																																				| (266) $false
% 60.39/25.53  																																																				|
% 60.39/25.53  																																																				|-The branch is then unsatisfiable
% 60.39/25.53  																																																			|-Branch two:
% 60.39/25.53  																																																			| (803)  ~ (all_0_55_55 = e0)
% 60.39/25.53  																																																			| (2315) all_0_55_55 = e3 | all_0_55_55 = e1
% 60.39/25.53  																																																			|
% 60.39/25.53  																																																				+-Applying beta-rule and splitting (895), into two cases.
% 60.39/25.53  																																																				|-Branch one:
% 60.39/25.53  																																																				| (538) all_0_46_46 = e0
% 60.39/25.53  																																																				|
% 60.39/25.53  																																																					| Combining equations (1794,538) yields a new equation:
% 60.39/25.53  																																																					| (391) e2 = e0
% 60.39/25.53  																																																					|
% 60.39/25.53  																																																					| Simplifying 391 yields:
% 60.39/25.53  																																																					| (330) e2 = e0
% 60.39/25.53  																																																					|
% 60.39/25.53  																																																					| Equations (330) can reduce 128 to:
% 60.39/25.53  																																																					| (266) $false
% 60.39/25.53  																																																					|
% 60.39/25.53  																																																					|-The branch is then unsatisfiable
% 60.39/25.53  																																																				|-Branch two:
% 60.39/25.53  																																																				| (831)  ~ (all_0_46_46 = e0)
% 60.39/25.53  																																																				| (858) all_0_55_55 = e0
% 60.39/25.53  																																																				|
% 60.39/25.53  																																																					| Equations (858) can reduce 803 to:
% 60.39/25.53  																																																					| (266) $false
% 60.39/25.53  																																																					|
% 60.39/25.53  																																																					|-The branch is then unsatisfiable
% 60.39/25.53  																																														|-Branch two:
% 60.39/25.53  																																														| (360)  ~ (all_0_44_44 = e0)
% 60.39/25.53  																																														| (1417) all_0_44_44 = e3 | all_0_44_44 = e1
% 60.39/25.53  																																														|
% 60.39/25.53  																																															+-Applying beta-rule and splitting (6766), into two cases.
% 60.39/25.53  																																															|-Branch one:
% 60.39/25.53  																																															| (356) all_0_43_43 = e0
% 60.39/25.53  																																															|
% 60.39/25.53  																																																| Combining equations (396,356) yields a new equation:
% 60.39/25.53  																																																| (481) e4 = e0
% 60.39/25.53  																																																|
% 60.39/25.53  																																																| Simplifying 481 yields:
% 60.39/25.53  																																																| (397) e4 = e0
% 60.39/25.53  																																																|
% 60.39/25.53  																																																| Equations (397) can reduce 49 to:
% 60.39/25.53  																																																| (266) $false
% 60.39/25.53  																																																|
% 60.39/25.53  																																																|-The branch is then unsatisfiable
% 60.39/25.53  																																															|-Branch two:
% 60.39/25.53  																																															| (5470)  ~ (all_0_43_43 = e0)
% 60.39/25.53  																																															| (1414) all_0_44_44 = e0
% 60.39/25.53  																																															|
% 60.39/25.53  																																																| Equations (1414) can reduce 360 to:
% 60.39/25.53  																																																| (266) $false
% 60.39/25.53  																																																|
% 60.39/25.53  																																																|-The branch is then unsatisfiable
% 60.39/25.53  																																											|-Branch two:
% 60.39/25.53  																																											| (1670)  ~ (all_0_57_57 = e1)
% 60.39/25.53  																																											| (918) all_0_58_58 = e1
% 60.39/25.53  																																											|
% 60.39/25.53  																																												| Equations (918) can reduce 880 to:
% 60.39/25.53  																																												| (266) $false
% 60.39/25.53  																																												|
% 60.39/25.53  																																												|-The branch is then unsatisfiable
% 60.39/25.53  																																					|-Branch two:
% 60.39/25.53  																																					| (457)  ~ (all_0_41_41 = e1)
% 60.39/25.53  																																					| (458) all_0_42_42 = e1 | all_0_43_43 = e1 | all_0_44_44 = e1
% 60.39/25.53  																																					|
% 60.39/25.53  																																						+-Applying beta-rule and splitting (458), into two cases.
% 60.39/25.53  																																						|-Branch one:
% 60.39/25.53  																																						| (459) all_0_42_42 = e1
% 60.39/25.53  																																						|
% 60.39/25.53  																																							| Combining equations (459,516) yields a new equation:
% 60.39/25.53  																																							| (455) e3 = e1
% 60.39/25.53  																																							|
% 60.39/25.53  																																							| Equations (455) can reduce 213 to:
% 60.39/25.53  																																							| (266) $false
% 60.39/25.53  																																							|
% 60.39/25.53  																																							|-The branch is then unsatisfiable
% 60.39/25.53  																																						|-Branch two:
% 60.39/25.53  																																						| (1380)  ~ (all_0_42_42 = e1)
% 60.39/25.53  																																						| (1381) all_0_43_43 = e1 | all_0_44_44 = e1
% 60.39/25.53  																																						|
% 60.39/25.53  																																							+-Applying beta-rule and splitting (1381), into two cases.
% 60.39/25.53  																																							|-Branch one:
% 60.39/25.53  																																							| (430) all_0_43_43 = e1
% 60.39/25.53  																																							|
% 60.39/25.53  																																								| Combining equations (430,396) yields a new equation:
% 60.39/25.53  																																								| (630) e4 = e1
% 60.39/25.53  																																								|
% 60.39/25.53  																																								| Equations (630) can reduce 110 to:
% 60.39/25.53  																																								| (266) $false
% 60.39/25.53  																																								|
% 60.39/25.53  																																								|-The branch is then unsatisfiable
% 60.39/25.53  																																							|-Branch two:
% 60.39/25.53  																																							| (433)  ~ (all_0_43_43 = e1)
% 60.39/25.53  																																							| (635) all_0_44_44 = e1
% 60.39/25.53  																																							|
% 60.39/25.53  																																								| Equations (635) can reduce 639 to:
% 60.39/25.53  																																								| (266) $false
% 60.39/25.53  																																								|
% 60.39/25.53  																																								|-The branch is then unsatisfiable
% 60.39/25.53  																																	|-Branch two:
% 60.39/25.53  																																	| (399)  ~ (all_0_43_43 = e4)
% 60.39/25.53  																																	| (6374) all_0_43_43 = e1 | all_0_43_43 = e0
% 60.39/25.53  																																	|
% 60.39/25.53  																																		+-Applying beta-rule and splitting (64), into two cases.
% 60.39/25.53  																																		|-Branch one:
% 60.39/25.53  																																		| (437) all_0_41_41 = e4
% 60.39/25.53  																																		|
% 60.39/25.53  																																			| Equations (437) can reduce 440 to:
% 60.39/25.53  																																			| (266) $false
% 60.39/25.53  																																			|
% 60.39/25.53  																																			|-The branch is then unsatisfiable
% 60.39/25.53  																																		|-Branch two:
% 60.39/25.53  																																		| (440)  ~ (all_0_41_41 = e4)
% 60.39/25.53  																																		| (441) all_0_42_42 = e4 | all_0_43_43 = e4 | all_0_44_44 = e4
% 60.39/25.53  																																		|
% 60.39/25.53  																																			+-Applying beta-rule and splitting (6374), into two cases.
% 60.39/25.53  																																			|-Branch one:
% 60.39/25.53  																																			| (356) all_0_43_43 = e0
% 60.39/25.53  																																			|
% 60.39/25.53  																																				| Equations (356) can reduce 5470 to:
% 60.39/25.53  																																				| (266) $false
% 60.39/25.53  																																				|
% 60.39/25.53  																																				|-The branch is then unsatisfiable
% 60.39/25.53  																																			|-Branch two:
% 60.39/25.53  																																			| (5470)  ~ (all_0_43_43 = e0)
% 60.39/25.53  																																			| (430) all_0_43_43 = e1
% 60.39/25.53  																																			|
% 60.39/25.53  																																				| Equations (430) can reduce 399 to:
% 60.39/25.53  																																				| (602)  ~ (e4 = e1)
% 60.39/25.53  																																				|
% 60.39/25.53  																																				| Simplifying 602 yields:
% 60.39/25.53  																																				| (110)  ~ (e4 = e1)
% 60.39/25.53  																																				|
% 60.39/25.53  																																				| Equations (430) can reduce 5470 to:
% 60.39/25.53  																																				| (233)  ~ (e1 = e0)
% 60.39/25.53  																																				|
% 60.39/25.53  																																				+-Applying beta-rule and splitting (441), into two cases.
% 60.39/25.53  																																				|-Branch one:
% 60.39/25.53  																																				| (1392) all_0_42_42 = e4
% 60.39/25.53  																																				|
% 60.39/25.53  																																					| Combining equations (1392,516) yields a new equation:
% 60.39/25.53  																																					| (424) e4 = e3
% 60.39/25.53  																																					|
% 60.39/25.53  																																					| Simplifying 424 yields:
% 60.39/25.53  																																					| (425) e4 = e3
% 60.39/25.53  																																					|
% 60.39/25.53  																																					| Equations (425) can reduce 188 to:
% 60.39/25.53  																																					| (266) $false
% 60.39/25.53  																																					|
% 60.39/25.53  																																					|-The branch is then unsatisfiable
% 60.39/25.53  																																				|-Branch two:
% 60.39/25.53  																																				| (1890)  ~ (all_0_42_42 = e4)
% 60.39/25.53  																																				| (1891) all_0_43_43 = e4 | all_0_44_44 = e4
% 60.39/25.53  																																				|
% 60.39/25.53  																																					+-Applying beta-rule and splitting (230), into two cases.
% 60.39/25.53  																																					|-Branch one:
% 60.39/25.53  																																					| (396) all_0_43_43 = e4
% 60.39/25.53  																																					|
% 60.39/25.53  																																						| Combining equations (396,430) yields a new equation:
% 60.39/25.53  																																						| (636) e4 = e1
% 60.39/25.53  																																						|
% 60.39/25.53  																																						| Simplifying 636 yields:
% 60.39/25.53  																																						| (630) e4 = e1
% 60.39/25.53  																																						|
% 60.39/25.53  																																						| Equations (630) can reduce 110 to:
% 60.39/25.53  																																						| (266) $false
% 60.39/25.53  																																						|
% 60.39/25.53  																																						|-The branch is then unsatisfiable
% 60.39/25.53  																																					|-Branch two:
% 60.39/25.53  																																					| (399)  ~ (all_0_43_43 = e4)
% 60.39/25.53  																																					| (400) all_0_48_48 = e4 | all_0_52_52 = e4 | all_0_57_57 = e4
% 60.39/25.53  																																					|
% 60.39/25.53  																																						| Equations (430) can reduce 399 to:
% 60.39/25.53  																																						| (602)  ~ (e4 = e1)
% 60.39/25.53  																																						|
% 60.39/25.53  																																						| Simplifying 602 yields:
% 60.39/25.53  																																						| (110)  ~ (e4 = e1)
% 60.39/25.53  																																						|
% 60.39/25.53  																																						+-Applying beta-rule and splitting (12), into two cases.
% 60.39/25.53  																																						|-Branch one:
% 60.39/25.53  																																						| (442) all_0_57_57 = e2
% 60.39/25.53  																																						|
% 60.39/25.53  																																							| Equations (442) can reduce 344 to:
% 60.39/25.53  																																							| (266) $false
% 60.39/25.53  																																							|
% 60.39/25.53  																																							|-The branch is then unsatisfiable
% 60.39/25.53  																																						|-Branch two:
% 60.39/25.53  																																						| (344)  ~ (all_0_57_57 = e2)
% 60.39/25.53  																																						| (445) all_0_57_57 = e4 | all_0_57_57 = e1 | all_0_57_57 = e0
% 60.39/25.53  																																						|
% 60.39/25.53  																																							+-Applying beta-rule and splitting (216), into two cases.
% 60.39/25.53  																																							|-Branch one:
% 60.39/25.53  																																							| (629) all_0_55_55 = e1
% 60.39/25.53  																																							|
% 60.39/25.53  																																								| Equations (629) can reduce 3 to:
% 60.39/25.53  																																								| (879)  ~ (all_0_58_58 = e1)
% 60.39/25.53  																																								|
% 60.39/25.53  																																								| Simplifying 879 yields:
% 60.39/25.53  																																								| (880)  ~ (all_0_58_58 = e1)
% 60.39/25.53  																																								|
% 60.39/25.53  																																								| Equations (629) can reduce 763 to:
% 60.39/25.53  																																								| (602)  ~ (e4 = e1)
% 60.39/25.53  																																								|
% 60.39/25.53  																																								| Simplifying 602 yields:
% 60.39/25.53  																																								| (110)  ~ (e4 = e1)
% 60.39/25.53  																																								|
% 60.39/25.53  																																								| Equations (629) can reduce 304 to:
% 60.39/25.53  																																								| (604)  ~ (e2 = e1)
% 60.39/25.53  																																								|
% 60.39/25.53  																																								| Simplifying 604 yields:
% 60.39/25.53  																																								| (122)  ~ (e2 = e1)
% 60.39/25.53  																																								|
% 60.39/25.53  																																								+-Applying beta-rule and splitting (243), into two cases.
% 60.39/25.53  																																								|-Branch one:
% 60.39/25.53  																																								| (329) all_0_38_38 = e0
% 60.39/25.53  																																								|
% 60.39/25.53  																																									| Combining equations (329,321) yields a new equation:
% 60.39/25.53  																																									| (397) e4 = e0
% 60.39/25.53  																																									|
% 60.39/25.53  																																									| Equations (397) can reduce 49 to:
% 60.39/25.53  																																									| (266) $false
% 60.39/25.53  																																									|
% 60.39/25.53  																																									|-The branch is then unsatisfiable
% 60.39/25.53  																																								|-Branch two:
% 60.39/25.53  																																								| (332)  ~ (all_0_38_38 = e0)
% 60.39/25.53  																																								| (395) all_0_41_41 = e0 | all_0_46_46 = e0 | all_0_55_55 = e0
% 60.39/25.53  																																								|
% 60.39/25.53  																																									+-Applying beta-rule and splitting (125), into two cases.
% 60.39/25.53  																																									|-Branch one:
% 60.39/25.53  																																									| (858) all_0_55_55 = e0
% 60.39/25.53  																																									|
% 60.39/25.53  																																										| Combining equations (629,858) yields a new equation:
% 60.39/25.53  																																										| (546) e1 = e0
% 60.39/25.53  																																										|
% 60.39/25.53  																																										| Simplifying 546 yields:
% 60.39/25.53  																																										| (431) e1 = e0
% 60.39/25.53  																																										|
% 60.39/25.53  																																										| Equations (431) can reduce 233 to:
% 60.39/25.53  																																										| (266) $false
% 60.39/25.53  																																										|
% 60.39/25.53  																																										|-The branch is then unsatisfiable
% 60.39/25.53  																																									|-Branch two:
% 60.39/25.53  																																									| (803)  ~ (all_0_55_55 = e0)
% 60.39/25.53  																																									| (863) all_0_56_56 = e0 | all_0_57_57 = e0 | all_0_58_58 = e0
% 60.39/25.53  																																									|
% 60.39/25.53  																																										| Equations (629) can reduce 803 to:
% 60.39/25.53  																																										| (233)  ~ (e1 = e0)
% 60.39/25.53  																																										|
% 60.39/25.53  																																										+-Applying beta-rule and splitting (1891), into two cases.
% 60.39/25.53  																																										|-Branch one:
% 60.39/25.53  																																										| (396) all_0_43_43 = e4
% 60.39/25.53  																																										|
% 60.39/25.53  																																											| Combining equations (396,430) yields a new equation:
% 60.39/25.53  																																											| (636) e4 = e1
% 60.39/25.53  																																											|
% 60.39/25.53  																																											| Simplifying 636 yields:
% 60.39/25.53  																																											| (630) e4 = e1
% 60.39/25.53  																																											|
% 60.39/25.53  																																											| Equations (630) can reduce 110 to:
% 60.39/25.53  																																											| (266) $false
% 60.39/25.53  																																											|
% 60.39/25.53  																																											|-The branch is then unsatisfiable
% 60.39/25.53  																																										|-Branch two:
% 60.39/25.53  																																										| (399)  ~ (all_0_43_43 = e4)
% 60.39/25.53  																																										| (446) all_0_44_44 = e4
% 60.39/25.53  																																										|
% 60.39/25.53  																																											| Equations (446) can reduce 149 to:
% 60.39/25.53  																																											| (440)  ~ (all_0_41_41 = e4)
% 60.39/25.53  																																											|
% 60.39/25.53  																																											| Equations (446) can reduce 147 to:
% 60.39/25.53  																																											| (48)  ~ (e4 = e2)
% 60.39/25.53  																																											|
% 60.39/25.53  																																											+-Applying beta-rule and splitting (75), into two cases.
% 60.39/25.53  																																											|-Branch one:
% 60.39/25.53  																																											| (485) all_0_40_40 = e0
% 60.39/25.53  																																											|
% 60.39/25.53  																																												| Combining equations (485,313) yields a new equation:
% 60.39/25.53  																																												| (330) e2 = e0
% 60.39/25.53  																																												|
% 60.39/25.53  																																												| Equations (330) can reduce 128 to:
% 60.39/25.53  																																												| (266) $false
% 60.39/25.53  																																												|
% 60.39/25.53  																																												|-The branch is then unsatisfiable
% 60.39/25.53  																																											|-Branch two:
% 60.39/25.53  																																											| (1401)  ~ (all_0_40_40 = e0)
% 60.39/25.53  																																											| (1748) all_0_44_44 = e0 | all_0_49_49 = e0 | all_0_58_58 = e0
% 60.39/25.53  																																											|
% 60.39/25.53  																																												| Equations (313) can reduce 1401 to:
% 60.39/25.53  																																												| (128)  ~ (e2 = e0)
% 60.39/25.53  																																												|
% 60.39/25.53  																																												+-Applying beta-rule and splitting (395), into two cases.
% 60.39/25.53  																																												|-Branch one:
% 60.39/25.53  																																												| (794) all_0_41_41 = e0
% 60.39/25.53  																																												|
% 60.39/25.53  																																													| Equations (794) can reduce 440 to:
% 60.39/25.53  																																													| (401)  ~ (e4 = e0)
% 60.39/25.53  																																													|
% 60.39/25.53  																																													| Simplifying 401 yields:
% 60.39/25.53  																																													| (49)  ~ (e4 = e0)
% 60.39/25.53  																																													|
% 60.39/25.53  																																													| Equations (794) can reduce 1898 to:
% 60.39/25.53  																																													| (541)  ~ (e3 = e0)
% 60.39/25.53  																																													|
% 60.39/25.53  																																													| Simplifying 541 yields:
% 60.39/25.53  																																													| (80)  ~ (e3 = e0)
% 60.39/25.53  																																													|
% 60.39/25.53  																																													| From (794) and (219) follows:
% 60.39/25.53  																																													| (5573) op(e3, e3) = e0
% 60.39/25.53  																																													|
% 60.39/25.53  																																													+-Applying beta-rule and splitting (1748), into two cases.
% 60.39/25.53  																																													|-Branch one:
% 60.39/25.53  																																													| (1414) all_0_44_44 = e0
% 60.39/25.53  																																													|
% 60.39/25.53  																																														| Combining equations (446,1414) yields a new equation:
% 60.39/25.53  																																														| (481) e4 = e0
% 60.39/25.53  																																														|
% 60.39/25.53  																																														| Simplifying 481 yields:
% 60.39/25.53  																																														| (397) e4 = e0
% 60.39/25.53  																																														|
% 60.39/25.53  																																														| Equations (397) can reduce 49 to:
% 60.39/25.53  																																														| (266) $false
% 60.39/25.53  																																														|
% 60.39/25.53  																																														|-The branch is then unsatisfiable
% 60.39/25.53  																																													|-Branch two:
% 60.39/25.53  																																													| (360)  ~ (all_0_44_44 = e0)
% 60.39/25.53  																																													| (1760) all_0_49_49 = e0 | all_0_58_58 = e0
% 60.39/25.53  																																													|
% 60.39/25.53  																																														| Equations (446) can reduce 360 to:
% 60.39/25.53  																																														| (49)  ~ (e4 = e0)
% 60.39/25.53  																																														|
% 60.39/25.53  																																														+-Applying beta-rule and splitting (400), into two cases.
% 60.39/25.53  																																														|-Branch one:
% 60.39/25.53  																																														| (943) all_0_48_48 = e4
% 60.39/25.53  																																														|
% 60.42/25.53  																																															| Combining equations (1279,943) yields a new equation:
% 60.42/25.53  																																															| (397) e4 = e0
% 60.42/25.53  																																															|
% 60.42/25.53  																																															| Equations (397) can reduce 49 to:
% 60.42/25.53  																																															| (266) $false
% 60.42/25.53  																																															|
% 60.42/25.53  																																															|-The branch is then unsatisfiable
% 60.42/25.53  																																														|-Branch two:
% 60.42/25.53  																																														| (254)  ~ (all_0_48_48 = e4)
% 60.42/25.53  																																														| (947) all_0_52_52 = e4 | all_0_57_57 = e4
% 60.42/25.53  																																														|
% 60.42/25.53  																																															+-Applying beta-rule and splitting (1760), into two cases.
% 60.42/25.53  																																															|-Branch one:
% 60.42/25.53  																																															| (978) all_0_49_49 = e0
% 60.42/25.53  																																															|
% 60.42/25.53  																																																| Combining equations (884,978) yields a new equation:
% 60.42/25.53  																																																| (675) e3 = e0
% 60.42/25.53  																																																|
% 60.42/25.53  																																																| Simplifying 675 yields:
% 60.42/25.53  																																																| (676) e3 = e0
% 60.42/25.53  																																																|
% 60.42/25.53  																																																| Equations (676) can reduce 80 to:
% 60.42/25.53  																																																| (266) $false
% 60.42/25.53  																																																|
% 60.42/25.53  																																																|-The branch is then unsatisfiable
% 60.42/25.53  																																															|-Branch two:
% 60.42/25.53  																																															| (487)  ~ (all_0_49_49 = e0)
% 60.42/25.53  																																															| (914) all_0_58_58 = e0
% 60.42/25.53  																																															|
% 60.42/25.53  																																																| Equations (914) can reduce 880 to:
% 60.42/25.53  																																																| (435)  ~ (e1 = e0)
% 60.42/25.53  																																																|
% 60.42/25.53  																																																| Simplifying 435 yields:
% 60.42/25.53  																																																| (233)  ~ (e1 = e0)
% 60.42/25.53  																																																|
% 60.42/25.53  																																																+-Applying beta-rule and splitting (445), into two cases.
% 60.42/25.53  																																																|-Branch one:
% 60.42/25.53  																																																| (871) all_0_57_57 = e4
% 60.42/25.53  																																																|
% 60.42/25.53  																																																	| From (871) and (83) follows:
% 60.42/25.53  																																																	| (3109) op(e0, e1) = e4
% 60.42/25.53  																																																	|
% 60.42/25.53  																																																	+-Applying beta-rule and splitting (56), into two cases.
% 60.42/25.53  																																																	|-Branch one:
% 60.42/25.54  																																																	| (696) unit = e2
% 60.42/25.54  																																																	|
% 60.42/25.54  																																																		| From (696) and (24) follows:
% 60.42/25.54  																																																		| (697) op(e2, e3) = e3
% 60.42/25.54  																																																		|
% 60.42/25.54  																																																		| From (696) and (209) follows:
% 60.42/25.54  																																																		| (7585) op(e2, e0) = e0
% 60.42/25.54  																																																		|
% 60.42/25.54  																																																		| From (696) and (32) follows:
% 60.42/25.54  																																																		| (698) op(e2, e2) = e2
% 60.42/25.54  																																																		|
% 60.42/25.54  																																																		| Instantiating formula (29) with e2, e3, e3, e2 and discharging atoms op(e2, e3) = e3, op(e2, e3) = e2, yields:
% 60.42/25.54  																																																		| (662) e3 = e2
% 60.42/25.54  																																																		|
% 60.42/25.54  																																																		| Instantiating formula (29) with e2, e2, e2, e1 and discharging atoms op(e2, e2) = e2, op(e2, e2) = e1, yields:
% 60.42/25.54  																																																		| (617) e2 = e1
% 60.42/25.54  																																																		|
% 60.42/25.54  																																																		| Instantiating formula (29) with e2, e0, e0, e3 and discharging atoms op(e2, e0) = e3, op(e2, e0) = e0, yields:
% 60.42/25.54  																																																		| (676) e3 = e0
% 60.42/25.54  																																																		|
% 60.42/25.54  																																																		| Combining equations (676,662) yields a new equation:
% 60.42/25.54  																																																		| (330) e2 = e0
% 60.42/25.54  																																																		|
% 60.42/25.54  																																																		| Combining equations (617,330) yields a new equation:
% 60.42/25.54  																																																		| (546) e1 = e0
% 60.42/25.54  																																																		|
% 60.42/25.54  																																																		| Simplifying 546 yields:
% 60.42/25.54  																																																		| (431) e1 = e0
% 60.42/25.54  																																																		|
% 60.42/25.54  																																																		| Equations (431) can reduce 233 to:
% 60.42/25.54  																																																		| (266) $false
% 60.42/25.54  																																																		|
% 60.42/25.54  																																																		|-The branch is then unsatisfiable
% 60.42/25.54  																																																	|-Branch two:
% 60.42/25.54  																																																	| (707)  ~ (unit = e2)
% 60.42/25.54  																																																	| (708) unit = e4 | unit = e3 | unit = e1 | unit = e0
% 60.42/25.54  																																																	|
% 60.42/25.54  																																																		+-Applying beta-rule and splitting (708), into two cases.
% 60.42/25.54  																																																		|-Branch one:
% 60.42/25.54  																																																		| (709) unit = e4
% 60.42/25.54  																																																		|
% 60.42/25.54  																																																			| From (709) and (24) follows:
% 60.42/25.54  																																																			| (33325) op(e4, e3) = e3
% 60.42/25.54  																																																			|
% 60.42/25.54  																																																			| From (709) and (211) follows:
% 60.42/25.54  																																																			| (22527) op(e4, e1) = e1
% 60.42/25.54  																																																			|
% 60.42/25.54  																																																			| From (709) and (209) follows:
% 60.42/25.54  																																																			| (3072) op(e4, e0) = e0
% 60.42/25.54  																																																			|
% 60.42/25.54  																																																			| From (709) and (32) follows:
% 60.42/25.54  																																																			| (712) op(e2, e4) = e2
% 60.42/25.54  																																																			|
% 60.42/25.54  																																																			| Instantiating formula (29) with e4, e3, e3, e4 and discharging atoms op(e4, e3) = e4, op(e4, e3) = e3, yields:
% 60.42/25.54  																																																			| (425) e4 = e3
% 60.42/25.54  																																																			|
% 60.42/25.54  																																																			| Instantiating formula (29) with e4, e1, e1, e3 and discharging atoms op(e4, e1) = e3, op(e4, e1) = e1, yields:
% 60.42/25.54  																																																			| (455) e3 = e1
% 60.42/25.54  																																																			|
% 60.42/25.54  																																																			| Instantiating formula (29) with e4, e0, e0, e2 and discharging atoms op(e4, e0) = e2, op(e4, e0) = e0, yields:
% 60.42/25.54  																																																			| (330) e2 = e0
% 60.42/25.54  																																																			|
% 60.42/25.54  																																																			| Instantiating formula (29) with e2, e4, e2, e4 and discharging atoms op(e2, e4) = e4, op(e2, e4) = e2, yields:
% 60.42/25.54  																																																			| (323) e4 = e2
% 60.42/25.54  																																																			|
% 60.42/25.54  																																																			| Combining equations (425,323) yields a new equation:
% 60.42/25.54  																																																			| (661) e3 = e2
% 60.42/25.54  																																																			|
% 60.42/25.54  																																																			| Simplifying 661 yields:
% 60.42/25.54  																																																			| (662) e3 = e2
% 60.42/25.54  																																																			|
% 60.42/25.54  																																																			| Combining equations (662,455) yields a new equation:
% 60.42/25.54  																																																			| (616) e2 = e1
% 60.42/25.54  																																																			|
% 60.42/25.54  																																																			| Simplifying 616 yields:
% 60.42/25.54  																																																			| (617) e2 = e1
% 60.42/25.54  																																																			|
% 60.42/25.54  																																																			| Combining equations (330,617) yields a new equation:
% 60.42/25.54  																																																			| (431) e1 = e0
% 60.42/25.54  																																																			|
% 60.42/25.54  																																																			| Equations (431) can reduce 233 to:
% 60.42/25.54  																																																			| (266) $false
% 60.42/25.54  																																																			|
% 60.42/25.54  																																																			|-The branch is then unsatisfiable
% 60.42/25.54  																																																		|-Branch two:
% 60.42/25.54  																																																		| (724)  ~ (unit = e4)
% 60.42/25.54  																																																		| (725) unit = e3 | unit = e1 | unit = e0
% 60.42/25.54  																																																		|
% 60.42/25.54  																																																			+-Applying beta-rule and splitting (725), into two cases.
% 60.42/25.54  																																																			|-Branch one:
% 60.42/25.54  																																																			| (726) unit = e0
% 60.42/25.54  																																																			|
% 60.42/25.54  																																																				| From (726) and (244) follows:
% 60.42/25.54  																																																				| (2207) op(e0, e4) = e4
% 60.42/25.54  																																																				|
% 60.42/25.54  																																																				| From (726) and (211) follows:
% 60.42/25.54  																																																				| (15180) op(e0, e1) = e1
% 60.42/25.54  																																																				|
% 60.42/25.54  																																																				| From (726) and (32) follows:
% 60.42/25.54  																																																				| (727) op(e2, e0) = e2
% 60.42/25.54  																																																				|
% 60.42/25.54  																																																				| Instantiating formula (29) with e2, e0, e2, e3 and discharging atoms op(e2, e0) = e3, op(e2, e0) = e2, yields:
% 60.42/25.54  																																																				| (662) e3 = e2
% 60.42/25.54  																																																				|
% 60.42/25.54  																																																				| Instantiating formula (29) with e0, e4, e4, e3 and discharging atoms op(e0, e4) = e4, op(e0, e4) = e3, yields:
% 60.42/25.54  																																																				| (425) e4 = e3
% 60.42/25.54  																																																				|
% 60.42/25.54  																																																				| Instantiating formula (29) with e0, e1, e1, e4 and discharging atoms op(e0, e1) = e4, op(e0, e1) = e1, yields:
% 60.42/25.54  																																																				| (630) e4 = e1
% 60.42/25.54  																																																				|
% 60.42/25.54  																																																				| Combining equations (425,630) yields a new equation:
% 60.42/25.54  																																																				| (454) e3 = e1
% 60.42/25.54  																																																				|
% 60.42/25.54  																																																				| Simplifying 454 yields:
% 60.42/25.54  																																																				| (455) e3 = e1
% 60.42/25.54  																																																				|
% 60.42/25.54  																																																				| Combining equations (455,662) yields a new equation:
% 60.42/25.54  																																																				| (617) e2 = e1
% 60.42/25.54  																																																				|
% 60.42/25.54  																																																				| Equations (617) can reduce 122 to:
% 60.42/25.54  																																																				| (266) $false
% 60.42/25.54  																																																				|
% 60.42/25.54  																																																				|-The branch is then unsatisfiable
% 60.42/25.54  																																																			|-Branch two:
% 60.42/25.54  																																																			| (734)  ~ (unit = e0)
% 60.42/25.54  																																																			| (735) unit = e3 | unit = e1
% 60.42/25.54  																																																			|
% 60.42/25.54  																																																				+-Applying beta-rule and splitting (735), into two cases.
% 60.42/25.54  																																																				|-Branch one:
% 60.42/25.54  																																																				| (736) unit = e1
% 60.42/25.54  																																																				|
% 60.42/25.54  																																																					| Equations (736) can reduce 734 to:
% 60.42/25.54  																																																					| (233)  ~ (e1 = e0)
% 60.42/25.54  																																																					|
% 60.42/25.54  																																																					| From (736) and (15) follows:
% 60.42/25.54  																																																					| (515) op(e1, e2) = e2
% 60.42/25.54  																																																					|
% 60.42/25.54  																																																					| From (736) and (28) follows:
% 60.42/25.54  																																																					| (740) op(e1, e1) = e1
% 60.42/25.54  																																																					|
% 60.42/25.54  																																																					| From (736) and (42) follows:
% 60.42/25.54  																																																					| (3221) op(e0, e1) = e0
% 60.42/25.54  																																																					|
% 60.42/25.54  																																																					| Instantiating formula (29) with e1, e2, e2, e4 and discharging atoms op(e1, e2) = e4, op(e1, e2) = e2, yields:
% 60.42/25.54  																																																					| (323) e4 = e2
% 60.42/25.54  																																																					|
% 60.42/25.54  																																																					| Instantiating formula (29) with e1, e1, e1, e2 and discharging atoms op(e1, e1) = e2, op(e1, e1) = e1, yields:
% 60.42/25.54  																																																					| (617) e2 = e1
% 60.42/25.54  																																																					|
% 60.42/25.54  																																																					| Instantiating formula (29) with e0, e1, e0, e4 and discharging atoms op(e0, e1) = e4, op(e0, e1) = e0, yields:
% 60.42/25.54  																																																					| (397) e4 = e0
% 60.42/25.54  																																																					|
% 60.42/25.54  																																																					| Combining equations (323,397) yields a new equation:
% 60.42/25.54  																																																					| (391) e2 = e0
% 60.42/25.54  																																																					|
% 60.42/25.54  																																																					| Simplifying 391 yields:
% 60.42/25.54  																																																					| (330) e2 = e0
% 60.42/25.54  																																																					|
% 60.42/25.54  																																																					| Combining equations (617,330) yields a new equation:
% 60.42/25.54  																																																					| (546) e1 = e0
% 60.42/25.54  																																																					|
% 60.42/25.54  																																																					| Simplifying 546 yields:
% 60.42/25.54  																																																					| (431) e1 = e0
% 60.42/25.54  																																																					|
% 60.42/25.54  																																																					| Equations (431) can reduce 233 to:
% 60.42/25.54  																																																					| (266) $false
% 60.42/25.54  																																																					|
% 60.42/25.54  																																																					|-The branch is then unsatisfiable
% 60.42/25.54  																																																				|-Branch two:
% 60.42/25.54  																																																				| (748)  ~ (unit = e1)
% 60.42/25.54  																																																				| (749) unit = e3
% 60.42/25.54  																																																				|
% 60.42/25.54  																																																					| From (749) and (40) follows:
% 60.42/25.54  																																																					| (3715) op(e3, e3) = e3
% 60.42/25.54  																																																					|
% 60.42/25.54  																																																					| From (749) and (28) follows:
% 60.42/25.54  																																																					| (2235) op(e1, e3) = e1
% 60.42/25.54  																																																					|
% 60.42/25.54  																																																					| Instantiating formula (29) with e3, e3, e3, e0 and discharging atoms op(e3, e3) = e3, op(e3, e3) = e0, yields:
% 60.42/25.54  																																																					| (676) e3 = e0
% 60.42/25.54  																																																					|
% 60.42/25.54  																																																					| Instantiating formula (29) with e1, e3, e1, e3 and discharging atoms op(e1, e3) = e3, op(e1, e3) = e1, yields:
% 60.42/25.54  																																																					| (455) e3 = e1
% 60.42/25.54  																																																					|
% 60.42/25.54  																																																					| Combining equations (455,676) yields a new equation:
% 60.42/25.54  																																																					| (546) e1 = e0
% 60.42/25.54  																																																					|
% 60.42/25.54  																																																					| Simplifying 546 yields:
% 60.42/25.54  																																																					| (431) e1 = e0
% 60.42/25.54  																																																					|
% 60.42/25.54  																																																					| Equations (431) can reduce 233 to:
% 60.42/25.54  																																																					| (266) $false
% 60.42/25.54  																																																					|
% 60.42/25.54  																																																					|-The branch is then unsatisfiable
% 60.42/25.54  																																																|-Branch two:
% 60.42/25.54  																																																| (839)  ~ (all_0_57_57 = e4)
% 60.42/25.54  																																																| (874) all_0_57_57 = e1 | all_0_57_57 = e0
% 60.42/25.54  																																																|
% 60.42/25.54  																																																	+-Applying beta-rule and splitting (947), into two cases.
% 60.42/25.54  																																																	|-Branch one:
% 60.42/25.54  																																																	| (565) all_0_52_52 = e4
% 60.42/25.54  																																																	|
% 60.42/25.54  																																																		| Combining equations (565,352) yields a new equation:
% 60.42/25.54  																																																		| (322) e4 = e2
% 60.42/25.54  																																																		|
% 60.42/25.54  																																																		| Simplifying 322 yields:
% 60.42/25.54  																																																		| (323) e4 = e2
% 60.42/25.54  																																																		|
% 60.42/25.54  																																																		| Equations (323) can reduce 48 to:
% 60.42/25.54  																																																		| (266) $false
% 60.42/25.54  																																																		|
% 60.42/25.54  																																																		|-The branch is then unsatisfiable
% 60.42/25.54  																																																	|-Branch two:
% 60.42/25.54  																																																	| (780)  ~ (all_0_52_52 = e4)
% 60.42/25.54  																																																	| (871) all_0_57_57 = e4
% 60.42/25.54  																																																	|
% 60.42/25.54  																																																		| Equations (871) can reduce 839 to:
% 60.42/25.54  																																																		| (266) $false
% 60.42/25.54  																																																		|
% 60.42/25.54  																																																		|-The branch is then unsatisfiable
% 60.42/25.54  																																												|-Branch two:
% 60.42/25.54  																																												| (357)  ~ (all_0_41_41 = e0)
% 60.42/25.54  																																												| (895) all_0_46_46 = e0 | all_0_55_55 = e0
% 60.42/25.54  																																												|
% 60.42/25.54  																																													+-Applying beta-rule and splitting (895), into two cases.
% 60.42/25.54  																																													|-Branch one:
% 60.42/25.54  																																													| (538) all_0_46_46 = e0
% 60.42/25.54  																																													|
% 60.42/25.54  																																														| Combining equations (538,1794) yields a new equation:
% 60.42/25.54  																																														| (330) e2 = e0
% 60.42/25.54  																																														|
% 60.42/25.54  																																														| Equations (330) can reduce 128 to:
% 60.42/25.54  																																														| (266) $false
% 60.42/25.54  																																														|
% 60.42/25.54  																																														|-The branch is then unsatisfiable
% 60.42/25.54  																																													|-Branch two:
% 60.42/25.54  																																													| (831)  ~ (all_0_46_46 = e0)
% 60.42/25.54  																																													| (858) all_0_55_55 = e0
% 60.42/25.54  																																													|
% 60.42/25.54  																																														| Combining equations (629,858) yields a new equation:
% 60.42/25.54  																																														| (546) e1 = e0
% 60.42/25.54  																																														|
% 60.42/25.54  																																														| Simplifying 546 yields:
% 60.42/25.54  																																														| (431) e1 = e0
% 60.42/25.54  																																														|
% 60.42/25.54  																																														| Equations (431) can reduce 233 to:
% 60.42/25.54  																																														| (266) $false
% 60.42/25.54  																																														|
% 60.42/25.54  																																														|-The branch is then unsatisfiable
% 60.42/25.54  																																							|-Branch two:
% 60.42/25.54  																																							| (632)  ~ (all_0_55_55 = e1)
% 60.42/25.54  																																							| (633) all_0_56_56 = e1 | all_0_57_57 = e1 | all_0_58_58 = e1
% 60.42/25.54  																																							|
% 60.42/25.54  																																								+-Applying beta-rule and splitting (174), into two cases.
% 60.42/25.54  																																								|-Branch one:
% 60.42/25.54  																																								| (386) all_0_55_55 = e2
% 60.42/25.54  																																								|
% 60.42/25.54  																																									| Equations (386) can reduce 304 to:
% 60.42/25.54  																																									| (266) $false
% 60.42/25.54  																																									|
% 60.42/25.54  																																									|-The branch is then unsatisfiable
% 60.42/25.54  																																								|-Branch two:
% 60.42/25.54  																																								| (304)  ~ (all_0_55_55 = e2)
% 60.42/25.54  																																								| (2051) all_0_55_55 = e4 | all_0_55_55 = e3 | all_0_55_55 = e1 | all_0_55_55 = e0
% 60.42/25.54  																																								|
% 60.42/25.54  																																									+-Applying beta-rule and splitting (2051), into two cases.
% 60.42/25.54  																																									|-Branch one:
% 60.42/25.54  																																									| (587) all_0_55_55 = e4
% 60.42/25.54  																																									|
% 60.42/25.54  																																										| Equations (587) can reduce 763 to:
% 60.42/25.54  																																										| (266) $false
% 60.42/25.54  																																										|
% 60.42/25.54  																																										|-The branch is then unsatisfiable
% 60.42/25.54  																																									|-Branch two:
% 60.42/25.54  																																									| (763)  ~ (all_0_55_55 = e4)
% 60.42/25.54  																																									| (2055) all_0_55_55 = e3 | all_0_55_55 = e1 | all_0_55_55 = e0
% 60.42/25.54  																																									|
% 60.42/25.54  																																										+-Applying beta-rule and splitting (2055), into two cases.
% 60.42/25.54  																																										|-Branch one:
% 60.42/25.54  																																										| (858) all_0_55_55 = e0
% 60.42/25.54  																																										|
% 60.42/25.54  																																											| Equations (858) can reduce 191 to:
% 60.42/25.54  																																											| (357)  ~ (all_0_41_41 = e0)
% 60.42/25.54  																																											|
% 60.42/25.54  																																											| Equations (858) can reduce 763 to:
% 60.42/25.54  																																											| (401)  ~ (e4 = e0)
% 60.42/25.54  																																											|
% 60.42/25.54  																																											| Simplifying 401 yields:
% 60.42/25.54  																																											| (49)  ~ (e4 = e0)
% 60.42/25.54  																																											|
% 60.42/25.54  																																											| Equations (858) can reduce 270 to:
% 60.42/25.54  																																											| (541)  ~ (e3 = e0)
% 60.42/25.54  																																											|
% 60.42/25.54  																																											| Simplifying 541 yields:
% 60.42/25.54  																																											| (80)  ~ (e3 = e0)
% 60.42/25.54  																																											|
% 60.42/25.54  																																											| Equations (858) can reduce 632 to:
% 60.42/25.54  																																											| (435)  ~ (e1 = e0)
% 60.42/25.54  																																											|
% 60.42/25.54  																																											| Simplifying 435 yields:
% 60.42/25.54  																																											| (233)  ~ (e1 = e0)
% 60.42/25.54  																																											|
% 60.42/25.54  																																											+-Applying beta-rule and splitting (1891), into two cases.
% 60.42/25.54  																																											|-Branch one:
% 60.42/25.54  																																											| (396) all_0_43_43 = e4
% 60.42/25.54  																																											|
% 60.42/25.54  																																												| Combining equations (396,430) yields a new equation:
% 60.42/25.54  																																												| (636) e4 = e1
% 60.42/25.54  																																												|
% 60.42/25.54  																																												| Simplifying 636 yields:
% 60.42/25.54  																																												| (630) e4 = e1
% 60.42/25.54  																																												|
% 60.42/25.54  																																												| Equations (630) can reduce 110 to:
% 60.42/25.54  																																												| (266) $false
% 60.42/25.54  																																												|
% 60.42/25.54  																																												|-The branch is then unsatisfiable
% 60.42/25.54  																																											|-Branch two:
% 60.42/25.54  																																											| (399)  ~ (all_0_43_43 = e4)
% 60.42/25.54  																																											| (446) all_0_44_44 = e4
% 60.42/25.54  																																											|
% 60.42/25.54  																																												| Equations (446) can reduce 407 to:
% 60.42/25.54  																																												| (188)  ~ (e4 = e3)
% 60.42/25.54  																																												|
% 60.42/25.54  																																												+-Applying beta-rule and splitting (165), into two cases.
% 60.42/25.54  																																												|-Branch one:
% 60.42/25.54  																																												| (794) all_0_41_41 = e0
% 60.42/25.54  																																												|
% 60.42/25.54  																																													| Equations (794) can reduce 357 to:
% 60.42/25.54  																																													| (266) $false
% 60.42/25.54  																																													|
% 60.42/25.54  																																													|-The branch is then unsatisfiable
% 60.42/25.54  																																												|-Branch two:
% 60.42/25.54  																																												| (357)  ~ (all_0_41_41 = e0)
% 60.42/25.54  																																												| (6761) all_0_42_42 = e0 | all_0_43_43 = e0 | all_0_44_44 = e0
% 60.42/25.54  																																												|
% 60.42/25.54  																																													+-Applying beta-rule and splitting (171), into two cases.
% 60.42/25.54  																																													|-Branch one:
% 60.42/25.54  																																													| (265) all_0_54_54 = e4
% 60.42/25.54  																																													|
% 60.42/25.54  																																														| Combining equations (268,265) yields a new equation:
% 60.42/25.54  																																														| (425) e4 = e3
% 60.42/25.54  																																														|
% 60.42/25.54  																																														| Equations (425) can reduce 188 to:
% 60.42/25.54  																																														| (266) $false
% 60.42/25.54  																																														|
% 60.42/25.54  																																														|-The branch is then unsatisfiable
% 60.42/25.54  																																													|-Branch two:
% 60.42/25.54  																																													| (258)  ~ (all_0_54_54 = e4)
% 60.42/25.54  																																													| (575) all_0_55_55 = e4 | all_0_56_56 = e4 | all_0_57_57 = e4 | all_0_58_58 = e4
% 60.42/25.54  																																													|
% 60.42/25.54  																																														+-Applying beta-rule and splitting (400), into two cases.
% 60.42/25.54  																																														|-Branch one:
% 60.42/25.54  																																														| (943) all_0_48_48 = e4
% 60.42/25.54  																																														|
% 60.42/25.54  																																															| Combining equations (1279,943) yields a new equation:
% 60.42/25.54  																																															| (397) e4 = e0
% 60.42/25.54  																																															|
% 60.42/25.54  																																															| Equations (397) can reduce 49 to:
% 60.42/25.54  																																															| (266) $false
% 60.42/25.54  																																															|
% 60.42/25.54  																																															|-The branch is then unsatisfiable
% 60.42/25.54  																																														|-Branch two:
% 60.42/25.54  																																														| (254)  ~ (all_0_48_48 = e4)
% 60.42/25.54  																																														| (947) all_0_52_52 = e4 | all_0_57_57 = e4
% 60.42/25.54  																																														|
% 60.42/25.54  																																															| Equations (1279) can reduce 254 to:
% 60.42/25.54  																																															| (401)  ~ (e4 = e0)
% 60.42/25.54  																																															|
% 60.42/25.54  																																															| Simplifying 401 yields:
% 60.42/25.54  																																															| (49)  ~ (e4 = e0)
% 60.42/25.54  																																															|
% 60.42/25.54  																																															+-Applying beta-rule and splitting (6761), into two cases.
% 60.42/25.54  																																															|-Branch one:
% 60.42/25.54  																																															| (559) all_0_42_42 = e0
% 60.42/25.54  																																															|
% 60.42/25.54  																																																| Combining equations (559,516) yields a new equation:
% 60.42/25.54  																																																| (676) e3 = e0
% 60.42/25.54  																																																|
% 60.42/25.54  																																																| Equations (676) can reduce 80 to:
% 60.42/25.54  																																																| (266) $false
% 60.42/25.54  																																																|
% 60.42/25.54  																																																|-The branch is then unsatisfiable
% 60.42/25.54  																																															|-Branch two:
% 60.42/25.54  																																															| (358)  ~ (all_0_42_42 = e0)
% 60.42/25.54  																																															| (6766) all_0_43_43 = e0 | all_0_44_44 = e0
% 60.42/25.54  																																															|
% 60.42/25.54  																																																+-Applying beta-rule and splitting (575), into two cases.
% 60.42/25.54  																																																|-Branch one:
% 60.42/25.54  																																																| (587) all_0_55_55 = e4
% 60.42/25.54  																																																|
% 60.42/25.54  																																																	| Combining equations (858,587) yields a new equation:
% 60.42/25.54  																																																	| (397) e4 = e0
% 60.42/25.54  																																																	|
% 60.42/25.54  																																																	| Equations (397) can reduce 49 to:
% 60.42/25.54  																																																	| (266) $false
% 60.42/25.54  																																																	|
% 60.42/25.54  																																																	|-The branch is then unsatisfiable
% 60.42/25.54  																																																|-Branch two:
% 60.42/25.54  																																																| (763)  ~ (all_0_55_55 = e4)
% 60.42/25.54  																																																| (764) all_0_56_56 = e4 | all_0_57_57 = e4 | all_0_58_58 = e4
% 60.42/25.54  																																																|
% 60.42/25.54  																																																	| Equations (858) can reduce 763 to:
% 60.42/25.54  																																																	| (401)  ~ (e4 = e0)
% 60.42/25.54  																																																	|
% 60.42/25.54  																																																	| Simplifying 401 yields:
% 60.42/25.54  																																																	| (49)  ~ (e4 = e0)
% 60.42/25.54  																																																	|
% 60.42/25.54  																																																	+-Applying beta-rule and splitting (6766), into two cases.
% 60.42/25.54  																																																	|-Branch one:
% 60.42/25.54  																																																	| (356) all_0_43_43 = e0
% 60.42/25.54  																																																	|
% 60.42/25.54  																																																		| Combining equations (356,430) yields a new equation:
% 60.42/25.54  																																																		| (431) e1 = e0
% 60.42/25.54  																																																		|
% 60.42/25.54  																																																		| Equations (431) can reduce 233 to:
% 60.42/25.54  																																																		| (266) $false
% 60.42/25.54  																																																		|
% 60.42/25.54  																																																		|-The branch is then unsatisfiable
% 60.42/25.54  																																																	|-Branch two:
% 60.42/25.54  																																																	| (5470)  ~ (all_0_43_43 = e0)
% 60.42/25.54  																																																	| (1414) all_0_44_44 = e0
% 60.42/25.54  																																																	|
% 60.42/25.54  																																																		| Combining equations (1414,446) yields a new equation:
% 60.42/25.54  																																																		| (397) e4 = e0
% 60.42/25.54  																																																		|
% 60.42/25.54  																																																		| Equations (397) can reduce 49 to:
% 60.42/25.54  																																																		| (266) $false
% 60.42/25.54  																																																		|
% 60.42/25.54  																																																		|-The branch is then unsatisfiable
% 60.42/25.55  																																										|-Branch two:
% 60.42/25.55  																																										| (803)  ~ (all_0_55_55 = e0)
% 60.42/25.55  																																										| (2315) all_0_55_55 = e3 | all_0_55_55 = e1
% 60.42/25.55  																																										|
% 60.42/25.55  																																											+-Applying beta-rule and splitting (2315), into two cases.
% 60.42/25.55  																																											|-Branch one:
% 60.42/25.55  																																											| (629) all_0_55_55 = e1
% 60.42/25.55  																																											|
% 60.42/25.55  																																												| Equations (629) can reduce 632 to:
% 60.42/25.55  																																												| (266) $false
% 60.42/25.55  																																												|
% 60.42/25.55  																																												|-The branch is then unsatisfiable
% 60.42/25.55  																																											|-Branch two:
% 60.42/25.55  																																											| (632)  ~ (all_0_55_55 = e1)
% 60.42/25.55  																																											| (2336) all_0_55_55 = e3
% 60.42/25.55  																																											|
% 60.42/25.55  																																												| Equations (2336) can reduce 270 to:
% 60.42/25.55  																																												| (266) $false
% 60.42/25.55  																																												|
% 60.42/25.55  																																												|-The branch is then unsatisfiable
% 60.42/25.55  																																|-Branch two:
% 60.42/25.55  																																| (475)  ~ (all_0_51_51 = e4)
% 60.42/25.55  																																| (1294) all_0_52_52 = e4 | all_0_53_53 = e4
% 60.42/25.55  																																|
% 60.42/25.55  																																	+-Applying beta-rule and splitting (164), into two cases.
% 60.42/25.55  																																	|-Branch one:
% 60.42/25.55  																																	| (471) all_0_39_39 = e4
% 60.42/25.55  																																	|
% 60.42/25.55  																																		| Combining equations (471,480) yields a new equation:
% 60.42/25.55  																																		| (481) e4 = e0
% 60.42/25.55  																																		|
% 60.42/25.55  																																		| Simplifying 481 yields:
% 60.42/25.55  																																		| (397) e4 = e0
% 60.42/25.55  																																		|
% 60.42/25.55  																																		| Equations (397) can reduce 49 to:
% 60.42/25.55  																																		| (266) $false
% 60.42/25.55  																																		|
% 60.42/25.55  																																		|-The branch is then unsatisfiable
% 60.42/25.55  																																	|-Branch two:
% 60.42/25.55  																																	| (1377)  ~ (all_0_39_39 = e4)
% 60.42/25.55  																																	| (2115) all_0_42_42 = e4 | all_0_47_47 = e4 | all_0_51_51 = e4 | all_0_56_56 = e4
% 60.42/25.55  																																	|
% 60.42/25.55  																																		+-Applying beta-rule and splitting (2115), into two cases.
% 60.42/25.55  																																		|-Branch one:
% 60.42/25.55  																																		| (1392) all_0_42_42 = e4
% 60.42/25.55  																																		|
% 60.42/25.55  																																			| Combining equations (1392,516) yields a new equation:
% 60.42/25.55  																																			| (424) e4 = e3
% 60.42/25.55  																																			|
% 60.42/25.55  																																			| Simplifying 424 yields:
% 60.42/25.55  																																			| (425) e4 = e3
% 60.42/25.55  																																			|
% 60.42/25.55  																																			| Equations (425) can reduce 188 to:
% 60.42/25.55  																																			| (266) $false
% 60.42/25.55  																																			|
% 60.42/25.55  																																			|-The branch is then unsatisfiable
% 60.42/25.55  																																		|-Branch two:
% 60.42/25.55  																																		| (1890)  ~ (all_0_42_42 = e4)
% 60.42/25.55  																																		| (2246) all_0_47_47 = e4 | all_0_51_51 = e4 | all_0_56_56 = e4
% 60.42/25.55  																																		|
% 60.42/25.55  																																			+-Applying beta-rule and splitting (2246), into two cases.
% 60.42/25.55  																																			|-Branch one:
% 60.42/25.55  																																			| (1790) all_0_47_47 = e4
% 60.42/25.55  																																			|
% 60.42/25.55  																																				| Combining equations (1790,654) yields a new equation:
% 60.42/25.55  																																				| (636) e4 = e1
% 60.42/25.55  																																				|
% 60.42/25.55  																																				| Simplifying 636 yields:
% 60.42/25.55  																																				| (630) e4 = e1
% 60.42/25.55  																																				|
% 60.42/25.55  																																				| Equations (630) can reduce 110 to:
% 60.42/25.55  																																				| (266) $false
% 60.42/25.55  																																				|
% 60.42/25.55  																																				|-The branch is then unsatisfiable
% 60.42/25.55  																																			|-Branch two:
% 60.42/25.55  																																			| (252)  ~ (all_0_47_47 = e4)
% 60.42/25.55  																																			| (6548) all_0_51_51 = e4 | all_0_56_56 = e4
% 60.42/25.55  																																			|
% 60.42/25.55  																																				+-Applying beta-rule and splitting (6548), into two cases.
% 60.42/25.55  																																				|-Branch one:
% 60.42/25.55  																																				| (1101) all_0_51_51 = e4
% 60.42/25.55  																																				|
% 60.42/25.55  																																					| Equations (1101) can reduce 475 to:
% 60.42/25.55  																																					| (266) $false
% 60.42/25.55  																																					|
% 60.42/25.55  																																					|-The branch is then unsatisfiable
% 60.42/25.55  																																				|-Branch two:
% 60.42/25.55  																																				| (475)  ~ (all_0_51_51 = e4)
% 60.42/25.55  																																				| (842) all_0_56_56 = e4
% 60.42/25.55  																																				|
% 60.42/25.55  																																					| Combining equations (842,833) yields a new equation:
% 60.42/25.55  																																					| (322) e4 = e2
% 60.42/25.55  																																					|
% 60.42/25.55  																																					| Simplifying 322 yields:
% 60.42/25.55  																																					| (323) e4 = e2
% 60.42/25.55  																																					|
% 60.42/25.55  																																					| Equations (323) can reduce 48 to:
% 60.42/25.55  																																					| (266) $false
% 60.42/25.55  																																					|
% 60.42/25.55  																																					|-The branch is then unsatisfiable
% 60.42/25.55  																												|-Branch two:
% 60.42/25.55  																												| (405)  ~ (all_0_42_42 = e3)
% 60.42/25.55  																												| (532) all_0_44_44 = e3
% 60.42/25.55  																												|
% 60.42/25.55  																													| Equations (532) can reduce 407 to:
% 60.42/25.55  																													| (266) $false
% 60.42/25.55  																													|
% 60.42/25.55  																													|-The branch is then unsatisfiable
% 60.42/25.55  																									|-Branch two:
% 60.42/25.55  																									| (411)  ~ (all_0_50_50 = e3)
% 60.42/25.55  																									| (418) all_0_51_51 = e3 | all_0_53_53 = e3
% 60.42/25.55  																									|
% 60.42/25.55  																										+-Applying beta-rule and splitting (144), into two cases.
% 60.42/25.55  																										|-Branch one:
% 60.42/25.55  																										| (403) all_0_41_41 = e3
% 60.42/25.55  																										|
% 60.42/25.55  																											| Equations (403) can reduce 214 to:
% 60.42/25.55  																											| (404)  ~ (all_0_42_42 = e3)
% 60.42/25.55  																											|
% 60.42/25.55  																											| Simplifying 404 yields:
% 60.42/25.55  																											| (405)  ~ (all_0_42_42 = e3)
% 60.42/25.55  																											|
% 60.42/25.55  																											| Equations (403) can reduce 221 to:
% 60.42/25.55  																											| (410)  ~ (all_0_50_50 = e3)
% 60.42/25.55  																											|
% 60.42/25.55  																											| Simplifying 410 yields:
% 60.42/25.55  																											| (411)  ~ (all_0_50_50 = e3)
% 60.42/25.55  																											|
% 60.42/25.55  																											+-Applying beta-rule and splitting (241), into two cases.
% 60.42/25.55  																											|-Branch one:
% 60.42/25.55  																											| (378) all_0_50_50 = e2
% 60.42/25.55  																											|
% 60.42/25.55  																												| Equations (378) can reduce 302 to:
% 60.42/25.55  																												| (266) $false
% 60.42/25.55  																												|
% 60.42/25.55  																												|-The branch is then unsatisfiable
% 60.42/25.55  																											|-Branch two:
% 60.42/25.55  																											| (302)  ~ (all_0_50_50 = e2)
% 60.42/25.55  																											| (422) all_0_50_50 = e4 | all_0_50_50 = e3 | all_0_50_50 = e1
% 60.42/25.55  																											|
% 60.42/25.55  																												+-Applying beta-rule and splitting (422), into two cases.
% 60.42/25.55  																												|-Branch one:
% 60.42/25.55  																												| (775) all_0_50_50 = e4
% 60.42/25.55  																												|
% 60.42/25.55  																													| Equations (775) can reduce 566 to:
% 60.42/25.55  																													| (266) $false
% 60.42/25.55  																													|
% 60.42/25.55  																													|-The branch is then unsatisfiable
% 60.42/25.55  																												|-Branch two:
% 60.42/25.55  																												| (566)  ~ (all_0_50_50 = e4)
% 60.42/25.55  																												| (1444) all_0_50_50 = e3 | all_0_50_50 = e1
% 60.42/25.55  																												|
% 60.42/25.55  																													+-Applying beta-rule and splitting (1444), into two cases.
% 60.42/25.55  																													|-Branch one:
% 60.42/25.55  																													| (601) all_0_50_50 = e1
% 60.42/25.55  																													|
% 60.42/25.55  																														| Equations (601) can reduce 59 to:
% 60.42/25.55  																														| (463)  ~ (all_0_51_51 = e1)
% 60.42/25.55  																														|
% 60.42/25.55  																														| Simplifying 463 yields:
% 60.42/25.55  																														| (464)  ~ (all_0_51_51 = e1)
% 60.42/25.55  																														|
% 60.42/25.55  																														| Equations (601) can reduce 190 to:
% 60.42/25.55  																														| (1458)  ~ (all_0_53_53 = e1)
% 60.42/25.55  																														|
% 60.42/25.55  																														| Simplifying 1458 yields:
% 60.42/25.55  																														| (1459)  ~ (all_0_53_53 = e1)
% 60.42/25.55  																														|
% 60.42/25.55  																														| Equations (601) can reduce 93 to:
% 60.42/25.55  																														| (2331)  ~ (all_0_55_55 = e1)
% 60.42/25.55  																														|
% 60.42/25.55  																														| Simplifying 2331 yields:
% 60.42/25.55  																														| (632)  ~ (all_0_55_55 = e1)
% 60.42/25.55  																														|
% 60.42/25.55  																														| From (601) and (242) follows:
% 60.42/25.55  																														| (2235) op(e1, e3) = e1
% 60.42/25.55  																														|
% 60.42/25.55  																														+-Applying beta-rule and splitting (165), into two cases.
% 60.42/25.55  																														|-Branch one:
% 60.42/25.55  																														| (794) all_0_41_41 = e0
% 60.42/25.55  																														|
% 60.42/25.55  																															| Combining equations (794,403) yields a new equation:
% 60.42/25.55  																															| (676) e3 = e0
% 60.42/25.55  																															|
% 60.42/25.55  																															| Equations (676) can reduce 80 to:
% 60.42/25.55  																															| (266) $false
% 60.42/25.55  																															|
% 60.42/25.55  																															|-The branch is then unsatisfiable
% 60.42/25.55  																														|-Branch two:
% 60.42/25.55  																														| (357)  ~ (all_0_41_41 = e0)
% 60.42/25.55  																														| (6761) all_0_42_42 = e0 | all_0_43_43 = e0 | all_0_44_44 = e0
% 60.42/25.55  																														|
% 60.42/25.55  																															+-Applying beta-rule and splitting (180), into two cases.
% 60.42/25.55  																															|-Branch one:
% 60.42/25.55  																															| (516) all_0_42_42 = e3
% 60.42/25.55  																															|
% 60.42/25.55  																																| Equations (516) can reduce 405 to:
% 60.42/25.55  																																| (266) $false
% 60.42/25.55  																																|
% 60.42/25.55  																																|-The branch is then unsatisfiable
% 60.42/25.55  																															|-Branch two:
% 60.42/25.55  																															| (405)  ~ (all_0_42_42 = e3)
% 60.42/25.55  																															| (521) all_0_47_47 = e3 | all_0_51_51 = e3 | all_0_56_56 = e3
% 60.42/25.55  																															|
% 60.42/25.55  																																+-Applying beta-rule and splitting (152), into two cases.
% 60.42/25.55  																																|-Branch one:
% 60.42/25.55  																																| (1392) all_0_42_42 = e4
% 60.42/25.55  																																|
% 60.42/25.55  																																	| Equations (1392) can reduce 240 to:
% 60.42/25.55  																																	| (47779)  ~ (all_0_43_43 = e4)
% 60.42/25.55  																																	|
% 60.42/25.55  																																	| Simplifying 47779 yields:
% 60.42/25.55  																																	| (399)  ~ (all_0_43_43 = e4)
% 60.42/25.55  																																	|
% 60.42/25.55  																																	| Equations (1392) can reduce 61 to:
% 60.42/25.55  																																	| (474)  ~ (all_0_51_51 = e4)
% 60.42/25.55  																																	|
% 60.42/25.55  																																	| Simplifying 474 yields:
% 60.42/25.55  																																	| (475)  ~ (all_0_51_51 = e4)
% 60.42/25.55  																																	|
% 60.42/25.55  																																	| Equations (1392) can reduce 51 to:
% 60.42/25.55  																																	| (48)  ~ (e4 = e2)
% 60.42/25.55  																																	|
% 60.42/25.55  																																	| Equations (1392) can reduce 1380 to:
% 60.42/25.55  																																	| (110)  ~ (e4 = e1)
% 60.42/25.55  																																	|
% 60.42/25.55  																																	| Equations (1392) can reduce 358 to:
% 60.42/25.55  																																	| (49)  ~ (e4 = e0)
% 60.42/25.55  																																	|
% 60.42/25.55  																																	| From (1392) and (210) follows:
% 60.42/25.55  																																	| (4074) op(e3, e2) = e4
% 60.42/25.55  																																	|
% 60.42/25.55  																																	+-Applying beta-rule and splitting (195), into two cases.
% 60.42/25.55  																																	|-Branch one:
% 60.42/25.55  																																	| (396) all_0_43_43 = e4
% 60.42/25.55  																																	|
% 60.42/25.55  																																		| Equations (396) can reduce 399 to:
% 60.42/25.55  																																		| (266) $false
% 60.42/25.55  																																		|
% 60.42/25.55  																																		|-The branch is then unsatisfiable
% 60.42/25.55  																																	|-Branch two:
% 60.42/25.55  																																	| (399)  ~ (all_0_43_43 = e4)
% 60.42/25.55  																																	| (6374) all_0_43_43 = e1 | all_0_43_43 = e0
% 60.42/25.55  																																	|
% 60.42/25.55  																																		+-Applying beta-rule and splitting (230), into two cases.
% 60.42/25.55  																																		|-Branch one:
% 60.42/25.55  																																		| (396) all_0_43_43 = e4
% 60.42/25.55  																																		|
% 60.42/25.55  																																			| Equations (396) can reduce 399 to:
% 60.42/25.55  																																			| (266) $false
% 60.42/25.55  																																			|
% 60.42/25.55  																																			|-The branch is then unsatisfiable
% 60.42/25.55  																																		|-Branch two:
% 60.42/25.55  																																		| (399)  ~ (all_0_43_43 = e4)
% 60.42/25.55  																																		| (400) all_0_48_48 = e4 | all_0_52_52 = e4 | all_0_57_57 = e4
% 60.42/25.55  																																		|
% 60.42/25.55  																																			+-Applying beta-rule and splitting (243), into two cases.
% 60.42/25.55  																																			|-Branch one:
% 60.42/25.55  																																			| (329) all_0_38_38 = e0
% 60.42/25.55  																																			|
% 60.42/25.55  																																				| Combining equations (329,321) yields a new equation:
% 60.42/25.55  																																				| (397) e4 = e0
% 60.42/25.55  																																				|
% 60.42/25.55  																																				| Equations (397) can reduce 49 to:
% 60.42/25.55  																																				| (266) $false
% 60.42/25.55  																																				|
% 60.42/25.55  																																				|-The branch is then unsatisfiable
% 60.42/25.55  																																			|-Branch two:
% 60.42/25.55  																																			| (332)  ~ (all_0_38_38 = e0)
% 60.42/25.55  																																			| (395) all_0_41_41 = e0 | all_0_46_46 = e0 | all_0_55_55 = e0
% 60.42/25.55  																																			|
% 60.42/25.55  																																				| Equations (321) can reduce 332 to:
% 60.42/25.55  																																				| (49)  ~ (e4 = e0)
% 60.42/25.55  																																				|
% 60.42/25.55  																																				+-Applying beta-rule and splitting (196), into two cases.
% 60.42/25.55  																																				|-Branch one:
% 60.42/25.55  																																				| (607) all_0_53_53 = e2
% 60.42/25.55  																																				|
% 60.42/25.55  																																					| Equations (607) can reduce 509 to:
% 60.42/25.55  																																					| (266) $false
% 60.42/25.55  																																					|
% 60.42/25.55  																																					|-The branch is then unsatisfiable
% 60.42/25.55  																																				|-Branch two:
% 60.42/25.55  																																				| (509)  ~ (all_0_53_53 = e2)
% 60.42/25.55  																																				| (610) all_0_53_53 = e4 | all_0_53_53 = e3 | all_0_53_53 = e1
% 60.42/25.55  																																				|
% 60.42/25.55  																																					+-Applying beta-rule and splitting (6761), into two cases.
% 60.42/25.55  																																					|-Branch one:
% 60.42/25.55  																																					| (559) all_0_42_42 = e0
% 60.42/25.55  																																					|
% 60.42/25.55  																																						| Combining equations (559,1392) yields a new equation:
% 60.42/25.55  																																						| (397) e4 = e0
% 60.42/25.55  																																						|
% 60.42/25.55  																																						| Equations (397) can reduce 49 to:
% 60.42/25.55  																																						| (266) $false
% 60.42/25.55  																																						|
% 60.42/25.55  																																						|-The branch is then unsatisfiable
% 60.42/25.55  																																					|-Branch two:
% 60.42/25.55  																																					| (358)  ~ (all_0_42_42 = e0)
% 60.42/25.55  																																					| (6766) all_0_43_43 = e0 | all_0_44_44 = e0
% 60.42/25.55  																																					|
% 60.42/25.55  																																						+-Applying beta-rule and splitting (231), into two cases.
% 60.42/25.55  																																						|-Branch one:
% 60.42/25.55  																																						| (775) all_0_50_50 = e4
% 60.42/25.55  																																						|
% 60.42/25.55  																																							| Combining equations (601,775) yields a new equation:
% 60.42/25.55  																																							| (630) e4 = e1
% 60.42/25.55  																																							|
% 60.42/25.55  																																							| Equations (630) can reduce 110 to:
% 60.42/25.55  																																							| (266) $false
% 60.42/25.55  																																							|
% 60.42/25.55  																																							|-The branch is then unsatisfiable
% 60.42/25.55  																																						|-Branch two:
% 60.42/25.55  																																						| (566)  ~ (all_0_50_50 = e4)
% 60.42/25.55  																																						| (1071) all_0_51_51 = e4 | all_0_52_52 = e4 | all_0_53_53 = e4
% 60.42/25.55  																																						|
% 60.42/25.55  																																							+-Applying beta-rule and splitting (6766), into two cases.
% 60.42/25.55  																																							|-Branch one:
% 60.42/25.55  																																							| (356) all_0_43_43 = e0
% 60.42/25.55  																																							|
% 60.42/25.55  																																								| Equations (356) can reduce 5470 to:
% 60.42/25.55  																																								| (266) $false
% 60.42/25.55  																																								|
% 60.42/25.55  																																								|-The branch is then unsatisfiable
% 60.42/25.55  																																							|-Branch two:
% 60.42/25.55  																																							| (5470)  ~ (all_0_43_43 = e0)
% 60.42/25.55  																																							| (1414) all_0_44_44 = e0
% 60.42/25.55  																																							|
% 60.42/25.55  																																								| Equations (1414) can reduce 159 to:
% 60.42/25.55  																																								| (5470)  ~ (all_0_43_43 = e0)
% 60.42/25.55  																																								|
% 60.42/25.55  																																								| Equations (1414) can reduce 220 to:
% 60.42/25.55  																																								| (488)  ~ (all_0_53_53 = e0)
% 60.42/25.56  																																								|
% 60.42/25.56  																																								| Simplifying 488 yields:
% 60.42/25.56  																																								| (247)  ~ (all_0_53_53 = e0)
% 60.42/25.56  																																								|
% 60.42/25.56  																																								| Equations (1414) can reduce 181 to:
% 60.42/25.56  																																								| (490)  ~ (all_0_58_58 = e0)
% 60.42/25.56  																																								|
% 60.42/25.56  																																								| Simplifying 490 yields:
% 60.42/25.56  																																								| (491)  ~ (all_0_58_58 = e0)
% 60.42/25.56  																																								|
% 60.42/25.56  																																								| Equations (1414) can reduce 147 to:
% 60.42/25.56  																																								| (365)  ~ (e2 = e0)
% 60.42/25.56  																																								|
% 60.42/25.56  																																								| Simplifying 365 yields:
% 60.42/25.56  																																								| (128)  ~ (e2 = e0)
% 60.42/25.56  																																								|
% 60.42/25.56  																																								+-Applying beta-rule and splitting (1071), into two cases.
% 60.42/25.56  																																								|-Branch one:
% 60.42/25.56  																																								| (1101) all_0_51_51 = e4
% 60.42/25.56  																																								|
% 60.42/25.56  																																									| Equations (1101) can reduce 475 to:
% 60.42/25.56  																																									| (266) $false
% 60.42/25.56  																																									|
% 60.42/25.56  																																									|-The branch is then unsatisfiable
% 60.42/25.56  																																								|-Branch two:
% 60.42/25.56  																																								| (475)  ~ (all_0_51_51 = e4)
% 60.42/25.56  																																								| (1294) all_0_52_52 = e4 | all_0_53_53 = e4
% 60.42/25.56  																																								|
% 60.42/25.56  																																									+-Applying beta-rule and splitting (125), into two cases.
% 60.42/25.56  																																									|-Branch one:
% 60.42/25.56  																																									| (858) all_0_55_55 = e0
% 60.42/25.56  																																									|
% 60.42/25.56  																																										| Equations (858) can reduce 632 to:
% 60.42/25.56  																																										| (435)  ~ (e1 = e0)
% 60.42/25.56  																																										|
% 60.42/25.56  																																										| Simplifying 435 yields:
% 60.42/25.56  																																										| (233)  ~ (e1 = e0)
% 60.42/25.56  																																										|
% 60.42/25.56  																																										| From (858) and (74) follows:
% 60.42/25.56  																																										| (752) op(e0, e3) = e0
% 60.42/25.56  																																										|
% 60.42/25.56  																																										+-Applying beta-rule and splitting (418), into two cases.
% 60.42/25.56  																																										|-Branch one:
% 60.42/25.56  																																										| (660) all_0_51_51 = e3
% 60.42/25.56  																																										|
% 60.42/25.56  																																											| Equations (660) can reduce 6 to:
% 60.42/25.56  																																											| (1114)  ~ (all_0_53_53 = e3)
% 60.42/25.56  																																											|
% 60.42/25.56  																																											| Simplifying 1114 yields:
% 60.42/25.56  																																											| (903)  ~ (all_0_53_53 = e3)
% 60.42/25.56  																																											|
% 60.42/25.56  																																											| Equations (660) can reduce 464 to:
% 60.42/25.56  																																											| (213)  ~ (e3 = e1)
% 60.42/25.56  																																											|
% 60.42/25.56  																																											| From (660) and (186) follows:
% 60.42/25.56  																																											| (1552) op(e1, e2) = e3
% 60.42/25.56  																																											|
% 60.42/25.56  																																											+-Applying beta-rule and splitting (1294), into two cases.
% 60.42/25.56  																																											|-Branch one:
% 60.42/25.56  																																											| (565) all_0_52_52 = e4
% 60.42/25.56  																																											|
% 60.42/25.56  																																												| Combining equations (352,565) yields a new equation:
% 60.42/25.56  																																												| (323) e4 = e2
% 60.42/25.56  																																												|
% 60.42/25.56  																																												| Equations (323) can reduce 48 to:
% 60.42/25.56  																																												| (266) $false
% 60.42/25.56  																																												|
% 60.42/25.56  																																												|-The branch is then unsatisfiable
% 60.42/25.56  																																											|-Branch two:
% 60.42/25.56  																																											| (780)  ~ (all_0_52_52 = e4)
% 60.42/25.56  																																											| (1298) all_0_53_53 = e4
% 60.42/25.56  																																											|
% 60.42/25.56  																																												| Equations (1298) can reduce 903 to:
% 60.42/25.56  																																												| (188)  ~ (e4 = e3)
% 60.42/25.56  																																												|
% 60.42/25.56  																																												| Equations (1298) can reduce 509 to:
% 60.42/25.56  																																												| (48)  ~ (e4 = e2)
% 60.42/25.56  																																												|
% 60.42/25.56  																																												| Equations (1298) can reduce 1459 to:
% 60.42/25.56  																																												| (110)  ~ (e4 = e1)
% 60.42/25.56  																																												|
% 60.42/25.56  																																												| Equations (1298) can reduce 247 to:
% 60.42/25.56  																																												| (49)  ~ (e4 = e0)
% 60.42/25.56  																																												|
% 60.42/25.56  																																												+-Applying beta-rule and splitting (112), into two cases.
% 60.42/25.56  																																												|-Branch one:
% 60.42/25.56  																																												| (635) all_0_44_44 = e1
% 60.42/25.56  																																												|
% 60.42/25.56  																																													| Combining equations (1414,635) yields a new equation:
% 60.42/25.56  																																													| (431) e1 = e0
% 60.42/25.56  																																													|
% 60.42/25.56  																																													| Equations (431) can reduce 233 to:
% 60.42/25.56  																																													| (266) $false
% 60.42/25.56  																																													|
% 60.42/25.56  																																													|-The branch is then unsatisfiable
% 60.42/25.56  																																												|-Branch two:
% 60.42/25.56  																																												| (639)  ~ (all_0_44_44 = e1)
% 60.42/25.56  																																												| (640) all_0_49_49 = e1 | all_0_53_53 = e1 | all_0_58_58 = e1
% 60.42/25.56  																																												|
% 60.42/25.56  																																													+-Applying beta-rule and splitting (640), into two cases.
% 60.42/25.56  																																													|-Branch one:
% 60.42/25.56  																																													| (671) all_0_49_49 = e1
% 60.42/25.56  																																													|
% 60.42/25.56  																																														| Combining equations (884,671) yields a new equation:
% 60.42/25.56  																																														| (454) e3 = e1
% 60.42/25.56  																																														|
% 60.42/25.56  																																														| Simplifying 454 yields:
% 60.42/25.56  																																														| (455) e3 = e1
% 60.42/25.56  																																														|
% 60.42/25.56  																																														| Equations (455) can reduce 213 to:
% 60.42/25.56  																																														| (266) $false
% 60.42/25.56  																																														|
% 60.42/25.56  																																														|-The branch is then unsatisfiable
% 60.42/25.56  																																													|-Branch two:
% 60.42/25.56  																																													| (1064)  ~ (all_0_49_49 = e1)
% 60.42/25.56  																																													| (2141) all_0_53_53 = e1 | all_0_58_58 = e1
% 60.42/25.56  																																													|
% 60.42/25.56  																																														+-Applying beta-rule and splitting (2141), into two cases.
% 60.42/25.56  																																														|-Branch one:
% 60.42/25.56  																																														| (1208) all_0_53_53 = e1
% 60.42/25.56  																																														|
% 60.42/25.56  																																															| Combining equations (1298,1208) yields a new equation:
% 60.42/25.56  																																															| (636) e4 = e1
% 60.42/25.56  																																															|
% 60.42/25.56  																																															| Simplifying 636 yields:
% 60.42/25.56  																																															| (630) e4 = e1
% 60.42/25.56  																																															|
% 60.42/25.56  																																															| Equations (630) can reduce 110 to:
% 60.42/25.56  																																															| (266) $false
% 60.42/25.56  																																															|
% 60.42/25.56  																																															|-The branch is then unsatisfiable
% 60.42/25.56  																																														|-Branch two:
% 60.42/25.56  																																														| (1459)  ~ (all_0_53_53 = e1)
% 60.42/25.56  																																														| (918) all_0_58_58 = e1
% 60.42/25.56  																																														|
% 60.42/25.56  																																															+-Applying beta-rule and splitting (130), into two cases.
% 60.42/25.56  																																															|-Branch one:
% 60.42/25.56  																																															| (430) all_0_43_43 = e1
% 60.42/25.56  																																															|
% 60.42/25.56  																																																| Equations (430) can reduce 399 to:
% 60.42/25.56  																																																| (602)  ~ (e4 = e1)
% 60.42/25.56  																																																|
% 60.42/25.56  																																																| Simplifying 602 yields:
% 60.42/25.56  																																																| (110)  ~ (e4 = e1)
% 60.42/25.56  																																																|
% 60.42/25.56  																																																| Equations (430) can reduce 5470 to:
% 60.42/25.56  																																																| (233)  ~ (e1 = e0)
% 60.42/25.56  																																																|
% 60.42/25.56  																																																+-Applying beta-rule and splitting (12), into two cases.
% 60.42/25.56  																																																|-Branch one:
% 60.42/25.56  																																																| (442) all_0_57_57 = e2
% 60.42/25.56  																																																|
% 60.42/25.56  																																																	| Equations (442) can reduce 344 to:
% 60.42/25.56  																																																	| (266) $false
% 60.42/25.56  																																																	|
% 60.42/25.56  																																																	|-The branch is then unsatisfiable
% 60.42/25.56  																																																|-Branch two:
% 60.42/25.56  																																																| (344)  ~ (all_0_57_57 = e2)
% 60.42/25.56  																																																| (445) all_0_57_57 = e4 | all_0_57_57 = e1 | all_0_57_57 = e0
% 60.42/25.56  																																																|
% 60.42/25.56  																																																	+-Applying beta-rule and splitting (171), into two cases.
% 60.42/25.56  																																																	|-Branch one:
% 60.42/25.56  																																																	| (265) all_0_54_54 = e4
% 60.42/25.56  																																																	|
% 60.42/25.56  																																																		| Combining equations (265,268) yields a new equation:
% 60.42/25.56  																																																		| (424) e4 = e3
% 60.42/25.56  																																																		|
% 60.42/25.56  																																																		| Simplifying 424 yields:
% 60.42/25.56  																																																		| (425) e4 = e3
% 60.42/25.56  																																																		|
% 60.42/25.56  																																																		| Equations (425) can reduce 188 to:
% 60.42/25.56  																																																		| (266) $false
% 60.42/25.56  																																																		|
% 60.42/25.56  																																																		|-The branch is then unsatisfiable
% 60.42/25.56  																																																	|-Branch two:
% 60.42/25.56  																																																	| (258)  ~ (all_0_54_54 = e4)
% 60.42/25.56  																																																	| (575) all_0_55_55 = e4 | all_0_56_56 = e4 | all_0_57_57 = e4 | all_0_58_58 = e4
% 60.42/25.56  																																																	|
% 60.42/25.56  																																																		+-Applying beta-rule and splitting (445), into two cases.
% 60.42/25.56  																																																		|-Branch one:
% 60.42/25.56  																																																		| (871) all_0_57_57 = e4
% 60.42/25.56  																																																		|
% 60.42/25.56  																																																			| Equations (871) can reduce 344 to:
% 60.42/25.56  																																																			| (48)  ~ (e4 = e2)
% 60.42/25.56  																																																			|
% 60.42/25.56  																																																			| From (871) and (83) follows:
% 60.42/25.56  																																																			| (3109) op(e0, e1) = e4
% 60.42/25.56  																																																			|
% 60.42/25.56  																																																			+-Applying beta-rule and splitting (56), into two cases.
% 60.42/25.56  																																																			|-Branch one:
% 60.42/25.56  																																																			| (696) unit = e2
% 60.42/25.56  																																																			|
% 60.42/25.56  																																																				| From (696) and (24) follows:
% 60.42/25.56  																																																				| (697) op(e2, e3) = e3
% 60.42/25.56  																																																				|
% 60.42/25.56  																																																				| From (696) and (227) follows:
% 60.42/25.56  																																																				| (4284) op(e4, e2) = e4
% 60.42/25.56  																																																				|
% 60.42/25.56  																																																				| From (696) and (40) follows:
% 60.42/25.56  																																																				| (4285) op(e3, e2) = e3
% 60.42/25.56  																																																				|
% 60.42/25.56  																																																				| From (696) and (32) follows:
% 60.42/25.56  																																																				| (698) op(e2, e2) = e2
% 60.42/25.56  																																																				|
% 60.42/25.56  																																																				| Instantiating formula (29) with e4, e2, e4, e0 and discharging atoms op(e4, e2) = e4, op(e4, e2) = e0, yields:
% 60.42/25.56  																																																				| (397) e4 = e0
% 60.42/25.56  																																																				|
% 60.42/25.56  																																																				| Instantiating formula (29) with e3, e2, e3, e4 and discharging atoms op(e3, e2) = e4, op(e3, e2) = e3, yields:
% 60.42/25.56  																																																				| (425) e4 = e3
% 60.42/25.56  																																																				|
% 60.42/25.56  																																																				| Instantiating formula (29) with e2, e3, e3, e2 and discharging atoms op(e2, e3) = e3, op(e2, e3) = e2, yields:
% 60.42/25.56  																																																				| (662) e3 = e2
% 60.42/25.56  																																																				|
% 60.42/25.56  																																																				| Instantiating formula (29) with e2, e2, e2, e1 and discharging atoms op(e2, e2) = e2, op(e2, e2) = e1, yields:
% 60.42/25.56  																																																				| (617) e2 = e1
% 60.42/25.56  																																																				|
% 60.42/25.56  																																																				| Combining equations (397,425) yields a new equation:
% 60.42/25.56  																																																				| (676) e3 = e0
% 60.42/25.56  																																																				|
% 60.42/25.56  																																																				| Combining equations (662,676) yields a new equation:
% 60.42/25.56  																																																				| (391) e2 = e0
% 60.42/25.56  																																																				|
% 60.42/25.56  																																																				| Simplifying 391 yields:
% 60.42/25.56  																																																				| (330) e2 = e0
% 60.42/25.56  																																																				|
% 60.42/25.56  																																																				| Combining equations (617,330) yields a new equation:
% 60.42/25.56  																																																				| (546) e1 = e0
% 60.42/25.56  																																																				|
% 60.42/25.56  																																																				| Simplifying 546 yields:
% 60.42/25.56  																																																				| (431) e1 = e0
% 60.42/25.56  																																																				|
% 60.42/25.56  																																																				| Equations (431) can reduce 233 to:
% 60.42/25.56  																																																				| (266) $false
% 60.42/25.56  																																																				|
% 60.42/25.56  																																																				|-The branch is then unsatisfiable
% 60.42/25.56  																																																			|-Branch two:
% 60.42/25.56  																																																			| (707)  ~ (unit = e2)
% 60.42/25.56  																																																			| (708) unit = e4 | unit = e3 | unit = e1 | unit = e0
% 60.42/25.56  																																																			|
% 60.42/25.56  																																																				+-Applying beta-rule and splitting (708), into two cases.
% 60.42/25.56  																																																				|-Branch one:
% 60.42/25.56  																																																				| (709) unit = e4
% 60.42/25.56  																																																				|
% 60.42/25.56  																																																					| From (709) and (24) follows:
% 60.42/25.56  																																																					| (33325) op(e4, e3) = e3
% 60.42/25.56  																																																					|
% 60.42/25.56  																																																					| From (709) and (211) follows:
% 60.42/25.56  																																																					| (22527) op(e4, e1) = e1
% 60.42/25.56  																																																					|
% 60.42/25.56  																																																					| From (709) and (209) follows:
% 60.42/25.56  																																																					| (3072) op(e4, e0) = e0
% 60.42/25.56  																																																					|
% 60.42/25.56  																																																					| From (709) and (32) follows:
% 60.42/25.56  																																																					| (712) op(e2, e4) = e2
% 60.42/25.56  																																																					|
% 60.42/25.56  																																																					| Instantiating formula (29) with e4, e3, e3, e4 and discharging atoms op(e4, e3) = e4, op(e4, e3) = e3, yields:
% 60.42/25.56  																																																					| (425) e4 = e3
% 60.42/25.56  																																																					|
% 60.42/25.56  																																																					| Instantiating formula (29) with e4, e1, e1, e3 and discharging atoms op(e4, e1) = e3, op(e4, e1) = e1, yields:
% 60.42/25.56  																																																					| (455) e3 = e1
% 60.42/25.56  																																																					|
% 60.42/25.56  																																																					| Instantiating formula (29) with e4, e0, e0, e2 and discharging atoms op(e4, e0) = e2, op(e4, e0) = e0, yields:
% 60.42/25.56  																																																					| (330) e2 = e0
% 60.42/25.56  																																																					|
% 60.42/25.56  																																																					| Instantiating formula (29) with e2, e4, e2, e4 and discharging atoms op(e2, e4) = e4, op(e2, e4) = e2, yields:
% 60.42/25.56  																																																					| (323) e4 = e2
% 60.42/25.56  																																																					|
% 60.42/25.56  																																																					| Combining equations (425,323) yields a new equation:
% 60.42/25.56  																																																					| (661) e3 = e2
% 60.42/25.56  																																																					|
% 60.42/25.56  																																																					| Simplifying 661 yields:
% 60.42/25.56  																																																					| (662) e3 = e2
% 60.42/25.56  																																																					|
% 60.42/25.56  																																																					| Combining equations (662,455) yields a new equation:
% 60.42/25.56  																																																					| (616) e2 = e1
% 60.42/25.56  																																																					|
% 60.42/25.56  																																																					| Simplifying 616 yields:
% 60.42/25.56  																																																					| (617) e2 = e1
% 60.42/25.56  																																																					|
% 60.42/25.56  																																																					| Combining equations (330,617) yields a new equation:
% 60.42/25.56  																																																					| (431) e1 = e0
% 60.42/25.56  																																																					|
% 60.42/25.56  																																																					| Equations (431) can reduce 233 to:
% 60.42/25.56  																																																					| (266) $false
% 60.42/25.56  																																																					|
% 60.42/25.56  																																																					|-The branch is then unsatisfiable
% 60.42/25.56  																																																				|-Branch two:
% 60.42/25.56  																																																				| (724)  ~ (unit = e4)
% 60.42/25.56  																																																				| (725) unit = e3 | unit = e1 | unit = e0
% 60.42/25.56  																																																				|
% 60.42/25.56  																																																					+-Applying beta-rule and splitting (725), into two cases.
% 60.42/25.56  																																																					|-Branch one:
% 60.42/25.56  																																																					| (726) unit = e0
% 60.42/25.56  																																																					|
% 60.42/25.56  																																																						| From (726) and (244) follows:
% 60.42/25.56  																																																						| (2207) op(e0, e4) = e4
% 60.42/25.56  																																																						|
% 60.42/25.56  																																																						| From (726) and (24) follows:
% 60.42/25.56  																																																						| (2208) op(e0, e3) = e3
% 60.42/25.56  																																																						|
% 60.42/25.56  																																																						| From (726) and (211) follows:
% 60.42/25.56  																																																						| (15180) op(e0, e1) = e1
% 60.42/25.56  																																																						|
% 60.42/25.56  																																																						| From (726) and (32) follows:
% 60.42/25.56  																																																						| (727) op(e2, e0) = e2
% 60.42/25.56  																																																						|
% 60.42/25.56  																																																						| Instantiating formula (29) with e2, e0, e2, e3 and discharging atoms op(e2, e0) = e3, op(e2, e0) = e2, yields:
% 60.42/25.56  																																																						| (662) e3 = e2
% 60.42/25.56  																																																						|
% 60.42/25.56  																																																						| Instantiating formula (29) with e0, e4, e4, e3 and discharging atoms op(e0, e4) = e4, op(e0, e4) = e3, yields:
% 60.42/25.56  																																																						| (425) e4 = e3
% 60.42/25.56  																																																						|
% 60.42/25.56  																																																						| Instantiating formula (29) with e0, e3, e3, e0 and discharging atoms op(e0, e3) = e3, op(e0, e3) = e0, yields:
% 60.42/25.56  																																																						| (676) e3 = e0
% 60.42/25.56  																																																						|
% 60.42/25.56  																																																						| Instantiating formula (29) with e0, e1, e1, e4 and discharging atoms op(e0, e1) = e4, op(e0, e1) = e1, yields:
% 60.42/25.56  																																																						| (630) e4 = e1
% 60.42/25.56  																																																						|
% 60.42/25.56  																																																						| Combining equations (425,630) yields a new equation:
% 60.42/25.56  																																																						| (454) e3 = e1
% 60.42/25.56  																																																						|
% 60.42/25.56  																																																						| Simplifying 454 yields:
% 60.42/25.56  																																																						| (455) e3 = e1
% 60.42/25.56  																																																						|
% 60.42/25.56  																																																						| Combining equations (455,662) yields a new equation:
% 60.42/25.56  																																																						| (617) e2 = e1
% 60.42/25.56  																																																						|
% 60.42/25.56  																																																						| Combining equations (676,662) yields a new equation:
% 60.42/25.56  																																																						| (330) e2 = e0
% 60.42/25.56  																																																						|
% 60.42/25.56  																																																						| Combining equations (330,617) yields a new equation:
% 60.42/25.56  																																																						| (431) e1 = e0
% 60.42/25.56  																																																						|
% 60.42/25.56  																																																						| Equations (431) can reduce 233 to:
% 60.42/25.56  																																																						| (266) $false
% 60.42/25.56  																																																						|
% 60.42/25.56  																																																						|-The branch is then unsatisfiable
% 60.42/25.56  																																																					|-Branch two:
% 60.42/25.56  																																																					| (734)  ~ (unit = e0)
% 60.42/25.56  																																																					| (735) unit = e3 | unit = e1
% 60.42/25.56  																																																					|
% 60.42/25.56  																																																						+-Applying beta-rule and splitting (735), into two cases.
% 60.42/25.56  																																																						|-Branch one:
% 60.42/25.56  																																																						| (736) unit = e1
% 60.42/25.56  																																																						|
% 60.42/25.56  																																																							| Equations (736) can reduce 734 to:
% 60.42/25.56  																																																							| (233)  ~ (e1 = e0)
% 60.42/25.56  																																																							|
% 60.42/25.56  																																																							| From (736) and (24) follows:
% 60.42/25.56  																																																							| (1934) op(e1, e3) = e3
% 60.42/25.56  																																																							|
% 60.42/25.56  																																																							| From (736) and (15) follows:
% 60.42/25.56  																																																							| (515) op(e1, e2) = e2
% 60.42/25.56  																																																							|
% 60.42/25.56  																																																							| From (736) and (32) follows:
% 60.42/25.56  																																																							| (347) op(e2, e1) = e2
% 60.42/25.56  																																																							|
% 60.42/25.56  																																																							| Instantiating formula (29) with e2, e1, e2, e0 and discharging atoms op(e2, e1) = e2, op(e2, e1) = e0, yields:
% 60.42/25.56  																																																							| (330) e2 = e0
% 60.42/25.56  																																																							|
% 60.42/25.56  																																																							| Instantiating formula (29) with e1, e3, e3, e1 and discharging atoms op(e1, e3) = e3, op(e1, e3) = e1, yields:
% 60.42/25.56  																																																							| (455) e3 = e1
% 60.42/25.56  																																																							|
% 60.42/25.56  																																																							| Instantiating formula (29) with e1, e2, e2, e3 and discharging atoms op(e1, e2) = e3, op(e1, e2) = e2, yields:
% 60.42/25.56  																																																							| (662) e3 = e2
% 60.42/25.56  																																																							|
% 60.42/25.56  																																																							| Combining equations (662,455) yields a new equation:
% 60.42/25.56  																																																							| (616) e2 = e1
% 60.42/25.56  																																																							|
% 60.42/25.56  																																																							| Simplifying 616 yields:
% 60.42/25.56  																																																							| (617) e2 = e1
% 60.42/25.56  																																																							|
% 60.42/25.56  																																																							| Combining equations (617,330) yields a new equation:
% 60.42/25.56  																																																							| (546) e1 = e0
% 60.42/25.56  																																																							|
% 60.42/25.56  																																																							| Simplifying 546 yields:
% 60.42/25.56  																																																							| (431) e1 = e0
% 60.42/25.56  																																																							|
% 60.42/25.56  																																																							| Equations (431) can reduce 233 to:
% 60.42/25.56  																																																							| (266) $false
% 60.42/25.56  																																																							|
% 60.42/25.56  																																																							|-The branch is then unsatisfiable
% 60.42/25.56  																																																						|-Branch two:
% 60.42/25.56  																																																						| (748)  ~ (unit = e1)
% 60.42/25.56  																																																						| (749) unit = e3
% 60.42/25.56  																																																						|
% 60.42/25.56  																																																							| From (749) and (15) follows:
% 60.42/25.56  																																																							| (751) op(e3, e2) = e2
% 60.42/25.56  																																																							|
% 60.42/25.56  																																																							| Instantiating formula (29) with e3, e2, e2, e4 and discharging atoms op(e3, e2) = e4, op(e3, e2) = e2, yields:
% 60.42/25.56  																																																							| (323) e4 = e2
% 60.42/25.56  																																																							|
% 60.42/25.56  																																																							| Equations (323) can reduce 48 to:
% 60.42/25.56  																																																							| (266) $false
% 60.42/25.56  																																																							|
% 60.42/25.56  																																																							|-The branch is then unsatisfiable
% 60.42/25.56  																																																		|-Branch two:
% 60.42/25.56  																																																		| (839)  ~ (all_0_57_57 = e4)
% 60.42/25.56  																																																		| (874) all_0_57_57 = e1 | all_0_57_57 = e0
% 60.42/25.56  																																																		|
% 60.42/25.56  																																																			+-Applying beta-rule and splitting (400), into two cases.
% 60.42/25.56  																																																			|-Branch one:
% 60.42/25.56  																																																			| (943) all_0_48_48 = e4
% 60.42/25.56  																																																			|
% 60.42/25.56  																																																				| Combining equations (1279,943) yields a new equation:
% 60.42/25.56  																																																				| (397) e4 = e0
% 60.42/25.56  																																																				|
% 60.42/25.56  																																																				| Equations (397) can reduce 49 to:
% 60.42/25.56  																																																				| (266) $false
% 60.42/25.56  																																																				|
% 60.42/25.56  																																																				|-The branch is then unsatisfiable
% 60.42/25.56  																																																			|-Branch two:
% 60.42/25.56  																																																			| (254)  ~ (all_0_48_48 = e4)
% 60.42/25.56  																																																			| (947) all_0_52_52 = e4 | all_0_57_57 = e4
% 60.42/25.56  																																																			|
% 60.42/25.56  																																																				| Equations (1279) can reduce 254 to:
% 60.42/25.56  																																																				| (401)  ~ (e4 = e0)
% 60.42/25.56  																																																				|
% 60.42/25.56  																																																				| Simplifying 401 yields:
% 60.42/25.56  																																																				| (49)  ~ (e4 = e0)
% 60.42/25.56  																																																				|
% 60.42/25.56  																																																				+-Applying beta-rule and splitting (575), into two cases.
% 60.42/25.56  																																																				|-Branch one:
% 60.42/25.56  																																																				| (587) all_0_55_55 = e4
% 60.42/25.56  																																																				|
% 60.42/25.56  																																																					| Combining equations (587,858) yields a new equation:
% 60.42/25.56  																																																					| (481) e4 = e0
% 60.42/25.56  																																																					|
% 60.42/25.56  																																																					| Simplifying 481 yields:
% 60.42/25.56  																																																					| (397) e4 = e0
% 60.42/25.56  																																																					|
% 60.42/25.56  																																																					| Equations (397) can reduce 49 to:
% 60.42/25.56  																																																					| (266) $false
% 60.42/25.56  																																																					|
% 60.42/25.56  																																																					|-The branch is then unsatisfiable
% 60.42/25.56  																																																				|-Branch two:
% 60.42/25.56  																																																				| (763)  ~ (all_0_55_55 = e4)
% 60.42/25.56  																																																				| (764) all_0_56_56 = e4 | all_0_57_57 = e4 | all_0_58_58 = e4
% 60.42/25.56  																																																				|
% 60.42/25.56  																																																					+-Applying beta-rule and splitting (764), into two cases.
% 60.42/25.56  																																																					|-Branch one:
% 60.42/25.56  																																																					| (842) all_0_56_56 = e4
% 60.42/25.56  																																																					|
% 60.42/25.56  																																																						| Combining equations (833,842) yields a new equation:
% 60.42/25.56  																																																						| (323) e4 = e2
% 60.42/25.56  																																																						|
% 60.42/25.56  																																																						| Equations (323) can reduce 48 to:
% 60.42/25.56  																																																						| (266) $false
% 60.42/25.56  																																																						|
% 60.42/25.56  																																																						|-The branch is then unsatisfiable
% 60.42/25.56  																																																					|-Branch two:
% 60.42/25.56  																																																					| (477)  ~ (all_0_56_56 = e4)
% 60.42/25.56  																																																					| (935) all_0_57_57 = e4 | all_0_58_58 = e4
% 60.42/25.56  																																																					|
% 60.42/25.56  																																																						+-Applying beta-rule and splitting (935), into two cases.
% 60.42/25.56  																																																						|-Branch one:
% 60.42/25.56  																																																						| (871) all_0_57_57 = e4
% 60.42/25.56  																																																						|
% 60.42/25.56  																																																							| Equations (871) can reduce 839 to:
% 60.42/25.56  																																																							| (266) $false
% 60.42/25.56  																																																							|
% 60.42/25.56  																																																							|-The branch is then unsatisfiable
% 60.42/25.56  																																																						|-Branch two:
% 60.42/25.56  																																																						| (839)  ~ (all_0_57_57 = e4)
% 60.42/25.56  																																																						| (910) all_0_58_58 = e4
% 60.42/25.56  																																																						|
% 60.42/25.56  																																																							| Combining equations (910,918) yields a new equation:
% 60.42/25.56  																																																							| (636) e4 = e1
% 60.42/25.56  																																																							|
% 60.42/25.56  																																																							| Simplifying 636 yields:
% 60.42/25.56  																																																							| (630) e4 = e1
% 60.42/25.56  																																																							|
% 60.42/25.56  																																																							| Equations (630) can reduce 110 to:
% 60.42/25.56  																																																							| (266) $false
% 60.42/25.56  																																																							|
% 60.42/25.56  																																																							|-The branch is then unsatisfiable
% 60.42/25.57  																																															|-Branch two:
% 60.42/25.57  																																															| (433)  ~ (all_0_43_43 = e1)
% 60.42/25.57  																																															| (434) all_0_48_48 = e1 | all_0_52_52 = e1 | all_0_57_57 = e1
% 60.42/25.57  																																															|
% 60.42/25.57  																																																+-Applying beta-rule and splitting (6374), into two cases.
% 60.42/25.57  																																																|-Branch one:
% 60.42/25.57  																																																| (356) all_0_43_43 = e0
% 60.42/25.57  																																																|
% 60.42/25.57  																																																	| Equations (356) can reduce 5470 to:
% 60.42/25.57  																																																	| (266) $false
% 60.42/25.57  																																																	|
% 60.42/25.57  																																																	|-The branch is then unsatisfiable
% 60.42/25.57  																																																|-Branch two:
% 60.42/25.57  																																																| (5470)  ~ (all_0_43_43 = e0)
% 60.42/25.57  																																																| (430) all_0_43_43 = e1
% 60.42/25.57  																																																|
% 60.42/25.57  																																																	| Equations (430) can reduce 433 to:
% 60.42/25.57  																																																	| (266) $false
% 60.42/25.57  																																																	|
% 60.42/25.57  																																																	|-The branch is then unsatisfiable
% 60.42/25.57  																																										|-Branch two:
% 60.42/25.57  																																										| (664)  ~ (all_0_51_51 = e3)
% 60.42/25.57  																																										| (665) all_0_53_53 = e3
% 60.42/25.57  																																										|
% 60.42/25.57  																																											| Equations (665) can reduce 903 to:
% 60.42/25.57  																																											| (266) $false
% 60.42/25.57  																																											|
% 60.42/25.57  																																											|-The branch is then unsatisfiable
% 60.42/25.57  																																									|-Branch two:
% 60.42/25.57  																																									| (803)  ~ (all_0_55_55 = e0)
% 60.42/25.57  																																									| (863) all_0_56_56 = e0 | all_0_57_57 = e0 | all_0_58_58 = e0
% 60.42/25.57  																																									|
% 60.42/25.57  																																										+-Applying beta-rule and splitting (863), into two cases.
% 60.42/25.57  																																										|-Branch one:
% 60.42/25.57  																																										| (679) all_0_56_56 = e0
% 60.42/25.57  																																										|
% 60.42/25.57  																																											| Combining equations (679,833) yields a new equation:
% 60.42/25.57  																																											| (330) e2 = e0
% 60.42/25.57  																																											|
% 60.42/25.57  																																											| Equations (330) can reduce 128 to:
% 60.42/25.57  																																											| (266) $false
% 60.42/25.57  																																											|
% 60.42/25.57  																																											|-The branch is then unsatisfiable
% 60.42/25.57  																																										|-Branch two:
% 60.42/25.57  																																										| (828)  ~ (all_0_56_56 = e0)
% 60.42/25.57  																																										| (924) all_0_57_57 = e0 | all_0_58_58 = e0
% 60.42/25.57  																																										|
% 60.42/25.57  																																											+-Applying beta-rule and splitting (924), into two cases.
% 60.42/25.57  																																											|-Branch one:
% 60.42/25.57  																																											| (875) all_0_57_57 = e0
% 60.42/25.57  																																											|
% 60.42/25.57  																																												| Equations (875) can reduce 364 to:
% 60.42/25.57  																																												| (266) $false
% 60.42/25.57  																																												|
% 60.42/25.57  																																												|-The branch is then unsatisfiable
% 60.42/25.57  																																											|-Branch two:
% 60.42/25.57  																																											| (364)  ~ (all_0_57_57 = e0)
% 60.42/25.57  																																											| (914) all_0_58_58 = e0
% 60.42/25.57  																																											|
% 60.42/25.57  																																												| Equations (914) can reduce 491 to:
% 60.42/25.57  																																												| (266) $false
% 60.42/25.57  																																												|
% 60.42/25.57  																																												|-The branch is then unsatisfiable
% 60.42/25.57  																																|-Branch two:
% 60.42/25.57  																																| (1890)  ~ (all_0_42_42 = e4)
% 60.42/25.57  																																| (1969) all_0_42_42 = e3 | all_0_42_42 = e1 | all_0_42_42 = e0
% 60.42/25.57  																																|
% 60.42/25.57  																																	+-Applying beta-rule and splitting (1969), into two cases.
% 60.42/25.57  																																	|-Branch one:
% 60.42/25.57  																																	| (559) all_0_42_42 = e0
% 60.42/25.57  																																	|
% 60.42/25.57  																																		| Equations (559) can reduce 358 to:
% 60.42/25.57  																																		| (266) $false
% 60.42/25.57  																																		|
% 60.42/25.57  																																		|-The branch is then unsatisfiable
% 60.42/25.57  																																	|-Branch two:
% 60.42/25.57  																																	| (358)  ~ (all_0_42_42 = e0)
% 60.42/25.57  																																	| (2510) all_0_42_42 = e3 | all_0_42_42 = e1
% 60.42/25.57  																																	|
% 60.42/25.57  																																		+-Applying beta-rule and splitting (2510), into two cases.
% 60.42/25.57  																																		|-Branch one:
% 60.42/25.57  																																		| (459) all_0_42_42 = e1
% 60.42/25.57  																																		|
% 60.42/25.57  																																			| Equations (459) can reduce 1380 to:
% 60.42/25.57  																																			| (266) $false
% 60.42/25.57  																																			|
% 60.42/25.57  																																			|-The branch is then unsatisfiable
% 60.42/25.57  																																		|-Branch two:
% 60.42/25.57  																																		| (1380)  ~ (all_0_42_42 = e1)
% 60.42/25.57  																																		| (516) all_0_42_42 = e3
% 60.42/25.57  																																		|
% 60.42/25.57  																																			| Equations (516) can reduce 405 to:
% 60.42/25.57  																																			| (266) $false
% 60.42/25.57  																																			|
% 60.42/25.57  																																			|-The branch is then unsatisfiable
% 60.42/25.57  																													|-Branch two:
% 60.42/25.57  																													| (759)  ~ (all_0_50_50 = e1)
% 60.42/25.57  																													| (415) all_0_50_50 = e3
% 60.42/25.57  																													|
% 60.42/25.57  																														| Equations (415) can reduce 411 to:
% 60.42/25.57  																														| (266) $false
% 60.42/25.57  																														|
% 60.42/25.57  																														|-The branch is then unsatisfiable
% 60.42/25.57  																										|-Branch two:
% 60.42/25.57  																										| (1898)  ~ (all_0_41_41 = e3)
% 60.42/25.57  																										| (1923) all_0_46_46 = e3 | all_0_50_50 = e3 | all_0_55_55 = e3
% 60.42/25.57  																										|
% 60.42/25.57  																											+-Applying beta-rule and splitting (418), into two cases.
% 60.42/25.57  																											|-Branch one:
% 60.42/25.57  																											| (660) all_0_51_51 = e3
% 60.42/25.57  																											|
% 60.42/25.57  																												| Equations (660) can reduce 59 to:
% 60.42/25.57  																												| (411)  ~ (all_0_50_50 = e3)
% 60.42/25.57  																												|
% 60.42/25.57  																												| Equations (660) can reduce 1099 to:
% 60.42/25.57  																												| (212)  ~ (e3 = e2)
% 60.42/25.57  																												|
% 60.42/25.57  																												+-Applying beta-rule and splitting (1923), into two cases.
% 60.42/25.57  																												|-Branch one:
% 60.42/25.57  																												| (1557) all_0_46_46 = e3
% 60.42/25.57  																												|
% 60.42/25.57  																													| Combining equations (1557,1794) yields a new equation:
% 60.42/25.57  																													| (661) e3 = e2
% 60.42/25.57  																													|
% 60.42/25.57  																													| Simplifying 661 yields:
% 60.42/25.57  																													| (662) e3 = e2
% 60.42/25.57  																													|
% 60.42/25.57  																													| Equations (662) can reduce 212 to:
% 60.42/25.57  																													| (266) $false
% 60.42/25.57  																													|
% 60.42/25.57  																													|-The branch is then unsatisfiable
% 60.42/25.57  																												|-Branch two:
% 60.42/25.57  																												| (409)  ~ (all_0_46_46 = e3)
% 60.42/25.57  																												| (4042) all_0_50_50 = e3 | all_0_55_55 = e3
% 60.42/25.57  																												|
% 60.42/25.57  																													+-Applying beta-rule and splitting (4042), into two cases.
% 60.42/25.57  																													|-Branch one:
% 60.42/25.57  																													| (415) all_0_50_50 = e3
% 60.42/25.57  																													|
% 60.42/25.57  																														| Equations (415) can reduce 411 to:
% 60.42/25.57  																														| (266) $false
% 60.42/25.57  																														|
% 60.42/25.57  																														|-The branch is then unsatisfiable
% 60.42/25.57  																													|-Branch two:
% 60.42/25.57  																													| (411)  ~ (all_0_50_50 = e3)
% 60.42/25.57  																													| (2336) all_0_55_55 = e3
% 60.42/25.57  																													|
% 60.42/25.57  																														| Equations (2336) can reduce 270 to:
% 60.42/25.57  																														| (266) $false
% 60.42/25.57  																														|
% 60.42/25.57  																														|-The branch is then unsatisfiable
% 60.42/25.57  																											|-Branch two:
% 60.42/25.57  																											| (664)  ~ (all_0_51_51 = e3)
% 60.42/25.57  																											| (665) all_0_53_53 = e3
% 60.42/25.57  																											|
% 60.42/25.57  																												| Equations (665) can reduce 903 to:
% 60.42/25.57  																												| (266) $false
% 60.42/25.57  																												|
% 60.42/25.57  																												|-The branch is then unsatisfiable
% 60.42/25.57  																								|-Branch two:
% 60.42/25.57  																								| (1283)  ~ (all_0_48_48 = e0)
% 60.42/25.57  																								| (615) all_0_48_48 = e1
% 60.42/25.57  																								|
% 60.42/25.57  																									| Equations (615) can reduce 619 to:
% 60.42/25.57  																									| (266) $false
% 60.42/25.57  																									|
% 60.42/25.57  																									|-The branch is then unsatisfiable
% 60.42/25.57  																	|-Branch two:
% 60.42/25.57  																	| (813) all_0_47_47 = e1 & all_0_52_52 = e2 &  ~ (all_0_51_51 = e1)
% 60.42/25.57  																	|
% 60.42/25.57  																		| Applying alpha-rule on (813) yields:
% 60.42/25.57  																		| (654) all_0_47_47 = e1
% 60.42/25.57  																		| (352) all_0_52_52 = e2
% 60.42/25.57  																		| (464)  ~ (all_0_51_51 = e1)
% 60.42/25.57  																		|
% 60.42/25.57  																		| Equations (654) can reduce 198 to:
% 60.42/25.57  																		| (1380)  ~ (all_0_42_42 = e1)
% 60.42/25.57  																		|
% 60.42/25.57  																		| Equations (654) can reduce 114 to:
% 60.42/25.57  																		| (11581)  ~ (all_0_48_48 = e1)
% 60.42/25.57  																		|
% 60.42/25.57  																		| Simplifying 11581 yields:
% 60.42/25.57  																		| (619)  ~ (all_0_48_48 = e1)
% 60.42/25.57  																		|
% 60.42/25.57  																		| Equations (654) can reduce 86 to:
% 60.42/25.57  																		| (1419)  ~ (all_0_49_49 = e1)
% 60.42/25.57  																		|
% 60.42/25.57  																		| Simplifying 1419 yields:
% 60.42/25.57  																		| (1064)  ~ (all_0_49_49 = e1)
% 60.42/25.57  																		|
% 60.42/25.57  																		| Equations (654) can reduce 224 to:
% 60.42/25.57  																		| (463)  ~ (all_0_51_51 = e1)
% 60.42/25.57  																		|
% 60.42/25.57  																		| Simplifying 463 yields:
% 60.42/25.57  																		| (464)  ~ (all_0_51_51 = e1)
% 60.42/25.57  																		|
% 60.42/25.57  																		| Equations (654) can reduce 252 to:
% 60.42/25.57  																		| (602)  ~ (e4 = e1)
% 60.42/25.57  																		|
% 60.42/25.57  																		| Simplifying 602 yields:
% 60.42/25.57  																		| (110)  ~ (e4 = e1)
% 60.42/25.57  																		|
% 60.42/25.57  																		| Equations (654) can reduce 338 to:
% 60.42/25.57  																		| (604)  ~ (e2 = e1)
% 60.42/25.57  																		|
% 60.42/25.57  																		| Simplifying 604 yields:
% 60.42/25.57  																		| (122)  ~ (e2 = e1)
% 60.42/25.57  																		|
% 60.42/25.57  																		| From (654) and (23) follows:
% 60.42/25.57  																		| (9478) op(e2, e2) = e1
% 60.42/25.57  																		|
% 60.42/25.57  																		+-Applying beta-rule and splitting (78), into two cases.
% 60.42/25.57  																		|-Branch one:
% 60.42/25.57  																		| (423) all_0_45_45 = e3
% 60.42/25.57  																		|
% 60.42/25.57  																			| Combining equations (423,248) yields a new equation:
% 60.42/25.57  																			| (425) e4 = e3
% 60.42/25.57  																			|
% 60.42/25.57  																			| Equations (425) can reduce 188 to:
% 60.42/25.57  																			| (266) $false
% 60.42/25.57  																			|
% 60.42/25.57  																			|-The branch is then unsatisfiable
% 60.42/25.57  																		|-Branch two:
% 60.42/25.57  																		| (427)  ~ (all_0_45_45 = e3)
% 60.42/25.57  																		| (428) all_0_46_46 = e3 | all_0_47_47 = e3 | all_0_49_49 = e3
% 60.42/25.57  																		|
% 60.42/25.57  																			+-Applying beta-rule and splitting (428), into two cases.
% 60.42/25.57  																			|-Branch one:
% 60.42/25.57  																			| (1557) all_0_46_46 = e3
% 60.42/25.57  																			|
% 60.42/25.57  																				| Combining equations (1794,1557) yields a new equation:
% 60.42/25.57  																				| (662) e3 = e2
% 60.42/25.57  																				|
% 60.42/25.57  																				| Equations (662) can reduce 212 to:
% 60.42/25.57  																				| (266) $false
% 60.42/25.57  																				|
% 60.42/25.57  																				|-The branch is then unsatisfiable
% 60.42/25.57  																			|-Branch two:
% 60.42/25.57  																			| (409)  ~ (all_0_46_46 = e3)
% 60.42/25.57  																			| (1561) all_0_47_47 = e3 | all_0_49_49 = e3
% 60.42/25.57  																			|
% 60.42/25.57  																				+-Applying beta-rule and splitting (1561), into two cases.
% 60.42/25.57  																				|-Branch one:
% 60.42/25.57  																				| (522) all_0_47_47 = e3
% 60.42/25.57  																				|
% 60.42/25.57  																					| Combining equations (654,522) yields a new equation:
% 60.42/25.57  																					| (455) e3 = e1
% 60.42/25.57  																					|
% 60.42/25.57  																					| Equations (455) can reduce 213 to:
% 60.42/25.57  																					| (266) $false
% 60.42/25.57  																					|
% 60.42/25.57  																					|-The branch is then unsatisfiable
% 60.42/25.57  																				|-Branch two:
% 60.42/25.57  																				| (1091)  ~ (all_0_47_47 = e3)
% 60.42/25.57  																				| (884) all_0_49_49 = e3
% 60.42/25.57  																				|
% 60.42/25.57  																					| Equations (884) can reduce 9 to:
% 60.42/25.57  																					| (407)  ~ (all_0_44_44 = e3)
% 60.42/25.57  																					|
% 60.42/25.57  																					| Equations (884) can reduce 185 to:
% 60.42/25.57  																					| (215)  ~ (all_0_48_48 = e3)
% 60.42/25.57  																					|
% 60.42/25.57  																					| Equations (884) can reduce 65 to:
% 60.42/25.57  																					| (1114)  ~ (all_0_53_53 = e3)
% 60.42/25.57  																					|
% 60.42/25.57  																					| Simplifying 1114 yields:
% 60.42/25.57  																					| (903)  ~ (all_0_53_53 = e3)
% 60.42/25.57  																					|
% 60.42/25.57  																					| Equations (884) can reduce 1064 to:
% 60.42/25.57  																					| (213)  ~ (e3 = e1)
% 60.42/25.57  																					|
% 60.42/25.57  																					| From (884) and (55) follows:
% 60.42/25.57  																					| (1581) op(e2, e0) = e3
% 60.42/25.57  																					|
% 60.42/25.57  																					+-Applying beta-rule and splitting (228), into two cases.
% 60.42/25.57  																					|-Branch one:
% 60.42/25.57  																					| (335) all_0_48_48 = e2
% 60.42/25.57  																					|
% 60.42/25.57  																						| Equations (335) can reduce 810 to:
% 60.42/25.57  																						| (266) $false
% 60.42/25.57  																						|
% 60.42/25.57  																						|-The branch is then unsatisfiable
% 60.42/25.57  																					|-Branch two:
% 60.42/25.57  																					| (810)  ~ (all_0_48_48 = e2)
% 60.42/25.57  																					| (10218) all_0_48_48 = e4 | all_0_48_48 = e1 | all_0_48_48 = e0
% 60.42/25.57  																					|
% 60.42/25.57  																						+-Applying beta-rule and splitting (10218), into two cases.
% 60.42/25.57  																						|-Branch one:
% 60.42/25.57  																						| (943) all_0_48_48 = e4
% 60.42/25.57  																						|
% 60.42/25.57  																							| Equations (943) can reduce 254 to:
% 60.42/25.57  																							| (266) $false
% 60.42/25.57  																							|
% 60.42/25.57  																							|-The branch is then unsatisfiable
% 60.42/25.57  																						|-Branch two:
% 60.42/25.57  																						| (254)  ~ (all_0_48_48 = e4)
% 60.42/25.57  																						| (10222) all_0_48_48 = e1 | all_0_48_48 = e0
% 60.42/25.57  																						|
% 60.42/25.57  																							+-Applying beta-rule and splitting (10222), into two cases.
% 60.42/25.57  																							|-Branch one:
% 60.42/25.57  																							| (1279) all_0_48_48 = e0
% 60.42/25.57  																							|
% 60.42/25.57  																								| Equations (1279) can reduce 17 to:
% 60.42/25.57  																								| (5470)  ~ (all_0_43_43 = e0)
% 60.42/25.57  																								|
% 60.42/25.57  																								| Equations (1279) can reduce 239 to:
% 60.42/25.57  																								| (363)  ~ (all_0_57_57 = e0)
% 60.42/25.57  																								|
% 60.42/25.57  																								| Simplifying 363 yields:
% 60.42/25.57  																								| (364)  ~ (all_0_57_57 = e0)
% 60.42/25.57  																								|
% 60.42/25.57  																								| Equations (1279) can reduce 254 to:
% 60.42/25.57  																								| (401)  ~ (e4 = e0)
% 60.42/25.57  																								|
% 60.42/25.57  																								| Simplifying 401 yields:
% 60.42/25.57  																								| (49)  ~ (e4 = e0)
% 60.42/25.57  																								|
% 60.42/25.57  																								| Equations (1279) can reduce 215 to:
% 60.42/25.57  																								| (541)  ~ (e3 = e0)
% 60.42/25.57  																								|
% 60.42/25.57  																								| Simplifying 541 yields:
% 60.42/25.57  																								| (80)  ~ (e3 = e0)
% 60.42/25.57  																								|
% 60.42/25.57  																								| Equations (1279) can reduce 810 to:
% 60.42/25.57  																								| (365)  ~ (e2 = e0)
% 60.42/25.57  																								|
% 60.42/25.57  																								| Simplifying 365 yields:
% 60.42/25.57  																								| (128)  ~ (e2 = e0)
% 60.42/25.57  																								|
% 60.42/25.57  																								| From (1279) and (192) follows:
% 60.42/25.57  																								| (14938) op(e2, e1) = e0
% 60.42/25.57  																								|
% 60.42/25.57  																								+-Applying beta-rule and splitting (168), into two cases.
% 60.42/25.57  																								|-Branch one:
% 60.42/25.57  																								| (415) all_0_50_50 = e3
% 60.42/25.57  																								|
% 60.42/25.57  																									| Equations (415) can reduce 221 to:
% 60.42/25.57  																									| (1898)  ~ (all_0_41_41 = e3)
% 60.42/25.57  																									|
% 60.42/25.57  																									| Equations (415) can reduce 190 to:
% 60.42/25.57  																									| (1114)  ~ (all_0_53_53 = e3)
% 60.42/25.57  																									|
% 60.42/25.57  																									| Simplifying 1114 yields:
% 60.42/25.57  																									| (903)  ~ (all_0_53_53 = e3)
% 60.42/25.57  																									|
% 60.42/25.57  																									| Equations (415) can reduce 93 to:
% 60.42/25.57  																									| (269)  ~ (all_0_55_55 = e3)
% 60.42/25.57  																									|
% 60.42/25.57  																									| Simplifying 269 yields:
% 60.42/25.57  																									| (270)  ~ (all_0_55_55 = e3)
% 60.42/25.57  																									|
% 60.42/25.57  																									| Equations (415) can reduce 566 to:
% 60.42/25.57  																									| (277)  ~ (e4 = e3)
% 60.42/25.57  																									|
% 60.42/25.57  																									| Simplifying 277 yields:
% 60.42/25.57  																									| (188)  ~ (e4 = e3)
% 60.42/25.57  																									|
% 60.42/25.57  																									| From (415) and (242) follows:
% 60.42/25.57  																									| (1934) op(e1, e3) = e3
% 60.42/25.57  																									|
% 60.42/25.57  																									+-Applying beta-rule and splitting (113), into two cases.
% 60.42/25.57  																									|-Branch one:
% 60.42/25.57  																									| (403) all_0_41_41 = e3
% 60.42/25.57  																									|
% 60.42/25.57  																										| Equations (403) can reduce 1898 to:
% 60.42/25.57  																										| (266) $false
% 60.42/25.57  																										|
% 60.42/25.57  																										|-The branch is then unsatisfiable
% 60.42/25.57  																									|-Branch two:
% 60.42/25.58  																									| (1898)  ~ (all_0_41_41 = e3)
% 60.42/25.58  																									| (1899) all_0_42_42 = e3 | all_0_44_44 = e3
% 60.42/25.58  																									|
% 60.42/25.58  																										+-Applying beta-rule and splitting (160), into two cases.
% 60.42/25.58  																										|-Branch one:
% 60.42/25.58  																										| (601) all_0_50_50 = e1
% 60.42/25.58  																										|
% 60.42/25.58  																											| Combining equations (415,601) yields a new equation:
% 60.42/25.58  																											| (454) e3 = e1
% 60.42/25.58  																											|
% 60.42/25.58  																											| Simplifying 454 yields:
% 60.42/25.58  																											| (455) e3 = e1
% 60.42/25.58  																											|
% 60.42/25.58  																											| Equations (455) can reduce 213 to:
% 60.42/25.58  																											| (266) $false
% 60.42/25.58  																											|
% 60.42/25.58  																											|-The branch is then unsatisfiable
% 60.42/25.58  																										|-Branch two:
% 60.42/25.58  																										| (759)  ~ (all_0_50_50 = e1)
% 60.42/25.58  																										| (1168) all_0_51_51 = e1 | all_0_52_52 = e1 | all_0_53_53 = e1
% 60.42/25.58  																										|
% 60.42/25.58  																											+-Applying beta-rule and splitting (1899), into two cases.
% 60.42/25.58  																											|-Branch one:
% 60.42/25.58  																											| (516) all_0_42_42 = e3
% 60.42/25.58  																											|
% 60.42/25.58  																												| Equations (516) can reduce 214 to:
% 60.42/25.58  																												| (1898)  ~ (all_0_41_41 = e3)
% 60.42/25.58  																												|
% 60.42/25.58  																												| Equations (516) can reduce 240 to:
% 60.42/25.58  																												| (47205)  ~ (all_0_43_43 = e3)
% 60.42/25.58  																												|
% 60.42/25.58  																												| Simplifying 47205 yields:
% 60.42/25.58  																												| (99)  ~ (all_0_43_43 = e3)
% 60.42/25.58  																												|
% 60.42/25.58  																												| Equations (516) can reduce 73 to:
% 60.42/25.58  																												| (406)  ~ (all_0_44_44 = e3)
% 60.42/25.58  																												|
% 60.42/25.58  																												| Simplifying 406 yields:
% 60.42/25.58  																												| (407)  ~ (all_0_44_44 = e3)
% 60.42/25.58  																												|
% 60.42/25.58  																												| Equations (516) can reduce 61 to:
% 60.42/25.58  																												| (1925)  ~ (all_0_51_51 = e3)
% 60.42/25.58  																												|
% 60.42/25.58  																												| Simplifying 1925 yields:
% 60.42/25.58  																												| (664)  ~ (all_0_51_51 = e3)
% 60.42/25.58  																												|
% 60.42/25.58  																												| Equations (516) can reduce 358 to:
% 60.42/25.58  																												| (80)  ~ (e3 = e0)
% 60.42/25.58  																												|
% 60.42/25.58  																												| From (516) and (210) follows:
% 60.42/25.58  																												| (4285) op(e3, e2) = e3
% 60.42/25.58  																												|
% 60.42/25.58  																												+-Applying beta-rule and splitting (1168), into two cases.
% 60.42/25.58  																												|-Branch one:
% 60.42/25.58  																												| (1109) all_0_51_51 = e1
% 60.42/25.58  																												|
% 60.42/25.58  																													| Equations (1109) can reduce 464 to:
% 60.42/25.58  																													| (266) $false
% 60.42/25.58  																													|
% 60.42/25.58  																													|-The branch is then unsatisfiable
% 60.42/25.58  																												|-Branch two:
% 60.42/25.58  																												| (464)  ~ (all_0_51_51 = e1)
% 60.42/25.58  																												| (1202) all_0_52_52 = e1 | all_0_53_53 = e1
% 60.42/25.58  																												|
% 60.42/25.58  																													+-Applying beta-rule and splitting (1202), into two cases.
% 60.42/25.58  																													|-Branch one:
% 60.42/25.58  																													| (642) all_0_52_52 = e1
% 60.42/25.58  																													|
% 60.42/25.58  																														| Combining equations (642,352) yields a new equation:
% 60.42/25.58  																														| (617) e2 = e1
% 60.42/25.58  																														|
% 60.42/25.58  																														| Equations (617) can reduce 122 to:
% 60.42/25.58  																														| (266) $false
% 60.42/25.58  																														|
% 60.42/25.58  																														|-The branch is then unsatisfiable
% 60.42/25.58  																													|-Branch two:
% 60.42/25.58  																													| (646)  ~ (all_0_52_52 = e1)
% 60.42/25.58  																													| (1208) all_0_53_53 = e1
% 60.42/25.58  																													|
% 60.42/25.58  																														| Equations (1208) can reduce 220 to:
% 60.42/25.58  																														| (639)  ~ (all_0_44_44 = e1)
% 60.42/25.58  																														|
% 60.42/25.58  																														| Equations (1208) can reduce 6 to:
% 60.42/25.58  																														| (464)  ~ (all_0_51_51 = e1)
% 60.42/25.58  																														|
% 60.42/25.58  																														| Equations (1208) can reduce 10 to:
% 60.42/25.58  																														| (879)  ~ (all_0_58_58 = e1)
% 60.42/25.58  																														|
% 60.42/25.58  																														| Simplifying 879 yields:
% 60.42/25.58  																														| (880)  ~ (all_0_58_58 = e1)
% 60.42/25.58  																														|
% 60.42/25.58  																														| Equations (1208) can reduce 903 to:
% 60.42/25.58  																														| (467)  ~ (e3 = e1)
% 60.42/25.58  																														|
% 60.42/25.58  																														| Simplifying 467 yields:
% 60.42/25.58  																														| (213)  ~ (e3 = e1)
% 60.42/25.58  																														|
% 60.42/25.58  																														| Equations (1208) can reduce 247 to:
% 60.42/25.58  																														| (233)  ~ (e1 = e0)
% 60.42/25.58  																														|
% 60.42/25.58  																														+-Applying beta-rule and splitting (231), into two cases.
% 60.42/25.58  																														|-Branch one:
% 60.42/25.58  																														| (775) all_0_50_50 = e4
% 60.42/25.58  																														|
% 60.42/25.58  																															| Combining equations (415,775) yields a new equation:
% 60.42/25.58  																															| (425) e4 = e3
% 60.42/25.58  																															|
% 60.42/25.58  																															| Equations (425) can reduce 188 to:
% 60.42/25.58  																															| (266) $false
% 60.42/25.58  																															|
% 60.42/25.58  																															|-The branch is then unsatisfiable
% 60.42/25.58  																														|-Branch two:
% 60.42/25.58  																														| (566)  ~ (all_0_50_50 = e4)
% 60.42/25.58  																														| (1071) all_0_51_51 = e4 | all_0_52_52 = e4 | all_0_53_53 = e4
% 60.42/25.58  																														|
% 60.42/25.58  																															| Equations (415) can reduce 566 to:
% 60.42/25.58  																															| (277)  ~ (e4 = e3)
% 60.42/25.58  																															|
% 60.42/25.58  																															| Simplifying 277 yields:
% 60.42/25.58  																															| (188)  ~ (e4 = e3)
% 60.42/25.58  																															|
% 60.42/25.58  																															+-Applying beta-rule and splitting (1071), into two cases.
% 60.42/25.58  																															|-Branch one:
% 60.42/25.58  																															| (1101) all_0_51_51 = e4
% 60.42/25.58  																															|
% 60.42/25.58  																																| Equations (1101) can reduce 664 to:
% 60.42/25.58  																																| (188)  ~ (e4 = e3)
% 60.42/25.58  																																|
% 60.42/25.58  																																| Equations (1101) can reduce 464 to:
% 60.42/25.58  																																| (110)  ~ (e4 = e1)
% 60.42/25.58  																																|
% 60.42/25.58  																																| Equations (1101) can reduce 115 to:
% 60.42/25.58  																																| (49)  ~ (e4 = e0)
% 60.42/25.58  																																|
% 60.42/25.58  																																| From (1101) and (186) follows:
% 60.42/25.58  																																| (13720) op(e1, e2) = e4
% 60.42/25.58  																																|
% 60.42/25.58  																																+-Applying beta-rule and splitting (195), into two cases.
% 60.42/25.58  																																|-Branch one:
% 60.42/25.58  																																| (396) all_0_43_43 = e4
% 60.42/25.58  																																|
% 60.42/25.58  																																	| Equations (396) can reduce 159 to:
% 60.42/25.58  																																	| (1903)  ~ (all_0_44_44 = e4)
% 60.42/25.58  																																	|
% 60.42/25.58  																																	| Simplifying 1903 yields:
% 60.42/25.58  																																	| (1390)  ~ (all_0_44_44 = e4)
% 60.42/25.58  																																	|
% 60.42/25.58  																																	| Equations (396) can reduce 199 to:
% 60.42/25.58  																																	| (838)  ~ (all_0_57_57 = e4)
% 60.42/25.58  																																	|
% 60.42/25.58  																																	| Simplifying 838 yields:
% 60.42/25.58  																																	| (839)  ~ (all_0_57_57 = e4)
% 60.42/25.58  																																	|
% 60.42/25.58  																																	| Equations (396) can reduce 99 to:
% 60.42/25.58  																																	| (188)  ~ (e4 = e3)
% 60.42/25.58  																																	|
% 60.42/25.58  																																	| Equations (396) can reduce 96 to:
% 60.42/25.58  																																	| (48)  ~ (e4 = e2)
% 60.42/25.58  																																	|
% 60.42/25.58  																																	| Equations (396) can reduce 5470 to:
% 60.42/25.58  																																	| (49)  ~ (e4 = e0)
% 60.42/25.58  																																	|
% 60.42/25.58  																																	+-Applying beta-rule and splitting (130), into two cases.
% 60.42/25.58  																																	|-Branch one:
% 60.42/25.58  																																	| (430) all_0_43_43 = e1
% 60.42/25.58  																																	|
% 60.42/25.58  																																		| Combining equations (430,396) yields a new equation:
% 60.42/25.58  																																		| (630) e4 = e1
% 60.42/25.58  																																		|
% 60.42/25.58  																																		| Equations (630) can reduce 110 to:
% 60.42/25.58  																																		| (266) $false
% 60.42/25.58  																																		|
% 60.42/25.58  																																		|-The branch is then unsatisfiable
% 60.42/25.58  																																	|-Branch two:
% 60.42/25.58  																																	| (433)  ~ (all_0_43_43 = e1)
% 60.42/25.58  																																	| (434) all_0_48_48 = e1 | all_0_52_52 = e1 | all_0_57_57 = e1
% 60.42/25.58  																																	|
% 60.42/25.58  																																		| Equations (396) can reduce 433 to:
% 60.42/25.58  																																		| (110)  ~ (e4 = e1)
% 60.42/25.58  																																		|
% 60.42/25.58  																																		+-Applying beta-rule and splitting (12), into two cases.
% 60.42/25.58  																																		|-Branch one:
% 60.42/25.58  																																		| (442) all_0_57_57 = e2
% 60.42/25.58  																																		|
% 60.42/25.58  																																			| Equations (442) can reduce 344 to:
% 60.42/25.58  																																			| (266) $false
% 60.42/25.58  																																			|
% 60.42/25.58  																																			|-The branch is then unsatisfiable
% 60.42/25.58  																																		|-Branch two:
% 60.42/25.58  																																		| (344)  ~ (all_0_57_57 = e2)
% 60.42/25.58  																																		| (445) all_0_57_57 = e4 | all_0_57_57 = e1 | all_0_57_57 = e0
% 60.42/25.58  																																		|
% 60.42/25.58  																																			+-Applying beta-rule and splitting (26), into two cases.
% 60.42/25.58  																																			|-Branch one:
% 60.42/25.58  																																			| (446) all_0_44_44 = e4
% 60.42/25.58  																																			|
% 60.42/25.58  																																				| Equations (446) can reduce 1390 to:
% 60.42/25.58  																																				| (266) $false
% 60.42/25.58  																																				|
% 60.42/25.58  																																				|-The branch is then unsatisfiable
% 60.42/25.58  																																			|-Branch two:
% 60.42/25.58  																																			| (1390)  ~ (all_0_44_44 = e4)
% 60.42/25.58  																																			| (1391) all_0_44_44 = e3 | all_0_44_44 = e1 | all_0_44_44 = e0
% 60.42/25.58  																																			|
% 60.42/25.58  																																				+-Applying beta-rule and splitting (103), into two cases.
% 60.42/25.58  																																				|-Branch one:
% 60.42/25.58  																																				| (453) all_0_41_41 = e1
% 60.42/25.58  																																				|
% 60.42/25.58  																																					| Equations (453) can reduce 149 to:
% 60.42/25.58  																																					| (4057)  ~ (all_0_44_44 = e1)
% 60.42/25.58  																																					|
% 60.42/25.58  																																					| Simplifying 4057 yields:
% 60.42/25.58  																																					| (639)  ~ (all_0_44_44 = e1)
% 60.42/25.58  																																					|
% 60.42/25.58  																																					| Equations (453) can reduce 191 to:
% 60.42/25.58  																																					| (2331)  ~ (all_0_55_55 = e1)
% 60.42/25.58  																																					|
% 60.42/25.58  																																					| Simplifying 2331 yields:
% 60.42/25.58  																																					| (632)  ~ (all_0_55_55 = e1)
% 60.42/25.58  																																					|
% 60.42/25.58  																																					| Equations (453) can reduce 85 to:
% 60.42/25.58  																																					| (604)  ~ (e2 = e1)
% 60.42/25.58  																																					|
% 60.42/25.58  																																					| Simplifying 604 yields:
% 60.42/25.58  																																					| (122)  ~ (e2 = e1)
% 60.42/25.58  																																					|
% 60.42/25.58  																																					+-Applying beta-rule and splitting (165), into two cases.
% 60.42/25.58  																																					|-Branch one:
% 60.42/25.58  																																					| (794) all_0_41_41 = e0
% 60.42/25.58  																																					|
% 60.42/25.58  																																						| Combining equations (794,453) yields a new equation:
% 60.42/25.58  																																						| (431) e1 = e0
% 60.42/25.58  																																						|
% 60.42/25.58  																																						| Equations (431) can reduce 233 to:
% 60.42/25.58  																																						| (266) $false
% 60.42/25.58  																																						|
% 60.42/25.58  																																						|-The branch is then unsatisfiable
% 60.42/25.58  																																					|-Branch two:
% 60.42/25.58  																																					| (357)  ~ (all_0_41_41 = e0)
% 60.42/25.58  																																					| (6761) all_0_42_42 = e0 | all_0_43_43 = e0 | all_0_44_44 = e0
% 60.42/25.58  																																					|
% 60.42/25.58  																																						+-Applying beta-rule and splitting (174), into two cases.
% 60.42/25.58  																																						|-Branch one:
% 60.42/25.58  																																						| (386) all_0_55_55 = e2
% 60.42/25.58  																																						|
% 60.42/25.58  																																							| Equations (386) can reduce 304 to:
% 60.42/25.58  																																							| (266) $false
% 60.42/25.58  																																							|
% 60.42/25.58  																																							|-The branch is then unsatisfiable
% 60.42/25.58  																																						|-Branch two:
% 60.42/25.58  																																						| (304)  ~ (all_0_55_55 = e2)
% 60.42/25.58  																																						| (2051) all_0_55_55 = e4 | all_0_55_55 = e3 | all_0_55_55 = e1 | all_0_55_55 = e0
% 60.42/25.58  																																						|
% 60.42/25.58  																																							+-Applying beta-rule and splitting (216), into two cases.
% 60.42/25.58  																																							|-Branch one:
% 60.42/25.58  																																							| (629) all_0_55_55 = e1
% 60.42/25.58  																																							|
% 60.42/25.58  																																								| Equations (629) can reduce 632 to:
% 60.42/25.58  																																								| (266) $false
% 60.42/25.58  																																								|
% 60.42/25.58  																																								|-The branch is then unsatisfiable
% 60.42/25.58  																																							|-Branch two:
% 60.42/25.58  																																							| (632)  ~ (all_0_55_55 = e1)
% 60.42/25.58  																																							| (633) all_0_56_56 = e1 | all_0_57_57 = e1 | all_0_58_58 = e1
% 60.42/25.58  																																							|
% 60.42/25.58  																																								+-Applying beta-rule and splitting (243), into two cases.
% 60.42/25.58  																																								|-Branch one:
% 60.42/25.58  																																								| (329) all_0_38_38 = e0
% 60.42/25.58  																																								|
% 60.42/25.58  																																									| Combining equations (329,321) yields a new equation:
% 60.42/25.58  																																									| (397) e4 = e0
% 60.42/25.58  																																									|
% 60.42/25.58  																																									| Equations (397) can reduce 49 to:
% 60.42/25.58  																																									| (266) $false
% 60.42/25.58  																																									|
% 60.42/25.58  																																									|-The branch is then unsatisfiable
% 60.42/25.58  																																								|-Branch two:
% 60.42/25.58  																																								| (332)  ~ (all_0_38_38 = e0)
% 60.42/25.58  																																								| (395) all_0_41_41 = e0 | all_0_46_46 = e0 | all_0_55_55 = e0
% 60.42/25.58  																																								|
% 60.42/25.58  																																									| Equations (321) can reduce 332 to:
% 60.42/25.58  																																									| (49)  ~ (e4 = e0)
% 60.42/25.58  																																									|
% 60.42/25.58  																																									+-Applying beta-rule and splitting (633), into two cases.
% 60.42/25.58  																																									|-Branch one:
% 60.42/25.58  																																									| (1569) all_0_56_56 = e1
% 60.42/25.58  																																									|
% 60.42/25.58  																																										| Combining equations (1569,833) yields a new equation:
% 60.42/25.58  																																										| (617) e2 = e1
% 60.42/25.58  																																										|
% 60.42/25.58  																																										| Equations (617) can reduce 122 to:
% 60.42/25.58  																																										| (266) $false
% 60.42/25.58  																																										|
% 60.42/25.58  																																										|-The branch is then unsatisfiable
% 60.42/25.58  																																									|-Branch two:
% 60.42/25.58  																																									| (466)  ~ (all_0_56_56 = e1)
% 60.42/25.58  																																									| (1574) all_0_57_57 = e1 | all_0_58_58 = e1
% 60.42/25.58  																																									|
% 60.42/25.58  																																										+-Applying beta-rule and splitting (1574), into two cases.
% 60.42/25.58  																																										|-Branch one:
% 60.42/25.58  																																										| (647) all_0_57_57 = e1
% 60.42/25.58  																																										|
% 60.42/25.58  																																											| Equations (647) can reduce 81 to:
% 60.42/25.58  																																											| (632)  ~ (all_0_55_55 = e1)
% 60.42/25.58  																																											|
% 60.42/25.58  																																											| Equations (647) can reduce 839 to:
% 60.42/25.58  																																											| (602)  ~ (e4 = e1)
% 60.42/25.58  																																											|
% 60.42/25.58  																																											| Simplifying 602 yields:
% 60.42/25.58  																																											| (110)  ~ (e4 = e1)
% 60.42/25.58  																																											|
% 60.42/25.58  																																											| Equations (647) can reduce 344 to:
% 60.42/25.58  																																											| (604)  ~ (e2 = e1)
% 60.42/25.58  																																											|
% 60.42/25.58  																																											| Simplifying 604 yields:
% 60.42/25.58  																																											| (122)  ~ (e2 = e1)
% 60.42/25.58  																																											|
% 60.42/25.58  																																											+-Applying beta-rule and splitting (150), into two cases.
% 60.42/25.58  																																											|-Branch one:
% 60.42/25.58  																																											| (1378) all_0_40_40 = e4
% 60.42/25.58  																																											|
% 60.42/25.58  																																												| Combining equations (1378,313) yields a new equation:
% 60.42/25.58  																																												| (322) e4 = e2
% 60.42/25.58  																																												|
% 60.42/25.58  																																												| Simplifying 322 yields:
% 60.42/25.58  																																												| (323) e4 = e2
% 60.42/25.58  																																												|
% 60.42/25.58  																																												| Equations (323) can reduce 48 to:
% 60.42/25.58  																																												| (266) $false
% 60.42/25.58  																																												|
% 60.42/25.58  																																												|-The branch is then unsatisfiable
% 60.42/25.58  																																											|-Branch two:
% 60.42/25.58  																																											| (447)  ~ (all_0_40_40 = e4)
% 60.42/25.58  																																											| (2271) all_0_44_44 = e4 | all_0_49_49 = e4 | all_0_53_53 = e4 | all_0_58_58 = e4
% 60.42/25.58  																																											|
% 60.42/25.58  																																												+-Applying beta-rule and splitting (6761), into two cases.
% 60.42/25.58  																																												|-Branch one:
% 60.42/25.58  																																												| (559) all_0_42_42 = e0
% 60.42/25.58  																																												|
% 60.42/25.58  																																													| Combining equations (559,516) yields a new equation:
% 60.42/25.58  																																													| (676) e3 = e0
% 60.42/25.58  																																													|
% 60.42/25.58  																																													| Equations (676) can reduce 80 to:
% 60.42/25.58  																																													| (266) $false
% 60.42/25.58  																																													|
% 60.42/25.58  																																													|-The branch is then unsatisfiable
% 60.42/25.58  																																												|-Branch two:
% 60.42/25.58  																																												| (358)  ~ (all_0_42_42 = e0)
% 60.42/25.58  																																												| (6766) all_0_43_43 = e0 | all_0_44_44 = e0
% 60.42/25.58  																																												|
% 60.42/25.58  																																													+-Applying beta-rule and splitting (1391), into two cases.
% 60.42/25.58  																																													|-Branch one:
% 60.42/25.58  																																													| (1414) all_0_44_44 = e0
% 60.42/25.58  																																													|
% 60.42/25.58  																																														| Equations (1414) can reduce 147 to:
% 60.42/25.58  																																														| (365)  ~ (e2 = e0)
% 60.42/25.58  																																														|
% 60.42/25.58  																																														| Simplifying 365 yields:
% 60.42/25.58  																																														| (128)  ~ (e2 = e0)
% 60.42/25.58  																																														|
% 60.42/25.58  																																														| Equations (1414) can reduce 639 to:
% 60.42/25.58  																																														| (435)  ~ (e1 = e0)
% 60.42/25.58  																																														|
% 60.42/25.58  																																														| Simplifying 435 yields:
% 60.42/25.58  																																														| (233)  ~ (e1 = e0)
% 60.42/25.58  																																														|
% 60.42/25.58  																																														+-Applying beta-rule and splitting (125), into two cases.
% 60.42/25.58  																																														|-Branch one:
% 60.42/25.58  																																														| (858) all_0_55_55 = e0
% 60.42/25.58  																																														|
% 60.42/25.58  																																															| Equations (858) can reduce 763 to:
% 60.42/25.58  																																															| (401)  ~ (e4 = e0)
% 60.42/25.58  																																															|
% 60.42/25.58  																																															| Simplifying 401 yields:
% 60.42/25.58  																																															| (49)  ~ (e4 = e0)
% 60.42/25.58  																																															|
% 60.42/25.58  																																															| Equations (858) can reduce 632 to:
% 60.42/25.58  																																															| (435)  ~ (e1 = e0)
% 60.42/25.58  																																															|
% 60.42/25.58  																																															| Simplifying 435 yields:
% 60.42/25.58  																																															| (233)  ~ (e1 = e0)
% 60.42/25.58  																																															|
% 60.42/25.58  																																															+-Applying beta-rule and splitting (108), into two cases.
% 60.42/25.58  																																															|-Branch one:
% 60.42/25.58  																																															| (624) all_0_58_58 = e2
% 60.42/25.58  																																															|
% 60.42/25.58  																																																| Equations (624) can reduce 908 to:
% 60.42/25.58  																																																| (266) $false
% 60.42/25.58  																																																|
% 60.42/25.58  																																																|-The branch is then unsatisfiable
% 60.42/25.58  																																															|-Branch two:
% 60.42/25.58  																																															| (908)  ~ (all_0_58_58 = e2)
% 60.42/25.58  																																															| (909) all_0_58_58 = e4 | all_0_58_58 = e3 | all_0_58_58 = e1 | all_0_58_58 = e0
% 60.42/25.58  																																															|
% 60.42/25.58  																																																+-Applying beta-rule and splitting (171), into two cases.
% 60.42/25.58  																																																|-Branch one:
% 60.42/25.58  																																																| (265) all_0_54_54 = e4
% 60.42/25.58  																																																|
% 60.42/25.58  																																																	| Combining equations (268,265) yields a new equation:
% 60.42/25.58  																																																	| (425) e4 = e3
% 60.42/25.58  																																																	|
% 60.42/25.58  																																																	| Equations (425) can reduce 188 to:
% 60.42/25.58  																																																	| (266) $false
% 60.42/25.58  																																																	|
% 60.42/25.58  																																																	|-The branch is then unsatisfiable
% 60.42/25.58  																																																|-Branch two:
% 60.42/25.58  																																																| (258)  ~ (all_0_54_54 = e4)
% 60.42/25.58  																																																| (575) all_0_55_55 = e4 | all_0_56_56 = e4 | all_0_57_57 = e4 | all_0_58_58 = e4
% 60.42/25.58  																																																|
% 60.42/25.58  																																																	| Equations (268) can reduce 258 to:
% 60.42/25.58  																																																	| (277)  ~ (e4 = e3)
% 60.42/25.58  																																																	|
% 60.42/25.58  																																																	| Simplifying 277 yields:
% 60.42/25.58  																																																	| (188)  ~ (e4 = e3)
% 60.42/25.58  																																																	|
% 60.42/25.58  																																																	+-Applying beta-rule and splitting (909), into two cases.
% 60.42/25.58  																																																	|-Branch one:
% 60.42/25.58  																																																	| (910) all_0_58_58 = e4
% 60.42/25.58  																																																	|
% 60.42/25.58  																																																		| From (910) and (245) follows:
% 60.42/25.58  																																																		| (2661) op(e0, e0) = e4
% 60.42/25.58  																																																		|
% 60.42/25.58  																																																		+-Applying beta-rule and splitting (56), into two cases.
% 60.42/25.58  																																																		|-Branch one:
% 60.42/25.58  																																																		| (696) unit = e2
% 60.42/25.58  																																																		|
% 60.42/25.58  																																																			| From (696) and (24) follows:
% 60.42/25.58  																																																			| (697) op(e2, e3) = e3
% 60.42/25.58  																																																			|
% 60.42/25.58  																																																			| From (696) and (209) follows:
% 60.42/25.59  																																																			| (7585) op(e2, e0) = e0
% 60.42/25.59  																																																			|
% 60.42/25.59  																																																			| From (696) and (32) follows:
% 60.42/25.59  																																																			| (698) op(e2, e2) = e2
% 60.42/25.59  																																																			|
% 60.42/25.59  																																																			| Instantiating formula (29) with e2, e3, e3, e2 and discharging atoms op(e2, e3) = e3, op(e2, e3) = e2, yields:
% 60.42/25.59  																																																			| (662) e3 = e2
% 60.42/25.59  																																																			|
% 60.42/25.59  																																																			| Instantiating formula (29) with e2, e2, e2, e1 and discharging atoms op(e2, e2) = e2, op(e2, e2) = e1, yields:
% 60.42/25.59  																																																			| (617) e2 = e1
% 60.42/25.59  																																																			|
% 60.42/25.59  																																																			| Instantiating formula (29) with e2, e0, e0, e3 and discharging atoms op(e2, e0) = e3, op(e2, e0) = e0, yields:
% 60.42/25.59  																																																			| (676) e3 = e0
% 60.42/25.59  																																																			|
% 60.42/25.59  																																																			| Combining equations (676,662) yields a new equation:
% 60.42/25.59  																																																			| (330) e2 = e0
% 60.42/25.59  																																																			|
% 60.42/25.59  																																																			| Combining equations (617,330) yields a new equation:
% 60.42/25.59  																																																			| (546) e1 = e0
% 60.42/25.59  																																																			|
% 60.42/25.59  																																																			| Simplifying 546 yields:
% 60.42/25.59  																																																			| (431) e1 = e0
% 60.42/25.59  																																																			|
% 60.42/25.59  																																																			| Equations (431) can reduce 233 to:
% 60.42/25.59  																																																			| (266) $false
% 60.42/25.59  																																																			|
% 60.42/25.59  																																																			|-The branch is then unsatisfiable
% 60.42/25.59  																																																		|-Branch two:
% 60.42/25.59  																																																		| (707)  ~ (unit = e2)
% 60.42/25.59  																																																		| (708) unit = e4 | unit = e3 | unit = e1 | unit = e0
% 60.42/25.59  																																																		|
% 60.42/25.59  																																																			+-Applying beta-rule and splitting (708), into two cases.
% 60.42/25.59  																																																			|-Branch one:
% 60.42/25.59  																																																			| (709) unit = e4
% 60.42/25.59  																																																			|
% 60.42/25.59  																																																				| From (709) and (24) follows:
% 60.42/25.59  																																																				| (33325) op(e4, e3) = e3
% 60.42/25.59  																																																				|
% 60.42/25.59  																																																				| From (709) and (211) follows:
% 60.42/25.59  																																																				| (22527) op(e4, e1) = e1
% 60.42/25.59  																																																				|
% 60.42/25.59  																																																				| From (709) and (209) follows:
% 60.42/25.59  																																																				| (3072) op(e4, e0) = e0
% 60.42/25.59  																																																				|
% 60.42/25.59  																																																				| From (709) and (32) follows:
% 60.42/25.59  																																																				| (712) op(e2, e4) = e2
% 60.42/25.59  																																																				|
% 60.42/25.59  																																																				| Instantiating formula (29) with e4, e3, e3, e4 and discharging atoms op(e4, e3) = e4, op(e4, e3) = e3, yields:
% 60.42/25.59  																																																				| (425) e4 = e3
% 60.42/25.59  																																																				|
% 60.42/25.59  																																																				| Instantiating formula (29) with e4, e1, e1, e3 and discharging atoms op(e4, e1) = e3, op(e4, e1) = e1, yields:
% 60.42/25.59  																																																				| (455) e3 = e1
% 60.42/25.59  																																																				|
% 60.42/25.59  																																																				| Instantiating formula (29) with e4, e0, e0, e2 and discharging atoms op(e4, e0) = e2, op(e4, e0) = e0, yields:
% 60.42/25.59  																																																				| (330) e2 = e0
% 60.42/25.59  																																																				|
% 60.42/25.59  																																																				| Instantiating formula (29) with e2, e4, e2, e4 and discharging atoms op(e2, e4) = e4, op(e2, e4) = e2, yields:
% 60.42/25.59  																																																				| (323) e4 = e2
% 60.42/25.59  																																																				|
% 60.42/25.59  																																																				| Combining equations (425,323) yields a new equation:
% 60.42/25.59  																																																				| (661) e3 = e2
% 60.42/25.59  																																																				|
% 60.42/25.59  																																																				| Simplifying 661 yields:
% 60.42/25.59  																																																				| (662) e3 = e2
% 60.42/25.59  																																																				|
% 60.42/25.59  																																																				| Combining equations (662,455) yields a new equation:
% 60.42/25.59  																																																				| (616) e2 = e1
% 60.42/25.59  																																																				|
% 60.42/25.59  																																																				| Simplifying 616 yields:
% 60.42/25.59  																																																				| (617) e2 = e1
% 60.42/25.59  																																																				|
% 60.42/25.59  																																																				| Combining equations (330,617) yields a new equation:
% 60.42/25.59  																																																				| (431) e1 = e0
% 60.42/25.59  																																																				|
% 60.42/25.59  																																																				| Equations (431) can reduce 233 to:
% 60.42/25.59  																																																				| (266) $false
% 60.42/25.59  																																																				|
% 60.42/25.59  																																																				|-The branch is then unsatisfiable
% 60.42/25.59  																																																			|-Branch two:
% 60.42/25.59  																																																			| (724)  ~ (unit = e4)
% 60.42/25.59  																																																			| (725) unit = e3 | unit = e1 | unit = e0
% 60.42/25.59  																																																			|
% 60.42/25.59  																																																				+-Applying beta-rule and splitting (725), into two cases.
% 60.42/25.59  																																																				|-Branch one:
% 60.42/25.59  																																																				| (726) unit = e0
% 60.42/25.59  																																																				|
% 60.42/25.59  																																																					| Equations (726) can reduce 707 to:
% 60.42/25.59  																																																					| (365)  ~ (e2 = e0)
% 60.42/25.59  																																																					|
% 60.42/25.59  																																																					| Simplifying 365 yields:
% 60.42/25.59  																																																					| (128)  ~ (e2 = e0)
% 60.42/25.59  																																																					|
% 60.42/25.59  																																																					| From (726) and (244) follows:
% 60.42/25.59  																																																					| (2207) op(e0, e4) = e4
% 60.42/25.59  																																																					|
% 60.42/25.59  																																																					| From (726) and (32) follows:
% 60.42/25.59  																																																					| (727) op(e2, e0) = e2
% 60.42/25.59  																																																					|
% 60.42/25.59  																																																					| From (726) and (42) follows:
% 60.42/25.59  																																																					| (728) op(e0, e0) = e0
% 60.42/25.59  																																																					|
% 60.42/25.59  																																																					| Instantiating formula (29) with e2, e0, e2, e3 and discharging atoms op(e2, e0) = e3, op(e2, e0) = e2, yields:
% 60.42/25.59  																																																					| (662) e3 = e2
% 60.42/25.59  																																																					|
% 60.42/25.59  																																																					| Instantiating formula (29) with e0, e4, e4, e3 and discharging atoms op(e0, e4) = e4, op(e0, e4) = e3, yields:
% 60.42/25.59  																																																					| (425) e4 = e3
% 60.42/25.59  																																																					|
% 60.42/25.59  																																																					| Instantiating formula (29) with e0, e0, e0, e4 and discharging atoms op(e0, e0) = e4, op(e0, e0) = e0, yields:
% 60.42/25.59  																																																					| (397) e4 = e0
% 60.42/25.59  																																																					|
% 60.42/25.59  																																																					| Combining equations (425,397) yields a new equation:
% 60.42/25.59  																																																					| (675) e3 = e0
% 60.42/25.59  																																																					|
% 60.42/25.59  																																																					| Simplifying 675 yields:
% 60.42/25.59  																																																					| (676) e3 = e0
% 60.42/25.59  																																																					|
% 60.42/25.59  																																																					| Combining equations (662,676) yields a new equation:
% 60.42/25.59  																																																					| (391) e2 = e0
% 60.42/25.59  																																																					|
% 60.42/25.59  																																																					| Simplifying 391 yields:
% 60.42/25.59  																																																					| (330) e2 = e0
% 60.42/25.59  																																																					|
% 60.42/25.59  																																																					| Equations (330) can reduce 128 to:
% 60.42/25.59  																																																					| (266) $false
% 60.42/25.59  																																																					|
% 60.42/25.59  																																																					|-The branch is then unsatisfiable
% 60.42/25.59  																																																				|-Branch two:
% 60.42/25.59  																																																				| (734)  ~ (unit = e0)
% 60.42/25.59  																																																				| (735) unit = e3 | unit = e1
% 60.42/25.59  																																																				|
% 60.42/25.59  																																																					+-Applying beta-rule and splitting (735), into two cases.
% 60.42/25.59  																																																					|-Branch one:
% 60.42/25.59  																																																					| (736) unit = e1
% 60.42/25.59  																																																					|
% 60.42/25.59  																																																						| Equations (736) can reduce 734 to:
% 60.42/25.59  																																																						| (233)  ~ (e1 = e0)
% 60.42/25.59  																																																						|
% 60.42/25.59  																																																						| From (736) and (244) follows:
% 60.42/25.59  																																																						| (738) op(e1, e4) = e4
% 60.42/25.59  																																																						|
% 60.42/25.59  																																																						| From (736) and (15) follows:
% 60.42/25.59  																																																						| (515) op(e1, e2) = e2
% 60.42/25.59  																																																						|
% 60.42/25.59  																																																						| From (736) and (28) follows:
% 60.42/25.59  																																																						| (740) op(e1, e1) = e1
% 60.42/25.59  																																																						|
% 60.42/25.59  																																																						| Instantiating formula (29) with e1, e4, e4, e0 and discharging atoms op(e1, e4) = e4, op(e1, e4) = e0, yields:
% 60.42/25.59  																																																						| (397) e4 = e0
% 60.42/25.59  																																																						|
% 60.42/25.59  																																																						| Instantiating formula (29) with e1, e2, e2, e4 and discharging atoms op(e1, e2) = e4, op(e1, e2) = e2, yields:
% 60.42/25.59  																																																						| (323) e4 = e2
% 60.42/25.59  																																																						|
% 60.42/25.59  																																																						| Instantiating formula (29) with e1, e1, e1, e2 and discharging atoms op(e1, e1) = e2, op(e1, e1) = e1, yields:
% 60.42/25.59  																																																						| (617) e2 = e1
% 60.42/25.59  																																																						|
% 60.42/25.59  																																																						| Combining equations (397,323) yields a new equation:
% 60.42/25.59  																																																						| (330) e2 = e0
% 60.42/25.59  																																																						|
% 60.42/25.59  																																																						| Combining equations (617,330) yields a new equation:
% 60.42/25.59  																																																						| (546) e1 = e0
% 60.42/25.59  																																																						|
% 60.42/25.59  																																																						| Simplifying 546 yields:
% 60.42/25.59  																																																						| (431) e1 = e0
% 60.42/25.59  																																																						|
% 60.42/25.59  																																																						| Equations (431) can reduce 233 to:
% 60.42/25.59  																																																						| (266) $false
% 60.42/25.59  																																																						|
% 60.42/25.59  																																																						|-The branch is then unsatisfiable
% 60.42/25.59  																																																					|-Branch two:
% 60.42/25.59  																																																					| (748)  ~ (unit = e1)
% 60.42/25.59  																																																					| (749) unit = e3
% 60.42/25.59  																																																					|
% 60.42/25.59  																																																						| From (749) and (15) follows:
% 60.42/25.59  																																																						| (751) op(e3, e2) = e2
% 60.42/25.59  																																																						|
% 60.42/25.59  																																																						| From (749) and (28) follows:
% 60.42/25.59  																																																						| (2235) op(e1, e3) = e1
% 60.42/25.59  																																																						|
% 60.42/25.59  																																																						| Instantiating formula (29) with e3, e2, e2, e3 and discharging atoms op(e3, e2) = e3, op(e3, e2) = e2, yields:
% 60.42/25.59  																																																						| (662) e3 = e2
% 60.42/25.59  																																																						|
% 60.42/25.59  																																																						| Instantiating formula (29) with e1, e3, e1, e3 and discharging atoms op(e1, e3) = e3, op(e1, e3) = e1, yields:
% 60.42/25.59  																																																						| (455) e3 = e1
% 60.42/25.59  																																																						|
% 60.42/25.59  																																																						| Combining equations (455,662) yields a new equation:
% 60.42/25.59  																																																						| (617) e2 = e1
% 60.42/25.59  																																																						|
% 60.42/25.59  																																																						| Equations (617) can reduce 122 to:
% 60.42/25.59  																																																						| (266) $false
% 60.42/25.59  																																																						|
% 60.42/25.59  																																																						|-The branch is then unsatisfiable
% 60.42/25.59  																																																	|-Branch two:
% 60.42/25.59  																																																	| (451)  ~ (all_0_58_58 = e4)
% 60.42/25.59  																																																	| (913) all_0_58_58 = e3 | all_0_58_58 = e1 | all_0_58_58 = e0
% 60.42/25.59  																																																	|
% 60.42/25.59  																																																		+-Applying beta-rule and splitting (2271), into two cases.
% 60.42/25.59  																																																		|-Branch one:
% 60.42/25.59  																																																		| (446) all_0_44_44 = e4
% 60.42/25.59  																																																		|
% 60.42/25.59  																																																			| Combining equations (1414,446) yields a new equation:
% 60.42/25.59  																																																			| (397) e4 = e0
% 60.42/25.59  																																																			|
% 60.42/25.59  																																																			| Equations (397) can reduce 49 to:
% 60.42/25.59  																																																			| (266) $false
% 60.42/25.59  																																																			|
% 60.42/25.59  																																																			|-The branch is then unsatisfiable
% 60.42/25.59  																																																		|-Branch two:
% 60.42/25.59  																																																		| (1390)  ~ (all_0_44_44 = e4)
% 60.42/25.59  																																																		| (7998) all_0_49_49 = e4 | all_0_53_53 = e4 | all_0_58_58 = e4
% 60.42/25.59  																																																		|
% 60.42/25.59  																																																			+-Applying beta-rule and splitting (7998), into two cases.
% 60.42/25.59  																																																			|-Branch one:
% 60.42/25.59  																																																			| (974) all_0_49_49 = e4
% 60.42/25.59  																																																			|
% 60.42/25.59  																																																				| Combining equations (884,974) yields a new equation:
% 60.42/25.59  																																																				| (425) e4 = e3
% 60.42/25.59  																																																				|
% 60.42/25.59  																																																				| Equations (425) can reduce 188 to:
% 60.42/25.59  																																																				| (266) $false
% 60.42/25.59  																																																				|
% 60.42/25.59  																																																				|-The branch is then unsatisfiable
% 60.42/25.59  																																																			|-Branch two:
% 60.42/25.59  																																																			| (256)  ~ (all_0_49_49 = e4)
% 60.42/25.59  																																																			| (8013) all_0_53_53 = e4 | all_0_58_58 = e4
% 60.42/25.59  																																																			|
% 60.42/25.59  																																																				+-Applying beta-rule and splitting (8013), into two cases.
% 60.42/25.59  																																																				|-Branch one:
% 60.42/25.59  																																																				| (1298) all_0_53_53 = e4
% 60.42/25.59  																																																				|
% 60.42/25.59  																																																					| Combining equations (1208,1298) yields a new equation:
% 60.42/25.59  																																																					| (630) e4 = e1
% 60.42/25.59  																																																					|
% 60.42/25.59  																																																					| Equations (630) can reduce 110 to:
% 60.42/25.59  																																																					| (266) $false
% 60.42/25.59  																																																					|
% 60.42/25.59  																																																					|-The branch is then unsatisfiable
% 60.42/25.59  																																																				|-Branch two:
% 60.42/25.59  																																																				| (1453)  ~ (all_0_53_53 = e4)
% 60.42/25.59  																																																				| (910) all_0_58_58 = e4
% 60.42/25.59  																																																				|
% 60.42/25.59  																																																					| Equations (910) can reduce 451 to:
% 60.42/25.59  																																																					| (266) $false
% 60.42/25.59  																																																					|
% 60.42/25.59  																																																					|-The branch is then unsatisfiable
% 60.42/25.59  																																														|-Branch two:
% 60.42/25.59  																																														| (803)  ~ (all_0_55_55 = e0)
% 60.42/25.59  																																														| (863) all_0_56_56 = e0 | all_0_57_57 = e0 | all_0_58_58 = e0
% 60.42/25.59  																																														|
% 60.42/25.59  																																															+-Applying beta-rule and splitting (2051), into two cases.
% 60.42/25.59  																																															|-Branch one:
% 60.42/25.59  																																															| (587) all_0_55_55 = e4
% 60.42/25.59  																																															|
% 60.42/25.59  																																																| Equations (587) can reduce 763 to:
% 60.42/25.59  																																																| (266) $false
% 60.42/25.59  																																																|
% 60.42/25.59  																																																|-The branch is then unsatisfiable
% 60.42/25.59  																																															|-Branch two:
% 60.42/25.59  																																															| (763)  ~ (all_0_55_55 = e4)
% 60.42/25.59  																																															| (2055) all_0_55_55 = e3 | all_0_55_55 = e1 | all_0_55_55 = e0
% 60.42/25.59  																																															|
% 60.42/25.59  																																																+-Applying beta-rule and splitting (395), into two cases.
% 60.42/25.59  																																																|-Branch one:
% 60.42/25.59  																																																| (794) all_0_41_41 = e0
% 60.42/25.59  																																																|
% 60.42/25.59  																																																	| Combining equations (453,794) yields a new equation:
% 60.42/25.59  																																																	| (546) e1 = e0
% 60.42/25.59  																																																	|
% 60.42/25.59  																																																	| Simplifying 546 yields:
% 60.42/25.59  																																																	| (431) e1 = e0
% 60.42/25.59  																																																	|
% 60.42/25.59  																																																	| Equations (431) can reduce 233 to:
% 60.42/25.59  																																																	| (266) $false
% 60.42/25.59  																																																	|
% 60.42/25.59  																																																	|-The branch is then unsatisfiable
% 60.42/25.59  																																																|-Branch two:
% 60.42/25.59  																																																| (357)  ~ (all_0_41_41 = e0)
% 60.42/25.59  																																																| (895) all_0_46_46 = e0 | all_0_55_55 = e0
% 60.42/25.59  																																																|
% 60.42/25.59  																																																	+-Applying beta-rule and splitting (863), into two cases.
% 60.42/25.59  																																																	|-Branch one:
% 60.42/25.59  																																																	| (679) all_0_56_56 = e0
% 60.42/25.59  																																																	|
% 60.42/25.59  																																																		| Combining equations (833,679) yields a new equation:
% 60.42/25.59  																																																		| (391) e2 = e0
% 60.42/25.59  																																																		|
% 60.42/25.59  																																																		| Simplifying 391 yields:
% 60.42/25.59  																																																		| (330) e2 = e0
% 60.42/25.59  																																																		|
% 60.42/25.59  																																																		| Equations (330) can reduce 128 to:
% 60.42/25.59  																																																		| (266) $false
% 60.42/25.59  																																																		|
% 60.42/25.59  																																																		|-The branch is then unsatisfiable
% 60.42/25.59  																																																	|-Branch two:
% 60.42/25.59  																																																	| (828)  ~ (all_0_56_56 = e0)
% 60.42/25.59  																																																	| (924) all_0_57_57 = e0 | all_0_58_58 = e0
% 60.42/25.59  																																																	|
% 60.42/25.59  																																																		| Equations (833) can reduce 828 to:
% 60.42/25.59  																																																		| (128)  ~ (e2 = e0)
% 60.42/25.59  																																																		|
% 60.42/25.59  																																																		+-Applying beta-rule and splitting (2055), into two cases.
% 60.42/25.59  																																																		|-Branch one:
% 60.42/25.59  																																																		| (858) all_0_55_55 = e0
% 60.42/25.59  																																																		|
% 60.42/25.59  																																																			| Equations (858) can reduce 803 to:
% 60.42/25.59  																																																			| (266) $false
% 60.42/25.59  																																																			|
% 60.42/25.59  																																																			|-The branch is then unsatisfiable
% 60.42/25.59  																																																		|-Branch two:
% 60.42/25.59  																																																		| (803)  ~ (all_0_55_55 = e0)
% 60.42/25.59  																																																		| (2315) all_0_55_55 = e3 | all_0_55_55 = e1
% 60.42/25.59  																																																		|
% 60.42/25.59  																																																			+-Applying beta-rule and splitting (895), into two cases.
% 60.42/25.59  																																																			|-Branch one:
% 60.42/25.59  																																																			| (538) all_0_46_46 = e0
% 60.42/25.59  																																																			|
% 60.42/25.59  																																																				| Combining equations (1794,538) yields a new equation:
% 60.42/25.59  																																																				| (391) e2 = e0
% 60.42/25.59  																																																				|
% 60.42/25.59  																																																				| Simplifying 391 yields:
% 60.42/25.59  																																																				| (330) e2 = e0
% 60.42/25.59  																																																				|
% 60.42/25.59  																																																				| Equations (330) can reduce 128 to:
% 60.42/25.59  																																																				| (266) $false
% 60.42/25.59  																																																				|
% 60.42/25.59  																																																				|-The branch is then unsatisfiable
% 60.42/25.59  																																																			|-Branch two:
% 60.42/25.59  																																																			| (831)  ~ (all_0_46_46 = e0)
% 60.42/25.59  																																																			| (858) all_0_55_55 = e0
% 60.42/25.59  																																																			|
% 60.42/25.59  																																																				| Equations (858) can reduce 803 to:
% 60.42/25.59  																																																				| (266) $false
% 60.42/25.59  																																																				|
% 60.42/25.59  																																																				|-The branch is then unsatisfiable
% 60.42/25.59  																																													|-Branch two:
% 60.42/25.59  																																													| (360)  ~ (all_0_44_44 = e0)
% 60.42/25.59  																																													| (1417) all_0_44_44 = e3 | all_0_44_44 = e1
% 60.42/25.59  																																													|
% 60.42/25.59  																																														+-Applying beta-rule and splitting (6766), into two cases.
% 60.42/25.59  																																														|-Branch one:
% 60.42/25.59  																																														| (356) all_0_43_43 = e0
% 60.42/25.59  																																														|
% 60.42/25.59  																																															| Combining equations (396,356) yields a new equation:
% 60.42/25.59  																																															| (481) e4 = e0
% 60.42/25.59  																																															|
% 60.42/25.59  																																															| Simplifying 481 yields:
% 60.42/25.59  																																															| (397) e4 = e0
% 60.42/25.59  																																															|
% 60.42/25.59  																																															| Equations (397) can reduce 49 to:
% 60.42/25.59  																																															| (266) $false
% 60.42/25.59  																																															|
% 60.42/25.59  																																															|-The branch is then unsatisfiable
% 60.42/25.59  																																														|-Branch two:
% 60.42/25.59  																																														| (5470)  ~ (all_0_43_43 = e0)
% 60.42/25.59  																																														| (1414) all_0_44_44 = e0
% 60.42/25.59  																																														|
% 60.42/25.59  																																															| Equations (1414) can reduce 360 to:
% 60.42/25.59  																																															| (266) $false
% 60.42/25.59  																																															|
% 60.42/25.59  																																															|-The branch is then unsatisfiable
% 60.42/25.59  																																										|-Branch two:
% 60.42/25.59  																																										| (1670)  ~ (all_0_57_57 = e1)
% 60.42/25.59  																																										| (918) all_0_58_58 = e1
% 60.42/25.59  																																										|
% 60.42/25.59  																																											| Equations (918) can reduce 880 to:
% 60.42/25.59  																																											| (266) $false
% 60.42/25.59  																																											|
% 60.42/25.59  																																											|-The branch is then unsatisfiable
% 60.42/25.59  																																				|-Branch two:
% 60.42/25.59  																																				| (457)  ~ (all_0_41_41 = e1)
% 60.42/25.59  																																				| (458) all_0_42_42 = e1 | all_0_43_43 = e1 | all_0_44_44 = e1
% 60.42/25.59  																																				|
% 60.42/25.59  																																					+-Applying beta-rule and splitting (458), into two cases.
% 60.42/25.59  																																					|-Branch one:
% 60.42/25.59  																																					| (459) all_0_42_42 = e1
% 60.42/25.59  																																					|
% 60.42/25.59  																																						| Combining equations (459,516) yields a new equation:
% 60.42/25.59  																																						| (455) e3 = e1
% 60.42/25.59  																																						|
% 60.42/25.59  																																						| Equations (455) can reduce 213 to:
% 60.42/25.59  																																						| (266) $false
% 60.42/25.59  																																						|
% 60.42/25.59  																																						|-The branch is then unsatisfiable
% 60.42/25.59  																																					|-Branch two:
% 60.42/25.59  																																					| (1380)  ~ (all_0_42_42 = e1)
% 60.42/25.59  																																					| (1381) all_0_43_43 = e1 | all_0_44_44 = e1
% 60.42/25.59  																																					|
% 60.42/25.60  																																						+-Applying beta-rule and splitting (1381), into two cases.
% 60.42/25.60  																																						|-Branch one:
% 60.42/25.60  																																						| (430) all_0_43_43 = e1
% 60.42/25.60  																																						|
% 60.42/25.60  																																							| Combining equations (430,396) yields a new equation:
% 60.42/25.60  																																							| (630) e4 = e1
% 60.42/25.60  																																							|
% 60.42/25.60  																																							| Equations (630) can reduce 110 to:
% 60.42/25.60  																																							| (266) $false
% 60.42/25.60  																																							|
% 60.42/25.60  																																							|-The branch is then unsatisfiable
% 60.42/25.60  																																						|-Branch two:
% 60.42/25.60  																																						| (433)  ~ (all_0_43_43 = e1)
% 60.42/25.60  																																						| (635) all_0_44_44 = e1
% 60.42/25.60  																																						|
% 60.42/25.60  																																							| Equations (635) can reduce 639 to:
% 60.42/25.60  																																							| (266) $false
% 60.42/25.60  																																							|
% 60.42/25.60  																																							|-The branch is then unsatisfiable
% 60.42/25.60  																																|-Branch two:
% 60.42/25.60  																																| (399)  ~ (all_0_43_43 = e4)
% 60.42/25.60  																																| (6374) all_0_43_43 = e1 | all_0_43_43 = e0
% 60.42/25.60  																																|
% 60.42/25.60  																																	+-Applying beta-rule and splitting (64), into two cases.
% 60.42/25.60  																																	|-Branch one:
% 60.42/25.60  																																	| (437) all_0_41_41 = e4
% 60.42/25.60  																																	|
% 60.42/25.60  																																		| Equations (437) can reduce 440 to:
% 60.42/25.60  																																		| (266) $false
% 60.42/25.60  																																		|
% 60.42/25.60  																																		|-The branch is then unsatisfiable
% 60.42/25.60  																																	|-Branch two:
% 60.42/25.60  																																	| (440)  ~ (all_0_41_41 = e4)
% 60.42/25.60  																																	| (441) all_0_42_42 = e4 | all_0_43_43 = e4 | all_0_44_44 = e4
% 60.42/25.60  																																	|
% 60.42/25.60  																																		+-Applying beta-rule and splitting (6374), into two cases.
% 60.42/25.60  																																		|-Branch one:
% 60.42/25.60  																																		| (356) all_0_43_43 = e0
% 60.42/25.60  																																		|
% 60.42/25.60  																																			| Equations (356) can reduce 5470 to:
% 60.42/25.60  																																			| (266) $false
% 60.42/25.60  																																			|
% 60.42/25.60  																																			|-The branch is then unsatisfiable
% 60.42/25.60  																																		|-Branch two:
% 60.42/25.60  																																		| (5470)  ~ (all_0_43_43 = e0)
% 60.42/25.60  																																		| (430) all_0_43_43 = e1
% 60.42/25.60  																																		|
% 60.42/25.60  																																			| Equations (430) can reduce 399 to:
% 60.42/25.60  																																			| (602)  ~ (e4 = e1)
% 60.42/25.60  																																			|
% 60.42/25.60  																																			| Simplifying 602 yields:
% 60.42/25.60  																																			| (110)  ~ (e4 = e1)
% 60.42/25.60  																																			|
% 60.42/25.60  																																			| Equations (430) can reduce 5470 to:
% 60.42/25.60  																																			| (233)  ~ (e1 = e0)
% 60.42/25.60  																																			|
% 60.42/25.60  																																			+-Applying beta-rule and splitting (441), into two cases.
% 60.42/25.60  																																			|-Branch one:
% 60.42/25.60  																																			| (1392) all_0_42_42 = e4
% 60.42/25.60  																																			|
% 60.42/25.60  																																				| Combining equations (1392,516) yields a new equation:
% 60.42/25.60  																																				| (424) e4 = e3
% 60.42/25.60  																																				|
% 60.42/25.60  																																				| Simplifying 424 yields:
% 60.42/25.60  																																				| (425) e4 = e3
% 60.42/25.60  																																				|
% 60.42/25.60  																																				| Equations (425) can reduce 188 to:
% 60.42/25.60  																																				| (266) $false
% 60.42/25.60  																																				|
% 60.42/25.60  																																				|-The branch is then unsatisfiable
% 60.42/25.60  																																			|-Branch two:
% 60.42/25.60  																																			| (1890)  ~ (all_0_42_42 = e4)
% 60.42/25.60  																																			| (1891) all_0_43_43 = e4 | all_0_44_44 = e4
% 60.42/25.60  																																			|
% 60.42/25.60  																																				+-Applying beta-rule and splitting (230), into two cases.
% 60.42/25.60  																																				|-Branch one:
% 60.42/25.60  																																				| (396) all_0_43_43 = e4
% 60.42/25.60  																																				|
% 60.42/25.60  																																					| Combining equations (396,430) yields a new equation:
% 60.42/25.60  																																					| (636) e4 = e1
% 60.42/25.60  																																					|
% 60.42/25.60  																																					| Simplifying 636 yields:
% 60.42/25.60  																																					| (630) e4 = e1
% 60.42/25.60  																																					|
% 60.42/25.60  																																					| Equations (630) can reduce 110 to:
% 60.42/25.60  																																					| (266) $false
% 60.42/25.60  																																					|
% 60.42/25.60  																																					|-The branch is then unsatisfiable
% 60.42/25.60  																																				|-Branch two:
% 60.42/25.60  																																				| (399)  ~ (all_0_43_43 = e4)
% 60.42/25.60  																																				| (400) all_0_48_48 = e4 | all_0_52_52 = e4 | all_0_57_57 = e4
% 60.42/25.60  																																				|
% 60.42/25.60  																																					| Equations (430) can reduce 399 to:
% 60.42/25.60  																																					| (602)  ~ (e4 = e1)
% 60.42/25.60  																																					|
% 60.42/25.60  																																					| Simplifying 602 yields:
% 60.42/25.60  																																					| (110)  ~ (e4 = e1)
% 60.42/25.60  																																					|
% 60.42/25.60  																																					+-Applying beta-rule and splitting (12), into two cases.
% 60.42/25.60  																																					|-Branch one:
% 60.42/25.60  																																					| (442) all_0_57_57 = e2
% 60.42/25.60  																																					|
% 60.42/25.60  																																						| Equations (442) can reduce 344 to:
% 60.42/25.60  																																						| (266) $false
% 60.42/25.60  																																						|
% 60.42/25.60  																																						|-The branch is then unsatisfiable
% 60.42/25.60  																																					|-Branch two:
% 60.42/25.60  																																					| (344)  ~ (all_0_57_57 = e2)
% 60.42/25.60  																																					| (445) all_0_57_57 = e4 | all_0_57_57 = e1 | all_0_57_57 = e0
% 60.42/25.60  																																					|
% 60.42/25.60  																																						+-Applying beta-rule and splitting (216), into two cases.
% 60.42/25.60  																																						|-Branch one:
% 60.42/25.60  																																						| (629) all_0_55_55 = e1
% 60.42/25.60  																																						|
% 60.42/25.60  																																							| Equations (629) can reduce 3 to:
% 60.42/25.60  																																							| (879)  ~ (all_0_58_58 = e1)
% 60.42/25.60  																																							|
% 60.42/25.60  																																							| Simplifying 879 yields:
% 60.42/25.60  																																							| (880)  ~ (all_0_58_58 = e1)
% 60.42/25.60  																																							|
% 60.42/25.60  																																							| Equations (629) can reduce 763 to:
% 60.42/25.60  																																							| (602)  ~ (e4 = e1)
% 60.42/25.60  																																							|
% 60.42/25.60  																																							| Simplifying 602 yields:
% 60.42/25.60  																																							| (110)  ~ (e4 = e1)
% 60.42/25.60  																																							|
% 60.42/25.60  																																							| Equations (629) can reduce 304 to:
% 60.42/25.60  																																							| (604)  ~ (e2 = e1)
% 60.42/25.60  																																							|
% 60.42/25.60  																																							| Simplifying 604 yields:
% 60.42/25.60  																																							| (122)  ~ (e2 = e1)
% 60.42/25.60  																																							|
% 60.42/25.60  																																							+-Applying beta-rule and splitting (243), into two cases.
% 60.42/25.60  																																							|-Branch one:
% 60.42/25.60  																																							| (329) all_0_38_38 = e0
% 60.42/25.60  																																							|
% 60.42/25.60  																																								| Combining equations (329,321) yields a new equation:
% 60.42/25.60  																																								| (397) e4 = e0
% 60.42/25.60  																																								|
% 60.42/25.60  																																								| Equations (397) can reduce 49 to:
% 60.42/25.60  																																								| (266) $false
% 60.42/25.60  																																								|
% 60.42/25.60  																																								|-The branch is then unsatisfiable
% 60.42/25.60  																																							|-Branch two:
% 60.42/25.60  																																							| (332)  ~ (all_0_38_38 = e0)
% 60.42/25.60  																																							| (395) all_0_41_41 = e0 | all_0_46_46 = e0 | all_0_55_55 = e0
% 60.42/25.60  																																							|
% 60.42/25.60  																																								+-Applying beta-rule and splitting (125), into two cases.
% 60.42/25.60  																																								|-Branch one:
% 60.42/25.60  																																								| (858) all_0_55_55 = e0
% 60.42/25.60  																																								|
% 60.42/25.60  																																									| Combining equations (629,858) yields a new equation:
% 60.42/25.60  																																									| (546) e1 = e0
% 60.42/25.60  																																									|
% 60.42/25.60  																																									| Simplifying 546 yields:
% 60.42/25.60  																																									| (431) e1 = e0
% 60.42/25.60  																																									|
% 60.42/25.60  																																									| Equations (431) can reduce 233 to:
% 60.42/25.60  																																									| (266) $false
% 60.42/25.60  																																									|
% 60.42/25.60  																																									|-The branch is then unsatisfiable
% 60.42/25.60  																																								|-Branch two:
% 60.42/25.60  																																								| (803)  ~ (all_0_55_55 = e0)
% 60.42/25.60  																																								| (863) all_0_56_56 = e0 | all_0_57_57 = e0 | all_0_58_58 = e0
% 60.42/25.60  																																								|
% 60.42/25.60  																																									| Equations (629) can reduce 803 to:
% 60.42/25.60  																																									| (233)  ~ (e1 = e0)
% 60.42/25.60  																																									|
% 60.42/25.60  																																									+-Applying beta-rule and splitting (1891), into two cases.
% 60.42/25.60  																																									|-Branch one:
% 60.42/25.60  																																									| (396) all_0_43_43 = e4
% 60.42/25.60  																																									|
% 60.42/25.60  																																										| Combining equations (396,430) yields a new equation:
% 60.42/25.60  																																										| (636) e4 = e1
% 60.42/25.60  																																										|
% 60.42/25.60  																																										| Simplifying 636 yields:
% 60.42/25.60  																																										| (630) e4 = e1
% 60.42/25.60  																																										|
% 60.42/25.60  																																										| Equations (630) can reduce 110 to:
% 60.42/25.60  																																										| (266) $false
% 60.42/25.60  																																										|
% 60.42/25.60  																																										|-The branch is then unsatisfiable
% 60.42/25.60  																																									|-Branch two:
% 60.42/25.60  																																									| (399)  ~ (all_0_43_43 = e4)
% 60.42/25.60  																																									| (446) all_0_44_44 = e4
% 60.42/25.60  																																									|
% 60.42/25.60  																																										| Equations (446) can reduce 149 to:
% 60.42/25.60  																																										| (440)  ~ (all_0_41_41 = e4)
% 60.42/25.60  																																										|
% 60.42/25.60  																																										| Equations (446) can reduce 147 to:
% 60.42/25.60  																																										| (48)  ~ (e4 = e2)
% 60.42/25.60  																																										|
% 60.42/25.60  																																										+-Applying beta-rule and splitting (75), into two cases.
% 60.42/25.60  																																										|-Branch one:
% 60.42/25.60  																																										| (485) all_0_40_40 = e0
% 60.42/25.60  																																										|
% 60.42/25.60  																																											| Combining equations (485,313) yields a new equation:
% 60.42/25.60  																																											| (330) e2 = e0
% 60.42/25.60  																																											|
% 60.42/25.60  																																											| Equations (330) can reduce 128 to:
% 60.42/25.60  																																											| (266) $false
% 60.42/25.60  																																											|
% 60.42/25.60  																																											|-The branch is then unsatisfiable
% 60.42/25.60  																																										|-Branch two:
% 60.42/25.60  																																										| (1401)  ~ (all_0_40_40 = e0)
% 60.42/25.60  																																										| (1748) all_0_44_44 = e0 | all_0_49_49 = e0 | all_0_58_58 = e0
% 60.42/25.60  																																										|
% 60.42/25.60  																																											| Equations (313) can reduce 1401 to:
% 60.42/25.60  																																											| (128)  ~ (e2 = e0)
% 60.42/25.60  																																											|
% 60.42/25.60  																																											+-Applying beta-rule and splitting (395), into two cases.
% 60.42/25.60  																																											|-Branch one:
% 60.42/25.60  																																											| (794) all_0_41_41 = e0
% 60.42/25.60  																																											|
% 60.42/25.60  																																												| Equations (794) can reduce 440 to:
% 60.42/25.60  																																												| (401)  ~ (e4 = e0)
% 60.42/25.60  																																												|
% 60.42/25.60  																																												| Simplifying 401 yields:
% 60.42/25.60  																																												| (49)  ~ (e4 = e0)
% 60.42/25.60  																																												|
% 60.42/25.60  																																												| Equations (794) can reduce 1898 to:
% 60.42/25.60  																																												| (541)  ~ (e3 = e0)
% 60.42/25.60  																																												|
% 60.42/25.60  																																												| Simplifying 541 yields:
% 60.42/25.60  																																												| (80)  ~ (e3 = e0)
% 60.42/25.60  																																												|
% 60.42/25.60  																																												| From (794) and (219) follows:
% 60.42/25.60  																																												| (5573) op(e3, e3) = e0
% 60.42/25.60  																																												|
% 60.42/25.60  																																												+-Applying beta-rule and splitting (1748), into two cases.
% 60.42/25.60  																																												|-Branch one:
% 60.42/25.60  																																												| (1414) all_0_44_44 = e0
% 60.42/25.60  																																												|
% 60.42/25.60  																																													| Combining equations (446,1414) yields a new equation:
% 60.42/25.60  																																													| (481) e4 = e0
% 60.42/25.60  																																													|
% 60.42/25.60  																																													| Simplifying 481 yields:
% 60.42/25.60  																																													| (397) e4 = e0
% 60.42/25.60  																																													|
% 60.42/25.60  																																													| Equations (397) can reduce 49 to:
% 60.42/25.60  																																													| (266) $false
% 60.42/25.60  																																													|
% 60.42/25.60  																																													|-The branch is then unsatisfiable
% 60.42/25.60  																																												|-Branch two:
% 60.42/25.60  																																												| (360)  ~ (all_0_44_44 = e0)
% 60.42/25.60  																																												| (1760) all_0_49_49 = e0 | all_0_58_58 = e0
% 60.42/25.60  																																												|
% 60.42/25.60  																																													| Equations (446) can reduce 360 to:
% 60.42/25.60  																																													| (49)  ~ (e4 = e0)
% 60.42/25.60  																																													|
% 60.42/25.60  																																													+-Applying beta-rule and splitting (400), into two cases.
% 60.42/25.60  																																													|-Branch one:
% 60.42/25.60  																																													| (943) all_0_48_48 = e4
% 60.42/25.60  																																													|
% 60.42/25.60  																																														| Combining equations (1279,943) yields a new equation:
% 60.42/25.60  																																														| (397) e4 = e0
% 60.42/25.60  																																														|
% 60.42/25.60  																																														| Equations (397) can reduce 49 to:
% 60.42/25.60  																																														| (266) $false
% 60.42/25.60  																																														|
% 60.42/25.60  																																														|-The branch is then unsatisfiable
% 60.42/25.60  																																													|-Branch two:
% 60.42/25.60  																																													| (254)  ~ (all_0_48_48 = e4)
% 60.42/25.60  																																													| (947) all_0_52_52 = e4 | all_0_57_57 = e4
% 60.42/25.60  																																													|
% 60.42/25.60  																																														+-Applying beta-rule and splitting (1760), into two cases.
% 60.42/25.60  																																														|-Branch one:
% 60.42/25.60  																																														| (978) all_0_49_49 = e0
% 60.42/25.60  																																														|
% 60.42/25.60  																																															| Combining equations (884,978) yields a new equation:
% 60.42/25.60  																																															| (675) e3 = e0
% 60.42/25.60  																																															|
% 60.42/25.60  																																															| Simplifying 675 yields:
% 60.42/25.60  																																															| (676) e3 = e0
% 60.42/25.60  																																															|
% 60.42/25.60  																																															| Equations (676) can reduce 80 to:
% 60.42/25.60  																																															| (266) $false
% 60.42/25.60  																																															|
% 60.42/25.60  																																															|-The branch is then unsatisfiable
% 60.42/25.60  																																														|-Branch two:
% 60.42/25.60  																																														| (487)  ~ (all_0_49_49 = e0)
% 60.42/25.60  																																														| (914) all_0_58_58 = e0
% 60.42/25.60  																																														|
% 60.42/25.60  																																															| Equations (914) can reduce 880 to:
% 60.42/25.60  																																															| (435)  ~ (e1 = e0)
% 60.42/25.60  																																															|
% 60.42/25.60  																																															| Simplifying 435 yields:
% 60.42/25.60  																																															| (233)  ~ (e1 = e0)
% 60.42/25.60  																																															|
% 60.42/25.60  																																															+-Applying beta-rule and splitting (445), into two cases.
% 60.42/25.60  																																															|-Branch one:
% 60.42/25.60  																																															| (871) all_0_57_57 = e4
% 60.42/25.60  																																															|
% 60.42/25.60  																																																| From (871) and (83) follows:
% 60.42/25.60  																																																| (3109) op(e0, e1) = e4
% 60.42/25.60  																																																|
% 60.42/25.60  																																																+-Applying beta-rule and splitting (56), into two cases.
% 60.42/25.60  																																																|-Branch one:
% 60.42/25.60  																																																| (696) unit = e2
% 60.42/25.60  																																																|
% 60.42/25.60  																																																	| From (696) and (24) follows:
% 60.42/25.60  																																																	| (697) op(e2, e3) = e3
% 60.42/25.60  																																																	|
% 60.42/25.60  																																																	| From (696) and (209) follows:
% 60.42/25.60  																																																	| (7585) op(e2, e0) = e0
% 60.42/25.60  																																																	|
% 60.42/25.60  																																																	| From (696) and (32) follows:
% 60.42/25.60  																																																	| (698) op(e2, e2) = e2
% 60.42/25.60  																																																	|
% 60.42/25.60  																																																	| Instantiating formula (29) with e2, e3, e3, e2 and discharging atoms op(e2, e3) = e3, op(e2, e3) = e2, yields:
% 60.42/25.60  																																																	| (662) e3 = e2
% 60.42/25.60  																																																	|
% 60.42/25.60  																																																	| Instantiating formula (29) with e2, e2, e2, e1 and discharging atoms op(e2, e2) = e2, op(e2, e2) = e1, yields:
% 60.42/25.60  																																																	| (617) e2 = e1
% 60.42/25.60  																																																	|
% 60.42/25.60  																																																	| Instantiating formula (29) with e2, e0, e0, e3 and discharging atoms op(e2, e0) = e3, op(e2, e0) = e0, yields:
% 60.42/25.60  																																																	| (676) e3 = e0
% 60.42/25.60  																																																	|
% 60.42/25.60  																																																	| Combining equations (676,662) yields a new equation:
% 60.42/25.60  																																																	| (330) e2 = e0
% 60.42/25.60  																																																	|
% 60.42/25.60  																																																	| Combining equations (617,330) yields a new equation:
% 60.42/25.60  																																																	| (546) e1 = e0
% 60.42/25.60  																																																	|
% 60.42/25.60  																																																	| Simplifying 546 yields:
% 60.42/25.60  																																																	| (431) e1 = e0
% 60.42/25.60  																																																	|
% 60.42/25.60  																																																	| Equations (431) can reduce 233 to:
% 60.42/25.60  																																																	| (266) $false
% 60.42/25.60  																																																	|
% 60.42/25.60  																																																	|-The branch is then unsatisfiable
% 60.42/25.60  																																																|-Branch two:
% 60.42/25.60  																																																| (707)  ~ (unit = e2)
% 60.42/25.60  																																																| (708) unit = e4 | unit = e3 | unit = e1 | unit = e0
% 60.42/25.60  																																																|
% 60.42/25.60  																																																	+-Applying beta-rule and splitting (708), into two cases.
% 60.42/25.60  																																																	|-Branch one:
% 60.42/25.60  																																																	| (709) unit = e4
% 60.42/25.60  																																																	|
% 60.42/25.60  																																																		| From (709) and (24) follows:
% 60.42/25.60  																																																		| (33325) op(e4, e3) = e3
% 60.42/25.60  																																																		|
% 60.42/25.60  																																																		| From (709) and (211) follows:
% 60.42/25.60  																																																		| (22527) op(e4, e1) = e1
% 60.42/25.60  																																																		|
% 60.42/25.60  																																																		| From (709) and (209) follows:
% 60.42/25.60  																																																		| (3072) op(e4, e0) = e0
% 60.42/25.60  																																																		|
% 60.42/25.60  																																																		| From (709) and (32) follows:
% 60.42/25.60  																																																		| (712) op(e2, e4) = e2
% 60.42/25.60  																																																		|
% 60.42/25.60  																																																		| Instantiating formula (29) with e4, e3, e3, e4 and discharging atoms op(e4, e3) = e4, op(e4, e3) = e3, yields:
% 60.42/25.60  																																																		| (425) e4 = e3
% 60.42/25.60  																																																		|
% 60.42/25.60  																																																		| Instantiating formula (29) with e4, e1, e1, e3 and discharging atoms op(e4, e1) = e3, op(e4, e1) = e1, yields:
% 60.42/25.60  																																																		| (455) e3 = e1
% 60.42/25.60  																																																		|
% 60.42/25.60  																																																		| Instantiating formula (29) with e4, e0, e0, e2 and discharging atoms op(e4, e0) = e2, op(e4, e0) = e0, yields:
% 60.42/25.60  																																																		| (330) e2 = e0
% 60.42/25.60  																																																		|
% 60.42/25.60  																																																		| Instantiating formula (29) with e2, e4, e2, e4 and discharging atoms op(e2, e4) = e4, op(e2, e4) = e2, yields:
% 60.42/25.60  																																																		| (323) e4 = e2
% 60.42/25.60  																																																		|
% 60.42/25.60  																																																		| Combining equations (425,323) yields a new equation:
% 60.42/25.60  																																																		| (661) e3 = e2
% 60.42/25.60  																																																		|
% 60.42/25.60  																																																		| Simplifying 661 yields:
% 60.42/25.60  																																																		| (662) e3 = e2
% 60.42/25.60  																																																		|
% 60.42/25.60  																																																		| Combining equations (662,455) yields a new equation:
% 60.42/25.60  																																																		| (616) e2 = e1
% 60.42/25.60  																																																		|
% 60.42/25.60  																																																		| Simplifying 616 yields:
% 60.42/25.60  																																																		| (617) e2 = e1
% 60.42/25.60  																																																		|
% 60.42/25.60  																																																		| Combining equations (330,617) yields a new equation:
% 60.42/25.60  																																																		| (431) e1 = e0
% 60.42/25.60  																																																		|
% 60.42/25.60  																																																		| Equations (431) can reduce 233 to:
% 60.42/25.60  																																																		| (266) $false
% 60.42/25.60  																																																		|
% 60.42/25.60  																																																		|-The branch is then unsatisfiable
% 60.42/25.60  																																																	|-Branch two:
% 60.42/25.60  																																																	| (724)  ~ (unit = e4)
% 60.42/25.60  																																																	| (725) unit = e3 | unit = e1 | unit = e0
% 60.42/25.60  																																																	|
% 60.42/25.60  																																																		+-Applying beta-rule and splitting (725), into two cases.
% 60.42/25.60  																																																		|-Branch one:
% 60.42/25.60  																																																		| (726) unit = e0
% 60.42/25.60  																																																		|
% 60.42/25.60  																																																			| From (726) and (244) follows:
% 60.42/25.60  																																																			| (2207) op(e0, e4) = e4
% 60.42/25.60  																																																			|
% 60.42/25.60  																																																			| From (726) and (211) follows:
% 60.42/25.60  																																																			| (15180) op(e0, e1) = e1
% 60.42/25.60  																																																			|
% 60.42/25.60  																																																			| From (726) and (32) follows:
% 60.42/25.60  																																																			| (727) op(e2, e0) = e2
% 60.42/25.60  																																																			|
% 60.42/25.60  																																																			| Instantiating formula (29) with e2, e0, e2, e3 and discharging atoms op(e2, e0) = e3, op(e2, e0) = e2, yields:
% 60.42/25.60  																																																			| (662) e3 = e2
% 60.42/25.60  																																																			|
% 60.42/25.60  																																																			| Instantiating formula (29) with e0, e4, e4, e3 and discharging atoms op(e0, e4) = e4, op(e0, e4) = e3, yields:
% 60.42/25.60  																																																			| (425) e4 = e3
% 60.42/25.60  																																																			|
% 60.42/25.60  																																																			| Instantiating formula (29) with e0, e1, e1, e4 and discharging atoms op(e0, e1) = e4, op(e0, e1) = e1, yields:
% 60.42/25.60  																																																			| (630) e4 = e1
% 60.42/25.60  																																																			|
% 60.42/25.60  																																																			| Combining equations (425,630) yields a new equation:
% 60.42/25.60  																																																			| (454) e3 = e1
% 60.42/25.60  																																																			|
% 60.42/25.60  																																																			| Simplifying 454 yields:
% 60.42/25.60  																																																			| (455) e3 = e1
% 60.42/25.60  																																																			|
% 60.42/25.60  																																																			| Combining equations (455,662) yields a new equation:
% 60.42/25.60  																																																			| (617) e2 = e1
% 60.42/25.60  																																																			|
% 60.42/25.60  																																																			| Equations (617) can reduce 122 to:
% 60.42/25.60  																																																			| (266) $false
% 60.42/25.60  																																																			|
% 60.42/25.60  																																																			|-The branch is then unsatisfiable
% 60.42/25.60  																																																		|-Branch two:
% 60.42/25.60  																																																		| (734)  ~ (unit = e0)
% 60.42/25.60  																																																		| (735) unit = e3 | unit = e1
% 60.42/25.60  																																																		|
% 60.42/25.60  																																																			+-Applying beta-rule and splitting (735), into two cases.
% 60.42/25.60  																																																			|-Branch one:
% 60.42/25.60  																																																			| (736) unit = e1
% 60.42/25.60  																																																			|
% 60.42/25.60  																																																				| Equations (736) can reduce 734 to:
% 60.42/25.60  																																																				| (233)  ~ (e1 = e0)
% 60.42/25.60  																																																				|
% 60.42/25.60  																																																				| From (736) and (15) follows:
% 60.42/25.60  																																																				| (515) op(e1, e2) = e2
% 60.42/25.60  																																																				|
% 60.42/25.60  																																																				| From (736) and (28) follows:
% 60.42/25.60  																																																				| (740) op(e1, e1) = e1
% 60.42/25.60  																																																				|
% 60.42/25.60  																																																				| From (736) and (42) follows:
% 60.42/25.60  																																																				| (3221) op(e0, e1) = e0
% 60.42/25.60  																																																				|
% 60.42/25.60  																																																				| Instantiating formula (29) with e1, e2, e2, e4 and discharging atoms op(e1, e2) = e4, op(e1, e2) = e2, yields:
% 60.42/25.60  																																																				| (323) e4 = e2
% 60.42/25.60  																																																				|
% 60.42/25.60  																																																				| Instantiating formula (29) with e1, e1, e1, e2 and discharging atoms op(e1, e1) = e2, op(e1, e1) = e1, yields:
% 60.42/25.60  																																																				| (617) e2 = e1
% 60.42/25.60  																																																				|
% 60.42/25.60  																																																				| Instantiating formula (29) with e0, e1, e0, e4 and discharging atoms op(e0, e1) = e4, op(e0, e1) = e0, yields:
% 60.42/25.60  																																																				| (397) e4 = e0
% 60.42/25.60  																																																				|
% 60.42/25.60  																																																				| Combining equations (323,397) yields a new equation:
% 60.42/25.60  																																																				| (391) e2 = e0
% 60.42/25.60  																																																				|
% 60.42/25.60  																																																				| Simplifying 391 yields:
% 60.42/25.60  																																																				| (330) e2 = e0
% 60.42/25.60  																																																				|
% 60.42/25.60  																																																				| Combining equations (617,330) yields a new equation:
% 60.42/25.60  																																																				| (546) e1 = e0
% 60.42/25.60  																																																				|
% 60.42/25.60  																																																				| Simplifying 546 yields:
% 60.42/25.60  																																																				| (431) e1 = e0
% 60.42/25.60  																																																				|
% 60.42/25.60  																																																				| Equations (431) can reduce 233 to:
% 60.42/25.61  																																																				| (266) $false
% 60.42/25.61  																																																				|
% 60.42/25.61  																																																				|-The branch is then unsatisfiable
% 60.42/25.61  																																																			|-Branch two:
% 60.42/25.61  																																																			| (748)  ~ (unit = e1)
% 60.42/25.61  																																																			| (749) unit = e3
% 60.42/25.61  																																																			|
% 60.42/25.61  																																																				| From (749) and (40) follows:
% 60.42/25.61  																																																				| (3715) op(e3, e3) = e3
% 60.42/25.61  																																																				|
% 60.42/25.61  																																																				| From (749) and (28) follows:
% 60.42/25.61  																																																				| (2235) op(e1, e3) = e1
% 60.42/25.61  																																																				|
% 60.42/25.61  																																																				| Instantiating formula (29) with e3, e3, e3, e0 and discharging atoms op(e3, e3) = e3, op(e3, e3) = e0, yields:
% 60.42/25.61  																																																				| (676) e3 = e0
% 60.42/25.61  																																																				|
% 60.42/25.61  																																																				| Instantiating formula (29) with e1, e3, e1, e3 and discharging atoms op(e1, e3) = e3, op(e1, e3) = e1, yields:
% 60.42/25.61  																																																				| (455) e3 = e1
% 60.42/25.61  																																																				|
% 60.42/25.61  																																																				| Combining equations (455,676) yields a new equation:
% 60.42/25.61  																																																				| (546) e1 = e0
% 60.42/25.61  																																																				|
% 60.42/25.61  																																																				| Simplifying 546 yields:
% 60.42/25.61  																																																				| (431) e1 = e0
% 60.42/25.61  																																																				|
% 60.42/25.61  																																																				| Equations (431) can reduce 233 to:
% 60.42/25.61  																																																				| (266) $false
% 60.42/25.61  																																																				|
% 60.42/25.61  																																																				|-The branch is then unsatisfiable
% 60.42/25.61  																																															|-Branch two:
% 60.42/25.61  																																															| (839)  ~ (all_0_57_57 = e4)
% 60.42/25.61  																																															| (874) all_0_57_57 = e1 | all_0_57_57 = e0
% 60.42/25.61  																																															|
% 60.42/25.61  																																																+-Applying beta-rule and splitting (947), into two cases.
% 60.42/25.61  																																																|-Branch one:
% 60.42/25.61  																																																| (565) all_0_52_52 = e4
% 60.42/25.61  																																																|
% 60.42/25.61  																																																	| Combining equations (565,352) yields a new equation:
% 60.42/25.61  																																																	| (322) e4 = e2
% 60.42/25.61  																																																	|
% 60.42/25.61  																																																	| Simplifying 322 yields:
% 60.42/25.61  																																																	| (323) e4 = e2
% 60.42/25.61  																																																	|
% 60.42/25.61  																																																	| Equations (323) can reduce 48 to:
% 60.42/25.61  																																																	| (266) $false
% 60.42/25.61  																																																	|
% 60.42/25.61  																																																	|-The branch is then unsatisfiable
% 60.42/25.61  																																																|-Branch two:
% 60.42/25.61  																																																| (780)  ~ (all_0_52_52 = e4)
% 60.42/25.61  																																																| (871) all_0_57_57 = e4
% 60.42/25.61  																																																|
% 60.42/25.61  																																																	| Equations (871) can reduce 839 to:
% 60.42/25.61  																																																	| (266) $false
% 60.42/25.61  																																																	|
% 60.42/25.61  																																																	|-The branch is then unsatisfiable
% 60.42/25.61  																																											|-Branch two:
% 60.42/25.61  																																											| (357)  ~ (all_0_41_41 = e0)
% 60.42/25.61  																																											| (895) all_0_46_46 = e0 | all_0_55_55 = e0
% 60.42/25.61  																																											|
% 60.42/25.61  																																												+-Applying beta-rule and splitting (895), into two cases.
% 60.42/25.61  																																												|-Branch one:
% 60.42/25.61  																																												| (538) all_0_46_46 = e0
% 60.42/25.61  																																												|
% 60.42/25.61  																																													| Combining equations (538,1794) yields a new equation:
% 60.42/25.61  																																													| (330) e2 = e0
% 60.42/25.61  																																													|
% 60.42/25.61  																																													| Equations (330) can reduce 128 to:
% 60.42/25.61  																																													| (266) $false
% 60.42/25.61  																																													|
% 60.42/25.61  																																													|-The branch is then unsatisfiable
% 60.42/25.61  																																												|-Branch two:
% 60.42/25.61  																																												| (831)  ~ (all_0_46_46 = e0)
% 60.42/25.61  																																												| (858) all_0_55_55 = e0
% 60.42/25.61  																																												|
% 60.42/25.61  																																													| Combining equations (629,858) yields a new equation:
% 60.42/25.61  																																													| (546) e1 = e0
% 60.42/25.61  																																													|
% 60.42/25.61  																																													| Simplifying 546 yields:
% 60.42/25.61  																																													| (431) e1 = e0
% 60.42/25.61  																																													|
% 60.42/25.61  																																													| Equations (431) can reduce 233 to:
% 60.42/25.61  																																													| (266) $false
% 60.42/25.61  																																													|
% 60.42/25.61  																																													|-The branch is then unsatisfiable
% 60.42/25.61  																																						|-Branch two:
% 60.42/25.61  																																						| (632)  ~ (all_0_55_55 = e1)
% 60.42/25.61  																																						| (633) all_0_56_56 = e1 | all_0_57_57 = e1 | all_0_58_58 = e1
% 60.42/25.61  																																						|
% 60.42/25.61  																																							+-Applying beta-rule and splitting (174), into two cases.
% 60.42/25.61  																																							|-Branch one:
% 60.42/25.61  																																							| (386) all_0_55_55 = e2
% 60.42/25.61  																																							|
% 60.42/25.61  																																								| Equations (386) can reduce 304 to:
% 60.42/25.61  																																								| (266) $false
% 60.42/25.61  																																								|
% 60.42/25.61  																																								|-The branch is then unsatisfiable
% 60.42/25.61  																																							|-Branch two:
% 60.42/25.61  																																							| (304)  ~ (all_0_55_55 = e2)
% 60.42/25.61  																																							| (2051) all_0_55_55 = e4 | all_0_55_55 = e3 | all_0_55_55 = e1 | all_0_55_55 = e0
% 60.42/25.61  																																							|
% 60.42/25.61  																																								+-Applying beta-rule and splitting (2051), into two cases.
% 60.42/25.61  																																								|-Branch one:
% 60.42/25.61  																																								| (587) all_0_55_55 = e4
% 60.42/25.61  																																								|
% 60.42/25.61  																																									| Equations (587) can reduce 763 to:
% 60.42/25.61  																																									| (266) $false
% 60.42/25.61  																																									|
% 60.42/25.61  																																									|-The branch is then unsatisfiable
% 60.42/25.61  																																								|-Branch two:
% 60.42/25.61  																																								| (763)  ~ (all_0_55_55 = e4)
% 60.42/25.61  																																								| (2055) all_0_55_55 = e3 | all_0_55_55 = e1 | all_0_55_55 = e0
% 60.42/25.61  																																								|
% 60.42/25.61  																																									+-Applying beta-rule and splitting (2055), into two cases.
% 60.42/25.61  																																									|-Branch one:
% 60.42/25.61  																																									| (858) all_0_55_55 = e0
% 60.42/25.61  																																									|
% 60.42/25.61  																																										| Equations (858) can reduce 191 to:
% 60.42/25.61  																																										| (357)  ~ (all_0_41_41 = e0)
% 60.42/25.61  																																										|
% 60.42/25.61  																																										| Equations (858) can reduce 763 to:
% 60.42/25.61  																																										| (401)  ~ (e4 = e0)
% 60.42/25.61  																																										|
% 60.42/25.61  																																										| Simplifying 401 yields:
% 60.42/25.61  																																										| (49)  ~ (e4 = e0)
% 60.42/25.61  																																										|
% 60.42/25.61  																																										| Equations (858) can reduce 270 to:
% 60.42/25.61  																																										| (541)  ~ (e3 = e0)
% 60.42/25.61  																																										|
% 60.42/25.61  																																										| Simplifying 541 yields:
% 60.42/25.61  																																										| (80)  ~ (e3 = e0)
% 60.42/25.61  																																										|
% 60.42/25.61  																																										| Equations (858) can reduce 632 to:
% 60.42/25.61  																																										| (435)  ~ (e1 = e0)
% 60.42/25.61  																																										|
% 60.42/25.61  																																										| Simplifying 435 yields:
% 60.42/25.61  																																										| (233)  ~ (e1 = e0)
% 60.42/25.61  																																										|
% 60.42/25.61  																																										+-Applying beta-rule and splitting (1891), into two cases.
% 60.42/25.61  																																										|-Branch one:
% 60.42/25.61  																																										| (396) all_0_43_43 = e4
% 60.42/25.61  																																										|
% 60.42/25.61  																																											| Combining equations (396,430) yields a new equation:
% 60.42/25.61  																																											| (636) e4 = e1
% 60.42/25.61  																																											|
% 60.42/25.61  																																											| Simplifying 636 yields:
% 60.42/25.61  																																											| (630) e4 = e1
% 60.42/25.61  																																											|
% 60.42/25.61  																																											| Equations (630) can reduce 110 to:
% 60.42/25.61  																																											| (266) $false
% 60.42/25.61  																																											|
% 60.42/25.61  																																											|-The branch is then unsatisfiable
% 60.42/25.61  																																										|-Branch two:
% 60.42/25.61  																																										| (399)  ~ (all_0_43_43 = e4)
% 60.42/25.61  																																										| (446) all_0_44_44 = e4
% 60.42/25.61  																																										|
% 60.42/25.61  																																											| Equations (446) can reduce 407 to:
% 60.42/25.61  																																											| (188)  ~ (e4 = e3)
% 60.42/25.61  																																											|
% 60.42/25.61  																																											+-Applying beta-rule and splitting (165), into two cases.
% 60.42/25.61  																																											|-Branch one:
% 60.42/25.61  																																											| (794) all_0_41_41 = e0
% 60.42/25.61  																																											|
% 60.42/25.61  																																												| Equations (794) can reduce 357 to:
% 60.42/25.61  																																												| (266) $false
% 60.42/25.61  																																												|
% 60.42/25.61  																																												|-The branch is then unsatisfiable
% 60.42/25.61  																																											|-Branch two:
% 60.42/25.61  																																											| (357)  ~ (all_0_41_41 = e0)
% 60.42/25.61  																																											| (6761) all_0_42_42 = e0 | all_0_43_43 = e0 | all_0_44_44 = e0
% 60.42/25.61  																																											|
% 60.42/25.61  																																												+-Applying beta-rule and splitting (171), into two cases.
% 60.42/25.61  																																												|-Branch one:
% 60.42/25.61  																																												| (265) all_0_54_54 = e4
% 60.42/25.61  																																												|
% 60.42/25.61  																																													| Combining equations (268,265) yields a new equation:
% 60.42/25.61  																																													| (425) e4 = e3
% 60.42/25.61  																																													|
% 60.42/25.61  																																													| Equations (425) can reduce 188 to:
% 60.42/25.61  																																													| (266) $false
% 60.42/25.61  																																													|
% 60.42/25.61  																																													|-The branch is then unsatisfiable
% 60.42/25.61  																																												|-Branch two:
% 60.42/25.61  																																												| (258)  ~ (all_0_54_54 = e4)
% 60.42/25.61  																																												| (575) all_0_55_55 = e4 | all_0_56_56 = e4 | all_0_57_57 = e4 | all_0_58_58 = e4
% 60.42/25.61  																																												|
% 60.42/25.61  																																													+-Applying beta-rule and splitting (400), into two cases.
% 60.42/25.61  																																													|-Branch one:
% 60.42/25.61  																																													| (943) all_0_48_48 = e4
% 60.42/25.61  																																													|
% 60.42/25.61  																																														| Combining equations (1279,943) yields a new equation:
% 60.42/25.61  																																														| (397) e4 = e0
% 60.42/25.61  																																														|
% 60.42/25.61  																																														| Equations (397) can reduce 49 to:
% 60.42/25.61  																																														| (266) $false
% 60.42/25.61  																																														|
% 60.42/25.61  																																														|-The branch is then unsatisfiable
% 60.42/25.61  																																													|-Branch two:
% 60.42/25.61  																																													| (254)  ~ (all_0_48_48 = e4)
% 60.42/25.61  																																													| (947) all_0_52_52 = e4 | all_0_57_57 = e4
% 60.42/25.61  																																													|
% 60.42/25.61  																																														| Equations (1279) can reduce 254 to:
% 60.42/25.61  																																														| (401)  ~ (e4 = e0)
% 60.42/25.61  																																														|
% 60.42/25.61  																																														| Simplifying 401 yields:
% 60.42/25.61  																																														| (49)  ~ (e4 = e0)
% 60.42/25.61  																																														|
% 60.42/25.61  																																														+-Applying beta-rule and splitting (6761), into two cases.
% 60.42/25.61  																																														|-Branch one:
% 60.42/25.61  																																														| (559) all_0_42_42 = e0
% 60.42/25.61  																																														|
% 60.42/25.61  																																															| Combining equations (559,516) yields a new equation:
% 60.42/25.61  																																															| (676) e3 = e0
% 60.42/25.61  																																															|
% 60.42/25.61  																																															| Equations (676) can reduce 80 to:
% 60.42/25.61  																																															| (266) $false
% 60.42/25.61  																																															|
% 60.42/25.61  																																															|-The branch is then unsatisfiable
% 60.42/25.61  																																														|-Branch two:
% 60.42/25.61  																																														| (358)  ~ (all_0_42_42 = e0)
% 60.42/25.61  																																														| (6766) all_0_43_43 = e0 | all_0_44_44 = e0
% 60.42/25.61  																																														|
% 60.42/25.61  																																															+-Applying beta-rule and splitting (575), into two cases.
% 60.42/25.61  																																															|-Branch one:
% 60.42/25.61  																																															| (587) all_0_55_55 = e4
% 60.42/25.61  																																															|
% 60.42/25.61  																																																| Combining equations (858,587) yields a new equation:
% 60.42/25.61  																																																| (397) e4 = e0
% 60.42/25.61  																																																|
% 60.42/25.61  																																																| Equations (397) can reduce 49 to:
% 60.42/25.61  																																																| (266) $false
% 60.42/25.61  																																																|
% 60.42/25.61  																																																|-The branch is then unsatisfiable
% 60.42/25.61  																																															|-Branch two:
% 60.42/25.61  																																															| (763)  ~ (all_0_55_55 = e4)
% 60.42/25.61  																																															| (764) all_0_56_56 = e4 | all_0_57_57 = e4 | all_0_58_58 = e4
% 60.42/25.61  																																															|
% 60.42/25.61  																																																| Equations (858) can reduce 763 to:
% 60.42/25.61  																																																| (401)  ~ (e4 = e0)
% 60.42/25.61  																																																|
% 60.42/25.61  																																																| Simplifying 401 yields:
% 60.42/25.61  																																																| (49)  ~ (e4 = e0)
% 60.42/25.61  																																																|
% 60.42/25.61  																																																+-Applying beta-rule and splitting (6766), into two cases.
% 60.42/25.61  																																																|-Branch one:
% 60.42/25.61  																																																| (356) all_0_43_43 = e0
% 60.42/25.61  																																																|
% 60.42/25.61  																																																	| Combining equations (356,430) yields a new equation:
% 60.42/25.61  																																																	| (431) e1 = e0
% 60.42/25.61  																																																	|
% 60.42/25.61  																																																	| Equations (431) can reduce 233 to:
% 60.42/25.61  																																																	| (266) $false
% 60.42/25.61  																																																	|
% 60.42/25.61  																																																	|-The branch is then unsatisfiable
% 60.42/25.61  																																																|-Branch two:
% 60.42/25.61  																																																| (5470)  ~ (all_0_43_43 = e0)
% 60.42/25.61  																																																| (1414) all_0_44_44 = e0
% 60.42/25.61  																																																|
% 60.42/25.61  																																																	| Combining equations (1414,446) yields a new equation:
% 60.42/25.61  																																																	| (397) e4 = e0
% 60.42/25.61  																																																	|
% 60.42/25.61  																																																	| Equations (397) can reduce 49 to:
% 60.42/25.61  																																																	| (266) $false
% 60.42/25.61  																																																	|
% 60.42/25.61  																																																	|-The branch is then unsatisfiable
% 60.42/25.61  																																									|-Branch two:
% 60.42/25.61  																																									| (803)  ~ (all_0_55_55 = e0)
% 60.42/25.61  																																									| (2315) all_0_55_55 = e3 | all_0_55_55 = e1
% 60.42/25.61  																																									|
% 60.42/25.61  																																										+-Applying beta-rule and splitting (2315), into two cases.
% 60.42/25.61  																																										|-Branch one:
% 60.42/25.61  																																										| (629) all_0_55_55 = e1
% 60.42/25.61  																																										|
% 60.42/25.61  																																											| Equations (629) can reduce 632 to:
% 60.42/25.61  																																											| (266) $false
% 60.42/25.61  																																											|
% 60.42/25.61  																																											|-The branch is then unsatisfiable
% 60.42/25.61  																																										|-Branch two:
% 60.42/25.61  																																										| (632)  ~ (all_0_55_55 = e1)
% 60.42/25.61  																																										| (2336) all_0_55_55 = e3
% 60.42/25.61  																																										|
% 60.42/25.61  																																											| Equations (2336) can reduce 270 to:
% 60.42/25.61  																																											| (266) $false
% 60.42/25.61  																																											|
% 60.42/25.61  																																											|-The branch is then unsatisfiable
% 60.42/25.61  																															|-Branch two:
% 60.42/25.61  																															| (475)  ~ (all_0_51_51 = e4)
% 60.42/25.61  																															| (1294) all_0_52_52 = e4 | all_0_53_53 = e4
% 60.42/25.61  																															|
% 60.42/25.61  																																+-Applying beta-rule and splitting (164), into two cases.
% 60.42/25.61  																																|-Branch one:
% 60.42/25.61  																																| (471) all_0_39_39 = e4
% 60.42/25.61  																																|
% 60.42/25.61  																																	| Combining equations (471,480) yields a new equation:
% 60.42/25.61  																																	| (481) e4 = e0
% 60.42/25.61  																																	|
% 60.42/25.61  																																	| Simplifying 481 yields:
% 60.42/25.61  																																	| (397) e4 = e0
% 60.42/25.61  																																	|
% 60.42/25.61  																																	| Equations (397) can reduce 49 to:
% 60.42/25.61  																																	| (266) $false
% 60.42/25.61  																																	|
% 60.42/25.61  																																	|-The branch is then unsatisfiable
% 60.42/25.61  																																|-Branch two:
% 60.42/25.61  																																| (1377)  ~ (all_0_39_39 = e4)
% 60.42/25.61  																																| (2115) all_0_42_42 = e4 | all_0_47_47 = e4 | all_0_51_51 = e4 | all_0_56_56 = e4
% 60.42/25.61  																																|
% 60.42/25.61  																																	+-Applying beta-rule and splitting (2115), into two cases.
% 60.42/25.61  																																	|-Branch one:
% 60.42/25.61  																																	| (1392) all_0_42_42 = e4
% 60.42/25.61  																																	|
% 60.42/25.61  																																		| Combining equations (1392,516) yields a new equation:
% 60.42/25.61  																																		| (424) e4 = e3
% 60.42/25.61  																																		|
% 60.42/25.61  																																		| Simplifying 424 yields:
% 60.42/25.61  																																		| (425) e4 = e3
% 60.42/25.61  																																		|
% 60.42/25.61  																																		| Equations (425) can reduce 188 to:
% 60.42/25.61  																																		| (266) $false
% 60.42/25.61  																																		|
% 60.42/25.61  																																		|-The branch is then unsatisfiable
% 60.42/25.61  																																	|-Branch two:
% 60.42/25.61  																																	| (1890)  ~ (all_0_42_42 = e4)
% 60.42/25.61  																																	| (2246) all_0_47_47 = e4 | all_0_51_51 = e4 | all_0_56_56 = e4
% 60.42/25.61  																																	|
% 60.42/25.61  																																		+-Applying beta-rule and splitting (2246), into two cases.
% 60.42/25.61  																																		|-Branch one:
% 60.42/25.61  																																		| (1790) all_0_47_47 = e4
% 60.42/25.61  																																		|
% 60.42/25.61  																																			| Combining equations (1790,654) yields a new equation:
% 60.42/25.61  																																			| (636) e4 = e1
% 60.42/25.61  																																			|
% 60.42/25.61  																																			| Simplifying 636 yields:
% 60.42/25.61  																																			| (630) e4 = e1
% 60.42/25.61  																																			|
% 60.42/25.61  																																			| Equations (630) can reduce 110 to:
% 60.42/25.61  																																			| (266) $false
% 60.42/25.61  																																			|
% 60.42/25.61  																																			|-The branch is then unsatisfiable
% 60.42/25.61  																																		|-Branch two:
% 60.42/25.61  																																		| (252)  ~ (all_0_47_47 = e4)
% 60.42/25.61  																																		| (6548) all_0_51_51 = e4 | all_0_56_56 = e4
% 60.42/25.61  																																		|
% 60.42/25.61  																																			+-Applying beta-rule and splitting (6548), into two cases.
% 60.42/25.61  																																			|-Branch one:
% 60.42/25.61  																																			| (1101) all_0_51_51 = e4
% 60.42/25.61  																																			|
% 60.42/25.61  																																				| Equations (1101) can reduce 475 to:
% 60.42/25.61  																																				| (266) $false
% 60.42/25.61  																																				|
% 60.42/25.61  																																				|-The branch is then unsatisfiable
% 60.42/25.61  																																			|-Branch two:
% 60.42/25.61  																																			| (475)  ~ (all_0_51_51 = e4)
% 60.42/25.61  																																			| (842) all_0_56_56 = e4
% 60.42/25.61  																																			|
% 60.42/25.61  																																				| Combining equations (842,833) yields a new equation:
% 60.42/25.61  																																				| (322) e4 = e2
% 60.42/25.61  																																				|
% 60.42/25.61  																																				| Simplifying 322 yields:
% 60.42/25.61  																																				| (323) e4 = e2
% 60.42/25.61  																																				|
% 60.42/25.61  																																				| Equations (323) can reduce 48 to:
% 60.42/25.61  																																				| (266) $false
% 60.42/25.61  																																				|
% 60.42/25.61  																																				|-The branch is then unsatisfiable
% 60.42/25.61  																											|-Branch two:
% 60.42/25.61  																											| (405)  ~ (all_0_42_42 = e3)
% 60.42/25.61  																											| (532) all_0_44_44 = e3
% 60.42/25.61  																											|
% 60.42/25.61  																												| Equations (532) can reduce 407 to:
% 60.42/25.61  																												| (266) $false
% 60.42/25.61  																												|
% 60.42/25.61  																												|-The branch is then unsatisfiable
% 60.42/25.61  																								|-Branch two:
% 60.42/25.61  																								| (411)  ~ (all_0_50_50 = e3)
% 60.42/25.61  																								| (418) all_0_51_51 = e3 | all_0_53_53 = e3
% 60.42/25.61  																								|
% 60.42/25.61  																									+-Applying beta-rule and splitting (144), into two cases.
% 60.42/25.61  																									|-Branch one:
% 60.42/25.61  																									| (403) all_0_41_41 = e3
% 60.42/25.61  																									|
% 60.42/25.61  																										| Equations (403) can reduce 214 to:
% 60.42/25.61  																										| (404)  ~ (all_0_42_42 = e3)
% 60.42/25.61  																										|
% 60.42/25.61  																										| Simplifying 404 yields:
% 60.42/25.61  																										| (405)  ~ (all_0_42_42 = e3)
% 60.42/25.61  																										|
% 60.42/25.61  																										| Equations (403) can reduce 221 to:
% 60.42/25.61  																										| (410)  ~ (all_0_50_50 = e3)
% 60.42/25.61  																										|
% 60.42/25.61  																										| Simplifying 410 yields:
% 60.42/25.61  																										| (411)  ~ (all_0_50_50 = e3)
% 60.42/25.61  																										|
% 60.42/25.61  																										+-Applying beta-rule and splitting (241), into two cases.
% 60.42/25.61  																										|-Branch one:
% 60.42/25.61  																										| (378) all_0_50_50 = e2
% 60.42/25.61  																										|
% 60.42/25.61  																											| Equations (378) can reduce 302 to:
% 60.42/25.61  																											| (266) $false
% 60.42/25.61  																											|
% 60.42/25.61  																											|-The branch is then unsatisfiable
% 60.42/25.61  																										|-Branch two:
% 60.42/25.61  																										| (302)  ~ (all_0_50_50 = e2)
% 60.42/25.61  																										| (422) all_0_50_50 = e4 | all_0_50_50 = e3 | all_0_50_50 = e1
% 60.42/25.61  																										|
% 60.42/25.61  																											+-Applying beta-rule and splitting (422), into two cases.
% 60.42/25.61  																											|-Branch one:
% 60.42/25.61  																											| (775) all_0_50_50 = e4
% 60.42/25.61  																											|
% 60.42/25.61  																												| Equations (775) can reduce 566 to:
% 60.42/25.61  																												| (266) $false
% 60.42/25.61  																												|
% 60.42/25.61  																												|-The branch is then unsatisfiable
% 60.42/25.61  																											|-Branch two:
% 60.42/25.61  																											| (566)  ~ (all_0_50_50 = e4)
% 60.42/25.61  																											| (1444) all_0_50_50 = e3 | all_0_50_50 = e1
% 60.42/25.61  																											|
% 60.42/25.61  																												+-Applying beta-rule and splitting (1444), into two cases.
% 60.42/25.61  																												|-Branch one:
% 60.42/25.61  																												| (601) all_0_50_50 = e1
% 60.42/25.61  																												|
% 60.42/25.61  																													| Equations (601) can reduce 59 to:
% 60.42/25.61  																													| (463)  ~ (all_0_51_51 = e1)
% 60.42/25.61  																													|
% 60.42/25.61  																													| Simplifying 463 yields:
% 60.42/25.61  																													| (464)  ~ (all_0_51_51 = e1)
% 60.42/25.61  																													|
% 60.42/25.61  																													| Equations (601) can reduce 190 to:
% 60.42/25.61  																													| (1458)  ~ (all_0_53_53 = e1)
% 60.42/25.61  																													|
% 60.42/25.61  																													| Simplifying 1458 yields:
% 60.42/25.61  																													| (1459)  ~ (all_0_53_53 = e1)
% 60.42/25.61  																													|
% 60.42/25.61  																													| Equations (601) can reduce 93 to:
% 60.42/25.61  																													| (2331)  ~ (all_0_55_55 = e1)
% 60.42/25.61  																													|
% 60.42/25.61  																													| Simplifying 2331 yields:
% 60.42/25.61  																													| (632)  ~ (all_0_55_55 = e1)
% 60.42/25.61  																													|
% 60.42/25.61  																													| From (601) and (242) follows:
% 60.42/25.61  																													| (2235) op(e1, e3) = e1
% 60.42/25.61  																													|
% 60.42/25.61  																													+-Applying beta-rule and splitting (165), into two cases.
% 60.42/25.61  																													|-Branch one:
% 60.42/25.61  																													| (794) all_0_41_41 = e0
% 60.42/25.61  																													|
% 60.42/25.61  																														| Combining equations (794,403) yields a new equation:
% 60.42/25.61  																														| (676) e3 = e0
% 60.42/25.61  																														|
% 60.42/25.61  																														| Equations (676) can reduce 80 to:
% 60.42/25.61  																														| (266) $false
% 60.42/25.61  																														|
% 60.42/25.61  																														|-The branch is then unsatisfiable
% 60.42/25.61  																													|-Branch two:
% 60.42/25.61  																													| (357)  ~ (all_0_41_41 = e0)
% 60.42/25.61  																													| (6761) all_0_42_42 = e0 | all_0_43_43 = e0 | all_0_44_44 = e0
% 60.42/25.61  																													|
% 60.42/25.61  																														+-Applying beta-rule and splitting (180), into two cases.
% 60.42/25.61  																														|-Branch one:
% 60.42/25.61  																														| (516) all_0_42_42 = e3
% 60.42/25.61  																														|
% 60.42/25.61  																															| Equations (516) can reduce 405 to:
% 60.42/25.61  																															| (266) $false
% 60.42/25.61  																															|
% 60.42/25.61  																															|-The branch is then unsatisfiable
% 60.42/25.61  																														|-Branch two:
% 60.42/25.61  																														| (405)  ~ (all_0_42_42 = e3)
% 60.42/25.61  																														| (521) all_0_47_47 = e3 | all_0_51_51 = e3 | all_0_56_56 = e3
% 60.42/25.61  																														|
% 60.42/25.61  																															+-Applying beta-rule and splitting (152), into two cases.
% 60.42/25.61  																															|-Branch one:
% 60.42/25.61  																															| (1392) all_0_42_42 = e4
% 60.42/25.61  																															|
% 60.42/25.61  																																| Equations (1392) can reduce 240 to:
% 60.42/25.62  																																| (47779)  ~ (all_0_43_43 = e4)
% 60.42/25.62  																																|
% 60.42/25.62  																																| Simplifying 47779 yields:
% 60.42/25.62  																																| (399)  ~ (all_0_43_43 = e4)
% 60.42/25.62  																																|
% 60.42/25.62  																																| Equations (1392) can reduce 61 to:
% 60.42/25.62  																																| (474)  ~ (all_0_51_51 = e4)
% 60.42/25.62  																																|
% 60.42/25.62  																																| Simplifying 474 yields:
% 60.42/25.62  																																| (475)  ~ (all_0_51_51 = e4)
% 60.42/25.62  																																|
% 60.42/25.62  																																| Equations (1392) can reduce 51 to:
% 60.42/25.62  																																| (48)  ~ (e4 = e2)
% 60.42/25.62  																																|
% 60.42/25.62  																																| Equations (1392) can reduce 1380 to:
% 60.42/25.62  																																| (110)  ~ (e4 = e1)
% 60.42/25.62  																																|
% 60.42/25.62  																																| Equations (1392) can reduce 358 to:
% 60.42/25.62  																																| (49)  ~ (e4 = e0)
% 60.42/25.62  																																|
% 60.42/25.62  																																| From (1392) and (210) follows:
% 60.42/25.62  																																| (4074) op(e3, e2) = e4
% 60.42/25.62  																																|
% 60.42/25.62  																																+-Applying beta-rule and splitting (195), into two cases.
% 60.42/25.62  																																|-Branch one:
% 60.42/25.62  																																| (396) all_0_43_43 = e4
% 60.42/25.62  																																|
% 60.42/25.62  																																	| Equations (396) can reduce 399 to:
% 60.42/25.62  																																	| (266) $false
% 60.42/25.62  																																	|
% 60.42/25.62  																																	|-The branch is then unsatisfiable
% 60.42/25.62  																																|-Branch two:
% 60.42/25.62  																																| (399)  ~ (all_0_43_43 = e4)
% 60.42/25.62  																																| (6374) all_0_43_43 = e1 | all_0_43_43 = e0
% 60.42/25.62  																																|
% 60.42/25.62  																																	+-Applying beta-rule and splitting (230), into two cases.
% 60.42/25.62  																																	|-Branch one:
% 60.42/25.62  																																	| (396) all_0_43_43 = e4
% 60.42/25.62  																																	|
% 60.42/25.62  																																		| Equations (396) can reduce 399 to:
% 60.42/25.62  																																		| (266) $false
% 60.42/25.62  																																		|
% 60.42/25.62  																																		|-The branch is then unsatisfiable
% 60.42/25.62  																																	|-Branch two:
% 60.42/25.62  																																	| (399)  ~ (all_0_43_43 = e4)
% 60.42/25.62  																																	| (400) all_0_48_48 = e4 | all_0_52_52 = e4 | all_0_57_57 = e4
% 60.42/25.62  																																	|
% 60.42/25.62  																																		+-Applying beta-rule and splitting (243), into two cases.
% 60.42/25.62  																																		|-Branch one:
% 60.42/25.62  																																		| (329) all_0_38_38 = e0
% 60.42/25.62  																																		|
% 60.42/25.62  																																			| Combining equations (329,321) yields a new equation:
% 60.42/25.62  																																			| (397) e4 = e0
% 60.42/25.62  																																			|
% 60.42/25.62  																																			| Equations (397) can reduce 49 to:
% 60.42/25.62  																																			| (266) $false
% 60.42/25.62  																																			|
% 60.42/25.62  																																			|-The branch is then unsatisfiable
% 60.42/25.62  																																		|-Branch two:
% 60.42/25.62  																																		| (332)  ~ (all_0_38_38 = e0)
% 60.42/25.62  																																		| (395) all_0_41_41 = e0 | all_0_46_46 = e0 | all_0_55_55 = e0
% 60.42/25.62  																																		|
% 60.42/25.62  																																			| Equations (321) can reduce 332 to:
% 60.42/25.62  																																			| (49)  ~ (e4 = e0)
% 60.42/25.62  																																			|
% 60.42/25.62  																																			+-Applying beta-rule and splitting (196), into two cases.
% 60.42/25.62  																																			|-Branch one:
% 60.42/25.62  																																			| (607) all_0_53_53 = e2
% 60.42/25.62  																																			|
% 60.42/25.62  																																				| Equations (607) can reduce 509 to:
% 60.42/25.62  																																				| (266) $false
% 60.42/25.62  																																				|
% 60.42/25.62  																																				|-The branch is then unsatisfiable
% 60.42/25.62  																																			|-Branch two:
% 60.42/25.62  																																			| (509)  ~ (all_0_53_53 = e2)
% 60.42/25.62  																																			| (610) all_0_53_53 = e4 | all_0_53_53 = e3 | all_0_53_53 = e1
% 60.42/25.62  																																			|
% 60.42/25.62  																																				+-Applying beta-rule and splitting (6761), into two cases.
% 60.42/25.62  																																				|-Branch one:
% 60.42/25.62  																																				| (559) all_0_42_42 = e0
% 60.42/25.62  																																				|
% 60.42/25.62  																																					| Combining equations (559,1392) yields a new equation:
% 60.42/25.62  																																					| (397) e4 = e0
% 60.42/25.62  																																					|
% 60.42/25.62  																																					| Equations (397) can reduce 49 to:
% 60.42/25.62  																																					| (266) $false
% 60.42/25.62  																																					|
% 60.42/25.62  																																					|-The branch is then unsatisfiable
% 60.42/25.62  																																				|-Branch two:
% 60.42/25.62  																																				| (358)  ~ (all_0_42_42 = e0)
% 60.42/25.62  																																				| (6766) all_0_43_43 = e0 | all_0_44_44 = e0
% 60.42/25.62  																																				|
% 60.42/25.62  																																					+-Applying beta-rule and splitting (231), into two cases.
% 60.42/25.62  																																					|-Branch one:
% 60.42/25.62  																																					| (775) all_0_50_50 = e4
% 60.42/25.62  																																					|
% 60.42/25.62  																																						| Combining equations (601,775) yields a new equation:
% 60.42/25.62  																																						| (630) e4 = e1
% 60.42/25.62  																																						|
% 60.42/25.62  																																						| Equations (630) can reduce 110 to:
% 60.42/25.62  																																						| (266) $false
% 60.42/25.62  																																						|
% 60.42/25.62  																																						|-The branch is then unsatisfiable
% 60.42/25.62  																																					|-Branch two:
% 60.42/25.62  																																					| (566)  ~ (all_0_50_50 = e4)
% 60.42/25.62  																																					| (1071) all_0_51_51 = e4 | all_0_52_52 = e4 | all_0_53_53 = e4
% 60.42/25.62  																																					|
% 60.42/25.62  																																						+-Applying beta-rule and splitting (6766), into two cases.
% 60.42/25.62  																																						|-Branch one:
% 60.42/25.62  																																						| (356) all_0_43_43 = e0
% 60.42/25.62  																																						|
% 60.42/25.62  																																							| Equations (356) can reduce 5470 to:
% 60.42/25.62  																																							| (266) $false
% 60.42/25.62  																																							|
% 60.42/25.62  																																							|-The branch is then unsatisfiable
% 60.42/25.62  																																						|-Branch two:
% 60.42/25.62  																																						| (5470)  ~ (all_0_43_43 = e0)
% 60.42/25.62  																																						| (1414) all_0_44_44 = e0
% 60.42/25.62  																																						|
% 60.42/25.62  																																							| Equations (1414) can reduce 159 to:
% 60.42/25.62  																																							| (5470)  ~ (all_0_43_43 = e0)
% 60.42/25.62  																																							|
% 60.42/25.62  																																							| Equations (1414) can reduce 220 to:
% 60.42/25.62  																																							| (488)  ~ (all_0_53_53 = e0)
% 60.42/25.62  																																							|
% 60.42/25.62  																																							| Simplifying 488 yields:
% 60.42/25.62  																																							| (247)  ~ (all_0_53_53 = e0)
% 60.42/25.62  																																							|
% 60.42/25.62  																																							| Equations (1414) can reduce 181 to:
% 60.42/25.62  																																							| (490)  ~ (all_0_58_58 = e0)
% 60.42/25.62  																																							|
% 60.42/25.62  																																							| Simplifying 490 yields:
% 60.42/25.62  																																							| (491)  ~ (all_0_58_58 = e0)
% 60.42/25.62  																																							|
% 60.42/25.62  																																							| Equations (1414) can reduce 147 to:
% 60.42/25.62  																																							| (365)  ~ (e2 = e0)
% 60.42/25.62  																																							|
% 60.42/25.62  																																							| Simplifying 365 yields:
% 60.42/25.62  																																							| (128)  ~ (e2 = e0)
% 60.42/25.62  																																							|
% 60.42/25.62  																																							+-Applying beta-rule and splitting (1071), into two cases.
% 60.42/25.62  																																							|-Branch one:
% 60.42/25.62  																																							| (1101) all_0_51_51 = e4
% 60.42/25.62  																																							|
% 60.42/25.62  																																								| Equations (1101) can reduce 475 to:
% 60.42/25.62  																																								| (266) $false
% 60.42/25.62  																																								|
% 60.42/25.62  																																								|-The branch is then unsatisfiable
% 60.42/25.62  																																							|-Branch two:
% 60.42/25.62  																																							| (475)  ~ (all_0_51_51 = e4)
% 60.42/25.62  																																							| (1294) all_0_52_52 = e4 | all_0_53_53 = e4
% 60.42/25.62  																																							|
% 60.42/25.62  																																								+-Applying beta-rule and splitting (125), into two cases.
% 60.42/25.62  																																								|-Branch one:
% 60.42/25.62  																																								| (858) all_0_55_55 = e0
% 60.42/25.62  																																								|
% 60.42/25.62  																																									| Equations (858) can reduce 632 to:
% 60.42/25.62  																																									| (435)  ~ (e1 = e0)
% 60.42/25.62  																																									|
% 60.42/25.62  																																									| Simplifying 435 yields:
% 60.42/25.62  																																									| (233)  ~ (e1 = e0)
% 60.42/25.62  																																									|
% 60.42/25.62  																																									| From (858) and (74) follows:
% 60.42/25.62  																																									| (752) op(e0, e3) = e0
% 60.42/25.62  																																									|
% 60.42/25.62  																																									+-Applying beta-rule and splitting (418), into two cases.
% 60.42/25.62  																																									|-Branch one:
% 60.42/25.62  																																									| (660) all_0_51_51 = e3
% 60.42/25.62  																																									|
% 60.42/25.62  																																										| Equations (660) can reduce 6 to:
% 60.42/25.62  																																										| (1114)  ~ (all_0_53_53 = e3)
% 60.42/25.62  																																										|
% 60.42/25.62  																																										| Simplifying 1114 yields:
% 60.42/25.62  																																										| (903)  ~ (all_0_53_53 = e3)
% 60.42/25.62  																																										|
% 60.42/25.62  																																										| Equations (660) can reduce 464 to:
% 60.42/25.62  																																										| (213)  ~ (e3 = e1)
% 60.42/25.62  																																										|
% 60.42/25.62  																																										| From (660) and (186) follows:
% 60.42/25.62  																																										| (1552) op(e1, e2) = e3
% 60.42/25.62  																																										|
% 60.42/25.62  																																										+-Applying beta-rule and splitting (1294), into two cases.
% 60.42/25.62  																																										|-Branch one:
% 60.42/25.62  																																										| (565) all_0_52_52 = e4
% 60.42/25.62  																																										|
% 60.42/25.62  																																											| Combining equations (352,565) yields a new equation:
% 60.42/25.62  																																											| (323) e4 = e2
% 60.42/25.62  																																											|
% 60.42/25.62  																																											| Equations (323) can reduce 48 to:
% 60.42/25.62  																																											| (266) $false
% 60.42/25.62  																																											|
% 60.42/25.62  																																											|-The branch is then unsatisfiable
% 60.42/25.62  																																										|-Branch two:
% 60.42/25.62  																																										| (780)  ~ (all_0_52_52 = e4)
% 60.42/25.62  																																										| (1298) all_0_53_53 = e4
% 60.42/25.62  																																										|
% 60.42/25.62  																																											| Equations (1298) can reduce 903 to:
% 60.42/25.62  																																											| (188)  ~ (e4 = e3)
% 60.42/25.62  																																											|
% 60.42/25.62  																																											| Equations (1298) can reduce 509 to:
% 60.42/25.62  																																											| (48)  ~ (e4 = e2)
% 60.42/25.62  																																											|
% 60.51/25.62  																																											| Equations (1298) can reduce 1459 to:
% 60.51/25.62  																																											| (110)  ~ (e4 = e1)
% 60.51/25.62  																																											|
% 60.51/25.62  																																											| Equations (1298) can reduce 247 to:
% 60.51/25.62  																																											| (49)  ~ (e4 = e0)
% 60.51/25.62  																																											|
% 60.51/25.62  																																											+-Applying beta-rule and splitting (112), into two cases.
% 60.51/25.62  																																											|-Branch one:
% 60.51/25.62  																																											| (635) all_0_44_44 = e1
% 60.51/25.62  																																											|
% 60.51/25.62  																																												| Combining equations (1414,635) yields a new equation:
% 60.51/25.62  																																												| (431) e1 = e0
% 60.51/25.62  																																												|
% 60.51/25.62  																																												| Equations (431) can reduce 233 to:
% 60.51/25.62  																																												| (266) $false
% 60.51/25.62  																																												|
% 60.51/25.62  																																												|-The branch is then unsatisfiable
% 60.51/25.62  																																											|-Branch two:
% 60.51/25.62  																																											| (639)  ~ (all_0_44_44 = e1)
% 60.51/25.62  																																											| (640) all_0_49_49 = e1 | all_0_53_53 = e1 | all_0_58_58 = e1
% 60.51/25.62  																																											|
% 60.51/25.62  																																												+-Applying beta-rule and splitting (640), into two cases.
% 60.51/25.62  																																												|-Branch one:
% 60.51/25.62  																																												| (671) all_0_49_49 = e1
% 60.51/25.62  																																												|
% 60.51/25.62  																																													| Combining equations (884,671) yields a new equation:
% 60.51/25.62  																																													| (454) e3 = e1
% 60.51/25.62  																																													|
% 60.51/25.62  																																													| Simplifying 454 yields:
% 60.51/25.62  																																													| (455) e3 = e1
% 60.51/25.62  																																													|
% 60.51/25.62  																																													| Equations (455) can reduce 213 to:
% 60.51/25.62  																																													| (266) $false
% 60.51/25.62  																																													|
% 60.51/25.62  																																													|-The branch is then unsatisfiable
% 60.51/25.62  																																												|-Branch two:
% 60.51/25.62  																																												| (1064)  ~ (all_0_49_49 = e1)
% 60.51/25.62  																																												| (2141) all_0_53_53 = e1 | all_0_58_58 = e1
% 60.51/25.62  																																												|
% 60.51/25.62  																																													+-Applying beta-rule and splitting (2141), into two cases.
% 60.51/25.62  																																													|-Branch one:
% 60.51/25.62  																																													| (1208) all_0_53_53 = e1
% 60.51/25.62  																																													|
% 60.51/25.62  																																														| Combining equations (1298,1208) yields a new equation:
% 60.51/25.62  																																														| (636) e4 = e1
% 60.51/25.62  																																														|
% 60.51/25.62  																																														| Simplifying 636 yields:
% 60.51/25.62  																																														| (630) e4 = e1
% 60.51/25.62  																																														|
% 60.51/25.62  																																														| Equations (630) can reduce 110 to:
% 60.51/25.62  																																														| (266) $false
% 60.51/25.62  																																														|
% 60.51/25.62  																																														|-The branch is then unsatisfiable
% 60.51/25.62  																																													|-Branch two:
% 60.51/25.62  																																													| (1459)  ~ (all_0_53_53 = e1)
% 60.51/25.62  																																													| (918) all_0_58_58 = e1
% 60.51/25.62  																																													|
% 60.51/25.62  																																														+-Applying beta-rule and splitting (130), into two cases.
% 60.51/25.62  																																														|-Branch one:
% 60.51/25.62  																																														| (430) all_0_43_43 = e1
% 60.51/25.62  																																														|
% 60.51/25.62  																																															| Equations (430) can reduce 399 to:
% 60.51/25.62  																																															| (602)  ~ (e4 = e1)
% 60.51/25.62  																																															|
% 60.51/25.62  																																															| Simplifying 602 yields:
% 60.51/25.62  																																															| (110)  ~ (e4 = e1)
% 60.51/25.62  																																															|
% 60.51/25.62  																																															| Equations (430) can reduce 5470 to:
% 60.51/25.62  																																															| (233)  ~ (e1 = e0)
% 60.51/25.62  																																															|
% 60.51/25.62  																																															+-Applying beta-rule and splitting (12), into two cases.
% 60.51/25.62  																																															|-Branch one:
% 60.51/25.62  																																															| (442) all_0_57_57 = e2
% 60.51/25.62  																																															|
% 60.51/25.62  																																																| Equations (442) can reduce 344 to:
% 60.51/25.62  																																																| (266) $false
% 60.51/25.62  																																																|
% 60.51/25.62  																																																|-The branch is then unsatisfiable
% 60.51/25.62  																																															|-Branch two:
% 60.51/25.62  																																															| (344)  ~ (all_0_57_57 = e2)
% 60.51/25.62  																																															| (445) all_0_57_57 = e4 | all_0_57_57 = e1 | all_0_57_57 = e0
% 60.51/25.62  																																															|
% 60.51/25.62  																																																+-Applying beta-rule and splitting (171), into two cases.
% 60.51/25.62  																																																|-Branch one:
% 60.51/25.62  																																																| (265) all_0_54_54 = e4
% 60.51/25.62  																																																|
% 60.51/25.62  																																																	| Combining equations (265,268) yields a new equation:
% 60.51/25.62  																																																	| (424) e4 = e3
% 60.51/25.62  																																																	|
% 60.51/25.62  																																																	| Simplifying 424 yields:
% 60.51/25.62  																																																	| (425) e4 = e3
% 60.51/25.62  																																																	|
% 60.51/25.62  																																																	| Equations (425) can reduce 188 to:
% 60.51/25.62  																																																	| (266) $false
% 60.51/25.62  																																																	|
% 60.51/25.62  																																																	|-The branch is then unsatisfiable
% 60.51/25.62  																																																|-Branch two:
% 60.51/25.62  																																																| (258)  ~ (all_0_54_54 = e4)
% 60.51/25.62  																																																| (575) all_0_55_55 = e4 | all_0_56_56 = e4 | all_0_57_57 = e4 | all_0_58_58 = e4
% 60.51/25.62  																																																|
% 60.51/25.62  																																																	+-Applying beta-rule and splitting (445), into two cases.
% 60.51/25.62  																																																	|-Branch one:
% 60.51/25.62  																																																	| (871) all_0_57_57 = e4
% 60.51/25.62  																																																	|
% 60.51/25.62  																																																		| Equations (871) can reduce 344 to:
% 60.51/25.62  																																																		| (48)  ~ (e4 = e2)
% 60.51/25.62  																																																		|
% 60.51/25.62  																																																		| From (871) and (83) follows:
% 60.51/25.62  																																																		| (3109) op(e0, e1) = e4
% 60.51/25.62  																																																		|
% 60.51/25.62  																																																		+-Applying beta-rule and splitting (56), into two cases.
% 60.51/25.62  																																																		|-Branch one:
% 60.51/25.62  																																																		| (696) unit = e2
% 60.51/25.62  																																																		|
% 60.51/25.62  																																																			| From (696) and (24) follows:
% 60.51/25.62  																																																			| (697) op(e2, e3) = e3
% 60.51/25.62  																																																			|
% 60.51/25.62  																																																			| From (696) and (227) follows:
% 60.51/25.62  																																																			| (4284) op(e4, e2) = e4
% 60.51/25.62  																																																			|
% 60.51/25.62  																																																			| From (696) and (40) follows:
% 60.51/25.62  																																																			| (4285) op(e3, e2) = e3
% 60.51/25.62  																																																			|
% 60.51/25.62  																																																			| From (696) and (32) follows:
% 60.51/25.62  																																																			| (698) op(e2, e2) = e2
% 60.51/25.62  																																																			|
% 60.51/25.62  																																																			| Instantiating formula (29) with e4, e2, e4, e0 and discharging atoms op(e4, e2) = e4, op(e4, e2) = e0, yields:
% 60.51/25.62  																																																			| (397) e4 = e0
% 60.51/25.62  																																																			|
% 60.51/25.62  																																																			| Instantiating formula (29) with e3, e2, e3, e4 and discharging atoms op(e3, e2) = e4, op(e3, e2) = e3, yields:
% 60.51/25.62  																																																			| (425) e4 = e3
% 60.51/25.62  																																																			|
% 60.51/25.62  																																																			| Instantiating formula (29) with e2, e3, e3, e2 and discharging atoms op(e2, e3) = e3, op(e2, e3) = e2, yields:
% 60.51/25.62  																																																			| (662) e3 = e2
% 60.51/25.62  																																																			|
% 60.51/25.62  																																																			| Instantiating formula (29) with e2, e2, e2, e1 and discharging atoms op(e2, e2) = e2, op(e2, e2) = e1, yields:
% 60.51/25.62  																																																			| (617) e2 = e1
% 60.51/25.62  																																																			|
% 60.51/25.62  																																																			| Combining equations (397,425) yields a new equation:
% 60.51/25.62  																																																			| (676) e3 = e0
% 60.51/25.62  																																																			|
% 60.51/25.62  																																																			| Combining equations (662,676) yields a new equation:
% 60.51/25.62  																																																			| (391) e2 = e0
% 60.51/25.62  																																																			|
% 60.51/25.62  																																																			| Simplifying 391 yields:
% 60.51/25.62  																																																			| (330) e2 = e0
% 60.51/25.62  																																																			|
% 60.51/25.62  																																																			| Combining equations (617,330) yields a new equation:
% 60.51/25.62  																																																			| (546) e1 = e0
% 60.51/25.62  																																																			|
% 60.51/25.62  																																																			| Simplifying 546 yields:
% 60.51/25.62  																																																			| (431) e1 = e0
% 60.51/25.62  																																																			|
% 60.51/25.62  																																																			| Equations (431) can reduce 233 to:
% 60.51/25.62  																																																			| (266) $false
% 60.51/25.62  																																																			|
% 60.51/25.62  																																																			|-The branch is then unsatisfiable
% 60.51/25.62  																																																		|-Branch two:
% 60.51/25.62  																																																		| (707)  ~ (unit = e2)
% 60.51/25.62  																																																		| (708) unit = e4 | unit = e3 | unit = e1 | unit = e0
% 60.51/25.62  																																																		|
% 60.51/25.62  																																																			+-Applying beta-rule and splitting (708), into two cases.
% 60.51/25.62  																																																			|-Branch one:
% 60.51/25.62  																																																			| (709) unit = e4
% 60.51/25.62  																																																			|
% 60.51/25.62  																																																				| From (709) and (24) follows:
% 60.51/25.63  																																																				| (33325) op(e4, e3) = e3
% 60.51/25.63  																																																				|
% 60.51/25.63  																																																				| From (709) and (211) follows:
% 60.51/25.63  																																																				| (22527) op(e4, e1) = e1
% 60.51/25.63  																																																				|
% 60.51/25.63  																																																				| From (709) and (209) follows:
% 60.51/25.63  																																																				| (3072) op(e4, e0) = e0
% 60.51/25.63  																																																				|
% 60.51/25.63  																																																				| From (709) and (32) follows:
% 60.51/25.63  																																																				| (712) op(e2, e4) = e2
% 60.51/25.63  																																																				|
% 60.51/25.63  																																																				| Instantiating formula (29) with e4, e3, e3, e4 and discharging atoms op(e4, e3) = e4, op(e4, e3) = e3, yields:
% 60.51/25.63  																																																				| (425) e4 = e3
% 60.51/25.63  																																																				|
% 60.51/25.63  																																																				| Instantiating formula (29) with e4, e1, e1, e3 and discharging atoms op(e4, e1) = e3, op(e4, e1) = e1, yields:
% 60.51/25.63  																																																				| (455) e3 = e1
% 60.51/25.63  																																																				|
% 60.51/25.63  																																																				| Instantiating formula (29) with e4, e0, e0, e2 and discharging atoms op(e4, e0) = e2, op(e4, e0) = e0, yields:
% 60.51/25.63  																																																				| (330) e2 = e0
% 60.51/25.63  																																																				|
% 60.51/25.63  																																																				| Instantiating formula (29) with e2, e4, e2, e4 and discharging atoms op(e2, e4) = e4, op(e2, e4) = e2, yields:
% 60.51/25.63  																																																				| (323) e4 = e2
% 60.51/25.63  																																																				|
% 60.51/25.63  																																																				| Combining equations (425,323) yields a new equation:
% 60.51/25.63  																																																				| (661) e3 = e2
% 60.51/25.63  																																																				|
% 60.51/25.63  																																																				| Simplifying 661 yields:
% 60.51/25.63  																																																				| (662) e3 = e2
% 60.51/25.63  																																																				|
% 60.51/25.63  																																																				| Combining equations (662,455) yields a new equation:
% 60.51/25.63  																																																				| (616) e2 = e1
% 60.51/25.63  																																																				|
% 60.51/25.63  																																																				| Simplifying 616 yields:
% 60.51/25.63  																																																				| (617) e2 = e1
% 60.51/25.63  																																																				|
% 60.51/25.63  																																																				| Combining equations (330,617) yields a new equation:
% 60.51/25.63  																																																				| (431) e1 = e0
% 60.51/25.63  																																																				|
% 60.51/25.63  																																																				| Equations (431) can reduce 233 to:
% 60.51/25.63  																																																				| (266) $false
% 60.51/25.63  																																																				|
% 60.51/25.63  																																																				|-The branch is then unsatisfiable
% 60.51/25.63  																																																			|-Branch two:
% 60.51/25.63  																																																			| (724)  ~ (unit = e4)
% 60.51/25.63  																																																			| (725) unit = e3 | unit = e1 | unit = e0
% 60.51/25.63  																																																			|
% 60.51/25.63  																																																				+-Applying beta-rule and splitting (725), into two cases.
% 60.51/25.63  																																																				|-Branch one:
% 60.51/25.63  																																																				| (726) unit = e0
% 60.51/25.63  																																																				|
% 60.51/25.63  																																																					| From (726) and (244) follows:
% 60.51/25.63  																																																					| (2207) op(e0, e4) = e4
% 60.51/25.63  																																																					|
% 60.51/25.63  																																																					| From (726) and (24) follows:
% 60.51/25.63  																																																					| (2208) op(e0, e3) = e3
% 60.51/25.63  																																																					|
% 60.51/25.63  																																																					| From (726) and (211) follows:
% 60.51/25.63  																																																					| (15180) op(e0, e1) = e1
% 60.51/25.63  																																																					|
% 60.51/25.63  																																																					| From (726) and (32) follows:
% 60.51/25.63  																																																					| (727) op(e2, e0) = e2
% 60.51/25.63  																																																					|
% 60.51/25.63  																																																					| Instantiating formula (29) with e2, e0, e2, e3 and discharging atoms op(e2, e0) = e3, op(e2, e0) = e2, yields:
% 60.51/25.63  																																																					| (662) e3 = e2
% 60.51/25.63  																																																					|
% 60.51/25.63  																																																					| Instantiating formula (29) with e0, e4, e4, e3 and discharging atoms op(e0, e4) = e4, op(e0, e4) = e3, yields:
% 60.51/25.63  																																																					| (425) e4 = e3
% 60.51/25.63  																																																					|
% 60.51/25.63  																																																					| Instantiating formula (29) with e0, e3, e3, e0 and discharging atoms op(e0, e3) = e3, op(e0, e3) = e0, yields:
% 60.51/25.63  																																																					| (676) e3 = e0
% 60.51/25.63  																																																					|
% 60.51/25.63  																																																					| Instantiating formula (29) with e0, e1, e1, e4 and discharging atoms op(e0, e1) = e4, op(e0, e1) = e1, yields:
% 60.51/25.63  																																																					| (630) e4 = e1
% 60.51/25.63  																																																					|
% 60.51/25.63  																																																					| Combining equations (425,630) yields a new equation:
% 60.51/25.63  																																																					| (454) e3 = e1
% 60.51/25.63  																																																					|
% 60.51/25.63  																																																					| Simplifying 454 yields:
% 60.51/25.63  																																																					| (455) e3 = e1
% 60.51/25.63  																																																					|
% 60.51/25.63  																																																					| Combining equations (455,662) yields a new equation:
% 60.51/25.63  																																																					| (617) e2 = e1
% 60.51/25.63  																																																					|
% 60.51/25.63  																																																					| Combining equations (676,662) yields a new equation:
% 60.51/25.63  																																																					| (330) e2 = e0
% 60.51/25.63  																																																					|
% 60.51/25.63  																																																					| Combining equations (330,617) yields a new equation:
% 60.51/25.63  																																																					| (431) e1 = e0
% 60.51/25.63  																																																					|
% 60.51/25.63  																																																					| Equations (431) can reduce 233 to:
% 60.51/25.63  																																																					| (266) $false
% 60.51/25.63  																																																					|
% 60.51/25.63  																																																					|-The branch is then unsatisfiable
% 60.51/25.63  																																																				|-Branch two:
% 60.51/25.63  																																																				| (734)  ~ (unit = e0)
% 60.51/25.63  																																																				| (735) unit = e3 | unit = e1
% 60.51/25.63  																																																				|
% 60.51/25.63  																																																					+-Applying beta-rule and splitting (735), into two cases.
% 60.51/25.63  																																																					|-Branch one:
% 60.51/25.63  																																																					| (736) unit = e1
% 60.51/25.63  																																																					|
% 60.51/25.63  																																																						| Equations (736) can reduce 734 to:
% 60.51/25.63  																																																						| (233)  ~ (e1 = e0)
% 60.51/25.63  																																																						|
% 60.51/25.63  																																																						| From (736) and (24) follows:
% 60.51/25.63  																																																						| (1934) op(e1, e3) = e3
% 60.51/25.63  																																																						|
% 60.51/25.63  																																																						| From (736) and (15) follows:
% 60.51/25.63  																																																						| (515) op(e1, e2) = e2
% 60.51/25.63  																																																						|
% 60.51/25.63  																																																						| From (736) and (32) follows:
% 60.51/25.63  																																																						| (347) op(e2, e1) = e2
% 60.51/25.63  																																																						|
% 60.51/25.63  																																																						| Instantiating formula (29) with e2, e1, e2, e0 and discharging atoms op(e2, e1) = e2, op(e2, e1) = e0, yields:
% 60.51/25.63  																																																						| (330) e2 = e0
% 60.51/25.63  																																																						|
% 60.51/25.63  																																																						| Instantiating formula (29) with e1, e3, e3, e1 and discharging atoms op(e1, e3) = e3, op(e1, e3) = e1, yields:
% 60.51/25.63  																																																						| (455) e3 = e1
% 60.51/25.63  																																																						|
% 60.51/25.63  																																																						| Instantiating formula (29) with e1, e2, e2, e3 and discharging atoms op(e1, e2) = e3, op(e1, e2) = e2, yields:
% 60.51/25.63  																																																						| (662) e3 = e2
% 60.51/25.63  																																																						|
% 60.51/25.63  																																																						| Combining equations (662,455) yields a new equation:
% 60.51/25.63  																																																						| (616) e2 = e1
% 60.51/25.63  																																																						|
% 60.51/25.63  																																																						| Simplifying 616 yields:
% 60.51/25.63  																																																						| (617) e2 = e1
% 60.51/25.63  																																																						|
% 60.51/25.63  																																																						| Combining equations (617,330) yields a new equation:
% 60.51/25.63  																																																						| (546) e1 = e0
% 60.51/25.63  																																																						|
% 60.51/25.63  																																																						| Simplifying 546 yields:
% 60.51/25.63  																																																						| (431) e1 = e0
% 60.51/25.63  																																																						|
% 60.51/25.63  																																																						| Equations (431) can reduce 233 to:
% 60.51/25.63  																																																						| (266) $false
% 60.51/25.63  																																																						|
% 60.51/25.63  																																																						|-The branch is then unsatisfiable
% 60.51/25.63  																																																					|-Branch two:
% 60.51/25.63  																																																					| (748)  ~ (unit = e1)
% 60.51/25.63  																																																					| (749) unit = e3
% 60.51/25.63  																																																					|
% 60.51/25.63  																																																						| From (749) and (15) follows:
% 60.51/25.63  																																																						| (751) op(e3, e2) = e2
% 60.51/25.63  																																																						|
% 60.51/25.63  																																																						| Instantiating formula (29) with e3, e2, e2, e4 and discharging atoms op(e3, e2) = e4, op(e3, e2) = e2, yields:
% 60.51/25.63  																																																						| (323) e4 = e2
% 60.51/25.63  																																																						|
% 60.51/25.63  																																																						| Equations (323) can reduce 48 to:
% 60.51/25.63  																																																						| (266) $false
% 60.51/25.63  																																																						|
% 60.51/25.63  																																																						|-The branch is then unsatisfiable
% 60.51/25.63  																																																	|-Branch two:
% 60.51/25.63  																																																	| (839)  ~ (all_0_57_57 = e4)
% 60.51/25.63  																																																	| (874) all_0_57_57 = e1 | all_0_57_57 = e0
% 60.51/25.63  																																																	|
% 60.51/25.63  																																																		+-Applying beta-rule and splitting (400), into two cases.
% 60.51/25.63  																																																		|-Branch one:
% 60.51/25.63  																																																		| (943) all_0_48_48 = e4
% 60.51/25.63  																																																		|
% 60.51/25.63  																																																			| Combining equations (1279,943) yields a new equation:
% 60.51/25.63  																																																			| (397) e4 = e0
% 60.51/25.63  																																																			|
% 60.51/25.63  																																																			| Equations (397) can reduce 49 to:
% 60.51/25.63  																																																			| (266) $false
% 60.51/25.63  																																																			|
% 60.51/25.63  																																																			|-The branch is then unsatisfiable
% 60.51/25.63  																																																		|-Branch two:
% 60.51/25.63  																																																		| (254)  ~ (all_0_48_48 = e4)
% 60.51/25.63  																																																		| (947) all_0_52_52 = e4 | all_0_57_57 = e4
% 60.51/25.63  																																																		|
% 60.51/25.63  																																																			| Equations (1279) can reduce 254 to:
% 60.51/25.63  																																																			| (401)  ~ (e4 = e0)
% 60.51/25.63  																																																			|
% 60.51/25.63  																																																			| Simplifying 401 yields:
% 60.51/25.63  																																																			| (49)  ~ (e4 = e0)
% 60.51/25.63  																																																			|
% 60.51/25.63  																																																			+-Applying beta-rule and splitting (575), into two cases.
% 60.51/25.63  																																																			|-Branch one:
% 60.51/25.63  																																																			| (587) all_0_55_55 = e4
% 60.51/25.63  																																																			|
% 60.51/25.63  																																																				| Combining equations (587,858) yields a new equation:
% 60.51/25.63  																																																				| (481) e4 = e0
% 60.51/25.63  																																																				|
% 60.51/25.63  																																																				| Simplifying 481 yields:
% 60.51/25.63  																																																				| (397) e4 = e0
% 60.51/25.63  																																																				|
% 60.51/25.63  																																																				| Equations (397) can reduce 49 to:
% 60.51/25.63  																																																				| (266) $false
% 60.51/25.63  																																																				|
% 60.51/25.63  																																																				|-The branch is then unsatisfiable
% 60.51/25.63  																																																			|-Branch two:
% 60.51/25.63  																																																			| (763)  ~ (all_0_55_55 = e4)
% 60.51/25.63  																																																			| (764) all_0_56_56 = e4 | all_0_57_57 = e4 | all_0_58_58 = e4
% 60.51/25.63  																																																			|
% 60.51/25.63  																																																				+-Applying beta-rule and splitting (764), into two cases.
% 60.51/25.63  																																																				|-Branch one:
% 60.51/25.63  																																																				| (842) all_0_56_56 = e4
% 60.51/25.63  																																																				|
% 60.51/25.63  																																																					| Combining equations (833,842) yields a new equation:
% 60.51/25.63  																																																					| (323) e4 = e2
% 60.51/25.63  																																																					|
% 60.51/25.63  																																																					| Equations (323) can reduce 48 to:
% 60.51/25.63  																																																					| (266) $false
% 60.51/25.63  																																																					|
% 60.51/25.63  																																																					|-The branch is then unsatisfiable
% 60.51/25.63  																																																				|-Branch two:
% 60.51/25.63  																																																				| (477)  ~ (all_0_56_56 = e4)
% 60.51/25.63  																																																				| (935) all_0_57_57 = e4 | all_0_58_58 = e4
% 60.51/25.63  																																																				|
% 60.51/25.63  																																																					+-Applying beta-rule and splitting (935), into two cases.
% 60.51/25.63  																																																					|-Branch one:
% 60.51/25.63  																																																					| (871) all_0_57_57 = e4
% 60.51/25.63  																																																					|
% 60.51/25.63  																																																						| Equations (871) can reduce 839 to:
% 60.51/25.63  																																																						| (266) $false
% 60.51/25.63  																																																						|
% 60.51/25.63  																																																						|-The branch is then unsatisfiable
% 60.51/25.63  																																																					|-Branch two:
% 60.51/25.63  																																																					| (839)  ~ (all_0_57_57 = e4)
% 60.51/25.63  																																																					| (910) all_0_58_58 = e4
% 60.51/25.63  																																																					|
% 60.51/25.63  																																																						| Combining equations (910,918) yields a new equation:
% 60.51/25.63  																																																						| (636) e4 = e1
% 60.51/25.63  																																																						|
% 60.51/25.63  																																																						| Simplifying 636 yields:
% 60.51/25.63  																																																						| (630) e4 = e1
% 60.51/25.63  																																																						|
% 60.51/25.63  																																																						| Equations (630) can reduce 110 to:
% 60.51/25.63  																																																						| (266) $false
% 60.51/25.63  																																																						|
% 60.51/25.63  																																																						|-The branch is then unsatisfiable
% 60.51/25.63  																																														|-Branch two:
% 60.51/25.63  																																														| (433)  ~ (all_0_43_43 = e1)
% 60.51/25.63  																																														| (434) all_0_48_48 = e1 | all_0_52_52 = e1 | all_0_57_57 = e1
% 60.51/25.63  																																														|
% 60.51/25.63  																																															+-Applying beta-rule and splitting (6374), into two cases.
% 60.51/25.63  																																															|-Branch one:
% 60.51/25.63  																																															| (356) all_0_43_43 = e0
% 60.51/25.63  																																															|
% 60.51/25.63  																																																| Equations (356) can reduce 5470 to:
% 60.51/25.63  																																																| (266) $false
% 60.51/25.63  																																																|
% 60.51/25.63  																																																|-The branch is then unsatisfiable
% 60.51/25.63  																																															|-Branch two:
% 60.51/25.63  																																															| (5470)  ~ (all_0_43_43 = e0)
% 60.51/25.63  																																															| (430) all_0_43_43 = e1
% 60.51/25.63  																																															|
% 60.51/25.63  																																																| Equations (430) can reduce 433 to:
% 60.51/25.63  																																																| (266) $false
% 60.51/25.63  																																																|
% 60.51/25.63  																																																|-The branch is then unsatisfiable
% 60.51/25.63  																																									|-Branch two:
% 60.51/25.63  																																									| (664)  ~ (all_0_51_51 = e3)
% 60.51/25.63  																																									| (665) all_0_53_53 = e3
% 60.51/25.63  																																									|
% 60.51/25.63  																																										| Equations (665) can reduce 903 to:
% 60.51/25.63  																																										| (266) $false
% 60.51/25.63  																																										|
% 60.51/25.63  																																										|-The branch is then unsatisfiable
% 60.51/25.63  																																								|-Branch two:
% 60.51/25.63  																																								| (803)  ~ (all_0_55_55 = e0)
% 60.51/25.63  																																								| (863) all_0_56_56 = e0 | all_0_57_57 = e0 | all_0_58_58 = e0
% 60.51/25.63  																																								|
% 60.51/25.63  																																									+-Applying beta-rule and splitting (863), into two cases.
% 60.51/25.63  																																									|-Branch one:
% 60.51/25.63  																																									| (679) all_0_56_56 = e0
% 60.51/25.63  																																									|
% 60.51/25.63  																																										| Combining equations (679,833) yields a new equation:
% 60.51/25.63  																																										| (330) e2 = e0
% 60.51/25.63  																																										|
% 60.51/25.63  																																										| Equations (330) can reduce 128 to:
% 60.51/25.63  																																										| (266) $false
% 60.51/25.63  																																										|
% 60.51/25.63  																																										|-The branch is then unsatisfiable
% 60.51/25.63  																																									|-Branch two:
% 60.51/25.63  																																									| (828)  ~ (all_0_56_56 = e0)
% 60.51/25.63  																																									| (924) all_0_57_57 = e0 | all_0_58_58 = e0
% 60.51/25.63  																																									|
% 60.51/25.63  																																										+-Applying beta-rule and splitting (924), into two cases.
% 60.51/25.63  																																										|-Branch one:
% 60.51/25.63  																																										| (875) all_0_57_57 = e0
% 60.51/25.63  																																										|
% 60.51/25.63  																																											| Equations (875) can reduce 364 to:
% 60.51/25.63  																																											| (266) $false
% 60.51/25.63  																																											|
% 60.51/25.63  																																											|-The branch is then unsatisfiable
% 60.51/25.63  																																										|-Branch two:
% 60.51/25.63  																																										| (364)  ~ (all_0_57_57 = e0)
% 60.51/25.63  																																										| (914) all_0_58_58 = e0
% 60.51/25.63  																																										|
% 60.51/25.63  																																											| Equations (914) can reduce 491 to:
% 60.51/25.63  																																											| (266) $false
% 60.51/25.63  																																											|
% 60.51/25.63  																																											|-The branch is then unsatisfiable
% 60.51/25.63  																															|-Branch two:
% 60.51/25.63  																															| (1890)  ~ (all_0_42_42 = e4)
% 60.51/25.63  																															| (1969) all_0_42_42 = e3 | all_0_42_42 = e1 | all_0_42_42 = e0
% 60.51/25.63  																															|
% 60.51/25.63  																																+-Applying beta-rule and splitting (1969), into two cases.
% 60.51/25.63  																																|-Branch one:
% 60.51/25.63  																																| (559) all_0_42_42 = e0
% 60.51/25.63  																																|
% 60.51/25.63  																																	| Equations (559) can reduce 358 to:
% 60.51/25.63  																																	| (266) $false
% 60.51/25.63  																																	|
% 60.51/25.63  																																	|-The branch is then unsatisfiable
% 60.51/25.63  																																|-Branch two:
% 60.51/25.63  																																| (358)  ~ (all_0_42_42 = e0)
% 60.51/25.63  																																| (2510) all_0_42_42 = e3 | all_0_42_42 = e1
% 60.51/25.63  																																|
% 60.51/25.63  																																	+-Applying beta-rule and splitting (2510), into two cases.
% 60.51/25.63  																																	|-Branch one:
% 60.51/25.63  																																	| (459) all_0_42_42 = e1
% 60.51/25.63  																																	|
% 60.51/25.63  																																		| Equations (459) can reduce 1380 to:
% 60.51/25.63  																																		| (266) $false
% 60.51/25.63  																																		|
% 60.51/25.63  																																		|-The branch is then unsatisfiable
% 60.51/25.63  																																	|-Branch two:
% 60.51/25.63  																																	| (1380)  ~ (all_0_42_42 = e1)
% 60.51/25.63  																																	| (516) all_0_42_42 = e3
% 60.51/25.63  																																	|
% 60.51/25.63  																																		| Equations (516) can reduce 405 to:
% 60.51/25.63  																																		| (266) $false
% 60.51/25.63  																																		|
% 60.51/25.63  																																		|-The branch is then unsatisfiable
% 60.51/25.63  																												|-Branch two:
% 60.51/25.63  																												| (759)  ~ (all_0_50_50 = e1)
% 60.51/25.63  																												| (415) all_0_50_50 = e3
% 60.51/25.63  																												|
% 60.51/25.63  																													| Equations (415) can reduce 411 to:
% 60.51/25.63  																													| (266) $false
% 60.51/25.63  																													|
% 60.51/25.63  																													|-The branch is then unsatisfiable
% 60.51/25.63  																									|-Branch two:
% 60.51/25.63  																									| (1898)  ~ (all_0_41_41 = e3)
% 60.51/25.63  																									| (1923) all_0_46_46 = e3 | all_0_50_50 = e3 | all_0_55_55 = e3
% 60.51/25.63  																									|
% 60.51/25.63  																										+-Applying beta-rule and splitting (418), into two cases.
% 60.51/25.63  																										|-Branch one:
% 60.51/25.63  																										| (660) all_0_51_51 = e3
% 60.51/25.63  																										|
% 60.51/25.63  																											| Equations (660) can reduce 59 to:
% 60.51/25.63  																											| (411)  ~ (all_0_50_50 = e3)
% 60.51/25.63  																											|
% 60.51/25.63  																											| Equations (660) can reduce 1099 to:
% 60.51/25.63  																											| (212)  ~ (e3 = e2)
% 60.51/25.63  																											|
% 60.51/25.63  																											+-Applying beta-rule and splitting (1923), into two cases.
% 60.51/25.63  																											|-Branch one:
% 60.51/25.63  																											| (1557) all_0_46_46 = e3
% 60.51/25.63  																											|
% 60.51/25.63  																												| Combining equations (1557,1794) yields a new equation:
% 60.51/25.63  																												| (661) e3 = e2
% 60.51/25.63  																												|
% 60.51/25.63  																												| Simplifying 661 yields:
% 60.51/25.63  																												| (662) e3 = e2
% 60.51/25.63  																												|
% 60.51/25.63  																												| Equations (662) can reduce 212 to:
% 60.51/25.63  																												| (266) $false
% 60.51/25.63  																												|
% 60.51/25.63  																												|-The branch is then unsatisfiable
% 60.51/25.63  																											|-Branch two:
% 60.51/25.63  																											| (409)  ~ (all_0_46_46 = e3)
% 60.51/25.63  																											| (4042) all_0_50_50 = e3 | all_0_55_55 = e3
% 60.51/25.63  																											|
% 60.51/25.63  																												+-Applying beta-rule and splitting (4042), into two cases.
% 60.51/25.63  																												|-Branch one:
% 60.51/25.63  																												| (415) all_0_50_50 = e3
% 60.51/25.63  																												|
% 60.51/25.63  																													| Equations (415) can reduce 411 to:
% 60.51/25.63  																													| (266) $false
% 60.51/25.63  																													|
% 60.51/25.63  																													|-The branch is then unsatisfiable
% 60.51/25.63  																												|-Branch two:
% 60.51/25.63  																												| (411)  ~ (all_0_50_50 = e3)
% 60.51/25.63  																												| (2336) all_0_55_55 = e3
% 60.51/25.63  																												|
% 60.51/25.63  																													| Equations (2336) can reduce 270 to:
% 60.51/25.63  																													| (266) $false
% 60.51/25.63  																													|
% 60.51/25.63  																													|-The branch is then unsatisfiable
% 60.51/25.63  																										|-Branch two:
% 60.51/25.63  																										| (664)  ~ (all_0_51_51 = e3)
% 60.51/25.63  																										| (665) all_0_53_53 = e3
% 60.51/25.63  																										|
% 60.51/25.63  																											| Equations (665) can reduce 903 to:
% 60.51/25.63  																											| (266) $false
% 60.51/25.63  																											|
% 60.51/25.63  																											|-The branch is then unsatisfiable
% 60.51/25.63  																							|-Branch two:
% 60.51/25.63  																							| (1283)  ~ (all_0_48_48 = e0)
% 60.51/25.63  																							| (615) all_0_48_48 = e1
% 60.51/25.63  																							|
% 60.51/25.63  																								| Equations (615) can reduce 619 to:
% 60.51/25.63  																								| (266) $false
% 60.51/25.63  																								|
% 60.51/25.63  																								|-The branch is then unsatisfiable
% 60.51/25.64  																|-Branch two:
% 60.51/25.64  																| (819) all_0_47_47 = e0 & all_0_58_58 = e2 &  ~ (all_0_49_49 = e2)
% 60.51/25.64  																|
% 60.51/25.64  																	| Applying alpha-rule on (819) yields:
% 60.51/25.64  																	| (674) all_0_47_47 = e0
% 60.51/25.64  																	| (624) all_0_58_58 = e2
% 60.51/25.64  																	| (340)  ~ (all_0_49_49 = e2)
% 60.51/25.64  																	|
% 60.51/25.64  																	| Equations (624) can reduce 908 to:
% 60.51/25.64  																	| (266) $false
% 60.51/25.64  																	|
% 60.51/25.64  																	|-The branch is then unsatisfiable
% 60.51/25.64  															|-Branch two:
% 60.51/25.64  															| (825) all_0_47_47 = e0 & all_0_58_58 = e2 &  ~ (all_0_56_56 = e0)
% 60.51/25.64  															|
% 60.51/25.64  																| Applying alpha-rule on (825) yields:
% 60.51/25.64  																| (674) all_0_47_47 = e0
% 60.51/25.64  																| (624) all_0_58_58 = e2
% 60.51/25.64  																| (828)  ~ (all_0_56_56 = e0)
% 60.51/25.64  																|
% 60.51/25.64  																| Equations (624) can reduce 908 to:
% 60.51/25.64  																| (266) $false
% 60.51/25.64  																|
% 60.51/25.64  																|-The branch is then unsatisfiable
% 60.51/25.64  													|-Branch two:
% 60.51/25.64  													| (511)  ~ (all_0_56_56 = e2)
% 60.51/25.64  													| (1709) all_0_57_57 = e2 | all_0_58_58 = e2
% 60.51/25.64  													|
% 60.51/25.64  														+-Applying beta-rule and splitting (1709), into two cases.
% 60.51/25.64  														|-Branch one:
% 60.51/25.64  														| (442) all_0_57_57 = e2
% 60.51/25.64  														|
% 60.51/25.64  															| Equations (442) can reduce 344 to:
% 60.51/25.64  															| (266) $false
% 60.51/25.64  															|
% 60.51/25.64  															|-The branch is then unsatisfiable
% 60.51/25.64  														|-Branch two:
% 60.51/25.64  														| (344)  ~ (all_0_57_57 = e2)
% 60.51/25.64  														| (624) all_0_58_58 = e2
% 60.51/25.64  														|
% 60.51/25.64  															| Equations (624) can reduce 908 to:
% 60.51/25.64  															| (266) $false
% 60.51/25.64  															|
% 60.51/25.64  															|-The branch is then unsatisfiable
% 60.51/25.64  												|-Branch two:
% 60.51/25.64  												| (342)  ~ (all_0_52_52 = e2)
% 60.51/25.64  												| (355) all_0_52_52 = e4 | all_0_52_52 = e1
% 60.51/25.64  												|
% 60.51/25.64  													+-Applying beta-rule and splitting (95), into two cases.
% 60.51/25.64  													|-Branch one:
% 60.51/25.64  													| (378) all_0_50_50 = e2
% 60.51/25.64  													|
% 60.51/25.64  														| Equations (378) can reduce 302 to:
% 60.51/25.64  														| (266) $false
% 60.51/25.64  														|
% 60.51/25.64  														|-The branch is then unsatisfiable
% 60.51/25.64  													|-Branch two:
% 60.51/25.64  													| (302)  ~ (all_0_50_50 = e2)
% 60.51/25.64  													| (381) all_0_51_51 = e2 | all_0_52_52 = e2 | all_0_53_53 = e2
% 60.51/25.64  													|
% 60.51/25.64  														+-Applying beta-rule and splitting (10167), into two cases.
% 60.51/25.64  														|-Branch one:
% 60.51/25.64  														| (352) all_0_52_52 = e2
% 60.51/25.64  														|
% 60.51/25.64  															| Equations (352) can reduce 342 to:
% 60.51/25.64  															| (266) $false
% 60.51/25.64  															|
% 60.51/25.64  															|-The branch is then unsatisfiable
% 60.51/25.64  														|-Branch two:
% 60.51/25.64  														| (342)  ~ (all_0_52_52 = e2)
% 60.51/25.64  														| (442) all_0_57_57 = e2
% 60.51/25.64  														|
% 60.51/25.64  															| Equations (442) can reduce 199 to:
% 60.51/25.64  															| (96)  ~ (all_0_43_43 = e2)
% 60.51/25.64  															|
% 60.51/25.64  															| Equations (442) can reduce 239 to:
% 60.51/25.64  															| (810)  ~ (all_0_48_48 = e2)
% 60.51/25.64  															|
% 60.51/25.64  															| Equations (442) can reduce 11 to:
% 60.51/25.64  															| (342)  ~ (all_0_52_52 = e2)
% 60.51/25.64  															|
% 60.51/25.64  															| Equations (442) can reduce 81 to:
% 60.51/25.64  															| (304)  ~ (all_0_55_55 = e2)
% 60.51/25.64  															|
% 60.51/25.64  															| Equations (442) can reduce 148 to:
% 60.51/25.64  															| (1186)  ~ (all_0_58_58 = e2)
% 60.51/25.64  															|
% 60.51/25.64  															| Simplifying 1186 yields:
% 60.51/25.64  															| (908)  ~ (all_0_58_58 = e2)
% 60.51/25.64  															|
% 60.51/25.64  															| Equations (442) can reduce 67 to:
% 60.51/25.64  															| (626)  ~ (e3 = e2)
% 60.51/25.64  															|
% 60.51/25.64  															| Simplifying 626 yields:
% 60.51/25.64  															| (212)  ~ (e3 = e2)
% 60.51/25.64  															|
% 60.51/25.64  															| From (442) and (83) follows:
% 60.51/25.64  															| (16562) op(e0, e1) = e2
% 60.51/25.64  															|
% 60.51/25.64  															+-Applying beta-rule and splitting (163), into two cases.
% 60.51/25.64  															|-Branch one:
% 60.51/25.64  															| (565) all_0_52_52 = e4
% 60.51/25.64  															|
% 60.51/25.64  																| Equations (565) can reduce 217 to:
% 60.51/25.64  																| (399)  ~ (all_0_43_43 = e4)
% 60.51/25.64  																|
% 60.51/25.64  																| Equations (565) can reduce 202 to:
% 60.51/25.64  																| (254)  ~ (all_0_48_48 = e4)
% 60.51/25.64  																|
% 60.51/25.64  																| Equations (565) can reduce 101 to:
% 60.51/25.64  																| (566)  ~ (all_0_50_50 = e4)
% 60.51/25.64  																|
% 60.51/25.64  																| Equations (565) can reduce 20 to:
% 60.51/25.64  																| (475)  ~ (all_0_51_51 = e4)
% 60.51/25.64  																|
% 60.51/25.64  																| Equations (565) can reduce 46 to:
% 60.51/25.64  																| (1452)  ~ (all_0_53_53 = e4)
% 60.51/25.64  																|
% 60.51/25.64  																| Simplifying 1452 yields:
% 60.51/25.64  																| (1453)  ~ (all_0_53_53 = e4)
% 60.51/25.64  																|
% 60.51/25.64  																| Equations (565) can reduce 342 to:
% 60.51/25.64  																| (48)  ~ (e4 = e2)
% 60.51/25.64  																|
% 60.51/25.64  																| Equations (565) can reduce 72 to:
% 60.51/25.64  																| (49)  ~ (e4 = e0)
% 60.51/25.64  																|
% 60.51/25.64  																+-Applying beta-rule and splitting (381), into two cases.
% 60.51/25.64  																|-Branch one:
% 60.51/25.64  																| (504) all_0_51_51 = e2
% 60.51/25.64  																|
% 60.51/25.64  																	| Equations (504) can reduce 61 to:
% 60.51/25.64  																	| (51)  ~ (all_0_42_42 = e2)
% 60.51/25.64  																	|
% 60.51/25.64  																	| Equations (504) can reduce 224 to:
% 60.51/25.64  																	| (338)  ~ (all_0_47_47 = e2)
% 60.51/25.64  																	|
% 60.51/25.64  																	| Equations (504) can reduce 59 to:
% 60.51/25.64  																	| (302)  ~ (all_0_50_50 = e2)
% 60.51/25.64  																	|
% 60.51/25.64  																	| Equations (504) can reduce 6 to:
% 60.51/25.64  																	| (508)  ~ (all_0_53_53 = e2)
% 60.51/25.64  																	|
% 60.51/25.64  																	| Simplifying 508 yields:
% 60.51/25.64  																	| (509)  ~ (all_0_53_53 = e2)
% 60.51/25.64  																	|
% 60.51/25.64  																	| Equations (504) can reduce 16 to:
% 60.51/25.64  																	| (510)  ~ (all_0_56_56 = e2)
% 60.51/25.64  																	|
% 60.51/25.64  																	| Simplifying 510 yields:
% 60.51/25.64  																	| (511)  ~ (all_0_56_56 = e2)
% 60.51/25.64  																	|
% 60.51/25.64  																	| Equations (504) can reduce 475 to:
% 60.51/25.64  																	| (327)  ~ (e4 = e2)
% 60.51/25.64  																	|
% 60.51/25.64  																	| Simplifying 327 yields:
% 60.51/25.64  																	| (48)  ~ (e4 = e2)
% 60.51/25.64  																	|
% 60.51/25.64  																	| Equations (504) can reduce 115 to:
% 60.51/25.64  																	| (128)  ~ (e2 = e0)
% 60.51/25.64  																	|
% 60.51/25.64  																	| From (504) and (186) follows:
% 60.51/25.64  																	| (515) op(e1, e2) = e2
% 60.51/25.64  																	|
% 60.51/25.64  																	+-Applying beta-rule and splitting (168), into two cases.
% 60.51/25.64  																	|-Branch one:
% 60.51/25.64  																	| (415) all_0_50_50 = e3
% 60.51/25.64  																	|
% 60.51/25.64  																		| Equations (415) can reduce 221 to:
% 60.51/25.64  																		| (1898)  ~ (all_0_41_41 = e3)
% 60.51/25.64  																		|
% 60.51/25.64  																		| Equations (415) can reduce 190 to:
% 60.51/25.64  																		| (1114)  ~ (all_0_53_53 = e3)
% 60.51/25.64  																		|
% 60.51/25.64  																		| Simplifying 1114 yields:
% 60.51/25.64  																		| (903)  ~ (all_0_53_53 = e3)
% 60.51/25.64  																		|
% 60.51/25.64  																		| Equations (415) can reduce 93 to:
% 60.51/25.64  																		| (269)  ~ (all_0_55_55 = e3)
% 60.51/25.64  																		|
% 60.51/25.64  																		| Simplifying 269 yields:
% 60.51/25.64  																		| (270)  ~ (all_0_55_55 = e3)
% 60.51/25.64  																		|
% 60.51/25.64  																		| From (415) and (242) follows:
% 60.51/25.64  																		| (1934) op(e1, e3) = e3
% 60.51/25.64  																		|
% 60.51/25.64  																		+-Applying beta-rule and splitting (196), into two cases.
% 60.51/25.64  																		|-Branch one:
% 60.51/25.64  																		| (607) all_0_53_53 = e2
% 60.51/25.64  																		|
% 60.51/25.64  																			| Equations (607) can reduce 509 to:
% 60.51/25.64  																			| (266) $false
% 60.51/25.64  																			|
% 60.51/25.64  																			|-The branch is then unsatisfiable
% 60.51/25.64  																		|-Branch two:
% 60.51/25.64  																		| (509)  ~ (all_0_53_53 = e2)
% 60.51/25.64  																		| (610) all_0_53_53 = e4 | all_0_53_53 = e3 | all_0_53_53 = e1
% 60.51/25.64  																		|
% 60.51/25.64  																			+-Applying beta-rule and splitting (610), into two cases.
% 60.51/25.64  																			|-Branch one:
% 60.51/25.64  																			| (1298) all_0_53_53 = e4
% 60.51/25.64  																			|
% 60.51/25.64  																				| Equations (1298) can reduce 1453 to:
% 60.51/25.64  																				| (266) $false
% 60.51/25.64  																				|
% 60.51/25.64  																				|-The branch is then unsatisfiable
% 60.51/25.64  																			|-Branch two:
% 60.51/25.64  																			| (1453)  ~ (all_0_53_53 = e4)
% 60.51/25.64  																			| (1694) all_0_53_53 = e3 | all_0_53_53 = e1
% 60.51/25.64  																			|
% 60.51/25.64  																				+-Applying beta-rule and splitting (1694), into two cases.
% 60.51/25.64  																				|-Branch one:
% 60.51/25.64  																				| (1208) all_0_53_53 = e1
% 60.51/25.64  																				|
% 60.51/25.64  																					| Equations (1208) can reduce 65 to:
% 60.51/25.64  																					| (1064)  ~ (all_0_49_49 = e1)
% 60.51/25.64  																					|
% 60.51/25.64  																					| Equations (1208) can reduce 10 to:
% 60.51/25.64  																					| (879)  ~ (all_0_58_58 = e1)
% 60.51/25.64  																					|
% 60.51/25.64  																					| Simplifying 879 yields:
% 60.51/25.64  																					| (880)  ~ (all_0_58_58 = e1)
% 60.51/25.64  																					|
% 60.51/25.64  																					+-Applying beta-rule and splitting (4), into two cases.
% 60.51/25.64  																					|-Branch one:
% 60.51/25.64  																					| (356) all_0_43_43 = e0
% 60.51/25.64  																					|
% 60.51/25.64  																						| Equations (356) can reduce 31 to:
% 60.51/25.64  																						| (357)  ~ (all_0_41_41 = e0)
% 60.51/25.64  																						|
% 60.51/25.64  																						| Equations (356) can reduce 240 to:
% 60.51/25.64  																						| (358)  ~ (all_0_42_42 = e0)
% 60.51/25.64  																						|
% 60.51/25.64  																						| Equations (356) can reduce 17 to:
% 60.51/25.64  																						| (10200)  ~ (all_0_48_48 = e0)
% 60.51/25.64  																						|
% 60.51/25.64  																						| Simplifying 10200 yields:
% 60.51/25.64  																						| (1283)  ~ (all_0_48_48 = e0)
% 60.51/25.64  																						|
% 60.51/25.64  																						| Equations (356) can reduce 399 to:
% 60.51/25.64  																						| (401)  ~ (e4 = e0)
% 60.51/25.64  																						|
% 60.51/25.64  																						| Simplifying 401 yields:
% 60.51/25.64  																						| (49)  ~ (e4 = e0)
% 60.51/25.64  																						|
% 60.51/25.64  																						+-Applying beta-rule and splitting (228), into two cases.
% 60.51/25.64  																						|-Branch one:
% 60.51/25.64  																						| (335) all_0_48_48 = e2
% 60.51/25.64  																						|
% 60.51/25.64  																							| Equations (335) can reduce 810 to:
% 60.51/25.64  																							| (266) $false
% 60.51/25.64  																							|
% 60.51/25.64  																							|-The branch is then unsatisfiable
% 60.51/25.64  																						|-Branch two:
% 60.51/25.64  																						| (810)  ~ (all_0_48_48 = e2)
% 60.51/25.64  																						| (10218) all_0_48_48 = e4 | all_0_48_48 = e1 | all_0_48_48 = e0
% 60.51/25.64  																						|
% 60.51/25.64  																							+-Applying beta-rule and splitting (10218), into two cases.
% 60.51/25.64  																							|-Branch one:
% 60.51/25.64  																							| (943) all_0_48_48 = e4
% 60.51/25.64  																							|
% 60.51/25.64  																								| Equations (943) can reduce 254 to:
% 60.51/25.64  																								| (266) $false
% 60.51/25.64  																								|
% 60.51/25.64  																								|-The branch is then unsatisfiable
% 60.51/25.64  																							|-Branch two:
% 60.51/25.64  																							| (254)  ~ (all_0_48_48 = e4)
% 60.51/25.64  																							| (10222) all_0_48_48 = e1 | all_0_48_48 = e0
% 60.51/25.64  																							|
% 60.51/25.64  																								+-Applying beta-rule and splitting (10222), into two cases.
% 60.51/25.64  																								|-Branch one:
% 60.51/25.64  																								| (1279) all_0_48_48 = e0
% 60.51/25.64  																								|
% 60.51/25.64  																									| Equations (1279) can reduce 1283 to:
% 60.51/25.64  																									| (266) $false
% 60.51/25.64  																									|
% 60.51/25.64  																									|-The branch is then unsatisfiable
% 60.51/25.64  																								|-Branch two:
% 60.51/25.64  																								| (1283)  ~ (all_0_48_48 = e0)
% 60.51/25.64  																								| (615) all_0_48_48 = e1
% 60.51/25.64  																								|
% 60.51/25.64  																									| Equations (615) can reduce 114 to:
% 60.51/25.64  																									| (462)  ~ (all_0_47_47 = e1)
% 60.51/25.64  																									|
% 60.51/25.64  																									| Equations (615) can reduce 185 to:
% 60.51/25.64  																									| (1419)  ~ (all_0_49_49 = e1)
% 60.51/25.64  																									|
% 60.51/25.64  																									| Simplifying 1419 yields:
% 60.51/25.64  																									| (1064)  ~ (all_0_49_49 = e1)
% 60.51/25.64  																									|
% 60.51/25.64  																									| From (615) and (192) follows:
% 60.51/25.64  																									| (1612) op(e2, e1) = e1
% 60.51/25.64  																									|
% 60.51/25.64  																									+-Applying beta-rule and splitting (27), into two cases.
% 60.51/25.64  																									|-Branch one:
% 60.51/25.64  																									| (437) all_0_41_41 = e4
% 60.51/25.64  																									|
% 60.51/25.64  																										| Equations (437) can reduce 440 to:
% 60.51/25.64  																										| (266) $false
% 60.51/25.64  																										|
% 60.51/25.64  																										|-The branch is then unsatisfiable
% 60.51/25.64  																									|-Branch two:
% 60.51/25.64  																									| (440)  ~ (all_0_41_41 = e4)
% 60.51/25.64  																									| (4049) all_0_41_41 = e3 | all_0_41_41 = e1 | all_0_41_41 = e0
% 60.51/25.64  																									|
% 60.51/25.64  																										+-Applying beta-rule and splitting (4049), into two cases.
% 60.51/25.64  																										|-Branch one:
% 60.51/25.64  																										| (794) all_0_41_41 = e0
% 60.51/25.64  																										|
% 60.51/25.64  																											| Equations (794) can reduce 357 to:
% 60.51/25.64  																											| (266) $false
% 60.51/25.64  																											|
% 60.51/25.64  																											|-The branch is then unsatisfiable
% 60.51/25.64  																										|-Branch two:
% 60.51/25.64  																										| (357)  ~ (all_0_41_41 = e0)
% 60.51/25.64  																										| (4053) all_0_41_41 = e3 | all_0_41_41 = e1
% 60.51/25.64  																										|
% 60.51/25.64  																											+-Applying beta-rule and splitting (4053), into two cases.
% 60.51/25.64  																											|-Branch one:
% 60.51/25.64  																											| (453) all_0_41_41 = e1
% 60.51/25.64  																											|
% 60.51/25.64  																												| Equations (453) can reduce 214 to:
% 60.51/25.64  																												| (4055)  ~ (all_0_42_42 = e1)
% 60.51/25.64  																												|
% 60.51/25.64  																												| Simplifying 4055 yields:
% 60.51/25.64  																												| (1380)  ~ (all_0_42_42 = e1)
% 60.51/25.64  																												|
% 60.51/25.64  																												| Equations (453) can reduce 149 to:
% 60.51/25.64  																												| (4057)  ~ (all_0_44_44 = e1)
% 60.51/25.64  																												|
% 60.51/25.64  																												| Simplifying 4057 yields:
% 60.51/25.64  																												| (639)  ~ (all_0_44_44 = e1)
% 60.51/25.64  																												|
% 60.51/25.64  																												| Equations (453) can reduce 440 to:
% 60.51/25.64  																												| (602)  ~ (e4 = e1)
% 60.51/25.64  																												|
% 60.51/25.64  																												| Simplifying 602 yields:
% 60.51/25.64  																												| (110)  ~ (e4 = e1)
% 60.51/25.64  																												|
% 60.51/25.64  																												| Equations (453) can reduce 357 to:
% 60.51/25.64  																												| (233)  ~ (e1 = e0)
% 60.51/25.64  																												|
% 60.51/25.64  																												+-Applying beta-rule and splitting (243), into two cases.
% 60.51/25.64  																												|-Branch one:
% 60.51/25.64  																												| (329) all_0_38_38 = e0
% 60.51/25.64  																												|
% 60.51/25.64  																													| Combining equations (329,321) yields a new equation:
% 60.51/25.64  																													| (397) e4 = e0
% 60.51/25.64  																													|
% 60.51/25.64  																													| Equations (397) can reduce 49 to:
% 60.51/25.64  																													| (266) $false
% 60.51/25.64  																													|
% 60.51/25.64  																													|-The branch is then unsatisfiable
% 60.51/25.64  																												|-Branch two:
% 60.51/25.64  																												| (332)  ~ (all_0_38_38 = e0)
% 60.51/25.64  																												| (395) all_0_41_41 = e0 | all_0_46_46 = e0 | all_0_55_55 = e0
% 60.51/25.64  																												|
% 60.51/25.64  																													+-Applying beta-rule and splitting (395), into two cases.
% 60.51/25.64  																													|-Branch one:
% 60.51/25.64  																													| (794) all_0_41_41 = e0
% 60.51/25.64  																													|
% 60.51/25.64  																														| Combining equations (794,453) yields a new equation:
% 60.51/25.64  																														| (431) e1 = e0
% 60.51/25.64  																														|
% 60.51/25.64  																														| Equations (431) can reduce 233 to:
% 60.51/25.64  																														| (266) $false
% 60.51/25.64  																														|
% 60.51/25.64  																														|-The branch is then unsatisfiable
% 60.51/25.64  																													|-Branch two:
% 60.51/25.64  																													| (357)  ~ (all_0_41_41 = e0)
% 60.51/25.64  																													| (895) all_0_46_46 = e0 | all_0_55_55 = e0
% 60.51/25.64  																													|
% 60.51/25.64  																														+-Applying beta-rule and splitting (174), into two cases.
% 60.51/25.64  																														|-Branch one:
% 60.51/25.64  																														| (386) all_0_55_55 = e2
% 60.51/25.64  																														|
% 60.51/25.64  																															| Equations (386) can reduce 304 to:
% 60.51/25.64  																															| (266) $false
% 60.51/25.64  																															|
% 60.51/25.64  																															|-The branch is then unsatisfiable
% 60.51/25.64  																														|-Branch two:
% 60.51/25.64  																														| (304)  ~ (all_0_55_55 = e2)
% 60.51/25.64  																														| (2051) all_0_55_55 = e4 | all_0_55_55 = e3 | all_0_55_55 = e1 | all_0_55_55 = e0
% 60.51/25.64  																														|
% 60.51/25.64  																															+-Applying beta-rule and splitting (105), into two cases.
% 60.51/25.64  																															|-Branch one:
% 60.51/25.64  																															| (1105) all_0_47_47 = e2
% 60.51/25.64  																															|
% 60.51/25.64  																																| Equations (1105) can reduce 338 to:
% 60.51/25.64  																																| (266) $false
% 60.51/25.64  																																|
% 60.51/25.64  																																|-The branch is then unsatisfiable
% 60.51/25.64  																															|-Branch two:
% 60.51/25.64  																															| (338)  ~ (all_0_47_47 = e2)
% 60.51/25.64  																															| (1789) all_0_47_47 = e4 | all_0_47_47 = e3 | all_0_47_47 = e1 | all_0_47_47 = e0
% 60.51/25.64  																															|
% 60.51/25.64  																																+-Applying beta-rule and splitting (1789), into two cases.
% 60.51/25.64  																																|-Branch one:
% 60.51/25.64  																																| (1790) all_0_47_47 = e4
% 60.51/25.64  																																|
% 60.51/25.64  																																	| Equations (1790) can reduce 252 to:
% 60.51/25.64  																																	| (266) $false
% 60.51/25.64  																																	|
% 60.51/25.64  																																	|-The branch is then unsatisfiable
% 60.51/25.64  																																|-Branch two:
% 60.51/25.64  																																| (252)  ~ (all_0_47_47 = e4)
% 60.51/25.64  																																| (1793) all_0_47_47 = e3 | all_0_47_47 = e1 | all_0_47_47 = e0
% 60.51/25.64  																																|
% 60.51/25.64  																																	+-Applying beta-rule and splitting (1793), into two cases.
% 60.51/25.64  																																	|-Branch one:
% 60.51/25.64  																																	| (674) all_0_47_47 = e0
% 60.51/25.64  																																	|
% 60.51/25.64  																																		| Equations (674) can reduce 678 to:
% 60.51/25.64  																																		| (266) $false
% 60.51/25.64  																																		|
% 60.51/25.64  																																		|-The branch is then unsatisfiable
% 60.51/25.64  																																	|-Branch two:
% 60.51/25.64  																																	| (678)  ~ (all_0_47_47 = e0)
% 60.51/25.64  																																	| (1831) all_0_47_47 = e3 | all_0_47_47 = e1
% 60.51/25.64  																																	|
% 60.51/25.64  																																		+-Applying beta-rule and splitting (1831), into two cases.
% 60.51/25.64  																																		|-Branch one:
% 60.51/25.64  																																		| (654) all_0_47_47 = e1
% 60.51/25.64  																																		|
% 60.51/25.64  																																			| Equations (654) can reduce 462 to:
% 60.51/25.64  																																			| (266) $false
% 60.51/25.64  																																			|
% 60.51/25.64  																																			|-The branch is then unsatisfiable
% 60.51/25.64  																																		|-Branch two:
% 60.51/25.64  																																		| (462)  ~ (all_0_47_47 = e1)
% 60.51/25.64  																																		| (522) all_0_47_47 = e3
% 60.51/25.64  																																		|
% 60.51/25.64  																																			| Equations (522) can reduce 198 to:
% 60.51/25.64  																																			| (405)  ~ (all_0_42_42 = e3)
% 60.51/25.64  																																			|
% 60.51/25.64  																																			| Equations (522) can reduce 86 to:
% 60.51/25.64  																																			| (524)  ~ (all_0_49_49 = e3)
% 60.51/25.64  																																			|
% 60.51/25.64  																																			| Simplifying 524 yields:
% 60.51/25.64  																																			| (525)  ~ (all_0_49_49 = e3)
% 60.51/25.64  																																			|
% 60.51/25.64  																																			| Equations (522) can reduce 91 to:
% 60.51/25.64  																																			| (271)  ~ (all_0_56_56 = e3)
% 60.51/25.64  																																			|
% 60.51/25.64  																																			| Simplifying 271 yields:
% 60.51/25.64  																																			| (272)  ~ (all_0_56_56 = e3)
% 60.51/25.64  																																			|
% 60.51/25.64  																																			| Equations (522) can reduce 252 to:
% 60.51/25.64  																																			| (277)  ~ (e4 = e3)
% 60.51/25.64  																																			|
% 60.51/25.64  																																			| Simplifying 277 yields:
% 60.51/25.64  																																			| (188)  ~ (e4 = e3)
% 60.51/25.64  																																			|
% 60.51/25.64  																																			| From (522) and (23) follows:
% 60.51/25.64  																																			| (531) op(e2, e2) = e3
% 60.51/25.64  																																			|
% 60.51/25.64  																																			+-Applying beta-rule and splitting (2051), into two cases.
% 60.51/25.64  																																			|-Branch one:
% 60.51/25.64  																																			| (587) all_0_55_55 = e4
% 60.51/25.64  																																			|
% 60.51/25.64  																																				| Equations (587) can reduce 763 to:
% 60.51/25.64  																																				| (266) $false
% 60.51/25.64  																																				|
% 60.51/25.64  																																				|-The branch is then unsatisfiable
% 60.51/25.64  																																			|-Branch two:
% 60.51/25.64  																																			| (763)  ~ (all_0_55_55 = e4)
% 60.51/25.64  																																			| (2055) all_0_55_55 = e3 | all_0_55_55 = e1 | all_0_55_55 = e0
% 60.51/25.64  																																			|
% 60.51/25.64  																																				+-Applying beta-rule and splitting (131), into two cases.
% 60.51/25.64  																																				|-Branch one:
% 60.51/25.64  																																				| (459) all_0_42_42 = e1
% 60.51/25.64  																																				|
% 60.51/25.64  																																					| Equations (459) can reduce 1380 to:
% 60.51/25.64  																																					| (266) $false
% 60.51/25.64  																																					|
% 60.51/25.64  																																					|-The branch is then unsatisfiable
% 60.51/25.64  																																				|-Branch two:
% 60.51/25.64  																																				| (1380)  ~ (all_0_42_42 = e1)
% 60.51/25.64  																																				| (3259) all_0_47_47 = e1 | all_0_51_51 = e1 | all_0_56_56 = e1
% 60.51/25.64  																																				|
% 60.51/25.64  																																					+-Applying beta-rule and splitting (54), into two cases.
% 60.51/25.64  																																					|-Branch one:
% 60.51/25.64  																																					| (583) all_0_49_49 = e2
% 60.51/25.64  																																					|
% 60.51/25.64  																																						| Equations (583) can reduce 340 to:
% 60.51/25.64  																																						| (266) $false
% 60.51/25.64  																																						|
% 60.51/25.64  																																						|-The branch is then unsatisfiable
% 60.51/25.64  																																					|-Branch two:
% 60.51/25.64  																																					| (340)  ~ (all_0_49_49 = e2)
% 60.51/25.64  																																					| (586) all_0_49_49 = e4 | all_0_49_49 = e3 | all_0_49_49 = e1 | all_0_49_49 = e0
% 60.51/25.64  																																					|
% 60.51/25.64  																																						+-Applying beta-rule and splitting (586), into two cases.
% 60.51/25.64  																																						|-Branch one:
% 60.51/25.64  																																						| (974) all_0_49_49 = e4
% 60.51/25.64  																																						|
% 60.51/25.64  																																							| Equations (974) can reduce 256 to:
% 60.51/25.64  																																							| (266) $false
% 60.51/25.64  																																							|
% 60.51/25.64  																																							|-The branch is then unsatisfiable
% 60.51/25.64  																																						|-Branch two:
% 60.51/25.64  																																						| (256)  ~ (all_0_49_49 = e4)
% 60.51/25.64  																																						| (977) all_0_49_49 = e3 | all_0_49_49 = e1 | all_0_49_49 = e0
% 60.51/25.64  																																						|
% 60.51/25.64  																																							+-Applying beta-rule and splitting (977), into two cases.
% 60.51/25.64  																																							|-Branch one:
% 60.51/25.64  																																							| (978) all_0_49_49 = e0
% 60.51/25.64  																																							|
% 60.51/25.64  																																								| Equations (978) can reduce 9 to:
% 60.51/25.64  																																								| (360)  ~ (all_0_44_44 = e0)
% 60.51/25.64  																																								|
% 60.51/25.64  																																								| Equations (978) can reduce 340 to:
% 60.51/25.64  																																								| (365)  ~ (e2 = e0)
% 60.51/25.64  																																								|
% 60.51/25.64  																																								| Simplifying 365 yields:
% 60.51/25.64  																																								| (128)  ~ (e2 = e0)
% 60.51/25.64  																																								|
% 60.51/25.64  																																								+-Applying beta-rule and splitting (125), into two cases.
% 60.51/25.64  																																								|-Branch one:
% 60.51/25.64  																																								| (858) all_0_55_55 = e0
% 60.51/25.64  																																								|
% 60.51/25.64  																																									| Equations (858) can reduce 153 to:
% 60.51/25.64  																																									| (1181)  ~ (all_0_56_56 = e0)
% 60.51/25.64  																																									|
% 60.51/25.64  																																									| Simplifying 1181 yields:
% 60.51/25.64  																																									| (828)  ~ (all_0_56_56 = e0)
% 60.51/25.64  																																									|
% 60.51/25.64  																																									| Equations (858) can reduce 3 to:
% 60.51/25.64  																																									| (490)  ~ (all_0_58_58 = e0)
% 60.51/25.64  																																									|
% 60.51/25.64  																																									| Simplifying 490 yields:
% 60.51/25.64  																																									| (491)  ~ (all_0_58_58 = e0)
% 60.51/25.64  																																									|
% 60.51/25.65  																																									| Equations (858) can reduce 763 to:
% 60.51/25.65  																																									| (401)  ~ (e4 = e0)
% 60.51/25.65  																																									|
% 60.51/25.65  																																									| Simplifying 401 yields:
% 60.51/25.65  																																									| (49)  ~ (e4 = e0)
% 60.51/25.65  																																									|
% 60.51/25.65  																																									+-Applying beta-rule and splitting (189), into two cases.
% 60.51/25.65  																																									|-Branch one:
% 60.51/25.65  																																									| (532) all_0_44_44 = e3
% 60.51/25.65  																																									|
% 60.51/25.65  																																										| Equations (532) can reduce 181 to:
% 60.51/25.65  																																										| (275)  ~ (all_0_58_58 = e3)
% 60.51/25.65  																																										|
% 60.51/25.65  																																										| Simplifying 275 yields:
% 60.51/25.65  																																										| (276)  ~ (all_0_58_58 = e3)
% 60.51/25.65  																																										|
% 60.51/25.65  																																										| From (532) and (138) follows:
% 60.51/25.65  																																										| (1639) op(e3, e0) = e3
% 60.51/25.65  																																										|
% 60.51/25.65  																																										+-Applying beta-rule and splitting (64), into two cases.
% 60.51/25.65  																																										|-Branch one:
% 60.51/25.65  																																										| (437) all_0_41_41 = e4
% 60.51/25.65  																																										|
% 60.51/25.65  																																											| Combining equations (437,453) yields a new equation:
% 60.51/25.65  																																											| (636) e4 = e1
% 60.51/25.65  																																											|
% 60.51/25.65  																																											| Simplifying 636 yields:
% 60.51/25.65  																																											| (630) e4 = e1
% 60.51/25.65  																																											|
% 60.51/25.65  																																											| Equations (630) can reduce 110 to:
% 60.51/25.65  																																											| (266) $false
% 60.51/25.65  																																											|
% 60.51/25.65  																																											|-The branch is then unsatisfiable
% 60.51/25.65  																																										|-Branch two:
% 60.51/25.65  																																										| (440)  ~ (all_0_41_41 = e4)
% 60.51/25.65  																																										| (441) all_0_42_42 = e4 | all_0_43_43 = e4 | all_0_44_44 = e4
% 60.51/25.65  																																										|
% 60.51/25.65  																																											| Equations (453) can reduce 440 to:
% 60.51/25.65  																																											| (602)  ~ (e4 = e1)
% 60.51/25.65  																																											|
% 60.51/25.65  																																											| Simplifying 602 yields:
% 60.51/25.65  																																											| (110)  ~ (e4 = e1)
% 60.51/25.65  																																											|
% 60.51/25.65  																																											+-Applying beta-rule and splitting (108), into two cases.
% 60.51/25.65  																																											|-Branch one:
% 60.51/25.65  																																											| (624) all_0_58_58 = e2
% 60.51/25.65  																																											|
% 60.51/25.65  																																												| Equations (624) can reduce 908 to:
% 60.51/25.65  																																												| (266) $false
% 60.51/25.65  																																												|
% 60.51/25.65  																																												|-The branch is then unsatisfiable
% 60.51/25.65  																																											|-Branch two:
% 60.51/25.65  																																											| (908)  ~ (all_0_58_58 = e2)
% 60.51/25.65  																																											| (909) all_0_58_58 = e4 | all_0_58_58 = e3 | all_0_58_58 = e1 | all_0_58_58 = e0
% 60.51/25.65  																																											|
% 60.51/25.65  																																												+-Applying beta-rule and splitting (152), into two cases.
% 60.51/25.65  																																												|-Branch one:
% 60.51/25.65  																																												| (1392) all_0_42_42 = e4
% 60.51/25.65  																																												|
% 60.51/25.65  																																													| From (1392) and (210) follows:
% 60.51/25.65  																																													| (4074) op(e3, e2) = e4
% 60.51/25.65  																																													|
% 60.51/25.65  																																													+-Applying beta-rule and splitting (133), into two cases.
% 60.51/25.65  																																													|-Branch one:
% 60.51/25.65  																																													| (833) all_0_56_56 = e2
% 60.51/25.65  																																													|
% 60.51/25.65  																																														| Equations (833) can reduce 511 to:
% 60.51/25.65  																																														| (266) $false
% 60.51/25.65  																																														|
% 60.51/25.65  																																														|-The branch is then unsatisfiable
% 60.51/25.65  																																													|-Branch two:
% 60.51/25.65  																																													| (511)  ~ (all_0_56_56 = e2)
% 60.51/25.65  																																													| (836) all_0_56_56 = e4 | all_0_56_56 = e3 | all_0_56_56 = e1 | all_0_56_56 = e0
% 60.51/25.65  																																													|
% 60.51/25.65  																																														+-Applying beta-rule and splitting (909), into two cases.
% 60.51/25.65  																																														|-Branch one:
% 60.51/25.65  																																														| (910) all_0_58_58 = e4
% 60.51/25.65  																																														|
% 60.51/25.65  																																															| Equations (910) can reduce 44 to:
% 60.51/25.65  																																															| (477)  ~ (all_0_56_56 = e4)
% 60.51/25.65  																																															|
% 60.51/25.65  																																															| From (910) and (245) follows:
% 60.51/25.65  																																															| (2661) op(e0, e0) = e4
% 60.51/25.65  																																															|
% 60.51/25.65  																																															+-Applying beta-rule and splitting (836), into two cases.
% 60.51/25.65  																																															|-Branch one:
% 60.51/25.65  																																															| (842) all_0_56_56 = e4
% 60.51/25.65  																																															|
% 60.51/25.65  																																																| Equations (842) can reduce 477 to:
% 60.51/25.65  																																																| (266) $false
% 60.51/25.65  																																																|
% 60.51/25.65  																																																|-The branch is then unsatisfiable
% 60.51/25.65  																																															|-Branch two:
% 60.51/25.65  																																															| (477)  ~ (all_0_56_56 = e4)
% 60.51/25.65  																																															| (845) all_0_56_56 = e3 | all_0_56_56 = e1 | all_0_56_56 = e0
% 60.51/25.65  																																															|
% 60.51/25.65  																																																+-Applying beta-rule and splitting (845), into two cases.
% 60.51/25.65  																																																|-Branch one:
% 60.51/25.65  																																																| (679) all_0_56_56 = e0
% 60.51/25.65  																																																|
% 60.51/25.65  																																																	| Equations (679) can reduce 828 to:
% 60.51/25.65  																																																	| (266) $false
% 60.51/25.65  																																																	|
% 60.51/25.65  																																																	|-The branch is then unsatisfiable
% 60.51/25.65  																																																|-Branch two:
% 60.51/25.65  																																																| (828)  ~ (all_0_56_56 = e0)
% 60.51/25.65  																																																| (3172) all_0_56_56 = e3 | all_0_56_56 = e1
% 60.51/25.65  																																																|
% 60.51/25.65  																																																	+-Applying beta-rule and splitting (3172), into two cases.
% 60.51/25.65  																																																	|-Branch one:
% 60.51/25.65  																																																	| (1569) all_0_56_56 = e1
% 60.51/25.65  																																																	|
% 60.51/25.65  																																																		| Equations (1569) can reduce 828 to:
% 60.51/25.65  																																																		| (233)  ~ (e1 = e0)
% 60.51/25.65  																																																		|
% 60.51/25.65  																																																		+-Applying beta-rule and splitting (56), into two cases.
% 60.51/25.65  																																																		|-Branch one:
% 60.51/25.65  																																																		| (696) unit = e2
% 60.51/25.65  																																																		|
% 60.51/25.65  																																																			| From (696) and (227) follows:
% 60.51/25.65  																																																			| (4284) op(e4, e2) = e4
% 60.51/25.65  																																																			|
% 60.51/25.65  																																																			| From (696) and (40) follows:
% 60.51/25.65  																																																			| (4285) op(e3, e2) = e3
% 60.51/25.65  																																																			|
% 60.51/25.65  																																																			| From (696) and (32) follows:
% 60.51/25.65  																																																			| (698) op(e2, e2) = e2
% 60.51/25.65  																																																			|
% 60.51/25.65  																																																			| From (696) and (28) follows:
% 60.51/25.65  																																																			| (699) op(e1, e2) = e1
% 60.51/25.65  																																																			|
% 60.51/25.65  																																																			| Instantiating formula (29) with e4, e2, e4, e0 and discharging atoms op(e4, e2) = e4, op(e4, e2) = e0, yields:
% 60.51/25.65  																																																			| (397) e4 = e0
% 60.51/25.65  																																																			|
% 60.51/25.65  																																																			| Instantiating formula (29) with e3, e2, e3, e4 and discharging atoms op(e3, e2) = e4, op(e3, e2) = e3, yields:
% 60.51/25.65  																																																			| (425) e4 = e3
% 60.51/25.65  																																																			|
% 60.51/25.65  																																																			| Instantiating formula (29) with e2, e2, e2, e3 and discharging atoms op(e2, e2) = e3, op(e2, e2) = e2, yields:
% 60.51/25.65  																																																			| (662) e3 = e2
% 60.51/25.65  																																																			|
% 60.51/25.65  																																																			| Instantiating formula (29) with e1, e2, e1, e2 and discharging atoms op(e1, e2) = e2, op(e1, e2) = e1, yields:
% 60.51/25.65  																																																			| (617) e2 = e1
% 60.51/25.65  																																																			|
% 60.51/25.65  																																																			| Combining equations (397,425) yields a new equation:
% 60.51/25.65  																																																			| (676) e3 = e0
% 60.51/25.65  																																																			|
% 60.51/25.65  																																																			| Combining equations (676,662) yields a new equation:
% 60.51/25.65  																																																			| (330) e2 = e0
% 60.51/25.65  																																																			|
% 60.51/25.65  																																																			| Combining equations (330,617) yields a new equation:
% 60.51/25.65  																																																			| (431) e1 = e0
% 60.51/25.65  																																																			|
% 60.51/25.65  																																																			| Equations (431) can reduce 233 to:
% 60.51/25.65  																																																			| (266) $false
% 60.51/25.65  																																																			|
% 60.51/25.65  																																																			|-The branch is then unsatisfiable
% 60.51/25.65  																																																		|-Branch two:
% 60.51/25.65  																																																		| (707)  ~ (unit = e2)
% 60.51/25.65  																																																		| (708) unit = e4 | unit = e3 | unit = e1 | unit = e0
% 60.51/25.65  																																																		|
% 60.51/25.65  																																																			+-Applying beta-rule and splitting (708), into two cases.
% 60.51/25.65  																																																			|-Branch one:
% 60.51/25.65  																																																			| (709) unit = e4
% 60.51/25.65  																																																			|
% 60.51/25.65  																																																				| From (709) and (24) follows:
% 60.51/25.65  																																																				| (33325) op(e4, e3) = e3
% 60.51/25.65  																																																				|
% 60.51/25.65  																																																				| From (709) and (211) follows:
% 60.51/25.65  																																																				| (22527) op(e4, e1) = e1
% 60.51/25.65  																																																				|
% 60.51/25.65  																																																				| From (709) and (209) follows:
% 60.51/25.65  																																																				| (3072) op(e4, e0) = e0
% 60.51/25.65  																																																				|
% 60.51/25.65  																																																				| From (709) and (32) follows:
% 60.51/25.65  																																																				| (712) op(e2, e4) = e2
% 60.51/25.65  																																																				|
% 60.51/25.65  																																																				| Instantiating formula (29) with e4, e3, e3, e4 and discharging atoms op(e4, e3) = e4, op(e4, e3) = e3, yields:
% 60.51/25.65  																																																				| (425) e4 = e3
% 60.51/25.65  																																																				|
% 60.51/25.65  																																																				| Instantiating formula (29) with e4, e1, e1, e3 and discharging atoms op(e4, e1) = e3, op(e4, e1) = e1, yields:
% 60.51/25.65  																																																				| (455) e3 = e1
% 60.51/25.65  																																																				|
% 60.51/25.65  																																																				| Instantiating formula (29) with e4, e0, e0, e2 and discharging atoms op(e4, e0) = e2, op(e4, e0) = e0, yields:
% 60.51/25.65  																																																				| (330) e2 = e0
% 60.51/25.65  																																																				|
% 60.51/25.65  																																																				| Instantiating formula (29) with e2, e4, e2, e4 and discharging atoms op(e2, e4) = e4, op(e2, e4) = e2, yields:
% 60.51/25.65  																																																				| (323) e4 = e2
% 60.51/25.65  																																																				|
% 60.51/25.65  																																																				| Combining equations (425,323) yields a new equation:
% 60.51/25.65  																																																				| (661) e3 = e2
% 60.51/25.65  																																																				|
% 60.51/25.65  																																																				| Simplifying 661 yields:
% 60.51/25.65  																																																				| (662) e3 = e2
% 60.51/25.65  																																																				|
% 60.51/25.65  																																																				| Combining equations (662,455) yields a new equation:
% 60.51/25.65  																																																				| (616) e2 = e1
% 60.51/25.65  																																																				|
% 60.51/25.65  																																																				| Simplifying 616 yields:
% 60.51/25.65  																																																				| (617) e2 = e1
% 60.51/25.65  																																																				|
% 60.51/25.65  																																																				| Combining equations (330,617) yields a new equation:
% 60.51/25.65  																																																				| (431) e1 = e0
% 60.51/25.65  																																																				|
% 60.51/25.65  																																																				| Equations (431) can reduce 233 to:
% 60.51/25.65  																																																				| (266) $false
% 60.51/25.65  																																																				|
% 60.51/25.65  																																																				|-The branch is then unsatisfiable
% 60.51/25.65  																																																			|-Branch two:
% 60.51/25.65  																																																			| (724)  ~ (unit = e4)
% 60.51/25.65  																																																			| (725) unit = e3 | unit = e1 | unit = e0
% 60.51/25.65  																																																			|
% 60.51/25.65  																																																				+-Applying beta-rule and splitting (725), into two cases.
% 60.51/25.65  																																																				|-Branch one:
% 60.51/25.65  																																																				| (726) unit = e0
% 60.51/25.65  																																																				|
% 60.51/25.65  																																																					| From (726) and (211) follows:
% 60.51/25.65  																																																					| (15180) op(e0, e1) = e1
% 60.51/25.65  																																																					|
% 60.51/25.65  																																																					| From (726) and (227) follows:
% 60.51/25.65  																																																					| (3205) op(e4, e0) = e4
% 60.51/25.65  																																																					|
% 60.51/25.65  																																																					| From (726) and (42) follows:
% 60.51/25.65  																																																					| (728) op(e0, e0) = e0
% 60.51/25.65  																																																					|
% 60.51/25.65  																																																					| Instantiating formula (29) with e4, e0, e4, e2 and discharging atoms op(e4, e0) = e4, op(e4, e0) = e2, yields:
% 60.51/25.65  																																																					| (323) e4 = e2
% 60.51/25.65  																																																					|
% 60.51/25.65  																																																					| Instantiating formula (29) with e0, e1, e1, e2 and discharging atoms op(e0, e1) = e2, op(e0, e1) = e1, yields:
% 60.51/25.65  																																																					| (617) e2 = e1
% 60.51/25.65  																																																					|
% 60.51/25.65  																																																					| Instantiating formula (29) with e0, e0, e0, e4 and discharging atoms op(e0, e0) = e4, op(e0, e0) = e0, yields:
% 60.51/25.65  																																																					| (397) e4 = e0
% 60.51/25.65  																																																					|
% 60.51/25.65  																																																					| Combining equations (323,397) yields a new equation:
% 60.51/25.65  																																																					| (391) e2 = e0
% 60.51/25.65  																																																					|
% 60.51/25.65  																																																					| Simplifying 391 yields:
% 60.51/25.65  																																																					| (330) e2 = e0
% 60.51/25.65  																																																					|
% 60.51/25.65  																																																					| Combining equations (617,330) yields a new equation:
% 60.51/25.65  																																																					| (546) e1 = e0
% 60.51/25.65  																																																					|
% 60.51/25.65  																																																					| Simplifying 546 yields:
% 60.51/25.65  																																																					| (431) e1 = e0
% 60.51/25.65  																																																					|
% 60.51/25.65  																																																					| Equations (431) can reduce 233 to:
% 60.51/25.65  																																																					| (266) $false
% 60.51/25.65  																																																					|
% 60.51/25.65  																																																					|-The branch is then unsatisfiable
% 60.51/25.65  																																																				|-Branch two:
% 60.51/25.65  																																																				| (734)  ~ (unit = e0)
% 60.51/25.65  																																																				| (735) unit = e3 | unit = e1
% 60.51/25.65  																																																				|
% 60.51/25.65  																																																					+-Applying beta-rule and splitting (735), into two cases.
% 60.51/25.65  																																																					|-Branch one:
% 60.51/25.65  																																																					| (736) unit = e1
% 60.51/25.65  																																																					|
% 60.51/25.65  																																																						| Equations (736) can reduce 734 to:
% 60.51/25.65  																																																						| (233)  ~ (e1 = e0)
% 60.51/25.65  																																																						|
% 60.51/25.65  																																																						| From (736) and (32) follows:
% 60.51/25.65  																																																						| (347) op(e2, e1) = e2
% 60.51/25.65  																																																						|
% 60.51/25.65  																																																						| From (736) and (42) follows:
% 60.51/25.65  																																																						| (3221) op(e0, e1) = e0
% 60.51/25.65  																																																						|
% 60.51/25.65  																																																						| Instantiating formula (29) with e2, e1, e2, e1 and discharging atoms op(e2, e1) = e2, op(e2, e1) = e1, yields:
% 60.51/25.65  																																																						| (617) e2 = e1
% 60.51/25.65  																																																						|
% 60.51/25.65  																																																						| Instantiating formula (29) with e0, e1, e0, e2 and discharging atoms op(e0, e1) = e2, op(e0, e1) = e0, yields:
% 60.51/25.65  																																																						| (330) e2 = e0
% 60.51/25.65  																																																						|
% 60.51/25.65  																																																						| Combining equations (617,330) yields a new equation:
% 60.51/25.65  																																																						| (546) e1 = e0
% 60.51/25.65  																																																						|
% 60.51/25.65  																																																						| Simplifying 546 yields:
% 60.51/25.65  																																																						| (431) e1 = e0
% 60.51/25.65  																																																						|
% 60.51/25.65  																																																						| Equations (431) can reduce 233 to:
% 60.51/25.65  																																																						| (266) $false
% 60.51/25.65  																																																						|
% 60.51/25.65  																																																						|-The branch is then unsatisfiable
% 60.51/25.65  																																																					|-Branch two:
% 60.51/25.65  																																																					| (748)  ~ (unit = e1)
% 60.51/25.65  																																																					| (749) unit = e3
% 60.51/25.65  																																																					|
% 60.51/25.65  																																																						| From (749) and (209) follows:
% 60.51/25.65  																																																						| (1667) op(e3, e0) = e0
% 60.51/25.65  																																																						|
% 60.51/25.65  																																																						| From (749) and (28) follows:
% 60.51/25.65  																																																						| (2235) op(e1, e3) = e1
% 60.51/25.65  																																																						|
% 60.51/25.65  																																																						| Instantiating formula (29) with e3, e0, e0, e3 and discharging atoms op(e3, e0) = e3, op(e3, e0) = e0, yields:
% 60.51/25.65  																																																						| (676) e3 = e0
% 60.51/25.65  																																																						|
% 60.51/25.65  																																																						| Instantiating formula (29) with e1, e3, e1, e3 and discharging atoms op(e1, e3) = e3, op(e1, e3) = e1, yields:
% 60.51/25.65  																																																						| (455) e3 = e1
% 60.51/25.65  																																																						|
% 60.51/25.65  																																																						| Combining equations (455,676) yields a new equation:
% 60.51/25.65  																																																						| (546) e1 = e0
% 60.51/25.65  																																																						|
% 60.51/25.65  																																																						| Simplifying 546 yields:
% 60.51/25.65  																																																						| (431) e1 = e0
% 60.51/25.65  																																																						|
% 60.51/25.65  																																																						| Equations (431) can reduce 233 to:
% 60.51/25.65  																																																						| (266) $false
% 60.51/25.65  																																																						|
% 60.51/25.65  																																																						|-The branch is then unsatisfiable
% 60.51/25.65  																																																	|-Branch two:
% 60.51/25.65  																																																	| (466)  ~ (all_0_56_56 = e1)
% 60.51/25.65  																																																	| (1097) all_0_56_56 = e3
% 60.51/25.65  																																																	|
% 60.51/25.65  																																																		| Equations (1097) can reduce 272 to:
% 60.51/25.65  																																																		| (266) $false
% 60.51/25.65  																																																		|
% 60.51/25.65  																																																		|-The branch is then unsatisfiable
% 60.51/25.65  																																														|-Branch two:
% 60.51/25.65  																																														| (451)  ~ (all_0_58_58 = e4)
% 60.51/25.65  																																														| (913) all_0_58_58 = e3 | all_0_58_58 = e1 | all_0_58_58 = e0
% 60.51/25.65  																																														|
% 60.51/25.65  																																															+-Applying beta-rule and splitting (913), into two cases.
% 60.51/25.65  																																															|-Branch one:
% 60.51/25.65  																																															| (914) all_0_58_58 = e0
% 60.51/25.65  																																															|
% 60.51/25.65  																																																| Equations (914) can reduce 491 to:
% 60.51/25.65  																																																| (266) $false
% 60.51/25.65  																																																|
% 60.51/25.65  																																																|-The branch is then unsatisfiable
% 60.51/25.65  																																															|-Branch two:
% 60.51/25.65  																																															| (491)  ~ (all_0_58_58 = e0)
% 60.51/25.65  																																															| (917) all_0_58_58 = e3 | all_0_58_58 = e1
% 60.51/25.65  																																															|
% 60.51/25.65  																																																+-Applying beta-rule and splitting (917), into two cases.
% 60.51/25.65  																																																|-Branch one:
% 60.51/25.65  																																																| (918) all_0_58_58 = e1
% 60.51/25.65  																																																|
% 60.51/25.65  																																																	| Equations (918) can reduce 880 to:
% 60.51/25.65  																																																	| (266) $false
% 60.51/25.65  																																																	|
% 60.51/25.65  																																																	|-The branch is then unsatisfiable
% 60.51/25.65  																																																|-Branch two:
% 60.51/25.65  																																																| (880)  ~ (all_0_58_58 = e1)
% 60.51/25.65  																																																| (795) all_0_58_58 = e3
% 60.51/25.65  																																																|
% 60.51/25.65  																																																	| Equations (795) can reduce 276 to:
% 60.51/25.65  																																																	| (266) $false
% 60.51/25.65  																																																	|
% 60.51/25.65  																																																	|-The branch is then unsatisfiable
% 60.51/25.65  																																												|-Branch two:
% 60.51/25.65  																																												| (1890)  ~ (all_0_42_42 = e4)
% 60.51/25.65  																																												| (1969) all_0_42_42 = e3 | all_0_42_42 = e1 | all_0_42_42 = e0
% 60.51/25.65  																																												|
% 60.51/25.65  																																													+-Applying beta-rule and splitting (150), into two cases.
% 60.51/25.65  																																													|-Branch one:
% 60.51/25.65  																																													| (1378) all_0_40_40 = e4
% 60.51/25.65  																																													|
% 60.51/25.65  																																														| Combining equations (313,1378) yields a new equation:
% 60.51/25.65  																																														| (323) e4 = e2
% 60.51/25.65  																																														|
% 60.51/25.65  																																														| Equations (323) can reduce 48 to:
% 60.51/25.65  																																														| (266) $false
% 60.51/25.65  																																														|
% 60.51/25.65  																																														|-The branch is then unsatisfiable
% 60.51/25.65  																																													|-Branch two:
% 60.51/25.65  																																													| (447)  ~ (all_0_40_40 = e4)
% 60.51/25.65  																																													| (2271) all_0_44_44 = e4 | all_0_49_49 = e4 | all_0_53_53 = e4 | all_0_58_58 = e4
% 60.51/25.65  																																													|
% 60.51/25.65  																																														+-Applying beta-rule and splitting (2271), into two cases.
% 60.51/25.65  																																														|-Branch one:
% 60.51/25.65  																																														| (446) all_0_44_44 = e4
% 60.51/25.65  																																														|
% 60.51/25.65  																																															| Combining equations (532,446) yields a new equation:
% 60.51/25.65  																																															| (425) e4 = e3
% 60.51/25.65  																																															|
% 60.51/25.65  																																															| Equations (425) can reduce 188 to:
% 60.51/25.65  																																															| (266) $false
% 60.51/25.65  																																															|
% 60.51/25.65  																																															|-The branch is then unsatisfiable
% 60.51/25.65  																																														|-Branch two:
% 60.51/25.65  																																														| (1390)  ~ (all_0_44_44 = e4)
% 60.51/25.65  																																														| (7998) all_0_49_49 = e4 | all_0_53_53 = e4 | all_0_58_58 = e4
% 60.51/25.65  																																														|
% 60.51/25.65  																																															+-Applying beta-rule and splitting (7998), into two cases.
% 60.51/25.65  																																															|-Branch one:
% 60.51/25.65  																																															| (974) all_0_49_49 = e4
% 60.51/25.65  																																															|
% 60.51/25.65  																																																| Combining equations (978,974) yields a new equation:
% 60.51/25.65  																																																| (397) e4 = e0
% 60.51/25.65  																																																|
% 60.51/25.65  																																																| Equations (397) can reduce 49 to:
% 60.51/25.65  																																																| (266) $false
% 60.51/25.65  																																																|
% 60.51/25.65  																																																|-The branch is then unsatisfiable
% 60.51/25.65  																																															|-Branch two:
% 60.51/25.65  																																															| (256)  ~ (all_0_49_49 = e4)
% 60.51/25.65  																																															| (8013) all_0_53_53 = e4 | all_0_58_58 = e4
% 60.51/25.65  																																															|
% 60.51/25.65  																																																+-Applying beta-rule and splitting (8013), into two cases.
% 60.51/25.65  																																																|-Branch one:
% 60.51/25.65  																																																| (1298) all_0_53_53 = e4
% 60.51/25.65  																																																|
% 60.51/25.65  																																																	| Combining equations (1298,1208) yields a new equation:
% 60.51/25.65  																																																	| (636) e4 = e1
% 60.51/25.65  																																																	|
% 60.51/25.65  																																																	| Simplifying 636 yields:
% 60.51/25.65  																																																	| (630) e4 = e1
% 60.51/25.65  																																																	|
% 60.51/25.65  																																																	| Equations (630) can reduce 110 to:
% 60.51/25.65  																																																	| (266) $false
% 60.51/25.65  																																																	|
% 60.51/25.65  																																																	|-The branch is then unsatisfiable
% 60.51/25.65  																																																|-Branch two:
% 60.51/25.65  																																																| (1453)  ~ (all_0_53_53 = e4)
% 60.51/25.65  																																																| (910) all_0_58_58 = e4
% 60.51/25.65  																																																|
% 60.51/25.65  																																																	| Equations (910) can reduce 276 to:
% 60.51/25.65  																																																	| (188)  ~ (e4 = e3)
% 60.51/25.65  																																																	|
% 60.51/25.65  																																																	| Equations (910) can reduce 491 to:
% 60.51/25.65  																																																	| (49)  ~ (e4 = e0)
% 60.51/25.65  																																																	|
% 60.51/25.65  																																																	+-Applying beta-rule and splitting (164), into two cases.
% 60.51/25.65  																																																	|-Branch one:
% 60.51/25.65  																																																	| (471) all_0_39_39 = e4
% 60.51/25.65  																																																	|
% 60.51/25.65  																																																		| Combining equations (471,480) yields a new equation:
% 60.51/25.65  																																																		| (481) e4 = e0
% 60.51/25.65  																																																		|
% 60.51/25.65  																																																		| Simplifying 481 yields:
% 60.51/25.65  																																																		| (397) e4 = e0
% 60.51/25.65  																																																		|
% 60.51/25.65  																																																		| Equations (397) can reduce 49 to:
% 60.51/25.65  																																																		| (266) $false
% 60.51/25.65  																																																		|
% 60.51/25.65  																																																		|-The branch is then unsatisfiable
% 60.51/25.65  																																																	|-Branch two:
% 60.51/25.65  																																																	| (1377)  ~ (all_0_39_39 = e4)
% 60.51/25.66  																																																	| (2115) all_0_42_42 = e4 | all_0_47_47 = e4 | all_0_51_51 = e4 | all_0_56_56 = e4
% 60.51/25.66  																																																	|
% 60.51/25.66  																																																		| Equations (480) can reduce 1377 to:
% 60.51/25.66  																																																		| (401)  ~ (e4 = e0)
% 60.51/25.66  																																																		|
% 60.51/25.66  																																																		| Simplifying 401 yields:
% 60.51/25.66  																																																		| (49)  ~ (e4 = e0)
% 60.51/25.66  																																																		|
% 60.51/25.66  																																																		+-Applying beta-rule and splitting (2115), into two cases.
% 60.51/25.66  																																																		|-Branch one:
% 60.51/25.66  																																																		| (1392) all_0_42_42 = e4
% 60.51/25.66  																																																		|
% 60.51/25.66  																																																			| Equations (1392) can reduce 1890 to:
% 60.51/25.66  																																																			| (266) $false
% 60.51/25.66  																																																			|
% 60.51/25.66  																																																			|-The branch is then unsatisfiable
% 60.51/25.66  																																																		|-Branch two:
% 60.51/25.66  																																																		| (1890)  ~ (all_0_42_42 = e4)
% 60.51/25.66  																																																		| (2246) all_0_47_47 = e4 | all_0_51_51 = e4 | all_0_56_56 = e4
% 60.51/25.66  																																																		|
% 60.51/25.66  																																																			+-Applying beta-rule and splitting (441), into two cases.
% 60.51/25.66  																																																			|-Branch one:
% 60.51/25.66  																																																			| (1392) all_0_42_42 = e4
% 60.51/25.66  																																																			|
% 60.51/25.66  																																																				| Equations (1392) can reduce 1890 to:
% 60.51/25.66  																																																				| (266) $false
% 60.51/25.66  																																																				|
% 60.51/25.66  																																																				|-The branch is then unsatisfiable
% 60.51/25.66  																																																			|-Branch two:
% 60.51/25.66  																																																			| (1890)  ~ (all_0_42_42 = e4)
% 60.51/25.66  																																																			| (1891) all_0_43_43 = e4 | all_0_44_44 = e4
% 60.51/25.66  																																																			|
% 60.51/25.66  																																																				+-Applying beta-rule and splitting (1891), into two cases.
% 60.51/25.66  																																																				|-Branch one:
% 60.51/25.66  																																																				| (396) all_0_43_43 = e4
% 60.51/25.66  																																																				|
% 60.51/25.66  																																																					| Combining equations (396,356) yields a new equation:
% 60.51/25.66  																																																					| (481) e4 = e0
% 60.51/25.66  																																																					|
% 60.51/25.66  																																																					| Simplifying 481 yields:
% 60.51/25.66  																																																					| (397) e4 = e0
% 60.51/25.66  																																																					|
% 60.51/25.66  																																																					| Equations (397) can reduce 49 to:
% 60.51/25.66  																																																					| (266) $false
% 60.51/25.66  																																																					|
% 60.51/25.66  																																																					|-The branch is then unsatisfiable
% 60.51/25.66  																																																				|-Branch two:
% 60.51/25.66  																																																				| (399)  ~ (all_0_43_43 = e4)
% 60.51/25.66  																																																				| (446) all_0_44_44 = e4
% 60.51/25.66  																																																				|
% 60.51/25.66  																																																					| Combining equations (532,446) yields a new equation:
% 60.51/25.66  																																																					| (425) e4 = e3
% 60.51/25.66  																																																					|
% 60.51/25.66  																																																					| Equations (425) can reduce 188 to:
% 60.51/25.66  																																																					| (266) $false
% 60.51/25.66  																																																					|
% 60.51/25.66  																																																					|-The branch is then unsatisfiable
% 60.51/25.66  																																									|-Branch two:
% 60.51/25.66  																																									| (407)  ~ (all_0_44_44 = e3)
% 60.51/25.66  																																									| (537) all_0_49_49 = e3 | all_0_53_53 = e3 | all_0_58_58 = e3
% 60.51/25.66  																																									|
% 60.51/25.66  																																										+-Applying beta-rule and splitting (152), into two cases.
% 60.51/25.66  																																										|-Branch one:
% 60.51/25.66  																																										| (1392) all_0_42_42 = e4
% 60.51/25.66  																																										|
% 60.51/25.66  																																											| Equations (1392) can reduce 73 to:
% 60.51/25.66  																																											| (1903)  ~ (all_0_44_44 = e4)
% 60.51/25.66  																																											|
% 60.51/25.66  																																											| Simplifying 1903 yields:
% 60.51/25.66  																																											| (1390)  ~ (all_0_44_44 = e4)
% 60.51/25.66  																																											|
% 60.51/25.66  																																											+-Applying beta-rule and splitting (26), into two cases.
% 60.51/25.66  																																											|-Branch one:
% 60.51/25.66  																																											| (446) all_0_44_44 = e4
% 60.51/25.66  																																											|
% 60.51/25.66  																																												| Equations (446) can reduce 1390 to:
% 60.51/25.66  																																												| (266) $false
% 60.51/25.66  																																												|
% 60.51/25.66  																																												|-The branch is then unsatisfiable
% 60.51/25.66  																																											|-Branch two:
% 60.51/25.66  																																											| (1390)  ~ (all_0_44_44 = e4)
% 60.51/25.66  																																											| (1391) all_0_44_44 = e3 | all_0_44_44 = e1 | all_0_44_44 = e0
% 60.51/25.66  																																											|
% 60.51/25.66  																																												+-Applying beta-rule and splitting (1391), into two cases.
% 60.51/25.66  																																												|-Branch one:
% 60.51/25.66  																																												| (1414) all_0_44_44 = e0
% 60.51/25.66  																																												|
% 60.51/25.66  																																													| Equations (1414) can reduce 360 to:
% 60.51/25.66  																																													| (266) $false
% 60.51/25.66  																																													|
% 60.51/25.66  																																													|-The branch is then unsatisfiable
% 60.51/25.66  																																												|-Branch two:
% 60.51/25.66  																																												| (360)  ~ (all_0_44_44 = e0)
% 60.51/25.66  																																												| (1417) all_0_44_44 = e3 | all_0_44_44 = e1
% 60.51/25.66  																																												|
% 60.51/25.66  																																													+-Applying beta-rule and splitting (1417), into two cases.
% 60.51/25.66  																																													|-Branch one:
% 60.51/25.66  																																													| (635) all_0_44_44 = e1
% 60.51/25.66  																																													|
% 60.51/25.66  																																														| Equations (635) can reduce 639 to:
% 60.51/25.66  																																														| (266) $false
% 60.51/25.66  																																														|
% 60.51/25.66  																																														|-The branch is then unsatisfiable
% 60.51/25.66  																																													|-Branch two:
% 60.51/25.66  																																													| (639)  ~ (all_0_44_44 = e1)
% 60.51/25.66  																																													| (532) all_0_44_44 = e3
% 60.51/25.66  																																													|
% 60.51/25.66  																																														| Equations (532) can reduce 407 to:
% 60.51/25.66  																																														| (266) $false
% 60.51/25.66  																																														|
% 60.51/25.66  																																														|-The branch is then unsatisfiable
% 60.51/25.66  																																										|-Branch two:
% 60.51/25.66  																																										| (1890)  ~ (all_0_42_42 = e4)
% 60.51/25.66  																																										| (1969) all_0_42_42 = e3 | all_0_42_42 = e1 | all_0_42_42 = e0
% 60.51/25.66  																																										|
% 60.51/25.66  																																											+-Applying beta-rule and splitting (1969), into two cases.
% 60.51/25.66  																																											|-Branch one:
% 60.51/25.66  																																											| (559) all_0_42_42 = e0
% 60.51/25.66  																																											|
% 60.51/25.66  																																												| Equations (559) can reduce 358 to:
% 60.51/25.66  																																												| (266) $false
% 60.51/25.66  																																												|
% 60.51/25.66  																																												|-The branch is then unsatisfiable
% 60.51/25.66  																																											|-Branch two:
% 60.51/25.66  																																											| (358)  ~ (all_0_42_42 = e0)
% 60.51/25.66  																																											| (2510) all_0_42_42 = e3 | all_0_42_42 = e1
% 60.51/25.66  																																											|
% 60.51/25.66  																																												+-Applying beta-rule and splitting (2510), into two cases.
% 60.51/25.66  																																												|-Branch one:
% 60.51/25.66  																																												| (459) all_0_42_42 = e1
% 60.51/25.66  																																												|
% 60.51/25.66  																																													| Equations (459) can reduce 1380 to:
% 60.51/25.66  																																													| (266) $false
% 60.51/25.66  																																													|
% 60.51/25.66  																																													|-The branch is then unsatisfiable
% 60.51/25.66  																																												|-Branch two:
% 60.51/25.66  																																												| (1380)  ~ (all_0_42_42 = e1)
% 60.51/25.66  																																												| (516) all_0_42_42 = e3
% 60.51/25.66  																																												|
% 60.51/25.66  																																													| Equations (516) can reduce 405 to:
% 60.51/25.66  																																													| (266) $false
% 60.51/25.66  																																													|
% 60.51/25.66  																																													|-The branch is then unsatisfiable
% 60.51/25.66  																																								|-Branch two:
% 60.51/25.66  																																								| (803)  ~ (all_0_55_55 = e0)
% 60.51/25.66  																																								| (863) all_0_56_56 = e0 | all_0_57_57 = e0 | all_0_58_58 = e0
% 60.51/25.66  																																								|
% 60.51/25.66  																																									+-Applying beta-rule and splitting (895), into two cases.
% 60.51/25.66  																																									|-Branch one:
% 60.51/25.66  																																									| (538) all_0_46_46 = e0
% 60.51/25.66  																																									|
% 60.51/25.66  																																										| Combining equations (538,1794) yields a new equation:
% 60.51/25.66  																																										| (330) e2 = e0
% 60.51/25.66  																																										|
% 60.51/25.66  																																										| Equations (330) can reduce 128 to:
% 60.51/25.66  																																										| (266) $false
% 60.51/25.66  																																										|
% 60.51/25.66  																																										|-The branch is then unsatisfiable
% 60.51/25.66  																																									|-Branch two:
% 60.51/25.66  																																									| (831)  ~ (all_0_46_46 = e0)
% 60.51/25.66  																																									| (858) all_0_55_55 = e0
% 60.51/25.66  																																									|
% 60.51/25.66  																																										| Equations (858) can reduce 803 to:
% 60.51/25.66  																																										| (266) $false
% 60.51/25.66  																																										|
% 60.51/25.66  																																										|-The branch is then unsatisfiable
% 60.51/25.66  																																							|-Branch two:
% 60.51/25.66  																																							| (487)  ~ (all_0_49_49 = e0)
% 60.51/25.66  																																							| (981) all_0_49_49 = e3 | all_0_49_49 = e1
% 60.51/25.66  																																							|
% 60.51/25.66  																																								+-Applying beta-rule and splitting (981), into two cases.
% 60.51/25.66  																																								|-Branch one:
% 60.51/25.66  																																								| (671) all_0_49_49 = e1
% 60.51/25.66  																																								|
% 60.51/25.66  																																									| Equations (671) can reduce 1064 to:
% 60.51/25.66  																																									| (266) $false
% 60.51/25.66  																																									|
% 60.51/25.66  																																									|-The branch is then unsatisfiable
% 60.51/25.66  																																								|-Branch two:
% 60.51/25.66  																																								| (1064)  ~ (all_0_49_49 = e1)
% 60.51/25.66  																																								| (884) all_0_49_49 = e3
% 60.51/25.66  																																								|
% 60.51/25.66  																																									| Equations (884) can reduce 525 to:
% 60.51/25.66  																																									| (266) $false
% 60.51/25.66  																																									|
% 60.51/25.66  																																									|-The branch is then unsatisfiable
% 60.51/25.66  																											|-Branch two:
% 60.51/25.66  																											| (457)  ~ (all_0_41_41 = e1)
% 60.51/25.66  																											| (403) all_0_41_41 = e3
% 60.51/25.66  																											|
% 60.51/25.66  																												| Equations (403) can reduce 1898 to:
% 60.51/25.66  																												| (266) $false
% 60.51/25.66  																												|
% 60.51/25.66  																												|-The branch is then unsatisfiable
% 60.51/25.66  																					|-Branch two:
% 60.51/25.66  																					| (5470)  ~ (all_0_43_43 = e0)
% 60.51/25.66  																					| (5471) all_0_48_48 = e0 | all_0_57_57 = e0
% 60.51/25.66  																					|
% 60.51/25.66  																						+-Applying beta-rule and splitting (195), into two cases.
% 60.51/25.66  																						|-Branch one:
% 60.51/25.66  																						| (396) all_0_43_43 = e4
% 60.51/25.66  																						|
% 60.51/25.66  																							| Equations (396) can reduce 399 to:
% 60.51/25.66  																							| (266) $false
% 60.51/25.66  																							|
% 60.51/25.66  																							|-The branch is then unsatisfiable
% 60.51/25.66  																						|-Branch two:
% 60.51/25.66  																						| (399)  ~ (all_0_43_43 = e4)
% 60.51/25.66  																						| (6374) all_0_43_43 = e1 | all_0_43_43 = e0
% 60.51/25.66  																						|
% 60.51/25.66  																							+-Applying beta-rule and splitting (5471), into two cases.
% 60.51/25.66  																							|-Branch one:
% 60.51/25.66  																							| (1279) all_0_48_48 = e0
% 60.51/25.66  																							|
% 60.51/25.66  																								| Equations (1279) can reduce 17 to:
% 60.51/25.66  																								| (5470)  ~ (all_0_43_43 = e0)
% 60.51/25.66  																								|
% 60.51/25.66  																								| Equations (1279) can reduce 114 to:
% 60.51/25.66  																								| (678)  ~ (all_0_47_47 = e0)
% 60.51/25.66  																								|
% 60.51/25.66  																								| Equations (1279) can reduce 185 to:
% 60.51/25.66  																								| (486)  ~ (all_0_49_49 = e0)
% 60.51/25.66  																								|
% 60.51/25.66  																								| Simplifying 486 yields:
% 60.51/25.66  																								| (487)  ~ (all_0_49_49 = e0)
% 60.51/25.66  																								|
% 60.51/25.66  																								| Equations (1279) can reduce 254 to:
% 60.51/25.66  																								| (401)  ~ (e4 = e0)
% 60.51/25.66  																								|
% 60.51/25.66  																								| Simplifying 401 yields:
% 60.51/25.66  																								| (49)  ~ (e4 = e0)
% 60.51/25.66  																								|
% 60.51/25.66  																								+-Applying beta-rule and splitting (54), into two cases.
% 60.51/25.66  																								|-Branch one:
% 60.51/25.66  																								| (583) all_0_49_49 = e2
% 60.51/25.66  																								|
% 60.51/25.66  																									| Equations (583) can reduce 340 to:
% 60.51/25.66  																									| (266) $false
% 60.51/25.66  																									|
% 60.51/25.66  																									|-The branch is then unsatisfiable
% 60.51/25.66  																								|-Branch two:
% 60.51/25.66  																								| (340)  ~ (all_0_49_49 = e2)
% 60.51/25.66  																								| (586) all_0_49_49 = e4 | all_0_49_49 = e3 | all_0_49_49 = e1 | all_0_49_49 = e0
% 60.51/25.66  																								|
% 60.51/25.66  																									+-Applying beta-rule and splitting (6374), into two cases.
% 60.51/25.66  																									|-Branch one:
% 60.51/25.66  																									| (356) all_0_43_43 = e0
% 60.51/25.66  																									|
% 60.51/25.66  																										| Equations (356) can reduce 5470 to:
% 60.51/25.66  																										| (266) $false
% 60.51/25.66  																										|
% 60.51/25.66  																										|-The branch is then unsatisfiable
% 60.51/25.66  																									|-Branch two:
% 60.51/25.66  																									| (5470)  ~ (all_0_43_43 = e0)
% 60.51/25.66  																									| (430) all_0_43_43 = e1
% 60.51/25.66  																									|
% 60.51/25.66  																										| Equations (430) can reduce 31 to:
% 60.51/25.66  																										| (457)  ~ (all_0_41_41 = e1)
% 60.51/25.66  																										|
% 60.51/25.66  																										| Equations (430) can reduce 240 to:
% 60.51/25.66  																										| (1380)  ~ (all_0_42_42 = e1)
% 60.51/25.66  																										|
% 60.51/25.66  																										| Equations (430) can reduce 399 to:
% 60.51/25.66  																										| (602)  ~ (e4 = e1)
% 60.51/25.66  																										|
% 60.51/25.66  																										| Simplifying 602 yields:
% 60.51/25.66  																										| (110)  ~ (e4 = e1)
% 60.51/25.66  																										|
% 60.51/25.66  																										| Equations (430) can reduce 96 to:
% 60.51/25.66  																										| (604)  ~ (e2 = e1)
% 60.51/25.66  																										|
% 60.51/25.66  																										| Simplifying 604 yields:
% 60.51/25.66  																										| (122)  ~ (e2 = e1)
% 60.51/25.66  																										|
% 60.51/25.66  																										| From (430) and (37) follows:
% 60.51/25.66  																										| (13877) op(e3, e1) = e1
% 60.51/25.66  																										|
% 60.51/25.66  																										+-Applying beta-rule and splitting (586), into two cases.
% 60.51/25.66  																										|-Branch one:
% 60.51/25.66  																										| (974) all_0_49_49 = e4
% 60.51/25.66  																										|
% 60.51/25.66  																											| Equations (974) can reduce 256 to:
% 60.51/25.66  																											| (266) $false
% 60.51/25.66  																											|
% 60.51/25.66  																											|-The branch is then unsatisfiable
% 60.51/25.66  																										|-Branch two:
% 60.51/25.66  																										| (256)  ~ (all_0_49_49 = e4)
% 60.51/25.66  																										| (977) all_0_49_49 = e3 | all_0_49_49 = e1 | all_0_49_49 = e0
% 60.51/25.66  																										|
% 60.51/25.66  																											+-Applying beta-rule and splitting (977), into two cases.
% 60.51/25.66  																											|-Branch one:
% 60.51/25.66  																											| (978) all_0_49_49 = e0
% 60.51/25.66  																											|
% 60.51/25.66  																												| Equations (978) can reduce 487 to:
% 60.51/25.66  																												| (266) $false
% 60.51/25.66  																												|
% 60.51/25.66  																												|-The branch is then unsatisfiable
% 60.51/25.66  																											|-Branch two:
% 60.51/25.66  																											| (487)  ~ (all_0_49_49 = e0)
% 60.51/25.66  																											| (981) all_0_49_49 = e3 | all_0_49_49 = e1
% 60.51/25.66  																											|
% 60.51/25.66  																												+-Applying beta-rule and splitting (981), into two cases.
% 60.51/25.66  																												|-Branch one:
% 60.51/25.66  																												| (671) all_0_49_49 = e1
% 60.51/25.66  																												|
% 60.51/25.66  																													| Equations (671) can reduce 1064 to:
% 60.51/25.66  																													| (266) $false
% 60.51/25.66  																													|
% 60.51/25.66  																													|-The branch is then unsatisfiable
% 60.51/25.66  																												|-Branch two:
% 60.51/25.66  																												| (1064)  ~ (all_0_49_49 = e1)
% 60.51/25.66  																												| (884) all_0_49_49 = e3
% 60.51/25.66  																												|
% 60.51/25.66  																													| Equations (884) can reduce 9 to:
% 60.51/25.66  																													| (407)  ~ (all_0_44_44 = e3)
% 60.51/25.66  																													|
% 60.51/25.66  																													| Equations (884) can reduce 256 to:
% 60.51/25.66  																													| (277)  ~ (e4 = e3)
% 60.51/25.66  																													|
% 60.51/25.66  																													| Simplifying 277 yields:
% 60.51/25.66  																													| (188)  ~ (e4 = e3)
% 60.51/25.66  																													|
% 60.51/25.66  																													| From (884) and (55) follows:
% 60.51/25.66  																													| (1581) op(e2, e0) = e3
% 60.51/25.66  																													|
% 60.51/25.66  																													+-Applying beta-rule and splitting (113), into two cases.
% 60.51/25.66  																													|-Branch one:
% 60.51/25.66  																													| (403) all_0_41_41 = e3
% 60.51/25.66  																													|
% 60.51/25.66  																														| Equations (403) can reduce 1898 to:
% 60.51/25.66  																														| (266) $false
% 60.51/25.66  																														|
% 60.51/25.66  																														|-The branch is then unsatisfiable
% 60.51/25.66  																													|-Branch two:
% 60.51/25.66  																													| (1898)  ~ (all_0_41_41 = e3)
% 60.51/25.66  																													| (1899) all_0_42_42 = e3 | all_0_44_44 = e3
% 60.51/25.66  																													|
% 60.51/25.66  																														+-Applying beta-rule and splitting (180), into two cases.
% 60.51/25.66  																														|-Branch one:
% 60.51/25.66  																														| (516) all_0_42_42 = e3
% 60.51/25.66  																														|
% 60.51/25.66  																															| Equations (516) can reduce 214 to:
% 60.51/25.66  																															| (1898)  ~ (all_0_41_41 = e3)
% 60.51/25.66  																															|
% 60.51/25.66  																															| Equations (516) can reduce 73 to:
% 60.51/25.66  																															| (406)  ~ (all_0_44_44 = e3)
% 60.51/25.66  																															|
% 60.51/25.66  																															| Simplifying 406 yields:
% 60.51/25.66  																															| (407)  ~ (all_0_44_44 = e3)
% 60.51/25.66  																															|
% 60.51/25.66  																															| Equations (516) can reduce 1380 to:
% 60.51/25.66  																															| (213)  ~ (e3 = e1)
% 60.51/25.66  																															|
% 60.51/25.66  																															+-Applying beta-rule and splitting (64), into two cases.
% 60.51/25.66  																															|-Branch one:
% 60.51/25.66  																															| (437) all_0_41_41 = e4
% 60.51/25.66  																															|
% 60.51/25.66  																																| Equations (437) can reduce 440 to:
% 60.51/25.66  																																| (266) $false
% 60.51/25.66  																																|
% 60.51/25.66  																																|-The branch is then unsatisfiable
% 60.51/25.66  																															|-Branch two:
% 60.51/25.66  																															| (440)  ~ (all_0_41_41 = e4)
% 60.51/25.66  																															| (441) all_0_42_42 = e4 | all_0_43_43 = e4 | all_0_44_44 = e4
% 60.51/25.66  																															|
% 60.51/25.66  																																+-Applying beta-rule and splitting (441), into two cases.
% 60.51/25.66  																																|-Branch one:
% 60.51/25.66  																																| (1392) all_0_42_42 = e4
% 60.51/25.66  																																|
% 60.51/25.66  																																	| Combining equations (1392,516) yields a new equation:
% 60.51/25.66  																																	| (424) e4 = e3
% 60.51/25.66  																																	|
% 60.51/25.66  																																	| Simplifying 424 yields:
% 60.51/25.66  																																	| (425) e4 = e3
% 60.51/25.66  																																	|
% 60.51/25.66  																																	| Equations (425) can reduce 188 to:
% 60.51/25.66  																																	| (266) $false
% 60.51/25.66  																																	|
% 60.51/25.66  																																	|-The branch is then unsatisfiable
% 60.51/25.66  																																|-Branch two:
% 60.51/25.66  																																| (1890)  ~ (all_0_42_42 = e4)
% 60.51/25.66  																																| (1891) all_0_43_43 = e4 | all_0_44_44 = e4
% 60.51/25.66  																																|
% 60.51/25.66  																																	+-Applying beta-rule and splitting (135), into two cases.
% 60.51/25.66  																																	|-Branch one:
% 60.51/25.66  																																	| (545) all_0_46_46 = e1
% 60.51/25.66  																																	|
% 60.51/25.66  																																		| Combining equations (1794,545) yields a new equation:
% 60.51/25.66  																																		| (616) e2 = e1
% 60.51/25.66  																																		|
% 60.51/25.66  																																		| Simplifying 616 yields:
% 60.51/25.66  																																		| (617) e2 = e1
% 60.51/25.66  																																		|
% 60.51/25.66  																																		| Equations (617) can reduce 122 to:
% 60.51/25.66  																																		| (266) $false
% 60.51/25.66  																																		|
% 60.51/25.66  																																		|-The branch is then unsatisfiable
% 60.51/25.66  																																	|-Branch two:
% 60.51/25.66  																																	| (549)  ~ (all_0_46_46 = e1)
% 60.51/25.66  																																	| (550) all_0_47_47 = e1 | all_0_48_48 = e1 | all_0_49_49 = e1
% 60.51/25.66  																																	|
% 60.51/25.66  																																		| Equations (1794) can reduce 549 to:
% 60.51/25.66  																																		| (122)  ~ (e2 = e1)
% 60.51/25.66  																																		|
% 60.51/25.66  																																		+-Applying beta-rule and splitting (164), into two cases.
% 60.51/25.66  																																		|-Branch one:
% 60.51/25.66  																																		| (471) all_0_39_39 = e4
% 60.51/25.66  																																		|
% 60.51/25.66  																																			| Combining equations (471,480) yields a new equation:
% 60.51/25.66  																																			| (481) e4 = e0
% 60.51/25.66  																																			|
% 60.51/25.66  																																			| Simplifying 481 yields:
% 60.51/25.66  																																			| (397) e4 = e0
% 60.51/25.66  																																			|
% 60.51/25.66  																																			| Equations (397) can reduce 49 to:
% 60.51/25.66  																																			| (266) $false
% 60.51/25.66  																																			|
% 60.51/25.66  																																			|-The branch is then unsatisfiable
% 60.51/25.66  																																		|-Branch two:
% 60.51/25.66  																																		| (1377)  ~ (all_0_39_39 = e4)
% 60.51/25.66  																																		| (2115) all_0_42_42 = e4 | all_0_47_47 = e4 | all_0_51_51 = e4 | all_0_56_56 = e4
% 60.51/25.66  																																		|
% 60.51/25.66  																																			+-Applying beta-rule and splitting (27), into two cases.
% 60.51/25.66  																																			|-Branch one:
% 60.51/25.66  																																			| (437) all_0_41_41 = e4
% 60.51/25.66  																																			|
% 60.51/25.66  																																				| Equations (437) can reduce 440 to:
% 60.51/25.66  																																				| (266) $false
% 60.51/25.66  																																				|
% 60.51/25.66  																																				|-The branch is then unsatisfiable
% 60.51/25.66  																																			|-Branch two:
% 60.51/25.66  																																			| (440)  ~ (all_0_41_41 = e4)
% 60.51/25.66  																																			| (4049) all_0_41_41 = e3 | all_0_41_41 = e1 | all_0_41_41 = e0
% 60.51/25.66  																																			|
% 60.51/25.66  																																				+-Applying beta-rule and splitting (1891), into two cases.
% 60.51/25.66  																																				|-Branch one:
% 60.51/25.66  																																				| (396) all_0_43_43 = e4
% 60.51/25.66  																																				|
% 60.51/25.66  																																					| Combining equations (430,396) yields a new equation:
% 60.51/25.66  																																					| (630) e4 = e1
% 60.51/25.66  																																					|
% 60.51/25.66  																																					| Equations (630) can reduce 110 to:
% 60.51/25.66  																																					| (266) $false
% 60.51/25.66  																																					|
% 60.51/25.66  																																					|-The branch is then unsatisfiable
% 60.51/25.66  																																				|-Branch two:
% 60.51/25.66  																																				| (399)  ~ (all_0_43_43 = e4)
% 60.51/25.66  																																				| (446) all_0_44_44 = e4
% 60.51/25.66  																																				|
% 60.51/25.66  																																					| Equations (446) can reduce 407 to:
% 60.51/25.66  																																					| (188)  ~ (e4 = e3)
% 60.51/25.67  																																					|
% 60.51/25.67  																																					| Equations (446) can reduce 147 to:
% 60.51/25.67  																																					| (48)  ~ (e4 = e2)
% 60.51/25.67  																																					|
% 60.51/25.67  																																					+-Applying beta-rule and splitting (171), into two cases.
% 60.51/25.67  																																					|-Branch one:
% 60.51/25.67  																																					| (265) all_0_54_54 = e4
% 60.51/25.67  																																					|
% 60.51/25.67  																																						| Combining equations (268,265) yields a new equation:
% 60.51/25.67  																																						| (425) e4 = e3
% 60.51/25.67  																																						|
% 60.51/25.67  																																						| Equations (425) can reduce 188 to:
% 60.51/25.67  																																						| (266) $false
% 60.51/25.67  																																						|
% 60.51/25.67  																																						|-The branch is then unsatisfiable
% 60.51/25.67  																																					|-Branch two:
% 60.51/25.67  																																					| (258)  ~ (all_0_54_54 = e4)
% 60.51/25.67  																																					| (575) all_0_55_55 = e4 | all_0_56_56 = e4 | all_0_57_57 = e4 | all_0_58_58 = e4
% 60.51/25.67  																																					|
% 60.51/25.67  																																						| Equations (268) can reduce 258 to:
% 60.51/25.67  																																						| (277)  ~ (e4 = e3)
% 60.51/25.67  																																						|
% 60.51/25.67  																																						| Simplifying 277 yields:
% 60.51/25.67  																																						| (188)  ~ (e4 = e3)
% 60.51/25.67  																																						|
% 60.51/25.67  																																						+-Applying beta-rule and splitting (165), into two cases.
% 60.51/25.67  																																						|-Branch one:
% 60.51/25.67  																																						| (794) all_0_41_41 = e0
% 60.51/25.67  																																						|
% 60.51/25.67  																																							| Equations (794) can reduce 191 to:
% 60.51/25.67  																																							| (4444)  ~ (all_0_55_55 = e0)
% 60.51/25.67  																																							|
% 60.51/25.67  																																							| Simplifying 4444 yields:
% 60.51/25.67  																																							| (803)  ~ (all_0_55_55 = e0)
% 60.51/25.67  																																							|
% 60.51/25.67  																																							| Equations (794) can reduce 85 to:
% 60.51/25.67  																																							| (365)  ~ (e2 = e0)
% 60.51/25.67  																																							|
% 60.51/25.67  																																							| Simplifying 365 yields:
% 60.51/25.67  																																							| (128)  ~ (e2 = e0)
% 60.51/25.67  																																							|
% 60.51/25.67  																																							| From (794) and (219) follows:
% 60.51/25.67  																																							| (5573) op(e3, e3) = e0
% 60.51/25.67  																																							|
% 60.51/25.67  																																							+-Applying beta-rule and splitting (125), into two cases.
% 60.51/25.67  																																							|-Branch one:
% 60.51/25.67  																																							| (858) all_0_55_55 = e0
% 60.51/25.67  																																							|
% 60.51/25.67  																																								| Equations (858) can reduce 803 to:
% 60.51/25.67  																																								| (266) $false
% 60.51/25.67  																																								|
% 60.51/25.67  																																								|-The branch is then unsatisfiable
% 60.51/25.67  																																							|-Branch two:
% 60.51/25.67  																																							| (803)  ~ (all_0_55_55 = e0)
% 60.51/25.67  																																							| (863) all_0_56_56 = e0 | all_0_57_57 = e0 | all_0_58_58 = e0
% 60.51/25.67  																																							|
% 60.51/25.67  																																								+-Applying beta-rule and splitting (75), into two cases.
% 60.51/25.67  																																								|-Branch one:
% 60.51/25.67  																																								| (485) all_0_40_40 = e0
% 60.51/25.67  																																								|
% 60.51/25.67  																																									| Combining equations (313,485) yields a new equation:
% 60.51/25.67  																																									| (391) e2 = e0
% 60.51/25.67  																																									|
% 60.51/25.67  																																									| Simplifying 391 yields:
% 60.51/25.67  																																									| (330) e2 = e0
% 60.51/25.67  																																									|
% 60.51/25.67  																																									| Equations (330) can reduce 128 to:
% 60.51/25.67  																																									| (266) $false
% 60.51/25.67  																																									|
% 60.51/25.67  																																									|-The branch is then unsatisfiable
% 60.51/25.67  																																								|-Branch two:
% 60.51/25.67  																																								| (1401)  ~ (all_0_40_40 = e0)
% 60.51/25.67  																																								| (1748) all_0_44_44 = e0 | all_0_49_49 = e0 | all_0_58_58 = e0
% 60.51/25.67  																																								|
% 60.51/25.67  																																									| Equations (313) can reduce 1401 to:
% 60.51/25.67  																																									| (128)  ~ (e2 = e0)
% 60.51/25.67  																																									|
% 60.51/25.67  																																									+-Applying beta-rule and splitting (863), into two cases.
% 60.51/25.67  																																									|-Branch one:
% 60.51/25.67  																																									| (679) all_0_56_56 = e0
% 60.51/25.67  																																									|
% 60.51/25.67  																																										| Equations (679) can reduce 828 to:
% 60.51/25.67  																																										| (266) $false
% 60.51/25.67  																																										|
% 60.51/25.67  																																										|-The branch is then unsatisfiable
% 60.51/25.67  																																									|-Branch two:
% 60.51/25.67  																																									| (828)  ~ (all_0_56_56 = e0)
% 60.51/25.67  																																									| (924) all_0_57_57 = e0 | all_0_58_58 = e0
% 60.51/25.67  																																									|
% 60.51/25.67  																																										+-Applying beta-rule and splitting (2115), into two cases.
% 60.51/25.67  																																										|-Branch one:
% 60.51/25.67  																																										| (1392) all_0_42_42 = e4
% 60.51/25.67  																																										|
% 60.51/25.67  																																											| Combining equations (516,1392) yields a new equation:
% 60.51/25.67  																																											| (425) e4 = e3
% 60.51/25.67  																																											|
% 60.51/25.67  																																											| Equations (425) can reduce 188 to:
% 60.51/25.67  																																											| (266) $false
% 60.51/25.67  																																											|
% 60.51/25.67  																																											|-The branch is then unsatisfiable
% 60.51/25.67  																																										|-Branch two:
% 60.51/25.67  																																										| (1890)  ~ (all_0_42_42 = e4)
% 60.51/25.67  																																										| (2246) all_0_47_47 = e4 | all_0_51_51 = e4 | all_0_56_56 = e4
% 60.51/25.67  																																										|
% 60.51/25.67  																																											+-Applying beta-rule and splitting (924), into two cases.
% 60.51/25.67  																																											|-Branch one:
% 60.51/25.67  																																											| (875) all_0_57_57 = e0
% 60.51/25.67  																																											|
% 60.51/25.67  																																												| Combining equations (875,442) yields a new equation:
% 60.51/25.67  																																												| (330) e2 = e0
% 60.51/25.67  																																												|
% 60.51/25.67  																																												| Equations (330) can reduce 128 to:
% 60.51/25.67  																																												| (266) $false
% 60.51/25.67  																																												|
% 60.51/25.67  																																												|-The branch is then unsatisfiable
% 60.51/25.67  																																											|-Branch two:
% 60.51/25.67  																																											| (364)  ~ (all_0_57_57 = e0)
% 60.51/25.67  																																											| (914) all_0_58_58 = e0
% 60.51/25.67  																																											|
% 60.51/25.67  																																												| Equations (914) can reduce 3 to:
% 60.51/25.67  																																												| (803)  ~ (all_0_55_55 = e0)
% 60.51/25.67  																																												|
% 60.51/25.67  																																												| Equations (914) can reduce 880 to:
% 60.51/25.67  																																												| (435)  ~ (e1 = e0)
% 60.51/25.67  																																												|
% 60.51/25.67  																																												| Simplifying 435 yields:
% 60.51/25.67  																																												| (233)  ~ (e1 = e0)
% 60.51/25.67  																																												|
% 60.51/25.67  																																												+-Applying beta-rule and splitting (18), into two cases.
% 60.51/25.67  																																												|-Branch one:
% 60.51/25.67  																																												| (453) all_0_41_41 = e1
% 60.51/25.67  																																												|
% 60.51/25.67  																																													| Combining equations (453,794) yields a new equation:
% 60.51/25.67  																																													| (546) e1 = e0
% 60.51/25.67  																																													|
% 60.51/25.67  																																													| Simplifying 546 yields:
% 60.51/25.67  																																													| (431) e1 = e0
% 60.51/25.67  																																													|
% 60.51/25.67  																																													| Equations (431) can reduce 233 to:
% 60.51/25.67  																																													| (266) $false
% 60.51/25.67  																																													|
% 60.51/25.67  																																													|-The branch is then unsatisfiable
% 60.51/25.67  																																												|-Branch two:
% 60.51/25.67  																																												| (457)  ~ (all_0_41_41 = e1)
% 60.51/25.67  																																												| (595) all_0_46_46 = e1 | all_0_50_50 = e1 | all_0_55_55 = e1
% 60.51/25.67  																																												|
% 60.51/25.67  																																													+-Applying beta-rule and splitting (2246), into two cases.
% 60.51/25.67  																																													|-Branch one:
% 60.51/25.67  																																													| (1790) all_0_47_47 = e4
% 60.51/25.67  																																													|
% 60.51/25.67  																																														| Equations (1790) can reduce 252 to:
% 60.51/25.67  																																														| (266) $false
% 60.51/25.67  																																														|
% 60.51/25.67  																																														|-The branch is then unsatisfiable
% 60.51/25.67  																																													|-Branch two:
% 60.51/25.67  																																													| (252)  ~ (all_0_47_47 = e4)
% 60.51/25.67  																																													| (6548) all_0_51_51 = e4 | all_0_56_56 = e4
% 60.51/25.67  																																													|
% 60.51/25.67  																																														+-Applying beta-rule and splitting (105), into two cases.
% 60.51/25.67  																																														|-Branch one:
% 60.51/25.67  																																														| (1105) all_0_47_47 = e2
% 60.51/25.67  																																														|
% 60.51/25.67  																																															| Equations (1105) can reduce 338 to:
% 60.51/25.67  																																															| (266) $false
% 60.51/25.67  																																															|
% 60.51/25.67  																																															|-The branch is then unsatisfiable
% 60.51/25.67  																																														|-Branch two:
% 60.51/25.67  																																														| (338)  ~ (all_0_47_47 = e2)
% 60.51/25.67  																																														| (1789) all_0_47_47 = e4 | all_0_47_47 = e3 | all_0_47_47 = e1 | all_0_47_47 = e0
% 60.51/25.67  																																														|
% 60.51/25.67  																																															+-Applying beta-rule and splitting (6548), into two cases.
% 60.51/25.67  																																															|-Branch one:
% 60.51/25.67  																																															| (1101) all_0_51_51 = e4
% 60.51/25.67  																																															|
% 60.51/25.67  																																																| Combining equations (504,1101) yields a new equation:
% 60.51/25.67  																																																| (323) e4 = e2
% 60.51/25.67  																																																|
% 60.51/25.67  																																																| Equations (323) can reduce 48 to:
% 60.51/25.67  																																																| (266) $false
% 60.51/25.67  																																																|
% 60.51/25.67  																																																|-The branch is then unsatisfiable
% 60.51/25.67  																																															|-Branch two:
% 60.51/25.67  																																															| (475)  ~ (all_0_51_51 = e4)
% 60.51/25.67  																																															| (842) all_0_56_56 = e4
% 60.51/25.67  																																															|
% 60.51/25.67  																																																| From (842) and (111) follows:
% 60.51/25.67  																																																| (2154) op(e0, e2) = e4
% 60.51/25.67  																																																|
% 60.51/25.67  																																																+-Applying beta-rule and splitting (216), into two cases.
% 60.51/25.67  																																																|-Branch one:
% 60.51/25.67  																																																| (629) all_0_55_55 = e1
% 60.51/25.67  																																																|
% 60.51/25.67  																																																	| Equations (629) can reduce 270 to:
% 60.51/25.67  																																																	| (467)  ~ (e3 = e1)
% 60.51/25.67  																																																	|
% 60.51/25.67  																																																	| Simplifying 467 yields:
% 60.51/25.67  																																																	| (213)  ~ (e3 = e1)
% 60.51/25.67  																																																	|
% 60.51/25.67  																																																	| Equations (629) can reduce 803 to:
% 60.51/25.67  																																																	| (233)  ~ (e1 = e0)
% 60.51/25.67  																																																	|
% 60.51/25.67  																																																	| From (629) and (74) follows:
% 60.51/25.67  																																																	| (6587) op(e0, e3) = e1
% 60.51/25.67  																																																	|
% 60.51/25.67  																																																	+-Applying beta-rule and splitting (131), into two cases.
% 60.51/25.67  																																																	|-Branch one:
% 60.51/25.67  																																																	| (459) all_0_42_42 = e1
% 60.51/25.67  																																																	|
% 60.51/25.67  																																																		| Combining equations (459,516) yields a new equation:
% 60.51/25.67  																																																		| (455) e3 = e1
% 60.51/25.67  																																																		|
% 60.51/25.67  																																																		| Equations (455) can reduce 213 to:
% 60.51/25.67  																																																		| (266) $false
% 60.51/25.67  																																																		|
% 60.51/25.67  																																																		|-The branch is then unsatisfiable
% 60.51/25.67  																																																	|-Branch two:
% 60.51/25.67  																																																	| (1380)  ~ (all_0_42_42 = e1)
% 60.51/25.67  																																																	| (3259) all_0_47_47 = e1 | all_0_51_51 = e1 | all_0_56_56 = e1
% 60.51/25.67  																																																	|
% 60.51/25.67  																																																		| Equations (516) can reduce 1380 to:
% 60.51/25.67  																																																		| (213)  ~ (e3 = e1)
% 60.51/25.67  																																																		|
% 60.51/25.67  																																																		+-Applying beta-rule and splitting (550), into two cases.
% 60.51/25.67  																																																		|-Branch one:
% 60.51/25.67  																																																		| (654) all_0_47_47 = e1
% 60.51/25.67  																																																		|
% 60.51/25.67  																																																			| Equations (654) can reduce 338 to:
% 60.51/25.67  																																																			| (604)  ~ (e2 = e1)
% 60.51/25.67  																																																			|
% 60.51/25.67  																																																			| Simplifying 604 yields:
% 60.51/25.67  																																																			| (122)  ~ (e2 = e1)
% 60.51/25.67  																																																			|
% 60.51/25.67  																																																			| Equations (654) can reduce 678 to:
% 60.51/25.67  																																																			| (233)  ~ (e1 = e0)
% 60.51/25.67  																																																			|
% 60.51/25.67  																																																			+-Applying beta-rule and splitting (56), into two cases.
% 60.51/25.67  																																																			|-Branch one:
% 60.51/25.67  																																																			| (696) unit = e2
% 60.51/25.67  																																																			|
% 60.51/25.67  																																																				| From (696) and (24) follows:
% 60.51/25.67  																																																				| (697) op(e2, e3) = e3
% 60.51/25.67  																																																				|
% 60.51/25.67  																																																				| From (696) and (209) follows:
% 60.51/25.67  																																																				| (7585) op(e2, e0) = e0
% 60.51/25.67  																																																				|
% 60.51/25.67  																																																				| From (696) and (28) follows:
% 60.51/25.67  																																																				| (699) op(e1, e2) = e1
% 60.51/25.67  																																																				|
% 60.51/25.67  																																																				| Instantiating formula (29) with e2, e3, e3, e2 and discharging atoms op(e2, e3) = e3, op(e2, e3) = e2, yields:
% 60.51/25.67  																																																				| (662) e3 = e2
% 60.51/25.67  																																																				|
% 60.51/25.67  																																																				| Instantiating formula (29) with e2, e0, e0, e3 and discharging atoms op(e2, e0) = e3, op(e2, e0) = e0, yields:
% 60.51/25.67  																																																				| (676) e3 = e0
% 60.51/25.67  																																																				|
% 60.51/25.67  																																																				| Instantiating formula (29) with e1, e2, e1, e2 and discharging atoms op(e1, e2) = e2, op(e1, e2) = e1, yields:
% 60.51/25.67  																																																				| (617) e2 = e1
% 60.51/25.67  																																																				|
% 60.51/25.67  																																																				| Combining equations (662,676) yields a new equation:
% 60.51/25.67  																																																				| (391) e2 = e0
% 60.51/25.67  																																																				|
% 60.51/25.67  																																																				| Simplifying 391 yields:
% 60.51/25.67  																																																				| (330) e2 = e0
% 60.51/25.67  																																																				|
% 60.51/25.67  																																																				| Combining equations (330,617) yields a new equation:
% 60.51/25.67  																																																				| (431) e1 = e0
% 60.51/25.67  																																																				|
% 60.51/25.67  																																																				| Equations (431) can reduce 233 to:
% 60.51/25.67  																																																				| (266) $false
% 60.51/25.67  																																																				|
% 60.51/25.67  																																																				|-The branch is then unsatisfiable
% 60.51/25.67  																																																			|-Branch two:
% 60.51/25.67  																																																			| (707)  ~ (unit = e2)
% 60.51/25.67  																																																			| (708) unit = e4 | unit = e3 | unit = e1 | unit = e0
% 60.51/25.67  																																																			|
% 60.51/25.67  																																																				+-Applying beta-rule and splitting (708), into two cases.
% 60.51/25.67  																																																				|-Branch one:
% 60.51/25.67  																																																				| (709) unit = e4
% 60.51/25.67  																																																				|
% 60.51/25.67  																																																					| From (709) and (24) follows:
% 60.51/25.67  																																																					| (33325) op(e4, e3) = e3
% 60.51/25.67  																																																					|
% 60.51/25.67  																																																					| From (709) and (211) follows:
% 60.51/25.67  																																																					| (22527) op(e4, e1) = e1
% 60.51/25.67  																																																					|
% 60.51/25.67  																																																					| From (709) and (209) follows:
% 60.51/25.67  																																																					| (3072) op(e4, e0) = e0
% 60.51/25.67  																																																					|
% 60.51/25.67  																																																					| From (709) and (32) follows:
% 60.51/25.67  																																																					| (712) op(e2, e4) = e2
% 60.51/25.67  																																																					|
% 60.51/25.67  																																																					| Instantiating formula (29) with e4, e3, e3, e4 and discharging atoms op(e4, e3) = e4, op(e4, e3) = e3, yields:
% 60.51/25.67  																																																					| (425) e4 = e3
% 60.51/25.67  																																																					|
% 60.51/25.67  																																																					| Instantiating formula (29) with e4, e1, e1, e3 and discharging atoms op(e4, e1) = e3, op(e4, e1) = e1, yields:
% 60.51/25.67  																																																					| (455) e3 = e1
% 60.51/25.67  																																																					|
% 60.51/25.67  																																																					| Instantiating formula (29) with e4, e0, e0, e2 and discharging atoms op(e4, e0) = e2, op(e4, e0) = e0, yields:
% 60.51/25.67  																																																					| (330) e2 = e0
% 60.51/25.67  																																																					|
% 60.51/25.67  																																																					| Instantiating formula (29) with e2, e4, e2, e4 and discharging atoms op(e2, e4) = e4, op(e2, e4) = e2, yields:
% 60.51/25.67  																																																					| (323) e4 = e2
% 60.51/25.67  																																																					|
% 60.51/25.67  																																																					| Combining equations (425,323) yields a new equation:
% 60.51/25.67  																																																					| (661) e3 = e2
% 60.51/25.67  																																																					|
% 60.51/25.67  																																																					| Simplifying 661 yields:
% 60.51/25.67  																																																					| (662) e3 = e2
% 60.51/25.67  																																																					|
% 60.51/25.67  																																																					| Combining equations (662,455) yields a new equation:
% 60.51/25.67  																																																					| (616) e2 = e1
% 60.51/25.67  																																																					|
% 60.51/25.67  																																																					| Simplifying 616 yields:
% 60.51/25.67  																																																					| (617) e2 = e1
% 60.51/25.67  																																																					|
% 60.51/25.67  																																																					| Combining equations (330,617) yields a new equation:
% 60.51/25.67  																																																					| (431) e1 = e0
% 60.51/25.67  																																																					|
% 60.51/25.67  																																																					| Equations (431) can reduce 233 to:
% 60.51/25.67  																																																					| (266) $false
% 60.51/25.67  																																																					|
% 60.51/25.67  																																																					|-The branch is then unsatisfiable
% 60.51/25.67  																																																				|-Branch two:
% 60.51/25.67  																																																				| (724)  ~ (unit = e4)
% 60.51/25.67  																																																				| (725) unit = e3 | unit = e1 | unit = e0
% 60.51/25.67  																																																				|
% 60.51/25.67  																																																					+-Applying beta-rule and splitting (725), into two cases.
% 60.51/25.67  																																																					|-Branch one:
% 60.51/25.67  																																																					| (726) unit = e0
% 60.51/25.67  																																																					|
% 60.51/25.67  																																																						| From (726) and (244) follows:
% 60.51/25.67  																																																						| (2207) op(e0, e4) = e4
% 60.51/25.67  																																																						|
% 60.51/25.67  																																																						| From (726) and (24) follows:
% 60.51/25.67  																																																						| (2208) op(e0, e3) = e3
% 60.51/25.67  																																																						|
% 60.51/25.67  																																																						| From (726) and (15) follows:
% 60.51/25.67  																																																						| (1508) op(e0, e2) = e2
% 60.51/25.67  																																																						|
% 60.51/25.67  																																																						| Instantiating formula (29) with e0, e4, e4, e3 and discharging atoms op(e0, e4) = e4, op(e0, e4) = e3, yields:
% 60.51/25.67  																																																						| (425) e4 = e3
% 60.51/25.67  																																																						|
% 60.51/25.67  																																																						| Instantiating formula (29) with e0, e3, e3, e1 and discharging atoms op(e0, e3) = e3, op(e0, e3) = e1, yields:
% 60.51/25.67  																																																						| (455) e3 = e1
% 60.51/25.67  																																																						|
% 60.51/25.67  																																																						| Instantiating formula (29) with e0, e2, e2, e4 and discharging atoms op(e0, e2) = e4, op(e0, e2) = e2, yields:
% 60.51/25.67  																																																						| (323) e4 = e2
% 60.51/25.67  																																																						|
% 60.51/25.67  																																																						| Combining equations (323,425) yields a new equation:
% 60.51/25.67  																																																						| (662) e3 = e2
% 60.51/25.67  																																																						|
% 60.51/25.67  																																																						| Combining equations (662,455) yields a new equation:
% 60.51/25.67  																																																						| (616) e2 = e1
% 60.51/25.67  																																																						|
% 60.51/25.67  																																																						| Simplifying 616 yields:
% 60.51/25.67  																																																						| (617) e2 = e1
% 60.51/25.67  																																																						|
% 60.51/25.67  																																																						| Equations (617) can reduce 122 to:
% 60.51/25.67  																																																						| (266) $false
% 60.51/25.67  																																																						|
% 60.51/25.67  																																																						|-The branch is then unsatisfiable
% 60.51/25.67  																																																					|-Branch two:
% 60.51/25.67  																																																					| (734)  ~ (unit = e0)
% 60.51/25.67  																																																					| (735) unit = e3 | unit = e1
% 60.51/25.67  																																																					|
% 60.51/25.67  																																																						+-Applying beta-rule and splitting (735), into two cases.
% 60.51/25.67  																																																						|-Branch one:
% 60.51/25.67  																																																						| (736) unit = e1
% 60.51/25.67  																																																						|
% 60.51/25.67  																																																							| Equations (736) can reduce 734 to:
% 60.51/25.67  																																																							| (233)  ~ (e1 = e0)
% 60.51/25.67  																																																							|
% 60.51/25.67  																																																							| From (736) and (244) follows:
% 60.51/25.67  																																																							| (738) op(e1, e4) = e4
% 60.51/25.67  																																																							|
% 60.51/25.67  																																																							| From (736) and (227) follows:
% 60.51/25.67  																																																							| (739) op(e4, e1) = e4
% 60.51/25.67  																																																							|
% 60.51/25.67  																																																							| From (736) and (40) follows:
% 60.51/25.67  																																																							| (1652) op(e3, e1) = e3
% 60.51/25.67  																																																							|
% 60.51/25.67  																																																							| Instantiating formula (29) with e4, e1, e4, e3 and discharging atoms op(e4, e1) = e4, op(e4, e1) = e3, yields:
% 60.51/25.67  																																																							| (425) e4 = e3
% 60.51/25.67  																																																							|
% 60.51/25.67  																																																							| Instantiating formula (29) with e3, e1, e3, e1 and discharging atoms op(e3, e1) = e3, op(e3, e1) = e1, yields:
% 60.51/25.67  																																																							| (455) e3 = e1
% 60.51/25.67  																																																							|
% 60.51/25.67  																																																							| Instantiating formula (29) with e1, e4, e4, e0 and discharging atoms op(e1, e4) = e4, op(e1, e4) = e0, yields:
% 60.51/25.67  																																																							| (397) e4 = e0
% 60.51/25.67  																																																							|
% 60.51/25.67  																																																							| Combining equations (425,397) yields a new equation:
% 60.51/25.67  																																																							| (675) e3 = e0
% 60.51/25.67  																																																							|
% 60.51/25.67  																																																							| Simplifying 675 yields:
% 60.51/25.67  																																																							| (676) e3 = e0
% 60.51/25.67  																																																							|
% 60.51/25.67  																																																							| Combining equations (676,455) yields a new equation:
% 60.51/25.67  																																																							| (431) e1 = e0
% 60.51/25.67  																																																							|
% 60.51/25.67  																																																							| Equations (431) can reduce 233 to:
% 60.51/25.67  																																																							| (266) $false
% 60.51/25.67  																																																							|
% 60.51/25.67  																																																							|-The branch is then unsatisfiable
% 60.51/25.67  																																																						|-Branch two:
% 60.51/25.67  																																																						| (748)  ~ (unit = e1)
% 60.51/25.67  																																																						| (749) unit = e3
% 60.51/25.67  																																																						|
% 60.51/25.67  																																																							| From (749) and (40) follows:
% 60.51/25.67  																																																							| (3715) op(e3, e3) = e3
% 60.51/25.67  																																																							|
% 60.51/25.67  																																																							| From (749) and (28) follows:
% 60.51/25.67  																																																							| (2235) op(e1, e3) = e1
% 60.51/25.67  																																																							|
% 60.51/25.67  																																																							| Instantiating formula (29) with e3, e3, e3, e0 and discharging atoms op(e3, e3) = e3, op(e3, e3) = e0, yields:
% 60.51/25.67  																																																							| (676) e3 = e0
% 60.51/25.67  																																																							|
% 60.51/25.67  																																																							| Instantiating formula (29) with e1, e3, e1, e3 and discharging atoms op(e1, e3) = e3, op(e1, e3) = e1, yields:
% 60.51/25.67  																																																							| (455) e3 = e1
% 60.51/25.67  																																																							|
% 60.51/25.67  																																																							| Combining equations (455,676) yields a new equation:
% 60.51/25.67  																																																							| (546) e1 = e0
% 60.51/25.67  																																																							|
% 60.51/25.67  																																																							| Simplifying 546 yields:
% 60.51/25.67  																																																							| (431) e1 = e0
% 60.51/25.67  																																																							|
% 60.51/25.67  																																																							| Equations (431) can reduce 233 to:
% 60.51/25.67  																																																							| (266) $false
% 60.51/25.67  																																																							|
% 60.51/25.67  																																																							|-The branch is then unsatisfiable
% 60.51/25.67  																																																		|-Branch two:
% 60.51/25.67  																																																		| (462)  ~ (all_0_47_47 = e1)
% 60.51/25.67  																																																		| (659) all_0_48_48 = e1 | all_0_49_49 = e1
% 60.51/25.67  																																																		|
% 60.51/25.67  																																																			+-Applying beta-rule and splitting (659), into two cases.
% 60.51/25.67  																																																			|-Branch one:
% 60.51/25.67  																																																			| (615) all_0_48_48 = e1
% 60.51/25.67  																																																			|
% 60.51/25.67  																																																				| Combining equations (1279,615) yields a new equation:
% 60.51/25.67  																																																				| (431) e1 = e0
% 60.51/25.67  																																																				|
% 60.51/25.67  																																																				| Equations (431) can reduce 233 to:
% 60.51/25.67  																																																				| (266) $false
% 60.51/25.67  																																																				|
% 60.51/25.67  																																																				|-The branch is then unsatisfiable
% 60.51/25.67  																																																			|-Branch two:
% 60.51/25.67  																																																			| (619)  ~ (all_0_48_48 = e1)
% 60.51/25.67  																																																			| (671) all_0_49_49 = e1
% 60.51/25.67  																																																			|
% 60.51/25.67  																																																				| Combining equations (884,671) yields a new equation:
% 60.51/25.67  																																																				| (454) e3 = e1
% 60.51/25.67  																																																				|
% 60.51/25.67  																																																				| Simplifying 454 yields:
% 60.51/25.67  																																																				| (455) e3 = e1
% 60.51/25.67  																																																				|
% 60.51/25.67  																																																				| Equations (455) can reduce 213 to:
% 60.51/25.67  																																																				| (266) $false
% 60.51/25.67  																																																				|
% 60.51/25.67  																																																				|-The branch is then unsatisfiable
% 60.51/25.67  																																																|-Branch two:
% 60.51/25.67  																																																| (632)  ~ (all_0_55_55 = e1)
% 60.51/25.67  																																																| (633) all_0_56_56 = e1 | all_0_57_57 = e1 | all_0_58_58 = e1
% 60.51/25.67  																																																|
% 60.51/25.67  																																																	+-Applying beta-rule and splitting (131), into two cases.
% 60.51/25.67  																																																	|-Branch one:
% 60.51/25.67  																																																	| (459) all_0_42_42 = e1
% 60.51/25.67  																																																	|
% 60.51/25.67  																																																		| Combining equations (459,516) yields a new equation:
% 60.51/25.67  																																																		| (455) e3 = e1
% 60.51/25.67  																																																		|
% 60.51/25.67  																																																		| Equations (455) can reduce 213 to:
% 60.51/25.67  																																																		| (266) $false
% 60.51/25.67  																																																		|
% 60.51/25.67  																																																		|-The branch is then unsatisfiable
% 60.51/25.67  																																																	|-Branch two:
% 60.51/25.67  																																																	| (1380)  ~ (all_0_42_42 = e1)
% 60.51/25.67  																																																	| (3259) all_0_47_47 = e1 | all_0_51_51 = e1 | all_0_56_56 = e1
% 60.51/25.67  																																																	|
% 60.51/25.67  																																																		| Equations (516) can reduce 1380 to:
% 60.51/25.67  																																																		| (213)  ~ (e3 = e1)
% 60.51/25.68  																																																		|
% 60.51/25.68  																																																		+-Applying beta-rule and splitting (595), into two cases.
% 60.51/25.68  																																																		|-Branch one:
% 60.51/25.68  																																																		| (545) all_0_46_46 = e1
% 60.51/25.68  																																																		|
% 60.51/25.68  																																																			| Combining equations (545,1794) yields a new equation:
% 60.51/25.68  																																																			| (617) e2 = e1
% 60.51/25.68  																																																			|
% 60.51/25.68  																																																			| Equations (617) can reduce 122 to:
% 60.51/25.68  																																																			| (266) $false
% 60.51/25.68  																																																			|
% 60.51/25.68  																																																			|-The branch is then unsatisfiable
% 60.51/25.68  																																																		|-Branch two:
% 60.51/25.68  																																																		| (549)  ~ (all_0_46_46 = e1)
% 60.51/25.68  																																																		| (600) all_0_50_50 = e1 | all_0_55_55 = e1
% 60.51/25.68  																																																		|
% 60.51/25.68  																																																			+-Applying beta-rule and splitting (600), into two cases.
% 60.51/25.68  																																																			|-Branch one:
% 60.51/25.68  																																																			| (601) all_0_50_50 = e1
% 60.51/25.68  																																																			|
% 60.51/25.68  																																																				| Combining equations (415,601) yields a new equation:
% 60.51/25.68  																																																				| (454) e3 = e1
% 60.51/25.68  																																																				|
% 60.51/25.68  																																																				| Simplifying 454 yields:
% 60.51/25.68  																																																				| (455) e3 = e1
% 60.51/25.68  																																																				|
% 60.51/25.68  																																																				| Equations (455) can reduce 213 to:
% 60.51/25.68  																																																				| (266) $false
% 60.51/25.68  																																																				|
% 60.51/25.68  																																																				|-The branch is then unsatisfiable
% 60.51/25.68  																																																			|-Branch two:
% 60.51/25.68  																																																			| (759)  ~ (all_0_50_50 = e1)
% 60.51/25.68  																																																			| (629) all_0_55_55 = e1
% 60.51/25.68  																																																			|
% 60.51/25.68  																																																				| Equations (629) can reduce 632 to:
% 60.51/25.68  																																																				| (266) $false
% 60.51/25.68  																																																				|
% 60.51/25.68  																																																				|-The branch is then unsatisfiable
% 60.51/25.68  																																						|-Branch two:
% 60.51/25.68  																																						| (357)  ~ (all_0_41_41 = e0)
% 60.51/25.68  																																						| (6761) all_0_42_42 = e0 | all_0_43_43 = e0 | all_0_44_44 = e0
% 60.51/25.68  																																						|
% 60.51/25.68  																																							+-Applying beta-rule and splitting (4049), into two cases.
% 60.51/25.68  																																							|-Branch one:
% 60.51/25.68  																																							| (794) all_0_41_41 = e0
% 60.51/25.68  																																							|
% 60.51/25.68  																																								| Equations (794) can reduce 357 to:
% 60.51/25.68  																																								| (266) $false
% 60.51/25.68  																																								|
% 60.51/25.68  																																								|-The branch is then unsatisfiable
% 60.51/25.68  																																							|-Branch two:
% 60.51/25.68  																																							| (357)  ~ (all_0_41_41 = e0)
% 60.51/25.68  																																							| (4053) all_0_41_41 = e3 | all_0_41_41 = e1
% 60.51/25.68  																																							|
% 60.51/25.68  																																								+-Applying beta-rule and splitting (4053), into two cases.
% 60.51/25.68  																																								|-Branch one:
% 60.51/25.68  																																								| (453) all_0_41_41 = e1
% 60.51/25.68  																																								|
% 60.51/25.68  																																									| Equations (453) can reduce 457 to:
% 60.51/25.68  																																									| (266) $false
% 60.51/25.68  																																									|
% 60.51/25.68  																																									|-The branch is then unsatisfiable
% 60.51/25.68  																																								|-Branch two:
% 60.51/25.68  																																								| (457)  ~ (all_0_41_41 = e1)
% 60.51/25.68  																																								| (403) all_0_41_41 = e3
% 60.51/25.68  																																								|
% 60.51/25.68  																																									| Equations (403) can reduce 1898 to:
% 60.51/25.68  																																									| (266) $false
% 60.51/25.68  																																									|
% 60.51/25.68  																																									|-The branch is then unsatisfiable
% 60.51/25.68  																														|-Branch two:
% 60.51/25.68  																														| (405)  ~ (all_0_42_42 = e3)
% 60.51/25.68  																														| (521) all_0_47_47 = e3 | all_0_51_51 = e3 | all_0_56_56 = e3
% 60.51/25.68  																														|
% 60.51/25.68  																															+-Applying beta-rule and splitting (1899), into two cases.
% 60.51/25.68  																															|-Branch one:
% 60.51/25.68  																															| (516) all_0_42_42 = e3
% 60.51/25.68  																															|
% 60.51/25.68  																																| Equations (516) can reduce 405 to:
% 60.51/25.68  																																| (266) $false
% 60.51/25.68  																																|
% 60.51/25.68  																																|-The branch is then unsatisfiable
% 60.51/25.68  																															|-Branch two:
% 60.51/25.68  																															| (405)  ~ (all_0_42_42 = e3)
% 60.51/25.68  																															| (532) all_0_44_44 = e3
% 60.51/25.68  																															|
% 60.51/25.68  																																| Equations (532) can reduce 407 to:
% 60.51/25.68  																																| (266) $false
% 60.51/25.68  																																|
% 60.51/25.68  																																|-The branch is then unsatisfiable
% 60.51/25.68  																							|-Branch two:
% 60.51/25.68  																							| (1283)  ~ (all_0_48_48 = e0)
% 60.51/25.68  																							| (875) all_0_57_57 = e0
% 60.51/25.68  																							|
% 60.51/25.68  																								| Combining equations (442,875) yields a new equation:
% 60.51/25.68  																								| (391) e2 = e0
% 60.51/25.68  																								|
% 60.51/25.68  																								| Simplifying 391 yields:
% 60.51/25.68  																								| (330) e2 = e0
% 60.51/25.68  																								|
% 60.51/25.68  																								| Equations (330) can reduce 128 to:
% 60.51/25.68  																								| (266) $false
% 60.51/25.68  																								|
% 60.51/25.68  																								|-The branch is then unsatisfiable
% 60.51/25.68  																				|-Branch two:
% 60.51/25.68  																				| (1459)  ~ (all_0_53_53 = e1)
% 60.51/25.68  																				| (665) all_0_53_53 = e3
% 60.51/25.68  																				|
% 60.51/25.68  																					| Equations (665) can reduce 903 to:
% 60.51/25.68  																					| (266) $false
% 60.51/25.68  																					|
% 60.51/25.68  																					|-The branch is then unsatisfiable
% 60.51/25.68  																	|-Branch two:
% 60.51/25.68  																	| (411)  ~ (all_0_50_50 = e3)
% 60.51/25.68  																	| (418) all_0_51_51 = e3 | all_0_53_53 = e3
% 60.51/25.68  																	|
% 60.51/25.68  																		+-Applying beta-rule and splitting (144), into two cases.
% 60.51/25.68  																		|-Branch one:
% 60.51/25.68  																		| (403) all_0_41_41 = e3
% 60.51/25.68  																		|
% 60.51/25.68  																			| Equations (403) can reduce 31 to:
% 60.51/25.68  																			| (47205)  ~ (all_0_43_43 = e3)
% 60.51/25.68  																			|
% 60.51/25.68  																			| Simplifying 47205 yields:
% 60.51/25.68  																			| (99)  ~ (all_0_43_43 = e3)
% 60.51/25.68  																			|
% 60.51/25.68  																			| Equations (403) can reduce 85 to:
% 60.51/25.68  																			| (212)  ~ (e3 = e2)
% 60.51/25.68  																			|
% 60.51/25.68  																			+-Applying beta-rule and splitting (243), into two cases.
% 60.51/25.68  																			|-Branch one:
% 60.51/25.68  																			| (329) all_0_38_38 = e0
% 60.51/25.68  																			|
% 60.51/25.68  																				| Combining equations (329,321) yields a new equation:
% 60.51/25.68  																				| (397) e4 = e0
% 60.51/25.68  																				|
% 60.51/25.68  																				| Equations (397) can reduce 49 to:
% 60.51/25.68  																				| (266) $false
% 60.51/25.68  																				|
% 60.51/25.68  																				|-The branch is then unsatisfiable
% 60.51/25.68  																			|-Branch two:
% 60.51/25.68  																			| (332)  ~ (all_0_38_38 = e0)
% 60.51/25.68  																			| (395) all_0_41_41 = e0 | all_0_46_46 = e0 | all_0_55_55 = e0
% 60.51/25.68  																			|
% 60.51/25.68  																				+-Applying beta-rule and splitting (418), into two cases.
% 60.51/25.68  																				|-Branch one:
% 60.51/25.68  																				| (660) all_0_51_51 = e3
% 60.51/25.68  																				|
% 60.51/25.68  																					| Combining equations (504,660) yields a new equation:
% 60.51/25.68  																					| (662) e3 = e2
% 60.51/25.68  																					|
% 60.51/25.68  																					| Equations (662) can reduce 212 to:
% 60.51/25.68  																					| (266) $false
% 60.51/25.68  																					|
% 60.51/25.68  																					|-The branch is then unsatisfiable
% 60.51/25.68  																				|-Branch two:
% 60.51/25.68  																				| (664)  ~ (all_0_51_51 = e3)
% 60.51/25.68  																				| (665) all_0_53_53 = e3
% 60.51/25.68  																				|
% 60.51/25.68  																					| Equations (665) can reduce 220 to:
% 60.51/25.68  																					| (407)  ~ (all_0_44_44 = e3)
% 60.51/25.68  																					|
% 60.51/25.68  																					| Equations (665) can reduce 65 to:
% 60.51/25.68  																					| (525)  ~ (all_0_49_49 = e3)
% 60.51/25.68  																					|
% 60.51/25.68  																					| Equations (665) can reduce 1453 to:
% 60.51/25.68  																					| (277)  ~ (e4 = e3)
% 60.51/25.68  																					|
% 60.51/25.68  																					| Simplifying 277 yields:
% 60.51/25.68  																					| (188)  ~ (e4 = e3)
% 60.51/25.68  																					|
% 60.51/25.68  																					| Equations (665) can reduce 509 to:
% 60.51/25.68  																					| (212)  ~ (e3 = e2)
% 60.51/25.68  																					|
% 60.51/25.68  																					| Equations (665) can reduce 247 to:
% 60.51/25.68  																					| (80)  ~ (e3 = e0)
% 60.51/25.68  																					|
% 60.51/25.68  																					| From (665) and (84) follows:
% 60.51/25.68  																					| (3786) op(e1, e0) = e3
% 60.51/25.68  																					|
% 60.51/25.68  																					+-Applying beta-rule and splitting (78), into two cases.
% 60.51/25.68  																					|-Branch one:
% 60.51/25.68  																					| (423) all_0_45_45 = e3
% 60.51/25.68  																					|
% 60.51/25.68  																						| Combining equations (423,248) yields a new equation:
% 60.51/25.68  																						| (425) e4 = e3
% 60.51/25.68  																						|
% 60.51/25.68  																						| Equations (425) can reduce 188 to:
% 60.51/25.68  																						| (266) $false
% 60.51/25.68  																						|
% 60.51/25.68  																						|-The branch is then unsatisfiable
% 60.51/25.68  																					|-Branch two:
% 60.51/25.68  																					| (427)  ~ (all_0_45_45 = e3)
% 60.51/25.68  																					| (428) all_0_46_46 = e3 | all_0_47_47 = e3 | all_0_49_49 = e3
% 60.51/25.68  																					|
% 60.51/25.68  																						+-Applying beta-rule and splitting (395), into two cases.
% 60.51/25.68  																						|-Branch one:
% 60.51/25.68  																						| (794) all_0_41_41 = e0
% 60.51/25.68  																						|
% 60.51/25.68  																							| Combining equations (794,403) yields a new equation:
% 60.51/25.68  																							| (676) e3 = e0
% 60.51/25.68  																							|
% 60.51/25.68  																							| Equations (676) can reduce 80 to:
% 60.51/25.68  																							| (266) $false
% 60.51/25.68  																							|
% 60.51/25.68  																							|-The branch is then unsatisfiable
% 60.51/25.68  																						|-Branch two:
% 60.51/25.68  																						| (357)  ~ (all_0_41_41 = e0)
% 60.51/25.68  																						| (895) all_0_46_46 = e0 | all_0_55_55 = e0
% 60.51/25.68  																						|
% 60.51/25.68  																							+-Applying beta-rule and splitting (428), into two cases.
% 60.51/25.68  																							|-Branch one:
% 60.51/25.68  																							| (1557) all_0_46_46 = e3
% 60.51/25.68  																							|
% 60.51/25.68  																								| Combining equations (1794,1557) yields a new equation:
% 60.51/25.68  																								| (662) e3 = e2
% 60.51/25.68  																								|
% 60.51/25.68  																								| Equations (662) can reduce 212 to:
% 60.51/25.68  																								| (266) $false
% 60.51/25.68  																								|
% 60.51/25.68  																								|-The branch is then unsatisfiable
% 60.51/25.68  																							|-Branch two:
% 60.51/25.68  																							| (409)  ~ (all_0_46_46 = e3)
% 60.51/25.68  																							| (1561) all_0_47_47 = e3 | all_0_49_49 = e3
% 60.51/25.68  																							|
% 60.51/25.68  																								+-Applying beta-rule and splitting (895), into two cases.
% 60.51/25.68  																								|-Branch one:
% 60.51/25.68  																								| (538) all_0_46_46 = e0
% 60.51/25.68  																								|
% 60.51/25.68  																									| Combining equations (1794,538) yields a new equation:
% 60.51/25.68  																									| (391) e2 = e0
% 60.51/25.68  																									|
% 60.51/25.68  																									| Simplifying 391 yields:
% 60.51/25.68  																									| (330) e2 = e0
% 60.51/25.68  																									|
% 60.51/25.68  																									| Equations (330) can reduce 128 to:
% 60.51/25.68  																									| (266) $false
% 60.51/25.68  																									|
% 60.51/25.68  																									|-The branch is then unsatisfiable
% 60.51/25.68  																								|-Branch two:
% 60.51/25.68  																								| (831)  ~ (all_0_46_46 = e0)
% 60.51/25.68  																								| (858) all_0_55_55 = e0
% 60.51/25.68  																								|
% 60.51/25.68  																									| Equations (858) can reduce 93 to:
% 60.51/25.68  																									| (121)  ~ (all_0_50_50 = e0)
% 60.51/25.68  																									|
% 60.51/25.68  																									| Equations (858) can reduce 153 to:
% 60.51/25.68  																									| (1181)  ~ (all_0_56_56 = e0)
% 60.51/25.68  																									|
% 60.51/25.68  																									| Simplifying 1181 yields:
% 60.51/25.68  																									| (828)  ~ (all_0_56_56 = e0)
% 60.51/25.68  																									|
% 60.51/25.68  																									+-Applying beta-rule and splitting (1561), into two cases.
% 60.51/25.68  																									|-Branch one:
% 60.51/25.68  																									| (522) all_0_47_47 = e3
% 60.51/25.68  																									|
% 60.51/25.68  																										| Equations (522) can reduce 198 to:
% 60.51/25.68  																										| (405)  ~ (all_0_42_42 = e3)
% 60.51/25.68  																										|
% 60.51/25.68  																										| Equations (522) can reduce 114 to:
% 60.56/25.68  																										| (23024)  ~ (all_0_48_48 = e3)
% 60.56/25.68  																										|
% 60.56/25.68  																										| Simplifying 23024 yields:
% 60.56/25.68  																										| (215)  ~ (all_0_48_48 = e3)
% 60.56/25.68  																										|
% 60.56/25.68  																										| Equations (522) can reduce 86 to:
% 60.56/25.68  																										| (524)  ~ (all_0_49_49 = e3)
% 60.56/25.68  																										|
% 60.56/25.68  																										| Simplifying 524 yields:
% 60.56/25.68  																										| (525)  ~ (all_0_49_49 = e3)
% 60.56/25.68  																										|
% 60.56/25.68  																										| Equations (522) can reduce 91 to:
% 60.56/25.68  																										| (271)  ~ (all_0_56_56 = e3)
% 60.56/25.68  																										|
% 60.56/25.68  																										| Simplifying 271 yields:
% 60.56/25.68  																										| (272)  ~ (all_0_56_56 = e3)
% 60.56/25.68  																										|
% 60.56/25.68  																										| Equations (522) can reduce 678 to:
% 60.56/25.68  																										| (80)  ~ (e3 = e0)
% 60.56/25.68  																										|
% 60.56/25.68  																										| From (522) and (23) follows:
% 60.56/25.68  																										| (531) op(e2, e2) = e3
% 60.56/25.68  																										|
% 60.56/25.68  																										+-Applying beta-rule and splitting (18), into two cases.
% 60.56/25.68  																										|-Branch one:
% 60.56/25.68  																										| (453) all_0_41_41 = e1
% 60.56/25.68  																										|
% 60.56/25.68  																											| Combining equations (453,403) yields a new equation:
% 60.56/25.68  																											| (455) e3 = e1
% 60.56/25.68  																											|
% 60.56/25.68  																											| Equations (455) can reduce 213 to:
% 60.56/25.68  																											| (266) $false
% 60.56/25.68  																											|
% 60.56/25.68  																											|-The branch is then unsatisfiable
% 60.56/25.68  																										|-Branch two:
% 60.56/25.68  																										| (457)  ~ (all_0_41_41 = e1)
% 60.56/25.68  																										| (595) all_0_46_46 = e1 | all_0_50_50 = e1 | all_0_55_55 = e1
% 60.56/25.68  																										|
% 60.56/25.69  																											| Equations (403) can reduce 457 to:
% 60.56/25.69  																											| (213)  ~ (e3 = e1)
% 60.56/25.69  																											|
% 60.56/25.69  																											+-Applying beta-rule and splitting (160), into two cases.
% 60.56/25.69  																											|-Branch one:
% 60.56/25.69  																											| (601) all_0_50_50 = e1
% 60.56/25.69  																											|
% 60.56/25.69  																												| Equations (601) can reduce 566 to:
% 60.56/25.69  																												| (602)  ~ (e4 = e1)
% 60.56/25.69  																												|
% 60.56/25.69  																												| Simplifying 602 yields:
% 60.56/25.69  																												| (110)  ~ (e4 = e1)
% 60.56/25.69  																												|
% 60.56/25.69  																												| Equations (601) can reduce 302 to:
% 60.56/25.69  																												| (604)  ~ (e2 = e1)
% 60.56/25.69  																												|
% 60.56/25.69  																												| Simplifying 604 yields:
% 60.56/25.69  																												| (122)  ~ (e2 = e1)
% 60.56/25.69  																												|
% 60.56/25.69  																												| Equations (601) can reduce 121 to:
% 60.56/25.69  																												| (233)  ~ (e1 = e0)
% 60.56/25.69  																												|
% 60.56/25.69  																												| From (601) and (242) follows:
% 60.56/25.69  																												| (2235) op(e1, e3) = e1
% 60.56/25.69  																												|
% 60.56/25.69  																												+-Applying beta-rule and splitting (4), into two cases.
% 60.56/25.69  																												|-Branch one:
% 60.56/25.69  																												| (356) all_0_43_43 = e0
% 60.56/25.69  																												|
% 60.56/25.69  																													| Equations (356) can reduce 240 to:
% 60.56/25.69  																													| (358)  ~ (all_0_42_42 = e0)
% 60.56/25.69  																													|
% 60.56/25.69  																													| Equations (356) can reduce 17 to:
% 60.56/25.69  																													| (10200)  ~ (all_0_48_48 = e0)
% 60.56/25.69  																													|
% 60.56/25.69  																													| Simplifying 10200 yields:
% 60.56/25.69  																													| (1283)  ~ (all_0_48_48 = e0)
% 60.56/25.69  																													|
% 60.56/25.69  																													| Equations (356) can reduce 99 to:
% 60.56/25.69  																													| (541)  ~ (e3 = e0)
% 60.56/25.69  																													|
% 60.56/25.69  																													| Simplifying 541 yields:
% 60.56/25.69  																													| (80)  ~ (e3 = e0)
% 60.56/25.69  																													|
% 60.56/25.69  																													| Equations (356) can reduce 96 to:
% 60.56/25.69  																													| (365)  ~ (e2 = e0)
% 60.56/25.69  																													|
% 60.56/25.69  																													| Simplifying 365 yields:
% 60.56/25.69  																													| (128)  ~ (e2 = e0)
% 60.56/25.69  																													|
% 60.56/25.69  																													+-Applying beta-rule and splitting (130), into two cases.
% 60.56/25.69  																													|-Branch one:
% 60.56/25.69  																													| (430) all_0_43_43 = e1
% 60.56/25.69  																													|
% 60.56/25.69  																														| Combining equations (430,356) yields a new equation:
% 60.56/25.69  																														| (546) e1 = e0
% 60.56/25.69  																														|
% 60.56/25.69  																														| Simplifying 546 yields:
% 60.56/25.69  																														| (431) e1 = e0
% 60.56/25.69  																														|
% 60.56/25.69  																														| Equations (431) can reduce 233 to:
% 60.56/25.69  																														| (266) $false
% 60.56/25.69  																														|
% 60.56/25.69  																														|-The branch is then unsatisfiable
% 60.56/25.69  																													|-Branch two:
% 60.56/25.69  																													| (433)  ~ (all_0_43_43 = e1)
% 60.56/25.69  																													| (434) all_0_48_48 = e1 | all_0_52_52 = e1 | all_0_57_57 = e1
% 60.56/25.69  																													|
% 60.56/25.69  																														+-Applying beta-rule and splitting (184), into two cases.
% 60.56/25.69  																														|-Branch one:
% 60.56/25.69  																														| (538) all_0_46_46 = e0
% 60.56/25.69  																														|
% 60.56/25.69  																															| Combining equations (538,1794) yields a new equation:
% 60.56/25.69  																															| (330) e2 = e0
% 60.56/25.69  																															|
% 60.56/25.69  																															| Equations (330) can reduce 128 to:
% 60.56/25.69  																															| (266) $false
% 60.56/25.69  																															|
% 60.56/25.69  																															|-The branch is then unsatisfiable
% 60.56/25.69  																														|-Branch two:
% 60.56/25.69  																														| (831)  ~ (all_0_46_46 = e0)
% 60.56/25.69  																														| (832) all_0_47_47 = e0 | all_0_48_48 = e0 | all_0_49_49 = e0
% 60.56/25.69  																														|
% 60.56/25.69  																															+-Applying beta-rule and splitting (434), into two cases.
% 60.56/25.69  																															|-Branch one:
% 60.56/25.69  																															| (615) all_0_48_48 = e1
% 60.56/25.69  																															|
% 60.56/25.69  																																| Equations (615) can reduce 185 to:
% 60.56/25.69  																																| (1419)  ~ (all_0_49_49 = e1)
% 60.56/25.69  																																|
% 60.56/25.69  																																| Simplifying 1419 yields:
% 60.56/25.69  																																| (1064)  ~ (all_0_49_49 = e1)
% 60.56/25.69  																																|
% 60.56/25.69  																																| Equations (615) can reduce 215 to:
% 60.56/25.69  																																| (467)  ~ (e3 = e1)
% 60.56/25.69  																																|
% 60.56/25.69  																																| Simplifying 467 yields:
% 60.56/25.69  																																| (213)  ~ (e3 = e1)
% 60.56/25.69  																																|
% 60.56/25.69  																																| Equations (615) can reduce 810 to:
% 60.56/25.69  																																| (604)  ~ (e2 = e1)
% 60.56/25.69  																																|
% 60.56/25.69  																																| Simplifying 604 yields:
% 60.56/25.69  																																| (122)  ~ (e2 = e1)
% 60.56/25.69  																																|
% 60.56/25.69  																																| Equations (615) can reduce 1283 to:
% 60.56/25.69  																																| (233)  ~ (e1 = e0)
% 60.56/25.69  																																|
% 60.56/25.69  																																| From (615) and (192) follows:
% 60.56/25.69  																																| (1612) op(e2, e1) = e1
% 60.56/25.69  																																|
% 60.56/25.69  																																+-Applying beta-rule and splitting (832), into two cases.
% 60.56/25.69  																																|-Branch one:
% 60.56/25.69  																																| (674) all_0_47_47 = e0
% 60.56/25.69  																																|
% 60.56/25.69  																																	| Combining equations (674,522) yields a new equation:
% 60.56/25.69  																																	| (676) e3 = e0
% 60.56/25.69  																																	|
% 60.56/25.69  																																	| Equations (676) can reduce 80 to:
% 60.56/25.69  																																	| (266) $false
% 60.56/25.69  																																	|
% 60.56/25.69  																																	|-The branch is then unsatisfiable
% 60.56/25.69  																																|-Branch two:
% 60.56/25.69  																																| (678)  ~ (all_0_47_47 = e0)
% 60.56/25.69  																																| (1278) all_0_48_48 = e0 | all_0_49_49 = e0
% 60.56/25.69  																																|
% 60.56/25.69  																																	+-Applying beta-rule and splitting (1278), into two cases.
% 60.56/25.69  																																	|-Branch one:
% 60.56/25.69  																																	| (1279) all_0_48_48 = e0
% 60.56/25.69  																																	|
% 60.56/25.69  																																		| Combining equations (615,1279) yields a new equation:
% 60.56/25.69  																																		| (546) e1 = e0
% 60.56/25.69  																																		|
% 60.56/25.69  																																		| Simplifying 546 yields:
% 60.56/25.69  																																		| (431) e1 = e0
% 60.56/25.69  																																		|
% 60.56/25.69  																																		| Equations (431) can reduce 233 to:
% 60.56/25.69  																																		| (266) $false
% 60.56/25.69  																																		|
% 60.56/25.69  																																		|-The branch is then unsatisfiable
% 60.56/25.69  																																	|-Branch two:
% 60.56/25.69  																																	| (1283)  ~ (all_0_48_48 = e0)
% 60.56/25.69  																																	| (978) all_0_49_49 = e0
% 60.56/25.69  																																	|
% 60.56/25.69  																																		| Equations (978) can reduce 119 to:
% 60.56/25.69  																																		| (490)  ~ (all_0_58_58 = e0)
% 60.56/25.69  																																		|
% 60.56/25.69  																																		| Simplifying 490 yields:
% 60.56/25.69  																																		| (491)  ~ (all_0_58_58 = e0)
% 60.56/25.69  																																		|
% 60.56/25.69  																																		| Equations (978) can reduce 1064 to:
% 60.56/25.69  																																		| (435)  ~ (e1 = e0)
% 60.56/25.69  																																		|
% 60.56/25.69  																																		| Simplifying 435 yields:
% 60.56/25.69  																																		| (233)  ~ (e1 = e0)
% 60.56/25.69  																																		|
% 60.56/25.69  																																		| From (978) and (55) follows:
% 60.56/25.69  																																		| (7585) op(e2, e0) = e0
% 60.56/25.69  																																		|
% 60.56/25.69  																																		+-Applying beta-rule and splitting (103), into two cases.
% 60.56/25.69  																																		|-Branch one:
% 60.56/25.69  																																		| (453) all_0_41_41 = e1
% 60.56/25.69  																																		|
% 60.56/25.69  																																			| Combining equations (453,403) yields a new equation:
% 60.56/25.69  																																			| (455) e3 = e1
% 60.56/25.69  																																			|
% 60.56/25.69  																																			| Equations (455) can reduce 213 to:
% 60.56/25.69  																																			| (266) $false
% 60.56/25.69  																																			|
% 60.56/25.69  																																			|-The branch is then unsatisfiable
% 60.56/25.69  																																		|-Branch two:
% 60.56/25.69  																																		| (457)  ~ (all_0_41_41 = e1)
% 60.56/25.69  																																		| (458) all_0_42_42 = e1 | all_0_43_43 = e1 | all_0_44_44 = e1
% 60.56/25.69  																																		|
% 60.56/25.69  																																			| Equations (403) can reduce 457 to:
% 60.56/25.69  																																			| (213)  ~ (e3 = e1)
% 60.56/25.69  																																			|
% 60.56/25.69  																																			+-Applying beta-rule and splitting (131), into two cases.
% 60.56/25.69  																																			|-Branch one:
% 60.56/25.69  																																			| (459) all_0_42_42 = e1
% 60.56/25.69  																																			|
% 60.56/25.69  																																				| Equations (459) can reduce 236 to:
% 60.56/25.69  																																				| (465)  ~ (all_0_56_56 = e1)
% 60.56/25.69  																																				|
% 60.56/25.69  																																				| Simplifying 465 yields:
% 60.56/25.69  																																				| (466)  ~ (all_0_56_56 = e1)
% 60.56/25.69  																																				|
% 60.56/25.69  																																				| Equations (459) can reduce 51 to:
% 60.56/25.69  																																				| (604)  ~ (e2 = e1)
% 60.56/25.69  																																				|
% 60.56/25.69  																																				| Simplifying 604 yields:
% 60.56/25.69  																																				| (122)  ~ (e2 = e1)
% 60.56/25.69  																																				|
% 60.56/25.69  																																				| Equations (459) can reduce 358 to:
% 60.56/25.69  																																				| (233)  ~ (e1 = e0)
% 60.56/25.69  																																				|
% 60.56/25.69  																																				| From (459) and (210) follows:
% 60.56/25.69  																																				| (470) op(e3, e2) = e1
% 60.56/25.69  																																				|
% 60.56/25.69  																																				+-Applying beta-rule and splitting (133), into two cases.
% 60.56/25.69  																																				|-Branch one:
% 60.56/25.69  																																				| (833) all_0_56_56 = e2
% 60.56/25.69  																																				|
% 60.56/25.69  																																					| Equations (833) can reduce 511 to:
% 60.56/25.69  																																					| (266) $false
% 60.56/25.69  																																					|
% 60.56/25.69  																																					|-The branch is then unsatisfiable
% 60.56/25.69  																																				|-Branch two:
% 60.56/25.69  																																				| (511)  ~ (all_0_56_56 = e2)
% 60.56/25.69  																																				| (836) all_0_56_56 = e4 | all_0_56_56 = e3 | all_0_56_56 = e1 | all_0_56_56 = e0
% 60.56/25.69  																																				|
% 60.56/25.69  																																					+-Applying beta-rule and splitting (26), into two cases.
% 60.56/25.69  																																					|-Branch one:
% 60.56/25.69  																																					| (446) all_0_44_44 = e4
% 60.56/25.69  																																					|
% 60.56/25.69  																																						| From (446) and (138) follows:
% 60.56/25.69  																																						| (4646) op(e3, e0) = e4
% 60.56/25.69  																																						|
% 60.56/25.69  																																						+-Applying beta-rule and splitting (216), into two cases.
% 60.56/25.69  																																						|-Branch one:
% 60.56/25.69  																																						| (629) all_0_55_55 = e1
% 60.56/25.69  																																						|
% 60.56/25.69  																																							| Combining equations (629,858) yields a new equation:
% 60.56/25.69  																																							| (546) e1 = e0
% 60.56/25.69  																																							|
% 60.56/25.69  																																							| Simplifying 546 yields:
% 60.56/25.69  																																							| (431) e1 = e0
% 60.56/25.69  																																							|
% 60.56/25.69  																																							| Equations (431) can reduce 233 to:
% 60.56/25.69  																																							| (266) $false
% 60.56/25.69  																																							|
% 60.56/25.69  																																							|-The branch is then unsatisfiable
% 60.56/25.69  																																						|-Branch two:
% 60.56/25.69  																																						| (632)  ~ (all_0_55_55 = e1)
% 60.56/25.69  																																						| (633) all_0_56_56 = e1 | all_0_57_57 = e1 | all_0_58_58 = e1
% 60.56/25.69  																																						|
% 60.56/25.69  																																							+-Applying beta-rule and splitting (108), into two cases.
% 60.56/25.69  																																							|-Branch one:
% 60.56/25.69  																																							| (624) all_0_58_58 = e2
% 60.56/25.69  																																							|
% 60.56/25.69  																																								| Equations (624) can reduce 908 to:
% 60.56/25.69  																																								| (266) $false
% 60.56/25.69  																																								|
% 60.56/25.69  																																								|-The branch is then unsatisfiable
% 60.56/25.69  																																							|-Branch two:
% 60.56/25.69  																																							| (908)  ~ (all_0_58_58 = e2)
% 60.56/25.69  																																							| (909) all_0_58_58 = e4 | all_0_58_58 = e3 | all_0_58_58 = e1 | all_0_58_58 = e0
% 60.56/25.69  																																							|
% 60.56/25.69  																																								+-Applying beta-rule and splitting (836), into two cases.
% 60.56/25.69  																																								|-Branch one:
% 60.56/25.69  																																								| (842) all_0_56_56 = e4
% 60.56/25.69  																																								|
% 60.56/25.69  																																									| Equations (842) can reduce 466 to:
% 60.56/25.69  																																									| (110)  ~ (e4 = e1)
% 60.56/25.69  																																									|
% 60.56/25.69  																																									| From (842) and (111) follows:
% 60.56/25.69  																																									| (2154) op(e0, e2) = e4
% 60.56/25.69  																																									|
% 60.56/25.69  																																									+-Applying beta-rule and splitting (633), into two cases.
% 60.56/25.69  																																									|-Branch one:
% 60.56/25.69  																																									| (1569) all_0_56_56 = e1
% 60.56/25.69  																																									|
% 60.56/25.69  																																										| Combining equations (842,1569) yields a new equation:
% 60.56/25.69  																																										| (636) e4 = e1
% 60.56/25.69  																																										|
% 60.56/25.69  																																										| Simplifying 636 yields:
% 60.56/25.69  																																										| (630) e4 = e1
% 60.56/25.69  																																										|
% 60.56/25.69  																																										| Equations (630) can reduce 110 to:
% 60.56/25.69  																																										| (266) $false
% 60.56/25.69  																																										|
% 60.56/25.69  																																										|-The branch is then unsatisfiable
% 60.56/25.69  																																									|-Branch two:
% 60.56/25.69  																																									| (466)  ~ (all_0_56_56 = e1)
% 60.56/25.69  																																									| (1574) all_0_57_57 = e1 | all_0_58_58 = e1
% 60.56/25.69  																																									|
% 60.56/25.69  																																										+-Applying beta-rule and splitting (1574), into two cases.
% 60.56/25.69  																																										|-Branch one:
% 60.56/25.69  																																										| (647) all_0_57_57 = e1
% 60.56/25.69  																																										|
% 60.56/25.69  																																											| Combining equations (647,442) yields a new equation:
% 60.56/25.69  																																											| (617) e2 = e1
% 60.56/25.69  																																											|
% 60.56/25.69  																																											| Equations (617) can reduce 122 to:
% 60.56/25.69  																																											| (266) $false
% 60.56/25.69  																																											|
% 60.56/25.69  																																											|-The branch is then unsatisfiable
% 60.56/25.69  																																										|-Branch two:
% 60.56/25.69  																																										| (1670)  ~ (all_0_57_57 = e1)
% 60.56/25.69  																																										| (918) all_0_58_58 = e1
% 60.56/25.69  																																										|
% 60.56/25.69  																																											| Equations (918) can reduce 908 to:
% 60.56/25.69  																																											| (604)  ~ (e2 = e1)
% 60.56/25.69  																																											|
% 60.56/25.69  																																											| Simplifying 604 yields:
% 60.56/25.69  																																											| (122)  ~ (e2 = e1)
% 60.56/25.69  																																											|
% 60.56/25.69  																																											| Equations (918) can reduce 491 to:
% 60.56/25.69  																																											| (233)  ~ (e1 = e0)
% 60.56/25.69  																																											|
% 60.56/25.69  																																											+-Applying beta-rule and splitting (56), into two cases.
% 60.56/25.69  																																											|-Branch one:
% 60.56/25.69  																																											| (696) unit = e2
% 60.56/25.69  																																											|
% 60.56/25.69  																																												| From (696) and (40) follows:
% 60.56/25.69  																																												| (4285) op(e3, e2) = e3
% 60.56/25.69  																																												|
% 60.56/25.69  																																												| From (696) and (32) follows:
% 60.56/25.69  																																												| (698) op(e2, e2) = e2
% 60.56/25.69  																																												|
% 60.56/25.69  																																												| Instantiating formula (29) with e3, e2, e3, e1 and discharging atoms op(e3, e2) = e3, op(e3, e2) = e1, yields:
% 60.56/25.69  																																												| (455) e3 = e1
% 60.56/25.69  																																												|
% 60.56/25.69  																																												| Instantiating formula (29) with e2, e2, e2, e3 and discharging atoms op(e2, e2) = e3, op(e2, e2) = e2, yields:
% 60.56/25.69  																																												| (662) e3 = e2
% 60.56/25.69  																																												|
% 60.56/25.69  																																												| Combining equations (662,455) yields a new equation:
% 60.56/25.69  																																												| (616) e2 = e1
% 60.56/25.69  																																												|
% 60.56/25.69  																																												| Simplifying 616 yields:
% 60.56/25.69  																																												| (617) e2 = e1
% 60.56/25.69  																																												|
% 60.56/25.69  																																												| Equations (617) can reduce 122 to:
% 60.56/25.69  																																												| (266) $false
% 60.56/25.69  																																												|
% 60.56/25.69  																																												|-The branch is then unsatisfiable
% 60.56/25.69  																																											|-Branch two:
% 60.56/25.69  																																											| (707)  ~ (unit = e2)
% 60.56/25.69  																																											| (708) unit = e4 | unit = e3 | unit = e1 | unit = e0
% 60.56/25.69  																																											|
% 60.56/25.69  																																												+-Applying beta-rule and splitting (708), into two cases.
% 60.56/25.69  																																												|-Branch one:
% 60.56/25.69  																																												| (709) unit = e4
% 60.56/25.69  																																												|
% 60.56/25.69  																																													| From (709) and (24) follows:
% 60.56/25.69  																																													| (33325) op(e4, e3) = e3
% 60.56/25.69  																																													|
% 60.56/25.69  																																													| From (709) and (211) follows:
% 60.56/25.69  																																													| (22527) op(e4, e1) = e1
% 60.56/25.69  																																													|
% 60.56/25.69  																																													| From (709) and (209) follows:
% 60.56/25.69  																																													| (3072) op(e4, e0) = e0
% 60.56/25.69  																																													|
% 60.56/25.69  																																													| From (709) and (32) follows:
% 60.56/25.69  																																													| (712) op(e2, e4) = e2
% 60.56/25.69  																																													|
% 60.56/25.69  																																													| Instantiating formula (29) with e4, e3, e3, e4 and discharging atoms op(e4, e3) = e4, op(e4, e3) = e3, yields:
% 60.56/25.69  																																													| (425) e4 = e3
% 60.56/25.69  																																													|
% 60.56/25.69  																																													| Instantiating formula (29) with e4, e1, e1, e3 and discharging atoms op(e4, e1) = e3, op(e4, e1) = e1, yields:
% 60.56/25.69  																																													| (455) e3 = e1
% 60.56/25.69  																																													|
% 60.56/25.69  																																													| Instantiating formula (29) with e4, e0, e0, e2 and discharging atoms op(e4, e0) = e2, op(e4, e0) = e0, yields:
% 60.56/25.69  																																													| (330) e2 = e0
% 60.56/25.69  																																													|
% 60.56/25.69  																																													| Instantiating formula (29) with e2, e4, e2, e4 and discharging atoms op(e2, e4) = e4, op(e2, e4) = e2, yields:
% 60.56/25.69  																																													| (323) e4 = e2
% 60.56/25.69  																																													|
% 60.56/25.69  																																													| Combining equations (425,323) yields a new equation:
% 60.56/25.69  																																													| (661) e3 = e2
% 60.56/25.69  																																													|
% 60.56/25.69  																																													| Simplifying 661 yields:
% 60.56/25.69  																																													| (662) e3 = e2
% 60.56/25.69  																																													|
% 60.56/25.69  																																													| Combining equations (662,455) yields a new equation:
% 60.56/25.69  																																													| (616) e2 = e1
% 60.56/25.69  																																													|
% 60.56/25.69  																																													| Simplifying 616 yields:
% 60.56/25.69  																																													| (617) e2 = e1
% 60.56/25.69  																																													|
% 60.56/25.69  																																													| Combining equations (330,617) yields a new equation:
% 60.56/25.69  																																													| (431) e1 = e0
% 60.56/25.69  																																													|
% 60.56/25.69  																																													| Equations (431) can reduce 233 to:
% 60.56/25.69  																																													| (266) $false
% 60.56/25.69  																																													|
% 60.56/25.69  																																													|-The branch is then unsatisfiable
% 60.56/25.69  																																												|-Branch two:
% 60.56/25.69  																																												| (724)  ~ (unit = e4)
% 60.56/25.69  																																												| (725) unit = e3 | unit = e1 | unit = e0
% 60.56/25.69  																																												|
% 60.56/25.69  																																													+-Applying beta-rule and splitting (725), into two cases.
% 60.56/25.69  																																													|-Branch one:
% 60.56/25.69  																																													| (726) unit = e0
% 60.56/25.69  																																													|
% 60.56/25.69  																																														| From (726) and (244) follows:
% 60.56/25.69  																																														| (2207) op(e0, e4) = e4
% 60.56/25.69  																																														|
% 60.56/25.69  																																														| From (726) and (15) follows:
% 60.56/25.69  																																														| (1508) op(e0, e2) = e2
% 60.56/25.69  																																														|
% 60.56/25.69  																																														| From (726) and (32) follows:
% 60.56/25.69  																																														| (727) op(e2, e0) = e2
% 60.56/25.69  																																														|
% 60.56/25.69  																																														| From (726) and (28) follows:
% 60.56/25.69  																																														| (2698) op(e1, e0) = e1
% 60.56/25.69  																																														|
% 60.56/25.69  																																														| Instantiating formula (29) with e2, e0, e2, e0 and discharging atoms op(e2, e0) = e2, op(e2, e0) = e0, yields:
% 60.56/25.69  																																														| (330) e2 = e0
% 60.56/25.69  																																														|
% 60.56/25.69  																																														| Instantiating formula (29) with e1, e0, e1, e3 and discharging atoms op(e1, e0) = e3, op(e1, e0) = e1, yields:
% 60.56/25.69  																																														| (455) e3 = e1
% 60.56/25.69  																																														|
% 60.56/25.69  																																														| Instantiating formula (29) with e0, e4, e4, e3 and discharging atoms op(e0, e4) = e4, op(e0, e4) = e3, yields:
% 60.56/25.69  																																														| (425) e4 = e3
% 60.56/25.69  																																														|
% 60.56/25.69  																																														| Instantiating formula (29) with e0, e2, e2, e4 and discharging atoms op(e0, e2) = e4, op(e0, e2) = e2, yields:
% 60.56/25.69  																																														| (323) e4 = e2
% 60.56/25.69  																																														|
% 60.56/25.69  																																														| Combining equations (323,425) yields a new equation:
% 60.56/25.69  																																														| (662) e3 = e2
% 60.56/25.69  																																														|
% 60.56/25.69  																																														| Combining equations (662,455) yields a new equation:
% 60.56/25.69  																																														| (616) e2 = e1
% 60.56/25.69  																																														|
% 60.56/25.69  																																														| Simplifying 616 yields:
% 60.56/25.69  																																														| (617) e2 = e1
% 60.56/25.69  																																														|
% 60.56/25.69  																																														| Combining equations (330,617) yields a new equation:
% 60.56/25.69  																																														| (431) e1 = e0
% 60.56/25.69  																																														|
% 60.56/25.69  																																														| Equations (431) can reduce 233 to:
% 60.56/25.69  																																														| (266) $false
% 60.56/25.69  																																														|
% 60.56/25.69  																																														|-The branch is then unsatisfiable
% 60.56/25.69  																																													|-Branch two:
% 60.56/25.69  																																													| (734)  ~ (unit = e0)
% 60.56/25.69  																																													| (735) unit = e3 | unit = e1
% 60.56/25.69  																																													|
% 60.56/25.69  																																														+-Applying beta-rule and splitting (735), into two cases.
% 60.56/25.69  																																														|-Branch one:
% 60.56/25.69  																																														| (736) unit = e1
% 60.56/25.69  																																														|
% 60.56/25.69  																																															| Equations (736) can reduce 734 to:
% 60.56/25.69  																																															| (233)  ~ (e1 = e0)
% 60.56/25.69  																																															|
% 60.56/25.69  																																															| From (736) and (32) follows:
% 60.56/25.69  																																															| (347) op(e2, e1) = e2
% 60.56/25.69  																																															|
% 60.56/25.69  																																															| From (736) and (42) follows:
% 60.56/25.69  																																															| (3221) op(e0, e1) = e0
% 60.56/25.69  																																															|
% 60.56/25.69  																																															| Instantiating formula (29) with e2, e1, e2, e1 and discharging atoms op(e2, e1) = e2, op(e2, e1) = e1, yields:
% 60.56/25.69  																																															| (617) e2 = e1
% 60.56/25.69  																																															|
% 60.56/25.69  																																															| Instantiating formula (29) with e0, e1, e0, e2 and discharging atoms op(e0, e1) = e2, op(e0, e1) = e0, yields:
% 60.56/25.69  																																															| (330) e2 = e0
% 60.56/25.69  																																															|
% 60.56/25.69  																																															| Combining equations (330,617) yields a new equation:
% 60.56/25.69  																																															| (431) e1 = e0
% 60.56/25.69  																																															|
% 60.56/25.69  																																															| Equations (431) can reduce 233 to:
% 60.56/25.69  																																															| (266) $false
% 60.56/25.69  																																															|
% 60.56/25.69  																																															|-The branch is then unsatisfiable
% 60.56/25.69  																																														|-Branch two:
% 60.56/25.69  																																														| (748)  ~ (unit = e1)
% 60.56/25.69  																																														| (749) unit = e3
% 60.56/25.69  																																														|
% 60.56/25.69  																																															| From (749) and (244) follows:
% 60.56/25.69  																																															| (750) op(e3, e4) = e4
% 60.56/25.69  																																															|
% 60.56/25.69  																																															| From (749) and (15) follows:
% 60.56/25.69  																																															| (751) op(e3, e2) = e2
% 60.56/25.69  																																															|
% 60.56/25.69  																																															| From (749) and (209) follows:
% 60.56/25.69  																																															| (1667) op(e3, e0) = e0
% 60.56/25.69  																																															|
% 60.56/25.69  																																															| Instantiating formula (29) with e3, e4, e4, e2 and discharging atoms op(e3, e4) = e4, op(e3, e4) = e2, yields:
% 60.56/25.69  																																															| (323) e4 = e2
% 60.56/25.69  																																															|
% 60.56/25.69  																																															| Instantiating formula (29) with e3, e2, e2, e1 and discharging atoms op(e3, e2) = e2, op(e3, e2) = e1, yields:
% 60.56/25.70  																																															| (617) e2 = e1
% 60.56/25.70  																																															|
% 60.56/25.70  																																															| Instantiating formula (29) with e3, e0, e0, e4 and discharging atoms op(e3, e0) = e4, op(e3, e0) = e0, yields:
% 60.56/25.70  																																															| (397) e4 = e0
% 60.56/25.70  																																															|
% 60.56/25.70  																																															| Combining equations (323,397) yields a new equation:
% 60.56/25.70  																																															| (391) e2 = e0
% 60.56/25.70  																																															|
% 60.56/25.70  																																															| Simplifying 391 yields:
% 60.56/25.70  																																															| (330) e2 = e0
% 60.56/25.70  																																															|
% 60.56/25.70  																																															| Combining equations (330,617) yields a new equation:
% 60.56/25.70  																																															| (431) e1 = e0
% 60.56/25.70  																																															|
% 60.56/25.70  																																															| Equations (431) can reduce 233 to:
% 60.56/25.70  																																															| (266) $false
% 60.56/25.70  																																															|
% 60.56/25.70  																																															|-The branch is then unsatisfiable
% 60.56/25.70  																																								|-Branch two:
% 60.56/25.70  																																								| (477)  ~ (all_0_56_56 = e4)
% 60.56/25.70  																																								| (845) all_0_56_56 = e3 | all_0_56_56 = e1 | all_0_56_56 = e0
% 60.56/25.70  																																								|
% 60.56/25.70  																																									+-Applying beta-rule and splitting (845), into two cases.
% 60.56/25.70  																																									|-Branch one:
% 60.56/25.70  																																									| (679) all_0_56_56 = e0
% 60.56/25.70  																																									|
% 60.56/25.70  																																										| Equations (679) can reduce 828 to:
% 60.56/25.70  																																										| (266) $false
% 60.56/25.70  																																										|
% 60.56/25.70  																																										|-The branch is then unsatisfiable
% 60.56/25.70  																																									|-Branch two:
% 60.56/25.70  																																									| (828)  ~ (all_0_56_56 = e0)
% 60.56/25.70  																																									| (3172) all_0_56_56 = e3 | all_0_56_56 = e1
% 60.56/25.70  																																									|
% 60.56/25.70  																																										+-Applying beta-rule and splitting (3172), into two cases.
% 60.56/25.70  																																										|-Branch one:
% 60.56/25.70  																																										| (1569) all_0_56_56 = e1
% 60.56/25.70  																																										|
% 60.56/25.70  																																											| Equations (1569) can reduce 466 to:
% 60.56/25.70  																																											| (266) $false
% 60.56/25.70  																																											|
% 60.56/25.70  																																											|-The branch is then unsatisfiable
% 60.56/25.70  																																										|-Branch two:
% 60.56/25.70  																																										| (466)  ~ (all_0_56_56 = e1)
% 60.56/25.70  																																										| (1097) all_0_56_56 = e3
% 60.56/25.70  																																										|
% 60.56/25.70  																																											| Equations (1097) can reduce 272 to:
% 60.56/25.70  																																											| (266) $false
% 60.56/25.70  																																											|
% 60.56/25.70  																																											|-The branch is then unsatisfiable
% 60.56/25.70  																																					|-Branch two:
% 60.56/25.70  																																					| (1390)  ~ (all_0_44_44 = e4)
% 60.56/25.70  																																					| (1391) all_0_44_44 = e3 | all_0_44_44 = e1 | all_0_44_44 = e0
% 60.56/25.70  																																					|
% 60.56/25.70  																																						+-Applying beta-rule and splitting (216), into two cases.
% 60.56/25.70  																																						|-Branch one:
% 60.56/25.70  																																						| (629) all_0_55_55 = e1
% 60.56/25.70  																																						|
% 60.56/25.70  																																							| Combining equations (629,858) yields a new equation:
% 60.56/25.70  																																							| (546) e1 = e0
% 60.56/25.70  																																							|
% 60.56/25.70  																																							| Simplifying 546 yields:
% 60.56/25.70  																																							| (431) e1 = e0
% 60.56/25.70  																																							|
% 60.56/25.70  																																							| Equations (431) can reduce 233 to:
% 60.56/25.70  																																							| (266) $false
% 60.56/25.70  																																							|
% 60.56/25.70  																																							|-The branch is then unsatisfiable
% 60.56/25.70  																																						|-Branch two:
% 60.56/25.70  																																						| (632)  ~ (all_0_55_55 = e1)
% 60.56/25.70  																																						| (633) all_0_56_56 = e1 | all_0_57_57 = e1 | all_0_58_58 = e1
% 60.56/25.70  																																						|
% 60.56/25.70  																																							+-Applying beta-rule and splitting (150), into two cases.
% 60.56/25.70  																																							|-Branch one:
% 60.56/25.70  																																							| (1378) all_0_40_40 = e4
% 60.56/25.70  																																							|
% 60.56/25.70  																																								| Combining equations (1378,313) yields a new equation:
% 60.56/25.70  																																								| (322) e4 = e2
% 60.56/25.70  																																								|
% 60.56/25.70  																																								| Simplifying 322 yields:
% 60.56/25.70  																																								| (323) e4 = e2
% 60.56/25.70  																																								|
% 60.56/25.70  																																								| Equations (323) can reduce 48 to:
% 60.56/25.70  																																								| (266) $false
% 60.56/25.70  																																								|
% 60.56/25.70  																																								|-The branch is then unsatisfiable
% 60.56/25.70  																																							|-Branch two:
% 60.56/25.70  																																							| (447)  ~ (all_0_40_40 = e4)
% 60.56/25.70  																																							| (2271) all_0_44_44 = e4 | all_0_49_49 = e4 | all_0_53_53 = e4 | all_0_58_58 = e4
% 60.56/25.70  																																							|
% 60.56/25.70  																																								+-Applying beta-rule and splitting (633), into two cases.
% 60.56/25.70  																																								|-Branch one:
% 60.56/25.70  																																								| (1569) all_0_56_56 = e1
% 60.56/25.70  																																								|
% 60.56/25.70  																																									| Equations (1569) can reduce 466 to:
% 60.56/25.70  																																									| (266) $false
% 60.56/25.70  																																									|
% 60.56/25.70  																																									|-The branch is then unsatisfiable
% 60.56/25.70  																																								|-Branch two:
% 60.56/25.70  																																								| (466)  ~ (all_0_56_56 = e1)
% 60.56/25.70  																																								| (1574) all_0_57_57 = e1 | all_0_58_58 = e1
% 60.56/25.70  																																								|
% 60.56/25.70  																																									+-Applying beta-rule and splitting (1574), into two cases.
% 60.56/25.70  																																									|-Branch one:
% 60.56/25.70  																																									| (647) all_0_57_57 = e1
% 60.56/25.70  																																									|
% 60.56/25.70  																																										| Combining equations (442,647) yields a new equation:
% 60.56/25.70  																																										| (616) e2 = e1
% 60.56/25.70  																																										|
% 60.56/25.70  																																										| Simplifying 616 yields:
% 60.56/25.70  																																										| (617) e2 = e1
% 60.56/25.70  																																										|
% 60.56/25.70  																																										| Equations (617) can reduce 122 to:
% 60.56/25.70  																																										| (266) $false
% 60.56/25.70  																																										|
% 60.56/25.70  																																										|-The branch is then unsatisfiable
% 60.56/25.70  																																									|-Branch two:
% 60.56/25.70  																																									| (1670)  ~ (all_0_57_57 = e1)
% 60.56/25.70  																																									| (918) all_0_58_58 = e1
% 60.56/25.70  																																									|
% 60.56/25.70  																																										| Equations (918) can reduce 44 to:
% 60.56/25.70  																																										| (466)  ~ (all_0_56_56 = e1)
% 60.56/25.70  																																										|
% 60.56/25.70  																																										+-Applying beta-rule and splitting (2271), into two cases.
% 60.56/25.70  																																										|-Branch one:
% 60.56/25.70  																																										| (446) all_0_44_44 = e4
% 60.56/25.70  																																										|
% 60.56/25.70  																																											| Equations (446) can reduce 1390 to:
% 60.56/25.70  																																											| (266) $false
% 60.56/25.70  																																											|
% 60.56/25.70  																																											|-The branch is then unsatisfiable
% 60.56/25.70  																																										|-Branch two:
% 60.56/25.70  																																										| (1390)  ~ (all_0_44_44 = e4)
% 60.56/25.70  																																										| (7998) all_0_49_49 = e4 | all_0_53_53 = e4 | all_0_58_58 = e4
% 60.56/25.70  																																										|
% 60.56/25.70  																																											+-Applying beta-rule and splitting (836), into two cases.
% 60.56/25.70  																																											|-Branch one:
% 60.56/25.70  																																											| (842) all_0_56_56 = e4
% 60.56/25.70  																																											|
% 60.56/25.70  																																												| Equations (842) can reduce 272 to:
% 60.56/25.70  																																												| (188)  ~ (e4 = e3)
% 60.56/25.70  																																												|
% 60.56/25.70  																																												| Equations (842) can reduce 466 to:
% 60.56/25.70  																																												| (110)  ~ (e4 = e1)
% 60.56/25.70  																																												|
% 60.56/25.70  																																												| Equations (842) can reduce 828 to:
% 60.56/25.70  																																												| (49)  ~ (e4 = e0)
% 60.56/25.70  																																												|
% 60.56/25.70  																																												+-Applying beta-rule and splitting (7998), into two cases.
% 60.56/25.70  																																												|-Branch one:
% 60.56/25.70  																																												| (974) all_0_49_49 = e4
% 60.56/25.70  																																												|
% 60.56/25.70  																																													| Combining equations (974,978) yields a new equation:
% 60.56/25.70  																																													| (481) e4 = e0
% 60.56/25.70  																																													|
% 60.56/25.70  																																													| Simplifying 481 yields:
% 60.56/25.70  																																													| (397) e4 = e0
% 60.56/25.70  																																													|
% 60.56/25.70  																																													| Equations (397) can reduce 49 to:
% 60.56/25.70  																																													| (266) $false
% 60.56/25.70  																																													|
% 60.56/25.70  																																													|-The branch is then unsatisfiable
% 60.56/25.70  																																												|-Branch two:
% 60.56/25.70  																																												| (256)  ~ (all_0_49_49 = e4)
% 60.56/25.70  																																												| (8013) all_0_53_53 = e4 | all_0_58_58 = e4
% 60.56/25.70  																																												|
% 60.56/25.70  																																													+-Applying beta-rule and splitting (8013), into two cases.
% 60.56/25.70  																																													|-Branch one:
% 60.56/25.70  																																													| (1298) all_0_53_53 = e4
% 60.56/25.70  																																													|
% 60.56/25.70  																																														| Combining equations (665,1298) yields a new equation:
% 60.56/25.70  																																														| (425) e4 = e3
% 60.56/25.70  																																														|
% 60.56/25.70  																																														| Equations (425) can reduce 188 to:
% 60.56/25.70  																																														| (266) $false
% 60.56/25.70  																																														|
% 60.56/25.70  																																														|-The branch is then unsatisfiable
% 60.56/25.70  																																													|-Branch two:
% 60.56/25.70  																																													| (1453)  ~ (all_0_53_53 = e4)
% 60.56/25.70  																																													| (910) all_0_58_58 = e4
% 60.56/25.70  																																													|
% 60.56/25.70  																																														| Combining equations (910,918) yields a new equation:
% 60.56/25.70  																																														| (636) e4 = e1
% 60.56/25.70  																																														|
% 60.56/25.70  																																														| Simplifying 636 yields:
% 60.56/25.70  																																														| (630) e4 = e1
% 60.56/25.70  																																														|
% 60.56/25.70  																																														| Equations (630) can reduce 110 to:
% 60.56/25.70  																																														| (266) $false
% 60.56/25.70  																																														|
% 60.56/25.70  																																														|-The branch is then unsatisfiable
% 60.56/25.70  																																											|-Branch two:
% 60.56/25.70  																																											| (477)  ~ (all_0_56_56 = e4)
% 60.56/25.70  																																											| (845) all_0_56_56 = e3 | all_0_56_56 = e1 | all_0_56_56 = e0
% 60.56/25.70  																																											|
% 60.56/25.70  																																												+-Applying beta-rule and splitting (845), into two cases.
% 60.56/25.70  																																												|-Branch one:
% 60.56/25.70  																																												| (679) all_0_56_56 = e0
% 60.56/25.70  																																												|
% 60.56/25.70  																																													| Equations (679) can reduce 828 to:
% 60.56/25.70  																																													| (266) $false
% 60.56/25.70  																																													|
% 60.56/25.70  																																													|-The branch is then unsatisfiable
% 60.56/25.70  																																												|-Branch two:
% 60.56/25.70  																																												| (828)  ~ (all_0_56_56 = e0)
% 60.56/25.70  																																												| (3172) all_0_56_56 = e3 | all_0_56_56 = e1
% 60.56/25.70  																																												|
% 60.56/25.70  																																													+-Applying beta-rule and splitting (3172), into two cases.
% 60.56/25.70  																																													|-Branch one:
% 60.56/25.70  																																													| (1569) all_0_56_56 = e1
% 60.56/25.70  																																													|
% 60.56/25.70  																																														| Equations (1569) can reduce 466 to:
% 60.56/25.70  																																														| (266) $false
% 60.56/25.70  																																														|
% 60.56/25.70  																																														|-The branch is then unsatisfiable
% 60.56/25.70  																																													|-Branch two:
% 60.56/25.70  																																													| (466)  ~ (all_0_56_56 = e1)
% 60.56/25.70  																																													| (1097) all_0_56_56 = e3
% 60.56/25.70  																																													|
% 60.56/25.70  																																														| Equations (1097) can reduce 272 to:
% 60.56/25.70  																																														| (266) $false
% 60.56/25.70  																																														|
% 60.56/25.70  																																														|-The branch is then unsatisfiable
% 60.56/25.70  																																			|-Branch two:
% 60.56/25.70  																																			| (1380)  ~ (all_0_42_42 = e1)
% 60.56/25.70  																																			| (3259) all_0_47_47 = e1 | all_0_51_51 = e1 | all_0_56_56 = e1
% 60.56/25.70  																																			|
% 60.56/25.70  																																				+-Applying beta-rule and splitting (152), into two cases.
% 60.56/25.70  																																				|-Branch one:
% 60.56/25.70  																																				| (1392) all_0_42_42 = e4
% 60.56/25.70  																																				|
% 60.56/25.70  																																					| Equations (1392) can reduce 73 to:
% 60.56/25.70  																																					| (1903)  ~ (all_0_44_44 = e4)
% 60.56/25.70  																																					|
% 60.56/25.70  																																					| Simplifying 1903 yields:
% 60.56/25.70  																																					| (1390)  ~ (all_0_44_44 = e4)
% 60.56/25.70  																																					|
% 60.56/25.70  																																					| Equations (1392) can reduce 236 to:
% 60.56/25.70  																																					| (476)  ~ (all_0_56_56 = e4)
% 60.56/25.70  																																					|
% 60.56/25.70  																																					| Simplifying 476 yields:
% 60.56/25.70  																																					| (477)  ~ (all_0_56_56 = e4)
% 60.56/25.70  																																					|
% 60.56/25.70  																																					| Equations (1392) can reduce 405 to:
% 60.56/25.70  																																					| (188)  ~ (e4 = e3)
% 60.56/25.70  																																					|
% 60.56/25.70  																																					| Equations (1392) can reduce 51 to:
% 60.56/25.70  																																					| (48)  ~ (e4 = e2)
% 60.56/25.70  																																					|
% 60.56/25.70  																																					| Equations (1392) can reduce 1380 to:
% 60.56/25.70  																																					| (110)  ~ (e4 = e1)
% 60.56/25.70  																																					|
% 60.56/25.70  																																					| Equations (1392) can reduce 358 to:
% 60.56/25.70  																																					| (49)  ~ (e4 = e0)
% 60.56/25.70  																																					|
% 60.56/25.70  																																					| From (1392) and (210) follows:
% 60.56/25.70  																																					| (4074) op(e3, e2) = e4
% 60.56/25.70  																																					|
% 60.56/25.70  																																					+-Applying beta-rule and splitting (26), into two cases.
% 60.56/25.70  																																					|-Branch one:
% 60.56/25.70  																																					| (446) all_0_44_44 = e4
% 60.56/25.70  																																					|
% 60.56/25.70  																																						| Equations (446) can reduce 1390 to:
% 60.56/25.70  																																						| (266) $false
% 60.56/25.70  																																						|
% 60.56/25.70  																																						|-The branch is then unsatisfiable
% 60.56/25.70  																																					|-Branch two:
% 60.56/25.70  																																					| (1390)  ~ (all_0_44_44 = e4)
% 60.56/25.70  																																					| (1391) all_0_44_44 = e3 | all_0_44_44 = e1 | all_0_44_44 = e0
% 60.56/25.70  																																					|
% 60.56/25.70  																																						+-Applying beta-rule and splitting (133), into two cases.
% 60.56/25.70  																																						|-Branch one:
% 60.56/25.70  																																						| (833) all_0_56_56 = e2
% 60.56/25.70  																																						|
% 60.56/25.70  																																							| Equations (833) can reduce 511 to:
% 60.56/25.70  																																							| (266) $false
% 60.56/25.70  																																							|
% 60.56/25.70  																																							|-The branch is then unsatisfiable
% 60.56/25.70  																																						|-Branch two:
% 60.56/25.70  																																						| (511)  ~ (all_0_56_56 = e2)
% 60.56/25.70  																																						| (836) all_0_56_56 = e4 | all_0_56_56 = e3 | all_0_56_56 = e1 | all_0_56_56 = e0
% 60.56/25.70  																																						|
% 60.56/25.70  																																							+-Applying beta-rule and splitting (836), into two cases.
% 60.56/25.70  																																							|-Branch one:
% 60.56/25.70  																																							| (842) all_0_56_56 = e4
% 60.56/25.70  																																							|
% 60.56/25.70  																																								| Equations (842) can reduce 477 to:
% 60.56/25.70  																																								| (266) $false
% 60.56/25.70  																																								|
% 60.56/25.70  																																								|-The branch is then unsatisfiable
% 60.56/25.70  																																							|-Branch two:
% 60.56/25.70  																																							| (477)  ~ (all_0_56_56 = e4)
% 60.56/25.70  																																							| (845) all_0_56_56 = e3 | all_0_56_56 = e1 | all_0_56_56 = e0
% 60.56/25.70  																																							|
% 60.56/25.70  																																								+-Applying beta-rule and splitting (458), into two cases.
% 60.56/25.70  																																								|-Branch one:
% 60.56/25.70  																																								| (459) all_0_42_42 = e1
% 60.56/25.70  																																								|
% 60.56/25.70  																																									| Combining equations (459,1392) yields a new equation:
% 60.56/25.70  																																									| (630) e4 = e1
% 60.56/25.70  																																									|
% 60.56/25.70  																																									| Equations (630) can reduce 110 to:
% 60.56/25.70  																																									| (266) $false
% 60.56/25.70  																																									|
% 60.56/25.70  																																									|-The branch is then unsatisfiable
% 60.56/25.70  																																								|-Branch two:
% 60.56/25.70  																																								| (1380)  ~ (all_0_42_42 = e1)
% 60.56/25.70  																																								| (1381) all_0_43_43 = e1 | all_0_44_44 = e1
% 60.56/25.70  																																								|
% 60.56/25.70  																																									+-Applying beta-rule and splitting (150), into two cases.
% 60.56/25.70  																																									|-Branch one:
% 60.56/25.70  																																									| (1378) all_0_40_40 = e4
% 60.56/25.70  																																									|
% 60.56/25.70  																																										| Combining equations (1378,313) yields a new equation:
% 60.56/25.70  																																										| (322) e4 = e2
% 60.56/25.70  																																										|
% 60.56/25.70  																																										| Simplifying 322 yields:
% 60.56/25.70  																																										| (323) e4 = e2
% 60.56/25.70  																																										|
% 60.56/25.70  																																										| Equations (323) can reduce 48 to:
% 60.56/25.70  																																										| (266) $false
% 60.56/25.70  																																										|
% 60.56/25.70  																																										|-The branch is then unsatisfiable
% 60.56/25.70  																																									|-Branch two:
% 60.56/25.70  																																									| (447)  ~ (all_0_40_40 = e4)
% 60.56/25.70  																																									| (2271) all_0_44_44 = e4 | all_0_49_49 = e4 | all_0_53_53 = e4 | all_0_58_58 = e4
% 60.56/25.70  																																									|
% 60.56/25.70  																																										+-Applying beta-rule and splitting (171), into two cases.
% 60.56/25.70  																																										|-Branch one:
% 60.56/25.70  																																										| (265) all_0_54_54 = e4
% 60.56/25.70  																																										|
% 60.56/25.70  																																											| Combining equations (265,268) yields a new equation:
% 60.56/25.70  																																											| (424) e4 = e3
% 60.56/25.70  																																											|
% 60.56/25.70  																																											| Simplifying 424 yields:
% 60.56/25.70  																																											| (425) e4 = e3
% 60.56/25.70  																																											|
% 60.56/25.70  																																											| Equations (425) can reduce 188 to:
% 60.56/25.70  																																											| (266) $false
% 60.56/25.70  																																											|
% 60.56/25.70  																																											|-The branch is then unsatisfiable
% 60.56/25.70  																																										|-Branch two:
% 60.56/25.70  																																										| (258)  ~ (all_0_54_54 = e4)
% 60.56/25.70  																																										| (575) all_0_55_55 = e4 | all_0_56_56 = e4 | all_0_57_57 = e4 | all_0_58_58 = e4
% 60.56/25.70  																																										|
% 60.56/25.70  																																											| Equations (268) can reduce 258 to:
% 60.56/25.70  																																											| (277)  ~ (e4 = e3)
% 60.56/25.70  																																											|
% 60.56/25.70  																																											| Simplifying 277 yields:
% 60.56/25.70  																																											| (188)  ~ (e4 = e3)
% 60.56/25.70  																																											|
% 60.56/25.70  																																											+-Applying beta-rule and splitting (2271), into two cases.
% 60.56/25.70  																																											|-Branch one:
% 60.56/25.70  																																											| (446) all_0_44_44 = e4
% 60.56/25.70  																																											|
% 60.56/25.70  																																												| Equations (446) can reduce 1390 to:
% 60.56/25.70  																																												| (266) $false
% 60.56/25.70  																																												|
% 60.56/25.70  																																												|-The branch is then unsatisfiable
% 60.56/25.70  																																											|-Branch two:
% 60.56/25.70  																																											| (1390)  ~ (all_0_44_44 = e4)
% 60.56/25.70  																																											| (7998) all_0_49_49 = e4 | all_0_53_53 = e4 | all_0_58_58 = e4
% 60.56/25.70  																																											|
% 60.56/25.70  																																												+-Applying beta-rule and splitting (845), into two cases.
% 60.56/25.70  																																												|-Branch one:
% 60.56/25.70  																																												| (679) all_0_56_56 = e0
% 60.56/25.70  																																												|
% 60.56/25.70  																																													| Equations (679) can reduce 828 to:
% 60.56/25.70  																																													| (266) $false
% 60.56/25.70  																																													|
% 60.56/25.70  																																													|-The branch is then unsatisfiable
% 60.56/25.70  																																												|-Branch two:
% 60.56/25.70  																																												| (828)  ~ (all_0_56_56 = e0)
% 60.56/25.70  																																												| (3172) all_0_56_56 = e3 | all_0_56_56 = e1
% 60.56/25.70  																																												|
% 60.56/25.70  																																													+-Applying beta-rule and splitting (7998), into two cases.
% 60.56/25.70  																																													|-Branch one:
% 60.56/25.70  																																													| (974) all_0_49_49 = e4
% 60.56/25.70  																																													|
% 60.56/25.70  																																														| Combining equations (978,974) yields a new equation:
% 60.56/25.70  																																														| (397) e4 = e0
% 60.56/25.70  																																														|
% 60.56/25.70  																																														| Equations (397) can reduce 49 to:
% 60.56/25.70  																																														| (266) $false
% 60.56/25.70  																																														|
% 60.56/25.70  																																														|-The branch is then unsatisfiable
% 60.56/25.70  																																													|-Branch two:
% 60.56/25.70  																																													| (256)  ~ (all_0_49_49 = e4)
% 60.56/25.70  																																													| (8013) all_0_53_53 = e4 | all_0_58_58 = e4
% 60.56/25.70  																																													|
% 60.56/25.70  																																														+-Applying beta-rule and splitting (3259), into two cases.
% 60.56/25.70  																																														|-Branch one:
% 60.56/25.70  																																														| (654) all_0_47_47 = e1
% 60.56/25.70  																																														|
% 60.56/25.70  																																															| Combining equations (654,522) yields a new equation:
% 60.56/25.70  																																															| (455) e3 = e1
% 60.56/25.70  																																															|
% 60.56/25.70  																																															| Equations (455) can reduce 213 to:
% 60.56/25.70  																																															| (266) $false
% 60.56/25.70  																																															|
% 60.56/25.70  																																															|-The branch is then unsatisfiable
% 60.56/25.70  																																														|-Branch two:
% 60.56/25.70  																																														| (462)  ~ (all_0_47_47 = e1)
% 60.56/25.70  																																														| (3264) all_0_51_51 = e1 | all_0_56_56 = e1
% 60.56/25.70  																																														|
% 60.56/25.70  																																															+-Applying beta-rule and splitting (1381), into two cases.
% 60.56/25.70  																																															|-Branch one:
% 60.56/25.70  																																															| (430) all_0_43_43 = e1
% 60.56/25.70  																																															|
% 60.56/25.70  																																																| Combining equations (430,356) yields a new equation:
% 60.56/25.70  																																																| (546) e1 = e0
% 60.56/25.70  																																																|
% 60.56/25.70  																																																| Simplifying 546 yields:
% 60.56/25.70  																																																| (431) e1 = e0
% 60.56/25.70  																																																|
% 60.56/25.70  																																																| Equations (431) can reduce 233 to:
% 60.56/25.70  																																																| (266) $false
% 60.56/25.70  																																																|
% 60.56/25.70  																																																|-The branch is then unsatisfiable
% 60.56/25.70  																																															|-Branch two:
% 60.56/25.70  																																															| (433)  ~ (all_0_43_43 = e1)
% 60.56/25.70  																																															| (635) all_0_44_44 = e1
% 60.56/25.70  																																															|
% 60.56/25.70  																																																| Equations (635) can reduce 147 to:
% 60.56/25.70  																																																| (604)  ~ (e2 = e1)
% 60.56/25.70  																																																|
% 60.56/25.70  																																																| Simplifying 604 yields:
% 60.56/25.70  																																																| (122)  ~ (e2 = e1)
% 60.56/25.70  																																																|
% 60.56/25.70  																																																| From (635) and (138) follows:
% 60.56/25.70  																																																| (1423) op(e3, e0) = e1
% 60.56/25.70  																																																|
% 60.56/25.70  																																																+-Applying beta-rule and splitting (3264), into two cases.
% 60.56/25.70  																																																|-Branch one:
% 60.56/25.70  																																																| (1109) all_0_51_51 = e1
% 60.56/25.70  																																																|
% 60.56/25.70  																																																	| Combining equations (504,1109) yields a new equation:
% 60.56/25.70  																																																	| (616) e2 = e1
% 60.56/25.70  																																																	|
% 60.56/25.70  																																																	| Simplifying 616 yields:
% 60.56/25.70  																																																	| (617) e2 = e1
% 60.56/25.70  																																																	|
% 60.56/25.70  																																																	| Equations (617) can reduce 122 to:
% 60.56/25.70  																																																	| (266) $false
% 60.56/25.70  																																																	|
% 60.56/25.70  																																																	|-The branch is then unsatisfiable
% 60.56/25.70  																																																|-Branch two:
% 60.56/25.70  																																																| (464)  ~ (all_0_51_51 = e1)
% 60.56/25.70  																																																| (1569) all_0_56_56 = e1
% 60.56/25.70  																																																|
% 60.56/25.70  																																																	| Equations (1569) can reduce 828 to:
% 60.56/25.70  																																																	| (233)  ~ (e1 = e0)
% 60.56/25.70  																																																	|
% 60.56/25.70  																																																	+-Applying beta-rule and splitting (8013), into two cases.
% 60.56/25.70  																																																	|-Branch one:
% 60.56/25.70  																																																	| (1298) all_0_53_53 = e4
% 60.56/25.70  																																																	|
% 60.56/25.70  																																																		| Combining equations (665,1298) yields a new equation:
% 60.56/25.70  																																																		| (425) e4 = e3
% 60.56/25.70  																																																		|
% 60.56/25.70  																																																		| Equations (425) can reduce 188 to:
% 60.56/25.70  																																																		| (266) $false
% 60.56/25.70  																																																		|
% 60.56/25.70  																																																		|-The branch is then unsatisfiable
% 60.56/25.70  																																																	|-Branch two:
% 60.56/25.70  																																																	| (1453)  ~ (all_0_53_53 = e4)
% 60.56/25.70  																																																	| (910) all_0_58_58 = e4
% 60.56/25.70  																																																	|
% 60.56/25.70  																																																		| From (910) and (245) follows:
% 60.56/25.70  																																																		| (2661) op(e0, e0) = e4
% 60.56/25.70  																																																		|
% 60.56/25.70  																																																		+-Applying beta-rule and splitting (56), into two cases.
% 60.56/25.70  																																																		|-Branch one:
% 60.56/25.70  																																																		| (696) unit = e2
% 60.56/25.70  																																																		|
% 60.56/25.70  																																																			| From (696) and (227) follows:
% 60.56/25.71  																																																			| (4284) op(e4, e2) = e4
% 60.56/25.71  																																																			|
% 60.56/25.71  																																																			| From (696) and (40) follows:
% 60.56/25.71  																																																			| (4285) op(e3, e2) = e3
% 60.56/25.71  																																																			|
% 60.56/25.71  																																																			| From (696) and (32) follows:
% 60.56/25.71  																																																			| (698) op(e2, e2) = e2
% 60.56/25.71  																																																			|
% 60.56/25.71  																																																			| From (696) and (28) follows:
% 60.56/25.71  																																																			| (699) op(e1, e2) = e1
% 60.56/25.71  																																																			|
% 60.56/25.71  																																																			| Instantiating formula (29) with e4, e2, e4, e0 and discharging atoms op(e4, e2) = e4, op(e4, e2) = e0, yields:
% 60.56/25.71  																																																			| (397) e4 = e0
% 60.56/25.71  																																																			|
% 60.56/25.71  																																																			| Instantiating formula (29) with e3, e2, e3, e4 and discharging atoms op(e3, e2) = e4, op(e3, e2) = e3, yields:
% 60.56/25.71  																																																			| (425) e4 = e3
% 60.56/25.71  																																																			|
% 60.56/25.71  																																																			| Instantiating formula (29) with e2, e2, e2, e3 and discharging atoms op(e2, e2) = e3, op(e2, e2) = e2, yields:
% 60.56/25.71  																																																			| (662) e3 = e2
% 60.56/25.71  																																																			|
% 60.56/25.71  																																																			| Instantiating formula (29) with e1, e2, e1, e2 and discharging atoms op(e1, e2) = e2, op(e1, e2) = e1, yields:
% 60.56/25.71  																																																			| (617) e2 = e1
% 60.56/25.71  																																																			|
% 60.56/25.71  																																																			| Combining equations (397,425) yields a new equation:
% 60.56/25.71  																																																			| (676) e3 = e0
% 60.56/25.71  																																																			|
% 60.56/25.71  																																																			| Combining equations (676,662) yields a new equation:
% 60.56/25.71  																																																			| (330) e2 = e0
% 60.56/25.71  																																																			|
% 60.56/25.71  																																																			| Combining equations (330,617) yields a new equation:
% 60.56/25.71  																																																			| (431) e1 = e0
% 60.56/25.71  																																																			|
% 60.56/25.71  																																																			| Equations (431) can reduce 233 to:
% 60.56/25.71  																																																			| (266) $false
% 60.56/25.71  																																																			|
% 60.56/25.71  																																																			|-The branch is then unsatisfiable
% 60.56/25.71  																																																		|-Branch two:
% 60.56/25.71  																																																		| (707)  ~ (unit = e2)
% 60.56/25.71  																																																		| (708) unit = e4 | unit = e3 | unit = e1 | unit = e0
% 60.56/25.71  																																																		|
% 60.56/25.71  																																																			+-Applying beta-rule and splitting (708), into two cases.
% 60.56/25.71  																																																			|-Branch one:
% 60.56/25.71  																																																			| (709) unit = e4
% 60.56/25.71  																																																			|
% 60.56/25.71  																																																				| From (709) and (24) follows:
% 60.56/25.71  																																																				| (33325) op(e4, e3) = e3
% 60.56/25.71  																																																				|
% 60.56/25.71  																																																				| From (709) and (211) follows:
% 60.56/25.71  																																																				| (22527) op(e4, e1) = e1
% 60.56/25.71  																																																				|
% 60.56/25.71  																																																				| From (709) and (209) follows:
% 60.56/25.71  																																																				| (3072) op(e4, e0) = e0
% 60.56/25.71  																																																				|
% 60.56/25.71  																																																				| From (709) and (32) follows:
% 60.56/25.71  																																																				| (712) op(e2, e4) = e2
% 60.56/25.71  																																																				|
% 60.56/25.71  																																																				| Instantiating formula (29) with e4, e3, e3, e4 and discharging atoms op(e4, e3) = e4, op(e4, e3) = e3, yields:
% 60.56/25.71  																																																				| (425) e4 = e3
% 60.56/25.71  																																																				|
% 60.56/25.71  																																																				| Instantiating formula (29) with e4, e1, e1, e3 and discharging atoms op(e4, e1) = e3, op(e4, e1) = e1, yields:
% 60.56/25.71  																																																				| (455) e3 = e1
% 60.56/25.71  																																																				|
% 60.56/25.71  																																																				| Instantiating formula (29) with e4, e0, e0, e2 and discharging atoms op(e4, e0) = e2, op(e4, e0) = e0, yields:
% 60.56/25.71  																																																				| (330) e2 = e0
% 60.56/25.71  																																																				|
% 60.56/25.71  																																																				| Instantiating formula (29) with e2, e4, e2, e4 and discharging atoms op(e2, e4) = e4, op(e2, e4) = e2, yields:
% 60.56/25.71  																																																				| (323) e4 = e2
% 60.56/25.71  																																																				|
% 60.56/25.71  																																																				| Combining equations (425,323) yields a new equation:
% 60.56/25.71  																																																				| (661) e3 = e2
% 60.56/25.71  																																																				|
% 60.56/25.71  																																																				| Simplifying 661 yields:
% 60.56/25.71  																																																				| (662) e3 = e2
% 60.56/25.71  																																																				|
% 60.56/25.71  																																																				| Combining equations (662,455) yields a new equation:
% 60.56/25.71  																																																				| (616) e2 = e1
% 60.56/25.71  																																																				|
% 60.56/25.71  																																																				| Simplifying 616 yields:
% 60.56/25.71  																																																				| (617) e2 = e1
% 60.56/25.71  																																																				|
% 60.56/25.71  																																																				| Combining equations (330,617) yields a new equation:
% 60.56/25.71  																																																				| (431) e1 = e0
% 60.56/25.71  																																																				|
% 60.56/25.71  																																																				| Equations (431) can reduce 233 to:
% 60.56/25.71  																																																				| (266) $false
% 60.56/25.71  																																																				|
% 60.56/25.71  																																																				|-The branch is then unsatisfiable
% 60.56/25.71  																																																			|-Branch two:
% 60.56/25.71  																																																			| (724)  ~ (unit = e4)
% 60.56/25.71  																																																			| (725) unit = e3 | unit = e1 | unit = e0
% 60.56/25.71  																																																			|
% 60.56/25.71  																																																				+-Applying beta-rule and splitting (725), into two cases.
% 60.56/25.71  																																																				|-Branch one:
% 60.56/25.71  																																																				| (726) unit = e0
% 60.56/25.71  																																																				|
% 60.56/25.71  																																																					| From (726) and (211) follows:
% 60.56/25.71  																																																					| (15180) op(e0, e1) = e1
% 60.56/25.71  																																																					|
% 60.56/25.71  																																																					| From (726) and (227) follows:
% 60.56/25.71  																																																					| (3205) op(e4, e0) = e4
% 60.56/25.71  																																																					|
% 60.56/25.71  																																																					| From (726) and (42) follows:
% 60.56/25.71  																																																					| (728) op(e0, e0) = e0
% 60.56/25.71  																																																					|
% 60.56/25.71  																																																					| Instantiating formula (29) with e4, e0, e4, e2 and discharging atoms op(e4, e0) = e4, op(e4, e0) = e2, yields:
% 60.56/25.71  																																																					| (323) e4 = e2
% 60.56/25.71  																																																					|
% 60.56/25.71  																																																					| Instantiating formula (29) with e0, e1, e1, e2 and discharging atoms op(e0, e1) = e2, op(e0, e1) = e1, yields:
% 60.56/25.71  																																																					| (617) e2 = e1
% 60.56/25.71  																																																					|
% 60.56/25.71  																																																					| Instantiating formula (29) with e0, e0, e0, e4 and discharging atoms op(e0, e0) = e4, op(e0, e0) = e0, yields:
% 60.56/25.71  																																																					| (397) e4 = e0
% 60.56/25.71  																																																					|
% 60.56/25.71  																																																					| Combining equations (323,397) yields a new equation:
% 60.56/25.71  																																																					| (391) e2 = e0
% 60.56/25.71  																																																					|
% 60.56/25.71  																																																					| Simplifying 391 yields:
% 60.56/25.71  																																																					| (330) e2 = e0
% 60.56/25.71  																																																					|
% 60.56/25.71  																																																					| Combining equations (617,330) yields a new equation:
% 60.56/25.71  																																																					| (546) e1 = e0
% 60.56/25.71  																																																					|
% 60.56/25.71  																																																					| Simplifying 546 yields:
% 60.56/25.71  																																																					| (431) e1 = e0
% 60.56/25.71  																																																					|
% 60.56/25.71  																																																					| Equations (431) can reduce 233 to:
% 60.56/25.71  																																																					| (266) $false
% 60.56/25.71  																																																					|
% 60.56/25.71  																																																					|-The branch is then unsatisfiable
% 60.56/25.71  																																																				|-Branch two:
% 60.56/25.71  																																																				| (734)  ~ (unit = e0)
% 60.56/25.71  																																																				| (735) unit = e3 | unit = e1
% 60.56/25.71  																																																				|
% 60.56/25.71  																																																					+-Applying beta-rule and splitting (735), into two cases.
% 60.56/25.71  																																																					|-Branch one:
% 60.56/25.71  																																																					| (736) unit = e1
% 60.56/25.71  																																																					|
% 60.56/25.71  																																																						| Equations (736) can reduce 734 to:
% 60.56/25.71  																																																						| (233)  ~ (e1 = e0)
% 60.56/25.71  																																																						|
% 60.56/25.71  																																																						| From (736) and (32) follows:
% 60.56/25.71  																																																						| (347) op(e2, e1) = e2
% 60.56/25.71  																																																						|
% 60.56/25.71  																																																						| From (736) and (42) follows:
% 60.56/25.71  																																																						| (3221) op(e0, e1) = e0
% 60.56/25.71  																																																						|
% 60.56/25.71  																																																						| Instantiating formula (29) with e2, e1, e2, e1 and discharging atoms op(e2, e1) = e2, op(e2, e1) = e1, yields:
% 60.56/25.71  																																																						| (617) e2 = e1
% 60.56/25.71  																																																						|
% 60.56/25.71  																																																						| Instantiating formula (29) with e0, e1, e0, e2 and discharging atoms op(e0, e1) = e2, op(e0, e1) = e0, yields:
% 60.56/25.71  																																																						| (330) e2 = e0
% 60.56/25.71  																																																						|
% 60.56/25.71  																																																						| Combining equations (330,617) yields a new equation:
% 60.56/25.71  																																																						| (431) e1 = e0
% 60.56/25.71  																																																						|
% 60.56/25.71  																																																						| Equations (431) can reduce 233 to:
% 60.56/25.71  																																																						| (266) $false
% 60.56/25.71  																																																						|
% 60.56/25.71  																																																						|-The branch is then unsatisfiable
% 60.56/25.71  																																																					|-Branch two:
% 60.56/25.71  																																																					| (748)  ~ (unit = e1)
% 60.56/25.71  																																																					| (749) unit = e3
% 60.56/25.71  																																																					|
% 60.56/25.71  																																																						| From (749) and (209) follows:
% 60.56/25.71  																																																						| (1667) op(e3, e0) = e0
% 60.56/25.71  																																																						|
% 60.56/25.71  																																																						| Instantiating formula (29) with e3, e0, e0, e1 and discharging atoms op(e3, e0) = e1, op(e3, e0) = e0, yields:
% 60.56/25.71  																																																						| (431) e1 = e0
% 60.56/25.71  																																																						|
% 60.56/25.71  																																																						| Equations (431) can reduce 233 to:
% 60.56/25.71  																																																						| (266) $false
% 60.56/25.71  																																																						|
% 60.56/25.71  																																																						|-The branch is then unsatisfiable
% 60.56/25.71  																																				|-Branch two:
% 60.56/25.71  																																				| (1890)  ~ (all_0_42_42 = e4)
% 60.56/25.71  																																				| (1969) all_0_42_42 = e3 | all_0_42_42 = e1 | all_0_42_42 = e0
% 60.56/25.71  																																				|
% 60.56/25.71  																																					+-Applying beta-rule and splitting (3259), into two cases.
% 60.56/25.71  																																					|-Branch one:
% 60.56/25.71  																																					| (654) all_0_47_47 = e1
% 60.56/25.71  																																					|
% 60.56/25.71  																																						| Combining equations (654,522) yields a new equation:
% 60.56/25.71  																																						| (455) e3 = e1
% 60.56/25.71  																																						|
% 60.56/25.71  																																						| Equations (455) can reduce 213 to:
% 60.56/25.71  																																						| (266) $false
% 60.56/25.71  																																						|
% 60.56/25.71  																																						|-The branch is then unsatisfiable
% 60.56/25.71  																																					|-Branch two:
% 60.56/25.71  																																					| (462)  ~ (all_0_47_47 = e1)
% 60.56/25.71  																																					| (3264) all_0_51_51 = e1 | all_0_56_56 = e1
% 60.56/25.71  																																					|
% 60.56/25.71  																																						+-Applying beta-rule and splitting (3264), into two cases.
% 60.56/25.71  																																						|-Branch one:
% 60.56/25.71  																																						| (1109) all_0_51_51 = e1
% 60.56/25.71  																																						|
% 60.56/25.71  																																							| Combining equations (504,1109) yields a new equation:
% 60.56/25.71  																																							| (616) e2 = e1
% 60.56/25.71  																																							|
% 60.56/25.71  																																							| Simplifying 616 yields:
% 60.56/25.71  																																							| (617) e2 = e1
% 60.56/25.71  																																							|
% 60.56/25.71  																																							| Equations (617) can reduce 122 to:
% 60.56/25.71  																																							| (266) $false
% 60.56/25.71  																																							|
% 60.56/25.71  																																							|-The branch is then unsatisfiable
% 60.56/25.71  																																						|-Branch two:
% 60.56/25.71  																																						| (464)  ~ (all_0_51_51 = e1)
% 60.56/25.71  																																						| (1569) all_0_56_56 = e1
% 60.56/25.71  																																						|
% 60.56/25.71  																																							| Equations (1569) can reduce 44 to:
% 60.56/25.71  																																							| (879)  ~ (all_0_58_58 = e1)
% 60.56/25.71  																																							|
% 60.56/25.71  																																							| Simplifying 879 yields:
% 60.56/25.71  																																							| (880)  ~ (all_0_58_58 = e1)
% 60.56/25.71  																																							|
% 60.56/25.71  																																							| Equations (1569) can reduce 272 to:
% 60.56/25.71  																																							| (467)  ~ (e3 = e1)
% 60.56/25.71  																																							|
% 60.56/25.71  																																							| Simplifying 467 yields:
% 60.56/25.71  																																							| (213)  ~ (e3 = e1)
% 60.56/25.71  																																							|
% 60.56/25.71  																																							| Equations (1569) can reduce 828 to:
% 60.56/25.71  																																							| (233)  ~ (e1 = e0)
% 60.56/25.71  																																							|
% 60.56/25.71  																																							+-Applying beta-rule and splitting (112), into two cases.
% 60.56/25.71  																																							|-Branch one:
% 60.56/25.71  																																							| (635) all_0_44_44 = e1
% 60.56/25.71  																																							|
% 60.56/25.71  																																								| Equations (635) can reduce 73 to:
% 60.56/25.71  																																								| (1380)  ~ (all_0_42_42 = e1)
% 60.56/25.71  																																								|
% 60.56/25.71  																																								+-Applying beta-rule and splitting (1969), into two cases.
% 60.56/25.71  																																								|-Branch one:
% 60.56/25.71  																																								| (559) all_0_42_42 = e0
% 60.56/25.71  																																								|
% 60.56/25.71  																																									| Equations (559) can reduce 358 to:
% 60.56/25.71  																																									| (266) $false
% 60.56/25.71  																																									|
% 60.56/25.71  																																									|-The branch is then unsatisfiable
% 60.56/25.71  																																								|-Branch two:
% 60.56/25.71  																																								| (358)  ~ (all_0_42_42 = e0)
% 60.56/25.71  																																								| (2510) all_0_42_42 = e3 | all_0_42_42 = e1
% 60.56/25.71  																																								|
% 60.56/25.71  																																									+-Applying beta-rule and splitting (2510), into two cases.
% 60.56/25.71  																																									|-Branch one:
% 60.56/25.71  																																									| (459) all_0_42_42 = e1
% 60.56/25.71  																																									|
% 60.56/25.71  																																										| Equations (459) can reduce 1380 to:
% 60.56/25.71  																																										| (266) $false
% 60.56/25.71  																																										|
% 60.56/25.71  																																										|-The branch is then unsatisfiable
% 60.56/25.71  																																									|-Branch two:
% 60.56/25.71  																																									| (1380)  ~ (all_0_42_42 = e1)
% 60.56/25.71  																																									| (516) all_0_42_42 = e3
% 60.56/25.71  																																									|
% 60.56/25.71  																																										| Equations (516) can reduce 405 to:
% 60.56/25.71  																																										| (266) $false
% 60.56/25.71  																																										|
% 60.56/25.71  																																										|-The branch is then unsatisfiable
% 60.56/25.71  																																							|-Branch two:
% 60.56/25.71  																																							| (639)  ~ (all_0_44_44 = e1)
% 60.56/25.71  																																							| (640) all_0_49_49 = e1 | all_0_53_53 = e1 | all_0_58_58 = e1
% 60.56/25.71  																																							|
% 60.56/25.71  																																								+-Applying beta-rule and splitting (640), into two cases.
% 60.56/25.71  																																								|-Branch one:
% 60.56/25.71  																																								| (671) all_0_49_49 = e1
% 60.56/25.71  																																								|
% 60.56/25.71  																																									| Combining equations (978,671) yields a new equation:
% 60.56/25.71  																																									| (431) e1 = e0
% 60.56/25.71  																																									|
% 60.56/25.71  																																									| Equations (431) can reduce 233 to:
% 60.56/25.71  																																									| (266) $false
% 60.56/25.71  																																									|
% 60.56/25.71  																																									|-The branch is then unsatisfiable
% 60.56/25.71  																																								|-Branch two:
% 60.56/25.71  																																								| (1064)  ~ (all_0_49_49 = e1)
% 60.56/25.71  																																								| (2141) all_0_53_53 = e1 | all_0_58_58 = e1
% 60.56/25.71  																																								|
% 60.56/25.71  																																									+-Applying beta-rule and splitting (2141), into two cases.
% 60.56/25.71  																																									|-Branch one:
% 60.56/25.71  																																									| (1208) all_0_53_53 = e1
% 60.56/25.71  																																									|
% 60.56/25.71  																																										| Combining equations (665,1208) yields a new equation:
% 60.56/25.71  																																										| (454) e3 = e1
% 60.56/25.71  																																										|
% 60.56/25.71  																																										| Simplifying 454 yields:
% 60.56/25.71  																																										| (455) e3 = e1
% 60.56/25.71  																																										|
% 60.56/25.71  																																										| Equations (455) can reduce 213 to:
% 60.56/25.71  																																										| (266) $false
% 60.56/25.71  																																										|
% 60.56/25.71  																																										|-The branch is then unsatisfiable
% 60.56/25.71  																																									|-Branch two:
% 60.56/25.71  																																									| (1459)  ~ (all_0_53_53 = e1)
% 60.56/25.71  																																									| (918) all_0_58_58 = e1
% 60.56/25.71  																																									|
% 60.56/25.71  																																										| Equations (918) can reduce 880 to:
% 60.56/25.71  																																										| (266) $false
% 60.56/25.71  																																										|
% 60.56/25.71  																																										|-The branch is then unsatisfiable
% 60.56/25.71  																															|-Branch two:
% 60.56/25.71  																															| (619)  ~ (all_0_48_48 = e1)
% 60.56/25.71  																															| (620) all_0_52_52 = e1 | all_0_57_57 = e1
% 60.56/25.71  																															|
% 60.56/25.71  																																+-Applying beta-rule and splitting (135), into two cases.
% 60.56/25.71  																																|-Branch one:
% 60.56/25.71  																																| (545) all_0_46_46 = e1
% 60.56/25.71  																																|
% 60.56/25.71  																																	| Combining equations (545,1794) yields a new equation:
% 60.56/25.71  																																	| (617) e2 = e1
% 60.56/25.71  																																	|
% 60.56/25.71  																																	| Equations (617) can reduce 122 to:
% 60.56/25.71  																																	| (266) $false
% 60.56/25.71  																																	|
% 60.56/25.71  																																	|-The branch is then unsatisfiable
% 60.56/25.71  																																|-Branch two:
% 60.56/25.71  																																| (549)  ~ (all_0_46_46 = e1)
% 60.56/25.71  																																| (550) all_0_47_47 = e1 | all_0_48_48 = e1 | all_0_49_49 = e1
% 60.56/25.71  																																|
% 60.56/25.71  																																	| Equations (1794) can reduce 549 to:
% 60.56/25.71  																																	| (122)  ~ (e2 = e1)
% 60.56/25.71  																																	|
% 60.56/25.71  																																	+-Applying beta-rule and splitting (620), into two cases.
% 60.56/25.71  																																	|-Branch one:
% 60.56/25.71  																																	| (642) all_0_52_52 = e1
% 60.56/25.71  																																	|
% 60.56/25.71  																																		| Combining equations (565,642) yields a new equation:
% 60.56/25.71  																																		| (636) e4 = e1
% 60.56/25.71  																																		|
% 60.56/25.71  																																		| Simplifying 636 yields:
% 60.56/25.71  																																		| (630) e4 = e1
% 60.56/25.71  																																		|
% 60.56/25.71  																																		| Equations (630) can reduce 110 to:
% 60.56/25.71  																																		| (266) $false
% 60.56/25.71  																																		|
% 60.56/25.71  																																		|-The branch is then unsatisfiable
% 60.56/25.71  																																	|-Branch two:
% 60.56/25.71  																																	| (646)  ~ (all_0_52_52 = e1)
% 60.56/25.71  																																	| (647) all_0_57_57 = e1
% 60.56/25.71  																																	|
% 60.56/25.71  																																		| Combining equations (647,442) yields a new equation:
% 60.56/25.71  																																		| (617) e2 = e1
% 60.56/25.71  																																		|
% 60.56/25.71  																																		| Equations (617) can reduce 122 to:
% 60.56/25.71  																																		| (266) $false
% 60.56/25.71  																																		|
% 60.56/25.71  																																		|-The branch is then unsatisfiable
% 60.56/25.71  																												|-Branch two:
% 60.56/25.71  																												| (5470)  ~ (all_0_43_43 = e0)
% 60.56/25.71  																												| (5471) all_0_48_48 = e0 | all_0_57_57 = e0
% 60.56/25.71  																												|
% 60.56/25.71  																													+-Applying beta-rule and splitting (195), into two cases.
% 60.56/25.71  																													|-Branch one:
% 60.56/25.71  																													| (396) all_0_43_43 = e4
% 60.56/25.71  																													|
% 60.56/25.71  																														| Equations (396) can reduce 399 to:
% 60.56/25.71  																														| (266) $false
% 60.56/25.71  																														|
% 60.56/25.71  																														|-The branch is then unsatisfiable
% 60.56/25.71  																													|-Branch two:
% 60.56/25.71  																													| (399)  ~ (all_0_43_43 = e4)
% 60.56/25.71  																													| (6374) all_0_43_43 = e1 | all_0_43_43 = e0
% 60.56/25.71  																													|
% 60.56/25.71  																														+-Applying beta-rule and splitting (165), into two cases.
% 60.56/25.71  																														|-Branch one:
% 60.56/25.71  																														| (794) all_0_41_41 = e0
% 60.56/25.71  																														|
% 60.56/25.71  																															| Combining equations (794,403) yields a new equation:
% 60.56/25.71  																															| (676) e3 = e0
% 60.56/25.71  																															|
% 60.56/25.71  																															| Equations (676) can reduce 80 to:
% 60.56/25.71  																															| (266) $false
% 60.56/25.71  																															|
% 60.56/25.71  																															|-The branch is then unsatisfiable
% 60.56/25.71  																														|-Branch two:
% 60.56/25.71  																														| (357)  ~ (all_0_41_41 = e0)
% 60.56/25.72  																														| (6761) all_0_42_42 = e0 | all_0_43_43 = e0 | all_0_44_44 = e0
% 60.56/25.72  																														|
% 60.56/25.72  																															+-Applying beta-rule and splitting (6374), into two cases.
% 60.56/25.72  																															|-Branch one:
% 60.56/25.72  																															| (356) all_0_43_43 = e0
% 60.56/25.72  																															|
% 60.56/25.72  																																| Equations (356) can reduce 5470 to:
% 60.56/25.72  																																| (266) $false
% 60.56/25.72  																																|
% 60.56/25.72  																																|-The branch is then unsatisfiable
% 60.56/25.72  																															|-Branch two:
% 60.56/25.72  																															| (5470)  ~ (all_0_43_43 = e0)
% 60.56/25.72  																															| (430) all_0_43_43 = e1
% 60.56/25.72  																															|
% 60.56/25.72  																																| Equations (430) can reduce 240 to:
% 60.56/25.72  																																| (1380)  ~ (all_0_42_42 = e1)
% 60.56/25.72  																																|
% 60.56/25.72  																																| Equations (430) can reduce 159 to:
% 60.56/25.72  																																| (4057)  ~ (all_0_44_44 = e1)
% 60.56/25.72  																																|
% 60.56/25.72  																																| Simplifying 4057 yields:
% 60.56/25.72  																																| (639)  ~ (all_0_44_44 = e1)
% 60.56/25.72  																																|
% 60.56/25.72  																																+-Applying beta-rule and splitting (131), into two cases.
% 60.56/25.72  																																|-Branch one:
% 60.56/25.72  																																| (459) all_0_42_42 = e1
% 60.56/25.72  																																|
% 60.56/25.72  																																	| Equations (459) can reduce 1380 to:
% 60.56/25.72  																																	| (266) $false
% 60.56/25.72  																																	|
% 60.56/25.72  																																	|-The branch is then unsatisfiable
% 60.56/25.72  																																|-Branch two:
% 60.56/25.72  																																| (1380)  ~ (all_0_42_42 = e1)
% 60.56/25.72  																																| (3259) all_0_47_47 = e1 | all_0_51_51 = e1 | all_0_56_56 = e1
% 60.56/25.72  																																|
% 60.56/25.72  																																	+-Applying beta-rule and splitting (152), into two cases.
% 60.56/25.72  																																	|-Branch one:
% 60.56/25.72  																																	| (1392) all_0_42_42 = e4
% 60.56/25.72  																																	|
% 60.56/25.72  																																		| Equations (1392) can reduce 73 to:
% 60.56/25.72  																																		| (1903)  ~ (all_0_44_44 = e4)
% 60.56/25.72  																																		|
% 60.56/25.72  																																		| Simplifying 1903 yields:
% 60.56/25.72  																																		| (1390)  ~ (all_0_44_44 = e4)
% 60.56/25.72  																																		|
% 60.56/25.72  																																		| Equations (1392) can reduce 236 to:
% 60.56/25.72  																																		| (476)  ~ (all_0_56_56 = e4)
% 60.56/25.72  																																		|
% 60.56/25.72  																																		| Simplifying 476 yields:
% 60.56/25.72  																																		| (477)  ~ (all_0_56_56 = e4)
% 60.56/25.72  																																		|
% 60.56/25.72  																																		| Equations (1392) can reduce 405 to:
% 60.56/25.72  																																		| (188)  ~ (e4 = e3)
% 60.56/25.72  																																		|
% 60.56/25.72  																																		| Equations (1392) can reduce 51 to:
% 60.56/25.72  																																		| (48)  ~ (e4 = e2)
% 60.56/25.72  																																		|
% 60.56/25.72  																																		| From (1392) and (210) follows:
% 60.56/25.72  																																		| (4074) op(e3, e2) = e4
% 60.56/25.72  																																		|
% 60.56/25.72  																																		+-Applying beta-rule and splitting (150), into two cases.
% 60.56/25.72  																																		|-Branch one:
% 60.56/25.72  																																		| (1378) all_0_40_40 = e4
% 60.56/25.72  																																		|
% 60.56/25.72  																																			| Combining equations (1378,313) yields a new equation:
% 60.56/25.72  																																			| (322) e4 = e2
% 60.56/25.72  																																			|
% 60.56/25.72  																																			| Simplifying 322 yields:
% 60.56/25.72  																																			| (323) e4 = e2
% 60.56/25.72  																																			|
% 60.56/25.72  																																			| Equations (323) can reduce 48 to:
% 60.56/25.72  																																			| (266) $false
% 60.56/25.72  																																			|
% 60.56/25.72  																																			|-The branch is then unsatisfiable
% 60.56/25.72  																																		|-Branch two:
% 60.56/25.72  																																		| (447)  ~ (all_0_40_40 = e4)
% 60.56/25.72  																																		| (2271) all_0_44_44 = e4 | all_0_49_49 = e4 | all_0_53_53 = e4 | all_0_58_58 = e4
% 60.56/25.72  																																		|
% 60.56/25.72  																																			| Equations (313) can reduce 447 to:
% 60.56/25.72  																																			| (327)  ~ (e4 = e2)
% 60.56/25.72  																																			|
% 60.56/25.72  																																			| Simplifying 327 yields:
% 60.56/25.72  																																			| (48)  ~ (e4 = e2)
% 60.56/25.72  																																			|
% 60.56/25.72  																																			+-Applying beta-rule and splitting (54), into two cases.
% 60.56/25.72  																																			|-Branch one:
% 60.56/25.72  																																			| (583) all_0_49_49 = e2
% 60.56/25.72  																																			|
% 60.56/25.72  																																				| Equations (583) can reduce 340 to:
% 60.56/25.72  																																				| (266) $false
% 60.56/25.72  																																				|
% 60.56/25.72  																																				|-The branch is then unsatisfiable
% 60.56/25.72  																																			|-Branch two:
% 60.56/25.72  																																			| (340)  ~ (all_0_49_49 = e2)
% 60.56/25.72  																																			| (586) all_0_49_49 = e4 | all_0_49_49 = e3 | all_0_49_49 = e1 | all_0_49_49 = e0
% 60.56/25.72  																																			|
% 60.56/25.72  																																				+-Applying beta-rule and splitting (26), into two cases.
% 60.56/25.72  																																				|-Branch one:
% 60.56/25.72  																																				| (446) all_0_44_44 = e4
% 60.56/25.72  																																				|
% 60.56/25.72  																																					| Equations (446) can reduce 1390 to:
% 60.56/25.72  																																					| (266) $false
% 60.56/25.72  																																					|
% 60.56/25.72  																																					|-The branch is then unsatisfiable
% 60.56/25.72  																																				|-Branch two:
% 60.56/25.72  																																				| (1390)  ~ (all_0_44_44 = e4)
% 60.56/25.72  																																				| (1391) all_0_44_44 = e3 | all_0_44_44 = e1 | all_0_44_44 = e0
% 60.56/25.72  																																				|
% 60.56/25.72  																																					+-Applying beta-rule and splitting (1391), into two cases.
% 60.56/25.72  																																					|-Branch one:
% 60.56/25.72  																																					| (1414) all_0_44_44 = e0
% 60.56/25.72  																																					|
% 60.56/25.72  																																						| Equations (1414) can reduce 9 to:
% 60.56/25.72  																																						| (486)  ~ (all_0_49_49 = e0)
% 60.56/25.72  																																						|
% 60.56/25.72  																																						| Simplifying 486 yields:
% 60.56/25.72  																																						| (487)  ~ (all_0_49_49 = e0)
% 60.56/25.72  																																						|
% 60.56/25.72  																																						| Equations (1414) can reduce 1390 to:
% 60.56/25.72  																																						| (401)  ~ (e4 = e0)
% 60.56/25.72  																																						|
% 60.56/25.72  																																						| Simplifying 401 yields:
% 60.56/25.72  																																						| (49)  ~ (e4 = e0)
% 60.56/25.72  																																						|
% 60.56/25.72  																																						+-Applying beta-rule and splitting (586), into two cases.
% 60.56/25.72  																																						|-Branch one:
% 60.56/25.72  																																						| (974) all_0_49_49 = e4
% 60.56/25.72  																																						|
% 60.56/25.72  																																							| Equations (974) can reduce 256 to:
% 60.56/25.72  																																							| (266) $false
% 60.56/25.72  																																							|
% 60.56/25.72  																																							|-The branch is then unsatisfiable
% 60.56/25.72  																																						|-Branch two:
% 60.56/25.72  																																						| (256)  ~ (all_0_49_49 = e4)
% 60.56/25.72  																																						| (977) all_0_49_49 = e3 | all_0_49_49 = e1 | all_0_49_49 = e0
% 60.56/25.72  																																						|
% 60.56/25.72  																																							+-Applying beta-rule and splitting (133), into two cases.
% 60.56/25.72  																																							|-Branch one:
% 60.56/25.72  																																							| (833) all_0_56_56 = e2
% 60.56/25.72  																																							|
% 60.56/25.72  																																								| Equations (833) can reduce 511 to:
% 60.56/25.72  																																								| (266) $false
% 60.56/25.72  																																								|
% 60.56/25.72  																																								|-The branch is then unsatisfiable
% 60.56/25.72  																																							|-Branch two:
% 60.56/25.72  																																							| (511)  ~ (all_0_56_56 = e2)
% 60.56/25.72  																																							| (836) all_0_56_56 = e4 | all_0_56_56 = e3 | all_0_56_56 = e1 | all_0_56_56 = e0
% 60.56/25.72  																																							|
% 60.56/25.72  																																								+-Applying beta-rule and splitting (977), into two cases.
% 60.56/25.72  																																								|-Branch one:
% 60.56/25.72  																																								| (978) all_0_49_49 = e0
% 60.56/25.72  																																								|
% 60.56/25.72  																																									| Equations (978) can reduce 487 to:
% 60.56/25.72  																																									| (266) $false
% 60.56/25.72  																																									|
% 60.56/25.72  																																									|-The branch is then unsatisfiable
% 60.56/25.72  																																								|-Branch two:
% 60.56/25.72  																																								| (487)  ~ (all_0_49_49 = e0)
% 60.56/25.72  																																								| (981) all_0_49_49 = e3 | all_0_49_49 = e1
% 60.56/25.72  																																								|
% 60.56/25.72  																																									+-Applying beta-rule and splitting (836), into two cases.
% 60.56/25.72  																																									|-Branch one:
% 60.56/25.72  																																									| (842) all_0_56_56 = e4
% 60.56/25.72  																																									|
% 60.56/25.72  																																										| Equations (842) can reduce 477 to:
% 60.56/25.72  																																										| (266) $false
% 60.56/25.72  																																										|
% 60.56/25.72  																																										|-The branch is then unsatisfiable
% 60.56/25.72  																																									|-Branch two:
% 60.56/25.72  																																									| (477)  ~ (all_0_56_56 = e4)
% 60.56/25.72  																																									| (845) all_0_56_56 = e3 | all_0_56_56 = e1 | all_0_56_56 = e0
% 60.56/25.72  																																									|
% 60.56/25.72  																																										+-Applying beta-rule and splitting (981), into two cases.
% 60.56/25.72  																																										|-Branch one:
% 60.56/25.72  																																										| (671) all_0_49_49 = e1
% 60.56/25.72  																																										|
% 60.56/25.72  																																											| Equations (671) can reduce 525 to:
% 60.56/25.72  																																											| (467)  ~ (e3 = e1)
% 60.56/25.72  																																											|
% 60.56/25.72  																																											| Simplifying 467 yields:
% 60.56/25.72  																																											| (213)  ~ (e3 = e1)
% 60.56/25.72  																																											|
% 60.56/25.72  																																											| Equations (671) can reduce 340 to:
% 60.56/25.72  																																											| (604)  ~ (e2 = e1)
% 60.56/25.72  																																											|
% 60.56/25.72  																																											| Simplifying 604 yields:
% 60.56/25.72  																																											| (122)  ~ (e2 = e1)
% 60.56/25.72  																																											|
% 60.56/25.72  																																											| Equations (671) can reduce 487 to:
% 60.56/25.72  																																											| (233)  ~ (e1 = e0)
% 60.56/25.72  																																											|
% 60.56/25.72  																																											+-Applying beta-rule and splitting (216), into two cases.
% 60.56/25.72  																																											|-Branch one:
% 60.56/25.72  																																											| (629) all_0_55_55 = e1
% 60.56/25.72  																																											|
% 60.56/25.72  																																												| Combining equations (858,629) yields a new equation:
% 60.56/25.72  																																												| (431) e1 = e0
% 60.56/25.72  																																												|
% 60.56/25.72  																																												| Equations (431) can reduce 233 to:
% 60.56/25.72  																																												| (266) $false
% 60.56/25.72  																																												|
% 60.56/25.72  																																												|-The branch is then unsatisfiable
% 60.56/25.72  																																											|-Branch two:
% 60.56/25.72  																																											| (632)  ~ (all_0_55_55 = e1)
% 60.56/25.72  																																											| (633) all_0_56_56 = e1 | all_0_57_57 = e1 | all_0_58_58 = e1
% 60.56/25.72  																																											|
% 60.56/25.72  																																												+-Applying beta-rule and splitting (108), into two cases.
% 60.56/25.72  																																												|-Branch one:
% 60.56/25.72  																																												| (624) all_0_58_58 = e2
% 60.56/25.72  																																												|
% 60.56/25.72  																																													| Equations (624) can reduce 908 to:
% 60.56/25.72  																																													| (266) $false
% 60.56/25.72  																																													|
% 60.56/25.72  																																													|-The branch is then unsatisfiable
% 60.56/25.72  																																												|-Branch two:
% 60.56/25.72  																																												| (908)  ~ (all_0_58_58 = e2)
% 60.56/25.72  																																												| (909) all_0_58_58 = e4 | all_0_58_58 = e3 | all_0_58_58 = e1 | all_0_58_58 = e0
% 60.56/25.72  																																												|
% 60.56/25.72  																																													+-Applying beta-rule and splitting (2271), into two cases.
% 60.56/25.72  																																													|-Branch one:
% 60.56/25.72  																																													| (446) all_0_44_44 = e4
% 60.56/25.72  																																													|
% 60.56/25.72  																																														| Combining equations (1414,446) yields a new equation:
% 60.56/25.72  																																														| (397) e4 = e0
% 60.56/25.72  																																														|
% 60.56/25.72  																																														| Equations (397) can reduce 49 to:
% 60.56/25.72  																																														| (266) $false
% 60.56/25.72  																																														|
% 60.56/25.72  																																														|-The branch is then unsatisfiable
% 60.56/25.72  																																													|-Branch two:
% 60.56/25.72  																																													| (1390)  ~ (all_0_44_44 = e4)
% 60.56/25.72  																																													| (7998) all_0_49_49 = e4 | all_0_53_53 = e4 | all_0_58_58 = e4
% 60.56/25.72  																																													|
% 60.56/25.72  																																														| Equations (1414) can reduce 1390 to:
% 60.56/25.72  																																														| (401)  ~ (e4 = e0)
% 60.56/25.72  																																														|
% 60.56/25.72  																																														| Simplifying 401 yields:
% 60.56/25.72  																																														| (49)  ~ (e4 = e0)
% 60.56/25.72  																																														|
% 60.56/25.72  																																														+-Applying beta-rule and splitting (171), into two cases.
% 60.56/25.72  																																														|-Branch one:
% 60.56/25.72  																																														| (265) all_0_54_54 = e4
% 60.56/25.72  																																														|
% 60.56/25.72  																																															| Combining equations (268,265) yields a new equation:
% 60.56/25.72  																																															| (425) e4 = e3
% 60.56/25.72  																																															|
% 60.56/25.72  																																															| Equations (425) can reduce 188 to:
% 60.56/25.72  																																															| (266) $false
% 60.56/25.72  																																															|
% 60.56/25.72  																																															|-The branch is then unsatisfiable
% 60.56/25.72  																																														|-Branch two:
% 60.56/25.72  																																														| (258)  ~ (all_0_54_54 = e4)
% 60.56/25.72  																																														| (575) all_0_55_55 = e4 | all_0_56_56 = e4 | all_0_57_57 = e4 | all_0_58_58 = e4
% 60.56/25.72  																																														|
% 60.56/25.72  																																															+-Applying beta-rule and splitting (845), into two cases.
% 60.56/25.72  																																															|-Branch one:
% 60.56/25.72  																																															| (679) all_0_56_56 = e0
% 60.56/25.72  																																															|
% 60.56/25.72  																																																| Equations (679) can reduce 828 to:
% 60.56/25.72  																																																| (266) $false
% 60.56/25.72  																																																|
% 60.56/25.72  																																																|-The branch is then unsatisfiable
% 60.56/25.72  																																															|-Branch two:
% 60.56/25.72  																																															| (828)  ~ (all_0_56_56 = e0)
% 60.56/25.72  																																															| (3172) all_0_56_56 = e3 | all_0_56_56 = e1
% 60.56/25.72  																																															|
% 60.56/25.72  																																																+-Applying beta-rule and splitting (575), into two cases.
% 60.56/25.72  																																																|-Branch one:
% 60.56/25.72  																																																| (587) all_0_55_55 = e4
% 60.56/25.72  																																																|
% 60.56/25.72  																																																	| Combining equations (858,587) yields a new equation:
% 60.56/25.72  																																																	| (397) e4 = e0
% 60.56/25.72  																																																	|
% 60.56/25.72  																																																	| Equations (397) can reduce 49 to:
% 60.56/25.72  																																																	| (266) $false
% 60.56/25.72  																																																	|
% 60.56/25.72  																																																	|-The branch is then unsatisfiable
% 60.56/25.72  																																																|-Branch two:
% 60.56/25.72  																																																| (763)  ~ (all_0_55_55 = e4)
% 60.56/25.72  																																																| (764) all_0_56_56 = e4 | all_0_57_57 = e4 | all_0_58_58 = e4
% 60.56/25.72  																																																|
% 60.56/25.72  																																																	+-Applying beta-rule and splitting (3259), into two cases.
% 60.56/25.72  																																																	|-Branch one:
% 60.56/25.72  																																																	| (654) all_0_47_47 = e1
% 60.56/25.72  																																																	|
% 60.56/25.72  																																																		| Combining equations (522,654) yields a new equation:
% 60.56/25.72  																																																		| (454) e3 = e1
% 60.56/25.72  																																																		|
% 60.56/25.72  																																																		| Simplifying 454 yields:
% 60.56/25.72  																																																		| (455) e3 = e1
% 60.56/25.72  																																																		|
% 60.56/25.72  																																																		| Equations (455) can reduce 213 to:
% 60.56/25.72  																																																		| (266) $false
% 60.56/25.72  																																																		|
% 60.56/25.72  																																																		|-The branch is then unsatisfiable
% 60.56/25.72  																																																	|-Branch two:
% 60.56/25.72  																																																	| (462)  ~ (all_0_47_47 = e1)
% 60.56/25.72  																																																	| (3264) all_0_51_51 = e1 | all_0_56_56 = e1
% 60.56/25.72  																																																	|
% 60.56/25.72  																																																		+-Applying beta-rule and splitting (764), into two cases.
% 60.56/25.72  																																																		|-Branch one:
% 60.56/25.72  																																																		| (842) all_0_56_56 = e4
% 60.56/25.72  																																																		|
% 60.56/25.72  																																																			| Equations (842) can reduce 477 to:
% 60.56/25.72  																																																			| (266) $false
% 60.56/25.72  																																																			|
% 60.56/25.72  																																																			|-The branch is then unsatisfiable
% 60.56/25.72  																																																		|-Branch two:
% 60.56/25.72  																																																		| (477)  ~ (all_0_56_56 = e4)
% 60.56/25.72  																																																		| (935) all_0_57_57 = e4 | all_0_58_58 = e4
% 60.56/25.72  																																																		|
% 60.56/25.72  																																																			+-Applying beta-rule and splitting (633), into two cases.
% 60.56/25.72  																																																			|-Branch one:
% 60.56/25.72  																																																			| (1569) all_0_56_56 = e1
% 60.56/25.72  																																																			|
% 60.56/25.72  																																																				| Equations (1569) can reduce 828 to:
% 60.56/25.72  																																																				| (233)  ~ (e1 = e0)
% 60.56/25.72  																																																				|
% 60.56/25.72  																																																				+-Applying beta-rule and splitting (935), into two cases.
% 60.56/25.72  																																																				|-Branch one:
% 60.56/25.72  																																																				| (871) all_0_57_57 = e4
% 60.56/25.72  																																																				|
% 60.56/25.72  																																																					| Combining equations (871,442) yields a new equation:
% 60.56/25.72  																																																					| (322) e4 = e2
% 60.56/25.72  																																																					|
% 60.56/25.72  																																																					| Simplifying 322 yields:
% 60.56/25.72  																																																					| (323) e4 = e2
% 60.56/25.72  																																																					|
% 60.56/25.72  																																																					| Equations (323) can reduce 48 to:
% 60.56/25.72  																																																					| (266) $false
% 60.56/25.72  																																																					|
% 60.56/25.72  																																																					|-The branch is then unsatisfiable
% 60.56/25.72  																																																				|-Branch two:
% 60.56/25.72  																																																				| (839)  ~ (all_0_57_57 = e4)
% 60.56/25.72  																																																				| (910) all_0_58_58 = e4
% 60.56/25.72  																																																				|
% 60.56/25.72  																																																					| Equations (910) can reduce 908 to:
% 60.56/25.72  																																																					| (48)  ~ (e4 = e2)
% 60.56/25.72  																																																					|
% 60.56/25.72  																																																					| From (910) and (245) follows:
% 60.56/25.72  																																																					| (2661) op(e0, e0) = e4
% 60.56/25.72  																																																					|
% 60.56/25.72  																																																					+-Applying beta-rule and splitting (56), into two cases.
% 60.56/25.72  																																																					|-Branch one:
% 60.56/25.72  																																																					| (696) unit = e2
% 60.56/25.72  																																																					|
% 60.56/25.72  																																																						| From (696) and (227) follows:
% 60.56/25.72  																																																						| (4284) op(e4, e2) = e4
% 60.56/25.72  																																																						|
% 60.56/25.72  																																																						| From (696) and (40) follows:
% 60.56/25.72  																																																						| (4285) op(e3, e2) = e3
% 60.56/25.72  																																																						|
% 60.56/25.72  																																																						| From (696) and (32) follows:
% 60.56/25.72  																																																						| (698) op(e2, e2) = e2
% 60.56/25.72  																																																						|
% 60.56/25.72  																																																						| From (696) and (28) follows:
% 60.56/25.72  																																																						| (699) op(e1, e2) = e1
% 60.56/25.72  																																																						|
% 60.56/25.72  																																																						| Instantiating formula (29) with e4, e2, e4, e0 and discharging atoms op(e4, e2) = e4, op(e4, e2) = e0, yields:
% 60.56/25.72  																																																						| (397) e4 = e0
% 60.56/25.72  																																																						|
% 60.56/25.72  																																																						| Instantiating formula (29) with e3, e2, e3, e4 and discharging atoms op(e3, e2) = e4, op(e3, e2) = e3, yields:
% 60.56/25.72  																																																						| (425) e4 = e3
% 60.56/25.72  																																																						|
% 60.56/25.72  																																																						| Instantiating formula (29) with e2, e2, e2, e3 and discharging atoms op(e2, e2) = e3, op(e2, e2) = e2, yields:
% 60.56/25.72  																																																						| (662) e3 = e2
% 60.56/25.72  																																																						|
% 60.56/25.72  																																																						| Instantiating formula (29) with e1, e2, e1, e2 and discharging atoms op(e1, e2) = e2, op(e1, e2) = e1, yields:
% 60.56/25.72  																																																						| (617) e2 = e1
% 60.56/25.72  																																																						|
% 60.56/25.72  																																																						| Combining equations (397,425) yields a new equation:
% 60.56/25.72  																																																						| (676) e3 = e0
% 60.56/25.72  																																																						|
% 60.56/25.72  																																																						| Combining equations (676,662) yields a new equation:
% 60.56/25.72  																																																						| (330) e2 = e0
% 60.56/25.72  																																																						|
% 60.56/25.72  																																																						| Combining equations (330,617) yields a new equation:
% 60.56/25.72  																																																						| (431) e1 = e0
% 60.56/25.72  																																																						|
% 60.56/25.72  																																																						| Equations (431) can reduce 233 to:
% 60.56/25.72  																																																						| (266) $false
% 60.56/25.72  																																																						|
% 60.56/25.72  																																																						|-The branch is then unsatisfiable
% 60.56/25.72  																																																					|-Branch two:
% 60.56/25.72  																																																					| (707)  ~ (unit = e2)
% 60.56/25.72  																																																					| (708) unit = e4 | unit = e3 | unit = e1 | unit = e0
% 60.56/25.72  																																																					|
% 60.56/25.72  																																																						+-Applying beta-rule and splitting (708), into two cases.
% 60.56/25.72  																																																						|-Branch one:
% 60.56/25.72  																																																						| (709) unit = e4
% 60.56/25.72  																																																						|
% 60.56/25.72  																																																							| From (709) and (24) follows:
% 60.56/25.72  																																																							| (33325) op(e4, e3) = e3
% 60.56/25.72  																																																							|
% 60.56/25.72  																																																							| From (709) and (211) follows:
% 60.56/25.72  																																																							| (22527) op(e4, e1) = e1
% 60.56/25.72  																																																							|
% 60.56/25.72  																																																							| From (709) and (209) follows:
% 60.56/25.72  																																																							| (3072) op(e4, e0) = e0
% 60.56/25.72  																																																							|
% 60.56/25.72  																																																							| From (709) and (32) follows:
% 60.56/25.72  																																																							| (712) op(e2, e4) = e2
% 60.56/25.72  																																																							|
% 60.56/25.72  																																																							| Instantiating formula (29) with e4, e3, e3, e4 and discharging atoms op(e4, e3) = e4, op(e4, e3) = e3, yields:
% 60.56/25.72  																																																							| (425) e4 = e3
% 60.56/25.72  																																																							|
% 60.56/25.72  																																																							| Instantiating formula (29) with e4, e1, e1, e3 and discharging atoms op(e4, e1) = e3, op(e4, e1) = e1, yields:
% 60.56/25.72  																																																							| (455) e3 = e1
% 60.56/25.72  																																																							|
% 60.56/25.72  																																																							| Instantiating formula (29) with e4, e0, e0, e2 and discharging atoms op(e4, e0) = e2, op(e4, e0) = e0, yields:
% 60.56/25.72  																																																							| (330) e2 = e0
% 60.56/25.72  																																																							|
% 60.56/25.72  																																																							| Instantiating formula (29) with e2, e4, e2, e4 and discharging atoms op(e2, e4) = e4, op(e2, e4) = e2, yields:
% 60.56/25.72  																																																							| (323) e4 = e2
% 60.56/25.72  																																																							|
% 60.56/25.72  																																																							| Combining equations (425,323) yields a new equation:
% 60.56/25.72  																																																							| (661) e3 = e2
% 60.56/25.72  																																																							|
% 60.56/25.72  																																																							| Simplifying 661 yields:
% 60.56/25.72  																																																							| (662) e3 = e2
% 60.56/25.72  																																																							|
% 60.56/25.72  																																																							| Combining equations (662,455) yields a new equation:
% 60.56/25.72  																																																							| (616) e2 = e1
% 60.56/25.72  																																																							|
% 60.56/25.72  																																																							| Simplifying 616 yields:
% 60.56/25.72  																																																							| (617) e2 = e1
% 60.56/25.72  																																																							|
% 60.56/25.72  																																																							| Combining equations (330,617) yields a new equation:
% 60.56/25.72  																																																							| (431) e1 = e0
% 60.56/25.72  																																																							|
% 60.56/25.72  																																																							| Equations (431) can reduce 233 to:
% 60.56/25.72  																																																							| (266) $false
% 60.56/25.72  																																																							|
% 60.56/25.72  																																																							|-The branch is then unsatisfiable
% 60.56/25.72  																																																						|-Branch two:
% 60.56/25.72  																																																						| (724)  ~ (unit = e4)
% 60.56/25.72  																																																						| (725) unit = e3 | unit = e1 | unit = e0
% 60.56/25.72  																																																						|
% 60.56/25.72  																																																							+-Applying beta-rule and splitting (725), into two cases.
% 60.56/25.72  																																																							|-Branch one:
% 60.56/25.72  																																																							| (726) unit = e0
% 60.56/25.72  																																																							|
% 60.56/25.72  																																																								| From (726) and (211) follows:
% 60.56/25.72  																																																								| (15180) op(e0, e1) = e1
% 60.56/25.72  																																																								|
% 60.56/25.72  																																																								| From (726) and (227) follows:
% 60.56/25.72  																																																								| (3205) op(e4, e0) = e4
% 60.56/25.72  																																																								|
% 60.56/25.72  																																																								| From (726) and (42) follows:
% 60.56/25.72  																																																								| (728) op(e0, e0) = e0
% 60.56/25.72  																																																								|
% 60.56/25.72  																																																								| Instantiating formula (29) with e4, e0, e4, e2 and discharging atoms op(e4, e0) = e4, op(e4, e0) = e2, yields:
% 60.56/25.72  																																																								| (323) e4 = e2
% 60.56/25.72  																																																								|
% 60.56/25.72  																																																								| Instantiating formula (29) with e0, e1, e1, e2 and discharging atoms op(e0, e1) = e2, op(e0, e1) = e1, yields:
% 60.56/25.72  																																																								| (617) e2 = e1
% 60.56/25.72  																																																								|
% 60.56/25.72  																																																								| Instantiating formula (29) with e0, e0, e0, e4 and discharging atoms op(e0, e0) = e4, op(e0, e0) = e0, yields:
% 60.56/25.72  																																																								| (397) e4 = e0
% 60.56/25.72  																																																								|
% 60.56/25.72  																																																								| Combining equations (323,397) yields a new equation:
% 60.56/25.72  																																																								| (391) e2 = e0
% 60.56/25.72  																																																								|
% 60.56/25.72  																																																								| Simplifying 391 yields:
% 60.56/25.72  																																																								| (330) e2 = e0
% 60.56/25.72  																																																								|
% 60.56/25.72  																																																								| Combining equations (617,330) yields a new equation:
% 60.56/25.72  																																																								| (546) e1 = e0
% 60.56/25.72  																																																								|
% 60.56/25.72  																																																								| Simplifying 546 yields:
% 60.56/25.72  																																																								| (431) e1 = e0
% 60.56/25.72  																																																								|
% 60.56/25.73  																																																								| Equations (431) can reduce 233 to:
% 60.56/25.73  																																																								| (266) $false
% 60.56/25.73  																																																								|
% 60.56/25.73  																																																								|-The branch is then unsatisfiable
% 60.56/25.73  																																																							|-Branch two:
% 60.56/25.73  																																																							| (734)  ~ (unit = e0)
% 60.56/25.73  																																																							| (735) unit = e3 | unit = e1
% 60.56/25.73  																																																							|
% 60.56/25.73  																																																								+-Applying beta-rule and splitting (735), into two cases.
% 60.56/25.73  																																																								|-Branch one:
% 60.56/25.73  																																																								| (736) unit = e1
% 60.56/25.73  																																																								|
% 60.56/25.73  																																																									| Equations (736) can reduce 734 to:
% 60.56/25.73  																																																									| (233)  ~ (e1 = e0)
% 60.56/25.73  																																																									|
% 60.56/25.73  																																																									| From (736) and (244) follows:
% 60.56/25.73  																																																									| (738) op(e1, e4) = e4
% 60.56/25.73  																																																									|
% 60.56/25.73  																																																									| From (736) and (24) follows:
% 60.56/25.73  																																																									| (1934) op(e1, e3) = e3
% 60.56/25.73  																																																									|
% 60.56/25.73  																																																									| From (736) and (227) follows:
% 60.56/25.73  																																																									| (739) op(e4, e1) = e4
% 60.56/25.73  																																																									|
% 60.56/25.73  																																																									| Instantiating formula (29) with e4, e1, e4, e3 and discharging atoms op(e4, e1) = e4, op(e4, e1) = e3, yields:
% 60.56/25.73  																																																									| (425) e4 = e3
% 60.56/25.73  																																																									|
% 60.56/25.73  																																																									| Instantiating formula (29) with e1, e4, e4, e0 and discharging atoms op(e1, e4) = e4, op(e1, e4) = e0, yields:
% 60.56/25.73  																																																									| (397) e4 = e0
% 60.56/25.73  																																																									|
% 60.56/25.73  																																																									| Instantiating formula (29) with e1, e3, e3, e1 and discharging atoms op(e1, e3) = e3, op(e1, e3) = e1, yields:
% 60.56/25.73  																																																									| (455) e3 = e1
% 60.56/25.73  																																																									|
% 60.56/25.73  																																																									| Combining equations (425,397) yields a new equation:
% 60.56/25.73  																																																									| (675) e3 = e0
% 60.56/25.73  																																																									|
% 60.56/25.73  																																																									| Simplifying 675 yields:
% 60.56/25.73  																																																									| (676) e3 = e0
% 60.56/25.73  																																																									|
% 60.56/25.73  																																																									| Combining equations (676,455) yields a new equation:
% 60.56/25.73  																																																									| (431) e1 = e0
% 60.56/25.73  																																																									|
% 60.56/25.73  																																																									| Equations (431) can reduce 233 to:
% 60.56/25.73  																																																									| (266) $false
% 60.56/25.73  																																																									|
% 60.56/25.73  																																																									|-The branch is then unsatisfiable
% 60.56/25.73  																																																								|-Branch two:
% 60.56/25.73  																																																								| (748)  ~ (unit = e1)
% 60.56/25.73  																																																								| (749) unit = e3
% 60.56/25.73  																																																								|
% 60.56/25.73  																																																									| From (749) and (15) follows:
% 60.56/25.73  																																																									| (751) op(e3, e2) = e2
% 60.56/25.73  																																																									|
% 60.56/25.73  																																																									| Instantiating formula (29) with e3, e2, e2, e4 and discharging atoms op(e3, e2) = e4, op(e3, e2) = e2, yields:
% 60.56/25.73  																																																									| (323) e4 = e2
% 60.56/25.73  																																																									|
% 60.56/25.73  																																																									| Equations (323) can reduce 48 to:
% 60.56/25.73  																																																									| (266) $false
% 60.56/25.73  																																																									|
% 60.56/25.73  																																																									|-The branch is then unsatisfiable
% 60.56/25.73  																																																			|-Branch two:
% 60.56/25.73  																																																			| (466)  ~ (all_0_56_56 = e1)
% 60.56/25.73  																																																			| (1574) all_0_57_57 = e1 | all_0_58_58 = e1
% 60.56/25.73  																																																			|
% 60.56/25.73  																																																				+-Applying beta-rule and splitting (3264), into two cases.
% 60.56/25.73  																																																				|-Branch one:
% 60.56/25.73  																																																				| (1109) all_0_51_51 = e1
% 60.56/25.73  																																																				|
% 60.56/25.73  																																																					| Combining equations (1109,504) yields a new equation:
% 60.56/25.73  																																																					| (617) e2 = e1
% 60.56/25.73  																																																					|
% 60.56/25.73  																																																					| Equations (617) can reduce 122 to:
% 60.56/25.73  																																																					| (266) $false
% 60.56/25.73  																																																					|
% 60.56/25.73  																																																					|-The branch is then unsatisfiable
% 60.56/25.73  																																																				|-Branch two:
% 60.56/25.73  																																																				| (464)  ~ (all_0_51_51 = e1)
% 60.56/25.73  																																																				| (1569) all_0_56_56 = e1
% 60.56/25.73  																																																				|
% 60.56/25.73  																																																					| Equations (1569) can reduce 466 to:
% 60.56/25.73  																																																					| (266) $false
% 60.56/25.73  																																																					|
% 60.56/25.73  																																																					|-The branch is then unsatisfiable
% 60.56/25.73  																																										|-Branch two:
% 60.56/25.73  																																										| (1064)  ~ (all_0_49_49 = e1)
% 60.56/25.73  																																										| (884) all_0_49_49 = e3
% 60.56/25.73  																																										|
% 60.56/25.73  																																											| Equations (884) can reduce 525 to:
% 60.56/25.73  																																											| (266) $false
% 60.56/25.73  																																											|
% 60.56/25.73  																																											|-The branch is then unsatisfiable
% 60.56/25.73  																																					|-Branch two:
% 60.56/25.73  																																					| (360)  ~ (all_0_44_44 = e0)
% 60.56/25.73  																																					| (1417) all_0_44_44 = e3 | all_0_44_44 = e1
% 60.56/25.73  																																					|
% 60.56/25.73  																																						+-Applying beta-rule and splitting (1417), into two cases.
% 60.56/25.73  																																						|-Branch one:
% 60.56/25.73  																																						| (635) all_0_44_44 = e1
% 60.56/25.73  																																						|
% 60.56/25.73  																																							| Equations (635) can reduce 639 to:
% 60.56/25.73  																																							| (266) $false
% 60.56/25.73  																																							|
% 60.56/25.73  																																							|-The branch is then unsatisfiable
% 60.56/25.73  																																						|-Branch two:
% 60.56/25.73  																																						| (639)  ~ (all_0_44_44 = e1)
% 60.56/25.73  																																						| (532) all_0_44_44 = e3
% 60.56/25.73  																																						|
% 60.56/25.73  																																							| Equations (532) can reduce 407 to:
% 60.56/25.73  																																							| (266) $false
% 60.56/25.73  																																							|
% 60.56/25.73  																																							|-The branch is then unsatisfiable
% 60.56/25.73  																																	|-Branch two:
% 60.56/25.73  																																	| (1890)  ~ (all_0_42_42 = e4)
% 60.56/25.73  																																	| (1969) all_0_42_42 = e3 | all_0_42_42 = e1 | all_0_42_42 = e0
% 60.56/25.73  																																	|
% 60.56/25.73  																																		+-Applying beta-rule and splitting (6761), into two cases.
% 60.56/25.73  																																		|-Branch one:
% 60.56/25.73  																																		| (559) all_0_42_42 = e0
% 60.56/25.73  																																		|
% 60.56/25.73  																																			| Equations (559) can reduce 358 to:
% 60.56/25.73  																																			| (266) $false
% 60.56/25.73  																																			|
% 60.56/25.73  																																			|-The branch is then unsatisfiable
% 60.56/25.73  																																		|-Branch two:
% 60.56/25.73  																																		| (358)  ~ (all_0_42_42 = e0)
% 60.56/25.73  																																		| (6766) all_0_43_43 = e0 | all_0_44_44 = e0
% 60.56/25.73  																																		|
% 60.56/25.73  																																			+-Applying beta-rule and splitting (1969), into two cases.
% 60.56/25.73  																																			|-Branch one:
% 60.56/25.73  																																			| (559) all_0_42_42 = e0
% 60.56/25.73  																																			|
% 60.56/25.73  																																				| Equations (559) can reduce 358 to:
% 60.56/25.73  																																				| (266) $false
% 60.56/25.73  																																				|
% 60.56/25.73  																																				|-The branch is then unsatisfiable
% 60.56/25.73  																																			|-Branch two:
% 60.56/25.73  																																			| (358)  ~ (all_0_42_42 = e0)
% 60.56/25.73  																																			| (2510) all_0_42_42 = e3 | all_0_42_42 = e1
% 60.56/25.73  																																			|
% 60.56/25.73  																																				+-Applying beta-rule and splitting (2510), into two cases.
% 60.56/25.73  																																				|-Branch one:
% 60.56/25.73  																																				| (459) all_0_42_42 = e1
% 60.56/25.73  																																				|
% 60.56/25.73  																																					| Equations (459) can reduce 1380 to:
% 60.56/25.73  																																					| (266) $false
% 60.56/25.73  																																					|
% 60.56/25.73  																																					|-The branch is then unsatisfiable
% 60.56/25.73  																																				|-Branch two:
% 60.56/25.73  																																				| (1380)  ~ (all_0_42_42 = e1)
% 60.56/25.73  																																				| (516) all_0_42_42 = e3
% 60.56/25.73  																																				|
% 60.56/25.73  																																					| Equations (516) can reduce 405 to:
% 60.56/25.73  																																					| (266) $false
% 60.56/25.73  																																					|
% 60.56/25.73  																																					|-The branch is then unsatisfiable
% 60.56/25.73  																											|-Branch two:
% 60.56/25.73  																											| (759)  ~ (all_0_50_50 = e1)
% 60.56/25.73  																											| (1168) all_0_51_51 = e1 | all_0_52_52 = e1 | all_0_53_53 = e1
% 60.56/25.73  																											|
% 60.56/25.73  																												+-Applying beta-rule and splitting (1168), into two cases.
% 60.56/25.73  																												|-Branch one:
% 60.56/25.73  																												| (1109) all_0_51_51 = e1
% 60.56/25.73  																												|
% 60.56/25.73  																													| Combining equations (504,1109) yields a new equation:
% 60.56/25.73  																													| (616) e2 = e1
% 60.56/25.73  																													|
% 60.56/25.73  																													| Simplifying 616 yields:
% 60.56/25.73  																													| (617) e2 = e1
% 60.56/25.73  																													|
% 60.56/25.73  																													| Equations (617) can reduce 122 to:
% 60.56/25.73  																													| (266) $false
% 60.56/25.73  																													|
% 60.56/25.73  																													|-The branch is then unsatisfiable
% 60.56/25.73  																												|-Branch two:
% 60.56/25.73  																												| (464)  ~ (all_0_51_51 = e1)
% 60.56/25.73  																												| (1202) all_0_52_52 = e1 | all_0_53_53 = e1
% 60.56/25.73  																												|
% 60.56/25.73  																													+-Applying beta-rule and splitting (1202), into two cases.
% 60.56/25.73  																													|-Branch one:
% 60.56/25.73  																													| (642) all_0_52_52 = e1
% 60.56/25.73  																													|
% 60.56/25.73  																														| Combining equations (565,642) yields a new equation:
% 60.56/25.73  																														| (636) e4 = e1
% 60.56/25.73  																														|
% 60.56/25.73  																														| Simplifying 636 yields:
% 60.56/25.73  																														| (630) e4 = e1
% 60.56/25.73  																														|
% 60.56/25.73  																														| Equations (630) can reduce 110 to:
% 60.56/25.73  																														| (266) $false
% 60.56/25.73  																														|
% 60.56/25.73  																														|-The branch is then unsatisfiable
% 60.56/25.73  																													|-Branch two:
% 60.56/25.73  																													| (646)  ~ (all_0_52_52 = e1)
% 60.56/25.73  																													| (1208) all_0_53_53 = e1
% 60.56/25.73  																													|
% 60.56/25.73  																														| Combining equations (665,1208) yields a new equation:
% 60.56/25.73  																														| (454) e3 = e1
% 60.56/25.73  																														|
% 60.56/25.73  																														| Simplifying 454 yields:
% 60.56/25.73  																														| (455) e3 = e1
% 60.56/25.73  																														|
% 60.56/25.73  																														| Equations (455) can reduce 213 to:
% 60.56/25.73  																														| (266) $false
% 60.56/25.73  																														|
% 60.56/25.73  																														|-The branch is then unsatisfiable
% 60.56/25.73  																									|-Branch two:
% 60.56/25.73  																									| (1091)  ~ (all_0_47_47 = e3)
% 60.56/25.73  																									| (884) all_0_49_49 = e3
% 60.56/25.73  																									|
% 60.56/25.73  																										| Equations (884) can reduce 525 to:
% 60.56/25.73  																										| (266) $false
% 60.56/25.73  																										|
% 60.56/25.73  																										|-The branch is then unsatisfiable
% 60.56/25.73  																		|-Branch two:
% 60.56/25.73  																		| (1898)  ~ (all_0_41_41 = e3)
% 60.56/25.73  																		| (1923) all_0_46_46 = e3 | all_0_50_50 = e3 | all_0_55_55 = e3
% 60.56/25.73  																		|
% 60.56/25.73  																			+-Applying beta-rule and splitting (1923), into two cases.
% 60.56/25.73  																			|-Branch one:
% 60.56/25.73  																			| (1557) all_0_46_46 = e3
% 60.56/25.73  																			|
% 60.56/25.73  																				| Combining equations (1794,1557) yields a new equation:
% 60.56/25.73  																				| (662) e3 = e2
% 60.56/25.73  																				|
% 60.56/25.73  																				| Equations (662) can reduce 212 to:
% 60.56/25.73  																				| (266) $false
% 60.56/25.73  																				|
% 60.56/25.73  																				|-The branch is then unsatisfiable
% 60.56/25.73  																			|-Branch two:
% 60.56/25.73  																			| (409)  ~ (all_0_46_46 = e3)
% 60.56/25.73  																			| (4042) all_0_50_50 = e3 | all_0_55_55 = e3
% 60.56/25.73  																			|
% 60.56/25.73  																				+-Applying beta-rule and splitting (4042), into two cases.
% 60.56/25.73  																				|-Branch one:
% 60.56/25.73  																				| (415) all_0_50_50 = e3
% 60.56/25.73  																				|
% 60.56/25.73  																					| Equations (415) can reduce 411 to:
% 60.56/25.73  																					| (266) $false
% 60.56/25.73  																					|
% 60.56/25.73  																					|-The branch is then unsatisfiable
% 60.56/25.73  																				|-Branch two:
% 60.56/25.73  																				| (411)  ~ (all_0_50_50 = e3)
% 60.56/25.73  																				| (2336) all_0_55_55 = e3
% 60.56/25.73  																				|
% 60.56/25.73  																					| Equations (2336) can reduce 270 to:
% 60.56/25.73  																					| (266) $false
% 60.56/25.73  																					|
% 60.56/25.73  																					|-The branch is then unsatisfiable
% 60.56/25.73  																|-Branch two:
% 60.56/25.73  																| (1099)  ~ (all_0_51_51 = e2)
% 60.56/25.73  																| (1152) all_0_52_52 = e2 | all_0_53_53 = e2
% 60.56/25.73  																|
% 60.56/25.73  																	+-Applying beta-rule and splitting (1152), into two cases.
% 60.56/25.73  																	|-Branch one:
% 60.56/25.73  																	| (352) all_0_52_52 = e2
% 60.56/25.73  																	|
% 60.56/25.73  																		| Combining equations (565,352) yields a new equation:
% 60.56/25.73  																		| (322) e4 = e2
% 60.56/25.73  																		|
% 60.56/25.73  																		| Simplifying 322 yields:
% 60.56/25.73  																		| (323) e4 = e2
% 60.56/25.73  																		|
% 60.56/25.73  																		| Equations (323) can reduce 48 to:
% 60.56/25.73  																		| (266) $false
% 60.56/25.73  																		|
% 60.56/25.73  																		|-The branch is then unsatisfiable
% 60.56/25.73  																	|-Branch two:
% 60.56/25.73  																	| (342)  ~ (all_0_52_52 = e2)
% 60.56/25.73  																	| (607) all_0_53_53 = e2
% 60.56/25.73  																	|
% 60.56/25.73  																		| Equations (607) can reduce 509 to:
% 60.56/25.73  																		| (266) $false
% 60.56/25.73  																		|
% 60.56/25.73  																		|-The branch is then unsatisfiable
% 60.56/25.73  															|-Branch two:
% 60.56/25.73  															| (780)  ~ (all_0_52_52 = e4)
% 60.56/25.73  															| (781) (all_0_41_41 = e0 & all_0_58_58 = e3 &  ~ (all_0_44_44 = e3)) | (all_0_41_41 = e0 & all_0_58_58 = e3 &  ~ (all_0_55_55 = e0)) | (all_0_47_47 = e1 & all_0_52_52 = e2 &  ~ (all_0_48_48 = e2)) | (all_0_47_47 = e1 & all_0_52_52 = e2 &  ~ (all_0_51_51 = e1)) | (all_0_47_47 = e0 & all_0_58_58 = e2 &  ~ (all_0_49_49 = e2)) | (all_0_47_47 = e0 & all_0_58_58 = e2 &  ~ (all_0_56_56 = e0))
% 60.56/25.73  															|
% 60.56/25.73  																+-Applying beta-rule and splitting (355), into two cases.
% 60.56/25.73  																|-Branch one:
% 60.56/25.73  																| (565) all_0_52_52 = e4
% 60.56/25.73  																|
% 60.56/25.73  																	| Equations (565) can reduce 780 to:
% 60.56/25.73  																	| (266) $false
% 60.56/25.73  																	|
% 60.56/25.73  																	|-The branch is then unsatisfiable
% 60.56/25.73  																|-Branch two:
% 60.56/25.73  																| (780)  ~ (all_0_52_52 = e4)
% 60.56/25.73  																| (642) all_0_52_52 = e1
% 60.56/25.73  																|
% 60.56/25.73  																	| Equations (642) can reduce 342 to:
% 60.56/25.73  																	| (604)  ~ (e2 = e1)
% 60.56/25.73  																	|
% 60.56/25.73  																	| Simplifying 604 yields:
% 60.56/25.73  																	| (122)  ~ (e2 = e1)
% 60.56/25.73  																	|
% 60.56/25.73  																	+-Applying beta-rule and splitting (781), into two cases.
% 60.56/25.73  																	|-Branch one:
% 60.56/25.73  																	| (789) (all_0_41_41 = e0 & all_0_58_58 = e3 &  ~ (all_0_44_44 = e3)) | (all_0_41_41 = e0 & all_0_58_58 = e3 &  ~ (all_0_55_55 = e0)) | (all_0_47_47 = e1 & all_0_52_52 = e2 &  ~ (all_0_48_48 = e2)) | (all_0_47_47 = e1 & all_0_52_52 = e2 &  ~ (all_0_51_51 = e1)) | (all_0_47_47 = e0 & all_0_58_58 = e2 &  ~ (all_0_49_49 = e2))
% 60.56/25.73  																	|
% 60.56/25.73  																		+-Applying beta-rule and splitting (789), into two cases.
% 60.56/25.73  																		|-Branch one:
% 60.56/25.73  																		| (790) (all_0_41_41 = e0 & all_0_58_58 = e3 &  ~ (all_0_44_44 = e3)) | (all_0_41_41 = e0 & all_0_58_58 = e3 &  ~ (all_0_55_55 = e0)) | (all_0_47_47 = e1 & all_0_52_52 = e2 &  ~ (all_0_48_48 = e2)) | (all_0_47_47 = e1 & all_0_52_52 = e2 &  ~ (all_0_51_51 = e1))
% 60.56/25.73  																		|
% 60.56/25.73  																			+-Applying beta-rule and splitting (790), into two cases.
% 60.56/25.73  																			|-Branch one:
% 60.56/25.73  																			| (791) (all_0_41_41 = e0 & all_0_58_58 = e3 &  ~ (all_0_44_44 = e3)) | (all_0_41_41 = e0 & all_0_58_58 = e3 &  ~ (all_0_55_55 = e0)) | (all_0_47_47 = e1 & all_0_52_52 = e2 &  ~ (all_0_48_48 = e2))
% 60.56/25.73  																			|
% 60.56/25.73  																				+-Applying beta-rule and splitting (791), into two cases.
% 60.56/25.73  																				|-Branch one:
% 60.56/25.73  																				| (792) (all_0_41_41 = e0 & all_0_58_58 = e3 &  ~ (all_0_44_44 = e3)) | (all_0_41_41 = e0 & all_0_58_58 = e3 &  ~ (all_0_55_55 = e0))
% 60.56/25.73  																				|
% 60.56/25.73  																					+-Applying beta-rule and splitting (792), into two cases.
% 60.56/25.73  																					|-Branch one:
% 60.56/25.73  																					| (793) all_0_41_41 = e0 & all_0_58_58 = e3 &  ~ (all_0_44_44 = e3)
% 60.56/25.73  																					|
% 60.56/25.73  																						| Applying alpha-rule on (793) yields:
% 60.56/25.73  																						| (794) all_0_41_41 = e0
% 60.56/25.73  																						| (795) all_0_58_58 = e3
% 60.56/25.73  																						| (407)  ~ (all_0_44_44 = e3)
% 60.56/25.73  																						|
% 60.56/25.73  																						| Equations (795) can reduce 276 to:
% 60.56/25.73  																						| (266) $false
% 60.56/25.73  																						|
% 60.56/25.73  																						|-The branch is then unsatisfiable
% 60.56/25.73  																					|-Branch two:
% 60.56/25.73  																					| (800) all_0_41_41 = e0 & all_0_58_58 = e3 &  ~ (all_0_55_55 = e0)
% 60.56/25.73  																					|
% 60.56/25.73  																						| Applying alpha-rule on (800) yields:
% 60.56/25.73  																						| (794) all_0_41_41 = e0
% 60.56/25.73  																						| (795) all_0_58_58 = e3
% 60.56/25.73  																						| (803)  ~ (all_0_55_55 = e0)
% 60.56/25.73  																						|
% 60.56/25.73  																						| Equations (795) can reduce 276 to:
% 60.56/25.73  																						| (266) $false
% 60.56/25.73  																						|
% 60.56/25.73  																						|-The branch is then unsatisfiable
% 60.56/25.73  																				|-Branch two:
% 60.56/25.73  																				| (807) all_0_47_47 = e1 & all_0_52_52 = e2 &  ~ (all_0_48_48 = e2)
% 60.56/25.73  																				|
% 60.56/25.73  																					| Applying alpha-rule on (807) yields:
% 60.56/25.73  																					| (654) all_0_47_47 = e1
% 60.56/25.73  																					| (352) all_0_52_52 = e2
% 60.56/25.73  																					| (810)  ~ (all_0_48_48 = e2)
% 60.56/25.73  																					|
% 60.56/25.73  																					| Combining equations (642,352) yields a new equation:
% 60.56/25.73  																					| (617) e2 = e1
% 60.56/25.73  																					|
% 60.56/25.73  																					| Equations (617) can reduce 122 to:
% 60.56/25.73  																					| (266) $false
% 60.56/25.73  																					|
% 60.56/25.73  																					|-The branch is then unsatisfiable
% 60.56/25.73  																			|-Branch two:
% 60.56/25.73  																			| (813) all_0_47_47 = e1 & all_0_52_52 = e2 &  ~ (all_0_51_51 = e1)
% 60.56/25.73  																			|
% 60.56/25.73  																				| Applying alpha-rule on (813) yields:
% 60.56/25.73  																				| (654) all_0_47_47 = e1
% 60.56/25.73  																				| (352) all_0_52_52 = e2
% 60.56/25.73  																				| (464)  ~ (all_0_51_51 = e1)
% 60.56/25.73  																				|
% 60.56/25.73  																				| Combining equations (642,352) yields a new equation:
% 60.56/25.73  																				| (617) e2 = e1
% 60.56/25.73  																				|
% 60.56/25.73  																				| Equations (617) can reduce 122 to:
% 60.56/25.73  																				| (266) $false
% 60.56/25.73  																				|
% 60.56/25.73  																				|-The branch is then unsatisfiable
% 60.56/25.73  																		|-Branch two:
% 60.56/25.73  																		| (819) all_0_47_47 = e0 & all_0_58_58 = e2 &  ~ (all_0_49_49 = e2)
% 60.56/25.73  																		|
% 60.56/25.73  																			| Applying alpha-rule on (819) yields:
% 60.56/25.73  																			| (674) all_0_47_47 = e0
% 60.56/25.73  																			| (624) all_0_58_58 = e2
% 60.56/25.73  																			| (340)  ~ (all_0_49_49 = e2)
% 60.56/25.73  																			|
% 60.56/25.73  																			| Equations (624) can reduce 908 to:
% 60.56/25.73  																			| (266) $false
% 60.56/25.73  																			|
% 60.56/25.73  																			|-The branch is then unsatisfiable
% 60.56/25.73  																	|-Branch two:
% 60.56/25.73  																	| (825) all_0_47_47 = e0 & all_0_58_58 = e2 &  ~ (all_0_56_56 = e0)
% 60.56/25.73  																	|
% 60.56/25.73  																		| Applying alpha-rule on (825) yields:
% 60.56/25.73  																		| (674) all_0_47_47 = e0
% 60.56/25.73  																		| (624) all_0_58_58 = e2
% 60.56/25.73  																		| (828)  ~ (all_0_56_56 = e0)
% 60.56/25.73  																		|
% 60.56/25.73  																		| Equations (624) can reduce 908 to:
% 60.56/25.73  																		| (266) $false
% 60.56/25.73  																		|
% 60.56/25.73  																		|-The branch is then unsatisfiable
% 60.56/25.73  										|-Branch two:
% 60.56/25.73  										| (300)  ~ (all_0_46_46 = e2)
% 60.56/25.73  										| (10171) all_0_47_47 = e2 | all_0_48_48 = e2 | all_0_49_49 = e2
% 60.56/25.73  										|
% 60.56/25.73  											+-Applying beta-rule and splitting (10171), into two cases.
% 60.56/25.73  											|-Branch one:
% 60.56/25.73  											| (1105) all_0_47_47 = e2
% 60.56/25.73  											|
% 60.56/25.73  												| Equations (1105) can reduce 198 to:
% 60.56/25.73  												| (51)  ~ (all_0_42_42 = e2)
% 60.56/25.73  												|
% 60.56/25.73  												| Equations (1105) can reduce 86 to:
% 60.56/25.73  												| (339)  ~ (all_0_49_49 = e2)
% 60.56/25.73  												|
% 60.56/25.73  												| Simplifying 339 yields:
% 60.56/25.73  												| (340)  ~ (all_0_49_49 = e2)
% 60.56/25.73  												|
% 60.56/25.73  												| Equations (1105) can reduce 224 to:
% 60.56/25.73  												| (17668)  ~ (all_0_51_51 = e2)
% 60.56/25.73  												|
% 60.56/25.74  												| Simplifying 17668 yields:
% 60.56/25.74  												| (1099)  ~ (all_0_51_51 = e2)
% 60.56/25.74  												|
% 60.56/25.74  												| Equations (1105) can reduce 91 to:
% 60.56/25.74  												| (510)  ~ (all_0_56_56 = e2)
% 60.56/25.74  												|
% 60.56/25.74  												| Simplifying 510 yields:
% 60.56/25.74  												| (511)  ~ (all_0_56_56 = e2)
% 60.56/25.74  												|
% 60.56/25.74  												| Equations (1105) can reduce 252 to:
% 60.56/25.74  												| (327)  ~ (e4 = e2)
% 60.56/25.74  												|
% 60.56/25.74  												| Simplifying 327 yields:
% 60.56/25.74  												| (48)  ~ (e4 = e2)
% 60.56/25.74  												|
% 60.56/25.74  												| Equations (1105) can reduce 678 to:
% 60.56/25.74  												| (128)  ~ (e2 = e0)
% 60.56/25.74  												|
% 60.56/25.74  												+-Applying beta-rule and splitting (163), into two cases.
% 60.56/25.74  												|-Branch one:
% 60.56/25.74  												| (565) all_0_52_52 = e4
% 60.56/25.74  												|
% 60.56/25.74  													| Equations (565) can reduce 217 to:
% 60.56/25.74  													| (399)  ~ (all_0_43_43 = e4)
% 60.56/25.74  													|
% 60.56/25.74  													| Equations (565) can reduce 202 to:
% 60.56/25.74  													| (254)  ~ (all_0_48_48 = e4)
% 60.56/25.74  													|
% 60.56/25.74  													| Equations (565) can reduce 20 to:
% 60.56/25.74  													| (475)  ~ (all_0_51_51 = e4)
% 60.56/25.74  													|
% 60.56/25.74  													| Equations (565) can reduce 46 to:
% 60.56/25.74  													| (1452)  ~ (all_0_53_53 = e4)
% 60.56/25.74  													|
% 60.56/25.74  													| Simplifying 1452 yields:
% 60.56/25.74  													| (1453)  ~ (all_0_53_53 = e4)
% 60.56/25.74  													|
% 60.56/25.74  													| Equations (565) can reduce 11 to:
% 60.56/25.74  													| (838)  ~ (all_0_57_57 = e4)
% 60.56/25.74  													|
% 60.56/25.74  													| Simplifying 838 yields:
% 60.56/25.74  													| (839)  ~ (all_0_57_57 = e4)
% 60.56/25.74  													|
% 60.56/25.74  													| From (565) and (124) follows:
% 60.56/25.74  													| (570) op(e1, e1) = e4
% 60.56/25.74  													|
% 60.56/25.74  													+-Applying beta-rule and splitting (95), into two cases.
% 60.56/25.74  													|-Branch one:
% 60.56/25.74  													| (378) all_0_50_50 = e2
% 60.56/25.74  													|
% 60.56/25.74  														| Equations (378) can reduce 221 to:
% 60.56/25.74  														| (85)  ~ (all_0_41_41 = e2)
% 60.56/25.74  														|
% 60.56/25.74  														| Equations (378) can reduce 35 to:
% 60.56/25.74  														| (300)  ~ (all_0_46_46 = e2)
% 60.56/25.74  														|
% 60.56/25.74  														| Equations (378) can reduce 59 to:
% 60.56/25.74  														| (17668)  ~ (all_0_51_51 = e2)
% 60.56/25.74  														|
% 60.56/25.74  														| Simplifying 17668 yields:
% 60.56/25.74  														| (1099)  ~ (all_0_51_51 = e2)
% 60.56/25.74  														|
% 60.56/25.74  														| Equations (378) can reduce 190 to:
% 60.56/25.74  														| (508)  ~ (all_0_53_53 = e2)
% 60.56/25.74  														|
% 60.56/25.74  														| Simplifying 508 yields:
% 60.56/25.74  														| (509)  ~ (all_0_53_53 = e2)
% 60.56/25.74  														|
% 60.56/25.74  														| Equations (378) can reduce 93 to:
% 60.56/25.74  														| (303)  ~ (all_0_55_55 = e2)
% 60.56/25.74  														|
% 60.56/25.74  														| Simplifying 303 yields:
% 60.56/25.74  														| (304)  ~ (all_0_55_55 = e2)
% 60.56/25.74  														|
% 60.56/25.74  														| Equations (378) can reduce 121 to:
% 60.56/25.74  														| (128)  ~ (e2 = e0)
% 60.56/25.74  														|
% 60.56/25.74  														| From (378) and (242) follows:
% 60.56/25.74  														| (26152) op(e1, e3) = e2
% 60.56/25.74  														|
% 60.56/25.74  														+-Applying beta-rule and splitting (222), into two cases.
% 60.56/25.74  														|-Branch one:
% 60.56/25.74  														| (386) all_0_55_55 = e2
% 60.56/25.74  														|
% 60.56/25.74  															| Equations (386) can reduce 304 to:
% 60.56/25.74  															| (266) $false
% 60.56/25.74  															|
% 60.56/25.74  															|-The branch is then unsatisfiable
% 60.56/25.74  														|-Branch two:
% 60.56/25.74  														| (304)  ~ (all_0_55_55 = e2)
% 60.56/25.74  														| (389) all_0_56_56 = e2 | all_0_57_57 = e2 | all_0_58_58 = e2
% 60.56/25.74  														|
% 60.56/25.74  															+-Applying beta-rule and splitting (389), into two cases.
% 60.56/25.74  															|-Branch one:
% 60.56/25.74  															| (833) all_0_56_56 = e2
% 60.56/25.74  															|
% 60.56/25.74  																| Equations (833) can reduce 511 to:
% 60.56/25.74  																| (266) $false
% 60.56/25.74  																|
% 60.56/25.74  																|-The branch is then unsatisfiable
% 60.56/25.74  															|-Branch two:
% 60.56/25.74  															| (511)  ~ (all_0_56_56 = e2)
% 60.56/25.74  															| (1709) all_0_57_57 = e2 | all_0_58_58 = e2
% 60.56/25.74  															|
% 60.56/25.74  																+-Applying beta-rule and splitting (1709), into two cases.
% 60.56/25.74  																|-Branch one:
% 60.56/25.74  																| (442) all_0_57_57 = e2
% 60.56/25.74  																|
% 60.56/25.74  																	| Equations (442) can reduce 199 to:
% 60.56/25.74  																	| (96)  ~ (all_0_43_43 = e2)
% 60.56/25.74  																	|
% 60.56/25.74  																	| Equations (442) can reduce 239 to:
% 60.56/25.74  																	| (810)  ~ (all_0_48_48 = e2)
% 60.56/25.74  																	|
% 60.56/25.74  																	| Equations (442) can reduce 81 to:
% 60.56/25.74  																	| (304)  ~ (all_0_55_55 = e2)
% 60.56/25.74  																	|
% 60.56/25.74  																	| Equations (442) can reduce 140 to:
% 60.56/25.74  																	| (511)  ~ (all_0_56_56 = e2)
% 60.56/25.74  																	|
% 60.56/25.74  																	| Equations (442) can reduce 148 to:
% 60.56/25.74  																	| (1186)  ~ (all_0_58_58 = e2)
% 60.56/25.74  																	|
% 60.56/25.74  																	| Simplifying 1186 yields:
% 60.56/25.74  																	| (908)  ~ (all_0_58_58 = e2)
% 60.56/25.74  																	|
% 60.56/25.74  																	| Equations (442) can reduce 839 to:
% 60.56/25.74  																	| (327)  ~ (e4 = e2)
% 60.56/25.74  																	|
% 60.56/25.74  																	| Simplifying 327 yields:
% 60.56/25.74  																	| (48)  ~ (e4 = e2)
% 60.56/25.74  																	|
% 60.56/25.74  																	| Equations (442) can reduce 67 to:
% 60.56/25.74  																	| (626)  ~ (e3 = e2)
% 60.56/25.74  																	|
% 60.56/25.74  																	| Simplifying 626 yields:
% 60.56/25.74  																	| (212)  ~ (e3 = e2)
% 60.56/25.74  																	|
% 60.56/25.74  																	| From (442) and (83) follows:
% 60.56/25.74  																	| (16562) op(e0, e1) = e2
% 60.56/25.74  																	|
% 60.56/25.74  																	+-Applying beta-rule and splitting (4), into two cases.
% 60.56/25.74  																	|-Branch one:
% 60.56/25.74  																	| (356) all_0_43_43 = e0
% 60.56/25.74  																	|
% 60.56/25.74  																		| Equations (356) can reduce 31 to:
% 60.56/25.74  																		| (357)  ~ (all_0_41_41 = e0)
% 60.56/25.74  																		|
% 60.56/25.74  																		| Equations (356) can reduce 240 to:
% 60.56/25.74  																		| (358)  ~ (all_0_42_42 = e0)
% 60.56/25.74  																		|
% 60.56/25.74  																		| Equations (356) can reduce 159 to:
% 60.56/25.74  																		| (359)  ~ (all_0_44_44 = e0)
% 60.56/25.74  																		|
% 60.56/25.74  																		| Simplifying 359 yields:
% 60.56/25.74  																		| (360)  ~ (all_0_44_44 = e0)
% 60.56/25.74  																		|
% 60.56/25.74  																		| Equations (356) can reduce 17 to:
% 60.56/25.74  																		| (10200)  ~ (all_0_48_48 = e0)
% 60.56/25.74  																		|
% 60.56/25.74  																		| Simplifying 10200 yields:
% 60.56/25.74  																		| (1283)  ~ (all_0_48_48 = e0)
% 60.56/25.74  																		|
% 60.56/25.74  																		| Equations (356) can reduce 399 to:
% 60.56/25.74  																		| (401)  ~ (e4 = e0)
% 60.56/25.74  																		|
% 60.56/25.74  																		| Simplifying 401 yields:
% 60.56/25.74  																		| (49)  ~ (e4 = e0)
% 60.56/25.74  																		|
% 60.56/25.74  																		| Equations (356) can reduce 99 to:
% 60.56/25.74  																		| (541)  ~ (e3 = e0)
% 60.56/25.74  																		|
% 60.56/25.74  																		| Simplifying 541 yields:
% 60.56/25.74  																		| (80)  ~ (e3 = e0)
% 60.56/25.74  																		|
% 60.56/25.74  																		| Equations (356) can reduce 96 to:
% 60.56/25.74  																		| (365)  ~ (e2 = e0)
% 60.56/25.74  																		|
% 60.56/25.74  																		| Simplifying 365 yields:
% 60.56/25.74  																		| (128)  ~ (e2 = e0)
% 60.56/25.74  																		|
% 60.56/25.74  																		| From (356) and (37) follows:
% 60.56/25.74  																		| (369) op(e3, e1) = e0
% 60.56/25.74  																		|
% 60.56/25.74  																		+-Applying beta-rule and splitting (228), into two cases.
% 60.56/25.74  																		|-Branch one:
% 60.56/25.74  																		| (335) all_0_48_48 = e2
% 60.56/25.74  																		|
% 60.56/25.74  																			| Equations (335) can reduce 810 to:
% 60.56/25.74  																			| (266) $false
% 60.56/25.74  																			|
% 60.56/25.74  																			|-The branch is then unsatisfiable
% 60.56/25.74  																		|-Branch two:
% 60.56/25.74  																		| (810)  ~ (all_0_48_48 = e2)
% 60.56/25.74  																		| (10218) all_0_48_48 = e4 | all_0_48_48 = e1 | all_0_48_48 = e0
% 60.56/25.74  																		|
% 60.56/25.74  																			+-Applying beta-rule and splitting (10218), into two cases.
% 60.56/25.74  																			|-Branch one:
% 60.56/25.74  																			| (943) all_0_48_48 = e4
% 60.56/25.74  																			|
% 60.56/25.74  																				| Equations (943) can reduce 254 to:
% 60.56/25.74  																				| (266) $false
% 60.56/25.74  																				|
% 60.56/25.74  																				|-The branch is then unsatisfiable
% 60.56/25.74  																			|-Branch two:
% 60.56/25.74  																			| (254)  ~ (all_0_48_48 = e4)
% 60.56/25.74  																			| (10222) all_0_48_48 = e1 | all_0_48_48 = e0
% 60.56/25.74  																			|
% 60.56/25.74  																				+-Applying beta-rule and splitting (10222), into two cases.
% 60.56/25.74  																				|-Branch one:
% 60.56/25.74  																				| (1279) all_0_48_48 = e0
% 60.56/25.74  																				|
% 60.56/25.74  																					| Equations (1279) can reduce 1283 to:
% 60.56/25.74  																					| (266) $false
% 60.56/25.74  																					|
% 60.56/25.74  																					|-The branch is then unsatisfiable
% 60.56/25.74  																				|-Branch two:
% 60.56/25.74  																				| (1283)  ~ (all_0_48_48 = e0)
% 60.56/25.74  																				| (615) all_0_48_48 = e1
% 60.56/25.74  																				|
% 60.56/25.74  																					| Equations (615) can reduce 810 to:
% 60.56/25.74  																					| (604)  ~ (e2 = e1)
% 60.56/25.74  																					|
% 60.56/25.74  																					| Simplifying 604 yields:
% 60.56/25.74  																					| (122)  ~ (e2 = e1)
% 60.56/25.74  																					|
% 60.56/25.74  																					| Equations (615) can reduce 1283 to:
% 60.56/25.74  																					| (233)  ~ (e1 = e0)
% 60.56/25.74  																					|
% 60.56/25.74  																					+-Applying beta-rule and splitting (168), into two cases.
% 60.56/25.74  																					|-Branch one:
% 60.56/25.74  																					| (415) all_0_50_50 = e3
% 60.56/25.74  																					|
% 60.56/25.74  																						| Combining equations (378,415) yields a new equation:
% 60.56/25.74  																						| (662) e3 = e2
% 60.56/25.74  																						|
% 60.56/25.74  																						| Equations (662) can reduce 212 to:
% 60.56/25.74  																						| (266) $false
% 60.56/25.74  																						|
% 60.56/25.74  																						|-The branch is then unsatisfiable
% 60.56/25.74  																					|-Branch two:
% 60.56/25.74  																					| (411)  ~ (all_0_50_50 = e3)
% 60.56/25.74  																					| (418) all_0_51_51 = e3 | all_0_53_53 = e3
% 60.56/25.74  																					|
% 60.56/25.74  																						| Equations (378) can reduce 411 to:
% 60.56/25.74  																						| (626)  ~ (e3 = e2)
% 60.56/25.74  																						|
% 60.56/25.74  																						| Simplifying 626 yields:
% 60.56/25.74  																						| (212)  ~ (e3 = e2)
% 60.56/25.74  																						|
% 60.56/25.74  																						+-Applying beta-rule and splitting (160), into two cases.
% 60.56/25.74  																						|-Branch one:
% 60.56/25.74  																						| (601) all_0_50_50 = e1
% 60.56/25.74  																						|
% 60.56/25.74  																							| Combining equations (378,601) yields a new equation:
% 60.56/25.74  																							| (616) e2 = e1
% 60.56/25.74  																							|
% 60.56/25.74  																							| Simplifying 616 yields:
% 60.56/25.74  																							| (617) e2 = e1
% 60.56/25.74  																							|
% 60.56/25.74  																							| Equations (617) can reduce 122 to:
% 60.56/25.74  																							| (266) $false
% 60.56/25.74  																							|
% 60.56/25.74  																							|-The branch is then unsatisfiable
% 60.56/25.74  																						|-Branch two:
% 60.56/25.74  																						| (759)  ~ (all_0_50_50 = e1)
% 60.56/25.74  																						| (1168) all_0_51_51 = e1 | all_0_52_52 = e1 | all_0_53_53 = e1
% 60.56/25.74  																						|
% 60.56/25.74  																							+-Applying beta-rule and splitting (196), into two cases.
% 60.56/25.74  																							|-Branch one:
% 60.56/25.74  																							| (607) all_0_53_53 = e2
% 60.56/25.74  																							|
% 60.56/25.74  																								| Equations (607) can reduce 509 to:
% 60.56/25.74  																								| (266) $false
% 60.56/25.74  																								|
% 60.56/25.74  																								|-The branch is then unsatisfiable
% 60.56/25.74  																							|-Branch two:
% 60.56/25.74  																							| (509)  ~ (all_0_53_53 = e2)
% 60.56/25.74  																							| (610) all_0_53_53 = e4 | all_0_53_53 = e3 | all_0_53_53 = e1
% 60.56/25.74  																							|
% 60.56/25.74  																								+-Applying beta-rule and splitting (113), into two cases.
% 60.56/25.74  																								|-Branch one:
% 60.56/25.74  																								| (403) all_0_41_41 = e3
% 60.56/25.74  																								|
% 60.56/25.74  																									| Equations (403) can reduce 214 to:
% 60.56/25.74  																									| (404)  ~ (all_0_42_42 = e3)
% 60.56/25.74  																									|
% 60.56/25.74  																									| Simplifying 404 yields:
% 60.56/25.74  																									| (405)  ~ (all_0_42_42 = e3)
% 60.56/25.74  																									|
% 60.56/25.74  																									| Equations (403) can reduce 43 to:
% 60.56/25.74  																									| (408)  ~ (all_0_46_46 = e3)
% 60.56/25.74  																									|
% 60.56/25.74  																									| Simplifying 408 yields:
% 60.56/25.74  																									| (409)  ~ (all_0_46_46 = e3)
% 60.56/25.74  																									|
% 60.56/25.74  																									| Equations (403) can reduce 440 to:
% 60.56/25.74  																									| (277)  ~ (e4 = e3)
% 60.56/25.74  																									|
% 60.56/25.74  																									| Simplifying 277 yields:
% 60.56/25.74  																									| (188)  ~ (e4 = e3)
% 60.56/25.74  																									|
% 60.56/25.74  																									| Equations (403) can reduce 85 to:
% 60.56/25.74  																									| (212)  ~ (e3 = e2)
% 60.56/25.74  																									|
% 60.56/25.74  																									| Equations (403) can reduce 357 to:
% 60.56/25.74  																									| (80)  ~ (e3 = e0)
% 60.56/25.74  																									|
% 60.56/25.74  																									+-Applying beta-rule and splitting (180), into two cases.
% 60.56/25.74  																									|-Branch one:
% 60.56/25.74  																									| (516) all_0_42_42 = e3
% 60.56/25.74  																									|
% 60.56/25.74  																										| Equations (516) can reduce 405 to:
% 60.56/25.74  																										| (266) $false
% 60.56/25.74  																										|
% 60.56/25.74  																										|-The branch is then unsatisfiable
% 60.56/25.74  																									|-Branch two:
% 60.56/25.74  																									| (405)  ~ (all_0_42_42 = e3)
% 60.56/25.74  																									| (521) all_0_47_47 = e3 | all_0_51_51 = e3 | all_0_56_56 = e3
% 60.56/25.74  																									|
% 60.56/25.74  																										+-Applying beta-rule and splitting (521), into two cases.
% 60.56/25.74  																										|-Branch one:
% 60.56/25.74  																										| (522) all_0_47_47 = e3
% 60.56/25.74  																										|
% 60.56/25.74  																											| Combining equations (1105,522) yields a new equation:
% 60.56/25.74  																											| (662) e3 = e2
% 60.56/25.74  																											|
% 60.56/25.74  																											| Equations (662) can reduce 212 to:
% 60.56/25.74  																											| (266) $false
% 60.56/25.74  																											|
% 60.56/25.74  																											|-The branch is then unsatisfiable
% 60.56/25.74  																										|-Branch two:
% 60.56/25.74  																										| (1091)  ~ (all_0_47_47 = e3)
% 60.56/25.74  																										| (1092) all_0_51_51 = e3 | all_0_56_56 = e3
% 60.56/25.74  																										|
% 60.56/25.74  																											| Equations (1105) can reduce 1091 to:
% 60.56/25.74  																											| (626)  ~ (e3 = e2)
% 60.56/25.74  																											|
% 60.56/25.74  																											| Simplifying 626 yields:
% 60.56/25.74  																											| (212)  ~ (e3 = e2)
% 60.56/25.74  																											|
% 60.56/25.74  																											+-Applying beta-rule and splitting (78), into two cases.
% 60.56/25.74  																											|-Branch one:
% 60.56/25.74  																											| (423) all_0_45_45 = e3
% 60.56/25.74  																											|
% 60.56/25.74  																												| Combining equations (248,423) yields a new equation:
% 60.56/25.74  																												| (424) e4 = e3
% 60.56/25.74  																												|
% 60.56/25.74  																												| Simplifying 424 yields:
% 60.56/25.74  																												| (425) e4 = e3
% 60.56/25.74  																												|
% 60.56/25.74  																												| Equations (425) can reduce 188 to:
% 60.56/25.74  																												| (266) $false
% 60.56/25.74  																												|
% 60.56/25.74  																												|-The branch is then unsatisfiable
% 60.56/25.74  																											|-Branch two:
% 60.56/25.74  																											| (427)  ~ (all_0_45_45 = e3)
% 60.56/25.74  																											| (428) all_0_46_46 = e3 | all_0_47_47 = e3 | all_0_49_49 = e3
% 60.56/25.74  																											|
% 60.56/25.74  																												+-Applying beta-rule and splitting (428), into two cases.
% 60.56/25.74  																												|-Branch one:
% 60.56/25.74  																												| (1557) all_0_46_46 = e3
% 60.56/25.74  																												|
% 60.56/25.74  																													| Equations (1557) can reduce 409 to:
% 60.56/25.74  																													| (266) $false
% 60.56/25.74  																													|
% 60.56/25.74  																													|-The branch is then unsatisfiable
% 60.56/25.74  																												|-Branch two:
% 60.56/25.74  																												| (409)  ~ (all_0_46_46 = e3)
% 60.56/25.74  																												| (1561) all_0_47_47 = e3 | all_0_49_49 = e3
% 60.56/25.74  																												|
% 60.56/25.74  																													+-Applying beta-rule and splitting (1561), into two cases.
% 60.56/25.74  																													|-Branch one:
% 60.56/25.74  																													| (522) all_0_47_47 = e3
% 60.56/25.74  																													|
% 60.56/25.74  																														| Combining equations (1105,522) yields a new equation:
% 60.56/25.74  																														| (662) e3 = e2
% 60.56/25.74  																														|
% 60.56/25.74  																														| Equations (662) can reduce 212 to:
% 60.56/25.74  																														| (266) $false
% 60.56/25.74  																														|
% 60.56/25.74  																														|-The branch is then unsatisfiable
% 60.56/25.74  																													|-Branch two:
% 60.56/25.74  																													| (1091)  ~ (all_0_47_47 = e3)
% 60.56/25.74  																													| (884) all_0_49_49 = e3
% 60.56/25.74  																													|
% 60.56/25.74  																														| Equations (884) can reduce 9 to:
% 60.56/25.74  																														| (407)  ~ (all_0_44_44 = e3)
% 60.56/25.74  																														|
% 60.56/25.74  																														| Equations (884) can reduce 65 to:
% 60.56/25.74  																														| (1114)  ~ (all_0_53_53 = e3)
% 60.56/25.74  																														|
% 60.56/25.74  																														| Simplifying 1114 yields:
% 60.56/25.74  																														| (903)  ~ (all_0_53_53 = e3)
% 60.56/25.74  																														|
% 60.56/25.74  																														| From (884) and (55) follows:
% 60.56/25.74  																														| (1581) op(e2, e0) = e3
% 60.56/25.74  																														|
% 60.56/25.74  																														+-Applying beta-rule and splitting (610), into two cases.
% 60.56/25.74  																														|-Branch one:
% 60.56/25.74  																														| (1298) all_0_53_53 = e4
% 60.56/25.74  																														|
% 60.56/25.74  																															| Equations (1298) can reduce 1453 to:
% 60.56/25.74  																															| (266) $false
% 60.56/25.74  																															|
% 60.56/25.74  																															|-The branch is then unsatisfiable
% 60.56/25.74  																														|-Branch two:
% 60.56/25.74  																														| (1453)  ~ (all_0_53_53 = e4)
% 60.56/25.74  																														| (1694) all_0_53_53 = e3 | all_0_53_53 = e1
% 60.56/25.74  																														|
% 60.56/25.74  																															+-Applying beta-rule and splitting (184), into two cases.
% 60.56/25.74  																															|-Branch one:
% 60.56/25.74  																															| (538) all_0_46_46 = e0
% 60.56/25.74  																															|
% 60.56/25.74  																																| Equations (538) can reduce 58 to:
% 60.56/25.74  																																| (4444)  ~ (all_0_55_55 = e0)
% 60.56/25.74  																																|
% 60.56/25.74  																																| Simplifying 4444 yields:
% 60.56/25.74  																																| (803)  ~ (all_0_55_55 = e0)
% 60.56/25.74  																																|
% 60.56/25.74  																																| Equations (538) can reduce 300 to:
% 60.56/25.74  																																| (365)  ~ (e2 = e0)
% 60.56/25.74  																																|
% 60.56/25.74  																																| Simplifying 365 yields:
% 60.56/25.74  																																| (128)  ~ (e2 = e0)
% 60.56/25.74  																																|
% 60.56/25.74  																																+-Applying beta-rule and splitting (1694), into two cases.
% 60.56/25.74  																																|-Branch one:
% 60.56/25.74  																																| (1208) all_0_53_53 = e1
% 60.56/25.74  																																|
% 60.56/25.74  																																	| Equations (1208) can reduce 220 to:
% 60.56/25.74  																																	| (639)  ~ (all_0_44_44 = e1)
% 60.56/25.74  																																	|
% 60.56/25.74  																																	| Equations (1208) can reduce 10 to:
% 60.56/25.74  																																	| (879)  ~ (all_0_58_58 = e1)
% 60.56/25.74  																																	|
% 60.56/25.74  																																	| Simplifying 879 yields:
% 60.56/25.74  																																	| (880)  ~ (all_0_58_58 = e1)
% 60.56/25.74  																																	|
% 60.56/25.74  																																	+-Applying beta-rule and splitting (125), into two cases.
% 60.56/25.74  																																	|-Branch one:
% 60.56/25.74  																																	| (858) all_0_55_55 = e0
% 60.56/25.74  																																	|
% 60.56/25.74  																																		| Equations (858) can reduce 803 to:
% 60.56/25.74  																																		| (266) $false
% 60.56/25.74  																																		|
% 60.56/25.74  																																		|-The branch is then unsatisfiable
% 60.56/25.74  																																	|-Branch two:
% 60.56/25.74  																																	| (803)  ~ (all_0_55_55 = e0)
% 60.56/25.74  																																	| (863) all_0_56_56 = e0 | all_0_57_57 = e0 | all_0_58_58 = e0
% 60.56/25.74  																																	|
% 60.56/25.74  																																		+-Applying beta-rule and splitting (863), into two cases.
% 60.56/25.74  																																		|-Branch one:
% 60.56/25.74  																																		| (679) all_0_56_56 = e0
% 60.56/25.74  																																		|
% 60.56/25.74  																																			| Equations (679) can reduce 828 to:
% 60.56/25.74  																																			| (266) $false
% 60.56/25.74  																																			|
% 60.56/25.74  																																			|-The branch is then unsatisfiable
% 60.56/25.74  																																		|-Branch two:
% 60.56/25.74  																																		| (828)  ~ (all_0_56_56 = e0)
% 60.56/25.74  																																		| (924) all_0_57_57 = e0 | all_0_58_58 = e0
% 60.56/25.74  																																		|
% 60.56/25.74  																																			+-Applying beta-rule and splitting (75), into two cases.
% 60.56/25.74  																																			|-Branch one:
% 60.56/25.74  																																			| (485) all_0_40_40 = e0
% 60.56/25.74  																																			|
% 60.56/25.74  																																				| Combining equations (313,485) yields a new equation:
% 60.56/25.74  																																				| (391) e2 = e0
% 60.56/25.74  																																				|
% 60.56/25.74  																																				| Simplifying 391 yields:
% 60.56/25.74  																																				| (330) e2 = e0
% 60.56/25.74  																																				|
% 60.56/25.74  																																				| Equations (330) can reduce 128 to:
% 60.56/25.74  																																				| (266) $false
% 60.56/25.74  																																				|
% 60.56/25.74  																																				|-The branch is then unsatisfiable
% 60.56/25.75  																																			|-Branch two:
% 60.56/25.75  																																			| (1401)  ~ (all_0_40_40 = e0)
% 60.56/25.75  																																			| (1748) all_0_44_44 = e0 | all_0_49_49 = e0 | all_0_58_58 = e0
% 60.56/25.75  																																			|
% 60.56/25.75  																																				| Equations (313) can reduce 1401 to:
% 60.56/25.75  																																				| (128)  ~ (e2 = e0)
% 60.56/25.75  																																				|
% 60.56/25.75  																																				+-Applying beta-rule and splitting (26), into two cases.
% 60.56/25.75  																																				|-Branch one:
% 60.56/25.75  																																				| (446) all_0_44_44 = e4
% 60.56/25.75  																																				|
% 60.56/25.75  																																					| Equations (446) can reduce 73 to:
% 60.56/25.75  																																					| (1890)  ~ (all_0_42_42 = e4)
% 60.56/25.75  																																					|
% 60.56/25.75  																																					| From (446) and (138) follows:
% 60.56/25.75  																																					| (4646) op(e3, e0) = e4
% 60.56/25.75  																																					|
% 60.56/25.75  																																					+-Applying beta-rule and splitting (152), into two cases.
% 60.56/25.75  																																					|-Branch one:
% 60.56/25.75  																																					| (1392) all_0_42_42 = e4
% 60.56/25.75  																																					|
% 60.56/25.75  																																						| Equations (1392) can reduce 1890 to:
% 60.56/25.75  																																						| (266) $false
% 60.56/25.75  																																						|
% 60.56/25.75  																																						|-The branch is then unsatisfiable
% 60.56/25.75  																																					|-Branch two:
% 60.56/25.75  																																					| (1890)  ~ (all_0_42_42 = e4)
% 60.56/25.75  																																					| (1969) all_0_42_42 = e3 | all_0_42_42 = e1 | all_0_42_42 = e0
% 60.56/25.75  																																					|
% 60.56/25.75  																																						+-Applying beta-rule and splitting (1969), into two cases.
% 60.56/25.75  																																						|-Branch one:
% 60.56/25.75  																																						| (559) all_0_42_42 = e0
% 60.56/25.75  																																						|
% 60.56/25.75  																																							| Equations (559) can reduce 358 to:
% 60.56/25.75  																																							| (266) $false
% 60.56/25.75  																																							|
% 60.56/25.75  																																							|-The branch is then unsatisfiable
% 60.56/25.75  																																						|-Branch two:
% 60.56/25.75  																																						| (358)  ~ (all_0_42_42 = e0)
% 60.56/25.75  																																						| (2510) all_0_42_42 = e3 | all_0_42_42 = e1
% 60.56/25.75  																																						|
% 60.56/25.75  																																							+-Applying beta-rule and splitting (2510), into two cases.
% 60.56/25.75  																																							|-Branch one:
% 60.56/25.75  																																							| (459) all_0_42_42 = e1
% 60.56/25.75  																																							|
% 60.56/25.75  																																								| Equations (459) can reduce 236 to:
% 60.56/25.75  																																								| (465)  ~ (all_0_56_56 = e1)
% 60.56/25.75  																																								|
% 60.56/25.75  																																								| Simplifying 465 yields:
% 60.56/25.75  																																								| (466)  ~ (all_0_56_56 = e1)
% 60.56/25.75  																																								|
% 60.56/25.75  																																								| Equations (459) can reduce 51 to:
% 60.56/25.75  																																								| (604)  ~ (e2 = e1)
% 60.56/25.75  																																								|
% 60.56/25.75  																																								| Simplifying 604 yields:
% 60.56/25.75  																																								| (122)  ~ (e2 = e1)
% 60.56/25.75  																																								|
% 60.56/25.75  																																								+-Applying beta-rule and splitting (216), into two cases.
% 60.56/25.75  																																								|-Branch one:
% 60.56/25.75  																																								| (629) all_0_55_55 = e1
% 60.56/25.75  																																								|
% 60.56/25.75  																																									| Equations (629) can reduce 153 to:
% 60.56/25.75  																																									| (465)  ~ (all_0_56_56 = e1)
% 60.56/25.75  																																									|
% 60.56/25.75  																																									| Simplifying 465 yields:
% 60.56/25.75  																																									| (466)  ~ (all_0_56_56 = e1)
% 60.56/25.75  																																									|
% 60.56/25.75  																																									| Equations (629) can reduce 3 to:
% 60.56/25.75  																																									| (879)  ~ (all_0_58_58 = e1)
% 60.56/25.75  																																									|
% 60.56/25.75  																																									| Simplifying 879 yields:
% 60.56/25.75  																																									| (880)  ~ (all_0_58_58 = e1)
% 60.56/25.75  																																									|
% 60.56/25.75  																																									| Equations (629) can reduce 304 to:
% 60.56/25.75  																																									| (604)  ~ (e2 = e1)
% 60.56/25.75  																																									|
% 60.56/25.75  																																									| Simplifying 604 yields:
% 60.56/25.75  																																									| (122)  ~ (e2 = e1)
% 60.56/25.75  																																									|
% 60.56/25.75  																																									| From (629) and (74) follows:
% 60.56/25.75  																																									| (6587) op(e0, e3) = e1
% 60.56/25.75  																																									|
% 60.56/25.75  																																									+-Applying beta-rule and splitting (1092), into two cases.
% 60.56/25.75  																																									|-Branch one:
% 60.56/25.75  																																									| (660) all_0_51_51 = e3
% 60.56/25.75  																																									|
% 60.56/25.75  																																										| Equations (660) can reduce 16 to:
% 60.56/25.75  																																										| (271)  ~ (all_0_56_56 = e3)
% 60.56/25.75  																																										|
% 60.56/25.75  																																										| Simplifying 271 yields:
% 60.56/25.75  																																										| (272)  ~ (all_0_56_56 = e3)
% 60.56/25.75  																																										|
% 60.56/25.75  																																										| From (660) and (186) follows:
% 60.56/25.75  																																										| (1552) op(e1, e2) = e3
% 60.56/25.75  																																										|
% 60.56/25.75  																																										+-Applying beta-rule and splitting (133), into two cases.
% 60.56/25.75  																																										|-Branch one:
% 60.56/25.75  																																										| (833) all_0_56_56 = e2
% 60.56/25.75  																																										|
% 60.56/25.75  																																											| Equations (833) can reduce 511 to:
% 60.56/25.75  																																											| (266) $false
% 60.56/25.75  																																											|
% 60.56/25.75  																																											|-The branch is then unsatisfiable
% 60.56/25.75  																																										|-Branch two:
% 60.56/25.75  																																										| (511)  ~ (all_0_56_56 = e2)
% 60.56/25.75  																																										| (836) all_0_56_56 = e4 | all_0_56_56 = e3 | all_0_56_56 = e1 | all_0_56_56 = e0
% 60.56/25.75  																																										|
% 60.56/25.75  																																											+-Applying beta-rule and splitting (836), into two cases.
% 60.56/25.75  																																											|-Branch one:
% 60.56/25.75  																																											| (842) all_0_56_56 = e4
% 60.56/25.75  																																											|
% 60.56/25.75  																																												| From (842) and (111) follows:
% 60.56/25.75  																																												| (2154) op(e0, e2) = e4
% 60.56/25.75  																																												|
% 60.56/25.75  																																												+-Applying beta-rule and splitting (924), into two cases.
% 60.56/25.75  																																												|-Branch one:
% 60.56/25.75  																																												| (875) all_0_57_57 = e0
% 60.56/25.75  																																												|
% 60.56/25.75  																																													| Combining equations (442,875) yields a new equation:
% 60.56/25.75  																																													| (391) e2 = e0
% 60.56/25.75  																																													|
% 60.56/25.75  																																													| Simplifying 391 yields:
% 60.56/25.75  																																													| (330) e2 = e0
% 60.56/25.75  																																													|
% 60.56/25.75  																																													| Equations (330) can reduce 128 to:
% 60.56/25.75  																																													| (266) $false
% 60.56/25.75  																																													|
% 60.56/25.75  																																													|-The branch is then unsatisfiable
% 60.56/25.75  																																												|-Branch two:
% 60.56/25.75  																																												| (364)  ~ (all_0_57_57 = e0)
% 60.56/25.75  																																												| (914) all_0_58_58 = e0
% 60.56/25.75  																																												|
% 60.56/25.75  																																													| Equations (914) can reduce 880 to:
% 60.56/25.75  																																													| (435)  ~ (e1 = e0)
% 60.56/25.75  																																													|
% 60.56/25.75  																																													| Simplifying 435 yields:
% 60.56/25.75  																																													| (233)  ~ (e1 = e0)
% 60.56/25.75  																																													|
% 60.56/25.75  																																													+-Applying beta-rule and splitting (56), into two cases.
% 60.56/25.75  																																													|-Branch one:
% 60.56/25.75  																																													| (696) unit = e2
% 60.56/25.75  																																													|
% 60.56/25.75  																																														| From (696) and (209) follows:
% 60.56/25.75  																																														| (7585) op(e2, e0) = e0
% 60.56/25.75  																																														|
% 60.56/25.75  																																														| From (696) and (28) follows:
% 60.56/25.75  																																														| (699) op(e1, e2) = e1
% 60.56/25.75  																																														|
% 60.56/25.75  																																														| Instantiating formula (29) with e2, e0, e0, e3 and discharging atoms op(e2, e0) = e3, op(e2, e0) = e0, yields:
% 60.56/25.75  																																														| (676) e3 = e0
% 60.56/25.75  																																														|
% 60.56/25.75  																																														| Instantiating formula (29) with e1, e2, e1, e3 and discharging atoms op(e1, e2) = e3, op(e1, e2) = e1, yields:
% 60.56/25.75  																																														| (455) e3 = e1
% 60.56/25.75  																																														|
% 60.56/25.75  																																														| Combining equations (676,455) yields a new equation:
% 60.56/25.75  																																														| (431) e1 = e0
% 60.56/25.75  																																														|
% 60.56/25.75  																																														| Equations (431) can reduce 233 to:
% 60.56/25.75  																																														| (266) $false
% 60.56/25.75  																																														|
% 60.56/25.75  																																														|-The branch is then unsatisfiable
% 60.56/25.75  																																													|-Branch two:
% 60.56/25.75  																																													| (707)  ~ (unit = e2)
% 60.56/25.75  																																													| (708) unit = e4 | unit = e3 | unit = e1 | unit = e0
% 60.56/25.75  																																													|
% 60.56/25.75  																																														+-Applying beta-rule and splitting (708), into two cases.
% 60.56/25.75  																																														|-Branch one:
% 60.56/25.75  																																														| (709) unit = e4
% 60.56/25.75  																																														|
% 60.56/25.75  																																															| From (709) and (24) follows:
% 60.56/25.75  																																															| (33325) op(e4, e3) = e3
% 60.56/25.75  																																															|
% 60.56/25.75  																																															| From (709) and (211) follows:
% 60.56/25.75  																																															| (22527) op(e4, e1) = e1
% 60.56/25.75  																																															|
% 60.56/25.75  																																															| From (709) and (209) follows:
% 60.56/25.75  																																															| (3072) op(e4, e0) = e0
% 60.56/25.75  																																															|
% 60.56/25.75  																																															| From (709) and (32) follows:
% 60.56/25.75  																																															| (712) op(e2, e4) = e2
% 60.56/25.75  																																															|
% 60.56/25.75  																																															| Instantiating formula (29) with e4, e3, e3, e4 and discharging atoms op(e4, e3) = e4, op(e4, e3) = e3, yields:
% 60.56/25.75  																																															| (425) e4 = e3
% 60.56/25.75  																																															|
% 60.56/25.75  																																															| Instantiating formula (29) with e4, e1, e1, e3 and discharging atoms op(e4, e1) = e3, op(e4, e1) = e1, yields:
% 60.56/25.75  																																															| (455) e3 = e1
% 60.56/25.75  																																															|
% 60.56/25.75  																																															| Instantiating formula (29) with e4, e0, e0, e2 and discharging atoms op(e4, e0) = e2, op(e4, e0) = e0, yields:
% 60.56/25.75  																																															| (330) e2 = e0
% 60.56/25.75  																																															|
% 60.56/25.75  																																															| Instantiating formula (29) with e2, e4, e2, e4 and discharging atoms op(e2, e4) = e4, op(e2, e4) = e2, yields:
% 60.56/25.75  																																															| (323) e4 = e2
% 60.56/25.75  																																															|
% 60.56/25.75  																																															| Combining equations (425,323) yields a new equation:
% 60.56/25.75  																																															| (661) e3 = e2
% 60.56/25.75  																																															|
% 60.56/25.75  																																															| Simplifying 661 yields:
% 60.56/25.75  																																															| (662) e3 = e2
% 60.56/25.75  																																															|
% 60.56/25.75  																																															| Combining equations (662,455) yields a new equation:
% 60.56/25.75  																																															| (616) e2 = e1
% 60.56/25.75  																																															|
% 60.56/25.75  																																															| Simplifying 616 yields:
% 60.56/25.75  																																															| (617) e2 = e1
% 60.56/25.75  																																															|
% 60.56/25.75  																																															| Combining equations (330,617) yields a new equation:
% 60.56/25.75  																																															| (431) e1 = e0
% 60.56/25.75  																																															|
% 60.56/25.75  																																															| Equations (431) can reduce 233 to:
% 60.56/25.75  																																															| (266) $false
% 60.56/25.75  																																															|
% 60.56/25.75  																																															|-The branch is then unsatisfiable
% 60.56/25.75  																																														|-Branch two:
% 60.56/25.75  																																														| (724)  ~ (unit = e4)
% 60.56/25.75  																																														| (725) unit = e3 | unit = e1 | unit = e0
% 60.56/25.75  																																														|
% 60.56/25.75  																																															+-Applying beta-rule and splitting (725), into two cases.
% 60.56/25.75  																																															|-Branch one:
% 60.56/25.75  																																															| (726) unit = e0
% 60.56/25.75  																																															|
% 60.56/25.75  																																																| From (726) and (244) follows:
% 60.56/25.75  																																																| (2207) op(e0, e4) = e4
% 60.56/25.75  																																																|
% 60.56/25.75  																																																| From (726) and (24) follows:
% 60.56/25.75  																																																| (2208) op(e0, e3) = e3
% 60.56/25.75  																																																|
% 60.56/25.75  																																																| From (726) and (15) follows:
% 60.56/25.75  																																																| (1508) op(e0, e2) = e2
% 60.56/25.75  																																																|
% 60.56/25.75  																																																| Instantiating formula (29) with e0, e4, e4, e3 and discharging atoms op(e0, e4) = e4, op(e0, e4) = e3, yields:
% 60.56/25.75  																																																| (425) e4 = e3
% 60.56/25.75  																																																|
% 60.56/25.75  																																																| Instantiating formula (29) with e0, e3, e3, e1 and discharging atoms op(e0, e3) = e3, op(e0, e3) = e1, yields:
% 60.56/25.75  																																																| (455) e3 = e1
% 60.56/25.75  																																																|
% 60.56/25.75  																																																| Instantiating formula (29) with e0, e2, e2, e4 and discharging atoms op(e0, e2) = e4, op(e0, e2) = e2, yields:
% 60.56/25.75  																																																| (323) e4 = e2
% 60.56/25.75  																																																|
% 60.56/25.75  																																																| Combining equations (323,425) yields a new equation:
% 60.56/25.75  																																																| (662) e3 = e2
% 60.56/25.75  																																																|
% 60.56/25.75  																																																| Combining equations (662,455) yields a new equation:
% 60.56/25.75  																																																| (616) e2 = e1
% 60.56/25.75  																																																|
% 60.56/25.75  																																																| Simplifying 616 yields:
% 60.56/25.75  																																																| (617) e2 = e1
% 60.56/25.75  																																																|
% 60.56/25.75  																																																| Equations (617) can reduce 122 to:
% 60.56/25.75  																																																| (266) $false
% 60.56/25.75  																																																|
% 60.56/25.75  																																																|-The branch is then unsatisfiable
% 60.56/25.75  																																															|-Branch two:
% 60.56/25.75  																																															| (734)  ~ (unit = e0)
% 60.56/25.75  																																															| (735) unit = e3 | unit = e1
% 60.56/25.75  																																															|
% 60.56/25.75  																																																+-Applying beta-rule and splitting (735), into two cases.
% 60.56/25.75  																																																|-Branch one:
% 60.56/25.75  																																																| (736) unit = e1
% 60.56/25.75  																																																|
% 60.56/25.75  																																																	| Equations (736) can reduce 734 to:
% 60.56/25.75  																																																	| (233)  ~ (e1 = e0)
% 60.56/25.75  																																																	|
% 60.56/25.75  																																																	| From (736) and (15) follows:
% 60.56/25.75  																																																	| (515) op(e1, e2) = e2
% 60.56/25.75  																																																	|
% 60.56/25.75  																																																	| From (736) and (227) follows:
% 60.56/25.75  																																																	| (739) op(e4, e1) = e4
% 60.56/25.75  																																																	|
% 60.56/25.75  																																																	| From (736) and (40) follows:
% 60.56/25.75  																																																	| (1652) op(e3, e1) = e3
% 60.56/25.75  																																																	|
% 60.56/25.75  																																																	| From (736) and (28) follows:
% 60.56/25.75  																																																	| (740) op(e1, e1) = e1
% 60.56/25.75  																																																	|
% 60.56/25.75  																																																	| Instantiating formula (29) with e4, e1, e4, e3 and discharging atoms op(e4, e1) = e4, op(e4, e1) = e3, yields:
% 60.56/25.75  																																																	| (425) e4 = e3
% 60.56/25.75  																																																	|
% 60.56/25.75  																																																	| Instantiating formula (29) with e3, e1, e3, e0 and discharging atoms op(e3, e1) = e3, op(e3, e1) = e0, yields:
% 60.56/25.75  																																																	| (676) e3 = e0
% 60.56/25.75  																																																	|
% 60.56/25.75  																																																	| Instantiating formula (29) with e1, e2, e2, e3 and discharging atoms op(e1, e2) = e3, op(e1, e2) = e2, yields:
% 60.56/25.75  																																																	| (662) e3 = e2
% 60.56/25.75  																																																	|
% 60.56/25.75  																																																	| Instantiating formula (29) with e1, e1, e1, e4 and discharging atoms op(e1, e1) = e4, op(e1, e1) = e1, yields:
% 60.56/25.75  																																																	| (630) e4 = e1
% 60.56/25.75  																																																	|
% 60.56/25.75  																																																	| Combining equations (425,630) yields a new equation:
% 60.56/25.75  																																																	| (454) e3 = e1
% 60.56/25.75  																																																	|
% 60.56/25.75  																																																	| Simplifying 454 yields:
% 60.56/25.75  																																																	| (455) e3 = e1
% 60.56/25.75  																																																	|
% 60.56/25.75  																																																	| Combining equations (455,662) yields a new equation:
% 60.56/25.75  																																																	| (617) e2 = e1
% 60.56/25.75  																																																	|
% 60.56/25.75  																																																	| Combining equations (676,662) yields a new equation:
% 60.56/25.75  																																																	| (330) e2 = e0
% 60.56/25.75  																																																	|
% 60.56/25.75  																																																	| Combining equations (330,617) yields a new equation:
% 60.56/25.75  																																																	| (431) e1 = e0
% 60.56/25.75  																																																	|
% 60.56/25.75  																																																	| Equations (431) can reduce 233 to:
% 60.56/25.75  																																																	| (266) $false
% 60.56/25.75  																																																	|
% 60.56/25.75  																																																	|-The branch is then unsatisfiable
% 60.56/25.75  																																																|-Branch two:
% 60.56/25.75  																																																| (748)  ~ (unit = e1)
% 60.56/25.75  																																																| (749) unit = e3
% 60.56/25.75  																																																|
% 60.56/25.75  																																																	| From (749) and (244) follows:
% 60.56/25.75  																																																	| (750) op(e3, e4) = e4
% 60.56/25.75  																																																	|
% 60.56/25.75  																																																	| From (749) and (209) follows:
% 60.56/25.75  																																																	| (1667) op(e3, e0) = e0
% 60.56/25.75  																																																	|
% 60.56/25.75  																																																	| From (749) and (28) follows:
% 60.56/25.75  																																																	| (2235) op(e1, e3) = e1
% 60.56/25.75  																																																	|
% 60.56/25.75  																																																	| Instantiating formula (29) with e3, e4, e4, e2 and discharging atoms op(e3, e4) = e4, op(e3, e4) = e2, yields:
% 60.56/25.75  																																																	| (323) e4 = e2
% 60.56/25.75  																																																	|
% 60.56/25.75  																																																	| Instantiating formula (29) with e3, e0, e0, e4 and discharging atoms op(e3, e0) = e4, op(e3, e0) = e0, yields:
% 60.56/25.75  																																																	| (397) e4 = e0
% 60.56/25.75  																																																	|
% 60.56/25.75  																																																	| Instantiating formula (29) with e1, e3, e1, e2 and discharging atoms op(e1, e3) = e2, op(e1, e3) = e1, yields:
% 60.56/25.75  																																																	| (617) e2 = e1
% 60.56/25.75  																																																	|
% 60.56/25.75  																																																	| Combining equations (397,323) yields a new equation:
% 60.56/25.75  																																																	| (330) e2 = e0
% 60.56/25.75  																																																	|
% 60.56/25.75  																																																	| Combining equations (330,617) yields a new equation:
% 60.56/25.75  																																																	| (431) e1 = e0
% 60.56/25.75  																																																	|
% 60.56/25.75  																																																	| Equations (431) can reduce 233 to:
% 60.56/25.75  																																																	| (266) $false
% 60.56/25.75  																																																	|
% 60.56/25.75  																																																	|-The branch is then unsatisfiable
% 60.56/25.75  																																											|-Branch two:
% 60.56/25.75  																																											| (477)  ~ (all_0_56_56 = e4)
% 60.56/25.75  																																											| (845) all_0_56_56 = e3 | all_0_56_56 = e1 | all_0_56_56 = e0
% 60.56/25.75  																																											|
% 60.56/25.75  																																												+-Applying beta-rule and splitting (845), into two cases.
% 60.56/25.75  																																												|-Branch one:
% 60.56/25.75  																																												| (679) all_0_56_56 = e0
% 60.56/25.75  																																												|
% 60.56/25.75  																																													| Equations (679) can reduce 828 to:
% 60.56/25.75  																																													| (266) $false
% 60.56/25.75  																																													|
% 60.56/25.75  																																													|-The branch is then unsatisfiable
% 60.56/25.75  																																												|-Branch two:
% 60.56/25.75  																																												| (828)  ~ (all_0_56_56 = e0)
% 60.56/25.75  																																												| (3172) all_0_56_56 = e3 | all_0_56_56 = e1
% 60.56/25.75  																																												|
% 60.56/25.75  																																													+-Applying beta-rule and splitting (3172), into two cases.
% 60.56/25.75  																																													|-Branch one:
% 60.56/25.75  																																													| (1569) all_0_56_56 = e1
% 60.56/25.75  																																													|
% 60.56/25.75  																																														| Equations (1569) can reduce 466 to:
% 60.56/25.75  																																														| (266) $false
% 60.56/25.75  																																														|
% 60.56/25.75  																																														|-The branch is then unsatisfiable
% 60.56/25.75  																																													|-Branch two:
% 60.56/25.75  																																													| (466)  ~ (all_0_56_56 = e1)
% 60.56/25.75  																																													| (1097) all_0_56_56 = e3
% 60.56/25.75  																																													|
% 60.56/25.75  																																														| Equations (1097) can reduce 272 to:
% 60.56/25.75  																																														| (266) $false
% 60.56/25.75  																																														|
% 60.56/25.75  																																														|-The branch is then unsatisfiable
% 60.56/25.75  																																									|-Branch two:
% 60.56/25.75  																																									| (664)  ~ (all_0_51_51 = e3)
% 60.56/25.75  																																									| (1097) all_0_56_56 = e3
% 60.56/25.75  																																									|
% 60.56/25.75  																																										| Equations (1097) can reduce 272 to:
% 60.56/25.75  																																										| (266) $false
% 60.56/25.75  																																										|
% 60.56/25.75  																																										|-The branch is then unsatisfiable
% 60.56/25.75  																																								|-Branch two:
% 60.56/25.75  																																								| (632)  ~ (all_0_55_55 = e1)
% 60.56/25.75  																																								| (633) all_0_56_56 = e1 | all_0_57_57 = e1 | all_0_58_58 = e1
% 60.56/25.75  																																								|
% 60.56/25.75  																																									+-Applying beta-rule and splitting (633), into two cases.
% 60.56/25.75  																																									|-Branch one:
% 60.56/25.75  																																									| (1569) all_0_56_56 = e1
% 60.56/25.75  																																									|
% 60.56/25.75  																																										| Equations (1569) can reduce 466 to:
% 60.56/25.75  																																										| (266) $false
% 60.56/25.75  																																										|
% 60.56/25.75  																																										|-The branch is then unsatisfiable
% 60.56/25.75  																																									|-Branch two:
% 60.56/25.75  																																									| (466)  ~ (all_0_56_56 = e1)
% 60.56/25.75  																																									| (1574) all_0_57_57 = e1 | all_0_58_58 = e1
% 60.56/25.75  																																									|
% 60.56/25.75  																																										+-Applying beta-rule and splitting (1574), into two cases.
% 60.56/25.75  																																										|-Branch one:
% 60.56/25.75  																																										| (647) all_0_57_57 = e1
% 60.56/25.75  																																										|
% 60.56/25.75  																																											| Combining equations (647,442) yields a new equation:
% 60.56/25.75  																																											| (617) e2 = e1
% 60.56/25.75  																																											|
% 60.56/25.75  																																											| Equations (617) can reduce 122 to:
% 60.56/25.75  																																											| (266) $false
% 60.56/25.75  																																											|
% 60.56/25.75  																																											|-The branch is then unsatisfiable
% 60.56/25.75  																																										|-Branch two:
% 60.56/25.75  																																										| (1670)  ~ (all_0_57_57 = e1)
% 60.56/25.75  																																										| (918) all_0_58_58 = e1
% 60.56/25.75  																																										|
% 60.56/25.75  																																											| Equations (918) can reduce 880 to:
% 60.56/25.75  																																											| (266) $false
% 60.56/25.75  																																											|
% 60.56/25.75  																																											|-The branch is then unsatisfiable
% 60.56/25.75  																																							|-Branch two:
% 60.56/25.75  																																							| (1380)  ~ (all_0_42_42 = e1)
% 60.56/25.75  																																							| (516) all_0_42_42 = e3
% 60.56/25.75  																																							|
% 60.56/25.75  																																								| Equations (516) can reduce 405 to:
% 60.56/25.75  																																								| (266) $false
% 60.56/25.75  																																								|
% 60.56/25.75  																																								|-The branch is then unsatisfiable
% 60.56/25.75  																																				|-Branch two:
% 60.56/25.75  																																				| (1390)  ~ (all_0_44_44 = e4)
% 60.56/25.75  																																				| (1391) all_0_44_44 = e3 | all_0_44_44 = e1 | all_0_44_44 = e0
% 60.56/25.75  																																				|
% 60.56/25.75  																																					+-Applying beta-rule and splitting (1391), into two cases.
% 60.56/25.75  																																					|-Branch one:
% 60.56/25.75  																																					| (1414) all_0_44_44 = e0
% 60.56/25.75  																																					|
% 60.56/25.75  																																						| Equations (1414) can reduce 360 to:
% 60.56/25.75  																																						| (266) $false
% 60.56/25.75  																																						|
% 60.56/25.75  																																						|-The branch is then unsatisfiable
% 60.56/25.75  																																					|-Branch two:
% 60.56/25.75  																																					| (360)  ~ (all_0_44_44 = e0)
% 60.56/25.76  																																					| (1417) all_0_44_44 = e3 | all_0_44_44 = e1
% 60.56/25.76  																																					|
% 60.56/25.76  																																						+-Applying beta-rule and splitting (1417), into two cases.
% 60.56/25.76  																																						|-Branch one:
% 60.56/25.76  																																						| (635) all_0_44_44 = e1
% 60.56/25.76  																																						|
% 60.56/25.76  																																							| Equations (635) can reduce 639 to:
% 60.56/25.76  																																							| (266) $false
% 60.56/25.76  																																							|
% 60.56/25.76  																																							|-The branch is then unsatisfiable
% 60.56/25.76  																																						|-Branch two:
% 60.56/25.76  																																						| (639)  ~ (all_0_44_44 = e1)
% 60.56/25.76  																																						| (532) all_0_44_44 = e3
% 60.56/25.76  																																						|
% 60.56/25.76  																																							| Equations (532) can reduce 407 to:
% 60.56/25.76  																																							| (266) $false
% 60.56/25.76  																																							|
% 60.56/25.76  																																							|-The branch is then unsatisfiable
% 60.56/25.76  																																|-Branch two:
% 60.56/25.76  																																| (1459)  ~ (all_0_53_53 = e1)
% 60.56/25.76  																																| (665) all_0_53_53 = e3
% 60.56/25.76  																																|
% 60.56/25.76  																																	| Equations (665) can reduce 903 to:
% 60.56/25.76  																																	| (266) $false
% 60.56/25.76  																																	|
% 60.56/25.76  																																	|-The branch is then unsatisfiable
% 60.56/25.76  																															|-Branch two:
% 60.56/25.76  																															| (831)  ~ (all_0_46_46 = e0)
% 60.56/25.76  																															| (832) all_0_47_47 = e0 | all_0_48_48 = e0 | all_0_49_49 = e0
% 60.56/25.76  																															|
% 60.56/25.76  																																+-Applying beta-rule and splitting (243), into two cases.
% 60.56/25.76  																																|-Branch one:
% 60.56/25.76  																																| (329) all_0_38_38 = e0
% 60.56/25.76  																																|
% 60.56/25.76  																																	| Combining equations (329,321) yields a new equation:
% 60.56/25.76  																																	| (397) e4 = e0
% 60.56/25.76  																																	|
% 60.56/25.76  																																	| Equations (397) can reduce 49 to:
% 60.56/25.76  																																	| (266) $false
% 60.56/25.76  																																	|
% 60.56/25.76  																																	|-The branch is then unsatisfiable
% 60.56/25.76  																																|-Branch two:
% 60.56/25.76  																																| (332)  ~ (all_0_38_38 = e0)
% 60.56/25.76  																																| (395) all_0_41_41 = e0 | all_0_46_46 = e0 | all_0_55_55 = e0
% 60.56/25.76  																																|
% 60.56/25.76  																																	+-Applying beta-rule and splitting (395), into two cases.
% 60.56/25.76  																																	|-Branch one:
% 60.56/25.76  																																	| (794) all_0_41_41 = e0
% 60.56/25.76  																																	|
% 60.56/25.76  																																		| Combining equations (794,403) yields a new equation:
% 60.56/25.76  																																		| (676) e3 = e0
% 60.56/25.76  																																		|
% 60.56/25.76  																																		| Equations (676) can reduce 80 to:
% 60.56/25.76  																																		| (266) $false
% 60.56/25.76  																																		|
% 60.56/25.76  																																		|-The branch is then unsatisfiable
% 60.56/25.76  																																	|-Branch two:
% 60.56/25.76  																																	| (357)  ~ (all_0_41_41 = e0)
% 60.56/25.76  																																	| (895) all_0_46_46 = e0 | all_0_55_55 = e0
% 60.56/25.76  																																	|
% 60.56/25.76  																																		+-Applying beta-rule and splitting (895), into two cases.
% 60.56/25.76  																																		|-Branch one:
% 60.56/25.76  																																		| (538) all_0_46_46 = e0
% 60.56/25.76  																																		|
% 60.56/25.76  																																			| Equations (538) can reduce 831 to:
% 60.56/25.76  																																			| (266) $false
% 60.56/25.76  																																			|
% 60.56/25.76  																																			|-The branch is then unsatisfiable
% 60.56/25.76  																																		|-Branch two:
% 60.56/25.76  																																		| (831)  ~ (all_0_46_46 = e0)
% 60.56/25.76  																																		| (858) all_0_55_55 = e0
% 60.56/25.76  																																		|
% 60.56/25.76  																																			| Equations (858) can reduce 3 to:
% 60.56/25.76  																																			| (490)  ~ (all_0_58_58 = e0)
% 60.56/25.76  																																			|
% 60.56/25.76  																																			| Simplifying 490 yields:
% 60.56/25.76  																																			| (491)  ~ (all_0_58_58 = e0)
% 60.56/25.76  																																			|
% 60.56/25.76  																																			| Equations (858) can reduce 304 to:
% 60.56/25.76  																																			| (365)  ~ (e2 = e0)
% 60.56/25.76  																																			|
% 60.56/25.76  																																			| Simplifying 365 yields:
% 60.56/25.76  																																			| (128)  ~ (e2 = e0)
% 60.56/25.76  																																			|
% 60.56/25.76  																																			+-Applying beta-rule and splitting (75), into two cases.
% 60.56/25.76  																																			|-Branch one:
% 60.56/25.76  																																			| (485) all_0_40_40 = e0
% 60.56/25.76  																																			|
% 60.56/25.76  																																				| Combining equations (485,313) yields a new equation:
% 60.56/25.76  																																				| (330) e2 = e0
% 60.56/25.76  																																				|
% 60.56/25.76  																																				| Equations (330) can reduce 128 to:
% 60.56/25.76  																																				| (266) $false
% 60.56/25.76  																																				|
% 60.56/25.76  																																				|-The branch is then unsatisfiable
% 60.56/25.76  																																			|-Branch two:
% 60.56/25.76  																																			| (1401)  ~ (all_0_40_40 = e0)
% 60.56/25.76  																																			| (1748) all_0_44_44 = e0 | all_0_49_49 = e0 | all_0_58_58 = e0
% 60.56/25.76  																																			|
% 60.56/25.76  																																				+-Applying beta-rule and splitting (1748), into two cases.
% 60.56/25.76  																																				|-Branch one:
% 60.56/25.76  																																				| (1414) all_0_44_44 = e0
% 60.56/25.76  																																				|
% 60.56/25.76  																																					| Equations (1414) can reduce 360 to:
% 60.56/25.76  																																					| (266) $false
% 60.56/25.76  																																					|
% 60.56/25.76  																																					|-The branch is then unsatisfiable
% 60.56/25.76  																																				|-Branch two:
% 60.56/25.76  																																				| (360)  ~ (all_0_44_44 = e0)
% 60.56/25.76  																																				| (1760) all_0_49_49 = e0 | all_0_58_58 = e0
% 60.56/25.76  																																				|
% 60.56/25.76  																																					+-Applying beta-rule and splitting (418), into two cases.
% 60.56/25.76  																																					|-Branch one:
% 60.56/25.76  																																					| (660) all_0_51_51 = e3
% 60.56/25.76  																																					|
% 60.56/25.76  																																						| Equations (660) can reduce 115 to:
% 60.56/25.76  																																						| (80)  ~ (e3 = e0)
% 60.56/25.76  																																						|
% 60.56/25.76  																																						+-Applying beta-rule and splitting (1760), into two cases.
% 60.56/25.76  																																						|-Branch one:
% 60.56/25.76  																																						| (978) all_0_49_49 = e0
% 60.56/25.76  																																						|
% 60.56/25.76  																																							| Combining equations (884,978) yields a new equation:
% 60.56/25.76  																																							| (675) e3 = e0
% 60.56/25.76  																																							|
% 60.56/25.76  																																							| Simplifying 675 yields:
% 60.56/25.76  																																							| (676) e3 = e0
% 60.56/25.76  																																							|
% 60.56/25.76  																																							| Equations (676) can reduce 80 to:
% 60.56/25.76  																																							| (266) $false
% 60.56/25.76  																																							|
% 60.56/25.76  																																							|-The branch is then unsatisfiable
% 60.56/25.76  																																						|-Branch two:
% 60.56/25.76  																																						| (487)  ~ (all_0_49_49 = e0)
% 60.56/25.76  																																						| (914) all_0_58_58 = e0
% 60.56/25.76  																																						|
% 60.56/25.76  																																							| Equations (914) can reduce 491 to:
% 60.56/25.76  																																							| (266) $false
% 60.56/25.76  																																							|
% 60.56/25.76  																																							|-The branch is then unsatisfiable
% 60.56/25.76  																																					|-Branch two:
% 60.56/25.76  																																					| (664)  ~ (all_0_51_51 = e3)
% 60.56/25.76  																																					| (665) all_0_53_53 = e3
% 60.56/25.76  																																					|
% 60.56/25.76  																																						| Equations (665) can reduce 903 to:
% 60.56/25.76  																																						| (266) $false
% 60.56/25.76  																																						|
% 60.56/25.76  																																						|-The branch is then unsatisfiable
% 60.56/25.76  																								|-Branch two:
% 60.56/25.76  																								| (1898)  ~ (all_0_41_41 = e3)
% 60.56/25.76  																								| (1899) all_0_42_42 = e3 | all_0_44_44 = e3
% 60.56/25.76  																								|
% 60.56/25.76  																									+-Applying beta-rule and splitting (144), into two cases.
% 60.56/25.76  																									|-Branch one:
% 60.56/25.76  																									| (403) all_0_41_41 = e3
% 60.56/25.76  																									|
% 60.56/25.76  																										| Equations (403) can reduce 1898 to:
% 60.56/25.76  																										| (266) $false
% 60.56/25.76  																										|
% 60.56/25.76  																										|-The branch is then unsatisfiable
% 60.56/25.76  																									|-Branch two:
% 60.56/25.76  																									| (1898)  ~ (all_0_41_41 = e3)
% 60.56/25.76  																									| (1923) all_0_46_46 = e3 | all_0_50_50 = e3 | all_0_55_55 = e3
% 60.56/25.76  																									|
% 60.56/25.76  																										+-Applying beta-rule and splitting (1923), into two cases.
% 60.56/25.76  																										|-Branch one:
% 60.56/25.76  																										| (1557) all_0_46_46 = e3
% 60.56/25.76  																										|
% 60.56/25.76  																											| Equations (1557) can reduce 43 to:
% 60.56/25.76  																											| (1898)  ~ (all_0_41_41 = e3)
% 60.56/25.76  																											|
% 60.56/25.76  																											| Equations (1557) can reduce 208 to:
% 60.56/25.76  																											| (524)  ~ (all_0_49_49 = e3)
% 60.56/25.76  																											|
% 60.56/25.76  																											| Simplifying 524 yields:
% 60.56/25.76  																											| (525)  ~ (all_0_49_49 = e3)
% 60.56/25.76  																											|
% 60.56/25.76  																											| From (1557) and (120) follows:
% 60.56/25.76  																											| (697) op(e2, e3) = e3
% 60.56/25.76  																											|
% 60.56/25.76  																											+-Applying beta-rule and splitting (184), into two cases.
% 60.56/25.76  																											|-Branch one:
% 60.56/25.76  																											| (538) all_0_46_46 = e0
% 60.56/25.76  																											|
% 60.56/25.76  																												| Combining equations (1557,538) yields a new equation:
% 60.56/25.76  																												| (675) e3 = e0
% 60.56/25.76  																												|
% 60.56/25.76  																												| Simplifying 675 yields:
% 60.56/25.76  																												| (676) e3 = e0
% 60.56/25.76  																												|
% 60.56/25.76  																												| Equations (676) can reduce 80 to:
% 60.56/25.76  																												| (266) $false
% 60.56/25.76  																												|
% 60.56/25.76  																												|-The branch is then unsatisfiable
% 60.56/25.76  																											|-Branch two:
% 60.56/25.76  																											| (831)  ~ (all_0_46_46 = e0)
% 60.56/25.76  																											| (832) all_0_47_47 = e0 | all_0_48_48 = e0 | all_0_49_49 = e0
% 60.56/25.76  																											|
% 60.56/25.76  																												+-Applying beta-rule and splitting (832), into two cases.
% 60.56/25.76  																												|-Branch one:
% 60.56/25.76  																												| (674) all_0_47_47 = e0
% 60.56/25.76  																												|
% 60.56/25.76  																													| Combining equations (1105,674) yields a new equation:
% 60.56/25.76  																													| (391) e2 = e0
% 60.56/25.76  																													|
% 60.56/25.76  																													| Simplifying 391 yields:
% 60.56/25.76  																													| (330) e2 = e0
% 60.56/25.76  																													|
% 60.56/25.76  																													| Equations (330) can reduce 128 to:
% 60.56/25.76  																													| (266) $false
% 60.56/25.76  																													|
% 60.56/25.76  																													|-The branch is then unsatisfiable
% 60.56/25.76  																												|-Branch two:
% 60.56/25.76  																												| (678)  ~ (all_0_47_47 = e0)
% 60.56/25.76  																												| (1278) all_0_48_48 = e0 | all_0_49_49 = e0
% 60.56/25.76  																												|
% 60.56/25.76  																													+-Applying beta-rule and splitting (243), into two cases.
% 60.56/25.76  																													|-Branch one:
% 60.56/25.76  																													| (329) all_0_38_38 = e0
% 60.56/25.76  																													|
% 60.56/25.76  																														| Combining equations (329,321) yields a new equation:
% 60.56/25.76  																														| (397) e4 = e0
% 60.56/25.76  																														|
% 60.64/25.76  																														| Equations (397) can reduce 49 to:
% 60.64/25.76  																														| (266) $false
% 60.64/25.76  																														|
% 60.64/25.76  																														|-The branch is then unsatisfiable
% 60.64/25.76  																													|-Branch two:
% 60.64/25.76  																													| (332)  ~ (all_0_38_38 = e0)
% 60.64/25.76  																													| (395) all_0_41_41 = e0 | all_0_46_46 = e0 | all_0_55_55 = e0
% 60.64/25.76  																													|
% 60.64/25.76  																														+-Applying beta-rule and splitting (27), into two cases.
% 60.64/25.76  																														|-Branch one:
% 60.64/25.76  																														| (437) all_0_41_41 = e4
% 60.64/25.76  																														|
% 60.64/25.76  																															| Equations (437) can reduce 440 to:
% 60.64/25.76  																															| (266) $false
% 60.64/25.76  																															|
% 60.64/25.76  																															|-The branch is then unsatisfiable
% 60.64/25.76  																														|-Branch two:
% 60.64/25.76  																														| (440)  ~ (all_0_41_41 = e4)
% 60.64/25.76  																														| (4049) all_0_41_41 = e3 | all_0_41_41 = e1 | all_0_41_41 = e0
% 60.64/25.76  																														|
% 60.64/25.76  																															+-Applying beta-rule and splitting (395), into two cases.
% 60.64/25.76  																															|-Branch one:
% 60.64/25.76  																															| (794) all_0_41_41 = e0
% 60.64/25.76  																															|
% 60.64/25.76  																																| Equations (794) can reduce 357 to:
% 60.64/25.76  																																| (266) $false
% 60.64/25.76  																																|
% 60.64/25.76  																																|-The branch is then unsatisfiable
% 60.64/25.76  																															|-Branch two:
% 60.64/25.76  																															| (357)  ~ (all_0_41_41 = e0)
% 60.64/25.76  																															| (895) all_0_46_46 = e0 | all_0_55_55 = e0
% 60.64/25.76  																															|
% 60.64/25.76  																																+-Applying beta-rule and splitting (54), into two cases.
% 60.64/25.76  																																|-Branch one:
% 60.64/25.76  																																| (583) all_0_49_49 = e2
% 60.64/25.76  																																|
% 60.64/25.76  																																	| Equations (583) can reduce 340 to:
% 60.64/25.76  																																	| (266) $false
% 60.64/25.76  																																	|
% 60.64/25.76  																																	|-The branch is then unsatisfiable
% 60.64/25.76  																																|-Branch two:
% 60.64/25.76  																																| (340)  ~ (all_0_49_49 = e2)
% 60.64/25.76  																																| (586) all_0_49_49 = e4 | all_0_49_49 = e3 | all_0_49_49 = e1 | all_0_49_49 = e0
% 60.64/25.76  																																|
% 60.64/25.76  																																	+-Applying beta-rule and splitting (586), into two cases.
% 60.64/25.76  																																	|-Branch one:
% 60.64/25.76  																																	| (974) all_0_49_49 = e4
% 60.64/25.76  																																	|
% 60.64/25.76  																																		| Equations (974) can reduce 256 to:
% 60.64/25.76  																																		| (266) $false
% 60.64/25.76  																																		|
% 60.64/25.76  																																		|-The branch is then unsatisfiable
% 60.64/25.76  																																	|-Branch two:
% 60.64/25.76  																																	| (256)  ~ (all_0_49_49 = e4)
% 60.64/25.76  																																	| (977) all_0_49_49 = e3 | all_0_49_49 = e1 | all_0_49_49 = e0
% 60.64/25.76  																																	|
% 60.64/25.76  																																		+-Applying beta-rule and splitting (977), into two cases.
% 60.64/25.76  																																		|-Branch one:
% 60.64/25.76  																																		| (978) all_0_49_49 = e0
% 60.64/25.76  																																		|
% 60.64/25.76  																																			| Equations (978) can reduce 9 to:
% 60.64/25.76  																																			| (360)  ~ (all_0_44_44 = e0)
% 60.64/25.76  																																			|
% 60.64/25.76  																																			| Equations (978) can reduce 65 to:
% 60.64/25.76  																																			| (488)  ~ (all_0_53_53 = e0)
% 60.64/25.76  																																			|
% 60.64/25.76  																																			| Simplifying 488 yields:
% 60.64/25.76  																																			| (247)  ~ (all_0_53_53 = e0)
% 60.64/25.76  																																			|
% 60.64/25.76  																																			| Equations (978) can reduce 525 to:
% 60.64/25.76  																																			| (541)  ~ (e3 = e0)
% 60.64/25.76  																																			|
% 60.64/25.76  																																			| Simplifying 541 yields:
% 60.64/25.76  																																			| (80)  ~ (e3 = e0)
% 60.64/25.76  																																			|
% 60.64/25.76  																																			| From (978) and (55) follows:
% 60.64/25.76  																																			| (7585) op(e2, e0) = e0
% 60.64/25.76  																																			|
% 60.64/25.76  																																			+-Applying beta-rule and splitting (125), into two cases.
% 60.64/25.76  																																			|-Branch one:
% 60.64/25.76  																																			| (858) all_0_55_55 = e0
% 60.64/25.76  																																			|
% 60.64/25.76  																																				| Equations (858) can reduce 191 to:
% 60.64/25.76  																																				| (357)  ~ (all_0_41_41 = e0)
% 60.64/25.76  																																				|
% 60.64/25.76  																																				| Equations (858) can reduce 153 to:
% 60.64/25.76  																																				| (1181)  ~ (all_0_56_56 = e0)
% 60.64/25.76  																																				|
% 60.64/25.76  																																				| Simplifying 1181 yields:
% 60.64/25.76  																																				| (828)  ~ (all_0_56_56 = e0)
% 60.64/25.76  																																				|
% 60.64/25.76  																																				+-Applying beta-rule and splitting (4049), into two cases.
% 60.64/25.76  																																				|-Branch one:
% 60.64/25.76  																																				| (794) all_0_41_41 = e0
% 60.64/25.76  																																				|
% 60.64/25.76  																																					| Equations (794) can reduce 357 to:
% 60.64/25.76  																																					| (266) $false
% 60.64/25.76  																																					|
% 60.64/25.76  																																					|-The branch is then unsatisfiable
% 60.64/25.76  																																				|-Branch two:
% 60.64/25.76  																																				| (357)  ~ (all_0_41_41 = e0)
% 60.64/25.76  																																				| (4053) all_0_41_41 = e3 | all_0_41_41 = e1
% 60.64/25.76  																																				|
% 60.64/25.76  																																					+-Applying beta-rule and splitting (18), into two cases.
% 60.64/25.76  																																					|-Branch one:
% 60.64/25.76  																																					| (453) all_0_41_41 = e1
% 60.64/25.76  																																					|
% 60.64/25.76  																																						| Equations (453) can reduce 214 to:
% 60.64/25.76  																																						| (4055)  ~ (all_0_42_42 = e1)
% 60.64/25.76  																																						|
% 60.64/25.76  																																						| Simplifying 4055 yields:
% 60.64/25.76  																																						| (1380)  ~ (all_0_42_42 = e1)
% 60.64/25.76  																																						|
% 60.64/25.76  																																						| Equations (453) can reduce 149 to:
% 60.64/25.76  																																						| (4057)  ~ (all_0_44_44 = e1)
% 60.64/25.76  																																						|
% 60.64/25.76  																																						| Simplifying 4057 yields:
% 60.64/25.76  																																						| (639)  ~ (all_0_44_44 = e1)
% 60.64/25.76  																																						|
% 60.64/25.76  																																						| Equations (453) can reduce 440 to:
% 60.64/25.76  																																						| (602)  ~ (e4 = e1)
% 60.64/25.76  																																						|
% 60.64/25.76  																																						| Simplifying 602 yields:
% 60.64/25.76  																																						| (110)  ~ (e4 = e1)
% 60.64/25.76  																																						|
% 60.64/25.76  																																						| Equations (453) can reduce 85 to:
% 60.64/25.76  																																						| (604)  ~ (e2 = e1)
% 60.64/25.76  																																						|
% 60.64/25.76  																																						| Simplifying 604 yields:
% 60.64/25.76  																																						| (122)  ~ (e2 = e1)
% 60.64/25.76  																																						|
% 60.64/25.76  																																						| Equations (453) can reduce 357 to:
% 60.64/25.76  																																						| (233)  ~ (e1 = e0)
% 60.64/25.76  																																						|
% 60.64/25.76  																																						| From (453) and (219) follows:
% 60.64/25.76  																																						| (12512) op(e3, e3) = e1
% 60.64/25.76  																																						|
% 60.64/25.76  																																						+-Applying beta-rule and splitting (64), into two cases.
% 60.64/25.76  																																						|-Branch one:
% 60.64/25.76  																																						| (437) all_0_41_41 = e4
% 60.64/25.76  																																						|
% 60.64/25.76  																																							| Combining equations (453,437) yields a new equation:
% 60.64/25.76  																																							| (630) e4 = e1
% 60.64/25.76  																																							|
% 60.64/25.76  																																							| Equations (630) can reduce 110 to:
% 60.64/25.76  																																							| (266) $false
% 60.64/25.76  																																							|
% 60.64/25.76  																																							|-The branch is then unsatisfiable
% 60.64/25.76  																																						|-Branch two:
% 60.64/25.76  																																						| (440)  ~ (all_0_41_41 = e4)
% 60.64/25.76  																																						| (441) all_0_42_42 = e4 | all_0_43_43 = e4 | all_0_44_44 = e4
% 60.64/25.76  																																						|
% 60.64/25.76  																																							| Equations (453) can reduce 440 to:
% 60.64/25.76  																																							| (602)  ~ (e4 = e1)
% 60.64/25.76  																																							|
% 60.64/25.76  																																							| Simplifying 602 yields:
% 60.64/25.76  																																							| (110)  ~ (e4 = e1)
% 60.64/25.76  																																							|
% 60.64/25.76  																																							+-Applying beta-rule and splitting (180), into two cases.
% 60.64/25.76  																																							|-Branch one:
% 60.64/25.76  																																							| (516) all_0_42_42 = e3
% 60.64/25.76  																																							|
% 60.64/25.76  																																								| Equations (516) can reduce 73 to:
% 60.64/25.76  																																								| (406)  ~ (all_0_44_44 = e3)
% 60.64/25.76  																																								|
% 60.64/25.76  																																								| Simplifying 406 yields:
% 60.64/25.76  																																								| (407)  ~ (all_0_44_44 = e3)
% 60.64/25.76  																																								|
% 60.64/25.76  																																								| Equations (516) can reduce 61 to:
% 60.64/25.76  																																								| (1925)  ~ (all_0_51_51 = e3)
% 60.64/25.76  																																								|
% 60.64/25.76  																																								| Simplifying 1925 yields:
% 60.64/25.76  																																								| (664)  ~ (all_0_51_51 = e3)
% 60.64/25.76  																																								|
% 60.64/25.76  																																								| Equations (516) can reduce 1380 to:
% 60.64/25.76  																																								| (213)  ~ (e3 = e1)
% 60.64/25.76  																																								|
% 60.64/25.76  																																								+-Applying beta-rule and splitting (26), into two cases.
% 60.64/25.76  																																								|-Branch one:
% 60.64/25.76  																																								| (446) all_0_44_44 = e4
% 60.64/25.76  																																								|
% 60.64/25.76  																																									| Equations (446) can reduce 407 to:
% 60.64/25.76  																																									| (188)  ~ (e4 = e3)
% 60.64/25.76  																																									|
% 60.64/25.76  																																									| Equations (446) can reduce 147 to:
% 60.64/25.76  																																									| (48)  ~ (e4 = e2)
% 60.64/25.76  																																									|
% 60.64/25.76  																																									| Equations (446) can reduce 639 to:
% 60.64/25.76  																																									| (110)  ~ (e4 = e1)
% 60.64/25.76  																																									|
% 60.64/25.76  																																									| Equations (446) can reduce 360 to:
% 60.64/25.76  																																									| (49)  ~ (e4 = e0)
% 60.64/25.76  																																									|
% 60.64/25.76  																																									| From (446) and (138) follows:
% 60.64/25.76  																																									| (4646) op(e3, e0) = e4
% 60.64/25.76  																																									|
% 60.64/25.76  																																									+-Applying beta-rule and splitting (164), into two cases.
% 60.64/25.76  																																									|-Branch one:
% 60.64/25.76  																																									| (471) all_0_39_39 = e4
% 60.64/25.76  																																									|
% 60.64/25.76  																																										| Combining equations (471,480) yields a new equation:
% 60.64/25.76  																																										| (481) e4 = e0
% 60.64/25.76  																																										|
% 60.64/25.76  																																										| Simplifying 481 yields:
% 60.64/25.76  																																										| (397) e4 = e0
% 60.64/25.76  																																										|
% 60.64/25.76  																																										| Equations (397) can reduce 49 to:
% 60.64/25.76  																																										| (266) $false
% 60.64/25.76  																																										|
% 60.64/25.76  																																										|-The branch is then unsatisfiable
% 60.64/25.76  																																									|-Branch two:
% 60.64/25.76  																																									| (1377)  ~ (all_0_39_39 = e4)
% 60.64/25.76  																																									| (2115) all_0_42_42 = e4 | all_0_47_47 = e4 | all_0_51_51 = e4 | all_0_56_56 = e4
% 60.64/25.76  																																									|
% 60.64/25.76  																																										+-Applying beta-rule and splitting (2115), into two cases.
% 60.64/25.76  																																										|-Branch one:
% 60.64/25.76  																																										| (1392) all_0_42_42 = e4
% 60.64/25.76  																																										|
% 60.64/25.76  																																											| Combining equations (1392,516) yields a new equation:
% 60.64/25.76  																																											| (424) e4 = e3
% 60.64/25.76  																																											|
% 60.64/25.76  																																											| Simplifying 424 yields:
% 60.64/25.76  																																											| (425) e4 = e3
% 60.64/25.76  																																											|
% 60.64/25.76  																																											| Equations (425) can reduce 188 to:
% 60.64/25.76  																																											| (266) $false
% 60.64/25.76  																																											|
% 60.64/25.76  																																											|-The branch is then unsatisfiable
% 60.64/25.76  																																										|-Branch two:
% 60.64/25.76  																																										| (1890)  ~ (all_0_42_42 = e4)
% 60.64/25.76  																																										| (2246) all_0_47_47 = e4 | all_0_51_51 = e4 | all_0_56_56 = e4
% 60.64/25.76  																																										|
% 60.64/25.76  																																											+-Applying beta-rule and splitting (2246), into two cases.
% 60.64/25.76  																																											|-Branch one:
% 60.64/25.76  																																											| (1790) all_0_47_47 = e4
% 60.64/25.76  																																											|
% 60.64/25.76  																																												| Combining equations (1105,1790) yields a new equation:
% 60.64/25.76  																																												| (323) e4 = e2
% 60.64/25.76  																																												|
% 60.64/25.76  																																												| Equations (323) can reduce 48 to:
% 60.64/25.76  																																												| (266) $false
% 60.64/25.76  																																												|
% 60.64/25.76  																																												|-The branch is then unsatisfiable
% 60.64/25.76  																																											|-Branch two:
% 60.64/25.76  																																											| (252)  ~ (all_0_47_47 = e4)
% 60.64/25.76  																																											| (6548) all_0_51_51 = e4 | all_0_56_56 = e4
% 60.64/25.76  																																											|
% 60.64/25.76  																																												+-Applying beta-rule and splitting (6548), into two cases.
% 60.64/25.76  																																												|-Branch one:
% 60.64/25.76  																																												| (1101) all_0_51_51 = e4
% 60.64/25.76  																																												|
% 60.64/25.76  																																													| Equations (1101) can reduce 475 to:
% 60.64/25.76  																																													| (266) $false
% 60.64/25.76  																																													|
% 60.64/25.76  																																													|-The branch is then unsatisfiable
% 60.64/25.76  																																												|-Branch two:
% 60.64/25.76  																																												| (475)  ~ (all_0_51_51 = e4)
% 60.64/25.76  																																												| (842) all_0_56_56 = e4
% 60.64/25.76  																																												|
% 60.64/25.76  																																													| Equations (842) can reduce 44 to:
% 60.64/25.76  																																													| (450)  ~ (all_0_58_58 = e4)
% 60.64/25.76  																																													|
% 60.64/25.76  																																													| Simplifying 450 yields:
% 60.64/25.76  																																													| (451)  ~ (all_0_58_58 = e4)
% 60.64/25.76  																																													|
% 60.64/25.76  																																													| Equations (842) can reduce 828 to:
% 60.64/25.76  																																													| (49)  ~ (e4 = e0)
% 60.64/25.76  																																													|
% 60.64/25.76  																																													| From (842) and (111) follows:
% 60.64/25.76  																																													| (2154) op(e0, e2) = e4
% 60.64/25.76  																																													|
% 60.64/25.76  																																													+-Applying beta-rule and splitting (216), into two cases.
% 60.64/25.76  																																													|-Branch one:
% 60.64/25.76  																																													| (629) all_0_55_55 = e1
% 60.64/25.76  																																													|
% 60.64/25.76  																																														| Combining equations (629,858) yields a new equation:
% 60.64/25.76  																																														| (546) e1 = e0
% 60.64/25.76  																																														|
% 60.64/25.76  																																														| Simplifying 546 yields:
% 60.64/25.76  																																														| (431) e1 = e0
% 60.64/25.76  																																														|
% 60.64/25.76  																																														| Equations (431) can reduce 233 to:
% 60.64/25.76  																																														| (266) $false
% 60.64/25.76  																																														|
% 60.64/25.76  																																														|-The branch is then unsatisfiable
% 60.64/25.76  																																													|-Branch two:
% 60.64/25.76  																																													| (632)  ~ (all_0_55_55 = e1)
% 60.64/25.76  																																													| (633) all_0_56_56 = e1 | all_0_57_57 = e1 | all_0_58_58 = e1
% 60.64/25.76  																																													|
% 60.64/25.76  																																														+-Applying beta-rule and splitting (131), into two cases.
% 60.64/25.76  																																														|-Branch one:
% 60.64/25.76  																																														| (459) all_0_42_42 = e1
% 60.64/25.76  																																														|
% 60.64/25.76  																																															| Combining equations (459,516) yields a new equation:
% 60.64/25.76  																																															| (455) e3 = e1
% 60.64/25.76  																																															|
% 60.64/25.76  																																															| Equations (455) can reduce 213 to:
% 60.64/25.76  																																															| (266) $false
% 60.64/25.76  																																															|
% 60.64/25.76  																																															|-The branch is then unsatisfiable
% 60.64/25.76  																																														|-Branch two:
% 60.64/25.76  																																														| (1380)  ~ (all_0_42_42 = e1)
% 60.64/25.76  																																														| (3259) all_0_47_47 = e1 | all_0_51_51 = e1 | all_0_56_56 = e1
% 60.64/25.76  																																														|
% 60.64/25.76  																																															+-Applying beta-rule and splitting (633), into two cases.
% 60.64/25.76  																																															|-Branch one:
% 60.64/25.76  																																															| (1569) all_0_56_56 = e1
% 60.64/25.76  																																															|
% 60.64/25.77  																																																| Combining equations (1569,842) yields a new equation:
% 60.64/25.77  																																																| (630) e4 = e1
% 60.64/25.77  																																																|
% 60.64/25.77  																																																| Equations (630) can reduce 110 to:
% 60.64/25.77  																																																| (266) $false
% 60.64/25.77  																																																|
% 60.64/25.77  																																																|-The branch is then unsatisfiable
% 60.64/25.77  																																															|-Branch two:
% 60.64/25.77  																																															| (466)  ~ (all_0_56_56 = e1)
% 60.64/25.77  																																															| (1574) all_0_57_57 = e1 | all_0_58_58 = e1
% 60.64/25.77  																																															|
% 60.64/25.77  																																																+-Applying beta-rule and splitting (3259), into two cases.
% 60.64/25.77  																																																|-Branch one:
% 60.64/25.77  																																																| (654) all_0_47_47 = e1
% 60.64/25.77  																																																|
% 60.64/25.77  																																																	| Combining equations (1105,654) yields a new equation:
% 60.64/25.77  																																																	| (616) e2 = e1
% 60.64/25.77  																																																	|
% 60.64/25.77  																																																	| Simplifying 616 yields:
% 60.64/25.77  																																																	| (617) e2 = e1
% 60.64/25.77  																																																	|
% 60.64/25.77  																																																	| Equations (617) can reduce 122 to:
% 60.64/25.77  																																																	| (266) $false
% 60.64/25.77  																																																	|
% 60.64/25.77  																																																	|-The branch is then unsatisfiable
% 60.64/25.77  																																																|-Branch two:
% 60.64/25.77  																																																| (462)  ~ (all_0_47_47 = e1)
% 60.64/25.77  																																																| (3264) all_0_51_51 = e1 | all_0_56_56 = e1
% 60.64/25.77  																																																|
% 60.64/25.77  																																																	| Equations (1105) can reduce 462 to:
% 60.64/25.77  																																																	| (122)  ~ (e2 = e1)
% 60.64/25.77  																																																	|
% 60.64/25.77  																																																	+-Applying beta-rule and splitting (1574), into two cases.
% 60.64/25.77  																																																	|-Branch one:
% 60.64/25.77  																																																	| (647) all_0_57_57 = e1
% 60.64/25.77  																																																	|
% 60.64/25.77  																																																		| Combining equations (442,647) yields a new equation:
% 60.64/25.77  																																																		| (616) e2 = e1
% 60.64/25.77  																																																		|
% 60.64/25.77  																																																		| Simplifying 616 yields:
% 60.64/25.77  																																																		| (617) e2 = e1
% 60.64/25.77  																																																		|
% 60.64/25.77  																																																		| Equations (617) can reduce 122 to:
% 60.64/25.77  																																																		| (266) $false
% 60.64/25.77  																																																		|
% 60.64/25.77  																																																		|-The branch is then unsatisfiable
% 60.64/25.77  																																																	|-Branch two:
% 60.64/25.77  																																																	| (1670)  ~ (all_0_57_57 = e1)
% 60.64/25.77  																																																	| (918) all_0_58_58 = e1
% 60.64/25.77  																																																	|
% 60.64/25.77  																																																		| Equations (918) can reduce 451 to:
% 60.64/25.77  																																																		| (602)  ~ (e4 = e1)
% 60.64/25.77  																																																		|
% 60.64/25.77  																																																		| Simplifying 602 yields:
% 60.64/25.77  																																																		| (110)  ~ (e4 = e1)
% 60.64/25.77  																																																		|
% 60.64/25.77  																																																		+-Applying beta-rule and splitting (3264), into two cases.
% 60.64/25.77  																																																		|-Branch one:
% 60.64/25.77  																																																		| (1109) all_0_51_51 = e1
% 60.64/25.77  																																																		|
% 60.64/25.77  																																																			| Equations (1109) can reduce 664 to:
% 60.64/25.77  																																																			| (467)  ~ (e3 = e1)
% 60.64/25.77  																																																			|
% 60.64/25.77  																																																			| Simplifying 467 yields:
% 60.64/25.77  																																																			| (213)  ~ (e3 = e1)
% 60.64/25.77  																																																			|
% 60.64/25.77  																																																			| Equations (1109) can reduce 115 to:
% 60.64/25.77  																																																			| (233)  ~ (e1 = e0)
% 60.64/25.77  																																																			|
% 60.64/25.77  																																																			| From (1109) and (186) follows:
% 60.64/25.77  																																																			| (699) op(e1, e2) = e1
% 60.64/25.77  																																																			|
% 60.64/25.77  																																																			+-Applying beta-rule and splitting (418), into two cases.
% 60.64/25.77  																																																			|-Branch one:
% 60.64/25.77  																																																			| (660) all_0_51_51 = e3
% 60.64/25.77  																																																			|
% 60.64/25.77  																																																				| Combining equations (1109,660) yields a new equation:
% 60.64/25.77  																																																				| (455) e3 = e1
% 60.64/25.77  																																																				|
% 60.64/25.77  																																																				| Equations (455) can reduce 213 to:
% 60.64/25.77  																																																				| (266) $false
% 60.64/25.77  																																																				|
% 60.64/25.77  																																																				|-The branch is then unsatisfiable
% 60.64/25.77  																																																			|-Branch two:
% 60.64/25.77  																																																			| (664)  ~ (all_0_51_51 = e3)
% 60.64/25.77  																																																			| (665) all_0_53_53 = e3
% 60.64/25.77  																																																			|
% 60.64/25.77  																																																				| From (665) and (84) follows:
% 60.64/25.77  																																																				| (3786) op(e1, e0) = e3
% 60.64/25.77  																																																				|
% 60.64/25.77  																																																				+-Applying beta-rule and splitting (56), into two cases.
% 60.64/25.77  																																																				|-Branch one:
% 60.64/25.77  																																																				| (696) unit = e2
% 60.64/25.77  																																																				|
% 60.64/25.77  																																																					| From (696) and (42) follows:
% 60.64/25.77  																																																					| (1613) op(e0, e2) = e0
% 60.64/25.77  																																																					|
% 60.64/25.77  																																																					| Instantiating formula (29) with e0, e2, e0, e4 and discharging atoms op(e0, e2) = e4, op(e0, e2) = e0, yields:
% 60.64/25.77  																																																					| (397) e4 = e0
% 60.64/25.77  																																																					|
% 60.64/25.77  																																																					| Equations (397) can reduce 49 to:
% 60.64/25.77  																																																					| (266) $false
% 60.64/25.77  																																																					|
% 60.64/25.77  																																																					|-The branch is then unsatisfiable
% 60.64/25.77  																																																				|-Branch two:
% 60.64/25.77  																																																				| (707)  ~ (unit = e2)
% 60.64/25.77  																																																				| (708) unit = e4 | unit = e3 | unit = e1 | unit = e0
% 60.64/25.77  																																																				|
% 60.64/25.77  																																																					+-Applying beta-rule and splitting (708), into two cases.
% 60.64/25.77  																																																					|-Branch one:
% 60.64/25.77  																																																					| (709) unit = e4
% 60.64/25.77  																																																					|
% 60.64/25.77  																																																						| From (709) and (24) follows:
% 60.64/25.77  																																																						| (33325) op(e4, e3) = e3
% 60.64/25.77  																																																						|
% 60.64/25.77  																																																						| From (709) and (211) follows:
% 60.64/25.77  																																																						| (22527) op(e4, e1) = e1
% 60.64/25.77  																																																						|
% 60.64/25.77  																																																						| From (709) and (209) follows:
% 60.64/25.77  																																																						| (3072) op(e4, e0) = e0
% 60.64/25.77  																																																						|
% 60.64/25.77  																																																						| From (709) and (32) follows:
% 60.64/25.77  																																																						| (712) op(e2, e4) = e2
% 60.64/25.77  																																																						|
% 60.64/25.77  																																																						| Instantiating formula (29) with e4, e3, e3, e4 and discharging atoms op(e4, e3) = e4, op(e4, e3) = e3, yields:
% 60.64/25.77  																																																						| (425) e4 = e3
% 60.64/25.77  																																																						|
% 60.64/25.77  																																																						| Instantiating formula (29) with e4, e1, e1, e3 and discharging atoms op(e4, e1) = e3, op(e4, e1) = e1, yields:
% 60.64/25.77  																																																						| (455) e3 = e1
% 60.64/25.77  																																																						|
% 60.64/25.77  																																																						| Instantiating formula (29) with e4, e0, e0, e2 and discharging atoms op(e4, e0) = e2, op(e4, e0) = e0, yields:
% 60.64/25.77  																																																						| (330) e2 = e0
% 60.64/25.77  																																																						|
% 60.64/25.77  																																																						| Instantiating formula (29) with e2, e4, e2, e4 and discharging atoms op(e2, e4) = e4, op(e2, e4) = e2, yields:
% 60.64/25.77  																																																						| (323) e4 = e2
% 60.64/25.77  																																																						|
% 60.64/25.77  																																																						| Combining equations (425,323) yields a new equation:
% 60.64/25.77  																																																						| (661) e3 = e2
% 60.64/25.77  																																																						|
% 60.64/25.77  																																																						| Simplifying 661 yields:
% 60.64/25.77  																																																						| (662) e3 = e2
% 60.64/25.77  																																																						|
% 60.64/25.77  																																																						| Combining equations (662,455) yields a new equation:
% 60.64/25.77  																																																						| (616) e2 = e1
% 60.64/25.77  																																																						|
% 60.64/25.77  																																																						| Simplifying 616 yields:
% 60.64/25.77  																																																						| (617) e2 = e1
% 60.64/25.77  																																																						|
% 60.64/25.77  																																																						| Combining equations (330,617) yields a new equation:
% 60.64/25.77  																																																						| (431) e1 = e0
% 60.64/25.77  																																																						|
% 60.64/25.77  																																																						| Equations (431) can reduce 233 to:
% 60.64/25.77  																																																						| (266) $false
% 60.64/25.77  																																																						|
% 60.64/25.77  																																																						|-The branch is then unsatisfiable
% 60.64/25.77  																																																					|-Branch two:
% 60.64/25.77  																																																					| (724)  ~ (unit = e4)
% 60.64/25.77  																																																					| (725) unit = e3 | unit = e1 | unit = e0
% 60.64/25.77  																																																					|
% 60.64/25.77  																																																						+-Applying beta-rule and splitting (725), into two cases.
% 60.64/25.77  																																																						|-Branch one:
% 60.64/25.77  																																																						| (726) unit = e0
% 60.64/25.77  																																																						|
% 60.64/25.77  																																																							| From (726) and (244) follows:
% 60.64/25.77  																																																							| (2207) op(e0, e4) = e4
% 60.64/25.77  																																																							|
% 60.64/25.77  																																																							| From (726) and (15) follows:
% 60.64/25.77  																																																							| (1508) op(e0, e2) = e2
% 60.64/25.77  																																																							|
% 60.64/25.77  																																																							| From (726) and (32) follows:
% 60.64/25.77  																																																							| (727) op(e2, e0) = e2
% 60.64/25.77  																																																							|
% 60.64/25.77  																																																							| From (726) and (28) follows:
% 60.64/25.77  																																																							| (2698) op(e1, e0) = e1
% 60.64/25.77  																																																							|
% 60.64/25.77  																																																							| Instantiating formula (29) with e2, e0, e2, e0 and discharging atoms op(e2, e0) = e2, op(e2, e0) = e0, yields:
% 60.64/25.77  																																																							| (330) e2 = e0
% 60.64/25.77  																																																							|
% 60.64/25.77  																																																							| Instantiating formula (29) with e1, e0, e1, e3 and discharging atoms op(e1, e0) = e3, op(e1, e0) = e1, yields:
% 60.64/25.77  																																																							| (455) e3 = e1
% 60.64/25.77  																																																							|
% 60.64/25.77  																																																							| Instantiating formula (29) with e0, e4, e4, e3 and discharging atoms op(e0, e4) = e4, op(e0, e4) = e3, yields:
% 60.64/25.77  																																																							| (425) e4 = e3
% 60.64/25.77  																																																							|
% 60.64/25.77  																																																							| Instantiating formula (29) with e0, e2, e2, e4 and discharging atoms op(e0, e2) = e4, op(e0, e2) = e2, yields:
% 60.64/25.77  																																																							| (323) e4 = e2
% 60.64/25.77  																																																							|
% 60.64/25.77  																																																							| Combining equations (323,425) yields a new equation:
% 60.64/25.77  																																																							| (662) e3 = e2
% 60.64/25.77  																																																							|
% 60.64/25.77  																																																							| Combining equations (662,455) yields a new equation:
% 60.64/25.77  																																																							| (616) e2 = e1
% 60.64/25.77  																																																							|
% 60.64/25.77  																																																							| Simplifying 616 yields:
% 60.64/25.77  																																																							| (617) e2 = e1
% 60.64/25.77  																																																							|
% 60.64/25.77  																																																							| Combining equations (330,617) yields a new equation:
% 60.64/25.77  																																																							| (431) e1 = e0
% 60.64/25.77  																																																							|
% 60.64/25.77  																																																							| Equations (431) can reduce 233 to:
% 60.64/25.77  																																																							| (266) $false
% 60.64/25.77  																																																							|
% 60.64/25.77  																																																							|-The branch is then unsatisfiable
% 60.64/25.77  																																																						|-Branch two:
% 60.64/25.77  																																																						| (734)  ~ (unit = e0)
% 60.64/25.77  																																																						| (735) unit = e3 | unit = e1
% 60.64/25.77  																																																						|
% 60.64/25.77  																																																							+-Applying beta-rule and splitting (735), into two cases.
% 60.64/25.77  																																																							|-Branch one:
% 60.64/25.77  																																																							| (736) unit = e1
% 60.64/25.77  																																																							|
% 60.64/25.77  																																																								| Equations (736) can reduce 734 to:
% 60.64/25.77  																																																								| (233)  ~ (e1 = e0)
% 60.64/25.77  																																																								|
% 60.64/25.77  																																																								| From (736) and (244) follows:
% 60.64/25.77  																																																								| (738) op(e1, e4) = e4
% 60.64/25.77  																																																								|
% 60.64/25.77  																																																								| From (736) and (24) follows:
% 60.64/25.77  																																																								| (1934) op(e1, e3) = e3
% 60.64/25.77  																																																								|
% 60.64/25.77  																																																								| From (736) and (15) follows:
% 60.64/25.77  																																																								| (515) op(e1, e2) = e2
% 60.64/25.77  																																																								|
% 60.64/25.77  																																																								| From (736) and (227) follows:
% 60.64/25.77  																																																								| (739) op(e4, e1) = e4
% 60.64/25.77  																																																								|
% 60.64/25.77  																																																								| Instantiating formula (29) with e4, e1, e4, e3 and discharging atoms op(e4, e1) = e4, op(e4, e1) = e3, yields:
% 60.64/25.77  																																																								| (425) e4 = e3
% 60.64/25.77  																																																								|
% 60.64/25.77  																																																								| Instantiating formula (29) with e1, e4, e4, e0 and discharging atoms op(e1, e4) = e4, op(e1, e4) = e0, yields:
% 60.64/25.77  																																																								| (397) e4 = e0
% 60.64/25.77  																																																								|
% 60.64/25.77  																																																								| Instantiating formula (29) with e1, e3, e3, e2 and discharging atoms op(e1, e3) = e3, op(e1, e3) = e2, yields:
% 60.64/25.77  																																																								| (662) e3 = e2
% 60.64/25.77  																																																								|
% 60.64/25.77  																																																								| Instantiating formula (29) with e1, e2, e2, e1 and discharging atoms op(e1, e2) = e2, op(e1, e2) = e1, yields:
% 60.64/25.77  																																																								| (617) e2 = e1
% 60.64/25.77  																																																								|
% 60.64/25.77  																																																								| Combining equations (425,397) yields a new equation:
% 60.64/25.77  																																																								| (675) e3 = e0
% 60.64/25.77  																																																								|
% 60.64/25.77  																																																								| Simplifying 675 yields:
% 60.64/25.77  																																																								| (676) e3 = e0
% 60.64/25.77  																																																								|
% 60.64/25.77  																																																								| Combining equations (662,676) yields a new equation:
% 60.64/25.77  																																																								| (391) e2 = e0
% 60.64/25.77  																																																								|
% 60.64/25.77  																																																								| Simplifying 391 yields:
% 60.64/25.77  																																																								| (330) e2 = e0
% 60.64/25.77  																																																								|
% 60.64/25.77  																																																								| Combining equations (330,617) yields a new equation:
% 60.64/25.77  																																																								| (431) e1 = e0
% 60.64/25.77  																																																								|
% 60.64/25.77  																																																								| Equations (431) can reduce 233 to:
% 60.64/25.77  																																																								| (266) $false
% 60.64/25.77  																																																								|
% 60.64/25.77  																																																								|-The branch is then unsatisfiable
% 60.64/25.77  																																																							|-Branch two:
% 60.64/25.77  																																																							| (748)  ~ (unit = e1)
% 60.64/25.77  																																																							| (749) unit = e3
% 60.64/25.77  																																																							|
% 60.64/25.77  																																																								| From (749) and (244) follows:
% 60.64/25.77  																																																								| (750) op(e3, e4) = e4
% 60.64/25.77  																																																								|
% 60.64/25.77  																																																								| From (749) and (209) follows:
% 60.64/25.77  																																																								| (1667) op(e3, e0) = e0
% 60.64/25.77  																																																								|
% 60.64/25.77  																																																								| From (749) and (40) follows:
% 60.64/25.77  																																																								| (3715) op(e3, e3) = e3
% 60.64/25.77  																																																								|
% 60.64/25.77  																																																								| From (749) and (32) follows:
% 60.64/25.77  																																																								| (5793) op(e2, e3) = e2
% 60.64/25.77  																																																								|
% 60.64/25.77  																																																								| Instantiating formula (29) with e3, e4, e4, e2 and discharging atoms op(e3, e4) = e4, op(e3, e4) = e2, yields:
% 60.64/25.77  																																																								| (323) e4 = e2
% 60.64/25.77  																																																								|
% 60.64/25.77  																																																								| Instantiating formula (29) with e3, e3, e3, e1 and discharging atoms op(e3, e3) = e3, op(e3, e3) = e1, yields:
% 60.64/25.77  																																																								| (455) e3 = e1
% 60.64/25.77  																																																								|
% 60.64/25.77  																																																								| Instantiating formula (29) with e3, e0, e0, e4 and discharging atoms op(e3, e0) = e4, op(e3, e0) = e0, yields:
% 60.65/25.77  																																																								| (397) e4 = e0
% 60.65/25.77  																																																								|
% 60.65/25.77  																																																								| Instantiating formula (29) with e2, e3, e2, e3 and discharging atoms op(e2, e3) = e3, op(e2, e3) = e2, yields:
% 60.65/25.77  																																																								| (662) e3 = e2
% 60.65/25.77  																																																								|
% 60.65/25.77  																																																								| Combining equations (397,323) yields a new equation:
% 60.65/25.77  																																																								| (330) e2 = e0
% 60.65/25.77  																																																								|
% 60.65/25.77  																																																								| Combining equations (662,455) yields a new equation:
% 60.65/25.77  																																																								| (616) e2 = e1
% 60.65/25.77  																																																								|
% 60.65/25.77  																																																								| Simplifying 616 yields:
% 60.65/25.77  																																																								| (617) e2 = e1
% 60.65/25.77  																																																								|
% 60.65/25.77  																																																								| Combining equations (330,617) yields a new equation:
% 60.65/25.77  																																																								| (431) e1 = e0
% 60.65/25.77  																																																								|
% 60.65/25.77  																																																								| Equations (431) can reduce 233 to:
% 60.65/25.77  																																																								| (266) $false
% 60.65/25.77  																																																								|
% 60.65/25.77  																																																								|-The branch is then unsatisfiable
% 60.65/25.77  																																																		|-Branch two:
% 60.65/25.77  																																																		| (464)  ~ (all_0_51_51 = e1)
% 60.65/25.77  																																																		| (1569) all_0_56_56 = e1
% 60.65/25.77  																																																		|
% 60.65/25.77  																																																			| Combining equations (842,1569) yields a new equation:
% 60.65/25.77  																																																			| (636) e4 = e1
% 60.65/25.77  																																																			|
% 60.65/25.77  																																																			| Simplifying 636 yields:
% 60.65/25.77  																																																			| (630) e4 = e1
% 60.65/25.77  																																																			|
% 60.65/25.77  																																																			| Equations (630) can reduce 110 to:
% 60.65/25.77  																																																			| (266) $false
% 60.65/25.77  																																																			|
% 60.65/25.77  																																																			|-The branch is then unsatisfiable
% 60.65/25.77  																																								|-Branch two:
% 60.65/25.77  																																								| (1390)  ~ (all_0_44_44 = e4)
% 60.65/25.77  																																								| (1391) all_0_44_44 = e3 | all_0_44_44 = e1 | all_0_44_44 = e0
% 60.65/25.77  																																								|
% 60.65/25.77  																																									+-Applying beta-rule and splitting (418), into two cases.
% 60.65/25.77  																																									|-Branch one:
% 60.65/25.77  																																									| (660) all_0_51_51 = e3
% 60.65/25.77  																																									|
% 60.65/25.77  																																										| Equations (660) can reduce 664 to:
% 60.65/25.77  																																										| (266) $false
% 60.65/25.77  																																										|
% 60.65/25.77  																																										|-The branch is then unsatisfiable
% 60.65/25.77  																																									|-Branch two:
% 60.65/25.77  																																									| (664)  ~ (all_0_51_51 = e3)
% 60.65/25.77  																																									| (665) all_0_53_53 = e3
% 60.65/25.77  																																									|
% 60.65/25.77  																																										| Equations (665) can reduce 220 to:
% 60.65/25.77  																																										| (407)  ~ (all_0_44_44 = e3)
% 60.65/25.77  																																										|
% 60.65/25.77  																																										+-Applying beta-rule and splitting (112), into two cases.
% 60.65/25.77  																																										|-Branch one:
% 60.65/25.77  																																										| (635) all_0_44_44 = e1
% 60.65/25.77  																																										|
% 60.65/25.77  																																											| Equations (635) can reduce 639 to:
% 60.65/25.77  																																											| (266) $false
% 60.65/25.77  																																											|
% 60.65/25.77  																																											|-The branch is then unsatisfiable
% 60.65/25.77  																																										|-Branch two:
% 60.65/25.77  																																										| (639)  ~ (all_0_44_44 = e1)
% 60.65/25.77  																																										| (640) all_0_49_49 = e1 | all_0_53_53 = e1 | all_0_58_58 = e1
% 60.65/25.77  																																										|
% 60.65/25.77  																																											+-Applying beta-rule and splitting (1391), into two cases.
% 60.65/25.77  																																											|-Branch one:
% 60.65/25.77  																																											| (1414) all_0_44_44 = e0
% 60.65/25.77  																																											|
% 60.65/25.77  																																												| Equations (1414) can reduce 360 to:
% 60.65/25.77  																																												| (266) $false
% 60.65/25.77  																																												|
% 60.65/25.77  																																												|-The branch is then unsatisfiable
% 60.65/25.77  																																											|-Branch two:
% 60.65/25.77  																																											| (360)  ~ (all_0_44_44 = e0)
% 60.65/25.77  																																											| (1417) all_0_44_44 = e3 | all_0_44_44 = e1
% 60.65/25.77  																																											|
% 60.65/25.77  																																												+-Applying beta-rule and splitting (1417), into two cases.
% 60.65/25.77  																																												|-Branch one:
% 60.65/25.77  																																												| (635) all_0_44_44 = e1
% 60.65/25.77  																																												|
% 60.65/25.77  																																													| Equations (635) can reduce 639 to:
% 60.65/25.77  																																													| (266) $false
% 60.65/25.77  																																													|
% 60.65/25.77  																																													|-The branch is then unsatisfiable
% 60.65/25.77  																																												|-Branch two:
% 60.65/25.77  																																												| (639)  ~ (all_0_44_44 = e1)
% 60.65/25.77  																																												| (532) all_0_44_44 = e3
% 60.65/25.77  																																												|
% 60.65/25.77  																																													| Equations (532) can reduce 407 to:
% 60.65/25.77  																																													| (266) $false
% 60.65/25.77  																																													|
% 60.65/25.77  																																													|-The branch is then unsatisfiable
% 60.65/25.77  																																							|-Branch two:
% 60.65/25.77  																																							| (405)  ~ (all_0_42_42 = e3)
% 60.65/25.77  																																							| (521) all_0_47_47 = e3 | all_0_51_51 = e3 | all_0_56_56 = e3
% 60.65/25.77  																																							|
% 60.65/25.77  																																								+-Applying beta-rule and splitting (1899), into two cases.
% 60.65/25.77  																																								|-Branch one:
% 60.65/25.77  																																								| (516) all_0_42_42 = e3
% 60.65/25.77  																																								|
% 60.65/25.77  																																									| Equations (516) can reduce 405 to:
% 60.65/25.77  																																									| (266) $false
% 60.65/25.77  																																									|
% 60.65/25.77  																																									|-The branch is then unsatisfiable
% 60.65/25.77  																																								|-Branch two:
% 60.65/25.77  																																								| (405)  ~ (all_0_42_42 = e3)
% 60.65/25.77  																																								| (532) all_0_44_44 = e3
% 60.65/25.77  																																								|
% 60.65/25.77  																																									| Equations (532) can reduce 220 to:
% 60.65/25.77  																																									| (1114)  ~ (all_0_53_53 = e3)
% 60.65/25.77  																																									|
% 60.65/25.77  																																									| Simplifying 1114 yields:
% 60.65/25.77  																																									| (903)  ~ (all_0_53_53 = e3)
% 60.65/25.77  																																									|
% 60.65/25.77  																																									| Equations (532) can reduce 639 to:
% 60.65/25.77  																																									| (213)  ~ (e3 = e1)
% 60.65/25.77  																																									|
% 60.65/25.77  																																									| From (532) and (138) follows:
% 60.65/25.77  																																									| (1639) op(e3, e0) = e3
% 60.65/25.77  																																									|
% 60.65/25.77  																																									+-Applying beta-rule and splitting (418), into two cases.
% 60.65/25.77  																																									|-Branch one:
% 60.65/25.77  																																									| (660) all_0_51_51 = e3
% 60.65/25.77  																																									|
% 60.65/25.77  																																										| Equations (660) can reduce 61 to:
% 60.65/25.77  																																										| (405)  ~ (all_0_42_42 = e3)
% 60.65/25.77  																																										|
% 60.65/25.77  																																										| From (660) and (186) follows:
% 60.65/25.77  																																										| (1552) op(e1, e2) = e3
% 60.65/25.77  																																										|
% 60.65/25.77  																																										+-Applying beta-rule and splitting (150), into two cases.
% 60.65/25.77  																																										|-Branch one:
% 60.65/25.77  																																										| (1378) all_0_40_40 = e4
% 60.65/25.77  																																										|
% 60.65/25.77  																																											| Combining equations (1378,313) yields a new equation:
% 60.65/25.77  																																											| (322) e4 = e2
% 60.65/25.77  																																											|
% 60.65/25.77  																																											| Simplifying 322 yields:
% 60.65/25.78  																																											| (323) e4 = e2
% 60.65/25.78  																																											|
% 60.65/25.78  																																											| Equations (323) can reduce 48 to:
% 60.65/25.78  																																											| (266) $false
% 60.65/25.78  																																											|
% 60.65/25.78  																																											|-The branch is then unsatisfiable
% 60.65/25.78  																																										|-Branch two:
% 60.65/25.78  																																										| (447)  ~ (all_0_40_40 = e4)
% 60.65/25.78  																																										| (2271) all_0_44_44 = e4 | all_0_49_49 = e4 | all_0_53_53 = e4 | all_0_58_58 = e4
% 60.65/25.78  																																										|
% 60.65/25.78  																																											+-Applying beta-rule and splitting (1168), into two cases.
% 60.65/25.78  																																											|-Branch one:
% 60.65/25.78  																																											| (1109) all_0_51_51 = e1
% 60.65/25.78  																																											|
% 60.65/25.78  																																												| Combining equations (660,1109) yields a new equation:
% 60.65/25.78  																																												| (454) e3 = e1
% 60.65/25.78  																																												|
% 60.65/25.78  																																												| Simplifying 454 yields:
% 60.65/25.78  																																												| (455) e3 = e1
% 60.65/25.78  																																												|
% 60.65/25.78  																																												| Equations (455) can reduce 213 to:
% 60.65/25.78  																																												| (266) $false
% 60.65/25.78  																																												|
% 60.65/25.78  																																												|-The branch is then unsatisfiable
% 60.65/25.78  																																											|-Branch two:
% 60.65/25.78  																																											| (464)  ~ (all_0_51_51 = e1)
% 60.65/25.78  																																											| (1202) all_0_52_52 = e1 | all_0_53_53 = e1
% 60.65/25.78  																																											|
% 60.65/25.78  																																												+-Applying beta-rule and splitting (131), into two cases.
% 60.65/25.78  																																												|-Branch one:
% 60.65/25.78  																																												| (459) all_0_42_42 = e1
% 60.65/25.78  																																												|
% 60.65/25.78  																																													| Equations (459) can reduce 1380 to:
% 60.65/25.78  																																													| (266) $false
% 60.65/25.78  																																													|
% 60.65/25.78  																																													|-The branch is then unsatisfiable
% 60.65/25.78  																																												|-Branch two:
% 60.65/25.78  																																												| (1380)  ~ (all_0_42_42 = e1)
% 60.65/25.78  																																												| (3259) all_0_47_47 = e1 | all_0_51_51 = e1 | all_0_56_56 = e1
% 60.65/25.78  																																												|
% 60.65/25.78  																																													+-Applying beta-rule and splitting (1202), into two cases.
% 60.65/25.78  																																													|-Branch one:
% 60.65/25.78  																																													| (642) all_0_52_52 = e1
% 60.65/25.78  																																													|
% 60.65/25.78  																																														| Combining equations (565,642) yields a new equation:
% 60.65/25.78  																																														| (636) e4 = e1
% 60.65/25.78  																																														|
% 60.65/25.78  																																														| Simplifying 636 yields:
% 60.65/25.78  																																														| (630) e4 = e1
% 60.65/25.78  																																														|
% 60.65/25.78  																																														| Equations (630) can reduce 110 to:
% 60.65/25.78  																																														| (266) $false
% 60.65/25.78  																																														|
% 60.65/25.78  																																														|-The branch is then unsatisfiable
% 60.65/25.78  																																													|-Branch two:
% 60.65/25.78  																																													| (646)  ~ (all_0_52_52 = e1)
% 60.65/25.78  																																													| (1208) all_0_53_53 = e1
% 60.65/25.78  																																													|
% 60.65/25.78  																																														| Equations (1208) can reduce 10 to:
% 60.65/25.78  																																														| (879)  ~ (all_0_58_58 = e1)
% 60.65/25.78  																																														|
% 60.65/25.78  																																														| Simplifying 879 yields:
% 60.65/25.78  																																														| (880)  ~ (all_0_58_58 = e1)
% 60.65/25.78  																																														|
% 60.65/25.78  																																														| Equations (1208) can reduce 509 to:
% 60.65/25.78  																																														| (604)  ~ (e2 = e1)
% 60.65/25.78  																																														|
% 60.65/25.78  																																														| Simplifying 604 yields:
% 60.65/25.78  																																														| (122)  ~ (e2 = e1)
% 60.65/25.78  																																														|
% 60.65/25.78  																																														| Equations (1208) can reduce 247 to:
% 60.65/25.78  																																														| (233)  ~ (e1 = e0)
% 60.65/25.78  																																														|
% 60.65/25.78  																																														+-Applying beta-rule and splitting (216), into two cases.
% 60.65/25.78  																																														|-Branch one:
% 60.65/25.78  																																														| (629) all_0_55_55 = e1
% 60.65/25.78  																																														|
% 60.65/25.78  																																															| Combining equations (629,858) yields a new equation:
% 60.65/25.78  																																															| (546) e1 = e0
% 60.65/25.78  																																															|
% 60.65/25.78  																																															| Simplifying 546 yields:
% 60.65/25.78  																																															| (431) e1 = e0
% 60.65/25.78  																																															|
% 60.65/25.78  																																															| Equations (431) can reduce 233 to:
% 60.65/25.78  																																															| (266) $false
% 60.65/25.78  																																															|
% 60.65/25.78  																																															|-The branch is then unsatisfiable
% 60.65/25.78  																																														|-Branch two:
% 60.65/25.78  																																														| (632)  ~ (all_0_55_55 = e1)
% 60.65/25.78  																																														| (633) all_0_56_56 = e1 | all_0_57_57 = e1 | all_0_58_58 = e1
% 60.65/25.78  																																														|
% 60.65/25.78  																																															+-Applying beta-rule and splitting (152), into two cases.
% 60.65/25.78  																																															|-Branch one:
% 60.65/25.78  																																															| (1392) all_0_42_42 = e4
% 60.65/25.78  																																															|
% 60.65/25.78  																																																| Equations (1392) can reduce 236 to:
% 60.65/25.78  																																																| (476)  ~ (all_0_56_56 = e4)
% 60.65/25.78  																																																|
% 60.65/25.78  																																																| Simplifying 476 yields:
% 60.65/25.78  																																																| (477)  ~ (all_0_56_56 = e4)
% 60.65/25.78  																																																|
% 60.65/25.78  																																																| Equations (1392) can reduce 405 to:
% 60.65/25.78  																																																| (188)  ~ (e4 = e3)
% 60.65/25.78  																																																|
% 60.65/25.78  																																																| Equations (1392) can reduce 358 to:
% 60.65/25.78  																																																| (49)  ~ (e4 = e0)
% 60.65/25.78  																																																|
% 60.65/25.78  																																																| From (1392) and (210) follows:
% 60.65/25.78  																																																| (4074) op(e3, e2) = e4
% 60.65/25.78  																																																|
% 60.65/25.78  																																																+-Applying beta-rule and splitting (633), into two cases.
% 60.65/25.78  																																																|-Branch one:
% 60.65/25.78  																																																| (1569) all_0_56_56 = e1
% 60.65/25.78  																																																|
% 60.65/25.78  																																																	| Equations (1569) can reduce 477 to:
% 60.65/25.78  																																																	| (602)  ~ (e4 = e1)
% 60.65/25.78  																																																	|
% 60.65/25.78  																																																	| Simplifying 602 yields:
% 60.65/25.78  																																																	| (110)  ~ (e4 = e1)
% 60.65/25.78  																																																	|
% 60.65/25.78  																																																	| Equations (1569) can reduce 828 to:
% 60.65/25.78  																																																	| (233)  ~ (e1 = e0)
% 60.65/25.78  																																																	|
% 60.65/25.78  																																																	+-Applying beta-rule and splitting (171), into two cases.
% 60.65/25.78  																																																	|-Branch one:
% 60.65/25.78  																																																	| (265) all_0_54_54 = e4
% 60.65/25.78  																																																	|
% 60.65/25.78  																																																		| Combining equations (268,265) yields a new equation:
% 60.65/25.78  																																																		| (425) e4 = e3
% 60.65/25.78  																																																		|
% 60.65/25.78  																																																		| Equations (425) can reduce 188 to:
% 60.65/25.78  																																																		| (266) $false
% 60.65/25.78  																																																		|
% 60.65/25.78  																																																		|-The branch is then unsatisfiable
% 60.65/25.78  																																																	|-Branch two:
% 60.65/25.78  																																																	| (258)  ~ (all_0_54_54 = e4)
% 60.65/25.78  																																																	| (575) all_0_55_55 = e4 | all_0_56_56 = e4 | all_0_57_57 = e4 | all_0_58_58 = e4
% 60.65/25.78  																																																	|
% 60.65/25.78  																																																		| Equations (268) can reduce 258 to:
% 60.65/25.78  																																																		| (277)  ~ (e4 = e3)
% 60.65/25.78  																																																		|
% 60.65/25.78  																																																		| Simplifying 277 yields:
% 60.65/25.78  																																																		| (188)  ~ (e4 = e3)
% 60.65/25.78  																																																		|
% 60.65/25.78  																																																		+-Applying beta-rule and splitting (2271), into two cases.
% 60.65/25.78  																																																		|-Branch one:
% 60.65/25.78  																																																		| (446) all_0_44_44 = e4
% 60.65/25.78  																																																		|
% 60.65/25.78  																																																			| Combining equations (446,532) yields a new equation:
% 60.65/25.78  																																																			| (424) e4 = e3
% 60.65/25.78  																																																			|
% 60.65/25.78  																																																			| Simplifying 424 yields:
% 60.65/25.78  																																																			| (425) e4 = e3
% 60.65/25.78  																																																			|
% 60.65/25.78  																																																			| Equations (425) can reduce 188 to:
% 60.65/25.78  																																																			| (266) $false
% 60.65/25.78  																																																			|
% 60.65/25.78  																																																			|-The branch is then unsatisfiable
% 60.65/25.78  																																																		|-Branch two:
% 60.65/25.78  																																																		| (1390)  ~ (all_0_44_44 = e4)
% 60.65/25.78  																																																		| (7998) all_0_49_49 = e4 | all_0_53_53 = e4 | all_0_58_58 = e4
% 60.65/25.78  																																																		|
% 60.65/25.78  																																																			+-Applying beta-rule and splitting (7998), into two cases.
% 60.65/25.78  																																																			|-Branch one:
% 60.65/25.78  																																																			| (974) all_0_49_49 = e4
% 60.65/25.78  																																																			|
% 60.65/25.78  																																																				| Combining equations (978,974) yields a new equation:
% 60.65/25.78  																																																				| (397) e4 = e0
% 60.65/25.78  																																																				|
% 60.65/25.78  																																																				| Equations (397) can reduce 49 to:
% 60.65/25.78  																																																				| (266) $false
% 60.65/25.78  																																																				|
% 60.65/25.78  																																																				|-The branch is then unsatisfiable
% 60.65/25.78  																																																			|-Branch two:
% 60.65/25.78  																																																			| (256)  ~ (all_0_49_49 = e4)
% 60.65/25.78  																																																			| (8013) all_0_53_53 = e4 | all_0_58_58 = e4
% 60.65/25.78  																																																			|
% 60.65/25.78  																																																				+-Applying beta-rule and splitting (8013), into two cases.
% 60.65/25.78  																																																				|-Branch one:
% 60.65/25.78  																																																				| (1298) all_0_53_53 = e4
% 60.65/25.78  																																																				|
% 60.65/25.78  																																																					| Combining equations (1208,1298) yields a new equation:
% 60.65/25.78  																																																					| (630) e4 = e1
% 60.65/25.78  																																																					|
% 60.65/25.78  																																																					| Equations (630) can reduce 110 to:
% 60.65/25.78  																																																					| (266) $false
% 60.65/25.78  																																																					|
% 60.65/25.78  																																																					|-The branch is then unsatisfiable
% 60.65/25.78  																																																				|-Branch two:
% 60.65/25.78  																																																				| (1453)  ~ (all_0_53_53 = e4)
% 60.65/25.78  																																																				| (910) all_0_58_58 = e4
% 60.65/25.78  																																																				|
% 60.65/25.78  																																																					| From (910) and (245) follows:
% 60.65/25.78  																																																					| (2661) op(e0, e0) = e4
% 60.65/25.78  																																																					|
% 60.65/25.78  																																																					+-Applying beta-rule and splitting (56), into two cases.
% 60.65/25.78  																																																					|-Branch one:
% 60.65/25.78  																																																					| (696) unit = e2
% 60.65/25.78  																																																					|
% 60.65/25.78  																																																						| From (696) and (227) follows:
% 60.65/25.78  																																																						| (4284) op(e4, e2) = e4
% 60.65/25.78  																																																						|
% 60.65/25.78  																																																						| From (696) and (40) follows:
% 60.65/25.78  																																																						| (4285) op(e3, e2) = e3
% 60.65/25.78  																																																						|
% 60.65/25.78  																																																						| From (696) and (28) follows:
% 60.65/25.78  																																																						| (699) op(e1, e2) = e1
% 60.65/25.78  																																																						|
% 60.65/25.78  																																																						| Instantiating formula (29) with e4, e2, e4, e0 and discharging atoms op(e4, e2) = e4, op(e4, e2) = e0, yields:
% 60.65/25.78  																																																						| (397) e4 = e0
% 60.65/25.78  																																																						|
% 60.65/25.78  																																																						| Instantiating formula (29) with e3, e2, e3, e4 and discharging atoms op(e3, e2) = e4, op(e3, e2) = e3, yields:
% 60.65/25.78  																																																						| (425) e4 = e3
% 60.65/25.78  																																																						|
% 60.65/25.78  																																																						| Instantiating formula (29) with e1, e2, e1, e3 and discharging atoms op(e1, e2) = e3, op(e1, e2) = e1, yields:
% 60.65/25.78  																																																						| (455) e3 = e1
% 60.65/25.78  																																																						|
% 60.65/25.78  																																																						| Combining equations (397,425) yields a new equation:
% 60.65/25.78  																																																						| (676) e3 = e0
% 60.65/25.78  																																																						|
% 60.65/25.78  																																																						| Combining equations (676,455) yields a new equation:
% 60.65/25.78  																																																						| (431) e1 = e0
% 60.65/25.78  																																																						|
% 60.65/25.78  																																																						| Equations (431) can reduce 233 to:
% 60.65/25.78  																																																						| (266) $false
% 60.65/25.78  																																																						|
% 60.65/25.78  																																																						|-The branch is then unsatisfiable
% 60.65/25.78  																																																					|-Branch two:
% 60.65/25.78  																																																					| (707)  ~ (unit = e2)
% 60.65/25.78  																																																					| (708) unit = e4 | unit = e3 | unit = e1 | unit = e0
% 60.65/25.78  																																																					|
% 60.65/25.78  																																																						+-Applying beta-rule and splitting (708), into two cases.
% 60.65/25.78  																																																						|-Branch one:
% 60.65/25.78  																																																						| (709) unit = e4
% 60.65/25.78  																																																						|
% 60.65/25.78  																																																							| From (709) and (24) follows:
% 60.65/25.78  																																																							| (33325) op(e4, e3) = e3
% 60.65/25.78  																																																							|
% 60.65/25.78  																																																							| From (709) and (211) follows:
% 60.65/25.78  																																																							| (22527) op(e4, e1) = e1
% 60.65/25.78  																																																							|
% 60.65/25.78  																																																							| From (709) and (209) follows:
% 60.65/25.78  																																																							| (3072) op(e4, e0) = e0
% 60.65/25.78  																																																							|
% 60.65/25.78  																																																							| From (709) and (32) follows:
% 60.65/25.78  																																																							| (712) op(e2, e4) = e2
% 60.65/25.78  																																																							|
% 60.65/25.78  																																																							| Instantiating formula (29) with e4, e3, e3, e4 and discharging atoms op(e4, e3) = e4, op(e4, e3) = e3, yields:
% 60.65/25.78  																																																							| (425) e4 = e3
% 60.65/25.78  																																																							|
% 60.65/25.78  																																																							| Instantiating formula (29) with e4, e1, e1, e3 and discharging atoms op(e4, e1) = e3, op(e4, e1) = e1, yields:
% 60.65/25.78  																																																							| (455) e3 = e1
% 60.65/25.78  																																																							|
% 60.65/25.78  																																																							| Instantiating formula (29) with e4, e0, e0, e2 and discharging atoms op(e4, e0) = e2, op(e4, e0) = e0, yields:
% 60.65/25.78  																																																							| (330) e2 = e0
% 60.65/25.78  																																																							|
% 60.65/25.78  																																																							| Instantiating formula (29) with e2, e4, e2, e4 and discharging atoms op(e2, e4) = e4, op(e2, e4) = e2, yields:
% 60.65/25.78  																																																							| (323) e4 = e2
% 60.65/25.78  																																																							|
% 60.65/25.78  																																																							| Combining equations (425,323) yields a new equation:
% 60.65/25.78  																																																							| (661) e3 = e2
% 60.65/25.78  																																																							|
% 60.65/25.78  																																																							| Simplifying 661 yields:
% 60.65/25.78  																																																							| (662) e3 = e2
% 60.65/25.78  																																																							|
% 60.65/25.78  																																																							| Combining equations (662,455) yields a new equation:
% 60.65/25.78  																																																							| (616) e2 = e1
% 60.65/25.78  																																																							|
% 60.65/25.78  																																																							| Simplifying 616 yields:
% 60.65/25.78  																																																							| (617) e2 = e1
% 60.65/25.78  																																																							|
% 60.65/25.78  																																																							| Combining equations (330,617) yields a new equation:
% 60.65/25.78  																																																							| (431) e1 = e0
% 60.65/25.78  																																																							|
% 60.65/25.78  																																																							| Equations (431) can reduce 233 to:
% 60.65/25.78  																																																							| (266) $false
% 60.65/25.78  																																																							|
% 60.65/25.78  																																																							|-The branch is then unsatisfiable
% 60.65/25.78  																																																						|-Branch two:
% 60.65/25.78  																																																						| (724)  ~ (unit = e4)
% 60.65/25.78  																																																						| (725) unit = e3 | unit = e1 | unit = e0
% 60.65/25.78  																																																						|
% 60.65/25.78  																																																							+-Applying beta-rule and splitting (725), into two cases.
% 60.65/25.78  																																																							|-Branch one:
% 60.65/25.78  																																																							| (726) unit = e0
% 60.65/25.78  																																																							|
% 60.65/25.78  																																																								| From (726) and (211) follows:
% 60.65/25.78  																																																								| (15180) op(e0, e1) = e1
% 60.65/25.78  																																																								|
% 60.65/25.78  																																																								| From (726) and (227) follows:
% 60.65/25.78  																																																								| (3205) op(e4, e0) = e4
% 60.65/25.78  																																																								|
% 60.65/25.78  																																																								| From (726) and (42) follows:
% 60.65/25.78  																																																								| (728) op(e0, e0) = e0
% 60.65/25.78  																																																								|
% 60.65/25.78  																																																								| Instantiating formula (29) with e4, e0, e4, e2 and discharging atoms op(e4, e0) = e4, op(e4, e0) = e2, yields:
% 60.65/25.78  																																																								| (323) e4 = e2
% 60.65/25.78  																																																								|
% 60.65/25.78  																																																								| Instantiating formula (29) with e0, e1, e1, e2 and discharging atoms op(e0, e1) = e2, op(e0, e1) = e1, yields:
% 60.65/25.78  																																																								| (617) e2 = e1
% 60.65/25.78  																																																								|
% 60.65/25.78  																																																								| Instantiating formula (29) with e0, e0, e0, e4 and discharging atoms op(e0, e0) = e4, op(e0, e0) = e0, yields:
% 60.65/25.78  																																																								| (397) e4 = e0
% 60.65/25.78  																																																								|
% 60.65/25.78  																																																								| Combining equations (323,397) yields a new equation:
% 60.65/25.78  																																																								| (391) e2 = e0
% 60.65/25.78  																																																								|
% 60.65/25.78  																																																								| Simplifying 391 yields:
% 60.65/25.78  																																																								| (330) e2 = e0
% 60.65/25.78  																																																								|
% 60.65/25.78  																																																								| Combining equations (617,330) yields a new equation:
% 60.65/25.78  																																																								| (546) e1 = e0
% 60.65/25.78  																																																								|
% 60.65/25.78  																																																								| Simplifying 546 yields:
% 60.65/25.78  																																																								| (431) e1 = e0
% 60.65/25.78  																																																								|
% 60.65/25.78  																																																								| Equations (431) can reduce 233 to:
% 60.65/25.78  																																																								| (266) $false
% 60.65/25.78  																																																								|
% 60.65/25.78  																																																								|-The branch is then unsatisfiable
% 60.65/25.78  																																																							|-Branch two:
% 60.65/25.78  																																																							| (734)  ~ (unit = e0)
% 60.65/25.78  																																																							| (735) unit = e3 | unit = e1
% 60.65/25.78  																																																							|
% 60.65/25.78  																																																								+-Applying beta-rule and splitting (735), into two cases.
% 60.65/25.78  																																																								|-Branch one:
% 60.65/25.78  																																																								| (736) unit = e1
% 60.65/25.78  																																																								|
% 60.65/25.78  																																																									| Equations (736) can reduce 734 to:
% 60.65/25.78  																																																									| (233)  ~ (e1 = e0)
% 60.65/25.78  																																																									|
% 60.65/25.78  																																																									| From (736) and (15) follows:
% 60.65/25.78  																																																									| (515) op(e1, e2) = e2
% 60.65/25.78  																																																									|
% 60.65/25.78  																																																									| From (736) and (227) follows:
% 60.65/25.78  																																																									| (739) op(e4, e1) = e4
% 60.65/25.78  																																																									|
% 60.65/25.78  																																																									| From (736) and (40) follows:
% 60.65/25.78  																																																									| (1652) op(e3, e1) = e3
% 60.65/25.78  																																																									|
% 60.65/25.78  																																																									| From (736) and (28) follows:
% 60.65/25.78  																																																									| (740) op(e1, e1) = e1
% 60.65/25.78  																																																									|
% 60.65/25.78  																																																									| Instantiating formula (29) with e4, e1, e4, e3 and discharging atoms op(e4, e1) = e4, op(e4, e1) = e3, yields:
% 60.65/25.78  																																																									| (425) e4 = e3
% 60.65/25.78  																																																									|
% 60.65/25.78  																																																									| Instantiating formula (29) with e3, e1, e3, e0 and discharging atoms op(e3, e1) = e3, op(e3, e1) = e0, yields:
% 60.65/25.78  																																																									| (676) e3 = e0
% 60.65/25.78  																																																									|
% 60.65/25.78  																																																									| Instantiating formula (29) with e1, e2, e2, e3 and discharging atoms op(e1, e2) = e3, op(e1, e2) = e2, yields:
% 60.65/25.78  																																																									| (662) e3 = e2
% 60.65/25.78  																																																									|
% 60.65/25.78  																																																									| Instantiating formula (29) with e1, e1, e1, e4 and discharging atoms op(e1, e1) = e4, op(e1, e1) = e1, yields:
% 60.65/25.78  																																																									| (630) e4 = e1
% 60.65/25.78  																																																									|
% 60.65/25.78  																																																									| Combining equations (425,630) yields a new equation:
% 60.65/25.78  																																																									| (454) e3 = e1
% 60.65/25.78  																																																									|
% 60.65/25.78  																																																									| Simplifying 454 yields:
% 60.65/25.78  																																																									| (455) e3 = e1
% 60.65/25.78  																																																									|
% 60.65/25.78  																																																									| Combining equations (455,662) yields a new equation:
% 60.65/25.78  																																																									| (617) e2 = e1
% 60.65/25.78  																																																									|
% 60.65/25.78  																																																									| Combining equations (676,662) yields a new equation:
% 60.65/25.78  																																																									| (330) e2 = e0
% 60.65/25.78  																																																									|
% 60.65/25.78  																																																									| Combining equations (330,617) yields a new equation:
% 60.65/25.78  																																																									| (431) e1 = e0
% 60.65/25.78  																																																									|
% 60.65/25.78  																																																									| Equations (431) can reduce 233 to:
% 60.65/25.78  																																																									| (266) $false
% 60.65/25.78  																																																									|
% 60.65/25.78  																																																									|-The branch is then unsatisfiable
% 60.65/25.78  																																																								|-Branch two:
% 60.65/25.78  																																																								| (748)  ~ (unit = e1)
% 60.65/25.78  																																																								| (749) unit = e3
% 60.65/25.78  																																																								|
% 60.65/25.78  																																																									| From (749) and (209) follows:
% 60.65/25.78  																																																									| (1667) op(e3, e0) = e0
% 60.65/25.78  																																																									|
% 60.65/25.78  																																																									| From (749) and (32) follows:
% 60.65/25.78  																																																									| (5793) op(e2, e3) = e2
% 60.65/25.78  																																																									|
% 60.65/25.78  																																																									| From (749) and (28) follows:
% 60.65/25.78  																																																									| (2235) op(e1, e3) = e1
% 60.65/25.78  																																																									|
% 60.65/25.78  																																																									| Instantiating formula (29) with e3, e0, e0, e3 and discharging atoms op(e3, e0) = e3, op(e3, e0) = e0, yields:
% 60.65/25.78  																																																									| (676) e3 = e0
% 60.65/25.78  																																																									|
% 60.65/25.78  																																																									| Instantiating formula (29) with e2, e3, e2, e3 and discharging atoms op(e2, e3) = e3, op(e2, e3) = e2, yields:
% 60.65/25.78  																																																									| (662) e3 = e2
% 60.65/25.78  																																																									|
% 60.65/25.78  																																																									| Instantiating formula (29) with e1, e3, e1, e2 and discharging atoms op(e1, e3) = e2, op(e1, e3) = e1, yields:
% 60.65/25.78  																																																									| (617) e2 = e1
% 60.65/25.78  																																																									|
% 60.65/25.78  																																																									| Combining equations (662,676) yields a new equation:
% 60.65/25.78  																																																									| (391) e2 = e0
% 60.65/25.78  																																																									|
% 60.65/25.78  																																																									| Simplifying 391 yields:
% 60.65/25.78  																																																									| (330) e2 = e0
% 60.65/25.78  																																																									|
% 60.65/25.78  																																																									| Combining equations (330,617) yields a new equation:
% 60.65/25.78  																																																									| (431) e1 = e0
% 60.65/25.78  																																																									|
% 60.65/25.78  																																																									| Equations (431) can reduce 233 to:
% 60.65/25.78  																																																									| (266) $false
% 60.65/25.78  																																																									|
% 60.65/25.78  																																																									|-The branch is then unsatisfiable
% 60.65/25.79  																																																|-Branch two:
% 60.65/25.79  																																																| (466)  ~ (all_0_56_56 = e1)
% 60.65/25.79  																																																| (1574) all_0_57_57 = e1 | all_0_58_58 = e1
% 60.65/25.79  																																																|
% 60.65/25.79  																																																	+-Applying beta-rule and splitting (1574), into two cases.
% 60.65/25.79  																																																	|-Branch one:
% 60.65/25.79  																																																	| (647) all_0_57_57 = e1
% 60.65/25.79  																																																	|
% 60.65/25.79  																																																		| Combining equations (647,442) yields a new equation:
% 60.65/25.79  																																																		| (617) e2 = e1
% 60.65/25.79  																																																		|
% 60.65/25.79  																																																		| Equations (617) can reduce 122 to:
% 60.65/25.79  																																																		| (266) $false
% 60.65/25.79  																																																		|
% 60.65/25.79  																																																		|-The branch is then unsatisfiable
% 60.65/25.79  																																																	|-Branch two:
% 60.65/25.79  																																																	| (1670)  ~ (all_0_57_57 = e1)
% 60.65/25.79  																																																	| (918) all_0_58_58 = e1
% 60.65/25.79  																																																	|
% 60.65/25.79  																																																		| Equations (918) can reduce 880 to:
% 60.65/25.79  																																																		| (266) $false
% 60.65/25.79  																																																		|
% 60.65/25.79  																																																		|-The branch is then unsatisfiable
% 60.65/25.79  																																															|-Branch two:
% 60.65/25.79  																																															| (1890)  ~ (all_0_42_42 = e4)
% 60.65/25.79  																																															| (1969) all_0_42_42 = e3 | all_0_42_42 = e1 | all_0_42_42 = e0
% 60.65/25.79  																																															|
% 60.65/25.79  																																																+-Applying beta-rule and splitting (1969), into two cases.
% 60.65/25.79  																																																|-Branch one:
% 60.65/25.79  																																																| (559) all_0_42_42 = e0
% 60.65/25.79  																																																|
% 60.65/25.79  																																																	| Equations (559) can reduce 358 to:
% 60.65/25.79  																																																	| (266) $false
% 60.65/25.79  																																																	|
% 60.65/25.79  																																																	|-The branch is then unsatisfiable
% 60.65/25.79  																																																|-Branch two:
% 60.65/25.79  																																																| (358)  ~ (all_0_42_42 = e0)
% 60.65/25.79  																																																| (2510) all_0_42_42 = e3 | all_0_42_42 = e1
% 60.65/25.79  																																																|
% 60.65/25.79  																																																	+-Applying beta-rule and splitting (2510), into two cases.
% 60.65/25.79  																																																	|-Branch one:
% 60.65/25.79  																																																	| (459) all_0_42_42 = e1
% 60.65/25.79  																																																	|
% 60.65/25.79  																																																		| Equations (459) can reduce 1380 to:
% 60.65/25.79  																																																		| (266) $false
% 60.65/25.79  																																																		|
% 60.65/25.79  																																																		|-The branch is then unsatisfiable
% 60.65/25.79  																																																	|-Branch two:
% 60.65/25.79  																																																	| (1380)  ~ (all_0_42_42 = e1)
% 60.65/25.79  																																																	| (516) all_0_42_42 = e3
% 60.65/25.79  																																																	|
% 60.65/25.79  																																																		| Equations (516) can reduce 405 to:
% 60.65/25.79  																																																		| (266) $false
% 60.65/25.79  																																																		|
% 60.65/25.79  																																																		|-The branch is then unsatisfiable
% 60.65/25.79  																																									|-Branch two:
% 60.65/25.79  																																									| (664)  ~ (all_0_51_51 = e3)
% 60.65/25.79  																																									| (665) all_0_53_53 = e3
% 60.65/25.79  																																									|
% 60.65/25.79  																																										| Equations (665) can reduce 903 to:
% 60.65/25.79  																																										| (266) $false
% 60.65/25.79  																																										|
% 60.65/25.79  																																										|-The branch is then unsatisfiable
% 60.65/25.79  																																					|-Branch two:
% 60.65/25.79  																																					| (457)  ~ (all_0_41_41 = e1)
% 60.65/25.79  																																					| (595) all_0_46_46 = e1 | all_0_50_50 = e1 | all_0_55_55 = e1
% 60.65/25.79  																																					|
% 60.65/25.79  																																						+-Applying beta-rule and splitting (4053), into two cases.
% 60.65/25.79  																																						|-Branch one:
% 60.65/25.79  																																						| (453) all_0_41_41 = e1
% 60.65/25.79  																																						|
% 60.65/25.79  																																							| Equations (453) can reduce 457 to:
% 60.65/25.79  																																							| (266) $false
% 60.65/25.79  																																							|
% 60.65/25.79  																																							|-The branch is then unsatisfiable
% 60.65/25.79  																																						|-Branch two:
% 60.65/25.79  																																						| (457)  ~ (all_0_41_41 = e1)
% 60.65/25.79  																																						| (403) all_0_41_41 = e3
% 60.65/25.79  																																						|
% 60.65/25.79  																																							| Equations (403) can reduce 1898 to:
% 60.65/25.79  																																							| (266) $false
% 60.65/25.79  																																							|
% 60.65/25.79  																																							|-The branch is then unsatisfiable
% 60.65/25.79  																																			|-Branch two:
% 60.65/25.79  																																			| (803)  ~ (all_0_55_55 = e0)
% 60.65/25.79  																																			| (863) all_0_56_56 = e0 | all_0_57_57 = e0 | all_0_58_58 = e0
% 60.65/25.79  																																			|
% 60.65/25.79  																																				+-Applying beta-rule and splitting (895), into two cases.
% 60.65/25.79  																																				|-Branch one:
% 60.65/25.79  																																				| (538) all_0_46_46 = e0
% 60.65/25.79  																																				|
% 60.65/25.79  																																					| Combining equations (538,1557) yields a new equation:
% 60.65/25.79  																																					| (676) e3 = e0
% 60.65/25.79  																																					|
% 60.65/25.79  																																					| Equations (676) can reduce 80 to:
% 60.65/25.79  																																					| (266) $false
% 60.65/25.79  																																					|
% 60.65/25.79  																																					|-The branch is then unsatisfiable
% 60.65/25.79  																																				|-Branch two:
% 60.65/25.79  																																				| (831)  ~ (all_0_46_46 = e0)
% 60.65/25.79  																																				| (858) all_0_55_55 = e0
% 60.65/25.79  																																				|
% 60.65/25.79  																																					| Equations (858) can reduce 803 to:
% 60.65/25.79  																																					| (266) $false
% 60.65/25.79  																																					|
% 60.65/25.79  																																					|-The branch is then unsatisfiable
% 60.65/25.79  																																		|-Branch two:
% 60.65/25.79  																																		| (487)  ~ (all_0_49_49 = e0)
% 60.65/25.79  																																		| (981) all_0_49_49 = e3 | all_0_49_49 = e1
% 60.65/25.79  																																		|
% 60.65/25.79  																																			+-Applying beta-rule and splitting (1278), into two cases.
% 60.65/25.79  																																			|-Branch one:
% 60.65/25.79  																																			| (1279) all_0_48_48 = e0
% 60.65/25.79  																																			|
% 60.65/25.79  																																				| Combining equations (615,1279) yields a new equation:
% 60.65/25.79  																																				| (546) e1 = e0
% 60.65/25.79  																																				|
% 60.65/25.79  																																				| Simplifying 546 yields:
% 60.65/25.79  																																				| (431) e1 = e0
% 60.65/25.79  																																				|
% 60.65/25.79  																																				| Equations (431) can reduce 233 to:
% 60.65/25.79  																																				| (266) $false
% 60.65/25.79  																																				|
% 60.65/25.79  																																				|-The branch is then unsatisfiable
% 60.65/25.79  																																			|-Branch two:
% 60.65/25.79  																																			| (1283)  ~ (all_0_48_48 = e0)
% 60.65/25.79  																																			| (978) all_0_49_49 = e0
% 60.65/25.79  																																			|
% 60.65/25.79  																																				| Equations (978) can reduce 487 to:
% 60.65/25.79  																																				| (266) $false
% 60.65/25.79  																																				|
% 60.65/25.79  																																				|-The branch is then unsatisfiable
% 60.65/25.79  																										|-Branch two:
% 60.65/25.79  																										| (409)  ~ (all_0_46_46 = e3)
% 60.65/25.79  																										| (4042) all_0_50_50 = e3 | all_0_55_55 = e3
% 60.65/25.79  																										|
% 60.65/25.79  																											+-Applying beta-rule and splitting (4042), into two cases.
% 60.65/25.79  																											|-Branch one:
% 60.65/25.79  																											| (415) all_0_50_50 = e3
% 60.65/25.79  																											|
% 60.65/25.79  																												| Combining equations (378,415) yields a new equation:
% 60.65/25.79  																												| (662) e3 = e2
% 60.65/25.79  																												|
% 60.65/25.79  																												| Equations (662) can reduce 212 to:
% 60.65/25.79  																												| (266) $false
% 60.65/25.79  																												|
% 60.65/25.79  																												|-The branch is then unsatisfiable
% 60.65/25.79  																											|-Branch two:
% 60.65/25.79  																											| (411)  ~ (all_0_50_50 = e3)
% 60.65/25.79  																											| (2336) all_0_55_55 = e3
% 60.65/25.79  																											|
% 60.65/25.79  																												| Equations (2336) can reduce 270 to:
% 60.65/25.79  																												| (266) $false
% 60.65/25.79  																												|
% 60.65/25.79  																												|-The branch is then unsatisfiable
% 60.65/25.79  																	|-Branch two:
% 60.65/25.79  																	| (5470)  ~ (all_0_43_43 = e0)
% 60.65/25.79  																	| (5471) all_0_48_48 = e0 | all_0_57_57 = e0
% 60.65/25.79  																	|
% 60.65/25.79  																		+-Applying beta-rule and splitting (195), into two cases.
% 60.65/25.79  																		|-Branch one:
% 60.65/25.79  																		| (396) all_0_43_43 = e4
% 60.65/25.79  																		|
% 60.65/25.79  																			| Equations (396) can reduce 399 to:
% 60.65/25.79  																			| (266) $false
% 60.65/25.79  																			|
% 60.65/25.79  																			|-The branch is then unsatisfiable
% 60.65/25.79  																		|-Branch two:
% 60.65/25.79  																		| (399)  ~ (all_0_43_43 = e4)
% 60.65/25.79  																		| (6374) all_0_43_43 = e1 | all_0_43_43 = e0
% 60.65/25.79  																		|
% 60.65/25.79  																			+-Applying beta-rule and splitting (5471), into two cases.
% 60.65/25.79  																			|-Branch one:
% 60.65/25.79  																			| (1279) all_0_48_48 = e0
% 60.65/25.79  																			|
% 60.65/25.79  																				| Equations (1279) can reduce 17 to:
% 60.65/25.79  																				| (5470)  ~ (all_0_43_43 = e0)
% 60.65/25.79  																				|
% 60.65/25.79  																				| Equations (1279) can reduce 185 to:
% 60.65/25.79  																				| (486)  ~ (all_0_49_49 = e0)
% 60.65/25.79  																				|
% 60.65/25.79  																				| Simplifying 486 yields:
% 60.65/25.79  																				| (487)  ~ (all_0_49_49 = e0)
% 60.65/25.79  																				|
% 60.65/25.79  																				| Equations (1279) can reduce 254 to:
% 60.65/25.79  																				| (401)  ~ (e4 = e0)
% 60.65/25.79  																				|
% 60.65/25.79  																				| Simplifying 401 yields:
% 60.65/25.79  																				| (49)  ~ (e4 = e0)
% 60.65/25.79  																				|
% 60.65/25.79  																				| Equations (1279) can reduce 810 to:
% 60.65/25.79  																				| (365)  ~ (e2 = e0)
% 60.65/25.79  																				|
% 60.65/25.79  																				| Simplifying 365 yields:
% 60.65/25.79  																				| (128)  ~ (e2 = e0)
% 60.65/25.79  																				|
% 60.65/25.79  																				+-Applying beta-rule and splitting (6374), into two cases.
% 60.65/25.79  																				|-Branch one:
% 60.65/25.79  																				| (356) all_0_43_43 = e0
% 60.65/25.79  																				|
% 60.65/25.79  																					| Equations (356) can reduce 5470 to:
% 60.65/25.79  																					| (266) $false
% 60.65/25.79  																					|
% 60.65/25.79  																					|-The branch is then unsatisfiable
% 60.65/25.79  																				|-Branch two:
% 60.65/25.79  																				| (5470)  ~ (all_0_43_43 = e0)
% 60.65/25.79  																				| (430) all_0_43_43 = e1
% 60.65/25.79  																				|
% 60.65/25.79  																					| Equations (430) can reduce 31 to:
% 60.65/25.79  																					| (457)  ~ (all_0_41_41 = e1)
% 60.65/25.79  																					|
% 60.65/25.79  																					| Equations (430) can reduce 240 to:
% 60.65/25.79  																					| (1380)  ~ (all_0_42_42 = e1)
% 60.65/25.79  																					|
% 60.65/25.79  																					| Equations (430) can reduce 99 to:
% 60.65/25.79  																					| (467)  ~ (e3 = e1)
% 60.65/25.79  																					|
% 60.65/25.79  																					| Simplifying 467 yields:
% 60.65/25.79  																					| (213)  ~ (e3 = e1)
% 60.65/25.79  																					|
% 60.65/25.79  																					| Equations (430) can reduce 96 to:
% 60.65/25.79  																					| (604)  ~ (e2 = e1)
% 60.65/25.79  																					|
% 60.65/25.79  																					| Simplifying 604 yields:
% 60.65/25.79  																					| (122)  ~ (e2 = e1)
% 60.65/25.79  																					|
% 60.65/25.79  																					| Equations (430) can reduce 5470 to:
% 60.65/25.79  																					| (233)  ~ (e1 = e0)
% 60.65/25.79  																					|
% 60.65/25.79  																					| From (430) and (37) follows:
% 60.65/25.79  																					| (13877) op(e3, e1) = e1
% 60.65/25.79  																					|
% 60.65/25.79  																					+-Applying beta-rule and splitting (168), into two cases.
% 60.65/25.79  																					|-Branch one:
% 60.65/25.79  																					| (415) all_0_50_50 = e3
% 60.65/25.79  																					|
% 60.65/25.79  																						| Combining equations (378,415) yields a new equation:
% 60.65/25.79  																						| (662) e3 = e2
% 60.65/25.79  																						|
% 60.65/25.79  																						| Equations (662) can reduce 212 to:
% 60.65/25.79  																						| (266) $false
% 60.65/25.79  																						|
% 60.65/25.79  																						|-The branch is then unsatisfiable
% 60.65/25.79  																					|-Branch two:
% 60.65/25.79  																					| (411)  ~ (all_0_50_50 = e3)
% 60.65/25.79  																					| (418) all_0_51_51 = e3 | all_0_53_53 = e3
% 60.65/25.79  																					|
% 60.65/25.79  																						| Equations (378) can reduce 411 to:
% 60.65/25.79  																						| (626)  ~ (e3 = e2)
% 60.65/25.79  																						|
% 60.65/25.79  																						| Simplifying 626 yields:
% 60.65/25.79  																						| (212)  ~ (e3 = e2)
% 60.65/25.79  																						|
% 60.65/25.79  																						+-Applying beta-rule and splitting (180), into two cases.
% 60.65/25.79  																						|-Branch one:
% 60.65/25.79  																						| (516) all_0_42_42 = e3
% 60.65/25.79  																						|
% 60.65/25.79  																							| Equations (516) can reduce 214 to:
% 60.65/25.79  																							| (1898)  ~ (all_0_41_41 = e3)
% 60.65/25.79  																							|
% 60.65/25.79  																							| Equations (516) can reduce 61 to:
% 60.65/25.79  																							| (1925)  ~ (all_0_51_51 = e3)
% 60.65/25.79  																							|
% 60.65/25.79  																							| Simplifying 1925 yields:
% 60.65/25.79  																							| (664)  ~ (all_0_51_51 = e3)
% 60.65/25.79  																							|
% 60.65/25.79  																							| Equations (516) can reduce 236 to:
% 60.65/25.79  																							| (271)  ~ (all_0_56_56 = e3)
% 60.65/25.79  																							|
% 60.65/25.79  																							| Simplifying 271 yields:
% 60.65/25.79  																							| (272)  ~ (all_0_56_56 = e3)
% 60.65/25.79  																							|
% 60.65/25.79  																							| Equations (516) can reduce 1380 to:
% 60.65/25.79  																							| (213)  ~ (e3 = e1)
% 60.65/25.79  																							|
% 60.65/25.79  																							+-Applying beta-rule and splitting (7), into two cases.
% 60.65/25.79  																							|-Branch one:
% 60.65/25.79  																							| (504) all_0_51_51 = e2
% 60.65/25.79  																							|
% 60.65/25.79  																								| Equations (504) can reduce 1099 to:
% 60.65/25.79  																								| (266) $false
% 60.65/25.79  																								|
% 60.65/25.79  																								|-The branch is then unsatisfiable
% 60.65/25.79  																							|-Branch two:
% 60.65/25.79  																							| (1099)  ~ (all_0_51_51 = e2)
% 60.65/25.79  																							| (1100) all_0_51_51 = e4 | all_0_51_51 = e3 | all_0_51_51 = e1
% 60.65/25.79  																							|
% 60.65/25.79  																								+-Applying beta-rule and splitting (144), into two cases.
% 60.65/25.79  																								|-Branch one:
% 60.65/25.79  																								| (403) all_0_41_41 = e3
% 60.65/25.79  																								|
% 60.65/25.79  																									| Equations (403) can reduce 1898 to:
% 60.65/25.79  																									| (266) $false
% 60.65/25.79  																									|
% 60.65/25.79  																									|-The branch is then unsatisfiable
% 60.65/25.79  																								|-Branch two:
% 60.65/25.79  																								| (1898)  ~ (all_0_41_41 = e3)
% 60.65/25.79  																								| (1923) all_0_46_46 = e3 | all_0_50_50 = e3 | all_0_55_55 = e3
% 60.65/25.79  																								|
% 60.65/25.79  																									+-Applying beta-rule and splitting (164), into two cases.
% 60.65/25.79  																									|-Branch one:
% 60.65/25.79  																									| (471) all_0_39_39 = e4
% 60.65/25.79  																									|
% 60.65/25.79  																										| Combining equations (471,480) yields a new equation:
% 60.65/25.79  																										| (481) e4 = e0
% 60.65/25.79  																										|
% 60.65/25.79  																										| Simplifying 481 yields:
% 60.65/25.79  																										| (397) e4 = e0
% 60.65/25.79  																										|
% 60.65/25.79  																										| Equations (397) can reduce 49 to:
% 60.65/25.79  																										| (266) $false
% 60.65/25.79  																										|
% 60.65/25.79  																										|-The branch is then unsatisfiable
% 60.65/25.79  																									|-Branch two:
% 60.65/25.79  																									| (1377)  ~ (all_0_39_39 = e4)
% 60.65/25.79  																									| (2115) all_0_42_42 = e4 | all_0_47_47 = e4 | all_0_51_51 = e4 | all_0_56_56 = e4
% 60.65/25.79  																									|
% 60.65/25.79  																										| Equations (480) can reduce 1377 to:
% 60.65/25.79  																										| (401)  ~ (e4 = e0)
% 60.65/25.79  																										|
% 60.65/25.79  																										| Simplifying 401 yields:
% 60.65/25.79  																										| (49)  ~ (e4 = e0)
% 60.65/25.79  																										|
% 60.65/25.79  																										+-Applying beta-rule and splitting (1923), into two cases.
% 60.65/25.79  																										|-Branch one:
% 60.65/25.79  																										| (1557) all_0_46_46 = e3
% 60.65/25.79  																										|
% 60.65/25.79  																											| Equations (1557) can reduce 43 to:
% 60.65/25.79  																											| (1898)  ~ (all_0_41_41 = e3)
% 60.65/25.79  																											|
% 60.65/25.79  																											| Equations (1557) can reduce 250 to:
% 60.65/25.79  																											| (277)  ~ (e4 = e3)
% 60.65/25.79  																											|
% 60.65/25.79  																											| Simplifying 277 yields:
% 60.65/25.79  																											| (188)  ~ (e4 = e3)
% 60.65/25.79  																											|
% 60.65/25.79  																											| From (1557) and (120) follows:
% 60.65/25.79  																											| (697) op(e2, e3) = e3
% 60.65/25.79  																											|
% 60.65/25.79  																											+-Applying beta-rule and splitting (18), into two cases.
% 60.65/25.79  																											|-Branch one:
% 60.65/25.79  																											| (453) all_0_41_41 = e1
% 60.65/25.79  																											|
% 60.65/25.79  																												| Equations (453) can reduce 457 to:
% 60.65/25.79  																												| (266) $false
% 60.65/25.79  																												|
% 60.65/25.79  																												|-The branch is then unsatisfiable
% 60.65/25.79  																											|-Branch two:
% 60.65/25.79  																											| (457)  ~ (all_0_41_41 = e1)
% 60.65/25.79  																											| (595) all_0_46_46 = e1 | all_0_50_50 = e1 | all_0_55_55 = e1
% 60.65/25.79  																											|
% 60.65/25.79  																												+-Applying beta-rule and splitting (1100), into two cases.
% 60.65/25.79  																												|-Branch one:
% 60.65/25.79  																												| (1101) all_0_51_51 = e4
% 60.65/25.79  																												|
% 60.65/25.79  																													| Equations (1101) can reduce 475 to:
% 60.65/25.79  																													| (266) $false
% 60.65/25.79  																													|
% 60.65/25.79  																													|-The branch is then unsatisfiable
% 60.65/25.79  																												|-Branch two:
% 60.65/25.79  																												| (475)  ~ (all_0_51_51 = e4)
% 60.65/25.79  																												| (1104) all_0_51_51 = e3 | all_0_51_51 = e1
% 60.65/25.79  																												|
% 60.65/25.79  																													+-Applying beta-rule and splitting (2115), into two cases.
% 60.65/25.79  																													|-Branch one:
% 60.65/25.79  																													| (1392) all_0_42_42 = e4
% 60.65/25.79  																													|
% 60.65/25.79  																														| Combining equations (1392,516) yields a new equation:
% 60.65/25.79  																														| (424) e4 = e3
% 60.65/25.79  																														|
% 60.65/25.79  																														| Simplifying 424 yields:
% 60.65/25.79  																														| (425) e4 = e3
% 60.65/25.79  																														|
% 60.65/25.79  																														| Equations (425) can reduce 188 to:
% 60.65/25.79  																														| (266) $false
% 60.65/25.79  																														|
% 60.65/25.79  																														|-The branch is then unsatisfiable
% 60.65/25.79  																													|-Branch two:
% 60.65/25.79  																													| (1890)  ~ (all_0_42_42 = e4)
% 60.65/25.79  																													| (2246) all_0_47_47 = e4 | all_0_51_51 = e4 | all_0_56_56 = e4
% 60.65/25.79  																													|
% 60.65/25.79  																														+-Applying beta-rule and splitting (27), into two cases.
% 60.65/25.79  																														|-Branch one:
% 60.65/25.79  																														| (437) all_0_41_41 = e4
% 60.65/25.79  																														|
% 60.65/25.79  																															| Equations (437) can reduce 440 to:
% 60.65/25.79  																															| (266) $false
% 60.65/25.79  																															|
% 60.65/25.79  																															|-The branch is then unsatisfiable
% 60.65/25.79  																														|-Branch two:
% 60.65/25.79  																														| (440)  ~ (all_0_41_41 = e4)
% 60.65/25.79  																														| (4049) all_0_41_41 = e3 | all_0_41_41 = e1 | all_0_41_41 = e0
% 60.65/25.79  																														|
% 60.65/25.79  																															+-Applying beta-rule and splitting (595), into two cases.
% 60.65/25.79  																															|-Branch one:
% 60.65/25.79  																															| (545) all_0_46_46 = e1
% 60.65/25.79  																															|
% 60.65/25.79  																																| Combining equations (1557,545) yields a new equation:
% 60.65/25.79  																																| (454) e3 = e1
% 60.65/25.79  																																|
% 60.65/25.79  																																| Simplifying 454 yields:
% 60.65/25.79  																																| (455) e3 = e1
% 60.65/25.79  																																|
% 60.65/25.79  																																| Equations (455) can reduce 213 to:
% 60.65/25.79  																																| (266) $false
% 60.65/25.79  																																|
% 60.65/25.79  																																|-The branch is then unsatisfiable
% 60.65/25.79  																															|-Branch two:
% 60.65/25.79  																															| (549)  ~ (all_0_46_46 = e1)
% 60.65/25.79  																															| (600) all_0_50_50 = e1 | all_0_55_55 = e1
% 60.65/25.79  																															|
% 60.65/25.79  																																| Equations (1557) can reduce 549 to:
% 60.65/25.79  																																| (213)  ~ (e3 = e1)
% 60.65/25.79  																																|
% 60.65/25.79  																																+-Applying beta-rule and splitting (135), into two cases.
% 60.65/25.79  																																|-Branch one:
% 60.65/25.79  																																| (545) all_0_46_46 = e1
% 60.65/25.79  																																|
% 60.65/25.79  																																	| Combining equations (1557,545) yields a new equation:
% 60.65/25.79  																																	| (454) e3 = e1
% 60.65/25.79  																																	|
% 60.65/25.79  																																	| Simplifying 454 yields:
% 60.65/25.79  																																	| (455) e3 = e1
% 60.65/25.79  																																	|
% 60.65/25.79  																																	| Equations (455) can reduce 213 to:
% 60.65/25.79  																																	| (266) $false
% 60.65/25.79  																																	|
% 60.65/25.79  																																	|-The branch is then unsatisfiable
% 60.65/25.79  																																|-Branch two:
% 60.65/25.79  																																| (549)  ~ (all_0_46_46 = e1)
% 60.65/25.79  																																| (550) all_0_47_47 = e1 | all_0_48_48 = e1 | all_0_49_49 = e1
% 60.65/25.80  																																|
% 60.65/25.80  																																	+-Applying beta-rule and splitting (600), into two cases.
% 60.65/25.80  																																	|-Branch one:
% 60.65/25.80  																																	| (601) all_0_50_50 = e1
% 60.65/25.80  																																	|
% 60.65/25.80  																																		| Combining equations (378,601) yields a new equation:
% 60.65/25.80  																																		| (616) e2 = e1
% 60.65/25.80  																																		|
% 60.65/25.80  																																		| Simplifying 616 yields:
% 60.65/25.80  																																		| (617) e2 = e1
% 60.65/25.80  																																		|
% 60.65/25.80  																																		| Equations (617) can reduce 122 to:
% 60.65/25.80  																																		| (266) $false
% 60.65/25.80  																																		|
% 60.65/25.80  																																		|-The branch is then unsatisfiable
% 60.65/25.80  																																	|-Branch two:
% 60.65/25.80  																																	| (759)  ~ (all_0_50_50 = e1)
% 60.65/25.80  																																	| (629) all_0_55_55 = e1
% 60.65/25.80  																																	|
% 60.65/25.80  																																		| Equations (629) can reduce 191 to:
% 60.65/25.80  																																		| (457)  ~ (all_0_41_41 = e1)
% 60.65/25.80  																																		|
% 60.65/25.80  																																		| Equations (629) can reduce 304 to:
% 60.65/25.80  																																		| (604)  ~ (e2 = e1)
% 60.65/25.80  																																		|
% 60.65/25.80  																																		| Simplifying 604 yields:
% 60.65/25.80  																																		| (122)  ~ (e2 = e1)
% 60.65/25.80  																																		|
% 60.65/25.80  																																		| From (629) and (74) follows:
% 60.65/25.80  																																		| (6587) op(e0, e3) = e1
% 60.65/25.80  																																		|
% 60.65/25.80  																																		+-Applying beta-rule and splitting (125), into two cases.
% 60.65/25.80  																																		|-Branch one:
% 60.65/25.80  																																		| (858) all_0_55_55 = e0
% 60.65/25.80  																																		|
% 60.65/25.80  																																			| Combining equations (629,858) yields a new equation:
% 60.65/25.80  																																			| (546) e1 = e0
% 60.65/25.80  																																			|
% 60.65/25.80  																																			| Simplifying 546 yields:
% 60.65/25.80  																																			| (431) e1 = e0
% 60.65/25.80  																																			|
% 60.65/25.80  																																			| Equations (431) can reduce 233 to:
% 60.65/25.80  																																			| (266) $false
% 60.65/25.80  																																			|
% 60.65/25.80  																																			|-The branch is then unsatisfiable
% 60.65/25.80  																																		|-Branch two:
% 60.65/25.80  																																		| (803)  ~ (all_0_55_55 = e0)
% 60.65/25.80  																																		| (863) all_0_56_56 = e0 | all_0_57_57 = e0 | all_0_58_58 = e0
% 60.65/25.80  																																		|
% 60.65/25.80  																																			+-Applying beta-rule and splitting (2246), into two cases.
% 60.65/25.80  																																			|-Branch one:
% 60.65/25.80  																																			| (1790) all_0_47_47 = e4
% 60.65/25.80  																																			|
% 60.65/25.80  																																				| Combining equations (1105,1790) yields a new equation:
% 60.65/25.80  																																				| (323) e4 = e2
% 60.65/25.80  																																				|
% 60.65/25.80  																																				| Equations (323) can reduce 48 to:
% 60.65/25.80  																																				| (266) $false
% 60.65/25.80  																																				|
% 60.65/25.80  																																				|-The branch is then unsatisfiable
% 60.65/25.80  																																			|-Branch two:
% 60.65/25.80  																																			| (252)  ~ (all_0_47_47 = e4)
% 60.65/25.80  																																			| (6548) all_0_51_51 = e4 | all_0_56_56 = e4
% 60.65/25.80  																																			|
% 60.65/25.80  																																				| Equations (1105) can reduce 252 to:
% 60.65/25.80  																																				| (327)  ~ (e4 = e2)
% 60.65/25.80  																																				|
% 60.65/25.80  																																				| Simplifying 327 yields:
% 60.65/25.80  																																				| (48)  ~ (e4 = e2)
% 60.65/25.80  																																				|
% 60.65/25.80  																																				+-Applying beta-rule and splitting (243), into two cases.
% 60.65/25.80  																																				|-Branch one:
% 60.65/25.80  																																				| (329) all_0_38_38 = e0
% 60.65/25.80  																																				|
% 60.65/25.80  																																					| Combining equations (329,321) yields a new equation:
% 60.65/25.80  																																					| (397) e4 = e0
% 60.65/25.80  																																					|
% 60.65/25.80  																																					| Equations (397) can reduce 49 to:
% 60.65/25.80  																																					| (266) $false
% 60.65/25.80  																																					|
% 60.65/25.80  																																					|-The branch is then unsatisfiable
% 60.65/25.80  																																				|-Branch two:
% 60.65/25.80  																																				| (332)  ~ (all_0_38_38 = e0)
% 60.65/25.80  																																				| (395) all_0_41_41 = e0 | all_0_46_46 = e0 | all_0_55_55 = e0
% 60.65/25.80  																																				|
% 60.65/25.80  																																					| Equations (321) can reduce 332 to:
% 60.65/25.80  																																					| (49)  ~ (e4 = e0)
% 60.65/25.80  																																					|
% 60.65/25.80  																																					+-Applying beta-rule and splitting (418), into two cases.
% 60.65/25.80  																																					|-Branch one:
% 60.65/25.80  																																					| (660) all_0_51_51 = e3
% 60.65/25.80  																																					|
% 60.65/25.80  																																						| Equations (660) can reduce 664 to:
% 60.65/25.80  																																						| (266) $false
% 60.65/25.80  																																						|
% 60.65/25.80  																																						|-The branch is then unsatisfiable
% 60.65/25.80  																																					|-Branch two:
% 60.65/25.80  																																					| (664)  ~ (all_0_51_51 = e3)
% 60.65/25.80  																																					| (665) all_0_53_53 = e3
% 60.65/25.80  																																					|
% 60.65/25.80  																																						| Equations (665) can reduce 220 to:
% 60.65/25.80  																																						| (407)  ~ (all_0_44_44 = e3)
% 60.65/25.80  																																						|
% 60.65/25.80  																																						| Equations (665) can reduce 6 to:
% 60.65/25.80  																																						| (664)  ~ (all_0_51_51 = e3)
% 60.65/25.80  																																						|
% 60.65/25.80  																																						| Equations (665) can reduce 1453 to:
% 60.65/25.80  																																						| (277)  ~ (e4 = e3)
% 60.65/25.80  																																						|
% 60.65/25.80  																																						| Simplifying 277 yields:
% 60.65/25.80  																																						| (188)  ~ (e4 = e3)
% 60.65/25.80  																																						|
% 60.65/25.80  																																						+-Applying beta-rule and splitting (133), into two cases.
% 60.65/25.80  																																						|-Branch one:
% 60.65/25.80  																																						| (833) all_0_56_56 = e2
% 60.65/25.80  																																						|
% 60.65/25.80  																																							| Equations (833) can reduce 511 to:
% 60.65/25.80  																																							| (266) $false
% 60.65/25.80  																																							|
% 60.65/25.80  																																							|-The branch is then unsatisfiable
% 60.65/25.80  																																						|-Branch two:
% 60.65/25.80  																																						| (511)  ~ (all_0_56_56 = e2)
% 60.65/25.80  																																						| (836) all_0_56_56 = e4 | all_0_56_56 = e3 | all_0_56_56 = e1 | all_0_56_56 = e0
% 60.65/25.80  																																						|
% 60.65/25.80  																																							+-Applying beta-rule and splitting (54), into two cases.
% 60.65/25.80  																																							|-Branch one:
% 60.65/25.80  																																							| (583) all_0_49_49 = e2
% 60.65/25.80  																																							|
% 60.65/25.80  																																								| Equations (583) can reduce 340 to:
% 60.65/25.80  																																								| (266) $false
% 60.65/25.80  																																								|
% 60.65/25.80  																																								|-The branch is then unsatisfiable
% 60.65/25.80  																																							|-Branch two:
% 60.65/25.80  																																							| (340)  ~ (all_0_49_49 = e2)
% 60.65/25.80  																																							| (586) all_0_49_49 = e4 | all_0_49_49 = e3 | all_0_49_49 = e1 | all_0_49_49 = e0
% 60.65/25.80  																																							|
% 60.65/25.80  																																								+-Applying beta-rule and splitting (160), into two cases.
% 60.65/25.80  																																								|-Branch one:
% 60.65/25.80  																																								| (601) all_0_50_50 = e1
% 60.65/25.80  																																								|
% 60.65/25.80  																																									| Combining equations (378,601) yields a new equation:
% 60.65/25.80  																																									| (616) e2 = e1
% 60.65/25.80  																																									|
% 60.65/25.80  																																									| Simplifying 616 yields:
% 60.65/25.80  																																									| (617) e2 = e1
% 60.65/25.80  																																									|
% 60.65/25.80  																																									| Equations (617) can reduce 122 to:
% 60.65/25.80  																																									| (266) $false
% 60.65/25.80  																																									|
% 60.65/25.80  																																									|-The branch is then unsatisfiable
% 60.65/25.80  																																								|-Branch two:
% 60.65/25.80  																																								| (759)  ~ (all_0_50_50 = e1)
% 60.65/25.80  																																								| (1168) all_0_51_51 = e1 | all_0_52_52 = e1 | all_0_53_53 = e1
% 60.65/25.80  																																								|
% 60.65/25.80  																																									| Equations (378) can reduce 759 to:
% 60.65/25.80  																																									| (122)  ~ (e2 = e1)
% 60.65/25.80  																																									|
% 60.65/25.80  																																									+-Applying beta-rule and splitting (550), into two cases.
% 60.65/25.80  																																									|-Branch one:
% 60.65/25.80  																																									| (654) all_0_47_47 = e1
% 60.65/25.80  																																									|
% 60.65/25.80  																																										| Combining equations (1105,654) yields a new equation:
% 60.65/25.80  																																										| (616) e2 = e1
% 60.65/25.80  																																										|
% 60.65/25.80  																																										| Simplifying 616 yields:
% 60.65/25.80  																																										| (617) e2 = e1
% 60.65/25.80  																																										|
% 60.65/25.80  																																										| Equations (617) can reduce 122 to:
% 60.65/25.80  																																										| (266) $false
% 60.65/25.80  																																										|
% 60.65/25.80  																																										|-The branch is then unsatisfiable
% 60.65/25.80  																																									|-Branch two:
% 60.65/25.80  																																									| (462)  ~ (all_0_47_47 = e1)
% 60.65/25.80  																																									| (659) all_0_48_48 = e1 | all_0_49_49 = e1
% 60.65/25.80  																																									|
% 60.65/25.80  																																										+-Applying beta-rule and splitting (1104), into two cases.
% 60.65/25.80  																																										|-Branch one:
% 60.65/25.80  																																										| (1109) all_0_51_51 = e1
% 60.65/25.80  																																										|
% 60.65/25.80  																																											| Equations (1109) can reduce 16 to:
% 60.65/25.80  																																											| (465)  ~ (all_0_56_56 = e1)
% 60.65/25.80  																																											|
% 60.65/25.80  																																											| Simplifying 465 yields:
% 60.65/25.80  																																											| (466)  ~ (all_0_56_56 = e1)
% 60.65/25.80  																																											|
% 60.65/25.80  																																											| Equations (1109) can reduce 115 to:
% 60.65/25.80  																																											| (233)  ~ (e1 = e0)
% 60.65/25.80  																																											|
% 60.65/25.80  																																											+-Applying beta-rule and splitting (863), into two cases.
% 60.65/25.80  																																											|-Branch one:
% 60.65/25.80  																																											| (679) all_0_56_56 = e0
% 60.65/25.80  																																											|
% 60.65/25.80  																																												| Equations (679) can reduce 828 to:
% 60.65/25.80  																																												| (266) $false
% 60.65/25.80  																																												|
% 60.65/25.80  																																												|-The branch is then unsatisfiable
% 60.65/25.80  																																											|-Branch two:
% 60.65/25.80  																																											| (828)  ~ (all_0_56_56 = e0)
% 60.65/25.80  																																											| (924) all_0_57_57 = e0 | all_0_58_58 = e0
% 60.65/25.80  																																											|
% 60.65/25.80  																																												+-Applying beta-rule and splitting (659), into two cases.
% 60.65/25.80  																																												|-Branch one:
% 60.65/25.80  																																												| (615) all_0_48_48 = e1
% 60.65/25.80  																																												|
% 60.65/25.80  																																													| Combining equations (1279,615) yields a new equation:
% 60.65/25.80  																																													| (431) e1 = e0
% 60.65/25.80  																																													|
% 60.65/25.80  																																													| Equations (431) can reduce 233 to:
% 60.65/25.80  																																													| (266) $false
% 60.65/25.80  																																													|
% 60.65/25.80  																																													|-The branch is then unsatisfiable
% 60.65/25.80  																																												|-Branch two:
% 60.65/25.80  																																												| (619)  ~ (all_0_48_48 = e1)
% 60.65/25.80  																																												| (671) all_0_49_49 = e1
% 60.65/25.80  																																												|
% 60.65/25.80  																																													| Equations (671) can reduce 9 to:
% 60.65/25.80  																																													| (639)  ~ (all_0_44_44 = e1)
% 60.65/25.80  																																													|
% 60.65/25.80  																																													| Equations (671) can reduce 256 to:
% 60.65/25.80  																																													| (602)  ~ (e4 = e1)
% 60.65/25.80  																																													|
% 60.65/25.80  																																													| Simplifying 602 yields:
% 60.65/25.80  																																													| (110)  ~ (e4 = e1)
% 60.65/25.80  																																													|
% 60.65/25.80  																																													| Equations (671) can reduce 340 to:
% 60.65/25.80  																																													| (604)  ~ (e2 = e1)
% 60.65/25.80  																																													|
% 60.65/25.80  																																													| Simplifying 604 yields:
% 60.65/25.80  																																													| (122)  ~ (e2 = e1)
% 60.65/25.80  																																													|
% 60.65/25.80  																																													| From (671) and (55) follows:
% 60.65/25.80  																																													| (673) op(e2, e0) = e1
% 60.65/25.80  																																													|
% 60.65/25.80  																																													+-Applying beta-rule and splitting (924), into two cases.
% 60.65/25.80  																																													|-Branch one:
% 60.65/25.80  																																													| (875) all_0_57_57 = e0
% 60.65/25.80  																																													|
% 60.65/25.80  																																														| Combining equations (875,442) yields a new equation:
% 60.65/25.80  																																														| (330) e2 = e0
% 60.65/25.80  																																														|
% 60.65/25.80  																																														| Equations (330) can reduce 128 to:
% 60.65/25.80  																																														| (266) $false
% 60.65/25.80  																																														|
% 60.65/25.80  																																														|-The branch is then unsatisfiable
% 60.65/25.80  																																													|-Branch two:
% 60.65/25.80  																																													| (364)  ~ (all_0_57_57 = e0)
% 60.65/25.80  																																													| (914) all_0_58_58 = e0
% 60.65/25.80  																																													|
% 60.65/25.80  																																														| Equations (914) can reduce 44 to:
% 60.65/25.80  																																														| (828)  ~ (all_0_56_56 = e0)
% 60.65/25.80  																																														|
% 60.65/25.80  																																														+-Applying beta-rule and splitting (26), into two cases.
% 60.65/25.80  																																														|-Branch one:
% 60.65/25.80  																																														| (446) all_0_44_44 = e4
% 60.65/25.80  																																														|
% 60.65/25.80  																																															| Equations (446) can reduce 149 to:
% 60.65/25.80  																																															| (440)  ~ (all_0_41_41 = e4)
% 60.65/25.80  																																															|
% 60.65/25.80  																																															| Equations (446) can reduce 407 to:
% 60.65/25.80  																																															| (188)  ~ (e4 = e3)
% 60.65/25.80  																																															|
% 60.65/25.80  																																															| Equations (446) can reduce 147 to:
% 60.65/25.80  																																															| (48)  ~ (e4 = e2)
% 60.65/25.80  																																															|
% 60.65/25.80  																																															| Equations (446) can reduce 639 to:
% 60.65/25.80  																																															| (110)  ~ (e4 = e1)
% 60.65/25.80  																																															|
% 60.65/25.80  																																															+-Applying beta-rule and splitting (165), into two cases.
% 60.65/25.80  																																															|-Branch one:
% 60.65/25.80  																																															| (794) all_0_41_41 = e0
% 60.65/25.80  																																															|
% 60.65/25.80  																																																| Equations (794) can reduce 440 to:
% 60.65/25.80  																																																| (401)  ~ (e4 = e0)
% 60.65/25.80  																																																|
% 60.65/25.80  																																																| Simplifying 401 yields:
% 60.65/25.80  																																																| (49)  ~ (e4 = e0)
% 60.65/25.80  																																																|
% 60.65/25.80  																																																| Equations (794) can reduce 457 to:
% 60.65/25.80  																																																| (435)  ~ (e1 = e0)
% 60.65/25.80  																																																|
% 60.65/25.80  																																																| Simplifying 435 yields:
% 60.65/25.80  																																																| (233)  ~ (e1 = e0)
% 60.65/25.80  																																																|
% 60.65/25.80  																																																| From (794) and (219) follows:
% 60.65/25.80  																																																| (5573) op(e3, e3) = e0
% 60.65/25.80  																																																|
% 60.65/25.80  																																																+-Applying beta-rule and splitting (171), into two cases.
% 60.65/25.80  																																																|-Branch one:
% 60.65/25.80  																																																| (265) all_0_54_54 = e4
% 60.65/25.80  																																																|
% 60.65/25.80  																																																	| Combining equations (268,265) yields a new equation:
% 60.65/25.80  																																																	| (425) e4 = e3
% 60.65/25.80  																																																	|
% 60.65/25.80  																																																	| Equations (425) can reduce 188 to:
% 60.65/25.80  																																																	| (266) $false
% 60.65/25.80  																																																	|
% 60.65/25.80  																																																	|-The branch is then unsatisfiable
% 60.65/25.80  																																																|-Branch two:
% 60.65/25.80  																																																| (258)  ~ (all_0_54_54 = e4)
% 60.65/25.80  																																																| (575) all_0_55_55 = e4 | all_0_56_56 = e4 | all_0_57_57 = e4 | all_0_58_58 = e4
% 60.65/25.80  																																																|
% 60.65/25.80  																																																	+-Applying beta-rule and splitting (575), into two cases.
% 60.65/25.80  																																																	|-Branch one:
% 60.65/25.80  																																																	| (587) all_0_55_55 = e4
% 60.65/25.80  																																																	|
% 60.65/25.80  																																																		| Combining equations (629,587) yields a new equation:
% 60.65/25.80  																																																		| (630) e4 = e1
% 60.65/25.80  																																																		|
% 60.65/25.80  																																																		| Equations (630) can reduce 110 to:
% 60.65/25.80  																																																		| (266) $false
% 60.65/25.80  																																																		|
% 60.65/25.80  																																																		|-The branch is then unsatisfiable
% 60.65/25.80  																																																	|-Branch two:
% 60.65/25.80  																																																	| (763)  ~ (all_0_55_55 = e4)
% 60.65/25.80  																																																	| (764) all_0_56_56 = e4 | all_0_57_57 = e4 | all_0_58_58 = e4
% 60.65/25.80  																																																	|
% 60.65/25.80  																																																		+-Applying beta-rule and splitting (836), into two cases.
% 60.65/25.80  																																																		|-Branch one:
% 60.65/25.80  																																																		| (842) all_0_56_56 = e4
% 60.65/25.80  																																																		|
% 60.65/25.80  																																																			| From (842) and (111) follows:
% 60.65/25.80  																																																			| (2154) op(e0, e2) = e4
% 60.65/25.80  																																																			|
% 60.65/25.80  																																																			+-Applying beta-rule and splitting (56), into two cases.
% 60.65/25.80  																																																			|-Branch one:
% 60.65/25.80  																																																			| (696) unit = e2
% 60.65/25.80  																																																			|
% 60.65/25.80  																																																				| From (696) and (209) follows:
% 60.65/25.80  																																																				| (7585) op(e2, e0) = e0
% 60.65/25.80  																																																				|
% 60.65/25.80  																																																				| Instantiating formula (29) with e2, e0, e0, e1 and discharging atoms op(e2, e0) = e1, op(e2, e0) = e0, yields:
% 60.65/25.80  																																																				| (431) e1 = e0
% 60.65/25.80  																																																				|
% 60.65/25.80  																																																				| Equations (431) can reduce 233 to:
% 60.65/25.80  																																																				| (266) $false
% 60.65/25.80  																																																				|
% 60.65/25.80  																																																				|-The branch is then unsatisfiable
% 60.65/25.80  																																																			|-Branch two:
% 60.65/25.80  																																																			| (707)  ~ (unit = e2)
% 60.65/25.80  																																																			| (708) unit = e4 | unit = e3 | unit = e1 | unit = e0
% 60.65/25.80  																																																			|
% 60.65/25.80  																																																				+-Applying beta-rule and splitting (708), into two cases.
% 60.65/25.80  																																																				|-Branch one:
% 60.65/25.80  																																																				| (709) unit = e4
% 60.65/25.80  																																																				|
% 60.65/25.80  																																																					| From (709) and (24) follows:
% 60.65/25.80  																																																					| (33325) op(e4, e3) = e3
% 60.65/25.80  																																																					|
% 60.65/25.80  																																																					| From (709) and (211) follows:
% 60.65/25.80  																																																					| (22527) op(e4, e1) = e1
% 60.65/25.80  																																																					|
% 60.65/25.80  																																																					| From (709) and (209) follows:
% 60.65/25.80  																																																					| (3072) op(e4, e0) = e0
% 60.65/25.80  																																																					|
% 60.65/25.80  																																																					| From (709) and (32) follows:
% 60.65/25.80  																																																					| (712) op(e2, e4) = e2
% 60.65/25.80  																																																					|
% 60.65/25.80  																																																					| Instantiating formula (29) with e4, e3, e3, e4 and discharging atoms op(e4, e3) = e4, op(e4, e3) = e3, yields:
% 60.65/25.80  																																																					| (425) e4 = e3
% 60.65/25.80  																																																					|
% 60.65/25.80  																																																					| Instantiating formula (29) with e4, e1, e1, e3 and discharging atoms op(e4, e1) = e3, op(e4, e1) = e1, yields:
% 60.65/25.80  																																																					| (455) e3 = e1
% 60.65/25.80  																																																					|
% 60.65/25.80  																																																					| Instantiating formula (29) with e4, e0, e0, e2 and discharging atoms op(e4, e0) = e2, op(e4, e0) = e0, yields:
% 60.65/25.80  																																																					| (330) e2 = e0
% 60.65/25.80  																																																					|
% 60.65/25.80  																																																					| Instantiating formula (29) with e2, e4, e2, e4 and discharging atoms op(e2, e4) = e4, op(e2, e4) = e2, yields:
% 60.65/25.80  																																																					| (323) e4 = e2
% 60.65/25.80  																																																					|
% 60.65/25.80  																																																					| Combining equations (425,323) yields a new equation:
% 60.65/25.80  																																																					| (661) e3 = e2
% 60.65/25.80  																																																					|
% 60.65/25.80  																																																					| Simplifying 661 yields:
% 60.65/25.80  																																																					| (662) e3 = e2
% 60.65/25.80  																																																					|
% 60.65/25.80  																																																					| Combining equations (662,455) yields a new equation:
% 60.65/25.80  																																																					| (616) e2 = e1
% 60.65/25.80  																																																					|
% 60.65/25.80  																																																					| Simplifying 616 yields:
% 60.65/25.80  																																																					| (617) e2 = e1
% 60.65/25.80  																																																					|
% 60.65/25.80  																																																					| Combining equations (330,617) yields a new equation:
% 60.65/25.80  																																																					| (431) e1 = e0
% 60.65/25.80  																																																					|
% 60.65/25.80  																																																					| Equations (431) can reduce 233 to:
% 60.65/25.80  																																																					| (266) $false
% 60.65/25.80  																																																					|
% 60.65/25.80  																																																					|-The branch is then unsatisfiable
% 60.65/25.80  																																																				|-Branch two:
% 60.65/25.80  																																																				| (724)  ~ (unit = e4)
% 60.65/25.80  																																																				| (725) unit = e3 | unit = e1 | unit = e0
% 60.65/25.80  																																																				|
% 60.65/25.80  																																																					+-Applying beta-rule and splitting (725), into two cases.
% 60.65/25.80  																																																					|-Branch one:
% 60.65/25.80  																																																					| (726) unit = e0
% 60.65/25.80  																																																					|
% 60.65/25.80  																																																						| From (726) and (244) follows:
% 60.65/25.80  																																																						| (2207) op(e0, e4) = e4
% 60.65/25.80  																																																						|
% 60.65/25.80  																																																						| From (726) and (24) follows:
% 60.65/25.80  																																																						| (2208) op(e0, e3) = e3
% 60.65/25.80  																																																						|
% 60.65/25.80  																																																						| From (726) and (15) follows:
% 60.65/25.80  																																																						| (1508) op(e0, e2) = e2
% 60.65/25.80  																																																						|
% 60.65/25.80  																																																						| Instantiating formula (29) with e0, e4, e4, e3 and discharging atoms op(e0, e4) = e4, op(e0, e4) = e3, yields:
% 60.65/25.80  																																																						| (425) e4 = e3
% 60.65/25.80  																																																						|
% 60.65/25.80  																																																						| Instantiating formula (29) with e0, e3, e3, e1 and discharging atoms op(e0, e3) = e3, op(e0, e3) = e1, yields:
% 60.65/25.80  																																																						| (455) e3 = e1
% 60.65/25.80  																																																						|
% 60.65/25.80  																																																						| Instantiating formula (29) with e0, e2, e2, e4 and discharging atoms op(e0, e2) = e4, op(e0, e2) = e2, yields:
% 60.65/25.80  																																																						| (323) e4 = e2
% 60.65/25.80  																																																						|
% 60.65/25.80  																																																						| Combining equations (323,425) yields a new equation:
% 60.65/25.80  																																																						| (662) e3 = e2
% 60.65/25.80  																																																						|
% 60.65/25.80  																																																						| Combining equations (662,455) yields a new equation:
% 60.65/25.80  																																																						| (616) e2 = e1
% 60.65/25.80  																																																						|
% 60.65/25.80  																																																						| Simplifying 616 yields:
% 60.65/25.80  																																																						| (617) e2 = e1
% 60.65/25.80  																																																						|
% 60.65/25.80  																																																						| Equations (617) can reduce 122 to:
% 60.65/25.80  																																																						| (266) $false
% 60.65/25.80  																																																						|
% 60.65/25.80  																																																						|-The branch is then unsatisfiable
% 60.65/25.80  																																																					|-Branch two:
% 60.65/25.80  																																																					| (734)  ~ (unit = e0)
% 60.65/25.80  																																																					| (735) unit = e3 | unit = e1
% 60.65/25.80  																																																					|
% 60.65/25.80  																																																						+-Applying beta-rule and splitting (735), into two cases.
% 60.65/25.80  																																																						|-Branch one:
% 60.65/25.80  																																																						| (736) unit = e1
% 60.65/25.80  																																																						|
% 60.65/25.80  																																																							| Equations (736) can reduce 734 to:
% 60.65/25.80  																																																							| (233)  ~ (e1 = e0)
% 60.65/25.80  																																																							|
% 60.65/25.80  																																																							| From (736) and (244) follows:
% 60.65/25.80  																																																							| (738) op(e1, e4) = e4
% 60.65/25.80  																																																							|
% 60.65/25.80  																																																							| From (736) and (24) follows:
% 60.65/25.80  																																																							| (1934) op(e1, e3) = e3
% 60.65/25.80  																																																							|
% 60.65/25.80  																																																							| From (736) and (227) follows:
% 60.65/25.80  																																																							| (739) op(e4, e1) = e4
% 60.65/25.80  																																																							|
% 60.65/25.80  																																																							| From (736) and (40) follows:
% 60.65/25.80  																																																							| (1652) op(e3, e1) = e3
% 60.65/25.80  																																																							|
% 60.65/25.80  																																																							| Instantiating formula (29) with e4, e1, e4, e3 and discharging atoms op(e4, e1) = e4, op(e4, e1) = e3, yields:
% 60.65/25.80  																																																							| (425) e4 = e3
% 60.65/25.80  																																																							|
% 60.65/25.80  																																																							| Instantiating formula (29) with e3, e1, e3, e1 and discharging atoms op(e3, e1) = e3, op(e3, e1) = e1, yields:
% 60.65/25.80  																																																							| (455) e3 = e1
% 60.65/25.80  																																																							|
% 60.65/25.80  																																																							| Instantiating formula (29) with e1, e4, e4, e0 and discharging atoms op(e1, e4) = e4, op(e1, e4) = e0, yields:
% 60.65/25.80  																																																							| (397) e4 = e0
% 60.65/25.80  																																																							|
% 60.65/25.80  																																																							| Instantiating formula (29) with e1, e3, e3, e2 and discharging atoms op(e1, e3) = e3, op(e1, e3) = e2, yields:
% 60.65/25.80  																																																							| (662) e3 = e2
% 60.65/25.80  																																																							|
% 60.65/25.80  																																																							| Combining equations (425,397) yields a new equation:
% 60.65/25.80  																																																							| (675) e3 = e0
% 60.65/25.80  																																																							|
% 60.65/25.80  																																																							| Simplifying 675 yields:
% 60.65/25.80  																																																							| (676) e3 = e0
% 60.65/25.80  																																																							|
% 60.65/25.80  																																																							| Combining equations (676,662) yields a new equation:
% 60.65/25.80  																																																							| (330) e2 = e0
% 60.65/25.80  																																																							|
% 60.65/25.80  																																																							| Combining equations (455,662) yields a new equation:
% 60.65/25.80  																																																							| (617) e2 = e1
% 60.65/25.80  																																																							|
% 60.65/25.80  																																																							| Combining equations (330,617) yields a new equation:
% 60.65/25.80  																																																							| (431) e1 = e0
% 60.65/25.80  																																																							|
% 60.65/25.80  																																																							| Equations (431) can reduce 233 to:
% 60.65/25.80  																																																							| (266) $false
% 60.65/25.80  																																																							|
% 60.65/25.80  																																																							|-The branch is then unsatisfiable
% 60.65/25.80  																																																						|-Branch two:
% 60.65/25.80  																																																						| (748)  ~ (unit = e1)
% 60.65/25.80  																																																						| (749) unit = e3
% 60.65/25.80  																																																						|
% 60.65/25.80  																																																							| From (749) and (40) follows:
% 60.65/25.80  																																																							| (3715) op(e3, e3) = e3
% 60.65/25.80  																																																							|
% 60.65/25.80  																																																							| From (749) and (32) follows:
% 60.65/25.80  																																																							| (5793) op(e2, e3) = e2
% 60.65/25.80  																																																							|
% 60.65/25.80  																																																							| From (749) and (28) follows:
% 60.65/25.80  																																																							| (2235) op(e1, e3) = e1
% 60.65/25.80  																																																							|
% 60.65/25.80  																																																							| Instantiating formula (29) with e3, e3, e3, e0 and discharging atoms op(e3, e3) = e3, op(e3, e3) = e0, yields:
% 60.65/25.80  																																																							| (676) e3 = e0
% 60.65/25.80  																																																							|
% 60.65/25.80  																																																							| Instantiating formula (29) with e2, e3, e2, e3 and discharging atoms op(e2, e3) = e3, op(e2, e3) = e2, yields:
% 60.65/25.80  																																																							| (662) e3 = e2
% 60.65/25.80  																																																							|
% 60.65/25.80  																																																							| Instantiating formula (29) with e1, e3, e1, e2 and discharging atoms op(e1, e3) = e2, op(e1, e3) = e1, yields:
% 60.65/25.80  																																																							| (617) e2 = e1
% 60.65/25.80  																																																							|
% 60.65/25.80  																																																							| Combining equations (662,676) yields a new equation:
% 60.65/25.80  																																																							| (391) e2 = e0
% 60.65/25.80  																																																							|
% 60.65/25.81  																																																							| Simplifying 391 yields:
% 60.65/25.81  																																																							| (330) e2 = e0
% 60.65/25.81  																																																							|
% 60.65/25.81  																																																							| Combining equations (617,330) yields a new equation:
% 60.65/25.81  																																																							| (546) e1 = e0
% 60.65/25.81  																																																							|
% 60.65/25.81  																																																							| Simplifying 546 yields:
% 60.65/25.81  																																																							| (431) e1 = e0
% 60.65/25.81  																																																							|
% 60.65/25.81  																																																							| Equations (431) can reduce 233 to:
% 60.65/25.81  																																																							| (266) $false
% 60.65/25.81  																																																							|
% 60.65/25.81  																																																							|-The branch is then unsatisfiable
% 60.65/25.81  																																																		|-Branch two:
% 60.65/25.81  																																																		| (477)  ~ (all_0_56_56 = e4)
% 60.65/25.81  																																																		| (845) all_0_56_56 = e3 | all_0_56_56 = e1 | all_0_56_56 = e0
% 60.65/25.81  																																																		|
% 60.65/25.81  																																																			+-Applying beta-rule and splitting (764), into two cases.
% 60.65/25.81  																																																			|-Branch one:
% 60.65/25.81  																																																			| (842) all_0_56_56 = e4
% 60.65/25.81  																																																			|
% 60.65/25.81  																																																				| Equations (842) can reduce 477 to:
% 60.65/25.81  																																																				| (266) $false
% 60.65/25.81  																																																				|
% 60.65/25.81  																																																				|-The branch is then unsatisfiable
% 60.65/25.81  																																																			|-Branch two:
% 60.65/25.81  																																																			| (477)  ~ (all_0_56_56 = e4)
% 60.65/25.81  																																																			| (935) all_0_57_57 = e4 | all_0_58_58 = e4
% 60.65/25.81  																																																			|
% 60.65/25.81  																																																				+-Applying beta-rule and splitting (935), into two cases.
% 60.65/25.81  																																																				|-Branch one:
% 60.65/25.81  																																																				| (871) all_0_57_57 = e4
% 60.65/25.81  																																																				|
% 60.65/25.81  																																																					| Combining equations (442,871) yields a new equation:
% 60.65/25.81  																																																					| (323) e4 = e2
% 60.65/25.81  																																																					|
% 60.65/25.81  																																																					| Equations (323) can reduce 48 to:
% 60.65/25.81  																																																					| (266) $false
% 60.65/25.81  																																																					|
% 60.65/25.81  																																																					|-The branch is then unsatisfiable
% 60.65/25.81  																																																				|-Branch two:
% 60.65/25.81  																																																				| (839)  ~ (all_0_57_57 = e4)
% 60.65/25.81  																																																				| (910) all_0_58_58 = e4
% 60.65/25.81  																																																				|
% 60.65/25.81  																																																					| Combining equations (914,910) yields a new equation:
% 60.65/25.81  																																																					| (397) e4 = e0
% 60.65/25.81  																																																					|
% 60.65/25.81  																																																					| Equations (397) can reduce 49 to:
% 60.65/25.81  																																																					| (266) $false
% 60.65/25.81  																																																					|
% 60.65/25.81  																																																					|-The branch is then unsatisfiable
% 60.65/25.81  																																															|-Branch two:
% 60.65/25.81  																																															| (357)  ~ (all_0_41_41 = e0)
% 60.65/25.81  																																															| (6761) all_0_42_42 = e0 | all_0_43_43 = e0 | all_0_44_44 = e0
% 60.65/25.81  																																															|
% 60.65/25.81  																																																+-Applying beta-rule and splitting (4049), into two cases.
% 60.65/25.81  																																																|-Branch one:
% 60.65/25.81  																																																| (794) all_0_41_41 = e0
% 60.65/25.81  																																																|
% 60.65/25.81  																																																	| Equations (794) can reduce 357 to:
% 60.65/25.81  																																																	| (266) $false
% 60.65/25.81  																																																	|
% 60.65/25.81  																																																	|-The branch is then unsatisfiable
% 60.65/25.81  																																																|-Branch two:
% 60.65/25.81  																																																| (357)  ~ (all_0_41_41 = e0)
% 60.65/25.81  																																																| (4053) all_0_41_41 = e3 | all_0_41_41 = e1
% 60.65/25.81  																																																|
% 60.65/25.81  																																																	+-Applying beta-rule and splitting (4053), into two cases.
% 60.65/25.81  																																																	|-Branch one:
% 60.65/25.81  																																																	| (453) all_0_41_41 = e1
% 60.65/25.81  																																																	|
% 60.65/25.81  																																																		| Equations (453) can reduce 457 to:
% 60.65/25.81  																																																		| (266) $false
% 60.65/25.81  																																																		|
% 60.65/25.81  																																																		|-The branch is then unsatisfiable
% 60.65/25.81  																																																	|-Branch two:
% 60.65/25.81  																																																	| (457)  ~ (all_0_41_41 = e1)
% 60.65/25.81  																																																	| (403) all_0_41_41 = e3
% 60.65/25.81  																																																	|
% 60.65/25.81  																																																		| Equations (403) can reduce 1898 to:
% 60.65/25.81  																																																		| (266) $false
% 60.65/25.81  																																																		|
% 60.65/25.81  																																																		|-The branch is then unsatisfiable
% 60.65/25.81  																																														|-Branch two:
% 60.65/25.81  																																														| (1390)  ~ (all_0_44_44 = e4)
% 60.65/25.81  																																														| (1391) all_0_44_44 = e3 | all_0_44_44 = e1 | all_0_44_44 = e0
% 60.65/25.81  																																														|
% 60.65/25.81  																																															+-Applying beta-rule and splitting (171), into two cases.
% 60.65/25.81  																																															|-Branch one:
% 60.65/25.81  																																															| (265) all_0_54_54 = e4
% 60.65/25.81  																																															|
% 60.65/25.81  																																																| Combining equations (265,268) yields a new equation:
% 60.65/25.81  																																																| (424) e4 = e3
% 60.65/25.81  																																																|
% 60.65/25.81  																																																| Simplifying 424 yields:
% 60.65/25.81  																																																| (425) e4 = e3
% 60.65/25.81  																																																|
% 60.65/25.81  																																																| Equations (425) can reduce 188 to:
% 60.65/25.81  																																																| (266) $false
% 60.65/25.81  																																																|
% 60.65/25.81  																																																|-The branch is then unsatisfiable
% 60.65/25.81  																																															|-Branch two:
% 60.65/25.81  																																															| (258)  ~ (all_0_54_54 = e4)
% 60.65/25.81  																																															| (575) all_0_55_55 = e4 | all_0_56_56 = e4 | all_0_57_57 = e4 | all_0_58_58 = e4
% 60.65/25.81  																																															|
% 60.65/25.81  																																																+-Applying beta-rule and splitting (150), into two cases.
% 60.65/25.81  																																																|-Branch one:
% 60.65/25.81  																																																| (1378) all_0_40_40 = e4
% 60.65/25.81  																																																|
% 60.65/25.81  																																																	| Combining equations (313,1378) yields a new equation:
% 60.65/25.81  																																																	| (323) e4 = e2
% 60.65/25.81  																																																	|
% 60.65/25.81  																																																	| Equations (323) can reduce 48 to:
% 60.65/25.81  																																																	| (266) $false
% 60.65/25.81  																																																	|
% 60.65/25.81  																																																	|-The branch is then unsatisfiable
% 60.65/25.81  																																																|-Branch two:
% 60.65/25.81  																																																| (447)  ~ (all_0_40_40 = e4)
% 60.65/25.81  																																																| (2271) all_0_44_44 = e4 | all_0_49_49 = e4 | all_0_53_53 = e4 | all_0_58_58 = e4
% 60.65/25.81  																																																|
% 60.65/25.81  																																																	| Equations (313) can reduce 447 to:
% 60.65/25.81  																																																	| (327)  ~ (e4 = e2)
% 60.65/25.81  																																																	|
% 60.65/25.81  																																																	| Simplifying 327 yields:
% 60.65/25.81  																																																	| (48)  ~ (e4 = e2)
% 60.65/25.81  																																																	|
% 60.65/25.81  																																																	+-Applying beta-rule and splitting (575), into two cases.
% 60.65/25.81  																																																	|-Branch one:
% 60.65/25.81  																																																	| (587) all_0_55_55 = e4
% 60.65/25.81  																																																	|
% 60.65/25.81  																																																		| Combining equations (629,587) yields a new equation:
% 60.65/25.81  																																																		| (630) e4 = e1
% 60.65/25.81  																																																		|
% 60.65/25.81  																																																		| Equations (630) can reduce 110 to:
% 60.65/25.81  																																																		| (266) $false
% 60.65/25.81  																																																		|
% 60.65/25.81  																																																		|-The branch is then unsatisfiable
% 60.65/25.81  																																																	|-Branch two:
% 60.65/25.81  																																																	| (763)  ~ (all_0_55_55 = e4)
% 60.65/25.81  																																																	| (764) all_0_56_56 = e4 | all_0_57_57 = e4 | all_0_58_58 = e4
% 60.65/25.81  																																																	|
% 60.65/25.81  																																																		+-Applying beta-rule and splitting (764), into two cases.
% 60.65/25.81  																																																		|-Branch one:
% 60.65/25.81  																																																		| (842) all_0_56_56 = e4
% 60.65/25.81  																																																		|
% 60.65/25.81  																																																			| Equations (842) can reduce 272 to:
% 60.65/25.81  																																																			| (188)  ~ (e4 = e3)
% 60.65/25.81  																																																			|
% 60.65/25.81  																																																			| Equations (842) can reduce 466 to:
% 60.65/25.81  																																																			| (110)  ~ (e4 = e1)
% 60.65/25.81  																																																			|
% 60.65/25.81  																																																			| Equations (842) can reduce 828 to:
% 60.65/25.81  																																																			| (49)  ~ (e4 = e0)
% 60.65/25.81  																																																			|
% 60.65/25.81  																																																			+-Applying beta-rule and splitting (2271), into two cases.
% 60.65/25.81  																																																			|-Branch one:
% 60.65/25.81  																																																			| (446) all_0_44_44 = e4
% 60.65/25.81  																																																			|
% 60.65/25.81  																																																				| Equations (446) can reduce 1390 to:
% 60.65/25.81  																																																				| (266) $false
% 60.65/25.81  																																																				|
% 60.65/25.81  																																																				|-The branch is then unsatisfiable
% 60.65/25.81  																																																			|-Branch two:
% 60.65/25.81  																																																			| (1390)  ~ (all_0_44_44 = e4)
% 60.65/25.81  																																																			| (7998) all_0_49_49 = e4 | all_0_53_53 = e4 | all_0_58_58 = e4
% 60.65/25.81  																																																			|
% 60.65/25.81  																																																				+-Applying beta-rule and splitting (7998), into two cases.
% 60.65/25.81  																																																				|-Branch one:
% 60.65/25.81  																																																				| (974) all_0_49_49 = e4
% 60.65/25.81  																																																				|
% 60.65/25.81  																																																					| Combining equations (671,974) yields a new equation:
% 60.65/25.81  																																																					| (630) e4 = e1
% 60.65/25.81  																																																					|
% 60.65/25.81  																																																					| Equations (630) can reduce 110 to:
% 60.65/25.81  																																																					| (266) $false
% 60.65/25.81  																																																					|
% 60.65/25.81  																																																					|-The branch is then unsatisfiable
% 60.65/25.81  																																																				|-Branch two:
% 60.65/25.81  																																																				| (256)  ~ (all_0_49_49 = e4)
% 60.65/25.81  																																																				| (8013) all_0_53_53 = e4 | all_0_58_58 = e4
% 60.65/25.81  																																																				|
% 60.65/25.81  																																																					+-Applying beta-rule and splitting (8013), into two cases.
% 60.65/25.81  																																																					|-Branch one:
% 60.65/25.81  																																																					| (1298) all_0_53_53 = e4
% 60.65/25.81  																																																					|
% 60.65/25.81  																																																						| Combining equations (665,1298) yields a new equation:
% 60.65/25.81  																																																						| (425) e4 = e3
% 60.65/25.81  																																																						|
% 60.65/25.81  																																																						| Equations (425) can reduce 188 to:
% 60.65/25.81  																																																						| (266) $false
% 60.65/25.81  																																																						|
% 60.65/25.81  																																																						|-The branch is then unsatisfiable
% 60.65/25.81  																																																					|-Branch two:
% 60.65/25.81  																																																					| (1453)  ~ (all_0_53_53 = e4)
% 60.65/25.81  																																																					| (910) all_0_58_58 = e4
% 60.65/25.81  																																																					|
% 60.65/25.81  																																																						| Combining equations (910,914) yields a new equation:
% 60.65/25.81  																																																						| (481) e4 = e0
% 60.65/25.81  																																																						|
% 60.65/25.81  																																																						| Simplifying 481 yields:
% 60.65/25.81  																																																						| (397) e4 = e0
% 60.65/25.81  																																																						|
% 60.65/25.81  																																																						| Equations (397) can reduce 49 to:
% 60.65/25.81  																																																						| (266) $false
% 60.65/25.81  																																																						|
% 60.65/25.81  																																																						|-The branch is then unsatisfiable
% 60.69/25.81  																																																		|-Branch two:
% 60.69/25.81  																																																		| (477)  ~ (all_0_56_56 = e4)
% 60.69/25.81  																																																		| (935) all_0_57_57 = e4 | all_0_58_58 = e4
% 60.69/25.81  																																																		|
% 60.69/25.81  																																																			+-Applying beta-rule and splitting (935), into two cases.
% 60.69/25.81  																																																			|-Branch one:
% 60.69/25.81  																																																			| (871) all_0_57_57 = e4
% 60.69/25.81  																																																			|
% 60.69/25.81  																																																				| Combining equations (871,442) yields a new equation:
% 60.69/25.81  																																																				| (322) e4 = e2
% 60.69/25.81  																																																				|
% 60.69/25.81  																																																				| Simplifying 322 yields:
% 60.69/25.81  																																																				| (323) e4 = e2
% 60.69/25.81  																																																				|
% 60.69/25.81  																																																				| Equations (323) can reduce 48 to:
% 60.69/25.81  																																																				| (266) $false
% 60.69/25.81  																																																				|
% 60.69/25.81  																																																				|-The branch is then unsatisfiable
% 60.69/25.81  																																																			|-Branch two:
% 60.69/25.81  																																																			| (839)  ~ (all_0_57_57 = e4)
% 60.69/25.81  																																																			| (910) all_0_58_58 = e4
% 60.69/25.81  																																																			|
% 60.69/25.81  																																																				| Combining equations (910,914) yields a new equation:
% 60.69/25.81  																																																				| (481) e4 = e0
% 60.69/25.81  																																																				|
% 60.69/25.81  																																																				| Simplifying 481 yields:
% 60.69/25.81  																																																				| (397) e4 = e0
% 60.69/25.81  																																																				|
% 60.69/25.81  																																																				| Equations (397) can reduce 49 to:
% 60.69/25.81  																																																				| (266) $false
% 60.69/25.81  																																																				|
% 60.69/25.81  																																																				|-The branch is then unsatisfiable
% 60.69/25.81  																																										|-Branch two:
% 60.69/25.81  																																										| (464)  ~ (all_0_51_51 = e1)
% 60.69/25.81  																																										| (660) all_0_51_51 = e3
% 60.69/25.81  																																										|
% 60.69/25.81  																																											| Equations (660) can reduce 664 to:
% 60.69/25.81  																																											| (266) $false
% 60.69/25.81  																																											|
% 60.69/25.81  																																											|-The branch is then unsatisfiable
% 60.69/25.81  																										|-Branch two:
% 60.69/25.81  																										| (409)  ~ (all_0_46_46 = e3)
% 60.69/25.81  																										| (4042) all_0_50_50 = e3 | all_0_55_55 = e3
% 60.69/25.81  																										|
% 60.69/25.81  																											+-Applying beta-rule and splitting (418), into two cases.
% 60.69/25.81  																											|-Branch one:
% 60.69/25.81  																											| (660) all_0_51_51 = e3
% 60.69/25.81  																											|
% 60.69/25.81  																												| Equations (660) can reduce 664 to:
% 60.69/25.81  																												| (266) $false
% 60.69/25.81  																												|
% 60.69/25.81  																												|-The branch is then unsatisfiable
% 60.69/25.81  																											|-Branch two:
% 60.69/25.81  																											| (664)  ~ (all_0_51_51 = e3)
% 60.69/25.81  																											| (665) all_0_53_53 = e3
% 60.69/25.81  																											|
% 60.69/25.81  																												| Equations (665) can reduce 509 to:
% 60.69/25.81  																												| (212)  ~ (e3 = e2)
% 60.69/25.81  																												|
% 60.69/25.81  																												+-Applying beta-rule and splitting (4042), into two cases.
% 60.69/25.81  																												|-Branch one:
% 60.69/25.81  																												| (415) all_0_50_50 = e3
% 60.69/25.81  																												|
% 60.69/25.81  																													| Combining equations (378,415) yields a new equation:
% 60.69/25.81  																													| (662) e3 = e2
% 60.69/25.81  																													|
% 60.69/25.81  																													| Equations (662) can reduce 212 to:
% 60.69/25.81  																													| (266) $false
% 60.69/25.81  																													|
% 60.69/25.81  																													|-The branch is then unsatisfiable
% 60.69/25.81  																												|-Branch two:
% 60.69/25.81  																												| (411)  ~ (all_0_50_50 = e3)
% 60.69/25.81  																												| (2336) all_0_55_55 = e3
% 60.69/25.81  																												|
% 60.69/25.81  																													| Equations (2336) can reduce 270 to:
% 60.69/25.81  																													| (266) $false
% 60.69/25.81  																													|
% 60.69/25.81  																													|-The branch is then unsatisfiable
% 60.69/25.81  																						|-Branch two:
% 60.69/25.81  																						| (405)  ~ (all_0_42_42 = e3)
% 60.69/25.81  																						| (521) all_0_47_47 = e3 | all_0_51_51 = e3 | all_0_56_56 = e3
% 60.69/25.81  																						|
% 60.69/25.81  																							+-Applying beta-rule and splitting (152), into two cases.
% 60.69/25.81  																							|-Branch one:
% 60.69/25.81  																							| (1392) all_0_42_42 = e4
% 60.69/25.81  																							|
% 60.69/25.81  																								| Equations (1392) can reduce 73 to:
% 60.69/25.81  																								| (1903)  ~ (all_0_44_44 = e4)
% 60.69/25.81  																								|
% 60.69/25.81  																								| Simplifying 1903 yields:
% 60.69/25.81  																								| (1390)  ~ (all_0_44_44 = e4)
% 60.69/25.81  																								|
% 60.69/25.81  																								| Equations (1392) can reduce 236 to:
% 60.69/25.81  																								| (476)  ~ (all_0_56_56 = e4)
% 60.69/25.81  																								|
% 60.69/25.81  																								| Simplifying 476 yields:
% 60.69/25.81  																								| (477)  ~ (all_0_56_56 = e4)
% 60.69/25.81  																								|
% 60.69/25.81  																								| Equations (1392) can reduce 51 to:
% 60.69/25.81  																								| (48)  ~ (e4 = e2)
% 60.69/25.81  																								|
% 60.69/25.81  																								| Equations (1392) can reduce 1380 to:
% 60.69/25.81  																								| (110)  ~ (e4 = e1)
% 60.69/25.81  																								|
% 60.69/25.81  																								| From (1392) and (210) follows:
% 60.69/25.81  																								| (4074) op(e3, e2) = e4
% 60.69/25.81  																								|
% 60.69/25.81  																								+-Applying beta-rule and splitting (521), into two cases.
% 60.69/25.81  																								|-Branch one:
% 60.69/25.81  																								| (522) all_0_47_47 = e3
% 60.69/25.81  																								|
% 60.69/25.81  																									| Combining equations (1105,522) yields a new equation:
% 60.69/25.81  																									| (662) e3 = e2
% 60.69/25.81  																									|
% 60.69/25.81  																									| Equations (662) can reduce 212 to:
% 60.69/25.81  																									| (266) $false
% 60.69/25.81  																									|
% 60.69/25.81  																									|-The branch is then unsatisfiable
% 60.69/25.81  																								|-Branch two:
% 60.69/25.81  																								| (1091)  ~ (all_0_47_47 = e3)
% 60.69/25.81  																								| (1092) all_0_51_51 = e3 | all_0_56_56 = e3
% 60.69/25.81  																								|
% 60.69/25.81  																									+-Applying beta-rule and splitting (1092), into two cases.
% 60.69/25.81  																									|-Branch one:
% 60.69/25.81  																									| (660) all_0_51_51 = e3
% 60.69/25.81  																									|
% 60.69/25.81  																										| Equations (660) can reduce 6 to:
% 60.69/25.81  																										| (1114)  ~ (all_0_53_53 = e3)
% 60.69/25.81  																										|
% 60.69/25.81  																										| Simplifying 1114 yields:
% 60.69/25.81  																										| (903)  ~ (all_0_53_53 = e3)
% 60.69/25.81  																										|
% 60.69/25.81  																										| Equations (660) can reduce 16 to:
% 60.69/25.81  																										| (271)  ~ (all_0_56_56 = e3)
% 60.69/25.81  																										|
% 60.69/25.81  																										| Simplifying 271 yields:
% 60.69/25.81  																										| (272)  ~ (all_0_56_56 = e3)
% 60.69/25.81  																										|
% 60.69/25.81  																										| From (660) and (186) follows:
% 60.69/25.81  																										| (1552) op(e1, e2) = e3
% 60.69/25.81  																										|
% 60.69/25.81  																										+-Applying beta-rule and splitting (160), into two cases.
% 60.69/25.81  																										|-Branch one:
% 60.69/25.81  																										| (601) all_0_50_50 = e1
% 60.69/25.81  																										|
% 60.69/25.81  																											| Combining equations (378,601) yields a new equation:
% 60.69/25.81  																											| (616) e2 = e1
% 60.69/25.81  																											|
% 60.69/25.81  																											| Simplifying 616 yields:
% 60.69/25.81  																											| (617) e2 = e1
% 60.69/25.81  																											|
% 60.69/25.81  																											| Equations (617) can reduce 122 to:
% 60.69/25.81  																											| (266) $false
% 60.69/25.81  																											|
% 60.69/25.81  																											|-The branch is then unsatisfiable
% 60.69/25.81  																										|-Branch two:
% 60.69/25.81  																										| (759)  ~ (all_0_50_50 = e1)
% 60.69/25.81  																										| (1168) all_0_51_51 = e1 | all_0_52_52 = e1 | all_0_53_53 = e1
% 60.69/25.81  																										|
% 60.69/25.81  																											+-Applying beta-rule and splitting (1168), into two cases.
% 60.69/25.81  																											|-Branch one:
% 60.69/25.81  																											| (1109) all_0_51_51 = e1
% 60.69/25.81  																											|
% 60.69/25.81  																												| Combining equations (660,1109) yields a new equation:
% 60.69/25.81  																												| (454) e3 = e1
% 60.69/25.81  																												|
% 60.69/25.81  																												| Simplifying 454 yields:
% 60.69/25.81  																												| (455) e3 = e1
% 60.69/25.81  																												|
% 60.69/25.81  																												| Equations (455) can reduce 213 to:
% 60.69/25.81  																												| (266) $false
% 60.69/25.81  																												|
% 60.69/25.81  																												|-The branch is then unsatisfiable
% 60.69/25.81  																											|-Branch two:
% 60.69/25.81  																											| (464)  ~ (all_0_51_51 = e1)
% 60.69/25.81  																											| (1202) all_0_52_52 = e1 | all_0_53_53 = e1
% 60.69/25.81  																											|
% 60.69/25.81  																												+-Applying beta-rule and splitting (1202), into two cases.
% 60.69/25.81  																												|-Branch one:
% 60.69/25.81  																												| (642) all_0_52_52 = e1
% 60.69/25.81  																												|
% 60.69/25.81  																													| Combining equations (565,642) yields a new equation:
% 60.69/25.81  																													| (636) e4 = e1
% 60.69/25.81  																													|
% 60.69/25.81  																													| Simplifying 636 yields:
% 60.69/25.81  																													| (630) e4 = e1
% 60.69/25.81  																													|
% 60.69/25.81  																													| Equations (630) can reduce 110 to:
% 60.69/25.81  																													| (266) $false
% 60.69/25.81  																													|
% 60.69/25.81  																													|-The branch is then unsatisfiable
% 60.69/25.81  																												|-Branch two:
% 60.69/25.81  																												| (646)  ~ (all_0_52_52 = e1)
% 60.69/25.81  																												| (1208) all_0_53_53 = e1
% 60.69/25.81  																												|
% 60.69/25.81  																													| Equations (1208) can reduce 220 to:
% 60.69/25.81  																													| (639)  ~ (all_0_44_44 = e1)
% 60.69/25.81  																													|
% 60.69/25.81  																													| Equations (1208) can reduce 65 to:
% 60.69/25.81  																													| (1064)  ~ (all_0_49_49 = e1)
% 60.69/25.81  																													|
% 60.69/25.81  																													| Equations (1208) can reduce 1453 to:
% 60.69/25.81  																													| (602)  ~ (e4 = e1)
% 60.69/25.81  																													|
% 60.69/25.81  																													| Simplifying 602 yields:
% 60.69/25.81  																													| (110)  ~ (e4 = e1)
% 60.69/25.81  																													|
% 60.69/25.81  																													| Equations (1208) can reduce 903 to:
% 60.69/25.81  																													| (467)  ~ (e3 = e1)
% 60.69/25.81  																													|
% 60.69/25.81  																													| Simplifying 467 yields:
% 60.69/25.81  																													| (213)  ~ (e3 = e1)
% 60.69/25.81  																													|
% 60.69/25.81  																													| Equations (1208) can reduce 509 to:
% 60.69/25.81  																													| (604)  ~ (e2 = e1)
% 60.69/25.81  																													|
% 60.69/25.81  																													| Simplifying 604 yields:
% 60.69/25.81  																													| (122)  ~ (e2 = e1)
% 60.69/25.81  																													|
% 60.69/25.81  																													+-Applying beta-rule and splitting (54), into two cases.
% 60.69/25.81  																													|-Branch one:
% 60.69/25.81  																													| (583) all_0_49_49 = e2
% 60.69/25.81  																													|
% 60.69/25.81  																														| Equations (583) can reduce 340 to:
% 60.69/25.81  																														| (266) $false
% 60.69/25.81  																														|
% 60.69/25.81  																														|-The branch is then unsatisfiable
% 60.69/25.81  																													|-Branch two:
% 60.69/25.81  																													| (340)  ~ (all_0_49_49 = e2)
% 60.69/25.81  																													| (586) all_0_49_49 = e4 | all_0_49_49 = e3 | all_0_49_49 = e1 | all_0_49_49 = e0
% 60.69/25.81  																													|
% 60.69/25.81  																														+-Applying beta-rule and splitting (135), into two cases.
% 60.69/25.81  																														|-Branch one:
% 60.69/25.81  																														| (545) all_0_46_46 = e1
% 60.69/25.81  																														|
% 60.69/25.81  																															| Equations (545) can reduce 208 to:
% 60.69/25.81  																															| (1419)  ~ (all_0_49_49 = e1)
% 60.69/25.81  																															|
% 60.69/25.81  																															| Simplifying 1419 yields:
% 60.69/25.81  																															| (1064)  ~ (all_0_49_49 = e1)
% 60.69/25.81  																															|
% 60.69/25.82  																															| Equations (545) can reduce 58 to:
% 60.69/25.82  																															| (2331)  ~ (all_0_55_55 = e1)
% 60.69/25.82  																															|
% 60.69/25.82  																															| Simplifying 2331 yields:
% 60.69/25.82  																															| (632)  ~ (all_0_55_55 = e1)
% 60.69/25.82  																															|
% 60.69/25.82  																															| Equations (545) can reduce 250 to:
% 60.69/25.82  																															| (602)  ~ (e4 = e1)
% 60.69/25.82  																															|
% 60.69/25.82  																															| Simplifying 602 yields:
% 60.69/25.82  																															| (110)  ~ (e4 = e1)
% 60.69/25.82  																															|
% 60.69/25.82  																															+-Applying beta-rule and splitting (174), into two cases.
% 60.69/25.82  																															|-Branch one:
% 60.69/25.82  																															| (386) all_0_55_55 = e2
% 60.69/25.82  																															|
% 60.69/25.82  																																| Equations (386) can reduce 304 to:
% 60.69/25.82  																																| (266) $false
% 60.69/25.82  																																|
% 60.69/25.82  																																|-The branch is then unsatisfiable
% 60.69/25.82  																															|-Branch two:
% 60.69/25.82  																															| (304)  ~ (all_0_55_55 = e2)
% 60.69/25.82  																															| (2051) all_0_55_55 = e4 | all_0_55_55 = e3 | all_0_55_55 = e1 | all_0_55_55 = e0
% 60.69/25.82  																															|
% 60.69/25.82  																																+-Applying beta-rule and splitting (2051), into two cases.
% 60.69/25.82  																																|-Branch one:
% 60.69/25.82  																																| (587) all_0_55_55 = e4
% 60.69/25.82  																																|
% 60.69/25.82  																																	| Equations (587) can reduce 763 to:
% 60.69/25.82  																																	| (266) $false
% 60.69/25.82  																																	|
% 60.69/25.82  																																	|-The branch is then unsatisfiable
% 60.69/25.82  																																|-Branch two:
% 60.69/25.82  																																| (763)  ~ (all_0_55_55 = e4)
% 60.69/25.82  																																| (2055) all_0_55_55 = e3 | all_0_55_55 = e1 | all_0_55_55 = e0
% 60.69/25.82  																																|
% 60.69/25.82  																																	+-Applying beta-rule and splitting (2055), into two cases.
% 60.69/25.82  																																	|-Branch one:
% 60.69/25.82  																																	| (858) all_0_55_55 = e0
% 60.69/25.82  																																	|
% 60.69/25.82  																																		| Equations (858) can reduce 153 to:
% 60.69/25.82  																																		| (1181)  ~ (all_0_56_56 = e0)
% 60.69/25.82  																																		|
% 60.69/25.82  																																		| Simplifying 1181 yields:
% 60.69/25.82  																																		| (828)  ~ (all_0_56_56 = e0)
% 60.69/25.82  																																		|
% 60.69/25.82  																																		| Equations (858) can reduce 304 to:
% 60.69/25.82  																																		| (365)  ~ (e2 = e0)
% 60.69/25.82  																																		|
% 60.69/25.82  																																		| Simplifying 365 yields:
% 60.69/25.82  																																		| (128)  ~ (e2 = e0)
% 60.69/25.82  																																		|
% 60.69/25.82  																																		| Equations (858) can reduce 632 to:
% 60.69/25.82  																																		| (435)  ~ (e1 = e0)
% 60.69/25.82  																																		|
% 60.69/25.82  																																		| Simplifying 435 yields:
% 60.69/25.82  																																		| (233)  ~ (e1 = e0)
% 60.69/25.82  																																		|
% 60.69/25.82  																																		+-Applying beta-rule and splitting (150), into two cases.
% 60.69/25.82  																																		|-Branch one:
% 60.69/25.82  																																		| (1378) all_0_40_40 = e4
% 60.69/25.82  																																		|
% 60.69/25.82  																																			| Combining equations (313,1378) yields a new equation:
% 60.69/25.82  																																			| (323) e4 = e2
% 60.69/25.82  																																			|
% 60.69/25.82  																																			| Equations (323) can reduce 48 to:
% 60.69/25.82  																																			| (266) $false
% 60.69/25.82  																																			|
% 60.69/25.82  																																			|-The branch is then unsatisfiable
% 60.69/25.82  																																		|-Branch two:
% 60.69/25.82  																																		| (447)  ~ (all_0_40_40 = e4)
% 60.69/25.82  																																		| (2271) all_0_44_44 = e4 | all_0_49_49 = e4 | all_0_53_53 = e4 | all_0_58_58 = e4
% 60.69/25.82  																																		|
% 60.69/25.82  																																			+-Applying beta-rule and splitting (2271), into two cases.
% 60.69/25.82  																																			|-Branch one:
% 60.69/25.82  																																			| (446) all_0_44_44 = e4
% 60.69/25.82  																																			|
% 60.69/25.82  																																				| Equations (446) can reduce 1390 to:
% 60.69/25.82  																																				| (266) $false
% 60.69/25.82  																																				|
% 60.69/25.82  																																				|-The branch is then unsatisfiable
% 60.69/25.82  																																			|-Branch two:
% 60.69/25.82  																																			| (1390)  ~ (all_0_44_44 = e4)
% 60.69/25.82  																																			| (7998) all_0_49_49 = e4 | all_0_53_53 = e4 | all_0_58_58 = e4
% 60.69/25.82  																																			|
% 60.69/25.82  																																				+-Applying beta-rule and splitting (131), into two cases.
% 60.69/25.82  																																				|-Branch one:
% 60.69/25.82  																																				| (459) all_0_42_42 = e1
% 60.69/25.82  																																				|
% 60.69/25.82  																																					| Combining equations (1392,459) yields a new equation:
% 60.69/25.82  																																					| (636) e4 = e1
% 60.69/25.82  																																					|
% 60.69/25.82  																																					| Simplifying 636 yields:
% 60.69/25.82  																																					| (630) e4 = e1
% 60.69/25.82  																																					|
% 60.69/25.82  																																					| Equations (630) can reduce 110 to:
% 60.69/25.82  																																					| (266) $false
% 60.69/25.82  																																					|
% 60.69/25.82  																																					|-The branch is then unsatisfiable
% 60.69/25.82  																																				|-Branch two:
% 60.69/25.82  																																				| (1380)  ~ (all_0_42_42 = e1)
% 60.69/25.82  																																				| (3259) all_0_47_47 = e1 | all_0_51_51 = e1 | all_0_56_56 = e1
% 60.69/25.82  																																				|
% 60.69/25.82  																																					| Equations (1392) can reduce 1380 to:
% 60.69/25.82  																																					| (110)  ~ (e4 = e1)
% 60.69/25.82  																																					|
% 60.69/25.82  																																					+-Applying beta-rule and splitting (75), into two cases.
% 60.69/25.82  																																					|-Branch one:
% 60.69/25.82  																																					| (485) all_0_40_40 = e0
% 60.69/25.82  																																					|
% 60.69/25.82  																																						| Combining equations (313,485) yields a new equation:
% 60.69/25.82  																																						| (391) e2 = e0
% 60.69/25.82  																																						|
% 60.69/25.82  																																						| Simplifying 391 yields:
% 60.69/25.82  																																						| (330) e2 = e0
% 60.69/25.82  																																						|
% 60.69/25.82  																																						| Equations (330) can reduce 128 to:
% 60.69/25.82  																																						| (266) $false
% 60.69/25.82  																																						|
% 60.69/25.82  																																						|-The branch is then unsatisfiable
% 60.69/25.82  																																					|-Branch two:
% 60.69/25.82  																																					| (1401)  ~ (all_0_40_40 = e0)
% 60.69/25.82  																																					| (1748) all_0_44_44 = e0 | all_0_49_49 = e0 | all_0_58_58 = e0
% 60.69/25.82  																																					|
% 60.69/25.82  																																						+-Applying beta-rule and splitting (133), into two cases.
% 60.69/25.82  																																						|-Branch one:
% 60.69/25.82  																																						| (833) all_0_56_56 = e2
% 60.69/25.82  																																						|
% 60.69/25.82  																																							| Equations (833) can reduce 511 to:
% 60.69/25.82  																																							| (266) $false
% 60.69/25.82  																																							|
% 60.69/25.82  																																							|-The branch is then unsatisfiable
% 60.69/25.82  																																						|-Branch two:
% 60.69/25.82  																																						| (511)  ~ (all_0_56_56 = e2)
% 60.69/25.82  																																						| (836) all_0_56_56 = e4 | all_0_56_56 = e3 | all_0_56_56 = e1 | all_0_56_56 = e0
% 60.69/25.82  																																						|
% 60.69/25.82  																																							+-Applying beta-rule and splitting (26), into two cases.
% 60.69/25.82  																																							|-Branch one:
% 60.69/25.82  																																							| (446) all_0_44_44 = e4
% 60.69/25.82  																																							|
% 60.69/25.82  																																								| Equations (446) can reduce 1390 to:
% 60.69/25.82  																																								| (266) $false
% 60.69/25.82  																																								|
% 60.69/25.82  																																								|-The branch is then unsatisfiable
% 60.69/25.82  																																							|-Branch two:
% 60.69/25.82  																																							| (1390)  ~ (all_0_44_44 = e4)
% 60.69/25.82  																																							| (1391) all_0_44_44 = e3 | all_0_44_44 = e1 | all_0_44_44 = e0
% 60.69/25.82  																																							|
% 60.69/25.82  																																								+-Applying beta-rule and splitting (836), into two cases.
% 60.69/25.82  																																								|-Branch one:
% 60.69/25.82  																																								| (842) all_0_56_56 = e4
% 60.69/25.82  																																								|
% 60.69/25.82  																																									| Equations (842) can reduce 477 to:
% 60.69/25.82  																																									| (266) $false
% 60.69/25.82  																																									|
% 60.69/25.82  																																									|-The branch is then unsatisfiable
% 60.69/25.82  																																								|-Branch two:
% 60.69/25.82  																																								| (477)  ~ (all_0_56_56 = e4)
% 60.69/25.82  																																								| (845) all_0_56_56 = e3 | all_0_56_56 = e1 | all_0_56_56 = e0
% 60.69/25.82  																																								|
% 60.69/25.82  																																									+-Applying beta-rule and splitting (216), into two cases.
% 60.69/25.82  																																									|-Branch one:
% 60.69/25.82  																																									| (629) all_0_55_55 = e1
% 60.69/25.82  																																									|
% 60.69/25.82  																																										| Combining equations (858,629) yields a new equation:
% 60.69/25.82  																																										| (431) e1 = e0
% 60.69/25.82  																																										|
% 60.69/25.82  																																										| Equations (431) can reduce 233 to:
% 60.69/25.82  																																										| (266) $false
% 60.69/25.82  																																										|
% 60.69/25.82  																																										|-The branch is then unsatisfiable
% 60.69/25.82  																																									|-Branch two:
% 60.69/25.82  																																									| (632)  ~ (all_0_55_55 = e1)
% 60.69/25.82  																																									| (633) all_0_56_56 = e1 | all_0_57_57 = e1 | all_0_58_58 = e1
% 60.69/25.82  																																									|
% 60.69/25.82  																																										+-Applying beta-rule and splitting (108), into two cases.
% 60.69/25.82  																																										|-Branch one:
% 60.69/25.82  																																										| (624) all_0_58_58 = e2
% 60.69/25.82  																																										|
% 60.69/25.82  																																											| Equations (624) can reduce 908 to:
% 60.69/25.82  																																											| (266) $false
% 60.69/25.82  																																											|
% 60.69/25.82  																																											|-The branch is then unsatisfiable
% 60.69/25.82  																																										|-Branch two:
% 60.69/25.82  																																										| (908)  ~ (all_0_58_58 = e2)
% 60.69/25.82  																																										| (909) all_0_58_58 = e4 | all_0_58_58 = e3 | all_0_58_58 = e1 | all_0_58_58 = e0
% 60.69/25.82  																																										|
% 60.69/25.82  																																											+-Applying beta-rule and splitting (586), into two cases.
% 60.69/25.82  																																											|-Branch one:
% 60.69/25.82  																																											| (974) all_0_49_49 = e4
% 60.69/25.82  																																											|
% 60.69/25.82  																																												| Equations (974) can reduce 256 to:
% 60.69/25.82  																																												| (266) $false
% 60.69/25.82  																																												|
% 60.69/25.82  																																												|-The branch is then unsatisfiable
% 60.69/25.82  																																											|-Branch two:
% 60.69/25.82  																																											| (256)  ~ (all_0_49_49 = e4)
% 60.69/25.82  																																											| (977) all_0_49_49 = e3 | all_0_49_49 = e1 | all_0_49_49 = e0
% 60.69/25.82  																																											|
% 60.69/25.82  																																												+-Applying beta-rule and splitting (845), into two cases.
% 60.69/25.82  																																												|-Branch one:
% 60.69/25.82  																																												| (679) all_0_56_56 = e0
% 60.69/25.82  																																												|
% 60.69/25.82  																																													| Equations (679) can reduce 828 to:
% 60.69/25.82  																																													| (266) $false
% 60.69/25.82  																																													|
% 60.69/25.82  																																													|-The branch is then unsatisfiable
% 60.69/25.82  																																												|-Branch two:
% 60.69/25.82  																																												| (828)  ~ (all_0_56_56 = e0)
% 60.69/25.82  																																												| (3172) all_0_56_56 = e3 | all_0_56_56 = e1
% 60.69/25.82  																																												|
% 60.69/25.82  																																													+-Applying beta-rule and splitting (7998), into two cases.
% 60.69/25.82  																																													|-Branch one:
% 60.69/25.82  																																													| (974) all_0_49_49 = e4
% 60.69/25.82  																																													|
% 60.69/25.82  																																														| Equations (974) can reduce 256 to:
% 60.69/25.82  																																														| (266) $false
% 60.69/25.82  																																														|
% 60.69/25.82  																																														|-The branch is then unsatisfiable
% 60.69/25.82  																																													|-Branch two:
% 60.69/25.82  																																													| (256)  ~ (all_0_49_49 = e4)
% 60.69/25.82  																																													| (8013) all_0_53_53 = e4 | all_0_58_58 = e4
% 60.69/25.82  																																													|
% 60.69/25.82  																																														+-Applying beta-rule and splitting (909), into two cases.
% 60.69/25.82  																																														|-Branch one:
% 60.69/25.82  																																														| (910) all_0_58_58 = e4
% 60.69/25.82  																																														|
% 60.69/25.82  																																															| From (910) and (245) follows:
% 60.69/25.82  																																															| (2661) op(e0, e0) = e4
% 60.69/25.82  																																															|
% 60.69/25.82  																																															+-Applying beta-rule and splitting (977), into two cases.
% 60.69/25.82  																																															|-Branch one:
% 60.69/25.82  																																															| (978) all_0_49_49 = e0
% 60.69/25.82  																																															|
% 60.69/25.82  																																																| Equations (978) can reduce 487 to:
% 60.69/25.82  																																																| (266) $false
% 60.69/25.82  																																																|
% 60.69/25.82  																																																|-The branch is then unsatisfiable
% 60.69/25.82  																																															|-Branch two:
% 60.69/25.82  																																															| (487)  ~ (all_0_49_49 = e0)
% 60.69/25.82  																																															| (981) all_0_49_49 = e3 | all_0_49_49 = e1
% 60.69/25.82  																																															|
% 60.69/25.82  																																																+-Applying beta-rule and splitting (981), into two cases.
% 60.69/25.82  																																																|-Branch one:
% 60.69/25.82  																																																| (671) all_0_49_49 = e1
% 60.69/25.82  																																																|
% 60.69/25.82  																																																	| Equations (671) can reduce 1064 to:
% 60.69/25.82  																																																	| (266) $false
% 60.69/25.82  																																																	|
% 60.69/25.82  																																																	|-The branch is then unsatisfiable
% 60.69/25.82  																																																|-Branch two:
% 60.69/25.82  																																																| (1064)  ~ (all_0_49_49 = e1)
% 60.69/25.82  																																																| (884) all_0_49_49 = e3
% 60.69/25.82  																																																|
% 60.69/25.82  																																																	| Equations (884) can reduce 9 to:
% 60.69/25.82  																																																	| (407)  ~ (all_0_44_44 = e3)
% 60.69/25.82  																																																	|
% 60.69/25.82  																																																	| From (884) and (55) follows:
% 60.69/25.82  																																																	| (1581) op(e2, e0) = e3
% 60.69/25.82  																																																	|
% 60.69/25.82  																																																	+-Applying beta-rule and splitting (633), into two cases.
% 60.69/25.82  																																																	|-Branch one:
% 60.69/25.82  																																																	| (1569) all_0_56_56 = e1
% 60.69/25.82  																																																	|
% 60.69/25.82  																																																		| Equations (1569) can reduce 511 to:
% 60.69/25.82  																																																		| (604)  ~ (e2 = e1)
% 60.69/25.82  																																																		|
% 60.69/25.82  																																																		| Simplifying 604 yields:
% 60.69/25.82  																																																		| (122)  ~ (e2 = e1)
% 60.69/25.82  																																																		|
% 60.69/25.82  																																																		+-Applying beta-rule and splitting (1748), into two cases.
% 60.69/25.82  																																																		|-Branch one:
% 60.69/25.82  																																																		| (1414) all_0_44_44 = e0
% 60.69/25.82  																																																		|
% 60.69/25.82  																																																			| Equations (1414) can reduce 639 to:
% 60.69/25.82  																																																			| (435)  ~ (e1 = e0)
% 60.69/25.82  																																																			|
% 60.69/25.82  																																																			| Simplifying 435 yields:
% 60.69/25.82  																																																			| (233)  ~ (e1 = e0)
% 60.69/25.82  																																																			|
% 60.69/25.82  																																																			+-Applying beta-rule and splitting (56), into two cases.
% 60.69/25.82  																																																			|-Branch one:
% 60.69/25.82  																																																			| (696) unit = e2
% 60.69/25.82  																																																			|
% 60.69/25.82  																																																				| From (696) and (227) follows:
% 60.69/25.82  																																																				| (4284) op(e4, e2) = e4
% 60.69/25.82  																																																				|
% 60.69/25.82  																																																				| From (696) and (40) follows:
% 60.69/25.82  																																																				| (4285) op(e3, e2) = e3
% 60.69/25.82  																																																				|
% 60.69/25.82  																																																				| From (696) and (28) follows:
% 60.69/25.82  																																																				| (699) op(e1, e2) = e1
% 60.69/25.82  																																																				|
% 60.69/25.82  																																																				| Instantiating formula (29) with e4, e2, e4, e0 and discharging atoms op(e4, e2) = e4, op(e4, e2) = e0, yields:
% 60.69/25.82  																																																				| (397) e4 = e0
% 60.69/25.82  																																																				|
% 60.69/25.82  																																																				| Instantiating formula (29) with e3, e2, e3, e4 and discharging atoms op(e3, e2) = e4, op(e3, e2) = e3, yields:
% 60.69/25.82  																																																				| (425) e4 = e3
% 60.69/25.82  																																																				|
% 60.69/25.82  																																																				| Instantiating formula (29) with e1, e2, e1, e3 and discharging atoms op(e1, e2) = e3, op(e1, e2) = e1, yields:
% 60.69/25.82  																																																				| (455) e3 = e1
% 60.69/25.82  																																																				|
% 60.69/25.82  																																																				| Combining equations (397,425) yields a new equation:
% 60.69/25.82  																																																				| (676) e3 = e0
% 60.69/25.82  																																																				|
% 60.69/25.82  																																																				| Combining equations (455,676) yields a new equation:
% 60.69/25.82  																																																				| (546) e1 = e0
% 60.69/25.82  																																																				|
% 60.69/25.82  																																																				| Simplifying 546 yields:
% 60.69/25.82  																																																				| (431) e1 = e0
% 60.69/25.82  																																																				|
% 60.69/25.82  																																																				| Equations (431) can reduce 233 to:
% 60.69/25.82  																																																				| (266) $false
% 60.69/25.82  																																																				|
% 60.69/25.82  																																																				|-The branch is then unsatisfiable
% 60.69/25.82  																																																			|-Branch two:
% 60.69/25.82  																																																			| (707)  ~ (unit = e2)
% 60.69/25.82  																																																			| (708) unit = e4 | unit = e3 | unit = e1 | unit = e0
% 60.69/25.82  																																																			|
% 60.69/25.82  																																																				+-Applying beta-rule and splitting (708), into two cases.
% 60.69/25.82  																																																				|-Branch one:
% 60.69/25.82  																																																				| (709) unit = e4
% 60.69/25.82  																																																				|
% 60.69/25.82  																																																					| From (709) and (24) follows:
% 60.69/25.82  																																																					| (33325) op(e4, e3) = e3
% 60.69/25.82  																																																					|
% 60.69/25.82  																																																					| From (709) and (211) follows:
% 60.69/25.82  																																																					| (22527) op(e4, e1) = e1
% 60.69/25.82  																																																					|
% 60.69/25.82  																																																					| From (709) and (209) follows:
% 60.69/25.82  																																																					| (3072) op(e4, e0) = e0
% 60.69/25.82  																																																					|
% 60.69/25.82  																																																					| From (709) and (32) follows:
% 60.69/25.82  																																																					| (712) op(e2, e4) = e2
% 60.69/25.82  																																																					|
% 60.69/25.82  																																																					| Instantiating formula (29) with e4, e3, e3, e4 and discharging atoms op(e4, e3) = e4, op(e4, e3) = e3, yields:
% 60.69/25.82  																																																					| (425) e4 = e3
% 60.69/25.82  																																																					|
% 60.69/25.82  																																																					| Instantiating formula (29) with e4, e1, e1, e3 and discharging atoms op(e4, e1) = e3, op(e4, e1) = e1, yields:
% 60.69/25.82  																																																					| (455) e3 = e1
% 60.69/25.82  																																																					|
% 60.69/25.82  																																																					| Instantiating formula (29) with e4, e0, e0, e2 and discharging atoms op(e4, e0) = e2, op(e4, e0) = e0, yields:
% 60.69/25.82  																																																					| (330) e2 = e0
% 60.69/25.82  																																																					|
% 60.69/25.82  																																																					| Instantiating formula (29) with e2, e4, e2, e4 and discharging atoms op(e2, e4) = e4, op(e2, e4) = e2, yields:
% 60.69/25.82  																																																					| (323) e4 = e2
% 60.69/25.82  																																																					|
% 60.69/25.82  																																																					| Combining equations (425,323) yields a new equation:
% 60.69/25.82  																																																					| (661) e3 = e2
% 60.69/25.82  																																																					|
% 60.69/25.82  																																																					| Simplifying 661 yields:
% 60.69/25.82  																																																					| (662) e3 = e2
% 60.69/25.82  																																																					|
% 60.69/25.82  																																																					| Combining equations (662,455) yields a new equation:
% 60.69/25.82  																																																					| (616) e2 = e1
% 60.69/25.82  																																																					|
% 60.69/25.82  																																																					| Simplifying 616 yields:
% 60.69/25.82  																																																					| (617) e2 = e1
% 60.69/25.82  																																																					|
% 60.69/25.82  																																																					| Combining equations (330,617) yields a new equation:
% 60.69/25.82  																																																					| (431) e1 = e0
% 60.69/25.82  																																																					|
% 60.69/25.82  																																																					| Equations (431) can reduce 233 to:
% 60.69/25.82  																																																					| (266) $false
% 60.69/25.82  																																																					|
% 60.69/25.82  																																																					|-The branch is then unsatisfiable
% 60.69/25.82  																																																				|-Branch two:
% 60.69/25.82  																																																				| (724)  ~ (unit = e4)
% 60.69/25.82  																																																				| (725) unit = e3 | unit = e1 | unit = e0
% 60.69/25.82  																																																				|
% 60.69/25.82  																																																					+-Applying beta-rule and splitting (725), into two cases.
% 60.69/25.82  																																																					|-Branch one:
% 60.69/25.82  																																																					| (726) unit = e0
% 60.69/25.82  																																																					|
% 60.69/25.82  																																																						| From (726) and (244) follows:
% 60.69/25.82  																																																						| (2207) op(e0, e4) = e4
% 60.69/25.82  																																																						|
% 60.69/25.82  																																																						| From (726) and (211) follows:
% 60.69/25.82  																																																						| (15180) op(e0, e1) = e1
% 60.69/25.82  																																																						|
% 60.69/25.82  																																																						| From (726) and (32) follows:
% 60.69/25.82  																																																						| (727) op(e2, e0) = e2
% 60.69/25.82  																																																						|
% 60.69/25.82  																																																						| From (726) and (42) follows:
% 60.69/25.82  																																																						| (728) op(e0, e0) = e0
% 60.69/25.82  																																																						|
% 60.69/25.82  																																																						| Instantiating formula (29) with e2, e0, e2, e3 and discharging atoms op(e2, e0) = e3, op(e2, e0) = e2, yields:
% 60.69/25.82  																																																						| (662) e3 = e2
% 60.69/25.82  																																																						|
% 60.69/25.82  																																																						| Instantiating formula (29) with e0, e4, e4, e3 and discharging atoms op(e0, e4) = e4, op(e0, e4) = e3, yields:
% 60.69/25.82  																																																						| (425) e4 = e3
% 60.69/25.82  																																																						|
% 60.69/25.82  																																																						| Instantiating formula (29) with e0, e1, e1, e2 and discharging atoms op(e0, e1) = e2, op(e0, e1) = e1, yields:
% 60.69/25.82  																																																						| (617) e2 = e1
% 60.69/25.82  																																																						|
% 60.69/25.82  																																																						| Instantiating formula (29) with e0, e0, e0, e4 and discharging atoms op(e0, e0) = e4, op(e0, e0) = e0, yields:
% 60.69/25.82  																																																						| (397) e4 = e0
% 60.69/25.82  																																																						|
% 60.69/25.82  																																																						| Combining equations (425,397) yields a new equation:
% 60.69/25.82  																																																						| (675) e3 = e0
% 60.69/25.82  																																																						|
% 60.69/25.82  																																																						| Simplifying 675 yields:
% 60.69/25.82  																																																						| (676) e3 = e0
% 60.69/25.82  																																																						|
% 60.69/25.82  																																																						| Combining equations (662,676) yields a new equation:
% 60.69/25.82  																																																						| (391) e2 = e0
% 60.69/25.82  																																																						|
% 60.69/25.82  																																																						| Simplifying 391 yields:
% 60.69/25.82  																																																						| (330) e2 = e0
% 60.69/25.82  																																																						|
% 60.69/25.82  																																																						| Combining equations (617,330) yields a new equation:
% 60.69/25.82  																																																						| (546) e1 = e0
% 60.69/25.82  																																																						|
% 60.69/25.82  																																																						| Simplifying 546 yields:
% 60.69/25.82  																																																						| (431) e1 = e0
% 60.69/25.82  																																																						|
% 60.69/25.82  																																																						| Equations (431) can reduce 233 to:
% 60.69/25.82  																																																						| (266) $false
% 60.69/25.82  																																																						|
% 60.69/25.82  																																																						|-The branch is then unsatisfiable
% 60.69/25.82  																																																					|-Branch two:
% 60.69/25.82  																																																					| (734)  ~ (unit = e0)
% 60.69/25.82  																																																					| (735) unit = e3 | unit = e1
% 60.69/25.82  																																																					|
% 60.69/25.82  																																																						+-Applying beta-rule and splitting (735), into two cases.
% 60.69/25.82  																																																						|-Branch one:
% 60.69/25.82  																																																						| (736) unit = e1
% 60.69/25.82  																																																						|
% 60.69/25.82  																																																							| Equations (736) can reduce 734 to:
% 60.69/25.82  																																																							| (233)  ~ (e1 = e0)
% 60.69/25.82  																																																							|
% 60.69/25.82  																																																							| From (736) and (15) follows:
% 60.69/25.82  																																																							| (515) op(e1, e2) = e2
% 60.69/25.82  																																																							|
% 60.69/25.82  																																																							| From (736) and (40) follows:
% 60.69/25.82  																																																							| (1652) op(e3, e1) = e3
% 60.69/25.82  																																																							|
% 60.69/25.82  																																																							| From (736) and (42) follows:
% 60.69/25.82  																																																							| (3221) op(e0, e1) = e0
% 60.69/25.82  																																																							|
% 60.69/25.82  																																																							| Instantiating formula (29) with e3, e1, e3, e1 and discharging atoms op(e3, e1) = e3, op(e3, e1) = e1, yields:
% 60.69/25.82  																																																							| (455) e3 = e1
% 60.69/25.82  																																																							|
% 60.69/25.82  																																																							| Instantiating formula (29) with e1, e2, e2, e3 and discharging atoms op(e1, e2) = e3, op(e1, e2) = e2, yields:
% 60.69/25.82  																																																							| (662) e3 = e2
% 60.69/25.82  																																																							|
% 60.69/25.82  																																																							| Instantiating formula (29) with e0, e1, e0, e2 and discharging atoms op(e0, e1) = e2, op(e0, e1) = e0, yields:
% 60.69/25.83  																																																							| (330) e2 = e0
% 60.69/25.83  																																																							|
% 60.69/25.83  																																																							| Combining equations (662,455) yields a new equation:
% 60.69/25.83  																																																							| (616) e2 = e1
% 60.69/25.83  																																																							|
% 60.69/25.83  																																																							| Simplifying 616 yields:
% 60.69/25.83  																																																							| (617) e2 = e1
% 60.69/25.83  																																																							|
% 60.69/25.83  																																																							| Combining equations (617,330) yields a new equation:
% 60.69/25.83  																																																							| (546) e1 = e0
% 60.69/25.83  																																																							|
% 60.69/25.83  																																																							| Simplifying 546 yields:
% 60.69/25.83  																																																							| (431) e1 = e0
% 60.69/25.83  																																																							|
% 60.69/25.83  																																																							| Equations (431) can reduce 233 to:
% 60.69/25.83  																																																							| (266) $false
% 60.69/25.83  																																																							|
% 60.69/25.83  																																																							|-The branch is then unsatisfiable
% 60.69/25.83  																																																						|-Branch two:
% 60.69/25.83  																																																						| (748)  ~ (unit = e1)
% 60.69/25.83  																																																						| (749) unit = e3
% 60.69/25.83  																																																						|
% 60.69/25.83  																																																							| From (749) and (28) follows:
% 60.69/25.83  																																																							| (2235) op(e1, e3) = e1
% 60.69/25.83  																																																							|
% 60.69/25.83  																																																							| Instantiating formula (29) with e1, e3, e1, e2 and discharging atoms op(e1, e3) = e2, op(e1, e3) = e1, yields:
% 60.69/25.83  																																																							| (617) e2 = e1
% 60.69/25.83  																																																							|
% 60.69/25.83  																																																							| Equations (617) can reduce 122 to:
% 60.69/25.83  																																																							| (266) $false
% 60.69/25.83  																																																							|
% 60.69/25.83  																																																							|-The branch is then unsatisfiable
% 60.69/25.83  																																																		|-Branch two:
% 60.69/25.83  																																																		| (360)  ~ (all_0_44_44 = e0)
% 60.69/25.83  																																																		| (1760) all_0_49_49 = e0 | all_0_58_58 = e0
% 60.69/25.83  																																																		|
% 60.69/25.83  																																																			+-Applying beta-rule and splitting (1391), into two cases.
% 60.69/25.83  																																																			|-Branch one:
% 60.69/25.83  																																																			| (1414) all_0_44_44 = e0
% 60.69/25.83  																																																			|
% 60.69/25.83  																																																				| Equations (1414) can reduce 360 to:
% 60.69/25.83  																																																				| (266) $false
% 60.69/25.83  																																																				|
% 60.69/25.83  																																																				|-The branch is then unsatisfiable
% 60.69/25.83  																																																			|-Branch two:
% 60.69/25.83  																																																			| (360)  ~ (all_0_44_44 = e0)
% 60.69/25.83  																																																			| (1417) all_0_44_44 = e3 | all_0_44_44 = e1
% 60.69/25.83  																																																			|
% 60.69/25.83  																																																				+-Applying beta-rule and splitting (1417), into two cases.
% 60.69/25.83  																																																				|-Branch one:
% 60.69/25.83  																																																				| (635) all_0_44_44 = e1
% 60.69/25.83  																																																				|
% 60.69/25.83  																																																					| Equations (635) can reduce 639 to:
% 60.69/25.83  																																																					| (266) $false
% 60.69/25.83  																																																					|
% 60.69/25.83  																																																					|-The branch is then unsatisfiable
% 60.69/25.83  																																																				|-Branch two:
% 60.69/25.83  																																																				| (639)  ~ (all_0_44_44 = e1)
% 60.69/25.83  																																																				| (532) all_0_44_44 = e3
% 60.69/25.83  																																																				|
% 60.69/25.83  																																																					| Equations (532) can reduce 407 to:
% 60.69/25.83  																																																					| (266) $false
% 60.69/25.83  																																																					|
% 60.69/25.83  																																																					|-The branch is then unsatisfiable
% 60.69/25.83  																																																	|-Branch two:
% 60.69/25.83  																																																	| (466)  ~ (all_0_56_56 = e1)
% 60.69/25.83  																																																	| (1574) all_0_57_57 = e1 | all_0_58_58 = e1
% 60.69/25.83  																																																	|
% 60.69/25.83  																																																		+-Applying beta-rule and splitting (3172), into two cases.
% 60.69/25.83  																																																		|-Branch one:
% 60.69/25.83  																																																		| (1569) all_0_56_56 = e1
% 60.69/25.83  																																																		|
% 60.69/25.83  																																																			| Equations (1569) can reduce 466 to:
% 60.69/25.83  																																																			| (266) $false
% 60.69/25.83  																																																			|
% 60.69/25.83  																																																			|-The branch is then unsatisfiable
% 60.69/25.83  																																																		|-Branch two:
% 60.69/25.83  																																																		| (466)  ~ (all_0_56_56 = e1)
% 60.69/25.83  																																																		| (1097) all_0_56_56 = e3
% 60.69/25.83  																																																		|
% 60.69/25.83  																																																			| Equations (1097) can reduce 272 to:
% 60.69/25.83  																																																			| (266) $false
% 60.69/25.83  																																																			|
% 60.69/25.83  																																																			|-The branch is then unsatisfiable
% 60.69/25.83  																																														|-Branch two:
% 60.69/25.83  																																														| (451)  ~ (all_0_58_58 = e4)
% 60.69/25.83  																																														| (913) all_0_58_58 = e3 | all_0_58_58 = e1 | all_0_58_58 = e0
% 60.69/25.83  																																														|
% 60.69/25.83  																																															+-Applying beta-rule and splitting (8013), into two cases.
% 60.69/25.83  																																															|-Branch one:
% 60.69/25.83  																																															| (1298) all_0_53_53 = e4
% 60.69/25.83  																																															|
% 60.69/25.83  																																																| Combining equations (1208,1298) yields a new equation:
% 60.69/25.83  																																																| (630) e4 = e1
% 60.69/25.83  																																																|
% 60.69/25.83  																																																| Equations (630) can reduce 110 to:
% 60.69/25.83  																																																| (266) $false
% 60.69/25.83  																																																|
% 60.69/25.83  																																																|-The branch is then unsatisfiable
% 60.69/25.83  																																															|-Branch two:
% 60.69/25.83  																																															| (1453)  ~ (all_0_53_53 = e4)
% 60.69/25.83  																																															| (910) all_0_58_58 = e4
% 60.69/25.83  																																															|
% 60.69/25.83  																																																| Equations (910) can reduce 451 to:
% 60.69/25.83  																																																| (266) $false
% 60.69/25.83  																																																|
% 60.69/25.83  																																																|-The branch is then unsatisfiable
% 60.69/25.83  																																	|-Branch two:
% 60.69/25.83  																																	| (803)  ~ (all_0_55_55 = e0)
% 60.69/25.83  																																	| (2315) all_0_55_55 = e3 | all_0_55_55 = e1
% 60.69/25.83  																																	|
% 60.69/25.83  																																		+-Applying beta-rule and splitting (2315), into two cases.
% 60.69/25.83  																																		|-Branch one:
% 60.69/25.83  																																		| (629) all_0_55_55 = e1
% 60.69/25.83  																																		|
% 60.69/25.83  																																			| Equations (629) can reduce 632 to:
% 60.69/25.83  																																			| (266) $false
% 60.69/25.83  																																			|
% 60.69/25.83  																																			|-The branch is then unsatisfiable
% 60.69/25.83  																																		|-Branch two:
% 60.69/25.83  																																		| (632)  ~ (all_0_55_55 = e1)
% 60.69/25.83  																																		| (2336) all_0_55_55 = e3
% 60.69/25.83  																																		|
% 60.69/25.83  																																			| Equations (2336) can reduce 270 to:
% 60.69/25.83  																																			| (266) $false
% 60.69/25.83  																																			|
% 60.69/25.83  																																			|-The branch is then unsatisfiable
% 60.69/25.83  																														|-Branch two:
% 60.69/25.83  																														| (549)  ~ (all_0_46_46 = e1)
% 60.69/25.83  																														| (550) all_0_47_47 = e1 | all_0_48_48 = e1 | all_0_49_49 = e1
% 60.69/25.83  																														|
% 60.69/25.83  																															+-Applying beta-rule and splitting (131), into two cases.
% 60.69/25.83  																															|-Branch one:
% 60.69/25.83  																															| (459) all_0_42_42 = e1
% 60.69/25.83  																															|
% 60.69/25.83  																																| Combining equations (459,1392) yields a new equation:
% 60.69/25.83  																																| (630) e4 = e1
% 60.69/25.83  																																|
% 60.69/25.83  																																| Equations (630) can reduce 110 to:
% 60.69/25.83  																																| (266) $false
% 60.69/25.83  																																|
% 60.69/25.83  																																|-The branch is then unsatisfiable
% 60.69/25.83  																															|-Branch two:
% 60.69/25.83  																															| (1380)  ~ (all_0_42_42 = e1)
% 60.69/25.83  																															| (3259) all_0_47_47 = e1 | all_0_51_51 = e1 | all_0_56_56 = e1
% 60.69/25.83  																															|
% 60.69/25.83  																																+-Applying beta-rule and splitting (3259), into two cases.
% 60.69/25.83  																																|-Branch one:
% 60.69/25.83  																																| (654) all_0_47_47 = e1
% 60.69/25.83  																																|
% 60.69/25.83  																																	| Combining equations (1105,654) yields a new equation:
% 60.69/25.83  																																	| (616) e2 = e1
% 60.69/25.83  																																	|
% 60.69/25.83  																																	| Simplifying 616 yields:
% 60.69/25.83  																																	| (617) e2 = e1
% 60.69/25.83  																																	|
% 60.69/25.83  																																	| Equations (617) can reduce 122 to:
% 60.69/25.83  																																	| (266) $false
% 60.69/25.83  																																	|
% 60.69/25.83  																																	|-The branch is then unsatisfiable
% 60.69/25.83  																																|-Branch two:
% 60.69/25.83  																																| (462)  ~ (all_0_47_47 = e1)
% 60.69/25.83  																																| (3264) all_0_51_51 = e1 | all_0_56_56 = e1
% 60.69/25.83  																																|
% 60.69/25.83  																																	+-Applying beta-rule and splitting (3264), into two cases.
% 60.69/25.83  																																	|-Branch one:
% 60.69/25.83  																																	| (1109) all_0_51_51 = e1
% 60.69/25.83  																																	|
% 60.69/25.83  																																		| Combining equations (660,1109) yields a new equation:
% 60.69/25.83  																																		| (454) e3 = e1
% 60.69/25.83  																																		|
% 60.69/25.83  																																		| Simplifying 454 yields:
% 60.69/25.83  																																		| (455) e3 = e1
% 60.69/25.83  																																		|
% 60.69/25.83  																																		| Equations (455) can reduce 213 to:
% 60.69/25.83  																																		| (266) $false
% 60.69/25.83  																																		|
% 60.69/25.83  																																		|-The branch is then unsatisfiable
% 60.69/25.83  																																	|-Branch two:
% 60.69/25.83  																																	| (464)  ~ (all_0_51_51 = e1)
% 60.69/25.83  																																	| (1569) all_0_56_56 = e1
% 60.69/25.83  																																	|
% 60.69/25.83  																																		| Equations (1569) can reduce 153 to:
% 60.69/25.83  																																		| (632)  ~ (all_0_55_55 = e1)
% 60.69/25.83  																																		|
% 60.69/25.83  																																		+-Applying beta-rule and splitting (586), into two cases.
% 60.69/25.83  																																		|-Branch one:
% 60.69/25.83  																																		| (974) all_0_49_49 = e4
% 60.69/25.83  																																		|
% 60.69/25.83  																																			| Equations (974) can reduce 256 to:
% 60.69/25.83  																																			| (266) $false
% 60.69/25.83  																																			|
% 60.69/25.83  																																			|-The branch is then unsatisfiable
% 60.69/25.83  																																		|-Branch two:
% 60.69/25.83  																																		| (256)  ~ (all_0_49_49 = e4)
% 60.69/25.83  																																		| (977) all_0_49_49 = e3 | all_0_49_49 = e1 | all_0_49_49 = e0
% 60.69/25.83  																																		|
% 60.69/25.83  																																			+-Applying beta-rule and splitting (174), into two cases.
% 60.69/25.83  																																			|-Branch one:
% 60.69/25.83  																																			| (386) all_0_55_55 = e2
% 60.69/25.83  																																			|
% 60.69/25.83  																																				| Equations (386) can reduce 304 to:
% 60.69/25.83  																																				| (266) $false
% 60.69/25.83  																																				|
% 60.69/25.83  																																				|-The branch is then unsatisfiable
% 60.69/25.83  																																			|-Branch two:
% 60.69/25.83  																																			| (304)  ~ (all_0_55_55 = e2)
% 60.69/25.83  																																			| (2051) all_0_55_55 = e4 | all_0_55_55 = e3 | all_0_55_55 = e1 | all_0_55_55 = e0
% 60.69/25.83  																																			|
% 60.69/25.83  																																				+-Applying beta-rule and splitting (123), into two cases.
% 60.69/25.83  																																				|-Branch one:
% 60.69/25.83  																																				| (1794) all_0_46_46 = e2
% 60.69/25.83  																																				|
% 60.69/25.83  																																					| Equations (1794) can reduce 300 to:
% 60.69/25.83  																																					| (266) $false
% 60.69/25.83  																																					|
% 60.69/25.83  																																					|-The branch is then unsatisfiable
% 60.69/25.83  																																				|-Branch two:
% 60.69/25.83  																																				| (300)  ~ (all_0_46_46 = e2)
% 60.69/25.83  																																				| (1797) all_0_46_46 = e4 | all_0_46_46 = e3 | all_0_46_46 = e1 | all_0_46_46 = e0
% 60.69/25.83  																																				|
% 60.69/25.83  																																					+-Applying beta-rule and splitting (1797), into two cases.
% 60.69/25.83  																																					|-Branch one:
% 60.69/25.83  																																					| (770) all_0_46_46 = e4
% 60.69/25.83  																																					|
% 60.69/25.83  																																						| Equations (770) can reduce 250 to:
% 60.69/25.83  																																						| (266) $false
% 60.69/25.83  																																						|
% 60.69/25.83  																																						|-The branch is then unsatisfiable
% 60.69/25.83  																																					|-Branch two:
% 60.69/25.83  																																					| (250)  ~ (all_0_46_46 = e4)
% 60.69/25.83  																																					| (1801) all_0_46_46 = e3 | all_0_46_46 = e1 | all_0_46_46 = e0
% 60.69/25.83  																																					|
% 60.69/25.83  																																						+-Applying beta-rule and splitting (2051), into two cases.
% 60.69/25.83  																																						|-Branch one:
% 60.69/25.83  																																						| (587) all_0_55_55 = e4
% 60.69/25.83  																																						|
% 60.69/25.83  																																							| Equations (587) can reduce 763 to:
% 60.69/25.83  																																							| (266) $false
% 60.69/25.83  																																							|
% 60.69/25.83  																																							|-The branch is then unsatisfiable
% 60.69/25.83  																																						|-Branch two:
% 60.69/25.83  																																						| (763)  ~ (all_0_55_55 = e4)
% 60.69/25.83  																																						| (2055) all_0_55_55 = e3 | all_0_55_55 = e1 | all_0_55_55 = e0
% 60.69/25.83  																																						|
% 60.69/25.83  																																							+-Applying beta-rule and splitting (977), into two cases.
% 60.69/25.83  																																							|-Branch one:
% 60.69/25.83  																																							| (978) all_0_49_49 = e0
% 60.69/25.83  																																							|
% 60.69/25.83  																																								| Equations (978) can reduce 487 to:
% 60.69/25.83  																																								| (266) $false
% 60.69/25.83  																																								|
% 60.69/25.83  																																								|-The branch is then unsatisfiable
% 60.69/25.83  																																							|-Branch two:
% 60.69/25.83  																																							| (487)  ~ (all_0_49_49 = e0)
% 60.69/25.83  																																							| (981) all_0_49_49 = e3 | all_0_49_49 = e1
% 60.69/25.83  																																							|
% 60.69/25.83  																																								+-Applying beta-rule and splitting (981), into two cases.
% 60.69/25.83  																																								|-Branch one:
% 60.69/25.83  																																								| (671) all_0_49_49 = e1
% 60.69/25.83  																																								|
% 60.69/25.83  																																									| Equations (671) can reduce 1064 to:
% 60.69/25.83  																																									| (266) $false
% 60.69/25.83  																																									|
% 60.69/25.83  																																									|-The branch is then unsatisfiable
% 60.69/25.83  																																								|-Branch two:
% 60.69/25.83  																																								| (1064)  ~ (all_0_49_49 = e1)
% 60.69/25.83  																																								| (884) all_0_49_49 = e3
% 60.69/25.83  																																								|
% 60.69/25.83  																																									| Equations (884) can reduce 9 to:
% 60.69/25.83  																																									| (407)  ~ (all_0_44_44 = e3)
% 60.69/25.83  																																									|
% 60.69/25.83  																																									| Equations (884) can reduce 256 to:
% 60.69/25.83  																																									| (277)  ~ (e4 = e3)
% 60.69/25.83  																																									|
% 60.69/25.83  																																									| Simplifying 277 yields:
% 60.69/25.83  																																									| (188)  ~ (e4 = e3)
% 60.69/25.83  																																									|
% 60.69/25.83  																																									+-Applying beta-rule and splitting (113), into two cases.
% 60.69/25.83  																																									|-Branch one:
% 60.69/25.83  																																									| (403) all_0_41_41 = e3
% 60.69/25.83  																																									|
% 60.69/25.83  																																										| Equations (403) can reduce 43 to:
% 60.69/25.83  																																										| (408)  ~ (all_0_46_46 = e3)
% 60.69/25.83  																																										|
% 60.69/25.83  																																										| Simplifying 408 yields:
% 60.69/25.83  																																										| (409)  ~ (all_0_46_46 = e3)
% 60.69/25.83  																																										|
% 60.69/25.83  																																										| Equations (403) can reduce 191 to:
% 60.69/25.83  																																										| (269)  ~ (all_0_55_55 = e3)
% 60.69/25.83  																																										|
% 60.69/25.83  																																										| Simplifying 269 yields:
% 60.69/25.83  																																										| (270)  ~ (all_0_55_55 = e3)
% 60.69/25.83  																																										|
% 60.69/25.83  																																										+-Applying beta-rule and splitting (2055), into two cases.
% 60.69/25.83  																																										|-Branch one:
% 60.69/25.83  																																										| (858) all_0_55_55 = e0
% 60.69/25.83  																																										|
% 60.69/25.83  																																											| Equations (858) can reduce 58 to:
% 60.69/25.83  																																											| (831)  ~ (all_0_46_46 = e0)
% 60.69/25.83  																																											|
% 60.69/25.83  																																											+-Applying beta-rule and splitting (1801), into two cases.
% 60.69/25.83  																																											|-Branch one:
% 60.69/25.83  																																											| (538) all_0_46_46 = e0
% 60.69/25.83  																																											|
% 60.69/25.83  																																												| Equations (538) can reduce 831 to:
% 60.69/25.83  																																												| (266) $false
% 60.69/25.83  																																												|
% 60.69/25.83  																																												|-The branch is then unsatisfiable
% 60.69/25.83  																																											|-Branch two:
% 60.69/25.83  																																											| (831)  ~ (all_0_46_46 = e0)
% 60.69/25.83  																																											| (1838) all_0_46_46 = e3 | all_0_46_46 = e1
% 60.69/25.83  																																											|
% 60.69/25.83  																																												+-Applying beta-rule and splitting (1838), into two cases.
% 60.69/25.83  																																												|-Branch one:
% 60.69/25.83  																																												| (545) all_0_46_46 = e1
% 60.69/25.83  																																												|
% 60.69/25.83  																																													| Equations (545) can reduce 549 to:
% 60.69/25.83  																																													| (266) $false
% 60.69/25.83  																																													|
% 60.69/25.83  																																													|-The branch is then unsatisfiable
% 60.69/25.83  																																												|-Branch two:
% 60.69/25.83  																																												| (549)  ~ (all_0_46_46 = e1)
% 60.69/25.83  																																												| (1557) all_0_46_46 = e3
% 60.69/25.83  																																												|
% 60.69/25.83  																																													| Equations (1557) can reduce 409 to:
% 60.69/25.83  																																													| (266) $false
% 60.69/25.83  																																													|
% 60.69/25.83  																																													|-The branch is then unsatisfiable
% 60.69/25.83  																																										|-Branch two:
% 60.69/25.83  																																										| (803)  ~ (all_0_55_55 = e0)
% 60.69/25.83  																																										| (2315) all_0_55_55 = e3 | all_0_55_55 = e1
% 60.69/25.83  																																										|
% 60.69/25.83  																																											+-Applying beta-rule and splitting (2315), into two cases.
% 60.69/25.83  																																											|-Branch one:
% 60.69/25.83  																																											| (629) all_0_55_55 = e1
% 60.69/25.83  																																											|
% 60.69/25.83  																																												| Equations (629) can reduce 632 to:
% 60.69/25.83  																																												| (266) $false
% 60.69/25.83  																																												|
% 60.69/25.83  																																												|-The branch is then unsatisfiable
% 60.69/25.83  																																											|-Branch two:
% 60.69/25.83  																																											| (632)  ~ (all_0_55_55 = e1)
% 60.69/25.83  																																											| (2336) all_0_55_55 = e3
% 60.69/25.83  																																											|
% 60.69/25.83  																																												| Equations (2336) can reduce 270 to:
% 60.69/25.83  																																												| (266) $false
% 60.69/25.83  																																												|
% 60.69/25.83  																																												|-The branch is then unsatisfiable
% 60.69/25.83  																																									|-Branch two:
% 60.69/25.83  																																									| (1898)  ~ (all_0_41_41 = e3)
% 60.69/25.83  																																									| (1899) all_0_42_42 = e3 | all_0_44_44 = e3
% 60.69/25.83  																																									|
% 60.69/25.83  																																										+-Applying beta-rule and splitting (171), into two cases.
% 60.69/25.83  																																										|-Branch one:
% 60.69/25.83  																																										| (265) all_0_54_54 = e4
% 60.69/25.83  																																										|
% 60.69/25.83  																																											| Combining equations (268,265) yields a new equation:
% 60.69/25.83  																																											| (425) e4 = e3
% 60.69/25.83  																																											|
% 60.69/25.83  																																											| Equations (425) can reduce 188 to:
% 60.69/25.83  																																											| (266) $false
% 60.69/25.83  																																											|
% 60.69/25.83  																																											|-The branch is then unsatisfiable
% 60.69/25.83  																																										|-Branch two:
% 60.69/25.83  																																										| (258)  ~ (all_0_54_54 = e4)
% 60.69/25.83  																																										| (575) all_0_55_55 = e4 | all_0_56_56 = e4 | all_0_57_57 = e4 | all_0_58_58 = e4
% 60.69/25.83  																																										|
% 60.69/25.83  																																											| Equations (268) can reduce 258 to:
% 60.69/25.83  																																											| (277)  ~ (e4 = e3)
% 60.69/25.83  																																											|
% 60.69/25.83  																																											| Simplifying 277 yields:
% 60.69/25.83  																																											| (188)  ~ (e4 = e3)
% 60.69/25.83  																																											|
% 60.69/25.83  																																											+-Applying beta-rule and splitting (1899), into two cases.
% 60.69/25.83  																																											|-Branch one:
% 60.69/25.83  																																											| (516) all_0_42_42 = e3
% 60.69/25.83  																																											|
% 60.69/25.83  																																												| Combining equations (516,1392) yields a new equation:
% 60.69/25.83  																																												| (425) e4 = e3
% 60.69/25.83  																																												|
% 60.69/25.83  																																												| Equations (425) can reduce 188 to:
% 60.69/25.83  																																												| (266) $false
% 60.69/25.83  																																												|
% 60.69/25.83  																																												|-The branch is then unsatisfiable
% 60.69/25.83  																																											|-Branch two:
% 60.69/25.83  																																											| (405)  ~ (all_0_42_42 = e3)
% 60.69/25.83  																																											| (532) all_0_44_44 = e3
% 60.69/25.83  																																											|
% 60.69/25.83  																																												| Equations (532) can reduce 407 to:
% 60.69/25.83  																																												| (266) $false
% 60.69/25.83  																																												|
% 60.69/25.83  																																												|-The branch is then unsatisfiable
% 60.69/25.83  																									|-Branch two:
% 60.69/25.83  																									| (664)  ~ (all_0_51_51 = e3)
% 60.69/25.83  																									| (1097) all_0_56_56 = e3
% 60.69/25.83  																									|
% 60.69/25.83  																										| Equations (1097) can reduce 272 to:
% 60.69/25.83  																										| (266) $false
% 60.69/25.83  																										|
% 60.69/25.83  																										|-The branch is then unsatisfiable
% 60.69/25.83  																							|-Branch two:
% 60.69/25.83  																							| (1890)  ~ (all_0_42_42 = e4)
% 60.69/25.83  																							| (1969) all_0_42_42 = e3 | all_0_42_42 = e1 | all_0_42_42 = e0
% 60.69/25.83  																							|
% 60.69/25.83  																								+-Applying beta-rule and splitting (1969), into two cases.
% 60.69/25.83  																								|-Branch one:
% 60.69/25.83  																								| (559) all_0_42_42 = e0
% 60.69/25.83  																								|
% 60.69/25.83  																									| Equations (559) can reduce 358 to:
% 60.69/25.83  																									| (266) $false
% 60.69/25.83  																									|
% 60.69/25.83  																									|-The branch is then unsatisfiable
% 60.69/25.83  																								|-Branch two:
% 60.69/25.83  																								| (358)  ~ (all_0_42_42 = e0)
% 60.69/25.83  																								| (2510) all_0_42_42 = e3 | all_0_42_42 = e1
% 60.69/25.83  																								|
% 60.72/25.83  																									+-Applying beta-rule and splitting (2510), into two cases.
% 60.72/25.83  																									|-Branch one:
% 60.72/25.83  																									| (459) all_0_42_42 = e1
% 60.72/25.83  																									|
% 60.72/25.83  																										| Equations (459) can reduce 1380 to:
% 60.72/25.83  																										| (266) $false
% 60.72/25.83  																										|
% 60.72/25.83  																										|-The branch is then unsatisfiable
% 60.72/25.83  																									|-Branch two:
% 60.72/25.83  																									| (1380)  ~ (all_0_42_42 = e1)
% 60.72/25.83  																									| (516) all_0_42_42 = e3
% 60.72/25.83  																									|
% 60.72/25.83  																										| Equations (516) can reduce 405 to:
% 60.72/25.83  																										| (266) $false
% 60.72/25.83  																										|
% 60.72/25.83  																										|-The branch is then unsatisfiable
% 60.72/25.83  																			|-Branch two:
% 60.72/25.83  																			| (1283)  ~ (all_0_48_48 = e0)
% 60.72/25.83  																			| (875) all_0_57_57 = e0
% 60.72/25.83  																			|
% 60.72/25.83  																				| Combining equations (875,442) yields a new equation:
% 60.72/25.83  																				| (330) e2 = e0
% 60.72/25.83  																				|
% 60.72/25.83  																				| Equations (330) can reduce 128 to:
% 60.72/25.83  																				| (266) $false
% 60.72/25.83  																				|
% 60.72/25.83  																				|-The branch is then unsatisfiable
% 60.72/25.84  																|-Branch two:
% 60.72/25.84  																| (344)  ~ (all_0_57_57 = e2)
% 60.72/25.84  																| (624) all_0_58_58 = e2
% 60.72/25.84  																|
% 60.72/25.84  																	| Equations (624) can reduce 908 to:
% 60.72/25.84  																	| (266) $false
% 60.72/25.84  																	|
% 60.72/25.84  																	|-The branch is then unsatisfiable
% 60.72/25.84  													|-Branch two:
% 60.72/25.84  													| (302)  ~ (all_0_50_50 = e2)
% 60.72/25.84  													| (381) all_0_51_51 = e2 | all_0_52_52 = e2 | all_0_53_53 = e2
% 60.72/25.84  													|
% 60.72/25.84  														+-Applying beta-rule and splitting (381), into two cases.
% 60.72/25.84  														|-Branch one:
% 60.72/25.84  														| (504) all_0_51_51 = e2
% 60.72/25.84  														|
% 60.72/25.84  															| Equations (504) can reduce 1099 to:
% 60.72/25.84  															| (266) $false
% 60.72/25.84  															|
% 60.72/25.84  															|-The branch is then unsatisfiable
% 60.72/25.84  														|-Branch two:
% 60.72/25.84  														| (1099)  ~ (all_0_51_51 = e2)
% 60.72/25.84  														| (1152) all_0_52_52 = e2 | all_0_53_53 = e2
% 60.72/25.84  														|
% 60.72/25.84  															+-Applying beta-rule and splitting (1152), into two cases.
% 60.72/25.84  															|-Branch one:
% 60.72/25.84  															| (352) all_0_52_52 = e2
% 60.72/25.84  															|
% 60.72/25.84  																| Combining equations (565,352) yields a new equation:
% 60.72/25.84  																| (322) e4 = e2
% 60.72/25.84  																|
% 60.72/25.84  																| Simplifying 322 yields:
% 60.72/25.84  																| (323) e4 = e2
% 60.72/25.84  																|
% 60.72/25.84  																| Equations (323) can reduce 48 to:
% 60.72/25.84  																| (266) $false
% 60.72/25.84  																|
% 60.72/25.84  																|-The branch is then unsatisfiable
% 60.72/25.84  															|-Branch two:
% 60.72/25.84  															| (342)  ~ (all_0_52_52 = e2)
% 60.72/25.84  															| (607) all_0_53_53 = e2
% 60.72/25.84  															|
% 60.72/25.84  																| Equations (607) can reduce 509 to:
% 60.72/25.84  																| (266) $false
% 60.72/25.84  																|
% 60.72/25.84  																|-The branch is then unsatisfiable
% 60.72/25.84  												|-Branch two:
% 60.72/25.84  												| (780)  ~ (all_0_52_52 = e4)
% 60.72/25.84  												| (781) (all_0_41_41 = e0 & all_0_58_58 = e3 &  ~ (all_0_44_44 = e3)) | (all_0_41_41 = e0 & all_0_58_58 = e3 &  ~ (all_0_55_55 = e0)) | (all_0_47_47 = e1 & all_0_52_52 = e2 &  ~ (all_0_48_48 = e2)) | (all_0_47_47 = e1 & all_0_52_52 = e2 &  ~ (all_0_51_51 = e1)) | (all_0_47_47 = e0 & all_0_58_58 = e2 &  ~ (all_0_49_49 = e2)) | (all_0_47_47 = e0 & all_0_58_58 = e2 &  ~ (all_0_56_56 = e0))
% 60.72/25.84  												|
% 60.72/25.84  													+-Applying beta-rule and splitting (781), into two cases.
% 60.72/25.84  													|-Branch one:
% 60.72/25.84  													| (789) (all_0_41_41 = e0 & all_0_58_58 = e3 &  ~ (all_0_44_44 = e3)) | (all_0_41_41 = e0 & all_0_58_58 = e3 &  ~ (all_0_55_55 = e0)) | (all_0_47_47 = e1 & all_0_52_52 = e2 &  ~ (all_0_48_48 = e2)) | (all_0_47_47 = e1 & all_0_52_52 = e2 &  ~ (all_0_51_51 = e1)) | (all_0_47_47 = e0 & all_0_58_58 = e2 &  ~ (all_0_49_49 = e2))
% 60.72/25.84  													|
% 60.72/25.84  														+-Applying beta-rule and splitting (789), into two cases.
% 60.72/25.84  														|-Branch one:
% 60.72/25.84  														| (790) (all_0_41_41 = e0 & all_0_58_58 = e3 &  ~ (all_0_44_44 = e3)) | (all_0_41_41 = e0 & all_0_58_58 = e3 &  ~ (all_0_55_55 = e0)) | (all_0_47_47 = e1 & all_0_52_52 = e2 &  ~ (all_0_48_48 = e2)) | (all_0_47_47 = e1 & all_0_52_52 = e2 &  ~ (all_0_51_51 = e1))
% 60.72/25.84  														|
% 60.72/25.84  															+-Applying beta-rule and splitting (790), into two cases.
% 60.72/25.84  															|-Branch one:
% 60.72/25.84  															| (791) (all_0_41_41 = e0 & all_0_58_58 = e3 &  ~ (all_0_44_44 = e3)) | (all_0_41_41 = e0 & all_0_58_58 = e3 &  ~ (all_0_55_55 = e0)) | (all_0_47_47 = e1 & all_0_52_52 = e2 &  ~ (all_0_48_48 = e2))
% 60.72/25.84  															|
% 60.72/25.84  																+-Applying beta-rule and splitting (791), into two cases.
% 60.72/25.84  																|-Branch one:
% 60.72/25.84  																| (792) (all_0_41_41 = e0 & all_0_58_58 = e3 &  ~ (all_0_44_44 = e3)) | (all_0_41_41 = e0 & all_0_58_58 = e3 &  ~ (all_0_55_55 = e0))
% 60.72/25.84  																|
% 60.72/25.84  																	+-Applying beta-rule and splitting (792), into two cases.
% 60.72/25.84  																	|-Branch one:
% 60.72/25.84  																	| (793) all_0_41_41 = e0 & all_0_58_58 = e3 &  ~ (all_0_44_44 = e3)
% 60.72/25.84  																	|
% 60.72/25.84  																		| Applying alpha-rule on (793) yields:
% 60.72/25.84  																		| (794) all_0_41_41 = e0
% 60.72/25.84  																		| (795) all_0_58_58 = e3
% 60.72/25.84  																		| (407)  ~ (all_0_44_44 = e3)
% 60.72/25.84  																		|
% 60.72/25.84  																		| Equations (795) can reduce 276 to:
% 60.72/25.84  																		| (266) $false
% 60.72/25.84  																		|
% 60.72/25.84  																		|-The branch is then unsatisfiable
% 60.72/25.84  																	|-Branch two:
% 60.72/25.84  																	| (800) all_0_41_41 = e0 & all_0_58_58 = e3 &  ~ (all_0_55_55 = e0)
% 60.72/25.84  																	|
% 60.72/25.84  																		| Applying alpha-rule on (800) yields:
% 60.72/25.84  																		| (794) all_0_41_41 = e0
% 60.72/25.84  																		| (795) all_0_58_58 = e3
% 60.72/25.84  																		| (803)  ~ (all_0_55_55 = e0)
% 60.72/25.84  																		|
% 60.72/25.84  																		| Equations (795) can reduce 276 to:
% 60.72/25.84  																		| (266) $false
% 60.72/25.84  																		|
% 60.72/25.84  																		|-The branch is then unsatisfiable
% 60.72/25.84  																|-Branch two:
% 60.72/25.84  																| (807) all_0_47_47 = e1 & all_0_52_52 = e2 &  ~ (all_0_48_48 = e2)
% 60.72/25.84  																|
% 60.72/25.84  																	| Applying alpha-rule on (807) yields:
% 60.72/25.84  																	| (654) all_0_47_47 = e1
% 60.72/25.84  																	| (352) all_0_52_52 = e2
% 60.72/25.84  																	| (810)  ~ (all_0_48_48 = e2)
% 60.72/25.84  																	|
% 60.72/25.84  																	| Combining equations (654,1105) yields a new equation:
% 60.72/25.84  																	| (617) e2 = e1
% 60.72/25.84  																	|
% 60.72/25.84  																	| Equations (617) can reduce 122 to:
% 60.72/25.84  																	| (266) $false
% 60.72/25.84  																	|
% 60.72/25.84  																	|-The branch is then unsatisfiable
% 60.72/25.84  															|-Branch two:
% 60.72/25.84  															| (813) all_0_47_47 = e1 & all_0_52_52 = e2 &  ~ (all_0_51_51 = e1)
% 60.72/25.84  															|
% 60.72/25.84  																| Applying alpha-rule on (813) yields:
% 60.72/25.84  																| (654) all_0_47_47 = e1
% 60.72/25.84  																| (352) all_0_52_52 = e2
% 60.72/25.84  																| (464)  ~ (all_0_51_51 = e1)
% 60.72/25.84  																|
% 60.72/25.84  																| Combining equations (654,1105) yields a new equation:
% 60.72/25.84  																| (617) e2 = e1
% 60.72/25.84  																|
% 60.72/25.84  																| Equations (617) can reduce 122 to:
% 60.72/25.84  																| (266) $false
% 60.72/25.84  																|
% 60.72/25.84  																|-The branch is then unsatisfiable
% 60.72/25.84  														|-Branch two:
% 60.72/25.84  														| (819) all_0_47_47 = e0 & all_0_58_58 = e2 &  ~ (all_0_49_49 = e2)
% 60.72/25.84  														|
% 60.72/25.84  															| Applying alpha-rule on (819) yields:
% 60.72/25.84  															| (674) all_0_47_47 = e0
% 60.72/25.84  															| (624) all_0_58_58 = e2
% 60.72/25.84  															| (340)  ~ (all_0_49_49 = e2)
% 60.72/25.84  															|
% 60.72/25.84  															| Combining equations (674,1105) yields a new equation:
% 60.72/25.84  															| (330) e2 = e0
% 60.72/25.84  															|
% 60.72/25.84  															| Equations (330) can reduce 128 to:
% 60.72/25.84  															| (266) $false
% 60.72/25.84  															|
% 60.72/25.84  															|-The branch is then unsatisfiable
% 60.72/25.84  													|-Branch two:
% 60.72/25.84  													| (825) all_0_47_47 = e0 & all_0_58_58 = e2 &  ~ (all_0_56_56 = e0)
% 60.72/25.84  													|
% 60.72/25.84  														| Applying alpha-rule on (825) yields:
% 60.72/25.84  														| (674) all_0_47_47 = e0
% 60.72/25.84  														| (624) all_0_58_58 = e2
% 60.72/25.84  														| (828)  ~ (all_0_56_56 = e0)
% 60.72/25.84  														|
% 60.72/25.84  														| Combining equations (674,1105) yields a new equation:
% 60.72/25.84  														| (330) e2 = e0
% 60.72/25.84  														|
% 60.72/25.84  														| Equations (330) can reduce 128 to:
% 60.72/25.84  														| (266) $false
% 60.72/25.84  														|
% 60.72/25.84  														|-The branch is then unsatisfiable
% 60.72/25.84  											|-Branch two:
% 60.72/25.84  											| (338)  ~ (all_0_47_47 = e2)
% 60.72/25.84  											| (10761) all_0_48_48 = e2 | all_0_49_49 = e2
% 60.72/25.84  											|
% 60.72/25.84  												+-Applying beta-rule and splitting (10761), into two cases.
% 60.72/25.84  												|-Branch one:
% 60.72/25.84  												| (335) all_0_48_48 = e2
% 60.72/25.84  												|
% 60.72/25.84  													| Equations (335) can reduce 810 to:
% 60.72/25.84  													| (266) $false
% 60.72/25.84  													|
% 60.72/25.84  													|-The branch is then unsatisfiable
% 60.72/25.84  												|-Branch two:
% 60.72/25.84  												| (810)  ~ (all_0_48_48 = e2)
% 60.72/25.84  												| (583) all_0_49_49 = e2
% 60.72/25.84  												|
% 60.72/25.84  													| Equations (583) can reduce 340 to:
% 60.72/25.84  													| (266) $false
% 60.72/25.84  													|
% 60.72/25.84  													|-The branch is then unsatisfiable
% 60.72/25.84  								|-Branch two:
% 60.72/25.84  								| (484)  ~ (all_0_39_39 = e0)
% 60.72/25.84  								| (485) all_0_40_40 = e0
% 60.72/25.84  								|
% 60.72/25.84  									| Combining equations (485,313) yields a new equation:
% 60.72/25.84  									| (330) e2 = e0
% 60.72/25.84  									|
% 60.72/25.84  									| Equations (330) can reduce 128 to:
% 60.72/25.84  									| (266) $false
% 60.72/25.84  									|
% 60.72/25.84  									|-The branch is then unsatisfiable
% 60.72/25.84  						|-Branch two:
% 60.72/25.84  						| (325)  ~ (all_0_38_38 = e4)
% 60.72/25.84  						| (326) all_0_39_39 = e4 | all_0_40_40 = e4
% 60.72/25.84  						|
% 60.72/25.84  							+-Applying beta-rule and splitting (22173), into two cases.
% 60.72/25.84  							|-Branch one:
% 60.72/25.84  							| (321) all_0_38_38 = e4
% 60.72/25.84  							|
% 60.72/25.84  								| Equations (321) can reduce 325 to:
% 60.72/25.84  								| (266) $false
% 60.72/25.84  								|
% 60.72/25.84  								|-The branch is then unsatisfiable
% 60.72/25.84  							|-Branch two:
% 60.72/25.84  							| (325)  ~ (all_0_38_38 = e4)
% 60.72/25.84  							| (329) all_0_38_38 = e0
% 60.72/25.84  							|
% 60.72/25.84  								| Equations (329) can reduce 63 to:
% 60.72/25.84  								| (52007)  ~ (all_0_39_39 = e0)
% 60.72/25.84  								|
% 60.72/25.84  								| Simplifying 52007 yields:
% 60.72/25.84  								| (484)  ~ (all_0_39_39 = e0)
% 60.72/25.84  								|
% 60.72/25.84  								| Equations (329) can reduce 106 to:
% 60.72/25.84  								| (22198)  ~ (all_0_41_41 = e0)
% 60.72/25.84  								|
% 60.72/25.85  								| Simplifying 22198 yields:
% 60.72/25.85  								| (357)  ~ (all_0_41_41 = e0)
% 60.72/25.85  								|
% 60.72/25.85  								| Equations (329) can reduce 141 to:
% 60.72/25.85  								| (5567)  ~ (all_0_46_46 = e0)
% 60.72/25.85  								|
% 60.72/25.85  								| Simplifying 5567 yields:
% 60.72/25.85  								| (831)  ~ (all_0_46_46 = e0)
% 60.72/25.85  								|
% 60.72/25.85  								| Equations (329) can reduce 193 to:
% 60.72/25.85  								| (22202)  ~ (all_0_50_50 = e0)
% 60.72/25.85  								|
% 60.72/25.85  								| Simplifying 22202 yields:
% 60.72/25.85  								| (121)  ~ (all_0_50_50 = e0)
% 60.72/25.85  								|
% 60.72/25.85  								| Equations (329) can reduce 25 to:
% 60.72/25.85  								| (4444)  ~ (all_0_55_55 = e0)
% 60.72/25.85  								|
% 60.72/25.85  								| Simplifying 4444 yields:
% 60.72/25.85  								| (803)  ~ (all_0_55_55 = e0)
% 60.72/25.85  								|
% 60.72/25.85  								| Equations (329) can reduce 9600 to:
% 60.72/25.85  								| (365)  ~ (e2 = e0)
% 60.72/25.85  								|
% 60.72/25.85  								| Simplifying 365 yields:
% 60.72/25.85  								| (128)  ~ (e2 = e0)
% 60.72/25.85  								|
% 60.72/25.85  								| Equations (329) can reduce 50 to:
% 60.72/25.85  								| (435)  ~ (e1 = e0)
% 60.72/25.85  								|
% 60.72/25.85  								| Simplifying 435 yields:
% 60.72/25.85  								| (233)  ~ (e1 = e0)
% 60.72/25.85  								|
% 60.72/25.85  								| From (329) and (71) follows:
% 60.72/25.85  								| (22210) op(e0, e4) = all_0_0_0
% 60.72/25.85  								|
% 60.72/25.85  								| From (329) and (156) follows:
% 60.72/25.85  								| (22211) op(e0, e3) = all_0_1_1
% 60.72/25.85  								|
% 60.72/25.85  								| From (329) and (52) follows:
% 60.72/25.85  								| (22212) op(e4, e3) = e0
% 60.72/25.85  								|
% 60.72/25.85  								+-Applying beta-rule and splitting (320), into two cases.
% 60.72/25.85  								|-Branch one:
% 60.72/25.85  								| (471) all_0_39_39 = e4
% 60.72/25.85  								|
% 60.72/25.85  									| Equations (471) can reduce 145 to:
% 60.72/25.85  									| (1901)  ~ (all_0_42_42 = e4)
% 60.72/25.85  									|
% 60.72/25.85  									| Simplifying 1901 yields:
% 60.72/25.85  									| (1890)  ~ (all_0_42_42 = e4)
% 60.72/25.85  									|
% 60.72/25.85  									| Equations (471) can reduce 79 to:
% 60.72/25.85  									| (251)  ~ (all_0_47_47 = e4)
% 60.72/25.85  									|
% 60.72/25.85  									| Simplifying 251 yields:
% 60.72/25.85  									| (252)  ~ (all_0_47_47 = e4)
% 60.72/25.85  									|
% 60.72/25.85  									| Equations (471) can reduce 139 to:
% 60.72/25.85  									| (474)  ~ (all_0_51_51 = e4)
% 60.72/25.85  									|
% 60.72/25.85  									| Simplifying 474 yields:
% 60.72/25.85  									| (475)  ~ (all_0_51_51 = e4)
% 60.72/25.85  									|
% 60.72/25.85  									| Equations (471) can reduce 154 to:
% 60.72/25.85  									| (476)  ~ (all_0_56_56 = e4)
% 60.72/25.85  									|
% 60.72/25.85  									| Simplifying 476 yields:
% 60.72/25.85  									| (477)  ~ (all_0_56_56 = e4)
% 60.72/25.85  									|
% 60.72/25.85  									| Equations (471) can reduce 246 to:
% 60.72/25.85  									| (188)  ~ (e4 = e3)
% 60.72/25.85  									|
% 60.72/25.85  									| Equations (471) can reduce 151 to:
% 60.72/25.85  									| (110)  ~ (e4 = e1)
% 60.72/25.85  									|
% 60.72/25.85  									| Equations (471) can reduce 484 to:
% 60.72/25.85  									| (49)  ~ (e4 = e0)
% 60.72/25.85  									|
% 60.72/25.85  									| Instantiating formula (29) with e0, e4, all_0_0_0, e3 and discharging atoms op(e0, e4) = all_0_0_0, op(e0, e4) = e3, yields:
% 60.72/25.85  									| (22236) all_0_0_0 = e3
% 60.72/25.85  									|
% 60.72/25.85  									| Instantiating formula (29) with e0, e3, all_0_1_1, all_0_55_55 and discharging atoms op(e0, e3) = all_0_1_1, op(e0, e3) = all_0_55_55, yields:
% 60.72/25.85  									| (22237) all_0_1_1 = all_0_55_55
% 60.72/25.85  									|
% 60.72/25.85  									| From (22236) and (22210) follows:
% 60.72/25.85  									| (283) op(e0, e4) = e3
% 60.72/25.85  									|
% 60.72/25.85  									| From (22237) and (22211) follows:
% 60.72/25.85  									| (74) op(e0, e3) = all_0_55_55
% 60.72/25.85  									|
% 60.72/25.85  									+-Applying beta-rule and splitting (134), into two cases.
% 60.72/25.85  									|-Branch one:
% 60.72/25.85  									| (335) all_0_48_48 = e2
% 60.72/25.85  									|
% 60.72/25.85  										| Equations (335) can reduce 17 to:
% 60.72/25.85  										| (96)  ~ (all_0_43_43 = e2)
% 60.72/25.85  										|
% 60.72/25.85  										| Equations (335) can reduce 30 to:
% 60.72/25.85  										| (300)  ~ (all_0_46_46 = e2)
% 60.72/25.85  										|
% 60.72/25.85  										| Equations (335) can reduce 114 to:
% 60.72/25.85  										| (338)  ~ (all_0_47_47 = e2)
% 60.72/25.85  										|
% 60.72/25.85  										| Equations (335) can reduce 185 to:
% 60.72/25.85  										| (339)  ~ (all_0_49_49 = e2)
% 60.72/25.85  										|
% 60.72/25.85  										| Simplifying 339 yields:
% 60.72/25.85  										| (340)  ~ (all_0_49_49 = e2)
% 60.72/25.85  										|
% 60.72/25.85  										| Equations (335) can reduce 202 to:
% 60.72/25.85  										| (341)  ~ (all_0_52_52 = e2)
% 60.72/25.85  										|
% 60.72/25.85  										| Simplifying 341 yields:
% 60.72/25.85  										| (342)  ~ (all_0_52_52 = e2)
% 60.72/25.85  										|
% 60.72/25.85  										| Equations (335) can reduce 239 to:
% 60.72/25.85  										| (343)  ~ (all_0_57_57 = e2)
% 60.72/25.85  										|
% 60.72/25.85  										| Simplifying 343 yields:
% 60.72/25.85  										| (344)  ~ (all_0_57_57 = e2)
% 60.72/25.85  										|
% 60.72/25.85  										| From (335) and (169) follows:
% 60.72/25.85  										| (345) op(e2, e2) = all_0_18_18
% 60.72/25.85  										|
% 60.72/25.85  										| From (335) and (21) follows:
% 60.72/25.85  										| (346) op(e2, e1) = all_0_19_19
% 60.72/25.85  										|
% 60.72/25.85  										| From (335) and (192) follows:
% 60.72/25.85  										| (347) op(e2, e1) = e2
% 60.72/25.85  										|
% 60.72/25.85  										+-Applying beta-rule and splitting (163), into two cases.
% 60.72/25.85  										|-Branch one:
% 60.72/25.85  										| (565) all_0_52_52 = e4
% 60.72/25.85  										|
% 60.72/25.85  											| Equations (565) can reduce 217 to:
% 60.72/25.85  											| (399)  ~ (all_0_43_43 = e4)
% 60.72/25.85  											|
% 60.72/25.85  											| Equations (565) can reduce 101 to:
% 60.72/25.85  											| (566)  ~ (all_0_50_50 = e4)
% 60.72/25.85  											|
% 60.72/25.85  											| Equations (565) can reduce 20 to:
% 60.72/25.85  											| (475)  ~ (all_0_51_51 = e4)
% 60.72/25.85  											|
% 60.72/25.85  											| Equations (565) can reduce 46 to:
% 60.72/25.85  											| (1452)  ~ (all_0_53_53 = e4)
% 60.72/25.85  											|
% 60.72/25.85  											| Simplifying 1452 yields:
% 60.72/25.85  											| (1453)  ~ (all_0_53_53 = e4)
% 60.72/25.85  											|
% 60.72/25.85  											| Equations (565) can reduce 11 to:
% 60.72/25.85  											| (838)  ~ (all_0_57_57 = e4)
% 60.72/25.85  											|
% 60.72/25.85  											| Simplifying 838 yields:
% 60.72/25.85  											| (839)  ~ (all_0_57_57 = e4)
% 60.72/25.85  											|
% 60.72/25.85  											| Equations (565) can reduce 166 to:
% 60.72/25.85  											| (188)  ~ (e4 = e3)
% 60.72/25.85  											|
% 60.72/25.85  											| Equations (565) can reduce 342 to:
% 60.72/25.85  											| (48)  ~ (e4 = e2)
% 60.72/25.85  											|
% 60.72/25.85  											| From (565) and (124) follows:
% 60.72/25.85  											| (570) op(e1, e1) = e4
% 60.72/25.85  											|
% 60.72/25.85  											| Instantiating formula (29) with e2, e2, all_0_18_18, all_0_47_47 and discharging atoms op(e2, e2) = all_0_18_18, op(e2, e2) = all_0_47_47, yields:
% 60.72/25.85  											| (348) all_0_18_18 = all_0_47_47
% 60.72/25.85  											|
% 60.72/25.85  											| Instantiating formula (29) with e2, e1, e2, all_0_19_19 and discharging atoms op(e2, e1) = all_0_19_19, op(e2, e1) = e2, yields:
% 60.72/25.85  											| (349) all_0_19_19 = e2
% 60.72/25.85  											|
% 60.72/25.85  											| From (348) and (345) follows:
% 60.72/25.85  											| (23) op(e2, e2) = all_0_47_47
% 60.72/25.85  											|
% 60.72/25.85  											| From (349) and (346) follows:
% 60.72/25.85  											| (347) op(e2, e1) = e2
% 60.72/25.85  											|
% 60.72/25.85  											+-Applying beta-rule and splitting (195), into two cases.
% 60.72/25.85  											|-Branch one:
% 60.72/25.85  											| (396) all_0_43_43 = e4
% 60.72/25.85  											|
% 60.72/25.85  												| Equations (396) can reduce 399 to:
% 60.72/25.85  												| (266) $false
% 60.72/25.85  												|
% 60.72/25.85  												|-The branch is then unsatisfiable
% 60.72/25.85  											|-Branch two:
% 60.72/25.85  											| (399)  ~ (all_0_43_43 = e4)
% 60.72/25.85  											| (6374) all_0_43_43 = e1 | all_0_43_43 = e0
% 60.72/25.85  											|
% 60.72/25.85  												+-Applying beta-rule and splitting (4), into two cases.
% 60.72/25.85  												|-Branch one:
% 60.72/25.85  												| (356) all_0_43_43 = e0
% 60.72/25.85  												|
% 60.72/25.85  													| Equations (356) can reduce 31 to:
% 60.72/25.85  													| (357)  ~ (all_0_41_41 = e0)
% 60.72/25.85  													|
% 60.72/25.85  													| Equations (356) can reduce 159 to:
% 60.72/25.85  													| (359)  ~ (all_0_44_44 = e0)
% 60.72/25.85  													|
% 60.72/25.85  													| Simplifying 359 yields:
% 60.72/25.85  													| (360)  ~ (all_0_44_44 = e0)
% 60.72/25.85  													|
% 60.72/25.85  													| Equations (356) can reduce 199 to:
% 60.72/25.85  													| (363)  ~ (all_0_57_57 = e0)
% 60.72/25.85  													|
% 60.72/25.85  													| Simplifying 363 yields:
% 60.72/25.85  													| (364)  ~ (all_0_57_57 = e0)
% 60.72/25.85  													|
% 60.72/25.85  													| From (356) and (88) follows:
% 60.72/25.85  													| (367) op(e0, e3) = all_0_9_9
% 60.72/25.85  													|
% 60.72/25.85  													| From (356) and (37) follows:
% 60.72/25.85  													| (369) op(e3, e1) = e0
% 60.72/25.85  													|
% 60.72/25.85  													+-Applying beta-rule and splitting (130), into two cases.
% 60.72/25.85  													|-Branch one:
% 60.72/25.85  													| (430) all_0_43_43 = e1
% 60.72/25.85  													|
% 60.72/25.85  														| Combining equations (356,430) yields a new equation:
% 60.72/25.85  														| (431) e1 = e0
% 60.72/25.85  														|
% 60.72/25.85  														| Equations (431) can reduce 233 to:
% 60.72/25.85  														| (266) $false
% 60.72/25.85  														|
% 60.72/25.85  														|-The branch is then unsatisfiable
% 60.72/25.85  													|-Branch two:
% 60.72/25.85  													| (433)  ~ (all_0_43_43 = e1)
% 60.72/25.85  													| (434) all_0_48_48 = e1 | all_0_52_52 = e1 | all_0_57_57 = e1
% 60.72/25.85  													|
% 60.72/25.85  														+-Applying beta-rule and splitting (434), into two cases.
% 60.72/25.85  														|-Branch one:
% 60.72/25.85  														| (615) all_0_48_48 = e1
% 60.72/25.86  														|
% 60.72/25.86  															| Combining equations (335,615) yields a new equation:
% 60.72/25.86  															| (616) e2 = e1
% 60.72/25.86  															|
% 60.72/25.86  															| Simplifying 616 yields:
% 60.72/25.86  															| (617) e2 = e1
% 60.72/25.86  															|
% 60.72/25.86  															| Equations (617) can reduce 122 to:
% 60.72/25.86  															| (266) $false
% 60.72/25.86  															|
% 60.72/25.86  															|-The branch is then unsatisfiable
% 60.72/25.86  														|-Branch two:
% 60.72/25.86  														| (619)  ~ (all_0_48_48 = e1)
% 60.72/25.86  														| (620) all_0_52_52 = e1 | all_0_57_57 = e1
% 60.72/25.86  														|
% 60.72/25.86  															+-Applying beta-rule and splitting (620), into two cases.
% 60.72/25.86  															|-Branch one:
% 60.72/25.86  															| (642) all_0_52_52 = e1
% 60.72/25.86  															|
% 60.72/25.86  																| Combining equations (565,642) yields a new equation:
% 60.72/25.86  																| (636) e4 = e1
% 60.72/25.86  																|
% 60.72/25.86  																| Simplifying 636 yields:
% 60.72/25.86  																| (630) e4 = e1
% 60.72/25.86  																|
% 60.72/25.86  																| Equations (630) can reduce 110 to:
% 60.72/25.86  																| (266) $false
% 60.72/25.86  																|
% 60.72/25.86  																|-The branch is then unsatisfiable
% 60.72/25.86  															|-Branch two:
% 60.72/25.86  															| (646)  ~ (all_0_52_52 = e1)
% 60.72/25.86  															| (647) all_0_57_57 = e1
% 60.72/25.86  															|
% 60.72/25.86  																| Equations (647) can reduce 81 to:
% 60.72/25.86  																| (632)  ~ (all_0_55_55 = e1)
% 60.72/25.86  																|
% 60.72/25.86  																| Equations (647) can reduce 140 to:
% 60.72/25.86  																| (466)  ~ (all_0_56_56 = e1)
% 60.72/25.86  																|
% 60.72/25.86  																| Equations (647) can reduce 148 to:
% 60.72/25.86  																| (879)  ~ (all_0_58_58 = e1)
% 60.72/25.86  																|
% 60.72/25.86  																| Simplifying 879 yields:
% 60.72/25.86  																| (880)  ~ (all_0_58_58 = e1)
% 60.72/25.86  																|
% 60.72/25.86  																| Equations (647) can reduce 839 to:
% 60.72/25.86  																| (602)  ~ (e4 = e1)
% 60.72/25.86  																|
% 60.72/25.86  																| Simplifying 602 yields:
% 60.72/25.86  																| (110)  ~ (e4 = e1)
% 60.72/25.86  																|
% 60.72/25.86  																| Equations (647) can reduce 67 to:
% 60.72/25.86  																| (467)  ~ (e3 = e1)
% 60.72/25.86  																|
% 60.72/25.86  																| Simplifying 467 yields:
% 60.72/25.86  																| (213)  ~ (e3 = e1)
% 60.72/25.86  																|
% 60.72/25.86  																| Equations (647) can reduce 344 to:
% 60.72/25.86  																| (604)  ~ (e2 = e1)
% 60.72/25.86  																|
% 60.72/25.86  																| Simplifying 604 yields:
% 60.72/25.86  																| (122)  ~ (e2 = e1)
% 60.72/25.86  																|
% 60.72/25.86  																| Equations (647) can reduce 364 to:
% 60.72/25.86  																| (233)  ~ (e1 = e0)
% 60.72/25.86  																|
% 60.72/25.86  																| From (647) and (45) follows:
% 60.72/25.86  																| (653) op(e1, e1) = all_0_36_36
% 60.72/25.86  																|
% 60.72/25.86  																| From (647) and (146) follows:
% 60.72/25.86  																| (3580) op(e1, e0) = all_0_35_35
% 60.72/25.86  																|
% 60.72/25.86  																| Instantiating formula (29) with e1, e1, all_0_36_36, e4 and discharging atoms op(e1, e1) = all_0_36_36, op(e1, e1) = e4, yields:
% 60.72/25.86  																| (690) all_0_36_36 = e4
% 60.72/25.86  																|
% 60.72/25.86  																| Instantiating formula (29) with e1, e0, all_0_35_35, all_0_53_53 and discharging atoms op(e1, e0) = all_0_35_35, op(e1, e0) = all_0_53_53, yields:
% 60.72/25.86  																| (3585) all_0_35_35 = all_0_53_53
% 60.72/25.86  																|
% 60.72/25.86  																| Instantiating formula (29) with e0, e3, all_0_9_9, all_0_55_55 and discharging atoms op(e0, e3) = all_0_9_9, op(e0, e3) = all_0_55_55, yields:
% 60.72/25.86  																| (370) all_0_9_9 = all_0_55_55
% 60.72/25.86  																|
% 60.72/25.86  																| From (690) and (653) follows:
% 60.72/25.86  																| (570) op(e1, e1) = e4
% 60.72/25.86  																|
% 60.72/25.86  																| From (3585) and (3580) follows:
% 60.72/25.86  																| (84) op(e1, e0) = all_0_53_53
% 60.72/25.86  																|
% 60.72/25.86  																| From (370) and (367) follows:
% 60.72/25.86  																| (74) op(e0, e3) = all_0_55_55
% 60.72/25.86  																|
% 60.72/25.86  																+-Applying beta-rule and splitting (47), into two cases.
% 60.72/25.86  																|-Branch one:
% 60.72/25.86  																| (317) all_0_39_39 = e2
% 60.72/25.86  																|
% 60.72/25.86  																	| Combining equations (471,317) yields a new equation:
% 60.72/25.86  																	| (322) e4 = e2
% 60.72/25.86  																	|
% 60.72/25.86  																	| Simplifying 322 yields:
% 60.72/25.86  																	| (323) e4 = e2
% 60.72/25.86  																	|
% 60.72/25.86  																	| Equations (323) can reduce 48 to:
% 60.72/25.86  																	| (266) $false
% 60.72/25.86  																	|
% 60.72/25.86  																	|-The branch is then unsatisfiable
% 60.72/25.86  																|-Branch two:
% 60.72/25.86  																| (294)  ~ (all_0_39_39 = e2)
% 60.72/25.86  																| (385) all_0_47_47 = e2 | all_0_51_51 = e2 | all_0_56_56 = e2
% 60.72/25.86  																|
% 60.72/25.86  																	+-Applying beta-rule and splitting (95), into two cases.
% 60.72/25.86  																	|-Branch one:
% 60.72/25.86  																	| (378) all_0_50_50 = e2
% 60.72/25.86  																	|
% 60.72/25.86  																		| Equations (378) can reduce 221 to:
% 60.72/25.86  																		| (85)  ~ (all_0_41_41 = e2)
% 60.72/25.86  																		|
% 60.72/25.86  																		| Equations (378) can reduce 35 to:
% 60.72/25.86  																		| (300)  ~ (all_0_46_46 = e2)
% 60.72/25.86  																		|
% 60.72/25.86  																		| Equations (378) can reduce 59 to:
% 60.72/25.86  																		| (17668)  ~ (all_0_51_51 = e2)
% 60.72/25.86  																		|
% 60.72/25.86  																		| Simplifying 17668 yields:
% 60.72/25.86  																		| (1099)  ~ (all_0_51_51 = e2)
% 60.72/25.86  																		|
% 60.72/25.86  																		| Equations (378) can reduce 121 to:
% 60.72/25.86  																		| (128)  ~ (e2 = e0)
% 60.72/25.86  																		|
% 60.72/25.86  																		| From (378) and (8) follows:
% 60.72/25.86  																		| (52128) op(e2, e3) = all_0_23_23
% 60.72/25.86  																		|
% 60.72/25.86  																		| From (378) and (57) follows:
% 60.72/25.86  																		| (52129) op(e2, e1) = all_0_22_22
% 60.72/25.86  																		|
% 60.72/25.86  																		| From (378) and (242) follows:
% 60.72/25.86  																		| (26152) op(e1, e3) = e2
% 60.72/25.86  																		|
% 60.72/25.86  																		+-Applying beta-rule and splitting (385), into two cases.
% 60.72/25.86  																		|-Branch one:
% 60.72/25.86  																		| (1105) all_0_47_47 = e2
% 60.72/25.86  																		|
% 60.72/25.86  																			| Equations (1105) can reduce 338 to:
% 60.72/25.86  																			| (266) $false
% 60.72/25.86  																			|
% 60.72/25.86  																			|-The branch is then unsatisfiable
% 60.72/25.86  																		|-Branch two:
% 60.72/25.86  																		| (338)  ~ (all_0_47_47 = e2)
% 60.72/25.86  																		| (1108) all_0_51_51 = e2 | all_0_56_56 = e2
% 60.72/25.86  																		|
% 60.72/25.86  																			+-Applying beta-rule and splitting (1108), into two cases.
% 60.72/25.86  																			|-Branch one:
% 60.72/25.86  																			| (504) all_0_51_51 = e2
% 60.72/25.86  																			|
% 60.72/25.86  																				| Equations (504) can reduce 1099 to:
% 60.72/25.86  																				| (266) $false
% 60.72/25.86  																				|
% 60.72/25.86  																				|-The branch is then unsatisfiable
% 60.72/25.86  																			|-Branch two:
% 60.72/25.86  																			| (1099)  ~ (all_0_51_51 = e2)
% 60.72/25.86  																			| (833) all_0_56_56 = e2
% 60.72/25.86  																			|
% 60.72/25.86  																				| Equations (833) can reduce 236 to:
% 60.72/25.86  																				| (51)  ~ (all_0_42_42 = e2)
% 60.72/25.86  																				|
% 60.72/25.86  																				| Equations (833) can reduce 16 to:
% 60.72/25.86  																				| (1099)  ~ (all_0_51_51 = e2)
% 60.72/25.86  																				|
% 60.72/25.86  																				| Equations (833) can reduce 153 to:
% 60.72/25.86  																				| (304)  ~ (all_0_55_55 = e2)
% 60.72/25.86  																				|
% 60.72/25.86  																				| Equations (833) can reduce 44 to:
% 60.72/25.86  																				| (1186)  ~ (all_0_58_58 = e2)
% 60.72/25.86  																				|
% 60.72/25.86  																				| Simplifying 1186 yields:
% 60.72/25.86  																				| (908)  ~ (all_0_58_58 = e2)
% 60.72/25.86  																				|
% 60.72/25.86  																				| Equations (833) can reduce 272 to:
% 60.72/25.86  																				| (626)  ~ (e3 = e2)
% 60.72/25.86  																				|
% 60.72/25.86  																				| Simplifying 626 yields:
% 60.72/25.86  																				| (212)  ~ (e3 = e2)
% 60.72/25.86  																				|
% 60.72/25.86  																				| Equations (833) can reduce 466 to:
% 60.72/25.86  																				| (122)  ~ (e2 = e1)
% 60.72/25.86  																				|
% 60.72/25.86  																				| From (833) and (111) follows:
% 60.72/25.86  																				| (1508) op(e0, e2) = e2
% 60.72/25.86  																				|
% 60.72/25.86  																				+-Applying beta-rule and splitting (125), into two cases.
% 60.72/25.86  																				|-Branch one:
% 60.72/25.86  																				| (858) all_0_55_55 = e0
% 60.72/25.86  																				|
% 60.72/25.86  																					| Equations (858) can reduce 803 to:
% 60.72/25.86  																					| (266) $false
% 60.72/25.86  																					|
% 60.72/25.86  																					|-The branch is then unsatisfiable
% 60.72/25.86  																				|-Branch two:
% 60.72/25.86  																				| (803)  ~ (all_0_55_55 = e0)
% 60.72/25.86  																				| (863) all_0_56_56 = e0 | all_0_57_57 = e0 | all_0_58_58 = e0
% 60.72/25.86  																				|
% 60.72/25.86  																					+-Applying beta-rule and splitting (174), into two cases.
% 60.72/25.86  																					|-Branch one:
% 60.72/25.86  																					| (386) all_0_55_55 = e2
% 60.72/25.86  																					|
% 60.72/25.86  																						| Equations (386) can reduce 304 to:
% 60.72/25.86  																						| (266) $false
% 60.72/25.86  																						|
% 60.72/25.86  																						|-The branch is then unsatisfiable
% 60.72/25.86  																					|-Branch two:
% 60.72/25.86  																					| (304)  ~ (all_0_55_55 = e2)
% 60.72/25.86  																					| (2051) all_0_55_55 = e4 | all_0_55_55 = e3 | all_0_55_55 = e1 | all_0_55_55 = e0
% 60.72/25.86  																					|
% 60.72/25.86  																						+-Applying beta-rule and splitting (863), into two cases.
% 60.72/25.86  																						|-Branch one:
% 60.72/25.86  																						| (679) all_0_56_56 = e0
% 60.72/25.86  																						|
% 60.72/25.86  																							| Combining equations (679,833) yields a new equation:
% 60.72/25.86  																							| (330) e2 = e0
% 60.72/25.86  																							|
% 60.72/25.86  																							| Equations (330) can reduce 128 to:
% 60.72/25.86  																							| (266) $false
% 60.72/25.86  																							|
% 60.72/25.86  																							|-The branch is then unsatisfiable
% 60.72/25.86  																						|-Branch two:
% 60.72/25.86  																						| (828)  ~ (all_0_56_56 = e0)
% 60.72/25.86  																						| (924) all_0_57_57 = e0 | all_0_58_58 = e0
% 60.72/25.86  																						|
% 60.72/25.86  																							+-Applying beta-rule and splitting (924), into two cases.
% 60.72/25.86  																							|-Branch one:
% 60.72/25.86  																							| (875) all_0_57_57 = e0
% 60.72/25.86  																							|
% 60.72/25.86  																								| Combining equations (647,875) yields a new equation:
% 60.72/25.86  																								| (546) e1 = e0
% 60.72/25.86  																								|
% 60.72/25.86  																								| Simplifying 546 yields:
% 60.72/25.86  																								| (431) e1 = e0
% 60.72/25.86  																								|
% 60.72/25.86  																								| Equations (431) can reduce 233 to:
% 60.72/25.86  																								| (266) $false
% 60.72/25.86  																								|
% 60.72/25.86  																								|-The branch is then unsatisfiable
% 60.72/25.86  																							|-Branch two:
% 60.72/25.86  																							| (364)  ~ (all_0_57_57 = e0)
% 60.72/25.86  																							| (914) all_0_58_58 = e0
% 60.72/25.86  																							|
% 60.72/25.86  																								| Equations (914) can reduce 119 to:
% 60.72/25.86  																								| (487)  ~ (all_0_49_49 = e0)
% 60.72/25.86  																								|
% 60.72/25.86  																								| Equations (914) can reduce 10 to:
% 60.72/25.86  																								| (247)  ~ (all_0_53_53 = e0)
% 60.72/25.86  																								|
% 60.72/25.86  																								| Equations (914) can reduce 3 to:
% 60.72/25.86  																								| (803)  ~ (all_0_55_55 = e0)
% 60.72/25.86  																								|
% 60.72/25.86  																								| Equations (914) can reduce 908 to:
% 60.72/25.86  																								| (365)  ~ (e2 = e0)
% 60.72/25.86  																								|
% 60.72/25.86  																								| Simplifying 365 yields:
% 60.72/25.86  																								| (128)  ~ (e2 = e0)
% 60.72/25.86  																								|
% 60.72/25.86  																								| Equations (914) can reduce 880 to:
% 60.72/25.86  																								| (435)  ~ (e1 = e0)
% 60.72/25.86  																								|
% 60.72/25.86  																								| Simplifying 435 yields:
% 60.72/25.86  																								| (233)  ~ (e1 = e0)
% 60.72/25.86  																								|
% 60.72/25.86  																								+-Applying beta-rule and splitting (184), into two cases.
% 60.72/25.86  																								|-Branch one:
% 60.72/25.86  																								| (538) all_0_46_46 = e0
% 60.72/25.86  																								|
% 60.72/25.86  																									| Equations (538) can reduce 831 to:
% 60.72/25.86  																									| (266) $false
% 60.72/25.86  																									|
% 60.72/25.86  																									|-The branch is then unsatisfiable
% 60.72/25.86  																								|-Branch two:
% 60.72/25.86  																								| (831)  ~ (all_0_46_46 = e0)
% 60.72/25.86  																								| (832) all_0_47_47 = e0 | all_0_48_48 = e0 | all_0_49_49 = e0
% 60.72/25.86  																								|
% 60.72/25.86  																									+-Applying beta-rule and splitting (832), into two cases.
% 60.72/25.86  																									|-Branch one:
% 60.72/25.86  																									| (674) all_0_47_47 = e0
% 60.72/25.86  																									|
% 60.72/25.86  																										| Equations (674) can reduce 198 to:
% 60.72/25.86  																										| (358)  ~ (all_0_42_42 = e0)
% 60.72/25.86  																										|
% 60.72/25.86  																										| Equations (674) can reduce 19 to:
% 60.72/25.86  																										| (831)  ~ (all_0_46_46 = e0)
% 60.72/25.86  																										|
% 60.72/25.86  																										| Equations (674) can reduce 86 to:
% 60.72/25.86  																										| (486)  ~ (all_0_49_49 = e0)
% 60.72/25.86  																										|
% 60.72/25.86  																										| Simplifying 486 yields:
% 60.72/25.86  																										| (487)  ~ (all_0_49_49 = e0)
% 60.72/25.86  																										|
% 60.72/25.86  																										| Equations (674) can reduce 224 to:
% 60.72/25.86  																										| (1404)  ~ (all_0_51_51 = e0)
% 60.72/25.86  																										|
% 60.72/25.86  																										| Simplifying 1404 yields:
% 60.72/25.86  																										| (115)  ~ (all_0_51_51 = e0)
% 60.72/25.86  																										|
% 60.72/25.86  																										+-Applying beta-rule and splitting (2051), into two cases.
% 60.72/25.86  																										|-Branch one:
% 60.72/25.86  																										| (587) all_0_55_55 = e4
% 60.72/25.86  																										|
% 60.72/25.86  																											| Equations (587) can reduce 58 to:
% 60.72/25.86  																											| (250)  ~ (all_0_46_46 = e4)
% 60.72/25.86  																											|
% 60.72/25.86  																											| Equations (587) can reduce 270 to:
% 60.72/25.86  																											| (188)  ~ (e4 = e3)
% 60.72/25.86  																											|
% 60.72/25.86  																											| Equations (587) can reduce 304 to:
% 60.72/25.86  																											| (48)  ~ (e4 = e2)
% 60.72/25.86  																											|
% 60.72/25.86  																											| Equations (587) can reduce 803 to:
% 60.72/25.86  																											| (49)  ~ (e4 = e0)
% 60.72/25.86  																											|
% 60.72/25.86  																											| From (587) and (68) follows:
% 60.72/25.86  																											| (4717) op(e4, e0) = all_0_31_31
% 60.72/25.86  																											|
% 60.72/25.86  																											| From (587) and (74) follows:
% 60.72/25.86  																											| (589) op(e0, e3) = e4
% 60.72/25.86  																											|
% 60.72/25.86  																											+-Applying beta-rule and splitting (150), into two cases.
% 60.72/25.86  																											|-Branch one:
% 60.72/25.86  																											| (1378) all_0_40_40 = e4
% 60.72/25.86  																											|
% 60.72/25.86  																												| Combining equations (313,1378) yields a new equation:
% 60.72/25.86  																												| (323) e4 = e2
% 60.72/25.86  																												|
% 60.72/25.86  																												| Equations (323) can reduce 48 to:
% 60.72/25.86  																												| (266) $false
% 60.72/25.86  																												|
% 60.72/25.86  																												|-The branch is then unsatisfiable
% 60.72/25.86  																											|-Branch two:
% 60.72/25.86  																											| (447)  ~ (all_0_40_40 = e4)
% 60.72/25.86  																											| (2271) all_0_44_44 = e4 | all_0_49_49 = e4 | all_0_53_53 = e4 | all_0_58_58 = e4
% 60.72/25.86  																											|
% 60.72/25.86  																												+-Applying beta-rule and splitting (2271), into two cases.
% 60.72/25.86  																												|-Branch one:
% 60.72/25.86  																												| (446) all_0_44_44 = e4
% 60.72/25.86  																												|
% 60.72/25.86  																													| Equations (446) can reduce 73 to:
% 60.72/25.87  																													| (1890)  ~ (all_0_42_42 = e4)
% 60.72/25.87  																													|
% 60.72/25.87  																													| Equations (446) can reduce 9 to:
% 60.72/25.87  																													| (255)  ~ (all_0_49_49 = e4)
% 60.72/25.87  																													|
% 60.72/25.87  																													| Simplifying 255 yields:
% 60.72/25.87  																													| (256)  ~ (all_0_49_49 = e4)
% 60.72/25.87  																													|
% 60.72/25.87  																													| From (446) and (70) follows:
% 60.72/25.87  																													| (4645) op(e4, e0) = all_0_12_12
% 60.72/25.87  																													|
% 60.72/25.87  																													| Instantiating formula (29) with e4, e0, all_0_12_12, e2 and discharging atoms op(e4, e0) = all_0_12_12, op(e4, e0) = e2, yields:
% 60.72/25.87  																													| (52202) all_0_12_12 = e2
% 60.72/25.87  																													|
% 60.72/25.87  																													| Instantiating formula (29) with e4, e0, all_0_31_31, all_0_12_12 and discharging atoms op(e4, e0) = all_0_12_12, op(e4, e0) = all_0_31_31, yields:
% 60.72/25.87  																													| (52203) all_0_12_12 = all_0_31_31
% 60.72/25.87  																													|
% 60.72/25.87  																													| Instantiating formula (29) with e2, e3, all_0_23_23, all_0_46_46 and discharging atoms op(e2, e3) = all_0_23_23, op(e2, e3) = all_0_46_46, yields:
% 60.72/25.87  																													| (52204) all_0_23_23 = all_0_46_46
% 60.72/25.87  																													|
% 60.72/25.87  																													| Instantiating formula (29) with e2, e1, all_0_22_22, e2 and discharging atoms op(e2, e1) = all_0_22_22, op(e2, e1) = e2, yields:
% 60.72/25.87  																													| (15362) all_0_22_22 = e2
% 60.72/25.87  																													|
% 60.72/25.87  																													| Combining equations (52202,52203) yields a new equation:
% 60.72/25.87  																													| (5159) all_0_31_31 = e2
% 60.72/25.87  																													|
% 60.72/25.87  																													| From (5159) and (4717) follows:
% 60.72/25.87  																													| (44178) op(e4, e0) = e2
% 60.72/25.87  																													|
% 60.72/25.87  																													| From (52204) and (52128) follows:
% 60.72/25.88  																													| (120) op(e2, e3) = all_0_46_46
% 60.72/25.88  																													|
% 60.72/25.88  																													| From (15362) and (52129) follows:
% 60.72/25.88  																													| (347) op(e2, e1) = e2
% 60.72/25.88  																													|
% 60.72/25.88  																													+-Applying beta-rule and splitting (168), into two cases.
% 60.72/25.88  																													|-Branch one:
% 60.72/25.88  																													| (415) all_0_50_50 = e3
% 60.72/25.88  																													|
% 60.72/25.88  																														| Combining equations (378,415) yields a new equation:
% 60.72/25.88  																														| (662) e3 = e2
% 60.72/25.88  																														|
% 60.72/25.88  																														| Equations (662) can reduce 212 to:
% 60.72/25.88  																														| (266) $false
% 60.72/25.88  																														|
% 60.72/25.88  																														|-The branch is then unsatisfiable
% 60.72/25.88  																													|-Branch two:
% 60.72/25.88  																													| (411)  ~ (all_0_50_50 = e3)
% 60.72/25.88  																													| (418) all_0_51_51 = e3 | all_0_53_53 = e3
% 60.72/25.88  																													|
% 60.72/25.88  																														+-Applying beta-rule and splitting (113), into two cases.
% 60.72/25.88  																														|-Branch one:
% 60.72/25.88  																														| (403) all_0_41_41 = e3
% 60.72/25.88  																														|
% 60.72/25.88  																															| Equations (403) can reduce 214 to:
% 60.72/25.88  																															| (404)  ~ (all_0_42_42 = e3)
% 60.72/25.88  																															|
% 60.72/25.88  																															| Simplifying 404 yields:
% 60.72/25.88  																															| (405)  ~ (all_0_42_42 = e3)
% 60.72/25.88  																															|
% 60.72/25.88  																															| Equations (403) can reduce 85 to:
% 60.72/25.88  																															| (212)  ~ (e3 = e2)
% 60.72/25.88  																															|
% 60.72/25.88  																															| Equations (403) can reduce 357 to:
% 60.72/25.88  																															| (80)  ~ (e3 = e0)
% 60.72/25.88  																															|
% 60.72/25.88  																															+-Applying beta-rule and splitting (103), into two cases.
% 60.72/25.88  																															|-Branch one:
% 60.72/25.88  																															| (453) all_0_41_41 = e1
% 60.72/25.88  																															|
% 60.72/25.88  																																| Combining equations (453,403) yields a new equation:
% 60.72/25.88  																																| (455) e3 = e1
% 60.72/25.88  																																|
% 60.72/25.88  																																| Equations (455) can reduce 213 to:
% 60.72/25.88  																																| (266) $false
% 60.72/25.88  																																|
% 60.72/25.88  																																|-The branch is then unsatisfiable
% 60.72/25.88  																															|-Branch two:
% 60.72/25.88  																															| (457)  ~ (all_0_41_41 = e1)
% 60.72/25.88  																															| (458) all_0_42_42 = e1 | all_0_43_43 = e1 | all_0_44_44 = e1
% 60.72/25.88  																															|
% 60.72/25.88  																																+-Applying beta-rule and splitting (152), into two cases.
% 60.72/25.88  																																|-Branch one:
% 60.72/25.88  																																| (1392) all_0_42_42 = e4
% 60.72/25.88  																																|
% 60.72/25.88  																																	| Equations (1392) can reduce 1890 to:
% 60.72/25.88  																																	| (266) $false
% 60.72/25.88  																																	|
% 60.72/25.88  																																	|-The branch is then unsatisfiable
% 60.72/25.88  																																|-Branch two:
% 60.72/25.88  																																| (1890)  ~ (all_0_42_42 = e4)
% 60.72/25.88  																																| (1969) all_0_42_42 = e3 | all_0_42_42 = e1 | all_0_42_42 = e0
% 60.72/25.88  																																|
% 60.72/25.88  																																	+-Applying beta-rule and splitting (180), into two cases.
% 60.72/25.88  																																	|-Branch one:
% 60.72/25.88  																																	| (516) all_0_42_42 = e3
% 60.72/25.88  																																	|
% 60.72/25.88  																																		| Equations (516) can reduce 405 to:
% 60.72/25.88  																																		| (266) $false
% 60.72/25.88  																																		|
% 60.72/25.88  																																		|-The branch is then unsatisfiable
% 60.72/25.88  																																	|-Branch two:
% 60.72/25.88  																																	| (405)  ~ (all_0_42_42 = e3)
% 60.72/25.88  																																	| (521) all_0_47_47 = e3 | all_0_51_51 = e3 | all_0_56_56 = e3
% 60.72/25.88  																																	|
% 60.72/25.88  																																		+-Applying beta-rule and splitting (521), into two cases.
% 60.72/25.88  																																		|-Branch one:
% 60.72/25.88  																																		| (522) all_0_47_47 = e3
% 60.72/25.88  																																		|
% 60.72/25.88  																																			| Combining equations (522,674) yields a new equation:
% 60.72/25.88  																																			| (675) e3 = e0
% 60.72/25.88  																																			|
% 60.72/25.88  																																			| Simplifying 675 yields:
% 60.72/25.88  																																			| (676) e3 = e0
% 60.72/25.88  																																			|
% 60.72/25.88  																																			| Equations (676) can reduce 80 to:
% 60.72/25.88  																																			| (266) $false
% 60.72/25.88  																																			|
% 60.72/25.88  																																			|-The branch is then unsatisfiable
% 60.72/25.88  																																		|-Branch two:
% 60.72/25.88  																																		| (1091)  ~ (all_0_47_47 = e3)
% 60.72/25.88  																																		| (1092) all_0_51_51 = e3 | all_0_56_56 = e3
% 60.72/25.88  																																		|
% 60.72/25.88  																																			+-Applying beta-rule and splitting (123), into two cases.
% 60.72/25.88  																																			|-Branch one:
% 60.72/25.88  																																			| (1794) all_0_46_46 = e2
% 60.72/25.88  																																			|
% 60.72/25.88  																																				| Equations (1794) can reduce 300 to:
% 60.72/25.88  																																				| (266) $false
% 60.72/25.88  																																				|
% 60.72/25.88  																																				|-The branch is then unsatisfiable
% 60.72/25.88  																																			|-Branch two:
% 60.72/25.88  																																			| (300)  ~ (all_0_46_46 = e2)
% 60.72/25.88  																																			| (1797) all_0_46_46 = e4 | all_0_46_46 = e3 | all_0_46_46 = e1 | all_0_46_46 = e0
% 60.72/25.88  																																			|
% 60.72/25.88  																																				+-Applying beta-rule and splitting (1969), into two cases.
% 60.72/25.88  																																				|-Branch one:
% 60.72/25.88  																																				| (559) all_0_42_42 = e0
% 60.72/25.88  																																				|
% 60.72/25.88  																																					| Equations (559) can reduce 358 to:
% 60.72/25.88  																																					| (266) $false
% 60.72/25.88  																																					|
% 60.72/25.88  																																					|-The branch is then unsatisfiable
% 60.72/25.88  																																				|-Branch two:
% 60.72/25.88  																																				| (358)  ~ (all_0_42_42 = e0)
% 60.72/25.88  																																				| (2510) all_0_42_42 = e3 | all_0_42_42 = e1
% 60.72/25.88  																																				|
% 60.72/25.88  																																					+-Applying beta-rule and splitting (1092), into two cases.
% 60.72/25.88  																																					|-Branch one:
% 60.72/25.88  																																					| (660) all_0_51_51 = e3
% 60.72/25.88  																																					|
% 60.72/25.88  																																						| Equations (660) can reduce 61 to:
% 60.72/25.88  																																						| (405)  ~ (all_0_42_42 = e3)
% 60.72/25.88  																																						|
% 60.72/25.88  																																						| Equations (660) can reduce 6 to:
% 60.72/25.88  																																						| (1114)  ~ (all_0_53_53 = e3)
% 60.72/25.88  																																						|
% 60.72/25.88  																																						| Simplifying 1114 yields:
% 60.72/25.88  																																						| (903)  ~ (all_0_53_53 = e3)
% 60.72/25.88  																																						|
% 60.72/25.88  																																						| Equations (660) can reduce 475 to:
% 60.72/25.88  																																						| (277)  ~ (e4 = e3)
% 60.72/25.88  																																						|
% 60.72/25.88  																																						| Simplifying 277 yields:
% 60.72/25.88  																																						| (188)  ~ (e4 = e3)
% 60.72/25.88  																																						|
% 60.72/25.88  																																						| Equations (660) can reduce 115 to:
% 60.72/25.88  																																						| (80)  ~ (e3 = e0)
% 60.72/25.88  																																						|
% 60.72/25.88  																																						| From (660) and (186) follows:
% 60.72/25.88  																																						| (1552) op(e1, e2) = e3
% 60.72/25.88  																																						|
% 60.72/25.88  																																						+-Applying beta-rule and splitting (131), into two cases.
% 60.72/25.88  																																						|-Branch one:
% 60.72/25.88  																																						| (459) all_0_42_42 = e1
% 60.72/25.88  																																						|
% 60.72/25.88  																																							| Equations (459) can reduce 1890 to:
% 60.72/25.88  																																							| (602)  ~ (e4 = e1)
% 60.72/25.88  																																							|
% 60.72/25.88  																																							| Simplifying 602 yields:
% 60.72/25.88  																																							| (110)  ~ (e4 = e1)
% 60.72/25.88  																																							|
% 60.72/25.88  																																							| Equations (459) can reduce 405 to:
% 60.72/25.88  																																							| (467)  ~ (e3 = e1)
% 60.72/25.88  																																							|
% 60.72/25.88  																																							| Simplifying 467 yields:
% 60.72/25.88  																																							| (213)  ~ (e3 = e1)
% 60.72/25.88  																																							|
% 60.72/25.88  																																							| Equations (459) can reduce 51 to:
% 60.72/25.88  																																							| (604)  ~ (e2 = e1)
% 60.72/25.88  																																							|
% 60.72/25.88  																																							| Simplifying 604 yields:
% 60.72/25.88  																																							| (122)  ~ (e2 = e1)
% 60.72/25.88  																																							|
% 60.72/25.88  																																							+-Applying beta-rule and splitting (189), into two cases.
% 60.72/25.88  																																							|-Branch one:
% 60.72/25.88  																																							| (532) all_0_44_44 = e3
% 60.72/25.88  																																							|
% 60.72/25.88  																																								| Combining equations (532,446) yields a new equation:
% 60.72/25.88  																																								| (425) e4 = e3
% 60.72/25.88  																																								|
% 60.72/25.88  																																								| Equations (425) can reduce 188 to:
% 60.72/25.88  																																								| (266) $false
% 60.72/25.88  																																								|
% 60.72/25.88  																																								|-The branch is then unsatisfiable
% 60.72/25.88  																																							|-Branch two:
% 60.72/25.88  																																							| (407)  ~ (all_0_44_44 = e3)
% 60.72/25.88  																																							| (537) all_0_49_49 = e3 | all_0_53_53 = e3 | all_0_58_58 = e3
% 60.72/25.88  																																							|
% 60.72/25.88  																																								+-Applying beta-rule and splitting (1797), into two cases.
% 60.72/25.88  																																								|-Branch one:
% 60.72/25.88  																																								| (770) all_0_46_46 = e4
% 60.72/25.88  																																								|
% 60.72/25.88  																																									| Equations (770) can reduce 250 to:
% 60.72/25.88  																																									| (266) $false
% 60.72/25.88  																																									|
% 60.72/25.88  																																									|-The branch is then unsatisfiable
% 60.72/25.88  																																								|-Branch two:
% 60.72/25.88  																																								| (250)  ~ (all_0_46_46 = e4)
% 60.72/25.88  																																								| (1801) all_0_46_46 = e3 | all_0_46_46 = e1 | all_0_46_46 = e0
% 60.72/25.88  																																								|
% 60.72/25.88  																																									+-Applying beta-rule and splitting (18), into two cases.
% 60.72/25.88  																																									|-Branch one:
% 60.72/25.88  																																									| (453) all_0_41_41 = e1
% 60.72/25.88  																																									|
% 60.72/25.88  																																										| Combining equations (453,403) yields a new equation:
% 60.72/25.88  																																										| (455) e3 = e1
% 60.72/25.88  																																										|
% 60.72/25.88  																																										| Equations (455) can reduce 213 to:
% 60.72/25.88  																																										| (266) $false
% 60.72/25.88  																																										|
% 60.72/25.88  																																										|-The branch is then unsatisfiable
% 60.72/25.88  																																									|-Branch two:
% 60.72/25.88  																																									| (457)  ~ (all_0_41_41 = e1)
% 60.72/25.88  																																									| (595) all_0_46_46 = e1 | all_0_50_50 = e1 | all_0_55_55 = e1
% 60.72/25.88  																																									|
% 60.72/25.88  																																										+-Applying beta-rule and splitting (595), into two cases.
% 60.72/25.88  																																										|-Branch one:
% 60.72/25.88  																																										| (545) all_0_46_46 = e1
% 60.72/25.88  																																										|
% 60.72/25.88  																																											| Equations (545) can reduce 208 to:
% 60.72/25.88  																																											| (1419)  ~ (all_0_49_49 = e1)
% 60.72/25.88  																																											|
% 60.72/25.88  																																											| Simplifying 1419 yields:
% 60.72/25.88  																																											| (1064)  ~ (all_0_49_49 = e1)
% 60.72/25.88  																																											|
% 60.72/25.88  																																											| Equations (545) can reduce 250 to:
% 60.72/25.88  																																											| (602)  ~ (e4 = e1)
% 60.72/25.88  																																											|
% 60.72/25.88  																																											| Simplifying 602 yields:
% 60.72/25.88  																																											| (110)  ~ (e4 = e1)
% 60.72/25.88  																																											|
% 60.72/25.88  																																											| Equations (545) can reduce 831 to:
% 60.72/25.88  																																											| (233)  ~ (e1 = e0)
% 60.72/25.88  																																											|
% 60.72/25.88  																																											+-Applying beta-rule and splitting (112), into two cases.
% 60.72/25.88  																																											|-Branch one:
% 60.72/25.88  																																											| (635) all_0_44_44 = e1
% 60.72/25.88  																																											|
% 60.72/25.88  																																												| Combining equations (635,446) yields a new equation:
% 60.72/25.88  																																												| (630) e4 = e1
% 60.72/25.88  																																												|
% 60.72/25.88  																																												| Equations (630) can reduce 110 to:
% 60.72/25.88  																																												| (266) $false
% 60.72/25.88  																																												|
% 60.72/25.88  																																												|-The branch is then unsatisfiable
% 60.72/25.88  																																											|-Branch two:
% 60.72/25.88  																																											| (639)  ~ (all_0_44_44 = e1)
% 60.72/25.88  																																											| (640) all_0_49_49 = e1 | all_0_53_53 = e1 | all_0_58_58 = e1
% 60.72/25.88  																																											|
% 60.72/25.88  																																												+-Applying beta-rule and splitting (54), into two cases.
% 60.72/25.88  																																												|-Branch one:
% 60.72/25.88  																																												| (583) all_0_49_49 = e2
% 60.72/25.88  																																												|
% 60.72/25.88  																																													| Equations (583) can reduce 340 to:
% 60.72/25.88  																																													| (266) $false
% 60.72/25.88  																																													|
% 60.72/25.88  																																													|-The branch is then unsatisfiable
% 60.72/25.88  																																												|-Branch two:
% 60.72/25.88  																																												| (340)  ~ (all_0_49_49 = e2)
% 60.72/25.88  																																												| (586) all_0_49_49 = e4 | all_0_49_49 = e3 | all_0_49_49 = e1 | all_0_49_49 = e0
% 60.72/25.88  																																												|
% 60.72/25.88  																																													+-Applying beta-rule and splitting (640), into two cases.
% 60.72/25.88  																																													|-Branch one:
% 60.72/25.88  																																													| (671) all_0_49_49 = e1
% 60.72/25.88  																																													|
% 60.72/25.88  																																														| Equations (671) can reduce 1064 to:
% 60.72/25.88  																																														| (266) $false
% 60.72/25.88  																																														|
% 60.72/25.88  																																														|-The branch is then unsatisfiable
% 60.72/25.88  																																													|-Branch two:
% 60.72/25.88  																																													| (1064)  ~ (all_0_49_49 = e1)
% 60.72/25.88  																																													| (2141) all_0_53_53 = e1 | all_0_58_58 = e1
% 60.72/25.88  																																													|
% 60.72/25.88  																																														+-Applying beta-rule and splitting (537), into two cases.
% 60.72/25.88  																																														|-Branch one:
% 60.72/25.88  																																														| (884) all_0_49_49 = e3
% 60.72/25.88  																																														|
% 60.72/25.88  																																															| Equations (884) can reduce 340 to:
% 60.72/25.88  																																															| (212)  ~ (e3 = e2)
% 60.72/25.88  																																															|
% 60.72/25.88  																																															+-Applying beta-rule and splitting (2141), into two cases.
% 60.72/25.88  																																															|-Branch one:
% 60.72/25.88  																																															| (1208) all_0_53_53 = e1
% 60.72/25.88  																																															|
% 60.72/25.88  																																																| Equations (1208) can reduce 247 to:
% 60.72/25.88  																																																| (233)  ~ (e1 = e0)
% 60.72/25.88  																																																|
% 60.72/25.88  																																																+-Applying beta-rule and splitting (56), into two cases.
% 60.72/25.88  																																																|-Branch one:
% 60.72/25.88  																																																| (696) unit = e2
% 60.72/25.88  																																																|
% 60.72/25.88  																																																	| From (696) and (211) follows:
% 60.72/25.88  																																																	| (1612) op(e2, e1) = e1
% 60.72/25.88  																																																	|
% 60.72/25.88  																																																	| From (696) and (42) follows:
% 60.72/25.88  																																																	| (1613) op(e0, e2) = e0
% 60.72/25.88  																																																	|
% 60.72/25.88  																																																	| Instantiating formula (29) with e2, e1, e1, e2 and discharging atoms op(e2, e1) = e2, op(e2, e1) = e1, yields:
% 60.72/25.88  																																																	| (617) e2 = e1
% 60.72/25.88  																																																	|
% 60.72/25.88  																																																	| Instantiating formula (29) with e0, e2, e0, e2 and discharging atoms op(e0, e2) = e2, op(e0, e2) = e0, yields:
% 60.72/25.88  																																																	| (330) e2 = e0
% 60.72/25.88  																																																	|
% 60.72/25.88  																																																	| Combining equations (330,617) yields a new equation:
% 60.72/25.88  																																																	| (431) e1 = e0
% 60.72/25.88  																																																	|
% 60.72/25.88  																																																	| Equations (431) can reduce 233 to:
% 60.72/25.88  																																																	| (266) $false
% 60.72/25.88  																																																	|
% 60.72/25.88  																																																	|-The branch is then unsatisfiable
% 60.72/25.88  																																																|-Branch two:
% 60.72/25.88  																																																| (707)  ~ (unit = e2)
% 60.72/25.88  																																																| (708) unit = e4 | unit = e3 | unit = e1 | unit = e0
% 60.72/25.88  																																																|
% 60.72/25.88  																																																	+-Applying beta-rule and splitting (708), into two cases.
% 60.72/25.88  																																																	|-Branch one:
% 60.72/25.88  																																																	| (709) unit = e4
% 60.72/25.88  																																																	|
% 60.72/25.88  																																																		| From (709) and (211) follows:
% 60.72/25.88  																																																		| (22527) op(e4, e1) = e1
% 60.72/25.88  																																																		|
% 60.72/25.88  																																																		| From (709) and (209) follows:
% 60.72/25.88  																																																		| (3072) op(e4, e0) = e0
% 60.72/25.88  																																																		|
% 60.72/25.88  																																																		| From (709) and (40) follows:
% 60.72/25.88  																																																		| (711) op(e3, e4) = e3
% 60.72/25.88  																																																		|
% 60.72/25.88  																																																		| Instantiating formula (29) with e4, e1, e1, e3 and discharging atoms op(e4, e1) = e3, op(e4, e1) = e1, yields:
% 60.72/25.88  																																																		| (455) e3 = e1
% 60.72/25.88  																																																		|
% 60.72/25.88  																																																		| Instantiating formula (29) with e4, e0, e0, e2 and discharging atoms op(e4, e0) = e2, op(e4, e0) = e0, yields:
% 60.72/25.88  																																																		| (330) e2 = e0
% 60.72/25.88  																																																		|
% 60.72/25.88  																																																		| Instantiating formula (29) with e3, e4, e3, e2 and discharging atoms op(e3, e4) = e3, op(e3, e4) = e2, yields:
% 60.72/25.88  																																																		| (662) e3 = e2
% 60.72/25.88  																																																		|
% 60.72/25.88  																																																		| Combining equations (662,455) yields a new equation:
% 60.72/25.88  																																																		| (616) e2 = e1
% 60.72/25.88  																																																		|
% 60.72/25.88  																																																		| Simplifying 616 yields:
% 60.72/25.88  																																																		| (617) e2 = e1
% 60.72/25.88  																																																		|
% 60.72/25.88  																																																		| Combining equations (330,617) yields a new equation:
% 60.72/25.88  																																																		| (431) e1 = e0
% 60.72/25.88  																																																		|
% 60.72/25.88  																																																		| Equations (431) can reduce 233 to:
% 60.72/25.88  																																																		| (266) $false
% 60.72/25.88  																																																		|
% 60.72/25.88  																																																		|-The branch is then unsatisfiable
% 60.72/25.88  																																																	|-Branch two:
% 60.72/25.88  																																																	| (724)  ~ (unit = e4)
% 60.72/25.88  																																																	| (725) unit = e3 | unit = e1 | unit = e0
% 60.72/25.88  																																																	|
% 60.72/25.88  																																																		+-Applying beta-rule and splitting (725), into two cases.
% 60.72/25.88  																																																		|-Branch one:
% 60.72/25.88  																																																		| (726) unit = e0
% 60.72/25.88  																																																		|
% 60.72/25.88  																																																			| From (726) and (24) follows:
% 60.72/25.88  																																																			| (2208) op(e0, e3) = e3
% 60.72/25.88  																																																			|
% 60.72/25.88  																																																			| From (726) and (227) follows:
% 60.72/25.88  																																																			| (3205) op(e4, e0) = e4
% 60.72/25.88  																																																			|
% 60.72/25.88  																																																			| Instantiating formula (29) with e4, e0, e4, e2 and discharging atoms op(e4, e0) = e4, op(e4, e0) = e2, yields:
% 60.72/25.88  																																																			| (323) e4 = e2
% 60.72/25.88  																																																			|
% 60.72/25.88  																																																			| Instantiating formula (29) with e0, e3, e3, e4 and discharging atoms op(e0, e3) = e4, op(e0, e3) = e3, yields:
% 60.72/25.88  																																																			| (425) e4 = e3
% 60.72/25.88  																																																			|
% 60.72/25.88  																																																			| Combining equations (323,425) yields a new equation:
% 60.72/25.88  																																																			| (662) e3 = e2
% 60.72/25.88  																																																			|
% 60.72/25.88  																																																			| Equations (662) can reduce 212 to:
% 60.72/25.88  																																																			| (266) $false
% 60.72/25.88  																																																			|
% 60.72/25.88  																																																			|-The branch is then unsatisfiable
% 60.72/25.88  																																																		|-Branch two:
% 60.72/25.88  																																																		| (734)  ~ (unit = e0)
% 60.72/25.88  																																																		| (735) unit = e3 | unit = e1
% 60.72/25.88  																																																		|
% 60.72/25.88  																																																			+-Applying beta-rule and splitting (735), into two cases.
% 60.72/25.88  																																																			|-Branch one:
% 60.72/25.88  																																																			| (736) unit = e1
% 60.72/25.88  																																																			|
% 60.72/25.88  																																																				| Equations (736) can reduce 734 to:
% 60.72/25.88  																																																				| (233)  ~ (e1 = e0)
% 60.72/25.88  																																																				|
% 60.72/25.88  																																																				| From (736) and (244) follows:
% 60.72/25.88  																																																				| (738) op(e1, e4) = e4
% 60.72/25.88  																																																				|
% 60.72/25.88  																																																				| From (736) and (15) follows:
% 60.72/25.89  																																																				| (515) op(e1, e2) = e2
% 60.72/25.89  																																																				|
% 60.72/25.89  																																																				| From (736) and (227) follows:
% 60.72/25.89  																																																				| (739) op(e4, e1) = e4
% 60.72/25.89  																																																				|
% 60.72/25.89  																																																				| From (736) and (28) follows:
% 60.72/25.89  																																																				| (740) op(e1, e1) = e1
% 60.72/25.89  																																																				|
% 60.72/25.89  																																																				| Instantiating formula (29) with e4, e1, e4, e3 and discharging atoms op(e4, e1) = e4, op(e4, e1) = e3, yields:
% 60.72/25.89  																																																				| (425) e4 = e3
% 60.72/25.89  																																																				|
% 60.72/25.89  																																																				| Instantiating formula (29) with e1, e4, e4, e0 and discharging atoms op(e1, e4) = e4, op(e1, e4) = e0, yields:
% 60.72/25.89  																																																				| (397) e4 = e0
% 60.72/25.89  																																																				|
% 60.72/25.89  																																																				| Instantiating formula (29) with e1, e2, e2, e3 and discharging atoms op(e1, e2) = e3, op(e1, e2) = e2, yields:
% 60.72/25.89  																																																				| (662) e3 = e2
% 60.72/25.89  																																																				|
% 60.72/25.89  																																																				| Instantiating formula (29) with e1, e1, e1, e4 and discharging atoms op(e1, e1) = e4, op(e1, e1) = e1, yields:
% 60.72/25.89  																																																				| (630) e4 = e1
% 60.72/25.89  																																																				|
% 60.72/25.89  																																																				| Combining equations (630,425) yields a new equation:
% 60.72/25.89  																																																				| (455) e3 = e1
% 60.72/25.89  																																																				|
% 60.72/25.89  																																																				| Combining equations (397,425) yields a new equation:
% 60.72/25.89  																																																				| (676) e3 = e0
% 60.72/25.89  																																																				|
% 60.72/25.89  																																																				| Combining equations (455,662) yields a new equation:
% 60.72/25.89  																																																				| (617) e2 = e1
% 60.72/25.89  																																																				|
% 60.72/25.89  																																																				| Combining equations (676,662) yields a new equation:
% 60.72/25.89  																																																				| (330) e2 = e0
% 60.72/25.89  																																																				|
% 60.72/25.89  																																																				| Combining equations (617,330) yields a new equation:
% 60.72/25.89  																																																				| (546) e1 = e0
% 60.72/25.89  																																																				|
% 60.72/25.89  																																																				| Simplifying 546 yields:
% 60.72/25.89  																																																				| (431) e1 = e0
% 60.72/25.89  																																																				|
% 60.72/25.89  																																																				| Equations (431) can reduce 233 to:
% 60.72/25.89  																																																				| (266) $false
% 60.72/25.89  																																																				|
% 60.72/25.89  																																																				|-The branch is then unsatisfiable
% 60.72/25.89  																																																			|-Branch two:
% 60.72/25.89  																																																			| (748)  ~ (unit = e1)
% 60.72/25.89  																																																			| (749) unit = e3
% 60.72/25.89  																																																			|
% 60.72/25.89  																																																				| From (749) and (244) follows:
% 60.72/25.89  																																																				| (750) op(e3, e4) = e4
% 60.72/25.89  																																																				|
% 60.72/25.89  																																																				| From (749) and (28) follows:
% 60.72/25.89  																																																				| (2235) op(e1, e3) = e1
% 60.72/25.89  																																																				|
% 60.72/25.89  																																																				| From (749) and (42) follows:
% 60.72/25.89  																																																				| (752) op(e0, e3) = e0
% 60.72/25.89  																																																				|
% 60.72/25.89  																																																				| Instantiating formula (29) with e3, e4, e4, e2 and discharging atoms op(e3, e4) = e4, op(e3, e4) = e2, yields:
% 60.72/25.89  																																																				| (323) e4 = e2
% 60.72/25.89  																																																				|
% 60.72/25.89  																																																				| Instantiating formula (29) with e1, e3, e1, e2 and discharging atoms op(e1, e3) = e2, op(e1, e3) = e1, yields:
% 60.72/25.89  																																																				| (617) e2 = e1
% 60.72/25.89  																																																				|
% 60.72/25.89  																																																				| Instantiating formula (29) with e0, e3, e0, e4 and discharging atoms op(e0, e3) = e4, op(e0, e3) = e0, yields:
% 60.72/25.89  																																																				| (397) e4 = e0
% 60.72/25.89  																																																				|
% 60.72/25.89  																																																				| Combining equations (397,323) yields a new equation:
% 60.72/25.89  																																																				| (330) e2 = e0
% 60.72/25.89  																																																				|
% 60.72/25.89  																																																				| Combining equations (330,617) yields a new equation:
% 60.72/25.89  																																																				| (431) e1 = e0
% 60.72/25.89  																																																				|
% 60.72/25.89  																																																				| Equations (431) can reduce 233 to:
% 60.72/25.89  																																																				| (266) $false
% 60.72/25.89  																																																				|
% 60.72/25.89  																																																				|-The branch is then unsatisfiable
% 60.72/25.89  																																															|-Branch two:
% 60.72/25.89  																																															| (1459)  ~ (all_0_53_53 = e1)
% 60.72/25.89  																																															| (918) all_0_58_58 = e1
% 60.72/25.89  																																															|
% 60.72/25.89  																																																| Combining equations (918,914) yields a new equation:
% 60.72/25.89  																																																| (546) e1 = e0
% 60.72/25.89  																																																|
% 60.72/25.89  																																																| Simplifying 546 yields:
% 60.72/25.89  																																																| (431) e1 = e0
% 60.72/25.89  																																																|
% 60.72/25.89  																																																| Equations (431) can reduce 233 to:
% 60.72/25.89  																																																| (266) $false
% 60.72/25.89  																																																|
% 60.72/25.89  																																																|-The branch is then unsatisfiable
% 60.72/25.89  																																														|-Branch two:
% 60.72/25.89  																																														| (525)  ~ (all_0_49_49 = e3)
% 60.72/25.89  																																														| (887) all_0_53_53 = e3 | all_0_58_58 = e3
% 60.72/25.89  																																														|
% 60.72/25.89  																																															+-Applying beta-rule and splitting (887), into two cases.
% 60.72/25.89  																																															|-Branch one:
% 60.72/25.89  																																															| (665) all_0_53_53 = e3
% 60.72/25.89  																																															|
% 60.72/25.89  																																																| Equations (665) can reduce 903 to:
% 60.72/25.89  																																																| (266) $false
% 60.72/25.89  																																																|
% 60.72/25.89  																																																|-The branch is then unsatisfiable
% 60.72/25.89  																																															|-Branch two:
% 60.72/25.89  																																															| (903)  ~ (all_0_53_53 = e3)
% 60.72/25.89  																																															| (795) all_0_58_58 = e3
% 60.72/25.89  																																															|
% 60.72/25.89  																																																| Combining equations (914,795) yields a new equation:
% 60.72/25.89  																																																| (676) e3 = e0
% 60.72/25.89  																																																|
% 60.72/25.89  																																																| Equations (676) can reduce 80 to:
% 60.72/25.89  																																																| (266) $false
% 60.72/25.89  																																																|
% 60.72/25.89  																																																|-The branch is then unsatisfiable
% 60.72/25.89  																																										|-Branch two:
% 60.72/25.89  																																										| (549)  ~ (all_0_46_46 = e1)
% 60.72/25.89  																																										| (600) all_0_50_50 = e1 | all_0_55_55 = e1
% 60.72/25.89  																																										|
% 60.72/25.89  																																											+-Applying beta-rule and splitting (112), into two cases.
% 60.72/25.89  																																											|-Branch one:
% 60.72/25.89  																																											| (635) all_0_44_44 = e1
% 60.72/25.89  																																											|
% 60.72/25.89  																																												| Combining equations (635,446) yields a new equation:
% 60.72/25.89  																																												| (630) e4 = e1
% 60.72/25.89  																																												|
% 60.72/25.89  																																												| Equations (630) can reduce 110 to:
% 60.72/25.89  																																												| (266) $false
% 60.72/25.89  																																												|
% 60.72/25.89  																																												|-The branch is then unsatisfiable
% 60.72/25.89  																																											|-Branch two:
% 60.72/25.89  																																											| (639)  ~ (all_0_44_44 = e1)
% 60.72/25.89  																																											| (640) all_0_49_49 = e1 | all_0_53_53 = e1 | all_0_58_58 = e1
% 60.72/25.89  																																											|
% 60.72/25.89  																																												| Equations (446) can reduce 639 to:
% 60.72/25.89  																																												| (110)  ~ (e4 = e1)
% 60.72/25.89  																																												|
% 60.72/25.89  																																												+-Applying beta-rule and splitting (600), into two cases.
% 60.72/25.89  																																												|-Branch one:
% 60.72/25.89  																																												| (601) all_0_50_50 = e1
% 60.72/25.89  																																												|
% 60.72/25.89  																																													| Combining equations (601,378) yields a new equation:
% 60.72/25.89  																																													| (617) e2 = e1
% 60.72/25.89  																																													|
% 60.72/25.89  																																													| Equations (617) can reduce 122 to:
% 60.72/25.89  																																													| (266) $false
% 60.72/25.89  																																													|
% 60.72/25.89  																																													|-The branch is then unsatisfiable
% 60.72/25.89  																																												|-Branch two:
% 60.72/25.89  																																												| (759)  ~ (all_0_50_50 = e1)
% 60.72/25.89  																																												| (629) all_0_55_55 = e1
% 60.72/25.89  																																												|
% 60.72/25.89  																																													| Combining equations (587,629) yields a new equation:
% 60.72/25.89  																																													| (636) e4 = e1
% 60.72/25.89  																																													|
% 60.72/25.89  																																													| Simplifying 636 yields:
% 60.72/25.89  																																													| (630) e4 = e1
% 60.72/25.89  																																													|
% 60.72/25.89  																																													| Equations (630) can reduce 110 to:
% 60.72/25.89  																																													| (266) $false
% 60.72/25.89  																																													|
% 60.72/25.89  																																													|-The branch is then unsatisfiable
% 60.72/25.89  																																						|-Branch two:
% 60.72/25.89  																																						| (1380)  ~ (all_0_42_42 = e1)
% 60.72/25.89  																																						| (3259) all_0_47_47 = e1 | all_0_51_51 = e1 | all_0_56_56 = e1
% 60.72/25.89  																																						|
% 60.72/25.89  																																							+-Applying beta-rule and splitting (458), into two cases.
% 60.72/25.89  																																							|-Branch one:
% 60.72/25.89  																																							| (459) all_0_42_42 = e1
% 60.72/25.89  																																							|
% 60.72/25.89  																																								| Equations (459) can reduce 1380 to:
% 60.72/25.89  																																								| (266) $false
% 60.72/25.89  																																								|
% 60.72/25.89  																																								|-The branch is then unsatisfiable
% 60.72/25.89  																																							|-Branch two:
% 60.72/25.89  																																							| (1380)  ~ (all_0_42_42 = e1)
% 60.72/25.89  																																							| (1381) all_0_43_43 = e1 | all_0_44_44 = e1
% 60.72/25.89  																																							|
% 60.72/25.89  																																								+-Applying beta-rule and splitting (2510), into two cases.
% 60.72/25.89  																																								|-Branch one:
% 60.72/25.89  																																								| (459) all_0_42_42 = e1
% 60.72/25.89  																																								|
% 60.72/25.89  																																									| Equations (459) can reduce 1380 to:
% 60.72/25.89  																																									| (266) $false
% 60.72/25.89  																																									|
% 60.72/25.89  																																									|-The branch is then unsatisfiable
% 60.72/25.89  																																								|-Branch two:
% 60.72/25.89  																																								| (1380)  ~ (all_0_42_42 = e1)
% 60.72/25.89  																																								| (516) all_0_42_42 = e3
% 60.72/25.89  																																								|
% 60.72/25.89  																																									| Equations (516) can reduce 405 to:
% 60.72/25.89  																																									| (266) $false
% 60.72/25.89  																																									|
% 60.72/25.89  																																									|-The branch is then unsatisfiable
% 60.72/25.89  																																					|-Branch two:
% 60.72/25.89  																																					| (664)  ~ (all_0_51_51 = e3)
% 60.72/25.89  																																					| (1097) all_0_56_56 = e3
% 60.72/25.89  																																					|
% 60.72/25.89  																																						| Combining equations (1097,833) yields a new equation:
% 60.72/25.89  																																						| (661) e3 = e2
% 60.72/25.89  																																						|
% 60.72/25.89  																																						| Simplifying 661 yields:
% 60.72/25.89  																																						| (662) e3 = e2
% 60.72/25.89  																																						|
% 60.72/25.89  																																						| Equations (662) can reduce 212 to:
% 60.72/25.89  																																						| (266) $false
% 60.72/25.89  																																						|
% 60.72/25.89  																																						|-The branch is then unsatisfiable
% 60.72/25.89  																														|-Branch two:
% 60.72/25.89  																														| (1898)  ~ (all_0_41_41 = e3)
% 60.72/25.89  																														| (1899) all_0_42_42 = e3 | all_0_44_44 = e3
% 60.72/25.89  																														|
% 60.72/25.89  																															+-Applying beta-rule and splitting (1899), into two cases.
% 60.72/25.89  																															|-Branch one:
% 60.72/25.89  																															| (516) all_0_42_42 = e3
% 60.72/25.89  																															|
% 60.72/25.89  																																| Equations (516) can reduce 214 to:
% 60.72/25.89  																																| (1898)  ~ (all_0_41_41 = e3)
% 60.72/25.89  																																|
% 60.72/25.89  																																| Equations (516) can reduce 61 to:
% 60.72/25.89  																																| (1925)  ~ (all_0_51_51 = e3)
% 60.72/25.89  																																|
% 60.72/25.89  																																| Simplifying 1925 yields:
% 60.72/25.89  																																| (664)  ~ (all_0_51_51 = e3)
% 60.72/25.89  																																|
% 60.72/25.89  																																| Equations (516) can reduce 1890 to:
% 60.72/25.89  																																| (277)  ~ (e4 = e3)
% 60.72/25.89  																																|
% 60.72/25.89  																																| Simplifying 277 yields:
% 60.72/25.89  																																| (188)  ~ (e4 = e3)
% 60.72/25.89  																																|
% 60.72/25.89  																																| Equations (516) can reduce 51 to:
% 60.72/25.89  																																| (212)  ~ (e3 = e2)
% 60.72/25.89  																																|
% 60.72/25.89  																																+-Applying beta-rule and splitting (131), into two cases.
% 60.72/25.89  																																|-Branch one:
% 60.72/25.89  																																| (459) all_0_42_42 = e1
% 60.72/25.89  																																|
% 60.72/25.89  																																	| Combining equations (459,516) yields a new equation:
% 60.72/25.89  																																	| (455) e3 = e1
% 60.72/25.89  																																	|
% 60.72/25.89  																																	| Equations (455) can reduce 213 to:
% 60.72/25.89  																																	| (266) $false
% 60.72/25.89  																																	|
% 60.72/25.89  																																	|-The branch is then unsatisfiable
% 60.72/25.89  																																|-Branch two:
% 60.72/25.89  																																| (1380)  ~ (all_0_42_42 = e1)
% 60.72/25.89  																																| (3259) all_0_47_47 = e1 | all_0_51_51 = e1 | all_0_56_56 = e1
% 60.72/25.89  																																|
% 60.72/25.89  																																	| Equations (516) can reduce 1380 to:
% 60.72/25.89  																																	| (213)  ~ (e3 = e1)
% 60.72/25.89  																																	|
% 60.72/25.89  																																	+-Applying beta-rule and splitting (144), into two cases.
% 60.72/25.89  																																	|-Branch one:
% 60.72/25.89  																																	| (403) all_0_41_41 = e3
% 60.72/25.89  																																	|
% 60.72/25.89  																																		| Equations (403) can reduce 1898 to:
% 60.72/25.89  																																		| (266) $false
% 60.72/25.89  																																		|
% 60.72/25.89  																																		|-The branch is then unsatisfiable
% 60.72/25.89  																																	|-Branch two:
% 60.72/25.89  																																	| (1898)  ~ (all_0_41_41 = e3)
% 60.72/25.89  																																	| (1923) all_0_46_46 = e3 | all_0_50_50 = e3 | all_0_55_55 = e3
% 60.72/25.89  																																	|
% 60.72/25.89  																																		+-Applying beta-rule and splitting (7), into two cases.
% 60.72/25.89  																																		|-Branch one:
% 60.72/25.89  																																		| (504) all_0_51_51 = e2
% 60.72/25.89  																																		|
% 60.72/25.89  																																			| Equations (504) can reduce 1099 to:
% 60.72/25.89  																																			| (266) $false
% 60.72/25.89  																																			|
% 60.72/25.89  																																			|-The branch is then unsatisfiable
% 60.72/25.89  																																		|-Branch two:
% 60.72/25.89  																																		| (1099)  ~ (all_0_51_51 = e2)
% 60.72/25.89  																																		| (1100) all_0_51_51 = e4 | all_0_51_51 = e3 | all_0_51_51 = e1
% 60.72/25.89  																																		|
% 60.72/25.89  																																			+-Applying beta-rule and splitting (1923), into two cases.
% 60.72/25.89  																																			|-Branch one:
% 60.72/25.89  																																			| (1557) all_0_46_46 = e3
% 60.72/25.89  																																			|
% 60.72/25.89  																																				| Equations (1557) can reduce 208 to:
% 60.72/25.89  																																				| (524)  ~ (all_0_49_49 = e3)
% 60.72/25.89  																																				|
% 60.72/25.89  																																				| Simplifying 524 yields:
% 60.72/25.89  																																				| (525)  ~ (all_0_49_49 = e3)
% 60.72/25.89  																																				|
% 60.72/25.89  																																				| Equations (1557) can reduce 250 to:
% 60.72/25.89  																																				| (277)  ~ (e4 = e3)
% 60.72/25.89  																																				|
% 60.72/25.89  																																				| Simplifying 277 yields:
% 60.72/25.89  																																				| (188)  ~ (e4 = e3)
% 60.72/25.89  																																				|
% 60.72/25.89  																																				| Equations (1557) can reduce 831 to:
% 60.72/25.89  																																				| (80)  ~ (e3 = e0)
% 60.72/25.89  																																				|
% 60.72/25.89  																																				| From (1557) and (120) follows:
% 60.72/25.89  																																				| (697) op(e2, e3) = e3
% 60.72/25.89  																																				|
% 60.72/25.89  																																				+-Applying beta-rule and splitting (1100), into two cases.
% 60.72/25.89  																																				|-Branch one:
% 60.72/25.89  																																				| (1101) all_0_51_51 = e4
% 60.72/25.89  																																				|
% 60.72/25.89  																																					| Equations (1101) can reduce 475 to:
% 60.72/25.89  																																					| (266) $false
% 60.72/25.89  																																					|
% 60.72/25.89  																																					|-The branch is then unsatisfiable
% 60.72/25.89  																																				|-Branch two:
% 60.72/25.89  																																				| (475)  ~ (all_0_51_51 = e4)
% 60.72/25.89  																																				| (1104) all_0_51_51 = e3 | all_0_51_51 = e1
% 60.72/25.89  																																				|
% 60.72/25.89  																																					+-Applying beta-rule and splitting (103), into two cases.
% 60.72/25.89  																																					|-Branch one:
% 60.72/25.89  																																					| (453) all_0_41_41 = e1
% 60.72/25.89  																																					|
% 60.72/25.89  																																						| From (453) and (219) follows:
% 60.72/25.89  																																						| (12512) op(e3, e3) = e1
% 60.72/25.89  																																						|
% 60.72/25.89  																																						+-Applying beta-rule and splitting (54), into two cases.
% 60.72/25.89  																																						|-Branch one:
% 60.72/25.89  																																						| (583) all_0_49_49 = e2
% 60.72/25.89  																																						|
% 60.72/25.89  																																							| Equations (583) can reduce 340 to:
% 60.72/25.89  																																							| (266) $false
% 60.72/25.89  																																							|
% 60.72/25.89  																																							|-The branch is then unsatisfiable
% 60.72/25.89  																																						|-Branch two:
% 60.72/25.89  																																						| (340)  ~ (all_0_49_49 = e2)
% 60.72/25.89  																																						| (586) all_0_49_49 = e4 | all_0_49_49 = e3 | all_0_49_49 = e1 | all_0_49_49 = e0
% 60.72/25.89  																																						|
% 60.72/25.89  																																							+-Applying beta-rule and splitting (189), into two cases.
% 60.72/25.89  																																							|-Branch one:
% 60.72/25.89  																																							| (532) all_0_44_44 = e3
% 60.72/25.89  																																							|
% 60.72/25.89  																																								| Combining equations (532,446) yields a new equation:
% 60.72/25.89  																																								| (425) e4 = e3
% 60.72/25.89  																																								|
% 60.72/25.89  																																								| Equations (425) can reduce 188 to:
% 60.72/25.89  																																								| (266) $false
% 60.72/25.89  																																								|
% 60.72/25.89  																																								|-The branch is then unsatisfiable
% 60.72/25.89  																																							|-Branch two:
% 60.72/25.89  																																							| (407)  ~ (all_0_44_44 = e3)
% 60.72/25.89  																																							| (537) all_0_49_49 = e3 | all_0_53_53 = e3 | all_0_58_58 = e3
% 60.72/25.89  																																							|
% 60.72/25.89  																																								+-Applying beta-rule and splitting (1104), into two cases.
% 60.72/25.89  																																								|-Branch one:
% 60.72/25.89  																																								| (1109) all_0_51_51 = e1
% 60.72/25.89  																																								|
% 60.72/25.89  																																									| Equations (1109) can reduce 6 to:
% 60.72/25.89  																																									| (1458)  ~ (all_0_53_53 = e1)
% 60.72/25.89  																																									|
% 60.72/25.89  																																									| Simplifying 1458 yields:
% 60.72/25.89  																																									| (1459)  ~ (all_0_53_53 = e1)
% 60.72/25.89  																																									|
% 60.72/25.89  																																									| Equations (1109) can reduce 475 to:
% 60.72/25.89  																																									| (602)  ~ (e4 = e1)
% 60.72/25.89  																																									|
% 60.72/25.89  																																									| Simplifying 602 yields:
% 60.72/25.89  																																									| (110)  ~ (e4 = e1)
% 60.72/25.89  																																									|
% 60.72/25.89  																																									| Equations (1109) can reduce 664 to:
% 60.72/25.89  																																									| (467)  ~ (e3 = e1)
% 60.72/25.89  																																									|
% 60.72/25.89  																																									| Simplifying 467 yields:
% 60.72/25.89  																																									| (213)  ~ (e3 = e1)
% 60.72/25.89  																																									|
% 60.72/25.89  																																									| Equations (1109) can reduce 115 to:
% 60.72/25.89  																																									| (233)  ~ (e1 = e0)
% 60.72/25.89  																																									|
% 60.72/25.89  																																									| From (1109) and (186) follows:
% 60.72/25.89  																																									| (699) op(e1, e2) = e1
% 60.72/25.89  																																									|
% 60.72/25.89  																																									+-Applying beta-rule and splitting (537), into two cases.
% 60.72/25.89  																																									|-Branch one:
% 60.72/25.89  																																									| (884) all_0_49_49 = e3
% 60.72/25.89  																																									|
% 60.72/25.89  																																										| Equations (884) can reduce 525 to:
% 60.72/25.89  																																										| (266) $false
% 60.72/25.89  																																										|
% 60.72/25.89  																																										|-The branch is then unsatisfiable
% 60.72/25.89  																																									|-Branch two:
% 60.72/25.89  																																									| (525)  ~ (all_0_49_49 = e3)
% 60.72/25.89  																																									| (887) all_0_53_53 = e3 | all_0_58_58 = e3
% 60.72/25.89  																																									|
% 60.72/25.89  																																										+-Applying beta-rule and splitting (112), into two cases.
% 60.72/25.89  																																										|-Branch one:
% 60.72/25.89  																																										| (635) all_0_44_44 = e1
% 60.72/25.89  																																										|
% 60.72/25.89  																																											| Combining equations (635,446) yields a new equation:
% 60.72/25.89  																																											| (630) e4 = e1
% 60.72/25.89  																																											|
% 60.72/25.89  																																											| Equations (630) can reduce 110 to:
% 60.72/25.89  																																											| (266) $false
% 60.72/25.89  																																											|
% 60.72/25.89  																																											|-The branch is then unsatisfiable
% 60.72/25.89  																																										|-Branch two:
% 60.72/25.89  																																										| (639)  ~ (all_0_44_44 = e1)
% 60.72/25.89  																																										| (640) all_0_49_49 = e1 | all_0_53_53 = e1 | all_0_58_58 = e1
% 60.72/25.89  																																										|
% 60.72/25.89  																																											+-Applying beta-rule and splitting (640), into two cases.
% 60.72/25.89  																																											|-Branch one:
% 60.72/25.89  																																											| (671) all_0_49_49 = e1
% 60.72/25.89  																																											|
% 60.72/25.89  																																												| Equations (671) can reduce 340 to:
% 60.72/25.89  																																												| (604)  ~ (e2 = e1)
% 60.72/25.89  																																												|
% 60.72/25.89  																																												| Simplifying 604 yields:
% 60.72/25.89  																																												| (122)  ~ (e2 = e1)
% 60.72/25.89  																																												|
% 60.72/25.89  																																												| Equations (671) can reduce 487 to:
% 60.72/25.89  																																												| (233)  ~ (e1 = e0)
% 60.72/25.89  																																												|
% 60.72/25.89  																																												+-Applying beta-rule and splitting (887), into two cases.
% 60.72/25.89  																																												|-Branch one:
% 60.72/25.89  																																												| (665) all_0_53_53 = e3
% 60.72/25.89  																																												|
% 60.72/25.89  																																													| From (665) and (84) follows:
% 60.72/25.89  																																													| (3786) op(e1, e0) = e3
% 60.72/25.89  																																													|
% 60.72/25.89  																																													+-Applying beta-rule and splitting (56), into two cases.
% 60.72/25.89  																																													|-Branch one:
% 60.72/25.89  																																													| (696) unit = e2
% 60.72/25.89  																																													|
% 60.72/25.89  																																														| From (696) and (211) follows:
% 60.72/25.89  																																														| (1612) op(e2, e1) = e1
% 60.72/25.89  																																														|
% 60.72/25.89  																																														| From (696) and (42) follows:
% 60.72/25.89  																																														| (1613) op(e0, e2) = e0
% 60.72/25.89  																																														|
% 60.72/25.89  																																														| Instantiating formula (29) with e2, e1, e1, e2 and discharging atoms op(e2, e1) = e2, op(e2, e1) = e1, yields:
% 60.72/25.89  																																														| (617) e2 = e1
% 60.72/25.89  																																														|
% 60.72/25.89  																																														| Instantiating formula (29) with e0, e2, e0, e2 and discharging atoms op(e0, e2) = e2, op(e0, e2) = e0, yields:
% 60.72/25.89  																																														| (330) e2 = e0
% 60.72/25.89  																																														|
% 60.72/25.89  																																														| Combining equations (330,617) yields a new equation:
% 60.72/25.89  																																														| (431) e1 = e0
% 60.72/25.89  																																														|
% 60.72/25.89  																																														| Equations (431) can reduce 233 to:
% 60.72/25.89  																																														| (266) $false
% 60.72/25.89  																																														|
% 60.72/25.89  																																														|-The branch is then unsatisfiable
% 60.72/25.89  																																													|-Branch two:
% 60.72/25.89  																																													| (707)  ~ (unit = e2)
% 60.72/25.89  																																													| (708) unit = e4 | unit = e3 | unit = e1 | unit = e0
% 60.72/25.89  																																													|
% 60.72/25.89  																																														+-Applying beta-rule and splitting (708), into two cases.
% 60.72/25.89  																																														|-Branch one:
% 60.72/25.89  																																														| (709) unit = e4
% 60.72/25.89  																																														|
% 60.72/25.89  																																															| From (709) and (211) follows:
% 60.72/25.89  																																															| (22527) op(e4, e1) = e1
% 60.72/25.89  																																															|
% 60.72/25.89  																																															| From (709) and (209) follows:
% 60.72/25.89  																																															| (3072) op(e4, e0) = e0
% 60.72/25.89  																																															|
% 60.72/25.89  																																															| From (709) and (40) follows:
% 60.72/25.89  																																															| (711) op(e3, e4) = e3
% 60.72/25.89  																																															|
% 60.72/25.89  																																															| Instantiating formula (29) with e4, e1, e1, e3 and discharging atoms op(e4, e1) = e3, op(e4, e1) = e1, yields:
% 60.72/25.89  																																															| (455) e3 = e1
% 60.72/25.89  																																															|
% 60.72/25.89  																																															| Instantiating formula (29) with e4, e0, e0, e2 and discharging atoms op(e4, e0) = e2, op(e4, e0) = e0, yields:
% 60.72/25.89  																																															| (330) e2 = e0
% 60.72/25.89  																																															|
% 60.72/25.89  																																															| Instantiating formula (29) with e3, e4, e3, e2 and discharging atoms op(e3, e4) = e3, op(e3, e4) = e2, yields:
% 60.72/25.89  																																															| (662) e3 = e2
% 60.72/25.89  																																															|
% 60.72/25.89  																																															| Combining equations (662,455) yields a new equation:
% 60.72/25.89  																																															| (616) e2 = e1
% 60.72/25.89  																																															|
% 60.72/25.89  																																															| Simplifying 616 yields:
% 60.72/25.89  																																															| (617) e2 = e1
% 60.72/25.89  																																															|
% 60.72/25.89  																																															| Combining equations (330,617) yields a new equation:
% 60.72/25.89  																																															| (431) e1 = e0
% 60.72/25.89  																																															|
% 60.72/25.89  																																															| Equations (431) can reduce 233 to:
% 60.72/25.89  																																															| (266) $false
% 60.72/25.89  																																															|
% 60.72/25.89  																																															|-The branch is then unsatisfiable
% 60.72/25.89  																																														|-Branch two:
% 60.72/25.89  																																														| (724)  ~ (unit = e4)
% 60.72/25.89  																																														| (725) unit = e3 | unit = e1 | unit = e0
% 60.72/25.89  																																														|
% 60.72/25.89  																																															+-Applying beta-rule and splitting (725), into two cases.
% 60.72/25.89  																																															|-Branch one:
% 60.72/25.89  																																															| (726) unit = e0
% 60.72/25.89  																																															|
% 60.72/25.89  																																																| From (726) and (24) follows:
% 60.72/25.89  																																																| (2208) op(e0, e3) = e3
% 60.72/25.89  																																																|
% 60.72/25.89  																																																| From (726) and (227) follows:
% 60.72/25.89  																																																| (3205) op(e4, e0) = e4
% 60.72/25.89  																																																|
% 60.72/25.89  																																																| From (726) and (28) follows:
% 60.72/25.89  																																																| (2698) op(e1, e0) = e1
% 60.72/25.89  																																																|
% 60.72/25.89  																																																| Instantiating formula (29) with e4, e0, e4, e2 and discharging atoms op(e4, e0) = e4, op(e4, e0) = e2, yields:
% 60.72/25.89  																																																| (323) e4 = e2
% 60.72/25.89  																																																|
% 60.72/25.89  																																																| Instantiating formula (29) with e1, e0, e1, e3 and discharging atoms op(e1, e0) = e3, op(e1, e0) = e1, yields:
% 60.72/25.89  																																																| (455) e3 = e1
% 60.72/25.89  																																																|
% 60.72/25.89  																																																| Instantiating formula (29) with e0, e3, e3, e4 and discharging atoms op(e0, e3) = e4, op(e0, e3) = e3, yields:
% 60.72/25.90  																																																| (425) e4 = e3
% 60.72/25.90  																																																|
% 60.72/25.90  																																																| Combining equations (323,425) yields a new equation:
% 60.72/25.90  																																																| (662) e3 = e2
% 60.72/25.90  																																																|
% 60.72/25.90  																																																| Combining equations (662,455) yields a new equation:
% 60.72/25.90  																																																| (616) e2 = e1
% 60.72/25.90  																																																|
% 60.72/25.90  																																																| Simplifying 616 yields:
% 60.72/25.90  																																																| (617) e2 = e1
% 60.72/25.90  																																																|
% 60.72/25.90  																																																| Equations (617) can reduce 122 to:
% 60.72/25.90  																																																| (266) $false
% 60.72/25.90  																																																|
% 60.72/25.90  																																																|-The branch is then unsatisfiable
% 60.72/25.90  																																															|-Branch two:
% 60.72/25.90  																																															| (734)  ~ (unit = e0)
% 60.72/25.90  																																															| (735) unit = e3 | unit = e1
% 60.72/25.90  																																															|
% 60.72/25.90  																																																+-Applying beta-rule and splitting (735), into two cases.
% 60.72/25.90  																																																|-Branch one:
% 60.72/25.90  																																																| (736) unit = e1
% 60.72/25.90  																																																|
% 60.72/25.90  																																																	| Equations (736) can reduce 734 to:
% 60.72/25.90  																																																	| (233)  ~ (e1 = e0)
% 60.72/25.90  																																																	|
% 60.72/25.90  																																																	| From (736) and (244) follows:
% 60.72/25.90  																																																	| (738) op(e1, e4) = e4
% 60.72/25.90  																																																	|
% 60.72/25.90  																																																	| From (736) and (24) follows:
% 60.72/25.90  																																																	| (1934) op(e1, e3) = e3
% 60.72/25.90  																																																	|
% 60.72/25.90  																																																	| From (736) and (15) follows:
% 60.72/25.90  																																																	| (515) op(e1, e2) = e2
% 60.72/25.90  																																																	|
% 60.72/25.90  																																																	| From (736) and (227) follows:
% 60.72/25.90  																																																	| (739) op(e4, e1) = e4
% 60.72/25.90  																																																	|
% 60.72/25.90  																																																	| Instantiating formula (29) with e4, e1, e4, e3 and discharging atoms op(e4, e1) = e4, op(e4, e1) = e3, yields:
% 60.72/25.90  																																																	| (425) e4 = e3
% 60.72/25.90  																																																	|
% 60.72/25.90  																																																	| Instantiating formula (29) with e1, e4, e4, e0 and discharging atoms op(e1, e4) = e4, op(e1, e4) = e0, yields:
% 60.72/25.90  																																																	| (397) e4 = e0
% 60.72/25.90  																																																	|
% 60.72/25.90  																																																	| Instantiating formula (29) with e1, e3, e3, e2 and discharging atoms op(e1, e3) = e3, op(e1, e3) = e2, yields:
% 60.72/25.90  																																																	| (662) e3 = e2
% 60.72/25.90  																																																	|
% 60.72/25.90  																																																	| Instantiating formula (29) with e1, e2, e2, e1 and discharging atoms op(e1, e2) = e2, op(e1, e2) = e1, yields:
% 60.72/25.90  																																																	| (617) e2 = e1
% 60.72/25.90  																																																	|
% 60.72/25.90  																																																	| Combining equations (425,397) yields a new equation:
% 60.72/25.90  																																																	| (675) e3 = e0
% 60.72/25.90  																																																	|
% 60.72/25.90  																																																	| Simplifying 675 yields:
% 60.72/25.90  																																																	| (676) e3 = e0
% 60.72/25.90  																																																	|
% 60.72/25.90  																																																	| Combining equations (662,676) yields a new equation:
% 60.72/25.90  																																																	| (391) e2 = e0
% 60.72/25.90  																																																	|
% 60.72/25.90  																																																	| Simplifying 391 yields:
% 60.72/25.90  																																																	| (330) e2 = e0
% 60.72/25.90  																																																	|
% 60.72/25.90  																																																	| Combining equations (330,617) yields a new equation:
% 60.72/25.90  																																																	| (431) e1 = e0
% 60.72/25.90  																																																	|
% 60.72/25.90  																																																	| Equations (431) can reduce 233 to:
% 60.72/25.90  																																																	| (266) $false
% 60.72/25.90  																																																	|
% 60.72/25.90  																																																	|-The branch is then unsatisfiable
% 60.72/25.90  																																																|-Branch two:
% 60.72/25.90  																																																| (748)  ~ (unit = e1)
% 60.72/25.90  																																																| (749) unit = e3
% 60.72/25.90  																																																|
% 60.72/25.90  																																																	| From (749) and (244) follows:
% 60.72/25.90  																																																	| (750) op(e3, e4) = e4
% 60.72/25.90  																																																	|
% 60.72/25.90  																																																	| From (749) and (40) follows:
% 60.72/25.90  																																																	| (3715) op(e3, e3) = e3
% 60.72/25.90  																																																	|
% 60.72/25.90  																																																	| From (749) and (32) follows:
% 60.72/25.90  																																																	| (5793) op(e2, e3) = e2
% 60.72/25.90  																																																	|
% 60.72/25.90  																																																	| From (749) and (42) follows:
% 60.72/25.90  																																																	| (752) op(e0, e3) = e0
% 60.72/25.90  																																																	|
% 60.72/25.90  																																																	| Instantiating formula (29) with e3, e4, e4, e2 and discharging atoms op(e3, e4) = e4, op(e3, e4) = e2, yields:
% 60.72/25.90  																																																	| (323) e4 = e2
% 60.72/25.90  																																																	|
% 60.72/25.90  																																																	| Instantiating formula (29) with e3, e3, e3, e1 and discharging atoms op(e3, e3) = e3, op(e3, e3) = e1, yields:
% 60.72/25.90  																																																	| (455) e3 = e1
% 60.72/25.90  																																																	|
% 60.72/25.90  																																																	| Instantiating formula (29) with e2, e3, e2, e3 and discharging atoms op(e2, e3) = e3, op(e2, e3) = e2, yields:
% 60.72/25.90  																																																	| (662) e3 = e2
% 60.72/25.90  																																																	|
% 60.72/25.90  																																																	| Instantiating formula (29) with e0, e3, e0, e4 and discharging atoms op(e0, e3) = e4, op(e0, e3) = e0, yields:
% 60.72/25.90  																																																	| (397) e4 = e0
% 60.72/25.90  																																																	|
% 60.72/25.90  																																																	| Combining equations (397,323) yields a new equation:
% 60.72/25.90  																																																	| (330) e2 = e0
% 60.72/25.90  																																																	|
% 60.72/25.90  																																																	| Combining equations (455,662) yields a new equation:
% 60.72/25.90  																																																	| (617) e2 = e1
% 60.72/25.90  																																																	|
% 60.72/25.90  																																																	| Combining equations (330,617) yields a new equation:
% 60.72/25.90  																																																	| (431) e1 = e0
% 60.72/25.90  																																																	|
% 60.72/25.90  																																																	| Equations (431) can reduce 233 to:
% 60.72/25.90  																																																	| (266) $false
% 60.72/25.90  																																																	|
% 60.72/25.90  																																																	|-The branch is then unsatisfiable
% 60.72/25.90  																																												|-Branch two:
% 60.72/25.90  																																												| (903)  ~ (all_0_53_53 = e3)
% 60.72/25.90  																																												| (795) all_0_58_58 = e3
% 60.72/25.90  																																												|
% 60.72/25.90  																																													| Combining equations (795,914) yields a new equation:
% 60.72/25.90  																																													| (675) e3 = e0
% 60.72/25.90  																																													|
% 60.72/25.90  																																													| Simplifying 675 yields:
% 60.72/25.90  																																													| (676) e3 = e0
% 60.72/25.90  																																													|
% 60.72/25.90  																																													| Equations (676) can reduce 80 to:
% 60.72/25.90  																																													| (266) $false
% 60.72/25.90  																																													|
% 60.72/25.90  																																													|-The branch is then unsatisfiable
% 60.72/25.90  																																											|-Branch two:
% 60.72/25.90  																																											| (1064)  ~ (all_0_49_49 = e1)
% 60.72/25.90  																																											| (2141) all_0_53_53 = e1 | all_0_58_58 = e1
% 60.72/25.90  																																											|
% 60.72/25.90  																																												+-Applying beta-rule and splitting (418), into two cases.
% 60.72/25.90  																																												|-Branch one:
% 60.72/25.90  																																												| (660) all_0_51_51 = e3
% 60.72/25.90  																																												|
% 60.72/25.90  																																													| Combining equations (1109,660) yields a new equation:
% 60.72/25.90  																																													| (455) e3 = e1
% 60.72/25.90  																																													|
% 60.72/25.90  																																													| Equations (455) can reduce 213 to:
% 60.72/25.90  																																													| (266) $false
% 60.72/25.90  																																													|
% 60.72/25.90  																																													|-The branch is then unsatisfiable
% 60.72/25.90  																																												|-Branch two:
% 60.72/25.90  																																												| (664)  ~ (all_0_51_51 = e3)
% 60.72/25.90  																																												| (665) all_0_53_53 = e3
% 60.72/25.90  																																												|
% 60.72/25.90  																																													| Equations (665) can reduce 1459 to:
% 60.72/25.90  																																													| (213)  ~ (e3 = e1)
% 60.72/25.90  																																													|
% 60.72/25.90  																																													+-Applying beta-rule and splitting (2141), into two cases.
% 60.72/25.90  																																													|-Branch one:
% 60.72/25.90  																																													| (1208) all_0_53_53 = e1
% 60.72/25.90  																																													|
% 60.72/25.90  																																														| Combining equations (665,1208) yields a new equation:
% 60.72/25.90  																																														| (454) e3 = e1
% 60.72/25.90  																																														|
% 60.72/25.90  																																														| Simplifying 454 yields:
% 60.72/25.90  																																														| (455) e3 = e1
% 60.72/25.90  																																														|
% 60.72/25.90  																																														| Equations (455) can reduce 213 to:
% 60.72/25.90  																																														| (266) $false
% 60.72/25.90  																																														|
% 60.72/25.90  																																														|-The branch is then unsatisfiable
% 60.72/25.90  																																													|-Branch two:
% 60.72/25.90  																																													| (1459)  ~ (all_0_53_53 = e1)
% 60.72/25.90  																																													| (918) all_0_58_58 = e1
% 60.72/25.90  																																													|
% 60.72/25.90  																																														| Combining equations (918,914) yields a new equation:
% 60.72/25.90  																																														| (546) e1 = e0
% 60.72/25.90  																																														|
% 60.72/25.90  																																														| Simplifying 546 yields:
% 60.72/25.90  																																														| (431) e1 = e0
% 60.72/25.90  																																														|
% 60.72/25.90  																																														| Equations (431) can reduce 233 to:
% 60.72/25.90  																																														| (266) $false
% 60.72/25.90  																																														|
% 60.72/25.90  																																														|-The branch is then unsatisfiable
% 60.72/25.90  																																								|-Branch two:
% 60.72/25.90  																																								| (464)  ~ (all_0_51_51 = e1)
% 60.72/25.90  																																								| (660) all_0_51_51 = e3
% 60.72/25.90  																																								|
% 60.72/25.90  																																									| Equations (660) can reduce 664 to:
% 60.72/25.90  																																									| (266) $false
% 60.72/25.90  																																									|
% 60.72/25.90  																																									|-The branch is then unsatisfiable
% 60.72/25.90  																																					|-Branch two:
% 60.72/25.90  																																					| (457)  ~ (all_0_41_41 = e1)
% 60.72/25.90  																																					| (458) all_0_42_42 = e1 | all_0_43_43 = e1 | all_0_44_44 = e1
% 60.72/25.90  																																					|
% 60.72/25.90  																																						+-Applying beta-rule and splitting (135), into two cases.
% 60.72/25.90  																																						|-Branch one:
% 60.72/25.90  																																						| (545) all_0_46_46 = e1
% 60.72/25.90  																																						|
% 60.72/25.90  																																							| Combining equations (545,1557) yields a new equation:
% 60.72/25.90  																																							| (455) e3 = e1
% 60.72/25.90  																																							|
% 60.72/25.90  																																							| Equations (455) can reduce 213 to:
% 60.72/25.90  																																							| (266) $false
% 60.72/25.90  																																							|
% 60.72/25.90  																																							|-The branch is then unsatisfiable
% 60.72/25.90  																																						|-Branch two:
% 60.72/25.90  																																						| (549)  ~ (all_0_46_46 = e1)
% 60.72/25.90  																																						| (550) all_0_47_47 = e1 | all_0_48_48 = e1 | all_0_49_49 = e1
% 60.72/25.90  																																						|
% 60.72/25.90  																																							| Equations (1557) can reduce 549 to:
% 60.72/25.90  																																							| (213)  ~ (e3 = e1)
% 60.72/25.90  																																							|
% 60.72/25.90  																																							+-Applying beta-rule and splitting (550), into two cases.
% 60.72/25.90  																																							|-Branch one:
% 60.72/25.90  																																							| (654) all_0_47_47 = e1
% 60.72/25.90  																																							|
% 60.72/25.90  																																								| Combining equations (674,654) yields a new equation:
% 60.72/25.90  																																								| (431) e1 = e0
% 60.72/25.90  																																								|
% 60.72/25.90  																																								| Equations (431) can reduce 233 to:
% 60.72/25.90  																																								| (266) $false
% 60.72/25.90  																																								|
% 60.72/25.90  																																								|-The branch is then unsatisfiable
% 60.72/25.90  																																							|-Branch two:
% 60.72/25.90  																																							| (462)  ~ (all_0_47_47 = e1)
% 60.72/25.90  																																							| (659) all_0_48_48 = e1 | all_0_49_49 = e1
% 60.72/25.90  																																							|
% 60.72/25.90  																																								+-Applying beta-rule and splitting (160), into two cases.
% 60.72/25.90  																																								|-Branch one:
% 60.72/25.90  																																								| (601) all_0_50_50 = e1
% 60.72/25.90  																																								|
% 60.72/25.90  																																									| Combining equations (378,601) yields a new equation:
% 60.72/25.90  																																									| (616) e2 = e1
% 60.72/25.90  																																									|
% 60.72/25.90  																																									| Simplifying 616 yields:
% 60.72/25.90  																																									| (617) e2 = e1
% 60.72/25.90  																																									|
% 60.72/25.90  																																									| Equations (617) can reduce 122 to:
% 60.72/25.90  																																									| (266) $false
% 60.72/25.90  																																									|
% 60.72/25.90  																																									|-The branch is then unsatisfiable
% 60.72/25.90  																																								|-Branch two:
% 60.72/25.90  																																								| (759)  ~ (all_0_50_50 = e1)
% 60.72/25.90  																																								| (1168) all_0_51_51 = e1 | all_0_52_52 = e1 | all_0_53_53 = e1
% 60.72/25.90  																																								|
% 60.72/25.90  																																									| Equations (378) can reduce 759 to:
% 60.72/25.90  																																									| (122)  ~ (e2 = e1)
% 60.72/25.90  																																									|
% 60.72/25.90  																																									+-Applying beta-rule and splitting (458), into two cases.
% 60.72/25.90  																																									|-Branch one:
% 60.72/25.90  																																									| (459) all_0_42_42 = e1
% 60.72/25.90  																																									|
% 60.72/25.90  																																										| Combining equations (459,516) yields a new equation:
% 60.72/25.90  																																										| (455) e3 = e1
% 60.72/25.90  																																										|
% 60.72/25.90  																																										| Equations (455) can reduce 213 to:
% 60.72/25.90  																																										| (266) $false
% 60.72/25.90  																																										|
% 60.72/25.90  																																										|-The branch is then unsatisfiable
% 60.72/25.90  																																									|-Branch two:
% 60.72/25.90  																																									| (1380)  ~ (all_0_42_42 = e1)
% 60.72/25.90  																																									| (1381) all_0_43_43 = e1 | all_0_44_44 = e1
% 60.72/25.90  																																									|
% 60.72/25.90  																																										+-Applying beta-rule and splitting (659), into two cases.
% 60.72/25.90  																																										|-Branch one:
% 60.72/25.90  																																										| (615) all_0_48_48 = e1
% 60.72/25.90  																																										|
% 60.72/25.90  																																											| Combining equations (335,615) yields a new equation:
% 60.72/25.90  																																											| (616) e2 = e1
% 60.72/25.90  																																											|
% 60.72/25.90  																																											| Simplifying 616 yields:
% 60.72/25.90  																																											| (617) e2 = e1
% 60.72/25.90  																																											|
% 60.72/25.90  																																											| Equations (617) can reduce 122 to:
% 60.72/25.90  																																											| (266) $false
% 60.72/25.90  																																											|
% 60.72/25.90  																																											|-The branch is then unsatisfiable
% 60.72/25.90  																																										|-Branch two:
% 60.72/25.90  																																										| (619)  ~ (all_0_48_48 = e1)
% 60.72/25.90  																																										| (671) all_0_49_49 = e1
% 60.72/25.90  																																										|
% 60.72/25.90  																																											| Equations (671) can reduce 256 to:
% 60.72/25.90  																																											| (602)  ~ (e4 = e1)
% 60.72/25.90  																																											|
% 60.72/25.90  																																											| Simplifying 602 yields:
% 60.72/25.90  																																											| (110)  ~ (e4 = e1)
% 60.72/25.90  																																											|
% 60.72/25.90  																																											| Equations (671) can reduce 487 to:
% 60.72/25.90  																																											| (233)  ~ (e1 = e0)
% 60.72/25.90  																																											|
% 60.72/25.90  																																											+-Applying beta-rule and splitting (1381), into two cases.
% 60.72/25.90  																																											|-Branch one:
% 60.72/25.90  																																											| (430) all_0_43_43 = e1
% 60.72/25.90  																																											|
% 60.72/25.90  																																												| Combining equations (430,356) yields a new equation:
% 60.72/25.90  																																												| (546) e1 = e0
% 60.72/25.90  																																												|
% 60.72/25.90  																																												| Simplifying 546 yields:
% 60.72/25.90  																																												| (431) e1 = e0
% 60.72/25.90  																																												|
% 60.72/25.90  																																												| Equations (431) can reduce 233 to:
% 60.72/25.90  																																												| (266) $false
% 60.72/25.90  																																												|
% 60.72/25.90  																																												|-The branch is then unsatisfiable
% 60.72/25.90  																																											|-Branch two:
% 60.72/25.90  																																											| (433)  ~ (all_0_43_43 = e1)
% 60.72/25.90  																																											| (635) all_0_44_44 = e1
% 60.72/25.90  																																											|
% 60.72/25.90  																																												| Combining equations (635,446) yields a new equation:
% 60.72/25.90  																																												| (630) e4 = e1
% 60.72/25.90  																																												|
% 60.72/25.90  																																												| Equations (630) can reduce 110 to:
% 60.72/25.90  																																												| (266) $false
% 60.72/25.90  																																												|
% 60.72/25.90  																																												|-The branch is then unsatisfiable
% 60.72/25.90  																																			|-Branch two:
% 60.72/25.90  																																			| (409)  ~ (all_0_46_46 = e3)
% 60.72/25.90  																																			| (4042) all_0_50_50 = e3 | all_0_55_55 = e3
% 60.72/25.90  																																			|
% 60.72/25.90  																																				+-Applying beta-rule and splitting (4042), into two cases.
% 60.72/25.90  																																				|-Branch one:
% 60.72/25.90  																																				| (415) all_0_50_50 = e3
% 60.72/25.90  																																				|
% 60.72/25.90  																																					| Combining equations (378,415) yields a new equation:
% 60.72/25.90  																																					| (662) e3 = e2
% 60.72/25.90  																																					|
% 60.72/25.90  																																					| Equations (662) can reduce 212 to:
% 60.72/25.90  																																					| (266) $false
% 60.72/25.90  																																					|
% 60.72/25.90  																																					|-The branch is then unsatisfiable
% 60.72/25.90  																																				|-Branch two:
% 60.72/25.90  																																				| (411)  ~ (all_0_50_50 = e3)
% 60.72/25.90  																																				| (2336) all_0_55_55 = e3
% 60.72/25.90  																																				|
% 60.72/25.90  																																					| Combining equations (2336,587) yields a new equation:
% 60.72/25.90  																																					| (425) e4 = e3
% 60.72/25.90  																																					|
% 60.72/25.90  																																					| Equations (425) can reduce 188 to:
% 60.72/25.90  																																					| (266) $false
% 60.72/25.90  																																					|
% 60.72/25.90  																																					|-The branch is then unsatisfiable
% 60.72/25.90  																															|-Branch two:
% 60.72/25.90  																															| (405)  ~ (all_0_42_42 = e3)
% 60.72/25.90  																															| (532) all_0_44_44 = e3
% 60.72/25.90  																															|
% 60.72/25.90  																																| Combining equations (532,446) yields a new equation:
% 60.72/25.90  																																| (425) e4 = e3
% 60.72/25.90  																																|
% 60.72/25.90  																																| Equations (425) can reduce 188 to:
% 60.72/25.90  																																| (266) $false
% 60.72/25.90  																																|
% 60.72/25.90  																																|-The branch is then unsatisfiable
% 60.72/25.90  																												|-Branch two:
% 60.72/25.90  																												| (1390)  ~ (all_0_44_44 = e4)
% 60.72/25.90  																												| (7998) all_0_49_49 = e4 | all_0_53_53 = e4 | all_0_58_58 = e4
% 60.72/25.90  																												|
% 60.72/25.90  																													+-Applying beta-rule and splitting (7998), into two cases.
% 60.72/25.90  																													|-Branch one:
% 60.72/25.90  																													| (974) all_0_49_49 = e4
% 60.72/25.90  																													|
% 60.72/25.90  																														| Equations (974) can reduce 256 to:
% 60.72/25.90  																														| (266) $false
% 60.72/25.90  																														|
% 60.72/25.90  																														|-The branch is then unsatisfiable
% 60.72/25.90  																													|-Branch two:
% 60.72/25.90  																													| (256)  ~ (all_0_49_49 = e4)
% 60.72/25.90  																													| (8013) all_0_53_53 = e4 | all_0_58_58 = e4
% 60.72/25.90  																													|
% 60.72/25.90  																														+-Applying beta-rule and splitting (8013), into two cases.
% 60.72/25.90  																														|-Branch one:
% 60.72/25.90  																														| (1298) all_0_53_53 = e4
% 60.72/25.90  																														|
% 60.72/25.90  																															| Equations (1298) can reduce 1453 to:
% 60.72/25.90  																															| (266) $false
% 60.72/25.90  																															|
% 60.72/25.90  																															|-The branch is then unsatisfiable
% 60.72/25.90  																														|-Branch two:
% 60.72/25.90  																														| (1453)  ~ (all_0_53_53 = e4)
% 60.72/25.90  																														| (910) all_0_58_58 = e4
% 60.72/25.90  																														|
% 60.72/25.90  																															| Combining equations (910,914) yields a new equation:
% 60.72/25.90  																															| (481) e4 = e0
% 60.72/25.90  																															|
% 60.72/25.90  																															| Simplifying 481 yields:
% 60.72/25.90  																															| (397) e4 = e0
% 60.72/25.90  																															|
% 60.72/25.90  																															| Equations (397) can reduce 49 to:
% 60.72/25.90  																															| (266) $false
% 60.72/25.90  																															|
% 60.72/25.90  																															|-The branch is then unsatisfiable
% 60.72/25.90  																										|-Branch two:
% 60.72/25.90  																										| (763)  ~ (all_0_55_55 = e4)
% 60.72/25.90  																										| (2055) all_0_55_55 = e3 | all_0_55_55 = e1 | all_0_55_55 = e0
% 60.72/25.90  																										|
% 60.72/25.90  																											+-Applying beta-rule and splitting (2055), into two cases.
% 60.72/25.90  																											|-Branch one:
% 60.72/25.90  																											| (858) all_0_55_55 = e0
% 60.72/25.90  																											|
% 60.72/25.90  																												| Equations (858) can reduce 803 to:
% 60.72/25.90  																												| (266) $false
% 60.72/25.90  																												|
% 60.72/25.90  																												|-The branch is then unsatisfiable
% 60.72/25.90  																											|-Branch two:
% 60.72/25.90  																											| (803)  ~ (all_0_55_55 = e0)
% 60.72/25.90  																											| (2315) all_0_55_55 = e3 | all_0_55_55 = e1
% 60.72/25.90  																											|
% 60.72/25.90  																												+-Applying beta-rule and splitting (2315), into two cases.
% 60.72/25.90  																												|-Branch one:
% 60.72/25.90  																												| (629) all_0_55_55 = e1
% 60.72/25.90  																												|
% 60.72/25.90  																													| Equations (629) can reduce 632 to:
% 60.72/25.90  																													| (266) $false
% 60.72/25.90  																													|
% 60.72/25.90  																													|-The branch is then unsatisfiable
% 60.72/25.90  																												|-Branch two:
% 60.72/25.90  																												| (632)  ~ (all_0_55_55 = e1)
% 60.72/25.90  																												| (2336) all_0_55_55 = e3
% 60.72/25.90  																												|
% 60.72/25.90  																													| Equations (2336) can reduce 270 to:
% 60.72/25.90  																													| (266) $false
% 60.72/25.90  																													|
% 60.72/25.90  																													|-The branch is then unsatisfiable
% 60.72/25.90  																									|-Branch two:
% 60.72/25.90  																									| (678)  ~ (all_0_47_47 = e0)
% 60.72/25.90  																									| (1278) all_0_48_48 = e0 | all_0_49_49 = e0
% 60.72/25.90  																									|
% 60.72/25.90  																										+-Applying beta-rule and splitting (1278), into two cases.
% 60.72/25.90  																										|-Branch one:
% 60.72/25.90  																										| (1279) all_0_48_48 = e0
% 60.72/25.90  																										|
% 60.72/25.90  																											| Combining equations (335,1279) yields a new equation:
% 60.72/25.90  																											| (391) e2 = e0
% 60.72/25.90  																											|
% 60.72/25.90  																											| Simplifying 391 yields:
% 60.72/25.90  																											| (330) e2 = e0
% 60.72/25.90  																											|
% 60.72/25.90  																											| Equations (330) can reduce 128 to:
% 60.72/25.90  																											| (266) $false
% 60.72/25.90  																											|
% 60.72/25.90  																											|-The branch is then unsatisfiable
% 60.72/25.90  																										|-Branch two:
% 60.72/25.90  																										| (1283)  ~ (all_0_48_48 = e0)
% 60.72/25.90  																										| (978) all_0_49_49 = e0
% 60.72/25.90  																										|
% 60.72/25.90  																											| Equations (978) can reduce 487 to:
% 60.72/25.90  																											| (266) $false
% 60.72/25.90  																											|
% 60.72/25.90  																											|-The branch is then unsatisfiable
% 60.72/25.90  																	|-Branch two:
% 60.72/25.90  																	| (302)  ~ (all_0_50_50 = e2)
% 60.72/25.90  																	| (381) all_0_51_51 = e2 | all_0_52_52 = e2 | all_0_53_53 = e2
% 60.72/25.90  																	|
% 60.72/25.90  																		+-Applying beta-rule and splitting (381), into two cases.
% 60.72/25.90  																		|-Branch one:
% 60.72/25.90  																		| (504) all_0_51_51 = e2
% 60.72/25.90  																		|
% 60.72/25.90  																			| Equations (504) can reduce 224 to:
% 60.72/25.90  																			| (338)  ~ (all_0_47_47 = e2)
% 60.72/25.90  																			|
% 60.72/25.90  																			| Equations (504) can reduce 6 to:
% 60.72/25.90  																			| (508)  ~ (all_0_53_53 = e2)
% 60.72/25.90  																			|
% 60.72/25.90  																			| Simplifying 508 yields:
% 60.72/25.90  																			| (509)  ~ (all_0_53_53 = e2)
% 60.72/25.90  																			|
% 60.72/25.90  																			| Equations (504) can reduce 16 to:
% 60.72/25.90  																			| (510)  ~ (all_0_56_56 = e2)
% 60.72/25.90  																			|
% 60.72/25.90  																			| Simplifying 510 yields:
% 60.72/25.90  																			| (511)  ~ (all_0_56_56 = e2)
% 60.72/25.90  																			|
% 60.72/25.90  																			| Equations (504) can reduce 475 to:
% 60.72/25.90  																			| (327)  ~ (e4 = e2)
% 60.72/25.90  																			|
% 60.72/25.90  																			| Simplifying 327 yields:
% 60.72/25.90  																			| (48)  ~ (e4 = e2)
% 60.72/25.90  																			|
% 60.72/25.90  																			| From (504) and (177) follows:
% 60.72/25.90  																			| (514) op(e2, e2) = all_0_25_25
% 60.72/25.90  																			|
% 60.72/25.90  																			| From (504) and (186) follows:
% 60.72/25.90  																			| (515) op(e1, e2) = e2
% 60.72/25.90  																			|
% 60.72/25.90  																			+-Applying beta-rule and splitting (222), into two cases.
% 60.72/25.90  																			|-Branch one:
% 60.72/25.90  																			| (386) all_0_55_55 = e2
% 60.72/25.90  																			|
% 60.72/25.90  																				| Equations (386) can reduce 58 to:
% 60.72/25.91  																				| (300)  ~ (all_0_46_46 = e2)
% 60.72/25.91  																				|
% 60.72/25.91  																				| Equations (386) can reduce 93 to:
% 60.72/25.91  																				| (302)  ~ (all_0_50_50 = e2)
% 60.72/25.91  																				|
% 60.72/25.91  																				| Equations (386) can reduce 153 to:
% 60.72/25.91  																				| (510)  ~ (all_0_56_56 = e2)
% 60.72/25.91  																				|
% 60.72/25.91  																				| Simplifying 510 yields:
% 60.72/25.91  																				| (511)  ~ (all_0_56_56 = e2)
% 60.72/25.91  																				|
% 60.72/25.91  																				| Equations (386) can reduce 270 to:
% 60.72/25.91  																				| (626)  ~ (e3 = e2)
% 60.72/25.91  																				|
% 60.72/25.91  																				| Simplifying 626 yields:
% 60.72/25.91  																				| (212)  ~ (e3 = e2)
% 60.72/25.91  																				|
% 60.72/25.91  																				| Equations (386) can reduce 632 to:
% 60.72/25.91  																				| (122)  ~ (e2 = e1)
% 60.72/25.91  																				|
% 60.72/25.91  																				| From (386) and (187) follows:
% 60.72/25.91  																				| (52670) op(e2, e3) = all_0_32_32
% 60.72/25.91  																				|
% 60.72/25.91  																				| From (386) and (74) follows:
% 60.72/25.91  																				| (24443) op(e0, e3) = e2
% 60.72/25.91  																				|
% 60.72/25.91  																				+-Applying beta-rule and splitting (133), into two cases.
% 60.72/25.91  																				|-Branch one:
% 60.72/25.91  																				| (833) all_0_56_56 = e2
% 60.72/25.91  																				|
% 60.72/25.91  																					| Equations (833) can reduce 511 to:
% 60.72/25.91  																					| (266) $false
% 60.72/25.91  																					|
% 60.72/25.91  																					|-The branch is then unsatisfiable
% 60.72/25.91  																				|-Branch two:
% 60.72/25.91  																				| (511)  ~ (all_0_56_56 = e2)
% 60.72/25.91  																				| (836) all_0_56_56 = e4 | all_0_56_56 = e3 | all_0_56_56 = e1 | all_0_56_56 = e0
% 60.72/25.91  																				|
% 60.72/25.91  																					+-Applying beta-rule and splitting (836), into two cases.
% 60.72/25.91  																					|-Branch one:
% 60.72/25.91  																					| (842) all_0_56_56 = e4
% 60.72/25.91  																					|
% 60.72/25.91  																						| Equations (842) can reduce 477 to:
% 60.72/25.91  																						| (266) $false
% 60.72/25.91  																						|
% 60.72/25.91  																						|-The branch is then unsatisfiable
% 60.72/25.91  																					|-Branch two:
% 60.72/25.91  																					| (477)  ~ (all_0_56_56 = e4)
% 60.72/25.91  																					| (845) all_0_56_56 = e3 | all_0_56_56 = e1 | all_0_56_56 = e0
% 60.72/25.91  																					|
% 60.72/25.91  																						+-Applying beta-rule and splitting (845), into two cases.
% 60.72/25.91  																						|-Branch one:
% 60.72/25.91  																						| (679) all_0_56_56 = e0
% 60.72/25.91  																						|
% 60.72/25.91  																							| Equations (679) can reduce 236 to:
% 60.72/25.91  																							| (358)  ~ (all_0_42_42 = e0)
% 60.72/25.91  																							|
% 60.72/25.91  																							| Equations (679) can reduce 44 to:
% 60.72/25.91  																							| (490)  ~ (all_0_58_58 = e0)
% 60.72/25.91  																							|
% 60.72/25.91  																							| Simplifying 490 yields:
% 60.72/25.91  																							| (491)  ~ (all_0_58_58 = e0)
% 60.72/25.91  																							|
% 60.72/25.91  																							| Equations (679) can reduce 511 to:
% 60.72/25.91  																							| (365)  ~ (e2 = e0)
% 60.72/25.91  																							|
% 60.72/25.91  																							| Simplifying 365 yields:
% 60.72/25.91  																							| (128)  ~ (e2 = e0)
% 60.72/25.91  																							|
% 60.72/25.91  																							| From (679) and (127) follows:
% 60.72/25.91  																							| (682) op(e0, e0) = all_0_33_33
% 60.72/25.91  																							|
% 60.72/25.91  																							+-Applying beta-rule and splitting (75), into two cases.
% 60.72/25.91  																							|-Branch one:
% 60.72/25.91  																							| (485) all_0_40_40 = e0
% 60.72/25.91  																							|
% 60.72/25.91  																								| Combining equations (313,485) yields a new equation:
% 60.72/25.91  																								| (391) e2 = e0
% 60.72/25.91  																								|
% 60.72/25.91  																								| Simplifying 391 yields:
% 60.72/25.91  																								| (330) e2 = e0
% 60.72/25.91  																								|
% 60.72/25.91  																								| Equations (330) can reduce 128 to:
% 60.72/25.91  																								| (266) $false
% 60.72/25.91  																								|
% 60.72/25.91  																								|-The branch is then unsatisfiable
% 60.72/25.91  																							|-Branch two:
% 60.72/25.91  																							| (1401)  ~ (all_0_40_40 = e0)
% 60.72/25.91  																							| (1748) all_0_44_44 = e0 | all_0_49_49 = e0 | all_0_58_58 = e0
% 60.72/25.91  																							|
% 60.72/25.91  																								+-Applying beta-rule and splitting (1748), into two cases.
% 60.72/25.91  																								|-Branch one:
% 60.72/25.91  																								| (1414) all_0_44_44 = e0
% 60.72/25.91  																								|
% 60.72/25.91  																									| Equations (1414) can reduce 360 to:
% 60.72/25.91  																									| (266) $false
% 60.72/25.91  																									|
% 60.72/25.91  																									|-The branch is then unsatisfiable
% 60.72/25.91  																								|-Branch two:
% 60.72/25.91  																								| (360)  ~ (all_0_44_44 = e0)
% 60.72/25.91  																								| (1760) all_0_49_49 = e0 | all_0_58_58 = e0
% 60.72/25.91  																								|
% 60.72/25.91  																									+-Applying beta-rule and splitting (1760), into two cases.
% 60.72/25.91  																									|-Branch one:
% 60.72/25.91  																									| (978) all_0_49_49 = e0
% 60.72/25.91  																									|
% 60.72/25.91  																										| Equations (978) can reduce 9 to:
% 60.72/25.91  																										| (360)  ~ (all_0_44_44 = e0)
% 60.72/25.91  																										|
% 60.72/25.91  																										| Equations (978) can reduce 208 to:
% 60.72/25.91  																										| (831)  ~ (all_0_46_46 = e0)
% 60.72/25.91  																										|
% 60.72/25.91  																										| Equations (978) can reduce 86 to:
% 60.72/25.91  																										| (678)  ~ (all_0_47_47 = e0)
% 60.72/25.91  																										|
% 60.72/25.91  																										| Equations (978) can reduce 65 to:
% 60.72/25.91  																										| (488)  ~ (all_0_53_53 = e0)
% 60.72/25.91  																										|
% 60.72/25.91  																										| Simplifying 488 yields:
% 60.72/25.91  																										| (247)  ~ (all_0_53_53 = e0)
% 60.72/25.91  																										|
% 60.72/25.91  																										| Equations (978) can reduce 119 to:
% 60.72/25.91  																										| (490)  ~ (all_0_58_58 = e0)
% 60.72/25.91  																										|
% 60.72/25.91  																										| Simplifying 490 yields:
% 60.72/25.91  																										| (491)  ~ (all_0_58_58 = e0)
% 60.72/25.91  																										|
% 60.72/25.91  																										| Equations (978) can reduce 256 to:
% 60.72/25.91  																										| (401)  ~ (e4 = e0)
% 60.72/25.91  																										|
% 60.72/25.91  																										| Simplifying 401 yields:
% 60.72/25.91  																										| (49)  ~ (e4 = e0)
% 60.72/25.91  																										|
% 60.72/25.91  																										| From (978) and (66) follows:
% 60.72/25.91  																										| (52707) op(e0, e0) = all_0_21_21
% 60.72/25.91  																										|
% 60.72/25.91  																										+-Applying beta-rule and splitting (171), into two cases.
% 60.72/25.91  																										|-Branch one:
% 60.72/25.91  																										| (265) all_0_54_54 = e4
% 60.72/25.91  																										|
% 60.72/25.91  																											| Combining equations (268,265) yields a new equation:
% 60.72/25.91  																											| (425) e4 = e3
% 60.72/25.91  																											|
% 60.72/25.91  																											| Equations (425) can reduce 188 to:
% 60.72/25.91  																											| (266) $false
% 60.72/25.91  																											|
% 60.72/25.91  																											|-The branch is then unsatisfiable
% 60.72/25.91  																										|-Branch two:
% 60.72/25.91  																										| (258)  ~ (all_0_54_54 = e4)
% 60.72/25.91  																										| (575) all_0_55_55 = e4 | all_0_56_56 = e4 | all_0_57_57 = e4 | all_0_58_58 = e4
% 60.72/25.91  																										|
% 60.72/25.91  																											+-Applying beta-rule and splitting (575), into two cases.
% 60.72/25.91  																											|-Branch one:
% 60.72/25.91  																											| (587) all_0_55_55 = e4
% 60.72/25.91  																											|
% 60.72/25.91  																												| Combining equations (386,587) yields a new equation:
% 60.72/25.91  																												| (323) e4 = e2
% 60.72/25.91  																												|
% 60.72/25.91  																												| Equations (323) can reduce 48 to:
% 60.72/25.91  																												| (266) $false
% 60.72/25.91  																												|
% 60.72/25.91  																												|-The branch is then unsatisfiable
% 60.72/25.91  																											|-Branch two:
% 60.72/25.91  																											| (763)  ~ (all_0_55_55 = e4)
% 60.72/25.91  																											| (764) all_0_56_56 = e4 | all_0_57_57 = e4 | all_0_58_58 = e4
% 60.72/25.91  																											|
% 60.72/25.91  																												+-Applying beta-rule and splitting (764), into two cases.
% 60.72/25.91  																												|-Branch one:
% 60.72/25.91  																												| (842) all_0_56_56 = e4
% 60.72/25.91  																												|
% 60.72/25.91  																													| Combining equations (679,842) yields a new equation:
% 60.72/25.91  																													| (397) e4 = e0
% 60.72/25.91  																													|
% 60.72/25.91  																													| Equations (397) can reduce 49 to:
% 60.72/25.91  																													| (266) $false
% 60.72/25.91  																													|
% 60.72/25.91  																													|-The branch is then unsatisfiable
% 60.72/25.91  																												|-Branch two:
% 60.72/25.91  																												| (477)  ~ (all_0_56_56 = e4)
% 60.72/25.91  																												| (935) all_0_57_57 = e4 | all_0_58_58 = e4
% 60.72/25.91  																												|
% 60.72/25.91  																													+-Applying beta-rule and splitting (935), into two cases.
% 60.72/25.91  																													|-Branch one:
% 60.72/25.91  																													| (871) all_0_57_57 = e4
% 60.72/25.91  																													|
% 60.72/25.91  																														| Combining equations (871,647) yields a new equation:
% 60.72/25.91  																														| (636) e4 = e1
% 60.72/25.91  																														|
% 60.72/25.91  																														| Simplifying 636 yields:
% 60.72/25.91  																														| (630) e4 = e1
% 60.72/25.91  																														|
% 60.72/25.91  																														| Equations (630) can reduce 110 to:
% 60.72/25.91  																														| (266) $false
% 60.72/25.91  																														|
% 60.72/25.91  																														|-The branch is then unsatisfiable
% 60.72/25.91  																													|-Branch two:
% 60.72/25.91  																													| (839)  ~ (all_0_57_57 = e4)
% 60.72/25.91  																													| (910) all_0_58_58 = e4
% 60.72/25.91  																													|
% 60.72/25.91  																														| Equations (910) can reduce 181 to:
% 60.72/25.91  																														| (1390)  ~ (all_0_44_44 = e4)
% 60.72/25.91  																														|
% 60.72/25.91  																														| Equations (910) can reduce 10 to:
% 60.72/25.91  																														| (1453)  ~ (all_0_53_53 = e4)
% 60.72/25.91  																														|
% 60.72/25.91  																														| Equations (910) can reduce 880 to:
% 60.72/25.91  																														| (110)  ~ (e4 = e1)
% 60.72/25.91  																														|
% 60.72/25.91  																														| Equations (910) can reduce 491 to:
% 60.72/25.91  																														| (49)  ~ (e4 = e0)
% 60.72/25.91  																														|
% 60.72/25.91  																														| From (910) and (245) follows:
% 60.72/25.91  																														| (2661) op(e0, e0) = e4
% 60.72/25.91  																														|
% 60.72/25.91  																														+-Applying beta-rule and splitting (64), into two cases.
% 60.72/25.91  																														|-Branch one:
% 60.72/25.91  																														| (437) all_0_41_41 = e4
% 60.72/25.91  																														|
% 60.72/25.91  																															| Equations (437) can reduce 214 to:
% 60.72/25.91  																															| (1901)  ~ (all_0_42_42 = e4)
% 60.72/25.91  																															|
% 60.72/25.91  																															| Simplifying 1901 yields:
% 60.72/25.91  																															| (1890)  ~ (all_0_42_42 = e4)
% 60.72/25.91  																															|
% 60.72/25.91  																															| Equations (437) can reduce 149 to:
% 60.72/25.91  																															| (1903)  ~ (all_0_44_44 = e4)
% 60.72/25.91  																															|
% 60.72/25.91  																															| Simplifying 1903 yields:
% 60.72/25.91  																															| (1390)  ~ (all_0_44_44 = e4)
% 60.72/25.91  																															|
% 60.72/25.91  																															| Equations (437) can reduce 43 to:
% 60.72/25.91  																															| (249)  ~ (all_0_46_46 = e4)
% 60.72/25.91  																															|
% 60.72/25.91  																															| Simplifying 249 yields:
% 60.72/25.91  																															| (250)  ~ (all_0_46_46 = e4)
% 60.72/25.91  																															|
% 60.72/25.91  																															| Equations (437) can reduce 221 to:
% 60.72/25.91  																															| (1907)  ~ (all_0_50_50 = e4)
% 60.72/25.91  																															|
% 60.72/25.91  																															| Simplifying 1907 yields:
% 60.72/25.91  																															| (566)  ~ (all_0_50_50 = e4)
% 60.72/25.91  																															|
% 60.72/25.91  																															| From (437) and (219) follows:
% 60.72/25.91  																															| (1913) op(e3, e3) = e4
% 60.72/25.91  																															|
% 60.72/25.91  																															| Instantiating formula (29) with e2, e3, all_0_32_32, all_0_46_46 and discharging atoms op(e2, e3) = all_0_32_32, op(e2, e3) = all_0_46_46, yields:
% 60.72/25.91  																															| (52744) all_0_32_32 = all_0_46_46
% 60.72/25.91  																															|
% 60.72/25.91  																															| Instantiating formula (29) with e2, e2, all_0_25_25, all_0_47_47 and discharging atoms op(e2, e2) = all_0_25_25, op(e2, e2) = all_0_47_47, yields:
% 60.72/25.91  																															| (6482) all_0_25_25 = all_0_47_47
% 60.72/25.91  																															|
% 60.72/25.91  																															| Instantiating formula (29) with e0, e0, all_0_33_33, all_0_21_21 and discharging atoms op(e0, e0) = all_0_21_21, op(e0, e0) = all_0_33_33, yields:
% 60.72/25.92  																															| (8825) all_0_21_21 = all_0_33_33
% 60.72/25.92  																															|
% 60.72/25.92  																															| Instantiating formula (29) with e0, e0, e4, all_0_21_21 and discharging atoms op(e0, e0) = all_0_21_21, op(e0, e0) = e4, yields:
% 60.72/25.92  																															| (9555) all_0_21_21 = e4
% 60.72/25.92  																															|
% 60.72/25.92  																															| Combining equations (9555,8825) yields a new equation:
% 60.72/25.92  																															| (5725) all_0_33_33 = e4
% 60.72/25.92  																															|
% 60.72/25.92  																															| From (52744) and (52670) follows:
% 60.72/25.92  																															| (120) op(e2, e3) = all_0_46_46
% 60.72/25.92  																															|
% 60.72/25.92  																															| From (6482) and (514) follows:
% 60.72/25.92  																															| (23) op(e2, e2) = all_0_47_47
% 60.72/25.92  																															|
% 60.72/25.92  																															| From (5725) and (682) follows:
% 60.72/25.92  																															| (2661) op(e0, e0) = e4
% 60.72/25.92  																															|
% 60.72/25.92  																															+-Applying beta-rule and splitting (168), into two cases.
% 60.72/25.92  																															|-Branch one:
% 60.72/25.92  																															| (415) all_0_50_50 = e3
% 60.72/25.92  																															|
% 60.72/25.92  																																| Equations (415) can reduce 35 to:
% 60.72/25.92  																																| (409)  ~ (all_0_46_46 = e3)
% 60.72/25.92  																																|
% 60.72/25.92  																																| Equations (415) can reduce 190 to:
% 60.72/25.92  																																| (1114)  ~ (all_0_53_53 = e3)
% 60.72/25.92  																																|
% 60.72/25.92  																																| Simplifying 1114 yields:
% 60.72/25.92  																																| (903)  ~ (all_0_53_53 = e3)
% 60.72/25.92  																																|
% 60.72/25.92  																																| Equations (415) can reduce 566 to:
% 60.72/25.92  																																| (277)  ~ (e4 = e3)
% 60.72/25.92  																																|
% 60.72/25.92  																																| Simplifying 277 yields:
% 60.72/25.92  																																| (188)  ~ (e4 = e3)
% 60.72/25.92  																																|
% 60.72/25.92  																																| Equations (415) can reduce 121 to:
% 60.72/25.92  																																| (80)  ~ (e3 = e0)
% 60.72/25.92  																																|
% 60.72/25.92  																																| From (415) and (8) follows:
% 60.72/25.92  																																| (5694) op(e3, e3) = all_0_23_23
% 60.72/25.92  																																|
% 60.72/25.92  																																| From (415) and (57) follows:
% 60.72/25.92  																																| (1933) op(e3, e1) = all_0_22_22
% 60.72/25.92  																																|
% 60.72/25.92  																																+-Applying beta-rule and splitting (123), into two cases.
% 60.72/25.92  																																|-Branch one:
% 60.72/25.92  																																| (1794) all_0_46_46 = e2
% 60.72/25.92  																																|
% 60.72/25.92  																																	| Equations (1794) can reduce 300 to:
% 60.72/25.92  																																	| (266) $false
% 60.72/25.92  																																	|
% 60.72/25.92  																																	|-The branch is then unsatisfiable
% 60.72/25.92  																																|-Branch two:
% 60.72/25.92  																																| (300)  ~ (all_0_46_46 = e2)
% 60.72/25.92  																																| (1797) all_0_46_46 = e4 | all_0_46_46 = e3 | all_0_46_46 = e1 | all_0_46_46 = e0
% 60.72/25.92  																																|
% 60.72/25.92  																																	+-Applying beta-rule and splitting (1797), into two cases.
% 60.72/25.92  																																	|-Branch one:
% 60.72/25.92  																																	| (770) all_0_46_46 = e4
% 60.72/25.92  																																	|
% 60.72/25.92  																																		| Equations (770) can reduce 250 to:
% 60.72/25.92  																																		| (266) $false
% 60.72/25.92  																																		|
% 60.72/25.92  																																		|-The branch is then unsatisfiable
% 60.72/25.92  																																	|-Branch two:
% 60.72/25.92  																																	| (250)  ~ (all_0_46_46 = e4)
% 60.72/25.92  																																	| (1801) all_0_46_46 = e3 | all_0_46_46 = e1 | all_0_46_46 = e0
% 60.72/25.92  																																	|
% 60.72/25.92  																																		+-Applying beta-rule and splitting (1801), into two cases.
% 60.72/25.92  																																		|-Branch one:
% 60.72/25.92  																																		| (538) all_0_46_46 = e0
% 60.72/25.92  																																		|
% 60.72/25.92  																																			| Equations (538) can reduce 831 to:
% 60.72/25.92  																																			| (266) $false
% 60.72/25.92  																																			|
% 60.72/25.92  																																			|-The branch is then unsatisfiable
% 60.72/25.92  																																		|-Branch two:
% 60.72/25.92  																																		| (831)  ~ (all_0_46_46 = e0)
% 60.72/25.92  																																		| (1838) all_0_46_46 = e3 | all_0_46_46 = e1
% 60.72/25.92  																																		|
% 60.72/25.92  																																			+-Applying beta-rule and splitting (1838), into two cases.
% 60.72/25.92  																																			|-Branch one:
% 60.72/25.92  																																			| (545) all_0_46_46 = e1
% 60.72/25.92  																																			|
% 60.72/25.92  																																				| Equations (545) can reduce 19 to:
% 60.72/25.92  																																				| (461)  ~ (all_0_47_47 = e1)
% 60.72/25.92  																																				|
% 60.72/25.92  																																				| Simplifying 461 yields:
% 60.72/25.92  																																				| (462)  ~ (all_0_47_47 = e1)
% 60.72/25.92  																																				|
% 60.72/25.92  																																				| Equations (545) can reduce 250 to:
% 60.72/25.92  																																				| (602)  ~ (e4 = e1)
% 60.72/25.92  																																				|
% 60.72/25.92  																																				| Simplifying 602 yields:
% 60.72/25.92  																																				| (110)  ~ (e4 = e1)
% 60.72/25.92  																																				|
% 60.72/25.92  																																				| Equations (545) can reduce 409 to:
% 60.72/25.92  																																				| (467)  ~ (e3 = e1)
% 60.72/25.92  																																				|
% 60.72/25.92  																																				| Simplifying 467 yields:
% 60.72/25.92  																																				| (213)  ~ (e3 = e1)
% 60.72/25.92  																																				|
% 60.72/25.92  																																				| Equations (545) can reduce 300 to:
% 60.72/25.92  																																				| (604)  ~ (e2 = e1)
% 60.72/25.92  																																				|
% 60.72/25.92  																																				| Simplifying 604 yields:
% 60.72/25.92  																																				| (122)  ~ (e2 = e1)
% 60.72/25.92  																																				|
% 60.72/25.92  																																				| From (545) and (120) follows:
% 60.72/25.92  																																				| (2105) op(e2, e3) = e1
% 60.72/25.92  																																				|
% 60.72/25.92  																																				+-Applying beta-rule and splitting (131), into two cases.
% 60.72/25.92  																																				|-Branch one:
% 60.72/25.92  																																				| (459) all_0_42_42 = e1
% 60.72/25.92  																																				|
% 60.72/25.92  																																					| Equations (459) can reduce 73 to:
% 60.72/25.92  																																					| (4057)  ~ (all_0_44_44 = e1)
% 60.72/25.92  																																					|
% 60.72/25.92  																																					| Simplifying 4057 yields:
% 60.72/25.92  																																					| (639)  ~ (all_0_44_44 = e1)
% 60.72/25.92  																																					|
% 60.72/25.92  																																					| Equations (459) can reduce 198 to:
% 60.72/25.92  																																					| (461)  ~ (all_0_47_47 = e1)
% 60.72/25.92  																																					|
% 60.72/25.92  																																					| Simplifying 461 yields:
% 60.72/25.92  																																					| (462)  ~ (all_0_47_47 = e1)
% 60.72/25.92  																																					|
% 60.72/25.92  																																					| Equations (459) can reduce 1890 to:
% 60.72/25.92  																																					| (602)  ~ (e4 = e1)
% 60.72/25.92  																																					|
% 60.72/25.92  																																					| Simplifying 602 yields:
% 60.72/25.92  																																					| (110)  ~ (e4 = e1)
% 60.72/25.92  																																					|
% 60.72/25.92  																																					| Equations (459) can reduce 358 to:
% 60.72/25.92  																																					| (233)  ~ (e1 = e0)
% 60.72/25.92  																																					|
% 60.72/25.92  																																					+-Applying beta-rule and splitting (113), into two cases.
% 60.72/25.92  																																					|-Branch one:
% 60.72/25.92  																																					| (403) all_0_41_41 = e3
% 60.72/25.92  																																					|
% 60.72/25.92  																																						| Combining equations (437,403) yields a new equation:
% 60.72/25.92  																																						| (424) e4 = e3
% 60.72/25.92  																																						|
% 60.72/25.92  																																						| Simplifying 424 yields:
% 60.72/25.92  																																						| (425) e4 = e3
% 60.72/25.92  																																						|
% 60.72/25.92  																																						| Equations (425) can reduce 188 to:
% 60.72/25.92  																																						| (266) $false
% 60.72/25.92  																																						|
% 60.72/25.92  																																						|-The branch is then unsatisfiable
% 60.72/25.92  																																					|-Branch two:
% 60.72/25.92  																																					| (1898)  ~ (all_0_41_41 = e3)
% 60.72/25.92  																																					| (1899) all_0_42_42 = e3 | all_0_44_44 = e3
% 60.72/25.92  																																					|
% 60.72/25.92  																																						| Equations (437) can reduce 1898 to:
% 60.72/25.92  																																						| (188)  ~ (e4 = e3)
% 60.72/25.92  																																						|
% 60.72/25.92  																																						+-Applying beta-rule and splitting (189), into two cases.
% 60.72/25.92  																																						|-Branch one:
% 60.72/25.92  																																						| (532) all_0_44_44 = e3
% 60.72/25.92  																																						|
% 60.72/25.92  																																							| Equations (532) can reduce 639 to:
% 60.72/25.92  																																							| (213)  ~ (e3 = e1)
% 60.72/25.92  																																							|
% 60.72/25.92  																																							| From (532) and (204) follows:
% 60.72/25.92  																																							| (15591) op(e3, e3) = all_0_11_11
% 60.72/25.92  																																							|
% 60.72/25.92  																																							+-Applying beta-rule and splitting (196), into two cases.
% 60.72/25.92  																																							|-Branch one:
% 60.72/25.92  																																							| (607) all_0_53_53 = e2
% 60.72/25.92  																																							|
% 60.72/25.92  																																								| Equations (607) can reduce 509 to:
% 60.72/25.92  																																								| (266) $false
% 60.72/25.92  																																								|
% 60.72/25.92  																																								|-The branch is then unsatisfiable
% 60.72/25.92  																																							|-Branch two:
% 60.72/25.92  																																							| (509)  ~ (all_0_53_53 = e2)
% 60.72/25.92  																																							| (610) all_0_53_53 = e4 | all_0_53_53 = e3 | all_0_53_53 = e1
% 60.72/25.92  																																							|
% 60.72/25.92  																																								+-Applying beta-rule and splitting (160), into two cases.
% 60.72/25.92  																																								|-Branch one:
% 60.72/25.92  																																								| (601) all_0_50_50 = e1
% 60.72/25.92  																																								|
% 60.72/25.92  																																									| Combining equations (601,415) yields a new equation:
% 60.72/25.92  																																									| (455) e3 = e1
% 60.72/25.92  																																									|
% 60.72/25.92  																																									| Equations (455) can reduce 213 to:
% 60.72/25.92  																																									| (266) $false
% 60.72/25.92  																																									|
% 60.72/25.92  																																									|-The branch is then unsatisfiable
% 60.72/25.92  																																								|-Branch two:
% 60.72/25.92  																																								| (759)  ~ (all_0_50_50 = e1)
% 60.72/25.92  																																								| (1168) all_0_51_51 = e1 | all_0_52_52 = e1 | all_0_53_53 = e1
% 60.72/25.92  																																								|
% 60.72/25.92  																																									| Equations (415) can reduce 759 to:
% 60.72/25.92  																																									| (213)  ~ (e3 = e1)
% 60.72/25.92  																																									|
% 60.72/25.92  																																									+-Applying beta-rule and splitting (105), into two cases.
% 60.72/25.92  																																									|-Branch one:
% 60.72/25.92  																																									| (1105) all_0_47_47 = e2
% 60.72/25.92  																																									|
% 60.72/25.92  																																										| Equations (1105) can reduce 338 to:
% 60.72/25.92  																																										| (266) $false
% 60.72/25.92  																																										|
% 60.72/25.92  																																										|-The branch is then unsatisfiable
% 60.72/25.92  																																									|-Branch two:
% 60.72/25.92  																																									| (338)  ~ (all_0_47_47 = e2)
% 60.72/25.92  																																									| (1789) all_0_47_47 = e4 | all_0_47_47 = e3 | all_0_47_47 = e1 | all_0_47_47 = e0
% 60.72/25.92  																																									|
% 60.72/25.92  																																										+-Applying beta-rule and splitting (180), into two cases.
% 60.72/25.92  																																										|-Branch one:
% 60.72/25.92  																																										| (516) all_0_42_42 = e3
% 60.72/25.92  																																										|
% 60.72/25.92  																																											| Combining equations (459,516) yields a new equation:
% 60.72/25.92  																																											| (455) e3 = e1
% 60.72/25.92  																																											|
% 60.72/25.92  																																											| Equations (455) can reduce 213 to:
% 60.72/25.92  																																											| (266) $false
% 60.72/25.92  																																											|
% 60.72/25.92  																																											|-The branch is then unsatisfiable
% 60.72/25.92  																																										|-Branch two:
% 60.72/25.92  																																										| (405)  ~ (all_0_42_42 = e3)
% 60.72/25.92  																																										| (521) all_0_47_47 = e3 | all_0_51_51 = e3 | all_0_56_56 = e3
% 60.72/25.92  																																										|
% 60.72/25.92  																																											| Equations (459) can reduce 405 to:
% 60.72/25.92  																																											| (467)  ~ (e3 = e1)
% 60.72/25.92  																																											|
% 60.72/25.92  																																											| Simplifying 467 yields:
% 60.72/25.92  																																											| (213)  ~ (e3 = e1)
% 60.72/25.92  																																											|
% 60.72/25.92  																																											+-Applying beta-rule and splitting (112), into two cases.
% 60.72/25.92  																																											|-Branch one:
% 60.72/25.92  																																											| (635) all_0_44_44 = e1
% 60.72/25.92  																																											|
% 60.72/25.92  																																												| Combining equations (532,635) yields a new equation:
% 60.72/25.92  																																												| (454) e3 = e1
% 60.72/25.92  																																												|
% 60.72/25.92  																																												| Simplifying 454 yields:
% 60.72/25.92  																																												| (455) e3 = e1
% 60.72/25.92  																																												|
% 60.72/25.92  																																												| Equations (455) can reduce 213 to:
% 60.72/25.92  																																												| (266) $false
% 60.72/25.92  																																												|
% 60.72/25.92  																																												|-The branch is then unsatisfiable
% 60.72/25.92  																																											|-Branch two:
% 60.72/25.92  																																											| (639)  ~ (all_0_44_44 = e1)
% 60.72/25.92  																																											| (640) all_0_49_49 = e1 | all_0_53_53 = e1 | all_0_58_58 = e1
% 60.72/25.92  																																											|
% 60.72/25.92  																																												+-Applying beta-rule and splitting (640), into two cases.
% 60.72/25.92  																																												|-Branch one:
% 60.72/25.92  																																												| (671) all_0_49_49 = e1
% 60.72/25.92  																																												|
% 60.72/25.92  																																													| Combining equations (978,671) yields a new equation:
% 60.72/25.92  																																													| (431) e1 = e0
% 60.72/25.92  																																													|
% 60.72/25.92  																																													| Equations (431) can reduce 233 to:
% 60.72/25.92  																																													| (266) $false
% 60.72/25.92  																																													|
% 60.72/25.92  																																													|-The branch is then unsatisfiable
% 60.72/25.92  																																												|-Branch two:
% 60.72/25.92  																																												| (1064)  ~ (all_0_49_49 = e1)
% 60.72/25.92  																																												| (2141) all_0_53_53 = e1 | all_0_58_58 = e1
% 60.72/25.92  																																												|
% 60.72/25.92  																																													+-Applying beta-rule and splitting (2141), into two cases.
% 60.72/25.92  																																													|-Branch one:
% 60.72/25.92  																																													| (1208) all_0_53_53 = e1
% 60.72/25.92  																																													|
% 60.72/25.92  																																														| Equations (1208) can reduce 509 to:
% 60.72/25.92  																																														| (604)  ~ (e2 = e1)
% 60.72/25.92  																																														|
% 60.72/25.92  																																														| Simplifying 604 yields:
% 60.72/25.92  																																														| (122)  ~ (e2 = e1)
% 60.72/25.92  																																														|
% 60.72/25.92  																																														| Equations (1208) can reduce 247 to:
% 60.72/25.92  																																														| (233)  ~ (e1 = e0)
% 60.72/25.92  																																														|
% 60.72/25.92  																																														| From (1208) and (92) follows:
% 60.72/25.92  																																														| (2152) op(e1, e1) = all_0_27_27
% 60.72/25.92  																																														|
% 60.72/25.92  																																														+-Applying beta-rule and splitting (1789), into two cases.
% 60.72/25.92  																																														|-Branch one:
% 60.72/25.92  																																														| (1790) all_0_47_47 = e4
% 60.72/25.92  																																														|
% 60.72/25.92  																																															| Equations (1790) can reduce 252 to:
% 60.72/25.92  																																															| (266) $false
% 60.72/25.92  																																															|
% 60.72/25.92  																																															|-The branch is then unsatisfiable
% 60.72/25.92  																																														|-Branch two:
% 60.72/25.92  																																														| (252)  ~ (all_0_47_47 = e4)
% 60.72/25.92  																																														| (1793) all_0_47_47 = e3 | all_0_47_47 = e1 | all_0_47_47 = e0
% 60.72/25.92  																																														|
% 60.72/25.92  																																															+-Applying beta-rule and splitting (1793), into two cases.
% 60.72/25.92  																																															|-Branch one:
% 60.72/25.92  																																															| (674) all_0_47_47 = e0
% 60.72/25.92  																																															|
% 60.72/25.92  																																																| Equations (674) can reduce 678 to:
% 60.72/25.92  																																																| (266) $false
% 60.72/25.92  																																																|
% 60.72/25.92  																																																|-The branch is then unsatisfiable
% 60.72/25.92  																																															|-Branch two:
% 60.72/25.92  																																															| (678)  ~ (all_0_47_47 = e0)
% 60.72/25.92  																																															| (1831) all_0_47_47 = e3 | all_0_47_47 = e1
% 60.72/25.92  																																															|
% 60.72/25.92  																																																+-Applying beta-rule and splitting (1831), into two cases.
% 60.72/25.92  																																																|-Branch one:
% 60.72/25.92  																																																| (654) all_0_47_47 = e1
% 60.72/25.92  																																																|
% 60.72/25.92  																																																	| Equations (654) can reduce 462 to:
% 60.72/25.92  																																																	| (266) $false
% 60.72/25.92  																																																	|
% 60.72/25.92  																																																	|-The branch is then unsatisfiable
% 60.72/25.92  																																																|-Branch two:
% 60.72/25.92  																																																| (462)  ~ (all_0_47_47 = e1)
% 60.72/25.92  																																																| (522) all_0_47_47 = e3
% 60.72/25.92  																																																|
% 60.72/25.92  																																																	| From (522) and (23) follows:
% 60.72/25.92  																																																	| (531) op(e2, e2) = e3
% 60.72/25.92  																																																	|
% 60.72/25.92  																																																	| Instantiating formula (29) with e3, e3, all_0_11_11, e4 and discharging atoms op(e3, e3) = all_0_11_11, op(e3, e3) = e4, yields:
% 60.72/25.92  																																																	| (9789) all_0_11_11 = e4
% 60.72/25.92  																																																	|
% 60.72/25.92  																																																	| Instantiating formula (29) with e3, e3, all_0_23_23, all_0_11_11 and discharging atoms op(e3, e3) = all_0_11_11, op(e3, e3) = all_0_23_23, yields:
% 60.72/25.93  																																																	| (52852) all_0_11_11 = all_0_23_23
% 60.72/25.93  																																																	|
% 60.72/25.93  																																																	| Instantiating formula (29) with e3, e1, all_0_22_22, e0 and discharging atoms op(e3, e1) = all_0_22_22, op(e3, e1) = e0, yields:
% 60.72/25.93  																																																	| (1935) all_0_22_22 = e0
% 60.72/25.93  																																																	|
% 60.72/25.93  																																																	| Instantiating formula (29) with e1, e1, all_0_27_27, e4 and discharging atoms op(e1, e1) = all_0_27_27, op(e1, e1) = e4, yields:
% 60.72/25.93  																																																	| (2161) all_0_27_27 = e4
% 60.72/25.93  																																																	|
% 60.72/25.93  																																																	| Combining equations (52852,9789) yields a new equation:
% 60.72/25.93  																																																	| (52855) all_0_23_23 = e4
% 60.72/25.93  																																																	|
% 60.72/25.93  																																																	| Simplifying 52855 yields:
% 60.72/25.93  																																																	| (17647) all_0_23_23 = e4
% 60.72/25.93  																																																	|
% 60.72/25.93  																																																	| From (17647) and (5694) follows:
% 60.72/25.93  																																																	| (1913) op(e3, e3) = e4
% 60.72/25.93  																																																	|
% 60.72/25.93  																																																	| From (1935) and (1933) follows:
% 60.72/25.93  																																																	| (369) op(e3, e1) = e0
% 60.72/25.93  																																																	|
% 60.72/25.93  																																																	| From (2161) and (2152) follows:
% 60.72/25.93  																																																	| (570) op(e1, e1) = e4
% 60.72/25.93  																																																	|
% 60.72/25.93  																																																	+-Applying beta-rule and splitting (56), into two cases.
% 60.72/25.93  																																																	|-Branch one:
% 60.72/25.93  																																																	| (696) unit = e2
% 60.72/25.93  																																																	|
% 60.72/25.93  																																																		| From (696) and (24) follows:
% 60.72/25.93  																																																		| (697) op(e2, e3) = e3
% 60.72/25.93  																																																		|
% 60.72/25.93  																																																		| From (696) and (32) follows:
% 60.72/25.93  																																																		| (698) op(e2, e2) = e2
% 60.72/25.93  																																																		|
% 60.72/25.93  																																																		| Instantiating formula (29) with e2, e3, e3, e1 and discharging atoms op(e2, e3) = e3, op(e2, e3) = e1, yields:
% 60.72/25.93  																																																		| (455) e3 = e1
% 60.72/25.93  																																																		|
% 60.72/25.93  																																																		| Instantiating formula (29) with e2, e2, e2, e3 and discharging atoms op(e2, e2) = e3, op(e2, e2) = e2, yields:
% 60.72/25.93  																																																		| (662) e3 = e2
% 60.72/25.93  																																																		|
% 60.72/25.93  																																																		| Combining equations (455,662) yields a new equation:
% 60.72/25.93  																																																		| (617) e2 = e1
% 60.72/25.93  																																																		|
% 60.72/25.93  																																																		| Equations (617) can reduce 122 to:
% 60.72/25.93  																																																		| (266) $false
% 60.72/25.93  																																																		|
% 60.72/25.93  																																																		|-The branch is then unsatisfiable
% 60.72/25.93  																																																	|-Branch two:
% 60.72/25.93  																																																	| (707)  ~ (unit = e2)
% 60.72/25.93  																																																	| (708) unit = e4 | unit = e3 | unit = e1 | unit = e0
% 60.72/25.93  																																																	|
% 60.72/25.93  																																																		+-Applying beta-rule and splitting (708), into two cases.
% 60.72/25.93  																																																		|-Branch one:
% 60.72/25.93  																																																		| (709) unit = e4
% 60.72/25.93  																																																		|
% 60.72/25.93  																																																			| From (709) and (211) follows:
% 60.72/25.93  																																																			| (22527) op(e4, e1) = e1
% 60.72/25.93  																																																			|
% 60.72/25.93  																																																			| From (709) and (209) follows:
% 60.72/25.93  																																																			| (3072) op(e4, e0) = e0
% 60.72/25.93  																																																			|
% 60.72/25.93  																																																			| From (709) and (40) follows:
% 60.72/25.93  																																																			| (711) op(e3, e4) = e3
% 60.72/25.93  																																																			|
% 60.72/25.93  																																																			| Instantiating formula (29) with e4, e1, e1, e3 and discharging atoms op(e4, e1) = e3, op(e4, e1) = e1, yields:
% 60.72/25.93  																																																			| (455) e3 = e1
% 60.72/25.93  																																																			|
% 60.72/25.93  																																																			| Instantiating formula (29) with e4, e0, e0, e2 and discharging atoms op(e4, e0) = e2, op(e4, e0) = e0, yields:
% 60.72/25.93  																																																			| (330) e2 = e0
% 60.72/25.93  																																																			|
% 60.72/25.93  																																																			| Instantiating formula (29) with e3, e4, e3, e2 and discharging atoms op(e3, e4) = e3, op(e3, e4) = e2, yields:
% 60.72/25.93  																																																			| (662) e3 = e2
% 60.72/25.93  																																																			|
% 60.72/25.93  																																																			| Combining equations (662,455) yields a new equation:
% 60.72/25.93  																																																			| (616) e2 = e1
% 60.72/25.93  																																																			|
% 60.72/25.93  																																																			| Simplifying 616 yields:
% 60.72/25.93  																																																			| (617) e2 = e1
% 60.72/25.93  																																																			|
% 60.72/25.93  																																																			| Combining equations (330,617) yields a new equation:
% 60.72/25.93  																																																			| (431) e1 = e0
% 60.72/25.93  																																																			|
% 60.72/25.93  																																																			| Equations (431) can reduce 233 to:
% 60.72/25.93  																																																			| (266) $false
% 60.72/25.93  																																																			|
% 60.72/25.93  																																																			|-The branch is then unsatisfiable
% 60.72/25.93  																																																		|-Branch two:
% 60.72/25.93  																																																		| (724)  ~ (unit = e4)
% 60.72/25.93  																																																		| (725) unit = e3 | unit = e1 | unit = e0
% 60.72/25.93  																																																		|
% 60.72/25.93  																																																			+-Applying beta-rule and splitting (725), into two cases.
% 60.72/25.93  																																																			|-Branch one:
% 60.72/25.93  																																																			| (726) unit = e0
% 60.72/25.93  																																																			|
% 60.72/25.93  																																																				| Equations (726) can reduce 707 to:
% 60.72/25.93  																																																				| (365)  ~ (e2 = e0)
% 60.72/25.93  																																																				|
% 60.72/25.93  																																																				| Simplifying 365 yields:
% 60.72/25.93  																																																				| (128)  ~ (e2 = e0)
% 60.72/25.93  																																																				|
% 60.72/25.93  																																																				| From (726) and (244) follows:
% 60.72/25.93  																																																				| (2207) op(e0, e4) = e4
% 60.72/25.93  																																																				|
% 60.72/25.93  																																																				| From (726) and (24) follows:
% 60.72/25.93  																																																				| (2208) op(e0, e3) = e3
% 60.72/25.93  																																																				|
% 60.72/25.93  																																																				| From (726) and (42) follows:
% 60.72/25.93  																																																				| (728) op(e0, e0) = e0
% 60.72/25.93  																																																				|
% 60.72/25.93  																																																				| Instantiating formula (29) with e0, e4, e4, e3 and discharging atoms op(e0, e4) = e4, op(e0, e4) = e3, yields:
% 60.72/25.93  																																																				| (425) e4 = e3
% 60.72/25.93  																																																				|
% 60.72/25.93  																																																				| Instantiating formula (29) with e0, e3, e3, e2 and discharging atoms op(e0, e3) = e3, op(e0, e3) = e2, yields:
% 60.72/25.93  																																																				| (662) e3 = e2
% 60.72/25.93  																																																				|
% 60.72/25.93  																																																				| Instantiating formula (29) with e0, e0, e0, e4 and discharging atoms op(e0, e0) = e4, op(e0, e0) = e0, yields:
% 60.72/25.93  																																																				| (397) e4 = e0
% 60.72/25.93  																																																				|
% 60.72/25.93  																																																				| Combining equations (425,397) yields a new equation:
% 60.72/25.93  																																																				| (675) e3 = e0
% 60.72/25.93  																																																				|
% 60.72/25.93  																																																				| Simplifying 675 yields:
% 60.72/25.93  																																																				| (676) e3 = e0
% 60.72/25.93  																																																				|
% 60.72/25.93  																																																				| Combining equations (676,662) yields a new equation:
% 60.72/25.93  																																																				| (330) e2 = e0
% 60.72/25.93  																																																				|
% 60.72/25.93  																																																				| Equations (330) can reduce 128 to:
% 60.72/25.93  																																																				| (266) $false
% 60.72/25.93  																																																				|
% 60.72/25.93  																																																				|-The branch is then unsatisfiable
% 60.72/25.93  																																																			|-Branch two:
% 60.72/25.93  																																																			| (734)  ~ (unit = e0)
% 60.72/25.93  																																																			| (735) unit = e3 | unit = e1
% 60.72/25.93  																																																			|
% 60.72/25.93  																																																				+-Applying beta-rule and splitting (735), into two cases.
% 60.72/25.93  																																																				|-Branch one:
% 60.72/25.93  																																																				| (736) unit = e1
% 60.72/25.93  																																																				|
% 60.72/25.93  																																																					| Equations (736) can reduce 734 to:
% 60.72/25.93  																																																					| (233)  ~ (e1 = e0)
% 60.72/25.93  																																																					|
% 60.72/25.93  																																																					| From (736) and (227) follows:
% 60.72/25.93  																																																					| (739) op(e4, e1) = e4
% 60.72/25.93  																																																					|
% 60.72/25.93  																																																					| From (736) and (40) follows:
% 60.72/25.93  																																																					| (1652) op(e3, e1) = e3
% 60.72/25.93  																																																					|
% 60.72/25.93  																																																					| From (736) and (28) follows:
% 60.72/25.93  																																																					| (740) op(e1, e1) = e1
% 60.72/25.93  																																																					|
% 60.72/25.93  																																																					| Instantiating formula (29) with e4, e1, e4, e3 and discharging atoms op(e4, e1) = e4, op(e4, e1) = e3, yields:
% 60.72/25.93  																																																					| (425) e4 = e3
% 60.72/25.93  																																																					|
% 60.72/25.93  																																																					| Instantiating formula (29) with e3, e1, e3, e0 and discharging atoms op(e3, e1) = e3, op(e3, e1) = e0, yields:
% 60.72/25.94  																																																					| (676) e3 = e0
% 60.72/25.94  																																																					|
% 60.72/25.94  																																																					| Instantiating formula (29) with e1, e1, e1, e4 and discharging atoms op(e1, e1) = e4, op(e1, e1) = e1, yields:
% 60.72/25.94  																																																					| (630) e4 = e1
% 60.72/25.94  																																																					|
% 60.72/25.94  																																																					| Combining equations (425,630) yields a new equation:
% 60.72/25.94  																																																					| (454) e3 = e1
% 60.72/25.94  																																																					|
% 60.72/25.94  																																																					| Simplifying 454 yields:
% 60.72/25.94  																																																					| (455) e3 = e1
% 60.72/25.94  																																																					|
% 60.72/25.94  																																																					| Combining equations (455,676) yields a new equation:
% 60.72/25.94  																																																					| (546) e1 = e0
% 60.72/25.94  																																																					|
% 60.72/25.94  																																																					| Simplifying 546 yields:
% 60.72/25.94  																																																					| (431) e1 = e0
% 60.72/25.94  																																																					|
% 60.72/25.94  																																																					| Equations (431) can reduce 233 to:
% 60.72/25.94  																																																					| (266) $false
% 60.72/25.94  																																																					|
% 60.72/25.94  																																																					|-The branch is then unsatisfiable
% 60.72/25.94  																																																				|-Branch two:
% 60.72/25.94  																																																				| (748)  ~ (unit = e1)
% 60.72/25.94  																																																				| (749) unit = e3
% 60.72/25.94  																																																				|
% 60.72/25.94  																																																					| From (749) and (244) follows:
% 60.72/25.94  																																																					| (750) op(e3, e4) = e4
% 60.72/25.94  																																																					|
% 60.72/25.94  																																																					| From (749) and (227) follows:
% 60.72/25.94  																																																					| (22570) op(e4, e3) = e4
% 60.72/25.94  																																																					|
% 60.72/25.94  																																																					| From (749) and (40) follows:
% 60.72/25.94  																																																					| (3715) op(e3, e3) = e3
% 60.72/25.94  																																																					|
% 60.72/25.94  																																																					| From (749) and (32) follows:
% 60.72/25.94  																																																					| (5793) op(e2, e3) = e2
% 60.72/25.94  																																																					|
% 60.72/25.94  																																																					| Instantiating formula (29) with e4, e3, e4, e0 and discharging atoms op(e4, e3) = e4, op(e4, e3) = e0, yields:
% 60.72/25.94  																																																					| (397) e4 = e0
% 60.72/25.94  																																																					|
% 60.72/25.94  																																																					| Instantiating formula (29) with e3, e4, e4, e2 and discharging atoms op(e3, e4) = e4, op(e3, e4) = e2, yields:
% 60.72/25.94  																																																					| (323) e4 = e2
% 60.72/25.94  																																																					|
% 60.72/25.94  																																																					| Instantiating formula (29) with e3, e3, e3, e4 and discharging atoms op(e3, e3) = e4, op(e3, e3) = e3, yields:
% 60.72/25.94  																																																					| (425) e4 = e3
% 60.72/25.94  																																																					|
% 60.72/25.94  																																																					| Instantiating formula (29) with e2, e3, e2, e1 and discharging atoms op(e2, e3) = e2, op(e2, e3) = e1, yields:
% 60.72/25.94  																																																					| (617) e2 = e1
% 60.72/25.94  																																																					|
% 60.72/25.94  																																																					| Combining equations (323,425) yields a new equation:
% 60.72/25.94  																																																					| (662) e3 = e2
% 60.72/25.94  																																																					|
% 60.72/25.94  																																																					| Combining equations (397,425) yields a new equation:
% 60.72/25.94  																																																					| (676) e3 = e0
% 60.72/25.94  																																																					|
% 60.72/25.94  																																																					| Combining equations (662,676) yields a new equation:
% 60.72/25.94  																																																					| (391) e2 = e0
% 60.72/25.94  																																																					|
% 60.72/25.94  																																																					| Simplifying 391 yields:
% 60.72/25.94  																																																					| (330) e2 = e0
% 60.72/25.94  																																																					|
% 60.72/25.94  																																																					| Combining equations (617,330) yields a new equation:
% 60.72/25.94  																																																					| (546) e1 = e0
% 60.72/25.94  																																																					|
% 60.72/25.94  																																																					| Simplifying 546 yields:
% 60.72/25.94  																																																					| (431) e1 = e0
% 60.72/25.94  																																																					|
% 60.72/25.94  																																																					| Equations (431) can reduce 233 to:
% 60.72/25.94  																																																					| (266) $false
% 60.72/25.94  																																																					|
% 60.72/25.94  																																																					|-The branch is then unsatisfiable
% 60.72/25.94  																																													|-Branch two:
% 60.72/25.94  																																													| (1459)  ~ (all_0_53_53 = e1)
% 60.72/25.94  																																													| (918) all_0_58_58 = e1
% 60.72/25.94  																																													|
% 60.72/25.94  																																														| Combining equations (910,918) yields a new equation:
% 60.72/25.94  																																														| (636) e4 = e1
% 60.72/25.94  																																														|
% 60.82/25.94  																																														| Simplifying 636 yields:
% 60.82/25.94  																																														| (630) e4 = e1
% 60.82/25.94  																																														|
% 60.82/25.94  																																														| Equations (630) can reduce 110 to:
% 60.82/25.94  																																														| (266) $false
% 60.82/25.94  																																														|
% 60.82/25.94  																																														|-The branch is then unsatisfiable
% 60.82/25.94  																																						|-Branch two:
% 60.82/25.94  																																						| (407)  ~ (all_0_44_44 = e3)
% 60.82/25.94  																																						| (537) all_0_49_49 = e3 | all_0_53_53 = e3 | all_0_58_58 = e3
% 60.82/25.94  																																						|
% 60.82/25.94  																																							+-Applying beta-rule and splitting (78), into two cases.
% 60.82/25.94  																																							|-Branch one:
% 60.82/25.94  																																							| (423) all_0_45_45 = e3
% 60.82/25.94  																																							|
% 60.82/25.94  																																								| Combining equations (248,423) yields a new equation:
% 60.82/25.94  																																								| (424) e4 = e3
% 60.82/25.94  																																								|
% 60.82/25.94  																																								| Simplifying 424 yields:
% 60.82/25.94  																																								| (425) e4 = e3
% 60.82/25.94  																																								|
% 60.82/25.94  																																								| Equations (425) can reduce 188 to:
% 60.82/25.94  																																								| (266) $false
% 60.82/25.94  																																								|
% 60.82/25.94  																																								|-The branch is then unsatisfiable
% 60.82/25.94  																																							|-Branch two:
% 60.82/25.94  																																							| (427)  ~ (all_0_45_45 = e3)
% 60.82/25.94  																																							| (428) all_0_46_46 = e3 | all_0_47_47 = e3 | all_0_49_49 = e3
% 60.82/25.94  																																							|
% 60.82/25.94  																																								| Equations (248) can reduce 427 to:
% 60.82/25.94  																																								| (188)  ~ (e4 = e3)
% 60.82/25.94  																																								|
% 60.82/25.94  																																								+-Applying beta-rule and splitting (537), into two cases.
% 60.82/25.94  																																								|-Branch one:
% 60.82/25.94  																																								| (884) all_0_49_49 = e3
% 60.82/25.94  																																								|
% 60.82/25.94  																																									| Combining equations (978,884) yields a new equation:
% 60.82/25.94  																																									| (676) e3 = e0
% 60.82/25.94  																																									|
% 60.82/25.94  																																									| Equations (676) can reduce 80 to:
% 60.82/25.94  																																									| (266) $false
% 60.82/25.94  																																									|
% 60.82/25.94  																																									|-The branch is then unsatisfiable
% 60.82/25.94  																																								|-Branch two:
% 60.82/25.94  																																								| (525)  ~ (all_0_49_49 = e3)
% 60.82/25.94  																																								| (887) all_0_53_53 = e3 | all_0_58_58 = e3
% 60.82/25.94  																																								|
% 60.82/25.94  																																									+-Applying beta-rule and splitting (887), into two cases.
% 60.82/25.94  																																									|-Branch one:
% 60.82/25.94  																																									| (665) all_0_53_53 = e3
% 60.82/25.94  																																									|
% 60.82/25.94  																																										| Equations (665) can reduce 903 to:
% 60.82/25.94  																																										| (266) $false
% 60.82/25.94  																																										|
% 60.82/25.94  																																										|-The branch is then unsatisfiable
% 60.82/25.94  																																									|-Branch two:
% 60.82/25.94  																																									| (903)  ~ (all_0_53_53 = e3)
% 60.82/25.94  																																									| (795) all_0_58_58 = e3
% 60.82/25.94  																																									|
% 60.82/25.94  																																										| Combining equations (795,910) yields a new equation:
% 60.82/25.94  																																										| (425) e4 = e3
% 60.82/25.94  																																										|
% 60.82/25.94  																																										| Equations (425) can reduce 188 to:
% 60.82/25.94  																																										| (266) $false
% 60.82/25.94  																																										|
% 60.82/25.94  																																										|-The branch is then unsatisfiable
% 60.82/25.94  																																				|-Branch two:
% 60.82/25.94  																																				| (1380)  ~ (all_0_42_42 = e1)
% 60.82/25.94  																																				| (3259) all_0_47_47 = e1 | all_0_51_51 = e1 | all_0_56_56 = e1
% 60.82/25.94  																																				|
% 60.82/25.94  																																					+-Applying beta-rule and splitting (189), into two cases.
% 60.82/25.94  																																					|-Branch one:
% 60.82/25.94  																																					| (532) all_0_44_44 = e3
% 60.82/25.94  																																					|
% 60.82/25.94  																																						| Equations (532) can reduce 73 to:
% 60.82/25.94  																																						| (405)  ~ (all_0_42_42 = e3)
% 60.82/25.94  																																						|
% 60.82/25.94  																																						| Equations (532) can reduce 147 to:
% 60.82/25.94  																																						| (212)  ~ (e3 = e2)
% 60.82/25.94  																																						|
% 60.82/25.94  																																						| Equations (532) can reduce 360 to:
% 60.82/25.94  																																						| (80)  ~ (e3 = e0)
% 60.82/25.94  																																						|
% 60.82/25.94  																																						+-Applying beta-rule and splitting (160), into two cases.
% 60.82/25.94  																																						|-Branch one:
% 60.82/25.94  																																						| (601) all_0_50_50 = e1
% 60.82/25.94  																																						|
% 60.82/25.94  																																							| Combining equations (601,415) yields a new equation:
% 60.82/25.94  																																							| (455) e3 = e1
% 60.82/25.94  																																							|
% 60.82/25.94  																																							| Equations (455) can reduce 213 to:
% 60.82/25.94  																																							| (266) $false
% 60.82/25.94  																																							|
% 60.82/25.94  																																							|-The branch is then unsatisfiable
% 60.82/25.94  																																						|-Branch two:
% 60.82/25.94  																																						| (759)  ~ (all_0_50_50 = e1)
% 60.82/25.94  																																						| (1168) all_0_51_51 = e1 | all_0_52_52 = e1 | all_0_53_53 = e1
% 60.82/25.94  																																						|
% 60.82/25.94  																																							+-Applying beta-rule and splitting (103), into two cases.
% 60.82/25.94  																																							|-Branch one:
% 60.82/25.94  																																							| (453) all_0_41_41 = e1
% 60.82/25.94  																																							|
% 60.82/25.94  																																								| Combining equations (437,453) yields a new equation:
% 60.82/25.94  																																								| (636) e4 = e1
% 60.82/25.94  																																								|
% 60.82/25.94  																																								| Simplifying 636 yields:
% 60.82/25.94  																																								| (630) e4 = e1
% 60.82/25.94  																																								|
% 60.82/25.94  																																								| Equations (630) can reduce 110 to:
% 60.82/25.94  																																								| (266) $false
% 60.82/25.94  																																								|
% 60.82/25.94  																																								|-The branch is then unsatisfiable
% 60.82/25.94  																																							|-Branch two:
% 60.82/25.94  																																							| (457)  ~ (all_0_41_41 = e1)
% 60.82/25.94  																																							| (458) all_0_42_42 = e1 | all_0_43_43 = e1 | all_0_44_44 = e1
% 60.82/25.94  																																							|
% 60.82/25.94  																																								| Equations (437) can reduce 457 to:
% 60.82/25.94  																																								| (110)  ~ (e4 = e1)
% 60.82/25.94  																																								|
% 60.82/25.94  																																								+-Applying beta-rule and splitting (196), into two cases.
% 60.82/25.94  																																								|-Branch one:
% 60.82/25.94  																																								| (607) all_0_53_53 = e2
% 60.82/25.94  																																								|
% 60.82/25.94  																																									| Equations (607) can reduce 509 to:
% 60.82/25.94  																																									| (266) $false
% 60.82/25.94  																																									|
% 60.82/25.94  																																									|-The branch is then unsatisfiable
% 60.82/25.94  																																								|-Branch two:
% 60.82/25.94  																																								| (509)  ~ (all_0_53_53 = e2)
% 60.82/25.94  																																								| (610) all_0_53_53 = e4 | all_0_53_53 = e3 | all_0_53_53 = e1
% 60.82/25.94  																																								|
% 60.82/25.94  																																									+-Applying beta-rule and splitting (180), into two cases.
% 60.82/25.94  																																									|-Branch one:
% 60.82/25.94  																																									| (516) all_0_42_42 = e3
% 60.82/25.94  																																									|
% 60.82/25.94  																																										| Equations (516) can reduce 405 to:
% 60.82/25.94  																																										| (266) $false
% 60.82/25.94  																																										|
% 60.82/25.94  																																										|-The branch is then unsatisfiable
% 60.82/25.94  																																									|-Branch two:
% 60.82/25.94  																																									| (405)  ~ (all_0_42_42 = e3)
% 60.82/25.94  																																									| (521) all_0_47_47 = e3 | all_0_51_51 = e3 | all_0_56_56 = e3
% 60.82/25.94  																																									|
% 60.82/25.94  																																										+-Applying beta-rule and splitting (1168), into two cases.
% 60.82/25.94  																																										|-Branch one:
% 60.82/25.94  																																										| (1109) all_0_51_51 = e1
% 60.82/25.94  																																										|
% 60.82/25.94  																																											| Combining equations (1109,504) yields a new equation:
% 60.82/25.94  																																											| (617) e2 = e1
% 60.82/25.94  																																											|
% 60.82/25.94  																																											| Equations (617) can reduce 122 to:
% 60.82/25.94  																																											| (266) $false
% 60.82/25.94  																																											|
% 60.82/25.94  																																											|-The branch is then unsatisfiable
% 60.82/25.94  																																										|-Branch two:
% 60.82/25.94  																																										| (464)  ~ (all_0_51_51 = e1)
% 60.82/25.94  																																										| (1202) all_0_52_52 = e1 | all_0_53_53 = e1
% 60.82/25.94  																																										|
% 60.82/25.94  																																											+-Applying beta-rule and splitting (521), into two cases.
% 60.82/25.94  																																											|-Branch one:
% 60.82/25.94  																																											| (522) all_0_47_47 = e3
% 60.82/25.94  																																											|
% 60.82/25.94  																																												| Equations (522) can reduce 462 to:
% 60.82/25.94  																																												| (213)  ~ (e3 = e1)
% 60.82/25.94  																																												|
% 60.82/25.94  																																												+-Applying beta-rule and splitting (3259), into two cases.
% 60.82/25.94  																																												|-Branch one:
% 60.82/25.94  																																												| (654) all_0_47_47 = e1
% 60.82/25.94  																																												|
% 60.82/25.94  																																													| Combining equations (522,654) yields a new equation:
% 60.82/25.94  																																													| (454) e3 = e1
% 60.82/25.94  																																													|
% 60.82/25.94  																																													| Simplifying 454 yields:
% 60.82/25.94  																																													| (455) e3 = e1
% 60.82/25.94  																																													|
% 60.82/25.94  																																													| Equations (455) can reduce 213 to:
% 60.82/25.94  																																													| (266) $false
% 60.82/25.94  																																													|
% 60.82/25.94  																																													|-The branch is then unsatisfiable
% 60.82/25.94  																																												|-Branch two:
% 60.82/25.94  																																												| (462)  ~ (all_0_47_47 = e1)
% 60.82/25.94  																																												| (3264) all_0_51_51 = e1 | all_0_56_56 = e1
% 60.82/25.94  																																												|
% 60.82/25.94  																																													+-Applying beta-rule and splitting (1202), into two cases.
% 60.82/25.94  																																													|-Branch one:
% 60.82/25.94  																																													| (642) all_0_52_52 = e1
% 60.82/25.94  																																													|
% 60.82/25.94  																																														| Combining equations (642,565) yields a new equation:
% 60.82/25.94  																																														| (630) e4 = e1
% 60.82/25.94  																																														|
% 60.82/25.94  																																														| Equations (630) can reduce 110 to:
% 60.82/25.94  																																														| (266) $false
% 60.82/25.94  																																														|
% 60.82/25.94  																																														|-The branch is then unsatisfiable
% 60.82/25.94  																																													|-Branch two:
% 60.82/25.94  																																													| (646)  ~ (all_0_52_52 = e1)
% 60.82/25.94  																																													| (1208) all_0_53_53 = e1
% 60.82/25.94  																																													|
% 60.82/25.94  																																														| Equations (1208) can reduce 509 to:
% 60.82/25.94  																																														| (604)  ~ (e2 = e1)
% 60.82/25.94  																																														|
% 60.82/25.94  																																														| Simplifying 604 yields:
% 60.82/25.94  																																														| (122)  ~ (e2 = e1)
% 60.82/25.94  																																														|
% 60.82/25.94  																																														| Equations (1208) can reduce 247 to:
% 60.82/25.94  																																														| (233)  ~ (e1 = e0)
% 60.82/25.94  																																														|
% 60.82/25.94  																																														+-Applying beta-rule and splitting (3264), into two cases.
% 60.82/25.94  																																														|-Branch one:
% 60.82/25.94  																																														| (1109) all_0_51_51 = e1
% 60.82/25.94  																																														|
% 60.82/25.94  																																															| Combining equations (504,1109) yields a new equation:
% 60.82/25.94  																																															| (616) e2 = e1
% 60.82/25.94  																																															|
% 60.82/25.94  																																															| Simplifying 616 yields:
% 60.82/25.94  																																															| (617) e2 = e1
% 60.82/25.94  																																															|
% 60.82/25.94  																																															| Equations (617) can reduce 122 to:
% 60.82/25.94  																																															| (266) $false
% 60.82/25.94  																																															|
% 60.82/25.94  																																															|-The branch is then unsatisfiable
% 60.82/25.94  																																														|-Branch two:
% 60.82/25.94  																																														| (464)  ~ (all_0_51_51 = e1)
% 60.82/25.94  																																														| (1569) all_0_56_56 = e1
% 60.82/25.94  																																														|
% 60.82/25.94  																																															| Combining equations (1569,679) yields a new equation:
% 60.82/25.94  																																															| (546) e1 = e0
% 60.82/25.94  																																															|
% 60.82/25.94  																																															| Simplifying 546 yields:
% 60.82/25.94  																																															| (431) e1 = e0
% 60.82/25.94  																																															|
% 60.82/25.94  																																															| Equations (431) can reduce 233 to:
% 60.82/25.94  																																															| (266) $false
% 60.82/25.94  																																															|
% 60.82/25.94  																																															|-The branch is then unsatisfiable
% 60.82/25.94  																																											|-Branch two:
% 60.82/25.94  																																											| (1091)  ~ (all_0_47_47 = e3)
% 60.82/25.94  																																											| (1092) all_0_51_51 = e3 | all_0_56_56 = e3
% 60.82/25.94  																																											|
% 60.82/25.94  																																												+-Applying beta-rule and splitting (1092), into two cases.
% 60.82/25.94  																																												|-Branch one:
% 60.82/25.94  																																												| (660) all_0_51_51 = e3
% 60.82/25.94  																																												|
% 60.82/25.94  																																													| Combining equations (660,504) yields a new equation:
% 60.82/25.94  																																													| (661) e3 = e2
% 60.82/25.94  																																													|
% 60.82/25.94  																																													| Simplifying 661 yields:
% 60.82/25.94  																																													| (662) e3 = e2
% 60.82/25.94  																																													|
% 60.82/25.94  																																													| Equations (662) can reduce 212 to:
% 60.82/25.94  																																													| (266) $false
% 60.82/25.94  																																													|
% 60.82/25.94  																																													|-The branch is then unsatisfiable
% 60.82/25.94  																																												|-Branch two:
% 60.82/25.94  																																												| (664)  ~ (all_0_51_51 = e3)
% 60.82/25.94  																																												| (1097) all_0_56_56 = e3
% 60.82/25.94  																																												|
% 60.82/25.94  																																													| Combining equations (1097,679) yields a new equation:
% 60.82/25.94  																																													| (675) e3 = e0
% 60.82/25.94  																																													|
% 60.82/25.94  																																													| Simplifying 675 yields:
% 60.82/25.94  																																													| (676) e3 = e0
% 60.82/25.94  																																													|
% 60.82/25.94  																																													| Equations (676) can reduce 80 to:
% 60.82/25.94  																																													| (266) $false
% 60.82/25.94  																																													|
% 60.82/25.94  																																													|-The branch is then unsatisfiable
% 60.82/25.94  																																					|-Branch two:
% 60.82/25.94  																																					| (407)  ~ (all_0_44_44 = e3)
% 60.82/25.94  																																					| (537) all_0_49_49 = e3 | all_0_53_53 = e3 | all_0_58_58 = e3
% 60.82/25.94  																																					|
% 60.82/25.94  																																						+-Applying beta-rule and splitting (113), into two cases.
% 60.82/25.94  																																						|-Branch one:
% 60.82/25.94  																																						| (403) all_0_41_41 = e3
% 60.82/25.94  																																						|
% 60.82/25.94  																																							| Combining equations (437,403) yields a new equation:
% 60.82/25.94  																																							| (424) e4 = e3
% 60.82/25.94  																																							|
% 60.82/25.94  																																							| Simplifying 424 yields:
% 60.82/25.94  																																							| (425) e4 = e3
% 60.82/25.94  																																							|
% 60.82/25.94  																																							| Equations (425) can reduce 188 to:
% 60.82/25.94  																																							| (266) $false
% 60.82/25.94  																																							|
% 60.82/25.94  																																							|-The branch is then unsatisfiable
% 60.82/25.94  																																						|-Branch two:
% 60.82/25.94  																																						| (1898)  ~ (all_0_41_41 = e3)
% 60.82/25.94  																																						| (1899) all_0_42_42 = e3 | all_0_44_44 = e3
% 60.82/25.94  																																						|
% 60.82/25.94  																																							| Equations (437) can reduce 1898 to:
% 60.82/25.94  																																							| (188)  ~ (e4 = e3)
% 60.82/25.94  																																							|
% 60.82/25.94  																																							+-Applying beta-rule and splitting (78), into two cases.
% 60.82/25.94  																																							|-Branch one:
% 60.82/25.94  																																							| (423) all_0_45_45 = e3
% 60.82/25.94  																																							|
% 60.82/25.94  																																								| Combining equations (248,423) yields a new equation:
% 60.82/25.94  																																								| (424) e4 = e3
% 60.82/25.94  																																								|
% 60.82/25.94  																																								| Simplifying 424 yields:
% 60.82/25.94  																																								| (425) e4 = e3
% 60.82/25.94  																																								|
% 60.82/25.94  																																								| Equations (425) can reduce 188 to:
% 60.82/25.94  																																								| (266) $false
% 60.82/25.94  																																								|
% 60.82/25.94  																																								|-The branch is then unsatisfiable
% 60.82/25.94  																																							|-Branch two:
% 60.82/25.94  																																							| (427)  ~ (all_0_45_45 = e3)
% 60.82/25.94  																																							| (428) all_0_46_46 = e3 | all_0_47_47 = e3 | all_0_49_49 = e3
% 60.82/25.94  																																							|
% 60.82/25.94  																																								+-Applying beta-rule and splitting (1899), into two cases.
% 60.82/25.94  																																								|-Branch one:
% 60.82/25.94  																																								| (516) all_0_42_42 = e3
% 60.82/25.94  																																								|
% 60.82/25.94  																																									| Equations (516) can reduce 198 to:
% 60.82/25.94  																																									| (2538)  ~ (all_0_47_47 = e3)
% 60.82/25.94  																																									|
% 60.82/25.94  																																									| Simplifying 2538 yields:
% 60.82/25.94  																																									| (1091)  ~ (all_0_47_47 = e3)
% 60.82/25.94  																																									|
% 60.82/25.94  																																									| Equations (516) can reduce 1380 to:
% 60.82/25.94  																																									| (213)  ~ (e3 = e1)
% 60.82/25.94  																																									|
% 60.82/25.94  																																									| Equations (516) can reduce 358 to:
% 60.82/25.94  																																									| (80)  ~ (e3 = e0)
% 60.82/25.94  																																									|
% 60.82/25.94  																																									+-Applying beta-rule and splitting (537), into two cases.
% 60.82/25.94  																																									|-Branch one:
% 60.82/25.94  																																									| (884) all_0_49_49 = e3
% 60.82/25.94  																																									|
% 60.82/25.94  																																										| Combining equations (978,884) yields a new equation:
% 60.82/25.94  																																										| (676) e3 = e0
% 60.82/25.94  																																										|
% 60.82/25.94  																																										| Equations (676) can reduce 80 to:
% 60.82/25.94  																																										| (266) $false
% 60.82/25.94  																																										|
% 60.82/25.94  																																										|-The branch is then unsatisfiable
% 60.82/25.94  																																									|-Branch two:
% 60.82/25.94  																																									| (525)  ~ (all_0_49_49 = e3)
% 60.82/25.94  																																									| (887) all_0_53_53 = e3 | all_0_58_58 = e3
% 60.82/25.94  																																									|
% 60.82/25.94  																																										| Equations (978) can reduce 525 to:
% 60.82/25.94  																																										| (541)  ~ (e3 = e0)
% 60.82/25.94  																																										|
% 60.82/25.94  																																										| Simplifying 541 yields:
% 60.82/25.94  																																										| (80)  ~ (e3 = e0)
% 60.82/25.94  																																										|
% 60.82/25.94  																																										+-Applying beta-rule and splitting (428), into two cases.
% 60.82/25.94  																																										|-Branch one:
% 60.82/25.94  																																										| (1557) all_0_46_46 = e3
% 60.82/25.94  																																										|
% 60.82/25.94  																																											| Combining equations (545,1557) yields a new equation:
% 60.82/25.94  																																											| (455) e3 = e1
% 60.82/25.94  																																											|
% 60.82/25.94  																																											| Equations (455) can reduce 213 to:
% 60.82/25.94  																																											| (266) $false
% 60.82/25.94  																																											|
% 60.82/25.94  																																											|-The branch is then unsatisfiable
% 60.82/25.94  																																										|-Branch two:
% 60.82/25.94  																																										| (409)  ~ (all_0_46_46 = e3)
% 60.82/25.94  																																										| (1561) all_0_47_47 = e3 | all_0_49_49 = e3
% 60.82/25.94  																																										|
% 60.82/25.94  																																											+-Applying beta-rule and splitting (1561), into two cases.
% 60.82/25.94  																																											|-Branch one:
% 60.82/25.94  																																											| (522) all_0_47_47 = e3
% 60.82/25.94  																																											|
% 60.82/25.94  																																												| Equations (522) can reduce 1091 to:
% 60.82/25.94  																																												| (266) $false
% 60.82/25.94  																																												|
% 60.82/25.94  																																												|-The branch is then unsatisfiable
% 60.82/25.94  																																											|-Branch two:
% 60.82/25.94  																																											| (1091)  ~ (all_0_47_47 = e3)
% 60.82/25.94  																																											| (884) all_0_49_49 = e3
% 60.82/25.94  																																											|
% 60.82/25.94  																																												| Combining equations (978,884) yields a new equation:
% 60.82/25.94  																																												| (676) e3 = e0
% 60.82/25.94  																																												|
% 60.82/25.94  																																												| Equations (676) can reduce 80 to:
% 60.82/25.94  																																												| (266) $false
% 60.82/25.94  																																												|
% 60.82/25.94  																																												|-The branch is then unsatisfiable
% 60.82/25.94  																																								|-Branch two:
% 60.82/25.94  																																								| (405)  ~ (all_0_42_42 = e3)
% 60.82/25.94  																																								| (532) all_0_44_44 = e3
% 60.82/25.94  																																								|
% 60.82/25.94  																																									| Equations (532) can reduce 407 to:
% 60.82/25.94  																																									| (266) $false
% 60.82/25.94  																																									|
% 60.82/25.94  																																									|-The branch is then unsatisfiable
% 60.82/25.94  																																			|-Branch two:
% 60.82/25.94  																																			| (549)  ~ (all_0_46_46 = e1)
% 60.82/25.94  																																			| (1557) all_0_46_46 = e3
% 60.82/25.94  																																			|
% 60.82/25.94  																																				| Equations (1557) can reduce 409 to:
% 60.82/25.94  																																				| (266) $false
% 60.82/25.94  																																				|
% 60.82/25.94  																																				|-The branch is then unsatisfiable
% 60.82/25.94  																															|-Branch two:
% 60.82/25.94  																															| (411)  ~ (all_0_50_50 = e3)
% 60.82/25.94  																															| (418) all_0_51_51 = e3 | all_0_53_53 = e3
% 60.82/25.94  																															|
% 60.82/25.94  																																+-Applying beta-rule and splitting (418), into two cases.
% 60.82/25.94  																																|-Branch one:
% 60.82/25.94  																																| (660) all_0_51_51 = e3
% 60.82/25.94  																																|
% 60.82/25.94  																																	| Combining equations (660,504) yields a new equation:
% 60.82/25.94  																																	| (661) e3 = e2
% 60.82/25.94  																																	|
% 60.82/25.94  																																	| Simplifying 661 yields:
% 60.82/25.94  																																	| (662) e3 = e2
% 60.82/25.94  																																	|
% 60.82/25.94  																																	| Equations (662) can reduce 212 to:
% 60.82/25.94  																																	| (266) $false
% 60.82/25.94  																																	|
% 60.82/25.94  																																	|-The branch is then unsatisfiable
% 60.82/25.94  																																|-Branch two:
% 60.82/25.94  																																| (664)  ~ (all_0_51_51 = e3)
% 60.82/25.94  																																| (665) all_0_53_53 = e3
% 60.82/25.94  																																|
% 60.82/25.94  																																	| Equations (665) can reduce 220 to:
% 60.82/25.94  																																	| (407)  ~ (all_0_44_44 = e3)
% 60.82/25.94  																																	|
% 60.82/25.94  																																	| Equations (665) can reduce 190 to:
% 60.82/25.94  																																	| (411)  ~ (all_0_50_50 = e3)
% 60.82/25.94  																																	|
% 60.82/25.94  																																	| Equations (665) can reduce 1453 to:
% 60.82/25.94  																																	| (277)  ~ (e4 = e3)
% 60.82/25.94  																																	|
% 60.82/25.94  																																	| Simplifying 277 yields:
% 60.82/25.94  																																	| (188)  ~ (e4 = e3)
% 60.82/25.94  																																	|
% 60.82/25.94  																																	| Equations (665) can reduce 509 to:
% 60.82/25.94  																																	| (212)  ~ (e3 = e2)
% 60.82/25.94  																																	|
% 60.82/25.94  																																	| From (665) and (175) follows:
% 60.82/25.95  																																	| (5031) op(e3, e0) = all_0_28_28
% 60.82/25.95  																																	|
% 60.82/25.95  																																	| From (665) and (84) follows:
% 60.82/25.95  																																	| (3786) op(e1, e0) = e3
% 60.82/25.95  																																	|
% 60.82/25.95  																																	+-Applying beta-rule and splitting (113), into two cases.
% 60.82/25.95  																																	|-Branch one:
% 60.82/25.95  																																	| (403) all_0_41_41 = e3
% 60.82/25.95  																																	|
% 60.82/25.95  																																		| Combining equations (437,403) yields a new equation:
% 60.82/25.95  																																		| (424) e4 = e3
% 60.82/25.95  																																		|
% 60.82/25.95  																																		| Simplifying 424 yields:
% 60.82/25.95  																																		| (425) e4 = e3
% 60.82/25.95  																																		|
% 60.82/25.95  																																		| Equations (425) can reduce 188 to:
% 60.82/25.95  																																		| (266) $false
% 60.82/25.95  																																		|
% 60.82/25.95  																																		|-The branch is then unsatisfiable
% 60.82/25.95  																																	|-Branch two:
% 60.82/25.95  																																	| (1898)  ~ (all_0_41_41 = e3)
% 60.82/25.95  																																	| (1899) all_0_42_42 = e3 | all_0_44_44 = e3
% 60.82/25.95  																																	|
% 60.82/25.95  																																		| Equations (437) can reduce 1898 to:
% 60.82/25.95  																																		| (188)  ~ (e4 = e3)
% 60.82/25.95  																																		|
% 60.82/25.95  																																		+-Applying beta-rule and splitting (26), into two cases.
% 60.82/25.95  																																		|-Branch one:
% 60.82/25.95  																																		| (446) all_0_44_44 = e4
% 60.82/25.95  																																		|
% 60.82/25.95  																																			| Equations (446) can reduce 1390 to:
% 60.82/25.95  																																			| (266) $false
% 60.82/25.95  																																			|
% 60.82/25.95  																																			|-The branch is then unsatisfiable
% 60.82/25.95  																																		|-Branch two:
% 60.82/25.95  																																		| (1390)  ~ (all_0_44_44 = e4)
% 60.82/25.95  																																		| (1391) all_0_44_44 = e3 | all_0_44_44 = e1 | all_0_44_44 = e0
% 60.82/25.95  																																		|
% 60.82/25.95  																																			+-Applying beta-rule and splitting (144), into two cases.
% 60.82/25.95  																																			|-Branch one:
% 60.82/25.95  																																			| (403) all_0_41_41 = e3
% 60.82/25.95  																																			|
% 60.82/25.95  																																				| Combining equations (437,403) yields a new equation:
% 60.82/25.95  																																				| (424) e4 = e3
% 60.82/25.95  																																				|
% 60.82/25.95  																																				| Simplifying 424 yields:
% 60.82/25.95  																																				| (425) e4 = e3
% 60.82/25.95  																																				|
% 60.82/25.95  																																				| Equations (425) can reduce 188 to:
% 60.82/25.95  																																				| (266) $false
% 60.82/25.95  																																				|
% 60.82/25.95  																																				|-The branch is then unsatisfiable
% 60.82/25.95  																																			|-Branch two:
% 60.82/25.95  																																			| (1898)  ~ (all_0_41_41 = e3)
% 60.82/25.95  																																			| (1923) all_0_46_46 = e3 | all_0_50_50 = e3 | all_0_55_55 = e3
% 60.82/25.95  																																			|
% 60.82/25.95  																																				+-Applying beta-rule and splitting (241), into two cases.
% 60.82/25.95  																																				|-Branch one:
% 60.82/25.95  																																				| (378) all_0_50_50 = e2
% 60.82/25.95  																																				|
% 60.82/25.95  																																					| Equations (378) can reduce 302 to:
% 60.82/25.95  																																					| (266) $false
% 60.82/25.95  																																					|
% 60.82/25.95  																																					|-The branch is then unsatisfiable
% 60.82/25.95  																																				|-Branch two:
% 60.82/25.95  																																				| (302)  ~ (all_0_50_50 = e2)
% 60.82/25.95  																																				| (422) all_0_50_50 = e4 | all_0_50_50 = e3 | all_0_50_50 = e1
% 60.82/25.95  																																				|
% 60.82/25.95  																																					+-Applying beta-rule and splitting (1923), into two cases.
% 60.82/25.95  																																					|-Branch one:
% 60.82/25.95  																																					| (1557) all_0_46_46 = e3
% 60.82/25.95  																																					|
% 60.82/25.95  																																						| Equations (1557) can reduce 35 to:
% 60.82/25.95  																																						| (410)  ~ (all_0_50_50 = e3)
% 60.82/25.95  																																						|
% 60.82/25.95  																																						| Simplifying 410 yields:
% 60.82/25.95  																																						| (411)  ~ (all_0_50_50 = e3)
% 60.82/25.95  																																						|
% 60.82/25.95  																																						| Equations (1557) can reduce 300 to:
% 60.82/25.95  																																						| (212)  ~ (e3 = e2)
% 60.82/25.95  																																						|
% 60.82/25.95  																																						| Equations (1557) can reduce 831 to:
% 60.82/25.95  																																						| (80)  ~ (e3 = e0)
% 60.82/25.95  																																						|
% 60.82/25.95  																																						+-Applying beta-rule and splitting (160), into two cases.
% 60.82/25.95  																																						|-Branch one:
% 60.82/25.95  																																						| (601) all_0_50_50 = e1
% 60.82/25.95  																																						|
% 60.82/25.95  																																							| Equations (601) can reduce 411 to:
% 60.82/25.95  																																							| (467)  ~ (e3 = e1)
% 60.82/25.95  																																							|
% 60.82/25.95  																																							| Simplifying 467 yields:
% 60.82/25.95  																																							| (213)  ~ (e3 = e1)
% 60.82/25.95  																																							|
% 60.82/25.95  																																							| From (601) and (57) follows:
% 60.82/25.95  																																							| (606) op(e1, e1) = all_0_22_22
% 60.82/25.95  																																							|
% 60.82/25.95  																																							+-Applying beta-rule and splitting (135), into two cases.
% 60.82/25.95  																																							|-Branch one:
% 60.82/25.95  																																							| (545) all_0_46_46 = e1
% 60.82/25.95  																																							|
% 60.82/25.95  																																								| Combining equations (1557,545) yields a new equation:
% 60.82/25.95  																																								| (454) e3 = e1
% 60.82/25.95  																																								|
% 60.82/25.95  																																								| Simplifying 454 yields:
% 60.82/25.95  																																								| (455) e3 = e1
% 60.82/25.95  																																								|
% 60.82/25.95  																																								| Equations (455) can reduce 213 to:
% 60.82/25.95  																																								| (266) $false
% 60.82/25.95  																																								|
% 60.82/25.95  																																								|-The branch is then unsatisfiable
% 60.82/25.95  																																							|-Branch two:
% 60.82/25.95  																																							| (549)  ~ (all_0_46_46 = e1)
% 60.82/25.95  																																							| (550) all_0_47_47 = e1 | all_0_48_48 = e1 | all_0_49_49 = e1
% 60.82/25.95  																																							|
% 60.82/25.95  																																								+-Applying beta-rule and splitting (1391), into two cases.
% 60.82/25.95  																																								|-Branch one:
% 60.82/25.95  																																								| (1414) all_0_44_44 = e0
% 60.82/25.95  																																								|
% 60.82/25.95  																																									| Equations (1414) can reduce 360 to:
% 60.82/25.95  																																									| (266) $false
% 60.82/25.95  																																									|
% 60.82/25.95  																																									|-The branch is then unsatisfiable
% 60.82/25.95  																																								|-Branch two:
% 60.82/25.95  																																								| (360)  ~ (all_0_44_44 = e0)
% 60.82/25.95  																																								| (1417) all_0_44_44 = e3 | all_0_44_44 = e1
% 60.82/25.95  																																								|
% 60.82/25.95  																																									+-Applying beta-rule and splitting (550), into two cases.
% 60.82/25.95  																																									|-Branch one:
% 60.82/25.95  																																									| (654) all_0_47_47 = e1
% 60.82/25.95  																																									|
% 60.82/25.95  																																										+-Applying beta-rule and splitting (180), into two cases.
% 60.82/25.95  																																										|-Branch one:
% 60.82/25.95  																																										| (516) all_0_42_42 = e3
% 60.82/25.95  																																										|
% 60.82/25.95  																																											| Equations (516) can reduce 73 to:
% 60.82/25.95  																																											| (406)  ~ (all_0_44_44 = e3)
% 60.82/25.95  																																											|
% 60.82/25.95  																																											| Simplifying 406 yields:
% 60.82/25.95  																																											| (407)  ~ (all_0_44_44 = e3)
% 60.82/25.95  																																											|
% 60.82/25.95  																																											+-Applying beta-rule and splitting (112), into two cases.
% 60.82/25.95  																																											|-Branch one:
% 60.82/25.95  																																											| (635) all_0_44_44 = e1
% 60.82/25.95  																																											|
% 60.82/25.95  																																												| Equations (635) can reduce 147 to:
% 60.82/25.95  																																												| (604)  ~ (e2 = e1)
% 60.82/25.95  																																												|
% 60.82/25.95  																																												| Simplifying 604 yields:
% 60.82/25.95  																																												| (122)  ~ (e2 = e1)
% 60.82/25.95  																																												|
% 60.82/25.95  																																												| Equations (635) can reduce 360 to:
% 60.82/25.95  																																												| (233)  ~ (e1 = e0)
% 60.82/25.95  																																												|
% 60.82/25.95  																																												| From (635) and (70) follows:
% 60.82/25.95  																																												| (2555) op(e1, e0) = all_0_12_12
% 60.82/25.95  																																												|
% 60.82/25.95  																																												| From (635) and (138) follows:
% 60.82/25.95  																																												| (1423) op(e3, e0) = e1
% 60.82/25.95  																																												|
% 60.82/25.95  																																												| Instantiating formula (29) with e3, e0, e1, all_0_28_28 and discharging atoms op(e3, e0) = all_0_28_28, op(e3, e0) = e1, yields:
% 60.82/25.95  																																												| (9669) all_0_28_28 = e1
% 60.82/25.95  																																												|
% 60.82/25.95  																																												| Instantiating formula (29) with e1, e1, all_0_22_22, e4 and discharging atoms op(e1, e1) = all_0_22_22, op(e1, e1) = e4, yields:
% 60.82/25.95  																																												| (686) all_0_22_22 = e4
% 60.82/25.95  																																												|
% 60.82/25.95  																																												| Instantiating formula (29) with e1, e0, e3, all_0_12_12 and discharging atoms op(e1, e0) = all_0_12_12, op(e1, e0) = e3, yields:
% 60.82/25.95  																																												| (2156) all_0_12_12 = e3
% 60.82/25.95  																																												|
% 60.82/25.95  																																												| From (9669) and (5031) follows:
% 60.82/25.95  																																												| (1423) op(e3, e0) = e1
% 60.82/25.95  																																												|
% 60.82/25.95  																																												| From (686) and (606) follows:
% 60.82/25.95  																																												| (570) op(e1, e1) = e4
% 60.82/25.95  																																												|
% 60.82/25.95  																																												| From (2156) and (2555) follows:
% 60.82/25.95  																																												| (3786) op(e1, e0) = e3
% 60.82/25.95  																																												|
% 60.82/25.95  																																												+-Applying beta-rule and splitting (56), into two cases.
% 60.82/25.95  																																												|-Branch one:
% 60.82/25.95  																																												| (696) unit = e2
% 60.82/25.95  																																												|
% 60.82/25.95  																																													| From (696) and (28) follows:
% 60.82/25.95  																																													| (699) op(e1, e2) = e1
% 60.82/25.95  																																													|
% 60.82/25.95  																																													| Instantiating formula (29) with e1, e2, e1, e2 and discharging atoms op(e1, e2) = e2, op(e1, e2) = e1, yields:
% 60.82/25.95  																																													| (617) e2 = e1
% 60.82/25.95  																																													|
% 60.82/25.95  																																													| Equations (617) can reduce 122 to:
% 60.82/25.95  																																													| (266) $false
% 60.82/25.95  																																													|
% 60.82/25.95  																																													|-The branch is then unsatisfiable
% 60.82/25.95  																																												|-Branch two:
% 60.82/25.95  																																												| (707)  ~ (unit = e2)
% 60.82/25.95  																																												| (708) unit = e4 | unit = e3 | unit = e1 | unit = e0
% 60.82/25.95  																																												|
% 60.82/25.95  																																													+-Applying beta-rule and splitting (708), into two cases.
% 60.82/25.95  																																													|-Branch one:
% 60.82/25.95  																																													| (709) unit = e4
% 60.82/25.95  																																													|
% 60.82/25.95  																																														| From (709) and (211) follows:
% 60.82/25.95  																																														| (22527) op(e4, e1) = e1
% 60.82/25.95  																																														|
% 60.82/25.95  																																														| From (709) and (209) follows:
% 60.82/25.95  																																														| (3072) op(e4, e0) = e0
% 60.82/25.95  																																														|
% 60.82/25.95  																																														| From (709) and (40) follows:
% 60.82/25.95  																																														| (711) op(e3, e4) = e3
% 60.82/25.95  																																														|
% 60.82/25.95  																																														| Instantiating formula (29) with e4, e1, e1, e3 and discharging atoms op(e4, e1) = e3, op(e4, e1) = e1, yields:
% 60.82/25.95  																																														| (455) e3 = e1
% 60.82/25.95  																																														|
% 60.82/25.95  																																														| Instantiating formula (29) with e4, e0, e0, e2 and discharging atoms op(e4, e0) = e2, op(e4, e0) = e0, yields:
% 60.82/25.95  																																														| (330) e2 = e0
% 60.82/25.95  																																														|
% 60.82/25.95  																																														| Instantiating formula (29) with e3, e4, e3, e2 and discharging atoms op(e3, e4) = e3, op(e3, e4) = e2, yields:
% 60.82/25.95  																																														| (662) e3 = e2
% 60.82/25.95  																																														|
% 60.82/25.95  																																														| Combining equations (662,455) yields a new equation:
% 60.82/25.95  																																														| (616) e2 = e1
% 60.82/25.95  																																														|
% 60.82/25.95  																																														| Simplifying 616 yields:
% 60.82/25.95  																																														| (617) e2 = e1
% 60.82/25.95  																																														|
% 60.82/25.95  																																														| Combining equations (330,617) yields a new equation:
% 60.82/25.95  																																														| (431) e1 = e0
% 60.82/25.95  																																														|
% 60.82/25.95  																																														| Equations (431) can reduce 233 to:
% 60.82/25.95  																																														| (266) $false
% 60.82/25.95  																																														|
% 60.82/25.95  																																														|-The branch is then unsatisfiable
% 60.82/25.95  																																													|-Branch two:
% 60.82/25.95  																																													| (724)  ~ (unit = e4)
% 60.82/25.95  																																													| (725) unit = e3 | unit = e1 | unit = e0
% 60.82/25.95  																																													|
% 60.82/25.95  																																														+-Applying beta-rule and splitting (725), into two cases.
% 60.82/25.95  																																														|-Branch one:
% 60.82/25.95  																																														| (726) unit = e0
% 60.82/25.95  																																														|
% 60.82/25.95  																																															| From (726) and (24) follows:
% 60.82/25.95  																																															| (2208) op(e0, e3) = e3
% 60.82/25.95  																																															|
% 60.82/25.95  																																															| From (726) and (227) follows:
% 60.82/25.95  																																															| (3205) op(e4, e0) = e4
% 60.82/25.95  																																															|
% 60.82/25.95  																																															| From (726) and (28) follows:
% 60.82/25.95  																																															| (2698) op(e1, e0) = e1
% 60.82/25.95  																																															|
% 60.82/25.95  																																															| From (726) and (42) follows:
% 60.82/25.95  																																															| (728) op(e0, e0) = e0
% 60.82/25.95  																																															|
% 60.82/25.95  																																															| Instantiating formula (29) with e4, e0, e4, e2 and discharging atoms op(e4, e0) = e4, op(e4, e0) = e2, yields:
% 60.82/25.95  																																															| (323) e4 = e2
% 60.82/25.95  																																															|
% 60.82/25.95  																																															| Instantiating formula (29) with e1, e0, e1, e3 and discharging atoms op(e1, e0) = e3, op(e1, e0) = e1, yields:
% 60.82/25.95  																																															| (455) e3 = e1
% 60.82/25.95  																																															|
% 60.82/25.95  																																															| Instantiating formula (29) with e0, e3, e3, e2 and discharging atoms op(e0, e3) = e3, op(e0, e3) = e2, yields:
% 60.82/25.95  																																															| (662) e3 = e2
% 60.82/25.95  																																															|
% 60.82/25.95  																																															| Instantiating formula (29) with e0, e0, e0, e4 and discharging atoms op(e0, e0) = e4, op(e0, e0) = e0, yields:
% 60.82/25.95  																																															| (397) e4 = e0
% 60.82/25.95  																																															|
% 60.82/25.95  																																															| Combining equations (323,397) yields a new equation:
% 60.82/25.95  																																															| (391) e2 = e0
% 60.82/25.95  																																															|
% 60.82/25.95  																																															| Simplifying 391 yields:
% 60.82/25.95  																																															| (330) e2 = e0
% 60.82/25.95  																																															|
% 60.82/25.95  																																															| Combining equations (662,455) yields a new equation:
% 60.82/25.95  																																															| (616) e2 = e1
% 60.82/25.95  																																															|
% 60.82/25.95  																																															| Simplifying 616 yields:
% 60.82/25.95  																																															| (617) e2 = e1
% 60.82/25.95  																																															|
% 60.82/25.95  																																															| Combining equations (617,330) yields a new equation:
% 60.82/25.95  																																															| (546) e1 = e0
% 60.82/25.95  																																															|
% 60.82/25.95  																																															| Simplifying 546 yields:
% 60.82/25.95  																																															| (431) e1 = e0
% 60.82/25.95  																																															|
% 60.82/25.95  																																															| Equations (431) can reduce 233 to:
% 60.82/25.95  																																															| (266) $false
% 60.82/25.95  																																															|
% 60.82/25.95  																																															|-The branch is then unsatisfiable
% 60.82/25.95  																																														|-Branch two:
% 60.82/25.95  																																														| (734)  ~ (unit = e0)
% 60.82/25.95  																																														| (735) unit = e3 | unit = e1
% 60.82/25.95  																																														|
% 60.82/25.95  																																															+-Applying beta-rule and splitting (735), into two cases.
% 60.82/25.95  																																															|-Branch one:
% 60.82/25.95  																																															| (736) unit = e1
% 60.82/25.95  																																															|
% 60.82/25.95  																																																| Equations (736) can reduce 734 to:
% 60.82/25.95  																																																| (233)  ~ (e1 = e0)
% 60.82/25.95  																																																|
% 60.82/25.95  																																																| From (736) and (244) follows:
% 60.82/25.95  																																																| (738) op(e1, e4) = e4
% 60.82/25.95  																																																|
% 60.82/25.95  																																																| From (736) and (227) follows:
% 60.82/25.95  																																																| (739) op(e4, e1) = e4
% 60.82/25.95  																																																|
% 60.82/25.95  																																																| From (736) and (28) follows:
% 60.82/25.95  																																																| (740) op(e1, e1) = e1
% 60.82/25.95  																																																|
% 60.82/25.95  																																																| Instantiating formula (29) with e4, e1, e4, e3 and discharging atoms op(e4, e1) = e4, op(e4, e1) = e3, yields:
% 60.82/25.95  																																																| (425) e4 = e3
% 60.82/25.95  																																																|
% 60.82/25.95  																																																| Instantiating formula (29) with e1, e4, e4, e0 and discharging atoms op(e1, e4) = e4, op(e1, e4) = e0, yields:
% 60.82/25.95  																																																| (397) e4 = e0
% 60.82/25.95  																																																|
% 60.82/25.95  																																																| Instantiating formula (29) with e1, e1, e1, e4 and discharging atoms op(e1, e1) = e4, op(e1, e1) = e1, yields:
% 60.82/25.95  																																																| (630) e4 = e1
% 60.82/25.95  																																																|
% 60.82/25.95  																																																| Combining equations (630,425) yields a new equation:
% 60.82/25.95  																																																| (455) e3 = e1
% 60.82/25.95  																																																|
% 60.82/25.95  																																																| Combining equations (397,425) yields a new equation:
% 60.82/25.95  																																																| (676) e3 = e0
% 60.82/25.95  																																																|
% 60.82/25.95  																																																| Combining equations (676,455) yields a new equation:
% 60.82/25.95  																																																| (431) e1 = e0
% 60.82/25.95  																																																|
% 60.82/25.95  																																																| Equations (431) can reduce 233 to:
% 60.82/25.95  																																																| (266) $false
% 60.82/25.95  																																																|
% 60.82/25.95  																																																|-The branch is then unsatisfiable
% 60.82/25.95  																																															|-Branch two:
% 60.82/25.95  																																															| (748)  ~ (unit = e1)
% 60.82/25.95  																																															| (749) unit = e3
% 60.82/25.95  																																															|
% 60.82/25.95  																																																| From (749) and (209) follows:
% 60.82/25.95  																																																| (1667) op(e3, e0) = e0
% 60.82/25.95  																																																|
% 60.82/25.95  																																																| Instantiating formula (29) with e3, e0, e0, e1 and discharging atoms op(e3, e0) = e1, op(e3, e0) = e0, yields:
% 60.82/25.95  																																																| (431) e1 = e0
% 60.82/25.95  																																																|
% 60.82/25.95  																																																| Equations (431) can reduce 233 to:
% 60.82/25.95  																																																| (266) $false
% 60.82/25.95  																																																|
% 60.82/25.95  																																																|-The branch is then unsatisfiable
% 60.82/25.95  																																											|-Branch two:
% 60.82/25.95  																																											| (639)  ~ (all_0_44_44 = e1)
% 60.82/25.95  																																											| (640) all_0_49_49 = e1 | all_0_53_53 = e1 | all_0_58_58 = e1
% 60.82/25.95  																																											|
% 60.82/25.95  																																												+-Applying beta-rule and splitting (1417), into two cases.
% 60.82/25.95  																																												|-Branch one:
% 60.82/25.95  																																												| (635) all_0_44_44 = e1
% 60.82/25.95  																																												|
% 60.82/25.95  																																													| Equations (635) can reduce 639 to:
% 60.82/25.95  																																													| (266) $false
% 60.82/25.95  																																													|
% 60.82/25.95  																																													|-The branch is then unsatisfiable
% 60.82/25.95  																																												|-Branch two:
% 60.82/25.95  																																												| (639)  ~ (all_0_44_44 = e1)
% 60.82/25.95  																																												| (532) all_0_44_44 = e3
% 60.82/25.95  																																												|
% 60.82/25.95  																																													| Equations (532) can reduce 407 to:
% 60.82/25.95  																																													| (266) $false
% 60.82/25.95  																																													|
% 60.82/25.95  																																													|-The branch is then unsatisfiable
% 60.82/25.95  																																										|-Branch two:
% 60.82/25.95  																																										| (405)  ~ (all_0_42_42 = e3)
% 60.82/25.95  																																										| (521) all_0_47_47 = e3 | all_0_51_51 = e3 | all_0_56_56 = e3
% 60.82/25.95  																																										|
% 60.82/25.95  																																											+-Applying beta-rule and splitting (112), into two cases.
% 60.82/25.95  																																											|-Branch one:
% 60.82/25.95  																																											| (635) all_0_44_44 = e1
% 60.82/25.95  																																											|
% 60.82/25.95  																																												| Equations (635) can reduce 407 to:
% 60.82/25.95  																																												| (467)  ~ (e3 = e1)
% 60.82/25.95  																																												|
% 60.82/25.95  																																												| Simplifying 467 yields:
% 60.82/25.95  																																												| (213)  ~ (e3 = e1)
% 60.82/25.95  																																												|
% 60.82/25.95  																																												+-Applying beta-rule and splitting (521), into two cases.
% 60.82/25.95  																																												|-Branch one:
% 60.82/25.95  																																												| (522) all_0_47_47 = e3
% 60.82/25.95  																																												|
% 60.82/25.95  																																													| Combining equations (654,522) yields a new equation:
% 60.82/25.95  																																													| (455) e3 = e1
% 60.82/25.95  																																													|
% 60.82/25.95  																																													| Equations (455) can reduce 213 to:
% 60.82/25.95  																																													| (266) $false
% 60.82/25.95  																																													|
% 60.82/25.95  																																													|-The branch is then unsatisfiable
% 60.82/25.95  																																												|-Branch two:
% 60.82/25.95  																																												| (1091)  ~ (all_0_47_47 = e3)
% 60.82/25.95  																																												| (1092) all_0_51_51 = e3 | all_0_56_56 = e3
% 60.82/25.95  																																												|
% 60.82/25.95  																																													+-Applying beta-rule and splitting (1092), into two cases.
% 60.82/25.95  																																													|-Branch one:
% 60.82/25.95  																																													| (660) all_0_51_51 = e3
% 60.82/25.95  																																													|
% 60.82/25.95  																																														| Combining equations (504,660) yields a new equation:
% 60.82/25.95  																																														| (662) e3 = e2
% 60.82/25.95  																																														|
% 60.82/25.95  																																														| Equations (662) can reduce 212 to:
% 60.82/25.95  																																														| (266) $false
% 60.82/25.95  																																														|
% 60.82/25.95  																																														|-The branch is then unsatisfiable
% 60.82/25.95  																																													|-Branch two:
% 60.82/25.95  																																													| (664)  ~ (all_0_51_51 = e3)
% 60.82/25.95  																																													| (1097) all_0_56_56 = e3
% 60.82/25.95  																																													|
% 60.82/25.95  																																														| Combining equations (1097,679) yields a new equation:
% 60.82/25.95  																																														| (675) e3 = e0
% 60.82/25.95  																																														|
% 60.82/25.95  																																														| Simplifying 675 yields:
% 60.82/25.95  																																														| (676) e3 = e0
% 60.82/25.95  																																														|
% 60.82/25.95  																																														| Equations (676) can reduce 80 to:
% 60.82/25.95  																																														| (266) $false
% 60.82/25.95  																																														|
% 60.82/25.95  																																														|-The branch is then unsatisfiable
% 60.82/25.95  																																											|-Branch two:
% 60.82/25.95  																																											| (639)  ~ (all_0_44_44 = e1)
% 60.82/25.95  																																											| (640) all_0_49_49 = e1 | all_0_53_53 = e1 | all_0_58_58 = e1
% 60.82/25.95  																																											|
% 60.82/25.95  																																												+-Applying beta-rule and splitting (1417), into two cases.
% 60.82/25.95  																																												|-Branch one:
% 60.82/25.95  																																												| (635) all_0_44_44 = e1
% 60.82/25.95  																																												|
% 60.82/25.95  																																													| Equations (635) can reduce 639 to:
% 60.82/25.95  																																													| (266) $false
% 60.82/25.95  																																													|
% 60.82/25.95  																																													|-The branch is then unsatisfiable
% 60.82/25.95  																																												|-Branch two:
% 60.82/25.95  																																												| (639)  ~ (all_0_44_44 = e1)
% 60.82/25.95  																																												| (532) all_0_44_44 = e3
% 60.82/25.95  																																												|
% 60.82/25.95  																																													| Equations (532) can reduce 407 to:
% 60.82/25.95  																																													| (266) $false
% 60.82/25.95  																																													|
% 60.82/25.95  																																													|-The branch is then unsatisfiable
% 60.82/25.95  																																									|-Branch two:
% 60.82/25.95  																																									| (462)  ~ (all_0_47_47 = e1)
% 60.82/25.95  																																									| (659) all_0_48_48 = e1 | all_0_49_49 = e1
% 60.82/25.95  																																									|
% 60.82/25.95  																																										+-Applying beta-rule and splitting (180), into two cases.
% 60.82/25.95  																																										|-Branch one:
% 60.82/25.95  																																										| (516) all_0_42_42 = e3
% 60.82/25.95  																																										|
% 60.82/25.95  																																											| Equations (516) can reduce 73 to:
% 60.82/25.95  																																											| (406)  ~ (all_0_44_44 = e3)
% 60.82/25.95  																																											|
% 60.82/25.95  																																											| Simplifying 406 yields:
% 60.82/25.95  																																											| (407)  ~ (all_0_44_44 = e3)
% 60.82/25.95  																																											|
% 60.82/25.95  																																											+-Applying beta-rule and splitting (112), into two cases.
% 60.82/25.95  																																											|-Branch one:
% 60.82/25.95  																																											| (635) all_0_44_44 = e1
% 60.82/25.95  																																											|
% 60.82/25.95  																																												| Equations (635) can reduce 147 to:
% 60.82/25.95  																																												| (604)  ~ (e2 = e1)
% 60.82/25.95  																																												|
% 60.82/25.95  																																												| Simplifying 604 yields:
% 60.82/25.95  																																												| (122)  ~ (e2 = e1)
% 60.82/25.95  																																												|
% 60.82/25.95  																																												| Equations (635) can reduce 360 to:
% 60.82/25.95  																																												| (233)  ~ (e1 = e0)
% 60.82/25.95  																																												|
% 60.82/25.95  																																												+-Applying beta-rule and splitting (659), into two cases.
% 60.82/25.95  																																												|-Branch one:
% 60.82/25.95  																																												| (615) all_0_48_48 = e1
% 60.82/25.95  																																												|
% 60.82/25.95  																																													| Combining equations (615,335) yields a new equation:
% 60.82/25.95  																																													| (617) e2 = e1
% 60.82/25.95  																																													|
% 60.82/25.95  																																													| Equations (617) can reduce 122 to:
% 60.82/25.95  																																													| (266) $false
% 60.82/25.95  																																													|
% 60.82/25.95  																																													|-The branch is then unsatisfiable
% 60.82/25.95  																																												|-Branch two:
% 60.82/25.95  																																												| (619)  ~ (all_0_48_48 = e1)
% 60.82/25.95  																																												| (671) all_0_49_49 = e1
% 60.82/25.95  																																												|
% 60.82/25.95  																																													| Combining equations (671,978) yields a new equation:
% 60.82/25.95  																																													| (546) e1 = e0
% 60.82/25.95  																																													|
% 60.82/25.95  																																													| Simplifying 546 yields:
% 60.82/25.95  																																													| (431) e1 = e0
% 60.82/25.95  																																													|
% 60.82/25.95  																																													| Equations (431) can reduce 233 to:
% 60.82/25.95  																																													| (266) $false
% 60.82/25.95  																																													|
% 60.82/25.95  																																													|-The branch is then unsatisfiable
% 60.82/25.95  																																											|-Branch two:
% 60.82/25.95  																																											| (639)  ~ (all_0_44_44 = e1)
% 60.82/25.95  																																											| (640) all_0_49_49 = e1 | all_0_53_53 = e1 | all_0_58_58 = e1
% 60.82/25.95  																																											|
% 60.82/25.95  																																												+-Applying beta-rule and splitting (1417), into two cases.
% 60.82/25.95  																																												|-Branch one:
% 60.82/25.95  																																												| (635) all_0_44_44 = e1
% 60.82/25.95  																																												|
% 60.82/25.95  																																													| Equations (635) can reduce 639 to:
% 60.82/25.95  																																													| (266) $false
% 60.82/25.95  																																													|
% 60.82/25.95  																																													|-The branch is then unsatisfiable
% 60.82/25.95  																																												|-Branch two:
% 60.82/25.95  																																												| (639)  ~ (all_0_44_44 = e1)
% 60.82/25.95  																																												| (532) all_0_44_44 = e3
% 60.82/25.95  																																												|
% 60.82/25.95  																																													| Equations (532) can reduce 407 to:
% 60.82/25.95  																																													| (266) $false
% 60.82/25.95  																																													|
% 60.82/25.95  																																													|-The branch is then unsatisfiable
% 60.82/25.95  																																										|-Branch two:
% 60.82/25.95  																																										| (405)  ~ (all_0_42_42 = e3)
% 60.82/25.95  																																										| (521) all_0_47_47 = e3 | all_0_51_51 = e3 | all_0_56_56 = e3
% 60.82/25.95  																																										|
% 60.82/25.95  																																											+-Applying beta-rule and splitting (112), into two cases.
% 60.82/25.95  																																											|-Branch one:
% 60.82/25.95  																																											| (635) all_0_44_44 = e1
% 60.82/25.95  																																											|
% 60.82/25.95  																																												| Equations (635) can reduce 407 to:
% 60.82/25.95  																																												| (467)  ~ (e3 = e1)
% 60.82/25.95  																																												|
% 60.82/25.95  																																												| Simplifying 467 yields:
% 60.82/25.95  																																												| (213)  ~ (e3 = e1)
% 60.82/25.95  																																												|
% 60.82/25.95  																																												+-Applying beta-rule and splitting (1899), into two cases.
% 60.82/25.95  																																												|-Branch one:
% 60.82/25.95  																																												| (516) all_0_42_42 = e3
% 60.82/25.95  																																												|
% 60.82/25.95  																																													| Equations (516) can reduce 405 to:
% 60.82/25.95  																																													| (266) $false
% 60.82/25.95  																																													|
% 60.82/25.95  																																													|-The branch is then unsatisfiable
% 60.82/25.95  																																												|-Branch two:
% 60.82/25.95  																																												| (405)  ~ (all_0_42_42 = e3)
% 60.82/25.95  																																												| (532) all_0_44_44 = e3
% 60.82/25.95  																																												|
% 60.82/25.95  																																													| Combining equations (635,532) yields a new equation:
% 60.82/25.95  																																													| (455) e3 = e1
% 60.82/25.95  																																													|
% 60.82/25.95  																																													| Equations (455) can reduce 213 to:
% 60.82/25.95  																																													| (266) $false
% 60.82/25.95  																																													|
% 60.82/25.95  																																													|-The branch is then unsatisfiable
% 60.82/25.95  																																											|-Branch two:
% 60.82/25.95  																																											| (639)  ~ (all_0_44_44 = e1)
% 60.82/25.96  																																											| (640) all_0_49_49 = e1 | all_0_53_53 = e1 | all_0_58_58 = e1
% 60.82/25.96  																																											|
% 60.82/25.96  																																												+-Applying beta-rule and splitting (1417), into two cases.
% 60.82/25.96  																																												|-Branch one:
% 60.82/25.96  																																												| (635) all_0_44_44 = e1
% 60.82/25.96  																																												|
% 60.82/25.96  																																													| Equations (635) can reduce 639 to:
% 60.82/25.96  																																													| (266) $false
% 60.82/25.96  																																													|
% 60.82/25.96  																																													|-The branch is then unsatisfiable
% 60.82/25.96  																																												|-Branch two:
% 60.82/25.96  																																												| (639)  ~ (all_0_44_44 = e1)
% 60.82/25.96  																																												| (532) all_0_44_44 = e3
% 60.82/25.96  																																												|
% 60.82/25.96  																																													| Equations (532) can reduce 407 to:
% 60.82/25.96  																																													| (266) $false
% 60.82/25.96  																																													|
% 60.82/25.96  																																													|-The branch is then unsatisfiable
% 60.82/25.96  																																						|-Branch two:
% 60.82/25.96  																																						| (759)  ~ (all_0_50_50 = e1)
% 60.82/25.96  																																						| (1168) all_0_51_51 = e1 | all_0_52_52 = e1 | all_0_53_53 = e1
% 60.82/25.96  																																						|
% 60.82/25.96  																																							+-Applying beta-rule and splitting (18), into two cases.
% 60.82/25.96  																																							|-Branch one:
% 60.82/25.96  																																							| (453) all_0_41_41 = e1
% 60.82/25.96  																																							|
% 60.82/25.96  																																								| Combining equations (437,453) yields a new equation:
% 60.82/25.96  																																								| (636) e4 = e1
% 60.82/25.96  																																								|
% 60.82/25.96  																																								| Simplifying 636 yields:
% 60.82/25.96  																																								| (630) e4 = e1
% 60.82/25.96  																																								|
% 60.82/25.96  																																								| Equations (630) can reduce 110 to:
% 60.82/25.96  																																								| (266) $false
% 60.82/25.96  																																								|
% 60.82/25.96  																																								|-The branch is then unsatisfiable
% 60.82/25.96  																																							|-Branch two:
% 60.82/25.96  																																							| (457)  ~ (all_0_41_41 = e1)
% 60.82/25.96  																																							| (595) all_0_46_46 = e1 | all_0_50_50 = e1 | all_0_55_55 = e1
% 60.82/25.96  																																							|
% 60.82/25.96  																																								| Equations (437) can reduce 457 to:
% 60.82/25.96  																																								| (110)  ~ (e4 = e1)
% 60.82/25.96  																																								|
% 60.82/25.96  																																								+-Applying beta-rule and splitting (135), into two cases.
% 60.82/25.96  																																								|-Branch one:
% 60.82/25.96  																																								| (545) all_0_46_46 = e1
% 60.82/25.96  																																								|
% 60.82/25.96  																																									| Combining equations (1557,545) yields a new equation:
% 60.82/25.96  																																									| (454) e3 = e1
% 60.82/25.96  																																									|
% 60.82/25.96  																																									| Simplifying 454 yields:
% 60.82/25.96  																																									| (455) e3 = e1
% 60.82/25.96  																																									|
% 60.82/25.96  																																									| Equations (455) can reduce 213 to:
% 60.82/25.96  																																									| (266) $false
% 60.82/25.96  																																									|
% 60.82/25.96  																																									|-The branch is then unsatisfiable
% 60.82/25.96  																																								|-Branch two:
% 60.82/25.96  																																								| (549)  ~ (all_0_46_46 = e1)
% 60.82/25.96  																																								| (550) all_0_47_47 = e1 | all_0_48_48 = e1 | all_0_49_49 = e1
% 60.82/25.96  																																								|
% 60.82/25.96  																																									| Equations (1557) can reduce 549 to:
% 60.82/25.96  																																									| (213)  ~ (e3 = e1)
% 60.82/25.96  																																									|
% 60.82/25.96  																																									+-Applying beta-rule and splitting (1168), into two cases.
% 60.82/25.96  																																									|-Branch one:
% 60.82/25.96  																																									| (1109) all_0_51_51 = e1
% 60.82/25.96  																																									|
% 60.82/25.96  																																										| Combining equations (1109,504) yields a new equation:
% 60.82/25.96  																																										| (617) e2 = e1
% 60.82/25.96  																																										|
% 60.82/25.96  																																										| Equations (617) can reduce 122 to:
% 60.82/25.96  																																										| (266) $false
% 60.82/25.96  																																										|
% 60.82/25.96  																																										|-The branch is then unsatisfiable
% 60.82/25.96  																																									|-Branch two:
% 60.82/25.96  																																									| (464)  ~ (all_0_51_51 = e1)
% 60.82/25.96  																																									| (1202) all_0_52_52 = e1 | all_0_53_53 = e1
% 60.82/25.96  																																									|
% 60.82/25.96  																																										+-Applying beta-rule and splitting (595), into two cases.
% 60.82/25.96  																																										|-Branch one:
% 60.82/25.96  																																										| (545) all_0_46_46 = e1
% 60.82/25.96  																																										|
% 60.82/25.96  																																											| Combining equations (1557,545) yields a new equation:
% 60.82/25.96  																																											| (454) e3 = e1
% 60.82/25.96  																																											|
% 60.82/25.96  																																											| Simplifying 454 yields:
% 60.82/25.96  																																											| (455) e3 = e1
% 60.82/25.96  																																											|
% 60.82/25.96  																																											| Equations (455) can reduce 213 to:
% 60.82/25.96  																																											| (266) $false
% 60.82/25.96  																																											|
% 60.82/25.96  																																											|-The branch is then unsatisfiable
% 60.82/25.96  																																										|-Branch two:
% 60.82/25.96  																																										| (549)  ~ (all_0_46_46 = e1)
% 60.82/25.96  																																										| (600) all_0_50_50 = e1 | all_0_55_55 = e1
% 60.82/25.96  																																										|
% 60.82/25.96  																																											| Equations (1557) can reduce 549 to:
% 60.82/25.96  																																											| (213)  ~ (e3 = e1)
% 60.82/25.96  																																											|
% 60.82/25.96  																																											+-Applying beta-rule and splitting (103), into two cases.
% 60.82/25.96  																																											|-Branch one:
% 60.82/25.96  																																											| (453) all_0_41_41 = e1
% 60.82/25.96  																																											|
% 60.82/25.96  																																												| Combining equations (437,453) yields a new equation:
% 60.82/25.96  																																												| (636) e4 = e1
% 60.82/25.96  																																												|
% 60.82/25.96  																																												| Simplifying 636 yields:
% 60.82/25.96  																																												| (630) e4 = e1
% 60.82/25.96  																																												|
% 60.82/25.96  																																												| Equations (630) can reduce 110 to:
% 60.82/25.96  																																												| (266) $false
% 60.82/25.96  																																												|
% 60.82/25.96  																																												|-The branch is then unsatisfiable
% 60.82/25.96  																																											|-Branch two:
% 60.82/25.96  																																											| (457)  ~ (all_0_41_41 = e1)
% 60.82/25.96  																																											| (458) all_0_42_42 = e1 | all_0_43_43 = e1 | all_0_44_44 = e1
% 60.82/25.96  																																											|
% 60.82/25.96  																																												| Equations (437) can reduce 457 to:
% 60.82/25.96  																																												| (110)  ~ (e4 = e1)
% 60.82/25.96  																																												|
% 60.82/25.96  																																												+-Applying beta-rule and splitting (1202), into two cases.
% 60.82/25.96  																																												|-Branch one:
% 60.82/25.96  																																												| (642) all_0_52_52 = e1
% 60.82/25.96  																																												|
% 60.82/25.96  																																													| Combining equations (642,565) yields a new equation:
% 60.82/25.96  																																													| (630) e4 = e1
% 60.82/25.96  																																													|
% 60.82/25.96  																																													| Equations (630) can reduce 110 to:
% 60.82/25.96  																																													| (266) $false
% 60.82/25.96  																																													|
% 60.82/25.96  																																													|-The branch is then unsatisfiable
% 60.82/25.96  																																												|-Branch two:
% 60.82/25.96  																																												| (646)  ~ (all_0_52_52 = e1)
% 60.82/25.96  																																												| (1208) all_0_53_53 = e1
% 60.82/25.96  																																												|
% 60.82/25.96  																																													| Combining equations (1208,665) yields a new equation:
% 60.82/25.96  																																													| (455) e3 = e1
% 60.82/25.96  																																													|
% 60.82/25.96  																																													| Equations (455) can reduce 213 to:
% 60.82/25.96  																																													| (266) $false
% 60.82/25.96  																																													|
% 60.82/25.96  																																													|-The branch is then unsatisfiable
% 60.82/25.96  																																					|-Branch two:
% 60.82/25.96  																																					| (409)  ~ (all_0_46_46 = e3)
% 60.82/25.96  																																					| (4042) all_0_50_50 = e3 | all_0_55_55 = e3
% 60.82/25.96  																																					|
% 60.82/25.96  																																						+-Applying beta-rule and splitting (160), into two cases.
% 60.82/25.96  																																						|-Branch one:
% 60.82/25.96  																																						| (601) all_0_50_50 = e1
% 60.82/25.96  																																						|
% 60.82/25.96  																																							| Equations (601) can reduce 411 to:
% 60.82/25.96  																																							| (467)  ~ (e3 = e1)
% 60.82/25.96  																																							|
% 60.82/25.96  																																							| Simplifying 467 yields:
% 60.82/25.96  																																							| (213)  ~ (e3 = e1)
% 60.82/25.96  																																							|
% 60.82/25.96  																																							+-Applying beta-rule and splitting (4042), into two cases.
% 60.82/25.96  																																							|-Branch one:
% 60.82/25.96  																																							| (415) all_0_50_50 = e3
% 60.82/25.96  																																							|
% 60.82/25.96  																																								| Combining equations (415,601) yields a new equation:
% 60.82/25.96  																																								| (454) e3 = e1
% 60.82/25.96  																																								|
% 60.82/25.96  																																								| Simplifying 454 yields:
% 60.82/25.96  																																								| (455) e3 = e1
% 60.82/25.96  																																								|
% 60.82/25.96  																																								| Equations (455) can reduce 213 to:
% 60.82/25.96  																																								| (266) $false
% 60.82/25.96  																																								|
% 60.82/25.96  																																								|-The branch is then unsatisfiable
% 60.82/25.96  																																							|-Branch two:
% 60.82/25.96  																																							| (411)  ~ (all_0_50_50 = e3)
% 60.82/25.96  																																							| (2336) all_0_55_55 = e3
% 60.82/25.96  																																							|
% 60.82/25.96  																																								| Combining equations (386,2336) yields a new equation:
% 60.82/25.96  																																								| (662) e3 = e2
% 60.82/25.96  																																								|
% 60.82/25.96  																																								| Equations (662) can reduce 212 to:
% 60.82/25.96  																																								| (266) $false
% 60.82/25.96  																																								|
% 60.82/25.96  																																								|-The branch is then unsatisfiable
% 60.82/25.96  																																						|-Branch two:
% 60.82/25.96  																																						| (759)  ~ (all_0_50_50 = e1)
% 60.82/25.96  																																						| (1168) all_0_51_51 = e1 | all_0_52_52 = e1 | all_0_53_53 = e1
% 60.82/25.96  																																						|
% 60.82/25.96  																																							+-Applying beta-rule and splitting (422), into two cases.
% 60.82/25.96  																																							|-Branch one:
% 60.82/25.96  																																							| (775) all_0_50_50 = e4
% 60.82/25.96  																																							|
% 60.82/25.96  																																								| Equations (775) can reduce 566 to:
% 60.82/25.96  																																								| (266) $false
% 60.82/25.96  																																								|
% 60.82/25.96  																																								|-The branch is then unsatisfiable
% 60.82/25.96  																																							|-Branch two:
% 60.82/25.96  																																							| (566)  ~ (all_0_50_50 = e4)
% 60.82/25.96  																																							| (1444) all_0_50_50 = e3 | all_0_50_50 = e1
% 60.82/25.96  																																							|
% 60.82/25.96  																																								+-Applying beta-rule and splitting (1444), into two cases.
% 60.82/25.96  																																								|-Branch one:
% 60.82/25.96  																																								| (601) all_0_50_50 = e1
% 60.82/25.96  																																								|
% 60.82/25.96  																																									| Equations (601) can reduce 759 to:
% 60.82/25.96  																																									| (266) $false
% 60.82/25.96  																																									|
% 60.82/25.96  																																									|-The branch is then unsatisfiable
% 60.82/25.96  																																								|-Branch two:
% 60.82/25.96  																																								| (759)  ~ (all_0_50_50 = e1)
% 60.82/25.96  																																								| (415) all_0_50_50 = e3
% 60.82/25.96  																																								|
% 60.82/25.96  																																									| Equations (415) can reduce 411 to:
% 60.82/25.96  																																									| (266) $false
% 60.82/25.96  																																									|
% 60.82/25.96  																																									|-The branch is then unsatisfiable
% 60.82/25.96  																														|-Branch two:
% 60.82/25.96  																														| (440)  ~ (all_0_41_41 = e4)
% 60.82/25.96  																														| (441) all_0_42_42 = e4 | all_0_43_43 = e4 | all_0_44_44 = e4
% 60.82/25.96  																														|
% 60.82/25.96  																															+-Applying beta-rule and splitting (441), into two cases.
% 60.82/25.96  																															|-Branch one:
% 60.82/25.96  																															| (1392) all_0_42_42 = e4
% 60.82/25.96  																															|
% 60.82/25.96  																																| Equations (1392) can reduce 1890 to:
% 60.82/25.96  																																| (266) $false
% 60.82/25.96  																																|
% 60.82/25.96  																																|-The branch is then unsatisfiable
% 60.82/25.96  																															|-Branch two:
% 60.82/25.96  																															| (1890)  ~ (all_0_42_42 = e4)
% 60.82/25.96  																															| (1891) all_0_43_43 = e4 | all_0_44_44 = e4
% 60.82/25.96  																															|
% 60.82/25.96  																																+-Applying beta-rule and splitting (1891), into two cases.
% 60.82/25.96  																																|-Branch one:
% 60.82/25.96  																																| (396) all_0_43_43 = e4
% 60.82/25.96  																																|
% 60.82/25.96  																																	| Combining equations (356,396) yields a new equation:
% 60.82/25.96  																																	| (397) e4 = e0
% 60.82/25.96  																																	|
% 60.82/25.96  																																	| Equations (397) can reduce 49 to:
% 60.82/25.96  																																	| (266) $false
% 60.82/25.96  																																	|
% 60.82/25.96  																																	|-The branch is then unsatisfiable
% 60.82/25.96  																																|-Branch two:
% 60.82/25.96  																																| (399)  ~ (all_0_43_43 = e4)
% 60.82/25.96  																																| (446) all_0_44_44 = e4
% 60.82/25.96  																																|
% 60.82/25.96  																																	| Equations (446) can reduce 1390 to:
% 60.82/25.96  																																	| (266) $false
% 60.82/25.96  																																	|
% 60.82/25.96  																																	|-The branch is then unsatisfiable
% 60.82/25.96  																									|-Branch two:
% 60.82/25.96  																									| (487)  ~ (all_0_49_49 = e0)
% 60.82/25.96  																									| (914) all_0_58_58 = e0
% 60.82/25.96  																									|
% 60.82/25.96  																										| Equations (914) can reduce 491 to:
% 60.82/25.96  																										| (266) $false
% 60.82/25.96  																										|
% 60.82/25.96  																										|-The branch is then unsatisfiable
% 60.82/25.96  																						|-Branch two:
% 60.82/25.96  																						| (828)  ~ (all_0_56_56 = e0)
% 60.82/25.96  																						| (3172) all_0_56_56 = e3 | all_0_56_56 = e1
% 60.82/25.96  																						|
% 60.82/25.96  																							+-Applying beta-rule and splitting (3172), into two cases.
% 60.82/25.96  																							|-Branch one:
% 60.82/25.96  																							| (1569) all_0_56_56 = e1
% 60.82/25.96  																							|
% 60.82/25.96  																								| Equations (1569) can reduce 466 to:
% 60.82/25.96  																								| (266) $false
% 60.82/25.96  																								|
% 60.82/25.96  																								|-The branch is then unsatisfiable
% 60.82/25.96  																							|-Branch two:
% 60.82/25.96  																							| (466)  ~ (all_0_56_56 = e1)
% 60.82/25.96  																							| (1097) all_0_56_56 = e3
% 60.82/25.96  																							|
% 60.82/25.96  																								| Equations (1097) can reduce 272 to:
% 60.82/25.96  																								| (266) $false
% 60.82/25.96  																								|
% 60.82/25.96  																								|-The branch is then unsatisfiable
% 60.82/25.96  																			|-Branch two:
% 60.82/25.96  																			| (304)  ~ (all_0_55_55 = e2)
% 60.82/25.96  																			| (389) all_0_56_56 = e2 | all_0_57_57 = e2 | all_0_58_58 = e2
% 60.82/25.96  																			|
% 60.82/25.96  																				+-Applying beta-rule and splitting (389), into two cases.
% 60.82/25.96  																				|-Branch one:
% 60.82/25.96  																				| (833) all_0_56_56 = e2
% 60.82/25.96  																				|
% 60.82/25.96  																					| Equations (833) can reduce 511 to:
% 60.82/25.96  																					| (266) $false
% 60.82/25.96  																					|
% 60.82/25.96  																					|-The branch is then unsatisfiable
% 60.82/25.96  																				|-Branch two:
% 60.82/25.96  																				| (511)  ~ (all_0_56_56 = e2)
% 60.82/25.96  																				| (1709) all_0_57_57 = e2 | all_0_58_58 = e2
% 60.82/25.96  																				|
% 60.82/25.96  																					+-Applying beta-rule and splitting (1709), into two cases.
% 60.82/25.96  																					|-Branch one:
% 60.82/25.96  																					| (442) all_0_57_57 = e2
% 60.82/25.96  																					|
% 60.82/25.96  																						| Combining equations (647,442) yields a new equation:
% 60.82/25.96  																						| (617) e2 = e1
% 60.82/25.96  																						|
% 60.82/25.96  																						| Equations (617) can reduce 122 to:
% 60.82/25.96  																						| (266) $false
% 60.82/25.96  																						|
% 60.82/25.96  																						|-The branch is then unsatisfiable
% 60.82/25.96  																					|-Branch two:
% 60.82/25.96  																					| (344)  ~ (all_0_57_57 = e2)
% 60.82/25.96  																					| (624) all_0_58_58 = e2
% 60.82/25.96  																					|
% 60.82/25.96  																						| Equations (624) can reduce 908 to:
% 60.82/25.96  																						| (266) $false
% 60.82/25.96  																						|
% 60.82/25.96  																						|-The branch is then unsatisfiable
% 60.82/25.96  																		|-Branch two:
% 60.82/25.96  																		| (1099)  ~ (all_0_51_51 = e2)
% 60.82/25.96  																		| (1152) all_0_52_52 = e2 | all_0_53_53 = e2
% 60.82/25.96  																		|
% 60.82/25.96  																			+-Applying beta-rule and splitting (385), into two cases.
% 60.82/25.96  																			|-Branch one:
% 60.82/25.96  																			| (1105) all_0_47_47 = e2
% 60.82/25.96  																			|
% 60.82/25.96  																				| Equations (1105) can reduce 338 to:
% 60.82/25.96  																				| (266) $false
% 60.82/25.96  																				|
% 60.82/25.96  																				|-The branch is then unsatisfiable
% 60.82/25.96  																			|-Branch two:
% 60.82/25.96  																			| (338)  ~ (all_0_47_47 = e2)
% 60.82/25.96  																			| (1108) all_0_51_51 = e2 | all_0_56_56 = e2
% 60.82/25.96  																			|
% 60.82/25.96  																				+-Applying beta-rule and splitting (1108), into two cases.
% 60.82/25.96  																				|-Branch one:
% 60.82/25.96  																				| (504) all_0_51_51 = e2
% 60.82/25.96  																				|
% 60.82/25.96  																					| Equations (504) can reduce 1099 to:
% 60.82/25.96  																					| (266) $false
% 60.82/25.96  																					|
% 60.82/25.96  																					|-The branch is then unsatisfiable
% 60.82/25.96  																				|-Branch two:
% 60.82/25.96  																				| (1099)  ~ (all_0_51_51 = e2)
% 60.82/25.96  																				| (833) all_0_56_56 = e2
% 60.82/25.96  																				|
% 60.82/25.96  																					| Equations (833) can reduce 477 to:
% 60.82/25.96  																					| (327)  ~ (e4 = e2)
% 60.82/25.96  																					|
% 60.82/25.96  																					| Simplifying 327 yields:
% 60.82/25.96  																					| (48)  ~ (e4 = e2)
% 60.82/25.96  																					|
% 60.82/25.96  																					+-Applying beta-rule and splitting (1152), into two cases.
% 60.82/25.96  																					|-Branch one:
% 60.82/25.96  																					| (352) all_0_52_52 = e2
% 60.82/25.96  																					|
% 60.82/25.96  																						| Combining equations (352,565) yields a new equation:
% 60.82/25.96  																						| (323) e4 = e2
% 60.82/25.96  																						|
% 60.82/25.96  																						| Equations (323) can reduce 48 to:
% 60.82/25.96  																						| (266) $false
% 60.82/25.96  																						|
% 60.82/25.96  																						|-The branch is then unsatisfiable
% 60.82/25.96  																					|-Branch two:
% 60.82/25.96  																					| (342)  ~ (all_0_52_52 = e2)
% 60.82/25.96  																					| (607) all_0_53_53 = e2
% 60.82/25.96  																					|
% 60.82/25.96  																						| Equations (607) can reduce 509 to:
% 60.82/25.96  																						| (266) $false
% 60.82/25.96  																						|
% 60.82/25.96  																						|-The branch is then unsatisfiable
% 60.82/25.96  												|-Branch two:
% 60.82/25.96  												| (5470)  ~ (all_0_43_43 = e0)
% 60.82/25.96  												| (5471) all_0_48_48 = e0 | all_0_57_57 = e0
% 60.82/25.96  												|
% 60.82/25.96  													+-Applying beta-rule and splitting (6374), into two cases.
% 60.82/25.96  													|-Branch one:
% 60.82/25.96  													| (356) all_0_43_43 = e0
% 60.82/25.96  													|
% 60.82/25.96  														| Equations (356) can reduce 5470 to:
% 60.82/25.96  														| (266) $false
% 60.82/25.96  														|
% 60.82/25.96  														|-The branch is then unsatisfiable
% 60.82/25.96  													|-Branch two:
% 60.82/25.96  													| (5470)  ~ (all_0_43_43 = e0)
% 60.82/25.96  													| (430) all_0_43_43 = e1
% 60.82/25.96  													|
% 60.82/25.96  														| Equations (430) can reduce 31 to:
% 60.82/25.96  														| (457)  ~ (all_0_41_41 = e1)
% 60.82/25.96  														|
% 60.82/25.96  														| Equations (430) can reduce 240 to:
% 60.82/25.96  														| (1380)  ~ (all_0_42_42 = e1)
% 60.82/25.96  														|
% 60.82/25.96  														| Equations (430) can reduce 159 to:
% 60.82/25.96  														| (4057)  ~ (all_0_44_44 = e1)
% 60.82/25.96  														|
% 60.82/25.96  														| Simplifying 4057 yields:
% 60.82/25.96  														| (639)  ~ (all_0_44_44 = e1)
% 60.82/25.96  														|
% 60.82/25.96  														| Equations (430) can reduce 99 to:
% 60.82/25.96  														| (467)  ~ (e3 = e1)
% 60.82/25.96  														|
% 60.82/25.96  														| Simplifying 467 yields:
% 60.82/25.96  														| (213)  ~ (e3 = e1)
% 60.82/25.96  														|
% 60.82/25.96  														| Equations (430) can reduce 96 to:
% 60.82/25.96  														| (604)  ~ (e2 = e1)
% 60.82/25.96  														|
% 60.82/25.96  														| Simplifying 604 yields:
% 60.82/25.96  														| (122)  ~ (e2 = e1)
% 60.82/25.96  														|
% 60.82/25.96  														| From (430) and (88) follows:
% 60.82/25.96  														| (6385) op(e1, e3) = all_0_9_9
% 60.82/25.96  														|
% 60.82/25.96  														| From (430) and (98) follows:
% 60.82/25.96  														| (6386) op(e1, e1) = all_0_10_10
% 60.82/25.96  														|
% 60.82/25.96  														| From (430) and (37) follows:
% 60.82/25.96  														| (13877) op(e3, e1) = e1
% 60.82/25.96  														|
% 60.82/25.96  														+-Applying beta-rule and splitting (12), into two cases.
% 60.82/25.96  														|-Branch one:
% 60.82/25.96  														| (442) all_0_57_57 = e2
% 60.82/25.96  														|
% 60.82/25.96  															| Equations (442) can reduce 344 to:
% 60.82/25.96  															| (266) $false
% 60.82/25.96  															|
% 60.82/25.96  															|-The branch is then unsatisfiable
% 60.82/25.96  														|-Branch two:
% 60.82/25.96  														| (344)  ~ (all_0_57_57 = e2)
% 60.82/25.96  														| (445) all_0_57_57 = e4 | all_0_57_57 = e1 | all_0_57_57 = e0
% 60.82/25.96  														|
% 60.82/25.96  															+-Applying beta-rule and splitting (445), into two cases.
% 60.82/25.96  															|-Branch one:
% 60.82/25.96  															| (871) all_0_57_57 = e4
% 60.82/25.96  															|
% 60.82/25.96  																| Equations (871) can reduce 839 to:
% 60.82/25.96  																| (266) $false
% 60.82/25.96  																|
% 60.82/25.96  																|-The branch is then unsatisfiable
% 60.82/25.96  															|-Branch two:
% 60.82/25.96  															| (839)  ~ (all_0_57_57 = e4)
% 60.82/25.96  															| (874) all_0_57_57 = e1 | all_0_57_57 = e0
% 60.82/25.96  															|
% 60.82/25.96  																+-Applying beta-rule and splitting (5471), into two cases.
% 60.82/25.96  																|-Branch one:
% 60.82/25.96  																| (1279) all_0_48_48 = e0
% 60.82/25.96  																|
% 60.82/25.96  																	| Combining equations (335,1279) yields a new equation:
% 60.82/25.96  																	| (391) e2 = e0
% 60.82/25.96  																	|
% 60.82/25.96  																	| Simplifying 391 yields:
% 60.82/25.96  																	| (330) e2 = e0
% 60.82/25.96  																	|
% 60.82/25.96  																	| Equations (330) can reduce 128 to:
% 60.82/25.96  																	| (266) $false
% 60.82/25.96  																	|
% 60.82/25.96  																	|-The branch is then unsatisfiable
% 60.82/25.96  																|-Branch two:
% 60.82/25.96  																| (1283)  ~ (all_0_48_48 = e0)
% 60.82/25.96  																| (875) all_0_57_57 = e0
% 60.82/25.96  																|
% 60.82/25.96  																	| Equations (875) can reduce 81 to:
% 60.82/25.96  																	| (803)  ~ (all_0_55_55 = e0)
% 60.82/25.96  																	|
% 60.82/25.96  																	| Equations (875) can reduce 140 to:
% 60.82/25.96  																	| (828)  ~ (all_0_56_56 = e0)
% 60.82/25.96  																	|
% 60.82/25.96  																	| Equations (875) can reduce 148 to:
% 60.82/25.96  																	| (490)  ~ (all_0_58_58 = e0)
% 60.82/25.96  																	|
% 60.82/25.96  																	| Simplifying 490 yields:
% 60.82/25.96  																	| (491)  ~ (all_0_58_58 = e0)
% 60.82/25.96  																	|
% 60.82/25.96  																	| Equations (875) can reduce 839 to:
% 60.82/25.96  																	| (401)  ~ (e4 = e0)
% 60.82/25.96  																	|
% 60.82/25.96  																	| Simplifying 401 yields:
% 60.82/25.96  																	| (49)  ~ (e4 = e0)
% 60.82/25.96  																	|
% 60.82/25.96  																	| Equations (875) can reduce 344 to:
% 60.82/25.96  																	| (365)  ~ (e2 = e0)
% 60.82/25.96  																	|
% 60.82/25.96  																	| Simplifying 365 yields:
% 60.82/25.96  																	| (128)  ~ (e2 = e0)
% 60.82/25.96  																	|
% 60.82/25.96  																	| From (875) and (146) follows:
% 60.82/25.96  																	| (5485) op(e0, e0) = all_0_35_35
% 60.82/25.96  																	|
% 60.82/25.96  																	| Instantiating formula (29) with e1, e3, all_0_9_9, all_0_50_50 and discharging atoms op(e1, e3) = all_0_9_9, op(e1, e3) = all_0_50_50, yields:
% 60.82/25.97  																	| (6393) all_0_9_9 = all_0_50_50
% 60.82/25.97  																	|
% 60.82/25.97  																	| Instantiating formula (29) with e1, e1, all_0_10_10, e4 and discharging atoms op(e1, e1) = all_0_10_10, op(e1, e1) = e4, yields:
% 60.82/25.97  																	| (6394) all_0_10_10 = e4
% 60.82/25.97  																	|
% 60.82/25.97  																	| Instantiating formula (29) with e0, e0, all_0_35_35, all_0_58_58 and discharging atoms op(e0, e0) = all_0_35_35, op(e0, e0) = all_0_58_58, yields:
% 60.82/25.97  																	| (5486) all_0_35_35 = all_0_58_58
% 60.82/25.97  																	|
% 60.82/25.97  																	| From (6393) and (6385) follows:
% 60.82/25.97  																	| (242) op(e1, e3) = all_0_50_50
% 60.82/25.97  																	|
% 60.82/25.97  																	| From (6394) and (6386) follows:
% 60.82/25.97  																	| (570) op(e1, e1) = e4
% 60.82/25.97  																	|
% 60.82/25.97  																	| From (5486) and (5485) follows:
% 60.82/25.97  																	| (245) op(e0, e0) = all_0_58_58
% 60.82/25.97  																	|
% 60.82/25.97  																	+-Applying beta-rule and splitting (95), into two cases.
% 60.82/25.97  																	|-Branch one:
% 60.82/25.97  																	| (378) all_0_50_50 = e2
% 60.82/25.97  																	|
% 60.82/25.97  																		| Equations (378) can reduce 221 to:
% 60.82/25.97  																		| (85)  ~ (all_0_41_41 = e2)
% 60.82/25.97  																		|
% 60.82/25.97  																		| Equations (378) can reduce 35 to:
% 60.82/25.97  																		| (300)  ~ (all_0_46_46 = e2)
% 60.82/25.97  																		|
% 60.82/25.97  																		| Equations (378) can reduce 59 to:
% 60.82/25.97  																		| (17668)  ~ (all_0_51_51 = e2)
% 60.82/25.97  																		|
% 60.82/25.97  																		| Simplifying 17668 yields:
% 60.82/25.97  																		| (1099)  ~ (all_0_51_51 = e2)
% 60.82/25.97  																		|
% 60.82/25.97  																		| Equations (378) can reduce 190 to:
% 60.82/25.97  																		| (508)  ~ (all_0_53_53 = e2)
% 60.82/25.97  																		|
% 60.82/25.97  																		| Simplifying 508 yields:
% 60.82/25.97  																		| (509)  ~ (all_0_53_53 = e2)
% 60.82/25.97  																		|
% 60.82/25.97  																		| Equations (378) can reduce 93 to:
% 60.82/25.97  																		| (303)  ~ (all_0_55_55 = e2)
% 60.82/25.97  																		|
% 60.82/25.97  																		| Simplifying 303 yields:
% 60.82/25.97  																		| (304)  ~ (all_0_55_55 = e2)
% 60.82/25.97  																		|
% 60.82/25.97  																		| Equations (378) can reduce 566 to:
% 60.82/25.97  																		| (327)  ~ (e4 = e2)
% 60.82/25.97  																		|
% 60.82/25.97  																		| Simplifying 327 yields:
% 60.82/25.97  																		| (48)  ~ (e4 = e2)
% 60.82/25.97  																		|
% 60.82/25.97  																		| From (378) and (8) follows:
% 60.82/25.97  																		| (52128) op(e2, e3) = all_0_23_23
% 60.82/25.97  																		|
% 60.82/25.97  																		| From (378) and (57) follows:
% 60.82/25.97  																		| (52129) op(e2, e1) = all_0_22_22
% 60.82/25.97  																		|
% 60.82/25.97  																		| From (378) and (242) follows:
% 60.82/25.97  																		| (26152) op(e1, e3) = e2
% 60.82/25.97  																		|
% 60.82/25.97  																		+-Applying beta-rule and splitting (47), into two cases.
% 60.82/25.97  																		|-Branch one:
% 60.82/25.97  																		| (317) all_0_39_39 = e2
% 60.82/25.97  																		|
% 60.82/25.97  																			| Combining equations (471,317) yields a new equation:
% 60.82/25.97  																			| (322) e4 = e2
% 60.82/25.97  																			|
% 60.82/25.97  																			| Simplifying 322 yields:
% 60.82/25.97  																			| (323) e4 = e2
% 60.82/25.97  																			|
% 60.82/25.97  																			| Equations (323) can reduce 48 to:
% 60.82/25.97  																			| (266) $false
% 60.82/25.97  																			|
% 60.82/25.97  																			|-The branch is then unsatisfiable
% 60.82/25.97  																		|-Branch two:
% 60.82/25.97  																		| (294)  ~ (all_0_39_39 = e2)
% 60.82/25.97  																		| (385) all_0_47_47 = e2 | all_0_51_51 = e2 | all_0_56_56 = e2
% 60.82/25.97  																		|
% 60.82/25.97  																			+-Applying beta-rule and splitting (222), into two cases.
% 60.82/25.97  																			|-Branch one:
% 60.82/25.97  																			| (386) all_0_55_55 = e2
% 60.82/25.97  																			|
% 60.82/25.97  																				| Equations (386) can reduce 304 to:
% 60.82/25.97  																				| (266) $false
% 60.82/25.97  																				|
% 60.82/25.97  																				|-The branch is then unsatisfiable
% 60.82/25.97  																			|-Branch two:
% 60.82/25.97  																			| (304)  ~ (all_0_55_55 = e2)
% 60.82/25.97  																			| (389) all_0_56_56 = e2 | all_0_57_57 = e2 | all_0_58_58 = e2
% 60.82/25.97  																			|
% 60.82/25.97  																				+-Applying beta-rule and splitting (385), into two cases.
% 60.82/25.97  																				|-Branch one:
% 60.82/25.97  																				| (1105) all_0_47_47 = e2
% 60.82/25.97  																				|
% 60.82/25.97  																					| Equations (1105) can reduce 338 to:
% 60.82/25.97  																					| (266) $false
% 60.82/25.97  																					|
% 60.82/25.97  																					|-The branch is then unsatisfiable
% 60.82/25.97  																				|-Branch two:
% 60.82/25.97  																				| (338)  ~ (all_0_47_47 = e2)
% 60.82/25.97  																				| (1108) all_0_51_51 = e2 | all_0_56_56 = e2
% 60.82/25.97  																				|
% 60.82/25.97  																					+-Applying beta-rule and splitting (389), into two cases.
% 60.82/25.97  																					|-Branch one:
% 60.82/25.97  																					| (833) all_0_56_56 = e2
% 60.82/25.97  																					|
% 60.82/25.97  																						| Equations (833) can reduce 236 to:
% 60.82/25.97  																						| (51)  ~ (all_0_42_42 = e2)
% 60.82/25.97  																						|
% 60.82/25.97  																						| Equations (833) can reduce 91 to:
% 60.82/25.97  																						| (338)  ~ (all_0_47_47 = e2)
% 60.82/25.97  																						|
% 60.82/25.97  																						| Equations (833) can reduce 16 to:
% 60.82/25.97  																						| (1099)  ~ (all_0_51_51 = e2)
% 60.82/25.97  																						|
% 60.82/25.97  																						| Equations (833) can reduce 44 to:
% 60.82/25.97  																						| (1186)  ~ (all_0_58_58 = e2)
% 60.82/25.97  																						|
% 60.82/25.97  																						| Simplifying 1186 yields:
% 60.82/25.97  																						| (908)  ~ (all_0_58_58 = e2)
% 60.82/25.97  																						|
% 60.82/25.97  																						| Equations (833) can reduce 477 to:
% 60.82/25.97  																						| (327)  ~ (e4 = e2)
% 60.82/25.97  																						|
% 60.82/25.97  																						| Simplifying 327 yields:
% 60.82/25.97  																						| (48)  ~ (e4 = e2)
% 60.82/25.97  																						|
% 60.82/25.97  																						| Equations (833) can reduce 272 to:
% 60.82/25.97  																						| (626)  ~ (e3 = e2)
% 60.82/25.97  																						|
% 60.82/25.97  																						| Simplifying 626 yields:
% 60.82/25.97  																						| (212)  ~ (e3 = e2)
% 60.82/25.97  																						|
% 60.82/25.97  																						| Equations (833) can reduce 828 to:
% 60.82/25.97  																						| (128)  ~ (e2 = e0)
% 60.82/25.97  																						|
% 60.82/25.97  																						| From (833) and (87) follows:
% 60.82/25.97  																						| (4151) op(e2, e2) = all_0_34_34
% 60.82/25.97  																						|
% 60.82/25.97  																						| From (833) and (127) follows:
% 60.82/25.97  																						| (1507) op(e2, e0) = all_0_33_33
% 60.82/25.97  																						|
% 60.82/25.97  																						| From (833) and (111) follows:
% 60.82/25.97  																						| (1508) op(e0, e2) = e2
% 60.82/25.97  																						|
% 60.82/25.97  																						| Instantiating formula (29) with e2, e3, all_0_23_23, all_0_46_46 and discharging atoms op(e2, e3) = all_0_23_23, op(e2, e3) = all_0_46_46, yields:
% 60.82/25.97  																						| (52204) all_0_23_23 = all_0_46_46
% 60.82/25.97  																						|
% 60.82/25.97  																						| Instantiating formula (29) with e2, e2, all_0_34_34, all_0_47_47 and discharging atoms op(e2, e2) = all_0_34_34, op(e2, e2) = all_0_47_47, yields:
% 60.82/25.98  																						| (7480) all_0_34_34 = all_0_47_47
% 60.82/25.98  																						|
% 60.82/25.98  																						| Instantiating formula (29) with e2, e1, all_0_22_22, e2 and discharging atoms op(e2, e1) = all_0_22_22, op(e2, e1) = e2, yields:
% 60.82/25.98  																						| (15362) all_0_22_22 = e2
% 60.82/25.98  																						|
% 60.82/25.98  																						| Instantiating formula (29) with e2, e0, all_0_33_33, all_0_49_49 and discharging atoms op(e2, e0) = all_0_33_33, op(e2, e0) = all_0_49_49, yields:
% 60.82/25.98  																						| (7486) all_0_33_33 = all_0_49_49
% 60.82/25.98  																						|
% 60.82/25.98  																						| From (52204) and (52128) follows:
% 60.82/25.98  																						| (120) op(e2, e3) = all_0_46_46
% 60.82/25.98  																						|
% 60.82/25.98  																						| From (7480) and (4151) follows:
% 60.82/25.98  																						| (23) op(e2, e2) = all_0_47_47
% 60.82/25.98  																						|
% 60.82/25.98  																						| From (15362) and (52129) follows:
% 60.82/25.98  																						| (347) op(e2, e1) = e2
% 60.82/25.98  																						|
% 60.82/25.98  																						| From (7486) and (1507) follows:
% 60.82/25.98  																						| (55) op(e2, e0) = all_0_49_49
% 60.82/25.98  																						|
% 60.82/25.98  																						+-Applying beta-rule and splitting (168), into two cases.
% 60.82/25.98  																						|-Branch one:
% 60.82/25.98  																						| (415) all_0_50_50 = e3
% 60.82/25.98  																						|
% 60.82/25.98  																							| Combining equations (415,378) yields a new equation:
% 60.82/25.98  																							| (661) e3 = e2
% 60.82/25.98  																							|
% 60.82/25.98  																							| Simplifying 661 yields:
% 60.82/25.98  																							| (662) e3 = e2
% 60.82/25.98  																							|
% 60.82/25.98  																							| Equations (662) can reduce 212 to:
% 60.82/25.98  																							| (266) $false
% 60.82/25.98  																							|
% 60.82/25.98  																							|-The branch is then unsatisfiable
% 60.82/25.98  																						|-Branch two:
% 60.82/25.98  																						| (411)  ~ (all_0_50_50 = e3)
% 60.82/25.98  																						| (418) all_0_51_51 = e3 | all_0_53_53 = e3
% 60.82/25.98  																						|
% 60.82/25.98  																							| Equations (378) can reduce 411 to:
% 60.82/25.98  																							| (626)  ~ (e3 = e2)
% 60.82/25.98  																							|
% 60.82/25.98  																							| Simplifying 626 yields:
% 60.82/25.98  																							| (212)  ~ (e3 = e2)
% 60.82/25.98  																							|
% 60.82/25.98  																							+-Applying beta-rule and splitting (144), into two cases.
% 60.82/25.98  																							|-Branch one:
% 60.82/25.98  																							| (403) all_0_41_41 = e3
% 60.82/25.98  																							|
% 60.82/25.98  																								| Equations (403) can reduce 214 to:
% 60.82/25.98  																								| (404)  ~ (all_0_42_42 = e3)
% 60.82/25.98  																								|
% 60.82/25.98  																								| Simplifying 404 yields:
% 60.82/25.98  																								| (405)  ~ (all_0_42_42 = e3)
% 60.82/25.98  																								|
% 60.82/25.98  																								| Equations (403) can reduce 149 to:
% 60.82/25.98  																								| (406)  ~ (all_0_44_44 = e3)
% 60.82/25.98  																								|
% 60.82/25.98  																								| Simplifying 406 yields:
% 60.82/25.98  																								| (407)  ~ (all_0_44_44 = e3)
% 60.82/25.98  																								|
% 60.82/25.98  																								| Equations (403) can reduce 43 to:
% 60.82/25.98  																								| (408)  ~ (all_0_46_46 = e3)
% 60.82/25.98  																								|
% 60.82/25.98  																								| Simplifying 408 yields:
% 60.82/25.98  																								| (409)  ~ (all_0_46_46 = e3)
% 60.82/25.98  																								|
% 60.82/25.98  																								| Equations (403) can reduce 457 to:
% 60.82/25.98  																								| (213)  ~ (e3 = e1)
% 60.82/25.98  																								|
% 60.82/25.98  																								+-Applying beta-rule and splitting (152), into two cases.
% 60.82/25.98  																								|-Branch one:
% 60.82/25.98  																								| (1392) all_0_42_42 = e4
% 60.82/25.98  																								|
% 60.82/25.98  																									| Equations (1392) can reduce 1890 to:
% 60.82/25.98  																									| (266) $false
% 60.82/25.98  																									|
% 60.82/25.98  																									|-The branch is then unsatisfiable
% 60.82/25.98  																								|-Branch two:
% 60.82/25.98  																								| (1890)  ~ (all_0_42_42 = e4)
% 60.82/25.98  																								| (1969) all_0_42_42 = e3 | all_0_42_42 = e1 | all_0_42_42 = e0
% 60.82/25.98  																								|
% 60.82/25.98  																									+-Applying beta-rule and splitting (64), into two cases.
% 60.82/25.98  																									|-Branch one:
% 60.82/25.98  																									| (437) all_0_41_41 = e4
% 60.82/25.98  																									|
% 60.82/25.98  																										| Combining equations (403,437) yields a new equation:
% 60.82/25.98  																										| (425) e4 = e3
% 60.82/25.98  																										|
% 60.82/25.98  																										| Equations (425) can reduce 188 to:
% 60.82/25.98  																										| (266) $false
% 60.82/25.98  																										|
% 60.82/25.98  																										|-The branch is then unsatisfiable
% 60.82/25.98  																									|-Branch two:
% 60.82/25.98  																									| (440)  ~ (all_0_41_41 = e4)
% 60.82/25.98  																									| (441) all_0_42_42 = e4 | all_0_43_43 = e4 | all_0_44_44 = e4
% 60.82/25.98  																									|
% 60.82/25.98  																										| Equations (403) can reduce 440 to:
% 60.82/25.98  																										| (277)  ~ (e4 = e3)
% 60.82/25.98  																										|
% 60.82/25.98  																										| Simplifying 277 yields:
% 60.82/25.98  																										| (188)  ~ (e4 = e3)
% 60.82/25.98  																										|
% 60.82/25.98  																										+-Applying beta-rule and splitting (1969), into two cases.
% 60.82/25.98  																										|-Branch one:
% 60.82/25.98  																										| (559) all_0_42_42 = e0
% 60.82/25.98  																										|
% 60.82/25.98  																											| Equations (559) can reduce 73 to:
% 60.82/25.98  																											| (359)  ~ (all_0_44_44 = e0)
% 60.82/25.98  																											|
% 60.82/25.98  																											| Simplifying 359 yields:
% 60.82/25.98  																											| (360)  ~ (all_0_44_44 = e0)
% 60.82/25.98  																											|
% 60.82/25.98  																											| Equations (559) can reduce 61 to:
% 60.82/25.98  																											| (1404)  ~ (all_0_51_51 = e0)
% 60.82/25.98  																											|
% 60.82/25.98  																											| Simplifying 1404 yields:
% 60.82/25.98  																											| (115)  ~ (all_0_51_51 = e0)
% 60.82/25.98  																											|
% 60.82/25.98  																											| Equations (559) can reduce 405 to:
% 60.82/25.98  																											| (541)  ~ (e3 = e0)
% 60.82/25.98  																											|
% 60.82/25.98  																											| Simplifying 541 yields:
% 60.82/25.98  																											| (80)  ~ (e3 = e0)
% 60.82/25.98  																											|
% 60.82/25.98  																											| Equations (559) can reduce 51 to:
% 60.82/25.98  																											| (365)  ~ (e2 = e0)
% 60.82/25.98  																											|
% 60.82/25.98  																											| Simplifying 365 yields:
% 60.82/25.98  																											| (128)  ~ (e2 = e0)
% 60.82/25.98  																											|
% 60.82/25.98  																											| From (559) and (226) follows:
% 60.82/25.98  																											| (15579) op(e0, e3) = all_0_7_7
% 60.82/25.98  																											|
% 60.82/25.98  																											| From (559) and (225) follows:
% 60.82/25.98  																											| (15580) op(e0, e2) = all_0_8_8
% 60.82/25.98  																											|
% 60.82/25.98  																											+-Applying beta-rule and splitting (75), into two cases.
% 60.82/25.98  																											|-Branch one:
% 60.82/25.98  																											| (485) all_0_40_40 = e0
% 60.82/25.98  																											|
% 60.82/25.98  																												| Combining equations (313,485) yields a new equation:
% 60.82/25.98  																												| (391) e2 = e0
% 60.82/25.98  																												|
% 60.82/25.98  																												| Simplifying 391 yields:
% 60.82/25.98  																												| (330) e2 = e0
% 60.82/25.98  																												|
% 60.82/25.98  																												| Equations (330) can reduce 128 to:
% 60.82/25.98  																												| (266) $false
% 60.82/25.98  																												|
% 60.82/25.98  																												|-The branch is then unsatisfiable
% 60.82/25.98  																											|-Branch two:
% 60.82/25.98  																											| (1401)  ~ (all_0_40_40 = e0)
% 60.82/25.98  																											| (1748) all_0_44_44 = e0 | all_0_49_49 = e0 | all_0_58_58 = e0
% 60.82/25.98  																											|
% 60.82/25.98  																												+-Applying beta-rule and splitting (123), into two cases.
% 60.82/25.98  																												|-Branch one:
% 60.82/25.98  																												| (1794) all_0_46_46 = e2
% 60.82/25.98  																												|
% 60.82/25.98  																													| Equations (1794) can reduce 300 to:
% 60.82/25.98  																													| (266) $false
% 60.82/25.98  																													|
% 60.82/25.98  																													|-The branch is then unsatisfiable
% 60.82/25.98  																												|-Branch two:
% 60.82/25.98  																												| (300)  ~ (all_0_46_46 = e2)
% 60.82/25.98  																												| (1797) all_0_46_46 = e4 | all_0_46_46 = e3 | all_0_46_46 = e1 | all_0_46_46 = e0
% 60.82/25.98  																												|
% 60.82/25.98  																													+-Applying beta-rule and splitting (1748), into two cases.
% 60.82/25.98  																													|-Branch one:
% 60.82/25.98  																													| (1414) all_0_44_44 = e0
% 60.82/25.98  																													|
% 60.82/25.98  																														| Equations (1414) can reduce 360 to:
% 60.82/25.98  																														| (266) $false
% 60.82/25.98  																														|
% 60.82/25.98  																														|-The branch is then unsatisfiable
% 60.82/25.98  																													|-Branch two:
% 60.82/25.98  																													| (360)  ~ (all_0_44_44 = e0)
% 60.82/25.98  																													| (1760) all_0_49_49 = e0 | all_0_58_58 = e0
% 60.82/25.98  																													|
% 60.82/25.98  																														+-Applying beta-rule and splitting (1760), into two cases.
% 60.82/25.98  																														|-Branch one:
% 60.82/25.98  																														| (978) all_0_49_49 = e0
% 60.82/25.98  																														|
% 60.82/25.98  																															| Equations (978) can reduce 9 to:
% 60.82/25.98  																															| (360)  ~ (all_0_44_44 = e0)
% 60.82/25.98  																															|
% 60.82/25.98  																															| Equations (978) can reduce 208 to:
% 60.82/25.98  																															| (831)  ~ (all_0_46_46 = e0)
% 60.82/25.98  																															|
% 60.82/25.98  																															| Equations (978) can reduce 256 to:
% 60.82/25.98  																															| (401)  ~ (e4 = e0)
% 60.82/25.98  																															|
% 60.82/25.98  																															| Simplifying 401 yields:
% 60.82/25.98  																															| (49)  ~ (e4 = e0)
% 60.82/25.98  																															|
% 60.82/25.98  																															| From (978) and (129) follows:
% 60.82/25.98  																															| (2097) op(e0, e2) = all_0_20_20
% 60.82/25.98  																															|
% 60.82/25.98  																															| From (978) and (55) follows:
% 60.82/25.98  																															| (7585) op(e2, e0) = e0
% 60.82/25.98  																															|
% 60.82/25.98  																															+-Applying beta-rule and splitting (62), into two cases.
% 60.82/25.98  																															|-Branch one:
% 60.82/25.98  																															| (321) all_0_38_38 = e4
% 60.82/25.98  																															|
% 60.82/25.98  																																| Combining equations (329,321) yields a new equation:
% 60.82/25.98  																																| (397) e4 = e0
% 60.82/25.98  																																|
% 60.82/25.98  																																| Equations (397) can reduce 49 to:
% 60.82/25.98  																																| (266) $false
% 60.82/25.98  																																|
% 60.82/25.98  																																|-The branch is then unsatisfiable
% 60.82/25.98  																															|-Branch two:
% 60.82/25.98  																															| (325)  ~ (all_0_38_38 = e4)
% 60.82/25.98  																															| (582) all_0_41_41 = e4 | all_0_46_46 = e4 | all_0_50_50 = e4 | all_0_55_55 = e4
% 60.82/25.98  																															|
% 60.82/25.98  																																+-Applying beta-rule and splitting (582), into two cases.
% 60.82/25.98  																																|-Branch one:
% 60.82/25.98  																																| (437) all_0_41_41 = e4
% 60.82/25.98  																																|
% 60.82/25.98  																																	| Combining equations (403,437) yields a new equation:
% 60.82/25.98  																																	| (425) e4 = e3
% 60.82/25.98  																																	|
% 60.82/25.98  																																	| Equations (425) can reduce 188 to:
% 60.82/25.98  																																	| (266) $false
% 60.82/25.98  																																	|
% 60.82/25.98  																																	|-The branch is then unsatisfiable
% 60.82/25.98  																																|-Branch two:
% 60.82/25.98  																																| (440)  ~ (all_0_41_41 = e4)
% 60.82/25.98  																																| (769) all_0_46_46 = e4 | all_0_50_50 = e4 | all_0_55_55 = e4
% 60.82/25.98  																																|
% 60.82/25.98  																																	+-Applying beta-rule and splitting (769), into two cases.
% 60.82/25.98  																																	|-Branch one:
% 60.82/25.98  																																	| (770) all_0_46_46 = e4
% 60.82/25.98  																																	|
% 60.82/25.98  																																		| Equations (770) can reduce 250 to:
% 60.82/25.98  																																		| (266) $false
% 60.82/25.98  																																		|
% 60.82/25.98  																																		|-The branch is then unsatisfiable
% 60.82/25.98  																																	|-Branch two:
% 60.82/25.98  																																	| (250)  ~ (all_0_46_46 = e4)
% 60.82/25.98  																																	| (774) all_0_50_50 = e4 | all_0_55_55 = e4
% 60.82/25.98  																																	|
% 60.82/25.98  																																		+-Applying beta-rule and splitting (774), into two cases.
% 60.82/25.98  																																		|-Branch one:
% 60.82/25.98  																																		| (775) all_0_50_50 = e4
% 60.82/25.98  																																		|
% 60.82/25.98  																																			| Combining equations (378,775) yields a new equation:
% 60.82/25.98  																																			| (323) e4 = e2
% 60.82/25.98  																																			|
% 60.82/25.98  																																			| Equations (323) can reduce 48 to:
% 60.82/25.98  																																			| (266) $false
% 60.82/25.98  																																			|
% 60.82/25.98  																																			|-The branch is then unsatisfiable
% 60.82/25.98  																																		|-Branch two:
% 60.82/25.98  																																		| (566)  ~ (all_0_50_50 = e4)
% 60.82/25.98  																																		| (587) all_0_55_55 = e4
% 60.82/25.98  																																		|
% 60.82/25.98  																																			| Equations (587) can reduce 58 to:
% 60.82/25.98  																																			| (250)  ~ (all_0_46_46 = e4)
% 60.82/25.98  																																			|
% 60.82/25.98  																																			| From (587) and (68) follows:
% 60.82/25.98  																																			| (4717) op(e4, e0) = all_0_31_31
% 60.82/25.98  																																			|
% 60.82/25.98  																																			| From (587) and (74) follows:
% 60.82/25.98  																																			| (589) op(e0, e3) = e4
% 60.82/25.98  																																			|
% 60.82/25.98  																																			+-Applying beta-rule and splitting (108), into two cases.
% 60.82/25.98  																																			|-Branch one:
% 60.82/25.98  																																			| (624) all_0_58_58 = e2
% 60.82/25.98  																																			|
% 60.82/25.98  																																				| Equations (624) can reduce 908 to:
% 60.82/25.98  																																				| (266) $false
% 60.82/25.98  																																				|
% 60.82/25.98  																																				|-The branch is then unsatisfiable
% 60.82/25.98  																																			|-Branch two:
% 60.82/25.98  																																			| (908)  ~ (all_0_58_58 = e2)
% 60.82/25.98  																																			| (909) all_0_58_58 = e4 | all_0_58_58 = e3 | all_0_58_58 = e1 | all_0_58_58 = e0
% 60.82/25.98  																																			|
% 60.82/25.98  																																				+-Applying beta-rule and splitting (26), into two cases.
% 60.82/25.98  																																				|-Branch one:
% 60.82/25.98  																																				| (446) all_0_44_44 = e4
% 60.82/25.98  																																				|
% 60.82/25.98  																																					| Equations (446) can reduce 407 to:
% 60.82/25.98  																																					| (188)  ~ (e4 = e3)
% 60.82/25.98  																																					|
% 60.82/25.98  																																					| Equations (446) can reduce 639 to:
% 60.82/25.98  																																					| (110)  ~ (e4 = e1)
% 60.82/25.98  																																					|
% 60.82/25.98  																																					| From (446) and (70) follows:
% 60.82/25.98  																																					| (4645) op(e4, e0) = all_0_12_12
% 60.82/25.98  																																					|
% 60.82/25.98  																																					+-Applying beta-rule and splitting (18), into two cases.
% 60.82/25.98  																																					|-Branch one:
% 60.82/25.99  																																					| (453) all_0_41_41 = e1
% 60.82/25.99  																																					|
% 60.82/25.99  																																						| Combining equations (403,453) yields a new equation:
% 60.82/25.99  																																						| (454) e3 = e1
% 60.82/25.99  																																						|
% 60.82/25.99  																																						| Simplifying 454 yields:
% 60.82/25.99  																																						| (455) e3 = e1
% 60.82/25.99  																																						|
% 60.82/25.99  																																						| Equations (455) can reduce 213 to:
% 60.82/25.99  																																						| (266) $false
% 60.82/25.99  																																						|
% 60.82/25.99  																																						|-The branch is then unsatisfiable
% 60.82/25.99  																																					|-Branch two:
% 60.82/25.99  																																					| (457)  ~ (all_0_41_41 = e1)
% 60.82/25.99  																																					| (595) all_0_46_46 = e1 | all_0_50_50 = e1 | all_0_55_55 = e1
% 60.82/25.99  																																					|
% 60.82/25.99  																																						+-Applying beta-rule and splitting (595), into two cases.
% 60.82/25.99  																																						|-Branch one:
% 60.82/25.99  																																						| (545) all_0_46_46 = e1
% 60.82/25.99  																																						|
% 60.82/25.99  																																							| Equations (545) can reduce 250 to:
% 60.82/25.99  																																							| (602)  ~ (e4 = e1)
% 60.82/25.99  																																							|
% 60.82/25.99  																																							| Simplifying 602 yields:
% 60.82/25.99  																																							| (110)  ~ (e4 = e1)
% 60.82/25.99  																																							|
% 60.82/25.99  																																							| Equations (545) can reduce 409 to:
% 60.82/25.99  																																							| (467)  ~ (e3 = e1)
% 60.82/25.99  																																							|
% 60.82/25.99  																																							| Simplifying 467 yields:
% 60.82/25.99  																																							| (213)  ~ (e3 = e1)
% 60.82/25.99  																																							|
% 60.82/25.99  																																							| Equations (545) can reduce 300 to:
% 60.82/25.99  																																							| (604)  ~ (e2 = e1)
% 60.82/25.99  																																							|
% 60.82/25.99  																																							| Simplifying 604 yields:
% 60.82/25.99  																																							| (122)  ~ (e2 = e1)
% 60.82/25.99  																																							|
% 60.82/25.99  																																							| Equations (545) can reduce 831 to:
% 60.82/25.99  																																							| (233)  ~ (e1 = e0)
% 60.82/25.99  																																							|
% 60.82/25.99  																																							| From (545) and (33) follows:
% 60.82/25.99  																																							| (2104) op(e1, e3) = all_0_16_16
% 60.82/25.99  																																							|
% 60.82/25.99  																																							| From (545) and (120) follows:
% 60.82/25.99  																																							| (2105) op(e2, e3) = e1
% 60.82/25.99  																																							|
% 60.82/25.99  																																							+-Applying beta-rule and splitting (131), into two cases.
% 60.82/25.99  																																							|-Branch one:
% 60.82/25.99  																																							| (459) all_0_42_42 = e1
% 60.82/25.99  																																							|
% 60.82/25.99  																																								| Combining equations (559,459) yields a new equation:
% 60.82/25.99  																																								| (431) e1 = e0
% 60.82/25.99  																																								|
% 60.82/25.99  																																								| Equations (431) can reduce 233 to:
% 60.82/25.99  																																								| (266) $false
% 60.82/25.99  																																								|
% 60.82/25.99  																																								|-The branch is then unsatisfiable
% 60.82/25.99  																																							|-Branch two:
% 60.82/25.99  																																							| (1380)  ~ (all_0_42_42 = e1)
% 60.82/25.99  																																							| (3259) all_0_47_47 = e1 | all_0_51_51 = e1 | all_0_56_56 = e1
% 60.82/25.99  																																							|
% 60.82/25.99  																																								| Equations (559) can reduce 1380 to:
% 60.82/25.99  																																								| (435)  ~ (e1 = e0)
% 60.82/25.99  																																								|
% 60.82/25.99  																																								| Simplifying 435 yields:
% 60.82/25.99  																																								| (233)  ~ (e1 = e0)
% 60.82/25.99  																																								|
% 60.82/25.99  																																								+-Applying beta-rule and splitting (189), into two cases.
% 60.82/25.99  																																								|-Branch one:
% 60.82/25.99  																																								| (532) all_0_44_44 = e3
% 60.82/25.99  																																								|
% 60.82/25.99  																																									| Combining equations (446,532) yields a new equation:
% 60.82/25.99  																																									| (424) e4 = e3
% 60.82/25.99  																																									|
% 60.82/25.99  																																									| Simplifying 424 yields:
% 60.82/25.99  																																									| (425) e4 = e3
% 60.82/25.99  																																									|
% 60.82/25.99  																																									| Equations (425) can reduce 188 to:
% 60.82/25.99  																																									| (266) $false
% 60.82/25.99  																																									|
% 60.82/25.99  																																									|-The branch is then unsatisfiable
% 60.82/25.99  																																								|-Branch two:
% 60.82/25.99  																																								| (407)  ~ (all_0_44_44 = e3)
% 60.82/25.99  																																								| (537) all_0_49_49 = e3 | all_0_53_53 = e3 | all_0_58_58 = e3
% 60.82/25.99  																																								|
% 60.82/25.99  																																									| Equations (446) can reduce 407 to:
% 60.82/25.99  																																									| (188)  ~ (e4 = e3)
% 60.82/25.99  																																									|
% 60.82/25.99  																																									+-Applying beta-rule and splitting (216), into two cases.
% 60.82/25.99  																																									|-Branch one:
% 60.82/25.99  																																									| (629) all_0_55_55 = e1
% 60.82/25.99  																																									|
% 60.82/25.99  																																										| Combining equations (587,629) yields a new equation:
% 60.82/25.99  																																										| (636) e4 = e1
% 60.82/25.99  																																										|
% 60.82/25.99  																																										| Simplifying 636 yields:
% 60.82/25.99  																																										| (630) e4 = e1
% 60.82/25.99  																																										|
% 60.82/25.99  																																										| Equations (630) can reduce 110 to:
% 60.82/25.99  																																										| (266) $false
% 60.82/25.99  																																										|
% 60.82/25.99  																																										|-The branch is then unsatisfiable
% 60.82/25.99  																																									|-Branch two:
% 60.82/25.99  																																									| (632)  ~ (all_0_55_55 = e1)
% 60.82/25.99  																																									| (633) all_0_56_56 = e1 | all_0_57_57 = e1 | all_0_58_58 = e1
% 60.82/25.99  																																									|
% 60.82/25.99  																																										+-Applying beta-rule and splitting (633), into two cases.
% 60.82/25.99  																																										|-Branch one:
% 60.82/25.99  																																										| (1569) all_0_56_56 = e1
% 60.82/25.99  																																										|
% 60.82/25.99  																																											| Combining equations (833,1569) yields a new equation:
% 60.82/25.99  																																											| (616) e2 = e1
% 60.82/25.99  																																											|
% 60.82/25.99  																																											| Simplifying 616 yields:
% 60.82/25.99  																																											| (617) e2 = e1
% 60.82/25.99  																																											|
% 60.82/25.99  																																											| Equations (617) can reduce 122 to:
% 60.82/25.99  																																											| (266) $false
% 60.82/25.99  																																											|
% 60.82/25.99  																																											|-The branch is then unsatisfiable
% 60.82/25.99  																																										|-Branch two:
% 60.82/25.99  																																										| (466)  ~ (all_0_56_56 = e1)
% 60.82/25.99  																																										| (1574) all_0_57_57 = e1 | all_0_58_58 = e1
% 60.82/25.99  																																										|
% 60.82/25.99  																																											+-Applying beta-rule and splitting (78), into two cases.
% 60.82/25.99  																																											|-Branch one:
% 60.82/25.99  																																											| (423) all_0_45_45 = e3
% 60.82/25.99  																																											|
% 60.82/25.99  																																												| Combining equations (248,423) yields a new equation:
% 60.82/25.99  																																												| (424) e4 = e3
% 60.82/25.99  																																												|
% 60.82/25.99  																																												| Simplifying 424 yields:
% 60.82/25.99  																																												| (425) e4 = e3
% 60.82/25.99  																																												|
% 60.82/25.99  																																												| Equations (425) can reduce 188 to:
% 60.82/25.99  																																												| (266) $false
% 60.82/25.99  																																												|
% 60.82/25.99  																																												|-The branch is then unsatisfiable
% 60.82/25.99  																																											|-Branch two:
% 60.82/25.99  																																											| (427)  ~ (all_0_45_45 = e3)
% 60.82/25.99  																																											| (428) all_0_46_46 = e3 | all_0_47_47 = e3 | all_0_49_49 = e3
% 60.82/25.99  																																											|
% 60.82/25.99  																																												+-Applying beta-rule and splitting (428), into two cases.
% 60.82/25.99  																																												|-Branch one:
% 60.82/25.99  																																												| (1557) all_0_46_46 = e3
% 60.82/25.99  																																												|
% 60.82/25.99  																																													| Combining equations (1557,545) yields a new equation:
% 60.82/25.99  																																													| (454) e3 = e1
% 60.82/25.99  																																													|
% 60.82/25.99  																																													| Simplifying 454 yields:
% 60.82/25.99  																																													| (455) e3 = e1
% 60.82/25.99  																																													|
% 60.82/25.99  																																													| Equations (455) can reduce 213 to:
% 60.82/25.99  																																													| (266) $false
% 60.82/25.99  																																													|
% 60.82/25.99  																																													|-The branch is then unsatisfiable
% 60.82/25.99  																																												|-Branch two:
% 60.82/25.99  																																												| (409)  ~ (all_0_46_46 = e3)
% 60.82/25.99  																																												| (1561) all_0_47_47 = e3 | all_0_49_49 = e3
% 60.82/25.99  																																												|
% 60.82/25.99  																																													+-Applying beta-rule and splitting (1574), into two cases.
% 60.82/25.99  																																													|-Branch one:
% 60.82/25.99  																																													| (647) all_0_57_57 = e1
% 60.82/25.99  																																													|
% 60.82/25.99  																																														| Combining equations (647,875) yields a new equation:
% 60.82/25.99  																																														| (546) e1 = e0
% 60.82/25.99  																																														|
% 60.82/25.99  																																														| Simplifying 546 yields:
% 60.82/25.99  																																														| (431) e1 = e0
% 60.82/25.99  																																														|
% 60.82/25.99  																																														| Equations (431) can reduce 233 to:
% 60.82/25.99  																																														| (266) $false
% 60.82/25.99  																																														|
% 60.82/25.99  																																														|-The branch is then unsatisfiable
% 60.82/25.99  																																													|-Branch two:
% 60.82/25.99  																																													| (1670)  ~ (all_0_57_57 = e1)
% 60.82/25.99  																																													| (918) all_0_58_58 = e1
% 60.82/25.99  																																													|
% 60.82/25.99  																																														| Equations (918) can reduce 908 to:
% 60.82/25.99  																																														| (604)  ~ (e2 = e1)
% 60.82/25.99  																																														|
% 60.82/25.99  																																														| Simplifying 604 yields:
% 60.82/25.99  																																														| (122)  ~ (e2 = e1)
% 60.82/25.99  																																														|
% 60.82/25.99  																																														+-Applying beta-rule and splitting (160), into two cases.
% 60.82/25.99  																																														|-Branch one:
% 60.82/25.99  																																														| (601) all_0_50_50 = e1
% 60.82/25.99  																																														|
% 60.82/25.99  																																															| Combining equations (378,601) yields a new equation:
% 60.82/25.99  																																															| (616) e2 = e1
% 60.82/25.99  																																															|
% 60.82/25.99  																																															| Simplifying 616 yields:
% 60.82/25.99  																																															| (617) e2 = e1
% 60.82/25.99  																																															|
% 60.82/25.99  																																															| Equations (617) can reduce 122 to:
% 60.82/25.99  																																															| (266) $false
% 60.82/25.99  																																															|
% 60.82/25.99  																																															|-The branch is then unsatisfiable
% 60.82/25.99  																																														|-Branch two:
% 60.82/25.99  																																														| (759)  ~ (all_0_50_50 = e1)
% 60.82/25.99  																																														| (1168) all_0_51_51 = e1 | all_0_52_52 = e1 | all_0_53_53 = e1
% 60.82/25.99  																																														|
% 60.82/25.99  																																															+-Applying beta-rule and splitting (1561), into two cases.
% 60.82/25.99  																																															|-Branch one:
% 60.82/25.99  																																															| (522) all_0_47_47 = e3
% 60.82/25.99  																																															|
% 60.82/25.99  																																																| Equations (522) can reduce 224 to:
% 60.82/25.99  																																																| (1925)  ~ (all_0_51_51 = e3)
% 60.82/25.99  																																																|
% 60.82/25.99  																																																| Simplifying 1925 yields:
% 60.82/25.99  																																																| (664)  ~ (all_0_51_51 = e3)
% 60.82/25.99  																																																|
% 60.82/25.99  																																																| From (522) and (23) follows:
% 60.82/25.99  																																																| (531) op(e2, e2) = e3
% 60.82/25.99  																																																|
% 60.82/25.99  																																																+-Applying beta-rule and splitting (7), into two cases.
% 60.82/25.99  																																																|-Branch one:
% 60.82/25.99  																																																| (504) all_0_51_51 = e2
% 60.82/25.99  																																																|
% 60.82/25.99  																																																	| Equations (504) can reduce 1099 to:
% 60.82/25.99  																																																	| (266) $false
% 60.82/25.99  																																																	|
% 60.82/25.99  																																																	|-The branch is then unsatisfiable
% 60.82/25.99  																																																|-Branch two:
% 60.82/25.99  																																																| (1099)  ~ (all_0_51_51 = e2)
% 60.82/25.99  																																																| (1100) all_0_51_51 = e4 | all_0_51_51 = e3 | all_0_51_51 = e1
% 60.82/25.99  																																																|
% 60.82/25.99  																																																	+-Applying beta-rule and splitting (1168), into two cases.
% 60.82/25.99  																																																	|-Branch one:
% 60.82/25.99  																																																	| (1109) all_0_51_51 = e1
% 60.82/25.99  																																																	|
% 60.82/25.99  																																																		| Equations (1109) can reduce 664 to:
% 60.82/25.99  																																																		| (467)  ~ (e3 = e1)
% 60.82/25.99  																																																		|
% 60.82/25.99  																																																		| Simplifying 467 yields:
% 60.82/25.99  																																																		| (213)  ~ (e3 = e1)
% 60.82/25.99  																																																		|
% 60.82/25.99  																																																		| Equations (1109) can reduce 115 to:
% 60.82/25.99  																																																		| (233)  ~ (e1 = e0)
% 60.82/25.99  																																																		|
% 60.82/25.99  																																																		+-Applying beta-rule and splitting (418), into two cases.
% 60.82/25.99  																																																		|-Branch one:
% 60.82/25.99  																																																		| (660) all_0_51_51 = e3
% 60.82/25.99  																																																		|
% 60.82/25.99  																																																			| Combining equations (1109,660) yields a new equation:
% 60.82/25.99  																																																			| (455) e3 = e1
% 60.82/25.99  																																																			|
% 60.82/25.99  																																																			| Equations (455) can reduce 213 to:
% 60.82/25.99  																																																			| (266) $false
% 60.82/25.99  																																																			|
% 60.82/25.99  																																																			|-The branch is then unsatisfiable
% 60.82/25.99  																																																		|-Branch two:
% 60.82/25.99  																																																		| (664)  ~ (all_0_51_51 = e3)
% 60.82/25.99  																																																		| (665) all_0_53_53 = e3
% 60.82/25.99  																																																		|
% 60.82/25.99  																																																			| From (665) and (92) follows:
% 60.82/25.99  																																																			| (53650) op(e3, e1) = all_0_27_27
% 60.82/25.99  																																																			|
% 60.82/25.99  																																																			| From (665) and (84) follows:
% 60.82/25.99  																																																			| (3786) op(e1, e0) = e3
% 60.82/25.99  																																																			|
% 60.82/25.99  																																																			| Instantiating formula (29) with e4, e0, all_0_12_12, e2 and discharging atoms op(e4, e0) = all_0_12_12, op(e4, e0) = e2, yields:
% 60.82/25.99  																																																			| (52202) all_0_12_12 = e2
% 60.82/25.99  																																																			|
% 60.82/25.99  																																																			| Instantiating formula (29) with e4, e0, all_0_31_31, all_0_12_12 and discharging atoms op(e4, e0) = all_0_12_12, op(e4, e0) = all_0_31_31, yields:
% 60.82/25.99  																																																			| (52203) all_0_12_12 = all_0_31_31
% 60.82/25.99  																																																			|
% 60.82/25.99  																																																			| Instantiating formula (29) with e3, e1, all_0_27_27, e1 and discharging atoms op(e3, e1) = all_0_27_27, op(e3, e1) = e1, yields:
% 60.82/26.00  																																																			| (53654) all_0_27_27 = e1
% 60.82/26.00  																																																			|
% 60.82/26.00  																																																			| Instantiating formula (29) with e1, e3, all_0_16_16, e2 and discharging atoms op(e1, e3) = all_0_16_16, op(e1, e3) = e2, yields:
% 60.82/26.00  																																																			| (9639) all_0_16_16 = e2
% 60.82/26.00  																																																			|
% 60.82/26.00  																																																			| Instantiating formula (29) with e0, e3, e4, all_0_7_7 and discharging atoms op(e0, e3) = all_0_7_7, op(e0, e3) = e4, yields:
% 60.82/26.00  																																																			| (15433) all_0_7_7 = e4
% 60.82/26.00  																																																			|
% 60.82/26.00  																																																			| Instantiating formula (29) with e0, e2, all_0_8_8, e2 and discharging atoms op(e0, e2) = all_0_8_8, op(e0, e2) = e2, yields:
% 60.82/26.00  																																																			| (15601) all_0_8_8 = e2
% 60.82/26.00  																																																			|
% 60.82/26.00  																																																			| Instantiating formula (29) with e0, e2, all_0_20_20, all_0_8_8 and discharging atoms op(e0, e2) = all_0_8_8, op(e0, e2) = all_0_20_20, yields:
% 60.82/26.00  																																																			| (5711) all_0_8_8 = all_0_20_20
% 60.82/26.00  																																																			|
% 60.82/26.00  																																																			| Combining equations (15601,5711) yields a new equation:
% 60.82/26.00  																																																			| (684) all_0_20_20 = e2
% 60.82/26.00  																																																			|
% 60.88/26.00  																																																			| Combining equations (52203,52202) yields a new equation:
% 60.88/26.00  																																																			| (53660) all_0_31_31 = e2
% 60.88/26.00  																																																			|
% 60.88/26.00  																																																			| Simplifying 53660 yields:
% 60.88/26.00  																																																			| (5159) all_0_31_31 = e2
% 60.88/26.00  																																																			|
% 60.88/26.00  																																																			| From (5159) and (4717) follows:
% 60.88/26.00  																																																			| (44178) op(e4, e0) = e2
% 60.88/26.00  																																																			|
% 60.88/26.00  																																																			| From (53654) and (53650) follows:
% 60.88/26.01  																																																			| (13877) op(e3, e1) = e1
% 60.88/26.01  																																																			|
% 60.88/26.01  																																																			| From (9639) and (2104) follows:
% 60.88/26.01  																																																			| (26152) op(e1, e3) = e2
% 60.88/26.01  																																																			|
% 60.88/26.01  																																																			| From (15433) and (15579) follows:
% 60.88/26.01  																																																			| (589) op(e0, e3) = e4
% 60.88/26.01  																																																			|
% 60.88/26.01  																																																			| From (684) and (2097) follows:
% 60.88/26.01  																																																			| (1508) op(e0, e2) = e2
% 60.88/26.01  																																																			|
% 60.88/26.01  																																																			+-Applying beta-rule and splitting (56), into two cases.
% 60.88/26.01  																																																			|-Branch one:
% 60.88/26.01  																																																			| (696) unit = e2
% 60.88/26.01  																																																			|
% 60.88/26.01  																																																				| From (696) and (24) follows:
% 60.88/26.01  																																																				| (697) op(e2, e3) = e3
% 60.88/26.01  																																																				|
% 60.88/26.01  																																																				| From (696) and (32) follows:
% 60.88/26.01  																																																				| (698) op(e2, e2) = e2
% 60.88/26.01  																																																				|
% 60.88/26.01  																																																				| From (696) and (42) follows:
% 60.88/26.01  																																																				| (1613) op(e0, e2) = e0
% 60.88/26.01  																																																				|
% 60.88/26.01  																																																				| Instantiating formula (29) with e2, e3, e3, e1 and discharging atoms op(e2, e3) = e3, op(e2, e3) = e1, yields:
% 60.88/26.01  																																																				| (455) e3 = e1
% 60.88/26.01  																																																				|
% 60.88/26.01  																																																				| Instantiating formula (29) with e2, e2, e2, e3 and discharging atoms op(e2, e2) = e3, op(e2, e2) = e2, yields:
% 60.88/26.01  																																																				| (662) e3 = e2
% 60.88/26.01  																																																				|
% 60.88/26.01  																																																				| Instantiating formula (29) with e0, e2, e0, e2 and discharging atoms op(e0, e2) = e2, op(e0, e2) = e0, yields:
% 60.88/26.01  																																																				| (330) e2 = e0
% 60.88/26.01  																																																				|
% 60.88/26.01  																																																				| Combining equations (662,455) yields a new equation:
% 60.88/26.01  																																																				| (616) e2 = e1
% 60.88/26.01  																																																				|
% 60.88/26.01  																																																				| Simplifying 616 yields:
% 60.88/26.01  																																																				| (617) e2 = e1
% 60.88/26.01  																																																				|
% 60.88/26.01  																																																				| Combining equations (617,330) yields a new equation:
% 60.88/26.01  																																																				| (546) e1 = e0
% 60.88/26.01  																																																				|
% 60.88/26.01  																																																				| Simplifying 546 yields:
% 60.88/26.01  																																																				| (431) e1 = e0
% 60.88/26.01  																																																				|
% 60.88/26.01  																																																				| Equations (431) can reduce 233 to:
% 60.88/26.01  																																																				| (266) $false
% 60.88/26.01  																																																				|
% 60.88/26.01  																																																				|-The branch is then unsatisfiable
% 60.88/26.01  																																																			|-Branch two:
% 60.88/26.01  																																																			| (707)  ~ (unit = e2)
% 60.88/26.01  																																																			| (708) unit = e4 | unit = e3 | unit = e1 | unit = e0
% 60.88/26.01  																																																			|
% 60.88/26.01  																																																				+-Applying beta-rule and splitting (708), into two cases.
% 60.88/26.01  																																																				|-Branch one:
% 60.88/26.01  																																																				| (709) unit = e4
% 60.88/26.01  																																																				|
% 60.88/26.01  																																																					| From (709) and (211) follows:
% 60.88/26.01  																																																					| (22527) op(e4, e1) = e1
% 60.88/26.01  																																																					|
% 60.88/26.01  																																																					| From (709) and (209) follows:
% 60.88/26.01  																																																					| (3072) op(e4, e0) = e0
% 60.88/26.01  																																																					|
% 60.88/26.01  																																																					| From (709) and (40) follows:
% 60.88/26.01  																																																					| (711) op(e3, e4) = e3
% 60.88/26.01  																																																					|
% 60.88/26.01  																																																					| Instantiating formula (29) with e4, e1, e1, e3 and discharging atoms op(e4, e1) = e3, op(e4, e1) = e1, yields:
% 60.88/26.01  																																																					| (455) e3 = e1
% 60.88/26.01  																																																					|
% 60.88/26.01  																																																					| Instantiating formula (29) with e4, e0, e0, e2 and discharging atoms op(e4, e0) = e2, op(e4, e0) = e0, yields:
% 60.88/26.01  																																																					| (330) e2 = e0
% 60.88/26.01  																																																					|
% 60.88/26.01  																																																					| Instantiating formula (29) with e3, e4, e3, e2 and discharging atoms op(e3, e4) = e3, op(e3, e4) = e2, yields:
% 60.88/26.01  																																																					| (662) e3 = e2
% 60.88/26.01  																																																					|
% 60.88/26.01  																																																					| Combining equations (662,455) yields a new equation:
% 60.88/26.01  																																																					| (616) e2 = e1
% 60.88/26.01  																																																					|
% 60.88/26.01  																																																					| Simplifying 616 yields:
% 60.88/26.01  																																																					| (617) e2 = e1
% 60.88/26.01  																																																					|
% 60.88/26.01  																																																					| Combining equations (330,617) yields a new equation:
% 60.88/26.01  																																																					| (431) e1 = e0
% 60.88/26.01  																																																					|
% 60.88/26.01  																																																					| Equations (431) can reduce 233 to:
% 60.88/26.01  																																																					| (266) $false
% 60.88/26.01  																																																					|
% 60.88/26.01  																																																					|-The branch is then unsatisfiable
% 60.88/26.01  																																																				|-Branch two:
% 60.88/26.01  																																																				| (724)  ~ (unit = e4)
% 60.88/26.01  																																																				| (725) unit = e3 | unit = e1 | unit = e0
% 60.88/26.01  																																																				|
% 60.88/26.01  																																																					+-Applying beta-rule and splitting (725), into two cases.
% 60.88/26.01  																																																					|-Branch one:
% 60.88/26.01  																																																					| (726) unit = e0
% 60.88/26.01  																																																					|
% 60.88/26.01  																																																						| From (726) and (24) follows:
% 60.88/26.01  																																																						| (2208) op(e0, e3) = e3
% 60.88/26.01  																																																						|
% 60.88/26.01  																																																						| From (726) and (227) follows:
% 60.88/26.01  																																																						| (3205) op(e4, e0) = e4
% 60.88/26.01  																																																						|
% 60.88/26.01  																																																						| From (726) and (32) follows:
% 60.88/26.01  																																																						| (727) op(e2, e0) = e2
% 60.88/26.01  																																																						|
% 60.88/26.01  																																																						| From (726) and (28) follows:
% 60.88/26.01  																																																						| (2698) op(e1, e0) = e1
% 60.88/26.01  																																																						|
% 60.88/26.01  																																																						| Instantiating formula (29) with e4, e0, e4, e2 and discharging atoms op(e4, e0) = e4, op(e4, e0) = e2, yields:
% 60.88/26.01  																																																						| (323) e4 = e2
% 60.88/26.01  																																																						|
% 60.88/26.01  																																																						| Instantiating formula (29) with e2, e0, e2, e0 and discharging atoms op(e2, e0) = e2, op(e2, e0) = e0, yields:
% 60.88/26.01  																																																						| (330) e2 = e0
% 60.88/26.01  																																																						|
% 60.88/26.01  																																																						| Instantiating formula (29) with e1, e0, e1, e3 and discharging atoms op(e1, e0) = e3, op(e1, e0) = e1, yields:
% 60.88/26.01  																																																						| (455) e3 = e1
% 60.88/26.01  																																																						|
% 60.88/26.01  																																																						| Instantiating formula (29) with e0, e3, e3, e4 and discharging atoms op(e0, e3) = e4, op(e0, e3) = e3, yields:
% 60.88/26.01  																																																						| (425) e4 = e3
% 60.88/26.01  																																																						|
% 60.88/26.01  																																																						| Combining equations (323,425) yields a new equation:
% 60.88/26.01  																																																						| (662) e3 = e2
% 60.88/26.01  																																																						|
% 60.88/26.01  																																																						| Combining equations (662,455) yields a new equation:
% 60.88/26.01  																																																						| (616) e2 = e1
% 60.88/26.01  																																																						|
% 60.88/26.01  																																																						| Simplifying 616 yields:
% 60.88/26.01  																																																						| (617) e2 = e1
% 60.88/26.01  																																																						|
% 60.88/26.01  																																																						| Combining equations (617,330) yields a new equation:
% 60.88/26.01  																																																						| (546) e1 = e0
% 60.88/26.01  																																																						|
% 60.88/26.01  																																																						| Simplifying 546 yields:
% 60.88/26.01  																																																						| (431) e1 = e0
% 60.88/26.01  																																																						|
% 60.88/26.01  																																																						| Equations (431) can reduce 233 to:
% 60.88/26.01  																																																						| (266) $false
% 60.88/26.01  																																																						|
% 60.88/26.01  																																																						|-The branch is then unsatisfiable
% 60.88/26.01  																																																					|-Branch two:
% 60.88/26.01  																																																					| (734)  ~ (unit = e0)
% 60.88/26.01  																																																					| (735) unit = e3 | unit = e1
% 60.88/26.01  																																																					|
% 60.88/26.01  																																																						+-Applying beta-rule and splitting (735), into two cases.
% 60.88/26.01  																																																						|-Branch one:
% 60.88/26.01  																																																						| (736) unit = e1
% 60.88/26.01  																																																						|
% 60.88/26.01  																																																							| Equations (736) can reduce 734 to:
% 60.88/26.01  																																																							| (233)  ~ (e1 = e0)
% 60.88/26.01  																																																							|
% 60.88/26.01  																																																							| From (736) and (244) follows:
% 60.88/26.01  																																																							| (738) op(e1, e4) = e4
% 60.88/26.01  																																																							|
% 60.88/26.01  																																																							| From (736) and (227) follows:
% 60.88/26.01  																																																							| (739) op(e4, e1) = e4
% 60.88/26.01  																																																							|
% 60.88/26.01  																																																							| From (736) and (40) follows:
% 60.88/26.01  																																																							| (1652) op(e3, e1) = e3
% 60.88/26.01  																																																							|
% 60.88/26.01  																																																							| Instantiating formula (29) with e4, e1, e4, e3 and discharging atoms op(e4, e1) = e4, op(e4, e1) = e3, yields:
% 60.88/26.01  																																																							| (425) e4 = e3
% 60.88/26.01  																																																							|
% 60.88/26.01  																																																							| Instantiating formula (29) with e3, e1, e3, e1 and discharging atoms op(e3, e1) = e3, op(e3, e1) = e1, yields:
% 60.88/26.01  																																																							| (455) e3 = e1
% 60.88/26.01  																																																							|
% 60.88/26.01  																																																							| Instantiating formula (29) with e1, e4, e4, e0 and discharging atoms op(e1, e4) = e4, op(e1, e4) = e0, yields:
% 60.88/26.01  																																																							| (397) e4 = e0
% 60.88/26.01  																																																							|
% 60.88/26.01  																																																							| Combining equations (425,397) yields a new equation:
% 60.88/26.01  																																																							| (675) e3 = e0
% 60.88/26.01  																																																							|
% 60.88/26.01  																																																							| Simplifying 675 yields:
% 60.88/26.01  																																																							| (676) e3 = e0
% 60.88/26.01  																																																							|
% 60.88/26.01  																																																							| Combining equations (676,455) yields a new equation:
% 60.88/26.01  																																																							| (431) e1 = e0
% 60.88/26.01  																																																							|
% 60.88/26.01  																																																							| Equations (431) can reduce 233 to:
% 60.88/26.01  																																																							| (266) $false
% 60.88/26.01  																																																							|
% 60.88/26.01  																																																							|-The branch is then unsatisfiable
% 60.88/26.01  																																																						|-Branch two:
% 60.88/26.01  																																																						| (748)  ~ (unit = e1)
% 60.88/26.01  																																																						| (749) unit = e3
% 60.88/26.01  																																																						|
% 60.88/26.01  																																																							| From (749) and (244) follows:
% 60.88/26.01  																																																							| (750) op(e3, e4) = e4
% 60.88/26.01  																																																							|
% 60.88/26.01  																																																							| From (749) and (28) follows:
% 60.88/26.01  																																																							| (2235) op(e1, e3) = e1
% 60.88/26.01  																																																							|
% 60.88/26.01  																																																							| From (749) and (42) follows:
% 60.88/26.01  																																																							| (752) op(e0, e3) = e0
% 60.88/26.01  																																																							|
% 60.88/26.01  																																																							| Instantiating formula (29) with e3, e4, e4, e2 and discharging atoms op(e3, e4) = e4, op(e3, e4) = e2, yields:
% 60.88/26.01  																																																							| (323) e4 = e2
% 60.88/26.01  																																																							|
% 60.88/26.01  																																																							| Instantiating formula (29) with e1, e3, e1, e2 and discharging atoms op(e1, e3) = e2, op(e1, e3) = e1, yields:
% 60.88/26.01  																																																							| (617) e2 = e1
% 60.88/26.01  																																																							|
% 60.88/26.01  																																																							| Instantiating formula (29) with e0, e3, e0, e4 and discharging atoms op(e0, e3) = e4, op(e0, e3) = e0, yields:
% 60.88/26.01  																																																							| (397) e4 = e0
% 60.88/26.01  																																																							|
% 60.88/26.01  																																																							| Combining equations (397,323) yields a new equation:
% 60.88/26.01  																																																							| (330) e2 = e0
% 60.88/26.01  																																																							|
% 60.88/26.01  																																																							| Combining equations (617,330) yields a new equation:
% 60.88/26.01  																																																							| (546) e1 = e0
% 60.88/26.01  																																																							|
% 60.88/26.01  																																																							| Simplifying 546 yields:
% 60.88/26.01  																																																							| (431) e1 = e0
% 60.88/26.01  																																																							|
% 60.88/26.01  																																																							| Equations (431) can reduce 233 to:
% 60.88/26.01  																																																							| (266) $false
% 60.88/26.01  																																																							|
% 60.88/26.01  																																																							|-The branch is then unsatisfiable
% 60.88/26.01  																																																	|-Branch two:
% 60.88/26.01  																																																	| (464)  ~ (all_0_51_51 = e1)
% 60.88/26.01  																																																	| (1202) all_0_52_52 = e1 | all_0_53_53 = e1
% 60.88/26.01  																																																	|
% 60.88/26.01  																																																		+-Applying beta-rule and splitting (418), into two cases.
% 60.88/26.01  																																																		|-Branch one:
% 60.88/26.01  																																																		| (660) all_0_51_51 = e3
% 60.88/26.01  																																																		|
% 60.88/26.01  																																																			| Equations (660) can reduce 664 to:
% 60.88/26.01  																																																			| (266) $false
% 60.88/26.01  																																																			|
% 60.88/26.01  																																																			|-The branch is then unsatisfiable
% 60.88/26.01  																																																		|-Branch two:
% 60.88/26.01  																																																		| (664)  ~ (all_0_51_51 = e3)
% 60.88/26.01  																																																		| (665) all_0_53_53 = e3
% 60.88/26.01  																																																		|
% 60.88/26.01  																																																			| Equations (665) can reduce 6 to:
% 60.88/26.01  																																																			| (664)  ~ (all_0_51_51 = e3)
% 60.88/26.01  																																																			|
% 60.88/26.01  																																																			+-Applying beta-rule and splitting (1100), into two cases.
% 60.88/26.01  																																																			|-Branch one:
% 60.88/26.01  																																																			| (1101) all_0_51_51 = e4
% 60.88/26.01  																																																			|
% 60.88/26.01  																																																				| Equations (1101) can reduce 475 to:
% 60.88/26.01  																																																				| (266) $false
% 60.88/26.01  																																																				|
% 60.88/26.01  																																																				|-The branch is then unsatisfiable
% 60.88/26.01  																																																			|-Branch two:
% 60.88/26.01  																																																			| (475)  ~ (all_0_51_51 = e4)
% 60.88/26.01  																																																			| (1104) all_0_51_51 = e3 | all_0_51_51 = e1
% 60.88/26.01  																																																			|
% 60.88/26.01  																																																				+-Applying beta-rule and splitting (1104), into two cases.
% 60.88/26.01  																																																				|-Branch one:
% 60.88/26.01  																																																				| (1109) all_0_51_51 = e1
% 60.88/26.01  																																																				|
% 60.88/26.01  																																																					| Equations (1109) can reduce 464 to:
% 60.88/26.01  																																																					| (266) $false
% 60.88/26.01  																																																					|
% 60.88/26.01  																																																					|-The branch is then unsatisfiable
% 60.88/26.01  																																																				|-Branch two:
% 60.88/26.01  																																																				| (464)  ~ (all_0_51_51 = e1)
% 60.88/26.01  																																																				| (660) all_0_51_51 = e3
% 60.88/26.01  																																																				|
% 60.88/26.01  																																																					| Equations (660) can reduce 664 to:
% 60.88/26.01  																																																					| (266) $false
% 60.88/26.01  																																																					|
% 60.88/26.01  																																																					|-The branch is then unsatisfiable
% 60.88/26.01  																																															|-Branch two:
% 60.88/26.01  																																															| (1091)  ~ (all_0_47_47 = e3)
% 60.88/26.01  																																															| (884) all_0_49_49 = e3
% 60.88/26.01  																																															|
% 60.88/26.01  																																																| Combining equations (978,884) yields a new equation:
% 60.88/26.01  																																																| (676) e3 = e0
% 60.88/26.01  																																																|
% 60.88/26.01  																																																| Equations (676) can reduce 80 to:
% 60.88/26.01  																																																| (266) $false
% 60.88/26.01  																																																|
% 60.88/26.01  																																																|-The branch is then unsatisfiable
% 60.88/26.02  																																						|-Branch two:
% 60.88/26.02  																																						| (549)  ~ (all_0_46_46 = e1)
% 60.88/26.02  																																						| (600) all_0_50_50 = e1 | all_0_55_55 = e1
% 60.88/26.02  																																						|
% 60.88/26.02  																																							+-Applying beta-rule and splitting (600), into two cases.
% 60.88/26.02  																																							|-Branch one:
% 60.88/26.02  																																							| (601) all_0_50_50 = e1
% 60.88/26.02  																																							|
% 60.88/26.02  																																								| Combining equations (601,378) yields a new equation:
% 60.88/26.02  																																								| (617) e2 = e1
% 60.88/26.02  																																								|
% 60.88/26.02  																																								| Equations (617) can reduce 122 to:
% 60.88/26.02  																																								| (266) $false
% 60.88/26.02  																																								|
% 60.88/26.02  																																								|-The branch is then unsatisfiable
% 60.88/26.02  																																							|-Branch two:
% 60.88/26.02  																																							| (759)  ~ (all_0_50_50 = e1)
% 60.88/26.02  																																							| (629) all_0_55_55 = e1
% 60.88/26.02  																																							|
% 60.88/26.02  																																								| Combining equations (587,629) yields a new equation:
% 60.88/26.02  																																								| (636) e4 = e1
% 60.88/26.02  																																								|
% 60.88/26.02  																																								| Simplifying 636 yields:
% 60.88/26.02  																																								| (630) e4 = e1
% 60.88/26.02  																																								|
% 60.88/26.02  																																								| Equations (630) can reduce 110 to:
% 60.88/26.02  																																								| (266) $false
% 60.88/26.02  																																								|
% 60.88/26.02  																																								|-The branch is then unsatisfiable
% 60.88/26.02  																																				|-Branch two:
% 60.88/26.02  																																				| (1390)  ~ (all_0_44_44 = e4)
% 60.88/26.02  																																				| (1391) all_0_44_44 = e3 | all_0_44_44 = e1 | all_0_44_44 = e0
% 60.88/26.02  																																				|
% 60.88/26.02  																																					+-Applying beta-rule and splitting (189), into two cases.
% 60.88/26.02  																																					|-Branch one:
% 60.88/26.02  																																					| (532) all_0_44_44 = e3
% 60.88/26.02  																																					|
% 60.88/26.02  																																						| Equations (532) can reduce 407 to:
% 60.88/26.02  																																						| (266) $false
% 60.88/26.02  																																						|
% 60.88/26.02  																																						|-The branch is then unsatisfiable
% 60.88/26.02  																																					|-Branch two:
% 60.88/26.02  																																					| (407)  ~ (all_0_44_44 = e3)
% 60.88/26.02  																																					| (537) all_0_49_49 = e3 | all_0_53_53 = e3 | all_0_58_58 = e3
% 60.88/26.02  																																					|
% 60.88/26.02  																																						+-Applying beta-rule and splitting (537), into two cases.
% 60.88/26.02  																																						|-Branch one:
% 60.88/26.02  																																						| (884) all_0_49_49 = e3
% 60.88/26.02  																																						|
% 60.88/26.02  																																							| Combining equations (978,884) yields a new equation:
% 60.88/26.02  																																							| (676) e3 = e0
% 60.88/26.02  																																							|
% 60.88/26.02  																																							| Equations (676) can reduce 80 to:
% 60.88/26.02  																																							| (266) $false
% 60.88/26.02  																																							|
% 60.88/26.02  																																							|-The branch is then unsatisfiable
% 60.88/26.02  																																						|-Branch two:
% 60.88/26.02  																																						| (525)  ~ (all_0_49_49 = e3)
% 60.88/26.02  																																						| (887) all_0_53_53 = e3 | all_0_58_58 = e3
% 60.88/26.02  																																						|
% 60.88/26.02  																																							+-Applying beta-rule and splitting (887), into two cases.
% 60.88/26.02  																																							|-Branch one:
% 60.88/26.02  																																							| (665) all_0_53_53 = e3
% 60.88/26.02  																																							|
% 60.88/26.02  																																								| Equations (665) can reduce 220 to:
% 60.88/26.02  																																								| (407)  ~ (all_0_44_44 = e3)
% 60.88/26.02  																																								|
% 60.88/26.02  																																								+-Applying beta-rule and splitting (112), into two cases.
% 60.88/26.02  																																								|-Branch one:
% 60.88/26.02  																																								| (635) all_0_44_44 = e1
% 60.88/26.02  																																								|
% 60.88/26.02  																																									| Equations (635) can reduce 639 to:
% 60.88/26.02  																																									| (266) $false
% 60.88/26.02  																																									|
% 60.88/26.02  																																									|-The branch is then unsatisfiable
% 60.88/26.02  																																								|-Branch two:
% 60.88/26.02  																																								| (639)  ~ (all_0_44_44 = e1)
% 60.88/26.02  																																								| (640) all_0_49_49 = e1 | all_0_53_53 = e1 | all_0_58_58 = e1
% 60.88/26.02  																																								|
% 60.88/26.02  																																									+-Applying beta-rule and splitting (1391), into two cases.
% 60.88/26.02  																																									|-Branch one:
% 60.88/26.02  																																									| (1414) all_0_44_44 = e0
% 60.88/26.02  																																									|
% 60.88/26.02  																																										| Equations (1414) can reduce 360 to:
% 60.88/26.02  																																										| (266) $false
% 60.88/26.02  																																										|
% 60.88/26.02  																																										|-The branch is then unsatisfiable
% 60.88/26.02  																																									|-Branch two:
% 60.88/26.02  																																									| (360)  ~ (all_0_44_44 = e0)
% 60.88/26.02  																																									| (1417) all_0_44_44 = e3 | all_0_44_44 = e1
% 60.88/26.02  																																									|
% 60.88/26.02  																																										+-Applying beta-rule and splitting (1417), into two cases.
% 60.88/26.02  																																										|-Branch one:
% 60.88/26.02  																																										| (635) all_0_44_44 = e1
% 60.88/26.02  																																										|
% 60.88/26.02  																																											| Equations (635) can reduce 639 to:
% 60.88/26.02  																																											| (266) $false
% 60.88/26.02  																																											|
% 60.88/26.02  																																											|-The branch is then unsatisfiable
% 60.88/26.02  																																										|-Branch two:
% 60.88/26.02  																																										| (639)  ~ (all_0_44_44 = e1)
% 60.88/26.02  																																										| (532) all_0_44_44 = e3
% 60.88/26.02  																																										|
% 60.88/26.02  																																											| Equations (532) can reduce 407 to:
% 60.88/26.02  																																											| (266) $false
% 60.88/26.02  																																											|
% 60.88/26.02  																																											|-The branch is then unsatisfiable
% 60.88/26.02  																																							|-Branch two:
% 60.88/26.02  																																							| (903)  ~ (all_0_53_53 = e3)
% 60.88/26.02  																																							| (795) all_0_58_58 = e3
% 60.88/26.02  																																							|
% 60.88/26.02  																																								| Equations (795) can reduce 276 to:
% 60.88/26.02  																																								| (266) $false
% 60.88/26.02  																																								|
% 60.88/26.02  																																								|-The branch is then unsatisfiable
% 60.88/26.02  																														|-Branch two:
% 60.88/26.02  																														| (487)  ~ (all_0_49_49 = e0)
% 60.88/26.02  																														| (914) all_0_58_58 = e0
% 60.88/26.02  																														|
% 60.88/26.02  																															| Equations (914) can reduce 491 to:
% 60.88/26.02  																															| (266) $false
% 60.88/26.02  																															|
% 60.88/26.02  																															|-The branch is then unsatisfiable
% 60.88/26.02  																										|-Branch two:
% 60.88/26.02  																										| (358)  ~ (all_0_42_42 = e0)
% 60.88/26.02  																										| (2510) all_0_42_42 = e3 | all_0_42_42 = e1
% 60.88/26.02  																										|
% 60.88/26.02  																											+-Applying beta-rule and splitting (2510), into two cases.
% 60.88/26.02  																											|-Branch one:
% 60.88/26.02  																											| (459) all_0_42_42 = e1
% 60.88/26.02  																											|
% 60.88/26.02  																												| Equations (459) can reduce 1380 to:
% 60.88/26.02  																												| (266) $false
% 60.88/26.02  																												|
% 60.88/26.02  																												|-The branch is then unsatisfiable
% 60.88/26.02  																											|-Branch two:
% 60.88/26.02  																											| (1380)  ~ (all_0_42_42 = e1)
% 60.88/26.02  																											| (516) all_0_42_42 = e3
% 60.88/26.02  																											|
% 60.88/26.02  																												| Equations (516) can reduce 405 to:
% 60.88/26.02  																												| (266) $false
% 60.88/26.02  																												|
% 60.88/26.02  																												|-The branch is then unsatisfiable
% 60.88/26.02  																							|-Branch two:
% 60.88/26.02  																							| (1898)  ~ (all_0_41_41 = e3)
% 60.88/26.02  																							| (1923) all_0_46_46 = e3 | all_0_50_50 = e3 | all_0_55_55 = e3
% 60.88/26.02  																							|
% 60.88/26.02  																								+-Applying beta-rule and splitting (1923), into two cases.
% 60.88/26.02  																								|-Branch one:
% 60.88/26.02  																								| (1557) all_0_46_46 = e3
% 60.88/26.02  																								|
% 60.88/26.02  																									| Equations (1557) can reduce 43 to:
% 60.88/26.02  																									| (1898)  ~ (all_0_41_41 = e3)
% 60.88/26.02  																									|
% 60.88/26.02  																									| Equations (1557) can reduce 19 to:
% 60.88/26.02  																									| (2538)  ~ (all_0_47_47 = e3)
% 60.88/26.02  																									|
% 60.88/26.02  																									| Simplifying 2538 yields:
% 60.88/26.02  																									| (1091)  ~ (all_0_47_47 = e3)
% 60.88/26.02  																									|
% 60.88/26.02  																									| Equations (1557) can reduce 300 to:
% 60.88/26.02  																									| (212)  ~ (e3 = e2)
% 60.88/26.02  																									|
% 60.88/26.02  																									| Equations (1557) can reduce 831 to:
% 60.88/26.02  																									| (80)  ~ (e3 = e0)
% 60.88/26.02  																									|
% 60.88/26.02  																									| From (1557) and (33) follows:
% 60.88/26.02  																									| (3526) op(e3, e3) = all_0_16_16
% 60.88/26.02  																									|
% 60.88/26.02  																									+-Applying beta-rule and splitting (18), into two cases.
% 60.88/26.02  																									|-Branch one:
% 60.88/26.02  																									| (453) all_0_41_41 = e1
% 60.88/26.02  																									|
% 60.88/26.02  																										| Equations (453) can reduce 457 to:
% 60.88/26.02  																										| (266) $false
% 60.88/26.02  																										|
% 60.88/26.02  																										|-The branch is then unsatisfiable
% 60.88/26.02  																									|-Branch two:
% 60.88/26.02  																									| (457)  ~ (all_0_41_41 = e1)
% 60.88/26.02  																									| (595) all_0_46_46 = e1 | all_0_50_50 = e1 | all_0_55_55 = e1
% 60.88/26.02  																									|
% 60.88/26.02  																										+-Applying beta-rule and splitting (27), into two cases.
% 60.88/26.02  																										|-Branch one:
% 60.88/26.02  																										| (437) all_0_41_41 = e4
% 60.88/26.02  																										|
% 60.88/26.02  																											| Equations (437) can reduce 214 to:
% 60.88/26.02  																											| (1901)  ~ (all_0_42_42 = e4)
% 60.88/26.02  																											|
% 60.88/26.02  																											| Simplifying 1901 yields:
% 60.88/26.02  																											| (1890)  ~ (all_0_42_42 = e4)
% 60.88/26.02  																											|
% 60.88/26.02  																											| Equations (437) can reduce 191 to:
% 60.88/26.02  																											| (1909)  ~ (all_0_55_55 = e4)
% 60.88/26.02  																											|
% 60.88/26.02  																											| Simplifying 1909 yields:
% 60.88/26.02  																											| (763)  ~ (all_0_55_55 = e4)
% 60.88/26.02  																											|
% 60.88/26.02  																											| Equations (437) can reduce 1898 to:
% 60.88/26.02  																											| (188)  ~ (e4 = e3)
% 60.88/26.02  																											|
% 60.88/26.02  																											| Equations (437) can reduce 85 to:
% 60.88/26.02  																											| (48)  ~ (e4 = e2)
% 60.88/26.02  																											|
% 60.88/26.02  																											| Equations (437) can reduce 357 to:
% 60.88/26.02  																											| (49)  ~ (e4 = e0)
% 60.88/26.02  																											|
% 60.88/26.02  																											| From (437) and (219) follows:
% 60.88/26.02  																											| (1913) op(e3, e3) = e4
% 60.88/26.02  																											|
% 60.88/26.02  																											+-Applying beta-rule and splitting (595), into two cases.
% 60.88/26.02  																											|-Branch one:
% 60.88/26.02  																											| (545) all_0_46_46 = e1
% 60.88/26.02  																											|
% 60.88/26.02  																												| Combining equations (1557,545) yields a new equation:
% 60.88/26.02  																												| (454) e3 = e1
% 60.88/26.02  																												|
% 60.88/26.02  																												| Simplifying 454 yields:
% 60.88/26.02  																												| (455) e3 = e1
% 60.88/26.02  																												|
% 60.88/26.02  																												| Equations (455) can reduce 213 to:
% 60.88/26.02  																												| (266) $false
% 60.88/26.02  																												|
% 60.88/26.02  																												|-The branch is then unsatisfiable
% 60.88/26.02  																											|-Branch two:
% 60.88/26.02  																											| (549)  ~ (all_0_46_46 = e1)
% 60.88/26.02  																											| (600) all_0_50_50 = e1 | all_0_55_55 = e1
% 60.88/26.02  																											|
% 60.88/26.02  																												+-Applying beta-rule and splitting (600), into two cases.
% 60.88/26.02  																												|-Branch one:
% 60.88/26.02  																												| (601) all_0_50_50 = e1
% 60.88/26.02  																												|
% 60.88/26.02  																													| Combining equations (378,601) yields a new equation:
% 60.88/26.02  																													| (616) e2 = e1
% 60.88/26.02  																													|
% 60.88/26.02  																													| Simplifying 616 yields:
% 60.88/26.02  																													| (617) e2 = e1
% 60.88/26.02  																													|
% 60.88/26.02  																													| Equations (617) can reduce 122 to:
% 60.88/26.02  																													| (266) $false
% 60.88/26.02  																													|
% 60.88/26.02  																													|-The branch is then unsatisfiable
% 60.88/26.02  																												|-Branch two:
% 60.88/26.02  																												| (759)  ~ (all_0_50_50 = e1)
% 60.88/26.02  																												| (629) all_0_55_55 = e1
% 60.88/26.02  																												|
% 60.88/26.02  																													| Equations (629) can reduce 763 to:
% 60.88/26.02  																													| (602)  ~ (e4 = e1)
% 60.88/26.02  																													|
% 60.88/26.02  																													| Simplifying 602 yields:
% 60.88/26.02  																													| (110)  ~ (e4 = e1)
% 60.88/26.02  																													|
% 60.88/26.02  																													| Equations (629) can reduce 803 to:
% 60.88/26.02  																													| (233)  ~ (e1 = e0)
% 60.88/26.02  																													|
% 60.88/26.02  																													| From (629) and (187) follows:
% 60.88/26.02  																													| (15046) op(e1, e3) = all_0_32_32
% 60.88/26.02  																													|
% 60.88/26.02  																													| From (629) and (74) follows:
% 60.88/26.02  																													| (6587) op(e0, e3) = e1
% 60.88/26.02  																													|
% 60.88/26.02  																													+-Applying beta-rule and splitting (150), into two cases.
% 60.88/26.02  																													|-Branch one:
% 60.88/26.02  																													| (1378) all_0_40_40 = e4
% 60.88/26.02  																													|
% 60.88/26.02  																														| Combining equations (313,1378) yields a new equation:
% 60.88/26.02  																														| (323) e4 = e2
% 60.88/26.02  																														|
% 60.88/26.02  																														| Equations (323) can reduce 48 to:
% 60.88/26.02  																														| (266) $false
% 60.88/26.02  																														|
% 60.88/26.02  																														|-The branch is then unsatisfiable
% 60.88/26.02  																													|-Branch two:
% 60.88/26.02  																													| (447)  ~ (all_0_40_40 = e4)
% 60.88/26.02  																													| (2271) all_0_44_44 = e4 | all_0_49_49 = e4 | all_0_53_53 = e4 | all_0_58_58 = e4
% 60.88/26.02  																													|
% 60.88/26.02  																														| Equations (313) can reduce 447 to:
% 60.88/26.02  																														| (327)  ~ (e4 = e2)
% 60.88/26.02  																														|
% 60.88/26.02  																														| Simplifying 327 yields:
% 60.88/26.02  																														| (48)  ~ (e4 = e2)
% 60.88/26.02  																														|
% 60.88/26.02  																														+-Applying beta-rule and splitting (171), into two cases.
% 60.88/26.02  																														|-Branch one:
% 60.88/26.02  																														| (265) all_0_54_54 = e4
% 60.88/26.02  																														|
% 60.88/26.02  																															| Combining equations (268,265) yields a new equation:
% 60.88/26.02  																															| (425) e4 = e3
% 60.88/26.02  																															|
% 60.88/26.02  																															| Equations (425) can reduce 188 to:
% 60.88/26.02  																															| (266) $false
% 60.88/26.02  																															|
% 60.88/26.02  																															|-The branch is then unsatisfiable
% 60.88/26.02  																														|-Branch two:
% 60.88/26.02  																														| (258)  ~ (all_0_54_54 = e4)
% 60.88/26.02  																														| (575) all_0_55_55 = e4 | all_0_56_56 = e4 | all_0_57_57 = e4 | all_0_58_58 = e4
% 60.88/26.02  																														|
% 60.88/26.02  																															+-Applying beta-rule and splitting (575), into two cases.
% 60.88/26.02  																															|-Branch one:
% 60.88/26.02  																															| (587) all_0_55_55 = e4
% 60.88/26.02  																															|
% 60.88/26.02  																																| Combining equations (629,587) yields a new equation:
% 60.88/26.02  																																| (630) e4 = e1
% 60.88/26.02  																																|
% 60.88/26.02  																																| Equations (630) can reduce 110 to:
% 60.88/26.02  																																| (266) $false
% 60.88/26.02  																																|
% 60.88/26.02  																																|-The branch is then unsatisfiable
% 60.88/26.02  																															|-Branch two:
% 60.88/26.02  																															| (763)  ~ (all_0_55_55 = e4)
% 60.88/26.02  																															| (764) all_0_56_56 = e4 | all_0_57_57 = e4 | all_0_58_58 = e4
% 60.88/26.02  																															|
% 60.88/26.02  																																+-Applying beta-rule and splitting (764), into two cases.
% 60.88/26.02  																																|-Branch one:
% 60.88/26.02  																																| (842) all_0_56_56 = e4
% 60.88/26.02  																																|
% 60.88/26.02  																																	| Combining equations (833,842) yields a new equation:
% 60.88/26.02  																																	| (323) e4 = e2
% 60.88/26.02  																																	|
% 60.88/26.02  																																	| Equations (323) can reduce 48 to:
% 60.88/26.02  																																	| (266) $false
% 60.88/26.02  																																	|
% 60.88/26.02  																																	|-The branch is then unsatisfiable
% 60.88/26.02  																																|-Branch two:
% 60.88/26.02  																																| (477)  ~ (all_0_56_56 = e4)
% 60.88/26.02  																																| (935) all_0_57_57 = e4 | all_0_58_58 = e4
% 60.88/26.02  																																|
% 60.88/26.02  																																	+-Applying beta-rule and splitting (935), into two cases.
% 60.88/26.02  																																	|-Branch one:
% 60.88/26.02  																																	| (871) all_0_57_57 = e4
% 60.88/26.02  																																	|
% 60.88/26.02  																																		| Combining equations (875,871) yields a new equation:
% 60.88/26.02  																																		| (397) e4 = e0
% 60.88/26.02  																																		|
% 60.88/26.02  																																		| Equations (397) can reduce 49 to:
% 60.88/26.02  																																		| (266) $false
% 60.88/26.02  																																		|
% 60.88/26.02  																																		|-The branch is then unsatisfiable
% 60.88/26.02  																																	|-Branch two:
% 60.88/26.02  																																	| (839)  ~ (all_0_57_57 = e4)
% 60.88/26.02  																																	| (910) all_0_58_58 = e4
% 60.88/26.02  																																	|
% 60.88/26.02  																																		| Equations (910) can reduce 10 to:
% 60.88/26.02  																																		| (1453)  ~ (all_0_53_53 = e4)
% 60.88/26.02  																																		|
% 60.88/26.02  																																		| Equations (910) can reduce 276 to:
% 60.88/26.02  																																		| (188)  ~ (e4 = e3)
% 60.88/26.02  																																		|
% 60.88/26.02  																																		| Equations (910) can reduce 491 to:
% 60.88/26.02  																																		| (49)  ~ (e4 = e0)
% 60.88/26.02  																																		|
% 60.88/26.02  																																		| From (910) and (245) follows:
% 60.88/26.02  																																		| (2661) op(e0, e0) = e4
% 60.88/26.02  																																		|
% 60.88/26.02  																																		| Instantiating formula (29) with e3, e3, e4, all_0_16_16 and discharging atoms op(e3, e3) = all_0_16_16, op(e3, e3) = e4, yields:
% 60.88/26.02  																																		| (687) all_0_16_16 = e4
% 60.88/26.02  																																		|
% 60.88/26.02  																																		| Instantiating formula (29) with e1, e3, all_0_32_32, e2 and discharging atoms op(e1, e3) = all_0_32_32, op(e1, e3) = e2, yields:
% 60.88/26.02  																																		| (8739) all_0_32_32 = e2
% 60.88/26.02  																																		|
% 60.88/26.02  																																		| From (687) and (3526) follows:
% 60.88/26.02  																																		| (1913) op(e3, e3) = e4
% 60.88/26.02  																																		|
% 60.88/26.02  																																		| From (8739) and (15046) follows:
% 60.88/26.02  																																		| (26152) op(e1, e3) = e2
% 60.88/26.02  																																		|
% 60.88/26.02  																																		+-Applying beta-rule and splitting (113), into two cases.
% 60.88/26.02  																																		|-Branch one:
% 60.88/26.02  																																		| (403) all_0_41_41 = e3
% 60.88/26.02  																																		|
% 60.88/26.02  																																			| Combining equations (437,403) yields a new equation:
% 60.88/26.02  																																			| (424) e4 = e3
% 60.88/26.02  																																			|
% 60.88/26.02  																																			| Simplifying 424 yields:
% 60.88/26.02  																																			| (425) e4 = e3
% 60.88/26.02  																																			|
% 60.88/26.02  																																			| Equations (425) can reduce 188 to:
% 60.88/26.02  																																			| (266) $false
% 60.88/26.02  																																			|
% 60.88/26.02  																																			|-The branch is then unsatisfiable
% 60.88/26.02  																																		|-Branch two:
% 60.88/26.02  																																		| (1898)  ~ (all_0_41_41 = e3)
% 60.88/26.02  																																		| (1899) all_0_42_42 = e3 | all_0_44_44 = e3
% 60.88/26.02  																																		|
% 60.88/26.02  																																			+-Applying beta-rule and splitting (131), into two cases.
% 60.88/26.02  																																			|-Branch one:
% 60.88/26.02  																																			| (459) all_0_42_42 = e1
% 60.88/26.02  																																			|
% 60.88/26.02  																																				| Equations (459) can reduce 1380 to:
% 60.88/26.02  																																				| (266) $false
% 60.88/26.02  																																				|
% 60.88/26.02  																																				|-The branch is then unsatisfiable
% 60.88/26.02  																																			|-Branch two:
% 60.88/26.02  																																			| (1380)  ~ (all_0_42_42 = e1)
% 60.88/26.02  																																			| (3259) all_0_47_47 = e1 | all_0_51_51 = e1 | all_0_56_56 = e1
% 60.88/26.02  																																			|
% 60.88/26.02  																																				+-Applying beta-rule and splitting (196), into two cases.
% 60.88/26.02  																																				|-Branch one:
% 60.88/26.02  																																				| (607) all_0_53_53 = e2
% 60.88/26.02  																																				|
% 60.88/26.02  																																					| Equations (607) can reduce 509 to:
% 60.88/26.02  																																					| (266) $false
% 60.88/26.02  																																					|
% 60.88/26.02  																																					|-The branch is then unsatisfiable
% 60.88/26.02  																																				|-Branch two:
% 60.88/26.02  																																				| (509)  ~ (all_0_53_53 = e2)
% 60.88/26.02  																																				| (610) all_0_53_53 = e4 | all_0_53_53 = e3 | all_0_53_53 = e1
% 60.88/26.02  																																				|
% 60.88/26.02  																																					+-Applying beta-rule and splitting (7), into two cases.
% 60.88/26.02  																																					|-Branch one:
% 60.88/26.02  																																					| (504) all_0_51_51 = e2
% 60.88/26.02  																																					|
% 60.88/26.02  																																						| Equations (504) can reduce 1099 to:
% 60.88/26.02  																																						| (266) $false
% 60.88/26.02  																																						|
% 60.88/26.02  																																						|-The branch is then unsatisfiable
% 60.88/26.02  																																					|-Branch two:
% 60.88/26.02  																																					| (1099)  ~ (all_0_51_51 = e2)
% 60.88/26.02  																																					| (1100) all_0_51_51 = e4 | all_0_51_51 = e3 | all_0_51_51 = e1
% 60.88/26.02  																																					|
% 60.88/26.02  																																						+-Applying beta-rule and splitting (104), into two cases.
% 60.88/26.02  																																						|-Branch one:
% 60.88/26.02  																																						| (480) all_0_39_39 = e0
% 60.88/26.02  																																						|
% 60.88/26.02  																																							| Combining equations (480,471) yields a new equation:
% 60.88/26.02  																																							| (397) e4 = e0
% 60.88/26.02  																																							|
% 60.88/26.02  																																							| Equations (397) can reduce 49 to:
% 60.88/26.02  																																							| (266) $false
% 60.88/26.02  																																							|
% 60.88/26.02  																																							|-The branch is then unsatisfiable
% 60.88/26.02  																																						|-Branch two:
% 60.88/26.02  																																						| (484)  ~ (all_0_39_39 = e0)
% 60.88/26.02  																																						| (558) all_0_42_42 = e0 | all_0_47_47 = e0 | all_0_56_56 = e0
% 60.88/26.02  																																						|
% 60.88/26.02  																																							| Equations (471) can reduce 484 to:
% 60.88/26.02  																																							| (49)  ~ (e4 = e0)
% 60.88/26.02  																																							|
% 60.88/26.02  																																							+-Applying beta-rule and splitting (180), into two cases.
% 60.88/26.02  																																							|-Branch one:
% 60.88/26.02  																																							| (516) all_0_42_42 = e3
% 60.88/26.02  																																							|
% 60.88/26.02  																																								| Equations (516) can reduce 198 to:
% 60.88/26.02  																																								| (2538)  ~ (all_0_47_47 = e3)
% 60.88/26.02  																																								|
% 60.88/26.02  																																								| Simplifying 2538 yields:
% 60.88/26.02  																																								| (1091)  ~ (all_0_47_47 = e3)
% 60.88/26.02  																																								|
% 60.88/26.02  																																								| Equations (516) can reduce 61 to:
% 60.88/26.02  																																								| (1925)  ~ (all_0_51_51 = e3)
% 60.88/26.02  																																								|
% 60.88/26.02  																																								| Simplifying 1925 yields:
% 60.88/26.02  																																								| (664)  ~ (all_0_51_51 = e3)
% 60.88/26.02  																																								|
% 60.88/26.02  																																								+-Applying beta-rule and splitting (1100), into two cases.
% 60.88/26.02  																																								|-Branch one:
% 60.88/26.02  																																								| (1101) all_0_51_51 = e4
% 60.88/26.02  																																								|
% 60.88/26.02  																																									| Equations (1101) can reduce 475 to:
% 60.88/26.02  																																									| (266) $false
% 60.88/26.02  																																									|
% 60.88/26.02  																																									|-The branch is then unsatisfiable
% 60.88/26.02  																																								|-Branch two:
% 60.88/26.02  																																								| (475)  ~ (all_0_51_51 = e4)
% 60.88/26.02  																																								| (1104) all_0_51_51 = e3 | all_0_51_51 = e1
% 60.88/26.02  																																								|
% 60.88/26.02  																																									+-Applying beta-rule and splitting (165), into two cases.
% 60.88/26.02  																																									|-Branch one:
% 60.88/26.03  																																									| (794) all_0_41_41 = e0
% 60.88/26.03  																																									|
% 60.88/26.03  																																										| Combining equations (794,437) yields a new equation:
% 60.88/26.03  																																										| (397) e4 = e0
% 60.88/26.03  																																										|
% 60.88/26.03  																																										| Equations (397) can reduce 49 to:
% 60.88/26.03  																																										| (266) $false
% 60.88/26.03  																																										|
% 60.88/26.03  																																										|-The branch is then unsatisfiable
% 60.88/26.03  																																									|-Branch two:
% 60.88/26.03  																																									| (357)  ~ (all_0_41_41 = e0)
% 60.88/26.03  																																									| (6761) all_0_42_42 = e0 | all_0_43_43 = e0 | all_0_44_44 = e0
% 60.88/26.03  																																									|
% 60.88/26.03  																																										+-Applying beta-rule and splitting (6761), into two cases.
% 60.88/26.03  																																										|-Branch one:
% 60.88/26.03  																																										| (559) all_0_42_42 = e0
% 60.88/26.03  																																										|
% 60.88/26.03  																																											| Combining equations (516,559) yields a new equation:
% 60.88/26.03  																																											| (675) e3 = e0
% 60.88/26.03  																																											|
% 60.88/26.03  																																											| Simplifying 675 yields:
% 60.88/26.03  																																											| (676) e3 = e0
% 60.88/26.03  																																											|
% 60.88/26.03  																																											| Equations (676) can reduce 80 to:
% 60.88/26.03  																																											| (266) $false
% 60.88/26.03  																																											|
% 60.88/26.03  																																											|-The branch is then unsatisfiable
% 60.88/26.03  																																										|-Branch two:
% 60.88/26.03  																																										| (358)  ~ (all_0_42_42 = e0)
% 60.88/26.03  																																										| (6766) all_0_43_43 = e0 | all_0_44_44 = e0
% 60.88/26.03  																																										|
% 60.88/26.03  																																											+-Applying beta-rule and splitting (6766), into two cases.
% 60.88/26.03  																																											|-Branch one:
% 60.88/26.03  																																											| (356) all_0_43_43 = e0
% 60.88/26.03  																																											|
% 60.88/26.03  																																												| Combining equations (356,430) yields a new equation:
% 60.88/26.03  																																												| (431) e1 = e0
% 60.88/26.03  																																												|
% 60.88/26.03  																																												| Equations (431) can reduce 233 to:
% 60.88/26.03  																																												| (266) $false
% 60.88/26.03  																																												|
% 60.88/26.03  																																												|-The branch is then unsatisfiable
% 60.88/26.03  																																											|-Branch two:
% 60.88/26.03  																																											| (5470)  ~ (all_0_43_43 = e0)
% 60.88/26.03  																																											| (1414) all_0_44_44 = e0
% 60.88/26.03  																																											|
% 60.88/26.03  																																												+-Applying beta-rule and splitting (1104), into two cases.
% 60.88/26.03  																																												|-Branch one:
% 60.88/26.03  																																												| (1109) all_0_51_51 = e1
% 60.88/26.03  																																												|
% 60.88/26.03  																																													| Equations (1109) can reduce 6 to:
% 60.88/26.03  																																													| (1458)  ~ (all_0_53_53 = e1)
% 60.88/26.03  																																													|
% 60.88/26.03  																																													| Simplifying 1458 yields:
% 60.88/26.03  																																													| (1459)  ~ (all_0_53_53 = e1)
% 60.88/26.03  																																													|
% 60.88/26.03  																																													| Equations (1109) can reduce 475 to:
% 60.88/26.03  																																													| (602)  ~ (e4 = e1)
% 60.88/26.03  																																													|
% 60.88/26.03  																																													| Simplifying 602 yields:
% 60.88/26.03  																																													| (110)  ~ (e4 = e1)
% 60.88/26.03  																																													|
% 60.88/26.03  																																													| Equations (1109) can reduce 115 to:
% 60.88/26.03  																																													| (233)  ~ (e1 = e0)
% 60.88/26.03  																																													|
% 60.88/26.03  																																													+-Applying beta-rule and splitting (112), into two cases.
% 60.88/26.03  																																													|-Branch one:
% 60.88/26.03  																																													| (635) all_0_44_44 = e1
% 60.88/26.03  																																													|
% 60.88/26.03  																																														| Combining equations (635,1414) yields a new equation:
% 60.88/26.03  																																														| (546) e1 = e0
% 60.88/26.03  																																														|
% 60.88/26.03  																																														| Simplifying 546 yields:
% 60.88/26.03  																																														| (431) e1 = e0
% 60.88/26.03  																																														|
% 60.88/26.03  																																														| Equations (431) can reduce 233 to:
% 60.88/26.03  																																														| (266) $false
% 60.88/26.03  																																														|
% 60.88/26.03  																																														|-The branch is then unsatisfiable
% 60.88/26.03  																																													|-Branch two:
% 60.88/26.03  																																													| (639)  ~ (all_0_44_44 = e1)
% 60.88/26.03  																																													| (640) all_0_49_49 = e1 | all_0_53_53 = e1 | all_0_58_58 = e1
% 60.88/26.03  																																													|
% 60.88/26.03  																																														+-Applying beta-rule and splitting (105), into two cases.
% 60.88/26.03  																																														|-Branch one:
% 60.88/26.03  																																														| (1105) all_0_47_47 = e2
% 60.88/26.03  																																														|
% 60.88/26.03  																																															| Equations (1105) can reduce 338 to:
% 60.88/26.03  																																															| (266) $false
% 60.88/26.03  																																															|
% 60.88/26.03  																																															|-The branch is then unsatisfiable
% 60.88/26.03  																																														|-Branch two:
% 60.88/26.03  																																														| (338)  ~ (all_0_47_47 = e2)
% 60.88/26.03  																																														| (1789) all_0_47_47 = e4 | all_0_47_47 = e3 | all_0_47_47 = e1 | all_0_47_47 = e0
% 60.88/26.03  																																														|
% 60.88/26.03  																																															+-Applying beta-rule and splitting (640), into two cases.
% 60.88/26.03  																																															|-Branch one:
% 60.88/26.03  																																															| (671) all_0_49_49 = e1
% 60.88/26.03  																																															|
% 60.88/26.03  																																																| Equations (671) can reduce 86 to:
% 60.88/26.03  																																																| (462)  ~ (all_0_47_47 = e1)
% 60.88/26.03  																																																|
% 60.88/26.03  																																																| From (671) and (55) follows:
% 60.88/26.03  																																																| (673) op(e2, e0) = e1
% 60.88/26.03  																																																|
% 60.88/26.03  																																																+-Applying beta-rule and splitting (1789), into two cases.
% 60.88/26.03  																																																|-Branch one:
% 60.88/26.03  																																																| (1790) all_0_47_47 = e4
% 60.88/26.03  																																																|
% 60.88/26.03  																																																	| Equations (1790) can reduce 252 to:
% 60.88/26.03  																																																	| (266) $false
% 60.88/26.03  																																																	|
% 60.88/26.03  																																																	|-The branch is then unsatisfiable
% 60.88/26.03  																																																|-Branch two:
% 60.88/26.03  																																																| (252)  ~ (all_0_47_47 = e4)
% 60.88/26.03  																																																| (1793) all_0_47_47 = e3 | all_0_47_47 = e1 | all_0_47_47 = e0
% 60.88/26.03  																																																|
% 60.88/26.03  																																																	+-Applying beta-rule and splitting (1793), into two cases.
% 60.88/26.03  																																																	|-Branch one:
% 60.88/26.03  																																																	| (674) all_0_47_47 = e0
% 60.88/26.03  																																																	|
% 60.88/26.03  																																																		| Equations (674) can reduce 462 to:
% 60.88/26.03  																																																		| (435)  ~ (e1 = e0)
% 60.88/26.03  																																																		|
% 60.88/26.03  																																																		| Simplifying 435 yields:
% 60.88/26.03  																																																		| (233)  ~ (e1 = e0)
% 60.88/26.03  																																																		|
% 60.88/26.03  																																																		+-Applying beta-rule and splitting (56), into two cases.
% 60.88/26.03  																																																		|-Branch one:
% 60.88/26.03  																																																		| (696) unit = e2
% 60.88/26.03  																																																		|
% 60.88/26.03  																																																			| From (696) and (211) follows:
% 60.88/26.03  																																																			| (1612) op(e2, e1) = e1
% 60.88/26.03  																																																			|
% 60.88/26.03  																																																			| From (696) and (42) follows:
% 60.88/26.03  																																																			| (1613) op(e0, e2) = e0
% 60.88/26.03  																																																			|
% 60.88/26.03  																																																			| Instantiating formula (29) with e2, e1, e1, e2 and discharging atoms op(e2, e1) = e2, op(e2, e1) = e1, yields:
% 60.88/26.03  																																																			| (617) e2 = e1
% 60.88/26.03  																																																			|
% 60.88/26.03  																																																			| Instantiating formula (29) with e0, e2, e0, e2 and discharging atoms op(e0, e2) = e2, op(e0, e2) = e0, yields:
% 60.88/26.03  																																																			| (330) e2 = e0
% 60.88/26.03  																																																			|
% 60.88/26.03  																																																			| Combining equations (330,617) yields a new equation:
% 60.88/26.03  																																																			| (431) e1 = e0
% 60.88/26.03  																																																			|
% 60.88/26.03  																																																			| Equations (431) can reduce 233 to:
% 60.88/26.03  																																																			| (266) $false
% 60.88/26.03  																																																			|
% 60.88/26.03  																																																			|-The branch is then unsatisfiable
% 60.88/26.03  																																																		|-Branch two:
% 60.88/26.03  																																																		| (707)  ~ (unit = e2)
% 60.88/26.03  																																																		| (708) unit = e4 | unit = e3 | unit = e1 | unit = e0
% 60.88/26.03  																																																		|
% 60.88/26.03  																																																			+-Applying beta-rule and splitting (708), into two cases.
% 60.88/26.03  																																																			|-Branch one:
% 60.88/26.03  																																																			| (709) unit = e4
% 60.88/26.03  																																																			|
% 60.88/26.03  																																																				| From (709) and (211) follows:
% 60.88/26.03  																																																				| (22527) op(e4, e1) = e1
% 60.88/26.03  																																																				|
% 60.88/26.03  																																																				| From (709) and (209) follows:
% 60.88/26.03  																																																				| (3072) op(e4, e0) = e0
% 60.88/26.03  																																																				|
% 60.88/26.03  																																																				| From (709) and (40) follows:
% 60.88/26.03  																																																				| (711) op(e3, e4) = e3
% 60.88/26.03  																																																				|
% 60.88/26.03  																																																				| Instantiating formula (29) with e4, e1, e1, e3 and discharging atoms op(e4, e1) = e3, op(e4, e1) = e1, yields:
% 60.88/26.03  																																																				| (455) e3 = e1
% 60.88/26.03  																																																				|
% 60.88/26.03  																																																				| Instantiating formula (29) with e4, e0, e0, e2 and discharging atoms op(e4, e0) = e2, op(e4, e0) = e0, yields:
% 60.88/26.03  																																																				| (330) e2 = e0
% 60.88/26.03  																																																				|
% 60.88/26.03  																																																				| Instantiating formula (29) with e3, e4, e3, e2 and discharging atoms op(e3, e4) = e3, op(e3, e4) = e2, yields:
% 60.88/26.03  																																																				| (662) e3 = e2
% 60.88/26.03  																																																				|
% 60.88/26.03  																																																				| Combining equations (662,455) yields a new equation:
% 60.88/26.03  																																																				| (616) e2 = e1
% 60.88/26.03  																																																				|
% 60.88/26.03  																																																				| Simplifying 616 yields:
% 60.88/26.03  																																																				| (617) e2 = e1
% 60.88/26.03  																																																				|
% 60.88/26.03  																																																				| Combining equations (330,617) yields a new equation:
% 60.88/26.03  																																																				| (431) e1 = e0
% 60.88/26.03  																																																				|
% 60.88/26.03  																																																				| Equations (431) can reduce 233 to:
% 60.88/26.03  																																																				| (266) $false
% 60.88/26.03  																																																				|
% 60.88/26.03  																																																				|-The branch is then unsatisfiable
% 60.88/26.03  																																																			|-Branch two:
% 60.88/26.03  																																																			| (724)  ~ (unit = e4)
% 60.88/26.03  																																																			| (725) unit = e3 | unit = e1 | unit = e0
% 60.88/26.03  																																																			|
% 60.88/26.03  																																																				+-Applying beta-rule and splitting (725), into two cases.
% 60.88/26.03  																																																				|-Branch one:
% 60.88/26.03  																																																				| (726) unit = e0
% 60.88/26.03  																																																				|
% 60.88/26.03  																																																					| From (726) and (227) follows:
% 60.88/26.03  																																																					| (3205) op(e4, e0) = e4
% 60.88/26.03  																																																					|
% 60.88/26.03  																																																					| From (726) and (32) follows:
% 60.88/26.03  																																																					| (727) op(e2, e0) = e2
% 60.88/26.03  																																																					|
% 60.88/26.03  																																																					| From (726) and (42) follows:
% 60.88/26.03  																																																					| (728) op(e0, e0) = e0
% 60.88/26.03  																																																					|
% 60.88/26.03  																																																					| Instantiating formula (29) with e4, e0, e4, e2 and discharging atoms op(e4, e0) = e4, op(e4, e0) = e2, yields:
% 60.88/26.03  																																																					| (323) e4 = e2
% 60.88/26.03  																																																					|
% 60.88/26.03  																																																					| Instantiating formula (29) with e2, e0, e2, e1 and discharging atoms op(e2, e0) = e2, op(e2, e0) = e1, yields:
% 60.88/26.03  																																																					| (617) e2 = e1
% 60.88/26.03  																																																					|
% 60.88/26.03  																																																					| Instantiating formula (29) with e0, e0, e0, e4 and discharging atoms op(e0, e0) = e4, op(e0, e0) = e0, yields:
% 60.88/26.03  																																																					| (397) e4 = e0
% 60.88/26.03  																																																					|
% 60.88/26.03  																																																					| Combining equations (323,397) yields a new equation:
% 60.88/26.03  																																																					| (391) e2 = e0
% 60.88/26.03  																																																					|
% 60.88/26.03  																																																					| Simplifying 391 yields:
% 60.88/26.03  																																																					| (330) e2 = e0
% 60.88/26.03  																																																					|
% 60.88/26.03  																																																					| Combining equations (330,617) yields a new equation:
% 60.88/26.03  																																																					| (431) e1 = e0
% 60.88/26.03  																																																					|
% 60.88/26.03  																																																					| Equations (431) can reduce 233 to:
% 60.88/26.03  																																																					| (266) $false
% 60.88/26.03  																																																					|
% 60.88/26.03  																																																					|-The branch is then unsatisfiable
% 60.88/26.03  																																																				|-Branch two:
% 60.88/26.03  																																																				| (734)  ~ (unit = e0)
% 60.88/26.03  																																																				| (735) unit = e3 | unit = e1
% 60.88/26.03  																																																				|
% 60.88/26.03  																																																					+-Applying beta-rule and splitting (735), into two cases.
% 60.88/26.03  																																																					|-Branch one:
% 60.88/26.03  																																																					| (736) unit = e1
% 60.88/26.03  																																																					|
% 60.88/26.03  																																																						| Equations (736) can reduce 734 to:
% 60.88/26.03  																																																						| (233)  ~ (e1 = e0)
% 60.88/26.03  																																																						|
% 60.88/26.03  																																																						| From (736) and (244) follows:
% 60.88/26.03  																																																						| (738) op(e1, e4) = e4
% 60.88/26.03  																																																						|
% 60.88/26.03  																																																						| From (736) and (227) follows:
% 60.88/26.03  																																																						| (739) op(e4, e1) = e4
% 60.88/26.03  																																																						|
% 60.88/26.03  																																																						| From (736) and (40) follows:
% 60.88/26.03  																																																						| (1652) op(e3, e1) = e3
% 60.88/26.03  																																																						|
% 60.88/26.03  																																																						| Instantiating formula (29) with e4, e1, e4, e3 and discharging atoms op(e4, e1) = e4, op(e4, e1) = e3, yields:
% 60.88/26.03  																																																						| (425) e4 = e3
% 60.88/26.03  																																																						|
% 60.88/26.03  																																																						| Instantiating formula (29) with e3, e1, e3, e1 and discharging atoms op(e3, e1) = e3, op(e3, e1) = e1, yields:
% 60.88/26.03  																																																						| (455) e3 = e1
% 60.88/26.03  																																																						|
% 60.88/26.03  																																																						| Instantiating formula (29) with e1, e4, e4, e0 and discharging atoms op(e1, e4) = e4, op(e1, e4) = e0, yields:
% 60.88/26.03  																																																						| (397) e4 = e0
% 60.88/26.03  																																																						|
% 60.88/26.03  																																																						| Combining equations (425,397) yields a new equation:
% 60.88/26.03  																																																						| (675) e3 = e0
% 60.88/26.03  																																																						|
% 60.88/26.03  																																																						| Simplifying 675 yields:
% 60.88/26.03  																																																						| (676) e3 = e0
% 60.88/26.03  																																																						|
% 60.88/26.03  																																																						| Combining equations (676,455) yields a new equation:
% 60.88/26.03  																																																						| (431) e1 = e0
% 60.88/26.03  																																																						|
% 60.88/26.03  																																																						| Equations (431) can reduce 233 to:
% 60.88/26.03  																																																						| (266) $false
% 60.88/26.03  																																																						|
% 60.88/26.03  																																																						|-The branch is then unsatisfiable
% 60.88/26.03  																																																					|-Branch two:
% 60.88/26.03  																																																					| (748)  ~ (unit = e1)
% 60.88/26.03  																																																					| (749) unit = e3
% 60.88/26.03  																																																					|
% 60.88/26.03  																																																						| From (749) and (244) follows:
% 60.88/26.03  																																																						| (750) op(e3, e4) = e4
% 60.88/26.03  																																																						|
% 60.88/26.03  																																																						| From (749) and (227) follows:
% 60.88/26.03  																																																						| (22570) op(e4, e3) = e4
% 60.88/26.03  																																																						|
% 60.88/26.03  																																																						| From (749) and (28) follows:
% 60.88/26.03  																																																						| (2235) op(e1, e3) = e1
% 60.88/26.03  																																																						|
% 60.88/26.03  																																																						| Instantiating formula (29) with e4, e3, e4, e0 and discharging atoms op(e4, e3) = e4, op(e4, e3) = e0, yields:
% 60.88/26.03  																																																						| (397) e4 = e0
% 60.88/26.03  																																																						|
% 60.88/26.03  																																																						| Instantiating formula (29) with e3, e4, e4, e2 and discharging atoms op(e3, e4) = e4, op(e3, e4) = e2, yields:
% 60.88/26.03  																																																						| (323) e4 = e2
% 60.88/26.03  																																																						|
% 60.88/26.03  																																																						| Instantiating formula (29) with e1, e3, e1, e2 and discharging atoms op(e1, e3) = e2, op(e1, e3) = e1, yields:
% 60.88/26.03  																																																						| (617) e2 = e1
% 60.88/26.03  																																																						|
% 60.88/26.03  																																																						| Combining equations (397,323) yields a new equation:
% 60.88/26.03  																																																						| (330) e2 = e0
% 60.88/26.03  																																																						|
% 60.88/26.03  																																																						| Combining equations (617,330) yields a new equation:
% 60.88/26.03  																																																						| (546) e1 = e0
% 60.88/26.03  																																																						|
% 60.88/26.03  																																																						| Simplifying 546 yields:
% 60.88/26.03  																																																						| (431) e1 = e0
% 60.88/26.03  																																																						|
% 60.88/26.03  																																																						| Equations (431) can reduce 233 to:
% 60.88/26.03  																																																						| (266) $false
% 60.88/26.03  																																																						|
% 60.88/26.03  																																																						|-The branch is then unsatisfiable
% 60.88/26.03  																																																	|-Branch two:
% 60.88/26.03  																																																	| (678)  ~ (all_0_47_47 = e0)
% 60.88/26.03  																																																	| (1831) all_0_47_47 = e3 | all_0_47_47 = e1
% 60.88/26.03  																																																	|
% 60.88/26.03  																																																		+-Applying beta-rule and splitting (1831), into two cases.
% 60.88/26.03  																																																		|-Branch one:
% 60.88/26.03  																																																		| (654) all_0_47_47 = e1
% 60.88/26.03  																																																		|
% 60.88/26.03  																																																			| Equations (654) can reduce 462 to:
% 60.88/26.03  																																																			| (266) $false
% 60.88/26.03  																																																			|
% 60.88/26.03  																																																			|-The branch is then unsatisfiable
% 60.88/26.03  																																																		|-Branch two:
% 60.88/26.03  																																																		| (462)  ~ (all_0_47_47 = e1)
% 60.88/26.03  																																																		| (522) all_0_47_47 = e3
% 60.88/26.03  																																																		|
% 60.88/26.03  																																																			| Equations (522) can reduce 1091 to:
% 60.88/26.03  																																																			| (266) $false
% 60.88/26.03  																																																			|
% 60.88/26.03  																																																			|-The branch is then unsatisfiable
% 60.88/26.03  																																															|-Branch two:
% 60.88/26.03  																																															| (1064)  ~ (all_0_49_49 = e1)
% 60.88/26.03  																																															| (2141) all_0_53_53 = e1 | all_0_58_58 = e1
% 60.88/26.03  																																															|
% 60.88/26.03  																																																+-Applying beta-rule and splitting (2141), into two cases.
% 60.88/26.03  																																																|-Branch one:
% 60.88/26.03  																																																| (1208) all_0_53_53 = e1
% 60.88/26.03  																																																|
% 60.88/26.03  																																																	| Equations (1208) can reduce 1459 to:
% 60.88/26.03  																																																	| (266) $false
% 60.88/26.03  																																																	|
% 60.88/26.03  																																																	|-The branch is then unsatisfiable
% 60.88/26.03  																																																|-Branch two:
% 60.88/26.03  																																																| (1459)  ~ (all_0_53_53 = e1)
% 60.88/26.03  																																																| (918) all_0_58_58 = e1
% 60.88/26.03  																																																|
% 60.88/26.03  																																																	| Combining equations (910,918) yields a new equation:
% 60.88/26.03  																																																	| (636) e4 = e1
% 60.88/26.03  																																																	|
% 60.88/26.03  																																																	| Simplifying 636 yields:
% 60.88/26.03  																																																	| (630) e4 = e1
% 60.88/26.03  																																																	|
% 60.88/26.03  																																																	| Equations (630) can reduce 110 to:
% 60.88/26.03  																																																	| (266) $false
% 60.88/26.03  																																																	|
% 60.88/26.03  																																																	|-The branch is then unsatisfiable
% 60.88/26.03  																																												|-Branch two:
% 60.88/26.03  																																												| (464)  ~ (all_0_51_51 = e1)
% 60.88/26.03  																																												| (660) all_0_51_51 = e3
% 60.88/26.03  																																												|
% 60.88/26.03  																																													| Equations (660) can reduce 664 to:
% 60.88/26.03  																																													| (266) $false
% 60.88/26.03  																																													|
% 60.88/26.03  																																													|-The branch is then unsatisfiable
% 60.88/26.03  																																							|-Branch two:
% 60.88/26.03  																																							| (405)  ~ (all_0_42_42 = e3)
% 60.88/26.03  																																							| (521) all_0_47_47 = e3 | all_0_51_51 = e3 | all_0_56_56 = e3
% 60.88/26.03  																																							|
% 60.88/26.03  																																								+-Applying beta-rule and splitting (521), into two cases.
% 60.88/26.03  																																								|-Branch one:
% 60.88/26.03  																																								| (522) all_0_47_47 = e3
% 60.88/26.03  																																								|
% 60.88/26.03  																																									| Equations (522) can reduce 1091 to:
% 60.88/26.03  																																									| (266) $false
% 60.88/26.03  																																									|
% 60.88/26.03  																																									|-The branch is then unsatisfiable
% 60.88/26.03  																																								|-Branch two:
% 60.88/26.03  																																								| (1091)  ~ (all_0_47_47 = e3)
% 60.88/26.03  																																								| (1092) all_0_51_51 = e3 | all_0_56_56 = e3
% 60.88/26.03  																																								|
% 60.88/26.03  																																									+-Applying beta-rule and splitting (152), into two cases.
% 60.88/26.03  																																									|-Branch one:
% 60.88/26.03  																																									| (1392) all_0_42_42 = e4
% 60.88/26.03  																																									|
% 60.88/26.03  																																										| Equations (1392) can reduce 1890 to:
% 60.88/26.03  																																										| (266) $false
% 60.88/26.03  																																										|
% 60.88/26.03  																																										|-The branch is then unsatisfiable
% 60.88/26.03  																																									|-Branch two:
% 60.88/26.03  																																									| (1890)  ~ (all_0_42_42 = e4)
% 60.88/26.03  																																									| (1969) all_0_42_42 = e3 | all_0_42_42 = e1 | all_0_42_42 = e0
% 60.88/26.03  																																									|
% 60.88/26.03  																																										+-Applying beta-rule and splitting (1092), into two cases.
% 60.88/26.03  																																										|-Branch one:
% 60.88/26.03  																																										| (660) all_0_51_51 = e3
% 60.88/26.03  																																										|
% 60.88/26.03  																																											| Equations (660) can reduce 61 to:
% 60.88/26.03  																																											| (405)  ~ (all_0_42_42 = e3)
% 60.88/26.03  																																											|
% 60.88/26.03  																																											| Equations (660) can reduce 115 to:
% 60.88/26.03  																																											| (80)  ~ (e3 = e0)
% 60.88/26.03  																																											|
% 60.88/26.03  																																											| From (660) and (186) follows:
% 60.88/26.03  																																											| (1552) op(e1, e2) = e3
% 60.88/26.03  																																											|
% 60.88/26.03  																																											+-Applying beta-rule and splitting (189), into two cases.
% 60.88/26.03  																																											|-Branch one:
% 60.88/26.03  																																											| (532) all_0_44_44 = e3
% 60.88/26.03  																																											|
% 60.88/26.03  																																												| Equations (532) can reduce 73 to:
% 60.88/26.03  																																												| (405)  ~ (all_0_42_42 = e3)
% 60.88/26.03  																																												|
% 60.88/26.03  																																												| Equations (532) can reduce 220 to:
% 60.88/26.03  																																												| (1114)  ~ (all_0_53_53 = e3)
% 60.88/26.03  																																												|
% 60.88/26.03  																																												| Simplifying 1114 yields:
% 60.88/26.03  																																												| (903)  ~ (all_0_53_53 = e3)
% 60.88/26.03  																																												|
% 60.88/26.03  																																												+-Applying beta-rule and splitting (165), into two cases.
% 60.88/26.03  																																												|-Branch one:
% 60.88/26.03  																																												| (794) all_0_41_41 = e0
% 60.88/26.03  																																												|
% 60.88/26.03  																																													| Combining equations (794,437) yields a new equation:
% 60.88/26.03  																																													| (397) e4 = e0
% 60.88/26.03  																																													|
% 60.88/26.03  																																													| Equations (397) can reduce 49 to:
% 60.88/26.03  																																													| (266) $false
% 60.88/26.03  																																													|
% 60.88/26.03  																																													|-The branch is then unsatisfiable
% 60.88/26.03  																																												|-Branch two:
% 60.88/26.03  																																												| (357)  ~ (all_0_41_41 = e0)
% 60.88/26.03  																																												| (6761) all_0_42_42 = e0 | all_0_43_43 = e0 | all_0_44_44 = e0
% 60.88/26.03  																																												|
% 60.88/26.03  																																													| Equations (437) can reduce 357 to:
% 60.88/26.03  																																													| (49)  ~ (e4 = e0)
% 60.88/26.03  																																													|
% 60.88/26.03  																																													+-Applying beta-rule and splitting (75), into two cases.
% 60.88/26.03  																																													|-Branch one:
% 60.88/26.03  																																													| (485) all_0_40_40 = e0
% 60.88/26.03  																																													|
% 60.88/26.03  																																														| Combining equations (485,313) yields a new equation:
% 60.88/26.03  																																														| (330) e2 = e0
% 60.88/26.03  																																														|
% 60.88/26.03  																																														| Equations (330) can reduce 128 to:
% 60.88/26.03  																																														| (266) $false
% 60.88/26.03  																																														|
% 60.88/26.03  																																														|-The branch is then unsatisfiable
% 60.88/26.03  																																													|-Branch two:
% 60.88/26.03  																																													| (1401)  ~ (all_0_40_40 = e0)
% 60.88/26.03  																																													| (1748) all_0_44_44 = e0 | all_0_49_49 = e0 | all_0_58_58 = e0
% 60.88/26.03  																																													|
% 60.88/26.03  																																														+-Applying beta-rule and splitting (610), into two cases.
% 60.88/26.03  																																														|-Branch one:
% 60.88/26.03  																																														| (1298) all_0_53_53 = e4
% 60.88/26.03  																																														|
% 60.88/26.03  																																															| Equations (1298) can reduce 1453 to:
% 60.88/26.03  																																															| (266) $false
% 60.88/26.03  																																															|
% 60.88/26.03  																																															|-The branch is then unsatisfiable
% 60.88/26.03  																																														|-Branch two:
% 60.88/26.03  																																														| (1453)  ~ (all_0_53_53 = e4)
% 60.88/26.03  																																														| (1694) all_0_53_53 = e3 | all_0_53_53 = e1
% 60.88/26.03  																																														|
% 60.88/26.03  																																															+-Applying beta-rule and splitting (1748), into two cases.
% 60.88/26.03  																																															|-Branch one:
% 60.88/26.03  																																															| (1414) all_0_44_44 = e0
% 60.88/26.03  																																															|
% 60.88/26.04  																																																| Combining equations (1414,532) yields a new equation:
% 60.88/26.04  																																																| (676) e3 = e0
% 60.88/26.04  																																																|
% 60.88/26.04  																																																| Equations (676) can reduce 80 to:
% 60.88/26.04  																																																| (266) $false
% 60.88/26.04  																																																|
% 60.88/26.04  																																																|-The branch is then unsatisfiable
% 60.88/26.04  																																															|-Branch two:
% 60.88/26.04  																																															| (360)  ~ (all_0_44_44 = e0)
% 60.88/26.04  																																															| (1760) all_0_49_49 = e0 | all_0_58_58 = e0
% 60.88/26.04  																																															|
% 60.88/26.04  																																																+-Applying beta-rule and splitting (1694), into two cases.
% 60.88/26.04  																																																|-Branch one:
% 60.88/26.04  																																																| (1208) all_0_53_53 = e1
% 60.88/26.04  																																																|
% 60.88/26.04  																																																	| Equations (1208) can reduce 903 to:
% 60.88/26.04  																																																	| (467)  ~ (e3 = e1)
% 60.88/26.04  																																																	|
% 60.88/26.04  																																																	| Simplifying 467 yields:
% 60.88/26.04  																																																	| (213)  ~ (e3 = e1)
% 60.88/26.04  																																																	|
% 60.88/26.04  																																																	| Equations (1208) can reduce 509 to:
% 60.88/26.04  																																																	| (604)  ~ (e2 = e1)
% 60.88/26.04  																																																	|
% 60.88/26.04  																																																	| Simplifying 604 yields:
% 60.88/26.04  																																																	| (122)  ~ (e2 = e1)
% 60.88/26.04  																																																	|
% 60.88/26.04  																																																	+-Applying beta-rule and splitting (135), into two cases.
% 60.88/26.04  																																																	|-Branch one:
% 60.88/26.04  																																																	| (545) all_0_46_46 = e1
% 60.88/26.04  																																																	|
% 60.88/26.04  																																																		| Combining equations (545,1557) yields a new equation:
% 60.88/26.04  																																																		| (455) e3 = e1
% 60.88/26.04  																																																		|
% 60.88/26.04  																																																		| Equations (455) can reduce 213 to:
% 60.88/26.04  																																																		| (266) $false
% 60.88/26.04  																																																		|
% 60.88/26.04  																																																		|-The branch is then unsatisfiable
% 60.88/26.04  																																																	|-Branch two:
% 60.88/26.04  																																																	| (549)  ~ (all_0_46_46 = e1)
% 60.88/26.04  																																																	| (550) all_0_47_47 = e1 | all_0_48_48 = e1 | all_0_49_49 = e1
% 60.88/26.04  																																																	|
% 60.88/26.04  																																																		+-Applying beta-rule and splitting (1760), into two cases.
% 60.88/26.04  																																																		|-Branch one:
% 60.88/26.04  																																																		| (978) all_0_49_49 = e0
% 60.88/26.04  																																																		|
% 60.88/26.04  																																																			+-Applying beta-rule and splitting (3259), into two cases.
% 60.88/26.04  																																																			|-Branch one:
% 60.88/26.04  																																																			| (654) all_0_47_47 = e1
% 60.88/26.04  																																																			|
% 60.88/26.04  																																																				| Equations (654) can reduce 198 to:
% 60.88/26.04  																																																				| (1380)  ~ (all_0_42_42 = e1)
% 60.88/26.04  																																																				|
% 60.88/26.04  																																																				+-Applying beta-rule and splitting (1969), into two cases.
% 60.88/26.04  																																																				|-Branch one:
% 60.88/26.04  																																																				| (559) all_0_42_42 = e0
% 60.88/26.04  																																																				|
% 60.88/26.04  																																																					| Equations (559) can reduce 1380 to:
% 60.88/26.04  																																																					| (435)  ~ (e1 = e0)
% 60.88/26.04  																																																					|
% 60.88/26.04  																																																					| Simplifying 435 yields:
% 60.88/26.04  																																																					| (233)  ~ (e1 = e0)
% 60.88/26.04  																																																					|
% 60.88/26.04  																																																					+-Applying beta-rule and splitting (56), into two cases.
% 60.88/26.04  																																																					|-Branch one:
% 60.88/26.04  																																																					| (696) unit = e2
% 60.88/26.04  																																																					|
% 60.88/26.04  																																																						| From (696) and (211) follows:
% 60.88/26.04  																																																						| (1612) op(e2, e1) = e1
% 60.88/26.04  																																																						|
% 60.88/26.04  																																																						| From (696) and (42) follows:
% 60.88/26.04  																																																						| (1613) op(e0, e2) = e0
% 60.88/26.04  																																																						|
% 60.88/26.04  																																																						| Instantiating formula (29) with e2, e1, e1, e2 and discharging atoms op(e2, e1) = e2, op(e2, e1) = e1, yields:
% 60.88/26.04  																																																						| (617) e2 = e1
% 60.88/26.04  																																																						|
% 60.88/26.04  																																																						| Instantiating formula (29) with e0, e2, e0, e2 and discharging atoms op(e0, e2) = e2, op(e0, e2) = e0, yields:
% 60.88/26.04  																																																						| (330) e2 = e0
% 60.88/26.04  																																																						|
% 60.88/26.04  																																																						| Combining equations (617,330) yields a new equation:
% 60.88/26.04  																																																						| (546) e1 = e0
% 60.88/26.04  																																																						|
% 60.88/26.04  																																																						| Simplifying 546 yields:
% 60.88/26.04  																																																						| (431) e1 = e0
% 60.88/26.04  																																																						|
% 60.88/26.04  																																																						| Equations (431) can reduce 233 to:
% 60.88/26.04  																																																						| (266) $false
% 60.88/26.04  																																																						|
% 60.88/26.04  																																																						|-The branch is then unsatisfiable
% 60.88/26.04  																																																					|-Branch two:
% 60.88/26.04  																																																					| (707)  ~ (unit = e2)
% 60.88/26.04  																																																					| (708) unit = e4 | unit = e3 | unit = e1 | unit = e0
% 60.88/26.04  																																																					|
% 60.88/26.04  																																																						+-Applying beta-rule and splitting (708), into two cases.
% 60.88/26.04  																																																						|-Branch one:
% 60.88/26.04  																																																						| (709) unit = e4
% 60.88/26.04  																																																						|
% 60.88/26.04  																																																							| From (709) and (211) follows:
% 60.88/26.04  																																																							| (22527) op(e4, e1) = e1
% 60.88/26.04  																																																							|
% 60.88/26.04  																																																							| From (709) and (209) follows:
% 60.88/26.04  																																																							| (3072) op(e4, e0) = e0
% 60.88/26.04  																																																							|
% 60.88/26.04  																																																							| From (709) and (40) follows:
% 60.88/26.04  																																																							| (711) op(e3, e4) = e3
% 60.88/26.04  																																																							|
% 60.88/26.04  																																																							| Instantiating formula (29) with e4, e1, e1, e3 and discharging atoms op(e4, e1) = e3, op(e4, e1) = e1, yields:
% 60.88/26.04  																																																							| (455) e3 = e1
% 60.88/26.04  																																																							|
% 60.88/26.04  																																																							| Instantiating formula (29) with e4, e0, e0, e2 and discharging atoms op(e4, e0) = e2, op(e4, e0) = e0, yields:
% 60.88/26.04  																																																							| (330) e2 = e0
% 60.88/26.04  																																																							|
% 60.88/26.04  																																																							| Instantiating formula (29) with e3, e4, e3, e2 and discharging atoms op(e3, e4) = e3, op(e3, e4) = e2, yields:
% 60.88/26.04  																																																							| (662) e3 = e2
% 60.88/26.04  																																																							|
% 60.88/26.04  																																																							| Combining equations (662,455) yields a new equation:
% 60.88/26.04  																																																							| (616) e2 = e1
% 60.88/26.04  																																																							|
% 60.88/26.04  																																																							| Simplifying 616 yields:
% 60.88/26.04  																																																							| (617) e2 = e1
% 60.88/26.04  																																																							|
% 60.88/26.04  																																																							| Combining equations (330,617) yields a new equation:
% 60.88/26.04  																																																							| (431) e1 = e0
% 60.88/26.04  																																																							|
% 60.88/26.04  																																																							| Equations (431) can reduce 233 to:
% 60.88/26.04  																																																							| (266) $false
% 60.88/26.04  																																																							|
% 60.88/26.04  																																																							|-The branch is then unsatisfiable
% 60.88/26.04  																																																						|-Branch two:
% 60.88/26.04  																																																						| (724)  ~ (unit = e4)
% 60.88/26.04  																																																						| (725) unit = e3 | unit = e1 | unit = e0
% 60.88/26.04  																																																						|
% 60.88/26.04  																																																							+-Applying beta-rule and splitting (725), into two cases.
% 60.88/26.04  																																																							|-Branch one:
% 60.88/26.04  																																																							| (726) unit = e0
% 60.88/26.04  																																																							|
% 60.88/26.04  																																																								| From (726) and (244) follows:
% 60.88/26.04  																																																								| (2207) op(e0, e4) = e4
% 60.88/26.04  																																																								|
% 60.88/26.04  																																																								| From (726) and (24) follows:
% 60.88/26.04  																																																								| (2208) op(e0, e3) = e3
% 60.88/26.04  																																																								|
% 60.88/26.04  																																																								| From (726) and (42) follows:
% 60.88/26.04  																																																								| (728) op(e0, e0) = e0
% 60.88/26.04  																																																								|
% 60.88/26.04  																																																								| Instantiating formula (29) with e0, e4, e4, e3 and discharging atoms op(e0, e4) = e4, op(e0, e4) = e3, yields:
% 60.88/26.04  																																																								| (425) e4 = e3
% 60.88/26.04  																																																								|
% 60.88/26.04  																																																								| Instantiating formula (29) with e0, e3, e3, e1 and discharging atoms op(e0, e3) = e3, op(e0, e3) = e1, yields:
% 60.88/26.04  																																																								| (455) e3 = e1
% 60.88/26.04  																																																								|
% 60.88/26.04  																																																								| Instantiating formula (29) with e0, e0, e0, e4 and discharging atoms op(e0, e0) = e4, op(e0, e0) = e0, yields:
% 60.88/26.04  																																																								| (397) e4 = e0
% 60.88/26.04  																																																								|
% 60.88/26.04  																																																								| Combining equations (425,397) yields a new equation:
% 60.88/26.04  																																																								| (675) e3 = e0
% 60.88/26.04  																																																								|
% 60.88/26.04  																																																								| Simplifying 675 yields:
% 60.88/26.04  																																																								| (676) e3 = e0
% 60.88/26.04  																																																								|
% 60.88/26.04  																																																								| Combining equations (676,455) yields a new equation:
% 60.88/26.04  																																																								| (431) e1 = e0
% 60.88/26.04  																																																								|
% 60.88/26.04  																																																								| Equations (431) can reduce 233 to:
% 60.88/26.04  																																																								| (266) $false
% 60.88/26.04  																																																								|
% 60.88/26.04  																																																								|-The branch is then unsatisfiable
% 60.88/26.04  																																																							|-Branch two:
% 60.88/26.04  																																																							| (734)  ~ (unit = e0)
% 60.88/26.04  																																																							| (735) unit = e3 | unit = e1
% 60.88/26.04  																																																							|
% 60.88/26.04  																																																								+-Applying beta-rule and splitting (735), into two cases.
% 60.88/26.04  																																																								|-Branch one:
% 60.88/26.04  																																																								| (736) unit = e1
% 60.88/26.04  																																																								|
% 60.88/26.04  																																																									| Equations (736) can reduce 734 to:
% 60.88/26.04  																																																									| (233)  ~ (e1 = e0)
% 60.88/26.04  																																																									|
% 60.88/26.04  																																																									| From (736) and (244) follows:
% 60.88/26.04  																																																									| (738) op(e1, e4) = e4
% 60.88/26.04  																																																									|
% 60.88/26.04  																																																									| From (736) and (15) follows:
% 60.88/26.04  																																																									| (515) op(e1, e2) = e2
% 60.88/26.04  																																																									|
% 60.88/26.04  																																																									| From (736) and (227) follows:
% 60.88/26.04  																																																									| (739) op(e4, e1) = e4
% 60.88/26.04  																																																									|
% 60.88/26.04  																																																									| From (736) and (28) follows:
% 60.88/26.04  																																																									| (740) op(e1, e1) = e1
% 60.88/26.04  																																																									|
% 60.88/26.04  																																																									| Instantiating formula (29) with e4, e1, e4, e3 and discharging atoms op(e4, e1) = e4, op(e4, e1) = e3, yields:
% 60.88/26.04  																																																									| (425) e4 = e3
% 60.88/26.04  																																																									|
% 60.88/26.04  																																																									| Instantiating formula (29) with e1, e4, e4, e0 and discharging atoms op(e1, e4) = e4, op(e1, e4) = e0, yields:
% 60.88/26.04  																																																									| (397) e4 = e0
% 60.88/26.04  																																																									|
% 60.88/26.04  																																																									| Instantiating formula (29) with e1, e2, e2, e3 and discharging atoms op(e1, e2) = e3, op(e1, e2) = e2, yields:
% 60.88/26.04  																																																									| (662) e3 = e2
% 60.88/26.04  																																																									|
% 60.88/26.04  																																																									| Instantiating formula (29) with e1, e1, e1, e4 and discharging atoms op(e1, e1) = e4, op(e1, e1) = e1, yields:
% 60.88/26.04  																																																									| (630) e4 = e1
% 60.88/26.04  																																																									|
% 60.88/26.04  																																																									| Combining equations (630,425) yields a new equation:
% 60.88/26.04  																																																									| (455) e3 = e1
% 60.88/26.04  																																																									|
% 60.88/26.04  																																																									| Combining equations (397,425) yields a new equation:
% 60.88/26.04  																																																									| (676) e3 = e0
% 60.88/26.04  																																																									|
% 60.88/26.04  																																																									| Combining equations (676,662) yields a new equation:
% 60.88/26.04  																																																									| (330) e2 = e0
% 60.88/26.04  																																																									|
% 60.88/26.04  																																																									| Combining equations (455,662) yields a new equation:
% 60.88/26.04  																																																									| (617) e2 = e1
% 60.88/26.04  																																																									|
% 60.88/26.04  																																																									| Combining equations (617,330) yields a new equation:
% 60.88/26.04  																																																									| (546) e1 = e0
% 60.88/26.04  																																																									|
% 60.88/26.04  																																																									| Simplifying 546 yields:
% 60.88/26.04  																																																									| (431) e1 = e0
% 60.88/26.04  																																																									|
% 60.88/26.04  																																																									| Equations (431) can reduce 233 to:
% 60.88/26.04  																																																									| (266) $false
% 60.88/26.04  																																																									|
% 60.88/26.04  																																																									|-The branch is then unsatisfiable
% 60.88/26.04  																																																								|-Branch two:
% 60.88/26.04  																																																								| (748)  ~ (unit = e1)
% 60.88/26.04  																																																								| (749) unit = e3
% 60.88/26.04  																																																								|
% 60.88/26.04  																																																									| From (749) and (244) follows:
% 60.88/26.04  																																																									| (750) op(e3, e4) = e4
% 60.88/26.04  																																																									|
% 60.88/26.04  																																																									| From (749) and (227) follows:
% 60.88/26.04  																																																									| (22570) op(e4, e3) = e4
% 60.88/26.04  																																																									|
% 60.88/26.04  																																																									| From (749) and (40) follows:
% 60.88/26.04  																																																									| (3715) op(e3, e3) = e3
% 60.88/26.04  																																																									|
% 60.88/26.04  																																																									| From (749) and (28) follows:
% 60.88/26.04  																																																									| (2235) op(e1, e3) = e1
% 60.88/26.04  																																																									|
% 60.88/26.04  																																																									| Instantiating formula (29) with e4, e3, e4, e0 and discharging atoms op(e4, e3) = e4, op(e4, e3) = e0, yields:
% 60.88/26.04  																																																									| (397) e4 = e0
% 60.88/26.04  																																																									|
% 60.88/26.04  																																																									| Instantiating formula (29) with e3, e4, e4, e2 and discharging atoms op(e3, e4) = e4, op(e3, e4) = e2, yields:
% 60.88/26.04  																																																									| (323) e4 = e2
% 60.88/26.04  																																																									|
% 60.88/26.04  																																																									| Instantiating formula (29) with e3, e3, e3, e4 and discharging atoms op(e3, e3) = e4, op(e3, e3) = e3, yields:
% 60.88/26.04  																																																									| (425) e4 = e3
% 60.88/26.04  																																																									|
% 60.88/26.04  																																																									| Instantiating formula (29) with e1, e3, e1, e2 and discharging atoms op(e1, e3) = e2, op(e1, e3) = e1, yields:
% 60.88/26.04  																																																									| (617) e2 = e1
% 60.88/26.04  																																																									|
% 60.88/26.04  																																																									| Combining equations (323,425) yields a new equation:
% 60.88/26.04  																																																									| (662) e3 = e2
% 60.88/26.04  																																																									|
% 60.88/26.04  																																																									| Combining equations (397,425) yields a new equation:
% 60.88/26.04  																																																									| (676) e3 = e0
% 60.88/26.04  																																																									|
% 60.88/26.04  																																																									| Combining equations (662,676) yields a new equation:
% 60.88/26.04  																																																									| (391) e2 = e0
% 60.88/26.04  																																																									|
% 60.88/26.04  																																																									| Simplifying 391 yields:
% 60.88/26.04  																																																									| (330) e2 = e0
% 60.88/26.04  																																																									|
% 60.88/26.04  																																																									| Combining equations (617,330) yields a new equation:
% 60.88/26.04  																																																									| (546) e1 = e0
% 60.88/26.04  																																																									|
% 60.88/26.04  																																																									| Simplifying 546 yields:
% 60.88/26.04  																																																									| (431) e1 = e0
% 60.88/26.04  																																																									|
% 60.88/26.04  																																																									| Equations (431) can reduce 233 to:
% 60.88/26.04  																																																									| (266) $false
% 60.88/26.04  																																																									|
% 60.88/26.04  																																																									|-The branch is then unsatisfiable
% 60.88/26.04  																																																				|-Branch two:
% 60.88/26.04  																																																				| (358)  ~ (all_0_42_42 = e0)
% 60.88/26.04  																																																				| (2510) all_0_42_42 = e3 | all_0_42_42 = e1
% 60.88/26.04  																																																				|
% 60.88/26.04  																																																					+-Applying beta-rule and splitting (2510), into two cases.
% 60.88/26.04  																																																					|-Branch one:
% 60.88/26.04  																																																					| (459) all_0_42_42 = e1
% 60.88/26.04  																																																					|
% 60.88/26.04  																																																						| Equations (459) can reduce 1380 to:
% 60.88/26.04  																																																						| (266) $false
% 60.88/26.04  																																																						|
% 60.88/26.04  																																																						|-The branch is then unsatisfiable
% 60.88/26.04  																																																					|-Branch two:
% 60.88/26.04  																																																					| (1380)  ~ (all_0_42_42 = e1)
% 60.88/26.04  																																																					| (516) all_0_42_42 = e3
% 60.88/26.04  																																																					|
% 60.88/26.04  																																																						| Equations (516) can reduce 405 to:
% 60.88/26.04  																																																						| (266) $false
% 60.88/26.04  																																																						|
% 60.88/26.04  																																																						|-The branch is then unsatisfiable
% 60.88/26.04  																																																			|-Branch two:
% 60.88/26.04  																																																			| (462)  ~ (all_0_47_47 = e1)
% 60.88/26.04  																																																			| (3264) all_0_51_51 = e1 | all_0_56_56 = e1
% 60.88/26.04  																																																			|
% 60.88/26.04  																																																				+-Applying beta-rule and splitting (1969), into two cases.
% 60.88/26.04  																																																				|-Branch one:
% 60.88/26.04  																																																				| (559) all_0_42_42 = e0
% 60.88/26.04  																																																				|
% 60.88/26.04  																																																					| Equations (559) can reduce 1380 to:
% 60.88/26.04  																																																					| (435)  ~ (e1 = e0)
% 60.88/26.04  																																																					|
% 60.88/26.04  																																																					| Simplifying 435 yields:
% 60.88/26.04  																																																					| (233)  ~ (e1 = e0)
% 60.88/26.04  																																																					|
% 60.88/26.04  																																																					+-Applying beta-rule and splitting (550), into two cases.
% 60.88/26.04  																																																					|-Branch one:
% 60.88/26.04  																																																					| (654) all_0_47_47 = e1
% 60.88/26.04  																																																					|
% 60.88/26.04  																																																						| Equations (654) can reduce 462 to:
% 60.88/26.04  																																																						| (266) $false
% 60.88/26.04  																																																						|
% 60.88/26.04  																																																						|-The branch is then unsatisfiable
% 60.88/26.04  																																																					|-Branch two:
% 60.88/26.04  																																																					| (462)  ~ (all_0_47_47 = e1)
% 60.88/26.04  																																																					| (659) all_0_48_48 = e1 | all_0_49_49 = e1
% 60.88/26.04  																																																					|
% 60.88/26.04  																																																						+-Applying beta-rule and splitting (659), into two cases.
% 60.88/26.04  																																																						|-Branch one:
% 60.88/26.04  																																																						| (615) all_0_48_48 = e1
% 60.88/26.04  																																																						|
% 60.88/26.04  																																																							| Combining equations (335,615) yields a new equation:
% 60.88/26.04  																																																							| (616) e2 = e1
% 60.88/26.04  																																																							|
% 60.88/26.04  																																																							| Simplifying 616 yields:
% 60.88/26.04  																																																							| (617) e2 = e1
% 60.88/26.04  																																																							|
% 60.88/26.04  																																																							| Equations (617) can reduce 122 to:
% 60.88/26.04  																																																							| (266) $false
% 60.88/26.04  																																																							|
% 60.88/26.04  																																																							|-The branch is then unsatisfiable
% 60.88/26.04  																																																						|-Branch two:
% 60.88/26.04  																																																						| (619)  ~ (all_0_48_48 = e1)
% 60.88/26.04  																																																						| (671) all_0_49_49 = e1
% 60.88/26.04  																																																						|
% 60.88/26.04  																																																							| Combining equations (978,671) yields a new equation:
% 60.88/26.04  																																																							| (431) e1 = e0
% 60.88/26.04  																																																							|
% 60.88/26.04  																																																							| Equations (431) can reduce 233 to:
% 60.88/26.04  																																																							| (266) $false
% 60.88/26.04  																																																							|
% 60.88/26.04  																																																							|-The branch is then unsatisfiable
% 60.88/26.04  																																																				|-Branch two:
% 60.88/26.04  																																																				| (358)  ~ (all_0_42_42 = e0)
% 60.88/26.04  																																																				| (2510) all_0_42_42 = e3 | all_0_42_42 = e1
% 60.88/26.04  																																																				|
% 60.88/26.04  																																																					+-Applying beta-rule and splitting (2510), into two cases.
% 60.88/26.04  																																																					|-Branch one:
% 60.88/26.04  																																																					| (459) all_0_42_42 = e1
% 60.88/26.04  																																																					|
% 60.88/26.04  																																																						| Equations (459) can reduce 1380 to:
% 60.88/26.04  																																																						| (266) $false
% 60.88/26.04  																																																						|
% 60.88/26.04  																																																						|-The branch is then unsatisfiable
% 60.88/26.04  																																																					|-Branch two:
% 60.88/26.04  																																																					| (1380)  ~ (all_0_42_42 = e1)
% 60.88/26.04  																																																					| (516) all_0_42_42 = e3
% 60.88/26.04  																																																					|
% 60.88/26.04  																																																						| Equations (516) can reduce 405 to:
% 60.88/26.04  																																																						| (266) $false
% 60.88/26.04  																																																						|
% 60.88/26.04  																																																						|-The branch is then unsatisfiable
% 60.88/26.04  																																																		|-Branch two:
% 60.88/26.04  																																																		| (487)  ~ (all_0_49_49 = e0)
% 60.88/26.04  																																																		| (914) all_0_58_58 = e0
% 60.88/26.04  																																																		|
% 60.88/26.04  																																																			| Combining equations (910,914) yields a new equation:
% 60.88/26.04  																																																			| (481) e4 = e0
% 60.88/26.04  																																																			|
% 60.88/26.04  																																																			| Simplifying 481 yields:
% 60.88/26.04  																																																			| (397) e4 = e0
% 60.88/26.04  																																																			|
% 60.88/26.04  																																																			| Equations (397) can reduce 49 to:
% 60.88/26.04  																																																			| (266) $false
% 60.88/26.04  																																																			|
% 60.88/26.04  																																																			|-The branch is then unsatisfiable
% 60.88/26.04  																																																|-Branch two:
% 60.88/26.04  																																																| (1459)  ~ (all_0_53_53 = e1)
% 60.88/26.04  																																																| (665) all_0_53_53 = e3
% 60.88/26.04  																																																|
% 60.88/26.04  																																																	| Equations (665) can reduce 903 to:
% 60.88/26.04  																																																	| (266) $false
% 60.88/26.04  																																																	|
% 60.88/26.04  																																																	|-The branch is then unsatisfiable
% 60.88/26.04  																																											|-Branch two:
% 60.88/26.04  																																											| (407)  ~ (all_0_44_44 = e3)
% 60.88/26.04  																																											| (537) all_0_49_49 = e3 | all_0_53_53 = e3 | all_0_58_58 = e3
% 60.88/26.04  																																											|
% 60.88/26.04  																																												+-Applying beta-rule and splitting (1899), into two cases.
% 60.88/26.04  																																												|-Branch one:
% 60.88/26.04  																																												| (516) all_0_42_42 = e3
% 60.88/26.04  																																												|
% 60.88/26.04  																																													| Equations (516) can reduce 405 to:
% 60.88/26.04  																																													| (266) $false
% 60.88/26.04  																																													|
% 60.88/26.04  																																													|-The branch is then unsatisfiable
% 60.88/26.04  																																												|-Branch two:
% 60.88/26.04  																																												| (405)  ~ (all_0_42_42 = e3)
% 60.88/26.04  																																												| (532) all_0_44_44 = e3
% 60.88/26.04  																																												|
% 60.88/26.04  																																													| Equations (532) can reduce 407 to:
% 60.88/26.04  																																													| (266) $false
% 60.88/26.04  																																													|
% 60.88/26.04  																																													|-The branch is then unsatisfiable
% 60.88/26.04  																																										|-Branch two:
% 60.88/26.04  																																										| (664)  ~ (all_0_51_51 = e3)
% 60.88/26.04  																																										| (1097) all_0_56_56 = e3
% 60.88/26.04  																																										|
% 60.88/26.04  																																											| Combining equations (833,1097) yields a new equation:
% 60.88/26.04  																																											| (662) e3 = e2
% 60.88/26.04  																																											|
% 60.88/26.04  																																											| Equations (662) can reduce 212 to:
% 60.88/26.04  																																											| (266) $false
% 60.88/26.04  																																											|
% 60.88/26.04  																																											|-The branch is then unsatisfiable
% 60.88/26.04  																										|-Branch two:
% 60.88/26.04  																										| (440)  ~ (all_0_41_41 = e4)
% 60.88/26.04  																										| (4049) all_0_41_41 = e3 | all_0_41_41 = e1 | all_0_41_41 = e0
% 60.88/26.04  																										|
% 60.88/26.04  																											+-Applying beta-rule and splitting (4049), into two cases.
% 60.88/26.04  																											|-Branch one:
% 60.88/26.04  																											| (794) all_0_41_41 = e0
% 60.88/26.04  																											|
% 60.88/26.04  																												| Equations (794) can reduce 357 to:
% 60.88/26.04  																												| (266) $false
% 60.88/26.04  																												|
% 60.88/26.04  																												|-The branch is then unsatisfiable
% 60.88/26.04  																											|-Branch two:
% 60.88/26.04  																											| (357)  ~ (all_0_41_41 = e0)
% 60.88/26.04  																											| (4053) all_0_41_41 = e3 | all_0_41_41 = e1
% 60.88/26.04  																											|
% 60.88/26.04  																												+-Applying beta-rule and splitting (4053), into two cases.
% 60.88/26.04  																												|-Branch one:
% 60.88/26.04  																												| (453) all_0_41_41 = e1
% 60.88/26.04  																												|
% 60.88/26.04  																													| Equations (453) can reduce 457 to:
% 60.88/26.04  																													| (266) $false
% 60.88/26.04  																													|
% 60.88/26.04  																													|-The branch is then unsatisfiable
% 60.88/26.04  																												|-Branch two:
% 60.88/26.04  																												| (457)  ~ (all_0_41_41 = e1)
% 60.88/26.04  																												| (403) all_0_41_41 = e3
% 60.88/26.04  																												|
% 60.88/26.04  																													| Equations (403) can reduce 1898 to:
% 60.88/26.04  																													| (266) $false
% 60.88/26.04  																													|
% 60.88/26.04  																													|-The branch is then unsatisfiable
% 60.88/26.05  																								|-Branch two:
% 60.88/26.05  																								| (409)  ~ (all_0_46_46 = e3)
% 60.88/26.05  																								| (4042) all_0_50_50 = e3 | all_0_55_55 = e3
% 60.88/26.05  																								|
% 60.88/26.05  																									+-Applying beta-rule and splitting (4042), into two cases.
% 60.88/26.05  																									|-Branch one:
% 60.88/26.05  																									| (415) all_0_50_50 = e3
% 60.88/26.05  																									|
% 60.88/26.05  																										| Combining equations (378,415) yields a new equation:
% 60.88/26.05  																										| (662) e3 = e2
% 60.88/26.05  																										|
% 60.88/26.05  																										| Equations (662) can reduce 212 to:
% 60.88/26.05  																										| (266) $false
% 60.88/26.05  																										|
% 60.88/26.05  																										|-The branch is then unsatisfiable
% 60.88/26.05  																									|-Branch two:
% 60.88/26.05  																									| (411)  ~ (all_0_50_50 = e3)
% 60.88/26.05  																									| (2336) all_0_55_55 = e3
% 60.88/26.05  																									|
% 60.88/26.05  																										| Equations (2336) can reduce 270 to:
% 60.88/26.05  																										| (266) $false
% 60.88/26.05  																										|
% 60.88/26.05  																										|-The branch is then unsatisfiable
% 60.88/26.05  																					|-Branch two:
% 60.88/26.05  																					| (511)  ~ (all_0_56_56 = e2)
% 60.88/26.05  																					| (1709) all_0_57_57 = e2 | all_0_58_58 = e2
% 60.88/26.05  																					|
% 60.88/26.05  																						+-Applying beta-rule and splitting (1108), into two cases.
% 60.88/26.05  																						|-Branch one:
% 60.88/26.05  																						| (504) all_0_51_51 = e2
% 60.88/26.05  																						|
% 60.88/26.05  																							| Equations (504) can reduce 1099 to:
% 60.88/26.05  																							| (266) $false
% 60.88/26.05  																							|
% 60.88/26.05  																							|-The branch is then unsatisfiable
% 60.88/26.05  																						|-Branch two:
% 60.88/26.05  																						| (1099)  ~ (all_0_51_51 = e2)
% 60.88/26.05  																						| (833) all_0_56_56 = e2
% 60.88/26.05  																						|
% 60.88/26.05  																							| Equations (833) can reduce 511 to:
% 60.88/26.05  																							| (266) $false
% 60.88/26.05  																							|
% 60.88/26.05  																							|-The branch is then unsatisfiable
% 60.88/26.05  																	|-Branch two:
% 60.88/26.05  																	| (302)  ~ (all_0_50_50 = e2)
% 60.88/26.05  																	| (381) all_0_51_51 = e2 | all_0_52_52 = e2 | all_0_53_53 = e2
% 60.88/26.05  																	|
% 60.88/26.05  																		+-Applying beta-rule and splitting (381), into two cases.
% 60.88/26.05  																		|-Branch one:
% 60.88/26.05  																		| (504) all_0_51_51 = e2
% 60.88/26.05  																		|
% 60.88/26.05  																			| Equations (504) can reduce 6 to:
% 60.88/26.05  																			| (508)  ~ (all_0_53_53 = e2)
% 60.88/26.05  																			|
% 60.88/26.05  																			| Simplifying 508 yields:
% 60.88/26.05  																			| (509)  ~ (all_0_53_53 = e2)
% 60.88/26.05  																			|
% 60.88/26.05  																			| Equations (504) can reduce 16 to:
% 60.88/26.05  																			| (510)  ~ (all_0_56_56 = e2)
% 60.88/26.05  																			|
% 60.88/26.05  																			| Simplifying 510 yields:
% 60.88/26.05  																			| (511)  ~ (all_0_56_56 = e2)
% 60.88/26.05  																			|
% 60.88/26.05  																			| Equations (504) can reduce 115 to:
% 60.88/26.05  																			| (128)  ~ (e2 = e0)
% 60.88/26.05  																			|
% 60.88/26.05  																			| From (504) and (177) follows:
% 60.88/26.05  																			| (514) op(e2, e2) = all_0_25_25
% 60.88/26.05  																			|
% 60.88/26.05  																			| From (504) and (186) follows:
% 60.88/26.05  																			| (515) op(e1, e2) = e2
% 60.88/26.05  																			|
% 60.88/26.05  																			+-Applying beta-rule and splitting (117), into two cases.
% 60.88/26.05  																			|-Branch one:
% 60.88/26.05  																			| (292) all_0_38_38 = e2
% 60.88/26.05  																			|
% 60.88/26.05  																				| Combining equations (329,292) yields a new equation:
% 60.88/26.05  																				| (330) e2 = e0
% 60.88/26.05  																				|
% 60.88/26.05  																				| Equations (330) can reduce 128 to:
% 60.88/26.05  																				| (266) $false
% 60.88/26.05  																				|
% 60.88/26.05  																				|-The branch is then unsatisfiable
% 60.88/26.05  																			|-Branch two:
% 60.88/26.05  																			| (9600)  ~ (all_0_38_38 = e2)
% 60.88/26.05  																			| (24424) all_0_46_46 = e2 | all_0_50_50 = e2 | all_0_55_55 = e2
% 60.88/26.05  																			|
% 60.88/26.05  																				| Equations (329) can reduce 9600 to:
% 60.88/26.05  																				| (365)  ~ (e2 = e0)
% 60.88/26.05  																				|
% 60.88/26.05  																				| Simplifying 365 yields:
% 60.88/26.05  																				| (128)  ~ (e2 = e0)
% 60.88/26.05  																				|
% 60.88/26.05  																				+-Applying beta-rule and splitting (222), into two cases.
% 60.88/26.05  																				|-Branch one:
% 60.88/26.05  																				| (386) all_0_55_55 = e2
% 60.88/26.05  																				|
% 60.88/26.05  																					| Equations (386) can reduce 58 to:
% 60.88/26.05  																					| (300)  ~ (all_0_46_46 = e2)
% 60.88/26.05  																					|
% 60.88/26.05  																					| Equations (386) can reduce 93 to:
% 60.88/26.05  																					| (302)  ~ (all_0_50_50 = e2)
% 60.88/26.05  																					|
% 60.88/26.05  																					| Equations (386) can reduce 153 to:
% 60.88/26.05  																					| (510)  ~ (all_0_56_56 = e2)
% 60.88/26.05  																					|
% 60.88/26.05  																					| Simplifying 510 yields:
% 60.88/26.05  																					| (511)  ~ (all_0_56_56 = e2)
% 60.88/26.05  																					|
% 60.88/26.05  																					| Equations (386) can reduce 3 to:
% 60.88/26.05  																					| (1186)  ~ (all_0_58_58 = e2)
% 60.88/26.05  																					|
% 60.88/26.05  																					| Simplifying 1186 yields:
% 60.88/26.05  																					| (908)  ~ (all_0_58_58 = e2)
% 60.88/26.05  																					|
% 60.88/26.05  																					| Equations (386) can reduce 270 to:
% 60.88/26.05  																					| (626)  ~ (e3 = e2)
% 60.88/26.05  																					|
% 60.88/26.05  																					| Simplifying 626 yields:
% 60.88/26.05  																					| (212)  ~ (e3 = e2)
% 60.88/26.05  																					|
% 60.88/26.05  																					| Equations (386) can reduce 803 to:
% 60.88/26.05  																					| (128)  ~ (e2 = e0)
% 60.88/26.05  																					|
% 60.88/26.05  																					| From (386) and (187) follows:
% 60.88/26.05  																					| (52670) op(e2, e3) = all_0_32_32
% 60.88/26.05  																					|
% 60.88/26.05  																					| From (386) and (74) follows:
% 60.88/26.05  																					| (24443) op(e0, e3) = e2
% 60.88/26.05  																					|
% 60.88/26.05  																					+-Applying beta-rule and splitting (133), into two cases.
% 60.88/26.05  																					|-Branch one:
% 60.88/26.05  																					| (833) all_0_56_56 = e2
% 60.88/26.05  																					|
% 60.88/26.05  																						| Equations (833) can reduce 511 to:
% 60.88/26.05  																						| (266) $false
% 60.88/26.05  																						|
% 60.88/26.05  																						|-The branch is then unsatisfiable
% 60.88/26.05  																					|-Branch two:
% 60.88/26.05  																					| (511)  ~ (all_0_56_56 = e2)
% 60.88/26.05  																					| (836) all_0_56_56 = e4 | all_0_56_56 = e3 | all_0_56_56 = e1 | all_0_56_56 = e0
% 60.88/26.05  																					|
% 60.88/26.05  																						+-Applying beta-rule and splitting (62), into two cases.
% 60.88/26.05  																						|-Branch one:
% 60.88/26.05  																						| (321) all_0_38_38 = e4
% 60.88/26.05  																						|
% 60.88/26.05  																							| Combining equations (329,321) yields a new equation:
% 60.88/26.05  																							| (397) e4 = e0
% 60.88/26.05  																							|
% 60.88/26.05  																							| Equations (397) can reduce 49 to:
% 60.88/26.05  																							| (266) $false
% 60.88/26.05  																							|
% 60.88/26.05  																							|-The branch is then unsatisfiable
% 60.88/26.05  																						|-Branch two:
% 60.88/26.05  																						| (325)  ~ (all_0_38_38 = e4)
% 60.88/26.05  																						| (582) all_0_41_41 = e4 | all_0_46_46 = e4 | all_0_50_50 = e4 | all_0_55_55 = e4
% 60.88/26.05  																						|
% 60.88/26.05  																							+-Applying beta-rule and splitting (836), into two cases.
% 60.88/26.05  																							|-Branch one:
% 60.88/26.05  																							| (842) all_0_56_56 = e4
% 60.88/26.05  																							|
% 60.88/26.05  																								| Equations (842) can reduce 477 to:
% 60.88/26.05  																								| (266) $false
% 60.88/26.05  																								|
% 60.88/26.05  																								|-The branch is then unsatisfiable
% 60.88/26.05  																							|-Branch two:
% 60.88/26.05  																							| (477)  ~ (all_0_56_56 = e4)
% 60.88/26.05  																							| (845) all_0_56_56 = e3 | all_0_56_56 = e1 | all_0_56_56 = e0
% 60.88/26.05  																							|
% 60.88/26.05  																								+-Applying beta-rule and splitting (845), into two cases.
% 60.88/26.05  																								|-Branch one:
% 60.88/26.05  																								| (679) all_0_56_56 = e0
% 60.88/26.05  																								|
% 60.88/26.05  																									| Equations (679) can reduce 828 to:
% 60.88/26.05  																									| (266) $false
% 60.88/26.05  																									|
% 60.88/26.05  																									|-The branch is then unsatisfiable
% 60.88/26.05  																								|-Branch two:
% 60.88/26.05  																								| (828)  ~ (all_0_56_56 = e0)
% 60.88/26.05  																								| (3172) all_0_56_56 = e3 | all_0_56_56 = e1
% 60.88/26.05  																								|
% 60.88/26.05  																									+-Applying beta-rule and splitting (3172), into two cases.
% 60.88/26.05  																									|-Branch one:
% 60.88/26.05  																									| (1569) all_0_56_56 = e1
% 60.88/26.05  																									|
% 60.88/26.05  																										| Equations (1569) can reduce 236 to:
% 60.88/26.05  																										| (1380)  ~ (all_0_42_42 = e1)
% 60.88/26.05  																										|
% 60.88/26.05  																										| Equations (1569) can reduce 91 to:
% 60.88/26.05  																										| (462)  ~ (all_0_47_47 = e1)
% 60.88/26.05  																										|
% 60.88/26.05  																										| Equations (1569) can reduce 44 to:
% 60.88/26.05  																										| (879)  ~ (all_0_58_58 = e1)
% 60.88/26.05  																										|
% 60.88/26.05  																										| Simplifying 879 yields:
% 60.88/26.05  																										| (880)  ~ (all_0_58_58 = e1)
% 60.88/26.05  																										|
% 60.88/26.05  																										| From (1569) and (87) follows:
% 60.88/26.05  																										| (5145) op(e1, e2) = all_0_34_34
% 60.88/26.05  																										|
% 60.88/26.05  																										| From (1569) and (127) follows:
% 60.88/26.05  																										| (5595) op(e1, e0) = all_0_33_33
% 60.88/26.05  																										|
% 60.88/26.05  																										| From (1569) and (111) follows:
% 60.88/26.05  																										| (3175) op(e0, e2) = e1
% 60.88/26.05  																										|
% 60.88/26.05  																										+-Applying beta-rule and splitting (108), into two cases.
% 60.88/26.05  																										|-Branch one:
% 60.88/26.05  																										| (624) all_0_58_58 = e2
% 60.88/26.05  																										|
% 60.88/26.05  																											| Equations (624) can reduce 908 to:
% 60.88/26.05  																											| (266) $false
% 60.88/26.05  																											|
% 60.88/26.05  																											|-The branch is then unsatisfiable
% 60.88/26.05  																										|-Branch two:
% 60.88/26.05  																										| (908)  ~ (all_0_58_58 = e2)
% 60.88/26.05  																										| (909) all_0_58_58 = e4 | all_0_58_58 = e3 | all_0_58_58 = e1 | all_0_58_58 = e0
% 60.88/26.05  																										|
% 60.88/26.05  																											+-Applying beta-rule and splitting (909), into two cases.
% 60.88/26.05  																											|-Branch one:
% 60.88/26.05  																											| (910) all_0_58_58 = e4
% 60.88/26.05  																											|
% 60.88/26.05  																												| Equations (910) can reduce 10 to:
% 60.88/26.05  																												| (1453)  ~ (all_0_53_53 = e4)
% 60.88/26.05  																												|
% 60.88/26.05  																												| Equations (910) can reduce 276 to:
% 60.88/26.05  																												| (188)  ~ (e4 = e3)
% 60.88/26.05  																												|
% 60.88/26.05  																												| Equations (910) can reduce 908 to:
% 60.88/26.05  																												| (48)  ~ (e4 = e2)
% 60.88/26.05  																												|
% 60.88/26.05  																												| From (910) and (245) follows:
% 60.88/26.05  																												| (2661) op(e0, e0) = e4
% 60.88/26.05  																												|
% 60.88/26.05  																												+-Applying beta-rule and splitting (64), into two cases.
% 60.88/26.05  																												|-Branch one:
% 60.88/26.05  																												| (437) all_0_41_41 = e4
% 60.88/26.05  																												|
% 60.88/26.05  																													| Equations (437) can reduce 214 to:
% 60.88/26.05  																													| (1901)  ~ (all_0_42_42 = e4)
% 60.88/26.05  																													|
% 60.88/26.05  																													| Simplifying 1901 yields:
% 60.88/26.05  																													| (1890)  ~ (all_0_42_42 = e4)
% 60.88/26.05  																													|
% 60.88/26.05  																													| Equations (437) can reduce 149 to:
% 60.88/26.05  																													| (1903)  ~ (all_0_44_44 = e4)
% 60.88/26.05  																													|
% 60.88/26.05  																													| Simplifying 1903 yields:
% 60.88/26.05  																													| (1390)  ~ (all_0_44_44 = e4)
% 60.88/26.05  																													|
% 60.88/26.05  																													| Equations (437) can reduce 221 to:
% 60.88/26.05  																													| (1907)  ~ (all_0_50_50 = e4)
% 60.88/26.05  																													|
% 60.88/26.05  																													| Simplifying 1907 yields:
% 60.88/26.05  																													| (566)  ~ (all_0_50_50 = e4)
% 60.88/26.05  																													|
% 60.88/26.05  																													| Equations (437) can reduce 357 to:
% 60.88/26.05  																													| (49)  ~ (e4 = e0)
% 60.88/26.05  																													|
% 60.88/26.05  																													| From (437) and (219) follows:
% 60.88/26.05  																													| (1913) op(e3, e3) = e4
% 60.88/26.05  																													|
% 60.88/26.05  																													| Instantiating formula (29) with e2, e3, all_0_32_32, all_0_46_46 and discharging atoms op(e2, e3) = all_0_32_32, op(e2, e3) = all_0_46_46, yields:
% 60.88/26.06  																													| (52744) all_0_32_32 = all_0_46_46
% 60.88/26.06  																													|
% 60.88/26.06  																													| Instantiating formula (29) with e2, e2, all_0_25_25, all_0_47_47 and discharging atoms op(e2, e2) = all_0_25_25, op(e2, e2) = all_0_47_47, yields:
% 60.88/26.06  																													| (6482) all_0_25_25 = all_0_47_47
% 60.88/26.06  																													|
% 60.88/26.06  																													| Instantiating formula (29) with e1, e2, e2, all_0_34_34 and discharging atoms op(e1, e2) = all_0_34_34, op(e1, e2) = e2, yields:
% 60.88/26.06  																													| (5160) all_0_34_34 = e2
% 60.88/26.06  																													|
% 60.88/26.06  																													| Instantiating formula (29) with e1, e0, all_0_33_33, all_0_53_53 and discharging atoms op(e1, e0) = all_0_33_33, op(e1, e0) = all_0_53_53, yields:
% 60.88/26.06  																													| (54306) all_0_33_33 = all_0_53_53
% 60.88/26.06  																													|
% 60.88/26.06  																													| From (52744) and (52670) follows:
% 60.88/26.06  																													| (120) op(e2, e3) = all_0_46_46
% 60.88/26.06  																													|
% 60.88/26.06  																													| From (6482) and (514) follows:
% 60.88/26.06  																													| (23) op(e2, e2) = all_0_47_47
% 60.88/26.06  																													|
% 60.88/26.06  																													| From (5160) and (5145) follows:
% 60.88/26.06  																													| (515) op(e1, e2) = e2
% 60.88/26.06  																													|
% 60.88/26.06  																													| From (54306) and (5595) follows:
% 60.88/26.06  																													| (84) op(e1, e0) = all_0_53_53
% 60.88/26.06  																													|
% 60.88/26.06  																													+-Applying beta-rule and splitting (168), into two cases.
% 60.88/26.06  																													|-Branch one:
% 60.88/26.06  																													| (415) all_0_50_50 = e3
% 60.88/26.06  																													|
% 60.88/26.06  																														| Equations (415) can reduce 190 to:
% 60.88/26.06  																														| (1114)  ~ (all_0_53_53 = e3)
% 60.88/26.06  																														|
% 60.88/26.06  																														| Simplifying 1114 yields:
% 60.88/26.06  																														| (903)  ~ (all_0_53_53 = e3)
% 60.88/26.06  																														|
% 60.88/26.06  																														| Equations (415) can reduce 566 to:
% 60.88/26.06  																														| (277)  ~ (e4 = e3)
% 60.88/26.06  																														|
% 60.88/26.06  																														| Simplifying 277 yields:
% 60.88/26.06  																														| (188)  ~ (e4 = e3)
% 60.88/26.06  																														|
% 60.88/26.06  																														| Equations (415) can reduce 121 to:
% 60.88/26.06  																														| (80)  ~ (e3 = e0)
% 60.88/26.06  																														|
% 60.88/26.06  																														| From (415) and (242) follows:
% 60.88/26.06  																														| (1934) op(e1, e3) = e3
% 60.88/26.06  																														|
% 60.88/26.06  																														+-Applying beta-rule and splitting (196), into two cases.
% 60.88/26.06  																														|-Branch one:
% 60.88/26.06  																														| (607) all_0_53_53 = e2
% 60.88/26.06  																														|
% 60.88/26.06  																															| Equations (607) can reduce 509 to:
% 60.88/26.06  																															| (266) $false
% 60.88/26.06  																															|
% 60.88/26.06  																															|-The branch is then unsatisfiable
% 60.88/26.06  																														|-Branch two:
% 60.88/26.06  																														| (509)  ~ (all_0_53_53 = e2)
% 60.88/26.06  																														| (610) all_0_53_53 = e4 | all_0_53_53 = e3 | all_0_53_53 = e1
% 60.88/26.06  																														|
% 60.88/26.06  																															+-Applying beta-rule and splitting (610), into two cases.
% 60.88/26.06  																															|-Branch one:
% 60.88/26.06  																															| (1298) all_0_53_53 = e4
% 60.88/26.06  																															|
% 60.88/26.06  																																| Equations (1298) can reduce 1453 to:
% 60.88/26.06  																																| (266) $false
% 60.88/26.06  																																|
% 60.88/26.06  																																|-The branch is then unsatisfiable
% 60.88/26.06  																															|-Branch two:
% 60.88/26.06  																															| (1453)  ~ (all_0_53_53 = e4)
% 60.88/26.06  																															| (1694) all_0_53_53 = e3 | all_0_53_53 = e1
% 60.88/26.06  																															|
% 60.88/26.06  																																+-Applying beta-rule and splitting (1694), into two cases.
% 60.88/26.06  																																|-Branch one:
% 60.88/26.06  																																| (1208) all_0_53_53 = e1
% 60.88/26.06  																																|
% 60.88/26.06  																																	| Equations (1208) can reduce 220 to:
% 60.88/26.06  																																	| (639)  ~ (all_0_44_44 = e1)
% 60.88/26.06  																																	|
% 60.88/26.06  																																	| Equations (1208) can reduce 65 to:
% 60.88/26.06  																																	| (1064)  ~ (all_0_49_49 = e1)
% 60.88/26.06  																																	|
% 60.88/26.06  																																	| Equations (1208) can reduce 509 to:
% 60.88/26.06  																																	| (604)  ~ (e2 = e1)
% 60.88/26.06  																																	|
% 60.88/26.06  																																	| Simplifying 604 yields:
% 60.88/26.06  																																	| (122)  ~ (e2 = e1)
% 60.88/26.06  																																	|
% 60.88/26.06  																																	+-Applying beta-rule and splitting (135), into two cases.
% 60.88/26.06  																																	|-Branch one:
% 60.88/26.06  																																	| (545) all_0_46_46 = e1
% 60.88/26.06  																																	|
% 60.88/26.06  																																		| Equations (545) can reduce 19 to:
% 60.88/26.06  																																		| (461)  ~ (all_0_47_47 = e1)
% 60.88/26.06  																																		|
% 60.88/26.06  																																		| Simplifying 461 yields:
% 60.88/26.06  																																		| (462)  ~ (all_0_47_47 = e1)
% 60.88/26.06  																																		|
% 60.88/26.06  																																		| Equations (545) can reduce 208 to:
% 60.88/26.06  																																		| (1419)  ~ (all_0_49_49 = e1)
% 60.88/26.06  																																		|
% 60.88/26.06  																																		| Simplifying 1419 yields:
% 60.88/26.06  																																		| (1064)  ~ (all_0_49_49 = e1)
% 60.88/26.06  																																		|
% 60.88/26.06  																																		| From (545) and (120) follows:
% 60.88/26.06  																																		| (2105) op(e2, e3) = e1
% 60.88/26.06  																																		|
% 60.88/26.06  																																		+-Applying beta-rule and splitting (113), into two cases.
% 60.88/26.06  																																		|-Branch one:
% 60.88/26.06  																																		| (403) all_0_41_41 = e3
% 60.88/26.06  																																		|
% 60.88/26.06  																																			| Combining equations (403,437) yields a new equation:
% 60.88/26.06  																																			| (425) e4 = e3
% 60.88/26.06  																																			|
% 60.88/26.06  																																			| Equations (425) can reduce 188 to:
% 60.88/26.06  																																			| (266) $false
% 60.88/26.06  																																			|
% 60.88/26.06  																																			|-The branch is then unsatisfiable
% 60.88/26.06  																																		|-Branch two:
% 60.88/26.06  																																		| (1898)  ~ (all_0_41_41 = e3)
% 60.88/26.06  																																		| (1899) all_0_42_42 = e3 | all_0_44_44 = e3
% 60.88/26.06  																																		|
% 60.88/26.06  																																			+-Applying beta-rule and splitting (26), into two cases.
% 60.88/26.06  																																			|-Branch one:
% 60.88/26.06  																																			| (446) all_0_44_44 = e4
% 60.88/26.06  																																			|
% 60.88/26.06  																																				| Equations (446) can reduce 1390 to:
% 60.88/26.06  																																				| (266) $false
% 60.88/26.06  																																				|
% 60.88/26.06  																																				|-The branch is then unsatisfiable
% 60.88/26.06  																																			|-Branch two:
% 60.88/26.06  																																			| (1390)  ~ (all_0_44_44 = e4)
% 60.88/26.06  																																			| (1391) all_0_44_44 = e3 | all_0_44_44 = e1 | all_0_44_44 = e0
% 60.88/26.06  																																			|
% 60.88/26.06  																																				+-Applying beta-rule and splitting (180), into two cases.
% 60.88/26.06  																																				|-Branch one:
% 60.88/26.06  																																				| (516) all_0_42_42 = e3
% 60.88/26.06  																																				|
% 60.88/26.06  																																					| Equations (516) can reduce 198 to:
% 60.88/26.06  																																					| (2538)  ~ (all_0_47_47 = e3)
% 60.88/26.06  																																					|
% 60.88/26.06  																																					| Simplifying 2538 yields:
% 60.88/26.06  																																					| (1091)  ~ (all_0_47_47 = e3)
% 60.88/26.06  																																					|
% 60.88/26.06  																																					| Equations (516) can reduce 1890 to:
% 60.88/26.06  																																					| (277)  ~ (e4 = e3)
% 60.88/26.06  																																					|
% 60.88/26.06  																																					| Simplifying 277 yields:
% 60.88/26.06  																																					| (188)  ~ (e4 = e3)
% 60.88/26.06  																																					|
% 60.88/26.06  																																					| Equations (516) can reduce 1380 to:
% 60.88/26.06  																																					| (213)  ~ (e3 = e1)
% 60.88/26.06  																																					|
% 60.88/26.06  																																					+-Applying beta-rule and splitting (104), into two cases.
% 60.88/26.06  																																					|-Branch one:
% 60.88/26.06  																																					| (480) all_0_39_39 = e0
% 60.88/26.06  																																					|
% 60.88/26.06  																																						| Combining equations (480,471) yields a new equation:
% 60.88/26.06  																																						| (397) e4 = e0
% 60.88/26.06  																																						|
% 60.88/26.06  																																						| Equations (397) can reduce 49 to:
% 60.88/26.06  																																						| (266) $false
% 60.88/26.06  																																						|
% 60.88/26.06  																																						|-The branch is then unsatisfiable
% 60.88/26.06  																																					|-Branch two:
% 60.88/26.06  																																					| (484)  ~ (all_0_39_39 = e0)
% 60.88/26.06  																																					| (558) all_0_42_42 = e0 | all_0_47_47 = e0 | all_0_56_56 = e0
% 60.88/26.06  																																					|
% 60.88/26.06  																																						+-Applying beta-rule and splitting (78), into two cases.
% 60.88/26.06  																																						|-Branch one:
% 60.88/26.06  																																						| (423) all_0_45_45 = e3
% 60.88/26.06  																																						|
% 60.88/26.06  																																							| Combining equations (248,423) yields a new equation:
% 60.88/26.06  																																							| (424) e4 = e3
% 60.88/26.06  																																							|
% 60.88/26.06  																																							| Simplifying 424 yields:
% 60.88/26.06  																																							| (425) e4 = e3
% 60.88/26.06  																																							|
% 60.88/26.06  																																							| Equations (425) can reduce 188 to:
% 60.88/26.06  																																							| (266) $false
% 60.88/26.06  																																							|
% 60.88/26.06  																																							|-The branch is then unsatisfiable
% 60.88/26.06  																																						|-Branch two:
% 60.88/26.06  																																						| (427)  ~ (all_0_45_45 = e3)
% 60.88/26.06  																																						| (428) all_0_46_46 = e3 | all_0_47_47 = e3 | all_0_49_49 = e3
% 60.88/26.06  																																						|
% 60.88/26.06  																																							+-Applying beta-rule and splitting (428), into two cases.
% 60.88/26.06  																																							|-Branch one:
% 60.88/26.06  																																							| (1557) all_0_46_46 = e3
% 60.88/26.06  																																							|
% 60.88/26.06  																																								| Combining equations (545,1557) yields a new equation:
% 60.88/26.06  																																								| (455) e3 = e1
% 60.88/26.06  																																								|
% 60.88/26.06  																																								| Equations (455) can reduce 213 to:
% 60.88/26.06  																																								| (266) $false
% 60.88/26.06  																																								|
% 60.88/26.06  																																								|-The branch is then unsatisfiable
% 60.88/26.06  																																							|-Branch two:
% 60.88/26.06  																																							| (409)  ~ (all_0_46_46 = e3)
% 60.88/26.06  																																							| (1561) all_0_47_47 = e3 | all_0_49_49 = e3
% 60.88/26.06  																																							|
% 60.88/26.06  																																								+-Applying beta-rule and splitting (1561), into two cases.
% 60.88/26.06  																																								|-Branch one:
% 60.88/26.06  																																								| (522) all_0_47_47 = e3
% 60.88/26.06  																																								|
% 60.88/26.06  																																									| Equations (522) can reduce 1091 to:
% 60.88/26.06  																																									| (266) $false
% 60.88/26.06  																																									|
% 60.88/26.06  																																									|-The branch is then unsatisfiable
% 60.88/26.06  																																								|-Branch two:
% 60.88/26.06  																																								| (1091)  ~ (all_0_47_47 = e3)
% 60.88/26.06  																																								| (884) all_0_49_49 = e3
% 60.88/26.06  																																								|
% 60.88/26.06  																																									| Equations (884) can reduce 9 to:
% 60.88/26.06  																																									| (407)  ~ (all_0_44_44 = e3)
% 60.88/26.06  																																									|
% 60.88/26.06  																																									+-Applying beta-rule and splitting (558), into two cases.
% 60.88/26.06  																																									|-Branch one:
% 60.88/26.06  																																									| (559) all_0_42_42 = e0
% 60.88/26.06  																																									|
% 60.88/26.06  																																										| Combining equations (559,516) yields a new equation:
% 60.88/26.06  																																										| (676) e3 = e0
% 60.88/26.06  																																										|
% 60.88/26.06  																																										| Equations (676) can reduce 80 to:
% 60.88/26.06  																																										| (266) $false
% 60.88/26.06  																																										|
% 60.88/26.06  																																										|-The branch is then unsatisfiable
% 60.88/26.06  																																									|-Branch two:
% 60.88/26.06  																																									| (358)  ~ (all_0_42_42 = e0)
% 60.88/26.06  																																									| (563) all_0_47_47 = e0 | all_0_56_56 = e0
% 60.88/26.06  																																									|
% 60.88/26.06  																																										+-Applying beta-rule and splitting (1391), into two cases.
% 60.88/26.06  																																										|-Branch one:
% 60.88/26.07  																																										| (1414) all_0_44_44 = e0
% 60.88/26.07  																																										|
% 60.88/26.07  																																											| Equations (1414) can reduce 639 to:
% 60.88/26.07  																																											| (435)  ~ (e1 = e0)
% 60.88/26.07  																																											|
% 60.88/26.07  																																											| Simplifying 435 yields:
% 60.88/26.07  																																											| (233)  ~ (e1 = e0)
% 60.88/26.07  																																											|
% 60.88/26.07  																																											+-Applying beta-rule and splitting (563), into two cases.
% 60.88/26.07  																																											|-Branch one:
% 60.88/26.07  																																											| (674) all_0_47_47 = e0
% 60.88/26.07  																																											|
% 60.88/26.07  																																												| Equations (674) can reduce 462 to:
% 60.88/26.07  																																												| (435)  ~ (e1 = e0)
% 60.88/26.07  																																												|
% 60.88/26.07  																																												| Simplifying 435 yields:
% 60.88/26.07  																																												| (233)  ~ (e1 = e0)
% 60.88/26.07  																																												|
% 60.88/26.07  																																												| From (674) and (23) follows:
% 60.88/26.07  																																												| (3148) op(e2, e2) = e0
% 60.88/26.07  																																												|
% 60.88/26.07  																																												+-Applying beta-rule and splitting (56), into two cases.
% 60.88/26.07  																																												|-Branch one:
% 60.88/26.07  																																												| (696) unit = e2
% 60.88/26.07  																																												|
% 60.88/26.07  																																													| From (696) and (32) follows:
% 60.88/26.07  																																													| (698) op(e2, e2) = e2
% 60.88/26.07  																																													|
% 60.88/26.07  																																													| From (696) and (28) follows:
% 60.88/26.07  																																													| (699) op(e1, e2) = e1
% 60.88/26.07  																																													|
% 60.88/26.07  																																													| Instantiating formula (29) with e2, e2, e2, e0 and discharging atoms op(e2, e2) = e2, op(e2, e2) = e0, yields:
% 60.88/26.07  																																													| (330) e2 = e0
% 60.88/26.07  																																													|
% 60.88/26.07  																																													| Instantiating formula (29) with e1, e2, e1, e2 and discharging atoms op(e1, e2) = e2, op(e1, e2) = e1, yields:
% 60.88/26.07  																																													| (617) e2 = e1
% 60.88/26.07  																																													|
% 60.88/26.07  																																													| Combining equations (330,617) yields a new equation:
% 60.88/26.07  																																													| (431) e1 = e0
% 60.88/26.07  																																													|
% 60.88/26.07  																																													| Equations (431) can reduce 233 to:
% 60.88/26.07  																																													| (266) $false
% 60.88/26.07  																																													|
% 60.88/26.07  																																													|-The branch is then unsatisfiable
% 60.88/26.07  																																												|-Branch two:
% 60.88/26.07  																																												| (707)  ~ (unit = e2)
% 60.88/26.07  																																												| (708) unit = e4 | unit = e3 | unit = e1 | unit = e0
% 60.88/26.07  																																												|
% 60.88/26.07  																																													+-Applying beta-rule and splitting (708), into two cases.
% 60.88/26.07  																																													|-Branch one:
% 60.88/26.07  																																													| (709) unit = e4
% 60.88/26.07  																																													|
% 60.88/26.07  																																														| From (709) and (211) follows:
% 60.88/26.07  																																														| (22527) op(e4, e1) = e1
% 60.88/26.07  																																														|
% 60.88/26.07  																																														| From (709) and (209) follows:
% 60.88/26.07  																																														| (3072) op(e4, e0) = e0
% 60.88/26.07  																																														|
% 60.88/26.07  																																														| From (709) and (40) follows:
% 60.88/26.07  																																														| (711) op(e3, e4) = e3
% 60.88/26.07  																																														|
% 60.88/26.07  																																														| Instantiating formula (29) with e4, e1, e1, e3 and discharging atoms op(e4, e1) = e3, op(e4, e1) = e1, yields:
% 60.88/26.07  																																														| (455) e3 = e1
% 60.88/26.07  																																														|
% 60.88/26.07  																																														| Instantiating formula (29) with e4, e0, e0, e2 and discharging atoms op(e4, e0) = e2, op(e4, e0) = e0, yields:
% 60.88/26.07  																																														| (330) e2 = e0
% 60.88/26.07  																																														|
% 60.88/26.07  																																														| Instantiating formula (29) with e3, e4, e3, e2 and discharging atoms op(e3, e4) = e3, op(e3, e4) = e2, yields:
% 60.88/26.07  																																														| (662) e3 = e2
% 60.88/26.07  																																														|
% 60.88/26.07  																																														| Combining equations (662,455) yields a new equation:
% 60.88/26.07  																																														| (616) e2 = e1
% 60.88/26.07  																																														|
% 60.88/26.07  																																														| Simplifying 616 yields:
% 60.88/26.07  																																														| (617) e2 = e1
% 60.88/26.07  																																														|
% 60.88/26.07  																																														| Combining equations (330,617) yields a new equation:
% 60.88/26.07  																																														| (431) e1 = e0
% 60.88/26.07  																																														|
% 60.88/26.07  																																														| Equations (431) can reduce 233 to:
% 60.88/26.07  																																														| (266) $false
% 60.88/26.07  																																														|
% 60.88/26.07  																																														|-The branch is then unsatisfiable
% 60.88/26.07  																																													|-Branch two:
% 60.88/26.07  																																													| (724)  ~ (unit = e4)
% 60.88/26.07  																																													| (725) unit = e3 | unit = e1 | unit = e0
% 60.88/26.07  																																													|
% 60.88/26.07  																																														+-Applying beta-rule and splitting (725), into two cases.
% 60.88/26.07  																																														|-Branch one:
% 60.88/26.07  																																														| (726) unit = e0
% 60.88/26.07  																																														|
% 60.88/26.07  																																															| From (726) and (244) follows:
% 60.88/26.07  																																															| (2207) op(e0, e4) = e4
% 60.88/26.07  																																															|
% 60.88/26.07  																																															| From (726) and (24) follows:
% 60.88/26.07  																																															| (2208) op(e0, e3) = e3
% 60.88/26.07  																																															|
% 60.88/26.07  																																															| From (726) and (15) follows:
% 60.88/26.07  																																															| (1508) op(e0, e2) = e2
% 60.88/26.07  																																															|
% 60.88/26.07  																																															| From (726) and (42) follows:
% 60.88/26.07  																																															| (728) op(e0, e0) = e0
% 60.88/26.07  																																															|
% 60.88/26.07  																																															| Instantiating formula (29) with e0, e4, e4, e3 and discharging atoms op(e0, e4) = e4, op(e0, e4) = e3, yields:
% 60.88/26.07  																																															| (425) e4 = e3
% 60.88/26.07  																																															|
% 60.88/26.07  																																															| Instantiating formula (29) with e0, e3, e3, e2 and discharging atoms op(e0, e3) = e3, op(e0, e3) = e2, yields:
% 60.88/26.07  																																															| (662) e3 = e2
% 60.88/26.07  																																															|
% 60.88/26.07  																																															| Instantiating formula (29) with e0, e2, e2, e1 and discharging atoms op(e0, e2) = e2, op(e0, e2) = e1, yields:
% 60.88/26.07  																																															| (617) e2 = e1
% 60.88/26.07  																																															|
% 60.88/26.07  																																															| Instantiating formula (29) with e0, e0, e0, e4 and discharging atoms op(e0, e0) = e4, op(e0, e0) = e0, yields:
% 60.88/26.07  																																															| (397) e4 = e0
% 60.88/26.07  																																															|
% 60.88/26.07  																																															| Combining equations (425,397) yields a new equation:
% 60.88/26.07  																																															| (675) e3 = e0
% 60.88/26.07  																																															|
% 60.88/26.07  																																															| Simplifying 675 yields:
% 60.88/26.07  																																															| (676) e3 = e0
% 60.88/26.07  																																															|
% 60.88/26.07  																																															| Combining equations (662,676) yields a new equation:
% 60.88/26.07  																																															| (391) e2 = e0
% 60.88/26.07  																																															|
% 60.88/26.07  																																															| Simplifying 391 yields:
% 60.88/26.07  																																															| (330) e2 = e0
% 60.88/26.07  																																															|
% 60.88/26.07  																																															| Combining equations (330,617) yields a new equation:
% 60.88/26.07  																																															| (431) e1 = e0
% 60.88/26.07  																																															|
% 60.88/26.07  																																															| Equations (431) can reduce 233 to:
% 60.88/26.07  																																															| (266) $false
% 60.88/26.07  																																															|
% 60.88/26.07  																																															|-The branch is then unsatisfiable
% 60.88/26.07  																																														|-Branch two:
% 60.88/26.07  																																														| (734)  ~ (unit = e0)
% 60.88/26.07  																																														| (735) unit = e3 | unit = e1
% 60.88/26.07  																																														|
% 60.88/26.07  																																															+-Applying beta-rule and splitting (735), into two cases.
% 60.88/26.07  																																															|-Branch one:
% 60.88/26.07  																																															| (736) unit = e1
% 60.88/26.07  																																															|
% 60.88/26.07  																																																| Equations (736) can reduce 734 to:
% 60.88/26.07  																																																| (233)  ~ (e1 = e0)
% 60.88/26.07  																																																|
% 60.88/26.07  																																																| From (736) and (244) follows:
% 60.88/26.07  																																																| (738) op(e1, e4) = e4
% 60.88/26.07  																																																|
% 60.88/26.07  																																																| From (736) and (28) follows:
% 60.88/26.07  																																																| (740) op(e1, e1) = e1
% 60.88/26.07  																																																|
% 60.88/26.07  																																																| Instantiating formula (29) with e1, e4, e4, e0 and discharging atoms op(e1, e4) = e4, op(e1, e4) = e0, yields:
% 60.88/26.07  																																																| (397) e4 = e0
% 60.88/26.07  																																																|
% 60.88/26.07  																																																| Instantiating formula (29) with e1, e1, e1, e4 and discharging atoms op(e1, e1) = e4, op(e1, e1) = e1, yields:
% 60.88/26.07  																																																| (630) e4 = e1
% 60.88/26.07  																																																|
% 60.88/26.07  																																																| Combining equations (397,630) yields a new equation:
% 60.88/26.07  																																																| (431) e1 = e0
% 60.88/26.07  																																																|
% 60.88/26.07  																																																| Equations (431) can reduce 233 to:
% 60.88/26.07  																																																| (266) $false
% 60.88/26.07  																																																|
% 60.88/26.07  																																																|-The branch is then unsatisfiable
% 60.88/26.07  																																															|-Branch two:
% 60.88/26.07  																																															| (748)  ~ (unit = e1)
% 60.88/26.07  																																															| (749) unit = e3
% 60.88/26.07  																																															|
% 60.88/26.07  																																																| From (749) and (244) follows:
% 60.88/26.07  																																																| (750) op(e3, e4) = e4
% 60.88/26.07  																																																|
% 60.88/26.07  																																																| From (749) and (227) follows:
% 60.88/26.07  																																																| (22570) op(e4, e3) = e4
% 60.88/26.07  																																																|
% 60.88/26.07  																																																| From (749) and (40) follows:
% 60.88/26.07  																																																| (3715) op(e3, e3) = e3
% 60.88/26.07  																																																|
% 60.88/26.07  																																																| From (749) and (28) follows:
% 60.88/26.07  																																																| (2235) op(e1, e3) = e1
% 60.88/26.07  																																																|
% 60.88/26.07  																																																| Instantiating formula (29) with e4, e3, e4, e0 and discharging atoms op(e4, e3) = e4, op(e4, e3) = e0, yields:
% 60.88/26.07  																																																| (397) e4 = e0
% 60.88/26.07  																																																|
% 60.88/26.07  																																																| Instantiating formula (29) with e3, e4, e4, e2 and discharging atoms op(e3, e4) = e4, op(e3, e4) = e2, yields:
% 60.88/26.07  																																																| (323) e4 = e2
% 60.88/26.07  																																																|
% 60.88/26.07  																																																| Instantiating formula (29) with e3, e3, e3, e4 and discharging atoms op(e3, e3) = e4, op(e3, e3) = e3, yields:
% 60.88/26.07  																																																| (425) e4 = e3
% 60.88/26.07  																																																|
% 60.88/26.07  																																																| Instantiating formula (29) with e1, e3, e1, e3 and discharging atoms op(e1, e3) = e3, op(e1, e3) = e1, yields:
% 60.88/26.07  																																																| (455) e3 = e1
% 60.88/26.07  																																																|
% 60.88/26.07  																																																| Combining equations (323,425) yields a new equation:
% 60.88/26.07  																																																| (662) e3 = e2
% 60.88/26.07  																																																|
% 60.88/26.07  																																																| Combining equations (397,425) yields a new equation:
% 60.88/26.07  																																																| (676) e3 = e0
% 60.88/26.07  																																																|
% 60.88/26.07  																																																| Combining equations (676,662) yields a new equation:
% 60.88/26.07  																																																| (330) e2 = e0
% 60.88/26.07  																																																|
% 60.88/26.07  																																																| Combining equations (455,662) yields a new equation:
% 60.88/26.07  																																																| (617) e2 = e1
% 60.88/26.07  																																																|
% 60.88/26.07  																																																| Combining equations (330,617) yields a new equation:
% 60.88/26.07  																																																| (431) e1 = e0
% 60.88/26.07  																																																|
% 60.88/26.07  																																																| Equations (431) can reduce 233 to:
% 60.88/26.07  																																																| (266) $false
% 60.88/26.07  																																																|
% 60.88/26.07  																																																|-The branch is then unsatisfiable
% 60.88/26.07  																																											|-Branch two:
% 60.88/26.07  																																											| (678)  ~ (all_0_47_47 = e0)
% 60.88/26.07  																																											| (679) all_0_56_56 = e0
% 60.88/26.07  																																											|
% 60.88/26.07  																																												| Combining equations (1569,679) yields a new equation:
% 60.88/26.07  																																												| (546) e1 = e0
% 60.88/26.07  																																												|
% 60.88/26.07  																																												| Simplifying 546 yields:
% 60.88/26.07  																																												| (431) e1 = e0
% 60.88/26.07  																																												|
% 60.88/26.07  																																												| Equations (431) can reduce 233 to:
% 60.88/26.07  																																												| (266) $false
% 60.88/26.07  																																												|
% 60.88/26.07  																																												|-The branch is then unsatisfiable
% 60.88/26.07  																																										|-Branch two:
% 60.88/26.07  																																										| (360)  ~ (all_0_44_44 = e0)
% 60.88/26.07  																																										| (1417) all_0_44_44 = e3 | all_0_44_44 = e1
% 60.88/26.07  																																										|
% 60.88/26.07  																																											+-Applying beta-rule and splitting (1417), into two cases.
% 60.88/26.07  																																											|-Branch one:
% 60.88/26.07  																																											| (635) all_0_44_44 = e1
% 60.88/26.07  																																											|
% 60.88/26.07  																																												| Equations (635) can reduce 639 to:
% 60.88/26.07  																																												| (266) $false
% 60.88/26.07  																																												|
% 60.88/26.07  																																												|-The branch is then unsatisfiable
% 60.88/26.07  																																											|-Branch two:
% 60.88/26.07  																																											| (639)  ~ (all_0_44_44 = e1)
% 60.88/26.07  																																											| (532) all_0_44_44 = e3
% 60.88/26.07  																																											|
% 60.88/26.07  																																												| Equations (532) can reduce 407 to:
% 60.88/26.07  																																												| (266) $false
% 60.88/26.07  																																												|
% 60.88/26.07  																																												|-The branch is then unsatisfiable
% 60.88/26.07  																																				|-Branch two:
% 60.88/26.07  																																				| (405)  ~ (all_0_42_42 = e3)
% 60.88/26.07  																																				| (521) all_0_47_47 = e3 | all_0_51_51 = e3 | all_0_56_56 = e3
% 60.88/26.07  																																				|
% 60.88/26.07  																																					+-Applying beta-rule and splitting (1899), into two cases.
% 60.88/26.07  																																					|-Branch one:
% 60.88/26.07  																																					| (516) all_0_42_42 = e3
% 60.88/26.07  																																					|
% 60.88/26.07  																																						| Equations (516) can reduce 405 to:
% 60.88/26.07  																																						| (266) $false
% 60.88/26.07  																																						|
% 60.88/26.07  																																						|-The branch is then unsatisfiable
% 60.88/26.07  																																					|-Branch two:
% 60.88/26.07  																																					| (405)  ~ (all_0_42_42 = e3)
% 60.88/26.07  																																					| (532) all_0_44_44 = e3
% 60.88/26.07  																																					|
% 60.88/26.07  																																						| Equations (532) can reduce 1390 to:
% 60.88/26.07  																																						| (277)  ~ (e4 = e3)
% 60.88/26.07  																																						|
% 60.88/26.07  																																						| Simplifying 277 yields:
% 60.88/26.07  																																						| (188)  ~ (e4 = e3)
% 60.88/26.07  																																						|
% 60.88/26.07  																																						| Equations (532) can reduce 147 to:
% 60.88/26.07  																																						| (212)  ~ (e3 = e2)
% 60.88/26.07  																																						|
% 60.88/26.07  																																						| Equations (532) can reduce 639 to:
% 60.88/26.07  																																						| (213)  ~ (e3 = e1)
% 60.88/26.07  																																						|
% 60.88/26.07  																																						+-Applying beta-rule and splitting (75), into two cases.
% 60.88/26.07  																																						|-Branch one:
% 60.88/26.07  																																						| (485) all_0_40_40 = e0
% 60.88/26.07  																																						|
% 60.88/26.07  																																							| Combining equations (485,313) yields a new equation:
% 60.88/26.07  																																							| (330) e2 = e0
% 60.88/26.07  																																							|
% 60.88/26.07  																																							| Equations (330) can reduce 128 to:
% 60.88/26.07  																																							| (266) $false
% 60.88/26.07  																																							|
% 60.88/26.07  																																							|-The branch is then unsatisfiable
% 60.88/26.07  																																						|-Branch two:
% 60.88/26.07  																																						| (1401)  ~ (all_0_40_40 = e0)
% 60.88/26.07  																																						| (1748) all_0_44_44 = e0 | all_0_49_49 = e0 | all_0_58_58 = e0
% 60.88/26.07  																																						|
% 60.88/26.07  																																							+-Applying beta-rule and splitting (78), into two cases.
% 60.88/26.07  																																							|-Branch one:
% 60.88/26.07  																																							| (423) all_0_45_45 = e3
% 60.88/26.07  																																							|
% 60.88/26.07  																																								| Combining equations (248,423) yields a new equation:
% 60.88/26.07  																																								| (424) e4 = e3
% 60.88/26.07  																																								|
% 60.88/26.07  																																								| Simplifying 424 yields:
% 60.88/26.07  																																								| (425) e4 = e3
% 60.88/26.07  																																								|
% 60.88/26.07  																																								| Equations (425) can reduce 188 to:
% 60.88/26.07  																																								| (266) $false
% 60.88/26.07  																																								|
% 60.88/26.07  																																								|-The branch is then unsatisfiable
% 60.88/26.07  																																							|-Branch two:
% 60.88/26.07  																																							| (427)  ~ (all_0_45_45 = e3)
% 60.88/26.07  																																							| (428) all_0_46_46 = e3 | all_0_47_47 = e3 | all_0_49_49 = e3
% 60.88/26.07  																																							|
% 60.88/26.07  																																								+-Applying beta-rule and splitting (165), into two cases.
% 60.88/26.07  																																								|-Branch one:
% 60.88/26.07  																																								| (794) all_0_41_41 = e0
% 60.88/26.07  																																								|
% 60.88/26.07  																																									| Combining equations (794,437) yields a new equation:
% 60.88/26.07  																																									| (397) e4 = e0
% 60.88/26.07  																																									|
% 60.88/26.07  																																									| Equations (397) can reduce 49 to:
% 60.88/26.07  																																									| (266) $false
% 60.88/26.07  																																									|
% 60.88/26.07  																																									|-The branch is then unsatisfiable
% 60.88/26.07  																																								|-Branch two:
% 60.88/26.07  																																								| (357)  ~ (all_0_41_41 = e0)
% 60.88/26.07  																																								| (6761) all_0_42_42 = e0 | all_0_43_43 = e0 | all_0_44_44 = e0
% 60.88/26.07  																																								|
% 60.88/26.07  																																									| Equations (437) can reduce 357 to:
% 60.88/26.07  																																									| (49)  ~ (e4 = e0)
% 60.88/26.07  																																									|
% 60.88/26.07  																																									+-Applying beta-rule and splitting (521), into two cases.
% 60.88/26.07  																																									|-Branch one:
% 60.88/26.07  																																									| (522) all_0_47_47 = e3
% 60.88/26.07  																																									|
% 60.88/26.07  																																										| Equations (522) can reduce 86 to:
% 60.88/26.07  																																										| (524)  ~ (all_0_49_49 = e3)
% 60.88/26.07  																																										|
% 60.88/26.07  																																										| Simplifying 524 yields:
% 60.88/26.07  																																										| (525)  ~ (all_0_49_49 = e3)
% 60.88/26.07  																																										|
% 60.88/26.07  																																										+-Applying beta-rule and splitting (104), into two cases.
% 60.88/26.07  																																										|-Branch one:
% 60.88/26.07  																																										| (480) all_0_39_39 = e0
% 60.88/26.07  																																										|
% 60.88/26.07  																																											| Combining equations (480,471) yields a new equation:
% 60.88/26.07  																																											| (397) e4 = e0
% 60.88/26.07  																																											|
% 60.88/26.07  																																											| Equations (397) can reduce 49 to:
% 60.88/26.07  																																											| (266) $false
% 60.88/26.07  																																											|
% 60.88/26.07  																																											|-The branch is then unsatisfiable
% 60.88/26.07  																																										|-Branch two:
% 60.88/26.07  																																										| (484)  ~ (all_0_39_39 = e0)
% 60.88/26.07  																																										| (558) all_0_42_42 = e0 | all_0_47_47 = e0 | all_0_56_56 = e0
% 60.88/26.07  																																										|
% 60.88/26.07  																																											| Equations (471) can reduce 484 to:
% 60.88/26.07  																																											| (49)  ~ (e4 = e0)
% 60.88/26.07  																																											|
% 60.88/26.07  																																											+-Applying beta-rule and splitting (1748), into two cases.
% 60.88/26.07  																																											|-Branch one:
% 60.88/26.07  																																											| (1414) all_0_44_44 = e0
% 60.88/26.07  																																											|
% 60.88/26.07  																																												| Combining equations (1414,532) yields a new equation:
% 60.88/26.07  																																												| (676) e3 = e0
% 60.88/26.07  																																												|
% 60.88/26.07  																																												| Equations (676) can reduce 80 to:
% 60.88/26.07  																																												| (266) $false
% 60.88/26.07  																																												|
% 60.88/26.07  																																												|-The branch is then unsatisfiable
% 60.88/26.07  																																											|-Branch two:
% 60.88/26.07  																																											| (360)  ~ (all_0_44_44 = e0)
% 60.88/26.07  																																											| (1760) all_0_49_49 = e0 | all_0_58_58 = e0
% 60.88/26.07  																																											|
% 60.88/26.07  																																												+-Applying beta-rule and splitting (1760), into two cases.
% 60.88/26.07  																																												|-Branch one:
% 60.88/26.07  																																												| (978) all_0_49_49 = e0
% 60.88/26.07  																																												|
% 60.88/26.07  																																													| Equations (978) can reduce 525 to:
% 60.88/26.07  																																													| (541)  ~ (e3 = e0)
% 60.88/26.07  																																													|
% 60.88/26.07  																																													| Simplifying 541 yields:
% 60.88/26.07  																																													| (80)  ~ (e3 = e0)
% 60.88/26.07  																																													|
% 60.88/26.07  																																													| Equations (978) can reduce 1064 to:
% 60.88/26.07  																																													| (435)  ~ (e1 = e0)
% 60.88/26.07  																																													|
% 60.88/26.07  																																													| Simplifying 435 yields:
% 60.88/26.07  																																													| (233)  ~ (e1 = e0)
% 60.88/26.07  																																													|
% 60.88/26.07  																																													+-Applying beta-rule and splitting (558), into two cases.
% 60.88/26.07  																																													|-Branch one:
% 60.88/26.07  																																													| (559) all_0_42_42 = e0
% 60.88/26.07  																																													|
% 60.88/26.07  																																														| Equations (559) can reduce 1380 to:
% 60.88/26.07  																																														| (435)  ~ (e1 = e0)
% 60.88/26.07  																																														|
% 60.88/26.07  																																														| Simplifying 435 yields:
% 60.88/26.07  																																														| (233)  ~ (e1 = e0)
% 60.88/26.07  																																														|
% 60.88/26.07  																																														| From (559) and (210) follows:
% 60.88/26.07  																																														| (20848) op(e3, e2) = e0
% 60.88/26.07  																																														|
% 60.88/26.07  																																														+-Applying beta-rule and splitting (56), into two cases.
% 60.88/26.07  																																														|-Branch one:
% 60.88/26.07  																																														| (696) unit = e2
% 60.88/26.07  																																														|
% 60.88/26.07  																																															| From (696) and (24) follows:
% 60.88/26.07  																																															| (697) op(e2, e3) = e3
% 60.88/26.07  																																															|
% 60.88/26.07  																																															| From (696) and (40) follows:
% 60.88/26.07  																																															| (4285) op(e3, e2) = e3
% 60.88/26.07  																																															|
% 60.88/26.07  																																															| Instantiating formula (29) with e3, e2, e3, e0 and discharging atoms op(e3, e2) = e3, op(e3, e2) = e0, yields:
% 60.88/26.07  																																															| (676) e3 = e0
% 60.88/26.07  																																															|
% 60.88/26.07  																																															| Instantiating formula (29) with e2, e3, e3, e1 and discharging atoms op(e2, e3) = e3, op(e2, e3) = e1, yields:
% 60.88/26.07  																																															| (455) e3 = e1
% 60.88/26.07  																																															|
% 60.88/26.07  																																															| Combining equations (676,455) yields a new equation:
% 60.88/26.07  																																															| (431) e1 = e0
% 60.88/26.07  																																															|
% 60.88/26.07  																																															| Equations (431) can reduce 233 to:
% 60.88/26.07  																																															| (266) $false
% 60.88/26.07  																																															|
% 60.88/26.07  																																															|-The branch is then unsatisfiable
% 60.88/26.07  																																														|-Branch two:
% 60.88/26.07  																																														| (707)  ~ (unit = e2)
% 60.88/26.07  																																														| (708) unit = e4 | unit = e3 | unit = e1 | unit = e0
% 60.88/26.07  																																														|
% 60.88/26.07  																																															+-Applying beta-rule and splitting (708), into two cases.
% 60.88/26.07  																																															|-Branch one:
% 60.88/26.07  																																															| (709) unit = e4
% 60.88/26.07  																																															|
% 60.88/26.07  																																																| From (709) and (211) follows:
% 60.88/26.07  																																																| (22527) op(e4, e1) = e1
% 60.88/26.07  																																																|
% 60.88/26.07  																																																| From (709) and (209) follows:
% 60.88/26.07  																																																| (3072) op(e4, e0) = e0
% 60.88/26.07  																																																|
% 60.88/26.07  																																																| From (709) and (40) follows:
% 60.88/26.07  																																																| (711) op(e3, e4) = e3
% 60.88/26.07  																																																|
% 60.88/26.07  																																																| Instantiating formula (29) with e4, e1, e1, e3 and discharging atoms op(e4, e1) = e3, op(e4, e1) = e1, yields:
% 60.88/26.07  																																																| (455) e3 = e1
% 60.88/26.07  																																																|
% 60.88/26.07  																																																| Instantiating formula (29) with e4, e0, e0, e2 and discharging atoms op(e4, e0) = e2, op(e4, e0) = e0, yields:
% 60.88/26.07  																																																| (330) e2 = e0
% 60.88/26.07  																																																|
% 60.88/26.07  																																																| Instantiating formula (29) with e3, e4, e3, e2 and discharging atoms op(e3, e4) = e3, op(e3, e4) = e2, yields:
% 60.88/26.07  																																																| (662) e3 = e2
% 60.88/26.07  																																																|
% 60.88/26.07  																																																| Combining equations (662,455) yields a new equation:
% 60.88/26.07  																																																| (616) e2 = e1
% 60.88/26.07  																																																|
% 60.88/26.07  																																																| Simplifying 616 yields:
% 60.88/26.07  																																																| (617) e2 = e1
% 60.88/26.07  																																																|
% 60.88/26.07  																																																| Combining equations (330,617) yields a new equation:
% 60.88/26.07  																																																| (431) e1 = e0
% 60.88/26.07  																																																|
% 60.88/26.07  																																																| Equations (431) can reduce 233 to:
% 60.88/26.07  																																																| (266) $false
% 60.88/26.08  																																																|
% 60.88/26.08  																																																|-The branch is then unsatisfiable
% 60.88/26.08  																																															|-Branch two:
% 60.88/26.08  																																															| (724)  ~ (unit = e4)
% 60.88/26.08  																																															| (725) unit = e3 | unit = e1 | unit = e0
% 60.88/26.08  																																															|
% 60.88/26.08  																																																+-Applying beta-rule and splitting (725), into two cases.
% 60.88/26.08  																																																|-Branch one:
% 60.88/26.08  																																																| (726) unit = e0
% 60.88/26.08  																																																|
% 60.88/26.08  																																																	| From (726) and (244) follows:
% 60.96/26.08  																																																	| (2207) op(e0, e4) = e4
% 60.96/26.08  																																																	|
% 60.96/26.08  																																																	| From (726) and (24) follows:
% 60.96/26.08  																																																	| (2208) op(e0, e3) = e3
% 60.96/26.08  																																																	|
% 60.96/26.08  																																																	| From (726) and (15) follows:
% 60.96/26.08  																																																	| (1508) op(e0, e2) = e2
% 60.96/26.08  																																																	|
% 60.96/26.08  																																																	| From (726) and (42) follows:
% 60.96/26.08  																																																	| (728) op(e0, e0) = e0
% 60.96/26.08  																																																	|
% 60.96/26.08  																																																	| Instantiating formula (29) with e0, e4, e4, e3 and discharging atoms op(e0, e4) = e4, op(e0, e4) = e3, yields:
% 60.96/26.08  																																																	| (425) e4 = e3
% 60.96/26.08  																																																	|
% 60.96/26.08  																																																	| Instantiating formula (29) with e0, e3, e3, e2 and discharging atoms op(e0, e3) = e3, op(e0, e3) = e2, yields:
% 60.96/26.08  																																																	| (662) e3 = e2
% 60.96/26.08  																																																	|
% 60.96/26.08  																																																	| Instantiating formula (29) with e0, e2, e2, e1 and discharging atoms op(e0, e2) = e2, op(e0, e2) = e1, yields:
% 60.96/26.08  																																																	| (617) e2 = e1
% 60.96/26.08  																																																	|
% 60.96/26.08  																																																	| Instantiating formula (29) with e0, e0, e0, e4 and discharging atoms op(e0, e0) = e4, op(e0, e0) = e0, yields:
% 60.96/26.08  																																																	| (397) e4 = e0
% 60.96/26.08  																																																	|
% 60.96/26.08  																																																	| Combining equations (425,397) yields a new equation:
% 60.96/26.08  																																																	| (675) e3 = e0
% 60.96/26.08  																																																	|
% 60.96/26.08  																																																	| Simplifying 675 yields:
% 60.96/26.08  																																																	| (676) e3 = e0
% 60.96/26.08  																																																	|
% 60.96/26.08  																																																	| Combining equations (676,662) yields a new equation:
% 60.96/26.08  																																																	| (330) e2 = e0
% 60.96/26.08  																																																	|
% 60.96/26.08  																																																	| Combining equations (617,330) yields a new equation:
% 60.96/26.08  																																																	| (546) e1 = e0
% 60.96/26.08  																																																	|
% 60.96/26.08  																																																	| Simplifying 546 yields:
% 60.96/26.08  																																																	| (431) e1 = e0
% 60.96/26.08  																																																	|
% 60.96/26.08  																																																	| Equations (431) can reduce 233 to:
% 60.96/26.08  																																																	| (266) $false
% 60.96/26.08  																																																	|
% 60.96/26.08  																																																	|-The branch is then unsatisfiable
% 60.96/26.08  																																																|-Branch two:
% 60.96/26.08  																																																| (734)  ~ (unit = e0)
% 60.96/26.08  																																																| (735) unit = e3 | unit = e1
% 60.96/26.08  																																																|
% 60.96/26.08  																																																	+-Applying beta-rule and splitting (735), into two cases.
% 60.96/26.08  																																																	|-Branch one:
% 60.96/26.08  																																																	| (736) unit = e1
% 60.96/26.08  																																																	|
% 60.96/26.08  																																																		| Equations (736) can reduce 734 to:
% 60.96/26.08  																																																		| (233)  ~ (e1 = e0)
% 60.96/26.08  																																																		|
% 60.96/26.08  																																																		| From (736) and (244) follows:
% 60.96/26.08  																																																		| (738) op(e1, e4) = e4
% 60.96/26.08  																																																		|
% 60.96/26.08  																																																		| From (736) and (28) follows:
% 60.96/26.08  																																																		| (740) op(e1, e1) = e1
% 60.96/26.08  																																																		|
% 60.96/26.08  																																																		| Instantiating formula (29) with e1, e4, e4, e0 and discharging atoms op(e1, e4) = e4, op(e1, e4) = e0, yields:
% 60.96/26.08  																																																		| (397) e4 = e0
% 60.96/26.08  																																																		|
% 60.96/26.08  																																																		| Instantiating formula (29) with e1, e1, e1, e4 and discharging atoms op(e1, e1) = e4, op(e1, e1) = e1, yields:
% 60.96/26.08  																																																		| (630) e4 = e1
% 60.96/26.08  																																																		|
% 60.96/26.08  																																																		| Combining equations (397,630) yields a new equation:
% 60.96/26.08  																																																		| (431) e1 = e0
% 60.96/26.08  																																																		|
% 60.96/26.08  																																																		| Equations (431) can reduce 233 to:
% 60.96/26.08  																																																		| (266) $false
% 60.96/26.08  																																																		|
% 60.96/26.08  																																																		|-The branch is then unsatisfiable
% 60.96/26.08  																																																	|-Branch two:
% 60.96/26.08  																																																	| (748)  ~ (unit = e1)
% 60.96/26.08  																																																	| (749) unit = e3
% 60.96/26.08  																																																	|
% 60.96/26.08  																																																		| From (749) and (244) follows:
% 60.96/26.08  																																																		| (750) op(e3, e4) = e4
% 60.96/26.08  																																																		|
% 60.96/26.08  																																																		| From (749) and (227) follows:
% 60.96/26.08  																																																		| (22570) op(e4, e3) = e4
% 60.96/26.08  																																																		|
% 60.96/26.08  																																																		| From (749) and (40) follows:
% 60.96/26.08  																																																		| (3715) op(e3, e3) = e3
% 60.96/26.08  																																																		|
% 60.96/26.08  																																																		| From (749) and (32) follows:
% 60.96/26.08  																																																		| (5793) op(e2, e3) = e2
% 60.96/26.08  																																																		|
% 60.96/26.08  																																																		| Instantiating formula (29) with e4, e3, e4, e0 and discharging atoms op(e4, e3) = e4, op(e4, e3) = e0, yields:
% 60.96/26.08  																																																		| (397) e4 = e0
% 60.96/26.08  																																																		|
% 60.96/26.08  																																																		| Instantiating formula (29) with e3, e4, e4, e2 and discharging atoms op(e3, e4) = e4, op(e3, e4) = e2, yields:
% 60.96/26.08  																																																		| (323) e4 = e2
% 60.96/26.08  																																																		|
% 60.96/26.08  																																																		| Instantiating formula (29) with e3, e3, e3, e4 and discharging atoms op(e3, e3) = e4, op(e3, e3) = e3, yields:
% 60.96/26.08  																																																		| (425) e4 = e3
% 60.96/26.08  																																																		|
% 60.96/26.08  																																																		| Instantiating formula (29) with e2, e3, e2, e1 and discharging atoms op(e2, e3) = e2, op(e2, e3) = e1, yields:
% 60.96/26.08  																																																		| (617) e2 = e1
% 60.96/26.08  																																																		|
% 60.96/26.08  																																																		| Combining equations (323,425) yields a new equation:
% 60.96/26.08  																																																		| (662) e3 = e2
% 60.96/26.08  																																																		|
% 60.96/26.08  																																																		| Combining equations (397,425) yields a new equation:
% 60.96/26.08  																																																		| (676) e3 = e0
% 60.96/26.08  																																																		|
% 60.96/26.08  																																																		| Combining equations (662,676) yields a new equation:
% 60.96/26.08  																																																		| (391) e2 = e0
% 60.96/26.08  																																																		|
% 60.96/26.08  																																																		| Simplifying 391 yields:
% 60.96/26.08  																																																		| (330) e2 = e0
% 60.96/26.08  																																																		|
% 60.96/26.08  																																																		| Combining equations (617,330) yields a new equation:
% 60.96/26.08  																																																		| (546) e1 = e0
% 60.96/26.08  																																																		|
% 60.96/26.08  																																																		| Simplifying 546 yields:
% 60.96/26.08  																																																		| (431) e1 = e0
% 60.96/26.08  																																																		|
% 60.96/26.08  																																																		| Equations (431) can reduce 233 to:
% 60.96/26.08  																																																		| (266) $false
% 60.96/26.08  																																																		|
% 60.96/26.08  																																																		|-The branch is then unsatisfiable
% 60.96/26.08  																																													|-Branch two:
% 60.96/26.08  																																													| (358)  ~ (all_0_42_42 = e0)
% 60.96/26.08  																																													| (563) all_0_47_47 = e0 | all_0_56_56 = e0
% 60.96/26.08  																																													|
% 60.96/26.08  																																														+-Applying beta-rule and splitting (563), into two cases.
% 60.96/26.08  																																														|-Branch one:
% 60.96/26.08  																																														| (674) all_0_47_47 = e0
% 60.96/26.08  																																														|
% 60.96/26.08  																																															| Combining equations (522,674) yields a new equation:
% 60.96/26.08  																																															| (675) e3 = e0
% 60.96/26.08  																																															|
% 60.96/26.08  																																															| Simplifying 675 yields:
% 60.96/26.08  																																															| (676) e3 = e0
% 60.96/26.08  																																															|
% 60.96/26.08  																																															| Equations (676) can reduce 80 to:
% 60.96/26.08  																																															| (266) $false
% 60.96/26.08  																																															|
% 60.96/26.08  																																															|-The branch is then unsatisfiable
% 60.96/26.08  																																														|-Branch two:
% 60.96/26.08  																																														| (678)  ~ (all_0_47_47 = e0)
% 60.96/26.08  																																														| (679) all_0_56_56 = e0
% 60.96/26.08  																																														|
% 60.96/26.08  																																															| Combining equations (1569,679) yields a new equation:
% 60.96/26.08  																																															| (546) e1 = e0
% 60.96/26.08  																																															|
% 60.96/26.08  																																															| Simplifying 546 yields:
% 60.96/26.08  																																															| (431) e1 = e0
% 60.96/26.08  																																															|
% 60.96/26.08  																																															| Equations (431) can reduce 233 to:
% 60.96/26.08  																																															| (266) $false
% 60.96/26.08  																																															|
% 60.96/26.08  																																															|-The branch is then unsatisfiable
% 60.96/26.08  																																												|-Branch two:
% 60.96/26.08  																																												| (487)  ~ (all_0_49_49 = e0)
% 60.96/26.08  																																												| (914) all_0_58_58 = e0
% 60.96/26.08  																																												|
% 60.96/26.08  																																													| Combining equations (914,910) yields a new equation:
% 60.96/26.08  																																													| (397) e4 = e0
% 60.96/26.08  																																													|
% 60.96/26.08  																																													| Equations (397) can reduce 49 to:
% 60.96/26.08  																																													| (266) $false
% 60.96/26.08  																																													|
% 60.96/26.08  																																													|-The branch is then unsatisfiable
% 60.96/26.08  																																									|-Branch two:
% 60.96/26.08  																																									| (1091)  ~ (all_0_47_47 = e3)
% 60.96/26.08  																																									| (1092) all_0_51_51 = e3 | all_0_56_56 = e3
% 60.96/26.08  																																									|
% 60.96/26.08  																																										+-Applying beta-rule and splitting (428), into two cases.
% 60.96/26.08  																																										|-Branch one:
% 60.96/26.08  																																										| (1557) all_0_46_46 = e3
% 60.96/26.08  																																										|
% 60.96/26.08  																																											| Combining equations (545,1557) yields a new equation:
% 60.96/26.08  																																											| (455) e3 = e1
% 60.96/26.08  																																											|
% 60.96/26.08  																																											| Equations (455) can reduce 213 to:
% 60.96/26.08  																																											| (266) $false
% 60.96/26.08  																																											|
% 60.96/26.08  																																											|-The branch is then unsatisfiable
% 60.96/26.08  																																										|-Branch two:
% 60.96/26.08  																																										| (409)  ~ (all_0_46_46 = e3)
% 60.96/26.08  																																										| (1561) all_0_47_47 = e3 | all_0_49_49 = e3
% 60.96/26.08  																																										|
% 60.96/26.08  																																											| Equations (545) can reduce 409 to:
% 60.96/26.08  																																											| (467)  ~ (e3 = e1)
% 60.96/26.08  																																											|
% 60.96/26.08  																																											| Simplifying 467 yields:
% 60.96/26.08  																																											| (213)  ~ (e3 = e1)
% 60.96/26.08  																																											|
% 60.96/26.08  																																											+-Applying beta-rule and splitting (1092), into two cases.
% 60.96/26.08  																																											|-Branch one:
% 60.96/26.08  																																											| (660) all_0_51_51 = e3
% 60.96/26.08  																																											|
% 60.96/26.08  																																												| Combining equations (504,660) yields a new equation:
% 60.96/26.08  																																												| (662) e3 = e2
% 60.96/26.08  																																												|
% 60.96/26.08  																																												| Equations (662) can reduce 212 to:
% 60.96/26.08  																																												| (266) $false
% 60.96/26.08  																																												|
% 60.96/26.08  																																												|-The branch is then unsatisfiable
% 60.96/26.08  																																											|-Branch two:
% 60.96/26.08  																																											| (664)  ~ (all_0_51_51 = e3)
% 60.96/26.08  																																											| (1097) all_0_56_56 = e3
% 60.96/26.08  																																											|
% 60.96/26.08  																																												| Combining equations (1569,1097) yields a new equation:
% 60.96/26.08  																																												| (455) e3 = e1
% 60.96/26.08  																																												|
% 60.96/26.08  																																												| Equations (455) can reduce 213 to:
% 60.96/26.08  																																												| (266) $false
% 60.96/26.08  																																												|
% 60.96/26.08  																																												|-The branch is then unsatisfiable
% 60.96/26.08  																																	|-Branch two:
% 60.96/26.08  																																	| (549)  ~ (all_0_46_46 = e1)
% 60.96/26.08  																																	| (550) all_0_47_47 = e1 | all_0_48_48 = e1 | all_0_49_49 = e1
% 60.96/26.08  																																	|
% 60.96/26.08  																																		+-Applying beta-rule and splitting (550), into two cases.
% 60.96/26.08  																																		|-Branch one:
% 60.96/26.08  																																		| (654) all_0_47_47 = e1
% 60.96/26.08  																																		|
% 60.96/26.08  																																			| Equations (654) can reduce 462 to:
% 60.96/26.08  																																			| (266) $false
% 60.96/26.08  																																			|
% 60.96/26.08  																																			|-The branch is then unsatisfiable
% 60.96/26.08  																																		|-Branch two:
% 60.96/26.08  																																		| (462)  ~ (all_0_47_47 = e1)
% 60.96/26.08  																																		| (659) all_0_48_48 = e1 | all_0_49_49 = e1
% 60.96/26.08  																																		|
% 60.96/26.08  																																			+-Applying beta-rule and splitting (659), into two cases.
% 60.96/26.08  																																			|-Branch one:
% 60.96/26.08  																																			| (615) all_0_48_48 = e1
% 60.96/26.08  																																			|
% 60.96/26.08  																																				| Combining equations (615,335) yields a new equation:
% 60.96/26.08  																																				| (617) e2 = e1
% 60.96/26.08  																																				|
% 60.96/26.08  																																				| Equations (617) can reduce 122 to:
% 60.96/26.08  																																				| (266) $false
% 60.96/26.08  																																				|
% 60.96/26.08  																																				|-The branch is then unsatisfiable
% 60.96/26.08  																																			|-Branch two:
% 60.96/26.08  																																			| (619)  ~ (all_0_48_48 = e1)
% 60.96/26.08  																																			| (671) all_0_49_49 = e1
% 60.96/26.08  																																			|
% 60.96/26.08  																																				| Equations (671) can reduce 1064 to:
% 60.96/26.08  																																				| (266) $false
% 60.96/26.08  																																				|
% 60.96/26.08  																																				|-The branch is then unsatisfiable
% 60.96/26.08  																																|-Branch two:
% 60.96/26.08  																																| (1459)  ~ (all_0_53_53 = e1)
% 60.96/26.08  																																| (665) all_0_53_53 = e3
% 60.96/26.08  																																|
% 60.96/26.08  																																	| Equations (665) can reduce 903 to:
% 60.96/26.08  																																	| (266) $false
% 60.96/26.08  																																	|
% 60.96/26.08  																																	|-The branch is then unsatisfiable
% 60.96/26.08  																													|-Branch two:
% 60.96/26.08  																													| (411)  ~ (all_0_50_50 = e3)
% 60.96/26.08  																													| (418) all_0_51_51 = e3 | all_0_53_53 = e3
% 60.96/26.08  																													|
% 60.96/26.08  																														+-Applying beta-rule and splitting (144), into two cases.
% 60.96/26.08  																														|-Branch one:
% 60.96/26.08  																														| (403) all_0_41_41 = e3
% 60.96/26.08  																														|
% 60.96/26.08  																															| Combining equations (403,437) yields a new equation:
% 60.96/26.08  																															| (425) e4 = e3
% 60.96/26.08  																															|
% 60.96/26.08  																															| Equations (425) can reduce 188 to:
% 60.96/26.08  																															| (266) $false
% 60.96/26.08  																															|
% 60.96/26.08  																															|-The branch is then unsatisfiable
% 60.96/26.08  																														|-Branch two:
% 60.96/26.08  																														| (1898)  ~ (all_0_41_41 = e3)
% 60.96/26.08  																														| (1923) all_0_46_46 = e3 | all_0_50_50 = e3 | all_0_55_55 = e3
% 60.96/26.08  																														|
% 60.96/26.08  																															+-Applying beta-rule and splitting (241), into two cases.
% 60.96/26.08  																															|-Branch one:
% 60.96/26.08  																															| (378) all_0_50_50 = e2
% 60.96/26.08  																															|
% 60.96/26.08  																																| Equations (378) can reduce 302 to:
% 60.96/26.08  																																| (266) $false
% 60.96/26.08  																																|
% 60.96/26.08  																																|-The branch is then unsatisfiable
% 60.96/26.08  																															|-Branch two:
% 60.96/26.08  																															| (302)  ~ (all_0_50_50 = e2)
% 60.96/26.08  																															| (422) all_0_50_50 = e4 | all_0_50_50 = e3 | all_0_50_50 = e1
% 60.96/26.08  																															|
% 60.96/26.08  																																+-Applying beta-rule and splitting (422), into two cases.
% 60.96/26.08  																																|-Branch one:
% 60.96/26.08  																																| (775) all_0_50_50 = e4
% 60.96/26.08  																																|
% 60.96/26.08  																																	| Equations (775) can reduce 566 to:
% 60.96/26.08  																																	| (266) $false
% 60.96/26.08  																																	|
% 60.96/26.08  																																	|-The branch is then unsatisfiable
% 60.96/26.08  																																|-Branch two:
% 60.96/26.08  																																| (566)  ~ (all_0_50_50 = e4)
% 60.96/26.08  																																| (1444) all_0_50_50 = e3 | all_0_50_50 = e1
% 60.96/26.08  																																|
% 60.96/26.08  																																	+-Applying beta-rule and splitting (1444), into two cases.
% 60.96/26.08  																																	|-Branch one:
% 60.96/26.08  																																	| (601) all_0_50_50 = e1
% 60.96/26.08  																																	|
% 60.96/26.08  																																		| Equations (601) can reduce 566 to:
% 60.96/26.08  																																		| (602)  ~ (e4 = e1)
% 60.96/26.08  																																		|
% 60.96/26.08  																																		| Simplifying 602 yields:
% 60.96/26.08  																																		| (110)  ~ (e4 = e1)
% 60.96/26.08  																																		|
% 60.96/26.08  																																		| Equations (601) can reduce 411 to:
% 60.96/26.08  																																		| (467)  ~ (e3 = e1)
% 60.96/26.08  																																		|
% 60.96/26.08  																																		| Simplifying 467 yields:
% 60.96/26.08  																																		| (213)  ~ (e3 = e1)
% 60.96/26.08  																																		|
% 60.96/26.08  																																		| Equations (601) can reduce 121 to:
% 60.96/26.08  																																		| (233)  ~ (e1 = e0)
% 60.96/26.08  																																		|
% 60.96/26.08  																																		+-Applying beta-rule and splitting (1923), into two cases.
% 60.96/26.08  																																		|-Branch one:
% 60.96/26.08  																																		| (1557) all_0_46_46 = e3
% 60.96/26.08  																																		|
% 60.96/26.08  																																			| Equations (1557) can reduce 300 to:
% 60.96/26.08  																																			| (212)  ~ (e3 = e2)
% 60.96/26.08  																																			|
% 60.96/26.08  																																			+-Applying beta-rule and splitting (112), into two cases.
% 60.96/26.08  																																			|-Branch one:
% 60.96/26.08  																																			| (635) all_0_44_44 = e1
% 60.96/26.08  																																			|
% 60.96/26.08  																																				| Equations (635) can reduce 639 to:
% 60.96/26.08  																																				| (266) $false
% 60.96/26.08  																																				|
% 60.96/26.08  																																				|-The branch is then unsatisfiable
% 60.96/26.08  																																			|-Branch two:
% 60.96/26.08  																																			| (639)  ~ (all_0_44_44 = e1)
% 60.96/26.08  																																			| (640) all_0_49_49 = e1 | all_0_53_53 = e1 | all_0_58_58 = e1
% 60.96/26.08  																																			|
% 60.96/26.08  																																				+-Applying beta-rule and splitting (418), into two cases.
% 60.96/26.08  																																				|-Branch one:
% 60.96/26.08  																																				| (660) all_0_51_51 = e3
% 60.96/26.08  																																				|
% 60.96/26.08  																																					| Combining equations (504,660) yields a new equation:
% 60.96/26.08  																																					| (662) e3 = e2
% 60.96/26.08  																																					|
% 60.96/26.08  																																					| Equations (662) can reduce 212 to:
% 60.96/26.08  																																					| (266) $false
% 60.96/26.08  																																					|
% 60.96/26.08  																																					|-The branch is then unsatisfiable
% 60.96/26.08  																																				|-Branch two:
% 60.96/26.08  																																				| (664)  ~ (all_0_51_51 = e3)
% 60.96/26.08  																																				| (665) all_0_53_53 = e3
% 60.96/26.08  																																				|
% 60.96/26.08  																																					| Equations (665) can reduce 220 to:
% 60.96/26.08  																																					| (407)  ~ (all_0_44_44 = e3)
% 60.96/26.08  																																					|
% 60.96/26.08  																																					| Equations (665) can reduce 1453 to:
% 60.96/26.08  																																					| (277)  ~ (e4 = e3)
% 60.96/26.08  																																					|
% 60.96/26.08  																																					| Simplifying 277 yields:
% 60.96/26.08  																																					| (188)  ~ (e4 = e3)
% 60.96/26.08  																																					|
% 60.96/26.08  																																					| Equations (665) can reduce 247 to:
% 60.96/26.08  																																					| (80)  ~ (e3 = e0)
% 60.96/26.08  																																					|
% 60.96/26.08  																																					| From (665) and (84) follows:
% 60.96/26.08  																																					| (3786) op(e1, e0) = e3
% 60.96/26.08  																																					|
% 60.96/26.08  																																					+-Applying beta-rule and splitting (113), into two cases.
% 60.96/26.08  																																					|-Branch one:
% 60.96/26.08  																																					| (403) all_0_41_41 = e3
% 60.96/26.08  																																					|
% 60.96/26.08  																																						| Combining equations (403,437) yields a new equation:
% 60.96/26.08  																																						| (425) e4 = e3
% 60.96/26.08  																																						|
% 60.96/26.08  																																						| Equations (425) can reduce 188 to:
% 60.96/26.08  																																						| (266) $false
% 60.96/26.08  																																						|
% 60.96/26.08  																																						|-The branch is then unsatisfiable
% 60.96/26.08  																																					|-Branch two:
% 60.96/26.08  																																					| (1898)  ~ (all_0_41_41 = e3)
% 60.96/26.08  																																					| (1899) all_0_42_42 = e3 | all_0_44_44 = e3
% 60.96/26.08  																																					|
% 60.96/26.08  																																						+-Applying beta-rule and splitting (180), into two cases.
% 60.96/26.08  																																						|-Branch one:
% 60.96/26.08  																																						| (516) all_0_42_42 = e3
% 60.96/26.08  																																						|
% 60.96/26.08  																																							| Equations (516) can reduce 1380 to:
% 60.96/26.08  																																							| (213)  ~ (e3 = e1)
% 60.96/26.08  																																							|
% 60.96/26.08  																																							+-Applying beta-rule and splitting (165), into two cases.
% 60.96/26.08  																																							|-Branch one:
% 60.96/26.08  																																							| (794) all_0_41_41 = e0
% 60.96/26.08  																																							|
% 60.96/26.08  																																								| Combining equations (437,794) yields a new equation:
% 60.96/26.08  																																								| (481) e4 = e0
% 60.96/26.08  																																								|
% 60.96/26.08  																																								| Simplifying 481 yields:
% 60.96/26.08  																																								| (397) e4 = e0
% 60.96/26.08  																																								|
% 60.96/26.08  																																								| Equations (397) can reduce 49 to:
% 60.96/26.08  																																								| (266) $false
% 60.96/26.08  																																								|
% 60.96/26.08  																																								|-The branch is then unsatisfiable
% 60.96/26.08  																																							|-Branch two:
% 60.96/26.08  																																							| (357)  ~ (all_0_41_41 = e0)
% 60.96/26.08  																																							| (6761) all_0_42_42 = e0 | all_0_43_43 = e0 | all_0_44_44 = e0
% 60.96/26.08  																																							|
% 60.96/26.08  																																								| Equations (437) can reduce 357 to:
% 60.96/26.08  																																								| (49)  ~ (e4 = e0)
% 60.96/26.08  																																								|
% 60.96/26.08  																																								+-Applying beta-rule and splitting (104), into two cases.
% 60.96/26.08  																																								|-Branch one:
% 60.96/26.08  																																								| (480) all_0_39_39 = e0
% 60.96/26.08  																																								|
% 60.96/26.08  																																									| Combining equations (480,471) yields a new equation:
% 60.96/26.08  																																									| (397) e4 = e0
% 60.96/26.08  																																									|
% 60.96/26.08  																																									| Equations (397) can reduce 49 to:
% 60.96/26.08  																																									| (266) $false
% 60.96/26.08  																																									|
% 60.96/26.08  																																									|-The branch is then unsatisfiable
% 60.96/26.08  																																								|-Branch two:
% 60.96/26.08  																																								| (484)  ~ (all_0_39_39 = e0)
% 60.96/26.08  																																								| (558) all_0_42_42 = e0 | all_0_47_47 = e0 | all_0_56_56 = e0
% 60.96/26.08  																																								|
% 60.96/26.08  																																									+-Applying beta-rule and splitting (135), into two cases.
% 60.96/26.08  																																									|-Branch one:
% 60.96/26.08  																																									| (545) all_0_46_46 = e1
% 60.96/26.08  																																									|
% 60.96/26.08  																																										| Combining equations (1557,545) yields a new equation:
% 60.96/26.08  																																										| (454) e3 = e1
% 60.96/26.08  																																										|
% 60.96/26.08  																																										| Simplifying 454 yields:
% 60.96/26.08  																																										| (455) e3 = e1
% 60.96/26.08  																																										|
% 60.96/26.08  																																										| Equations (455) can reduce 213 to:
% 60.96/26.08  																																										| (266) $false
% 60.96/26.08  																																										|
% 60.96/26.08  																																										|-The branch is then unsatisfiable
% 60.96/26.08  																																									|-Branch two:
% 60.96/26.08  																																									| (549)  ~ (all_0_46_46 = e1)
% 60.96/26.08  																																									| (550) all_0_47_47 = e1 | all_0_48_48 = e1 | all_0_49_49 = e1
% 60.96/26.08  																																									|
% 60.96/26.08  																																										| Equations (1557) can reduce 549 to:
% 60.96/26.08  																																										| (213)  ~ (e3 = e1)
% 60.96/26.08  																																										|
% 60.96/26.08  																																										+-Applying beta-rule and splitting (558), into two cases.
% 60.96/26.08  																																										|-Branch one:
% 60.96/26.08  																																										| (559) all_0_42_42 = e0
% 60.96/26.08  																																										|
% 60.96/26.08  																																											| Combining equations (559,516) yields a new equation:
% 60.96/26.08  																																											| (676) e3 = e0
% 60.96/26.08  																																											|
% 60.96/26.08  																																											| Equations (676) can reduce 80 to:
% 60.96/26.08  																																											| (266) $false
% 60.96/26.08  																																											|
% 60.96/26.08  																																											|-The branch is then unsatisfiable
% 60.96/26.08  																																										|-Branch two:
% 60.96/26.08  																																										| (358)  ~ (all_0_42_42 = e0)
% 60.96/26.08  																																										| (563) all_0_47_47 = e0 | all_0_56_56 = e0
% 60.96/26.08  																																										|
% 60.96/26.08  																																											| Equations (516) can reduce 358 to:
% 60.96/26.08  																																											| (80)  ~ (e3 = e0)
% 60.96/26.08  																																											|
% 60.96/26.08  																																											+-Applying beta-rule and splitting (640), into two cases.
% 60.96/26.08  																																											|-Branch one:
% 60.96/26.08  																																											| (671) all_0_49_49 = e1
% 60.96/26.08  																																											|
% 60.96/26.08  																																												| Equations (671) can reduce 9 to:
% 60.96/26.08  																																												| (639)  ~ (all_0_44_44 = e1)
% 60.96/26.08  																																												|
% 60.96/26.08  																																												| Equations (671) can reduce 86 to:
% 60.96/26.08  																																												| (462)  ~ (all_0_47_47 = e1)
% 60.96/26.08  																																												|
% 60.96/26.08  																																												+-Applying beta-rule and splitting (184), into two cases.
% 60.96/26.08  																																												|-Branch one:
% 60.96/26.08  																																												| (538) all_0_46_46 = e0
% 60.96/26.08  																																												|
% 60.96/26.08  																																													| Combining equations (1557,538) yields a new equation:
% 60.96/26.08  																																													| (675) e3 = e0
% 60.96/26.08  																																													|
% 60.96/26.08  																																													| Simplifying 675 yields:
% 60.96/26.08  																																													| (676) e3 = e0
% 60.96/26.08  																																													|
% 60.96/26.08  																																													| Equations (676) can reduce 80 to:
% 60.96/26.08  																																													| (266) $false
% 60.96/26.08  																																													|
% 60.96/26.08  																																													|-The branch is then unsatisfiable
% 60.96/26.08  																																												|-Branch two:
% 60.96/26.08  																																												| (831)  ~ (all_0_46_46 = e0)
% 60.96/26.08  																																												| (832) all_0_47_47 = e0 | all_0_48_48 = e0 | all_0_49_49 = e0
% 60.96/26.08  																																												|
% 60.96/26.08  																																													+-Applying beta-rule and splitting (75), into two cases.
% 60.96/26.08  																																													|-Branch one:
% 60.96/26.08  																																													| (485) all_0_40_40 = e0
% 60.96/26.08  																																													|
% 60.96/26.08  																																														| Combining equations (485,313) yields a new equation:
% 60.96/26.08  																																														| (330) e2 = e0
% 60.96/26.08  																																														|
% 60.96/26.08  																																														| Equations (330) can reduce 128 to:
% 60.96/26.08  																																														| (266) $false
% 60.96/26.08  																																														|
% 60.96/26.08  																																														|-The branch is then unsatisfiable
% 60.96/26.08  																																													|-Branch two:
% 60.96/26.08  																																													| (1401)  ~ (all_0_40_40 = e0)
% 60.96/26.08  																																													| (1748) all_0_44_44 = e0 | all_0_49_49 = e0 | all_0_58_58 = e0
% 60.96/26.09  																																													|
% 60.96/26.09  																																														+-Applying beta-rule and splitting (832), into two cases.
% 60.96/26.09  																																														|-Branch one:
% 60.96/26.09  																																														| (674) all_0_47_47 = e0
% 60.96/26.09  																																														|
% 60.96/26.09  																																															| Equations (674) can reduce 252 to:
% 60.96/26.09  																																															| (401)  ~ (e4 = e0)
% 60.96/26.09  																																															|
% 60.96/26.09  																																															| Simplifying 401 yields:
% 60.96/26.09  																																															| (49)  ~ (e4 = e0)
% 60.96/26.09  																																															|
% 60.96/26.09  																																															| Equations (674) can reduce 462 to:
% 60.96/26.09  																																															| (435)  ~ (e1 = e0)
% 60.96/26.09  																																															|
% 60.96/26.09  																																															| Simplifying 435 yields:
% 60.96/26.09  																																															| (233)  ~ (e1 = e0)
% 60.96/26.09  																																															|
% 60.96/26.09  																																															| From (674) and (23) follows:
% 60.96/26.09  																																															| (3148) op(e2, e2) = e0
% 60.96/26.09  																																															|
% 60.96/26.09  																																															+-Applying beta-rule and splitting (1748), into two cases.
% 60.96/26.09  																																															|-Branch one:
% 60.96/26.09  																																															| (1414) all_0_44_44 = e0
% 60.96/26.09  																																															|
% 60.96/26.09  																																																| Equations (1414) can reduce 147 to:
% 60.96/26.09  																																																| (365)  ~ (e2 = e0)
% 60.96/26.09  																																																|
% 60.96/26.09  																																																| Simplifying 365 yields:
% 60.96/26.09  																																																| (128)  ~ (e2 = e0)
% 60.96/26.09  																																																|
% 60.96/26.09  																																																| Equations (1414) can reduce 639 to:
% 60.96/26.09  																																																| (435)  ~ (e1 = e0)
% 60.96/26.09  																																																|
% 60.96/26.09  																																																| Simplifying 435 yields:
% 60.96/26.09  																																																| (233)  ~ (e1 = e0)
% 60.96/26.09  																																																|
% 60.96/26.09  																																																+-Applying beta-rule and splitting (56), into two cases.
% 60.96/26.09  																																																|-Branch one:
% 60.96/26.09  																																																| (696) unit = e2
% 60.96/26.09  																																																|
% 60.96/26.09  																																																	| From (696) and (32) follows:
% 60.96/26.09  																																																	| (698) op(e2, e2) = e2
% 60.96/26.09  																																																	|
% 60.96/26.09  																																																	| From (696) and (28) follows:
% 60.96/26.09  																																																	| (699) op(e1, e2) = e1
% 60.96/26.09  																																																	|
% 60.96/26.09  																																																	| Instantiating formula (29) with e2, e2, e2, e0 and discharging atoms op(e2, e2) = e2, op(e2, e2) = e0, yields:
% 60.96/26.09  																																																	| (330) e2 = e0
% 60.96/26.09  																																																	|
% 60.96/26.09  																																																	| Instantiating formula (29) with e1, e2, e1, e2 and discharging atoms op(e1, e2) = e2, op(e1, e2) = e1, yields:
% 60.96/26.09  																																																	| (617) e2 = e1
% 60.96/26.09  																																																	|
% 60.96/26.09  																																																	| Combining equations (330,617) yields a new equation:
% 60.96/26.09  																																																	| (431) e1 = e0
% 60.96/26.09  																																																	|
% 60.96/26.09  																																																	| Equations (431) can reduce 233 to:
% 60.96/26.09  																																																	| (266) $false
% 60.96/26.09  																																																	|
% 60.96/26.09  																																																	|-The branch is then unsatisfiable
% 60.96/26.09  																																																|-Branch two:
% 60.96/26.09  																																																| (707)  ~ (unit = e2)
% 60.96/26.09  																																																| (708) unit = e4 | unit = e3 | unit = e1 | unit = e0
% 60.96/26.09  																																																|
% 60.96/26.09  																																																	+-Applying beta-rule and splitting (708), into two cases.
% 60.96/26.09  																																																	|-Branch one:
% 60.96/26.09  																																																	| (709) unit = e4
% 60.96/26.09  																																																	|
% 60.96/26.09  																																																		| From (709) and (211) follows:
% 60.96/26.09  																																																		| (22527) op(e4, e1) = e1
% 60.96/26.09  																																																		|
% 60.96/26.09  																																																		| From (709) and (209) follows:
% 60.96/26.09  																																																		| (3072) op(e4, e0) = e0
% 60.96/26.09  																																																		|
% 60.96/26.09  																																																		| From (709) and (40) follows:
% 60.96/26.09  																																																		| (711) op(e3, e4) = e3
% 60.96/26.09  																																																		|
% 60.96/26.09  																																																		| Instantiating formula (29) with e4, e1, e1, e3 and discharging atoms op(e4, e1) = e3, op(e4, e1) = e1, yields:
% 60.96/26.09  																																																		| (455) e3 = e1
% 60.96/26.09  																																																		|
% 60.96/26.09  																																																		| Instantiating formula (29) with e4, e0, e0, e2 and discharging atoms op(e4, e0) = e2, op(e4, e0) = e0, yields:
% 60.96/26.09  																																																		| (330) e2 = e0
% 60.96/26.09  																																																		|
% 60.96/26.09  																																																		| Instantiating formula (29) with e3, e4, e3, e2 and discharging atoms op(e3, e4) = e3, op(e3, e4) = e2, yields:
% 60.96/26.09  																																																		| (662) e3 = e2
% 60.96/26.09  																																																		|
% 60.96/26.09  																																																		| Combining equations (662,455) yields a new equation:
% 60.96/26.09  																																																		| (616) e2 = e1
% 60.96/26.09  																																																		|
% 60.96/26.09  																																																		| Simplifying 616 yields:
% 60.96/26.09  																																																		| (617) e2 = e1
% 60.96/26.09  																																																		|
% 60.96/26.09  																																																		| Combining equations (330,617) yields a new equation:
% 60.96/26.09  																																																		| (431) e1 = e0
% 60.96/26.09  																																																		|
% 60.96/26.09  																																																		| Equations (431) can reduce 233 to:
% 60.96/26.09  																																																		| (266) $false
% 60.96/26.09  																																																		|
% 60.96/26.09  																																																		|-The branch is then unsatisfiable
% 60.96/26.09  																																																	|-Branch two:
% 60.96/26.09  																																																	| (724)  ~ (unit = e4)
% 60.96/26.09  																																																	| (725) unit = e3 | unit = e1 | unit = e0
% 60.96/26.09  																																																	|
% 60.96/26.09  																																																		+-Applying beta-rule and splitting (725), into two cases.
% 60.96/26.09  																																																		|-Branch one:
% 60.96/26.09  																																																		| (726) unit = e0
% 60.96/26.09  																																																		|
% 60.96/26.09  																																																			| From (726) and (244) follows:
% 60.96/26.09  																																																			| (2207) op(e0, e4) = e4
% 60.96/26.09  																																																			|
% 60.96/26.09  																																																			| From (726) and (24) follows:
% 60.96/26.09  																																																			| (2208) op(e0, e3) = e3
% 60.96/26.09  																																																			|
% 60.96/26.09  																																																			| From (726) and (28) follows:
% 60.96/26.09  																																																			| (2698) op(e1, e0) = e1
% 60.96/26.09  																																																			|
% 60.96/26.09  																																																			| From (726) and (42) follows:
% 60.96/26.09  																																																			| (728) op(e0, e0) = e0
% 60.96/26.09  																																																			|
% 60.96/26.09  																																																			| Instantiating formula (29) with e1, e0, e1, e3 and discharging atoms op(e1, e0) = e3, op(e1, e0) = e1, yields:
% 60.96/26.09  																																																			| (455) e3 = e1
% 60.96/26.09  																																																			|
% 60.96/26.09  																																																			| Instantiating formula (29) with e0, e4, e4, e3 and discharging atoms op(e0, e4) = e4, op(e0, e4) = e3, yields:
% 60.96/26.09  																																																			| (425) e4 = e3
% 60.96/26.09  																																																			|
% 60.96/26.09  																																																			| Instantiating formula (29) with e0, e3, e3, e2 and discharging atoms op(e0, e3) = e3, op(e0, e3) = e2, yields:
% 60.96/26.09  																																																			| (662) e3 = e2
% 60.96/26.09  																																																			|
% 60.96/26.09  																																																			| Instantiating formula (29) with e0, e0, e0, e4 and discharging atoms op(e0, e0) = e4, op(e0, e0) = e0, yields:
% 60.96/26.09  																																																			| (397) e4 = e0
% 60.96/26.09  																																																			|
% 60.96/26.09  																																																			| Combining equations (425,397) yields a new equation:
% 60.96/26.09  																																																			| (675) e3 = e0
% 60.96/26.09  																																																			|
% 60.96/26.09  																																																			| Simplifying 675 yields:
% 60.96/26.09  																																																			| (676) e3 = e0
% 60.96/26.09  																																																			|
% 60.96/26.09  																																																			| Combining equations (455,662) yields a new equation:
% 60.96/26.09  																																																			| (617) e2 = e1
% 60.96/26.09  																																																			|
% 60.96/26.09  																																																			| Combining equations (676,662) yields a new equation:
% 60.96/26.09  																																																			| (330) e2 = e0
% 60.96/26.09  																																																			|
% 60.96/26.09  																																																			| Combining equations (617,330) yields a new equation:
% 60.96/26.09  																																																			| (546) e1 = e0
% 60.96/26.09  																																																			|
% 60.96/26.09  																																																			| Simplifying 546 yields:
% 60.96/26.09  																																																			| (431) e1 = e0
% 60.96/26.09  																																																			|
% 60.96/26.09  																																																			| Equations (431) can reduce 233 to:
% 60.96/26.09  																																																			| (266) $false
% 60.96/26.09  																																																			|
% 60.96/26.09  																																																			|-The branch is then unsatisfiable
% 60.96/26.09  																																																		|-Branch two:
% 60.96/26.09  																																																		| (734)  ~ (unit = e0)
% 60.96/26.09  																																																		| (735) unit = e3 | unit = e1
% 60.96/26.09  																																																		|
% 60.96/26.09  																																																			+-Applying beta-rule and splitting (735), into two cases.
% 60.96/26.09  																																																			|-Branch one:
% 60.96/26.09  																																																			| (736) unit = e1
% 60.96/26.09  																																																			|
% 60.96/26.09  																																																				| Equations (736) can reduce 734 to:
% 60.96/26.09  																																																				| (233)  ~ (e1 = e0)
% 60.96/26.09  																																																				|
% 60.96/26.09  																																																				| From (736) and (209) follows:
% 60.96/26.09  																																																				| (2715) op(e1, e0) = e0
% 60.96/26.09  																																																				|
% 60.96/26.09  																																																				| From (736) and (227) follows:
% 60.96/26.09  																																																				| (739) op(e4, e1) = e4
% 60.96/26.09  																																																				|
% 60.96/26.09  																																																				| From (736) and (28) follows:
% 60.96/26.09  																																																				| (740) op(e1, e1) = e1
% 60.96/26.09  																																																				|
% 60.96/26.09  																																																				| Instantiating formula (29) with e4, e1, e4, e3 and discharging atoms op(e4, e1) = e4, op(e4, e1) = e3, yields:
% 60.96/26.09  																																																				| (425) e4 = e3
% 60.96/26.09  																																																				|
% 60.96/26.09  																																																				| Instantiating formula (29) with e1, e1, e1, e4 and discharging atoms op(e1, e1) = e4, op(e1, e1) = e1, yields:
% 60.96/26.09  																																																				| (630) e4 = e1
% 60.96/26.09  																																																				|
% 60.96/26.09  																																																				| Instantiating formula (29) with e1, e0, e0, e3 and discharging atoms op(e1, e0) = e3, op(e1, e0) = e0, yields:
% 60.96/26.09  																																																				| (676) e3 = e0
% 60.96/26.09  																																																				|
% 60.96/26.09  																																																				| Combining equations (425,630) yields a new equation:
% 60.96/26.09  																																																				| (454) e3 = e1
% 60.96/26.09  																																																				|
% 60.96/26.09  																																																				| Simplifying 454 yields:
% 60.96/26.09  																																																				| (455) e3 = e1
% 60.96/26.09  																																																				|
% 60.96/26.09  																																																				| Combining equations (676,455) yields a new equation:
% 60.96/26.09  																																																				| (431) e1 = e0
% 60.96/26.09  																																																				|
% 60.96/26.09  																																																				| Equations (431) can reduce 233 to:
% 60.96/26.09  																																																				| (266) $false
% 60.96/26.09  																																																				|
% 60.96/26.09  																																																				|-The branch is then unsatisfiable
% 60.96/26.09  																																																			|-Branch two:
% 60.96/26.09  																																																			| (748)  ~ (unit = e1)
% 60.96/26.09  																																																			| (749) unit = e3
% 60.96/26.09  																																																			|
% 60.96/26.09  																																																				| From (749) and (244) follows:
% 60.96/26.09  																																																				| (750) op(e3, e4) = e4
% 60.96/26.09  																																																				|
% 60.96/26.09  																																																				| From (749) and (227) follows:
% 60.96/26.09  																																																				| (22570) op(e4, e3) = e4
% 60.96/26.09  																																																				|
% 60.96/26.09  																																																				| Instantiating formula (29) with e4, e3, e4, e0 and discharging atoms op(e4, e3) = e4, op(e4, e3) = e0, yields:
% 60.96/26.09  																																																				| (397) e4 = e0
% 60.96/26.09  																																																				|
% 60.96/26.09  																																																				| Instantiating formula (29) with e3, e4, e4, e2 and discharging atoms op(e3, e4) = e4, op(e3, e4) = e2, yields:
% 60.96/26.09  																																																				| (323) e4 = e2
% 60.96/26.09  																																																				|
% 60.96/26.09  																																																				| Combining equations (397,323) yields a new equation:
% 60.96/26.09  																																																				| (330) e2 = e0
% 60.96/26.09  																																																				|
% 60.96/26.09  																																																				| Equations (330) can reduce 128 to:
% 60.96/26.09  																																																				| (266) $false
% 60.96/26.09  																																																				|
% 60.96/26.09  																																																				|-The branch is then unsatisfiable
% 60.96/26.09  																																															|-Branch two:
% 60.96/26.09  																																															| (360)  ~ (all_0_44_44 = e0)
% 60.96/26.09  																																															| (1760) all_0_49_49 = e0 | all_0_58_58 = e0
% 60.96/26.09  																																															|
% 60.96/26.09  																																																+-Applying beta-rule and splitting (1760), into two cases.
% 60.96/26.09  																																																|-Branch one:
% 60.96/26.09  																																																| (978) all_0_49_49 = e0
% 60.96/26.09  																																																|
% 60.96/26.09  																																																	| Combining equations (671,978) yields a new equation:
% 60.96/26.09  																																																	| (546) e1 = e0
% 60.96/26.09  																																																	|
% 60.96/26.09  																																																	| Simplifying 546 yields:
% 60.96/26.09  																																																	| (431) e1 = e0
% 60.96/26.09  																																																	|
% 60.96/26.09  																																																	| Equations (431) can reduce 233 to:
% 60.96/26.09  																																																	| (266) $false
% 60.96/26.09  																																																	|
% 60.96/26.09  																																																	|-The branch is then unsatisfiable
% 60.96/26.09  																																																|-Branch two:
% 60.96/26.09  																																																| (487)  ~ (all_0_49_49 = e0)
% 60.96/26.09  																																																| (914) all_0_58_58 = e0
% 60.96/26.09  																																																|
% 60.96/26.09  																																																	| Combining equations (914,910) yields a new equation:
% 60.96/26.09  																																																	| (397) e4 = e0
% 60.96/26.09  																																																	|
% 60.96/26.09  																																																	| Equations (397) can reduce 49 to:
% 60.96/26.09  																																																	| (266) $false
% 60.96/26.09  																																																	|
% 60.96/26.09  																																																	|-The branch is then unsatisfiable
% 60.96/26.09  																																														|-Branch two:
% 60.96/26.09  																																														| (678)  ~ (all_0_47_47 = e0)
% 60.96/26.09  																																														| (1278) all_0_48_48 = e0 | all_0_49_49 = e0
% 60.96/26.09  																																														|
% 60.96/26.09  																																															+-Applying beta-rule and splitting (563), into two cases.
% 60.96/26.09  																																															|-Branch one:
% 60.96/26.09  																																															| (674) all_0_47_47 = e0
% 60.96/26.09  																																															|
% 60.96/26.09  																																																| Equations (674) can reduce 678 to:
% 60.96/26.09  																																																| (266) $false
% 60.96/26.09  																																																|
% 60.96/26.09  																																																|-The branch is then unsatisfiable
% 60.96/26.09  																																															|-Branch two:
% 60.96/26.09  																																															| (678)  ~ (all_0_47_47 = e0)
% 60.96/26.09  																																															| (679) all_0_56_56 = e0
% 60.96/26.09  																																															|
% 60.96/26.09  																																																| Combining equations (1569,679) yields a new equation:
% 60.96/26.09  																																																| (546) e1 = e0
% 60.96/26.09  																																																|
% 60.96/26.09  																																																| Simplifying 546 yields:
% 60.96/26.09  																																																| (431) e1 = e0
% 60.96/26.09  																																																|
% 60.96/26.09  																																																| Equations (431) can reduce 233 to:
% 60.96/26.09  																																																| (266) $false
% 60.96/26.09  																																																|
% 60.96/26.09  																																																|-The branch is then unsatisfiable
% 60.96/26.09  																																											|-Branch two:
% 60.96/26.09  																																											| (1064)  ~ (all_0_49_49 = e1)
% 60.96/26.09  																																											| (2141) all_0_53_53 = e1 | all_0_58_58 = e1
% 60.96/26.09  																																											|
% 60.96/26.09  																																												+-Applying beta-rule and splitting (2141), into two cases.
% 60.96/26.09  																																												|-Branch one:
% 60.96/26.09  																																												| (1208) all_0_53_53 = e1
% 60.96/26.09  																																												|
% 60.96/26.09  																																													| Combining equations (665,1208) yields a new equation:
% 60.96/26.09  																																													| (454) e3 = e1
% 60.96/26.09  																																													|
% 60.96/26.09  																																													| Simplifying 454 yields:
% 60.96/26.09  																																													| (455) e3 = e1
% 60.96/26.09  																																													|
% 60.96/26.09  																																													| Equations (455) can reduce 213 to:
% 60.96/26.09  																																													| (266) $false
% 60.96/26.09  																																													|
% 60.96/26.09  																																													|-The branch is then unsatisfiable
% 60.96/26.09  																																												|-Branch two:
% 60.96/26.09  																																												| (1459)  ~ (all_0_53_53 = e1)
% 60.96/26.09  																																												| (918) all_0_58_58 = e1
% 60.96/26.09  																																												|
% 60.96/26.09  																																													| Combining equations (918,910) yields a new equation:
% 60.96/26.09  																																													| (630) e4 = e1
% 60.96/26.09  																																													|
% 60.96/26.09  																																													| Equations (630) can reduce 110 to:
% 60.96/26.09  																																													| (266) $false
% 60.96/26.09  																																													|
% 60.96/26.09  																																													|-The branch is then unsatisfiable
% 60.96/26.09  																																						|-Branch two:
% 60.96/26.09  																																						| (405)  ~ (all_0_42_42 = e3)
% 60.96/26.09  																																						| (521) all_0_47_47 = e3 | all_0_51_51 = e3 | all_0_56_56 = e3
% 60.96/26.09  																																						|
% 60.96/26.09  																																							+-Applying beta-rule and splitting (1899), into two cases.
% 60.96/26.09  																																							|-Branch one:
% 60.96/26.09  																																							| (516) all_0_42_42 = e3
% 60.96/26.09  																																							|
% 60.96/26.09  																																								| Equations (516) can reduce 405 to:
% 60.96/26.09  																																								| (266) $false
% 60.96/26.09  																																								|
% 60.96/26.09  																																								|-The branch is then unsatisfiable
% 60.96/26.09  																																							|-Branch two:
% 60.96/26.09  																																							| (405)  ~ (all_0_42_42 = e3)
% 60.96/26.09  																																							| (532) all_0_44_44 = e3
% 60.96/26.09  																																							|
% 60.96/26.09  																																								| Equations (532) can reduce 407 to:
% 60.96/26.09  																																								| (266) $false
% 60.96/26.09  																																								|
% 60.96/26.09  																																								|-The branch is then unsatisfiable
% 60.96/26.09  																																		|-Branch two:
% 60.96/26.09  																																		| (409)  ~ (all_0_46_46 = e3)
% 60.96/26.09  																																		| (4042) all_0_50_50 = e3 | all_0_55_55 = e3
% 60.96/26.09  																																		|
% 60.96/26.09  																																			+-Applying beta-rule and splitting (4042), into two cases.
% 60.96/26.09  																																			|-Branch one:
% 60.96/26.09  																																			| (415) all_0_50_50 = e3
% 60.96/26.09  																																			|
% 60.96/26.09  																																				| Combining equations (601,415) yields a new equation:
% 60.96/26.09  																																				| (455) e3 = e1
% 60.96/26.09  																																				|
% 60.96/26.09  																																				| Equations (455) can reduce 213 to:
% 60.96/26.09  																																				| (266) $false
% 60.96/26.09  																																				|
% 60.96/26.09  																																				|-The branch is then unsatisfiable
% 60.96/26.09  																																			|-Branch two:
% 60.96/26.09  																																			| (411)  ~ (all_0_50_50 = e3)
% 60.96/26.09  																																			| (2336) all_0_55_55 = e3
% 60.96/26.09  																																			|
% 60.96/26.09  																																				| Combining equations (2336,386) yields a new equation:
% 60.96/26.09  																																				| (661) e3 = e2
% 60.96/26.09  																																				|
% 60.96/26.09  																																				| Simplifying 661 yields:
% 60.96/26.09  																																				| (662) e3 = e2
% 60.96/26.09  																																				|
% 60.96/26.09  																																				| Equations (662) can reduce 212 to:
% 60.96/26.09  																																				| (266) $false
% 60.96/26.09  																																				|
% 60.96/26.09  																																				|-The branch is then unsatisfiable
% 60.96/26.09  																																	|-Branch two:
% 60.96/26.09  																																	| (759)  ~ (all_0_50_50 = e1)
% 60.96/26.09  																																	| (415) all_0_50_50 = e3
% 60.96/26.09  																																	|
% 60.96/26.09  																																		| Equations (415) can reduce 411 to:
% 60.96/26.09  																																		| (266) $false
% 60.96/26.09  																																		|
% 60.96/26.09  																																		|-The branch is then unsatisfiable
% 60.96/26.09  																												|-Branch two:
% 60.96/26.09  																												| (440)  ~ (all_0_41_41 = e4)
% 60.96/26.09  																												| (441) all_0_42_42 = e4 | all_0_43_43 = e4 | all_0_44_44 = e4
% 60.96/26.09  																												|
% 60.96/26.09  																													+-Applying beta-rule and splitting (582), into two cases.
% 60.96/26.09  																													|-Branch one:
% 60.96/26.09  																													| (437) all_0_41_41 = e4
% 60.96/26.09  																													|
% 60.96/26.09  																														| Equations (437) can reduce 440 to:
% 60.96/26.09  																														| (266) $false
% 60.96/26.09  																														|
% 60.96/26.09  																														|-The branch is then unsatisfiable
% 60.96/26.09  																													|-Branch two:
% 60.96/26.09  																													| (440)  ~ (all_0_41_41 = e4)
% 60.96/26.09  																													| (769) all_0_46_46 = e4 | all_0_50_50 = e4 | all_0_55_55 = e4
% 60.96/26.09  																													|
% 60.96/26.09  																														+-Applying beta-rule and splitting (769), into two cases.
% 60.96/26.09  																														|-Branch one:
% 60.96/26.09  																														| (770) all_0_46_46 = e4
% 60.96/26.09  																														|
% 60.96/26.09  																															| Equations (770) can reduce 250 to:
% 60.96/26.09  																															| (266) $false
% 60.96/26.09  																															|
% 60.96/26.09  																															|-The branch is then unsatisfiable
% 60.96/26.09  																														|-Branch two:
% 60.96/26.09  																														| (250)  ~ (all_0_46_46 = e4)
% 60.96/26.09  																														| (774) all_0_50_50 = e4 | all_0_55_55 = e4
% 60.96/26.09  																														|
% 60.96/26.09  																															+-Applying beta-rule and splitting (774), into two cases.
% 60.96/26.09  																															|-Branch one:
% 60.96/26.09  																															| (775) all_0_50_50 = e4
% 60.96/26.09  																															|
% 60.96/26.09  																																| Equations (775) can reduce 566 to:
% 60.96/26.09  																																| (266) $false
% 60.96/26.09  																																|
% 60.96/26.09  																																|-The branch is then unsatisfiable
% 60.96/26.09  																															|-Branch two:
% 60.96/26.09  																															| (566)  ~ (all_0_50_50 = e4)
% 60.96/26.09  																															| (587) all_0_55_55 = e4
% 60.96/26.09  																															|
% 60.96/26.09  																																| Combining equations (386,587) yields a new equation:
% 60.96/26.09  																																| (323) e4 = e2
% 60.96/26.09  																																|
% 60.96/26.09  																																| Equations (323) can reduce 48 to:
% 60.96/26.09  																																| (266) $false
% 60.96/26.09  																																|
% 60.96/26.09  																																|-The branch is then unsatisfiable
% 60.96/26.09  																											|-Branch two:
% 60.96/26.09  																											| (451)  ~ (all_0_58_58 = e4)
% 60.96/26.09  																											| (913) all_0_58_58 = e3 | all_0_58_58 = e1 | all_0_58_58 = e0
% 60.96/26.09  																											|
% 60.96/26.09  																												+-Applying beta-rule and splitting (913), into two cases.
% 60.96/26.09  																												|-Branch one:
% 60.96/26.09  																												| (914) all_0_58_58 = e0
% 60.96/26.09  																												|
% 60.96/26.09  																													| Equations (914) can reduce 491 to:
% 60.96/26.09  																													| (266) $false
% 60.96/26.09  																													|
% 60.96/26.09  																													|-The branch is then unsatisfiable
% 60.96/26.09  																												|-Branch two:
% 60.96/26.09  																												| (491)  ~ (all_0_58_58 = e0)
% 60.96/26.09  																												| (917) all_0_58_58 = e3 | all_0_58_58 = e1
% 60.96/26.09  																												|
% 60.96/26.09  																													+-Applying beta-rule and splitting (917), into two cases.
% 60.96/26.09  																													|-Branch one:
% 60.96/26.09  																													| (918) all_0_58_58 = e1
% 60.96/26.09  																													|
% 60.96/26.09  																														| Equations (918) can reduce 880 to:
% 60.96/26.09  																														| (266) $false
% 60.96/26.09  																														|
% 60.96/26.09  																														|-The branch is then unsatisfiable
% 60.96/26.09  																													|-Branch two:
% 60.96/26.09  																													| (880)  ~ (all_0_58_58 = e1)
% 60.96/26.09  																													| (795) all_0_58_58 = e3
% 60.96/26.09  																													|
% 60.96/26.09  																														| Equations (795) can reduce 276 to:
% 60.96/26.09  																														| (266) $false
% 60.96/26.09  																														|
% 60.96/26.09  																														|-The branch is then unsatisfiable
% 60.96/26.09  																									|-Branch two:
% 60.96/26.09  																									| (466)  ~ (all_0_56_56 = e1)
% 60.96/26.09  																									| (1097) all_0_56_56 = e3
% 60.96/26.09  																									|
% 60.96/26.09  																										| Equations (1097) can reduce 272 to:
% 60.96/26.09  																										| (266) $false
% 60.96/26.09  																										|
% 60.96/26.09  																										|-The branch is then unsatisfiable
% 60.96/26.09  																				|-Branch two:
% 60.96/26.10  																				| (304)  ~ (all_0_55_55 = e2)
% 60.96/26.10  																				| (389) all_0_56_56 = e2 | all_0_57_57 = e2 | all_0_58_58 = e2
% 60.96/26.10  																				|
% 60.96/26.10  																					+-Applying beta-rule and splitting (133), into two cases.
% 60.96/26.10  																					|-Branch one:
% 60.96/26.10  																					| (833) all_0_56_56 = e2
% 60.96/26.10  																					|
% 60.96/26.10  																						| Equations (833) can reduce 511 to:
% 60.96/26.10  																						| (266) $false
% 60.96/26.10  																						|
% 60.96/26.10  																						|-The branch is then unsatisfiable
% 60.96/26.10  																					|-Branch two:
% 60.96/26.10  																					| (511)  ~ (all_0_56_56 = e2)
% 60.96/26.10  																					| (836) all_0_56_56 = e4 | all_0_56_56 = e3 | all_0_56_56 = e1 | all_0_56_56 = e0
% 60.96/26.10  																					|
% 60.96/26.10  																						+-Applying beta-rule and splitting (389), into two cases.
% 60.96/26.10  																						|-Branch one:
% 60.96/26.10  																						| (833) all_0_56_56 = e2
% 60.96/26.10  																						|
% 60.96/26.10  																							| Equations (833) can reduce 511 to:
% 60.96/26.10  																							| (266) $false
% 60.96/26.10  																							|
% 60.96/26.10  																							|-The branch is then unsatisfiable
% 60.96/26.10  																						|-Branch two:
% 60.96/26.10  																						| (511)  ~ (all_0_56_56 = e2)
% 60.96/26.10  																						| (1709) all_0_57_57 = e2 | all_0_58_58 = e2
% 60.96/26.10  																						|
% 60.96/26.10  																							+-Applying beta-rule and splitting (1709), into two cases.
% 60.96/26.10  																							|-Branch one:
% 60.96/26.10  																							| (442) all_0_57_57 = e2
% 60.96/26.10  																							|
% 60.96/26.10  																								| Combining equations (875,442) yields a new equation:
% 60.96/26.10  																								| (330) e2 = e0
% 60.96/26.10  																								|
% 60.96/26.10  																								| Equations (330) can reduce 128 to:
% 60.96/26.10  																								| (266) $false
% 60.96/26.10  																								|
% 60.96/26.10  																								|-The branch is then unsatisfiable
% 60.96/26.10  																							|-Branch two:
% 60.96/26.10  																							| (344)  ~ (all_0_57_57 = e2)
% 60.96/26.10  																							| (624) all_0_58_58 = e2
% 60.96/26.10  																							|
% 60.96/26.10  																								| Equations (624) can reduce 908 to:
% 60.96/26.10  																								| (266) $false
% 60.96/26.10  																								|
% 60.96/26.10  																								|-The branch is then unsatisfiable
% 60.96/26.10  																		|-Branch two:
% 60.96/26.10  																		| (1099)  ~ (all_0_51_51 = e2)
% 60.96/26.10  																		| (1152) all_0_52_52 = e2 | all_0_53_53 = e2
% 60.96/26.10  																		|
% 60.96/26.10  																			+-Applying beta-rule and splitting (117), into two cases.
% 60.96/26.10  																			|-Branch one:
% 60.96/26.10  																			| (292) all_0_38_38 = e2
% 60.96/26.10  																			|
% 60.96/26.10  																				| Combining equations (292,329) yields a new equation:
% 60.96/26.10  																				| (391) e2 = e0
% 60.96/26.10  																				|
% 60.96/26.10  																				| Simplifying 391 yields:
% 60.96/26.10  																				| (330) e2 = e0
% 60.96/26.10  																				|
% 60.96/26.10  																				| Equations (330) can reduce 128 to:
% 60.96/26.10  																				| (266) $false
% 60.96/26.10  																				|
% 60.96/26.10  																				|-The branch is then unsatisfiable
% 60.96/26.10  																			|-Branch two:
% 60.96/26.10  																			| (9600)  ~ (all_0_38_38 = e2)
% 60.96/26.10  																			| (24424) all_0_46_46 = e2 | all_0_50_50 = e2 | all_0_55_55 = e2
% 60.96/26.10  																			|
% 60.96/26.10  																				+-Applying beta-rule and splitting (24424), into two cases.
% 60.96/26.10  																				|-Branch one:
% 60.96/26.10  																				| (1794) all_0_46_46 = e2
% 60.96/26.10  																				|
% 60.96/26.10  																					| Equations (1794) can reduce 300 to:
% 60.96/26.10  																					| (266) $false
% 60.96/26.10  																					|
% 60.96/26.10  																					|-The branch is then unsatisfiable
% 60.96/26.10  																				|-Branch two:
% 60.96/26.10  																				| (300)  ~ (all_0_46_46 = e2)
% 60.96/26.10  																				| (24428) all_0_50_50 = e2 | all_0_55_55 = e2
% 60.96/26.10  																				|
% 60.96/26.10  																					+-Applying beta-rule and splitting (47), into two cases.
% 60.96/26.10  																					|-Branch one:
% 60.96/26.10  																					| (317) all_0_39_39 = e2
% 60.96/26.10  																					|
% 60.96/26.10  																						| Combining equations (471,317) yields a new equation:
% 60.96/26.10  																						| (322) e4 = e2
% 60.96/26.10  																						|
% 60.96/26.10  																						| Simplifying 322 yields:
% 60.96/26.10  																						| (323) e4 = e2
% 60.96/26.10  																						|
% 60.96/26.10  																						| Equations (323) can reduce 48 to:
% 60.96/26.10  																						| (266) $false
% 60.96/26.10  																						|
% 60.96/26.10  																						|-The branch is then unsatisfiable
% 60.96/26.10  																					|-Branch two:
% 60.96/26.10  																					| (294)  ~ (all_0_39_39 = e2)
% 60.96/26.10  																					| (385) all_0_47_47 = e2 | all_0_51_51 = e2 | all_0_56_56 = e2
% 60.96/26.10  																					|
% 60.96/26.10  																						+-Applying beta-rule and splitting (385), into two cases.
% 60.96/26.10  																						|-Branch one:
% 60.96/26.10  																						| (1105) all_0_47_47 = e2
% 60.96/26.10  																						|
% 60.96/26.10  																							| Equations (1105) can reduce 338 to:
% 60.96/26.10  																							| (266) $false
% 60.96/26.10  																							|
% 60.96/26.10  																							|-The branch is then unsatisfiable
% 60.96/26.10  																						|-Branch two:
% 60.96/26.10  																						| (338)  ~ (all_0_47_47 = e2)
% 60.96/26.10  																						| (1108) all_0_51_51 = e2 | all_0_56_56 = e2
% 60.96/26.10  																						|
% 60.96/26.10  																							+-Applying beta-rule and splitting (1108), into two cases.
% 60.96/26.10  																							|-Branch one:
% 60.96/26.10  																							| (504) all_0_51_51 = e2
% 60.96/26.10  																							|
% 60.96/26.10  																								| Equations (504) can reduce 1099 to:
% 60.96/26.10  																								| (266) $false
% 60.96/26.10  																								|
% 60.96/26.10  																								|-The branch is then unsatisfiable
% 60.96/26.10  																							|-Branch two:
% 60.96/26.10  																							| (1099)  ~ (all_0_51_51 = e2)
% 60.96/26.10  																							| (833) all_0_56_56 = e2
% 60.96/26.10  																							|
% 60.96/26.10  																								| Equations (833) can reduce 153 to:
% 60.96/26.10  																								| (304)  ~ (all_0_55_55 = e2)
% 60.96/26.10  																								|
% 60.96/26.10  																								+-Applying beta-rule and splitting (24428), into two cases.
% 60.96/26.10  																								|-Branch one:
% 60.96/26.10  																								| (378) all_0_50_50 = e2
% 60.96/26.10  																								|
% 60.96/26.10  																									| Equations (378) can reduce 302 to:
% 60.96/26.10  																									| (266) $false
% 60.96/26.10  																									|
% 60.96/26.10  																									|-The branch is then unsatisfiable
% 60.96/26.10  																								|-Branch two:
% 60.96/26.10  																								| (302)  ~ (all_0_50_50 = e2)
% 60.96/26.10  																								| (386) all_0_55_55 = e2
% 60.96/26.10  																								|
% 60.96/26.10  																									| Equations (386) can reduce 304 to:
% 60.96/26.10  																									| (266) $false
% 60.96/26.10  																									|
% 60.96/26.10  																									|-The branch is then unsatisfiable
% 60.96/26.10  										|-Branch two:
% 60.96/26.10  										| (780)  ~ (all_0_52_52 = e4)
% 60.96/26.10  										| (781) (all_0_41_41 = e0 & all_0_58_58 = e3 &  ~ (all_0_44_44 = e3)) | (all_0_41_41 = e0 & all_0_58_58 = e3 &  ~ (all_0_55_55 = e0)) | (all_0_47_47 = e1 & all_0_52_52 = e2 &  ~ (all_0_48_48 = e2)) | (all_0_47_47 = e1 & all_0_52_52 = e2 &  ~ (all_0_51_51 = e1)) | (all_0_47_47 = e0 & all_0_58_58 = e2 &  ~ (all_0_49_49 = e2)) | (all_0_47_47 = e0 & all_0_58_58 = e2 &  ~ (all_0_56_56 = e0))
% 60.96/26.10  										|
% 60.96/26.10  											+-Applying beta-rule and splitting (109), into two cases.
% 60.96/26.10  											|-Branch one:
% 60.96/26.10  											| (352) all_0_52_52 = e2
% 60.96/26.10  											|
% 60.96/26.10  												| Equations (352) can reduce 342 to:
% 60.96/26.10  												| (266) $false
% 60.96/26.10  												|
% 60.96/26.10  												|-The branch is then unsatisfiable
% 60.96/26.10  											|-Branch two:
% 60.96/26.10  											| (342)  ~ (all_0_52_52 = e2)
% 60.96/26.10  											| (355) all_0_52_52 = e4 | all_0_52_52 = e1
% 60.96/26.10  											|
% 60.96/26.10  												+-Applying beta-rule and splitting (355), into two cases.
% 60.96/26.10  												|-Branch one:
% 60.96/26.10  												| (565) all_0_52_52 = e4
% 60.96/26.10  												|
% 60.96/26.10  													| Equations (565) can reduce 780 to:
% 60.96/26.10  													| (266) $false
% 60.96/26.10  													|
% 60.96/26.10  													|-The branch is then unsatisfiable
% 60.96/26.10  												|-Branch two:
% 60.96/26.10  												| (780)  ~ (all_0_52_52 = e4)
% 60.96/26.10  												| (642) all_0_52_52 = e1
% 60.96/26.10  												|
% 60.96/26.10  													| Equations (642) can reduce 342 to:
% 60.96/26.10  													| (604)  ~ (e2 = e1)
% 60.96/26.10  													|
% 60.96/26.10  													| Simplifying 604 yields:
% 60.96/26.10  													| (122)  ~ (e2 = e1)
% 60.96/26.10  													|
% 60.96/26.10  													+-Applying beta-rule and splitting (781), into two cases.
% 60.96/26.10  													|-Branch one:
% 60.96/26.10  													| (789) (all_0_41_41 = e0 & all_0_58_58 = e3 &  ~ (all_0_44_44 = e3)) | (all_0_41_41 = e0 & all_0_58_58 = e3 &  ~ (all_0_55_55 = e0)) | (all_0_47_47 = e1 & all_0_52_52 = e2 &  ~ (all_0_48_48 = e2)) | (all_0_47_47 = e1 & all_0_52_52 = e2 &  ~ (all_0_51_51 = e1)) | (all_0_47_47 = e0 & all_0_58_58 = e2 &  ~ (all_0_49_49 = e2))
% 60.96/26.10  													|
% 60.96/26.10  														+-Applying beta-rule and splitting (789), into two cases.
% 60.96/26.10  														|-Branch one:
% 60.96/26.10  														| (790) (all_0_41_41 = e0 & all_0_58_58 = e3 &  ~ (all_0_44_44 = e3)) | (all_0_41_41 = e0 & all_0_58_58 = e3 &  ~ (all_0_55_55 = e0)) | (all_0_47_47 = e1 & all_0_52_52 = e2 &  ~ (all_0_48_48 = e2)) | (all_0_47_47 = e1 & all_0_52_52 = e2 &  ~ (all_0_51_51 = e1))
% 60.96/26.10  														|
% 60.96/26.10  															+-Applying beta-rule and splitting (790), into two cases.
% 60.96/26.10  															|-Branch one:
% 60.96/26.10  															| (791) (all_0_41_41 = e0 & all_0_58_58 = e3 &  ~ (all_0_44_44 = e3)) | (all_0_41_41 = e0 & all_0_58_58 = e3 &  ~ (all_0_55_55 = e0)) | (all_0_47_47 = e1 & all_0_52_52 = e2 &  ~ (all_0_48_48 = e2))
% 60.96/26.10  															|
% 60.96/26.10  																+-Applying beta-rule and splitting (791), into two cases.
% 60.96/26.10  																|-Branch one:
% 60.96/26.10  																| (792) (all_0_41_41 = e0 & all_0_58_58 = e3 &  ~ (all_0_44_44 = e3)) | (all_0_41_41 = e0 & all_0_58_58 = e3 &  ~ (all_0_55_55 = e0))
% 60.96/26.10  																|
% 60.96/26.10  																	+-Applying beta-rule and splitting (792), into two cases.
% 60.96/26.10  																	|-Branch one:
% 60.96/26.10  																	| (793) all_0_41_41 = e0 & all_0_58_58 = e3 &  ~ (all_0_44_44 = e3)
% 60.96/26.10  																	|
% 60.96/26.10  																		| Applying alpha-rule on (793) yields:
% 60.96/26.10  																		| (794) all_0_41_41 = e0
% 60.96/26.10  																		| (795) all_0_58_58 = e3
% 60.96/26.10  																		| (407)  ~ (all_0_44_44 = e3)
% 60.96/26.10  																		|
% 60.96/26.10  																		| Equations (795) can reduce 276 to:
% 60.96/26.10  																		| (266) $false
% 60.96/26.10  																		|
% 60.96/26.10  																		|-The branch is then unsatisfiable
% 60.96/26.10  																	|-Branch two:
% 60.96/26.10  																	| (800) all_0_41_41 = e0 & all_0_58_58 = e3 &  ~ (all_0_55_55 = e0)
% 60.96/26.10  																	|
% 60.96/26.10  																		| Applying alpha-rule on (800) yields:
% 60.96/26.10  																		| (794) all_0_41_41 = e0
% 60.96/26.10  																		| (795) all_0_58_58 = e3
% 60.96/26.10  																		| (803)  ~ (all_0_55_55 = e0)
% 60.96/26.10  																		|
% 60.96/26.10  																		| Equations (795) can reduce 276 to:
% 60.96/26.10  																		| (266) $false
% 60.96/26.10  																		|
% 60.96/26.10  																		|-The branch is then unsatisfiable
% 60.96/26.10  																|-Branch two:
% 60.96/26.10  																| (807) all_0_47_47 = e1 & all_0_52_52 = e2 &  ~ (all_0_48_48 = e2)
% 60.96/26.10  																|
% 60.96/26.10  																	| Applying alpha-rule on (807) yields:
% 60.96/26.10  																	| (654) all_0_47_47 = e1
% 60.96/26.10  																	| (352) all_0_52_52 = e2
% 60.96/26.10  																	| (810)  ~ (all_0_48_48 = e2)
% 60.96/26.10  																	|
% 60.96/26.10  																	| Combining equations (352,642) yields a new equation:
% 60.96/26.10  																	| (616) e2 = e1
% 60.96/26.10  																	|
% 60.96/26.10  																	| Simplifying 616 yields:
% 60.96/26.10  																	| (617) e2 = e1
% 60.96/26.10  																	|
% 60.96/26.10  																	| Equations (617) can reduce 122 to:
% 60.96/26.10  																	| (266) $false
% 60.96/26.10  																	|
% 60.96/26.10  																	|-The branch is then unsatisfiable
% 60.96/26.10  															|-Branch two:
% 60.96/26.10  															| (813) all_0_47_47 = e1 & all_0_52_52 = e2 &  ~ (all_0_51_51 = e1)
% 60.96/26.10  															|
% 60.96/26.10  																| Applying alpha-rule on (813) yields:
% 60.96/26.10  																| (654) all_0_47_47 = e1
% 60.96/26.10  																| (352) all_0_52_52 = e2
% 60.96/26.10  																| (464)  ~ (all_0_51_51 = e1)
% 60.96/26.10  																|
% 60.96/26.10  																| Combining equations (352,642) yields a new equation:
% 60.96/26.10  																| (616) e2 = e1
% 60.96/26.10  																|
% 60.96/26.10  																| Simplifying 616 yields:
% 60.96/26.10  																| (617) e2 = e1
% 60.96/26.10  																|
% 60.96/26.10  																| Equations (617) can reduce 122 to:
% 60.96/26.10  																| (266) $false
% 60.96/26.10  																|
% 60.96/26.10  																|-The branch is then unsatisfiable
% 60.96/26.10  														|-Branch two:
% 60.96/26.10  														| (819) all_0_47_47 = e0 & all_0_58_58 = e2 &  ~ (all_0_49_49 = e2)
% 60.96/26.10  														|
% 60.96/26.10  															| Applying alpha-rule on (819) yields:
% 60.96/26.10  															| (674) all_0_47_47 = e0
% 60.96/26.10  															| (624) all_0_58_58 = e2
% 60.96/26.10  															| (340)  ~ (all_0_49_49 = e2)
% 60.96/26.10  															|
% 60.96/26.10  															| Equations (624) can reduce 908 to:
% 60.96/26.10  															| (266) $false
% 60.96/26.10  															|
% 60.96/26.10  															|-The branch is then unsatisfiable
% 60.96/26.10  													|-Branch two:
% 60.96/26.10  													| (825) all_0_47_47 = e0 & all_0_58_58 = e2 &  ~ (all_0_56_56 = e0)
% 60.96/26.10  													|
% 60.96/26.10  														| Applying alpha-rule on (825) yields:
% 60.96/26.10  														| (674) all_0_47_47 = e0
% 60.96/26.10  														| (624) all_0_58_58 = e2
% 60.96/26.10  														| (828)  ~ (all_0_56_56 = e0)
% 60.96/26.10  														|
% 60.96/26.10  														| Equations (624) can reduce 908 to:
% 60.96/26.10  														| (266) $false
% 60.96/26.10  														|
% 60.96/26.10  														|-The branch is then unsatisfiable
% 60.96/26.10  									|-Branch two:
% 60.96/26.10  									| (810)  ~ (all_0_48_48 = e2)
% 60.96/26.10  									| (10167) all_0_52_52 = e2 | all_0_57_57 = e2
% 60.96/26.10  									|
% 60.96/26.10  										+-Applying beta-rule and splitting (53), into two cases.
% 60.96/26.10  										|-Branch one:
% 60.96/26.10  										| (1794) all_0_46_46 = e2
% 60.96/26.10  										|
% 60.96/26.10  											| Equations (1794) can reduce 43 to:
% 60.96/26.10  											| (85)  ~ (all_0_41_41 = e2)
% 60.96/26.10  											|
% 60.96/26.10  											| Equations (1794) can reduce 19 to:
% 60.96/26.10  											| (22180)  ~ (all_0_47_47 = e2)
% 60.96/26.10  											|
% 60.96/26.11  											| Simplifying 22180 yields:
% 60.96/26.11  											| (338)  ~ (all_0_47_47 = e2)
% 60.96/26.11  											|
% 60.96/26.11  											| Equations (1794) can reduce 208 to:
% 60.96/26.11  											| (339)  ~ (all_0_49_49 = e2)
% 60.96/26.11  											|
% 60.96/26.11  											| Simplifying 339 yields:
% 60.96/26.11  											| (340)  ~ (all_0_49_49 = e2)
% 60.96/26.11  											|
% 60.96/26.11  											| Equations (1794) can reduce 250 to:
% 60.96/26.11  											| (327)  ~ (e4 = e2)
% 60.96/26.11  											|
% 60.96/26.11  											| Simplifying 327 yields:
% 60.96/26.11  											| (48)  ~ (e4 = e2)
% 60.96/26.11  											|
% 60.96/26.11  											| From (1794) and (33) follows:
% 60.96/26.11  											| (54961) op(e2, e3) = all_0_16_16
% 60.96/26.11  											|
% 60.96/26.11  											| From (1794) and (179) follows:
% 60.96/26.11  											| (54962) op(e2, e2) = all_0_15_15
% 60.96/26.11  											|
% 60.96/26.11  											| From (1794) and (120) follows:
% 60.96/26.11  											| (5793) op(e2, e3) = e2
% 60.96/26.11  											|
% 60.96/26.11  											| Instantiating formula (29) with e2, e3, e2, all_0_16_16 and discharging atoms op(e2, e3) = all_0_16_16, op(e2, e3) = e2, yields:
% 60.96/26.11  											| (9639) all_0_16_16 = e2
% 60.96/26.11  											|
% 60.96/26.11  											| Instantiating formula (29) with e2, e2, all_0_15_15, all_0_47_47 and discharging atoms op(e2, e2) = all_0_15_15, op(e2, e2) = all_0_47_47, yields:
% 60.96/26.11  											| (54965) all_0_15_15 = all_0_47_47
% 60.96/26.11  											|
% 60.96/26.11  											| From (9639) and (54961) follows:
% 60.96/26.11  											| (5793) op(e2, e3) = e2
% 60.96/26.11  											|
% 60.96/26.11  											| From (54965) and (54962) follows:
% 60.96/26.12  											| (23) op(e2, e2) = all_0_47_47
% 60.96/26.12  											|
% 60.96/26.12  											+-Applying beta-rule and splitting (109), into two cases.
% 60.96/26.12  											|-Branch one:
% 60.96/26.12  											| (352) all_0_52_52 = e2
% 60.96/26.12  											|
% 60.96/26.12  												| Equations (352) can reduce 217 to:
% 60.96/26.12  												| (96)  ~ (all_0_43_43 = e2)
% 60.96/26.12  												|
% 60.96/26.12  												| Equations (352) can reduce 202 to:
% 60.96/26.12  												| (810)  ~ (all_0_48_48 = e2)
% 60.96/26.12  												|
% 60.96/26.12  												| Equations (352) can reduce 101 to:
% 60.96/26.12  												| (302)  ~ (all_0_50_50 = e2)
% 60.96/26.12  												|
% 60.96/26.12  												| Equations (352) can reduce 20 to:
% 60.96/26.12  												| (1099)  ~ (all_0_51_51 = e2)
% 60.96/26.12  												|
% 60.96/26.12  												| Equations (352) can reduce 46 to:
% 60.96/26.12  												| (508)  ~ (all_0_53_53 = e2)
% 60.96/26.12  												|
% 60.96/26.12  												| Simplifying 508 yields:
% 60.96/26.12  												| (509)  ~ (all_0_53_53 = e2)
% 60.96/26.12  												|
% 60.96/26.12  												| Equations (352) can reduce 72 to:
% 60.96/26.12  												| (128)  ~ (e2 = e0)
% 60.96/26.12  												|
% 60.96/26.12  												+-Applying beta-rule and splitting (47), into two cases.
% 60.96/26.12  												|-Branch one:
% 60.96/26.12  												| (317) all_0_39_39 = e2
% 60.96/26.12  												|
% 60.96/26.12  													| Combining equations (471,317) yields a new equation:
% 60.96/26.12  													| (322) e4 = e2
% 60.96/26.12  													|
% 60.96/26.12  													| Simplifying 322 yields:
% 60.96/26.12  													| (323) e4 = e2
% 60.96/26.12  													|
% 60.96/26.12  													| Equations (323) can reduce 48 to:
% 60.96/26.12  													| (266) $false
% 60.96/26.12  													|
% 60.96/26.12  													|-The branch is then unsatisfiable
% 60.96/26.12  												|-Branch two:
% 60.96/26.12  												| (294)  ~ (all_0_39_39 = e2)
% 60.96/26.12  												| (385) all_0_47_47 = e2 | all_0_51_51 = e2 | all_0_56_56 = e2
% 60.96/26.12  												|
% 60.96/26.12  													+-Applying beta-rule and splitting (385), into two cases.
% 60.96/26.12  													|-Branch one:
% 60.96/26.12  													| (1105) all_0_47_47 = e2
% 60.96/26.12  													|
% 60.96/26.12  														| Equations (1105) can reduce 338 to:
% 60.96/26.12  														| (266) $false
% 60.96/26.12  														|
% 60.96/26.12  														|-The branch is then unsatisfiable
% 60.96/26.12  													|-Branch two:
% 60.96/26.12  													| (338)  ~ (all_0_47_47 = e2)
% 60.96/26.12  													| (1108) all_0_51_51 = e2 | all_0_56_56 = e2
% 60.96/26.12  													|
% 60.96/26.12  														+-Applying beta-rule and splitting (1108), into two cases.
% 60.96/26.12  														|-Branch one:
% 60.96/26.12  														| (504) all_0_51_51 = e2
% 60.96/26.12  														|
% 60.96/26.12  															| Equations (504) can reduce 1099 to:
% 60.96/26.12  															| (266) $false
% 60.96/26.12  															|
% 60.96/26.12  															|-The branch is then unsatisfiable
% 60.96/26.12  														|-Branch two:
% 60.96/26.12  														| (1099)  ~ (all_0_51_51 = e2)
% 60.96/26.12  														| (833) all_0_56_56 = e2
% 60.96/26.12  														|
% 60.96/26.12  															| Equations (833) can reduce 236 to:
% 60.96/26.12  															| (51)  ~ (all_0_42_42 = e2)
% 60.96/26.12  															|
% 60.96/26.12  															| Equations (833) can reduce 16 to:
% 60.96/26.12  															| (1099)  ~ (all_0_51_51 = e2)
% 60.96/26.12  															|
% 60.96/26.12  															| Equations (833) can reduce 153 to:
% 60.96/26.12  															| (304)  ~ (all_0_55_55 = e2)
% 60.96/26.12  															|
% 60.96/26.12  															| Equations (833) can reduce 140 to:
% 60.96/26.12  															| (343)  ~ (all_0_57_57 = e2)
% 60.96/26.12  															|
% 60.96/26.12  															| Simplifying 343 yields:
% 60.96/26.12  															| (344)  ~ (all_0_57_57 = e2)
% 60.96/26.12  															|
% 60.96/26.12  															| Equations (833) can reduce 44 to:
% 60.96/26.12  															| (1186)  ~ (all_0_58_58 = e2)
% 60.96/26.12  															|
% 60.96/26.12  															| Simplifying 1186 yields:
% 60.96/26.12  															| (908)  ~ (all_0_58_58 = e2)
% 60.96/26.12  															|
% 60.96/26.12  															| Equations (833) can reduce 477 to:
% 60.96/26.12  															| (327)  ~ (e4 = e2)
% 60.96/26.12  															|
% 60.96/26.12  															| Simplifying 327 yields:
% 60.96/26.12  															| (48)  ~ (e4 = e2)
% 60.96/26.12  															|
% 60.96/26.12  															| Equations (833) can reduce 272 to:
% 60.96/26.12  															| (626)  ~ (e3 = e2)
% 60.96/26.12  															|
% 60.96/26.12  															| Simplifying 626 yields:
% 60.96/26.12  															| (212)  ~ (e3 = e2)
% 60.96/26.12  															|
% 60.96/26.12  															| From (833) and (127) follows:
% 60.96/26.12  															| (1507) op(e2, e0) = all_0_33_33
% 60.96/26.12  															|
% 60.96/26.12  															+-Applying beta-rule and splitting (163), into two cases.
% 60.96/26.12  															|-Branch one:
% 60.96/26.12  															| (565) all_0_52_52 = e4
% 60.96/26.12  															|
% 60.96/26.12  																| Combining equations (352,565) yields a new equation:
% 60.96/26.12  																| (323) e4 = e2
% 60.96/26.12  																|
% 60.96/26.12  																| Equations (323) can reduce 48 to:
% 60.96/26.12  																| (266) $false
% 60.96/26.12  																|
% 60.96/26.12  																|-The branch is then unsatisfiable
% 60.96/26.12  															|-Branch two:
% 60.96/26.12  															| (780)  ~ (all_0_52_52 = e4)
% 60.96/26.12  															| (781) (all_0_41_41 = e0 & all_0_58_58 = e3 &  ~ (all_0_44_44 = e3)) | (all_0_41_41 = e0 & all_0_58_58 = e3 &  ~ (all_0_55_55 = e0)) | (all_0_47_47 = e1 & all_0_52_52 = e2 &  ~ (all_0_48_48 = e2)) | (all_0_47_47 = e1 & all_0_52_52 = e2 &  ~ (all_0_51_51 = e1)) | (all_0_47_47 = e0 & all_0_58_58 = e2 &  ~ (all_0_49_49 = e2)) | (all_0_47_47 = e0 & all_0_58_58 = e2 &  ~ (all_0_56_56 = e0))
% 60.96/26.12  															|
% 60.96/26.12  																+-Applying beta-rule and splitting (781), into two cases.
% 60.96/26.12  																|-Branch one:
% 60.96/26.12  																| (789) (all_0_41_41 = e0 & all_0_58_58 = e3 &  ~ (all_0_44_44 = e3)) | (all_0_41_41 = e0 & all_0_58_58 = e3 &  ~ (all_0_55_55 = e0)) | (all_0_47_47 = e1 & all_0_52_52 = e2 &  ~ (all_0_48_48 = e2)) | (all_0_47_47 = e1 & all_0_52_52 = e2 &  ~ (all_0_51_51 = e1)) | (all_0_47_47 = e0 & all_0_58_58 = e2 &  ~ (all_0_49_49 = e2))
% 60.96/26.12  																|
% 60.96/26.12  																	+-Applying beta-rule and splitting (789), into two cases.
% 60.96/26.12  																	|-Branch one:
% 60.96/26.12  																	| (790) (all_0_41_41 = e0 & all_0_58_58 = e3 &  ~ (all_0_44_44 = e3)) | (all_0_41_41 = e0 & all_0_58_58 = e3 &  ~ (all_0_55_55 = e0)) | (all_0_47_47 = e1 & all_0_52_52 = e2 &  ~ (all_0_48_48 = e2)) | (all_0_47_47 = e1 & all_0_52_52 = e2 &  ~ (all_0_51_51 = e1))
% 60.96/26.12  																	|
% 60.96/26.12  																		+-Applying beta-rule and splitting (790), into two cases.
% 60.96/26.12  																		|-Branch one:
% 60.96/26.12  																		| (791) (all_0_41_41 = e0 & all_0_58_58 = e3 &  ~ (all_0_44_44 = e3)) | (all_0_41_41 = e0 & all_0_58_58 = e3 &  ~ (all_0_55_55 = e0)) | (all_0_47_47 = e1 & all_0_52_52 = e2 &  ~ (all_0_48_48 = e2))
% 60.96/26.12  																		|
% 60.96/26.12  																			+-Applying beta-rule and splitting (791), into two cases.
% 60.96/26.12  																			|-Branch one:
% 60.96/26.12  																			| (792) (all_0_41_41 = e0 & all_0_58_58 = e3 &  ~ (all_0_44_44 = e3)) | (all_0_41_41 = e0 & all_0_58_58 = e3 &  ~ (all_0_55_55 = e0))
% 60.96/26.12  																			|
% 60.96/26.12  																				+-Applying beta-rule and splitting (792), into two cases.
% 60.96/26.12  																				|-Branch one:
% 60.96/26.12  																				| (793) all_0_41_41 = e0 & all_0_58_58 = e3 &  ~ (all_0_44_44 = e3)
% 60.96/26.12  																				|
% 60.96/26.12  																					| Applying alpha-rule on (793) yields:
% 60.96/26.12  																					| (794) all_0_41_41 = e0
% 60.96/26.12  																					| (795) all_0_58_58 = e3
% 60.96/26.12  																					| (407)  ~ (all_0_44_44 = e3)
% 60.96/26.12  																					|
% 60.96/26.12  																					| Equations (795) can reduce 276 to:
% 60.96/26.12  																					| (266) $false
% 60.96/26.12  																					|
% 60.96/26.12  																					|-The branch is then unsatisfiable
% 60.96/26.12  																				|-Branch two:
% 60.96/26.12  																				| (800) all_0_41_41 = e0 & all_0_58_58 = e3 &  ~ (all_0_55_55 = e0)
% 60.96/26.12  																				|
% 60.96/26.12  																					| Applying alpha-rule on (800) yields:
% 60.96/26.12  																					| (794) all_0_41_41 = e0
% 60.96/26.12  																					| (795) all_0_58_58 = e3
% 60.96/26.12  																					| (803)  ~ (all_0_55_55 = e0)
% 60.96/26.12  																					|
% 60.96/26.12  																					| Equations (795) can reduce 276 to:
% 60.96/26.12  																					| (266) $false
% 60.96/26.12  																					|
% 60.96/26.12  																					|-The branch is then unsatisfiable
% 60.96/26.12  																			|-Branch two:
% 60.96/26.12  																			| (807) all_0_47_47 = e1 & all_0_52_52 = e2 &  ~ (all_0_48_48 = e2)
% 60.96/26.12  																			|
% 60.96/26.12  																				| Applying alpha-rule on (807) yields:
% 60.96/26.12  																				| (654) all_0_47_47 = e1
% 60.96/26.12  																				| (352) all_0_52_52 = e2
% 60.96/26.12  																				| (810)  ~ (all_0_48_48 = e2)
% 60.96/26.12  																				|
% 60.96/26.12  																				| Equations (654) can reduce 198 to:
% 60.96/26.12  																				| (1380)  ~ (all_0_42_42 = e1)
% 60.96/26.12  																				|
% 60.96/26.12  																				| Equations (654) can reduce 114 to:
% 60.96/26.12  																				| (11581)  ~ (all_0_48_48 = e1)
% 60.96/26.12  																				|
% 60.96/26.12  																				| Simplifying 11581 yields:
% 60.96/26.12  																				| (619)  ~ (all_0_48_48 = e1)
% 60.96/26.12  																				|
% 60.96/26.12  																				| Equations (654) can reduce 224 to:
% 60.96/26.12  																				| (463)  ~ (all_0_51_51 = e1)
% 60.96/26.12  																				|
% 60.96/26.12  																				| Simplifying 463 yields:
% 60.96/26.12  																				| (464)  ~ (all_0_51_51 = e1)
% 60.96/26.12  																				|
% 60.96/26.12  																				+-Applying beta-rule and splitting (78), into two cases.
% 60.96/26.12  																				|-Branch one:
% 60.96/26.12  																				| (423) all_0_45_45 = e3
% 60.96/26.12  																				|
% 60.96/26.12  																					| Combining equations (423,248) yields a new equation:
% 60.96/26.12  																					| (425) e4 = e3
% 60.96/26.12  																					|
% 60.96/26.12  																					| Equations (425) can reduce 188 to:
% 60.96/26.12  																					| (266) $false
% 60.96/26.12  																					|
% 60.96/26.12  																					|-The branch is then unsatisfiable
% 60.96/26.12  																				|-Branch two:
% 60.96/26.12  																				| (427)  ~ (all_0_45_45 = e3)
% 60.96/26.12  																				| (428) all_0_46_46 = e3 | all_0_47_47 = e3 | all_0_49_49 = e3
% 60.96/26.12  																				|
% 60.96/26.12  																					+-Applying beta-rule and splitting (428), into two cases.
% 60.96/26.12  																					|-Branch one:
% 60.96/26.12  																					| (1557) all_0_46_46 = e3
% 60.96/26.12  																					|
% 60.96/26.12  																						| Combining equations (1794,1557) yields a new equation:
% 60.96/26.12  																						| (662) e3 = e2
% 60.96/26.12  																						|
% 60.96/26.12  																						| Equations (662) can reduce 212 to:
% 60.96/26.12  																						| (266) $false
% 60.96/26.12  																						|
% 60.96/26.12  																						|-The branch is then unsatisfiable
% 60.96/26.12  																					|-Branch two:
% 60.96/26.12  																					| (409)  ~ (all_0_46_46 = e3)
% 60.96/26.12  																					| (1561) all_0_47_47 = e3 | all_0_49_49 = e3
% 60.96/26.12  																					|
% 60.96/26.12  																						+-Applying beta-rule and splitting (1561), into two cases.
% 60.96/26.12  																						|-Branch one:
% 60.96/26.12  																						| (522) all_0_47_47 = e3
% 60.96/26.12  																						|
% 60.96/26.12  																							| Combining equations (522,654) yields a new equation:
% 60.96/26.12  																							| (454) e3 = e1
% 60.96/26.12  																							|
% 60.96/26.12  																							| Simplifying 454 yields:
% 60.96/26.12  																							| (455) e3 = e1
% 60.96/26.12  																							|
% 60.96/26.12  																							| Equations (455) can reduce 213 to:
% 60.96/26.12  																							| (266) $false
% 60.96/26.12  																							|
% 60.96/26.12  																							|-The branch is then unsatisfiable
% 60.96/26.12  																						|-Branch two:
% 60.96/26.12  																						| (1091)  ~ (all_0_47_47 = e3)
% 60.96/26.12  																						| (884) all_0_49_49 = e3
% 60.96/26.12  																						|
% 60.96/26.12  																							| Equations (884) can reduce 9 to:
% 60.96/26.12  																							| (407)  ~ (all_0_44_44 = e3)
% 60.96/26.12  																							|
% 60.96/26.12  																							| Equations (884) can reduce 185 to:
% 60.96/26.12  																							| (215)  ~ (all_0_48_48 = e3)
% 60.96/26.12  																							|
% 60.96/26.12  																							| From (884) and (66) follows:
% 60.96/26.12  																							| (1580) op(e3, e0) = all_0_21_21
% 60.96/26.12  																							|
% 60.96/26.12  																							| From (884) and (55) follows:
% 60.96/26.12  																							| (1581) op(e2, e0) = e3
% 60.96/26.12  																							|
% 60.96/26.12  																							+-Applying beta-rule and splitting (104), into two cases.
% 60.96/26.12  																							|-Branch one:
% 60.96/26.12  																							| (480) all_0_39_39 = e0
% 60.96/26.12  																							|
% 60.96/26.12  																								| Combining equations (471,480) yields a new equation:
% 60.96/26.12  																								| (481) e4 = e0
% 60.96/26.12  																								|
% 60.96/26.12  																								| Simplifying 481 yields:
% 60.96/26.12  																								| (397) e4 = e0
% 60.96/26.12  																								|
% 60.96/26.12  																								| Equations (397) can reduce 49 to:
% 60.96/26.12  																								| (266) $false
% 60.96/26.12  																								|
% 60.96/26.12  																								|-The branch is then unsatisfiable
% 60.96/26.12  																							|-Branch two:
% 60.96/26.12  																							| (484)  ~ (all_0_39_39 = e0)
% 60.96/26.12  																							| (558) all_0_42_42 = e0 | all_0_47_47 = e0 | all_0_56_56 = e0
% 60.96/26.12  																							|
% 60.96/26.12  																								+-Applying beta-rule and splitting (558), into two cases.
% 60.96/26.12  																								|-Branch one:
% 60.96/26.12  																								| (559) all_0_42_42 = e0
% 60.96/26.12  																								|
% 60.96/26.12  																									| Equations (559) can reduce 240 to:
% 60.96/26.12  																									| (33173)  ~ (all_0_43_43 = e0)
% 60.96/26.12  																									|
% 60.96/26.12  																									| Simplifying 33173 yields:
% 60.96/26.12  																									| (5470)  ~ (all_0_43_43 = e0)
% 60.96/26.12  																									|
% 60.96/26.12  																									| Equations (559) can reduce 73 to:
% 60.96/26.12  																									| (359)  ~ (all_0_44_44 = e0)
% 60.96/26.12  																									|
% 60.96/26.12  																									| Simplifying 359 yields:
% 60.96/26.12  																									| (360)  ~ (all_0_44_44 = e0)
% 60.96/26.12  																									|
% 60.96/26.12  																									| Equations (559) can reduce 61 to:
% 60.96/26.12  																									| (1404)  ~ (all_0_51_51 = e0)
% 60.96/26.12  																									|
% 60.96/26.12  																									| Simplifying 1404 yields:
% 60.96/26.12  																									| (115)  ~ (all_0_51_51 = e0)
% 60.96/26.12  																									|
% 60.96/26.12  																									| Equations (559) can reduce 51 to:
% 60.96/26.12  																									| (365)  ~ (e2 = e0)
% 60.96/26.12  																									|
% 60.96/26.12  																									| Simplifying 365 yields:
% 60.96/26.12  																									| (128)  ~ (e2 = e0)
% 60.96/26.12  																									|
% 60.96/26.12  																									| From (559) and (226) follows:
% 60.96/26.12  																									| (15579) op(e0, e3) = all_0_7_7
% 60.96/26.12  																									|
% 60.96/26.12  																									+-Applying beta-rule and splitting (113), into two cases.
% 60.96/26.12  																									|-Branch one:
% 60.96/26.12  																									| (403) all_0_41_41 = e3
% 60.96/26.12  																									|
% 60.96/26.12  																										| Equations (403) can reduce 31 to:
% 60.96/26.13  																										| (47205)  ~ (all_0_43_43 = e3)
% 60.96/26.13  																										|
% 60.96/26.13  																										| Simplifying 47205 yields:
% 60.96/26.13  																										| (99)  ~ (all_0_43_43 = e3)
% 60.96/26.13  																										|
% 60.96/26.13  																										| Equations (403) can reduce 191 to:
% 60.96/26.13  																										| (269)  ~ (all_0_55_55 = e3)
% 60.96/26.13  																										|
% 60.96/26.13  																										| Simplifying 269 yields:
% 60.96/26.13  																										| (270)  ~ (all_0_55_55 = e3)
% 60.96/26.13  																										|
% 60.96/26.13  																										+-Applying beta-rule and splitting (7), into two cases.
% 60.96/26.13  																										|-Branch one:
% 60.96/26.13  																										| (504) all_0_51_51 = e2
% 60.96/26.13  																										|
% 60.96/26.13  																											| Equations (504) can reduce 1099 to:
% 60.96/26.13  																											| (266) $false
% 60.96/26.13  																											|
% 60.96/26.13  																											|-The branch is then unsatisfiable
% 60.96/26.13  																										|-Branch two:
% 60.96/26.13  																										| (1099)  ~ (all_0_51_51 = e2)
% 60.96/26.13  																										| (1100) all_0_51_51 = e4 | all_0_51_51 = e3 | all_0_51_51 = e1
% 60.96/26.13  																										|
% 60.96/26.13  																											+-Applying beta-rule and splitting (1100), into two cases.
% 60.96/26.13  																											|-Branch one:
% 60.96/26.13  																											| (1101) all_0_51_51 = e4
% 60.96/26.13  																											|
% 60.96/26.13  																												| Equations (1101) can reduce 475 to:
% 60.96/26.13  																												| (266) $false
% 60.96/26.13  																												|
% 60.96/26.13  																												|-The branch is then unsatisfiable
% 60.96/26.13  																											|-Branch two:
% 60.96/26.13  																											| (475)  ~ (all_0_51_51 = e4)
% 60.96/26.13  																											| (1104) all_0_51_51 = e3 | all_0_51_51 = e1
% 60.96/26.13  																											|
% 60.96/26.13  																												+-Applying beta-rule and splitting (1104), into two cases.
% 60.96/26.13  																												|-Branch one:
% 60.96/26.13  																												| (1109) all_0_51_51 = e1
% 60.96/26.13  																												|
% 60.96/26.13  																													| Equations (1109) can reduce 464 to:
% 60.96/26.13  																													| (266) $false
% 60.96/26.13  																													|
% 60.96/26.13  																													|-The branch is then unsatisfiable
% 60.96/26.13  																												|-Branch two:
% 60.96/26.13  																												| (464)  ~ (all_0_51_51 = e1)
% 60.96/26.13  																												| (660) all_0_51_51 = e3
% 60.96/26.13  																												|
% 60.96/26.13  																													| Equations (660) can reduce 59 to:
% 60.96/26.13  																													| (411)  ~ (all_0_50_50 = e3)
% 60.96/26.13  																													|
% 60.96/26.13  																													| Equations (660) can reduce 6 to:
% 60.96/26.13  																													| (1114)  ~ (all_0_53_53 = e3)
% 60.96/26.13  																													|
% 60.96/26.13  																													| Simplifying 1114 yields:
% 60.96/26.13  																													| (903)  ~ (all_0_53_53 = e3)
% 60.96/26.13  																													|
% 60.96/26.13  																													| Equations (660) can reduce 475 to:
% 60.96/26.13  																													| (277)  ~ (e4 = e3)
% 60.96/26.13  																													|
% 60.96/26.13  																													| Simplifying 277 yields:
% 60.96/26.13  																													| (188)  ~ (e4 = e3)
% 60.96/26.13  																													|
% 60.96/26.13  																													| Equations (660) can reduce 464 to:
% 60.96/26.13  																													| (213)  ~ (e3 = e1)
% 60.96/26.13  																													|
% 60.96/26.13  																													| Equations (660) can reduce 115 to:
% 60.96/26.13  																													| (80)  ~ (e3 = e0)
% 60.96/26.13  																													|
% 60.96/26.13  																													| From (660) and (157) follows:
% 60.96/26.13  																													| (1551) op(e3, e1) = all_0_24_24
% 60.96/26.13  																													|
% 60.96/26.13  																													| From (660) and (186) follows:
% 60.96/26.13  																													| (1552) op(e1, e2) = e3
% 60.96/26.13  																													|
% 60.96/26.13  																													+-Applying beta-rule and splitting (75), into two cases.
% 60.96/26.13  																													|-Branch one:
% 60.96/26.13  																													| (485) all_0_40_40 = e0
% 60.96/26.13  																													|
% 60.96/26.13  																														| Combining equations (313,485) yields a new equation:
% 60.96/26.13  																														| (391) e2 = e0
% 60.96/26.13  																														|
% 60.96/26.13  																														| Simplifying 391 yields:
% 60.96/26.13  																														| (330) e2 = e0
% 60.96/26.13  																														|
% 60.96/26.13  																														| Equations (330) can reduce 128 to:
% 60.96/26.13  																														| (266) $false
% 60.96/26.13  																														|
% 60.96/26.13  																														|-The branch is then unsatisfiable
% 60.96/26.13  																													|-Branch two:
% 60.96/26.13  																													| (1401)  ~ (all_0_40_40 = e0)
% 60.96/26.13  																													| (1748) all_0_44_44 = e0 | all_0_49_49 = e0 | all_0_58_58 = e0
% 60.96/26.13  																													|
% 60.96/26.13  																														+-Applying beta-rule and splitting (1748), into two cases.
% 60.96/26.13  																														|-Branch one:
% 60.96/26.13  																														| (1414) all_0_44_44 = e0
% 60.96/26.13  																														|
% 60.96/26.13  																															| Equations (1414) can reduce 360 to:
% 60.96/26.13  																															| (266) $false
% 60.96/26.13  																															|
% 60.96/26.13  																															|-The branch is then unsatisfiable
% 60.96/26.13  																														|-Branch two:
% 60.96/26.13  																														| (360)  ~ (all_0_44_44 = e0)
% 60.96/26.13  																														| (1760) all_0_49_49 = e0 | all_0_58_58 = e0
% 60.96/26.13  																														|
% 60.96/26.13  																															+-Applying beta-rule and splitting (1760), into two cases.
% 60.96/26.13  																															|-Branch one:
% 60.96/26.13  																															| (978) all_0_49_49 = e0
% 60.96/26.13  																															|
% 60.96/26.13  																																| Combining equations (884,978) yields a new equation:
% 60.96/26.13  																																| (675) e3 = e0
% 60.96/26.13  																																|
% 60.96/26.13  																																| Simplifying 675 yields:
% 60.96/26.13  																																| (676) e3 = e0
% 60.96/26.13  																																|
% 60.96/26.13  																																| Equations (676) can reduce 80 to:
% 60.96/26.13  																																| (266) $false
% 60.96/26.13  																																|
% 60.96/26.13  																																|-The branch is then unsatisfiable
% 60.96/26.13  																															|-Branch two:
% 60.96/26.13  																															| (487)  ~ (all_0_49_49 = e0)
% 60.96/26.13  																															| (914) all_0_58_58 = e0
% 60.96/26.13  																															|
% 60.96/26.13  																																| Equations (914) can reduce 10 to:
% 60.96/26.13  																																| (247)  ~ (all_0_53_53 = e0)
% 60.96/26.13  																																|
% 60.96/26.13  																																| Equations (914) can reduce 3 to:
% 60.96/26.13  																																| (803)  ~ (all_0_55_55 = e0)
% 60.96/26.13  																																|
% 60.96/26.13  																																| Equations (914) can reduce 148 to:
% 60.96/26.13  																																| (364)  ~ (all_0_57_57 = e0)
% 60.96/26.13  																																|
% 60.96/26.13  																																+-Applying beta-rule and splitting (4), into two cases.
% 60.96/26.13  																																|-Branch one:
% 60.96/26.13  																																| (356) all_0_43_43 = e0
% 60.96/26.13  																																|
% 60.96/26.13  																																	| Equations (356) can reduce 5470 to:
% 60.96/26.13  																																	| (266) $false
% 60.96/26.13  																																	|
% 60.96/26.13  																																	|-The branch is then unsatisfiable
% 60.96/26.13  																																|-Branch two:
% 60.96/26.13  																																| (5470)  ~ (all_0_43_43 = e0)
% 60.96/26.13  																																| (5471) all_0_48_48 = e0 | all_0_57_57 = e0
% 60.96/26.13  																																|
% 60.96/26.13  																																	+-Applying beta-rule and splitting (5471), into two cases.
% 60.96/26.13  																																	|-Branch one:
% 60.96/26.13  																																	| (1279) all_0_48_48 = e0
% 60.96/26.13  																																	|
% 60.96/26.13  																																		| Equations (1279) can reduce 17 to:
% 60.96/26.13  																																		| (5470)  ~ (all_0_43_43 = e0)
% 60.96/26.13  																																		|
% 60.96/26.13  																																		| Equations (1279) can reduce 239 to:
% 60.96/26.13  																																		| (363)  ~ (all_0_57_57 = e0)
% 60.96/26.13  																																		|
% 60.96/26.13  																																		| Simplifying 363 yields:
% 60.96/26.13  																																		| (364)  ~ (all_0_57_57 = e0)
% 60.96/26.13  																																		|
% 60.96/26.13  																																		| Equations (1279) can reduce 254 to:
% 60.96/26.13  																																		| (401)  ~ (e4 = e0)
% 60.96/26.13  																																		|
% 60.96/26.13  																																		| Simplifying 401 yields:
% 60.96/26.13  																																		| (49)  ~ (e4 = e0)
% 60.96/26.13  																																		|
% 60.96/26.13  																																		| Equations (1279) can reduce 619 to:
% 60.96/26.13  																																		| (435)  ~ (e1 = e0)
% 60.96/26.13  																																		|
% 60.96/26.13  																																		| Simplifying 435 yields:
% 60.96/26.13  																																		| (233)  ~ (e1 = e0)
% 60.96/26.13  																																		|
% 60.96/26.13  																																		| From (1279) and (21) follows:
% 60.96/26.13  																																		| (14937) op(e0, e1) = all_0_19_19
% 60.96/26.13  																																		|
% 60.96/26.13  																																		| From (1279) and (192) follows:
% 60.96/26.13  																																		| (14938) op(e2, e1) = e0
% 60.96/26.13  																																		|
% 60.96/26.13  																																		| Instantiating formula (29) with e3, e1, all_0_24_24, all_0_43_43 and discharging atoms op(e3, e1) = all_0_24_24, op(e3, e1) = all_0_43_43, yields:
% 60.96/26.13  																																		| (55125) all_0_24_24 = all_0_43_43
% 60.96/26.13  																																		|
% 60.96/26.13  																																		| Instantiating formula (29) with e3, e0, all_0_21_21, all_0_44_44 and discharging atoms op(e3, e0) = all_0_21_21, op(e3, e0) = all_0_44_44, yields:
% 60.96/26.13  																																		| (9535) all_0_21_21 = all_0_44_44
% 60.96/26.13  																																		|
% 60.96/26.13  																																		| Instantiating formula (29) with e2, e0, e3, all_0_33_33 and discharging atoms op(e2, e0) = all_0_33_33, op(e2, e0) = e3, yields:
% 60.96/26.13  																																		| (1602) all_0_33_33 = e3
% 60.96/26.13  																																		|
% 60.96/26.13  																																		| Instantiating formula (29) with e0, e3, all_0_7_7, all_0_55_55 and discharging atoms op(e0, e3) = all_0_7_7, op(e0, e3) = all_0_55_55, yields:
% 60.96/26.13  																																		| (55128) all_0_7_7 = all_0_55_55
% 60.96/26.13  																																		|
% 60.96/26.13  																																		| Instantiating formula (29) with e0, e1, all_0_19_19, all_0_57_57 and discharging atoms op(e0, e1) = all_0_19_19, op(e0, e1) = all_0_57_57, yields:
% 60.96/26.14  																																		| (55129) all_0_19_19 = all_0_57_57
% 60.96/26.14  																																		|
% 60.96/26.14  																																		| From (55125) and (1551) follows:
% 60.96/26.14  																																		| (37) op(e3, e1) = all_0_43_43
% 60.96/26.14  																																		|
% 60.96/26.14  																																		| From (9535) and (1580) follows:
% 60.96/26.14  																																		| (138) op(e3, e0) = all_0_44_44
% 60.96/26.14  																																		|
% 60.96/26.14  																																		| From (1602) and (1507) follows:
% 60.96/26.14  																																		| (1581) op(e2, e0) = e3
% 60.96/26.14  																																		|
% 60.96/26.14  																																		| From (55128) and (15579) follows:
% 60.96/26.14  																																		| (74) op(e0, e3) = all_0_55_55
% 60.96/26.14  																																		|
% 60.96/26.14  																																		| From (55129) and (14937) follows:
% 60.96/26.14  																																		| (83) op(e0, e1) = all_0_57_57
% 60.96/26.14  																																		|
% 60.96/26.14  																																		+-Applying beta-rule and splitting (195), into two cases.
% 60.96/26.14  																																		|-Branch one:
% 60.96/26.14  																																		| (396) all_0_43_43 = e4
% 60.96/26.14  																																		|
% 60.96/26.14  																																			| Equations (396) can reduce 199 to:
% 60.96/26.14  																																			| (838)  ~ (all_0_57_57 = e4)
% 60.96/26.14  																																			|
% 60.96/26.14  																																			| Simplifying 838 yields:
% 60.96/26.14  																																			| (839)  ~ (all_0_57_57 = e4)
% 60.96/26.14  																																			|
% 60.96/26.14  																																			| Equations (396) can reduce 99 to:
% 60.96/26.14  																																			| (188)  ~ (e4 = e3)
% 60.96/26.14  																																			|
% 60.96/26.14  																																			| Equations (396) can reduce 96 to:
% 60.96/26.14  																																			| (48)  ~ (e4 = e2)
% 60.96/26.14  																																			|
% 60.96/26.14  																																			| Equations (396) can reduce 5470 to:
% 60.96/26.14  																																			| (49)  ~ (e4 = e0)
% 60.96/26.14  																																			|
% 60.96/26.14  																																			| From (396) and (37) follows:
% 60.96/26.14  																																			| (5492) op(e3, e1) = e4
% 60.96/26.14  																																			|
% 60.96/26.14  																																			+-Applying beta-rule and splitting (171), into two cases.
% 60.96/26.14  																																			|-Branch one:
% 60.96/26.14  																																			| (265) all_0_54_54 = e4
% 60.96/26.14  																																			|
% 60.96/26.14  																																				| Combining equations (268,265) yields a new equation:
% 60.96/26.14  																																				| (425) e4 = e3
% 60.96/26.14  																																				|
% 60.96/26.14  																																				| Equations (425) can reduce 188 to:
% 60.96/26.14  																																				| (266) $false
% 60.96/26.14  																																				|
% 60.96/26.14  																																				|-The branch is then unsatisfiable
% 60.96/26.14  																																			|-Branch two:
% 60.96/26.14  																																			| (258)  ~ (all_0_54_54 = e4)
% 60.96/26.14  																																			| (575) all_0_55_55 = e4 | all_0_56_56 = e4 | all_0_57_57 = e4 | all_0_58_58 = e4
% 60.96/26.14  																																			|
% 60.96/26.14  																																				+-Applying beta-rule and splitting (150), into two cases.
% 60.96/26.14  																																				|-Branch one:
% 60.96/26.14  																																				| (1378) all_0_40_40 = e4
% 60.96/26.14  																																				|
% 60.96/26.14  																																					| Combining equations (1378,313) yields a new equation:
% 60.96/26.14  																																					| (322) e4 = e2
% 60.96/26.14  																																					|
% 60.96/26.14  																																					| Simplifying 322 yields:
% 60.96/26.14  																																					| (323) e4 = e2
% 60.96/26.14  																																					|
% 60.96/26.14  																																					| Equations (323) can reduce 48 to:
% 60.96/26.14  																																					| (266) $false
% 60.96/26.14  																																					|
% 60.96/26.14  																																					|-The branch is then unsatisfiable
% 60.96/26.14  																																				|-Branch two:
% 60.96/26.14  																																				| (447)  ~ (all_0_40_40 = e4)
% 60.96/26.14  																																				| (2271) all_0_44_44 = e4 | all_0_49_49 = e4 | all_0_53_53 = e4 | all_0_58_58 = e4
% 60.96/26.14  																																				|
% 60.96/26.14  																																					| Equations (313) can reduce 447 to:
% 60.96/26.14  																																					| (327)  ~ (e4 = e2)
% 60.96/26.14  																																					|
% 60.96/26.14  																																					| Simplifying 327 yields:
% 60.96/26.14  																																					| (48)  ~ (e4 = e2)
% 60.96/26.14  																																					|
% 60.96/26.14  																																					+-Applying beta-rule and splitting (575), into two cases.
% 60.96/26.14  																																					|-Branch one:
% 60.96/26.14  																																					| (587) all_0_55_55 = e4
% 60.96/26.14  																																					|
% 60.96/26.14  																																						| Equations (587) can reduce 93 to:
% 60.96/26.14  																																						| (566)  ~ (all_0_50_50 = e4)
% 60.96/26.14  																																						|
% 60.96/26.14  																																						| Equations (587) can reduce 81 to:
% 60.96/26.14  																																						| (838)  ~ (all_0_57_57 = e4)
% 60.96/26.14  																																						|
% 60.96/26.14  																																						| Simplifying 838 yields:
% 60.96/26.14  																																						| (839)  ~ (all_0_57_57 = e4)
% 60.96/26.14  																																						|
% 60.96/26.14  																																						| From (587) and (74) follows:
% 60.96/26.14  																																						| (589) op(e0, e3) = e4
% 60.96/26.14  																																						|
% 60.96/26.14  																																						+-Applying beta-rule and splitting (231), into two cases.
% 60.96/26.14  																																						|-Branch one:
% 60.96/26.14  																																						| (775) all_0_50_50 = e4
% 60.96/26.14  																																						|
% 60.96/26.14  																																							| Equations (775) can reduce 566 to:
% 60.96/26.14  																																							| (266) $false
% 60.96/26.14  																																							|
% 60.96/26.14  																																							|-The branch is then unsatisfiable
% 60.96/26.14  																																						|-Branch two:
% 60.96/26.14  																																						| (566)  ~ (all_0_50_50 = e4)
% 60.96/26.14  																																						| (1071) all_0_51_51 = e4 | all_0_52_52 = e4 | all_0_53_53 = e4
% 60.96/26.14  																																						|
% 60.96/26.14  																																							+-Applying beta-rule and splitting (241), into two cases.
% 60.96/26.14  																																							|-Branch one:
% 60.96/26.14  																																							| (378) all_0_50_50 = e2
% 60.96/26.14  																																							|
% 60.96/26.14  																																								| Equations (378) can reduce 302 to:
% 60.96/26.14  																																								| (266) $false
% 60.96/26.14  																																								|
% 60.96/26.14  																																								|-The branch is then unsatisfiable
% 60.96/26.14  																																							|-Branch two:
% 60.96/26.14  																																							| (302)  ~ (all_0_50_50 = e2)
% 60.96/26.14  																																							| (422) all_0_50_50 = e4 | all_0_50_50 = e3 | all_0_50_50 = e1
% 60.96/26.14  																																							|
% 60.96/26.14  																																								+-Applying beta-rule and splitting (103), into two cases.
% 60.96/26.14  																																								|-Branch one:
% 60.96/26.14  																																								| (453) all_0_41_41 = e1
% 60.96/26.14  																																								|
% 60.96/26.14  																																									| Combining equations (453,403) yields a new equation:
% 60.96/26.14  																																									| (455) e3 = e1
% 60.96/26.14  																																									|
% 60.96/26.14  																																									| Equations (455) can reduce 213 to:
% 60.96/26.14  																																									| (266) $false
% 60.96/26.14  																																									|
% 60.96/26.14  																																									|-The branch is then unsatisfiable
% 60.96/26.14  																																								|-Branch two:
% 60.96/26.14  																																								| (457)  ~ (all_0_41_41 = e1)
% 60.96/26.14  																																								| (458) all_0_42_42 = e1 | all_0_43_43 = e1 | all_0_44_44 = e1
% 60.96/26.14  																																								|
% 60.96/26.14  																																									+-Applying beta-rule and splitting (422), into two cases.
% 60.96/26.14  																																									|-Branch one:
% 60.96/26.14  																																									| (775) all_0_50_50 = e4
% 60.96/26.14  																																									|
% 60.96/26.14  																																										| Equations (775) can reduce 566 to:
% 60.96/26.14  																																										| (266) $false
% 60.96/26.14  																																										|
% 60.96/26.14  																																										|-The branch is then unsatisfiable
% 60.96/26.14  																																									|-Branch two:
% 60.96/26.14  																																									| (566)  ~ (all_0_50_50 = e4)
% 60.96/26.14  																																									| (1444) all_0_50_50 = e3 | all_0_50_50 = e1
% 60.96/26.14  																																									|
% 60.96/26.14  																																										+-Applying beta-rule and splitting (458), into two cases.
% 60.96/26.14  																																										|-Branch one:
% 60.96/26.14  																																										| (459) all_0_42_42 = e1
% 60.96/26.14  																																										|
% 60.96/26.14  																																											| Combining equations (459,559) yields a new equation:
% 60.96/26.14  																																											| (546) e1 = e0
% 60.96/26.14  																																											|
% 60.96/26.14  																																											| Simplifying 546 yields:
% 60.96/26.14  																																											| (431) e1 = e0
% 60.96/26.14  																																											|
% 60.96/26.14  																																											| Equations (431) can reduce 233 to:
% 60.96/26.14  																																											| (266) $false
% 60.96/26.14  																																											|
% 60.96/26.14  																																											|-The branch is then unsatisfiable
% 60.96/26.14  																																										|-Branch two:
% 60.96/26.14  																																										| (1380)  ~ (all_0_42_42 = e1)
% 60.96/26.14  																																										| (1381) all_0_43_43 = e1 | all_0_44_44 = e1
% 60.96/26.14  																																										|
% 60.96/26.14  																																											+-Applying beta-rule and splitting (1444), into two cases.
% 60.96/26.14  																																											|-Branch one:
% 60.96/26.14  																																											| (601) all_0_50_50 = e1
% 60.96/26.14  																																											|
% 60.96/26.14  																																												| From (601) and (242) follows:
% 60.96/26.14  																																												| (2235) op(e1, e3) = e1
% 60.96/26.14  																																												|
% 60.96/26.14  																																												+-Applying beta-rule and splitting (112), into two cases.
% 60.96/26.14  																																												|-Branch one:
% 60.96/26.14  																																												| (635) all_0_44_44 = e1
% 60.96/26.14  																																												|
% 60.96/26.14  																																													| Equations (635) can reduce 220 to:
% 60.96/26.14  																																													| (1458)  ~ (all_0_53_53 = e1)
% 60.96/26.14  																																													|
% 60.96/26.14  																																													| Simplifying 1458 yields:
% 60.96/26.14  																																													| (1459)  ~ (all_0_53_53 = e1)
% 60.96/26.14  																																													|
% 60.96/26.14  																																													+-Applying beta-rule and splitting (12), into two cases.
% 60.96/26.14  																																													|-Branch one:
% 60.96/26.14  																																													| (442) all_0_57_57 = e2
% 60.96/26.14  																																													|
% 60.96/26.14  																																														| Equations (442) can reduce 344 to:
% 60.96/26.14  																																														| (266) $false
% 60.96/26.14  																																														|
% 60.96/26.14  																																														|-The branch is then unsatisfiable
% 60.96/26.14  																																													|-Branch two:
% 60.96/26.14  																																													| (344)  ~ (all_0_57_57 = e2)
% 60.96/26.14  																																													| (445) all_0_57_57 = e4 | all_0_57_57 = e1 | all_0_57_57 = e0
% 60.96/26.14  																																													|
% 60.96/26.14  																																														+-Applying beta-rule and splitting (196), into two cases.
% 60.96/26.14  																																														|-Branch one:
% 60.96/26.14  																																														| (607) all_0_53_53 = e2
% 60.96/26.14  																																														|
% 60.96/26.14  																																															| Equations (607) can reduce 509 to:
% 60.96/26.14  																																															| (266) $false
% 60.96/26.14  																																															|
% 60.96/26.14  																																															|-The branch is then unsatisfiable
% 60.96/26.14  																																														|-Branch two:
% 60.96/26.14  																																														| (509)  ~ (all_0_53_53 = e2)
% 60.96/26.14  																																														| (610) all_0_53_53 = e4 | all_0_53_53 = e3 | all_0_53_53 = e1
% 60.96/26.14  																																														|
% 60.96/26.14  																																															+-Applying beta-rule and splitting (445), into two cases.
% 60.96/26.14  																																															|-Branch one:
% 60.96/26.14  																																															| (871) all_0_57_57 = e4
% 60.96/26.14  																																															|
% 60.96/26.14  																																																| Equations (871) can reduce 839 to:
% 60.96/26.14  																																																| (266) $false
% 60.96/26.14  																																																|
% 60.96/26.14  																																																|-The branch is then unsatisfiable
% 60.96/26.14  																																															|-Branch two:
% 60.96/26.14  																																															| (839)  ~ (all_0_57_57 = e4)
% 60.96/26.14  																																															| (874) all_0_57_57 = e1 | all_0_57_57 = e0
% 60.96/26.14  																																															|
% 60.96/26.14  																																																+-Applying beta-rule and splitting (874), into two cases.
% 60.96/26.14  																																																|-Branch one:
% 60.96/26.14  																																																| (875) all_0_57_57 = e0
% 60.96/26.14  																																																|
% 60.96/26.14  																																																	| Equations (875) can reduce 364 to:
% 60.96/26.14  																																																	| (266) $false
% 60.96/26.14  																																																	|
% 60.96/26.14  																																																	|-The branch is then unsatisfiable
% 60.96/26.14  																																																|-Branch two:
% 60.96/26.14  																																																| (364)  ~ (all_0_57_57 = e0)
% 60.96/26.14  																																																| (647) all_0_57_57 = e1
% 60.96/26.14  																																																|
% 60.96/26.14  																																																	| Equations (647) can reduce 344 to:
% 60.96/26.14  																																																	| (604)  ~ (e2 = e1)
% 60.96/26.14  																																																	|
% 60.96/26.14  																																																	| Simplifying 604 yields:
% 60.96/26.14  																																																	| (122)  ~ (e2 = e1)
% 60.96/26.14  																																																	|
% 60.96/26.14  																																																	| Equations (647) can reduce 364 to:
% 60.96/26.14  																																																	| (233)  ~ (e1 = e0)
% 60.96/26.14  																																																	|
% 60.96/26.14  																																																	+-Applying beta-rule and splitting (610), into two cases.
% 60.96/26.14  																																																	|-Branch one:
% 60.96/26.14  																																																	| (1298) all_0_53_53 = e4
% 60.96/26.14  																																																	|
% 60.96/26.14  																																																		| From (1298) and (84) follows:
% 60.96/26.14  																																																		| (5692) op(e1, e0) = e4
% 60.96/26.14  																																																		|
% 60.96/26.14  																																																		+-Applying beta-rule and splitting (56), into two cases.
% 60.96/26.14  																																																		|-Branch one:
% 60.96/26.14  																																																		| (696) unit = e2
% 60.96/26.14  																																																		|
% 60.96/26.14  																																																			| From (696) and (24) follows:
% 60.96/26.14  																																																			| (697) op(e2, e3) = e3
% 60.96/26.14  																																																			|
% 60.96/26.14  																																																			| From (696) and (209) follows:
% 60.96/26.14  																																																			| (7585) op(e2, e0) = e0
% 60.96/26.14  																																																			|
% 60.96/26.14  																																																			| From (696) and (28) follows:
% 60.96/26.14  																																																			| (699) op(e1, e2) = e1
% 60.96/26.14  																																																			|
% 60.96/26.14  																																																			| Instantiating formula (29) with e2, e3, e3, e2 and discharging atoms op(e2, e3) = e3, op(e2, e3) = e2, yields:
% 60.96/26.14  																																																			| (662) e3 = e2
% 60.96/26.14  																																																			|
% 60.96/26.14  																																																			| Instantiating formula (29) with e2, e0, e0, e3 and discharging atoms op(e2, e0) = e3, op(e2, e0) = e0, yields:
% 60.96/26.14  																																																			| (676) e3 = e0
% 60.96/26.14  																																																			|
% 60.96/26.14  																																																			| Instantiating formula (29) with e1, e2, e1, e3 and discharging atoms op(e1, e2) = e3, op(e1, e2) = e1, yields:
% 60.96/26.14  																																																			| (455) e3 = e1
% 60.96/26.14  																																																			|
% 60.96/26.14  																																																			| Combining equations (676,662) yields a new equation:
% 60.96/26.14  																																																			| (330) e2 = e0
% 60.96/26.14  																																																			|
% 60.96/26.14  																																																			| Combining equations (455,662) yields a new equation:
% 60.96/26.14  																																																			| (617) e2 = e1
% 60.96/26.14  																																																			|
% 60.96/26.14  																																																			| Combining equations (617,330) yields a new equation:
% 60.96/26.14  																																																			| (546) e1 = e0
% 60.96/26.14  																																																			|
% 60.96/26.14  																																																			| Simplifying 546 yields:
% 60.96/26.14  																																																			| (431) e1 = e0
% 60.96/26.14  																																																			|
% 60.96/26.14  																																																			| Equations (431) can reduce 233 to:
% 60.96/26.14  																																																			| (266) $false
% 60.96/26.14  																																																			|
% 60.96/26.14  																																																			|-The branch is then unsatisfiable
% 60.96/26.14  																																																		|-Branch two:
% 60.96/26.14  																																																		| (707)  ~ (unit = e2)
% 60.96/26.14  																																																		| (708) unit = e4 | unit = e3 | unit = e1 | unit = e0
% 60.96/26.14  																																																		|
% 60.96/26.14  																																																			+-Applying beta-rule and splitting (708), into two cases.
% 60.96/26.14  																																																			|-Branch one:
% 60.96/26.14  																																																			| (709) unit = e4
% 60.96/26.14  																																																			|
% 60.96/26.14  																																																				| From (709) and (211) follows:
% 60.96/26.14  																																																				| (22527) op(e4, e1) = e1
% 60.96/26.14  																																																				|
% 60.96/26.14  																																																				| From (709) and (209) follows:
% 60.96/26.15  																																																				| (3072) op(e4, e0) = e0
% 60.96/26.15  																																																				|
% 60.96/26.15  																																																				| From (709) and (40) follows:
% 60.96/26.15  																																																				| (711) op(e3, e4) = e3
% 60.96/26.15  																																																				|
% 60.96/26.15  																																																				| Instantiating formula (29) with e4, e1, e1, e3 and discharging atoms op(e4, e1) = e3, op(e4, e1) = e1, yields:
% 60.96/26.15  																																																				| (455) e3 = e1
% 60.96/26.15  																																																				|
% 60.96/26.15  																																																				| Instantiating formula (29) with e4, e0, e0, e2 and discharging atoms op(e4, e0) = e2, op(e4, e0) = e0, yields:
% 60.96/26.15  																																																				| (330) e2 = e0
% 60.96/26.15  																																																				|
% 60.96/26.15  																																																				| Instantiating formula (29) with e3, e4, e3, e2 and discharging atoms op(e3, e4) = e3, op(e3, e4) = e2, yields:
% 60.96/26.15  																																																				| (662) e3 = e2
% 60.96/26.15  																																																				|
% 60.96/26.15  																																																				| Combining equations (662,455) yields a new equation:
% 60.96/26.15  																																																				| (616) e2 = e1
% 60.96/26.15  																																																				|
% 60.96/26.15  																																																				| Simplifying 616 yields:
% 60.96/26.15  																																																				| (617) e2 = e1
% 60.96/26.15  																																																				|
% 60.96/26.15  																																																				| Combining equations (330,617) yields a new equation:
% 60.96/26.15  																																																				| (431) e1 = e0
% 60.96/26.15  																																																				|
% 60.96/26.15  																																																				| Equations (431) can reduce 233 to:
% 60.96/26.15  																																																				| (266) $false
% 60.96/26.15  																																																				|
% 60.96/26.15  																																																				|-The branch is then unsatisfiable
% 60.96/26.15  																																																			|-Branch two:
% 60.96/26.15  																																																			| (724)  ~ (unit = e4)
% 60.96/26.15  																																																			| (725) unit = e3 | unit = e1 | unit = e0
% 60.96/26.15  																																																			|
% 60.96/26.15  																																																				+-Applying beta-rule and splitting (725), into two cases.
% 60.96/26.15  																																																				|-Branch one:
% 60.96/26.15  																																																				| (726) unit = e0
% 60.96/26.15  																																																				|
% 60.96/26.15  																																																					| From (726) and (24) follows:
% 60.96/26.15  																																																					| (2208) op(e0, e3) = e3
% 60.96/26.15  																																																					|
% 60.96/26.15  																																																					| From (726) and (227) follows:
% 60.96/26.15  																																																					| (3205) op(e4, e0) = e4
% 60.96/26.15  																																																					|
% 60.96/26.15  																																																					| From (726) and (28) follows:
% 60.96/26.15  																																																					| (2698) op(e1, e0) = e1
% 60.96/26.15  																																																					|
% 60.96/26.15  																																																					| Instantiating formula (29) with e4, e0, e4, e2 and discharging atoms op(e4, e0) = e4, op(e4, e0) = e2, yields:
% 60.96/26.15  																																																					| (323) e4 = e2
% 60.96/26.15  																																																					|
% 60.96/26.15  																																																					| Instantiating formula (29) with e1, e0, e1, e4 and discharging atoms op(e1, e0) = e4, op(e1, e0) = e1, yields:
% 60.96/26.15  																																																					| (630) e4 = e1
% 60.96/26.15  																																																					|
% 60.96/26.15  																																																					| Instantiating formula (29) with e0, e3, e3, e4 and discharging atoms op(e0, e3) = e4, op(e0, e3) = e3, yields:
% 60.96/26.15  																																																					| (425) e4 = e3
% 60.96/26.15  																																																					|
% 60.96/26.15  																																																					| Combining equations (323,425) yields a new equation:
% 60.96/26.15  																																																					| (662) e3 = e2
% 60.96/26.15  																																																					|
% 60.96/26.15  																																																					| Combining equations (630,425) yields a new equation:
% 60.96/26.15  																																																					| (455) e3 = e1
% 60.96/26.15  																																																					|
% 60.96/26.15  																																																					| Combining equations (662,455) yields a new equation:
% 60.96/26.15  																																																					| (616) e2 = e1
% 60.96/26.15  																																																					|
% 60.96/26.15  																																																					| Simplifying 616 yields:
% 60.96/26.15  																																																					| (617) e2 = e1
% 60.96/26.15  																																																					|
% 60.96/26.15  																																																					| Equations (617) can reduce 122 to:
% 60.96/26.15  																																																					| (266) $false
% 60.96/26.15  																																																					|
% 60.96/26.15  																																																					|-The branch is then unsatisfiable
% 60.96/26.15  																																																				|-Branch two:
% 60.96/26.15  																																																				| (734)  ~ (unit = e0)
% 60.96/26.15  																																																				| (735) unit = e3 | unit = e1
% 60.96/26.15  																																																				|
% 60.96/26.15  																																																					+-Applying beta-rule and splitting (735), into two cases.
% 60.96/26.15  																																																					|-Branch one:
% 60.96/26.15  																																																					| (736) unit = e1
% 60.96/26.15  																																																					|
% 60.96/26.15  																																																						| Equations (736) can reduce 734 to:
% 60.96/26.15  																																																						| (233)  ~ (e1 = e0)
% 60.96/26.15  																																																						|
% 60.96/26.15  																																																						| From (736) and (24) follows:
% 60.96/26.15  																																																						| (1934) op(e1, e3) = e3
% 60.96/26.15  																																																						|
% 60.96/26.15  																																																						| From (736) and (15) follows:
% 60.96/26.15  																																																						| (515) op(e1, e2) = e2
% 60.96/26.15  																																																						|
% 60.96/26.15  																																																						| From (736) and (32) follows:
% 60.96/26.15  																																																						| (347) op(e2, e1) = e2
% 60.96/26.15  																																																						|
% 60.96/26.15  																																																						| Instantiating formula (29) with e2, e1, e2, e0 and discharging atoms op(e2, e1) = e2, op(e2, e1) = e0, yields:
% 60.96/26.15  																																																						| (330) e2 = e0
% 60.96/26.15  																																																						|
% 60.96/26.15  																																																						| Instantiating formula (29) with e1, e3, e3, e1 and discharging atoms op(e1, e3) = e3, op(e1, e3) = e1, yields:
% 60.96/26.15  																																																						| (455) e3 = e1
% 60.96/26.15  																																																						|
% 60.96/26.15  																																																						| Instantiating formula (29) with e1, e2, e2, e3 and discharging atoms op(e1, e2) = e3, op(e1, e2) = e2, yields:
% 60.96/26.15  																																																						| (662) e3 = e2
% 60.96/26.15  																																																						|
% 60.96/26.15  																																																						| Combining equations (662,455) yields a new equation:
% 60.96/26.15  																																																						| (616) e2 = e1
% 60.96/26.15  																																																						|
% 60.96/26.15  																																																						| Simplifying 616 yields:
% 60.96/26.15  																																																						| (617) e2 = e1
% 60.96/26.15  																																																						|
% 60.96/26.15  																																																						| Combining equations (330,617) yields a new equation:
% 60.96/26.15  																																																						| (431) e1 = e0
% 60.96/26.15  																																																						|
% 60.96/26.15  																																																						| Equations (431) can reduce 233 to:
% 60.96/26.15  																																																						| (266) $false
% 60.96/26.15  																																																						|
% 60.96/26.15  																																																						|-The branch is then unsatisfiable
% 60.96/26.15  																																																					|-Branch two:
% 60.96/26.15  																																																					| (748)  ~ (unit = e1)
% 60.96/26.15  																																																					| (749) unit = e3
% 60.96/26.15  																																																					|
% 60.96/26.15  																																																						| From (749) and (244) follows:
% 60.96/26.15  																																																						| (750) op(e3, e4) = e4
% 60.96/26.15  																																																						|
% 60.96/26.15  																																																						| From (749) and (211) follows:
% 60.96/26.15  																																																						| (13877) op(e3, e1) = e1
% 60.96/26.15  																																																						|
% 60.96/26.15  																																																						| From (749) and (42) follows:
% 60.96/26.15  																																																						| (752) op(e0, e3) = e0
% 60.96/26.15  																																																						|
% 60.96/26.15  																																																						| Instantiating formula (29) with e3, e4, e4, e2 and discharging atoms op(e3, e4) = e4, op(e3, e4) = e2, yields:
% 60.96/26.15  																																																						| (323) e4 = e2
% 60.96/26.15  																																																						|
% 60.96/26.15  																																																						| Instantiating formula (29) with e3, e1, e1, e4 and discharging atoms op(e3, e1) = e4, op(e3, e1) = e1, yields:
% 60.96/26.15  																																																						| (630) e4 = e1
% 60.96/26.15  																																																						|
% 60.96/26.15  																																																						| Instantiating formula (29) with e0, e3, e0, e4 and discharging atoms op(e0, e3) = e4, op(e0, e3) = e0, yields:
% 60.96/26.15  																																																						| (397) e4 = e0
% 60.96/26.15  																																																						|
% 60.96/26.15  																																																						| Combining equations (397,323) yields a new equation:
% 60.96/26.15  																																																						| (330) e2 = e0
% 60.96/26.15  																																																						|
% 60.96/26.15  																																																						| Combining equations (630,323) yields a new equation:
% 60.96/26.15  																																																						| (617) e2 = e1
% 60.96/26.15  																																																						|
% 60.96/26.15  																																																						| Combining equations (617,330) yields a new equation:
% 60.96/26.15  																																																						| (546) e1 = e0
% 60.96/26.15  																																																						|
% 60.96/26.15  																																																						| Simplifying 546 yields:
% 60.96/26.15  																																																						| (431) e1 = e0
% 60.96/26.15  																																																						|
% 60.96/26.15  																																																						| Equations (431) can reduce 233 to:
% 60.96/26.15  																																																						| (266) $false
% 60.96/26.15  																																																						|
% 60.96/26.15  																																																						|-The branch is then unsatisfiable
% 60.96/26.15  																																																	|-Branch two:
% 60.96/26.15  																																																	| (1453)  ~ (all_0_53_53 = e4)
% 60.96/26.15  																																																	| (1694) all_0_53_53 = e3 | all_0_53_53 = e1
% 60.96/26.15  																																																	|
% 60.96/26.15  																																																		+-Applying beta-rule and splitting (1694), into two cases.
% 60.96/26.15  																																																		|-Branch one:
% 60.96/26.15  																																																		| (1208) all_0_53_53 = e1
% 60.96/26.15  																																																		|
% 60.96/26.15  																																																			| Equations (1208) can reduce 1459 to:
% 60.96/26.15  																																																			| (266) $false
% 60.96/26.15  																																																			|
% 60.96/26.15  																																																			|-The branch is then unsatisfiable
% 60.96/26.15  																																																		|-Branch two:
% 60.96/26.15  																																																		| (1459)  ~ (all_0_53_53 = e1)
% 60.96/26.15  																																																		| (665) all_0_53_53 = e3
% 60.96/26.15  																																																		|
% 60.96/26.15  																																																			| Equations (665) can reduce 903 to:
% 60.96/26.15  																																																			| (266) $false
% 60.96/26.15  																																																			|
% 60.96/26.15  																																																			|-The branch is then unsatisfiable
% 60.96/26.15  																																												|-Branch two:
% 60.96/26.15  																																												| (639)  ~ (all_0_44_44 = e1)
% 60.96/26.15  																																												| (640) all_0_49_49 = e1 | all_0_53_53 = e1 | all_0_58_58 = e1
% 60.96/26.15  																																												|
% 60.96/26.15  																																													+-Applying beta-rule and splitting (12), into two cases.
% 60.96/26.15  																																													|-Branch one:
% 60.96/26.15  																																													| (442) all_0_57_57 = e2
% 60.96/26.15  																																													|
% 60.96/26.15  																																														| Equations (442) can reduce 344 to:
% 60.96/26.15  																																														| (266) $false
% 60.96/26.15  																																														|
% 60.96/26.15  																																														|-The branch is then unsatisfiable
% 60.96/26.15  																																													|-Branch two:
% 60.96/26.15  																																													| (344)  ~ (all_0_57_57 = e2)
% 60.96/26.15  																																													| (445) all_0_57_57 = e4 | all_0_57_57 = e1 | all_0_57_57 = e0
% 60.96/26.15  																																													|
% 60.96/26.15  																																														+-Applying beta-rule and splitting (445), into two cases.
% 60.96/26.15  																																														|-Branch one:
% 60.96/26.15  																																														| (871) all_0_57_57 = e4
% 60.96/26.15  																																														|
% 60.96/26.15  																																															| Equations (871) can reduce 839 to:
% 60.96/26.15  																																															| (266) $false
% 60.96/26.15  																																															|
% 60.96/26.15  																																															|-The branch is then unsatisfiable
% 60.96/26.15  																																														|-Branch two:
% 60.96/26.15  																																														| (839)  ~ (all_0_57_57 = e4)
% 60.96/26.15  																																														| (874) all_0_57_57 = e1 | all_0_57_57 = e0
% 60.96/26.15  																																														|
% 60.96/26.15  																																															+-Applying beta-rule and splitting (874), into two cases.
% 60.96/26.15  																																															|-Branch one:
% 60.96/26.15  																																															| (875) all_0_57_57 = e0
% 60.96/26.15  																																															|
% 60.96/26.15  																																																| Equations (875) can reduce 364 to:
% 60.96/26.15  																																																| (266) $false
% 60.96/26.15  																																																|
% 60.96/26.15  																																																|-The branch is then unsatisfiable
% 60.96/26.15  																																															|-Branch two:
% 60.96/26.15  																																															| (364)  ~ (all_0_57_57 = e0)
% 60.96/26.15  																																															| (647) all_0_57_57 = e1
% 60.96/26.15  																																															|
% 60.96/26.15  																																																| Equations (647) can reduce 839 to:
% 60.96/26.15  																																																| (602)  ~ (e4 = e1)
% 60.96/26.15  																																																|
% 60.96/26.15  																																																| Simplifying 602 yields:
% 60.96/26.15  																																																| (110)  ~ (e4 = e1)
% 60.96/26.15  																																																|
% 60.96/26.15  																																																+-Applying beta-rule and splitting (1381), into two cases.
% 60.96/26.15  																																																|-Branch one:
% 60.96/26.15  																																																| (430) all_0_43_43 = e1
% 60.96/26.15  																																																|
% 60.96/26.15  																																																	| Combining equations (396,430) yields a new equation:
% 60.96/26.15  																																																	| (636) e4 = e1
% 60.96/26.15  																																																	|
% 60.96/26.15  																																																	| Simplifying 636 yields:
% 60.96/26.15  																																																	| (630) e4 = e1
% 60.96/26.15  																																																	|
% 60.96/26.15  																																																	| Equations (630) can reduce 110 to:
% 60.96/26.15  																																																	| (266) $false
% 60.96/26.15  																																																	|
% 60.96/26.15  																																																	|-The branch is then unsatisfiable
% 60.96/26.15  																																																|-Branch two:
% 60.96/26.15  																																																| (433)  ~ (all_0_43_43 = e1)
% 60.96/26.15  																																																| (635) all_0_44_44 = e1
% 60.96/26.15  																																																|
% 60.96/26.15  																																																	| Equations (635) can reduce 639 to:
% 60.96/26.15  																																																	| (266) $false
% 60.96/26.15  																																																	|
% 60.96/26.15  																																																	|-The branch is then unsatisfiable
% 60.96/26.15  																																											|-Branch two:
% 60.96/26.15  																																											| (759)  ~ (all_0_50_50 = e1)
% 60.96/26.15  																																											| (415) all_0_50_50 = e3
% 60.96/26.15  																																											|
% 60.96/26.15  																																												| Equations (415) can reduce 411 to:
% 60.96/26.15  																																												| (266) $false
% 60.96/26.15  																																												|
% 60.96/26.15  																																												|-The branch is then unsatisfiable
% 60.96/26.15  																																					|-Branch two:
% 60.96/26.15  																																					| (763)  ~ (all_0_55_55 = e4)
% 60.96/26.15  																																					| (764) all_0_56_56 = e4 | all_0_57_57 = e4 | all_0_58_58 = e4
% 60.96/26.15  																																					|
% 60.96/26.15  																																						+-Applying beta-rule and splitting (764), into two cases.
% 60.96/26.15  																																						|-Branch one:
% 60.96/26.15  																																						| (842) all_0_56_56 = e4
% 60.96/26.15  																																						|
% 60.96/26.15  																																							| Combining equations (833,842) yields a new equation:
% 60.96/26.15  																																							| (323) e4 = e2
% 60.96/26.15  																																							|
% 60.96/26.15  																																							| Equations (323) can reduce 48 to:
% 60.96/26.15  																																							| (266) $false
% 60.96/26.15  																																							|
% 60.96/26.15  																																							|-The branch is then unsatisfiable
% 60.96/26.15  																																						|-Branch two:
% 60.96/26.15  																																						| (477)  ~ (all_0_56_56 = e4)
% 60.96/26.15  																																						| (935) all_0_57_57 = e4 | all_0_58_58 = e4
% 60.96/26.15  																																						|
% 60.96/26.15  																																							+-Applying beta-rule and splitting (935), into two cases.
% 60.96/26.15  																																							|-Branch one:
% 60.96/26.15  																																							| (871) all_0_57_57 = e4
% 60.96/26.15  																																							|
% 60.96/26.15  																																								| Equations (871) can reduce 839 to:
% 60.96/26.15  																																								| (266) $false
% 60.96/26.15  																																								|
% 60.96/26.15  																																								|-The branch is then unsatisfiable
% 60.96/26.15  																																							|-Branch two:
% 60.96/26.15  																																							| (839)  ~ (all_0_57_57 = e4)
% 60.96/26.15  																																							| (910) all_0_58_58 = e4
% 60.96/26.15  																																							|
% 60.96/26.15  																																								| Combining equations (910,914) yields a new equation:
% 60.96/26.15  																																								| (481) e4 = e0
% 60.96/26.15  																																								|
% 60.96/26.15  																																								| Simplifying 481 yields:
% 60.96/26.15  																																								| (397) e4 = e0
% 60.96/26.15  																																								|
% 60.96/26.15  																																								| Equations (397) can reduce 49 to:
% 60.96/26.15  																																								| (266) $false
% 60.96/26.15  																																								|
% 60.96/26.15  																																								|-The branch is then unsatisfiable
% 60.96/26.15  																																		|-Branch two:
% 60.96/26.15  																																		| (399)  ~ (all_0_43_43 = e4)
% 60.96/26.15  																																		| (6374) all_0_43_43 = e1 | all_0_43_43 = e0
% 60.96/26.15  																																		|
% 60.96/26.15  																																			+-Applying beta-rule and splitting (64), into two cases.
% 60.96/26.15  																																			|-Branch one:
% 60.96/26.15  																																			| (437) all_0_41_41 = e4
% 60.96/26.15  																																			|
% 60.96/26.15  																																				| Combining equations (437,403) yields a new equation:
% 60.96/26.15  																																				| (424) e4 = e3
% 60.96/26.15  																																				|
% 60.96/26.15  																																				| Simplifying 424 yields:
% 60.96/26.15  																																				| (425) e4 = e3
% 60.96/26.15  																																				|
% 60.96/26.15  																																				| Equations (425) can reduce 188 to:
% 60.96/26.15  																																				| (266) $false
% 60.96/26.15  																																				|
% 60.96/26.15  																																				|-The branch is then unsatisfiable
% 60.96/26.15  																																			|-Branch two:
% 60.96/26.15  																																			| (440)  ~ (all_0_41_41 = e4)
% 60.96/26.15  																																			| (441) all_0_42_42 = e4 | all_0_43_43 = e4 | all_0_44_44 = e4
% 60.96/26.15  																																			|
% 60.96/26.15  																																				| Equations (403) can reduce 440 to:
% 60.96/26.15  																																				| (277)  ~ (e4 = e3)
% 60.96/26.15  																																				|
% 60.96/26.15  																																				| Simplifying 277 yields:
% 60.96/26.15  																																				| (188)  ~ (e4 = e3)
% 60.96/26.15  																																				|
% 60.96/26.15  																																				+-Applying beta-rule and splitting (441), into two cases.
% 60.96/26.15  																																				|-Branch one:
% 60.96/26.15  																																				| (1392) all_0_42_42 = e4
% 60.96/26.15  																																				|
% 60.96/26.15  																																					| Combining equations (1392,559) yields a new equation:
% 60.96/26.15  																																					| (481) e4 = e0
% 60.96/26.15  																																					|
% 60.96/26.15  																																					| Simplifying 481 yields:
% 60.96/26.15  																																					| (397) e4 = e0
% 60.96/26.15  																																					|
% 60.96/26.15  																																					| Equations (397) can reduce 49 to:
% 60.96/26.15  																																					| (266) $false
% 60.96/26.15  																																					|
% 60.96/26.15  																																					|-The branch is then unsatisfiable
% 60.96/26.15  																																				|-Branch two:
% 60.96/26.15  																																				| (1890)  ~ (all_0_42_42 = e4)
% 60.96/26.15  																																				| (1891) all_0_43_43 = e4 | all_0_44_44 = e4
% 60.96/26.15  																																				|
% 60.96/26.15  																																					| Equations (559) can reduce 1890 to:
% 60.96/26.15  																																					| (401)  ~ (e4 = e0)
% 60.96/26.15  																																					|
% 60.96/26.15  																																					| Simplifying 401 yields:
% 60.96/26.15  																																					| (49)  ~ (e4 = e0)
% 60.96/26.15  																																					|
% 60.96/26.15  																																					+-Applying beta-rule and splitting (6374), into two cases.
% 60.96/26.15  																																					|-Branch one:
% 60.96/26.15  																																					| (356) all_0_43_43 = e0
% 60.96/26.15  																																					|
% 60.96/26.15  																																						| Equations (356) can reduce 5470 to:
% 60.96/26.15  																																						| (266) $false
% 60.96/26.15  																																						|
% 60.96/26.15  																																						|-The branch is then unsatisfiable
% 60.96/26.15  																																					|-Branch two:
% 60.96/26.15  																																					| (5470)  ~ (all_0_43_43 = e0)
% 60.96/26.15  																																					| (430) all_0_43_43 = e1
% 60.96/26.15  																																					|
% 60.96/26.15  																																						| Equations (430) can reduce 159 to:
% 60.96/26.15  																																						| (4057)  ~ (all_0_44_44 = e1)
% 60.96/26.15  																																						|
% 60.96/26.15  																																						| Simplifying 4057 yields:
% 60.96/26.15  																																						| (639)  ~ (all_0_44_44 = e1)
% 60.96/26.15  																																						|
% 60.96/26.15  																																						| Equations (430) can reduce 199 to:
% 60.96/26.15  																																						| (2437)  ~ (all_0_57_57 = e1)
% 60.96/26.15  																																						|
% 60.96/26.15  																																						| Simplifying 2437 yields:
% 60.96/26.15  																																						| (1670)  ~ (all_0_57_57 = e1)
% 60.96/26.15  																																						|
% 60.96/26.15  																																						| Equations (430) can reduce 96 to:
% 60.96/26.15  																																						| (604)  ~ (e2 = e1)
% 60.96/26.15  																																						|
% 60.96/26.15  																																						| Simplifying 604 yields:
% 60.96/26.15  																																						| (122)  ~ (e2 = e1)
% 60.96/26.15  																																						|
% 60.96/26.15  																																						| Equations (430) can reduce 5470 to:
% 60.96/26.15  																																						| (233)  ~ (e1 = e0)
% 60.96/26.15  																																						|
% 60.96/26.15  																																						| From (430) and (37) follows:
% 60.96/26.15  																																						| (13877) op(e3, e1) = e1
% 60.96/26.15  																																						|
% 60.96/26.15  																																						+-Applying beta-rule and splitting (216), into two cases.
% 60.96/26.15  																																						|-Branch one:
% 60.96/26.15  																																						| (629) all_0_55_55 = e1
% 60.96/26.15  																																						|
% 60.96/26.15  																																							| Equations (629) can reduce 93 to:
% 60.96/26.15  																																							| (759)  ~ (all_0_50_50 = e1)
% 60.96/26.15  																																							|
% 60.96/26.15  																																							| Equations (629) can reduce 81 to:
% 60.96/26.15  																																							| (2437)  ~ (all_0_57_57 = e1)
% 60.96/26.15  																																							|
% 60.96/26.15  																																							| Simplifying 2437 yields:
% 60.96/26.15  																																							| (1670)  ~ (all_0_57_57 = e1)
% 60.96/26.15  																																							|
% 60.96/26.15  																																							| Equations (629) can reduce 270 to:
% 60.96/26.15  																																							| (467)  ~ (e3 = e1)
% 60.96/26.15  																																							|
% 60.96/26.15  																																							| Simplifying 467 yields:
% 60.96/26.15  																																							| (213)  ~ (e3 = e1)
% 60.96/26.15  																																							|
% 60.96/26.15  																																							| Equations (629) can reduce 304 to:
% 60.96/26.15  																																							| (604)  ~ (e2 = e1)
% 60.96/26.15  																																							|
% 60.96/26.15  																																							| Simplifying 604 yields:
% 60.96/26.15  																																							| (122)  ~ (e2 = e1)
% 60.96/26.15  																																							|
% 60.96/26.15  																																							| Equations (629) can reduce 803 to:
% 60.96/26.15  																																							| (233)  ~ (e1 = e0)
% 60.96/26.15  																																							|
% 60.96/26.15  																																							+-Applying beta-rule and splitting (171), into two cases.
% 60.96/26.15  																																							|-Branch one:
% 60.96/26.15  																																							| (265) all_0_54_54 = e4
% 60.96/26.15  																																							|
% 60.96/26.15  																																								| Combining equations (268,265) yields a new equation:
% 60.96/26.15  																																								| (425) e4 = e3
% 60.96/26.15  																																								|
% 60.96/26.15  																																								| Equations (425) can reduce 188 to:
% 60.96/26.15  																																								| (266) $false
% 60.96/26.15  																																								|
% 60.96/26.15  																																								|-The branch is then unsatisfiable
% 60.96/26.15  																																							|-Branch two:
% 60.96/26.15  																																							| (258)  ~ (all_0_54_54 = e4)
% 60.96/26.15  																																							| (575) all_0_55_55 = e4 | all_0_56_56 = e4 | all_0_57_57 = e4 | all_0_58_58 = e4
% 60.96/26.15  																																							|
% 60.96/26.15  																																								| Equations (268) can reduce 258 to:
% 60.96/26.15  																																								| (277)  ~ (e4 = e3)
% 60.96/26.15  																																								|
% 60.96/26.15  																																								| Simplifying 277 yields:
% 60.96/26.15  																																								| (188)  ~ (e4 = e3)
% 60.96/26.15  																																								|
% 60.96/26.15  																																								+-Applying beta-rule and splitting (241), into two cases.
% 60.96/26.15  																																								|-Branch one:
% 60.96/26.15  																																								| (378) all_0_50_50 = e2
% 60.96/26.15  																																								|
% 60.96/26.15  																																									| Equations (378) can reduce 302 to:
% 60.96/26.15  																																									| (266) $false
% 60.96/26.15  																																									|
% 60.96/26.15  																																									|-The branch is then unsatisfiable
% 60.96/26.15  																																								|-Branch two:
% 60.96/26.15  																																								| (302)  ~ (all_0_50_50 = e2)
% 60.96/26.15  																																								| (422) all_0_50_50 = e4 | all_0_50_50 = e3 | all_0_50_50 = e1
% 60.96/26.15  																																								|
% 60.96/26.15  																																									+-Applying beta-rule and splitting (160), into two cases.
% 60.96/26.15  																																									|-Branch one:
% 60.96/26.15  																																									| (601) all_0_50_50 = e1
% 60.96/26.15  																																									|
% 60.96/26.15  																																										| Equations (601) can reduce 759 to:
% 60.96/26.15  																																										| (266) $false
% 60.96/26.15  																																										|
% 60.96/26.15  																																										|-The branch is then unsatisfiable
% 60.96/26.15  																																									|-Branch two:
% 60.96/26.15  																																									| (759)  ~ (all_0_50_50 = e1)
% 60.96/26.15  																																									| (1168) all_0_51_51 = e1 | all_0_52_52 = e1 | all_0_53_53 = e1
% 60.96/26.15  																																									|
% 60.96/26.15  																																										+-Applying beta-rule and splitting (62), into two cases.
% 60.96/26.15  																																										|-Branch one:
% 60.96/26.15  																																										| (321) all_0_38_38 = e4
% 60.96/26.15  																																										|
% 60.96/26.15  																																											| Combining equations (321,329) yields a new equation:
% 60.96/26.15  																																											| (481) e4 = e0
% 60.96/26.15  																																											|
% 60.96/26.15  																																											| Simplifying 481 yields:
% 60.96/26.15  																																											| (397) e4 = e0
% 60.96/26.15  																																											|
% 60.96/26.15  																																											| Equations (397) can reduce 49 to:
% 60.96/26.15  																																											| (266) $false
% 60.96/26.15  																																											|
% 60.96/26.15  																																											|-The branch is then unsatisfiable
% 60.96/26.15  																																										|-Branch two:
% 60.96/26.15  																																										| (325)  ~ (all_0_38_38 = e4)
% 60.96/26.15  																																										| (582) all_0_41_41 = e4 | all_0_46_46 = e4 | all_0_50_50 = e4 | all_0_55_55 = e4
% 60.96/26.15  																																										|
% 60.96/26.15  																																											+-Applying beta-rule and splitting (112), into two cases.
% 60.96/26.15  																																											|-Branch one:
% 60.96/26.15  																																											| (635) all_0_44_44 = e1
% 60.96/26.15  																																											|
% 60.96/26.15  																																												| Equations (635) can reduce 639 to:
% 60.96/26.15  																																												| (266) $false
% 60.96/26.15  																																												|
% 60.96/26.15  																																												|-The branch is then unsatisfiable
% 60.96/26.15  																																											|-Branch two:
% 60.96/26.15  																																											| (639)  ~ (all_0_44_44 = e1)
% 60.96/26.15  																																											| (640) all_0_49_49 = e1 | all_0_53_53 = e1 | all_0_58_58 = e1
% 60.96/26.15  																																											|
% 60.96/26.15  																																												+-Applying beta-rule and splitting (1168), into two cases.
% 60.96/26.15  																																												|-Branch one:
% 60.96/26.15  																																												| (1109) all_0_51_51 = e1
% 60.96/26.15  																																												|
% 60.96/26.15  																																													| Combining equations (1109,660) yields a new equation:
% 60.96/26.15  																																													| (455) e3 = e1
% 60.96/26.15  																																													|
% 60.96/26.15  																																													| Equations (455) can reduce 213 to:
% 60.96/26.15  																																													| (266) $false
% 60.96/26.15  																																													|
% 60.96/26.15  																																													|-The branch is then unsatisfiable
% 60.96/26.15  																																												|-Branch two:
% 60.96/26.15  																																												| (464)  ~ (all_0_51_51 = e1)
% 60.96/26.15  																																												| (1202) all_0_52_52 = e1 | all_0_53_53 = e1
% 60.96/26.15  																																												|
% 60.96/26.15  																																													| Equations (660) can reduce 464 to:
% 60.96/26.15  																																													| (213)  ~ (e3 = e1)
% 60.96/26.15  																																													|
% 60.96/26.15  																																													+-Applying beta-rule and splitting (26), into two cases.
% 60.96/26.15  																																													|-Branch one:
% 60.96/26.15  																																													| (446) all_0_44_44 = e4
% 60.96/26.15  																																													|
% 60.96/26.15  																																														| From (446) and (138) follows:
% 60.96/26.15  																																														| (4646) op(e3, e0) = e4
% 60.96/26.15  																																														|
% 60.96/26.15  																																														+-Applying beta-rule and splitting (12), into two cases.
% 60.96/26.15  																																														|-Branch one:
% 60.96/26.15  																																														| (442) all_0_57_57 = e2
% 60.96/26.15  																																														|
% 60.96/26.15  																																															| Equations (442) can reduce 344 to:
% 60.96/26.15  																																															| (266) $false
% 60.96/26.15  																																															|
% 60.96/26.15  																																															|-The branch is then unsatisfiable
% 60.96/26.15  																																														|-Branch two:
% 60.96/26.15  																																														| (344)  ~ (all_0_57_57 = e2)
% 60.96/26.15  																																														| (445) all_0_57_57 = e4 | all_0_57_57 = e1 | all_0_57_57 = e0
% 60.96/26.15  																																														|
% 60.96/26.15  																																															+-Applying beta-rule and splitting (196), into two cases.
% 60.96/26.15  																																															|-Branch one:
% 60.96/26.15  																																															| (607) all_0_53_53 = e2
% 60.96/26.15  																																															|
% 60.96/26.15  																																																| Equations (607) can reduce 509 to:
% 60.96/26.15  																																																| (266) $false
% 60.96/26.15  																																																|
% 60.96/26.15  																																																|-The branch is then unsatisfiable
% 60.96/26.15  																																															|-Branch two:
% 60.96/26.15  																																															| (509)  ~ (all_0_53_53 = e2)
% 60.96/26.15  																																															| (610) all_0_53_53 = e4 | all_0_53_53 = e3 | all_0_53_53 = e1
% 60.96/26.15  																																															|
% 60.96/26.15  																																																+-Applying beta-rule and splitting (231), into two cases.
% 60.96/26.15  																																																|-Branch one:
% 60.96/26.15  																																																| (775) all_0_50_50 = e4
% 60.96/26.15  																																																|
% 60.96/26.15  																																																	| Equations (775) can reduce 302 to:
% 60.96/26.15  																																																	| (48)  ~ (e4 = e2)
% 60.96/26.15  																																																	|
% 60.96/26.15  																																																	| Equations (775) can reduce 759 to:
% 60.96/26.15  																																																	| (110)  ~ (e4 = e1)
% 60.96/26.15  																																																	|
% 60.96/26.15  																																																	| Equations (775) can reduce 121 to:
% 60.96/26.15  																																																	| (49)  ~ (e4 = e0)
% 60.96/26.15  																																																	|
% 60.96/26.15  																																																	| From (775) and (242) follows:
% 60.96/26.16  																																																	| (5059) op(e1, e3) = e4
% 60.96/26.16  																																																	|
% 60.96/26.16  																																																	+-Applying beta-rule and splitting (640), into two cases.
% 60.96/26.16  																																																	|-Branch one:
% 60.96/26.16  																																																	| (671) all_0_49_49 = e1
% 60.96/26.16  																																																	|
% 60.96/26.16  																																																		| Combining equations (884,671) yields a new equation:
% 60.96/26.16  																																																		| (454) e3 = e1
% 60.96/26.16  																																																		|
% 60.96/26.16  																																																		| Simplifying 454 yields:
% 60.96/26.16  																																																		| (455) e3 = e1
% 60.96/26.16  																																																		|
% 60.96/26.16  																																																		| Equations (455) can reduce 213 to:
% 60.96/26.16  																																																		| (266) $false
% 60.96/26.16  																																																		|
% 60.96/26.16  																																																		|-The branch is then unsatisfiable
% 60.96/26.16  																																																	|-Branch two:
% 60.96/26.16  																																																	| (1064)  ~ (all_0_49_49 = e1)
% 60.96/26.16  																																																	| (2141) all_0_53_53 = e1 | all_0_58_58 = e1
% 60.96/26.16  																																																	|
% 60.96/26.16  																																																		+-Applying beta-rule and splitting (575), into two cases.
% 60.96/26.16  																																																		|-Branch one:
% 60.96/26.16  																																																		| (587) all_0_55_55 = e4
% 60.96/26.16  																																																		|
% 60.96/26.16  																																																			| Combining equations (629,587) yields a new equation:
% 60.96/26.16  																																																			| (630) e4 = e1
% 60.96/26.16  																																																			|
% 60.96/26.16  																																																			| Equations (630) can reduce 110 to:
% 60.96/26.16  																																																			| (266) $false
% 60.96/26.16  																																																			|
% 60.96/26.16  																																																			|-The branch is then unsatisfiable
% 60.96/26.16  																																																		|-Branch two:
% 60.96/26.16  																																																		| (763)  ~ (all_0_55_55 = e4)
% 60.96/26.16  																																																		| (764) all_0_56_56 = e4 | all_0_57_57 = e4 | all_0_58_58 = e4
% 60.96/26.16  																																																		|
% 60.96/26.16  																																																			+-Applying beta-rule and splitting (445), into two cases.
% 60.96/26.16  																																																			|-Branch one:
% 60.96/26.16  																																																			| (871) all_0_57_57 = e4
% 60.96/26.16  																																																			|
% 60.96/26.16  																																																				| From (871) and (83) follows:
% 60.96/26.16  																																																				| (3109) op(e0, e1) = e4
% 60.96/26.16  																																																				|
% 60.96/26.16  																																																				+-Applying beta-rule and splitting (2141), into two cases.
% 60.96/26.16  																																																				|-Branch one:
% 60.96/26.16  																																																				| (1208) all_0_53_53 = e1
% 60.96/26.16  																																																				|
% 60.96/26.16  																																																					| Equations (1208) can reduce 509 to:
% 60.96/26.16  																																																					| (604)  ~ (e2 = e1)
% 60.96/26.16  																																																					|
% 60.96/26.16  																																																					| Simplifying 604 yields:
% 60.96/26.16  																																																					| (122)  ~ (e2 = e1)
% 60.96/26.16  																																																					|
% 60.96/26.16  																																																					| Equations (1208) can reduce 247 to:
% 60.96/26.16  																																																					| (233)  ~ (e1 = e0)
% 60.96/26.16  																																																					|
% 60.96/26.16  																																																					+-Applying beta-rule and splitting (56), into two cases.
% 60.96/26.16  																																																					|-Branch one:
% 60.96/26.16  																																																					| (696) unit = e2
% 60.96/26.16  																																																					|
% 60.96/26.16  																																																						| From (696) and (24) follows:
% 60.96/26.16  																																																						| (697) op(e2, e3) = e3
% 60.96/26.16  																																																						|
% 60.96/26.16  																																																						| From (696) and (209) follows:
% 60.96/26.16  																																																						| (7585) op(e2, e0) = e0
% 60.96/26.16  																																																						|
% 60.96/26.16  																																																						| From (696) and (28) follows:
% 60.96/26.16  																																																						| (699) op(e1, e2) = e1
% 60.96/26.16  																																																						|
% 60.96/26.16  																																																						| Instantiating formula (29) with e2, e3, e3, e2 and discharging atoms op(e2, e3) = e3, op(e2, e3) = e2, yields:
% 60.96/26.16  																																																						| (662) e3 = e2
% 60.96/26.16  																																																						|
% 60.96/26.16  																																																						| Instantiating formula (29) with e2, e0, e0, e3 and discharging atoms op(e2, e0) = e3, op(e2, e0) = e0, yields:
% 60.96/26.16  																																																						| (676) e3 = e0
% 60.96/26.16  																																																						|
% 60.96/26.16  																																																						| Instantiating formula (29) with e1, e2, e1, e3 and discharging atoms op(e1, e2) = e3, op(e1, e2) = e1, yields:
% 60.96/26.16  																																																						| (455) e3 = e1
% 60.96/26.16  																																																						|
% 60.96/26.16  																																																						| Combining equations (676,662) yields a new equation:
% 60.96/26.16  																																																						| (330) e2 = e0
% 60.96/26.16  																																																						|
% 60.96/26.16  																																																						| Combining equations (455,662) yields a new equation:
% 60.96/26.16  																																																						| (617) e2 = e1
% 60.96/26.16  																																																						|
% 60.96/26.16  																																																						| Combining equations (617,330) yields a new equation:
% 60.96/26.16  																																																						| (546) e1 = e0
% 60.96/26.16  																																																						|
% 60.96/26.16  																																																						| Simplifying 546 yields:
% 60.96/26.16  																																																						| (431) e1 = e0
% 60.96/26.16  																																																						|
% 60.96/26.16  																																																						| Equations (431) can reduce 233 to:
% 60.96/26.16  																																																						| (266) $false
% 60.96/26.16  																																																						|
% 60.96/26.16  																																																						|-The branch is then unsatisfiable
% 60.96/26.16  																																																					|-Branch two:
% 60.96/26.16  																																																					| (707)  ~ (unit = e2)
% 60.96/26.16  																																																					| (708) unit = e4 | unit = e3 | unit = e1 | unit = e0
% 60.96/26.16  																																																					|
% 60.96/26.16  																																																						+-Applying beta-rule and splitting (708), into two cases.
% 60.96/26.16  																																																						|-Branch one:
% 60.96/26.16  																																																						| (709) unit = e4
% 60.96/26.16  																																																						|
% 60.96/26.16  																																																							| From (709) and (211) follows:
% 60.96/26.16  																																																							| (22527) op(e4, e1) = e1
% 60.96/26.16  																																																							|
% 60.96/26.16  																																																							| From (709) and (209) follows:
% 60.96/26.16  																																																							| (3072) op(e4, e0) = e0
% 60.96/26.16  																																																							|
% 60.96/26.16  																																																							| From (709) and (40) follows:
% 60.96/26.16  																																																							| (711) op(e3, e4) = e3
% 60.96/26.16  																																																							|
% 60.96/26.16  																																																							| Instantiating formula (29) with e4, e1, e1, e3 and discharging atoms op(e4, e1) = e3, op(e4, e1) = e1, yields:
% 60.96/26.16  																																																							| (455) e3 = e1
% 60.96/26.16  																																																							|
% 60.96/26.16  																																																							| Instantiating formula (29) with e4, e0, e0, e2 and discharging atoms op(e4, e0) = e2, op(e4, e0) = e0, yields:
% 60.96/26.16  																																																							| (330) e2 = e0
% 60.96/26.16  																																																							|
% 60.96/26.16  																																																							| Instantiating formula (29) with e3, e4, e3, e2 and discharging atoms op(e3, e4) = e3, op(e3, e4) = e2, yields:
% 60.96/26.16  																																																							| (662) e3 = e2
% 60.96/26.16  																																																							|
% 60.96/26.16  																																																							| Combining equations (662,455) yields a new equation:
% 60.96/26.16  																																																							| (616) e2 = e1
% 60.96/26.16  																																																							|
% 60.96/26.16  																																																							| Simplifying 616 yields:
% 60.96/26.16  																																																							| (617) e2 = e1
% 60.96/26.16  																																																							|
% 60.96/26.16  																																																							| Combining equations (330,617) yields a new equation:
% 60.96/26.16  																																																							| (431) e1 = e0
% 60.96/26.16  																																																							|
% 60.96/26.16  																																																							| Equations (431) can reduce 233 to:
% 60.96/26.16  																																																							| (266) $false
% 60.96/26.16  																																																							|
% 60.96/26.16  																																																							|-The branch is then unsatisfiable
% 60.96/26.16  																																																						|-Branch two:
% 60.96/26.16  																																																						| (724)  ~ (unit = e4)
% 60.96/26.16  																																																						| (725) unit = e3 | unit = e1 | unit = e0
% 60.96/26.16  																																																						|
% 60.96/26.16  																																																							+-Applying beta-rule and splitting (725), into two cases.
% 60.96/26.16  																																																							|-Branch one:
% 60.96/26.16  																																																							| (726) unit = e0
% 60.96/26.16  																																																							|
% 60.96/26.16  																																																								| From (726) and (244) follows:
% 60.96/26.16  																																																								| (2207) op(e0, e4) = e4
% 60.96/26.16  																																																								|
% 60.96/26.16  																																																								| From (726) and (211) follows:
% 60.96/26.16  																																																								| (15180) op(e0, e1) = e1
% 60.96/26.16  																																																								|
% 60.96/26.16  																																																								| From (726) and (32) follows:
% 60.96/26.16  																																																								| (727) op(e2, e0) = e2
% 60.96/26.16  																																																								|
% 60.96/26.16  																																																								| Instantiating formula (29) with e2, e0, e2, e3 and discharging atoms op(e2, e0) = e3, op(e2, e0) = e2, yields:
% 60.96/26.16  																																																								| (662) e3 = e2
% 60.96/26.16  																																																								|
% 60.96/26.16  																																																								| Instantiating formula (29) with e0, e4, e4, e3 and discharging atoms op(e0, e4) = e4, op(e0, e4) = e3, yields:
% 60.96/26.16  																																																								| (425) e4 = e3
% 60.96/26.16  																																																								|
% 60.96/26.16  																																																								| Instantiating formula (29) with e0, e1, e1, e4 and discharging atoms op(e0, e1) = e4, op(e0, e1) = e1, yields:
% 60.96/26.16  																																																								| (630) e4 = e1
% 60.96/26.16  																																																								|
% 60.96/26.16  																																																								| Combining equations (425,630) yields a new equation:
% 60.96/26.16  																																																								| (454) e3 = e1
% 60.96/26.16  																																																								|
% 60.96/26.16  																																																								| Simplifying 454 yields:
% 60.96/26.16  																																																								| (455) e3 = e1
% 60.96/26.16  																																																								|
% 60.96/26.16  																																																								| Combining equations (455,662) yields a new equation:
% 60.96/26.16  																																																								| (617) e2 = e1
% 60.96/26.16  																																																								|
% 60.96/26.16  																																																								| Equations (617) can reduce 122 to:
% 60.96/26.16  																																																								| (266) $false
% 60.96/26.16  																																																								|
% 60.96/26.16  																																																								|-The branch is then unsatisfiable
% 60.96/26.16  																																																							|-Branch two:
% 60.96/26.16  																																																							| (734)  ~ (unit = e0)
% 60.96/26.16  																																																							| (735) unit = e3 | unit = e1
% 60.96/26.16  																																																							|
% 60.96/26.16  																																																								+-Applying beta-rule and splitting (735), into two cases.
% 60.96/26.16  																																																								|-Branch one:
% 60.96/26.16  																																																								| (736) unit = e1
% 60.96/26.16  																																																								|
% 60.96/26.16  																																																									| Equations (736) can reduce 734 to:
% 60.96/26.16  																																																									| (233)  ~ (e1 = e0)
% 60.96/26.16  																																																									|
% 60.96/26.16  																																																									| From (736) and (15) follows:
% 60.96/26.16  																																																									| (515) op(e1, e2) = e2
% 60.96/26.16  																																																									|
% 60.96/26.16  																																																									| From (736) and (40) follows:
% 60.96/26.16  																																																									| (1652) op(e3, e1) = e3
% 60.96/26.16  																																																									|
% 60.96/26.16  																																																									| From (736) and (32) follows:
% 60.96/26.16  																																																									| (347) op(e2, e1) = e2
% 60.96/26.16  																																																									|
% 60.96/26.16  																																																									| Instantiating formula (29) with e3, e1, e3, e1 and discharging atoms op(e3, e1) = e3, op(e3, e1) = e1, yields:
% 60.96/26.16  																																																									| (455) e3 = e1
% 60.96/26.16  																																																									|
% 60.96/26.16  																																																									| Instantiating formula (29) with e2, e1, e2, e0 and discharging atoms op(e2, e1) = e2, op(e2, e1) = e0, yields:
% 60.96/26.16  																																																									| (330) e2 = e0
% 60.96/26.16  																																																									|
% 60.96/26.16  																																																									| Instantiating formula (29) with e1, e2, e2, e3 and discharging atoms op(e1, e2) = e3, op(e1, e2) = e2, yields:
% 60.96/26.16  																																																									| (662) e3 = e2
% 60.96/26.16  																																																									|
% 60.96/26.16  																																																									| Combining equations (662,455) yields a new equation:
% 60.96/26.16  																																																									| (616) e2 = e1
% 60.96/26.16  																																																									|
% 60.96/26.16  																																																									| Simplifying 616 yields:
% 60.96/26.16  																																																									| (617) e2 = e1
% 60.96/26.16  																																																									|
% 60.96/26.16  																																																									| Combining equations (330,617) yields a new equation:
% 60.96/26.16  																																																									| (431) e1 = e0
% 60.96/26.16  																																																									|
% 60.96/26.16  																																																									| Equations (431) can reduce 233 to:
% 60.96/26.16  																																																									| (266) $false
% 60.96/26.16  																																																									|
% 60.96/26.16  																																																									|-The branch is then unsatisfiable
% 60.96/26.16  																																																								|-Branch two:
% 60.96/26.16  																																																								| (748)  ~ (unit = e1)
% 60.96/26.16  																																																								| (749) unit = e3
% 60.96/26.16  																																																								|
% 60.96/26.16  																																																									| From (749) and (244) follows:
% 60.96/26.16  																																																									| (750) op(e3, e4) = e4
% 60.96/26.16  																																																									|
% 60.96/26.16  																																																									| From (749) and (209) follows:
% 60.96/26.16  																																																									| (1667) op(e3, e0) = e0
% 60.96/26.16  																																																									|
% 60.96/26.16  																																																									| From (749) and (28) follows:
% 60.96/26.16  																																																									| (2235) op(e1, e3) = e1
% 60.96/26.16  																																																									|
% 60.96/26.16  																																																									| Instantiating formula (29) with e3, e4, e4, e2 and discharging atoms op(e3, e4) = e4, op(e3, e4) = e2, yields:
% 60.96/26.16  																																																									| (323) e4 = e2
% 60.96/26.16  																																																									|
% 60.96/26.16  																																																									| Instantiating formula (29) with e3, e0, e0, e4 and discharging atoms op(e3, e0) = e4, op(e3, e0) = e0, yields:
% 60.96/26.16  																																																									| (397) e4 = e0
% 60.96/26.16  																																																									|
% 60.96/26.16  																																																									| Instantiating formula (29) with e1, e3, e1, e4 and discharging atoms op(e1, e3) = e4, op(e1, e3) = e1, yields:
% 60.96/26.16  																																																									| (630) e4 = e1
% 60.96/26.16  																																																									|
% 60.96/26.16  																																																									| Combining equations (397,323) yields a new equation:
% 60.96/26.16  																																																									| (330) e2 = e0
% 60.96/26.16  																																																									|
% 60.96/26.16  																																																									| Combining equations (630,323) yields a new equation:
% 60.96/26.16  																																																									| (617) e2 = e1
% 60.96/26.16  																																																									|
% 60.96/26.16  																																																									| Combining equations (617,330) yields a new equation:
% 60.96/26.16  																																																									| (546) e1 = e0
% 60.96/26.16  																																																									|
% 60.96/26.16  																																																									| Simplifying 546 yields:
% 60.96/26.16  																																																									| (431) e1 = e0
% 60.96/26.16  																																																									|
% 60.96/26.16  																																																									| Equations (431) can reduce 233 to:
% 60.96/26.16  																																																									| (266) $false
% 60.96/26.16  																																																									|
% 60.96/26.16  																																																									|-The branch is then unsatisfiable
% 60.96/26.16  																																																				|-Branch two:
% 60.96/26.16  																																																				| (1459)  ~ (all_0_53_53 = e1)
% 60.96/26.16  																																																				| (918) all_0_58_58 = e1
% 60.96/26.16  																																																				|
% 60.96/26.16  																																																					| Combining equations (918,914) yields a new equation:
% 60.96/26.16  																																																					| (546) e1 = e0
% 60.96/26.16  																																																					|
% 60.96/26.16  																																																					| Simplifying 546 yields:
% 60.96/26.16  																																																					| (431) e1 = e0
% 60.96/26.16  																																																					|
% 60.96/26.16  																																																					| Equations (431) can reduce 233 to:
% 60.96/26.16  																																																					| (266) $false
% 60.96/26.16  																																																					|
% 60.96/26.16  																																																					|-The branch is then unsatisfiable
% 60.96/26.16  																																																			|-Branch two:
% 60.96/26.16  																																																			| (839)  ~ (all_0_57_57 = e4)
% 60.96/26.16  																																																			| (874) all_0_57_57 = e1 | all_0_57_57 = e0
% 60.96/26.16  																																																			|
% 60.96/26.16  																																																				+-Applying beta-rule and splitting (764), into two cases.
% 60.96/26.16  																																																				|-Branch one:
% 60.96/26.16  																																																				| (842) all_0_56_56 = e4
% 60.96/26.16  																																																				|
% 60.96/26.16  																																																					| Combining equations (833,842) yields a new equation:
% 60.96/26.16  																																																					| (323) e4 = e2
% 60.96/26.16  																																																					|
% 60.96/26.16  																																																					| Equations (323) can reduce 48 to:
% 60.96/26.16  																																																					| (266) $false
% 60.96/26.16  																																																					|
% 60.96/26.16  																																																					|-The branch is then unsatisfiable
% 60.96/26.16  																																																				|-Branch two:
% 60.96/26.16  																																																				| (477)  ~ (all_0_56_56 = e4)
% 60.96/26.16  																																																				| (935) all_0_57_57 = e4 | all_0_58_58 = e4
% 60.96/26.16  																																																				|
% 60.96/26.16  																																																					+-Applying beta-rule and splitting (935), into two cases.
% 60.96/26.16  																																																					|-Branch one:
% 60.96/26.16  																																																					| (871) all_0_57_57 = e4
% 60.96/26.16  																																																					|
% 60.96/26.16  																																																						| Equations (871) can reduce 839 to:
% 60.96/26.16  																																																						| (266) $false
% 60.96/26.16  																																																						|
% 60.96/26.16  																																																						|-The branch is then unsatisfiable
% 60.96/26.16  																																																					|-Branch two:
% 60.96/26.16  																																																					| (839)  ~ (all_0_57_57 = e4)
% 60.96/26.16  																																																					| (910) all_0_58_58 = e4
% 60.96/26.16  																																																					|
% 60.96/26.16  																																																						| Combining equations (910,914) yields a new equation:
% 60.96/26.16  																																																						| (481) e4 = e0
% 60.96/26.16  																																																						|
% 60.96/26.16  																																																						| Simplifying 481 yields:
% 60.96/26.16  																																																						| (397) e4 = e0
% 60.96/26.16  																																																						|
% 60.96/26.16  																																																						| Equations (397) can reduce 49 to:
% 60.96/26.16  																																																						| (266) $false
% 60.96/26.16  																																																						|
% 60.96/26.16  																																																						|-The branch is then unsatisfiable
% 60.96/26.16  																																																|-Branch two:
% 60.96/26.16  																																																| (566)  ~ (all_0_50_50 = e4)
% 60.96/26.16  																																																| (1071) all_0_51_51 = e4 | all_0_52_52 = e4 | all_0_53_53 = e4
% 60.96/26.16  																																																|
% 60.96/26.16  																																																	+-Applying beta-rule and splitting (422), into two cases.
% 60.96/26.16  																																																	|-Branch one:
% 60.96/26.16  																																																	| (775) all_0_50_50 = e4
% 60.96/26.16  																																																	|
% 60.96/26.16  																																																		| Equations (775) can reduce 566 to:
% 60.96/26.16  																																																		| (266) $false
% 60.96/26.16  																																																		|
% 60.96/26.16  																																																		|-The branch is then unsatisfiable
% 60.96/26.16  																																																	|-Branch two:
% 60.96/26.16  																																																	| (566)  ~ (all_0_50_50 = e4)
% 60.96/26.16  																																																	| (1444) all_0_50_50 = e3 | all_0_50_50 = e1
% 60.96/26.16  																																																	|
% 60.96/26.16  																																																		+-Applying beta-rule and splitting (1444), into two cases.
% 60.96/26.16  																																																		|-Branch one:
% 60.96/26.16  																																																		| (601) all_0_50_50 = e1
% 60.96/26.16  																																																		|
% 60.96/26.16  																																																			| Equations (601) can reduce 759 to:
% 60.96/26.16  																																																			| (266) $false
% 60.96/26.16  																																																			|
% 60.96/26.16  																																																			|-The branch is then unsatisfiable
% 60.96/26.16  																																																		|-Branch two:
% 60.96/26.16  																																																		| (759)  ~ (all_0_50_50 = e1)
% 60.96/26.16  																																																		| (415) all_0_50_50 = e3
% 60.96/26.16  																																																		|
% 60.96/26.16  																																																			| Equations (415) can reduce 411 to:
% 60.96/26.16  																																																			| (266) $false
% 60.96/26.16  																																																			|
% 60.96/26.16  																																																			|-The branch is then unsatisfiable
% 60.96/26.16  																																													|-Branch two:
% 60.96/26.16  																																													| (1390)  ~ (all_0_44_44 = e4)
% 60.96/26.16  																																													| (1391) all_0_44_44 = e3 | all_0_44_44 = e1 | all_0_44_44 = e0
% 60.96/26.16  																																													|
% 60.96/26.16  																																														+-Applying beta-rule and splitting (12), into two cases.
% 60.96/26.16  																																														|-Branch one:
% 60.96/26.16  																																														| (442) all_0_57_57 = e2
% 60.96/26.16  																																														|
% 60.96/26.16  																																															| Equations (442) can reduce 344 to:
% 60.96/26.16  																																															| (266) $false
% 60.96/26.16  																																															|
% 60.96/26.16  																																															|-The branch is then unsatisfiable
% 60.96/26.16  																																														|-Branch two:
% 60.96/26.16  																																														| (344)  ~ (all_0_57_57 = e2)
% 60.96/26.16  																																														| (445) all_0_57_57 = e4 | all_0_57_57 = e1 | all_0_57_57 = e0
% 60.96/26.16  																																														|
% 60.96/26.16  																																															+-Applying beta-rule and splitting (422), into two cases.
% 60.96/26.16  																																															|-Branch one:
% 60.96/26.16  																																															| (775) all_0_50_50 = e4
% 60.96/26.16  																																															|
% 60.96/26.16  																																																| Equations (775) can reduce 190 to:
% 60.96/26.16  																																																| (1452)  ~ (all_0_53_53 = e4)
% 60.96/26.16  																																																|
% 60.96/26.16  																																																| Simplifying 1452 yields:
% 60.96/26.16  																																																| (1453)  ~ (all_0_53_53 = e4)
% 60.96/26.16  																																																|
% 60.96/26.16  																																																+-Applying beta-rule and splitting (1202), into two cases.
% 60.96/26.16  																																																|-Branch one:
% 60.96/26.16  																																																| (642) all_0_52_52 = e1
% 60.96/26.16  																																																|
% 60.96/26.16  																																																	| Combining equations (352,642) yields a new equation:
% 60.96/26.16  																																																	| (616) e2 = e1
% 60.96/26.16  																																																	|
% 60.96/26.16  																																																	| Simplifying 616 yields:
% 60.96/26.16  																																																	| (617) e2 = e1
% 60.96/26.16  																																																	|
% 60.96/26.16  																																																	| Equations (617) can reduce 122 to:
% 60.96/26.16  																																																	| (266) $false
% 60.96/26.16  																																																	|
% 60.96/26.16  																																																	|-The branch is then unsatisfiable
% 60.96/26.16  																																																|-Branch two:
% 60.96/26.16  																																																| (646)  ~ (all_0_52_52 = e1)
% 60.96/26.16  																																																| (1208) all_0_53_53 = e1
% 60.96/26.16  																																																|
% 60.96/26.16  																																																	| Equations (1208) can reduce 1453 to:
% 60.96/26.16  																																																	| (602)  ~ (e4 = e1)
% 60.96/26.16  																																																	|
% 60.96/26.16  																																																	| Simplifying 602 yields:
% 60.96/26.16  																																																	| (110)  ~ (e4 = e1)
% 60.96/26.16  																																																	|
% 60.96/26.16  																																																	+-Applying beta-rule and splitting (1891), into two cases.
% 60.96/26.16  																																																	|-Branch one:
% 60.96/26.16  																																																	| (396) all_0_43_43 = e4
% 60.96/26.16  																																																	|
% 60.96/26.16  																																																		| Combining equations (430,396) yields a new equation:
% 60.96/26.16  																																																		| (630) e4 = e1
% 60.96/26.16  																																																		|
% 60.96/26.16  																																																		| Equations (630) can reduce 110 to:
% 60.96/26.16  																																																		| (266) $false
% 60.96/26.16  																																																		|
% 60.96/26.16  																																																		|-The branch is then unsatisfiable
% 60.96/26.16  																																																	|-Branch two:
% 60.96/26.16  																																																	| (399)  ~ (all_0_43_43 = e4)
% 60.96/26.16  																																																	| (446) all_0_44_44 = e4
% 60.96/26.16  																																																	|
% 60.96/26.16  																																																		| Equations (446) can reduce 1390 to:
% 60.96/26.16  																																																		| (266) $false
% 60.96/26.16  																																																		|
% 60.96/26.16  																																																		|-The branch is then unsatisfiable
% 60.96/26.16  																																															|-Branch two:
% 60.96/26.16  																																															| (566)  ~ (all_0_50_50 = e4)
% 60.96/26.16  																																															| (1444) all_0_50_50 = e3 | all_0_50_50 = e1
% 60.96/26.16  																																															|
% 60.96/26.16  																																																+-Applying beta-rule and splitting (231), into two cases.
% 60.96/26.16  																																																|-Branch one:
% 60.96/26.16  																																																| (775) all_0_50_50 = e4
% 60.96/26.16  																																																|
% 60.96/26.16  																																																	| Equations (775) can reduce 566 to:
% 60.96/26.16  																																																	| (266) $false
% 60.96/26.16  																																																	|
% 60.96/26.16  																																																	|-The branch is then unsatisfiable
% 60.96/26.16  																																																|-Branch two:
% 60.96/26.16  																																																| (566)  ~ (all_0_50_50 = e4)
% 60.96/26.16  																																																| (1071) all_0_51_51 = e4 | all_0_52_52 = e4 | all_0_53_53 = e4
% 60.96/26.16  																																																|
% 60.96/26.16  																																																	+-Applying beta-rule and splitting (582), into two cases.
% 60.96/26.16  																																																	|-Branch one:
% 60.96/26.16  																																																	| (437) all_0_41_41 = e4
% 60.96/26.16  																																																	|
% 60.96/26.16  																																																		| Combining equations (437,403) yields a new equation:
% 60.96/26.16  																																																		| (424) e4 = e3
% 60.96/26.16  																																																		|
% 60.96/26.16  																																																		| Simplifying 424 yields:
% 60.96/26.16  																																																		| (425) e4 = e3
% 60.96/26.16  																																																		|
% 60.96/26.16  																																																		| Equations (425) can reduce 188 to:
% 60.96/26.16  																																																		| (266) $false
% 60.96/26.16  																																																		|
% 60.96/26.16  																																																		|-The branch is then unsatisfiable
% 60.96/26.16  																																																	|-Branch two:
% 60.96/26.16  																																																	| (440)  ~ (all_0_41_41 = e4)
% 60.96/26.16  																																																	| (769) all_0_46_46 = e4 | all_0_50_50 = e4 | all_0_55_55 = e4
% 60.96/26.16  																																																	|
% 60.96/26.16  																																																		+-Applying beta-rule and splitting (445), into two cases.
% 60.96/26.16  																																																		|-Branch one:
% 60.96/26.16  																																																		| (871) all_0_57_57 = e4
% 60.96/26.16  																																																		|
% 60.96/26.16  																																																			| Equations (871) can reduce 344 to:
% 60.96/26.16  																																																			| (48)  ~ (e4 = e2)
% 60.96/26.16  																																																			|
% 60.96/26.16  																																																			| Equations (871) can reduce 1670 to:
% 60.96/26.16  																																																			| (110)  ~ (e4 = e1)
% 60.96/26.16  																																																			|
% 60.96/26.16  																																																			+-Applying beta-rule and splitting (769), into two cases.
% 60.96/26.16  																																																			|-Branch one:
% 60.96/26.16  																																																			| (770) all_0_46_46 = e4
% 60.96/26.16  																																																			|
% 60.96/26.16  																																																				| Combining equations (1794,770) yields a new equation:
% 60.96/26.16  																																																				| (323) e4 = e2
% 60.96/26.16  																																																				|
% 60.96/26.16  																																																				| Equations (323) can reduce 48 to:
% 60.96/26.16  																																																				| (266) $false
% 60.96/26.16  																																																				|
% 60.96/26.16  																																																				|-The branch is then unsatisfiable
% 60.96/26.16  																																																			|-Branch two:
% 60.96/26.16  																																																			| (250)  ~ (all_0_46_46 = e4)
% 60.96/26.16  																																																			| (774) all_0_50_50 = e4 | all_0_55_55 = e4
% 60.96/26.16  																																																			|
% 60.96/26.16  																																																				+-Applying beta-rule and splitting (774), into two cases.
% 60.96/26.16  																																																				|-Branch one:
% 60.96/26.16  																																																				| (775) all_0_50_50 = e4
% 60.96/26.16  																																																				|
% 60.96/26.16  																																																					| Equations (775) can reduce 566 to:
% 60.96/26.16  																																																					| (266) $false
% 60.96/26.16  																																																					|
% 60.96/26.16  																																																					|-The branch is then unsatisfiable
% 60.96/26.16  																																																				|-Branch two:
% 60.96/26.16  																																																				| (566)  ~ (all_0_50_50 = e4)
% 60.96/26.16  																																																				| (587) all_0_55_55 = e4
% 60.96/26.16  																																																				|
% 60.96/26.16  																																																					| Combining equations (629,587) yields a new equation:
% 60.96/26.16  																																																					| (630) e4 = e1
% 60.96/26.16  																																																					|
% 60.96/26.16  																																																					| Equations (630) can reduce 110 to:
% 60.96/26.16  																																																					| (266) $false
% 60.96/26.16  																																																					|
% 60.96/26.16  																																																					|-The branch is then unsatisfiable
% 60.96/26.16  																																																		|-Branch two:
% 60.96/26.16  																																																		| (839)  ~ (all_0_57_57 = e4)
% 60.96/26.16  																																																		| (874) all_0_57_57 = e1 | all_0_57_57 = e0
% 60.96/26.16  																																																		|
% 60.96/26.16  																																																			+-Applying beta-rule and splitting (874), into two cases.
% 60.96/26.16  																																																			|-Branch one:
% 60.96/26.16  																																																			| (875) all_0_57_57 = e0
% 60.96/26.16  																																																			|
% 60.96/26.16  																																																				| Equations (875) can reduce 364 to:
% 60.96/26.16  																																																				| (266) $false
% 60.96/26.16  																																																				|
% 60.96/26.16  																																																				|-The branch is then unsatisfiable
% 60.96/26.16  																																																			|-Branch two:
% 60.96/26.16  																																																			| (364)  ~ (all_0_57_57 = e0)
% 60.96/26.16  																																																			| (647) all_0_57_57 = e1
% 60.96/26.16  																																																			|
% 60.96/26.16  																																																				| Equations (647) can reduce 1670 to:
% 60.96/26.16  																																																				| (266) $false
% 60.96/26.16  																																																				|
% 60.96/26.16  																																																				|-The branch is then unsatisfiable
% 60.96/26.16  																																						|-Branch two:
% 60.96/26.16  																																						| (632)  ~ (all_0_55_55 = e1)
% 60.96/26.16  																																						| (633) all_0_56_56 = e1 | all_0_57_57 = e1 | all_0_58_58 = e1
% 60.96/26.16  																																						|
% 60.96/26.16  																																							+-Applying beta-rule and splitting (633), into two cases.
% 60.96/26.16  																																							|-Branch one:
% 60.96/26.16  																																							| (1569) all_0_56_56 = e1
% 60.96/26.16  																																							|
% 60.96/26.16  																																								| Combining equations (833,1569) yields a new equation:
% 60.96/26.16  																																								| (616) e2 = e1
% 60.96/26.16  																																								|
% 60.96/26.16  																																								| Simplifying 616 yields:
% 60.96/26.16  																																								| (617) e2 = e1
% 60.96/26.16  																																								|
% 60.96/26.16  																																								| Equations (617) can reduce 122 to:
% 60.96/26.16  																																								| (266) $false
% 60.96/26.16  																																								|
% 60.96/26.16  																																								|-The branch is then unsatisfiable
% 60.96/26.16  																																							|-Branch two:
% 60.96/26.16  																																							| (466)  ~ (all_0_56_56 = e1)
% 60.96/26.17  																																							| (1574) all_0_57_57 = e1 | all_0_58_58 = e1
% 60.96/26.17  																																							|
% 60.96/26.17  																																								+-Applying beta-rule and splitting (1574), into two cases.
% 60.96/26.17  																																								|-Branch one:
% 60.96/26.17  																																								| (647) all_0_57_57 = e1
% 60.96/26.17  																																								|
% 60.96/26.17  																																									| Equations (647) can reduce 1670 to:
% 60.96/26.17  																																									| (266) $false
% 60.96/26.17  																																									|
% 60.96/26.17  																																									|-The branch is then unsatisfiable
% 60.96/26.17  																																								|-Branch two:
% 60.96/26.17  																																								| (1670)  ~ (all_0_57_57 = e1)
% 60.96/26.17  																																								| (918) all_0_58_58 = e1
% 60.96/26.17  																																								|
% 60.96/26.17  																																									| Combining equations (914,918) yields a new equation:
% 60.96/26.17  																																									| (431) e1 = e0
% 60.96/26.17  																																									|
% 60.96/26.17  																																									| Equations (431) can reduce 233 to:
% 60.96/26.17  																																									| (266) $false
% 60.96/26.17  																																									|
% 60.96/26.17  																																									|-The branch is then unsatisfiable
% 60.96/26.17  																																	|-Branch two:
% 60.96/26.17  																																	| (1283)  ~ (all_0_48_48 = e0)
% 60.96/26.17  																																	| (875) all_0_57_57 = e0
% 60.96/26.17  																																	|
% 60.96/26.17  																																		| Equations (875) can reduce 364 to:
% 60.96/26.17  																																		| (266) $false
% 60.96/26.17  																																		|
% 60.96/26.17  																																		|-The branch is then unsatisfiable
% 60.96/26.17  																									|-Branch two:
% 60.96/26.17  																									| (1898)  ~ (all_0_41_41 = e3)
% 60.96/26.17  																									| (1899) all_0_42_42 = e3 | all_0_44_44 = e3
% 60.96/26.17  																									|
% 60.96/26.17  																										+-Applying beta-rule and splitting (228), into two cases.
% 60.96/26.17  																										|-Branch one:
% 60.96/26.17  																										| (335) all_0_48_48 = e2
% 60.96/26.17  																										|
% 60.96/26.17  																											| Equations (335) can reduce 810 to:
% 60.96/26.17  																											| (266) $false
% 60.96/26.17  																											|
% 60.96/26.17  																											|-The branch is then unsatisfiable
% 60.96/26.17  																										|-Branch two:
% 60.96/26.17  																										| (810)  ~ (all_0_48_48 = e2)
% 60.96/26.17  																										| (10218) all_0_48_48 = e4 | all_0_48_48 = e1 | all_0_48_48 = e0
% 60.96/26.17  																										|
% 60.96/26.17  																											+-Applying beta-rule and splitting (10218), into two cases.
% 60.96/26.17  																											|-Branch one:
% 60.96/26.17  																											| (943) all_0_48_48 = e4
% 60.96/26.17  																											|
% 60.96/26.17  																												| Equations (943) can reduce 254 to:
% 60.96/26.17  																												| (266) $false
% 60.96/26.17  																												|
% 60.96/26.17  																												|-The branch is then unsatisfiable
% 60.96/26.17  																											|-Branch two:
% 60.96/26.17  																											| (254)  ~ (all_0_48_48 = e4)
% 60.96/26.17  																											| (10222) all_0_48_48 = e1 | all_0_48_48 = e0
% 60.96/26.17  																											|
% 60.96/26.17  																												+-Applying beta-rule and splitting (10222), into two cases.
% 60.96/26.17  																												|-Branch one:
% 60.96/26.17  																												| (1279) all_0_48_48 = e0
% 60.96/26.17  																												|
% 60.96/26.17  																													| Equations (1279) can reduce 215 to:
% 60.96/26.17  																													| (541)  ~ (e3 = e0)
% 60.96/26.17  																													|
% 60.96/26.17  																													| Simplifying 541 yields:
% 60.96/26.17  																													| (80)  ~ (e3 = e0)
% 60.96/26.17  																													|
% 60.96/26.17  																													+-Applying beta-rule and splitting (1899), into two cases.
% 60.96/26.17  																													|-Branch one:
% 60.96/26.17  																													| (516) all_0_42_42 = e3
% 60.96/26.17  																													|
% 60.96/26.17  																														| Combining equations (559,516) yields a new equation:
% 60.96/26.17  																														| (676) e3 = e0
% 60.96/26.17  																														|
% 60.96/26.17  																														| Equations (676) can reduce 80 to:
% 60.96/26.17  																														| (266) $false
% 60.96/26.17  																														|
% 60.96/26.17  																														|-The branch is then unsatisfiable
% 60.96/26.17  																													|-Branch two:
% 60.96/26.17  																													| (405)  ~ (all_0_42_42 = e3)
% 60.96/26.17  																													| (532) all_0_44_44 = e3
% 60.96/26.17  																													|
% 60.96/26.17  																														| Equations (532) can reduce 407 to:
% 60.96/26.17  																														| (266) $false
% 60.96/26.17  																														|
% 60.96/26.17  																														|-The branch is then unsatisfiable
% 60.96/26.17  																												|-Branch two:
% 60.96/26.17  																												| (1283)  ~ (all_0_48_48 = e0)
% 60.96/26.17  																												| (615) all_0_48_48 = e1
% 60.96/26.17  																												|
% 60.96/26.17  																													| Equations (615) can reduce 619 to:
% 60.96/26.17  																													| (266) $false
% 60.96/26.17  																													|
% 60.96/26.17  																													|-The branch is then unsatisfiable
% 60.96/26.17  																								|-Branch two:
% 60.96/26.17  																								| (358)  ~ (all_0_42_42 = e0)
% 60.96/26.17  																								| (563) all_0_47_47 = e0 | all_0_56_56 = e0
% 60.96/26.17  																								|
% 60.96/26.17  																									+-Applying beta-rule and splitting (7), into two cases.
% 60.96/26.17  																									|-Branch one:
% 60.96/26.17  																									| (504) all_0_51_51 = e2
% 60.96/26.17  																									|
% 60.96/26.17  																										| Equations (504) can reduce 1099 to:
% 60.96/26.17  																										| (266) $false
% 60.96/26.17  																										|
% 60.96/26.17  																										|-The branch is then unsatisfiable
% 60.96/26.17  																									|-Branch two:
% 60.96/26.17  																									| (1099)  ~ (all_0_51_51 = e2)
% 60.96/26.17  																									| (1100) all_0_51_51 = e4 | all_0_51_51 = e3 | all_0_51_51 = e1
% 60.96/26.17  																									|
% 60.96/26.17  																										+-Applying beta-rule and splitting (1100), into two cases.
% 60.96/26.17  																										|-Branch one:
% 60.96/26.17  																										| (1101) all_0_51_51 = e4
% 60.96/26.17  																										|
% 60.96/26.17  																											| Equations (1101) can reduce 475 to:
% 60.96/26.17  																											| (266) $false
% 60.96/26.17  																											|
% 60.96/26.17  																											|-The branch is then unsatisfiable
% 60.96/26.17  																										|-Branch two:
% 60.96/26.17  																										| (475)  ~ (all_0_51_51 = e4)
% 60.96/26.17  																										| (1104) all_0_51_51 = e3 | all_0_51_51 = e1
% 60.96/26.17  																										|
% 60.96/26.17  																											+-Applying beta-rule and splitting (1104), into two cases.
% 60.96/26.17  																											|-Branch one:
% 60.96/26.17  																											| (1109) all_0_51_51 = e1
% 60.96/26.17  																											|
% 60.96/26.17  																												| Equations (1109) can reduce 464 to:
% 60.96/26.17  																												| (266) $false
% 60.96/26.17  																												|
% 60.96/26.17  																												|-The branch is then unsatisfiable
% 60.96/26.17  																											|-Branch two:
% 60.96/26.17  																											| (464)  ~ (all_0_51_51 = e1)
% 60.96/26.17  																											| (660) all_0_51_51 = e3
% 60.96/26.17  																											|
% 60.96/26.17  																												| Equations (660) can reduce 59 to:
% 60.96/26.17  																												| (411)  ~ (all_0_50_50 = e3)
% 60.96/26.17  																												|
% 60.96/26.17  																												| Equations (660) can reduce 1099 to:
% 60.96/26.17  																												| (212)  ~ (e3 = e2)
% 60.96/26.17  																												|
% 60.96/26.17  																												+-Applying beta-rule and splitting (144), into two cases.
% 60.96/26.17  																												|-Branch one:
% 60.96/26.17  																												| (403) all_0_41_41 = e3
% 60.96/26.17  																												|
% 60.96/26.17  																													| Equations (403) can reduce 214 to:
% 60.96/26.17  																													| (404)  ~ (all_0_42_42 = e3)
% 60.96/26.17  																													|
% 60.96/26.17  																													| Simplifying 404 yields:
% 60.96/26.17  																													| (405)  ~ (all_0_42_42 = e3)
% 60.96/26.17  																													|
% 60.96/26.17  																													| Equations (403) can reduce 357 to:
% 60.96/26.17  																													| (80)  ~ (e3 = e0)
% 60.96/26.17  																													|
% 60.96/26.17  																													+-Applying beta-rule and splitting (184), into two cases.
% 60.96/26.17  																													|-Branch one:
% 60.96/26.17  																													| (538) all_0_46_46 = e0
% 60.96/26.17  																													|
% 60.96/26.17  																														| Combining equations (1794,538) yields a new equation:
% 60.96/26.17  																														| (391) e2 = e0
% 60.96/26.17  																														|
% 60.96/26.17  																														| Simplifying 391 yields:
% 60.96/26.17  																														| (330) e2 = e0
% 60.96/26.17  																														|
% 60.96/26.17  																														| Equations (330) can reduce 128 to:
% 60.96/26.17  																														| (266) $false
% 60.96/26.17  																														|
% 60.96/26.17  																														|-The branch is then unsatisfiable
% 60.96/26.17  																													|-Branch two:
% 60.96/26.17  																													| (831)  ~ (all_0_46_46 = e0)
% 60.96/26.17  																													| (832) all_0_47_47 = e0 | all_0_48_48 = e0 | all_0_49_49 = e0
% 60.96/26.17  																													|
% 60.96/26.17  																														+-Applying beta-rule and splitting (832), into two cases.
% 60.96/26.17  																														|-Branch one:
% 60.96/26.17  																														| (674) all_0_47_47 = e0
% 60.96/26.17  																														|
% 60.96/26.17  																															| Combining equations (654,674) yields a new equation:
% 60.96/26.17  																															| (546) e1 = e0
% 60.96/26.17  																															|
% 60.96/26.17  																															| Simplifying 546 yields:
% 60.96/26.17  																															| (431) e1 = e0
% 60.96/26.17  																															|
% 60.96/26.17  																															| Equations (431) can reduce 233 to:
% 60.96/26.17  																															| (266) $false
% 60.96/26.17  																															|
% 60.96/26.17  																															|-The branch is then unsatisfiable
% 60.96/26.17  																														|-Branch two:
% 60.96/26.17  																														| (678)  ~ (all_0_47_47 = e0)
% 60.96/26.17  																														| (1278) all_0_48_48 = e0 | all_0_49_49 = e0
% 60.96/26.17  																														|
% 60.96/26.17  																															+-Applying beta-rule and splitting (1278), into two cases.
% 60.96/26.17  																															|-Branch one:
% 60.96/26.17  																															| (1279) all_0_48_48 = e0
% 60.96/26.17  																															|
% 60.96/26.17  																																| Equations (1279) can reduce 17 to:
% 60.96/26.17  																																| (5470)  ~ (all_0_43_43 = e0)
% 60.96/26.17  																																|
% 60.96/26.17  																																| Equations (1279) can reduce 215 to:
% 60.96/26.17  																																| (541)  ~ (e3 = e0)
% 60.96/26.17  																																|
% 60.96/26.17  																																| Simplifying 541 yields:
% 60.96/26.17  																																| (80)  ~ (e3 = e0)
% 60.96/26.17  																																|
% 60.96/26.17  																																+-Applying beta-rule and splitting (165), into two cases.
% 60.96/26.17  																																|-Branch one:
% 60.96/26.17  																																| (794) all_0_41_41 = e0
% 60.96/26.17  																																|
% 60.96/26.17  																																	| Combining equations (403,794) yields a new equation:
% 60.96/26.17  																																	| (675) e3 = e0
% 60.96/26.17  																																	|
% 60.96/26.17  																																	| Simplifying 675 yields:
% 60.96/26.17  																																	| (676) e3 = e0
% 60.96/26.17  																																	|
% 60.96/26.17  																																	| Equations (676) can reduce 80 to:
% 60.96/26.17  																																	| (266) $false
% 60.96/26.17  																																	|
% 60.96/26.17  																																	|-The branch is then unsatisfiable
% 60.96/26.17  																																|-Branch two:
% 60.96/26.17  																																| (357)  ~ (all_0_41_41 = e0)
% 60.96/26.17  																																| (6761) all_0_42_42 = e0 | all_0_43_43 = e0 | all_0_44_44 = e0
% 60.96/26.17  																																|
% 60.96/26.17  																																	+-Applying beta-rule and splitting (6761), into two cases.
% 60.96/26.17  																																	|-Branch one:
% 60.96/26.17  																																	| (559) all_0_42_42 = e0
% 60.96/26.17  																																	|
% 60.96/26.17  																																		| Equations (559) can reduce 358 to:
% 60.96/26.17  																																		| (266) $false
% 60.96/26.17  																																		|
% 60.96/26.17  																																		|-The branch is then unsatisfiable
% 60.96/26.17  																																	|-Branch two:
% 60.96/26.17  																																	| (358)  ~ (all_0_42_42 = e0)
% 60.96/26.17  																																	| (6766) all_0_43_43 = e0 | all_0_44_44 = e0
% 60.96/26.17  																																	|
% 60.96/26.17  																																		+-Applying beta-rule and splitting (6766), into two cases.
% 60.96/26.17  																																		|-Branch one:
% 60.96/26.17  																																		| (356) all_0_43_43 = e0
% 60.96/26.17  																																		|
% 60.96/26.17  																																			| Equations (356) can reduce 5470 to:
% 60.96/26.17  																																			| (266) $false
% 60.96/26.17  																																			|
% 60.96/26.17  																																			|-The branch is then unsatisfiable
% 60.96/26.17  																																		|-Branch two:
% 60.96/26.17  																																		| (5470)  ~ (all_0_43_43 = e0)
% 60.96/26.17  																																		| (1414) all_0_44_44 = e0
% 60.96/26.17  																																		|
% 60.96/26.17  																																			| Equations (1414) can reduce 73 to:
% 60.96/26.17  																																			| (358)  ~ (all_0_42_42 = e0)
% 60.96/26.17  																																			|
% 60.96/26.17  																																			+-Applying beta-rule and splitting (152), into two cases.
% 60.96/26.17  																																			|-Branch one:
% 60.96/26.17  																																			| (1392) all_0_42_42 = e4
% 60.96/26.17  																																			|
% 60.96/26.17  																																				| Equations (1392) can reduce 1890 to:
% 60.96/26.17  																																				| (266) $false
% 60.96/26.17  																																				|
% 60.96/26.17  																																				|-The branch is then unsatisfiable
% 60.96/26.17  																																			|-Branch two:
% 60.96/26.17  																																			| (1890)  ~ (all_0_42_42 = e4)
% 60.96/26.17  																																			| (1969) all_0_42_42 = e3 | all_0_42_42 = e1 | all_0_42_42 = e0
% 60.96/26.17  																																			|
% 60.96/26.17  																																				+-Applying beta-rule and splitting (1969), into two cases.
% 60.96/26.17  																																				|-Branch one:
% 60.96/26.17  																																				| (559) all_0_42_42 = e0
% 60.96/26.17  																																				|
% 60.96/26.17  																																					| Equations (559) can reduce 358 to:
% 60.96/26.17  																																					| (266) $false
% 60.96/26.17  																																					|
% 60.96/26.17  																																					|-The branch is then unsatisfiable
% 60.96/26.17  																																				|-Branch two:
% 60.96/26.17  																																				| (358)  ~ (all_0_42_42 = e0)
% 60.96/26.17  																																				| (2510) all_0_42_42 = e3 | all_0_42_42 = e1
% 60.96/26.17  																																				|
% 60.96/26.17  																																					+-Applying beta-rule and splitting (2510), into two cases.
% 60.96/26.17  																																					|-Branch one:
% 60.96/26.17  																																					| (459) all_0_42_42 = e1
% 60.96/26.17  																																					|
% 60.96/26.17  																																						| Equations (459) can reduce 1380 to:
% 60.96/26.17  																																						| (266) $false
% 60.96/26.17  																																						|
% 60.96/26.17  																																						|-The branch is then unsatisfiable
% 60.96/26.17  																																					|-Branch two:
% 60.96/26.17  																																					| (1380)  ~ (all_0_42_42 = e1)
% 60.96/26.17  																																					| (516) all_0_42_42 = e3
% 60.96/26.17  																																					|
% 60.96/26.17  																																						| Equations (516) can reduce 405 to:
% 60.96/26.17  																																						| (266) $false
% 60.96/26.17  																																						|
% 60.96/26.17  																																						|-The branch is then unsatisfiable
% 61.08/26.17  																															|-Branch two:
% 61.08/26.17  																															| (1283)  ~ (all_0_48_48 = e0)
% 61.08/26.17  																															| (978) all_0_49_49 = e0
% 61.08/26.17  																															|
% 61.08/26.17  																																| Combining equations (884,978) yields a new equation:
% 61.08/26.17  																																| (675) e3 = e0
% 61.08/26.17  																																|
% 61.08/26.17  																																| Simplifying 675 yields:
% 61.08/26.17  																																| (676) e3 = e0
% 61.08/26.17  																																|
% 61.08/26.17  																																| Equations (676) can reduce 80 to:
% 61.08/26.17  																																| (266) $false
% 61.08/26.17  																																|
% 61.08/26.17  																																|-The branch is then unsatisfiable
% 61.08/26.17  																												|-Branch two:
% 61.08/26.17  																												| (1898)  ~ (all_0_41_41 = e3)
% 61.08/26.17  																												| (1923) all_0_46_46 = e3 | all_0_50_50 = e3 | all_0_55_55 = e3
% 61.08/26.17  																												|
% 61.08/26.17  																													+-Applying beta-rule and splitting (1923), into two cases.
% 61.08/26.17  																													|-Branch one:
% 61.08/26.17  																													| (1557) all_0_46_46 = e3
% 61.08/26.17  																													|
% 61.08/26.17  																														| Combining equations (1794,1557) yields a new equation:
% 61.08/26.17  																														| (662) e3 = e2
% 61.08/26.17  																														|
% 61.08/26.17  																														| Equations (662) can reduce 212 to:
% 61.08/26.17  																														| (266) $false
% 61.08/26.17  																														|
% 61.08/26.17  																														|-The branch is then unsatisfiable
% 61.08/26.17  																													|-Branch two:
% 61.08/26.17  																													| (409)  ~ (all_0_46_46 = e3)
% 61.08/26.17  																													| (4042) all_0_50_50 = e3 | all_0_55_55 = e3
% 61.08/26.17  																													|
% 61.08/26.17  																														+-Applying beta-rule and splitting (4042), into two cases.
% 61.08/26.17  																														|-Branch one:
% 61.08/26.17  																														| (415) all_0_50_50 = e3
% 61.08/26.17  																														|
% 61.08/26.17  																															| Equations (415) can reduce 411 to:
% 61.08/26.17  																															| (266) $false
% 61.08/26.17  																															|
% 61.08/26.17  																															|-The branch is then unsatisfiable
% 61.08/26.17  																														|-Branch two:
% 61.08/26.17  																														| (411)  ~ (all_0_50_50 = e3)
% 61.08/26.17  																														| (2336) all_0_55_55 = e3
% 61.08/26.17  																														|
% 61.08/26.17  																															| Equations (2336) can reduce 270 to:
% 61.08/26.17  																															| (266) $false
% 61.08/26.17  																															|
% 61.08/26.17  																															|-The branch is then unsatisfiable
% 61.08/26.17  																		|-Branch two:
% 61.08/26.17  																		| (813) all_0_47_47 = e1 & all_0_52_52 = e2 &  ~ (all_0_51_51 = e1)
% 61.08/26.17  																		|
% 61.08/26.17  																			| Applying alpha-rule on (813) yields:
% 61.08/26.17  																			| (654) all_0_47_47 = e1
% 61.08/26.17  																			| (352) all_0_52_52 = e2
% 61.08/26.17  																			| (464)  ~ (all_0_51_51 = e1)
% 61.08/26.17  																			|
% 61.08/26.17  																			| Equations (654) can reduce 198 to:
% 61.08/26.17  																			| (1380)  ~ (all_0_42_42 = e1)
% 61.08/26.17  																			|
% 61.08/26.17  																			| Equations (654) can reduce 114 to:
% 61.08/26.17  																			| (11581)  ~ (all_0_48_48 = e1)
% 61.08/26.17  																			|
% 61.08/26.17  																			| Simplifying 11581 yields:
% 61.08/26.17  																			| (619)  ~ (all_0_48_48 = e1)
% 61.08/26.17  																			|
% 61.08/26.17  																			| Equations (654) can reduce 224 to:
% 61.08/26.17  																			| (463)  ~ (all_0_51_51 = e1)
% 61.08/26.17  																			|
% 61.08/26.17  																			| Simplifying 463 yields:
% 61.08/26.17  																			| (464)  ~ (all_0_51_51 = e1)
% 61.08/26.17  																			|
% 61.08/26.17  																			+-Applying beta-rule and splitting (78), into two cases.
% 61.08/26.17  																			|-Branch one:
% 61.08/26.17  																			| (423) all_0_45_45 = e3
% 61.08/26.17  																			|
% 61.08/26.17  																				| Combining equations (423,248) yields a new equation:
% 61.08/26.17  																				| (425) e4 = e3
% 61.08/26.17  																				|
% 61.08/26.17  																				| Equations (425) can reduce 188 to:
% 61.08/26.17  																				| (266) $false
% 61.08/26.17  																				|
% 61.08/26.17  																				|-The branch is then unsatisfiable
% 61.08/26.17  																			|-Branch two:
% 61.08/26.17  																			| (427)  ~ (all_0_45_45 = e3)
% 61.08/26.17  																			| (428) all_0_46_46 = e3 | all_0_47_47 = e3 | all_0_49_49 = e3
% 61.08/26.17  																			|
% 61.08/26.17  																				+-Applying beta-rule and splitting (428), into two cases.
% 61.08/26.17  																				|-Branch one:
% 61.08/26.17  																				| (1557) all_0_46_46 = e3
% 61.08/26.17  																				|
% 61.08/26.18  																					| Combining equations (1794,1557) yields a new equation:
% 61.08/26.18  																					| (662) e3 = e2
% 61.08/26.18  																					|
% 61.08/26.18  																					| Equations (662) can reduce 212 to:
% 61.08/26.18  																					| (266) $false
% 61.08/26.18  																					|
% 61.08/26.18  																					|-The branch is then unsatisfiable
% 61.08/26.18  																				|-Branch two:
% 61.08/26.18  																				| (409)  ~ (all_0_46_46 = e3)
% 61.08/26.18  																				| (1561) all_0_47_47 = e3 | all_0_49_49 = e3
% 61.08/26.18  																				|
% 61.08/26.18  																					+-Applying beta-rule and splitting (1561), into two cases.
% 61.08/26.18  																					|-Branch one:
% 61.08/26.18  																					| (522) all_0_47_47 = e3
% 61.08/26.18  																					|
% 61.08/26.18  																						| Combining equations (522,654) yields a new equation:
% 61.08/26.18  																						| (454) e3 = e1
% 61.08/26.18  																						|
% 61.08/26.18  																						| Simplifying 454 yields:
% 61.08/26.18  																						| (455) e3 = e1
% 61.08/26.18  																						|
% 61.08/26.18  																						| Equations (455) can reduce 213 to:
% 61.08/26.18  																						| (266) $false
% 61.08/26.18  																						|
% 61.08/26.18  																						|-The branch is then unsatisfiable
% 61.08/26.18  																					|-Branch two:
% 61.08/26.18  																					| (1091)  ~ (all_0_47_47 = e3)
% 61.08/26.18  																					| (884) all_0_49_49 = e3
% 61.08/26.18  																					|
% 61.08/26.18  																						| Equations (884) can reduce 9 to:
% 61.08/26.18  																						| (407)  ~ (all_0_44_44 = e3)
% 61.08/26.18  																						|
% 61.08/26.18  																						| Equations (884) can reduce 185 to:
% 61.08/26.18  																						| (215)  ~ (all_0_48_48 = e3)
% 61.08/26.18  																						|
% 61.08/26.18  																						| From (884) and (66) follows:
% 61.08/26.18  																						| (1580) op(e3, e0) = all_0_21_21
% 61.08/26.18  																						|
% 61.08/26.18  																						| From (884) and (55) follows:
% 61.08/26.18  																						| (1581) op(e2, e0) = e3
% 61.08/26.18  																						|
% 61.08/26.18  																						+-Applying beta-rule and splitting (104), into two cases.
% 61.08/26.18  																						|-Branch one:
% 61.08/26.18  																						| (480) all_0_39_39 = e0
% 61.08/26.18  																						|
% 61.08/26.18  																							| Combining equations (471,480) yields a new equation:
% 61.08/26.18  																							| (481) e4 = e0
% 61.08/26.18  																							|
% 61.08/26.18  																							| Simplifying 481 yields:
% 61.08/26.18  																							| (397) e4 = e0
% 61.08/26.18  																							|
% 61.08/26.18  																							| Equations (397) can reduce 49 to:
% 61.08/26.18  																							| (266) $false
% 61.08/26.18  																							|
% 61.08/26.18  																							|-The branch is then unsatisfiable
% 61.08/26.18  																						|-Branch two:
% 61.08/26.18  																						| (484)  ~ (all_0_39_39 = e0)
% 61.08/26.18  																						| (558) all_0_42_42 = e0 | all_0_47_47 = e0 | all_0_56_56 = e0
% 61.08/26.18  																						|
% 61.08/26.18  																							+-Applying beta-rule and splitting (558), into two cases.
% 61.08/26.18  																							|-Branch one:
% 61.08/26.18  																							| (559) all_0_42_42 = e0
% 61.08/26.18  																							|
% 61.08/26.18  																								| Equations (559) can reduce 240 to:
% 61.08/26.18  																								| (33173)  ~ (all_0_43_43 = e0)
% 61.08/26.18  																								|
% 61.08/26.18  																								| Simplifying 33173 yields:
% 61.08/26.18  																								| (5470)  ~ (all_0_43_43 = e0)
% 61.08/26.18  																								|
% 61.08/26.18  																								| Equations (559) can reduce 73 to:
% 61.08/26.18  																								| (359)  ~ (all_0_44_44 = e0)
% 61.08/26.18  																								|
% 61.08/26.18  																								| Simplifying 359 yields:
% 61.08/26.18  																								| (360)  ~ (all_0_44_44 = e0)
% 61.08/26.18  																								|
% 61.08/26.18  																								| Equations (559) can reduce 61 to:
% 61.08/26.18  																								| (1404)  ~ (all_0_51_51 = e0)
% 61.08/26.18  																								|
% 61.08/26.18  																								| Simplifying 1404 yields:
% 61.08/26.18  																								| (115)  ~ (all_0_51_51 = e0)
% 61.08/26.18  																								|
% 61.08/26.18  																								| Equations (559) can reduce 51 to:
% 61.08/26.18  																								| (365)  ~ (e2 = e0)
% 61.08/26.18  																								|
% 61.08/26.18  																								| Simplifying 365 yields:
% 61.08/26.18  																								| (128)  ~ (e2 = e0)
% 61.08/26.18  																								|
% 61.08/26.18  																								| From (559) and (226) follows:
% 61.08/26.18  																								| (15579) op(e0, e3) = all_0_7_7
% 61.08/26.18  																								|
% 61.08/26.18  																								+-Applying beta-rule and splitting (113), into two cases.
% 61.08/26.18  																								|-Branch one:
% 61.08/26.18  																								| (403) all_0_41_41 = e3
% 61.08/26.18  																								|
% 61.08/26.18  																									| Equations (403) can reduce 31 to:
% 61.08/26.18  																									| (47205)  ~ (all_0_43_43 = e3)
% 61.08/26.18  																									|
% 61.08/26.18  																									| Simplifying 47205 yields:
% 61.08/26.18  																									| (99)  ~ (all_0_43_43 = e3)
% 61.08/26.18  																									|
% 61.08/26.18  																									| Equations (403) can reduce 191 to:
% 61.08/26.18  																									| (269)  ~ (all_0_55_55 = e3)
% 61.08/26.18  																									|
% 61.08/26.18  																									| Simplifying 269 yields:
% 61.08/26.18  																									| (270)  ~ (all_0_55_55 = e3)
% 61.08/26.18  																									|
% 61.08/26.18  																									+-Applying beta-rule and splitting (7), into two cases.
% 61.08/26.18  																									|-Branch one:
% 61.08/26.18  																									| (504) all_0_51_51 = e2
% 61.08/26.18  																									|
% 61.08/26.18  																										| Equations (504) can reduce 1099 to:
% 61.08/26.18  																										| (266) $false
% 61.08/26.18  																										|
% 61.08/26.18  																										|-The branch is then unsatisfiable
% 61.08/26.18  																									|-Branch two:
% 61.08/26.18  																									| (1099)  ~ (all_0_51_51 = e2)
% 61.08/26.18  																									| (1100) all_0_51_51 = e4 | all_0_51_51 = e3 | all_0_51_51 = e1
% 61.08/26.18  																									|
% 61.08/26.18  																										+-Applying beta-rule and splitting (1100), into two cases.
% 61.08/26.18  																										|-Branch one:
% 61.08/26.18  																										| (1101) all_0_51_51 = e4
% 61.08/26.18  																										|
% 61.08/26.18  																											| Equations (1101) can reduce 475 to:
% 61.08/26.18  																											| (266) $false
% 61.08/26.18  																											|
% 61.08/26.18  																											|-The branch is then unsatisfiable
% 61.08/26.18  																										|-Branch two:
% 61.08/26.18  																										| (475)  ~ (all_0_51_51 = e4)
% 61.08/26.18  																										| (1104) all_0_51_51 = e3 | all_0_51_51 = e1
% 61.08/26.18  																										|
% 61.08/26.18  																											+-Applying beta-rule and splitting (1104), into two cases.
% 61.08/26.18  																											|-Branch one:
% 61.08/26.18  																											| (1109) all_0_51_51 = e1
% 61.08/26.18  																											|
% 61.08/26.18  																												| Equations (1109) can reduce 464 to:
% 61.08/26.18  																												| (266) $false
% 61.08/26.18  																												|
% 61.08/26.18  																												|-The branch is then unsatisfiable
% 61.08/26.18  																											|-Branch two:
% 61.08/26.18  																											| (464)  ~ (all_0_51_51 = e1)
% 61.08/26.18  																											| (660) all_0_51_51 = e3
% 61.08/26.18  																											|
% 61.08/26.18  																												| Equations (660) can reduce 59 to:
% 61.08/26.18  																												| (411)  ~ (all_0_50_50 = e3)
% 61.08/26.18  																												|
% 61.08/26.18  																												| Equations (660) can reduce 6 to:
% 61.08/26.18  																												| (1114)  ~ (all_0_53_53 = e3)
% 61.08/26.18  																												|
% 61.08/26.18  																												| Simplifying 1114 yields:
% 61.08/26.18  																												| (903)  ~ (all_0_53_53 = e3)
% 61.08/26.18  																												|
% 61.08/26.18  																												| Equations (660) can reduce 475 to:
% 61.08/26.18  																												| (277)  ~ (e4 = e3)
% 61.08/26.18  																												|
% 61.08/26.18  																												| Simplifying 277 yields:
% 61.08/26.18  																												| (188)  ~ (e4 = e3)
% 61.08/26.18  																												|
% 61.08/26.18  																												| Equations (660) can reduce 464 to:
% 61.08/26.18  																												| (213)  ~ (e3 = e1)
% 61.08/26.18  																												|
% 61.08/26.18  																												| Equations (660) can reduce 115 to:
% 61.08/26.18  																												| (80)  ~ (e3 = e0)
% 61.08/26.18  																												|
% 61.08/26.18  																												| From (660) and (157) follows:
% 61.08/26.18  																												| (1551) op(e3, e1) = all_0_24_24
% 61.08/26.18  																												|
% 61.08/26.18  																												| From (660) and (186) follows:
% 61.08/26.18  																												| (1552) op(e1, e2) = e3
% 61.08/26.18  																												|
% 61.08/26.18  																												+-Applying beta-rule and splitting (75), into two cases.
% 61.08/26.18  																												|-Branch one:
% 61.08/26.18  																												| (485) all_0_40_40 = e0
% 61.08/26.18  																												|
% 61.08/26.18  																													| Combining equations (313,485) yields a new equation:
% 61.08/26.18  																													| (391) e2 = e0
% 61.08/26.18  																													|
% 61.08/26.18  																													| Simplifying 391 yields:
% 61.08/26.18  																													| (330) e2 = e0
% 61.08/26.18  																													|
% 61.08/26.18  																													| Equations (330) can reduce 128 to:
% 61.08/26.18  																													| (266) $false
% 61.08/26.18  																													|
% 61.08/26.18  																													|-The branch is then unsatisfiable
% 61.08/26.18  																												|-Branch two:
% 61.08/26.18  																												| (1401)  ~ (all_0_40_40 = e0)
% 61.08/26.18  																												| (1748) all_0_44_44 = e0 | all_0_49_49 = e0 | all_0_58_58 = e0
% 61.08/26.18  																												|
% 61.08/26.18  																													+-Applying beta-rule and splitting (1748), into two cases.
% 61.08/26.18  																													|-Branch one:
% 61.08/26.18  																													| (1414) all_0_44_44 = e0
% 61.08/26.18  																													|
% 61.08/26.18  																														| Equations (1414) can reduce 360 to:
% 61.08/26.18  																														| (266) $false
% 61.08/26.18  																														|
% 61.08/26.18  																														|-The branch is then unsatisfiable
% 61.08/26.18  																													|-Branch two:
% 61.08/26.18  																													| (360)  ~ (all_0_44_44 = e0)
% 61.08/26.18  																													| (1760) all_0_49_49 = e0 | all_0_58_58 = e0
% 61.08/26.18  																													|
% 61.08/26.18  																														+-Applying beta-rule and splitting (1760), into two cases.
% 61.08/26.18  																														|-Branch one:
% 61.08/26.18  																														| (978) all_0_49_49 = e0
% 61.08/26.18  																														|
% 61.08/26.18  																															| Combining equations (884,978) yields a new equation:
% 61.08/26.18  																															| (675) e3 = e0
% 61.08/26.18  																															|
% 61.08/26.18  																															| Simplifying 675 yields:
% 61.08/26.18  																															| (676) e3 = e0
% 61.08/26.18  																															|
% 61.08/26.18  																															| Equations (676) can reduce 80 to:
% 61.08/26.18  																															| (266) $false
% 61.08/26.18  																															|
% 61.08/26.18  																															|-The branch is then unsatisfiable
% 61.08/26.18  																														|-Branch two:
% 61.08/26.18  																														| (487)  ~ (all_0_49_49 = e0)
% 61.08/26.18  																														| (914) all_0_58_58 = e0
% 61.08/26.18  																														|
% 61.08/26.18  																															| Equations (914) can reduce 10 to:
% 61.08/26.18  																															| (247)  ~ (all_0_53_53 = e0)
% 61.08/26.18  																															|
% 61.08/26.18  																															| Equations (914) can reduce 3 to:
% 61.08/26.18  																															| (803)  ~ (all_0_55_55 = e0)
% 61.08/26.18  																															|
% 61.08/26.18  																															| Equations (914) can reduce 148 to:
% 61.08/26.18  																															| (364)  ~ (all_0_57_57 = e0)
% 61.08/26.18  																															|
% 61.08/26.18  																															+-Applying beta-rule and splitting (4), into two cases.
% 61.08/26.18  																															|-Branch one:
% 61.08/26.18  																															| (356) all_0_43_43 = e0
% 61.08/26.18  																															|
% 61.08/26.18  																																| Equations (356) can reduce 5470 to:
% 61.08/26.18  																																| (266) $false
% 61.08/26.18  																																|
% 61.08/26.18  																																|-The branch is then unsatisfiable
% 61.08/26.18  																															|-Branch two:
% 61.08/26.18  																															| (5470)  ~ (all_0_43_43 = e0)
% 61.08/26.18  																															| (5471) all_0_48_48 = e0 | all_0_57_57 = e0
% 61.08/26.18  																															|
% 61.08/26.18  																																+-Applying beta-rule and splitting (5471), into two cases.
% 61.08/26.18  																																|-Branch one:
% 61.08/26.18  																																| (1279) all_0_48_48 = e0
% 61.08/26.18  																																|
% 61.08/26.18  																																	| Equations (1279) can reduce 17 to:
% 61.08/26.18  																																	| (5470)  ~ (all_0_43_43 = e0)
% 61.08/26.18  																																	|
% 61.08/26.18  																																	| Equations (1279) can reduce 239 to:
% 61.08/26.18  																																	| (363)  ~ (all_0_57_57 = e0)
% 61.08/26.18  																																	|
% 61.08/26.18  																																	| Simplifying 363 yields:
% 61.08/26.18  																																	| (364)  ~ (all_0_57_57 = e0)
% 61.08/26.18  																																	|
% 61.08/26.18  																																	| Equations (1279) can reduce 254 to:
% 61.08/26.18  																																	| (401)  ~ (e4 = e0)
% 61.08/26.18  																																	|
% 61.08/26.18  																																	| Simplifying 401 yields:
% 61.08/26.18  																																	| (49)  ~ (e4 = e0)
% 61.08/26.18  																																	|
% 61.08/26.18  																																	| Equations (1279) can reduce 619 to:
% 61.08/26.18  																																	| (435)  ~ (e1 = e0)
% 61.08/26.18  																																	|
% 61.08/26.18  																																	| Simplifying 435 yields:
% 61.08/26.18  																																	| (233)  ~ (e1 = e0)
% 61.08/26.18  																																	|
% 61.08/26.18  																																	| From (1279) and (21) follows:
% 61.08/26.18  																																	| (14937) op(e0, e1) = all_0_19_19
% 61.08/26.18  																																	|
% 61.08/26.18  																																	| From (1279) and (192) follows:
% 61.08/26.19  																																	| (14938) op(e2, e1) = e0
% 61.08/26.19  																																	|
% 61.08/26.19  																																	| Instantiating formula (29) with e3, e1, all_0_24_24, all_0_43_43 and discharging atoms op(e3, e1) = all_0_24_24, op(e3, e1) = all_0_43_43, yields:
% 61.08/26.19  																																	| (55125) all_0_24_24 = all_0_43_43
% 61.08/26.19  																																	|
% 61.08/26.19  																																	| Instantiating formula (29) with e3, e0, all_0_21_21, all_0_44_44 and discharging atoms op(e3, e0) = all_0_21_21, op(e3, e0) = all_0_44_44, yields:
% 61.08/26.19  																																	| (9535) all_0_21_21 = all_0_44_44
% 61.08/26.19  																																	|
% 61.08/26.19  																																	| Instantiating formula (29) with e2, e0, e3, all_0_33_33 and discharging atoms op(e2, e0) = all_0_33_33, op(e2, e0) = e3, yields:
% 61.08/26.19  																																	| (1602) all_0_33_33 = e3
% 61.08/26.19  																																	|
% 61.08/26.19  																																	| Instantiating formula (29) with e0, e3, all_0_7_7, all_0_55_55 and discharging atoms op(e0, e3) = all_0_7_7, op(e0, e3) = all_0_55_55, yields:
% 61.08/26.19  																																	| (55128) all_0_7_7 = all_0_55_55
% 61.08/26.19  																																	|
% 61.08/26.19  																																	| Instantiating formula (29) with e0, e1, all_0_19_19, all_0_57_57 and discharging atoms op(e0, e1) = all_0_19_19, op(e0, e1) = all_0_57_57, yields:
% 61.08/26.19  																																	| (55129) all_0_19_19 = all_0_57_57
% 61.08/26.19  																																	|
% 61.08/26.19  																																	| From (55125) and (1551) follows:
% 61.08/26.19  																																	| (37) op(e3, e1) = all_0_43_43
% 61.08/26.19  																																	|
% 61.08/26.19  																																	| From (9535) and (1580) follows:
% 61.08/26.19  																																	| (138) op(e3, e0) = all_0_44_44
% 61.08/26.19  																																	|
% 61.08/26.19  																																	| From (1602) and (1507) follows:
% 61.08/26.19  																																	| (1581) op(e2, e0) = e3
% 61.08/26.19  																																	|
% 61.08/26.19  																																	| From (55128) and (15579) follows:
% 61.08/26.19  																																	| (74) op(e0, e3) = all_0_55_55
% 61.08/26.19  																																	|
% 61.08/26.19  																																	| From (55129) and (14937) follows:
% 61.10/26.20  																																	| (83) op(e0, e1) = all_0_57_57
% 61.10/26.20  																																	|
% 61.10/26.20  																																	+-Applying beta-rule and splitting (195), into two cases.
% 61.10/26.20  																																	|-Branch one:
% 61.10/26.20  																																	| (396) all_0_43_43 = e4
% 61.10/26.20  																																	|
% 61.10/26.20  																																		| Equations (396) can reduce 199 to:
% 61.10/26.20  																																		| (838)  ~ (all_0_57_57 = e4)
% 61.10/26.20  																																		|
% 61.10/26.20  																																		| Simplifying 838 yields:
% 61.10/26.20  																																		| (839)  ~ (all_0_57_57 = e4)
% 61.10/26.20  																																		|
% 61.10/26.20  																																		| Equations (396) can reduce 99 to:
% 61.10/26.20  																																		| (188)  ~ (e4 = e3)
% 61.10/26.20  																																		|
% 61.10/26.20  																																		| Equations (396) can reduce 96 to:
% 61.10/26.20  																																		| (48)  ~ (e4 = e2)
% 61.10/26.20  																																		|
% 61.10/26.20  																																		| Equations (396) can reduce 5470 to:
% 61.10/26.20  																																		| (49)  ~ (e4 = e0)
% 61.10/26.20  																																		|
% 61.10/26.20  																																		| From (396) and (37) follows:
% 61.10/26.20  																																		| (5492) op(e3, e1) = e4
% 61.10/26.20  																																		|
% 61.10/26.20  																																		+-Applying beta-rule and splitting (171), into two cases.
% 61.10/26.20  																																		|-Branch one:
% 61.10/26.20  																																		| (265) all_0_54_54 = e4
% 61.10/26.20  																																		|
% 61.10/26.20  																																			| Combining equations (268,265) yields a new equation:
% 61.10/26.20  																																			| (425) e4 = e3
% 61.10/26.20  																																			|
% 61.10/26.20  																																			| Equations (425) can reduce 188 to:
% 61.10/26.20  																																			| (266) $false
% 61.10/26.20  																																			|
% 61.10/26.20  																																			|-The branch is then unsatisfiable
% 61.10/26.20  																																		|-Branch two:
% 61.10/26.20  																																		| (258)  ~ (all_0_54_54 = e4)
% 61.10/26.20  																																		| (575) all_0_55_55 = e4 | all_0_56_56 = e4 | all_0_57_57 = e4 | all_0_58_58 = e4
% 61.10/26.20  																																		|
% 61.10/26.20  																																			+-Applying beta-rule and splitting (150), into two cases.
% 61.10/26.20  																																			|-Branch one:
% 61.10/26.20  																																			| (1378) all_0_40_40 = e4
% 61.10/26.20  																																			|
% 61.10/26.20  																																				| Combining equations (1378,313) yields a new equation:
% 61.10/26.20  																																				| (322) e4 = e2
% 61.10/26.20  																																				|
% 61.10/26.20  																																				| Simplifying 322 yields:
% 61.10/26.20  																																				| (323) e4 = e2
% 61.10/26.20  																																				|
% 61.10/26.20  																																				| Equations (323) can reduce 48 to:
% 61.10/26.20  																																				| (266) $false
% 61.10/26.20  																																				|
% 61.10/26.20  																																				|-The branch is then unsatisfiable
% 61.10/26.20  																																			|-Branch two:
% 61.10/26.20  																																			| (447)  ~ (all_0_40_40 = e4)
% 61.10/26.20  																																			| (2271) all_0_44_44 = e4 | all_0_49_49 = e4 | all_0_53_53 = e4 | all_0_58_58 = e4
% 61.10/26.20  																																			|
% 61.10/26.20  																																				| Equations (313) can reduce 447 to:
% 61.10/26.20  																																				| (327)  ~ (e4 = e2)
% 61.10/26.20  																																				|
% 61.10/26.20  																																				| Simplifying 327 yields:
% 61.10/26.20  																																				| (48)  ~ (e4 = e2)
% 61.10/26.20  																																				|
% 61.10/26.20  																																				+-Applying beta-rule and splitting (575), into two cases.
% 61.10/26.20  																																				|-Branch one:
% 61.10/26.20  																																				| (587) all_0_55_55 = e4
% 61.10/26.20  																																				|
% 61.10/26.20  																																					| Equations (587) can reduce 93 to:
% 61.10/26.20  																																					| (566)  ~ (all_0_50_50 = e4)
% 61.10/26.20  																																					|
% 61.10/26.20  																																					| Equations (587) can reduce 81 to:
% 61.10/26.20  																																					| (838)  ~ (all_0_57_57 = e4)
% 61.10/26.20  																																					|
% 61.10/26.20  																																					| Simplifying 838 yields:
% 61.10/26.20  																																					| (839)  ~ (all_0_57_57 = e4)
% 61.10/26.20  																																					|
% 61.10/26.20  																																					| From (587) and (74) follows:
% 61.10/26.20  																																					| (589) op(e0, e3) = e4
% 61.10/26.20  																																					|
% 61.10/26.20  																																					+-Applying beta-rule and splitting (231), into two cases.
% 61.10/26.20  																																					|-Branch one:
% 61.10/26.20  																																					| (775) all_0_50_50 = e4
% 61.10/26.20  																																					|
% 61.10/26.20  																																						| Equations (775) can reduce 566 to:
% 61.10/26.20  																																						| (266) $false
% 61.10/26.20  																																						|
% 61.10/26.20  																																						|-The branch is then unsatisfiable
% 61.10/26.20  																																					|-Branch two:
% 61.10/26.20  																																					| (566)  ~ (all_0_50_50 = e4)
% 61.10/26.20  																																					| (1071) all_0_51_51 = e4 | all_0_52_52 = e4 | all_0_53_53 = e4
% 61.10/26.20  																																					|
% 61.10/26.20  																																						+-Applying beta-rule and splitting (241), into two cases.
% 61.10/26.20  																																						|-Branch one:
% 61.10/26.20  																																						| (378) all_0_50_50 = e2
% 61.10/26.20  																																						|
% 61.10/26.20  																																							| Equations (378) can reduce 302 to:
% 61.10/26.20  																																							| (266) $false
% 61.10/26.20  																																							|
% 61.10/26.20  																																							|-The branch is then unsatisfiable
% 61.10/26.20  																																						|-Branch two:
% 61.10/26.20  																																						| (302)  ~ (all_0_50_50 = e2)
% 61.10/26.20  																																						| (422) all_0_50_50 = e4 | all_0_50_50 = e3 | all_0_50_50 = e1
% 61.10/26.20  																																						|
% 61.10/26.20  																																							+-Applying beta-rule and splitting (103), into two cases.
% 61.10/26.20  																																							|-Branch one:
% 61.10/26.20  																																							| (453) all_0_41_41 = e1
% 61.10/26.20  																																							|
% 61.10/26.20  																																								| Combining equations (453,403) yields a new equation:
% 61.10/26.20  																																								| (455) e3 = e1
% 61.10/26.20  																																								|
% 61.10/26.20  																																								| Equations (455) can reduce 213 to:
% 61.10/26.20  																																								| (266) $false
% 61.10/26.20  																																								|
% 61.10/26.20  																																								|-The branch is then unsatisfiable
% 61.10/26.20  																																							|-Branch two:
% 61.10/26.20  																																							| (457)  ~ (all_0_41_41 = e1)
% 61.10/26.20  																																							| (458) all_0_42_42 = e1 | all_0_43_43 = e1 | all_0_44_44 = e1
% 61.10/26.20  																																							|
% 61.10/26.20  																																								+-Applying beta-rule and splitting (422), into two cases.
% 61.10/26.20  																																								|-Branch one:
% 61.10/26.20  																																								| (775) all_0_50_50 = e4
% 61.10/26.20  																																								|
% 61.10/26.20  																																									| Equations (775) can reduce 566 to:
% 61.10/26.20  																																									| (266) $false
% 61.10/26.20  																																									|
% 61.10/26.20  																																									|-The branch is then unsatisfiable
% 61.10/26.20  																																								|-Branch two:
% 61.10/26.20  																																								| (566)  ~ (all_0_50_50 = e4)
% 61.10/26.20  																																								| (1444) all_0_50_50 = e3 | all_0_50_50 = e1
% 61.10/26.20  																																								|
% 61.10/26.20  																																									+-Applying beta-rule and splitting (458), into two cases.
% 61.10/26.20  																																									|-Branch one:
% 61.10/26.20  																																									| (459) all_0_42_42 = e1
% 61.10/26.20  																																									|
% 61.10/26.20  																																										| Combining equations (459,559) yields a new equation:
% 61.10/26.20  																																										| (546) e1 = e0
% 61.10/26.20  																																										|
% 61.10/26.20  																																										| Simplifying 546 yields:
% 61.10/26.20  																																										| (431) e1 = e0
% 61.10/26.20  																																										|
% 61.10/26.20  																																										| Equations (431) can reduce 233 to:
% 61.10/26.20  																																										| (266) $false
% 61.10/26.20  																																										|
% 61.10/26.20  																																										|-The branch is then unsatisfiable
% 61.10/26.20  																																									|-Branch two:
% 61.10/26.20  																																									| (1380)  ~ (all_0_42_42 = e1)
% 61.10/26.20  																																									| (1381) all_0_43_43 = e1 | all_0_44_44 = e1
% 61.10/26.20  																																									|
% 61.10/26.20  																																										+-Applying beta-rule and splitting (1444), into two cases.
% 61.10/26.20  																																										|-Branch one:
% 61.10/26.20  																																										| (601) all_0_50_50 = e1
% 61.10/26.20  																																										|
% 61.10/26.20  																																											| From (601) and (242) follows:
% 61.10/26.20  																																											| (2235) op(e1, e3) = e1
% 61.10/26.20  																																											|
% 61.10/26.20  																																											+-Applying beta-rule and splitting (112), into two cases.
% 61.10/26.20  																																											|-Branch one:
% 61.10/26.20  																																											| (635) all_0_44_44 = e1
% 61.10/26.20  																																											|
% 61.10/26.20  																																												| Equations (635) can reduce 220 to:
% 61.10/26.20  																																												| (1458)  ~ (all_0_53_53 = e1)
% 61.10/26.20  																																												|
% 61.10/26.20  																																												| Simplifying 1458 yields:
% 61.10/26.20  																																												| (1459)  ~ (all_0_53_53 = e1)
% 61.10/26.20  																																												|
% 61.10/26.20  																																												+-Applying beta-rule and splitting (12), into two cases.
% 61.10/26.20  																																												|-Branch one:
% 61.10/26.20  																																												| (442) all_0_57_57 = e2
% 61.10/26.20  																																												|
% 61.10/26.20  																																													| Equations (442) can reduce 344 to:
% 61.10/26.20  																																													| (266) $false
% 61.10/26.20  																																													|
% 61.10/26.20  																																													|-The branch is then unsatisfiable
% 61.10/26.20  																																												|-Branch two:
% 61.10/26.20  																																												| (344)  ~ (all_0_57_57 = e2)
% 61.10/26.20  																																												| (445) all_0_57_57 = e4 | all_0_57_57 = e1 | all_0_57_57 = e0
% 61.10/26.20  																																												|
% 61.10/26.20  																																													+-Applying beta-rule and splitting (196), into two cases.
% 61.10/26.20  																																													|-Branch one:
% 61.10/26.20  																																													| (607) all_0_53_53 = e2
% 61.10/26.20  																																													|
% 61.10/26.20  																																														| Equations (607) can reduce 509 to:
% 61.10/26.20  																																														| (266) $false
% 61.10/26.20  																																														|
% 61.10/26.20  																																														|-The branch is then unsatisfiable
% 61.10/26.20  																																													|-Branch two:
% 61.10/26.20  																																													| (509)  ~ (all_0_53_53 = e2)
% 61.10/26.20  																																													| (610) all_0_53_53 = e4 | all_0_53_53 = e3 | all_0_53_53 = e1
% 61.10/26.20  																																													|
% 61.10/26.20  																																														+-Applying beta-rule and splitting (445), into two cases.
% 61.10/26.20  																																														|-Branch one:
% 61.10/26.20  																																														| (871) all_0_57_57 = e4
% 61.10/26.20  																																														|
% 61.10/26.20  																																															| Equations (871) can reduce 839 to:
% 61.10/26.20  																																															| (266) $false
% 61.10/26.20  																																															|
% 61.10/26.20  																																															|-The branch is then unsatisfiable
% 61.10/26.20  																																														|-Branch two:
% 61.10/26.20  																																														| (839)  ~ (all_0_57_57 = e4)
% 61.10/26.20  																																														| (874) all_0_57_57 = e1 | all_0_57_57 = e0
% 61.10/26.20  																																														|
% 61.10/26.20  																																															+-Applying beta-rule and splitting (874), into two cases.
% 61.10/26.20  																																															|-Branch one:
% 61.10/26.20  																																															| (875) all_0_57_57 = e0
% 61.10/26.20  																																															|
% 61.10/26.20  																																																| Equations (875) can reduce 364 to:
% 61.10/26.20  																																																| (266) $false
% 61.10/26.20  																																																|
% 61.10/26.20  																																																|-The branch is then unsatisfiable
% 61.10/26.20  																																															|-Branch two:
% 61.10/26.20  																																															| (364)  ~ (all_0_57_57 = e0)
% 61.10/26.20  																																															| (647) all_0_57_57 = e1
% 61.10/26.20  																																															|
% 61.10/26.20  																																																| Equations (647) can reduce 344 to:
% 61.10/26.20  																																																| (604)  ~ (e2 = e1)
% 61.10/26.20  																																																|
% 61.10/26.20  																																																| Simplifying 604 yields:
% 61.10/26.20  																																																| (122)  ~ (e2 = e1)
% 61.10/26.20  																																																|
% 61.10/26.20  																																																| Equations (647) can reduce 364 to:
% 61.10/26.20  																																																| (233)  ~ (e1 = e0)
% 61.10/26.20  																																																|
% 61.10/26.20  																																																+-Applying beta-rule and splitting (610), into two cases.
% 61.10/26.20  																																																|-Branch one:
% 61.10/26.20  																																																| (1298) all_0_53_53 = e4
% 61.10/26.20  																																																|
% 61.10/26.20  																																																	| From (1298) and (84) follows:
% 61.10/26.20  																																																	| (5692) op(e1, e0) = e4
% 61.10/26.20  																																																	|
% 61.10/26.20  																																																	+-Applying beta-rule and splitting (56), into two cases.
% 61.10/26.20  																																																	|-Branch one:
% 61.10/26.20  																																																	| (696) unit = e2
% 61.10/26.20  																																																	|
% 61.10/26.20  																																																		| From (696) and (24) follows:
% 61.10/26.20  																																																		| (697) op(e2, e3) = e3
% 61.10/26.20  																																																		|
% 61.10/26.20  																																																		| From (696) and (209) follows:
% 61.10/26.20  																																																		| (7585) op(e2, e0) = e0
% 61.10/26.20  																																																		|
% 61.10/26.20  																																																		| From (696) and (28) follows:
% 61.10/26.20  																																																		| (699) op(e1, e2) = e1
% 61.10/26.20  																																																		|
% 61.10/26.20  																																																		| Instantiating formula (29) with e2, e3, e3, e2 and discharging atoms op(e2, e3) = e3, op(e2, e3) = e2, yields:
% 61.10/26.20  																																																		| (662) e3 = e2
% 61.10/26.20  																																																		|
% 61.10/26.20  																																																		| Instantiating formula (29) with e2, e0, e0, e3 and discharging atoms op(e2, e0) = e3, op(e2, e0) = e0, yields:
% 61.10/26.20  																																																		| (676) e3 = e0
% 61.10/26.20  																																																		|
% 61.10/26.20  																																																		| Instantiating formula (29) with e1, e2, e1, e3 and discharging atoms op(e1, e2) = e3, op(e1, e2) = e1, yields:
% 61.10/26.20  																																																		| (455) e3 = e1
% 61.10/26.20  																																																		|
% 61.10/26.20  																																																		| Combining equations (676,662) yields a new equation:
% 61.10/26.20  																																																		| (330) e2 = e0
% 61.10/26.20  																																																		|
% 61.10/26.20  																																																		| Combining equations (455,662) yields a new equation:
% 61.10/26.20  																																																		| (617) e2 = e1
% 61.10/26.20  																																																		|
% 61.10/26.20  																																																		| Combining equations (617,330) yields a new equation:
% 61.10/26.20  																																																		| (546) e1 = e0
% 61.10/26.20  																																																		|
% 61.10/26.20  																																																		| Simplifying 546 yields:
% 61.10/26.20  																																																		| (431) e1 = e0
% 61.10/26.20  																																																		|
% 61.10/26.20  																																																		| Equations (431) can reduce 233 to:
% 61.10/26.20  																																																		| (266) $false
% 61.10/26.20  																																																		|
% 61.10/26.20  																																																		|-The branch is then unsatisfiable
% 61.10/26.20  																																																	|-Branch two:
% 61.10/26.20  																																																	| (707)  ~ (unit = e2)
% 61.10/26.20  																																																	| (708) unit = e4 | unit = e3 | unit = e1 | unit = e0
% 61.10/26.20  																																																	|
% 61.10/26.20  																																																		+-Applying beta-rule and splitting (708), into two cases.
% 61.10/26.20  																																																		|-Branch one:
% 61.10/26.20  																																																		| (709) unit = e4
% 61.10/26.20  																																																		|
% 61.10/26.20  																																																			| From (709) and (211) follows:
% 61.10/26.20  																																																			| (22527) op(e4, e1) = e1
% 61.10/26.20  																																																			|
% 61.10/26.20  																																																			| From (709) and (209) follows:
% 61.10/26.20  																																																			| (3072) op(e4, e0) = e0
% 61.10/26.20  																																																			|
% 61.10/26.20  																																																			| From (709) and (40) follows:
% 61.10/26.20  																																																			| (711) op(e3, e4) = e3
% 61.10/26.20  																																																			|
% 61.10/26.20  																																																			| Instantiating formula (29) with e4, e1, e1, e3 and discharging atoms op(e4, e1) = e3, op(e4, e1) = e1, yields:
% 61.10/26.20  																																																			| (455) e3 = e1
% 61.10/26.20  																																																			|
% 61.10/26.20  																																																			| Instantiating formula (29) with e4, e0, e0, e2 and discharging atoms op(e4, e0) = e2, op(e4, e0) = e0, yields:
% 61.10/26.20  																																																			| (330) e2 = e0
% 61.10/26.20  																																																			|
% 61.10/26.20  																																																			| Instantiating formula (29) with e3, e4, e3, e2 and discharging atoms op(e3, e4) = e3, op(e3, e4) = e2, yields:
% 61.10/26.20  																																																			| (662) e3 = e2
% 61.10/26.20  																																																			|
% 61.10/26.20  																																																			| Combining equations (662,455) yields a new equation:
% 61.10/26.20  																																																			| (616) e2 = e1
% 61.10/26.20  																																																			|
% 61.10/26.20  																																																			| Simplifying 616 yields:
% 61.10/26.20  																																																			| (617) e2 = e1
% 61.10/26.20  																																																			|
% 61.10/26.20  																																																			| Combining equations (330,617) yields a new equation:
% 61.10/26.20  																																																			| (431) e1 = e0
% 61.10/26.20  																																																			|
% 61.10/26.20  																																																			| Equations (431) can reduce 233 to:
% 61.10/26.20  																																																			| (266) $false
% 61.10/26.20  																																																			|
% 61.10/26.20  																																																			|-The branch is then unsatisfiable
% 61.10/26.20  																																																		|-Branch two:
% 61.10/26.20  																																																		| (724)  ~ (unit = e4)
% 61.10/26.20  																																																		| (725) unit = e3 | unit = e1 | unit = e0
% 61.10/26.20  																																																		|
% 61.10/26.20  																																																			+-Applying beta-rule and splitting (725), into two cases.
% 61.10/26.20  																																																			|-Branch one:
% 61.10/26.20  																																																			| (726) unit = e0
% 61.10/26.20  																																																			|
% 61.10/26.20  																																																				| From (726) and (24) follows:
% 61.10/26.20  																																																				| (2208) op(e0, e3) = e3
% 61.10/26.20  																																																				|
% 61.10/26.20  																																																				| From (726) and (227) follows:
% 61.10/26.20  																																																				| (3205) op(e4, e0) = e4
% 61.10/26.20  																																																				|
% 61.10/26.20  																																																				| From (726) and (28) follows:
% 61.10/26.20  																																																				| (2698) op(e1, e0) = e1
% 61.10/26.20  																																																				|
% 61.10/26.20  																																																				| Instantiating formula (29) with e4, e0, e4, e2 and discharging atoms op(e4, e0) = e4, op(e4, e0) = e2, yields:
% 61.10/26.20  																																																				| (323) e4 = e2
% 61.10/26.20  																																																				|
% 61.10/26.20  																																																				| Instantiating formula (29) with e1, e0, e1, e4 and discharging atoms op(e1, e0) = e4, op(e1, e0) = e1, yields:
% 61.10/26.20  																																																				| (630) e4 = e1
% 61.10/26.20  																																																				|
% 61.10/26.20  																																																				| Instantiating formula (29) with e0, e3, e3, e4 and discharging atoms op(e0, e3) = e4, op(e0, e3) = e3, yields:
% 61.10/26.20  																																																				| (425) e4 = e3
% 61.10/26.20  																																																				|
% 61.10/26.20  																																																				| Combining equations (323,425) yields a new equation:
% 61.10/26.20  																																																				| (662) e3 = e2
% 61.10/26.20  																																																				|
% 61.10/26.20  																																																				| Combining equations (630,425) yields a new equation:
% 61.10/26.20  																																																				| (455) e3 = e1
% 61.10/26.20  																																																				|
% 61.10/26.20  																																																				| Combining equations (662,455) yields a new equation:
% 61.10/26.20  																																																				| (616) e2 = e1
% 61.10/26.20  																																																				|
% 61.10/26.20  																																																				| Simplifying 616 yields:
% 61.10/26.20  																																																				| (617) e2 = e1
% 61.10/26.20  																																																				|
% 61.10/26.20  																																																				| Equations (617) can reduce 122 to:
% 61.10/26.20  																																																				| (266) $false
% 61.10/26.20  																																																				|
% 61.10/26.20  																																																				|-The branch is then unsatisfiable
% 61.10/26.20  																																																			|-Branch two:
% 61.10/26.20  																																																			| (734)  ~ (unit = e0)
% 61.10/26.20  																																																			| (735) unit = e3 | unit = e1
% 61.10/26.20  																																																			|
% 61.10/26.20  																																																				+-Applying beta-rule and splitting (735), into two cases.
% 61.10/26.20  																																																				|-Branch one:
% 61.10/26.20  																																																				| (736) unit = e1
% 61.10/26.20  																																																				|
% 61.10/26.20  																																																					| Equations (736) can reduce 734 to:
% 61.10/26.20  																																																					| (233)  ~ (e1 = e0)
% 61.10/26.20  																																																					|
% 61.10/26.20  																																																					| From (736) and (24) follows:
% 61.10/26.20  																																																					| (1934) op(e1, e3) = e3
% 61.10/26.20  																																																					|
% 61.10/26.20  																																																					| From (736) and (15) follows:
% 61.10/26.20  																																																					| (515) op(e1, e2) = e2
% 61.10/26.20  																																																					|
% 61.10/26.20  																																																					| From (736) and (32) follows:
% 61.10/26.20  																																																					| (347) op(e2, e1) = e2
% 61.10/26.20  																																																					|
% 61.10/26.20  																																																					| Instantiating formula (29) with e2, e1, e2, e0 and discharging atoms op(e2, e1) = e2, op(e2, e1) = e0, yields:
% 61.10/26.20  																																																					| (330) e2 = e0
% 61.10/26.20  																																																					|
% 61.10/26.20  																																																					| Instantiating formula (29) with e1, e3, e3, e1 and discharging atoms op(e1, e3) = e3, op(e1, e3) = e1, yields:
% 61.10/26.20  																																																					| (455) e3 = e1
% 61.10/26.20  																																																					|
% 61.10/26.20  																																																					| Instantiating formula (29) with e1, e2, e2, e3 and discharging atoms op(e1, e2) = e3, op(e1, e2) = e2, yields:
% 61.10/26.20  																																																					| (662) e3 = e2
% 61.10/26.20  																																																					|
% 61.10/26.20  																																																					| Combining equations (662,455) yields a new equation:
% 61.10/26.20  																																																					| (616) e2 = e1
% 61.10/26.20  																																																					|
% 61.10/26.20  																																																					| Simplifying 616 yields:
% 61.10/26.20  																																																					| (617) e2 = e1
% 61.10/26.20  																																																					|
% 61.10/26.20  																																																					| Combining equations (330,617) yields a new equation:
% 61.10/26.20  																																																					| (431) e1 = e0
% 61.10/26.20  																																																					|
% 61.10/26.20  																																																					| Equations (431) can reduce 233 to:
% 61.10/26.20  																																																					| (266) $false
% 61.10/26.20  																																																					|
% 61.10/26.20  																																																					|-The branch is then unsatisfiable
% 61.10/26.20  																																																				|-Branch two:
% 61.10/26.20  																																																				| (748)  ~ (unit = e1)
% 61.10/26.20  																																																				| (749) unit = e3
% 61.10/26.20  																																																				|
% 61.10/26.20  																																																					| From (749) and (244) follows:
% 61.10/26.20  																																																					| (750) op(e3, e4) = e4
% 61.10/26.20  																																																					|
% 61.10/26.20  																																																					| From (749) and (211) follows:
% 61.10/26.20  																																																					| (13877) op(e3, e1) = e1
% 61.10/26.20  																																																					|
% 61.10/26.20  																																																					| From (749) and (42) follows:
% 61.10/26.20  																																																					| (752) op(e0, e3) = e0
% 61.10/26.20  																																																					|
% 61.10/26.20  																																																					| Instantiating formula (29) with e3, e4, e4, e2 and discharging atoms op(e3, e4) = e4, op(e3, e4) = e2, yields:
% 61.10/26.20  																																																					| (323) e4 = e2
% 61.10/26.20  																																																					|
% 61.10/26.20  																																																					| Instantiating formula (29) with e3, e1, e1, e4 and discharging atoms op(e3, e1) = e4, op(e3, e1) = e1, yields:
% 61.10/26.20  																																																					| (630) e4 = e1
% 61.10/26.20  																																																					|
% 61.10/26.20  																																																					| Instantiating formula (29) with e0, e3, e0, e4 and discharging atoms op(e0, e3) = e4, op(e0, e3) = e0, yields:
% 61.10/26.20  																																																					| (397) e4 = e0
% 61.10/26.20  																																																					|
% 61.10/26.20  																																																					| Combining equations (397,323) yields a new equation:
% 61.10/26.20  																																																					| (330) e2 = e0
% 61.10/26.20  																																																					|
% 61.10/26.20  																																																					| Combining equations (630,323) yields a new equation:
% 61.10/26.20  																																																					| (617) e2 = e1
% 61.10/26.20  																																																					|
% 61.10/26.20  																																																					| Combining equations (617,330) yields a new equation:
% 61.10/26.20  																																																					| (546) e1 = e0
% 61.10/26.20  																																																					|
% 61.10/26.20  																																																					| Simplifying 546 yields:
% 61.10/26.20  																																																					| (431) e1 = e0
% 61.10/26.20  																																																					|
% 61.10/26.20  																																																					| Equations (431) can reduce 233 to:
% 61.10/26.20  																																																					| (266) $false
% 61.10/26.20  																																																					|
% 61.10/26.20  																																																					|-The branch is then unsatisfiable
% 61.10/26.20  																																																|-Branch two:
% 61.10/26.20  																																																| (1453)  ~ (all_0_53_53 = e4)
% 61.10/26.20  																																																| (1694) all_0_53_53 = e3 | all_0_53_53 = e1
% 61.10/26.20  																																																|
% 61.10/26.20  																																																	+-Applying beta-rule and splitting (1694), into two cases.
% 61.10/26.20  																																																	|-Branch one:
% 61.10/26.20  																																																	| (1208) all_0_53_53 = e1
% 61.10/26.20  																																																	|
% 61.10/26.20  																																																		| Equations (1208) can reduce 1459 to:
% 61.10/26.20  																																																		| (266) $false
% 61.10/26.20  																																																		|
% 61.10/26.20  																																																		|-The branch is then unsatisfiable
% 61.10/26.20  																																																	|-Branch two:
% 61.10/26.20  																																																	| (1459)  ~ (all_0_53_53 = e1)
% 61.10/26.20  																																																	| (665) all_0_53_53 = e3
% 61.10/26.20  																																																	|
% 61.10/26.20  																																																		| Equations (665) can reduce 903 to:
% 61.10/26.20  																																																		| (266) $false
% 61.10/26.20  																																																		|
% 61.10/26.20  																																																		|-The branch is then unsatisfiable
% 61.10/26.20  																																											|-Branch two:
% 61.10/26.20  																																											| (639)  ~ (all_0_44_44 = e1)
% 61.10/26.20  																																											| (640) all_0_49_49 = e1 | all_0_53_53 = e1 | all_0_58_58 = e1
% 61.10/26.20  																																											|
% 61.10/26.20  																																												+-Applying beta-rule and splitting (12), into two cases.
% 61.10/26.20  																																												|-Branch one:
% 61.10/26.20  																																												| (442) all_0_57_57 = e2
% 61.10/26.20  																																												|
% 61.10/26.20  																																													| Equations (442) can reduce 344 to:
% 61.10/26.20  																																													| (266) $false
% 61.10/26.20  																																													|
% 61.10/26.20  																																													|-The branch is then unsatisfiable
% 61.10/26.20  																																												|-Branch two:
% 61.10/26.20  																																												| (344)  ~ (all_0_57_57 = e2)
% 61.10/26.20  																																												| (445) all_0_57_57 = e4 | all_0_57_57 = e1 | all_0_57_57 = e0
% 61.10/26.20  																																												|
% 61.10/26.20  																																													+-Applying beta-rule and splitting (445), into two cases.
% 61.10/26.20  																																													|-Branch one:
% 61.10/26.20  																																													| (871) all_0_57_57 = e4
% 61.10/26.20  																																													|
% 61.10/26.20  																																														| Equations (871) can reduce 839 to:
% 61.10/26.20  																																														| (266) $false
% 61.10/26.20  																																														|
% 61.10/26.20  																																														|-The branch is then unsatisfiable
% 61.10/26.20  																																													|-Branch two:
% 61.10/26.20  																																													| (839)  ~ (all_0_57_57 = e4)
% 61.10/26.20  																																													| (874) all_0_57_57 = e1 | all_0_57_57 = e0
% 61.10/26.20  																																													|
% 61.10/26.20  																																														+-Applying beta-rule and splitting (874), into two cases.
% 61.10/26.20  																																														|-Branch one:
% 61.10/26.20  																																														| (875) all_0_57_57 = e0
% 61.10/26.20  																																														|
% 61.10/26.20  																																															| Equations (875) can reduce 364 to:
% 61.10/26.20  																																															| (266) $false
% 61.10/26.20  																																															|
% 61.10/26.20  																																															|-The branch is then unsatisfiable
% 61.10/26.20  																																														|-Branch two:
% 61.10/26.20  																																														| (364)  ~ (all_0_57_57 = e0)
% 61.10/26.20  																																														| (647) all_0_57_57 = e1
% 61.10/26.20  																																														|
% 61.10/26.20  																																															| Equations (647) can reduce 839 to:
% 61.10/26.20  																																															| (602)  ~ (e4 = e1)
% 61.10/26.20  																																															|
% 61.10/26.20  																																															| Simplifying 602 yields:
% 61.10/26.20  																																															| (110)  ~ (e4 = e1)
% 61.10/26.20  																																															|
% 61.10/26.20  																																															+-Applying beta-rule and splitting (1381), into two cases.
% 61.10/26.20  																																															|-Branch one:
% 61.10/26.20  																																															| (430) all_0_43_43 = e1
% 61.10/26.20  																																															|
% 61.10/26.20  																																																| Combining equations (396,430) yields a new equation:
% 61.10/26.20  																																																| (636) e4 = e1
% 61.10/26.20  																																																|
% 61.10/26.20  																																																| Simplifying 636 yields:
% 61.10/26.20  																																																| (630) e4 = e1
% 61.10/26.20  																																																|
% 61.10/26.20  																																																| Equations (630) can reduce 110 to:
% 61.10/26.20  																																																| (266) $false
% 61.10/26.20  																																																|
% 61.10/26.20  																																																|-The branch is then unsatisfiable
% 61.10/26.20  																																															|-Branch two:
% 61.10/26.20  																																															| (433)  ~ (all_0_43_43 = e1)
% 61.10/26.20  																																															| (635) all_0_44_44 = e1
% 61.10/26.20  																																															|
% 61.10/26.20  																																																| Equations (635) can reduce 639 to:
% 61.10/26.20  																																																| (266) $false
% 61.10/26.20  																																																|
% 61.10/26.20  																																																|-The branch is then unsatisfiable
% 61.10/26.20  																																										|-Branch two:
% 61.10/26.20  																																										| (759)  ~ (all_0_50_50 = e1)
% 61.10/26.20  																																										| (415) all_0_50_50 = e3
% 61.10/26.20  																																										|
% 61.10/26.20  																																											| Equations (415) can reduce 411 to:
% 61.10/26.20  																																											| (266) $false
% 61.10/26.20  																																											|
% 61.10/26.20  																																											|-The branch is then unsatisfiable
% 61.10/26.21  																																				|-Branch two:
% 61.10/26.21  																																				| (763)  ~ (all_0_55_55 = e4)
% 61.10/26.21  																																				| (764) all_0_56_56 = e4 | all_0_57_57 = e4 | all_0_58_58 = e4
% 61.10/26.21  																																				|
% 61.10/26.21  																																					+-Applying beta-rule and splitting (764), into two cases.
% 61.10/26.21  																																					|-Branch one:
% 61.10/26.21  																																					| (842) all_0_56_56 = e4
% 61.10/26.21  																																					|
% 61.10/26.21  																																						| Combining equations (833,842) yields a new equation:
% 61.10/26.21  																																						| (323) e4 = e2
% 61.10/26.21  																																						|
% 61.10/26.21  																																						| Equations (323) can reduce 48 to:
% 61.10/26.21  																																						| (266) $false
% 61.10/26.21  																																						|
% 61.10/26.21  																																						|-The branch is then unsatisfiable
% 61.10/26.21  																																					|-Branch two:
% 61.10/26.21  																																					| (477)  ~ (all_0_56_56 = e4)
% 61.10/26.21  																																					| (935) all_0_57_57 = e4 | all_0_58_58 = e4
% 61.10/26.21  																																					|
% 61.10/26.21  																																						+-Applying beta-rule and splitting (935), into two cases.
% 61.10/26.21  																																						|-Branch one:
% 61.10/26.21  																																						| (871) all_0_57_57 = e4
% 61.10/26.21  																																						|
% 61.10/26.21  																																							| Equations (871) can reduce 839 to:
% 61.10/26.21  																																							| (266) $false
% 61.10/26.21  																																							|
% 61.10/26.21  																																							|-The branch is then unsatisfiable
% 61.10/26.21  																																						|-Branch two:
% 61.10/26.21  																																						| (839)  ~ (all_0_57_57 = e4)
% 61.10/26.21  																																						| (910) all_0_58_58 = e4
% 61.10/26.21  																																						|
% 61.10/26.21  																																							| Combining equations (910,914) yields a new equation:
% 61.10/26.21  																																							| (481) e4 = e0
% 61.10/26.21  																																							|
% 61.10/26.21  																																							| Simplifying 481 yields:
% 61.10/26.21  																																							| (397) e4 = e0
% 61.10/26.21  																																							|
% 61.10/26.21  																																							| Equations (397) can reduce 49 to:
% 61.10/26.21  																																							| (266) $false
% 61.10/26.21  																																							|
% 61.10/26.21  																																							|-The branch is then unsatisfiable
% 61.10/26.21  																																	|-Branch two:
% 61.10/26.21  																																	| (399)  ~ (all_0_43_43 = e4)
% 61.10/26.21  																																	| (6374) all_0_43_43 = e1 | all_0_43_43 = e0
% 61.10/26.21  																																	|
% 61.10/26.21  																																		+-Applying beta-rule and splitting (64), into two cases.
% 61.10/26.21  																																		|-Branch one:
% 61.10/26.21  																																		| (437) all_0_41_41 = e4
% 61.10/26.21  																																		|
% 61.10/26.21  																																			| Combining equations (437,403) yields a new equation:
% 61.10/26.21  																																			| (424) e4 = e3
% 61.10/26.21  																																			|
% 61.10/26.21  																																			| Simplifying 424 yields:
% 61.10/26.21  																																			| (425) e4 = e3
% 61.10/26.21  																																			|
% 61.10/26.21  																																			| Equations (425) can reduce 188 to:
% 61.10/26.21  																																			| (266) $false
% 61.10/26.21  																																			|
% 61.10/26.21  																																			|-The branch is then unsatisfiable
% 61.10/26.21  																																		|-Branch two:
% 61.10/26.21  																																		| (440)  ~ (all_0_41_41 = e4)
% 61.10/26.21  																																		| (441) all_0_42_42 = e4 | all_0_43_43 = e4 | all_0_44_44 = e4
% 61.10/26.21  																																		|
% 61.10/26.21  																																			| Equations (403) can reduce 440 to:
% 61.10/26.21  																																			| (277)  ~ (e4 = e3)
% 61.10/26.21  																																			|
% 61.10/26.21  																																			| Simplifying 277 yields:
% 61.10/26.21  																																			| (188)  ~ (e4 = e3)
% 61.10/26.21  																																			|
% 61.10/26.21  																																			+-Applying beta-rule and splitting (441), into two cases.
% 61.10/26.21  																																			|-Branch one:
% 61.10/26.21  																																			| (1392) all_0_42_42 = e4
% 61.10/26.21  																																			|
% 61.10/26.21  																																				| Combining equations (1392,559) yields a new equation:
% 61.10/26.21  																																				| (481) e4 = e0
% 61.10/26.21  																																				|
% 61.10/26.21  																																				| Simplifying 481 yields:
% 61.10/26.21  																																				| (397) e4 = e0
% 61.10/26.21  																																				|
% 61.10/26.21  																																				| Equations (397) can reduce 49 to:
% 61.10/26.21  																																				| (266) $false
% 61.10/26.21  																																				|
% 61.10/26.21  																																				|-The branch is then unsatisfiable
% 61.10/26.21  																																			|-Branch two:
% 61.10/26.21  																																			| (1890)  ~ (all_0_42_42 = e4)
% 61.10/26.21  																																			| (1891) all_0_43_43 = e4 | all_0_44_44 = e4
% 61.10/26.21  																																			|
% 61.10/26.21  																																				| Equations (559) can reduce 1890 to:
% 61.10/26.21  																																				| (401)  ~ (e4 = e0)
% 61.10/26.21  																																				|
% 61.10/26.21  																																				| Simplifying 401 yields:
% 61.10/26.21  																																				| (49)  ~ (e4 = e0)
% 61.10/26.21  																																				|
% 61.10/26.21  																																				+-Applying beta-rule and splitting (6374), into two cases.
% 61.10/26.21  																																				|-Branch one:
% 61.10/26.21  																																				| (356) all_0_43_43 = e0
% 61.10/26.21  																																				|
% 61.10/26.21  																																					| Equations (356) can reduce 5470 to:
% 61.10/26.21  																																					| (266) $false
% 61.10/26.21  																																					|
% 61.10/26.21  																																					|-The branch is then unsatisfiable
% 61.10/26.21  																																				|-Branch two:
% 61.10/26.21  																																				| (5470)  ~ (all_0_43_43 = e0)
% 61.10/26.21  																																				| (430) all_0_43_43 = e1
% 61.10/26.21  																																				|
% 61.10/26.21  																																					| Equations (430) can reduce 159 to:
% 61.10/26.21  																																					| (4057)  ~ (all_0_44_44 = e1)
% 61.10/26.21  																																					|
% 61.10/26.21  																																					| Simplifying 4057 yields:
% 61.10/26.21  																																					| (639)  ~ (all_0_44_44 = e1)
% 61.10/26.21  																																					|
% 61.10/26.21  																																					| Equations (430) can reduce 199 to:
% 61.10/26.21  																																					| (2437)  ~ (all_0_57_57 = e1)
% 61.10/26.21  																																					|
% 61.10/26.21  																																					| Simplifying 2437 yields:
% 61.10/26.21  																																					| (1670)  ~ (all_0_57_57 = e1)
% 61.10/26.21  																																					|
% 61.10/26.21  																																					| Equations (430) can reduce 96 to:
% 61.10/26.21  																																					| (604)  ~ (e2 = e1)
% 61.10/26.21  																																					|
% 61.10/26.21  																																					| Simplifying 604 yields:
% 61.10/26.21  																																					| (122)  ~ (e2 = e1)
% 61.10/26.21  																																					|
% 61.10/26.21  																																					| Equations (430) can reduce 5470 to:
% 61.10/26.21  																																					| (233)  ~ (e1 = e0)
% 61.10/26.21  																																					|
% 61.10/26.21  																																					| From (430) and (37) follows:
% 61.10/26.21  																																					| (13877) op(e3, e1) = e1
% 61.10/26.21  																																					|
% 61.10/26.21  																																					+-Applying beta-rule and splitting (216), into two cases.
% 61.10/26.21  																																					|-Branch one:
% 61.10/26.21  																																					| (629) all_0_55_55 = e1
% 61.10/26.21  																																					|
% 61.10/26.21  																																						| Equations (629) can reduce 93 to:
% 61.10/26.21  																																						| (759)  ~ (all_0_50_50 = e1)
% 61.10/26.21  																																						|
% 61.10/26.21  																																						| Equations (629) can reduce 81 to:
% 61.10/26.21  																																						| (2437)  ~ (all_0_57_57 = e1)
% 61.10/26.21  																																						|
% 61.10/26.21  																																						| Simplifying 2437 yields:
% 61.10/26.21  																																						| (1670)  ~ (all_0_57_57 = e1)
% 61.10/26.21  																																						|
% 61.10/26.21  																																						| Equations (629) can reduce 270 to:
% 61.10/26.21  																																						| (467)  ~ (e3 = e1)
% 61.10/26.21  																																						|
% 61.10/26.21  																																						| Simplifying 467 yields:
% 61.10/26.21  																																						| (213)  ~ (e3 = e1)
% 61.10/26.21  																																						|
% 61.10/26.21  																																						| Equations (629) can reduce 304 to:
% 61.10/26.21  																																						| (604)  ~ (e2 = e1)
% 61.10/26.21  																																						|
% 61.10/26.21  																																						| Simplifying 604 yields:
% 61.10/26.21  																																						| (122)  ~ (e2 = e1)
% 61.10/26.21  																																						|
% 61.10/26.21  																																						| Equations (629) can reduce 803 to:
% 61.10/26.21  																																						| (233)  ~ (e1 = e0)
% 61.10/26.21  																																						|
% 61.10/26.21  																																						+-Applying beta-rule and splitting (171), into two cases.
% 61.10/26.21  																																						|-Branch one:
% 61.10/26.21  																																						| (265) all_0_54_54 = e4
% 61.10/26.21  																																						|
% 61.10/26.21  																																							| Combining equations (268,265) yields a new equation:
% 61.10/26.21  																																							| (425) e4 = e3
% 61.10/26.21  																																							|
% 61.10/26.21  																																							| Equations (425) can reduce 188 to:
% 61.10/26.21  																																							| (266) $false
% 61.10/26.21  																																							|
% 61.10/26.21  																																							|-The branch is then unsatisfiable
% 61.10/26.21  																																						|-Branch two:
% 61.10/26.21  																																						| (258)  ~ (all_0_54_54 = e4)
% 61.10/26.21  																																						| (575) all_0_55_55 = e4 | all_0_56_56 = e4 | all_0_57_57 = e4 | all_0_58_58 = e4
% 61.10/26.21  																																						|
% 61.10/26.21  																																							| Equations (268) can reduce 258 to:
% 61.10/26.21  																																							| (277)  ~ (e4 = e3)
% 61.10/26.21  																																							|
% 61.10/26.21  																																							| Simplifying 277 yields:
% 61.10/26.21  																																							| (188)  ~ (e4 = e3)
% 61.10/26.21  																																							|
% 61.10/26.21  																																							+-Applying beta-rule and splitting (241), into two cases.
% 61.10/26.21  																																							|-Branch one:
% 61.10/26.21  																																							| (378) all_0_50_50 = e2
% 61.10/26.21  																																							|
% 61.10/26.21  																																								| Equations (378) can reduce 302 to:
% 61.10/26.21  																																								| (266) $false
% 61.10/26.21  																																								|
% 61.10/26.21  																																								|-The branch is then unsatisfiable
% 61.10/26.21  																																							|-Branch two:
% 61.10/26.21  																																							| (302)  ~ (all_0_50_50 = e2)
% 61.10/26.21  																																							| (422) all_0_50_50 = e4 | all_0_50_50 = e3 | all_0_50_50 = e1
% 61.10/26.21  																																							|
% 61.10/26.21  																																								+-Applying beta-rule and splitting (160), into two cases.
% 61.10/26.21  																																								|-Branch one:
% 61.10/26.21  																																								| (601) all_0_50_50 = e1
% 61.10/26.21  																																								|
% 61.10/26.21  																																									| Equations (601) can reduce 759 to:
% 61.10/26.21  																																									| (266) $false
% 61.10/26.21  																																									|
% 61.10/26.21  																																									|-The branch is then unsatisfiable
% 61.10/26.21  																																								|-Branch two:
% 61.10/26.21  																																								| (759)  ~ (all_0_50_50 = e1)
% 61.10/26.21  																																								| (1168) all_0_51_51 = e1 | all_0_52_52 = e1 | all_0_53_53 = e1
% 61.10/26.21  																																								|
% 61.10/26.21  																																									+-Applying beta-rule and splitting (62), into two cases.
% 61.10/26.21  																																									|-Branch one:
% 61.10/26.21  																																									| (321) all_0_38_38 = e4
% 61.10/26.21  																																									|
% 61.10/26.21  																																										| Combining equations (321,329) yields a new equation:
% 61.10/26.21  																																										| (481) e4 = e0
% 61.10/26.21  																																										|
% 61.10/26.21  																																										| Simplifying 481 yields:
% 61.10/26.21  																																										| (397) e4 = e0
% 61.10/26.21  																																										|
% 61.10/26.21  																																										| Equations (397) can reduce 49 to:
% 61.10/26.21  																																										| (266) $false
% 61.10/26.21  																																										|
% 61.10/26.21  																																										|-The branch is then unsatisfiable
% 61.10/26.21  																																									|-Branch two:
% 61.10/26.21  																																									| (325)  ~ (all_0_38_38 = e4)
% 61.10/26.21  																																									| (582) all_0_41_41 = e4 | all_0_46_46 = e4 | all_0_50_50 = e4 | all_0_55_55 = e4
% 61.10/26.21  																																									|
% 61.10/26.21  																																										+-Applying beta-rule and splitting (112), into two cases.
% 61.10/26.21  																																										|-Branch one:
% 61.10/26.21  																																										| (635) all_0_44_44 = e1
% 61.10/26.21  																																										|
% 61.10/26.21  																																											| Equations (635) can reduce 639 to:
% 61.10/26.21  																																											| (266) $false
% 61.10/26.21  																																											|
% 61.10/26.21  																																											|-The branch is then unsatisfiable
% 61.10/26.21  																																										|-Branch two:
% 61.10/26.21  																																										| (639)  ~ (all_0_44_44 = e1)
% 61.10/26.21  																																										| (640) all_0_49_49 = e1 | all_0_53_53 = e1 | all_0_58_58 = e1
% 61.10/26.21  																																										|
% 61.10/26.21  																																											+-Applying beta-rule and splitting (1168), into two cases.
% 61.10/26.21  																																											|-Branch one:
% 61.10/26.21  																																											| (1109) all_0_51_51 = e1
% 61.10/26.21  																																											|
% 61.10/26.21  																																												| Combining equations (1109,660) yields a new equation:
% 61.10/26.21  																																												| (455) e3 = e1
% 61.10/26.21  																																												|
% 61.10/26.21  																																												| Equations (455) can reduce 213 to:
% 61.10/26.21  																																												| (266) $false
% 61.10/26.21  																																												|
% 61.10/26.21  																																												|-The branch is then unsatisfiable
% 61.10/26.21  																																											|-Branch two:
% 61.10/26.21  																																											| (464)  ~ (all_0_51_51 = e1)
% 61.10/26.21  																																											| (1202) all_0_52_52 = e1 | all_0_53_53 = e1
% 61.10/26.21  																																											|
% 61.10/26.21  																																												| Equations (660) can reduce 464 to:
% 61.10/26.21  																																												| (213)  ~ (e3 = e1)
% 61.10/26.21  																																												|
% 61.10/26.21  																																												+-Applying beta-rule and splitting (26), into two cases.
% 61.10/26.21  																																												|-Branch one:
% 61.10/26.21  																																												| (446) all_0_44_44 = e4
% 61.10/26.21  																																												|
% 61.10/26.21  																																													| From (446) and (138) follows:
% 61.10/26.21  																																													| (4646) op(e3, e0) = e4
% 61.10/26.21  																																													|
% 61.10/26.21  																																													+-Applying beta-rule and splitting (12), into two cases.
% 61.10/26.21  																																													|-Branch one:
% 61.10/26.21  																																													| (442) all_0_57_57 = e2
% 61.10/26.21  																																													|
% 61.10/26.21  																																														| Equations (442) can reduce 344 to:
% 61.10/26.21  																																														| (266) $false
% 61.10/26.21  																																														|
% 61.10/26.21  																																														|-The branch is then unsatisfiable
% 61.10/26.21  																																													|-Branch two:
% 61.10/26.21  																																													| (344)  ~ (all_0_57_57 = e2)
% 61.10/26.21  																																													| (445) all_0_57_57 = e4 | all_0_57_57 = e1 | all_0_57_57 = e0
% 61.10/26.21  																																													|
% 61.10/26.21  																																														+-Applying beta-rule and splitting (196), into two cases.
% 61.10/26.21  																																														|-Branch one:
% 61.10/26.21  																																														| (607) all_0_53_53 = e2
% 61.10/26.21  																																														|
% 61.10/26.21  																																															| Equations (607) can reduce 509 to:
% 61.10/26.21  																																															| (266) $false
% 61.10/26.21  																																															|
% 61.10/26.21  																																															|-The branch is then unsatisfiable
% 61.10/26.21  																																														|-Branch two:
% 61.10/26.21  																																														| (509)  ~ (all_0_53_53 = e2)
% 61.10/26.21  																																														| (610) all_0_53_53 = e4 | all_0_53_53 = e3 | all_0_53_53 = e1
% 61.10/26.21  																																														|
% 61.10/26.21  																																															+-Applying beta-rule and splitting (231), into two cases.
% 61.10/26.21  																																															|-Branch one:
% 61.10/26.21  																																															| (775) all_0_50_50 = e4
% 61.10/26.21  																																															|
% 61.10/26.21  																																																| Equations (775) can reduce 302 to:
% 61.10/26.21  																																																| (48)  ~ (e4 = e2)
% 61.10/26.21  																																																|
% 61.10/26.21  																																																| Equations (775) can reduce 759 to:
% 61.10/26.21  																																																| (110)  ~ (e4 = e1)
% 61.10/26.21  																																																|
% 61.10/26.21  																																																| Equations (775) can reduce 121 to:
% 61.10/26.21  																																																| (49)  ~ (e4 = e0)
% 61.10/26.21  																																																|
% 61.10/26.21  																																																| From (775) and (242) follows:
% 61.10/26.21  																																																| (5059) op(e1, e3) = e4
% 61.10/26.21  																																																|
% 61.10/26.21  																																																+-Applying beta-rule and splitting (640), into two cases.
% 61.10/26.21  																																																|-Branch one:
% 61.10/26.21  																																																| (671) all_0_49_49 = e1
% 61.10/26.21  																																																|
% 61.10/26.21  																																																	| Combining equations (884,671) yields a new equation:
% 61.10/26.21  																																																	| (454) e3 = e1
% 61.10/26.21  																																																	|
% 61.10/26.21  																																																	| Simplifying 454 yields:
% 61.10/26.21  																																																	| (455) e3 = e1
% 61.10/26.21  																																																	|
% 61.10/26.21  																																																	| Equations (455) can reduce 213 to:
% 61.10/26.21  																																																	| (266) $false
% 61.10/26.21  																																																	|
% 61.10/26.21  																																																	|-The branch is then unsatisfiable
% 61.10/26.21  																																																|-Branch two:
% 61.10/26.21  																																																| (1064)  ~ (all_0_49_49 = e1)
% 61.10/26.21  																																																| (2141) all_0_53_53 = e1 | all_0_58_58 = e1
% 61.10/26.21  																																																|
% 61.10/26.21  																																																	+-Applying beta-rule and splitting (575), into two cases.
% 61.10/26.21  																																																	|-Branch one:
% 61.10/26.21  																																																	| (587) all_0_55_55 = e4
% 61.10/26.21  																																																	|
% 61.10/26.21  																																																		| Combining equations (629,587) yields a new equation:
% 61.10/26.21  																																																		| (630) e4 = e1
% 61.10/26.21  																																																		|
% 61.10/26.21  																																																		| Equations (630) can reduce 110 to:
% 61.10/26.21  																																																		| (266) $false
% 61.10/26.21  																																																		|
% 61.10/26.21  																																																		|-The branch is then unsatisfiable
% 61.10/26.21  																																																	|-Branch two:
% 61.10/26.21  																																																	| (763)  ~ (all_0_55_55 = e4)
% 61.10/26.21  																																																	| (764) all_0_56_56 = e4 | all_0_57_57 = e4 | all_0_58_58 = e4
% 61.10/26.21  																																																	|
% 61.10/26.21  																																																		+-Applying beta-rule and splitting (445), into two cases.
% 61.10/26.21  																																																		|-Branch one:
% 61.10/26.21  																																																		| (871) all_0_57_57 = e4
% 61.10/26.21  																																																		|
% 61.10/26.21  																																																			| From (871) and (83) follows:
% 61.10/26.21  																																																			| (3109) op(e0, e1) = e4
% 61.10/26.21  																																																			|
% 61.10/26.21  																																																			+-Applying beta-rule and splitting (2141), into two cases.
% 61.10/26.21  																																																			|-Branch one:
% 61.10/26.21  																																																			| (1208) all_0_53_53 = e1
% 61.10/26.21  																																																			|
% 61.10/26.21  																																																				| Equations (1208) can reduce 509 to:
% 61.10/26.21  																																																				| (604)  ~ (e2 = e1)
% 61.10/26.21  																																																				|
% 61.10/26.21  																																																				| Simplifying 604 yields:
% 61.10/26.21  																																																				| (122)  ~ (e2 = e1)
% 61.10/26.21  																																																				|
% 61.10/26.21  																																																				| Equations (1208) can reduce 247 to:
% 61.10/26.21  																																																				| (233)  ~ (e1 = e0)
% 61.10/26.21  																																																				|
% 61.10/26.21  																																																				+-Applying beta-rule and splitting (56), into two cases.
% 61.10/26.21  																																																				|-Branch one:
% 61.10/26.21  																																																				| (696) unit = e2
% 61.10/26.21  																																																				|
% 61.10/26.21  																																																					| From (696) and (24) follows:
% 61.10/26.21  																																																					| (697) op(e2, e3) = e3
% 61.10/26.21  																																																					|
% 61.10/26.21  																																																					| From (696) and (209) follows:
% 61.10/26.21  																																																					| (7585) op(e2, e0) = e0
% 61.10/26.21  																																																					|
% 61.10/26.21  																																																					| From (696) and (28) follows:
% 61.10/26.21  																																																					| (699) op(e1, e2) = e1
% 61.10/26.21  																																																					|
% 61.10/26.21  																																																					| Instantiating formula (29) with e2, e3, e3, e2 and discharging atoms op(e2, e3) = e3, op(e2, e3) = e2, yields:
% 61.10/26.21  																																																					| (662) e3 = e2
% 61.10/26.21  																																																					|
% 61.10/26.21  																																																					| Instantiating formula (29) with e2, e0, e0, e3 and discharging atoms op(e2, e0) = e3, op(e2, e0) = e0, yields:
% 61.10/26.21  																																																					| (676) e3 = e0
% 61.10/26.21  																																																					|
% 61.10/26.21  																																																					| Instantiating formula (29) with e1, e2, e1, e3 and discharging atoms op(e1, e2) = e3, op(e1, e2) = e1, yields:
% 61.10/26.21  																																																					| (455) e3 = e1
% 61.10/26.21  																																																					|
% 61.10/26.21  																																																					| Combining equations (676,662) yields a new equation:
% 61.10/26.21  																																																					| (330) e2 = e0
% 61.10/26.21  																																																					|
% 61.10/26.21  																																																					| Combining equations (455,662) yields a new equation:
% 61.10/26.21  																																																					| (617) e2 = e1
% 61.10/26.21  																																																					|
% 61.10/26.21  																																																					| Combining equations (617,330) yields a new equation:
% 61.10/26.21  																																																					| (546) e1 = e0
% 61.10/26.21  																																																					|
% 61.10/26.21  																																																					| Simplifying 546 yields:
% 61.10/26.21  																																																					| (431) e1 = e0
% 61.10/26.21  																																																					|
% 61.10/26.21  																																																					| Equations (431) can reduce 233 to:
% 61.10/26.21  																																																					| (266) $false
% 61.10/26.21  																																																					|
% 61.10/26.21  																																																					|-The branch is then unsatisfiable
% 61.10/26.21  																																																				|-Branch two:
% 61.10/26.21  																																																				| (707)  ~ (unit = e2)
% 61.10/26.21  																																																				| (708) unit = e4 | unit = e3 | unit = e1 | unit = e0
% 61.10/26.21  																																																				|
% 61.10/26.21  																																																					+-Applying beta-rule and splitting (708), into two cases.
% 61.10/26.21  																																																					|-Branch one:
% 61.10/26.21  																																																					| (709) unit = e4
% 61.10/26.21  																																																					|
% 61.10/26.21  																																																						| From (709) and (211) follows:
% 61.10/26.21  																																																						| (22527) op(e4, e1) = e1
% 61.10/26.21  																																																						|
% 61.10/26.21  																																																						| From (709) and (209) follows:
% 61.10/26.21  																																																						| (3072) op(e4, e0) = e0
% 61.10/26.21  																																																						|
% 61.10/26.21  																																																						| From (709) and (40) follows:
% 61.10/26.21  																																																						| (711) op(e3, e4) = e3
% 61.10/26.21  																																																						|
% 61.10/26.21  																																																						| Instantiating formula (29) with e4, e1, e1, e3 and discharging atoms op(e4, e1) = e3, op(e4, e1) = e1, yields:
% 61.10/26.21  																																																						| (455) e3 = e1
% 61.10/26.21  																																																						|
% 61.10/26.21  																																																						| Instantiating formula (29) with e4, e0, e0, e2 and discharging atoms op(e4, e0) = e2, op(e4, e0) = e0, yields:
% 61.10/26.21  																																																						| (330) e2 = e0
% 61.10/26.21  																																																						|
% 61.10/26.21  																																																						| Instantiating formula (29) with e3, e4, e3, e2 and discharging atoms op(e3, e4) = e3, op(e3, e4) = e2, yields:
% 61.10/26.21  																																																						| (662) e3 = e2
% 61.10/26.21  																																																						|
% 61.10/26.21  																																																						| Combining equations (662,455) yields a new equation:
% 61.10/26.21  																																																						| (616) e2 = e1
% 61.10/26.21  																																																						|
% 61.10/26.21  																																																						| Simplifying 616 yields:
% 61.10/26.21  																																																						| (617) e2 = e1
% 61.10/26.21  																																																						|
% 61.10/26.21  																																																						| Combining equations (330,617) yields a new equation:
% 61.10/26.21  																																																						| (431) e1 = e0
% 61.10/26.21  																																																						|
% 61.10/26.21  																																																						| Equations (431) can reduce 233 to:
% 61.10/26.21  																																																						| (266) $false
% 61.10/26.21  																																																						|
% 61.10/26.21  																																																						|-The branch is then unsatisfiable
% 61.10/26.21  																																																					|-Branch two:
% 61.10/26.21  																																																					| (724)  ~ (unit = e4)
% 61.10/26.21  																																																					| (725) unit = e3 | unit = e1 | unit = e0
% 61.10/26.21  																																																					|
% 61.10/26.21  																																																						+-Applying beta-rule and splitting (725), into two cases.
% 61.10/26.21  																																																						|-Branch one:
% 61.10/26.21  																																																						| (726) unit = e0
% 61.10/26.21  																																																						|
% 61.10/26.21  																																																							| From (726) and (244) follows:
% 61.10/26.21  																																																							| (2207) op(e0, e4) = e4
% 61.10/26.21  																																																							|
% 61.10/26.21  																																																							| From (726) and (211) follows:
% 61.10/26.22  																																																							| (15180) op(e0, e1) = e1
% 61.10/26.22  																																																							|
% 61.10/26.22  																																																							| From (726) and (32) follows:
% 61.10/26.22  																																																							| (727) op(e2, e0) = e2
% 61.10/26.22  																																																							|
% 61.10/26.22  																																																							| Instantiating formula (29) with e2, e0, e2, e3 and discharging atoms op(e2, e0) = e3, op(e2, e0) = e2, yields:
% 61.10/26.22  																																																							| (662) e3 = e2
% 61.10/26.22  																																																							|
% 61.10/26.22  																																																							| Instantiating formula (29) with e0, e4, e4, e3 and discharging atoms op(e0, e4) = e4, op(e0, e4) = e3, yields:
% 61.10/26.22  																																																							| (425) e4 = e3
% 61.10/26.22  																																																							|
% 61.10/26.22  																																																							| Instantiating formula (29) with e0, e1, e1, e4 and discharging atoms op(e0, e1) = e4, op(e0, e1) = e1, yields:
% 61.10/26.22  																																																							| (630) e4 = e1
% 61.10/26.22  																																																							|
% 61.10/26.22  																																																							| Combining equations (425,630) yields a new equation:
% 61.10/26.22  																																																							| (454) e3 = e1
% 61.10/26.22  																																																							|
% 61.10/26.22  																																																							| Simplifying 454 yields:
% 61.10/26.22  																																																							| (455) e3 = e1
% 61.10/26.22  																																																							|
% 61.10/26.22  																																																							| Combining equations (455,662) yields a new equation:
% 61.10/26.22  																																																							| (617) e2 = e1
% 61.10/26.22  																																																							|
% 61.10/26.22  																																																							| Equations (617) can reduce 122 to:
% 61.10/26.22  																																																							| (266) $false
% 61.10/26.22  																																																							|
% 61.10/26.22  																																																							|-The branch is then unsatisfiable
% 61.10/26.22  																																																						|-Branch two:
% 61.10/26.22  																																																						| (734)  ~ (unit = e0)
% 61.10/26.22  																																																						| (735) unit = e3 | unit = e1
% 61.10/26.22  																																																						|
% 61.10/26.22  																																																							+-Applying beta-rule and splitting (735), into two cases.
% 61.10/26.22  																																																							|-Branch one:
% 61.10/26.22  																																																							| (736) unit = e1
% 61.10/26.22  																																																							|
% 61.10/26.22  																																																								| Equations (736) can reduce 734 to:
% 61.10/26.22  																																																								| (233)  ~ (e1 = e0)
% 61.10/26.22  																																																								|
% 61.10/26.22  																																																								| From (736) and (15) follows:
% 61.10/26.22  																																																								| (515) op(e1, e2) = e2
% 61.10/26.22  																																																								|
% 61.10/26.22  																																																								| From (736) and (40) follows:
% 61.10/26.22  																																																								| (1652) op(e3, e1) = e3
% 61.10/26.22  																																																								|
% 61.10/26.22  																																																								| From (736) and (32) follows:
% 61.10/26.22  																																																								| (347) op(e2, e1) = e2
% 61.10/26.22  																																																								|
% 61.10/26.22  																																																								| Instantiating formula (29) with e3, e1, e3, e1 and discharging atoms op(e3, e1) = e3, op(e3, e1) = e1, yields:
% 61.10/26.22  																																																								| (455) e3 = e1
% 61.10/26.22  																																																								|
% 61.10/26.22  																																																								| Instantiating formula (29) with e2, e1, e2, e0 and discharging atoms op(e2, e1) = e2, op(e2, e1) = e0, yields:
% 61.10/26.22  																																																								| (330) e2 = e0
% 61.10/26.22  																																																								|
% 61.10/26.22  																																																								| Instantiating formula (29) with e1, e2, e2, e3 and discharging atoms op(e1, e2) = e3, op(e1, e2) = e2, yields:
% 61.10/26.22  																																																								| (662) e3 = e2
% 61.10/26.22  																																																								|
% 61.10/26.22  																																																								| Combining equations (662,455) yields a new equation:
% 61.10/26.22  																																																								| (616) e2 = e1
% 61.10/26.22  																																																								|
% 61.10/26.22  																																																								| Simplifying 616 yields:
% 61.10/26.22  																																																								| (617) e2 = e1
% 61.10/26.22  																																																								|
% 61.10/26.22  																																																								| Combining equations (330,617) yields a new equation:
% 61.10/26.22  																																																								| (431) e1 = e0
% 61.10/26.22  																																																								|
% 61.10/26.22  																																																								| Equations (431) can reduce 233 to:
% 61.10/26.22  																																																								| (266) $false
% 61.10/26.22  																																																								|
% 61.10/26.22  																																																								|-The branch is then unsatisfiable
% 61.10/26.22  																																																							|-Branch two:
% 61.10/26.22  																																																							| (748)  ~ (unit = e1)
% 61.10/26.22  																																																							| (749) unit = e3
% 61.10/26.22  																																																							|
% 61.10/26.22  																																																								| From (749) and (244) follows:
% 61.10/26.22  																																																								| (750) op(e3, e4) = e4
% 61.10/26.22  																																																								|
% 61.10/26.22  																																																								| From (749) and (209) follows:
% 61.10/26.22  																																																								| (1667) op(e3, e0) = e0
% 61.10/26.22  																																																								|
% 61.10/26.22  																																																								| From (749) and (28) follows:
% 61.10/26.22  																																																								| (2235) op(e1, e3) = e1
% 61.10/26.22  																																																								|
% 61.10/26.22  																																																								| Instantiating formula (29) with e3, e4, e4, e2 and discharging atoms op(e3, e4) = e4, op(e3, e4) = e2, yields:
% 61.10/26.22  																																																								| (323) e4 = e2
% 61.10/26.22  																																																								|
% 61.10/26.22  																																																								| Instantiating formula (29) with e3, e0, e0, e4 and discharging atoms op(e3, e0) = e4, op(e3, e0) = e0, yields:
% 61.10/26.22  																																																								| (397) e4 = e0
% 61.10/26.22  																																																								|
% 61.10/26.22  																																																								| Instantiating formula (29) with e1, e3, e1, e4 and discharging atoms op(e1, e3) = e4, op(e1, e3) = e1, yields:
% 61.10/26.22  																																																								| (630) e4 = e1
% 61.10/26.22  																																																								|
% 61.10/26.22  																																																								| Combining equations (397,323) yields a new equation:
% 61.10/26.22  																																																								| (330) e2 = e0
% 61.10/26.22  																																																								|
% 61.10/26.22  																																																								| Combining equations (630,323) yields a new equation:
% 61.10/26.22  																																																								| (617) e2 = e1
% 61.10/26.22  																																																								|
% 61.10/26.22  																																																								| Combining equations (617,330) yields a new equation:
% 61.10/26.22  																																																								| (546) e1 = e0
% 61.10/26.22  																																																								|
% 61.10/26.22  																																																								| Simplifying 546 yields:
% 61.10/26.22  																																																								| (431) e1 = e0
% 61.10/26.22  																																																								|
% 61.10/26.22  																																																								| Equations (431) can reduce 233 to:
% 61.10/26.22  																																																								| (266) $false
% 61.10/26.22  																																																								|
% 61.10/26.22  																																																								|-The branch is then unsatisfiable
% 61.10/26.22  																																																			|-Branch two:
% 61.10/26.22  																																																			| (1459)  ~ (all_0_53_53 = e1)
% 61.10/26.22  																																																			| (918) all_0_58_58 = e1
% 61.10/26.22  																																																			|
% 61.10/26.22  																																																				| Combining equations (918,914) yields a new equation:
% 61.10/26.22  																																																				| (546) e1 = e0
% 61.10/26.22  																																																				|
% 61.10/26.22  																																																				| Simplifying 546 yields:
% 61.10/26.22  																																																				| (431) e1 = e0
% 61.10/26.22  																																																				|
% 61.10/26.22  																																																				| Equations (431) can reduce 233 to:
% 61.10/26.22  																																																				| (266) $false
% 61.10/26.22  																																																				|
% 61.10/26.22  																																																				|-The branch is then unsatisfiable
% 61.10/26.22  																																																		|-Branch two:
% 61.10/26.22  																																																		| (839)  ~ (all_0_57_57 = e4)
% 61.10/26.22  																																																		| (874) all_0_57_57 = e1 | all_0_57_57 = e0
% 61.10/26.22  																																																		|
% 61.10/26.22  																																																			+-Applying beta-rule and splitting (764), into two cases.
% 61.10/26.22  																																																			|-Branch one:
% 61.10/26.22  																																																			| (842) all_0_56_56 = e4
% 61.10/26.22  																																																			|
% 61.10/26.22  																																																				| Combining equations (833,842) yields a new equation:
% 61.10/26.22  																																																				| (323) e4 = e2
% 61.10/26.22  																																																				|
% 61.10/26.22  																																																				| Equations (323) can reduce 48 to:
% 61.10/26.22  																																																				| (266) $false
% 61.10/26.22  																																																				|
% 61.10/26.22  																																																				|-The branch is then unsatisfiable
% 61.10/26.22  																																																			|-Branch two:
% 61.10/26.22  																																																			| (477)  ~ (all_0_56_56 = e4)
% 61.10/26.22  																																																			| (935) all_0_57_57 = e4 | all_0_58_58 = e4
% 61.10/26.22  																																																			|
% 61.10/26.22  																																																				+-Applying beta-rule and splitting (935), into two cases.
% 61.10/26.22  																																																				|-Branch one:
% 61.10/26.22  																																																				| (871) all_0_57_57 = e4
% 61.10/26.22  																																																				|
% 61.10/26.22  																																																					| Equations (871) can reduce 839 to:
% 61.10/26.22  																																																					| (266) $false
% 61.10/26.22  																																																					|
% 61.10/26.22  																																																					|-The branch is then unsatisfiable
% 61.10/26.22  																																																				|-Branch two:
% 61.10/26.22  																																																				| (839)  ~ (all_0_57_57 = e4)
% 61.10/26.22  																																																				| (910) all_0_58_58 = e4
% 61.10/26.22  																																																				|
% 61.10/26.22  																																																					| Combining equations (910,914) yields a new equation:
% 61.10/26.22  																																																					| (481) e4 = e0
% 61.10/26.22  																																																					|
% 61.10/26.22  																																																					| Simplifying 481 yields:
% 61.10/26.22  																																																					| (397) e4 = e0
% 61.10/26.22  																																																					|
% 61.10/26.22  																																																					| Equations (397) can reduce 49 to:
% 61.10/26.22  																																																					| (266) $false
% 61.10/26.22  																																																					|
% 61.10/26.22  																																																					|-The branch is then unsatisfiable
% 61.10/26.22  																																															|-Branch two:
% 61.10/26.22  																																															| (566)  ~ (all_0_50_50 = e4)
% 61.10/26.22  																																															| (1071) all_0_51_51 = e4 | all_0_52_52 = e4 | all_0_53_53 = e4
% 61.10/26.22  																																															|
% 61.10/26.22  																																																+-Applying beta-rule and splitting (422), into two cases.
% 61.10/26.22  																																																|-Branch one:
% 61.10/26.22  																																																| (775) all_0_50_50 = e4
% 61.10/26.22  																																																|
% 61.10/26.22  																																																	| Equations (775) can reduce 566 to:
% 61.10/26.22  																																																	| (266) $false
% 61.10/26.22  																																																	|
% 61.10/26.22  																																																	|-The branch is then unsatisfiable
% 61.10/26.22  																																																|-Branch two:
% 61.10/26.22  																																																| (566)  ~ (all_0_50_50 = e4)
% 61.10/26.22  																																																| (1444) all_0_50_50 = e3 | all_0_50_50 = e1
% 61.10/26.22  																																																|
% 61.13/26.22  																																																	+-Applying beta-rule and splitting (1444), into two cases.
% 61.13/26.22  																																																	|-Branch one:
% 61.13/26.22  																																																	| (601) all_0_50_50 = e1
% 61.13/26.22  																																																	|
% 61.13/26.22  																																																		| Equations (601) can reduce 759 to:
% 61.13/26.22  																																																		| (266) $false
% 61.13/26.22  																																																		|
% 61.13/26.22  																																																		|-The branch is then unsatisfiable
% 61.13/26.22  																																																	|-Branch two:
% 61.13/26.22  																																																	| (759)  ~ (all_0_50_50 = e1)
% 61.13/26.22  																																																	| (415) all_0_50_50 = e3
% 61.13/26.22  																																																	|
% 61.13/26.22  																																																		| Equations (415) can reduce 411 to:
% 61.13/26.22  																																																		| (266) $false
% 61.13/26.22  																																																		|
% 61.13/26.22  																																																		|-The branch is then unsatisfiable
% 61.13/26.22  																																												|-Branch two:
% 61.13/26.22  																																												| (1390)  ~ (all_0_44_44 = e4)
% 61.13/26.22  																																												| (1391) all_0_44_44 = e3 | all_0_44_44 = e1 | all_0_44_44 = e0
% 61.13/26.22  																																												|
% 61.13/26.22  																																													+-Applying beta-rule and splitting (12), into two cases.
% 61.13/26.22  																																													|-Branch one:
% 61.13/26.22  																																													| (442) all_0_57_57 = e2
% 61.13/26.22  																																													|
% 61.13/26.22  																																														| Equations (442) can reduce 344 to:
% 61.13/26.22  																																														| (266) $false
% 61.13/26.22  																																														|
% 61.13/26.22  																																														|-The branch is then unsatisfiable
% 61.13/26.22  																																													|-Branch two:
% 61.13/26.22  																																													| (344)  ~ (all_0_57_57 = e2)
% 61.13/26.22  																																													| (445) all_0_57_57 = e4 | all_0_57_57 = e1 | all_0_57_57 = e0
% 61.13/26.22  																																													|
% 61.13/26.22  																																														+-Applying beta-rule and splitting (422), into two cases.
% 61.13/26.22  																																														|-Branch one:
% 61.13/26.22  																																														| (775) all_0_50_50 = e4
% 61.13/26.22  																																														|
% 61.13/26.22  																																															| Equations (775) can reduce 190 to:
% 61.13/26.22  																																															| (1452)  ~ (all_0_53_53 = e4)
% 61.13/26.22  																																															|
% 61.13/26.22  																																															| Simplifying 1452 yields:
% 61.13/26.22  																																															| (1453)  ~ (all_0_53_53 = e4)
% 61.13/26.22  																																															|
% 61.13/26.22  																																															+-Applying beta-rule and splitting (1202), into two cases.
% 61.13/26.22  																																															|-Branch one:
% 61.13/26.22  																																															| (642) all_0_52_52 = e1
% 61.13/26.22  																																															|
% 61.13/26.22  																																																| Combining equations (352,642) yields a new equation:
% 61.13/26.22  																																																| (616) e2 = e1
% 61.13/26.22  																																																|
% 61.13/26.22  																																																| Simplifying 616 yields:
% 61.13/26.22  																																																| (617) e2 = e1
% 61.13/26.22  																																																|
% 61.13/26.22  																																																| Equations (617) can reduce 122 to:
% 61.13/26.22  																																																| (266) $false
% 61.13/26.22  																																																|
% 61.13/26.22  																																																|-The branch is then unsatisfiable
% 61.13/26.22  																																															|-Branch two:
% 61.13/26.22  																																															| (646)  ~ (all_0_52_52 = e1)
% 61.13/26.22  																																															| (1208) all_0_53_53 = e1
% 61.13/26.22  																																															|
% 61.13/26.22  																																																| Equations (1208) can reduce 1453 to:
% 61.13/26.22  																																																| (602)  ~ (e4 = e1)
% 61.13/26.22  																																																|
% 61.13/26.22  																																																| Simplifying 602 yields:
% 61.13/26.22  																																																| (110)  ~ (e4 = e1)
% 61.13/26.22  																																																|
% 61.13/26.22  																																																+-Applying beta-rule and splitting (1891), into two cases.
% 61.13/26.22  																																																|-Branch one:
% 61.13/26.22  																																																| (396) all_0_43_43 = e4
% 61.13/26.22  																																																|
% 61.13/26.22  																																																	| Combining equations (430,396) yields a new equation:
% 61.13/26.22  																																																	| (630) e4 = e1
% 61.13/26.22  																																																	|
% 61.13/26.22  																																																	| Equations (630) can reduce 110 to:
% 61.13/26.22  																																																	| (266) $false
% 61.13/26.22  																																																	|
% 61.13/26.22  																																																	|-The branch is then unsatisfiable
% 61.13/26.22  																																																|-Branch two:
% 61.13/26.22  																																																| (399)  ~ (all_0_43_43 = e4)
% 61.13/26.22  																																																| (446) all_0_44_44 = e4
% 61.13/26.22  																																																|
% 61.13/26.22  																																																	| Equations (446) can reduce 1390 to:
% 61.13/26.22  																																																	| (266) $false
% 61.13/26.22  																																																	|
% 61.13/26.22  																																																	|-The branch is then unsatisfiable
% 61.13/26.22  																																														|-Branch two:
% 61.13/26.22  																																														| (566)  ~ (all_0_50_50 = e4)
% 61.13/26.22  																																														| (1444) all_0_50_50 = e3 | all_0_50_50 = e1
% 61.13/26.22  																																														|
% 61.13/26.22  																																															+-Applying beta-rule and splitting (231), into two cases.
% 61.13/26.22  																																															|-Branch one:
% 61.13/26.22  																																															| (775) all_0_50_50 = e4
% 61.13/26.22  																																															|
% 61.13/26.22  																																																| Equations (775) can reduce 566 to:
% 61.13/26.22  																																																| (266) $false
% 61.13/26.22  																																																|
% 61.13/26.22  																																																|-The branch is then unsatisfiable
% 61.13/26.22  																																															|-Branch two:
% 61.13/26.22  																																															| (566)  ~ (all_0_50_50 = e4)
% 61.13/26.22  																																															| (1071) all_0_51_51 = e4 | all_0_52_52 = e4 | all_0_53_53 = e4
% 61.13/26.22  																																															|
% 61.13/26.22  																																																+-Applying beta-rule and splitting (582), into two cases.
% 61.13/26.22  																																																|-Branch one:
% 61.13/26.22  																																																| (437) all_0_41_41 = e4
% 61.13/26.22  																																																|
% 61.13/26.22  																																																	| Combining equations (437,403) yields a new equation:
% 61.13/26.22  																																																	| (424) e4 = e3
% 61.13/26.22  																																																	|
% 61.13/26.22  																																																	| Simplifying 424 yields:
% 61.13/26.22  																																																	| (425) e4 = e3
% 61.13/26.22  																																																	|
% 61.13/26.22  																																																	| Equations (425) can reduce 188 to:
% 61.13/26.22  																																																	| (266) $false
% 61.13/26.22  																																																	|
% 61.13/26.22  																																																	|-The branch is then unsatisfiable
% 61.13/26.22  																																																|-Branch two:
% 61.13/26.22  																																																| (440)  ~ (all_0_41_41 = e4)
% 61.13/26.22  																																																| (769) all_0_46_46 = e4 | all_0_50_50 = e4 | all_0_55_55 = e4
% 61.13/26.22  																																																|
% 61.13/26.22  																																																	+-Applying beta-rule and splitting (445), into two cases.
% 61.13/26.22  																																																	|-Branch one:
% 61.13/26.22  																																																	| (871) all_0_57_57 = e4
% 61.13/26.22  																																																	|
% 61.13/26.22  																																																		| Equations (871) can reduce 344 to:
% 61.13/26.22  																																																		| (48)  ~ (e4 = e2)
% 61.13/26.22  																																																		|
% 61.13/26.22  																																																		| Equations (871) can reduce 1670 to:
% 61.13/26.22  																																																		| (110)  ~ (e4 = e1)
% 61.13/26.22  																																																		|
% 61.13/26.22  																																																		+-Applying beta-rule and splitting (769), into two cases.
% 61.13/26.22  																																																		|-Branch one:
% 61.13/26.22  																																																		| (770) all_0_46_46 = e4
% 61.13/26.22  																																																		|
% 61.13/26.22  																																																			| Combining equations (1794,770) yields a new equation:
% 61.13/26.22  																																																			| (323) e4 = e2
% 61.13/26.22  																																																			|
% 61.13/26.22  																																																			| Equations (323) can reduce 48 to:
% 61.13/26.22  																																																			| (266) $false
% 61.13/26.22  																																																			|
% 61.13/26.22  																																																			|-The branch is then unsatisfiable
% 61.13/26.22  																																																		|-Branch two:
% 61.13/26.22  																																																		| (250)  ~ (all_0_46_46 = e4)
% 61.13/26.22  																																																		| (774) all_0_50_50 = e4 | all_0_55_55 = e4
% 61.13/26.22  																																																		|
% 61.13/26.22  																																																			+-Applying beta-rule and splitting (774), into two cases.
% 61.13/26.22  																																																			|-Branch one:
% 61.13/26.22  																																																			| (775) all_0_50_50 = e4
% 61.13/26.22  																																																			|
% 61.13/26.22  																																																				| Equations (775) can reduce 566 to:
% 61.13/26.22  																																																				| (266) $false
% 61.13/26.22  																																																				|
% 61.13/26.22  																																																				|-The branch is then unsatisfiable
% 61.13/26.22  																																																			|-Branch two:
% 61.13/26.22  																																																			| (566)  ~ (all_0_50_50 = e4)
% 61.13/26.22  																																																			| (587) all_0_55_55 = e4
% 61.13/26.22  																																																			|
% 61.13/26.22  																																																				| Combining equations (629,587) yields a new equation:
% 61.13/26.22  																																																				| (630) e4 = e1
% 61.13/26.22  																																																				|
% 61.13/26.22  																																																				| Equations (630) can reduce 110 to:
% 61.13/26.22  																																																				| (266) $false
% 61.13/26.22  																																																				|
% 61.13/26.22  																																																				|-The branch is then unsatisfiable
% 61.13/26.22  																																																	|-Branch two:
% 61.13/26.22  																																																	| (839)  ~ (all_0_57_57 = e4)
% 61.13/26.22  																																																	| (874) all_0_57_57 = e1 | all_0_57_57 = e0
% 61.13/26.22  																																																	|
% 61.13/26.22  																																																		+-Applying beta-rule and splitting (874), into two cases.
% 61.13/26.22  																																																		|-Branch one:
% 61.13/26.22  																																																		| (875) all_0_57_57 = e0
% 61.13/26.22  																																																		|
% 61.13/26.22  																																																			| Equations (875) can reduce 364 to:
% 61.13/26.22  																																																			| (266) $false
% 61.13/26.22  																																																			|
% 61.13/26.22  																																																			|-The branch is then unsatisfiable
% 61.13/26.22  																																																		|-Branch two:
% 61.13/26.22  																																																		| (364)  ~ (all_0_57_57 = e0)
% 61.13/26.22  																																																		| (647) all_0_57_57 = e1
% 61.13/26.22  																																																		|
% 61.13/26.22  																																																			| Equations (647) can reduce 1670 to:
% 61.13/26.22  																																																			| (266) $false
% 61.13/26.22  																																																			|
% 61.13/26.22  																																																			|-The branch is then unsatisfiable
% 61.13/26.22  																																					|-Branch two:
% 61.13/26.22  																																					| (632)  ~ (all_0_55_55 = e1)
% 61.13/26.22  																																					| (633) all_0_56_56 = e1 | all_0_57_57 = e1 | all_0_58_58 = e1
% 61.13/26.22  																																					|
% 61.13/26.22  																																						+-Applying beta-rule and splitting (633), into two cases.
% 61.13/26.22  																																						|-Branch one:
% 61.13/26.22  																																						| (1569) all_0_56_56 = e1
% 61.13/26.22  																																						|
% 61.13/26.22  																																							| Combining equations (833,1569) yields a new equation:
% 61.13/26.22  																																							| (616) e2 = e1
% 61.13/26.22  																																							|
% 61.13/26.22  																																							| Simplifying 616 yields:
% 61.13/26.22  																																							| (617) e2 = e1
% 61.13/26.22  																																							|
% 61.13/26.22  																																							| Equations (617) can reduce 122 to:
% 61.13/26.22  																																							| (266) $false
% 61.13/26.22  																																							|
% 61.13/26.22  																																							|-The branch is then unsatisfiable
% 61.13/26.22  																																						|-Branch two:
% 61.13/26.22  																																						| (466)  ~ (all_0_56_56 = e1)
% 61.13/26.22  																																						| (1574) all_0_57_57 = e1 | all_0_58_58 = e1
% 61.13/26.22  																																						|
% 61.13/26.22  																																							+-Applying beta-rule and splitting (1574), into two cases.
% 61.13/26.22  																																							|-Branch one:
% 61.13/26.22  																																							| (647) all_0_57_57 = e1
% 61.13/26.22  																																							|
% 61.13/26.22  																																								| Equations (647) can reduce 1670 to:
% 61.13/26.22  																																								| (266) $false
% 61.13/26.22  																																								|
% 61.13/26.22  																																								|-The branch is then unsatisfiable
% 61.13/26.22  																																							|-Branch two:
% 61.13/26.22  																																							| (1670)  ~ (all_0_57_57 = e1)
% 61.13/26.22  																																							| (918) all_0_58_58 = e1
% 61.13/26.22  																																							|
% 61.13/26.22  																																								| Combining equations (914,918) yields a new equation:
% 61.13/26.22  																																								| (431) e1 = e0
% 61.13/26.22  																																								|
% 61.13/26.22  																																								| Equations (431) can reduce 233 to:
% 61.13/26.22  																																								| (266) $false
% 61.13/26.22  																																								|
% 61.13/26.22  																																								|-The branch is then unsatisfiable
% 61.13/26.22  																																|-Branch two:
% 61.13/26.22  																																| (1283)  ~ (all_0_48_48 = e0)
% 61.13/26.22  																																| (875) all_0_57_57 = e0
% 61.13/26.22  																																|
% 61.13/26.22  																																	| Equations (875) can reduce 364 to:
% 61.13/26.22  																																	| (266) $false
% 61.13/26.22  																																	|
% 61.13/26.22  																																	|-The branch is then unsatisfiable
% 61.13/26.22  																								|-Branch two:
% 61.13/26.22  																								| (1898)  ~ (all_0_41_41 = e3)
% 61.13/26.22  																								| (1899) all_0_42_42 = e3 | all_0_44_44 = e3
% 61.13/26.22  																								|
% 61.13/26.22  																									+-Applying beta-rule and splitting (228), into two cases.
% 61.13/26.22  																									|-Branch one:
% 61.13/26.22  																									| (335) all_0_48_48 = e2
% 61.13/26.22  																									|
% 61.13/26.22  																										| Equations (335) can reduce 810 to:
% 61.13/26.22  																										| (266) $false
% 61.13/26.22  																										|
% 61.13/26.22  																										|-The branch is then unsatisfiable
% 61.13/26.22  																									|-Branch two:
% 61.13/26.22  																									| (810)  ~ (all_0_48_48 = e2)
% 61.13/26.22  																									| (10218) all_0_48_48 = e4 | all_0_48_48 = e1 | all_0_48_48 = e0
% 61.13/26.22  																									|
% 61.13/26.22  																										+-Applying beta-rule and splitting (10218), into two cases.
% 61.13/26.22  																										|-Branch one:
% 61.13/26.22  																										| (943) all_0_48_48 = e4
% 61.13/26.22  																										|
% 61.13/26.22  																											| Equations (943) can reduce 254 to:
% 61.13/26.22  																											| (266) $false
% 61.13/26.22  																											|
% 61.13/26.22  																											|-The branch is then unsatisfiable
% 61.13/26.22  																										|-Branch two:
% 61.13/26.22  																										| (254)  ~ (all_0_48_48 = e4)
% 61.13/26.22  																										| (10222) all_0_48_48 = e1 | all_0_48_48 = e0
% 61.13/26.22  																										|
% 61.13/26.22  																											+-Applying beta-rule and splitting (10222), into two cases.
% 61.13/26.22  																											|-Branch one:
% 61.13/26.22  																											| (1279) all_0_48_48 = e0
% 61.13/26.22  																											|
% 61.13/26.22  																												| Equations (1279) can reduce 215 to:
% 61.13/26.22  																												| (541)  ~ (e3 = e0)
% 61.13/26.22  																												|
% 61.13/26.22  																												| Simplifying 541 yields:
% 61.13/26.22  																												| (80)  ~ (e3 = e0)
% 61.13/26.22  																												|
% 61.13/26.22  																												+-Applying beta-rule and splitting (1899), into two cases.
% 61.13/26.22  																												|-Branch one:
% 61.13/26.23  																												| (516) all_0_42_42 = e3
% 61.13/26.23  																												|
% 61.13/26.23  																													| Combining equations (559,516) yields a new equation:
% 61.13/26.23  																													| (676) e3 = e0
% 61.13/26.23  																													|
% 61.13/26.23  																													| Equations (676) can reduce 80 to:
% 61.13/26.23  																													| (266) $false
% 61.13/26.23  																													|
% 61.13/26.23  																													|-The branch is then unsatisfiable
% 61.13/26.23  																												|-Branch two:
% 61.13/26.23  																												| (405)  ~ (all_0_42_42 = e3)
% 61.13/26.23  																												| (532) all_0_44_44 = e3
% 61.13/26.23  																												|
% 61.13/26.23  																													| Equations (532) can reduce 407 to:
% 61.13/26.23  																													| (266) $false
% 61.13/26.23  																													|
% 61.13/26.23  																													|-The branch is then unsatisfiable
% 61.13/26.23  																											|-Branch two:
% 61.13/26.23  																											| (1283)  ~ (all_0_48_48 = e0)
% 61.13/26.23  																											| (615) all_0_48_48 = e1
% 61.13/26.23  																											|
% 61.13/26.23  																												| Equations (615) can reduce 619 to:
% 61.13/26.23  																												| (266) $false
% 61.13/26.23  																												|
% 61.13/26.23  																												|-The branch is then unsatisfiable
% 61.13/26.23  																							|-Branch two:
% 61.13/26.23  																							| (358)  ~ (all_0_42_42 = e0)
% 61.13/26.23  																							| (563) all_0_47_47 = e0 | all_0_56_56 = e0
% 61.13/26.23  																							|
% 61.13/26.23  																								+-Applying beta-rule and splitting (7), into two cases.
% 61.13/26.23  																								|-Branch one:
% 61.13/26.23  																								| (504) all_0_51_51 = e2
% 61.13/26.23  																								|
% 61.13/26.23  																									| Equations (504) can reduce 1099 to:
% 61.13/26.23  																									| (266) $false
% 61.13/26.23  																									|
% 61.13/26.23  																									|-The branch is then unsatisfiable
% 61.13/26.23  																								|-Branch two:
% 61.13/26.23  																								| (1099)  ~ (all_0_51_51 = e2)
% 61.13/26.23  																								| (1100) all_0_51_51 = e4 | all_0_51_51 = e3 | all_0_51_51 = e1
% 61.13/26.23  																								|
% 61.13/26.23  																									+-Applying beta-rule and splitting (1100), into two cases.
% 61.13/26.23  																									|-Branch one:
% 61.13/26.23  																									| (1101) all_0_51_51 = e4
% 61.13/26.23  																									|
% 61.13/26.23  																										| Equations (1101) can reduce 475 to:
% 61.13/26.23  																										| (266) $false
% 61.13/26.23  																										|
% 61.13/26.23  																										|-The branch is then unsatisfiable
% 61.13/26.23  																									|-Branch two:
% 61.13/26.23  																									| (475)  ~ (all_0_51_51 = e4)
% 61.13/26.23  																									| (1104) all_0_51_51 = e3 | all_0_51_51 = e1
% 61.13/26.23  																									|
% 61.13/26.23  																										+-Applying beta-rule and splitting (1104), into two cases.
% 61.13/26.23  																										|-Branch one:
% 61.13/26.23  																										| (1109) all_0_51_51 = e1
% 61.13/26.23  																										|
% 61.13/26.23  																											| Equations (1109) can reduce 464 to:
% 61.13/26.23  																											| (266) $false
% 61.13/26.23  																											|
% 61.13/26.23  																											|-The branch is then unsatisfiable
% 61.13/26.23  																										|-Branch two:
% 61.13/26.23  																										| (464)  ~ (all_0_51_51 = e1)
% 61.13/26.23  																										| (660) all_0_51_51 = e3
% 61.13/26.23  																										|
% 61.13/26.23  																											| Equations (660) can reduce 59 to:
% 61.13/26.23  																											| (411)  ~ (all_0_50_50 = e3)
% 61.13/26.23  																											|
% 61.13/26.23  																											| Equations (660) can reduce 1099 to:
% 61.13/26.23  																											| (212)  ~ (e3 = e2)
% 61.13/26.23  																											|
% 61.13/26.23  																											+-Applying beta-rule and splitting (144), into two cases.
% 61.13/26.23  																											|-Branch one:
% 61.13/26.23  																											| (403) all_0_41_41 = e3
% 61.13/26.23  																											|
% 61.13/26.23  																												| Equations (403) can reduce 214 to:
% 61.13/26.23  																												| (404)  ~ (all_0_42_42 = e3)
% 61.13/26.23  																												|
% 61.13/26.23  																												| Simplifying 404 yields:
% 61.13/26.23  																												| (405)  ~ (all_0_42_42 = e3)
% 61.13/26.23  																												|
% 61.13/26.23  																												| Equations (403) can reduce 357 to:
% 61.13/26.23  																												| (80)  ~ (e3 = e0)
% 61.13/26.23  																												|
% 61.13/26.23  																												+-Applying beta-rule and splitting (184), into two cases.
% 61.13/26.23  																												|-Branch one:
% 61.13/26.23  																												| (538) all_0_46_46 = e0
% 61.13/26.23  																												|
% 61.13/26.23  																													| Combining equations (1794,538) yields a new equation:
% 61.13/26.23  																													| (391) e2 = e0
% 61.13/26.23  																													|
% 61.13/26.23  																													| Simplifying 391 yields:
% 61.13/26.23  																													| (330) e2 = e0
% 61.13/26.23  																													|
% 61.13/26.23  																													| Equations (330) can reduce 128 to:
% 61.13/26.23  																													| (266) $false
% 61.13/26.23  																													|
% 61.13/26.23  																													|-The branch is then unsatisfiable
% 61.13/26.23  																												|-Branch two:
% 61.13/26.23  																												| (831)  ~ (all_0_46_46 = e0)
% 61.13/26.23  																												| (832) all_0_47_47 = e0 | all_0_48_48 = e0 | all_0_49_49 = e0
% 61.13/26.23  																												|
% 61.13/26.23  																													+-Applying beta-rule and splitting (832), into two cases.
% 61.13/26.23  																													|-Branch one:
% 61.13/26.23  																													| (674) all_0_47_47 = e0
% 61.13/26.23  																													|
% 61.13/26.23  																														| Combining equations (654,674) yields a new equation:
% 61.13/26.23  																														| (546) e1 = e0
% 61.13/26.23  																														|
% 61.13/26.23  																														| Simplifying 546 yields:
% 61.13/26.23  																														| (431) e1 = e0
% 61.13/26.23  																														|
% 61.13/26.23  																														| Equations (431) can reduce 233 to:
% 61.13/26.23  																														| (266) $false
% 61.13/26.23  																														|
% 61.13/26.23  																														|-The branch is then unsatisfiable
% 61.13/26.23  																													|-Branch two:
% 61.13/26.23  																													| (678)  ~ (all_0_47_47 = e0)
% 61.13/26.23  																													| (1278) all_0_48_48 = e0 | all_0_49_49 = e0
% 61.13/26.23  																													|
% 61.13/26.23  																														+-Applying beta-rule and splitting (1278), into two cases.
% 61.13/26.23  																														|-Branch one:
% 61.13/26.23  																														| (1279) all_0_48_48 = e0
% 61.13/26.23  																														|
% 61.13/26.23  																															| Equations (1279) can reduce 17 to:
% 61.13/26.23  																															| (5470)  ~ (all_0_43_43 = e0)
% 61.13/26.23  																															|
% 61.13/26.23  																															| Equations (1279) can reduce 215 to:
% 61.13/26.23  																															| (541)  ~ (e3 = e0)
% 61.13/26.23  																															|
% 61.13/26.23  																															| Simplifying 541 yields:
% 61.13/26.23  																															| (80)  ~ (e3 = e0)
% 61.13/26.23  																															|
% 61.13/26.23  																															+-Applying beta-rule and splitting (165), into two cases.
% 61.13/26.23  																															|-Branch one:
% 61.13/26.23  																															| (794) all_0_41_41 = e0
% 61.13/26.23  																															|
% 61.13/26.23  																																| Combining equations (403,794) yields a new equation:
% 61.13/26.23  																																| (675) e3 = e0
% 61.13/26.23  																																|
% 61.13/26.23  																																| Simplifying 675 yields:
% 61.13/26.23  																																| (676) e3 = e0
% 61.13/26.23  																																|
% 61.13/26.23  																																| Equations (676) can reduce 80 to:
% 61.13/26.23  																																| (266) $false
% 61.13/26.23  																																|
% 61.13/26.23  																																|-The branch is then unsatisfiable
% 61.13/26.23  																															|-Branch two:
% 61.13/26.23  																															| (357)  ~ (all_0_41_41 = e0)
% 61.13/26.23  																															| (6761) all_0_42_42 = e0 | all_0_43_43 = e0 | all_0_44_44 = e0
% 61.13/26.23  																															|
% 61.13/26.23  																																+-Applying beta-rule and splitting (6761), into two cases.
% 61.13/26.23  																																|-Branch one:
% 61.13/26.23  																																| (559) all_0_42_42 = e0
% 61.13/26.23  																																|
% 61.13/26.23  																																	| Equations (559) can reduce 358 to:
% 61.13/26.23  																																	| (266) $false
% 61.13/26.23  																																	|
% 61.13/26.23  																																	|-The branch is then unsatisfiable
% 61.13/26.23  																																|-Branch two:
% 61.13/26.23  																																| (358)  ~ (all_0_42_42 = e0)
% 61.13/26.23  																																| (6766) all_0_43_43 = e0 | all_0_44_44 = e0
% 61.13/26.23  																																|
% 61.13/26.23  																																	+-Applying beta-rule and splitting (6766), into two cases.
% 61.13/26.23  																																	|-Branch one:
% 61.13/26.23  																																	| (356) all_0_43_43 = e0
% 61.13/26.23  																																	|
% 61.13/26.23  																																		| Equations (356) can reduce 5470 to:
% 61.13/26.23  																																		| (266) $false
% 61.13/26.23  																																		|
% 61.13/26.23  																																		|-The branch is then unsatisfiable
% 61.13/26.23  																																	|-Branch two:
% 61.13/26.23  																																	| (5470)  ~ (all_0_43_43 = e0)
% 61.13/26.23  																																	| (1414) all_0_44_44 = e0
% 61.13/26.23  																																	|
% 61.13/26.23  																																		| Equations (1414) can reduce 73 to:
% 61.13/26.23  																																		| (358)  ~ (all_0_42_42 = e0)
% 61.13/26.23  																																		|
% 61.13/26.23  																																		+-Applying beta-rule and splitting (152), into two cases.
% 61.13/26.23  																																		|-Branch one:
% 61.13/26.23  																																		| (1392) all_0_42_42 = e4
% 61.13/26.23  																																		|
% 61.13/26.23  																																			| Equations (1392) can reduce 1890 to:
% 61.13/26.23  																																			| (266) $false
% 61.13/26.23  																																			|
% 61.13/26.23  																																			|-The branch is then unsatisfiable
% 61.13/26.23  																																		|-Branch two:
% 61.13/26.23  																																		| (1890)  ~ (all_0_42_42 = e4)
% 61.13/26.23  																																		| (1969) all_0_42_42 = e3 | all_0_42_42 = e1 | all_0_42_42 = e0
% 61.13/26.23  																																		|
% 61.13/26.23  																																			+-Applying beta-rule and splitting (1969), into two cases.
% 61.13/26.23  																																			|-Branch one:
% 61.13/26.23  																																			| (559) all_0_42_42 = e0
% 61.13/26.23  																																			|
% 61.13/26.23  																																				| Equations (559) can reduce 358 to:
% 61.13/26.23  																																				| (266) $false
% 61.13/26.23  																																				|
% 61.13/26.23  																																				|-The branch is then unsatisfiable
% 61.13/26.23  																																			|-Branch two:
% 61.13/26.23  																																			| (358)  ~ (all_0_42_42 = e0)
% 61.13/26.23  																																			| (2510) all_0_42_42 = e3 | all_0_42_42 = e1
% 61.13/26.23  																																			|
% 61.13/26.23  																																				+-Applying beta-rule and splitting (2510), into two cases.
% 61.13/26.23  																																				|-Branch one:
% 61.13/26.23  																																				| (459) all_0_42_42 = e1
% 61.13/26.23  																																				|
% 61.13/26.23  																																					| Equations (459) can reduce 1380 to:
% 61.13/26.23  																																					| (266) $false
% 61.13/26.23  																																					|
% 61.13/26.23  																																					|-The branch is then unsatisfiable
% 61.13/26.23  																																				|-Branch two:
% 61.13/26.23  																																				| (1380)  ~ (all_0_42_42 = e1)
% 61.13/26.23  																																				| (516) all_0_42_42 = e3
% 61.13/26.23  																																				|
% 61.13/26.23  																																					| Equations (516) can reduce 405 to:
% 61.13/26.23  																																					| (266) $false
% 61.13/26.23  																																					|
% 61.13/26.23  																																					|-The branch is then unsatisfiable
% 61.13/26.23  																														|-Branch two:
% 61.13/26.23  																														| (1283)  ~ (all_0_48_48 = e0)
% 61.13/26.23  																														| (978) all_0_49_49 = e0
% 61.13/26.23  																														|
% 61.13/26.23  																															| Combining equations (884,978) yields a new equation:
% 61.13/26.23  																															| (675) e3 = e0
% 61.13/26.23  																															|
% 61.13/26.23  																															| Simplifying 675 yields:
% 61.13/26.23  																															| (676) e3 = e0
% 61.13/26.23  																															|
% 61.13/26.23  																															| Equations (676) can reduce 80 to:
% 61.13/26.23  																															| (266) $false
% 61.13/26.23  																															|
% 61.13/26.23  																															|-The branch is then unsatisfiable
% 61.13/26.23  																											|-Branch two:
% 61.13/26.23  																											| (1898)  ~ (all_0_41_41 = e3)
% 61.13/26.23  																											| (1923) all_0_46_46 = e3 | all_0_50_50 = e3 | all_0_55_55 = e3
% 61.13/26.23  																											|
% 61.13/26.23  																												+-Applying beta-rule and splitting (1923), into two cases.
% 61.13/26.23  																												|-Branch one:
% 61.13/26.23  																												| (1557) all_0_46_46 = e3
% 61.13/26.23  																												|
% 61.13/26.23  																													| Combining equations (1794,1557) yields a new equation:
% 61.13/26.23  																													| (662) e3 = e2
% 61.13/26.23  																													|
% 61.13/26.23  																													| Equations (662) can reduce 212 to:
% 61.13/26.23  																													| (266) $false
% 61.13/26.23  																													|
% 61.13/26.23  																													|-The branch is then unsatisfiable
% 61.13/26.23  																												|-Branch two:
% 61.13/26.23  																												| (409)  ~ (all_0_46_46 = e3)
% 61.13/26.23  																												| (4042) all_0_50_50 = e3 | all_0_55_55 = e3
% 61.13/26.23  																												|
% 61.13/26.23  																													+-Applying beta-rule and splitting (4042), into two cases.
% 61.13/26.23  																													|-Branch one:
% 61.13/26.23  																													| (415) all_0_50_50 = e3
% 61.13/26.23  																													|
% 61.13/26.23  																														| Equations (415) can reduce 411 to:
% 61.13/26.23  																														| (266) $false
% 61.13/26.23  																														|
% 61.13/26.23  																														|-The branch is then unsatisfiable
% 61.13/26.23  																													|-Branch two:
% 61.13/26.23  																													| (411)  ~ (all_0_50_50 = e3)
% 61.13/26.23  																													| (2336) all_0_55_55 = e3
% 61.13/26.23  																													|
% 61.13/26.23  																														| Equations (2336) can reduce 270 to:
% 61.13/26.23  																														| (266) $false
% 61.13/26.23  																														|
% 61.13/26.23  																														|-The branch is then unsatisfiable
% 61.13/26.23  																	|-Branch two:
% 61.13/26.23  																	| (819) all_0_47_47 = e0 & all_0_58_58 = e2 &  ~ (all_0_49_49 = e2)
% 61.13/26.23  																	|
% 61.13/26.23  																		| Applying alpha-rule on (819) yields:
% 61.13/26.23  																		| (674) all_0_47_47 = e0
% 61.13/26.23  																		| (624) all_0_58_58 = e2
% 61.13/26.23  																		| (340)  ~ (all_0_49_49 = e2)
% 61.13/26.23  																		|
% 61.13/26.23  																		| Equations (624) can reduce 908 to:
% 61.13/26.23  																		| (266) $false
% 61.13/26.23  																		|
% 61.13/26.23  																		|-The branch is then unsatisfiable
% 61.13/26.23  																|-Branch two:
% 61.13/26.23  																| (825) all_0_47_47 = e0 & all_0_58_58 = e2 &  ~ (all_0_56_56 = e0)
% 61.13/26.23  																|
% 61.13/26.23  																	| Applying alpha-rule on (825) yields:
% 61.13/26.23  																	| (674) all_0_47_47 = e0
% 61.13/26.23  																	| (624) all_0_58_58 = e2
% 61.13/26.23  																	| (828)  ~ (all_0_56_56 = e0)
% 61.13/26.23  																	|
% 61.13/26.23  																	| Equations (624) can reduce 908 to:
% 61.13/26.23  																	| (266) $false
% 61.13/26.23  																	|
% 61.13/26.23  																	|-The branch is then unsatisfiable
% 61.13/26.23  											|-Branch two:
% 61.13/26.23  											| (342)  ~ (all_0_52_52 = e2)
% 61.13/26.23  											| (355) all_0_52_52 = e4 | all_0_52_52 = e1
% 61.13/26.23  											|
% 61.13/26.23  												+-Applying beta-rule and splitting (163), into two cases.
% 61.13/26.23  												|-Branch one:
% 61.13/26.23  												| (565) all_0_52_52 = e4
% 61.13/26.23  												|
% 61.13/26.23  													| Equations (565) can reduce 217 to:
% 61.13/26.23  													| (399)  ~ (all_0_43_43 = e4)
% 61.13/26.23  													|
% 61.13/26.23  													| Equations (565) can reduce 202 to:
% 61.13/26.23  													| (254)  ~ (all_0_48_48 = e4)
% 61.13/26.23  													|
% 61.13/26.23  													| Equations (565) can reduce 101 to:
% 61.13/26.23  													| (566)  ~ (all_0_50_50 = e4)
% 61.13/26.23  													|
% 61.13/26.23  													| Equations (565) can reduce 20 to:
% 61.13/26.23  													| (475)  ~ (all_0_51_51 = e4)
% 61.13/26.23  													|
% 61.13/26.23  													| Equations (565) can reduce 46 to:
% 61.13/26.23  													| (1452)  ~ (all_0_53_53 = e4)
% 61.13/26.23  													|
% 61.13/26.23  													| Simplifying 1452 yields:
% 61.13/26.23  													| (1453)  ~ (all_0_53_53 = e4)
% 61.13/26.23  													|
% 61.13/26.23  													| Equations (565) can reduce 11 to:
% 61.13/26.23  													| (838)  ~ (all_0_57_57 = e4)
% 61.13/26.23  													|
% 61.13/26.23  													| Simplifying 838 yields:
% 61.13/26.23  													| (839)  ~ (all_0_57_57 = e4)
% 61.13/26.23  													|
% 61.13/26.23  													| Equations (565) can reduce 342 to:
% 61.13/26.23  													| (48)  ~ (e4 = e2)
% 61.13/26.23  													|
% 61.13/26.23  													| Equations (565) can reduce 72 to:
% 61.13/26.23  													| (49)  ~ (e4 = e0)
% 61.13/26.23  													|
% 61.13/26.23  													| From (565) and (124) follows:
% 61.13/26.23  													| (570) op(e1, e1) = e4
% 61.13/26.23  													|
% 61.13/26.23  													+-Applying beta-rule and splitting (10167), into two cases.
% 61.13/26.23  													|-Branch one:
% 61.13/26.23  													| (352) all_0_52_52 = e2
% 61.13/26.23  													|
% 61.13/26.23  														| Combining equations (565,352) yields a new equation:
% 61.13/26.23  														| (322) e4 = e2
% 61.13/26.23  														|
% 61.13/26.23  														| Simplifying 322 yields:
% 61.13/26.23  														| (323) e4 = e2
% 61.13/26.23  														|
% 61.13/26.23  														| Equations (323) can reduce 48 to:
% 61.13/26.23  														| (266) $false
% 61.13/26.23  														|
% 61.13/26.23  														|-The branch is then unsatisfiable
% 61.13/26.23  													|-Branch two:
% 61.13/26.23  													| (342)  ~ (all_0_52_52 = e2)
% 61.13/26.23  													| (442) all_0_57_57 = e2
% 61.13/26.23  													|
% 61.13/26.23  														| Equations (442) can reduce 199 to:
% 61.13/26.23  														| (96)  ~ (all_0_43_43 = e2)
% 61.13/26.23  														|
% 61.13/26.23  														| Equations (442) can reduce 239 to:
% 61.13/26.23  														| (810)  ~ (all_0_48_48 = e2)
% 61.13/26.23  														|
% 61.13/26.23  														| Equations (442) can reduce 81 to:
% 61.13/26.23  														| (304)  ~ (all_0_55_55 = e2)
% 61.13/26.23  														|
% 61.13/26.23  														| Equations (442) can reduce 140 to:
% 61.13/26.23  														| (511)  ~ (all_0_56_56 = e2)
% 61.13/26.23  														|
% 61.13/26.23  														| Equations (442) can reduce 148 to:
% 61.13/26.23  														| (1186)  ~ (all_0_58_58 = e2)
% 61.13/26.23  														|
% 61.13/26.23  														| Simplifying 1186 yields:
% 61.13/26.23  														| (908)  ~ (all_0_58_58 = e2)
% 61.13/26.23  														|
% 61.13/26.23  														| Equations (442) can reduce 839 to:
% 61.13/26.23  														| (327)  ~ (e4 = e2)
% 61.13/26.23  														|
% 61.13/26.23  														| Simplifying 327 yields:
% 61.13/26.23  														| (48)  ~ (e4 = e2)
% 61.13/26.23  														|
% 61.13/26.23  														| Equations (442) can reduce 67 to:
% 61.13/26.23  														| (626)  ~ (e3 = e2)
% 61.13/26.23  														|
% 61.13/26.23  														| Simplifying 626 yields:
% 61.13/26.23  														| (212)  ~ (e3 = e2)
% 61.13/26.23  														|
% 61.13/26.23  														| From (442) and (45) follows:
% 61.13/26.23  														| (16560) op(e2, e1) = all_0_36_36
% 61.13/26.23  														|
% 61.13/26.24  														| From (442) and (146) follows:
% 61.13/26.24  														| (16561) op(e2, e0) = all_0_35_35
% 61.13/26.24  														|
% 61.13/26.24  														| From (442) and (83) follows:
% 61.13/26.24  														| (16562) op(e0, e1) = e2
% 61.13/26.24  														|
% 61.13/26.24  														+-Applying beta-rule and splitting (47), into two cases.
% 61.13/26.24  														|-Branch one:
% 61.13/26.24  														| (317) all_0_39_39 = e2
% 61.13/26.24  														|
% 61.13/26.24  															| Combining equations (471,317) yields a new equation:
% 61.13/26.24  															| (322) e4 = e2
% 61.13/26.24  															|
% 61.13/26.24  															| Simplifying 322 yields:
% 61.13/26.24  															| (323) e4 = e2
% 61.13/26.24  															|
% 61.13/26.24  															| Equations (323) can reduce 48 to:
% 61.13/26.24  															| (266) $false
% 61.13/26.24  															|
% 61.13/26.24  															|-The branch is then unsatisfiable
% 61.13/26.24  														|-Branch two:
% 61.13/26.24  														| (294)  ~ (all_0_39_39 = e2)
% 61.13/26.24  														| (385) all_0_47_47 = e2 | all_0_51_51 = e2 | all_0_56_56 = e2
% 61.13/26.24  														|
% 61.13/26.24  															+-Applying beta-rule and splitting (385), into two cases.
% 61.13/26.24  															|-Branch one:
% 61.13/26.24  															| (1105) all_0_47_47 = e2
% 61.13/26.24  															|
% 61.13/26.24  																| Equations (1105) can reduce 338 to:
% 61.13/26.24  																| (266) $false
% 61.13/26.24  																|
% 61.13/26.24  																|-The branch is then unsatisfiable
% 61.13/26.24  															|-Branch two:
% 61.13/26.24  															| (338)  ~ (all_0_47_47 = e2)
% 61.13/26.24  															| (1108) all_0_51_51 = e2 | all_0_56_56 = e2
% 61.13/26.24  															|
% 61.13/26.24  																+-Applying beta-rule and splitting (1108), into two cases.
% 61.13/26.24  																|-Branch one:
% 61.13/26.24  																| (504) all_0_51_51 = e2
% 61.13/26.24  																|
% 61.13/26.24  																	| Equations (504) can reduce 61 to:
% 61.13/26.24  																	| (51)  ~ (all_0_42_42 = e2)
% 61.13/26.24  																	|
% 61.13/26.24  																	| Equations (504) can reduce 224 to:
% 61.13/26.24  																	| (338)  ~ (all_0_47_47 = e2)
% 61.13/26.24  																	|
% 61.13/26.24  																	| Equations (504) can reduce 59 to:
% 61.13/26.24  																	| (302)  ~ (all_0_50_50 = e2)
% 61.13/26.24  																	|
% 61.13/26.24  																	| Equations (504) can reduce 6 to:
% 61.13/26.24  																	| (508)  ~ (all_0_53_53 = e2)
% 61.13/26.24  																	|
% 61.13/26.24  																	| Simplifying 508 yields:
% 61.13/26.24  																	| (509)  ~ (all_0_53_53 = e2)
% 61.13/26.24  																	|
% 61.13/26.24  																	| Equations (504) can reduce 16 to:
% 61.13/26.24  																	| (510)  ~ (all_0_56_56 = e2)
% 61.13/26.24  																	|
% 61.13/26.24  																	| Simplifying 510 yields:
% 61.13/26.24  																	| (511)  ~ (all_0_56_56 = e2)
% 61.13/26.24  																	|
% 61.13/26.24  																	| Equations (504) can reduce 475 to:
% 61.13/26.24  																	| (327)  ~ (e4 = e2)
% 61.13/26.24  																	|
% 61.13/26.24  																	| Simplifying 327 yields:
% 61.13/26.24  																	| (48)  ~ (e4 = e2)
% 61.13/26.24  																	|
% 61.13/26.24  																	| Equations (504) can reduce 115 to:
% 61.13/26.24  																	| (128)  ~ (e2 = e0)
% 61.13/26.24  																	|
% 61.13/26.24  																	| From (504) and (177) follows:
% 61.13/26.24  																	| (514) op(e2, e2) = all_0_25_25
% 61.13/26.24  																	|
% 61.13/26.24  																	| From (504) and (157) follows:
% 61.13/26.24  																	| (18123) op(e2, e1) = all_0_24_24
% 61.13/26.24  																	|
% 61.13/26.24  																	| From (504) and (186) follows:
% 61.13/26.24  																	| (515) op(e1, e2) = e2
% 61.13/26.24  																	|
% 61.13/26.24  																	| Instantiating formula (29) with e2, e2, all_0_25_25, all_0_47_47 and discharging atoms op(e2, e2) = all_0_25_25, op(e2, e2) = all_0_47_47, yields:
% 61.13/26.24  																	| (6482) all_0_25_25 = all_0_47_47
% 61.13/26.24  																	|
% 61.13/26.24  																	| Instantiating formula (29) with e2, e1, all_0_24_24, all_0_48_48 and discharging atoms op(e2, e1) = all_0_24_24, op(e2, e1) = all_0_48_48, yields:
% 61.13/26.24  																	| (56437) all_0_24_24 = all_0_48_48
% 61.13/26.24  																	|
% 61.13/26.24  																	| Instantiating formula (29) with e2, e1, all_0_36_36, all_0_24_24 and discharging atoms op(e2, e1) = all_0_24_24, op(e2, e1) = all_0_36_36, yields:
% 61.13/26.24  																	| (56438) all_0_24_24 = all_0_36_36
% 61.13/26.24  																	|
% 61.13/26.24  																	| Instantiating formula (29) with e2, e0, all_0_35_35, all_0_49_49 and discharging atoms op(e2, e0) = all_0_35_35, op(e2, e0) = all_0_49_49, yields:
% 61.13/26.25  																	| (16574) all_0_35_35 = all_0_49_49
% 61.13/26.25  																	|
% 61.13/26.25  																	| Combining equations (56437,56438) yields a new equation:
% 61.13/26.25  																	| (16573) all_0_36_36 = all_0_48_48
% 61.13/26.25  																	|
% 61.13/26.25  																	| From (6482) and (514) follows:
% 61.13/26.25  																	| (23) op(e2, e2) = all_0_47_47
% 61.13/26.25  																	|
% 61.13/26.25  																	| From (16573) and (16560) follows:
% 61.13/26.25  																	| (192) op(e2, e1) = all_0_48_48
% 61.13/26.25  																	|
% 61.13/26.25  																	| From (16574) and (16561) follows:
% 61.13/26.25  																	| (55) op(e2, e0) = all_0_49_49
% 61.13/26.25  																	|
% 61.13/26.25  																	+-Applying beta-rule and splitting (168), into two cases.
% 61.13/26.25  																	|-Branch one:
% 61.13/26.25  																	| (415) all_0_50_50 = e3
% 61.13/26.25  																	|
% 61.13/26.25  																		| Equations (415) can reduce 221 to:
% 61.13/26.25  																		| (1898)  ~ (all_0_41_41 = e3)
% 61.13/26.25  																		|
% 61.13/26.25  																		| Equations (415) can reduce 190 to:
% 61.13/26.25  																		| (1114)  ~ (all_0_53_53 = e3)
% 61.13/26.25  																		|
% 61.13/26.25  																		| Simplifying 1114 yields:
% 61.13/26.25  																		| (903)  ~ (all_0_53_53 = e3)
% 61.13/26.25  																		|
% 61.13/26.25  																		| Equations (415) can reduce 93 to:
% 61.13/26.25  																		| (269)  ~ (all_0_55_55 = e3)
% 61.13/26.25  																		|
% 61.13/26.25  																		| Simplifying 269 yields:
% 61.13/26.25  																		| (270)  ~ (all_0_55_55 = e3)
% 61.13/26.25  																		|
% 61.13/26.25  																		| Equations (415) can reduce 566 to:
% 61.13/26.25  																		| (277)  ~ (e4 = e3)
% 61.13/26.25  																		|
% 61.13/26.25  																		| Simplifying 277 yields:
% 61.13/26.25  																		| (188)  ~ (e4 = e3)
% 61.13/26.25  																		|
% 61.13/26.25  																		| Equations (415) can reduce 302 to:
% 61.13/26.25  																		| (212)  ~ (e3 = e2)
% 61.13/26.25  																		|
% 61.13/26.25  																		| From (415) and (8) follows:
% 61.13/26.25  																		| (5694) op(e3, e3) = all_0_23_23
% 61.13/26.25  																		|
% 61.13/26.25  																		| From (415) and (57) follows:
% 61.13/26.25  																		| (1933) op(e3, e1) = all_0_22_22
% 61.13/26.25  																		|
% 61.13/26.25  																		| From (415) and (242) follows:
% 61.13/26.25  																		| (1934) op(e1, e3) = e3
% 61.13/26.25  																		|
% 61.13/26.25  																		+-Applying beta-rule and splitting (196), into two cases.
% 61.13/26.25  																		|-Branch one:
% 61.13/26.25  																		| (607) all_0_53_53 = e2
% 61.13/26.25  																		|
% 61.13/26.25  																			| Equations (607) can reduce 509 to:
% 61.13/26.25  																			| (266) $false
% 61.13/26.25  																			|
% 61.13/26.25  																			|-The branch is then unsatisfiable
% 61.13/26.25  																		|-Branch two:
% 61.13/26.25  																		| (509)  ~ (all_0_53_53 = e2)
% 61.13/26.25  																		| (610) all_0_53_53 = e4 | all_0_53_53 = e3 | all_0_53_53 = e1
% 61.13/26.25  																		|
% 61.13/26.25  																			+-Applying beta-rule and splitting (610), into two cases.
% 61.13/26.25  																			|-Branch one:
% 61.13/26.25  																			| (1298) all_0_53_53 = e4
% 61.13/26.25  																			|
% 61.13/26.25  																				| Equations (1298) can reduce 1453 to:
% 61.13/26.25  																				| (266) $false
% 61.13/26.25  																				|
% 61.13/26.25  																				|-The branch is then unsatisfiable
% 61.13/26.25  																			|-Branch two:
% 61.13/26.25  																			| (1453)  ~ (all_0_53_53 = e4)
% 61.13/26.25  																			| (1694) all_0_53_53 = e3 | all_0_53_53 = e1
% 61.13/26.25  																			|
% 61.13/26.25  																				+-Applying beta-rule and splitting (1694), into two cases.
% 61.13/26.25  																				|-Branch one:
% 61.13/26.25  																				| (1208) all_0_53_53 = e1
% 61.13/26.25  																				|
% 61.13/26.25  																					| Equations (1208) can reduce 220 to:
% 61.13/26.25  																					| (639)  ~ (all_0_44_44 = e1)
% 61.13/26.25  																					|
% 61.13/26.25  																					| Equations (1208) can reduce 65 to:
% 61.13/26.25  																					| (1064)  ~ (all_0_49_49 = e1)
% 61.13/26.25  																					|
% 61.13/26.25  																					| Equations (1208) can reduce 10 to:
% 61.13/26.25  																					| (879)  ~ (all_0_58_58 = e1)
% 61.13/26.25  																					|
% 61.13/26.25  																					| Simplifying 879 yields:
% 61.13/26.25  																					| (880)  ~ (all_0_58_58 = e1)
% 61.13/26.25  																					|
% 61.13/26.25  																					| Equations (1208) can reduce 509 to:
% 61.13/26.25  																					| (604)  ~ (e2 = e1)
% 61.13/26.25  																					|
% 61.13/26.25  																					| Simplifying 604 yields:
% 61.13/26.25  																					| (122)  ~ (e2 = e1)
% 61.13/26.25  																					|
% 61.13/26.25  																					| Equations (1208) can reduce 247 to:
% 61.13/26.25  																					| (233)  ~ (e1 = e0)
% 61.13/26.25  																					|
% 61.13/26.25  																					| Instantiating formula (29) with e3, e3, all_0_23_23, all_0_41_41 and discharging atoms op(e3, e3) = all_0_23_23, op(e3, e3) = all_0_41_41, yields:
% 61.13/26.25  																					| (6435) all_0_23_23 = all_0_41_41
% 61.13/26.25  																					|
% 61.13/26.25  																					| Instantiating formula (29) with e3, e1, all_0_22_22, all_0_43_43 and discharging atoms op(e3, e1) = all_0_22_22, op(e3, e1) = all_0_43_43, yields:
% 61.13/26.26  																					| (56473) all_0_22_22 = all_0_43_43
% 61.13/26.26  																					|
% 61.13/26.26  																					| From (6435) and (5694) follows:
% 61.13/26.26  																					| (219) op(e3, e3) = all_0_41_41
% 61.13/26.26  																					|
% 61.13/26.26  																					| From (56473) and (1933) follows:
% 61.13/26.26  																					| (37) op(e3, e1) = all_0_43_43
% 61.13/26.26  																					|
% 61.13/26.26  																					+-Applying beta-rule and splitting (4), into two cases.
% 61.13/26.26  																					|-Branch one:
% 61.13/26.26  																					| (356) all_0_43_43 = e0
% 61.13/26.26  																					|
% 61.13/26.26  																						| Equations (356) can reduce 31 to:
% 61.13/26.26  																						| (357)  ~ (all_0_41_41 = e0)
% 61.13/26.26  																						|
% 61.13/26.26  																						| Equations (356) can reduce 240 to:
% 61.13/26.26  																						| (358)  ~ (all_0_42_42 = e0)
% 61.13/26.26  																						|
% 61.13/26.26  																						| Equations (356) can reduce 159 to:
% 61.13/26.26  																						| (359)  ~ (all_0_44_44 = e0)
% 61.13/26.26  																						|
% 61.13/26.26  																						| Simplifying 359 yields:
% 61.13/26.26  																						| (360)  ~ (all_0_44_44 = e0)
% 61.13/26.26  																						|
% 61.13/26.26  																						| Equations (356) can reduce 17 to:
% 61.13/26.26  																						| (10200)  ~ (all_0_48_48 = e0)
% 61.13/26.26  																						|
% 61.13/26.26  																						| Simplifying 10200 yields:
% 61.13/26.26  																						| (1283)  ~ (all_0_48_48 = e0)
% 61.13/26.26  																						|
% 61.13/26.26  																						| Equations (356) can reduce 96 to:
% 61.13/26.26  																						| (365)  ~ (e2 = e0)
% 61.13/26.26  																						|
% 61.13/26.26  																						| Simplifying 365 yields:
% 61.13/26.26  																						| (128)  ~ (e2 = e0)
% 61.13/26.26  																						|
% 61.13/26.26  																						+-Applying beta-rule and splitting (228), into two cases.
% 61.13/26.26  																						|-Branch one:
% 61.13/26.26  																						| (335) all_0_48_48 = e2
% 61.13/26.26  																						|
% 61.13/26.26  																							| Equations (335) can reduce 810 to:
% 61.13/26.26  																							| (266) $false
% 61.13/26.26  																							|
% 61.13/26.26  																							|-The branch is then unsatisfiable
% 61.13/26.26  																						|-Branch two:
% 61.13/26.26  																						| (810)  ~ (all_0_48_48 = e2)
% 61.13/26.26  																						| (10218) all_0_48_48 = e4 | all_0_48_48 = e1 | all_0_48_48 = e0
% 61.13/26.26  																						|
% 61.13/26.26  																							+-Applying beta-rule and splitting (10218), into two cases.
% 61.13/26.26  																							|-Branch one:
% 61.13/26.26  																							| (943) all_0_48_48 = e4
% 61.13/26.26  																							|
% 61.13/26.26  																								| Equations (943) can reduce 254 to:
% 61.13/26.26  																								| (266) $false
% 61.13/26.26  																								|
% 61.13/26.26  																								|-The branch is then unsatisfiable
% 61.13/26.26  																							|-Branch two:
% 61.13/26.26  																							| (254)  ~ (all_0_48_48 = e4)
% 61.13/26.26  																							| (10222) all_0_48_48 = e1 | all_0_48_48 = e0
% 61.13/26.26  																							|
% 61.13/26.26  																								+-Applying beta-rule and splitting (10222), into two cases.
% 61.13/26.26  																								|-Branch one:
% 61.13/26.26  																								| (1279) all_0_48_48 = e0
% 61.13/26.26  																								|
% 61.13/26.26  																									| Equations (1279) can reduce 1283 to:
% 61.13/26.26  																									| (266) $false
% 61.13/26.26  																									|
% 61.13/26.26  																									|-The branch is then unsatisfiable
% 61.13/26.26  																								|-Branch two:
% 61.13/26.26  																								| (1283)  ~ (all_0_48_48 = e0)
% 61.13/26.26  																								| (615) all_0_48_48 = e1
% 61.13/26.26  																								|
% 61.13/26.26  																									| Equations (615) can reduce 114 to:
% 61.13/26.26  																									| (462)  ~ (all_0_47_47 = e1)
% 61.13/26.26  																									|
% 61.13/26.26  																									| Equations (615) can reduce 185 to:
% 61.13/26.26  																									| (1419)  ~ (all_0_49_49 = e1)
% 61.13/26.26  																									|
% 61.13/26.26  																									| Simplifying 1419 yields:
% 61.13/26.26  																									| (1064)  ~ (all_0_49_49 = e1)
% 61.13/26.26  																									|
% 61.13/26.26  																									| Equations (615) can reduce 254 to:
% 61.13/26.26  																									| (602)  ~ (e4 = e1)
% 61.13/26.26  																									|
% 61.13/26.26  																									| Simplifying 602 yields:
% 61.13/26.26  																									| (110)  ~ (e4 = e1)
% 61.13/26.26  																									|
% 61.13/26.26  																									| Equations (615) can reduce 810 to:
% 61.13/26.26  																									| (604)  ~ (e2 = e1)
% 61.13/26.26  																									|
% 61.13/26.26  																									| Simplifying 604 yields:
% 61.13/26.26  																									| (122)  ~ (e2 = e1)
% 61.13/26.26  																									|
% 61.13/26.26  																									| From (615) and (192) follows:
% 61.13/26.26  																									| (1612) op(e2, e1) = e1
% 61.13/26.26  																									|
% 61.13/26.26  																									+-Applying beta-rule and splitting (113), into two cases.
% 61.13/26.26  																									|-Branch one:
% 61.13/26.26  																									| (403) all_0_41_41 = e3
% 61.13/26.26  																									|
% 61.13/26.26  																										| Equations (403) can reduce 1898 to:
% 61.13/26.26  																										| (266) $false
% 61.13/26.26  																										|
% 61.13/26.26  																										|-The branch is then unsatisfiable
% 61.13/26.26  																									|-Branch two:
% 61.13/26.26  																									| (1898)  ~ (all_0_41_41 = e3)
% 61.13/26.26  																									| (1899) all_0_42_42 = e3 | all_0_44_44 = e3
% 61.13/26.26  																									|
% 61.13/26.26  																										+-Applying beta-rule and splitting (75), into two cases.
% 61.13/26.26  																										|-Branch one:
% 61.13/26.26  																										| (485) all_0_40_40 = e0
% 61.13/26.26  																										|
% 61.13/26.26  																											| Combining equations (485,313) yields a new equation:
% 61.13/26.26  																											| (330) e2 = e0
% 61.13/26.26  																											|
% 61.13/26.26  																											| Equations (330) can reduce 128 to:
% 61.13/26.26  																											| (266) $false
% 61.13/26.26  																											|
% 61.13/26.26  																											|-The branch is then unsatisfiable
% 61.13/26.26  																										|-Branch two:
% 61.13/26.26  																										| (1401)  ~ (all_0_40_40 = e0)
% 61.13/26.26  																										| (1748) all_0_44_44 = e0 | all_0_49_49 = e0 | all_0_58_58 = e0
% 61.13/26.26  																										|
% 61.13/26.26  																											| Equations (313) can reduce 1401 to:
% 61.13/26.26  																											| (128)  ~ (e2 = e0)
% 61.13/26.26  																											|
% 61.13/26.26  																											+-Applying beta-rule and splitting (184), into two cases.
% 61.13/26.26  																											|-Branch one:
% 61.13/26.26  																											| (538) all_0_46_46 = e0
% 61.13/26.26  																											|
% 61.13/26.26  																												| Combining equations (1794,538) yields a new equation:
% 61.13/26.26  																												| (391) e2 = e0
% 61.13/26.26  																												|
% 61.13/26.26  																												| Simplifying 391 yields:
% 61.13/26.26  																												| (330) e2 = e0
% 61.13/26.26  																												|
% 61.13/26.26  																												| Equations (330) can reduce 128 to:
% 61.13/26.26  																												| (266) $false
% 61.13/26.26  																												|
% 61.13/26.26  																												|-The branch is then unsatisfiable
% 61.13/26.26  																											|-Branch two:
% 61.13/26.26  																											| (831)  ~ (all_0_46_46 = e0)
% 61.13/26.26  																											| (832) all_0_47_47 = e0 | all_0_48_48 = e0 | all_0_49_49 = e0
% 61.13/26.26  																											|
% 61.13/26.26  																												+-Applying beta-rule and splitting (189), into two cases.
% 61.13/26.26  																												|-Branch one:
% 61.13/26.26  																												| (532) all_0_44_44 = e3
% 61.13/26.26  																												|
% 61.13/26.26  																													| Equations (532) can reduce 149 to:
% 61.13/26.26  																													| (1898)  ~ (all_0_41_41 = e3)
% 61.13/26.26  																													|
% 61.13/26.26  																													| Equations (532) can reduce 73 to:
% 61.13/26.26  																													| (405)  ~ (all_0_42_42 = e3)
% 61.13/26.26  																													|
% 61.13/26.26  																													| Equations (532) can reduce 9 to:
% 61.13/26.26  																													| (524)  ~ (all_0_49_49 = e3)
% 61.13/26.26  																													|
% 61.13/26.26  																													| Simplifying 524 yields:
% 61.13/26.26  																													| (525)  ~ (all_0_49_49 = e3)
% 61.13/26.26  																													|
% 61.13/26.26  																													| Equations (532) can reduce 147 to:
% 61.13/26.26  																													| (212)  ~ (e3 = e2)
% 61.13/26.26  																													|
% 61.13/26.26  																													| Equations (532) can reduce 639 to:
% 61.13/26.26  																													| (213)  ~ (e3 = e1)
% 61.13/26.26  																													|
% 61.13/26.26  																													| Equations (532) can reduce 360 to:
% 61.13/26.26  																													| (80)  ~ (e3 = e0)
% 61.13/26.26  																													|
% 61.13/26.26  																													+-Applying beta-rule and splitting (150), into two cases.
% 61.13/26.26  																													|-Branch one:
% 61.13/26.26  																													| (1378) all_0_40_40 = e4
% 61.13/26.26  																													|
% 61.13/26.26  																														| Combining equations (1378,313) yields a new equation:
% 61.13/26.26  																														| (322) e4 = e2
% 61.13/26.26  																														|
% 61.13/26.26  																														| Simplifying 322 yields:
% 61.13/26.26  																														| (323) e4 = e2
% 61.13/26.26  																														|
% 61.13/26.26  																														| Equations (323) can reduce 48 to:
% 61.13/26.26  																														| (266) $false
% 61.13/26.26  																														|
% 61.13/26.26  																														|-The branch is then unsatisfiable
% 61.13/26.26  																													|-Branch two:
% 61.13/26.26  																													| (447)  ~ (all_0_40_40 = e4)
% 61.13/26.26  																													| (2271) all_0_44_44 = e4 | all_0_49_49 = e4 | all_0_53_53 = e4 | all_0_58_58 = e4
% 61.13/26.26  																													|
% 61.13/26.26  																														+-Applying beta-rule and splitting (152), into two cases.
% 61.13/26.26  																														|-Branch one:
% 61.13/26.26  																														| (1392) all_0_42_42 = e4
% 61.13/26.26  																														|
% 61.13/26.26  																															| Equations (1392) can reduce 1890 to:
% 61.13/26.26  																															| (266) $false
% 61.13/26.26  																															|
% 61.13/26.26  																															|-The branch is then unsatisfiable
% 61.13/26.26  																														|-Branch two:
% 61.13/26.26  																														| (1890)  ~ (all_0_42_42 = e4)
% 61.13/26.26  																														| (1969) all_0_42_42 = e3 | all_0_42_42 = e1 | all_0_42_42 = e0
% 61.13/26.26  																														|
% 61.13/26.26  																															+-Applying beta-rule and splitting (1969), into two cases.
% 61.13/26.26  																															|-Branch one:
% 61.13/26.26  																															| (559) all_0_42_42 = e0
% 61.13/26.26  																															|
% 61.13/26.26  																																| Equations (559) can reduce 358 to:
% 61.13/26.26  																																| (266) $false
% 61.13/26.26  																																|
% 61.13/26.26  																																|-The branch is then unsatisfiable
% 61.13/26.26  																															|-Branch two:
% 61.13/26.26  																															| (358)  ~ (all_0_42_42 = e0)
% 61.13/26.26  																															| (2510) all_0_42_42 = e3 | all_0_42_42 = e1
% 61.13/26.26  																															|
% 61.13/26.26  																																+-Applying beta-rule and splitting (78), into two cases.
% 61.13/26.26  																																|-Branch one:
% 61.13/26.26  																																| (423) all_0_45_45 = e3
% 61.13/26.26  																																|
% 61.13/26.26  																																	| Combining equations (423,248) yields a new equation:
% 61.13/26.26  																																	| (425) e4 = e3
% 61.13/26.26  																																	|
% 61.13/26.26  																																	| Equations (425) can reduce 188 to:
% 61.13/26.26  																																	| (266) $false
% 61.13/26.26  																																	|
% 61.13/26.26  																																	|-The branch is then unsatisfiable
% 61.13/26.26  																																|-Branch two:
% 61.13/26.26  																																| (427)  ~ (all_0_45_45 = e3)
% 61.13/26.26  																																| (428) all_0_46_46 = e3 | all_0_47_47 = e3 | all_0_49_49 = e3
% 61.13/26.26  																																|
% 61.13/26.26  																																	+-Applying beta-rule and splitting (64), into two cases.
% 61.13/26.26  																																	|-Branch one:
% 61.13/26.26  																																	| (437) all_0_41_41 = e4
% 61.13/26.26  																																	|
% 61.13/26.26  																																		| Equations (437) can reduce 214 to:
% 61.13/26.26  																																		| (1901)  ~ (all_0_42_42 = e4)
% 61.13/26.26  																																		|
% 61.13/26.26  																																		| Simplifying 1901 yields:
% 61.13/26.26  																																		| (1890)  ~ (all_0_42_42 = e4)
% 61.13/26.26  																																		|
% 61.13/26.26  																																		| Equations (437) can reduce 357 to:
% 61.13/26.26  																																		| (49)  ~ (e4 = e0)
% 61.13/26.26  																																		|
% 61.13/26.26  																																		| From (437) and (219) follows:
% 61.13/26.26  																																		| (1913) op(e3, e3) = e4
% 61.13/26.26  																																		|
% 61.13/26.26  																																		+-Applying beta-rule and splitting (103), into two cases.
% 61.13/26.26  																																		|-Branch one:
% 61.13/26.26  																																		| (453) all_0_41_41 = e1
% 61.13/26.26  																																		|
% 61.13/26.26  																																			| Combining equations (453,437) yields a new equation:
% 61.13/26.26  																																			| (630) e4 = e1
% 61.13/26.26  																																			|
% 61.13/26.26  																																			| Equations (630) can reduce 110 to:
% 61.13/26.26  																																			| (266) $false
% 61.13/26.26  																																			|
% 61.13/26.26  																																			|-The branch is then unsatisfiable
% 61.13/26.26  																																		|-Branch two:
% 61.13/26.26  																																		| (457)  ~ (all_0_41_41 = e1)
% 61.13/26.26  																																		| (458) all_0_42_42 = e1 | all_0_43_43 = e1 | all_0_44_44 = e1
% 61.13/26.26  																																		|
% 61.13/26.26  																																			| Equations (437) can reduce 457 to:
% 61.13/26.26  																																			| (110)  ~ (e4 = e1)
% 61.13/26.26  																																			|
% 61.13/26.26  																																			+-Applying beta-rule and splitting (18), into two cases.
% 61.13/26.26  																																			|-Branch one:
% 61.13/26.26  																																			| (453) all_0_41_41 = e1
% 61.13/26.26  																																			|
% 61.13/26.26  																																				| Combining equations (453,437) yields a new equation:
% 61.13/26.26  																																				| (630) e4 = e1
% 61.13/26.26  																																				|
% 61.13/26.26  																																				| Equations (630) can reduce 110 to:
% 61.13/26.26  																																				| (266) $false
% 61.13/26.26  																																				|
% 61.13/26.26  																																				|-The branch is then unsatisfiable
% 61.13/26.26  																																			|-Branch two:
% 61.13/26.26  																																			| (457)  ~ (all_0_41_41 = e1)
% 61.13/26.26  																																			| (595) all_0_46_46 = e1 | all_0_50_50 = e1 | all_0_55_55 = e1
% 61.13/26.26  																																			|
% 61.13/26.26  																																				+-Applying beta-rule and splitting (595), into two cases.
% 61.13/26.26  																																				|-Branch one:
% 61.13/26.26  																																				| (545) all_0_46_46 = e1
% 61.13/26.26  																																				|
% 61.13/26.26  																																					| Combining equations (1794,545) yields a new equation:
% 61.13/26.26  																																					| (616) e2 = e1
% 61.13/26.26  																																					|
% 61.13/26.26  																																					| Simplifying 616 yields:
% 61.13/26.26  																																					| (617) e2 = e1
% 61.13/26.26  																																					|
% 61.13/26.26  																																					| Equations (617) can reduce 122 to:
% 61.13/26.26  																																					| (266) $false
% 61.13/26.26  																																					|
% 61.13/26.26  																																					|-The branch is then unsatisfiable
% 61.13/26.26  																																				|-Branch two:
% 61.13/26.26  																																				| (549)  ~ (all_0_46_46 = e1)
% 61.13/26.26  																																				| (600) all_0_50_50 = e1 | all_0_55_55 = e1
% 61.13/26.26  																																				|
% 61.13/26.26  																																					+-Applying beta-rule and splitting (428), into two cases.
% 61.13/26.26  																																					|-Branch one:
% 61.13/26.26  																																					| (1557) all_0_46_46 = e3
% 61.13/26.26  																																					|
% 61.13/26.26  																																						| Combining equations (1794,1557) yields a new equation:
% 61.13/26.26  																																						| (662) e3 = e2
% 61.13/26.26  																																						|
% 61.13/26.26  																																						| Equations (662) can reduce 212 to:
% 61.13/26.26  																																						| (266) $false
% 61.13/26.26  																																						|
% 61.13/26.26  																																						|-The branch is then unsatisfiable
% 61.13/26.26  																																					|-Branch two:
% 61.13/26.26  																																					| (409)  ~ (all_0_46_46 = e3)
% 61.13/26.26  																																					| (1561) all_0_47_47 = e3 | all_0_49_49 = e3
% 61.13/26.26  																																					|
% 61.13/26.26  																																						+-Applying beta-rule and splitting (600), into two cases.
% 61.13/26.26  																																						|-Branch one:
% 61.13/26.26  																																						| (601) all_0_50_50 = e1
% 61.13/26.26  																																						|
% 61.13/26.26  																																							| Combining equations (415,601) yields a new equation:
% 61.13/26.26  																																							| (454) e3 = e1
% 61.13/26.26  																																							|
% 61.13/26.26  																																							| Simplifying 454 yields:
% 61.13/26.26  																																							| (455) e3 = e1
% 61.13/26.26  																																							|
% 61.13/26.26  																																							| Equations (455) can reduce 213 to:
% 61.13/26.26  																																							| (266) $false
% 61.13/26.26  																																							|
% 61.13/26.26  																																							|-The branch is then unsatisfiable
% 61.13/26.26  																																						|-Branch two:
% 61.13/26.26  																																						| (759)  ~ (all_0_50_50 = e1)
% 61.13/26.26  																																						| (629) all_0_55_55 = e1
% 61.13/26.26  																																						|
% 61.13/26.26  																																							+-Applying beta-rule and splitting (131), into two cases.
% 61.13/26.26  																																							|-Branch one:
% 61.13/26.26  																																							| (459) all_0_42_42 = e1
% 61.13/26.26  																																							|
% 61.13/26.26  																																								| Equations (459) can reduce 1890 to:
% 61.13/26.26  																																								| (602)  ~ (e4 = e1)
% 61.13/26.26  																																								|
% 61.13/26.26  																																								| Simplifying 602 yields:
% 61.13/26.26  																																								| (110)  ~ (e4 = e1)
% 61.13/26.26  																																								|
% 61.13/26.26  																																								| Equations (459) can reduce 51 to:
% 61.13/26.26  																																								| (604)  ~ (e2 = e1)
% 61.13/26.26  																																								|
% 61.13/26.26  																																								| Simplifying 604 yields:
% 61.13/26.26  																																								| (122)  ~ (e2 = e1)
% 61.13/26.26  																																								|
% 61.13/26.26  																																								| Equations (459) can reduce 358 to:
% 61.13/26.26  																																								| (233)  ~ (e1 = e0)
% 61.13/26.26  																																								|
% 61.13/26.26  																																								| From (459) and (210) follows:
% 61.13/26.26  																																								| (470) op(e3, e2) = e1
% 61.13/26.26  																																								|
% 61.13/26.26  																																								+-Applying beta-rule and splitting (1561), into two cases.
% 61.13/26.26  																																								|-Branch one:
% 61.13/26.26  																																								| (522) all_0_47_47 = e3
% 61.13/26.26  																																								|
% 61.13/26.26  																																									| Equations (522) can reduce 91 to:
% 61.13/26.26  																																									| (271)  ~ (all_0_56_56 = e3)
% 61.13/26.26  																																									|
% 61.13/26.26  																																									| Simplifying 271 yields:
% 61.13/26.26  																																									| (272)  ~ (all_0_56_56 = e3)
% 61.13/26.26  																																									|
% 61.13/26.26  																																									| Equations (522) can reduce 252 to:
% 61.13/26.26  																																									| (277)  ~ (e4 = e3)
% 61.13/26.26  																																									|
% 61.13/26.26  																																									| Simplifying 277 yields:
% 61.13/26.26  																																									| (188)  ~ (e4 = e3)
% 61.13/26.26  																																									|
% 61.13/26.26  																																									| From (522) and (23) follows:
% 61.13/26.26  																																									| (531) op(e2, e2) = e3
% 61.13/26.26  																																									|
% 61.13/26.26  																																									+-Applying beta-rule and splitting (104), into two cases.
% 61.13/26.26  																																									|-Branch one:
% 61.13/26.26  																																									| (480) all_0_39_39 = e0
% 61.13/26.26  																																									|
% 61.13/26.26  																																										| Combining equations (480,471) yields a new equation:
% 61.13/26.26  																																										| (397) e4 = e0
% 61.13/26.26  																																										|
% 61.13/26.26  																																										| Equations (397) can reduce 49 to:
% 61.13/26.26  																																										| (266) $false
% 61.13/26.26  																																										|
% 61.13/26.26  																																										|-The branch is then unsatisfiable
% 61.13/26.26  																																									|-Branch two:
% 61.13/26.26  																																									| (484)  ~ (all_0_39_39 = e0)
% 61.13/26.26  																																									| (558) all_0_42_42 = e0 | all_0_47_47 = e0 | all_0_56_56 = e0
% 61.13/26.26  																																									|
% 61.13/26.26  																																										+-Applying beta-rule and splitting (171), into two cases.
% 61.13/26.26  																																										|-Branch one:
% 61.13/26.26  																																										| (265) all_0_54_54 = e4
% 61.13/26.26  																																										|
% 61.13/26.26  																																											| Combining equations (265,268) yields a new equation:
% 61.13/26.26  																																											| (424) e4 = e3
% 61.13/26.26  																																											|
% 61.13/26.26  																																											| Simplifying 424 yields:
% 61.13/26.26  																																											| (425) e4 = e3
% 61.13/26.26  																																											|
% 61.13/26.26  																																											| Equations (425) can reduce 188 to:
% 61.13/26.26  																																											| (266) $false
% 61.13/26.26  																																											|
% 61.13/26.26  																																											|-The branch is then unsatisfiable
% 61.13/26.26  																																										|-Branch two:
% 61.13/26.26  																																										| (258)  ~ (all_0_54_54 = e4)
% 61.13/26.26  																																										| (575) all_0_55_55 = e4 | all_0_56_56 = e4 | all_0_57_57 = e4 | all_0_58_58 = e4
% 61.13/26.26  																																										|
% 61.13/26.26  																																											| Equations (268) can reduce 258 to:
% 61.13/26.26  																																											| (277)  ~ (e4 = e3)
% 61.13/26.26  																																											|
% 61.13/26.26  																																											| Simplifying 277 yields:
% 61.13/26.26  																																											| (188)  ~ (e4 = e3)
% 61.13/26.26  																																											|
% 61.13/26.26  																																											+-Applying beta-rule and splitting (558), into two cases.
% 61.13/26.26  																																											|-Branch one:
% 61.13/26.26  																																											| (559) all_0_42_42 = e0
% 61.13/26.26  																																											|
% 61.13/26.26  																																												| Combining equations (459,559) yields a new equation:
% 61.13/26.26  																																												| (546) e1 = e0
% 61.13/26.26  																																												|
% 61.13/26.26  																																												| Simplifying 546 yields:
% 61.13/26.26  																																												| (431) e1 = e0
% 61.13/26.26  																																												|
% 61.13/26.26  																																												| Equations (431) can reduce 233 to:
% 61.13/26.26  																																												| (266) $false
% 61.13/26.26  																																												|
% 61.13/26.26  																																												|-The branch is then unsatisfiable
% 61.13/26.26  																																											|-Branch two:
% 61.13/26.26  																																											| (358)  ~ (all_0_42_42 = e0)
% 61.13/26.26  																																											| (563) all_0_47_47 = e0 | all_0_56_56 = e0
% 61.13/26.26  																																											|
% 61.13/26.26  																																												+-Applying beta-rule and splitting (832), into two cases.
% 61.13/26.26  																																												|-Branch one:
% 61.13/26.26  																																												| (674) all_0_47_47 = e0
% 61.13/26.26  																																												|
% 61.13/26.26  																																													| Combining equations (522,674) yields a new equation:
% 61.13/26.26  																																													| (675) e3 = e0
% 61.13/26.26  																																													|
% 61.13/26.26  																																													| Simplifying 675 yields:
% 61.13/26.26  																																													| (676) e3 = e0
% 61.13/26.26  																																													|
% 61.13/26.27  																																													| Equations (676) can reduce 80 to:
% 61.13/26.27  																																													| (266) $false
% 61.13/26.27  																																													|
% 61.13/26.27  																																													|-The branch is then unsatisfiable
% 61.13/26.27  																																												|-Branch two:
% 61.13/26.27  																																												| (678)  ~ (all_0_47_47 = e0)
% 61.13/26.27  																																												| (1278) all_0_48_48 = e0 | all_0_49_49 = e0
% 61.13/26.27  																																												|
% 61.13/26.27  																																													| Equations (522) can reduce 678 to:
% 61.13/26.27  																																													| (80)  ~ (e3 = e0)
% 61.13/26.27  																																													|
% 61.13/26.27  																																													+-Applying beta-rule and splitting (563), into two cases.
% 61.13/26.27  																																													|-Branch one:
% 61.13/26.27  																																													| (674) all_0_47_47 = e0
% 61.13/26.27  																																													|
% 61.13/26.27  																																														| Combining equations (522,674) yields a new equation:
% 61.13/26.27  																																														| (675) e3 = e0
% 61.13/26.27  																																														|
% 61.13/26.27  																																														| Simplifying 675 yields:
% 61.13/26.27  																																														| (676) e3 = e0
% 61.13/26.27  																																														|
% 61.13/26.27  																																														| Equations (676) can reduce 80 to:
% 61.13/26.27  																																														| (266) $false
% 61.13/26.27  																																														|
% 61.13/26.27  																																														|-The branch is then unsatisfiable
% 61.13/26.27  																																													|-Branch two:
% 61.13/26.27  																																													| (678)  ~ (all_0_47_47 = e0)
% 61.13/26.27  																																													| (679) all_0_56_56 = e0
% 61.13/26.27  																																													|
% 61.13/26.27  																																														| Equations (679) can reduce 44 to:
% 61.13/26.27  																																														| (490)  ~ (all_0_58_58 = e0)
% 61.13/26.27  																																														|
% 61.13/26.27  																																														| Simplifying 490 yields:
% 61.13/26.27  																																														| (491)  ~ (all_0_58_58 = e0)
% 61.13/26.27  																																														|
% 61.13/26.27  																																														| Equations (679) can reduce 272 to:
% 61.13/26.27  																																														| (541)  ~ (e3 = e0)
% 61.13/26.27  																																														|
% 61.13/26.27  																																														| Simplifying 541 yields:
% 61.13/26.27  																																														| (80)  ~ (e3 = e0)
% 61.13/26.27  																																														|
% 61.13/26.27  																																														+-Applying beta-rule and splitting (575), into two cases.
% 61.13/26.27  																																														|-Branch one:
% 61.13/26.27  																																														| (587) all_0_55_55 = e4
% 61.13/26.27  																																														|
% 61.13/26.27  																																															| Combining equations (629,587) yields a new equation:
% 61.13/26.27  																																															| (630) e4 = e1
% 61.13/26.27  																																															|
% 61.13/26.27  																																															| Equations (630) can reduce 110 to:
% 61.13/26.27  																																															| (266) $false
% 61.13/26.27  																																															|
% 61.13/26.27  																																															|-The branch is then unsatisfiable
% 61.13/26.27  																																														|-Branch two:
% 61.13/26.27  																																														| (763)  ~ (all_0_55_55 = e4)
% 61.13/26.27  																																														| (764) all_0_56_56 = e4 | all_0_57_57 = e4 | all_0_58_58 = e4
% 61.13/26.27  																																														|
% 61.13/26.27  																																															| Equations (629) can reduce 763 to:
% 61.13/26.27  																																															| (602)  ~ (e4 = e1)
% 61.13/26.27  																																															|
% 61.13/26.27  																																															| Simplifying 602 yields:
% 61.13/26.27  																																															| (110)  ~ (e4 = e1)
% 61.13/26.27  																																															|
% 61.13/26.27  																																															+-Applying beta-rule and splitting (1748), into two cases.
% 61.13/26.27  																																															|-Branch one:
% 61.13/26.27  																																															| (1414) all_0_44_44 = e0
% 61.13/26.27  																																															|
% 61.13/26.27  																																																| Combining equations (532,1414) yields a new equation:
% 61.13/26.27  																																																| (675) e3 = e0
% 61.13/26.27  																																																|
% 61.13/26.27  																																																| Simplifying 675 yields:
% 61.13/26.27  																																																| (676) e3 = e0
% 61.13/26.27  																																																|
% 61.13/26.27  																																																| Equations (676) can reduce 80 to:
% 61.13/26.27  																																																| (266) $false
% 61.13/26.27  																																																|
% 61.13/26.27  																																																|-The branch is then unsatisfiable
% 61.13/26.27  																																															|-Branch two:
% 61.13/26.27  																																															| (360)  ~ (all_0_44_44 = e0)
% 61.13/26.27  																																															| (1760) all_0_49_49 = e0 | all_0_58_58 = e0
% 61.13/26.27  																																															|
% 61.13/26.27  																																																+-Applying beta-rule and splitting (2271), into two cases.
% 61.13/26.27  																																																|-Branch one:
% 61.13/26.27  																																																| (446) all_0_44_44 = e4
% 61.13/26.27  																																																|
% 61.13/26.27  																																																	| Combining equations (532,446) yields a new equation:
% 61.13/26.27  																																																	| (425) e4 = e3
% 61.13/26.27  																																																	|
% 61.13/26.27  																																																	| Equations (425) can reduce 188 to:
% 61.13/26.27  																																																	| (266) $false
% 61.13/26.27  																																																	|
% 61.13/26.27  																																																	|-The branch is then unsatisfiable
% 61.13/26.27  																																																|-Branch two:
% 61.13/26.27  																																																| (1390)  ~ (all_0_44_44 = e4)
% 61.13/26.27  																																																| (7998) all_0_49_49 = e4 | all_0_53_53 = e4 | all_0_58_58 = e4
% 61.13/26.27  																																																|
% 61.13/26.27  																																																	+-Applying beta-rule and splitting (1760), into two cases.
% 61.13/26.27  																																																	|-Branch one:
% 61.13/26.27  																																																	| (978) all_0_49_49 = e0
% 61.13/26.27  																																																	|
% 61.13/26.27  																																																		| Equations (978) can reduce 256 to:
% 61.13/26.27  																																																		| (401)  ~ (e4 = e0)
% 61.13/26.27  																																																		|
% 61.13/26.27  																																																		| Simplifying 401 yields:
% 61.13/26.27  																																																		| (49)  ~ (e4 = e0)
% 61.13/26.27  																																																		|
% 61.13/26.27  																																																		| Equations (978) can reduce 1064 to:
% 61.13/26.27  																																																		| (435)  ~ (e1 = e0)
% 61.13/26.27  																																																		|
% 61.13/26.27  																																																		| Simplifying 435 yields:
% 61.13/26.27  																																																		| (233)  ~ (e1 = e0)
% 61.13/26.27  																																																		|
% 61.13/26.27  																																																		+-Applying beta-rule and splitting (7998), into two cases.
% 61.13/26.27  																																																		|-Branch one:
% 61.13/26.27  																																																		| (974) all_0_49_49 = e4
% 61.13/26.27  																																																		|
% 61.13/26.27  																																																			| Combining equations (978,974) yields a new equation:
% 61.13/26.27  																																																			| (397) e4 = e0
% 61.13/26.27  																																																			|
% 61.13/26.27  																																																			| Equations (397) can reduce 49 to:
% 61.13/26.27  																																																			| (266) $false
% 61.13/26.27  																																																			|
% 61.13/26.27  																																																			|-The branch is then unsatisfiable
% 61.13/26.27  																																																		|-Branch two:
% 61.13/26.27  																																																		| (256)  ~ (all_0_49_49 = e4)
% 61.13/26.27  																																																		| (8013) all_0_53_53 = e4 | all_0_58_58 = e4
% 61.13/26.27  																																																		|
% 61.13/26.27  																																																			+-Applying beta-rule and splitting (8013), into two cases.
% 61.13/26.27  																																																			|-Branch one:
% 61.13/26.27  																																																			| (1298) all_0_53_53 = e4
% 61.13/26.27  																																																			|
% 61.13/26.27  																																																				| Combining equations (1208,1298) yields a new equation:
% 61.13/26.27  																																																				| (630) e4 = e1
% 61.13/26.27  																																																				|
% 61.13/26.27  																																																				| Equations (630) can reduce 110 to:
% 61.13/26.27  																																																				| (266) $false
% 61.13/26.27  																																																				|
% 61.13/26.27  																																																				|-The branch is then unsatisfiable
% 61.13/26.27  																																																			|-Branch two:
% 61.13/26.27  																																																			| (1453)  ~ (all_0_53_53 = e4)
% 61.13/26.27  																																																			| (910) all_0_58_58 = e4
% 61.13/26.27  																																																			|
% 61.13/26.27  																																																				| From (910) and (245) follows:
% 61.13/26.27  																																																				| (2661) op(e0, e0) = e4
% 61.13/26.27  																																																				|
% 61.13/26.27  																																																				+-Applying beta-rule and splitting (56), into two cases.
% 61.13/26.27  																																																				|-Branch one:
% 61.13/26.27  																																																				| (696) unit = e2
% 61.13/26.27  																																																				|
% 61.13/26.27  																																																					| From (696) and (40) follows:
% 61.13/26.27  																																																					| (4285) op(e3, e2) = e3
% 61.13/26.27  																																																					|
% 61.13/26.27  																																																					| From (696) and (32) follows:
% 61.13/26.27  																																																					| (698) op(e2, e2) = e2
% 61.13/26.27  																																																					|
% 61.13/26.27  																																																					| Instantiating formula (29) with e3, e2, e3, e1 and discharging atoms op(e3, e2) = e3, op(e3, e2) = e1, yields:
% 61.13/26.27  																																																					| (455) e3 = e1
% 61.13/26.27  																																																					|
% 61.13/26.27  																																																					| Instantiating formula (29) with e2, e2, e2, e3 and discharging atoms op(e2, e2) = e3, op(e2, e2) = e2, yields:
% 61.13/26.27  																																																					| (662) e3 = e2
% 61.13/26.27  																																																					|
% 61.13/26.27  																																																					| Combining equations (455,662) yields a new equation:
% 61.13/26.27  																																																					| (617) e2 = e1
% 61.13/26.27  																																																					|
% 61.13/26.27  																																																					| Equations (617) can reduce 122 to:
% 61.13/26.27  																																																					| (266) $false
% 61.13/26.27  																																																					|
% 61.13/26.27  																																																					|-The branch is then unsatisfiable
% 61.13/26.27  																																																				|-Branch two:
% 61.13/26.27  																																																				| (707)  ~ (unit = e2)
% 61.13/26.27  																																																				| (708) unit = e4 | unit = e3 | unit = e1 | unit = e0
% 61.13/26.27  																																																				|
% 61.13/26.27  																																																					+-Applying beta-rule and splitting (708), into two cases.
% 61.13/26.27  																																																					|-Branch one:
% 61.13/26.27  																																																					| (709) unit = e4
% 61.13/26.27  																																																					|
% 61.13/26.27  																																																						| From (709) and (211) follows:
% 61.13/26.27  																																																						| (22527) op(e4, e1) = e1
% 61.13/26.27  																																																						|
% 61.13/26.27  																																																						| From (709) and (209) follows:
% 61.13/26.27  																																																						| (3072) op(e4, e0) = e0
% 61.13/26.27  																																																						|
% 61.13/26.27  																																																						| From (709) and (40) follows:
% 61.13/26.27  																																																						| (711) op(e3, e4) = e3
% 61.13/26.27  																																																						|
% 61.13/26.27  																																																						| Instantiating formula (29) with e4, e1, e1, e3 and discharging atoms op(e4, e1) = e3, op(e4, e1) = e1, yields:
% 61.13/26.27  																																																						| (455) e3 = e1
% 61.13/26.27  																																																						|
% 61.13/26.27  																																																						| Instantiating formula (29) with e4, e0, e0, e2 and discharging atoms op(e4, e0) = e2, op(e4, e0) = e0, yields:
% 61.13/26.27  																																																						| (330) e2 = e0
% 61.13/26.27  																																																						|
% 61.13/26.27  																																																						| Instantiating formula (29) with e3, e4, e3, e2 and discharging atoms op(e3, e4) = e3, op(e3, e4) = e2, yields:
% 61.13/26.27  																																																						| (662) e3 = e2
% 61.13/26.27  																																																						|
% 61.13/26.27  																																																						| Combining equations (662,455) yields a new equation:
% 61.13/26.27  																																																						| (616) e2 = e1
% 61.13/26.27  																																																						|
% 61.13/26.27  																																																						| Simplifying 616 yields:
% 61.13/26.27  																																																						| (617) e2 = e1
% 61.13/26.27  																																																						|
% 61.13/26.27  																																																						| Combining equations (330,617) yields a new equation:
% 61.13/26.27  																																																						| (431) e1 = e0
% 61.13/26.27  																																																						|
% 61.13/26.27  																																																						| Equations (431) can reduce 233 to:
% 61.13/26.27  																																																						| (266) $false
% 61.13/26.27  																																																						|
% 61.13/26.27  																																																						|-The branch is then unsatisfiable
% 61.13/26.27  																																																					|-Branch two:
% 61.13/26.27  																																																					| (724)  ~ (unit = e4)
% 61.13/26.27  																																																					| (725) unit = e3 | unit = e1 | unit = e0
% 61.13/26.27  																																																					|
% 61.13/26.27  																																																						+-Applying beta-rule and splitting (725), into two cases.
% 61.13/26.27  																																																						|-Branch one:
% 61.13/26.27  																																																						| (726) unit = e0
% 61.13/26.27  																																																						|
% 61.13/26.27  																																																							| From (726) and (211) follows:
% 61.13/26.27  																																																							| (15180) op(e0, e1) = e1
% 61.13/26.27  																																																							|
% 61.13/26.27  																																																							| From (726) and (227) follows:
% 61.13/26.27  																																																							| (3205) op(e4, e0) = e4
% 61.13/26.27  																																																							|
% 61.13/26.27  																																																							| From (726) and (42) follows:
% 61.13/26.27  																																																							| (728) op(e0, e0) = e0
% 61.13/26.27  																																																							|
% 61.13/26.27  																																																							| Instantiating formula (29) with e4, e0, e4, e2 and discharging atoms op(e4, e0) = e4, op(e4, e0) = e2, yields:
% 61.13/26.27  																																																							| (323) e4 = e2
% 61.13/26.27  																																																							|
% 61.13/26.27  																																																							| Instantiating formula (29) with e0, e1, e1, e2 and discharging atoms op(e0, e1) = e2, op(e0, e1) = e1, yields:
% 61.13/26.27  																																																							| (617) e2 = e1
% 61.13/26.27  																																																							|
% 61.13/26.27  																																																							| Instantiating formula (29) with e0, e0, e0, e4 and discharging atoms op(e0, e0) = e4, op(e0, e0) = e0, yields:
% 61.13/26.27  																																																							| (397) e4 = e0
% 61.13/26.27  																																																							|
% 61.13/26.27  																																																							| Combining equations (323,397) yields a new equation:
% 61.13/26.27  																																																							| (391) e2 = e0
% 61.13/26.27  																																																							|
% 61.13/26.27  																																																							| Simplifying 391 yields:
% 61.13/26.27  																																																							| (330) e2 = e0
% 61.13/26.27  																																																							|
% 61.13/26.27  																																																							| Combining equations (617,330) yields a new equation:
% 61.13/26.27  																																																							| (546) e1 = e0
% 61.13/26.27  																																																							|
% 61.13/26.27  																																																							| Simplifying 546 yields:
% 61.13/26.27  																																																							| (431) e1 = e0
% 61.13/26.27  																																																							|
% 61.13/26.27  																																																							| Equations (431) can reduce 233 to:
% 61.13/26.27  																																																							| (266) $false
% 61.13/26.27  																																																							|
% 61.13/26.27  																																																							|-The branch is then unsatisfiable
% 61.13/26.27  																																																						|-Branch two:
% 61.13/26.27  																																																						| (734)  ~ (unit = e0)
% 61.13/26.27  																																																						| (735) unit = e3 | unit = e1
% 61.13/26.27  																																																						|
% 61.13/26.27  																																																							+-Applying beta-rule and splitting (735), into two cases.
% 61.13/26.27  																																																							|-Branch one:
% 61.13/26.27  																																																							| (736) unit = e1
% 61.13/26.27  																																																							|
% 61.13/26.27  																																																								| Equations (736) can reduce 734 to:
% 61.13/26.27  																																																								| (233)  ~ (e1 = e0)
% 61.13/26.27  																																																								|
% 61.13/26.27  																																																								| From (736) and (32) follows:
% 61.13/26.27  																																																								| (347) op(e2, e1) = e2
% 61.13/26.27  																																																								|
% 61.13/26.27  																																																								| From (736) and (42) follows:
% 61.13/26.27  																																																								| (3221) op(e0, e1) = e0
% 61.13/26.27  																																																								|
% 61.13/26.27  																																																								| Instantiating formula (29) with e2, e1, e2, e1 and discharging atoms op(e2, e1) = e2, op(e2, e1) = e1, yields:
% 61.13/26.27  																																																								| (617) e2 = e1
% 61.13/26.27  																																																								|
% 61.13/26.27  																																																								| Instantiating formula (29) with e0, e1, e0, e2 and discharging atoms op(e0, e1) = e2, op(e0, e1) = e0, yields:
% 61.13/26.27  																																																								| (330) e2 = e0
% 61.13/26.27  																																																								|
% 61.13/26.27  																																																								| Combining equations (617,330) yields a new equation:
% 61.13/26.27  																																																								| (546) e1 = e0
% 61.13/26.27  																																																								|
% 61.13/26.27  																																																								| Simplifying 546 yields:
% 61.13/26.27  																																																								| (431) e1 = e0
% 61.13/26.27  																																																								|
% 61.13/26.27  																																																								| Equations (431) can reduce 233 to:
% 61.13/26.27  																																																								| (266) $false
% 61.13/26.27  																																																								|
% 61.13/26.27  																																																								|-The branch is then unsatisfiable
% 61.13/26.27  																																																							|-Branch two:
% 61.13/26.27  																																																							| (748)  ~ (unit = e1)
% 61.13/26.27  																																																							| (749) unit = e3
% 61.13/26.27  																																																							|
% 61.13/26.27  																																																								| From (749) and (227) follows:
% 61.13/26.27  																																																								| (22570) op(e4, e3) = e4
% 61.13/26.27  																																																								|
% 61.13/26.27  																																																								| From (749) and (40) follows:
% 61.13/26.27  																																																								| (3715) op(e3, e3) = e3
% 61.13/26.27  																																																								|
% 61.13/26.27  																																																								| From (749) and (28) follows:
% 61.13/26.27  																																																								| (2235) op(e1, e3) = e1
% 61.13/26.27  																																																								|
% 61.13/26.27  																																																								| Instantiating formula (29) with e4, e3, e4, e0 and discharging atoms op(e4, e3) = e4, op(e4, e3) = e0, yields:
% 61.13/26.27  																																																								| (397) e4 = e0
% 61.13/26.27  																																																								|
% 61.13/26.27  																																																								| Instantiating formula (29) with e3, e3, e3, e4 and discharging atoms op(e3, e3) = e4, op(e3, e3) = e3, yields:
% 61.13/26.27  																																																								| (425) e4 = e3
% 61.13/26.27  																																																								|
% 61.13/26.27  																																																								| Instantiating formula (29) with e1, e3, e1, e3 and discharging atoms op(e1, e3) = e3, op(e1, e3) = e1, yields:
% 61.13/26.27  																																																								| (455) e3 = e1
% 61.13/26.27  																																																								|
% 61.13/26.27  																																																								| Combining equations (397,425) yields a new equation:
% 61.13/26.27  																																																								| (676) e3 = e0
% 61.13/26.27  																																																								|
% 61.13/26.27  																																																								| Combining equations (676,455) yields a new equation:
% 61.13/26.27  																																																								| (431) e1 = e0
% 61.13/26.27  																																																								|
% 61.13/26.27  																																																								| Equations (431) can reduce 233 to:
% 61.13/26.27  																																																								| (266) $false
% 61.13/26.27  																																																								|
% 61.13/26.27  																																																								|-The branch is then unsatisfiable
% 61.13/26.27  																																																	|-Branch two:
% 61.13/26.27  																																																	| (487)  ~ (all_0_49_49 = e0)
% 61.13/26.27  																																																	| (914) all_0_58_58 = e0
% 61.13/26.27  																																																	|
% 61.13/26.27  																																																		| Equations (914) can reduce 491 to:
% 61.13/26.27  																																																		| (266) $false
% 61.13/26.27  																																																		|
% 61.13/26.27  																																																		|-The branch is then unsatisfiable
% 61.13/26.27  																																								|-Branch two:
% 61.13/26.27  																																								| (1091)  ~ (all_0_47_47 = e3)
% 61.13/26.27  																																								| (884) all_0_49_49 = e3
% 61.13/26.27  																																								|
% 61.13/26.27  																																									| Equations (884) can reduce 525 to:
% 61.13/26.27  																																									| (266) $false
% 61.13/26.27  																																									|
% 61.13/26.27  																																									|-The branch is then unsatisfiable
% 61.13/26.27  																																							|-Branch two:
% 61.13/26.27  																																							| (1380)  ~ (all_0_42_42 = e1)
% 61.13/26.27  																																							| (3259) all_0_47_47 = e1 | all_0_51_51 = e1 | all_0_56_56 = e1
% 61.13/26.27  																																							|
% 61.13/26.27  																																								+-Applying beta-rule and splitting (1561), into two cases.
% 61.13/26.27  																																								|-Branch one:
% 61.13/26.27  																																								| (522) all_0_47_47 = e3
% 61.13/26.27  																																								|
% 61.13/26.27  																																									| Equations (522) can reduce 198 to:
% 61.13/26.27  																																									| (405)  ~ (all_0_42_42 = e3)
% 61.13/26.27  																																									|
% 61.13/26.27  																																									+-Applying beta-rule and splitting (2510), into two cases.
% 61.13/26.27  																																									|-Branch one:
% 61.13/26.27  																																									| (459) all_0_42_42 = e1
% 61.13/26.27  																																									|
% 61.13/26.27  																																										| Equations (459) can reduce 1380 to:
% 61.13/26.27  																																										| (266) $false
% 61.13/26.27  																																										|
% 61.13/26.27  																																										|-The branch is then unsatisfiable
% 61.13/26.27  																																									|-Branch two:
% 61.13/26.27  																																									| (1380)  ~ (all_0_42_42 = e1)
% 61.13/26.27  																																									| (516) all_0_42_42 = e3
% 61.13/26.27  																																									|
% 61.13/26.27  																																										| Equations (516) can reduce 405 to:
% 61.13/26.27  																																										| (266) $false
% 61.13/26.27  																																										|
% 61.13/26.27  																																										|-The branch is then unsatisfiable
% 61.13/26.27  																																								|-Branch two:
% 61.13/26.27  																																								| (1091)  ~ (all_0_47_47 = e3)
% 61.13/26.27  																																								| (884) all_0_49_49 = e3
% 61.13/26.27  																																								|
% 61.13/26.27  																																									| Equations (884) can reduce 525 to:
% 61.13/26.27  																																									| (266) $false
% 61.13/26.27  																																									|
% 61.13/26.27  																																									|-The branch is then unsatisfiable
% 61.13/26.27  																																	|-Branch two:
% 61.13/26.27  																																	| (440)  ~ (all_0_41_41 = e4)
% 61.13/26.27  																																	| (441) all_0_42_42 = e4 | all_0_43_43 = e4 | all_0_44_44 = e4
% 61.13/26.27  																																	|
% 61.13/26.27  																																		+-Applying beta-rule and splitting (180), into two cases.
% 61.13/26.27  																																		|-Branch one:
% 61.13/26.27  																																		| (516) all_0_42_42 = e3
% 61.13/26.27  																																		|
% 61.13/26.27  																																			| Equations (516) can reduce 405 to:
% 61.13/26.27  																																			| (266) $false
% 61.13/26.27  																																			|
% 61.13/26.27  																																			|-The branch is then unsatisfiable
% 61.13/26.27  																																		|-Branch two:
% 61.13/26.27  																																		| (405)  ~ (all_0_42_42 = e3)
% 61.13/26.27  																																		| (521) all_0_47_47 = e3 | all_0_51_51 = e3 | all_0_56_56 = e3
% 61.13/26.27  																																		|
% 61.13/26.27  																																			+-Applying beta-rule and splitting (27), into two cases.
% 61.13/26.27  																																			|-Branch one:
% 61.13/26.27  																																			| (437) all_0_41_41 = e4
% 61.13/26.27  																																			|
% 61.13/26.27  																																				| Equations (437) can reduce 440 to:
% 61.13/26.27  																																				| (266) $false
% 61.13/26.27  																																				|
% 61.13/26.27  																																				|-The branch is then unsatisfiable
% 61.13/26.27  																																			|-Branch two:
% 61.13/26.27  																																			| (440)  ~ (all_0_41_41 = e4)
% 61.13/26.27  																																			| (4049) all_0_41_41 = e3 | all_0_41_41 = e1 | all_0_41_41 = e0
% 61.13/26.27  																																			|
% 61.13/26.27  																																				+-Applying beta-rule and splitting (428), into two cases.
% 61.13/26.27  																																				|-Branch one:
% 61.13/26.27  																																				| (1557) all_0_46_46 = e3
% 61.13/26.27  																																				|
% 61.13/26.27  																																					| Combining equations (1794,1557) yields a new equation:
% 61.13/26.27  																																					| (662) e3 = e2
% 61.13/26.27  																																					|
% 61.13/26.27  																																					| Equations (662) can reduce 212 to:
% 61.13/26.27  																																					| (266) $false
% 61.13/26.27  																																					|
% 61.13/26.27  																																					|-The branch is then unsatisfiable
% 61.13/26.27  																																				|-Branch two:
% 61.13/26.27  																																				| (409)  ~ (all_0_46_46 = e3)
% 61.13/26.27  																																				| (1561) all_0_47_47 = e3 | all_0_49_49 = e3
% 61.13/26.27  																																				|
% 61.13/26.27  																																					| Equations (1794) can reduce 409 to:
% 61.13/26.28  																																					| (626)  ~ (e3 = e2)
% 61.13/26.28  																																					|
% 61.13/26.28  																																					| Simplifying 626 yields:
% 61.13/26.28  																																					| (212)  ~ (e3 = e2)
% 61.13/26.28  																																					|
% 61.13/26.28  																																					+-Applying beta-rule and splitting (4049), into two cases.
% 61.13/26.28  																																					|-Branch one:
% 61.13/26.28  																																					| (794) all_0_41_41 = e0
% 61.13/26.28  																																					|
% 61.13/26.28  																																						| Equations (794) can reduce 357 to:
% 61.13/26.28  																																						| (266) $false
% 61.13/26.28  																																						|
% 61.13/26.28  																																						|-The branch is then unsatisfiable
% 61.13/26.28  																																					|-Branch two:
% 61.13/26.28  																																					| (357)  ~ (all_0_41_41 = e0)
% 61.13/26.28  																																					| (4053) all_0_41_41 = e3 | all_0_41_41 = e1
% 61.13/26.28  																																					|
% 61.13/26.28  																																						+-Applying beta-rule and splitting (4053), into two cases.
% 61.13/26.28  																																						|-Branch one:
% 61.13/26.28  																																						| (453) all_0_41_41 = e1
% 61.13/26.28  																																						|
% 61.13/26.28  																																							| Equations (453) can reduce 191 to:
% 61.13/26.28  																																							| (2331)  ~ (all_0_55_55 = e1)
% 61.13/26.28  																																							|
% 61.13/26.28  																																							| Simplifying 2331 yields:
% 61.13/26.28  																																							| (632)  ~ (all_0_55_55 = e1)
% 61.13/26.28  																																							|
% 61.13/26.28  																																							| Equations (453) can reduce 85 to:
% 61.13/26.28  																																							| (604)  ~ (e2 = e1)
% 61.13/26.28  																																							|
% 61.13/26.28  																																							| Simplifying 604 yields:
% 61.13/26.28  																																							| (122)  ~ (e2 = e1)
% 61.13/26.28  																																							|
% 61.13/26.28  																																							+-Applying beta-rule and splitting (521), into two cases.
% 61.13/26.28  																																							|-Branch one:
% 61.13/26.28  																																							| (522) all_0_47_47 = e3
% 61.13/26.28  																																							|
% 61.13/26.28  																																								| Equations (522) can reduce 198 to:
% 61.13/26.28  																																								| (405)  ~ (all_0_42_42 = e3)
% 61.13/26.28  																																								|
% 61.13/26.28  																																								+-Applying beta-rule and splitting (216), into two cases.
% 61.13/26.28  																																								|-Branch one:
% 61.13/26.28  																																								| (629) all_0_55_55 = e1
% 61.13/26.28  																																								|
% 61.13/26.28  																																									| Equations (629) can reduce 632 to:
% 61.13/26.28  																																									| (266) $false
% 61.13/26.28  																																									|
% 61.13/26.28  																																									|-The branch is then unsatisfiable
% 61.13/26.28  																																								|-Branch two:
% 61.13/26.28  																																								| (632)  ~ (all_0_55_55 = e1)
% 61.13/26.28  																																								| (633) all_0_56_56 = e1 | all_0_57_57 = e1 | all_0_58_58 = e1
% 61.13/26.28  																																								|
% 61.13/26.28  																																									+-Applying beta-rule and splitting (633), into two cases.
% 61.13/26.28  																																									|-Branch one:
% 61.13/26.28  																																									| (1569) all_0_56_56 = e1
% 61.13/26.28  																																									|
% 61.13/26.28  																																										| Equations (1569) can reduce 236 to:
% 61.13/26.28  																																										| (1380)  ~ (all_0_42_42 = e1)
% 61.13/26.28  																																										|
% 61.13/26.28  																																										+-Applying beta-rule and splitting (2510), into two cases.
% 61.13/26.28  																																										|-Branch one:
% 61.13/26.28  																																										| (459) all_0_42_42 = e1
% 61.13/26.28  																																										|
% 61.13/26.28  																																											| Equations (459) can reduce 1380 to:
% 61.13/26.28  																																											| (266) $false
% 61.13/26.28  																																											|
% 61.13/26.28  																																											|-The branch is then unsatisfiable
% 61.13/26.28  																																										|-Branch two:
% 61.13/26.28  																																										| (1380)  ~ (all_0_42_42 = e1)
% 61.13/26.28  																																										| (516) all_0_42_42 = e3
% 61.13/26.28  																																										|
% 61.13/26.28  																																											| Equations (516) can reduce 405 to:
% 61.13/26.28  																																											| (266) $false
% 61.13/26.28  																																											|
% 61.13/26.28  																																											|-The branch is then unsatisfiable
% 61.13/26.28  																																									|-Branch two:
% 61.13/26.28  																																									| (466)  ~ (all_0_56_56 = e1)
% 61.13/26.28  																																									| (1574) all_0_57_57 = e1 | all_0_58_58 = e1
% 61.13/26.28  																																									|
% 61.13/26.28  																																										+-Applying beta-rule and splitting (1574), into two cases.
% 61.13/26.28  																																										|-Branch one:
% 61.13/26.28  																																										| (647) all_0_57_57 = e1
% 61.13/26.28  																																										|
% 61.13/26.28  																																											| Combining equations (647,442) yields a new equation:
% 61.13/26.28  																																											| (617) e2 = e1
% 61.13/26.28  																																											|
% 61.13/26.28  																																											| Equations (617) can reduce 122 to:
% 61.13/26.28  																																											| (266) $false
% 61.13/26.28  																																											|
% 61.13/26.28  																																											|-The branch is then unsatisfiable
% 61.13/26.28  																																										|-Branch two:
% 61.13/26.28  																																										| (1670)  ~ (all_0_57_57 = e1)
% 61.13/26.28  																																										| (918) all_0_58_58 = e1
% 61.13/26.28  																																										|
% 61.13/26.28  																																											| Equations (918) can reduce 880 to:
% 61.13/26.28  																																											| (266) $false
% 61.13/26.28  																																											|
% 61.13/26.28  																																											|-The branch is then unsatisfiable
% 61.13/26.28  																																							|-Branch two:
% 61.13/26.28  																																							| (1091)  ~ (all_0_47_47 = e3)
% 61.13/26.28  																																							| (1092) all_0_51_51 = e3 | all_0_56_56 = e3
% 61.13/26.28  																																							|
% 61.13/26.28  																																								+-Applying beta-rule and splitting (1092), into two cases.
% 61.13/26.28  																																								|-Branch one:
% 61.13/26.28  																																								| (660) all_0_51_51 = e3
% 61.13/26.28  																																								|
% 61.13/26.28  																																									| Combining equations (504,660) yields a new equation:
% 61.13/26.28  																																									| (662) e3 = e2
% 61.13/26.28  																																									|
% 61.13/26.28  																																									| Equations (662) can reduce 212 to:
% 61.13/26.28  																																									| (266) $false
% 61.13/26.28  																																									|
% 61.13/26.28  																																									|-The branch is then unsatisfiable
% 61.13/26.28  																																								|-Branch two:
% 61.13/26.28  																																								| (664)  ~ (all_0_51_51 = e3)
% 61.13/26.28  																																								| (1097) all_0_56_56 = e3
% 61.13/26.28  																																								|
% 61.13/26.28  																																									| Equations (1097) can reduce 272 to:
% 61.13/26.28  																																									| (266) $false
% 61.13/26.28  																																									|
% 61.13/26.28  																																									|-The branch is then unsatisfiable
% 61.13/26.28  																																						|-Branch two:
% 61.13/26.28  																																						| (457)  ~ (all_0_41_41 = e1)
% 61.13/26.28  																																						| (403) all_0_41_41 = e3
% 61.13/26.28  																																						|
% 61.13/26.28  																																							| Equations (403) can reduce 1898 to:
% 61.13/26.28  																																							| (266) $false
% 61.13/26.28  																																							|
% 61.13/26.28  																																							|-The branch is then unsatisfiable
% 61.13/26.28  																												|-Branch two:
% 61.13/26.28  																												| (407)  ~ (all_0_44_44 = e3)
% 61.13/26.28  																												| (537) all_0_49_49 = e3 | all_0_53_53 = e3 | all_0_58_58 = e3
% 61.13/26.28  																												|
% 61.13/26.28  																													+-Applying beta-rule and splitting (537), into two cases.
% 61.13/26.28  																													|-Branch one:
% 61.13/26.28  																													| (884) all_0_49_49 = e3
% 61.13/26.28  																													|
% 61.13/26.28  																														| Equations (884) can reduce 86 to:
% 61.13/26.28  																														| (1091)  ~ (all_0_47_47 = e3)
% 61.13/26.28  																														|
% 61.13/26.28  																														| Equations (884) can reduce 119 to:
% 61.13/26.28  																														| (275)  ~ (all_0_58_58 = e3)
% 61.13/26.28  																														|
% 61.13/26.28  																														| Simplifying 275 yields:
% 61.13/26.28  																														| (276)  ~ (all_0_58_58 = e3)
% 61.13/26.28  																														|
% 61.13/26.28  																														| Equations (884) can reduce 340 to:
% 61.13/26.28  																														| (212)  ~ (e3 = e2)
% 61.13/26.28  																														|
% 61.13/26.28  																														| Equations (884) can reduce 1064 to:
% 61.13/26.28  																														| (213)  ~ (e3 = e1)
% 61.13/26.28  																														|
% 61.13/26.28  																														| From (884) and (55) follows:
% 61.13/26.28  																														| (1581) op(e2, e0) = e3
% 61.13/26.28  																														|
% 61.13/26.28  																														+-Applying beta-rule and splitting (180), into two cases.
% 61.13/26.28  																														|-Branch one:
% 61.13/26.28  																														| (516) all_0_42_42 = e3
% 61.13/26.28  																														|
% 61.13/26.28  																															| Equations (516) can reduce 73 to:
% 61.13/26.28  																															| (406)  ~ (all_0_44_44 = e3)
% 61.13/26.28  																															|
% 61.13/26.28  																															| Simplifying 406 yields:
% 61.13/26.28  																															| (407)  ~ (all_0_44_44 = e3)
% 61.13/26.28  																															|
% 61.13/26.28  																															| Equations (516) can reduce 198 to:
% 61.13/26.28  																															| (2538)  ~ (all_0_47_47 = e3)
% 61.13/26.28  																															|
% 61.13/26.28  																															| Simplifying 2538 yields:
% 61.13/26.28  																															| (1091)  ~ (all_0_47_47 = e3)
% 61.13/26.28  																															|
% 61.13/26.28  																															| Equations (516) can reduce 236 to:
% 61.13/26.28  																															| (271)  ~ (all_0_56_56 = e3)
% 61.13/26.28  																															|
% 61.13/26.28  																															| Simplifying 271 yields:
% 61.13/26.28  																															| (272)  ~ (all_0_56_56 = e3)
% 61.13/26.28  																															|
% 61.13/26.28  																															| Equations (516) can reduce 1890 to:
% 61.13/26.28  																															| (277)  ~ (e4 = e3)
% 61.13/26.28  																															|
% 61.13/26.28  																															| Simplifying 277 yields:
% 61.13/26.28  																															| (188)  ~ (e4 = e3)
% 61.13/26.28  																															|
% 61.13/26.28  																															| Equations (516) can reduce 358 to:
% 61.13/26.28  																															| (80)  ~ (e3 = e0)
% 61.13/26.28  																															|
% 61.13/26.28  																															| From (516) and (210) follows:
% 61.13/26.28  																															| (4285) op(e3, e2) = e3
% 61.13/26.28  																															|
% 61.13/26.28  																															+-Applying beta-rule and splitting (131), into two cases.
% 61.13/26.28  																															|-Branch one:
% 61.13/26.28  																															| (459) all_0_42_42 = e1
% 61.13/26.28  																															|
% 61.13/26.28  																																| Combining equations (459,516) yields a new equation:
% 61.13/26.28  																																| (455) e3 = e1
% 61.13/26.28  																																|
% 61.13/26.28  																																| Equations (455) can reduce 213 to:
% 61.13/26.28  																																| (266) $false
% 61.13/26.28  																																|
% 61.13/26.28  																																|-The branch is then unsatisfiable
% 61.13/26.28  																															|-Branch two:
% 61.13/26.28  																															| (1380)  ~ (all_0_42_42 = e1)
% 61.13/26.28  																															| (3259) all_0_47_47 = e1 | all_0_51_51 = e1 | all_0_56_56 = e1
% 61.13/26.28  																															|
% 61.13/26.28  																																| Equations (516) can reduce 1380 to:
% 61.13/26.28  																																| (213)  ~ (e3 = e1)
% 61.13/26.28  																																|
% 61.13/26.28  																																+-Applying beta-rule and splitting (26), into two cases.
% 61.13/26.28  																																|-Branch one:
% 61.13/26.28  																																| (446) all_0_44_44 = e4
% 61.13/26.28  																																|
% 61.13/26.28  																																	| Equations (446) can reduce 181 to:
% 61.13/26.28  																																	| (450)  ~ (all_0_58_58 = e4)
% 61.13/26.28  																																	|
% 61.13/26.28  																																	| Simplifying 450 yields:
% 61.13/26.28  																																	| (451)  ~ (all_0_58_58 = e4)
% 61.13/26.28  																																	|
% 61.13/26.28  																																	| Equations (446) can reduce 407 to:
% 61.13/26.28  																																	| (188)  ~ (e4 = e3)
% 61.13/26.28  																																	|
% 61.13/26.28  																																	| Equations (446) can reduce 147 to:
% 61.13/26.28  																																	| (48)  ~ (e4 = e2)
% 61.13/26.28  																																	|
% 61.13/26.28  																																	| Equations (446) can reduce 360 to:
% 61.13/26.28  																																	| (49)  ~ (e4 = e0)
% 61.13/26.28  																																	|
% 61.13/26.28  																																	+-Applying beta-rule and splitting (103), into two cases.
% 61.13/26.28  																																	|-Branch one:
% 61.13/26.28  																																	| (453) all_0_41_41 = e1
% 61.13/26.28  																																	|
% 61.13/26.28  																																		| Equations (453) can reduce 191 to:
% 61.13/26.28  																																		| (2331)  ~ (all_0_55_55 = e1)
% 61.13/26.28  																																		|
% 61.13/26.28  																																		| Simplifying 2331 yields:
% 61.13/26.28  																																		| (632)  ~ (all_0_55_55 = e1)
% 61.13/26.28  																																		|
% 61.13/26.28  																																		| Equations (453) can reduce 85 to:
% 61.13/26.28  																																		| (604)  ~ (e2 = e1)
% 61.13/26.28  																																		|
% 61.13/26.28  																																		| Simplifying 604 yields:
% 61.13/26.28  																																		| (122)  ~ (e2 = e1)
% 61.13/26.28  																																		|
% 61.13/26.28  																																		| Equations (453) can reduce 357 to:
% 61.13/26.28  																																		| (233)  ~ (e1 = e0)
% 61.13/26.28  																																		|
% 61.13/26.28  																																		+-Applying beta-rule and splitting (216), into two cases.
% 61.13/26.28  																																		|-Branch one:
% 61.13/26.28  																																		| (629) all_0_55_55 = e1
% 61.13/26.28  																																		|
% 61.13/26.28  																																			| Equations (629) can reduce 632 to:
% 61.13/26.28  																																			| (266) $false
% 61.13/26.28  																																			|
% 61.13/26.28  																																			|-The branch is then unsatisfiable
% 61.13/26.28  																																		|-Branch two:
% 61.13/26.28  																																		| (632)  ~ (all_0_55_55 = e1)
% 61.13/26.28  																																		| (633) all_0_56_56 = e1 | all_0_57_57 = e1 | all_0_58_58 = e1
% 61.13/26.28  																																		|
% 61.13/26.28  																																			+-Applying beta-rule and splitting (62), into two cases.
% 61.13/26.28  																																			|-Branch one:
% 61.13/26.28  																																			| (321) all_0_38_38 = e4
% 61.13/26.28  																																			|
% 61.13/26.28  																																				| Combining equations (321,329) yields a new equation:
% 61.13/26.28  																																				| (481) e4 = e0
% 61.13/26.28  																																				|
% 61.13/26.28  																																				| Simplifying 481 yields:
% 61.13/26.28  																																				| (397) e4 = e0
% 61.13/26.28  																																				|
% 61.13/26.28  																																				| Equations (397) can reduce 49 to:
% 61.13/26.28  																																				| (266) $false
% 61.13/26.28  																																				|
% 61.13/26.28  																																				|-The branch is then unsatisfiable
% 61.13/26.28  																																			|-Branch two:
% 61.13/26.28  																																			| (325)  ~ (all_0_38_38 = e4)
% 61.13/26.28  																																			| (582) all_0_41_41 = e4 | all_0_46_46 = e4 | all_0_50_50 = e4 | all_0_55_55 = e4
% 61.13/26.28  																																			|
% 61.13/26.28  																																				| Equations (329) can reduce 325 to:
% 61.13/26.28  																																				| (401)  ~ (e4 = e0)
% 61.13/26.28  																																				|
% 61.13/26.28  																																				| Simplifying 401 yields:
% 61.13/26.28  																																				| (49)  ~ (e4 = e0)
% 61.13/26.28  																																				|
% 61.13/26.28  																																				+-Applying beta-rule and splitting (3259), into two cases.
% 61.13/26.28  																																				|-Branch one:
% 61.13/26.28  																																				| (654) all_0_47_47 = e1
% 61.13/26.28  																																				|
% 61.13/26.28  																																					| Equations (654) can reduce 462 to:
% 61.13/26.28  																																					| (266) $false
% 61.13/26.28  																																					|
% 61.13/26.28  																																					|-The branch is then unsatisfiable
% 61.13/26.28  																																				|-Branch two:
% 61.13/26.28  																																				| (462)  ~ (all_0_47_47 = e1)
% 61.13/26.28  																																				| (3264) all_0_51_51 = e1 | all_0_56_56 = e1
% 61.13/26.28  																																				|
% 61.13/26.28  																																					+-Applying beta-rule and splitting (633), into two cases.
% 61.13/26.28  																																					|-Branch one:
% 61.13/26.28  																																					| (1569) all_0_56_56 = e1
% 61.13/26.28  																																					|
% 61.13/26.28  																																						| Equations (1569) can reduce 44 to:
% 61.13/26.28  																																						| (879)  ~ (all_0_58_58 = e1)
% 61.13/26.28  																																						|
% 61.13/26.28  																																						| Simplifying 879 yields:
% 61.13/26.28  																																						| (880)  ~ (all_0_58_58 = e1)
% 61.13/26.28  																																						|
% 61.13/26.28  																																						| Equations (1569) can reduce 477 to:
% 61.13/26.28  																																						| (602)  ~ (e4 = e1)
% 61.13/26.28  																																						|
% 61.13/26.28  																																						| Simplifying 602 yields:
% 61.13/26.28  																																						| (110)  ~ (e4 = e1)
% 61.13/26.28  																																						|
% 61.13/26.28  																																						| Equations (1569) can reduce 511 to:
% 61.13/26.28  																																						| (604)  ~ (e2 = e1)
% 61.13/26.28  																																						|
% 61.13/26.28  																																						| Simplifying 604 yields:
% 61.13/26.28  																																						| (122)  ~ (e2 = e1)
% 61.13/26.28  																																						|
% 61.13/26.28  																																						+-Applying beta-rule and splitting (125), into two cases.
% 61.13/26.28  																																						|-Branch one:
% 61.13/26.28  																																						| (858) all_0_55_55 = e0
% 61.13/26.28  																																						|
% 61.13/26.28  																																							| Equations (858) can reduce 803 to:
% 61.13/26.28  																																							| (266) $false
% 61.13/26.28  																																							|
% 61.13/26.28  																																							|-The branch is then unsatisfiable
% 61.13/26.28  																																						|-Branch two:
% 61.13/26.28  																																						| (803)  ~ (all_0_55_55 = e0)
% 61.13/26.28  																																						| (863) all_0_56_56 = e0 | all_0_57_57 = e0 | all_0_58_58 = e0
% 61.13/26.28  																																						|
% 61.13/26.28  																																							+-Applying beta-rule and splitting (104), into two cases.
% 61.13/26.28  																																							|-Branch one:
% 61.13/26.28  																																							| (480) all_0_39_39 = e0
% 61.13/26.28  																																							|
% 61.13/26.28  																																								| Combining equations (480,471) yields a new equation:
% 61.13/26.28  																																								| (397) e4 = e0
% 61.13/26.28  																																								|
% 61.13/26.28  																																								| Equations (397) can reduce 49 to:
% 61.13/26.28  																																								| (266) $false
% 61.13/26.28  																																								|
% 61.13/26.28  																																								|-The branch is then unsatisfiable
% 61.13/26.28  																																							|-Branch two:
% 61.13/26.28  																																							| (484)  ~ (all_0_39_39 = e0)
% 61.13/26.28  																																							| (558) all_0_42_42 = e0 | all_0_47_47 = e0 | all_0_56_56 = e0
% 61.13/26.28  																																							|
% 61.13/26.28  																																								| Equations (471) can reduce 484 to:
% 61.13/26.28  																																								| (49)  ~ (e4 = e0)
% 61.13/26.28  																																								|
% 61.13/26.28  																																								+-Applying beta-rule and splitting (863), into two cases.
% 61.13/26.28  																																								|-Branch one:
% 61.13/26.28  																																								| (679) all_0_56_56 = e0
% 61.13/26.28  																																								|
% 61.13/26.28  																																									| Combining equations (1569,679) yields a new equation:
% 61.13/26.28  																																									| (546) e1 = e0
% 61.13/26.28  																																									|
% 61.13/26.28  																																									| Simplifying 546 yields:
% 61.13/26.28  																																									| (431) e1 = e0
% 61.13/26.28  																																									|
% 61.13/26.28  																																									| Equations (431) can reduce 233 to:
% 61.13/26.28  																																									| (266) $false
% 61.13/26.28  																																									|
% 61.13/26.28  																																									|-The branch is then unsatisfiable
% 61.13/26.28  																																								|-Branch two:
% 61.13/26.28  																																								| (828)  ~ (all_0_56_56 = e0)
% 61.13/26.28  																																								| (924) all_0_57_57 = e0 | all_0_58_58 = e0
% 61.13/26.28  																																								|
% 61.13/26.28  																																									| Equations (1569) can reduce 828 to:
% 61.13/26.28  																																									| (233)  ~ (e1 = e0)
% 61.13/26.28  																																									|
% 61.13/26.28  																																									+-Applying beta-rule and splitting (171), into two cases.
% 61.13/26.28  																																									|-Branch one:
% 61.13/26.28  																																									| (265) all_0_54_54 = e4
% 61.13/26.28  																																									|
% 61.13/26.28  																																										| Combining equations (265,268) yields a new equation:
% 61.13/26.28  																																										| (424) e4 = e3
% 61.13/26.28  																																										|
% 61.13/26.28  																																										| Simplifying 424 yields:
% 61.13/26.28  																																										| (425) e4 = e3
% 61.13/26.28  																																										|
% 61.13/26.28  																																										| Equations (425) can reduce 188 to:
% 61.13/26.28  																																										| (266) $false
% 61.13/26.28  																																										|
% 61.13/26.28  																																										|-The branch is then unsatisfiable
% 61.13/26.28  																																									|-Branch two:
% 61.13/26.28  																																									| (258)  ~ (all_0_54_54 = e4)
% 61.13/26.28  																																									| (575) all_0_55_55 = e4 | all_0_56_56 = e4 | all_0_57_57 = e4 | all_0_58_58 = e4
% 61.13/26.28  																																									|
% 61.13/26.28  																																										+-Applying beta-rule and splitting (1748), into two cases.
% 61.13/26.28  																																										|-Branch one:
% 61.13/26.28  																																										| (1414) all_0_44_44 = e0
% 61.13/26.28  																																										|
% 61.13/26.28  																																											| Combining equations (446,1414) yields a new equation:
% 61.13/26.28  																																											| (481) e4 = e0
% 61.13/26.28  																																											|
% 61.13/26.28  																																											| Simplifying 481 yields:
% 61.13/26.28  																																											| (397) e4 = e0
% 61.13/26.28  																																											|
% 61.13/26.28  																																											| Equations (397) can reduce 49 to:
% 61.13/26.28  																																											| (266) $false
% 61.13/26.28  																																											|
% 61.13/26.28  																																											|-The branch is then unsatisfiable
% 61.13/26.28  																																										|-Branch two:
% 61.13/26.28  																																										| (360)  ~ (all_0_44_44 = e0)
% 61.13/26.28  																																										| (1760) all_0_49_49 = e0 | all_0_58_58 = e0
% 61.13/26.28  																																										|
% 61.13/26.28  																																											+-Applying beta-rule and splitting (558), into two cases.
% 61.13/26.28  																																											|-Branch one:
% 61.13/26.28  																																											| (559) all_0_42_42 = e0
% 61.13/26.28  																																											|
% 61.13/26.28  																																												| Combining equations (516,559) yields a new equation:
% 61.13/26.28  																																												| (675) e3 = e0
% 61.13/26.28  																																												|
% 61.13/26.28  																																												| Simplifying 675 yields:
% 61.13/26.28  																																												| (676) e3 = e0
% 61.13/26.28  																																												|
% 61.13/26.28  																																												| Equations (676) can reduce 80 to:
% 61.13/26.28  																																												| (266) $false
% 61.13/26.28  																																												|
% 61.13/26.28  																																												|-The branch is then unsatisfiable
% 61.13/26.28  																																											|-Branch two:
% 61.13/26.28  																																											| (358)  ~ (all_0_42_42 = e0)
% 61.13/26.28  																																											| (563) all_0_47_47 = e0 | all_0_56_56 = e0
% 61.13/26.28  																																											|
% 61.13/26.28  																																												+-Applying beta-rule and splitting (563), into two cases.
% 61.13/26.28  																																												|-Branch one:
% 61.13/26.28  																																												| (674) all_0_47_47 = e0
% 61.13/26.28  																																												|
% 61.13/26.28  																																													| Equations (674) can reduce 1091 to:
% 61.13/26.28  																																													| (541)  ~ (e3 = e0)
% 61.13/26.28  																																													|
% 61.13/26.28  																																													| Simplifying 541 yields:
% 61.13/26.28  																																													| (80)  ~ (e3 = e0)
% 61.13/26.28  																																													|
% 61.13/26.28  																																													+-Applying beta-rule and splitting (575), into two cases.
% 61.13/26.28  																																													|-Branch one:
% 61.13/26.28  																																													| (587) all_0_55_55 = e4
% 61.13/26.28  																																													|
% 61.13/26.28  																																														| From (587) and (74) follows:
% 61.13/26.28  																																														| (589) op(e0, e3) = e4
% 61.13/26.28  																																														|
% 61.13/26.28  																																														+-Applying beta-rule and splitting (1760), into two cases.
% 61.13/26.28  																																														|-Branch one:
% 61.13/26.28  																																														| (978) all_0_49_49 = e0
% 61.13/26.28  																																														|
% 61.13/26.28  																																															| Combining equations (884,978) yields a new equation:
% 61.13/26.28  																																															| (675) e3 = e0
% 61.13/26.28  																																															|
% 61.13/26.28  																																															| Simplifying 675 yields:
% 61.13/26.28  																																															| (676) e3 = e0
% 61.13/26.28  																																															|
% 61.13/26.28  																																															| Equations (676) can reduce 80 to:
% 61.13/26.28  																																															| (266) $false
% 61.13/26.28  																																															|
% 61.13/26.28  																																															|-The branch is then unsatisfiable
% 61.13/26.28  																																														|-Branch two:
% 61.13/26.28  																																														| (487)  ~ (all_0_49_49 = e0)
% 61.13/26.28  																																														| (914) all_0_58_58 = e0
% 61.13/26.28  																																														|
% 61.13/26.28  																																															| Equations (914) can reduce 880 to:
% 61.13/26.28  																																															| (435)  ~ (e1 = e0)
% 61.13/26.28  																																															|
% 61.13/26.28  																																															| Simplifying 435 yields:
% 61.13/26.28  																																															| (233)  ~ (e1 = e0)
% 61.13/26.28  																																															|
% 61.13/26.28  																																															+-Applying beta-rule and splitting (56), into two cases.
% 61.13/26.28  																																															|-Branch one:
% 61.13/26.28  																																															| (696) unit = e2
% 61.13/26.28  																																															|
% 61.13/26.28  																																																| From (696) and (24) follows:
% 61.13/26.28  																																																| (697) op(e2, e3) = e3
% 61.13/26.28  																																																|
% 61.13/26.28  																																																| From (696) and (209) follows:
% 61.13/26.28  																																																| (7585) op(e2, e0) = e0
% 61.13/26.28  																																																|
% 61.13/26.28  																																																| From (696) and (28) follows:
% 61.13/26.28  																																																| (699) op(e1, e2) = e1
% 61.13/26.28  																																																|
% 61.13/26.28  																																																| Instantiating formula (29) with e2, e3, e3, e2 and discharging atoms op(e2, e3) = e3, op(e2, e3) = e2, yields:
% 61.13/26.28  																																																| (662) e3 = e2
% 61.13/26.28  																																																|
% 61.13/26.28  																																																| Instantiating formula (29) with e2, e0, e0, e3 and discharging atoms op(e2, e0) = e3, op(e2, e0) = e0, yields:
% 61.13/26.28  																																																| (676) e3 = e0
% 61.13/26.28  																																																|
% 61.13/26.28  																																																| Instantiating formula (29) with e1, e2, e1, e2 and discharging atoms op(e1, e2) = e2, op(e1, e2) = e1, yields:
% 61.13/26.28  																																																| (617) e2 = e1
% 61.13/26.28  																																																|
% 61.13/26.28  																																																| Combining equations (676,662) yields a new equation:
% 61.13/26.28  																																																| (330) e2 = e0
% 61.13/26.28  																																																|
% 61.13/26.28  																																																| Combining equations (330,617) yields a new equation:
% 61.13/26.28  																																																| (431) e1 = e0
% 61.13/26.28  																																																|
% 61.13/26.28  																																																| Equations (431) can reduce 233 to:
% 61.13/26.28  																																																| (266) $false
% 61.13/26.28  																																																|
% 61.13/26.28  																																																|-The branch is then unsatisfiable
% 61.13/26.28  																																															|-Branch two:
% 61.13/26.28  																																															| (707)  ~ (unit = e2)
% 61.13/26.28  																																															| (708) unit = e4 | unit = e3 | unit = e1 | unit = e0
% 61.13/26.28  																																															|
% 61.13/26.28  																																																+-Applying beta-rule and splitting (708), into two cases.
% 61.13/26.28  																																																|-Branch one:
% 61.13/26.28  																																																| (709) unit = e4
% 61.13/26.28  																																																|
% 61.13/26.28  																																																	| From (709) and (211) follows:
% 61.13/26.28  																																																	| (22527) op(e4, e1) = e1
% 61.13/26.28  																																																	|
% 61.13/26.28  																																																	| From (709) and (209) follows:
% 61.13/26.28  																																																	| (3072) op(e4, e0) = e0
% 61.13/26.28  																																																	|
% 61.13/26.28  																																																	| From (709) and (40) follows:
% 61.13/26.28  																																																	| (711) op(e3, e4) = e3
% 61.13/26.28  																																																	|
% 61.13/26.28  																																																	| Instantiating formula (29) with e4, e1, e1, e3 and discharging atoms op(e4, e1) = e3, op(e4, e1) = e1, yields:
% 61.13/26.28  																																																	| (455) e3 = e1
% 61.13/26.28  																																																	|
% 61.13/26.28  																																																	| Instantiating formula (29) with e4, e0, e0, e2 and discharging atoms op(e4, e0) = e2, op(e4, e0) = e0, yields:
% 61.13/26.28  																																																	| (330) e2 = e0
% 61.13/26.28  																																																	|
% 61.13/26.28  																																																	| Instantiating formula (29) with e3, e4, e3, e2 and discharging atoms op(e3, e4) = e3, op(e3, e4) = e2, yields:
% 61.13/26.28  																																																	| (662) e3 = e2
% 61.13/26.28  																																																	|
% 61.13/26.28  																																																	| Combining equations (662,455) yields a new equation:
% 61.13/26.28  																																																	| (616) e2 = e1
% 61.13/26.28  																																																	|
% 61.13/26.28  																																																	| Simplifying 616 yields:
% 61.13/26.28  																																																	| (617) e2 = e1
% 61.13/26.28  																																																	|
% 61.13/26.28  																																																	| Combining equations (330,617) yields a new equation:
% 61.13/26.28  																																																	| (431) e1 = e0
% 61.13/26.28  																																																	|
% 61.13/26.28  																																																	| Equations (431) can reduce 233 to:
% 61.13/26.28  																																																	| (266) $false
% 61.13/26.28  																																																	|
% 61.13/26.28  																																																	|-The branch is then unsatisfiable
% 61.13/26.28  																																																|-Branch two:
% 61.13/26.28  																																																| (724)  ~ (unit = e4)
% 61.13/26.28  																																																| (725) unit = e3 | unit = e1 | unit = e0
% 61.13/26.28  																																																|
% 61.13/26.28  																																																	+-Applying beta-rule and splitting (725), into two cases.
% 61.13/26.28  																																																	|-Branch one:
% 61.13/26.28  																																																	| (726) unit = e0
% 61.13/26.28  																																																	|
% 61.13/26.28  																																																		| From (726) and (211) follows:
% 61.13/26.29  																																																		| (15180) op(e0, e1) = e1
% 61.13/26.29  																																																		|
% 61.13/26.29  																																																		| Instantiating formula (29) with e0, e1, e1, e2 and discharging atoms op(e0, e1) = e2, op(e0, e1) = e1, yields:
% 61.13/26.29  																																																		| (617) e2 = e1
% 61.13/26.29  																																																		|
% 61.13/26.29  																																																		| Equations (617) can reduce 122 to:
% 61.13/26.29  																																																		| (266) $false
% 61.13/26.29  																																																		|
% 61.13/26.29  																																																		|-The branch is then unsatisfiable
% 61.13/26.29  																																																	|-Branch two:
% 61.13/26.29  																																																	| (734)  ~ (unit = e0)
% 61.13/26.29  																																																	| (735) unit = e3 | unit = e1
% 61.13/26.29  																																																	|
% 61.13/26.29  																																																		+-Applying beta-rule and splitting (735), into two cases.
% 61.13/26.29  																																																		|-Branch one:
% 61.13/26.29  																																																		| (736) unit = e1
% 61.13/26.29  																																																		|
% 61.13/26.29  																																																			| Equations (736) can reduce 734 to:
% 61.13/26.29  																																																			| (233)  ~ (e1 = e0)
% 61.13/26.29  																																																			|
% 61.13/26.29  																																																			| From (736) and (32) follows:
% 61.13/26.29  																																																			| (347) op(e2, e1) = e2
% 61.13/26.29  																																																			|
% 61.13/26.29  																																																			| From (736) and (42) follows:
% 61.13/26.29  																																																			| (3221) op(e0, e1) = e0
% 61.13/26.29  																																																			|
% 61.13/26.29  																																																			| Instantiating formula (29) with e2, e1, e2, e1 and discharging atoms op(e2, e1) = e2, op(e2, e1) = e1, yields:
% 61.13/26.29  																																																			| (617) e2 = e1
% 61.13/26.29  																																																			|
% 61.13/26.29  																																																			| Instantiating formula (29) with e0, e1, e0, e2 and discharging atoms op(e0, e1) = e2, op(e0, e1) = e0, yields:
% 61.13/26.29  																																																			| (330) e2 = e0
% 61.13/26.29  																																																			|
% 61.13/26.29  																																																			| Combining equations (617,330) yields a new equation:
% 61.13/26.29  																																																			| (546) e1 = e0
% 61.13/26.29  																																																			|
% 61.13/26.29  																																																			| Simplifying 546 yields:
% 61.13/26.29  																																																			| (431) e1 = e0
% 61.13/26.29  																																																			|
% 61.13/26.29  																																																			| Equations (431) can reduce 233 to:
% 61.13/26.29  																																																			| (266) $false
% 61.13/26.29  																																																			|
% 61.13/26.29  																																																			|-The branch is then unsatisfiable
% 61.13/26.29  																																																		|-Branch two:
% 61.13/26.29  																																																		| (748)  ~ (unit = e1)
% 61.13/26.29  																																																		| (749) unit = e3
% 61.13/26.29  																																																		|
% 61.13/26.29  																																																			| From (749) and (244) follows:
% 61.13/26.29  																																																			| (750) op(e3, e4) = e4
% 61.13/26.29  																																																			|
% 61.13/26.29  																																																			| From (749) and (15) follows:
% 61.13/26.29  																																																			| (751) op(e3, e2) = e2
% 61.13/26.29  																																																			|
% 61.13/26.29  																																																			| From (749) and (28) follows:
% 61.13/26.29  																																																			| (2235) op(e1, e3) = e1
% 61.13/26.29  																																																			|
% 61.13/26.29  																																																			| From (749) and (42) follows:
% 61.13/26.29  																																																			| (752) op(e0, e3) = e0
% 61.13/26.29  																																																			|
% 61.13/26.29  																																																			| Instantiating formula (29) with e3, e4, e4, e2 and discharging atoms op(e3, e4) = e4, op(e3, e4) = e2, yields:
% 61.13/26.29  																																																			| (323) e4 = e2
% 61.13/26.29  																																																			|
% 61.13/26.29  																																																			| Instantiating formula (29) with e3, e2, e2, e3 and discharging atoms op(e3, e2) = e3, op(e3, e2) = e2, yields:
% 61.13/26.29  																																																			| (662) e3 = e2
% 61.13/26.29  																																																			|
% 61.13/26.29  																																																			| Instantiating formula (29) with e1, e3, e1, e3 and discharging atoms op(e1, e3) = e3, op(e1, e3) = e1, yields:
% 61.13/26.29  																																																			| (455) e3 = e1
% 61.13/26.29  																																																			|
% 61.13/26.29  																																																			| Instantiating formula (29) with e0, e3, e0, e4 and discharging atoms op(e0, e3) = e4, op(e0, e3) = e0, yields:
% 61.13/26.29  																																																			| (397) e4 = e0
% 61.13/26.29  																																																			|
% 61.13/26.29  																																																			| Combining equations (397,323) yields a new equation:
% 61.13/26.29  																																																			| (330) e2 = e0
% 61.13/26.29  																																																			|
% 61.13/26.29  																																																			| Combining equations (455,662) yields a new equation:
% 61.13/26.29  																																																			| (617) e2 = e1
% 61.13/26.29  																																																			|
% 61.13/26.29  																																																			| Combining equations (617,330) yields a new equation:
% 61.13/26.29  																																																			| (546) e1 = e0
% 61.13/26.29  																																																			|
% 61.13/26.29  																																																			| Simplifying 546 yields:
% 61.13/26.29  																																																			| (431) e1 = e0
% 61.13/26.29  																																																			|
% 61.13/26.29  																																																			| Equations (431) can reduce 233 to:
% 61.13/26.29  																																																			| (266) $false
% 61.13/26.29  																																																			|
% 61.13/26.29  																																																			|-The branch is then unsatisfiable
% 61.13/26.29  																																													|-Branch two:
% 61.13/26.29  																																													| (763)  ~ (all_0_55_55 = e4)
% 61.13/26.29  																																													| (764) all_0_56_56 = e4 | all_0_57_57 = e4 | all_0_58_58 = e4
% 61.13/26.29  																																													|
% 61.13/26.29  																																														+-Applying beta-rule and splitting (764), into two cases.
% 61.13/26.29  																																														|-Branch one:
% 61.13/26.29  																																														| (842) all_0_56_56 = e4
% 61.13/26.29  																																														|
% 61.13/26.29  																																															| Combining equations (842,1569) yields a new equation:
% 61.13/26.29  																																															| (636) e4 = e1
% 61.13/26.29  																																															|
% 61.13/26.29  																																															| Simplifying 636 yields:
% 61.13/26.29  																																															| (630) e4 = e1
% 61.13/26.29  																																															|
% 61.13/26.29  																																															| Equations (630) can reduce 110 to:
% 61.13/26.29  																																															| (266) $false
% 61.13/26.29  																																															|
% 61.13/26.29  																																															|-The branch is then unsatisfiable
% 61.13/26.29  																																														|-Branch two:
% 61.13/26.29  																																														| (477)  ~ (all_0_56_56 = e4)
% 61.13/26.29  																																														| (935) all_0_57_57 = e4 | all_0_58_58 = e4
% 61.13/26.29  																																														|
% 61.13/26.29  																																															+-Applying beta-rule and splitting (935), into two cases.
% 61.13/26.29  																																															|-Branch one:
% 61.13/26.29  																																															| (871) all_0_57_57 = e4
% 61.13/26.29  																																															|
% 61.13/26.29  																																																| Combining equations (871,442) yields a new equation:
% 61.13/26.29  																																																| (322) e4 = e2
% 61.13/26.29  																																																|
% 61.13/26.29  																																																| Simplifying 322 yields:
% 61.13/26.29  																																																| (323) e4 = e2
% 61.13/26.29  																																																|
% 61.13/26.29  																																																| Equations (323) can reduce 48 to:
% 61.13/26.29  																																																| (266) $false
% 61.13/26.29  																																																|
% 61.13/26.29  																																																|-The branch is then unsatisfiable
% 61.13/26.29  																																															|-Branch two:
% 61.13/26.29  																																															| (839)  ~ (all_0_57_57 = e4)
% 61.13/26.29  																																															| (910) all_0_58_58 = e4
% 61.13/26.29  																																															|
% 61.13/26.29  																																																| Equations (910) can reduce 451 to:
% 61.13/26.29  																																																| (266) $false
% 61.13/26.29  																																																|
% 61.13/26.29  																																																|-The branch is then unsatisfiable
% 61.13/26.29  																																												|-Branch two:
% 61.13/26.29  																																												| (678)  ~ (all_0_47_47 = e0)
% 61.13/26.29  																																												| (679) all_0_56_56 = e0
% 61.13/26.29  																																												|
% 61.13/26.29  																																													| Combining equations (1569,679) yields a new equation:
% 61.13/26.29  																																													| (546) e1 = e0
% 61.13/26.29  																																													|
% 61.13/26.29  																																													| Simplifying 546 yields:
% 61.13/26.29  																																													| (431) e1 = e0
% 61.13/26.29  																																													|
% 61.13/26.29  																																													| Equations (431) can reduce 233 to:
% 61.13/26.29  																																													| (266) $false
% 61.13/26.29  																																													|
% 61.13/26.29  																																													|-The branch is then unsatisfiable
% 61.13/26.29  																																					|-Branch two:
% 61.13/26.29  																																					| (466)  ~ (all_0_56_56 = e1)
% 61.13/26.29  																																					| (1574) all_0_57_57 = e1 | all_0_58_58 = e1
% 61.13/26.29  																																					|
% 61.13/26.29  																																						+-Applying beta-rule and splitting (3264), into two cases.
% 61.13/26.29  																																						|-Branch one:
% 61.13/26.29  																																						| (1109) all_0_51_51 = e1
% 61.13/26.29  																																						|
% 61.13/26.29  																																							| Combining equations (504,1109) yields a new equation:
% 61.13/26.29  																																							| (616) e2 = e1
% 61.13/26.29  																																							|
% 61.13/26.29  																																							| Simplifying 616 yields:
% 61.13/26.29  																																							| (617) e2 = e1
% 61.13/26.29  																																							|
% 61.13/26.29  																																							| Equations (617) can reduce 122 to:
% 61.13/26.29  																																							| (266) $false
% 61.13/26.29  																																							|
% 61.13/26.29  																																							|-The branch is then unsatisfiable
% 61.13/26.29  																																						|-Branch two:
% 61.13/26.29  																																						| (464)  ~ (all_0_51_51 = e1)
% 61.13/26.29  																																						| (1569) all_0_56_56 = e1
% 61.13/26.29  																																						|
% 61.13/26.29  																																							| Equations (1569) can reduce 466 to:
% 61.13/26.29  																																							| (266) $false
% 61.13/26.29  																																							|
% 61.13/26.29  																																							|-The branch is then unsatisfiable
% 61.13/26.29  																																	|-Branch two:
% 61.13/26.29  																																	| (457)  ~ (all_0_41_41 = e1)
% 61.13/26.29  																																	| (458) all_0_42_42 = e1 | all_0_43_43 = e1 | all_0_44_44 = e1
% 61.13/26.29  																																	|
% 61.13/26.29  																																		+-Applying beta-rule and splitting (3259), into two cases.
% 61.13/26.29  																																		|-Branch one:
% 61.13/26.29  																																		| (654) all_0_47_47 = e1
% 61.13/26.29  																																		|
% 61.13/26.29  																																			| Equations (654) can reduce 462 to:
% 61.13/26.29  																																			| (266) $false
% 61.13/26.29  																																			|
% 61.13/26.29  																																			|-The branch is then unsatisfiable
% 61.13/26.29  																																		|-Branch two:
% 61.13/26.29  																																		| (462)  ~ (all_0_47_47 = e1)
% 61.13/26.29  																																		| (3264) all_0_51_51 = e1 | all_0_56_56 = e1
% 61.13/26.29  																																		|
% 61.13/26.29  																																			+-Applying beta-rule and splitting (133), into two cases.
% 61.13/26.29  																																			|-Branch one:
% 61.13/26.29  																																			| (833) all_0_56_56 = e2
% 61.13/26.29  																																			|
% 61.13/26.29  																																				| Equations (833) can reduce 511 to:
% 61.13/26.29  																																				| (266) $false
% 61.13/26.29  																																				|
% 61.13/26.29  																																				|-The branch is then unsatisfiable
% 61.13/26.29  																																			|-Branch two:
% 61.13/26.29  																																			| (511)  ~ (all_0_56_56 = e2)
% 61.13/26.29  																																			| (836) all_0_56_56 = e4 | all_0_56_56 = e3 | all_0_56_56 = e1 | all_0_56_56 = e0
% 61.13/26.29  																																			|
% 61.13/26.29  																																				+-Applying beta-rule and splitting (3264), into two cases.
% 61.13/26.29  																																				|-Branch one:
% 61.13/26.29  																																				| (1109) all_0_51_51 = e1
% 61.13/26.29  																																				|
% 61.13/26.29  																																					| Combining equations (504,1109) yields a new equation:
% 61.13/26.29  																																					| (616) e2 = e1
% 61.13/26.29  																																					|
% 61.13/26.29  																																					| Simplifying 616 yields:
% 61.13/26.29  																																					| (617) e2 = e1
% 61.13/26.29  																																					|
% 61.13/26.29  																																					| Equations (617) can reduce 122 to:
% 61.13/26.29  																																					| (266) $false
% 61.13/26.29  																																					|
% 61.13/26.29  																																					|-The branch is then unsatisfiable
% 61.13/26.29  																																				|-Branch two:
% 61.13/26.29  																																				| (464)  ~ (all_0_51_51 = e1)
% 61.13/26.29  																																				| (1569) all_0_56_56 = e1
% 61.13/26.29  																																				|
% 61.13/26.29  																																					| Equations (1569) can reduce 153 to:
% 61.13/26.29  																																					| (632)  ~ (all_0_55_55 = e1)
% 61.13/26.29  																																					|
% 61.13/26.29  																																					| Equations (1569) can reduce 272 to:
% 61.13/26.29  																																					| (467)  ~ (e3 = e1)
% 61.13/26.29  																																					|
% 61.13/26.29  																																					| Simplifying 467 yields:
% 61.13/26.29  																																					| (213)  ~ (e3 = e1)
% 61.13/26.29  																																					|
% 61.13/26.29  																																					| Equations (1569) can reduce 511 to:
% 61.13/26.29  																																					| (604)  ~ (e2 = e1)
% 61.13/26.29  																																					|
% 61.13/26.29  																																					| Simplifying 604 yields:
% 61.13/26.29  																																					| (122)  ~ (e2 = e1)
% 61.13/26.29  																																					|
% 61.13/26.29  																																					+-Applying beta-rule and splitting (18), into two cases.
% 61.13/26.29  																																					|-Branch one:
% 61.13/26.29  																																					| (453) all_0_41_41 = e1
% 61.13/26.29  																																					|
% 61.13/26.29  																																						| Equations (453) can reduce 457 to:
% 61.13/26.29  																																						| (266) $false
% 61.13/26.29  																																						|
% 61.13/26.29  																																						|-The branch is then unsatisfiable
% 61.13/26.29  																																					|-Branch two:
% 61.13/26.29  																																					| (457)  ~ (all_0_41_41 = e1)
% 61.13/26.29  																																					| (595) all_0_46_46 = e1 | all_0_50_50 = e1 | all_0_55_55 = e1
% 61.13/26.29  																																					|
% 61.13/26.29  																																						+-Applying beta-rule and splitting (595), into two cases.
% 61.13/26.29  																																						|-Branch one:
% 61.13/26.29  																																						| (545) all_0_46_46 = e1
% 61.13/26.29  																																						|
% 61.13/26.29  																																							| Combining equations (545,1794) yields a new equation:
% 61.13/26.29  																																							| (617) e2 = e1
% 61.13/26.29  																																							|
% 61.13/26.29  																																							| Equations (617) can reduce 122 to:
% 61.13/26.29  																																							| (266) $false
% 61.13/26.29  																																							|
% 61.13/26.29  																																							|-The branch is then unsatisfiable
% 61.13/26.29  																																						|-Branch two:
% 61.13/26.29  																																						| (549)  ~ (all_0_46_46 = e1)
% 61.13/26.29  																																						| (600) all_0_50_50 = e1 | all_0_55_55 = e1
% 61.13/26.29  																																						|
% 61.13/26.29  																																							+-Applying beta-rule and splitting (458), into two cases.
% 61.13/26.29  																																							|-Branch one:
% 61.13/26.29  																																							| (459) all_0_42_42 = e1
% 61.13/26.29  																																							|
% 61.13/26.29  																																								| Combining equations (459,516) yields a new equation:
% 61.13/26.29  																																								| (455) e3 = e1
% 61.13/26.29  																																								|
% 61.13/26.29  																																								| Equations (455) can reduce 213 to:
% 61.13/26.29  																																								| (266) $false
% 61.13/26.29  																																								|
% 61.13/26.29  																																								|-The branch is then unsatisfiable
% 61.13/26.29  																																							|-Branch two:
% 61.13/26.29  																																							| (1380)  ~ (all_0_42_42 = e1)
% 61.13/26.29  																																							| (1381) all_0_43_43 = e1 | all_0_44_44 = e1
% 61.13/26.29  																																							|
% 61.13/26.29  																																								| Equations (516) can reduce 1380 to:
% 61.13/26.29  																																								| (213)  ~ (e3 = e1)
% 61.13/26.29  																																								|
% 61.13/26.29  																																								+-Applying beta-rule and splitting (600), into two cases.
% 61.13/26.29  																																								|-Branch one:
% 61.13/26.29  																																								| (601) all_0_50_50 = e1
% 61.13/26.29  																																								|
% 61.13/26.29  																																									| Combining equations (415,601) yields a new equation:
% 61.13/26.29  																																									| (454) e3 = e1
% 61.13/26.29  																																									|
% 61.13/26.29  																																									| Simplifying 454 yields:
% 61.13/26.29  																																									| (455) e3 = e1
% 61.13/26.29  																																									|
% 61.13/26.29  																																									| Equations (455) can reduce 213 to:
% 61.13/26.29  																																									| (266) $false
% 61.13/26.29  																																									|
% 61.13/26.29  																																									|-The branch is then unsatisfiable
% 61.13/26.29  																																								|-Branch two:
% 61.13/26.29  																																								| (759)  ~ (all_0_50_50 = e1)
% 61.13/26.29  																																								| (629) all_0_55_55 = e1
% 61.13/26.29  																																								|
% 61.13/26.29  																																									| Equations (629) can reduce 632 to:
% 61.13/26.29  																																									| (266) $false
% 61.13/26.29  																																									|
% 61.13/26.29  																																									|-The branch is then unsatisfiable
% 61.13/26.29  																																|-Branch two:
% 61.13/26.29  																																| (1390)  ~ (all_0_44_44 = e4)
% 61.13/26.29  																																| (1391) all_0_44_44 = e3 | all_0_44_44 = e1 | all_0_44_44 = e0
% 61.13/26.29  																																|
% 61.13/26.29  																																	+-Applying beta-rule and splitting (64), into two cases.
% 61.13/26.29  																																	|-Branch one:
% 61.13/26.29  																																	| (437) all_0_41_41 = e4
% 61.13/26.29  																																	|
% 61.13/26.29  																																		+-Applying beta-rule and splitting (18), into two cases.
% 61.13/26.29  																																		|-Branch one:
% 61.13/26.29  																																		| (453) all_0_41_41 = e1
% 61.13/26.29  																																		|
% 61.13/26.29  																																			| Combining equations (453,437) yields a new equation:
% 61.13/26.29  																																			| (630) e4 = e1
% 61.13/26.29  																																			|
% 61.13/26.29  																																			| Equations (630) can reduce 110 to:
% 61.13/26.29  																																			| (266) $false
% 61.13/26.29  																																			|
% 61.13/26.29  																																			|-The branch is then unsatisfiable
% 61.13/26.29  																																		|-Branch two:
% 61.13/26.29  																																		| (457)  ~ (all_0_41_41 = e1)
% 61.13/26.29  																																		| (595) all_0_46_46 = e1 | all_0_50_50 = e1 | all_0_55_55 = e1
% 61.13/26.29  																																		|
% 61.13/26.29  																																			+-Applying beta-rule and splitting (595), into two cases.
% 61.13/26.29  																																			|-Branch one:
% 61.13/26.29  																																			| (545) all_0_46_46 = e1
% 61.13/26.29  																																			|
% 61.13/26.29  																																				| Combining equations (1794,545) yields a new equation:
% 61.13/26.29  																																				| (616) e2 = e1
% 61.13/26.29  																																				|
% 61.13/26.29  																																				| Simplifying 616 yields:
% 61.13/26.29  																																				| (617) e2 = e1
% 61.13/26.29  																																				|
% 61.13/26.29  																																				| Equations (617) can reduce 122 to:
% 61.13/26.29  																																				| (266) $false
% 61.13/26.29  																																				|
% 61.13/26.29  																																				|-The branch is then unsatisfiable
% 61.13/26.29  																																			|-Branch two:
% 61.13/26.29  																																			| (549)  ~ (all_0_46_46 = e1)
% 61.13/26.29  																																			| (600) all_0_50_50 = e1 | all_0_55_55 = e1
% 61.13/26.29  																																			|
% 61.13/26.29  																																				+-Applying beta-rule and splitting (600), into two cases.
% 61.13/26.29  																																				|-Branch one:
% 61.13/26.29  																																				| (601) all_0_50_50 = e1
% 61.13/26.29  																																				|
% 61.13/26.29  																																					| Combining equations (415,601) yields a new equation:
% 61.13/26.29  																																					| (454) e3 = e1
% 61.13/26.29  																																					|
% 61.13/26.29  																																					| Simplifying 454 yields:
% 61.13/26.29  																																					| (455) e3 = e1
% 61.13/26.29  																																					|
% 61.13/26.29  																																					| Equations (455) can reduce 213 to:
% 61.13/26.29  																																					| (266) $false
% 61.13/26.29  																																					|
% 61.13/26.29  																																					|-The branch is then unsatisfiable
% 61.13/26.29  																																				|-Branch two:
% 61.13/26.29  																																				| (759)  ~ (all_0_50_50 = e1)
% 61.13/26.29  																																				| (629) all_0_55_55 = e1
% 61.13/26.29  																																				|
% 61.13/26.29  																																					| Equations (629) can reduce 153 to:
% 61.13/26.29  																																					| (465)  ~ (all_0_56_56 = e1)
% 61.13/26.29  																																					|
% 61.13/26.29  																																					| Simplifying 465 yields:
% 61.13/26.29  																																					| (466)  ~ (all_0_56_56 = e1)
% 61.13/26.29  																																					|
% 61.13/26.29  																																					| Equations (629) can reduce 304 to:
% 61.13/26.29  																																					| (604)  ~ (e2 = e1)
% 61.13/26.29  																																					|
% 61.13/26.29  																																					| Simplifying 604 yields:
% 61.13/26.29  																																					| (122)  ~ (e2 = e1)
% 61.13/26.29  																																					|
% 61.13/26.29  																																					+-Applying beta-rule and splitting (3259), into two cases.
% 61.13/26.29  																																					|-Branch one:
% 61.13/26.29  																																					| (654) all_0_47_47 = e1
% 61.13/26.29  																																					|
% 61.13/26.29  																																						| Equations (654) can reduce 462 to:
% 61.13/26.29  																																						| (266) $false
% 61.13/26.29  																																						|
% 61.13/26.29  																																						|-The branch is then unsatisfiable
% 61.13/26.29  																																					|-Branch two:
% 61.13/26.29  																																					| (462)  ~ (all_0_47_47 = e1)
% 61.13/26.29  																																					| (3264) all_0_51_51 = e1 | all_0_56_56 = e1
% 61.13/26.29  																																					|
% 61.13/26.29  																																						+-Applying beta-rule and splitting (3264), into two cases.
% 61.13/26.29  																																						|-Branch one:
% 61.13/26.29  																																						| (1109) all_0_51_51 = e1
% 61.13/26.29  																																						|
% 61.13/26.29  																																							| Combining equations (504,1109) yields a new equation:
% 61.13/26.29  																																							| (616) e2 = e1
% 61.13/26.29  																																							|
% 61.13/26.29  																																							| Simplifying 616 yields:
% 61.13/26.29  																																							| (617) e2 = e1
% 61.13/26.29  																																							|
% 61.13/26.29  																																							| Equations (617) can reduce 122 to:
% 61.13/26.29  																																							| (266) $false
% 61.13/26.29  																																							|
% 61.13/26.29  																																							|-The branch is then unsatisfiable
% 61.13/26.29  																																						|-Branch two:
% 61.13/26.29  																																						| (464)  ~ (all_0_51_51 = e1)
% 61.13/26.29  																																						| (1569) all_0_56_56 = e1
% 61.13/26.29  																																						|
% 61.13/26.29  																																							| Equations (1569) can reduce 466 to:
% 61.13/26.29  																																							| (266) $false
% 61.13/26.29  																																							|
% 61.13/26.29  																																							|-The branch is then unsatisfiable
% 61.13/26.29  																																	|-Branch two:
% 61.13/26.29  																																	| (440)  ~ (all_0_41_41 = e4)
% 61.13/26.29  																																	| (441) all_0_42_42 = e4 | all_0_43_43 = e4 | all_0_44_44 = e4
% 61.13/26.29  																																	|
% 61.13/26.29  																																		+-Applying beta-rule and splitting (441), into two cases.
% 61.13/26.29  																																		|-Branch one:
% 61.13/26.29  																																		| (1392) all_0_42_42 = e4
% 61.13/26.29  																																		|
% 61.13/26.29  																																			| Combining equations (1392,516) yields a new equation:
% 61.13/26.29  																																			| (424) e4 = e3
% 61.13/26.29  																																			|
% 61.13/26.29  																																			| Simplifying 424 yields:
% 61.13/26.29  																																			| (425) e4 = e3
% 61.13/26.29  																																			|
% 61.13/26.29  																																			| Equations (425) can reduce 188 to:
% 61.13/26.29  																																			| (266) $false
% 61.13/26.29  																																			|
% 61.13/26.29  																																			|-The branch is then unsatisfiable
% 61.13/26.29  																																		|-Branch two:
% 61.13/26.29  																																		| (1890)  ~ (all_0_42_42 = e4)
% 61.13/26.29  																																		| (1891) all_0_43_43 = e4 | all_0_44_44 = e4
% 61.13/26.29  																																		|
% 61.13/26.29  																																			+-Applying beta-rule and splitting (103), into two cases.
% 61.13/26.29  																																			|-Branch one:
% 61.13/26.29  																																			| (453) all_0_41_41 = e1
% 61.13/26.29  																																			|
% 61.13/26.29  																																				| Equations (453) can reduce 191 to:
% 61.13/26.29  																																				| (2331)  ~ (all_0_55_55 = e1)
% 61.13/26.29  																																				|
% 61.13/26.29  																																				| Simplifying 2331 yields:
% 61.13/26.29  																																				| (632)  ~ (all_0_55_55 = e1)
% 61.13/26.29  																																				|
% 61.13/26.29  																																				+-Applying beta-rule and splitting (216), into two cases.
% 61.13/26.29  																																				|-Branch one:
% 61.13/26.29  																																				| (629) all_0_55_55 = e1
% 61.13/26.29  																																				|
% 61.13/26.29  																																					| Equations (629) can reduce 632 to:
% 61.13/26.29  																																					| (266) $false
% 61.13/26.29  																																					|
% 61.13/26.29  																																					|-The branch is then unsatisfiable
% 61.13/26.29  																																				|-Branch two:
% 61.13/26.29  																																				| (632)  ~ (all_0_55_55 = e1)
% 61.13/26.29  																																				| (633) all_0_56_56 = e1 | all_0_57_57 = e1 | all_0_58_58 = e1
% 61.13/26.29  																																				|
% 61.13/26.29  																																					+-Applying beta-rule and splitting (174), into two cases.
% 61.13/26.29  																																					|-Branch one:
% 61.13/26.29  																																					| (386) all_0_55_55 = e2
% 61.13/26.29  																																					|
% 61.13/26.29  																																						| Equations (386) can reduce 304 to:
% 61.13/26.29  																																						| (266) $false
% 61.13/26.29  																																						|
% 61.13/26.29  																																						|-The branch is then unsatisfiable
% 61.13/26.29  																																					|-Branch two:
% 61.13/26.29  																																					| (304)  ~ (all_0_55_55 = e2)
% 61.13/26.29  																																					| (2051) all_0_55_55 = e4 | all_0_55_55 = e3 | all_0_55_55 = e1 | all_0_55_55 = e0
% 61.13/26.29  																																					|
% 61.13/26.29  																																						+-Applying beta-rule and splitting (2051), into two cases.
% 61.13/26.29  																																						|-Branch one:
% 61.13/26.29  																																						| (587) all_0_55_55 = e4
% 61.13/26.29  																																						|
% 61.13/26.29  																																							| Equations (587) can reduce 803 to:
% 61.13/26.29  																																							| (49)  ~ (e4 = e0)
% 61.13/26.29  																																							|
% 61.13/26.29  																																							+-Applying beta-rule and splitting (1891), into two cases.
% 61.13/26.29  																																							|-Branch one:
% 61.13/26.29  																																							| (396) all_0_43_43 = e4
% 61.13/26.29  																																							|
% 61.13/26.29  																																								| Combining equations (356,396) yields a new equation:
% 61.13/26.29  																																								| (397) e4 = e0
% 61.13/26.29  																																								|
% 61.13/26.29  																																								| Equations (397) can reduce 49 to:
% 61.13/26.29  																																								| (266) $false
% 61.13/26.29  																																								|
% 61.13/26.29  																																								|-The branch is then unsatisfiable
% 61.13/26.29  																																							|-Branch two:
% 61.13/26.29  																																							| (399)  ~ (all_0_43_43 = e4)
% 61.13/26.29  																																							| (446) all_0_44_44 = e4
% 61.13/26.29  																																							|
% 61.13/26.29  																																								| Equations (446) can reduce 1390 to:
% 61.13/26.29  																																								| (266) $false
% 61.13/26.29  																																								|
% 61.13/26.29  																																								|-The branch is then unsatisfiable
% 61.13/26.29  																																						|-Branch two:
% 61.13/26.29  																																						| (763)  ~ (all_0_55_55 = e4)
% 61.13/26.29  																																						| (2055) all_0_55_55 = e3 | all_0_55_55 = e1 | all_0_55_55 = e0
% 61.13/26.29  																																						|
% 61.13/26.29  																																							+-Applying beta-rule and splitting (2055), into two cases.
% 61.13/26.29  																																							|-Branch one:
% 61.13/26.29  																																							| (858) all_0_55_55 = e0
% 61.13/26.29  																																							|
% 61.13/26.29  																																								| Equations (858) can reduce 803 to:
% 61.13/26.29  																																								| (266) $false
% 61.13/26.29  																																								|
% 61.13/26.29  																																								|-The branch is then unsatisfiable
% 61.13/26.29  																																							|-Branch two:
% 61.13/26.29  																																							| (803)  ~ (all_0_55_55 = e0)
% 61.13/26.29  																																							| (2315) all_0_55_55 = e3 | all_0_55_55 = e1
% 61.13/26.29  																																							|
% 61.13/26.29  																																								+-Applying beta-rule and splitting (2315), into two cases.
% 61.13/26.29  																																								|-Branch one:
% 61.13/26.29  																																								| (629) all_0_55_55 = e1
% 61.13/26.29  																																								|
% 61.13/26.29  																																									| Equations (629) can reduce 632 to:
% 61.13/26.29  																																									| (266) $false
% 61.13/26.29  																																									|
% 61.13/26.29  																																									|-The branch is then unsatisfiable
% 61.13/26.29  																																								|-Branch two:
% 61.13/26.29  																																								| (632)  ~ (all_0_55_55 = e1)
% 61.13/26.29  																																								| (2336) all_0_55_55 = e3
% 61.13/26.29  																																								|
% 61.13/26.29  																																									| Equations (2336) can reduce 270 to:
% 61.13/26.29  																																									| (266) $false
% 61.13/26.29  																																									|
% 61.13/26.29  																																									|-The branch is then unsatisfiable
% 61.13/26.29  																																			|-Branch two:
% 61.13/26.29  																																			| (457)  ~ (all_0_41_41 = e1)
% 61.13/26.29  																																			| (458) all_0_42_42 = e1 | all_0_43_43 = e1 | all_0_44_44 = e1
% 61.13/26.29  																																			|
% 61.13/26.29  																																				+-Applying beta-rule and splitting (105), into two cases.
% 61.13/26.29  																																				|-Branch one:
% 61.13/26.29  																																				| (1105) all_0_47_47 = e2
% 61.13/26.29  																																				|
% 61.13/26.29  																																					| Equations (1105) can reduce 338 to:
% 61.13/26.29  																																					| (266) $false
% 61.13/26.29  																																					|
% 61.13/26.29  																																					|-The branch is then unsatisfiable
% 61.13/26.29  																																				|-Branch two:
% 61.13/26.29  																																				| (338)  ~ (all_0_47_47 = e2)
% 61.13/26.29  																																				| (1789) all_0_47_47 = e4 | all_0_47_47 = e3 | all_0_47_47 = e1 | all_0_47_47 = e0
% 61.13/26.29  																																				|
% 61.13/26.29  																																					+-Applying beta-rule and splitting (1748), into two cases.
% 61.13/26.29  																																					|-Branch one:
% 61.13/26.29  																																					| (1414) all_0_44_44 = e0
% 61.13/26.29  																																					|
% 61.13/26.29  																																						| Equations (1414) can reduce 360 to:
% 61.13/26.29  																																						| (266) $false
% 61.13/26.29  																																						|
% 61.13/26.29  																																						|-The branch is then unsatisfiable
% 61.13/26.29  																																					|-Branch two:
% 61.13/26.29  																																					| (360)  ~ (all_0_44_44 = e0)
% 61.13/26.29  																																					| (1760) all_0_49_49 = e0 | all_0_58_58 = e0
% 61.13/26.29  																																					|
% 61.13/26.29  																																						+-Applying beta-rule and splitting (1789), into two cases.
% 61.13/26.29  																																						|-Branch one:
% 61.13/26.29  																																						| (1790) all_0_47_47 = e4
% 61.13/26.29  																																						|
% 61.13/26.29  																																							| Equations (1790) can reduce 252 to:
% 61.13/26.29  																																							| (266) $false
% 61.13/26.29  																																							|
% 61.13/26.29  																																							|-The branch is then unsatisfiable
% 61.13/26.29  																																						|-Branch two:
% 61.13/26.29  																																						| (252)  ~ (all_0_47_47 = e4)
% 61.13/26.29  																																						| (1793) all_0_47_47 = e3 | all_0_47_47 = e1 | all_0_47_47 = e0
% 61.13/26.29  																																						|
% 61.13/26.29  																																							+-Applying beta-rule and splitting (1793), into two cases.
% 61.13/26.29  																																							|-Branch one:
% 61.13/26.29  																																							| (674) all_0_47_47 = e0
% 61.13/26.29  																																							|
% 61.13/26.29  																																								| Equations (674) can reduce 1091 to:
% 61.13/26.29  																																								| (541)  ~ (e3 = e0)
% 61.13/26.30  																																								|
% 61.13/26.30  																																								| Simplifying 541 yields:
% 61.13/26.30  																																								| (80)  ~ (e3 = e0)
% 61.13/26.30  																																								|
% 61.13/26.30  																																								+-Applying beta-rule and splitting (458), into two cases.
% 61.13/26.30  																																								|-Branch one:
% 61.13/26.30  																																								| (459) all_0_42_42 = e1
% 61.13/26.30  																																								|
% 61.13/26.30  																																									| Combining equations (459,516) yields a new equation:
% 61.13/26.30  																																									| (455) e3 = e1
% 61.13/26.30  																																									|
% 61.13/26.30  																																									| Equations (455) can reduce 213 to:
% 61.13/26.30  																																									| (266) $false
% 61.13/26.30  																																									|
% 61.13/26.30  																																									|-The branch is then unsatisfiable
% 61.13/26.30  																																								|-Branch two:
% 61.13/26.30  																																								| (1380)  ~ (all_0_42_42 = e1)
% 61.13/26.30  																																								| (1381) all_0_43_43 = e1 | all_0_44_44 = e1
% 61.13/26.30  																																								|
% 61.13/26.30  																																									+-Applying beta-rule and splitting (1760), into two cases.
% 61.13/26.30  																																									|-Branch one:
% 61.13/26.30  																																									| (978) all_0_49_49 = e0
% 61.13/26.30  																																									|
% 61.13/26.30  																																										| Combining equations (884,978) yields a new equation:
% 61.13/26.30  																																										| (675) e3 = e0
% 61.13/26.30  																																										|
% 61.13/26.30  																																										| Simplifying 675 yields:
% 61.13/26.30  																																										| (676) e3 = e0
% 61.13/26.30  																																										|
% 61.13/26.30  																																										| Equations (676) can reduce 80 to:
% 61.13/26.30  																																										| (266) $false
% 61.13/26.30  																																										|
% 61.13/26.30  																																										|-The branch is then unsatisfiable
% 61.13/26.30  																																									|-Branch two:
% 61.13/26.30  																																									| (487)  ~ (all_0_49_49 = e0)
% 61.13/26.30  																																									| (914) all_0_58_58 = e0
% 61.13/26.30  																																									|
% 61.13/26.30  																																										| Equations (914) can reduce 880 to:
% 61.13/26.30  																																										| (435)  ~ (e1 = e0)
% 61.13/26.30  																																										|
% 61.13/26.30  																																										| Simplifying 435 yields:
% 61.13/26.30  																																										| (233)  ~ (e1 = e0)
% 61.13/26.30  																																										|
% 61.13/26.30  																																										+-Applying beta-rule and splitting (1381), into two cases.
% 61.13/26.30  																																										|-Branch one:
% 61.13/26.30  																																										| (430) all_0_43_43 = e1
% 61.13/26.30  																																										|
% 61.13/26.30  																																											| Combining equations (356,430) yields a new equation:
% 61.13/26.30  																																											| (431) e1 = e0
% 61.13/26.30  																																											|
% 61.13/26.30  																																											| Equations (431) can reduce 233 to:
% 61.13/26.30  																																											| (266) $false
% 61.13/26.30  																																											|
% 61.13/26.30  																																											|-The branch is then unsatisfiable
% 61.13/26.30  																																										|-Branch two:
% 61.13/26.30  																																										| (433)  ~ (all_0_43_43 = e1)
% 61.13/26.30  																																										| (635) all_0_44_44 = e1
% 61.13/26.30  																																										|
% 61.13/26.30  																																											| Equations (635) can reduce 639 to:
% 61.13/26.30  																																											| (266) $false
% 61.13/26.30  																																											|
% 61.13/26.30  																																											|-The branch is then unsatisfiable
% 61.13/26.30  																																							|-Branch two:
% 61.13/26.30  																																							| (678)  ~ (all_0_47_47 = e0)
% 61.13/26.30  																																							| (1831) all_0_47_47 = e3 | all_0_47_47 = e1
% 61.13/26.30  																																							|
% 61.13/26.30  																																								+-Applying beta-rule and splitting (1760), into two cases.
% 61.13/26.30  																																								|-Branch one:
% 61.13/26.30  																																								| (978) all_0_49_49 = e0
% 61.13/26.30  																																								|
% 61.13/26.30  																																									| Combining equations (978,884) yields a new equation:
% 61.13/26.30  																																									| (676) e3 = e0
% 61.13/26.30  																																									|
% 61.13/26.30  																																									| Equations (676) can reduce 80 to:
% 61.13/26.30  																																									| (266) $false
% 61.13/26.30  																																									|
% 61.13/26.30  																																									|-The branch is then unsatisfiable
% 61.13/26.30  																																								|-Branch two:
% 61.13/26.30  																																								| (487)  ~ (all_0_49_49 = e0)
% 61.13/26.30  																																								| (914) all_0_58_58 = e0
% 61.13/26.30  																																								|
% 61.13/26.30  																																									| Equations (914) can reduce 276 to:
% 61.13/26.30  																																									| (541)  ~ (e3 = e0)
% 61.13/26.30  																																									|
% 61.13/26.30  																																									| Simplifying 541 yields:
% 61.13/26.30  																																									| (80)  ~ (e3 = e0)
% 61.13/26.30  																																									|
% 61.13/26.30  																																									| Equations (914) can reduce 880 to:
% 61.13/26.30  																																									| (435)  ~ (e1 = e0)
% 61.13/26.30  																																									|
% 61.13/26.30  																																									| Simplifying 435 yields:
% 61.13/26.30  																																									| (233)  ~ (e1 = e0)
% 61.13/26.30  																																									|
% 61.13/26.30  																																									+-Applying beta-rule and splitting (832), into two cases.
% 61.13/26.30  																																									|-Branch one:
% 61.13/26.30  																																									| (674) all_0_47_47 = e0
% 61.13/26.30  																																									|
% 61.13/26.30  																																										| Equations (674) can reduce 678 to:
% 61.13/26.30  																																										| (266) $false
% 61.13/26.30  																																										|
% 61.13/26.30  																																										|-The branch is then unsatisfiable
% 61.13/26.30  																																									|-Branch two:
% 61.13/26.30  																																									| (678)  ~ (all_0_47_47 = e0)
% 61.13/26.30  																																									| (1278) all_0_48_48 = e0 | all_0_49_49 = e0
% 61.13/26.30  																																									|
% 61.13/26.30  																																										+-Applying beta-rule and splitting (1278), into two cases.
% 61.13/26.30  																																										|-Branch one:
% 61.13/26.30  																																										| (1279) all_0_48_48 = e0
% 61.13/26.30  																																										|
% 61.13/26.30  																																											| Combining equations (615,1279) yields a new equation:
% 61.13/26.30  																																											| (546) e1 = e0
% 61.13/26.30  																																											|
% 61.13/26.30  																																											| Simplifying 546 yields:
% 61.13/26.30  																																											| (431) e1 = e0
% 61.13/26.30  																																											|
% 61.13/26.30  																																											| Equations (431) can reduce 233 to:
% 61.13/26.30  																																											| (266) $false
% 61.13/26.30  																																											|
% 61.13/26.30  																																											|-The branch is then unsatisfiable
% 61.13/26.30  																																										|-Branch two:
% 61.13/26.30  																																										| (1283)  ~ (all_0_48_48 = e0)
% 61.13/26.30  																																										| (978) all_0_49_49 = e0
% 61.13/26.30  																																										|
% 61.13/26.30  																																											| Combining equations (884,978) yields a new equation:
% 61.13/26.30  																																											| (675) e3 = e0
% 61.13/26.30  																																											|
% 61.13/26.30  																																											| Simplifying 675 yields:
% 61.13/26.30  																																											| (676) e3 = e0
% 61.13/26.30  																																											|
% 61.13/26.30  																																											| Equations (676) can reduce 80 to:
% 61.13/26.30  																																											| (266) $false
% 61.13/26.30  																																											|
% 61.13/26.30  																																											|-The branch is then unsatisfiable
% 61.13/26.30  																														|-Branch two:
% 61.13/26.30  																														| (405)  ~ (all_0_42_42 = e3)
% 61.13/26.30  																														| (521) all_0_47_47 = e3 | all_0_51_51 = e3 | all_0_56_56 = e3
% 61.13/26.30  																														|
% 61.13/26.30  																															+-Applying beta-rule and splitting (521), into two cases.
% 61.13/26.30  																															|-Branch one:
% 61.13/26.30  																															| (522) all_0_47_47 = e3
% 61.13/26.30  																															|
% 61.13/26.30  																																| Equations (522) can reduce 1091 to:
% 61.13/26.30  																																| (266) $false
% 61.13/26.30  																																|
% 61.13/26.30  																																|-The branch is then unsatisfiable
% 61.13/26.30  																															|-Branch two:
% 61.13/26.30  																															| (1091)  ~ (all_0_47_47 = e3)
% 61.13/26.30  																															| (1092) all_0_51_51 = e3 | all_0_56_56 = e3
% 61.13/26.30  																															|
% 61.13/26.30  																																+-Applying beta-rule and splitting (1092), into two cases.
% 61.13/26.30  																																|-Branch one:
% 61.13/26.30  																																| (660) all_0_51_51 = e3
% 61.13/26.30  																																|
% 61.13/26.30  																																	| Combining equations (504,660) yields a new equation:
% 61.13/26.30  																																	| (662) e3 = e2
% 61.13/26.30  																																	|
% 61.13/26.30  																																	| Equations (662) can reduce 212 to:
% 61.13/26.30  																																	| (266) $false
% 61.13/26.30  																																	|
% 61.13/26.30  																																	|-The branch is then unsatisfiable
% 61.13/26.30  																																|-Branch two:
% 61.13/26.30  																																| (664)  ~ (all_0_51_51 = e3)
% 61.13/26.30  																																| (1097) all_0_56_56 = e3
% 61.13/26.30  																																|
% 61.13/26.30  																																	| Equations (1097) can reduce 272 to:
% 61.13/26.30  																																	| (266) $false
% 61.13/26.30  																																	|
% 61.13/26.30  																																	|-The branch is then unsatisfiable
% 61.13/26.30  																													|-Branch two:
% 61.13/26.30  																													| (525)  ~ (all_0_49_49 = e3)
% 61.13/26.30  																													| (887) all_0_53_53 = e3 | all_0_58_58 = e3
% 61.13/26.30  																													|
% 61.13/26.30  																														+-Applying beta-rule and splitting (26), into two cases.
% 61.13/26.30  																														|-Branch one:
% 61.13/26.30  																														| (446) all_0_44_44 = e4
% 61.13/26.30  																														|
% 61.13/26.30  																															| Equations (446) can reduce 181 to:
% 61.13/26.30  																															| (450)  ~ (all_0_58_58 = e4)
% 61.13/26.30  																															|
% 61.13/26.30  																															| Simplifying 450 yields:
% 61.13/26.30  																															| (451)  ~ (all_0_58_58 = e4)
% 61.13/26.30  																															|
% 61.13/26.30  																															| Equations (446) can reduce 407 to:
% 61.13/26.30  																															| (188)  ~ (e4 = e3)
% 61.13/26.30  																															|
% 61.13/26.30  																															| Equations (446) can reduce 147 to:
% 61.13/26.30  																															| (48)  ~ (e4 = e2)
% 61.13/26.30  																															|
% 61.13/26.30  																															| Equations (446) can reduce 639 to:
% 61.13/26.30  																															| (110)  ~ (e4 = e1)
% 61.13/26.30  																															|
% 61.13/26.30  																															+-Applying beta-rule and splitting (108), into two cases.
% 61.13/26.30  																															|-Branch one:
% 61.13/26.30  																															| (624) all_0_58_58 = e2
% 61.13/26.30  																															|
% 61.13/26.30  																																| Equations (624) can reduce 908 to:
% 61.13/26.30  																																| (266) $false
% 61.13/26.30  																																|
% 61.13/26.30  																																|-The branch is then unsatisfiable
% 61.13/26.30  																															|-Branch two:
% 61.13/26.30  																															| (908)  ~ (all_0_58_58 = e2)
% 61.13/26.30  																															| (909) all_0_58_58 = e4 | all_0_58_58 = e3 | all_0_58_58 = e1 | all_0_58_58 = e0
% 61.13/26.30  																															|
% 61.13/26.30  																																+-Applying beta-rule and splitting (171), into two cases.
% 61.13/26.30  																																|-Branch one:
% 61.13/26.30  																																| (265) all_0_54_54 = e4
% 61.13/26.30  																																|
% 61.13/26.30  																																	| Combining equations (268,265) yields a new equation:
% 61.13/26.30  																																	| (425) e4 = e3
% 61.13/26.30  																																	|
% 61.13/26.30  																																	| Equations (425) can reduce 188 to:
% 61.13/26.30  																																	| (266) $false
% 61.13/26.30  																																	|
% 61.13/26.30  																																	|-The branch is then unsatisfiable
% 61.13/26.30  																																|-Branch two:
% 61.13/26.30  																																| (258)  ~ (all_0_54_54 = e4)
% 61.13/26.30  																																| (575) all_0_55_55 = e4 | all_0_56_56 = e4 | all_0_57_57 = e4 | all_0_58_58 = e4
% 61.13/26.30  																																|
% 61.13/26.30  																																	+-Applying beta-rule and splitting (909), into two cases.
% 61.13/26.30  																																	|-Branch one:
% 61.13/26.30  																																	| (910) all_0_58_58 = e4
% 61.13/26.30  																																	|
% 61.13/26.30  																																		| Equations (910) can reduce 451 to:
% 61.13/26.30  																																		| (266) $false
% 61.13/26.30  																																		|
% 61.13/26.30  																																		|-The branch is then unsatisfiable
% 61.13/26.30  																																	|-Branch two:
% 61.13/26.30  																																	| (451)  ~ (all_0_58_58 = e4)
% 61.13/26.30  																																	| (913) all_0_58_58 = e3 | all_0_58_58 = e1 | all_0_58_58 = e0
% 61.13/26.30  																																	|
% 61.13/26.30  																																		+-Applying beta-rule and splitting (575), into two cases.
% 61.13/26.30  																																		|-Branch one:
% 61.13/26.30  																																		| (587) all_0_55_55 = e4
% 61.13/26.30  																																		|
% 61.13/26.30  																																			| Equations (587) can reduce 191 to:
% 61.13/26.30  																																			| (440)  ~ (all_0_41_41 = e4)
% 61.13/26.30  																																			|
% 61.13/26.30  																																			| Equations (587) can reduce 270 to:
% 61.13/26.30  																																			| (188)  ~ (e4 = e3)
% 61.13/26.30  																																			|
% 61.13/26.30  																																			+-Applying beta-rule and splitting (216), into two cases.
% 61.13/26.30  																																			|-Branch one:
% 61.13/26.30  																																			| (629) all_0_55_55 = e1
% 61.13/26.30  																																			|
% 61.13/26.30  																																				| Combining equations (587,629) yields a new equation:
% 61.13/26.30  																																				| (636) e4 = e1
% 61.13/26.30  																																				|
% 61.13/26.30  																																				| Simplifying 636 yields:
% 61.13/26.30  																																				| (630) e4 = e1
% 61.13/26.30  																																				|
% 61.13/26.30  																																				| Equations (630) can reduce 110 to:
% 61.13/26.30  																																				| (266) $false
% 61.13/26.30  																																				|
% 61.13/26.30  																																				|-The branch is then unsatisfiable
% 61.13/26.30  																																			|-Branch two:
% 61.13/26.30  																																			| (632)  ~ (all_0_55_55 = e1)
% 61.13/26.30  																																			| (633) all_0_56_56 = e1 | all_0_57_57 = e1 | all_0_58_58 = e1
% 61.13/26.30  																																			|
% 61.13/26.30  																																				+-Applying beta-rule and splitting (18), into two cases.
% 61.13/26.30  																																				|-Branch one:
% 61.13/26.30  																																				| (453) all_0_41_41 = e1
% 61.13/26.30  																																				|
% 61.13/26.30  																																					| Equations (453) can reduce 214 to:
% 61.13/26.30  																																					| (4055)  ~ (all_0_42_42 = e1)
% 61.13/26.30  																																					|
% 61.13/26.30  																																					| Simplifying 4055 yields:
% 61.13/26.30  																																					| (1380)  ~ (all_0_42_42 = e1)
% 61.13/26.30  																																					|
% 61.13/26.30  																																					| Equations (453) can reduce 85 to:
% 61.13/26.30  																																					| (604)  ~ (e2 = e1)
% 61.13/26.30  																																					|
% 61.13/26.30  																																					| Simplifying 604 yields:
% 61.13/26.30  																																					| (122)  ~ (e2 = e1)
% 61.13/26.30  																																					|
% 61.13/26.30  																																					+-Applying beta-rule and splitting (913), into two cases.
% 61.13/26.30  																																					|-Branch one:
% 61.13/26.30  																																					| (914) all_0_58_58 = e0
% 61.13/26.30  																																					|
% 61.13/26.30  																																						| Equations (914) can reduce 880 to:
% 61.13/26.30  																																						| (435)  ~ (e1 = e0)
% 61.13/26.30  																																						|
% 61.13/26.30  																																						| Simplifying 435 yields:
% 61.13/26.30  																																						| (233)  ~ (e1 = e0)
% 61.13/26.30  																																						|
% 61.21/26.30  																																						+-Applying beta-rule and splitting (633), into two cases.
% 61.21/26.30  																																						|-Branch one:
% 61.21/26.30  																																						| (1569) all_0_56_56 = e1
% 61.21/26.30  																																						|
% 61.21/26.30  																																							| Equations (1569) can reduce 236 to:
% 61.21/26.30  																																							| (1380)  ~ (all_0_42_42 = e1)
% 61.21/26.30  																																							|
% 61.21/26.30  																																							+-Applying beta-rule and splitting (1899), into two cases.
% 61.21/26.30  																																							|-Branch one:
% 61.21/26.30  																																							| (516) all_0_42_42 = e3
% 61.21/26.30  																																							|
% 61.21/26.30  																																								| Equations (516) can reduce 1380 to:
% 61.21/26.30  																																								| (213)  ~ (e3 = e1)
% 61.21/26.30  																																								|
% 61.21/26.30  																																								| Equations (516) can reduce 358 to:
% 61.21/26.30  																																								| (80)  ~ (e3 = e0)
% 61.21/26.30  																																								|
% 61.21/26.30  																																								+-Applying beta-rule and splitting (887), into two cases.
% 61.21/26.30  																																								|-Branch one:
% 61.21/26.30  																																								| (665) all_0_53_53 = e3
% 61.21/26.30  																																								|
% 61.21/26.30  																																									| Combining equations (1208,665) yields a new equation:
% 61.21/26.30  																																									| (455) e3 = e1
% 61.21/26.30  																																									|
% 61.21/26.30  																																									| Equations (455) can reduce 213 to:
% 61.21/26.30  																																									| (266) $false
% 61.21/26.30  																																									|
% 61.21/26.30  																																									|-The branch is then unsatisfiable
% 61.21/26.30  																																								|-Branch two:
% 61.21/26.30  																																								| (903)  ~ (all_0_53_53 = e3)
% 61.21/26.30  																																								| (795) all_0_58_58 = e3
% 61.21/26.30  																																								|
% 61.21/26.30  																																									| Combining equations (795,914) yields a new equation:
% 61.21/26.30  																																									| (675) e3 = e0
% 61.21/26.30  																																									|
% 61.21/26.30  																																									| Simplifying 675 yields:
% 61.21/26.30  																																									| (676) e3 = e0
% 61.21/26.30  																																									|
% 61.21/26.30  																																									| Equations (676) can reduce 80 to:
% 61.21/26.30  																																									| (266) $false
% 61.21/26.30  																																									|
% 61.21/26.30  																																									|-The branch is then unsatisfiable
% 61.21/26.30  																																							|-Branch two:
% 61.21/26.30  																																							| (405)  ~ (all_0_42_42 = e3)
% 61.21/26.30  																																							| (532) all_0_44_44 = e3
% 61.21/26.30  																																							|
% 61.21/26.30  																																								| Combining equations (446,532) yields a new equation:
% 61.21/26.30  																																								| (424) e4 = e3
% 61.21/26.30  																																								|
% 61.21/26.30  																																								| Simplifying 424 yields:
% 61.21/26.30  																																								| (425) e4 = e3
% 61.21/26.30  																																								|
% 61.21/26.30  																																								| Equations (425) can reduce 188 to:
% 61.21/26.30  																																								| (266) $false
% 61.21/26.30  																																								|
% 61.21/26.30  																																								|-The branch is then unsatisfiable
% 61.21/26.30  																																						|-Branch two:
% 61.21/26.30  																																						| (466)  ~ (all_0_56_56 = e1)
% 61.21/26.30  																																						| (1574) all_0_57_57 = e1 | all_0_58_58 = e1
% 61.21/26.30  																																						|
% 61.21/26.30  																																							+-Applying beta-rule and splitting (1574), into two cases.
% 61.21/26.30  																																							|-Branch one:
% 61.21/26.30  																																							| (647) all_0_57_57 = e1
% 61.21/26.30  																																							|
% 61.21/26.30  																																								| Combining equations (442,647) yields a new equation:
% 61.21/26.30  																																								| (616) e2 = e1
% 61.21/26.30  																																								|
% 61.21/26.30  																																								| Simplifying 616 yields:
% 61.21/26.30  																																								| (617) e2 = e1
% 61.21/26.30  																																								|
% 61.21/26.30  																																								| Equations (617) can reduce 122 to:
% 61.21/26.30  																																								| (266) $false
% 61.21/26.30  																																								|
% 61.21/26.30  																																								|-The branch is then unsatisfiable
% 61.21/26.30  																																							|-Branch two:
% 61.21/26.30  																																							| (1670)  ~ (all_0_57_57 = e1)
% 61.21/26.30  																																							| (918) all_0_58_58 = e1
% 61.21/26.30  																																							|
% 61.21/26.30  																																								| Combining equations (918,914) yields a new equation:
% 61.21/26.30  																																								| (546) e1 = e0
% 61.21/26.30  																																								|
% 61.21/26.30  																																								| Simplifying 546 yields:
% 61.21/26.30  																																								| (431) e1 = e0
% 61.21/26.30  																																								|
% 61.21/26.30  																																								| Equations (431) can reduce 233 to:
% 61.21/26.30  																																								| (266) $false
% 61.21/26.30  																																								|
% 61.21/26.30  																																								|-The branch is then unsatisfiable
% 61.21/26.30  																																					|-Branch two:
% 61.21/26.30  																																					| (491)  ~ (all_0_58_58 = e0)
% 61.21/26.30  																																					| (917) all_0_58_58 = e3 | all_0_58_58 = e1
% 61.21/26.30  																																					|
% 61.21/26.30  																																						+-Applying beta-rule and splitting (131), into two cases.
% 61.21/26.30  																																						|-Branch one:
% 61.21/26.30  																																						| (459) all_0_42_42 = e1
% 61.21/26.30  																																						|
% 61.21/26.30  																																							| Equations (459) can reduce 1380 to:
% 61.21/26.30  																																							| (266) $false
% 61.21/26.30  																																							|
% 61.21/26.30  																																							|-The branch is then unsatisfiable
% 61.21/26.30  																																						|-Branch two:
% 61.21/26.30  																																						| (1380)  ~ (all_0_42_42 = e1)
% 61.21/26.30  																																						| (3259) all_0_47_47 = e1 | all_0_51_51 = e1 | all_0_56_56 = e1
% 61.21/26.30  																																						|
% 61.21/26.30  																																							+-Applying beta-rule and splitting (3259), into two cases.
% 61.21/26.30  																																							|-Branch one:
% 61.21/26.30  																																							| (654) all_0_47_47 = e1
% 61.21/26.30  																																							|
% 61.21/26.30  																																								| Equations (654) can reduce 462 to:
% 61.21/26.30  																																								| (266) $false
% 61.21/26.30  																																								|
% 61.21/26.30  																																								|-The branch is then unsatisfiable
% 61.21/26.30  																																							|-Branch two:
% 61.21/26.30  																																							| (462)  ~ (all_0_47_47 = e1)
% 61.21/26.30  																																							| (3264) all_0_51_51 = e1 | all_0_56_56 = e1
% 61.21/26.30  																																							|
% 61.21/26.30  																																								+-Applying beta-rule and splitting (3264), into two cases.
% 61.21/26.30  																																								|-Branch one:
% 61.21/26.30  																																								| (1109) all_0_51_51 = e1
% 61.21/26.30  																																								|
% 61.21/26.30  																																									| Combining equations (504,1109) yields a new equation:
% 61.21/26.30  																																									| (616) e2 = e1
% 61.21/26.30  																																									|
% 61.21/26.30  																																									| Simplifying 616 yields:
% 61.21/26.30  																																									| (617) e2 = e1
% 61.21/26.30  																																									|
% 61.21/26.30  																																									| Equations (617) can reduce 122 to:
% 61.21/26.30  																																									| (266) $false
% 61.21/26.30  																																									|
% 61.21/26.30  																																									|-The branch is then unsatisfiable
% 61.21/26.30  																																								|-Branch two:
% 61.21/26.30  																																								| (464)  ~ (all_0_51_51 = e1)
% 61.21/26.30  																																								| (1569) all_0_56_56 = e1
% 61.21/26.30  																																								|
% 61.21/26.30  																																									| Equations (1569) can reduce 44 to:
% 61.21/26.30  																																									| (879)  ~ (all_0_58_58 = e1)
% 61.21/26.30  																																									|
% 61.21/26.30  																																									| Simplifying 879 yields:
% 61.21/26.30  																																									| (880)  ~ (all_0_58_58 = e1)
% 61.21/26.30  																																									|
% 61.21/26.30  																																									+-Applying beta-rule and splitting (917), into two cases.
% 61.21/26.30  																																									|-Branch one:
% 61.21/26.30  																																									| (918) all_0_58_58 = e1
% 61.21/26.30  																																									|
% 61.21/26.30  																																										| Equations (918) can reduce 880 to:
% 61.21/26.30  																																										| (266) $false
% 61.21/26.30  																																										|
% 61.21/26.30  																																										|-The branch is then unsatisfiable
% 61.21/26.30  																																									|-Branch two:
% 61.21/26.30  																																									| (880)  ~ (all_0_58_58 = e1)
% 61.21/26.30  																																									| (795) all_0_58_58 = e3
% 61.21/26.30  																																									|
% 61.21/26.30  																																										| Equations (795) can reduce 276 to:
% 61.21/26.30  																																										| (266) $false
% 61.21/26.30  																																										|
% 61.21/26.30  																																										|-The branch is then unsatisfiable
% 61.21/26.30  																																				|-Branch two:
% 61.21/26.30  																																				| (457)  ~ (all_0_41_41 = e1)
% 61.21/26.30  																																				| (595) all_0_46_46 = e1 | all_0_50_50 = e1 | all_0_55_55 = e1
% 61.21/26.30  																																				|
% 61.21/26.30  																																					+-Applying beta-rule and splitting (103), into two cases.
% 61.21/26.30  																																					|-Branch one:
% 61.21/26.30  																																					| (453) all_0_41_41 = e1
% 61.21/26.30  																																					|
% 61.21/26.30  																																						| Equations (453) can reduce 457 to:
% 61.21/26.30  																																						| (266) $false
% 61.21/26.30  																																						|
% 61.21/26.30  																																						|-The branch is then unsatisfiable
% 61.21/26.30  																																					|-Branch two:
% 61.21/26.30  																																					| (457)  ~ (all_0_41_41 = e1)
% 61.21/26.30  																																					| (458) all_0_42_42 = e1 | all_0_43_43 = e1 | all_0_44_44 = e1
% 61.21/26.30  																																					|
% 61.21/26.30  																																						+-Applying beta-rule and splitting (27), into two cases.
% 61.21/26.30  																																						|-Branch one:
% 61.21/26.30  																																						| (437) all_0_41_41 = e4
% 61.21/26.30  																																						|
% 61.21/26.30  																																							| Equations (437) can reduce 440 to:
% 61.21/26.30  																																							| (266) $false
% 61.21/26.30  																																							|
% 61.21/26.30  																																							|-The branch is then unsatisfiable
% 61.21/26.30  																																						|-Branch two:
% 61.21/26.30  																																						| (440)  ~ (all_0_41_41 = e4)
% 61.21/26.30  																																						| (4049) all_0_41_41 = e3 | all_0_41_41 = e1 | all_0_41_41 = e0
% 61.21/26.30  																																						|
% 61.21/26.30  																																							+-Applying beta-rule and splitting (4049), into two cases.
% 61.21/26.30  																																							|-Branch one:
% 61.21/26.30  																																							| (794) all_0_41_41 = e0
% 61.21/26.30  																																							|
% 61.21/26.30  																																								| Equations (794) can reduce 357 to:
% 61.21/26.30  																																								| (266) $false
% 61.21/26.30  																																								|
% 61.21/26.30  																																								|-The branch is then unsatisfiable
% 61.21/26.30  																																							|-Branch two:
% 61.21/26.30  																																							| (357)  ~ (all_0_41_41 = e0)
% 61.21/26.30  																																							| (4053) all_0_41_41 = e3 | all_0_41_41 = e1
% 61.21/26.30  																																							|
% 61.21/26.30  																																								+-Applying beta-rule and splitting (4053), into two cases.
% 61.21/26.30  																																								|-Branch one:
% 61.21/26.30  																																								| (453) all_0_41_41 = e1
% 61.21/26.30  																																								|
% 61.21/26.30  																																									| Equations (453) can reduce 457 to:
% 61.21/26.30  																																									| (266) $false
% 61.21/26.30  																																									|
% 61.21/26.30  																																									|-The branch is then unsatisfiable
% 61.21/26.30  																																								|-Branch two:
% 61.21/26.30  																																								| (457)  ~ (all_0_41_41 = e1)
% 61.21/26.30  																																								| (403) all_0_41_41 = e3
% 61.21/26.30  																																								|
% 61.21/26.30  																																									| Equations (403) can reduce 1898 to:
% 61.21/26.30  																																									| (266) $false
% 61.21/26.30  																																									|
% 61.21/26.30  																																									|-The branch is then unsatisfiable
% 61.21/26.30  																																		|-Branch two:
% 61.21/26.30  																																		| (763)  ~ (all_0_55_55 = e4)
% 61.21/26.30  																																		| (764) all_0_56_56 = e4 | all_0_57_57 = e4 | all_0_58_58 = e4
% 61.21/26.30  																																		|
% 61.21/26.30  																																			+-Applying beta-rule and splitting (764), into two cases.
% 61.21/26.30  																																			|-Branch one:
% 61.21/26.30  																																			| (842) all_0_56_56 = e4
% 61.21/26.30  																																			|
% 61.21/26.30  																																				| Equations (842) can reduce 477 to:
% 61.21/26.30  																																				| (266) $false
% 61.21/26.30  																																				|
% 61.21/26.30  																																				|-The branch is then unsatisfiable
% 61.21/26.30  																																			|-Branch two:
% 61.21/26.30  																																			| (477)  ~ (all_0_56_56 = e4)
% 61.21/26.30  																																			| (935) all_0_57_57 = e4 | all_0_58_58 = e4
% 61.21/26.30  																																			|
% 61.21/26.30  																																				+-Applying beta-rule and splitting (935), into two cases.
% 61.21/26.30  																																				|-Branch one:
% 61.21/26.30  																																				| (871) all_0_57_57 = e4
% 61.21/26.30  																																				|
% 61.21/26.30  																																					| Combining equations (871,442) yields a new equation:
% 61.21/26.30  																																					| (322) e4 = e2
% 61.21/26.30  																																					|
% 61.21/26.30  																																					| Simplifying 322 yields:
% 61.21/26.30  																																					| (323) e4 = e2
% 61.21/26.30  																																					|
% 61.21/26.30  																																					| Equations (323) can reduce 48 to:
% 61.21/26.30  																																					| (266) $false
% 61.21/26.30  																																					|
% 61.21/26.30  																																					|-The branch is then unsatisfiable
% 61.21/26.30  																																				|-Branch two:
% 61.21/26.30  																																				| (839)  ~ (all_0_57_57 = e4)
% 61.21/26.30  																																				| (910) all_0_58_58 = e4
% 61.21/26.30  																																				|
% 61.21/26.30  																																					| Equations (910) can reduce 451 to:
% 61.21/26.30  																																					| (266) $false
% 61.21/26.30  																																					|
% 61.21/26.30  																																					|-The branch is then unsatisfiable
% 61.21/26.30  																														|-Branch two:
% 61.21/26.30  																														| (1390)  ~ (all_0_44_44 = e4)
% 61.21/26.30  																														| (1391) all_0_44_44 = e3 | all_0_44_44 = e1 | all_0_44_44 = e0
% 61.21/26.30  																														|
% 61.21/26.30  																															+-Applying beta-rule and splitting (1391), into two cases.
% 61.21/26.30  																															|-Branch one:
% 61.21/26.30  																															| (1414) all_0_44_44 = e0
% 61.21/26.30  																															|
% 61.21/26.30  																																| Equations (1414) can reduce 360 to:
% 61.21/26.30  																																| (266) $false
% 61.21/26.30  																																|
% 61.21/26.30  																																|-The branch is then unsatisfiable
% 61.21/26.30  																															|-Branch two:
% 61.21/26.30  																															| (360)  ~ (all_0_44_44 = e0)
% 61.21/26.30  																															| (1417) all_0_44_44 = e3 | all_0_44_44 = e1
% 61.21/26.30  																															|
% 61.21/26.30  																																+-Applying beta-rule and splitting (1417), into two cases.
% 61.21/26.30  																																|-Branch one:
% 61.21/26.30  																																| (635) all_0_44_44 = e1
% 61.21/26.30  																																|
% 61.21/26.31  																																	| Equations (635) can reduce 639 to:
% 61.21/26.31  																																	| (266) $false
% 61.21/26.31  																																	|
% 61.21/26.31  																																	|-The branch is then unsatisfiable
% 61.21/26.31  																																|-Branch two:
% 61.21/26.31  																																| (639)  ~ (all_0_44_44 = e1)
% 61.21/26.31  																																| (532) all_0_44_44 = e3
% 61.21/26.31  																																|
% 61.21/26.31  																																	| Equations (532) can reduce 407 to:
% 61.21/26.31  																																	| (266) $false
% 61.21/26.31  																																	|
% 61.21/26.31  																																	|-The branch is then unsatisfiable
% 61.21/26.31  																					|-Branch two:
% 61.21/26.31  																					| (5470)  ~ (all_0_43_43 = e0)
% 61.21/26.31  																					| (5471) all_0_48_48 = e0 | all_0_57_57 = e0
% 61.21/26.31  																					|
% 61.21/26.31  																						+-Applying beta-rule and splitting (195), into two cases.
% 61.21/26.31  																						|-Branch one:
% 61.21/26.31  																						| (396) all_0_43_43 = e4
% 61.21/26.31  																						|
% 61.21/26.31  																							| Equations (396) can reduce 399 to:
% 61.21/26.31  																							| (266) $false
% 61.21/26.31  																							|
% 61.21/26.31  																							|-The branch is then unsatisfiable
% 61.21/26.31  																						|-Branch two:
% 61.21/26.31  																						| (399)  ~ (all_0_43_43 = e4)
% 61.21/26.31  																						| (6374) all_0_43_43 = e1 | all_0_43_43 = e0
% 61.21/26.31  																						|
% 61.21/26.31  																							+-Applying beta-rule and splitting (5471), into two cases.
% 61.21/26.31  																							|-Branch one:
% 61.21/26.31  																							| (1279) all_0_48_48 = e0
% 61.21/26.31  																							|
% 61.21/26.31  																								| Equations (1279) can reduce 17 to:
% 61.21/26.31  																								| (5470)  ~ (all_0_43_43 = e0)
% 61.21/26.31  																								|
% 61.21/26.31  																								| Equations (1279) can reduce 215 to:
% 61.21/26.31  																								| (541)  ~ (e3 = e0)
% 61.21/26.31  																								|
% 61.21/26.31  																								| Simplifying 541 yields:
% 61.21/26.31  																								| (80)  ~ (e3 = e0)
% 61.21/26.31  																								|
% 61.21/26.31  																								+-Applying beta-rule and splitting (135), into two cases.
% 61.21/26.31  																								|-Branch one:
% 61.21/26.31  																								| (545) all_0_46_46 = e1
% 61.21/26.31  																								|
% 61.21/26.31  																									| Combining equations (545,1794) yields a new equation:
% 61.21/26.31  																									| (617) e2 = e1
% 61.21/26.31  																									|
% 61.21/26.31  																									| Equations (617) can reduce 122 to:
% 61.21/26.31  																									| (266) $false
% 61.21/26.31  																									|
% 61.21/26.31  																									|-The branch is then unsatisfiable
% 61.21/26.31  																								|-Branch two:
% 61.21/26.31  																								| (549)  ~ (all_0_46_46 = e1)
% 61.21/26.31  																								| (550) all_0_47_47 = e1 | all_0_48_48 = e1 | all_0_49_49 = e1
% 61.21/26.31  																								|
% 61.21/26.31  																									+-Applying beta-rule and splitting (550), into two cases.
% 61.21/26.31  																									|-Branch one:
% 61.21/26.31  																									| (654) all_0_47_47 = e1
% 61.21/26.31  																									|
% 61.21/26.31  																										| Equations (654) can reduce 198 to:
% 61.21/26.31  																										| (1380)  ~ (all_0_42_42 = e1)
% 61.21/26.31  																										|
% 61.21/26.31  																										| Equations (654) can reduce 86 to:
% 61.21/26.31  																										| (1419)  ~ (all_0_49_49 = e1)
% 61.21/26.31  																										|
% 61.21/26.31  																										| Simplifying 1419 yields:
% 61.21/26.31  																										| (1064)  ~ (all_0_49_49 = e1)
% 61.21/26.31  																										|
% 61.21/26.31  																										| Equations (654) can reduce 91 to:
% 61.21/26.31  																										| (465)  ~ (all_0_56_56 = e1)
% 61.21/26.31  																										|
% 61.21/26.31  																										| Simplifying 465 yields:
% 61.21/26.31  																										| (466)  ~ (all_0_56_56 = e1)
% 61.21/26.31  																										|
% 61.21/26.31  																										+-Applying beta-rule and splitting (216), into two cases.
% 61.21/26.31  																										|-Branch one:
% 61.21/26.31  																										| (629) all_0_55_55 = e1
% 61.21/26.31  																										|
% 61.21/26.31  																											| Equations (629) can reduce 191 to:
% 61.21/26.31  																											| (457)  ~ (all_0_41_41 = e1)
% 61.21/26.31  																											|
% 61.21/26.31  																											| Equations (629) can reduce 153 to:
% 61.21/26.31  																											| (465)  ~ (all_0_56_56 = e1)
% 61.21/26.31  																											|
% 61.21/26.31  																											| Simplifying 465 yields:
% 61.21/26.31  																											| (466)  ~ (all_0_56_56 = e1)
% 61.21/26.31  																											|
% 61.21/26.31  																											| From (629) and (74) follows:
% 61.21/26.31  																											| (6587) op(e0, e3) = e1
% 61.21/26.31  																											|
% 61.21/26.31  																											+-Applying beta-rule and splitting (78), into two cases.
% 61.21/26.31  																											|-Branch one:
% 61.21/26.31  																											| (423) all_0_45_45 = e3
% 61.21/26.31  																											|
% 61.21/26.31  																												| Combining equations (423,248) yields a new equation:
% 61.21/26.31  																												| (425) e4 = e3
% 61.21/26.31  																												|
% 61.21/26.31  																												| Equations (425) can reduce 188 to:
% 61.21/26.31  																												| (266) $false
% 61.21/26.31  																												|
% 61.21/26.31  																												|-The branch is then unsatisfiable
% 61.21/26.31  																											|-Branch two:
% 61.21/26.31  																											| (427)  ~ (all_0_45_45 = e3)
% 61.21/26.31  																											| (428) all_0_46_46 = e3 | all_0_47_47 = e3 | all_0_49_49 = e3
% 61.21/26.31  																											|
% 61.21/26.31  																												+-Applying beta-rule and splitting (27), into two cases.
% 61.21/26.31  																												|-Branch one:
% 61.21/26.31  																												| (437) all_0_41_41 = e4
% 61.21/26.31  																												|
% 61.21/26.31  																													| Equations (437) can reduce 214 to:
% 61.21/26.31  																													| (1901)  ~ (all_0_42_42 = e4)
% 61.21/26.31  																													|
% 61.21/26.31  																													| Simplifying 1901 yields:
% 61.21/26.31  																													| (1890)  ~ (all_0_42_42 = e4)
% 61.21/26.31  																													|
% 61.21/26.31  																													| Equations (437) can reduce 31 to:
% 61.21/26.31  																													| (47779)  ~ (all_0_43_43 = e4)
% 61.21/26.31  																													|
% 61.21/26.31  																													| Simplifying 47779 yields:
% 61.21/26.31  																													| (399)  ~ (all_0_43_43 = e4)
% 61.21/26.31  																													|
% 61.21/26.31  																													| Equations (437) can reduce 149 to:
% 61.21/26.31  																													| (1903)  ~ (all_0_44_44 = e4)
% 61.21/26.31  																													|
% 61.21/26.31  																													| Simplifying 1903 yields:
% 61.21/26.31  																													| (1390)  ~ (all_0_44_44 = e4)
% 61.21/26.31  																													|
% 61.21/26.31  																													| Equations (437) can reduce 85 to:
% 61.21/26.31  																													| (48)  ~ (e4 = e2)
% 61.21/26.31  																													|
% 61.21/26.31  																													| From (437) and (219) follows:
% 61.21/26.31  																													| (1913) op(e3, e3) = e4
% 61.21/26.31  																													|
% 61.21/26.31  																													+-Applying beta-rule and splitting (54), into two cases.
% 61.21/26.31  																													|-Branch one:
% 61.21/26.31  																													| (583) all_0_49_49 = e2
% 61.21/26.31  																													|
% 61.21/26.31  																														| Equations (583) can reduce 340 to:
% 61.21/26.31  																														| (266) $false
% 61.21/26.31  																														|
% 61.21/26.31  																														|-The branch is then unsatisfiable
% 61.21/26.31  																													|-Branch two:
% 61.21/26.31  																													| (340)  ~ (all_0_49_49 = e2)
% 61.21/26.31  																													| (586) all_0_49_49 = e4 | all_0_49_49 = e3 | all_0_49_49 = e1 | all_0_49_49 = e0
% 61.21/26.31  																													|
% 61.21/26.31  																														+-Applying beta-rule and splitting (133), into two cases.
% 61.21/26.31  																														|-Branch one:
% 61.21/26.31  																														| (833) all_0_56_56 = e2
% 61.21/26.31  																														|
% 61.21/26.31  																															| Equations (833) can reduce 511 to:
% 61.21/26.31  																															| (266) $false
% 61.21/26.31  																															|
% 61.21/26.31  																															|-The branch is then unsatisfiable
% 61.21/26.31  																														|-Branch two:
% 61.21/26.31  																														| (511)  ~ (all_0_56_56 = e2)
% 61.21/26.31  																														| (836) all_0_56_56 = e4 | all_0_56_56 = e3 | all_0_56_56 = e1 | all_0_56_56 = e0
% 61.21/26.31  																														|
% 61.21/26.31  																															+-Applying beta-rule and splitting (836), into two cases.
% 61.21/26.31  																															|-Branch one:
% 61.21/26.31  																															| (842) all_0_56_56 = e4
% 61.21/26.31  																															|
% 61.21/26.31  																																| Equations (842) can reduce 477 to:
% 61.21/26.31  																																| (266) $false
% 61.21/26.31  																																|
% 61.21/26.31  																																|-The branch is then unsatisfiable
% 61.21/26.31  																															|-Branch two:
% 61.21/26.31  																															| (477)  ~ (all_0_56_56 = e4)
% 61.21/26.31  																															| (845) all_0_56_56 = e3 | all_0_56_56 = e1 | all_0_56_56 = e0
% 61.21/26.31  																															|
% 61.21/26.31  																																+-Applying beta-rule and splitting (845), into two cases.
% 61.21/26.31  																																|-Branch one:
% 61.21/26.31  																																| (679) all_0_56_56 = e0
% 61.21/26.31  																																|
% 61.21/26.31  																																	| Equations (679) can reduce 272 to:
% 61.21/26.31  																																	| (541)  ~ (e3 = e0)
% 61.21/26.31  																																	|
% 61.21/26.31  																																	| Simplifying 541 yields:
% 61.21/26.31  																																	| (80)  ~ (e3 = e0)
% 61.21/26.31  																																	|
% 61.21/26.31  																																	+-Applying beta-rule and splitting (180), into two cases.
% 61.21/26.31  																																	|-Branch one:
% 61.21/26.31  																																	| (516) all_0_42_42 = e3
% 61.21/26.31  																																	|
% 61.21/26.31  																																		| Equations (516) can reduce 73 to:
% 61.21/26.31  																																		| (406)  ~ (all_0_44_44 = e3)
% 61.21/26.31  																																		|
% 61.21/26.31  																																		| Simplifying 406 yields:
% 61.21/26.31  																																		| (407)  ~ (all_0_44_44 = e3)
% 61.21/26.31  																																		|
% 61.21/26.31  																																		| Equations (516) can reduce 1890 to:
% 61.21/26.31  																																		| (277)  ~ (e4 = e3)
% 61.21/26.31  																																		|
% 61.21/26.31  																																		| Simplifying 277 yields:
% 61.21/26.31  																																		| (188)  ~ (e4 = e3)
% 61.21/26.31  																																		|
% 61.21/26.31  																																		+-Applying beta-rule and splitting (26), into two cases.
% 61.21/26.31  																																		|-Branch one:
% 61.21/26.31  																																		| (446) all_0_44_44 = e4
% 61.21/26.31  																																		|
% 61.21/26.31  																																			| Equations (446) can reduce 1390 to:
% 61.21/26.31  																																			| (266) $false
% 61.21/26.31  																																			|
% 61.21/26.31  																																			|-The branch is then unsatisfiable
% 61.21/26.31  																																		|-Branch two:
% 61.21/26.31  																																		| (1390)  ~ (all_0_44_44 = e4)
% 61.21/26.31  																																		| (1391) all_0_44_44 = e3 | all_0_44_44 = e1 | all_0_44_44 = e0
% 61.21/26.31  																																		|
% 61.21/26.31  																																			+-Applying beta-rule and splitting (108), into two cases.
% 61.21/26.31  																																			|-Branch one:
% 61.21/26.31  																																			| (624) all_0_58_58 = e2
% 61.21/26.31  																																			|
% 61.21/26.31  																																				| Equations (624) can reduce 908 to:
% 61.21/26.31  																																				| (266) $false
% 61.21/26.31  																																				|
% 61.21/26.31  																																				|-The branch is then unsatisfiable
% 61.21/26.31  																																			|-Branch two:
% 61.21/26.31  																																			| (908)  ~ (all_0_58_58 = e2)
% 61.21/26.31  																																			| (909) all_0_58_58 = e4 | all_0_58_58 = e3 | all_0_58_58 = e1 | all_0_58_58 = e0
% 61.21/26.31  																																			|
% 61.21/26.31  																																				+-Applying beta-rule and splitting (130), into two cases.
% 61.21/26.31  																																				|-Branch one:
% 61.21/26.31  																																				| (430) all_0_43_43 = e1
% 61.21/26.31  																																				|
% 61.21/26.31  																																					| Equations (430) can reduce 159 to:
% 61.21/26.31  																																					| (4057)  ~ (all_0_44_44 = e1)
% 61.21/26.31  																																					|
% 61.21/26.31  																																					| Simplifying 4057 yields:
% 61.21/26.31  																																					| (639)  ~ (all_0_44_44 = e1)
% 61.21/26.31  																																					|
% 61.21/26.31  																																					| Equations (430) can reduce 399 to:
% 61.21/26.31  																																					| (602)  ~ (e4 = e1)
% 61.21/26.31  																																					|
% 61.21/26.31  																																					| Simplifying 602 yields:
% 61.21/26.31  																																					| (110)  ~ (e4 = e1)
% 61.21/26.31  																																					|
% 61.21/26.31  																																					| From (430) and (37) follows:
% 61.21/26.31  																																					| (13877) op(e3, e1) = e1
% 61.21/26.31  																																					|
% 61.21/26.31  																																					+-Applying beta-rule and splitting (189), into two cases.
% 61.21/26.31  																																					|-Branch one:
% 61.21/26.31  																																					| (532) all_0_44_44 = e3
% 61.21/26.31  																																					|
% 61.21/26.31  																																						| Equations (532) can reduce 407 to:
% 61.21/26.31  																																						| (266) $false
% 61.21/26.31  																																						|
% 61.21/26.31  																																						|-The branch is then unsatisfiable
% 61.21/26.31  																																					|-Branch two:
% 61.21/26.31  																																					| (407)  ~ (all_0_44_44 = e3)
% 61.21/26.31  																																					| (537) all_0_49_49 = e3 | all_0_53_53 = e3 | all_0_58_58 = e3
% 61.21/26.31  																																					|
% 61.21/26.31  																																						+-Applying beta-rule and splitting (1391), into two cases.
% 61.21/26.31  																																						|-Branch one:
% 61.21/26.31  																																						| (1414) all_0_44_44 = e0
% 61.21/26.31  																																						|
% 61.21/26.31  																																							| Equations (1414) can reduce 9 to:
% 61.21/26.31  																																							| (486)  ~ (all_0_49_49 = e0)
% 61.21/26.31  																																							|
% 61.21/26.31  																																							| Simplifying 486 yields:
% 61.21/26.31  																																							| (487)  ~ (all_0_49_49 = e0)
% 61.21/26.31  																																							|
% 61.21/26.31  																																							| Equations (1414) can reduce 1390 to:
% 61.21/26.31  																																							| (401)  ~ (e4 = e0)
% 61.21/26.31  																																							|
% 61.21/26.31  																																							| Simplifying 401 yields:
% 61.21/26.31  																																							| (49)  ~ (e4 = e0)
% 61.21/26.31  																																							|
% 61.21/26.31  																																							| Equations (1414) can reduce 639 to:
% 61.21/26.31  																																							| (435)  ~ (e1 = e0)
% 61.21/26.31  																																							|
% 61.21/26.31  																																							| Simplifying 435 yields:
% 61.21/26.31  																																							| (233)  ~ (e1 = e0)
% 61.21/26.31  																																							|
% 61.21/26.31  																																							+-Applying beta-rule and splitting (909), into two cases.
% 61.21/26.31  																																							|-Branch one:
% 61.21/26.31  																																							| (910) all_0_58_58 = e4
% 61.21/26.31  																																							|
% 61.21/26.31  																																								| Equations (910) can reduce 119 to:
% 61.21/26.31  																																								| (256)  ~ (all_0_49_49 = e4)
% 61.21/26.31  																																								|
% 61.21/26.31  																																								| From (910) and (245) follows:
% 61.21/26.31  																																								| (2661) op(e0, e0) = e4
% 61.21/26.31  																																								|
% 61.21/26.31  																																								+-Applying beta-rule and splitting (586), into two cases.
% 61.21/26.31  																																								|-Branch one:
% 61.21/26.31  																																								| (974) all_0_49_49 = e4
% 61.21/26.31  																																								|
% 61.21/26.31  																																									| Equations (974) can reduce 256 to:
% 61.21/26.31  																																									| (266) $false
% 61.21/26.31  																																									|
% 61.21/26.31  																																									|-The branch is then unsatisfiable
% 61.21/26.31  																																								|-Branch two:
% 61.21/26.31  																																								| (256)  ~ (all_0_49_49 = e4)
% 61.21/26.31  																																								| (977) all_0_49_49 = e3 | all_0_49_49 = e1 | all_0_49_49 = e0
% 61.21/26.31  																																								|
% 61.21/26.31  																																									+-Applying beta-rule and splitting (977), into two cases.
% 61.21/26.31  																																									|-Branch one:
% 61.21/26.31  																																									| (978) all_0_49_49 = e0
% 61.21/26.31  																																									|
% 61.21/26.31  																																										| Equations (978) can reduce 487 to:
% 61.21/26.31  																																										| (266) $false
% 61.21/26.31  																																										|
% 61.21/26.31  																																										|-The branch is then unsatisfiable
% 61.21/26.31  																																									|-Branch two:
% 61.21/26.31  																																									| (487)  ~ (all_0_49_49 = e0)
% 61.21/26.31  																																									| (981) all_0_49_49 = e3 | all_0_49_49 = e1
% 61.21/26.32  																																									|
% 61.21/26.32  																																										+-Applying beta-rule and splitting (981), into two cases.
% 61.21/26.32  																																										|-Branch one:
% 61.21/26.32  																																										| (671) all_0_49_49 = e1
% 61.21/26.32  																																										|
% 61.21/26.32  																																											| Equations (671) can reduce 1064 to:
% 61.21/26.32  																																											| (266) $false
% 61.21/26.32  																																											|
% 61.21/26.32  																																											|-The branch is then unsatisfiable
% 61.21/26.32  																																										|-Branch two:
% 61.21/26.32  																																										| (1064)  ~ (all_0_49_49 = e1)
% 61.21/26.32  																																										| (884) all_0_49_49 = e3
% 61.21/26.32  																																										|
% 61.21/26.32  																																											| From (884) and (55) follows:
% 61.21/26.32  																																											| (1581) op(e2, e0) = e3
% 61.21/26.32  																																											|
% 61.21/26.32  																																											+-Applying beta-rule and splitting (56), into two cases.
% 61.21/26.32  																																											|-Branch one:
% 61.21/26.32  																																											| (696) unit = e2
% 61.21/26.32  																																											|
% 61.21/26.32  																																												| From (696) and (24) follows:
% 61.21/26.32  																																												| (697) op(e2, e3) = e3
% 61.21/26.32  																																												|
% 61.21/26.32  																																												| From (696) and (209) follows:
% 61.21/26.32  																																												| (7585) op(e2, e0) = e0
% 61.21/26.32  																																												|
% 61.21/26.32  																																												| From (696) and (28) follows:
% 61.21/26.32  																																												| (699) op(e1, e2) = e1
% 61.21/26.32  																																												|
% 61.21/26.32  																																												| Instantiating formula (29) with e2, e3, e3, e2 and discharging atoms op(e2, e3) = e3, op(e2, e3) = e2, yields:
% 61.21/26.32  																																												| (662) e3 = e2
% 61.21/26.32  																																												|
% 61.21/26.32  																																												| Instantiating formula (29) with e2, e0, e0, e3 and discharging atoms op(e2, e0) = e3, op(e2, e0) = e0, yields:
% 61.21/26.32  																																												| (676) e3 = e0
% 61.21/26.32  																																												|
% 61.21/26.32  																																												| Instantiating formula (29) with e1, e2, e1, e2 and discharging atoms op(e1, e2) = e2, op(e1, e2) = e1, yields:
% 61.21/26.32  																																												| (617) e2 = e1
% 61.21/26.32  																																												|
% 61.21/26.32  																																												| Combining equations (662,676) yields a new equation:
% 61.21/26.32  																																												| (391) e2 = e0
% 61.21/26.32  																																												|
% 61.21/26.32  																																												| Simplifying 391 yields:
% 61.21/26.32  																																												| (330) e2 = e0
% 61.21/26.32  																																												|
% 61.21/26.32  																																												| Combining equations (330,617) yields a new equation:
% 61.21/26.32  																																												| (431) e1 = e0
% 61.21/26.32  																																												|
% 61.21/26.32  																																												| Equations (431) can reduce 233 to:
% 61.21/26.32  																																												| (266) $false
% 61.21/26.32  																																												|
% 61.21/26.32  																																												|-The branch is then unsatisfiable
% 61.21/26.32  																																											|-Branch two:
% 61.21/26.32  																																											| (707)  ~ (unit = e2)
% 61.21/26.32  																																											| (708) unit = e4 | unit = e3 | unit = e1 | unit = e0
% 61.21/26.32  																																											|
% 61.21/26.32  																																												+-Applying beta-rule and splitting (708), into two cases.
% 61.21/26.32  																																												|-Branch one:
% 61.21/26.32  																																												| (709) unit = e4
% 61.21/26.32  																																												|
% 61.21/26.32  																																													| From (709) and (211) follows:
% 61.21/26.32  																																													| (22527) op(e4, e1) = e1
% 61.21/26.32  																																													|
% 61.21/26.32  																																													| From (709) and (209) follows:
% 61.21/26.32  																																													| (3072) op(e4, e0) = e0
% 61.21/26.32  																																													|
% 61.21/26.32  																																													| From (709) and (40) follows:
% 61.21/26.32  																																													| (711) op(e3, e4) = e3
% 61.21/26.32  																																													|
% 61.21/26.32  																																													| Instantiating formula (29) with e4, e1, e1, e3 and discharging atoms op(e4, e1) = e3, op(e4, e1) = e1, yields:
% 61.21/26.32  																																													| (455) e3 = e1
% 61.21/26.32  																																													|
% 61.21/26.32  																																													| Instantiating formula (29) with e4, e0, e0, e2 and discharging atoms op(e4, e0) = e2, op(e4, e0) = e0, yields:
% 61.21/26.32  																																													| (330) e2 = e0
% 61.21/26.32  																																													|
% 61.21/26.32  																																													| Instantiating formula (29) with e3, e4, e3, e2 and discharging atoms op(e3, e4) = e3, op(e3, e4) = e2, yields:
% 61.21/26.32  																																													| (662) e3 = e2
% 61.21/26.32  																																													|
% 61.21/26.32  																																													| Combining equations (662,455) yields a new equation:
% 61.21/26.32  																																													| (616) e2 = e1
% 61.21/26.32  																																													|
% 61.21/26.32  																																													| Simplifying 616 yields:
% 61.21/26.32  																																													| (617) e2 = e1
% 61.21/26.32  																																													|
% 61.21/26.32  																																													| Combining equations (330,617) yields a new equation:
% 61.21/26.32  																																													| (431) e1 = e0
% 61.21/26.32  																																													|
% 61.21/26.32  																																													| Equations (431) can reduce 233 to:
% 61.21/26.32  																																													| (266) $false
% 61.21/26.32  																																													|
% 61.21/26.32  																																													|-The branch is then unsatisfiable
% 61.21/26.32  																																												|-Branch two:
% 61.21/26.32  																																												| (724)  ~ (unit = e4)
% 61.21/26.32  																																												| (725) unit = e3 | unit = e1 | unit = e0
% 61.21/26.32  																																												|
% 61.21/26.32  																																													+-Applying beta-rule and splitting (725), into two cases.
% 61.21/26.32  																																													|-Branch one:
% 61.21/26.32  																																													| (726) unit = e0
% 61.21/26.32  																																													|
% 61.21/26.32  																																														| From (726) and (24) follows:
% 61.21/26.32  																																														| (2208) op(e0, e3) = e3
% 61.21/26.32  																																														|
% 61.21/26.32  																																														| From (726) and (227) follows:
% 61.21/26.32  																																														| (3205) op(e4, e0) = e4
% 61.21/26.32  																																														|
% 61.21/26.32  																																														| From (726) and (32) follows:
% 61.21/26.32  																																														| (727) op(e2, e0) = e2
% 61.21/26.32  																																														|
% 61.21/26.32  																																														| From (726) and (42) follows:
% 61.21/26.32  																																														| (728) op(e0, e0) = e0
% 61.21/26.32  																																														|
% 61.21/26.32  																																														| Instantiating formula (29) with e4, e0, e4, e2 and discharging atoms op(e4, e0) = e4, op(e4, e0) = e2, yields:
% 61.21/26.32  																																														| (323) e4 = e2
% 61.21/26.32  																																														|
% 61.21/26.32  																																														| Instantiating formula (29) with e2, e0, e2, e3 and discharging atoms op(e2, e0) = e3, op(e2, e0) = e2, yields:
% 61.21/26.32  																																														| (662) e3 = e2
% 61.21/26.32  																																														|
% 61.21/26.32  																																														| Instantiating formula (29) with e0, e3, e3, e1 and discharging atoms op(e0, e3) = e3, op(e0, e3) = e1, yields:
% 61.21/26.32  																																														| (455) e3 = e1
% 61.21/26.32  																																														|
% 61.21/26.32  																																														| Instantiating formula (29) with e0, e0, e0, e4 and discharging atoms op(e0, e0) = e4, op(e0, e0) = e0, yields:
% 61.21/26.32  																																														| (397) e4 = e0
% 61.21/26.32  																																														|
% 61.21/26.32  																																														| Combining equations (323,397) yields a new equation:
% 61.21/26.32  																																														| (391) e2 = e0
% 61.21/26.32  																																														|
% 61.21/26.32  																																														| Simplifying 391 yields:
% 61.21/26.32  																																														| (330) e2 = e0
% 61.21/26.32  																																														|
% 61.21/26.32  																																														| Combining equations (662,455) yields a new equation:
% 61.21/26.32  																																														| (616) e2 = e1
% 61.21/26.32  																																														|
% 61.21/26.32  																																														| Simplifying 616 yields:
% 61.21/26.32  																																														| (617) e2 = e1
% 61.21/26.32  																																														|
% 61.21/26.32  																																														| Combining equations (617,330) yields a new equation:
% 61.21/26.32  																																														| (546) e1 = e0
% 61.21/26.32  																																														|
% 61.21/26.32  																																														| Simplifying 546 yields:
% 61.21/26.32  																																														| (431) e1 = e0
% 61.21/26.32  																																														|
% 61.21/26.32  																																														| Equations (431) can reduce 233 to:
% 61.21/26.32  																																														| (266) $false
% 61.21/26.32  																																														|
% 61.21/26.32  																																														|-The branch is then unsatisfiable
% 61.21/26.32  																																													|-Branch two:
% 61.21/26.32  																																													| (734)  ~ (unit = e0)
% 61.21/26.32  																																													| (735) unit = e3 | unit = e1
% 61.21/26.32  																																													|
% 61.21/26.32  																																														+-Applying beta-rule and splitting (735), into two cases.
% 61.21/26.32  																																														|-Branch one:
% 61.21/26.32  																																														| (736) unit = e1
% 61.21/26.32  																																														|
% 61.21/26.32  																																															| Equations (736) can reduce 734 to:
% 61.21/26.32  																																															| (233)  ~ (e1 = e0)
% 61.21/26.32  																																															|
% 61.21/26.32  																																															| From (736) and (244) follows:
% 61.21/26.32  																																															| (738) op(e1, e4) = e4
% 61.21/26.32  																																															|
% 61.21/26.32  																																															| From (736) and (227) follows:
% 61.21/26.32  																																															| (739) op(e4, e1) = e4
% 61.21/26.32  																																															|
% 61.21/26.32  																																															| From (736) and (40) follows:
% 61.21/26.32  																																															| (1652) op(e3, e1) = e3
% 61.21/26.32  																																															|
% 61.21/26.32  																																															| Instantiating formula (29) with e4, e1, e4, e3 and discharging atoms op(e4, e1) = e4, op(e4, e1) = e3, yields:
% 61.21/26.32  																																															| (425) e4 = e3
% 61.21/26.32  																																															|
% 61.21/26.32  																																															| Instantiating formula (29) with e3, e1, e3, e1 and discharging atoms op(e3, e1) = e3, op(e3, e1) = e1, yields:
% 61.21/26.32  																																															| (455) e3 = e1
% 61.21/26.32  																																															|
% 61.21/26.32  																																															| Instantiating formula (29) with e1, e4, e4, e0 and discharging atoms op(e1, e4) = e4, op(e1, e4) = e0, yields:
% 61.21/26.32  																																															| (397) e4 = e0
% 61.21/26.32  																																															|
% 61.21/26.32  																																															| Combining equations (425,397) yields a new equation:
% 61.21/26.32  																																															| (675) e3 = e0
% 61.21/26.32  																																															|
% 61.21/26.32  																																															| Simplifying 675 yields:
% 61.21/26.32  																																															| (676) e3 = e0
% 61.21/26.32  																																															|
% 61.21/26.32  																																															| Combining equations (676,455) yields a new equation:
% 61.21/26.32  																																															| (431) e1 = e0
% 61.21/26.32  																																															|
% 61.21/26.32  																																															| Equations (431) can reduce 233 to:
% 61.21/26.32  																																															| (266) $false
% 61.21/26.32  																																															|
% 61.21/26.32  																																															|-The branch is then unsatisfiable
% 61.21/26.32  																																														|-Branch two:
% 61.21/26.32  																																														| (748)  ~ (unit = e1)
% 61.21/26.32  																																														| (749) unit = e3
% 61.21/26.32  																																														|
% 61.21/26.32  																																															| From (749) and (244) follows:
% 61.21/26.32  																																															| (750) op(e3, e4) = e4
% 61.21/26.32  																																															|
% 61.21/26.32  																																															| From (749) and (227) follows:
% 61.21/26.32  																																															| (22570) op(e4, e3) = e4
% 61.21/26.32  																																															|
% 61.21/26.32  																																															| From (749) and (40) follows:
% 61.21/26.32  																																															| (3715) op(e3, e3) = e3
% 61.21/26.32  																																															|
% 61.21/26.32  																																															| From (749) and (28) follows:
% 61.21/26.32  																																															| (2235) op(e1, e3) = e1
% 61.21/26.32  																																															|
% 61.21/26.32  																																															| Instantiating formula (29) with e4, e3, e4, e0 and discharging atoms op(e4, e3) = e4, op(e4, e3) = e0, yields:
% 61.21/26.32  																																															| (397) e4 = e0
% 61.21/26.32  																																															|
% 61.21/26.32  																																															| Instantiating formula (29) with e3, e4, e4, e2 and discharging atoms op(e3, e4) = e4, op(e3, e4) = e2, yields:
% 61.21/26.32  																																															| (323) e4 = e2
% 61.21/26.32  																																															|
% 61.21/26.32  																																															| Instantiating formula (29) with e3, e3, e3, e4 and discharging atoms op(e3, e3) = e4, op(e3, e3) = e3, yields:
% 61.21/26.32  																																															| (425) e4 = e3
% 61.21/26.32  																																															|
% 61.21/26.32  																																															| Instantiating formula (29) with e1, e3, e1, e3 and discharging atoms op(e1, e3) = e3, op(e1, e3) = e1, yields:
% 61.21/26.32  																																															| (455) e3 = e1
% 61.21/26.32  																																															|
% 61.21/26.32  																																															| Combining equations (397,323) yields a new equation:
% 61.21/26.32  																																															| (330) e2 = e0
% 61.21/26.32  																																															|
% 61.21/26.32  																																															| Combining equations (425,323) yields a new equation:
% 61.21/26.32  																																															| (661) e3 = e2
% 61.21/26.32  																																															|
% 61.21/26.32  																																															| Simplifying 661 yields:
% 61.21/26.32  																																															| (662) e3 = e2
% 61.21/26.32  																																															|
% 61.21/26.32  																																															| Combining equations (662,455) yields a new equation:
% 61.21/26.32  																																															| (616) e2 = e1
% 61.21/26.32  																																															|
% 61.21/26.32  																																															| Simplifying 616 yields:
% 61.21/26.32  																																															| (617) e2 = e1
% 61.21/26.32  																																															|
% 61.21/26.32  																																															| Combining equations (617,330) yields a new equation:
% 61.21/26.32  																																															| (546) e1 = e0
% 61.21/26.32  																																															|
% 61.21/26.32  																																															| Simplifying 546 yields:
% 61.21/26.32  																																															| (431) e1 = e0
% 61.21/26.32  																																															|
% 61.21/26.32  																																															| Equations (431) can reduce 233 to:
% 61.21/26.32  																																															| (266) $false
% 61.21/26.32  																																															|
% 61.21/26.32  																																															|-The branch is then unsatisfiable
% 61.21/26.32  																																							|-Branch two:
% 61.21/26.32  																																							| (451)  ~ (all_0_58_58 = e4)
% 61.21/26.32  																																							| (913) all_0_58_58 = e3 | all_0_58_58 = e1 | all_0_58_58 = e0
% 61.21/26.32  																																							|
% 61.21/26.32  																																								+-Applying beta-rule and splitting (171), into two cases.
% 61.21/26.32  																																								|-Branch one:
% 61.21/26.32  																																								| (265) all_0_54_54 = e4
% 61.21/26.32  																																								|
% 61.21/26.32  																																									| Combining equations (265,268) yields a new equation:
% 61.21/26.32  																																									| (424) e4 = e3
% 61.21/26.32  																																									|
% 61.21/26.32  																																									| Simplifying 424 yields:
% 61.21/26.32  																																									| (425) e4 = e3
% 61.21/26.32  																																									|
% 61.21/26.32  																																									| Equations (425) can reduce 188 to:
% 61.21/26.32  																																									| (266) $false
% 61.21/26.32  																																									|
% 61.21/26.32  																																									|-The branch is then unsatisfiable
% 61.21/26.32  																																								|-Branch two:
% 61.21/26.32  																																								| (258)  ~ (all_0_54_54 = e4)
% 61.21/26.32  																																								| (575) all_0_55_55 = e4 | all_0_56_56 = e4 | all_0_57_57 = e4 | all_0_58_58 = e4
% 61.21/26.32  																																								|
% 61.21/26.32  																																									+-Applying beta-rule and splitting (150), into two cases.
% 61.21/26.32  																																									|-Branch one:
% 61.21/26.32  																																									| (1378) all_0_40_40 = e4
% 61.21/26.32  																																									|
% 61.21/26.32  																																										| Combining equations (313,1378) yields a new equation:
% 61.21/26.32  																																										| (323) e4 = e2
% 61.21/26.32  																																										|
% 61.21/26.32  																																										| Equations (323) can reduce 48 to:
% 61.21/26.32  																																										| (266) $false
% 61.21/26.32  																																										|
% 61.21/26.32  																																										|-The branch is then unsatisfiable
% 61.21/26.32  																																									|-Branch two:
% 61.21/26.32  																																									| (447)  ~ (all_0_40_40 = e4)
% 61.21/26.32  																																									| (2271) all_0_44_44 = e4 | all_0_49_49 = e4 | all_0_53_53 = e4 | all_0_58_58 = e4
% 61.21/26.32  																																									|
% 61.21/26.32  																																										| Equations (313) can reduce 447 to:
% 61.21/26.32  																																										| (327)  ~ (e4 = e2)
% 61.21/26.32  																																										|
% 61.21/26.32  																																										| Simplifying 327 yields:
% 61.21/26.32  																																										| (48)  ~ (e4 = e2)
% 61.21/26.32  																																										|
% 61.21/26.32  																																										+-Applying beta-rule and splitting (575), into two cases.
% 61.21/26.32  																																										|-Branch one:
% 61.21/26.32  																																										| (587) all_0_55_55 = e4
% 61.21/26.32  																																										|
% 61.21/26.32  																																											| Combining equations (587,629) yields a new equation:
% 61.21/26.32  																																											| (636) e4 = e1
% 61.21/26.32  																																											|
% 61.21/26.32  																																											| Simplifying 636 yields:
% 61.21/26.32  																																											| (630) e4 = e1
% 61.21/26.32  																																											|
% 61.21/26.32  																																											| Equations (630) can reduce 110 to:
% 61.21/26.32  																																											| (266) $false
% 61.21/26.32  																																											|
% 61.21/26.32  																																											|-The branch is then unsatisfiable
% 61.21/26.32  																																										|-Branch two:
% 61.21/26.32  																																										| (763)  ~ (all_0_55_55 = e4)
% 61.21/26.32  																																										| (764) all_0_56_56 = e4 | all_0_57_57 = e4 | all_0_58_58 = e4
% 61.21/26.32  																																										|
% 61.21/26.32  																																											+-Applying beta-rule and splitting (764), into two cases.
% 61.21/26.32  																																											|-Branch one:
% 61.21/26.32  																																											| (842) all_0_56_56 = e4
% 61.21/26.32  																																											|
% 61.21/26.32  																																												| Combining equations (679,842) yields a new equation:
% 61.21/26.32  																																												| (397) e4 = e0
% 61.21/26.32  																																												|
% 61.21/26.32  																																												| Equations (397) can reduce 49 to:
% 61.21/26.32  																																												| (266) $false
% 61.21/26.32  																																												|
% 61.21/26.32  																																												|-The branch is then unsatisfiable
% 61.21/26.32  																																											|-Branch two:
% 61.21/26.32  																																											| (477)  ~ (all_0_56_56 = e4)
% 61.21/26.32  																																											| (935) all_0_57_57 = e4 | all_0_58_58 = e4
% 61.21/26.32  																																											|
% 61.21/26.32  																																												+-Applying beta-rule and splitting (935), into two cases.
% 61.21/26.32  																																												|-Branch one:
% 61.21/26.32  																																												| (871) all_0_57_57 = e4
% 61.21/26.32  																																												|
% 61.21/26.32  																																													| Combining equations (442,871) yields a new equation:
% 61.21/26.32  																																													| (323) e4 = e2
% 61.21/26.32  																																													|
% 61.21/26.32  																																													| Equations (323) can reduce 48 to:
% 61.21/26.32  																																													| (266) $false
% 61.21/26.32  																																													|
% 61.21/26.32  																																													|-The branch is then unsatisfiable
% 61.21/26.32  																																												|-Branch two:
% 61.21/26.32  																																												| (839)  ~ (all_0_57_57 = e4)
% 61.21/26.32  																																												| (910) all_0_58_58 = e4
% 61.21/26.32  																																												|
% 61.21/26.32  																																													| Equations (910) can reduce 451 to:
% 61.21/26.32  																																													| (266) $false
% 61.21/26.32  																																													|
% 61.21/26.32  																																													|-The branch is then unsatisfiable
% 61.21/26.32  																																						|-Branch two:
% 61.21/26.32  																																						| (360)  ~ (all_0_44_44 = e0)
% 61.21/26.32  																																						| (1417) all_0_44_44 = e3 | all_0_44_44 = e1
% 61.21/26.32  																																						|
% 61.21/26.32  																																							+-Applying beta-rule and splitting (1417), into two cases.
% 61.21/26.32  																																							|-Branch one:
% 61.21/26.32  																																							| (635) all_0_44_44 = e1
% 61.21/26.32  																																							|
% 61.21/26.32  																																								| Equations (635) can reduce 639 to:
% 61.21/26.32  																																								| (266) $false
% 61.21/26.32  																																								|
% 61.21/26.32  																																								|-The branch is then unsatisfiable
% 61.21/26.32  																																							|-Branch two:
% 61.21/26.32  																																							| (639)  ~ (all_0_44_44 = e1)
% 61.21/26.32  																																							| (532) all_0_44_44 = e3
% 61.21/26.32  																																							|
% 61.21/26.32  																																								| Equations (532) can reduce 407 to:
% 61.21/26.32  																																								| (266) $false
% 61.21/26.32  																																								|
% 61.21/26.32  																																								|-The branch is then unsatisfiable
% 61.21/26.32  																																				|-Branch two:
% 61.21/26.32  																																				| (433)  ~ (all_0_43_43 = e1)
% 61.21/26.32  																																				| (434) all_0_48_48 = e1 | all_0_52_52 = e1 | all_0_57_57 = e1
% 61.21/26.32  																																				|
% 61.21/26.32  																																					+-Applying beta-rule and splitting (6374), into two cases.
% 61.21/26.32  																																					|-Branch one:
% 61.21/26.32  																																					| (356) all_0_43_43 = e0
% 61.21/26.32  																																					|
% 61.21/26.32  																																						| Equations (356) can reduce 5470 to:
% 61.21/26.32  																																						| (266) $false
% 61.21/26.32  																																						|
% 61.21/26.32  																																						|-The branch is then unsatisfiable
% 61.21/26.32  																																					|-Branch two:
% 61.21/26.32  																																					| (5470)  ~ (all_0_43_43 = e0)
% 61.21/26.32  																																					| (430) all_0_43_43 = e1
% 61.21/26.32  																																					|
% 61.21/26.32  																																						| Equations (430) can reduce 433 to:
% 61.21/26.32  																																						| (266) $false
% 61.21/26.32  																																						|
% 61.21/26.32  																																						|-The branch is then unsatisfiable
% 61.21/26.32  																																	|-Branch two:
% 61.21/26.32  																																	| (405)  ~ (all_0_42_42 = e3)
% 61.21/26.32  																																	| (521) all_0_47_47 = e3 | all_0_51_51 = e3 | all_0_56_56 = e3
% 61.21/26.32  																																	|
% 61.21/26.32  																																		+-Applying beta-rule and splitting (130), into two cases.
% 61.21/26.32  																																		|-Branch one:
% 61.21/26.32  																																		| (430) all_0_43_43 = e1
% 61.21/26.32  																																		|
% 61.21/26.32  																																			| Equations (430) can reduce 99 to:
% 61.21/26.32  																																			| (467)  ~ (e3 = e1)
% 61.21/26.32  																																			|
% 61.21/26.32  																																			| Simplifying 467 yields:
% 61.21/26.32  																																			| (213)  ~ (e3 = e1)
% 61.21/26.32  																																			|
% 61.21/26.32  																																			+-Applying beta-rule and splitting (521), into two cases.
% 61.21/26.32  																																			|-Branch one:
% 61.21/26.32  																																			| (522) all_0_47_47 = e3
% 61.21/26.32  																																			|
% 61.21/26.32  																																				| Combining equations (522,654) yields a new equation:
% 61.21/26.32  																																				| (454) e3 = e1
% 61.21/26.32  																																				|
% 61.21/26.32  																																				| Simplifying 454 yields:
% 61.21/26.32  																																				| (455) e3 = e1
% 61.21/26.32  																																				|
% 61.21/26.32  																																				| Equations (455) can reduce 213 to:
% 61.21/26.32  																																				| (266) $false
% 61.21/26.32  																																				|
% 61.21/26.32  																																				|-The branch is then unsatisfiable
% 61.21/26.32  																																			|-Branch two:
% 61.21/26.32  																																			| (1091)  ~ (all_0_47_47 = e3)
% 61.21/26.32  																																			| (1092) all_0_51_51 = e3 | all_0_56_56 = e3
% 61.21/26.32  																																			|
% 61.21/26.32  																																				+-Applying beta-rule and splitting (1092), into two cases.
% 61.21/26.32  																																				|-Branch one:
% 61.21/26.32  																																				| (660) all_0_51_51 = e3
% 61.21/26.32  																																				|
% 61.21/26.32  																																					| Combining equations (504,660) yields a new equation:
% 61.21/26.32  																																					| (662) e3 = e2
% 61.21/26.32  																																					|
% 61.21/26.32  																																					| Equations (662) can reduce 212 to:
% 61.21/26.32  																																					| (266) $false
% 61.21/26.32  																																					|
% 61.21/26.32  																																					|-The branch is then unsatisfiable
% 61.21/26.32  																																				|-Branch two:
% 61.21/26.32  																																				| (664)  ~ (all_0_51_51 = e3)
% 61.21/26.32  																																				| (1097) all_0_56_56 = e3
% 61.21/26.32  																																				|
% 61.21/26.32  																																					| Combining equations (679,1097) yields a new equation:
% 61.21/26.32  																																					| (676) e3 = e0
% 61.21/26.32  																																					|
% 61.21/26.32  																																					| Equations (676) can reduce 80 to:
% 61.21/26.32  																																					| (266) $false
% 61.21/26.32  																																					|
% 61.21/26.32  																																					|-The branch is then unsatisfiable
% 61.21/26.32  																																		|-Branch two:
% 61.21/26.32  																																		| (433)  ~ (all_0_43_43 = e1)
% 61.21/26.32  																																		| (434) all_0_48_48 = e1 | all_0_52_52 = e1 | all_0_57_57 = e1
% 61.21/26.32  																																		|
% 61.21/26.32  																																			+-Applying beta-rule and splitting (6374), into two cases.
% 61.21/26.32  																																			|-Branch one:
% 61.21/26.32  																																			| (356) all_0_43_43 = e0
% 61.21/26.32  																																			|
% 61.21/26.32  																																				| Equations (356) can reduce 5470 to:
% 61.21/26.32  																																				| (266) $false
% 61.21/26.32  																																				|
% 61.21/26.32  																																				|-The branch is then unsatisfiable
% 61.21/26.32  																																			|-Branch two:
% 61.21/26.32  																																			| (5470)  ~ (all_0_43_43 = e0)
% 61.21/26.32  																																			| (430) all_0_43_43 = e1
% 61.21/26.32  																																			|
% 61.21/26.32  																																				| Equations (430) can reduce 433 to:
% 61.21/26.32  																																				| (266) $false
% 61.21/26.32  																																				|
% 61.21/26.32  																																				|-The branch is then unsatisfiable
% 61.21/26.32  																																|-Branch two:
% 61.21/26.32  																																| (828)  ~ (all_0_56_56 = e0)
% 61.21/26.32  																																| (3172) all_0_56_56 = e3 | all_0_56_56 = e1
% 61.21/26.32  																																|
% 61.21/26.32  																																	+-Applying beta-rule and splitting (3172), into two cases.
% 61.21/26.32  																																	|-Branch one:
% 61.21/26.32  																																	| (1569) all_0_56_56 = e1
% 61.21/26.32  																																	|
% 61.21/26.32  																																		| Equations (1569) can reduce 466 to:
% 61.21/26.32  																																		| (266) $false
% 61.21/26.32  																																		|
% 61.21/26.32  																																		|-The branch is then unsatisfiable
% 61.21/26.32  																																	|-Branch two:
% 61.21/26.32  																																	| (466)  ~ (all_0_56_56 = e1)
% 61.21/26.32  																																	| (1097) all_0_56_56 = e3
% 61.21/26.32  																																	|
% 61.21/26.32  																																		| Equations (1097) can reduce 272 to:
% 61.21/26.32  																																		| (266) $false
% 61.21/26.32  																																		|
% 61.21/26.32  																																		|-The branch is then unsatisfiable
% 61.21/26.32  																												|-Branch two:
% 61.21/26.32  																												| (440)  ~ (all_0_41_41 = e4)
% 61.21/26.33  																												| (4049) all_0_41_41 = e3 | all_0_41_41 = e1 | all_0_41_41 = e0
% 61.21/26.33  																												|
% 61.21/26.33  																													+-Applying beta-rule and splitting (180), into two cases.
% 61.21/26.33  																													|-Branch one:
% 61.21/26.33  																													| (516) all_0_42_42 = e3
% 61.21/26.33  																													|
% 61.21/26.33  																														| Equations (516) can reduce 214 to:
% 61.21/26.33  																														| (1898)  ~ (all_0_41_41 = e3)
% 61.21/26.33  																														|
% 61.21/26.33  																														+-Applying beta-rule and splitting (130), into two cases.
% 61.21/26.33  																														|-Branch one:
% 61.21/26.33  																														| (430) all_0_43_43 = e1
% 61.21/26.33  																														|
% 61.21/26.33  																															| Equations (430) can reduce 31 to:
% 61.21/26.33  																															| (457)  ~ (all_0_41_41 = e1)
% 61.21/26.33  																															|
% 61.21/26.33  																															+-Applying beta-rule and splitting (165), into two cases.
% 61.21/26.33  																															|-Branch one:
% 61.21/26.33  																															| (794) all_0_41_41 = e0
% 61.21/26.33  																															|
% 61.21/26.33  																																| Equations (794) can reduce 357 to:
% 61.21/26.33  																																| (266) $false
% 61.21/26.33  																																|
% 61.21/26.33  																																|-The branch is then unsatisfiable
% 61.21/26.33  																															|-Branch two:
% 61.21/26.33  																															| (357)  ~ (all_0_41_41 = e0)
% 61.21/26.33  																															| (6761) all_0_42_42 = e0 | all_0_43_43 = e0 | all_0_44_44 = e0
% 61.21/26.33  																															|
% 61.21/26.33  																																+-Applying beta-rule and splitting (4049), into two cases.
% 61.21/26.33  																																|-Branch one:
% 61.21/26.33  																																| (794) all_0_41_41 = e0
% 61.21/26.33  																																|
% 61.21/26.33  																																	| Equations (794) can reduce 357 to:
% 61.21/26.33  																																	| (266) $false
% 61.21/26.33  																																	|
% 61.21/26.33  																																	|-The branch is then unsatisfiable
% 61.21/26.33  																																|-Branch two:
% 61.21/26.33  																																| (357)  ~ (all_0_41_41 = e0)
% 61.21/26.33  																																| (4053) all_0_41_41 = e3 | all_0_41_41 = e1
% 61.21/26.33  																																|
% 61.21/26.33  																																	+-Applying beta-rule and splitting (4053), into two cases.
% 61.21/26.33  																																	|-Branch one:
% 61.21/26.33  																																	| (453) all_0_41_41 = e1
% 61.21/26.33  																																	|
% 61.21/26.33  																																		| Equations (453) can reduce 457 to:
% 61.21/26.33  																																		| (266) $false
% 61.21/26.33  																																		|
% 61.21/26.33  																																		|-The branch is then unsatisfiable
% 61.21/26.33  																																	|-Branch two:
% 61.21/26.33  																																	| (457)  ~ (all_0_41_41 = e1)
% 61.21/26.33  																																	| (403) all_0_41_41 = e3
% 61.21/26.33  																																	|
% 61.21/26.33  																																		| Equations (403) can reduce 1898 to:
% 61.21/26.33  																																		| (266) $false
% 61.21/26.33  																																		|
% 61.21/26.33  																																		|-The branch is then unsatisfiable
% 61.21/26.33  																														|-Branch two:
% 61.21/26.33  																														| (433)  ~ (all_0_43_43 = e1)
% 61.21/26.33  																														| (434) all_0_48_48 = e1 | all_0_52_52 = e1 | all_0_57_57 = e1
% 61.21/26.33  																														|
% 61.21/26.33  																															+-Applying beta-rule and splitting (165), into two cases.
% 61.21/26.33  																															|-Branch one:
% 61.21/26.33  																															| (794) all_0_41_41 = e0
% 61.21/26.33  																															|
% 61.21/26.33  																																| Equations (794) can reduce 357 to:
% 61.21/26.33  																																| (266) $false
% 61.21/26.33  																																|
% 61.21/26.33  																																|-The branch is then unsatisfiable
% 61.21/26.33  																															|-Branch two:
% 61.21/26.33  																															| (357)  ~ (all_0_41_41 = e0)
% 61.21/26.33  																															| (6761) all_0_42_42 = e0 | all_0_43_43 = e0 | all_0_44_44 = e0
% 61.21/26.33  																															|
% 61.21/26.33  																																+-Applying beta-rule and splitting (6761), into two cases.
% 61.21/26.33  																																|-Branch one:
% 61.21/26.33  																																| (559) all_0_42_42 = e0
% 61.21/26.33  																																|
% 61.21/26.33  																																	| Combining equations (559,516) yields a new equation:
% 61.21/26.33  																																	| (676) e3 = e0
% 61.21/26.33  																																	|
% 61.21/26.33  																																	| Equations (676) can reduce 80 to:
% 61.21/26.33  																																	| (266) $false
% 61.21/26.33  																																	|
% 61.21/26.33  																																	|-The branch is then unsatisfiable
% 61.21/26.33  																																|-Branch two:
% 61.21/26.33  																																| (358)  ~ (all_0_42_42 = e0)
% 61.21/26.33  																																| (6766) all_0_43_43 = e0 | all_0_44_44 = e0
% 61.21/26.33  																																|
% 61.21/26.33  																																	+-Applying beta-rule and splitting (6766), into two cases.
% 61.21/26.33  																																	|-Branch one:
% 61.21/26.33  																																	| (356) all_0_43_43 = e0
% 61.21/26.33  																																	|
% 61.21/26.33  																																		| Equations (356) can reduce 5470 to:
% 61.21/26.33  																																		| (266) $false
% 61.21/26.33  																																		|
% 61.21/26.33  																																		|-The branch is then unsatisfiable
% 61.21/26.33  																																	|-Branch two:
% 61.21/26.33  																																	| (5470)  ~ (all_0_43_43 = e0)
% 61.21/26.33  																																	| (1414) all_0_44_44 = e0
% 61.21/26.33  																																	|
% 61.21/26.33  																																		| Equations (1414) can reduce 159 to:
% 61.21/26.33  																																		| (5470)  ~ (all_0_43_43 = e0)
% 61.21/26.33  																																		|
% 61.21/26.33  																																		+-Applying beta-rule and splitting (6374), into two cases.
% 61.21/26.33  																																		|-Branch one:
% 61.21/26.33  																																		| (356) all_0_43_43 = e0
% 61.21/26.33  																																		|
% 61.21/26.33  																																			| Equations (356) can reduce 5470 to:
% 61.21/26.33  																																			| (266) $false
% 61.21/26.33  																																			|
% 61.21/26.33  																																			|-The branch is then unsatisfiable
% 61.21/26.33  																																		|-Branch two:
% 61.21/26.33  																																		| (5470)  ~ (all_0_43_43 = e0)
% 61.21/26.33  																																		| (430) all_0_43_43 = e1
% 61.21/26.33  																																		|
% 61.21/26.33  																																			| Equations (430) can reduce 433 to:
% 61.21/26.33  																																			| (266) $false
% 61.21/26.33  																																			|
% 61.21/26.33  																																			|-The branch is then unsatisfiable
% 61.21/26.33  																													|-Branch two:
% 61.21/26.33  																													| (405)  ~ (all_0_42_42 = e3)
% 61.21/26.33  																													| (521) all_0_47_47 = e3 | all_0_51_51 = e3 | all_0_56_56 = e3
% 61.21/26.33  																													|
% 61.21/26.33  																														+-Applying beta-rule and splitting (113), into two cases.
% 61.21/26.33  																														|-Branch one:
% 61.21/26.33  																														| (403) all_0_41_41 = e3
% 61.21/26.33  																														|
% 61.21/26.33  																															| Equations (403) can reduce 1898 to:
% 61.21/26.33  																															| (266) $false
% 61.21/26.33  																															|
% 61.21/26.33  																															|-The branch is then unsatisfiable
% 61.21/26.33  																														|-Branch two:
% 61.21/26.33  																														| (1898)  ~ (all_0_41_41 = e3)
% 61.21/26.33  																														| (1899) all_0_42_42 = e3 | all_0_44_44 = e3
% 61.21/26.33  																														|
% 61.21/26.33  																															+-Applying beta-rule and splitting (130), into two cases.
% 61.21/26.33  																															|-Branch one:
% 61.21/26.33  																															| (430) all_0_43_43 = e1
% 61.21/26.33  																															|
% 61.21/26.33  																																| Equations (430) can reduce 99 to:
% 61.21/26.33  																																| (467)  ~ (e3 = e1)
% 61.21/26.33  																																|
% 61.21/26.33  																																| Simplifying 467 yields:
% 61.21/26.33  																																| (213)  ~ (e3 = e1)
% 61.21/26.33  																																|
% 61.21/26.33  																																+-Applying beta-rule and splitting (521), into two cases.
% 61.21/26.33  																																|-Branch one:
% 61.21/26.33  																																| (522) all_0_47_47 = e3
% 61.21/26.33  																																|
% 61.21/26.33  																																	| Combining equations (654,522) yields a new equation:
% 61.21/26.33  																																	| (455) e3 = e1
% 61.21/26.33  																																	|
% 61.21/26.33  																																	| Equations (455) can reduce 213 to:
% 61.21/26.33  																																	| (266) $false
% 61.21/26.33  																																	|
% 61.21/26.33  																																	|-The branch is then unsatisfiable
% 61.21/26.33  																																|-Branch two:
% 61.21/26.33  																																| (1091)  ~ (all_0_47_47 = e3)
% 61.21/26.33  																																| (1092) all_0_51_51 = e3 | all_0_56_56 = e3
% 61.21/26.33  																																|
% 61.21/26.33  																																	+-Applying beta-rule and splitting (1899), into two cases.
% 61.21/26.33  																																	|-Branch one:
% 61.21/26.33  																																	| (516) all_0_42_42 = e3
% 61.21/26.33  																																	|
% 61.21/26.33  																																		| Equations (516) can reduce 405 to:
% 61.21/26.33  																																		| (266) $false
% 61.21/26.33  																																		|
% 61.21/26.33  																																		|-The branch is then unsatisfiable
% 61.21/26.33  																																	|-Branch two:
% 61.21/26.33  																																	| (405)  ~ (all_0_42_42 = e3)
% 61.21/26.33  																																	| (532) all_0_44_44 = e3
% 61.21/26.33  																																	|
% 61.21/26.33  																																		| Equations (532) can reduce 147 to:
% 61.21/26.33  																																		| (212)  ~ (e3 = e2)
% 61.21/26.33  																																		|
% 61.21/26.33  																																		+-Applying beta-rule and splitting (428), into two cases.
% 61.21/26.33  																																		|-Branch one:
% 61.21/26.33  																																		| (1557) all_0_46_46 = e3
% 61.21/26.33  																																		|
% 61.21/26.33  																																			| Combining equations (1794,1557) yields a new equation:
% 61.21/26.33  																																			| (662) e3 = e2
% 61.21/26.33  																																			|
% 61.21/26.33  																																			| Equations (662) can reduce 212 to:
% 61.21/26.33  																																			| (266) $false
% 61.21/26.33  																																			|
% 61.21/26.33  																																			|-The branch is then unsatisfiable
% 61.21/26.33  																																		|-Branch two:
% 61.21/26.33  																																		| (409)  ~ (all_0_46_46 = e3)
% 61.21/26.33  																																		| (1561) all_0_47_47 = e3 | all_0_49_49 = e3
% 61.21/26.33  																																		|
% 61.21/26.33  																																			| Equations (1794) can reduce 409 to:
% 61.21/26.33  																																			| (626)  ~ (e3 = e2)
% 61.21/26.33  																																			|
% 61.21/26.33  																																			| Simplifying 626 yields:
% 61.21/26.33  																																			| (212)  ~ (e3 = e2)
% 61.21/26.33  																																			|
% 61.21/26.33  																																			+-Applying beta-rule and splitting (1092), into two cases.
% 61.21/26.33  																																			|-Branch one:
% 61.21/26.33  																																			| (660) all_0_51_51 = e3
% 61.21/26.33  																																			|
% 61.21/26.33  																																				| Combining equations (504,660) yields a new equation:
% 61.21/26.33  																																				| (662) e3 = e2
% 61.21/26.33  																																				|
% 61.21/26.33  																																				| Equations (662) can reduce 212 to:
% 61.21/26.33  																																				| (266) $false
% 61.21/26.33  																																				|
% 61.21/26.33  																																				|-The branch is then unsatisfiable
% 61.21/26.33  																																			|-Branch two:
% 61.21/26.33  																																			| (664)  ~ (all_0_51_51 = e3)
% 61.21/26.33  																																			| (1097) all_0_56_56 = e3
% 61.21/26.33  																																			|
% 61.21/26.33  																																				| Equations (1097) can reduce 272 to:
% 61.21/26.33  																																				| (266) $false
% 61.21/26.33  																																				|
% 61.21/26.33  																																				|-The branch is then unsatisfiable
% 61.21/26.33  																															|-Branch two:
% 61.21/26.33  																															| (433)  ~ (all_0_43_43 = e1)
% 61.21/26.33  																															| (434) all_0_48_48 = e1 | all_0_52_52 = e1 | all_0_57_57 = e1
% 61.21/26.33  																															|
% 61.21/26.33  																																+-Applying beta-rule and splitting (103), into two cases.
% 61.21/26.33  																																|-Branch one:
% 61.21/26.33  																																| (453) all_0_41_41 = e1
% 61.21/26.33  																																|
% 61.21/26.33  																																	| Equations (453) can reduce 457 to:
% 61.21/26.33  																																	| (266) $false
% 61.21/26.33  																																	|
% 61.21/26.33  																																	|-The branch is then unsatisfiable
% 61.21/26.33  																																|-Branch two:
% 61.21/26.33  																																| (457)  ~ (all_0_41_41 = e1)
% 61.21/26.33  																																| (458) all_0_42_42 = e1 | all_0_43_43 = e1 | all_0_44_44 = e1
% 61.21/26.33  																																|
% 61.21/26.33  																																	+-Applying beta-rule and splitting (458), into two cases.
% 61.21/26.33  																																	|-Branch one:
% 61.21/26.33  																																	| (459) all_0_42_42 = e1
% 61.21/26.33  																																	|
% 61.21/26.33  																																		| Equations (459) can reduce 1380 to:
% 61.21/26.33  																																		| (266) $false
% 61.21/26.33  																																		|
% 61.21/26.33  																																		|-The branch is then unsatisfiable
% 61.21/26.33  																																	|-Branch two:
% 61.21/26.33  																																	| (1380)  ~ (all_0_42_42 = e1)
% 61.21/26.33  																																	| (1381) all_0_43_43 = e1 | all_0_44_44 = e1
% 61.21/26.33  																																	|
% 61.21/26.33  																																		+-Applying beta-rule and splitting (1381), into two cases.
% 61.21/26.33  																																		|-Branch one:
% 61.21/26.33  																																		| (430) all_0_43_43 = e1
% 61.21/26.33  																																		|
% 61.21/26.33  																																			| Equations (430) can reduce 433 to:
% 61.21/26.33  																																			| (266) $false
% 61.21/26.33  																																			|
% 61.21/26.33  																																			|-The branch is then unsatisfiable
% 61.21/26.33  																																		|-Branch two:
% 61.21/26.33  																																		| (433)  ~ (all_0_43_43 = e1)
% 61.21/26.33  																																		| (635) all_0_44_44 = e1
% 61.21/26.33  																																		|
% 61.21/26.33  																																			| Equations (635) can reduce 639 to:
% 61.21/26.33  																																			| (266) $false
% 61.21/26.33  																																			|
% 61.21/26.33  																																			|-The branch is then unsatisfiable
% 61.21/26.33  																										|-Branch two:
% 61.21/26.33  																										| (632)  ~ (all_0_55_55 = e1)
% 61.21/26.33  																										| (633) all_0_56_56 = e1 | all_0_57_57 = e1 | all_0_58_58 = e1
% 61.21/26.33  																										|
% 61.21/26.33  																											+-Applying beta-rule and splitting (54), into two cases.
% 61.21/26.33  																											|-Branch one:
% 61.21/26.33  																											| (583) all_0_49_49 = e2
% 61.21/26.33  																											|
% 61.21/26.33  																												| Equations (583) can reduce 340 to:
% 61.21/26.33  																												| (266) $false
% 61.21/26.33  																												|
% 61.21/26.33  																												|-The branch is then unsatisfiable
% 61.21/26.33  																											|-Branch two:
% 61.21/26.33  																											| (340)  ~ (all_0_49_49 = e2)
% 61.21/26.33  																											| (586) all_0_49_49 = e4 | all_0_49_49 = e3 | all_0_49_49 = e1 | all_0_49_49 = e0
% 61.21/26.33  																											|
% 61.21/26.33  																												+-Applying beta-rule and splitting (133), into two cases.
% 61.21/26.33  																												|-Branch one:
% 61.21/26.33  																												| (833) all_0_56_56 = e2
% 61.21/26.33  																												|
% 61.21/26.33  																													| Equations (833) can reduce 511 to:
% 61.21/26.33  																													| (266) $false
% 61.21/26.33  																													|
% 61.21/26.33  																													|-The branch is then unsatisfiable
% 61.21/26.33  																												|-Branch two:
% 61.21/26.33  																												| (511)  ~ (all_0_56_56 = e2)
% 61.21/26.33  																												| (836) all_0_56_56 = e4 | all_0_56_56 = e3 | all_0_56_56 = e1 | all_0_56_56 = e0
% 61.21/26.33  																												|
% 61.21/26.33  																													+-Applying beta-rule and splitting (836), into two cases.
% 61.21/26.33  																													|-Branch one:
% 61.21/26.33  																													| (842) all_0_56_56 = e4
% 61.21/26.33  																													|
% 61.21/26.33  																														| Equations (842) can reduce 477 to:
% 61.21/26.33  																														| (266) $false
% 61.21/26.33  																														|
% 61.21/26.33  																														|-The branch is then unsatisfiable
% 61.21/26.33  																													|-Branch two:
% 61.21/26.33  																													| (477)  ~ (all_0_56_56 = e4)
% 61.21/26.33  																													| (845) all_0_56_56 = e3 | all_0_56_56 = e1 | all_0_56_56 = e0
% 61.21/26.33  																													|
% 61.21/26.33  																														+-Applying beta-rule and splitting (845), into two cases.
% 61.21/26.33  																														|-Branch one:
% 61.21/26.33  																														| (679) all_0_56_56 = e0
% 61.21/26.33  																														|
% 61.21/26.33  																															| Equations (679) can reduce 236 to:
% 61.21/26.33  																															| (358)  ~ (all_0_42_42 = e0)
% 61.21/26.33  																															|
% 61.21/26.33  																															| Equations (679) can reduce 44 to:
% 61.21/26.33  																															| (490)  ~ (all_0_58_58 = e0)
% 61.21/26.33  																															|
% 61.21/26.33  																															| Simplifying 490 yields:
% 61.21/26.33  																															| (491)  ~ (all_0_58_58 = e0)
% 61.21/26.33  																															|
% 61.21/26.33  																															| Equations (679) can reduce 511 to:
% 61.21/26.33  																															| (365)  ~ (e2 = e0)
% 61.21/26.33  																															|
% 61.21/26.33  																															| Simplifying 365 yields:
% 61.21/26.33  																															| (128)  ~ (e2 = e0)
% 61.21/26.33  																															|
% 61.21/26.33  																															+-Applying beta-rule and splitting (78), into two cases.
% 61.21/26.33  																															|-Branch one:
% 61.21/26.33  																															| (423) all_0_45_45 = e3
% 61.21/26.33  																															|
% 61.21/26.33  																																| Combining equations (423,248) yields a new equation:
% 61.21/26.33  																																| (425) e4 = e3
% 61.21/26.33  																																|
% 61.21/26.33  																																| Equations (425) can reduce 188 to:
% 61.21/26.33  																																| (266) $false
% 61.21/26.33  																																|
% 61.21/26.33  																																|-The branch is then unsatisfiable
% 61.21/26.33  																															|-Branch two:
% 61.21/26.33  																															| (427)  ~ (all_0_45_45 = e3)
% 61.21/26.33  																															| (428) all_0_46_46 = e3 | all_0_47_47 = e3 | all_0_49_49 = e3
% 61.21/26.33  																															|
% 61.21/26.33  																																+-Applying beta-rule and splitting (180), into two cases.
% 61.21/26.33  																																|-Branch one:
% 61.21/26.33  																																| (516) all_0_42_42 = e3
% 61.21/26.33  																																|
% 61.21/26.33  																																	| Equations (516) can reduce 240 to:
% 61.21/26.33  																																	| (47205)  ~ (all_0_43_43 = e3)
% 61.21/26.33  																																	|
% 61.21/26.33  																																	| Simplifying 47205 yields:
% 61.21/26.33  																																	| (99)  ~ (all_0_43_43 = e3)
% 61.21/26.33  																																	|
% 61.21/26.33  																																	| Equations (516) can reduce 73 to:
% 61.21/26.33  																																	| (406)  ~ (all_0_44_44 = e3)
% 61.21/26.33  																																	|
% 61.21/26.33  																																	| Simplifying 406 yields:
% 61.21/26.33  																																	| (407)  ~ (all_0_44_44 = e3)
% 61.21/26.33  																																	|
% 61.21/26.33  																																	| Equations (516) can reduce 51 to:
% 61.21/26.33  																																	| (212)  ~ (e3 = e2)
% 61.21/26.33  																																	|
% 61.21/26.33  																																	| Equations (516) can reduce 1380 to:
% 61.21/26.33  																																	| (213)  ~ (e3 = e1)
% 61.21/26.33  																																	|
% 61.21/26.33  																																	+-Applying beta-rule and splitting (108), into two cases.
% 61.21/26.33  																																	|-Branch one:
% 61.21/26.33  																																	| (624) all_0_58_58 = e2
% 61.21/26.33  																																	|
% 61.21/26.33  																																		| Equations (624) can reduce 908 to:
% 61.21/26.33  																																		| (266) $false
% 61.21/26.33  																																		|
% 61.21/26.33  																																		|-The branch is then unsatisfiable
% 61.21/26.33  																																	|-Branch two:
% 61.21/26.33  																																	| (908)  ~ (all_0_58_58 = e2)
% 61.21/26.33  																																	| (909) all_0_58_58 = e4 | all_0_58_58 = e3 | all_0_58_58 = e1 | all_0_58_58 = e0
% 61.21/26.33  																																	|
% 61.21/26.33  																																		+-Applying beta-rule and splitting (909), into two cases.
% 61.21/26.33  																																		|-Branch one:
% 61.21/26.33  																																		| (910) all_0_58_58 = e4
% 61.21/26.33  																																		|
% 61.21/26.33  																																			| Equations (910) can reduce 119 to:
% 61.21/26.33  																																			| (256)  ~ (all_0_49_49 = e4)
% 61.21/26.33  																																			|
% 61.21/26.33  																																			| Equations (910) can reduce 3 to:
% 61.21/26.33  																																			| (763)  ~ (all_0_55_55 = e4)
% 61.21/26.33  																																			|
% 61.21/26.33  																																			| Equations (910) can reduce 908 to:
% 61.21/26.33  																																			| (48)  ~ (e4 = e2)
% 61.21/26.33  																																			|
% 61.21/26.33  																																			| Equations (910) can reduce 491 to:
% 61.21/26.33  																																			| (49)  ~ (e4 = e0)
% 61.21/26.33  																																			|
% 61.21/26.33  																																			+-Applying beta-rule and splitting (62), into two cases.
% 61.21/26.33  																																			|-Branch one:
% 61.21/26.33  																																			| (321) all_0_38_38 = e4
% 61.21/26.33  																																			|
% 61.21/26.33  																																				| Combining equations (321,329) yields a new equation:
% 61.21/26.33  																																				| (481) e4 = e0
% 61.21/26.33  																																				|
% 61.21/26.33  																																				| Simplifying 481 yields:
% 61.21/26.33  																																				| (397) e4 = e0
% 61.21/26.33  																																				|
% 61.21/26.33  																																				| Equations (397) can reduce 49 to:
% 61.21/26.33  																																				| (266) $false
% 61.21/26.33  																																				|
% 61.21/26.33  																																				|-The branch is then unsatisfiable
% 61.21/26.33  																																			|-Branch two:
% 61.21/26.33  																																			| (325)  ~ (all_0_38_38 = e4)
% 61.21/26.33  																																			| (582) all_0_41_41 = e4 | all_0_46_46 = e4 | all_0_50_50 = e4 | all_0_55_55 = e4
% 61.21/26.33  																																			|
% 61.21/26.33  																																				+-Applying beta-rule and splitting (586), into two cases.
% 61.21/26.33  																																				|-Branch one:
% 61.21/26.33  																																				| (974) all_0_49_49 = e4
% 61.21/26.33  																																				|
% 61.21/26.34  																																					| Equations (974) can reduce 256 to:
% 61.21/26.34  																																					| (266) $false
% 61.21/26.34  																																					|
% 61.21/26.34  																																					|-The branch is then unsatisfiable
% 61.21/26.34  																																				|-Branch two:
% 61.21/26.34  																																				| (256)  ~ (all_0_49_49 = e4)
% 61.21/26.34  																																				| (977) all_0_49_49 = e3 | all_0_49_49 = e1 | all_0_49_49 = e0
% 61.21/26.34  																																				|
% 61.21/26.34  																																					+-Applying beta-rule and splitting (64), into two cases.
% 61.21/26.34  																																					|-Branch one:
% 61.21/26.34  																																					| (437) all_0_41_41 = e4
% 61.21/26.34  																																					|
% 61.21/26.34  																																						| Equations (437) can reduce 31 to:
% 61.21/26.34  																																						| (47779)  ~ (all_0_43_43 = e4)
% 61.21/26.34  																																						|
% 61.21/26.34  																																						| Simplifying 47779 yields:
% 61.21/26.34  																																						| (399)  ~ (all_0_43_43 = e4)
% 61.21/26.34  																																						|
% 61.21/26.34  																																						| Equations (437) can reduce 149 to:
% 61.21/26.34  																																						| (1903)  ~ (all_0_44_44 = e4)
% 61.21/26.34  																																						|
% 61.21/26.34  																																						| Simplifying 1903 yields:
% 61.21/26.34  																																						| (1390)  ~ (all_0_44_44 = e4)
% 61.21/26.34  																																						|
% 61.21/26.34  																																						+-Applying beta-rule and splitting (130), into two cases.
% 61.21/26.34  																																						|-Branch one:
% 61.21/26.34  																																						| (430) all_0_43_43 = e1
% 61.21/26.34  																																						|
% 61.21/26.34  																																							| Equations (430) can reduce 159 to:
% 61.21/26.34  																																							| (4057)  ~ (all_0_44_44 = e1)
% 61.21/26.34  																																							|
% 61.21/26.34  																																							| Simplifying 4057 yields:
% 61.21/26.34  																																							| (639)  ~ (all_0_44_44 = e1)
% 61.21/26.34  																																							|
% 61.21/26.34  																																							| Equations (430) can reduce 399 to:
% 61.21/26.34  																																							| (602)  ~ (e4 = e1)
% 61.21/26.34  																																							|
% 61.21/26.34  																																							| Simplifying 602 yields:
% 61.21/26.34  																																							| (110)  ~ (e4 = e1)
% 61.21/26.34  																																							|
% 61.21/26.34  																																							| Equations (430) can reduce 96 to:
% 61.21/26.34  																																							| (604)  ~ (e2 = e1)
% 61.21/26.34  																																							|
% 61.21/26.34  																																							| Simplifying 604 yields:
% 61.21/26.34  																																							| (122)  ~ (e2 = e1)
% 61.21/26.34  																																							|
% 61.21/26.34  																																							+-Applying beta-rule and splitting (189), into two cases.
% 61.21/26.34  																																							|-Branch one:
% 61.21/26.34  																																							| (532) all_0_44_44 = e3
% 61.21/26.34  																																							|
% 61.21/26.34  																																								| Equations (532) can reduce 407 to:
% 61.21/26.34  																																								| (266) $false
% 61.21/26.34  																																								|
% 61.21/26.34  																																								|-The branch is then unsatisfiable
% 61.21/26.34  																																							|-Branch two:
% 61.21/26.34  																																							| (407)  ~ (all_0_44_44 = e3)
% 61.21/26.34  																																							| (537) all_0_49_49 = e3 | all_0_53_53 = e3 | all_0_58_58 = e3
% 61.21/26.34  																																							|
% 61.21/26.34  																																								+-Applying beta-rule and splitting (26), into two cases.
% 61.21/26.34  																																								|-Branch one:
% 61.21/26.34  																																								| (446) all_0_44_44 = e4
% 61.21/26.34  																																								|
% 61.21/26.34  																																									| Equations (446) can reduce 1390 to:
% 61.21/26.34  																																									| (266) $false
% 61.21/26.34  																																									|
% 61.21/26.34  																																									|-The branch is then unsatisfiable
% 61.21/26.34  																																								|-Branch two:
% 61.21/26.34  																																								| (1390)  ~ (all_0_44_44 = e4)
% 61.21/26.34  																																								| (1391) all_0_44_44 = e3 | all_0_44_44 = e1 | all_0_44_44 = e0
% 61.21/26.34  																																								|
% 61.21/26.34  																																									+-Applying beta-rule and splitting (18), into two cases.
% 61.21/26.34  																																									|-Branch one:
% 61.21/26.34  																																									| (453) all_0_41_41 = e1
% 61.21/26.34  																																									|
% 61.21/26.34  																																										| Combining equations (453,437) yields a new equation:
% 61.21/26.34  																																										| (630) e4 = e1
% 61.21/26.34  																																										|
% 61.21/26.34  																																										| Equations (630) can reduce 110 to:
% 61.21/26.34  																																										| (266) $false
% 61.21/26.34  																																										|
% 61.21/26.34  																																										|-The branch is then unsatisfiable
% 61.21/26.34  																																									|-Branch two:
% 61.21/26.34  																																									| (457)  ~ (all_0_41_41 = e1)
% 61.21/26.34  																																									| (595) all_0_46_46 = e1 | all_0_50_50 = e1 | all_0_55_55 = e1
% 61.21/26.34  																																									|
% 61.21/26.34  																																										| Equations (437) can reduce 457 to:
% 61.21/26.34  																																										| (110)  ~ (e4 = e1)
% 61.21/26.34  																																										|
% 61.21/26.34  																																										+-Applying beta-rule and splitting (75), into two cases.
% 61.21/26.34  																																										|-Branch one:
% 61.21/26.34  																																										| (485) all_0_40_40 = e0
% 61.21/26.34  																																										|
% 61.21/26.34  																																											| Combining equations (313,485) yields a new equation:
% 61.21/26.34  																																											| (391) e2 = e0
% 61.21/26.34  																																											|
% 61.21/26.34  																																											| Simplifying 391 yields:
% 61.21/26.34  																																											| (330) e2 = e0
% 61.21/26.34  																																											|
% 61.21/26.34  																																											| Equations (330) can reduce 128 to:
% 61.21/26.34  																																											| (266) $false
% 61.21/26.34  																																											|
% 61.21/26.34  																																											|-The branch is then unsatisfiable
% 61.21/26.34  																																										|-Branch two:
% 61.21/26.34  																																										| (1401)  ~ (all_0_40_40 = e0)
% 61.21/26.34  																																										| (1748) all_0_44_44 = e0 | all_0_49_49 = e0 | all_0_58_58 = e0
% 61.21/26.34  																																										|
% 61.21/26.34  																																											+-Applying beta-rule and splitting (1748), into two cases.
% 61.21/26.34  																																											|-Branch one:
% 61.21/26.34  																																											| (1414) all_0_44_44 = e0
% 61.21/26.34  																																											|
% 61.21/26.34  																																												| Equations (1414) can reduce 639 to:
% 61.21/26.34  																																												| (435)  ~ (e1 = e0)
% 61.21/26.34  																																												|
% 61.21/26.34  																																												| Simplifying 435 yields:
% 61.21/26.34  																																												| (233)  ~ (e1 = e0)
% 61.21/26.34  																																												|
% 61.21/26.34  																																												+-Applying beta-rule and splitting (633), into two cases.
% 61.21/26.34  																																												|-Branch one:
% 61.21/26.34  																																												| (1569) all_0_56_56 = e1
% 61.21/26.34  																																												|
% 61.21/26.34  																																													| Combining equations (1569,679) yields a new equation:
% 61.21/26.34  																																													| (546) e1 = e0
% 61.21/26.34  																																													|
% 61.21/26.34  																																													| Simplifying 546 yields:
% 61.21/26.34  																																													| (431) e1 = e0
% 61.21/26.34  																																													|
% 61.21/26.34  																																													| Equations (431) can reduce 233 to:
% 61.21/26.34  																																													| (266) $false
% 61.21/26.34  																																													|
% 61.21/26.34  																																													|-The branch is then unsatisfiable
% 61.21/26.34  																																												|-Branch two:
% 61.21/26.34  																																												| (466)  ~ (all_0_56_56 = e1)
% 61.21/26.34  																																												| (1574) all_0_57_57 = e1 | all_0_58_58 = e1
% 61.21/26.34  																																												|
% 61.21/26.34  																																													+-Applying beta-rule and splitting (1574), into two cases.
% 61.21/26.34  																																													|-Branch one:
% 61.21/26.34  																																													| (647) all_0_57_57 = e1
% 61.21/26.34  																																													|
% 61.21/26.34  																																														| Combining equations (442,647) yields a new equation:
% 61.21/26.34  																																														| (616) e2 = e1
% 61.21/26.34  																																														|
% 61.21/26.34  																																														| Simplifying 616 yields:
% 61.21/26.34  																																														| (617) e2 = e1
% 61.21/26.34  																																														|
% 61.21/26.34  																																														| Equations (617) can reduce 122 to:
% 61.21/26.34  																																														| (266) $false
% 61.21/26.34  																																														|
% 61.21/26.34  																																														|-The branch is then unsatisfiable
% 61.21/26.34  																																													|-Branch two:
% 61.21/26.34  																																													| (1670)  ~ (all_0_57_57 = e1)
% 61.21/26.34  																																													| (918) all_0_58_58 = e1
% 61.21/26.34  																																													|
% 61.21/26.34  																																														| Combining equations (918,910) yields a new equation:
% 61.21/26.34  																																														| (630) e4 = e1
% 61.21/26.34  																																														|
% 61.21/26.34  																																														| Equations (630) can reduce 110 to:
% 61.21/26.34  																																														| (266) $false
% 61.21/26.34  																																														|
% 61.21/26.34  																																														|-The branch is then unsatisfiable
% 61.21/26.34  																																											|-Branch two:
% 61.21/26.34  																																											| (360)  ~ (all_0_44_44 = e0)
% 61.21/26.34  																																											| (1760) all_0_49_49 = e0 | all_0_58_58 = e0
% 61.21/26.34  																																											|
% 61.21/26.34  																																												+-Applying beta-rule and splitting (1391), into two cases.
% 61.21/26.34  																																												|-Branch one:
% 61.21/26.34  																																												| (1414) all_0_44_44 = e0
% 61.21/26.34  																																												|
% 61.21/26.34  																																													| Equations (1414) can reduce 360 to:
% 61.21/26.34  																																													| (266) $false
% 61.21/26.34  																																													|
% 61.21/26.34  																																													|-The branch is then unsatisfiable
% 61.21/26.34  																																												|-Branch two:
% 61.21/26.34  																																												| (360)  ~ (all_0_44_44 = e0)
% 61.21/26.34  																																												| (1417) all_0_44_44 = e3 | all_0_44_44 = e1
% 61.21/26.34  																																												|
% 61.21/26.34  																																													+-Applying beta-rule and splitting (1417), into two cases.
% 61.21/26.34  																																													|-Branch one:
% 61.21/26.34  																																													| (635) all_0_44_44 = e1
% 61.21/26.34  																																													|
% 61.21/26.34  																																														| Equations (635) can reduce 639 to:
% 61.21/26.34  																																														| (266) $false
% 61.21/26.34  																																														|
% 61.21/26.34  																																														|-The branch is then unsatisfiable
% 61.21/26.34  																																													|-Branch two:
% 61.21/26.34  																																													| (639)  ~ (all_0_44_44 = e1)
% 61.21/26.34  																																													| (532) all_0_44_44 = e3
% 61.21/26.34  																																													|
% 61.21/26.34  																																														| Equations (532) can reduce 407 to:
% 61.21/26.34  																																														| (266) $false
% 61.21/26.34  																																														|
% 61.21/26.34  																																														|-The branch is then unsatisfiable
% 61.21/26.34  																																						|-Branch two:
% 61.21/26.34  																																						| (433)  ~ (all_0_43_43 = e1)
% 61.21/26.34  																																						| (434) all_0_48_48 = e1 | all_0_52_52 = e1 | all_0_57_57 = e1
% 61.21/26.34  																																						|
% 61.21/26.34  																																							+-Applying beta-rule and splitting (189), into two cases.
% 61.21/26.34  																																							|-Branch one:
% 61.21/26.34  																																							| (532) all_0_44_44 = e3
% 61.21/26.34  																																							|
% 61.21/26.34  																																								| Equations (532) can reduce 407 to:
% 61.21/26.34  																																								| (266) $false
% 61.21/26.34  																																								|
% 61.21/26.34  																																								|-The branch is then unsatisfiable
% 61.21/26.34  																																							|-Branch two:
% 61.21/26.34  																																							| (407)  ~ (all_0_44_44 = e3)
% 61.21/26.34  																																							| (537) all_0_49_49 = e3 | all_0_53_53 = e3 | all_0_58_58 = e3
% 61.21/26.34  																																							|
% 61.21/26.34  																																								+-Applying beta-rule and splitting (26), into two cases.
% 61.21/26.34  																																								|-Branch one:
% 61.21/26.34  																																								| (446) all_0_44_44 = e4
% 61.21/26.34  																																								|
% 61.21/26.34  																																									| Equations (446) can reduce 1390 to:
% 61.21/26.34  																																									| (266) $false
% 61.21/26.34  																																									|
% 61.21/26.34  																																									|-The branch is then unsatisfiable
% 61.21/26.34  																																								|-Branch two:
% 61.21/26.34  																																								| (1390)  ~ (all_0_44_44 = e4)
% 61.21/26.34  																																								| (1391) all_0_44_44 = e3 | all_0_44_44 = e1 | all_0_44_44 = e0
% 61.21/26.34  																																								|
% 61.21/26.34  																																									+-Applying beta-rule and splitting (1391), into two cases.
% 61.21/26.34  																																									|-Branch one:
% 61.21/26.34  																																									| (1414) all_0_44_44 = e0
% 61.21/26.34  																																									|
% 61.21/26.34  																																										| Equations (1414) can reduce 159 to:
% 61.21/26.34  																																										| (5470)  ~ (all_0_43_43 = e0)
% 61.21/26.34  																																										|
% 61.21/26.34  																																										+-Applying beta-rule and splitting (6374), into two cases.
% 61.21/26.34  																																										|-Branch one:
% 61.21/26.34  																																										| (356) all_0_43_43 = e0
% 61.21/26.34  																																										|
% 61.21/26.34  																																											| Equations (356) can reduce 5470 to:
% 61.21/26.34  																																											| (266) $false
% 61.21/26.34  																																											|
% 61.21/26.34  																																											|-The branch is then unsatisfiable
% 61.21/26.34  																																										|-Branch two:
% 61.21/26.34  																																										| (5470)  ~ (all_0_43_43 = e0)
% 61.21/26.34  																																										| (430) all_0_43_43 = e1
% 61.21/26.34  																																										|
% 61.21/26.34  																																											| Equations (430) can reduce 433 to:
% 61.21/26.34  																																											| (266) $false
% 61.21/26.34  																																											|
% 61.21/26.34  																																											|-The branch is then unsatisfiable
% 61.21/26.34  																																									|-Branch two:
% 61.21/26.34  																																									| (360)  ~ (all_0_44_44 = e0)
% 61.21/26.34  																																									| (1417) all_0_44_44 = e3 | all_0_44_44 = e1
% 61.21/26.34  																																									|
% 61.21/26.34  																																										+-Applying beta-rule and splitting (1417), into two cases.
% 61.21/26.34  																																										|-Branch one:
% 61.21/26.34  																																										| (635) all_0_44_44 = e1
% 61.21/26.34  																																										|
% 61.21/26.34  																																											| Equations (635) can reduce 639 to:
% 61.21/26.34  																																											| (266) $false
% 61.21/26.34  																																											|
% 61.21/26.34  																																											|-The branch is then unsatisfiable
% 61.21/26.34  																																										|-Branch two:
% 61.21/26.34  																																										| (639)  ~ (all_0_44_44 = e1)
% 61.21/26.34  																																										| (532) all_0_44_44 = e3
% 61.21/26.34  																																										|
% 61.21/26.34  																																											| Equations (532) can reduce 407 to:
% 61.21/26.34  																																											| (266) $false
% 61.21/26.34  																																											|
% 61.21/26.34  																																											|-The branch is then unsatisfiable
% 61.21/26.34  																																					|-Branch two:
% 61.21/26.34  																																					| (440)  ~ (all_0_41_41 = e4)
% 61.21/26.34  																																					| (441) all_0_42_42 = e4 | all_0_43_43 = e4 | all_0_44_44 = e4
% 61.21/26.34  																																					|
% 61.21/26.34  																																						+-Applying beta-rule and splitting (130), into two cases.
% 61.21/26.34  																																						|-Branch one:
% 61.21/26.34  																																						| (430) all_0_43_43 = e1
% 61.21/26.34  																																						|
% 61.21/26.34  																																							| Equations (430) can reduce 99 to:
% 61.21/26.34  																																							| (467)  ~ (e3 = e1)
% 61.21/26.34  																																							|
% 61.21/26.34  																																							| Simplifying 467 yields:
% 61.21/26.34  																																							| (213)  ~ (e3 = e1)
% 61.21/26.34  																																							|
% 61.21/26.34  																																							+-Applying beta-rule and splitting (189), into two cases.
% 61.21/26.34  																																							|-Branch one:
% 61.21/26.34  																																							| (532) all_0_44_44 = e3
% 61.21/26.34  																																							|
% 61.21/26.34  																																								| Equations (532) can reduce 407 to:
% 61.21/26.34  																																								| (266) $false
% 61.21/26.34  																																								|
% 61.21/26.34  																																								|-The branch is then unsatisfiable
% 61.21/26.34  																																							|-Branch two:
% 61.21/26.34  																																							| (407)  ~ (all_0_44_44 = e3)
% 61.21/26.34  																																							| (537) all_0_49_49 = e3 | all_0_53_53 = e3 | all_0_58_58 = e3
% 61.21/26.34  																																							|
% 61.21/26.34  																																								+-Applying beta-rule and splitting (27), into two cases.
% 61.21/26.34  																																								|-Branch one:
% 61.21/26.34  																																								| (437) all_0_41_41 = e4
% 61.21/26.34  																																								|
% 61.21/26.34  																																									| Equations (437) can reduce 440 to:
% 61.21/26.34  																																									| (266) $false
% 61.21/26.34  																																									|
% 61.21/26.34  																																									|-The branch is then unsatisfiable
% 61.21/26.34  																																								|-Branch two:
% 61.21/26.34  																																								| (440)  ~ (all_0_41_41 = e4)
% 61.21/26.34  																																								| (4049) all_0_41_41 = e3 | all_0_41_41 = e1 | all_0_41_41 = e0
% 61.21/26.34  																																								|
% 61.21/26.34  																																									+-Applying beta-rule and splitting (174), into two cases.
% 61.21/26.34  																																									|-Branch one:
% 61.21/26.34  																																									| (386) all_0_55_55 = e2
% 61.21/26.34  																																									|
% 61.21/26.34  																																										| Equations (386) can reduce 304 to:
% 61.21/26.34  																																										| (266) $false
% 61.21/26.34  																																										|
% 61.21/26.34  																																										|-The branch is then unsatisfiable
% 61.21/26.34  																																									|-Branch two:
% 61.21/26.34  																																									| (304)  ~ (all_0_55_55 = e2)
% 61.21/26.34  																																									| (2051) all_0_55_55 = e4 | all_0_55_55 = e3 | all_0_55_55 = e1 | all_0_55_55 = e0
% 61.21/26.34  																																									|
% 61.21/26.34  																																										+-Applying beta-rule and splitting (582), into two cases.
% 61.21/26.34  																																										|-Branch one:
% 61.21/26.34  																																										| (437) all_0_41_41 = e4
% 61.21/26.34  																																										|
% 61.21/26.34  																																											| Equations (437) can reduce 440 to:
% 61.21/26.34  																																											| (266) $false
% 61.21/26.34  																																											|
% 61.21/26.34  																																											|-The branch is then unsatisfiable
% 61.21/26.34  																																										|-Branch two:
% 61.21/26.34  																																										| (440)  ~ (all_0_41_41 = e4)
% 61.21/26.34  																																										| (769) all_0_46_46 = e4 | all_0_50_50 = e4 | all_0_55_55 = e4
% 61.21/26.34  																																										|
% 61.21/26.34  																																											+-Applying beta-rule and splitting (428), into two cases.
% 61.21/26.34  																																											|-Branch one:
% 61.21/26.34  																																											| (1557) all_0_46_46 = e3
% 61.21/26.34  																																											|
% 61.21/26.34  																																												| Combining equations (1557,1794) yields a new equation:
% 61.21/26.34  																																												| (661) e3 = e2
% 61.21/26.34  																																												|
% 61.21/26.34  																																												| Simplifying 661 yields:
% 61.21/26.34  																																												| (662) e3 = e2
% 61.21/26.34  																																												|
% 61.21/26.34  																																												| Equations (662) can reduce 212 to:
% 61.21/26.34  																																												| (266) $false
% 61.21/26.34  																																												|
% 61.21/26.34  																																												|-The branch is then unsatisfiable
% 61.21/26.34  																																											|-Branch two:
% 61.21/26.34  																																											| (409)  ~ (all_0_46_46 = e3)
% 61.21/26.34  																																											| (1561) all_0_47_47 = e3 | all_0_49_49 = e3
% 61.21/26.34  																																											|
% 61.21/26.34  																																												+-Applying beta-rule and splitting (769), into two cases.
% 61.21/26.34  																																												|-Branch one:
% 61.21/26.34  																																												| (770) all_0_46_46 = e4
% 61.21/26.34  																																												|
% 61.21/26.34  																																													| Combining equations (770,1794) yields a new equation:
% 61.21/26.34  																																													| (322) e4 = e2
% 61.21/26.34  																																													|
% 61.21/26.34  																																													| Simplifying 322 yields:
% 61.21/26.34  																																													| (323) e4 = e2
% 61.21/26.34  																																													|
% 61.21/26.34  																																													| Equations (323) can reduce 48 to:
% 61.21/26.34  																																													| (266) $false
% 61.21/26.34  																																													|
% 61.21/26.34  																																													|-The branch is then unsatisfiable
% 61.21/26.34  																																												|-Branch two:
% 61.21/26.34  																																												| (250)  ~ (all_0_46_46 = e4)
% 61.21/26.34  																																												| (774) all_0_50_50 = e4 | all_0_55_55 = e4
% 61.21/26.34  																																												|
% 61.21/26.34  																																													+-Applying beta-rule and splitting (537), into two cases.
% 61.21/26.34  																																													|-Branch one:
% 61.21/26.34  																																													| (884) all_0_49_49 = e3
% 61.21/26.34  																																													|
% 61.21/26.34  																																														| Equations (884) can reduce 256 to:
% 61.21/26.34  																																														| (277)  ~ (e4 = e3)
% 61.21/26.34  																																														|
% 61.21/26.34  																																														| Simplifying 277 yields:
% 61.21/26.34  																																														| (188)  ~ (e4 = e3)
% 61.21/26.34  																																														|
% 61.21/26.34  																																														+-Applying beta-rule and splitting (2051), into two cases.
% 61.21/26.34  																																														|-Branch one:
% 61.21/26.34  																																														| (587) all_0_55_55 = e4
% 61.21/26.34  																																														|
% 61.21/26.34  																																															| Equations (587) can reduce 763 to:
% 61.21/26.34  																																															| (266) $false
% 61.21/26.34  																																															|
% 61.21/26.34  																																															|-The branch is then unsatisfiable
% 61.21/26.34  																																														|-Branch two:
% 61.21/26.34  																																														| (763)  ~ (all_0_55_55 = e4)
% 61.21/26.34  																																														| (2055) all_0_55_55 = e3 | all_0_55_55 = e1 | all_0_55_55 = e0
% 61.21/26.34  																																														|
% 61.21/26.34  																																															+-Applying beta-rule and splitting (774), into two cases.
% 61.21/26.34  																																															|-Branch one:
% 61.21/26.34  																																															| (775) all_0_50_50 = e4
% 61.21/26.34  																																															|
% 61.21/26.34  																																																| Combining equations (415,775) yields a new equation:
% 61.21/26.34  																																																| (425) e4 = e3
% 61.21/26.34  																																																|
% 61.21/26.34  																																																| Equations (425) can reduce 188 to:
% 61.21/26.34  																																																| (266) $false
% 61.21/26.34  																																																|
% 61.21/26.34  																																																|-The branch is then unsatisfiable
% 61.21/26.34  																																															|-Branch two:
% 61.21/26.34  																																															| (566)  ~ (all_0_50_50 = e4)
% 61.21/26.34  																																															| (587) all_0_55_55 = e4
% 61.21/26.34  																																															|
% 61.21/26.34  																																																| Equations (587) can reduce 763 to:
% 61.21/26.34  																																																| (266) $false
% 61.21/26.34  																																																|
% 61.21/26.34  																																																|-The branch is then unsatisfiable
% 61.21/26.34  																																													|-Branch two:
% 61.21/26.34  																																													| (525)  ~ (all_0_49_49 = e3)
% 61.21/26.34  																																													| (887) all_0_53_53 = e3 | all_0_58_58 = e3
% 61.21/26.34  																																													|
% 61.21/26.34  																																														+-Applying beta-rule and splitting (1561), into two cases.
% 61.21/26.34  																																														|-Branch one:
% 61.21/26.34  																																														| (522) all_0_47_47 = e3
% 61.21/26.34  																																														|
% 61.21/26.34  																																															| Combining equations (654,522) yields a new equation:
% 61.21/26.34  																																															| (455) e3 = e1
% 61.21/26.34  																																															|
% 61.21/26.34  																																															| Equations (455) can reduce 213 to:
% 61.21/26.34  																																															| (266) $false
% 61.21/26.34  																																															|
% 61.21/26.34  																																															|-The branch is then unsatisfiable
% 61.21/26.34  																																														|-Branch two:
% 61.21/26.34  																																														| (1091)  ~ (all_0_47_47 = e3)
% 61.21/26.34  																																														| (884) all_0_49_49 = e3
% 61.21/26.34  																																														|
% 61.21/26.34  																																															| Equations (884) can reduce 525 to:
% 61.21/26.34  																																															| (266) $false
% 61.21/26.34  																																															|
% 61.21/26.34  																																															|-The branch is then unsatisfiable
% 61.21/26.34  																																						|-Branch two:
% 61.21/26.34  																																						| (433)  ~ (all_0_43_43 = e1)
% 61.21/26.34  																																						| (434) all_0_48_48 = e1 | all_0_52_52 = e1 | all_0_57_57 = e1
% 61.21/26.34  																																						|
% 61.21/26.34  																																							+-Applying beta-rule and splitting (18), into two cases.
% 61.21/26.34  																																							|-Branch one:
% 61.21/26.34  																																							| (453) all_0_41_41 = e1
% 61.21/26.34  																																							|
% 61.21/26.34  																																								| Equations (453) can reduce 31 to:
% 61.21/26.35  																																								| (57842)  ~ (all_0_43_43 = e1)
% 61.21/26.35  																																								|
% 61.21/26.35  																																								| Simplifying 57842 yields:
% 61.21/26.35  																																								| (433)  ~ (all_0_43_43 = e1)
% 61.21/26.35  																																								|
% 61.21/26.35  																																								+-Applying beta-rule and splitting (6374), into two cases.
% 61.21/26.35  																																								|-Branch one:
% 61.21/26.35  																																								| (356) all_0_43_43 = e0
% 61.21/26.35  																																								|
% 61.21/26.35  																																									| Equations (356) can reduce 5470 to:
% 61.21/26.35  																																									| (266) $false
% 61.21/26.35  																																									|
% 61.21/26.35  																																									|-The branch is then unsatisfiable
% 61.21/26.35  																																								|-Branch two:
% 61.21/26.35  																																								| (5470)  ~ (all_0_43_43 = e0)
% 61.21/26.35  																																								| (430) all_0_43_43 = e1
% 61.21/26.35  																																								|
% 61.21/26.35  																																									| Equations (430) can reduce 433 to:
% 61.21/26.35  																																									| (266) $false
% 61.21/26.35  																																									|
% 61.21/26.35  																																									|-The branch is then unsatisfiable
% 61.21/26.35  																																							|-Branch two:
% 61.21/26.35  																																							| (457)  ~ (all_0_41_41 = e1)
% 61.21/26.35  																																							| (595) all_0_46_46 = e1 | all_0_50_50 = e1 | all_0_55_55 = e1
% 61.21/26.35  																																							|
% 61.21/26.35  																																								+-Applying beta-rule and splitting (103), into two cases.
% 61.21/26.35  																																								|-Branch one:
% 61.21/26.35  																																								| (453) all_0_41_41 = e1
% 61.21/26.35  																																								|
% 61.21/26.35  																																									| Equations (453) can reduce 457 to:
% 61.21/26.35  																																									| (266) $false
% 61.21/26.35  																																									|
% 61.21/26.35  																																									|-The branch is then unsatisfiable
% 61.21/26.35  																																								|-Branch two:
% 61.21/26.35  																																								| (457)  ~ (all_0_41_41 = e1)
% 61.21/26.35  																																								| (458) all_0_42_42 = e1 | all_0_43_43 = e1 | all_0_44_44 = e1
% 61.21/26.35  																																								|
% 61.21/26.35  																																									+-Applying beta-rule and splitting (458), into two cases.
% 61.21/26.35  																																									|-Branch one:
% 61.21/26.35  																																									| (459) all_0_42_42 = e1
% 61.21/26.35  																																									|
% 61.21/26.35  																																										| Combining equations (459,516) yields a new equation:
% 61.21/26.35  																																										| (455) e3 = e1
% 61.21/26.35  																																										|
% 61.21/26.35  																																										| Equations (455) can reduce 213 to:
% 61.21/26.35  																																										| (266) $false
% 61.21/26.35  																																										|
% 61.21/26.35  																																										|-The branch is then unsatisfiable
% 61.21/26.35  																																									|-Branch two:
% 61.21/26.35  																																									| (1380)  ~ (all_0_42_42 = e1)
% 61.21/26.35  																																									| (1381) all_0_43_43 = e1 | all_0_44_44 = e1
% 61.21/26.35  																																									|
% 61.21/26.35  																																										+-Applying beta-rule and splitting (1381), into two cases.
% 61.21/26.35  																																										|-Branch one:
% 61.21/26.35  																																										| (430) all_0_43_43 = e1
% 61.21/26.35  																																										|
% 61.21/26.35  																																											| Equations (430) can reduce 433 to:
% 61.21/26.35  																																											| (266) $false
% 61.21/26.35  																																											|
% 61.21/26.35  																																											|-The branch is then unsatisfiable
% 61.21/26.35  																																										|-Branch two:
% 61.21/26.35  																																										| (433)  ~ (all_0_43_43 = e1)
% 61.21/26.35  																																										| (635) all_0_44_44 = e1
% 61.21/26.35  																																										|
% 61.21/26.35  																																											| Equations (635) can reduce 639 to:
% 61.21/26.35  																																											| (266) $false
% 61.21/26.35  																																											|
% 61.21/26.35  																																											|-The branch is then unsatisfiable
% 61.21/26.35  																																		|-Branch two:
% 61.21/26.35  																																		| (451)  ~ (all_0_58_58 = e4)
% 61.21/26.35  																																		| (913) all_0_58_58 = e3 | all_0_58_58 = e1 | all_0_58_58 = e0
% 61.21/26.35  																																		|
% 61.21/26.35  																																			+-Applying beta-rule and splitting (913), into two cases.
% 61.21/26.35  																																			|-Branch one:
% 61.21/26.35  																																			| (914) all_0_58_58 = e0
% 61.21/26.35  																																			|
% 61.21/26.35  																																				| Equations (914) can reduce 491 to:
% 61.21/26.35  																																				| (266) $false
% 61.21/26.35  																																				|
% 61.21/26.35  																																				|-The branch is then unsatisfiable
% 61.21/26.35  																																			|-Branch two:
% 61.21/26.35  																																			| (491)  ~ (all_0_58_58 = e0)
% 61.21/26.35  																																			| (917) all_0_58_58 = e3 | all_0_58_58 = e1
% 61.21/26.35  																																			|
% 61.21/26.35  																																				+-Applying beta-rule and splitting (917), into two cases.
% 61.21/26.35  																																				|-Branch one:
% 61.21/26.35  																																				| (918) all_0_58_58 = e1
% 61.21/26.35  																																				|
% 61.21/26.35  																																					| Equations (918) can reduce 880 to:
% 61.21/26.35  																																					| (266) $false
% 61.21/26.35  																																					|
% 61.21/26.35  																																					|-The branch is then unsatisfiable
% 61.21/26.35  																																				|-Branch two:
% 61.21/26.35  																																				| (880)  ~ (all_0_58_58 = e1)
% 61.21/26.35  																																				| (795) all_0_58_58 = e3
% 61.21/26.35  																																				|
% 61.21/26.35  																																					| Equations (795) can reduce 276 to:
% 61.21/26.35  																																					| (266) $false
% 61.21/26.35  																																					|
% 61.21/26.35  																																					|-The branch is then unsatisfiable
% 61.21/26.35  																																|-Branch two:
% 61.21/26.35  																																| (405)  ~ (all_0_42_42 = e3)
% 61.21/26.35  																																| (521) all_0_47_47 = e3 | all_0_51_51 = e3 | all_0_56_56 = e3
% 61.21/26.35  																																|
% 61.21/26.35  																																	+-Applying beta-rule and splitting (113), into two cases.
% 61.21/26.35  																																	|-Branch one:
% 61.21/26.35  																																	| (403) all_0_41_41 = e3
% 61.21/26.35  																																	|
% 61.21/26.35  																																		| Equations (403) can reduce 1898 to:
% 61.21/26.35  																																		| (266) $false
% 61.21/26.35  																																		|
% 61.21/26.35  																																		|-The branch is then unsatisfiable
% 61.21/26.35  																																	|-Branch two:
% 61.21/26.35  																																	| (1898)  ~ (all_0_41_41 = e3)
% 61.21/26.35  																																	| (1899) all_0_42_42 = e3 | all_0_44_44 = e3
% 61.21/26.35  																																	|
% 61.21/26.35  																																		+-Applying beta-rule and splitting (130), into two cases.
% 61.21/26.35  																																		|-Branch one:
% 61.21/26.35  																																		| (430) all_0_43_43 = e1
% 61.21/26.35  																																		|
% 61.21/26.35  																																			| Equations (430) can reduce 240 to:
% 61.21/26.35  																																			| (1380)  ~ (all_0_42_42 = e1)
% 61.21/26.35  																																			|
% 61.21/26.35  																																			+-Applying beta-rule and splitting (152), into two cases.
% 61.21/26.35  																																			|-Branch one:
% 61.21/26.35  																																			| (1392) all_0_42_42 = e4
% 61.21/26.35  																																			|
% 61.21/26.35  																																				| Equations (1392) can reduce 1890 to:
% 61.21/26.35  																																				| (266) $false
% 61.21/26.35  																																				|
% 61.21/26.35  																																				|-The branch is then unsatisfiable
% 61.21/26.35  																																			|-Branch two:
% 61.21/26.35  																																			| (1890)  ~ (all_0_42_42 = e4)
% 61.21/26.35  																																			| (1969) all_0_42_42 = e3 | all_0_42_42 = e1 | all_0_42_42 = e0
% 61.21/26.35  																																			|
% 61.21/26.35  																																				+-Applying beta-rule and splitting (1899), into two cases.
% 61.21/26.35  																																				|-Branch one:
% 61.21/26.35  																																				| (516) all_0_42_42 = e3
% 61.21/26.35  																																				|
% 61.21/26.35  																																					| Equations (516) can reduce 405 to:
% 61.21/26.35  																																					| (266) $false
% 61.21/26.35  																																					|
% 61.21/26.35  																																					|-The branch is then unsatisfiable
% 61.21/26.35  																																				|-Branch two:
% 61.21/26.35  																																				| (405)  ~ (all_0_42_42 = e3)
% 61.21/26.35  																																				| (532) all_0_44_44 = e3
% 61.21/26.35  																																				|
% 61.21/26.35  																																					| Equations (532) can reduce 73 to:
% 61.21/26.35  																																					| (405)  ~ (all_0_42_42 = e3)
% 61.21/26.35  																																					|
% 61.21/26.35  																																					+-Applying beta-rule and splitting (1969), into two cases.
% 61.21/26.35  																																					|-Branch one:
% 61.21/26.35  																																					| (559) all_0_42_42 = e0
% 61.21/26.35  																																					|
% 61.21/26.35  																																						| Equations (559) can reduce 358 to:
% 61.21/26.35  																																						| (266) $false
% 61.21/26.35  																																						|
% 61.21/26.35  																																						|-The branch is then unsatisfiable
% 61.21/26.35  																																					|-Branch two:
% 61.21/26.35  																																					| (358)  ~ (all_0_42_42 = e0)
% 61.21/26.35  																																					| (2510) all_0_42_42 = e3 | all_0_42_42 = e1
% 61.21/26.35  																																					|
% 61.21/26.35  																																						+-Applying beta-rule and splitting (2510), into two cases.
% 61.21/26.35  																																						|-Branch one:
% 61.21/26.35  																																						| (459) all_0_42_42 = e1
% 61.21/26.35  																																						|
% 61.21/26.35  																																							| Equations (459) can reduce 1380 to:
% 61.21/26.35  																																							| (266) $false
% 61.21/26.35  																																							|
% 61.21/26.35  																																							|-The branch is then unsatisfiable
% 61.21/26.35  																																						|-Branch two:
% 61.21/26.35  																																						| (1380)  ~ (all_0_42_42 = e1)
% 61.21/26.35  																																						| (516) all_0_42_42 = e3
% 61.21/26.35  																																						|
% 61.21/26.35  																																							| Equations (516) can reduce 405 to:
% 61.21/26.35  																																							| (266) $false
% 61.21/26.35  																																							|
% 61.21/26.35  																																							|-The branch is then unsatisfiable
% 61.21/26.35  																																		|-Branch two:
% 61.21/26.35  																																		| (433)  ~ (all_0_43_43 = e1)
% 61.21/26.35  																																		| (434) all_0_48_48 = e1 | all_0_52_52 = e1 | all_0_57_57 = e1
% 61.21/26.35  																																		|
% 61.21/26.35  																																			+-Applying beta-rule and splitting (6374), into two cases.
% 61.21/26.35  																																			|-Branch one:
% 61.21/26.35  																																			| (356) all_0_43_43 = e0
% 61.21/26.35  																																			|
% 61.21/26.35  																																				| Equations (356) can reduce 5470 to:
% 61.21/26.35  																																				| (266) $false
% 61.21/26.35  																																				|
% 61.21/26.35  																																				|-The branch is then unsatisfiable
% 61.21/26.35  																																			|-Branch two:
% 61.21/26.35  																																			| (5470)  ~ (all_0_43_43 = e0)
% 61.21/26.35  																																			| (430) all_0_43_43 = e1
% 61.21/26.35  																																			|
% 61.21/26.35  																																				| Equations (430) can reduce 433 to:
% 61.21/26.35  																																				| (266) $false
% 61.21/26.35  																																				|
% 61.21/26.35  																																				|-The branch is then unsatisfiable
% 61.21/26.35  																														|-Branch two:
% 61.21/26.35  																														| (828)  ~ (all_0_56_56 = e0)
% 61.21/26.35  																														| (3172) all_0_56_56 = e3 | all_0_56_56 = e1
% 61.21/26.35  																														|
% 61.21/26.35  																															+-Applying beta-rule and splitting (3172), into two cases.
% 61.21/26.35  																															|-Branch one:
% 61.21/26.35  																															| (1569) all_0_56_56 = e1
% 61.21/26.35  																															|
% 61.21/26.35  																																| Equations (1569) can reduce 466 to:
% 61.21/26.35  																																| (266) $false
% 61.21/26.35  																																|
% 61.21/26.35  																																|-The branch is then unsatisfiable
% 61.21/26.35  																															|-Branch two:
% 61.21/26.35  																															| (466)  ~ (all_0_56_56 = e1)
% 61.21/26.35  																															| (1097) all_0_56_56 = e3
% 61.21/26.35  																															|
% 61.21/26.35  																																| Equations (1097) can reduce 272 to:
% 61.21/26.35  																																| (266) $false
% 61.21/26.35  																																|
% 61.21/26.35  																																|-The branch is then unsatisfiable
% 61.21/26.35  																									|-Branch two:
% 61.21/26.35  																									| (462)  ~ (all_0_47_47 = e1)
% 61.21/26.35  																									| (659) all_0_48_48 = e1 | all_0_49_49 = e1
% 61.21/26.35  																									|
% 61.21/26.35  																										+-Applying beta-rule and splitting (659), into two cases.
% 61.21/26.35  																										|-Branch one:
% 61.21/26.35  																										| (615) all_0_48_48 = e1
% 61.21/26.35  																										|
% 61.21/26.35  																											| Combining equations (1279,615) yields a new equation:
% 61.21/26.35  																											| (431) e1 = e0
% 61.21/26.35  																											|
% 61.21/26.35  																											| Equations (431) can reduce 233 to:
% 61.21/26.35  																											| (266) $false
% 61.21/26.35  																											|
% 61.21/26.35  																											|-The branch is then unsatisfiable
% 61.21/26.35  																										|-Branch two:
% 61.21/26.35  																										| (619)  ~ (all_0_48_48 = e1)
% 61.21/26.35  																										| (671) all_0_49_49 = e1
% 61.21/26.35  																										|
% 61.21/26.35  																											| Equations (671) can reduce 1064 to:
% 61.21/26.35  																											| (266) $false
% 61.21/26.35  																											|
% 61.21/26.35  																											|-The branch is then unsatisfiable
% 61.21/26.35  																							|-Branch two:
% 61.21/26.35  																							| (1283)  ~ (all_0_48_48 = e0)
% 61.21/26.35  																							| (875) all_0_57_57 = e0
% 61.21/26.35  																							|
% 61.21/26.35  																								| Combining equations (442,875) yields a new equation:
% 61.21/26.35  																								| (391) e2 = e0
% 61.21/26.35  																								|
% 61.21/26.35  																								| Simplifying 391 yields:
% 61.21/26.35  																								| (330) e2 = e0
% 61.21/26.35  																								|
% 61.21/26.35  																								| Equations (330) can reduce 128 to:
% 61.21/26.35  																								| (266) $false
% 61.21/26.35  																								|
% 61.21/26.35  																								|-The branch is then unsatisfiable
% 61.21/26.35  																				|-Branch two:
% 61.21/26.35  																				| (1459)  ~ (all_0_53_53 = e1)
% 61.21/26.35  																				| (665) all_0_53_53 = e3
% 61.21/26.35  																				|
% 61.21/26.35  																					| Equations (665) can reduce 903 to:
% 61.21/26.35  																					| (266) $false
% 61.21/26.35  																					|
% 61.21/26.35  																					|-The branch is then unsatisfiable
% 61.21/26.35  																	|-Branch two:
% 61.21/26.35  																	| (411)  ~ (all_0_50_50 = e3)
% 61.21/26.35  																	| (418) all_0_51_51 = e3 | all_0_53_53 = e3
% 61.21/26.35  																	|
% 61.21/26.35  																		+-Applying beta-rule and splitting (144), into two cases.
% 61.21/26.35  																		|-Branch one:
% 61.21/26.35  																		| (403) all_0_41_41 = e3
% 61.21/26.35  																		|
% 61.21/26.35  																			| Equations (403) can reduce 31 to:
% 61.21/26.36  																			| (47205)  ~ (all_0_43_43 = e3)
% 61.21/26.36  																			|
% 61.21/26.36  																			| Simplifying 47205 yields:
% 61.21/26.36  																			| (99)  ~ (all_0_43_43 = e3)
% 61.21/26.36  																			|
% 61.21/26.36  																			| Equations (403) can reduce 191 to:
% 61.21/26.36  																			| (269)  ~ (all_0_55_55 = e3)
% 61.21/26.36  																			|
% 61.21/26.36  																			| Simplifying 269 yields:
% 61.21/26.36  																			| (270)  ~ (all_0_55_55 = e3)
% 61.21/26.36  																			|
% 61.21/26.36  																			| Equations (403) can reduce 85 to:
% 61.21/26.36  																			| (212)  ~ (e3 = e2)
% 61.21/26.36  																			|
% 61.21/26.36  																			+-Applying beta-rule and splitting (241), into two cases.
% 61.21/26.36  																			|-Branch one:
% 61.21/26.36  																			| (378) all_0_50_50 = e2
% 61.21/26.36  																			|
% 61.21/26.36  																				| Equations (378) can reduce 302 to:
% 61.21/26.36  																				| (266) $false
% 61.21/26.36  																				|
% 61.21/26.36  																				|-The branch is then unsatisfiable
% 61.21/26.36  																			|-Branch two:
% 61.21/26.36  																			| (302)  ~ (all_0_50_50 = e2)
% 61.21/26.36  																			| (422) all_0_50_50 = e4 | all_0_50_50 = e3 | all_0_50_50 = e1
% 61.21/26.36  																			|
% 61.21/26.36  																				+-Applying beta-rule and splitting (418), into two cases.
% 61.21/26.36  																				|-Branch one:
% 61.21/26.36  																				| (660) all_0_51_51 = e3
% 61.21/26.36  																				|
% 61.21/26.36  																					| Combining equations (660,504) yields a new equation:
% 61.21/26.36  																					| (661) e3 = e2
% 61.21/26.36  																					|
% 61.21/26.36  																					| Simplifying 661 yields:
% 61.21/26.36  																					| (662) e3 = e2
% 61.21/26.36  																					|
% 61.21/26.36  																					| Equations (662) can reduce 212 to:
% 61.21/26.36  																					| (266) $false
% 61.21/26.36  																					|
% 61.21/26.36  																					|-The branch is then unsatisfiable
% 61.21/26.36  																				|-Branch two:
% 61.21/26.36  																				| (664)  ~ (all_0_51_51 = e3)
% 61.21/26.36  																				| (665) all_0_53_53 = e3
% 61.21/26.36  																				|
% 61.21/26.36  																					| Equations (665) can reduce 220 to:
% 61.21/26.36  																					| (407)  ~ (all_0_44_44 = e3)
% 61.21/26.36  																					|
% 61.21/26.36  																					| Equations (665) can reduce 65 to:
% 61.21/26.36  																					| (525)  ~ (all_0_49_49 = e3)
% 61.21/26.36  																					|
% 61.21/26.36  																					| Equations (665) can reduce 190 to:
% 61.21/26.36  																					| (411)  ~ (all_0_50_50 = e3)
% 61.21/26.36  																					|
% 61.21/26.36  																					| Equations (665) can reduce 10 to:
% 61.21/26.36  																					| (275)  ~ (all_0_58_58 = e3)
% 61.21/26.36  																					|
% 61.21/26.36  																					| Simplifying 275 yields:
% 61.21/26.36  																					| (276)  ~ (all_0_58_58 = e3)
% 61.21/26.36  																					|
% 61.21/26.36  																					| Equations (665) can reduce 1453 to:
% 61.21/26.36  																					| (277)  ~ (e4 = e3)
% 61.21/26.36  																					|
% 61.21/26.36  																					| Simplifying 277 yields:
% 61.21/26.36  																					| (188)  ~ (e4 = e3)
% 61.21/26.36  																					|
% 61.21/26.36  																					| Equations (665) can reduce 509 to:
% 61.21/26.36  																					| (212)  ~ (e3 = e2)
% 61.21/26.36  																					|
% 61.21/26.36  																					| Equations (665) can reduce 247 to:
% 61.21/26.36  																					| (80)  ~ (e3 = e0)
% 61.21/26.36  																					|
% 61.21/26.36  																					| From (665) and (175) follows:
% 61.21/26.36  																					| (5031) op(e3, e0) = all_0_28_28
% 61.21/26.36  																					|
% 61.21/26.36  																					| From (665) and (84) follows:
% 61.21/26.36  																					| (3786) op(e1, e0) = e3
% 61.21/26.36  																					|
% 61.21/26.36  																					+-Applying beta-rule and splitting (78), into two cases.
% 61.21/26.36  																					|-Branch one:
% 61.21/26.36  																					| (423) all_0_45_45 = e3
% 61.21/26.36  																					|
% 61.21/26.36  																						| Combining equations (423,248) yields a new equation:
% 61.21/26.36  																						| (425) e4 = e3
% 61.21/26.36  																						|
% 61.21/26.36  																						| Equations (425) can reduce 188 to:
% 61.21/26.36  																						| (266) $false
% 61.21/26.36  																						|
% 61.21/26.36  																						|-The branch is then unsatisfiable
% 61.21/26.36  																					|-Branch two:
% 61.21/26.36  																					| (427)  ~ (all_0_45_45 = e3)
% 61.21/26.36  																					| (428) all_0_46_46 = e3 | all_0_47_47 = e3 | all_0_49_49 = e3
% 61.21/26.36  																					|
% 61.21/26.36  																						+-Applying beta-rule and splitting (428), into two cases.
% 61.21/26.36  																						|-Branch one:
% 61.21/26.36  																						| (1557) all_0_46_46 = e3
% 61.21/26.36  																						|
% 61.21/26.36  																							| Combining equations (1557,1794) yields a new equation:
% 61.21/26.36  																							| (661) e3 = e2
% 61.21/26.36  																							|
% 61.21/26.36  																							| Simplifying 661 yields:
% 61.21/26.36  																							| (662) e3 = e2
% 61.21/26.36  																							|
% 61.21/26.36  																							| Equations (662) can reduce 212 to:
% 61.21/26.36  																							| (266) $false
% 61.21/26.36  																							|
% 61.21/26.36  																							|-The branch is then unsatisfiable
% 61.21/26.36  																						|-Branch two:
% 61.21/26.36  																						| (409)  ~ (all_0_46_46 = e3)
% 61.21/26.36  																						| (1561) all_0_47_47 = e3 | all_0_49_49 = e3
% 61.21/26.36  																						|
% 61.21/26.36  																							+-Applying beta-rule and splitting (422), into two cases.
% 61.21/26.36  																							|-Branch one:
% 61.21/26.36  																							| (775) all_0_50_50 = e4
% 61.21/26.36  																							|
% 61.21/26.36  																								| Equations (775) can reduce 566 to:
% 61.21/26.36  																								| (266) $false
% 61.21/26.36  																								|
% 61.21/26.36  																								|-The branch is then unsatisfiable
% 61.21/26.36  																							|-Branch two:
% 61.21/26.36  																							| (566)  ~ (all_0_50_50 = e4)
% 61.21/26.36  																							| (1444) all_0_50_50 = e3 | all_0_50_50 = e1
% 61.21/26.36  																							|
% 61.21/26.36  																								+-Applying beta-rule and splitting (1561), into two cases.
% 61.21/26.36  																								|-Branch one:
% 61.21/26.36  																								| (522) all_0_47_47 = e3
% 61.21/26.36  																								|
% 61.21/26.36  																									| Combining equations (522,6482) yields a new equation:
% 61.21/26.36  																									| (683) all_0_25_25 = e3
% 61.21/26.36  																									|
% 61.21/26.36  																									| Combining equations (522,54965) yields a new equation:
% 61.21/26.36  																									| (57978) all_0_15_15 = e3
% 61.21/26.36  																									|
% 61.21/26.36  																									| Equations (522) can reduce 198 to:
% 61.21/26.36  																									| (405)  ~ (all_0_42_42 = e3)
% 61.21/26.36  																									|
% 61.21/26.36  																									| Equations (522) can reduce 114 to:
% 61.21/26.36  																									| (23024)  ~ (all_0_48_48 = e3)
% 61.21/26.36  																									|
% 61.21/26.36  																									| Simplifying 23024 yields:
% 61.21/26.36  																									| (215)  ~ (all_0_48_48 = e3)
% 61.21/26.36  																									|
% 61.21/26.36  																									| Equations (522) can reduce 86 to:
% 61.21/26.36  																									| (524)  ~ (all_0_49_49 = e3)
% 61.21/26.36  																									|
% 61.21/26.36  																									| Simplifying 524 yields:
% 61.21/26.36  																									| (525)  ~ (all_0_49_49 = e3)
% 61.21/26.36  																									|
% 61.21/26.36  																									| Equations (522) can reduce 91 to:
% 61.21/26.36  																									| (271)  ~ (all_0_56_56 = e3)
% 61.21/26.36  																									|
% 61.21/26.36  																									| Simplifying 271 yields:
% 61.21/26.36  																									| (272)  ~ (all_0_56_56 = e3)
% 61.21/26.36  																									|
% 61.21/26.36  																									| Equations (522) can reduce 252 to:
% 61.21/26.36  																									| (277)  ~ (e4 = e3)
% 61.21/26.36  																									|
% 61.21/26.36  																									| Simplifying 277 yields:
% 61.21/26.36  																									| (188)  ~ (e4 = e3)
% 61.21/26.36  																									|
% 61.21/26.36  																									| Equations (522) can reduce 338 to:
% 61.21/26.36  																									| (212)  ~ (e3 = e2)
% 61.21/26.36  																									|
% 61.21/26.36  																									| From (522) and (23) follows:
% 61.21/26.36  																									| (531) op(e2, e2) = e3
% 61.21/26.36  																									|
% 61.21/26.36  																									+-Applying beta-rule and splitting (1444), into two cases.
% 61.21/26.36  																									|-Branch one:
% 61.21/26.36  																									| (601) all_0_50_50 = e1
% 61.21/26.36  																									|
% 61.21/26.36  																										| Equations (601) can reduce 93 to:
% 61.21/26.36  																										| (2331)  ~ (all_0_55_55 = e1)
% 61.21/26.36  																										|
% 61.21/26.36  																										| Simplifying 2331 yields:
% 61.21/26.36  																										| (632)  ~ (all_0_55_55 = e1)
% 61.21/26.36  																										|
% 61.21/26.36  																										| Equations (601) can reduce 566 to:
% 61.21/26.36  																										| (602)  ~ (e4 = e1)
% 61.21/26.36  																										|
% 61.21/26.36  																										| Simplifying 602 yields:
% 61.21/26.36  																										| (110)  ~ (e4 = e1)
% 61.21/26.36  																										|
% 61.21/26.36  																										| Equations (601) can reduce 302 to:
% 61.21/26.36  																										| (604)  ~ (e2 = e1)
% 61.21/26.36  																										|
% 61.21/26.36  																										| Simplifying 604 yields:
% 61.21/26.36  																										| (122)  ~ (e2 = e1)
% 61.21/26.36  																										|
% 61.21/26.36  																										| Equations (601) can reduce 121 to:
% 61.21/26.36  																										| (233)  ~ (e1 = e0)
% 61.21/26.36  																										|
% 61.21/26.36  																										| From (601) and (57) follows:
% 61.21/26.36  																										| (606) op(e1, e1) = all_0_22_22
% 61.21/26.36  																										|
% 61.21/26.36  																										+-Applying beta-rule and splitting (64), into two cases.
% 61.21/26.36  																										|-Branch one:
% 61.21/26.36  																										| (437) all_0_41_41 = e4
% 61.21/26.36  																										|
% 61.21/26.36  																											| Combining equations (403,437) yields a new equation:
% 61.21/26.36  																											| (425) e4 = e3
% 61.21/26.36  																											|
% 61.21/26.36  																											| Equations (425) can reduce 188 to:
% 61.21/26.36  																											| (266) $false
% 61.21/26.36  																											|
% 61.21/26.36  																											|-The branch is then unsatisfiable
% 61.21/26.36  																										|-Branch two:
% 61.21/26.36  																										| (440)  ~ (all_0_41_41 = e4)
% 61.21/26.36  																										| (441) all_0_42_42 = e4 | all_0_43_43 = e4 | all_0_44_44 = e4
% 61.21/26.36  																										|
% 61.21/26.36  																											| Equations (403) can reduce 440 to:
% 61.21/26.36  																											| (277)  ~ (e4 = e3)
% 61.21/26.36  																											|
% 61.21/26.36  																											| Simplifying 277 yields:
% 61.21/26.36  																											| (188)  ~ (e4 = e3)
% 61.21/26.36  																											|
% 61.21/26.36  																											+-Applying beta-rule and splitting (62), into two cases.
% 61.21/26.36  																											|-Branch one:
% 61.21/26.36  																											| (321) all_0_38_38 = e4
% 61.21/26.36  																											|
% 61.21/26.36  																												| Combining equations (329,321) yields a new equation:
% 61.21/26.36  																												| (397) e4 = e0
% 61.21/26.36  																												|
% 61.21/26.36  																												| Equations (397) can reduce 49 to:
% 61.21/26.36  																												| (266) $false
% 61.21/26.36  																												|
% 61.21/26.36  																												|-The branch is then unsatisfiable
% 61.21/26.36  																											|-Branch two:
% 61.21/26.36  																											| (325)  ~ (all_0_38_38 = e4)
% 61.21/26.36  																											| (582) all_0_41_41 = e4 | all_0_46_46 = e4 | all_0_50_50 = e4 | all_0_55_55 = e4
% 61.21/26.36  																											|
% 61.21/26.36  																												+-Applying beta-rule and splitting (174), into two cases.
% 61.21/26.36  																												|-Branch one:
% 61.21/26.36  																												| (386) all_0_55_55 = e2
% 61.21/26.36  																												|
% 61.21/26.36  																													| Equations (386) can reduce 304 to:
% 61.21/26.36  																													| (266) $false
% 61.21/26.36  																													|
% 61.21/26.36  																													|-The branch is then unsatisfiable
% 61.21/26.36  																												|-Branch two:
% 61.21/26.36  																												| (304)  ~ (all_0_55_55 = e2)
% 61.21/26.36  																												| (2051) all_0_55_55 = e4 | all_0_55_55 = e3 | all_0_55_55 = e1 | all_0_55_55 = e0
% 61.21/26.36  																												|
% 61.21/26.36  																													+-Applying beta-rule and splitting (2051), into two cases.
% 61.21/26.36  																													|-Branch one:
% 61.21/26.36  																													| (587) all_0_55_55 = e4
% 61.21/26.36  																													|
% 61.21/26.36  																														| Equations (587) can reduce 153 to:
% 61.21/26.36  																														| (476)  ~ (all_0_56_56 = e4)
% 61.21/26.36  																														|
% 61.21/26.36  																														| Simplifying 476 yields:
% 61.21/26.36  																														| (477)  ~ (all_0_56_56 = e4)
% 61.21/26.37  																														|
% 61.21/26.37  																														| Equations (587) can reduce 3 to:
% 61.21/26.37  																														| (450)  ~ (all_0_58_58 = e4)
% 61.21/26.37  																														|
% 61.21/26.37  																														| Simplifying 450 yields:
% 61.21/26.37  																														| (451)  ~ (all_0_58_58 = e4)
% 61.21/26.37  																														|
% 61.21/26.37  																														| Equations (587) can reduce 270 to:
% 61.21/26.37  																														| (188)  ~ (e4 = e3)
% 61.21/26.37  																														|
% 61.21/26.37  																														| Equations (587) can reduce 304 to:
% 61.21/26.37  																														| (48)  ~ (e4 = e2)
% 61.21/26.37  																														|
% 61.21/26.37  																														| Equations (587) can reduce 632 to:
% 61.21/26.37  																														| (110)  ~ (e4 = e1)
% 61.21/26.37  																														|
% 61.21/26.37  																														| From (587) and (68) follows:
% 61.21/26.37  																														| (4717) op(e4, e0) = all_0_31_31
% 61.21/26.37  																														|
% 61.21/26.37  																														| From (587) and (74) follows:
% 61.21/26.37  																														| (589) op(e0, e3) = e4
% 61.21/26.37  																														|
% 61.21/26.37  																														+-Applying beta-rule and splitting (150), into two cases.
% 61.21/26.37  																														|-Branch one:
% 61.21/26.37  																														| (1378) all_0_40_40 = e4
% 61.21/26.37  																														|
% 61.21/26.37  																															| Combining equations (313,1378) yields a new equation:
% 61.21/26.37  																															| (323) e4 = e2
% 61.21/26.37  																															|
% 61.21/26.37  																															| Equations (323) can reduce 48 to:
% 61.21/26.37  																															| (266) $false
% 61.21/26.37  																															|
% 61.21/26.37  																															|-The branch is then unsatisfiable
% 61.21/26.37  																														|-Branch two:
% 61.21/26.37  																														| (447)  ~ (all_0_40_40 = e4)
% 61.21/26.37  																														| (2271) all_0_44_44 = e4 | all_0_49_49 = e4 | all_0_53_53 = e4 | all_0_58_58 = e4
% 61.21/26.37  																														|
% 61.21/26.37  																															+-Applying beta-rule and splitting (2271), into two cases.
% 61.21/26.37  																															|-Branch one:
% 61.21/26.37  																															| (446) all_0_44_44 = e4
% 61.21/26.37  																															|
% 61.21/26.37  																																| Equations (446) can reduce 73 to:
% 61.21/26.37  																																| (1890)  ~ (all_0_42_42 = e4)
% 61.21/26.37  																																|
% 61.21/26.37  																																| Equations (446) can reduce 159 to:
% 61.21/26.37  																																| (399)  ~ (all_0_43_43 = e4)
% 61.21/26.37  																																|
% 61.21/26.37  																																| Equations (446) can reduce 9 to:
% 61.21/26.37  																																| (255)  ~ (all_0_49_49 = e4)
% 61.21/26.37  																																|
% 61.21/26.37  																																| Simplifying 255 yields:
% 61.21/26.37  																																| (256)  ~ (all_0_49_49 = e4)
% 61.21/26.37  																																|
% 61.21/26.37  																																| Equations (446) can reduce 181 to:
% 61.21/26.37  																																| (450)  ~ (all_0_58_58 = e4)
% 61.21/26.37  																																|
% 61.21/26.37  																																| Simplifying 450 yields:
% 61.21/26.37  																																| (451)  ~ (all_0_58_58 = e4)
% 61.21/26.37  																																|
% 61.21/26.37  																																| Equations (446) can reduce 407 to:
% 61.21/26.37  																																| (188)  ~ (e4 = e3)
% 61.21/26.37  																																|
% 61.21/26.37  																																| From (446) and (70) follows:
% 61.21/26.37  																																| (4645) op(e4, e0) = all_0_12_12
% 61.21/26.37  																																|
% 61.21/26.37  																																| From (446) and (138) follows:
% 61.21/26.37  																																| (4646) op(e3, e0) = e4
% 61.21/26.37  																																|
% 61.21/26.37  																																| Instantiating formula (29) with e4, e0, all_0_12_12, e2 and discharging atoms op(e4, e0) = all_0_12_12, op(e4, e0) = e2, yields:
% 61.21/26.37  																																| (52202) all_0_12_12 = e2
% 61.21/26.37  																																|
% 61.21/26.37  																																| Instantiating formula (29) with e4, e0, all_0_31_31, all_0_12_12 and discharging atoms op(e4, e0) = all_0_12_12, op(e4, e0) = all_0_31_31, yields:
% 61.21/26.37  																																| (52203) all_0_12_12 = all_0_31_31
% 61.21/26.37  																																|
% 61.21/26.37  																																| Instantiating formula (29) with e3, e0, e4, all_0_28_28 and discharging atoms op(e3, e0) = all_0_28_28, op(e3, e0) = e4, yields:
% 61.21/26.37  																																| (5155) all_0_28_28 = e4
% 61.21/26.37  																																|
% 61.21/26.37  																																| Instantiating formula (29) with e1, e1, all_0_22_22, e4 and discharging atoms op(e1, e1) = all_0_22_22, op(e1, e1) = e4, yields:
% 61.21/26.37  																																| (686) all_0_22_22 = e4
% 61.21/26.37  																																|
% 61.21/26.37  																																| Combining equations (52202,52203) yields a new equation:
% 61.21/26.37  																																| (5159) all_0_31_31 = e2
% 61.21/26.37  																																|
% 61.21/26.37  																																| Combining equations (5159,52203) yields a new equation:
% 61.29/26.38  																																| (52202) all_0_12_12 = e2
% 61.29/26.38  																																|
% 61.29/26.38  																																| From (5159) and (4717) follows:
% 61.29/26.38  																																| (44178) op(e4, e0) = e2
% 61.29/26.38  																																|
% 61.29/26.38  																																| From (686) and (606) follows:
% 61.29/26.38  																																| (570) op(e1, e1) = e4
% 61.29/26.38  																																|
% 61.29/26.38  																																+-Applying beta-rule and splitting (195), into two cases.
% 61.29/26.38  																																|-Branch one:
% 61.29/26.38  																																| (396) all_0_43_43 = e4
% 61.29/26.38  																																|
% 61.29/26.38  																																	| Equations (396) can reduce 399 to:
% 61.29/26.38  																																	| (266) $false
% 61.29/26.38  																																	|
% 61.29/26.38  																																	|-The branch is then unsatisfiable
% 61.29/26.38  																																|-Branch two:
% 61.29/26.38  																																| (399)  ~ (all_0_43_43 = e4)
% 61.29/26.38  																																| (6374) all_0_43_43 = e1 | all_0_43_43 = e0
% 61.29/26.38  																																|
% 61.29/26.38  																																	+-Applying beta-rule and splitting (4), into two cases.
% 61.29/26.38  																																	|-Branch one:
% 61.29/26.38  																																	| (356) all_0_43_43 = e0
% 61.29/26.38  																																	|
% 61.29/26.38  																																		| Equations (356) can reduce 240 to:
% 61.29/26.38  																																		| (358)  ~ (all_0_42_42 = e0)
% 61.29/26.38  																																		|
% 61.29/26.38  																																		| Equations (356) can reduce 17 to:
% 61.29/26.38  																																		| (10200)  ~ (all_0_48_48 = e0)
% 61.29/26.38  																																		|
% 61.29/26.38  																																		| Simplifying 10200 yields:
% 61.29/26.38  																																		| (1283)  ~ (all_0_48_48 = e0)
% 61.29/26.38  																																		|
% 61.29/26.38  																																		| Equations (356) can reduce 99 to:
% 61.29/26.38  																																		| (541)  ~ (e3 = e0)
% 61.29/26.38  																																		|
% 61.29/26.38  																																		| Simplifying 541 yields:
% 61.29/26.38  																																		| (80)  ~ (e3 = e0)
% 61.29/26.38  																																		|
% 61.29/26.38  																																		| Equations (356) can reduce 96 to:
% 61.29/26.38  																																		| (365)  ~ (e2 = e0)
% 61.29/26.38  																																		|
% 61.29/26.38  																																		| Simplifying 365 yields:
% 61.29/26.38  																																		| (128)  ~ (e2 = e0)
% 61.29/26.38  																																		|
% 61.29/26.38  																																		| From (356) and (88) follows:
% 61.29/26.38  																																		| (367) op(e0, e3) = all_0_9_9
% 61.29/26.38  																																		|
% 61.29/26.38  																																		| From (356) and (98) follows:
% 61.29/26.38  																																		| (368) op(e0, e1) = all_0_10_10
% 61.29/26.38  																																		|
% 61.29/26.38  																																		+-Applying beta-rule and splitting (184), into two cases.
% 61.29/26.38  																																		|-Branch one:
% 61.29/26.38  																																		| (538) all_0_46_46 = e0
% 61.29/26.38  																																		|
% 61.29/26.38  																																			| Combining equations (538,1794) yields a new equation:
% 61.29/26.38  																																			| (330) e2 = e0
% 61.29/26.38  																																			|
% 61.29/26.38  																																			| Equations (330) can reduce 128 to:
% 61.29/26.38  																																			| (266) $false
% 61.29/26.38  																																			|
% 61.29/26.38  																																			|-The branch is then unsatisfiable
% 61.29/26.38  																																		|-Branch two:
% 61.29/26.38  																																		| (831)  ~ (all_0_46_46 = e0)
% 61.29/26.38  																																		| (832) all_0_47_47 = e0 | all_0_48_48 = e0 | all_0_49_49 = e0
% 61.29/26.38  																																		|
% 61.29/26.38  																																			+-Applying beta-rule and splitting (130), into two cases.
% 61.29/26.38  																																			|-Branch one:
% 61.29/26.38  																																			| (430) all_0_43_43 = e1
% 61.29/26.38  																																			|
% 61.29/26.38  																																				| Combining equations (356,430) yields a new equation:
% 61.29/26.38  																																				| (431) e1 = e0
% 61.29/26.38  																																				|
% 61.29/26.38  																																				| Equations (431) can reduce 233 to:
% 61.29/26.38  																																				| (266) $false
% 61.29/26.38  																																				|
% 61.29/26.38  																																				|-The branch is then unsatisfiable
% 61.29/26.38  																																			|-Branch two:
% 61.29/26.38  																																			| (433)  ~ (all_0_43_43 = e1)
% 61.29/26.38  																																			| (434) all_0_48_48 = e1 | all_0_52_52 = e1 | all_0_57_57 = e1
% 61.29/26.38  																																			|
% 61.29/26.38  																																				+-Applying beta-rule and splitting (434), into two cases.
% 61.29/26.38  																																				|-Branch one:
% 61.29/26.38  																																				| (615) all_0_48_48 = e1
% 61.29/26.38  																																				|
% 61.29/26.38  																																					| Equations (615) can reduce 215 to:
% 61.29/26.38  																																					| (467)  ~ (e3 = e1)
% 61.29/26.38  																																					|
% 61.29/26.38  																																					| Simplifying 467 yields:
% 61.29/26.38  																																					| (213)  ~ (e3 = e1)
% 61.29/26.38  																																					|
% 61.29/26.38  																																					| Equations (615) can reduce 1283 to:
% 61.29/26.38  																																					| (233)  ~ (e1 = e0)
% 61.29/26.38  																																					|
% 61.29/26.38  																																					| From (615) and (192) follows:
% 61.29/26.38  																																					| (1612) op(e2, e1) = e1
% 61.29/26.38  																																					|
% 61.29/26.38  																																					+-Applying beta-rule and splitting (832), into two cases.
% 61.29/26.38  																																					|-Branch one:
% 61.29/26.38  																																					| (674) all_0_47_47 = e0
% 61.29/26.38  																																					|
% 61.29/26.38  																																						| Combining equations (674,522) yields a new equation:
% 61.29/26.38  																																						| (676) e3 = e0
% 61.29/26.38  																																						|
% 61.29/26.38  																																						| Equations (676) can reduce 80 to:
% 61.29/26.38  																																						| (266) $false
% 61.29/26.38  																																						|
% 61.29/26.38  																																						|-The branch is then unsatisfiable
% 61.29/26.38  																																					|-Branch two:
% 61.29/26.38  																																					| (678)  ~ (all_0_47_47 = e0)
% 61.29/26.38  																																					| (1278) all_0_48_48 = e0 | all_0_49_49 = e0
% 61.29/26.38  																																					|
% 61.29/26.38  																																						+-Applying beta-rule and splitting (1278), into two cases.
% 61.29/26.38  																																						|-Branch one:
% 61.29/26.38  																																						| (1279) all_0_48_48 = e0
% 61.29/26.38  																																						|
% 61.29/26.38  																																							| Combining equations (1279,615) yields a new equation:
% 61.29/26.38  																																							| (431) e1 = e0
% 61.29/26.38  																																							|
% 61.29/26.38  																																							| Equations (431) can reduce 233 to:
% 61.29/26.38  																																							| (266) $false
% 61.29/26.38  																																							|
% 61.29/26.38  																																							|-The branch is then unsatisfiable
% 61.29/26.38  																																						|-Branch two:
% 61.29/26.38  																																						| (1283)  ~ (all_0_48_48 = e0)
% 61.29/26.38  																																						| (978) all_0_49_49 = e0
% 61.29/26.38  																																						|
% 61.29/26.38  																																							| Equations (978) can reduce 119 to:
% 61.29/26.38  																																							| (490)  ~ (all_0_58_58 = e0)
% 61.29/26.38  																																							|
% 61.29/26.38  																																							| Simplifying 490 yields:
% 61.29/26.38  																																							| (491)  ~ (all_0_58_58 = e0)
% 61.29/26.38  																																							|
% 61.29/26.38  																																							| Equations (978) can reduce 256 to:
% 61.29/26.38  																																							| (401)  ~ (e4 = e0)
% 61.29/26.38  																																							|
% 61.29/26.38  																																							| Simplifying 401 yields:
% 61.29/26.38  																																							| (49)  ~ (e4 = e0)
% 61.29/26.38  																																							|
% 61.29/26.38  																																							| Equations (978) can reduce 525 to:
% 61.29/26.38  																																							| (541)  ~ (e3 = e0)
% 61.29/26.38  																																							|
% 61.29/26.38  																																							| Simplifying 541 yields:
% 61.29/26.38  																																							| (80)  ~ (e3 = e0)
% 61.29/26.38  																																							|
% 61.29/26.38  																																							| From (978) and (129) follows:
% 61.29/26.38  																																							| (2097) op(e0, e2) = all_0_20_20
% 61.29/26.38  																																							|
% 61.29/26.38  																																							+-Applying beta-rule and splitting (103), into two cases.
% 61.29/26.38  																																							|-Branch one:
% 61.29/26.38  																																							| (453) all_0_41_41 = e1
% 61.29/26.38  																																							|
% 61.29/26.38  																																								| Combining equations (403,453) yields a new equation:
% 61.29/26.38  																																								| (454) e3 = e1
% 61.29/26.38  																																								|
% 61.29/26.38  																																								| Simplifying 454 yields:
% 61.29/26.38  																																								| (455) e3 = e1
% 61.29/26.38  																																								|
% 61.29/26.38  																																								| Equations (455) can reduce 213 to:
% 61.29/26.38  																																								| (266) $false
% 61.29/26.38  																																								|
% 61.29/26.38  																																								|-The branch is then unsatisfiable
% 61.29/26.38  																																							|-Branch two:
% 61.29/26.38  																																							| (457)  ~ (all_0_41_41 = e1)
% 61.29/26.38  																																							| (458) all_0_42_42 = e1 | all_0_43_43 = e1 | all_0_44_44 = e1
% 61.29/26.38  																																							|
% 61.29/26.38  																																								+-Applying beta-rule and splitting (152), into two cases.
% 61.29/26.38  																																								|-Branch one:
% 61.29/26.38  																																								| (1392) all_0_42_42 = e4
% 61.29/26.38  																																								|
% 61.29/26.38  																																									| Equations (1392) can reduce 1890 to:
% 61.29/26.38  																																									| (266) $false
% 61.29/26.38  																																									|
% 61.29/26.38  																																									|-The branch is then unsatisfiable
% 61.29/26.38  																																								|-Branch two:
% 61.29/26.38  																																								| (1890)  ~ (all_0_42_42 = e4)
% 61.29/26.38  																																								| (1969) all_0_42_42 = e3 | all_0_42_42 = e1 | all_0_42_42 = e0
% 61.29/26.38  																																								|
% 61.29/26.38  																																									+-Applying beta-rule and splitting (125), into two cases.
% 61.29/26.38  																																									|-Branch one:
% 61.29/26.38  																																									| (858) all_0_55_55 = e0
% 61.29/26.38  																																									|
% 61.29/26.38  																																										| Combining equations (587,858) yields a new equation:
% 61.29/26.38  																																										| (481) e4 = e0
% 61.29/26.38  																																										|
% 61.29/26.38  																																										| Simplifying 481 yields:
% 61.29/26.38  																																										| (397) e4 = e0
% 61.29/26.38  																																										|
% 61.29/26.38  																																										| Equations (397) can reduce 49 to:
% 61.29/26.38  																																										| (266) $false
% 61.29/26.38  																																										|
% 61.29/26.38  																																										|-The branch is then unsatisfiable
% 61.29/26.38  																																									|-Branch two:
% 61.29/26.38  																																									| (803)  ~ (all_0_55_55 = e0)
% 61.29/26.38  																																									| (863) all_0_56_56 = e0 | all_0_57_57 = e0 | all_0_58_58 = e0
% 61.29/26.38  																																									|
% 61.29/26.38  																																										| Equations (587) can reduce 803 to:
% 61.29/26.38  																																										| (49)  ~ (e4 = e0)
% 61.29/26.38  																																										|
% 61.29/26.38  																																										+-Applying beta-rule and splitting (458), into two cases.
% 61.29/26.38  																																										|-Branch one:
% 61.29/26.38  																																										| (459) all_0_42_42 = e1
% 61.29/26.38  																																										|
% 61.29/26.38  																																											| From (459) and (210) follows:
% 61.29/26.38  																																											| (470) op(e3, e2) = e1
% 61.29/26.38  																																											|
% 61.29/26.38  																																											+-Applying beta-rule and splitting (104), into two cases.
% 61.29/26.38  																																											|-Branch one:
% 61.29/26.38  																																											| (480) all_0_39_39 = e0
% 61.29/26.38  																																											|
% 61.29/26.38  																																												| Combining equations (471,480) yields a new equation:
% 61.29/26.38  																																												| (481) e4 = e0
% 61.29/26.38  																																												|
% 61.29/26.38  																																												| Simplifying 481 yields:
% 61.29/26.38  																																												| (397) e4 = e0
% 61.29/26.38  																																												|
% 61.29/26.38  																																												| Equations (397) can reduce 49 to:
% 61.29/26.38  																																												| (266) $false
% 61.29/26.38  																																												|
% 61.29/26.38  																																												|-The branch is then unsatisfiable
% 61.29/26.38  																																											|-Branch two:
% 61.29/26.38  																																											| (484)  ~ (all_0_39_39 = e0)
% 61.29/26.38  																																											| (558) all_0_42_42 = e0 | all_0_47_47 = e0 | all_0_56_56 = e0
% 61.29/26.38  																																											|
% 61.29/26.38  																																												+-Applying beta-rule and splitting (108), into two cases.
% 61.29/26.38  																																												|-Branch one:
% 61.29/26.38  																																												| (624) all_0_58_58 = e2
% 61.29/26.38  																																												|
% 61.29/26.38  																																													| Equations (624) can reduce 908 to:
% 61.29/26.38  																																													| (266) $false
% 61.29/26.38  																																													|
% 61.29/26.38  																																													|-The branch is then unsatisfiable
% 61.29/26.38  																																												|-Branch two:
% 61.29/26.38  																																												| (908)  ~ (all_0_58_58 = e2)
% 61.29/26.38  																																												| (909) all_0_58_58 = e4 | all_0_58_58 = e3 | all_0_58_58 = e1 | all_0_58_58 = e0
% 61.29/26.38  																																												|
% 61.29/26.38  																																													+-Applying beta-rule and splitting (909), into two cases.
% 61.29/26.38  																																													|-Branch one:
% 61.29/26.38  																																													| (910) all_0_58_58 = e4
% 61.29/26.38  																																													|
% 61.29/26.38  																																														| Equations (910) can reduce 451 to:
% 61.29/26.38  																																														| (266) $false
% 61.29/26.38  																																														|
% 61.29/26.38  																																														|-The branch is then unsatisfiable
% 61.29/26.38  																																													|-Branch two:
% 61.29/26.38  																																													| (451)  ~ (all_0_58_58 = e4)
% 61.29/26.38  																																													| (913) all_0_58_58 = e3 | all_0_58_58 = e1 | all_0_58_58 = e0
% 61.29/26.38  																																													|
% 61.29/26.38  																																														+-Applying beta-rule and splitting (913), into two cases.
% 61.29/26.38  																																														|-Branch one:
% 61.29/26.38  																																														| (914) all_0_58_58 = e0
% 61.29/26.38  																																														|
% 61.29/26.38  																																															| Equations (914) can reduce 491 to:
% 61.29/26.38  																																															| (266) $false
% 61.29/26.38  																																															|
% 61.29/26.38  																																															|-The branch is then unsatisfiable
% 61.29/26.38  																																														|-Branch two:
% 61.29/26.38  																																														| (491)  ~ (all_0_58_58 = e0)
% 61.29/26.38  																																														| (917) all_0_58_58 = e3 | all_0_58_58 = e1
% 61.29/26.38  																																														|
% 61.29/26.38  																																															+-Applying beta-rule and splitting (917), into two cases.
% 61.29/26.38  																																															|-Branch one:
% 61.29/26.38  																																															| (918) all_0_58_58 = e1
% 61.29/26.38  																																															|
% 61.29/26.38  																																																| Equations (918) can reduce 44 to:
% 61.29/26.38  																																																| (466)  ~ (all_0_56_56 = e1)
% 61.29/26.38  																																																|
% 61.29/26.38  																																																| Equations (918) can reduce 908 to:
% 61.29/26.38  																																																| (604)  ~ (e2 = e1)
% 61.29/26.38  																																																|
% 61.29/26.38  																																																| Simplifying 604 yields:
% 61.29/26.38  																																																| (122)  ~ (e2 = e1)
% 61.29/26.38  																																																|
% 61.29/26.38  																																																| Equations (918) can reduce 491 to:
% 61.29/26.38  																																																| (233)  ~ (e1 = e0)
% 61.29/26.38  																																																|
% 61.29/26.38  																																																+-Applying beta-rule and splitting (863), into two cases.
% 61.29/26.38  																																																|-Branch one:
% 61.29/26.38  																																																| (679) all_0_56_56 = e0
% 61.29/26.38  																																																|
% 61.29/26.38  																																																	| Equations (679) can reduce 466 to:
% 61.29/26.38  																																																	| (435)  ~ (e1 = e0)
% 61.29/26.38  																																																	|
% 61.29/26.38  																																																	| Simplifying 435 yields:
% 61.29/26.38  																																																	| (233)  ~ (e1 = e0)
% 61.29/26.38  																																																	|
% 61.29/26.38  																																																	| From (679) and (87) follows:
% 61.29/26.38  																																																	| (58139) op(e0, e2) = all_0_34_34
% 61.29/26.38  																																																	|
% 61.29/26.38  																																																	| From (679) and (111) follows:
% 61.29/26.38  																																																	| (1613) op(e0, e2) = e0
% 61.29/26.38  																																																	|
% 61.29/26.38  																																																	| Instantiating formula (29) with e0, e3, all_0_9_9, e4 and discharging atoms op(e0, e3) = all_0_9_9, op(e0, e3) = e4, yields:
% 61.29/26.39  																																																	| (58141) all_0_9_9 = e4
% 61.29/26.39  																																																	|
% 61.29/26.39  																																																	| Instantiating formula (29) with e0, e2, all_0_34_34, all_0_20_20 and discharging atoms op(e0, e2) = all_0_20_20, op(e0, e2) = all_0_34_34, yields:
% 61.29/26.39  																																																	| (5157) all_0_20_20 = all_0_34_34
% 61.29/26.39  																																																	|
% 61.29/26.39  																																																	| Instantiating formula (29) with e0, e2, e0, all_0_20_20 and discharging atoms op(e0, e2) = all_0_20_20, op(e0, e2) = e0, yields:
% 61.29/26.39  																																																	| (58143) all_0_20_20 = e0
% 61.29/26.39  																																																	|
% 61.29/26.39  																																																	| Instantiating formula (29) with e0, e1, all_0_10_10, e2 and discharging atoms op(e0, e1) = all_0_10_10, op(e0, e1) = e2, yields:
% 61.29/26.39  																																																	| (15017) all_0_10_10 = e2
% 61.29/26.39  																																																	|
% 61.29/26.39  																																																	| Combining equations (5157,58143) yields a new equation:
% 61.29/26.39  																																																	| (58145) all_0_34_34 = e0
% 61.29/26.39  																																																	|
% 61.29/26.39  																																																	| Simplifying 58145 yields:
% 61.29/26.39  																																																	| (9687) all_0_34_34 = e0
% 61.29/26.39  																																																	|
% 61.29/26.39  																																																	| From (58141) and (367) follows:
% 61.29/26.39  																																																	| (589) op(e0, e3) = e4
% 61.29/26.39  																																																	|
% 61.29/26.39  																																																	| From (9687) and (58139) follows:
% 61.29/26.40  																																																	| (1613) op(e0, e2) = e0
% 61.29/26.40  																																																	|
% 61.29/26.40  																																																	| From (15017) and (368) follows:
% 61.29/26.40  																																																	| (16562) op(e0, e1) = e2
% 61.29/26.40  																																																	|
% 61.29/26.40  																																																	+-Applying beta-rule and splitting (56), into two cases.
% 61.29/26.40  																																																	|-Branch one:
% 61.29/26.40  																																																	| (696) unit = e2
% 61.29/26.40  																																																	|
% 61.29/26.40  																																																		| From (696) and (40) follows:
% 61.29/26.40  																																																		| (4285) op(e3, e2) = e3
% 61.29/26.40  																																																		|
% 61.29/26.40  																																																		| From (696) and (32) follows:
% 61.29/26.40  																																																		| (698) op(e2, e2) = e2
% 61.29/26.40  																																																		|
% 61.29/26.40  																																																		| Instantiating formula (29) with e3, e2, e3, e1 and discharging atoms op(e3, e2) = e3, op(e3, e2) = e1, yields:
% 61.29/26.40  																																																		| (455) e3 = e1
% 61.29/26.40  																																																		|
% 61.29/26.40  																																																		| Instantiating formula (29) with e2, e2, e2, e3 and discharging atoms op(e2, e2) = e3, op(e2, e2) = e2, yields:
% 61.29/26.40  																																																		| (662) e3 = e2
% 61.29/26.40  																																																		|
% 61.29/26.40  																																																		| Combining equations (455,662) yields a new equation:
% 61.29/26.40  																																																		| (617) e2 = e1
% 61.29/26.40  																																																		|
% 61.29/26.40  																																																		| Equations (617) can reduce 122 to:
% 61.29/26.40  																																																		| (266) $false
% 61.29/26.40  																																																		|
% 61.29/26.40  																																																		|-The branch is then unsatisfiable
% 61.29/26.40  																																																	|-Branch two:
% 61.29/26.40  																																																	| (707)  ~ (unit = e2)
% 61.29/26.40  																																																	| (708) unit = e4 | unit = e3 | unit = e1 | unit = e0
% 61.29/26.40  																																																	|
% 61.29/26.40  																																																		+-Applying beta-rule and splitting (708), into two cases.
% 61.29/26.40  																																																		|-Branch one:
% 61.29/26.40  																																																		| (709) unit = e4
% 61.29/26.40  																																																		|
% 61.29/26.40  																																																			| From (709) and (211) follows:
% 61.29/26.40  																																																			| (22527) op(e4, e1) = e1
% 61.29/26.40  																																																			|
% 61.29/26.40  																																																			| From (709) and (209) follows:
% 61.29/26.40  																																																			| (3072) op(e4, e0) = e0
% 61.29/26.40  																																																			|
% 61.29/26.40  																																																			| From (709) and (40) follows:
% 61.29/26.40  																																																			| (711) op(e3, e4) = e3
% 61.29/26.40  																																																			|
% 61.29/26.40  																																																			| Instantiating formula (29) with e4, e1, e1, e3 and discharging atoms op(e4, e1) = e3, op(e4, e1) = e1, yields:
% 61.29/26.40  																																																			| (455) e3 = e1
% 61.29/26.40  																																																			|
% 61.29/26.40  																																																			| Instantiating formula (29) with e4, e0, e0, e2 and discharging atoms op(e4, e0) = e2, op(e4, e0) = e0, yields:
% 61.29/26.40  																																																			| (330) e2 = e0
% 61.29/26.40  																																																			|
% 61.29/26.40  																																																			| Instantiating formula (29) with e3, e4, e3, e2 and discharging atoms op(e3, e4) = e3, op(e3, e4) = e2, yields:
% 61.29/26.40  																																																			| (662) e3 = e2
% 61.29/26.40  																																																			|
% 61.29/26.40  																																																			| Combining equations (662,455) yields a new equation:
% 61.29/26.40  																																																			| (616) e2 = e1
% 61.29/26.40  																																																			|
% 61.29/26.40  																																																			| Simplifying 616 yields:
% 61.29/26.40  																																																			| (617) e2 = e1
% 61.29/26.40  																																																			|
% 61.29/26.40  																																																			| Combining equations (330,617) yields a new equation:
% 61.29/26.40  																																																			| (431) e1 = e0
% 61.29/26.40  																																																			|
% 61.29/26.40  																																																			| Equations (431) can reduce 233 to:
% 61.29/26.40  																																																			| (266) $false
% 61.29/26.40  																																																			|
% 61.29/26.40  																																																			|-The branch is then unsatisfiable
% 61.29/26.40  																																																		|-Branch two:
% 61.29/26.40  																																																		| (724)  ~ (unit = e4)
% 61.29/26.40  																																																		| (725) unit = e3 | unit = e1 | unit = e0
% 61.29/26.40  																																																		|
% 61.29/26.40  																																																			+-Applying beta-rule and splitting (725), into two cases.
% 61.29/26.40  																																																			|-Branch one:
% 61.29/26.40  																																																			| (726) unit = e0
% 61.29/26.40  																																																			|
% 61.29/26.40  																																																				| From (726) and (24) follows:
% 61.29/26.40  																																																				| (2208) op(e0, e3) = e3
% 61.29/26.40  																																																				|
% 61.29/26.40  																																																				| From (726) and (15) follows:
% 61.29/26.40  																																																				| (1508) op(e0, e2) = e2
% 61.29/26.40  																																																				|
% 61.29/26.40  																																																				| From (726) and (227) follows:
% 61.29/26.40  																																																				| (3205) op(e4, e0) = e4
% 61.29/26.40  																																																				|
% 61.29/26.40  																																																				| From (726) and (28) follows:
% 61.29/26.40  																																																				| (2698) op(e1, e0) = e1
% 61.29/26.40  																																																				|
% 61.29/26.40  																																																				| Instantiating formula (29) with e4, e0, e4, e2 and discharging atoms op(e4, e0) = e4, op(e4, e0) = e2, yields:
% 61.29/26.40  																																																				| (323) e4 = e2
% 61.29/26.40  																																																				|
% 61.29/26.40  																																																				| Instantiating formula (29) with e1, e0, e1, e3 and discharging atoms op(e1, e0) = e3, op(e1, e0) = e1, yields:
% 61.29/26.40  																																																				| (455) e3 = e1
% 61.29/26.40  																																																				|
% 61.29/26.40  																																																				| Instantiating formula (29) with e0, e3, e3, e4 and discharging atoms op(e0, e3) = e4, op(e0, e3) = e3, yields:
% 61.29/26.40  																																																				| (425) e4 = e3
% 61.29/26.40  																																																				|
% 61.29/26.40  																																																				| Instantiating formula (29) with e0, e2, e2, e0 and discharging atoms op(e0, e2) = e2, op(e0, e2) = e0, yields:
% 61.29/26.40  																																																				| (330) e2 = e0
% 61.29/26.40  																																																				|
% 61.29/26.40  																																																				| Combining equations (323,425) yields a new equation:
% 61.29/26.40  																																																				| (662) e3 = e2
% 61.29/26.40  																																																				|
% 61.29/26.40  																																																				| Combining equations (662,455) yields a new equation:
% 61.29/26.40  																																																				| (616) e2 = e1
% 61.29/26.40  																																																				|
% 61.29/26.40  																																																				| Simplifying 616 yields:
% 61.29/26.40  																																																				| (617) e2 = e1
% 61.29/26.40  																																																				|
% 61.29/26.40  																																																				| Combining equations (330,617) yields a new equation:
% 61.29/26.40  																																																				| (431) e1 = e0
% 61.29/26.40  																																																				|
% 61.29/26.40  																																																				| Equations (431) can reduce 233 to:
% 61.29/26.40  																																																				| (266) $false
% 61.29/26.40  																																																				|
% 61.29/26.40  																																																				|-The branch is then unsatisfiable
% 61.29/26.40  																																																			|-Branch two:
% 61.29/26.40  																																																			| (734)  ~ (unit = e0)
% 61.29/26.40  																																																			| (735) unit = e3 | unit = e1
% 61.29/26.40  																																																			|
% 61.29/26.40  																																																				+-Applying beta-rule and splitting (735), into two cases.
% 61.29/26.40  																																																				|-Branch one:
% 61.29/26.40  																																																				| (736) unit = e1
% 61.29/26.40  																																																				|
% 61.29/26.40  																																																					| Equations (736) can reduce 734 to:
% 61.29/26.40  																																																					| (233)  ~ (e1 = e0)
% 61.29/26.40  																																																					|
% 61.29/26.40  																																																					| From (736) and (32) follows:
% 61.29/26.40  																																																					| (347) op(e2, e1) = e2
% 61.29/26.40  																																																					|
% 61.29/26.40  																																																					| From (736) and (42) follows:
% 61.29/26.40  																																																					| (3221) op(e0, e1) = e0
% 61.29/26.40  																																																					|
% 61.29/26.40  																																																					| Instantiating formula (29) with e2, e1, e2, e1 and discharging atoms op(e2, e1) = e2, op(e2, e1) = e1, yields:
% 61.29/26.40  																																																					| (617) e2 = e1
% 61.29/26.40  																																																					|
% 61.29/26.40  																																																					| Instantiating formula (29) with e0, e1, e0, e2 and discharging atoms op(e0, e1) = e2, op(e0, e1) = e0, yields:
% 61.29/26.40  																																																					| (330) e2 = e0
% 61.29/26.40  																																																					|
% 61.29/26.40  																																																					| Combining equations (330,617) yields a new equation:
% 61.29/26.40  																																																					| (431) e1 = e0
% 61.29/26.40  																																																					|
% 61.29/26.40  																																																					| Equations (431) can reduce 233 to:
% 61.29/26.40  																																																					| (266) $false
% 61.29/26.40  																																																					|
% 61.29/26.40  																																																					|-The branch is then unsatisfiable
% 61.29/26.40  																																																				|-Branch two:
% 61.29/26.40  																																																				| (748)  ~ (unit = e1)
% 61.29/26.40  																																																				| (749) unit = e3
% 61.29/26.40  																																																				|
% 61.29/26.40  																																																					| From (749) and (244) follows:
% 61.29/26.40  																																																					| (750) op(e3, e4) = e4
% 61.29/26.40  																																																					|
% 61.29/26.40  																																																					| From (749) and (15) follows:
% 61.29/26.40  																																																					| (751) op(e3, e2) = e2
% 61.29/26.40  																																																					|
% 61.29/26.40  																																																					| From (749) and (42) follows:
% 61.29/26.40  																																																					| (752) op(e0, e3) = e0
% 61.29/26.40  																																																					|
% 61.29/26.40  																																																					| Instantiating formula (29) with e3, e4, e4, e2 and discharging atoms op(e3, e4) = e4, op(e3, e4) = e2, yields:
% 61.29/26.40  																																																					| (323) e4 = e2
% 61.29/26.40  																																																					|
% 61.29/26.40  																																																					| Instantiating formula (29) with e3, e2, e2, e1 and discharging atoms op(e3, e2) = e2, op(e3, e2) = e1, yields:
% 61.29/26.40  																																																					| (617) e2 = e1
% 61.29/26.40  																																																					|
% 61.29/26.40  																																																					| Instantiating formula (29) with e0, e3, e0, e4 and discharging atoms op(e0, e3) = e4, op(e0, e3) = e0, yields:
% 61.29/26.40  																																																					| (397) e4 = e0
% 61.29/26.40  																																																					|
% 61.29/26.40  																																																					| Combining equations (397,323) yields a new equation:
% 61.29/26.40  																																																					| (330) e2 = e0
% 61.29/26.40  																																																					|
% 61.29/26.40  																																																					| Combining equations (330,617) yields a new equation:
% 61.29/26.40  																																																					| (431) e1 = e0
% 61.29/26.40  																																																					|
% 61.29/26.40  																																																					| Equations (431) can reduce 233 to:
% 61.29/26.40  																																																					| (266) $false
% 61.29/26.40  																																																					|
% 61.29/26.40  																																																					|-The branch is then unsatisfiable
% 61.29/26.40  																																																|-Branch two:
% 61.29/26.40  																																																| (828)  ~ (all_0_56_56 = e0)
% 61.29/26.40  																																																| (924) all_0_57_57 = e0 | all_0_58_58 = e0
% 61.29/26.40  																																																|
% 61.29/26.40  																																																	+-Applying beta-rule and splitting (558), into two cases.
% 61.29/26.40  																																																	|-Branch one:
% 61.29/26.40  																																																	| (559) all_0_42_42 = e0
% 61.29/26.40  																																																	|
% 61.29/26.40  																																																		| Combining equations (459,559) yields a new equation:
% 61.29/26.40  																																																		| (546) e1 = e0
% 61.29/26.40  																																																		|
% 61.29/26.40  																																																		| Simplifying 546 yields:
% 61.29/26.40  																																																		| (431) e1 = e0
% 61.29/26.40  																																																		|
% 61.29/26.40  																																																		| Equations (431) can reduce 233 to:
% 61.29/26.40  																																																		| (266) $false
% 61.29/26.40  																																																		|
% 61.29/26.40  																																																		|-The branch is then unsatisfiable
% 61.29/26.40  																																																	|-Branch two:
% 61.29/26.40  																																																	| (358)  ~ (all_0_42_42 = e0)
% 61.29/26.40  																																																	| (563) all_0_47_47 = e0 | all_0_56_56 = e0
% 61.29/26.40  																																																	|
% 61.29/26.40  																																																		+-Applying beta-rule and splitting (563), into two cases.
% 61.29/26.40  																																																		|-Branch one:
% 61.29/26.40  																																																		| (674) all_0_47_47 = e0
% 61.29/26.40  																																																		|
% 61.29/26.40  																																																			| Combining equations (674,522) yields a new equation:
% 61.29/26.40  																																																			| (676) e3 = e0
% 61.29/26.40  																																																			|
% 61.29/26.40  																																																			| Equations (676) can reduce 80 to:
% 61.29/26.40  																																																			| (266) $false
% 61.29/26.40  																																																			|
% 61.29/26.40  																																																			|-The branch is then unsatisfiable
% 61.29/26.40  																																																		|-Branch two:
% 61.29/26.40  																																																		| (678)  ~ (all_0_47_47 = e0)
% 61.29/26.40  																																																		| (679) all_0_56_56 = e0
% 61.29/26.40  																																																		|
% 61.29/26.40  																																																			| Equations (679) can reduce 828 to:
% 61.29/26.40  																																																			| (266) $false
% 61.29/26.40  																																																			|
% 61.29/26.40  																																																			|-The branch is then unsatisfiable
% 61.29/26.40  																																															|-Branch two:
% 61.29/26.40  																																															| (880)  ~ (all_0_58_58 = e1)
% 61.29/26.40  																																															| (795) all_0_58_58 = e3
% 61.29/26.40  																																															|
% 61.29/26.40  																																																| Equations (795) can reduce 276 to:
% 61.29/26.40  																																																| (266) $false
% 61.29/26.40  																																																|
% 61.29/26.40  																																																|-The branch is then unsatisfiable
% 61.29/26.40  																																										|-Branch two:
% 61.29/26.40  																																										| (1380)  ~ (all_0_42_42 = e1)
% 61.29/26.40  																																										| (1381) all_0_43_43 = e1 | all_0_44_44 = e1
% 61.29/26.40  																																										|
% 61.29/26.40  																																											+-Applying beta-rule and splitting (131), into two cases.
% 61.29/26.40  																																											|-Branch one:
% 61.29/26.40  																																											| (459) all_0_42_42 = e1
% 61.29/26.40  																																											|
% 61.29/26.40  																																												| Equations (459) can reduce 1380 to:
% 61.29/26.40  																																												| (266) $false
% 61.29/26.40  																																												|
% 61.29/26.40  																																												|-The branch is then unsatisfiable
% 61.29/26.40  																																											|-Branch two:
% 61.29/26.40  																																											| (1380)  ~ (all_0_42_42 = e1)
% 61.29/26.40  																																											| (3259) all_0_47_47 = e1 | all_0_51_51 = e1 | all_0_56_56 = e1
% 61.29/26.40  																																											|
% 61.29/26.40  																																												+-Applying beta-rule and splitting (1969), into two cases.
% 61.29/26.40  																																												|-Branch one:
% 61.29/26.40  																																												| (559) all_0_42_42 = e0
% 61.29/26.40  																																												|
% 61.29/26.40  																																													| Equations (559) can reduce 358 to:
% 61.29/26.40  																																													| (266) $false
% 61.29/26.40  																																													|
% 61.29/26.40  																																													|-The branch is then unsatisfiable
% 61.29/26.40  																																												|-Branch two:
% 61.29/26.40  																																												| (358)  ~ (all_0_42_42 = e0)
% 61.29/26.40  																																												| (2510) all_0_42_42 = e3 | all_0_42_42 = e1
% 61.29/26.40  																																												|
% 61.29/26.40  																																													+-Applying beta-rule and splitting (2510), into two cases.
% 61.29/26.40  																																													|-Branch one:
% 61.29/26.40  																																													| (459) all_0_42_42 = e1
% 61.29/26.40  																																													|
% 61.29/26.40  																																														| Equations (459) can reduce 1380 to:
% 61.29/26.40  																																														| (266) $false
% 61.29/26.40  																																														|
% 61.29/26.40  																																														|-The branch is then unsatisfiable
% 61.29/26.40  																																													|-Branch two:
% 61.29/26.40  																																													| (1380)  ~ (all_0_42_42 = e1)
% 61.29/26.40  																																													| (516) all_0_42_42 = e3
% 61.29/26.40  																																													|
% 61.29/26.40  																																														| Equations (516) can reduce 405 to:
% 61.29/26.40  																																														| (266) $false
% 61.29/26.40  																																														|
% 61.29/26.40  																																														|-The branch is then unsatisfiable
% 61.29/26.40  																																				|-Branch two:
% 61.29/26.40  																																				| (619)  ~ (all_0_48_48 = e1)
% 61.29/26.40  																																				| (620) all_0_52_52 = e1 | all_0_57_57 = e1
% 61.29/26.40  																																				|
% 61.29/26.40  																																					+-Applying beta-rule and splitting (620), into two cases.
% 61.29/26.40  																																					|-Branch one:
% 61.29/26.40  																																					| (642) all_0_52_52 = e1
% 61.29/26.40  																																					|
% 61.29/26.40  																																						| Combining equations (565,642) yields a new equation:
% 61.29/26.40  																																						| (636) e4 = e1
% 61.29/26.40  																																						|
% 61.29/26.40  																																						| Simplifying 636 yields:
% 61.29/26.40  																																						| (630) e4 = e1
% 61.29/26.40  																																						|
% 61.29/26.40  																																						| Equations (630) can reduce 110 to:
% 61.29/26.40  																																						| (266) $false
% 61.29/26.40  																																						|
% 61.29/26.40  																																						|-The branch is then unsatisfiable
% 61.29/26.40  																																					|-Branch two:
% 61.29/26.40  																																					| (646)  ~ (all_0_52_52 = e1)
% 61.29/26.40  																																					| (647) all_0_57_57 = e1
% 61.29/26.40  																																					|
% 61.29/26.40  																																						| Combining equations (647,442) yields a new equation:
% 61.29/26.40  																																						| (617) e2 = e1
% 61.29/26.40  																																						|
% 61.29/26.40  																																						| Equations (617) can reduce 122 to:
% 61.29/26.40  																																						| (266) $false
% 61.29/26.40  																																						|
% 61.29/26.40  																																						|-The branch is then unsatisfiable
% 61.29/26.40  																																	|-Branch two:
% 61.29/26.40  																																	| (5470)  ~ (all_0_43_43 = e0)
% 61.29/26.40  																																	| (5471) all_0_48_48 = e0 | all_0_57_57 = e0
% 61.29/26.40  																																	|
% 61.29/26.40  																																		+-Applying beta-rule and splitting (165), into two cases.
% 61.29/26.40  																																		|-Branch one:
% 61.29/26.40  																																		| (794) all_0_41_41 = e0
% 61.29/26.40  																																		|
% 61.29/26.40  																																			| Combining equations (403,794) yields a new equation:
% 61.29/26.40  																																			| (675) e3 = e0
% 61.29/26.40  																																			|
% 61.29/26.40  																																			| Simplifying 675 yields:
% 61.29/26.40  																																			| (676) e3 = e0
% 61.29/26.40  																																			|
% 61.29/26.40  																																			| Equations (676) can reduce 80 to:
% 61.29/26.40  																																			| (266) $false
% 61.29/26.40  																																			|
% 61.29/26.40  																																			|-The branch is then unsatisfiable
% 61.29/26.40  																																		|-Branch two:
% 61.29/26.40  																																		| (357)  ~ (all_0_41_41 = e0)
% 61.29/26.40  																																		| (6761) all_0_42_42 = e0 | all_0_43_43 = e0 | all_0_44_44 = e0
% 61.29/26.40  																																		|
% 61.29/26.40  																																			+-Applying beta-rule and splitting (6761), into two cases.
% 61.29/26.40  																																			|-Branch one:
% 61.29/26.40  																																			| (559) all_0_42_42 = e0
% 61.29/26.40  																																			|
% 61.29/26.40  																																				| Equations (559) can reduce 236 to:
% 61.29/26.40  																																				| (1181)  ~ (all_0_56_56 = e0)
% 61.29/26.40  																																				|
% 61.29/26.40  																																				| Simplifying 1181 yields:
% 61.29/26.40  																																				| (828)  ~ (all_0_56_56 = e0)
% 61.29/26.40  																																				|
% 61.29/26.40  																																				| Equations (559) can reduce 51 to:
% 61.29/26.40  																																				| (365)  ~ (e2 = e0)
% 61.29/26.40  																																				|
% 61.29/26.40  																																				| Simplifying 365 yields:
% 61.29/26.40  																																				| (128)  ~ (e2 = e0)
% 61.29/26.40  																																				|
% 61.29/26.40  																																				| From (559) and (225) follows:
% 61.29/26.41  																																				| (15580) op(e0, e2) = all_0_8_8
% 61.29/26.41  																																				|
% 61.29/26.41  																																				+-Applying beta-rule and splitting (5471), into two cases.
% 61.29/26.41  																																				|-Branch one:
% 61.29/26.41  																																				| (1279) all_0_48_48 = e0
% 61.29/26.41  																																				|
% 61.29/26.41  																																					| Equations (1279) can reduce 17 to:
% 61.29/26.41  																																					| (5470)  ~ (all_0_43_43 = e0)
% 61.29/26.41  																																					|
% 61.29/26.41  																																					| Equations (1279) can reduce 254 to:
% 61.29/26.41  																																					| (401)  ~ (e4 = e0)
% 61.29/26.41  																																					|
% 61.29/26.41  																																					| Simplifying 401 yields:
% 61.29/26.41  																																					| (49)  ~ (e4 = e0)
% 61.29/26.41  																																					|
% 61.29/26.41  																																					| Equations (1279) can reduce 810 to:
% 61.29/26.41  																																					| (365)  ~ (e2 = e0)
% 61.29/26.41  																																					|
% 61.29/26.41  																																					| Simplifying 365 yields:
% 61.29/26.41  																																					| (128)  ~ (e2 = e0)
% 61.29/26.41  																																					|
% 61.29/26.41  																																					| From (1279) and (169) follows:
% 61.29/26.41  																																					| (14936) op(e0, e2) = all_0_18_18
% 61.29/26.41  																																					|
% 61.29/26.41  																																					+-Applying beta-rule and splitting (131), into two cases.
% 61.29/26.41  																																					|-Branch one:
% 61.29/26.41  																																					| (459) all_0_42_42 = e1
% 61.29/26.41  																																					|
% 61.29/26.41  																																						| Combining equations (559,459) yields a new equation:
% 61.29/26.41  																																						| (431) e1 = e0
% 61.29/26.41  																																						|
% 61.29/26.41  																																						| Equations (431) can reduce 233 to:
% 61.29/26.41  																																						| (266) $false
% 61.29/26.41  																																						|
% 61.29/26.41  																																						|-The branch is then unsatisfiable
% 61.29/26.41  																																					|-Branch two:
% 61.29/26.41  																																					| (1380)  ~ (all_0_42_42 = e1)
% 61.29/26.41  																																					| (3259) all_0_47_47 = e1 | all_0_51_51 = e1 | all_0_56_56 = e1
% 61.29/26.41  																																					|
% 61.29/26.41  																																						+-Applying beta-rule and splitting (130), into two cases.
% 61.29/26.41  																																						|-Branch one:
% 61.29/26.41  																																						| (430) all_0_43_43 = e1
% 61.29/26.41  																																						|
% 61.29/26.41  																																							| Equations (430) can reduce 99 to:
% 61.29/26.41  																																							| (467)  ~ (e3 = e1)
% 61.29/26.41  																																							|
% 61.29/26.41  																																							| Simplifying 467 yields:
% 61.29/26.41  																																							| (213)  ~ (e3 = e1)
% 61.29/26.41  																																							|
% 61.29/26.41  																																							| Equations (430) can reduce 96 to:
% 61.29/26.41  																																							| (604)  ~ (e2 = e1)
% 61.29/26.41  																																							|
% 61.29/26.41  																																							| Simplifying 604 yields:
% 61.29/26.41  																																							| (122)  ~ (e2 = e1)
% 61.29/26.41  																																							|
% 61.29/26.41  																																							| Equations (430) can reduce 5470 to:
% 61.29/26.41  																																							| (233)  ~ (e1 = e0)
% 61.29/26.41  																																							|
% 61.29/26.41  																																							| From (430) and (98) follows:
% 61.29/26.41  																																							| (6386) op(e1, e1) = all_0_10_10
% 61.29/26.41  																																							|
% 61.29/26.41  																																							+-Applying beta-rule and splitting (135), into two cases.
% 61.29/26.41  																																							|-Branch one:
% 61.29/26.41  																																							| (545) all_0_46_46 = e1
% 61.29/26.41  																																							|
% 61.29/26.41  																																								| Combining equations (1794,545) yields a new equation:
% 61.29/26.41  																																								| (616) e2 = e1
% 61.29/26.41  																																								|
% 61.29/26.41  																																								| Simplifying 616 yields:
% 61.29/26.41  																																								| (617) e2 = e1
% 61.29/26.41  																																								|
% 61.29/26.41  																																								| Equations (617) can reduce 122 to:
% 61.29/26.41  																																								| (266) $false
% 61.29/26.41  																																								|
% 61.29/26.41  																																								|-The branch is then unsatisfiable
% 61.29/26.41  																																							|-Branch two:
% 61.29/26.41  																																							| (549)  ~ (all_0_46_46 = e1)
% 61.29/26.41  																																							| (550) all_0_47_47 = e1 | all_0_48_48 = e1 | all_0_49_49 = e1
% 61.29/26.41  																																							|
% 61.29/26.41  																																								+-Applying beta-rule and splitting (133), into two cases.
% 61.29/26.41  																																								|-Branch one:
% 61.29/26.41  																																								| (833) all_0_56_56 = e2
% 61.29/26.41  																																								|
% 61.29/26.41  																																									| Equations (833) can reduce 511 to:
% 61.29/26.41  																																									| (266) $false
% 61.29/26.41  																																									|
% 61.29/26.41  																																									|-The branch is then unsatisfiable
% 61.29/26.41  																																								|-Branch two:
% 61.29/26.41  																																								| (511)  ~ (all_0_56_56 = e2)
% 61.29/26.41  																																								| (836) all_0_56_56 = e4 | all_0_56_56 = e3 | all_0_56_56 = e1 | all_0_56_56 = e0
% 61.29/26.41  																																								|
% 61.29/26.41  																																									+-Applying beta-rule and splitting (75), into two cases.
% 61.29/26.41  																																									|-Branch one:
% 61.29/26.41  																																									| (485) all_0_40_40 = e0
% 61.29/26.41  																																									|
% 61.29/26.41  																																										| Combining equations (485,313) yields a new equation:
% 61.29/26.41  																																										| (330) e2 = e0
% 61.29/26.41  																																										|
% 61.29/26.41  																																										| Equations (330) can reduce 128 to:
% 61.29/26.41  																																										| (266) $false
% 61.29/26.41  																																										|
% 61.29/26.41  																																										|-The branch is then unsatisfiable
% 61.29/26.41  																																									|-Branch two:
% 61.29/26.41  																																									| (1401)  ~ (all_0_40_40 = e0)
% 61.29/26.41  																																									| (1748) all_0_44_44 = e0 | all_0_49_49 = e0 | all_0_58_58 = e0
% 61.29/26.41  																																									|
% 61.29/26.41  																																										+-Applying beta-rule and splitting (836), into two cases.
% 61.29/26.41  																																										|-Branch one:
% 61.29/26.41  																																										| (842) all_0_56_56 = e4
% 61.29/26.41  																																										|
% 61.29/26.41  																																											| Equations (842) can reduce 477 to:
% 61.29/26.41  																																											| (266) $false
% 61.29/26.41  																																											|
% 61.29/26.41  																																											|-The branch is then unsatisfiable
% 61.29/26.41  																																										|-Branch two:
% 61.29/26.41  																																										| (477)  ~ (all_0_56_56 = e4)
% 61.29/26.41  																																										| (845) all_0_56_56 = e3 | all_0_56_56 = e1 | all_0_56_56 = e0
% 61.29/26.41  																																										|
% 61.29/26.41  																																											+-Applying beta-rule and splitting (3259), into two cases.
% 61.29/26.41  																																											|-Branch one:
% 61.29/26.41  																																											| (654) all_0_47_47 = e1
% 61.29/26.41  																																											|
% 61.29/26.41  																																												| Combining equations (522,654) yields a new equation:
% 61.29/26.41  																																												| (454) e3 = e1
% 61.29/26.41  																																												|
% 61.29/26.41  																																												| Simplifying 454 yields:
% 61.29/26.41  																																												| (455) e3 = e1
% 61.29/26.41  																																												|
% 61.29/26.41  																																												| Equations (455) can reduce 213 to:
% 61.29/26.41  																																												| (266) $false
% 61.29/26.41  																																												|
% 61.29/26.41  																																												|-The branch is then unsatisfiable
% 61.29/26.41  																																											|-Branch two:
% 61.29/26.41  																																											| (462)  ~ (all_0_47_47 = e1)
% 61.29/26.41  																																											| (3264) all_0_51_51 = e1 | all_0_56_56 = e1
% 61.29/26.41  																																											|
% 61.29/26.41  																																												| Equations (522) can reduce 462 to:
% 61.29/26.41  																																												| (213)  ~ (e3 = e1)
% 61.29/26.41  																																												|
% 61.29/26.41  																																												+-Applying beta-rule and splitting (845), into two cases.
% 61.29/26.41  																																												|-Branch one:
% 61.29/26.41  																																												| (679) all_0_56_56 = e0
% 61.29/26.41  																																												|
% 61.29/26.41  																																													| Equations (679) can reduce 828 to:
% 61.29/26.41  																																													| (266) $false
% 61.29/26.41  																																													|
% 61.29/26.41  																																													|-The branch is then unsatisfiable
% 61.29/26.41  																																												|-Branch two:
% 61.29/26.41  																																												| (828)  ~ (all_0_56_56 = e0)
% 61.29/26.41  																																												| (3172) all_0_56_56 = e3 | all_0_56_56 = e1
% 61.29/26.41  																																												|
% 61.29/26.41  																																													+-Applying beta-rule and splitting (550), into two cases.
% 61.29/26.41  																																													|-Branch one:
% 61.29/26.41  																																													| (654) all_0_47_47 = e1
% 61.29/26.41  																																													|
% 61.29/26.41  																																														| Combining equations (522,654) yields a new equation:
% 61.29/26.41  																																														| (454) e3 = e1
% 61.29/26.41  																																														|
% 61.29/26.41  																																														| Simplifying 454 yields:
% 61.29/26.41  																																														| (455) e3 = e1
% 61.29/26.41  																																														|
% 61.29/26.41  																																														| Equations (455) can reduce 213 to:
% 61.29/26.41  																																														| (266) $false
% 61.29/26.41  																																														|
% 61.29/26.41  																																														|-The branch is then unsatisfiable
% 61.29/26.41  																																													|-Branch two:
% 61.29/26.41  																																													| (462)  ~ (all_0_47_47 = e1)
% 61.29/26.41  																																													| (659) all_0_48_48 = e1 | all_0_49_49 = e1
% 61.29/26.41  																																													|
% 61.29/26.41  																																														+-Applying beta-rule and splitting (659), into two cases.
% 61.29/26.41  																																														|-Branch one:
% 61.29/26.41  																																														| (615) all_0_48_48 = e1
% 61.29/26.41  																																														|
% 61.29/26.41  																																															| Combining equations (615,1279) yields a new equation:
% 61.29/26.41  																																															| (546) e1 = e0
% 61.29/26.41  																																															|
% 61.29/26.41  																																															| Simplifying 546 yields:
% 61.29/26.41  																																															| (431) e1 = e0
% 61.29/26.41  																																															|
% 61.29/26.41  																																															| Equations (431) can reduce 233 to:
% 61.29/26.41  																																															| (266) $false
% 61.29/26.41  																																															|
% 61.29/26.41  																																															|-The branch is then unsatisfiable
% 61.29/26.41  																																														|-Branch two:
% 61.29/26.41  																																														| (619)  ~ (all_0_48_48 = e1)
% 61.29/26.41  																																														| (671) all_0_49_49 = e1
% 61.29/26.41  																																														|
% 61.29/26.41  																																															| Combining equations (671,16574) yields a new equation:
% 61.29/26.41  																																															| (9437) all_0_35_35 = e1
% 61.29/26.41  																																															|
% 61.29/26.41  																																															| Combining equations (671,44180) yields a new equation:
% 61.29/26.41  																																															| (58325) all_0_5_5 = e1
% 61.29/26.41  																																															|
% 61.29/26.41  																																															| Equations (671) can reduce 340 to:
% 61.29/26.41  																																															| (604)  ~ (e2 = e1)
% 61.29/26.41  																																															|
% 61.29/26.41  																																															| Simplifying 604 yields:
% 61.29/26.41  																																															| (122)  ~ (e2 = e1)
% 61.29/26.41  																																															|
% 61.29/26.41  																																															| From (671) and (129) follows:
% 61.29/26.41  																																															| (672) op(e1, e2) = all_0_20_20
% 61.29/26.41  																																															|
% 61.29/26.41  																																															| From (671) and (66) follows:
% 61.29/26.41  																																															| (4238) op(e1, e0) = all_0_21_21
% 61.29/26.41  																																															|
% 61.29/26.41  																																															+-Applying beta-rule and splitting (108), into two cases.
% 61.29/26.41  																																															|-Branch one:
% 61.29/26.41  																																															| (624) all_0_58_58 = e2
% 61.29/26.41  																																															|
% 61.29/26.41  																																																| Equations (624) can reduce 908 to:
% 61.29/26.41  																																																| (266) $false
% 61.29/26.41  																																																|
% 61.29/26.41  																																																|-The branch is then unsatisfiable
% 61.29/26.41  																																															|-Branch two:
% 61.29/26.41  																																															| (908)  ~ (all_0_58_58 = e2)
% 61.29/26.41  																																															| (909) all_0_58_58 = e4 | all_0_58_58 = e3 | all_0_58_58 = e1 | all_0_58_58 = e0
% 61.29/26.41  																																															|
% 61.29/26.41  																																																+-Applying beta-rule and splitting (1748), into two cases.
% 61.29/26.41  																																																|-Branch one:
% 61.29/26.41  																																																| (1414) all_0_44_44 = e0
% 61.29/26.41  																																																|
% 61.29/26.41  																																																	| Combining equations (446,1414) yields a new equation:
% 61.29/26.41  																																																	| (481) e4 = e0
% 61.29/26.41  																																																	|
% 61.29/26.41  																																																	| Simplifying 481 yields:
% 61.29/26.41  																																																	| (397) e4 = e0
% 61.29/26.41  																																																	|
% 61.29/26.41  																																																	| Equations (397) can reduce 49 to:
% 61.29/26.41  																																																	| (266) $false
% 61.29/26.41  																																																	|
% 61.29/26.41  																																																	|-The branch is then unsatisfiable
% 61.29/26.41  																																																|-Branch two:
% 61.29/26.41  																																																| (360)  ~ (all_0_44_44 = e0)
% 61.29/26.41  																																																| (1760) all_0_49_49 = e0 | all_0_58_58 = e0
% 61.29/26.41  																																																|
% 61.29/26.41  																																																	+-Applying beta-rule and splitting (3264), into two cases.
% 61.29/26.41  																																																	|-Branch one:
% 61.29/26.41  																																																	| (1109) all_0_51_51 = e1
% 61.29/26.41  																																																	|
% 61.29/26.41  																																																		| Combining equations (1109,504) yields a new equation:
% 61.29/26.41  																																																		| (617) e2 = e1
% 61.29/26.41  																																																		|
% 61.29/26.41  																																																		| Equations (617) can reduce 122 to:
% 61.29/26.41  																																																		| (266) $false
% 61.29/26.41  																																																		|
% 61.29/26.41  																																																		|-The branch is then unsatisfiable
% 61.29/26.41  																																																	|-Branch two:
% 61.29/26.41  																																																	| (464)  ~ (all_0_51_51 = e1)
% 61.29/26.41  																																																	| (1569) all_0_56_56 = e1
% 61.29/26.41  																																																	|
% 61.29/26.41  																																																		| Equations (1569) can reduce 477 to:
% 61.29/26.41  																																																		| (602)  ~ (e4 = e1)
% 61.29/26.41  																																																		|
% 61.29/26.41  																																																		| Simplifying 602 yields:
% 61.29/26.41  																																																		| (110)  ~ (e4 = e1)
% 61.29/26.41  																																																		|
% 61.29/26.41  																																																		| Equations (1569) can reduce 272 to:
% 61.29/26.41  																																																		| (467)  ~ (e3 = e1)
% 61.29/26.41  																																																		|
% 61.29/26.41  																																																		| Simplifying 467 yields:
% 61.29/26.41  																																																		| (213)  ~ (e3 = e1)
% 61.29/26.41  																																																		|
% 61.29/26.41  																																																		| Equations (1569) can reduce 511 to:
% 61.29/26.41  																																																		| (604)  ~ (e2 = e1)
% 61.29/26.41  																																																		|
% 61.29/26.41  																																																		| Simplifying 604 yields:
% 61.29/26.41  																																																		| (122)  ~ (e2 = e1)
% 61.29/26.41  																																																		|
% 61.29/26.41  																																																		| Equations (1569) can reduce 828 to:
% 61.29/26.41  																																																		| (233)  ~ (e1 = e0)
% 61.29/26.41  																																																		|
% 61.29/26.41  																																																		| From (1569) and (87) follows:
% 61.29/26.41  																																																		| (5145) op(e1, e2) = all_0_34_34
% 61.29/26.41  																																																		|
% 61.29/26.41  																																																		| From (1569) and (127) follows:
% 61.29/26.41  																																																		| (5595) op(e1, e0) = all_0_33_33
% 61.29/26.41  																																																		|
% 61.29/26.41  																																																		| From (1569) and (111) follows:
% 61.29/26.41  																																																		| (3175) op(e0, e2) = e1
% 61.29/26.41  																																																		|
% 61.29/26.41  																																																		+-Applying beta-rule and splitting (1760), into two cases.
% 61.29/26.41  																																																		|-Branch one:
% 61.29/26.41  																																																		| (978) all_0_49_49 = e0
% 61.29/26.41  																																																		|
% 61.29/26.41  																																																			| Combining equations (978,671) yields a new equation:
% 61.29/26.41  																																																			| (431) e1 = e0
% 61.29/26.41  																																																			|
% 61.29/26.41  																																																			| Equations (431) can reduce 233 to:
% 61.29/26.41  																																																			| (266) $false
% 61.29/26.41  																																																			|
% 61.29/26.41  																																																			|-The branch is then unsatisfiable
% 61.29/26.41  																																																		|-Branch two:
% 61.29/26.41  																																																		| (487)  ~ (all_0_49_49 = e0)
% 61.29/26.41  																																																		| (914) all_0_58_58 = e0
% 61.29/26.41  																																																		|
% 61.29/26.41  																																																			| Equations (914) can reduce 908 to:
% 61.29/26.41  																																																			| (365)  ~ (e2 = e0)
% 61.29/26.41  																																																			|
% 61.29/26.41  																																																			| Simplifying 365 yields:
% 61.29/26.41  																																																			| (128)  ~ (e2 = e0)
% 61.29/26.41  																																																			|
% 61.29/26.41  																																																			| Instantiating formula (29) with e1, e2, all_0_20_20, e2 and discharging atoms op(e1, e2) = all_0_20_20, op(e1, e2) = e2, yields:
% 61.29/26.41  																																																			| (684) all_0_20_20 = e2
% 61.29/26.41  																																																			|
% 61.29/26.41  																																																			| Instantiating formula (29) with e1, e2, all_0_34_34, all_0_20_20 and discharging atoms op(e1, e2) = all_0_20_20, op(e1, e2) = all_0_34_34, yields:
% 61.29/26.41  																																																			| (5157) all_0_20_20 = all_0_34_34
% 61.29/26.41  																																																			|
% 61.29/26.41  																																																			| Instantiating formula (29) with e1, e1, all_0_10_10, e4 and discharging atoms op(e1, e1) = all_0_10_10, op(e1, e1) = e4, yields:
% 61.29/26.42  																																																			| (6394) all_0_10_10 = e4
% 61.29/26.42  																																																			|
% 61.29/26.42  																																																			| Instantiating formula (29) with e1, e0, all_0_21_21, e3 and discharging atoms op(e1, e0) = all_0_21_21, op(e1, e0) = e3, yields:
% 61.29/26.42  																																																			| (8826) all_0_21_21 = e3
% 61.29/26.42  																																																			|
% 61.29/26.42  																																																			| Instantiating formula (29) with e1, e0, all_0_33_33, all_0_21_21 and discharging atoms op(e1, e0) = all_0_21_21, op(e1, e0) = all_0_33_33, yields:
% 61.29/26.42  																																																			| (8825) all_0_21_21 = all_0_33_33
% 61.29/26.42  																																																			|
% 61.29/26.42  																																																			| Instantiating formula (29) with e0, e2, all_0_18_18, all_0_8_8 and discharging atoms op(e0, e2) = all_0_8_8, op(e0, e2) = all_0_18_18, yields:
% 61.29/26.42  																																																			| (58367) all_0_8_8 = all_0_18_18
% 61.29/26.42  																																																			|
% 61.29/26.42  																																																			| Instantiating formula (29) with e0, e2, e1, all_0_8_8 and discharging atoms op(e0, e2) = all_0_8_8, op(e0, e2) = e1, yields:
% 61.29/26.42  																																																			| (58368) all_0_8_8 = e1
% 61.29/26.42  																																																			|
% 61.29/26.42  																																																			| Combining equations (58368,58367) yields a new equation:
% 61.29/26.42  																																																			| (9471) all_0_18_18 = e1
% 61.29/26.42  																																																			|
% 61.29/26.42  																																																			| Combining equations (684,5157) yields a new equation:
% 61.29/26.42  																																																			| (5160) all_0_34_34 = e2
% 61.29/26.42  																																																			|
% 61.29/26.42  																																																			| Combining equations (8826,8825) yields a new equation:
% 61.29/26.42  																																																			| (1602) all_0_33_33 = e3
% 61.29/26.42  																																																			|
% 61.29/26.42  																																																			| Combining equations (1602,8825) yields a new equation:
% 61.29/26.42  																																																			| (8826) all_0_21_21 = e3
% 61.29/26.42  																																																			|
% 61.29/26.43  																																																			| Combining equations (9471,58367) yields a new equation:
% 61.29/26.43  																																																			| (58368) all_0_8_8 = e1
% 61.29/26.43  																																																			|
% 61.29/26.43  																																																			+-Applying beta-rule and splitting (238), into two cases.
% 61.29/26.43  																																																			|-Branch one:
% 61.29/26.43  																																																			| (396) all_0_43_43 = e4
% 61.29/26.43  																																																			|
% 61.29/26.43  																																																				| Combining equations (430,396) yields a new equation:
% 61.29/26.43  																																																				| (630) e4 = e1
% 61.29/26.43  																																																				|
% 61.29/26.43  																																																				| Equations (630) can reduce 110 to:
% 61.29/26.43  																																																				| (266) $false
% 61.29/26.43  																																																				|
% 61.29/26.43  																																																				|-The branch is then unsatisfiable
% 61.29/26.43  																																																			|-Branch two:
% 61.29/26.43  																																																			| (399)  ~ (all_0_43_43 = e4)
% 61.29/26.43  																																																			| (9578) (all_0_1_1 = e4 &  ~ (all_0_0_0 = e3) &  ~ (all_0_38_38 = e2)) | (all_0_3_3 = e4 &  ~ (all_0_2_2 = e2) &  ~ (all_0_39_39 = all_0_45_45)) | (all_0_5_5 = e4 &  ~ (all_0_4_4 = e0) &  ~ (all_0_40_40 = all_0_54_54)) | (all_0_8_8 = e3 &  ~ (all_0_7_7 = e2) &  ~ (all_0_42_42 = all_0_46_46)) | (all_0_10_10 = e3 &  ~ (all_0_9_9 = e1) &  ~ (all_0_43_43 = all_0_50_50)) | (all_0_12_12 = e3 &  ~ (all_0_11_11 = e0) &  ~ (all_0_44_44 = all_0_55_55)) | (all_0_14_14 = e2 &  ~ (all_0_13_13 = e4) &  ~ (all_0_39_39 = all_0_45_45)) | (all_0_16_16 = e2 &  ~ (all_0_15_15 = e3) &  ~ (all_0_42_42 = all_0_46_46)) | (all_0_19_19 = e2 &  ~ (all_0_18_18 = e1) &  ~ (all_0_48_48 = all_0_51_51)) | (all_0_21_21 = e2 &  ~ (all_0_20_20 = e0) &  ~ (all_0_49_49 = all_0_56_56)) | (all_0_23_23 = e1 &  ~ (all_0_22_22 = e3) &  ~ (all_0_43_43 = all_0_50_50)) | (all_0_25_25 = e1 &  ~ (all_0_24_24 = e2) &  ~ (all_0_48_48 = all_0_51_51)) | (all_0_28_28 = e1 &  ~ (all_0_27_27 = e0) &  ~ (all_0_53_53 = all_0_57_57)) | (all_0_30_30 = e0 &  ~ (all_0_29_29 = e4) &  ~ (all_0_40_40 = all_0_54_54)) | (all_0_32_32 = e0 &  ~ (all_0_31_31 = e3) &  ~ (all_0_44_44 = all_0_55_55)) | (all_0_34_34 = e0 &  ~ (all_0_33_33 = e2) &  ~ (all_0_49_49 = all_0_56_56)) | (all_0_36_36 = e0 &  ~ (all_0_35_35 = e1) &  ~ (all_0_53_53 = all_0_57_57)) | (all_0_45_45 = e3 &  ~ (all_0_38_38 = e2) &  ~ (all_0_46_46 = e4))
% 61.29/26.43  																																																			|
% 61.29/26.43  																																																				| Equations (430) can reduce 399 to:
% 61.29/26.43  																																																				| (602)  ~ (e4 = e1)
% 61.29/26.43  																																																				|
% 61.29/26.43  																																																				| Simplifying 602 yields:
% 61.29/26.43  																																																				| (110)  ~ (e4 = e1)
% 61.29/26.43  																																																				|
% 61.29/26.43  																																																				+-Applying beta-rule and splitting (9578), into two cases.
% 61.29/26.43  																																																				|-Branch one:
% 61.29/26.43  																																																				| (9581) (all_0_1_1 = e4 &  ~ (all_0_0_0 = e3) &  ~ (all_0_38_38 = e2)) | (all_0_3_3 = e4 &  ~ (all_0_2_2 = e2) &  ~ (all_0_39_39 = all_0_45_45)) | (all_0_5_5 = e4 &  ~ (all_0_4_4 = e0) &  ~ (all_0_40_40 = all_0_54_54)) | (all_0_8_8 = e3 &  ~ (all_0_7_7 = e2) &  ~ (all_0_42_42 = all_0_46_46)) | (all_0_10_10 = e3 &  ~ (all_0_9_9 = e1) &  ~ (all_0_43_43 = all_0_50_50)) | (all_0_12_12 = e3 &  ~ (all_0_11_11 = e0) &  ~ (all_0_44_44 = all_0_55_55)) | (all_0_14_14 = e2 &  ~ (all_0_13_13 = e4) &  ~ (all_0_39_39 = all_0_45_45)) | (all_0_16_16 = e2 &  ~ (all_0_15_15 = e3) &  ~ (all_0_42_42 = all_0_46_46)) | (all_0_19_19 = e2 &  ~ (all_0_18_18 = e1) &  ~ (all_0_48_48 = all_0_51_51)) | (all_0_21_21 = e2 &  ~ (all_0_20_20 = e0) &  ~ (all_0_49_49 = all_0_56_56)) | (all_0_23_23 = e1 &  ~ (all_0_22_22 = e3) &  ~ (all_0_43_43 = all_0_50_50)) | (all_0_25_25 = e1 &  ~ (all_0_24_24 = e2) &  ~ (all_0_48_48 = all_0_51_51)) | (all_0_28_28 = e1 &  ~ (all_0_27_27 = e0) &  ~ (all_0_53_53 = all_0_57_57)) | (all_0_30_30 = e0 &  ~ (all_0_29_29 = e4) &  ~ (all_0_40_40 = all_0_54_54)) | (all_0_32_32 = e0 &  ~ (all_0_31_31 = e3) &  ~ (all_0_44_44 = all_0_55_55)) | (all_0_34_34 = e0 &  ~ (all_0_33_33 = e2) &  ~ (all_0_49_49 = all_0_56_56)) | (all_0_36_36 = e0 &  ~ (all_0_35_35 = e1) &  ~ (all_0_53_53 = all_0_57_57))
% 61.29/26.43  																																																				|
% 61.29/26.43  																																																					+-Applying beta-rule and splitting (9581), into two cases.
% 61.29/26.43  																																																					|-Branch one:
% 61.29/26.43  																																																					| (9582) (all_0_1_1 = e4 &  ~ (all_0_0_0 = e3) &  ~ (all_0_38_38 = e2)) | (all_0_3_3 = e4 &  ~ (all_0_2_2 = e2) &  ~ (all_0_39_39 = all_0_45_45)) | (all_0_5_5 = e4 &  ~ (all_0_4_4 = e0) &  ~ (all_0_40_40 = all_0_54_54)) | (all_0_8_8 = e3 &  ~ (all_0_7_7 = e2) &  ~ (all_0_42_42 = all_0_46_46)) | (all_0_10_10 = e3 &  ~ (all_0_9_9 = e1) &  ~ (all_0_43_43 = all_0_50_50)) | (all_0_12_12 = e3 &  ~ (all_0_11_11 = e0) &  ~ (all_0_44_44 = all_0_55_55)) | (all_0_14_14 = e2 &  ~ (all_0_13_13 = e4) &  ~ (all_0_39_39 = all_0_45_45)) | (all_0_16_16 = e2 &  ~ (all_0_15_15 = e3) &  ~ (all_0_42_42 = all_0_46_46)) | (all_0_19_19 = e2 &  ~ (all_0_18_18 = e1) &  ~ (all_0_48_48 = all_0_51_51)) | (all_0_21_21 = e2 &  ~ (all_0_20_20 = e0) &  ~ (all_0_49_49 = all_0_56_56)) | (all_0_23_23 = e1 &  ~ (all_0_22_22 = e3) &  ~ (all_0_43_43 = all_0_50_50)) | (all_0_25_25 = e1 &  ~ (all_0_24_24 = e2) &  ~ (all_0_48_48 = all_0_51_51)) | (all_0_28_28 = e1 &  ~ (all_0_27_27 = e0) &  ~ (all_0_53_53 = all_0_57_57)) | (all_0_30_30 = e0 &  ~ (all_0_29_29 = e4) &  ~ (all_0_40_40 = all_0_54_54)) | (all_0_32_32 = e0 &  ~ (all_0_31_31 = e3) &  ~ (all_0_44_44 = all_0_55_55)) | (all_0_34_34 = e0 &  ~ (all_0_33_33 = e2) &  ~ (all_0_49_49 = all_0_56_56))
% 61.29/26.43  																																																					|
% 61.29/26.43  																																																						+-Applying beta-rule and splitting (9582), into two cases.
% 61.29/26.43  																																																						|-Branch one:
% 61.29/26.43  																																																						| (9583) (all_0_1_1 = e4 &  ~ (all_0_0_0 = e3) &  ~ (all_0_38_38 = e2)) | (all_0_3_3 = e4 &  ~ (all_0_2_2 = e2) &  ~ (all_0_39_39 = all_0_45_45)) | (all_0_5_5 = e4 &  ~ (all_0_4_4 = e0) &  ~ (all_0_40_40 = all_0_54_54)) | (all_0_8_8 = e3 &  ~ (all_0_7_7 = e2) &  ~ (all_0_42_42 = all_0_46_46)) | (all_0_10_10 = e3 &  ~ (all_0_9_9 = e1) &  ~ (all_0_43_43 = all_0_50_50)) | (all_0_12_12 = e3 &  ~ (all_0_11_11 = e0) &  ~ (all_0_44_44 = all_0_55_55)) | (all_0_14_14 = e2 &  ~ (all_0_13_13 = e4) &  ~ (all_0_39_39 = all_0_45_45)) | (all_0_16_16 = e2 &  ~ (all_0_15_15 = e3) &  ~ (all_0_42_42 = all_0_46_46)) | (all_0_19_19 = e2 &  ~ (all_0_18_18 = e1) &  ~ (all_0_48_48 = all_0_51_51)) | (all_0_21_21 = e2 &  ~ (all_0_20_20 = e0) &  ~ (all_0_49_49 = all_0_56_56)) | (all_0_23_23 = e1 &  ~ (all_0_22_22 = e3) &  ~ (all_0_43_43 = all_0_50_50)) | (all_0_25_25 = e1 &  ~ (all_0_24_24 = e2) &  ~ (all_0_48_48 = all_0_51_51)) | (all_0_28_28 = e1 &  ~ (all_0_27_27 = e0) &  ~ (all_0_53_53 = all_0_57_57)) | (all_0_30_30 = e0 &  ~ (all_0_29_29 = e4) &  ~ (all_0_40_40 = all_0_54_54)) | (all_0_32_32 = e0 &  ~ (all_0_31_31 = e3) &  ~ (all_0_44_44 = all_0_55_55))
% 61.29/26.43  																																																						|
% 61.29/26.43  																																																							+-Applying beta-rule and splitting (9583), into two cases.
% 61.29/26.43  																																																							|-Branch one:
% 61.29/26.43  																																																							| (9584) (all_0_1_1 = e4 &  ~ (all_0_0_0 = e3) &  ~ (all_0_38_38 = e2)) | (all_0_3_3 = e4 &  ~ (all_0_2_2 = e2) &  ~ (all_0_39_39 = all_0_45_45)) | (all_0_5_5 = e4 &  ~ (all_0_4_4 = e0) &  ~ (all_0_40_40 = all_0_54_54)) | (all_0_8_8 = e3 &  ~ (all_0_7_7 = e2) &  ~ (all_0_42_42 = all_0_46_46)) | (all_0_10_10 = e3 &  ~ (all_0_9_9 = e1) &  ~ (all_0_43_43 = all_0_50_50)) | (all_0_12_12 = e3 &  ~ (all_0_11_11 = e0) &  ~ (all_0_44_44 = all_0_55_55)) | (all_0_14_14 = e2 &  ~ (all_0_13_13 = e4) &  ~ (all_0_39_39 = all_0_45_45)) | (all_0_16_16 = e2 &  ~ (all_0_15_15 = e3) &  ~ (all_0_42_42 = all_0_46_46)) | (all_0_19_19 = e2 &  ~ (all_0_18_18 = e1) &  ~ (all_0_48_48 = all_0_51_51)) | (all_0_21_21 = e2 &  ~ (all_0_20_20 = e0) &  ~ (all_0_49_49 = all_0_56_56)) | (all_0_23_23 = e1 &  ~ (all_0_22_22 = e3) &  ~ (all_0_43_43 = all_0_50_50)) | (all_0_25_25 = e1 &  ~ (all_0_24_24 = e2) &  ~ (all_0_48_48 = all_0_51_51)) | (all_0_28_28 = e1 &  ~ (all_0_27_27 = e0) &  ~ (all_0_53_53 = all_0_57_57)) | (all_0_30_30 = e0 &  ~ (all_0_29_29 = e4) &  ~ (all_0_40_40 = all_0_54_54))
% 61.29/26.43  																																																							|
% 61.29/26.43  																																																								+-Applying beta-rule and splitting (9584), into two cases.
% 61.29/26.43  																																																								|-Branch one:
% 61.29/26.43  																																																								| (9585) (all_0_1_1 = e4 &  ~ (all_0_0_0 = e3) &  ~ (all_0_38_38 = e2)) | (all_0_3_3 = e4 &  ~ (all_0_2_2 = e2) &  ~ (all_0_39_39 = all_0_45_45)) | (all_0_5_5 = e4 &  ~ (all_0_4_4 = e0) &  ~ (all_0_40_40 = all_0_54_54)) | (all_0_8_8 = e3 &  ~ (all_0_7_7 = e2) &  ~ (all_0_42_42 = all_0_46_46)) | (all_0_10_10 = e3 &  ~ (all_0_9_9 = e1) &  ~ (all_0_43_43 = all_0_50_50)) | (all_0_12_12 = e3 &  ~ (all_0_11_11 = e0) &  ~ (all_0_44_44 = all_0_55_55)) | (all_0_14_14 = e2 &  ~ (all_0_13_13 = e4) &  ~ (all_0_39_39 = all_0_45_45)) | (all_0_16_16 = e2 &  ~ (all_0_15_15 = e3) &  ~ (all_0_42_42 = all_0_46_46)) | (all_0_19_19 = e2 &  ~ (all_0_18_18 = e1) &  ~ (all_0_48_48 = all_0_51_51)) | (all_0_21_21 = e2 &  ~ (all_0_20_20 = e0) &  ~ (all_0_49_49 = all_0_56_56)) | (all_0_23_23 = e1 &  ~ (all_0_22_22 = e3) &  ~ (all_0_43_43 = all_0_50_50)) | (all_0_25_25 = e1 &  ~ (all_0_24_24 = e2) &  ~ (all_0_48_48 = all_0_51_51)) | (all_0_28_28 = e1 &  ~ (all_0_27_27 = e0) &  ~ (all_0_53_53 = all_0_57_57))
% 61.29/26.43  																																																								|
% 61.29/26.43  																																																									+-Applying beta-rule and splitting (9585), into two cases.
% 61.29/26.43  																																																									|-Branch one:
% 61.29/26.43  																																																									| (9586) (all_0_1_1 = e4 &  ~ (all_0_0_0 = e3) &  ~ (all_0_38_38 = e2)) | (all_0_3_3 = e4 &  ~ (all_0_2_2 = e2) &  ~ (all_0_39_39 = all_0_45_45)) | (all_0_5_5 = e4 &  ~ (all_0_4_4 = e0) &  ~ (all_0_40_40 = all_0_54_54)) | (all_0_8_8 = e3 &  ~ (all_0_7_7 = e2) &  ~ (all_0_42_42 = all_0_46_46)) | (all_0_10_10 = e3 &  ~ (all_0_9_9 = e1) &  ~ (all_0_43_43 = all_0_50_50)) | (all_0_12_12 = e3 &  ~ (all_0_11_11 = e0) &  ~ (all_0_44_44 = all_0_55_55)) | (all_0_14_14 = e2 &  ~ (all_0_13_13 = e4) &  ~ (all_0_39_39 = all_0_45_45)) | (all_0_16_16 = e2 &  ~ (all_0_15_15 = e3) &  ~ (all_0_42_42 = all_0_46_46)) | (all_0_19_19 = e2 &  ~ (all_0_18_18 = e1) &  ~ (all_0_48_48 = all_0_51_51)) | (all_0_21_21 = e2 &  ~ (all_0_20_20 = e0) &  ~ (all_0_49_49 = all_0_56_56)) | (all_0_23_23 = e1 &  ~ (all_0_22_22 = e3) &  ~ (all_0_43_43 = all_0_50_50)) | (all_0_25_25 = e1 &  ~ (all_0_24_24 = e2) &  ~ (all_0_48_48 = all_0_51_51))
% 61.29/26.43  																																																									|
% 61.29/26.43  																																																										+-Applying beta-rule and splitting (9586), into two cases.
% 61.29/26.43  																																																										|-Branch one:
% 61.29/26.43  																																																										| (9587) (all_0_1_1 = e4 &  ~ (all_0_0_0 = e3) &  ~ (all_0_38_38 = e2)) | (all_0_3_3 = e4 &  ~ (all_0_2_2 = e2) &  ~ (all_0_39_39 = all_0_45_45)) | (all_0_5_5 = e4 &  ~ (all_0_4_4 = e0) &  ~ (all_0_40_40 = all_0_54_54)) | (all_0_8_8 = e3 &  ~ (all_0_7_7 = e2) &  ~ (all_0_42_42 = all_0_46_46)) | (all_0_10_10 = e3 &  ~ (all_0_9_9 = e1) &  ~ (all_0_43_43 = all_0_50_50)) | (all_0_12_12 = e3 &  ~ (all_0_11_11 = e0) &  ~ (all_0_44_44 = all_0_55_55)) | (all_0_14_14 = e2 &  ~ (all_0_13_13 = e4) &  ~ (all_0_39_39 = all_0_45_45)) | (all_0_16_16 = e2 &  ~ (all_0_15_15 = e3) &  ~ (all_0_42_42 = all_0_46_46)) | (all_0_19_19 = e2 &  ~ (all_0_18_18 = e1) &  ~ (all_0_48_48 = all_0_51_51)) | (all_0_21_21 = e2 &  ~ (all_0_20_20 = e0) &  ~ (all_0_49_49 = all_0_56_56)) | (all_0_23_23 = e1 &  ~ (all_0_22_22 = e3) &  ~ (all_0_43_43 = all_0_50_50))
% 61.29/26.43  																																																										|
% 61.29/26.43  																																																											+-Applying beta-rule and splitting (9587), into two cases.
% 61.29/26.43  																																																											|-Branch one:
% 61.29/26.43  																																																											| (9588) (all_0_1_1 = e4 &  ~ (all_0_0_0 = e3) &  ~ (all_0_38_38 = e2)) | (all_0_3_3 = e4 &  ~ (all_0_2_2 = e2) &  ~ (all_0_39_39 = all_0_45_45)) | (all_0_5_5 = e4 &  ~ (all_0_4_4 = e0) &  ~ (all_0_40_40 = all_0_54_54)) | (all_0_8_8 = e3 &  ~ (all_0_7_7 = e2) &  ~ (all_0_42_42 = all_0_46_46)) | (all_0_10_10 = e3 &  ~ (all_0_9_9 = e1) &  ~ (all_0_43_43 = all_0_50_50)) | (all_0_12_12 = e3 &  ~ (all_0_11_11 = e0) &  ~ (all_0_44_44 = all_0_55_55)) | (all_0_14_14 = e2 &  ~ (all_0_13_13 = e4) &  ~ (all_0_39_39 = all_0_45_45)) | (all_0_16_16 = e2 &  ~ (all_0_15_15 = e3) &  ~ (all_0_42_42 = all_0_46_46)) | (all_0_19_19 = e2 &  ~ (all_0_18_18 = e1) &  ~ (all_0_48_48 = all_0_51_51)) | (all_0_21_21 = e2 &  ~ (all_0_20_20 = e0) &  ~ (all_0_49_49 = all_0_56_56))
% 61.29/26.43  																																																											|
% 61.29/26.43  																																																												+-Applying beta-rule and splitting (9588), into two cases.
% 61.29/26.43  																																																												|-Branch one:
% 61.29/26.43  																																																												| (9589) (all_0_1_1 = e4 &  ~ (all_0_0_0 = e3) &  ~ (all_0_38_38 = e2)) | (all_0_3_3 = e4 &  ~ (all_0_2_2 = e2) &  ~ (all_0_39_39 = all_0_45_45)) | (all_0_5_5 = e4 &  ~ (all_0_4_4 = e0) &  ~ (all_0_40_40 = all_0_54_54)) | (all_0_8_8 = e3 &  ~ (all_0_7_7 = e2) &  ~ (all_0_42_42 = all_0_46_46)) | (all_0_10_10 = e3 &  ~ (all_0_9_9 = e1) &  ~ (all_0_43_43 = all_0_50_50)) | (all_0_12_12 = e3 &  ~ (all_0_11_11 = e0) &  ~ (all_0_44_44 = all_0_55_55)) | (all_0_14_14 = e2 &  ~ (all_0_13_13 = e4) &  ~ (all_0_39_39 = all_0_45_45)) | (all_0_16_16 = e2 &  ~ (all_0_15_15 = e3) &  ~ (all_0_42_42 = all_0_46_46)) | (all_0_19_19 = e2 &  ~ (all_0_18_18 = e1) &  ~ (all_0_48_48 = all_0_51_51))
% 61.29/26.43  																																																												|
% 61.29/26.43  																																																													+-Applying beta-rule and splitting (9589), into two cases.
% 61.29/26.43  																																																													|-Branch one:
% 61.29/26.43  																																																													| (9590) (all_0_1_1 = e4 &  ~ (all_0_0_0 = e3) &  ~ (all_0_38_38 = e2)) | (all_0_3_3 = e4 &  ~ (all_0_2_2 = e2) &  ~ (all_0_39_39 = all_0_45_45)) | (all_0_5_5 = e4 &  ~ (all_0_4_4 = e0) &  ~ (all_0_40_40 = all_0_54_54)) | (all_0_8_8 = e3 &  ~ (all_0_7_7 = e2) &  ~ (all_0_42_42 = all_0_46_46)) | (all_0_10_10 = e3 &  ~ (all_0_9_9 = e1) &  ~ (all_0_43_43 = all_0_50_50)) | (all_0_12_12 = e3 &  ~ (all_0_11_11 = e0) &  ~ (all_0_44_44 = all_0_55_55)) | (all_0_14_14 = e2 &  ~ (all_0_13_13 = e4) &  ~ (all_0_39_39 = all_0_45_45)) | (all_0_16_16 = e2 &  ~ (all_0_15_15 = e3) &  ~ (all_0_42_42 = all_0_46_46))
% 61.29/26.43  																																																													|
% 61.29/26.43  																																																														+-Applying beta-rule and splitting (9590), into two cases.
% 61.29/26.43  																																																														|-Branch one:
% 61.29/26.43  																																																														| (9591) (all_0_1_1 = e4 &  ~ (all_0_0_0 = e3) &  ~ (all_0_38_38 = e2)) | (all_0_3_3 = e4 &  ~ (all_0_2_2 = e2) &  ~ (all_0_39_39 = all_0_45_45)) | (all_0_5_5 = e4 &  ~ (all_0_4_4 = e0) &  ~ (all_0_40_40 = all_0_54_54)) | (all_0_8_8 = e3 &  ~ (all_0_7_7 = e2) &  ~ (all_0_42_42 = all_0_46_46)) | (all_0_10_10 = e3 &  ~ (all_0_9_9 = e1) &  ~ (all_0_43_43 = all_0_50_50)) | (all_0_12_12 = e3 &  ~ (all_0_11_11 = e0) &  ~ (all_0_44_44 = all_0_55_55)) | (all_0_14_14 = e2 &  ~ (all_0_13_13 = e4) &  ~ (all_0_39_39 = all_0_45_45))
% 61.29/26.43  																																																														|
% 61.29/26.43  																																																															+-Applying beta-rule and splitting (9591), into two cases.
% 61.29/26.43  																																																															|-Branch one:
% 61.29/26.43  																																																															| (9592) (all_0_1_1 = e4 &  ~ (all_0_0_0 = e3) &  ~ (all_0_38_38 = e2)) | (all_0_3_3 = e4 &  ~ (all_0_2_2 = e2) &  ~ (all_0_39_39 = all_0_45_45)) | (all_0_5_5 = e4 &  ~ (all_0_4_4 = e0) &  ~ (all_0_40_40 = all_0_54_54)) | (all_0_8_8 = e3 &  ~ (all_0_7_7 = e2) &  ~ (all_0_42_42 = all_0_46_46)) | (all_0_10_10 = e3 &  ~ (all_0_9_9 = e1) &  ~ (all_0_43_43 = all_0_50_50)) | (all_0_12_12 = e3 &  ~ (all_0_11_11 = e0) &  ~ (all_0_44_44 = all_0_55_55))
% 61.29/26.44  																																																															|
% 61.29/26.44  																																																																+-Applying beta-rule and splitting (9592), into two cases.
% 61.29/26.44  																																																																|-Branch one:
% 61.29/26.44  																																																																| (9593) (all_0_1_1 = e4 &  ~ (all_0_0_0 = e3) &  ~ (all_0_38_38 = e2)) | (all_0_3_3 = e4 &  ~ (all_0_2_2 = e2) &  ~ (all_0_39_39 = all_0_45_45)) | (all_0_5_5 = e4 &  ~ (all_0_4_4 = e0) &  ~ (all_0_40_40 = all_0_54_54)) | (all_0_8_8 = e3 &  ~ (all_0_7_7 = e2) &  ~ (all_0_42_42 = all_0_46_46)) | (all_0_10_10 = e3 &  ~ (all_0_9_9 = e1) &  ~ (all_0_43_43 = all_0_50_50))
% 61.29/26.44  																																																																|
% 61.29/26.44  																																																																	+-Applying beta-rule and splitting (9593), into two cases.
% 61.29/26.44  																																																																	|-Branch one:
% 61.29/26.44  																																																																	| (9594) (all_0_1_1 = e4 &  ~ (all_0_0_0 = e3) &  ~ (all_0_38_38 = e2)) | (all_0_3_3 = e4 &  ~ (all_0_2_2 = e2) &  ~ (all_0_39_39 = all_0_45_45)) | (all_0_5_5 = e4 &  ~ (all_0_4_4 = e0) &  ~ (all_0_40_40 = all_0_54_54)) | (all_0_8_8 = e3 &  ~ (all_0_7_7 = e2) &  ~ (all_0_42_42 = all_0_46_46))
% 61.29/26.44  																																																																	|
% 61.29/26.44  																																																																		+-Applying beta-rule and splitting (9594), into two cases.
% 61.29/26.44  																																																																		|-Branch one:
% 61.29/26.44  																																																																		| (9595) (all_0_1_1 = e4 &  ~ (all_0_0_0 = e3) &  ~ (all_0_38_38 = e2)) | (all_0_3_3 = e4 &  ~ (all_0_2_2 = e2) &  ~ (all_0_39_39 = all_0_45_45)) | (all_0_5_5 = e4 &  ~ (all_0_4_4 = e0) &  ~ (all_0_40_40 = all_0_54_54))
% 61.29/26.44  																																																																		|
% 61.29/26.44  																																																																			+-Applying beta-rule and splitting (9595), into two cases.
% 61.29/26.44  																																																																			|-Branch one:
% 61.29/26.44  																																																																			| (9596) (all_0_1_1 = e4 &  ~ (all_0_0_0 = e3) &  ~ (all_0_38_38 = e2)) | (all_0_3_3 = e4 &  ~ (all_0_2_2 = e2) &  ~ (all_0_39_39 = all_0_45_45))
% 61.29/26.44  																																																																			|
% 61.29/26.44  																																																																				+-Applying beta-rule and splitting (9596), into two cases.
% 61.29/26.44  																																																																				|-Branch one:
% 61.29/26.44  																																																																				| (9597) all_0_1_1 = e4 &  ~ (all_0_0_0 = e3) &  ~ (all_0_38_38 = e2)
% 61.29/26.44  																																																																				|
% 61.29/26.44  																																																																					| Applying alpha-rule on (9597) yields:
% 61.29/26.44  																																																																					| (9598) all_0_1_1 = e4
% 61.29/26.44  																																																																					| (9599)  ~ (all_0_0_0 = e3)
% 61.29/26.44  																																																																					| (9600)  ~ (all_0_38_38 = e2)
% 61.29/26.44  																																																																					|
% 61.29/26.44  																																																																					| Equations (22236) can reduce 9599 to:
% 61.29/26.44  																																																																					| (266) $false
% 61.29/26.44  																																																																					|
% 61.29/26.44  																																																																					|-The branch is then unsatisfiable
% 61.29/26.44  																																																																				|-Branch two:
% 61.29/26.44  																																																																				| (9604) all_0_3_3 = e4 &  ~ (all_0_2_2 = e2) &  ~ (all_0_39_39 = all_0_45_45)
% 61.29/26.44  																																																																				|
% 61.29/26.44  																																																																					| Applying alpha-rule on (9604) yields:
% 61.29/26.44  																																																																					| (2165) all_0_3_3 = e4
% 61.29/26.44  																																																																					| (9606)  ~ (all_0_2_2 = e2)
% 61.29/26.44  																																																																					| (9607)  ~ (all_0_39_39 = all_0_45_45)
% 61.29/26.44  																																																																					|
% 61.29/26.44  																																																																					| Equations (471,248) can reduce 9607 to:
% 61.29/26.44  																																																																					| (266) $false
% 61.29/26.44  																																																																					|
% 61.29/26.44  																																																																					|-The branch is then unsatisfiable
% 61.29/26.44  																																																																			|-Branch two:
% 61.29/26.44  																																																																			| (9609) all_0_5_5 = e4 &  ~ (all_0_4_4 = e0) &  ~ (all_0_40_40 = all_0_54_54)
% 61.29/26.44  																																																																			|
% 61.29/26.44  																																																																				| Applying alpha-rule on (9609) yields:
% 61.29/26.44  																																																																				| (9610) all_0_5_5 = e4
% 61.29/26.44  																																																																				| (9611)  ~ (all_0_4_4 = e0)
% 61.29/26.44  																																																																				| (9612)  ~ (all_0_40_40 = all_0_54_54)
% 61.29/26.44  																																																																				|
% 61.29/26.44  																																																																				| Combining equations (9610,58325) yields a new equation:
% 61.29/26.44  																																																																				| (636) e4 = e1
% 61.29/26.44  																																																																				|
% 61.29/26.44  																																																																				| Simplifying 636 yields:
% 61.29/26.44  																																																																				| (630) e4 = e1
% 61.29/26.44  																																																																				|
% 61.29/26.44  																																																																				| Equations (630) can reduce 110 to:
% 61.29/26.44  																																																																				| (266) $false
% 61.29/26.44  																																																																				|
% 61.29/26.44  																																																																				|-The branch is then unsatisfiable
% 61.29/26.44  																																																																		|-Branch two:
% 61.29/26.44  																																																																		| (9616) all_0_8_8 = e3 &  ~ (all_0_7_7 = e2) &  ~ (all_0_42_42 = all_0_46_46)
% 61.29/26.44  																																																																		|
% 61.29/26.44  																																																																			| Applying alpha-rule on (9616) yields:
% 61.29/26.44  																																																																			| (4675) all_0_8_8 = e3
% 61.29/26.44  																																																																			| (9618)  ~ (all_0_7_7 = e2)
% 61.29/26.44  																																																																			| (9619)  ~ (all_0_42_42 = all_0_46_46)
% 61.29/26.44  																																																																			|
% 61.29/26.45  																																																																			| Combining equations (4675,58368) yields a new equation:
% 61.29/26.45  																																																																			| (454) e3 = e1
% 61.29/26.45  																																																																			|
% 61.29/26.45  																																																																			| Simplifying 454 yields:
% 61.29/26.45  																																																																			| (455) e3 = e1
% 61.29/26.45  																																																																			|
% 61.29/26.45  																																																																			| Equations (455) can reduce 213 to:
% 61.29/26.45  																																																																			| (266) $false
% 61.29/26.45  																																																																			|
% 61.29/26.45  																																																																			|-The branch is then unsatisfiable
% 61.29/26.45  																																																																	|-Branch two:
% 61.29/26.45  																																																																	| (9621) all_0_10_10 = e3 &  ~ (all_0_9_9 = e1) &  ~ (all_0_43_43 = all_0_50_50)
% 61.29/26.45  																																																																	|
% 61.29/26.45  																																																																		| Applying alpha-rule on (9621) yields:
% 61.29/26.45  																																																																		| (9622) all_0_10_10 = e3
% 61.29/26.45  																																																																		| (9623)  ~ (all_0_9_9 = e1)
% 61.29/26.45  																																																																		| (9624)  ~ (all_0_43_43 = all_0_50_50)
% 61.29/26.45  																																																																		|
% 61.29/26.45  																																																																		| Combining equations (9622,6394) yields a new equation:
% 61.29/26.45  																																																																		| (425) e4 = e3
% 61.29/26.45  																																																																		|
% 61.29/26.45  																																																																		| Equations (425) can reduce 188 to:
% 61.29/26.45  																																																																		| (266) $false
% 61.29/26.45  																																																																		|
% 61.29/26.45  																																																																		|-The branch is then unsatisfiable
% 61.29/26.45  																																																																|-Branch two:
% 61.29/26.45  																																																																| (9627) all_0_12_12 = e3 &  ~ (all_0_11_11 = e0) &  ~ (all_0_44_44 = all_0_55_55)
% 61.29/26.45  																																																																|
% 61.29/26.45  																																																																	| Applying alpha-rule on (9627) yields:
% 61.29/26.45  																																																																	| (2156) all_0_12_12 = e3
% 61.29/26.45  																																																																	| (9629)  ~ (all_0_11_11 = e0)
% 61.29/26.45  																																																																	| (9630)  ~ (all_0_44_44 = all_0_55_55)
% 61.29/26.45  																																																																	|
% 61.29/26.45  																																																																	| Combining equations (2156,52202) yields a new equation:
% 61.29/26.45  																																																																	| (661) e3 = e2
% 61.29/26.45  																																																																	|
% 61.29/26.45  																																																																	| Simplifying 661 yields:
% 61.29/26.45  																																																																	| (662) e3 = e2
% 61.29/26.45  																																																																	|
% 61.29/26.45  																																																																	| Equations (662) can reduce 212 to:
% 61.29/26.45  																																																																	| (266) $false
% 61.29/26.45  																																																																	|
% 61.29/26.45  																																																																	|-The branch is then unsatisfiable
% 61.29/26.45  																																																															|-Branch two:
% 61.29/26.45  																																																															| (9632) all_0_14_14 = e2 &  ~ (all_0_13_13 = e4) &  ~ (all_0_39_39 = all_0_45_45)
% 61.29/26.45  																																																															|
% 61.29/26.45  																																																																| Applying alpha-rule on (9632) yields:
% 61.29/26.45  																																																																| (9633) all_0_14_14 = e2
% 61.29/26.45  																																																																| (9634)  ~ (all_0_13_13 = e4)
% 61.29/26.45  																																																																| (9607)  ~ (all_0_39_39 = all_0_45_45)
% 61.29/26.45  																																																																|
% 61.29/26.45  																																																																| Combining equations (9633,284) yields a new equation:
% 61.29/26.45  																																																																| (616) e2 = e1
% 61.29/26.45  																																																																|
% 61.29/26.45  																																																																| Simplifying 616 yields:
% 61.29/26.45  																																																																| (617) e2 = e1
% 61.29/26.45  																																																																|
% 61.29/26.45  																																																																| Equations (617) can reduce 122 to:
% 61.29/26.45  																																																																| (266) $false
% 61.29/26.45  																																																																|
% 61.29/26.45  																																																																|-The branch is then unsatisfiable
% 61.29/26.45  																																																														|-Branch two:
% 61.29/26.45  																																																														| (9638) all_0_16_16 = e2 &  ~ (all_0_15_15 = e3) &  ~ (all_0_42_42 = all_0_46_46)
% 61.29/26.45  																																																														|
% 61.29/26.45  																																																															| Applying alpha-rule on (9638) yields:
% 61.29/26.45  																																																															| (9639) all_0_16_16 = e2
% 61.29/26.46  																																																															| (9640)  ~ (all_0_15_15 = e3)
% 61.29/26.46  																																																															| (9619)  ~ (all_0_42_42 = all_0_46_46)
% 61.29/26.46  																																																															|
% 61.29/26.46  																																																															| Equations (57978) can reduce 9640 to:
% 61.29/26.46  																																																															| (266) $false
% 61.29/26.46  																																																															|
% 61.29/26.46  																																																															|-The branch is then unsatisfiable
% 61.29/26.46  																																																													|-Branch two:
% 61.29/26.46  																																																													| (9644) all_0_19_19 = e2 &  ~ (all_0_18_18 = e1) &  ~ (all_0_48_48 = all_0_51_51)
% 61.29/26.46  																																																													|
% 61.29/26.46  																																																														| Applying alpha-rule on (9644) yields:
% 61.29/26.46  																																																														| (349) all_0_19_19 = e2
% 61.29/26.46  																																																														| (9646)  ~ (all_0_18_18 = e1)
% 61.29/26.46  																																																														| (9647)  ~ (all_0_48_48 = all_0_51_51)
% 61.29/26.46  																																																														|
% 61.29/26.46  																																																														| Equations (9471) can reduce 9646 to:
% 61.29/26.46  																																																														| (266) $false
% 61.29/26.46  																																																														|
% 61.29/26.46  																																																														|-The branch is then unsatisfiable
% 61.29/26.46  																																																												|-Branch two:
% 61.29/26.46  																																																												| (9649) all_0_21_21 = e2 &  ~ (all_0_20_20 = e0) &  ~ (all_0_49_49 = all_0_56_56)
% 61.29/26.46  																																																												|
% 61.29/26.46  																																																													| Applying alpha-rule on (9649) yields:
% 61.29/26.46  																																																													| (4269) all_0_21_21 = e2
% 61.29/26.46  																																																													| (9651)  ~ (all_0_20_20 = e0)
% 61.29/26.46  																																																													| (9652)  ~ (all_0_49_49 = all_0_56_56)
% 61.29/26.46  																																																													|
% 61.29/26.46  																																																													| Combining equations (4269,8826) yields a new equation:
% 61.29/26.46  																																																													| (662) e3 = e2
% 61.29/26.46  																																																													|
% 61.29/26.46  																																																													| Equations (662) can reduce 212 to:
% 61.29/26.46  																																																													| (266) $false
% 61.29/26.46  																																																													|
% 61.29/26.46  																																																													|-The branch is then unsatisfiable
% 61.29/26.46  																																																											|-Branch two:
% 61.29/26.46  																																																											| (9656) all_0_23_23 = e1 &  ~ (all_0_22_22 = e3) &  ~ (all_0_43_43 = all_0_50_50)
% 61.29/26.46  																																																											|
% 61.29/26.46  																																																												| Applying alpha-rule on (9656) yields:
% 61.29/26.46  																																																												| (9657) all_0_23_23 = e1
% 61.29/26.46  																																																												| (9658)  ~ (all_0_22_22 = e3)
% 61.29/26.46  																																																												| (9624)  ~ (all_0_43_43 = all_0_50_50)
% 61.29/26.46  																																																												|
% 61.29/26.46  																																																												| Equations (430,601) can reduce 9624 to:
% 61.29/26.46  																																																												| (266) $false
% 61.29/26.46  																																																												|
% 61.29/26.46  																																																												|-The branch is then unsatisfiable
% 61.29/26.46  																																																										|-Branch two:
% 61.29/26.46  																																																										| (9661) all_0_25_25 = e1 &  ~ (all_0_24_24 = e2) &  ~ (all_0_48_48 = all_0_51_51)
% 61.29/26.46  																																																										|
% 61.29/26.46  																																																											| Applying alpha-rule on (9661) yields:
% 61.29/26.46  																																																											| (4271) all_0_25_25 = e1
% 61.29/26.46  																																																											| (9663)  ~ (all_0_24_24 = e2)
% 61.29/26.46  																																																											| (9647)  ~ (all_0_48_48 = all_0_51_51)
% 61.29/26.46  																																																											|
% 61.29/26.46  																																																											| Combining equations (4271,683) yields a new equation:
% 61.29/26.46  																																																											| (455) e3 = e1
% 61.29/26.46  																																																											|
% 61.29/26.46  																																																											| Equations (455) can reduce 213 to:
% 61.29/26.46  																																																											| (266) $false
% 61.29/26.46  																																																											|
% 61.29/26.46  																																																											|-The branch is then unsatisfiable
% 61.29/26.46  																																																									|-Branch two:
% 61.29/26.46  																																																									| (9668) all_0_28_28 = e1 &  ~ (all_0_27_27 = e0) &  ~ (all_0_53_53 = all_0_57_57)
% 61.29/26.46  																																																									|
% 61.29/26.46  																																																										| Applying alpha-rule on (9668) yields:
% 61.29/26.46  																																																										| (9669) all_0_28_28 = e1
% 61.29/26.47  																																																										| (9670)  ~ (all_0_27_27 = e0)
% 61.29/26.47  																																																										| (9671)  ~ (all_0_53_53 = all_0_57_57)
% 61.29/26.47  																																																										|
% 61.29/26.47  																																																										| Combining equations (9669,5155) yields a new equation:
% 61.29/26.47  																																																										| (630) e4 = e1
% 61.29/26.47  																																																										|
% 61.29/26.47  																																																										| Equations (630) can reduce 110 to:
% 61.29/26.47  																																																										| (266) $false
% 61.29/26.47  																																																										|
% 61.29/26.47  																																																										|-The branch is then unsatisfiable
% 61.29/26.47  																																																								|-Branch two:
% 61.29/26.47  																																																								| (9674) all_0_30_30 = e0 &  ~ (all_0_29_29 = e4) &  ~ (all_0_40_40 = all_0_54_54)
% 61.29/26.47  																																																								|
% 61.29/26.47  																																																									| Applying alpha-rule on (9674) yields:
% 61.29/26.47  																																																									| (9675) all_0_30_30 = e0
% 61.29/26.47  																																																									| (9676)  ~ (all_0_29_29 = e4)
% 61.29/26.47  																																																									| (9612)  ~ (all_0_40_40 = all_0_54_54)
% 61.29/26.47  																																																									|
% 61.29/26.47  																																																									| Combining equations (286,9675) yields a new equation:
% 61.29/26.47  																																																									| (391) e2 = e0
% 61.29/26.47  																																																									|
% 61.29/26.47  																																																									| Simplifying 391 yields:
% 61.29/26.47  																																																									| (330) e2 = e0
% 61.29/26.47  																																																									|
% 61.29/26.47  																																																									| Equations (330) can reduce 128 to:
% 61.29/26.47  																																																									| (266) $false
% 61.29/26.47  																																																									|
% 61.29/26.47  																																																									|-The branch is then unsatisfiable
% 61.29/26.47  																																																							|-Branch two:
% 61.29/26.47  																																																							| (9680) all_0_32_32 = e0 &  ~ (all_0_31_31 = e3) &  ~ (all_0_44_44 = all_0_55_55)
% 61.29/26.47  																																																							|
% 61.29/26.47  																																																								| Applying alpha-rule on (9680) yields:
% 61.29/26.47  																																																								| (2163) all_0_32_32 = e0
% 61.29/26.47  																																																								| (9682)  ~ (all_0_31_31 = e3)
% 61.29/26.47  																																																								| (9630)  ~ (all_0_44_44 = all_0_55_55)
% 61.29/26.47  																																																								|
% 61.29/26.47  																																																								| Equations (446,587) can reduce 9630 to:
% 61.29/26.47  																																																								| (266) $false
% 61.29/26.47  																																																								|
% 61.29/26.47  																																																								|-The branch is then unsatisfiable
% 61.29/26.47  																																																						|-Branch two:
% 61.29/26.47  																																																						| (9686) all_0_34_34 = e0 &  ~ (all_0_33_33 = e2) &  ~ (all_0_49_49 = all_0_56_56)
% 61.29/26.47  																																																						|
% 61.29/26.47  																																																							| Applying alpha-rule on (9686) yields:
% 61.29/26.47  																																																							| (9687) all_0_34_34 = e0
% 61.29/26.47  																																																							| (9688)  ~ (all_0_33_33 = e2)
% 61.29/26.47  																																																							| (9652)  ~ (all_0_49_49 = all_0_56_56)
% 61.29/26.47  																																																							|
% 61.29/26.47  																																																							| Combining equations (5160,9687) yields a new equation:
% 61.29/26.47  																																																							| (391) e2 = e0
% 61.29/26.47  																																																							|
% 61.29/26.47  																																																							| Simplifying 391 yields:
% 61.29/26.47  																																																							| (330) e2 = e0
% 61.29/26.47  																																																							|
% 61.29/26.47  																																																							| Equations (330) can reduce 128 to:
% 61.29/26.47  																																																							| (266) $false
% 61.29/26.47  																																																							|
% 61.29/26.47  																																																							|-The branch is then unsatisfiable
% 61.29/26.47  																																																					|-Branch two:
% 61.29/26.47  																																																					| (9693) all_0_36_36 = e0 &  ~ (all_0_35_35 = e1) &  ~ (all_0_53_53 = all_0_57_57)
% 61.29/26.47  																																																					|
% 61.29/26.47  																																																						| Applying alpha-rule on (9693) yields:
% 61.38/26.47  																																																						| (9694) all_0_36_36 = e0
% 61.38/26.47  																																																						| (9695)  ~ (all_0_35_35 = e1)
% 61.38/26.47  																																																						| (9671)  ~ (all_0_53_53 = all_0_57_57)
% 61.38/26.47  																																																						|
% 61.38/26.47  																																																						| Equations (9437) can reduce 9695 to:
% 61.38/26.47  																																																						| (266) $false
% 61.38/26.47  																																																						|
% 61.38/26.47  																																																						|-The branch is then unsatisfiable
% 61.38/26.47  																																																				|-Branch two:
% 61.38/26.47  																																																				| (9698) all_0_45_45 = e3 &  ~ (all_0_38_38 = e2) &  ~ (all_0_46_46 = e4)
% 61.38/26.47  																																																				|
% 61.38/26.47  																																																					| Applying alpha-rule on (9698) yields:
% 61.38/26.47  																																																					| (423) all_0_45_45 = e3
% 61.38/26.47  																																																					| (9600)  ~ (all_0_38_38 = e2)
% 61.38/26.47  																																																					| (250)  ~ (all_0_46_46 = e4)
% 61.38/26.47  																																																					|
% 61.38/26.47  																																																					| Combining equations (423,248) yields a new equation:
% 61.38/26.47  																																																					| (425) e4 = e3
% 61.38/26.47  																																																					|
% 61.38/26.47  																																																					| Equations (425) can reduce 188 to:
% 61.38/26.47  																																																					| (266) $false
% 61.38/26.47  																																																					|
% 61.38/26.47  																																																					|-The branch is then unsatisfiable
% 61.38/26.48  																																						|-Branch two:
% 61.38/26.48  																																						| (433)  ~ (all_0_43_43 = e1)
% 61.38/26.48  																																						| (434) all_0_48_48 = e1 | all_0_52_52 = e1 | all_0_57_57 = e1
% 61.38/26.48  																																						|
% 61.38/26.48  																																							+-Applying beta-rule and splitting (6374), into two cases.
% 61.38/26.48  																																							|-Branch one:
% 61.38/26.48  																																							| (356) all_0_43_43 = e0
% 61.38/26.48  																																							|
% 61.38/26.48  																																								| Equations (356) can reduce 5470 to:
% 61.38/26.48  																																								| (266) $false
% 61.38/26.48  																																								|
% 61.38/26.48  																																								|-The branch is then unsatisfiable
% 61.38/26.48  																																							|-Branch two:
% 61.38/26.48  																																							| (5470)  ~ (all_0_43_43 = e0)
% 61.38/26.48  																																							| (430) all_0_43_43 = e1
% 61.38/26.48  																																							|
% 61.38/26.48  																																								| Equations (430) can reduce 433 to:
% 61.38/26.48  																																								| (266) $false
% 61.38/26.48  																																								|
% 61.38/26.48  																																								|-The branch is then unsatisfiable
% 61.38/26.48  																																				|-Branch two:
% 61.38/26.48  																																				| (1283)  ~ (all_0_48_48 = e0)
% 61.38/26.48  																																				| (875) all_0_57_57 = e0
% 61.38/26.48  																																				|
% 61.38/26.48  																																					| Combining equations (875,442) yields a new equation:
% 61.38/26.48  																																					| (330) e2 = e0
% 61.38/26.48  																																					|
% 61.38/26.48  																																					| Equations (330) can reduce 128 to:
% 61.38/26.48  																																					| (266) $false
% 61.38/26.48  																																					|
% 61.38/26.48  																																					|-The branch is then unsatisfiable
% 61.38/26.48  																																			|-Branch two:
% 61.38/26.48  																																			| (358)  ~ (all_0_42_42 = e0)
% 61.38/26.48  																																			| (6766) all_0_43_43 = e0 | all_0_44_44 = e0
% 61.38/26.48  																																			|
% 61.38/26.48  																																				+-Applying beta-rule and splitting (5471), into two cases.
% 61.38/26.48  																																				|-Branch one:
% 61.38/26.48  																																				| (1279) all_0_48_48 = e0
% 61.38/26.48  																																				|
% 61.38/26.48  																																					| Equations (1279) can reduce 17 to:
% 61.38/26.48  																																					| (5470)  ~ (all_0_43_43 = e0)
% 61.38/26.48  																																					|
% 61.38/26.48  																																					| Equations (1279) can reduce 254 to:
% 61.38/26.48  																																					| (401)  ~ (e4 = e0)
% 61.38/26.48  																																					|
% 61.38/26.48  																																					| Simplifying 401 yields:
% 61.38/26.48  																																					| (49)  ~ (e4 = e0)
% 61.38/26.48  																																					|
% 61.38/26.48  																																					+-Applying beta-rule and splitting (6766), into two cases.
% 61.38/26.48  																																					|-Branch one:
% 61.38/26.48  																																					| (356) all_0_43_43 = e0
% 61.38/26.48  																																					|
% 61.38/26.48  																																						| Equations (356) can reduce 5470 to:
% 61.38/26.48  																																						| (266) $false
% 61.38/26.48  																																						|
% 61.38/26.48  																																						|-The branch is then unsatisfiable
% 61.38/26.48  																																					|-Branch two:
% 61.38/26.48  																																					| (5470)  ~ (all_0_43_43 = e0)
% 61.38/26.48  																																					| (1414) all_0_44_44 = e0
% 61.38/26.48  																																					|
% 61.38/26.48  																																						| Combining equations (446,1414) yields a new equation:
% 61.38/26.48  																																						| (481) e4 = e0
% 61.38/26.48  																																						|
% 61.38/26.48  																																						| Simplifying 481 yields:
% 61.38/26.48  																																						| (397) e4 = e0
% 61.38/26.48  																																						|
% 61.38/26.48  																																						| Equations (397) can reduce 49 to:
% 61.38/26.48  																																						| (266) $false
% 61.38/26.48  																																						|
% 61.38/26.48  																																						|-The branch is then unsatisfiable
% 61.38/26.48  																																				|-Branch two:
% 61.38/26.48  																																				| (1283)  ~ (all_0_48_48 = e0)
% 61.38/26.48  																																				| (875) all_0_57_57 = e0
% 61.38/26.48  																																				|
% 61.38/26.48  																																					| Combining equations (875,442) yields a new equation:
% 61.38/26.48  																																					| (330) e2 = e0
% 61.38/26.48  																																					|
% 61.38/26.48  																																					| Equations (330) can reduce 128 to:
% 61.38/26.48  																																					| (266) $false
% 61.38/26.48  																																					|
% 61.38/26.48  																																					|-The branch is then unsatisfiable
% 61.38/26.48  																															|-Branch two:
% 61.38/26.48  																															| (1390)  ~ (all_0_44_44 = e4)
% 61.38/26.48  																															| (7998) all_0_49_49 = e4 | all_0_53_53 = e4 | all_0_58_58 = e4
% 61.38/26.48  																															|
% 61.38/26.48  																																+-Applying beta-rule and splitting (7998), into two cases.
% 61.38/26.48  																																|-Branch one:
% 61.38/26.48  																																| (974) all_0_49_49 = e4
% 61.38/26.48  																																|
% 61.38/26.48  																																	| Equations (974) can reduce 256 to:
% 61.38/26.48  																																	| (266) $false
% 61.38/26.48  																																	|
% 61.38/26.48  																																	|-The branch is then unsatisfiable
% 61.38/26.48  																																|-Branch two:
% 61.38/26.48  																																| (256)  ~ (all_0_49_49 = e4)
% 61.38/26.48  																																| (8013) all_0_53_53 = e4 | all_0_58_58 = e4
% 61.38/26.48  																																|
% 61.38/26.48  																																	+-Applying beta-rule and splitting (8013), into two cases.
% 61.38/26.48  																																	|-Branch one:
% 61.38/26.48  																																	| (1298) all_0_53_53 = e4
% 61.38/26.48  																																	|
% 61.38/26.48  																																		| Combining equations (665,1298) yields a new equation:
% 61.38/26.48  																																		| (425) e4 = e3
% 61.38/26.48  																																		|
% 61.38/26.48  																																		| Equations (425) can reduce 188 to:
% 61.38/26.48  																																		| (266) $false
% 61.38/26.48  																																		|
% 61.38/26.48  																																		|-The branch is then unsatisfiable
% 61.38/26.48  																																	|-Branch two:
% 61.38/26.48  																																	| (1453)  ~ (all_0_53_53 = e4)
% 61.38/26.48  																																	| (910) all_0_58_58 = e4
% 61.38/26.48  																																	|
% 61.38/26.48  																																		| Equations (910) can reduce 451 to:
% 61.38/26.48  																																		| (266) $false
% 61.38/26.48  																																		|
% 61.38/26.48  																																		|-The branch is then unsatisfiable
% 61.38/26.48  																													|-Branch two:
% 61.38/26.48  																													| (763)  ~ (all_0_55_55 = e4)
% 61.38/26.48  																													| (2055) all_0_55_55 = e3 | all_0_55_55 = e1 | all_0_55_55 = e0
% 61.38/26.48  																													|
% 61.38/26.48  																														+-Applying beta-rule and splitting (441), into two cases.
% 61.38/26.48  																														|-Branch one:
% 61.38/26.48  																														| (1392) all_0_42_42 = e4
% 61.38/26.48  																														|
% 61.38/26.48  																															| Equations (1392) can reduce 1890 to:
% 61.38/26.48  																															| (266) $false
% 61.38/26.48  																															|
% 61.38/26.48  																															|-The branch is then unsatisfiable
% 61.38/26.48  																														|-Branch two:
% 61.38/26.48  																														| (1890)  ~ (all_0_42_42 = e4)
% 61.38/26.48  																														| (1891) all_0_43_43 = e4 | all_0_44_44 = e4
% 61.38/26.48  																														|
% 61.38/26.48  																															+-Applying beta-rule and splitting (582), into two cases.
% 61.38/26.48  																															|-Branch one:
% 61.38/26.48  																															| (437) all_0_41_41 = e4
% 61.38/26.48  																															|
% 61.38/26.48  																																| Combining equations (403,437) yields a new equation:
% 61.38/26.48  																																| (425) e4 = e3
% 61.38/26.48  																																|
% 61.38/26.48  																																| Equations (425) can reduce 188 to:
% 61.38/26.48  																																| (266) $false
% 61.38/26.48  																																|
% 61.38/26.48  																																|-The branch is then unsatisfiable
% 61.38/26.48  																															|-Branch two:
% 61.38/26.48  																															| (440)  ~ (all_0_41_41 = e4)
% 61.38/26.48  																															| (769) all_0_46_46 = e4 | all_0_50_50 = e4 | all_0_55_55 = e4
% 61.38/26.48  																															|
% 61.38/26.48  																																+-Applying beta-rule and splitting (1891), into two cases.
% 61.38/26.48  																																|-Branch one:
% 61.38/26.48  																																| (396) all_0_43_43 = e4
% 61.38/26.48  																																|
% 61.38/26.48  																																	| Equations (396) can reduce 399 to:
% 61.38/26.48  																																	| (266) $false
% 61.38/26.48  																																	|
% 61.38/26.48  																																	|-The branch is then unsatisfiable
% 61.38/26.48  																																|-Branch two:
% 61.38/26.48  																																| (399)  ~ (all_0_43_43 = e4)
% 61.38/26.48  																																| (446) all_0_44_44 = e4
% 61.38/26.48  																																|
% 61.38/26.48  																																	| Equations (446) can reduce 147 to:
% 61.38/26.48  																																	| (48)  ~ (e4 = e2)
% 61.38/26.48  																																	|
% 61.38/26.48  																																	+-Applying beta-rule and splitting (769), into two cases.
% 61.38/26.48  																																	|-Branch one:
% 61.38/26.48  																																	| (770) all_0_46_46 = e4
% 61.38/26.48  																																	|
% 61.38/26.48  																																		| Combining equations (1794,770) yields a new equation:
% 61.38/26.48  																																		| (323) e4 = e2
% 61.38/26.48  																																		|
% 61.38/26.48  																																		| Equations (323) can reduce 48 to:
% 61.38/26.48  																																		| (266) $false
% 61.38/26.48  																																		|
% 61.38/26.48  																																		|-The branch is then unsatisfiable
% 61.38/26.48  																																	|-Branch two:
% 61.38/26.48  																																	| (250)  ~ (all_0_46_46 = e4)
% 61.38/26.48  																																	| (774) all_0_50_50 = e4 | all_0_55_55 = e4
% 61.38/26.48  																																	|
% 61.38/26.48  																																		+-Applying beta-rule and splitting (774), into two cases.
% 61.38/26.48  																																		|-Branch one:
% 61.38/26.48  																																		| (775) all_0_50_50 = e4
% 61.38/26.48  																																		|
% 61.38/26.48  																																			| Combining equations (601,775) yields a new equation:
% 61.38/26.48  																																			| (630) e4 = e1
% 61.38/26.48  																																			|
% 61.38/26.48  																																			| Equations (630) can reduce 110 to:
% 61.38/26.48  																																			| (266) $false
% 61.38/26.48  																																			|
% 61.38/26.48  																																			|-The branch is then unsatisfiable
% 61.38/26.48  																																		|-Branch two:
% 61.38/26.48  																																		| (566)  ~ (all_0_50_50 = e4)
% 61.38/26.48  																																		| (587) all_0_55_55 = e4
% 61.38/26.48  																																		|
% 61.38/26.48  																																			| Equations (587) can reduce 763 to:
% 61.38/26.48  																																			| (266) $false
% 61.38/26.48  																																			|
% 61.38/26.48  																																			|-The branch is then unsatisfiable
% 61.38/26.48  																									|-Branch two:
% 61.38/26.48  																									| (759)  ~ (all_0_50_50 = e1)
% 61.38/26.48  																									| (415) all_0_50_50 = e3
% 61.38/26.48  																									|
% 61.38/26.48  																										| Equations (415) can reduce 411 to:
% 61.38/26.48  																										| (266) $false
% 61.38/26.48  																										|
% 61.38/26.48  																										|-The branch is then unsatisfiable
% 61.38/26.48  																								|-Branch two:
% 61.38/26.48  																								| (1091)  ~ (all_0_47_47 = e3)
% 61.38/26.48  																								| (884) all_0_49_49 = e3
% 61.38/26.48  																								|
% 61.38/26.48  																									| Equations (884) can reduce 525 to:
% 61.38/26.48  																									| (266) $false
% 61.38/26.48  																									|
% 61.38/26.48  																									|-The branch is then unsatisfiable
% 61.38/26.48  																		|-Branch two:
% 61.38/26.48  																		| (1898)  ~ (all_0_41_41 = e3)
% 61.38/26.48  																		| (1923) all_0_46_46 = e3 | all_0_50_50 = e3 | all_0_55_55 = e3
% 61.38/26.48  																		|
% 61.38/26.48  																			+-Applying beta-rule and splitting (1923), into two cases.
% 61.38/26.48  																			|-Branch one:
% 61.38/26.48  																			| (1557) all_0_46_46 = e3
% 61.38/26.48  																			|
% 61.38/26.48  																				| Combining equations (1794,1557) yields a new equation:
% 61.38/26.48  																				| (662) e3 = e2
% 61.38/26.48  																				|
% 61.38/26.48  																				| Equations (662) can reduce 212 to:
% 61.38/26.48  																				| (266) $false
% 61.38/26.48  																				|
% 61.38/26.48  																				|-The branch is then unsatisfiable
% 61.38/26.48  																			|-Branch two:
% 61.38/26.48  																			| (409)  ~ (all_0_46_46 = e3)
% 61.38/26.48  																			| (4042) all_0_50_50 = e3 | all_0_55_55 = e3
% 61.38/26.48  																			|
% 61.38/26.48  																				| Equations (1794) can reduce 409 to:
% 61.38/26.48  																				| (626)  ~ (e3 = e2)
% 61.38/26.48  																				|
% 61.38/26.48  																				| Simplifying 626 yields:
% 61.38/26.48  																				| (212)  ~ (e3 = e2)
% 61.38/26.48  																				|
% 61.38/26.48  																				+-Applying beta-rule and splitting (418), into two cases.
% 61.38/26.48  																				|-Branch one:
% 61.38/26.48  																				| (660) all_0_51_51 = e3
% 61.38/26.48  																				|
% 61.38/26.48  																					| Combining equations (504,660) yields a new equation:
% 61.38/26.48  																					| (662) e3 = e2
% 61.38/26.48  																					|
% 61.38/26.48  																					| Equations (662) can reduce 212 to:
% 61.38/26.48  																					| (266) $false
% 61.38/26.48  																					|
% 61.38/26.48  																					|-The branch is then unsatisfiable
% 61.38/26.48  																				|-Branch two:
% 61.38/26.48  																				| (664)  ~ (all_0_51_51 = e3)
% 61.38/26.48  																				| (665) all_0_53_53 = e3
% 61.38/26.48  																				|
% 61.38/26.48  																					| Equations (665) can reduce 220 to:
% 61.38/26.48  																					| (407)  ~ (all_0_44_44 = e3)
% 61.38/26.48  																					|
% 61.38/26.48  																					| Equations (665) can reduce 65 to:
% 61.38/26.48  																					| (525)  ~ (all_0_49_49 = e3)
% 61.38/26.48  																					|
% 61.38/26.48  																					| Equations (665) can reduce 1453 to:
% 61.38/26.48  																					| (277)  ~ (e4 = e3)
% 61.38/26.48  																					|
% 61.38/26.48  																					| Simplifying 277 yields:
% 61.38/26.48  																					| (188)  ~ (e4 = e3)
% 61.38/26.48  																					|
% 61.38/26.48  																					+-Applying beta-rule and splitting (113), into two cases.
% 61.38/26.48  																					|-Branch one:
% 61.38/26.48  																					| (403) all_0_41_41 = e3
% 61.38/26.48  																					|
% 61.38/26.48  																						| Equations (403) can reduce 1898 to:
% 61.38/26.48  																						| (266) $false
% 61.38/26.48  																						|
% 61.38/26.48  																						|-The branch is then unsatisfiable
% 61.38/26.48  																					|-Branch two:
% 61.38/26.48  																					| (1898)  ~ (all_0_41_41 = e3)
% 61.38/26.48  																					| (1899) all_0_42_42 = e3 | all_0_44_44 = e3
% 61.38/26.48  																					|
% 61.38/26.48  																						+-Applying beta-rule and splitting (78), into two cases.
% 61.38/26.48  																						|-Branch one:
% 61.38/26.48  																						| (423) all_0_45_45 = e3
% 61.38/26.48  																						|
% 61.38/26.48  																							| Combining equations (248,423) yields a new equation:
% 61.38/26.48  																							| (424) e4 = e3
% 61.38/26.48  																							|
% 61.38/26.48  																							| Simplifying 424 yields:
% 61.38/26.48  																							| (425) e4 = e3
% 61.38/26.48  																							|
% 61.38/26.48  																							| Equations (425) can reduce 188 to:
% 61.38/26.48  																							| (266) $false
% 61.38/26.48  																							|
% 61.38/26.48  																							|-The branch is then unsatisfiable
% 61.38/26.48  																						|-Branch two:
% 61.38/26.48  																						| (427)  ~ (all_0_45_45 = e3)
% 61.38/26.48  																						| (428) all_0_46_46 = e3 | all_0_47_47 = e3 | all_0_49_49 = e3
% 61.38/26.48  																						|
% 61.38/26.48  																							+-Applying beta-rule and splitting (1899), into two cases.
% 61.38/26.48  																							|-Branch one:
% 61.38/26.48  																							| (516) all_0_42_42 = e3
% 61.38/26.48  																							|
% 61.38/26.48  																								| Equations (516) can reduce 198 to:
% 61.38/26.48  																								| (2538)  ~ (all_0_47_47 = e3)
% 61.38/26.48  																								|
% 61.38/26.48  																								| Simplifying 2538 yields:
% 61.38/26.48  																								| (1091)  ~ (all_0_47_47 = e3)
% 61.38/26.48  																								|
% 61.38/26.48  																								| Equations (516) can reduce 51 to:
% 61.38/26.48  																								| (212)  ~ (e3 = e2)
% 61.38/26.48  																								|
% 61.38/26.48  																								+-Applying beta-rule and splitting (428), into two cases.
% 61.38/26.48  																								|-Branch one:
% 61.38/26.48  																								| (1557) all_0_46_46 = e3
% 61.38/26.48  																								|
% 61.38/26.48  																									| Combining equations (1557,1794) yields a new equation:
% 61.38/26.48  																									| (661) e3 = e2
% 61.38/26.48  																									|
% 61.38/26.48  																									| Simplifying 661 yields:
% 61.38/26.48  																									| (662) e3 = e2
% 61.38/26.48  																									|
% 61.38/26.48  																									| Equations (662) can reduce 212 to:
% 61.38/26.48  																									| (266) $false
% 61.38/26.48  																									|
% 61.38/26.48  																									|-The branch is then unsatisfiable
% 61.38/26.48  																								|-Branch two:
% 61.38/26.48  																								| (409)  ~ (all_0_46_46 = e3)
% 61.38/26.48  																								| (1561) all_0_47_47 = e3 | all_0_49_49 = e3
% 61.38/26.48  																								|
% 61.38/26.48  																									+-Applying beta-rule and splitting (1561), into two cases.
% 61.38/26.48  																									|-Branch one:
% 61.38/26.48  																									| (522) all_0_47_47 = e3
% 61.38/26.48  																									|
% 61.38/26.48  																										| Equations (522) can reduce 1091 to:
% 61.38/26.48  																										| (266) $false
% 61.38/26.48  																										|
% 61.38/26.48  																										|-The branch is then unsatisfiable
% 61.38/26.48  																									|-Branch two:
% 61.38/26.48  																									| (1091)  ~ (all_0_47_47 = e3)
% 61.38/26.48  																									| (884) all_0_49_49 = e3
% 61.38/26.48  																									|
% 61.38/26.48  																										| Equations (884) can reduce 525 to:
% 61.38/26.48  																										| (266) $false
% 61.38/26.48  																										|
% 61.38/26.48  																										|-The branch is then unsatisfiable
% 61.38/26.48  																							|-Branch two:
% 61.38/26.48  																							| (405)  ~ (all_0_42_42 = e3)
% 61.38/26.48  																							| (532) all_0_44_44 = e3
% 61.38/26.48  																							|
% 61.38/26.48  																								| Equations (532) can reduce 407 to:
% 61.38/26.48  																								| (266) $false
% 61.38/26.48  																								|
% 61.38/26.48  																								|-The branch is then unsatisfiable
% 61.38/26.48  																|-Branch two:
% 61.38/26.48  																| (1099)  ~ (all_0_51_51 = e2)
% 61.38/26.48  																| (833) all_0_56_56 = e2
% 61.38/26.48  																|
% 61.38/26.48  																	| Equations (833) can reduce 511 to:
% 61.38/26.48  																	| (266) $false
% 61.38/26.48  																	|
% 61.38/26.48  																	|-The branch is then unsatisfiable
% 61.38/26.48  												|-Branch two:
% 61.38/26.48  												| (780)  ~ (all_0_52_52 = e4)
% 61.38/26.48  												| (781) (all_0_41_41 = e0 & all_0_58_58 = e3 &  ~ (all_0_44_44 = e3)) | (all_0_41_41 = e0 & all_0_58_58 = e3 &  ~ (all_0_55_55 = e0)) | (all_0_47_47 = e1 & all_0_52_52 = e2 &  ~ (all_0_48_48 = e2)) | (all_0_47_47 = e1 & all_0_52_52 = e2 &  ~ (all_0_51_51 = e1)) | (all_0_47_47 = e0 & all_0_58_58 = e2 &  ~ (all_0_49_49 = e2)) | (all_0_47_47 = e0 & all_0_58_58 = e2 &  ~ (all_0_56_56 = e0))
% 61.38/26.48  												|
% 61.38/26.48  													+-Applying beta-rule and splitting (781), into two cases.
% 61.38/26.48  													|-Branch one:
% 61.38/26.48  													| (789) (all_0_41_41 = e0 & all_0_58_58 = e3 &  ~ (all_0_44_44 = e3)) | (all_0_41_41 = e0 & all_0_58_58 = e3 &  ~ (all_0_55_55 = e0)) | (all_0_47_47 = e1 & all_0_52_52 = e2 &  ~ (all_0_48_48 = e2)) | (all_0_47_47 = e1 & all_0_52_52 = e2 &  ~ (all_0_51_51 = e1)) | (all_0_47_47 = e0 & all_0_58_58 = e2 &  ~ (all_0_49_49 = e2))
% 61.38/26.48  													|
% 61.38/26.48  														+-Applying beta-rule and splitting (789), into two cases.
% 61.38/26.48  														|-Branch one:
% 61.38/26.48  														| (790) (all_0_41_41 = e0 & all_0_58_58 = e3 &  ~ (all_0_44_44 = e3)) | (all_0_41_41 = e0 & all_0_58_58 = e3 &  ~ (all_0_55_55 = e0)) | (all_0_47_47 = e1 & all_0_52_52 = e2 &  ~ (all_0_48_48 = e2)) | (all_0_47_47 = e1 & all_0_52_52 = e2 &  ~ (all_0_51_51 = e1))
% 61.38/26.49  														|
% 61.38/26.49  															+-Applying beta-rule and splitting (790), into two cases.
% 61.38/26.49  															|-Branch one:
% 61.38/26.49  															| (791) (all_0_41_41 = e0 & all_0_58_58 = e3 &  ~ (all_0_44_44 = e3)) | (all_0_41_41 = e0 & all_0_58_58 = e3 &  ~ (all_0_55_55 = e0)) | (all_0_47_47 = e1 & all_0_52_52 = e2 &  ~ (all_0_48_48 = e2))
% 61.38/26.49  															|
% 61.38/26.49  																+-Applying beta-rule and splitting (791), into two cases.
% 61.38/26.49  																|-Branch one:
% 61.38/26.49  																| (792) (all_0_41_41 = e0 & all_0_58_58 = e3 &  ~ (all_0_44_44 = e3)) | (all_0_41_41 = e0 & all_0_58_58 = e3 &  ~ (all_0_55_55 = e0))
% 61.38/26.49  																|
% 61.38/26.49  																	+-Applying beta-rule and splitting (792), into two cases.
% 61.38/26.49  																	|-Branch one:
% 61.38/26.49  																	| (793) all_0_41_41 = e0 & all_0_58_58 = e3 &  ~ (all_0_44_44 = e3)
% 61.38/26.49  																	|
% 61.38/26.49  																		| Applying alpha-rule on (793) yields:
% 61.38/26.49  																		| (794) all_0_41_41 = e0
% 61.38/26.49  																		| (795) all_0_58_58 = e3
% 61.38/26.49  																		| (407)  ~ (all_0_44_44 = e3)
% 61.38/26.49  																		|
% 61.38/26.49  																		| Equations (795) can reduce 276 to:
% 61.38/26.49  																		| (266) $false
% 61.38/26.49  																		|
% 61.38/26.49  																		|-The branch is then unsatisfiable
% 61.38/26.49  																	|-Branch two:
% 61.38/26.49  																	| (800) all_0_41_41 = e0 & all_0_58_58 = e3 &  ~ (all_0_55_55 = e0)
% 61.38/26.49  																	|
% 61.38/26.49  																		| Applying alpha-rule on (800) yields:
% 61.38/26.49  																		| (794) all_0_41_41 = e0
% 61.38/26.49  																		| (795) all_0_58_58 = e3
% 61.38/26.49  																		| (803)  ~ (all_0_55_55 = e0)
% 61.38/26.49  																		|
% 61.38/26.49  																		| Equations (795) can reduce 276 to:
% 61.38/26.49  																		| (266) $false
% 61.38/26.49  																		|
% 61.38/26.49  																		|-The branch is then unsatisfiable
% 61.38/26.49  																|-Branch two:
% 61.38/26.49  																| (807) all_0_47_47 = e1 & all_0_52_52 = e2 &  ~ (all_0_48_48 = e2)
% 61.38/26.49  																|
% 61.38/26.49  																	| Applying alpha-rule on (807) yields:
% 61.38/26.49  																	| (654) all_0_47_47 = e1
% 61.38/26.49  																	| (352) all_0_52_52 = e2
% 61.38/26.49  																	| (810)  ~ (all_0_48_48 = e2)
% 61.38/26.49  																	|
% 61.38/26.49  																	| Equations (352) can reduce 342 to:
% 61.38/26.49  																	| (266) $false
% 61.38/26.49  																	|
% 61.38/26.49  																	|-The branch is then unsatisfiable
% 61.38/26.49  															|-Branch two:
% 61.38/26.49  															| (813) all_0_47_47 = e1 & all_0_52_52 = e2 &  ~ (all_0_51_51 = e1)
% 61.38/26.49  															|
% 61.38/26.49  																| Applying alpha-rule on (813) yields:
% 61.38/26.49  																| (654) all_0_47_47 = e1
% 61.38/26.49  																| (352) all_0_52_52 = e2
% 61.38/26.49  																| (464)  ~ (all_0_51_51 = e1)
% 61.38/26.49  																|
% 61.38/26.49  																| Equations (352) can reduce 342 to:
% 61.38/26.49  																| (266) $false
% 61.38/26.49  																|
% 61.38/26.49  																|-The branch is then unsatisfiable
% 61.38/26.49  														|-Branch two:
% 61.38/26.49  														| (819) all_0_47_47 = e0 & all_0_58_58 = e2 &  ~ (all_0_49_49 = e2)
% 61.38/26.49  														|
% 61.38/26.49  															| Applying alpha-rule on (819) yields:
% 61.38/26.49  															| (674) all_0_47_47 = e0
% 61.38/26.49  															| (624) all_0_58_58 = e2
% 61.38/26.49  															| (340)  ~ (all_0_49_49 = e2)
% 61.38/26.49  															|
% 61.38/26.49  															| Equations (624) can reduce 908 to:
% 61.38/26.49  															| (266) $false
% 61.38/26.49  															|
% 61.38/26.49  															|-The branch is then unsatisfiable
% 61.38/26.49  													|-Branch two:
% 61.38/26.49  													| (825) all_0_47_47 = e0 & all_0_58_58 = e2 &  ~ (all_0_56_56 = e0)
% 61.38/26.49  													|
% 61.38/26.49  														| Applying alpha-rule on (825) yields:
% 61.38/26.49  														| (674) all_0_47_47 = e0
% 61.38/26.49  														| (624) all_0_58_58 = e2
% 61.38/26.49  														| (828)  ~ (all_0_56_56 = e0)
% 61.38/26.49  														|
% 61.38/26.49  														| Equations (624) can reduce 908 to:
% 61.38/26.49  														| (266) $false
% 61.38/26.49  														|
% 61.38/26.49  														|-The branch is then unsatisfiable
% 61.38/26.49  										|-Branch two:
% 61.38/26.49  										| (300)  ~ (all_0_46_46 = e2)
% 61.38/26.49  										| (10171) all_0_47_47 = e2 | all_0_48_48 = e2 | all_0_49_49 = e2
% 61.38/26.49  										|
% 61.38/26.49  											+-Applying beta-rule and splitting (10171), into two cases.
% 61.38/26.49  											|-Branch one:
% 61.38/26.49  											| (1105) all_0_47_47 = e2
% 61.38/26.49  											|
% 61.38/26.49  												| Equations (1105) can reduce 198 to:
% 61.38/26.49  												| (51)  ~ (all_0_42_42 = e2)
% 61.38/26.49  												|
% 61.38/26.49  												| Equations (1105) can reduce 86 to:
% 61.38/26.49  												| (339)  ~ (all_0_49_49 = e2)
% 61.38/26.49  												|
% 61.38/26.49  												| Simplifying 339 yields:
% 61.38/26.49  												| (340)  ~ (all_0_49_49 = e2)
% 61.38/26.49  												|
% 61.38/26.49  												| Equations (1105) can reduce 224 to:
% 61.38/26.49  												| (17668)  ~ (all_0_51_51 = e2)
% 61.38/26.49  												|
% 61.38/26.49  												| Simplifying 17668 yields:
% 61.38/26.49  												| (1099)  ~ (all_0_51_51 = e2)
% 61.38/26.49  												|
% 61.38/26.49  												| Equations (1105) can reduce 252 to:
% 61.38/26.49  												| (327)  ~ (e4 = e2)
% 61.38/26.49  												|
% 61.38/26.49  												| Simplifying 327 yields:
% 61.38/26.49  												| (48)  ~ (e4 = e2)
% 61.38/26.49  												|
% 61.38/26.49  												+-Applying beta-rule and splitting (163), into two cases.
% 61.38/26.49  												|-Branch one:
% 61.38/26.49  												| (565) all_0_52_52 = e4
% 61.38/26.49  												|
% 61.38/26.49  													| Equations (565) can reduce 217 to:
% 61.38/26.49  													| (399)  ~ (all_0_43_43 = e4)
% 61.38/26.49  													|
% 61.38/26.49  													| Equations (565) can reduce 202 to:
% 61.38/26.49  													| (254)  ~ (all_0_48_48 = e4)
% 61.38/26.49  													|
% 61.38/26.49  													| Equations (565) can reduce 101 to:
% 61.38/26.49  													| (566)  ~ (all_0_50_50 = e4)
% 61.38/26.49  													|
% 61.38/26.49  													| Equations (565) can reduce 20 to:
% 61.38/26.49  													| (475)  ~ (all_0_51_51 = e4)
% 61.38/26.49  													|
% 61.38/26.49  													| Equations (565) can reduce 46 to:
% 61.38/26.49  													| (1452)  ~ (all_0_53_53 = e4)
% 61.38/26.49  													|
% 61.38/26.49  													| Simplifying 1452 yields:
% 61.38/26.49  													| (1453)  ~ (all_0_53_53 = e4)
% 61.38/26.49  													|
% 61.38/26.49  													| Equations (565) can reduce 11 to:
% 61.38/26.49  													| (838)  ~ (all_0_57_57 = e4)
% 61.38/26.49  													|
% 61.38/26.49  													| Simplifying 838 yields:
% 61.38/26.49  													| (839)  ~ (all_0_57_57 = e4)
% 61.38/26.49  													|
% 61.38/26.49  													| Equations (565) can reduce 166 to:
% 61.38/26.49  													| (188)  ~ (e4 = e3)
% 61.38/26.49  													|
% 61.38/26.49  													| From (565) and (124) follows:
% 61.38/26.49  													| (570) op(e1, e1) = e4
% 61.38/26.49  													|
% 61.38/26.49  													+-Applying beta-rule and splitting (10167), into two cases.
% 61.38/26.49  													|-Branch one:
% 61.38/26.49  													| (352) all_0_52_52 = e2
% 61.38/26.49  													|
% 61.38/26.49  														| Combining equations (565,352) yields a new equation:
% 61.38/26.49  														| (322) e4 = e2
% 61.38/26.49  														|
% 61.38/26.49  														| Simplifying 322 yields:
% 61.38/26.49  														| (323) e4 = e2
% 61.38/26.49  														|
% 61.38/26.49  														| Equations (323) can reduce 48 to:
% 61.38/26.49  														| (266) $false
% 61.38/26.49  														|
% 61.38/26.49  														|-The branch is then unsatisfiable
% 61.38/26.49  													|-Branch two:
% 61.38/26.49  													| (342)  ~ (all_0_52_52 = e2)
% 61.38/26.49  													| (442) all_0_57_57 = e2
% 61.38/26.49  													|
% 61.38/26.49  														| Equations (442) can reduce 199 to:
% 61.38/26.49  														| (96)  ~ (all_0_43_43 = e2)
% 61.38/26.49  														|
% 61.38/26.49  														| Equations (442) can reduce 239 to:
% 61.38/26.49  														| (810)  ~ (all_0_48_48 = e2)
% 61.38/26.49  														|
% 61.38/26.49  														| Equations (442) can reduce 140 to:
% 61.38/26.49  														| (511)  ~ (all_0_56_56 = e2)
% 61.38/26.49  														|
% 61.38/26.49  														| Equations (442) can reduce 148 to:
% 61.38/26.49  														| (1186)  ~ (all_0_58_58 = e2)
% 61.38/26.49  														|
% 61.38/26.49  														| Simplifying 1186 yields:
% 61.38/26.49  														| (908)  ~ (all_0_58_58 = e2)
% 61.38/26.49  														|
% 61.38/26.49  														| Equations (442) can reduce 839 to:
% 61.38/26.49  														| (327)  ~ (e4 = e2)
% 61.38/26.49  														|
% 61.38/26.49  														| Simplifying 327 yields:
% 61.38/26.49  														| (48)  ~ (e4 = e2)
% 61.38/26.49  														|
% 61.38/26.49  														| Equations (442) can reduce 67 to:
% 61.38/26.49  														| (626)  ~ (e3 = e2)
% 61.38/26.49  														|
% 61.38/26.49  														| Simplifying 626 yields:
% 61.38/26.49  														| (212)  ~ (e3 = e2)
% 61.38/26.49  														|
% 61.38/26.49  														| From (442) and (45) follows:
% 61.38/26.49  														| (16560) op(e2, e1) = all_0_36_36
% 61.38/26.49  														|
% 61.38/26.49  														| From (442) and (146) follows:
% 61.38/26.49  														| (16561) op(e2, e0) = all_0_35_35
% 61.38/26.49  														|
% 61.38/26.49  														| From (442) and (83) follows:
% 61.38/26.49  														| (16562) op(e0, e1) = e2
% 61.38/26.49  														|
% 61.38/26.49  														+-Applying beta-rule and splitting (95), into two cases.
% 61.38/26.49  														|-Branch one:
% 61.38/26.49  														| (378) all_0_50_50 = e2
% 61.38/26.49  														|
% 61.38/26.49  															| Equations (378) can reduce 221 to:
% 61.38/26.49  															| (85)  ~ (all_0_41_41 = e2)
% 61.38/26.49  															|
% 61.38/26.49  															| Equations (378) can reduce 35 to:
% 61.38/26.49  															| (300)  ~ (all_0_46_46 = e2)
% 61.38/26.49  															|
% 61.38/26.49  															| Equations (378) can reduce 59 to:
% 61.38/26.49  															| (17668)  ~ (all_0_51_51 = e2)
% 61.38/26.49  															|
% 61.38/26.49  															| Simplifying 17668 yields:
% 61.38/26.49  															| (1099)  ~ (all_0_51_51 = e2)
% 61.38/26.49  															|
% 61.38/26.49  															| Equations (378) can reduce 190 to:
% 61.38/26.49  															| (508)  ~ (all_0_53_53 = e2)
% 61.38/26.49  															|
% 61.38/26.49  															| Simplifying 508 yields:
% 61.38/26.49  															| (509)  ~ (all_0_53_53 = e2)
% 61.38/26.49  															|
% 61.38/26.49  															| Equations (378) can reduce 93 to:
% 61.38/26.49  															| (303)  ~ (all_0_55_55 = e2)
% 61.38/26.49  															|
% 61.38/26.49  															| Simplifying 303 yields:
% 61.38/26.49  															| (304)  ~ (all_0_55_55 = e2)
% 61.38/26.49  															|
% 61.38/26.49  															| Equations (378) can reduce 566 to:
% 61.38/26.49  															| (327)  ~ (e4 = e2)
% 61.38/26.49  															|
% 61.38/26.49  															| Simplifying 327 yields:
% 61.38/26.49  															| (48)  ~ (e4 = e2)
% 61.38/26.49  															|
% 61.38/26.49  															| Equations (378) can reduce 121 to:
% 61.38/26.49  															| (128)  ~ (e2 = e0)
% 61.38/26.49  															|
% 61.38/26.49  															| From (378) and (8) follows:
% 61.40/26.49  															| (52128) op(e2, e3) = all_0_23_23
% 61.40/26.49  															|
% 61.40/26.49  															| From (378) and (57) follows:
% 61.40/26.50  															| (52129) op(e2, e1) = all_0_22_22
% 61.40/26.50  															|
% 61.40/26.50  															| From (378) and (242) follows:
% 61.40/26.50  															| (26152) op(e1, e3) = e2
% 61.40/26.50  															|
% 61.40/26.50  															| Instantiating formula (29) with e2, e3, all_0_23_23, all_0_46_46 and discharging atoms op(e2, e3) = all_0_23_23, op(e2, e3) = all_0_46_46, yields:
% 61.40/26.50  															| (52204) all_0_23_23 = all_0_46_46
% 61.40/26.50  															|
% 61.40/26.50  															| Instantiating formula (29) with e2, e1, all_0_22_22, all_0_48_48 and discharging atoms op(e2, e1) = all_0_22_22, op(e2, e1) = all_0_48_48, yields:
% 61.40/26.50  															| (58717) all_0_22_22 = all_0_48_48
% 61.40/26.50  															|
% 61.40/26.50  															| Instantiating formula (29) with e2, e1, all_0_36_36, all_0_22_22 and discharging atoms op(e2, e1) = all_0_22_22, op(e2, e1) = all_0_36_36, yields:
% 61.40/26.50  															| (685) all_0_22_22 = all_0_36_36
% 61.40/26.50  															|
% 61.40/26.50  															| Instantiating formula (29) with e2, e0, all_0_35_35, all_0_49_49 and discharging atoms op(e2, e0) = all_0_35_35, op(e2, e0) = all_0_49_49, yields:
% 61.40/26.50  															| (16574) all_0_35_35 = all_0_49_49
% 61.40/26.50  															|
% 61.40/26.50  															| Combining equations (58717,685) yields a new equation:
% 61.40/26.50  															| (16573) all_0_36_36 = all_0_48_48
% 61.40/26.50  															|
% 61.40/26.50  															| From (16574) and (16561) follows:
% 61.40/26.50  															| (55) op(e2, e0) = all_0_49_49
% 61.40/26.50  															|
% 61.40/26.50  															+-Applying beta-rule and splitting (195), into two cases.
% 61.40/26.50  															|-Branch one:
% 61.40/26.50  															| (396) all_0_43_43 = e4
% 61.40/26.50  															|
% 61.40/26.50  																| Equations (396) can reduce 399 to:
% 61.40/26.50  																| (266) $false
% 61.40/26.50  																|
% 61.40/26.50  																|-The branch is then unsatisfiable
% 61.40/26.50  															|-Branch two:
% 61.40/26.50  															| (399)  ~ (all_0_43_43 = e4)
% 61.40/26.50  															| (6374) all_0_43_43 = e1 | all_0_43_43 = e0
% 61.40/26.50  															|
% 61.40/26.50  																+-Applying beta-rule and splitting (4), into two cases.
% 61.40/26.50  																|-Branch one:
% 61.40/26.50  																| (356) all_0_43_43 = e0
% 61.40/26.50  																|
% 61.40/26.50  																	| Equations (356) can reduce 31 to:
% 61.40/26.50  																	| (357)  ~ (all_0_41_41 = e0)
% 61.40/26.50  																	|
% 61.40/26.50  																	| Equations (356) can reduce 17 to:
% 61.40/26.50  																	| (10200)  ~ (all_0_48_48 = e0)
% 61.40/26.50  																	|
% 61.40/26.50  																	| Simplifying 10200 yields:
% 61.40/26.50  																	| (1283)  ~ (all_0_48_48 = e0)
% 61.40/26.50  																	|
% 61.40/26.50  																	| Equations (356) can reduce 96 to:
% 61.40/26.50  																	| (365)  ~ (e2 = e0)
% 61.40/26.50  																	|
% 61.40/26.50  																	| Simplifying 365 yields:
% 61.40/26.50  																	| (128)  ~ (e2 = e0)
% 61.40/26.50  																	|
% 61.40/26.50  																	| From (356) and (98) follows:
% 61.40/26.50  																	| (368) op(e0, e1) = all_0_10_10
% 61.40/26.50  																	|
% 61.40/26.50  																	| From (356) and (37) follows:
% 61.40/26.50  																	| (369) op(e3, e1) = e0
% 61.40/26.50  																	|
% 61.40/26.50  																	+-Applying beta-rule and splitting (130), into two cases.
% 61.40/26.50  																	|-Branch one:
% 61.40/26.50  																	| (430) all_0_43_43 = e1
% 61.40/26.50  																	|
% 61.40/26.50  																		| Combining equations (356,430) yields a new equation:
% 61.40/26.50  																		| (431) e1 = e0
% 61.40/26.50  																		|
% 61.40/26.50  																		| Equations (431) can reduce 233 to:
% 61.40/26.50  																		| (266) $false
% 61.40/26.50  																		|
% 61.40/26.50  																		|-The branch is then unsatisfiable
% 61.40/26.50  																	|-Branch two:
% 61.40/26.50  																	| (433)  ~ (all_0_43_43 = e1)
% 61.40/26.50  																	| (434) all_0_48_48 = e1 | all_0_52_52 = e1 | all_0_57_57 = e1
% 61.40/26.50  																	|
% 61.40/26.50  																		+-Applying beta-rule and splitting (228), into two cases.
% 61.40/26.50  																		|-Branch one:
% 61.40/26.50  																		| (335) all_0_48_48 = e2
% 61.40/26.50  																		|
% 61.40/26.50  																			| Equations (335) can reduce 810 to:
% 61.40/26.50  																			| (266) $false
% 61.40/26.50  																			|
% 61.40/26.50  																			|-The branch is then unsatisfiable
% 61.40/26.50  																		|-Branch two:
% 61.40/26.50  																		| (810)  ~ (all_0_48_48 = e2)
% 61.40/26.50  																		| (10218) all_0_48_48 = e4 | all_0_48_48 = e1 | all_0_48_48 = e0
% 61.40/26.50  																		|
% 61.40/26.50  																			+-Applying beta-rule and splitting (434), into two cases.
% 61.40/26.50  																			|-Branch one:
% 61.40/26.50  																			| (615) all_0_48_48 = e1
% 61.40/26.50  																			|
% 61.40/26.51  																				| Combining equations (615,16573) yields a new equation:
% 61.40/26.51  																				| (58744) all_0_36_36 = e1
% 61.40/26.51  																				|
% 61.40/26.51  																				| Equations (615) can reduce 30 to:
% 61.40/26.51  																				| (549)  ~ (all_0_46_46 = e1)
% 61.40/26.51  																				|
% 61.40/26.51  																				| Equations (615) can reduce 185 to:
% 61.40/26.51  																				| (1419)  ~ (all_0_49_49 = e1)
% 61.40/26.51  																				|
% 61.40/26.51  																				| Simplifying 1419 yields:
% 61.40/26.51  																				| (1064)  ~ (all_0_49_49 = e1)
% 61.40/26.51  																				|
% 61.40/26.51  																				| Equations (615) can reduce 254 to:
% 61.40/26.51  																				| (602)  ~ (e4 = e1)
% 61.40/26.51  																				|
% 61.40/26.51  																				| Simplifying 602 yields:
% 61.40/26.51  																				| (110)  ~ (e4 = e1)
% 61.40/26.51  																				|
% 61.40/26.51  																				| Equations (615) can reduce 810 to:
% 61.40/26.51  																				| (604)  ~ (e2 = e1)
% 61.40/26.51  																				|
% 61.40/26.51  																				| Simplifying 604 yields:
% 61.40/26.51  																				| (122)  ~ (e2 = e1)
% 61.40/26.51  																				|
% 61.40/26.51  																				| Equations (615) can reduce 1283 to:
% 61.40/26.51  																				| (233)  ~ (e1 = e0)
% 61.40/26.51  																				|
% 61.40/26.51  																				| From (615) and (169) follows:
% 61.40/26.51  																				| (16609) op(e1, e2) = all_0_18_18
% 61.40/26.51  																				|
% 61.40/26.51  																				| From (615) and (21) follows:
% 61.40/26.51  																				| (58754) op(e1, e1) = all_0_19_19
% 61.40/26.51  																				|
% 61.40/26.51  																				+-Applying beta-rule and splitting (123), into two cases.
% 61.40/26.51  																				|-Branch one:
% 61.40/26.51  																				| (1794) all_0_46_46 = e2
% 61.40/26.51  																				|
% 61.40/26.51  																					| Equations (1794) can reduce 300 to:
% 61.40/26.51  																					| (266) $false
% 61.40/26.51  																					|
% 61.40/26.51  																					|-The branch is then unsatisfiable
% 61.40/26.51  																				|-Branch two:
% 61.40/26.51  																				| (300)  ~ (all_0_46_46 = e2)
% 61.40/26.51  																				| (1797) all_0_46_46 = e4 | all_0_46_46 = e3 | all_0_46_46 = e1 | all_0_46_46 = e0
% 61.40/26.51  																				|
% 61.40/26.51  																					+-Applying beta-rule and splitting (1797), into two cases.
% 61.40/26.51  																					|-Branch one:
% 61.40/26.51  																					| (770) all_0_46_46 = e4
% 61.40/26.51  																					|
% 61.40/26.51  																						| Equations (770) can reduce 250 to:
% 61.40/26.51  																						| (266) $false
% 61.40/26.51  																						|
% 61.40/26.51  																						|-The branch is then unsatisfiable
% 61.40/26.51  																					|-Branch two:
% 61.40/26.51  																					| (250)  ~ (all_0_46_46 = e4)
% 61.40/26.51  																					| (1801) all_0_46_46 = e3 | all_0_46_46 = e1 | all_0_46_46 = e0
% 61.40/26.51  																					|
% 61.40/26.51  																						+-Applying beta-rule and splitting (1801), into two cases.
% 61.40/26.51  																						|-Branch one:
% 61.40/26.51  																						| (538) all_0_46_46 = e0
% 61.40/26.51  																						|
% 61.40/26.51  																							| Equations (538) can reduce 831 to:
% 61.40/26.51  																							| (266) $false
% 61.40/26.51  																							|
% 61.40/26.51  																							|-The branch is then unsatisfiable
% 61.40/26.51  																						|-Branch two:
% 61.40/26.51  																						| (831)  ~ (all_0_46_46 = e0)
% 61.40/26.51  																						| (1838) all_0_46_46 = e3 | all_0_46_46 = e1
% 61.40/26.51  																						|
% 61.40/26.51  																							+-Applying beta-rule and splitting (1838), into two cases.
% 61.40/26.51  																							|-Branch one:
% 61.40/26.51  																							| (545) all_0_46_46 = e1
% 61.40/26.51  																							|
% 61.40/26.51  																								| Equations (545) can reduce 549 to:
% 61.40/26.51  																								| (266) $false
% 61.40/26.51  																								|
% 61.40/26.51  																								|-The branch is then unsatisfiable
% 61.40/26.51  																							|-Branch two:
% 61.40/26.51  																							| (549)  ~ (all_0_46_46 = e1)
% 61.40/26.51  																							| (1557) all_0_46_46 = e3
% 61.40/26.51  																							|
% 61.40/26.51  																								| Combining equations (1557,52204) yields a new equation:
% 61.40/26.51  																								| (58771) all_0_23_23 = e3
% 61.40/26.51  																								|
% 61.40/26.51  																								| Equations (1557) can reduce 43 to:
% 61.40/26.51  																								| (1898)  ~ (all_0_41_41 = e3)
% 61.40/26.51  																								|
% 61.40/26.51  																								| Equations (1557) can reduce 58 to:
% 61.40/26.51  																								| (269)  ~ (all_0_55_55 = e3)
% 61.40/26.51  																								|
% 61.40/26.51  																								| Simplifying 269 yields:
% 61.40/26.51  																								| (270)  ~ (all_0_55_55 = e3)
% 61.40/26.51  																								|
% 61.40/26.51  																								| Equations (1557) can reduce 300 to:
% 61.40/26.51  																								| (212)  ~ (e3 = e2)
% 61.40/26.51  																								|
% 61.40/26.51  																								| Equations (1557) can reduce 549 to:
% 61.40/26.51  																								| (213)  ~ (e3 = e1)
% 61.40/26.51  																								|
% 61.40/26.51  																								| Equations (1557) can reduce 831 to:
% 61.40/26.51  																								| (80)  ~ (e3 = e0)
% 61.40/26.51  																								|
% 61.40/26.51  																								| From (1557) and (33) follows:
% 61.40/26.51  																								| (3526) op(e3, e3) = all_0_16_16
% 61.40/26.51  																								|
% 61.40/26.51  																								+-Applying beta-rule and splitting (184), into two cases.
% 61.40/26.51  																								|-Branch one:
% 61.40/26.51  																								| (538) all_0_46_46 = e0
% 61.40/26.51  																								|
% 61.40/26.51  																									| Combining equations (1557,538) yields a new equation:
% 61.40/26.51  																									| (675) e3 = e0
% 61.40/26.51  																									|
% 61.40/26.51  																									| Simplifying 675 yields:
% 61.40/26.51  																									| (676) e3 = e0
% 61.40/26.51  																									|
% 61.40/26.51  																									| Equations (676) can reduce 80 to:
% 61.40/26.51  																									| (266) $false
% 61.40/26.51  																									|
% 61.40/26.51  																									|-The branch is then unsatisfiable
% 61.40/26.51  																								|-Branch two:
% 61.40/26.51  																								| (831)  ~ (all_0_46_46 = e0)
% 61.40/26.51  																								| (832) all_0_47_47 = e0 | all_0_48_48 = e0 | all_0_49_49 = e0
% 61.40/26.51  																								|
% 61.40/26.51  																									+-Applying beta-rule and splitting (832), into two cases.
% 61.40/26.51  																									|-Branch one:
% 61.40/26.51  																									| (674) all_0_47_47 = e0
% 61.40/26.51  																									|
% 61.40/26.51  																										| Combining equations (1105,674) yields a new equation:
% 61.40/26.51  																										| (391) e2 = e0
% 61.40/26.51  																										|
% 61.40/26.51  																										| Simplifying 391 yields:
% 61.40/26.51  																										| (330) e2 = e0
% 61.40/26.51  																										|
% 61.40/26.51  																										| Equations (330) can reduce 128 to:
% 61.40/26.51  																										| (266) $false
% 61.40/26.51  																										|
% 61.40/26.51  																										|-The branch is then unsatisfiable
% 61.40/26.51  																									|-Branch two:
% 61.40/26.51  																									| (678)  ~ (all_0_47_47 = e0)
% 61.40/26.51  																									| (1278) all_0_48_48 = e0 | all_0_49_49 = e0
% 61.40/26.51  																									|
% 61.40/26.51  																										+-Applying beta-rule and splitting (1278), into two cases.
% 61.40/26.51  																										|-Branch one:
% 61.40/26.51  																										| (1279) all_0_48_48 = e0
% 61.40/26.51  																										|
% 61.40/26.51  																											| Combining equations (615,1279) yields a new equation:
% 61.40/26.51  																											| (546) e1 = e0
% 61.40/26.52  																											|
% 61.40/26.52  																											| Simplifying 546 yields:
% 61.40/26.52  																											| (431) e1 = e0
% 61.40/26.52  																											|
% 61.40/26.52  																											| Equations (431) can reduce 233 to:
% 61.40/26.52  																											| (266) $false
% 61.40/26.52  																											|
% 61.40/26.52  																											|-The branch is then unsatisfiable
% 61.40/26.52  																										|-Branch two:
% 61.40/26.52  																										| (1283)  ~ (all_0_48_48 = e0)
% 61.40/26.52  																										| (978) all_0_49_49 = e0
% 61.40/26.52  																										|
% 61.40/26.52  																											| Combining equations (978,44180) yields a new equation:
% 61.40/26.52  																											| (58797) all_0_5_5 = e0
% 61.40/26.52  																											|
% 61.40/26.52  																											| Equations (978) can reduce 9 to:
% 61.40/26.52  																											| (360)  ~ (all_0_44_44 = e0)
% 61.40/26.52  																											|
% 61.40/26.52  																											| Equations (978) can reduce 119 to:
% 61.40/26.52  																											| (490)  ~ (all_0_58_58 = e0)
% 61.40/26.52  																											|
% 61.40/26.52  																											| Simplifying 490 yields:
% 61.40/26.52  																											| (491)  ~ (all_0_58_58 = e0)
% 61.40/26.52  																											|
% 61.40/26.52  																											| Equations (978) can reduce 340 to:
% 61.40/26.52  																											| (365)  ~ (e2 = e0)
% 61.40/26.52  																											|
% 61.40/26.52  																											| Simplifying 365 yields:
% 61.40/26.52  																											| (128)  ~ (e2 = e0)
% 61.40/26.52  																											|
% 61.40/26.52  																											| Equations (978) can reduce 1064 to:
% 61.40/26.52  																											| (435)  ~ (e1 = e0)
% 61.40/26.52  																											|
% 61.40/26.52  																											| Simplifying 435 yields:
% 61.40/26.52  																											| (233)  ~ (e1 = e0)
% 61.40/26.52  																											|
% 61.40/26.52  																											| From (978) and (66) follows:
% 61.40/26.52  																											| (52707) op(e0, e0) = all_0_21_21
% 61.40/26.52  																											|
% 61.40/26.52  																											+-Applying beta-rule and splitting (125), into two cases.
% 61.40/26.52  																											|-Branch one:
% 61.40/26.52  																											| (858) all_0_55_55 = e0
% 61.40/26.52  																											|
% 61.40/26.52  																												| Equations (858) can reduce 803 to:
% 61.40/26.52  																												| (266) $false
% 61.40/26.52  																												|
% 61.40/26.52  																												|-The branch is then unsatisfiable
% 61.40/26.52  																											|-Branch two:
% 61.40/26.52  																											| (803)  ~ (all_0_55_55 = e0)
% 61.40/26.52  																											| (863) all_0_56_56 = e0 | all_0_57_57 = e0 | all_0_58_58 = e0
% 61.40/26.52  																											|
% 61.40/26.52  																												+-Applying beta-rule and splitting (863), into two cases.
% 61.40/26.52  																												|-Branch one:
% 61.40/26.52  																												| (679) all_0_56_56 = e0
% 61.40/26.52  																												|
% 61.40/26.52  																													| Equations (679) can reduce 236 to:
% 61.40/26.52  																													| (358)  ~ (all_0_42_42 = e0)
% 61.40/26.52  																													|
% 61.40/26.52  																													| Equations (679) can reduce 16 to:
% 61.40/26.52  																													| (115)  ~ (all_0_51_51 = e0)
% 61.40/26.52  																													|
% 61.40/26.52  																													| Equations (679) can reduce 153 to:
% 61.40/26.52  																													| (803)  ~ (all_0_55_55 = e0)
% 61.40/26.52  																													|
% 61.40/26.52  																													| Equations (679) can reduce 44 to:
% 61.40/26.52  																													| (490)  ~ (all_0_58_58 = e0)
% 61.40/26.52  																													|
% 61.40/26.52  																													| Simplifying 490 yields:
% 61.40/26.52  																													| (491)  ~ (all_0_58_58 = e0)
% 61.40/26.52  																													|
% 61.40/26.52  																													| Equations (679) can reduce 477 to:
% 61.40/26.52  																													| (401)  ~ (e4 = e0)
% 61.40/26.52  																													|
% 61.40/26.52  																													| Simplifying 401 yields:
% 61.40/26.52  																													| (49)  ~ (e4 = e0)
% 61.40/26.52  																													|
% 61.40/26.52  																													| Equations (679) can reduce 511 to:
% 61.40/26.52  																													| (365)  ~ (e2 = e0)
% 61.40/26.52  																													|
% 61.40/26.52  																													| Simplifying 365 yields:
% 61.40/26.52  																													| (128)  ~ (e2 = e0)
% 61.40/26.52  																													|
% 61.40/26.52  																													| From (679) and (127) follows:
% 61.40/26.52  																													| (682) op(e0, e0) = all_0_33_33
% 61.40/26.52  																													|
% 61.40/26.52  																													| Instantiating formula (29) with e3, e3, all_0_16_16, all_0_41_41 and discharging atoms op(e3, e3) = all_0_16_16, op(e3, e3) = all_0_41_41, yields:
% 61.40/26.52  																													| (15012) all_0_16_16 = all_0_41_41
% 61.40/26.52  																													|
% 61.40/26.52  																													| Instantiating formula (29) with e1, e2, all_0_18_18, all_0_51_51 and discharging atoms op(e1, e2) = all_0_18_18, op(e1, e2) = all_0_51_51, yields:
% 61.40/26.52  																													| (16611) all_0_18_18 = all_0_51_51
% 61.40/26.52  																													|
% 61.40/26.52  																													| Instantiating formula (29) with e1, e1, all_0_19_19, e4 and discharging atoms op(e1, e1) = all_0_19_19, op(e1, e1) = e4, yields:
% 61.40/26.52  																													| (15019) all_0_19_19 = e4
% 61.40/26.52  																													|
% 61.40/26.52  																													| Instantiating formula (29) with e0, e1, all_0_10_10, e2 and discharging atoms op(e0, e1) = all_0_10_10, op(e0, e1) = e2, yields:
% 61.40/26.52  																													| (15017) all_0_10_10 = e2
% 61.40/26.52  																													|
% 61.40/26.52  																													| Instantiating formula (29) with e0, e0, all_0_21_21, all_0_58_58 and discharging atoms op(e0, e0) = all_0_21_21, op(e0, e0) = all_0_58_58, yields:
% 61.40/26.52  																													| (58825) all_0_21_21 = all_0_58_58
% 61.40/26.52  																													|
% 61.40/26.52  																													| Instantiating formula (29) with e0, e0, all_0_33_33, all_0_21_21 and discharging atoms op(e0, e0) = all_0_21_21, op(e0, e0) = all_0_33_33, yields:
% 61.40/26.52  																													| (8825) all_0_21_21 = all_0_33_33
% 61.40/26.52  																													|
% 61.40/26.53  																													| Combining equations (58825,8825) yields a new equation:
% 61.40/26.53  																													| (58827) all_0_33_33 = all_0_58_58
% 61.40/26.53  																													|
% 61.40/26.53  																													| Combining equations (58827,8825) yields a new equation:
% 61.40/26.53  																													| (58825) all_0_21_21 = all_0_58_58
% 61.40/26.53  																													|
% 61.40/26.53  																													| From (15012) and (3526) follows:
% 61.40/26.53  																													| (219) op(e3, e3) = all_0_41_41
% 61.40/26.53  																													|
% 61.40/26.53  																													| From (16611) and (16609) follows:
% 61.40/26.53  																													| (186) op(e1, e2) = all_0_51_51
% 61.40/26.53  																													|
% 61.40/26.53  																													| From (15019) and (58754) follows:
% 61.44/26.53  																													| (570) op(e1, e1) = e4
% 61.44/26.53  																													|
% 61.44/26.53  																													| From (15017) and (368) follows:
% 61.44/26.54  																													| (16562) op(e0, e1) = e2
% 61.44/26.54  																													|
% 61.44/26.54  																													| From (58827) and (682) follows:
% 61.44/26.54  																													| (245) op(e0, e0) = all_0_58_58
% 61.44/26.54  																													|
% 61.44/26.54  																													+-Applying beta-rule and splitting (168), into two cases.
% 61.44/26.54  																													|-Branch one:
% 61.44/26.54  																													| (415) all_0_50_50 = e3
% 61.44/26.54  																													|
% 61.44/26.54  																														| Combining equations (415,378) yields a new equation:
% 61.44/26.54  																														| (661) e3 = e2
% 61.44/26.54  																														|
% 61.44/26.54  																														| Simplifying 661 yields:
% 61.44/26.54  																														| (662) e3 = e2
% 61.44/26.54  																														|
% 61.44/26.54  																														| Equations (662) can reduce 212 to:
% 61.44/26.54  																														| (266) $false
% 61.44/26.54  																														|
% 61.44/26.54  																														|-The branch is then unsatisfiable
% 61.44/26.54  																													|-Branch two:
% 61.44/26.54  																													| (411)  ~ (all_0_50_50 = e3)
% 61.44/26.54  																													| (418) all_0_51_51 = e3 | all_0_53_53 = e3
% 61.44/26.54  																													|
% 61.44/26.54  																														| Equations (378) can reduce 411 to:
% 61.44/26.54  																														| (626)  ~ (e3 = e2)
% 61.44/26.54  																														|
% 61.44/26.54  																														| Simplifying 626 yields:
% 61.44/26.54  																														| (212)  ~ (e3 = e2)
% 61.44/26.54  																														|
% 61.44/26.54  																														+-Applying beta-rule and splitting (113), into two cases.
% 61.44/26.54  																														|-Branch one:
% 61.44/26.54  																														| (403) all_0_41_41 = e3
% 61.44/26.54  																														|
% 61.44/26.54  																															| Equations (403) can reduce 1898 to:
% 61.44/26.54  																															| (266) $false
% 61.44/26.54  																															|
% 61.44/26.54  																															|-The branch is then unsatisfiable
% 61.44/26.54  																														|-Branch two:
% 61.44/26.54  																														| (1898)  ~ (all_0_41_41 = e3)
% 61.44/26.54  																														| (1899) all_0_42_42 = e3 | all_0_44_44 = e3
% 61.44/26.54  																														|
% 61.44/26.54  																															+-Applying beta-rule and splitting (180), into two cases.
% 61.44/26.54  																															|-Branch one:
% 61.44/26.54  																															| (516) all_0_42_42 = e3
% 61.44/26.54  																															|
% 61.44/26.54  																																| Equations (516) can reduce 214 to:
% 61.44/26.54  																																| (1898)  ~ (all_0_41_41 = e3)
% 61.44/26.54  																																|
% 61.44/26.54  																																| Equations (516) can reduce 61 to:
% 61.44/26.54  																																| (1925)  ~ (all_0_51_51 = e3)
% 61.44/26.54  																																|
% 61.44/26.54  																																| Simplifying 1925 yields:
% 61.44/26.54  																																| (664)  ~ (all_0_51_51 = e3)
% 61.44/26.54  																																|
% 61.44/26.54  																																+-Applying beta-rule and splitting (131), into two cases.
% 61.44/26.54  																																|-Branch one:
% 61.44/26.54  																																| (459) all_0_42_42 = e1
% 61.44/26.54  																																|
% 61.44/26.54  																																	| Combining equations (516,459) yields a new equation:
% 61.44/26.54  																																	| (454) e3 = e1
% 61.44/26.54  																																	|
% 61.44/26.54  																																	| Simplifying 454 yields:
% 61.44/26.54  																																	| (455) e3 = e1
% 61.44/26.54  																																	|
% 61.44/26.54  																																	| Equations (455) can reduce 213 to:
% 61.44/26.54  																																	| (266) $false
% 61.44/26.54  																																	|
% 61.44/26.54  																																	|-The branch is then unsatisfiable
% 61.44/26.54  																																|-Branch two:
% 61.44/26.54  																																| (1380)  ~ (all_0_42_42 = e1)
% 61.44/26.54  																																| (3259) all_0_47_47 = e1 | all_0_51_51 = e1 | all_0_56_56 = e1
% 61.44/26.54  																																|
% 61.44/26.54  																																	+-Applying beta-rule and splitting (3259), into two cases.
% 61.44/26.54  																																	|-Branch one:
% 61.44/26.54  																																	| (654) all_0_47_47 = e1
% 61.44/26.54  																																	|
% 61.44/26.54  																																		| Combining equations (1105,654) yields a new equation:
% 61.44/26.54  																																		| (616) e2 = e1
% 61.44/26.54  																																		|
% 61.44/26.54  																																		| Simplifying 616 yields:
% 61.44/26.54  																																		| (617) e2 = e1
% 61.44/26.54  																																		|
% 61.44/26.54  																																		| Equations (617) can reduce 122 to:
% 61.44/26.54  																																		| (266) $false
% 61.44/26.54  																																		|
% 61.44/26.54  																																		|-The branch is then unsatisfiable
% 61.44/26.54  																																	|-Branch two:
% 61.44/26.54  																																	| (462)  ~ (all_0_47_47 = e1)
% 61.44/26.54  																																	| (3264) all_0_51_51 = e1 | all_0_56_56 = e1
% 61.44/26.54  																																	|
% 61.44/26.54  																																		+-Applying beta-rule and splitting (3264), into two cases.
% 61.44/26.54  																																		|-Branch one:
% 61.44/26.54  																																		| (1109) all_0_51_51 = e1
% 61.44/26.54  																																		|
% 61.44/26.54  																																			| Equations (1109) can reduce 6 to:
% 61.44/26.54  																																			| (1458)  ~ (all_0_53_53 = e1)
% 61.44/26.54  																																			|
% 61.44/26.54  																																			| Simplifying 1458 yields:
% 61.44/26.54  																																			| (1459)  ~ (all_0_53_53 = e1)
% 61.44/26.54  																																			|
% 61.44/26.54  																																			| Equations (1109) can reduce 664 to:
% 61.44/26.54  																																			| (467)  ~ (e3 = e1)
% 61.44/26.54  																																			|
% 61.44/26.54  																																			| Simplifying 467 yields:
% 61.44/26.54  																																			| (213)  ~ (e3 = e1)
% 61.44/26.54  																																			|
% 61.44/26.54  																																			| Equations (1109) can reduce 115 to:
% 61.44/26.54  																																			| (233)  ~ (e1 = e0)
% 61.44/26.54  																																			|
% 61.44/26.54  																																			+-Applying beta-rule and splitting (196), into two cases.
% 61.44/26.54  																																			|-Branch one:
% 61.44/26.54  																																			| (607) all_0_53_53 = e2
% 61.44/26.54  																																			|
% 61.44/26.54  																																				| Equations (607) can reduce 509 to:
% 61.44/26.54  																																				| (266) $false
% 61.44/26.54  																																				|
% 61.44/26.54  																																				|-The branch is then unsatisfiable
% 61.44/26.54  																																			|-Branch two:
% 61.44/26.54  																																			| (509)  ~ (all_0_53_53 = e2)
% 61.44/26.54  																																			| (610) all_0_53_53 = e4 | all_0_53_53 = e3 | all_0_53_53 = e1
% 61.44/26.54  																																			|
% 61.44/26.54  																																				+-Applying beta-rule and splitting (418), into two cases.
% 61.44/26.54  																																				|-Branch one:
% 61.44/26.54  																																				| (660) all_0_51_51 = e3
% 61.44/26.54  																																				|
% 61.44/26.54  																																					| Combining equations (1109,660) yields a new equation:
% 61.44/26.54  																																					| (455) e3 = e1
% 61.44/26.54  																																					|
% 61.44/26.54  																																					| Equations (455) can reduce 213 to:
% 61.44/26.54  																																					| (266) $false
% 61.44/26.54  																																					|
% 61.44/26.54  																																					|-The branch is then unsatisfiable
% 61.44/26.54  																																				|-Branch two:
% 61.44/26.54  																																				| (664)  ~ (all_0_51_51 = e3)
% 61.44/26.54  																																				| (665) all_0_53_53 = e3
% 61.44/26.54  																																				|
% 61.44/26.54  																																					| Equations (665) can reduce 220 to:
% 61.44/26.54  																																					| (407)  ~ (all_0_44_44 = e3)
% 61.44/26.54  																																					|
% 61.44/26.54  																																					| Equations (665) can reduce 10 to:
% 61.44/26.54  																																					| (275)  ~ (all_0_58_58 = e3)
% 61.44/26.54  																																					|
% 61.44/26.54  																																					| Simplifying 275 yields:
% 61.44/26.54  																																					| (276)  ~ (all_0_58_58 = e3)
% 61.44/26.54  																																					|
% 61.44/26.54  																																					| Equations (665) can reduce 509 to:
% 61.44/26.54  																																					| (212)  ~ (e3 = e2)
% 61.44/26.54  																																					|
% 61.44/26.54  																																					| Equations (665) can reduce 1459 to:
% 61.44/26.54  																																					| (213)  ~ (e3 = e1)
% 61.44/26.54  																																					|
% 61.44/26.54  																																					| From (665) and (92) follows:
% 61.44/26.54  																																					| (53650) op(e3, e1) = all_0_27_27
% 61.44/26.54  																																					|
% 61.44/26.54  																																					| From (665) and (175) follows:
% 61.44/26.54  																																					| (5031) op(e3, e0) = all_0_28_28
% 61.44/26.54  																																					|
% 61.44/26.54  																																					| Instantiating formula (29) with e3, e1, all_0_27_27, e0 and discharging atoms op(e3, e1) = all_0_27_27, op(e3, e1) = e0, yields:
% 61.44/26.54  																																					| (58884) all_0_27_27 = e0
% 61.44/26.54  																																					|
% 61.44/26.54  																																					| Instantiating formula (29) with e3, e0, all_0_28_28, all_0_44_44 and discharging atoms op(e3, e0) = all_0_28_28, op(e3, e0) = all_0_44_44, yields:
% 61.44/26.54  																																					| (58885) all_0_28_28 = all_0_44_44
% 61.44/26.54  																																					|
% 61.44/26.54  																																					+-Applying beta-rule and splitting (112), into two cases.
% 61.44/26.54  																																					|-Branch one:
% 61.44/26.54  																																					| (635) all_0_44_44 = e1
% 61.44/26.54  																																					|
% 61.44/26.54  																																						| Equations (635) can reduce 181 to:
% 61.44/26.54  																																						| (879)  ~ (all_0_58_58 = e1)
% 61.44/26.54  																																						|
% 61.44/26.54  																																						| Simplifying 879 yields:
% 61.44/26.54  																																						| (880)  ~ (all_0_58_58 = e1)
% 61.44/26.54  																																						|
% 61.44/26.54  																																						| Equations (635) can reduce 147 to:
% 61.44/26.54  																																						| (604)  ~ (e2 = e1)
% 61.44/26.54  																																						|
% 61.44/26.54  																																						| Simplifying 604 yields:
% 61.44/26.54  																																						| (122)  ~ (e2 = e1)
% 61.44/26.54  																																						|
% 61.44/26.54  																																						| Equations (635) can reduce 360 to:
% 61.44/26.54  																																						| (233)  ~ (e1 = e0)
% 61.44/26.54  																																						|
% 61.44/26.54  																																						+-Applying beta-rule and splitting (108), into two cases.
% 61.44/26.54  																																						|-Branch one:
% 61.44/26.54  																																						| (624) all_0_58_58 = e2
% 61.44/26.54  																																						|
% 61.44/26.54  																																							| Equations (624) can reduce 908 to:
% 61.44/26.54  																																							| (266) $false
% 61.44/26.54  																																							|
% 61.44/26.54  																																							|-The branch is then unsatisfiable
% 61.44/26.54  																																						|-Branch two:
% 61.44/26.54  																																						| (908)  ~ (all_0_58_58 = e2)
% 61.44/26.54  																																						| (909) all_0_58_58 = e4 | all_0_58_58 = e3 | all_0_58_58 = e1 | all_0_58_58 = e0
% 61.44/26.54  																																						|
% 61.44/26.54  																																							+-Applying beta-rule and splitting (216), into two cases.
% 61.44/26.54  																																							|-Branch one:
% 61.44/26.55  																																							| (629) all_0_55_55 = e1
% 61.44/26.55  																																							|
% 61.44/26.55  																																								| Combining equations (629,22237) yields a new equation:
% 61.44/26.55  																																								| (58897) all_0_1_1 = e1
% 61.44/26.55  																																								|
% 61.44/26.55  																																								| Equations (629) can reduce 191 to:
% 61.44/26.55  																																								| (457)  ~ (all_0_41_41 = e1)
% 61.44/26.55  																																								|
% 61.44/26.55  																																								| Equations (629) can reduce 3 to:
% 61.44/26.55  																																								| (879)  ~ (all_0_58_58 = e1)
% 61.44/26.55  																																								|
% 61.44/26.55  																																								| Simplifying 879 yields:
% 61.44/26.55  																																								| (880)  ~ (all_0_58_58 = e1)
% 61.44/26.55  																																								|
% 61.44/26.55  																																								| Equations (629) can reduce 270 to:
% 61.44/26.55  																																								| (467)  ~ (e3 = e1)
% 61.44/26.55  																																								|
% 61.44/26.55  																																								| Simplifying 467 yields:
% 61.44/26.55  																																								| (213)  ~ (e3 = e1)
% 61.44/26.55  																																								|
% 61.44/26.55  																																								| Equations (629) can reduce 304 to:
% 61.44/26.55  																																								| (604)  ~ (e2 = e1)
% 61.44/26.55  																																								|
% 61.44/26.55  																																								| Simplifying 604 yields:
% 61.44/26.55  																																								| (122)  ~ (e2 = e1)
% 61.44/26.55  																																								|
% 61.44/26.55  																																								| Equations (629) can reduce 803 to:
% 61.44/26.55  																																								| (233)  ~ (e1 = e0)
% 61.44/26.55  																																								|
% 61.44/26.55  																																								+-Applying beta-rule and splitting (909), into two cases.
% 61.44/26.55  																																								|-Branch one:
% 61.44/26.55  																																								| (910) all_0_58_58 = e4
% 61.44/26.55  																																								|
% 61.44/26.55  																																									| Combining equations (910,58825) yields a new equation:
% 61.44/26.55  																																									| (9555) all_0_21_21 = e4
% 61.44/26.55  																																									|
% 61.44/26.55  																																									+-Applying beta-rule and splitting (27), into two cases.
% 61.44/26.55  																																									|-Branch one:
% 61.44/26.55  																																									| (437) all_0_41_41 = e4
% 61.44/26.55  																																									|
% 61.44/26.55  																																										| Combining equations (437,15012) yields a new equation:
% 61.44/26.55  																																										| (687) all_0_16_16 = e4
% 61.44/26.55  																																										|
% 61.44/26.55  																																										| Equations (437) can reduce 1898 to:
% 61.44/26.55  																																										| (188)  ~ (e4 = e3)
% 61.44/26.55  																																										|
% 61.44/26.55  																																										| Equations (437) can reduce 85 to:
% 61.44/26.55  																																										| (48)  ~ (e4 = e2)
% 61.44/26.55  																																										|
% 61.44/26.55  																																										| Equations (437) can reduce 457 to:
% 61.44/26.55  																																										| (110)  ~ (e4 = e1)
% 61.44/26.55  																																										|
% 61.44/26.55  																																										| Equations (437) can reduce 357 to:
% 61.44/26.55  																																										| (49)  ~ (e4 = e0)
% 61.44/26.55  																																										|
% 61.44/26.55  																																										+-Applying beta-rule and splitting (238), into two cases.
% 61.44/26.55  																																										|-Branch one:
% 61.44/26.55  																																										| (396) all_0_43_43 = e4
% 61.44/26.55  																																										|
% 61.44/26.55  																																											| Combining equations (356,396) yields a new equation:
% 61.44/26.55  																																											| (397) e4 = e0
% 61.44/26.55  																																											|
% 61.44/26.55  																																											| Equations (397) can reduce 49 to:
% 61.44/26.55  																																											| (266) $false
% 61.44/26.55  																																											|
% 61.44/26.55  																																											|-The branch is then unsatisfiable
% 61.44/26.55  																																										|-Branch two:
% 61.44/26.55  																																										| (399)  ~ (all_0_43_43 = e4)
% 61.44/26.55  																																										| (9578) (all_0_1_1 = e4 &  ~ (all_0_0_0 = e3) &  ~ (all_0_38_38 = e2)) | (all_0_3_3 = e4 &  ~ (all_0_2_2 = e2) &  ~ (all_0_39_39 = all_0_45_45)) | (all_0_5_5 = e4 &  ~ (all_0_4_4 = e0) &  ~ (all_0_40_40 = all_0_54_54)) | (all_0_8_8 = e3 &  ~ (all_0_7_7 = e2) &  ~ (all_0_42_42 = all_0_46_46)) | (all_0_10_10 = e3 &  ~ (all_0_9_9 = e1) &  ~ (all_0_43_43 = all_0_50_50)) | (all_0_12_12 = e3 &  ~ (all_0_11_11 = e0) &  ~ (all_0_44_44 = all_0_55_55)) | (all_0_14_14 = e2 &  ~ (all_0_13_13 = e4) &  ~ (all_0_39_39 = all_0_45_45)) | (all_0_16_16 = e2 &  ~ (all_0_15_15 = e3) &  ~ (all_0_42_42 = all_0_46_46)) | (all_0_19_19 = e2 &  ~ (all_0_18_18 = e1) &  ~ (all_0_48_48 = all_0_51_51)) | (all_0_21_21 = e2 &  ~ (all_0_20_20 = e0) &  ~ (all_0_49_49 = all_0_56_56)) | (all_0_23_23 = e1 &  ~ (all_0_22_22 = e3) &  ~ (all_0_43_43 = all_0_50_50)) | (all_0_25_25 = e1 &  ~ (all_0_24_24 = e2) &  ~ (all_0_48_48 = all_0_51_51)) | (all_0_28_28 = e1 &  ~ (all_0_27_27 = e0) &  ~ (all_0_53_53 = all_0_57_57)) | (all_0_30_30 = e0 &  ~ (all_0_29_29 = e4) &  ~ (all_0_40_40 = all_0_54_54)) | (all_0_32_32 = e0 &  ~ (all_0_31_31 = e3) &  ~ (all_0_44_44 = all_0_55_55)) | (all_0_34_34 = e0 &  ~ (all_0_33_33 = e2) &  ~ (all_0_49_49 = all_0_56_56)) | (all_0_36_36 = e0 &  ~ (all_0_35_35 = e1) &  ~ (all_0_53_53 = all_0_57_57)) | (all_0_45_45 = e3 &  ~ (all_0_38_38 = e2) &  ~ (all_0_46_46 = e4))
% 61.44/26.55  																																										|
% 61.44/26.55  																																											| Equations (356) can reduce 399 to:
% 61.44/26.55  																																											| (401)  ~ (e4 = e0)
% 61.44/26.55  																																											|
% 61.44/26.55  																																											| Simplifying 401 yields:
% 61.44/26.55  																																											| (49)  ~ (e4 = e0)
% 61.44/26.55  																																											|
% 61.44/26.55  																																											+-Applying beta-rule and splitting (9578), into two cases.
% 61.44/26.55  																																											|-Branch one:
% 61.44/26.55  																																											| (9581) (all_0_1_1 = e4 &  ~ (all_0_0_0 = e3) &  ~ (all_0_38_38 = e2)) | (all_0_3_3 = e4 &  ~ (all_0_2_2 = e2) &  ~ (all_0_39_39 = all_0_45_45)) | (all_0_5_5 = e4 &  ~ (all_0_4_4 = e0) &  ~ (all_0_40_40 = all_0_54_54)) | (all_0_8_8 = e3 &  ~ (all_0_7_7 = e2) &  ~ (all_0_42_42 = all_0_46_46)) | (all_0_10_10 = e3 &  ~ (all_0_9_9 = e1) &  ~ (all_0_43_43 = all_0_50_50)) | (all_0_12_12 = e3 &  ~ (all_0_11_11 = e0) &  ~ (all_0_44_44 = all_0_55_55)) | (all_0_14_14 = e2 &  ~ (all_0_13_13 = e4) &  ~ (all_0_39_39 = all_0_45_45)) | (all_0_16_16 = e2 &  ~ (all_0_15_15 = e3) &  ~ (all_0_42_42 = all_0_46_46)) | (all_0_19_19 = e2 &  ~ (all_0_18_18 = e1) &  ~ (all_0_48_48 = all_0_51_51)) | (all_0_21_21 = e2 &  ~ (all_0_20_20 = e0) &  ~ (all_0_49_49 = all_0_56_56)) | (all_0_23_23 = e1 &  ~ (all_0_22_22 = e3) &  ~ (all_0_43_43 = all_0_50_50)) | (all_0_25_25 = e1 &  ~ (all_0_24_24 = e2) &  ~ (all_0_48_48 = all_0_51_51)) | (all_0_28_28 = e1 &  ~ (all_0_27_27 = e0) &  ~ (all_0_53_53 = all_0_57_57)) | (all_0_30_30 = e0 &  ~ (all_0_29_29 = e4) &  ~ (all_0_40_40 = all_0_54_54)) | (all_0_32_32 = e0 &  ~ (all_0_31_31 = e3) &  ~ (all_0_44_44 = all_0_55_55)) | (all_0_34_34 = e0 &  ~ (all_0_33_33 = e2) &  ~ (all_0_49_49 = all_0_56_56)) | (all_0_36_36 = e0 &  ~ (all_0_35_35 = e1) &  ~ (all_0_53_53 = all_0_57_57))
% 61.44/26.55  																																											|
% 61.44/26.55  																																												+-Applying beta-rule and splitting (9581), into two cases.
% 61.44/26.55  																																												|-Branch one:
% 61.44/26.55  																																												| (9582) (all_0_1_1 = e4 &  ~ (all_0_0_0 = e3) &  ~ (all_0_38_38 = e2)) | (all_0_3_3 = e4 &  ~ (all_0_2_2 = e2) &  ~ (all_0_39_39 = all_0_45_45)) | (all_0_5_5 = e4 &  ~ (all_0_4_4 = e0) &  ~ (all_0_40_40 = all_0_54_54)) | (all_0_8_8 = e3 &  ~ (all_0_7_7 = e2) &  ~ (all_0_42_42 = all_0_46_46)) | (all_0_10_10 = e3 &  ~ (all_0_9_9 = e1) &  ~ (all_0_43_43 = all_0_50_50)) | (all_0_12_12 = e3 &  ~ (all_0_11_11 = e0) &  ~ (all_0_44_44 = all_0_55_55)) | (all_0_14_14 = e2 &  ~ (all_0_13_13 = e4) &  ~ (all_0_39_39 = all_0_45_45)) | (all_0_16_16 = e2 &  ~ (all_0_15_15 = e3) &  ~ (all_0_42_42 = all_0_46_46)) | (all_0_19_19 = e2 &  ~ (all_0_18_18 = e1) &  ~ (all_0_48_48 = all_0_51_51)) | (all_0_21_21 = e2 &  ~ (all_0_20_20 = e0) &  ~ (all_0_49_49 = all_0_56_56)) | (all_0_23_23 = e1 &  ~ (all_0_22_22 = e3) &  ~ (all_0_43_43 = all_0_50_50)) | (all_0_25_25 = e1 &  ~ (all_0_24_24 = e2) &  ~ (all_0_48_48 = all_0_51_51)) | (all_0_28_28 = e1 &  ~ (all_0_27_27 = e0) &  ~ (all_0_53_53 = all_0_57_57)) | (all_0_30_30 = e0 &  ~ (all_0_29_29 = e4) &  ~ (all_0_40_40 = all_0_54_54)) | (all_0_32_32 = e0 &  ~ (all_0_31_31 = e3) &  ~ (all_0_44_44 = all_0_55_55)) | (all_0_34_34 = e0 &  ~ (all_0_33_33 = e2) &  ~ (all_0_49_49 = all_0_56_56))
% 61.44/26.55  																																												|
% 61.44/26.55  																																													+-Applying beta-rule and splitting (9582), into two cases.
% 61.44/26.55  																																													|-Branch one:
% 61.44/26.55  																																													| (9583) (all_0_1_1 = e4 &  ~ (all_0_0_0 = e3) &  ~ (all_0_38_38 = e2)) | (all_0_3_3 = e4 &  ~ (all_0_2_2 = e2) &  ~ (all_0_39_39 = all_0_45_45)) | (all_0_5_5 = e4 &  ~ (all_0_4_4 = e0) &  ~ (all_0_40_40 = all_0_54_54)) | (all_0_8_8 = e3 &  ~ (all_0_7_7 = e2) &  ~ (all_0_42_42 = all_0_46_46)) | (all_0_10_10 = e3 &  ~ (all_0_9_9 = e1) &  ~ (all_0_43_43 = all_0_50_50)) | (all_0_12_12 = e3 &  ~ (all_0_11_11 = e0) &  ~ (all_0_44_44 = all_0_55_55)) | (all_0_14_14 = e2 &  ~ (all_0_13_13 = e4) &  ~ (all_0_39_39 = all_0_45_45)) | (all_0_16_16 = e2 &  ~ (all_0_15_15 = e3) &  ~ (all_0_42_42 = all_0_46_46)) | (all_0_19_19 = e2 &  ~ (all_0_18_18 = e1) &  ~ (all_0_48_48 = all_0_51_51)) | (all_0_21_21 = e2 &  ~ (all_0_20_20 = e0) &  ~ (all_0_49_49 = all_0_56_56)) | (all_0_23_23 = e1 &  ~ (all_0_22_22 = e3) &  ~ (all_0_43_43 = all_0_50_50)) | (all_0_25_25 = e1 &  ~ (all_0_24_24 = e2) &  ~ (all_0_48_48 = all_0_51_51)) | (all_0_28_28 = e1 &  ~ (all_0_27_27 = e0) &  ~ (all_0_53_53 = all_0_57_57)) | (all_0_30_30 = e0 &  ~ (all_0_29_29 = e4) &  ~ (all_0_40_40 = all_0_54_54)) | (all_0_32_32 = e0 &  ~ (all_0_31_31 = e3) &  ~ (all_0_44_44 = all_0_55_55))
% 61.44/26.55  																																													|
% 61.44/26.55  																																														+-Applying beta-rule and splitting (9583), into two cases.
% 61.44/26.55  																																														|-Branch one:
% 61.44/26.55  																																														| (9584) (all_0_1_1 = e4 &  ~ (all_0_0_0 = e3) &  ~ (all_0_38_38 = e2)) | (all_0_3_3 = e4 &  ~ (all_0_2_2 = e2) &  ~ (all_0_39_39 = all_0_45_45)) | (all_0_5_5 = e4 &  ~ (all_0_4_4 = e0) &  ~ (all_0_40_40 = all_0_54_54)) | (all_0_8_8 = e3 &  ~ (all_0_7_7 = e2) &  ~ (all_0_42_42 = all_0_46_46)) | (all_0_10_10 = e3 &  ~ (all_0_9_9 = e1) &  ~ (all_0_43_43 = all_0_50_50)) | (all_0_12_12 = e3 &  ~ (all_0_11_11 = e0) &  ~ (all_0_44_44 = all_0_55_55)) | (all_0_14_14 = e2 &  ~ (all_0_13_13 = e4) &  ~ (all_0_39_39 = all_0_45_45)) | (all_0_16_16 = e2 &  ~ (all_0_15_15 = e3) &  ~ (all_0_42_42 = all_0_46_46)) | (all_0_19_19 = e2 &  ~ (all_0_18_18 = e1) &  ~ (all_0_48_48 = all_0_51_51)) | (all_0_21_21 = e2 &  ~ (all_0_20_20 = e0) &  ~ (all_0_49_49 = all_0_56_56)) | (all_0_23_23 = e1 &  ~ (all_0_22_22 = e3) &  ~ (all_0_43_43 = all_0_50_50)) | (all_0_25_25 = e1 &  ~ (all_0_24_24 = e2) &  ~ (all_0_48_48 = all_0_51_51)) | (all_0_28_28 = e1 &  ~ (all_0_27_27 = e0) &  ~ (all_0_53_53 = all_0_57_57)) | (all_0_30_30 = e0 &  ~ (all_0_29_29 = e4) &  ~ (all_0_40_40 = all_0_54_54))
% 61.44/26.55  																																														|
% 61.44/26.55  																																															+-Applying beta-rule and splitting (9584), into two cases.
% 61.44/26.55  																																															|-Branch one:
% 61.44/26.55  																																															| (9585) (all_0_1_1 = e4 &  ~ (all_0_0_0 = e3) &  ~ (all_0_38_38 = e2)) | (all_0_3_3 = e4 &  ~ (all_0_2_2 = e2) &  ~ (all_0_39_39 = all_0_45_45)) | (all_0_5_5 = e4 &  ~ (all_0_4_4 = e0) &  ~ (all_0_40_40 = all_0_54_54)) | (all_0_8_8 = e3 &  ~ (all_0_7_7 = e2) &  ~ (all_0_42_42 = all_0_46_46)) | (all_0_10_10 = e3 &  ~ (all_0_9_9 = e1) &  ~ (all_0_43_43 = all_0_50_50)) | (all_0_12_12 = e3 &  ~ (all_0_11_11 = e0) &  ~ (all_0_44_44 = all_0_55_55)) | (all_0_14_14 = e2 &  ~ (all_0_13_13 = e4) &  ~ (all_0_39_39 = all_0_45_45)) | (all_0_16_16 = e2 &  ~ (all_0_15_15 = e3) &  ~ (all_0_42_42 = all_0_46_46)) | (all_0_19_19 = e2 &  ~ (all_0_18_18 = e1) &  ~ (all_0_48_48 = all_0_51_51)) | (all_0_21_21 = e2 &  ~ (all_0_20_20 = e0) &  ~ (all_0_49_49 = all_0_56_56)) | (all_0_23_23 = e1 &  ~ (all_0_22_22 = e3) &  ~ (all_0_43_43 = all_0_50_50)) | (all_0_25_25 = e1 &  ~ (all_0_24_24 = e2) &  ~ (all_0_48_48 = all_0_51_51)) | (all_0_28_28 = e1 &  ~ (all_0_27_27 = e0) &  ~ (all_0_53_53 = all_0_57_57))
% 61.44/26.55  																																															|
% 61.44/26.55  																																																+-Applying beta-rule and splitting (9585), into two cases.
% 61.44/26.55  																																																|-Branch one:
% 61.44/26.55  																																																| (9586) (all_0_1_1 = e4 &  ~ (all_0_0_0 = e3) &  ~ (all_0_38_38 = e2)) | (all_0_3_3 = e4 &  ~ (all_0_2_2 = e2) &  ~ (all_0_39_39 = all_0_45_45)) | (all_0_5_5 = e4 &  ~ (all_0_4_4 = e0) &  ~ (all_0_40_40 = all_0_54_54)) | (all_0_8_8 = e3 &  ~ (all_0_7_7 = e2) &  ~ (all_0_42_42 = all_0_46_46)) | (all_0_10_10 = e3 &  ~ (all_0_9_9 = e1) &  ~ (all_0_43_43 = all_0_50_50)) | (all_0_12_12 = e3 &  ~ (all_0_11_11 = e0) &  ~ (all_0_44_44 = all_0_55_55)) | (all_0_14_14 = e2 &  ~ (all_0_13_13 = e4) &  ~ (all_0_39_39 = all_0_45_45)) | (all_0_16_16 = e2 &  ~ (all_0_15_15 = e3) &  ~ (all_0_42_42 = all_0_46_46)) | (all_0_19_19 = e2 &  ~ (all_0_18_18 = e1) &  ~ (all_0_48_48 = all_0_51_51)) | (all_0_21_21 = e2 &  ~ (all_0_20_20 = e0) &  ~ (all_0_49_49 = all_0_56_56)) | (all_0_23_23 = e1 &  ~ (all_0_22_22 = e3) &  ~ (all_0_43_43 = all_0_50_50)) | (all_0_25_25 = e1 &  ~ (all_0_24_24 = e2) &  ~ (all_0_48_48 = all_0_51_51))
% 61.44/26.56  																																																|
% 61.44/26.56  																																																	+-Applying beta-rule and splitting (9586), into two cases.
% 61.44/26.56  																																																	|-Branch one:
% 61.44/26.56  																																																	| (9587) (all_0_1_1 = e4 &  ~ (all_0_0_0 = e3) &  ~ (all_0_38_38 = e2)) | (all_0_3_3 = e4 &  ~ (all_0_2_2 = e2) &  ~ (all_0_39_39 = all_0_45_45)) | (all_0_5_5 = e4 &  ~ (all_0_4_4 = e0) &  ~ (all_0_40_40 = all_0_54_54)) | (all_0_8_8 = e3 &  ~ (all_0_7_7 = e2) &  ~ (all_0_42_42 = all_0_46_46)) | (all_0_10_10 = e3 &  ~ (all_0_9_9 = e1) &  ~ (all_0_43_43 = all_0_50_50)) | (all_0_12_12 = e3 &  ~ (all_0_11_11 = e0) &  ~ (all_0_44_44 = all_0_55_55)) | (all_0_14_14 = e2 &  ~ (all_0_13_13 = e4) &  ~ (all_0_39_39 = all_0_45_45)) | (all_0_16_16 = e2 &  ~ (all_0_15_15 = e3) &  ~ (all_0_42_42 = all_0_46_46)) | (all_0_19_19 = e2 &  ~ (all_0_18_18 = e1) &  ~ (all_0_48_48 = all_0_51_51)) | (all_0_21_21 = e2 &  ~ (all_0_20_20 = e0) &  ~ (all_0_49_49 = all_0_56_56)) | (all_0_23_23 = e1 &  ~ (all_0_22_22 = e3) &  ~ (all_0_43_43 = all_0_50_50))
% 61.44/26.56  																																																	|
% 61.44/26.56  																																																		+-Applying beta-rule and splitting (9587), into two cases.
% 61.44/26.56  																																																		|-Branch one:
% 61.44/26.56  																																																		| (9588) (all_0_1_1 = e4 &  ~ (all_0_0_0 = e3) &  ~ (all_0_38_38 = e2)) | (all_0_3_3 = e4 &  ~ (all_0_2_2 = e2) &  ~ (all_0_39_39 = all_0_45_45)) | (all_0_5_5 = e4 &  ~ (all_0_4_4 = e0) &  ~ (all_0_40_40 = all_0_54_54)) | (all_0_8_8 = e3 &  ~ (all_0_7_7 = e2) &  ~ (all_0_42_42 = all_0_46_46)) | (all_0_10_10 = e3 &  ~ (all_0_9_9 = e1) &  ~ (all_0_43_43 = all_0_50_50)) | (all_0_12_12 = e3 &  ~ (all_0_11_11 = e0) &  ~ (all_0_44_44 = all_0_55_55)) | (all_0_14_14 = e2 &  ~ (all_0_13_13 = e4) &  ~ (all_0_39_39 = all_0_45_45)) | (all_0_16_16 = e2 &  ~ (all_0_15_15 = e3) &  ~ (all_0_42_42 = all_0_46_46)) | (all_0_19_19 = e2 &  ~ (all_0_18_18 = e1) &  ~ (all_0_48_48 = all_0_51_51)) | (all_0_21_21 = e2 &  ~ (all_0_20_20 = e0) &  ~ (all_0_49_49 = all_0_56_56))
% 61.44/26.56  																																																		|
% 61.44/26.56  																																																			+-Applying beta-rule and splitting (9588), into two cases.
% 61.44/26.56  																																																			|-Branch one:
% 61.44/26.56  																																																			| (9589) (all_0_1_1 = e4 &  ~ (all_0_0_0 = e3) &  ~ (all_0_38_38 = e2)) | (all_0_3_3 = e4 &  ~ (all_0_2_2 = e2) &  ~ (all_0_39_39 = all_0_45_45)) | (all_0_5_5 = e4 &  ~ (all_0_4_4 = e0) &  ~ (all_0_40_40 = all_0_54_54)) | (all_0_8_8 = e3 &  ~ (all_0_7_7 = e2) &  ~ (all_0_42_42 = all_0_46_46)) | (all_0_10_10 = e3 &  ~ (all_0_9_9 = e1) &  ~ (all_0_43_43 = all_0_50_50)) | (all_0_12_12 = e3 &  ~ (all_0_11_11 = e0) &  ~ (all_0_44_44 = all_0_55_55)) | (all_0_14_14 = e2 &  ~ (all_0_13_13 = e4) &  ~ (all_0_39_39 = all_0_45_45)) | (all_0_16_16 = e2 &  ~ (all_0_15_15 = e3) &  ~ (all_0_42_42 = all_0_46_46)) | (all_0_19_19 = e2 &  ~ (all_0_18_18 = e1) &  ~ (all_0_48_48 = all_0_51_51))
% 61.44/26.56  																																																			|
% 61.44/26.56  																																																				+-Applying beta-rule and splitting (9589), into two cases.
% 61.44/26.56  																																																				|-Branch one:
% 61.44/26.56  																																																				| (9590) (all_0_1_1 = e4 &  ~ (all_0_0_0 = e3) &  ~ (all_0_38_38 = e2)) | (all_0_3_3 = e4 &  ~ (all_0_2_2 = e2) &  ~ (all_0_39_39 = all_0_45_45)) | (all_0_5_5 = e4 &  ~ (all_0_4_4 = e0) &  ~ (all_0_40_40 = all_0_54_54)) | (all_0_8_8 = e3 &  ~ (all_0_7_7 = e2) &  ~ (all_0_42_42 = all_0_46_46)) | (all_0_10_10 = e3 &  ~ (all_0_9_9 = e1) &  ~ (all_0_43_43 = all_0_50_50)) | (all_0_12_12 = e3 &  ~ (all_0_11_11 = e0) &  ~ (all_0_44_44 = all_0_55_55)) | (all_0_14_14 = e2 &  ~ (all_0_13_13 = e4) &  ~ (all_0_39_39 = all_0_45_45)) | (all_0_16_16 = e2 &  ~ (all_0_15_15 = e3) &  ~ (all_0_42_42 = all_0_46_46))
% 61.44/26.56  																																																				|
% 61.44/26.56  																																																					+-Applying beta-rule and splitting (9590), into two cases.
% 61.44/26.56  																																																					|-Branch one:
% 61.44/26.56  																																																					| (9591) (all_0_1_1 = e4 &  ~ (all_0_0_0 = e3) &  ~ (all_0_38_38 = e2)) | (all_0_3_3 = e4 &  ~ (all_0_2_2 = e2) &  ~ (all_0_39_39 = all_0_45_45)) | (all_0_5_5 = e4 &  ~ (all_0_4_4 = e0) &  ~ (all_0_40_40 = all_0_54_54)) | (all_0_8_8 = e3 &  ~ (all_0_7_7 = e2) &  ~ (all_0_42_42 = all_0_46_46)) | (all_0_10_10 = e3 &  ~ (all_0_9_9 = e1) &  ~ (all_0_43_43 = all_0_50_50)) | (all_0_12_12 = e3 &  ~ (all_0_11_11 = e0) &  ~ (all_0_44_44 = all_0_55_55)) | (all_0_14_14 = e2 &  ~ (all_0_13_13 = e4) &  ~ (all_0_39_39 = all_0_45_45))
% 61.44/26.56  																																																					|
% 61.44/26.56  																																																						+-Applying beta-rule and splitting (9591), into two cases.
% 61.44/26.56  																																																						|-Branch one:
% 61.44/26.56  																																																						| (9592) (all_0_1_1 = e4 &  ~ (all_0_0_0 = e3) &  ~ (all_0_38_38 = e2)) | (all_0_3_3 = e4 &  ~ (all_0_2_2 = e2) &  ~ (all_0_39_39 = all_0_45_45)) | (all_0_5_5 = e4 &  ~ (all_0_4_4 = e0) &  ~ (all_0_40_40 = all_0_54_54)) | (all_0_8_8 = e3 &  ~ (all_0_7_7 = e2) &  ~ (all_0_42_42 = all_0_46_46)) | (all_0_10_10 = e3 &  ~ (all_0_9_9 = e1) &  ~ (all_0_43_43 = all_0_50_50)) | (all_0_12_12 = e3 &  ~ (all_0_11_11 = e0) &  ~ (all_0_44_44 = all_0_55_55))
% 61.44/26.56  																																																						|
% 61.44/26.56  																																																							+-Applying beta-rule and splitting (9592), into two cases.
% 61.44/26.56  																																																							|-Branch one:
% 61.44/26.56  																																																							| (9593) (all_0_1_1 = e4 &  ~ (all_0_0_0 = e3) &  ~ (all_0_38_38 = e2)) | (all_0_3_3 = e4 &  ~ (all_0_2_2 = e2) &  ~ (all_0_39_39 = all_0_45_45)) | (all_0_5_5 = e4 &  ~ (all_0_4_4 = e0) &  ~ (all_0_40_40 = all_0_54_54)) | (all_0_8_8 = e3 &  ~ (all_0_7_7 = e2) &  ~ (all_0_42_42 = all_0_46_46)) | (all_0_10_10 = e3 &  ~ (all_0_9_9 = e1) &  ~ (all_0_43_43 = all_0_50_50))
% 61.44/26.56  																																																							|
% 61.44/26.56  																																																								+-Applying beta-rule and splitting (9593), into two cases.
% 61.44/26.56  																																																								|-Branch one:
% 61.44/26.56  																																																								| (9594) (all_0_1_1 = e4 &  ~ (all_0_0_0 = e3) &  ~ (all_0_38_38 = e2)) | (all_0_3_3 = e4 &  ~ (all_0_2_2 = e2) &  ~ (all_0_39_39 = all_0_45_45)) | (all_0_5_5 = e4 &  ~ (all_0_4_4 = e0) &  ~ (all_0_40_40 = all_0_54_54)) | (all_0_8_8 = e3 &  ~ (all_0_7_7 = e2) &  ~ (all_0_42_42 = all_0_46_46))
% 61.44/26.56  																																																								|
% 61.44/26.56  																																																									+-Applying beta-rule and splitting (9594), into two cases.
% 61.44/26.56  																																																									|-Branch one:
% 61.44/26.56  																																																									| (9595) (all_0_1_1 = e4 &  ~ (all_0_0_0 = e3) &  ~ (all_0_38_38 = e2)) | (all_0_3_3 = e4 &  ~ (all_0_2_2 = e2) &  ~ (all_0_39_39 = all_0_45_45)) | (all_0_5_5 = e4 &  ~ (all_0_4_4 = e0) &  ~ (all_0_40_40 = all_0_54_54))
% 61.44/26.56  																																																									|
% 61.44/26.56  																																																										+-Applying beta-rule and splitting (9595), into two cases.
% 61.44/26.56  																																																										|-Branch one:
% 61.44/26.56  																																																										| (9596) (all_0_1_1 = e4 &  ~ (all_0_0_0 = e3) &  ~ (all_0_38_38 = e2)) | (all_0_3_3 = e4 &  ~ (all_0_2_2 = e2) &  ~ (all_0_39_39 = all_0_45_45))
% 61.44/26.56  																																																										|
% 61.44/26.56  																																																											+-Applying beta-rule and splitting (9596), into two cases.
% 61.44/26.56  																																																											|-Branch one:
% 61.44/26.56  																																																											| (9597) all_0_1_1 = e4 &  ~ (all_0_0_0 = e3) &  ~ (all_0_38_38 = e2)
% 61.44/26.56  																																																											|
% 61.44/26.56  																																																												| Applying alpha-rule on (9597) yields:
% 61.44/26.56  																																																												| (9598) all_0_1_1 = e4
% 61.44/26.56  																																																												| (9599)  ~ (all_0_0_0 = e3)
% 61.44/26.56  																																																												| (9600)  ~ (all_0_38_38 = e2)
% 61.44/26.56  																																																												|
% 61.44/26.56  																																																												| Combining equations (9598,58897) yields a new equation:
% 61.44/26.56  																																																												| (636) e4 = e1
% 61.44/26.56  																																																												|
% 61.44/26.56  																																																												| Simplifying 636 yields:
% 61.44/26.56  																																																												| (630) e4 = e1
% 61.44/26.56  																																																												|
% 61.44/26.56  																																																												| Equations (630) can reduce 110 to:
% 61.44/26.56  																																																												| (266) $false
% 61.44/26.56  																																																												|
% 61.44/26.56  																																																												|-The branch is then unsatisfiable
% 61.44/26.56  																																																											|-Branch two:
% 61.44/26.56  																																																											| (9604) all_0_3_3 = e4 &  ~ (all_0_2_2 = e2) &  ~ (all_0_39_39 = all_0_45_45)
% 61.44/26.56  																																																											|
% 61.44/26.56  																																																												| Applying alpha-rule on (9604) yields:
% 61.44/26.56  																																																												| (2165) all_0_3_3 = e4
% 61.44/26.56  																																																												| (9606)  ~ (all_0_2_2 = e2)
% 61.44/26.56  																																																												| (9607)  ~ (all_0_39_39 = all_0_45_45)
% 61.44/26.56  																																																												|
% 61.44/26.56  																																																												| Equations (471,248) can reduce 9607 to:
% 61.44/26.56  																																																												| (266) $false
% 61.44/26.56  																																																												|
% 61.44/26.56  																																																												|-The branch is then unsatisfiable
% 61.44/26.56  																																																										|-Branch two:
% 61.44/26.56  																																																										| (9609) all_0_5_5 = e4 &  ~ (all_0_4_4 = e0) &  ~ (all_0_40_40 = all_0_54_54)
% 61.44/26.56  																																																										|
% 61.44/26.57  																																																											| Applying alpha-rule on (9609) yields:
% 61.44/26.57  																																																											| (9610) all_0_5_5 = e4
% 61.44/26.57  																																																											| (9611)  ~ (all_0_4_4 = e0)
% 61.44/26.57  																																																											| (9612)  ~ (all_0_40_40 = all_0_54_54)
% 61.44/26.57  																																																											|
% 61.44/26.57  																																																											| Combining equations (9610,58797) yields a new equation:
% 61.44/26.57  																																																											| (481) e4 = e0
% 61.44/26.57  																																																											|
% 61.44/26.57  																																																											| Simplifying 481 yields:
% 61.44/26.57  																																																											| (397) e4 = e0
% 61.44/26.57  																																																											|
% 61.44/26.57  																																																											| Equations (397) can reduce 49 to:
% 61.44/26.57  																																																											| (266) $false
% 61.44/26.57  																																																											|
% 61.44/26.57  																																																											|-The branch is then unsatisfiable
% 61.44/26.57  																																																									|-Branch two:
% 61.44/26.57  																																																									| (9616) all_0_8_8 = e3 &  ~ (all_0_7_7 = e2) &  ~ (all_0_42_42 = all_0_46_46)
% 61.44/26.57  																																																									|
% 61.44/26.57  																																																										| Applying alpha-rule on (9616) yields:
% 61.44/26.57  																																																										| (4675) all_0_8_8 = e3
% 61.44/26.57  																																																										| (9618)  ~ (all_0_7_7 = e2)
% 61.44/26.57  																																																										| (9619)  ~ (all_0_42_42 = all_0_46_46)
% 61.44/26.57  																																																										|
% 61.44/26.57  																																																										| Equations (516,1557) can reduce 9619 to:
% 61.44/26.57  																																																										| (266) $false
% 61.44/26.57  																																																										|
% 61.44/26.57  																																																										|-The branch is then unsatisfiable
% 61.44/26.57  																																																								|-Branch two:
% 61.44/26.57  																																																								| (9621) all_0_10_10 = e3 &  ~ (all_0_9_9 = e1) &  ~ (all_0_43_43 = all_0_50_50)
% 61.44/26.57  																																																								|
% 61.44/26.57  																																																									| Applying alpha-rule on (9621) yields:
% 61.44/26.57  																																																									| (9622) all_0_10_10 = e3
% 61.44/26.57  																																																									| (9623)  ~ (all_0_9_9 = e1)
% 61.44/26.57  																																																									| (9624)  ~ (all_0_43_43 = all_0_50_50)
% 61.44/26.57  																																																									|
% 61.44/26.57  																																																									| Combining equations (9622,15017) yields a new equation:
% 61.44/26.57  																																																									| (661) e3 = e2
% 61.44/26.57  																																																									|
% 61.44/26.57  																																																									| Simplifying 661 yields:
% 61.44/26.57  																																																									| (662) e3 = e2
% 61.44/26.57  																																																									|
% 61.44/26.57  																																																									| Equations (662) can reduce 212 to:
% 61.44/26.57  																																																									| (266) $false
% 61.44/26.57  																																																									|
% 61.44/26.57  																																																									|-The branch is then unsatisfiable
% 61.44/26.57  																																																							|-Branch two:
% 61.44/26.57  																																																							| (9627) all_0_12_12 = e3 &  ~ (all_0_11_11 = e0) &  ~ (all_0_44_44 = all_0_55_55)
% 61.44/26.57  																																																							|
% 61.44/26.57  																																																								| Applying alpha-rule on (9627) yields:
% 61.44/26.57  																																																								| (2156) all_0_12_12 = e3
% 61.44/26.57  																																																								| (9629)  ~ (all_0_11_11 = e0)
% 61.44/26.57  																																																								| (9630)  ~ (all_0_44_44 = all_0_55_55)
% 61.44/26.57  																																																								|
% 61.44/26.57  																																																								| Equations (635,629) can reduce 9630 to:
% 61.44/26.57  																																																								| (266) $false
% 61.44/26.57  																																																								|
% 61.44/26.57  																																																								|-The branch is then unsatisfiable
% 61.44/26.57  																																																						|-Branch two:
% 61.44/26.57  																																																						| (9632) all_0_14_14 = e2 &  ~ (all_0_13_13 = e4) &  ~ (all_0_39_39 = all_0_45_45)
% 61.44/26.57  																																																						|
% 61.44/26.57  																																																							| Applying alpha-rule on (9632) yields:
% 61.44/26.57  																																																							| (9633) all_0_14_14 = e2
% 61.44/26.57  																																																							| (9634)  ~ (all_0_13_13 = e4)
% 61.44/26.57  																																																							| (9607)  ~ (all_0_39_39 = all_0_45_45)
% 61.44/26.57  																																																							|
% 61.44/26.58  																																																							| Combining equations (9633,284) yields a new equation:
% 61.44/26.58  																																																							| (616) e2 = e1
% 61.44/26.58  																																																							|
% 61.44/26.58  																																																							| Simplifying 616 yields:
% 61.44/26.58  																																																							| (617) e2 = e1
% 61.44/26.58  																																																							|
% 61.44/26.58  																																																							| Equations (617) can reduce 122 to:
% 61.44/26.58  																																																							| (266) $false
% 61.44/26.58  																																																							|
% 61.44/26.58  																																																							|-The branch is then unsatisfiable
% 61.44/26.58  																																																					|-Branch two:
% 61.44/26.58  																																																					| (9638) all_0_16_16 = e2 &  ~ (all_0_15_15 = e3) &  ~ (all_0_42_42 = all_0_46_46)
% 61.44/26.58  																																																					|
% 61.44/26.58  																																																						| Applying alpha-rule on (9638) yields:
% 61.44/26.58  																																																						| (9639) all_0_16_16 = e2
% 61.44/26.58  																																																						| (9640)  ~ (all_0_15_15 = e3)
% 61.44/26.58  																																																						| (9619)  ~ (all_0_42_42 = all_0_46_46)
% 61.44/26.58  																																																						|
% 61.44/26.58  																																																						| Combining equations (687,9639) yields a new equation:
% 61.44/26.58  																																																						| (322) e4 = e2
% 61.44/26.58  																																																						|
% 61.44/26.58  																																																						| Simplifying 322 yields:
% 61.44/26.58  																																																						| (323) e4 = e2
% 61.44/26.58  																																																						|
% 61.44/26.58  																																																						| Equations (323) can reduce 48 to:
% 61.44/26.58  																																																						| (266) $false
% 61.44/26.58  																																																						|
% 61.44/26.58  																																																						|-The branch is then unsatisfiable
% 61.44/26.58  																																																				|-Branch two:
% 61.44/26.58  																																																				| (9644) all_0_19_19 = e2 &  ~ (all_0_18_18 = e1) &  ~ (all_0_48_48 = all_0_51_51)
% 61.44/26.58  																																																				|
% 61.44/26.58  																																																					| Applying alpha-rule on (9644) yields:
% 61.44/26.58  																																																					| (349) all_0_19_19 = e2
% 61.44/26.58  																																																					| (9646)  ~ (all_0_18_18 = e1)
% 61.44/26.58  																																																					| (9647)  ~ (all_0_48_48 = all_0_51_51)
% 61.44/26.58  																																																					|
% 61.44/26.58  																																																					| Combining equations (349,15019) yields a new equation:
% 61.44/26.58  																																																					| (323) e4 = e2
% 61.44/26.58  																																																					|
% 61.44/26.58  																																																					| Equations (323) can reduce 48 to:
% 61.44/26.58  																																																					| (266) $false
% 61.44/26.58  																																																					|
% 61.44/26.58  																																																					|-The branch is then unsatisfiable
% 61.44/26.58  																																																			|-Branch two:
% 61.44/26.58  																																																			| (9649) all_0_21_21 = e2 &  ~ (all_0_20_20 = e0) &  ~ (all_0_49_49 = all_0_56_56)
% 61.44/26.58  																																																			|
% 61.44/26.58  																																																				| Applying alpha-rule on (9649) yields:
% 61.44/26.58  																																																				| (4269) all_0_21_21 = e2
% 61.44/26.58  																																																				| (9651)  ~ (all_0_20_20 = e0)
% 61.44/26.58  																																																				| (9652)  ~ (all_0_49_49 = all_0_56_56)
% 61.44/26.58  																																																				|
% 61.44/26.58  																																																				| Combining equations (4269,9555) yields a new equation:
% 61.44/26.58  																																																				| (323) e4 = e2
% 61.44/26.58  																																																				|
% 61.44/26.58  																																																				| Equations (323) can reduce 48 to:
% 61.44/26.58  																																																				| (266) $false
% 61.44/26.58  																																																				|
% 61.44/26.58  																																																				|-The branch is then unsatisfiable
% 61.44/26.58  																																																		|-Branch two:
% 61.44/26.58  																																																		| (9656) all_0_23_23 = e1 &  ~ (all_0_22_22 = e3) &  ~ (all_0_43_43 = all_0_50_50)
% 61.44/26.58  																																																		|
% 61.44/26.58  																																																			| Applying alpha-rule on (9656) yields:
% 61.44/26.58  																																																			| (9657) all_0_23_23 = e1
% 61.44/26.58  																																																			| (9658)  ~ (all_0_22_22 = e3)
% 61.44/26.58  																																																			| (9624)  ~ (all_0_43_43 = all_0_50_50)
% 61.44/26.58  																																																			|
% 61.44/26.58  																																																			| Combining equations (9657,58771) yields a new equation:
% 61.44/26.58  																																																			| (455) e3 = e1
% 61.44/26.58  																																																			|
% 61.44/26.58  																																																			| Equations (455) can reduce 213 to:
% 61.44/26.58  																																																			| (266) $false
% 61.44/26.58  																																																			|
% 61.44/26.58  																																																			|-The branch is then unsatisfiable
% 61.44/26.58  																																																	|-Branch two:
% 61.44/26.58  																																																	| (9661) all_0_25_25 = e1 &  ~ (all_0_24_24 = e2) &  ~ (all_0_48_48 = all_0_51_51)
% 61.44/26.58  																																																	|
% 61.44/26.58  																																																		| Applying alpha-rule on (9661) yields:
% 61.44/26.58  																																																		| (4271) all_0_25_25 = e1
% 61.44/26.59  																																																		| (9663)  ~ (all_0_24_24 = e2)
% 61.44/26.59  																																																		| (9647)  ~ (all_0_48_48 = all_0_51_51)
% 61.44/26.59  																																																		|
% 61.44/26.59  																																																		| Equations (615,1109) can reduce 9647 to:
% 61.44/26.59  																																																		| (266) $false
% 61.44/26.59  																																																		|
% 61.44/26.59  																																																		|-The branch is then unsatisfiable
% 61.44/26.59  																																																|-Branch two:
% 61.44/26.59  																																																| (9668) all_0_28_28 = e1 &  ~ (all_0_27_27 = e0) &  ~ (all_0_53_53 = all_0_57_57)
% 61.44/26.59  																																																|
% 61.44/26.59  																																																	| Applying alpha-rule on (9668) yields:
% 61.44/26.59  																																																	| (9669) all_0_28_28 = e1
% 61.44/26.59  																																																	| (9670)  ~ (all_0_27_27 = e0)
% 61.44/26.59  																																																	| (9671)  ~ (all_0_53_53 = all_0_57_57)
% 61.44/26.59  																																																	|
% 61.44/26.59  																																																	| Equations (58884) can reduce 9670 to:
% 61.44/26.59  																																																	| (266) $false
% 61.44/26.59  																																																	|
% 61.44/26.59  																																																	|-The branch is then unsatisfiable
% 61.44/26.59  																																															|-Branch two:
% 61.44/26.59  																																															| (9674) all_0_30_30 = e0 &  ~ (all_0_29_29 = e4) &  ~ (all_0_40_40 = all_0_54_54)
% 61.44/26.59  																																															|
% 61.44/26.59  																																																| Applying alpha-rule on (9674) yields:
% 61.44/26.59  																																																| (9675) all_0_30_30 = e0
% 61.44/26.59  																																																| (9676)  ~ (all_0_29_29 = e4)
% 61.44/26.59  																																																| (9612)  ~ (all_0_40_40 = all_0_54_54)
% 61.44/26.59  																																																|
% 61.44/26.59  																																																| Combining equations (286,9675) yields a new equation:
% 61.44/26.59  																																																| (391) e2 = e0
% 61.44/26.59  																																																|
% 61.44/26.59  																																																| Simplifying 391 yields:
% 61.44/26.59  																																																| (330) e2 = e0
% 61.44/26.59  																																																|
% 61.44/26.59  																																																| Equations (330) can reduce 128 to:
% 61.44/26.59  																																																| (266) $false
% 61.44/26.59  																																																|
% 61.44/26.59  																																																|-The branch is then unsatisfiable
% 61.44/26.59  																																														|-Branch two:
% 61.44/26.59  																																														| (9680) all_0_32_32 = e0 &  ~ (all_0_31_31 = e3) &  ~ (all_0_44_44 = all_0_55_55)
% 61.44/26.59  																																														|
% 61.44/26.59  																																															| Applying alpha-rule on (9680) yields:
% 61.44/26.59  																																															| (2163) all_0_32_32 = e0
% 61.44/26.59  																																															| (9682)  ~ (all_0_31_31 = e3)
% 61.44/26.59  																																															| (9630)  ~ (all_0_44_44 = all_0_55_55)
% 61.44/26.59  																																															|
% 61.44/26.59  																																															| Equations (635,629) can reduce 9630 to:
% 61.44/26.59  																																															| (266) $false
% 61.44/26.59  																																															|
% 61.44/26.59  																																															|-The branch is then unsatisfiable
% 61.44/26.59  																																													|-Branch two:
% 61.44/26.59  																																													| (9686) all_0_34_34 = e0 &  ~ (all_0_33_33 = e2) &  ~ (all_0_49_49 = all_0_56_56)
% 61.44/26.59  																																													|
% 61.44/26.59  																																														| Applying alpha-rule on (9686) yields:
% 61.44/26.59  																																														| (9687) all_0_34_34 = e0
% 61.44/26.59  																																														| (9688)  ~ (all_0_33_33 = e2)
% 61.44/26.59  																																														| (9652)  ~ (all_0_49_49 = all_0_56_56)
% 61.44/26.59  																																														|
% 61.44/26.59  																																														| Equations (978,679) can reduce 9652 to:
% 61.44/26.59  																																														| (266) $false
% 61.44/26.59  																																														|
% 61.44/26.59  																																														|-The branch is then unsatisfiable
% 61.44/26.59  																																												|-Branch two:
% 61.44/26.59  																																												| (9693) all_0_36_36 = e0 &  ~ (all_0_35_35 = e1) &  ~ (all_0_53_53 = all_0_57_57)
% 61.44/26.59  																																												|
% 61.44/26.59  																																													| Applying alpha-rule on (9693) yields:
% 61.44/26.60  																																													| (9694) all_0_36_36 = e0
% 61.44/26.60  																																													| (9695)  ~ (all_0_35_35 = e1)
% 61.44/26.60  																																													| (9671)  ~ (all_0_53_53 = all_0_57_57)
% 61.44/26.60  																																													|
% 61.44/26.60  																																													| Combining equations (58744,9694) yields a new equation:
% 61.44/26.60  																																													| (546) e1 = e0
% 61.44/26.60  																																													|
% 61.44/26.60  																																													| Simplifying 546 yields:
% 61.44/26.60  																																													| (431) e1 = e0
% 61.44/26.60  																																													|
% 61.44/26.60  																																													| Equations (431) can reduce 233 to:
% 61.44/26.60  																																													| (266) $false
% 61.44/26.60  																																													|
% 61.44/26.60  																																													|-The branch is then unsatisfiable
% 61.44/26.60  																																											|-Branch two:
% 61.44/26.60  																																											| (9698) all_0_45_45 = e3 &  ~ (all_0_38_38 = e2) &  ~ (all_0_46_46 = e4)
% 61.44/26.60  																																											|
% 61.44/26.60  																																												| Applying alpha-rule on (9698) yields:
% 61.44/26.60  																																												| (423) all_0_45_45 = e3
% 61.44/26.60  																																												| (9600)  ~ (all_0_38_38 = e2)
% 61.44/26.60  																																												| (250)  ~ (all_0_46_46 = e4)
% 61.44/26.60  																																												|
% 61.44/26.60  																																												| Combining equations (248,423) yields a new equation:
% 61.44/26.60  																																												| (424) e4 = e3
% 61.44/26.60  																																												|
% 61.44/26.60  																																												| Simplifying 424 yields:
% 61.44/26.60  																																												| (425) e4 = e3
% 61.44/26.60  																																												|
% 61.44/26.60  																																												| Equations (425) can reduce 188 to:
% 61.44/26.60  																																												| (266) $false
% 61.44/26.60  																																												|
% 61.44/26.60  																																												|-The branch is then unsatisfiable
% 61.44/26.60  																																									|-Branch two:
% 61.44/26.60  																																									| (440)  ~ (all_0_41_41 = e4)
% 61.44/26.60  																																									| (4049) all_0_41_41 = e3 | all_0_41_41 = e1 | all_0_41_41 = e0
% 61.44/26.60  																																									|
% 61.44/26.60  																																										+-Applying beta-rule and splitting (4049), into two cases.
% 61.44/26.60  																																										|-Branch one:
% 61.44/26.60  																																										| (794) all_0_41_41 = e0
% 61.44/26.60  																																										|
% 61.44/26.60  																																											| Equations (794) can reduce 357 to:
% 61.44/26.60  																																											| (266) $false
% 61.44/26.60  																																											|
% 61.44/26.60  																																											|-The branch is then unsatisfiable
% 61.44/26.60  																																										|-Branch two:
% 61.44/26.60  																																										| (357)  ~ (all_0_41_41 = e0)
% 61.44/26.60  																																										| (4053) all_0_41_41 = e3 | all_0_41_41 = e1
% 61.44/26.60  																																										|
% 61.44/26.60  																																											+-Applying beta-rule and splitting (4053), into two cases.
% 61.44/26.60  																																											|-Branch one:
% 61.44/26.60  																																											| (453) all_0_41_41 = e1
% 61.44/26.60  																																											|
% 61.44/26.60  																																												| Equations (453) can reduce 457 to:
% 61.44/26.60  																																												| (266) $false
% 61.44/26.60  																																												|
% 61.44/26.60  																																												|-The branch is then unsatisfiable
% 61.44/26.60  																																											|-Branch two:
% 61.44/26.60  																																											| (457)  ~ (all_0_41_41 = e1)
% 61.44/26.60  																																											| (403) all_0_41_41 = e3
% 61.44/26.60  																																											|
% 61.44/26.60  																																												| Equations (403) can reduce 1898 to:
% 61.44/26.60  																																												| (266) $false
% 61.44/26.60  																																												|
% 61.44/26.60  																																												|-The branch is then unsatisfiable
% 61.44/26.60  																																								|-Branch two:
% 61.44/26.60  																																								| (451)  ~ (all_0_58_58 = e4)
% 61.44/26.60  																																								| (913) all_0_58_58 = e3 | all_0_58_58 = e1 | all_0_58_58 = e0
% 61.44/26.60  																																								|
% 61.44/26.60  																																									+-Applying beta-rule and splitting (913), into two cases.
% 61.44/26.60  																																									|-Branch one:
% 61.44/26.60  																																									| (914) all_0_58_58 = e0
% 61.44/26.60  																																									|
% 61.44/26.60  																																										| Equations (914) can reduce 491 to:
% 61.44/26.60  																																										| (266) $false
% 61.44/26.60  																																										|
% 61.44/26.60  																																										|-The branch is then unsatisfiable
% 61.44/26.60  																																									|-Branch two:
% 61.44/26.60  																																									| (491)  ~ (all_0_58_58 = e0)
% 61.44/26.60  																																									| (917) all_0_58_58 = e3 | all_0_58_58 = e1
% 61.44/26.60  																																									|
% 61.44/26.60  																																										+-Applying beta-rule and splitting (917), into two cases.
% 61.44/26.60  																																										|-Branch one:
% 61.44/26.60  																																										| (918) all_0_58_58 = e1
% 61.44/26.60  																																										|
% 61.44/26.60  																																											| Equations (918) can reduce 880 to:
% 61.44/26.60  																																											| (266) $false
% 61.44/26.60  																																											|
% 61.44/26.60  																																											|-The branch is then unsatisfiable
% 61.44/26.60  																																										|-Branch two:
% 61.44/26.60  																																										| (880)  ~ (all_0_58_58 = e1)
% 61.44/26.60  																																										| (795) all_0_58_58 = e3
% 61.44/26.60  																																										|
% 61.44/26.60  																																											| Equations (795) can reduce 276 to:
% 61.44/26.60  																																											| (266) $false
% 61.44/26.60  																																											|
% 61.44/26.60  																																											|-The branch is then unsatisfiable
% 61.44/26.60  																																							|-Branch two:
% 61.44/26.60  																																							| (632)  ~ (all_0_55_55 = e1)
% 61.44/26.60  																																							| (633) all_0_56_56 = e1 | all_0_57_57 = e1 | all_0_58_58 = e1
% 61.44/26.60  																																							|
% 61.44/26.60  																																								+-Applying beta-rule and splitting (633), into two cases.
% 61.44/26.60  																																								|-Branch one:
% 61.44/26.60  																																								| (1569) all_0_56_56 = e1
% 61.44/26.60  																																								|
% 61.44/26.60  																																									| Combining equations (1569,679) yields a new equation:
% 61.44/26.60  																																									| (546) e1 = e0
% 61.44/26.60  																																									|
% 61.44/26.60  																																									| Simplifying 546 yields:
% 61.44/26.60  																																									| (431) e1 = e0
% 61.44/26.60  																																									|
% 61.44/26.60  																																									| Equations (431) can reduce 233 to:
% 61.44/26.60  																																									| (266) $false
% 61.44/26.60  																																									|
% 61.44/26.60  																																									|-The branch is then unsatisfiable
% 61.44/26.60  																																								|-Branch two:
% 61.44/26.60  																																								| (466)  ~ (all_0_56_56 = e1)
% 61.44/26.60  																																								| (1574) all_0_57_57 = e1 | all_0_58_58 = e1
% 61.44/26.60  																																								|
% 61.44/26.60  																																									+-Applying beta-rule and splitting (1574), into two cases.
% 61.44/26.60  																																									|-Branch one:
% 61.44/26.60  																																									| (647) all_0_57_57 = e1
% 61.44/26.60  																																									|
% 61.44/26.60  																																										| Combining equations (647,442) yields a new equation:
% 61.44/26.60  																																										| (617) e2 = e1
% 61.44/26.60  																																										|
% 61.44/26.60  																																										| Equations (617) can reduce 122 to:
% 61.44/26.60  																																										| (266) $false
% 61.44/26.60  																																										|
% 61.44/26.60  																																										|-The branch is then unsatisfiable
% 61.44/26.60  																																									|-Branch two:
% 61.44/26.60  																																									| (1670)  ~ (all_0_57_57 = e1)
% 61.44/26.60  																																									| (918) all_0_58_58 = e1
% 61.44/26.60  																																									|
% 61.44/26.60  																																										| Equations (918) can reduce 880 to:
% 61.44/26.60  																																										| (266) $false
% 61.44/26.60  																																										|
% 61.44/26.60  																																										|-The branch is then unsatisfiable
% 61.44/26.60  																																					|-Branch two:
% 61.44/26.60  																																					| (639)  ~ (all_0_44_44 = e1)
% 61.44/26.60  																																					| (640) all_0_49_49 = e1 | all_0_53_53 = e1 | all_0_58_58 = e1
% 61.44/26.60  																																					|
% 61.44/26.60  																																						+-Applying beta-rule and splitting (26), into two cases.
% 61.44/26.60  																																						|-Branch one:
% 61.44/26.60  																																						| (446) all_0_44_44 = e4
% 61.44/26.60  																																						|
% 61.44/26.60  																																							| Combining equations (446,58885) yields a new equation:
% 61.44/26.60  																																							| (5155) all_0_28_28 = e4
% 61.44/26.60  																																							|
% 61.44/26.60  																																							| Equations (446) can reduce 149 to:
% 61.44/26.60  																																							| (440)  ~ (all_0_41_41 = e4)
% 61.44/26.60  																																							|
% 61.44/26.60  																																							| Equations (446) can reduce 407 to:
% 61.44/26.60  																																							| (188)  ~ (e4 = e3)
% 61.44/26.60  																																							|
% 61.44/26.60  																																							| Equations (446) can reduce 147 to:
% 61.44/26.60  																																							| (48)  ~ (e4 = e2)
% 61.44/26.60  																																							|
% 61.44/26.60  																																							| Equations (446) can reduce 360 to:
% 61.44/26.60  																																							| (49)  ~ (e4 = e0)
% 61.44/26.60  																																							|
% 61.44/26.60  																																							+-Applying beta-rule and splitting (27), into two cases.
% 61.44/26.60  																																							|-Branch one:
% 61.44/26.60  																																							| (437) all_0_41_41 = e4
% 61.44/26.60  																																							|
% 61.44/26.60  																																								| Equations (437) can reduce 440 to:
% 61.44/26.60  																																								| (266) $false
% 61.44/26.60  																																								|
% 61.44/26.60  																																								|-The branch is then unsatisfiable
% 61.44/26.60  																																							|-Branch two:
% 61.44/26.60  																																							| (440)  ~ (all_0_41_41 = e4)
% 61.44/26.60  																																							| (4049) all_0_41_41 = e3 | all_0_41_41 = e1 | all_0_41_41 = e0
% 61.44/26.60  																																							|
% 61.44/26.60  																																								+-Applying beta-rule and splitting (103), into two cases.
% 61.44/26.60  																																								|-Branch one:
% 61.44/26.60  																																								| (453) all_0_41_41 = e1
% 61.44/26.60  																																								|
% 61.44/26.60  																																									| Combining equations (453,15012) yields a new equation:
% 61.44/26.61  																																									| (17649) all_0_16_16 = e1
% 61.44/26.61  																																									|
% 61.44/26.61  																																									| Equations (453) can reduce 191 to:
% 61.44/26.61  																																									| (2331)  ~ (all_0_55_55 = e1)
% 61.44/26.61  																																									|
% 61.44/26.61  																																									| Simplifying 2331 yields:
% 61.44/26.61  																																									| (632)  ~ (all_0_55_55 = e1)
% 61.44/26.61  																																									|
% 61.44/26.61  																																									| Equations (453) can reduce 440 to:
% 61.44/26.61  																																									| (602)  ~ (e4 = e1)
% 61.44/26.61  																																									|
% 61.44/26.61  																																									| Simplifying 602 yields:
% 61.44/26.61  																																									| (110)  ~ (e4 = e1)
% 61.44/26.61  																																									|
% 61.44/26.61  																																									| Equations (453) can reduce 1898 to:
% 61.44/26.61  																																									| (467)  ~ (e3 = e1)
% 61.44/26.61  																																									|
% 61.44/26.61  																																									| Simplifying 467 yields:
% 61.44/26.61  																																									| (213)  ~ (e3 = e1)
% 61.44/26.61  																																									|
% 61.44/26.61  																																									| Equations (453) can reduce 357 to:
% 61.44/26.61  																																									| (233)  ~ (e1 = e0)
% 61.44/26.61  																																									|
% 61.44/26.61  																																									+-Applying beta-rule and splitting (216), into two cases.
% 61.44/26.61  																																									|-Branch one:
% 61.44/26.61  																																									| (629) all_0_55_55 = e1
% 61.44/26.61  																																									|
% 61.44/26.61  																																										| Equations (629) can reduce 632 to:
% 61.44/26.61  																																										| (266) $false
% 61.44/26.61  																																										|
% 61.44/26.61  																																										|-The branch is then unsatisfiable
% 61.44/26.61  																																									|-Branch two:
% 61.44/26.61  																																									| (632)  ~ (all_0_55_55 = e1)
% 61.44/26.61  																																									| (633) all_0_56_56 = e1 | all_0_57_57 = e1 | all_0_58_58 = e1
% 61.44/26.61  																																									|
% 61.44/26.61  																																										+-Applying beta-rule and splitting (62), into two cases.
% 61.44/26.61  																																										|-Branch one:
% 61.44/26.61  																																										| (321) all_0_38_38 = e4
% 61.44/26.61  																																										|
% 61.44/26.61  																																											| Combining equations (329,321) yields a new equation:
% 61.44/26.61  																																											| (397) e4 = e0
% 61.44/26.61  																																											|
% 61.44/26.61  																																											| Equations (397) can reduce 49 to:
% 61.44/26.61  																																											| (266) $false
% 61.44/26.61  																																											|
% 61.44/26.61  																																											|-The branch is then unsatisfiable
% 61.44/26.61  																																										|-Branch two:
% 61.44/26.61  																																										| (325)  ~ (all_0_38_38 = e4)
% 61.44/26.61  																																										| (582) all_0_41_41 = e4 | all_0_46_46 = e4 | all_0_50_50 = e4 | all_0_55_55 = e4
% 61.44/26.61  																																										|
% 61.44/26.61  																																											+-Applying beta-rule and splitting (174), into two cases.
% 61.44/26.61  																																											|-Branch one:
% 61.44/26.61  																																											| (386) all_0_55_55 = e2
% 61.44/26.61  																																											|
% 61.44/26.61  																																												| Equations (386) can reduce 304 to:
% 61.44/26.61  																																												| (266) $false
% 61.44/26.61  																																												|
% 61.44/26.61  																																												|-The branch is then unsatisfiable
% 61.44/26.61  																																											|-Branch two:
% 61.44/26.61  																																											| (304)  ~ (all_0_55_55 = e2)
% 61.44/26.61  																																											| (2051) all_0_55_55 = e4 | all_0_55_55 = e3 | all_0_55_55 = e1 | all_0_55_55 = e0
% 61.44/26.61  																																											|
% 61.44/26.61  																																												+-Applying beta-rule and splitting (108), into two cases.
% 61.44/26.61  																																												|-Branch one:
% 61.44/26.61  																																												| (624) all_0_58_58 = e2
% 61.44/26.61  																																												|
% 61.44/26.61  																																													| Equations (624) can reduce 908 to:
% 61.44/26.61  																																													| (266) $false
% 61.44/26.61  																																													|
% 61.44/26.61  																																													|-The branch is then unsatisfiable
% 61.44/26.61  																																												|-Branch two:
% 61.44/26.61  																																												| (908)  ~ (all_0_58_58 = e2)
% 61.44/26.61  																																												| (909) all_0_58_58 = e4 | all_0_58_58 = e3 | all_0_58_58 = e1 | all_0_58_58 = e0
% 61.44/26.61  																																												|
% 61.44/26.61  																																													+-Applying beta-rule and splitting (171), into two cases.
% 61.44/26.61  																																													|-Branch one:
% 61.44/26.61  																																													| (265) all_0_54_54 = e4
% 61.44/26.61  																																													|
% 61.44/26.61  																																														| Combining equations (268,265) yields a new equation:
% 61.44/26.61  																																														| (425) e4 = e3
% 61.44/26.61  																																														|
% 61.44/26.61  																																														| Equations (425) can reduce 188 to:
% 61.44/26.61  																																														| (266) $false
% 61.44/26.61  																																														|
% 61.44/26.61  																																														|-The branch is then unsatisfiable
% 61.44/26.61  																																													|-Branch two:
% 61.44/26.61  																																													| (258)  ~ (all_0_54_54 = e4)
% 61.44/26.61  																																													| (575) all_0_55_55 = e4 | all_0_56_56 = e4 | all_0_57_57 = e4 | all_0_58_58 = e4
% 61.44/26.61  																																													|
% 61.44/26.61  																																														| Equations (268) can reduce 258 to:
% 61.44/26.61  																																														| (277)  ~ (e4 = e3)
% 61.44/26.61  																																														|
% 61.44/26.61  																																														| Simplifying 277 yields:
% 61.44/26.61  																																														| (188)  ~ (e4 = e3)
% 61.44/26.61  																																														|
% 61.44/26.61  																																														+-Applying beta-rule and splitting (633), into two cases.
% 61.44/26.61  																																														|-Branch one:
% 61.44/26.61  																																														| (1569) all_0_56_56 = e1
% 61.44/26.61  																																														|
% 61.44/26.61  																																															| Combining equations (1569,679) yields a new equation:
% 61.44/26.61  																																															| (546) e1 = e0
% 61.44/26.61  																																															|
% 61.44/26.61  																																															| Simplifying 546 yields:
% 61.44/26.61  																																															| (431) e1 = e0
% 61.44/26.61  																																															|
% 61.44/26.61  																																															| Equations (431) can reduce 233 to:
% 61.44/26.61  																																															| (266) $false
% 61.44/26.61  																																															|
% 61.44/26.61  																																															|-The branch is then unsatisfiable
% 61.44/26.61  																																														|-Branch two:
% 61.44/26.61  																																														| (466)  ~ (all_0_56_56 = e1)
% 61.44/26.61  																																														| (1574) all_0_57_57 = e1 | all_0_58_58 = e1
% 61.44/26.61  																																														|
% 61.44/26.61  																																															| Equations (679) can reduce 466 to:
% 61.44/26.61  																																															| (435)  ~ (e1 = e0)
% 61.44/26.61  																																															|
% 61.44/26.61  																																															| Simplifying 435 yields:
% 61.44/26.61  																																															| (233)  ~ (e1 = e0)
% 61.44/26.61  																																															|
% 61.44/26.61  																																															+-Applying beta-rule and splitting (640), into two cases.
% 61.44/26.61  																																															|-Branch one:
% 61.44/26.61  																																															| (671) all_0_49_49 = e1
% 61.44/26.61  																																															|
% 61.44/26.61  																																																| Combining equations (978,671) yields a new equation:
% 61.44/26.61  																																																| (431) e1 = e0
% 61.44/26.61  																																																|
% 61.44/26.61  																																																| Equations (431) can reduce 233 to:
% 61.44/26.61  																																																| (266) $false
% 61.44/26.61  																																																|
% 61.44/26.61  																																																|-The branch is then unsatisfiable
% 61.44/26.61  																																															|-Branch two:
% 61.44/26.61  																																															| (1064)  ~ (all_0_49_49 = e1)
% 61.44/26.61  																																															| (2141) all_0_53_53 = e1 | all_0_58_58 = e1
% 61.44/26.61  																																															|
% 61.44/26.61  																																																+-Applying beta-rule and splitting (2051), into two cases.
% 61.44/26.61  																																																|-Branch one:
% 61.44/26.61  																																																| (587) all_0_55_55 = e4
% 61.44/26.61  																																																|
% 61.44/26.61  																																																	| Equations (587) can reduce 3 to:
% 61.44/26.61  																																																	| (450)  ~ (all_0_58_58 = e4)
% 61.44/26.61  																																																	|
% 61.44/26.61  																																																	| Simplifying 450 yields:
% 61.44/26.61  																																																	| (451)  ~ (all_0_58_58 = e4)
% 61.44/26.61  																																																	|
% 61.44/26.61  																																																	| Equations (587) can reduce 270 to:
% 61.44/26.61  																																																	| (188)  ~ (e4 = e3)
% 61.44/26.61  																																																	|
% 61.44/26.61  																																																	| Equations (587) can reduce 304 to:
% 61.44/26.61  																																																	| (48)  ~ (e4 = e2)
% 61.44/26.61  																																																	|
% 61.44/26.61  																																																	| Equations (587) can reduce 803 to:
% 61.44/26.61  																																																	| (49)  ~ (e4 = e0)
% 61.44/26.61  																																																	|
% 61.44/26.61  																																																	+-Applying beta-rule and splitting (238), into two cases.
% 61.44/26.61  																																																	|-Branch one:
% 61.44/26.61  																																																	| (396) all_0_43_43 = e4
% 61.44/26.61  																																																	|
% 61.44/26.61  																																																		| Combining equations (356,396) yields a new equation:
% 61.44/26.61  																																																		| (397) e4 = e0
% 61.44/26.61  																																																		|
% 61.44/26.61  																																																		| Equations (397) can reduce 49 to:
% 61.44/26.61  																																																		| (266) $false
% 61.44/26.61  																																																		|
% 61.44/26.61  																																																		|-The branch is then unsatisfiable
% 61.44/26.61  																																																	|-Branch two:
% 61.44/26.61  																																																	| (399)  ~ (all_0_43_43 = e4)
% 61.44/26.61  																																																	| (9578) (all_0_1_1 = e4 &  ~ (all_0_0_0 = e3) &  ~ (all_0_38_38 = e2)) | (all_0_3_3 = e4 &  ~ (all_0_2_2 = e2) &  ~ (all_0_39_39 = all_0_45_45)) | (all_0_5_5 = e4 &  ~ (all_0_4_4 = e0) &  ~ (all_0_40_40 = all_0_54_54)) | (all_0_8_8 = e3 &  ~ (all_0_7_7 = e2) &  ~ (all_0_42_42 = all_0_46_46)) | (all_0_10_10 = e3 &  ~ (all_0_9_9 = e1) &  ~ (all_0_43_43 = all_0_50_50)) | (all_0_12_12 = e3 &  ~ (all_0_11_11 = e0) &  ~ (all_0_44_44 = all_0_55_55)) | (all_0_14_14 = e2 &  ~ (all_0_13_13 = e4) &  ~ (all_0_39_39 = all_0_45_45)) | (all_0_16_16 = e2 &  ~ (all_0_15_15 = e3) &  ~ (all_0_42_42 = all_0_46_46)) | (all_0_19_19 = e2 &  ~ (all_0_18_18 = e1) &  ~ (all_0_48_48 = all_0_51_51)) | (all_0_21_21 = e2 &  ~ (all_0_20_20 = e0) &  ~ (all_0_49_49 = all_0_56_56)) | (all_0_23_23 = e1 &  ~ (all_0_22_22 = e3) &  ~ (all_0_43_43 = all_0_50_50)) | (all_0_25_25 = e1 &  ~ (all_0_24_24 = e2) &  ~ (all_0_48_48 = all_0_51_51)) | (all_0_28_28 = e1 &  ~ (all_0_27_27 = e0) &  ~ (all_0_53_53 = all_0_57_57)) | (all_0_30_30 = e0 &  ~ (all_0_29_29 = e4) &  ~ (all_0_40_40 = all_0_54_54)) | (all_0_32_32 = e0 &  ~ (all_0_31_31 = e3) &  ~ (all_0_44_44 = all_0_55_55)) | (all_0_34_34 = e0 &  ~ (all_0_33_33 = e2) &  ~ (all_0_49_49 = all_0_56_56)) | (all_0_36_36 = e0 &  ~ (all_0_35_35 = e1) &  ~ (all_0_53_53 = all_0_57_57)) | (all_0_45_45 = e3 &  ~ (all_0_38_38 = e2) &  ~ (all_0_46_46 = e4))
% 61.44/26.61  																																																	|
% 61.44/26.61  																																																		| Equations (356) can reduce 399 to:
% 61.44/26.61  																																																		| (401)  ~ (e4 = e0)
% 61.44/26.61  																																																		|
% 61.44/26.61  																																																		| Simplifying 401 yields:
% 61.44/26.61  																																																		| (49)  ~ (e4 = e0)
% 61.44/26.61  																																																		|
% 61.44/26.61  																																																		+-Applying beta-rule and splitting (909), into two cases.
% 61.44/26.61  																																																		|-Branch one:
% 61.44/26.61  																																																		| (910) all_0_58_58 = e4
% 61.44/26.61  																																																		|
% 61.44/26.61  																																																			| Equations (910) can reduce 451 to:
% 61.44/26.61  																																																			| (266) $false
% 61.44/26.61  																																																			|
% 61.44/26.61  																																																			|-The branch is then unsatisfiable
% 61.44/26.61  																																																		|-Branch two:
% 61.44/26.61  																																																		| (451)  ~ (all_0_58_58 = e4)
% 61.44/26.61  																																																		| (913) all_0_58_58 = e3 | all_0_58_58 = e1 | all_0_58_58 = e0
% 61.44/26.61  																																																		|
% 61.44/26.61  																																																			+-Applying beta-rule and splitting (2141), into two cases.
% 61.44/26.61  																																																			|-Branch one:
% 61.44/26.61  																																																			| (1208) all_0_53_53 = e1
% 61.44/26.61  																																																			|
% 61.44/26.61  																																																				| Combining equations (665,1208) yields a new equation:
% 61.44/26.61  																																																				| (454) e3 = e1
% 61.44/26.61  																																																				|
% 61.44/26.61  																																																				| Simplifying 454 yields:
% 61.44/26.61  																																																				| (455) e3 = e1
% 61.44/26.61  																																																				|
% 61.44/26.61  																																																				| Equations (455) can reduce 213 to:
% 61.44/26.61  																																																				| (266) $false
% 61.44/26.61  																																																				|
% 61.44/26.61  																																																				|-The branch is then unsatisfiable
% 61.44/26.61  																																																			|-Branch two:
% 61.44/26.61  																																																			| (1459)  ~ (all_0_53_53 = e1)
% 61.44/26.61  																																																			| (918) all_0_58_58 = e1
% 61.44/26.61  																																																			|
% 61.44/26.61  																																																				| Combining equations (918,58825) yields a new equation:
% 61.44/26.61  																																																				| (1589) all_0_21_21 = e1
% 61.44/26.61  																																																				|
% 61.44/26.61  																																																				| Equations (918) can reduce 451 to:
% 61.44/26.61  																																																				| (602)  ~ (e4 = e1)
% 61.44/26.61  																																																				|
% 61.44/26.61  																																																				| Simplifying 602 yields:
% 61.44/26.61  																																																				| (110)  ~ (e4 = e1)
% 61.44/26.61  																																																				|
% 61.44/26.61  																																																				| Equations (918) can reduce 276 to:
% 61.44/26.61  																																																				| (467)  ~ (e3 = e1)
% 61.44/26.61  																																																				|
% 61.44/26.61  																																																				| Simplifying 467 yields:
% 61.44/26.61  																																																				| (213)  ~ (e3 = e1)
% 61.44/26.61  																																																				|
% 61.44/26.61  																																																				| Equations (918) can reduce 908 to:
% 61.44/26.61  																																																				| (604)  ~ (e2 = e1)
% 61.44/26.61  																																																				|
% 61.44/26.61  																																																				| Simplifying 604 yields:
% 61.44/26.61  																																																				| (122)  ~ (e2 = e1)
% 61.44/26.61  																																																				|
% 61.44/26.61  																																																				| Equations (918) can reduce 491 to:
% 61.44/26.61  																																																				| (233)  ~ (e1 = e0)
% 61.44/26.61  																																																				|
% 61.44/26.61  																																																				+-Applying beta-rule and splitting (9578), into two cases.
% 61.44/26.61  																																																				|-Branch one:
% 61.44/26.61  																																																				| (9581) (all_0_1_1 = e4 &  ~ (all_0_0_0 = e3) &  ~ (all_0_38_38 = e2)) | (all_0_3_3 = e4 &  ~ (all_0_2_2 = e2) &  ~ (all_0_39_39 = all_0_45_45)) | (all_0_5_5 = e4 &  ~ (all_0_4_4 = e0) &  ~ (all_0_40_40 = all_0_54_54)) | (all_0_8_8 = e3 &  ~ (all_0_7_7 = e2) &  ~ (all_0_42_42 = all_0_46_46)) | (all_0_10_10 = e3 &  ~ (all_0_9_9 = e1) &  ~ (all_0_43_43 = all_0_50_50)) | (all_0_12_12 = e3 &  ~ (all_0_11_11 = e0) &  ~ (all_0_44_44 = all_0_55_55)) | (all_0_14_14 = e2 &  ~ (all_0_13_13 = e4) &  ~ (all_0_39_39 = all_0_45_45)) | (all_0_16_16 = e2 &  ~ (all_0_15_15 = e3) &  ~ (all_0_42_42 = all_0_46_46)) | (all_0_19_19 = e2 &  ~ (all_0_18_18 = e1) &  ~ (all_0_48_48 = all_0_51_51)) | (all_0_21_21 = e2 &  ~ (all_0_20_20 = e0) &  ~ (all_0_49_49 = all_0_56_56)) | (all_0_23_23 = e1 &  ~ (all_0_22_22 = e3) &  ~ (all_0_43_43 = all_0_50_50)) | (all_0_25_25 = e1 &  ~ (all_0_24_24 = e2) &  ~ (all_0_48_48 = all_0_51_51)) | (all_0_28_28 = e1 &  ~ (all_0_27_27 = e0) &  ~ (all_0_53_53 = all_0_57_57)) | (all_0_30_30 = e0 &  ~ (all_0_29_29 = e4) &  ~ (all_0_40_40 = all_0_54_54)) | (all_0_32_32 = e0 &  ~ (all_0_31_31 = e3) &  ~ (all_0_44_44 = all_0_55_55)) | (all_0_34_34 = e0 &  ~ (all_0_33_33 = e2) &  ~ (all_0_49_49 = all_0_56_56)) | (all_0_36_36 = e0 &  ~ (all_0_35_35 = e1) &  ~ (all_0_53_53 = all_0_57_57))
% 61.44/26.61  																																																				|
% 61.44/26.61  																																																					+-Applying beta-rule and splitting (9581), into two cases.
% 61.44/26.61  																																																					|-Branch one:
% 61.44/26.61  																																																					| (9582) (all_0_1_1 = e4 &  ~ (all_0_0_0 = e3) &  ~ (all_0_38_38 = e2)) | (all_0_3_3 = e4 &  ~ (all_0_2_2 = e2) &  ~ (all_0_39_39 = all_0_45_45)) | (all_0_5_5 = e4 &  ~ (all_0_4_4 = e0) &  ~ (all_0_40_40 = all_0_54_54)) | (all_0_8_8 = e3 &  ~ (all_0_7_7 = e2) &  ~ (all_0_42_42 = all_0_46_46)) | (all_0_10_10 = e3 &  ~ (all_0_9_9 = e1) &  ~ (all_0_43_43 = all_0_50_50)) | (all_0_12_12 = e3 &  ~ (all_0_11_11 = e0) &  ~ (all_0_44_44 = all_0_55_55)) | (all_0_14_14 = e2 &  ~ (all_0_13_13 = e4) &  ~ (all_0_39_39 = all_0_45_45)) | (all_0_16_16 = e2 &  ~ (all_0_15_15 = e3) &  ~ (all_0_42_42 = all_0_46_46)) | (all_0_19_19 = e2 &  ~ (all_0_18_18 = e1) &  ~ (all_0_48_48 = all_0_51_51)) | (all_0_21_21 = e2 &  ~ (all_0_20_20 = e0) &  ~ (all_0_49_49 = all_0_56_56)) | (all_0_23_23 = e1 &  ~ (all_0_22_22 = e3) &  ~ (all_0_43_43 = all_0_50_50)) | (all_0_25_25 = e1 &  ~ (all_0_24_24 = e2) &  ~ (all_0_48_48 = all_0_51_51)) | (all_0_28_28 = e1 &  ~ (all_0_27_27 = e0) &  ~ (all_0_53_53 = all_0_57_57)) | (all_0_30_30 = e0 &  ~ (all_0_29_29 = e4) &  ~ (all_0_40_40 = all_0_54_54)) | (all_0_32_32 = e0 &  ~ (all_0_31_31 = e3) &  ~ (all_0_44_44 = all_0_55_55)) | (all_0_34_34 = e0 &  ~ (all_0_33_33 = e2) &  ~ (all_0_49_49 = all_0_56_56))
% 61.44/26.61  																																																					|
% 61.44/26.61  																																																						+-Applying beta-rule and splitting (9582), into two cases.
% 61.44/26.61  																																																						|-Branch one:
% 61.44/26.61  																																																						| (9583) (all_0_1_1 = e4 &  ~ (all_0_0_0 = e3) &  ~ (all_0_38_38 = e2)) | (all_0_3_3 = e4 &  ~ (all_0_2_2 = e2) &  ~ (all_0_39_39 = all_0_45_45)) | (all_0_5_5 = e4 &  ~ (all_0_4_4 = e0) &  ~ (all_0_40_40 = all_0_54_54)) | (all_0_8_8 = e3 &  ~ (all_0_7_7 = e2) &  ~ (all_0_42_42 = all_0_46_46)) | (all_0_10_10 = e3 &  ~ (all_0_9_9 = e1) &  ~ (all_0_43_43 = all_0_50_50)) | (all_0_12_12 = e3 &  ~ (all_0_11_11 = e0) &  ~ (all_0_44_44 = all_0_55_55)) | (all_0_14_14 = e2 &  ~ (all_0_13_13 = e4) &  ~ (all_0_39_39 = all_0_45_45)) | (all_0_16_16 = e2 &  ~ (all_0_15_15 = e3) &  ~ (all_0_42_42 = all_0_46_46)) | (all_0_19_19 = e2 &  ~ (all_0_18_18 = e1) &  ~ (all_0_48_48 = all_0_51_51)) | (all_0_21_21 = e2 &  ~ (all_0_20_20 = e0) &  ~ (all_0_49_49 = all_0_56_56)) | (all_0_23_23 = e1 &  ~ (all_0_22_22 = e3) &  ~ (all_0_43_43 = all_0_50_50)) | (all_0_25_25 = e1 &  ~ (all_0_24_24 = e2) &  ~ (all_0_48_48 = all_0_51_51)) | (all_0_28_28 = e1 &  ~ (all_0_27_27 = e0) &  ~ (all_0_53_53 = all_0_57_57)) | (all_0_30_30 = e0 &  ~ (all_0_29_29 = e4) &  ~ (all_0_40_40 = all_0_54_54)) | (all_0_32_32 = e0 &  ~ (all_0_31_31 = e3) &  ~ (all_0_44_44 = all_0_55_55))
% 61.44/26.61  																																																						|
% 61.44/26.61  																																																							+-Applying beta-rule and splitting (9583), into two cases.
% 61.44/26.61  																																																							|-Branch one:
% 61.44/26.61  																																																							| (9584) (all_0_1_1 = e4 &  ~ (all_0_0_0 = e3) &  ~ (all_0_38_38 = e2)) | (all_0_3_3 = e4 &  ~ (all_0_2_2 = e2) &  ~ (all_0_39_39 = all_0_45_45)) | (all_0_5_5 = e4 &  ~ (all_0_4_4 = e0) &  ~ (all_0_40_40 = all_0_54_54)) | (all_0_8_8 = e3 &  ~ (all_0_7_7 = e2) &  ~ (all_0_42_42 = all_0_46_46)) | (all_0_10_10 = e3 &  ~ (all_0_9_9 = e1) &  ~ (all_0_43_43 = all_0_50_50)) | (all_0_12_12 = e3 &  ~ (all_0_11_11 = e0) &  ~ (all_0_44_44 = all_0_55_55)) | (all_0_14_14 = e2 &  ~ (all_0_13_13 = e4) &  ~ (all_0_39_39 = all_0_45_45)) | (all_0_16_16 = e2 &  ~ (all_0_15_15 = e3) &  ~ (all_0_42_42 = all_0_46_46)) | (all_0_19_19 = e2 &  ~ (all_0_18_18 = e1) &  ~ (all_0_48_48 = all_0_51_51)) | (all_0_21_21 = e2 &  ~ (all_0_20_20 = e0) &  ~ (all_0_49_49 = all_0_56_56)) | (all_0_23_23 = e1 &  ~ (all_0_22_22 = e3) &  ~ (all_0_43_43 = all_0_50_50)) | (all_0_25_25 = e1 &  ~ (all_0_24_24 = e2) &  ~ (all_0_48_48 = all_0_51_51)) | (all_0_28_28 = e1 &  ~ (all_0_27_27 = e0) &  ~ (all_0_53_53 = all_0_57_57)) | (all_0_30_30 = e0 &  ~ (all_0_29_29 = e4) &  ~ (all_0_40_40 = all_0_54_54))
% 61.44/26.61  																																																							|
% 61.44/26.61  																																																								+-Applying beta-rule and splitting (9584), into two cases.
% 61.44/26.61  																																																								|-Branch one:
% 61.44/26.61  																																																								| (9585) (all_0_1_1 = e4 &  ~ (all_0_0_0 = e3) &  ~ (all_0_38_38 = e2)) | (all_0_3_3 = e4 &  ~ (all_0_2_2 = e2) &  ~ (all_0_39_39 = all_0_45_45)) | (all_0_5_5 = e4 &  ~ (all_0_4_4 = e0) &  ~ (all_0_40_40 = all_0_54_54)) | (all_0_8_8 = e3 &  ~ (all_0_7_7 = e2) &  ~ (all_0_42_42 = all_0_46_46)) | (all_0_10_10 = e3 &  ~ (all_0_9_9 = e1) &  ~ (all_0_43_43 = all_0_50_50)) | (all_0_12_12 = e3 &  ~ (all_0_11_11 = e0) &  ~ (all_0_44_44 = all_0_55_55)) | (all_0_14_14 = e2 &  ~ (all_0_13_13 = e4) &  ~ (all_0_39_39 = all_0_45_45)) | (all_0_16_16 = e2 &  ~ (all_0_15_15 = e3) &  ~ (all_0_42_42 = all_0_46_46)) | (all_0_19_19 = e2 &  ~ (all_0_18_18 = e1) &  ~ (all_0_48_48 = all_0_51_51)) | (all_0_21_21 = e2 &  ~ (all_0_20_20 = e0) &  ~ (all_0_49_49 = all_0_56_56)) | (all_0_23_23 = e1 &  ~ (all_0_22_22 = e3) &  ~ (all_0_43_43 = all_0_50_50)) | (all_0_25_25 = e1 &  ~ (all_0_24_24 = e2) &  ~ (all_0_48_48 = all_0_51_51)) | (all_0_28_28 = e1 &  ~ (all_0_27_27 = e0) &  ~ (all_0_53_53 = all_0_57_57))
% 61.44/26.61  																																																								|
% 61.44/26.61  																																																									+-Applying beta-rule and splitting (9585), into two cases.
% 61.44/26.61  																																																									|-Branch one:
% 61.44/26.61  																																																									| (9586) (all_0_1_1 = e4 &  ~ (all_0_0_0 = e3) &  ~ (all_0_38_38 = e2)) | (all_0_3_3 = e4 &  ~ (all_0_2_2 = e2) &  ~ (all_0_39_39 = all_0_45_45)) | (all_0_5_5 = e4 &  ~ (all_0_4_4 = e0) &  ~ (all_0_40_40 = all_0_54_54)) | (all_0_8_8 = e3 &  ~ (all_0_7_7 = e2) &  ~ (all_0_42_42 = all_0_46_46)) | (all_0_10_10 = e3 &  ~ (all_0_9_9 = e1) &  ~ (all_0_43_43 = all_0_50_50)) | (all_0_12_12 = e3 &  ~ (all_0_11_11 = e0) &  ~ (all_0_44_44 = all_0_55_55)) | (all_0_14_14 = e2 &  ~ (all_0_13_13 = e4) &  ~ (all_0_39_39 = all_0_45_45)) | (all_0_16_16 = e2 &  ~ (all_0_15_15 = e3) &  ~ (all_0_42_42 = all_0_46_46)) | (all_0_19_19 = e2 &  ~ (all_0_18_18 = e1) &  ~ (all_0_48_48 = all_0_51_51)) | (all_0_21_21 = e2 &  ~ (all_0_20_20 = e0) &  ~ (all_0_49_49 = all_0_56_56)) | (all_0_23_23 = e1 &  ~ (all_0_22_22 = e3) &  ~ (all_0_43_43 = all_0_50_50)) | (all_0_25_25 = e1 &  ~ (all_0_24_24 = e2) &  ~ (all_0_48_48 = all_0_51_51))
% 61.44/26.61  																																																									|
% 61.44/26.61  																																																										+-Applying beta-rule and splitting (9586), into two cases.
% 61.44/26.61  																																																										|-Branch one:
% 61.44/26.61  																																																										| (9587) (all_0_1_1 = e4 &  ~ (all_0_0_0 = e3) &  ~ (all_0_38_38 = e2)) | (all_0_3_3 = e4 &  ~ (all_0_2_2 = e2) &  ~ (all_0_39_39 = all_0_45_45)) | (all_0_5_5 = e4 &  ~ (all_0_4_4 = e0) &  ~ (all_0_40_40 = all_0_54_54)) | (all_0_8_8 = e3 &  ~ (all_0_7_7 = e2) &  ~ (all_0_42_42 = all_0_46_46)) | (all_0_10_10 = e3 &  ~ (all_0_9_9 = e1) &  ~ (all_0_43_43 = all_0_50_50)) | (all_0_12_12 = e3 &  ~ (all_0_11_11 = e0) &  ~ (all_0_44_44 = all_0_55_55)) | (all_0_14_14 = e2 &  ~ (all_0_13_13 = e4) &  ~ (all_0_39_39 = all_0_45_45)) | (all_0_16_16 = e2 &  ~ (all_0_15_15 = e3) &  ~ (all_0_42_42 = all_0_46_46)) | (all_0_19_19 = e2 &  ~ (all_0_18_18 = e1) &  ~ (all_0_48_48 = all_0_51_51)) | (all_0_21_21 = e2 &  ~ (all_0_20_20 = e0) &  ~ (all_0_49_49 = all_0_56_56)) | (all_0_23_23 = e1 &  ~ (all_0_22_22 = e3) &  ~ (all_0_43_43 = all_0_50_50))
% 61.44/26.62  																																																										|
% 61.44/26.62  																																																											+-Applying beta-rule and splitting (9587), into two cases.
% 61.44/26.62  																																																											|-Branch one:
% 61.44/26.62  																																																											| (9588) (all_0_1_1 = e4 &  ~ (all_0_0_0 = e3) &  ~ (all_0_38_38 = e2)) | (all_0_3_3 = e4 &  ~ (all_0_2_2 = e2) &  ~ (all_0_39_39 = all_0_45_45)) | (all_0_5_5 = e4 &  ~ (all_0_4_4 = e0) &  ~ (all_0_40_40 = all_0_54_54)) | (all_0_8_8 = e3 &  ~ (all_0_7_7 = e2) &  ~ (all_0_42_42 = all_0_46_46)) | (all_0_10_10 = e3 &  ~ (all_0_9_9 = e1) &  ~ (all_0_43_43 = all_0_50_50)) | (all_0_12_12 = e3 &  ~ (all_0_11_11 = e0) &  ~ (all_0_44_44 = all_0_55_55)) | (all_0_14_14 = e2 &  ~ (all_0_13_13 = e4) &  ~ (all_0_39_39 = all_0_45_45)) | (all_0_16_16 = e2 &  ~ (all_0_15_15 = e3) &  ~ (all_0_42_42 = all_0_46_46)) | (all_0_19_19 = e2 &  ~ (all_0_18_18 = e1) &  ~ (all_0_48_48 = all_0_51_51)) | (all_0_21_21 = e2 &  ~ (all_0_20_20 = e0) &  ~ (all_0_49_49 = all_0_56_56))
% 61.53/26.62  																																																											|
% 61.53/26.62  																																																												+-Applying beta-rule and splitting (9588), into two cases.
% 61.53/26.62  																																																												|-Branch one:
% 61.53/26.62  																																																												| (9589) (all_0_1_1 = e4 &  ~ (all_0_0_0 = e3) &  ~ (all_0_38_38 = e2)) | (all_0_3_3 = e4 &  ~ (all_0_2_2 = e2) &  ~ (all_0_39_39 = all_0_45_45)) | (all_0_5_5 = e4 &  ~ (all_0_4_4 = e0) &  ~ (all_0_40_40 = all_0_54_54)) | (all_0_8_8 = e3 &  ~ (all_0_7_7 = e2) &  ~ (all_0_42_42 = all_0_46_46)) | (all_0_10_10 = e3 &  ~ (all_0_9_9 = e1) &  ~ (all_0_43_43 = all_0_50_50)) | (all_0_12_12 = e3 &  ~ (all_0_11_11 = e0) &  ~ (all_0_44_44 = all_0_55_55)) | (all_0_14_14 = e2 &  ~ (all_0_13_13 = e4) &  ~ (all_0_39_39 = all_0_45_45)) | (all_0_16_16 = e2 &  ~ (all_0_15_15 = e3) &  ~ (all_0_42_42 = all_0_46_46)) | (all_0_19_19 = e2 &  ~ (all_0_18_18 = e1) &  ~ (all_0_48_48 = all_0_51_51))
% 61.53/26.62  																																																												|
% 61.53/26.62  																																																													+-Applying beta-rule and splitting (9589), into two cases.
% 61.53/26.62  																																																													|-Branch one:
% 61.53/26.62  																																																													| (9590) (all_0_1_1 = e4 &  ~ (all_0_0_0 = e3) &  ~ (all_0_38_38 = e2)) | (all_0_3_3 = e4 &  ~ (all_0_2_2 = e2) &  ~ (all_0_39_39 = all_0_45_45)) | (all_0_5_5 = e4 &  ~ (all_0_4_4 = e0) &  ~ (all_0_40_40 = all_0_54_54)) | (all_0_8_8 = e3 &  ~ (all_0_7_7 = e2) &  ~ (all_0_42_42 = all_0_46_46)) | (all_0_10_10 = e3 &  ~ (all_0_9_9 = e1) &  ~ (all_0_43_43 = all_0_50_50)) | (all_0_12_12 = e3 &  ~ (all_0_11_11 = e0) &  ~ (all_0_44_44 = all_0_55_55)) | (all_0_14_14 = e2 &  ~ (all_0_13_13 = e4) &  ~ (all_0_39_39 = all_0_45_45)) | (all_0_16_16 = e2 &  ~ (all_0_15_15 = e3) &  ~ (all_0_42_42 = all_0_46_46))
% 61.53/26.62  																																																													|
% 61.53/26.62  																																																														+-Applying beta-rule and splitting (9590), into two cases.
% 61.53/26.62  																																																														|-Branch one:
% 61.53/26.62  																																																														| (9591) (all_0_1_1 = e4 &  ~ (all_0_0_0 = e3) &  ~ (all_0_38_38 = e2)) | (all_0_3_3 = e4 &  ~ (all_0_2_2 = e2) &  ~ (all_0_39_39 = all_0_45_45)) | (all_0_5_5 = e4 &  ~ (all_0_4_4 = e0) &  ~ (all_0_40_40 = all_0_54_54)) | (all_0_8_8 = e3 &  ~ (all_0_7_7 = e2) &  ~ (all_0_42_42 = all_0_46_46)) | (all_0_10_10 = e3 &  ~ (all_0_9_9 = e1) &  ~ (all_0_43_43 = all_0_50_50)) | (all_0_12_12 = e3 &  ~ (all_0_11_11 = e0) &  ~ (all_0_44_44 = all_0_55_55)) | (all_0_14_14 = e2 &  ~ (all_0_13_13 = e4) &  ~ (all_0_39_39 = all_0_45_45))
% 61.53/26.62  																																																														|
% 61.53/26.62  																																																															+-Applying beta-rule and splitting (9591), into two cases.
% 61.53/26.62  																																																															|-Branch one:
% 61.53/26.62  																																																															| (9592) (all_0_1_1 = e4 &  ~ (all_0_0_0 = e3) &  ~ (all_0_38_38 = e2)) | (all_0_3_3 = e4 &  ~ (all_0_2_2 = e2) &  ~ (all_0_39_39 = all_0_45_45)) | (all_0_5_5 = e4 &  ~ (all_0_4_4 = e0) &  ~ (all_0_40_40 = all_0_54_54)) | (all_0_8_8 = e3 &  ~ (all_0_7_7 = e2) &  ~ (all_0_42_42 = all_0_46_46)) | (all_0_10_10 = e3 &  ~ (all_0_9_9 = e1) &  ~ (all_0_43_43 = all_0_50_50)) | (all_0_12_12 = e3 &  ~ (all_0_11_11 = e0) &  ~ (all_0_44_44 = all_0_55_55))
% 61.53/26.62  																																																															|
% 61.53/26.62  																																																																+-Applying beta-rule and splitting (9592), into two cases.
% 61.53/26.62  																																																																|-Branch one:
% 61.53/26.62  																																																																| (9593) (all_0_1_1 = e4 &  ~ (all_0_0_0 = e3) &  ~ (all_0_38_38 = e2)) | (all_0_3_3 = e4 &  ~ (all_0_2_2 = e2) &  ~ (all_0_39_39 = all_0_45_45)) | (all_0_5_5 = e4 &  ~ (all_0_4_4 = e0) &  ~ (all_0_40_40 = all_0_54_54)) | (all_0_8_8 = e3 &  ~ (all_0_7_7 = e2) &  ~ (all_0_42_42 = all_0_46_46)) | (all_0_10_10 = e3 &  ~ (all_0_9_9 = e1) &  ~ (all_0_43_43 = all_0_50_50))
% 61.53/26.62  																																																																|
% 61.53/26.62  																																																																	+-Applying beta-rule and splitting (9593), into two cases.
% 61.53/26.62  																																																																	|-Branch one:
% 61.53/26.62  																																																																	| (9594) (all_0_1_1 = e4 &  ~ (all_0_0_0 = e3) &  ~ (all_0_38_38 = e2)) | (all_0_3_3 = e4 &  ~ (all_0_2_2 = e2) &  ~ (all_0_39_39 = all_0_45_45)) | (all_0_5_5 = e4 &  ~ (all_0_4_4 = e0) &  ~ (all_0_40_40 = all_0_54_54)) | (all_0_8_8 = e3 &  ~ (all_0_7_7 = e2) &  ~ (all_0_42_42 = all_0_46_46))
% 61.53/26.62  																																																																	|
% 61.53/26.62  																																																																		+-Applying beta-rule and splitting (9594), into two cases.
% 61.53/26.62  																																																																		|-Branch one:
% 61.53/26.62  																																																																		| (9595) (all_0_1_1 = e4 &  ~ (all_0_0_0 = e3) &  ~ (all_0_38_38 = e2)) | (all_0_3_3 = e4 &  ~ (all_0_2_2 = e2) &  ~ (all_0_39_39 = all_0_45_45)) | (all_0_5_5 = e4 &  ~ (all_0_4_4 = e0) &  ~ (all_0_40_40 = all_0_54_54))
% 61.53/26.62  																																																																		|
% 61.53/26.62  																																																																			+-Applying beta-rule and splitting (9595), into two cases.
% 61.53/26.62  																																																																			|-Branch one:
% 61.53/26.62  																																																																			| (9596) (all_0_1_1 = e4 &  ~ (all_0_0_0 = e3) &  ~ (all_0_38_38 = e2)) | (all_0_3_3 = e4 &  ~ (all_0_2_2 = e2) &  ~ (all_0_39_39 = all_0_45_45))
% 61.53/26.62  																																																																			|
% 61.53/26.62  																																																																				+-Applying beta-rule and splitting (9596), into two cases.
% 61.53/26.62  																																																																				|-Branch one:
% 61.53/26.62  																																																																				| (9597) all_0_1_1 = e4 &  ~ (all_0_0_0 = e3) &  ~ (all_0_38_38 = e2)
% 61.53/26.62  																																																																				|
% 61.53/26.62  																																																																					| Applying alpha-rule on (9597) yields:
% 61.53/26.62  																																																																					| (9598) all_0_1_1 = e4
% 61.53/26.62  																																																																					| (9599)  ~ (all_0_0_0 = e3)
% 61.53/26.62  																																																																					| (9600)  ~ (all_0_38_38 = e2)
% 61.53/26.62  																																																																					|
% 61.53/26.62  																																																																					| Equations (22236) can reduce 9599 to:
% 61.53/26.62  																																																																					| (266) $false
% 61.53/26.62  																																																																					|
% 61.53/26.62  																																																																					|-The branch is then unsatisfiable
% 61.53/26.62  																																																																				|-Branch two:
% 61.53/26.62  																																																																				| (9604) all_0_3_3 = e4 &  ~ (all_0_2_2 = e2) &  ~ (all_0_39_39 = all_0_45_45)
% 61.53/26.62  																																																																				|
% 61.53/26.62  																																																																					| Applying alpha-rule on (9604) yields:
% 61.53/26.62  																																																																					| (2165) all_0_3_3 = e4
% 61.53/26.62  																																																																					| (9606)  ~ (all_0_2_2 = e2)
% 61.53/26.62  																																																																					| (9607)  ~ (all_0_39_39 = all_0_45_45)
% 61.53/26.62  																																																																					|
% 61.53/26.62  																																																																					| Equations (471,248) can reduce 9607 to:
% 61.53/26.62  																																																																					| (266) $false
% 61.53/26.62  																																																																					|
% 61.53/26.62  																																																																					|-The branch is then unsatisfiable
% 61.53/26.62  																																																																			|-Branch two:
% 61.53/26.62  																																																																			| (9609) all_0_5_5 = e4 &  ~ (all_0_4_4 = e0) &  ~ (all_0_40_40 = all_0_54_54)
% 61.53/26.62  																																																																			|
% 61.53/26.62  																																																																				| Applying alpha-rule on (9609) yields:
% 61.53/26.62  																																																																				| (9610) all_0_5_5 = e4
% 61.53/26.62  																																																																				| (9611)  ~ (all_0_4_4 = e0)
% 61.53/26.62  																																																																				| (9612)  ~ (all_0_40_40 = all_0_54_54)
% 61.53/26.62  																																																																				|
% 61.53/26.63  																																																																				| Combining equations (9610,58797) yields a new equation:
% 61.53/26.63  																																																																				| (481) e4 = e0
% 61.53/26.63  																																																																				|
% 61.53/26.63  																																																																				| Simplifying 481 yields:
% 61.53/26.63  																																																																				| (397) e4 = e0
% 61.53/26.63  																																																																				|
% 61.53/26.63  																																																																				| Equations (397) can reduce 49 to:
% 61.53/26.63  																																																																				| (266) $false
% 61.53/26.63  																																																																				|
% 61.53/26.63  																																																																				|-The branch is then unsatisfiable
% 61.53/26.63  																																																																		|-Branch two:
% 61.53/26.63  																																																																		| (9616) all_0_8_8 = e3 &  ~ (all_0_7_7 = e2) &  ~ (all_0_42_42 = all_0_46_46)
% 61.53/26.63  																																																																		|
% 61.53/26.63  																																																																			| Applying alpha-rule on (9616) yields:
% 61.53/26.63  																																																																			| (4675) all_0_8_8 = e3
% 61.53/26.63  																																																																			| (9618)  ~ (all_0_7_7 = e2)
% 61.53/26.63  																																																																			| (9619)  ~ (all_0_42_42 = all_0_46_46)
% 61.53/26.63  																																																																			|
% 61.53/26.63  																																																																			| Equations (516,1557) can reduce 9619 to:
% 61.53/26.63  																																																																			| (266) $false
% 61.53/26.63  																																																																			|
% 61.53/26.63  																																																																			|-The branch is then unsatisfiable
% 61.53/26.63  																																																																	|-Branch two:
% 61.53/26.63  																																																																	| (9621) all_0_10_10 = e3 &  ~ (all_0_9_9 = e1) &  ~ (all_0_43_43 = all_0_50_50)
% 61.53/26.63  																																																																	|
% 61.53/26.63  																																																																		| Applying alpha-rule on (9621) yields:
% 61.53/26.63  																																																																		| (9622) all_0_10_10 = e3
% 61.53/26.63  																																																																		| (9623)  ~ (all_0_9_9 = e1)
% 61.53/26.63  																																																																		| (9624)  ~ (all_0_43_43 = all_0_50_50)
% 61.53/26.63  																																																																		|
% 61.53/26.63  																																																																		| Combining equations (9622,15017) yields a new equation:
% 61.53/26.63  																																																																		| (661) e3 = e2
% 61.53/26.63  																																																																		|
% 61.53/26.63  																																																																		| Simplifying 661 yields:
% 61.53/26.63  																																																																		| (662) e3 = e2
% 61.53/26.63  																																																																		|
% 61.53/26.63  																																																																		| Equations (662) can reduce 212 to:
% 61.53/26.63  																																																																		| (266) $false
% 61.53/26.63  																																																																		|
% 61.53/26.63  																																																																		|-The branch is then unsatisfiable
% 61.53/26.63  																																																																|-Branch two:
% 61.53/26.63  																																																																| (9627) all_0_12_12 = e3 &  ~ (all_0_11_11 = e0) &  ~ (all_0_44_44 = all_0_55_55)
% 61.53/26.63  																																																																|
% 61.53/26.63  																																																																	| Applying alpha-rule on (9627) yields:
% 61.53/26.63  																																																																	| (2156) all_0_12_12 = e3
% 61.53/26.63  																																																																	| (9629)  ~ (all_0_11_11 = e0)
% 61.53/26.63  																																																																	| (9630)  ~ (all_0_44_44 = all_0_55_55)
% 61.53/26.63  																																																																	|
% 61.53/26.63  																																																																	| Equations (446,587) can reduce 9630 to:
% 61.53/26.63  																																																																	| (266) $false
% 61.53/26.63  																																																																	|
% 61.53/26.63  																																																																	|-The branch is then unsatisfiable
% 61.53/26.63  																																																															|-Branch two:
% 61.53/26.63  																																																															| (9632) all_0_14_14 = e2 &  ~ (all_0_13_13 = e4) &  ~ (all_0_39_39 = all_0_45_45)
% 61.53/26.63  																																																															|
% 61.53/26.63  																																																																| Applying alpha-rule on (9632) yields:
% 61.53/26.63  																																																																| (9633) all_0_14_14 = e2
% 61.53/26.63  																																																																| (9634)  ~ (all_0_13_13 = e4)
% 61.53/26.63  																																																																| (9607)  ~ (all_0_39_39 = all_0_45_45)
% 61.53/26.63  																																																																|
% 61.53/26.63  																																																																| Combining equations (9633,284) yields a new equation:
% 61.53/26.63  																																																																| (616) e2 = e1
% 61.53/26.63  																																																																|
% 61.53/26.63  																																																																| Simplifying 616 yields:
% 61.53/26.63  																																																																| (617) e2 = e1
% 61.53/26.63  																																																																|
% 61.53/26.63  																																																																| Equations (617) can reduce 122 to:
% 61.53/26.63  																																																																| (266) $false
% 61.53/26.63  																																																																|
% 61.53/26.63  																																																																|-The branch is then unsatisfiable
% 61.53/26.63  																																																														|-Branch two:
% 61.53/26.63  																																																														| (9638) all_0_16_16 = e2 &  ~ (all_0_15_15 = e3) &  ~ (all_0_42_42 = all_0_46_46)
% 61.53/26.63  																																																														|
% 61.53/26.63  																																																															| Applying alpha-rule on (9638) yields:
% 61.53/26.63  																																																															| (9639) all_0_16_16 = e2
% 61.53/26.64  																																																															| (9640)  ~ (all_0_15_15 = e3)
% 61.53/26.64  																																																															| (9619)  ~ (all_0_42_42 = all_0_46_46)
% 61.53/26.64  																																																															|
% 61.53/26.64  																																																															| Combining equations (17649,9639) yields a new equation:
% 61.53/26.64  																																																															| (617) e2 = e1
% 61.53/26.64  																																																															|
% 61.53/26.64  																																																															| Equations (617) can reduce 122 to:
% 61.53/26.64  																																																															| (266) $false
% 61.53/26.64  																																																															|
% 61.53/26.64  																																																															|-The branch is then unsatisfiable
% 61.53/26.64  																																																													|-Branch two:
% 61.53/26.64  																																																													| (9644) all_0_19_19 = e2 &  ~ (all_0_18_18 = e1) &  ~ (all_0_48_48 = all_0_51_51)
% 61.53/26.64  																																																													|
% 61.53/26.64  																																																														| Applying alpha-rule on (9644) yields:
% 61.53/26.64  																																																														| (349) all_0_19_19 = e2
% 61.53/26.64  																																																														| (9646)  ~ (all_0_18_18 = e1)
% 61.53/26.64  																																																														| (9647)  ~ (all_0_48_48 = all_0_51_51)
% 61.53/26.64  																																																														|
% 61.53/26.64  																																																														| Combining equations (349,15019) yields a new equation:
% 61.53/26.64  																																																														| (323) e4 = e2
% 61.53/26.64  																																																														|
% 61.53/26.64  																																																														| Equations (323) can reduce 48 to:
% 61.53/26.64  																																																														| (266) $false
% 61.53/26.64  																																																														|
% 61.53/26.64  																																																														|-The branch is then unsatisfiable
% 61.53/26.64  																																																												|-Branch two:
% 61.53/26.64  																																																												| (9649) all_0_21_21 = e2 &  ~ (all_0_20_20 = e0) &  ~ (all_0_49_49 = all_0_56_56)
% 61.53/26.64  																																																												|
% 61.53/26.64  																																																													| Applying alpha-rule on (9649) yields:
% 61.53/26.64  																																																													| (4269) all_0_21_21 = e2
% 61.53/26.64  																																																													| (9651)  ~ (all_0_20_20 = e0)
% 61.53/26.64  																																																													| (9652)  ~ (all_0_49_49 = all_0_56_56)
% 61.53/26.64  																																																													|
% 61.53/26.64  																																																													| Combining equations (4269,1589) yields a new equation:
% 61.53/26.64  																																																													| (616) e2 = e1
% 61.53/26.64  																																																													|
% 61.53/26.64  																																																													| Simplifying 616 yields:
% 61.53/26.64  																																																													| (617) e2 = e1
% 61.53/26.64  																																																													|
% 61.53/26.64  																																																													| Equations (617) can reduce 122 to:
% 61.53/26.64  																																																													| (266) $false
% 61.53/26.64  																																																													|
% 61.53/26.64  																																																													|-The branch is then unsatisfiable
% 61.53/26.64  																																																											|-Branch two:
% 61.53/26.64  																																																											| (9656) all_0_23_23 = e1 &  ~ (all_0_22_22 = e3) &  ~ (all_0_43_43 = all_0_50_50)
% 61.53/26.64  																																																											|
% 61.53/26.64  																																																												| Applying alpha-rule on (9656) yields:
% 61.53/26.64  																																																												| (9657) all_0_23_23 = e1
% 61.53/26.64  																																																												| (9658)  ~ (all_0_22_22 = e3)
% 61.53/26.64  																																																												| (9624)  ~ (all_0_43_43 = all_0_50_50)
% 61.53/26.64  																																																												|
% 61.53/26.64  																																																												| Combining equations (9657,58771) yields a new equation:
% 61.53/26.64  																																																												| (455) e3 = e1
% 61.53/26.64  																																																												|
% 61.53/26.64  																																																												| Equations (455) can reduce 213 to:
% 61.53/26.64  																																																												| (266) $false
% 61.53/26.64  																																																												|
% 61.53/26.64  																																																												|-The branch is then unsatisfiable
% 61.53/26.64  																																																										|-Branch two:
% 61.53/26.64  																																																										| (9661) all_0_25_25 = e1 &  ~ (all_0_24_24 = e2) &  ~ (all_0_48_48 = all_0_51_51)
% 61.53/26.64  																																																										|
% 61.53/26.64  																																																											| Applying alpha-rule on (9661) yields:
% 61.53/26.64  																																																											| (4271) all_0_25_25 = e1
% 61.53/26.64  																																																											| (9663)  ~ (all_0_24_24 = e2)
% 61.53/26.64  																																																											| (9647)  ~ (all_0_48_48 = all_0_51_51)
% 61.53/26.64  																																																											|
% 61.53/26.64  																																																											| Equations (615,1109) can reduce 9647 to:
% 61.53/26.64  																																																											| (266) $false
% 61.53/26.64  																																																											|
% 61.53/26.64  																																																											|-The branch is then unsatisfiable
% 61.53/26.65  																																																									|-Branch two:
% 61.53/26.65  																																																									| (9668) all_0_28_28 = e1 &  ~ (all_0_27_27 = e0) &  ~ (all_0_53_53 = all_0_57_57)
% 61.53/26.65  																																																									|
% 61.53/26.65  																																																										| Applying alpha-rule on (9668) yields:
% 61.53/26.65  																																																										| (9669) all_0_28_28 = e1
% 61.53/26.65  																																																										| (9670)  ~ (all_0_27_27 = e0)
% 61.53/26.65  																																																										| (9671)  ~ (all_0_53_53 = all_0_57_57)
% 61.53/26.65  																																																										|
% 61.53/26.65  																																																										| Combining equations (9669,5155) yields a new equation:
% 61.53/26.65  																																																										| (630) e4 = e1
% 61.53/26.65  																																																										|
% 61.53/26.65  																																																										| Equations (630) can reduce 110 to:
% 61.53/26.65  																																																										| (266) $false
% 61.53/26.65  																																																										|
% 61.53/26.65  																																																										|-The branch is then unsatisfiable
% 61.53/26.65  																																																								|-Branch two:
% 61.53/26.65  																																																								| (9674) all_0_30_30 = e0 &  ~ (all_0_29_29 = e4) &  ~ (all_0_40_40 = all_0_54_54)
% 61.53/26.65  																																																								|
% 61.53/26.65  																																																									| Applying alpha-rule on (9674) yields:
% 61.53/26.65  																																																									| (9675) all_0_30_30 = e0
% 61.53/26.65  																																																									| (9676)  ~ (all_0_29_29 = e4)
% 61.53/26.65  																																																									| (9612)  ~ (all_0_40_40 = all_0_54_54)
% 61.53/26.65  																																																									|
% 61.53/26.65  																																																									| Combining equations (286,9675) yields a new equation:
% 61.53/26.65  																																																									| (391) e2 = e0
% 61.53/26.65  																																																									|
% 61.53/26.65  																																																									| Simplifying 391 yields:
% 61.53/26.65  																																																									| (330) e2 = e0
% 61.53/26.65  																																																									|
% 61.53/26.65  																																																									| Equations (330) can reduce 128 to:
% 61.53/26.65  																																																									| (266) $false
% 61.53/26.65  																																																									|
% 61.53/26.65  																																																									|-The branch is then unsatisfiable
% 61.53/26.65  																																																							|-Branch two:
% 61.53/26.65  																																																							| (9680) all_0_32_32 = e0 &  ~ (all_0_31_31 = e3) &  ~ (all_0_44_44 = all_0_55_55)
% 61.53/26.65  																																																							|
% 61.53/26.65  																																																								| Applying alpha-rule on (9680) yields:
% 61.53/26.65  																																																								| (2163) all_0_32_32 = e0
% 61.53/26.65  																																																								| (9682)  ~ (all_0_31_31 = e3)
% 61.53/26.65  																																																								| (9630)  ~ (all_0_44_44 = all_0_55_55)
% 61.53/26.65  																																																								|
% 61.53/26.65  																																																								| Equations (446,587) can reduce 9630 to:
% 61.53/26.65  																																																								| (266) $false
% 61.53/26.65  																																																								|
% 61.53/26.65  																																																								|-The branch is then unsatisfiable
% 61.53/26.65  																																																						|-Branch two:
% 61.53/26.65  																																																						| (9686) all_0_34_34 = e0 &  ~ (all_0_33_33 = e2) &  ~ (all_0_49_49 = all_0_56_56)
% 61.53/26.65  																																																						|
% 61.53/26.65  																																																							| Applying alpha-rule on (9686) yields:
% 61.53/26.65  																																																							| (9687) all_0_34_34 = e0
% 61.53/26.65  																																																							| (9688)  ~ (all_0_33_33 = e2)
% 61.53/26.65  																																																							| (9652)  ~ (all_0_49_49 = all_0_56_56)
% 61.53/26.65  																																																							|
% 61.53/26.65  																																																							| Equations (978,679) can reduce 9652 to:
% 61.53/26.65  																																																							| (266) $false
% 61.53/26.65  																																																							|
% 61.53/26.65  																																																							|-The branch is then unsatisfiable
% 61.53/26.65  																																																					|-Branch two:
% 61.53/26.65  																																																					| (9693) all_0_36_36 = e0 &  ~ (all_0_35_35 = e1) &  ~ (all_0_53_53 = all_0_57_57)
% 61.53/26.65  																																																					|
% 61.53/26.65  																																																						| Applying alpha-rule on (9693) yields:
% 61.53/26.65  																																																						| (9694) all_0_36_36 = e0
% 61.53/26.65  																																																						| (9695)  ~ (all_0_35_35 = e1)
% 61.53/26.65  																																																						| (9671)  ~ (all_0_53_53 = all_0_57_57)
% 61.53/26.65  																																																						|
% 61.53/26.66  																																																						| Combining equations (58744,9694) yields a new equation:
% 61.53/26.66  																																																						| (546) e1 = e0
% 61.53/26.66  																																																						|
% 61.53/26.66  																																																						| Simplifying 546 yields:
% 61.53/26.66  																																																						| (431) e1 = e0
% 61.53/26.66  																																																						|
% 61.53/26.66  																																																						| Equations (431) can reduce 233 to:
% 61.53/26.66  																																																						| (266) $false
% 61.53/26.66  																																																						|
% 61.53/26.66  																																																						|-The branch is then unsatisfiable
% 61.53/26.66  																																																				|-Branch two:
% 61.53/26.66  																																																				| (9698) all_0_45_45 = e3 &  ~ (all_0_38_38 = e2) &  ~ (all_0_46_46 = e4)
% 61.53/26.66  																																																				|
% 61.53/26.66  																																																					| Applying alpha-rule on (9698) yields:
% 61.53/26.66  																																																					| (423) all_0_45_45 = e3
% 61.53/26.66  																																																					| (9600)  ~ (all_0_38_38 = e2)
% 61.53/26.66  																																																					| (250)  ~ (all_0_46_46 = e4)
% 61.53/26.66  																																																					|
% 61.53/26.66  																																																					| Combining equations (248,423) yields a new equation:
% 61.53/26.66  																																																					| (424) e4 = e3
% 61.53/26.66  																																																					|
% 61.53/26.66  																																																					| Simplifying 424 yields:
% 61.53/26.66  																																																					| (425) e4 = e3
% 61.53/26.66  																																																					|
% 61.53/26.66  																																																					| Equations (425) can reduce 188 to:
% 61.53/26.66  																																																					| (266) $false
% 61.53/26.66  																																																					|
% 61.53/26.66  																																																					|-The branch is then unsatisfiable
% 61.53/26.66  																																																|-Branch two:
% 61.53/26.66  																																																| (763)  ~ (all_0_55_55 = e4)
% 61.53/26.66  																																																| (2055) all_0_55_55 = e3 | all_0_55_55 = e1 | all_0_55_55 = e0
% 61.53/26.66  																																																|
% 61.53/26.66  																																																	+-Applying beta-rule and splitting (582), into two cases.
% 61.53/26.66  																																																	|-Branch one:
% 61.53/26.66  																																																	| (437) all_0_41_41 = e4
% 61.53/26.66  																																																	|
% 61.53/26.66  																																																		| Combining equations (453,437) yields a new equation:
% 61.53/26.66  																																																		| (630) e4 = e1
% 61.53/26.66  																																																		|
% 61.53/26.66  																																																		| Equations (630) can reduce 110 to:
% 61.53/26.66  																																																		| (266) $false
% 61.53/26.66  																																																		|
% 61.53/26.66  																																																		|-The branch is then unsatisfiable
% 61.53/26.66  																																																	|-Branch two:
% 61.53/26.66  																																																	| (440)  ~ (all_0_41_41 = e4)
% 61.53/26.66  																																																	| (769) all_0_46_46 = e4 | all_0_50_50 = e4 | all_0_55_55 = e4
% 61.53/26.66  																																																	|
% 61.53/26.66  																																																		+-Applying beta-rule and splitting (769), into two cases.
% 61.53/26.66  																																																		|-Branch one:
% 61.53/26.66  																																																		| (770) all_0_46_46 = e4
% 61.53/26.66  																																																		|
% 61.53/26.66  																																																			| Combining equations (1557,770) yields a new equation:
% 61.53/26.66  																																																			| (425) e4 = e3
% 61.53/26.66  																																																			|
% 61.53/26.66  																																																			| Equations (425) can reduce 188 to:
% 61.53/26.66  																																																			| (266) $false
% 61.53/26.66  																																																			|
% 61.53/26.66  																																																			|-The branch is then unsatisfiable
% 61.53/26.66  																																																		|-Branch two:
% 61.53/26.66  																																																		| (250)  ~ (all_0_46_46 = e4)
% 61.53/26.66  																																																		| (774) all_0_50_50 = e4 | all_0_55_55 = e4
% 61.53/26.66  																																																		|
% 61.53/26.66  																																																			+-Applying beta-rule and splitting (774), into two cases.
% 61.53/26.66  																																																			|-Branch one:
% 61.53/26.66  																																																			| (775) all_0_50_50 = e4
% 61.53/26.66  																																																			|
% 61.53/26.66  																																																				| Combining equations (775,378) yields a new equation:
% 61.53/26.66  																																																				| (322) e4 = e2
% 61.53/26.66  																																																				|
% 61.53/26.66  																																																				| Simplifying 322 yields:
% 61.53/26.66  																																																				| (323) e4 = e2
% 61.53/26.66  																																																				|
% 61.53/26.66  																																																				| Equations (323) can reduce 48 to:
% 61.53/26.66  																																																				| (266) $false
% 61.53/26.66  																																																				|
% 61.53/26.66  																																																				|-The branch is then unsatisfiable
% 61.53/26.66  																																																			|-Branch two:
% 61.53/26.66  																																																			| (566)  ~ (all_0_50_50 = e4)
% 61.53/26.66  																																																			| (587) all_0_55_55 = e4
% 61.53/26.66  																																																			|
% 61.53/26.66  																																																				| Equations (587) can reduce 763 to:
% 61.53/26.66  																																																				| (266) $false
% 61.53/26.66  																																																				|
% 61.53/26.66  																																																				|-The branch is then unsatisfiable
% 61.53/26.66  																																								|-Branch two:
% 61.53/26.66  																																								| (457)  ~ (all_0_41_41 = e1)
% 61.53/26.66  																																								| (458) all_0_42_42 = e1 | all_0_43_43 = e1 | all_0_44_44 = e1
% 61.53/26.66  																																								|
% 61.53/26.66  																																									+-Applying beta-rule and splitting (18), into two cases.
% 61.53/26.66  																																									|-Branch one:
% 61.53/26.66  																																									| (453) all_0_41_41 = e1
% 61.53/26.66  																																									|
% 61.53/26.66  																																										| Equations (453) can reduce 457 to:
% 61.53/26.66  																																										| (266) $false
% 61.53/26.66  																																										|
% 61.53/26.66  																																										|-The branch is then unsatisfiable
% 61.53/26.66  																																									|-Branch two:
% 61.53/26.66  																																									| (457)  ~ (all_0_41_41 = e1)
% 61.53/26.66  																																									| (595) all_0_46_46 = e1 | all_0_50_50 = e1 | all_0_55_55 = e1
% 61.53/26.66  																																									|
% 61.53/26.66  																																										+-Applying beta-rule and splitting (62), into two cases.
% 61.53/26.66  																																										|-Branch one:
% 61.53/26.66  																																										| (321) all_0_38_38 = e4
% 61.53/26.66  																																										|
% 61.53/26.66  																																											| Combining equations (321,329) yields a new equation:
% 61.53/26.66  																																											| (481) e4 = e0
% 61.53/26.66  																																											|
% 61.53/26.66  																																											| Simplifying 481 yields:
% 61.53/26.66  																																											| (397) e4 = e0
% 61.53/26.66  																																											|
% 61.53/26.66  																																											| Equations (397) can reduce 49 to:
% 61.53/26.66  																																											| (266) $false
% 61.53/26.66  																																											|
% 61.53/26.66  																																											|-The branch is then unsatisfiable
% 61.53/26.66  																																										|-Branch two:
% 61.53/26.66  																																										| (325)  ~ (all_0_38_38 = e4)
% 61.53/26.66  																																										| (582) all_0_41_41 = e4 | all_0_46_46 = e4 | all_0_50_50 = e4 | all_0_55_55 = e4
% 61.53/26.66  																																										|
% 61.53/26.66  																																											+-Applying beta-rule and splitting (595), into two cases.
% 61.53/26.66  																																											|-Branch one:
% 61.53/26.66  																																											| (545) all_0_46_46 = e1
% 61.53/26.66  																																											|
% 61.53/26.66  																																												| Combining equations (1557,545) yields a new equation:
% 61.53/26.66  																																												| (454) e3 = e1
% 61.53/26.66  																																												|
% 61.53/26.66  																																												| Simplifying 454 yields:
% 61.53/26.66  																																												| (455) e3 = e1
% 61.53/26.66  																																												|
% 61.53/26.66  																																												| Equations (455) can reduce 213 to:
% 61.53/26.66  																																												| (266) $false
% 61.53/26.66  																																												|
% 61.53/26.66  																																												|-The branch is then unsatisfiable
% 61.53/26.66  																																											|-Branch two:
% 61.53/26.66  																																											| (549)  ~ (all_0_46_46 = e1)
% 61.53/26.66  																																											| (600) all_0_50_50 = e1 | all_0_55_55 = e1
% 61.53/26.66  																																											|
% 61.53/26.66  																																												| Equations (1557) can reduce 549 to:
% 61.53/26.66  																																												| (213)  ~ (e3 = e1)
% 61.53/26.66  																																												|
% 61.53/26.66  																																												+-Applying beta-rule and splitting (640), into two cases.
% 61.53/26.66  																																												|-Branch one:
% 61.53/26.66  																																												| (671) all_0_49_49 = e1
% 61.53/26.66  																																												|
% 61.53/26.66  																																													| Combining equations (978,671) yields a new equation:
% 61.53/26.66  																																													| (431) e1 = e0
% 61.53/26.66  																																													|
% 61.53/26.66  																																													| Equations (431) can reduce 233 to:
% 61.53/26.66  																																													| (266) $false
% 61.53/26.66  																																													|
% 61.53/26.66  																																													|-The branch is then unsatisfiable
% 61.53/26.66  																																												|-Branch two:
% 61.53/26.66  																																												| (1064)  ~ (all_0_49_49 = e1)
% 61.53/26.66  																																												| (2141) all_0_53_53 = e1 | all_0_58_58 = e1
% 61.53/26.66  																																												|
% 61.53/26.66  																																													+-Applying beta-rule and splitting (2141), into two cases.
% 61.53/26.66  																																													|-Branch one:
% 61.53/26.66  																																													| (1208) all_0_53_53 = e1
% 61.53/26.66  																																													|
% 61.53/26.66  																																														| Combining equations (665,1208) yields a new equation:
% 61.53/26.66  																																														| (454) e3 = e1
% 61.53/26.66  																																														|
% 61.53/26.66  																																														| Simplifying 454 yields:
% 61.53/26.66  																																														| (455) e3 = e1
% 61.53/26.66  																																														|
% 61.53/26.66  																																														| Equations (455) can reduce 213 to:
% 61.53/26.66  																																														| (266) $false
% 61.53/26.66  																																														|
% 61.53/26.66  																																														|-The branch is then unsatisfiable
% 61.53/26.66  																																													|-Branch two:
% 61.53/26.66  																																													| (1459)  ~ (all_0_53_53 = e1)
% 61.53/26.66  																																													| (918) all_0_58_58 = e1
% 61.53/26.66  																																													|
% 61.53/26.66  																																														| Equations (918) can reduce 3 to:
% 61.53/26.66  																																														| (632)  ~ (all_0_55_55 = e1)
% 61.53/26.66  																																														|
% 61.53/26.66  																																														| Equations (918) can reduce 276 to:
% 61.53/26.66  																																														| (467)  ~ (e3 = e1)
% 61.53/26.66  																																														|
% 61.53/26.66  																																														| Simplifying 467 yields:
% 61.53/26.66  																																														| (213)  ~ (e3 = e1)
% 61.53/26.66  																																														|
% 61.53/26.66  																																														| Equations (918) can reduce 491 to:
% 61.53/26.66  																																														| (233)  ~ (e1 = e0)
% 61.53/26.66  																																														|
% 61.53/26.66  																																														+-Applying beta-rule and splitting (171), into two cases.
% 61.53/26.66  																																														|-Branch one:
% 61.53/26.66  																																														| (265) all_0_54_54 = e4
% 61.53/26.66  																																														|
% 61.53/26.66  																																															| Combining equations (268,265) yields a new equation:
% 61.53/26.66  																																															| (425) e4 = e3
% 61.53/26.66  																																															|
% 61.53/26.66  																																															| Equations (425) can reduce 188 to:
% 61.53/26.66  																																															| (266) $false
% 61.53/26.66  																																															|
% 61.53/26.66  																																															|-The branch is then unsatisfiable
% 61.53/26.66  																																														|-Branch two:
% 61.53/26.66  																																														| (258)  ~ (all_0_54_54 = e4)
% 61.53/26.66  																																														| (575) all_0_55_55 = e4 | all_0_56_56 = e4 | all_0_57_57 = e4 | all_0_58_58 = e4
% 61.53/26.66  																																														|
% 61.53/26.66  																																															| Equations (268) can reduce 258 to:
% 61.53/26.66  																																															| (277)  ~ (e4 = e3)
% 61.53/26.66  																																															|
% 61.53/26.66  																																															| Simplifying 277 yields:
% 61.53/26.66  																																															| (188)  ~ (e4 = e3)
% 61.53/26.66  																																															|
% 61.53/26.66  																																															+-Applying beta-rule and splitting (458), into two cases.
% 61.53/26.66  																																															|-Branch one:
% 61.53/26.66  																																															| (459) all_0_42_42 = e1
% 61.53/26.66  																																															|
% 61.53/26.66  																																																| Combining equations (516,459) yields a new equation:
% 61.53/26.66  																																																| (454) e3 = e1
% 61.53/26.66  																																																|
% 61.53/26.66  																																																| Simplifying 454 yields:
% 61.53/26.66  																																																| (455) e3 = e1
% 61.53/26.66  																																																|
% 61.53/26.66  																																																| Equations (455) can reduce 213 to:
% 61.53/26.66  																																																| (266) $false
% 61.53/26.66  																																																|
% 61.53/26.66  																																																|-The branch is then unsatisfiable
% 61.53/26.66  																																															|-Branch two:
% 61.53/26.66  																																															| (1380)  ~ (all_0_42_42 = e1)
% 61.53/26.66  																																															| (1381) all_0_43_43 = e1 | all_0_44_44 = e1
% 61.53/26.66  																																															|
% 61.53/26.66  																																																+-Applying beta-rule and splitting (582), into two cases.
% 61.53/26.66  																																																|-Branch one:
% 61.53/26.66  																																																| (437) all_0_41_41 = e4
% 61.53/26.66  																																																|
% 61.53/26.66  																																																	| Equations (437) can reduce 440 to:
% 61.53/26.66  																																																	| (266) $false
% 61.53/26.66  																																																	|
% 61.53/26.66  																																																	|-The branch is then unsatisfiable
% 61.53/26.66  																																																|-Branch two:
% 61.53/26.66  																																																| (440)  ~ (all_0_41_41 = e4)
% 61.53/26.66  																																																| (769) all_0_46_46 = e4 | all_0_50_50 = e4 | all_0_55_55 = e4
% 61.53/26.66  																																																|
% 61.53/26.66  																																																	+-Applying beta-rule and splitting (575), into two cases.
% 61.53/26.66  																																																	|-Branch one:
% 61.53/26.66  																																																	| (587) all_0_55_55 = e4
% 61.53/26.66  																																																	|
% 61.53/26.66  																																																		| Equations (587) can reduce 632 to:
% 61.53/26.66  																																																		| (110)  ~ (e4 = e1)
% 61.53/26.66  																																																		|
% 61.53/26.66  																																																		+-Applying beta-rule and splitting (1381), into two cases.
% 61.53/26.66  																																																		|-Branch one:
% 61.53/26.66  																																																		| (430) all_0_43_43 = e1
% 61.53/26.66  																																																		|
% 61.53/26.66  																																																			| Combining equations (356,430) yields a new equation:
% 61.53/26.66  																																																			| (431) e1 = e0
% 61.53/26.66  																																																			|
% 61.53/26.66  																																																			| Equations (431) can reduce 233 to:
% 61.53/26.66  																																																			| (266) $false
% 61.53/26.66  																																																			|
% 61.53/26.66  																																																			|-The branch is then unsatisfiable
% 61.53/26.66  																																																		|-Branch two:
% 61.53/26.66  																																																		| (433)  ~ (all_0_43_43 = e1)
% 61.53/26.66  																																																		| (635) all_0_44_44 = e1
% 61.53/26.66  																																																		|
% 61.53/26.66  																																																			| Combining equations (446,635) yields a new equation:
% 61.53/26.66  																																																			| (636) e4 = e1
% 61.53/26.66  																																																			|
% 61.53/26.66  																																																			| Simplifying 636 yields:
% 61.53/26.66  																																																			| (630) e4 = e1
% 61.53/26.66  																																																			|
% 61.53/26.66  																																																			| Equations (630) can reduce 110 to:
% 61.53/26.66  																																																			| (266) $false
% 61.53/26.66  																																																			|
% 61.53/26.66  																																																			|-The branch is then unsatisfiable
% 61.53/26.66  																																																	|-Branch two:
% 61.53/26.66  																																																	| (763)  ~ (all_0_55_55 = e4)
% 61.53/26.66  																																																	| (764) all_0_56_56 = e4 | all_0_57_57 = e4 | all_0_58_58 = e4
% 61.53/26.66  																																																	|
% 61.53/26.66  																																																		+-Applying beta-rule and splitting (769), into two cases.
% 61.53/26.66  																																																		|-Branch one:
% 61.53/26.66  																																																		| (770) all_0_46_46 = e4
% 61.53/26.66  																																																		|
% 61.53/26.66  																																																			| Combining equations (1557,770) yields a new equation:
% 61.53/26.66  																																																			| (425) e4 = e3
% 61.53/26.66  																																																			|
% 61.53/26.66  																																																			| Equations (425) can reduce 188 to:
% 61.53/26.66  																																																			| (266) $false
% 61.53/26.66  																																																			|
% 61.53/26.66  																																																			|-The branch is then unsatisfiable
% 61.53/26.66  																																																		|-Branch two:
% 61.53/26.66  																																																		| (250)  ~ (all_0_46_46 = e4)
% 61.53/26.66  																																																		| (774) all_0_50_50 = e4 | all_0_55_55 = e4
% 61.53/26.66  																																																		|
% 61.53/26.66  																																																			+-Applying beta-rule and splitting (774), into two cases.
% 61.53/26.66  																																																			|-Branch one:
% 61.53/26.66  																																																			| (775) all_0_50_50 = e4
% 61.53/26.66  																																																			|
% 61.53/26.66  																																																				| Combining equations (378,775) yields a new equation:
% 61.53/26.66  																																																				| (323) e4 = e2
% 61.53/26.66  																																																				|
% 61.53/26.66  																																																				| Equations (323) can reduce 48 to:
% 61.53/26.66  																																																				| (266) $false
% 61.53/26.66  																																																				|
% 61.53/26.66  																																																				|-The branch is then unsatisfiable
% 61.53/26.66  																																																			|-Branch two:
% 61.53/26.66  																																																			| (566)  ~ (all_0_50_50 = e4)
% 61.53/26.66  																																																			| (587) all_0_55_55 = e4
% 61.53/26.66  																																																			|
% 61.53/26.66  																																																				| Equations (587) can reduce 763 to:
% 61.53/26.66  																																																				| (266) $false
% 61.53/26.66  																																																				|
% 61.53/26.66  																																																				|-The branch is then unsatisfiable
% 61.53/26.66  																																						|-Branch two:
% 61.53/26.66  																																						| (1390)  ~ (all_0_44_44 = e4)
% 61.53/26.66  																																						| (1391) all_0_44_44 = e3 | all_0_44_44 = e1 | all_0_44_44 = e0
% 61.53/26.66  																																						|
% 61.53/26.66  																																							+-Applying beta-rule and splitting (1391), into two cases.
% 61.53/26.66  																																							|-Branch one:
% 61.53/26.66  																																							| (1414) all_0_44_44 = e0
% 61.53/26.66  																																							|
% 61.53/26.66  																																								| Equations (1414) can reduce 360 to:
% 61.53/26.66  																																								| (266) $false
% 61.53/26.66  																																								|
% 61.53/26.66  																																								|-The branch is then unsatisfiable
% 61.53/26.66  																																							|-Branch two:
% 61.53/26.66  																																							| (360)  ~ (all_0_44_44 = e0)
% 61.53/26.66  																																							| (1417) all_0_44_44 = e3 | all_0_44_44 = e1
% 61.53/26.66  																																							|
% 61.53/26.66  																																								+-Applying beta-rule and splitting (1417), into two cases.
% 61.53/26.66  																																								|-Branch one:
% 61.53/26.66  																																								| (635) all_0_44_44 = e1
% 61.53/26.66  																																								|
% 61.53/26.66  																																									| Equations (635) can reduce 639 to:
% 61.53/26.66  																																									| (266) $false
% 61.53/26.66  																																									|
% 61.53/26.66  																																									|-The branch is then unsatisfiable
% 61.53/26.66  																																								|-Branch two:
% 61.53/26.66  																																								| (639)  ~ (all_0_44_44 = e1)
% 61.53/26.66  																																								| (532) all_0_44_44 = e3
% 61.53/26.66  																																								|
% 61.53/26.66  																																									| Equations (532) can reduce 407 to:
% 61.53/26.66  																																									| (266) $false
% 61.53/26.66  																																									|
% 61.53/26.66  																																									|-The branch is then unsatisfiable
% 61.53/26.66  																																		|-Branch two:
% 61.53/26.66  																																		| (464)  ~ (all_0_51_51 = e1)
% 61.53/26.66  																																		| (1569) all_0_56_56 = e1
% 61.53/26.66  																																		|
% 61.53/26.66  																																			| Combining equations (1569,679) yields a new equation:
% 61.53/26.66  																																			| (546) e1 = e0
% 61.53/26.66  																																			|
% 61.53/26.66  																																			| Simplifying 546 yields:
% 61.53/26.66  																																			| (431) e1 = e0
% 61.53/26.66  																																			|
% 61.53/26.66  																																			| Equations (431) can reduce 233 to:
% 61.53/26.66  																																			| (266) $false
% 61.53/26.66  																																			|
% 61.53/26.66  																																			|-The branch is then unsatisfiable
% 61.53/26.66  																															|-Branch two:
% 61.53/26.66  																															| (405)  ~ (all_0_42_42 = e3)
% 61.53/26.66  																															| (521) all_0_47_47 = e3 | all_0_51_51 = e3 | all_0_56_56 = e3
% 61.53/26.66  																															|
% 61.53/26.66  																																+-Applying beta-rule and splitting (521), into two cases.
% 61.53/26.66  																																|-Branch one:
% 61.53/26.66  																																| (522) all_0_47_47 = e3
% 61.53/26.66  																																|
% 61.53/26.66  																																	| Combining equations (1105,522) yields a new equation:
% 61.53/26.66  																																	| (662) e3 = e2
% 61.53/26.66  																																	|
% 61.53/26.66  																																	| Equations (662) can reduce 212 to:
% 61.53/26.66  																																	| (266) $false
% 61.53/26.66  																																	|
% 61.53/26.66  																																	|-The branch is then unsatisfiable
% 61.53/26.66  																																|-Branch two:
% 61.53/26.66  																																| (1091)  ~ (all_0_47_47 = e3)
% 61.53/26.66  																																| (1092) all_0_51_51 = e3 | all_0_56_56 = e3
% 61.53/26.66  																																|
% 61.53/26.66  																																	+-Applying beta-rule and splitting (1899), into two cases.
% 61.53/26.66  																																	|-Branch one:
% 61.53/26.66  																																	| (516) all_0_42_42 = e3
% 61.53/26.66  																																	|
% 61.53/26.66  																																		| Equations (516) can reduce 405 to:
% 61.53/26.66  																																		| (266) $false
% 61.53/26.66  																																		|
% 61.53/26.66  																																		|-The branch is then unsatisfiable
% 61.53/26.66  																																	|-Branch two:
% 61.53/26.66  																																	| (405)  ~ (all_0_42_42 = e3)
% 61.53/26.66  																																	| (532) all_0_44_44 = e3
% 61.53/26.66  																																	|
% 61.53/26.66  																																		| Equations (532) can reduce 220 to:
% 61.53/26.66  																																		| (1114)  ~ (all_0_53_53 = e3)
% 61.53/26.66  																																		|
% 61.53/26.66  																																		| Simplifying 1114 yields:
% 61.53/26.66  																																		| (903)  ~ (all_0_53_53 = e3)
% 61.53/26.66  																																		|
% 61.53/26.66  																																		| Equations (532) can reduce 360 to:
% 61.53/26.66  																																		| (80)  ~ (e3 = e0)
% 61.53/26.66  																																		|
% 61.53/26.66  																																		| From (532) and (204) follows:
% 61.53/26.66  																																		| (15591) op(e3, e3) = all_0_11_11
% 61.53/26.66  																																		|
% 61.53/26.66  																																		+-Applying beta-rule and splitting (64), into two cases.
% 61.53/26.66  																																		|-Branch one:
% 61.53/26.66  																																		| (437) all_0_41_41 = e4
% 61.53/26.66  																																		|
% 61.53/26.66  																																			| Equations (437) can reduce 214 to:
% 61.53/26.66  																																			| (1901)  ~ (all_0_42_42 = e4)
% 61.53/26.66  																																			|
% 61.53/26.66  																																			| Simplifying 1901 yields:
% 61.53/26.66  																																			| (1890)  ~ (all_0_42_42 = e4)
% 61.53/26.66  																																			|
% 61.53/26.66  																																			| Equations (437) can reduce 85 to:
% 61.53/26.66  																																			| (48)  ~ (e4 = e2)
% 61.53/26.66  																																			|
% 61.53/26.66  																																			| Equations (437) can reduce 357 to:
% 61.53/26.66  																																			| (49)  ~ (e4 = e0)
% 61.53/26.66  																																			|
% 61.53/26.66  																																			| From (437) and (219) follows:
% 61.53/26.66  																																			| (1913) op(e3, e3) = e4
% 61.53/26.66  																																			|
% 61.53/26.66  																																			+-Applying beta-rule and splitting (196), into two cases.
% 61.53/26.66  																																			|-Branch one:
% 61.53/26.66  																																			| (607) all_0_53_53 = e2
% 61.53/26.66  																																			|
% 61.53/26.66  																																				| Equations (607) can reduce 509 to:
% 61.53/26.66  																																				| (266) $false
% 61.53/26.66  																																				|
% 61.53/26.66  																																				|-The branch is then unsatisfiable
% 61.53/26.66  																																			|-Branch two:
% 61.53/26.66  																																			| (509)  ~ (all_0_53_53 = e2)
% 61.53/26.66  																																			| (610) all_0_53_53 = e4 | all_0_53_53 = e3 | all_0_53_53 = e1
% 61.53/26.66  																																			|
% 61.53/26.66  																																				+-Applying beta-rule and splitting (18), into two cases.
% 61.53/26.66  																																				|-Branch one:
% 61.53/26.66  																																				| (453) all_0_41_41 = e1
% 61.53/26.66  																																				|
% 61.53/26.66  																																					| Combining equations (437,453) yields a new equation:
% 61.53/26.66  																																					| (636) e4 = e1
% 61.53/26.66  																																					|
% 61.53/26.66  																																					| Simplifying 636 yields:
% 61.53/26.66  																																					| (630) e4 = e1
% 61.53/26.66  																																					|
% 61.53/26.66  																																					| Equations (630) can reduce 110 to:
% 61.53/26.66  																																					| (266) $false
% 61.53/26.66  																																					|
% 61.53/26.66  																																					|-The branch is then unsatisfiable
% 61.53/26.66  																																				|-Branch two:
% 61.53/26.66  																																				| (457)  ~ (all_0_41_41 = e1)
% 61.53/26.66  																																				| (595) all_0_46_46 = e1 | all_0_50_50 = e1 | all_0_55_55 = e1
% 61.53/26.66  																																				|
% 61.53/26.66  																																					+-Applying beta-rule and splitting (152), into two cases.
% 61.53/26.66  																																					|-Branch one:
% 61.53/26.66  																																					| (1392) all_0_42_42 = e4
% 61.53/26.66  																																					|
% 61.53/26.66  																																						| Equations (1392) can reduce 1890 to:
% 61.53/26.66  																																						| (266) $false
% 61.53/26.66  																																						|
% 61.53/26.66  																																						|-The branch is then unsatisfiable
% 61.53/26.66  																																					|-Branch two:
% 61.53/26.66  																																					| (1890)  ~ (all_0_42_42 = e4)
% 61.53/26.66  																																					| (1969) all_0_42_42 = e3 | all_0_42_42 = e1 | all_0_42_42 = e0
% 61.53/26.66  																																					|
% 61.53/26.66  																																						+-Applying beta-rule and splitting (610), into two cases.
% 61.53/26.66  																																						|-Branch one:
% 61.53/26.66  																																						| (1298) all_0_53_53 = e4
% 61.53/26.66  																																						|
% 61.53/26.66  																																							| Equations (1298) can reduce 1453 to:
% 61.53/26.66  																																							| (266) $false
% 61.53/26.66  																																							|
% 61.53/26.66  																																							|-The branch is then unsatisfiable
% 61.53/26.66  																																						|-Branch two:
% 61.53/26.66  																																						| (1453)  ~ (all_0_53_53 = e4)
% 61.53/26.66  																																						| (1694) all_0_53_53 = e3 | all_0_53_53 = e1
% 61.53/26.66  																																						|
% 61.53/26.66  																																							+-Applying beta-rule and splitting (595), into two cases.
% 61.53/26.66  																																							|-Branch one:
% 61.53/26.66  																																							| (545) all_0_46_46 = e1
% 61.53/26.66  																																							|
% 61.53/26.66  																																								| Combining equations (545,1557) yields a new equation:
% 61.53/26.66  																																								| (455) e3 = e1
% 61.53/26.66  																																								|
% 61.53/26.66  																																								| Equations (455) can reduce 213 to:
% 61.53/26.66  																																								| (266) $false
% 61.53/26.66  																																								|
% 61.53/26.66  																																								|-The branch is then unsatisfiable
% 61.53/26.66  																																							|-Branch two:
% 61.53/26.66  																																							| (549)  ~ (all_0_46_46 = e1)
% 61.53/26.67  																																							| (600) all_0_50_50 = e1 | all_0_55_55 = e1
% 61.53/26.67  																																							|
% 61.53/26.67  																																								+-Applying beta-rule and splitting (150), into two cases.
% 61.53/26.67  																																								|-Branch one:
% 61.53/26.67  																																								| (1378) all_0_40_40 = e4
% 61.53/26.67  																																								|
% 61.53/26.67  																																									| Combining equations (313,1378) yields a new equation:
% 61.53/26.67  																																									| (323) e4 = e2
% 61.53/26.67  																																									|
% 61.53/26.67  																																									| Equations (323) can reduce 48 to:
% 61.53/26.67  																																									| (266) $false
% 61.53/26.67  																																									|
% 61.53/26.67  																																									|-The branch is then unsatisfiable
% 61.53/26.67  																																								|-Branch two:
% 61.53/26.67  																																								| (447)  ~ (all_0_40_40 = e4)
% 61.53/26.67  																																								| (2271) all_0_44_44 = e4 | all_0_49_49 = e4 | all_0_53_53 = e4 | all_0_58_58 = e4
% 61.53/26.67  																																								|
% 61.53/26.67  																																									| Equations (313) can reduce 447 to:
% 61.53/26.67  																																									| (327)  ~ (e4 = e2)
% 61.53/26.67  																																									|
% 61.53/26.67  																																									| Simplifying 327 yields:
% 61.53/26.67  																																									| (48)  ~ (e4 = e2)
% 61.53/26.67  																																									|
% 61.53/26.67  																																									+-Applying beta-rule and splitting (1969), into two cases.
% 61.53/26.67  																																									|-Branch one:
% 61.53/26.67  																																									| (559) all_0_42_42 = e0
% 61.53/26.67  																																									|
% 61.53/26.67  																																										| Equations (559) can reduce 358 to:
% 61.53/26.67  																																										| (266) $false
% 61.53/26.67  																																										|
% 61.53/26.67  																																										|-The branch is then unsatisfiable
% 61.53/26.67  																																									|-Branch two:
% 61.53/26.67  																																									| (358)  ~ (all_0_42_42 = e0)
% 61.53/26.67  																																									| (2510) all_0_42_42 = e3 | all_0_42_42 = e1
% 61.53/26.67  																																									|
% 61.53/26.67  																																										+-Applying beta-rule and splitting (600), into two cases.
% 61.53/26.67  																																										|-Branch one:
% 61.53/26.67  																																										| (601) all_0_50_50 = e1
% 61.53/26.67  																																										|
% 61.53/26.67  																																											| Combining equations (378,601) yields a new equation:
% 61.53/26.67  																																											| (616) e2 = e1
% 61.53/26.67  																																											|
% 61.53/26.67  																																											| Simplifying 616 yields:
% 61.53/26.67  																																											| (617) e2 = e1
% 61.53/26.67  																																											|
% 61.53/26.67  																																											| Equations (617) can reduce 122 to:
% 61.53/26.67  																																											| (266) $false
% 61.53/26.67  																																											|
% 61.53/26.67  																																											|-The branch is then unsatisfiable
% 61.53/26.67  																																										|-Branch two:
% 61.53/26.67  																																										| (759)  ~ (all_0_50_50 = e1)
% 61.53/26.67  																																										| (629) all_0_55_55 = e1
% 61.53/26.67  																																										|
% 61.53/26.67  																																											| From (629) and (187) follows:
% 61.53/26.67  																																											| (15046) op(e1, e3) = all_0_32_32
% 61.53/26.67  																																											|
% 61.53/26.67  																																											+-Applying beta-rule and splitting (1694), into two cases.
% 61.53/26.67  																																											|-Branch one:
% 61.53/26.67  																																											| (1208) all_0_53_53 = e1
% 61.53/26.67  																																											|
% 61.53/26.67  																																												| From (1208) and (92) follows:
% 61.53/26.67  																																												| (2152) op(e1, e1) = all_0_27_27
% 61.53/26.67  																																												|
% 61.53/26.67  																																												+-Applying beta-rule and splitting (131), into two cases.
% 61.53/26.67  																																												|-Branch one:
% 61.53/26.67  																																												| (459) all_0_42_42 = e1
% 61.53/26.67  																																												|
% 61.53/26.67  																																													| Equations (459) can reduce 61 to:
% 61.53/26.67  																																													| (463)  ~ (all_0_51_51 = e1)
% 61.53/26.67  																																													|
% 61.53/26.67  																																													| Simplifying 463 yields:
% 61.53/26.67  																																													| (464)  ~ (all_0_51_51 = e1)
% 61.53/26.67  																																													|
% 61.53/26.67  																																													| Equations (459) can reduce 1890 to:
% 61.53/26.67  																																													| (602)  ~ (e4 = e1)
% 61.53/26.67  																																													|
% 61.53/26.67  																																													| Simplifying 602 yields:
% 61.53/26.67  																																													| (110)  ~ (e4 = e1)
% 61.53/26.67  																																													|
% 61.53/26.67  																																													| Equations (459) can reduce 358 to:
% 61.53/26.67  																																													| (233)  ~ (e1 = e0)
% 61.53/26.67  																																													|
% 61.53/26.67  																																													| From (459) and (226) follows:
% 61.53/26.67  																																													| (1980) op(e1, e3) = all_0_7_7
% 61.53/26.67  																																													|
% 61.53/26.67  																																													| From (459) and (225) follows:
% 61.53/26.67  																																													| (469) op(e1, e2) = all_0_8_8
% 61.53/26.67  																																													|
% 61.53/26.67  																																													+-Applying beta-rule and splitting (108), into two cases.
% 61.53/26.67  																																													|-Branch one:
% 61.53/26.67  																																													| (624) all_0_58_58 = e2
% 61.53/26.67  																																													|
% 61.53/26.67  																																														| Equations (624) can reduce 908 to:
% 61.53/26.67  																																														| (266) $false
% 61.53/26.67  																																														|
% 61.53/26.67  																																														|-The branch is then unsatisfiable
% 61.53/26.67  																																													|-Branch two:
% 61.53/26.67  																																													| (908)  ~ (all_0_58_58 = e2)
% 61.53/26.67  																																													| (909) all_0_58_58 = e4 | all_0_58_58 = e3 | all_0_58_58 = e1 | all_0_58_58 = e0
% 61.53/26.67  																																													|
% 61.53/26.67  																																														+-Applying beta-rule and splitting (1092), into two cases.
% 61.53/26.67  																																														|-Branch one:
% 61.53/26.67  																																														| (660) all_0_51_51 = e3
% 61.53/26.67  																																														|
% 61.53/26.67  																																															| Equations (660) can reduce 475 to:
% 61.53/26.67  																																															| (277)  ~ (e4 = e3)
% 61.53/26.67  																																															|
% 61.53/26.67  																																															| Simplifying 277 yields:
% 61.53/26.67  																																															| (188)  ~ (e4 = e3)
% 61.53/26.67  																																															|
% 61.53/26.67  																																															| Equations (660) can reduce 464 to:
% 61.53/26.67  																																															| (213)  ~ (e3 = e1)
% 61.53/26.67  																																															|
% 61.53/26.67  																																															| From (660) and (157) follows:
% 61.53/26.67  																																															| (1551) op(e3, e1) = all_0_24_24
% 61.53/26.67  																																															|
% 61.53/26.67  																																															| From (660) and (186) follows:
% 61.53/26.67  																																															| (1552) op(e1, e2) = e3
% 61.53/26.67  																																															|
% 61.53/26.67  																																															+-Applying beta-rule and splitting (171), into two cases.
% 61.53/26.67  																																															|-Branch one:
% 61.53/26.67  																																															| (265) all_0_54_54 = e4
% 61.53/26.67  																																															|
% 61.53/26.67  																																																| Combining equations (265,268) yields a new equation:
% 61.53/26.67  																																																| (424) e4 = e3
% 61.53/26.67  																																																|
% 61.53/26.67  																																																| Simplifying 424 yields:
% 61.53/26.67  																																																| (425) e4 = e3
% 61.53/26.67  																																																|
% 61.53/26.67  																																																| Equations (425) can reduce 188 to:
% 61.53/26.67  																																																| (266) $false
% 61.53/26.67  																																																|
% 61.53/26.67  																																																|-The branch is then unsatisfiable
% 61.53/26.67  																																															|-Branch two:
% 61.53/26.67  																																															| (258)  ~ (all_0_54_54 = e4)
% 61.53/26.67  																																															| (575) all_0_55_55 = e4 | all_0_56_56 = e4 | all_0_57_57 = e4 | all_0_58_58 = e4
% 61.53/26.67  																																															|
% 61.53/26.67  																																																+-Applying beta-rule and splitting (909), into two cases.
% 61.53/26.67  																																																|-Branch one:
% 61.53/26.67  																																																| (910) all_0_58_58 = e4
% 61.53/26.67  																																																|
% 61.53/26.67  																																																	| From (910) and (245) follows:
% 61.53/26.67  																																																	| (2661) op(e0, e0) = e4
% 61.53/26.67  																																																	|
% 61.53/26.67  																																																	| Instantiating formula (29) with e3, e3, e4, all_0_11_11 and discharging atoms op(e3, e3) = all_0_11_11, op(e3, e3) = e4, yields:
% 61.53/26.67  																																																	| (9789) all_0_11_11 = e4
% 61.53/26.67  																																																	|
% 61.53/26.67  																																																	| Instantiating formula (29) with e3, e1, all_0_24_24, e0 and discharging atoms op(e3, e1) = all_0_24_24, op(e3, e1) = e0, yields:
% 61.53/26.67  																																																	| (1588) all_0_24_24 = e0
% 61.53/26.67  																																																	|
% 61.53/26.67  																																																	| Instantiating formula (29) with e1, e3, all_0_7_7, e2 and discharging atoms op(e1, e3) = all_0_7_7, op(e1, e3) = e2, yields:
% 61.53/26.67  																																																	| (59496) all_0_7_7 = e2
% 61.53/26.67  																																																	|
% 61.53/26.67  																																																	| Instantiating formula (29) with e1, e3, all_0_32_32, all_0_7_7 and discharging atoms op(e1, e3) = all_0_7_7, op(e1, e3) = all_0_32_32, yields:
% 61.53/26.67  																																																	| (59497) all_0_7_7 = all_0_32_32
% 61.53/26.67  																																																	|
% 61.53/26.67  																																																	| Instantiating formula (29) with e1, e2, e3, all_0_8_8 and discharging atoms op(e1, e2) = all_0_8_8, op(e1, e2) = e3, yields:
% 61.53/26.67  																																																	| (4675) all_0_8_8 = e3
% 61.53/26.67  																																																	|
% 61.53/26.67  																																																	| Instantiating formula (29) with e1, e1, all_0_27_27, e4 and discharging atoms op(e1, e1) = all_0_27_27, op(e1, e1) = e4, yields:
% 61.53/26.67  																																																	| (2161) all_0_27_27 = e4
% 61.53/26.67  																																																	|
% 61.59/26.68  																																																	| Combining equations (59496,59497) yields a new equation:
% 61.59/26.68  																																																	| (8739) all_0_32_32 = e2
% 61.59/26.68  																																																	|
% 61.59/26.68  																																																	| From (9789) and (15591) follows:
% 61.59/26.68  																																																	| (1913) op(e3, e3) = e4
% 61.59/26.68  																																																	|
% 61.59/26.68  																																																	| From (1588) and (1551) follows:
% 61.59/26.68  																																																	| (369) op(e3, e1) = e0
% 61.59/26.68  																																																	|
% 61.59/26.68  																																																	| From (8739) and (15046) follows:
% 61.59/26.68  																																																	| (26152) op(e1, e3) = e2
% 61.59/26.68  																																																	|
% 61.59/26.68  																																																	| From (4675) and (469) follows:
% 61.59/26.68  																																																	| (1552) op(e1, e2) = e3
% 61.59/26.68  																																																	|
% 61.59/26.68  																																																	| From (2161) and (2152) follows:
% 61.59/26.68  																																																	| (570) op(e1, e1) = e4
% 61.59/26.68  																																																	|
% 61.59/26.68  																																																	+-Applying beta-rule and splitting (56), into two cases.
% 61.59/26.68  																																																	|-Branch one:
% 61.59/26.68  																																																	| (696) unit = e2
% 61.59/26.68  																																																	|
% 61.59/26.68  																																																		| From (696) and (28) follows:
% 61.59/26.68  																																																		| (699) op(e1, e2) = e1
% 61.59/26.68  																																																		|
% 61.59/26.68  																																																		| Instantiating formula (29) with e1, e2, e1, e3 and discharging atoms op(e1, e2) = e3, op(e1, e2) = e1, yields:
% 61.59/26.68  																																																		| (455) e3 = e1
% 61.59/26.68  																																																		|
% 61.59/26.68  																																																		| Equations (455) can reduce 213 to:
% 61.59/26.68  																																																		| (266) $false
% 61.59/26.68  																																																		|
% 61.59/26.68  																																																		|-The branch is then unsatisfiable
% 61.59/26.68  																																																	|-Branch two:
% 61.59/26.68  																																																	| (707)  ~ (unit = e2)
% 61.59/26.68  																																																	| (708) unit = e4 | unit = e3 | unit = e1 | unit = e0
% 61.59/26.68  																																																	|
% 61.59/26.68  																																																		+-Applying beta-rule and splitting (708), into two cases.
% 61.59/26.68  																																																		|-Branch one:
% 61.59/26.68  																																																		| (709) unit = e4
% 61.59/26.68  																																																		|
% 61.59/26.68  																																																			| From (709) and (211) follows:
% 61.59/26.68  																																																			| (22527) op(e4, e1) = e1
% 61.59/26.68  																																																			|
% 61.59/26.68  																																																			| From (709) and (209) follows:
% 61.59/26.68  																																																			| (3072) op(e4, e0) = e0
% 61.59/26.68  																																																			|
% 61.59/26.68  																																																			| From (709) and (40) follows:
% 61.59/26.68  																																																			| (711) op(e3, e4) = e3
% 61.59/26.68  																																																			|
% 61.59/26.68  																																																			| Instantiating formula (29) with e4, e1, e1, e3 and discharging atoms op(e4, e1) = e3, op(e4, e1) = e1, yields:
% 61.59/26.68  																																																			| (455) e3 = e1
% 61.59/26.68  																																																			|
% 61.59/26.68  																																																			| Instantiating formula (29) with e4, e0, e0, e2 and discharging atoms op(e4, e0) = e2, op(e4, e0) = e0, yields:
% 61.59/26.68  																																																			| (330) e2 = e0
% 61.59/26.68  																																																			|
% 61.59/26.68  																																																			| Instantiating formula (29) with e3, e4, e3, e2 and discharging atoms op(e3, e4) = e3, op(e3, e4) = e2, yields:
% 61.59/26.68  																																																			| (662) e3 = e2
% 61.59/26.68  																																																			|
% 61.59/26.68  																																																			| Combining equations (662,455) yields a new equation:
% 61.59/26.68  																																																			| (616) e2 = e1
% 61.59/26.68  																																																			|
% 61.59/26.68  																																																			| Simplifying 616 yields:
% 61.59/26.68  																																																			| (617) e2 = e1
% 61.59/26.68  																																																			|
% 61.59/26.68  																																																			| Combining equations (330,617) yields a new equation:
% 61.59/26.68  																																																			| (431) e1 = e0
% 61.59/26.68  																																																			|
% 61.59/26.68  																																																			| Equations (431) can reduce 233 to:
% 61.59/26.68  																																																			| (266) $false
% 61.59/26.68  																																																			|
% 61.59/26.68  																																																			|-The branch is then unsatisfiable
% 61.59/26.68  																																																		|-Branch two:
% 61.59/26.68  																																																		| (724)  ~ (unit = e4)
% 61.59/26.68  																																																		| (725) unit = e3 | unit = e1 | unit = e0
% 61.59/26.68  																																																		|
% 61.59/26.68  																																																			+-Applying beta-rule and splitting (725), into two cases.
% 61.59/26.68  																																																			|-Branch one:
% 61.59/26.68  																																																			| (726) unit = e0
% 61.59/26.68  																																																			|
% 61.59/26.68  																																																				| From (726) and (211) follows:
% 61.59/26.68  																																																				| (15180) op(e0, e1) = e1
% 61.59/26.68  																																																				|
% 61.59/26.68  																																																				| From (726) and (227) follows:
% 61.59/26.68  																																																				| (3205) op(e4, e0) = e4
% 61.59/26.68  																																																				|
% 61.59/26.68  																																																				| From (726) and (42) follows:
% 61.59/26.68  																																																				| (728) op(e0, e0) = e0
% 61.59/26.68  																																																				|
% 61.59/26.68  																																																				| Instantiating formula (29) with e4, e0, e4, e2 and discharging atoms op(e4, e0) = e4, op(e4, e0) = e2, yields:
% 61.59/26.68  																																																				| (323) e4 = e2
% 61.59/26.68  																																																				|
% 61.59/26.68  																																																				| Instantiating formula (29) with e0, e1, e1, e2 and discharging atoms op(e0, e1) = e2, op(e0, e1) = e1, yields:
% 61.59/26.68  																																																				| (617) e2 = e1
% 61.59/26.68  																																																				|
% 61.59/26.68  																																																				| Instantiating formula (29) with e0, e0, e0, e4 and discharging atoms op(e0, e0) = e4, op(e0, e0) = e0, yields:
% 61.59/26.68  																																																				| (397) e4 = e0
% 61.59/26.68  																																																				|
% 61.59/26.68  																																																				| Combining equations (323,397) yields a new equation:
% 61.59/26.68  																																																				| (391) e2 = e0
% 61.59/26.68  																																																				|
% 61.59/26.68  																																																				| Simplifying 391 yields:
% 61.59/26.68  																																																				| (330) e2 = e0
% 61.59/26.68  																																																				|
% 61.59/26.68  																																																				| Combining equations (617,330) yields a new equation:
% 61.59/26.68  																																																				| (546) e1 = e0
% 61.59/26.68  																																																				|
% 61.59/26.68  																																																				| Simplifying 546 yields:
% 61.59/26.68  																																																				| (431) e1 = e0
% 61.59/26.68  																																																				|
% 61.59/26.68  																																																				| Equations (431) can reduce 233 to:
% 61.59/26.68  																																																				| (266) $false
% 61.59/26.68  																																																				|
% 61.59/26.68  																																																				|-The branch is then unsatisfiable
% 61.59/26.68  																																																			|-Branch two:
% 61.59/26.68  																																																			| (734)  ~ (unit = e0)
% 61.59/26.68  																																																			| (735) unit = e3 | unit = e1
% 61.59/26.68  																																																			|
% 61.59/26.68  																																																				+-Applying beta-rule and splitting (735), into two cases.
% 61.59/26.68  																																																				|-Branch one:
% 61.59/26.68  																																																				| (736) unit = e1
% 61.59/26.68  																																																				|
% 61.59/26.68  																																																					| Equations (736) can reduce 734 to:
% 61.59/26.68  																																																					| (233)  ~ (e1 = e0)
% 61.59/26.68  																																																					|
% 61.59/26.68  																																																					| From (736) and (15) follows:
% 61.59/26.68  																																																					| (515) op(e1, e2) = e2
% 61.59/26.68  																																																					|
% 61.59/26.68  																																																					| From (736) and (227) follows:
% 61.59/26.68  																																																					| (739) op(e4, e1) = e4
% 61.59/26.68  																																																					|
% 61.59/26.68  																																																					| From (736) and (40) follows:
% 61.59/26.68  																																																					| (1652) op(e3, e1) = e3
% 61.59/26.68  																																																					|
% 61.59/26.68  																																																					| From (736) and (28) follows:
% 61.59/26.68  																																																					| (740) op(e1, e1) = e1
% 61.59/26.68  																																																					|
% 61.59/26.68  																																																					| Instantiating formula (29) with e4, e1, e4, e3 and discharging atoms op(e4, e1) = e4, op(e4, e1) = e3, yields:
% 61.59/26.68  																																																					| (425) e4 = e3
% 61.59/26.68  																																																					|
% 61.59/26.68  																																																					| Instantiating formula (29) with e3, e1, e3, e0 and discharging atoms op(e3, e1) = e3, op(e3, e1) = e0, yields:
% 61.59/26.68  																																																					| (676) e3 = e0
% 61.59/26.68  																																																					|
% 61.59/26.68  																																																					| Instantiating formula (29) with e1, e2, e2, e3 and discharging atoms op(e1, e2) = e3, op(e1, e2) = e2, yields:
% 61.59/26.68  																																																					| (662) e3 = e2
% 61.59/26.68  																																																					|
% 61.59/26.68  																																																					| Instantiating formula (29) with e1, e1, e1, e4 and discharging atoms op(e1, e1) = e4, op(e1, e1) = e1, yields:
% 61.59/26.68  																																																					| (630) e4 = e1
% 61.59/26.68  																																																					|
% 61.59/26.68  																																																					| Combining equations (425,630) yields a new equation:
% 61.59/26.68  																																																					| (454) e3 = e1
% 61.59/26.68  																																																					|
% 61.59/26.68  																																																					| Simplifying 454 yields:
% 61.59/26.68  																																																					| (455) e3 = e1
% 61.59/26.68  																																																					|
% 61.59/26.68  																																																					| Combining equations (455,662) yields a new equation:
% 61.59/26.68  																																																					| (617) e2 = e1
% 61.59/26.68  																																																					|
% 61.59/26.68  																																																					| Combining equations (676,662) yields a new equation:
% 61.59/26.68  																																																					| (330) e2 = e0
% 61.59/26.68  																																																					|
% 61.59/26.68  																																																					| Combining equations (330,617) yields a new equation:
% 61.59/26.68  																																																					| (431) e1 = e0
% 61.59/26.68  																																																					|
% 61.59/26.68  																																																					| Equations (431) can reduce 233 to:
% 61.59/26.68  																																																					| (266) $false
% 61.59/26.68  																																																					|
% 61.59/26.68  																																																					|-The branch is then unsatisfiable
% 61.59/26.68  																																																				|-Branch two:
% 61.59/26.68  																																																				| (748)  ~ (unit = e1)
% 61.59/26.68  																																																				| (749) unit = e3
% 61.59/26.68  																																																				|
% 61.59/26.68  																																																					| From (749) and (244) follows:
% 61.59/26.68  																																																					| (750) op(e3, e4) = e4
% 61.59/26.68  																																																					|
% 61.59/26.68  																																																					| From (749) and (227) follows:
% 61.59/26.68  																																																					| (22570) op(e4, e3) = e4
% 61.59/26.68  																																																					|
% 61.59/26.68  																																																					| From (749) and (40) follows:
% 61.59/26.68  																																																					| (3715) op(e3, e3) = e3
% 61.59/26.68  																																																					|
% 61.59/26.68  																																																					| From (749) and (28) follows:
% 61.59/26.68  																																																					| (2235) op(e1, e3) = e1
% 61.59/26.68  																																																					|
% 61.59/26.68  																																																					| Instantiating formula (29) with e4, e3, e4, e0 and discharging atoms op(e4, e3) = e4, op(e4, e3) = e0, yields:
% 61.59/26.68  																																																					| (397) e4 = e0
% 61.59/26.68  																																																					|
% 61.59/26.68  																																																					| Instantiating formula (29) with e3, e4, e4, e2 and discharging atoms op(e3, e4) = e4, op(e3, e4) = e2, yields:
% 61.59/26.68  																																																					| (323) e4 = e2
% 61.59/26.68  																																																					|
% 61.59/26.68  																																																					| Instantiating formula (29) with e3, e3, e3, e4 and discharging atoms op(e3, e3) = e4, op(e3, e3) = e3, yields:
% 61.59/26.68  																																																					| (425) e4 = e3
% 61.59/26.68  																																																					|
% 61.59/26.68  																																																					| Instantiating formula (29) with e1, e3, e1, e2 and discharging atoms op(e1, e3) = e2, op(e1, e3) = e1, yields:
% 61.59/26.68  																																																					| (617) e2 = e1
% 61.59/26.68  																																																					|
% 61.59/26.68  																																																					| Combining equations (323,425) yields a new equation:
% 61.59/26.68  																																																					| (662) e3 = e2
% 61.59/26.68  																																																					|
% 61.59/26.68  																																																					| Combining equations (397,425) yields a new equation:
% 61.59/26.68  																																																					| (676) e3 = e0
% 61.59/26.68  																																																					|
% 61.59/26.68  																																																					| Combining equations (676,662) yields a new equation:
% 61.59/26.68  																																																					| (330) e2 = e0
% 61.59/26.68  																																																					|
% 61.59/26.68  																																																					| Combining equations (330,617) yields a new equation:
% 61.59/26.68  																																																					| (431) e1 = e0
% 61.59/26.68  																																																					|
% 61.59/26.68  																																																					| Equations (431) can reduce 233 to:
% 61.59/26.68  																																																					| (266) $false
% 61.59/26.68  																																																					|
% 61.59/26.68  																																																					|-The branch is then unsatisfiable
% 61.59/26.68  																																																|-Branch two:
% 61.59/26.68  																																																| (451)  ~ (all_0_58_58 = e4)
% 61.59/26.68  																																																| (913) all_0_58_58 = e3 | all_0_58_58 = e1 | all_0_58_58 = e0
% 61.59/26.68  																																																|
% 61.59/26.68  																																																	+-Applying beta-rule and splitting (575), into two cases.
% 61.59/26.68  																																																	|-Branch one:
% 61.59/26.68  																																																	| (587) all_0_55_55 = e4
% 61.59/26.68  																																																	|
% 61.59/26.68  																																																		| Combining equations (587,629) yields a new equation:
% 61.59/26.68  																																																		| (636) e4 = e1
% 61.59/26.68  																																																		|
% 61.59/26.68  																																																		| Simplifying 636 yields:
% 61.59/26.68  																																																		| (630) e4 = e1
% 61.59/26.68  																																																		|
% 61.59/26.68  																																																		| Equations (630) can reduce 110 to:
% 61.59/26.68  																																																		| (266) $false
% 61.59/26.68  																																																		|
% 61.59/26.68  																																																		|-The branch is then unsatisfiable
% 61.59/26.68  																																																	|-Branch two:
% 61.59/26.68  																																																	| (763)  ~ (all_0_55_55 = e4)
% 61.59/26.68  																																																	| (764) all_0_56_56 = e4 | all_0_57_57 = e4 | all_0_58_58 = e4
% 61.59/26.68  																																																	|
% 61.59/26.68  																																																		+-Applying beta-rule and splitting (764), into two cases.
% 61.59/26.68  																																																		|-Branch one:
% 61.59/26.68  																																																		| (842) all_0_56_56 = e4
% 61.59/26.68  																																																		|
% 61.59/26.68  																																																			| Combining equations (679,842) yields a new equation:
% 61.59/26.68  																																																			| (397) e4 = e0
% 61.59/26.68  																																																			|
% 61.59/26.68  																																																			| Equations (397) can reduce 49 to:
% 61.59/26.68  																																																			| (266) $false
% 61.59/26.68  																																																			|
% 61.59/26.68  																																																			|-The branch is then unsatisfiable
% 61.59/26.68  																																																		|-Branch two:
% 61.59/26.68  																																																		| (477)  ~ (all_0_56_56 = e4)
% 61.59/26.68  																																																		| (935) all_0_57_57 = e4 | all_0_58_58 = e4
% 61.59/26.68  																																																		|
% 61.59/26.68  																																																			+-Applying beta-rule and splitting (935), into two cases.
% 61.59/26.68  																																																			|-Branch one:
% 61.59/26.68  																																																			| (871) all_0_57_57 = e4
% 61.59/26.68  																																																			|
% 61.59/26.68  																																																				| Combining equations (442,871) yields a new equation:
% 61.59/26.68  																																																				| (323) e4 = e2
% 61.59/26.68  																																																				|
% 61.59/26.68  																																																				| Equations (323) can reduce 48 to:
% 61.59/26.68  																																																				| (266) $false
% 61.59/26.68  																																																				|
% 61.59/26.68  																																																				|-The branch is then unsatisfiable
% 61.59/26.68  																																																			|-Branch two:
% 61.59/26.68  																																																			| (839)  ~ (all_0_57_57 = e4)
% 61.59/26.68  																																																			| (910) all_0_58_58 = e4
% 61.59/26.68  																																																			|
% 61.59/26.68  																																																				| Equations (910) can reduce 451 to:
% 61.59/26.68  																																																				| (266) $false
% 61.59/26.68  																																																				|
% 61.59/26.68  																																																				|-The branch is then unsatisfiable
% 61.59/26.68  																																														|-Branch two:
% 61.59/26.68  																																														| (664)  ~ (all_0_51_51 = e3)
% 61.59/26.68  																																														| (1097) all_0_56_56 = e3
% 61.59/26.68  																																														|
% 61.59/26.68  																																															| Combining equations (1097,679) yields a new equation:
% 61.59/26.68  																																															| (675) e3 = e0
% 61.59/26.68  																																															|
% 61.59/26.68  																																															| Simplifying 675 yields:
% 61.59/26.68  																																															| (676) e3 = e0
% 61.59/26.68  																																															|
% 61.59/26.68  																																															| Equations (676) can reduce 80 to:
% 61.59/26.68  																																															| (266) $false
% 61.59/26.68  																																															|
% 61.59/26.68  																																															|-The branch is then unsatisfiable
% 61.59/26.68  																																												|-Branch two:
% 61.59/26.68  																																												| (1380)  ~ (all_0_42_42 = e1)
% 61.59/26.68  																																												| (3259) all_0_47_47 = e1 | all_0_51_51 = e1 | all_0_56_56 = e1
% 61.59/26.68  																																												|
% 61.59/26.68  																																													+-Applying beta-rule and splitting (1092), into two cases.
% 61.59/26.68  																																													|-Branch one:
% 61.59/26.68  																																													| (660) all_0_51_51 = e3
% 61.59/26.68  																																													|
% 61.59/26.68  																																														| Equations (660) can reduce 61 to:
% 61.59/26.68  																																														| (405)  ~ (all_0_42_42 = e3)
% 61.59/26.68  																																														|
% 61.59/26.68  																																														+-Applying beta-rule and splitting (2510), into two cases.
% 61.59/26.68  																																														|-Branch one:
% 61.59/26.68  																																														| (459) all_0_42_42 = e1
% 61.59/26.68  																																														|
% 61.59/26.68  																																															| Equations (459) can reduce 1380 to:
% 61.59/26.68  																																															| (266) $false
% 61.59/26.68  																																															|
% 61.59/26.68  																																															|-The branch is then unsatisfiable
% 61.59/26.68  																																														|-Branch two:
% 61.59/26.68  																																														| (1380)  ~ (all_0_42_42 = e1)
% 61.59/26.68  																																														| (516) all_0_42_42 = e3
% 61.59/26.68  																																														|
% 61.59/26.68  																																															| Equations (516) can reduce 405 to:
% 61.59/26.68  																																															| (266) $false
% 61.59/26.68  																																															|
% 61.59/26.68  																																															|-The branch is then unsatisfiable
% 61.59/26.68  																																													|-Branch two:
% 61.59/26.68  																																													| (664)  ~ (all_0_51_51 = e3)
% 61.59/26.68  																																													| (1097) all_0_56_56 = e3
% 61.59/26.68  																																													|
% 61.59/26.68  																																														| Combining equations (679,1097) yields a new equation:
% 61.59/26.68  																																														| (676) e3 = e0
% 61.59/26.68  																																														|
% 61.59/26.68  																																														| Equations (676) can reduce 80 to:
% 61.59/26.68  																																														| (266) $false
% 61.59/26.68  																																														|
% 61.59/26.68  																																														|-The branch is then unsatisfiable
% 61.59/26.69  																																											|-Branch two:
% 61.59/26.69  																																											| (1459)  ~ (all_0_53_53 = e1)
% 61.59/26.69  																																											| (665) all_0_53_53 = e3
% 61.59/26.69  																																											|
% 61.59/26.69  																																												| Equations (665) can reduce 903 to:
% 61.59/26.69  																																												| (266) $false
% 61.59/26.69  																																												|
% 61.59/26.69  																																												|-The branch is then unsatisfiable
% 61.59/26.69  																																		|-Branch two:
% 61.59/26.69  																																		| (440)  ~ (all_0_41_41 = e4)
% 61.59/26.69  																																		| (441) all_0_42_42 = e4 | all_0_43_43 = e4 | all_0_44_44 = e4
% 61.59/26.69  																																		|
% 61.59/26.69  																																			+-Applying beta-rule and splitting (152), into two cases.
% 61.59/26.69  																																			|-Branch one:
% 61.59/26.69  																																			| (1392) all_0_42_42 = e4
% 61.59/26.69  																																			|
% 61.59/26.69  																																				| Equations (1392) can reduce 1890 to:
% 61.59/26.69  																																				| (266) $false
% 61.59/26.69  																																				|
% 61.59/26.69  																																				|-The branch is then unsatisfiable
% 61.59/26.69  																																			|-Branch two:
% 61.59/26.69  																																			| (1890)  ~ (all_0_42_42 = e4)
% 61.59/26.69  																																			| (1969) all_0_42_42 = e3 | all_0_42_42 = e1 | all_0_42_42 = e0
% 61.59/26.69  																																			|
% 61.59/26.69  																																				+-Applying beta-rule and splitting (62), into two cases.
% 61.59/26.69  																																				|-Branch one:
% 61.59/26.69  																																				| (321) all_0_38_38 = e4
% 61.59/26.69  																																				|
% 61.59/26.69  																																					| Combining equations (329,321) yields a new equation:
% 61.59/26.69  																																					| (397) e4 = e0
% 61.59/26.69  																																					|
% 61.59/26.69  																																					| Equations (397) can reduce 49 to:
% 61.59/26.69  																																					| (266) $false
% 61.59/26.69  																																					|
% 61.59/26.69  																																					|-The branch is then unsatisfiable
% 61.59/26.69  																																				|-Branch two:
% 61.59/26.69  																																				| (325)  ~ (all_0_38_38 = e4)
% 61.59/26.69  																																				| (582) all_0_41_41 = e4 | all_0_46_46 = e4 | all_0_50_50 = e4 | all_0_55_55 = e4
% 61.59/26.69  																																				|
% 61.59/26.69  																																					| Equations (329) can reduce 325 to:
% 61.59/26.69  																																					| (401)  ~ (e4 = e0)
% 61.59/26.69  																																					|
% 61.59/26.69  																																					| Simplifying 401 yields:
% 61.59/26.69  																																					| (49)  ~ (e4 = e0)
% 61.59/26.69  																																					|
% 61.59/26.69  																																					+-Applying beta-rule and splitting (1092), into two cases.
% 61.59/26.69  																																					|-Branch one:
% 61.59/26.69  																																					| (660) all_0_51_51 = e3
% 61.59/26.69  																																					|
% 61.59/26.69  																																						| Equations (660) can reduce 475 to:
% 61.59/26.69  																																						| (277)  ~ (e4 = e3)
% 61.59/26.69  																																						|
% 61.59/26.69  																																						| Simplifying 277 yields:
% 61.59/26.69  																																						| (188)  ~ (e4 = e3)
% 61.59/26.69  																																						|
% 61.59/26.69  																																						+-Applying beta-rule and splitting (441), into two cases.
% 61.59/26.69  																																						|-Branch one:
% 61.59/26.69  																																						| (1392) all_0_42_42 = e4
% 61.59/26.69  																																						|
% 61.59/26.69  																																							| Equations (1392) can reduce 1890 to:
% 61.59/26.69  																																							| (266) $false
% 61.59/26.69  																																							|
% 61.59/26.69  																																							|-The branch is then unsatisfiable
% 61.59/26.69  																																						|-Branch two:
% 61.59/26.69  																																						| (1890)  ~ (all_0_42_42 = e4)
% 61.59/26.69  																																						| (1891) all_0_43_43 = e4 | all_0_44_44 = e4
% 61.59/26.69  																																						|
% 61.59/26.69  																																							+-Applying beta-rule and splitting (1891), into two cases.
% 61.59/26.69  																																							|-Branch one:
% 61.59/26.69  																																							| (396) all_0_43_43 = e4
% 61.59/26.69  																																							|
% 61.59/26.69  																																								| Combining equations (356,396) yields a new equation:
% 61.59/26.69  																																								| (397) e4 = e0
% 61.59/26.69  																																								|
% 61.59/26.69  																																								| Equations (397) can reduce 49 to:
% 61.59/26.69  																																								| (266) $false
% 61.59/26.69  																																								|
% 61.59/26.69  																																								|-The branch is then unsatisfiable
% 61.59/26.69  																																							|-Branch two:
% 61.59/26.69  																																							| (399)  ~ (all_0_43_43 = e4)
% 61.59/26.69  																																							| (446) all_0_44_44 = e4
% 61.59/26.69  																																							|
% 61.59/26.69  																																								| Combining equations (532,446) yields a new equation:
% 61.59/26.69  																																								| (425) e4 = e3
% 61.59/26.69  																																								|
% 61.59/26.69  																																								| Equations (425) can reduce 188 to:
% 61.59/26.69  																																								| (266) $false
% 61.59/26.69  																																								|
% 61.59/26.69  																																								|-The branch is then unsatisfiable
% 61.59/26.69  																																					|-Branch two:
% 61.59/26.69  																																					| (664)  ~ (all_0_51_51 = e3)
% 61.59/26.69  																																					| (1097) all_0_56_56 = e3
% 61.59/26.69  																																					|
% 61.59/26.69  																																						| Combining equations (679,1097) yields a new equation:
% 61.59/26.69  																																						| (676) e3 = e0
% 61.59/26.69  																																						|
% 61.59/26.69  																																						| Equations (676) can reduce 80 to:
% 61.59/26.69  																																						| (266) $false
% 61.59/26.69  																																						|
% 61.59/26.69  																																						|-The branch is then unsatisfiable
% 61.59/26.69  																												|-Branch two:
% 61.59/26.69  																												| (828)  ~ (all_0_56_56 = e0)
% 61.59/26.69  																												| (924) all_0_57_57 = e0 | all_0_58_58 = e0
% 61.59/26.69  																												|
% 61.59/26.69  																													+-Applying beta-rule and splitting (924), into two cases.
% 61.59/26.69  																													|-Branch one:
% 61.59/26.69  																													| (875) all_0_57_57 = e0
% 61.59/26.69  																													|
% 61.59/26.69  																														| Combining equations (442,875) yields a new equation:
% 61.59/26.69  																														| (391) e2 = e0
% 61.59/26.69  																														|
% 61.59/26.69  																														| Simplifying 391 yields:
% 61.59/26.69  																														| (330) e2 = e0
% 61.59/26.69  																														|
% 61.59/26.69  																														| Equations (330) can reduce 128 to:
% 61.59/26.69  																														| (266) $false
% 61.59/26.69  																														|
% 61.59/26.69  																														|-The branch is then unsatisfiable
% 61.59/26.69  																													|-Branch two:
% 61.59/26.69  																													| (364)  ~ (all_0_57_57 = e0)
% 61.59/26.69  																													| (914) all_0_58_58 = e0
% 61.59/26.69  																													|
% 61.59/26.69  																														| Equations (914) can reduce 491 to:
% 61.59/26.69  																														| (266) $false
% 61.59/26.69  																														|
% 61.59/26.69  																														|-The branch is then unsatisfiable
% 61.59/26.69  																			|-Branch two:
% 61.59/26.69  																			| (619)  ~ (all_0_48_48 = e1)
% 61.59/26.69  																			| (620) all_0_52_52 = e1 | all_0_57_57 = e1
% 61.59/26.69  																			|
% 61.59/26.69  																				+-Applying beta-rule and splitting (620), into two cases.
% 61.59/26.69  																				|-Branch one:
% 61.59/26.69  																				| (642) all_0_52_52 = e1
% 61.59/26.69  																				|
% 61.59/26.69  																					| Combining equations (642,565) yields a new equation:
% 61.59/26.69  																					| (630) e4 = e1
% 61.59/26.69  																					|
% 61.59/26.69  																					| Equations (630) can reduce 110 to:
% 61.59/26.69  																					| (266) $false
% 61.59/26.69  																					|
% 61.59/26.69  																					|-The branch is then unsatisfiable
% 61.59/26.69  																				|-Branch two:
% 61.59/26.69  																				| (646)  ~ (all_0_52_52 = e1)
% 61.59/26.69  																				| (647) all_0_57_57 = e1
% 61.59/26.69  																				|
% 61.59/26.69  																					| Combining equations (442,647) yields a new equation:
% 61.59/26.69  																					| (616) e2 = e1
% 61.59/26.69  																					|
% 61.59/26.69  																					| Simplifying 616 yields:
% 61.59/26.69  																					| (617) e2 = e1
% 61.59/26.69  																					|
% 61.59/26.69  																					| Equations (617) can reduce 122 to:
% 61.59/26.69  																					| (266) $false
% 61.59/26.69  																					|
% 61.59/26.69  																					|-The branch is then unsatisfiable
% 61.59/26.69  																|-Branch two:
% 61.59/26.69  																| (5470)  ~ (all_0_43_43 = e0)
% 61.59/26.69  																| (5471) all_0_48_48 = e0 | all_0_57_57 = e0
% 61.59/26.69  																|
% 61.59/26.69  																	+-Applying beta-rule and splitting (6374), into two cases.
% 61.59/26.69  																	|-Branch one:
% 61.59/26.69  																	| (356) all_0_43_43 = e0
% 61.59/26.69  																	|
% 61.59/26.69  																		| Equations (356) can reduce 5470 to:
% 61.59/26.69  																		| (266) $false
% 61.59/26.69  																		|
% 61.59/26.69  																		|-The branch is then unsatisfiable
% 61.59/26.69  																	|-Branch two:
% 61.59/26.69  																	| (5470)  ~ (all_0_43_43 = e0)
% 61.59/26.69  																	| (430) all_0_43_43 = e1
% 61.59/26.69  																	|
% 61.59/26.69  																		| Equations (430) can reduce 31 to:
% 61.59/26.69  																		| (457)  ~ (all_0_41_41 = e1)
% 61.59/26.69  																		|
% 61.59/26.69  																		| Equations (430) can reduce 240 to:
% 61.59/26.69  																		| (1380)  ~ (all_0_42_42 = e1)
% 61.59/26.69  																		|
% 61.59/26.69  																		| Equations (430) can reduce 159 to:
% 61.59/26.69  																		| (4057)  ~ (all_0_44_44 = e1)
% 61.59/26.69  																		|
% 61.59/26.69  																		| Simplifying 4057 yields:
% 61.59/26.69  																		| (639)  ~ (all_0_44_44 = e1)
% 61.59/26.69  																		|
% 61.59/26.69  																		| Equations (430) can reduce 99 to:
% 61.59/26.69  																		| (467)  ~ (e3 = e1)
% 61.59/26.69  																		|
% 61.59/26.69  																		| Simplifying 467 yields:
% 61.59/26.69  																		| (213)  ~ (e3 = e1)
% 61.59/26.69  																		|
% 61.59/26.69  																		| Equations (430) can reduce 96 to:
% 61.59/26.69  																		| (604)  ~ (e2 = e1)
% 61.59/26.69  																		|
% 61.59/26.69  																		| Simplifying 604 yields:
% 61.59/26.69  																		| (122)  ~ (e2 = e1)
% 61.59/26.69  																		|
% 61.59/26.69  																		| From (430) and (88) follows:
% 61.59/26.69  																		| (6385) op(e1, e3) = all_0_9_9
% 61.59/26.69  																		|
% 61.59/26.69  																		| From (430) and (37) follows:
% 61.59/26.69  																		| (13877) op(e3, e1) = e1
% 61.59/26.69  																		|
% 61.59/26.69  																		+-Applying beta-rule and splitting (5471), into two cases.
% 61.59/26.69  																		|-Branch one:
% 61.59/26.69  																		| (1279) all_0_48_48 = e0
% 61.59/26.69  																		|
% 61.59/26.69  																			| Equations (1279) can reduce 30 to:
% 61.59/26.69  																			| (831)  ~ (all_0_46_46 = e0)
% 61.59/26.69  																			|
% 61.59/26.69  																			| Equations (1279) can reduce 185 to:
% 61.59/26.69  																			| (486)  ~ (all_0_49_49 = e0)
% 61.59/26.69  																			|
% 61.59/26.69  																			| Simplifying 486 yields:
% 61.59/26.69  																			| (487)  ~ (all_0_49_49 = e0)
% 61.59/26.69  																			|
% 61.59/26.69  																			| Equations (1279) can reduce 254 to:
% 61.59/26.69  																			| (401)  ~ (e4 = e0)
% 61.59/26.69  																			|
% 61.59/26.69  																			| Simplifying 401 yields:
% 61.59/26.69  																			| (49)  ~ (e4 = e0)
% 61.59/26.69  																			|
% 61.59/26.69  																			| From (1279) and (21) follows:
% 61.59/26.69  																			| (14937) op(e0, e1) = all_0_19_19
% 61.59/26.69  																			|
% 61.59/26.69  																			| Instantiating formula (29) with e1, e3, all_0_9_9, e2 and discharging atoms op(e1, e3) = all_0_9_9, op(e1, e3) = e2, yields:
% 61.59/26.69  																			| (59683) all_0_9_9 = e2
% 61.59/26.69  																			|
% 61.59/26.69  																			| Instantiating formula (29) with e0, e1, all_0_19_19, e2 and discharging atoms op(e0, e1) = all_0_19_19, op(e0, e1) = e2, yields:
% 61.59/26.69  																			| (349) all_0_19_19 = e2
% 61.59/26.69  																			|
% 61.59/26.69  																			| From (59683) and (6385) follows:
% 61.59/26.70  																			| (26152) op(e1, e3) = e2
% 61.59/26.70  																			|
% 61.59/26.70  																			| From (349) and (14937) follows:
% 61.59/26.70  																			| (16562) op(e0, e1) = e2
% 61.59/26.70  																			|
% 61.59/26.70  																			+-Applying beta-rule and splitting (168), into two cases.
% 61.59/26.70  																			|-Branch one:
% 61.59/26.70  																			| (415) all_0_50_50 = e3
% 61.59/26.70  																			|
% 61.59/26.70  																				| Combining equations (378,415) yields a new equation:
% 61.59/26.70  																				| (662) e3 = e2
% 61.59/26.70  																				|
% 61.59/26.70  																				| Equations (662) can reduce 212 to:
% 61.59/26.70  																				| (266) $false
% 61.59/26.70  																				|
% 61.59/26.70  																				|-The branch is then unsatisfiable
% 61.59/26.70  																			|-Branch two:
% 61.59/26.70  																			| (411)  ~ (all_0_50_50 = e3)
% 61.59/26.70  																			| (418) all_0_51_51 = e3 | all_0_53_53 = e3
% 61.59/26.70  																			|
% 61.59/26.70  																				| Equations (378) can reduce 411 to:
% 61.59/26.70  																				| (626)  ~ (e3 = e2)
% 61.59/26.70  																				|
% 61.59/26.70  																				| Simplifying 626 yields:
% 61.59/26.70  																				| (212)  ~ (e3 = e2)
% 61.59/26.70  																				|
% 61.59/26.70  																				+-Applying beta-rule and splitting (113), into two cases.
% 61.59/26.70  																				|-Branch one:
% 61.59/26.70  																				| (403) all_0_41_41 = e3
% 61.59/26.70  																				|
% 61.59/26.70  																					| Equations (403) can reduce 214 to:
% 61.59/26.70  																					| (404)  ~ (all_0_42_42 = e3)
% 61.59/26.70  																					|
% 61.59/26.70  																					| Simplifying 404 yields:
% 61.59/26.70  																					| (405)  ~ (all_0_42_42 = e3)
% 61.59/26.70  																					|
% 61.59/26.70  																					| Equations (403) can reduce 43 to:
% 61.59/26.70  																					| (408)  ~ (all_0_46_46 = e3)
% 61.59/26.70  																					|
% 61.59/26.70  																					| Simplifying 408 yields:
% 61.59/26.70  																					| (409)  ~ (all_0_46_46 = e3)
% 61.59/26.70  																					|
% 61.59/26.70  																					| Equations (403) can reduce 191 to:
% 61.59/26.70  																					| (269)  ~ (all_0_55_55 = e3)
% 61.59/26.70  																					|
% 61.59/26.70  																					| Simplifying 269 yields:
% 61.59/26.70  																					| (270)  ~ (all_0_55_55 = e3)
% 61.59/26.70  																					|
% 61.59/26.70  																					| Equations (403) can reduce 85 to:
% 61.59/26.70  																					| (212)  ~ (e3 = e2)
% 61.59/26.70  																					|
% 61.59/26.70  																					+-Applying beta-rule and splitting (180), into two cases.
% 61.59/26.70  																					|-Branch one:
% 61.59/26.70  																					| (516) all_0_42_42 = e3
% 61.59/26.70  																					|
% 61.59/26.70  																						| Equations (516) can reduce 405 to:
% 61.59/26.70  																						| (266) $false
% 61.59/26.70  																						|
% 61.59/26.70  																						|-The branch is then unsatisfiable
% 61.59/26.70  																					|-Branch two:
% 61.59/26.70  																					| (405)  ~ (all_0_42_42 = e3)
% 61.59/26.70  																					| (521) all_0_47_47 = e3 | all_0_51_51 = e3 | all_0_56_56 = e3
% 61.59/26.70  																					|
% 61.59/26.70  																						+-Applying beta-rule and splitting (78), into two cases.
% 61.59/26.70  																						|-Branch one:
% 61.59/26.70  																						| (423) all_0_45_45 = e3
% 61.59/26.70  																						|
% 61.59/26.70  																							| Combining equations (248,423) yields a new equation:
% 61.59/26.70  																							| (424) e4 = e3
% 61.59/26.70  																							|
% 61.59/26.70  																							| Simplifying 424 yields:
% 61.59/26.70  																							| (425) e4 = e3
% 61.59/26.70  																							|
% 61.59/26.70  																							| Equations (425) can reduce 188 to:
% 61.59/26.70  																							| (266) $false
% 61.59/26.70  																							|
% 61.59/26.70  																							|-The branch is then unsatisfiable
% 61.59/26.70  																						|-Branch two:
% 61.59/26.70  																						| (427)  ~ (all_0_45_45 = e3)
% 61.59/26.70  																						| (428) all_0_46_46 = e3 | all_0_47_47 = e3 | all_0_49_49 = e3
% 61.59/26.70  																						|
% 61.59/26.70  																							| Equations (248) can reduce 427 to:
% 61.59/26.70  																							| (188)  ~ (e4 = e3)
% 61.59/26.70  																							|
% 61.59/26.70  																							+-Applying beta-rule and splitting (521), into two cases.
% 61.59/26.70  																							|-Branch one:
% 61.59/26.70  																							| (522) all_0_47_47 = e3
% 61.59/26.70  																							|
% 61.59/26.70  																								| Combining equations (1105,522) yields a new equation:
% 61.59/26.70  																								| (662) e3 = e2
% 61.59/26.70  																								|
% 61.59/26.70  																								| Equations (662) can reduce 212 to:
% 61.59/26.70  																								| (266) $false
% 61.59/26.70  																								|
% 61.59/26.70  																								|-The branch is then unsatisfiable
% 61.59/26.70  																							|-Branch two:
% 61.59/26.70  																							| (1091)  ~ (all_0_47_47 = e3)
% 61.59/26.70  																							| (1092) all_0_51_51 = e3 | all_0_56_56 = e3
% 61.59/26.70  																							|
% 61.59/26.70  																								+-Applying beta-rule and splitting (64), into two cases.
% 61.59/26.70  																								|-Branch one:
% 61.59/26.70  																								| (437) all_0_41_41 = e4
% 61.59/26.70  																								|
% 61.59/26.70  																									| Combining equations (403,437) yields a new equation:
% 61.59/26.70  																									| (425) e4 = e3
% 61.59/26.70  																									|
% 61.59/26.70  																									| Equations (425) can reduce 188 to:
% 61.59/26.70  																									| (266) $false
% 61.59/26.70  																									|
% 61.59/26.70  																									|-The branch is then unsatisfiable
% 61.59/26.70  																								|-Branch two:
% 61.59/26.70  																								| (440)  ~ (all_0_41_41 = e4)
% 61.59/26.70  																								| (441) all_0_42_42 = e4 | all_0_43_43 = e4 | all_0_44_44 = e4
% 61.59/26.70  																								|
% 61.59/26.70  																									| Equations (403) can reduce 440 to:
% 61.59/26.70  																									| (277)  ~ (e4 = e3)
% 61.59/26.70  																									|
% 61.59/26.70  																									| Simplifying 277 yields:
% 61.59/26.70  																									| (188)  ~ (e4 = e3)
% 61.59/26.70  																									|
% 61.59/26.70  																									+-Applying beta-rule and splitting (152), into two cases.
% 61.59/26.70  																									|-Branch one:
% 61.59/26.70  																									| (1392) all_0_42_42 = e4
% 61.59/26.70  																									|
% 61.59/26.70  																										| Equations (1392) can reduce 1890 to:
% 61.59/26.70  																										| (266) $false
% 61.59/26.70  																										|
% 61.59/26.70  																										|-The branch is then unsatisfiable
% 61.59/26.70  																									|-Branch two:
% 61.59/26.70  																									| (1890)  ~ (all_0_42_42 = e4)
% 61.59/26.70  																									| (1969) all_0_42_42 = e3 | all_0_42_42 = e1 | all_0_42_42 = e0
% 61.59/26.70  																									|
% 61.59/26.70  																										+-Applying beta-rule and splitting (123), into two cases.
% 61.59/26.70  																										|-Branch one:
% 61.59/26.70  																										| (1794) all_0_46_46 = e2
% 61.59/26.70  																										|
% 61.59/26.70  																											| Equations (1794) can reduce 300 to:
% 61.59/26.70  																											| (266) $false
% 61.59/26.70  																											|
% 61.59/26.70  																											|-The branch is then unsatisfiable
% 61.59/26.70  																										|-Branch two:
% 61.59/26.70  																										| (300)  ~ (all_0_46_46 = e2)
% 61.59/26.70  																										| (1797) all_0_46_46 = e4 | all_0_46_46 = e3 | all_0_46_46 = e1 | all_0_46_46 = e0
% 61.59/26.70  																										|
% 61.59/26.70  																											+-Applying beta-rule and splitting (1797), into two cases.
% 61.59/26.70  																											|-Branch one:
% 61.59/26.70  																											| (770) all_0_46_46 = e4
% 61.59/26.70  																											|
% 61.59/26.70  																												| Equations (770) can reduce 250 to:
% 61.59/26.70  																												| (266) $false
% 61.59/26.70  																												|
% 61.59/26.70  																												|-The branch is then unsatisfiable
% 61.59/26.70  																											|-Branch two:
% 61.59/26.70  																											| (250)  ~ (all_0_46_46 = e4)
% 61.59/26.70  																											| (1801) all_0_46_46 = e3 | all_0_46_46 = e1 | all_0_46_46 = e0
% 61.59/26.70  																											|
% 61.59/26.70  																												+-Applying beta-rule and splitting (1801), into two cases.
% 61.59/26.70  																												|-Branch one:
% 61.59/26.70  																												| (538) all_0_46_46 = e0
% 61.59/26.70  																												|
% 61.59/26.70  																													| Equations (538) can reduce 831 to:
% 61.59/26.70  																													| (266) $false
% 61.59/26.70  																													|
% 61.59/26.70  																													|-The branch is then unsatisfiable
% 61.59/26.70  																												|-Branch two:
% 61.59/26.70  																												| (831)  ~ (all_0_46_46 = e0)
% 61.59/26.70  																												| (1838) all_0_46_46 = e3 | all_0_46_46 = e1
% 61.59/26.70  																												|
% 61.59/26.70  																													+-Applying beta-rule and splitting (1838), into two cases.
% 61.59/26.70  																													|-Branch one:
% 61.59/26.70  																													| (545) all_0_46_46 = e1
% 61.59/26.70  																													|
% 61.59/26.70  																														| Equations (545) can reduce 208 to:
% 61.59/26.70  																														| (1419)  ~ (all_0_49_49 = e1)
% 61.59/26.70  																														|
% 61.59/26.70  																														| Simplifying 1419 yields:
% 61.59/26.70  																														| (1064)  ~ (all_0_49_49 = e1)
% 61.59/26.70  																														|
% 61.59/26.70  																														| Equations (545) can reduce 409 to:
% 61.59/26.70  																														| (467)  ~ (e3 = e1)
% 61.59/26.70  																														|
% 61.59/26.70  																														| Simplifying 467 yields:
% 61.59/26.70  																														| (213)  ~ (e3 = e1)
% 61.59/26.70  																														|
% 61.59/26.70  																														| Equations (545) can reduce 300 to:
% 61.59/26.70  																														| (604)  ~ (e2 = e1)
% 61.59/26.70  																														|
% 61.59/26.70  																														| Simplifying 604 yields:
% 61.59/26.70  																														| (122)  ~ (e2 = e1)
% 61.59/26.70  																														|
% 61.59/26.70  																														| From (545) and (33) follows:
% 61.59/26.70  																														| (2104) op(e1, e3) = all_0_16_16
% 61.59/26.70  																														|
% 61.59/26.70  																														| From (545) and (179) follows:
% 61.59/26.70  																														| (5636) op(e1, e2) = all_0_15_15
% 61.59/26.70  																														|
% 61.59/26.70  																														+-Applying beta-rule and splitting (62), into two cases.
% 61.59/26.70  																														|-Branch one:
% 61.59/26.70  																														| (321) all_0_38_38 = e4
% 61.59/26.70  																														|
% 61.59/26.70  																															| Combining equations (329,321) yields a new equation:
% 61.59/26.70  																															| (397) e4 = e0
% 61.59/26.70  																															|
% 61.59/26.70  																															| Equations (397) can reduce 49 to:
% 61.59/26.70  																															| (266) $false
% 61.59/26.70  																															|
% 61.59/26.70  																															|-The branch is then unsatisfiable
% 61.59/26.70  																														|-Branch two:
% 61.59/26.70  																														| (325)  ~ (all_0_38_38 = e4)
% 61.59/26.70  																														| (582) all_0_41_41 = e4 | all_0_46_46 = e4 | all_0_50_50 = e4 | all_0_55_55 = e4
% 61.59/26.70  																														|
% 61.59/26.70  																															+-Applying beta-rule and splitting (428), into two cases.
% 61.59/26.70  																															|-Branch one:
% 61.59/26.70  																															| (1557) all_0_46_46 = e3
% 61.59/26.70  																															|
% 61.59/26.70  																																| Combining equations (545,1557) yields a new equation:
% 61.59/26.70  																																| (455) e3 = e1
% 61.59/26.70  																																|
% 61.59/26.70  																																| Equations (455) can reduce 213 to:
% 61.59/26.70  																																| (266) $false
% 61.59/26.70  																																|
% 61.59/26.70  																																|-The branch is then unsatisfiable
% 61.59/26.70  																															|-Branch two:
% 61.59/26.70  																															| (409)  ~ (all_0_46_46 = e3)
% 61.59/26.70  																															| (1561) all_0_47_47 = e3 | all_0_49_49 = e3
% 61.59/26.70  																															|
% 61.59/26.70  																																| Equations (545) can reduce 409 to:
% 61.59/26.70  																																| (467)  ~ (e3 = e1)
% 61.59/26.70  																																|
% 61.59/26.70  																																| Simplifying 467 yields:
% 61.59/26.70  																																| (213)  ~ (e3 = e1)
% 61.59/26.70  																																|
% 61.59/26.70  																																+-Applying beta-rule and splitting (174), into two cases.
% 61.59/26.70  																																|-Branch one:
% 61.59/26.70  																																| (386) all_0_55_55 = e2
% 61.59/26.70  																																|
% 61.59/26.70  																																	| Equations (386) can reduce 304 to:
% 61.59/26.70  																																	| (266) $false
% 61.59/26.70  																																	|
% 61.59/26.70  																																	|-The branch is then unsatisfiable
% 61.59/26.70  																																|-Branch two:
% 61.59/26.70  																																| (304)  ~ (all_0_55_55 = e2)
% 61.59/26.70  																																| (2051) all_0_55_55 = e4 | all_0_55_55 = e3 | all_0_55_55 = e1 | all_0_55_55 = e0
% 61.59/26.70  																																|
% 61.59/26.70  																																	+-Applying beta-rule and splitting (582), into two cases.
% 61.59/26.70  																																	|-Branch one:
% 61.59/26.70  																																	| (437) all_0_41_41 = e4
% 61.59/26.70  																																	|
% 61.59/26.70  																																		| Combining equations (403,437) yields a new equation:
% 61.59/26.70  																																		| (425) e4 = e3
% 61.59/26.70  																																		|
% 61.59/26.70  																																		| Equations (425) can reduce 188 to:
% 61.59/26.70  																																		| (266) $false
% 61.59/26.70  																																		|
% 61.59/26.70  																																		|-The branch is then unsatisfiable
% 61.59/26.70  																																	|-Branch two:
% 61.59/26.70  																																	| (440)  ~ (all_0_41_41 = e4)
% 61.59/26.70  																																	| (769) all_0_46_46 = e4 | all_0_50_50 = e4 | all_0_55_55 = e4
% 61.59/26.70  																																	|
% 61.59/26.70  																																		+-Applying beta-rule and splitting (1092), into two cases.
% 61.59/26.70  																																		|-Branch one:
% 61.59/26.70  																																		| (660) all_0_51_51 = e3
% 61.59/26.70  																																		|
% 61.59/26.70  																																			| Equations (660) can reduce 61 to:
% 61.59/26.70  																																			| (405)  ~ (all_0_42_42 = e3)
% 61.59/26.70  																																			|
% 61.59/26.70  																																			| Equations (660) can reduce 1099 to:
% 61.59/26.70  																																			| (212)  ~ (e3 = e2)
% 61.59/26.70  																																			|
% 61.59/26.70  																																			| From (660) and (157) follows:
% 61.59/26.70  																																			| (1551) op(e3, e1) = all_0_24_24
% 61.59/26.70  																																			|
% 61.59/26.70  																																			| From (660) and (186) follows:
% 61.59/26.70  																																			| (1552) op(e1, e2) = e3
% 61.59/26.70  																																			|
% 61.59/26.70  																																			+-Applying beta-rule and splitting (131), into two cases.
% 61.59/26.70  																																			|-Branch one:
% 61.59/26.70  																																			| (459) all_0_42_42 = e1
% 61.59/26.70  																																			|
% 61.59/26.70  																																				| Equations (459) can reduce 1380 to:
% 61.59/26.70  																																				| (266) $false
% 61.59/26.70  																																				|
% 61.59/26.70  																																				|-The branch is then unsatisfiable
% 61.59/26.70  																																			|-Branch two:
% 61.59/26.70  																																			| (1380)  ~ (all_0_42_42 = e1)
% 61.59/26.70  																																			| (3259) all_0_47_47 = e1 | all_0_51_51 = e1 | all_0_56_56 = e1
% 61.59/26.70  																																			|
% 61.59/26.70  																																				+-Applying beta-rule and splitting (3259), into two cases.
% 61.59/26.70  																																				|-Branch one:
% 61.59/26.70  																																				| (654) all_0_47_47 = e1
% 61.59/26.70  																																				|
% 61.59/26.70  																																					| Combining equations (654,1105) yields a new equation:
% 61.59/26.70  																																					| (617) e2 = e1
% 61.59/26.70  																																					|
% 61.59/26.70  																																					| Equations (617) can reduce 122 to:
% 61.59/26.70  																																					| (266) $false
% 61.59/26.70  																																					|
% 61.59/26.70  																																					|-The branch is then unsatisfiable
% 61.59/26.70  																																				|-Branch two:
% 61.59/26.70  																																				| (462)  ~ (all_0_47_47 = e1)
% 61.59/26.70  																																				| (3264) all_0_51_51 = e1 | all_0_56_56 = e1
% 61.59/26.70  																																				|
% 61.59/26.70  																																					+-Applying beta-rule and splitting (3264), into two cases.
% 61.59/26.70  																																					|-Branch one:
% 61.59/26.70  																																					| (1109) all_0_51_51 = e1
% 61.59/26.70  																																					|
% 61.59/26.70  																																						| Combining equations (660,1109) yields a new equation:
% 61.59/26.70  																																						| (454) e3 = e1
% 61.59/26.70  																																						|
% 61.59/26.70  																																						| Simplifying 454 yields:
% 61.59/26.70  																																						| (455) e3 = e1
% 61.59/26.70  																																						|
% 61.59/26.70  																																						| Equations (455) can reduce 213 to:
% 61.59/26.70  																																						| (266) $false
% 61.59/26.70  																																						|
% 61.59/26.70  																																						|-The branch is then unsatisfiable
% 61.59/26.70  																																					|-Branch two:
% 61.59/26.70  																																					| (464)  ~ (all_0_51_51 = e1)
% 61.59/26.70  																																					| (1569) all_0_56_56 = e1
% 61.59/26.70  																																					|
% 61.59/26.70  																																						| Equations (1569) can reduce 236 to:
% 61.59/26.70  																																						| (1380)  ~ (all_0_42_42 = e1)
% 61.59/26.70  																																						|
% 61.59/26.70  																																						| Equations (1569) can reduce 153 to:
% 61.59/26.70  																																						| (632)  ~ (all_0_55_55 = e1)
% 61.59/26.70  																																						|
% 61.59/26.70  																																						| Equations (1569) can reduce 44 to:
% 61.59/26.70  																																						| (879)  ~ (all_0_58_58 = e1)
% 61.59/26.70  																																						|
% 61.59/26.70  																																						| Simplifying 879 yields:
% 61.59/26.70  																																						| (880)  ~ (all_0_58_58 = e1)
% 61.59/26.70  																																						|
% 61.59/26.70  																																						| Equations (1569) can reduce 511 to:
% 61.59/26.70  																																						| (604)  ~ (e2 = e1)
% 61.59/26.70  																																						|
% 61.59/26.70  																																						| Simplifying 604 yields:
% 61.59/26.70  																																						| (122)  ~ (e2 = e1)
% 61.59/26.70  																																						|
% 61.59/26.70  																																						| From (1569) and (87) follows:
% 61.59/26.70  																																						| (5145) op(e1, e2) = all_0_34_34
% 61.59/26.70  																																						|
% 61.59/26.70  																																						+-Applying beta-rule and splitting (1969), into two cases.
% 61.59/26.70  																																						|-Branch one:
% 61.59/26.70  																																						| (559) all_0_42_42 = e0
% 61.59/26.70  																																						|
% 61.59/26.70  																																							| Equations (559) can reduce 51 to:
% 61.59/26.70  																																							| (365)  ~ (e2 = e0)
% 61.59/26.70  																																							|
% 61.59/26.70  																																							| Simplifying 365 yields:
% 61.59/26.70  																																							| (128)  ~ (e2 = e0)
% 61.59/26.70  																																							|
% 61.59/26.70  																																							| From (559) and (226) follows:
% 61.59/26.70  																																							| (15579) op(e0, e3) = all_0_7_7
% 61.59/26.70  																																							|
% 61.59/26.70  																																							+-Applying beta-rule and splitting (26), into two cases.
% 61.59/26.70  																																							|-Branch one:
% 61.59/26.70  																																							| (446) all_0_44_44 = e4
% 61.59/26.70  																																							|
% 61.59/26.70  																																								| Equations (446) can reduce 147 to:
% 61.59/26.70  																																								| (48)  ~ (e4 = e2)
% 61.59/26.70  																																								|
% 61.59/26.70  																																								| Equations (446) can reduce 639 to:
% 61.59/26.70  																																								| (110)  ~ (e4 = e1)
% 61.59/26.70  																																								|
% 61.59/26.70  																																								| From (446) and (70) follows:
% 61.59/26.70  																																								| (4645) op(e4, e0) = all_0_12_12
% 61.59/26.70  																																								|
% 61.59/26.70  																																								+-Applying beta-rule and splitting (112), into two cases.
% 61.59/26.70  																																								|-Branch one:
% 61.59/26.70  																																								| (635) all_0_44_44 = e1
% 61.59/26.70  																																								|
% 61.59/26.70  																																									| Combining equations (446,635) yields a new equation:
% 61.59/26.70  																																									| (636) e4 = e1
% 61.59/26.70  																																									|
% 61.59/26.70  																																									| Simplifying 636 yields:
% 61.59/26.70  																																									| (630) e4 = e1
% 61.59/26.70  																																									|
% 61.59/26.70  																																									| Equations (630) can reduce 110 to:
% 61.59/26.70  																																									| (266) $false
% 61.59/26.70  																																									|
% 61.59/26.70  																																									|-The branch is then unsatisfiable
% 61.59/26.70  																																								|-Branch two:
% 61.59/26.70  																																								| (639)  ~ (all_0_44_44 = e1)
% 61.59/26.70  																																								| (640) all_0_49_49 = e1 | all_0_53_53 = e1 | all_0_58_58 = e1
% 61.59/26.70  																																								|
% 61.59/26.70  																																									| Equations (446) can reduce 639 to:
% 61.59/26.70  																																									| (110)  ~ (e4 = e1)
% 61.59/26.70  																																									|
% 61.59/26.70  																																									+-Applying beta-rule and splitting (1561), into two cases.
% 61.59/26.70  																																									|-Branch one:
% 61.59/26.70  																																									| (522) all_0_47_47 = e3
% 61.59/26.70  																																									|
% 61.59/26.70  																																										| Combining equations (1105,522) yields a new equation:
% 61.59/26.70  																																										| (662) e3 = e2
% 61.59/26.70  																																										|
% 61.59/26.70  																																										| Equations (662) can reduce 212 to:
% 61.59/26.70  																																										| (266) $false
% 61.59/26.70  																																										|
% 61.59/26.70  																																										|-The branch is then unsatisfiable
% 61.59/26.70  																																									|-Branch two:
% 61.59/26.70  																																									| (1091)  ~ (all_0_47_47 = e3)
% 61.59/26.70  																																									| (884) all_0_49_49 = e3
% 61.59/26.70  																																									|
% 61.59/26.70  																																										| Equations (884) can reduce 1064 to:
% 61.59/26.70  																																										| (213)  ~ (e3 = e1)
% 61.59/26.70  																																										|
% 61.59/26.70  																																										| From (884) and (55) follows:
% 61.59/26.70  																																										| (1581) op(e2, e0) = e3
% 61.59/26.70  																																										|
% 61.59/26.70  																																										+-Applying beta-rule and splitting (125), into two cases.
% 61.59/26.70  																																										|-Branch one:
% 61.59/26.70  																																										| (858) all_0_55_55 = e0
% 61.59/26.70  																																										|
% 61.59/26.70  																																											| Equations (858) can reduce 803 to:
% 61.59/26.70  																																											| (266) $false
% 61.59/26.70  																																											|
% 61.59/26.70  																																											|-The branch is then unsatisfiable
% 61.59/26.70  																																										|-Branch two:
% 61.59/26.70  																																										| (803)  ~ (all_0_55_55 = e0)
% 61.59/26.70  																																										| (863) all_0_56_56 = e0 | all_0_57_57 = e0 | all_0_58_58 = e0
% 61.59/26.70  																																										|
% 61.59/26.70  																																											+-Applying beta-rule and splitting (160), into two cases.
% 61.59/26.70  																																											|-Branch one:
% 61.59/26.70  																																											| (601) all_0_50_50 = e1
% 61.59/26.70  																																											|
% 61.59/26.70  																																												| Combining equations (601,378) yields a new equation:
% 61.59/26.70  																																												| (617) e2 = e1
% 61.59/26.70  																																												|
% 61.59/26.70  																																												| Equations (617) can reduce 122 to:
% 61.59/26.70  																																												| (266) $false
% 61.59/26.70  																																												|
% 61.59/26.70  																																												|-The branch is then unsatisfiable
% 61.59/26.70  																																											|-Branch two:
% 61.59/26.70  																																											| (759)  ~ (all_0_50_50 = e1)
% 61.59/26.70  																																											| (1168) all_0_51_51 = e1 | all_0_52_52 = e1 | all_0_53_53 = e1
% 61.59/26.70  																																											|
% 61.59/26.70  																																												+-Applying beta-rule and splitting (75), into two cases.
% 61.59/26.70  																																												|-Branch one:
% 61.59/26.70  																																												| (485) all_0_40_40 = e0
% 61.59/26.70  																																												|
% 61.59/26.70  																																													| Combining equations (313,485) yields a new equation:
% 61.59/26.70  																																													| (391) e2 = e0
% 61.59/26.70  																																													|
% 61.59/26.70  																																													| Simplifying 391 yields:
% 61.59/26.70  																																													| (330) e2 = e0
% 61.59/26.70  																																													|
% 61.59/26.70  																																													| Equations (330) can reduce 128 to:
% 61.59/26.70  																																													| (266) $false
% 61.59/26.70  																																													|
% 61.59/26.70  																																													|-The branch is then unsatisfiable
% 61.59/26.70  																																												|-Branch two:
% 61.59/26.70  																																												| (1401)  ~ (all_0_40_40 = e0)
% 61.59/26.70  																																												| (1748) all_0_44_44 = e0 | all_0_49_49 = e0 | all_0_58_58 = e0
% 61.59/26.70  																																												|
% 61.59/26.70  																																													| Equations (313) can reduce 1401 to:
% 61.59/26.70  																																													| (128)  ~ (e2 = e0)
% 61.59/26.70  																																													|
% 61.59/26.70  																																													+-Applying beta-rule and splitting (1168), into two cases.
% 61.59/26.70  																																													|-Branch one:
% 61.59/26.70  																																													| (1109) all_0_51_51 = e1
% 61.59/26.70  																																													|
% 61.59/26.70  																																														| Combining equations (660,1109) yields a new equation:
% 61.59/26.70  																																														| (454) e3 = e1
% 61.59/26.70  																																														|
% 61.59/26.70  																																														| Simplifying 454 yields:
% 61.59/26.70  																																														| (455) e3 = e1
% 61.59/26.70  																																														|
% 61.59/26.70  																																														| Equations (455) can reduce 213 to:
% 61.59/26.70  																																														| (266) $false
% 61.59/26.70  																																														|
% 61.59/26.70  																																														|-The branch is then unsatisfiable
% 61.59/26.70  																																													|-Branch two:
% 61.59/26.70  																																													| (464)  ~ (all_0_51_51 = e1)
% 61.59/26.70  																																													| (1202) all_0_52_52 = e1 | all_0_53_53 = e1
% 61.59/26.70  																																													|
% 61.59/26.70  																																														+-Applying beta-rule and splitting (196), into two cases.
% 61.59/26.70  																																														|-Branch one:
% 61.59/26.70  																																														| (607) all_0_53_53 = e2
% 61.59/26.70  																																														|
% 61.59/26.70  																																															| Equations (607) can reduce 509 to:
% 61.59/26.70  																																															| (266) $false
% 61.59/26.70  																																															|
% 61.59/26.70  																																															|-The branch is then unsatisfiable
% 61.59/26.70  																																														|-Branch two:
% 61.59/26.70  																																														| (509)  ~ (all_0_53_53 = e2)
% 61.59/26.70  																																														| (610) all_0_53_53 = e4 | all_0_53_53 = e3 | all_0_53_53 = e1
% 61.59/26.70  																																														|
% 61.59/26.70  																																															+-Applying beta-rule and splitting (769), into two cases.
% 61.59/26.70  																																															|-Branch one:
% 61.59/26.70  																																															| (770) all_0_46_46 = e4
% 61.59/26.70  																																															|
% 61.59/26.70  																																																| Combining equations (545,770) yields a new equation:
% 61.59/26.70  																																																| (630) e4 = e1
% 61.59/26.70  																																																|
% 61.59/26.70  																																																| Equations (630) can reduce 110 to:
% 61.59/26.70  																																																| (266) $false
% 61.59/26.70  																																																|
% 61.59/26.70  																																																|-The branch is then unsatisfiable
% 61.59/26.70  																																															|-Branch two:
% 61.59/26.70  																																															| (250)  ~ (all_0_46_46 = e4)
% 61.59/26.70  																																															| (774) all_0_50_50 = e4 | all_0_55_55 = e4
% 61.59/26.70  																																															|
% 61.59/26.70  																																																+-Applying beta-rule and splitting (2051), into two cases.
% 61.59/26.70  																																																|-Branch one:
% 61.59/26.70  																																																| (587) all_0_55_55 = e4
% 61.59/26.70  																																																|
% 61.59/26.70  																																																	| Equations (587) can reduce 632 to:
% 61.59/26.70  																																																	| (110)  ~ (e4 = e1)
% 61.59/26.70  																																																	|
% 61.59/26.70  																																																	| From (587) and (68) follows:
% 61.59/26.70  																																																	| (4717) op(e4, e0) = all_0_31_31
% 61.59/26.70  																																																	|
% 61.59/26.70  																																																	| From (587) and (74) follows:
% 61.59/26.70  																																																	| (589) op(e0, e3) = e4
% 61.59/26.70  																																																	|
% 61.59/26.70  																																																	+-Applying beta-rule and splitting (1202), into two cases.
% 61.59/26.70  																																																	|-Branch one:
% 61.59/26.70  																																																	| (642) all_0_52_52 = e1
% 61.59/26.70  																																																	|
% 61.59/26.70  																																																		| Combining equations (565,642) yields a new equation:
% 61.59/26.70  																																																		| (636) e4 = e1
% 61.59/26.70  																																																		|
% 61.59/26.70  																																																		| Simplifying 636 yields:
% 61.59/26.70  																																																		| (630) e4 = e1
% 61.59/26.70  																																																		|
% 61.59/26.70  																																																		| Equations (630) can reduce 110 to:
% 61.59/26.70  																																																		| (266) $false
% 61.59/26.70  																																																		|
% 61.59/26.70  																																																		|-The branch is then unsatisfiable
% 61.59/26.70  																																																	|-Branch two:
% 61.59/26.70  																																																	| (646)  ~ (all_0_52_52 = e1)
% 61.59/26.70  																																																	| (1208) all_0_53_53 = e1
% 61.59/26.70  																																																	|
% 61.59/26.70  																																																		| Equations (1208) can reduce 10 to:
% 61.59/26.71  																																																		| (879)  ~ (all_0_58_58 = e1)
% 61.59/26.71  																																																		|
% 61.59/26.71  																																																		| Simplifying 879 yields:
% 61.59/26.71  																																																		| (880)  ~ (all_0_58_58 = e1)
% 61.59/26.71  																																																		|
% 61.59/26.71  																																																		| Equations (1208) can reduce 509 to:
% 61.59/26.71  																																																		| (604)  ~ (e2 = e1)
% 61.59/26.71  																																																		|
% 61.59/26.71  																																																		| Simplifying 604 yields:
% 61.59/26.71  																																																		| (122)  ~ (e2 = e1)
% 61.59/26.71  																																																		|
% 61.59/26.71  																																																		| Equations (1208) can reduce 247 to:
% 61.59/26.71  																																																		| (233)  ~ (e1 = e0)
% 61.59/26.71  																																																		|
% 61.59/26.71  																																																		+-Applying beta-rule and splitting (863), into two cases.
% 61.59/26.71  																																																		|-Branch one:
% 61.59/26.71  																																																		| (679) all_0_56_56 = e0
% 61.59/26.71  																																																		|
% 61.59/26.71  																																																			| Combining equations (679,1569) yields a new equation:
% 61.59/26.71  																																																			| (431) e1 = e0
% 61.59/26.71  																																																			|
% 61.59/26.71  																																																			| Equations (431) can reduce 233 to:
% 61.59/26.71  																																																			| (266) $false
% 61.59/26.71  																																																			|
% 61.59/26.71  																																																			|-The branch is then unsatisfiable
% 61.59/26.71  																																																		|-Branch two:
% 61.59/26.71  																																																		| (828)  ~ (all_0_56_56 = e0)
% 61.59/26.71  																																																		| (924) all_0_57_57 = e0 | all_0_58_58 = e0
% 61.59/26.71  																																																		|
% 61.59/26.71  																																																			+-Applying beta-rule and splitting (924), into two cases.
% 61.59/26.71  																																																			|-Branch one:
% 61.59/26.71  																																																			| (875) all_0_57_57 = e0
% 61.59/26.71  																																																			|
% 61.59/26.71  																																																				| Combining equations (875,442) yields a new equation:
% 61.59/26.71  																																																				| (330) e2 = e0
% 61.59/26.71  																																																				|
% 61.59/26.71  																																																				| Equations (330) can reduce 128 to:
% 61.59/26.71  																																																				| (266) $false
% 61.59/26.71  																																																				|
% 61.59/26.71  																																																				|-The branch is then unsatisfiable
% 61.59/26.71  																																																			|-Branch two:
% 61.59/26.71  																																																			| (364)  ~ (all_0_57_57 = e0)
% 61.59/26.71  																																																			| (914) all_0_58_58 = e0
% 61.59/26.71  																																																			|
% 61.59/26.71  																																																				| Equations (914) can reduce 880 to:
% 61.59/26.71  																																																				| (435)  ~ (e1 = e0)
% 61.59/26.71  																																																				|
% 61.59/26.71  																																																				| Simplifying 435 yields:
% 61.59/26.71  																																																				| (233)  ~ (e1 = e0)
% 61.59/26.71  																																																				|
% 61.59/26.71  																																																				| Instantiating formula (29) with e4, e0, all_0_12_12, e2 and discharging atoms op(e4, e0) = all_0_12_12, op(e4, e0) = e2, yields:
% 61.59/26.71  																																																				| (52202) all_0_12_12 = e2
% 61.59/26.71  																																																				|
% 61.59/26.71  																																																				| Instantiating formula (29) with e4, e0, all_0_31_31, all_0_12_12 and discharging atoms op(e4, e0) = all_0_12_12, op(e4, e0) = all_0_31_31, yields:
% 61.59/26.71  																																																				| (52203) all_0_12_12 = all_0_31_31
% 61.59/26.71  																																																				|
% 61.59/26.71  																																																				| Instantiating formula (29) with e3, e1, all_0_24_24, e1 and discharging atoms op(e3, e1) = all_0_24_24, op(e3, e1) = e1, yields:
% 61.59/26.71  																																																				| (15139) all_0_24_24 = e1
% 61.59/26.71  																																																				|
% 61.59/26.71  																																																				| Instantiating formula (29) with e1, e3, all_0_16_16, e2 and discharging atoms op(e1, e3) = all_0_16_16, op(e1, e3) = e2, yields:
% 61.59/26.71  																																																				| (9639) all_0_16_16 = e2
% 61.59/26.71  																																																				|
% 61.59/26.71  																																																				| Instantiating formula (29) with e1, e2, all_0_34_34, all_0_15_15 and discharging atoms op(e1, e2) = all_0_15_15, op(e1, e2) = all_0_34_34, yields:
% 61.59/26.71  																																																				| (5715) all_0_15_15 = all_0_34_34
% 61.59/26.71  																																																				|
% 61.59/26.71  																																																				| Instantiating formula (29) with e1, e2, e3, all_0_15_15 and discharging atoms op(e1, e2) = all_0_15_15, op(e1, e2) = e3, yields:
% 61.59/26.71  																																																				| (57978) all_0_15_15 = e3
% 61.59/26.71  																																																				|
% 61.59/26.71  																																																				| Instantiating formula (29) with e0, e3, e4, all_0_7_7 and discharging atoms op(e0, e3) = all_0_7_7, op(e0, e3) = e4, yields:
% 61.59/26.71  																																																				| (15433) all_0_7_7 = e4
% 61.59/26.71  																																																				|
% 61.59/26.71  																																																				| Combining equations (52203,52202) yields a new equation:
% 61.59/26.72  																																																				| (53660) all_0_31_31 = e2
% 61.59/26.72  																																																				|
% 61.59/26.72  																																																				| Simplifying 53660 yields:
% 61.59/26.72  																																																				| (5159) all_0_31_31 = e2
% 61.59/26.72  																																																				|
% 61.59/26.72  																																																				| Combining equations (5715,57978) yields a new equation:
% 61.59/26.72  																																																				| (21716) all_0_34_34 = e3
% 61.59/26.72  																																																				|
% 61.59/26.72  																																																				| Simplifying 21716 yields:
% 61.59/26.72  																																																				| (4264) all_0_34_34 = e3
% 61.59/26.72  																																																				|
% 61.59/26.72  																																																				| From (5159) and (4717) follows:
% 61.59/26.72  																																																				| (44178) op(e4, e0) = e2
% 61.59/26.72  																																																				|
% 61.59/26.72  																																																				| From (15139) and (1551) follows:
% 61.59/26.72  																																																				| (13877) op(e3, e1) = e1
% 61.59/26.72  																																																				|
% 61.59/26.72  																																																				| From (9639) and (2104) follows:
% 61.59/26.72  																																																				| (26152) op(e1, e3) = e2
% 61.59/26.72  																																																				|
% 61.59/26.72  																																																				| From (4264) and (5145) follows:
% 61.59/26.72  																																																				| (1552) op(e1, e2) = e3
% 61.59/26.72  																																																				|
% 61.59/26.72  																																																				| From (15433) and (15579) follows:
% 61.59/26.72  																																																				| (589) op(e0, e3) = e4
% 61.59/26.72  																																																				|
% 61.59/26.72  																																																				+-Applying beta-rule and splitting (56), into two cases.
% 61.59/26.72  																																																				|-Branch one:
% 61.59/26.72  																																																				| (696) unit = e2
% 61.59/26.72  																																																				|
% 61.59/26.72  																																																					| From (696) and (209) follows:
% 61.59/26.73  																																																					| (7585) op(e2, e0) = e0
% 61.59/26.73  																																																					|
% 61.59/26.73  																																																					| From (696) and (28) follows:
% 61.59/26.73  																																																					| (699) op(e1, e2) = e1
% 61.59/26.73  																																																					|
% 61.59/26.73  																																																					| Instantiating formula (29) with e2, e0, e0, e3 and discharging atoms op(e2, e0) = e3, op(e2, e0) = e0, yields:
% 61.59/26.73  																																																					| (676) e3 = e0
% 61.59/26.73  																																																					|
% 61.59/26.73  																																																					| Instantiating formula (29) with e1, e2, e1, e3 and discharging atoms op(e1, e2) = e3, op(e1, e2) = e1, yields:
% 61.59/26.73  																																																					| (455) e3 = e1
% 61.59/26.73  																																																					|
% 61.59/26.73  																																																					| Combining equations (676,455) yields a new equation:
% 61.59/26.73  																																																					| (431) e1 = e0
% 61.59/26.73  																																																					|
% 61.59/26.73  																																																					| Equations (431) can reduce 233 to:
% 61.59/26.73  																																																					| (266) $false
% 61.59/26.73  																																																					|
% 61.59/26.73  																																																					|-The branch is then unsatisfiable
% 61.59/26.73  																																																				|-Branch two:
% 61.59/26.73  																																																				| (707)  ~ (unit = e2)
% 61.59/26.73  																																																				| (708) unit = e4 | unit = e3 | unit = e1 | unit = e0
% 61.59/26.73  																																																				|
% 61.59/26.73  																																																					+-Applying beta-rule and splitting (708), into two cases.
% 61.59/26.73  																																																					|-Branch one:
% 61.59/26.73  																																																					| (709) unit = e4
% 61.59/26.73  																																																					|
% 61.59/26.73  																																																						| From (709) and (211) follows:
% 61.59/26.73  																																																						| (22527) op(e4, e1) = e1
% 61.59/26.73  																																																						|
% 61.59/26.73  																																																						| From (709) and (209) follows:
% 61.59/26.73  																																																						| (3072) op(e4, e0) = e0
% 61.59/26.73  																																																						|
% 61.59/26.73  																																																						| From (709) and (40) follows:
% 61.59/26.73  																																																						| (711) op(e3, e4) = e3
% 61.59/26.73  																																																						|
% 61.59/26.73  																																																						| Instantiating formula (29) with e4, e1, e1, e3 and discharging atoms op(e4, e1) = e3, op(e4, e1) = e1, yields:
% 61.59/26.73  																																																						| (455) e3 = e1
% 61.59/26.73  																																																						|
% 61.59/26.73  																																																						| Instantiating formula (29) with e4, e0, e0, e2 and discharging atoms op(e4, e0) = e2, op(e4, e0) = e0, yields:
% 61.59/26.73  																																																						| (330) e2 = e0
% 61.59/26.73  																																																						|
% 61.59/26.73  																																																						| Instantiating formula (29) with e3, e4, e3, e2 and discharging atoms op(e3, e4) = e3, op(e3, e4) = e2, yields:
% 61.59/26.73  																																																						| (662) e3 = e2
% 61.59/26.73  																																																						|
% 61.59/26.73  																																																						| Combining equations (662,455) yields a new equation:
% 61.59/26.73  																																																						| (616) e2 = e1
% 61.59/26.73  																																																						|
% 61.59/26.73  																																																						| Simplifying 616 yields:
% 61.59/26.73  																																																						| (617) e2 = e1
% 61.59/26.73  																																																						|
% 61.59/26.73  																																																						| Combining equations (330,617) yields a new equation:
% 61.59/26.73  																																																						| (431) e1 = e0
% 61.59/26.73  																																																						|
% 61.59/26.73  																																																						| Equations (431) can reduce 233 to:
% 61.59/26.73  																																																						| (266) $false
% 61.59/26.73  																																																						|
% 61.59/26.73  																																																						|-The branch is then unsatisfiable
% 61.59/26.73  																																																					|-Branch two:
% 61.59/26.73  																																																					| (724)  ~ (unit = e4)
% 61.59/26.73  																																																					| (725) unit = e3 | unit = e1 | unit = e0
% 61.59/26.73  																																																					|
% 61.59/26.73  																																																						+-Applying beta-rule and splitting (725), into two cases.
% 61.59/26.73  																																																						|-Branch one:
% 61.59/26.73  																																																						| (726) unit = e0
% 61.59/26.73  																																																						|
% 61.59/26.73  																																																							| From (726) and (211) follows:
% 61.59/26.73  																																																							| (15180) op(e0, e1) = e1
% 61.59/26.73  																																																							|
% 61.59/26.73  																																																							| Instantiating formula (29) with e0, e1, e1, e2 and discharging atoms op(e0, e1) = e2, op(e0, e1) = e1, yields:
% 61.59/26.73  																																																							| (617) e2 = e1
% 61.59/26.73  																																																							|
% 61.59/26.73  																																																							| Equations (617) can reduce 122 to:
% 61.59/26.73  																																																							| (266) $false
% 61.59/26.73  																																																							|
% 61.59/26.73  																																																							|-The branch is then unsatisfiable
% 61.59/26.73  																																																						|-Branch two:
% 61.59/26.73  																																																						| (734)  ~ (unit = e0)
% 61.59/26.73  																																																						| (735) unit = e3 | unit = e1
% 61.59/26.73  																																																						|
% 61.59/26.73  																																																							+-Applying beta-rule and splitting (735), into two cases.
% 61.59/26.73  																																																							|-Branch one:
% 61.59/26.73  																																																							| (736) unit = e1
% 61.59/26.73  																																																							|
% 61.59/26.73  																																																								| Equations (736) can reduce 734 to:
% 61.59/26.73  																																																								| (233)  ~ (e1 = e0)
% 61.59/26.73  																																																								|
% 61.59/26.73  																																																								| From (736) and (15) follows:
% 61.59/26.73  																																																								| (515) op(e1, e2) = e2
% 61.59/26.73  																																																								|
% 61.59/26.73  																																																								| From (736) and (40) follows:
% 61.59/26.73  																																																								| (1652) op(e3, e1) = e3
% 61.59/26.73  																																																								|
% 61.59/26.73  																																																								| From (736) and (42) follows:
% 61.59/26.73  																																																								| (3221) op(e0, e1) = e0
% 61.59/26.73  																																																								|
% 61.59/26.73  																																																								| Instantiating formula (29) with e3, e1, e3, e1 and discharging atoms op(e3, e1) = e3, op(e3, e1) = e1, yields:
% 61.59/26.73  																																																								| (455) e3 = e1
% 61.59/26.73  																																																								|
% 61.59/26.73  																																																								| Instantiating formula (29) with e1, e2, e2, e3 and discharging atoms op(e1, e2) = e3, op(e1, e2) = e2, yields:
% 61.59/26.73  																																																								| (662) e3 = e2
% 61.59/26.73  																																																								|
% 61.59/26.73  																																																								| Instantiating formula (29) with e0, e1, e0, e2 and discharging atoms op(e0, e1) = e2, op(e0, e1) = e0, yields:
% 61.59/26.73  																																																								| (330) e2 = e0
% 61.59/26.73  																																																								|
% 61.59/26.73  																																																								| Combining equations (662,455) yields a new equation:
% 61.59/26.73  																																																								| (616) e2 = e1
% 61.59/26.73  																																																								|
% 61.59/26.73  																																																								| Simplifying 616 yields:
% 61.59/26.73  																																																								| (617) e2 = e1
% 61.59/26.73  																																																								|
% 61.59/26.73  																																																								| Combining equations (617,330) yields a new equation:
% 61.59/26.73  																																																								| (546) e1 = e0
% 61.59/26.73  																																																								|
% 61.59/26.73  																																																								| Simplifying 546 yields:
% 61.59/26.73  																																																								| (431) e1 = e0
% 61.59/26.73  																																																								|
% 61.59/26.73  																																																								| Equations (431) can reduce 233 to:
% 61.59/26.73  																																																								| (266) $false
% 61.59/26.73  																																																								|
% 61.59/26.73  																																																								|-The branch is then unsatisfiable
% 61.59/26.73  																																																							|-Branch two:
% 61.59/26.73  																																																							| (748)  ~ (unit = e1)
% 61.59/26.73  																																																							| (749) unit = e3
% 61.59/26.73  																																																							|
% 61.59/26.73  																																																								| From (749) and (244) follows:
% 61.59/26.73  																																																								| (750) op(e3, e4) = e4
% 61.59/26.73  																																																								|
% 61.59/26.73  																																																								| From (749) and (28) follows:
% 61.59/26.73  																																																								| (2235) op(e1, e3) = e1
% 61.59/26.73  																																																								|
% 61.59/26.73  																																																								| From (749) and (42) follows:
% 61.59/26.73  																																																								| (752) op(e0, e3) = e0
% 61.59/26.73  																																																								|
% 61.59/26.73  																																																								| Instantiating formula (29) with e3, e4, e4, e2 and discharging atoms op(e3, e4) = e4, op(e3, e4) = e2, yields:
% 61.59/26.73  																																																								| (323) e4 = e2
% 61.59/26.73  																																																								|
% 61.59/26.73  																																																								| Instantiating formula (29) with e1, e3, e1, e2 and discharging atoms op(e1, e3) = e2, op(e1, e3) = e1, yields:
% 61.59/26.73  																																																								| (617) e2 = e1
% 61.59/26.73  																																																								|
% 61.59/26.73  																																																								| Instantiating formula (29) with e0, e3, e0, e4 and discharging atoms op(e0, e3) = e4, op(e0, e3) = e0, yields:
% 61.59/26.73  																																																								| (397) e4 = e0
% 61.59/26.73  																																																								|
% 61.59/26.73  																																																								| Combining equations (397,323) yields a new equation:
% 61.59/26.73  																																																								| (330) e2 = e0
% 61.59/26.73  																																																								|
% 61.59/26.73  																																																								| Combining equations (617,330) yields a new equation:
% 61.59/26.73  																																																								| (546) e1 = e0
% 61.59/26.73  																																																								|
% 61.59/26.73  																																																								| Simplifying 546 yields:
% 61.59/26.73  																																																								| (431) e1 = e0
% 61.59/26.73  																																																								|
% 61.59/26.73  																																																								| Equations (431) can reduce 233 to:
% 61.59/26.73  																																																								| (266) $false
% 61.59/26.73  																																																								|
% 61.59/26.73  																																																								|-The branch is then unsatisfiable
% 61.59/26.73  																																																|-Branch two:
% 61.59/26.73  																																																| (763)  ~ (all_0_55_55 = e4)
% 61.59/26.73  																																																| (2055) all_0_55_55 = e3 | all_0_55_55 = e1 | all_0_55_55 = e0
% 61.59/26.73  																																																|
% 61.59/26.73  																																																	+-Applying beta-rule and splitting (774), into two cases.
% 61.59/26.73  																																																	|-Branch one:
% 61.59/26.73  																																																	| (775) all_0_50_50 = e4
% 61.59/26.73  																																																	|
% 61.59/26.73  																																																		| Combining equations (775,378) yields a new equation:
% 61.59/26.73  																																																		| (322) e4 = e2
% 61.59/26.73  																																																		|
% 61.59/26.73  																																																		| Simplifying 322 yields:
% 61.59/26.73  																																																		| (323) e4 = e2
% 61.59/26.73  																																																		|
% 61.59/26.73  																																																		| Equations (323) can reduce 48 to:
% 61.59/26.73  																																																		| (266) $false
% 61.59/26.73  																																																		|
% 61.59/26.73  																																																		|-The branch is then unsatisfiable
% 61.59/26.73  																																																	|-Branch two:
% 61.59/26.73  																																																	| (566)  ~ (all_0_50_50 = e4)
% 61.59/26.73  																																																	| (587) all_0_55_55 = e4
% 61.59/26.73  																																																	|
% 61.59/26.73  																																																		| Equations (587) can reduce 763 to:
% 61.59/26.73  																																																		| (266) $false
% 61.59/26.73  																																																		|
% 61.59/26.73  																																																		|-The branch is then unsatisfiable
% 61.59/26.73  																																							|-Branch two:
% 61.59/26.73  																																							| (1390)  ~ (all_0_44_44 = e4)
% 61.59/26.73  																																							| (1391) all_0_44_44 = e3 | all_0_44_44 = e1 | all_0_44_44 = e0
% 61.59/26.73  																																							|
% 61.59/26.73  																																								+-Applying beta-rule and splitting (1561), into two cases.
% 61.59/26.73  																																								|-Branch one:
% 61.59/26.73  																																								| (522) all_0_47_47 = e3
% 61.59/26.73  																																								|
% 61.59/26.73  																																									| Combining equations (1105,522) yields a new equation:
% 61.59/26.73  																																									| (662) e3 = e2
% 61.59/26.73  																																									|
% 61.59/26.73  																																									| Equations (662) can reduce 212 to:
% 61.59/26.73  																																									| (266) $false
% 61.59/26.73  																																									|
% 61.59/26.73  																																									|-The branch is then unsatisfiable
% 61.59/26.73  																																								|-Branch two:
% 61.59/26.73  																																								| (1091)  ~ (all_0_47_47 = e3)
% 61.59/26.73  																																								| (884) all_0_49_49 = e3
% 61.59/26.73  																																								|
% 61.59/26.73  																																									| Equations (884) can reduce 65 to:
% 61.59/26.73  																																									| (1114)  ~ (all_0_53_53 = e3)
% 61.59/26.73  																																									|
% 61.59/26.73  																																									| Simplifying 1114 yields:
% 61.59/26.73  																																									| (903)  ~ (all_0_53_53 = e3)
% 61.59/26.73  																																									|
% 61.59/26.73  																																									| Equations (884) can reduce 119 to:
% 61.59/26.73  																																									| (275)  ~ (all_0_58_58 = e3)
% 61.59/26.73  																																									|
% 61.59/26.73  																																									| Simplifying 275 yields:
% 61.59/26.73  																																									| (276)  ~ (all_0_58_58 = e3)
% 61.59/26.73  																																									|
% 61.59/26.73  																																									+-Applying beta-rule and splitting (125), into two cases.
% 61.59/26.73  																																									|-Branch one:
% 61.59/26.73  																																									| (858) all_0_55_55 = e0
% 61.59/26.73  																																									|
% 61.59/26.73  																																										| Equations (858) can reduce 803 to:
% 61.59/26.73  																																										| (266) $false
% 61.59/26.73  																																										|
% 61.59/26.73  																																										|-The branch is then unsatisfiable
% 61.59/26.73  																																									|-Branch two:
% 61.59/26.73  																																									| (803)  ~ (all_0_55_55 = e0)
% 61.59/26.73  																																									| (863) all_0_56_56 = e0 | all_0_57_57 = e0 | all_0_58_58 = e0
% 61.59/26.73  																																									|
% 61.59/26.73  																																										+-Applying beta-rule and splitting (196), into two cases.
% 61.59/26.73  																																										|-Branch one:
% 61.59/26.73  																																										| (607) all_0_53_53 = e2
% 61.59/26.73  																																										|
% 61.59/26.73  																																											| Equations (607) can reduce 509 to:
% 61.59/26.73  																																											| (266) $false
% 61.59/26.73  																																											|
% 61.59/26.73  																																											|-The branch is then unsatisfiable
% 61.59/26.73  																																										|-Branch two:
% 61.59/26.73  																																										| (509)  ~ (all_0_53_53 = e2)
% 61.59/26.73  																																										| (610) all_0_53_53 = e4 | all_0_53_53 = e3 | all_0_53_53 = e1
% 61.59/26.73  																																										|
% 61.59/26.73  																																											+-Applying beta-rule and splitting (150), into two cases.
% 61.59/26.73  																																											|-Branch one:
% 61.59/26.73  																																											| (1378) all_0_40_40 = e4
% 61.59/26.73  																																											|
% 61.59/26.73  																																												| Combining equations (313,1378) yields a new equation:
% 61.59/26.73  																																												| (323) e4 = e2
% 61.59/26.73  																																												|
% 61.59/26.73  																																												| Equations (323) can reduce 48 to:
% 61.59/26.73  																																												| (266) $false
% 61.59/26.73  																																												|
% 61.59/26.73  																																												|-The branch is then unsatisfiable
% 61.59/26.73  																																											|-Branch two:
% 61.59/26.73  																																											| (447)  ~ (all_0_40_40 = e4)
% 61.59/26.73  																																											| (2271) all_0_44_44 = e4 | all_0_49_49 = e4 | all_0_53_53 = e4 | all_0_58_58 = e4
% 61.59/26.73  																																											|
% 61.59/26.73  																																												+-Applying beta-rule and splitting (610), into two cases.
% 61.59/26.73  																																												|-Branch one:
% 61.59/26.73  																																												| (1298) all_0_53_53 = e4
% 61.59/26.73  																																												|
% 61.59/26.73  																																													| Equations (1298) can reduce 1453 to:
% 61.59/26.73  																																													| (266) $false
% 61.59/26.73  																																													|
% 61.59/26.73  																																													|-The branch is then unsatisfiable
% 61.59/26.73  																																												|-Branch two:
% 61.59/26.73  																																												| (1453)  ~ (all_0_53_53 = e4)
% 61.59/26.73  																																												| (1694) all_0_53_53 = e3 | all_0_53_53 = e1
% 61.59/26.73  																																												|
% 61.59/26.73  																																													+-Applying beta-rule and splitting (2051), into two cases.
% 61.59/26.73  																																													|-Branch one:
% 61.59/26.73  																																													| (587) all_0_55_55 = e4
% 61.59/26.73  																																													|
% 61.59/26.73  																																														| Equations (587) can reduce 3 to:
% 61.59/26.73  																																														| (450)  ~ (all_0_58_58 = e4)
% 61.59/26.73  																																														|
% 61.59/26.73  																																														| Simplifying 450 yields:
% 61.59/26.73  																																														| (451)  ~ (all_0_58_58 = e4)
% 61.59/26.73  																																														|
% 61.59/26.73  																																														| Equations (587) can reduce 270 to:
% 61.59/26.73  																																														| (188)  ~ (e4 = e3)
% 61.59/26.73  																																														|
% 61.59/26.73  																																														+-Applying beta-rule and splitting (108), into two cases.
% 61.59/26.73  																																														|-Branch one:
% 61.59/26.73  																																														| (624) all_0_58_58 = e2
% 61.59/26.73  																																														|
% 61.59/26.73  																																															| Equations (624) can reduce 908 to:
% 61.59/26.73  																																															| (266) $false
% 61.59/26.73  																																															|
% 61.59/26.73  																																															|-The branch is then unsatisfiable
% 61.59/26.73  																																														|-Branch two:
% 61.59/26.73  																																														| (908)  ~ (all_0_58_58 = e2)
% 61.59/26.73  																																														| (909) all_0_58_58 = e4 | all_0_58_58 = e3 | all_0_58_58 = e1 | all_0_58_58 = e0
% 61.59/26.73  																																														|
% 61.59/26.73  																																															+-Applying beta-rule and splitting (909), into two cases.
% 61.59/26.73  																																															|-Branch one:
% 61.59/26.73  																																															| (910) all_0_58_58 = e4
% 61.59/26.73  																																															|
% 61.59/26.73  																																																| Equations (910) can reduce 451 to:
% 61.59/26.73  																																																| (266) $false
% 61.59/26.73  																																																|
% 61.59/26.73  																																																|-The branch is then unsatisfiable
% 61.59/26.73  																																															|-Branch two:
% 61.59/26.73  																																															| (451)  ~ (all_0_58_58 = e4)
% 61.59/26.73  																																															| (913) all_0_58_58 = e3 | all_0_58_58 = e1 | all_0_58_58 = e0
% 61.59/26.73  																																															|
% 61.59/26.73  																																																+-Applying beta-rule and splitting (913), into two cases.
% 61.59/26.73  																																																|-Branch one:
% 61.59/26.73  																																																| (914) all_0_58_58 = e0
% 61.59/26.73  																																																|
% 61.59/26.73  																																																	| Equations (914) can reduce 451 to:
% 61.59/26.73  																																																	| (401)  ~ (e4 = e0)
% 61.59/26.73  																																																	|
% 61.59/26.73  																																																	| Simplifying 401 yields:
% 61.59/26.73  																																																	| (49)  ~ (e4 = e0)
% 61.59/26.73  																																																	|
% 61.59/26.73  																																																	+-Applying beta-rule and splitting (2271), into two cases.
% 61.59/26.73  																																																	|-Branch one:
% 61.59/26.73  																																																	| (446) all_0_44_44 = e4
% 61.59/26.73  																																																	|
% 61.59/26.73  																																																		| Equations (446) can reduce 1390 to:
% 61.59/26.73  																																																		| (266) $false
% 61.59/26.73  																																																		|
% 61.59/26.73  																																																		|-The branch is then unsatisfiable
% 61.59/26.73  																																																	|-Branch two:
% 61.59/26.73  																																																	| (1390)  ~ (all_0_44_44 = e4)
% 61.59/26.73  																																																	| (7998) all_0_49_49 = e4 | all_0_53_53 = e4 | all_0_58_58 = e4
% 61.59/26.73  																																																	|
% 61.59/26.73  																																																		+-Applying beta-rule and splitting (1694), into two cases.
% 61.59/26.73  																																																		|-Branch one:
% 61.59/26.73  																																																		| (1208) all_0_53_53 = e1
% 61.59/26.73  																																																		|
% 61.59/26.73  																																																			| Equations (1208) can reduce 1453 to:
% 61.59/26.73  																																																			| (602)  ~ (e4 = e1)
% 61.59/26.73  																																																			|
% 61.59/26.73  																																																			| Simplifying 602 yields:
% 61.59/26.73  																																																			| (110)  ~ (e4 = e1)
% 61.59/26.73  																																																			|
% 61.59/26.73  																																																			+-Applying beta-rule and splitting (7998), into two cases.
% 61.59/26.73  																																																			|-Branch one:
% 61.59/26.73  																																																			| (974) all_0_49_49 = e4
% 61.59/26.73  																																																			|
% 61.59/26.73  																																																				| Combining equations (884,974) yields a new equation:
% 61.59/26.73  																																																				| (425) e4 = e3
% 61.59/26.73  																																																				|
% 61.59/26.73  																																																				| Equations (425) can reduce 188 to:
% 61.59/26.73  																																																				| (266) $false
% 61.59/26.73  																																																				|
% 61.59/26.73  																																																				|-The branch is then unsatisfiable
% 61.59/26.73  																																																			|-Branch two:
% 61.59/26.73  																																																			| (256)  ~ (all_0_49_49 = e4)
% 61.59/26.73  																																																			| (8013) all_0_53_53 = e4 | all_0_58_58 = e4
% 61.59/26.73  																																																			|
% 61.59/26.73  																																																				+-Applying beta-rule and splitting (8013), into two cases.
% 61.59/26.73  																																																				|-Branch one:
% 61.59/26.73  																																																				| (1298) all_0_53_53 = e4
% 61.59/26.73  																																																				|
% 61.59/26.73  																																																					| Combining equations (1298,1208) yields a new equation:
% 61.59/26.73  																																																					| (636) e4 = e1
% 61.59/26.73  																																																					|
% 61.59/26.73  																																																					| Simplifying 636 yields:
% 61.59/26.73  																																																					| (630) e4 = e1
% 61.59/26.73  																																																					|
% 61.59/26.73  																																																					| Equations (630) can reduce 110 to:
% 61.59/26.73  																																																					| (266) $false
% 61.59/26.73  																																																					|
% 61.59/26.73  																																																					|-The branch is then unsatisfiable
% 61.59/26.73  																																																				|-Branch two:
% 61.59/26.73  																																																				| (1453)  ~ (all_0_53_53 = e4)
% 61.59/26.73  																																																				| (910) all_0_58_58 = e4
% 61.59/26.73  																																																				|
% 61.59/26.73  																																																					| Combining equations (910,914) yields a new equation:
% 61.59/26.73  																																																					| (481) e4 = e0
% 61.59/26.73  																																																					|
% 61.59/26.73  																																																					| Simplifying 481 yields:
% 61.59/26.73  																																																					| (397) e4 = e0
% 61.59/26.73  																																																					|
% 61.59/26.73  																																																					| Equations (397) can reduce 49 to:
% 61.59/26.73  																																																					| (266) $false
% 61.59/26.73  																																																					|
% 61.59/26.73  																																																					|-The branch is then unsatisfiable
% 61.59/26.73  																																																		|-Branch two:
% 61.59/26.73  																																																		| (1459)  ~ (all_0_53_53 = e1)
% 61.59/26.73  																																																		| (665) all_0_53_53 = e3
% 61.59/26.73  																																																		|
% 61.59/26.73  																																																			| Equations (665) can reduce 903 to:
% 61.59/26.73  																																																			| (266) $false
% 61.59/26.73  																																																			|
% 61.59/26.73  																																																			|-The branch is then unsatisfiable
% 61.59/26.73  																																																|-Branch two:
% 61.59/26.73  																																																| (491)  ~ (all_0_58_58 = e0)
% 61.59/26.73  																																																| (917) all_0_58_58 = e3 | all_0_58_58 = e1
% 61.59/26.73  																																																|
% 61.59/26.73  																																																	+-Applying beta-rule and splitting (917), into two cases.
% 61.59/26.73  																																																	|-Branch one:
% 61.59/26.73  																																																	| (918) all_0_58_58 = e1
% 61.59/26.73  																																																	|
% 61.59/26.73  																																																		| Equations (918) can reduce 880 to:
% 61.59/26.73  																																																		| (266) $false
% 61.59/26.73  																																																		|
% 61.59/26.73  																																																		|-The branch is then unsatisfiable
% 61.59/26.73  																																																	|-Branch two:
% 61.59/26.73  																																																	| (880)  ~ (all_0_58_58 = e1)
% 61.59/26.73  																																																	| (795) all_0_58_58 = e3
% 61.59/26.73  																																																	|
% 61.59/26.73  																																																		| Equations (795) can reduce 276 to:
% 61.59/26.73  																																																		| (266) $false
% 61.59/26.73  																																																		|
% 61.59/26.73  																																																		|-The branch is then unsatisfiable
% 61.59/26.73  																																													|-Branch two:
% 61.59/26.73  																																													| (763)  ~ (all_0_55_55 = e4)
% 61.59/26.73  																																													| (2055) all_0_55_55 = e3 | all_0_55_55 = e1 | all_0_55_55 = e0
% 61.59/26.73  																																													|
% 61.59/26.73  																																														+-Applying beta-rule and splitting (2055), into two cases.
% 61.59/26.73  																																														|-Branch one:
% 61.59/26.73  																																														| (858) all_0_55_55 = e0
% 61.59/26.73  																																														|
% 61.59/26.73  																																															| Equations (858) can reduce 803 to:
% 61.59/26.73  																																															| (266) $false
% 61.59/26.73  																																															|
% 61.59/26.73  																																															|-The branch is then unsatisfiable
% 61.59/26.73  																																														|-Branch two:
% 61.59/26.73  																																														| (803)  ~ (all_0_55_55 = e0)
% 61.59/26.73  																																														| (2315) all_0_55_55 = e3 | all_0_55_55 = e1
% 61.59/26.73  																																														|
% 61.59/26.73  																																															+-Applying beta-rule and splitting (2315), into two cases.
% 61.59/26.73  																																															|-Branch one:
% 61.59/26.73  																																															| (629) all_0_55_55 = e1
% 61.59/26.73  																																															|
% 61.59/26.73  																																																| Equations (629) can reduce 632 to:
% 61.59/26.73  																																																| (266) $false
% 61.59/26.73  																																																|
% 61.59/26.73  																																																|-The branch is then unsatisfiable
% 61.59/26.73  																																															|-Branch two:
% 61.59/26.73  																																															| (632)  ~ (all_0_55_55 = e1)
% 61.59/26.73  																																															| (2336) all_0_55_55 = e3
% 61.59/26.73  																																															|
% 61.59/26.73  																																																| Equations (2336) can reduce 270 to:
% 61.59/26.73  																																																| (266) $false
% 61.59/26.73  																																																|
% 61.59/26.73  																																																|-The branch is then unsatisfiable
% 61.59/26.73  																																						|-Branch two:
% 61.59/26.73  																																						| (358)  ~ (all_0_42_42 = e0)
% 61.59/26.73  																																						| (2510) all_0_42_42 = e3 | all_0_42_42 = e1
% 61.59/26.73  																																						|
% 61.59/26.74  																																							+-Applying beta-rule and splitting (2510), into two cases.
% 61.59/26.74  																																							|-Branch one:
% 61.59/26.74  																																							| (459) all_0_42_42 = e1
% 61.59/26.74  																																							|
% 61.59/26.74  																																								| Equations (459) can reduce 1380 to:
% 61.59/26.74  																																								| (266) $false
% 61.59/26.74  																																								|
% 61.59/26.74  																																								|-The branch is then unsatisfiable
% 61.59/26.74  																																							|-Branch two:
% 61.59/26.74  																																							| (1380)  ~ (all_0_42_42 = e1)
% 61.59/26.74  																																							| (516) all_0_42_42 = e3
% 61.59/26.74  																																							|
% 61.59/26.74  																																								| Equations (516) can reduce 405 to:
% 61.59/26.74  																																								| (266) $false
% 61.59/26.74  																																								|
% 61.59/26.74  																																								|-The branch is then unsatisfiable
% 61.59/26.74  																																		|-Branch two:
% 61.59/26.74  																																		| (664)  ~ (all_0_51_51 = e3)
% 61.59/26.74  																																		| (1097) all_0_56_56 = e3
% 61.59/26.74  																																		|
% 61.59/26.74  																																			| Equations (1097) can reduce 272 to:
% 61.59/26.74  																																			| (266) $false
% 61.59/26.74  																																			|
% 61.59/26.74  																																			|-The branch is then unsatisfiable
% 61.59/26.74  																													|-Branch two:
% 61.59/26.74  																													| (549)  ~ (all_0_46_46 = e1)
% 61.59/26.74  																													| (1557) all_0_46_46 = e3
% 61.59/26.74  																													|
% 61.59/26.74  																														| Equations (1557) can reduce 409 to:
% 61.59/26.74  																														| (266) $false
% 61.59/26.74  																														|
% 61.59/26.74  																														|-The branch is then unsatisfiable
% 61.59/26.74  																				|-Branch two:
% 61.59/26.74  																				| (1898)  ~ (all_0_41_41 = e3)
% 61.59/26.74  																				| (1899) all_0_42_42 = e3 | all_0_44_44 = e3
% 61.59/26.74  																				|
% 61.59/26.74  																					+-Applying beta-rule and splitting (27), into two cases.
% 61.59/26.74  																					|-Branch one:
% 61.59/26.74  																					| (437) all_0_41_41 = e4
% 61.59/26.74  																					|
% 61.59/26.74  																						| Equations (437) can reduce 149 to:
% 61.59/26.74  																						| (1903)  ~ (all_0_44_44 = e4)
% 61.59/26.74  																						|
% 61.59/26.74  																						| Simplifying 1903 yields:
% 61.59/26.74  																						| (1390)  ~ (all_0_44_44 = e4)
% 61.59/26.74  																						|
% 61.59/26.74  																						| Equations (437) can reduce 1898 to:
% 61.59/26.74  																						| (188)  ~ (e4 = e3)
% 61.59/26.74  																						|
% 61.59/26.74  																						| Equations (437) can reduce 85 to:
% 61.59/26.74  																						| (48)  ~ (e4 = e2)
% 61.59/26.74  																						|
% 61.59/26.74  																						| Equations (437) can reduce 457 to:
% 61.59/26.74  																						| (110)  ~ (e4 = e1)
% 61.59/26.74  																						|
% 61.59/26.74  																						+-Applying beta-rule and splitting (144), into two cases.
% 61.59/26.74  																						|-Branch one:
% 61.59/26.74  																						| (403) all_0_41_41 = e3
% 61.59/26.74  																						|
% 61.59/26.74  																							| Combining equations (437,403) yields a new equation:
% 61.59/26.74  																							| (424) e4 = e3
% 61.59/26.74  																							|
% 61.59/26.74  																							| Simplifying 424 yields:
% 61.59/26.74  																							| (425) e4 = e3
% 61.59/26.74  																							|
% 61.59/26.74  																							| Equations (425) can reduce 188 to:
% 61.59/26.74  																							| (266) $false
% 61.59/26.74  																							|
% 61.59/26.74  																							|-The branch is then unsatisfiable
% 61.59/26.74  																						|-Branch two:
% 61.59/26.74  																						| (1898)  ~ (all_0_41_41 = e3)
% 61.59/26.74  																						| (1923) all_0_46_46 = e3 | all_0_50_50 = e3 | all_0_55_55 = e3
% 61.59/26.74  																						|
% 61.59/26.74  																							+-Applying beta-rule and splitting (150), into two cases.
% 61.59/26.74  																							|-Branch one:
% 61.59/26.74  																							| (1378) all_0_40_40 = e4
% 61.59/26.74  																							|
% 61.59/26.74  																								| Combining equations (313,1378) yields a new equation:
% 61.59/26.74  																								| (323) e4 = e2
% 61.59/26.74  																								|
% 61.59/26.74  																								| Equations (323) can reduce 48 to:
% 61.59/26.74  																								| (266) $false
% 61.59/26.74  																								|
% 61.59/26.74  																								|-The branch is then unsatisfiable
% 61.59/26.74  																							|-Branch two:
% 61.59/26.74  																							| (447)  ~ (all_0_40_40 = e4)
% 61.59/26.74  																							| (2271) all_0_44_44 = e4 | all_0_49_49 = e4 | all_0_53_53 = e4 | all_0_58_58 = e4
% 61.59/26.74  																							|
% 61.59/26.74  																								+-Applying beta-rule and splitting (1923), into two cases.
% 61.59/26.74  																								|-Branch one:
% 61.59/26.74  																								| (1557) all_0_46_46 = e3
% 61.59/26.74  																								|
% 61.59/26.74  																									| Equations (1557) can reduce 208 to:
% 61.59/26.74  																									| (524)  ~ (all_0_49_49 = e3)
% 61.59/26.74  																									|
% 61.59/26.74  																									| Simplifying 524 yields:
% 61.59/26.74  																									| (525)  ~ (all_0_49_49 = e3)
% 61.59/26.74  																									|
% 61.59/26.74  																									| Equations (1557) can reduce 300 to:
% 61.59/26.74  																									| (212)  ~ (e3 = e2)
% 61.59/26.74  																									|
% 61.59/26.74  																									+-Applying beta-rule and splitting (18), into two cases.
% 61.59/26.74  																									|-Branch one:
% 61.59/26.74  																									| (453) all_0_41_41 = e1
% 61.59/26.74  																									|
% 61.59/26.74  																										| Combining equations (437,453) yields a new equation:
% 61.59/26.74  																										| (636) e4 = e1
% 61.59/26.74  																										|
% 61.59/26.74  																										| Simplifying 636 yields:
% 61.59/26.74  																										| (630) e4 = e1
% 61.59/26.74  																										|
% 61.59/26.74  																										| Equations (630) can reduce 110 to:
% 61.59/26.74  																										| (266) $false
% 61.59/26.74  																										|
% 61.59/26.74  																										|-The branch is then unsatisfiable
% 61.59/26.74  																									|-Branch two:
% 61.59/26.74  																									| (457)  ~ (all_0_41_41 = e1)
% 61.59/26.74  																									| (595) all_0_46_46 = e1 | all_0_50_50 = e1 | all_0_55_55 = e1
% 61.59/26.74  																									|
% 61.59/26.74  																										+-Applying beta-rule and splitting (595), into two cases.
% 61.59/26.74  																										|-Branch one:
% 61.59/26.74  																										| (545) all_0_46_46 = e1
% 61.59/26.74  																										|
% 61.59/26.74  																											| Combining equations (1557,545) yields a new equation:
% 61.59/26.74  																											| (454) e3 = e1
% 61.59/26.74  																											|
% 61.59/26.74  																											| Simplifying 454 yields:
% 61.59/26.74  																											| (455) e3 = e1
% 61.59/26.74  																											|
% 61.59/26.74  																											| Equations (455) can reduce 213 to:
% 61.59/26.74  																											| (266) $false
% 61.59/26.74  																											|
% 61.59/26.74  																											|-The branch is then unsatisfiable
% 61.59/26.74  																										|-Branch two:
% 61.59/26.74  																										| (549)  ~ (all_0_46_46 = e1)
% 61.59/26.74  																										| (600) all_0_50_50 = e1 | all_0_55_55 = e1
% 61.59/26.74  																										|
% 61.59/26.74  																											+-Applying beta-rule and splitting (600), into two cases.
% 61.59/26.74  																											|-Branch one:
% 61.59/26.74  																											| (601) all_0_50_50 = e1
% 61.59/26.74  																											|
% 61.59/26.74  																												| Combining equations (378,601) yields a new equation:
% 61.59/26.74  																												| (616) e2 = e1
% 61.59/26.74  																												|
% 61.59/26.74  																												| Simplifying 616 yields:
% 61.59/26.74  																												| (617) e2 = e1
% 61.59/26.74  																												|
% 61.59/26.74  																												| Equations (617) can reduce 122 to:
% 61.59/26.74  																												| (266) $false
% 61.59/26.74  																												|
% 61.59/26.74  																												|-The branch is then unsatisfiable
% 61.59/26.74  																											|-Branch two:
% 61.59/26.74  																											| (759)  ~ (all_0_50_50 = e1)
% 61.59/26.74  																											| (629) all_0_55_55 = e1
% 61.59/26.74  																											|
% 61.59/26.74  																												| Equations (629) can reduce 153 to:
% 61.59/26.74  																												| (465)  ~ (all_0_56_56 = e1)
% 61.59/26.74  																												|
% 61.59/26.74  																												| Simplifying 465 yields:
% 61.59/26.74  																												| (466)  ~ (all_0_56_56 = e1)
% 61.59/26.74  																												|
% 61.59/26.74  																												| From (629) and (187) follows:
% 61.59/26.74  																												| (15046) op(e1, e3) = all_0_32_32
% 61.59/26.74  																												|
% 61.59/26.74  																												+-Applying beta-rule and splitting (54), into two cases.
% 61.59/26.74  																												|-Branch one:
% 61.59/26.74  																												| (583) all_0_49_49 = e2
% 61.59/26.74  																												|
% 61.59/26.74  																													| Equations (583) can reduce 340 to:
% 61.59/26.74  																													| (266) $false
% 61.59/26.74  																													|
% 61.59/26.74  																													|-The branch is then unsatisfiable
% 61.59/26.74  																												|-Branch two:
% 61.59/26.74  																												| (340)  ~ (all_0_49_49 = e2)
% 61.59/26.74  																												| (586) all_0_49_49 = e4 | all_0_49_49 = e3 | all_0_49_49 = e1 | all_0_49_49 = e0
% 61.59/26.74  																												|
% 61.59/26.74  																													+-Applying beta-rule and splitting (2271), into two cases.
% 61.59/26.74  																													|-Branch one:
% 61.59/26.74  																													| (446) all_0_44_44 = e4
% 61.59/26.74  																													|
% 61.59/26.74  																														| Equations (446) can reduce 1390 to:
% 61.59/26.74  																														| (266) $false
% 61.59/26.74  																														|
% 61.59/26.74  																														|-The branch is then unsatisfiable
% 61.59/26.74  																													|-Branch two:
% 61.59/26.74  																													| (1390)  ~ (all_0_44_44 = e4)
% 61.59/26.74  																													| (7998) all_0_49_49 = e4 | all_0_53_53 = e4 | all_0_58_58 = e4
% 61.59/26.74  																													|
% 61.59/26.74  																														+-Applying beta-rule and splitting (131), into two cases.
% 61.59/26.74  																														|-Branch one:
% 61.59/26.74  																														| (459) all_0_42_42 = e1
% 61.59/26.74  																														|
% 61.59/26.74  																															| Equations (459) can reduce 1380 to:
% 61.59/26.74  																															| (266) $false
% 61.59/26.74  																															|
% 61.59/26.74  																															|-The branch is then unsatisfiable
% 61.59/26.74  																														|-Branch two:
% 61.59/26.74  																														| (1380)  ~ (all_0_42_42 = e1)
% 61.59/26.74  																														| (3259) all_0_47_47 = e1 | all_0_51_51 = e1 | all_0_56_56 = e1
% 61.59/26.74  																														|
% 61.59/26.74  																															+-Applying beta-rule and splitting (133), into two cases.
% 61.59/26.74  																															|-Branch one:
% 61.59/26.74  																															| (833) all_0_56_56 = e2
% 61.59/26.74  																															|
% 61.59/26.74  																																| Equations (833) can reduce 511 to:
% 61.59/26.74  																																| (266) $false
% 61.59/26.74  																																|
% 61.59/26.74  																																|-The branch is then unsatisfiable
% 61.59/26.74  																															|-Branch two:
% 61.59/26.74  																															| (511)  ~ (all_0_56_56 = e2)
% 61.59/26.74  																															| (836) all_0_56_56 = e4 | all_0_56_56 = e3 | all_0_56_56 = e1 | all_0_56_56 = e0
% 61.59/26.74  																															|
% 61.59/26.74  																																+-Applying beta-rule and splitting (586), into two cases.
% 61.59/26.74  																																|-Branch one:
% 61.59/26.74  																																| (974) all_0_49_49 = e4
% 61.59/26.74  																																|
% 61.59/26.74  																																	| Equations (974) can reduce 256 to:
% 61.59/26.74  																																	| (266) $false
% 61.59/26.74  																																	|
% 61.59/26.74  																																	|-The branch is then unsatisfiable
% 61.59/26.74  																																|-Branch two:
% 61.59/26.74  																																| (256)  ~ (all_0_49_49 = e4)
% 61.59/26.74  																																| (977) all_0_49_49 = e3 | all_0_49_49 = e1 | all_0_49_49 = e0
% 61.59/26.74  																																|
% 61.59/26.74  																																	+-Applying beta-rule and splitting (836), into two cases.
% 61.59/26.74  																																	|-Branch one:
% 61.59/26.74  																																	| (842) all_0_56_56 = e4
% 61.59/26.74  																																	|
% 61.59/26.74  																																		| Equations (842) can reduce 477 to:
% 61.59/26.74  																																		| (266) $false
% 61.59/26.74  																																		|
% 61.59/26.74  																																		|-The branch is then unsatisfiable
% 61.59/26.74  																																	|-Branch two:
% 61.59/26.74  																																	| (477)  ~ (all_0_56_56 = e4)
% 61.59/26.74  																																	| (845) all_0_56_56 = e3 | all_0_56_56 = e1 | all_0_56_56 = e0
% 61.59/26.74  																																	|
% 61.59/26.74  																																		+-Applying beta-rule and splitting (977), into two cases.
% 61.59/26.74  																																		|-Branch one:
% 61.59/26.74  																																		| (978) all_0_49_49 = e0
% 61.59/26.74  																																		|
% 61.59/26.74  																																			| Equations (978) can reduce 487 to:
% 61.59/26.74  																																			| (266) $false
% 61.59/26.74  																																			|
% 61.59/26.74  																																			|-The branch is then unsatisfiable
% 61.59/26.74  																																		|-Branch two:
% 61.59/26.74  																																		| (487)  ~ (all_0_49_49 = e0)
% 61.59/26.74  																																		| (981) all_0_49_49 = e3 | all_0_49_49 = e1
% 61.59/26.74  																																		|
% 61.59/26.74  																																			+-Applying beta-rule and splitting (845), into two cases.
% 61.59/26.74  																																			|-Branch one:
% 61.59/26.74  																																			| (679) all_0_56_56 = e0
% 61.59/26.74  																																			|
% 61.59/26.74  																																				| Equations (679) can reduce 16 to:
% 61.59/26.74  																																				| (115)  ~ (all_0_51_51 = e0)
% 61.59/26.74  																																				|
% 61.59/26.74  																																				| Equations (679) can reduce 44 to:
% 61.59/26.74  																																				| (490)  ~ (all_0_58_58 = e0)
% 61.59/26.74  																																				|
% 61.59/26.74  																																				| Simplifying 490 yields:
% 61.59/26.74  																																				| (491)  ~ (all_0_58_58 = e0)
% 61.59/26.74  																																				|
% 61.59/26.74  																																				| Equations (679) can reduce 272 to:
% 61.59/26.74  																																				| (541)  ~ (e3 = e0)
% 61.59/26.74  																																				|
% 61.59/26.74  																																				| Simplifying 541 yields:
% 61.59/26.74  																																				| (80)  ~ (e3 = e0)
% 61.59/26.74  																																				|
% 61.59/26.74  																																				| Equations (679) can reduce 511 to:
% 61.59/26.74  																																				| (365)  ~ (e2 = e0)
% 61.59/26.74  																																				|
% 61.59/26.74  																																				| Simplifying 365 yields:
% 61.59/26.74  																																				| (128)  ~ (e2 = e0)
% 61.59/26.74  																																				|
% 61.59/26.74  																																				| From (679) and (127) follows:
% 61.59/26.74  																																				| (682) op(e0, e0) = all_0_33_33
% 61.59/26.74  																																				|
% 61.59/26.74  																																				+-Applying beta-rule and splitting (981), into two cases.
% 61.59/26.74  																																				|-Branch one:
% 61.59/26.74  																																				| (671) all_0_49_49 = e1
% 61.59/26.74  																																				|
% 61.59/26.74  																																					| Equations (671) can reduce 9 to:
% 61.59/26.74  																																					| (639)  ~ (all_0_44_44 = e1)
% 61.59/26.74  																																					|
% 61.59/26.74  																																					| Equations (671) can reduce 340 to:
% 61.59/26.74  																																					| (604)  ~ (e2 = e1)
% 61.59/26.74  																																					|
% 61.59/26.74  																																					| Simplifying 604 yields:
% 61.59/26.74  																																					| (122)  ~ (e2 = e1)
% 61.59/26.74  																																					|
% 61.59/26.74  																																					| Equations (671) can reduce 487 to:
% 61.59/26.74  																																					| (233)  ~ (e1 = e0)
% 61.59/26.74  																																					|
% 61.59/26.74  																																					| From (671) and (55) follows:
% 61.59/26.74  																																					| (673) op(e2, e0) = e1
% 61.59/26.74  																																					|
% 61.59/26.74  																																					+-Applying beta-rule and splitting (160), into two cases.
% 61.59/26.74  																																					|-Branch one:
% 61.59/26.74  																																					| (601) all_0_50_50 = e1
% 61.59/26.74  																																					|
% 61.59/26.74  																																						| Combining equations (378,601) yields a new equation:
% 61.59/26.74  																																						| (616) e2 = e1
% 61.59/26.74  																																						|
% 61.59/26.74  																																						| Simplifying 616 yields:
% 61.59/26.74  																																						| (617) e2 = e1
% 61.59/26.74  																																						|
% 61.59/26.74  																																						| Equations (617) can reduce 122 to:
% 61.59/26.74  																																						| (266) $false
% 61.59/26.74  																																						|
% 61.59/26.74  																																						|-The branch is then unsatisfiable
% 61.59/26.74  																																					|-Branch two:
% 61.59/26.74  																																					| (759)  ~ (all_0_50_50 = e1)
% 61.59/26.74  																																					| (1168) all_0_51_51 = e1 | all_0_52_52 = e1 | all_0_53_53 = e1
% 61.59/26.74  																																					|
% 61.59/26.74  																																						| Equations (378) can reduce 759 to:
% 61.59/26.74  																																						| (122)  ~ (e2 = e1)
% 61.59/26.74  																																						|
% 61.59/26.74  																																						+-Applying beta-rule and splitting (3259), into two cases.
% 61.59/26.74  																																						|-Branch one:
% 61.59/26.74  																																						| (654) all_0_47_47 = e1
% 61.59/26.74  																																						|
% 61.59/26.74  																																							| Combining equations (1105,654) yields a new equation:
% 61.59/26.74  																																							| (616) e2 = e1
% 61.59/26.74  																																							|
% 61.59/26.74  																																							| Simplifying 616 yields:
% 61.59/26.74  																																							| (617) e2 = e1
% 61.59/26.74  																																							|
% 61.59/26.74  																																							| Equations (617) can reduce 122 to:
% 61.59/26.74  																																							| (266) $false
% 61.59/26.74  																																							|
% 61.59/26.74  																																							|-The branch is then unsatisfiable
% 61.59/26.74  																																						|-Branch two:
% 61.59/26.74  																																						| (462)  ~ (all_0_47_47 = e1)
% 61.59/26.74  																																						| (3264) all_0_51_51 = e1 | all_0_56_56 = e1
% 61.59/26.74  																																						|
% 61.59/26.74  																																							+-Applying beta-rule and splitting (3264), into two cases.
% 61.59/26.74  																																							|-Branch one:
% 61.59/26.74  																																							| (1109) all_0_51_51 = e1
% 61.59/26.74  																																							|
% 61.59/26.74  																																								| Equations (1109) can reduce 61 to:
% 61.59/26.74  																																								| (1380)  ~ (all_0_42_42 = e1)
% 61.59/26.74  																																								|
% 61.59/26.74  																																								| Equations (1109) can reduce 475 to:
% 61.59/26.74  																																								| (602)  ~ (e4 = e1)
% 61.59/26.74  																																								|
% 61.59/26.74  																																								| Simplifying 602 yields:
% 61.59/26.74  																																								| (110)  ~ (e4 = e1)
% 61.59/26.74  																																								|
% 61.59/26.74  																																								| Equations (1109) can reduce 115 to:
% 61.59/26.74  																																								| (233)  ~ (e1 = e0)
% 61.59/26.74  																																								|
% 61.59/26.74  																																								+-Applying beta-rule and splitting (75), into two cases.
% 61.59/26.74  																																								|-Branch one:
% 61.59/26.74  																																								| (485) all_0_40_40 = e0
% 61.59/26.74  																																								|
% 61.59/26.74  																																									| Combining equations (313,485) yields a new equation:
% 61.59/26.74  																																									| (391) e2 = e0
% 61.59/26.74  																																									|
% 61.59/26.74  																																									| Simplifying 391 yields:
% 61.59/26.74  																																									| (330) e2 = e0
% 61.59/26.74  																																									|
% 61.59/26.74  																																									| Equations (330) can reduce 128 to:
% 61.59/26.74  																																									| (266) $false
% 61.59/26.74  																																									|
% 61.59/26.74  																																									|-The branch is then unsatisfiable
% 61.59/26.74  																																								|-Branch two:
% 61.59/26.74  																																								| (1401)  ~ (all_0_40_40 = e0)
% 61.59/26.74  																																								| (1748) all_0_44_44 = e0 | all_0_49_49 = e0 | all_0_58_58 = e0
% 61.59/26.74  																																								|
% 61.59/26.74  																																									+-Applying beta-rule and splitting (180), into two cases.
% 61.59/26.74  																																									|-Branch one:
% 61.59/26.74  																																									| (516) all_0_42_42 = e3
% 61.59/26.74  																																									|
% 61.59/26.74  																																										| Equations (516) can reduce 1380 to:
% 61.59/26.74  																																										| (213)  ~ (e3 = e1)
% 61.59/26.74  																																										|
% 61.59/26.74  																																										+-Applying beta-rule and splitting (108), into two cases.
% 61.59/26.74  																																										|-Branch one:
% 61.59/26.74  																																										| (624) all_0_58_58 = e2
% 61.59/26.74  																																										|
% 61.59/26.74  																																											| Equations (624) can reduce 908 to:
% 61.59/26.74  																																											| (266) $false
% 61.59/26.74  																																											|
% 61.59/26.74  																																											|-The branch is then unsatisfiable
% 61.59/26.74  																																										|-Branch two:
% 61.59/26.74  																																										| (908)  ~ (all_0_58_58 = e2)
% 61.59/26.74  																																										| (909) all_0_58_58 = e4 | all_0_58_58 = e3 | all_0_58_58 = e1 | all_0_58_58 = e0
% 61.59/26.74  																																										|
% 61.59/26.74  																																											+-Applying beta-rule and splitting (1748), into two cases.
% 61.59/26.74  																																											|-Branch one:
% 61.59/26.74  																																											| (1414) all_0_44_44 = e0
% 61.59/26.74  																																											|
% 61.59/26.74  																																												| Equations (1414) can reduce 639 to:
% 61.59/26.74  																																												| (435)  ~ (e1 = e0)
% 61.59/26.74  																																												|
% 61.59/26.74  																																												| Simplifying 435 yields:
% 61.59/26.74  																																												| (233)  ~ (e1 = e0)
% 61.59/26.74  																																												|
% 61.59/26.74  																																												| From (1414) and (70) follows:
% 61.59/26.74  																																												| (60174) op(e0, e0) = all_0_12_12
% 61.59/26.74  																																												|
% 61.59/26.74  																																												+-Applying beta-rule and splitting (418), into two cases.
% 61.59/26.74  																																												|-Branch one:
% 61.59/26.74  																																												| (660) all_0_51_51 = e3
% 61.59/26.74  																																												|
% 61.59/26.74  																																													| Combining equations (660,1109) yields a new equation:
% 61.59/26.74  																																													| (454) e3 = e1
% 61.59/26.74  																																													|
% 61.59/26.74  																																													| Simplifying 454 yields:
% 61.59/26.74  																																													| (455) e3 = e1
% 61.59/26.74  																																													|
% 61.59/26.74  																																													| Equations (455) can reduce 213 to:
% 61.59/26.74  																																													| (266) $false
% 61.59/26.74  																																													|
% 61.59/26.74  																																													|-The branch is then unsatisfiable
% 61.59/26.74  																																												|-Branch two:
% 61.59/26.74  																																												| (664)  ~ (all_0_51_51 = e3)
% 61.59/26.74  																																												| (665) all_0_53_53 = e3
% 61.59/26.74  																																												|
% 61.59/26.74  																																													| Equations (665) can reduce 1453 to:
% 61.59/26.74  																																													| (277)  ~ (e4 = e3)
% 61.59/26.74  																																													|
% 61.59/26.74  																																													| Simplifying 277 yields:
% 61.59/26.74  																																													| (188)  ~ (e4 = e3)
% 61.59/26.74  																																													|
% 61.59/26.74  																																													| From (665) and (92) follows:
% 61.59/26.75  																																													| (53650) op(e3, e1) = all_0_27_27
% 61.59/26.75  																																													|
% 61.59/26.75  																																													+-Applying beta-rule and splitting (7998), into two cases.
% 61.59/26.75  																																													|-Branch one:
% 61.59/26.75  																																													| (974) all_0_49_49 = e4
% 61.59/26.75  																																													|
% 61.59/26.75  																																														| Combining equations (974,671) yields a new equation:
% 61.59/26.75  																																														| (636) e4 = e1
% 61.59/26.75  																																														|
% 61.59/26.75  																																														| Simplifying 636 yields:
% 61.59/26.75  																																														| (630) e4 = e1
% 61.59/26.75  																																														|
% 61.59/26.75  																																														| Equations (630) can reduce 110 to:
% 61.59/26.75  																																														| (266) $false
% 61.59/26.75  																																														|
% 61.59/26.75  																																														|-The branch is then unsatisfiable
% 61.59/26.75  																																													|-Branch two:
% 61.59/26.75  																																													| (256)  ~ (all_0_49_49 = e4)
% 61.59/26.75  																																													| (8013) all_0_53_53 = e4 | all_0_58_58 = e4
% 61.59/26.75  																																													|
% 61.59/26.75  																																														+-Applying beta-rule and splitting (909), into two cases.
% 61.59/26.75  																																														|-Branch one:
% 61.59/26.75  																																														| (910) all_0_58_58 = e4
% 61.59/26.75  																																														|
% 61.59/26.75  																																															| From (910) and (245) follows:
% 61.59/26.75  																																															| (2661) op(e0, e0) = e4
% 61.59/26.75  																																															|
% 61.59/26.75  																																															| Instantiating formula (29) with e3, e1, all_0_27_27, e1 and discharging atoms op(e3, e1) = all_0_27_27, op(e3, e1) = e1, yields:
% 61.59/26.75  																																															| (53654) all_0_27_27 = e1
% 61.59/26.75  																																															|
% 61.59/26.75  																																															| Instantiating formula (29) with e1, e3, all_0_32_32, e2 and discharging atoms op(e1, e3) = all_0_32_32, op(e1, e3) = e2, yields:
% 61.59/26.75  																																															| (8739) all_0_32_32 = e2
% 61.59/26.75  																																															|
% 61.59/26.75  																																															| Instantiating formula (29) with e0, e0, all_0_33_33, all_0_12_12 and discharging atoms op(e0, e0) = all_0_12_12, op(e0, e0) = all_0_33_33, yields:
% 61.59/26.75  																																															| (5717) all_0_12_12 = all_0_33_33
% 61.59/26.75  																																															|
% 61.59/26.75  																																															| Instantiating formula (29) with e0, e0, e4, all_0_12_12 and discharging atoms op(e0, e0) = all_0_12_12, op(e0, e0) = e4, yields:
% 61.59/26.75  																																															| (5718) all_0_12_12 = e4
% 61.59/26.75  																																															|
% 61.59/26.75  																																															| Combining equations (5717,5718) yields a new equation:
% 61.59/26.75  																																															| (5724) all_0_33_33 = e4
% 61.59/26.75  																																															|
% 61.59/26.75  																																															| Simplifying 5724 yields:
% 61.59/26.75  																																															| (5725) all_0_33_33 = e4
% 61.59/26.75  																																															|
% 61.59/26.75  																																															| From (53654) and (53650) follows:
% 61.59/26.75  																																															| (13877) op(e3, e1) = e1
% 61.59/26.75  																																															|
% 61.59/26.75  																																															| From (8739) and (15046) follows:
% 61.59/26.75  																																															| (26152) op(e1, e3) = e2
% 61.59/26.75  																																															|
% 61.59/26.75  																																															| From (5725) and (682) follows:
% 61.59/26.75  																																															| (2661) op(e0, e0) = e4
% 61.59/26.75  																																															|
% 61.59/26.75  																																															+-Applying beta-rule and splitting (56), into two cases.
% 61.59/26.75  																																															|-Branch one:
% 61.59/26.75  																																															| (696) unit = e2
% 61.59/26.75  																																															|
% 61.59/26.75  																																																| From (696) and (209) follows:
% 61.59/26.75  																																																| (7585) op(e2, e0) = e0
% 61.59/26.75  																																																|
% 61.59/26.75  																																																| Instantiating formula (29) with e2, e0, e0, e1 and discharging atoms op(e2, e0) = e1, op(e2, e0) = e0, yields:
% 61.59/26.75  																																																| (431) e1 = e0
% 61.59/26.75  																																																|
% 61.59/26.75  																																																| Equations (431) can reduce 233 to:
% 61.59/26.75  																																																| (266) $false
% 61.59/26.75  																																																|
% 61.59/26.75  																																																|-The branch is then unsatisfiable
% 61.59/26.75  																																															|-Branch two:
% 61.59/26.75  																																															| (707)  ~ (unit = e2)
% 61.59/26.75  																																															| (708) unit = e4 | unit = e3 | unit = e1 | unit = e0
% 61.59/26.75  																																															|
% 61.59/26.75  																																																+-Applying beta-rule and splitting (708), into two cases.
% 61.59/26.75  																																																|-Branch one:
% 61.59/26.75  																																																| (709) unit = e4
% 61.59/26.75  																																																|
% 61.59/26.75  																																																	| From (709) and (211) follows:
% 61.59/26.76  																																																	| (22527) op(e4, e1) = e1
% 61.59/26.76  																																																	|
% 61.59/26.76  																																																	| From (709) and (209) follows:
% 61.59/26.76  																																																	| (3072) op(e4, e0) = e0
% 61.59/26.76  																																																	|
% 61.59/26.76  																																																	| From (709) and (40) follows:
% 61.59/26.76  																																																	| (711) op(e3, e4) = e3
% 61.59/26.76  																																																	|
% 61.59/26.76  																																																	| Instantiating formula (29) with e4, e1, e1, e3 and discharging atoms op(e4, e1) = e3, op(e4, e1) = e1, yields:
% 61.59/26.76  																																																	| (455) e3 = e1
% 61.59/26.76  																																																	|
% 61.59/26.76  																																																	| Instantiating formula (29) with e4, e0, e0, e2 and discharging atoms op(e4, e0) = e2, op(e4, e0) = e0, yields:
% 61.59/26.76  																																																	| (330) e2 = e0
% 61.59/26.76  																																																	|
% 61.59/26.76  																																																	| Instantiating formula (29) with e3, e4, e3, e2 and discharging atoms op(e3, e4) = e3, op(e3, e4) = e2, yields:
% 61.59/26.76  																																																	| (662) e3 = e2
% 61.59/26.76  																																																	|
% 61.59/26.76  																																																	| Combining equations (662,455) yields a new equation:
% 61.59/26.76  																																																	| (616) e2 = e1
% 61.59/26.76  																																																	|
% 61.59/26.76  																																																	| Simplifying 616 yields:
% 61.59/26.76  																																																	| (617) e2 = e1
% 61.59/26.76  																																																	|
% 61.59/26.76  																																																	| Combining equations (330,617) yields a new equation:
% 61.59/26.76  																																																	| (431) e1 = e0
% 61.59/26.76  																																																	|
% 61.59/26.76  																																																	| Equations (431) can reduce 233 to:
% 61.59/26.76  																																																	| (266) $false
% 61.59/26.76  																																																	|
% 61.59/26.76  																																																	|-The branch is then unsatisfiable
% 61.59/26.76  																																																|-Branch two:
% 61.59/26.76  																																																| (724)  ~ (unit = e4)
% 61.59/26.76  																																																| (725) unit = e3 | unit = e1 | unit = e0
% 61.59/26.76  																																																|
% 61.59/26.76  																																																	+-Applying beta-rule and splitting (725), into two cases.
% 61.59/26.76  																																																	|-Branch one:
% 61.59/26.76  																																																	| (726) unit = e0
% 61.59/26.76  																																																	|
% 61.59/26.76  																																																		| From (726) and (211) follows:
% 61.67/26.76  																																																		| (15180) op(e0, e1) = e1
% 61.67/26.76  																																																		|
% 61.67/26.76  																																																		| From (726) and (227) follows:
% 61.67/26.76  																																																		| (3205) op(e4, e0) = e4
% 61.67/26.76  																																																		|
% 61.67/26.76  																																																		| From (726) and (42) follows:
% 61.67/26.76  																																																		| (728) op(e0, e0) = e0
% 61.67/26.76  																																																		|
% 61.67/26.76  																																																		| Instantiating formula (29) with e4, e0, e4, e2 and discharging atoms op(e4, e0) = e4, op(e4, e0) = e2, yields:
% 61.67/26.76  																																																		| (323) e4 = e2
% 61.67/26.76  																																																		|
% 61.67/26.76  																																																		| Instantiating formula (29) with e0, e1, e1, e2 and discharging atoms op(e0, e1) = e2, op(e0, e1) = e1, yields:
% 61.67/26.76  																																																		| (617) e2 = e1
% 61.67/26.76  																																																		|
% 61.67/26.76  																																																		| Instantiating formula (29) with e0, e0, e0, e4 and discharging atoms op(e0, e0) = e4, op(e0, e0) = e0, yields:
% 61.67/26.76  																																																		| (397) e4 = e0
% 61.67/26.76  																																																		|
% 61.67/26.76  																																																		| Combining equations (323,397) yields a new equation:
% 61.67/26.76  																																																		| (391) e2 = e0
% 61.67/26.76  																																																		|
% 61.67/26.76  																																																		| Simplifying 391 yields:
% 61.67/26.76  																																																		| (330) e2 = e0
% 61.67/26.76  																																																		|
% 61.67/26.76  																																																		| Combining equations (330,617) yields a new equation:
% 61.67/26.76  																																																		| (431) e1 = e0
% 61.67/26.76  																																																		|
% 61.67/26.76  																																																		| Equations (431) can reduce 233 to:
% 61.67/26.76  																																																		| (266) $false
% 61.67/26.76  																																																		|
% 61.67/26.76  																																																		|-The branch is then unsatisfiable
% 61.67/26.76  																																																	|-Branch two:
% 61.67/26.76  																																																	| (734)  ~ (unit = e0)
% 61.67/26.76  																																																	| (735) unit = e3 | unit = e1
% 61.67/26.76  																																																	|
% 61.67/26.76  																																																		+-Applying beta-rule and splitting (735), into two cases.
% 61.67/26.76  																																																		|-Branch one:
% 61.67/26.76  																																																		| (736) unit = e1
% 61.67/26.76  																																																		|
% 61.67/26.76  																																																			| Equations (736) can reduce 734 to:
% 61.67/26.76  																																																			| (233)  ~ (e1 = e0)
% 61.67/26.76  																																																			|
% 61.67/26.76  																																																			| From (736) and (244) follows:
% 61.67/26.76  																																																			| (738) op(e1, e4) = e4
% 61.67/26.76  																																																			|
% 61.67/26.76  																																																			| From (736) and (24) follows:
% 61.67/26.76  																																																			| (1934) op(e1, e3) = e3
% 61.67/26.76  																																																			|
% 61.67/26.76  																																																			| From (736) and (227) follows:
% 61.67/26.76  																																																			| (739) op(e4, e1) = e4
% 61.67/26.76  																																																			|
% 61.67/26.76  																																																			| From (736) and (40) follows:
% 61.67/26.76  																																																			| (1652) op(e3, e1) = e3
% 61.67/26.76  																																																			|
% 61.67/26.76  																																																			| Instantiating formula (29) with e4, e1, e4, e3 and discharging atoms op(e4, e1) = e4, op(e4, e1) = e3, yields:
% 61.67/26.76  																																																			| (425) e4 = e3
% 61.67/26.76  																																																			|
% 61.67/26.76  																																																			| Instantiating formula (29) with e3, e1, e3, e1 and discharging atoms op(e3, e1) = e3, op(e3, e1) = e1, yields:
% 61.67/26.76  																																																			| (455) e3 = e1
% 61.67/26.76  																																																			|
% 61.67/26.76  																																																			| Instantiating formula (29) with e1, e4, e4, e0 and discharging atoms op(e1, e4) = e4, op(e1, e4) = e0, yields:
% 61.67/26.76  																																																			| (397) e4 = e0
% 61.67/26.76  																																																			|
% 61.67/26.76  																																																			| Instantiating formula (29) with e1, e3, e3, e2 and discharging atoms op(e1, e3) = e3, op(e1, e3) = e2, yields:
% 61.67/26.76  																																																			| (662) e3 = e2
% 61.67/26.76  																																																			|
% 61.67/26.76  																																																			| Combining equations (425,397) yields a new equation:
% 61.67/26.76  																																																			| (675) e3 = e0
% 61.67/26.76  																																																			|
% 61.67/26.76  																																																			| Simplifying 675 yields:
% 61.67/26.76  																																																			| (676) e3 = e0
% 61.67/26.76  																																																			|
% 61.67/26.76  																																																			| Combining equations (676,662) yields a new equation:
% 61.67/26.76  																																																			| (330) e2 = e0
% 61.67/26.76  																																																			|
% 61.67/26.76  																																																			| Combining equations (455,662) yields a new equation:
% 61.67/26.76  																																																			| (617) e2 = e1
% 61.67/26.76  																																																			|
% 61.67/26.76  																																																			| Combining equations (330,617) yields a new equation:
% 61.67/26.76  																																																			| (431) e1 = e0
% 61.67/26.76  																																																			|
% 61.67/26.76  																																																			| Equations (431) can reduce 233 to:
% 61.67/26.76  																																																			| (266) $false
% 61.67/26.76  																																																			|
% 61.67/26.76  																																																			|-The branch is then unsatisfiable
% 61.67/26.76  																																																		|-Branch two:
% 61.67/26.76  																																																		| (748)  ~ (unit = e1)
% 61.67/26.76  																																																		| (749) unit = e3
% 61.67/26.76  																																																		|
% 61.67/26.76  																																																			| From (749) and (244) follows:
% 61.67/26.76  																																																			| (750) op(e3, e4) = e4
% 61.67/26.76  																																																			|
% 61.67/26.76  																																																			| From (749) and (227) follows:
% 61.67/26.76  																																																			| (22570) op(e4, e3) = e4
% 61.67/26.76  																																																			|
% 61.67/26.76  																																																			| From (749) and (28) follows:
% 61.67/26.76  																																																			| (2235) op(e1, e3) = e1
% 61.67/26.76  																																																			|
% 61.67/26.76  																																																			| Instantiating formula (29) with e4, e3, e4, e0 and discharging atoms op(e4, e3) = e4, op(e4, e3) = e0, yields:
% 61.67/26.76  																																																			| (397) e4 = e0
% 61.67/26.76  																																																			|
% 61.67/26.76  																																																			| Instantiating formula (29) with e3, e4, e4, e2 and discharging atoms op(e3, e4) = e4, op(e3, e4) = e2, yields:
% 61.67/26.76  																																																			| (323) e4 = e2
% 61.67/26.76  																																																			|
% 61.67/26.76  																																																			| Instantiating formula (29) with e1, e3, e1, e2 and discharging atoms op(e1, e3) = e2, op(e1, e3) = e1, yields:
% 61.67/26.76  																																																			| (617) e2 = e1
% 61.67/26.76  																																																			|
% 61.67/26.76  																																																			| Combining equations (397,323) yields a new equation:
% 61.67/26.76  																																																			| (330) e2 = e0
% 61.67/26.76  																																																			|
% 61.67/26.76  																																																			| Combining equations (617,330) yields a new equation:
% 61.67/26.76  																																																			| (546) e1 = e0
% 61.67/26.76  																																																			|
% 61.67/26.76  																																																			| Simplifying 546 yields:
% 61.67/26.76  																																																			| (431) e1 = e0
% 61.67/26.76  																																																			|
% 61.67/26.76  																																																			| Equations (431) can reduce 233 to:
% 61.67/26.76  																																																			| (266) $false
% 61.67/26.76  																																																			|
% 61.67/26.76  																																																			|-The branch is then unsatisfiable
% 61.67/26.76  																																														|-Branch two:
% 61.67/26.76  																																														| (451)  ~ (all_0_58_58 = e4)
% 61.67/26.76  																																														| (913) all_0_58_58 = e3 | all_0_58_58 = e1 | all_0_58_58 = e0
% 61.67/26.76  																																														|
% 61.67/26.76  																																															+-Applying beta-rule and splitting (8013), into two cases.
% 61.67/26.76  																																															|-Branch one:
% 61.67/26.76  																																															| (1298) all_0_53_53 = e4
% 61.67/26.76  																																															|
% 61.67/26.76  																																																| Combining equations (1298,665) yields a new equation:
% 61.67/26.76  																																																| (424) e4 = e3
% 61.67/26.76  																																																|
% 61.67/26.76  																																																| Simplifying 424 yields:
% 61.67/26.76  																																																| (425) e4 = e3
% 61.67/26.76  																																																|
% 61.67/26.76  																																																| Equations (425) can reduce 188 to:
% 61.67/26.76  																																																| (266) $false
% 61.67/26.76  																																																|
% 61.67/26.76  																																																|-The branch is then unsatisfiable
% 61.67/26.76  																																															|-Branch two:
% 61.67/26.76  																																															| (1453)  ~ (all_0_53_53 = e4)
% 61.67/26.76  																																															| (910) all_0_58_58 = e4
% 61.67/26.76  																																															|
% 61.67/26.76  																																																| Equations (910) can reduce 451 to:
% 61.67/26.76  																																																| (266) $false
% 61.67/26.76  																																																|
% 61.67/26.76  																																																|-The branch is then unsatisfiable
% 61.67/26.76  																																											|-Branch two:
% 61.67/26.76  																																											| (360)  ~ (all_0_44_44 = e0)
% 61.67/26.76  																																											| (1760) all_0_49_49 = e0 | all_0_58_58 = e0
% 61.67/26.76  																																											|
% 61.67/26.76  																																												+-Applying beta-rule and splitting (1760), into two cases.
% 61.67/26.76  																																												|-Branch one:
% 61.67/26.76  																																												| (978) all_0_49_49 = e0
% 61.67/26.76  																																												|
% 61.67/26.76  																																													| Combining equations (671,978) yields a new equation:
% 61.67/26.76  																																													| (546) e1 = e0
% 61.67/26.76  																																													|
% 61.67/26.76  																																													| Simplifying 546 yields:
% 61.67/26.76  																																													| (431) e1 = e0
% 61.67/26.76  																																													|
% 61.67/26.76  																																													| Equations (431) can reduce 233 to:
% 61.67/26.76  																																													| (266) $false
% 61.67/26.76  																																													|
% 61.67/26.76  																																													|-The branch is then unsatisfiable
% 61.67/26.76  																																												|-Branch two:
% 61.67/26.76  																																												| (487)  ~ (all_0_49_49 = e0)
% 61.67/26.76  																																												| (914) all_0_58_58 = e0
% 61.67/26.76  																																												|
% 61.67/26.76  																																													| Equations (914) can reduce 491 to:
% 61.67/26.76  																																													| (266) $false
% 61.67/26.76  																																													|
% 61.67/26.76  																																													|-The branch is then unsatisfiable
% 61.67/26.76  																																									|-Branch two:
% 61.67/26.76  																																									| (405)  ~ (all_0_42_42 = e3)
% 61.67/26.76  																																									| (521) all_0_47_47 = e3 | all_0_51_51 = e3 | all_0_56_56 = e3
% 61.67/26.76  																																									|
% 61.67/26.76  																																										+-Applying beta-rule and splitting (521), into two cases.
% 61.67/26.76  																																										|-Branch one:
% 61.67/26.76  																																										| (522) all_0_47_47 = e3
% 61.67/26.76  																																										|
% 61.67/26.76  																																											| Combining equations (1105,522) yields a new equation:
% 61.67/26.76  																																											| (662) e3 = e2
% 61.67/26.76  																																											|
% 61.67/26.76  																																											| Equations (662) can reduce 212 to:
% 61.67/26.76  																																											| (266) $false
% 61.67/26.76  																																											|
% 61.67/26.76  																																											|-The branch is then unsatisfiable
% 61.67/26.76  																																										|-Branch two:
% 61.67/26.76  																																										| (1091)  ~ (all_0_47_47 = e3)
% 61.67/26.76  																																										| (1092) all_0_51_51 = e3 | all_0_56_56 = e3
% 61.67/26.76  																																										|
% 61.67/26.76  																																											+-Applying beta-rule and splitting (1748), into two cases.
% 61.67/26.76  																																											|-Branch one:
% 61.67/26.76  																																											| (1414) all_0_44_44 = e0
% 61.67/26.76  																																											|
% 61.67/26.76  																																												+-Applying beta-rule and splitting (189), into two cases.
% 61.67/26.76  																																												|-Branch one:
% 61.67/26.76  																																												| (532) all_0_44_44 = e3
% 61.67/26.76  																																												|
% 61.67/26.76  																																													| Combining equations (1414,532) yields a new equation:
% 61.67/26.76  																																													| (676) e3 = e0
% 61.67/26.76  																																													|
% 61.67/26.76  																																													| Equations (676) can reduce 80 to:
% 61.67/26.76  																																													| (266) $false
% 61.67/26.76  																																													|
% 61.67/26.76  																																													|-The branch is then unsatisfiable
% 61.67/26.76  																																												|-Branch two:
% 61.67/26.76  																																												| (407)  ~ (all_0_44_44 = e3)
% 61.67/26.76  																																												| (537) all_0_49_49 = e3 | all_0_53_53 = e3 | all_0_58_58 = e3
% 61.67/26.76  																																												|
% 61.67/26.76  																																													| Equations (1414) can reduce 407 to:
% 61.67/26.76  																																													| (541)  ~ (e3 = e0)
% 61.67/26.76  																																													|
% 61.67/26.76  																																													| Simplifying 541 yields:
% 61.67/26.76  																																													| (80)  ~ (e3 = e0)
% 61.67/26.76  																																													|
% 61.67/26.76  																																													+-Applying beta-rule and splitting (1899), into two cases.
% 61.67/26.76  																																													|-Branch one:
% 61.67/26.76  																																													| (516) all_0_42_42 = e3
% 61.67/26.76  																																													|
% 61.67/26.76  																																														| Equations (516) can reduce 405 to:
% 61.67/26.76  																																														| (266) $false
% 61.67/26.76  																																														|
% 61.67/26.76  																																														|-The branch is then unsatisfiable
% 61.67/26.76  																																													|-Branch two:
% 61.67/26.76  																																													| (405)  ~ (all_0_42_42 = e3)
% 61.67/26.76  																																													| (532) all_0_44_44 = e3
% 61.67/26.76  																																													|
% 61.67/26.76  																																														| Combining equations (1414,532) yields a new equation:
% 61.67/26.76  																																														| (676) e3 = e0
% 61.67/26.76  																																														|
% 61.67/26.76  																																														| Equations (676) can reduce 80 to:
% 61.67/26.76  																																														| (266) $false
% 61.67/26.76  																																														|
% 61.67/26.76  																																														|-The branch is then unsatisfiable
% 61.67/26.76  																																											|-Branch two:
% 61.67/26.76  																																											| (360)  ~ (all_0_44_44 = e0)
% 61.67/26.76  																																											| (1760) all_0_49_49 = e0 | all_0_58_58 = e0
% 61.67/26.76  																																											|
% 61.67/26.76  																																												+-Applying beta-rule and splitting (1899), into two cases.
% 61.67/26.76  																																												|-Branch one:
% 61.67/26.76  																																												| (516) all_0_42_42 = e3
% 61.67/26.76  																																												|
% 61.67/26.76  																																													| Equations (516) can reduce 405 to:
% 61.67/26.76  																																													| (266) $false
% 61.67/26.76  																																													|
% 61.67/26.76  																																													|-The branch is then unsatisfiable
% 61.67/26.76  																																												|-Branch two:
% 61.67/26.76  																																												| (405)  ~ (all_0_42_42 = e3)
% 61.67/26.76  																																												| (532) all_0_44_44 = e3
% 61.67/26.76  																																												|
% 61.67/26.76  																																													| Equations (532) can reduce 639 to:
% 61.67/26.76  																																													| (213)  ~ (e3 = e1)
% 61.67/26.76  																																													|
% 61.67/26.76  																																													| Equations (532) can reduce 360 to:
% 61.67/26.76  																																													| (80)  ~ (e3 = e0)
% 61.67/26.76  																																													|
% 61.67/26.76  																																													+-Applying beta-rule and splitting (1092), into two cases.
% 61.67/26.76  																																													|-Branch one:
% 61.67/26.76  																																													| (660) all_0_51_51 = e3
% 61.67/26.76  																																													|
% 61.67/26.76  																																														| Combining equations (1109,660) yields a new equation:
% 61.67/26.76  																																														| (455) e3 = e1
% 61.67/26.76  																																														|
% 61.67/26.76  																																														| Equations (455) can reduce 213 to:
% 61.67/26.76  																																														| (266) $false
% 61.67/26.76  																																														|
% 61.67/26.76  																																														|-The branch is then unsatisfiable
% 61.67/26.76  																																													|-Branch two:
% 61.67/26.76  																																													| (664)  ~ (all_0_51_51 = e3)
% 61.67/26.76  																																													| (1097) all_0_56_56 = e3
% 61.67/26.76  																																													|
% 61.67/26.76  																																														| Combining equations (679,1097) yields a new equation:
% 61.67/26.76  																																														| (676) e3 = e0
% 61.67/26.76  																																														|
% 61.67/26.76  																																														| Equations (676) can reduce 80 to:
% 61.67/26.76  																																														| (266) $false
% 61.67/26.76  																																														|
% 61.67/26.76  																																														|-The branch is then unsatisfiable
% 61.67/26.76  																																							|-Branch two:
% 61.67/26.76  																																							| (464)  ~ (all_0_51_51 = e1)
% 61.67/26.76  																																							| (1569) all_0_56_56 = e1
% 61.67/26.76  																																							|
% 61.67/26.76  																																								| Combining equations (679,1569) yields a new equation:
% 61.67/26.76  																																								| (431) e1 = e0
% 61.67/26.76  																																								|
% 61.67/26.76  																																								| Equations (431) can reduce 233 to:
% 61.67/26.76  																																								| (266) $false
% 61.67/26.76  																																								|
% 61.67/26.76  																																								|-The branch is then unsatisfiable
% 61.67/26.76  																																				|-Branch two:
% 61.67/26.76  																																				| (1064)  ~ (all_0_49_49 = e1)
% 61.67/26.76  																																				| (884) all_0_49_49 = e3
% 61.67/26.76  																																				|
% 61.67/26.76  																																					| Equations (884) can reduce 525 to:
% 61.67/26.76  																																					| (266) $false
% 61.67/26.76  																																					|
% 61.67/26.76  																																					|-The branch is then unsatisfiable
% 61.67/26.76  																																			|-Branch two:
% 61.67/26.76  																																			| (828)  ~ (all_0_56_56 = e0)
% 61.67/26.76  																																			| (3172) all_0_56_56 = e3 | all_0_56_56 = e1
% 61.67/26.76  																																			|
% 61.67/26.76  																																				+-Applying beta-rule and splitting (3172), into two cases.
% 61.67/26.76  																																				|-Branch one:
% 61.67/26.76  																																				| (1569) all_0_56_56 = e1
% 61.67/26.76  																																				|
% 61.67/26.76  																																					| Equations (1569) can reduce 466 to:
% 61.67/26.76  																																					| (266) $false
% 61.67/26.76  																																					|
% 61.67/26.76  																																					|-The branch is then unsatisfiable
% 61.67/26.76  																																				|-Branch two:
% 61.67/26.76  																																				| (466)  ~ (all_0_56_56 = e1)
% 61.67/26.76  																																				| (1097) all_0_56_56 = e3
% 61.67/26.76  																																				|
% 61.67/26.76  																																					| Equations (1097) can reduce 272 to:
% 61.67/26.76  																																					| (266) $false
% 61.67/26.76  																																					|
% 61.67/26.76  																																					|-The branch is then unsatisfiable
% 61.67/26.76  																								|-Branch two:
% 61.67/26.76  																								| (409)  ~ (all_0_46_46 = e3)
% 61.67/26.76  																								| (4042) all_0_50_50 = e3 | all_0_55_55 = e3
% 61.67/26.76  																								|
% 61.67/26.76  																									+-Applying beta-rule and splitting (4042), into two cases.
% 61.67/26.76  																									|-Branch one:
% 61.67/26.76  																									| (415) all_0_50_50 = e3
% 61.67/26.76  																									|
% 61.67/26.76  																										| Combining equations (378,415) yields a new equation:
% 61.67/26.76  																										| (662) e3 = e2
% 61.67/26.76  																										|
% 61.67/26.76  																										| Equations (662) can reduce 212 to:
% 61.67/26.76  																										| (266) $false
% 61.67/26.76  																										|
% 61.67/26.76  																										|-The branch is then unsatisfiable
% 61.67/26.76  																									|-Branch two:
% 61.67/26.76  																									| (411)  ~ (all_0_50_50 = e3)
% 61.67/26.76  																									| (2336) all_0_55_55 = e3
% 61.67/26.76  																									|
% 61.67/26.76  																										| Equations (2336) can reduce 270 to:
% 61.67/26.76  																										| (266) $false
% 61.67/26.76  																										|
% 61.67/26.76  																										|-The branch is then unsatisfiable
% 61.67/26.76  																					|-Branch two:
% 61.67/26.76  																					| (440)  ~ (all_0_41_41 = e4)
% 61.67/26.76  																					| (4049) all_0_41_41 = e3 | all_0_41_41 = e1 | all_0_41_41 = e0
% 61.67/26.76  																					|
% 61.67/26.76  																						+-Applying beta-rule and splitting (4049), into two cases.
% 61.67/26.76  																						|-Branch one:
% 61.67/26.76  																						| (794) all_0_41_41 = e0
% 61.67/26.76  																						|
% 61.67/26.76  																							| Equations (794) can reduce 357 to:
% 61.67/26.76  																							| (266) $false
% 61.67/26.76  																							|
% 61.67/26.76  																							|-The branch is then unsatisfiable
% 61.67/26.76  																						|-Branch two:
% 61.67/26.76  																						| (357)  ~ (all_0_41_41 = e0)
% 61.67/26.76  																						| (4053) all_0_41_41 = e3 | all_0_41_41 = e1
% 61.67/26.76  																						|
% 61.67/26.76  																							+-Applying beta-rule and splitting (4053), into two cases.
% 61.67/26.76  																							|-Branch one:
% 61.67/26.77  																							| (453) all_0_41_41 = e1
% 61.67/26.77  																							|
% 61.67/26.77  																								| Equations (453) can reduce 457 to:
% 61.67/26.77  																								| (266) $false
% 61.67/26.77  																								|
% 61.67/26.77  																								|-The branch is then unsatisfiable
% 61.67/26.77  																							|-Branch two:
% 61.67/26.77  																							| (457)  ~ (all_0_41_41 = e1)
% 61.67/26.77  																							| (403) all_0_41_41 = e3
% 61.67/26.77  																							|
% 61.67/26.77  																								| Equations (403) can reduce 1898 to:
% 61.67/26.77  																								| (266) $false
% 61.67/26.77  																								|
% 61.67/26.77  																								|-The branch is then unsatisfiable
% 61.67/26.77  																		|-Branch two:
% 61.67/26.77  																		| (1283)  ~ (all_0_48_48 = e0)
% 61.67/26.77  																		| (875) all_0_57_57 = e0
% 61.67/26.77  																		|
% 61.67/26.77  																			| Combining equations (442,875) yields a new equation:
% 61.67/26.77  																			| (391) e2 = e0
% 61.67/26.77  																			|
% 61.67/26.77  																			| Simplifying 391 yields:
% 61.67/26.77  																			| (330) e2 = e0
% 61.67/26.77  																			|
% 61.67/26.77  																			| Equations (330) can reduce 128 to:
% 61.67/26.77  																			| (266) $false
% 61.67/26.77  																			|
% 61.67/26.77  																			|-The branch is then unsatisfiable
% 61.67/26.77  														|-Branch two:
% 61.67/26.77  														| (302)  ~ (all_0_50_50 = e2)
% 61.67/26.77  														| (381) all_0_51_51 = e2 | all_0_52_52 = e2 | all_0_53_53 = e2
% 61.67/26.77  														|
% 61.67/26.77  															+-Applying beta-rule and splitting (381), into two cases.
% 61.67/26.77  															|-Branch one:
% 61.67/26.77  															| (504) all_0_51_51 = e2
% 61.67/26.77  															|
% 61.67/26.77  																| Equations (504) can reduce 1099 to:
% 61.67/26.77  																| (266) $false
% 61.67/26.77  																|
% 61.67/26.77  																|-The branch is then unsatisfiable
% 61.67/26.77  															|-Branch two:
% 61.67/26.77  															| (1099)  ~ (all_0_51_51 = e2)
% 61.67/26.77  															| (1152) all_0_52_52 = e2 | all_0_53_53 = e2
% 61.67/26.77  															|
% 61.67/26.77  																+-Applying beta-rule and splitting (1152), into two cases.
% 61.67/26.77  																|-Branch one:
% 61.67/26.77  																| (352) all_0_52_52 = e2
% 61.67/26.77  																|
% 61.67/26.77  																	| Combining equations (565,352) yields a new equation:
% 61.67/26.77  																	| (322) e4 = e2
% 61.67/26.77  																	|
% 61.67/26.77  																	| Simplifying 322 yields:
% 61.67/26.77  																	| (323) e4 = e2
% 61.67/26.77  																	|
% 61.67/26.77  																	| Equations (323) can reduce 48 to:
% 61.67/26.77  																	| (266) $false
% 61.67/26.77  																	|
% 61.67/26.77  																	|-The branch is then unsatisfiable
% 61.67/26.77  																|-Branch two:
% 61.67/26.77  																| (342)  ~ (all_0_52_52 = e2)
% 61.67/26.77  																| (607) all_0_53_53 = e2
% 61.67/26.77  																|
% 61.67/26.77  																	| Equations (607) can reduce 509 to:
% 61.67/26.77  																	| (266) $false
% 61.67/26.77  																	|
% 61.67/26.77  																	|-The branch is then unsatisfiable
% 61.67/26.77  												|-Branch two:
% 61.67/26.77  												| (780)  ~ (all_0_52_52 = e4)
% 61.67/26.77  												| (781) (all_0_41_41 = e0 & all_0_58_58 = e3 &  ~ (all_0_44_44 = e3)) | (all_0_41_41 = e0 & all_0_58_58 = e3 &  ~ (all_0_55_55 = e0)) | (all_0_47_47 = e1 & all_0_52_52 = e2 &  ~ (all_0_48_48 = e2)) | (all_0_47_47 = e1 & all_0_52_52 = e2 &  ~ (all_0_51_51 = e1)) | (all_0_47_47 = e0 & all_0_58_58 = e2 &  ~ (all_0_49_49 = e2)) | (all_0_47_47 = e0 & all_0_58_58 = e2 &  ~ (all_0_56_56 = e0))
% 61.67/26.77  												|
% 61.67/26.77  													+-Applying beta-rule and splitting (781), into two cases.
% 61.67/26.77  													|-Branch one:
% 61.67/26.77  													| (789) (all_0_41_41 = e0 & all_0_58_58 = e3 &  ~ (all_0_44_44 = e3)) | (all_0_41_41 = e0 & all_0_58_58 = e3 &  ~ (all_0_55_55 = e0)) | (all_0_47_47 = e1 & all_0_52_52 = e2 &  ~ (all_0_48_48 = e2)) | (all_0_47_47 = e1 & all_0_52_52 = e2 &  ~ (all_0_51_51 = e1)) | (all_0_47_47 = e0 & all_0_58_58 = e2 &  ~ (all_0_49_49 = e2))
% 61.67/26.77  													|
% 61.67/26.77  														+-Applying beta-rule and splitting (789), into two cases.
% 61.67/26.77  														|-Branch one:
% 61.67/26.77  														| (790) (all_0_41_41 = e0 & all_0_58_58 = e3 &  ~ (all_0_44_44 = e3)) | (all_0_41_41 = e0 & all_0_58_58 = e3 &  ~ (all_0_55_55 = e0)) | (all_0_47_47 = e1 & all_0_52_52 = e2 &  ~ (all_0_48_48 = e2)) | (all_0_47_47 = e1 & all_0_52_52 = e2 &  ~ (all_0_51_51 = e1))
% 61.67/26.77  														|
% 61.67/26.77  															+-Applying beta-rule and splitting (790), into two cases.
% 61.67/26.77  															|-Branch one:
% 61.67/26.77  															| (791) (all_0_41_41 = e0 & all_0_58_58 = e3 &  ~ (all_0_44_44 = e3)) | (all_0_41_41 = e0 & all_0_58_58 = e3 &  ~ (all_0_55_55 = e0)) | (all_0_47_47 = e1 & all_0_52_52 = e2 &  ~ (all_0_48_48 = e2))
% 61.67/26.77  															|
% 61.67/26.77  																+-Applying beta-rule and splitting (791), into two cases.
% 61.67/26.77  																|-Branch one:
% 61.67/26.77  																| (792) (all_0_41_41 = e0 & all_0_58_58 = e3 &  ~ (all_0_44_44 = e3)) | (all_0_41_41 = e0 & all_0_58_58 = e3 &  ~ (all_0_55_55 = e0))
% 61.67/26.77  																|
% 61.67/26.77  																	+-Applying beta-rule and splitting (792), into two cases.
% 61.67/26.77  																	|-Branch one:
% 61.67/26.77  																	| (793) all_0_41_41 = e0 & all_0_58_58 = e3 &  ~ (all_0_44_44 = e3)
% 61.67/26.77  																	|
% 61.67/26.77  																		| Applying alpha-rule on (793) yields:
% 61.67/26.77  																		| (794) all_0_41_41 = e0
% 61.67/26.77  																		| (795) all_0_58_58 = e3
% 61.67/26.77  																		| (407)  ~ (all_0_44_44 = e3)
% 61.67/26.77  																		|
% 61.67/26.77  																		| Equations (795) can reduce 276 to:
% 61.67/26.77  																		| (266) $false
% 61.67/26.77  																		|
% 61.67/26.77  																		|-The branch is then unsatisfiable
% 61.67/26.77  																	|-Branch two:
% 61.67/26.77  																	| (800) all_0_41_41 = e0 & all_0_58_58 = e3 &  ~ (all_0_55_55 = e0)
% 61.67/26.77  																	|
% 61.67/26.77  																		| Applying alpha-rule on (800) yields:
% 61.67/26.77  																		| (794) all_0_41_41 = e0
% 61.67/26.77  																		| (795) all_0_58_58 = e3
% 61.67/26.77  																		| (803)  ~ (all_0_55_55 = e0)
% 61.67/26.77  																		|
% 61.67/26.77  																		| Equations (795) can reduce 276 to:
% 61.67/26.77  																		| (266) $false
% 61.67/26.77  																		|
% 61.67/26.77  																		|-The branch is then unsatisfiable
% 61.67/26.77  																|-Branch two:
% 61.67/26.77  																| (807) all_0_47_47 = e1 & all_0_52_52 = e2 &  ~ (all_0_48_48 = e2)
% 61.67/26.77  																|
% 61.67/26.77  																	| Applying alpha-rule on (807) yields:
% 61.67/26.77  																	| (654) all_0_47_47 = e1
% 61.67/26.77  																	| (352) all_0_52_52 = e2
% 61.67/26.77  																	| (810)  ~ (all_0_48_48 = e2)
% 61.67/26.77  																	|
% 61.67/26.77  																	| Combining equations (654,1105) yields a new equation:
% 61.67/26.77  																	| (617) e2 = e1
% 61.67/26.77  																	|
% 61.67/26.77  																	| Equations (617) can reduce 122 to:
% 61.67/26.77  																	| (266) $false
% 61.67/26.77  																	|
% 61.67/26.77  																	|-The branch is then unsatisfiable
% 61.67/26.77  															|-Branch two:
% 61.67/26.77  															| (813) all_0_47_47 = e1 & all_0_52_52 = e2 &  ~ (all_0_51_51 = e1)
% 61.67/26.77  															|
% 61.67/26.77  																| Applying alpha-rule on (813) yields:
% 61.67/26.77  																| (654) all_0_47_47 = e1
% 61.67/26.77  																| (352) all_0_52_52 = e2
% 61.67/26.77  																| (464)  ~ (all_0_51_51 = e1)
% 61.67/26.77  																|
% 61.67/26.77  																| Combining equations (654,1105) yields a new equation:
% 61.67/26.77  																| (617) e2 = e1
% 61.67/26.77  																|
% 61.67/26.77  																| Equations (617) can reduce 122 to:
% 61.67/26.77  																| (266) $false
% 61.67/26.77  																|
% 61.67/26.77  																|-The branch is then unsatisfiable
% 61.67/26.77  														|-Branch two:
% 61.67/26.77  														| (819) all_0_47_47 = e0 & all_0_58_58 = e2 &  ~ (all_0_49_49 = e2)
% 61.67/26.77  														|
% 61.67/26.77  															| Applying alpha-rule on (819) yields:
% 61.67/26.77  															| (674) all_0_47_47 = e0
% 61.67/26.77  															| (624) all_0_58_58 = e2
% 61.67/26.77  															| (340)  ~ (all_0_49_49 = e2)
% 61.67/26.77  															|
% 61.67/26.77  															| Combining equations (674,1105) yields a new equation:
% 61.67/26.77  															| (330) e2 = e0
% 61.67/26.77  															|
% 61.67/26.77  															| Equations (330) can reduce 128 to:
% 61.67/26.77  															| (266) $false
% 61.67/26.77  															|
% 61.67/26.77  															|-The branch is then unsatisfiable
% 61.67/26.77  													|-Branch two:
% 61.67/26.77  													| (825) all_0_47_47 = e0 & all_0_58_58 = e2 &  ~ (all_0_56_56 = e0)
% 61.67/26.77  													|
% 61.67/26.77  														| Applying alpha-rule on (825) yields:
% 61.67/26.77  														| (674) all_0_47_47 = e0
% 61.67/26.77  														| (624) all_0_58_58 = e2
% 61.67/26.77  														| (828)  ~ (all_0_56_56 = e0)
% 61.67/26.77  														|
% 61.67/26.77  														| Combining equations (674,1105) yields a new equation:
% 61.67/26.77  														| (330) e2 = e0
% 61.67/26.77  														|
% 61.67/26.77  														| Equations (330) can reduce 128 to:
% 61.67/26.77  														| (266) $false
% 61.67/26.77  														|
% 61.67/26.77  														|-The branch is then unsatisfiable
% 61.67/26.77  											|-Branch two:
% 61.67/26.77  											| (338)  ~ (all_0_47_47 = e2)
% 61.67/26.77  											| (10761) all_0_48_48 = e2 | all_0_49_49 = e2
% 61.67/26.77  											|
% 61.67/26.77  												+-Applying beta-rule and splitting (10761), into two cases.
% 61.67/26.77  												|-Branch one:
% 61.67/26.77  												| (335) all_0_48_48 = e2
% 61.67/26.77  												|
% 61.67/26.77  													| Equations (335) can reduce 810 to:
% 61.67/26.77  													| (266) $false
% 61.67/26.77  													|
% 61.67/26.77  													|-The branch is then unsatisfiable
% 61.67/26.77  												|-Branch two:
% 61.67/26.77  												| (810)  ~ (all_0_48_48 = e2)
% 61.67/26.77  												| (583) all_0_49_49 = e2
% 61.67/26.77  												|
% 61.67/26.77  													| Equations (583) can reduce 340 to:
% 61.67/26.77  													| (266) $false
% 61.67/26.77  													|
% 61.67/26.77  													|-The branch is then unsatisfiable
% 61.67/26.77  								|-Branch two:
% 61.67/26.77  								| (1377)  ~ (all_0_39_39 = e4)
% 61.67/26.77  								| (480) all_0_39_39 = e0
% 61.67/26.77  								|
% 61.67/26.77  									| Equations (480) can reduce 484 to:
% 61.67/26.77  									| (266) $false
% 61.67/26.77  									|
% 61.67/26.77  									|-The branch is then unsatisfiable
% 61.67/26.77  |-Branch two:
% 61.67/26.77  | (60416)  ~ (all_0_45_45 = e4)
% 61.67/26.77  | (423) all_0_45_45 = e3
% 61.67/26.77  |
% 61.67/26.77  	| Equations (423) can reduce 235 to:
% 61.67/26.77  	| (408)  ~ (all_0_46_46 = e3)
% 61.67/26.77  	|
% 61.67/26.77  	| Simplifying 408 yields:
% 61.67/26.77  	| (409)  ~ (all_0_46_46 = e3)
% 61.67/26.77  	|
% 61.67/26.77  	| Equations (423) can reduce 76 to:
% 61.67/26.77  	| (2538)  ~ (all_0_47_47 = e3)
% 61.67/26.77  	|
% 61.67/26.77  	| Simplifying 2538 yields:
% 61.67/26.77  	| (1091)  ~ (all_0_47_47 = e3)
% 61.67/26.77  	|
% 61.67/26.77  	| Equations (423) can reduce 77 to:
% 61.67/26.77  	| (23024)  ~ (all_0_48_48 = e3)
% 61.67/26.77  	|
% 61.67/26.77  	| Simplifying 23024 yields:
% 61.67/26.77  	| (215)  ~ (all_0_48_48 = e3)
% 61.67/26.77  	|
% 61.67/26.77  	| Equations (423) can reduce 237 to:
% 61.67/26.77  	| (524)  ~ (all_0_49_49 = e3)
% 61.67/26.77  	|
% 61.67/26.77  	| Simplifying 524 yields:
% 61.67/26.77  	| (525)  ~ (all_0_49_49 = e3)
% 61.67/26.77  	|
% 61.67/26.77  	| Equations (423) can reduce 207 to:
% 61.67/26.78  	| (60426)  ~ (all_0_54_54 = e3)
% 61.67/26.78  	|
% 61.67/26.78  	| Simplifying 60426 yields:
% 61.69/26.78  	| (60427)  ~ (all_0_54_54 = e3)
% 61.69/26.78  	|
% 61.69/26.78  	| Equations (423) can reduce 60416 to:
% 61.69/26.78  	| (277)  ~ (e4 = e3)
% 61.69/26.78  	|
% 61.69/26.78  	| Simplifying 277 yields:
% 61.69/26.78  	| (188)  ~ (e4 = e3)
% 61.69/26.78  	|
% 61.69/26.78  	| Equations (423) can reduce 172 to:
% 61.69/26.78  	| (213)  ~ (e3 = e1)
% 61.69/26.78  	|
% 61.69/26.78  	| Equations (423) can reduce 102 to:
% 61.69/26.78  	| (80)  ~ (e3 = e0)
% 61.69/26.78  	|
% 61.69/26.78  	| From (423) and (5) follows:
% 61.69/26.78  	| (60432) op(e3, e4) = all_0_14_14
% 61.69/26.78  	|
% 61.69/26.78  	| From (423) and (142) follows:
% 61.69/26.78  	| (60433) op(e3, e2) = all_0_13_13
% 61.69/26.78  	|
% 61.69/26.78  	| From (423) and (201) follows:
% 61.69/26.79  	| (60434) op(e2, e4) = e3
% 61.69/26.79  	|
% 61.69/26.79  	+-Applying beta-rule and splitting (118), into two cases.
% 61.69/26.79  	|-Branch one:
% 61.69/26.79  	| (248) all_0_45_45 = e4
% 61.69/26.79  	|
% 61.69/26.79  		| Combining equations (248,423) yields a new equation:
% 61.69/26.79  		| (424) e4 = e3
% 61.69/26.79  		|
% 61.69/26.79  		| Simplifying 424 yields:
% 61.69/26.79  		| (425) e4 = e3
% 61.69/26.79  		|
% 61.69/26.79  		| Equations (425) can reduce 188 to:
% 61.69/26.79  		| (266) $false
% 61.69/26.79  		|
% 61.69/26.79  		|-The branch is then unsatisfiable
% 61.69/26.79  	|-Branch two:
% 61.69/26.79  	| (60416)  ~ (all_0_45_45 = e4)
% 61.69/26.79  	| (265) all_0_54_54 = e4
% 61.69/26.79  	|
% 61.69/26.79  		| Equations (265) can reduce 183 to:
% 61.69/26.79  		| (1909)  ~ (all_0_55_55 = e4)
% 61.69/26.79  		|
% 61.69/26.79  		| Simplifying 1909 yields:
% 61.69/26.79  		| (763)  ~ (all_0_55_55 = e4)
% 61.69/26.79  		|
% 61.69/26.79  		| Equations (265) can reduce 167 to:
% 61.69/26.79  		| (476)  ~ (all_0_56_56 = e4)
% 61.69/26.79  		|
% 61.69/26.79  		| Simplifying 476 yields:
% 61.69/26.79  		| (477)  ~ (all_0_56_56 = e4)
% 61.69/26.79  		|
% 61.69/26.79  		| Equations (265) can reduce 89 to:
% 61.69/26.79  		| (838)  ~ (all_0_57_57 = e4)
% 61.69/26.79  		|
% 61.69/26.79  		| Simplifying 838 yields:
% 61.69/26.79  		| (839)  ~ (all_0_57_57 = e4)
% 61.69/26.79  		|
% 61.69/26.79  		| Equations (265) can reduce 194 to:
% 61.69/26.79  		| (450)  ~ (all_0_58_58 = e4)
% 61.69/26.79  		|
% 61.69/26.79  		| Simplifying 450 yields:
% 61.69/26.79  		| (451)  ~ (all_0_58_58 = e4)
% 61.69/26.79  		|
% 61.69/26.79  		| Equations (265) can reduce 60427 to:
% 61.69/26.79  		| (188)  ~ (e4 = e3)
% 61.69/26.79  		|
% 61.69/26.79  		| Equations (265) can reduce 205 to:
% 61.69/26.79  		| (48)  ~ (e4 = e2)
% 61.69/26.79  		|
% 61.69/26.79  		| Equations (265) can reduce 197 to:
% 61.69/26.79  		| (110)  ~ (e4 = e1)
% 61.69/26.79  		|
% 61.69/26.79  		| Equations (265) can reduce 90 to:
% 61.69/26.79  		| (49)  ~ (e4 = e0)
% 61.69/26.79  		|
% 61.69/26.79  		| From (265) and (126) follows:
% 61.69/26.79  		| (60453) op(e4, e4) = all_0_30_30
% 61.69/26.79  		|
% 61.69/26.79  		| From (265) and (100) follows:
% 61.69/26.79  		| (60454) op(e4, e0) = all_0_29_29
% 61.69/26.79  		|
% 61.69/26.79  		| From (265) and (136) follows:
% 61.69/26.79  		| (2207) op(e0, e4) = e4
% 61.69/26.79  		|
% 61.69/26.79  		| Instantiating formula (29) with e4, e4, all_0_30_30, e1 and discharging atoms op(e4, e4) = all_0_30_30, op(e4, e4) = e1, yields:
% 61.69/26.80  		| (60456) all_0_30_30 = e1
% 61.69/26.80  		|
% 61.69/26.80  		| Instantiating formula (29) with e4, e0, all_0_29_29, all_0_40_40 and discharging atoms op(e4, e0) = all_0_29_29, op(e4, e0) = all_0_40_40, yields:
% 61.69/26.80  		| (60457) all_0_29_29 = all_0_40_40
% 61.69/26.80  		|
% 61.69/26.80  		| Instantiating formula (29) with e3, e4, all_0_14_14, e2 and discharging atoms op(e3, e4) = all_0_14_14, op(e3, e4) = e2, yields:
% 61.69/26.80  		| (9633) all_0_14_14 = e2
% 61.69/26.80  		|
% 61.69/26.80  		| Instantiating formula (29) with e3, e2, all_0_13_13, all_0_42_42 and discharging atoms op(e3, e2) = all_0_13_13, op(e3, e2) = all_0_42_42, yields:
% 61.69/26.80  		| (60459) all_0_13_13 = all_0_42_42
% 61.69/26.80  		|
% 61.69/26.80  		| From (60457) and (60454) follows:
% 61.69/26.80  		| (234) op(e4, e0) = all_0_40_40
% 61.69/26.80  		|
% 61.69/26.80  		| From (9633) and (60432) follows:
% 61.69/26.81  		| (82) op(e3, e4) = e2
% 61.69/26.81  		|
% 61.69/26.81  		| From (60459) and (60433) follows:
% 61.69/26.81  		| (210) op(e3, e2) = all_0_42_42
% 61.69/26.81  		|
% 61.69/26.81  		+-Applying beta-rule and splitting (232), into two cases.
% 61.69/26.81  		|-Branch one:
% 61.69/26.81  		| (313) all_0_40_40 = e2
% 61.69/26.81  		|
% 61.69/26.81  			| Equations (313) can reduce 97 to:
% 61.69/26.81  			| (9600)  ~ (all_0_38_38 = e2)
% 61.69/26.81  			|
% 61.69/26.81  			| Equations (313) can reduce 176 to:
% 61.69/26.81  			| (294)  ~ (all_0_39_39 = e2)
% 61.69/26.81  			|
% 61.69/26.81  			| Equations (313) can reduce 143 to:
% 61.69/26.81  			| (44167)  ~ (all_0_44_44 = e2)
% 61.69/26.81  			|
% 61.69/26.81  			| Simplifying 44167 yields:
% 61.69/26.81  			| (147)  ~ (all_0_44_44 = e2)
% 61.69/26.81  			|
% 61.69/26.81  			| Equations (313) can reduce 200 to:
% 61.69/26.81  			| (339)  ~ (all_0_49_49 = e2)
% 61.69/26.81  			|
% 61.69/26.81  			| Simplifying 339 yields:
% 61.69/26.81  			| (340)  ~ (all_0_49_49 = e2)
% 61.69/26.81  			|
% 61.69/26.81  			| Equations (313) can reduce 162 to:
% 61.69/26.81  			| (508)  ~ (all_0_53_53 = e2)
% 61.69/26.81  			|
% 61.69/26.81  			| Simplifying 508 yields:
% 61.69/26.81  			| (509)  ~ (all_0_53_53 = e2)
% 61.69/26.81  			|
% 61.69/26.81  			| Equations (313) can reduce 178 to:
% 61.69/26.81  			| (1186)  ~ (all_0_58_58 = e2)
% 61.69/26.81  			|
% 61.69/26.81  			| Simplifying 1186 yields:
% 61.69/26.81  			| (908)  ~ (all_0_58_58 = e2)
% 61.69/26.81  			|
% 61.69/26.81  			| Equations (313) can reduce 132 to:
% 61.69/26.81  			| (122)  ~ (e2 = e1)
% 61.69/26.81  			|
% 61.69/26.81  			| From (313) and (34) follows:
% 61.69/26.81  			| (44176) op(e2, e4) = all_0_4_4
% 61.69/26.81  			|
% 61.69/26.81  			| From (313) and (203) follows:
% 61.69/26.81  			| (44177) op(e2, e0) = all_0_5_5
% 61.69/26.81  			|
% 61.69/26.81  			| From (313) and (234) follows:
% 61.69/26.82  			| (44178) op(e4, e0) = e2
% 61.69/26.82  			|
% 61.69/26.82  			| Instantiating formula (29) with e2, e4, all_0_4_4, e3 and discharging atoms op(e2, e4) = all_0_4_4, op(e2, e4) = e3, yields:
% 61.69/26.82  			| (498) all_0_4_4 = e3
% 61.69/26.82  			|
% 61.69/26.82  			| Instantiating formula (29) with e2, e0, all_0_5_5, all_0_49_49 and discharging atoms op(e2, e0) = all_0_5_5, op(e2, e0) = all_0_49_49, yields:
% 61.69/26.82  			| (44180) all_0_5_5 = all_0_49_49
% 61.69/26.82  			|
% 61.69/26.82  			| From (498) and (44176) follows:
% 61.73/26.82  			| (60434) op(e2, e4) = e3
% 61.73/26.82  			|
% 61.73/26.82  			| From (44180) and (44177) follows:
% 61.73/26.82  			| (55) op(e2, e0) = all_0_49_49
% 61.73/26.82  			|
% 61.73/26.82  			+-Applying beta-rule and splitting (161), into two cases.
% 61.73/26.82  			|-Branch one:
% 61.73/26.82  			| (292) all_0_38_38 = e2
% 61.73/26.82  			|
% 61.73/26.82  				| Equations (292) can reduce 9600 to:
% 61.73/26.82  				| (266) $false
% 61.73/26.82  				|
% 61.73/26.82  				|-The branch is then unsatisfiable
% 61.73/26.82  			|-Branch two:
% 61.73/26.82  			| (9600)  ~ (all_0_38_38 = e2)
% 61.73/26.82  			| (22173) all_0_38_38 = e4 | all_0_38_38 = e0
% 61.73/26.82  			|
% 61.73/26.82  				+-Applying beta-rule and splitting (39), into two cases.
% 61.73/26.82  				|-Branch one:
% 61.73/26.82  				| (317) all_0_39_39 = e2
% 61.73/26.82  				|
% 61.73/26.82  					| Equations (317) can reduce 294 to:
% 61.73/26.82  					| (266) $false
% 61.73/26.82  					|
% 61.73/26.82  					|-The branch is then unsatisfiable
% 61.73/26.82  				|-Branch two:
% 61.73/26.82  				| (294)  ~ (all_0_39_39 = e2)
% 61.73/26.82  				| (320) all_0_39_39 = e4 | all_0_39_39 = e0
% 61.73/26.82  				|
% 61.73/26.82  					+-Applying beta-rule and splitting (170), into two cases.
% 61.73/26.82  					|-Branch one:
% 61.73/26.82  					| (321) all_0_38_38 = e4
% 61.73/26.82  					|
% 61.73/26.82  						| Equations (321) can reduce 63 to:
% 61.73/26.82  						| (60491)  ~ (all_0_39_39 = e4)
% 61.73/26.82  						|
% 61.73/26.83  						| Simplifying 60491 yields:
% 61.73/26.83  						| (1377)  ~ (all_0_39_39 = e4)
% 61.73/26.83  						|
% 61.73/26.83  						| Equations (321) can reduce 106 to:
% 61.73/26.83  						| (33039)  ~ (all_0_41_41 = e4)
% 61.73/26.83  						|
% 61.73/26.83  						| Simplifying 33039 yields:
% 61.73/26.83  						| (440)  ~ (all_0_41_41 = e4)
% 61.73/26.83  						|
% 61.73/26.83  						| Equations (321) can reduce 141 to:
% 61.73/26.83  						| (249)  ~ (all_0_46_46 = e4)
% 61.73/26.83  						|
% 61.73/26.83  						| Simplifying 249 yields:
% 61.73/26.83  						| (250)  ~ (all_0_46_46 = e4)
% 61.73/26.83  						|
% 61.73/26.83  						| Equations (321) can reduce 193 to:
% 61.73/26.83  						| (1907)  ~ (all_0_50_50 = e4)
% 61.73/26.83  						|
% 61.73/26.83  						| Simplifying 1907 yields:
% 61.73/26.83  						| (566)  ~ (all_0_50_50 = e4)
% 61.73/26.83  						|
% 61.73/26.83  						| Equations (321) can reduce 25 to:
% 61.73/26.83  						| (1909)  ~ (all_0_55_55 = e4)
% 61.73/26.83  						|
% 61.73/26.83  						| Simplifying 1909 yields:
% 61.73/26.83  						| (763)  ~ (all_0_55_55 = e4)
% 61.73/26.83  						|
% 61.73/26.83  						| Equations (321) can reduce 9600 to:
% 61.73/26.83  						| (48)  ~ (e4 = e2)
% 61.73/26.83  						|
% 61.73/26.83  						| Equations (321) can reduce 50 to:
% 61.73/26.83  						| (110)  ~ (e4 = e1)
% 61.73/26.83  						|
% 61.73/26.83  						| From (321) and (156) follows:
% 61.73/26.83  						| (33052) op(e4, e3) = all_0_1_1
% 61.73/26.83  						|
% 61.73/26.83  						| From (321) and (52) follows:
% 61.73/26.83  						| (22570) op(e4, e3) = e4
% 61.73/26.83  						|
% 61.73/26.83  						+-Applying beta-rule and splitting (155), into two cases.
% 61.73/26.83  						|-Branch one:
% 61.73/26.83  						| (329) all_0_38_38 = e0
% 61.73/26.83  						|
% 61.73/26.83  							| Combining equations (321,329) yields a new equation:
% 61.73/26.83  							| (481) e4 = e0
% 61.73/26.83  							|
% 61.73/26.83  							| Simplifying 481 yields:
% 61.73/26.83  							| (397) e4 = e0
% 61.73/26.83  							|
% 61.73/26.83  							| Equations (397) can reduce 49 to:
% 61.73/26.83  							| (266) $false
% 61.73/26.83  							|
% 61.73/26.83  							|-The branch is then unsatisfiable
% 61.73/26.83  						|-Branch two:
% 61.73/26.83  						| (332)  ~ (all_0_38_38 = e0)
% 61.73/26.83  						| (333) all_0_39_39 = e0 | all_0_40_40 = e0
% 61.73/26.83  						|
% 61.73/26.83  							+-Applying beta-rule and splitting (333), into two cases.
% 61.73/26.83  							|-Branch one:
% 61.73/26.83  							| (480) all_0_39_39 = e0
% 61.73/26.83  							|
% 61.73/26.83  								| Equations (480) can reduce 145 to:
% 61.73/26.83  								| (5565)  ~ (all_0_42_42 = e0)
% 61.73/26.83  								|
% 61.73/26.83  								| Simplifying 5565 yields:
% 61.73/26.83  								| (358)  ~ (all_0_42_42 = e0)
% 61.73/26.83  								|
% 61.73/26.83  								| Equations (480) can reduce 79 to:
% 61.73/26.83  								| (1402)  ~ (all_0_47_47 = e0)
% 61.73/26.83  								|
% 61.73/26.83  								| Simplifying 1402 yields:
% 61.73/26.83  								| (678)  ~ (all_0_47_47 = e0)
% 61.73/26.83  								|
% 61.73/26.83  								| Equations (480) can reduce 139 to:
% 61.73/26.83  								| (1404)  ~ (all_0_51_51 = e0)
% 61.73/26.83  								|
% 61.73/26.83  								| Simplifying 1404 yields:
% 61.73/26.83  								| (115)  ~ (all_0_51_51 = e0)
% 61.73/26.83  								|
% 61.73/26.83  								| Equations (480) can reduce 154 to:
% 61.73/26.83  								| (1181)  ~ (all_0_56_56 = e0)
% 61.73/26.83  								|
% 61.73/26.83  								| Simplifying 1181 yields:
% 61.73/26.83  								| (828)  ~ (all_0_56_56 = e0)
% 61.73/26.83  								|
% 61.73/26.83  								| Equations (480) can reduce 1377 to:
% 61.73/26.83  								| (401)  ~ (e4 = e0)
% 61.73/26.83  								|
% 61.73/26.83  								| Simplifying 401 yields:
% 61.73/26.83  								| (49)  ~ (e4 = e0)
% 61.73/26.83  								|
% 61.73/26.83  								| Equations (480) can reduce 246 to:
% 61.73/26.83  								| (541)  ~ (e3 = e0)
% 61.73/26.83  								|
% 61.73/26.83  								| Simplifying 541 yields:
% 61.73/26.83  								| (80)  ~ (e3 = e0)
% 61.73/26.83  								|
% 61.73/26.83  								| Equations (480) can reduce 294 to:
% 61.73/26.83  								| (365)  ~ (e2 = e0)
% 61.73/26.83  								|
% 61.73/26.83  								| Simplifying 365 yields:
% 61.73/26.83  								| (128)  ~ (e2 = e0)
% 61.73/26.83  								|
% 61.73/26.83  								| Equations (480) can reduce 151 to:
% 61.73/26.83  								| (435)  ~ (e1 = e0)
% 61.73/26.83  								|
% 61.73/26.83  								| Simplifying 435 yields:
% 61.73/26.83  								| (233)  ~ (e1 = e0)
% 61.73/26.83  								|
% 61.73/26.83  								| From (480) and (182) follows:
% 61.73/26.83  								| (1412) op(e0, e4) = all_0_2_2
% 61.73/26.83  								|
% 61.73/26.83  								| From (480) and (38) follows:
% 61.73/26.83  								| (1413) op(e0, e2) = all_0_3_3
% 61.73/26.83  								|
% 61.73/26.83  								| From (480) and (14) follows:
% 61.73/26.83  								| (4090) op(e4, e2) = e0
% 61.73/26.83  								|
% 61.73/26.83  								| Instantiating formula (29) with e4, e3, e4, all_0_1_1 and discharging atoms op(e4, e3) = all_0_1_1, op(e4, e3) = e4, yields:
% 61.73/26.83  								| (9598) all_0_1_1 = e4
% 61.73/26.83  								|
% 61.73/26.83  								| Instantiating formula (29) with e0, e4, all_0_2_2, e4 and discharging atoms op(e0, e4) = all_0_2_2, op(e0, e4) = e4, yields:
% 61.73/26.83  								| (60532) all_0_2_2 = e4
% 61.73/26.83  								|
% 61.73/26.83  								| Instantiating formula (29) with e0, e2, all_0_3_3, all_0_56_56 and discharging atoms op(e0, e2) = all_0_3_3, op(e0, e2) = all_0_56_56, yields:
% 61.73/26.84  								| (44218) all_0_3_3 = all_0_56_56
% 61.73/26.84  								|
% 61.73/26.84  								| From (9598) and (33052) follows:
% 61.73/26.84  								| (22570) op(e4, e3) = e4
% 61.73/26.84  								|
% 61.73/26.84  								| From (60532) and (1412) follows:
% 61.75/26.84  								| (2207) op(e0, e4) = e4
% 61.75/26.84  								|
% 61.75/26.84  								| From (44218) and (1413) follows:
% 61.75/26.84  								| (111) op(e0, e2) = all_0_56_56
% 61.75/26.84  								|
% 61.75/26.84  								+-Applying beta-rule and splitting (109), into two cases.
% 61.75/26.84  								|-Branch one:
% 61.75/26.84  								| (352) all_0_52_52 = e2
% 61.75/26.84  								|
% 61.75/26.84  									| Equations (352) can reduce 217 to:
% 61.75/26.84  									| (96)  ~ (all_0_43_43 = e2)
% 61.75/26.84  									|
% 61.75/26.84  									| Equations (352) can reduce 101 to:
% 61.75/26.84  									| (302)  ~ (all_0_50_50 = e2)
% 61.75/26.84  									|
% 61.75/26.84  									| Equations (352) can reduce 20 to:
% 61.75/26.84  									| (1099)  ~ (all_0_51_51 = e2)
% 61.75/26.84  									|
% 61.75/26.84  									| Equations (352) can reduce 46 to:
% 61.75/26.84  									| (508)  ~ (all_0_53_53 = e2)
% 61.75/26.84  									|
% 61.75/26.84  									| Simplifying 508 yields:
% 61.75/26.84  									| (509)  ~ (all_0_53_53 = e2)
% 61.75/26.84  									|
% 61.75/26.84  									| Equations (352) can reduce 72 to:
% 61.75/26.84  									| (128)  ~ (e2 = e0)
% 61.75/26.84  									|
% 61.75/26.84  									| From (352) and (124) follows:
% 61.75/26.84  									| (10182) op(e1, e1) = e2
% 61.75/26.84  									|
% 61.75/26.84  									+-Applying beta-rule and splitting (222), into two cases.
% 61.75/26.84  									|-Branch one:
% 61.75/26.84  									| (386) all_0_55_55 = e2
% 61.75/26.84  									|
% 61.75/26.84  										| Equations (386) can reduce 191 to:
% 61.75/26.84  										| (85)  ~ (all_0_41_41 = e2)
% 61.75/26.84  										|
% 61.75/26.84  										| Equations (386) can reduce 93 to:
% 61.75/26.84  										| (302)  ~ (all_0_50_50 = e2)
% 61.75/26.84  										|
% 61.75/26.84  										| Equations (386) can reduce 153 to:
% 61.75/26.84  										| (510)  ~ (all_0_56_56 = e2)
% 61.75/26.84  										|
% 61.75/26.84  										| Simplifying 510 yields:
% 61.75/26.84  										| (511)  ~ (all_0_56_56 = e2)
% 61.75/26.84  										|
% 61.75/26.84  										| Equations (386) can reduce 763 to:
% 61.75/26.84  										| (327)  ~ (e4 = e2)
% 61.75/26.84  										|
% 61.75/26.84  										| Simplifying 327 yields:
% 61.75/26.84  										| (48)  ~ (e4 = e2)
% 61.75/26.84  										|
% 61.75/26.84  										+-Applying beta-rule and splitting (47), into two cases.
% 61.75/26.84  										|-Branch one:
% 61.75/26.84  										| (317) all_0_39_39 = e2
% 61.75/26.84  										|
% 61.75/26.84  											| Combining equations (317,480) yields a new equation:
% 61.75/26.84  											| (391) e2 = e0
% 61.75/26.84  											|
% 61.75/26.84  											| Simplifying 391 yields:
% 61.75/26.84  											| (330) e2 = e0
% 61.75/26.84  											|
% 61.75/26.84  											| Equations (330) can reduce 128 to:
% 61.75/26.84  											| (266) $false
% 61.75/26.84  											|
% 61.75/26.84  											|-The branch is then unsatisfiable
% 61.75/26.84  										|-Branch two:
% 61.75/26.84  										| (294)  ~ (all_0_39_39 = e2)
% 61.75/26.84  										| (385) all_0_47_47 = e2 | all_0_51_51 = e2 | all_0_56_56 = e2
% 61.75/26.84  										|
% 61.75/26.84  											+-Applying beta-rule and splitting (385), into two cases.
% 61.75/26.84  											|-Branch one:
% 61.75/26.84  											| (1105) all_0_47_47 = e2
% 61.75/26.84  											|
% 61.75/26.84  												| Equations (1105) can reduce 19 to:
% 61.75/26.84  												| (300)  ~ (all_0_46_46 = e2)
% 61.75/26.84  												|
% 61.75/26.84  												| Equations (1105) can reduce 114 to:
% 61.75/26.84  												| (12342)  ~ (all_0_48_48 = e2)
% 61.75/26.84  												|
% 61.75/26.84  												| Simplifying 12342 yields:
% 61.75/26.84  												| (810)  ~ (all_0_48_48 = e2)
% 61.75/26.84  												|
% 61.75/26.84  												| Equations (1105) can reduce 224 to:
% 61.75/26.84  												| (17668)  ~ (all_0_51_51 = e2)
% 61.75/26.84  												|
% 61.75/26.84  												| Simplifying 17668 yields:
% 61.75/26.84  												| (1099)  ~ (all_0_51_51 = e2)
% 61.75/26.84  												|
% 61.75/26.84  												| Equations (1105) can reduce 1091 to:
% 61.75/26.84  												| (626)  ~ (e3 = e2)
% 61.75/26.84  												|
% 61.75/26.84  												| Simplifying 626 yields:
% 61.75/26.84  												| (212)  ~ (e3 = e2)
% 61.75/26.84  												|
% 61.75/26.84  												| Equations (1105) can reduce 678 to:
% 61.75/26.84  												| (128)  ~ (e2 = e0)
% 61.75/26.84  												|
% 61.75/26.84  												+-Applying beta-rule and splitting (168), into two cases.
% 61.75/26.84  												|-Branch one:
% 61.75/26.84  												| (415) all_0_50_50 = e3
% 61.75/26.84  												|
% 61.75/26.84  													| Equations (415) can reduce 221 to:
% 61.75/26.84  													| (1898)  ~ (all_0_41_41 = e3)
% 61.75/26.84  													|
% 61.75/26.84  													| Equations (415) can reduce 35 to:
% 61.75/26.84  													| (409)  ~ (all_0_46_46 = e3)
% 61.75/26.84  													|
% 61.75/26.84  													| From (415) and (242) follows:
% 61.75/26.84  													| (1934) op(e1, e3) = e3
% 61.75/26.84  													|
% 61.75/26.84  													+-Applying beta-rule and splitting (113), into two cases.
% 61.75/26.84  													|-Branch one:
% 61.75/26.84  													| (403) all_0_41_41 = e3
% 61.75/26.84  													|
% 61.75/26.84  														| Equations (403) can reduce 1898 to:
% 61.75/26.84  														| (266) $false
% 61.75/26.84  														|
% 61.75/26.84  														|-The branch is then unsatisfiable
% 61.75/26.84  													|-Branch two:
% 61.75/26.84  													| (1898)  ~ (all_0_41_41 = e3)
% 61.75/26.84  													| (1899) all_0_42_42 = e3 | all_0_44_44 = e3
% 61.75/26.84  													|
% 61.75/26.84  														+-Applying beta-rule and splitting (243), into two cases.
% 61.75/26.84  														|-Branch one:
% 61.75/26.84  														| (329) all_0_38_38 = e0
% 61.75/26.84  														|
% 61.75/26.84  															| Combining equations (329,321) yields a new equation:
% 61.75/26.84  															| (397) e4 = e0
% 61.75/26.84  															|
% 61.75/26.84  															| Equations (397) can reduce 49 to:
% 61.75/26.84  															| (266) $false
% 61.75/26.84  															|
% 61.75/26.84  															|-The branch is then unsatisfiable
% 61.75/26.84  														|-Branch two:
% 61.75/26.84  														| (332)  ~ (all_0_38_38 = e0)
% 61.75/26.84  														| (395) all_0_41_41 = e0 | all_0_46_46 = e0 | all_0_55_55 = e0
% 61.75/26.84  														|
% 61.75/26.84  															+-Applying beta-rule and splitting (18), into two cases.
% 61.75/26.84  															|-Branch one:
% 61.75/26.84  															| (453) all_0_41_41 = e1
% 61.75/26.84  															|
% 61.75/26.84  																| Equations (453) can reduce 43 to:
% 61.75/26.84  																| (4059)  ~ (all_0_46_46 = e1)
% 61.75/26.84  																|
% 61.75/26.84  																| Simplifying 4059 yields:
% 61.75/26.84  																| (549)  ~ (all_0_46_46 = e1)
% 61.75/26.84  																|
% 61.75/26.84  																| Equations (453) can reduce 85 to:
% 61.75/26.84  																| (604)  ~ (e2 = e1)
% 61.75/26.84  																|
% 61.75/26.84  																| Simplifying 604 yields:
% 61.75/26.84  																| (122)  ~ (e2 = e1)
% 61.75/26.84  																|
% 61.75/26.84  																+-Applying beta-rule and splitting (123), into two cases.
% 61.75/26.84  																|-Branch one:
% 61.75/26.84  																| (1794) all_0_46_46 = e2
% 61.75/26.84  																|
% 61.75/26.84  																	| Equations (1794) can reduce 300 to:
% 61.75/26.84  																	| (266) $false
% 61.75/26.84  																	|
% 61.75/26.84  																	|-The branch is then unsatisfiable
% 61.75/26.84  																|-Branch two:
% 61.75/26.84  																| (300)  ~ (all_0_46_46 = e2)
% 61.75/26.84  																| (1797) all_0_46_46 = e4 | all_0_46_46 = e3 | all_0_46_46 = e1 | all_0_46_46 = e0
% 61.75/26.84  																|
% 61.75/26.84  																	+-Applying beta-rule and splitting (1797), into two cases.
% 61.75/26.84  																	|-Branch one:
% 61.75/26.84  																	| (770) all_0_46_46 = e4
% 61.75/26.84  																	|
% 61.75/26.84  																		| Equations (770) can reduce 250 to:
% 61.75/26.84  																		| (266) $false
% 61.75/26.84  																		|
% 61.75/26.84  																		|-The branch is then unsatisfiable
% 61.75/26.84  																	|-Branch two:
% 61.75/26.84  																	| (250)  ~ (all_0_46_46 = e4)
% 61.75/26.84  																	| (1801) all_0_46_46 = e3 | all_0_46_46 = e1 | all_0_46_46 = e0
% 61.75/26.84  																	|
% 61.75/26.84  																		+-Applying beta-rule and splitting (1801), into two cases.
% 61.75/26.84  																		|-Branch one:
% 61.75/26.84  																		| (538) all_0_46_46 = e0
% 61.75/26.84  																		|
% 61.75/26.84  																			| Equations (538) can reduce 300 to:
% 61.75/26.84  																			| (365)  ~ (e2 = e0)
% 61.75/26.84  																			|
% 61.75/26.84  																			| Simplifying 365 yields:
% 61.75/26.84  																			| (128)  ~ (e2 = e0)
% 61.75/26.84  																			|
% 61.75/26.84  																			| Equations (538) can reduce 549 to:
% 61.75/26.84  																			| (435)  ~ (e1 = e0)
% 61.75/26.84  																			|
% 61.75/26.84  																			| Simplifying 435 yields:
% 61.75/26.84  																			| (233)  ~ (e1 = e0)
% 61.75/26.84  																			|
% 61.75/26.84  																			+-Applying beta-rule and splitting (163), into two cases.
% 61.75/26.84  																			|-Branch one:
% 61.75/26.84  																			| (565) all_0_52_52 = e4
% 61.75/26.84  																			|
% 61.75/26.84  																				| Combining equations (565,352) yields a new equation:
% 61.75/26.84  																				| (322) e4 = e2
% 61.75/26.84  																				|
% 61.75/26.84  																				| Simplifying 322 yields:
% 61.75/26.84  																				| (323) e4 = e2
% 61.75/26.84  																				|
% 61.75/26.84  																				| Equations (323) can reduce 48 to:
% 61.75/26.84  																				| (266) $false
% 61.75/26.84  																				|
% 61.75/26.84  																				|-The branch is then unsatisfiable
% 61.75/26.84  																			|-Branch two:
% 61.75/26.84  																			| (780)  ~ (all_0_52_52 = e4)
% 61.75/26.84  																			| (781) (all_0_41_41 = e0 & all_0_58_58 = e3 &  ~ (all_0_44_44 = e3)) | (all_0_41_41 = e0 & all_0_58_58 = e3 &  ~ (all_0_55_55 = e0)) | (all_0_47_47 = e1 & all_0_52_52 = e2 &  ~ (all_0_48_48 = e2)) | (all_0_47_47 = e1 & all_0_52_52 = e2 &  ~ (all_0_51_51 = e1)) | (all_0_47_47 = e0 & all_0_58_58 = e2 &  ~ (all_0_49_49 = e2)) | (all_0_47_47 = e0 & all_0_58_58 = e2 &  ~ (all_0_56_56 = e0))
% 61.75/26.84  																			|
% 61.75/26.84  																				+-Applying beta-rule and splitting (781), into two cases.
% 61.75/26.84  																				|-Branch one:
% 61.75/26.84  																				| (789) (all_0_41_41 = e0 & all_0_58_58 = e3 &  ~ (all_0_44_44 = e3)) | (all_0_41_41 = e0 & all_0_58_58 = e3 &  ~ (all_0_55_55 = e0)) | (all_0_47_47 = e1 & all_0_52_52 = e2 &  ~ (all_0_48_48 = e2)) | (all_0_47_47 = e1 & all_0_52_52 = e2 &  ~ (all_0_51_51 = e1)) | (all_0_47_47 = e0 & all_0_58_58 = e2 &  ~ (all_0_49_49 = e2))
% 61.75/26.84  																				|
% 61.75/26.84  																					+-Applying beta-rule and splitting (789), into two cases.
% 61.75/26.84  																					|-Branch one:
% 61.75/26.84  																					| (790) (all_0_41_41 = e0 & all_0_58_58 = e3 &  ~ (all_0_44_44 = e3)) | (all_0_41_41 = e0 & all_0_58_58 = e3 &  ~ (all_0_55_55 = e0)) | (all_0_47_47 = e1 & all_0_52_52 = e2 &  ~ (all_0_48_48 = e2)) | (all_0_47_47 = e1 & all_0_52_52 = e2 &  ~ (all_0_51_51 = e1))
% 61.75/26.84  																					|
% 61.75/26.84  																						+-Applying beta-rule and splitting (790), into two cases.
% 61.75/26.84  																						|-Branch one:
% 61.75/26.84  																						| (791) (all_0_41_41 = e0 & all_0_58_58 = e3 &  ~ (all_0_44_44 = e3)) | (all_0_41_41 = e0 & all_0_58_58 = e3 &  ~ (all_0_55_55 = e0)) | (all_0_47_47 = e1 & all_0_52_52 = e2 &  ~ (all_0_48_48 = e2))
% 61.75/26.84  																						|
% 61.75/26.84  																							+-Applying beta-rule and splitting (791), into two cases.
% 61.75/26.84  																							|-Branch one:
% 61.75/26.84  																							| (792) (all_0_41_41 = e0 & all_0_58_58 = e3 &  ~ (all_0_44_44 = e3)) | (all_0_41_41 = e0 & all_0_58_58 = e3 &  ~ (all_0_55_55 = e0))
% 61.75/26.84  																							|
% 61.75/26.84  																								+-Applying beta-rule and splitting (792), into two cases.
% 61.75/26.84  																								|-Branch one:
% 61.75/26.84  																								| (793) all_0_41_41 = e0 & all_0_58_58 = e3 &  ~ (all_0_44_44 = e3)
% 61.75/26.84  																								|
% 61.75/26.84  																									| Applying alpha-rule on (793) yields:
% 61.75/26.84  																									| (794) all_0_41_41 = e0
% 61.75/26.84  																									| (795) all_0_58_58 = e3
% 61.75/26.84  																									| (407)  ~ (all_0_44_44 = e3)
% 61.75/26.84  																									|
% 61.75/26.84  																									| Combining equations (453,794) yields a new equation:
% 61.75/26.84  																									| (546) e1 = e0
% 61.75/26.84  																									|
% 61.75/26.84  																									| Simplifying 546 yields:
% 61.75/26.84  																									| (431) e1 = e0
% 61.75/26.84  																									|
% 61.75/26.84  																									| Equations (431) can reduce 233 to:
% 61.75/26.84  																									| (266) $false
% 61.75/26.84  																									|
% 61.75/26.84  																									|-The branch is then unsatisfiable
% 61.75/26.84  																								|-Branch two:
% 61.75/26.84  																								| (800) all_0_41_41 = e0 & all_0_58_58 = e3 &  ~ (all_0_55_55 = e0)
% 61.75/26.84  																								|
% 61.75/26.84  																									| Applying alpha-rule on (800) yields:
% 61.75/26.84  																									| (794) all_0_41_41 = e0
% 61.75/26.85  																									| (795) all_0_58_58 = e3
% 61.75/26.85  																									| (803)  ~ (all_0_55_55 = e0)
% 61.75/26.85  																									|
% 61.75/26.85  																									| Combining equations (453,794) yields a new equation:
% 61.75/26.85  																									| (546) e1 = e0
% 61.75/26.85  																									|
% 61.75/26.85  																									| Simplifying 546 yields:
% 61.75/26.85  																									| (431) e1 = e0
% 61.75/26.85  																									|
% 61.75/26.85  																									| Equations (431) can reduce 233 to:
% 61.75/26.85  																									| (266) $false
% 61.75/26.85  																									|
% 61.75/26.85  																									|-The branch is then unsatisfiable
% 61.75/26.85  																							|-Branch two:
% 61.75/26.85  																							| (807) all_0_47_47 = e1 & all_0_52_52 = e2 &  ~ (all_0_48_48 = e2)
% 61.75/26.85  																							|
% 61.75/26.85  																								| Applying alpha-rule on (807) yields:
% 61.75/26.85  																								| (654) all_0_47_47 = e1
% 61.75/26.85  																								| (352) all_0_52_52 = e2
% 61.75/26.85  																								| (810)  ~ (all_0_48_48 = e2)
% 61.75/26.85  																								|
% 61.75/26.85  																								| Combining equations (1105,654) yields a new equation:
% 61.75/26.85  																								| (616) e2 = e1
% 61.75/26.85  																								|
% 61.75/26.85  																								| Simplifying 616 yields:
% 61.75/26.85  																								| (617) e2 = e1
% 61.75/26.85  																								|
% 61.75/26.85  																								| Equations (617) can reduce 122 to:
% 61.75/26.85  																								| (266) $false
% 61.75/26.85  																								|
% 61.75/26.85  																								|-The branch is then unsatisfiable
% 61.75/26.85  																						|-Branch two:
% 61.75/26.85  																						| (813) all_0_47_47 = e1 & all_0_52_52 = e2 &  ~ (all_0_51_51 = e1)
% 61.75/26.85  																						|
% 61.75/26.85  																							| Applying alpha-rule on (813) yields:
% 61.75/26.85  																							| (654) all_0_47_47 = e1
% 61.75/26.85  																							| (352) all_0_52_52 = e2
% 61.75/26.85  																							| (464)  ~ (all_0_51_51 = e1)
% 61.75/26.85  																							|
% 61.75/26.85  																							| Combining equations (1105,654) yields a new equation:
% 61.75/26.85  																							| (616) e2 = e1
% 61.75/26.85  																							|
% 61.75/26.85  																							| Simplifying 616 yields:
% 61.75/26.85  																							| (617) e2 = e1
% 61.75/26.85  																							|
% 61.75/26.85  																							| Equations (617) can reduce 122 to:
% 61.75/26.85  																							| (266) $false
% 61.75/26.85  																							|
% 61.75/26.85  																							|-The branch is then unsatisfiable
% 61.75/26.85  																					|-Branch two:
% 61.75/26.85  																					| (819) all_0_47_47 = e0 & all_0_58_58 = e2 &  ~ (all_0_49_49 = e2)
% 61.75/26.85  																					|
% 61.75/26.85  																						| Applying alpha-rule on (819) yields:
% 61.75/26.85  																						| (674) all_0_47_47 = e0
% 61.75/26.85  																						| (624) all_0_58_58 = e2
% 61.75/26.85  																						| (340)  ~ (all_0_49_49 = e2)
% 61.75/26.85  																						|
% 61.75/26.85  																						| Combining equations (1105,674) yields a new equation:
% 61.75/26.85  																						| (391) e2 = e0
% 61.75/26.85  																						|
% 61.75/26.85  																						| Simplifying 391 yields:
% 61.75/26.85  																						| (330) e2 = e0
% 61.75/26.85  																						|
% 61.75/26.85  																						| Equations (330) can reduce 128 to:
% 61.75/26.85  																						| (266) $false
% 61.75/26.85  																						|
% 61.75/26.85  																						|-The branch is then unsatisfiable
% 61.75/26.85  																				|-Branch two:
% 61.75/26.85  																				| (825) all_0_47_47 = e0 & all_0_58_58 = e2 &  ~ (all_0_56_56 = e0)
% 61.75/26.85  																				|
% 61.75/26.85  																					| Applying alpha-rule on (825) yields:
% 61.75/26.85  																					| (674) all_0_47_47 = e0
% 61.75/26.85  																					| (624) all_0_58_58 = e2
% 61.75/26.85  																					| (828)  ~ (all_0_56_56 = e0)
% 61.75/26.85  																					|
% 61.75/26.85  																					| Combining equations (1105,674) yields a new equation:
% 61.75/26.85  																					| (391) e2 = e0
% 61.75/26.85  																					|
% 61.75/26.85  																					| Simplifying 391 yields:
% 61.75/26.85  																					| (330) e2 = e0
% 61.75/26.85  																					|
% 61.75/26.85  																					| Equations (330) can reduce 128 to:
% 61.75/26.85  																					| (266) $false
% 61.75/26.85  																					|
% 61.75/26.85  																					|-The branch is then unsatisfiable
% 61.75/26.85  																		|-Branch two:
% 61.75/26.85  																		| (831)  ~ (all_0_46_46 = e0)
% 61.75/26.85  																		| (1838) all_0_46_46 = e3 | all_0_46_46 = e1
% 61.75/26.85  																		|
% 61.75/26.85  																			+-Applying beta-rule and splitting (1838), into two cases.
% 61.75/26.85  																			|-Branch one:
% 61.75/26.85  																			| (545) all_0_46_46 = e1
% 61.75/26.85  																			|
% 61.75/26.85  																				| Equations (545) can reduce 549 to:
% 61.75/26.85  																				| (266) $false
% 61.75/26.85  																				|
% 61.75/26.85  																				|-The branch is then unsatisfiable
% 61.75/26.85  																			|-Branch two:
% 61.75/26.85  																			| (549)  ~ (all_0_46_46 = e1)
% 61.75/26.85  																			| (1557) all_0_46_46 = e3
% 61.75/26.85  																			|
% 61.75/26.85  																				| Equations (1557) can reduce 409 to:
% 61.75/26.85  																				| (266) $false
% 61.75/26.85  																				|
% 61.75/26.85  																				|-The branch is then unsatisfiable
% 61.75/26.85  															|-Branch two:
% 61.75/26.85  															| (457)  ~ (all_0_41_41 = e1)
% 61.75/26.85  															| (595) all_0_46_46 = e1 | all_0_50_50 = e1 | all_0_55_55 = e1
% 61.75/26.85  															|
% 61.75/26.85  																+-Applying beta-rule and splitting (27), into two cases.
% 61.75/26.85  																|-Branch one:
% 61.75/26.85  																| (437) all_0_41_41 = e4
% 61.75/26.85  																|
% 61.75/26.85  																	| Equations (437) can reduce 440 to:
% 61.75/26.85  																	| (266) $false
% 61.75/26.85  																	|
% 61.75/26.85  																	|-The branch is then unsatisfiable
% 61.75/26.85  																|-Branch two:
% 61.75/26.85  																| (440)  ~ (all_0_41_41 = e4)
% 61.75/26.85  																| (4049) all_0_41_41 = e3 | all_0_41_41 = e1 | all_0_41_41 = e0
% 61.75/26.85  																|
% 61.75/26.85  																	+-Applying beta-rule and splitting (4049), into two cases.
% 61.75/26.85  																	|-Branch one:
% 61.75/26.85  																	| (794) all_0_41_41 = e0
% 61.75/26.85  																	|
% 61.75/26.85  																		| Equations (794) can reduce 214 to:
% 61.75/26.85  																		| (5565)  ~ (all_0_42_42 = e0)
% 61.75/26.85  																		|
% 61.75/26.85  																		| Simplifying 5565 yields:
% 61.75/26.85  																		| (358)  ~ (all_0_42_42 = e0)
% 61.75/26.85  																		|
% 61.75/26.85  																		| Equations (794) can reduce 31 to:
% 61.75/26.85  																		| (33173)  ~ (all_0_43_43 = e0)
% 61.75/26.85  																		|
% 61.75/26.85  																		| Simplifying 33173 yields:
% 61.75/26.85  																		| (5470)  ~ (all_0_43_43 = e0)
% 61.75/26.85  																		|
% 61.75/26.85  																		| Equations (794) can reduce 149 to:
% 61.75/26.85  																		| (359)  ~ (all_0_44_44 = e0)
% 61.75/26.85  																		|
% 61.75/26.85  																		| Simplifying 359 yields:
% 61.75/26.85  																		| (360)  ~ (all_0_44_44 = e0)
% 61.75/26.85  																		|
% 61.75/26.85  																		| Equations (794) can reduce 85 to:
% 61.75/26.85  																		| (365)  ~ (e2 = e0)
% 61.75/26.85  																		|
% 61.75/26.85  																		| Simplifying 365 yields:
% 61.75/26.85  																		| (128)  ~ (e2 = e0)
% 61.75/26.85  																		|
% 61.75/26.85  																		| From (794) and (219) follows:
% 61.75/26.85  																		| (5573) op(e3, e3) = e0
% 61.75/26.85  																		|
% 61.75/26.85  																		+-Applying beta-rule and splitting (123), into two cases.
% 61.75/26.85  																		|-Branch one:
% 61.75/26.85  																		| (1794) all_0_46_46 = e2
% 61.75/26.85  																		|
% 61.75/26.85  																			| Equations (1794) can reduce 300 to:
% 61.75/26.85  																			| (266) $false
% 61.75/26.85  																			|
% 61.75/26.85  																			|-The branch is then unsatisfiable
% 61.75/26.85  																		|-Branch two:
% 61.75/26.85  																		| (300)  ~ (all_0_46_46 = e2)
% 61.75/26.85  																		| (1797) all_0_46_46 = e4 | all_0_46_46 = e3 | all_0_46_46 = e1 | all_0_46_46 = e0
% 61.75/26.85  																		|
% 61.75/26.85  																			+-Applying beta-rule and splitting (595), into two cases.
% 61.75/26.85  																			|-Branch one:
% 61.75/26.85  																			| (545) all_0_46_46 = e1
% 61.75/26.85  																			|
% 61.75/26.85  																				| Equations (545) can reduce 30 to:
% 61.75/26.85  																				| (11581)  ~ (all_0_48_48 = e1)
% 61.75/26.85  																				|
% 61.75/26.85  																				| Simplifying 11581 yields:
% 61.75/26.85  																				| (619)  ~ (all_0_48_48 = e1)
% 61.75/26.85  																				|
% 61.75/26.85  																				| Equations (545) can reduce 208 to:
% 61.75/26.85  																				| (1419)  ~ (all_0_49_49 = e1)
% 61.75/26.85  																				|
% 61.75/26.85  																				| Simplifying 1419 yields:
% 61.75/26.85  																				| (1064)  ~ (all_0_49_49 = e1)
% 61.75/26.85  																				|
% 61.75/26.85  																				| Equations (545) can reduce 409 to:
% 61.75/26.85  																				| (467)  ~ (e3 = e1)
% 61.75/26.85  																				|
% 61.75/26.85  																				| Simplifying 467 yields:
% 61.75/26.85  																				| (213)  ~ (e3 = e1)
% 61.75/26.85  																				|
% 61.75/26.85  																				| Equations (545) can reduce 300 to:
% 61.75/26.85  																				| (604)  ~ (e2 = e1)
% 61.75/26.85  																				|
% 61.75/26.85  																				| Simplifying 604 yields:
% 61.75/26.85  																				| (122)  ~ (e2 = e1)
% 61.75/26.85  																				|
% 61.75/26.85  																				+-Applying beta-rule and splitting (163), into two cases.
% 61.75/26.85  																				|-Branch one:
% 61.75/26.85  																				| (565) all_0_52_52 = e4
% 61.75/26.85  																				|
% 61.75/26.85  																					| Combining equations (565,352) yields a new equation:
% 61.75/26.85  																					| (322) e4 = e2
% 61.75/26.85  																					|
% 61.75/26.85  																					| Simplifying 322 yields:
% 61.75/26.85  																					| (323) e4 = e2
% 61.75/26.85  																					|
% 61.75/26.85  																					| Equations (323) can reduce 48 to:
% 61.75/26.85  																					| (266) $false
% 61.75/26.85  																					|
% 61.75/26.85  																					|-The branch is then unsatisfiable
% 61.75/26.85  																				|-Branch two:
% 61.75/26.85  																				| (780)  ~ (all_0_52_52 = e4)
% 61.75/26.85  																				| (781) (all_0_41_41 = e0 & all_0_58_58 = e3 &  ~ (all_0_44_44 = e3)) | (all_0_41_41 = e0 & all_0_58_58 = e3 &  ~ (all_0_55_55 = e0)) | (all_0_47_47 = e1 & all_0_52_52 = e2 &  ~ (all_0_48_48 = e2)) | (all_0_47_47 = e1 & all_0_52_52 = e2 &  ~ (all_0_51_51 = e1)) | (all_0_47_47 = e0 & all_0_58_58 = e2 &  ~ (all_0_49_49 = e2)) | (all_0_47_47 = e0 & all_0_58_58 = e2 &  ~ (all_0_56_56 = e0))
% 61.75/26.85  																				|
% 61.75/26.85  																					+-Applying beta-rule and splitting (781), into two cases.
% 61.75/26.85  																					|-Branch one:
% 61.75/26.85  																					| (789) (all_0_41_41 = e0 & all_0_58_58 = e3 &  ~ (all_0_44_44 = e3)) | (all_0_41_41 = e0 & all_0_58_58 = e3 &  ~ (all_0_55_55 = e0)) | (all_0_47_47 = e1 & all_0_52_52 = e2 &  ~ (all_0_48_48 = e2)) | (all_0_47_47 = e1 & all_0_52_52 = e2 &  ~ (all_0_51_51 = e1)) | (all_0_47_47 = e0 & all_0_58_58 = e2 &  ~ (all_0_49_49 = e2))
% 61.75/26.85  																					|
% 61.75/26.85  																						+-Applying beta-rule and splitting (789), into two cases.
% 61.75/26.85  																						|-Branch one:
% 61.75/26.85  																						| (790) (all_0_41_41 = e0 & all_0_58_58 = e3 &  ~ (all_0_44_44 = e3)) | (all_0_41_41 = e0 & all_0_58_58 = e3 &  ~ (all_0_55_55 = e0)) | (all_0_47_47 = e1 & all_0_52_52 = e2 &  ~ (all_0_48_48 = e2)) | (all_0_47_47 = e1 & all_0_52_52 = e2 &  ~ (all_0_51_51 = e1))
% 61.75/26.85  																						|
% 61.75/26.85  																							+-Applying beta-rule and splitting (790), into two cases.
% 61.75/26.85  																							|-Branch one:
% 61.75/26.85  																							| (791) (all_0_41_41 = e0 & all_0_58_58 = e3 &  ~ (all_0_44_44 = e3)) | (all_0_41_41 = e0 & all_0_58_58 = e3 &  ~ (all_0_55_55 = e0)) | (all_0_47_47 = e1 & all_0_52_52 = e2 &  ~ (all_0_48_48 = e2))
% 61.75/26.85  																							|
% 61.75/26.85  																								+-Applying beta-rule and splitting (791), into two cases.
% 61.75/26.85  																								|-Branch one:
% 61.75/26.85  																								| (792) (all_0_41_41 = e0 & all_0_58_58 = e3 &  ~ (all_0_44_44 = e3)) | (all_0_41_41 = e0 & all_0_58_58 = e3 &  ~ (all_0_55_55 = e0))
% 61.75/26.85  																								|
% 61.75/26.85  																									+-Applying beta-rule and splitting (792), into two cases.
% 61.75/26.85  																									|-Branch one:
% 61.75/26.85  																									| (793) all_0_41_41 = e0 & all_0_58_58 = e3 &  ~ (all_0_44_44 = e3)
% 61.75/26.85  																									|
% 61.75/26.85  																										| Applying alpha-rule on (793) yields:
% 61.75/26.85  																										| (794) all_0_41_41 = e0
% 61.75/26.85  																										| (795) all_0_58_58 = e3
% 61.75/26.85  																										| (407)  ~ (all_0_44_44 = e3)
% 61.75/26.85  																										|
% 61.75/26.85  																										| Equations (795) can reduce 181 to:
% 61.75/26.85  																										| (407)  ~ (all_0_44_44 = e3)
% 61.75/26.85  																										|
% 61.75/26.85  																										| From (795) and (245) follows:
% 61.75/26.85  																										| (60701) op(e0, e0) = e3
% 61.75/26.85  																										|
% 61.75/26.85  																										+-Applying beta-rule and splitting (75), into two cases.
% 61.75/26.85  																										|-Branch one:
% 61.75/26.85  																										| (485) all_0_40_40 = e0
% 61.75/26.85  																										|
% 61.75/26.85  																											| Combining equations (485,313) yields a new equation:
% 61.75/26.85  																											| (330) e2 = e0
% 61.75/26.85  																											|
% 61.75/26.85  																											| Equations (330) can reduce 128 to:
% 61.75/26.85  																											| (266) $false
% 61.75/26.85  																											|
% 61.75/26.85  																											|-The branch is then unsatisfiable
% 61.75/26.85  																										|-Branch two:
% 61.75/26.85  																										| (1401)  ~ (all_0_40_40 = e0)
% 61.75/26.85  																										| (1748) all_0_44_44 = e0 | all_0_49_49 = e0 | all_0_58_58 = e0
% 61.75/26.85  																										|
% 61.75/26.85  																											+-Applying beta-rule and splitting (1748), into two cases.
% 61.75/26.85  																											|-Branch one:
% 61.75/26.85  																											| (1414) all_0_44_44 = e0
% 61.75/26.85  																											|
% 61.75/26.85  																												| Equations (1414) can reduce 360 to:
% 61.75/26.85  																												| (266) $false
% 61.75/26.85  																												|
% 61.75/26.85  																												|-The branch is then unsatisfiable
% 61.75/26.85  																											|-Branch two:
% 61.75/26.85  																											| (360)  ~ (all_0_44_44 = e0)
% 61.75/26.85  																											| (1760) all_0_49_49 = e0 | all_0_58_58 = e0
% 61.75/26.85  																											|
% 61.75/26.85  																												+-Applying beta-rule and splitting (180), into two cases.
% 61.75/26.85  																												|-Branch one:
% 61.75/26.85  																												| (516) all_0_42_42 = e3
% 61.75/26.85  																												|
% 61.75/26.85  																													| Equations (516) can reduce 73 to:
% 61.75/26.85  																													| (406)  ~ (all_0_44_44 = e3)
% 61.75/26.85  																													|
% 61.75/26.85  																													| Simplifying 406 yields:
% 61.75/26.85  																													| (407)  ~ (all_0_44_44 = e3)
% 61.75/26.85  																													|
% 61.75/26.85  																													| Equations (516) can reduce 61 to:
% 61.75/26.85  																													| (1925)  ~ (all_0_51_51 = e3)
% 61.75/26.85  																													|
% 61.75/26.85  																													| Simplifying 1925 yields:
% 61.75/26.85  																													| (664)  ~ (all_0_51_51 = e3)
% 61.75/26.85  																													|
% 61.75/26.85  																													| Equations (516) can reduce 358 to:
% 61.75/26.85  																													| (80)  ~ (e3 = e0)
% 61.75/26.85  																													|
% 61.75/26.85  																													| From (516) and (210) follows:
% 61.75/26.85  																													| (4285) op(e3, e2) = e3
% 61.75/26.85  																													|
% 61.75/26.85  																													+-Applying beta-rule and splitting (1760), into two cases.
% 61.75/26.85  																													|-Branch one:
% 61.75/26.85  																													| (978) all_0_49_49 = e0
% 61.75/26.85  																													|
% 61.75/26.85  																														| Equations (978) can reduce 9 to:
% 61.75/26.85  																														| (360)  ~ (all_0_44_44 = e0)
% 61.75/26.85  																														|
% 61.75/26.85  																														| Equations (978) can reduce 185 to:
% 61.75/26.85  																														| (1283)  ~ (all_0_48_48 = e0)
% 61.75/26.85  																														|
% 61.75/26.85  																														| Equations (978) can reduce 1064 to:
% 61.75/26.85  																														| (435)  ~ (e1 = e0)
% 61.75/26.85  																														|
% 61.75/26.85  																														| Simplifying 435 yields:
% 61.75/26.85  																														| (233)  ~ (e1 = e0)
% 61.75/26.85  																														|
% 61.75/26.85  																														+-Applying beta-rule and splitting (4), into two cases.
% 61.75/26.85  																														|-Branch one:
% 61.75/26.85  																														| (356) all_0_43_43 = e0
% 61.75/26.85  																														|
% 61.75/26.86  																															| Equations (356) can reduce 5470 to:
% 61.75/26.86  																															| (266) $false
% 61.75/26.86  																															|
% 61.75/26.86  																															|-The branch is then unsatisfiable
% 61.75/26.86  																														|-Branch two:
% 61.75/26.86  																														| (5470)  ~ (all_0_43_43 = e0)
% 61.75/26.86  																														| (5471) all_0_48_48 = e0 | all_0_57_57 = e0
% 61.75/26.86  																														|
% 61.75/26.86  																															+-Applying beta-rule and splitting (5471), into two cases.
% 61.75/26.86  																															|-Branch one:
% 61.75/26.86  																															| (1279) all_0_48_48 = e0
% 61.75/26.86  																															|
% 61.75/26.86  																																| Equations (1279) can reduce 1283 to:
% 61.75/26.86  																																| (266) $false
% 61.75/26.86  																																|
% 61.75/26.86  																																|-The branch is then unsatisfiable
% 61.75/26.86  																															|-Branch two:
% 61.75/26.86  																															| (1283)  ~ (all_0_48_48 = e0)
% 61.75/26.86  																															| (875) all_0_57_57 = e0
% 61.75/26.86  																															|
% 61.75/26.86  																																| Equations (875) can reduce 199 to:
% 61.75/26.86  																																| (5470)  ~ (all_0_43_43 = e0)
% 61.75/26.86  																																|
% 61.75/26.86  																																| Equations (875) can reduce 239 to:
% 61.75/26.86  																																| (1283)  ~ (all_0_48_48 = e0)
% 61.75/26.86  																																|
% 61.75/26.86  																																+-Applying beta-rule and splitting (216), into two cases.
% 61.75/26.86  																																|-Branch one:
% 61.75/26.86  																																| (629) all_0_55_55 = e1
% 61.75/26.86  																																|
% 61.75/26.86  																																	| Combining equations (386,629) yields a new equation:
% 61.75/26.86  																																	| (616) e2 = e1
% 61.75/26.86  																																	|
% 61.75/26.86  																																	| Simplifying 616 yields:
% 61.75/26.86  																																	| (617) e2 = e1
% 61.75/26.86  																																	|
% 61.75/26.86  																																	| Equations (617) can reduce 122 to:
% 61.75/26.86  																																	| (266) $false
% 61.75/26.86  																																	|
% 61.75/26.86  																																	|-The branch is then unsatisfiable
% 61.75/26.86  																																|-Branch two:
% 61.75/26.86  																																| (632)  ~ (all_0_55_55 = e1)
% 61.75/26.86  																																| (633) all_0_56_56 = e1 | all_0_57_57 = e1 | all_0_58_58 = e1
% 61.75/26.86  																																|
% 61.75/26.86  																																	+-Applying beta-rule and splitting (633), into two cases.
% 61.75/26.86  																																	|-Branch one:
% 61.75/26.86  																																	| (1569) all_0_56_56 = e1
% 61.75/26.86  																																	|
% 61.75/26.86  																																		| Equations (1569) can reduce 16 to:
% 61.75/26.86  																																		| (464)  ~ (all_0_51_51 = e1)
% 61.75/26.86  																																		|
% 61.75/26.86  																																		| From (1569) and (111) follows:
% 61.75/26.86  																																		| (3175) op(e0, e2) = e1
% 61.75/26.86  																																		|
% 61.75/26.86  																																		+-Applying beta-rule and splitting (228), into two cases.
% 61.75/26.86  																																		|-Branch one:
% 61.75/26.86  																																		| (335) all_0_48_48 = e2
% 61.75/26.86  																																		|
% 61.75/26.86  																																			| Equations (335) can reduce 810 to:
% 61.75/26.86  																																			| (266) $false
% 61.75/26.86  																																			|
% 61.75/26.86  																																			|-The branch is then unsatisfiable
% 61.75/26.86  																																		|-Branch two:
% 61.75/26.86  																																		| (810)  ~ (all_0_48_48 = e2)
% 61.75/26.86  																																		| (10218) all_0_48_48 = e4 | all_0_48_48 = e1 | all_0_48_48 = e0
% 61.75/26.86  																																		|
% 61.75/26.86  																																			+-Applying beta-rule and splitting (10218), into two cases.
% 61.75/26.86  																																			|-Branch one:
% 61.75/26.86  																																			| (943) all_0_48_48 = e4
% 61.75/26.86  																																			|
% 61.75/26.86  																																				| Equations (943) can reduce 17 to:
% 61.75/26.86  																																				| (399)  ~ (all_0_43_43 = e4)
% 61.75/26.86  																																				|
% 61.75/26.86  																																				+-Applying beta-rule and splitting (195), into two cases.
% 61.75/26.86  																																				|-Branch one:
% 61.75/26.86  																																				| (396) all_0_43_43 = e4
% 61.75/26.86  																																				|
% 61.75/26.86  																																					| Equations (396) can reduce 399 to:
% 61.75/26.86  																																					| (266) $false
% 61.75/26.86  																																					|
% 61.75/26.86  																																					|-The branch is then unsatisfiable
% 61.75/26.86  																																				|-Branch two:
% 61.75/26.86  																																				| (399)  ~ (all_0_43_43 = e4)
% 61.75/26.86  																																				| (6374) all_0_43_43 = e1 | all_0_43_43 = e0
% 61.75/26.86  																																				|
% 61.75/26.86  																																					+-Applying beta-rule and splitting (7), into two cases.
% 61.75/26.86  																																					|-Branch one:
% 61.75/26.86  																																					| (504) all_0_51_51 = e2
% 61.75/26.86  																																					|
% 61.75/26.86  																																						| Equations (504) can reduce 1099 to:
% 61.75/26.86  																																						| (266) $false
% 61.75/26.86  																																						|
% 61.75/26.86  																																						|-The branch is then unsatisfiable
% 61.75/26.86  																																					|-Branch two:
% 61.75/26.86  																																					| (1099)  ~ (all_0_51_51 = e2)
% 61.75/26.86  																																					| (1100) all_0_51_51 = e4 | all_0_51_51 = e3 | all_0_51_51 = e1
% 61.75/26.86  																																					|
% 61.75/26.86  																																						+-Applying beta-rule and splitting (1100), into two cases.
% 61.75/26.86  																																						|-Branch one:
% 61.75/26.86  																																						| (1101) all_0_51_51 = e4
% 61.75/26.86  																																						|
% 61.75/26.86  																																							| From (1101) and (186) follows:
% 61.75/26.86  																																							| (13720) op(e1, e2) = e4
% 61.75/26.86  																																							|
% 61.75/26.86  																																							+-Applying beta-rule and splitting (6374), into two cases.
% 61.75/26.86  																																							|-Branch one:
% 61.75/26.86  																																							| (356) all_0_43_43 = e0
% 61.75/26.86  																																							|
% 61.75/26.86  																																								| Equations (356) can reduce 5470 to:
% 61.75/26.86  																																								| (266) $false
% 61.75/26.86  																																								|
% 61.75/26.86  																																								|-The branch is then unsatisfiable
% 61.75/26.86  																																							|-Branch two:
% 61.75/26.86  																																							| (5470)  ~ (all_0_43_43 = e0)
% 61.75/26.86  																																							| (430) all_0_43_43 = e1
% 61.75/26.86  																																							|
% 61.75/26.86  																																								| Equations (430) can reduce 159 to:
% 61.75/26.86  																																								| (4057)  ~ (all_0_44_44 = e1)
% 61.75/26.86  																																								|
% 61.75/26.86  																																								| Simplifying 4057 yields:
% 61.75/26.86  																																								| (639)  ~ (all_0_44_44 = e1)
% 61.75/26.86  																																								|
% 61.75/26.86  																																								| Equations (430) can reduce 5470 to:
% 61.75/26.86  																																								| (233)  ~ (e1 = e0)
% 61.75/26.86  																																								|
% 61.75/26.86  																																								+-Applying beta-rule and splitting (26), into two cases.
% 61.75/26.86  																																								|-Branch one:
% 61.75/26.86  																																								| (446) all_0_44_44 = e4
% 61.75/26.86  																																								|
% 61.75/26.86  																																									| From (446) and (138) follows:
% 61.75/26.86  																																									| (4646) op(e3, e0) = e4
% 61.75/26.86  																																									|
% 61.75/26.86  																																									+-Applying beta-rule and splitting (56), into two cases.
% 61.75/26.86  																																									|-Branch one:
% 61.75/26.86  																																									| (696) unit = e2
% 61.75/26.86  																																									|
% 61.75/26.86  																																										| From (696) and (244) follows:
% 61.75/26.86  																																										| (264) op(e2, e4) = e4
% 61.75/26.86  																																										|
% 61.75/26.86  																																										| From (696) and (227) follows:
% 61.75/26.86  																																										| (4284) op(e4, e2) = e4
% 61.75/26.86  																																										|
% 61.75/26.86  																																										| From (696) and (28) follows:
% 61.75/26.86  																																										| (699) op(e1, e2) = e1
% 61.75/26.86  																																										|
% 61.75/26.86  																																										| Instantiating formula (29) with e4, e2, e4, e0 and discharging atoms op(e4, e2) = e4, op(e4, e2) = e0, yields:
% 61.75/26.86  																																										| (397) e4 = e0
% 61.75/26.86  																																										|
% 61.75/26.86  																																										| Instantiating formula (29) with e2, e4, e4, e3 and discharging atoms op(e2, e4) = e4, op(e2, e4) = e3, yields:
% 61.75/26.86  																																										| (425) e4 = e3
% 61.75/26.86  																																										|
% 61.75/26.86  																																										| Instantiating formula (29) with e1, e2, e1, e4 and discharging atoms op(e1, e2) = e4, op(e1, e2) = e1, yields:
% 61.75/26.86  																																										| (630) e4 = e1
% 61.75/26.86  																																										|
% 61.75/26.86  																																										| Combining equations (397,425) yields a new equation:
% 61.75/26.86  																																										| (676) e3 = e0
% 61.75/26.86  																																										|
% 61.75/26.86  																																										| Combining equations (630,425) yields a new equation:
% 61.75/26.86  																																										| (455) e3 = e1
% 61.75/26.86  																																										|
% 61.75/26.86  																																										| Combining equations (676,455) yields a new equation:
% 61.75/26.86  																																										| (431) e1 = e0
% 61.75/26.86  																																										|
% 61.75/26.86  																																										| Equations (431) can reduce 233 to:
% 61.75/26.86  																																										| (266) $false
% 61.75/26.86  																																										|
% 61.75/26.86  																																										|-The branch is then unsatisfiable
% 61.75/26.86  																																									|-Branch two:
% 61.75/26.86  																																									| (707)  ~ (unit = e2)
% 61.75/26.86  																																									| (708) unit = e4 | unit = e3 | unit = e1 | unit = e0
% 61.75/26.86  																																									|
% 61.75/26.86  																																										+-Applying beta-rule and splitting (708), into two cases.
% 61.75/26.86  																																										|-Branch one:
% 61.75/26.86  																																										| (709) unit = e4
% 61.75/26.86  																																										|
% 61.75/26.86  																																											| From (709) and (24) follows:
% 61.75/26.86  																																											| (33325) op(e4, e3) = e3
% 61.75/26.86  																																											|
% 61.75/26.86  																																											| From (709) and (211) follows:
% 61.75/26.86  																																											| (22527) op(e4, e1) = e1
% 61.75/26.86  																																											|
% 61.75/26.86  																																											| From (709) and (32) follows:
% 61.75/26.86  																																											| (712) op(e2, e4) = e2
% 61.75/26.86  																																											|
% 61.75/26.86  																																											| From (709) and (42) follows:
% 61.75/26.86  																																											| (713) op(e0, e4) = e0
% 61.75/26.86  																																											|
% 61.75/26.86  																																											| Instantiating formula (29) with e4, e3, e3, e4 and discharging atoms op(e4, e3) = e4, op(e4, e3) = e3, yields:
% 61.75/26.86  																																											| (425) e4 = e3
% 61.75/26.86  																																											|
% 61.75/26.86  																																											| Instantiating formula (29) with e4, e1, e1, e3 and discharging atoms op(e4, e1) = e3, op(e4, e1) = e1, yields:
% 61.75/26.86  																																											| (455) e3 = e1
% 61.75/26.86  																																											|
% 61.75/26.86  																																											| Instantiating formula (29) with e2, e4, e2, e3 and discharging atoms op(e2, e4) = e3, op(e2, e4) = e2, yields:
% 61.75/26.86  																																											| (662) e3 = e2
% 61.75/26.86  																																											|
% 61.75/26.86  																																											| Instantiating formula (29) with e0, e4, e0, e4 and discharging atoms op(e0, e4) = e4, op(e0, e4) = e0, yields:
% 61.75/26.88  																																											| (397) e4 = e0
% 61.75/26.88  																																											|
% 61.75/26.88  																																											| Combining equations (425,397) yields a new equation:
% 61.75/26.88  																																											| (675) e3 = e0
% 61.75/26.88  																																											|
% 61.75/26.88  																																											| Simplifying 675 yields:
% 61.75/26.88  																																											| (676) e3 = e0
% 61.75/26.88  																																											|
% 61.75/26.88  																																											| Combining equations (455,662) yields a new equation:
% 61.75/26.88  																																											| (617) e2 = e1
% 61.75/26.88  																																											|
% 61.75/26.88  																																											| Combining equations (676,662) yields a new equation:
% 61.75/26.88  																																											| (330) e2 = e0
% 61.75/26.88  																																											|
% 61.75/26.88  																																											| Combining equations (617,330) yields a new equation:
% 61.75/26.88  																																											| (546) e1 = e0
% 61.75/26.88  																																											|
% 61.75/26.88  																																											| Simplifying 546 yields:
% 61.75/26.88  																																											| (431) e1 = e0
% 61.75/26.88  																																											|
% 61.75/26.88  																																											| Equations (431) can reduce 233 to:
% 61.75/26.88  																																											| (266) $false
% 61.75/26.88  																																											|
% 61.75/26.88  																																											|-The branch is then unsatisfiable
% 61.75/26.88  																																										|-Branch two:
% 61.75/26.88  																																										| (724)  ~ (unit = e4)
% 61.75/26.88  																																										| (725) unit = e3 | unit = e1 | unit = e0
% 61.75/26.88  																																										|
% 61.75/26.88  																																											+-Applying beta-rule and splitting (725), into two cases.
% 61.75/26.88  																																											|-Branch one:
% 61.75/26.88  																																											| (726) unit = e0
% 61.75/26.88  																																											|
% 61.75/26.88  																																												| From (726) and (15) follows:
% 61.75/26.88  																																												| (1508) op(e0, e2) = e2
% 61.75/26.88  																																												|
% 61.75/26.88  																																												| From (726) and (227) follows:
% 61.75/26.88  																																												| (3205) op(e4, e0) = e4
% 61.75/26.88  																																												|
% 61.75/26.88  																																												| From (726) and (40) follows:
% 61.75/26.88  																																												| (1639) op(e3, e0) = e3
% 61.75/26.88  																																												|
% 61.75/26.88  																																												| From (726) and (42) follows:
% 61.75/26.88  																																												| (728) op(e0, e0) = e0
% 61.75/26.88  																																												|
% 61.75/26.88  																																												| Instantiating formula (29) with e4, e0, e4, e2 and discharging atoms op(e4, e0) = e4, op(e4, e0) = e2, yields:
% 61.75/26.88  																																												| (323) e4 = e2
% 61.75/26.88  																																												|
% 61.75/26.88  																																												| Instantiating formula (29) with e3, e0, e3, e4 and discharging atoms op(e3, e0) = e4, op(e3, e0) = e3, yields:
% 61.75/26.88  																																												| (425) e4 = e3
% 61.75/26.88  																																												|
% 61.75/26.88  																																												| Instantiating formula (29) with e0, e2, e2, e1 and discharging atoms op(e0, e2) = e2, op(e0, e2) = e1, yields:
% 61.75/26.88  																																												| (617) e2 = e1
% 61.75/26.88  																																												|
% 61.75/26.88  																																												| Instantiating formula (29) with e0, e0, e0, e3 and discharging atoms op(e0, e0) = e3, op(e0, e0) = e0, yields:
% 61.75/26.88  																																												| (676) e3 = e0
% 61.75/26.88  																																												|
% 61.75/26.88  																																												| Combining equations (323,425) yields a new equation:
% 61.75/26.88  																																												| (662) e3 = e2
% 61.75/26.88  																																												|
% 61.75/26.88  																																												| Combining equations (676,662) yields a new equation:
% 61.75/26.88  																																												| (330) e2 = e0
% 61.75/26.88  																																												|
% 61.75/26.88  																																												| Combining equations (617,330) yields a new equation:
% 61.75/26.88  																																												| (546) e1 = e0
% 61.75/26.88  																																												|
% 61.75/26.88  																																												| Simplifying 546 yields:
% 61.75/26.88  																																												| (431) e1 = e0
% 61.75/26.88  																																												|
% 61.75/26.88  																																												| Equations (431) can reduce 233 to:
% 61.75/26.88  																																												| (266) $false
% 61.75/26.88  																																												|
% 61.75/26.88  																																												|-The branch is then unsatisfiable
% 61.75/26.88  																																											|-Branch two:
% 61.75/26.88  																																											| (734)  ~ (unit = e0)
% 61.75/26.88  																																											| (735) unit = e3 | unit = e1
% 61.75/26.88  																																											|
% 61.75/26.88  																																												+-Applying beta-rule and splitting (735), into two cases.
% 61.75/26.88  																																												|-Branch one:
% 61.75/26.88  																																												| (736) unit = e1
% 61.75/26.88  																																												|
% 61.75/26.88  																																													| Equations (736) can reduce 734 to:
% 61.75/26.88  																																													| (233)  ~ (e1 = e0)
% 61.75/26.88  																																													|
% 61.75/26.88  																																													| From (736) and (244) follows:
% 61.75/26.88  																																													| (738) op(e1, e4) = e4
% 61.75/26.88  																																													|
% 61.75/26.88  																																													| From (736) and (15) follows:
% 61.75/26.88  																																													| (515) op(e1, e2) = e2
% 61.75/26.88  																																													|
% 61.75/26.88  																																													| From (736) and (28) follows:
% 61.75/26.88  																																													| (740) op(e1, e1) = e1
% 61.75/26.88  																																													|
% 61.75/26.88  																																													| Instantiating formula (29) with e1, e4, e4, e0 and discharging atoms op(e1, e4) = e4, op(e1, e4) = e0, yields:
% 61.75/26.88  																																													| (397) e4 = e0
% 61.75/26.88  																																													|
% 61.75/26.88  																																													| Instantiating formula (29) with e1, e2, e2, e4 and discharging atoms op(e1, e2) = e4, op(e1, e2) = e2, yields:
% 61.75/26.88  																																													| (323) e4 = e2
% 61.75/26.88  																																													|
% 61.75/26.88  																																													| Instantiating formula (29) with e1, e1, e1, e2 and discharging atoms op(e1, e1) = e2, op(e1, e1) = e1, yields:
% 61.75/26.88  																																													| (617) e2 = e1
% 61.75/26.88  																																													|
% 61.75/26.88  																																													| Combining equations (323,397) yields a new equation:
% 61.75/26.88  																																													| (391) e2 = e0
% 61.75/26.88  																																													|
% 61.75/26.88  																																													| Simplifying 391 yields:
% 61.75/26.88  																																													| (330) e2 = e0
% 61.75/26.88  																																													|
% 61.75/26.88  																																													| Combining equations (617,330) yields a new equation:
% 61.75/26.88  																																													| (546) e1 = e0
% 61.75/26.88  																																													|
% 61.75/26.88  																																													| Simplifying 546 yields:
% 61.75/26.88  																																													| (431) e1 = e0
% 61.75/26.88  																																													|
% 61.75/26.88  																																													| Equations (431) can reduce 233 to:
% 61.75/26.88  																																													| (266) $false
% 61.75/26.88  																																													|
% 61.75/26.88  																																													|-The branch is then unsatisfiable
% 61.75/26.88  																																												|-Branch two:
% 61.75/26.88  																																												| (748)  ~ (unit = e1)
% 61.75/26.88  																																												| (749) unit = e3
% 61.75/26.88  																																												|
% 61.75/26.88  																																													| From (749) and (15) follows:
% 61.75/26.88  																																													| (751) op(e3, e2) = e2
% 61.75/26.88  																																													|
% 61.75/26.88  																																													| From (749) and (40) follows:
% 61.75/26.88  																																													| (3715) op(e3, e3) = e3
% 61.75/26.88  																																													|
% 61.75/26.88  																																													| From (749) and (28) follows:
% 61.75/26.88  																																													| (2235) op(e1, e3) = e1
% 61.75/26.88  																																													|
% 61.75/26.88  																																													| Instantiating formula (29) with e3, e3, e3, e0 and discharging atoms op(e3, e3) = e3, op(e3, e3) = e0, yields:
% 61.75/26.88  																																													| (676) e3 = e0
% 61.75/26.88  																																													|
% 61.75/26.88  																																													| Instantiating formula (29) with e3, e2, e2, e3 and discharging atoms op(e3, e2) = e3, op(e3, e2) = e2, yields:
% 61.75/26.88  																																													| (662) e3 = e2
% 61.75/26.88  																																													|
% 61.75/26.88  																																													| Instantiating formula (29) with e1, e3, e1, e3 and discharging atoms op(e1, e3) = e3, op(e1, e3) = e1, yields:
% 61.75/26.88  																																													| (455) e3 = e1
% 61.75/26.88  																																													|
% 61.75/26.88  																																													| Combining equations (676,662) yields a new equation:
% 61.75/26.88  																																													| (330) e2 = e0
% 61.75/26.88  																																													|
% 61.75/26.88  																																													| Combining equations (455,662) yields a new equation:
% 61.75/26.88  																																													| (617) e2 = e1
% 61.75/26.88  																																													|
% 61.75/26.88  																																													| Combining equations (617,330) yields a new equation:
% 61.75/26.88  																																													| (546) e1 = e0
% 61.75/26.88  																																													|
% 61.75/26.88  																																													| Simplifying 546 yields:
% 61.75/26.88  																																													| (431) e1 = e0
% 61.75/26.88  																																													|
% 61.75/26.88  																																													| Equations (431) can reduce 233 to:
% 61.75/26.88  																																													| (266) $false
% 61.75/26.88  																																													|
% 61.75/26.88  																																													|-The branch is then unsatisfiable
% 61.75/26.88  																																								|-Branch two:
% 61.75/26.88  																																								| (1390)  ~ (all_0_44_44 = e4)
% 61.75/26.88  																																								| (1391) all_0_44_44 = e3 | all_0_44_44 = e1 | all_0_44_44 = e0
% 61.75/26.88  																																								|
% 61.75/26.88  																																									+-Applying beta-rule and splitting (1391), into two cases.
% 61.75/26.88  																																									|-Branch one:
% 61.75/26.88  																																									| (1414) all_0_44_44 = e0
% 61.75/26.88  																																									|
% 61.75/26.88  																																										| Equations (1414) can reduce 360 to:
% 61.75/26.88  																																										| (266) $false
% 61.75/26.88  																																										|
% 61.75/26.88  																																										|-The branch is then unsatisfiable
% 61.75/26.88  																																									|-Branch two:
% 61.75/26.88  																																									| (360)  ~ (all_0_44_44 = e0)
% 61.75/26.88  																																									| (1417) all_0_44_44 = e3 | all_0_44_44 = e1
% 61.75/26.88  																																									|
% 61.75/26.88  																																										+-Applying beta-rule and splitting (1417), into two cases.
% 61.75/26.88  																																										|-Branch one:
% 61.75/26.88  																																										| (635) all_0_44_44 = e1
% 61.75/26.88  																																										|
% 61.75/26.88  																																											| Equations (635) can reduce 639 to:
% 61.75/26.88  																																											| (266) $false
% 61.75/26.88  																																											|
% 61.75/26.88  																																											|-The branch is then unsatisfiable
% 61.75/26.88  																																										|-Branch two:
% 61.75/26.88  																																										| (639)  ~ (all_0_44_44 = e1)
% 61.75/26.88  																																										| (532) all_0_44_44 = e3
% 61.75/26.88  																																										|
% 61.75/26.88  																																											| Equations (532) can reduce 407 to:
% 61.75/26.88  																																											| (266) $false
% 61.75/26.88  																																											|
% 61.75/26.88  																																											|-The branch is then unsatisfiable
% 61.75/26.88  																																						|-Branch two:
% 61.75/26.88  																																						| (475)  ~ (all_0_51_51 = e4)
% 61.75/26.88  																																						| (1104) all_0_51_51 = e3 | all_0_51_51 = e1
% 61.75/26.88  																																						|
% 61.75/26.88  																																							+-Applying beta-rule and splitting (1104), into two cases.
% 61.75/26.88  																																							|-Branch one:
% 61.75/26.88  																																							| (1109) all_0_51_51 = e1
% 61.75/26.88  																																							|
% 61.75/26.88  																																								| Equations (1109) can reduce 464 to:
% 61.75/26.88  																																								| (266) $false
% 61.75/26.88  																																								|
% 61.75/26.88  																																								|-The branch is then unsatisfiable
% 61.75/26.88  																																							|-Branch two:
% 61.75/26.88  																																							| (464)  ~ (all_0_51_51 = e1)
% 61.75/26.88  																																							| (660) all_0_51_51 = e3
% 61.75/26.88  																																							|
% 61.75/26.88  																																								| Equations (660) can reduce 664 to:
% 61.75/26.88  																																								| (266) $false
% 61.75/26.88  																																								|
% 61.75/26.88  																																								|-The branch is then unsatisfiable
% 61.75/26.88  																																			|-Branch two:
% 61.75/26.88  																																			| (254)  ~ (all_0_48_48 = e4)
% 61.75/26.88  																																			| (10222) all_0_48_48 = e1 | all_0_48_48 = e0
% 61.75/26.88  																																			|
% 61.75/26.88  																																				+-Applying beta-rule and splitting (10222), into two cases.
% 61.75/26.88  																																				|-Branch one:
% 61.75/26.88  																																				| (1279) all_0_48_48 = e0
% 61.75/26.88  																																				|
% 61.75/26.88  																																					| Equations (1279) can reduce 1283 to:
% 61.75/26.88  																																					| (266) $false
% 61.75/26.88  																																					|
% 61.75/26.88  																																					|-The branch is then unsatisfiable
% 61.75/26.88  																																				|-Branch two:
% 61.75/26.88  																																				| (1283)  ~ (all_0_48_48 = e0)
% 61.75/26.88  																																				| (615) all_0_48_48 = e1
% 61.75/26.88  																																				|
% 61.75/26.88  																																					| Equations (615) can reduce 619 to:
% 61.75/26.88  																																					| (266) $false
% 61.75/26.88  																																					|
% 61.75/26.88  																																					|-The branch is then unsatisfiable
% 61.75/26.88  																																	|-Branch two:
% 61.75/26.88  																																	| (466)  ~ (all_0_56_56 = e1)
% 61.75/26.88  																																	| (1574) all_0_57_57 = e1 | all_0_58_58 = e1
% 61.75/26.88  																																	|
% 61.75/26.88  																																		+-Applying beta-rule and splitting (1574), into two cases.
% 61.75/26.88  																																		|-Branch one:
% 61.75/26.88  																																		| (647) all_0_57_57 = e1
% 61.75/26.88  																																		|
% 61.75/26.88  																																			| Combining equations (875,647) yields a new equation:
% 61.75/26.88  																																			| (431) e1 = e0
% 61.75/26.88  																																			|
% 61.75/26.88  																																			| Equations (431) can reduce 233 to:
% 61.75/26.88  																																			| (266) $false
% 61.75/26.88  																																			|
% 61.75/26.88  																																			|-The branch is then unsatisfiable
% 61.75/26.88  																																		|-Branch two:
% 61.75/26.88  																																		| (1670)  ~ (all_0_57_57 = e1)
% 61.75/26.88  																																		| (918) all_0_58_58 = e1
% 61.75/26.88  																																		|
% 61.75/26.88  																																			| Combining equations (795,918) yields a new equation:
% 61.75/26.88  																																			| (454) e3 = e1
% 61.75/26.88  																																			|
% 61.75/26.88  																																			| Simplifying 454 yields:
% 61.75/26.88  																																			| (455) e3 = e1
% 61.75/26.88  																																			|
% 61.75/26.88  																																			| Equations (455) can reduce 213 to:
% 61.75/26.88  																																			| (266) $false
% 61.75/26.88  																																			|
% 61.75/26.88  																																			|-The branch is then unsatisfiable
% 61.75/26.88  																													|-Branch two:
% 61.75/26.88  																													| (487)  ~ (all_0_49_49 = e0)
% 61.75/26.88  																													| (914) all_0_58_58 = e0
% 61.75/26.88  																													|
% 61.75/26.88  																														| Combining equations (795,914) yields a new equation:
% 61.75/26.88  																														| (675) e3 = e0
% 61.75/26.88  																														|
% 61.75/26.88  																														| Simplifying 675 yields:
% 61.75/26.88  																														| (676) e3 = e0
% 61.75/26.88  																														|
% 61.75/26.88  																														| Equations (676) can reduce 80 to:
% 61.75/26.88  																														| (266) $false
% 61.75/26.88  																														|
% 61.75/26.88  																														|-The branch is then unsatisfiable
% 61.75/26.88  																												|-Branch two:
% 61.75/26.88  																												| (405)  ~ (all_0_42_42 = e3)
% 61.75/26.88  																												| (521) all_0_47_47 = e3 | all_0_51_51 = e3 | all_0_56_56 = e3
% 61.75/26.88  																												|
% 61.75/26.88  																													+-Applying beta-rule and splitting (1899), into two cases.
% 61.75/26.88  																													|-Branch one:
% 61.75/26.88  																													| (516) all_0_42_42 = e3
% 61.75/26.88  																													|
% 61.75/26.88  																														| Equations (516) can reduce 405 to:
% 61.75/26.88  																														| (266) $false
% 61.75/26.88  																														|
% 61.75/26.88  																														|-The branch is then unsatisfiable
% 61.75/26.88  																													|-Branch two:
% 61.75/26.88  																													| (405)  ~ (all_0_42_42 = e3)
% 61.75/26.88  																													| (532) all_0_44_44 = e3
% 61.75/26.88  																													|
% 61.75/26.88  																														| Equations (532) can reduce 407 to:
% 61.75/26.88  																														| (266) $false
% 61.75/26.88  																														|
% 61.75/26.88  																														|-The branch is then unsatisfiable
% 61.75/26.88  																									|-Branch two:
% 61.75/26.89  																									| (800) all_0_41_41 = e0 & all_0_58_58 = e3 &  ~ (all_0_55_55 = e0)
% 61.75/26.89  																									|
% 61.75/26.89  																										| Applying alpha-rule on (800) yields:
% 61.75/26.89  																										| (794) all_0_41_41 = e0
% 61.75/26.89  																										| (795) all_0_58_58 = e3
% 61.75/26.89  																										| (803)  ~ (all_0_55_55 = e0)
% 61.75/26.89  																										|
% 61.75/26.89  																										| Equations (795) can reduce 181 to:
% 61.75/26.89  																										| (407)  ~ (all_0_44_44 = e3)
% 61.75/26.89  																										|
% 61.75/26.89  																										| Equations (386) can reduce 803 to:
% 61.75/26.89  																										| (128)  ~ (e2 = e0)
% 61.75/26.89  																										|
% 61.75/26.89  																										| From (795) and (245) follows:
% 61.75/26.89  																										| (60701) op(e0, e0) = e3
% 61.75/26.89  																										|
% 61.75/26.89  																										+-Applying beta-rule and splitting (75), into two cases.
% 61.75/26.89  																										|-Branch one:
% 61.75/26.89  																										| (485) all_0_40_40 = e0
% 61.75/26.89  																										|
% 61.75/26.89  																											| Combining equations (485,313) yields a new equation:
% 61.75/26.89  																											| (330) e2 = e0
% 61.75/26.89  																											|
% 61.75/26.89  																											| Equations (330) can reduce 128 to:
% 61.75/26.89  																											| (266) $false
% 61.75/26.89  																											|
% 61.75/26.89  																											|-The branch is then unsatisfiable
% 61.75/26.89  																										|-Branch two:
% 61.75/26.89  																										| (1401)  ~ (all_0_40_40 = e0)
% 61.75/26.89  																										| (1748) all_0_44_44 = e0 | all_0_49_49 = e0 | all_0_58_58 = e0
% 61.75/26.89  																										|
% 61.75/26.89  																											+-Applying beta-rule and splitting (1748), into two cases.
% 61.75/26.89  																											|-Branch one:
% 61.75/26.89  																											| (1414) all_0_44_44 = e0
% 61.75/26.89  																											|
% 61.75/26.89  																												| Equations (1414) can reduce 360 to:
% 61.75/26.89  																												| (266) $false
% 61.75/26.89  																												|
% 61.75/26.89  																												|-The branch is then unsatisfiable
% 61.75/26.89  																											|-Branch two:
% 61.75/26.89  																											| (360)  ~ (all_0_44_44 = e0)
% 61.75/26.89  																											| (1760) all_0_49_49 = e0 | all_0_58_58 = e0
% 61.75/26.89  																											|
% 61.75/26.89  																												+-Applying beta-rule and splitting (180), into two cases.
% 61.75/26.89  																												|-Branch one:
% 61.75/26.89  																												| (516) all_0_42_42 = e3
% 61.75/26.89  																												|
% 61.75/26.89  																													| Equations (516) can reduce 73 to:
% 61.75/26.89  																													| (406)  ~ (all_0_44_44 = e3)
% 61.75/26.89  																													|
% 61.75/26.89  																													| Simplifying 406 yields:
% 61.75/26.89  																													| (407)  ~ (all_0_44_44 = e3)
% 61.75/26.89  																													|
% 61.75/26.89  																													| Equations (516) can reduce 61 to:
% 61.75/26.89  																													| (1925)  ~ (all_0_51_51 = e3)
% 61.75/26.89  																													|
% 61.75/26.89  																													| Simplifying 1925 yields:
% 61.75/26.89  																													| (664)  ~ (all_0_51_51 = e3)
% 61.75/26.89  																													|
% 61.75/26.89  																													| Equations (516) can reduce 358 to:
% 61.75/26.89  																													| (80)  ~ (e3 = e0)
% 61.75/26.89  																													|
% 61.75/26.89  																													| From (516) and (210) follows:
% 61.75/26.89  																													| (4285) op(e3, e2) = e3
% 61.75/26.89  																													|
% 61.75/26.89  																													+-Applying beta-rule and splitting (1760), into two cases.
% 61.75/26.89  																													|-Branch one:
% 61.75/26.89  																													| (978) all_0_49_49 = e0
% 61.75/26.89  																													|
% 61.75/26.89  																														| Equations (978) can reduce 9 to:
% 61.75/26.89  																														| (360)  ~ (all_0_44_44 = e0)
% 61.75/26.89  																														|
% 61.75/26.89  																														| Equations (978) can reduce 185 to:
% 61.75/26.89  																														| (1283)  ~ (all_0_48_48 = e0)
% 61.75/26.89  																														|
% 61.75/26.89  																														| Equations (978) can reduce 1064 to:
% 61.75/26.89  																														| (435)  ~ (e1 = e0)
% 61.75/26.89  																														|
% 61.75/26.89  																														| Simplifying 435 yields:
% 61.75/26.89  																														| (233)  ~ (e1 = e0)
% 61.75/26.89  																														|
% 61.75/26.89  																														+-Applying beta-rule and splitting (4), into two cases.
% 61.75/26.89  																														|-Branch one:
% 61.75/26.89  																														| (356) all_0_43_43 = e0
% 61.75/26.89  																														|
% 61.75/26.89  																															| Equations (356) can reduce 5470 to:
% 61.75/26.89  																															| (266) $false
% 61.75/26.89  																															|
% 61.75/26.89  																															|-The branch is then unsatisfiable
% 61.75/26.89  																														|-Branch two:
% 61.75/26.89  																														| (5470)  ~ (all_0_43_43 = e0)
% 61.75/26.89  																														| (5471) all_0_48_48 = e0 | all_0_57_57 = e0
% 61.75/26.89  																														|
% 61.75/26.89  																															+-Applying beta-rule and splitting (5471), into two cases.
% 61.75/26.89  																															|-Branch one:
% 61.75/26.89  																															| (1279) all_0_48_48 = e0
% 61.75/26.89  																															|
% 61.75/26.89  																																| Equations (1279) can reduce 1283 to:
% 61.75/26.89  																																| (266) $false
% 61.75/26.89  																																|
% 61.75/26.89  																																|-The branch is then unsatisfiable
% 61.75/26.89  																															|-Branch two:
% 61.75/26.89  																															| (1283)  ~ (all_0_48_48 = e0)
% 61.75/26.89  																															| (875) all_0_57_57 = e0
% 61.75/26.89  																															|
% 61.75/26.89  																																| Equations (875) can reduce 199 to:
% 61.75/26.89  																																| (5470)  ~ (all_0_43_43 = e0)
% 61.75/26.89  																																|
% 61.75/26.89  																																| Equations (875) can reduce 239 to:
% 61.75/26.89  																																| (1283)  ~ (all_0_48_48 = e0)
% 61.75/26.89  																																|
% 61.75/26.89  																																+-Applying beta-rule and splitting (216), into two cases.
% 61.75/26.89  																																|-Branch one:
% 61.75/26.89  																																| (629) all_0_55_55 = e1
% 61.75/26.89  																																|
% 61.75/26.89  																																	| Combining equations (386,629) yields a new equation:
% 61.75/26.89  																																	| (616) e2 = e1
% 61.75/26.89  																																	|
% 61.75/26.89  																																	| Simplifying 616 yields:
% 61.75/26.89  																																	| (617) e2 = e1
% 61.75/26.89  																																	|
% 61.75/26.89  																																	| Equations (617) can reduce 122 to:
% 61.75/26.89  																																	| (266) $false
% 61.75/26.89  																																	|
% 61.75/26.89  																																	|-The branch is then unsatisfiable
% 61.75/26.89  																																|-Branch two:
% 61.75/26.89  																																| (632)  ~ (all_0_55_55 = e1)
% 61.75/26.89  																																| (633) all_0_56_56 = e1 | all_0_57_57 = e1 | all_0_58_58 = e1
% 61.75/26.89  																																|
% 61.75/26.89  																																	+-Applying beta-rule and splitting (633), into two cases.
% 61.75/26.89  																																	|-Branch one:
% 61.75/26.89  																																	| (1569) all_0_56_56 = e1
% 61.75/26.89  																																	|
% 61.75/26.89  																																		| Equations (1569) can reduce 16 to:
% 61.75/26.89  																																		| (464)  ~ (all_0_51_51 = e1)
% 61.75/26.89  																																		|
% 61.75/26.89  																																		| From (1569) and (111) follows:
% 61.75/26.89  																																		| (3175) op(e0, e2) = e1
% 61.75/26.89  																																		|
% 61.75/26.89  																																		+-Applying beta-rule and splitting (228), into two cases.
% 61.75/26.89  																																		|-Branch one:
% 61.75/26.89  																																		| (335) all_0_48_48 = e2
% 61.75/26.89  																																		|
% 61.75/26.89  																																			| Equations (335) can reduce 810 to:
% 61.75/26.89  																																			| (266) $false
% 61.75/26.89  																																			|
% 61.75/26.89  																																			|-The branch is then unsatisfiable
% 61.75/26.89  																																		|-Branch two:
% 61.75/26.89  																																		| (810)  ~ (all_0_48_48 = e2)
% 61.75/26.89  																																		| (10218) all_0_48_48 = e4 | all_0_48_48 = e1 | all_0_48_48 = e0
% 61.75/26.89  																																		|
% 61.75/26.89  																																			+-Applying beta-rule and splitting (10218), into two cases.
% 61.75/26.89  																																			|-Branch one:
% 61.75/26.89  																																			| (943) all_0_48_48 = e4
% 61.75/26.89  																																			|
% 61.75/26.89  																																				| Equations (943) can reduce 17 to:
% 61.75/26.89  																																				| (399)  ~ (all_0_43_43 = e4)
% 61.75/26.89  																																				|
% 61.75/26.89  																																				+-Applying beta-rule and splitting (195), into two cases.
% 61.75/26.89  																																				|-Branch one:
% 61.75/26.89  																																				| (396) all_0_43_43 = e4
% 61.75/26.89  																																				|
% 61.75/26.89  																																					| Equations (396) can reduce 399 to:
% 61.75/26.89  																																					| (266) $false
% 61.75/26.89  																																					|
% 61.75/26.89  																																					|-The branch is then unsatisfiable
% 61.75/26.89  																																				|-Branch two:
% 61.75/26.89  																																				| (399)  ~ (all_0_43_43 = e4)
% 61.75/26.89  																																				| (6374) all_0_43_43 = e1 | all_0_43_43 = e0
% 61.75/26.89  																																				|
% 61.75/26.89  																																					+-Applying beta-rule and splitting (7), into two cases.
% 61.75/26.89  																																					|-Branch one:
% 61.75/26.89  																																					| (504) all_0_51_51 = e2
% 61.75/26.89  																																					|
% 61.75/26.89  																																						| Equations (504) can reduce 1099 to:
% 61.75/26.89  																																						| (266) $false
% 61.75/26.89  																																						|
% 61.75/26.89  																																						|-The branch is then unsatisfiable
% 61.75/26.89  																																					|-Branch two:
% 61.75/26.89  																																					| (1099)  ~ (all_0_51_51 = e2)
% 61.75/26.89  																																					| (1100) all_0_51_51 = e4 | all_0_51_51 = e3 | all_0_51_51 = e1
% 61.75/26.89  																																					|
% 61.75/26.89  																																						+-Applying beta-rule and splitting (1100), into two cases.
% 61.75/26.89  																																						|-Branch one:
% 61.75/26.89  																																						| (1101) all_0_51_51 = e4
% 61.75/26.89  																																						|
% 61.75/26.89  																																							| From (1101) and (186) follows:
% 61.75/26.89  																																							| (13720) op(e1, e2) = e4
% 61.75/26.89  																																							|
% 61.75/26.89  																																							+-Applying beta-rule and splitting (6374), into two cases.
% 61.75/26.89  																																							|-Branch one:
% 61.75/26.89  																																							| (356) all_0_43_43 = e0
% 61.75/26.89  																																							|
% 61.75/26.89  																																								| Equations (356) can reduce 5470 to:
% 61.75/26.89  																																								| (266) $false
% 61.75/26.89  																																								|
% 61.75/26.89  																																								|-The branch is then unsatisfiable
% 61.75/26.89  																																							|-Branch two:
% 61.75/26.89  																																							| (5470)  ~ (all_0_43_43 = e0)
% 61.75/26.89  																																							| (430) all_0_43_43 = e1
% 61.75/26.89  																																							|
% 61.75/26.89  																																								| Equations (430) can reduce 159 to:
% 61.75/26.89  																																								| (4057)  ~ (all_0_44_44 = e1)
% 61.75/26.89  																																								|
% 61.75/26.89  																																								| Simplifying 4057 yields:
% 61.75/26.89  																																								| (639)  ~ (all_0_44_44 = e1)
% 61.75/26.89  																																								|
% 61.75/26.89  																																								| Equations (430) can reduce 5470 to:
% 61.75/26.89  																																								| (233)  ~ (e1 = e0)
% 61.75/26.89  																																								|
% 61.75/26.89  																																								+-Applying beta-rule and splitting (26), into two cases.
% 61.75/26.89  																																								|-Branch one:
% 61.75/26.89  																																								| (446) all_0_44_44 = e4
% 61.75/26.89  																																								|
% 61.75/26.89  																																									| From (446) and (138) follows:
% 61.75/26.89  																																									| (4646) op(e3, e0) = e4
% 61.75/26.89  																																									|
% 61.75/26.89  																																									+-Applying beta-rule and splitting (56), into two cases.
% 61.75/26.89  																																									|-Branch one:
% 61.75/26.89  																																									| (696) unit = e2
% 61.75/26.89  																																									|
% 61.75/26.89  																																										| From (696) and (244) follows:
% 61.75/26.89  																																										| (264) op(e2, e4) = e4
% 61.75/26.89  																																										|
% 61.75/26.89  																																										| From (696) and (227) follows:
% 61.75/26.89  																																										| (4284) op(e4, e2) = e4
% 61.75/26.89  																																										|
% 61.75/26.89  																																										| From (696) and (28) follows:
% 61.75/26.89  																																										| (699) op(e1, e2) = e1
% 61.75/26.89  																																										|
% 61.75/26.89  																																										| Instantiating formula (29) with e4, e2, e4, e0 and discharging atoms op(e4, e2) = e4, op(e4, e2) = e0, yields:
% 61.75/26.89  																																										| (397) e4 = e0
% 61.75/26.89  																																										|
% 61.75/26.89  																																										| Instantiating formula (29) with e2, e4, e4, e3 and discharging atoms op(e2, e4) = e4, op(e2, e4) = e3, yields:
% 61.75/26.89  																																										| (425) e4 = e3
% 61.75/26.89  																																										|
% 61.75/26.89  																																										| Instantiating formula (29) with e1, e2, e1, e4 and discharging atoms op(e1, e2) = e4, op(e1, e2) = e1, yields:
% 61.75/26.89  																																										| (630) e4 = e1
% 61.75/26.89  																																										|
% 61.75/26.89  																																										| Combining equations (397,425) yields a new equation:
% 61.75/26.89  																																										| (676) e3 = e0
% 61.75/26.89  																																										|
% 61.75/26.89  																																										| Combining equations (630,425) yields a new equation:
% 61.75/26.89  																																										| (455) e3 = e1
% 61.75/26.89  																																										|
% 61.75/26.89  																																										| Combining equations (676,455) yields a new equation:
% 61.75/26.89  																																										| (431) e1 = e0
% 61.75/26.89  																																										|
% 61.75/26.89  																																										| Equations (431) can reduce 233 to:
% 61.75/26.89  																																										| (266) $false
% 61.75/26.89  																																										|
% 61.75/26.89  																																										|-The branch is then unsatisfiable
% 61.75/26.89  																																									|-Branch two:
% 61.75/26.89  																																									| (707)  ~ (unit = e2)
% 61.75/26.89  																																									| (708) unit = e4 | unit = e3 | unit = e1 | unit = e0
% 61.75/26.89  																																									|
% 61.75/26.89  																																										+-Applying beta-rule and splitting (708), into two cases.
% 61.75/26.89  																																										|-Branch one:
% 61.75/26.89  																																										| (709) unit = e4
% 61.75/26.89  																																										|
% 61.75/26.89  																																											| From (709) and (24) follows:
% 61.75/26.90  																																											| (33325) op(e4, e3) = e3
% 61.75/26.90  																																											|
% 61.75/26.90  																																											| From (709) and (211) follows:
% 61.75/26.90  																																											| (22527) op(e4, e1) = e1
% 61.75/26.90  																																											|
% 61.75/26.90  																																											| From (709) and (32) follows:
% 61.75/26.90  																																											| (712) op(e2, e4) = e2
% 61.75/26.90  																																											|
% 61.75/26.90  																																											| From (709) and (42) follows:
% 61.75/26.90  																																											| (713) op(e0, e4) = e0
% 61.75/26.90  																																											|
% 61.75/26.90  																																											| Instantiating formula (29) with e4, e3, e3, e4 and discharging atoms op(e4, e3) = e4, op(e4, e3) = e3, yields:
% 61.75/26.90  																																											| (425) e4 = e3
% 61.75/26.90  																																											|
% 61.75/26.90  																																											| Instantiating formula (29) with e4, e1, e1, e3 and discharging atoms op(e4, e1) = e3, op(e4, e1) = e1, yields:
% 61.75/26.90  																																											| (455) e3 = e1
% 61.75/26.90  																																											|
% 61.75/26.90  																																											| Instantiating formula (29) with e2, e4, e2, e3 and discharging atoms op(e2, e4) = e3, op(e2, e4) = e2, yields:
% 61.75/26.90  																																											| (662) e3 = e2
% 61.75/26.90  																																											|
% 61.75/26.90  																																											| Instantiating formula (29) with e0, e4, e0, e4 and discharging atoms op(e0, e4) = e4, op(e0, e4) = e0, yields:
% 61.75/26.90  																																											| (397) e4 = e0
% 61.75/26.90  																																											|
% 61.75/26.90  																																											| Combining equations (425,397) yields a new equation:
% 61.75/26.90  																																											| (675) e3 = e0
% 61.75/26.90  																																											|
% 61.75/26.90  																																											| Simplifying 675 yields:
% 61.75/26.90  																																											| (676) e3 = e0
% 61.75/26.90  																																											|
% 61.75/26.90  																																											| Combining equations (455,662) yields a new equation:
% 61.75/26.90  																																											| (617) e2 = e1
% 61.75/26.90  																																											|
% 61.75/26.90  																																											| Combining equations (676,662) yields a new equation:
% 61.75/26.90  																																											| (330) e2 = e0
% 61.75/26.90  																																											|
% 61.75/26.90  																																											| Combining equations (617,330) yields a new equation:
% 61.75/26.90  																																											| (546) e1 = e0
% 61.75/26.90  																																											|
% 61.75/26.90  																																											| Simplifying 546 yields:
% 61.75/26.90  																																											| (431) e1 = e0
% 61.75/26.90  																																											|
% 61.75/26.90  																																											| Equations (431) can reduce 233 to:
% 61.75/26.90  																																											| (266) $false
% 61.75/26.90  																																											|
% 61.75/26.90  																																											|-The branch is then unsatisfiable
% 61.75/26.90  																																										|-Branch two:
% 61.75/26.90  																																										| (724)  ~ (unit = e4)
% 61.75/26.90  																																										| (725) unit = e3 | unit = e1 | unit = e0
% 61.75/26.90  																																										|
% 61.75/26.90  																																											+-Applying beta-rule and splitting (725), into two cases.
% 61.75/26.90  																																											|-Branch one:
% 61.75/26.90  																																											| (726) unit = e0
% 61.75/26.90  																																											|
% 61.75/26.90  																																												| From (726) and (15) follows:
% 61.75/26.90  																																												| (1508) op(e0, e2) = e2
% 61.75/26.90  																																												|
% 61.75/26.90  																																												| From (726) and (227) follows:
% 61.75/26.90  																																												| (3205) op(e4, e0) = e4
% 61.75/26.90  																																												|
% 61.75/26.90  																																												| From (726) and (40) follows:
% 61.75/26.90  																																												| (1639) op(e3, e0) = e3
% 61.75/26.90  																																												|
% 61.75/26.90  																																												| From (726) and (42) follows:
% 61.75/26.90  																																												| (728) op(e0, e0) = e0
% 61.75/26.90  																																												|
% 61.75/26.90  																																												| Instantiating formula (29) with e4, e0, e4, e2 and discharging atoms op(e4, e0) = e4, op(e4, e0) = e2, yields:
% 61.75/26.90  																																												| (323) e4 = e2
% 61.75/26.90  																																												|
% 61.75/26.90  																																												| Instantiating formula (29) with e3, e0, e3, e4 and discharging atoms op(e3, e0) = e4, op(e3, e0) = e3, yields:
% 61.75/26.90  																																												| (425) e4 = e3
% 61.75/26.90  																																												|
% 61.75/26.90  																																												| Instantiating formula (29) with e0, e2, e2, e1 and discharging atoms op(e0, e2) = e2, op(e0, e2) = e1, yields:
% 61.75/26.90  																																												| (617) e2 = e1
% 61.75/26.90  																																												|
% 61.75/26.90  																																												| Instantiating formula (29) with e0, e0, e0, e3 and discharging atoms op(e0, e0) = e3, op(e0, e0) = e0, yields:
% 61.75/26.90  																																												| (676) e3 = e0
% 61.75/26.90  																																												|
% 61.75/26.90  																																												| Combining equations (323,425) yields a new equation:
% 61.75/26.90  																																												| (662) e3 = e2
% 61.75/26.90  																																												|
% 61.75/26.90  																																												| Combining equations (676,662) yields a new equation:
% 61.75/26.90  																																												| (330) e2 = e0
% 61.75/26.90  																																												|
% 61.75/26.90  																																												| Combining equations (617,330) yields a new equation:
% 61.75/26.90  																																												| (546) e1 = e0
% 61.75/26.90  																																												|
% 61.75/26.90  																																												| Simplifying 546 yields:
% 61.75/26.90  																																												| (431) e1 = e0
% 61.75/26.90  																																												|
% 61.75/26.90  																																												| Equations (431) can reduce 233 to:
% 61.75/26.90  																																												| (266) $false
% 61.75/26.90  																																												|
% 61.75/26.90  																																												|-The branch is then unsatisfiable
% 61.75/26.90  																																											|-Branch two:
% 61.75/26.90  																																											| (734)  ~ (unit = e0)
% 61.75/26.90  																																											| (735) unit = e3 | unit = e1
% 61.75/26.90  																																											|
% 61.75/26.90  																																												+-Applying beta-rule and splitting (735), into two cases.
% 61.75/26.90  																																												|-Branch one:
% 61.75/26.90  																																												| (736) unit = e1
% 61.75/26.90  																																												|
% 61.75/26.90  																																													| Equations (736) can reduce 734 to:
% 61.75/26.90  																																													| (233)  ~ (e1 = e0)
% 61.75/26.90  																																													|
% 61.75/26.90  																																													| From (736) and (244) follows:
% 61.75/26.90  																																													| (738) op(e1, e4) = e4
% 61.75/26.90  																																													|
% 61.75/26.90  																																													| From (736) and (15) follows:
% 61.75/26.90  																																													| (515) op(e1, e2) = e2
% 61.75/26.90  																																													|
% 61.75/26.90  																																													| From (736) and (28) follows:
% 61.75/26.90  																																													| (740) op(e1, e1) = e1
% 61.75/26.90  																																													|
% 61.75/26.90  																																													| Instantiating formula (29) with e1, e4, e4, e0 and discharging atoms op(e1, e4) = e4, op(e1, e4) = e0, yields:
% 61.75/26.90  																																													| (397) e4 = e0
% 61.75/26.90  																																													|
% 61.75/26.90  																																													| Instantiating formula (29) with e1, e2, e2, e4 and discharging atoms op(e1, e2) = e4, op(e1, e2) = e2, yields:
% 61.75/26.90  																																													| (323) e4 = e2
% 61.75/26.90  																																													|
% 61.75/26.90  																																													| Instantiating formula (29) with e1, e1, e1, e2 and discharging atoms op(e1, e1) = e2, op(e1, e1) = e1, yields:
% 61.75/26.90  																																													| (617) e2 = e1
% 61.75/26.90  																																													|
% 61.75/26.90  																																													| Combining equations (323,397) yields a new equation:
% 61.75/26.90  																																													| (391) e2 = e0
% 61.75/26.90  																																													|
% 61.75/26.90  																																													| Simplifying 391 yields:
% 61.75/26.90  																																													| (330) e2 = e0
% 61.75/26.90  																																													|
% 61.75/26.90  																																													| Combining equations (617,330) yields a new equation:
% 61.75/26.90  																																													| (546) e1 = e0
% 61.75/26.90  																																													|
% 61.75/26.90  																																													| Simplifying 546 yields:
% 61.75/26.90  																																													| (431) e1 = e0
% 61.75/26.90  																																													|
% 61.75/26.90  																																													| Equations (431) can reduce 233 to:
% 61.75/26.90  																																													| (266) $false
% 61.75/26.90  																																													|
% 61.75/26.90  																																													|-The branch is then unsatisfiable
% 61.75/26.90  																																												|-Branch two:
% 61.75/26.90  																																												| (748)  ~ (unit = e1)
% 61.75/26.90  																																												| (749) unit = e3
% 61.75/26.90  																																												|
% 61.75/26.90  																																													| From (749) and (15) follows:
% 61.75/26.90  																																													| (751) op(e3, e2) = e2
% 61.75/26.90  																																													|
% 61.75/26.90  																																													| From (749) and (40) follows:
% 61.75/26.90  																																													| (3715) op(e3, e3) = e3
% 61.75/26.90  																																													|
% 61.75/26.90  																																													| From (749) and (28) follows:
% 61.75/26.90  																																													| (2235) op(e1, e3) = e1
% 61.75/26.90  																																													|
% 61.75/26.90  																																													| Instantiating formula (29) with e3, e3, e3, e0 and discharging atoms op(e3, e3) = e3, op(e3, e3) = e0, yields:
% 61.75/26.90  																																													| (676) e3 = e0
% 61.75/26.90  																																													|
% 61.75/26.90  																																													| Instantiating formula (29) with e3, e2, e2, e3 and discharging atoms op(e3, e2) = e3, op(e3, e2) = e2, yields:
% 61.75/26.90  																																													| (662) e3 = e2
% 61.75/26.90  																																													|
% 61.75/26.90  																																													| Instantiating formula (29) with e1, e3, e1, e3 and discharging atoms op(e1, e3) = e3, op(e1, e3) = e1, yields:
% 61.75/26.90  																																													| (455) e3 = e1
% 61.75/26.90  																																													|
% 61.75/26.90  																																													| Combining equations (676,662) yields a new equation:
% 61.75/26.90  																																													| (330) e2 = e0
% 61.75/26.90  																																													|
% 61.75/26.90  																																													| Combining equations (455,662) yields a new equation:
% 61.75/26.90  																																													| (617) e2 = e1
% 61.75/26.90  																																													|
% 61.75/26.90  																																													| Combining equations (617,330) yields a new equation:
% 61.75/26.90  																																													| (546) e1 = e0
% 61.75/26.90  																																													|
% 61.75/26.90  																																													| Simplifying 546 yields:
% 61.75/26.90  																																													| (431) e1 = e0
% 61.75/26.90  																																													|
% 61.75/26.90  																																													| Equations (431) can reduce 233 to:
% 61.75/26.90  																																													| (266) $false
% 61.75/26.90  																																													|
% 61.75/26.90  																																													|-The branch is then unsatisfiable
% 61.75/26.90  																																								|-Branch two:
% 61.75/26.90  																																								| (1390)  ~ (all_0_44_44 = e4)
% 61.75/26.90  																																								| (1391) all_0_44_44 = e3 | all_0_44_44 = e1 | all_0_44_44 = e0
% 61.75/26.90  																																								|
% 61.75/26.90  																																									+-Applying beta-rule and splitting (1391), into two cases.
% 61.75/26.90  																																									|-Branch one:
% 61.75/26.90  																																									| (1414) all_0_44_44 = e0
% 61.75/26.90  																																									|
% 61.75/26.90  																																										| Equations (1414) can reduce 360 to:
% 61.75/26.90  																																										| (266) $false
% 61.75/26.90  																																										|
% 61.75/26.90  																																										|-The branch is then unsatisfiable
% 61.75/26.90  																																									|-Branch two:
% 61.75/26.90  																																									| (360)  ~ (all_0_44_44 = e0)
% 61.75/26.90  																																									| (1417) all_0_44_44 = e3 | all_0_44_44 = e1
% 61.75/26.90  																																									|
% 61.75/26.90  																																										+-Applying beta-rule and splitting (1417), into two cases.
% 61.75/26.90  																																										|-Branch one:
% 61.75/26.90  																																										| (635) all_0_44_44 = e1
% 61.75/26.90  																																										|
% 61.75/26.90  																																											| Equations (635) can reduce 639 to:
% 61.75/26.90  																																											| (266) $false
% 61.75/26.90  																																											|
% 61.75/26.90  																																											|-The branch is then unsatisfiable
% 61.75/26.90  																																										|-Branch two:
% 61.75/26.90  																																										| (639)  ~ (all_0_44_44 = e1)
% 61.75/26.90  																																										| (532) all_0_44_44 = e3
% 61.75/26.90  																																										|
% 61.75/26.90  																																											| Equations (532) can reduce 407 to:
% 61.75/26.90  																																											| (266) $false
% 61.75/26.90  																																											|
% 61.75/26.90  																																											|-The branch is then unsatisfiable
% 61.75/26.90  																																						|-Branch two:
% 61.75/26.90  																																						| (475)  ~ (all_0_51_51 = e4)
% 61.75/26.90  																																						| (1104) all_0_51_51 = e3 | all_0_51_51 = e1
% 61.75/26.90  																																						|
% 61.75/26.90  																																							+-Applying beta-rule and splitting (1104), into two cases.
% 61.75/26.90  																																							|-Branch one:
% 61.75/26.90  																																							| (1109) all_0_51_51 = e1
% 61.75/26.90  																																							|
% 61.75/26.90  																																								| Equations (1109) can reduce 464 to:
% 61.75/26.90  																																								| (266) $false
% 61.75/26.90  																																								|
% 61.75/26.90  																																								|-The branch is then unsatisfiable
% 61.75/26.90  																																							|-Branch two:
% 61.75/26.90  																																							| (464)  ~ (all_0_51_51 = e1)
% 61.75/26.90  																																							| (660) all_0_51_51 = e3
% 61.75/26.90  																																							|
% 61.75/26.90  																																								| Equations (660) can reduce 664 to:
% 61.75/26.90  																																								| (266) $false
% 61.75/26.90  																																								|
% 61.75/26.90  																																								|-The branch is then unsatisfiable
% 61.75/26.90  																																			|-Branch two:
% 61.75/26.90  																																			| (254)  ~ (all_0_48_48 = e4)
% 61.75/26.90  																																			| (10222) all_0_48_48 = e1 | all_0_48_48 = e0
% 61.75/26.90  																																			|
% 61.75/26.90  																																				+-Applying beta-rule and splitting (10222), into two cases.
% 61.75/26.90  																																				|-Branch one:
% 61.75/26.90  																																				| (1279) all_0_48_48 = e0
% 61.75/26.90  																																				|
% 61.75/26.90  																																					| Equations (1279) can reduce 1283 to:
% 61.75/26.90  																																					| (266) $false
% 61.75/26.90  																																					|
% 61.75/26.90  																																					|-The branch is then unsatisfiable
% 61.75/26.90  																																				|-Branch two:
% 61.75/26.90  																																				| (1283)  ~ (all_0_48_48 = e0)
% 61.75/26.90  																																				| (615) all_0_48_48 = e1
% 61.75/26.90  																																				|
% 61.75/26.90  																																					| Equations (615) can reduce 619 to:
% 61.75/26.90  																																					| (266) $false
% 61.75/26.90  																																					|
% 61.75/26.90  																																					|-The branch is then unsatisfiable
% 61.75/26.90  																																	|-Branch two:
% 61.75/26.90  																																	| (466)  ~ (all_0_56_56 = e1)
% 61.75/26.90  																																	| (1574) all_0_57_57 = e1 | all_0_58_58 = e1
% 61.75/26.90  																																	|
% 61.75/26.90  																																		+-Applying beta-rule and splitting (1574), into two cases.
% 61.75/26.90  																																		|-Branch one:
% 61.75/26.90  																																		| (647) all_0_57_57 = e1
% 61.75/26.90  																																		|
% 61.75/26.90  																																			| Combining equations (875,647) yields a new equation:
% 61.75/26.90  																																			| (431) e1 = e0
% 61.75/26.90  																																			|
% 61.75/26.90  																																			| Equations (431) can reduce 233 to:
% 61.75/26.90  																																			| (266) $false
% 61.75/26.90  																																			|
% 61.75/26.90  																																			|-The branch is then unsatisfiable
% 61.75/26.90  																																		|-Branch two:
% 61.75/26.90  																																		| (1670)  ~ (all_0_57_57 = e1)
% 61.75/26.90  																																		| (918) all_0_58_58 = e1
% 61.75/26.90  																																		|
% 61.75/26.90  																																			| Combining equations (795,918) yields a new equation:
% 61.75/26.90  																																			| (454) e3 = e1
% 61.75/26.90  																																			|
% 61.75/26.90  																																			| Simplifying 454 yields:
% 61.75/26.90  																																			| (455) e3 = e1
% 61.75/26.90  																																			|
% 61.75/26.90  																																			| Equations (455) can reduce 213 to:
% 61.75/26.90  																																			| (266) $false
% 61.75/26.90  																																			|
% 61.75/26.90  																																			|-The branch is then unsatisfiable
% 61.75/26.90  																													|-Branch two:
% 61.75/26.90  																													| (487)  ~ (all_0_49_49 = e0)
% 61.75/26.90  																													| (914) all_0_58_58 = e0
% 61.75/26.90  																													|
% 61.75/26.90  																														| Combining equations (795,914) yields a new equation:
% 61.75/26.90  																														| (675) e3 = e0
% 61.75/26.90  																														|
% 61.75/26.90  																														| Simplifying 675 yields:
% 61.75/26.90  																														| (676) e3 = e0
% 61.75/26.90  																														|
% 61.75/26.90  																														| Equations (676) can reduce 80 to:
% 61.75/26.90  																														| (266) $false
% 61.75/26.90  																														|
% 61.75/26.90  																														|-The branch is then unsatisfiable
% 61.75/26.90  																												|-Branch two:
% 61.75/26.90  																												| (405)  ~ (all_0_42_42 = e3)
% 61.75/26.90  																												| (521) all_0_47_47 = e3 | all_0_51_51 = e3 | all_0_56_56 = e3
% 61.75/26.90  																												|
% 61.75/26.90  																													+-Applying beta-rule and splitting (1899), into two cases.
% 61.75/26.90  																													|-Branch one:
% 61.75/26.90  																													| (516) all_0_42_42 = e3
% 61.75/26.90  																													|
% 61.75/26.90  																														| Equations (516) can reduce 405 to:
% 61.75/26.90  																														| (266) $false
% 61.75/26.90  																														|
% 61.75/26.90  																														|-The branch is then unsatisfiable
% 61.75/26.90  																													|-Branch two:
% 61.75/26.90  																													| (405)  ~ (all_0_42_42 = e3)
% 61.75/26.90  																													| (532) all_0_44_44 = e3
% 61.75/26.90  																													|
% 61.75/26.90  																														| Equations (532) can reduce 407 to:
% 61.75/26.90  																														| (266) $false
% 61.75/26.90  																														|
% 61.75/26.90  																														|-The branch is then unsatisfiable
% 61.75/26.90  																								|-Branch two:
% 61.75/26.90  																								| (807) all_0_47_47 = e1 & all_0_52_52 = e2 &  ~ (all_0_48_48 = e2)
% 61.75/26.90  																								|
% 61.75/26.90  																									| Applying alpha-rule on (807) yields:
% 61.75/26.90  																									| (654) all_0_47_47 = e1
% 61.75/26.90  																									| (352) all_0_52_52 = e2
% 61.75/26.90  																									| (810)  ~ (all_0_48_48 = e2)
% 61.75/26.90  																									|
% 61.75/26.90  																									| Combining equations (1105,654) yields a new equation:
% 61.75/26.90  																									| (616) e2 = e1
% 61.75/26.90  																									|
% 61.75/26.90  																									| Simplifying 616 yields:
% 61.75/26.90  																									| (617) e2 = e1
% 61.75/26.90  																									|
% 61.75/26.90  																									| Equations (617) can reduce 122 to:
% 61.75/26.90  																									| (266) $false
% 61.75/26.90  																									|
% 61.75/26.90  																									|-The branch is then unsatisfiable
% 61.75/26.90  																							|-Branch two:
% 61.75/26.90  																							| (813) all_0_47_47 = e1 & all_0_52_52 = e2 &  ~ (all_0_51_51 = e1)
% 61.75/26.90  																							|
% 61.75/26.90  																								| Applying alpha-rule on (813) yields:
% 61.75/26.90  																								| (654) all_0_47_47 = e1
% 61.75/26.90  																								| (352) all_0_52_52 = e2
% 61.75/26.90  																								| (464)  ~ (all_0_51_51 = e1)
% 61.75/26.90  																								|
% 61.75/26.90  																								| Combining equations (1105,654) yields a new equation:
% 61.75/26.90  																								| (616) e2 = e1
% 61.75/26.90  																								|
% 61.75/26.90  																								| Simplifying 616 yields:
% 61.75/26.90  																								| (617) e2 = e1
% 61.75/26.90  																								|
% 61.75/26.90  																								| Equations (617) can reduce 122 to:
% 61.75/26.90  																								| (266) $false
% 61.75/26.90  																								|
% 61.75/26.90  																								|-The branch is then unsatisfiable
% 61.75/26.90  																						|-Branch two:
% 61.75/26.90  																						| (819) all_0_47_47 = e0 & all_0_58_58 = e2 &  ~ (all_0_49_49 = e2)
% 61.75/26.90  																						|
% 61.75/26.90  																							| Applying alpha-rule on (819) yields:
% 61.75/26.90  																							| (674) all_0_47_47 = e0
% 61.75/26.90  																							| (624) all_0_58_58 = e2
% 61.75/26.90  																							| (340)  ~ (all_0_49_49 = e2)
% 61.75/26.90  																							|
% 61.75/26.90  																							| Combining equations (1105,674) yields a new equation:
% 61.75/26.90  																							| (391) e2 = e0
% 61.75/26.90  																							|
% 61.75/26.90  																							| Simplifying 391 yields:
% 61.75/26.90  																							| (330) e2 = e0
% 61.75/26.90  																							|
% 61.75/26.90  																							| Equations (330) can reduce 128 to:
% 61.75/26.90  																							| (266) $false
% 61.75/26.90  																							|
% 61.75/26.90  																							|-The branch is then unsatisfiable
% 61.75/26.90  																					|-Branch two:
% 61.75/26.90  																					| (825) all_0_47_47 = e0 & all_0_58_58 = e2 &  ~ (all_0_56_56 = e0)
% 61.75/26.90  																					|
% 61.75/26.90  																						| Applying alpha-rule on (825) yields:
% 61.75/26.90  																						| (674) all_0_47_47 = e0
% 61.75/26.90  																						| (624) all_0_58_58 = e2
% 61.75/26.90  																						| (828)  ~ (all_0_56_56 = e0)
% 61.75/26.90  																						|
% 61.75/26.90  																						| Combining equations (1105,674) yields a new equation:
% 61.75/26.90  																						| (391) e2 = e0
% 61.75/26.90  																						|
% 61.75/26.90  																						| Simplifying 391 yields:
% 61.75/26.90  																						| (330) e2 = e0
% 61.75/26.90  																						|
% 61.75/26.90  																						| Equations (330) can reduce 128 to:
% 61.75/26.90  																						| (266) $false
% 61.75/26.90  																						|
% 61.75/26.90  																						|-The branch is then unsatisfiable
% 61.75/26.90  																			|-Branch two:
% 61.75/26.90  																			| (549)  ~ (all_0_46_46 = e1)
% 61.75/26.90  																			| (600) all_0_50_50 = e1 | all_0_55_55 = e1
% 61.75/26.90  																			|
% 61.75/26.90  																				+-Applying beta-rule and splitting (600), into two cases.
% 61.75/26.90  																				|-Branch one:
% 61.75/26.90  																				| (601) all_0_50_50 = e1
% 61.75/26.90  																				|
% 61.75/26.90  																					| Combining equations (415,601) yields a new equation:
% 61.75/26.90  																					| (454) e3 = e1
% 61.75/26.90  																					|
% 61.75/26.90  																					| Simplifying 454 yields:
% 61.75/26.90  																					| (455) e3 = e1
% 61.75/26.90  																					|
% 61.75/26.90  																					| Equations (455) can reduce 213 to:
% 61.75/26.90  																					| (266) $false
% 61.75/26.90  																					|
% 61.75/26.90  																					|-The branch is then unsatisfiable
% 61.75/26.90  																				|-Branch two:
% 61.75/26.90  																				| (759)  ~ (all_0_50_50 = e1)
% 61.75/26.90  																				| (629) all_0_55_55 = e1
% 61.75/26.90  																				|
% 61.75/26.90  																					| Combining equations (629,386) yields a new equation:
% 61.75/26.90  																					| (617) e2 = e1
% 61.75/26.90  																					|
% 61.75/26.90  																					| Equations (617) can reduce 122 to:
% 61.75/26.90  																					| (266) $false
% 61.75/26.90  																					|
% 61.75/26.90  																					|-The branch is then unsatisfiable
% 61.75/26.90  																	|-Branch two:
% 61.75/26.90  																	| (357)  ~ (all_0_41_41 = e0)
% 61.75/26.90  																	| (4053) all_0_41_41 = e3 | all_0_41_41 = e1
% 61.75/26.90  																	|
% 61.75/26.90  																		+-Applying beta-rule and splitting (395), into two cases.
% 61.75/26.90  																		|-Branch one:
% 61.75/26.90  																		| (794) all_0_41_41 = e0
% 61.75/26.90  																		|
% 61.75/26.90  																			| Equations (794) can reduce 357 to:
% 61.75/26.90  																			| (266) $false
% 61.75/26.90  																			|
% 61.75/26.90  																			|-The branch is then unsatisfiable
% 61.75/26.90  																		|-Branch two:
% 61.75/26.90  																		| (357)  ~ (all_0_41_41 = e0)
% 61.75/26.90  																		| (895) all_0_46_46 = e0 | all_0_55_55 = e0
% 61.75/26.90  																		|
% 61.75/26.90  																			+-Applying beta-rule and splitting (895), into two cases.
% 61.75/26.90  																			|-Branch one:
% 61.75/26.90  																			| (538) all_0_46_46 = e0
% 61.75/26.90  																			|
% 61.75/26.90  																				+-Applying beta-rule and splitting (595), into two cases.
% 61.75/26.90  																				|-Branch one:
% 61.75/26.90  																				| (545) all_0_46_46 = e1
% 61.75/26.90  																				|
% 61.75/26.90  																					| Combining equations (545,538) yields a new equation:
% 61.75/26.90  																					| (546) e1 = e0
% 61.75/26.90  																					|
% 61.75/26.90  																					| Simplifying 546 yields:
% 61.75/26.91  																					| (431) e1 = e0
% 61.75/26.91  																					|
% 61.75/26.91  																					| Equations (431) can reduce 233 to:
% 61.75/26.91  																					| (266) $false
% 61.75/26.91  																					|
% 61.75/26.91  																					|-The branch is then unsatisfiable
% 61.75/26.91  																				|-Branch two:
% 61.75/26.91  																				| (549)  ~ (all_0_46_46 = e1)
% 61.75/26.91  																				| (600) all_0_50_50 = e1 | all_0_55_55 = e1
% 61.75/26.91  																				|
% 61.75/26.91  																					+-Applying beta-rule and splitting (600), into two cases.
% 61.75/26.91  																					|-Branch one:
% 61.75/26.91  																					| (601) all_0_50_50 = e1
% 61.75/26.91  																					|
% 61.75/26.91  																						| Combining equations (415,601) yields a new equation:
% 61.75/26.91  																						| (454) e3 = e1
% 61.75/26.91  																						|
% 61.75/26.91  																						| Simplifying 454 yields:
% 61.75/26.91  																						| (455) e3 = e1
% 61.75/26.91  																						|
% 61.75/26.91  																						| Equations (455) can reduce 213 to:
% 61.75/26.91  																						| (266) $false
% 61.75/26.91  																						|
% 61.75/26.91  																						|-The branch is then unsatisfiable
% 61.75/26.91  																					|-Branch two:
% 61.75/26.91  																					| (759)  ~ (all_0_50_50 = e1)
% 61.75/26.91  																					| (629) all_0_55_55 = e1
% 61.75/26.91  																					|
% 61.75/26.91  																						| Combining equations (629,386) yields a new equation:
% 61.75/26.91  																						| (617) e2 = e1
% 61.75/26.91  																						|
% 61.75/26.91  																						| Equations (617) can reduce 122 to:
% 61.75/26.91  																						| (266) $false
% 61.75/26.91  																						|
% 61.75/26.91  																						|-The branch is then unsatisfiable
% 61.75/26.91  																			|-Branch two:
% 61.75/26.91  																			| (831)  ~ (all_0_46_46 = e0)
% 61.75/26.91  																			| (858) all_0_55_55 = e0
% 61.75/26.91  																			|
% 61.75/26.91  																				| Combining equations (858,386) yields a new equation:
% 61.75/26.91  																				| (330) e2 = e0
% 61.75/26.91  																				|
% 61.75/26.91  																				| Equations (330) can reduce 128 to:
% 61.75/26.91  																				| (266) $false
% 61.75/26.91  																				|
% 61.75/26.91  																				|-The branch is then unsatisfiable
% 61.75/26.91  												|-Branch two:
% 61.75/26.91  												| (411)  ~ (all_0_50_50 = e3)
% 61.75/26.91  												| (418) all_0_51_51 = e3 | all_0_53_53 = e3
% 61.75/26.91  												|
% 61.75/26.91  													+-Applying beta-rule and splitting (241), into two cases.
% 61.75/26.91  													|-Branch one:
% 61.75/26.91  													| (378) all_0_50_50 = e2
% 61.75/26.91  													|
% 61.75/26.91  														| Equations (378) can reduce 302 to:
% 61.75/26.91  														| (266) $false
% 61.75/26.91  														|
% 61.75/26.91  														|-The branch is then unsatisfiable
% 61.75/26.91  													|-Branch two:
% 61.75/26.91  													| (302)  ~ (all_0_50_50 = e2)
% 61.75/26.91  													| (422) all_0_50_50 = e4 | all_0_50_50 = e3 | all_0_50_50 = e1
% 61.75/26.91  													|
% 61.75/26.91  														+-Applying beta-rule and splitting (422), into two cases.
% 61.75/26.91  														|-Branch one:
% 61.75/26.91  														| (775) all_0_50_50 = e4
% 61.75/26.91  														|
% 61.75/26.91  															| Equations (775) can reduce 566 to:
% 61.75/26.91  															| (266) $false
% 61.75/26.91  															|
% 61.75/26.91  															|-The branch is then unsatisfiable
% 61.75/26.91  														|-Branch two:
% 61.75/26.91  														| (566)  ~ (all_0_50_50 = e4)
% 61.75/26.91  														| (1444) all_0_50_50 = e3 | all_0_50_50 = e1
% 61.75/26.91  														|
% 61.75/26.91  															+-Applying beta-rule and splitting (144), into two cases.
% 61.75/26.91  															|-Branch one:
% 61.75/26.91  															| (403) all_0_41_41 = e3
% 61.75/26.91  															|
% 61.75/26.91  																| Equations (403) can reduce 221 to:
% 61.75/26.91  																| (410)  ~ (all_0_50_50 = e3)
% 61.75/26.91  																|
% 61.75/26.91  																| Simplifying 410 yields:
% 61.75/26.91  																| (411)  ~ (all_0_50_50 = e3)
% 61.75/26.91  																|
% 61.75/26.91  																+-Applying beta-rule and splitting (1444), into two cases.
% 61.75/26.91  																|-Branch one:
% 61.75/26.91  																| (601) all_0_50_50 = e1
% 61.75/26.91  																|
% 61.75/26.91  																	| Equations (601) can reduce 302 to:
% 61.75/26.91  																	| (604)  ~ (e2 = e1)
% 61.75/26.91  																	|
% 61.75/26.91  																	| Simplifying 604 yields:
% 61.75/26.91  																	| (122)  ~ (e2 = e1)
% 61.75/26.91  																	|
% 61.75/26.91  																	+-Applying beta-rule and splitting (163), into two cases.
% 61.75/26.91  																	|-Branch one:
% 61.75/26.91  																	| (565) all_0_52_52 = e4
% 61.75/26.91  																	|
% 61.75/26.91  																		| Combining equations (565,352) yields a new equation:
% 61.75/26.91  																		| (322) e4 = e2
% 61.75/26.91  																		|
% 61.75/26.91  																		| Simplifying 322 yields:
% 61.75/26.91  																		| (323) e4 = e2
% 61.75/26.91  																		|
% 61.75/26.91  																		| Equations (323) can reduce 48 to:
% 61.75/26.91  																		| (266) $false
% 61.75/26.91  																		|
% 61.75/26.91  																		|-The branch is then unsatisfiable
% 61.75/26.91  																	|-Branch two:
% 61.75/26.91  																	| (780)  ~ (all_0_52_52 = e4)
% 61.75/26.91  																	| (781) (all_0_41_41 = e0 & all_0_58_58 = e3 &  ~ (all_0_44_44 = e3)) | (all_0_41_41 = e0 & all_0_58_58 = e3 &  ~ (all_0_55_55 = e0)) | (all_0_47_47 = e1 & all_0_52_52 = e2 &  ~ (all_0_48_48 = e2)) | (all_0_47_47 = e1 & all_0_52_52 = e2 &  ~ (all_0_51_51 = e1)) | (all_0_47_47 = e0 & all_0_58_58 = e2 &  ~ (all_0_49_49 = e2)) | (all_0_47_47 = e0 & all_0_58_58 = e2 &  ~ (all_0_56_56 = e0))
% 61.75/26.91  																	|
% 61.75/26.91  																		+-Applying beta-rule and splitting (781), into two cases.
% 61.75/26.91  																		|-Branch one:
% 61.75/26.91  																		| (789) (all_0_41_41 = e0 & all_0_58_58 = e3 &  ~ (all_0_44_44 = e3)) | (all_0_41_41 = e0 & all_0_58_58 = e3 &  ~ (all_0_55_55 = e0)) | (all_0_47_47 = e1 & all_0_52_52 = e2 &  ~ (all_0_48_48 = e2)) | (all_0_47_47 = e1 & all_0_52_52 = e2 &  ~ (all_0_51_51 = e1)) | (all_0_47_47 = e0 & all_0_58_58 = e2 &  ~ (all_0_49_49 = e2))
% 61.75/26.91  																		|
% 61.75/26.91  																			+-Applying beta-rule and splitting (789), into two cases.
% 61.75/26.91  																			|-Branch one:
% 61.75/26.91  																			| (790) (all_0_41_41 = e0 & all_0_58_58 = e3 &  ~ (all_0_44_44 = e3)) | (all_0_41_41 = e0 & all_0_58_58 = e3 &  ~ (all_0_55_55 = e0)) | (all_0_47_47 = e1 & all_0_52_52 = e2 &  ~ (all_0_48_48 = e2)) | (all_0_47_47 = e1 & all_0_52_52 = e2 &  ~ (all_0_51_51 = e1))
% 61.75/26.91  																			|
% 61.75/26.91  																				+-Applying beta-rule and splitting (790), into two cases.
% 61.75/26.91  																				|-Branch one:
% 61.75/26.91  																				| (791) (all_0_41_41 = e0 & all_0_58_58 = e3 &  ~ (all_0_44_44 = e3)) | (all_0_41_41 = e0 & all_0_58_58 = e3 &  ~ (all_0_55_55 = e0)) | (all_0_47_47 = e1 & all_0_52_52 = e2 &  ~ (all_0_48_48 = e2))
% 61.75/26.91  																				|
% 61.75/26.91  																					+-Applying beta-rule and splitting (791), into two cases.
% 61.75/26.91  																					|-Branch one:
% 61.75/26.91  																					| (792) (all_0_41_41 = e0 & all_0_58_58 = e3 &  ~ (all_0_44_44 = e3)) | (all_0_41_41 = e0 & all_0_58_58 = e3 &  ~ (all_0_55_55 = e0))
% 61.75/26.91  																					|
% 61.75/26.91  																						+-Applying beta-rule and splitting (792), into two cases.
% 61.75/26.91  																						|-Branch one:
% 61.75/26.91  																						| (793) all_0_41_41 = e0 & all_0_58_58 = e3 &  ~ (all_0_44_44 = e3)
% 61.75/26.91  																						|
% 61.75/26.91  																							| Applying alpha-rule on (793) yields:
% 61.75/26.91  																							| (794) all_0_41_41 = e0
% 61.75/26.91  																							| (795) all_0_58_58 = e3
% 61.75/26.91  																							| (407)  ~ (all_0_44_44 = e3)
% 61.75/26.91  																							|
% 61.75/26.91  																							| Combining equations (794,403) yields a new equation:
% 61.75/26.91  																							| (676) e3 = e0
% 61.75/26.91  																							|
% 61.75/26.91  																							| Equations (676) can reduce 80 to:
% 61.75/26.91  																							| (266) $false
% 61.75/26.91  																							|
% 61.75/26.91  																							|-The branch is then unsatisfiable
% 61.75/26.91  																						|-Branch two:
% 61.75/26.91  																						| (800) all_0_41_41 = e0 & all_0_58_58 = e3 &  ~ (all_0_55_55 = e0)
% 61.75/26.91  																						|
% 61.75/26.91  																							| Applying alpha-rule on (800) yields:
% 61.75/26.91  																							| (794) all_0_41_41 = e0
% 61.75/26.91  																							| (795) all_0_58_58 = e3
% 61.75/26.91  																							| (803)  ~ (all_0_55_55 = e0)
% 61.75/26.91  																							|
% 61.75/26.91  																							| Combining equations (794,403) yields a new equation:
% 61.75/26.91  																							| (676) e3 = e0
% 61.75/26.91  																							|
% 61.75/26.91  																							| Equations (676) can reduce 80 to:
% 61.75/26.91  																							| (266) $false
% 61.75/26.91  																							|
% 61.75/26.91  																							|-The branch is then unsatisfiable
% 61.75/26.91  																					|-Branch two:
% 61.75/26.91  																					| (807) all_0_47_47 = e1 & all_0_52_52 = e2 &  ~ (all_0_48_48 = e2)
% 61.75/26.91  																					|
% 61.75/26.91  																						| Applying alpha-rule on (807) yields:
% 61.75/26.91  																						| (654) all_0_47_47 = e1
% 61.75/26.91  																						| (352) all_0_52_52 = e2
% 61.75/26.91  																						| (810)  ~ (all_0_48_48 = e2)
% 61.75/26.91  																						|
% 61.75/26.91  																						| Combining equations (1105,654) yields a new equation:
% 61.75/26.91  																						| (616) e2 = e1
% 61.75/26.91  																						|
% 61.75/26.91  																						| Simplifying 616 yields:
% 61.75/26.91  																						| (617) e2 = e1
% 61.75/26.91  																						|
% 61.75/26.91  																						| Equations (617) can reduce 122 to:
% 61.75/26.91  																						| (266) $false
% 61.75/26.91  																						|
% 61.75/26.91  																						|-The branch is then unsatisfiable
% 61.75/26.91  																				|-Branch two:
% 61.75/26.91  																				| (813) all_0_47_47 = e1 & all_0_52_52 = e2 &  ~ (all_0_51_51 = e1)
% 61.75/26.91  																				|
% 61.75/26.91  																					| Applying alpha-rule on (813) yields:
% 61.75/26.91  																					| (654) all_0_47_47 = e1
% 61.75/26.91  																					| (352) all_0_52_52 = e2
% 61.75/26.91  																					| (464)  ~ (all_0_51_51 = e1)
% 61.75/26.91  																					|
% 61.75/26.91  																					| Combining equations (1105,654) yields a new equation:
% 61.75/26.91  																					| (616) e2 = e1
% 61.75/26.91  																					|
% 61.75/26.91  																					| Simplifying 616 yields:
% 61.75/26.91  																					| (617) e2 = e1
% 61.75/26.91  																					|
% 61.75/26.91  																					| Equations (617) can reduce 122 to:
% 61.75/26.91  																					| (266) $false
% 61.75/26.91  																					|
% 61.75/26.91  																					|-The branch is then unsatisfiable
% 61.75/26.91  																			|-Branch two:
% 61.75/26.91  																			| (819) all_0_47_47 = e0 & all_0_58_58 = e2 &  ~ (all_0_49_49 = e2)
% 61.75/26.91  																			|
% 61.75/26.91  																				| Applying alpha-rule on (819) yields:
% 61.75/26.91  																				| (674) all_0_47_47 = e0
% 61.75/26.91  																				| (624) all_0_58_58 = e2
% 61.75/26.91  																				| (340)  ~ (all_0_49_49 = e2)
% 61.75/26.91  																				|
% 61.75/26.91  																				| Combining equations (1105,674) yields a new equation:
% 61.75/26.91  																				| (391) e2 = e0
% 61.75/26.91  																				|
% 61.75/26.91  																				| Simplifying 391 yields:
% 61.75/26.91  																				| (330) e2 = e0
% 61.75/26.91  																				|
% 61.75/26.91  																				| Equations (330) can reduce 128 to:
% 61.75/26.91  																				| (266) $false
% 61.75/26.91  																				|
% 61.75/26.91  																				|-The branch is then unsatisfiable
% 61.75/26.91  																		|-Branch two:
% 61.75/26.91  																		| (825) all_0_47_47 = e0 & all_0_58_58 = e2 &  ~ (all_0_56_56 = e0)
% 61.75/26.91  																		|
% 61.75/26.91  																			| Applying alpha-rule on (825) yields:
% 61.75/26.91  																			| (674) all_0_47_47 = e0
% 61.75/26.91  																			| (624) all_0_58_58 = e2
% 61.75/26.91  																			| (828)  ~ (all_0_56_56 = e0)
% 61.75/26.91  																			|
% 61.75/26.91  																			| Combining equations (1105,674) yields a new equation:
% 61.75/26.91  																			| (391) e2 = e0
% 61.75/26.91  																			|
% 61.75/26.91  																			| Simplifying 391 yields:
% 61.75/26.91  																			| (330) e2 = e0
% 61.75/26.91  																			|
% 61.75/26.91  																			| Equations (330) can reduce 128 to:
% 61.75/26.91  																			| (266) $false
% 61.75/26.91  																			|
% 61.75/26.91  																			|-The branch is then unsatisfiable
% 61.75/26.91  																|-Branch two:
% 61.75/26.91  																| (759)  ~ (all_0_50_50 = e1)
% 61.75/26.91  																| (415) all_0_50_50 = e3
% 61.75/26.91  																|
% 61.75/26.91  																	| Equations (415) can reduce 411 to:
% 61.75/26.91  																	| (266) $false
% 61.75/26.91  																	|
% 61.75/26.91  																	|-The branch is then unsatisfiable
% 61.75/26.91  															|-Branch two:
% 61.75/26.91  															| (1898)  ~ (all_0_41_41 = e3)
% 61.75/26.91  															| (1923) all_0_46_46 = e3 | all_0_50_50 = e3 | all_0_55_55 = e3
% 61.75/26.91  															|
% 61.75/26.91  																+-Applying beta-rule and splitting (1444), into two cases.
% 61.75/26.91  																|-Branch one:
% 61.75/26.91  																| (601) all_0_50_50 = e1
% 61.75/26.91  																|
% 61.75/26.91  																	| Equations (601) can reduce 411 to:
% 61.75/26.91  																	| (467)  ~ (e3 = e1)
% 61.75/26.91  																	|
% 61.75/26.91  																	| Simplifying 467 yields:
% 61.75/26.91  																	| (213)  ~ (e3 = e1)
% 61.75/26.91  																	|
% 61.75/26.91  																	+-Applying beta-rule and splitting (1923), into two cases.
% 61.75/26.91  																	|-Branch one:
% 61.75/26.91  																	| (1557) all_0_46_46 = e3
% 61.75/26.91  																	|
% 61.75/26.91  																		| Equations (1557) can reduce 409 to:
% 61.75/26.91  																		| (266) $false
% 61.75/26.91  																		|
% 61.75/26.91  																		|-The branch is then unsatisfiable
% 61.75/26.91  																	|-Branch two:
% 61.75/26.91  																	| (409)  ~ (all_0_46_46 = e3)
% 61.75/26.91  																	| (4042) all_0_50_50 = e3 | all_0_55_55 = e3
% 61.75/26.91  																	|
% 61.75/26.91  																		+-Applying beta-rule and splitting (4042), into two cases.
% 61.75/26.91  																		|-Branch one:
% 61.75/26.91  																		| (415) all_0_50_50 = e3
% 61.75/26.91  																		|
% 61.75/26.91  																			| Combining equations (601,415) yields a new equation:
% 61.75/26.91  																			| (455) e3 = e1
% 61.75/26.91  																			|
% 61.75/26.91  																			| Equations (455) can reduce 213 to:
% 61.75/26.91  																			| (266) $false
% 61.75/26.91  																			|
% 61.75/26.91  																			|-The branch is then unsatisfiable
% 61.75/26.91  																		|-Branch two:
% 61.75/26.91  																		| (411)  ~ (all_0_50_50 = e3)
% 61.75/26.91  																		| (2336) all_0_55_55 = e3
% 61.75/26.91  																		|
% 61.75/26.91  																			| Combining equations (2336,386) yields a new equation:
% 61.75/26.91  																			| (661) e3 = e2
% 61.75/26.91  																			|
% 61.75/26.91  																			| Simplifying 661 yields:
% 61.75/26.91  																			| (662) e3 = e2
% 61.75/26.91  																			|
% 61.75/26.91  																			| Equations (662) can reduce 212 to:
% 61.75/26.91  																			| (266) $false
% 61.75/26.91  																			|
% 61.75/26.91  																			|-The branch is then unsatisfiable
% 61.75/26.91  																|-Branch two:
% 61.75/26.91  																| (759)  ~ (all_0_50_50 = e1)
% 61.75/26.91  																| (415) all_0_50_50 = e3
% 61.75/26.91  																|
% 61.75/26.91  																	| Equations (415) can reduce 411 to:
% 61.75/26.91  																	| (266) $false
% 61.75/26.91  																	|
% 61.75/26.91  																	|-The branch is then unsatisfiable
% 61.75/26.91  											|-Branch two:
% 61.75/26.91  											| (338)  ~ (all_0_47_47 = e2)
% 61.75/26.91  											| (1108) all_0_51_51 = e2 | all_0_56_56 = e2
% 61.75/26.91  											|
% 61.75/26.91  												+-Applying beta-rule and splitting (1108), into two cases.
% 61.75/26.91  												|-Branch one:
% 61.75/26.91  												| (504) all_0_51_51 = e2
% 61.75/26.91  												|
% 61.75/26.91  													| Equations (504) can reduce 1099 to:
% 61.75/26.91  													| (266) $false
% 61.75/26.91  													|
% 61.75/26.91  													|-The branch is then unsatisfiable
% 61.75/26.91  												|-Branch two:
% 61.75/26.91  												| (1099)  ~ (all_0_51_51 = e2)
% 61.75/26.91  												| (833) all_0_56_56 = e2
% 61.75/26.91  												|
% 61.75/26.91  													| Equations (833) can reduce 511 to:
% 61.75/26.91  													| (266) $false
% 61.75/26.91  													|
% 61.75/26.91  													|-The branch is then unsatisfiable
% 61.75/26.91  									|-Branch two:
% 61.75/26.91  									| (304)  ~ (all_0_55_55 = e2)
% 61.75/26.91  									| (389) all_0_56_56 = e2 | all_0_57_57 = e2 | all_0_58_58 = e2
% 61.75/26.91  									|
% 61.75/26.91  										+-Applying beta-rule and splitting (117), into two cases.
% 61.75/26.91  										|-Branch one:
% 61.75/26.91  										| (292) all_0_38_38 = e2
% 61.75/26.91  										|
% 61.75/26.91  											| Combining equations (292,321) yields a new equation:
% 61.75/26.91  											| (323) e4 = e2
% 61.75/26.91  											|
% 61.75/26.91  											| Equations (323) can reduce 48 to:
% 61.75/26.91  											| (266) $false
% 61.75/26.91  											|
% 61.75/26.91  											|-The branch is then unsatisfiable
% 61.75/26.91  										|-Branch two:
% 61.75/26.91  										| (9600)  ~ (all_0_38_38 = e2)
% 61.75/26.91  										| (24424) all_0_46_46 = e2 | all_0_50_50 = e2 | all_0_55_55 = e2
% 61.75/26.91  										|
% 61.75/26.91  											+-Applying beta-rule and splitting (389), into two cases.
% 61.75/26.91  											|-Branch one:
% 61.75/26.91  											| (833) all_0_56_56 = e2
% 61.75/26.91  											|
% 61.75/26.91  												| Equations (833) can reduce 16 to:
% 61.75/26.91  												| (1099)  ~ (all_0_51_51 = e2)
% 61.75/26.91  												|
% 61.75/26.91  												| Equations (833) can reduce 153 to:
% 61.75/26.91  												| (304)  ~ (all_0_55_55 = e2)
% 61.75/26.91  												|
% 61.75/26.91  												| Equations (833) can reduce 140 to:
% 61.75/26.91  												| (343)  ~ (all_0_57_57 = e2)
% 61.75/26.91  												|
% 61.75/26.91  												| Simplifying 343 yields:
% 61.75/26.91  												| (344)  ~ (all_0_57_57 = e2)
% 61.75/26.91  												|
% 61.75/26.91  												| Equations (833) can reduce 44 to:
% 61.75/26.91  												| (1186)  ~ (all_0_58_58 = e2)
% 61.75/26.91  												|
% 61.75/26.91  												| Simplifying 1186 yields:
% 61.75/26.91  												| (908)  ~ (all_0_58_58 = e2)
% 61.75/26.91  												|
% 61.75/26.91  												| Equations (833) can reduce 828 to:
% 61.75/26.91  												| (128)  ~ (e2 = e0)
% 61.75/26.91  												|
% 61.75/26.91  												+-Applying beta-rule and splitting (53), into two cases.
% 61.75/26.91  												|-Branch one:
% 61.75/26.91  												| (1794) all_0_46_46 = e2
% 61.75/26.91  												|
% 61.75/26.91  													| Equations (1794) can reduce 43 to:
% 61.75/26.91  													| (85)  ~ (all_0_41_41 = e2)
% 61.75/26.91  													|
% 61.75/26.91  													| Equations (1794) can reduce 19 to:
% 61.75/26.91  													| (22180)  ~ (all_0_47_47 = e2)
% 61.75/26.91  													|
% 61.75/26.91  													| Simplifying 22180 yields:
% 61.75/26.91  													| (338)  ~ (all_0_47_47 = e2)
% 61.75/26.91  													|
% 61.75/26.91  													| Equations (1794) can reduce 30 to:
% 61.75/26.91  													| (12342)  ~ (all_0_48_48 = e2)
% 61.75/26.91  													|
% 61.75/26.91  													| Simplifying 12342 yields:
% 61.75/26.91  													| (810)  ~ (all_0_48_48 = e2)
% 61.75/26.91  													|
% 61.75/26.91  													| Equations (1794) can reduce 208 to:
% 61.75/26.91  													| (339)  ~ (all_0_49_49 = e2)
% 61.75/26.91  													|
% 61.75/26.91  													| Simplifying 339 yields:
% 61.75/26.91  													| (340)  ~ (all_0_49_49 = e2)
% 61.75/26.91  													|
% 61.75/26.91  													| Equations (1794) can reduce 35 to:
% 61.75/26.91  													| (301)  ~ (all_0_50_50 = e2)
% 61.75/26.91  													|
% 61.75/26.91  													| Simplifying 301 yields:
% 61.75/26.91  													| (302)  ~ (all_0_50_50 = e2)
% 61.75/26.91  													|
% 61.75/26.91  													| Equations (1794) can reduce 58 to:
% 61.75/26.91  													| (303)  ~ (all_0_55_55 = e2)
% 61.75/26.91  													|
% 61.75/26.91  													| Simplifying 303 yields:
% 61.75/26.91  													| (304)  ~ (all_0_55_55 = e2)
% 61.75/26.91  													|
% 61.75/26.91  													| Equations (1794) can reduce 250 to:
% 61.75/26.91  													| (327)  ~ (e4 = e2)
% 61.75/26.91  													|
% 61.75/26.91  													| Simplifying 327 yields:
% 61.75/26.91  													| (48)  ~ (e4 = e2)
% 61.75/26.91  													|
% 61.75/26.91  													| Equations (1794) can reduce 409 to:
% 61.75/26.91  													| (626)  ~ (e3 = e2)
% 61.75/26.91  													|
% 61.75/26.91  													| Simplifying 626 yields:
% 61.75/26.91  													| (212)  ~ (e3 = e2)
% 61.75/26.91  													|
% 61.75/26.91  													| From (1794) and (120) follows:
% 61.75/26.91  													| (5793) op(e2, e3) = e2
% 61.75/26.91  													|
% 61.75/26.91  													+-Applying beta-rule and splitting (231), into two cases.
% 61.75/26.91  													|-Branch one:
% 61.75/26.91  													| (775) all_0_50_50 = e4
% 61.75/26.91  													|
% 61.75/26.91  														| Equations (775) can reduce 566 to:
% 61.75/26.91  														| (266) $false
% 61.75/26.91  														|
% 61.75/26.91  														|-The branch is then unsatisfiable
% 61.75/26.91  													|-Branch two:
% 61.75/26.91  													| (566)  ~ (all_0_50_50 = e4)
% 61.75/26.91  													| (1071) all_0_51_51 = e4 | all_0_52_52 = e4 | all_0_53_53 = e4
% 61.75/26.91  													|
% 61.75/26.91  														+-Applying beta-rule and splitting (168), into two cases.
% 61.75/26.91  														|-Branch one:
% 61.75/26.91  														| (415) all_0_50_50 = e3
% 61.75/26.91  														|
% 61.75/26.91  															| Equations (415) can reduce 221 to:
% 61.75/26.91  															| (1898)  ~ (all_0_41_41 = e3)
% 61.75/26.91  															|
% 61.75/26.91  															| Equations (415) can reduce 190 to:
% 61.75/26.92  															| (1114)  ~ (all_0_53_53 = e3)
% 61.75/26.92  															|
% 61.75/26.92  															| Simplifying 1114 yields:
% 61.75/26.92  															| (903)  ~ (all_0_53_53 = e3)
% 61.75/26.92  															|
% 61.75/26.92  															| Equations (415) can reduce 93 to:
% 61.75/26.92  															| (269)  ~ (all_0_55_55 = e3)
% 61.75/26.92  															|
% 61.75/26.92  															| Simplifying 269 yields:
% 61.75/26.92  															| (270)  ~ (all_0_55_55 = e3)
% 61.75/26.92  															|
% 61.75/26.92  															| Equations (415) can reduce 566 to:
% 61.75/26.92  															| (277)  ~ (e4 = e3)
% 61.75/26.92  															|
% 61.75/26.92  															| Simplifying 277 yields:
% 61.75/26.92  															| (188)  ~ (e4 = e3)
% 61.75/26.92  															|
% 61.75/26.92  															| Equations (415) can reduce 302 to:
% 61.75/26.92  															| (212)  ~ (e3 = e2)
% 61.75/26.92  															|
% 61.75/26.92  															| From (415) and (242) follows:
% 61.75/26.92  															| (1934) op(e1, e3) = e3
% 61.75/26.92  															|
% 61.75/26.92  															+-Applying beta-rule and splitting (180), into two cases.
% 61.75/26.92  															|-Branch one:
% 61.75/26.92  															| (516) all_0_42_42 = e3
% 61.75/26.92  															|
% 61.75/26.92  																| Equations (516) can reduce 214 to:
% 61.93/26.92  																| (1898)  ~ (all_0_41_41 = e3)
% 61.93/26.92  																|
% 61.93/26.92  																| Equations (516) can reduce 240 to:
% 61.93/26.92  																| (47205)  ~ (all_0_43_43 = e3)
% 61.93/26.92  																|
% 61.93/26.92  																| Simplifying 47205 yields:
% 61.93/26.92  																| (99)  ~ (all_0_43_43 = e3)
% 61.93/26.92  																|
% 61.93/26.92  																| Equations (516) can reduce 73 to:
% 61.93/26.92  																| (406)  ~ (all_0_44_44 = e3)
% 61.93/26.92  																|
% 61.93/26.92  																| Simplifying 406 yields:
% 61.93/26.92  																| (407)  ~ (all_0_44_44 = e3)
% 61.93/26.92  																|
% 61.93/26.92  																| Equations (516) can reduce 61 to:
% 61.93/26.92  																| (1925)  ~ (all_0_51_51 = e3)
% 61.93/26.92  																|
% 61.93/26.92  																| Simplifying 1925 yields:
% 61.93/26.92  																| (664)  ~ (all_0_51_51 = e3)
% 61.93/26.92  																|
% 61.93/26.92  																| From (516) and (210) follows:
% 61.93/26.92  																| (4285) op(e3, e2) = e3
% 61.93/26.92  																|
% 61.93/26.92  																+-Applying beta-rule and splitting (189), into two cases.
% 61.93/26.92  																|-Branch one:
% 61.93/26.92  																| (532) all_0_44_44 = e3
% 61.93/26.92  																|
% 61.93/26.92  																	| Equations (532) can reduce 407 to:
% 61.93/26.92  																	| (266) $false
% 61.93/26.92  																	|
% 61.93/26.92  																	|-The branch is then unsatisfiable
% 61.93/26.92  																|-Branch two:
% 61.93/26.92  																| (407)  ~ (all_0_44_44 = e3)
% 61.93/26.92  																| (537) all_0_49_49 = e3 | all_0_53_53 = e3 | all_0_58_58 = e3
% 61.93/26.92  																|
% 61.93/26.92  																	+-Applying beta-rule and splitting (537), into two cases.
% 61.93/26.92  																	|-Branch one:
% 61.93/26.92  																	| (884) all_0_49_49 = e3
% 61.93/26.92  																	|
% 61.93/26.92  																		| Equations (884) can reduce 525 to:
% 61.93/26.92  																		| (266) $false
% 61.93/26.92  																		|
% 61.93/26.92  																		|-The branch is then unsatisfiable
% 61.93/26.92  																	|-Branch two:
% 61.93/26.92  																	| (525)  ~ (all_0_49_49 = e3)
% 61.93/26.92  																	| (887) all_0_53_53 = e3 | all_0_58_58 = e3
% 61.93/26.92  																	|
% 61.93/26.92  																		+-Applying beta-rule and splitting (887), into two cases.
% 61.93/26.92  																		|-Branch one:
% 61.93/26.92  																		| (665) all_0_53_53 = e3
% 61.93/26.92  																		|
% 61.93/26.92  																			| Equations (665) can reduce 903 to:
% 61.93/26.92  																			| (266) $false
% 61.93/26.92  																			|
% 61.93/26.92  																			|-The branch is then unsatisfiable
% 61.93/26.92  																		|-Branch two:
% 61.93/26.92  																		| (903)  ~ (all_0_53_53 = e3)
% 61.93/26.92  																		| (795) all_0_58_58 = e3
% 61.93/26.92  																		|
% 61.93/26.92  																			| Equations (795) can reduce 181 to:
% 61.93/26.92  																			| (407)  ~ (all_0_44_44 = e3)
% 61.93/26.92  																			|
% 61.93/26.92  																			| Equations (795) can reduce 10 to:
% 61.93/26.92  																			| (903)  ~ (all_0_53_53 = e3)
% 61.93/26.92  																			|
% 61.93/26.92  																			| Equations (795) can reduce 3 to:
% 61.93/26.92  																			| (270)  ~ (all_0_55_55 = e3)
% 61.93/26.92  																			|
% 61.93/26.92  																			| Equations (795) can reduce 148 to:
% 61.93/26.92  																			| (67)  ~ (all_0_57_57 = e3)
% 61.93/26.92  																			|
% 61.93/26.92  																			| Equations (795) can reduce 451 to:
% 61.93/26.92  																			| (277)  ~ (e4 = e3)
% 61.93/26.92  																			|
% 61.93/26.92  																			| Simplifying 277 yields:
% 61.93/26.92  																			| (188)  ~ (e4 = e3)
% 61.93/26.92  																			|
% 61.93/26.92  																			| Equations (795) can reduce 908 to:
% 61.93/26.92  																			| (212)  ~ (e3 = e2)
% 61.93/26.92  																			|
% 61.93/26.92  																			| From (795) and (245) follows:
% 61.93/26.92  																			| (60701) op(e0, e0) = e3
% 61.93/26.92  																			|
% 61.93/26.92  																			+-Applying beta-rule and splitting (7), into two cases.
% 61.93/26.92  																			|-Branch one:
% 61.93/26.92  																			| (504) all_0_51_51 = e2
% 61.93/26.92  																			|
% 61.93/26.92  																				| Equations (504) can reduce 1099 to:
% 61.93/26.92  																				| (266) $false
% 61.93/26.92  																				|
% 61.93/26.92  																				|-The branch is then unsatisfiable
% 61.93/26.92  																			|-Branch two:
% 61.93/26.92  																			| (1099)  ~ (all_0_51_51 = e2)
% 61.93/26.92  																			| (1100) all_0_51_51 = e4 | all_0_51_51 = e3 | all_0_51_51 = e1
% 61.93/26.92  																			|
% 61.93/26.92  																				+-Applying beta-rule and splitting (131), into two cases.
% 61.93/26.92  																				|-Branch one:
% 61.93/26.92  																				| (459) all_0_42_42 = e1
% 61.93/26.92  																				|
% 61.93/26.92  																					| Combining equations (459,516) yields a new equation:
% 61.93/26.92  																					| (455) e3 = e1
% 61.93/26.92  																					|
% 61.93/26.92  																					| Equations (455) can reduce 213 to:
% 61.93/26.92  																					| (266) $false
% 61.93/26.92  																					|
% 61.93/26.92  																					|-The branch is then unsatisfiable
% 61.93/26.92  																				|-Branch two:
% 61.93/26.92  																				| (1380)  ~ (all_0_42_42 = e1)
% 61.93/26.92  																				| (3259) all_0_47_47 = e1 | all_0_51_51 = e1 | all_0_56_56 = e1
% 61.93/26.92  																				|
% 61.93/26.92  																					| Equations (516) can reduce 1380 to:
% 61.93/26.92  																					| (213)  ~ (e3 = e1)
% 61.93/26.92  																					|
% 61.93/26.92  																					+-Applying beta-rule and splitting (184), into two cases.
% 61.93/26.92  																					|-Branch one:
% 61.93/26.92  																					| (538) all_0_46_46 = e0
% 61.93/26.92  																					|
% 61.93/26.92  																						| Combining equations (1794,538) yields a new equation:
% 61.93/26.92  																						| (391) e2 = e0
% 61.93/26.92  																						|
% 61.93/26.92  																						| Simplifying 391 yields:
% 61.93/26.92  																						| (330) e2 = e0
% 61.93/26.92  																						|
% 61.93/26.92  																						| Equations (330) can reduce 128 to:
% 61.93/26.92  																						| (266) $false
% 61.93/26.92  																						|
% 61.93/26.92  																						|-The branch is then unsatisfiable
% 61.93/26.92  																					|-Branch two:
% 61.93/26.92  																					| (831)  ~ (all_0_46_46 = e0)
% 61.93/26.92  																					| (832) all_0_47_47 = e0 | all_0_48_48 = e0 | all_0_49_49 = e0
% 61.93/26.92  																					|
% 61.93/26.92  																						| Equations (1794) can reduce 831 to:
% 61.93/26.92  																						| (128)  ~ (e2 = e0)
% 61.93/26.92  																						|
% 61.93/26.92  																						+-Applying beta-rule and splitting (195), into two cases.
% 61.93/26.92  																						|-Branch one:
% 61.93/26.92  																						| (396) all_0_43_43 = e4
% 61.93/26.92  																						|
% 61.93/26.92  																							| Equations (396) can reduce 159 to:
% 61.93/26.92  																							| (1903)  ~ (all_0_44_44 = e4)
% 61.93/26.92  																							|
% 61.93/26.92  																							| Simplifying 1903 yields:
% 61.93/26.92  																							| (1390)  ~ (all_0_44_44 = e4)
% 61.93/26.92  																							|
% 61.93/26.92  																							| Equations (396) can reduce 17 to:
% 61.93/26.92  																							| (253)  ~ (all_0_48_48 = e4)
% 61.93/26.92  																							|
% 61.93/26.92  																							| Simplifying 253 yields:
% 61.93/26.92  																							| (254)  ~ (all_0_48_48 = e4)
% 61.93/26.92  																							|
% 61.93/26.92  																							| Equations (396) can reduce 199 to:
% 61.93/26.92  																							| (838)  ~ (all_0_57_57 = e4)
% 61.93/26.92  																							|
% 61.93/26.92  																							| Simplifying 838 yields:
% 61.93/26.92  																							| (839)  ~ (all_0_57_57 = e4)
% 61.93/26.92  																							|
% 61.93/26.92  																							| Equations (396) can reduce 96 to:
% 61.93/26.92  																							| (48)  ~ (e4 = e2)
% 61.93/26.92  																							|
% 61.93/26.92  																							+-Applying beta-rule and splitting (4), into two cases.
% 61.93/26.92  																							|-Branch one:
% 61.93/26.92  																							| (356) all_0_43_43 = e0
% 61.93/26.92  																							|
% 61.93/26.92  																								| Combining equations (356,396) yields a new equation:
% 61.93/26.92  																								| (397) e4 = e0
% 61.93/26.92  																								|
% 61.93/26.92  																								| Equations (397) can reduce 49 to:
% 61.93/26.92  																								| (266) $false
% 61.93/26.92  																								|
% 61.93/26.92  																								|-The branch is then unsatisfiable
% 61.93/26.92  																							|-Branch two:
% 61.93/26.92  																							| (5470)  ~ (all_0_43_43 = e0)
% 61.93/26.92  																							| (5471) all_0_48_48 = e0 | all_0_57_57 = e0
% 61.93/26.92  																							|
% 61.93/26.92  																								| Equations (396) can reduce 5470 to:
% 61.93/26.92  																								| (49)  ~ (e4 = e0)
% 61.93/26.92  																								|
% 61.93/26.92  																								+-Applying beta-rule and splitting (18), into two cases.
% 61.93/26.92  																								|-Branch one:
% 61.93/26.92  																								| (453) all_0_41_41 = e1
% 61.93/26.92  																								|
% 61.93/26.92  																									| Equations (453) can reduce 149 to:
% 61.93/26.92  																									| (4057)  ~ (all_0_44_44 = e1)
% 61.93/26.92  																									|
% 61.93/26.92  																									| Simplifying 4057 yields:
% 61.93/26.92  																									| (639)  ~ (all_0_44_44 = e1)
% 61.93/26.92  																									|
% 61.93/26.92  																									| Equations (453) can reduce 191 to:
% 61.93/26.92  																									| (2331)  ~ (all_0_55_55 = e1)
% 61.93/26.92  																									|
% 61.93/26.92  																									| Simplifying 2331 yields:
% 61.93/26.92  																									| (632)  ~ (all_0_55_55 = e1)
% 61.93/26.92  																									|
% 61.93/26.92  																									+-Applying beta-rule and splitting (243), into two cases.
% 61.93/26.92  																									|-Branch one:
% 61.93/26.92  																									| (329) all_0_38_38 = e0
% 61.93/26.92  																									|
% 61.93/26.92  																										| Combining equations (329,321) yields a new equation:
% 61.93/26.92  																										| (397) e4 = e0
% 61.93/26.92  																										|
% 61.93/26.92  																										| Equations (397) can reduce 49 to:
% 61.93/26.92  																										| (266) $false
% 61.93/26.92  																										|
% 61.93/26.92  																										|-The branch is then unsatisfiable
% 61.93/26.92  																									|-Branch two:
% 61.93/26.92  																									| (332)  ~ (all_0_38_38 = e0)
% 61.93/26.92  																									| (395) all_0_41_41 = e0 | all_0_46_46 = e0 | all_0_55_55 = e0
% 61.93/26.92  																									|
% 61.93/26.92  																										+-Applying beta-rule and splitting (216), into two cases.
% 61.93/26.92  																										|-Branch one:
% 61.93/26.92  																										| (629) all_0_55_55 = e1
% 61.93/26.92  																										|
% 61.93/26.92  																											| Equations (629) can reduce 632 to:
% 61.93/26.92  																											| (266) $false
% 61.93/26.92  																											|
% 61.93/26.92  																											|-The branch is then unsatisfiable
% 61.93/26.92  																										|-Branch two:
% 61.93/26.92  																										| (632)  ~ (all_0_55_55 = e1)
% 61.93/26.92  																										| (633) all_0_56_56 = e1 | all_0_57_57 = e1 | all_0_58_58 = e1
% 61.93/26.92  																										|
% 61.93/26.92  																											+-Applying beta-rule and splitting (26), into two cases.
% 61.93/26.92  																											|-Branch one:
% 61.93/26.92  																											| (446) all_0_44_44 = e4
% 61.93/26.92  																											|
% 61.93/26.92  																												| Equations (446) can reduce 1390 to:
% 61.93/26.92  																												| (266) $false
% 61.93/26.92  																												|
% 61.93/26.92  																												|-The branch is then unsatisfiable
% 61.93/26.92  																											|-Branch two:
% 61.93/26.92  																											| (1390)  ~ (all_0_44_44 = e4)
% 61.93/26.92  																											| (1391) all_0_44_44 = e3 | all_0_44_44 = e1 | all_0_44_44 = e0
% 61.93/26.92  																											|
% 61.93/26.92  																												+-Applying beta-rule and splitting (395), into two cases.
% 61.93/26.92  																												|-Branch one:
% 61.93/26.92  																												| (794) all_0_41_41 = e0
% 61.93/26.92  																												|
% 61.93/26.92  																													| Combining equations (794,453) yields a new equation:
% 61.93/26.92  																													| (431) e1 = e0
% 61.93/26.92  																													|
% 61.93/26.92  																													| Equations (431) can reduce 233 to:
% 61.93/26.92  																													| (266) $false
% 61.93/26.92  																													|
% 61.93/26.92  																													|-The branch is then unsatisfiable
% 61.93/26.92  																												|-Branch two:
% 61.93/26.92  																												| (357)  ~ (all_0_41_41 = e0)
% 61.93/26.92  																												| (895) all_0_46_46 = e0 | all_0_55_55 = e0
% 61.93/26.92  																												|
% 61.93/26.92  																													+-Applying beta-rule and splitting (895), into two cases.
% 61.93/26.92  																													|-Branch one:
% 61.93/26.92  																													| (538) all_0_46_46 = e0
% 61.93/26.92  																													|
% 61.93/26.92  																														| Combining equations (1794,538) yields a new equation:
% 61.93/26.92  																														| (391) e2 = e0
% 61.93/26.92  																														|
% 61.93/26.92  																														| Simplifying 391 yields:
% 61.93/26.92  																														| (330) e2 = e0
% 61.93/26.92  																														|
% 61.93/26.92  																														| Equations (330) can reduce 128 to:
% 61.93/26.92  																														| (266) $false
% 61.93/26.92  																														|
% 61.93/26.92  																														|-The branch is then unsatisfiable
% 61.93/26.92  																													|-Branch two:
% 61.93/26.92  																													| (831)  ~ (all_0_46_46 = e0)
% 61.93/26.92  																													| (858) all_0_55_55 = e0
% 61.93/26.92  																													|
% 61.93/26.92  																														| Equations (858) can reduce 81 to:
% 61.93/26.92  																														| (363)  ~ (all_0_57_57 = e0)
% 61.93/26.92  																														|
% 61.93/26.92  																														| Simplifying 363 yields:
% 61.93/26.92  																														| (364)  ~ (all_0_57_57 = e0)
% 61.93/26.92  																														|
% 61.93/26.92  																														| Equations (858) can reduce 632 to:
% 61.93/26.92  																														| (435)  ~ (e1 = e0)
% 61.93/26.92  																														|
% 61.93/26.92  																														| Simplifying 435 yields:
% 61.93/26.92  																														| (233)  ~ (e1 = e0)
% 61.93/26.92  																														|
% 61.93/26.92  																														+-Applying beta-rule and splitting (12), into two cases.
% 61.93/26.92  																														|-Branch one:
% 61.93/26.92  																														| (442) all_0_57_57 = e2
% 61.93/26.92  																														|
% 61.93/26.92  																															| Equations (442) can reduce 344 to:
% 61.93/26.92  																															| (266) $false
% 61.93/26.92  																															|
% 61.93/26.92  																															|-The branch is then unsatisfiable
% 61.93/26.92  																														|-Branch two:
% 61.93/26.92  																														| (344)  ~ (all_0_57_57 = e2)
% 61.93/26.92  																														| (445) all_0_57_57 = e4 | all_0_57_57 = e1 | all_0_57_57 = e0
% 61.93/26.92  																														|
% 61.93/26.92  																															+-Applying beta-rule and splitting (163), into two cases.
% 61.93/26.92  																															|-Branch one:
% 61.93/26.92  																															| (565) all_0_52_52 = e4
% 61.93/26.92  																															|
% 61.93/26.92  																																| Combining equations (352,565) yields a new equation:
% 61.93/26.92  																																| (323) e4 = e2
% 61.93/26.92  																																|
% 61.93/26.92  																																| Equations (323) can reduce 48 to:
% 61.93/26.92  																																| (266) $false
% 61.93/26.92  																																|
% 61.93/26.92  																																|-The branch is then unsatisfiable
% 61.93/26.92  																															|-Branch two:
% 61.93/26.92  																															| (780)  ~ (all_0_52_52 = e4)
% 61.93/26.92  																															| (781) (all_0_41_41 = e0 & all_0_58_58 = e3 &  ~ (all_0_44_44 = e3)) | (all_0_41_41 = e0 & all_0_58_58 = e3 &  ~ (all_0_55_55 = e0)) | (all_0_47_47 = e1 & all_0_52_52 = e2 &  ~ (all_0_48_48 = e2)) | (all_0_47_47 = e1 & all_0_52_52 = e2 &  ~ (all_0_51_51 = e1)) | (all_0_47_47 = e0 & all_0_58_58 = e2 &  ~ (all_0_49_49 = e2)) | (all_0_47_47 = e0 & all_0_58_58 = e2 &  ~ (all_0_56_56 = e0))
% 61.93/26.92  																															|
% 61.93/26.92  																																+-Applying beta-rule and splitting (781), into two cases.
% 61.93/26.92  																																|-Branch one:
% 61.93/26.92  																																| (789) (all_0_41_41 = e0 & all_0_58_58 = e3 &  ~ (all_0_44_44 = e3)) | (all_0_41_41 = e0 & all_0_58_58 = e3 &  ~ (all_0_55_55 = e0)) | (all_0_47_47 = e1 & all_0_52_52 = e2 &  ~ (all_0_48_48 = e2)) | (all_0_47_47 = e1 & all_0_52_52 = e2 &  ~ (all_0_51_51 = e1)) | (all_0_47_47 = e0 & all_0_58_58 = e2 &  ~ (all_0_49_49 = e2))
% 61.93/26.92  																																|
% 61.93/26.92  																																	+-Applying beta-rule and splitting (789), into two cases.
% 61.93/26.92  																																	|-Branch one:
% 61.93/26.92  																																	| (790) (all_0_41_41 = e0 & all_0_58_58 = e3 &  ~ (all_0_44_44 = e3)) | (all_0_41_41 = e0 & all_0_58_58 = e3 &  ~ (all_0_55_55 = e0)) | (all_0_47_47 = e1 & all_0_52_52 = e2 &  ~ (all_0_48_48 = e2)) | (all_0_47_47 = e1 & all_0_52_52 = e2 &  ~ (all_0_51_51 = e1))
% 61.93/26.93  																																	|
% 61.93/26.93  																																		+-Applying beta-rule and splitting (790), into two cases.
% 61.93/26.93  																																		|-Branch one:
% 61.93/26.93  																																		| (791) (all_0_41_41 = e0 & all_0_58_58 = e3 &  ~ (all_0_44_44 = e3)) | (all_0_41_41 = e0 & all_0_58_58 = e3 &  ~ (all_0_55_55 = e0)) | (all_0_47_47 = e1 & all_0_52_52 = e2 &  ~ (all_0_48_48 = e2))
% 61.93/26.93  																																		|
% 61.93/26.93  																																			+-Applying beta-rule and splitting (791), into two cases.
% 61.93/26.93  																																			|-Branch one:
% 61.93/26.93  																																			| (792) (all_0_41_41 = e0 & all_0_58_58 = e3 &  ~ (all_0_44_44 = e3)) | (all_0_41_41 = e0 & all_0_58_58 = e3 &  ~ (all_0_55_55 = e0))
% 61.93/26.93  																																			|
% 61.93/26.93  																																				+-Applying beta-rule and splitting (792), into two cases.
% 61.93/26.93  																																				|-Branch one:
% 61.93/26.93  																																				| (793) all_0_41_41 = e0 & all_0_58_58 = e3 &  ~ (all_0_44_44 = e3)
% 61.93/26.93  																																				|
% 61.93/26.93  																																					| Applying alpha-rule on (793) yields:
% 61.93/26.93  																																					| (794) all_0_41_41 = e0
% 61.93/26.93  																																					| (795) all_0_58_58 = e3
% 61.93/26.93  																																					| (407)  ~ (all_0_44_44 = e3)
% 61.93/26.93  																																					|
% 61.93/26.93  																																					| Combining equations (794,453) yields a new equation:
% 61.93/26.93  																																					| (431) e1 = e0
% 61.93/26.93  																																					|
% 61.93/26.93  																																					| Equations (431) can reduce 233 to:
% 61.93/26.93  																																					| (266) $false
% 61.93/26.93  																																					|
% 61.93/26.93  																																					|-The branch is then unsatisfiable
% 61.93/26.93  																																				|-Branch two:
% 61.93/26.93  																																				| (800) all_0_41_41 = e0 & all_0_58_58 = e3 &  ~ (all_0_55_55 = e0)
% 61.93/26.93  																																				|
% 61.93/26.93  																																					| Applying alpha-rule on (800) yields:
% 61.93/26.93  																																					| (794) all_0_41_41 = e0
% 61.93/26.93  																																					| (795) all_0_58_58 = e3
% 61.93/26.93  																																					| (803)  ~ (all_0_55_55 = e0)
% 61.93/26.93  																																					|
% 61.93/26.93  																																					| Combining equations (794,453) yields a new equation:
% 61.93/26.93  																																					| (431) e1 = e0
% 61.93/26.93  																																					|
% 61.93/26.93  																																					| Equations (431) can reduce 233 to:
% 61.93/26.93  																																					| (266) $false
% 61.93/26.93  																																					|
% 61.93/26.93  																																					|-The branch is then unsatisfiable
% 61.93/26.93  																																			|-Branch two:
% 61.93/26.93  																																			| (807) all_0_47_47 = e1 & all_0_52_52 = e2 &  ~ (all_0_48_48 = e2)
% 61.93/26.93  																																			|
% 61.93/26.93  																																				| Applying alpha-rule on (807) yields:
% 61.93/26.93  																																				| (654) all_0_47_47 = e1
% 61.93/26.93  																																				| (352) all_0_52_52 = e2
% 61.93/26.93  																																				| (810)  ~ (all_0_48_48 = e2)
% 61.93/26.93  																																				|
% 61.93/26.93  																																				| Equations (654) can reduce 86 to:
% 61.93/26.93  																																				| (1419)  ~ (all_0_49_49 = e1)
% 61.93/26.93  																																				|
% 61.93/26.93  																																				| Simplifying 1419 yields:
% 61.93/26.93  																																				| (1064)  ~ (all_0_49_49 = e1)
% 61.93/26.93  																																				|
% 61.93/26.93  																																				| Equations (654) can reduce 224 to:
% 61.93/26.93  																																				| (463)  ~ (all_0_51_51 = e1)
% 61.93/26.93  																																				|
% 61.93/26.93  																																				| Simplifying 463 yields:
% 61.93/26.93  																																				| (464)  ~ (all_0_51_51 = e1)
% 61.93/26.93  																																				|
% 61.93/26.93  																																				| Equations (654) can reduce 678 to:
% 61.93/26.93  																																				| (233)  ~ (e1 = e0)
% 61.93/26.93  																																				|
% 61.93/26.93  																																				+-Applying beta-rule and splitting (165), into two cases.
% 61.93/26.93  																																				|-Branch one:
% 61.93/26.93  																																				| (794) all_0_41_41 = e0
% 61.93/26.93  																																				|
% 61.93/26.93  																																					| Combining equations (794,453) yields a new equation:
% 61.93/26.93  																																					| (431) e1 = e0
% 61.93/26.93  																																					|
% 61.93/26.93  																																					| Equations (431) can reduce 233 to:
% 61.93/26.93  																																					| (266) $false
% 61.93/26.93  																																					|
% 61.93/26.93  																																					|-The branch is then unsatisfiable
% 61.93/26.93  																																				|-Branch two:
% 61.93/26.93  																																				| (357)  ~ (all_0_41_41 = e0)
% 61.93/26.93  																																				| (6761) all_0_42_42 = e0 | all_0_43_43 = e0 | all_0_44_44 = e0
% 61.93/26.93  																																				|
% 61.93/26.93  																																					+-Applying beta-rule and splitting (5471), into two cases.
% 61.93/26.93  																																					|-Branch one:
% 61.93/26.93  																																					| (1279) all_0_48_48 = e0
% 61.93/26.93  																																					|
% 61.93/26.93  																																						| Equations (1279) can reduce 185 to:
% 61.93/26.93  																																						| (486)  ~ (all_0_49_49 = e0)
% 61.93/26.93  																																						|
% 61.93/26.93  																																						| Simplifying 486 yields:
% 61.93/26.93  																																						| (487)  ~ (all_0_49_49 = e0)
% 61.93/26.93  																																						|
% 61.93/26.93  																																						| Equations (1279) can reduce 239 to:
% 61.93/26.93  																																						| (363)  ~ (all_0_57_57 = e0)
% 61.93/26.93  																																						|
% 61.93/26.93  																																						| Simplifying 363 yields:
% 61.93/26.93  																																						| (364)  ~ (all_0_57_57 = e0)
% 61.93/26.93  																																						|
% 61.93/26.93  																																						| Equations (1279) can reduce 215 to:
% 61.93/26.93  																																						| (541)  ~ (e3 = e0)
% 61.93/26.93  																																						|
% 61.93/26.93  																																						| Simplifying 541 yields:
% 61.93/26.93  																																						| (80)  ~ (e3 = e0)
% 61.93/26.93  																																						|
% 61.93/26.93  																																						+-Applying beta-rule and splitting (112), into two cases.
% 61.93/26.93  																																						|-Branch one:
% 61.93/26.93  																																						| (635) all_0_44_44 = e1
% 61.93/26.93  																																						|
% 61.93/26.93  																																							| Equations (635) can reduce 639 to:
% 61.93/26.93  																																							| (266) $false
% 61.93/26.93  																																							|
% 61.93/26.93  																																							|-The branch is then unsatisfiable
% 61.93/26.93  																																						|-Branch two:
% 61.93/26.93  																																						| (639)  ~ (all_0_44_44 = e1)
% 61.93/26.93  																																						| (640) all_0_49_49 = e1 | all_0_53_53 = e1 | all_0_58_58 = e1
% 61.93/26.93  																																						|
% 61.93/26.93  																																							+-Applying beta-rule and splitting (640), into two cases.
% 61.93/26.93  																																							|-Branch one:
% 61.93/26.93  																																							| (671) all_0_49_49 = e1
% 61.93/26.93  																																							|
% 61.93/26.93  																																								| Equations (671) can reduce 1064 to:
% 61.93/26.93  																																								| (266) $false
% 61.93/26.93  																																								|
% 61.93/26.93  																																								|-The branch is then unsatisfiable
% 61.93/26.93  																																							|-Branch two:
% 61.93/26.93  																																							| (1064)  ~ (all_0_49_49 = e1)
% 61.93/26.93  																																							| (2141) all_0_53_53 = e1 | all_0_58_58 = e1
% 61.93/26.93  																																							|
% 61.93/26.93  																																								+-Applying beta-rule and splitting (6761), into two cases.
% 61.93/26.93  																																								|-Branch one:
% 61.93/26.93  																																								| (559) all_0_42_42 = e0
% 61.93/26.93  																																								|
% 61.93/26.93  																																									| Combining equations (516,559) yields a new equation:
% 61.93/26.93  																																									| (675) e3 = e0
% 61.93/26.93  																																									|
% 61.93/26.93  																																									| Simplifying 675 yields:
% 61.93/26.93  																																									| (676) e3 = e0
% 61.93/26.93  																																									|
% 61.93/26.93  																																									| Equations (676) can reduce 80 to:
% 61.93/26.93  																																									| (266) $false
% 61.93/26.93  																																									|
% 61.93/26.93  																																									|-The branch is then unsatisfiable
% 61.93/26.93  																																								|-Branch two:
% 61.93/26.93  																																								| (358)  ~ (all_0_42_42 = e0)
% 61.93/26.93  																																								| (6766) all_0_43_43 = e0 | all_0_44_44 = e0
% 61.93/26.93  																																								|
% 61.93/26.93  																																									+-Applying beta-rule and splitting (1100), into two cases.
% 61.93/26.93  																																									|-Branch one:
% 61.93/26.93  																																									| (1101) all_0_51_51 = e4
% 61.93/26.93  																																									|
% 61.93/26.93  																																										| Equations (1101) can reduce 664 to:
% 61.93/26.93  																																										| (188)  ~ (e4 = e3)
% 61.93/26.93  																																										|
% 61.93/26.93  																																										| Equations (1101) can reduce 1099 to:
% 61.93/26.93  																																										| (48)  ~ (e4 = e2)
% 61.93/26.93  																																										|
% 61.93/26.93  																																										| Equations (1101) can reduce 115 to:
% 61.93/26.93  																																										| (49)  ~ (e4 = e0)
% 61.93/26.93  																																										|
% 61.93/26.93  																																										| From (1101) and (186) follows:
% 61.93/26.93  																																										| (13720) op(e1, e2) = e4
% 61.93/26.93  																																										|
% 61.93/26.93  																																										+-Applying beta-rule and splitting (196), into two cases.
% 61.93/26.93  																																										|-Branch one:
% 61.93/26.93  																																										| (607) all_0_53_53 = e2
% 61.93/26.93  																																										|
% 61.93/26.93  																																											| Equations (607) can reduce 509 to:
% 61.93/26.93  																																											| (266) $false
% 61.93/26.93  																																											|
% 61.93/26.93  																																											|-The branch is then unsatisfiable
% 61.93/26.93  																																										|-Branch two:
% 61.93/26.93  																																										| (509)  ~ (all_0_53_53 = e2)
% 61.93/26.93  																																										| (610) all_0_53_53 = e4 | all_0_53_53 = e3 | all_0_53_53 = e1
% 61.93/26.93  																																										|
% 61.93/26.93  																																											+-Applying beta-rule and splitting (150), into two cases.
% 61.93/26.93  																																											|-Branch one:
% 61.93/26.93  																																											| (1378) all_0_40_40 = e4
% 61.93/26.93  																																											|
% 61.93/26.93  																																												| Combining equations (313,1378) yields a new equation:
% 61.93/26.93  																																												| (323) e4 = e2
% 61.93/26.93  																																												|
% 61.93/26.93  																																												| Equations (323) can reduce 48 to:
% 61.93/26.93  																																												| (266) $false
% 61.93/26.93  																																												|
% 61.93/26.93  																																												|-The branch is then unsatisfiable
% 61.93/26.93  																																											|-Branch two:
% 61.93/26.93  																																											| (447)  ~ (all_0_40_40 = e4)
% 61.93/26.93  																																											| (2271) all_0_44_44 = e4 | all_0_49_49 = e4 | all_0_53_53 = e4 | all_0_58_58 = e4
% 61.93/26.93  																																											|
% 61.93/26.93  																																												| Equations (313) can reduce 447 to:
% 61.93/26.93  																																												| (327)  ~ (e4 = e2)
% 61.93/26.93  																																												|
% 61.93/26.93  																																												| Simplifying 327 yields:
% 61.93/26.93  																																												| (48)  ~ (e4 = e2)
% 61.93/26.93  																																												|
% 61.93/26.93  																																												+-Applying beta-rule and splitting (206), into two cases.
% 61.93/26.93  																																												|-Branch one:
% 61.93/26.93  																																												| (248) all_0_45_45 = e4
% 61.93/26.93  																																												|
% 61.93/26.93  																																													| Combining equations (423,248) yields a new equation:
% 61.93/26.93  																																													| (425) e4 = e3
% 61.93/26.93  																																													|
% 61.93/26.93  																																													| Equations (425) can reduce 188 to:
% 61.93/26.93  																																													| (266) $false
% 61.93/26.93  																																													|
% 61.93/26.93  																																													|-The branch is then unsatisfiable
% 61.93/26.93  																																												|-Branch two:
% 61.93/26.93  																																												| (60416)  ~ (all_0_45_45 = e4)
% 61.93/26.93  																																												| (61457) all_0_46_46 = e4 | all_0_47_47 = e4 | all_0_48_48 = e4 | all_0_49_49 = e4
% 61.93/26.93  																																												|
% 61.93/26.93  																																													+-Applying beta-rule and splitting (445), into two cases.
% 61.93/26.93  																																													|-Branch one:
% 61.93/26.93  																																													| (871) all_0_57_57 = e4
% 61.93/26.93  																																													|
% 61.93/26.93  																																														| Equations (871) can reduce 839 to:
% 61.93/26.93  																																														| (266) $false
% 61.93/26.93  																																														|
% 61.93/26.93  																																														|-The branch is then unsatisfiable
% 61.93/26.93  																																													|-Branch two:
% 61.93/26.93  																																													| (839)  ~ (all_0_57_57 = e4)
% 61.93/26.93  																																													| (874) all_0_57_57 = e1 | all_0_57_57 = e0
% 61.93/26.93  																																													|
% 61.93/26.93  																																														+-Applying beta-rule and splitting (61457), into two cases.
% 61.93/26.93  																																														|-Branch one:
% 61.93/26.93  																																														| (770) all_0_46_46 = e4
% 61.93/26.93  																																														|
% 61.93/26.93  																																															| Combining equations (1794,770) yields a new equation:
% 61.93/26.93  																																															| (323) e4 = e2
% 61.93/26.93  																																															|
% 61.93/26.93  																																															| Equations (323) can reduce 48 to:
% 61.93/26.93  																																															| (266) $false
% 61.93/26.93  																																															|
% 61.93/26.93  																																															|-The branch is then unsatisfiable
% 61.93/26.93  																																														|-Branch two:
% 61.93/26.93  																																														| (250)  ~ (all_0_46_46 = e4)
% 61.93/26.93  																																														| (61466) all_0_47_47 = e4 | all_0_48_48 = e4 | all_0_49_49 = e4
% 61.93/26.93  																																														|
% 61.93/26.93  																																															+-Applying beta-rule and splitting (874), into two cases.
% 61.93/26.93  																																															|-Branch one:
% 61.93/26.93  																																															| (875) all_0_57_57 = e0
% 61.93/26.93  																																															|
% 61.93/26.93  																																																| Equations (875) can reduce 364 to:
% 61.93/26.93  																																																| (266) $false
% 61.93/26.93  																																																|
% 61.93/26.93  																																																|-The branch is then unsatisfiable
% 61.93/26.93  																																															|-Branch two:
% 61.93/26.93  																																															| (364)  ~ (all_0_57_57 = e0)
% 61.93/26.93  																																															| (647) all_0_57_57 = e1
% 61.93/26.93  																																															|
% 61.93/26.93  																																																| Equations (647) can reduce 839 to:
% 61.93/26.93  																																																| (602)  ~ (e4 = e1)
% 61.93/26.93  																																																|
% 61.93/26.93  																																																| Simplifying 602 yields:
% 61.93/26.93  																																																| (110)  ~ (e4 = e1)
% 61.93/26.93  																																																|
% 61.93/26.93  																																																| Equations (647) can reduce 67 to:
% 61.93/26.93  																																																| (467)  ~ (e3 = e1)
% 61.93/26.93  																																																|
% 61.93/26.93  																																																| Simplifying 467 yields:
% 61.93/26.93  																																																| (213)  ~ (e3 = e1)
% 61.93/26.93  																																																|
% 61.93/26.94  																																																+-Applying beta-rule and splitting (61466), into two cases.
% 61.93/26.94  																																																|-Branch one:
% 61.93/26.94  																																																| (1790) all_0_47_47 = e4
% 61.93/26.94  																																																|
% 61.93/26.94  																																																	| Combining equations (654,1790) yields a new equation:
% 61.93/26.94  																																																	| (630) e4 = e1
% 61.93/26.94  																																																	|
% 61.93/26.94  																																																	| Equations (630) can reduce 110 to:
% 61.93/26.94  																																																	| (266) $false
% 61.93/26.94  																																																	|
% 61.93/26.94  																																																	|-The branch is then unsatisfiable
% 61.93/26.94  																																																|-Branch two:
% 61.93/26.94  																																																| (252)  ~ (all_0_47_47 = e4)
% 61.93/26.94  																																																| (61479) all_0_48_48 = e4 | all_0_49_49 = e4
% 61.93/26.94  																																																|
% 61.93/26.94  																																																	+-Applying beta-rule and splitting (61479), into two cases.
% 61.93/26.94  																																																	|-Branch one:
% 61.93/26.94  																																																	| (943) all_0_48_48 = e4
% 61.93/26.94  																																																	|
% 61.93/26.94  																																																		| Combining equations (1279,943) yields a new equation:
% 61.93/26.94  																																																		| (397) e4 = e0
% 61.93/26.94  																																																		|
% 61.93/26.94  																																																		| Equations (397) can reduce 49 to:
% 61.93/26.94  																																																		| (266) $false
% 61.93/26.94  																																																		|
% 61.93/26.94  																																																		|-The branch is then unsatisfiable
% 61.93/26.94  																																																	|-Branch two:
% 61.93/26.94  																																																	| (254)  ~ (all_0_48_48 = e4)
% 61.93/26.94  																																																	| (974) all_0_49_49 = e4
% 61.93/26.94  																																																	|
% 61.93/26.94  																																																		| Equations (974) can reduce 487 to:
% 61.93/26.94  																																																		| (49)  ~ (e4 = e0)
% 61.93/26.94  																																																		|
% 61.93/26.94  																																																		| From (974) and (55) follows:
% 61.93/26.94  																																																		| (61486) op(e2, e0) = e4
% 61.93/26.94  																																																		|
% 61.93/26.94  																																																		+-Applying beta-rule and splitting (2141), into two cases.
% 61.93/26.94  																																																		|-Branch one:
% 61.93/26.94  																																																		| (1208) all_0_53_53 = e1
% 61.93/26.94  																																																		|
% 61.93/26.94  																																																			| Equations (1208) can reduce 220 to:
% 61.93/26.94  																																																			| (639)  ~ (all_0_44_44 = e1)
% 61.93/26.94  																																																			|
% 61.93/26.94  																																																			| Equations (1208) can reduce 509 to:
% 61.93/26.94  																																																			| (604)  ~ (e2 = e1)
% 61.93/26.94  																																																			|
% 61.93/26.94  																																																			| Simplifying 604 yields:
% 61.93/26.94  																																																			| (122)  ~ (e2 = e1)
% 61.93/26.94  																																																			|
% 61.93/26.94  																																																			+-Applying beta-rule and splitting (1391), into two cases.
% 61.93/26.94  																																																			|-Branch one:
% 61.93/26.94  																																																			| (1414) all_0_44_44 = e0
% 61.93/26.94  																																																			|
% 61.93/26.94  																																																				| Equations (1414) can reduce 407 to:
% 61.93/26.94  																																																				| (541)  ~ (e3 = e0)
% 61.93/26.94  																																																				|
% 61.93/26.94  																																																				| Simplifying 541 yields:
% 61.93/26.94  																																																				| (80)  ~ (e3 = e0)
% 61.93/26.94  																																																				|
% 61.93/26.94  																																																				| Equations (1414) can reduce 639 to:
% 61.93/26.94  																																																				| (435)  ~ (e1 = e0)
% 61.93/26.94  																																																				|
% 61.93/26.94  																																																				| Simplifying 435 yields:
% 61.93/26.94  																																																				| (233)  ~ (e1 = e0)
% 61.93/26.94  																																																				|
% 61.93/26.94  																																																				+-Applying beta-rule and splitting (56), into two cases.
% 61.93/26.94  																																																				|-Branch one:
% 61.93/26.94  																																																				| (696) unit = e2
% 61.93/26.94  																																																				|
% 61.93/26.94  																																																					| From (696) and (244) follows:
% 61.93/26.94  																																																					| (264) op(e2, e4) = e4
% 61.93/26.94  																																																					|
% 61.93/26.94  																																																					| From (696) and (24) follows:
% 61.93/26.94  																																																					| (697) op(e2, e3) = e3
% 61.93/26.94  																																																					|
% 61.93/26.94  																																																					| From (696) and (209) follows:
% 61.93/26.94  																																																					| (7585) op(e2, e0) = e0
% 61.93/26.94  																																																					|
% 61.93/26.94  																																																					| From (696) and (28) follows:
% 61.93/26.94  																																																					| (699) op(e1, e2) = e1
% 61.93/26.94  																																																					|
% 61.93/26.94  																																																					| Instantiating formula (29) with e2, e4, e4, e3 and discharging atoms op(e2, e4) = e4, op(e2, e4) = e3, yields:
% 61.93/26.94  																																																					| (425) e4 = e3
% 61.93/26.94  																																																					|
% 61.93/26.94  																																																					| Instantiating formula (29) with e2, e3, e3, e2 and discharging atoms op(e2, e3) = e3, op(e2, e3) = e2, yields:
% 61.93/26.94  																																																					| (662) e3 = e2
% 61.93/26.94  																																																					|
% 61.93/26.94  																																																					| Instantiating formula (29) with e2, e0, e0, e4 and discharging atoms op(e2, e0) = e4, op(e2, e0) = e0, yields:
% 61.93/26.94  																																																					| (397) e4 = e0
% 61.93/26.94  																																																					|
% 61.93/26.94  																																																					| Instantiating formula (29) with e1, e2, e1, e4 and discharging atoms op(e1, e2) = e4, op(e1, e2) = e1, yields:
% 61.93/26.94  																																																					| (630) e4 = e1
% 61.93/26.94  																																																					|
% 61.93/26.94  																																																					| Combining equations (630,425) yields a new equation:
% 61.93/26.94  																																																					| (455) e3 = e1
% 61.93/26.94  																																																					|
% 61.93/26.94  																																																					| Combining equations (397,425) yields a new equation:
% 61.93/26.94  																																																					| (676) e3 = e0
% 61.93/26.94  																																																					|
% 61.93/26.94  																																																					| Combining equations (455,662) yields a new equation:
% 61.93/26.94  																																																					| (617) e2 = e1
% 61.93/26.94  																																																					|
% 61.93/26.94  																																																					| Combining equations (676,662) yields a new equation:
% 61.93/26.94  																																																					| (330) e2 = e0
% 61.93/26.94  																																																					|
% 61.93/26.94  																																																					| Combining equations (617,330) yields a new equation:
% 61.93/26.94  																																																					| (546) e1 = e0
% 61.93/26.94  																																																					|
% 61.93/26.94  																																																					| Simplifying 546 yields:
% 61.93/26.94  																																																					| (431) e1 = e0
% 61.93/26.94  																																																					|
% 61.93/26.94  																																																					| Equations (431) can reduce 233 to:
% 61.93/26.94  																																																					| (266) $false
% 61.93/26.94  																																																					|
% 61.93/26.94  																																																					|-The branch is then unsatisfiable
% 61.93/26.94  																																																				|-Branch two:
% 61.93/26.94  																																																				| (707)  ~ (unit = e2)
% 61.93/26.94  																																																				| (708) unit = e4 | unit = e3 | unit = e1 | unit = e0
% 61.93/26.94  																																																				|
% 61.93/26.94  																																																					+-Applying beta-rule and splitting (708), into two cases.
% 61.93/26.94  																																																					|-Branch one:
% 61.93/26.94  																																																					| (709) unit = e4
% 61.93/26.94  																																																					|
% 61.93/26.94  																																																						| From (709) and (24) follows:
% 61.93/26.94  																																																						| (33325) op(e4, e3) = e3
% 61.93/26.94  																																																						|
% 61.93/26.94  																																																						| From (709) and (211) follows:
% 61.93/26.94  																																																						| (22527) op(e4, e1) = e1
% 61.93/26.94  																																																						|
% 61.93/26.94  																																																						| From (709) and (32) follows:
% 61.93/26.94  																																																						| (712) op(e2, e4) = e2
% 61.93/26.94  																																																						|
% 61.93/26.94  																																																						| From (709) and (42) follows:
% 61.93/26.94  																																																						| (713) op(e0, e4) = e0
% 61.93/26.94  																																																						|
% 61.93/26.94  																																																						| Instantiating formula (29) with e4, e3, e3, e4 and discharging atoms op(e4, e3) = e4, op(e4, e3) = e3, yields:
% 61.93/26.94  																																																						| (425) e4 = e3
% 61.93/26.94  																																																						|
% 61.93/26.94  																																																						| Instantiating formula (29) with e4, e1, e1, e3 and discharging atoms op(e4, e1) = e3, op(e4, e1) = e1, yields:
% 61.93/26.94  																																																						| (455) e3 = e1
% 61.93/26.94  																																																						|
% 61.93/26.94  																																																						| Instantiating formula (29) with e2, e4, e2, e3 and discharging atoms op(e2, e4) = e3, op(e2, e4) = e2, yields:
% 61.93/26.94  																																																						| (662) e3 = e2
% 61.93/26.94  																																																						|
% 61.93/26.94  																																																						| Instantiating formula (29) with e0, e4, e0, e4 and discharging atoms op(e0, e4) = e4, op(e0, e4) = e0, yields:
% 61.93/26.94  																																																						| (397) e4 = e0
% 61.93/26.94  																																																						|
% 61.93/26.94  																																																						| Combining equations (425,397) yields a new equation:
% 61.93/26.94  																																																						| (675) e3 = e0
% 61.93/26.94  																																																						|
% 61.93/26.94  																																																						| Simplifying 675 yields:
% 61.93/26.94  																																																						| (676) e3 = e0
% 61.93/26.94  																																																						|
% 61.93/26.94  																																																						| Combining equations (455,662) yields a new equation:
% 61.93/26.94  																																																						| (617) e2 = e1
% 61.93/26.94  																																																						|
% 61.93/26.94  																																																						| Combining equations (676,662) yields a new equation:
% 61.93/26.94  																																																						| (330) e2 = e0
% 61.93/26.94  																																																						|
% 61.93/26.94  																																																						| Combining equations (617,330) yields a new equation:
% 61.93/26.94  																																																						| (546) e1 = e0
% 61.93/26.94  																																																						|
% 61.93/26.94  																																																						| Simplifying 546 yields:
% 61.93/26.94  																																																						| (431) e1 = e0
% 61.93/26.94  																																																						|
% 61.93/26.94  																																																						| Equations (431) can reduce 233 to:
% 61.93/26.94  																																																						| (266) $false
% 61.93/26.94  																																																						|
% 61.93/26.94  																																																						|-The branch is then unsatisfiable
% 61.93/26.94  																																																					|-Branch two:
% 61.93/26.94  																																																					| (724)  ~ (unit = e4)
% 61.93/26.94  																																																					| (725) unit = e3 | unit = e1 | unit = e0
% 61.93/26.94  																																																					|
% 61.93/26.94  																																																						+-Applying beta-rule and splitting (725), into two cases.
% 61.93/26.94  																																																						|-Branch one:
% 61.93/26.94  																																																						| (726) unit = e0
% 61.93/26.94  																																																						|
% 61.93/26.94  																																																							| From (726) and (42) follows:
% 61.93/26.94  																																																							| (728) op(e0, e0) = e0
% 61.93/26.94  																																																							|
% 61.93/26.94  																																																							| Instantiating formula (29) with e0, e0, e0, e3 and discharging atoms op(e0, e0) = e3, op(e0, e0) = e0, yields:
% 61.93/26.94  																																																							| (676) e3 = e0
% 61.93/26.94  																																																							|
% 61.93/26.94  																																																							| Equations (676) can reduce 80 to:
% 61.93/26.94  																																																							| (266) $false
% 61.93/26.94  																																																							|
% 61.93/26.94  																																																							|-The branch is then unsatisfiable
% 61.93/26.94  																																																						|-Branch two:
% 61.93/26.94  																																																						| (734)  ~ (unit = e0)
% 61.93/26.94  																																																						| (735) unit = e3 | unit = e1
% 61.93/26.94  																																																						|
% 61.93/26.94  																																																							+-Applying beta-rule and splitting (735), into two cases.
% 61.93/26.94  																																																							|-Branch one:
% 61.93/26.94  																																																							| (736) unit = e1
% 61.93/26.94  																																																							|
% 61.93/26.94  																																																								| Equations (736) can reduce 734 to:
% 61.93/26.94  																																																								| (233)  ~ (e1 = e0)
% 61.93/26.94  																																																								|
% 61.93/26.94  																																																								| From (736) and (244) follows:
% 61.93/26.94  																																																								| (738) op(e1, e4) = e4
% 61.93/26.94  																																																								|
% 61.93/26.94  																																																								| From (736) and (15) follows:
% 61.93/26.94  																																																								| (515) op(e1, e2) = e2
% 61.93/26.94  																																																								|
% 61.93/26.94  																																																								| From (736) and (28) follows:
% 61.93/26.94  																																																								| (740) op(e1, e1) = e1
% 61.93/26.94  																																																								|
% 61.93/26.94  																																																								| Instantiating formula (29) with e1, e4, e4, e0 and discharging atoms op(e1, e4) = e4, op(e1, e4) = e0, yields:
% 61.93/26.94  																																																								| (397) e4 = e0
% 61.93/26.94  																																																								|
% 61.93/26.94  																																																								| Instantiating formula (29) with e1, e2, e2, e4 and discharging atoms op(e1, e2) = e4, op(e1, e2) = e2, yields:
% 61.93/26.94  																																																								| (323) e4 = e2
% 61.93/26.94  																																																								|
% 61.93/26.94  																																																								| Instantiating formula (29) with e1, e1, e1, e2 and discharging atoms op(e1, e1) = e2, op(e1, e1) = e1, yields:
% 61.93/26.94  																																																								| (617) e2 = e1
% 61.93/26.94  																																																								|
% 61.93/26.94  																																																								| Combining equations (397,323) yields a new equation:
% 61.93/26.94  																																																								| (330) e2 = e0
% 61.93/26.94  																																																								|
% 61.93/26.94  																																																								| Combining equations (617,330) yields a new equation:
% 61.93/26.94  																																																								| (546) e1 = e0
% 61.93/26.94  																																																								|
% 61.93/26.94  																																																								| Simplifying 546 yields:
% 61.93/26.94  																																																								| (431) e1 = e0
% 61.93/26.94  																																																								|
% 61.93/26.94  																																																								| Equations (431) can reduce 233 to:
% 61.93/26.94  																																																								| (266) $false
% 61.93/26.94  																																																								|
% 61.93/26.94  																																																								|-The branch is then unsatisfiable
% 61.93/26.94  																																																							|-Branch two:
% 61.93/26.94  																																																							| (748)  ~ (unit = e1)
% 61.93/26.94  																																																							| (749) unit = e3
% 61.93/26.94  																																																							|
% 61.93/26.94  																																																								| From (749) and (15) follows:
% 61.93/26.94  																																																								| (751) op(e3, e2) = e2
% 61.93/26.94  																																																								|
% 61.93/26.94  																																																								| From (749) and (28) follows:
% 61.93/26.95  																																																								| (2235) op(e1, e3) = e1
% 61.93/26.95  																																																								|
% 61.93/26.95  																																																								| Instantiating formula (29) with e3, e2, e2, e3 and discharging atoms op(e3, e2) = e3, op(e3, e2) = e2, yields:
% 61.93/26.95  																																																								| (662) e3 = e2
% 61.93/26.95  																																																								|
% 61.93/26.95  																																																								| Instantiating formula (29) with e1, e3, e1, e3 and discharging atoms op(e1, e3) = e3, op(e1, e3) = e1, yields:
% 61.93/26.95  																																																								| (455) e3 = e1
% 61.93/26.95  																																																								|
% 61.93/26.95  																																																								| Combining equations (455,662) yields a new equation:
% 61.93/26.95  																																																								| (617) e2 = e1
% 61.93/26.95  																																																								|
% 61.93/26.95  																																																								| Equations (617) can reduce 122 to:
% 61.93/26.95  																																																								| (266) $false
% 61.93/26.95  																																																								|
% 61.93/26.95  																																																								|-The branch is then unsatisfiable
% 61.93/26.95  																																																			|-Branch two:
% 61.93/26.95  																																																			| (360)  ~ (all_0_44_44 = e0)
% 61.93/26.95  																																																			| (1417) all_0_44_44 = e3 | all_0_44_44 = e1
% 61.93/26.95  																																																			|
% 61.93/26.95  																																																				+-Applying beta-rule and splitting (6766), into two cases.
% 61.93/26.95  																																																				|-Branch one:
% 61.93/26.95  																																																				| (356) all_0_43_43 = e0
% 61.93/26.95  																																																				|
% 61.93/26.95  																																																					| Combining equations (396,356) yields a new equation:
% 61.93/26.95  																																																					| (481) e4 = e0
% 61.93/26.95  																																																					|
% 61.93/26.95  																																																					| Simplifying 481 yields:
% 61.93/26.95  																																																					| (397) e4 = e0
% 61.93/26.95  																																																					|
% 61.93/26.95  																																																					| Equations (397) can reduce 49 to:
% 61.93/26.95  																																																					| (266) $false
% 61.93/26.95  																																																					|
% 61.93/26.95  																																																					|-The branch is then unsatisfiable
% 61.93/26.95  																																																				|-Branch two:
% 61.93/26.95  																																																				| (5470)  ~ (all_0_43_43 = e0)
% 61.93/26.95  																																																				| (1414) all_0_44_44 = e0
% 61.93/26.95  																																																				|
% 61.93/26.95  																																																					| Equations (1414) can reduce 360 to:
% 61.93/26.95  																																																					| (266) $false
% 61.93/26.95  																																																					|
% 61.93/26.95  																																																					|-The branch is then unsatisfiable
% 61.93/26.95  																																																		|-Branch two:
% 61.93/26.95  																																																		| (1459)  ~ (all_0_53_53 = e1)
% 61.93/26.95  																																																		| (918) all_0_58_58 = e1
% 61.93/26.95  																																																		|
% 61.93/26.95  																																																			| Combining equations (918,795) yields a new equation:
% 61.93/26.95  																																																			| (455) e3 = e1
% 61.93/26.95  																																																			|
% 61.93/26.95  																																																			| Equations (455) can reduce 213 to:
% 61.93/26.95  																																																			| (266) $false
% 61.93/26.95  																																																			|
% 61.93/26.95  																																																			|-The branch is then unsatisfiable
% 61.93/26.95  																																									|-Branch two:
% 61.93/26.95  																																									| (475)  ~ (all_0_51_51 = e4)
% 61.93/26.95  																																									| (1104) all_0_51_51 = e3 | all_0_51_51 = e1
% 61.93/26.95  																																									|
% 61.93/26.95  																																										+-Applying beta-rule and splitting (1104), into two cases.
% 61.93/26.95  																																										|-Branch one:
% 61.93/26.95  																																										| (1109) all_0_51_51 = e1
% 61.93/26.95  																																										|
% 61.93/26.95  																																											| Equations (1109) can reduce 464 to:
% 61.93/26.95  																																											| (266) $false
% 61.93/26.95  																																											|
% 61.93/26.95  																																											|-The branch is then unsatisfiable
% 61.93/26.95  																																										|-Branch two:
% 61.93/26.95  																																										| (464)  ~ (all_0_51_51 = e1)
% 61.93/26.95  																																										| (660) all_0_51_51 = e3
% 61.93/26.95  																																										|
% 61.93/26.95  																																											| Equations (660) can reduce 664 to:
% 61.93/26.95  																																											| (266) $false
% 61.93/26.95  																																											|
% 61.93/26.95  																																											|-The branch is then unsatisfiable
% 61.93/26.95  																																					|-Branch two:
% 61.93/26.95  																																					| (1283)  ~ (all_0_48_48 = e0)
% 61.93/26.95  																																					| (875) all_0_57_57 = e0
% 61.93/26.95  																																					|
% 61.93/26.95  																																						| Equations (875) can reduce 364 to:
% 61.93/26.95  																																						| (266) $false
% 61.93/26.95  																																						|
% 61.93/26.95  																																						|-The branch is then unsatisfiable
% 61.93/26.95  																																		|-Branch two:
% 61.93/26.95  																																		| (813) all_0_47_47 = e1 & all_0_52_52 = e2 &  ~ (all_0_51_51 = e1)
% 61.93/26.95  																																		|
% 61.93/26.95  																																			| Applying alpha-rule on (813) yields:
% 61.93/26.95  																																			| (654) all_0_47_47 = e1
% 61.93/26.95  																																			| (352) all_0_52_52 = e2
% 61.93/26.95  																																			| (464)  ~ (all_0_51_51 = e1)
% 61.93/26.95  																																			|
% 61.93/26.95  																																			| Equations (654) can reduce 86 to:
% 61.93/26.95  																																			| (1419)  ~ (all_0_49_49 = e1)
% 61.93/26.95  																																			|
% 61.93/26.95  																																			| Simplifying 1419 yields:
% 61.93/26.95  																																			| (1064)  ~ (all_0_49_49 = e1)
% 61.93/26.95  																																			|
% 61.93/26.95  																																			| Equations (654) can reduce 224 to:
% 61.93/26.95  																																			| (463)  ~ (all_0_51_51 = e1)
% 61.93/26.95  																																			|
% 61.93/26.95  																																			| Simplifying 463 yields:
% 61.93/26.95  																																			| (464)  ~ (all_0_51_51 = e1)
% 61.93/26.95  																																			|
% 61.93/26.95  																																			| Equations (654) can reduce 678 to:
% 61.93/26.95  																																			| (233)  ~ (e1 = e0)
% 61.93/26.95  																																			|
% 61.93/26.95  																																			+-Applying beta-rule and splitting (165), into two cases.
% 61.93/26.95  																																			|-Branch one:
% 61.93/26.95  																																			| (794) all_0_41_41 = e0
% 61.93/26.95  																																			|
% 61.93/26.95  																																				| Combining equations (794,453) yields a new equation:
% 61.93/26.95  																																				| (431) e1 = e0
% 61.93/26.95  																																				|
% 61.93/26.95  																																				| Equations (431) can reduce 233 to:
% 61.93/26.95  																																				| (266) $false
% 61.93/26.95  																																				|
% 61.93/26.95  																																				|-The branch is then unsatisfiable
% 61.93/26.95  																																			|-Branch two:
% 61.93/26.95  																																			| (357)  ~ (all_0_41_41 = e0)
% 61.93/26.95  																																			| (6761) all_0_42_42 = e0 | all_0_43_43 = e0 | all_0_44_44 = e0
% 61.93/26.95  																																			|
% 61.93/26.95  																																				+-Applying beta-rule and splitting (5471), into two cases.
% 61.93/26.95  																																				|-Branch one:
% 61.93/26.95  																																				| (1279) all_0_48_48 = e0
% 61.93/26.95  																																				|
% 61.93/26.95  																																					| Equations (1279) can reduce 185 to:
% 61.93/26.95  																																					| (486)  ~ (all_0_49_49 = e0)
% 61.93/26.95  																																					|
% 61.93/26.95  																																					| Simplifying 486 yields:
% 61.93/26.95  																																					| (487)  ~ (all_0_49_49 = e0)
% 61.93/26.95  																																					|
% 61.93/26.95  																																					| Equations (1279) can reduce 239 to:
% 61.93/26.95  																																					| (363)  ~ (all_0_57_57 = e0)
% 61.93/26.95  																																					|
% 61.93/26.95  																																					| Simplifying 363 yields:
% 61.93/26.95  																																					| (364)  ~ (all_0_57_57 = e0)
% 61.93/26.95  																																					|
% 61.93/26.95  																																					| Equations (1279) can reduce 215 to:
% 61.93/26.95  																																					| (541)  ~ (e3 = e0)
% 61.93/26.95  																																					|
% 61.93/26.95  																																					| Simplifying 541 yields:
% 61.93/26.95  																																					| (80)  ~ (e3 = e0)
% 61.93/26.95  																																					|
% 61.93/26.95  																																					+-Applying beta-rule and splitting (112), into two cases.
% 61.93/26.95  																																					|-Branch one:
% 61.93/26.95  																																					| (635) all_0_44_44 = e1
% 61.93/26.95  																																					|
% 61.93/26.95  																																						| Equations (635) can reduce 639 to:
% 61.93/26.95  																																						| (266) $false
% 61.93/26.95  																																						|
% 61.93/26.95  																																						|-The branch is then unsatisfiable
% 61.93/26.95  																																					|-Branch two:
% 61.93/26.95  																																					| (639)  ~ (all_0_44_44 = e1)
% 61.93/26.95  																																					| (640) all_0_49_49 = e1 | all_0_53_53 = e1 | all_0_58_58 = e1
% 61.93/26.95  																																					|
% 61.93/26.95  																																						+-Applying beta-rule and splitting (640), into two cases.
% 61.93/26.95  																																						|-Branch one:
% 61.93/26.95  																																						| (671) all_0_49_49 = e1
% 61.93/26.95  																																						|
% 61.93/26.95  																																							| Equations (671) can reduce 1064 to:
% 61.93/26.95  																																							| (266) $false
% 61.93/26.95  																																							|
% 61.93/26.95  																																							|-The branch is then unsatisfiable
% 61.93/26.95  																																						|-Branch two:
% 61.93/26.95  																																						| (1064)  ~ (all_0_49_49 = e1)
% 61.93/26.95  																																						| (2141) all_0_53_53 = e1 | all_0_58_58 = e1
% 61.93/26.95  																																						|
% 61.93/26.95  																																							+-Applying beta-rule and splitting (6761), into two cases.
% 61.93/26.95  																																							|-Branch one:
% 61.93/26.95  																																							| (559) all_0_42_42 = e0
% 61.93/26.95  																																							|
% 61.93/26.95  																																								| Combining equations (516,559) yields a new equation:
% 61.93/26.95  																																								| (675) e3 = e0
% 61.93/26.95  																																								|
% 61.93/26.95  																																								| Simplifying 675 yields:
% 61.93/26.95  																																								| (676) e3 = e0
% 61.93/26.95  																																								|
% 61.93/26.95  																																								| Equations (676) can reduce 80 to:
% 61.93/26.95  																																								| (266) $false
% 61.93/26.95  																																								|
% 61.93/26.95  																																								|-The branch is then unsatisfiable
% 61.93/26.95  																																							|-Branch two:
% 61.93/26.95  																																							| (358)  ~ (all_0_42_42 = e0)
% 61.93/26.95  																																							| (6766) all_0_43_43 = e0 | all_0_44_44 = e0
% 61.93/26.95  																																							|
% 61.93/26.95  																																								+-Applying beta-rule and splitting (1100), into two cases.
% 61.93/26.95  																																								|-Branch one:
% 61.93/26.95  																																								| (1101) all_0_51_51 = e4
% 61.93/26.95  																																								|
% 61.93/26.95  																																									| Equations (1101) can reduce 664 to:
% 61.93/26.95  																																									| (188)  ~ (e4 = e3)
% 61.93/26.95  																																									|
% 61.93/26.95  																																									| Equations (1101) can reduce 1099 to:
% 61.93/26.95  																																									| (48)  ~ (e4 = e2)
% 61.93/26.95  																																									|
% 61.93/26.95  																																									| Equations (1101) can reduce 115 to:
% 61.93/26.95  																																									| (49)  ~ (e4 = e0)
% 61.93/26.95  																																									|
% 61.93/26.95  																																									| From (1101) and (186) follows:
% 61.93/26.95  																																									| (13720) op(e1, e2) = e4
% 61.93/26.95  																																									|
% 61.93/26.95  																																									+-Applying beta-rule and splitting (196), into two cases.
% 61.93/26.95  																																									|-Branch one:
% 61.93/26.95  																																									| (607) all_0_53_53 = e2
% 61.93/26.95  																																									|
% 61.93/26.95  																																										| Equations (607) can reduce 509 to:
% 61.93/26.95  																																										| (266) $false
% 61.93/26.95  																																										|
% 61.93/26.95  																																										|-The branch is then unsatisfiable
% 61.93/26.95  																																									|-Branch two:
% 61.93/26.95  																																									| (509)  ~ (all_0_53_53 = e2)
% 61.93/26.95  																																									| (610) all_0_53_53 = e4 | all_0_53_53 = e3 | all_0_53_53 = e1
% 61.93/26.95  																																									|
% 61.93/26.95  																																										+-Applying beta-rule and splitting (150), into two cases.
% 61.93/26.95  																																										|-Branch one:
% 61.93/26.95  																																										| (1378) all_0_40_40 = e4
% 61.93/26.95  																																										|
% 61.93/26.95  																																											| Combining equations (313,1378) yields a new equation:
% 61.93/26.95  																																											| (323) e4 = e2
% 61.93/26.95  																																											|
% 61.93/26.95  																																											| Equations (323) can reduce 48 to:
% 61.93/26.95  																																											| (266) $false
% 61.93/26.95  																																											|
% 61.93/26.95  																																											|-The branch is then unsatisfiable
% 61.93/26.95  																																										|-Branch two:
% 61.93/26.95  																																										| (447)  ~ (all_0_40_40 = e4)
% 61.93/26.95  																																										| (2271) all_0_44_44 = e4 | all_0_49_49 = e4 | all_0_53_53 = e4 | all_0_58_58 = e4
% 61.93/26.95  																																										|
% 61.93/26.95  																																											| Equations (313) can reduce 447 to:
% 61.93/26.95  																																											| (327)  ~ (e4 = e2)
% 61.93/26.95  																																											|
% 61.93/26.95  																																											| Simplifying 327 yields:
% 61.93/26.95  																																											| (48)  ~ (e4 = e2)
% 61.93/26.95  																																											|
% 61.93/26.95  																																											+-Applying beta-rule and splitting (206), into two cases.
% 61.93/26.95  																																											|-Branch one:
% 61.93/26.95  																																											| (248) all_0_45_45 = e4
% 61.93/26.95  																																											|
% 61.93/26.95  																																												| Combining equations (423,248) yields a new equation:
% 61.93/26.95  																																												| (425) e4 = e3
% 61.93/26.95  																																												|
% 61.93/26.95  																																												| Equations (425) can reduce 188 to:
% 61.93/26.95  																																												| (266) $false
% 61.93/26.95  																																												|
% 61.93/26.95  																																												|-The branch is then unsatisfiable
% 61.93/26.95  																																											|-Branch two:
% 61.93/26.96  																																											| (60416)  ~ (all_0_45_45 = e4)
% 61.93/26.96  																																											| (61457) all_0_46_46 = e4 | all_0_47_47 = e4 | all_0_48_48 = e4 | all_0_49_49 = e4
% 61.93/26.96  																																											|
% 61.93/26.96  																																												+-Applying beta-rule and splitting (445), into two cases.
% 61.93/26.96  																																												|-Branch one:
% 61.93/26.96  																																												| (871) all_0_57_57 = e4
% 61.93/26.96  																																												|
% 61.93/26.96  																																													| Equations (871) can reduce 839 to:
% 61.93/26.96  																																													| (266) $false
% 61.93/26.96  																																													|
% 61.93/26.96  																																													|-The branch is then unsatisfiable
% 61.93/26.96  																																												|-Branch two:
% 61.93/26.96  																																												| (839)  ~ (all_0_57_57 = e4)
% 61.93/26.96  																																												| (874) all_0_57_57 = e1 | all_0_57_57 = e0
% 61.93/26.96  																																												|
% 61.93/26.96  																																													+-Applying beta-rule and splitting (61457), into two cases.
% 61.93/26.96  																																													|-Branch one:
% 61.93/26.96  																																													| (770) all_0_46_46 = e4
% 61.93/26.96  																																													|
% 61.93/26.96  																																														| Combining equations (1794,770) yields a new equation:
% 61.93/26.96  																																														| (323) e4 = e2
% 61.93/26.96  																																														|
% 61.93/26.96  																																														| Equations (323) can reduce 48 to:
% 61.93/26.96  																																														| (266) $false
% 61.93/26.96  																																														|
% 61.93/26.96  																																														|-The branch is then unsatisfiable
% 61.93/26.96  																																													|-Branch two:
% 61.93/26.96  																																													| (250)  ~ (all_0_46_46 = e4)
% 61.93/26.96  																																													| (61466) all_0_47_47 = e4 | all_0_48_48 = e4 | all_0_49_49 = e4
% 61.93/26.96  																																													|
% 61.93/26.96  																																														+-Applying beta-rule and splitting (874), into two cases.
% 61.93/26.96  																																														|-Branch one:
% 61.93/26.96  																																														| (875) all_0_57_57 = e0
% 61.93/26.96  																																														|
% 61.93/26.96  																																															| Equations (875) can reduce 364 to:
% 61.93/26.96  																																															| (266) $false
% 61.93/26.96  																																															|
% 61.93/26.96  																																															|-The branch is then unsatisfiable
% 61.93/26.96  																																														|-Branch two:
% 61.93/26.96  																																														| (364)  ~ (all_0_57_57 = e0)
% 61.93/26.96  																																														| (647) all_0_57_57 = e1
% 61.93/26.96  																																														|
% 61.93/26.96  																																															| Equations (647) can reduce 839 to:
% 61.93/26.96  																																															| (602)  ~ (e4 = e1)
% 61.93/26.96  																																															|
% 61.93/26.96  																																															| Simplifying 602 yields:
% 61.93/26.96  																																															| (110)  ~ (e4 = e1)
% 61.93/26.96  																																															|
% 61.93/26.96  																																															| Equations (647) can reduce 67 to:
% 61.93/26.96  																																															| (467)  ~ (e3 = e1)
% 61.93/26.96  																																															|
% 61.93/26.96  																																															| Simplifying 467 yields:
% 61.93/26.96  																																															| (213)  ~ (e3 = e1)
% 61.93/26.96  																																															|
% 61.93/26.96  																																															+-Applying beta-rule and splitting (61466), into two cases.
% 61.93/26.96  																																															|-Branch one:
% 61.93/26.96  																																															| (1790) all_0_47_47 = e4
% 61.93/26.96  																																															|
% 61.93/26.96  																																																| Combining equations (654,1790) yields a new equation:
% 61.93/26.96  																																																| (630) e4 = e1
% 61.93/26.96  																																																|
% 61.93/26.96  																																																| Equations (630) can reduce 110 to:
% 61.93/26.96  																																																| (266) $false
% 61.93/26.96  																																																|
% 61.93/26.96  																																																|-The branch is then unsatisfiable
% 61.93/26.96  																																															|-Branch two:
% 61.93/26.96  																																															| (252)  ~ (all_0_47_47 = e4)
% 61.93/26.96  																																															| (61479) all_0_48_48 = e4 | all_0_49_49 = e4
% 61.93/26.96  																																															|
% 61.93/26.96  																																																+-Applying beta-rule and splitting (61479), into two cases.
% 61.93/26.96  																																																|-Branch one:
% 61.93/26.96  																																																| (943) all_0_48_48 = e4
% 61.93/26.96  																																																|
% 61.93/26.96  																																																	| Combining equations (1279,943) yields a new equation:
% 61.93/26.96  																																																	| (397) e4 = e0
% 61.93/26.96  																																																	|
% 61.93/26.96  																																																	| Equations (397) can reduce 49 to:
% 61.93/26.96  																																																	| (266) $false
% 61.93/26.96  																																																	|
% 61.93/26.96  																																																	|-The branch is then unsatisfiable
% 61.93/26.96  																																																|-Branch two:
% 61.93/26.96  																																																| (254)  ~ (all_0_48_48 = e4)
% 61.93/26.96  																																																| (974) all_0_49_49 = e4
% 61.93/26.96  																																																|
% 61.93/26.96  																																																	| Equations (974) can reduce 487 to:
% 61.93/26.96  																																																	| (49)  ~ (e4 = e0)
% 61.93/26.96  																																																	|
% 61.93/26.96  																																																	| From (974) and (55) follows:
% 61.93/26.97  																																																	| (61486) op(e2, e0) = e4
% 61.93/26.97  																																																	|
% 61.93/26.97  																																																	+-Applying beta-rule and splitting (2141), into two cases.
% 61.93/26.97  																																																	|-Branch one:
% 61.93/26.97  																																																	| (1208) all_0_53_53 = e1
% 61.93/26.97  																																																	|
% 61.93/26.97  																																																		| Equations (1208) can reduce 220 to:
% 61.93/26.97  																																																		| (639)  ~ (all_0_44_44 = e1)
% 61.93/26.97  																																																		|
% 61.93/26.97  																																																		| Equations (1208) can reduce 509 to:
% 61.93/26.97  																																																		| (604)  ~ (e2 = e1)
% 61.93/26.97  																																																		|
% 61.93/26.97  																																																		| Simplifying 604 yields:
% 61.93/26.97  																																																		| (122)  ~ (e2 = e1)
% 61.93/26.97  																																																		|
% 61.93/26.97  																																																		+-Applying beta-rule and splitting (1391), into two cases.
% 61.93/26.97  																																																		|-Branch one:
% 61.93/26.97  																																																		| (1414) all_0_44_44 = e0
% 61.93/26.97  																																																		|
% 61.93/26.97  																																																			| Equations (1414) can reduce 407 to:
% 61.93/26.97  																																																			| (541)  ~ (e3 = e0)
% 61.93/26.97  																																																			|
% 61.93/26.97  																																																			| Simplifying 541 yields:
% 61.93/26.97  																																																			| (80)  ~ (e3 = e0)
% 61.93/26.97  																																																			|
% 61.93/26.97  																																																			| Equations (1414) can reduce 639 to:
% 61.93/26.97  																																																			| (435)  ~ (e1 = e0)
% 61.93/26.97  																																																			|
% 61.93/26.97  																																																			| Simplifying 435 yields:
% 61.93/26.97  																																																			| (233)  ~ (e1 = e0)
% 61.93/26.97  																																																			|
% 61.93/26.97  																																																			+-Applying beta-rule and splitting (56), into two cases.
% 61.93/26.97  																																																			|-Branch one:
% 61.93/26.97  																																																			| (696) unit = e2
% 61.93/26.97  																																																			|
% 61.93/26.97  																																																				| From (696) and (244) follows:
% 61.93/26.97  																																																				| (264) op(e2, e4) = e4
% 61.93/26.97  																																																				|
% 61.93/26.97  																																																				| From (696) and (24) follows:
% 61.93/26.97  																																																				| (697) op(e2, e3) = e3
% 61.93/26.97  																																																				|
% 61.93/26.97  																																																				| From (696) and (209) follows:
% 61.93/26.97  																																																				| (7585) op(e2, e0) = e0
% 61.93/26.97  																																																				|
% 61.93/26.97  																																																				| From (696) and (28) follows:
% 61.93/26.97  																																																				| (699) op(e1, e2) = e1
% 61.93/26.97  																																																				|
% 61.93/26.97  																																																				| Instantiating formula (29) with e2, e4, e4, e3 and discharging atoms op(e2, e4) = e4, op(e2, e4) = e3, yields:
% 61.93/26.97  																																																				| (425) e4 = e3
% 61.93/26.97  																																																				|
% 61.93/26.97  																																																				| Instantiating formula (29) with e2, e3, e3, e2 and discharging atoms op(e2, e3) = e3, op(e2, e3) = e2, yields:
% 61.93/26.97  																																																				| (662) e3 = e2
% 61.93/26.97  																																																				|
% 61.93/26.97  																																																				| Instantiating formula (29) with e2, e0, e0, e4 and discharging atoms op(e2, e0) = e4, op(e2, e0) = e0, yields:
% 61.93/26.97  																																																				| (397) e4 = e0
% 61.93/26.97  																																																				|
% 61.93/26.97  																																																				| Instantiating formula (29) with e1, e2, e1, e4 and discharging atoms op(e1, e2) = e4, op(e1, e2) = e1, yields:
% 61.93/26.97  																																																				| (630) e4 = e1
% 61.93/26.97  																																																				|
% 61.93/26.97  																																																				| Combining equations (630,425) yields a new equation:
% 61.93/26.97  																																																				| (455) e3 = e1
% 61.93/26.97  																																																				|
% 61.93/26.97  																																																				| Combining equations (397,425) yields a new equation:
% 61.93/26.97  																																																				| (676) e3 = e0
% 61.93/26.97  																																																				|
% 61.93/26.97  																																																				| Combining equations (455,662) yields a new equation:
% 61.93/26.97  																																																				| (617) e2 = e1
% 61.93/26.97  																																																				|
% 61.93/26.97  																																																				| Combining equations (676,662) yields a new equation:
% 61.93/26.97  																																																				| (330) e2 = e0
% 61.93/26.97  																																																				|
% 61.93/26.97  																																																				| Combining equations (617,330) yields a new equation:
% 61.93/26.97  																																																				| (546) e1 = e0
% 61.93/26.97  																																																				|
% 61.93/26.97  																																																				| Simplifying 546 yields:
% 61.93/26.97  																																																				| (431) e1 = e0
% 61.93/26.97  																																																				|
% 61.93/26.97  																																																				| Equations (431) can reduce 233 to:
% 61.93/26.97  																																																				| (266) $false
% 61.93/26.97  																																																				|
% 61.93/26.97  																																																				|-The branch is then unsatisfiable
% 61.93/26.97  																																																			|-Branch two:
% 61.93/26.97  																																																			| (707)  ~ (unit = e2)
% 61.93/26.97  																																																			| (708) unit = e4 | unit = e3 | unit = e1 | unit = e0
% 61.93/26.97  																																																			|
% 61.93/26.97  																																																				+-Applying beta-rule and splitting (708), into two cases.
% 61.93/26.97  																																																				|-Branch one:
% 61.93/26.97  																																																				| (709) unit = e4
% 61.93/26.97  																																																				|
% 61.93/26.97  																																																					| From (709) and (24) follows:
% 61.93/26.97  																																																					| (33325) op(e4, e3) = e3
% 61.93/26.97  																																																					|
% 61.93/26.97  																																																					| From (709) and (211) follows:
% 61.93/26.97  																																																					| (22527) op(e4, e1) = e1
% 61.93/26.97  																																																					|
% 61.93/26.97  																																																					| From (709) and (32) follows:
% 61.93/26.97  																																																					| (712) op(e2, e4) = e2
% 61.93/26.97  																																																					|
% 61.93/26.97  																																																					| From (709) and (42) follows:
% 61.93/26.97  																																																					| (713) op(e0, e4) = e0
% 61.93/26.97  																																																					|
% 61.93/26.97  																																																					| Instantiating formula (29) with e4, e3, e3, e4 and discharging atoms op(e4, e3) = e4, op(e4, e3) = e3, yields:
% 61.93/26.97  																																																					| (425) e4 = e3
% 61.93/26.97  																																																					|
% 61.93/26.97  																																																					| Instantiating formula (29) with e4, e1, e1, e3 and discharging atoms op(e4, e1) = e3, op(e4, e1) = e1, yields:
% 61.93/26.97  																																																					| (455) e3 = e1
% 61.93/26.97  																																																					|
% 61.93/26.97  																																																					| Instantiating formula (29) with e2, e4, e2, e3 and discharging atoms op(e2, e4) = e3, op(e2, e4) = e2, yields:
% 61.93/26.97  																																																					| (662) e3 = e2
% 61.93/26.97  																																																					|
% 61.93/26.97  																																																					| Instantiating formula (29) with e0, e4, e0, e4 and discharging atoms op(e0, e4) = e4, op(e0, e4) = e0, yields:
% 61.93/26.97  																																																					| (397) e4 = e0
% 61.93/26.97  																																																					|
% 61.93/26.97  																																																					| Combining equations (425,397) yields a new equation:
% 61.93/26.97  																																																					| (675) e3 = e0
% 61.93/26.97  																																																					|
% 61.93/26.97  																																																					| Simplifying 675 yields:
% 61.93/26.97  																																																					| (676) e3 = e0
% 61.93/26.97  																																																					|
% 61.93/26.97  																																																					| Combining equations (455,662) yields a new equation:
% 61.93/26.97  																																																					| (617) e2 = e1
% 61.93/26.97  																																																					|
% 61.93/26.97  																																																					| Combining equations (676,662) yields a new equation:
% 61.93/26.97  																																																					| (330) e2 = e0
% 61.93/26.97  																																																					|
% 61.93/26.97  																																																					| Combining equations (617,330) yields a new equation:
% 61.93/26.97  																																																					| (546) e1 = e0
% 61.93/26.97  																																																					|
% 61.93/26.97  																																																					| Simplifying 546 yields:
% 61.93/26.97  																																																					| (431) e1 = e0
% 61.93/26.97  																																																					|
% 61.93/26.97  																																																					| Equations (431) can reduce 233 to:
% 61.93/26.97  																																																					| (266) $false
% 61.93/26.97  																																																					|
% 61.93/26.97  																																																					|-The branch is then unsatisfiable
% 61.93/26.97  																																																				|-Branch two:
% 61.93/26.97  																																																				| (724)  ~ (unit = e4)
% 61.93/26.97  																																																				| (725) unit = e3 | unit = e1 | unit = e0
% 61.93/26.97  																																																				|
% 61.93/26.97  																																																					+-Applying beta-rule and splitting (725), into two cases.
% 61.93/26.97  																																																					|-Branch one:
% 61.93/26.97  																																																					| (726) unit = e0
% 61.93/26.97  																																																					|
% 61.93/26.97  																																																						| From (726) and (42) follows:
% 61.93/26.97  																																																						| (728) op(e0, e0) = e0
% 61.93/26.97  																																																						|
% 61.93/26.97  																																																						| Instantiating formula (29) with e0, e0, e0, e3 and discharging atoms op(e0, e0) = e3, op(e0, e0) = e0, yields:
% 61.93/26.97  																																																						| (676) e3 = e0
% 61.93/26.97  																																																						|
% 61.93/26.97  																																																						| Equations (676) can reduce 80 to:
% 61.93/26.97  																																																						| (266) $false
% 61.93/26.97  																																																						|
% 61.93/26.97  																																																						|-The branch is then unsatisfiable
% 61.93/26.97  																																																					|-Branch two:
% 61.93/26.97  																																																					| (734)  ~ (unit = e0)
% 61.93/26.97  																																																					| (735) unit = e3 | unit = e1
% 61.93/26.97  																																																					|
% 61.93/26.97  																																																						+-Applying beta-rule and splitting (735), into two cases.
% 61.93/26.97  																																																						|-Branch one:
% 61.93/26.97  																																																						| (736) unit = e1
% 61.93/26.97  																																																						|
% 61.93/26.97  																																																							| Equations (736) can reduce 734 to:
% 61.93/26.97  																																																							| (233)  ~ (e1 = e0)
% 61.93/26.97  																																																							|
% 61.93/26.97  																																																							| From (736) and (244) follows:
% 61.93/26.97  																																																							| (738) op(e1, e4) = e4
% 61.93/26.97  																																																							|
% 61.93/26.97  																																																							| From (736) and (15) follows:
% 61.93/26.97  																																																							| (515) op(e1, e2) = e2
% 61.93/26.97  																																																							|
% 61.93/26.97  																																																							| From (736) and (28) follows:
% 61.93/26.97  																																																							| (740) op(e1, e1) = e1
% 61.93/26.97  																																																							|
% 61.93/26.97  																																																							| Instantiating formula (29) with e1, e4, e4, e0 and discharging atoms op(e1, e4) = e4, op(e1, e4) = e0, yields:
% 61.93/26.97  																																																							| (397) e4 = e0
% 61.93/26.97  																																																							|
% 61.93/26.97  																																																							| Instantiating formula (29) with e1, e2, e2, e4 and discharging atoms op(e1, e2) = e4, op(e1, e2) = e2, yields:
% 61.93/26.97  																																																							| (323) e4 = e2
% 61.93/26.97  																																																							|
% 61.93/26.97  																																																							| Instantiating formula (29) with e1, e1, e1, e2 and discharging atoms op(e1, e1) = e2, op(e1, e1) = e1, yields:
% 61.93/26.97  																																																							| (617) e2 = e1
% 61.93/26.97  																																																							|
% 61.93/26.97  																																																							| Combining equations (397,323) yields a new equation:
% 61.93/26.97  																																																							| (330) e2 = e0
% 61.93/26.97  																																																							|
% 61.93/26.97  																																																							| Combining equations (617,330) yields a new equation:
% 61.93/26.97  																																																							| (546) e1 = e0
% 61.93/26.97  																																																							|
% 61.93/26.97  																																																							| Simplifying 546 yields:
% 61.93/26.97  																																																							| (431) e1 = e0
% 61.93/26.97  																																																							|
% 61.93/26.97  																																																							| Equations (431) can reduce 233 to:
% 61.93/26.97  																																																							| (266) $false
% 61.93/26.97  																																																							|
% 61.93/26.97  																																																							|-The branch is then unsatisfiable
% 61.93/26.97  																																																						|-Branch two:
% 61.93/26.97  																																																						| (748)  ~ (unit = e1)
% 61.93/26.97  																																																						| (749) unit = e3
% 61.93/26.97  																																																						|
% 61.93/26.97  																																																							| From (749) and (15) follows:
% 61.93/26.97  																																																							| (751) op(e3, e2) = e2
% 61.93/26.97  																																																							|
% 61.93/26.97  																																																							| From (749) and (28) follows:
% 61.93/26.97  																																																							| (2235) op(e1, e3) = e1
% 61.93/26.97  																																																							|
% 61.93/26.97  																																																							| Instantiating formula (29) with e3, e2, e2, e3 and discharging atoms op(e3, e2) = e3, op(e3, e2) = e2, yields:
% 61.93/26.97  																																																							| (662) e3 = e2
% 61.93/26.97  																																																							|
% 61.93/26.97  																																																							| Instantiating formula (29) with e1, e3, e1, e3 and discharging atoms op(e1, e3) = e3, op(e1, e3) = e1, yields:
% 61.93/26.97  																																																							| (455) e3 = e1
% 61.93/26.97  																																																							|
% 61.93/26.97  																																																							| Combining equations (455,662) yields a new equation:
% 61.93/26.97  																																																							| (617) e2 = e1
% 61.93/26.97  																																																							|
% 61.93/26.97  																																																							| Equations (617) can reduce 122 to:
% 61.93/26.97  																																																							| (266) $false
% 61.93/26.97  																																																							|
% 61.93/26.97  																																																							|-The branch is then unsatisfiable
% 61.93/26.97  																																																		|-Branch two:
% 61.93/26.97  																																																		| (360)  ~ (all_0_44_44 = e0)
% 61.93/26.97  																																																		| (1417) all_0_44_44 = e3 | all_0_44_44 = e1
% 61.93/26.97  																																																		|
% 61.93/26.97  																																																			+-Applying beta-rule and splitting (6766), into two cases.
% 61.93/26.97  																																																			|-Branch one:
% 61.93/26.97  																																																			| (356) all_0_43_43 = e0
% 61.93/26.97  																																																			|
% 61.93/26.97  																																																				| Combining equations (396,356) yields a new equation:
% 61.93/26.97  																																																				| (481) e4 = e0
% 61.93/26.97  																																																				|
% 61.93/26.97  																																																				| Simplifying 481 yields:
% 61.93/26.97  																																																				| (397) e4 = e0
% 61.93/26.97  																																																				|
% 61.93/26.97  																																																				| Equations (397) can reduce 49 to:
% 61.93/26.97  																																																				| (266) $false
% 61.93/26.97  																																																				|
% 61.93/26.97  																																																				|-The branch is then unsatisfiable
% 61.93/26.97  																																																			|-Branch two:
% 61.93/26.97  																																																			| (5470)  ~ (all_0_43_43 = e0)
% 61.93/26.97  																																																			| (1414) all_0_44_44 = e0
% 61.93/26.97  																																																			|
% 61.93/26.97  																																																				| Equations (1414) can reduce 360 to:
% 61.93/26.97  																																																				| (266) $false
% 61.93/26.97  																																																				|
% 61.93/26.97  																																																				|-The branch is then unsatisfiable
% 61.93/26.97  																																																	|-Branch two:
% 61.93/26.97  																																																	| (1459)  ~ (all_0_53_53 = e1)
% 61.93/26.97  																																																	| (918) all_0_58_58 = e1
% 61.93/26.97  																																																	|
% 61.93/26.97  																																																		| Combining equations (918,795) yields a new equation:
% 61.93/26.97  																																																		| (455) e3 = e1
% 61.93/26.97  																																																		|
% 61.93/26.97  																																																		| Equations (455) can reduce 213 to:
% 61.93/26.97  																																																		| (266) $false
% 61.93/26.97  																																																		|
% 61.93/26.97  																																																		|-The branch is then unsatisfiable
% 61.93/26.97  																																								|-Branch two:
% 61.93/26.97  																																								| (475)  ~ (all_0_51_51 = e4)
% 61.93/26.97  																																								| (1104) all_0_51_51 = e3 | all_0_51_51 = e1
% 61.93/26.97  																																								|
% 61.93/26.97  																																									+-Applying beta-rule and splitting (1104), into two cases.
% 61.93/26.97  																																									|-Branch one:
% 61.93/26.97  																																									| (1109) all_0_51_51 = e1
% 61.93/26.97  																																									|
% 61.99/26.97  																																										| Equations (1109) can reduce 464 to:
% 61.99/26.97  																																										| (266) $false
% 61.99/26.97  																																										|
% 61.99/26.97  																																										|-The branch is then unsatisfiable
% 61.99/26.97  																																									|-Branch two:
% 61.99/26.97  																																									| (464)  ~ (all_0_51_51 = e1)
% 61.99/26.98  																																									| (660) all_0_51_51 = e3
% 61.99/26.98  																																									|
% 61.99/26.98  																																										| Equations (660) can reduce 664 to:
% 61.99/26.98  																																										| (266) $false
% 61.99/26.98  																																										|
% 61.99/26.98  																																										|-The branch is then unsatisfiable
% 61.99/26.98  																																				|-Branch two:
% 61.99/26.98  																																				| (1283)  ~ (all_0_48_48 = e0)
% 61.99/26.98  																																				| (875) all_0_57_57 = e0
% 61.99/26.98  																																				|
% 61.99/26.98  																																					| Equations (875) can reduce 364 to:
% 61.99/26.98  																																					| (266) $false
% 61.99/26.98  																																					|
% 61.99/26.98  																																					|-The branch is then unsatisfiable
% 61.99/26.98  																																	|-Branch two:
% 61.99/26.98  																																	| (819) all_0_47_47 = e0 & all_0_58_58 = e2 &  ~ (all_0_49_49 = e2)
% 61.99/26.98  																																	|
% 61.99/26.98  																																		| Applying alpha-rule on (819) yields:
% 61.99/26.98  																																		| (674) all_0_47_47 = e0
% 61.99/26.98  																																		| (624) all_0_58_58 = e2
% 61.99/26.98  																																		| (340)  ~ (all_0_49_49 = e2)
% 61.99/26.98  																																		|
% 61.99/26.98  																																		| Combining equations (795,624) yields a new equation:
% 61.99/26.98  																																		| (661) e3 = e2
% 61.99/26.98  																																		|
% 61.99/26.98  																																		| Simplifying 661 yields:
% 61.99/26.98  																																		| (662) e3 = e2
% 61.99/26.98  																																		|
% 61.99/26.98  																																		| Equations (662) can reduce 212 to:
% 61.99/26.98  																																		| (266) $false
% 61.99/26.98  																																		|
% 61.99/26.98  																																		|-The branch is then unsatisfiable
% 61.99/26.98  																																|-Branch two:
% 61.99/26.98  																																| (825) all_0_47_47 = e0 & all_0_58_58 = e2 &  ~ (all_0_56_56 = e0)
% 61.99/26.98  																																|
% 61.99/26.98  																																	| Applying alpha-rule on (825) yields:
% 61.99/26.98  																																	| (674) all_0_47_47 = e0
% 61.99/26.98  																																	| (624) all_0_58_58 = e2
% 61.99/26.98  																																	| (828)  ~ (all_0_56_56 = e0)
% 61.99/26.98  																																	|
% 61.99/26.98  																																	| Combining equations (795,624) yields a new equation:
% 61.99/26.98  																																	| (661) e3 = e2
% 61.99/26.98  																																	|
% 61.99/26.98  																																	| Simplifying 661 yields:
% 61.99/26.98  																																	| (662) e3 = e2
% 61.99/26.98  																																	|
% 61.99/26.98  																																	| Equations (662) can reduce 212 to:
% 61.99/26.98  																																	| (266) $false
% 61.99/26.98  																																	|
% 61.99/26.98  																																	|-The branch is then unsatisfiable
% 61.99/26.98  																								|-Branch two:
% 61.99/26.98  																								| (457)  ~ (all_0_41_41 = e1)
% 61.99/26.98  																								| (595) all_0_46_46 = e1 | all_0_50_50 = e1 | all_0_55_55 = e1
% 61.99/26.98  																								|
% 61.99/26.98  																									+-Applying beta-rule and splitting (595), into two cases.
% 61.99/26.98  																									|-Branch one:
% 61.99/26.98  																									| (545) all_0_46_46 = e1
% 61.99/26.98  																									|
% 61.99/26.98  																										| Combining equations (1794,545) yields a new equation:
% 61.99/26.98  																										| (616) e2 = e1
% 61.99/26.98  																										|
% 61.99/26.98  																										| Simplifying 616 yields:
% 61.99/26.98  																										| (617) e2 = e1
% 61.99/26.98  																										|
% 61.99/26.98  																										| Equations (617) can reduce 122 to:
% 61.99/26.98  																										| (266) $false
% 61.99/26.98  																										|
% 61.99/26.98  																										|-The branch is then unsatisfiable
% 61.99/26.98  																									|-Branch two:
% 61.99/26.98  																									| (549)  ~ (all_0_46_46 = e1)
% 61.99/26.98  																									| (600) all_0_50_50 = e1 | all_0_55_55 = e1
% 61.99/26.98  																									|
% 61.99/26.98  																										+-Applying beta-rule and splitting (600), into two cases.
% 61.99/26.98  																										|-Branch one:
% 61.99/26.98  																										| (601) all_0_50_50 = e1
% 61.99/26.98  																										|
% 61.99/26.98  																											| Combining equations (415,601) yields a new equation:
% 61.99/26.98  																											| (454) e3 = e1
% 61.99/26.98  																											|
% 61.99/26.98  																											| Simplifying 454 yields:
% 61.99/26.98  																											| (455) e3 = e1
% 61.99/26.98  																											|
% 61.99/26.98  																											| Equations (455) can reduce 213 to:
% 61.99/26.98  																											| (266) $false
% 61.99/26.98  																											|
% 61.99/26.98  																											|-The branch is then unsatisfiable
% 61.99/26.98  																										|-Branch two:
% 61.99/26.98  																										| (759)  ~ (all_0_50_50 = e1)
% 61.99/26.98  																										| (629) all_0_55_55 = e1
% 61.99/26.98  																										|
% 61.99/26.98  																											| Equations (629) can reduce 81 to:
% 61.99/26.98  																											| (2437)  ~ (all_0_57_57 = e1)
% 61.99/26.98  																											|
% 61.99/26.98  																											| Simplifying 2437 yields:
% 61.99/26.98  																											| (1670)  ~ (all_0_57_57 = e1)
% 61.99/26.98  																											|
% 61.99/26.98  																											| Equations (629) can reduce 763 to:
% 61.99/26.98  																											| (602)  ~ (e4 = e1)
% 61.99/26.98  																											|
% 61.99/26.98  																											| Simplifying 602 yields:
% 61.99/26.98  																											| (110)  ~ (e4 = e1)
% 61.99/26.98  																											|
% 61.99/26.98  																											| Equations (629) can reduce 304 to:
% 61.99/26.98  																											| (604)  ~ (e2 = e1)
% 61.99/26.98  																											|
% 61.99/26.98  																											| Simplifying 604 yields:
% 61.99/26.98  																											| (122)  ~ (e2 = e1)
% 61.99/26.98  																											|
% 61.99/26.98  																											+-Applying beta-rule and splitting (130), into two cases.
% 61.99/26.98  																											|-Branch one:
% 61.99/26.98  																											| (430) all_0_43_43 = e1
% 61.99/26.98  																											|
% 61.99/26.98  																												| Combining equations (430,396) yields a new equation:
% 61.99/26.98  																												| (630) e4 = e1
% 61.99/26.98  																												|
% 61.99/26.98  																												| Equations (630) can reduce 110 to:
% 61.99/26.98  																												| (266) $false
% 61.99/26.98  																												|
% 61.99/26.98  																												|-The branch is then unsatisfiable
% 61.99/26.98  																											|-Branch two:
% 61.99/26.98  																											| (433)  ~ (all_0_43_43 = e1)
% 61.99/26.98  																											| (434) all_0_48_48 = e1 | all_0_52_52 = e1 | all_0_57_57 = e1
% 61.99/26.98  																											|
% 61.99/26.98  																												+-Applying beta-rule and splitting (12), into two cases.
% 61.99/26.98  																												|-Branch one:
% 61.99/26.98  																												| (442) all_0_57_57 = e2
% 61.99/26.98  																												|
% 61.99/26.98  																													| Equations (442) can reduce 344 to:
% 61.99/26.98  																													| (266) $false
% 61.99/26.98  																													|
% 61.99/26.98  																													|-The branch is then unsatisfiable
% 61.99/26.98  																												|-Branch two:
% 61.99/26.98  																												| (344)  ~ (all_0_57_57 = e2)
% 61.99/26.98  																												| (445) all_0_57_57 = e4 | all_0_57_57 = e1 | all_0_57_57 = e0
% 61.99/26.98  																												|
% 61.99/26.98  																													+-Applying beta-rule and splitting (243), into two cases.
% 61.99/26.98  																													|-Branch one:
% 61.99/26.98  																													| (329) all_0_38_38 = e0
% 61.99/26.98  																													|
% 61.99/26.98  																														| Combining equations (329,321) yields a new equation:
% 61.99/26.98  																														| (397) e4 = e0
% 61.99/26.98  																														|
% 61.99/26.98  																														| Equations (397) can reduce 49 to:
% 61.99/26.98  																														| (266) $false
% 61.99/26.98  																														|
% 61.99/26.98  																														|-The branch is then unsatisfiable
% 61.99/26.98  																													|-Branch two:
% 61.99/26.98  																													| (332)  ~ (all_0_38_38 = e0)
% 61.99/26.98  																													| (395) all_0_41_41 = e0 | all_0_46_46 = e0 | all_0_55_55 = e0
% 61.99/26.98  																													|
% 61.99/26.98  																														+-Applying beta-rule and splitting (395), into two cases.
% 61.99/26.98  																														|-Branch one:
% 61.99/26.98  																														| (794) all_0_41_41 = e0
% 61.99/26.98  																														|
% 61.99/26.98  																															| Equations (794) can reduce 149 to:
% 61.99/26.98  																															| (359)  ~ (all_0_44_44 = e0)
% 61.99/26.98  																															|
% 61.99/26.98  																															| Simplifying 359 yields:
% 61.99/26.98  																															| (360)  ~ (all_0_44_44 = e0)
% 61.99/26.98  																															|
% 61.99/26.98  																															| Equations (794) can reduce 85 to:
% 61.99/26.98  																															| (365)  ~ (e2 = e0)
% 61.99/26.98  																															|
% 61.99/26.98  																															| Simplifying 365 yields:
% 61.99/26.98  																															| (128)  ~ (e2 = e0)
% 61.99/26.98  																															|
% 61.99/26.98  																															| From (794) and (219) follows:
% 61.99/26.98  																															| (5573) op(e3, e3) = e0
% 61.99/26.98  																															|
% 61.99/26.98  																															+-Applying beta-rule and splitting (26), into two cases.
% 61.99/26.98  																															|-Branch one:
% 61.99/26.98  																															| (446) all_0_44_44 = e4
% 61.99/26.98  																															|
% 61.99/26.98  																																| Equations (446) can reduce 1390 to:
% 61.99/26.98  																																| (266) $false
% 61.99/26.98  																																|
% 61.99/26.98  																																|-The branch is then unsatisfiable
% 61.99/26.98  																															|-Branch two:
% 61.99/26.98  																															| (1390)  ~ (all_0_44_44 = e4)
% 61.99/26.98  																															| (1391) all_0_44_44 = e3 | all_0_44_44 = e1 | all_0_44_44 = e0
% 61.99/26.98  																															|
% 61.99/26.98  																																+-Applying beta-rule and splitting (75), into two cases.
% 61.99/26.98  																																|-Branch one:
% 61.99/26.98  																																| (485) all_0_40_40 = e0
% 61.99/26.98  																																|
% 61.99/26.98  																																	| Combining equations (485,313) yields a new equation:
% 61.99/26.98  																																	| (330) e2 = e0
% 61.99/26.98  																																	|
% 61.99/26.98  																																	| Equations (330) can reduce 128 to:
% 61.99/26.98  																																	| (266) $false
% 61.99/26.98  																																	|
% 61.99/26.98  																																	|-The branch is then unsatisfiable
% 61.99/26.98  																																|-Branch two:
% 61.99/26.98  																																| (1401)  ~ (all_0_40_40 = e0)
% 61.99/26.98  																																| (1748) all_0_44_44 = e0 | all_0_49_49 = e0 | all_0_58_58 = e0
% 61.99/26.98  																																|
% 61.99/26.98  																																	+-Applying beta-rule and splitting (434), into two cases.
% 61.99/26.98  																																	|-Branch one:
% 61.99/26.98  																																	| (615) all_0_48_48 = e1
% 61.99/26.98  																																	|
% 61.99/26.98  																																		| Equations (615) can reduce 114 to:
% 61.99/26.98  																																		| (462)  ~ (all_0_47_47 = e1)
% 61.99/26.98  																																		|
% 61.99/26.98  																																		+-Applying beta-rule and splitting (1391), into two cases.
% 61.99/26.98  																																		|-Branch one:
% 61.99/26.98  																																		| (1414) all_0_44_44 = e0
% 61.99/26.98  																																		|
% 61.99/26.98  																																			| Equations (1414) can reduce 360 to:
% 61.99/26.98  																																			| (266) $false
% 61.99/26.98  																																			|
% 61.99/26.98  																																			|-The branch is then unsatisfiable
% 61.99/26.98  																																		|-Branch two:
% 61.99/26.98  																																		| (360)  ~ (all_0_44_44 = e0)
% 61.99/26.98  																																		| (1417) all_0_44_44 = e3 | all_0_44_44 = e1
% 61.99/26.98  																																		|
% 61.99/26.98  																																			+-Applying beta-rule and splitting (3259), into two cases.
% 61.99/26.98  																																			|-Branch one:
% 61.99/26.98  																																			| (654) all_0_47_47 = e1
% 61.99/26.98  																																			|
% 61.99/26.98  																																				| Equations (654) can reduce 462 to:
% 61.99/26.98  																																				| (266) $false
% 61.99/26.98  																																				|
% 61.99/26.98  																																				|-The branch is then unsatisfiable
% 61.99/26.98  																																			|-Branch two:
% 61.99/26.98  																																			| (462)  ~ (all_0_47_47 = e1)
% 61.99/26.98  																																			| (3264) all_0_51_51 = e1 | all_0_56_56 = e1
% 61.99/26.98  																																			|
% 61.99/26.98  																																				+-Applying beta-rule and splitting (1417), into two cases.
% 61.99/26.98  																																				|-Branch one:
% 61.99/26.98  																																				| (635) all_0_44_44 = e1
% 61.99/26.98  																																				|
% 61.99/26.98  																																					| Equations (635) can reduce 9 to:
% 61.99/26.98  																																					| (1419)  ~ (all_0_49_49 = e1)
% 61.99/26.98  																																					|
% 61.99/26.98  																																					| Simplifying 1419 yields:
% 61.99/26.98  																																					| (1064)  ~ (all_0_49_49 = e1)
% 61.99/26.98  																																					|
% 61.99/26.98  																																					| Equations (635) can reduce 407 to:
% 61.99/26.98  																																					| (467)  ~ (e3 = e1)
% 61.99/26.98  																																					|
% 61.99/26.98  																																					| Simplifying 467 yields:
% 61.99/26.98  																																					| (213)  ~ (e3 = e1)
% 61.99/26.98  																																					|
% 61.99/26.98  																																					| Equations (635) can reduce 147 to:
% 61.99/26.98  																																					| (604)  ~ (e2 = e1)
% 61.99/26.98  																																					|
% 61.99/26.98  																																					| Simplifying 604 yields:
% 61.99/26.98  																																					| (122)  ~ (e2 = e1)
% 61.99/26.98  																																					|
% 61.99/26.98  																																					| Equations (635) can reduce 360 to:
% 61.99/26.98  																																					| (233)  ~ (e1 = e0)
% 61.99/26.98  																																					|
% 61.99/26.98  																																					+-Applying beta-rule and splitting (196), into two cases.
% 61.99/26.98  																																					|-Branch one:
% 61.99/26.98  																																					| (607) all_0_53_53 = e2
% 61.99/26.98  																																					|
% 61.99/26.98  																																						| Equations (607) can reduce 509 to:
% 61.99/26.98  																																						| (266) $false
% 61.99/26.98  																																						|
% 61.99/26.98  																																						|-The branch is then unsatisfiable
% 61.99/26.98  																																					|-Branch two:
% 61.99/26.98  																																					| (509)  ~ (all_0_53_53 = e2)
% 61.99/26.98  																																					| (610) all_0_53_53 = e4 | all_0_53_53 = e3 | all_0_53_53 = e1
% 61.99/26.98  																																					|
% 61.99/26.98  																																						+-Applying beta-rule and splitting (160), into two cases.
% 61.99/26.98  																																						|-Branch one:
% 61.99/26.98  																																						| (601) all_0_50_50 = e1
% 61.99/26.98  																																						|
% 61.99/26.98  																																							| Combining equations (415,601) yields a new equation:
% 61.99/26.98  																																							| (454) e3 = e1
% 61.99/26.98  																																							|
% 61.99/26.98  																																							| Simplifying 454 yields:
% 61.99/26.98  																																							| (455) e3 = e1
% 61.99/26.98  																																							|
% 61.99/26.98  																																							| Equations (455) can reduce 213 to:
% 61.99/26.98  																																							| (266) $false
% 61.99/26.98  																																							|
% 61.99/26.98  																																							|-The branch is then unsatisfiable
% 61.99/26.98  																																						|-Branch two:
% 61.99/26.98  																																						| (759)  ~ (all_0_50_50 = e1)
% 61.99/26.98  																																						| (1168) all_0_51_51 = e1 | all_0_52_52 = e1 | all_0_53_53 = e1
% 61.99/26.98  																																						|
% 61.99/26.98  																																							+-Applying beta-rule and splitting (610), into two cases.
% 61.99/26.98  																																							|-Branch one:
% 61.99/26.98  																																							| (1298) all_0_53_53 = e4
% 61.99/26.98  																																							|
% 61.99/26.98  																																								| Equations (1298) can reduce 65 to:
% 61.99/26.98  																																								| (256)  ~ (all_0_49_49 = e4)
% 61.99/26.98  																																								|
% 61.99/26.98  																																								| Equations (1298) can reduce 6 to:
% 61.99/26.98  																																								| (475)  ~ (all_0_51_51 = e4)
% 61.99/26.98  																																								|
% 61.99/26.98  																																								| Equations (1298) can reduce 903 to:
% 61.99/26.98  																																								| (188)  ~ (e4 = e3)
% 61.99/26.98  																																								|
% 61.99/26.98  																																								| Equations (1298) can reduce 509 to:
% 61.99/26.98  																																								| (48)  ~ (e4 = e2)
% 61.99/26.98  																																								|
% 61.99/26.98  																																								| From (1298) and (84) follows:
% 61.99/26.98  																																								| (5692) op(e1, e0) = e4
% 61.99/26.98  																																								|
% 61.99/26.98  																																								+-Applying beta-rule and splitting (206), into two cases.
% 61.99/26.98  																																								|-Branch one:
% 61.99/26.98  																																								| (248) all_0_45_45 = e4
% 61.99/26.98  																																								|
% 61.99/26.98  																																									| Combining equations (423,248) yields a new equation:
% 61.99/26.98  																																									| (425) e4 = e3
% 61.99/26.98  																																									|
% 61.99/26.98  																																									| Equations (425) can reduce 188 to:
% 61.99/26.98  																																									| (266) $false
% 61.99/26.98  																																									|
% 61.99/26.98  																																									|-The branch is then unsatisfiable
% 61.99/26.98  																																								|-Branch two:
% 61.99/26.98  																																								| (60416)  ~ (all_0_45_45 = e4)
% 61.99/26.98  																																								| (61457) all_0_46_46 = e4 | all_0_47_47 = e4 | all_0_48_48 = e4 | all_0_49_49 = e4
% 61.99/26.98  																																								|
% 61.99/26.98  																																									+-Applying beta-rule and splitting (54), into two cases.
% 61.99/26.98  																																									|-Branch one:
% 61.99/26.98  																																									| (583) all_0_49_49 = e2
% 61.99/26.98  																																									|
% 61.99/26.98  																																										| Equations (583) can reduce 340 to:
% 61.99/26.98  																																										| (266) $false
% 61.99/26.98  																																										|
% 61.99/26.98  																																										|-The branch is then unsatisfiable
% 61.99/26.98  																																									|-Branch two:
% 61.99/26.98  																																									| (340)  ~ (all_0_49_49 = e2)
% 61.99/26.98  																																									| (586) all_0_49_49 = e4 | all_0_49_49 = e3 | all_0_49_49 = e1 | all_0_49_49 = e0
% 61.99/26.98  																																									|
% 61.99/26.98  																																										+-Applying beta-rule and splitting (1100), into two cases.
% 61.99/26.98  																																										|-Branch one:
% 61.99/26.98  																																										| (1101) all_0_51_51 = e4
% 61.99/26.98  																																										|
% 61.99/26.98  																																											| Equations (1101) can reduce 475 to:
% 61.99/26.98  																																											| (266) $false
% 61.99/26.98  																																											|
% 61.99/26.98  																																											|-The branch is then unsatisfiable
% 61.99/26.98  																																										|-Branch two:
% 61.99/26.98  																																										| (475)  ~ (all_0_51_51 = e4)
% 61.99/26.98  																																										| (1104) all_0_51_51 = e3 | all_0_51_51 = e1
% 61.99/26.98  																																										|
% 61.99/26.98  																																											+-Applying beta-rule and splitting (5471), into two cases.
% 61.99/26.98  																																											|-Branch one:
% 61.99/26.98  																																											| (1279) all_0_48_48 = e0
% 61.99/26.98  																																											|
% 61.99/26.98  																																												| Combining equations (615,1279) yields a new equation:
% 61.99/26.98  																																												| (546) e1 = e0
% 61.99/26.98  																																												|
% 61.99/26.98  																																												| Simplifying 546 yields:
% 61.99/26.98  																																												| (431) e1 = e0
% 61.99/26.98  																																												|
% 61.99/26.98  																																												| Equations (431) can reduce 233 to:
% 61.99/26.98  																																												| (266) $false
% 61.99/26.98  																																												|
% 61.99/26.98  																																												|-The branch is then unsatisfiable
% 61.99/26.98  																																											|-Branch two:
% 61.99/26.98  																																											| (1283)  ~ (all_0_48_48 = e0)
% 61.99/26.98  																																											| (875) all_0_57_57 = e0
% 61.99/26.98  																																											|
% 61.99/26.98  																																												| Equations (875) can reduce 67 to:
% 61.99/26.98  																																												| (541)  ~ (e3 = e0)
% 61.99/26.98  																																												|
% 61.99/26.98  																																												| Simplifying 541 yields:
% 61.99/26.98  																																												| (80)  ~ (e3 = e0)
% 61.99/26.98  																																												|
% 61.99/26.98  																																												+-Applying beta-rule and splitting (3264), into two cases.
% 61.99/26.98  																																												|-Branch one:
% 61.99/26.98  																																												| (1109) all_0_51_51 = e1
% 61.99/26.98  																																												|
% 61.99/26.98  																																													| Equations (1109) can reduce 475 to:
% 61.99/26.98  																																													| (602)  ~ (e4 = e1)
% 61.99/26.98  																																													|
% 61.99/26.98  																																													| Simplifying 602 yields:
% 61.99/26.98  																																													| (110)  ~ (e4 = e1)
% 61.99/26.98  																																													|
% 61.99/26.98  																																													| Equations (1109) can reduce 115 to:
% 61.99/26.98  																																													| (233)  ~ (e1 = e0)
% 61.99/26.98  																																													|
% 61.99/26.98  																																													+-Applying beta-rule and splitting (1748), into two cases.
% 61.99/26.98  																																													|-Branch one:
% 61.99/26.98  																																													| (1414) all_0_44_44 = e0
% 61.99/26.98  																																													|
% 61.99/26.98  																																														| Combining equations (635,1414) yields a new equation:
% 61.99/26.98  																																														| (546) e1 = e0
% 61.99/26.98  																																														|
% 61.99/26.98  																																														| Simplifying 546 yields:
% 61.99/26.98  																																														| (431) e1 = e0
% 61.99/26.98  																																														|
% 61.99/26.98  																																														| Equations (431) can reduce 233 to:
% 61.99/26.98  																																														| (266) $false
% 61.99/26.98  																																														|
% 61.99/26.98  																																														|-The branch is then unsatisfiable
% 61.99/26.98  																																													|-Branch two:
% 61.99/26.98  																																													| (360)  ~ (all_0_44_44 = e0)
% 61.99/26.98  																																													| (1760) all_0_49_49 = e0 | all_0_58_58 = e0
% 61.99/26.98  																																													|
% 61.99/26.98  																																														+-Applying beta-rule and splitting (1760), into two cases.
% 61.99/26.98  																																														|-Branch one:
% 61.99/26.98  																																														| (978) all_0_49_49 = e0
% 61.99/26.98  																																														|
% 61.99/26.98  																																															| Equations (978) can reduce 256 to:
% 61.99/26.98  																																															| (401)  ~ (e4 = e0)
% 61.99/26.98  																																															|
% 61.99/26.98  																																															| Simplifying 401 yields:
% 61.99/26.98  																																															| (49)  ~ (e4 = e0)
% 61.99/26.98  																																															|
% 61.99/26.98  																																															| Equations (978) can reduce 340 to:
% 61.99/26.98  																																															| (365)  ~ (e2 = e0)
% 61.99/26.98  																																															|
% 61.99/26.98  																																															| Simplifying 365 yields:
% 61.99/26.98  																																															| (128)  ~ (e2 = e0)
% 61.99/26.98  																																															|
% 61.99/26.98  																																															| Equations (978) can reduce 1064 to:
% 61.99/26.98  																																															| (435)  ~ (e1 = e0)
% 61.99/26.98  																																															|
% 61.99/26.98  																																															| Simplifying 435 yields:
% 61.99/26.98  																																															| (233)  ~ (e1 = e0)
% 61.99/26.98  																																															|
% 61.99/26.98  																																															| From (978) and (55) follows:
% 61.99/26.99  																																															| (7585) op(e2, e0) = e0
% 61.99/26.99  																																															|
% 61.99/26.99  																																															+-Applying beta-rule and splitting (61457), into two cases.
% 61.99/26.99  																																															|-Branch one:
% 61.99/26.99  																																															| (770) all_0_46_46 = e4
% 61.99/26.99  																																															|
% 61.99/26.99  																																																| Combining equations (770,1794) yields a new equation:
% 61.99/26.99  																																																| (322) e4 = e2
% 61.99/26.99  																																																|
% 61.99/26.99  																																																| Simplifying 322 yields:
% 61.99/26.99  																																																| (323) e4 = e2
% 61.99/26.99  																																																|
% 61.99/26.99  																																																| Equations (323) can reduce 48 to:
% 61.99/26.99  																																																| (266) $false
% 61.99/26.99  																																																|
% 61.99/26.99  																																																|-The branch is then unsatisfiable
% 61.99/26.99  																																															|-Branch two:
% 61.99/26.99  																																															| (250)  ~ (all_0_46_46 = e4)
% 61.99/26.99  																																															| (61466) all_0_47_47 = e4 | all_0_48_48 = e4 | all_0_49_49 = e4
% 61.99/26.99  																																															|
% 61.99/26.99  																																																+-Applying beta-rule and splitting (61466), into two cases.
% 61.99/26.99  																																																|-Branch one:
% 61.99/26.99  																																																| (1790) all_0_47_47 = e4
% 61.99/26.99  																																																|
% 61.99/26.99  																																																	| From (1790) and (23) follows:
% 61.99/26.99  																																																	| (61903) op(e2, e2) = e4
% 61.99/26.99  																																																	|
% 61.99/26.99  																																																	+-Applying beta-rule and splitting (56), into two cases.
% 61.99/26.99  																																																	|-Branch one:
% 61.99/26.99  																																																	| (696) unit = e2
% 61.99/26.99  																																																	|
% 61.99/26.99  																																																		| From (696) and (244) follows:
% 61.99/26.99  																																																		| (264) op(e2, e4) = e4
% 61.99/26.99  																																																		|
% 61.99/26.99  																																																		| From (696) and (227) follows:
% 61.99/26.99  																																																		| (4284) op(e4, e2) = e4
% 61.99/26.99  																																																		|
% 61.99/26.99  																																																		| From (696) and (32) follows:
% 61.99/26.99  																																																		| (698) op(e2, e2) = e2
% 61.99/26.99  																																																		|
% 61.99/26.99  																																																		| Instantiating formula (29) with e4, e2, e4, e0 and discharging atoms op(e4, e2) = e4, op(e4, e2) = e0, yields:
% 61.99/26.99  																																																		| (397) e4 = e0
% 61.99/26.99  																																																		|
% 61.99/26.99  																																																		| Instantiating formula (29) with e2, e4, e4, e3 and discharging atoms op(e2, e4) = e4, op(e2, e4) = e3, yields:
% 61.99/26.99  																																																		| (425) e4 = e3
% 61.99/26.99  																																																		|
% 61.99/26.99  																																																		| Instantiating formula (29) with e2, e2, e2, e4 and discharging atoms op(e2, e2) = e4, op(e2, e2) = e2, yields:
% 61.99/26.99  																																																		| (323) e4 = e2
% 61.99/26.99  																																																		|
% 61.99/26.99  																																																		| Combining equations (397,425) yields a new equation:
% 61.99/26.99  																																																		| (676) e3 = e0
% 61.99/26.99  																																																		|
% 61.99/26.99  																																																		| Combining equations (323,425) yields a new equation:
% 61.99/26.99  																																																		| (662) e3 = e2
% 61.99/26.99  																																																		|
% 61.99/26.99  																																																		| Combining equations (676,662) yields a new equation:
% 61.99/26.99  																																																		| (330) e2 = e0
% 61.99/26.99  																																																		|
% 61.99/26.99  																																																		| Equations (330) can reduce 128 to:
% 61.99/26.99  																																																		| (266) $false
% 61.99/26.99  																																																		|
% 61.99/26.99  																																																		|-The branch is then unsatisfiable
% 61.99/26.99  																																																	|-Branch two:
% 61.99/26.99  																																																	| (707)  ~ (unit = e2)
% 61.99/26.99  																																																	| (708) unit = e4 | unit = e3 | unit = e1 | unit = e0
% 61.99/26.99  																																																	|
% 61.99/26.99  																																																		+-Applying beta-rule and splitting (708), into two cases.
% 61.99/26.99  																																																		|-Branch one:
% 61.99/26.99  																																																		| (709) unit = e4
% 61.99/26.99  																																																		|
% 61.99/26.99  																																																			| From (709) and (24) follows:
% 61.99/26.99  																																																			| (33325) op(e4, e3) = e3
% 61.99/26.99  																																																			|
% 61.99/26.99  																																																			| From (709) and (211) follows:
% 61.99/26.99  																																																			| (22527) op(e4, e1) = e1
% 61.99/26.99  																																																			|
% 61.99/26.99  																																																			| From (709) and (32) follows:
% 61.99/26.99  																																																			| (712) op(e2, e4) = e2
% 61.99/26.99  																																																			|
% 61.99/26.99  																																																			| From (709) and (42) follows:
% 61.99/26.99  																																																			| (713) op(e0, e4) = e0
% 61.99/26.99  																																																			|
% 61.99/26.99  																																																			| Instantiating formula (29) with e4, e3, e3, e4 and discharging atoms op(e4, e3) = e4, op(e4, e3) = e3, yields:
% 61.99/26.99  																																																			| (425) e4 = e3
% 61.99/26.99  																																																			|
% 61.99/26.99  																																																			| Instantiating formula (29) with e4, e1, e1, e3 and discharging atoms op(e4, e1) = e3, op(e4, e1) = e1, yields:
% 61.99/26.99  																																																			| (455) e3 = e1
% 61.99/26.99  																																																			|
% 61.99/26.99  																																																			| Instantiating formula (29) with e2, e4, e2, e3 and discharging atoms op(e2, e4) = e3, op(e2, e4) = e2, yields:
% 61.99/26.99  																																																			| (662) e3 = e2
% 61.99/26.99  																																																			|
% 61.99/26.99  																																																			| Instantiating formula (29) with e0, e4, e0, e4 and discharging atoms op(e0, e4) = e4, op(e0, e4) = e0, yields:
% 61.99/26.99  																																																			| (397) e4 = e0
% 61.99/26.99  																																																			|
% 61.99/26.99  																																																			| Combining equations (425,397) yields a new equation:
% 61.99/26.99  																																																			| (675) e3 = e0
% 61.99/26.99  																																																			|
% 61.99/26.99  																																																			| Simplifying 675 yields:
% 61.99/26.99  																																																			| (676) e3 = e0
% 61.99/26.99  																																																			|
% 61.99/26.99  																																																			| Combining equations (455,662) yields a new equation:
% 61.99/26.99  																																																			| (617) e2 = e1
% 61.99/26.99  																																																			|
% 61.99/26.99  																																																			| Combining equations (676,662) yields a new equation:
% 61.99/26.99  																																																			| (330) e2 = e0
% 61.99/26.99  																																																			|
% 61.99/26.99  																																																			| Combining equations (617,330) yields a new equation:
% 61.99/26.99  																																																			| (546) e1 = e0
% 61.99/26.99  																																																			|
% 61.99/26.99  																																																			| Simplifying 546 yields:
% 61.99/26.99  																																																			| (431) e1 = e0
% 61.99/26.99  																																																			|
% 61.99/26.99  																																																			| Equations (431) can reduce 233 to:
% 61.99/26.99  																																																			| (266) $false
% 61.99/26.99  																																																			|
% 61.99/26.99  																																																			|-The branch is then unsatisfiable
% 61.99/26.99  																																																		|-Branch two:
% 61.99/26.99  																																																		| (724)  ~ (unit = e4)
% 61.99/26.99  																																																		| (725) unit = e3 | unit = e1 | unit = e0
% 61.99/26.99  																																																		|
% 61.99/26.99  																																																			+-Applying beta-rule and splitting (725), into two cases.
% 61.99/26.99  																																																			|-Branch one:
% 61.99/26.99  																																																			| (726) unit = e0
% 61.99/26.99  																																																			|
% 61.99/26.99  																																																				| From (726) and (227) follows:
% 61.99/26.99  																																																				| (3205) op(e4, e0) = e4
% 61.99/26.99  																																																				|
% 61.99/26.99  																																																				| From (726) and (32) follows:
% 61.99/26.99  																																																				| (727) op(e2, e0) = e2
% 61.99/26.99  																																																				|
% 61.99/26.99  																																																				| From (726) and (28) follows:
% 61.99/26.99  																																																				| (2698) op(e1, e0) = e1
% 61.99/26.99  																																																				|
% 61.99/26.99  																																																				| Instantiating formula (29) with e4, e0, e4, e2 and discharging atoms op(e4, e0) = e4, op(e4, e0) = e2, yields:
% 61.99/26.99  																																																				| (323) e4 = e2
% 61.99/26.99  																																																				|
% 61.99/26.99  																																																				| Instantiating formula (29) with e2, e0, e2, e0 and discharging atoms op(e2, e0) = e2, op(e2, e0) = e0, yields:
% 61.99/26.99  																																																				| (330) e2 = e0
% 61.99/26.99  																																																				|
% 61.99/26.99  																																																				| Instantiating formula (29) with e1, e0, e1, e4 and discharging atoms op(e1, e0) = e4, op(e1, e0) = e1, yields:
% 61.99/26.99  																																																				| (630) e4 = e1
% 61.99/26.99  																																																				|
% 61.99/26.99  																																																				| Combining equations (630,323) yields a new equation:
% 61.99/26.99  																																																				| (617) e2 = e1
% 61.99/26.99  																																																				|
% 61.99/26.99  																																																				| Combining equations (617,330) yields a new equation:
% 61.99/26.99  																																																				| (546) e1 = e0
% 61.99/26.99  																																																				|
% 61.99/26.99  																																																				| Simplifying 546 yields:
% 61.99/26.99  																																																				| (431) e1 = e0
% 61.99/26.99  																																																				|
% 61.99/26.99  																																																				| Equations (431) can reduce 233 to:
% 61.99/26.99  																																																				| (266) $false
% 61.99/26.99  																																																				|
% 61.99/26.99  																																																				|-The branch is then unsatisfiable
% 61.99/26.99  																																																			|-Branch two:
% 61.99/26.99  																																																			| (734)  ~ (unit = e0)
% 61.99/26.99  																																																			| (735) unit = e3 | unit = e1
% 61.99/26.99  																																																			|
% 61.99/26.99  																																																				+-Applying beta-rule and splitting (735), into two cases.
% 61.99/26.99  																																																				|-Branch one:
% 61.99/26.99  																																																				| (736) unit = e1
% 61.99/26.99  																																																				|
% 61.99/26.99  																																																					| Equations (736) can reduce 707 to:
% 61.99/26.99  																																																					| (604)  ~ (e2 = e1)
% 61.99/26.99  																																																					|
% 61.99/26.99  																																																					| Simplifying 604 yields:
% 61.99/26.99  																																																					| (122)  ~ (e2 = e1)
% 61.99/26.99  																																																					|
% 61.99/26.99  																																																					| From (736) and (28) follows:
% 61.99/26.99  																																																					| (740) op(e1, e1) = e1
% 61.99/26.99  																																																					|
% 61.99/26.99  																																																					| Instantiating formula (29) with e1, e1, e1, e2 and discharging atoms op(e1, e1) = e2, op(e1, e1) = e1, yields:
% 61.99/26.99  																																																					| (617) e2 = e1
% 61.99/26.99  																																																					|
% 61.99/26.99  																																																					| Equations (617) can reduce 122 to:
% 61.99/26.99  																																																					| (266) $false
% 61.99/26.99  																																																					|
% 61.99/26.99  																																																					|-The branch is then unsatisfiable
% 61.99/26.99  																																																				|-Branch two:
% 61.99/26.99  																																																				| (748)  ~ (unit = e1)
% 61.99/26.99  																																																				| (749) unit = e3
% 61.99/26.99  																																																				|
% 61.99/26.99  																																																					| From (749) and (40) follows:
% 61.99/26.99  																																																					| (3715) op(e3, e3) = e3
% 61.99/26.99  																																																					|
% 61.99/26.99  																																																					| From (749) and (28) follows:
% 61.99/26.99  																																																					| (2235) op(e1, e3) = e1
% 61.99/26.99  																																																					|
% 61.99/26.99  																																																					| Instantiating formula (29) with e3, e3, e3, e0 and discharging atoms op(e3, e3) = e3, op(e3, e3) = e0, yields:
% 61.99/26.99  																																																					| (676) e3 = e0
% 61.99/26.99  																																																					|
% 61.99/26.99  																																																					| Instantiating formula (29) with e1, e3, e1, e3 and discharging atoms op(e1, e3) = e3, op(e1, e3) = e1, yields:
% 61.99/26.99  																																																					| (455) e3 = e1
% 61.99/26.99  																																																					|
% 61.99/26.99  																																																					| Combining equations (676,455) yields a new equation:
% 61.99/26.99  																																																					| (431) e1 = e0
% 61.99/26.99  																																																					|
% 61.99/27.00  																																																					| Equations (431) can reduce 233 to:
% 61.99/27.00  																																																					| (266) $false
% 61.99/27.00  																																																					|
% 61.99/27.00  																																																					|-The branch is then unsatisfiable
% 61.99/27.00  																																																|-Branch two:
% 61.99/27.00  																																																| (252)  ~ (all_0_47_47 = e4)
% 61.99/27.00  																																																| (61479) all_0_48_48 = e4 | all_0_49_49 = e4
% 61.99/27.00  																																																|
% 61.99/27.00  																																																	+-Applying beta-rule and splitting (61479), into two cases.
% 61.99/27.00  																																																	|-Branch one:
% 61.99/27.00  																																																	| (943) all_0_48_48 = e4
% 61.99/27.00  																																																	|
% 61.99/27.00  																																																		| Combining equations (615,943) yields a new equation:
% 61.99/27.00  																																																		| (630) e4 = e1
% 61.99/27.00  																																																		|
% 61.99/27.00  																																																		| Equations (630) can reduce 110 to:
% 61.99/27.00  																																																		| (266) $false
% 61.99/27.00  																																																		|
% 61.99/27.00  																																																		|-The branch is then unsatisfiable
% 61.99/27.00  																																																	|-Branch two:
% 61.99/27.00  																																																	| (254)  ~ (all_0_48_48 = e4)
% 61.99/27.00  																																																	| (974) all_0_49_49 = e4
% 61.99/27.00  																																																	|
% 61.99/27.00  																																																		| Combining equations (978,974) yields a new equation:
% 61.99/27.00  																																																		| (397) e4 = e0
% 61.99/27.00  																																																		|
% 61.99/27.00  																																																		| Equations (397) can reduce 49 to:
% 61.99/27.00  																																																		| (266) $false
% 61.99/27.00  																																																		|
% 61.99/27.00  																																																		|-The branch is then unsatisfiable
% 61.99/27.00  																																														|-Branch two:
% 61.99/27.00  																																														| (487)  ~ (all_0_49_49 = e0)
% 61.99/27.00  																																														| (914) all_0_58_58 = e0
% 61.99/27.00  																																														|
% 61.99/27.00  																																															| Combining equations (914,795) yields a new equation:
% 61.99/27.00  																																															| (676) e3 = e0
% 61.99/27.00  																																															|
% 61.99/27.00  																																															| Equations (676) can reduce 80 to:
% 61.99/27.00  																																															| (266) $false
% 61.99/27.00  																																															|
% 61.99/27.00  																																															|-The branch is then unsatisfiable
% 61.99/27.00  																																												|-Branch two:
% 61.99/27.00  																																												| (464)  ~ (all_0_51_51 = e1)
% 61.99/27.00  																																												| (1569) all_0_56_56 = e1
% 61.99/27.00  																																												|
% 61.99/27.00  																																													| Combining equations (1569,833) yields a new equation:
% 61.99/27.00  																																													| (617) e2 = e1
% 61.99/27.00  																																													|
% 61.99/27.00  																																													| Equations (617) can reduce 122 to:
% 61.99/27.00  																																													| (266) $false
% 61.99/27.00  																																													|
% 61.99/27.00  																																													|-The branch is then unsatisfiable
% 61.99/27.00  																																							|-Branch two:
% 61.99/27.00  																																							| (1453)  ~ (all_0_53_53 = e4)
% 61.99/27.00  																																							| (1694) all_0_53_53 = e3 | all_0_53_53 = e1
% 61.99/27.00  																																							|
% 61.99/27.00  																																								+-Applying beta-rule and splitting (1168), into two cases.
% 61.99/27.00  																																								|-Branch one:
% 61.99/27.00  																																								| (1109) all_0_51_51 = e1
% 61.99/27.00  																																								|
% 61.99/27.00  																																									| Equations (1109) can reduce 6 to:
% 61.99/27.00  																																									| (1458)  ~ (all_0_53_53 = e1)
% 61.99/27.00  																																									|
% 61.99/27.00  																																									| Simplifying 1458 yields:
% 61.99/27.00  																																									| (1459)  ~ (all_0_53_53 = e1)
% 61.99/27.00  																																									|
% 61.99/27.00  																																									+-Applying beta-rule and splitting (1694), into two cases.
% 61.99/27.00  																																									|-Branch one:
% 61.99/27.00  																																									| (1208) all_0_53_53 = e1
% 61.99/27.00  																																									|
% 61.99/27.00  																																										| Equations (1208) can reduce 1459 to:
% 61.99/27.00  																																										| (266) $false
% 61.99/27.00  																																										|
% 61.99/27.00  																																										|-The branch is then unsatisfiable
% 61.99/27.00  																																									|-Branch two:
% 61.99/27.00  																																									| (1459)  ~ (all_0_53_53 = e1)
% 61.99/27.00  																																									| (665) all_0_53_53 = e3
% 61.99/27.00  																																									|
% 61.99/27.00  																																										| Equations (665) can reduce 903 to:
% 61.99/27.00  																																										| (266) $false
% 61.99/27.00  																																										|
% 61.99/27.00  																																										|-The branch is then unsatisfiable
% 61.99/27.00  																																								|-Branch two:
% 61.99/27.00  																																								| (464)  ~ (all_0_51_51 = e1)
% 61.99/27.00  																																								| (1202) all_0_52_52 = e1 | all_0_53_53 = e1
% 61.99/27.00  																																								|
% 61.99/27.00  																																									+-Applying beta-rule and splitting (3264), into two cases.
% 61.99/27.00  																																									|-Branch one:
% 61.99/27.00  																																									| (1109) all_0_51_51 = e1
% 61.99/27.00  																																									|
% 61.99/27.00  																																										| Equations (1109) can reduce 464 to:
% 61.99/27.00  																																										| (266) $false
% 61.99/27.00  																																										|
% 61.99/27.00  																																										|-The branch is then unsatisfiable
% 61.99/27.00  																																									|-Branch two:
% 61.99/27.00  																																									| (464)  ~ (all_0_51_51 = e1)
% 61.99/27.00  																																									| (1569) all_0_56_56 = e1
% 61.99/27.00  																																									|
% 61.99/27.00  																																										| Combining equations (833,1569) yields a new equation:
% 61.99/27.00  																																										| (616) e2 = e1
% 61.99/27.00  																																										|
% 61.99/27.00  																																										| Simplifying 616 yields:
% 61.99/27.00  																																										| (617) e2 = e1
% 61.99/27.00  																																										|
% 61.99/27.00  																																										| Equations (617) can reduce 122 to:
% 61.99/27.00  																																										| (266) $false
% 61.99/27.00  																																										|
% 61.99/27.00  																																										|-The branch is then unsatisfiable
% 61.99/27.00  																																				|-Branch two:
% 61.99/27.00  																																				| (639)  ~ (all_0_44_44 = e1)
% 61.99/27.00  																																				| (532) all_0_44_44 = e3
% 61.99/27.00  																																				|
% 61.99/27.00  																																					| Equations (532) can reduce 407 to:
% 61.99/27.00  																																					| (266) $false
% 61.99/27.00  																																					|
% 61.99/27.00  																																					|-The branch is then unsatisfiable
% 61.99/27.00  																																	|-Branch two:
% 61.99/27.00  																																	| (619)  ~ (all_0_48_48 = e1)
% 61.99/27.00  																																	| (620) all_0_52_52 = e1 | all_0_57_57 = e1
% 61.99/27.00  																																	|
% 61.99/27.00  																																		+-Applying beta-rule and splitting (228), into two cases.
% 61.99/27.00  																																		|-Branch one:
% 61.99/27.00  																																		| (335) all_0_48_48 = e2
% 61.99/27.00  																																		|
% 61.99/27.00  																																			| Equations (335) can reduce 810 to:
% 61.99/27.00  																																			| (266) $false
% 61.99/27.00  																																			|
% 61.99/27.00  																																			|-The branch is then unsatisfiable
% 61.99/27.00  																																		|-Branch two:
% 61.99/27.00  																																		| (810)  ~ (all_0_48_48 = e2)
% 61.99/27.00  																																		| (10218) all_0_48_48 = e4 | all_0_48_48 = e1 | all_0_48_48 = e0
% 61.99/27.00  																																		|
% 61.99/27.00  																																			+-Applying beta-rule and splitting (10218), into two cases.
% 61.99/27.00  																																			|-Branch one:
% 61.99/27.00  																																			| (943) all_0_48_48 = e4
% 61.99/27.00  																																			|
% 61.99/27.00  																																				| Equations (943) can reduce 254 to:
% 61.99/27.00  																																				| (266) $false
% 61.99/27.00  																																				|
% 61.99/27.00  																																				|-The branch is then unsatisfiable
% 61.99/27.00  																																			|-Branch two:
% 61.99/27.00  																																			| (254)  ~ (all_0_48_48 = e4)
% 61.99/27.00  																																			| (10222) all_0_48_48 = e1 | all_0_48_48 = e0
% 61.99/27.00  																																			|
% 61.99/27.00  																																				+-Applying beta-rule and splitting (10222), into two cases.
% 61.99/27.00  																																				|-Branch one:
% 61.99/27.00  																																				| (1279) all_0_48_48 = e0
% 61.99/27.00  																																				|
% 61.99/27.00  																																					| Equations (1279) can reduce 239 to:
% 61.99/27.00  																																					| (363)  ~ (all_0_57_57 = e0)
% 61.99/27.00  																																					|
% 61.99/27.00  																																					| Simplifying 363 yields:
% 61.99/27.00  																																					| (364)  ~ (all_0_57_57 = e0)
% 61.99/27.00  																																					|
% 61.99/27.00  																																					+-Applying beta-rule and splitting (445), into two cases.
% 61.99/27.00  																																					|-Branch one:
% 61.99/27.00  																																					| (871) all_0_57_57 = e4
% 61.99/27.00  																																					|
% 61.99/27.00  																																						| Equations (871) can reduce 839 to:
% 61.99/27.00  																																						| (266) $false
% 61.99/27.00  																																						|
% 61.99/27.00  																																						|-The branch is then unsatisfiable
% 61.99/27.00  																																					|-Branch two:
% 61.99/27.00  																																					| (839)  ~ (all_0_57_57 = e4)
% 61.99/27.00  																																					| (874) all_0_57_57 = e1 | all_0_57_57 = e0
% 61.99/27.00  																																					|
% 61.99/27.00  																																						+-Applying beta-rule and splitting (874), into two cases.
% 61.99/27.00  																																						|-Branch one:
% 61.99/27.00  																																						| (875) all_0_57_57 = e0
% 61.99/27.00  																																						|
% 61.99/27.00  																																							| Equations (875) can reduce 364 to:
% 61.99/27.00  																																							| (266) $false
% 61.99/27.00  																																							|
% 61.99/27.00  																																							|-The branch is then unsatisfiable
% 61.99/27.00  																																						|-Branch two:
% 61.99/27.00  																																						| (364)  ~ (all_0_57_57 = e0)
% 61.99/27.00  																																						| (647) all_0_57_57 = e1
% 61.99/27.00  																																						|
% 61.99/27.01  																																							| Equations (647) can reduce 1670 to:
% 61.99/27.01  																																							| (266) $false
% 61.99/27.01  																																							|
% 61.99/27.01  																																							|-The branch is then unsatisfiable
% 61.99/27.01  																																				|-Branch two:
% 61.99/27.01  																																				| (1283)  ~ (all_0_48_48 = e0)
% 61.99/27.01  																																				| (615) all_0_48_48 = e1
% 61.99/27.01  																																				|
% 61.99/27.01  																																					| Equations (615) can reduce 619 to:
% 61.99/27.01  																																					| (266) $false
% 61.99/27.01  																																					|
% 61.99/27.01  																																					|-The branch is then unsatisfiable
% 61.99/27.01  																														|-Branch two:
% 61.99/27.01  																														| (357)  ~ (all_0_41_41 = e0)
% 61.99/27.01  																														| (895) all_0_46_46 = e0 | all_0_55_55 = e0
% 61.99/27.01  																														|
% 61.99/27.01  																															+-Applying beta-rule and splitting (434), into two cases.
% 61.99/27.01  																															|-Branch one:
% 61.99/27.01  																															| (615) all_0_48_48 = e1
% 61.99/27.01  																															|
% 61.99/27.01  																																| Equations (615) can reduce 114 to:
% 61.99/27.01  																																| (462)  ~ (all_0_47_47 = e1)
% 61.99/27.01  																																|
% 61.99/27.01  																																+-Applying beta-rule and splitting (163), into two cases.
% 61.99/27.01  																																|-Branch one:
% 61.99/27.01  																																| (565) all_0_52_52 = e4
% 61.99/27.01  																																|
% 61.99/27.01  																																	| Combining equations (352,565) yields a new equation:
% 61.99/27.01  																																	| (323) e4 = e2
% 61.99/27.01  																																	|
% 61.99/27.01  																																	| Equations (323) can reduce 48 to:
% 61.99/27.01  																																	| (266) $false
% 61.99/27.01  																																	|
% 61.99/27.01  																																	|-The branch is then unsatisfiable
% 61.99/27.01  																																|-Branch two:
% 61.99/27.01  																																| (780)  ~ (all_0_52_52 = e4)
% 61.99/27.01  																																| (781) (all_0_41_41 = e0 & all_0_58_58 = e3 &  ~ (all_0_44_44 = e3)) | (all_0_41_41 = e0 & all_0_58_58 = e3 &  ~ (all_0_55_55 = e0)) | (all_0_47_47 = e1 & all_0_52_52 = e2 &  ~ (all_0_48_48 = e2)) | (all_0_47_47 = e1 & all_0_52_52 = e2 &  ~ (all_0_51_51 = e1)) | (all_0_47_47 = e0 & all_0_58_58 = e2 &  ~ (all_0_49_49 = e2)) | (all_0_47_47 = e0 & all_0_58_58 = e2 &  ~ (all_0_56_56 = e0))
% 61.99/27.01  																																|
% 61.99/27.01  																																	+-Applying beta-rule and splitting (165), into two cases.
% 61.99/27.01  																																	|-Branch one:
% 61.99/27.01  																																	| (794) all_0_41_41 = e0
% 61.99/27.01  																																	|
% 61.99/27.01  																																		| Equations (794) can reduce 357 to:
% 61.99/27.01  																																		| (266) $false
% 61.99/27.01  																																		|
% 61.99/27.01  																																		|-The branch is then unsatisfiable
% 61.99/27.01  																																	|-Branch two:
% 61.99/27.01  																																	| (357)  ~ (all_0_41_41 = e0)
% 61.99/27.01  																																	| (6761) all_0_42_42 = e0 | all_0_43_43 = e0 | all_0_44_44 = e0
% 61.99/27.01  																																	|
% 61.99/27.01  																																		+-Applying beta-rule and splitting (781), into two cases.
% 61.99/27.01  																																		|-Branch one:
% 61.99/27.01  																																		| (789) (all_0_41_41 = e0 & all_0_58_58 = e3 &  ~ (all_0_44_44 = e3)) | (all_0_41_41 = e0 & all_0_58_58 = e3 &  ~ (all_0_55_55 = e0)) | (all_0_47_47 = e1 & all_0_52_52 = e2 &  ~ (all_0_48_48 = e2)) | (all_0_47_47 = e1 & all_0_52_52 = e2 &  ~ (all_0_51_51 = e1)) | (all_0_47_47 = e0 & all_0_58_58 = e2 &  ~ (all_0_49_49 = e2))
% 61.99/27.01  																																		|
% 61.99/27.01  																																			+-Applying beta-rule and splitting (789), into two cases.
% 61.99/27.01  																																			|-Branch one:
% 61.99/27.01  																																			| (790) (all_0_41_41 = e0 & all_0_58_58 = e3 &  ~ (all_0_44_44 = e3)) | (all_0_41_41 = e0 & all_0_58_58 = e3 &  ~ (all_0_55_55 = e0)) | (all_0_47_47 = e1 & all_0_52_52 = e2 &  ~ (all_0_48_48 = e2)) | (all_0_47_47 = e1 & all_0_52_52 = e2 &  ~ (all_0_51_51 = e1))
% 61.99/27.01  																																			|
% 61.99/27.01  																																				+-Applying beta-rule and splitting (790), into two cases.
% 61.99/27.01  																																				|-Branch one:
% 61.99/27.01  																																				| (791) (all_0_41_41 = e0 & all_0_58_58 = e3 &  ~ (all_0_44_44 = e3)) | (all_0_41_41 = e0 & all_0_58_58 = e3 &  ~ (all_0_55_55 = e0)) | (all_0_47_47 = e1 & all_0_52_52 = e2 &  ~ (all_0_48_48 = e2))
% 61.99/27.01  																																				|
% 61.99/27.01  																																					+-Applying beta-rule and splitting (791), into two cases.
% 61.99/27.01  																																					|-Branch one:
% 61.99/27.01  																																					| (792) (all_0_41_41 = e0 & all_0_58_58 = e3 &  ~ (all_0_44_44 = e3)) | (all_0_41_41 = e0 & all_0_58_58 = e3 &  ~ (all_0_55_55 = e0))
% 61.99/27.01  																																					|
% 61.99/27.01  																																						+-Applying beta-rule and splitting (792), into two cases.
% 61.99/27.01  																																						|-Branch one:
% 61.99/27.01  																																						| (793) all_0_41_41 = e0 & all_0_58_58 = e3 &  ~ (all_0_44_44 = e3)
% 61.99/27.01  																																						|
% 61.99/27.01  																																							| Applying alpha-rule on (793) yields:
% 61.99/27.01  																																							| (794) all_0_41_41 = e0
% 61.99/27.01  																																							| (795) all_0_58_58 = e3
% 61.99/27.01  																																							| (407)  ~ (all_0_44_44 = e3)
% 61.99/27.01  																																							|
% 61.99/27.01  																																							| Equations (794) can reduce 357 to:
% 61.99/27.01  																																							| (266) $false
% 61.99/27.01  																																							|
% 61.99/27.01  																																							|-The branch is then unsatisfiable
% 61.99/27.01  																																						|-Branch two:
% 61.99/27.01  																																						| (800) all_0_41_41 = e0 & all_0_58_58 = e3 &  ~ (all_0_55_55 = e0)
% 61.99/27.01  																																						|
% 61.99/27.01  																																							| Applying alpha-rule on (800) yields:
% 61.99/27.01  																																							| (794) all_0_41_41 = e0
% 61.99/27.01  																																							| (795) all_0_58_58 = e3
% 61.99/27.01  																																							| (803)  ~ (all_0_55_55 = e0)
% 61.99/27.01  																																							|
% 61.99/27.01  																																							| Equations (794) can reduce 357 to:
% 61.99/27.01  																																							| (266) $false
% 61.99/27.01  																																							|
% 61.99/27.01  																																							|-The branch is then unsatisfiable
% 61.99/27.01  																																					|-Branch two:
% 61.99/27.01  																																					| (807) all_0_47_47 = e1 & all_0_52_52 = e2 &  ~ (all_0_48_48 = e2)
% 61.99/27.01  																																					|
% 61.99/27.01  																																						| Applying alpha-rule on (807) yields:
% 61.99/27.01  																																						| (654) all_0_47_47 = e1
% 61.99/27.01  																																						| (352) all_0_52_52 = e2
% 61.99/27.01  																																						| (810)  ~ (all_0_48_48 = e2)
% 61.99/27.01  																																						|
% 61.99/27.01  																																						| Equations (654) can reduce 462 to:
% 61.99/27.01  																																						| (266) $false
% 61.99/27.01  																																						|
% 61.99/27.01  																																						|-The branch is then unsatisfiable
% 61.99/27.01  																																				|-Branch two:
% 61.99/27.01  																																				| (813) all_0_47_47 = e1 & all_0_52_52 = e2 &  ~ (all_0_51_51 = e1)
% 61.99/27.01  																																				|
% 61.99/27.01  																																					| Applying alpha-rule on (813) yields:
% 61.99/27.01  																																					| (654) all_0_47_47 = e1
% 61.99/27.01  																																					| (352) all_0_52_52 = e2
% 61.99/27.01  																																					| (464)  ~ (all_0_51_51 = e1)
% 61.99/27.01  																																					|
% 61.99/27.01  																																					| Equations (654) can reduce 462 to:
% 61.99/27.01  																																					| (266) $false
% 61.99/27.01  																																					|
% 61.99/27.01  																																					|-The branch is then unsatisfiable
% 61.99/27.01  																																			|-Branch two:
% 61.99/27.01  																																			| (819) all_0_47_47 = e0 & all_0_58_58 = e2 &  ~ (all_0_49_49 = e2)
% 61.99/27.01  																																			|
% 61.99/27.01  																																				| Applying alpha-rule on (819) yields:
% 61.99/27.01  																																				| (674) all_0_47_47 = e0
% 61.99/27.01  																																				| (624) all_0_58_58 = e2
% 61.99/27.01  																																				| (340)  ~ (all_0_49_49 = e2)
% 61.99/27.01  																																				|
% 61.99/27.01  																																				| Combining equations (624,795) yields a new equation:
% 61.99/27.01  																																				| (662) e3 = e2
% 61.99/27.01  																																				|
% 61.99/27.01  																																				| Equations (662) can reduce 212 to:
% 61.99/27.01  																																				| (266) $false
% 61.99/27.01  																																				|
% 61.99/27.01  																																				|-The branch is then unsatisfiable
% 61.99/27.01  																																		|-Branch two:
% 61.99/27.01  																																		| (825) all_0_47_47 = e0 & all_0_58_58 = e2 &  ~ (all_0_56_56 = e0)
% 61.99/27.01  																																		|
% 61.99/27.01  																																			| Applying alpha-rule on (825) yields:
% 61.99/27.01  																																			| (674) all_0_47_47 = e0
% 61.99/27.01  																																			| (624) all_0_58_58 = e2
% 61.99/27.01  																																			| (828)  ~ (all_0_56_56 = e0)
% 61.99/27.01  																																			|
% 61.99/27.01  																																			| Combining equations (624,795) yields a new equation:
% 61.99/27.01  																																			| (662) e3 = e2
% 61.99/27.01  																																			|
% 61.99/27.01  																																			| Equations (662) can reduce 212 to:
% 61.99/27.01  																																			| (266) $false
% 61.99/27.01  																																			|
% 61.99/27.01  																																			|-The branch is then unsatisfiable
% 61.99/27.01  																															|-Branch two:
% 61.99/27.01  																															| (619)  ~ (all_0_48_48 = e1)
% 61.99/27.01  																															| (620) all_0_52_52 = e1 | all_0_57_57 = e1
% 61.99/27.01  																															|
% 61.99/27.01  																																+-Applying beta-rule and splitting (620), into two cases.
% 61.99/27.01  																																|-Branch one:
% 61.99/27.01  																																| (642) all_0_52_52 = e1
% 61.99/27.01  																																|
% 61.99/27.01  																																	| Combining equations (352,642) yields a new equation:
% 61.99/27.01  																																	| (616) e2 = e1
% 61.99/27.01  																																	|
% 61.99/27.01  																																	| Simplifying 616 yields:
% 61.99/27.01  																																	| (617) e2 = e1
% 61.99/27.01  																																	|
% 61.99/27.01  																																	| Equations (617) can reduce 122 to:
% 61.99/27.01  																																	| (266) $false
% 61.99/27.01  																																	|
% 61.99/27.01  																																	|-The branch is then unsatisfiable
% 61.99/27.01  																																|-Branch two:
% 61.99/27.01  																																| (646)  ~ (all_0_52_52 = e1)
% 61.99/27.01  																																| (647) all_0_57_57 = e1
% 61.99/27.01  																																|
% 61.99/27.01  																																	| Equations (647) can reduce 1670 to:
% 61.99/27.01  																																	| (266) $false
% 61.99/27.01  																																	|
% 61.99/27.01  																																	|-The branch is then unsatisfiable
% 61.99/27.01  																						|-Branch two:
% 61.99/27.01  																						| (399)  ~ (all_0_43_43 = e4)
% 61.99/27.01  																						| (6374) all_0_43_43 = e1 | all_0_43_43 = e0
% 61.99/27.01  																						|
% 61.99/27.01  																							+-Applying beta-rule and splitting (230), into two cases.
% 61.99/27.01  																							|-Branch one:
% 61.99/27.01  																							| (396) all_0_43_43 = e4
% 61.99/27.01  																							|
% 61.99/27.01  																								| Equations (396) can reduce 399 to:
% 61.99/27.01  																								| (266) $false
% 61.99/27.01  																								|
% 61.99/27.01  																								|-The branch is then unsatisfiable
% 61.99/27.01  																							|-Branch two:
% 61.99/27.01  																							| (399)  ~ (all_0_43_43 = e4)
% 61.99/27.01  																							| (400) all_0_48_48 = e4 | all_0_52_52 = e4 | all_0_57_57 = e4
% 61.99/27.01  																							|
% 61.99/27.01  																								+-Applying beta-rule and splitting (64), into two cases.
% 61.99/27.01  																								|-Branch one:
% 61.99/27.01  																								| (437) all_0_41_41 = e4
% 61.99/27.01  																								|
% 61.99/27.01  																									| Equations (437) can reduce 440 to:
% 61.99/27.01  																									| (266) $false
% 61.99/27.01  																									|
% 61.99/27.01  																									|-The branch is then unsatisfiable
% 61.99/27.01  																								|-Branch two:
% 61.99/27.01  																								| (440)  ~ (all_0_41_41 = e4)
% 61.99/27.01  																								| (441) all_0_42_42 = e4 | all_0_43_43 = e4 | all_0_44_44 = e4
% 61.99/27.01  																								|
% 61.99/27.01  																									+-Applying beta-rule and splitting (400), into two cases.
% 61.99/27.01  																									|-Branch one:
% 61.99/27.01  																									| (943) all_0_48_48 = e4
% 61.99/27.01  																									|
% 61.99/27.01  																										| Equations (943) can reduce 17 to:
% 61.99/27.01  																										| (399)  ~ (all_0_43_43 = e4)
% 61.99/27.01  																										|
% 61.99/27.01  																										| Equations (943) can reduce 239 to:
% 61.99/27.01  																										| (838)  ~ (all_0_57_57 = e4)
% 61.99/27.01  																										|
% 61.99/27.01  																										| Simplifying 838 yields:
% 61.99/27.01  																										| (839)  ~ (all_0_57_57 = e4)
% 61.99/27.01  																										|
% 61.99/27.01  																										| Equations (943) can reduce 215 to:
% 61.99/27.01  																										| (188)  ~ (e4 = e3)
% 61.99/27.01  																										|
% 61.99/27.01  																										+-Applying beta-rule and splitting (441), into two cases.
% 61.99/27.01  																										|-Branch one:
% 61.99/27.01  																										| (1392) all_0_42_42 = e4
% 61.99/27.01  																										|
% 61.99/27.01  																											| Combining equations (1392,516) yields a new equation:
% 61.99/27.01  																											| (424) e4 = e3
% 61.99/27.01  																											|
% 61.99/27.01  																											| Simplifying 424 yields:
% 61.99/27.01  																											| (425) e4 = e3
% 61.99/27.01  																											|
% 61.99/27.01  																											| Equations (425) can reduce 188 to:
% 61.99/27.01  																											| (266) $false
% 61.99/27.01  																											|
% 61.99/27.01  																											|-The branch is then unsatisfiable
% 61.99/27.01  																										|-Branch two:
% 61.99/27.01  																										| (1890)  ~ (all_0_42_42 = e4)
% 61.99/27.01  																										| (1891) all_0_43_43 = e4 | all_0_44_44 = e4
% 61.99/27.01  																										|
% 61.99/27.01  																											+-Applying beta-rule and splitting (1891), into two cases.
% 61.99/27.01  																											|-Branch one:
% 61.99/27.01  																											| (396) all_0_43_43 = e4
% 61.99/27.01  																											|
% 61.99/27.01  																												| Equations (396) can reduce 399 to:
% 61.99/27.01  																												| (266) $false
% 61.99/27.01  																												|
% 61.99/27.01  																												|-The branch is then unsatisfiable
% 61.99/27.01  																											|-Branch two:
% 61.99/27.01  																											| (399)  ~ (all_0_43_43 = e4)
% 61.99/27.01  																											| (446) all_0_44_44 = e4
% 61.99/27.01  																											|
% 61.99/27.01  																												| Equations (446) can reduce 149 to:
% 61.99/27.01  																												| (440)  ~ (all_0_41_41 = e4)
% 61.99/27.01  																												|
% 61.99/27.01  																												| Equations (446) can reduce 220 to:
% 61.99/27.01  																												| (1452)  ~ (all_0_53_53 = e4)
% 61.99/27.01  																												|
% 61.99/27.01  																												| Simplifying 1452 yields:
% 61.99/27.01  																												| (1453)  ~ (all_0_53_53 = e4)
% 61.99/27.01  																												|
% 61.99/27.01  																												| Equations (446) can reduce 147 to:
% 61.99/27.01  																												| (48)  ~ (e4 = e2)
% 61.99/27.01  																												|
% 61.99/27.01  																												| From (446) and (138) follows:
% 61.99/27.01  																												| (4646) op(e3, e0) = e4
% 61.99/27.01  																												|
% 61.99/27.01  																												+-Applying beta-rule and splitting (196), into two cases.
% 61.99/27.01  																												|-Branch one:
% 61.99/27.01  																												| (607) all_0_53_53 = e2
% 61.99/27.01  																												|
% 61.99/27.01  																													| Equations (607) can reduce 509 to:
% 61.99/27.01  																													| (266) $false
% 61.99/27.01  																													|
% 61.99/27.01  																													|-The branch is then unsatisfiable
% 61.99/27.01  																												|-Branch two:
% 61.99/27.01  																												| (509)  ~ (all_0_53_53 = e2)
% 61.99/27.01  																												| (610) all_0_53_53 = e4 | all_0_53_53 = e3 | all_0_53_53 = e1
% 61.99/27.01  																												|
% 61.99/27.01  																													+-Applying beta-rule and splitting (832), into two cases.
% 61.99/27.01  																													|-Branch one:
% 61.99/27.01  																													| (674) all_0_47_47 = e0
% 61.99/27.01  																													|
% 61.99/27.01  																														| Equations (674) can reduce 678 to:
% 61.99/27.01  																														| (266) $false
% 61.99/27.01  																														|
% 61.99/27.01  																														|-The branch is then unsatisfiable
% 61.99/27.01  																													|-Branch two:
% 61.99/27.01  																													| (678)  ~ (all_0_47_47 = e0)
% 61.99/27.01  																													| (1278) all_0_48_48 = e0 | all_0_49_49 = e0
% 61.99/27.01  																													|
% 61.99/27.01  																														+-Applying beta-rule and splitting (1278), into two cases.
% 61.99/27.01  																														|-Branch one:
% 61.99/27.01  																														| (1279) all_0_48_48 = e0
% 61.99/27.01  																														|
% 61.99/27.01  																															| Combining equations (943,1279) yields a new equation:
% 61.99/27.01  																															| (481) e4 = e0
% 61.99/27.01  																															|
% 61.99/27.01  																															| Simplifying 481 yields:
% 61.99/27.01  																															| (397) e4 = e0
% 61.99/27.01  																															|
% 61.99/27.01  																															| Equations (397) can reduce 49 to:
% 61.99/27.01  																															| (266) $false
% 61.99/27.01  																															|
% 61.99/27.01  																															|-The branch is then unsatisfiable
% 61.99/27.01  																														|-Branch two:
% 61.99/27.01  																														| (1283)  ~ (all_0_48_48 = e0)
% 61.99/27.01  																														| (978) all_0_49_49 = e0
% 61.99/27.01  																														|
% 61.99/27.01  																															| Equations (978) can reduce 86 to:
% 61.99/27.01  																															| (678)  ~ (all_0_47_47 = e0)
% 61.99/27.01  																															|
% 61.99/27.01  																															+-Applying beta-rule and splitting (135), into two cases.
% 61.99/27.01  																															|-Branch one:
% 61.99/27.01  																															| (545) all_0_46_46 = e1
% 61.99/27.01  																															|
% 61.99/27.01  																																| Combining equations (1794,545) yields a new equation:
% 61.99/27.01  																																| (616) e2 = e1
% 61.99/27.01  																																|
% 61.99/27.01  																																| Simplifying 616 yields:
% 61.99/27.01  																																| (617) e2 = e1
% 61.99/27.01  																																|
% 61.99/27.01  																																| Equations (617) can reduce 122 to:
% 61.99/27.01  																																| (266) $false
% 61.99/27.01  																																|
% 61.99/27.01  																																|-The branch is then unsatisfiable
% 61.99/27.01  																															|-Branch two:
% 61.99/27.01  																															| (549)  ~ (all_0_46_46 = e1)
% 61.99/27.01  																															| (550) all_0_47_47 = e1 | all_0_48_48 = e1 | all_0_49_49 = e1
% 61.99/27.01  																															|
% 61.99/27.01  																																| Equations (1794) can reduce 549 to:
% 61.99/27.01  																																| (122)  ~ (e2 = e1)
% 61.99/27.01  																																|
% 61.99/27.01  																																+-Applying beta-rule and splitting (105), into two cases.
% 61.99/27.01  																																|-Branch one:
% 61.99/27.01  																																| (1105) all_0_47_47 = e2
% 61.99/27.01  																																|
% 61.99/27.01  																																	| Equations (1105) can reduce 338 to:
% 61.99/27.01  																																	| (266) $false
% 61.99/27.01  																																	|
% 61.99/27.01  																																	|-The branch is then unsatisfiable
% 61.99/27.01  																																|-Branch two:
% 61.99/27.01  																																| (338)  ~ (all_0_47_47 = e2)
% 61.99/27.01  																																| (1789) all_0_47_47 = e4 | all_0_47_47 = e3 | all_0_47_47 = e1 | all_0_47_47 = e0
% 61.99/27.01  																																|
% 61.99/27.01  																																	+-Applying beta-rule and splitting (1071), into two cases.
% 61.99/27.01  																																	|-Branch one:
% 61.99/27.01  																																	| (1101) all_0_51_51 = e4
% 61.99/27.01  																																	|
% 61.99/27.01  																																		| Equations (1101) can reduce 224 to:
% 61.99/27.01  																																		| (252)  ~ (all_0_47_47 = e4)
% 61.99/27.01  																																		|
% 61.99/27.01  																																		| Equations (1101) can reduce 6 to:
% 61.99/27.01  																																		| (1452)  ~ (all_0_53_53 = e4)
% 61.99/27.01  																																		|
% 61.99/27.01  																																		| Simplifying 1452 yields:
% 61.99/27.01  																																		| (1453)  ~ (all_0_53_53 = e4)
% 61.99/27.01  																																		|
% 61.99/27.01  																																		| Equations (1101) can reduce 115 to:
% 61.99/27.01  																																		| (49)  ~ (e4 = e0)
% 61.99/27.01  																																		|
% 61.99/27.01  																																		| From (1101) and (186) follows:
% 61.99/27.01  																																		| (13720) op(e1, e2) = e4
% 61.99/27.01  																																		|
% 61.99/27.01  																																		+-Applying beta-rule and splitting (160), into two cases.
% 61.99/27.01  																																		|-Branch one:
% 61.99/27.01  																																		| (601) all_0_50_50 = e1
% 61.99/27.01  																																		|
% 61.99/27.01  																																			| Combining equations (415,601) yields a new equation:
% 61.99/27.01  																																			| (454) e3 = e1
% 61.99/27.01  																																			|
% 61.99/27.01  																																			| Simplifying 454 yields:
% 61.99/27.01  																																			| (455) e3 = e1
% 61.99/27.01  																																			|
% 61.99/27.01  																																			| Equations (455) can reduce 213 to:
% 61.99/27.01  																																			| (266) $false
% 61.99/27.01  																																			|
% 61.99/27.01  																																			|-The branch is then unsatisfiable
% 61.99/27.01  																																		|-Branch two:
% 61.99/27.01  																																		| (759)  ~ (all_0_50_50 = e1)
% 61.99/27.01  																																		| (1168) all_0_51_51 = e1 | all_0_52_52 = e1 | all_0_53_53 = e1
% 61.99/27.01  																																		|
% 61.99/27.01  																																			+-Applying beta-rule and splitting (1168), into two cases.
% 61.99/27.01  																																			|-Branch one:
% 61.99/27.01  																																			| (1109) all_0_51_51 = e1
% 61.99/27.01  																																			|
% 61.99/27.01  																																				| Combining equations (1101,1109) yields a new equation:
% 61.99/27.01  																																				| (636) e4 = e1
% 61.99/27.01  																																				|
% 61.99/27.01  																																				| Simplifying 636 yields:
% 61.99/27.01  																																				| (630) e4 = e1
% 61.99/27.01  																																				|
% 61.99/27.01  																																				| Equations (630) can reduce 110 to:
% 61.99/27.01  																																				| (266) $false
% 61.99/27.01  																																				|
% 61.99/27.01  																																				|-The branch is then unsatisfiable
% 61.99/27.01  																																			|-Branch two:
% 61.99/27.01  																																			| (464)  ~ (all_0_51_51 = e1)
% 61.99/27.01  																																			| (1202) all_0_52_52 = e1 | all_0_53_53 = e1
% 61.99/27.01  																																			|
% 61.99/27.01  																																				+-Applying beta-rule and splitting (1202), into two cases.
% 61.99/27.01  																																				|-Branch one:
% 61.99/27.01  																																				| (642) all_0_52_52 = e1
% 61.99/27.01  																																				|
% 61.99/27.01  																																					| Combining equations (352,642) yields a new equation:
% 61.99/27.01  																																					| (616) e2 = e1
% 61.99/27.01  																																					|
% 61.99/27.01  																																					| Simplifying 616 yields:
% 61.99/27.01  																																					| (617) e2 = e1
% 61.99/27.01  																																					|
% 61.99/27.01  																																					| Equations (617) can reduce 122 to:
% 61.99/27.01  																																					| (266) $false
% 61.99/27.01  																																					|
% 61.99/27.01  																																					|-The branch is then unsatisfiable
% 61.99/27.01  																																				|-Branch two:
% 61.99/27.01  																																				| (646)  ~ (all_0_52_52 = e1)
% 61.99/27.01  																																				| (1208) all_0_53_53 = e1
% 61.99/27.01  																																				|
% 61.99/27.01  																																					| Equations (1208) can reduce 1453 to:
% 61.99/27.01  																																					| (602)  ~ (e4 = e1)
% 61.99/27.01  																																					|
% 61.99/27.01  																																					| Simplifying 602 yields:
% 61.99/27.01  																																					| (110)  ~ (e4 = e1)
% 61.99/27.01  																																					|
% 61.99/27.01  																																					| Equations (1208) can reduce 509 to:
% 61.99/27.01  																																					| (604)  ~ (e2 = e1)
% 61.99/27.01  																																					|
% 61.99/27.01  																																					| Simplifying 604 yields:
% 61.99/27.01  																																					| (122)  ~ (e2 = e1)
% 61.99/27.01  																																					|
% 61.99/27.01  																																					+-Applying beta-rule and splitting (550), into two cases.
% 61.99/27.01  																																					|-Branch one:
% 61.99/27.01  																																					| (654) all_0_47_47 = e1
% 61.99/27.01  																																					|
% 61.99/27.01  																																						| Equations (654) can reduce 252 to:
% 61.99/27.01  																																						| (602)  ~ (e4 = e1)
% 61.99/27.01  																																						|
% 61.99/27.01  																																						| Simplifying 602 yields:
% 61.99/27.01  																																						| (110)  ~ (e4 = e1)
% 61.99/27.01  																																						|
% 61.99/27.01  																																						| Equations (654) can reduce 338 to:
% 61.99/27.01  																																						| (604)  ~ (e2 = e1)
% 61.99/27.01  																																						|
% 61.99/27.01  																																						| Simplifying 604 yields:
% 61.99/27.01  																																						| (122)  ~ (e2 = e1)
% 61.99/27.01  																																						|
% 61.99/27.01  																																						| Equations (654) can reduce 678 to:
% 61.99/27.01  																																						| (233)  ~ (e1 = e0)
% 61.99/27.01  																																						|
% 61.99/27.01  																																						+-Applying beta-rule and splitting (4), into two cases.
% 61.99/27.01  																																						|-Branch one:
% 61.99/27.01  																																						| (356) all_0_43_43 = e0
% 61.99/27.01  																																						|
% 61.99/27.01  																																							| Equations (356) can reduce 199 to:
% 61.99/27.01  																																							| (363)  ~ (all_0_57_57 = e0)
% 61.99/27.01  																																							|
% 61.99/27.01  																																							| Simplifying 363 yields:
% 61.99/27.01  																																							| (364)  ~ (all_0_57_57 = e0)
% 61.99/27.01  																																							|
% 61.99/27.01  																																							| Equations (356) can reduce 99 to:
% 61.99/27.01  																																							| (541)  ~ (e3 = e0)
% 61.99/27.01  																																							|
% 61.99/27.01  																																							| Simplifying 541 yields:
% 61.99/27.01  																																							| (80)  ~ (e3 = e0)
% 61.99/27.01  																																							|
% 61.99/27.01  																																							| Equations (356) can reduce 96 to:
% 61.99/27.01  																																							| (365)  ~ (e2 = e0)
% 61.99/27.01  																																							|
% 61.99/27.01  																																							| Simplifying 365 yields:
% 61.99/27.01  																																							| (128)  ~ (e2 = e0)
% 61.99/27.01  																																							|
% 61.99/27.01  																																							+-Applying beta-rule and splitting (125), into two cases.
% 61.99/27.01  																																							|-Branch one:
% 61.99/27.01  																																							| (858) all_0_55_55 = e0
% 61.99/27.01  																																							|
% 61.99/27.01  																																								| Equations (858) can reduce 81 to:
% 61.99/27.01  																																								| (363)  ~ (all_0_57_57 = e0)
% 61.99/27.01  																																								|
% 61.99/27.01  																																								| Simplifying 363 yields:
% 61.99/27.01  																																								| (364)  ~ (all_0_57_57 = e0)
% 61.99/27.01  																																								|
% 61.99/27.01  																																								+-Applying beta-rule and splitting (12), into two cases.
% 61.99/27.01  																																								|-Branch one:
% 61.99/27.01  																																								| (442) all_0_57_57 = e2
% 61.99/27.01  																																								|
% 61.99/27.01  																																									| Equations (442) can reduce 344 to:
% 61.99/27.01  																																									| (266) $false
% 61.99/27.01  																																									|
% 61.99/27.01  																																									|-The branch is then unsatisfiable
% 61.99/27.01  																																								|-Branch two:
% 61.99/27.01  																																								| (344)  ~ (all_0_57_57 = e2)
% 61.99/27.01  																																								| (445) all_0_57_57 = e4 | all_0_57_57 = e1 | all_0_57_57 = e0
% 61.99/27.01  																																								|
% 61.99/27.01  																																									+-Applying beta-rule and splitting (445), into two cases.
% 61.99/27.01  																																									|-Branch one:
% 61.99/27.01  																																									| (871) all_0_57_57 = e4
% 61.99/27.01  																																									|
% 61.99/27.01  																																										| Equations (871) can reduce 839 to:
% 61.99/27.01  																																										| (266) $false
% 61.99/27.01  																																										|
% 61.99/27.01  																																										|-The branch is then unsatisfiable
% 61.99/27.01  																																									|-Branch two:
% 61.99/27.01  																																									| (839)  ~ (all_0_57_57 = e4)
% 61.99/27.01  																																									| (874) all_0_57_57 = e1 | all_0_57_57 = e0
% 61.99/27.01  																																									|
% 61.99/27.01  																																										+-Applying beta-rule and splitting (874), into two cases.
% 61.99/27.01  																																										|-Branch one:
% 61.99/27.01  																																										| (875) all_0_57_57 = e0
% 61.99/27.01  																																										|
% 61.99/27.01  																																											| Equations (875) can reduce 364 to:
% 61.99/27.01  																																											| (266) $false
% 61.99/27.01  																																											|
% 61.99/27.01  																																											|-The branch is then unsatisfiable
% 61.99/27.01  																																										|-Branch two:
% 61.99/27.01  																																										| (364)  ~ (all_0_57_57 = e0)
% 61.99/27.01  																																										| (647) all_0_57_57 = e1
% 61.99/27.01  																																										|
% 61.99/27.01  																																											| Equations (647) can reduce 364 to:
% 61.99/27.01  																																											| (233)  ~ (e1 = e0)
% 61.99/27.01  																																											|
% 61.99/27.01  																																											+-Applying beta-rule and splitting (56), into two cases.
% 61.99/27.01  																																											|-Branch one:
% 61.99/27.01  																																											| (696) unit = e2
% 61.99/27.01  																																											|
% 61.99/27.01  																																												| From (696) and (244) follows:
% 61.99/27.01  																																												| (264) op(e2, e4) = e4
% 61.99/27.01  																																												|
% 61.99/27.01  																																												| From (696) and (24) follows:
% 61.99/27.01  																																												| (697) op(e2, e3) = e3
% 61.99/27.01  																																												|
% 61.99/27.01  																																												| From (696) and (227) follows:
% 61.99/27.01  																																												| (4284) op(e4, e2) = e4
% 61.99/27.01  																																												|
% 61.99/27.01  																																												| From (696) and (28) follows:
% 61.99/27.01  																																												| (699) op(e1, e2) = e1
% 61.99/27.01  																																												|
% 61.99/27.01  																																												| Instantiating formula (29) with e4, e2, e4, e0 and discharging atoms op(e4, e2) = e4, op(e4, e2) = e0, yields:
% 61.99/27.02  																																												| (397) e4 = e0
% 61.99/27.02  																																												|
% 61.99/27.02  																																												| Instantiating formula (29) with e2, e4, e4, e3 and discharging atoms op(e2, e4) = e4, op(e2, e4) = e3, yields:
% 61.99/27.02  																																												| (425) e4 = e3
% 61.99/27.02  																																												|
% 61.99/27.02  																																												| Instantiating formula (29) with e2, e3, e3, e2 and discharging atoms op(e2, e3) = e3, op(e2, e3) = e2, yields:
% 61.99/27.02  																																												| (662) e3 = e2
% 61.99/27.02  																																												|
% 61.99/27.02  																																												| Instantiating formula (29) with e1, e2, e1, e4 and discharging atoms op(e1, e2) = e4, op(e1, e2) = e1, yields:
% 61.99/27.02  																																												| (630) e4 = e1
% 61.99/27.02  																																												|
% 61.99/27.02  																																												| Combining equations (397,425) yields a new equation:
% 61.99/27.02  																																												| (676) e3 = e0
% 61.99/27.02  																																												|
% 61.99/27.02  																																												| Combining equations (630,425) yields a new equation:
% 61.99/27.02  																																												| (455) e3 = e1
% 61.99/27.02  																																												|
% 61.99/27.02  																																												| Combining equations (455,662) yields a new equation:
% 61.99/27.02  																																												| (617) e2 = e1
% 61.99/27.02  																																												|
% 61.99/27.02  																																												| Combining equations (676,662) yields a new equation:
% 61.99/27.02  																																												| (330) e2 = e0
% 61.99/27.02  																																												|
% 61.99/27.02  																																												| Combining equations (330,617) yields a new equation:
% 61.99/27.02  																																												| (431) e1 = e0
% 61.99/27.02  																																												|
% 61.99/27.02  																																												| Equations (431) can reduce 233 to:
% 61.99/27.02  																																												| (266) $false
% 61.99/27.02  																																												|
% 61.99/27.02  																																												|-The branch is then unsatisfiable
% 61.99/27.02  																																											|-Branch two:
% 61.99/27.02  																																											| (707)  ~ (unit = e2)
% 61.99/27.02  																																											| (708) unit = e4 | unit = e3 | unit = e1 | unit = e0
% 61.99/27.02  																																											|
% 61.99/27.02  																																												+-Applying beta-rule and splitting (708), into two cases.
% 61.99/27.02  																																												|-Branch one:
% 61.99/27.02  																																												| (709) unit = e4
% 61.99/27.02  																																												|
% 61.99/27.02  																																													| From (709) and (24) follows:
% 61.99/27.02  																																													| (33325) op(e4, e3) = e3
% 61.99/27.02  																																													|
% 61.99/27.02  																																													| From (709) and (211) follows:
% 61.99/27.02  																																													| (22527) op(e4, e1) = e1
% 61.99/27.02  																																													|
% 61.99/27.02  																																													| From (709) and (32) follows:
% 61.99/27.02  																																													| (712) op(e2, e4) = e2
% 61.99/27.02  																																													|
% 61.99/27.02  																																													| From (709) and (42) follows:
% 61.99/27.02  																																													| (713) op(e0, e4) = e0
% 61.99/27.02  																																													|
% 61.99/27.02  																																													| Instantiating formula (29) with e4, e3, e3, e4 and discharging atoms op(e4, e3) = e4, op(e4, e3) = e3, yields:
% 61.99/27.02  																																													| (425) e4 = e3
% 61.99/27.02  																																													|
% 61.99/27.02  																																													| Instantiating formula (29) with e4, e1, e1, e3 and discharging atoms op(e4, e1) = e3, op(e4, e1) = e1, yields:
% 61.99/27.02  																																													| (455) e3 = e1
% 61.99/27.02  																																													|
% 61.99/27.02  																																													| Instantiating formula (29) with e2, e4, e2, e3 and discharging atoms op(e2, e4) = e3, op(e2, e4) = e2, yields:
% 61.99/27.02  																																													| (662) e3 = e2
% 61.99/27.02  																																													|
% 61.99/27.02  																																													| Instantiating formula (29) with e0, e4, e0, e4 and discharging atoms op(e0, e4) = e4, op(e0, e4) = e0, yields:
% 61.99/27.02  																																													| (397) e4 = e0
% 61.99/27.02  																																													|
% 61.99/27.02  																																													| Combining equations (425,397) yields a new equation:
% 61.99/27.02  																																													| (675) e3 = e0
% 61.99/27.02  																																													|
% 61.99/27.02  																																													| Simplifying 675 yields:
% 61.99/27.02  																																													| (676) e3 = e0
% 61.99/27.02  																																													|
% 61.99/27.02  																																													| Combining equations (455,662) yields a new equation:
% 61.99/27.02  																																													| (617) e2 = e1
% 61.99/27.02  																																													|
% 61.99/27.02  																																													| Combining equations (676,662) yields a new equation:
% 61.99/27.02  																																													| (330) e2 = e0
% 61.99/27.02  																																													|
% 61.99/27.02  																																													| Combining equations (617,330) yields a new equation:
% 61.99/27.02  																																													| (546) e1 = e0
% 61.99/27.02  																																													|
% 61.99/27.02  																																													| Simplifying 546 yields:
% 61.99/27.02  																																													| (431) e1 = e0
% 61.99/27.02  																																													|
% 61.99/27.02  																																													| Equations (431) can reduce 233 to:
% 61.99/27.02  																																													| (266) $false
% 61.99/27.02  																																													|
% 61.99/27.02  																																													|-The branch is then unsatisfiable
% 61.99/27.02  																																												|-Branch two:
% 61.99/27.02  																																												| (724)  ~ (unit = e4)
% 61.99/27.02  																																												| (725) unit = e3 | unit = e1 | unit = e0
% 61.99/27.02  																																												|
% 61.99/27.02  																																													+-Applying beta-rule and splitting (725), into two cases.
% 61.99/27.02  																																													|-Branch one:
% 61.99/27.02  																																													| (726) unit = e0
% 61.99/27.02  																																													|
% 61.99/27.02  																																														| Equations (726) can reduce 707 to:
% 61.99/27.02  																																														| (365)  ~ (e2 = e0)
% 61.99/27.02  																																														|
% 61.99/27.02  																																														| Simplifying 365 yields:
% 61.99/27.02  																																														| (128)  ~ (e2 = e0)
% 61.99/27.02  																																														|
% 61.99/27.02  																																														| From (726) and (227) follows:
% 61.99/27.02  																																														| (3205) op(e4, e0) = e4
% 61.99/27.02  																																														|
% 61.99/27.02  																																														| From (726) and (40) follows:
% 61.99/27.02  																																														| (1639) op(e3, e0) = e3
% 61.99/27.02  																																														|
% 61.99/27.02  																																														| From (726) and (42) follows:
% 61.99/27.02  																																														| (728) op(e0, e0) = e0
% 61.99/27.02  																																														|
% 61.99/27.02  																																														| Instantiating formula (29) with e4, e0, e4, e2 and discharging atoms op(e4, e0) = e4, op(e4, e0) = e2, yields:
% 61.99/27.02  																																														| (323) e4 = e2
% 61.99/27.02  																																														|
% 61.99/27.02  																																														| Instantiating formula (29) with e3, e0, e3, e4 and discharging atoms op(e3, e0) = e4, op(e3, e0) = e3, yields:
% 61.99/27.02  																																														| (425) e4 = e3
% 61.99/27.02  																																														|
% 61.99/27.02  																																														| Instantiating formula (29) with e0, e0, e0, e3 and discharging atoms op(e0, e0) = e3, op(e0, e0) = e0, yields:
% 61.99/27.02  																																														| (676) e3 = e0
% 61.99/27.02  																																														|
% 61.99/27.02  																																														| Combining equations (323,425) yields a new equation:
% 61.99/27.02  																																														| (662) e3 = e2
% 61.99/27.02  																																														|
% 61.99/27.02  																																														| Combining equations (662,676) yields a new equation:
% 61.99/27.02  																																														| (391) e2 = e0
% 61.99/27.02  																																														|
% 61.99/27.02  																																														| Simplifying 391 yields:
% 61.99/27.02  																																														| (330) e2 = e0
% 61.99/27.02  																																														|
% 61.99/27.02  																																														| Equations (330) can reduce 128 to:
% 61.99/27.02  																																														| (266) $false
% 61.99/27.02  																																														|
% 61.99/27.02  																																														|-The branch is then unsatisfiable
% 61.99/27.02  																																													|-Branch two:
% 61.99/27.02  																																													| (734)  ~ (unit = e0)
% 61.99/27.02  																																													| (735) unit = e3 | unit = e1
% 61.99/27.02  																																													|
% 61.99/27.02  																																														+-Applying beta-rule and splitting (735), into two cases.
% 61.99/27.02  																																														|-Branch one:
% 61.99/27.02  																																														| (736) unit = e1
% 61.99/27.02  																																														|
% 61.99/27.02  																																															| Equations (736) can reduce 734 to:
% 61.99/27.02  																																															| (233)  ~ (e1 = e0)
% 61.99/27.02  																																															|
% 61.99/27.02  																																															| From (736) and (244) follows:
% 61.99/27.02  																																															| (738) op(e1, e4) = e4
% 61.99/27.02  																																															|
% 61.99/27.02  																																															| From (736) and (15) follows:
% 61.99/27.02  																																															| (515) op(e1, e2) = e2
% 61.99/27.02  																																															|
% 61.99/27.02  																																															| From (736) and (28) follows:
% 61.99/27.02  																																															| (740) op(e1, e1) = e1
% 61.99/27.02  																																															|
% 61.99/27.02  																																															| Instantiating formula (29) with e1, e4, e4, e0 and discharging atoms op(e1, e4) = e4, op(e1, e4) = e0, yields:
% 61.99/27.02  																																															| (397) e4 = e0
% 61.99/27.02  																																															|
% 61.99/27.02  																																															| Instantiating formula (29) with e1, e2, e2, e4 and discharging atoms op(e1, e2) = e4, op(e1, e2) = e2, yields:
% 61.99/27.02  																																															| (323) e4 = e2
% 61.99/27.02  																																															|
% 61.99/27.02  																																															| Instantiating formula (29) with e1, e1, e1, e2 and discharging atoms op(e1, e1) = e2, op(e1, e1) = e1, yields:
% 61.99/27.02  																																															| (617) e2 = e1
% 61.99/27.02  																																															|
% 61.99/27.02  																																															| Combining equations (323,397) yields a new equation:
% 61.99/27.02  																																															| (391) e2 = e0
% 61.99/27.02  																																															|
% 61.99/27.02  																																															| Simplifying 391 yields:
% 61.99/27.02  																																															| (330) e2 = e0
% 61.99/27.02  																																															|
% 61.99/27.02  																																															| Combining equations (617,330) yields a new equation:
% 61.99/27.02  																																															| (546) e1 = e0
% 61.99/27.02  																																															|
% 61.99/27.02  																																															| Simplifying 546 yields:
% 61.99/27.02  																																															| (431) e1 = e0
% 61.99/27.02  																																															|
% 61.99/27.02  																																															| Equations (431) can reduce 233 to:
% 61.99/27.02  																																															| (266) $false
% 61.99/27.02  																																															|
% 61.99/27.02  																																															|-The branch is then unsatisfiable
% 61.99/27.02  																																														|-Branch two:
% 61.99/27.02  																																														| (748)  ~ (unit = e1)
% 61.99/27.02  																																														| (749) unit = e3
% 61.99/27.02  																																														|
% 61.99/27.02  																																															| From (749) and (244) follows:
% 61.99/27.02  																																															| (750) op(e3, e4) = e4
% 61.99/27.02  																																															|
% 61.99/27.02  																																															| From (749) and (15) follows:
% 61.99/27.02  																																															| (751) op(e3, e2) = e2
% 61.99/27.02  																																															|
% 61.99/27.02  																																															| From (749) and (209) follows:
% 61.99/27.02  																																															| (1667) op(e3, e0) = e0
% 61.99/27.02  																																															|
% 61.99/27.02  																																															| From (749) and (28) follows:
% 61.99/27.02  																																															| (2235) op(e1, e3) = e1
% 61.99/27.02  																																															|
% 61.99/27.02  																																															| Instantiating formula (29) with e3, e4, e4, e2 and discharging atoms op(e3, e4) = e4, op(e3, e4) = e2, yields:
% 61.99/27.02  																																															| (323) e4 = e2
% 61.99/27.02  																																															|
% 61.99/27.02  																																															| Instantiating formula (29) with e3, e2, e2, e3 and discharging atoms op(e3, e2) = e3, op(e3, e2) = e2, yields:
% 61.99/27.02  																																															| (662) e3 = e2
% 61.99/27.02  																																															|
% 61.99/27.02  																																															| Instantiating formula (29) with e3, e0, e0, e4 and discharging atoms op(e3, e0) = e4, op(e3, e0) = e0, yields:
% 61.99/27.02  																																															| (397) e4 = e0
% 61.99/27.02  																																															|
% 61.99/27.02  																																															| Instantiating formula (29) with e1, e3, e1, e3 and discharging atoms op(e1, e3) = e3, op(e1, e3) = e1, yields:
% 61.99/27.02  																																															| (455) e3 = e1
% 61.99/27.02  																																															|
% 61.99/27.02  																																															| Combining equations (323,397) yields a new equation:
% 61.99/27.02  																																															| (391) e2 = e0
% 61.99/27.02  																																															|
% 61.99/27.02  																																															| Simplifying 391 yields:
% 61.99/27.02  																																															| (330) e2 = e0
% 61.99/27.02  																																															|
% 61.99/27.02  																																															| Combining equations (662,455) yields a new equation:
% 61.99/27.02  																																															| (616) e2 = e1
% 61.99/27.02  																																															|
% 61.99/27.02  																																															| Simplifying 616 yields:
% 61.99/27.02  																																															| (617) e2 = e1
% 61.99/27.02  																																															|
% 61.99/27.02  																																															| Combining equations (617,330) yields a new equation:
% 61.99/27.02  																																															| (546) e1 = e0
% 61.99/27.02  																																															|
% 61.99/27.02  																																															| Simplifying 546 yields:
% 61.99/27.02  																																															| (431) e1 = e0
% 61.99/27.02  																																															|
% 61.99/27.02  																																															| Equations (431) can reduce 233 to:
% 61.99/27.02  																																															| (266) $false
% 61.99/27.02  																																															|
% 61.99/27.02  																																															|-The branch is then unsatisfiable
% 61.99/27.02  																																							|-Branch two:
% 61.99/27.02  																																							| (803)  ~ (all_0_55_55 = e0)
% 61.99/27.02  																																							| (863) all_0_56_56 = e0 | all_0_57_57 = e0 | all_0_58_58 = e0
% 61.99/27.02  																																							|
% 61.99/27.02  																																								+-Applying beta-rule and splitting (863), into two cases.
% 61.99/27.02  																																								|-Branch one:
% 61.99/27.02  																																								| (679) all_0_56_56 = e0
% 61.99/27.02  																																								|
% 61.99/27.02  																																									| Combining equations (833,679) yields a new equation:
% 61.99/27.02  																																									| (391) e2 = e0
% 61.99/27.02  																																									|
% 61.99/27.02  																																									| Simplifying 391 yields:
% 61.99/27.02  																																									| (330) e2 = e0
% 61.99/27.02  																																									|
% 61.99/27.02  																																									| Equations (330) can reduce 128 to:
% 61.99/27.02  																																									| (266) $false
% 61.99/27.02  																																									|
% 61.99/27.02  																																									|-The branch is then unsatisfiable
% 61.99/27.02  																																								|-Branch two:
% 61.99/27.02  																																								| (828)  ~ (all_0_56_56 = e0)
% 61.99/27.02  																																								| (924) all_0_57_57 = e0 | all_0_58_58 = e0
% 61.99/27.02  																																								|
% 61.99/27.02  																																									+-Applying beta-rule and splitting (924), into two cases.
% 61.99/27.02  																																									|-Branch one:
% 61.99/27.02  																																									| (875) all_0_57_57 = e0
% 61.99/27.02  																																									|
% 61.99/27.02  																																										| Equations (875) can reduce 364 to:
% 61.99/27.02  																																										| (266) $false
% 61.99/27.02  																																										|
% 61.99/27.02  																																										|-The branch is then unsatisfiable
% 61.99/27.02  																																									|-Branch two:
% 61.99/27.02  																																									| (364)  ~ (all_0_57_57 = e0)
% 61.99/27.02  																																									| (914) all_0_58_58 = e0
% 61.99/27.02  																																									|
% 61.99/27.02  																																										| Combining equations (914,795) yields a new equation:
% 61.99/27.02  																																										| (676) e3 = e0
% 61.99/27.02  																																										|
% 61.99/27.02  																																										| Equations (676) can reduce 80 to:
% 61.99/27.02  																																										| (266) $false
% 61.99/27.02  																																										|
% 61.99/27.02  																																										|-The branch is then unsatisfiable
% 61.99/27.02  																																						|-Branch two:
% 61.99/27.02  																																						| (5470)  ~ (all_0_43_43 = e0)
% 61.99/27.02  																																						| (5471) all_0_48_48 = e0 | all_0_57_57 = e0
% 61.99/27.02  																																						|
% 61.99/27.02  																																							+-Applying beta-rule and splitting (165), into two cases.
% 61.99/27.02  																																							|-Branch one:
% 61.99/27.02  																																							| (794) all_0_41_41 = e0
% 61.99/27.02  																																							|
% 61.99/27.02  																																								| Equations (794) can reduce 191 to:
% 61.99/27.02  																																								| (4444)  ~ (all_0_55_55 = e0)
% 61.99/27.02  																																								|
% 61.99/27.02  																																								| Simplifying 4444 yields:
% 61.99/27.02  																																								| (803)  ~ (all_0_55_55 = e0)
% 61.99/27.02  																																								|
% 61.99/27.02  																																								| Equations (794) can reduce 440 to:
% 61.99/27.02  																																								| (401)  ~ (e4 = e0)
% 61.99/27.02  																																								|
% 61.99/27.02  																																								| Simplifying 401 yields:
% 61.99/27.02  																																								| (49)  ~ (e4 = e0)
% 61.99/27.02  																																								|
% 61.99/27.02  																																								| Equations (794) can reduce 1898 to:
% 61.99/27.02  																																								| (541)  ~ (e3 = e0)
% 61.99/27.02  																																								|
% 61.99/27.02  																																								| Simplifying 541 yields:
% 61.99/27.02  																																								| (80)  ~ (e3 = e0)
% 61.99/27.02  																																								|
% 61.99/27.02  																																								| Equations (794) can reduce 85 to:
% 61.99/27.02  																																								| (365)  ~ (e2 = e0)
% 61.99/27.02  																																								|
% 61.99/27.02  																																								| Simplifying 365 yields:
% 61.99/27.02  																																								| (128)  ~ (e2 = e0)
% 61.99/27.02  																																								|
% 61.99/27.02  																																								| From (794) and (219) follows:
% 61.99/27.02  																																								| (5573) op(e3, e3) = e0
% 61.99/27.02  																																								|
% 61.99/27.02  																																								+-Applying beta-rule and splitting (125), into two cases.
% 61.99/27.02  																																								|-Branch one:
% 61.99/27.02  																																								| (858) all_0_55_55 = e0
% 61.99/27.02  																																								|
% 61.99/27.02  																																									| Equations (858) can reduce 803 to:
% 61.99/27.02  																																									| (266) $false
% 61.99/27.02  																																									|
% 61.99/27.02  																																									|-The branch is then unsatisfiable
% 61.99/27.02  																																								|-Branch two:
% 61.99/27.02  																																								| (803)  ~ (all_0_55_55 = e0)
% 61.99/27.02  																																								| (863) all_0_56_56 = e0 | all_0_57_57 = e0 | all_0_58_58 = e0
% 61.99/27.02  																																								|
% 61.99/27.02  																																									+-Applying beta-rule and splitting (216), into two cases.
% 61.99/27.02  																																									|-Branch one:
% 61.99/27.02  																																									| (629) all_0_55_55 = e1
% 61.99/27.02  																																									|
% 61.99/27.02  																																										| Equations (629) can reduce 81 to:
% 61.99/27.02  																																										| (2437)  ~ (all_0_57_57 = e1)
% 61.99/27.02  																																										|
% 61.99/27.02  																																										| Simplifying 2437 yields:
% 61.99/27.02  																																										| (1670)  ~ (all_0_57_57 = e1)
% 61.99/27.02  																																										|
% 61.99/27.02  																																										| From (629) and (74) follows:
% 61.99/27.02  																																										| (6587) op(e0, e3) = e1
% 61.99/27.02  																																										|
% 61.99/27.02  																																										+-Applying beta-rule and splitting (5471), into two cases.
% 61.99/27.02  																																										|-Branch one:
% 61.99/27.02  																																										| (1279) all_0_48_48 = e0
% 61.99/27.02  																																										|
% 61.99/27.02  																																											| Combining equations (943,1279) yields a new equation:
% 61.99/27.02  																																											| (481) e4 = e0
% 61.99/27.02  																																											|
% 61.99/27.02  																																											| Simplifying 481 yields:
% 61.99/27.02  																																											| (397) e4 = e0
% 61.99/27.02  																																											|
% 61.99/27.02  																																											| Equations (397) can reduce 49 to:
% 61.99/27.02  																																											| (266) $false
% 61.99/27.02  																																											|
% 61.99/27.02  																																											|-The branch is then unsatisfiable
% 61.99/27.02  																																										|-Branch two:
% 61.99/27.02  																																										| (1283)  ~ (all_0_48_48 = e0)
% 61.99/27.02  																																										| (875) all_0_57_57 = e0
% 61.99/27.02  																																										|
% 61.99/27.02  																																											| Equations (875) can reduce 1670 to:
% 61.99/27.02  																																											| (435)  ~ (e1 = e0)
% 61.99/27.02  																																											|
% 61.99/27.02  																																											| Simplifying 435 yields:
% 61.99/27.02  																																											| (233)  ~ (e1 = e0)
% 61.99/27.02  																																											|
% 61.99/27.02  																																											+-Applying beta-rule and splitting (56), into two cases.
% 61.99/27.02  																																											|-Branch one:
% 61.99/27.02  																																											| (696) unit = e2
% 61.99/27.02  																																											|
% 61.99/27.02  																																												| From (696) and (244) follows:
% 61.99/27.02  																																												| (264) op(e2, e4) = e4
% 61.99/27.02  																																												|
% 61.99/27.02  																																												| From (696) and (24) follows:
% 61.99/27.02  																																												| (697) op(e2, e3) = e3
% 61.99/27.02  																																												|
% 61.99/27.02  																																												| From (696) and (227) follows:
% 61.99/27.02  																																												| (4284) op(e4, e2) = e4
% 61.99/27.02  																																												|
% 61.99/27.02  																																												| From (696) and (28) follows:
% 61.99/27.02  																																												| (699) op(e1, e2) = e1
% 61.99/27.02  																																												|
% 61.99/27.02  																																												| Instantiating formula (29) with e4, e2, e4, e0 and discharging atoms op(e4, e2) = e4, op(e4, e2) = e0, yields:
% 61.99/27.02  																																												| (397) e4 = e0
% 61.99/27.02  																																												|
% 61.99/27.02  																																												| Instantiating formula (29) with e2, e4, e4, e3 and discharging atoms op(e2, e4) = e4, op(e2, e4) = e3, yields:
% 61.99/27.02  																																												| (425) e4 = e3
% 61.99/27.02  																																												|
% 61.99/27.02  																																												| Instantiating formula (29) with e2, e3, e3, e2 and discharging atoms op(e2, e3) = e3, op(e2, e3) = e2, yields:
% 61.99/27.02  																																												| (662) e3 = e2
% 61.99/27.02  																																												|
% 61.99/27.02  																																												| Instantiating formula (29) with e1, e2, e1, e4 and discharging atoms op(e1, e2) = e4, op(e1, e2) = e1, yields:
% 61.99/27.02  																																												| (630) e4 = e1
% 61.99/27.02  																																												|
% 61.99/27.02  																																												| Combining equations (397,425) yields a new equation:
% 61.99/27.02  																																												| (676) e3 = e0
% 61.99/27.02  																																												|
% 61.99/27.02  																																												| Combining equations (630,425) yields a new equation:
% 61.99/27.02  																																												| (455) e3 = e1
% 61.99/27.02  																																												|
% 61.99/27.02  																																												| Combining equations (455,662) yields a new equation:
% 61.99/27.02  																																												| (617) e2 = e1
% 61.99/27.02  																																												|
% 61.99/27.02  																																												| Combining equations (676,662) yields a new equation:
% 61.99/27.02  																																												| (330) e2 = e0
% 61.99/27.02  																																												|
% 61.99/27.02  																																												| Combining equations (330,617) yields a new equation:
% 61.99/27.02  																																												| (431) e1 = e0
% 61.99/27.02  																																												|
% 61.99/27.02  																																												| Equations (431) can reduce 233 to:
% 61.99/27.02  																																												| (266) $false
% 61.99/27.02  																																												|
% 61.99/27.02  																																												|-The branch is then unsatisfiable
% 61.99/27.02  																																											|-Branch two:
% 61.99/27.02  																																											| (707)  ~ (unit = e2)
% 61.99/27.02  																																											| (708) unit = e4 | unit = e3 | unit = e1 | unit = e0
% 61.99/27.02  																																											|
% 61.99/27.02  																																												+-Applying beta-rule and splitting (708), into two cases.
% 61.99/27.02  																																												|-Branch one:
% 61.99/27.02  																																												| (709) unit = e4
% 61.99/27.02  																																												|
% 61.99/27.02  																																													| From (709) and (24) follows:
% 61.99/27.02  																																													| (33325) op(e4, e3) = e3
% 61.99/27.02  																																													|
% 61.99/27.02  																																													| From (709) and (211) follows:
% 61.99/27.03  																																													| (22527) op(e4, e1) = e1
% 61.99/27.03  																																													|
% 61.99/27.03  																																													| From (709) and (32) follows:
% 61.99/27.03  																																													| (712) op(e2, e4) = e2
% 61.99/27.03  																																													|
% 61.99/27.03  																																													| From (709) and (42) follows:
% 61.99/27.03  																																													| (713) op(e0, e4) = e0
% 61.99/27.03  																																													|
% 61.99/27.03  																																													| Instantiating formula (29) with e4, e3, e3, e4 and discharging atoms op(e4, e3) = e4, op(e4, e3) = e3, yields:
% 61.99/27.03  																																													| (425) e4 = e3
% 61.99/27.03  																																													|
% 61.99/27.03  																																													| Instantiating formula (29) with e4, e1, e1, e3 and discharging atoms op(e4, e1) = e3, op(e4, e1) = e1, yields:
% 61.99/27.03  																																													| (455) e3 = e1
% 61.99/27.03  																																													|
% 61.99/27.03  																																													| Instantiating formula (29) with e2, e4, e2, e3 and discharging atoms op(e2, e4) = e3, op(e2, e4) = e2, yields:
% 61.99/27.03  																																													| (662) e3 = e2
% 61.99/27.03  																																													|
% 61.99/27.03  																																													| Instantiating formula (29) with e0, e4, e0, e4 and discharging atoms op(e0, e4) = e4, op(e0, e4) = e0, yields:
% 61.99/27.03  																																													| (397) e4 = e0
% 61.99/27.03  																																													|
% 61.99/27.03  																																													| Combining equations (425,397) yields a new equation:
% 61.99/27.03  																																													| (675) e3 = e0
% 61.99/27.03  																																													|
% 61.99/27.03  																																													| Simplifying 675 yields:
% 61.99/27.03  																																													| (676) e3 = e0
% 61.99/27.03  																																													|
% 61.99/27.03  																																													| Combining equations (455,662) yields a new equation:
% 61.99/27.03  																																													| (617) e2 = e1
% 61.99/27.03  																																													|
% 61.99/27.03  																																													| Combining equations (676,662) yields a new equation:
% 61.99/27.03  																																													| (330) e2 = e0
% 61.99/27.03  																																													|
% 61.99/27.03  																																													| Combining equations (617,330) yields a new equation:
% 61.99/27.03  																																													| (546) e1 = e0
% 61.99/27.03  																																													|
% 61.99/27.03  																																													| Simplifying 546 yields:
% 61.99/27.03  																																													| (431) e1 = e0
% 61.99/27.03  																																													|
% 61.99/27.03  																																													| Equations (431) can reduce 233 to:
% 61.99/27.03  																																													| (266) $false
% 61.99/27.03  																																													|
% 61.99/27.03  																																													|-The branch is then unsatisfiable
% 61.99/27.03  																																												|-Branch two:
% 61.99/27.03  																																												| (724)  ~ (unit = e4)
% 61.99/27.03  																																												| (725) unit = e3 | unit = e1 | unit = e0
% 61.99/27.03  																																												|
% 61.99/27.03  																																													+-Applying beta-rule and splitting (725), into two cases.
% 61.99/27.03  																																													|-Branch one:
% 61.99/27.03  																																													| (726) unit = e0
% 61.99/27.03  																																													|
% 61.99/27.03  																																														| From (726) and (24) follows:
% 61.99/27.03  																																														| (2208) op(e0, e3) = e3
% 61.99/27.03  																																														|
% 61.99/27.03  																																														| From (726) and (42) follows:
% 61.99/27.03  																																														| (728) op(e0, e0) = e0
% 61.99/27.03  																																														|
% 61.99/27.03  																																														| Instantiating formula (29) with e0, e3, e3, e1 and discharging atoms op(e0, e3) = e3, op(e0, e3) = e1, yields:
% 61.99/27.03  																																														| (455) e3 = e1
% 61.99/27.03  																																														|
% 61.99/27.03  																																														| Instantiating formula (29) with e0, e0, e0, e3 and discharging atoms op(e0, e0) = e3, op(e0, e0) = e0, yields:
% 61.99/27.03  																																														| (676) e3 = e0
% 61.99/27.03  																																														|
% 61.99/27.03  																																														| Combining equations (455,676) yields a new equation:
% 61.99/27.03  																																														| (546) e1 = e0
% 61.99/27.03  																																														|
% 61.99/27.03  																																														| Simplifying 546 yields:
% 61.99/27.03  																																														| (431) e1 = e0
% 61.99/27.03  																																														|
% 61.99/27.03  																																														| Equations (431) can reduce 233 to:
% 61.99/27.03  																																														| (266) $false
% 61.99/27.03  																																														|
% 61.99/27.03  																																														|-The branch is then unsatisfiable
% 61.99/27.03  																																													|-Branch two:
% 61.99/27.03  																																													| (734)  ~ (unit = e0)
% 61.99/27.03  																																													| (735) unit = e3 | unit = e1
% 61.99/27.03  																																													|
% 61.99/27.03  																																														+-Applying beta-rule and splitting (735), into two cases.
% 61.99/27.03  																																														|-Branch one:
% 61.99/27.03  																																														| (736) unit = e1
% 61.99/27.03  																																														|
% 61.99/27.03  																																															| Equations (736) can reduce 734 to:
% 61.99/27.03  																																															| (233)  ~ (e1 = e0)
% 61.99/27.03  																																															|
% 61.99/27.03  																																															| From (736) and (244) follows:
% 61.99/27.03  																																															| (738) op(e1, e4) = e4
% 61.99/27.03  																																															|
% 61.99/27.03  																																															| From (736) and (15) follows:
% 61.99/27.03  																																															| (515) op(e1, e2) = e2
% 61.99/27.03  																																															|
% 61.99/27.03  																																															| From (736) and (28) follows:
% 61.99/27.03  																																															| (740) op(e1, e1) = e1
% 61.99/27.03  																																															|
% 61.99/27.03  																																															| Instantiating formula (29) with e1, e4, e4, e0 and discharging atoms op(e1, e4) = e4, op(e1, e4) = e0, yields:
% 61.99/27.03  																																															| (397) e4 = e0
% 61.99/27.03  																																															|
% 61.99/27.03  																																															| Instantiating formula (29) with e1, e2, e2, e4 and discharging atoms op(e1, e2) = e4, op(e1, e2) = e2, yields:
% 61.99/27.03  																																															| (323) e4 = e2
% 61.99/27.03  																																															|
% 61.99/27.03  																																															| Instantiating formula (29) with e1, e1, e1, e2 and discharging atoms op(e1, e1) = e2, op(e1, e1) = e1, yields:
% 61.99/27.03  																																															| (617) e2 = e1
% 61.99/27.03  																																															|
% 61.99/27.03  																																															| Combining equations (323,397) yields a new equation:
% 61.99/27.03  																																															| (391) e2 = e0
% 61.99/27.03  																																															|
% 61.99/27.03  																																															| Simplifying 391 yields:
% 61.99/27.03  																																															| (330) e2 = e0
% 61.99/27.03  																																															|
% 61.99/27.03  																																															| Combining equations (617,330) yields a new equation:
% 61.99/27.03  																																															| (546) e1 = e0
% 61.99/27.03  																																															|
% 61.99/27.03  																																															| Simplifying 546 yields:
% 61.99/27.03  																																															| (431) e1 = e0
% 61.99/27.03  																																															|
% 61.99/27.03  																																															| Equations (431) can reduce 233 to:
% 61.99/27.03  																																															| (266) $false
% 61.99/27.03  																																															|
% 61.99/27.03  																																															|-The branch is then unsatisfiable
% 61.99/27.03  																																														|-Branch two:
% 61.99/27.03  																																														| (748)  ~ (unit = e1)
% 61.99/27.03  																																														| (749) unit = e3
% 61.99/27.03  																																														|
% 61.99/27.03  																																															| From (749) and (40) follows:
% 61.99/27.03  																																															| (3715) op(e3, e3) = e3
% 61.99/27.03  																																															|
% 61.99/27.03  																																															| From (749) and (28) follows:
% 61.99/27.03  																																															| (2235) op(e1, e3) = e1
% 61.99/27.03  																																															|
% 61.99/27.03  																																															| Instantiating formula (29) with e3, e3, e3, e0 and discharging atoms op(e3, e3) = e3, op(e3, e3) = e0, yields:
% 61.99/27.03  																																															| (676) e3 = e0
% 61.99/27.03  																																															|
% 61.99/27.03  																																															| Instantiating formula (29) with e1, e3, e1, e3 and discharging atoms op(e1, e3) = e3, op(e1, e3) = e1, yields:
% 61.99/27.03  																																															| (455) e3 = e1
% 61.99/27.03  																																															|
% 61.99/27.03  																																															| Combining equations (455,676) yields a new equation:
% 61.99/27.03  																																															| (546) e1 = e0
% 61.99/27.03  																																															|
% 61.99/27.03  																																															| Simplifying 546 yields:
% 61.99/27.03  																																															| (431) e1 = e0
% 61.99/27.03  																																															|
% 61.99/27.03  																																															| Equations (431) can reduce 233 to:
% 61.99/27.03  																																															| (266) $false
% 61.99/27.03  																																															|
% 61.99/27.03  																																															|-The branch is then unsatisfiable
% 61.99/27.03  																																									|-Branch two:
% 61.99/27.03  																																									| (632)  ~ (all_0_55_55 = e1)
% 61.99/27.03  																																									| (633) all_0_56_56 = e1 | all_0_57_57 = e1 | all_0_58_58 = e1
% 61.99/27.03  																																									|
% 61.99/27.03  																																										+-Applying beta-rule and splitting (174), into two cases.
% 61.99/27.03  																																										|-Branch one:
% 61.99/27.03  																																										| (386) all_0_55_55 = e2
% 61.99/27.03  																																										|
% 61.99/27.03  																																											| Equations (386) can reduce 304 to:
% 61.99/27.03  																																											| (266) $false
% 61.99/27.03  																																											|
% 61.99/27.03  																																											|-The branch is then unsatisfiable
% 61.99/27.03  																																										|-Branch two:
% 61.99/27.03  																																										| (304)  ~ (all_0_55_55 = e2)
% 61.99/27.03  																																										| (2051) all_0_55_55 = e4 | all_0_55_55 = e3 | all_0_55_55 = e1 | all_0_55_55 = e0
% 61.99/27.03  																																										|
% 61.99/27.03  																																											+-Applying beta-rule and splitting (863), into two cases.
% 61.99/27.03  																																											|-Branch one:
% 61.99/27.03  																																											| (679) all_0_56_56 = e0
% 61.99/27.03  																																											|
% 61.99/27.03  																																												| Combining equations (679,833) yields a new equation:
% 61.99/27.03  																																												| (330) e2 = e0
% 61.99/27.03  																																												|
% 61.99/27.03  																																												| Equations (330) can reduce 128 to:
% 61.99/27.03  																																												| (266) $false
% 61.99/27.03  																																												|
% 61.99/27.03  																																												|-The branch is then unsatisfiable
% 61.99/27.03  																																											|-Branch two:
% 61.99/27.03  																																											| (828)  ~ (all_0_56_56 = e0)
% 61.99/27.03  																																											| (924) all_0_57_57 = e0 | all_0_58_58 = e0
% 61.99/27.03  																																											|
% 61.99/27.03  																																												+-Applying beta-rule and splitting (924), into two cases.
% 61.99/27.03  																																												|-Branch one:
% 61.99/27.03  																																												| (875) all_0_57_57 = e0
% 61.99/27.03  																																												|
% 61.99/27.03  																																													| Equations (875) can reduce 81 to:
% 61.99/27.03  																																													| (803)  ~ (all_0_55_55 = e0)
% 61.99/27.03  																																													|
% 61.99/27.03  																																													+-Applying beta-rule and splitting (2051), into two cases.
% 61.99/27.03  																																													|-Branch one:
% 61.99/27.03  																																													| (587) all_0_55_55 = e4
% 61.99/27.03  																																													|
% 61.99/27.03  																																														| Equations (587) can reduce 763 to:
% 61.99/27.03  																																														| (266) $false
% 61.99/27.03  																																														|
% 61.99/27.03  																																														|-The branch is then unsatisfiable
% 61.99/27.03  																																													|-Branch two:
% 61.99/27.03  																																													| (763)  ~ (all_0_55_55 = e4)
% 61.99/27.03  																																													| (2055) all_0_55_55 = e3 | all_0_55_55 = e1 | all_0_55_55 = e0
% 61.99/27.03  																																													|
% 61.99/27.03  																																														+-Applying beta-rule and splitting (2055), into two cases.
% 61.99/27.03  																																														|-Branch one:
% 61.99/27.03  																																														| (858) all_0_55_55 = e0
% 61.99/27.03  																																														|
% 61.99/27.03  																																															| Equations (858) can reduce 803 to:
% 61.99/27.03  																																															| (266) $false
% 61.99/27.03  																																															|
% 61.99/27.03  																																															|-The branch is then unsatisfiable
% 61.99/27.03  																																														|-Branch two:
% 61.99/27.03  																																														| (803)  ~ (all_0_55_55 = e0)
% 61.99/27.03  																																														| (2315) all_0_55_55 = e3 | all_0_55_55 = e1
% 61.99/27.03  																																														|
% 61.99/27.03  																																															+-Applying beta-rule and splitting (2315), into two cases.
% 61.99/27.03  																																															|-Branch one:
% 61.99/27.03  																																															| (629) all_0_55_55 = e1
% 61.99/27.03  																																															|
% 61.99/27.03  																																																| Equations (629) can reduce 632 to:
% 61.99/27.03  																																																| (266) $false
% 61.99/27.03  																																																|
% 61.99/27.03  																																																|-The branch is then unsatisfiable
% 61.99/27.03  																																															|-Branch two:
% 61.99/27.03  																																															| (632)  ~ (all_0_55_55 = e1)
% 61.99/27.03  																																															| (2336) all_0_55_55 = e3
% 61.99/27.03  																																															|
% 61.99/27.03  																																																| Equations (2336) can reduce 270 to:
% 61.99/27.03  																																																| (266) $false
% 61.99/27.03  																																																|
% 61.99/27.03  																																																|-The branch is then unsatisfiable
% 61.99/27.03  																																												|-Branch two:
% 61.99/27.03  																																												| (364)  ~ (all_0_57_57 = e0)
% 61.99/27.03  																																												| (914) all_0_58_58 = e0
% 61.99/27.03  																																												|
% 61.99/27.03  																																													| Combining equations (795,914) yields a new equation:
% 61.99/27.03  																																													| (675) e3 = e0
% 61.99/27.03  																																													|
% 61.99/27.03  																																													| Simplifying 675 yields:
% 61.99/27.03  																																													| (676) e3 = e0
% 61.99/27.03  																																													|
% 61.99/27.03  																																													| Equations (676) can reduce 80 to:
% 61.99/27.03  																																													| (266) $false
% 61.99/27.03  																																													|
% 61.99/27.03  																																													|-The branch is then unsatisfiable
% 61.99/27.03  																																							|-Branch two:
% 61.99/27.03  																																							| (357)  ~ (all_0_41_41 = e0)
% 61.99/27.03  																																							| (6761) all_0_42_42 = e0 | all_0_43_43 = e0 | all_0_44_44 = e0
% 61.99/27.03  																																							|
% 61.99/27.03  																																								+-Applying beta-rule and splitting (5471), into two cases.
% 61.99/27.03  																																								|-Branch one:
% 61.99/27.03  																																								| (1279) all_0_48_48 = e0
% 61.99/27.03  																																								|
% 61.99/27.03  																																									| Combining equations (943,1279) yields a new equation:
% 61.99/27.03  																																									| (481) e4 = e0
% 61.99/27.03  																																									|
% 61.99/27.03  																																									| Simplifying 481 yields:
% 61.99/27.03  																																									| (397) e4 = e0
% 61.99/27.03  																																									|
% 61.99/27.03  																																									| Equations (397) can reduce 49 to:
% 61.99/27.03  																																									| (266) $false
% 61.99/27.03  																																									|
% 61.99/27.03  																																									|-The branch is then unsatisfiable
% 61.99/27.03  																																								|-Branch two:
% 61.99/27.03  																																								| (1283)  ~ (all_0_48_48 = e0)
% 61.99/27.03  																																								| (875) all_0_57_57 = e0
% 61.99/27.03  																																								|
% 61.99/27.03  																																									| Equations (875) can reduce 199 to:
% 61.99/27.03  																																									| (5470)  ~ (all_0_43_43 = e0)
% 61.99/27.03  																																									|
% 61.99/27.03  																																									| Equations (875) can reduce 839 to:
% 61.99/27.03  																																									| (401)  ~ (e4 = e0)
% 61.99/27.03  																																									|
% 61.99/27.03  																																									| Simplifying 401 yields:
% 61.99/27.03  																																									| (49)  ~ (e4 = e0)
% 61.99/27.03  																																									|
% 61.99/27.03  																																									| Equations (875) can reduce 67 to:
% 61.99/27.03  																																									| (541)  ~ (e3 = e0)
% 61.99/27.03  																																									|
% 61.99/27.03  																																									| Simplifying 541 yields:
% 61.99/27.03  																																									| (80)  ~ (e3 = e0)
% 61.99/27.03  																																									|
% 61.99/27.03  																																									+-Applying beta-rule and splitting (243), into two cases.
% 61.99/27.03  																																									|-Branch one:
% 61.99/27.03  																																									| (329) all_0_38_38 = e0
% 61.99/27.03  																																									|
% 61.99/27.03  																																										| Combining equations (329,321) yields a new equation:
% 61.99/27.03  																																										| (397) e4 = e0
% 61.99/27.03  																																										|
% 61.99/27.03  																																										| Equations (397) can reduce 49 to:
% 61.99/27.03  																																										| (266) $false
% 61.99/27.03  																																										|
% 61.99/27.03  																																										|-The branch is then unsatisfiable
% 61.99/27.03  																																									|-Branch two:
% 61.99/27.03  																																									| (332)  ~ (all_0_38_38 = e0)
% 61.99/27.03  																																									| (395) all_0_41_41 = e0 | all_0_46_46 = e0 | all_0_55_55 = e0
% 61.99/27.03  																																									|
% 61.99/27.03  																																										| Equations (321) can reduce 332 to:
% 61.99/27.03  																																										| (49)  ~ (e4 = e0)
% 61.99/27.03  																																										|
% 61.99/27.03  																																										+-Applying beta-rule and splitting (130), into two cases.
% 61.99/27.03  																																										|-Branch one:
% 61.99/27.03  																																										| (430) all_0_43_43 = e1
% 61.99/27.03  																																										|
% 61.99/27.03  																																											| Equations (430) can reduce 5470 to:
% 61.99/27.03  																																											| (233)  ~ (e1 = e0)
% 61.99/27.03  																																											|
% 61.99/27.03  																																											+-Applying beta-rule and splitting (6761), into two cases.
% 61.99/27.03  																																											|-Branch one:
% 61.99/27.03  																																											| (559) all_0_42_42 = e0
% 61.99/27.03  																																											|
% 61.99/27.03  																																												| Combining equations (559,516) yields a new equation:
% 61.99/27.03  																																												| (676) e3 = e0
% 61.99/27.03  																																												|
% 61.99/27.03  																																												| Equations (676) can reduce 80 to:
% 61.99/27.03  																																												| (266) $false
% 61.99/27.03  																																												|
% 61.99/27.03  																																												|-The branch is then unsatisfiable
% 61.99/27.03  																																											|-Branch two:
% 61.99/27.03  																																											| (358)  ~ (all_0_42_42 = e0)
% 61.99/27.03  																																											| (6766) all_0_43_43 = e0 | all_0_44_44 = e0
% 61.99/27.03  																																											|
% 61.99/27.03  																																												+-Applying beta-rule and splitting (6766), into two cases.
% 61.99/27.03  																																												|-Branch one:
% 61.99/27.03  																																												| (356) all_0_43_43 = e0
% 61.99/27.03  																																												|
% 61.99/27.03  																																													| Combining equations (356,430) yields a new equation:
% 61.99/27.03  																																													| (431) e1 = e0
% 61.99/27.03  																																													|
% 61.99/27.03  																																													| Equations (431) can reduce 233 to:
% 61.99/27.03  																																													| (266) $false
% 61.99/27.03  																																													|
% 61.99/27.03  																																													|-The branch is then unsatisfiable
% 61.99/27.03  																																												|-Branch two:
% 61.99/27.03  																																												| (5470)  ~ (all_0_43_43 = e0)
% 61.99/27.03  																																												| (1414) all_0_44_44 = e0
% 61.99/27.03  																																												|
% 61.99/27.03  																																													| Combining equations (1414,446) yields a new equation:
% 61.99/27.03  																																													| (397) e4 = e0
% 61.99/27.03  																																													|
% 61.99/27.03  																																													| Equations (397) can reduce 49 to:
% 61.99/27.03  																																													| (266) $false
% 61.99/27.03  																																													|
% 61.99/27.03  																																													|-The branch is then unsatisfiable
% 61.99/27.03  																																										|-Branch two:
% 61.99/27.03  																																										| (433)  ~ (all_0_43_43 = e1)
% 61.99/27.03  																																										| (434) all_0_48_48 = e1 | all_0_52_52 = e1 | all_0_57_57 = e1
% 61.99/27.03  																																										|
% 61.99/27.03  																																											+-Applying beta-rule and splitting (27), into two cases.
% 61.99/27.03  																																											|-Branch one:
% 61.99/27.03  																																											| (437) all_0_41_41 = e4
% 61.99/27.03  																																											|
% 61.99/27.03  																																												| Equations (437) can reduce 440 to:
% 61.99/27.03  																																												| (266) $false
% 61.99/27.03  																																												|
% 61.99/27.03  																																												|-The branch is then unsatisfiable
% 61.99/27.03  																																											|-Branch two:
% 61.99/27.03  																																											| (440)  ~ (all_0_41_41 = e4)
% 61.99/27.03  																																											| (4049) all_0_41_41 = e3 | all_0_41_41 = e1 | all_0_41_41 = e0
% 61.99/27.03  																																											|
% 61.99/27.03  																																												+-Applying beta-rule and splitting (103), into two cases.
% 61.99/27.03  																																												|-Branch one:
% 61.99/27.03  																																												| (453) all_0_41_41 = e1
% 61.99/27.03  																																												|
% 61.99/27.03  																																													| Equations (453) can reduce 440 to:
% 61.99/27.03  																																													| (602)  ~ (e4 = e1)
% 61.99/27.03  																																													|
% 61.99/27.03  																																													| Simplifying 602 yields:
% 61.99/27.03  																																													| (110)  ~ (e4 = e1)
% 61.99/27.03  																																													|
% 61.99/27.03  																																													| Equations (453) can reduce 85 to:
% 61.99/27.03  																																													| (604)  ~ (e2 = e1)
% 61.99/27.03  																																													|
% 61.99/27.03  																																													| Simplifying 604 yields:
% 61.99/27.03  																																													| (122)  ~ (e2 = e1)
% 61.99/27.03  																																													|
% 61.99/27.03  																																													| Equations (453) can reduce 357 to:
% 61.99/27.03  																																													| (233)  ~ (e1 = e0)
% 61.99/27.03  																																													|
% 61.99/27.03  																																													+-Applying beta-rule and splitting (434), into two cases.
% 61.99/27.03  																																													|-Branch one:
% 61.99/27.03  																																													| (615) all_0_48_48 = e1
% 61.99/27.03  																																													|
% 61.99/27.03  																																														| Combining equations (943,615) yields a new equation:
% 61.99/27.03  																																														| (636) e4 = e1
% 61.99/27.03  																																														|
% 61.99/27.03  																																														| Simplifying 636 yields:
% 61.99/27.03  																																														| (630) e4 = e1
% 61.99/27.03  																																														|
% 61.99/27.03  																																														| Equations (630) can reduce 110 to:
% 61.99/27.03  																																														| (266) $false
% 61.99/27.03  																																														|
% 61.99/27.03  																																														|-The branch is then unsatisfiable
% 61.99/27.03  																																													|-Branch two:
% 61.99/27.03  																																													| (619)  ~ (all_0_48_48 = e1)
% 61.99/27.03  																																													| (620) all_0_52_52 = e1 | all_0_57_57 = e1
% 61.99/27.03  																																													|
% 61.99/27.03  																																														+-Applying beta-rule and splitting (620), into two cases.
% 61.99/27.03  																																														|-Branch one:
% 61.99/27.03  																																														| (642) all_0_52_52 = e1
% 61.99/27.03  																																														|
% 61.99/27.03  																																															| Combining equations (352,642) yields a new equation:
% 61.99/27.03  																																															| (616) e2 = e1
% 61.99/27.03  																																															|
% 61.99/27.03  																																															| Simplifying 616 yields:
% 61.99/27.03  																																															| (617) e2 = e1
% 61.99/27.03  																																															|
% 61.99/27.03  																																															| Equations (617) can reduce 122 to:
% 61.99/27.03  																																															| (266) $false
% 61.99/27.03  																																															|
% 61.99/27.03  																																															|-The branch is then unsatisfiable
% 61.99/27.03  																																														|-Branch two:
% 61.99/27.03  																																														| (646)  ~ (all_0_52_52 = e1)
% 61.99/27.03  																																														| (647) all_0_57_57 = e1
% 61.99/27.03  																																														|
% 61.99/27.03  																																															| Combining equations (647,875) yields a new equation:
% 61.99/27.03  																																															| (546) e1 = e0
% 61.99/27.03  																																															|
% 61.99/27.03  																																															| Simplifying 546 yields:
% 61.99/27.03  																																															| (431) e1 = e0
% 61.99/27.03  																																															|
% 61.99/27.03  																																															| Equations (431) can reduce 233 to:
% 61.99/27.03  																																															| (266) $false
% 61.99/27.03  																																															|
% 61.99/27.03  																																															|-The branch is then unsatisfiable
% 61.99/27.03  																																												|-Branch two:
% 61.99/27.03  																																												| (457)  ~ (all_0_41_41 = e1)
% 61.99/27.03  																																												| (458) all_0_42_42 = e1 | all_0_43_43 = e1 | all_0_44_44 = e1
% 61.99/27.03  																																												|
% 61.99/27.03  																																													+-Applying beta-rule and splitting (18), into two cases.
% 61.99/27.03  																																													|-Branch one:
% 61.99/27.03  																																													| (453) all_0_41_41 = e1
% 61.99/27.03  																																													|
% 61.99/27.03  																																														| Equations (453) can reduce 457 to:
% 61.99/27.03  																																														| (266) $false
% 61.99/27.03  																																														|
% 61.99/27.03  																																														|-The branch is then unsatisfiable
% 61.99/27.03  																																													|-Branch two:
% 61.99/27.03  																																													| (457)  ~ (all_0_41_41 = e1)
% 61.99/27.03  																																													| (595) all_0_46_46 = e1 | all_0_50_50 = e1 | all_0_55_55 = e1
% 61.99/27.03  																																													|
% 61.99/27.03  																																														+-Applying beta-rule and splitting (434), into two cases.
% 61.99/27.03  																																														|-Branch one:
% 61.99/27.03  																																														| (615) all_0_48_48 = e1
% 61.99/27.03  																																														|
% 61.99/27.03  																																															| Combining equations (943,615) yields a new equation:
% 61.99/27.03  																																															| (636) e4 = e1
% 61.99/27.03  																																															|
% 61.99/27.03  																																															| Simplifying 636 yields:
% 61.99/27.03  																																															| (630) e4 = e1
% 61.99/27.03  																																															|
% 61.99/27.03  																																															| Equations (630) can reduce 110 to:
% 61.99/27.03  																																															| (266) $false
% 61.99/27.03  																																															|
% 61.99/27.03  																																															|-The branch is then unsatisfiable
% 61.99/27.03  																																														|-Branch two:
% 61.99/27.03  																																														| (619)  ~ (all_0_48_48 = e1)
% 61.99/27.03  																																														| (620) all_0_52_52 = e1 | all_0_57_57 = e1
% 61.99/27.03  																																														|
% 61.99/27.03  																																															+-Applying beta-rule and splitting (595), into two cases.
% 61.99/27.03  																																															|-Branch one:
% 61.99/27.03  																																															| (545) all_0_46_46 = e1
% 61.99/27.03  																																															|
% 61.99/27.03  																																																| Combining equations (545,1794) yields a new equation:
% 61.99/27.03  																																																| (617) e2 = e1
% 61.99/27.03  																																																|
% 61.99/27.03  																																																| Equations (617) can reduce 122 to:
% 61.99/27.03  																																																| (266) $false
% 61.99/27.03  																																																|
% 61.99/27.03  																																																|-The branch is then unsatisfiable
% 61.99/27.03  																																															|-Branch two:
% 61.99/27.03  																																															| (549)  ~ (all_0_46_46 = e1)
% 61.99/27.03  																																															| (600) all_0_50_50 = e1 | all_0_55_55 = e1
% 61.99/27.03  																																															|
% 61.99/27.03  																																																| Equations (1794) can reduce 549 to:
% 61.99/27.03  																																																| (122)  ~ (e2 = e1)
% 61.99/27.03  																																																|
% 61.99/27.03  																																																+-Applying beta-rule and splitting (620), into two cases.
% 61.99/27.03  																																																|-Branch one:
% 61.99/27.03  																																																| (642) all_0_52_52 = e1
% 61.99/27.03  																																																|
% 61.99/27.03  																																																	| Combining equations (352,642) yields a new equation:
% 61.99/27.03  																																																	| (616) e2 = e1
% 61.99/27.03  																																																	|
% 61.99/27.03  																																																	| Simplifying 616 yields:
% 61.99/27.03  																																																	| (617) e2 = e1
% 61.99/27.03  																																																	|
% 61.99/27.03  																																																	| Equations (617) can reduce 122 to:
% 61.99/27.03  																																																	| (266) $false
% 61.99/27.03  																																																	|
% 61.99/27.03  																																																	|-The branch is then unsatisfiable
% 61.99/27.03  																																																|-Branch two:
% 61.99/27.03  																																																| (646)  ~ (all_0_52_52 = e1)
% 61.99/27.03  																																																| (647) all_0_57_57 = e1
% 61.99/27.03  																																																|
% 61.99/27.03  																																																	| Combining equations (875,647) yields a new equation:
% 61.99/27.03  																																																	| (431) e1 = e0
% 61.99/27.03  																																																	|
% 61.99/27.03  																																																	| Equations (431) can reduce 233 to:
% 61.99/27.03  																																																	| (266) $false
% 61.99/27.03  																																																	|
% 61.99/27.03  																																																	|-The branch is then unsatisfiable
% 61.99/27.03  																																					|-Branch two:
% 61.99/27.03  																																					| (462)  ~ (all_0_47_47 = e1)
% 61.99/27.03  																																					| (659) all_0_48_48 = e1 | all_0_49_49 = e1
% 61.99/27.03  																																					|
% 61.99/27.03  																																						+-Applying beta-rule and splitting (3259), into two cases.
% 61.99/27.03  																																						|-Branch one:
% 61.99/27.03  																																						| (654) all_0_47_47 = e1
% 61.99/27.03  																																						|
% 61.99/27.03  																																							| Equations (654) can reduce 462 to:
% 61.99/27.03  																																							| (266) $false
% 61.99/27.03  																																							|
% 61.99/27.03  																																							|-The branch is then unsatisfiable
% 61.99/27.03  																																						|-Branch two:
% 61.99/27.03  																																						| (462)  ~ (all_0_47_47 = e1)
% 61.99/27.04  																																						| (3264) all_0_51_51 = e1 | all_0_56_56 = e1
% 61.99/27.04  																																						|
% 61.99/27.04  																																							+-Applying beta-rule and splitting (3264), into two cases.
% 61.99/27.04  																																							|-Branch one:
% 61.99/27.04  																																							| (1109) all_0_51_51 = e1
% 61.99/27.04  																																							|
% 61.99/27.04  																																								| Combining equations (1101,1109) yields a new equation:
% 61.99/27.04  																																								| (636) e4 = e1
% 61.99/27.04  																																								|
% 61.99/27.04  																																								| Simplifying 636 yields:
% 61.99/27.04  																																								| (630) e4 = e1
% 61.99/27.04  																																								|
% 61.99/27.04  																																								| Equations (630) can reduce 110 to:
% 61.99/27.04  																																								| (266) $false
% 61.99/27.04  																																								|
% 61.99/27.04  																																								|-The branch is then unsatisfiable
% 61.99/27.04  																																							|-Branch two:
% 61.99/27.04  																																							| (464)  ~ (all_0_51_51 = e1)
% 61.99/27.04  																																							| (1569) all_0_56_56 = e1
% 61.99/27.04  																																							|
% 61.99/27.04  																																								| Combining equations (833,1569) yields a new equation:
% 61.99/27.04  																																								| (616) e2 = e1
% 61.99/27.04  																																								|
% 61.99/27.04  																																								| Simplifying 616 yields:
% 61.99/27.04  																																								| (617) e2 = e1
% 61.99/27.04  																																								|
% 61.99/27.04  																																								| Equations (617) can reduce 122 to:
% 61.99/27.04  																																								| (266) $false
% 61.99/27.04  																																								|
% 61.99/27.04  																																								|-The branch is then unsatisfiable
% 61.99/27.04  																																	|-Branch two:
% 61.99/27.04  																																	| (475)  ~ (all_0_51_51 = e4)
% 61.99/27.04  																																	| (1294) all_0_52_52 = e4 | all_0_53_53 = e4
% 61.99/27.04  																																	|
% 61.99/27.04  																																		+-Applying beta-rule and splitting (1294), into two cases.
% 61.99/27.04  																																		|-Branch one:
% 61.99/27.04  																																		| (565) all_0_52_52 = e4
% 61.99/27.04  																																		|
% 61.99/27.04  																																			| Combining equations (352,565) yields a new equation:
% 61.99/27.04  																																			| (323) e4 = e2
% 61.99/27.04  																																			|
% 61.99/27.04  																																			| Equations (323) can reduce 48 to:
% 61.99/27.04  																																			| (266) $false
% 61.99/27.04  																																			|
% 61.99/27.04  																																			|-The branch is then unsatisfiable
% 61.99/27.04  																																		|-Branch two:
% 61.99/27.04  																																		| (780)  ~ (all_0_52_52 = e4)
% 61.99/27.04  																																		| (1298) all_0_53_53 = e4
% 61.99/27.04  																																		|
% 61.99/27.04  																																			| Equations (1298) can reduce 1453 to:
% 61.99/27.04  																																			| (266) $false
% 61.99/27.04  																																			|
% 61.99/27.04  																																			|-The branch is then unsatisfiable
% 61.99/27.04  																									|-Branch two:
% 61.99/27.04  																									| (254)  ~ (all_0_48_48 = e4)
% 61.99/27.04  																									| (947) all_0_52_52 = e4 | all_0_57_57 = e4
% 61.99/27.04  																									|
% 61.99/27.04  																										+-Applying beta-rule and splitting (441), into two cases.
% 61.99/27.04  																										|-Branch one:
% 61.99/27.04  																										| (1392) all_0_42_42 = e4
% 61.99/27.04  																										|
% 61.99/27.04  																											| Combining equations (1392,516) yields a new equation:
% 61.99/27.04  																											| (424) e4 = e3
% 61.99/27.04  																											|
% 61.99/27.04  																											| Simplifying 424 yields:
% 61.99/27.04  																											| (425) e4 = e3
% 61.99/27.04  																											|
% 61.99/27.04  																											| Equations (425) can reduce 188 to:
% 61.99/27.04  																											| (266) $false
% 61.99/27.04  																											|
% 61.99/27.04  																											|-The branch is then unsatisfiable
% 61.99/27.04  																										|-Branch two:
% 61.99/27.04  																										| (1890)  ~ (all_0_42_42 = e4)
% 61.99/27.04  																										| (1891) all_0_43_43 = e4 | all_0_44_44 = e4
% 61.99/27.04  																										|
% 61.99/27.04  																											+-Applying beta-rule and splitting (1891), into two cases.
% 61.99/27.04  																											|-Branch one:
% 61.99/27.04  																											| (396) all_0_43_43 = e4
% 61.99/27.04  																											|
% 61.99/27.04  																												| Equations (396) can reduce 399 to:
% 61.99/27.04  																												| (266) $false
% 61.99/27.04  																												|
% 61.99/27.04  																												|-The branch is then unsatisfiable
% 61.99/27.04  																											|-Branch two:
% 61.99/27.04  																											| (399)  ~ (all_0_43_43 = e4)
% 61.99/27.04  																											| (446) all_0_44_44 = e4
% 61.99/27.04  																											|
% 61.99/27.04  																												| Equations (446) can reduce 147 to:
% 61.99/27.04  																												| (48)  ~ (e4 = e2)
% 61.99/27.04  																												|
% 61.99/27.04  																												+-Applying beta-rule and splitting (947), into two cases.
% 61.99/27.04  																												|-Branch one:
% 61.99/27.04  																												| (565) all_0_52_52 = e4
% 61.99/27.04  																												|
% 61.99/27.04  																													| Combining equations (565,352) yields a new equation:
% 61.99/27.04  																													| (322) e4 = e2
% 61.99/27.04  																													|
% 61.99/27.04  																													| Simplifying 322 yields:
% 61.99/27.04  																													| (323) e4 = e2
% 61.99/27.04  																													|
% 61.99/27.04  																													| Equations (323) can reduce 48 to:
% 61.99/27.04  																													| (266) $false
% 61.99/27.04  																													|
% 61.99/27.04  																													|-The branch is then unsatisfiable
% 61.99/27.04  																												|-Branch two:
% 61.99/27.04  																												| (780)  ~ (all_0_52_52 = e4)
% 61.99/27.04  																												| (871) all_0_57_57 = e4
% 61.99/27.04  																												|
% 61.99/27.04  																													| Equations (871) can reduce 839 to:
% 61.99/27.04  																													| (266) $false
% 61.99/27.04  																													|
% 61.99/27.04  																													|-The branch is then unsatisfiable
% 61.99/27.04  															|-Branch two:
% 61.99/27.04  															| (405)  ~ (all_0_42_42 = e3)
% 61.99/27.04  															| (521) all_0_47_47 = e3 | all_0_51_51 = e3 | all_0_56_56 = e3
% 61.99/27.04  															|
% 61.99/27.04  																+-Applying beta-rule and splitting (22), into two cases.
% 61.99/27.04  																|-Branch one:
% 61.99/27.04  																| (268) all_0_54_54 = e3
% 61.99/27.04  																|
% 61.99/27.04  																	| Combining equations (265,268) yields a new equation:
% 61.99/27.04  																	| (424) e4 = e3
% 61.99/27.04  																	|
% 61.99/27.04  																	| Simplifying 424 yields:
% 61.99/27.04  																	| (425) e4 = e3
% 61.99/27.04  																	|
% 61.99/27.04  																	| Equations (425) can reduce 188 to:
% 61.99/27.04  																	| (266) $false
% 61.99/27.04  																	|
% 61.99/27.04  																	|-The branch is then unsatisfiable
% 61.99/27.04  																|-Branch two:
% 61.99/27.04  																| (60427)  ~ (all_0_54_54 = e3)
% 61.99/27.04  																| (62553) all_0_55_55 = e3 | all_0_56_56 = e3 | all_0_58_58 = e3
% 61.99/27.04  																|
% 61.99/27.04  																	+-Applying beta-rule and splitting (62553), into two cases.
% 61.99/27.04  																	|-Branch one:
% 61.99/27.04  																	| (2336) all_0_55_55 = e3
% 61.99/27.04  																	|
% 61.99/27.04  																		| Equations (2336) can reduce 270 to:
% 61.99/27.04  																		| (266) $false
% 61.99/27.04  																		|
% 61.99/27.04  																		|-The branch is then unsatisfiable
% 61.99/27.04  																	|-Branch two:
% 61.99/27.04  																	| (270)  ~ (all_0_55_55 = e3)
% 61.99/27.04  																	| (62557) all_0_56_56 = e3 | all_0_58_58 = e3
% 61.99/27.04  																	|
% 61.99/27.04  																		+-Applying beta-rule and splitting (62557), into two cases.
% 61.99/27.04  																		|-Branch one:
% 61.99/27.04  																		| (1097) all_0_56_56 = e3
% 61.99/27.04  																		|
% 61.99/27.04  																			| Combining equations (1097,833) yields a new equation:
% 61.99/27.04  																			| (661) e3 = e2
% 61.99/27.04  																			|
% 61.99/27.04  																			| Simplifying 661 yields:
% 61.99/27.04  																			| (662) e3 = e2
% 61.99/27.04  																			|
% 61.99/27.04  																			| Equations (662) can reduce 212 to:
% 61.99/27.04  																			| (266) $false
% 61.99/27.04  																			|
% 61.99/27.04  																			|-The branch is then unsatisfiable
% 61.99/27.04  																		|-Branch two:
% 61.99/27.04  																		| (272)  ~ (all_0_56_56 = e3)
% 61.99/27.04  																		| (795) all_0_58_58 = e3
% 61.99/27.04  																		|
% 61.99/27.04  																			| Equations (795) can reduce 181 to:
% 61.99/27.04  																			| (407)  ~ (all_0_44_44 = e3)
% 61.99/27.04  																			|
% 61.99/27.04  																			+-Applying beta-rule and splitting (113), into two cases.
% 61.99/27.04  																			|-Branch one:
% 61.99/27.04  																			| (403) all_0_41_41 = e3
% 61.99/27.04  																			|
% 61.99/27.04  																				| Equations (403) can reduce 1898 to:
% 61.99/27.04  																				| (266) $false
% 61.99/27.04  																				|
% 61.99/27.04  																				|-The branch is then unsatisfiable
% 61.99/27.04  																			|-Branch two:
% 61.99/27.04  																			| (1898)  ~ (all_0_41_41 = e3)
% 61.99/27.04  																			| (1899) all_0_42_42 = e3 | all_0_44_44 = e3
% 61.99/27.04  																			|
% 61.99/27.05  																				+-Applying beta-rule and splitting (1899), into two cases.
% 61.99/27.05  																				|-Branch one:
% 61.99/27.05  																				| (516) all_0_42_42 = e3
% 61.99/27.05  																				|
% 61.99/27.05  																					| Equations (516) can reduce 405 to:
% 61.99/27.05  																					| (266) $false
% 61.99/27.05  																					|
% 61.99/27.05  																					|-The branch is then unsatisfiable
% 61.99/27.05  																				|-Branch two:
% 61.99/27.05  																				| (405)  ~ (all_0_42_42 = e3)
% 61.99/27.05  																				| (532) all_0_44_44 = e3
% 61.99/27.05  																				|
% 61.99/27.05  																					| Equations (532) can reduce 407 to:
% 61.99/27.05  																					| (266) $false
% 61.99/27.05  																					|
% 61.99/27.05  																					|-The branch is then unsatisfiable
% 61.99/27.05  														|-Branch two:
% 61.99/27.05  														| (411)  ~ (all_0_50_50 = e3)
% 61.99/27.05  														| (418) all_0_51_51 = e3 | all_0_53_53 = e3
% 61.99/27.05  														|
% 61.99/27.05  															+-Applying beta-rule and splitting (241), into two cases.
% 61.99/27.05  															|-Branch one:
% 61.99/27.05  															| (378) all_0_50_50 = e2
% 61.99/27.05  															|
% 61.99/27.05  																| Equations (378) can reduce 302 to:
% 61.99/27.05  																| (266) $false
% 61.99/27.05  																|
% 61.99/27.05  																|-The branch is then unsatisfiable
% 61.99/27.05  															|-Branch two:
% 61.99/27.05  															| (302)  ~ (all_0_50_50 = e2)
% 61.99/27.05  															| (422) all_0_50_50 = e4 | all_0_50_50 = e3 | all_0_50_50 = e1
% 61.99/27.05  															|
% 61.99/27.05  																+-Applying beta-rule and splitting (422), into two cases.
% 61.99/27.05  																|-Branch one:
% 61.99/27.05  																| (775) all_0_50_50 = e4
% 61.99/27.05  																|
% 61.99/27.05  																	| Equations (775) can reduce 566 to:
% 61.99/27.05  																	| (266) $false
% 61.99/27.05  																	|
% 61.99/27.05  																	|-The branch is then unsatisfiable
% 61.99/27.05  																|-Branch two:
% 61.99/27.05  																| (566)  ~ (all_0_50_50 = e4)
% 61.99/27.05  																| (1444) all_0_50_50 = e3 | all_0_50_50 = e1
% 61.99/27.05  																|
% 61.99/27.05  																	+-Applying beta-rule and splitting (1444), into two cases.
% 61.99/27.05  																	|-Branch one:
% 61.99/27.05  																	| (601) all_0_50_50 = e1
% 61.99/27.05  																	|
% 61.99/27.05  																		| Equations (601) can reduce 221 to:
% 61.99/27.05  																		| (457)  ~ (all_0_41_41 = e1)
% 61.99/27.05  																		|
% 61.99/27.05  																		| Equations (601) can reduce 59 to:
% 61.99/27.05  																		| (463)  ~ (all_0_51_51 = e1)
% 61.99/27.05  																		|
% 61.99/27.05  																		| Simplifying 463 yields:
% 61.99/27.05  																		| (464)  ~ (all_0_51_51 = e1)
% 61.99/27.05  																		|
% 61.99/27.05  																		| Equations (601) can reduce 190 to:
% 61.99/27.05  																		| (1458)  ~ (all_0_53_53 = e1)
% 61.99/27.05  																		|
% 61.99/27.05  																		| Simplifying 1458 yields:
% 61.99/27.05  																		| (1459)  ~ (all_0_53_53 = e1)
% 61.99/27.05  																		|
% 61.99/27.05  																		| Equations (601) can reduce 93 to:
% 61.99/27.05  																		| (2331)  ~ (all_0_55_55 = e1)
% 61.99/27.05  																		|
% 61.99/27.05  																		| Simplifying 2331 yields:
% 61.99/27.05  																		| (632)  ~ (all_0_55_55 = e1)
% 61.99/27.05  																		|
% 61.99/27.05  																		| Equations (601) can reduce 566 to:
% 61.99/27.05  																		| (602)  ~ (e4 = e1)
% 61.99/27.05  																		|
% 61.99/27.05  																		| Simplifying 602 yields:
% 61.99/27.05  																		| (110)  ~ (e4 = e1)
% 61.99/27.05  																		|
% 61.99/27.05  																		| Equations (601) can reduce 411 to:
% 61.99/27.05  																		| (467)  ~ (e3 = e1)
% 61.99/27.05  																		|
% 61.99/27.05  																		| Simplifying 467 yields:
% 61.99/27.05  																		| (213)  ~ (e3 = e1)
% 61.99/27.05  																		|
% 61.99/27.05  																		| Equations (601) can reduce 302 to:
% 61.99/27.05  																		| (604)  ~ (e2 = e1)
% 61.99/27.05  																		|
% 61.99/27.05  																		| Simplifying 604 yields:
% 61.99/27.05  																		| (122)  ~ (e2 = e1)
% 61.99/27.05  																		|
% 61.99/27.05  																		| From (601) and (242) follows:
% 61.99/27.05  																		| (2235) op(e1, e3) = e1
% 61.99/27.05  																		|
% 61.99/27.05  																		+-Applying beta-rule and splitting (131), into two cases.
% 61.99/27.05  																		|-Branch one:
% 61.99/27.05  																		| (459) all_0_42_42 = e1
% 61.99/27.05  																		|
% 61.99/27.05  																			| Equations (459) can reduce 73 to:
% 61.99/27.05  																			| (4057)  ~ (all_0_44_44 = e1)
% 61.99/27.05  																			|
% 61.99/27.05  																			| Simplifying 4057 yields:
% 61.99/27.05  																			| (639)  ~ (all_0_44_44 = e1)
% 61.99/27.05  																			|
% 61.99/27.05  																			| Equations (459) can reduce 198 to:
% 61.99/27.05  																			| (461)  ~ (all_0_47_47 = e1)
% 61.99/27.05  																			|
% 61.99/27.05  																			| Simplifying 461 yields:
% 61.99/27.05  																			| (462)  ~ (all_0_47_47 = e1)
% 61.99/27.05  																			|
% 61.99/27.05  																			| Equations (459) can reduce 61 to:
% 61.99/27.05  																			| (463)  ~ (all_0_51_51 = e1)
% 61.99/27.05  																			|
% 61.99/27.05  																			| Simplifying 463 yields:
% 61.99/27.05  																			| (464)  ~ (all_0_51_51 = e1)
% 61.99/27.05  																			|
% 61.99/27.05  																			| Equations (459) can reduce 358 to:
% 61.99/27.05  																			| (233)  ~ (e1 = e0)
% 61.99/27.05  																			|
% 61.99/27.05  																			+-Applying beta-rule and splitting (105), into two cases.
% 61.99/27.05  																			|-Branch one:
% 61.99/27.05  																			| (1105) all_0_47_47 = e2
% 61.99/27.05  																			|
% 61.99/27.05  																				| Equations (1105) can reduce 338 to:
% 61.99/27.05  																				| (266) $false
% 61.99/27.05  																				|
% 61.99/27.05  																				|-The branch is then unsatisfiable
% 61.99/27.05  																			|-Branch two:
% 61.99/27.05  																			| (338)  ~ (all_0_47_47 = e2)
% 61.99/27.05  																			| (1789) all_0_47_47 = e4 | all_0_47_47 = e3 | all_0_47_47 = e1 | all_0_47_47 = e0
% 61.99/27.05  																			|
% 61.99/27.05  																				+-Applying beta-rule and splitting (180), into two cases.
% 61.99/27.05  																				|-Branch one:
% 61.99/27.05  																				| (516) all_0_42_42 = e3
% 61.99/27.05  																				|
% 61.99/27.05  																					| Combining equations (516,459) yields a new equation:
% 61.99/27.05  																					| (454) e3 = e1
% 61.99/27.05  																					|
% 61.99/27.05  																					| Simplifying 454 yields:
% 61.99/27.05  																					| (455) e3 = e1
% 61.99/27.05  																					|
% 61.99/27.05  																					| Equations (455) can reduce 213 to:
% 61.99/27.05  																					| (266) $false
% 61.99/27.05  																					|
% 61.99/27.05  																					|-The branch is then unsatisfiable
% 61.99/27.05  																				|-Branch two:
% 61.99/27.05  																				| (405)  ~ (all_0_42_42 = e3)
% 61.99/27.05  																				| (521) all_0_47_47 = e3 | all_0_51_51 = e3 | all_0_56_56 = e3
% 61.99/27.05  																				|
% 61.99/27.05  																					+-Applying beta-rule and splitting (1789), into two cases.
% 61.99/27.05  																					|-Branch one:
% 61.99/27.05  																					| (1790) all_0_47_47 = e4
% 61.99/27.05  																					|
% 61.99/27.05  																						| Equations (1790) can reduce 114 to:
% 61.99/27.05  																						| (253)  ~ (all_0_48_48 = e4)
% 61.99/27.05  																						|
% 61.99/27.05  																						| Simplifying 253 yields:
% 61.99/27.05  																						| (254)  ~ (all_0_48_48 = e4)
% 61.99/27.05  																						|
% 61.99/27.05  																						| Equations (1790) can reduce 224 to:
% 61.99/27.05  																						| (474)  ~ (all_0_51_51 = e4)
% 61.99/27.05  																						|
% 61.99/27.05  																						| Simplifying 474 yields:
% 61.99/27.05  																						| (475)  ~ (all_0_51_51 = e4)
% 61.99/27.05  																						|
% 61.99/27.05  																						| Equations (1790) can reduce 338 to:
% 61.99/27.05  																						| (48)  ~ (e4 = e2)
% 61.99/27.05  																						|
% 61.99/27.05  																						+-Applying beta-rule and splitting (230), into two cases.
% 61.99/27.05  																						|-Branch one:
% 61.99/27.05  																						| (396) all_0_43_43 = e4
% 61.99/27.05  																						|
% 61.99/27.05  																							| Equations (396) can reduce 31 to:
% 61.99/27.05  																							| (440)  ~ (all_0_41_41 = e4)
% 61.99/27.05  																							|
% 61.99/27.05  																							| Equations (396) can reduce 17 to:
% 61.99/27.05  																							| (253)  ~ (all_0_48_48 = e4)
% 61.99/27.05  																							|
% 61.99/27.05  																							| Simplifying 253 yields:
% 61.99/27.05  																							| (254)  ~ (all_0_48_48 = e4)
% 61.99/27.05  																							|
% 61.99/27.05  																							+-Applying beta-rule and splitting (7), into two cases.
% 61.99/27.05  																							|-Branch one:
% 61.99/27.05  																							| (504) all_0_51_51 = e2
% 61.99/27.05  																							|
% 61.99/27.05  																								| Equations (504) can reduce 1099 to:
% 61.99/27.05  																								| (266) $false
% 61.99/27.05  																								|
% 61.99/27.05  																								|-The branch is then unsatisfiable
% 61.99/27.05  																							|-Branch two:
% 61.99/27.05  																							| (1099)  ~ (all_0_51_51 = e2)
% 61.99/27.05  																							| (1100) all_0_51_51 = e4 | all_0_51_51 = e3 | all_0_51_51 = e1
% 61.99/27.05  																							|
% 61.99/27.05  																								+-Applying beta-rule and splitting (1100), into two cases.
% 61.99/27.05  																								|-Branch one:
% 61.99/27.05  																								| (1101) all_0_51_51 = e4
% 61.99/27.05  																								|
% 61.99/27.05  																									| Equations (1101) can reduce 475 to:
% 61.99/27.05  																									| (266) $false
% 61.99/27.05  																									|
% 61.99/27.05  																									|-The branch is then unsatisfiable
% 61.99/27.05  																								|-Branch two:
% 61.99/27.05  																								| (475)  ~ (all_0_51_51 = e4)
% 61.99/27.05  																								| (1104) all_0_51_51 = e3 | all_0_51_51 = e1
% 61.99/27.05  																								|
% 61.99/27.05  																									+-Applying beta-rule and splitting (1104), into two cases.
% 61.99/27.05  																									|-Branch one:
% 61.99/27.05  																									| (1109) all_0_51_51 = e1
% 61.99/27.05  																									|
% 61.99/27.05  																										| Equations (1109) can reduce 464 to:
% 61.99/27.05  																										| (266) $false
% 61.99/27.05  																										|
% 61.99/27.05  																										|-The branch is then unsatisfiable
% 61.99/27.05  																									|-Branch two:
% 61.99/27.05  																									| (464)  ~ (all_0_51_51 = e1)
% 61.99/27.05  																									| (660) all_0_51_51 = e3
% 61.99/27.05  																									|
% 61.99/27.05  																										| Equations (660) can reduce 6 to:
% 61.99/27.05  																										| (1114)  ~ (all_0_53_53 = e3)
% 61.99/27.05  																										|
% 61.99/27.05  																										| Simplifying 1114 yields:
% 61.99/27.05  																										| (903)  ~ (all_0_53_53 = e3)
% 61.99/27.05  																										|
% 61.99/27.05  																										| Equations (660) can reduce 464 to:
% 61.99/27.05  																										| (213)  ~ (e3 = e1)
% 61.99/27.05  																										|
% 61.99/27.05  																										| Equations (660) can reduce 115 to:
% 61.99/27.05  																										| (80)  ~ (e3 = e0)
% 61.99/27.05  																										|
% 61.99/27.05  																										+-Applying beta-rule and splitting (196), into two cases.
% 61.99/27.05  																										|-Branch one:
% 61.99/27.05  																										| (607) all_0_53_53 = e2
% 61.99/27.05  																										|
% 61.99/27.05  																											| Equations (607) can reduce 509 to:
% 61.99/27.05  																											| (266) $false
% 61.99/27.05  																											|
% 61.99/27.05  																											|-The branch is then unsatisfiable
% 61.99/27.05  																										|-Branch two:
% 61.99/27.05  																										| (509)  ~ (all_0_53_53 = e2)
% 61.99/27.05  																										| (610) all_0_53_53 = e4 | all_0_53_53 = e3 | all_0_53_53 = e1
% 61.99/27.05  																										|
% 61.99/27.05  																											+-Applying beta-rule and splitting (610), into two cases.
% 61.99/27.05  																											|-Branch one:
% 61.99/27.05  																											| (1298) all_0_53_53 = e4
% 61.99/27.05  																											|
% 61.99/27.05  																												| Equations (1298) can reduce 220 to:
% 61.99/27.05  																												| (1390)  ~ (all_0_44_44 = e4)
% 61.99/27.05  																												|
% 61.99/27.05  																												| Equations (1298) can reduce 65 to:
% 61.99/27.05  																												| (256)  ~ (all_0_49_49 = e4)
% 61.99/27.05  																												|
% 61.99/27.05  																												| Equations (1298) can reduce 903 to:
% 61.99/27.05  																												| (188)  ~ (e4 = e3)
% 61.99/27.05  																												|
% 61.99/27.05  																												| Equations (1298) can reduce 509 to:
% 61.99/27.05  																												| (48)  ~ (e4 = e2)
% 61.99/27.05  																												|
% 61.99/27.05  																												| Equations (1298) can reduce 1459 to:
% 61.99/27.05  																												| (110)  ~ (e4 = e1)
% 61.99/27.05  																												|
% 61.99/27.05  																												| Equations (1298) can reduce 247 to:
% 61.99/27.05  																												| (49)  ~ (e4 = e0)
% 61.99/27.05  																												|
% 61.99/27.05  																												+-Applying beta-rule and splitting (113), into two cases.
% 61.99/27.05  																												|-Branch one:
% 61.99/27.05  																												| (403) all_0_41_41 = e3
% 61.99/27.05  																												|
% 61.99/27.05  																													| Equations (403) can reduce 191 to:
% 61.99/27.05  																													| (269)  ~ (all_0_55_55 = e3)
% 61.99/27.05  																													|
% 61.99/27.05  																													| Simplifying 269 yields:
% 61.99/27.05  																													| (270)  ~ (all_0_55_55 = e3)
% 61.99/27.05  																													|
% 61.99/27.05  																													| Equations (403) can reduce 440 to:
% 61.99/27.05  																													| (277)  ~ (e4 = e3)
% 61.99/27.05  																													|
% 61.99/27.05  																													| Simplifying 277 yields:
% 61.99/27.05  																													| (188)  ~ (e4 = e3)
% 61.99/27.05  																													|
% 61.99/27.05  																													| Equations (403) can reduce 85 to:
% 61.99/27.05  																													| (212)  ~ (e3 = e2)
% 61.99/27.05  																													|
% 61.99/27.05  																													+-Applying beta-rule and splitting (165), into two cases.
% 61.99/27.05  																													|-Branch one:
% 61.99/27.05  																													| (794) all_0_41_41 = e0
% 61.99/27.05  																													|
% 61.99/27.05  																														| Combining equations (794,403) yields a new equation:
% 61.99/27.05  																														| (676) e3 = e0
% 61.99/27.05  																														|
% 61.99/27.05  																														| Equations (676) can reduce 80 to:
% 61.99/27.05  																														| (266) $false
% 61.99/27.05  																														|
% 61.99/27.05  																														|-The branch is then unsatisfiable
% 61.99/27.05  																													|-Branch two:
% 61.99/27.05  																													| (357)  ~ (all_0_41_41 = e0)
% 61.99/27.05  																													| (6761) all_0_42_42 = e0 | all_0_43_43 = e0 | all_0_44_44 = e0
% 61.99/27.05  																													|
% 61.99/27.05  																														+-Applying beta-rule and splitting (6761), into two cases.
% 61.99/27.05  																														|-Branch one:
% 61.99/27.05  																														| (559) all_0_42_42 = e0
% 61.99/27.05  																														|
% 61.99/27.05  																															| Combining equations (559,459) yields a new equation:
% 61.99/27.05  																															| (431) e1 = e0
% 61.99/27.05  																															|
% 61.99/27.05  																															| Equations (431) can reduce 233 to:
% 61.99/27.05  																															| (266) $false
% 61.99/27.05  																															|
% 61.99/27.05  																															|-The branch is then unsatisfiable
% 61.99/27.05  																														|-Branch two:
% 61.99/27.05  																														| (358)  ~ (all_0_42_42 = e0)
% 61.99/27.05  																														| (6766) all_0_43_43 = e0 | all_0_44_44 = e0
% 61.99/27.05  																														|
% 61.99/27.05  																															+-Applying beta-rule and splitting (6766), into two cases.
% 61.99/27.05  																															|-Branch one:
% 61.99/27.05  																															| (356) all_0_43_43 = e0
% 61.99/27.05  																															|
% 61.99/27.05  																																| Combining equations (356,396) yields a new equation:
% 61.99/27.05  																																| (397) e4 = e0
% 61.99/27.05  																																|
% 61.99/27.05  																																| Equations (397) can reduce 49 to:
% 61.99/27.05  																																| (266) $false
% 61.99/27.05  																																|
% 61.99/27.05  																																|-The branch is then unsatisfiable
% 61.99/27.05  																															|-Branch two:
% 61.99/27.05  																															| (5470)  ~ (all_0_43_43 = e0)
% 61.99/27.05  																															| (1414) all_0_44_44 = e0
% 61.99/27.05  																															|
% 61.99/27.05  																																| Equations (1414) can reduce 9 to:
% 61.99/27.05  																																| (486)  ~ (all_0_49_49 = e0)
% 61.99/27.05  																																|
% 61.99/27.05  																																| Simplifying 486 yields:
% 61.99/27.05  																																| (487)  ~ (all_0_49_49 = e0)
% 61.99/27.05  																																|
% 61.99/27.05  																																| Equations (1414) can reduce 181 to:
% 61.99/27.05  																																| (490)  ~ (all_0_58_58 = e0)
% 61.99/27.05  																																|
% 61.99/27.05  																																| Simplifying 490 yields:
% 61.99/27.05  																																| (491)  ~ (all_0_58_58 = e0)
% 61.99/27.05  																																|
% 61.99/27.05  																																+-Applying beta-rule and splitting (54), into two cases.
% 61.99/27.05  																																|-Branch one:
% 61.99/27.05  																																| (583) all_0_49_49 = e2
% 61.99/27.05  																																|
% 61.99/27.05  																																	| Equations (583) can reduce 340 to:
% 61.99/27.05  																																	| (266) $false
% 61.99/27.05  																																	|
% 61.99/27.05  																																	|-The branch is then unsatisfiable
% 61.99/27.05  																																|-Branch two:
% 61.99/27.05  																																| (340)  ~ (all_0_49_49 = e2)
% 61.99/27.05  																																| (586) all_0_49_49 = e4 | all_0_49_49 = e3 | all_0_49_49 = e1 | all_0_49_49 = e0
% 61.99/27.05  																																|
% 61.99/27.05  																																	+-Applying beta-rule and splitting (586), into two cases.
% 61.99/27.05  																																	|-Branch one:
% 61.99/27.05  																																	| (974) all_0_49_49 = e4
% 61.99/27.05  																																	|
% 61.99/27.05  																																		| Equations (974) can reduce 256 to:
% 61.99/27.05  																																		| (266) $false
% 61.99/27.05  																																		|
% 61.99/27.05  																																		|-The branch is then unsatisfiable
% 61.99/27.05  																																	|-Branch two:
% 61.99/27.05  																																	| (256)  ~ (all_0_49_49 = e4)
% 61.99/27.05  																																	| (977) all_0_49_49 = e3 | all_0_49_49 = e1 | all_0_49_49 = e0
% 61.99/27.05  																																	|
% 61.99/27.05  																																		+-Applying beta-rule and splitting (977), into two cases.
% 61.99/27.05  																																		|-Branch one:
% 61.99/27.05  																																		| (978) all_0_49_49 = e0
% 61.99/27.05  																																		|
% 61.99/27.05  																																			| Equations (978) can reduce 487 to:
% 61.99/27.05  																																			| (266) $false
% 61.99/27.05  																																			|
% 61.99/27.05  																																			|-The branch is then unsatisfiable
% 61.99/27.05  																																		|-Branch two:
% 61.99/27.05  																																		| (487)  ~ (all_0_49_49 = e0)
% 61.99/27.05  																																		| (981) all_0_49_49 = e3 | all_0_49_49 = e1
% 61.99/27.05  																																		|
% 61.99/27.05  																																			+-Applying beta-rule and splitting (981), into two cases.
% 61.99/27.05  																																			|-Branch one:
% 61.99/27.05  																																			| (671) all_0_49_49 = e1
% 61.99/27.05  																																			|
% 61.99/27.05  																																				| Equations (671) can reduce 185 to:
% 61.99/27.05  																																				| (619)  ~ (all_0_48_48 = e1)
% 61.99/27.05  																																				|
% 61.99/27.05  																																				| Equations (671) can reduce 256 to:
% 61.99/27.05  																																				| (602)  ~ (e4 = e1)
% 61.99/27.05  																																				|
% 61.99/27.05  																																				| Simplifying 602 yields:
% 61.99/27.05  																																				| (110)  ~ (e4 = e1)
% 61.99/27.05  																																				|
% 61.99/27.05  																																				+-Applying beta-rule and splitting (228), into two cases.
% 61.99/27.05  																																				|-Branch one:
% 61.99/27.05  																																				| (335) all_0_48_48 = e2
% 61.99/27.05  																																				|
% 61.99/27.05  																																					| Equations (335) can reduce 810 to:
% 61.99/27.05  																																					| (266) $false
% 61.99/27.05  																																					|
% 61.99/27.05  																																					|-The branch is then unsatisfiable
% 61.99/27.05  																																				|-Branch two:
% 61.99/27.05  																																				| (810)  ~ (all_0_48_48 = e2)
% 61.99/27.05  																																				| (10218) all_0_48_48 = e4 | all_0_48_48 = e1 | all_0_48_48 = e0
% 61.99/27.05  																																				|
% 61.99/27.05  																																					+-Applying beta-rule and splitting (10218), into two cases.
% 61.99/27.05  																																					|-Branch one:
% 61.99/27.05  																																					| (943) all_0_48_48 = e4
% 61.99/27.05  																																					|
% 61.99/27.05  																																						| Equations (943) can reduce 254 to:
% 61.99/27.05  																																						| (266) $false
% 61.99/27.05  																																						|
% 61.99/27.05  																																						|-The branch is then unsatisfiable
% 61.99/27.05  																																					|-Branch two:
% 61.99/27.05  																																					| (254)  ~ (all_0_48_48 = e4)
% 61.99/27.05  																																					| (10222) all_0_48_48 = e1 | all_0_48_48 = e0
% 61.99/27.05  																																					|
% 61.99/27.05  																																						+-Applying beta-rule and splitting (10222), into two cases.
% 61.99/27.05  																																						|-Branch one:
% 61.99/27.05  																																						| (1279) all_0_48_48 = e0
% 61.99/27.05  																																						|
% 61.99/27.05  																																							| Equations (1279) can reduce 254 to:
% 61.99/27.05  																																							| (401)  ~ (e4 = e0)
% 61.99/27.05  																																							|
% 61.99/27.05  																																							| Simplifying 401 yields:
% 61.99/27.05  																																							| (49)  ~ (e4 = e0)
% 61.99/27.05  																																							|
% 61.99/27.05  																																							| Equations (1279) can reduce 810 to:
% 61.99/27.05  																																							| (365)  ~ (e2 = e0)
% 61.99/27.05  																																							|
% 61.99/27.05  																																							| Simplifying 365 yields:
% 61.99/27.05  																																							| (128)  ~ (e2 = e0)
% 61.99/27.05  																																							|
% 61.99/27.05  																																							+-Applying beta-rule and splitting (125), into two cases.
% 61.99/27.05  																																							|-Branch one:
% 61.99/27.05  																																							| (858) all_0_55_55 = e0
% 61.99/27.05  																																							|
% 61.99/27.05  																																								| Equations (858) can reduce 763 to:
% 61.99/27.05  																																								| (401)  ~ (e4 = e0)
% 61.99/27.05  																																								|
% 61.99/27.05  																																								| Simplifying 401 yields:
% 61.99/27.05  																																								| (49)  ~ (e4 = e0)
% 61.99/27.05  																																								|
% 61.99/27.05  																																								| Equations (858) can reduce 270 to:
% 61.99/27.05  																																								| (541)  ~ (e3 = e0)
% 61.99/27.05  																																								|
% 61.99/27.06  																																								| Simplifying 541 yields:
% 61.99/27.06  																																								| (80)  ~ (e3 = e0)
% 61.99/27.06  																																								|
% 61.99/27.06  																																								+-Applying beta-rule and splitting (163), into two cases.
% 61.99/27.06  																																								|-Branch one:
% 61.99/27.06  																																								| (565) all_0_52_52 = e4
% 61.99/27.06  																																								|
% 61.99/27.06  																																									| Combining equations (352,565) yields a new equation:
% 61.99/27.06  																																									| (323) e4 = e2
% 61.99/27.06  																																									|
% 61.99/27.06  																																									| Equations (323) can reduce 48 to:
% 61.99/27.06  																																									| (266) $false
% 61.99/27.06  																																									|
% 61.99/27.06  																																									|-The branch is then unsatisfiable
% 61.99/27.06  																																								|-Branch two:
% 61.99/27.06  																																								| (780)  ~ (all_0_52_52 = e4)
% 61.99/27.06  																																								| (781) (all_0_41_41 = e0 & all_0_58_58 = e3 &  ~ (all_0_44_44 = e3)) | (all_0_41_41 = e0 & all_0_58_58 = e3 &  ~ (all_0_55_55 = e0)) | (all_0_47_47 = e1 & all_0_52_52 = e2 &  ~ (all_0_48_48 = e2)) | (all_0_47_47 = e1 & all_0_52_52 = e2 &  ~ (all_0_51_51 = e1)) | (all_0_47_47 = e0 & all_0_58_58 = e2 &  ~ (all_0_49_49 = e2)) | (all_0_47_47 = e0 & all_0_58_58 = e2 &  ~ (all_0_56_56 = e0))
% 61.99/27.06  																																								|
% 61.99/27.06  																																									+-Applying beta-rule and splitting (781), into two cases.
% 61.99/27.06  																																									|-Branch one:
% 61.99/27.06  																																									| (789) (all_0_41_41 = e0 & all_0_58_58 = e3 &  ~ (all_0_44_44 = e3)) | (all_0_41_41 = e0 & all_0_58_58 = e3 &  ~ (all_0_55_55 = e0)) | (all_0_47_47 = e1 & all_0_52_52 = e2 &  ~ (all_0_48_48 = e2)) | (all_0_47_47 = e1 & all_0_52_52 = e2 &  ~ (all_0_51_51 = e1)) | (all_0_47_47 = e0 & all_0_58_58 = e2 &  ~ (all_0_49_49 = e2))
% 61.99/27.06  																																									|
% 61.99/27.06  																																										+-Applying beta-rule and splitting (789), into two cases.
% 61.99/27.06  																																										|-Branch one:
% 61.99/27.06  																																										| (790) (all_0_41_41 = e0 & all_0_58_58 = e3 &  ~ (all_0_44_44 = e3)) | (all_0_41_41 = e0 & all_0_58_58 = e3 &  ~ (all_0_55_55 = e0)) | (all_0_47_47 = e1 & all_0_52_52 = e2 &  ~ (all_0_48_48 = e2)) | (all_0_47_47 = e1 & all_0_52_52 = e2 &  ~ (all_0_51_51 = e1))
% 61.99/27.06  																																										|
% 61.99/27.06  																																											+-Applying beta-rule and splitting (790), into two cases.
% 61.99/27.06  																																											|-Branch one:
% 61.99/27.06  																																											| (791) (all_0_41_41 = e0 & all_0_58_58 = e3 &  ~ (all_0_44_44 = e3)) | (all_0_41_41 = e0 & all_0_58_58 = e3 &  ~ (all_0_55_55 = e0)) | (all_0_47_47 = e1 & all_0_52_52 = e2 &  ~ (all_0_48_48 = e2))
% 61.99/27.06  																																											|
% 61.99/27.06  																																												+-Applying beta-rule and splitting (791), into two cases.
% 61.99/27.06  																																												|-Branch one:
% 61.99/27.06  																																												| (792) (all_0_41_41 = e0 & all_0_58_58 = e3 &  ~ (all_0_44_44 = e3)) | (all_0_41_41 = e0 & all_0_58_58 = e3 &  ~ (all_0_55_55 = e0))
% 61.99/27.06  																																												|
% 61.99/27.06  																																													+-Applying beta-rule and splitting (792), into two cases.
% 61.99/27.06  																																													|-Branch one:
% 61.99/27.06  																																													| (793) all_0_41_41 = e0 & all_0_58_58 = e3 &  ~ (all_0_44_44 = e3)
% 61.99/27.06  																																													|
% 61.99/27.06  																																														| Applying alpha-rule on (793) yields:
% 61.99/27.06  																																														| (794) all_0_41_41 = e0
% 61.99/27.06  																																														| (795) all_0_58_58 = e3
% 61.99/27.06  																																														| (407)  ~ (all_0_44_44 = e3)
% 61.99/27.06  																																														|
% 61.99/27.06  																																														| Combining equations (403,794) yields a new equation:
% 61.99/27.06  																																														| (675) e3 = e0
% 61.99/27.06  																																														|
% 61.99/27.06  																																														| Simplifying 675 yields:
% 61.99/27.06  																																														| (676) e3 = e0
% 61.99/27.06  																																														|
% 61.99/27.06  																																														| Equations (676) can reduce 80 to:
% 61.99/27.06  																																														| (266) $false
% 61.99/27.06  																																														|
% 61.99/27.06  																																														|-The branch is then unsatisfiable
% 61.99/27.06  																																													|-Branch two:
% 61.99/27.06  																																													| (800) all_0_41_41 = e0 & all_0_58_58 = e3 &  ~ (all_0_55_55 = e0)
% 61.99/27.06  																																													|
% 61.99/27.06  																																														| Applying alpha-rule on (800) yields:
% 61.99/27.06  																																														| (794) all_0_41_41 = e0
% 61.99/27.06  																																														| (795) all_0_58_58 = e3
% 61.99/27.06  																																														| (803)  ~ (all_0_55_55 = e0)
% 61.99/27.06  																																														|
% 62.07/27.06  																																														| Combining equations (403,794) yields a new equation:
% 62.07/27.06  																																														| (675) e3 = e0
% 62.07/27.06  																																														|
% 62.07/27.06  																																														| Simplifying 675 yields:
% 62.07/27.06  																																														| (676) e3 = e0
% 62.07/27.06  																																														|
% 62.07/27.06  																																														| Equations (676) can reduce 80 to:
% 62.07/27.06  																																														| (266) $false
% 62.07/27.06  																																														|
% 62.07/27.06  																																														|-The branch is then unsatisfiable
% 62.07/27.06  																																												|-Branch two:
% 62.07/27.06  																																												| (807) all_0_47_47 = e1 & all_0_52_52 = e2 &  ~ (all_0_48_48 = e2)
% 62.07/27.06  																																												|
% 62.07/27.06  																																													| Applying alpha-rule on (807) yields:
% 62.07/27.06  																																													| (654) all_0_47_47 = e1
% 62.07/27.06  																																													| (352) all_0_52_52 = e2
% 62.07/27.06  																																													| (810)  ~ (all_0_48_48 = e2)
% 62.07/27.06  																																													|
% 62.07/27.06  																																													| Combining equations (654,1790) yields a new equation:
% 62.07/27.06  																																													| (630) e4 = e1
% 62.07/27.06  																																													|
% 62.07/27.06  																																													| Equations (630) can reduce 110 to:
% 62.07/27.06  																																													| (266) $false
% 62.07/27.06  																																													|
% 62.07/27.06  																																													|-The branch is then unsatisfiable
% 62.07/27.06  																																											|-Branch two:
% 62.07/27.06  																																											| (813) all_0_47_47 = e1 & all_0_52_52 = e2 &  ~ (all_0_51_51 = e1)
% 62.07/27.06  																																											|
% 62.07/27.06  																																												| Applying alpha-rule on (813) yields:
% 62.07/27.06  																																												| (654) all_0_47_47 = e1
% 62.07/27.06  																																												| (352) all_0_52_52 = e2
% 62.07/27.06  																																												| (464)  ~ (all_0_51_51 = e1)
% 62.07/27.06  																																												|
% 62.07/27.06  																																												| Combining equations (654,1790) yields a new equation:
% 62.07/27.06  																																												| (630) e4 = e1
% 62.07/27.06  																																												|
% 62.07/27.06  																																												| Equations (630) can reduce 110 to:
% 62.07/27.06  																																												| (266) $false
% 62.07/27.06  																																												|
% 62.07/27.06  																																												|-The branch is then unsatisfiable
% 62.07/27.06  																																										|-Branch two:
% 62.07/27.06  																																										| (819) all_0_47_47 = e0 & all_0_58_58 = e2 &  ~ (all_0_49_49 = e2)
% 62.07/27.06  																																										|
% 62.07/27.06  																																											| Applying alpha-rule on (819) yields:
% 62.07/27.06  																																											| (674) all_0_47_47 = e0
% 62.07/27.06  																																											| (624) all_0_58_58 = e2
% 62.07/27.06  																																											| (340)  ~ (all_0_49_49 = e2)
% 62.07/27.06  																																											|
% 62.07/27.06  																																											| Combining equations (674,1790) yields a new equation:
% 62.07/27.06  																																											| (397) e4 = e0
% 62.07/27.06  																																											|
% 62.07/27.06  																																											| Equations (397) can reduce 49 to:
% 62.07/27.06  																																											| (266) $false
% 62.07/27.06  																																											|
% 62.07/27.06  																																											|-The branch is then unsatisfiable
% 62.07/27.06  																																									|-Branch two:
% 62.07/27.06  																																									| (825) all_0_47_47 = e0 & all_0_58_58 = e2 &  ~ (all_0_56_56 = e0)
% 62.07/27.06  																																									|
% 62.07/27.06  																																										| Applying alpha-rule on (825) yields:
% 62.07/27.06  																																										| (674) all_0_47_47 = e0
% 62.07/27.06  																																										| (624) all_0_58_58 = e2
% 62.07/27.06  																																										| (828)  ~ (all_0_56_56 = e0)
% 62.07/27.06  																																										|
% 62.07/27.06  																																										| Combining equations (674,1790) yields a new equation:
% 62.07/27.06  																																										| (397) e4 = e0
% 62.07/27.06  																																										|
% 62.07/27.06  																																										| Equations (397) can reduce 49 to:
% 62.07/27.06  																																										| (266) $false
% 62.07/27.06  																																										|
% 62.07/27.06  																																										|-The branch is then unsatisfiable
% 62.07/27.06  																																							|-Branch two:
% 62.07/27.06  																																							| (803)  ~ (all_0_55_55 = e0)
% 62.07/27.06  																																							| (863) all_0_56_56 = e0 | all_0_57_57 = e0 | all_0_58_58 = e0
% 62.07/27.06  																																							|
% 62.07/27.06  																																								+-Applying beta-rule and splitting (243), into two cases.
% 62.07/27.06  																																								|-Branch one:
% 62.07/27.06  																																								| (329) all_0_38_38 = e0
% 62.07/27.06  																																								|
% 62.07/27.06  																																									| Combining equations (329,321) yields a new equation:
% 62.07/27.06  																																									| (397) e4 = e0
% 62.07/27.06  																																									|
% 62.07/27.06  																																									| Equations (397) can reduce 49 to:
% 62.07/27.06  																																									| (266) $false
% 62.07/27.06  																																									|
% 62.07/27.06  																																									|-The branch is then unsatisfiable
% 62.07/27.06  																																								|-Branch two:
% 62.07/27.06  																																								| (332)  ~ (all_0_38_38 = e0)
% 62.07/27.06  																																								| (395) all_0_41_41 = e0 | all_0_46_46 = e0 | all_0_55_55 = e0
% 62.07/27.06  																																								|
% 62.07/27.06  																																									+-Applying beta-rule and splitting (22), into two cases.
% 62.07/27.06  																																									|-Branch one:
% 62.07/27.06  																																									| (268) all_0_54_54 = e3
% 62.07/27.06  																																									|
% 62.07/27.06  																																										| Combining equations (265,268) yields a new equation:
% 62.07/27.06  																																										| (424) e4 = e3
% 62.07/27.06  																																										|
% 62.07/27.06  																																										| Simplifying 424 yields:
% 62.07/27.06  																																										| (425) e4 = e3
% 62.07/27.06  																																										|
% 62.07/27.06  																																										| Equations (425) can reduce 188 to:
% 62.07/27.06  																																										| (266) $false
% 62.07/27.06  																																										|
% 62.07/27.06  																																										|-The branch is then unsatisfiable
% 62.07/27.06  																																									|-Branch two:
% 62.07/27.06  																																									| (60427)  ~ (all_0_54_54 = e3)
% 62.07/27.06  																																									| (62553) all_0_55_55 = e3 | all_0_56_56 = e3 | all_0_58_58 = e3
% 62.07/27.06  																																									|
% 62.07/27.06  																																										+-Applying beta-rule and splitting (62553), into two cases.
% 62.07/27.06  																																										|-Branch one:
% 62.07/27.06  																																										| (2336) all_0_55_55 = e3
% 62.07/27.06  																																										|
% 62.07/27.06  																																											| Equations (2336) can reduce 270 to:
% 62.07/27.06  																																											| (266) $false
% 62.07/27.06  																																											|
% 62.07/27.06  																																											|-The branch is then unsatisfiable
% 62.07/27.06  																																										|-Branch two:
% 62.07/27.06  																																										| (270)  ~ (all_0_55_55 = e3)
% 62.07/27.06  																																										| (62557) all_0_56_56 = e3 | all_0_58_58 = e3
% 62.07/27.06  																																										|
% 62.07/27.06  																																											+-Applying beta-rule and splitting (62557), into two cases.
% 62.07/27.06  																																											|-Branch one:
% 62.07/27.06  																																											| (1097) all_0_56_56 = e3
% 62.07/27.06  																																											|
% 62.07/27.06  																																												| Combining equations (833,1097) yields a new equation:
% 62.07/27.06  																																												| (662) e3 = e2
% 62.07/27.06  																																												|
% 62.07/27.06  																																												| Equations (662) can reduce 212 to:
% 62.07/27.06  																																												| (266) $false
% 62.07/27.06  																																												|
% 62.07/27.06  																																												|-The branch is then unsatisfiable
% 62.07/27.06  																																											|-Branch two:
% 62.07/27.06  																																											| (272)  ~ (all_0_56_56 = e3)
% 62.07/27.06  																																											| (795) all_0_58_58 = e3
% 62.07/27.06  																																											|
% 62.07/27.06  																																												| Equations (795) can reduce 491 to:
% 62.07/27.06  																																												| (80)  ~ (e3 = e0)
% 62.07/27.06  																																												|
% 62.07/27.06  																																												+-Applying beta-rule and splitting (863), into two cases.
% 62.07/27.06  																																												|-Branch one:
% 62.07/27.06  																																												| (679) all_0_56_56 = e0
% 62.07/27.06  																																												|
% 62.07/27.06  																																													| Combining equations (833,679) yields a new equation:
% 62.07/27.06  																																													| (391) e2 = e0
% 62.07/27.06  																																													|
% 62.07/27.06  																																													| Simplifying 391 yields:
% 62.07/27.06  																																													| (330) e2 = e0
% 62.07/27.06  																																													|
% 62.07/27.06  																																													| Equations (330) can reduce 128 to:
% 62.07/27.06  																																													| (266) $false
% 62.07/27.06  																																													|
% 62.07/27.06  																																													|-The branch is then unsatisfiable
% 62.07/27.06  																																												|-Branch two:
% 62.07/27.06  																																												| (828)  ~ (all_0_56_56 = e0)
% 62.07/27.06  																																												| (924) all_0_57_57 = e0 | all_0_58_58 = e0
% 62.07/27.06  																																												|
% 62.07/27.06  																																													| Equations (833) can reduce 828 to:
% 62.07/27.06  																																													| (128)  ~ (e2 = e0)
% 62.07/27.06  																																													|
% 62.07/27.06  																																													+-Applying beta-rule and splitting (395), into two cases.
% 62.07/27.06  																																													|-Branch one:
% 62.07/27.06  																																													| (794) all_0_41_41 = e0
% 62.07/27.06  																																													|
% 62.07/27.06  																																														| Combining equations (403,794) yields a new equation:
% 62.07/27.06  																																														| (675) e3 = e0
% 62.07/27.06  																																														|
% 62.07/27.06  																																														| Simplifying 675 yields:
% 62.07/27.06  																																														| (676) e3 = e0
% 62.07/27.06  																																														|
% 62.07/27.06  																																														| Equations (676) can reduce 80 to:
% 62.07/27.06  																																														| (266) $false
% 62.07/27.06  																																														|
% 62.07/27.06  																																														|-The branch is then unsatisfiable
% 62.07/27.06  																																													|-Branch two:
% 62.07/27.06  																																													| (357)  ~ (all_0_41_41 = e0)
% 62.07/27.06  																																													| (895) all_0_46_46 = e0 | all_0_55_55 = e0
% 62.07/27.06  																																													|
% 62.07/27.07  																																														+-Applying beta-rule and splitting (895), into two cases.
% 62.07/27.07  																																														|-Branch one:
% 62.07/27.07  																																														| (538) all_0_46_46 = e0
% 62.07/27.07  																																														|
% 62.07/27.07  																																															| Combining equations (1794,538) yields a new equation:
% 62.07/27.07  																																															| (391) e2 = e0
% 62.07/27.07  																																															|
% 62.07/27.07  																																															| Simplifying 391 yields:
% 62.07/27.07  																																															| (330) e2 = e0
% 62.07/27.07  																																															|
% 62.07/27.07  																																															| Equations (330) can reduce 128 to:
% 62.07/27.07  																																															| (266) $false
% 62.07/27.07  																																															|
% 62.07/27.07  																																															|-The branch is then unsatisfiable
% 62.07/27.07  																																														|-Branch two:
% 62.07/27.07  																																														| (831)  ~ (all_0_46_46 = e0)
% 62.07/27.07  																																														| (858) all_0_55_55 = e0
% 62.07/27.07  																																														|
% 62.07/27.07  																																															| Equations (858) can reduce 803 to:
% 62.07/27.07  																																															| (266) $false
% 62.07/27.07  																																															|
% 62.07/27.07  																																															|-The branch is then unsatisfiable
% 62.07/27.07  																																						|-Branch two:
% 62.07/27.07  																																						| (1283)  ~ (all_0_48_48 = e0)
% 62.07/27.07  																																						| (615) all_0_48_48 = e1
% 62.07/27.07  																																						|
% 62.07/27.07  																																							| Equations (615) can reduce 619 to:
% 62.07/27.07  																																							| (266) $false
% 62.07/27.07  																																							|
% 62.07/27.07  																																							|-The branch is then unsatisfiable
% 62.07/27.07  																																			|-Branch two:
% 62.07/27.07  																																			| (1064)  ~ (all_0_49_49 = e1)
% 62.07/27.07  																																			| (884) all_0_49_49 = e3
% 62.07/27.07  																																			|
% 62.07/27.07  																																				| Equations (884) can reduce 525 to:
% 62.07/27.07  																																				| (266) $false
% 62.07/27.07  																																				|
% 62.07/27.07  																																				|-The branch is then unsatisfiable
% 62.07/27.07  																												|-Branch two:
% 62.07/27.07  																												| (1898)  ~ (all_0_41_41 = e3)
% 62.07/27.07  																												| (1899) all_0_42_42 = e3 | all_0_44_44 = e3
% 62.07/27.07  																												|
% 62.07/27.07  																													+-Applying beta-rule and splitting (27), into two cases.
% 62.07/27.07  																													|-Branch one:
% 62.07/27.07  																													| (437) all_0_41_41 = e4
% 62.07/27.07  																													|
% 62.07/27.07  																														| Equations (437) can reduce 440 to:
% 62.07/27.07  																														| (266) $false
% 62.07/27.07  																														|
% 62.07/27.07  																														|-The branch is then unsatisfiable
% 62.07/27.07  																													|-Branch two:
% 62.07/27.07  																													| (440)  ~ (all_0_41_41 = e4)
% 62.07/27.07  																													| (4049) all_0_41_41 = e3 | all_0_41_41 = e1 | all_0_41_41 = e0
% 62.07/27.07  																													|
% 62.07/27.07  																														+-Applying beta-rule and splitting (4049), into two cases.
% 62.07/27.07  																														|-Branch one:
% 62.07/27.07  																														| (794) all_0_41_41 = e0
% 62.07/27.07  																														|
% 62.07/27.07  																															| Equations (794) can reduce 149 to:
% 62.07/27.07  																															| (359)  ~ (all_0_44_44 = e0)
% 62.07/27.07  																															|
% 62.07/27.07  																															| Simplifying 359 yields:
% 62.07/27.07  																															| (360)  ~ (all_0_44_44 = e0)
% 62.07/27.07  																															|
% 62.07/27.07  																															| Equations (794) can reduce 440 to:
% 62.07/27.07  																															| (401)  ~ (e4 = e0)
% 62.07/27.07  																															|
% 62.07/27.07  																															| Simplifying 401 yields:
% 62.07/27.07  																															| (49)  ~ (e4 = e0)
% 62.07/27.07  																															|
% 62.07/27.07  																															+-Applying beta-rule and splitting (26), into two cases.
% 62.07/27.07  																															|-Branch one:
% 62.07/27.07  																															| (446) all_0_44_44 = e4
% 62.07/27.07  																															|
% 62.07/27.07  																																| Equations (446) can reduce 1390 to:
% 62.07/27.07  																																| (266) $false
% 62.07/27.07  																																|
% 62.07/27.07  																																|-The branch is then unsatisfiable
% 62.07/27.07  																															|-Branch two:
% 62.07/27.07  																															| (1390)  ~ (all_0_44_44 = e4)
% 62.07/27.07  																															| (1391) all_0_44_44 = e3 | all_0_44_44 = e1 | all_0_44_44 = e0
% 62.07/27.07  																															|
% 62.07/27.07  																																+-Applying beta-rule and splitting (1391), into two cases.
% 62.07/27.07  																																|-Branch one:
% 62.07/27.07  																																| (1414) all_0_44_44 = e0
% 62.07/27.07  																																|
% 62.07/27.07  																																	| Equations (1414) can reduce 360 to:
% 62.07/27.07  																																	| (266) $false
% 62.07/27.07  																																	|
% 62.07/27.07  																																	|-The branch is then unsatisfiable
% 62.07/27.07  																																|-Branch two:
% 62.07/27.07  																																| (360)  ~ (all_0_44_44 = e0)
% 62.07/27.07  																																| (1417) all_0_44_44 = e3 | all_0_44_44 = e1
% 62.07/27.07  																																|
% 62.07/27.07  																																	+-Applying beta-rule and splitting (1417), into two cases.
% 62.07/27.07  																																	|-Branch one:
% 62.07/27.07  																																	| (635) all_0_44_44 = e1
% 62.07/27.07  																																	|
% 62.07/27.07  																																		| Equations (635) can reduce 639 to:
% 62.07/27.07  																																		| (266) $false
% 62.07/27.07  																																		|
% 62.07/27.07  																																		|-The branch is then unsatisfiable
% 62.07/27.07  																																	|-Branch two:
% 62.07/27.07  																																	| (639)  ~ (all_0_44_44 = e1)
% 62.07/27.07  																																	| (532) all_0_44_44 = e3
% 62.07/27.07  																																	|
% 62.07/27.07  																																		| Equations (532) can reduce 181 to:
% 62.07/27.07  																																		| (275)  ~ (all_0_58_58 = e3)
% 62.07/27.07  																																		|
% 62.07/27.07  																																		| Simplifying 275 yields:
% 62.07/27.07  																																		| (276)  ~ (all_0_58_58 = e3)
% 62.07/27.07  																																		|
% 62.07/27.07  																																		+-Applying beta-rule and splitting (163), into two cases.
% 62.07/27.07  																																		|-Branch one:
% 62.07/27.07  																																		| (565) all_0_52_52 = e4
% 62.07/27.07  																																		|
% 62.07/27.07  																																			| Combining equations (352,565) yields a new equation:
% 62.07/27.07  																																			| (323) e4 = e2
% 62.07/27.07  																																			|
% 62.07/27.07  																																			| Equations (323) can reduce 48 to:
% 62.07/27.07  																																			| (266) $false
% 62.07/27.07  																																			|
% 62.07/27.07  																																			|-The branch is then unsatisfiable
% 62.07/27.07  																																		|-Branch two:
% 62.07/27.07  																																		| (780)  ~ (all_0_52_52 = e4)
% 62.07/27.07  																																		| (781) (all_0_41_41 = e0 & all_0_58_58 = e3 &  ~ (all_0_44_44 = e3)) | (all_0_41_41 = e0 & all_0_58_58 = e3 &  ~ (all_0_55_55 = e0)) | (all_0_47_47 = e1 & all_0_52_52 = e2 &  ~ (all_0_48_48 = e2)) | (all_0_47_47 = e1 & all_0_52_52 = e2 &  ~ (all_0_51_51 = e1)) | (all_0_47_47 = e0 & all_0_58_58 = e2 &  ~ (all_0_49_49 = e2)) | (all_0_47_47 = e0 & all_0_58_58 = e2 &  ~ (all_0_56_56 = e0))
% 62.07/27.07  																																		|
% 62.07/27.07  																																			+-Applying beta-rule and splitting (781), into two cases.
% 62.07/27.07  																																			|-Branch one:
% 62.07/27.07  																																			| (789) (all_0_41_41 = e0 & all_0_58_58 = e3 &  ~ (all_0_44_44 = e3)) | (all_0_41_41 = e0 & all_0_58_58 = e3 &  ~ (all_0_55_55 = e0)) | (all_0_47_47 = e1 & all_0_52_52 = e2 &  ~ (all_0_48_48 = e2)) | (all_0_47_47 = e1 & all_0_52_52 = e2 &  ~ (all_0_51_51 = e1)) | (all_0_47_47 = e0 & all_0_58_58 = e2 &  ~ (all_0_49_49 = e2))
% 62.07/27.07  																																			|
% 62.07/27.07  																																				+-Applying beta-rule and splitting (789), into two cases.
% 62.07/27.07  																																				|-Branch one:
% 62.07/27.07  																																				| (790) (all_0_41_41 = e0 & all_0_58_58 = e3 &  ~ (all_0_44_44 = e3)) | (all_0_41_41 = e0 & all_0_58_58 = e3 &  ~ (all_0_55_55 = e0)) | (all_0_47_47 = e1 & all_0_52_52 = e2 &  ~ (all_0_48_48 = e2)) | (all_0_47_47 = e1 & all_0_52_52 = e2 &  ~ (all_0_51_51 = e1))
% 62.07/27.07  																																				|
% 62.07/27.07  																																					+-Applying beta-rule and splitting (790), into two cases.
% 62.07/27.07  																																					|-Branch one:
% 62.07/27.07  																																					| (791) (all_0_41_41 = e0 & all_0_58_58 = e3 &  ~ (all_0_44_44 = e3)) | (all_0_41_41 = e0 & all_0_58_58 = e3 &  ~ (all_0_55_55 = e0)) | (all_0_47_47 = e1 & all_0_52_52 = e2 &  ~ (all_0_48_48 = e2))
% 62.07/27.07  																																					|
% 62.07/27.07  																																						+-Applying beta-rule and splitting (791), into two cases.
% 62.07/27.07  																																						|-Branch one:
% 62.07/27.07  																																						| (792) (all_0_41_41 = e0 & all_0_58_58 = e3 &  ~ (all_0_44_44 = e3)) | (all_0_41_41 = e0 & all_0_58_58 = e3 &  ~ (all_0_55_55 = e0))
% 62.07/27.07  																																						|
% 62.07/27.07  																																							+-Applying beta-rule and splitting (792), into two cases.
% 62.07/27.07  																																							|-Branch one:
% 62.07/27.07  																																							| (793) all_0_41_41 = e0 & all_0_58_58 = e3 &  ~ (all_0_44_44 = e3)
% 62.07/27.07  																																							|
% 62.07/27.07  																																								| Applying alpha-rule on (793) yields:
% 62.07/27.07  																																								| (794) all_0_41_41 = e0
% 62.07/27.07  																																								| (795) all_0_58_58 = e3
% 62.07/27.07  																																								| (407)  ~ (all_0_44_44 = e3)
% 62.07/27.07  																																								|
% 62.07/27.07  																																								| Equations (795) can reduce 276 to:
% 62.07/27.07  																																								| (266) $false
% 62.07/27.07  																																								|
% 62.07/27.07  																																								|-The branch is then unsatisfiable
% 62.07/27.07  																																							|-Branch two:
% 62.07/27.07  																																							| (800) all_0_41_41 = e0 & all_0_58_58 = e3 &  ~ (all_0_55_55 = e0)
% 62.07/27.07  																																							|
% 62.07/27.07  																																								| Applying alpha-rule on (800) yields:
% 62.07/27.07  																																								| (794) all_0_41_41 = e0
% 62.07/27.07  																																								| (795) all_0_58_58 = e3
% 62.07/27.07  																																								| (803)  ~ (all_0_55_55 = e0)
% 62.07/27.07  																																								|
% 62.07/27.07  																																								| Equations (795) can reduce 276 to:
% 62.07/27.07  																																								| (266) $false
% 62.07/27.07  																																								|
% 62.07/27.07  																																								|-The branch is then unsatisfiable
% 62.07/27.07  																																						|-Branch two:
% 62.07/27.07  																																						| (807) all_0_47_47 = e1 & all_0_52_52 = e2 &  ~ (all_0_48_48 = e2)
% 62.07/27.07  																																						|
% 62.07/27.07  																																							| Applying alpha-rule on (807) yields:
% 62.07/27.07  																																							| (654) all_0_47_47 = e1
% 62.07/27.07  																																							| (352) all_0_52_52 = e2
% 62.07/27.07  																																							| (810)  ~ (all_0_48_48 = e2)
% 62.07/27.07  																																							|
% 62.07/27.07  																																							| Combining equations (654,1790) yields a new equation:
% 62.07/27.07  																																							| (630) e4 = e1
% 62.07/27.07  																																							|
% 62.07/27.07  																																							| Equations (630) can reduce 110 to:
% 62.07/27.07  																																							| (266) $false
% 62.07/27.07  																																							|
% 62.07/27.07  																																							|-The branch is then unsatisfiable
% 62.07/27.07  																																					|-Branch two:
% 62.07/27.07  																																					| (813) all_0_47_47 = e1 & all_0_52_52 = e2 &  ~ (all_0_51_51 = e1)
% 62.07/27.07  																																					|
% 62.07/27.07  																																						| Applying alpha-rule on (813) yields:
% 62.07/27.07  																																						| (654) all_0_47_47 = e1
% 62.07/27.07  																																						| (352) all_0_52_52 = e2
% 62.07/27.07  																																						| (464)  ~ (all_0_51_51 = e1)
% 62.07/27.07  																																						|
% 62.07/27.07  																																						| Combining equations (654,1790) yields a new equation:
% 62.07/27.07  																																						| (630) e4 = e1
% 62.07/27.07  																																						|
% 62.07/27.07  																																						| Equations (630) can reduce 110 to:
% 62.07/27.07  																																						| (266) $false
% 62.07/27.07  																																						|
% 62.07/27.07  																																						|-The branch is then unsatisfiable
% 62.07/27.07  																																				|-Branch two:
% 62.07/27.07  																																				| (819) all_0_47_47 = e0 & all_0_58_58 = e2 &  ~ (all_0_49_49 = e2)
% 62.07/27.07  																																				|
% 62.07/27.07  																																					| Applying alpha-rule on (819) yields:
% 62.07/27.07  																																					| (674) all_0_47_47 = e0
% 62.07/27.07  																																					| (624) all_0_58_58 = e2
% 62.07/27.07  																																					| (340)  ~ (all_0_49_49 = e2)
% 62.07/27.07  																																					|
% 62.07/27.07  																																					| Combining equations (674,1790) yields a new equation:
% 62.07/27.07  																																					| (397) e4 = e0
% 62.07/27.07  																																					|
% 62.07/27.07  																																					| Equations (397) can reduce 49 to:
% 62.07/27.07  																																					| (266) $false
% 62.07/27.07  																																					|
% 62.07/27.07  																																					|-The branch is then unsatisfiable
% 62.07/27.07  																																			|-Branch two:
% 62.07/27.07  																																			| (825) all_0_47_47 = e0 & all_0_58_58 = e2 &  ~ (all_0_56_56 = e0)
% 62.07/27.07  																																			|
% 62.07/27.07  																																				| Applying alpha-rule on (825) yields:
% 62.07/27.07  																																				| (674) all_0_47_47 = e0
% 62.07/27.07  																																				| (624) all_0_58_58 = e2
% 62.07/27.07  																																				| (828)  ~ (all_0_56_56 = e0)
% 62.07/27.07  																																				|
% 62.07/27.07  																																				| Combining equations (674,1790) yields a new equation:
% 62.07/27.07  																																				| (397) e4 = e0
% 62.07/27.07  																																				|
% 62.07/27.07  																																				| Equations (397) can reduce 49 to:
% 62.07/27.07  																																				| (266) $false
% 62.07/27.07  																																				|
% 62.07/27.07  																																				|-The branch is then unsatisfiable
% 62.07/27.07  																														|-Branch two:
% 62.07/27.07  																														| (357)  ~ (all_0_41_41 = e0)
% 62.07/27.07  																														| (4053) all_0_41_41 = e3 | all_0_41_41 = e1
% 62.07/27.07  																														|
% 62.07/27.07  																															+-Applying beta-rule and splitting (165), into two cases.
% 62.07/27.07  																															|-Branch one:
% 62.07/27.07  																															| (794) all_0_41_41 = e0
% 62.07/27.07  																															|
% 62.07/27.07  																																| Equations (794) can reduce 357 to:
% 62.07/27.07  																																| (266) $false
% 62.07/27.07  																																|
% 62.07/27.07  																																|-The branch is then unsatisfiable
% 62.07/27.07  																															|-Branch two:
% 62.07/27.07  																															| (357)  ~ (all_0_41_41 = e0)
% 62.07/27.07  																															| (6761) all_0_42_42 = e0 | all_0_43_43 = e0 | all_0_44_44 = e0
% 62.07/27.07  																															|
% 62.07/27.07  																																+-Applying beta-rule and splitting (243), into two cases.
% 62.07/27.07  																																|-Branch one:
% 62.07/27.07  																																| (329) all_0_38_38 = e0
% 62.07/27.07  																																|
% 62.07/27.07  																																	| Combining equations (329,321) yields a new equation:
% 62.07/27.07  																																	| (397) e4 = e0
% 62.07/27.07  																																	|
% 62.07/27.07  																																	| Equations (397) can reduce 49 to:
% 62.07/27.07  																																	| (266) $false
% 62.07/27.07  																																	|
% 62.07/27.07  																																	|-The branch is then unsatisfiable
% 62.07/27.07  																																|-Branch two:
% 62.07/27.07  																																| (332)  ~ (all_0_38_38 = e0)
% 62.07/27.07  																																| (395) all_0_41_41 = e0 | all_0_46_46 = e0 | all_0_55_55 = e0
% 62.07/27.07  																																|
% 62.07/27.07  																																	+-Applying beta-rule and splitting (395), into two cases.
% 62.07/27.07  																																	|-Branch one:
% 62.07/27.07  																																	| (794) all_0_41_41 = e0
% 62.07/27.07  																																	|
% 62.07/27.07  																																		| Equations (794) can reduce 357 to:
% 62.07/27.07  																																		| (266) $false
% 62.07/27.07  																																		|
% 62.07/27.07  																																		|-The branch is then unsatisfiable
% 62.07/27.07  																																	|-Branch two:
% 62.07/27.07  																																	| (357)  ~ (all_0_41_41 = e0)
% 62.07/27.07  																																	| (895) all_0_46_46 = e0 | all_0_55_55 = e0
% 62.07/27.07  																																	|
% 62.07/27.07  																																		+-Applying beta-rule and splitting (895), into two cases.
% 62.07/27.07  																																		|-Branch one:
% 62.07/27.07  																																		| (538) all_0_46_46 = e0
% 62.07/27.07  																																		|
% 62.07/27.07  																																			| Combining equations (538,1794) yields a new equation:
% 62.07/27.07  																																			| (330) e2 = e0
% 62.07/27.07  																																			|
% 62.07/27.07  																																			| Equations (330) can reduce 128 to:
% 62.07/27.07  																																			| (266) $false
% 62.07/27.07  																																			|
% 62.07/27.07  																																			|-The branch is then unsatisfiable
% 62.07/27.07  																																		|-Branch two:
% 62.07/27.07  																																		| (831)  ~ (all_0_46_46 = e0)
% 62.07/27.07  																																		| (858) all_0_55_55 = e0
% 62.07/27.07  																																		|
% 62.07/27.07  																																			+-Applying beta-rule and splitting (22), into two cases.
% 62.07/27.07  																																			|-Branch one:
% 62.07/27.07  																																			| (268) all_0_54_54 = e3
% 62.07/27.07  																																			|
% 62.07/27.07  																																				| Combining equations (265,268) yields a new equation:
% 62.07/27.07  																																				| (424) e4 = e3
% 62.07/27.07  																																				|
% 62.07/27.07  																																				| Simplifying 424 yields:
% 62.07/27.07  																																				| (425) e4 = e3
% 62.07/27.07  																																				|
% 62.07/27.07  																																				| Equations (425) can reduce 188 to:
% 62.07/27.07  																																				| (266) $false
% 62.07/27.07  																																				|
% 62.07/27.07  																																				|-The branch is then unsatisfiable
% 62.07/27.07  																																			|-Branch two:
% 62.07/27.07  																																			| (60427)  ~ (all_0_54_54 = e3)
% 62.07/27.08  																																			| (62553) all_0_55_55 = e3 | all_0_56_56 = e3 | all_0_58_58 = e3
% 62.07/27.08  																																			|
% 62.07/27.08  																																				+-Applying beta-rule and splitting (1899), into two cases.
% 62.07/27.08  																																				|-Branch one:
% 62.07/27.08  																																				| (516) all_0_42_42 = e3
% 62.07/27.08  																																				|
% 62.07/27.08  																																					| Combining equations (516,459) yields a new equation:
% 62.07/27.08  																																					| (454) e3 = e1
% 62.07/27.08  																																					|
% 62.07/27.08  																																					| Simplifying 454 yields:
% 62.07/27.08  																																					| (455) e3 = e1
% 62.07/27.08  																																					|
% 62.07/27.08  																																					| Equations (455) can reduce 213 to:
% 62.07/27.08  																																					| (266) $false
% 62.07/27.08  																																					|
% 62.07/27.08  																																					|-The branch is then unsatisfiable
% 62.07/27.08  																																				|-Branch two:
% 62.07/27.08  																																				| (405)  ~ (all_0_42_42 = e3)
% 62.07/27.08  																																				| (532) all_0_44_44 = e3
% 62.07/27.08  																																				|
% 62.07/27.08  																																					| Equations (532) can reduce 181 to:
% 62.07/27.08  																																					| (275)  ~ (all_0_58_58 = e3)
% 62.07/27.08  																																					|
% 62.07/27.08  																																					| Simplifying 275 yields:
% 62.07/27.08  																																					| (276)  ~ (all_0_58_58 = e3)
% 62.07/27.08  																																					|
% 62.07/27.08  																																					| Equations (532) can reduce 147 to:
% 62.07/27.08  																																					| (212)  ~ (e3 = e2)
% 62.07/27.08  																																					|
% 62.07/27.08  																																					+-Applying beta-rule and splitting (62553), into two cases.
% 62.07/27.08  																																					|-Branch one:
% 62.07/27.08  																																					| (2336) all_0_55_55 = e3
% 62.07/27.08  																																					|
% 62.07/27.08  																																						| Combining equations (858,2336) yields a new equation:
% 62.07/27.08  																																						| (676) e3 = e0
% 62.07/27.08  																																						|
% 62.07/27.08  																																						| Equations (676) can reduce 80 to:
% 62.07/27.08  																																						| (266) $false
% 62.07/27.08  																																						|
% 62.07/27.08  																																						|-The branch is then unsatisfiable
% 62.07/27.08  																																					|-Branch two:
% 62.07/27.08  																																					| (270)  ~ (all_0_55_55 = e3)
% 62.07/27.08  																																					| (62557) all_0_56_56 = e3 | all_0_58_58 = e3
% 62.07/27.08  																																					|
% 62.07/27.08  																																						+-Applying beta-rule and splitting (62557), into two cases.
% 62.07/27.08  																																						|-Branch one:
% 62.07/27.08  																																						| (1097) all_0_56_56 = e3
% 62.07/27.08  																																						|
% 62.07/27.08  																																							| Combining equations (833,1097) yields a new equation:
% 62.07/27.08  																																							| (662) e3 = e2
% 62.07/27.08  																																							|
% 62.07/27.08  																																							| Equations (662) can reduce 212 to:
% 62.07/27.08  																																							| (266) $false
% 62.07/27.08  																																							|
% 62.07/27.08  																																							|-The branch is then unsatisfiable
% 62.07/27.08  																																						|-Branch two:
% 62.07/27.08  																																						| (272)  ~ (all_0_56_56 = e3)
% 62.07/27.08  																																						| (795) all_0_58_58 = e3
% 62.07/27.08  																																						|
% 62.07/27.08  																																							| Equations (795) can reduce 276 to:
% 62.07/27.08  																																							| (266) $false
% 62.07/27.08  																																							|
% 62.07/27.08  																																							|-The branch is then unsatisfiable
% 62.07/27.08  																											|-Branch two:
% 62.07/27.08  																											| (1453)  ~ (all_0_53_53 = e4)
% 62.07/27.08  																											| (1694) all_0_53_53 = e3 | all_0_53_53 = e1
% 62.07/27.08  																											|
% 62.07/27.08  																												+-Applying beta-rule and splitting (1694), into two cases.
% 62.07/27.08  																												|-Branch one:
% 62.07/27.08  																												| (1208) all_0_53_53 = e1
% 62.07/27.08  																												|
% 62.07/27.08  																													| Equations (1208) can reduce 1459 to:
% 62.07/27.08  																													| (266) $false
% 62.07/27.08  																													|
% 62.07/27.08  																													|-The branch is then unsatisfiable
% 62.07/27.08  																												|-Branch two:
% 62.07/27.08  																												| (1459)  ~ (all_0_53_53 = e1)
% 62.07/27.08  																												| (665) all_0_53_53 = e3
% 62.07/27.08  																												|
% 62.07/27.08  																													| Equations (665) can reduce 903 to:
% 62.07/27.08  																													| (266) $false
% 62.07/27.08  																													|
% 62.07/27.08  																													|-The branch is then unsatisfiable
% 62.07/27.08  																						|-Branch two:
% 62.07/27.08  																						| (399)  ~ (all_0_43_43 = e4)
% 62.07/27.08  																						| (400) all_0_48_48 = e4 | all_0_52_52 = e4 | all_0_57_57 = e4
% 62.07/27.08  																						|
% 62.07/27.08  																							+-Applying beta-rule and splitting (400), into two cases.
% 62.07/27.08  																							|-Branch one:
% 62.07/27.08  																							| (943) all_0_48_48 = e4
% 62.07/27.08  																							|
% 62.07/27.08  																								| Equations (943) can reduce 254 to:
% 62.07/27.08  																								| (266) $false
% 62.07/27.08  																								|
% 62.07/27.08  																								|-The branch is then unsatisfiable
% 62.07/27.08  																							|-Branch two:
% 62.07/27.08  																							| (254)  ~ (all_0_48_48 = e4)
% 62.07/27.08  																							| (947) all_0_52_52 = e4 | all_0_57_57 = e4
% 62.07/27.08  																							|
% 62.07/27.08  																								+-Applying beta-rule and splitting (947), into two cases.
% 62.07/27.08  																								|-Branch one:
% 62.07/27.08  																								| (565) all_0_52_52 = e4
% 62.07/27.08  																								|
% 62.07/27.08  																									| Combining equations (565,352) yields a new equation:
% 62.07/27.08  																									| (322) e4 = e2
% 62.07/27.08  																									|
% 62.07/27.08  																									| Simplifying 322 yields:
% 62.07/27.08  																									| (323) e4 = e2
% 62.07/27.08  																									|
% 62.07/27.08  																									| Equations (323) can reduce 48 to:
% 62.07/27.08  																									| (266) $false
% 62.07/27.08  																									|
% 62.07/27.08  																									|-The branch is then unsatisfiable
% 62.07/27.08  																								|-Branch two:
% 62.07/27.08  																								| (780)  ~ (all_0_52_52 = e4)
% 62.07/27.08  																								| (871) all_0_57_57 = e4
% 62.07/27.08  																								|
% 62.07/27.08  																									| Equations (871) can reduce 839 to:
% 62.07/27.08  																									| (266) $false
% 62.07/27.08  																									|
% 62.07/27.08  																									|-The branch is then unsatisfiable
% 62.07/27.08  																					|-Branch two:
% 62.07/27.08  																					| (252)  ~ (all_0_47_47 = e4)
% 62.07/27.08  																					| (1793) all_0_47_47 = e3 | all_0_47_47 = e1 | all_0_47_47 = e0
% 62.07/27.08  																					|
% 62.07/27.08  																						+-Applying beta-rule and splitting (521), into two cases.
% 62.07/27.08  																						|-Branch one:
% 62.07/27.08  																						| (522) all_0_47_47 = e3
% 62.07/27.08  																						|
% 62.07/27.08  																							| Equations (522) can reduce 1091 to:
% 62.07/27.08  																							| (266) $false
% 62.07/27.08  																							|
% 62.07/27.08  																							|-The branch is then unsatisfiable
% 62.07/27.08  																						|-Branch two:
% 62.07/27.08  																						| (1091)  ~ (all_0_47_47 = e3)
% 62.07/27.08  																						| (1092) all_0_51_51 = e3 | all_0_56_56 = e3
% 62.07/27.08  																						|
% 62.07/27.08  																							+-Applying beta-rule and splitting (1793), into two cases.
% 62.07/27.08  																							|-Branch one:
% 62.07/27.08  																							| (674) all_0_47_47 = e0
% 62.07/27.08  																							|
% 62.07/27.08  																								| Equations (674) can reduce 678 to:
% 62.07/27.08  																								| (266) $false
% 62.07/27.08  																								|
% 62.07/27.08  																								|-The branch is then unsatisfiable
% 62.07/27.08  																							|-Branch two:
% 62.07/27.08  																							| (678)  ~ (all_0_47_47 = e0)
% 62.07/27.09  																							| (1831) all_0_47_47 = e3 | all_0_47_47 = e1
% 62.07/27.09  																							|
% 62.07/27.09  																								+-Applying beta-rule and splitting (1831), into two cases.
% 62.07/27.09  																								|-Branch one:
% 62.07/27.09  																								| (654) all_0_47_47 = e1
% 62.07/27.09  																								|
% 62.07/27.09  																									| Equations (654) can reduce 462 to:
% 62.07/27.09  																									| (266) $false
% 62.07/27.09  																									|
% 62.07/27.09  																									|-The branch is then unsatisfiable
% 62.07/27.09  																								|-Branch two:
% 62.07/27.09  																								| (462)  ~ (all_0_47_47 = e1)
% 62.07/27.09  																								| (522) all_0_47_47 = e3
% 62.07/27.09  																								|
% 62.07/27.09  																									| Equations (522) can reduce 1091 to:
% 62.07/27.09  																									| (266) $false
% 62.07/27.09  																									|
% 62.07/27.09  																									|-The branch is then unsatisfiable
% 62.07/27.09  																		|-Branch two:
% 62.07/27.09  																		| (1380)  ~ (all_0_42_42 = e1)
% 62.07/27.09  																		| (3259) all_0_47_47 = e1 | all_0_51_51 = e1 | all_0_56_56 = e1
% 62.07/27.09  																		|
% 62.07/27.09  																			+-Applying beta-rule and splitting (3259), into two cases.
% 62.07/27.09  																			|-Branch one:
% 62.07/27.09  																			| (654) all_0_47_47 = e1
% 62.07/27.09  																			|
% 62.07/27.09  																				| Equations (654) can reduce 198 to:
% 62.07/27.09  																				| (1380)  ~ (all_0_42_42 = e1)
% 62.07/27.09  																				|
% 62.07/27.09  																				| Equations (654) can reduce 114 to:
% 62.07/27.09  																				| (11581)  ~ (all_0_48_48 = e1)
% 62.07/27.09  																				|
% 62.07/27.09  																				| Simplifying 11581 yields:
% 62.07/27.09  																				| (619)  ~ (all_0_48_48 = e1)
% 62.07/27.09  																				|
% 62.07/27.09  																				| Equations (654) can reduce 86 to:
% 62.07/27.09  																				| (1419)  ~ (all_0_49_49 = e1)
% 62.07/27.09  																				|
% 62.07/27.09  																				| Simplifying 1419 yields:
% 62.07/27.09  																				| (1064)  ~ (all_0_49_49 = e1)
% 62.07/27.09  																				|
% 62.07/27.09  																				| Equations (654) can reduce 224 to:
% 62.07/27.09  																				| (463)  ~ (all_0_51_51 = e1)
% 62.07/27.09  																				|
% 62.07/27.09  																				| Simplifying 463 yields:
% 62.07/27.09  																				| (464)  ~ (all_0_51_51 = e1)
% 62.07/27.09  																				|
% 62.07/27.09  																				| Equations (654) can reduce 1091 to:
% 62.07/27.09  																				| (467)  ~ (e3 = e1)
% 62.07/27.09  																				|
% 62.07/27.09  																				| Simplifying 467 yields:
% 62.07/27.09  																				| (213)  ~ (e3 = e1)
% 62.07/27.09  																				|
% 62.07/27.09  																				+-Applying beta-rule and splitting (7), into two cases.
% 62.07/27.09  																				|-Branch one:
% 62.07/27.09  																				| (504) all_0_51_51 = e2
% 62.07/27.09  																				|
% 62.07/27.09  																					| Equations (504) can reduce 1099 to:
% 62.07/27.09  																					| (266) $false
% 62.07/27.09  																					|
% 62.07/27.09  																					|-The branch is then unsatisfiable
% 62.07/27.09  																				|-Branch two:
% 62.07/27.09  																				| (1099)  ~ (all_0_51_51 = e2)
% 62.07/27.09  																				| (1100) all_0_51_51 = e4 | all_0_51_51 = e3 | all_0_51_51 = e1
% 62.07/27.09  																				|
% 62.07/27.09  																					+-Applying beta-rule and splitting (144), into two cases.
% 62.07/27.09  																					|-Branch one:
% 62.07/27.09  																					| (403) all_0_41_41 = e3
% 62.07/27.09  																					|
% 62.07/27.09  																						| Equations (403) can reduce 214 to:
% 62.07/27.09  																						| (404)  ~ (all_0_42_42 = e3)
% 62.07/27.09  																						|
% 62.07/27.09  																						| Simplifying 404 yields:
% 62.07/27.09  																						| (405)  ~ (all_0_42_42 = e3)
% 62.07/27.09  																						|
% 62.07/27.09  																						| Equations (403) can reduce 191 to:
% 62.07/27.09  																						| (269)  ~ (all_0_55_55 = e3)
% 62.07/27.09  																						|
% 62.07/27.09  																						| Simplifying 269 yields:
% 62.07/27.09  																						| (270)  ~ (all_0_55_55 = e3)
% 62.07/27.09  																						|
% 62.07/27.09  																						| Equations (403) can reduce 440 to:
% 62.07/27.09  																						| (277)  ~ (e4 = e3)
% 62.07/27.09  																						|
% 62.07/27.09  																						| Simplifying 277 yields:
% 62.07/27.09  																						| (188)  ~ (e4 = e3)
% 62.07/27.09  																						|
% 62.07/27.09  																						| Equations (403) can reduce 85 to:
% 62.07/27.09  																						| (212)  ~ (e3 = e2)
% 62.07/27.09  																						|
% 62.07/27.09  																						| Equations (403) can reduce 457 to:
% 62.07/27.09  																						| (213)  ~ (e3 = e1)
% 62.07/27.09  																						|
% 62.07/27.09  																						+-Applying beta-rule and splitting (22), into two cases.
% 62.07/27.09  																						|-Branch one:
% 62.07/27.09  																						| (268) all_0_54_54 = e3
% 62.07/27.09  																						|
% 62.07/27.09  																							| Combining equations (268,265) yields a new equation:
% 62.07/27.09  																							| (425) e4 = e3
% 62.07/27.09  																							|
% 62.07/27.09  																							| Equations (425) can reduce 188 to:
% 62.07/27.09  																							| (266) $false
% 62.07/27.09  																							|
% 62.07/27.09  																							|-The branch is then unsatisfiable
% 62.07/27.09  																						|-Branch two:
% 62.07/27.09  																						| (60427)  ~ (all_0_54_54 = e3)
% 62.07/27.09  																						| (62553) all_0_55_55 = e3 | all_0_56_56 = e3 | all_0_58_58 = e3
% 62.07/27.09  																						|
% 62.07/27.09  																							+-Applying beta-rule and splitting (62553), into two cases.
% 62.07/27.09  																							|-Branch one:
% 62.07/27.09  																							| (2336) all_0_55_55 = e3
% 62.07/27.09  																							|
% 62.07/27.09  																								| Equations (2336) can reduce 270 to:
% 62.07/27.09  																								| (266) $false
% 62.07/27.09  																								|
% 62.07/27.09  																								|-The branch is then unsatisfiable
% 62.07/27.09  																							|-Branch two:
% 62.07/27.09  																							| (270)  ~ (all_0_55_55 = e3)
% 62.07/27.09  																							| (62557) all_0_56_56 = e3 | all_0_58_58 = e3
% 62.07/27.09  																							|
% 62.07/27.09  																								+-Applying beta-rule and splitting (180), into two cases.
% 62.07/27.09  																								|-Branch one:
% 62.07/27.09  																								| (516) all_0_42_42 = e3
% 62.07/27.09  																								|
% 62.07/27.09  																									| Equations (516) can reduce 405 to:
% 62.07/27.09  																									| (266) $false
% 62.07/27.09  																									|
% 62.07/27.09  																									|-The branch is then unsatisfiable
% 62.07/27.09  																								|-Branch two:
% 62.07/27.09  																								| (405)  ~ (all_0_42_42 = e3)
% 62.07/27.09  																								| (521) all_0_47_47 = e3 | all_0_51_51 = e3 | all_0_56_56 = e3
% 62.07/27.09  																								|
% 62.10/27.09  																									+-Applying beta-rule and splitting (62557), into two cases.
% 62.10/27.09  																									|-Branch one:
% 62.10/27.09  																									| (1097) all_0_56_56 = e3
% 62.10/27.09  																									|
% 62.10/27.09  																										| Combining equations (833,1097) yields a new equation:
% 62.10/27.09  																										| (662) e3 = e2
% 62.10/27.09  																										|
% 62.10/27.09  																										| Equations (662) can reduce 212 to:
% 62.10/27.09  																										| (266) $false
% 62.10/27.09  																										|
% 62.10/27.09  																										|-The branch is then unsatisfiable
% 62.10/27.09  																									|-Branch two:
% 62.10/27.09  																									| (272)  ~ (all_0_56_56 = e3)
% 62.10/27.09  																									| (795) all_0_58_58 = e3
% 62.10/27.09  																									|
% 62.10/27.09  																										| Equations (795) can reduce 10 to:
% 62.10/27.09  																										| (903)  ~ (all_0_53_53 = e3)
% 62.10/27.09  																										|
% 62.10/27.09  																										| Equations (795) can reduce 908 to:
% 62.10/27.09  																										| (212)  ~ (e3 = e2)
% 62.10/27.09  																										|
% 62.10/27.09  																										+-Applying beta-rule and splitting (521), into two cases.
% 62.10/27.09  																										|-Branch one:
% 62.10/27.09  																										| (522) all_0_47_47 = e3
% 62.10/27.09  																										|
% 62.10/27.09  																											| Combining equations (654,522) yields a new equation:
% 62.10/27.09  																											| (455) e3 = e1
% 62.10/27.09  																											|
% 62.10/27.09  																											| Equations (455) can reduce 213 to:
% 62.10/27.09  																											| (266) $false
% 62.10/27.09  																											|
% 62.10/27.09  																											|-The branch is then unsatisfiable
% 62.10/27.09  																										|-Branch two:
% 62.10/27.09  																										| (1091)  ~ (all_0_47_47 = e3)
% 62.10/27.09  																										| (1092) all_0_51_51 = e3 | all_0_56_56 = e3
% 62.10/27.09  																										|
% 62.10/27.09  																											+-Applying beta-rule and splitting (243), into two cases.
% 62.10/27.09  																											|-Branch one:
% 62.10/27.09  																											| (329) all_0_38_38 = e0
% 62.10/27.09  																											|
% 62.10/27.09  																												| Combining equations (329,321) yields a new equation:
% 62.10/27.09  																												| (397) e4 = e0
% 62.10/27.09  																												|
% 62.10/27.09  																												| Equations (397) can reduce 49 to:
% 62.10/27.09  																												| (266) $false
% 62.10/27.09  																												|
% 62.10/27.09  																												|-The branch is then unsatisfiable
% 62.10/27.09  																											|-Branch two:
% 62.10/27.09  																											| (332)  ~ (all_0_38_38 = e0)
% 62.10/27.09  																											| (395) all_0_41_41 = e0 | all_0_46_46 = e0 | all_0_55_55 = e0
% 62.10/27.09  																											|
% 62.10/27.09  																												+-Applying beta-rule and splitting (395), into two cases.
% 62.10/27.09  																												|-Branch one:
% 62.10/27.09  																												| (794) all_0_41_41 = e0
% 62.10/27.09  																												|
% 62.10/27.09  																													| Combining equations (794,403) yields a new equation:
% 62.10/27.09  																													| (676) e3 = e0
% 62.10/27.09  																													|
% 62.10/27.09  																													| Equations (676) can reduce 80 to:
% 62.10/27.09  																													| (266) $false
% 62.10/27.09  																													|
% 62.10/27.09  																													|-The branch is then unsatisfiable
% 62.10/27.09  																												|-Branch two:
% 62.10/27.09  																												| (357)  ~ (all_0_41_41 = e0)
% 62.10/27.09  																												| (895) all_0_46_46 = e0 | all_0_55_55 = e0
% 62.10/27.09  																												|
% 62.10/27.09  																													+-Applying beta-rule and splitting (112), into two cases.
% 62.10/27.09  																													|-Branch one:
% 62.10/27.09  																													| (635) all_0_44_44 = e1
% 62.10/27.09  																													|
% 62.10/27.09  																														| Equations (635) can reduce 73 to:
% 62.10/27.09  																														| (1380)  ~ (all_0_42_42 = e1)
% 62.10/27.09  																														|
% 62.10/27.09  																														| Equations (635) can reduce 159 to:
% 62.10/27.09  																														| (433)  ~ (all_0_43_43 = e1)
% 62.10/27.09  																														|
% 62.10/27.09  																														| Equations (635) can reduce 9 to:
% 62.10/27.09  																														| (1419)  ~ (all_0_49_49 = e1)
% 62.10/27.09  																														|
% 62.10/27.10  																														| Simplifying 1419 yields:
% 62.10/27.10  																														| (1064)  ~ (all_0_49_49 = e1)
% 62.10/27.10  																														|
% 62.10/27.10  																														| Equations (635) can reduce 220 to:
% 62.10/27.10  																														| (1458)  ~ (all_0_53_53 = e1)
% 62.10/27.10  																														|
% 62.10/27.10  																														| Simplifying 1458 yields:
% 62.10/27.10  																														| (1459)  ~ (all_0_53_53 = e1)
% 62.10/27.10  																														|
% 62.10/27.10  																														| From (635) and (138) follows:
% 62.10/27.10  																														| (1423) op(e3, e0) = e1
% 62.10/27.10  																														|
% 62.10/27.10  																														+-Applying beta-rule and splitting (152), into two cases.
% 62.10/27.10  																														|-Branch one:
% 62.10/27.10  																														| (1392) all_0_42_42 = e4
% 62.10/27.10  																														|
% 62.10/27.10  																															| Equations (1392) can reduce 240 to:
% 62.10/27.10  																															| (47779)  ~ (all_0_43_43 = e4)
% 62.10/27.10  																															|
% 62.10/27.10  																															| Simplifying 47779 yields:
% 62.10/27.10  																															| (399)  ~ (all_0_43_43 = e4)
% 62.10/27.10  																															|
% 62.10/27.10  																															+-Applying beta-rule and splitting (195), into two cases.
% 62.10/27.10  																															|-Branch one:
% 62.10/27.10  																															| (396) all_0_43_43 = e4
% 62.10/27.10  																															|
% 62.10/27.10  																																| Equations (396) can reduce 399 to:
% 62.10/27.10  																																| (266) $false
% 62.10/27.10  																																|
% 62.10/27.10  																																|-The branch is then unsatisfiable
% 62.10/27.10  																															|-Branch two:
% 62.10/27.10  																															| (399)  ~ (all_0_43_43 = e4)
% 62.10/27.10  																															| (6374) all_0_43_43 = e1 | all_0_43_43 = e0
% 62.10/27.10  																															|
% 62.10/27.10  																																+-Applying beta-rule and splitting (6374), into two cases.
% 62.10/27.10  																																|-Branch one:
% 62.10/27.10  																																| (356) all_0_43_43 = e0
% 62.10/27.10  																																|
% 62.10/27.10  																																	| Equations (356) can reduce 17 to:
% 62.10/27.10  																																	| (10200)  ~ (all_0_48_48 = e0)
% 62.10/27.10  																																	|
% 62.10/27.10  																																	| Simplifying 10200 yields:
% 62.10/27.10  																																	| (1283)  ~ (all_0_48_48 = e0)
% 62.10/27.10  																																	|
% 62.10/27.10  																																	| Equations (356) can reduce 96 to:
% 62.10/27.10  																																	| (365)  ~ (e2 = e0)
% 62.10/27.10  																																	|
% 62.10/27.10  																																	| Simplifying 365 yields:
% 62.10/27.10  																																	| (128)  ~ (e2 = e0)
% 62.10/27.10  																																	|
% 62.10/27.10  																																	+-Applying beta-rule and splitting (184), into two cases.
% 62.10/27.10  																																	|-Branch one:
% 62.10/27.10  																																	| (538) all_0_46_46 = e0
% 62.10/27.10  																																	|
% 62.10/27.10  																																		| Combining equations (1794,538) yields a new equation:
% 62.10/27.10  																																		| (391) e2 = e0
% 62.10/27.10  																																		|
% 62.10/27.10  																																		| Simplifying 391 yields:
% 62.10/27.10  																																		| (330) e2 = e0
% 62.10/27.10  																																		|
% 62.10/27.10  																																		| Equations (330) can reduce 128 to:
% 62.10/27.10  																																		| (266) $false
% 62.10/27.10  																																		|
% 62.10/27.10  																																		|-The branch is then unsatisfiable
% 62.10/27.10  																																	|-Branch two:
% 62.10/27.10  																																	| (831)  ~ (all_0_46_46 = e0)
% 62.10/27.10  																																	| (832) all_0_47_47 = e0 | all_0_48_48 = e0 | all_0_49_49 = e0
% 62.10/27.10  																																	|
% 62.10/27.10  																																		| Equations (1794) can reduce 831 to:
% 62.10/27.10  																																		| (128)  ~ (e2 = e0)
% 62.10/27.10  																																		|
% 62.10/27.10  																																		+-Applying beta-rule and splitting (12), into two cases.
% 62.10/27.10  																																		|-Branch one:
% 62.10/27.10  																																		| (442) all_0_57_57 = e2
% 62.10/27.10  																																		|
% 62.10/27.10  																																			| Equations (442) can reduce 344 to:
% 62.10/27.10  																																			| (266) $false
% 62.10/27.10  																																			|
% 62.10/27.10  																																			|-The branch is then unsatisfiable
% 62.10/27.10  																																		|-Branch two:
% 62.10/27.10  																																		| (344)  ~ (all_0_57_57 = e2)
% 62.10/27.10  																																		| (445) all_0_57_57 = e4 | all_0_57_57 = e1 | all_0_57_57 = e0
% 62.10/27.10  																																		|
% 62.10/27.10  																																			+-Applying beta-rule and splitting (125), into two cases.
% 62.10/27.10  																																			|-Branch one:
% 62.10/27.10  																																			| (858) all_0_55_55 = e0
% 62.10/27.10  																																			|
% 62.10/27.10  																																				| Equations (858) can reduce 81 to:
% 62.10/27.10  																																				| (363)  ~ (all_0_57_57 = e0)
% 62.10/27.10  																																				|
% 62.10/27.10  																																				| Simplifying 363 yields:
% 62.10/27.10  																																				| (364)  ~ (all_0_57_57 = e0)
% 62.10/27.10  																																				|
% 62.10/27.10  																																				| Equations (858) can reduce 763 to:
% 62.10/27.10  																																				| (401)  ~ (e4 = e0)
% 62.10/27.10  																																				|
% 62.10/27.10  																																				| Simplifying 401 yields:
% 62.10/27.10  																																				| (49)  ~ (e4 = e0)
% 62.10/27.10  																																				|
% 62.10/27.10  																																				| Equations (858) can reduce 632 to:
% 62.10/27.10  																																				| (435)  ~ (e1 = e0)
% 62.10/27.10  																																				|
% 62.10/27.10  																																				| Simplifying 435 yields:
% 62.10/27.10  																																				| (233)  ~ (e1 = e0)
% 62.10/27.10  																																				|
% 62.10/27.10  																																				+-Applying beta-rule and splitting (230), into two cases.
% 62.10/27.10  																																				|-Branch one:
% 62.10/27.10  																																				| (396) all_0_43_43 = e4
% 62.10/27.10  																																				|
% 62.10/27.10  																																					| Combining equations (356,396) yields a new equation:
% 62.10/27.10  																																					| (397) e4 = e0
% 62.10/27.10  																																					|
% 62.10/27.10  																																					| Equations (397) can reduce 49 to:
% 62.10/27.10  																																					| (266) $false
% 62.10/27.10  																																					|
% 62.10/27.10  																																					|-The branch is then unsatisfiable
% 62.10/27.10  																																				|-Branch two:
% 62.10/27.10  																																				| (399)  ~ (all_0_43_43 = e4)
% 62.10/27.10  																																				| (400) all_0_48_48 = e4 | all_0_52_52 = e4 | all_0_57_57 = e4
% 62.10/27.10  																																				|
% 62.10/27.10  																																					+-Applying beta-rule and splitting (130), into two cases.
% 62.10/27.10  																																					|-Branch one:
% 62.10/27.10  																																					| (430) all_0_43_43 = e1
% 62.10/27.10  																																					|
% 62.10/27.10  																																						| Combining equations (356,430) yields a new equation:
% 62.10/27.10  																																						| (431) e1 = e0
% 62.10/27.10  																																						|
% 62.10/27.10  																																						| Equations (431) can reduce 233 to:
% 62.10/27.10  																																						| (266) $false
% 62.10/27.10  																																						|
% 62.10/27.10  																																						|-The branch is then unsatisfiable
% 62.10/27.10  																																					|-Branch two:
% 62.10/27.10  																																					| (433)  ~ (all_0_43_43 = e1)
% 62.10/27.10  																																					| (434) all_0_48_48 = e1 | all_0_52_52 = e1 | all_0_57_57 = e1
% 62.10/27.10  																																					|
% 62.10/27.10  																																						| Equations (356) can reduce 433 to:
% 62.10/27.10  																																						| (435)  ~ (e1 = e0)
% 62.10/27.10  																																						|
% 62.10/27.10  																																						| Simplifying 435 yields:
% 62.10/27.10  																																						| (233)  ~ (e1 = e0)
% 62.10/27.10  																																						|
% 62.10/27.10  																																						+-Applying beta-rule and splitting (196), into two cases.
% 62.10/27.10  																																						|-Branch one:
% 62.10/27.10  																																						| (607) all_0_53_53 = e2
% 62.10/27.10  																																						|
% 62.10/27.10  																																							| Equations (607) can reduce 509 to:
% 62.10/27.10  																																							| (266) $false
% 62.10/27.10  																																							|
% 62.10/27.10  																																							|-The branch is then unsatisfiable
% 62.10/27.10  																																						|-Branch two:
% 62.10/27.10  																																						| (509)  ~ (all_0_53_53 = e2)
% 62.10/27.10  																																						| (610) all_0_53_53 = e4 | all_0_53_53 = e3 | all_0_53_53 = e1
% 62.10/27.10  																																						|
% 62.10/27.10  																																							+-Applying beta-rule and splitting (216), into two cases.
% 62.10/27.10  																																							|-Branch one:
% 62.10/27.10  																																							| (629) all_0_55_55 = e1
% 62.10/27.10  																																							|
% 62.10/27.10  																																								| Combining equations (858,629) yields a new equation:
% 62.10/27.10  																																								| (431) e1 = e0
% 62.10/27.10  																																								|
% 62.10/27.10  																																								| Equations (431) can reduce 233 to:
% 62.10/27.10  																																								| (266) $false
% 62.10/27.10  																																								|
% 62.10/27.10  																																								|-The branch is then unsatisfiable
% 62.10/27.10  																																							|-Branch two:
% 62.10/27.10  																																							| (632)  ~ (all_0_55_55 = e1)
% 62.10/27.10  																																							| (633) all_0_56_56 = e1 | all_0_57_57 = e1 | all_0_58_58 = e1
% 62.10/27.10  																																							|
% 62.10/27.10  																																								| Equations (858) can reduce 632 to:
% 62.10/27.10  																																								| (435)  ~ (e1 = e0)
% 62.10/27.10  																																								|
% 62.10/27.10  																																								| Simplifying 435 yields:
% 62.10/27.10  																																								| (233)  ~ (e1 = e0)
% 62.10/27.10  																																								|
% 62.10/27.10  																																								+-Applying beta-rule and splitting (610), into two cases.
% 62.10/27.10  																																								|-Branch one:
% 62.10/27.10  																																								| (1298) all_0_53_53 = e4
% 62.10/27.10  																																								|
% 62.10/27.10  																																									| Equations (1298) can reduce 65 to:
% 62.10/27.10  																																									| (256)  ~ (all_0_49_49 = e4)
% 62.10/27.10  																																									|
% 62.10/27.10  																																									| Equations (1298) can reduce 903 to:
% 62.10/27.10  																																									| (188)  ~ (e4 = e3)
% 62.10/27.10  																																									|
% 62.10/27.10  																																									| Equations (1298) can reduce 509 to:
% 62.10/27.10  																																									| (48)  ~ (e4 = e2)
% 62.10/27.10  																																									|
% 62.10/27.10  																																									| From (1298) and (84) follows:
% 62.10/27.10  																																									| (5692) op(e1, e0) = e4
% 62.10/27.10  																																									|
% 62.10/27.10  																																									+-Applying beta-rule and splitting (54), into two cases.
% 62.10/27.10  																																									|-Branch one:
% 62.10/27.10  																																									| (583) all_0_49_49 = e2
% 62.10/27.10  																																									|
% 62.10/27.10  																																										| Equations (583) can reduce 340 to:
% 62.10/27.10  																																										| (266) $false
% 62.10/27.10  																																										|
% 62.10/27.10  																																										|-The branch is then unsatisfiable
% 62.10/27.10  																																									|-Branch two:
% 62.10/27.10  																																									| (340)  ~ (all_0_49_49 = e2)
% 62.10/27.10  																																									| (586) all_0_49_49 = e4 | all_0_49_49 = e3 | all_0_49_49 = e1 | all_0_49_49 = e0
% 62.10/27.10  																																									|
% 62.10/27.10  																																										+-Applying beta-rule and splitting (400), into two cases.
% 62.10/27.10  																																										|-Branch one:
% 62.10/27.10  																																										| (943) all_0_48_48 = e4
% 62.10/27.10  																																										|
% 62.10/27.10  																																											| Equations (943) can reduce 185 to:
% 62.10/27.10  																																											| (255)  ~ (all_0_49_49 = e4)
% 62.10/27.10  																																											|
% 62.10/27.10  																																											| Simplifying 255 yields:
% 62.10/27.10  																																											| (256)  ~ (all_0_49_49 = e4)
% 62.10/27.10  																																											|
% 62.10/27.10  																																											| Equations (943) can reduce 1283 to:
% 62.10/27.10  																																											| (49)  ~ (e4 = e0)
% 62.10/27.10  																																											|
% 62.10/27.10  																																											| From (943) and (192) follows:
% 62.10/27.10  																																											| (63092) op(e2, e1) = e4
% 62.10/27.10  																																											|
% 62.10/27.10  																																											+-Applying beta-rule and splitting (586), into two cases.
% 62.10/27.10  																																											|-Branch one:
% 62.10/27.10  																																											| (974) all_0_49_49 = e4
% 62.10/27.10  																																											|
% 62.10/27.10  																																												| Equations (974) can reduce 256 to:
% 62.10/27.10  																																												| (266) $false
% 62.10/27.10  																																												|
% 62.10/27.10  																																												|-The branch is then unsatisfiable
% 62.10/27.10  																																											|-Branch two:
% 62.10/27.10  																																											| (256)  ~ (all_0_49_49 = e4)
% 62.10/27.10  																																											| (977) all_0_49_49 = e3 | all_0_49_49 = e1 | all_0_49_49 = e0
% 62.10/27.10  																																											|
% 62.10/27.10  																																												+-Applying beta-rule and splitting (832), into two cases.
% 62.10/27.10  																																												|-Branch one:
% 62.10/27.10  																																												| (674) all_0_47_47 = e0
% 62.10/27.10  																																												|
% 62.10/27.10  																																													| Combining equations (654,674) yields a new equation:
% 62.10/27.10  																																													| (546) e1 = e0
% 62.10/27.10  																																													|
% 62.10/27.10  																																													| Simplifying 546 yields:
% 62.10/27.10  																																													| (431) e1 = e0
% 62.10/27.10  																																													|
% 62.10/27.10  																																													| Equations (431) can reduce 233 to:
% 62.10/27.10  																																													| (266) $false
% 62.10/27.10  																																													|
% 62.10/27.10  																																													|-The branch is then unsatisfiable
% 62.10/27.10  																																												|-Branch two:
% 62.10/27.10  																																												| (678)  ~ (all_0_47_47 = e0)
% 62.10/27.10  																																												| (1278) all_0_48_48 = e0 | all_0_49_49 = e0
% 62.10/27.10  																																												|
% 62.10/27.10  																																													+-Applying beta-rule and splitting (977), into two cases.
% 62.10/27.10  																																													|-Branch one:
% 62.10/27.10  																																													| (978) all_0_49_49 = e0
% 62.10/27.10  																																													|
% 62.10/27.10  																																														| Equations (978) can reduce 1064 to:
% 62.10/27.10  																																														| (435)  ~ (e1 = e0)
% 62.10/27.10  																																														|
% 62.10/27.10  																																														| Simplifying 435 yields:
% 62.10/27.10  																																														| (233)  ~ (e1 = e0)
% 62.10/27.10  																																														|
% 62.10/27.10  																																														| From (978) and (55) follows:
% 62.10/27.10  																																														| (7585) op(e2, e0) = e0
% 62.10/27.10  																																														|
% 62.10/27.10  																																														+-Applying beta-rule and splitting (56), into two cases.
% 62.10/27.10  																																														|-Branch one:
% 62.10/27.10  																																														| (696) unit = e2
% 62.10/27.10  																																														|
% 62.10/27.10  																																															| From (696) and (244) follows:
% 62.10/27.10  																																															| (264) op(e2, e4) = e4
% 62.10/27.10  																																															|
% 62.10/27.10  																																															| From (696) and (24) follows:
% 62.10/27.10  																																															| (697) op(e2, e3) = e3
% 62.10/27.10  																																															|
% 62.10/27.10  																																															| From (696) and (211) follows:
% 62.10/27.10  																																															| (1612) op(e2, e1) = e1
% 62.10/27.10  																																															|
% 62.10/27.10  																																															| From (696) and (227) follows:
% 62.10/27.10  																																															| (4284) op(e4, e2) = e4
% 62.10/27.10  																																															|
% 62.10/27.10  																																															| Instantiating formula (29) with e4, e2, e4, e0 and discharging atoms op(e4, e2) = e4, op(e4, e2) = e0, yields:
% 62.10/27.10  																																															| (397) e4 = e0
% 62.10/27.10  																																															|
% 62.10/27.10  																																															| Instantiating formula (29) with e2, e4, e4, e3 and discharging atoms op(e2, e4) = e4, op(e2, e4) = e3, yields:
% 62.10/27.10  																																															| (425) e4 = e3
% 62.10/27.10  																																															|
% 62.10/27.10  																																															| Instantiating formula (29) with e2, e3, e3, e2 and discharging atoms op(e2, e3) = e3, op(e2, e3) = e2, yields:
% 62.10/27.10  																																															| (662) e3 = e2
% 62.10/27.10  																																															|
% 62.10/27.10  																																															| Instantiating formula (29) with e2, e1, e1, e4 and discharging atoms op(e2, e1) = e4, op(e2, e1) = e1, yields:
% 62.10/27.10  																																															| (630) e4 = e1
% 62.10/27.10  																																															|
% 62.10/27.10  																																															| Combining equations (630,425) yields a new equation:
% 62.10/27.10  																																															| (455) e3 = e1
% 62.10/27.10  																																															|
% 62.10/27.10  																																															| Combining equations (397,425) yields a new equation:
% 62.10/27.10  																																															| (676) e3 = e0
% 62.10/27.10  																																															|
% 62.10/27.10  																																															| Combining equations (676,662) yields a new equation:
% 62.10/27.10  																																															| (330) e2 = e0
% 62.10/27.10  																																															|
% 62.10/27.10  																																															| Combining equations (455,662) yields a new equation:
% 62.10/27.10  																																															| (617) e2 = e1
% 62.10/27.10  																																															|
% 62.10/27.10  																																															| Combining equations (617,330) yields a new equation:
% 62.10/27.10  																																															| (546) e1 = e0
% 62.10/27.10  																																															|
% 62.10/27.10  																																															| Simplifying 546 yields:
% 62.10/27.10  																																															| (431) e1 = e0
% 62.10/27.10  																																															|
% 62.10/27.10  																																															| Equations (431) can reduce 233 to:
% 62.10/27.10  																																															| (266) $false
% 62.10/27.10  																																															|
% 62.10/27.10  																																															|-The branch is then unsatisfiable
% 62.10/27.10  																																														|-Branch two:
% 62.10/27.10  																																														| (707)  ~ (unit = e2)
% 62.10/27.10  																																														| (708) unit = e4 | unit = e3 | unit = e1 | unit = e0
% 62.10/27.10  																																														|
% 62.10/27.10  																																															+-Applying beta-rule and splitting (708), into two cases.
% 62.10/27.10  																																															|-Branch one:
% 62.10/27.10  																																															| (709) unit = e4
% 62.10/27.10  																																															|
% 62.10/27.10  																																																| From (709) and (24) follows:
% 62.10/27.11  																																																| (33325) op(e4, e3) = e3
% 62.10/27.11  																																																|
% 62.10/27.11  																																																| From (709) and (211) follows:
% 62.10/27.11  																																																| (22527) op(e4, e1) = e1
% 62.10/27.11  																																																|
% 62.10/27.11  																																																| From (709) and (32) follows:
% 62.10/27.11  																																																| (712) op(e2, e4) = e2
% 62.10/27.11  																																																|
% 62.10/27.11  																																																| From (709) and (42) follows:
% 62.10/27.11  																																																| (713) op(e0, e4) = e0
% 62.10/27.11  																																																|
% 62.10/27.11  																																																| Instantiating formula (29) with e4, e3, e3, e4 and discharging atoms op(e4, e3) = e4, op(e4, e3) = e3, yields:
% 62.10/27.11  																																																| (425) e4 = e3
% 62.10/27.11  																																																|
% 62.10/27.11  																																																| Instantiating formula (29) with e4, e1, e1, e3 and discharging atoms op(e4, e1) = e3, op(e4, e1) = e1, yields:
% 62.10/27.11  																																																| (455) e3 = e1
% 62.10/27.11  																																																|
% 62.10/27.11  																																																| Instantiating formula (29) with e2, e4, e2, e3 and discharging atoms op(e2, e4) = e3, op(e2, e4) = e2, yields:
% 62.10/27.11  																																																| (662) e3 = e2
% 62.10/27.11  																																																|
% 62.10/27.11  																																																| Instantiating formula (29) with e0, e4, e0, e4 and discharging atoms op(e0, e4) = e4, op(e0, e4) = e0, yields:
% 62.10/27.11  																																																| (397) e4 = e0
% 62.10/27.11  																																																|
% 62.10/27.11  																																																| Combining equations (425,397) yields a new equation:
% 62.10/27.11  																																																| (675) e3 = e0
% 62.10/27.11  																																																|
% 62.10/27.11  																																																| Simplifying 675 yields:
% 62.10/27.11  																																																| (676) e3 = e0
% 62.10/27.11  																																																|
% 62.10/27.11  																																																| Combining equations (455,662) yields a new equation:
% 62.10/27.11  																																																| (617) e2 = e1
% 62.10/27.11  																																																|
% 62.10/27.11  																																																| Combining equations (676,662) yields a new equation:
% 62.10/27.11  																																																| (330) e2 = e0
% 62.10/27.11  																																																|
% 62.10/27.11  																																																| Combining equations (617,330) yields a new equation:
% 62.10/27.11  																																																| (546) e1 = e0
% 62.10/27.11  																																																|
% 62.10/27.11  																																																| Simplifying 546 yields:
% 62.10/27.11  																																																| (431) e1 = e0
% 62.10/27.11  																																																|
% 62.10/27.11  																																																| Equations (431) can reduce 233 to:
% 62.10/27.11  																																																| (266) $false
% 62.10/27.11  																																																|
% 62.10/27.11  																																																|-The branch is then unsatisfiable
% 62.10/27.11  																																															|-Branch two:
% 62.10/27.11  																																															| (724)  ~ (unit = e4)
% 62.10/27.11  																																															| (725) unit = e3 | unit = e1 | unit = e0
% 62.10/27.11  																																															|
% 62.10/27.11  																																																+-Applying beta-rule and splitting (725), into two cases.
% 62.10/27.11  																																																|-Branch one:
% 62.10/27.11  																																																| (726) unit = e0
% 62.10/27.11  																																																|
% 62.10/27.11  																																																	| From (726) and (227) follows:
% 62.10/27.11  																																																	| (3205) op(e4, e0) = e4
% 62.10/27.11  																																																	|
% 62.10/27.11  																																																	| From (726) and (32) follows:
% 62.10/27.11  																																																	| (727) op(e2, e0) = e2
% 62.10/27.11  																																																	|
% 62.10/27.11  																																																	| From (726) and (28) follows:
% 62.10/27.11  																																																	| (2698) op(e1, e0) = e1
% 62.10/27.11  																																																	|
% 62.10/27.11  																																																	| Instantiating formula (29) with e4, e0, e4, e2 and discharging atoms op(e4, e0) = e4, op(e4, e0) = e2, yields:
% 62.10/27.11  																																																	| (323) e4 = e2
% 62.10/27.11  																																																	|
% 62.10/27.11  																																																	| Instantiating formula (29) with e2, e0, e2, e0 and discharging atoms op(e2, e0) = e2, op(e2, e0) = e0, yields:
% 62.10/27.11  																																																	| (330) e2 = e0
% 62.10/27.11  																																																	|
% 62.10/27.11  																																																	| Instantiating formula (29) with e1, e0, e1, e4 and discharging atoms op(e1, e0) = e4, op(e1, e0) = e1, yields:
% 62.10/27.11  																																																	| (630) e4 = e1
% 62.10/27.11  																																																	|
% 62.10/27.11  																																																	| Combining equations (630,323) yields a new equation:
% 62.10/27.11  																																																	| (617) e2 = e1
% 62.10/27.11  																																																	|
% 62.10/27.11  																																																	| Combining equations (330,617) yields a new equation:
% 62.10/27.11  																																																	| (431) e1 = e0
% 62.10/27.11  																																																	|
% 62.10/27.11  																																																	| Equations (431) can reduce 233 to:
% 62.10/27.11  																																																	| (266) $false
% 62.10/27.11  																																																	|
% 62.10/27.11  																																																	|-The branch is then unsatisfiable
% 62.10/27.11  																																																|-Branch two:
% 62.10/27.11  																																																| (734)  ~ (unit = e0)
% 62.10/27.11  																																																| (735) unit = e3 | unit = e1
% 62.10/27.11  																																																|
% 62.10/27.11  																																																	+-Applying beta-rule and splitting (735), into two cases.
% 62.10/27.11  																																																	|-Branch one:
% 62.10/27.11  																																																	| (736) unit = e1
% 62.10/27.11  																																																	|
% 62.10/27.11  																																																		| Equations (736) can reduce 734 to:
% 62.10/27.11  																																																		| (233)  ~ (e1 = e0)
% 62.10/27.11  																																																		|
% 62.10/27.11  																																																		| From (736) and (24) follows:
% 62.10/27.11  																																																		| (1934) op(e1, e3) = e3
% 62.10/27.11  																																																		|
% 62.10/27.11  																																																		| From (736) and (209) follows:
% 62.10/27.11  																																																		| (2715) op(e1, e0) = e0
% 62.10/27.11  																																																		|
% 62.10/27.11  																																																		| From (736) and (227) follows:
% 62.10/27.11  																																																		| (739) op(e4, e1) = e4
% 62.10/27.11  																																																		|
% 62.10/27.11  																																																		| From (736) and (32) follows:
% 62.10/27.11  																																																		| (347) op(e2, e1) = e2
% 62.10/27.11  																																																		|
% 62.10/27.11  																																																		| Instantiating formula (29) with e4, e1, e4, e3 and discharging atoms op(e4, e1) = e4, op(e4, e1) = e3, yields:
% 62.10/27.11  																																																		| (425) e4 = e3
% 62.10/27.11  																																																		|
% 62.10/27.11  																																																		| Instantiating formula (29) with e2, e1, e2, e4 and discharging atoms op(e2, e1) = e4, op(e2, e1) = e2, yields:
% 62.10/27.11  																																																		| (323) e4 = e2
% 62.10/27.11  																																																		|
% 62.10/27.11  																																																		| Instantiating formula (29) with e1, e3, e3, e1 and discharging atoms op(e1, e3) = e3, op(e1, e3) = e1, yields:
% 62.10/27.11  																																																		| (455) e3 = e1
% 62.10/27.11  																																																		|
% 62.10/27.11  																																																		| Instantiating formula (29) with e1, e0, e0, e4 and discharging atoms op(e1, e0) = e4, op(e1, e0) = e0, yields:
% 62.10/27.11  																																																		| (397) e4 = e0
% 62.10/27.11  																																																		|
% 62.10/27.11  																																																		| Combining equations (397,323) yields a new equation:
% 62.10/27.11  																																																		| (330) e2 = e0
% 62.10/27.11  																																																		|
% 62.10/27.11  																																																		| Combining equations (425,323) yields a new equation:
% 62.10/27.11  																																																		| (661) e3 = e2
% 62.10/27.11  																																																		|
% 62.10/27.11  																																																		| Simplifying 661 yields:
% 62.10/27.11  																																																		| (662) e3 = e2
% 62.10/27.11  																																																		|
% 62.10/27.11  																																																		| Combining equations (662,455) yields a new equation:
% 62.10/27.11  																																																		| (616) e2 = e1
% 62.10/27.11  																																																		|
% 62.10/27.11  																																																		| Simplifying 616 yields:
% 62.10/27.11  																																																		| (617) e2 = e1
% 62.10/27.11  																																																		|
% 62.10/27.11  																																																		| Combining equations (617,330) yields a new equation:
% 62.10/27.11  																																																		| (546) e1 = e0
% 62.10/27.11  																																																		|
% 62.10/27.11  																																																		| Simplifying 546 yields:
% 62.10/27.11  																																																		| (431) e1 = e0
% 62.10/27.11  																																																		|
% 62.10/27.11  																																																		| Equations (431) can reduce 233 to:
% 62.10/27.11  																																																		| (266) $false
% 62.10/27.11  																																																		|
% 62.10/27.11  																																																		|-The branch is then unsatisfiable
% 62.10/27.11  																																																	|-Branch two:
% 62.10/27.11  																																																	| (748)  ~ (unit = e1)
% 62.10/27.11  																																																	| (749) unit = e3
% 62.10/27.11  																																																	|
% 62.10/27.11  																																																		| From (749) and (209) follows:
% 62.10/27.11  																																																		| (1667) op(e3, e0) = e0
% 62.10/27.11  																																																		|
% 62.10/27.11  																																																		| Instantiating formula (29) with e3, e0, e0, e1 and discharging atoms op(e3, e0) = e1, op(e3, e0) = e0, yields:
% 62.10/27.11  																																																		| (431) e1 = e0
% 62.10/27.11  																																																		|
% 62.10/27.11  																																																		| Equations (431) can reduce 233 to:
% 62.10/27.11  																																																		| (266) $false
% 62.10/27.11  																																																		|
% 62.10/27.11  																																																		|-The branch is then unsatisfiable
% 62.10/27.11  																																													|-Branch two:
% 62.10/27.11  																																													| (487)  ~ (all_0_49_49 = e0)
% 62.10/27.11  																																													| (981) all_0_49_49 = e3 | all_0_49_49 = e1
% 62.10/27.11  																																													|
% 62.10/27.11  																																														+-Applying beta-rule and splitting (1278), into two cases.
% 62.10/27.11  																																														|-Branch one:
% 62.10/27.11  																																														| (1279) all_0_48_48 = e0
% 62.10/27.11  																																														|
% 62.10/27.11  																																															| Combining equations (943,1279) yields a new equation:
% 62.10/27.11  																																															| (481) e4 = e0
% 62.10/27.11  																																															|
% 62.10/27.11  																																															| Simplifying 481 yields:
% 62.10/27.11  																																															| (397) e4 = e0
% 62.10/27.11  																																															|
% 62.10/27.11  																																															| Equations (397) can reduce 49 to:
% 62.10/27.11  																																															| (266) $false
% 62.10/27.11  																																															|
% 62.10/27.11  																																															|-The branch is then unsatisfiable
% 62.10/27.11  																																														|-Branch two:
% 62.10/27.11  																																														| (1283)  ~ (all_0_48_48 = e0)
% 62.10/27.11  																																														| (978) all_0_49_49 = e0
% 62.10/27.11  																																														|
% 62.10/27.11  																																															| Equations (978) can reduce 487 to:
% 62.10/27.11  																																															| (266) $false
% 62.10/27.11  																																															|
% 62.10/27.11  																																															|-The branch is then unsatisfiable
% 62.10/27.11  																																										|-Branch two:
% 62.10/27.11  																																										| (254)  ~ (all_0_48_48 = e4)
% 62.10/27.11  																																										| (947) all_0_52_52 = e4 | all_0_57_57 = e4
% 62.10/27.11  																																										|
% 62.10/27.11  																																											+-Applying beta-rule and splitting (206), into two cases.
% 62.10/27.11  																																											|-Branch one:
% 62.10/27.11  																																											| (248) all_0_45_45 = e4
% 62.10/27.11  																																											|
% 62.10/27.11  																																												| Combining equations (248,423) yields a new equation:
% 62.10/27.11  																																												| (424) e4 = e3
% 62.10/27.11  																																												|
% 62.10/27.11  																																												| Simplifying 424 yields:
% 62.10/27.11  																																												| (425) e4 = e3
% 62.10/27.11  																																												|
% 62.10/27.11  																																												| Equations (425) can reduce 188 to:
% 62.10/27.11  																																												| (266) $false
% 62.10/27.11  																																												|
% 62.10/27.11  																																												|-The branch is then unsatisfiable
% 62.10/27.11  																																											|-Branch two:
% 62.10/27.11  																																											| (60416)  ~ (all_0_45_45 = e4)
% 62.10/27.11  																																											| (61457) all_0_46_46 = e4 | all_0_47_47 = e4 | all_0_48_48 = e4 | all_0_49_49 = e4
% 62.10/27.11  																																											|
% 62.10/27.11  																																												+-Applying beta-rule and splitting (832), into two cases.
% 62.10/27.11  																																												|-Branch one:
% 62.10/27.11  																																												| (674) all_0_47_47 = e0
% 62.10/27.11  																																												|
% 62.10/27.11  																																													| Combining equations (654,674) yields a new equation:
% 62.10/27.11  																																													| (546) e1 = e0
% 62.10/27.11  																																													|
% 62.10/27.11  																																													| Simplifying 546 yields:
% 62.10/27.11  																																													| (431) e1 = e0
% 62.10/27.11  																																													|
% 62.10/27.11  																																													| Equations (431) can reduce 233 to:
% 62.10/27.11  																																													| (266) $false
% 62.10/27.11  																																													|
% 62.10/27.11  																																													|-The branch is then unsatisfiable
% 62.10/27.11  																																												|-Branch two:
% 62.10/27.11  																																												| (678)  ~ (all_0_47_47 = e0)
% 62.10/27.11  																																												| (1278) all_0_48_48 = e0 | all_0_49_49 = e0
% 62.10/27.11  																																												|
% 62.10/27.11  																																													+-Applying beta-rule and splitting (445), into two cases.
% 62.10/27.11  																																													|-Branch one:
% 62.10/27.11  																																													| (871) all_0_57_57 = e4
% 62.10/27.11  																																													|
% 62.10/27.11  																																														| Equations (871) can reduce 839 to:
% 62.10/27.11  																																														| (266) $false
% 62.10/27.11  																																														|
% 62.10/27.11  																																														|-The branch is then unsatisfiable
% 62.10/27.11  																																													|-Branch two:
% 62.10/27.11  																																													| (839)  ~ (all_0_57_57 = e4)
% 62.10/27.11  																																													| (874) all_0_57_57 = e1 | all_0_57_57 = e0
% 62.10/27.11  																																													|
% 62.10/27.11  																																														+-Applying beta-rule and splitting (1278), into two cases.
% 62.10/27.11  																																														|-Branch one:
% 62.10/27.11  																																														| (1279) all_0_48_48 = e0
% 62.10/27.11  																																														|
% 62.10/27.11  																																															| Equations (1279) can reduce 1283 to:
% 62.10/27.11  																																															| (266) $false
% 62.10/27.11  																																															|
% 62.10/27.11  																																															|-The branch is then unsatisfiable
% 62.10/27.11  																																														|-Branch two:
% 62.10/27.11  																																														| (1283)  ~ (all_0_48_48 = e0)
% 62.10/27.11  																																														| (978) all_0_49_49 = e0
% 62.10/27.11  																																														|
% 62.10/27.11  																																															| Equations (978) can reduce 256 to:
% 62.10/27.11  																																															| (401)  ~ (e4 = e0)
% 62.10/27.11  																																															|
% 62.10/27.11  																																															| Simplifying 401 yields:
% 62.10/27.11  																																															| (49)  ~ (e4 = e0)
% 62.10/27.11  																																															|
% 62.10/27.11  																																															+-Applying beta-rule and splitting (874), into two cases.
% 62.10/27.11  																																															|-Branch one:
% 62.10/27.11  																																															| (875) all_0_57_57 = e0
% 62.10/27.11  																																															|
% 62.10/27.11  																																																| Equations (875) can reduce 364 to:
% 62.10/27.11  																																																| (266) $false
% 62.10/27.11  																																																|
% 62.10/27.11  																																																|-The branch is then unsatisfiable
% 62.10/27.11  																																															|-Branch two:
% 62.10/27.11  																																															| (364)  ~ (all_0_57_57 = e0)
% 62.10/27.11  																																															| (647) all_0_57_57 = e1
% 62.10/27.11  																																															|
% 62.10/27.11  																																																| Equations (647) can reduce 839 to:
% 62.10/27.11  																																																| (602)  ~ (e4 = e1)
% 62.10/27.11  																																																|
% 62.10/27.11  																																																| Simplifying 602 yields:
% 62.10/27.11  																																																| (110)  ~ (e4 = e1)
% 62.10/27.11  																																																|
% 62.10/27.11  																																																+-Applying beta-rule and splitting (61457), into two cases.
% 62.10/27.11  																																																|-Branch one:
% 62.10/27.11  																																																| (770) all_0_46_46 = e4
% 62.10/27.11  																																																|
% 62.10/27.11  																																																	| Combining equations (770,1794) yields a new equation:
% 62.10/27.11  																																																	| (322) e4 = e2
% 62.10/27.11  																																																	|
% 62.10/27.11  																																																	| Simplifying 322 yields:
% 62.10/27.11  																																																	| (323) e4 = e2
% 62.10/27.11  																																																	|
% 62.10/27.11  																																																	| Equations (323) can reduce 48 to:
% 62.10/27.11  																																																	| (266) $false
% 62.10/27.11  																																																	|
% 62.10/27.11  																																																	|-The branch is then unsatisfiable
% 62.10/27.11  																																																|-Branch two:
% 62.10/27.11  																																																| (250)  ~ (all_0_46_46 = e4)
% 62.10/27.12  																																																| (61466) all_0_47_47 = e4 | all_0_48_48 = e4 | all_0_49_49 = e4
% 62.10/27.12  																																																|
% 62.10/27.12  																																																	+-Applying beta-rule and splitting (61466), into two cases.
% 62.10/27.12  																																																	|-Branch one:
% 62.10/27.12  																																																	| (1790) all_0_47_47 = e4
% 62.10/27.12  																																																	|
% 62.10/27.12  																																																		| Combining equations (654,1790) yields a new equation:
% 62.10/27.12  																																																		| (630) e4 = e1
% 62.10/27.12  																																																		|
% 62.10/27.12  																																																		| Equations (630) can reduce 110 to:
% 62.10/27.12  																																																		| (266) $false
% 62.10/27.12  																																																		|
% 62.10/27.12  																																																		|-The branch is then unsatisfiable
% 62.10/27.12  																																																	|-Branch two:
% 62.10/27.12  																																																	| (252)  ~ (all_0_47_47 = e4)
% 62.10/27.12  																																																	| (61479) all_0_48_48 = e4 | all_0_49_49 = e4
% 62.10/27.12  																																																	|
% 62.10/27.12  																																																		+-Applying beta-rule and splitting (61479), into two cases.
% 62.10/27.12  																																																		|-Branch one:
% 62.10/27.12  																																																		| (943) all_0_48_48 = e4
% 62.10/27.12  																																																		|
% 62.10/27.12  																																																			| Equations (943) can reduce 254 to:
% 62.10/27.12  																																																			| (266) $false
% 62.10/27.12  																																																			|
% 62.10/27.12  																																																			|-The branch is then unsatisfiable
% 62.10/27.12  																																																		|-Branch two:
% 62.10/27.12  																																																		| (254)  ~ (all_0_48_48 = e4)
% 62.10/27.12  																																																		| (974) all_0_49_49 = e4
% 62.10/27.12  																																																		|
% 62.10/27.12  																																																			| Combining equations (978,974) yields a new equation:
% 62.10/27.12  																																																			| (397) e4 = e0
% 62.10/27.12  																																																			|
% 62.10/27.12  																																																			| Equations (397) can reduce 49 to:
% 62.10/27.12  																																																			| (266) $false
% 62.10/27.12  																																																			|
% 62.10/27.12  																																																			|-The branch is then unsatisfiable
% 62.10/27.12  																																								|-Branch two:
% 62.10/27.12  																																								| (1453)  ~ (all_0_53_53 = e4)
% 62.10/27.12  																																								| (1694) all_0_53_53 = e3 | all_0_53_53 = e1
% 62.10/27.12  																																								|
% 62.10/27.12  																																									+-Applying beta-rule and splitting (1694), into two cases.
% 62.10/27.12  																																									|-Branch one:
% 62.10/27.12  																																									| (1208) all_0_53_53 = e1
% 62.10/27.12  																																									|
% 62.10/27.12  																																										| Equations (1208) can reduce 1459 to:
% 62.10/27.12  																																										| (266) $false
% 62.10/27.12  																																										|
% 62.10/27.12  																																										|-The branch is then unsatisfiable
% 62.10/27.12  																																									|-Branch two:
% 62.10/27.12  																																									| (1459)  ~ (all_0_53_53 = e1)
% 62.10/27.12  																																									| (665) all_0_53_53 = e3
% 62.10/27.12  																																									|
% 62.10/27.12  																																										| Equations (665) can reduce 903 to:
% 62.10/27.12  																																										| (266) $false
% 62.10/27.12  																																										|
% 62.10/27.12  																																										|-The branch is then unsatisfiable
% 62.10/27.12  																																			|-Branch two:
% 62.10/27.12  																																			| (803)  ~ (all_0_55_55 = e0)
% 62.10/27.12  																																			| (863) all_0_56_56 = e0 | all_0_57_57 = e0 | all_0_58_58 = e0
% 62.10/27.12  																																			|
% 62.10/27.12  																																				+-Applying beta-rule and splitting (75), into two cases.
% 62.10/27.12  																																				|-Branch one:
% 62.10/27.12  																																				| (485) all_0_40_40 = e0
% 62.10/27.12  																																				|
% 62.10/27.12  																																					| Combining equations (313,485) yields a new equation:
% 62.10/27.12  																																					| (391) e2 = e0
% 62.10/27.12  																																					|
% 62.10/27.12  																																					| Simplifying 391 yields:
% 62.10/27.12  																																					| (330) e2 = e0
% 62.10/27.12  																																					|
% 62.10/27.12  																																					| Equations (330) can reduce 128 to:
% 62.10/27.12  																																					| (266) $false
% 62.10/27.12  																																					|
% 62.10/27.12  																																					|-The branch is then unsatisfiable
% 62.10/27.12  																																				|-Branch two:
% 62.10/27.12  																																				| (1401)  ~ (all_0_40_40 = e0)
% 62.10/27.12  																																				| (1748) all_0_44_44 = e0 | all_0_49_49 = e0 | all_0_58_58 = e0
% 62.10/27.12  																																				|
% 62.10/27.12  																																					| Equations (313) can reduce 1401 to:
% 62.10/27.12  																																					| (128)  ~ (e2 = e0)
% 62.10/27.12  																																					|
% 62.10/27.12  																																					+-Applying beta-rule and splitting (895), into two cases.
% 62.10/27.12  																																					|-Branch one:
% 62.10/27.12  																																					| (538) all_0_46_46 = e0
% 62.10/27.12  																																					|
% 62.10/27.12  																																						| Combining equations (1794,538) yields a new equation:
% 62.10/27.12  																																						| (391) e2 = e0
% 62.10/27.12  																																						|
% 62.10/27.12  																																						| Simplifying 391 yields:
% 62.10/27.12  																																						| (330) e2 = e0
% 62.10/27.12  																																						|
% 62.10/27.12  																																						| Equations (330) can reduce 128 to:
% 62.10/27.12  																																						| (266) $false
% 62.10/27.12  																																						|
% 62.10/27.12  																																						|-The branch is then unsatisfiable
% 62.10/27.12  																																					|-Branch two:
% 62.10/27.12  																																					| (831)  ~ (all_0_46_46 = e0)
% 62.10/27.12  																																					| (858) all_0_55_55 = e0
% 62.10/27.12  																																					|
% 62.10/27.12  																																						| Equations (858) can reduce 803 to:
% 62.10/27.12  																																						| (266) $false
% 62.10/27.12  																																						|
% 62.10/27.12  																																						|-The branch is then unsatisfiable
% 62.10/27.12  																																|-Branch two:
% 62.10/27.12  																																| (5470)  ~ (all_0_43_43 = e0)
% 62.10/27.12  																																| (430) all_0_43_43 = e1
% 62.10/27.12  																																|
% 62.10/27.12  																																	| Equations (430) can reduce 433 to:
% 62.10/27.12  																																	| (266) $false
% 62.10/27.12  																																	|
% 62.10/27.12  																																	|-The branch is then unsatisfiable
% 62.10/27.13  																														|-Branch two:
% 62.10/27.13  																														| (1890)  ~ (all_0_42_42 = e4)
% 62.10/27.13  																														| (1969) all_0_42_42 = e3 | all_0_42_42 = e1 | all_0_42_42 = e0
% 62.10/27.13  																														|
% 62.10/27.13  																															+-Applying beta-rule and splitting (1969), into two cases.
% 62.10/27.13  																															|-Branch one:
% 62.10/27.13  																															| (559) all_0_42_42 = e0
% 62.10/27.13  																															|
% 62.10/27.13  																																| Equations (559) can reduce 358 to:
% 62.10/27.13  																																| (266) $false
% 62.10/27.13  																																|
% 62.10/27.13  																																|-The branch is then unsatisfiable
% 62.10/27.13  																															|-Branch two:
% 62.10/27.13  																															| (358)  ~ (all_0_42_42 = e0)
% 62.10/27.13  																															| (2510) all_0_42_42 = e3 | all_0_42_42 = e1
% 62.10/27.13  																															|
% 62.10/27.13  																																+-Applying beta-rule and splitting (2510), into two cases.
% 62.10/27.13  																																|-Branch one:
% 62.10/27.13  																																| (459) all_0_42_42 = e1
% 62.10/27.13  																																|
% 62.10/27.13  																																	| Equations (459) can reduce 1380 to:
% 62.10/27.13  																																	| (266) $false
% 62.10/27.13  																																	|
% 62.10/27.13  																																	|-The branch is then unsatisfiable
% 62.10/27.13  																																|-Branch two:
% 62.10/27.13  																																| (1380)  ~ (all_0_42_42 = e1)
% 62.10/27.13  																																| (516) all_0_42_42 = e3
% 62.10/27.13  																																|
% 62.10/27.13  																																	| Equations (516) can reduce 405 to:
% 62.10/27.13  																																	| (266) $false
% 62.10/27.13  																																	|
% 62.10/27.13  																																	|-The branch is then unsatisfiable
% 62.10/27.13  																													|-Branch two:
% 62.10/27.13  																													| (639)  ~ (all_0_44_44 = e1)
% 62.10/27.13  																													| (640) all_0_49_49 = e1 | all_0_53_53 = e1 | all_0_58_58 = e1
% 62.10/27.13  																													|
% 62.10/27.13  																														+-Applying beta-rule and splitting (1092), into two cases.
% 62.10/27.13  																														|-Branch one:
% 62.10/27.13  																														| (660) all_0_51_51 = e3
% 62.10/27.13  																														|
% 62.10/27.13  																															| Equations (660) can reduce 464 to:
% 62.10/27.13  																															| (213)  ~ (e3 = e1)
% 62.10/27.13  																															|
% 62.10/27.13  																															+-Applying beta-rule and splitting (640), into two cases.
% 62.10/27.13  																															|-Branch one:
% 62.10/27.13  																															| (671) all_0_49_49 = e1
% 62.10/27.13  																															|
% 62.10/27.13  																																| Equations (671) can reduce 1064 to:
% 62.10/27.13  																																| (266) $false
% 62.10/27.13  																																|
% 62.10/27.13  																																|-The branch is then unsatisfiable
% 62.10/27.13  																															|-Branch two:
% 62.10/27.13  																															| (1064)  ~ (all_0_49_49 = e1)
% 62.10/27.13  																															| (2141) all_0_53_53 = e1 | all_0_58_58 = e1
% 62.10/27.13  																															|
% 62.10/27.13  																																+-Applying beta-rule and splitting (2141), into two cases.
% 62.10/27.13  																																|-Branch one:
% 62.10/27.13  																																| (1208) all_0_53_53 = e1
% 62.10/27.13  																																|
% 62.10/27.13  																																	| Equations (1208) can reduce 1459 to:
% 62.10/27.13  																																	| (266) $false
% 62.10/27.13  																																	|
% 62.10/27.13  																																	|-The branch is then unsatisfiable
% 62.10/27.13  																																|-Branch two:
% 62.10/27.13  																																| (1459)  ~ (all_0_53_53 = e1)
% 62.10/27.13  																																| (918) all_0_58_58 = e1
% 62.10/27.13  																																|
% 62.10/27.13  																																	| Combining equations (918,795) yields a new equation:
% 62.10/27.13  																																	| (455) e3 = e1
% 62.10/27.13  																																	|
% 62.10/27.13  																																	| Equations (455) can reduce 213 to:
% 62.10/27.13  																																	| (266) $false
% 62.10/27.13  																																	|
% 62.10/27.13  																																	|-The branch is then unsatisfiable
% 62.10/27.13  																														|-Branch two:
% 62.10/27.13  																														| (664)  ~ (all_0_51_51 = e3)
% 62.10/27.13  																														| (1097) all_0_56_56 = e3
% 62.10/27.13  																														|
% 62.10/27.13  																															| Combining equations (1097,833) yields a new equation:
% 62.10/27.13  																															| (661) e3 = e2
% 62.10/27.13  																															|
% 62.10/27.13  																															| Simplifying 661 yields:
% 62.10/27.13  																															| (662) e3 = e2
% 62.10/27.13  																															|
% 62.10/27.13  																															| Equations (662) can reduce 212 to:
% 62.10/27.13  																															| (266) $false
% 62.10/27.13  																															|
% 62.10/27.13  																															|-The branch is then unsatisfiable
% 62.10/27.13  																					|-Branch two:
% 62.10/27.13  																					| (1898)  ~ (all_0_41_41 = e3)
% 62.10/27.13  																					| (1923) all_0_46_46 = e3 | all_0_50_50 = e3 | all_0_55_55 = e3
% 62.10/27.13  																					|
% 62.10/27.13  																						+-Applying beta-rule and splitting (27), into two cases.
% 62.10/27.13  																						|-Branch one:
% 62.10/27.13  																						| (437) all_0_41_41 = e4
% 62.10/27.13  																						|
% 62.10/27.13  																							| Equations (437) can reduce 440 to:
% 62.10/27.13  																							| (266) $false
% 62.10/27.13  																							|
% 62.10/27.13  																							|-The branch is then unsatisfiable
% 62.10/27.13  																						|-Branch two:
% 62.10/27.13  																						| (440)  ~ (all_0_41_41 = e4)
% 62.10/27.13  																						| (4049) all_0_41_41 = e3 | all_0_41_41 = e1 | all_0_41_41 = e0
% 62.10/27.13  																						|
% 62.10/27.13  																							+-Applying beta-rule and splitting (1923), into two cases.
% 62.10/27.13  																							|-Branch one:
% 62.10/27.13  																							| (1557) all_0_46_46 = e3
% 62.10/27.13  																							|
% 62.10/27.13  																								| Combining equations (1794,1557) yields a new equation:
% 62.10/27.13  																								| (662) e3 = e2
% 62.10/27.13  																								|
% 62.10/27.13  																								| Equations (662) can reduce 212 to:
% 62.10/27.13  																								| (266) $false
% 62.10/27.13  																								|
% 62.10/27.13  																								|-The branch is then unsatisfiable
% 62.10/27.13  																							|-Branch two:
% 62.10/27.13  																							| (409)  ~ (all_0_46_46 = e3)
% 62.10/27.13  																							| (4042) all_0_50_50 = e3 | all_0_55_55 = e3
% 62.10/27.13  																							|
% 62.10/27.13  																								+-Applying beta-rule and splitting (4049), into two cases.
% 62.10/27.13  																								|-Branch one:
% 62.10/27.13  																								| (794) all_0_41_41 = e0
% 62.10/27.13  																								|
% 62.10/27.13  																									| Equations (794) can reduce 214 to:
% 62.10/27.13  																									| (5565)  ~ (all_0_42_42 = e0)
% 62.10/27.13  																									|
% 62.10/27.13  																									| Simplifying 5565 yields:
% 62.10/27.13  																									| (358)  ~ (all_0_42_42 = e0)
% 62.10/27.13  																									|
% 62.10/27.13  																									| Equations (794) can reduce 31 to:
% 62.10/27.13  																									| (33173)  ~ (all_0_43_43 = e0)
% 62.10/27.13  																									|
% 62.10/27.13  																									| Simplifying 33173 yields:
% 62.10/27.13  																									| (5470)  ~ (all_0_43_43 = e0)
% 62.10/27.13  																									|
% 62.10/27.13  																									| Equations (794) can reduce 191 to:
% 62.10/27.13  																									| (4444)  ~ (all_0_55_55 = e0)
% 62.10/27.13  																									|
% 62.10/27.13  																									| Simplifying 4444 yields:
% 62.10/27.13  																									| (803)  ~ (all_0_55_55 = e0)
% 62.10/27.13  																									|
% 62.10/27.13  																									| Equations (794) can reduce 440 to:
% 62.10/27.13  																									| (401)  ~ (e4 = e0)
% 62.10/27.13  																									|
% 62.10/27.13  																									| Simplifying 401 yields:
% 62.10/27.13  																									| (49)  ~ (e4 = e0)
% 62.10/27.13  																									|
% 62.10/27.13  																									| Equations (794) can reduce 85 to:
% 62.10/27.13  																									| (365)  ~ (e2 = e0)
% 62.10/27.13  																									|
% 62.10/27.13  																									| Simplifying 365 yields:
% 62.10/27.13  																									| (128)  ~ (e2 = e0)
% 62.10/27.13  																									|
% 62.10/27.13  																									| Equations (794) can reduce 457 to:
% 62.10/27.13  																									| (435)  ~ (e1 = e0)
% 62.10/27.13  																									|
% 62.10/27.13  																									| Simplifying 435 yields:
% 62.10/27.13  																									| (233)  ~ (e1 = e0)
% 62.10/27.13  																									|
% 62.10/27.13  																									+-Applying beta-rule and splitting (4042), into two cases.
% 62.10/27.13  																									|-Branch one:
% 62.10/27.13  																									| (415) all_0_50_50 = e3
% 62.10/27.13  																									|
% 62.10/27.13  																										| Combining equations (601,415) yields a new equation:
% 62.10/27.13  																										| (455) e3 = e1
% 62.10/27.13  																										|
% 62.10/27.13  																										| Equations (455) can reduce 213 to:
% 62.10/27.13  																										| (266) $false
% 62.10/27.13  																										|
% 62.10/27.13  																										|-The branch is then unsatisfiable
% 62.10/27.13  																									|-Branch two:
% 62.10/27.13  																									| (411)  ~ (all_0_50_50 = e3)
% 62.10/27.13  																									| (2336) all_0_55_55 = e3
% 62.10/27.13  																									|
% 62.10/27.13  																										| Equations (2336) can reduce 81 to:
% 62.10/27.13  																										| (273)  ~ (all_0_57_57 = e3)
% 62.10/27.13  																										|
% 62.10/27.13  																										| Simplifying 273 yields:
% 62.10/27.13  																										| (67)  ~ (all_0_57_57 = e3)
% 62.10/27.13  																										|
% 62.10/27.13  																										| Equations (2336) can reduce 3 to:
% 62.10/27.13  																										| (275)  ~ (all_0_58_58 = e3)
% 62.10/27.13  																										|
% 62.10/27.13  																										| Simplifying 275 yields:
% 62.10/27.13  																										| (276)  ~ (all_0_58_58 = e3)
% 62.10/27.13  																										|
% 62.10/27.13  																										| Equations (2336) can reduce 763 to:
% 62.10/27.13  																										| (277)  ~ (e4 = e3)
% 62.10/27.13  																										|
% 62.10/27.13  																										| Simplifying 277 yields:
% 62.10/27.13  																										| (188)  ~ (e4 = e3)
% 62.10/27.13  																										|
% 62.10/27.13  																										| Equations (2336) can reduce 803 to:
% 62.10/27.13  																										| (80)  ~ (e3 = e0)
% 62.10/27.13  																										|
% 62.10/27.13  																										| From (2336) and (74) follows:
% 62.10/27.13  																										| (2208) op(e0, e3) = e3
% 62.10/27.13  																										|
% 62.10/27.13  																										+-Applying beta-rule and splitting (4), into two cases.
% 62.10/27.13  																										|-Branch one:
% 62.10/27.13  																										| (356) all_0_43_43 = e0
% 62.10/27.13  																										|
% 62.10/27.13  																											| Equations (356) can reduce 5470 to:
% 62.10/27.13  																											| (266) $false
% 62.10/27.13  																											|
% 62.10/27.13  																											|-The branch is then unsatisfiable
% 62.10/27.13  																										|-Branch two:
% 62.10/27.13  																										| (5470)  ~ (all_0_43_43 = e0)
% 62.10/27.13  																										| (5471) all_0_48_48 = e0 | all_0_57_57 = e0
% 62.10/27.13  																										|
% 62.10/27.13  																											+-Applying beta-rule and splitting (113), into two cases.
% 62.10/27.13  																											|-Branch one:
% 62.10/27.13  																											| (403) all_0_41_41 = e3
% 62.10/27.13  																											|
% 62.10/27.13  																												| Combining equations (794,403) yields a new equation:
% 62.10/27.13  																												| (676) e3 = e0
% 62.10/27.13  																												|
% 62.10/27.13  																												| Equations (676) can reduce 80 to:
% 62.10/27.13  																												| (266) $false
% 62.10/27.13  																												|
% 62.10/27.13  																												|-The branch is then unsatisfiable
% 62.10/27.13  																											|-Branch two:
% 62.10/27.13  																											| (1898)  ~ (all_0_41_41 = e3)
% 62.10/27.13  																											| (1899) all_0_42_42 = e3 | all_0_44_44 = e3
% 62.10/27.13  																											|
% 62.10/27.13  																												+-Applying beta-rule and splitting (195), into two cases.
% 62.10/27.13  																												|-Branch one:
% 62.10/27.13  																												| (396) all_0_43_43 = e4
% 62.10/27.13  																												|
% 62.10/27.13  																													| Equations (396) can reduce 240 to:
% 62.10/27.13  																													| (1890)  ~ (all_0_42_42 = e4)
% 62.10/27.13  																													|
% 62.10/27.13  																													| Equations (396) can reduce 159 to:
% 62.14/27.13  																													| (1903)  ~ (all_0_44_44 = e4)
% 62.14/27.13  																													|
% 62.14/27.13  																													| Simplifying 1903 yields:
% 62.14/27.13  																													| (1390)  ~ (all_0_44_44 = e4)
% 62.14/27.13  																													|
% 62.14/27.13  																													| Equations (396) can reduce 17 to:
% 62.14/27.13  																													| (253)  ~ (all_0_48_48 = e4)
% 62.14/27.13  																													|
% 62.14/27.13  																													| Simplifying 253 yields:
% 62.14/27.13  																													| (254)  ~ (all_0_48_48 = e4)
% 62.14/27.13  																													|
% 62.14/27.13  																													| Equations (396) can reduce 99 to:
% 62.14/27.13  																													| (188)  ~ (e4 = e3)
% 62.14/27.13  																													|
% 62.14/27.13  																													| Equations (396) can reduce 96 to:
% 62.14/27.13  																													| (48)  ~ (e4 = e2)
% 62.14/27.13  																													|
% 62.14/27.13  																													| Equations (396) can reduce 5470 to:
% 62.14/27.13  																													| (49)  ~ (e4 = e0)
% 62.14/27.13  																													|
% 62.14/27.13  																													| From (396) and (37) follows:
% 62.14/27.13  																													| (5492) op(e3, e1) = e4
% 62.14/27.13  																													|
% 62.14/27.13  																													+-Applying beta-rule and splitting (103), into two cases.
% 62.14/27.13  																													|-Branch one:
% 62.14/27.13  																													| (453) all_0_41_41 = e1
% 62.14/27.13  																													|
% 62.14/27.13  																														| Combining equations (794,453) yields a new equation:
% 62.14/27.13  																														| (431) e1 = e0
% 62.14/27.13  																														|
% 62.14/27.14  																														| Equations (431) can reduce 233 to:
% 62.14/27.14  																														| (266) $false
% 62.14/27.14  																														|
% 62.14/27.14  																														|-The branch is then unsatisfiable
% 62.14/27.14  																													|-Branch two:
% 62.14/27.14  																													| (457)  ~ (all_0_41_41 = e1)
% 62.14/27.14  																													| (458) all_0_42_42 = e1 | all_0_43_43 = e1 | all_0_44_44 = e1
% 62.14/27.14  																													|
% 62.14/27.14  																														+-Applying beta-rule and splitting (228), into two cases.
% 62.14/27.14  																														|-Branch one:
% 62.14/27.14  																														| (335) all_0_48_48 = e2
% 62.14/27.14  																														|
% 62.14/27.14  																															| Equations (335) can reduce 810 to:
% 62.14/27.14  																															| (266) $false
% 62.14/27.14  																															|
% 62.14/27.14  																															|-The branch is then unsatisfiable
% 62.14/27.14  																														|-Branch two:
% 62.14/27.14  																														| (810)  ~ (all_0_48_48 = e2)
% 62.14/27.14  																														| (10218) all_0_48_48 = e4 | all_0_48_48 = e1 | all_0_48_48 = e0
% 62.14/27.14  																														|
% 62.14/27.14  																															+-Applying beta-rule and splitting (130), into two cases.
% 62.14/27.14  																															|-Branch one:
% 62.14/27.14  																															| (430) all_0_43_43 = e1
% 62.14/27.14  																															|
% 62.14/27.14  																																| Combining equations (430,396) yields a new equation:
% 62.14/27.14  																																| (630) e4 = e1
% 62.14/27.14  																																|
% 62.14/27.14  																																| Equations (630) can reduce 110 to:
% 62.14/27.14  																																| (266) $false
% 62.14/27.14  																																|
% 62.14/27.14  																																|-The branch is then unsatisfiable
% 62.14/27.14  																															|-Branch two:
% 62.14/27.14  																															| (433)  ~ (all_0_43_43 = e1)
% 62.14/27.14  																															| (434) all_0_48_48 = e1 | all_0_52_52 = e1 | all_0_57_57 = e1
% 62.14/27.14  																															|
% 62.14/27.14  																																| Equations (396) can reduce 433 to:
% 62.14/27.14  																																| (110)  ~ (e4 = e1)
% 62.14/27.14  																																|
% 62.14/27.14  																																+-Applying beta-rule and splitting (458), into two cases.
% 62.14/27.14  																																|-Branch one:
% 62.14/27.14  																																| (459) all_0_42_42 = e1
% 62.14/27.14  																																|
% 62.14/27.14  																																	| Equations (459) can reduce 1380 to:
% 62.14/27.14  																																	| (266) $false
% 62.14/27.14  																																	|
% 62.14/27.14  																																	|-The branch is then unsatisfiable
% 62.14/27.14  																																|-Branch two:
% 62.14/27.14  																																| (1380)  ~ (all_0_42_42 = e1)
% 62.14/27.14  																																| (1381) all_0_43_43 = e1 | all_0_44_44 = e1
% 62.14/27.14  																																|
% 62.14/27.14  																																	+-Applying beta-rule and splitting (152), into two cases.
% 62.14/27.14  																																	|-Branch one:
% 62.14/27.14  																																	| (1392) all_0_42_42 = e4
% 62.14/27.14  																																	|
% 62.14/27.14  																																		| Equations (1392) can reduce 1890 to:
% 62.14/27.14  																																		| (266) $false
% 62.14/27.14  																																		|
% 62.14/27.14  																																		|-The branch is then unsatisfiable
% 62.14/27.14  																																	|-Branch two:
% 62.14/27.14  																																	| (1890)  ~ (all_0_42_42 = e4)
% 62.14/27.14  																																	| (1969) all_0_42_42 = e3 | all_0_42_42 = e1 | all_0_42_42 = e0
% 62.14/27.14  																																	|
% 62.14/27.14  																																		+-Applying beta-rule and splitting (1969), into two cases.
% 62.14/27.14  																																		|-Branch one:
% 62.14/27.14  																																		| (559) all_0_42_42 = e0
% 62.14/27.14  																																		|
% 62.14/27.14  																																			| Equations (559) can reduce 358 to:
% 62.14/27.14  																																			| (266) $false
% 62.14/27.14  																																			|
% 62.14/27.14  																																			|-The branch is then unsatisfiable
% 62.14/27.14  																																		|-Branch two:
% 62.14/27.14  																																		| (358)  ~ (all_0_42_42 = e0)
% 62.14/27.14  																																		| (2510) all_0_42_42 = e3 | all_0_42_42 = e1
% 62.14/27.14  																																		|
% 62.14/27.14  																																			+-Applying beta-rule and splitting (206), into two cases.
% 62.14/27.14  																																			|-Branch one:
% 62.14/27.14  																																			| (248) all_0_45_45 = e4
% 62.14/27.14  																																			|
% 62.14/27.14  																																				| Combining equations (423,248) yields a new equation:
% 62.14/27.14  																																				| (425) e4 = e3
% 62.14/27.14  																																				|
% 62.14/27.14  																																				| Equations (425) can reduce 188 to:
% 62.14/27.14  																																				| (266) $false
% 62.14/27.14  																																				|
% 62.14/27.14  																																				|-The branch is then unsatisfiable
% 62.14/27.14  																																			|-Branch two:
% 62.14/27.14  																																			| (60416)  ~ (all_0_45_45 = e4)
% 62.14/27.14  																																			| (61457) all_0_46_46 = e4 | all_0_47_47 = e4 | all_0_48_48 = e4 | all_0_49_49 = e4
% 62.14/27.14  																																			|
% 62.14/27.14  																																				+-Applying beta-rule and splitting (61457), into two cases.
% 62.14/27.14  																																				|-Branch one:
% 62.14/27.14  																																				| (770) all_0_46_46 = e4
% 62.14/27.14  																																				|
% 62.14/27.14  																																					| Combining equations (1794,770) yields a new equation:
% 62.14/27.14  																																					| (323) e4 = e2
% 62.14/27.14  																																					|
% 62.14/27.14  																																					| Equations (323) can reduce 48 to:
% 62.14/27.14  																																					| (266) $false
% 62.14/27.14  																																					|
% 62.14/27.14  																																					|-The branch is then unsatisfiable
% 62.14/27.14  																																				|-Branch two:
% 62.14/27.14  																																				| (250)  ~ (all_0_46_46 = e4)
% 62.14/27.14  																																				| (61466) all_0_47_47 = e4 | all_0_48_48 = e4 | all_0_49_49 = e4
% 62.14/27.14  																																				|
% 62.14/27.14  																																					| Equations (1794) can reduce 250 to:
% 62.14/27.14  																																					| (327)  ~ (e4 = e2)
% 62.14/27.14  																																					|
% 62.14/27.14  																																					| Simplifying 327 yields:
% 62.14/27.14  																																					| (48)  ~ (e4 = e2)
% 62.14/27.14  																																					|
% 62.14/27.14  																																					+-Applying beta-rule and splitting (2510), into two cases.
% 62.14/27.14  																																					|-Branch one:
% 62.14/27.14  																																					| (459) all_0_42_42 = e1
% 62.14/27.14  																																					|
% 62.14/27.14  																																						| Equations (459) can reduce 1380 to:
% 62.14/27.14  																																						| (266) $false
% 62.14/27.14  																																						|
% 62.14/27.14  																																						|-The branch is then unsatisfiable
% 62.14/27.14  																																					|-Branch two:
% 62.14/27.14  																																					| (1380)  ~ (all_0_42_42 = e1)
% 62.14/27.14  																																					| (516) all_0_42_42 = e3
% 62.14/27.14  																																					|
% 62.14/27.14  																																						| Equations (516) can reduce 73 to:
% 62.14/27.14  																																						| (406)  ~ (all_0_44_44 = e3)
% 62.14/27.14  																																						|
% 62.14/27.14  																																						| Simplifying 406 yields:
% 62.14/27.14  																																						| (407)  ~ (all_0_44_44 = e3)
% 62.14/27.14  																																						|
% 62.14/27.14  																																						| Equations (516) can reduce 1890 to:
% 62.14/27.14  																																						| (277)  ~ (e4 = e3)
% 62.14/27.14  																																						|
% 62.14/27.14  																																						| Simplifying 277 yields:
% 62.14/27.14  																																						| (188)  ~ (e4 = e3)
% 62.14/27.14  																																						|
% 62.14/27.14  																																						| From (516) and (210) follows:
% 62.14/27.14  																																						| (4285) op(e3, e2) = e3
% 62.14/27.14  																																						|
% 62.14/27.14  																																						+-Applying beta-rule and splitting (26), into two cases.
% 62.14/27.14  																																						|-Branch one:
% 62.14/27.14  																																						| (446) all_0_44_44 = e4
% 62.14/27.14  																																						|
% 62.14/27.14  																																							| Equations (446) can reduce 1390 to:
% 62.14/27.14  																																							| (266) $false
% 62.14/27.14  																																							|
% 62.14/27.14  																																							|-The branch is then unsatisfiable
% 62.14/27.14  																																						|-Branch two:
% 62.14/27.14  																																						| (1390)  ~ (all_0_44_44 = e4)
% 62.14/27.14  																																						| (1391) all_0_44_44 = e3 | all_0_44_44 = e1 | all_0_44_44 = e0
% 62.14/27.14  																																						|
% 62.14/27.14  																																							+-Applying beta-rule and splitting (189), into two cases.
% 62.14/27.14  																																							|-Branch one:
% 62.14/27.14  																																							| (532) all_0_44_44 = e3
% 62.14/27.14  																																							|
% 62.14/27.14  																																								| Equations (532) can reduce 407 to:
% 62.14/27.14  																																								| (266) $false
% 62.14/27.14  																																								|
% 62.14/27.14  																																								|-The branch is then unsatisfiable
% 62.14/27.14  																																							|-Branch two:
% 62.14/27.14  																																							| (407)  ~ (all_0_44_44 = e3)
% 62.14/27.14  																																							| (537) all_0_49_49 = e3 | all_0_53_53 = e3 | all_0_58_58 = e3
% 62.14/27.14  																																							|
% 62.14/27.14  																																								+-Applying beta-rule and splitting (537), into two cases.
% 62.14/27.14  																																								|-Branch one:
% 62.14/27.14  																																								| (884) all_0_49_49 = e3
% 62.14/27.14  																																								|
% 62.14/27.14  																																									| Equations (884) can reduce 525 to:
% 62.14/27.14  																																									| (266) $false
% 62.14/27.14  																																									|
% 62.14/27.14  																																									|-The branch is then unsatisfiable
% 62.14/27.14  																																								|-Branch two:
% 62.14/27.14  																																								| (525)  ~ (all_0_49_49 = e3)
% 62.14/27.14  																																								| (887) all_0_53_53 = e3 | all_0_58_58 = e3
% 62.14/27.14  																																								|
% 62.14/27.14  																																									+-Applying beta-rule and splitting (887), into two cases.
% 62.14/27.14  																																									|-Branch one:
% 62.14/27.14  																																									| (665) all_0_53_53 = e3
% 62.14/27.14  																																									|
% 62.14/27.14  																																										| Equations (665) can reduce 10 to:
% 62.14/27.14  																																										| (275)  ~ (all_0_58_58 = e3)
% 62.14/27.14  																																										|
% 62.14/27.14  																																										| Simplifying 275 yields:
% 62.14/27.14  																																										| (276)  ~ (all_0_58_58 = e3)
% 62.14/27.14  																																										|
% 62.14/27.14  																																										| From (665) and (84) follows:
% 62.14/27.14  																																										| (3786) op(e1, e0) = e3
% 62.14/27.14  																																										|
% 62.14/27.14  																																										+-Applying beta-rule and splitting (1071), into two cases.
% 62.14/27.14  																																										|-Branch one:
% 62.14/27.14  																																										| (1101) all_0_51_51 = e4
% 62.14/27.14  																																										|
% 62.14/27.14  																																											| Equations (1101) can reduce 464 to:
% 62.14/27.14  																																											| (110)  ~ (e4 = e1)
% 62.14/27.14  																																											|
% 62.14/27.14  																																											| From (1101) and (186) follows:
% 62.14/27.14  																																											| (13720) op(e1, e2) = e4
% 62.14/27.14  																																											|
% 62.14/27.14  																																											+-Applying beta-rule and splitting (1381), into two cases.
% 62.14/27.14  																																											|-Branch one:
% 62.14/27.14  																																											| (430) all_0_43_43 = e1
% 62.14/27.14  																																											|
% 62.14/27.14  																																												| Combining equations (430,396) yields a new equation:
% 62.14/27.14  																																												| (630) e4 = e1
% 62.14/27.14  																																												|
% 62.14/27.14  																																												| Equations (630) can reduce 110 to:
% 62.14/27.14  																																												| (266) $false
% 62.14/27.14  																																												|
% 62.14/27.14  																																												|-The branch is then unsatisfiable
% 62.14/27.14  																																											|-Branch two:
% 62.14/27.14  																																											| (433)  ~ (all_0_43_43 = e1)
% 62.14/27.14  																																											| (635) all_0_44_44 = e1
% 62.14/27.14  																																											|
% 62.14/27.14  																																												| Equations (635) can reduce 181 to:
% 62.14/27.14  																																												| (879)  ~ (all_0_58_58 = e1)
% 62.14/27.14  																																												|
% 62.14/27.14  																																												| Simplifying 879 yields:
% 62.14/27.14  																																												| (880)  ~ (all_0_58_58 = e1)
% 62.14/27.14  																																												|
% 62.14/27.14  																																												| Equations (635) can reduce 1390 to:
% 62.14/27.14  																																												| (602)  ~ (e4 = e1)
% 62.14/27.14  																																												|
% 62.14/27.14  																																												| Simplifying 602 yields:
% 62.14/27.14  																																												| (110)  ~ (e4 = e1)
% 62.14/27.14  																																												|
% 62.14/27.14  																																												| Equations (635) can reduce 147 to:
% 62.14/27.14  																																												| (604)  ~ (e2 = e1)
% 62.14/27.14  																																												|
% 62.14/27.14  																																												| Simplifying 604 yields:
% 62.14/27.14  																																												| (122)  ~ (e2 = e1)
% 62.14/27.14  																																												|
% 62.14/27.14  																																												+-Applying beta-rule and splitting (108), into two cases.
% 62.14/27.14  																																												|-Branch one:
% 62.14/27.14  																																												| (624) all_0_58_58 = e2
% 62.14/27.14  																																												|
% 62.14/27.14  																																													| Equations (624) can reduce 908 to:
% 62.14/27.14  																																													| (266) $false
% 62.14/27.14  																																													|
% 62.14/27.14  																																													|-The branch is then unsatisfiable
% 62.14/27.14  																																												|-Branch two:
% 62.14/27.14  																																												| (908)  ~ (all_0_58_58 = e2)
% 62.14/27.14  																																												| (909) all_0_58_58 = e4 | all_0_58_58 = e3 | all_0_58_58 = e1 | all_0_58_58 = e0
% 62.14/27.14  																																												|
% 62.14/27.14  																																													+-Applying beta-rule and splitting (10218), into two cases.
% 62.14/27.14  																																													|-Branch one:
% 62.14/27.14  																																													| (943) all_0_48_48 = e4
% 62.14/27.14  																																													|
% 62.14/27.14  																																														| Equations (943) can reduce 254 to:
% 62.14/27.14  																																														| (266) $false
% 62.14/27.14  																																														|
% 62.14/27.14  																																														|-The branch is then unsatisfiable
% 62.14/27.14  																																													|-Branch two:
% 62.14/27.14  																																													| (254)  ~ (all_0_48_48 = e4)
% 62.14/27.14  																																													| (10222) all_0_48_48 = e1 | all_0_48_48 = e0
% 62.14/27.14  																																													|
% 62.14/27.15  																																														+-Applying beta-rule and splitting (61466), into two cases.
% 62.14/27.15  																																														|-Branch one:
% 62.14/27.15  																																														| (1790) all_0_47_47 = e4
% 62.14/27.15  																																														|
% 62.14/27.15  																																															| Combining equations (1790,654) yields a new equation:
% 62.14/27.15  																																															| (636) e4 = e1
% 62.14/27.15  																																															|
% 62.14/27.15  																																															| Simplifying 636 yields:
% 62.14/27.15  																																															| (630) e4 = e1
% 62.14/27.15  																																															|
% 62.14/27.15  																																															| Equations (630) can reduce 110 to:
% 62.14/27.15  																																															| (266) $false
% 62.14/27.15  																																															|
% 62.14/27.15  																																															|-The branch is then unsatisfiable
% 62.14/27.15  																																														|-Branch two:
% 62.14/27.15  																																														| (252)  ~ (all_0_47_47 = e4)
% 62.14/27.15  																																														| (61479) all_0_48_48 = e4 | all_0_49_49 = e4
% 62.14/27.15  																																														|
% 62.14/27.15  																																															+-Applying beta-rule and splitting (61479), into two cases.
% 62.14/27.15  																																															|-Branch one:
% 62.14/27.15  																																															| (943) all_0_48_48 = e4
% 62.14/27.15  																																															|
% 62.14/27.15  																																																| Equations (943) can reduce 254 to:
% 62.14/27.15  																																																| (266) $false
% 62.14/27.15  																																																|
% 62.14/27.15  																																																|-The branch is then unsatisfiable
% 62.14/27.15  																																															|-Branch two:
% 62.14/27.15  																																															| (254)  ~ (all_0_48_48 = e4)
% 62.14/27.15  																																															| (974) all_0_49_49 = e4
% 62.14/27.15  																																															|
% 62.14/27.15  																																																| Equations (974) can reduce 119 to:
% 62.14/27.15  																																																| (450)  ~ (all_0_58_58 = e4)
% 62.14/27.15  																																																|
% 62.14/27.15  																																																| Simplifying 450 yields:
% 62.14/27.15  																																																| (451)  ~ (all_0_58_58 = e4)
% 62.14/27.15  																																																|
% 62.14/27.15  																																																| From (974) and (55) follows:
% 62.14/27.15  																																																| (61486) op(e2, e0) = e4
% 62.14/27.15  																																																|
% 62.14/27.15  																																																+-Applying beta-rule and splitting (909), into two cases.
% 62.14/27.15  																																																|-Branch one:
% 62.14/27.15  																																																| (910) all_0_58_58 = e4
% 62.14/27.15  																																																|
% 62.14/27.15  																																																	| Equations (910) can reduce 451 to:
% 62.14/27.15  																																																	| (266) $false
% 62.14/27.15  																																																	|
% 62.14/27.15  																																																	|-The branch is then unsatisfiable
% 62.14/27.15  																																																|-Branch two:
% 62.14/27.15  																																																| (451)  ~ (all_0_58_58 = e4)
% 62.14/27.15  																																																| (913) all_0_58_58 = e3 | all_0_58_58 = e1 | all_0_58_58 = e0
% 62.14/27.15  																																																|
% 62.14/27.15  																																																	+-Applying beta-rule and splitting (913), into two cases.
% 62.14/27.15  																																																	|-Branch one:
% 62.14/27.15  																																																	| (914) all_0_58_58 = e0
% 62.14/27.15  																																																	|
% 62.14/27.15  																																																		| Equations (914) can reduce 148 to:
% 62.14/27.15  																																																		| (364)  ~ (all_0_57_57 = e0)
% 62.14/27.15  																																																		|
% 62.14/27.15  																																																		+-Applying beta-rule and splitting (5471), into two cases.
% 62.14/27.15  																																																		|-Branch one:
% 62.14/27.15  																																																		| (1279) all_0_48_48 = e0
% 62.14/27.15  																																																		|
% 62.14/27.15  																																																			| Equations (1279) can reduce 239 to:
% 62.14/27.15  																																																			| (363)  ~ (all_0_57_57 = e0)
% 62.14/27.15  																																																			|
% 62.14/27.15  																																																			| Simplifying 363 yields:
% 62.14/27.15  																																																			| (364)  ~ (all_0_57_57 = e0)
% 62.14/27.15  																																																			|
% 62.14/27.15  																																																			| Equations (1279) can reduce 619 to:
% 62.14/27.15  																																																			| (435)  ~ (e1 = e0)
% 62.14/27.15  																																																			|
% 62.14/27.15  																																																			| Simplifying 435 yields:
% 62.14/27.15  																																																			| (233)  ~ (e1 = e0)
% 62.14/27.15  																																																			|
% 62.14/27.15  																																																			+-Applying beta-rule and splitting (434), into two cases.
% 62.14/27.15  																																																			|-Branch one:
% 62.14/27.15  																																																			| (615) all_0_48_48 = e1
% 62.14/27.15  																																																			|
% 62.14/27.15  																																																				| Combining equations (1279,615) yields a new equation:
% 62.14/27.15  																																																				| (431) e1 = e0
% 62.14/27.15  																																																				|
% 62.14/27.15  																																																				| Equations (431) can reduce 233 to:
% 62.14/27.15  																																																				| (266) $false
% 62.14/27.15  																																																				|
% 62.14/27.15  																																																				|-The branch is then unsatisfiable
% 62.14/27.15  																																																			|-Branch two:
% 62.14/27.15  																																																			| (619)  ~ (all_0_48_48 = e1)
% 62.14/27.15  																																																			| (620) all_0_52_52 = e1 | all_0_57_57 = e1
% 62.14/27.15  																																																			|
% 62.14/27.15  																																																				+-Applying beta-rule and splitting (620), into two cases.
% 62.14/27.15  																																																				|-Branch one:
% 62.14/27.15  																																																				| (642) all_0_52_52 = e1
% 62.14/27.15  																																																				|
% 62.14/27.15  																																																					| Combining equations (352,642) yields a new equation:
% 62.14/27.15  																																																					| (616) e2 = e1
% 62.14/27.15  																																																					|
% 62.14/27.15  																																																					| Simplifying 616 yields:
% 62.14/27.15  																																																					| (617) e2 = e1
% 62.14/27.15  																																																					|
% 62.14/27.15  																																																					| Equations (617) can reduce 122 to:
% 62.14/27.15  																																																					| (266) $false
% 62.14/27.15  																																																					|
% 62.14/27.15  																																																					|-The branch is then unsatisfiable
% 62.14/27.15  																																																				|-Branch two:
% 62.14/27.15  																																																				| (646)  ~ (all_0_52_52 = e1)
% 62.14/27.15  																																																				| (647) all_0_57_57 = e1
% 62.14/27.15  																																																				|
% 62.14/27.15  																																																					| Equations (647) can reduce 67 to:
% 62.14/27.15  																																																					| (467)  ~ (e3 = e1)
% 62.14/27.15  																																																					|
% 62.14/27.15  																																																					| Simplifying 467 yields:
% 62.14/27.15  																																																					| (213)  ~ (e3 = e1)
% 62.14/27.15  																																																					|
% 62.14/27.15  																																																					| Equations (647) can reduce 364 to:
% 62.14/27.15  																																																					| (233)  ~ (e1 = e0)
% 62.14/27.15  																																																					|
% 62.14/27.15  																																																					+-Applying beta-rule and splitting (56), into two cases.
% 62.14/27.15  																																																					|-Branch one:
% 62.14/27.15  																																																					| (696) unit = e2
% 62.14/27.15  																																																					|
% 62.14/27.15  																																																						| From (696) and (244) follows:
% 62.14/27.15  																																																						| (264) op(e2, e4) = e4
% 62.14/27.15  																																																						|
% 62.14/27.15  																																																						| From (696) and (24) follows:
% 62.14/27.15  																																																						| (697) op(e2, e3) = e3
% 62.14/27.15  																																																						|
% 62.14/27.15  																																																						| From (696) and (209) follows:
% 62.14/27.15  																																																						| (7585) op(e2, e0) = e0
% 62.14/27.15  																																																						|
% 62.14/27.15  																																																						| From (696) and (28) follows:
% 62.14/27.15  																																																						| (699) op(e1, e2) = e1
% 62.14/27.15  																																																						|
% 62.14/27.15  																																																						| Instantiating formula (29) with e2, e4, e4, e3 and discharging atoms op(e2, e4) = e4, op(e2, e4) = e3, yields:
% 62.14/27.15  																																																						| (425) e4 = e3
% 62.14/27.15  																																																						|
% 62.14/27.15  																																																						| Instantiating formula (29) with e2, e3, e3, e2 and discharging atoms op(e2, e3) = e3, op(e2, e3) = e2, yields:
% 62.14/27.15  																																																						| (662) e3 = e2
% 62.14/27.15  																																																						|
% 62.14/27.15  																																																						| Instantiating formula (29) with e2, e0, e0, e4 and discharging atoms op(e2, e0) = e4, op(e2, e0) = e0, yields:
% 62.14/27.15  																																																						| (397) e4 = e0
% 62.14/27.15  																																																						|
% 62.14/27.15  																																																						| Instantiating formula (29) with e1, e2, e1, e4 and discharging atoms op(e1, e2) = e4, op(e1, e2) = e1, yields:
% 62.14/27.15  																																																						| (630) e4 = e1
% 62.14/27.15  																																																						|
% 62.14/27.15  																																																						| Combining equations (630,425) yields a new equation:
% 62.14/27.15  																																																						| (455) e3 = e1
% 62.14/27.15  																																																						|
% 62.14/27.15  																																																						| Combining equations (397,425) yields a new equation:
% 62.14/27.15  																																																						| (676) e3 = e0
% 62.14/27.15  																																																						|
% 62.14/27.15  																																																						| Combining equations (455,662) yields a new equation:
% 62.14/27.15  																																																						| (617) e2 = e1
% 62.14/27.15  																																																						|
% 62.14/27.15  																																																						| Combining equations (676,662) yields a new equation:
% 62.14/27.15  																																																						| (330) e2 = e0
% 62.14/27.15  																																																						|
% 62.14/27.15  																																																						| Combining equations (617,330) yields a new equation:
% 62.14/27.15  																																																						| (546) e1 = e0
% 62.14/27.15  																																																						|
% 62.14/27.15  																																																						| Simplifying 546 yields:
% 62.14/27.15  																																																						| (431) e1 = e0
% 62.14/27.15  																																																						|
% 62.14/27.15  																																																						| Equations (431) can reduce 233 to:
% 62.14/27.15  																																																						| (266) $false
% 62.14/27.15  																																																						|
% 62.14/27.15  																																																						|-The branch is then unsatisfiable
% 62.14/27.15  																																																					|-Branch two:
% 62.14/27.15  																																																					| (707)  ~ (unit = e2)
% 62.14/27.15  																																																					| (708) unit = e4 | unit = e3 | unit = e1 | unit = e0
% 62.14/27.15  																																																					|
% 62.14/27.15  																																																						+-Applying beta-rule and splitting (708), into two cases.
% 62.14/27.15  																																																						|-Branch one:
% 62.14/27.15  																																																						| (709) unit = e4
% 62.14/27.15  																																																						|
% 62.14/27.15  																																																							| From (709) and (24) follows:
% 62.17/27.15  																																																							| (33325) op(e4, e3) = e3
% 62.17/27.15  																																																							|
% 62.17/27.15  																																																							| From (709) and (211) follows:
% 62.17/27.15  																																																							| (22527) op(e4, e1) = e1
% 62.17/27.15  																																																							|
% 62.17/27.15  																																																							| From (709) and (32) follows:
% 62.17/27.15  																																																							| (712) op(e2, e4) = e2
% 62.17/27.15  																																																							|
% 62.17/27.15  																																																							| From (709) and (42) follows:
% 62.17/27.15  																																																							| (713) op(e0, e4) = e0
% 62.17/27.15  																																																							|
% 62.17/27.15  																																																							| Instantiating formula (29) with e4, e3, e3, e4 and discharging atoms op(e4, e3) = e4, op(e4, e3) = e3, yields:
% 62.17/27.15  																																																							| (425) e4 = e3
% 62.17/27.15  																																																							|
% 62.17/27.15  																																																							| Instantiating formula (29) with e4, e1, e1, e3 and discharging atoms op(e4, e1) = e3, op(e4, e1) = e1, yields:
% 62.17/27.15  																																																							| (455) e3 = e1
% 62.17/27.15  																																																							|
% 62.17/27.15  																																																							| Instantiating formula (29) with e2, e4, e2, e3 and discharging atoms op(e2, e4) = e3, op(e2, e4) = e2, yields:
% 62.17/27.15  																																																							| (662) e3 = e2
% 62.17/27.15  																																																							|
% 62.17/27.15  																																																							| Instantiating formula (29) with e0, e4, e0, e4 and discharging atoms op(e0, e4) = e4, op(e0, e4) = e0, yields:
% 62.17/27.15  																																																							| (397) e4 = e0
% 62.17/27.15  																																																							|
% 62.17/27.15  																																																							| Combining equations (425,397) yields a new equation:
% 62.17/27.15  																																																							| (675) e3 = e0
% 62.17/27.15  																																																							|
% 62.17/27.15  																																																							| Simplifying 675 yields:
% 62.17/27.15  																																																							| (676) e3 = e0
% 62.17/27.15  																																																							|
% 62.17/27.15  																																																							| Combining equations (455,662) yields a new equation:
% 62.17/27.15  																																																							| (617) e2 = e1
% 62.17/27.15  																																																							|
% 62.17/27.15  																																																							| Combining equations (676,662) yields a new equation:
% 62.17/27.15  																																																							| (330) e2 = e0
% 62.17/27.15  																																																							|
% 62.17/27.15  																																																							| Combining equations (617,330) yields a new equation:
% 62.17/27.15  																																																							| (546) e1 = e0
% 62.17/27.15  																																																							|
% 62.17/27.15  																																																							| Simplifying 546 yields:
% 62.17/27.15  																																																							| (431) e1 = e0
% 62.17/27.15  																																																							|
% 62.17/27.15  																																																							| Equations (431) can reduce 233 to:
% 62.17/27.15  																																																							| (266) $false
% 62.17/27.15  																																																							|
% 62.17/27.15  																																																							|-The branch is then unsatisfiable
% 62.17/27.15  																																																						|-Branch two:
% 62.17/27.15  																																																						| (724)  ~ (unit = e4)
% 62.17/27.15  																																																						| (725) unit = e3 | unit = e1 | unit = e0
% 62.17/27.15  																																																						|
% 62.17/27.15  																																																							+-Applying beta-rule and splitting (725), into two cases.
% 62.17/27.15  																																																							|-Branch one:
% 62.17/27.15  																																																							| (726) unit = e0
% 62.17/27.15  																																																							|
% 62.17/27.15  																																																								| From (726) and (28) follows:
% 62.17/27.15  																																																								| (2698) op(e1, e0) = e1
% 62.17/27.16  																																																								|
% 62.17/27.16  																																																								| Instantiating formula (29) with e1, e0, e1, e3 and discharging atoms op(e1, e0) = e3, op(e1, e0) = e1, yields:
% 62.17/27.16  																																																								| (455) e3 = e1
% 62.17/27.16  																																																								|
% 62.17/27.16  																																																								| Equations (455) can reduce 213 to:
% 62.17/27.16  																																																								| (266) $false
% 62.17/27.16  																																																								|
% 62.17/27.16  																																																								|-The branch is then unsatisfiable
% 62.17/27.16  																																																							|-Branch two:
% 62.17/27.16  																																																							| (734)  ~ (unit = e0)
% 62.17/27.16  																																																							| (735) unit = e3 | unit = e1
% 62.17/27.16  																																																							|
% 62.17/27.16  																																																								+-Applying beta-rule and splitting (735), into two cases.
% 62.17/27.16  																																																								|-Branch one:
% 62.17/27.16  																																																								| (736) unit = e1
% 62.17/27.16  																																																								|
% 62.17/27.16  																																																									| Equations (736) can reduce 734 to:
% 62.17/27.16  																																																									| (233)  ~ (e1 = e0)
% 62.17/27.16  																																																									|
% 62.17/27.16  																																																									| From (736) and (244) follows:
% 62.17/27.16  																																																									| (738) op(e1, e4) = e4
% 62.17/27.16  																																																									|
% 62.17/27.16  																																																									| From (736) and (15) follows:
% 62.17/27.16  																																																									| (515) op(e1, e2) = e2
% 62.17/27.16  																																																									|
% 62.17/27.16  																																																									| From (736) and (28) follows:
% 62.17/27.16  																																																									| (740) op(e1, e1) = e1
% 62.17/27.16  																																																									|
% 62.17/27.16  																																																									| Instantiating formula (29) with e1, e4, e4, e0 and discharging atoms op(e1, e4) = e4, op(e1, e4) = e0, yields:
% 62.17/27.16  																																																									| (397) e4 = e0
% 62.17/27.16  																																																									|
% 62.17/27.16  																																																									| Instantiating formula (29) with e1, e2, e2, e4 and discharging atoms op(e1, e2) = e4, op(e1, e2) = e2, yields:
% 62.17/27.16  																																																									| (323) e4 = e2
% 62.17/27.16  																																																									|
% 62.17/27.16  																																																									| Instantiating formula (29) with e1, e1, e1, e2 and discharging atoms op(e1, e1) = e2, op(e1, e1) = e1, yields:
% 62.17/27.16  																																																									| (617) e2 = e1
% 62.17/27.16  																																																									|
% 62.17/27.16  																																																									| Combining equations (323,397) yields a new equation:
% 62.17/27.16  																																																									| (391) e2 = e0
% 62.17/27.16  																																																									|
% 62.17/27.16  																																																									| Simplifying 391 yields:
% 62.17/27.16  																																																									| (330) e2 = e0
% 62.17/27.16  																																																									|
% 62.17/27.16  																																																									| Combining equations (330,617) yields a new equation:
% 62.17/27.16  																																																									| (431) e1 = e0
% 62.17/27.16  																																																									|
% 62.17/27.16  																																																									| Equations (431) can reduce 233 to:
% 62.17/27.16  																																																									| (266) $false
% 62.17/27.16  																																																									|
% 62.17/27.16  																																																									|-The branch is then unsatisfiable
% 62.17/27.16  																																																								|-Branch two:
% 62.17/27.16  																																																								| (748)  ~ (unit = e1)
% 62.17/27.16  																																																								| (749) unit = e3
% 62.17/27.16  																																																								|
% 62.17/27.16  																																																									| From (749) and (244) follows:
% 62.17/27.16  																																																									| (750) op(e3, e4) = e4
% 62.17/27.16  																																																									|
% 62.17/27.16  																																																									| From (749) and (15) follows:
% 62.17/27.16  																																																									| (751) op(e3, e2) = e2
% 62.17/27.16  																																																									|
% 62.17/27.16  																																																									| From (749) and (211) follows:
% 62.17/27.16  																																																									| (13877) op(e3, e1) = e1
% 62.17/27.16  																																																									|
% 62.17/27.16  																																																									| From (749) and (42) follows:
% 62.17/27.16  																																																									| (752) op(e0, e3) = e0
% 62.17/27.16  																																																									|
% 62.17/27.16  																																																									| Instantiating formula (29) with e3, e4, e4, e2 and discharging atoms op(e3, e4) = e4, op(e3, e4) = e2, yields:
% 62.17/27.16  																																																									| (323) e4 = e2
% 62.17/27.16  																																																									|
% 62.17/27.16  																																																									| Instantiating formula (29) with e3, e2, e2, e3 and discharging atoms op(e3, e2) = e3, op(e3, e2) = e2, yields:
% 62.17/27.16  																																																									| (662) e3 = e2
% 62.17/27.16  																																																									|
% 62.17/27.16  																																																									| Instantiating formula (29) with e3, e1, e1, e4 and discharging atoms op(e3, e1) = e4, op(e3, e1) = e1, yields:
% 62.17/27.16  																																																									| (630) e4 = e1
% 62.17/27.16  																																																									|
% 62.17/27.16  																																																									| Instantiating formula (29) with e0, e3, e0, e3 and discharging atoms op(e0, e3) = e3, op(e0, e3) = e0, yields:
% 62.17/27.16  																																																									| (676) e3 = e0
% 62.17/27.16  																																																									|
% 62.17/27.16  																																																									| Combining equations (630,323) yields a new equation:
% 62.17/27.16  																																																									| (617) e2 = e1
% 62.17/27.16  																																																									|
% 62.17/27.16  																																																									| Combining equations (676,662) yields a new equation:
% 62.17/27.16  																																																									| (330) e2 = e0
% 62.17/27.16  																																																									|
% 62.17/27.16  																																																									| Combining equations (330,617) yields a new equation:
% 62.17/27.16  																																																									| (431) e1 = e0
% 62.17/27.16  																																																									|
% 62.17/27.16  																																																									| Equations (431) can reduce 233 to:
% 62.17/27.16  																																																									| (266) $false
% 62.17/27.16  																																																									|
% 62.17/27.16  																																																									|-The branch is then unsatisfiable
% 62.17/27.16  																																																		|-Branch two:
% 62.17/27.16  																																																		| (1283)  ~ (all_0_48_48 = e0)
% 62.17/27.16  																																																		| (875) all_0_57_57 = e0
% 62.17/27.16  																																																		|
% 62.17/27.16  																																																			| Equations (875) can reduce 364 to:
% 62.17/27.16  																																																			| (266) $false
% 62.17/27.16  																																																			|
% 62.17/27.16  																																																			|-The branch is then unsatisfiable
% 62.17/27.16  																																																	|-Branch two:
% 62.17/27.16  																																																	| (491)  ~ (all_0_58_58 = e0)
% 62.17/27.16  																																																	| (917) all_0_58_58 = e3 | all_0_58_58 = e1
% 62.17/27.16  																																																	|
% 62.17/27.16  																																																		+-Applying beta-rule and splitting (917), into two cases.
% 62.17/27.16  																																																		|-Branch one:
% 62.17/27.16  																																																		| (918) all_0_58_58 = e1
% 62.17/27.16  																																																		|
% 62.17/27.16  																																																			| Equations (918) can reduce 880 to:
% 62.17/27.16  																																																			| (266) $false
% 62.17/27.16  																																																			|
% 62.17/27.16  																																																			|-The branch is then unsatisfiable
% 62.17/27.16  																																																		|-Branch two:
% 62.17/27.16  																																																		| (880)  ~ (all_0_58_58 = e1)
% 62.17/27.16  																																																		| (795) all_0_58_58 = e3
% 62.17/27.16  																																																		|
% 62.17/27.16  																																																			| Equations (795) can reduce 276 to:
% 62.17/27.16  																																																			| (266) $false
% 62.17/27.16  																																																			|
% 62.17/27.16  																																																			|-The branch is then unsatisfiable
% 62.17/27.16  																																										|-Branch two:
% 62.17/27.16  																																										| (475)  ~ (all_0_51_51 = e4)
% 62.17/27.16  																																										| (1294) all_0_52_52 = e4 | all_0_53_53 = e4
% 62.17/27.16  																																										|
% 62.17/27.16  																																											+-Applying beta-rule and splitting (150), into two cases.
% 62.17/27.16  																																											|-Branch one:
% 62.17/27.16  																																											| (1378) all_0_40_40 = e4
% 62.17/27.16  																																											|
% 62.17/27.16  																																												| Combining equations (1378,313) yields a new equation:
% 62.17/27.16  																																												| (322) e4 = e2
% 62.17/27.16  																																												|
% 62.17/27.16  																																												| Simplifying 322 yields:
% 62.17/27.16  																																												| (323) e4 = e2
% 62.17/27.16  																																												|
% 62.17/27.16  																																												| Equations (323) can reduce 48 to:
% 62.17/27.16  																																												| (266) $false
% 62.17/27.16  																																												|
% 62.17/27.16  																																												|-The branch is then unsatisfiable
% 62.17/27.16  																																											|-Branch two:
% 62.17/27.16  																																											| (447)  ~ (all_0_40_40 = e4)
% 62.17/27.16  																																											| (2271) all_0_44_44 = e4 | all_0_49_49 = e4 | all_0_53_53 = e4 | all_0_58_58 = e4
% 62.17/27.16  																																											|
% 62.17/27.16  																																												| Equations (313) can reduce 447 to:
% 62.17/27.16  																																												| (327)  ~ (e4 = e2)
% 62.17/27.16  																																												|
% 62.17/27.16  																																												| Simplifying 327 yields:
% 62.17/27.16  																																												| (48)  ~ (e4 = e2)
% 62.17/27.16  																																												|
% 62.17/27.16  																																												+-Applying beta-rule and splitting (164), into two cases.
% 62.17/27.16  																																												|-Branch one:
% 62.17/27.16  																																												| (471) all_0_39_39 = e4
% 62.17/27.16  																																												|
% 62.17/27.16  																																													| Combining equations (471,480) yields a new equation:
% 62.17/27.16  																																													| (481) e4 = e0
% 62.17/27.16  																																													|
% 62.17/27.16  																																													| Simplifying 481 yields:
% 62.17/27.16  																																													| (397) e4 = e0
% 62.17/27.16  																																													|
% 62.17/27.16  																																													| Equations (397) can reduce 49 to:
% 62.17/27.16  																																													| (266) $false
% 62.17/27.16  																																													|
% 62.17/27.16  																																													|-The branch is then unsatisfiable
% 62.17/27.16  																																												|-Branch two:
% 62.17/27.16  																																												| (1377)  ~ (all_0_39_39 = e4)
% 62.17/27.16  																																												| (2115) all_0_42_42 = e4 | all_0_47_47 = e4 | all_0_51_51 = e4 | all_0_56_56 = e4
% 62.17/27.16  																																												|
% 62.17/27.16  																																													+-Applying beta-rule and splitting (2115), into two cases.
% 62.17/27.16  																																													|-Branch one:
% 62.17/27.16  																																													| (1392) all_0_42_42 = e4
% 62.17/27.16  																																													|
% 62.17/27.16  																																														| Combining equations (1392,516) yields a new equation:
% 62.17/27.16  																																														| (424) e4 = e3
% 62.17/27.16  																																														|
% 62.17/27.16  																																														| Simplifying 424 yields:
% 62.17/27.16  																																														| (425) e4 = e3
% 62.17/27.16  																																														|
% 62.17/27.16  																																														| Equations (425) can reduce 188 to:
% 62.17/27.16  																																														| (266) $false
% 62.17/27.16  																																														|
% 62.17/27.16  																																														|-The branch is then unsatisfiable
% 62.17/27.16  																																													|-Branch two:
% 62.17/27.16  																																													| (1890)  ~ (all_0_42_42 = e4)
% 62.17/27.16  																																													| (2246) all_0_47_47 = e4 | all_0_51_51 = e4 | all_0_56_56 = e4
% 62.17/27.16  																																													|
% 62.17/27.16  																																														+-Applying beta-rule and splitting (2246), into two cases.
% 62.17/27.16  																																														|-Branch one:
% 62.17/27.16  																																														| (1790) all_0_47_47 = e4
% 62.17/27.16  																																														|
% 62.17/27.16  																																															| Combining equations (654,1790) yields a new equation:
% 62.17/27.16  																																															| (630) e4 = e1
% 62.17/27.16  																																															|
% 62.17/27.16  																																															| Equations (630) can reduce 110 to:
% 62.17/27.16  																																															| (266) $false
% 62.17/27.16  																																															|
% 62.17/27.16  																																															|-The branch is then unsatisfiable
% 62.17/27.16  																																														|-Branch two:
% 62.17/27.16  																																														| (252)  ~ (all_0_47_47 = e4)
% 62.17/27.16  																																														| (6548) all_0_51_51 = e4 | all_0_56_56 = e4
% 62.17/27.16  																																														|
% 62.17/27.16  																																															+-Applying beta-rule and splitting (6548), into two cases.
% 62.17/27.16  																																															|-Branch one:
% 62.17/27.16  																																															| (1101) all_0_51_51 = e4
% 62.17/27.16  																																															|
% 62.17/27.16  																																																| Equations (1101) can reduce 475 to:
% 62.17/27.16  																																																| (266) $false
% 62.17/27.16  																																																|
% 62.17/27.16  																																																|-The branch is then unsatisfiable
% 62.17/27.16  																																															|-Branch two:
% 62.17/27.16  																																															| (475)  ~ (all_0_51_51 = e4)
% 62.17/27.16  																																															| (842) all_0_56_56 = e4
% 62.17/27.16  																																															|
% 62.17/27.16  																																																| Combining equations (842,833) yields a new equation:
% 62.17/27.16  																																																| (322) e4 = e2
% 62.17/27.16  																																																|
% 62.17/27.16  																																																| Simplifying 322 yields:
% 62.17/27.16  																																																| (323) e4 = e2
% 62.17/27.16  																																																|
% 62.17/27.16  																																																| Equations (323) can reduce 48 to:
% 62.17/27.16  																																																| (266) $false
% 62.17/27.16  																																																|
% 62.17/27.16  																																																|-The branch is then unsatisfiable
% 62.17/27.16  																																									|-Branch two:
% 62.17/27.16  																																									| (903)  ~ (all_0_53_53 = e3)
% 62.17/27.16  																																									| (795) all_0_58_58 = e3
% 62.17/27.16  																																									|
% 62.17/27.16  																																										| Equations (795) can reduce 276 to:
% 62.17/27.16  																																										| (266) $false
% 62.17/27.16  																																										|
% 62.17/27.16  																																										|-The branch is then unsatisfiable
% 62.17/27.16  																												|-Branch two:
% 62.17/27.16  																												| (399)  ~ (all_0_43_43 = e4)
% 62.17/27.16  																												| (6374) all_0_43_43 = e1 | all_0_43_43 = e0
% 62.17/27.16  																												|
% 62.17/27.16  																													+-Applying beta-rule and splitting (6374), into two cases.
% 62.17/27.16  																													|-Branch one:
% 62.17/27.16  																													| (356) all_0_43_43 = e0
% 62.17/27.16  																													|
% 62.17/27.16  																														| Equations (356) can reduce 5470 to:
% 62.17/27.16  																														| (266) $false
% 62.17/27.16  																														|
% 62.17/27.16  																														|-The branch is then unsatisfiable
% 62.17/27.16  																													|-Branch two:
% 62.17/27.17  																													| (5470)  ~ (all_0_43_43 = e0)
% 62.17/27.17  																													| (430) all_0_43_43 = e1
% 62.17/27.17  																													|
% 62.17/27.17  																														| Equations (430) can reduce 240 to:
% 62.17/27.17  																														| (1380)  ~ (all_0_42_42 = e1)
% 62.17/27.17  																														|
% 62.17/27.17  																														| Equations (430) can reduce 159 to:
% 62.17/27.17  																														| (4057)  ~ (all_0_44_44 = e1)
% 62.17/27.17  																														|
% 62.17/27.17  																														| Simplifying 4057 yields:
% 62.17/27.17  																														| (639)  ~ (all_0_44_44 = e1)
% 62.17/27.17  																														|
% 62.17/27.17  																														| Equations (430) can reduce 17 to:
% 62.17/27.17  																														| (11581)  ~ (all_0_48_48 = e1)
% 62.17/27.17  																														|
% 62.17/27.17  																														| Simplifying 11581 yields:
% 62.17/27.17  																														| (619)  ~ (all_0_48_48 = e1)
% 62.17/27.17  																														|
% 62.17/27.17  																														| Equations (430) can reduce 399 to:
% 62.17/27.17  																														| (602)  ~ (e4 = e1)
% 62.17/27.17  																														|
% 62.17/27.17  																														| Simplifying 602 yields:
% 62.17/27.17  																														| (110)  ~ (e4 = e1)
% 62.17/27.17  																														|
% 62.17/27.17  																														| Equations (430) can reduce 5470 to:
% 62.17/27.17  																														| (233)  ~ (e1 = e0)
% 62.17/27.17  																														|
% 62.17/27.17  																														+-Applying beta-rule and splitting (230), into two cases.
% 62.17/27.17  																														|-Branch one:
% 62.17/27.17  																														| (396) all_0_43_43 = e4
% 62.17/27.17  																														|
% 62.17/27.17  																															| Combining equations (396,430) yields a new equation:
% 62.17/27.17  																															| (636) e4 = e1
% 62.17/27.17  																															|
% 62.17/27.17  																															| Simplifying 636 yields:
% 62.17/27.17  																															| (630) e4 = e1
% 62.17/27.17  																															|
% 62.17/27.17  																															| Equations (630) can reduce 110 to:
% 62.17/27.17  																															| (266) $false
% 62.17/27.17  																															|
% 62.17/27.17  																															|-The branch is then unsatisfiable
% 62.17/27.17  																														|-Branch two:
% 62.17/27.17  																														| (399)  ~ (all_0_43_43 = e4)
% 62.17/27.17  																														| (400) all_0_48_48 = e4 | all_0_52_52 = e4 | all_0_57_57 = e4
% 62.17/27.17  																														|
% 62.17/27.17  																															| Equations (430) can reduce 399 to:
% 62.17/27.17  																															| (602)  ~ (e4 = e1)
% 62.17/27.17  																															|
% 62.17/27.17  																															| Simplifying 602 yields:
% 62.17/27.17  																															| (110)  ~ (e4 = e1)
% 62.17/27.17  																															|
% 62.17/27.17  																															+-Applying beta-rule and splitting (112), into two cases.
% 62.17/27.17  																															|-Branch one:
% 62.17/27.17  																															| (635) all_0_44_44 = e1
% 62.17/27.17  																															|
% 62.17/27.17  																																| Equations (635) can reduce 639 to:
% 62.17/27.17  																																| (266) $false
% 62.17/27.17  																																|
% 62.17/27.17  																																|-The branch is then unsatisfiable
% 62.17/27.17  																															|-Branch two:
% 62.17/27.17  																															| (639)  ~ (all_0_44_44 = e1)
% 62.17/27.17  																															| (640) all_0_49_49 = e1 | all_0_53_53 = e1 | all_0_58_58 = e1
% 62.17/27.17  																															|
% 62.17/27.17  																																+-Applying beta-rule and splitting (12), into two cases.
% 62.17/27.17  																																|-Branch one:
% 62.17/27.17  																																| (442) all_0_57_57 = e2
% 62.17/27.17  																																|
% 62.17/27.17  																																	| Equations (442) can reduce 344 to:
% 62.17/27.17  																																	| (266) $false
% 62.17/27.17  																																	|
% 62.17/27.17  																																	|-The branch is then unsatisfiable
% 62.17/27.17  																																|-Branch two:
% 62.17/27.17  																																| (344)  ~ (all_0_57_57 = e2)
% 62.17/27.17  																																| (445) all_0_57_57 = e4 | all_0_57_57 = e1 | all_0_57_57 = e0
% 62.17/27.17  																																|
% 62.17/27.17  																																	+-Applying beta-rule and splitting (400), into two cases.
% 62.17/27.17  																																	|-Branch one:
% 62.17/27.17  																																	| (943) all_0_48_48 = e4
% 62.17/27.17  																																	|
% 62.17/27.17  																																		| Equations (943) can reduce 185 to:
% 62.17/27.17  																																		| (255)  ~ (all_0_49_49 = e4)
% 62.17/27.17  																																		|
% 62.17/27.17  																																		| Simplifying 255 yields:
% 62.17/27.17  																																		| (256)  ~ (all_0_49_49 = e4)
% 62.17/27.17  																																		|
% 62.17/27.17  																																		| Equations (943) can reduce 239 to:
% 62.17/27.17  																																		| (838)  ~ (all_0_57_57 = e4)
% 62.17/27.17  																																		|
% 62.17/27.17  																																		| Simplifying 838 yields:
% 62.17/27.17  																																		| (839)  ~ (all_0_57_57 = e4)
% 62.17/27.17  																																		|
% 62.17/27.17  																																		| Equations (943) can reduce 215 to:
% 62.17/27.17  																																		| (188)  ~ (e4 = e3)
% 62.17/27.17  																																		|
% 62.17/27.17  																																		| From (943) and (192) follows:
% 62.17/27.17  																																		| (63092) op(e2, e1) = e4
% 62.17/27.17  																																		|
% 62.17/27.17  																																		+-Applying beta-rule and splitting (184), into two cases.
% 62.17/27.17  																																		|-Branch one:
% 62.17/27.17  																																		| (538) all_0_46_46 = e0
% 62.17/27.17  																																		|
% 62.17/27.17  																																			| Combining equations (1794,538) yields a new equation:
% 62.17/27.17  																																			| (391) e2 = e0
% 62.17/27.17  																																			|
% 62.17/27.17  																																			| Simplifying 391 yields:
% 62.17/27.17  																																			| (330) e2 = e0
% 62.17/27.17  																																			|
% 62.17/27.17  																																			| Equations (330) can reduce 128 to:
% 62.17/27.17  																																			| (266) $false
% 62.17/27.17  																																			|
% 62.17/27.17  																																			|-The branch is then unsatisfiable
% 62.17/27.17  																																		|-Branch two:
% 62.17/27.17  																																		| (831)  ~ (all_0_46_46 = e0)
% 62.17/27.17  																																		| (832) all_0_47_47 = e0 | all_0_48_48 = e0 | all_0_49_49 = e0
% 62.17/27.17  																																		|
% 62.17/27.17  																																			+-Applying beta-rule and splitting (832), into two cases.
% 62.17/27.17  																																			|-Branch one:
% 62.17/27.17  																																			| (674) all_0_47_47 = e0
% 62.17/27.17  																																			|
% 62.17/27.17  																																				| Combining equations (654,674) yields a new equation:
% 62.17/27.17  																																				| (546) e1 = e0
% 62.17/27.17  																																				|
% 62.17/27.17  																																				| Simplifying 546 yields:
% 62.17/27.17  																																				| (431) e1 = e0
% 62.17/27.17  																																				|
% 62.17/27.17  																																				| Equations (431) can reduce 233 to:
% 62.17/27.17  																																				| (266) $false
% 62.17/27.17  																																				|
% 62.17/27.17  																																				|-The branch is then unsatisfiable
% 62.17/27.17  																																			|-Branch two:
% 62.17/27.17  																																			| (678)  ~ (all_0_47_47 = e0)
% 62.17/27.17  																																			| (1278) all_0_48_48 = e0 | all_0_49_49 = e0
% 62.17/27.17  																																			|
% 62.17/27.17  																																				+-Applying beta-rule and splitting (1278), into two cases.
% 62.17/27.17  																																				|-Branch one:
% 62.17/27.17  																																				| (1279) all_0_48_48 = e0
% 62.17/27.17  																																				|
% 62.17/27.17  																																					| Combining equations (943,1279) yields a new equation:
% 62.17/27.17  																																					| (481) e4 = e0
% 62.17/27.17  																																					|
% 62.17/27.17  																																					| Simplifying 481 yields:
% 62.17/27.17  																																					| (397) e4 = e0
% 62.17/27.17  																																					|
% 62.17/27.17  																																					| Equations (397) can reduce 49 to:
% 62.17/27.17  																																					| (266) $false
% 62.17/27.17  																																					|
% 62.17/27.17  																																					|-The branch is then unsatisfiable
% 62.17/27.17  																																				|-Branch two:
% 62.17/27.17  																																				| (1283)  ~ (all_0_48_48 = e0)
% 62.17/27.17  																																				| (978) all_0_49_49 = e0
% 62.17/27.17  																																				|
% 62.17/27.17  																																					| Equations (978) can reduce 256 to:
% 62.17/27.17  																																					| (401)  ~ (e4 = e0)
% 62.17/27.17  																																					|
% 62.17/27.17  																																					| Simplifying 401 yields:
% 62.17/27.17  																																					| (49)  ~ (e4 = e0)
% 62.17/27.17  																																					|
% 62.17/27.17  																																					| Equations (978) can reduce 1064 to:
% 62.17/27.17  																																					| (435)  ~ (e1 = e0)
% 62.17/27.17  																																					|
% 62.17/27.17  																																					| Simplifying 435 yields:
% 62.17/27.17  																																					| (233)  ~ (e1 = e0)
% 62.17/27.17  																																					|
% 62.17/27.17  																																					| From (978) and (55) follows:
% 62.17/27.17  																																					| (7585) op(e2, e0) = e0
% 62.17/27.17  																																					|
% 62.17/27.17  																																					+-Applying beta-rule and splitting (640), into two cases.
% 62.17/27.17  																																					|-Branch one:
% 62.17/27.17  																																					| (671) all_0_49_49 = e1
% 62.17/27.17  																																					|
% 62.17/27.17  																																						| Combining equations (978,671) yields a new equation:
% 62.17/27.17  																																						| (431) e1 = e0
% 62.17/27.17  																																						|
% 62.17/27.17  																																						| Equations (431) can reduce 233 to:
% 62.17/27.17  																																						| (266) $false
% 62.17/27.17  																																						|
% 62.17/27.17  																																						|-The branch is then unsatisfiable
% 62.17/27.17  																																					|-Branch two:
% 62.17/27.17  																																					| (1064)  ~ (all_0_49_49 = e1)
% 62.17/27.17  																																					| (2141) all_0_53_53 = e1 | all_0_58_58 = e1
% 62.17/27.17  																																					|
% 62.17/27.17  																																						+-Applying beta-rule and splitting (108), into two cases.
% 62.17/27.17  																																						|-Branch one:
% 62.17/27.17  																																						| (624) all_0_58_58 = e2
% 62.17/27.17  																																						|
% 62.17/27.17  																																							| Equations (624) can reduce 908 to:
% 62.17/27.17  																																							| (266) $false
% 62.17/27.17  																																							|
% 62.17/27.17  																																							|-The branch is then unsatisfiable
% 62.17/27.17  																																						|-Branch two:
% 62.17/27.17  																																						| (908)  ~ (all_0_58_58 = e2)
% 62.17/27.17  																																						| (909) all_0_58_58 = e4 | all_0_58_58 = e3 | all_0_58_58 = e1 | all_0_58_58 = e0
% 62.17/27.17  																																						|
% 62.17/27.17  																																							+-Applying beta-rule and splitting (445), into two cases.
% 62.17/27.17  																																							|-Branch one:
% 62.17/27.17  																																							| (871) all_0_57_57 = e4
% 62.17/27.17  																																							|
% 62.17/27.17  																																								| Equations (871) can reduce 839 to:
% 62.17/27.17  																																								| (266) $false
% 62.17/27.17  																																								|
% 62.17/27.17  																																								|-The branch is then unsatisfiable
% 62.17/27.17  																																							|-Branch two:
% 62.17/27.17  																																							| (839)  ~ (all_0_57_57 = e4)
% 62.17/27.17  																																							| (874) all_0_57_57 = e1 | all_0_57_57 = e0
% 62.17/27.17  																																							|
% 62.17/27.17  																																								+-Applying beta-rule and splitting (5471), into two cases.
% 62.17/27.17  																																								|-Branch one:
% 62.17/27.17  																																								| (1279) all_0_48_48 = e0
% 62.17/27.17  																																								|
% 62.17/27.17  																																									| Combining equations (943,1279) yields a new equation:
% 62.17/27.17  																																									| (481) e4 = e0
% 62.17/27.17  																																									|
% 62.17/27.17  																																									| Simplifying 481 yields:
% 62.17/27.17  																																									| (397) e4 = e0
% 62.17/27.17  																																									|
% 62.17/27.17  																																									| Equations (397) can reduce 49 to:
% 62.17/27.17  																																									| (266) $false
% 62.17/27.17  																																									|
% 62.17/27.17  																																									|-The branch is then unsatisfiable
% 62.17/27.17  																																								|-Branch two:
% 62.17/27.17  																																								| (1283)  ~ (all_0_48_48 = e0)
% 62.17/27.17  																																								| (875) all_0_57_57 = e0
% 62.17/27.17  																																								|
% 62.17/27.17  																																									| Equations (875) can reduce 148 to:
% 62.17/27.17  																																									| (490)  ~ (all_0_58_58 = e0)
% 62.17/27.17  																																									|
% 62.17/27.17  																																									| Simplifying 490 yields:
% 62.17/27.17  																																									| (491)  ~ (all_0_58_58 = e0)
% 62.17/27.17  																																									|
% 62.17/27.17  																																									| Equations (875) can reduce 839 to:
% 62.17/27.17  																																									| (401)  ~ (e4 = e0)
% 62.17/27.17  																																									|
% 62.17/27.17  																																									| Simplifying 401 yields:
% 62.17/27.17  																																									| (49)  ~ (e4 = e0)
% 62.17/27.17  																																									|
% 62.17/27.17  																																									| Equations (875) can reduce 344 to:
% 62.17/27.17  																																									| (365)  ~ (e2 = e0)
% 62.17/27.17  																																									|
% 62.17/27.17  																																									| Simplifying 365 yields:
% 62.17/27.17  																																									| (128)  ~ (e2 = e0)
% 62.17/27.17  																																									|
% 62.17/27.17  																																									+-Applying beta-rule and splitting (909), into two cases.
% 62.17/27.17  																																									|-Branch one:
% 62.17/27.17  																																									| (910) all_0_58_58 = e4
% 62.17/27.17  																																									|
% 62.17/27.17  																																										| Equations (910) can reduce 451 to:
% 62.17/27.17  																																										| (266) $false
% 62.17/27.17  																																										|
% 62.17/27.17  																																										|-The branch is then unsatisfiable
% 62.17/27.17  																																									|-Branch two:
% 62.17/27.17  																																									| (451)  ~ (all_0_58_58 = e4)
% 62.17/27.17  																																									| (913) all_0_58_58 = e3 | all_0_58_58 = e1 | all_0_58_58 = e0
% 62.17/27.17  																																									|
% 62.17/27.17  																																										+-Applying beta-rule and splitting (2141), into two cases.
% 62.17/27.17  																																										|-Branch one:
% 62.17/27.17  																																										| (1208) all_0_53_53 = e1
% 62.17/27.17  																																										|
% 62.17/27.17  																																											| Equations (1208) can reduce 1459 to:
% 62.17/27.17  																																											| (266) $false
% 62.17/27.17  																																											|
% 62.17/27.17  																																											|-The branch is then unsatisfiable
% 62.17/27.17  																																										|-Branch two:
% 62.17/27.17  																																										| (1459)  ~ (all_0_53_53 = e1)
% 62.17/27.17  																																										| (918) all_0_58_58 = e1
% 62.17/27.17  																																										|
% 62.17/27.17  																																											| Equations (918) can reduce 10 to:
% 62.17/27.17  																																											| (1459)  ~ (all_0_53_53 = e1)
% 62.17/27.17  																																											|
% 62.17/27.17  																																											| Equations (918) can reduce 451 to:
% 62.17/27.17  																																											| (602)  ~ (e4 = e1)
% 62.17/27.17  																																											|
% 62.17/27.17  																																											| Simplifying 602 yields:
% 62.17/27.17  																																											| (110)  ~ (e4 = e1)
% 62.17/27.17  																																											|
% 62.17/27.17  																																											| Equations (918) can reduce 491 to:
% 62.17/27.17  																																											| (233)  ~ (e1 = e0)
% 62.17/27.17  																																											|
% 62.17/27.17  																																											+-Applying beta-rule and splitting (64), into two cases.
% 62.17/27.17  																																											|-Branch one:
% 62.17/27.17  																																											| (437) all_0_41_41 = e4
% 62.17/27.17  																																											|
% 62.17/27.17  																																												| Combining equations (794,437) yields a new equation:
% 62.17/27.17  																																												| (397) e4 = e0
% 62.17/27.17  																																												|
% 62.17/27.17  																																												| Equations (397) can reduce 49 to:
% 62.17/27.17  																																												| (266) $false
% 62.17/27.17  																																												|
% 62.17/27.17  																																												|-The branch is then unsatisfiable
% 62.17/27.17  																																											|-Branch two:
% 62.17/27.17  																																											| (440)  ~ (all_0_41_41 = e4)
% 62.17/27.17  																																											| (441) all_0_42_42 = e4 | all_0_43_43 = e4 | all_0_44_44 = e4
% 62.17/27.17  																																											|
% 62.17/27.17  																																												+-Applying beta-rule and splitting (152), into two cases.
% 62.17/27.17  																																												|-Branch one:
% 62.17/27.17  																																												| (1392) all_0_42_42 = e4
% 62.17/27.17  																																												|
% 62.17/27.17  																																													+-Applying beta-rule and splitting (180), into two cases.
% 62.17/27.17  																																													|-Branch one:
% 62.17/27.17  																																													| (516) all_0_42_42 = e3
% 62.17/27.17  																																													|
% 62.17/27.17  																																														| Combining equations (1392,516) yields a new equation:
% 62.17/27.17  																																														| (424) e4 = e3
% 62.17/27.17  																																														|
% 62.17/27.17  																																														| Simplifying 424 yields:
% 62.17/27.17  																																														| (425) e4 = e3
% 62.17/27.17  																																														|
% 62.17/27.17  																																														| Equations (425) can reduce 188 to:
% 62.17/27.17  																																														| (266) $false
% 62.17/27.17  																																														|
% 62.17/27.17  																																														|-The branch is then unsatisfiable
% 62.17/27.17  																																													|-Branch two:
% 62.17/27.17  																																													| (405)  ~ (all_0_42_42 = e3)
% 62.17/27.17  																																													| (521) all_0_47_47 = e3 | all_0_51_51 = e3 | all_0_56_56 = e3
% 62.17/27.17  																																													|
% 62.17/27.17  																																														| Equations (1392) can reduce 405 to:
% 62.17/27.17  																																														| (188)  ~ (e4 = e3)
% 62.17/27.17  																																														|
% 62.17/27.17  																																														+-Applying beta-rule and splitting (1899), into two cases.
% 62.17/27.17  																																														|-Branch one:
% 62.17/27.17  																																														| (516) all_0_42_42 = e3
% 62.17/27.17  																																														|
% 62.17/27.17  																																															| Combining equations (1392,516) yields a new equation:
% 62.17/27.17  																																															| (424) e4 = e3
% 62.17/27.17  																																															|
% 62.17/27.17  																																															| Simplifying 424 yields:
% 62.17/27.17  																																															| (425) e4 = e3
% 62.17/27.17  																																															|
% 62.17/27.17  																																															| Equations (425) can reduce 188 to:
% 62.17/27.17  																																															| (266) $false
% 62.17/27.17  																																															|
% 62.17/27.17  																																															|-The branch is then unsatisfiable
% 62.17/27.17  																																														|-Branch two:
% 62.17/27.17  																																														| (405)  ~ (all_0_42_42 = e3)
% 62.17/27.17  																																														| (532) all_0_44_44 = e3
% 62.17/27.17  																																														|
% 62.17/27.17  																																															| Equations (532) can reduce 220 to:
% 62.17/27.17  																																															| (1114)  ~ (all_0_53_53 = e3)
% 62.17/27.17  																																															|
% 62.17/27.17  																																															| Simplifying 1114 yields:
% 62.17/27.17  																																															| (903)  ~ (all_0_53_53 = e3)
% 62.17/27.17  																																															|
% 62.17/27.17  																																															+-Applying beta-rule and splitting (196), into two cases.
% 62.17/27.17  																																															|-Branch one:
% 62.17/27.17  																																															| (607) all_0_53_53 = e2
% 62.17/27.17  																																															|
% 62.17/27.17  																																																| Equations (607) can reduce 509 to:
% 62.17/27.17  																																																| (266) $false
% 62.17/27.17  																																																|
% 62.17/27.17  																																																|-The branch is then unsatisfiable
% 62.17/27.17  																																															|-Branch two:
% 62.17/27.17  																																															| (509)  ~ (all_0_53_53 = e2)
% 62.17/27.17  																																															| (610) all_0_53_53 = e4 | all_0_53_53 = e3 | all_0_53_53 = e1
% 62.17/27.17  																																															|
% 62.17/27.17  																																																+-Applying beta-rule and splitting (418), into two cases.
% 62.17/27.17  																																																|-Branch one:
% 62.17/27.17  																																																| (660) all_0_51_51 = e3
% 62.17/27.17  																																																|
% 62.17/27.17  																																																	| Equations (660) can reduce 6 to:
% 62.17/27.17  																																																	| (1114)  ~ (all_0_53_53 = e3)
% 62.17/27.17  																																																	|
% 62.17/27.17  																																																	| Simplifying 1114 yields:
% 62.17/27.17  																																																	| (903)  ~ (all_0_53_53 = e3)
% 62.17/27.17  																																																	|
% 62.17/27.17  																																																	| From (660) and (186) follows:
% 62.17/27.17  																																																	| (1552) op(e1, e2) = e3
% 62.17/27.17  																																																	|
% 62.17/27.17  																																																	+-Applying beta-rule and splitting (610), into two cases.
% 62.17/27.17  																																																	|-Branch one:
% 62.17/27.17  																																																	| (1298) all_0_53_53 = e4
% 62.17/27.17  																																																	|
% 62.17/27.17  																																																		| From (1298) and (84) follows:
% 62.17/27.17  																																																		| (5692) op(e1, e0) = e4
% 62.17/27.17  																																																		|
% 62.17/27.17  																																																		+-Applying beta-rule and splitting (56), into two cases.
% 62.17/27.17  																																																		|-Branch one:
% 62.17/27.17  																																																		| (696) unit = e2
% 62.17/27.17  																																																		|
% 62.17/27.17  																																																			| From (696) and (244) follows:
% 62.17/27.17  																																																			| (264) op(e2, e4) = e4
% 62.17/27.17  																																																			|
% 62.17/27.17  																																																			| From (696) and (24) follows:
% 62.17/27.17  																																																			| (697) op(e2, e3) = e3
% 62.17/27.17  																																																			|
% 62.17/27.17  																																																			| From (696) and (211) follows:
% 62.17/27.17  																																																			| (1612) op(e2, e1) = e1
% 62.17/27.17  																																																			|
% 62.17/27.17  																																																			| From (696) and (227) follows:
% 62.17/27.17  																																																			| (4284) op(e4, e2) = e4
% 62.17/27.17  																																																			|
% 62.17/27.17  																																																			| Instantiating formula (29) with e4, e2, e4, e0 and discharging atoms op(e4, e2) = e4, op(e4, e2) = e0, yields:
% 62.17/27.17  																																																			| (397) e4 = e0
% 62.17/27.17  																																																			|
% 62.17/27.17  																																																			| Instantiating formula (29) with e2, e4, e4, e3 and discharging atoms op(e2, e4) = e4, op(e2, e4) = e3, yields:
% 62.17/27.17  																																																			| (425) e4 = e3
% 62.17/27.17  																																																			|
% 62.17/27.17  																																																			| Instantiating formula (29) with e2, e3, e3, e2 and discharging atoms op(e2, e3) = e3, op(e2, e3) = e2, yields:
% 62.17/27.17  																																																			| (662) e3 = e2
% 62.17/27.17  																																																			|
% 62.17/27.17  																																																			| Instantiating formula (29) with e2, e1, e1, e4 and discharging atoms op(e2, e1) = e4, op(e2, e1) = e1, yields:
% 62.17/27.17  																																																			| (630) e4 = e1
% 62.17/27.17  																																																			|
% 62.17/27.17  																																																			| Combining equations (630,425) yields a new equation:
% 62.17/27.17  																																																			| (455) e3 = e1
% 62.17/27.17  																																																			|
% 62.17/27.17  																																																			| Combining equations (397,425) yields a new equation:
% 62.17/27.17  																																																			| (676) e3 = e0
% 62.17/27.17  																																																			|
% 62.17/27.17  																																																			| Combining equations (676,662) yields a new equation:
% 62.17/27.17  																																																			| (330) e2 = e0
% 62.17/27.17  																																																			|
% 62.17/27.17  																																																			| Combining equations (455,662) yields a new equation:
% 62.17/27.17  																																																			| (617) e2 = e1
% 62.17/27.17  																																																			|
% 62.17/27.17  																																																			| Combining equations (617,330) yields a new equation:
% 62.17/27.17  																																																			| (546) e1 = e0
% 62.17/27.17  																																																			|
% 62.17/27.17  																																																			| Simplifying 546 yields:
% 62.17/27.17  																																																			| (431) e1 = e0
% 62.17/27.17  																																																			|
% 62.17/27.17  																																																			| Equations (431) can reduce 233 to:
% 62.17/27.17  																																																			| (266) $false
% 62.17/27.17  																																																			|
% 62.17/27.17  																																																			|-The branch is then unsatisfiable
% 62.17/27.17  																																																		|-Branch two:
% 62.17/27.17  																																																		| (707)  ~ (unit = e2)
% 62.17/27.17  																																																		| (708) unit = e4 | unit = e3 | unit = e1 | unit = e0
% 62.17/27.17  																																																		|
% 62.17/27.17  																																																			+-Applying beta-rule and splitting (708), into two cases.
% 62.17/27.17  																																																			|-Branch one:
% 62.17/27.17  																																																			| (709) unit = e4
% 62.17/27.17  																																																			|
% 62.17/27.17  																																																				| From (709) and (24) follows:
% 62.17/27.18  																																																				| (33325) op(e4, e3) = e3
% 62.17/27.18  																																																				|
% 62.17/27.18  																																																				| From (709) and (211) follows:
% 62.17/27.18  																																																				| (22527) op(e4, e1) = e1
% 62.17/27.18  																																																				|
% 62.17/27.18  																																																				| From (709) and (32) follows:
% 62.17/27.18  																																																				| (712) op(e2, e4) = e2
% 62.17/27.18  																																																				|
% 62.17/27.18  																																																				| From (709) and (42) follows:
% 62.17/27.18  																																																				| (713) op(e0, e4) = e0
% 62.17/27.18  																																																				|
% 62.17/27.18  																																																				| Instantiating formula (29) with e4, e3, e3, e4 and discharging atoms op(e4, e3) = e4, op(e4, e3) = e3, yields:
% 62.17/27.18  																																																				| (425) e4 = e3
% 62.17/27.18  																																																				|
% 62.17/27.18  																																																				| Instantiating formula (29) with e4, e1, e1, e3 and discharging atoms op(e4, e1) = e3, op(e4, e1) = e1, yields:
% 62.17/27.18  																																																				| (455) e3 = e1
% 62.17/27.18  																																																				|
% 62.17/27.18  																																																				| Instantiating formula (29) with e2, e4, e2, e3 and discharging atoms op(e2, e4) = e3, op(e2, e4) = e2, yields:
% 62.17/27.18  																																																				| (662) e3 = e2
% 62.17/27.18  																																																				|
% 62.17/27.18  																																																				| Instantiating formula (29) with e0, e4, e0, e4 and discharging atoms op(e0, e4) = e4, op(e0, e4) = e0, yields:
% 62.17/27.18  																																																				| (397) e4 = e0
% 62.17/27.18  																																																				|
% 62.17/27.18  																																																				| Combining equations (425,397) yields a new equation:
% 62.17/27.18  																																																				| (675) e3 = e0
% 62.17/27.18  																																																				|
% 62.17/27.18  																																																				| Simplifying 675 yields:
% 62.17/27.18  																																																				| (676) e3 = e0
% 62.17/27.18  																																																				|
% 62.17/27.18  																																																				| Combining equations (455,662) yields a new equation:
% 62.17/27.18  																																																				| (617) e2 = e1
% 62.17/27.18  																																																				|
% 62.17/27.18  																																																				| Combining equations (676,662) yields a new equation:
% 62.17/27.18  																																																				| (330) e2 = e0
% 62.17/27.18  																																																				|
% 62.17/27.18  																																																				| Combining equations (617,330) yields a new equation:
% 62.17/27.18  																																																				| (546) e1 = e0
% 62.17/27.18  																																																				|
% 62.17/27.18  																																																				| Simplifying 546 yields:
% 62.17/27.18  																																																				| (431) e1 = e0
% 62.17/27.18  																																																				|
% 62.17/27.18  																																																				| Equations (431) can reduce 233 to:
% 62.17/27.18  																																																				| (266) $false
% 62.17/27.18  																																																				|
% 62.17/27.18  																																																				|-The branch is then unsatisfiable
% 62.17/27.18  																																																			|-Branch two:
% 62.17/27.18  																																																			| (724)  ~ (unit = e4)
% 62.17/27.18  																																																			| (725) unit = e3 | unit = e1 | unit = e0
% 62.17/27.18  																																																			|
% 62.17/27.18  																																																				+-Applying beta-rule and splitting (725), into two cases.
% 62.17/27.18  																																																				|-Branch one:
% 62.17/27.18  																																																				| (726) unit = e0
% 62.17/27.18  																																																				|
% 62.17/27.18  																																																					| From (726) and (227) follows:
% 62.17/27.18  																																																					| (3205) op(e4, e0) = e4
% 62.17/27.18  																																																					|
% 62.17/27.18  																																																					| From (726) and (32) follows:
% 62.17/27.18  																																																					| (727) op(e2, e0) = e2
% 62.17/27.18  																																																					|
% 62.17/27.18  																																																					| From (726) and (28) follows:
% 62.17/27.18  																																																					| (2698) op(e1, e0) = e1
% 62.17/27.18  																																																					|
% 62.17/27.18  																																																					| Instantiating formula (29) with e4, e0, e4, e2 and discharging atoms op(e4, e0) = e4, op(e4, e0) = e2, yields:
% 62.17/27.18  																																																					| (323) e4 = e2
% 62.17/27.18  																																																					|
% 62.17/27.18  																																																					| Instantiating formula (29) with e2, e0, e2, e0 and discharging atoms op(e2, e0) = e2, op(e2, e0) = e0, yields:
% 62.17/27.18  																																																					| (330) e2 = e0
% 62.17/27.18  																																																					|
% 62.17/27.18  																																																					| Instantiating formula (29) with e1, e0, e1, e4 and discharging atoms op(e1, e0) = e4, op(e1, e0) = e1, yields:
% 62.17/27.18  																																																					| (630) e4 = e1
% 62.17/27.18  																																																					|
% 62.17/27.18  																																																					| Combining equations (630,323) yields a new equation:
% 62.17/27.18  																																																					| (617) e2 = e1
% 62.17/27.18  																																																					|
% 62.17/27.18  																																																					| Combining equations (617,330) yields a new equation:
% 62.17/27.18  																																																					| (546) e1 = e0
% 62.17/27.18  																																																					|
% 62.17/27.18  																																																					| Simplifying 546 yields:
% 62.17/27.18  																																																					| (431) e1 = e0
% 62.17/27.18  																																																					|
% 62.17/27.18  																																																					| Equations (431) can reduce 233 to:
% 62.17/27.18  																																																					| (266) $false
% 62.17/27.18  																																																					|
% 62.17/27.18  																																																					|-The branch is then unsatisfiable
% 62.17/27.18  																																																				|-Branch two:
% 62.17/27.18  																																																				| (734)  ~ (unit = e0)
% 62.17/27.18  																																																				| (735) unit = e3 | unit = e1
% 62.17/27.18  																																																				|
% 62.17/27.18  																																																					+-Applying beta-rule and splitting (735), into two cases.
% 62.17/27.18  																																																					|-Branch one:
% 62.17/27.18  																																																					| (736) unit = e1
% 62.17/27.18  																																																					|
% 62.17/27.18  																																																						| Equations (736) can reduce 734 to:
% 62.17/27.18  																																																						| (233)  ~ (e1 = e0)
% 62.17/27.18  																																																						|
% 62.17/27.18  																																																						| From (736) and (24) follows:
% 62.17/27.18  																																																						| (1934) op(e1, e3) = e3
% 62.17/27.18  																																																						|
% 62.17/27.18  																																																						| From (736) and (15) follows:
% 62.17/27.18  																																																						| (515) op(e1, e2) = e2
% 62.17/27.18  																																																						|
% 62.17/27.18  																																																						| From (736) and (209) follows:
% 62.17/27.18  																																																						| (2715) op(e1, e0) = e0
% 62.17/27.18  																																																						|
% 62.17/27.18  																																																						| From (736) and (227) follows:
% 62.17/27.18  																																																						| (739) op(e4, e1) = e4
% 62.17/27.18  																																																						|
% 62.17/27.18  																																																						| Instantiating formula (29) with e4, e1, e4, e3 and discharging atoms op(e4, e1) = e4, op(e4, e1) = e3, yields:
% 62.17/27.18  																																																						| (425) e4 = e3
% 62.17/27.18  																																																						|
% 62.17/27.18  																																																						| Instantiating formula (29) with e1, e3, e3, e1 and discharging atoms op(e1, e3) = e3, op(e1, e3) = e1, yields:
% 62.17/27.18  																																																						| (455) e3 = e1
% 62.17/27.18  																																																						|
% 62.17/27.18  																																																						| Instantiating formula (29) with e1, e2, e2, e3 and discharging atoms op(e1, e2) = e3, op(e1, e2) = e2, yields:
% 62.17/27.18  																																																						| (662) e3 = e2
% 62.17/27.18  																																																						|
% 62.17/27.18  																																																						| Instantiating formula (29) with e1, e0, e0, e4 and discharging atoms op(e1, e0) = e4, op(e1, e0) = e0, yields:
% 62.17/27.18  																																																						| (397) e4 = e0
% 62.17/27.18  																																																						|
% 62.17/27.18  																																																						| Combining equations (425,397) yields a new equation:
% 62.17/27.18  																																																						| (675) e3 = e0
% 62.17/27.18  																																																						|
% 62.17/27.18  																																																						| Simplifying 675 yields:
% 62.17/27.18  																																																						| (676) e3 = e0
% 62.17/27.18  																																																						|
% 62.17/27.18  																																																						| Combining equations (676,662) yields a new equation:
% 62.17/27.18  																																																						| (330) e2 = e0
% 62.17/27.18  																																																						|
% 62.17/27.18  																																																						| Combining equations (455,662) yields a new equation:
% 62.17/27.18  																																																						| (617) e2 = e1
% 62.17/27.18  																																																						|
% 62.17/27.18  																																																						| Combining equations (330,617) yields a new equation:
% 62.17/27.18  																																																						| (431) e1 = e0
% 62.17/27.18  																																																						|
% 62.17/27.18  																																																						| Equations (431) can reduce 233 to:
% 62.17/27.18  																																																						| (266) $false
% 62.17/27.18  																																																						|
% 62.17/27.18  																																																						|-The branch is then unsatisfiable
% 62.17/27.18  																																																					|-Branch two:
% 62.17/27.18  																																																					| (748)  ~ (unit = e1)
% 62.17/27.18  																																																					| (749) unit = e3
% 62.17/27.18  																																																					|
% 62.17/27.18  																																																						| Equations (749) can reduce 734 to:
% 62.17/27.18  																																																						| (80)  ~ (e3 = e0)
% 62.17/27.18  																																																						|
% 62.17/27.18  																																																						| From (749) and (42) follows:
% 62.17/27.18  																																																						| (752) op(e0, e3) = e0
% 62.17/27.18  																																																						|
% 62.17/27.18  																																																						| Instantiating formula (29) with e0, e3, e0, e3 and discharging atoms op(e0, e3) = e3, op(e0, e3) = e0, yields:
% 62.17/27.18  																																																						| (676) e3 = e0
% 62.17/27.18  																																																						|
% 62.17/27.18  																																																						| Equations (676) can reduce 80 to:
% 62.17/27.18  																																																						| (266) $false
% 62.17/27.18  																																																						|
% 62.17/27.18  																																																						|-The branch is then unsatisfiable
% 62.17/27.18  																																																	|-Branch two:
% 62.17/27.18  																																																	| (1453)  ~ (all_0_53_53 = e4)
% 62.17/27.18  																																																	| (1694) all_0_53_53 = e3 | all_0_53_53 = e1
% 62.17/27.18  																																																	|
% 62.17/27.18  																																																		+-Applying beta-rule and splitting (1694), into two cases.
% 62.17/27.18  																																																		|-Branch one:
% 62.17/27.18  																																																		| (1208) all_0_53_53 = e1
% 62.17/27.18  																																																		|
% 62.17/27.18  																																																			| Equations (1208) can reduce 1459 to:
% 62.17/27.18  																																																			| (266) $false
% 62.17/27.18  																																																			|
% 62.17/27.18  																																																			|-The branch is then unsatisfiable
% 62.17/27.18  																																																		|-Branch two:
% 62.17/27.18  																																																		| (1459)  ~ (all_0_53_53 = e1)
% 62.17/27.18  																																																		| (665) all_0_53_53 = e3
% 62.17/27.18  																																																		|
% 62.17/27.18  																																																			| Equations (665) can reduce 903 to:
% 62.17/27.18  																																																			| (266) $false
% 62.17/27.18  																																																			|
% 62.17/27.18  																																																			|-The branch is then unsatisfiable
% 62.17/27.18  																																																|-Branch two:
% 62.17/27.18  																																																| (664)  ~ (all_0_51_51 = e3)
% 62.17/27.18  																																																| (665) all_0_53_53 = e3
% 62.17/27.18  																																																|
% 62.17/27.18  																																																	| Equations (665) can reduce 903 to:
% 62.17/27.18  																																																	| (266) $false
% 62.17/27.18  																																																	|
% 62.17/27.18  																																																	|-The branch is then unsatisfiable
% 62.17/27.18  																																												|-Branch two:
% 62.17/27.18  																																												| (1890)  ~ (all_0_42_42 = e4)
% 62.17/27.18  																																												| (1969) all_0_42_42 = e3 | all_0_42_42 = e1 | all_0_42_42 = e0
% 62.17/27.18  																																												|
% 62.17/27.18  																																													+-Applying beta-rule and splitting (441), into two cases.
% 62.17/27.18  																																													|-Branch one:
% 62.17/27.18  																																													| (1392) all_0_42_42 = e4
% 62.17/27.18  																																													|
% 62.17/27.18  																																														| Equations (1392) can reduce 1890 to:
% 62.17/27.18  																																														| (266) $false
% 62.17/27.18  																																														|
% 62.17/27.18  																																														|-The branch is then unsatisfiable
% 62.17/27.18  																																													|-Branch two:
% 62.17/27.18  																																													| (1890)  ~ (all_0_42_42 = e4)
% 62.17/27.18  																																													| (1891) all_0_43_43 = e4 | all_0_44_44 = e4
% 62.17/27.18  																																													|
% 62.17/27.18  																																														+-Applying beta-rule and splitting (1891), into two cases.
% 62.17/27.18  																																														|-Branch one:
% 62.17/27.18  																																														| (396) all_0_43_43 = e4
% 62.17/27.18  																																														|
% 62.17/27.18  																																															| Combining equations (430,396) yields a new equation:
% 62.17/27.18  																																															| (630) e4 = e1
% 62.17/27.18  																																															|
% 62.17/27.18  																																															| Equations (630) can reduce 110 to:
% 62.17/27.18  																																															| (266) $false
% 62.17/27.18  																																															|
% 62.17/27.18  																																															|-The branch is then unsatisfiable
% 62.17/27.18  																																														|-Branch two:
% 62.17/27.18  																																														| (399)  ~ (all_0_43_43 = e4)
% 62.17/27.18  																																														| (446) all_0_44_44 = e4
% 62.17/27.18  																																														|
% 62.17/27.18  																																															| From (446) and (138) follows:
% 62.17/27.18  																																															| (4646) op(e3, e0) = e4
% 62.17/27.18  																																															|
% 62.17/27.18  																																															+-Applying beta-rule and splitting (189), into two cases.
% 62.17/27.18  																																															|-Branch one:
% 62.17/27.18  																																															| (532) all_0_44_44 = e3
% 62.17/27.18  																																															|
% 62.17/27.18  																																																| Combining equations (532,446) yields a new equation:
% 62.17/27.18  																																																| (425) e4 = e3
% 62.17/27.18  																																																|
% 62.17/27.18  																																																| Equations (425) can reduce 188 to:
% 62.17/27.18  																																																| (266) $false
% 62.17/27.18  																																																|
% 62.17/27.18  																																																|-The branch is then unsatisfiable
% 62.17/27.18  																																															|-Branch two:
% 62.17/27.18  																																															| (407)  ~ (all_0_44_44 = e3)
% 62.17/27.18  																																															| (537) all_0_49_49 = e3 | all_0_53_53 = e3 | all_0_58_58 = e3
% 62.17/27.18  																																															|
% 62.17/27.18  																																																| Equations (446) can reduce 407 to:
% 62.17/27.18  																																																| (188)  ~ (e4 = e3)
% 62.17/27.18  																																																|
% 62.17/27.18  																																																+-Applying beta-rule and splitting (1071), into two cases.
% 62.17/27.18  																																																|-Branch one:
% 62.17/27.18  																																																| (1101) all_0_51_51 = e4
% 62.17/27.18  																																																|
% 62.17/27.18  																																																	| Equations (1101) can reduce 6 to:
% 62.17/27.18  																																																	| (1452)  ~ (all_0_53_53 = e4)
% 62.17/27.18  																																																	|
% 62.17/27.18  																																																	| Simplifying 1452 yields:
% 62.17/27.18  																																																	| (1453)  ~ (all_0_53_53 = e4)
% 62.17/27.18  																																																	|
% 62.17/27.18  																																																	| From (1101) and (186) follows:
% 62.17/27.18  																																																	| (13720) op(e1, e2) = e4
% 62.17/27.18  																																																	|
% 62.17/27.18  																																																	+-Applying beta-rule and splitting (180), into two cases.
% 62.17/27.18  																																																	|-Branch one:
% 62.17/27.18  																																																	| (516) all_0_42_42 = e3
% 62.17/27.18  																																																	|
% 62.17/27.18  																																																		| Equations (516) can reduce 1380 to:
% 62.17/27.18  																																																		| (213)  ~ (e3 = e1)
% 62.17/27.18  																																																		|
% 62.17/27.18  																																																		| Equations (516) can reduce 358 to:
% 62.17/27.18  																																																		| (80)  ~ (e3 = e0)
% 62.17/27.18  																																																		|
% 62.17/27.18  																																																		| From (516) and (210) follows:
% 62.17/27.18  																																																		| (4285) op(e3, e2) = e3
% 62.17/27.18  																																																		|
% 62.17/27.18  																																																		+-Applying beta-rule and splitting (537), into two cases.
% 62.17/27.18  																																																		|-Branch one:
% 62.17/27.18  																																																		| (884) all_0_49_49 = e3
% 62.17/27.18  																																																		|
% 62.17/27.18  																																																			| Combining equations (978,884) yields a new equation:
% 62.17/27.18  																																																			| (676) e3 = e0
% 62.17/27.18  																																																			|
% 62.17/27.18  																																																			| Equations (676) can reduce 80 to:
% 62.17/27.18  																																																			| (266) $false
% 62.17/27.18  																																																			|
% 62.17/27.18  																																																			|-The branch is then unsatisfiable
% 62.17/27.18  																																																		|-Branch two:
% 62.17/27.18  																																																		| (525)  ~ (all_0_49_49 = e3)
% 62.17/27.18  																																																		| (887) all_0_53_53 = e3 | all_0_58_58 = e3
% 62.17/27.18  																																																		|
% 62.17/27.18  																																																			+-Applying beta-rule and splitting (887), into two cases.
% 62.17/27.18  																																																			|-Branch one:
% 62.17/27.18  																																																			| (665) all_0_53_53 = e3
% 62.17/27.18  																																																			|
% 62.17/27.18  																																																				| From (665) and (84) follows:
% 62.17/27.18  																																																				| (3786) op(e1, e0) = e3
% 62.17/27.18  																																																				|
% 62.17/27.18  																																																				+-Applying beta-rule and splitting (56), into two cases.
% 62.17/27.18  																																																				|-Branch one:
% 62.17/27.18  																																																				| (696) unit = e2
% 62.17/27.18  																																																				|
% 62.17/27.18  																																																					| From (696) and (244) follows:
% 62.17/27.18  																																																					| (264) op(e2, e4) = e4
% 62.17/27.18  																																																					|
% 62.17/27.18  																																																					| From (696) and (24) follows:
% 62.17/27.18  																																																					| (697) op(e2, e3) = e3
% 62.17/27.18  																																																					|
% 62.17/27.18  																																																					| From (696) and (227) follows:
% 62.17/27.18  																																																					| (4284) op(e4, e2) = e4
% 62.17/27.18  																																																					|
% 62.17/27.18  																																																					| From (696) and (28) follows:
% 62.17/27.18  																																																					| (699) op(e1, e2) = e1
% 62.17/27.18  																																																					|
% 62.17/27.18  																																																					| Instantiating formula (29) with e4, e2, e4, e0 and discharging atoms op(e4, e2) = e4, op(e4, e2) = e0, yields:
% 62.17/27.18  																																																					| (397) e4 = e0
% 62.17/27.18  																																																					|
% 62.17/27.18  																																																					| Instantiating formula (29) with e2, e4, e4, e3 and discharging atoms op(e2, e4) = e4, op(e2, e4) = e3, yields:
% 62.17/27.18  																																																					| (425) e4 = e3
% 62.17/27.18  																																																					|
% 62.17/27.18  																																																					| Instantiating formula (29) with e2, e3, e3, e2 and discharging atoms op(e2, e3) = e3, op(e2, e3) = e2, yields:
% 62.17/27.18  																																																					| (662) e3 = e2
% 62.17/27.18  																																																					|
% 62.17/27.18  																																																					| Instantiating formula (29) with e1, e2, e1, e4 and discharging atoms op(e1, e2) = e4, op(e1, e2) = e1, yields:
% 62.17/27.18  																																																					| (630) e4 = e1
% 62.17/27.18  																																																					|
% 62.17/27.18  																																																					| Combining equations (397,425) yields a new equation:
% 62.17/27.18  																																																					| (676) e3 = e0
% 62.17/27.18  																																																					|
% 62.17/27.18  																																																					| Combining equations (630,425) yields a new equation:
% 62.17/27.18  																																																					| (455) e3 = e1
% 62.17/27.18  																																																					|
% 62.17/27.18  																																																					| Combining equations (455,662) yields a new equation:
% 62.17/27.18  																																																					| (617) e2 = e1
% 62.17/27.18  																																																					|
% 62.17/27.18  																																																					| Combining equations (676,662) yields a new equation:
% 62.17/27.18  																																																					| (330) e2 = e0
% 62.17/27.18  																																																					|
% 62.17/27.18  																																																					| Combining equations (330,617) yields a new equation:
% 62.17/27.18  																																																					| (431) e1 = e0
% 62.17/27.18  																																																					|
% 62.17/27.18  																																																					| Equations (431) can reduce 233 to:
% 62.17/27.18  																																																					| (266) $false
% 62.17/27.18  																																																					|
% 62.17/27.18  																																																					|-The branch is then unsatisfiable
% 62.17/27.18  																																																				|-Branch two:
% 62.17/27.18  																																																				| (707)  ~ (unit = e2)
% 62.17/27.18  																																																				| (708) unit = e4 | unit = e3 | unit = e1 | unit = e0
% 62.17/27.18  																																																				|
% 62.17/27.18  																																																					+-Applying beta-rule and splitting (708), into two cases.
% 62.17/27.18  																																																					|-Branch one:
% 62.17/27.18  																																																					| (709) unit = e4
% 62.17/27.18  																																																					|
% 62.17/27.18  																																																						| From (709) and (24) follows:
% 62.17/27.18  																																																						| (33325) op(e4, e3) = e3
% 62.17/27.18  																																																						|
% 62.17/27.18  																																																						| From (709) and (211) follows:
% 62.17/27.18  																																																						| (22527) op(e4, e1) = e1
% 62.17/27.18  																																																						|
% 62.17/27.18  																																																						| From (709) and (32) follows:
% 62.17/27.18  																																																						| (712) op(e2, e4) = e2
% 62.17/27.18  																																																						|
% 62.17/27.18  																																																						| From (709) and (42) follows:
% 62.17/27.18  																																																						| (713) op(e0, e4) = e0
% 62.17/27.18  																																																						|
% 62.17/27.18  																																																						| Instantiating formula (29) with e4, e3, e3, e4 and discharging atoms op(e4, e3) = e4, op(e4, e3) = e3, yields:
% 62.17/27.18  																																																						| (425) e4 = e3
% 62.17/27.18  																																																						|
% 62.17/27.18  																																																						| Instantiating formula (29) with e4, e1, e1, e3 and discharging atoms op(e4, e1) = e3, op(e4, e1) = e1, yields:
% 62.17/27.18  																																																						| (455) e3 = e1
% 62.17/27.18  																																																						|
% 62.17/27.18  																																																						| Instantiating formula (29) with e2, e4, e2, e3 and discharging atoms op(e2, e4) = e3, op(e2, e4) = e2, yields:
% 62.17/27.18  																																																						| (662) e3 = e2
% 62.17/27.18  																																																						|
% 62.17/27.18  																																																						| Instantiating formula (29) with e0, e4, e0, e4 and discharging atoms op(e0, e4) = e4, op(e0, e4) = e0, yields:
% 62.17/27.18  																																																						| (397) e4 = e0
% 62.17/27.18  																																																						|
% 62.17/27.18  																																																						| Combining equations (425,397) yields a new equation:
% 62.17/27.18  																																																						| (675) e3 = e0
% 62.17/27.18  																																																						|
% 62.17/27.18  																																																						| Simplifying 675 yields:
% 62.17/27.18  																																																						| (676) e3 = e0
% 62.17/27.18  																																																						|
% 62.17/27.18  																																																						| Combining equations (455,662) yields a new equation:
% 62.17/27.18  																																																						| (617) e2 = e1
% 62.17/27.18  																																																						|
% 62.17/27.18  																																																						| Combining equations (676,662) yields a new equation:
% 62.17/27.18  																																																						| (330) e2 = e0
% 62.17/27.18  																																																						|
% 62.17/27.18  																																																						| Combining equations (617,330) yields a new equation:
% 62.17/27.18  																																																						| (546) e1 = e0
% 62.17/27.18  																																																						|
% 62.17/27.18  																																																						| Simplifying 546 yields:
% 62.17/27.18  																																																						| (431) e1 = e0
% 62.17/27.18  																																																						|
% 62.17/27.18  																																																						| Equations (431) can reduce 233 to:
% 62.17/27.18  																																																						| (266) $false
% 62.17/27.18  																																																						|
% 62.17/27.18  																																																						|-The branch is then unsatisfiable
% 62.17/27.18  																																																					|-Branch two:
% 62.17/27.18  																																																					| (724)  ~ (unit = e4)
% 62.17/27.18  																																																					| (725) unit = e3 | unit = e1 | unit = e0
% 62.17/27.18  																																																					|
% 62.17/27.18  																																																						+-Applying beta-rule and splitting (725), into two cases.
% 62.17/27.18  																																																						|-Branch one:
% 62.17/27.18  																																																						| (726) unit = e0
% 62.17/27.18  																																																						|
% 62.17/27.18  																																																							| From (726) and (227) follows:
% 62.17/27.18  																																																							| (3205) op(e4, e0) = e4
% 62.17/27.18  																																																							|
% 62.17/27.18  																																																							| From (726) and (40) follows:
% 62.17/27.18  																																																							| (1639) op(e3, e0) = e3
% 62.17/27.18  																																																							|
% 62.17/27.18  																																																							| From (726) and (32) follows:
% 62.17/27.18  																																																							| (727) op(e2, e0) = e2
% 62.17/27.18  																																																							|
% 62.17/27.18  																																																							| From (726) and (28) follows:
% 62.17/27.19  																																																							| (2698) op(e1, e0) = e1
% 62.17/27.19  																																																							|
% 62.17/27.19  																																																							| Instantiating formula (29) with e4, e0, e4, e2 and discharging atoms op(e4, e0) = e4, op(e4, e0) = e2, yields:
% 62.17/27.19  																																																							| (323) e4 = e2
% 62.17/27.19  																																																							|
% 62.17/27.19  																																																							| Instantiating formula (29) with e3, e0, e3, e4 and discharging atoms op(e3, e0) = e4, op(e3, e0) = e3, yields:
% 62.17/27.19  																																																							| (425) e4 = e3
% 62.17/27.19  																																																							|
% 62.17/27.19  																																																							| Instantiating formula (29) with e2, e0, e2, e0 and discharging atoms op(e2, e0) = e2, op(e2, e0) = e0, yields:
% 62.17/27.19  																																																							| (330) e2 = e0
% 62.17/27.19  																																																							|
% 62.17/27.19  																																																							| Instantiating formula (29) with e1, e0, e1, e3 and discharging atoms op(e1, e0) = e3, op(e1, e0) = e1, yields:
% 62.17/27.19  																																																							| (455) e3 = e1
% 62.17/27.19  																																																							|
% 62.17/27.19  																																																							| Combining equations (323,425) yields a new equation:
% 62.17/27.19  																																																							| (662) e3 = e2
% 62.17/27.19  																																																							|
% 62.17/27.19  																																																							| Combining equations (662,455) yields a new equation:
% 62.17/27.19  																																																							| (616) e2 = e1
% 62.17/27.19  																																																							|
% 62.17/27.19  																																																							| Simplifying 616 yields:
% 62.17/27.19  																																																							| (617) e2 = e1
% 62.17/27.19  																																																							|
% 62.17/27.19  																																																							| Combining equations (617,330) yields a new equation:
% 62.17/27.19  																																																							| (546) e1 = e0
% 62.17/27.19  																																																							|
% 62.17/27.19  																																																							| Simplifying 546 yields:
% 62.17/27.19  																																																							| (431) e1 = e0
% 62.17/27.19  																																																							|
% 62.17/27.19  																																																							| Equations (431) can reduce 233 to:
% 62.17/27.19  																																																							| (266) $false
% 62.17/27.19  																																																							|
% 62.17/27.19  																																																							|-The branch is then unsatisfiable
% 62.17/27.19  																																																						|-Branch two:
% 62.17/27.19  																																																						| (734)  ~ (unit = e0)
% 62.17/27.19  																																																						| (735) unit = e3 | unit = e1
% 62.17/27.19  																																																						|
% 62.17/27.19  																																																							+-Applying beta-rule and splitting (735), into two cases.
% 62.17/27.19  																																																							|-Branch one:
% 62.17/27.19  																																																							| (736) unit = e1
% 62.17/27.19  																																																							|
% 62.17/27.19  																																																								| Equations (736) can reduce 734 to:
% 62.17/27.19  																																																								| (233)  ~ (e1 = e0)
% 62.17/27.19  																																																								|
% 62.17/27.19  																																																								| From (736) and (244) follows:
% 62.17/27.19  																																																								| (738) op(e1, e4) = e4
% 62.17/27.19  																																																								|
% 62.17/27.19  																																																								| From (736) and (15) follows:
% 62.17/27.19  																																																								| (515) op(e1, e2) = e2
% 62.17/27.19  																																																								|
% 62.17/27.19  																																																								| From (736) and (28) follows:
% 62.17/27.19  																																																								| (740) op(e1, e1) = e1
% 62.17/27.19  																																																								|
% 62.17/27.19  																																																								| Instantiating formula (29) with e1, e4, e4, e0 and discharging atoms op(e1, e4) = e4, op(e1, e4) = e0, yields:
% 62.17/27.19  																																																								| (397) e4 = e0
% 62.17/27.19  																																																								|
% 62.17/27.19  																																																								| Instantiating formula (29) with e1, e2, e2, e4 and discharging atoms op(e1, e2) = e4, op(e1, e2) = e2, yields:
% 62.17/27.19  																																																								| (323) e4 = e2
% 62.17/27.19  																																																								|
% 62.17/27.19  																																																								| Instantiating formula (29) with e1, e1, e1, e2 and discharging atoms op(e1, e1) = e2, op(e1, e1) = e1, yields:
% 62.17/27.19  																																																								| (617) e2 = e1
% 62.17/27.19  																																																								|
% 62.17/27.19  																																																								| Combining equations (323,397) yields a new equation:
% 62.17/27.19  																																																								| (391) e2 = e0
% 62.17/27.19  																																																								|
% 62.17/27.19  																																																								| Simplifying 391 yields:
% 62.17/27.19  																																																								| (330) e2 = e0
% 62.17/27.19  																																																								|
% 62.17/27.19  																																																								| Combining equations (330,617) yields a new equation:
% 62.17/27.19  																																																								| (431) e1 = e0
% 62.17/27.19  																																																								|
% 62.17/27.19  																																																								| Equations (431) can reduce 233 to:
% 62.17/27.19  																																																								| (266) $false
% 62.17/27.19  																																																								|
% 62.17/27.19  																																																								|-The branch is then unsatisfiable
% 62.17/27.19  																																																							|-Branch two:
% 62.17/27.19  																																																							| (748)  ~ (unit = e1)
% 62.17/27.19  																																																							| (749) unit = e3
% 62.17/27.19  																																																							|
% 62.17/27.19  																																																								| From (749) and (15) follows:
% 62.17/27.19  																																																								| (751) op(e3, e2) = e2
% 62.17/27.19  																																																								|
% 62.17/27.19  																																																								| From (749) and (42) follows:
% 62.17/27.19  																																																								| (752) op(e0, e3) = e0
% 62.17/27.19  																																																								|
% 62.17/27.19  																																																								| Instantiating formula (29) with e3, e2, e2, e3 and discharging atoms op(e3, e2) = e3, op(e3, e2) = e2, yields:
% 62.17/27.19  																																																								| (662) e3 = e2
% 62.17/27.19  																																																								|
% 62.17/27.19  																																																								| Instantiating formula (29) with e0, e3, e0, e3 and discharging atoms op(e0, e3) = e3, op(e0, e3) = e0, yields:
% 62.17/27.19  																																																								| (676) e3 = e0
% 62.17/27.19  																																																								|
% 62.17/27.19  																																																								| Combining equations (676,662) yields a new equation:
% 62.17/27.19  																																																								| (330) e2 = e0
% 62.17/27.19  																																																								|
% 62.17/27.19  																																																								| Equations (330) can reduce 128 to:
% 62.17/27.19  																																																								| (266) $false
% 62.17/27.19  																																																								|
% 62.17/27.19  																																																								|-The branch is then unsatisfiable
% 62.17/27.19  																																																			|-Branch two:
% 62.17/27.19  																																																			| (903)  ~ (all_0_53_53 = e3)
% 62.17/27.19  																																																			| (795) all_0_58_58 = e3
% 62.17/27.19  																																																			|
% 62.17/27.19  																																																				| Combining equations (918,795) yields a new equation:
% 62.17/27.19  																																																				| (455) e3 = e1
% 62.17/27.19  																																																				|
% 62.17/27.19  																																																				| Equations (455) can reduce 213 to:
% 62.17/27.19  																																																				| (266) $false
% 62.17/27.19  																																																				|
% 62.17/27.19  																																																				|-The branch is then unsatisfiable
% 62.17/27.19  																																																	|-Branch two:
% 62.17/27.19  																																																	| (405)  ~ (all_0_42_42 = e3)
% 62.17/27.19  																																																	| (521) all_0_47_47 = e3 | all_0_51_51 = e3 | all_0_56_56 = e3
% 62.17/27.19  																																																	|
% 62.17/27.19  																																																		+-Applying beta-rule and splitting (418), into two cases.
% 62.17/27.19  																																																		|-Branch one:
% 62.17/27.19  																																																		| (660) all_0_51_51 = e3
% 62.17/27.19  																																																		|
% 62.17/27.19  																																																			| Combining equations (1101,660) yields a new equation:
% 62.17/27.19  																																																			| (424) e4 = e3
% 62.17/27.19  																																																			|
% 62.17/27.19  																																																			| Simplifying 424 yields:
% 62.17/27.19  																																																			| (425) e4 = e3
% 62.17/27.19  																																																			|
% 62.17/27.19  																																																			| Equations (425) can reduce 188 to:
% 62.17/27.19  																																																			| (266) $false
% 62.17/27.19  																																																			|
% 62.17/27.19  																																																			|-The branch is then unsatisfiable
% 62.17/27.19  																																																		|-Branch two:
% 62.17/27.19  																																																		| (664)  ~ (all_0_51_51 = e3)
% 62.17/27.19  																																																		| (665) all_0_53_53 = e3
% 62.17/27.19  																																																		|
% 62.17/27.19  																																																			| Equations (665) can reduce 1453 to:
% 62.17/27.19  																																																			| (277)  ~ (e4 = e3)
% 62.17/27.19  																																																			|
% 62.17/27.19  																																																			| Simplifying 277 yields:
% 62.17/27.19  																																																			| (188)  ~ (e4 = e3)
% 62.17/27.19  																																																			|
% 62.17/27.19  																																																			+-Applying beta-rule and splitting (1899), into two cases.
% 62.17/27.19  																																																			|-Branch one:
% 62.17/27.19  																																																			| (516) all_0_42_42 = e3
% 62.17/27.19  																																																			|
% 62.17/27.19  																																																				| Equations (516) can reduce 405 to:
% 62.17/27.19  																																																				| (266) $false
% 62.17/27.19  																																																				|
% 62.17/27.19  																																																				|-The branch is then unsatisfiable
% 62.17/27.19  																																																			|-Branch two:
% 62.17/27.19  																																																			| (405)  ~ (all_0_42_42 = e3)
% 62.17/27.19  																																																			| (532) all_0_44_44 = e3
% 62.17/27.19  																																																			|
% 62.17/27.19  																																																				| Combining equations (532,446) yields a new equation:
% 62.17/27.19  																																																				| (425) e4 = e3
% 62.17/27.19  																																																				|
% 62.17/27.19  																																																				| Equations (425) can reduce 188 to:
% 62.17/27.19  																																																				| (266) $false
% 62.17/27.19  																																																				|
% 62.17/27.19  																																																				|-The branch is then unsatisfiable
% 62.17/27.19  																																																|-Branch two:
% 62.17/27.19  																																																| (475)  ~ (all_0_51_51 = e4)
% 62.17/27.19  																																																| (1294) all_0_52_52 = e4 | all_0_53_53 = e4
% 62.17/27.19  																																																|
% 62.17/27.19  																																																	+-Applying beta-rule and splitting (1100), into two cases.
% 62.17/27.19  																																																	|-Branch one:
% 62.17/27.19  																																																	| (1101) all_0_51_51 = e4
% 62.17/27.19  																																																	|
% 62.17/27.19  																																																		| Equations (1101) can reduce 475 to:
% 62.17/27.19  																																																		| (266) $false
% 62.17/27.19  																																																		|
% 62.17/27.19  																																																		|-The branch is then unsatisfiable
% 62.17/27.19  																																																	|-Branch two:
% 62.17/27.19  																																																	| (475)  ~ (all_0_51_51 = e4)
% 62.17/27.19  																																																	| (1104) all_0_51_51 = e3 | all_0_51_51 = e1
% 62.17/27.19  																																																	|
% 62.17/27.19  																																																		+-Applying beta-rule and splitting (1104), into two cases.
% 62.17/27.19  																																																		|-Branch one:
% 62.17/27.19  																																																		| (1109) all_0_51_51 = e1
% 62.17/27.19  																																																		|
% 62.17/27.19  																																																			| Equations (1109) can reduce 464 to:
% 62.17/27.19  																																																			| (266) $false
% 62.17/27.19  																																																			|
% 62.17/27.19  																																																			|-The branch is then unsatisfiable
% 62.17/27.19  																																																		|-Branch two:
% 62.17/27.19  																																																		| (464)  ~ (all_0_51_51 = e1)
% 62.17/27.19  																																																		| (660) all_0_51_51 = e3
% 62.17/27.19  																																																		|
% 62.17/27.19  																																																			| Equations (660) can reduce 61 to:
% 62.17/27.19  																																																			| (405)  ~ (all_0_42_42 = e3)
% 62.17/27.19  																																																			|
% 62.17/27.19  																																																			| Equations (660) can reduce 475 to:
% 62.17/27.19  																																																			| (277)  ~ (e4 = e3)
% 62.17/27.19  																																																			|
% 62.17/27.19  																																																			| Simplifying 277 yields:
% 62.17/27.19  																																																			| (188)  ~ (e4 = e3)
% 62.17/27.19  																																																			|
% 62.17/27.19  																																																			+-Applying beta-rule and splitting (1899), into two cases.
% 62.17/27.19  																																																			|-Branch one:
% 62.17/27.19  																																																			| (516) all_0_42_42 = e3
% 62.17/27.19  																																																			|
% 62.17/27.19  																																																				| Equations (516) can reduce 405 to:
% 62.17/27.19  																																																				| (266) $false
% 62.17/27.19  																																																				|
% 62.17/27.19  																																																				|-The branch is then unsatisfiable
% 62.17/27.19  																																																			|-Branch two:
% 62.17/27.19  																																																			| (405)  ~ (all_0_42_42 = e3)
% 62.17/27.19  																																																			| (532) all_0_44_44 = e3
% 62.17/27.19  																																																			|
% 62.17/27.19  																																																				| Combining equations (532,446) yields a new equation:
% 62.17/27.19  																																																				| (425) e4 = e3
% 62.17/27.19  																																																				|
% 62.17/27.19  																																																				| Equations (425) can reduce 188 to:
% 62.17/27.19  																																																				| (266) $false
% 62.17/27.19  																																																				|
% 62.17/27.19  																																																				|-The branch is then unsatisfiable
% 62.17/27.19  																																	|-Branch two:
% 62.17/27.19  																																	| (254)  ~ (all_0_48_48 = e4)
% 62.17/27.19  																																	| (947) all_0_52_52 = e4 | all_0_57_57 = e4
% 62.17/27.19  																																	|
% 62.17/27.19  																																		+-Applying beta-rule and splitting (228), into two cases.
% 62.17/27.19  																																		|-Branch one:
% 62.17/27.19  																																		| (335) all_0_48_48 = e2
% 62.17/27.19  																																		|
% 62.17/27.19  																																			| Equations (335) can reduce 810 to:
% 62.17/27.19  																																			| (266) $false
% 62.17/27.19  																																			|
% 62.17/27.19  																																			|-The branch is then unsatisfiable
% 62.17/27.19  																																		|-Branch two:
% 62.17/27.19  																																		| (810)  ~ (all_0_48_48 = e2)
% 62.17/27.19  																																		| (10218) all_0_48_48 = e4 | all_0_48_48 = e1 | all_0_48_48 = e0
% 62.17/27.19  																																		|
% 62.17/27.19  																																			+-Applying beta-rule and splitting (10218), into two cases.
% 62.17/27.19  																																			|-Branch one:
% 62.17/27.19  																																			| (943) all_0_48_48 = e4
% 62.17/27.19  																																			|
% 62.17/27.19  																																				| Equations (943) can reduce 254 to:
% 62.17/27.19  																																				| (266) $false
% 62.17/27.19  																																				|
% 62.17/27.19  																																				|-The branch is then unsatisfiable
% 62.17/27.19  																																			|-Branch two:
% 62.17/27.19  																																			| (254)  ~ (all_0_48_48 = e4)
% 62.17/27.19  																																			| (10222) all_0_48_48 = e1 | all_0_48_48 = e0
% 62.17/27.19  																																			|
% 62.17/27.19  																																				+-Applying beta-rule and splitting (10222), into two cases.
% 62.17/27.19  																																				|-Branch one:
% 62.17/27.19  																																				| (1279) all_0_48_48 = e0
% 62.17/27.19  																																				|
% 62.17/27.19  																																					| Equations (1279) can reduce 254 to:
% 62.17/27.19  																																					| (401)  ~ (e4 = e0)
% 62.17/27.19  																																					|
% 62.17/27.19  																																					| Simplifying 401 yields:
% 62.17/27.19  																																					| (49)  ~ (e4 = e0)
% 62.17/27.19  																																					|
% 62.17/27.19  																																					+-Applying beta-rule and splitting (54), into two cases.
% 62.17/27.19  																																					|-Branch one:
% 62.17/27.19  																																					| (583) all_0_49_49 = e2
% 62.17/27.19  																																					|
% 62.17/27.19  																																						| Equations (583) can reduce 340 to:
% 62.17/27.19  																																						| (266) $false
% 62.17/27.19  																																						|
% 62.17/27.19  																																						|-The branch is then unsatisfiable
% 62.17/27.19  																																					|-Branch two:
% 62.17/27.19  																																					| (340)  ~ (all_0_49_49 = e2)
% 62.17/27.19  																																					| (586) all_0_49_49 = e4 | all_0_49_49 = e3 | all_0_49_49 = e1 | all_0_49_49 = e0
% 62.17/27.19  																																					|
% 62.17/27.19  																																						+-Applying beta-rule and splitting (206), into two cases.
% 62.17/27.19  																																						|-Branch one:
% 62.17/27.19  																																						| (248) all_0_45_45 = e4
% 62.17/27.19  																																						|
% 62.17/27.19  																																							| Combining equations (248,423) yields a new equation:
% 62.17/27.19  																																							| (424) e4 = e3
% 62.17/27.19  																																							|
% 62.17/27.19  																																							| Simplifying 424 yields:
% 62.17/27.19  																																							| (425) e4 = e3
% 62.17/27.19  																																							|
% 62.17/27.19  																																							| Equations (425) can reduce 188 to:
% 62.17/27.19  																																							| (266) $false
% 62.17/27.19  																																							|
% 62.17/27.19  																																							|-The branch is then unsatisfiable
% 62.17/27.19  																																						|-Branch two:
% 62.17/27.19  																																						| (60416)  ~ (all_0_45_45 = e4)
% 62.17/27.19  																																						| (61457) all_0_46_46 = e4 | all_0_47_47 = e4 | all_0_48_48 = e4 | all_0_49_49 = e4
% 62.17/27.19  																																						|
% 62.17/27.19  																																							+-Applying beta-rule and splitting (61457), into two cases.
% 62.17/27.19  																																							|-Branch one:
% 62.17/27.19  																																							| (770) all_0_46_46 = e4
% 62.17/27.19  																																							|
% 62.17/27.19  																																								| Combining equations (1794,770) yields a new equation:
% 62.17/27.19  																																								| (323) e4 = e2
% 62.17/27.19  																																								|
% 62.17/27.19  																																								| Equations (323) can reduce 48 to:
% 62.17/27.19  																																								| (266) $false
% 62.17/27.19  																																								|
% 62.17/27.19  																																								|-The branch is then unsatisfiable
% 62.17/27.19  																																							|-Branch two:
% 62.17/27.19  																																							| (250)  ~ (all_0_46_46 = e4)
% 62.17/27.20  																																							| (61466) all_0_47_47 = e4 | all_0_48_48 = e4 | all_0_49_49 = e4
% 62.17/27.20  																																							|
% 62.17/27.20  																																								+-Applying beta-rule and splitting (61466), into two cases.
% 62.17/27.20  																																								|-Branch one:
% 62.17/27.20  																																								| (1790) all_0_47_47 = e4
% 62.17/27.20  																																								|
% 62.17/27.20  																																									| Combining equations (654,1790) yields a new equation:
% 62.17/27.20  																																									| (630) e4 = e1
% 62.17/27.20  																																									|
% 62.17/27.20  																																									| Equations (630) can reduce 110 to:
% 62.17/27.20  																																									| (266) $false
% 62.17/27.20  																																									|
% 62.17/27.20  																																									|-The branch is then unsatisfiable
% 62.17/27.20  																																								|-Branch two:
% 62.17/27.20  																																								| (252)  ~ (all_0_47_47 = e4)
% 62.17/27.20  																																								| (61479) all_0_48_48 = e4 | all_0_49_49 = e4
% 62.17/27.20  																																								|
% 62.17/27.20  																																									+-Applying beta-rule and splitting (61479), into two cases.
% 62.17/27.20  																																									|-Branch one:
% 62.17/27.20  																																									| (943) all_0_48_48 = e4
% 62.17/27.20  																																									|
% 62.17/27.20  																																										| Combining equations (1279,943) yields a new equation:
% 62.17/27.20  																																										| (397) e4 = e0
% 62.17/27.20  																																										|
% 62.17/27.20  																																										| Equations (397) can reduce 49 to:
% 62.17/27.20  																																										| (266) $false
% 62.17/27.20  																																										|
% 62.17/27.20  																																										|-The branch is then unsatisfiable
% 62.17/27.20  																																									|-Branch two:
% 62.17/27.20  																																									| (254)  ~ (all_0_48_48 = e4)
% 62.17/27.20  																																									| (974) all_0_49_49 = e4
% 62.17/27.20  																																									|
% 62.17/27.20  																																										| Equations (974) can reduce 340 to:
% 62.17/27.20  																																										| (48)  ~ (e4 = e2)
% 62.17/27.20  																																										|
% 62.17/27.20  																																										+-Applying beta-rule and splitting (947), into two cases.
% 62.17/27.20  																																										|-Branch one:
% 62.17/27.20  																																										| (565) all_0_52_52 = e4
% 62.17/27.20  																																										|
% 62.17/27.20  																																											| Combining equations (565,352) yields a new equation:
% 62.17/27.20  																																											| (322) e4 = e2
% 62.17/27.20  																																											|
% 62.17/27.20  																																											| Simplifying 322 yields:
% 62.17/27.20  																																											| (323) e4 = e2
% 62.17/27.20  																																											|
% 62.17/27.20  																																											| Equations (323) can reduce 48 to:
% 62.17/27.20  																																											| (266) $false
% 62.17/27.20  																																											|
% 62.17/27.20  																																											|-The branch is then unsatisfiable
% 62.17/27.20  																																										|-Branch two:
% 62.17/27.20  																																										| (780)  ~ (all_0_52_52 = e4)
% 62.17/27.20  																																										| (871) all_0_57_57 = e4
% 62.17/27.20  																																										|
% 62.17/27.20  																																											| Equations (871) can reduce 839 to:
% 62.17/27.20  																																											| (266) $false
% 62.17/27.20  																																											|
% 62.17/27.20  																																											|-The branch is then unsatisfiable
% 62.17/27.20  																																				|-Branch two:
% 62.17/27.20  																																				| (1283)  ~ (all_0_48_48 = e0)
% 62.17/27.20  																																				| (615) all_0_48_48 = e1
% 62.17/27.20  																																				|
% 62.17/27.20  																																					| Equations (615) can reduce 619 to:
% 62.17/27.20  																																					| (266) $false
% 62.17/27.20  																																					|
% 62.17/27.20  																																					|-The branch is then unsatisfiable
% 62.17/27.20  																								|-Branch two:
% 62.17/27.20  																								| (357)  ~ (all_0_41_41 = e0)
% 62.17/27.20  																								| (4053) all_0_41_41 = e3 | all_0_41_41 = e1
% 62.17/27.20  																								|
% 62.17/27.20  																									+-Applying beta-rule and splitting (4053), into two cases.
% 62.17/27.20  																									|-Branch one:
% 62.17/27.20  																									| (453) all_0_41_41 = e1
% 62.17/27.20  																									|
% 62.17/27.20  																										| Equations (453) can reduce 457 to:
% 62.17/27.20  																										| (266) $false
% 62.17/27.20  																										|
% 62.17/27.20  																										|-The branch is then unsatisfiable
% 62.17/27.20  																									|-Branch two:
% 62.17/27.20  																									| (457)  ~ (all_0_41_41 = e1)
% 62.17/27.20  																									| (403) all_0_41_41 = e3
% 62.17/27.20  																									|
% 62.17/27.20  																										| Equations (403) can reduce 1898 to:
% 62.17/27.20  																										| (266) $false
% 62.17/27.20  																										|
% 62.17/27.20  																										|-The branch is then unsatisfiable
% 62.17/27.20  																			|-Branch two:
% 62.17/27.20  																			| (462)  ~ (all_0_47_47 = e1)
% 62.17/27.20  																			| (3264) all_0_51_51 = e1 | all_0_56_56 = e1
% 62.17/27.20  																			|
% 62.17/27.21  																				+-Applying beta-rule and splitting (3264), into two cases.
% 62.17/27.21  																				|-Branch one:
% 62.17/27.21  																				| (1109) all_0_51_51 = e1
% 62.17/27.21  																				|
% 62.17/27.21  																					| Equations (1109) can reduce 464 to:
% 62.17/27.21  																					| (266) $false
% 62.17/27.21  																					|
% 62.17/27.21  																					|-The branch is then unsatisfiable
% 62.17/27.21  																				|-Branch two:
% 62.17/27.21  																				| (464)  ~ (all_0_51_51 = e1)
% 62.17/27.21  																				| (1569) all_0_56_56 = e1
% 62.17/27.21  																				|
% 62.17/27.21  																					| Combining equations (1569,833) yields a new equation:
% 62.17/27.21  																					| (617) e2 = e1
% 62.17/27.21  																					|
% 62.17/27.21  																					| Equations (617) can reduce 122 to:
% 62.17/27.21  																					| (266) $false
% 62.17/27.21  																					|
% 62.17/27.21  																					|-The branch is then unsatisfiable
% 62.17/27.21  																	|-Branch two:
% 62.17/27.21  																	| (759)  ~ (all_0_50_50 = e1)
% 62.17/27.21  																	| (415) all_0_50_50 = e3
% 62.17/27.21  																	|
% 62.17/27.21  																		| Equations (415) can reduce 411 to:
% 62.17/27.21  																		| (266) $false
% 62.17/27.21  																		|
% 62.17/27.21  																		|-The branch is then unsatisfiable
% 62.17/27.21  												|-Branch two:
% 62.17/27.21  												| (300)  ~ (all_0_46_46 = e2)
% 62.17/27.21  												| (10171) all_0_47_47 = e2 | all_0_48_48 = e2 | all_0_49_49 = e2
% 62.17/27.21  												|
% 62.17/27.21  													+-Applying beta-rule and splitting (24424), into two cases.
% 62.17/27.21  													|-Branch one:
% 62.17/27.21  													| (1794) all_0_46_46 = e2
% 62.17/27.21  													|
% 62.17/27.21  														| Equations (1794) can reduce 300 to:
% 62.17/27.21  														| (266) $false
% 62.17/27.21  														|
% 62.17/27.21  														|-The branch is then unsatisfiable
% 62.17/27.21  													|-Branch two:
% 62.17/27.21  													| (300)  ~ (all_0_46_46 = e2)
% 62.17/27.21  													| (24428) all_0_50_50 = e2 | all_0_55_55 = e2
% 62.17/27.21  													|
% 62.17/27.21  														+-Applying beta-rule and splitting (24428), into two cases.
% 62.17/27.21  														|-Branch one:
% 62.17/27.21  														| (378) all_0_50_50 = e2
% 62.17/27.21  														|
% 62.17/27.21  															| Equations (378) can reduce 302 to:
% 62.17/27.21  															| (266) $false
% 62.17/27.21  															|
% 62.17/27.21  															|-The branch is then unsatisfiable
% 62.17/27.21  														|-Branch two:
% 62.17/27.21  														| (302)  ~ (all_0_50_50 = e2)
% 62.17/27.21  														| (386) all_0_55_55 = e2
% 62.17/27.21  														|
% 62.17/27.21  															| Equations (386) can reduce 304 to:
% 62.17/27.21  															| (266) $false
% 62.17/27.21  															|
% 62.17/27.21  															|-The branch is then unsatisfiable
% 62.17/27.21  											|-Branch two:
% 62.17/27.21  											| (511)  ~ (all_0_56_56 = e2)
% 62.17/27.21  											| (1709) all_0_57_57 = e2 | all_0_58_58 = e2
% 62.17/27.21  											|
% 62.17/27.21  												+-Applying beta-rule and splitting (47), into two cases.
% 62.17/27.21  												|-Branch one:
% 62.17/27.21  												| (317) all_0_39_39 = e2
% 62.17/27.21  												|
% 62.17/27.21  													| Combining equations (317,480) yields a new equation:
% 62.17/27.21  													| (391) e2 = e0
% 62.17/27.21  													|
% 62.17/27.21  													| Simplifying 391 yields:
% 62.17/27.21  													| (330) e2 = e0
% 62.17/27.21  													|
% 62.17/27.21  													| Equations (330) can reduce 128 to:
% 62.17/27.21  													| (266) $false
% 62.17/27.21  													|
% 62.17/27.21  													|-The branch is then unsatisfiable
% 62.17/27.21  												|-Branch two:
% 62.17/27.21  												| (294)  ~ (all_0_39_39 = e2)
% 62.17/27.21  												| (385) all_0_47_47 = e2 | all_0_51_51 = e2 | all_0_56_56 = e2
% 62.17/27.21  												|
% 62.17/27.21  													+-Applying beta-rule and splitting (24424), into two cases.
% 62.17/27.21  													|-Branch one:
% 62.17/27.21  													| (1794) all_0_46_46 = e2
% 62.17/27.21  													|
% 62.17/27.21  														| Equations (1794) can reduce 19 to:
% 62.17/27.21  														| (22180)  ~ (all_0_47_47 = e2)
% 62.17/27.21  														|
% 62.17/27.21  														| Simplifying 22180 yields:
% 62.17/27.21  														| (338)  ~ (all_0_47_47 = e2)
% 62.17/27.21  														|
% 62.17/27.21  														+-Applying beta-rule and splitting (385), into two cases.
% 62.17/27.21  														|-Branch one:
% 62.17/27.21  														| (1105) all_0_47_47 = e2
% 62.17/27.21  														|
% 62.17/27.21  															| Equations (1105) can reduce 338 to:
% 62.17/27.21  															| (266) $false
% 62.17/27.21  															|
% 62.17/27.21  															|-The branch is then unsatisfiable
% 62.17/27.21  														|-Branch two:
% 62.17/27.21  														| (338)  ~ (all_0_47_47 = e2)
% 62.17/27.21  														| (1108) all_0_51_51 = e2 | all_0_56_56 = e2
% 62.17/27.21  														|
% 62.17/27.21  															+-Applying beta-rule and splitting (1108), into two cases.
% 62.17/27.21  															|-Branch one:
% 62.17/27.21  															| (504) all_0_51_51 = e2
% 62.17/27.21  															|
% 62.17/27.21  																| Equations (504) can reduce 1099 to:
% 62.17/27.21  																| (266) $false
% 62.17/27.21  																|
% 62.17/27.21  																|-The branch is then unsatisfiable
% 62.17/27.21  															|-Branch two:
% 62.17/27.21  															| (1099)  ~ (all_0_51_51 = e2)
% 62.17/27.21  															| (833) all_0_56_56 = e2
% 62.17/27.21  															|
% 62.17/27.21  																| Equations (833) can reduce 511 to:
% 62.17/27.21  																| (266) $false
% 62.17/27.21  																|
% 62.17/27.21  																|-The branch is then unsatisfiable
% 62.17/27.21  													|-Branch two:
% 62.17/27.21  													| (300)  ~ (all_0_46_46 = e2)
% 62.17/27.21  													| (24428) all_0_50_50 = e2 | all_0_55_55 = e2
% 62.17/27.21  													|
% 62.17/27.21  														+-Applying beta-rule and splitting (24428), into two cases.
% 62.17/27.21  														|-Branch one:
% 62.17/27.21  														| (378) all_0_50_50 = e2
% 62.17/27.21  														|
% 62.17/27.21  															| Equations (378) can reduce 302 to:
% 62.17/27.21  															| (266) $false
% 62.17/27.21  															|
% 62.17/27.21  															|-The branch is then unsatisfiable
% 62.17/27.21  														|-Branch two:
% 62.17/27.21  														| (302)  ~ (all_0_50_50 = e2)
% 62.17/27.21  														| (386) all_0_55_55 = e2
% 62.17/27.21  														|
% 62.17/27.21  															| Equations (386) can reduce 304 to:
% 62.17/27.21  															| (266) $false
% 62.17/27.21  															|
% 62.17/27.21  															|-The branch is then unsatisfiable
% 62.17/27.21  								|-Branch two:
% 62.17/27.21  								| (342)  ~ (all_0_52_52 = e2)
% 62.17/27.21  								| (355) all_0_52_52 = e4 | all_0_52_52 = e1
% 62.17/27.21  								|
% 62.17/27.21  									+-Applying beta-rule and splitting (134), into two cases.
% 62.17/27.21  									|-Branch one:
% 62.17/27.21  									| (335) all_0_48_48 = e2
% 62.17/27.21  									|
% 62.17/27.21  										| Equations (335) can reduce 17 to:
% 62.17/27.21  										| (96)  ~ (all_0_43_43 = e2)
% 62.17/27.21  										|
% 62.17/27.21  										| Equations (335) can reduce 30 to:
% 62.17/27.21  										| (300)  ~ (all_0_46_46 = e2)
% 62.17/27.21  										|
% 62.17/27.21  										| Equations (335) can reduce 114 to:
% 62.17/27.21  										| (338)  ~ (all_0_47_47 = e2)
% 62.17/27.21  										|
% 62.17/27.21  										| Equations (335) can reduce 185 to:
% 62.17/27.21  										| (339)  ~ (all_0_49_49 = e2)
% 62.17/27.21  										|
% 62.17/27.21  										| Simplifying 339 yields:
% 62.17/27.21  										| (340)  ~ (all_0_49_49 = e2)
% 62.17/27.21  										|
% 62.17/27.21  										| Equations (335) can reduce 202 to:
% 62.17/27.21  										| (341)  ~ (all_0_52_52 = e2)
% 62.17/27.21  										|
% 62.17/27.21  										| Simplifying 341 yields:
% 62.17/27.21  										| (342)  ~ (all_0_52_52 = e2)
% 62.17/27.21  										|
% 62.17/27.21  										| Equations (335) can reduce 239 to:
% 62.17/27.21  										| (343)  ~ (all_0_57_57 = e2)
% 62.17/27.21  										|
% 62.17/27.21  										| Simplifying 343 yields:
% 62.17/27.21  										| (344)  ~ (all_0_57_57 = e2)
% 62.17/27.21  										|
% 62.17/27.21  										| Equations (335) can reduce 215 to:
% 62.17/27.21  										| (626)  ~ (e3 = e2)
% 62.17/27.21  										|
% 62.17/27.21  										| Simplifying 626 yields:
% 62.17/27.21  										| (212)  ~ (e3 = e2)
% 62.17/27.21  										|
% 62.17/27.21  										| From (335) and (192) follows:
% 62.17/27.21  										| (347) op(e2, e1) = e2
% 62.17/27.21  										|
% 62.17/27.21  										+-Applying beta-rule and splitting (4), into two cases.
% 62.17/27.21  										|-Branch one:
% 62.17/27.21  										| (356) all_0_43_43 = e0
% 62.17/27.21  										|
% 62.17/27.21  											| Equations (356) can reduce 31 to:
% 62.17/27.21  											| (357)  ~ (all_0_41_41 = e0)
% 62.17/27.21  											|
% 62.17/27.21  											| Equations (356) can reduce 240 to:
% 62.17/27.21  											| (358)  ~ (all_0_42_42 = e0)
% 62.17/27.21  											|
% 62.17/27.21  											| Equations (356) can reduce 159 to:
% 62.17/27.21  											| (359)  ~ (all_0_44_44 = e0)
% 62.17/27.21  											|
% 62.17/27.21  											| Simplifying 359 yields:
% 62.17/27.21  											| (360)  ~ (all_0_44_44 = e0)
% 62.17/27.21  											|
% 62.17/27.21  											| Equations (356) can reduce 217 to:
% 62.17/27.21  											| (361)  ~ (all_0_52_52 = e0)
% 62.17/27.21  											|
% 62.17/27.21  											| Simplifying 361 yields:
% 62.17/27.21  											| (72)  ~ (all_0_52_52 = e0)
% 62.17/27.21  											|
% 62.17/27.21  											| Equations (356) can reduce 199 to:
% 62.17/27.21  											| (363)  ~ (all_0_57_57 = e0)
% 62.17/27.21  											|
% 62.17/27.21  											| Simplifying 363 yields:
% 62.17/27.21  											| (364)  ~ (all_0_57_57 = e0)
% 62.17/27.21  											|
% 62.17/27.21  											| Equations (356) can reduce 99 to:
% 62.17/27.21  											| (541)  ~ (e3 = e0)
% 62.17/27.21  											|
% 62.17/27.21  											| Simplifying 541 yields:
% 62.17/27.21  											| (80)  ~ (e3 = e0)
% 62.17/27.21  											|
% 62.17/27.21  											| Equations (356) can reduce 96 to:
% 62.17/27.21  											| (365)  ~ (e2 = e0)
% 62.17/27.21  											|
% 62.17/27.21  											| Simplifying 365 yields:
% 62.17/27.21  											| (128)  ~ (e2 = e0)
% 62.17/27.21  											|
% 62.17/27.21  											| From (356) and (37) follows:
% 62.17/27.21  											| (369) op(e3, e1) = e0
% 62.17/27.21  											|
% 62.17/27.21  											+-Applying beta-rule and splitting (12), into two cases.
% 62.17/27.21  											|-Branch one:
% 62.17/27.21  											| (442) all_0_57_57 = e2
% 62.17/27.21  											|
% 62.17/27.21  												| Equations (442) can reduce 344 to:
% 62.17/27.21  												| (266) $false
% 62.17/27.21  												|
% 62.17/27.21  												|-The branch is then unsatisfiable
% 62.17/27.21  											|-Branch two:
% 62.17/27.21  											| (344)  ~ (all_0_57_57 = e2)
% 62.17/27.21  											| (445) all_0_57_57 = e4 | all_0_57_57 = e1 | all_0_57_57 = e0
% 62.17/27.21  											|
% 62.17/27.21  												+-Applying beta-rule and splitting (445), into two cases.
% 62.17/27.21  												|-Branch one:
% 62.17/27.21  												| (871) all_0_57_57 = e4
% 62.17/27.21  												|
% 62.17/27.21  													| Equations (871) can reduce 839 to:
% 62.17/27.21  													| (266) $false
% 62.17/27.21  													|
% 62.17/27.21  													|-The branch is then unsatisfiable
% 62.17/27.21  												|-Branch two:
% 62.17/27.21  												| (839)  ~ (all_0_57_57 = e4)
% 62.17/27.21  												| (874) all_0_57_57 = e1 | all_0_57_57 = e0
% 62.17/27.21  												|
% 62.17/27.21  													+-Applying beta-rule and splitting (874), into two cases.
% 62.17/27.21  													|-Branch one:
% 62.17/27.21  													| (875) all_0_57_57 = e0
% 62.17/27.21  													|
% 62.17/27.21  														| Equations (875) can reduce 364 to:
% 62.17/27.21  														| (266) $false
% 62.17/27.21  														|
% 62.17/27.21  														|-The branch is then unsatisfiable
% 62.17/27.21  													|-Branch two:
% 62.17/27.21  													| (364)  ~ (all_0_57_57 = e0)
% 62.17/27.21  													| (647) all_0_57_57 = e1
% 62.17/27.21  													|
% 62.17/27.21  														| Equations (647) can reduce 11 to:
% 62.17/27.21  														| (646)  ~ (all_0_52_52 = e1)
% 62.17/27.21  														|
% 62.17/27.21  														| Equations (647) can reduce 81 to:
% 62.17/27.21  														| (632)  ~ (all_0_55_55 = e1)
% 62.17/27.21  														|
% 62.17/27.21  														| Equations (647) can reduce 140 to:
% 62.17/27.21  														| (466)  ~ (all_0_56_56 = e1)
% 62.17/27.21  														|
% 62.17/27.21  														| Equations (647) can reduce 67 to:
% 62.17/27.21  														| (467)  ~ (e3 = e1)
% 62.17/27.21  														|
% 62.17/27.21  														| Simplifying 467 yields:
% 62.17/27.21  														| (213)  ~ (e3 = e1)
% 62.17/27.21  														|
% 62.17/27.21  														| Equations (647) can reduce 344 to:
% 62.17/27.21  														| (604)  ~ (e2 = e1)
% 62.17/27.21  														|
% 62.17/27.21  														| Simplifying 604 yields:
% 62.17/27.21  														| (122)  ~ (e2 = e1)
% 62.17/27.21  														|
% 62.17/27.21  														| Equations (647) can reduce 364 to:
% 62.17/27.21  														| (233)  ~ (e1 = e0)
% 62.17/27.21  														|
% 62.17/27.21  														+-Applying beta-rule and splitting (355), into two cases.
% 62.17/27.21  														|-Branch one:
% 62.17/27.21  														| (565) all_0_52_52 = e4
% 62.17/27.21  														|
% 62.17/27.21  															| Equations (565) can reduce 101 to:
% 62.17/27.21  															| (566)  ~ (all_0_50_50 = e4)
% 62.17/27.21  															|
% 62.17/27.21  															| Equations (565) can reduce 20 to:
% 62.17/27.21  															| (475)  ~ (all_0_51_51 = e4)
% 62.17/27.21  															|
% 62.17/27.21  															| Equations (565) can reduce 46 to:
% 62.17/27.21  															| (1452)  ~ (all_0_53_53 = e4)
% 62.17/27.21  															|
% 62.17/27.21  															| Simplifying 1452 yields:
% 62.17/27.21  															| (1453)  ~ (all_0_53_53 = e4)
% 62.17/27.21  															|
% 62.17/27.21  															| Equations (565) can reduce 166 to:
% 62.17/27.21  															| (188)  ~ (e4 = e3)
% 62.17/27.21  															|
% 62.17/27.22  															| Equations (565) can reduce 342 to:
% 62.17/27.22  															| (48)  ~ (e4 = e2)
% 62.17/27.22  															|
% 62.17/27.22  															| Equations (565) can reduce 72 to:
% 62.17/27.22  															| (49)  ~ (e4 = e0)
% 62.17/27.22  															|
% 62.17/27.22  															| From (565) and (124) follows:
% 62.17/27.22  															| (570) op(e1, e1) = e4
% 62.17/27.22  															|
% 62.17/27.22  															+-Applying beta-rule and splitting (95), into two cases.
% 62.17/27.22  															|-Branch one:
% 62.17/27.22  															| (378) all_0_50_50 = e2
% 62.17/27.22  															|
% 62.17/27.22  																| Equations (378) can reduce 221 to:
% 62.17/27.22  																| (85)  ~ (all_0_41_41 = e2)
% 62.17/27.22  																|
% 62.17/27.22  																| Equations (378) can reduce 35 to:
% 62.17/27.22  																| (300)  ~ (all_0_46_46 = e2)
% 62.17/27.22  																|
% 62.17/27.22  																| Equations (378) can reduce 190 to:
% 62.23/27.22  																| (508)  ~ (all_0_53_53 = e2)
% 62.23/27.22  																|
% 62.23/27.22  																| Simplifying 508 yields:
% 62.23/27.22  																| (509)  ~ (all_0_53_53 = e2)
% 62.23/27.22  																|
% 62.23/27.22  																| Equations (378) can reduce 93 to:
% 62.23/27.22  																| (303)  ~ (all_0_55_55 = e2)
% 62.23/27.22  																|
% 62.23/27.22  																| Simplifying 303 yields:
% 62.23/27.22  																| (304)  ~ (all_0_55_55 = e2)
% 62.23/27.22  																|
% 62.23/27.22  																| From (378) and (242) follows:
% 62.23/27.22  																| (26152) op(e1, e3) = e2
% 62.23/27.22  																|
% 62.23/27.22  																+-Applying beta-rule and splitting (222), into two cases.
% 62.23/27.22  																|-Branch one:
% 62.23/27.22  																| (386) all_0_55_55 = e2
% 62.23/27.22  																|
% 62.23/27.22  																	| Equations (386) can reduce 304 to:
% 62.23/27.22  																	| (266) $false
% 62.23/27.22  																	|
% 62.23/27.22  																	|-The branch is then unsatisfiable
% 62.23/27.22  																|-Branch two:
% 62.23/27.22  																| (304)  ~ (all_0_55_55 = e2)
% 62.23/27.22  																| (389) all_0_56_56 = e2 | all_0_57_57 = e2 | all_0_58_58 = e2
% 62.23/27.22  																|
% 62.23/27.22  																	+-Applying beta-rule and splitting (389), into two cases.
% 62.23/27.22  																	|-Branch one:
% 62.23/27.22  																	| (833) all_0_56_56 = e2
% 62.23/27.22  																	|
% 62.23/27.22  																		| Equations (833) can reduce 236 to:
% 62.23/27.22  																		| (51)  ~ (all_0_42_42 = e2)
% 62.23/27.22  																		|
% 62.23/27.22  																		| Equations (833) can reduce 91 to:
% 62.23/27.22  																		| (338)  ~ (all_0_47_47 = e2)
% 62.23/27.22  																		|
% 62.23/27.22  																		| Equations (833) can reduce 16 to:
% 62.23/27.22  																		| (1099)  ~ (all_0_51_51 = e2)
% 62.23/27.22  																		|
% 62.23/27.22  																		| Equations (833) can reduce 153 to:
% 62.23/27.22  																		| (304)  ~ (all_0_55_55 = e2)
% 62.23/27.22  																		|
% 62.23/27.22  																		| Equations (833) can reduce 477 to:
% 62.23/27.22  																		| (327)  ~ (e4 = e2)
% 62.23/27.22  																		|
% 62.23/27.22  																		| Simplifying 327 yields:
% 62.23/27.22  																		| (48)  ~ (e4 = e2)
% 62.23/27.22  																		|
% 62.23/27.22  																		| Equations (833) can reduce 466 to:
% 62.23/27.22  																		| (122)  ~ (e2 = e1)
% 62.23/27.22  																		|
% 62.23/27.22  																		| Equations (833) can reduce 828 to:
% 62.23/27.22  																		| (128)  ~ (e2 = e0)
% 62.23/27.22  																		|
% 62.23/27.22  																		| From (833) and (111) follows:
% 62.23/27.22  																		| (1508) op(e0, e2) = e2
% 62.23/27.22  																		|
% 62.23/27.22  																		+-Applying beta-rule and splitting (168), into two cases.
% 62.23/27.22  																		|-Branch one:
% 62.23/27.22  																		| (415) all_0_50_50 = e3
% 62.23/27.22  																		|
% 62.23/27.22  																			| Combining equations (378,415) yields a new equation:
% 62.23/27.22  																			| (662) e3 = e2
% 62.23/27.22  																			|
% 62.23/27.22  																			| Equations (662) can reduce 212 to:
% 62.23/27.22  																			| (266) $false
% 62.23/27.22  																			|
% 62.23/27.22  																			|-The branch is then unsatisfiable
% 62.23/27.22  																		|-Branch two:
% 62.23/27.22  																		| (411)  ~ (all_0_50_50 = e3)
% 62.23/27.22  																		| (418) all_0_51_51 = e3 | all_0_53_53 = e3
% 62.23/27.22  																		|
% 62.23/27.22  																			| Equations (378) can reduce 411 to:
% 62.23/27.22  																			| (626)  ~ (e3 = e2)
% 62.23/27.22  																			|
% 62.23/27.22  																			| Simplifying 626 yields:
% 62.23/27.22  																			| (212)  ~ (e3 = e2)
% 62.23/27.22  																			|
% 62.23/27.22  																			+-Applying beta-rule and splitting (113), into two cases.
% 62.23/27.22  																			|-Branch one:
% 62.23/27.22  																			| (403) all_0_41_41 = e3
% 62.23/27.22  																			|
% 62.23/27.22  																				| Equations (403) can reduce 214 to:
% 62.23/27.22  																				| (404)  ~ (all_0_42_42 = e3)
% 62.23/27.22  																				|
% 62.23/27.22  																				| Simplifying 404 yields:
% 62.23/27.22  																				| (405)  ~ (all_0_42_42 = e3)
% 62.23/27.22  																				|
% 62.23/27.22  																				| Equations (403) can reduce 149 to:
% 62.23/27.22  																				| (406)  ~ (all_0_44_44 = e3)
% 62.23/27.22  																				|
% 62.23/27.22  																				| Simplifying 406 yields:
% 62.23/27.22  																				| (407)  ~ (all_0_44_44 = e3)
% 62.23/27.22  																				|
% 62.23/27.22  																				| Equations (403) can reduce 191 to:
% 62.23/27.22  																				| (269)  ~ (all_0_55_55 = e3)
% 62.23/27.22  																				|
% 62.23/27.22  																				| Simplifying 269 yields:
% 62.23/27.22  																				| (270)  ~ (all_0_55_55 = e3)
% 62.23/27.22  																				|
% 62.23/27.22  																				| Equations (403) can reduce 440 to:
% 62.23/27.22  																				| (277)  ~ (e4 = e3)
% 62.23/27.22  																				|
% 62.23/27.22  																				| Simplifying 277 yields:
% 62.23/27.22  																				| (188)  ~ (e4 = e3)
% 62.23/27.22  																				|
% 62.23/27.22  																				| Equations (403) can reduce 85 to:
% 62.23/27.22  																				| (212)  ~ (e3 = e2)
% 62.23/27.22  																				|
% 62.23/27.22  																				| Equations (403) can reduce 357 to:
% 62.23/27.22  																				| (80)  ~ (e3 = e0)
% 62.23/27.22  																				|
% 62.23/27.22  																				+-Applying beta-rule and splitting (180), into two cases.
% 62.23/27.22  																				|-Branch one:
% 62.23/27.22  																				| (516) all_0_42_42 = e3
% 62.23/27.22  																				|
% 62.23/27.22  																					| Equations (516) can reduce 405 to:
% 62.23/27.22  																					| (266) $false
% 62.23/27.22  																					|
% 62.23/27.22  																					|-The branch is then unsatisfiable
% 62.23/27.22  																				|-Branch two:
% 62.23/27.22  																				| (405)  ~ (all_0_42_42 = e3)
% 62.23/27.22  																				| (521) all_0_47_47 = e3 | all_0_51_51 = e3 | all_0_56_56 = e3
% 62.23/27.22  																				|
% 62.23/27.22  																					+-Applying beta-rule and splitting (18), into two cases.
% 62.23/27.22  																					|-Branch one:
% 62.23/27.22  																					| (453) all_0_41_41 = e1
% 62.23/27.22  																					|
% 62.23/27.22  																						| Combining equations (453,403) yields a new equation:
% 62.23/27.22  																						| (455) e3 = e1
% 62.23/27.22  																						|
% 62.23/27.22  																						| Equations (455) can reduce 213 to:
% 62.23/27.22  																						| (266) $false
% 62.23/27.22  																						|
% 62.23/27.22  																						|-The branch is then unsatisfiable
% 62.23/27.22  																					|-Branch two:
% 62.23/27.22  																					| (457)  ~ (all_0_41_41 = e1)
% 62.23/27.22  																					| (595) all_0_46_46 = e1 | all_0_50_50 = e1 | all_0_55_55 = e1
% 62.23/27.22  																					|
% 62.23/27.22  																						+-Applying beta-rule and splitting (595), into two cases.
% 62.23/27.22  																						|-Branch one:
% 62.23/27.22  																						| (545) all_0_46_46 = e1
% 62.23/27.22  																						|
% 62.23/27.22  																							| Equations (545) can reduce 19 to:
% 62.23/27.22  																							| (461)  ~ (all_0_47_47 = e1)
% 62.23/27.22  																							|
% 62.23/27.22  																							| Simplifying 461 yields:
% 62.23/27.22  																							| (462)  ~ (all_0_47_47 = e1)
% 62.23/27.22  																							|
% 62.23/27.22  																							| Equations (545) can reduce 208 to:
% 62.23/27.22  																							| (1419)  ~ (all_0_49_49 = e1)
% 62.23/27.22  																							|
% 62.23/27.22  																							| Simplifying 1419 yields:
% 62.23/27.22  																							| (1064)  ~ (all_0_49_49 = e1)
% 62.23/27.22  																							|
% 62.23/27.22  																							| Equations (545) can reduce 58 to:
% 62.23/27.22  																							| (2331)  ~ (all_0_55_55 = e1)
% 62.23/27.22  																							|
% 62.23/27.22  																							| Simplifying 2331 yields:
% 62.23/27.22  																							| (632)  ~ (all_0_55_55 = e1)
% 62.23/27.22  																							|
% 62.23/27.22  																							+-Applying beta-rule and splitting (22), into two cases.
% 62.23/27.22  																							|-Branch one:
% 62.23/27.22  																							| (268) all_0_54_54 = e3
% 62.23/27.22  																							|
% 62.23/27.22  																								| Combining equations (265,268) yields a new equation:
% 62.23/27.22  																								| (424) e4 = e3
% 62.23/27.22  																								|
% 62.23/27.22  																								| Simplifying 424 yields:
% 62.23/27.22  																								| (425) e4 = e3
% 62.23/27.22  																								|
% 62.23/27.22  																								| Equations (425) can reduce 188 to:
% 62.23/27.22  																								| (266) $false
% 62.23/27.22  																								|
% 62.23/27.22  																								|-The branch is then unsatisfiable
% 62.23/27.22  																							|-Branch two:
% 62.23/27.22  																							| (60427)  ~ (all_0_54_54 = e3)
% 62.23/27.22  																							| (62553) all_0_55_55 = e3 | all_0_56_56 = e3 | all_0_58_58 = e3
% 62.23/27.22  																							|
% 62.23/27.22  																								+-Applying beta-rule and splitting (174), into two cases.
% 62.23/27.22  																								|-Branch one:
% 62.23/27.22  																								| (386) all_0_55_55 = e2
% 62.23/27.22  																								|
% 62.23/27.22  																									| Equations (386) can reduce 304 to:
% 62.23/27.22  																									| (266) $false
% 62.23/27.22  																									|
% 62.23/27.22  																									|-The branch is then unsatisfiable
% 62.23/27.22  																								|-Branch two:
% 62.23/27.22  																								| (304)  ~ (all_0_55_55 = e2)
% 62.23/27.22  																								| (2051) all_0_55_55 = e4 | all_0_55_55 = e3 | all_0_55_55 = e1 | all_0_55_55 = e0
% 62.23/27.22  																								|
% 62.23/27.22  																									+-Applying beta-rule and splitting (184), into two cases.
% 62.23/27.22  																									|-Branch one:
% 62.23/27.22  																									| (538) all_0_46_46 = e0
% 62.23/27.22  																									|
% 62.23/27.22  																										| Combining equations (545,538) yields a new equation:
% 62.23/27.22  																										| (546) e1 = e0
% 62.23/27.22  																										|
% 62.23/27.22  																										| Simplifying 546 yields:
% 62.23/27.22  																										| (431) e1 = e0
% 62.23/27.22  																										|
% 62.23/27.22  																										| Equations (431) can reduce 233 to:
% 62.23/27.22  																										| (266) $false
% 62.23/27.22  																										|
% 62.23/27.22  																										|-The branch is then unsatisfiable
% 62.23/27.22  																									|-Branch two:
% 62.23/27.22  																									| (831)  ~ (all_0_46_46 = e0)
% 62.23/27.22  																									| (832) all_0_47_47 = e0 | all_0_48_48 = e0 | all_0_49_49 = e0
% 62.23/27.22  																									|
% 62.23/27.22  																										| Equations (545) can reduce 831 to:
% 62.23/27.22  																										| (233)  ~ (e1 = e0)
% 62.23/27.22  																										|
% 62.23/27.22  																										+-Applying beta-rule and splitting (105), into two cases.
% 62.23/27.22  																										|-Branch one:
% 62.23/27.22  																										| (1105) all_0_47_47 = e2
% 62.23/27.22  																										|
% 62.23/27.22  																											| Equations (1105) can reduce 338 to:
% 62.23/27.22  																											| (266) $false
% 62.23/27.22  																											|
% 62.23/27.22  																											|-The branch is then unsatisfiable
% 62.23/27.22  																										|-Branch two:
% 62.23/27.22  																										| (338)  ~ (all_0_47_47 = e2)
% 62.23/27.22  																										| (1789) all_0_47_47 = e4 | all_0_47_47 = e3 | all_0_47_47 = e1 | all_0_47_47 = e0
% 62.23/27.22  																										|
% 62.23/27.22  																											+-Applying beta-rule and splitting (1789), into two cases.
% 62.23/27.22  																											|-Branch one:
% 62.23/27.22  																											| (1790) all_0_47_47 = e4
% 62.23/27.22  																											|
% 62.23/27.22  																												| Equations (1790) can reduce 198 to:
% 62.23/27.22  																												| (1890)  ~ (all_0_42_42 = e4)
% 62.23/27.22  																												|
% 62.23/27.22  																												| Equations (1790) can reduce 224 to:
% 62.23/27.22  																												| (474)  ~ (all_0_51_51 = e4)
% 62.23/27.22  																												|
% 62.23/27.22  																												| Simplifying 474 yields:
% 62.23/27.22  																												| (475)  ~ (all_0_51_51 = e4)
% 62.23/27.22  																												|
% 62.23/27.22  																												| Equations (1790) can reduce 1091 to:
% 62.23/27.22  																												| (188)  ~ (e4 = e3)
% 62.23/27.22  																												|
% 62.23/27.22  																												| Equations (1790) can reduce 462 to:
% 62.23/27.22  																												| (110)  ~ (e4 = e1)
% 62.23/27.22  																												|
% 62.23/27.22  																												| Equations (1790) can reduce 678 to:
% 62.23/27.22  																												| (49)  ~ (e4 = e0)
% 62.23/27.22  																												|
% 62.23/27.22  																												| From (1790) and (23) follows:
% 62.23/27.22  																												| (61903) op(e2, e2) = e4
% 62.23/27.22  																												|
% 62.23/27.22  																												+-Applying beta-rule and splitting (521), into two cases.
% 62.23/27.22  																												|-Branch one:
% 62.23/27.22  																												| (522) all_0_47_47 = e3
% 62.23/27.22  																												|
% 62.23/27.22  																													| Combining equations (1790,522) yields a new equation:
% 62.23/27.22  																													| (424) e4 = e3
% 62.23/27.22  																													|
% 62.23/27.22  																													| Simplifying 424 yields:
% 62.23/27.22  																													| (425) e4 = e3
% 62.23/27.22  																													|
% 62.23/27.22  																													| Equations (425) can reduce 188 to:
% 62.23/27.22  																													| (266) $false
% 62.23/27.22  																													|
% 62.23/27.22  																													|-The branch is then unsatisfiable
% 62.23/27.22  																												|-Branch two:
% 62.23/27.22  																												| (1091)  ~ (all_0_47_47 = e3)
% 62.23/27.22  																												| (1092) all_0_51_51 = e3 | all_0_56_56 = e3
% 62.23/27.22  																												|
% 62.23/27.22  																													| Equations (1790) can reduce 1091 to:
% 62.23/27.22  																													| (188)  ~ (e4 = e3)
% 62.23/27.22  																													|
% 62.23/27.22  																													+-Applying beta-rule and splitting (243), into two cases.
% 62.23/27.22  																													|-Branch one:
% 62.23/27.22  																													| (329) all_0_38_38 = e0
% 62.23/27.22  																													|
% 62.23/27.22  																														| Combining equations (329,321) yields a new equation:
% 62.23/27.22  																														| (397) e4 = e0
% 62.23/27.22  																														|
% 62.23/27.22  																														| Equations (397) can reduce 49 to:
% 62.23/27.22  																														| (266) $false
% 62.23/27.22  																														|
% 62.23/27.22  																														|-The branch is then unsatisfiable
% 62.23/27.22  																													|-Branch two:
% 62.23/27.22  																													| (332)  ~ (all_0_38_38 = e0)
% 62.23/27.22  																													| (395) all_0_41_41 = e0 | all_0_46_46 = e0 | all_0_55_55 = e0
% 62.23/27.22  																													|
% 62.23/27.22  																														| Equations (321) can reduce 332 to:
% 62.23/27.22  																														| (49)  ~ (e4 = e0)
% 62.23/27.22  																														|
% 62.23/27.22  																														+-Applying beta-rule and splitting (64), into two cases.
% 62.23/27.22  																														|-Branch one:
% 62.23/27.22  																														| (437) all_0_41_41 = e4
% 62.23/27.22  																														|
% 62.23/27.22  																															| Combining equations (437,403) yields a new equation:
% 62.23/27.22  																															| (424) e4 = e3
% 62.23/27.22  																															|
% 62.23/27.22  																															| Simplifying 424 yields:
% 62.23/27.22  																															| (425) e4 = e3
% 62.23/27.22  																															|
% 62.23/27.22  																															| Equations (425) can reduce 188 to:
% 62.23/27.22  																															| (266) $false
% 62.23/27.22  																															|
% 62.23/27.22  																															|-The branch is then unsatisfiable
% 62.23/27.22  																														|-Branch two:
% 62.23/27.22  																														| (440)  ~ (all_0_41_41 = e4)
% 62.23/27.22  																														| (441) all_0_42_42 = e4 | all_0_43_43 = e4 | all_0_44_44 = e4
% 62.23/27.22  																														|
% 62.23/27.22  																															+-Applying beta-rule and splitting (441), into two cases.
% 62.23/27.22  																															|-Branch one:
% 62.23/27.22  																															| (1392) all_0_42_42 = e4
% 62.23/27.22  																															|
% 62.23/27.22  																																| Equations (1392) can reduce 1890 to:
% 62.23/27.22  																																| (266) $false
% 62.23/27.22  																																|
% 62.23/27.22  																																|-The branch is then unsatisfiable
% 62.23/27.22  																															|-Branch two:
% 62.23/27.22  																															| (1890)  ~ (all_0_42_42 = e4)
% 62.23/27.22  																															| (1891) all_0_43_43 = e4 | all_0_44_44 = e4
% 62.23/27.23  																															|
% 62.23/27.23  																																+-Applying beta-rule and splitting (1891), into two cases.
% 62.23/27.23  																																|-Branch one:
% 62.23/27.23  																																| (396) all_0_43_43 = e4
% 62.23/27.23  																																|
% 62.23/27.23  																																	| Combining equations (396,356) yields a new equation:
% 62.23/27.23  																																	| (481) e4 = e0
% 62.23/27.23  																																	|
% 62.23/27.23  																																	| Simplifying 481 yields:
% 62.23/27.23  																																	| (397) e4 = e0
% 62.23/27.23  																																	|
% 62.23/27.23  																																	| Equations (397) can reduce 49 to:
% 62.23/27.23  																																	| (266) $false
% 62.23/27.23  																																	|
% 62.23/27.23  																																	|-The branch is then unsatisfiable
% 62.23/27.23  																																|-Branch two:
% 62.23/27.23  																																| (399)  ~ (all_0_43_43 = e4)
% 62.23/27.23  																																| (446) all_0_44_44 = e4
% 62.23/27.23  																																|
% 62.23/27.23  																																	| Equations (446) can reduce 73 to:
% 62.23/27.23  																																	| (1890)  ~ (all_0_42_42 = e4)
% 62.23/27.23  																																	|
% 62.23/27.23  																																	| Equations (446) can reduce 9 to:
% 62.23/27.23  																																	| (255)  ~ (all_0_49_49 = e4)
% 62.23/27.23  																																	|
% 62.23/27.23  																																	| Simplifying 255 yields:
% 62.23/27.23  																																	| (256)  ~ (all_0_49_49 = e4)
% 62.23/27.23  																																	|
% 62.23/27.23  																																	| From (446) and (138) follows:
% 62.23/27.23  																																	| (4646) op(e3, e0) = e4
% 62.23/27.23  																																	|
% 62.23/27.23  																																	+-Applying beta-rule and splitting (395), into two cases.
% 62.23/27.23  																																	|-Branch one:
% 62.23/27.23  																																	| (794) all_0_41_41 = e0
% 62.23/27.23  																																	|
% 62.23/27.23  																																		| Combining equations (794,403) yields a new equation:
% 62.23/27.23  																																		| (676) e3 = e0
% 62.23/27.23  																																		|
% 62.23/27.23  																																		| Equations (676) can reduce 80 to:
% 62.23/27.23  																																		| (266) $false
% 62.23/27.23  																																		|
% 62.23/27.23  																																		|-The branch is then unsatisfiable
% 62.23/27.23  																																	|-Branch two:
% 62.23/27.23  																																	| (357)  ~ (all_0_41_41 = e0)
% 62.23/27.23  																																	| (895) all_0_46_46 = e0 | all_0_55_55 = e0
% 62.23/27.23  																																	|
% 62.23/27.23  																																		+-Applying beta-rule and splitting (895), into two cases.
% 62.23/27.23  																																		|-Branch one:
% 62.23/27.23  																																		| (538) all_0_46_46 = e0
% 62.23/27.23  																																		|
% 62.23/27.23  																																			| Combining equations (545,538) yields a new equation:
% 62.23/27.23  																																			| (546) e1 = e0
% 62.23/27.23  																																			|
% 62.23/27.23  																																			| Simplifying 546 yields:
% 62.23/27.23  																																			| (431) e1 = e0
% 62.23/27.23  																																			|
% 62.23/27.23  																																			| Equations (431) can reduce 233 to:
% 62.23/27.23  																																			| (266) $false
% 62.23/27.23  																																			|
% 62.23/27.23  																																			|-The branch is then unsatisfiable
% 62.23/27.23  																																		|-Branch two:
% 62.23/27.23  																																		| (831)  ~ (all_0_46_46 = e0)
% 62.23/27.23  																																		| (858) all_0_55_55 = e0
% 62.23/27.23  																																		|
% 62.23/27.23  																																			| Equations (858) can reduce 270 to:
% 62.23/27.23  																																			| (541)  ~ (e3 = e0)
% 62.23/27.23  																																			|
% 62.23/27.23  																																			| Simplifying 541 yields:
% 62.23/27.23  																																			| (80)  ~ (e3 = e0)
% 62.23/27.23  																																			|
% 62.23/27.23  																																			+-Applying beta-rule and splitting (62553), into two cases.
% 62.23/27.23  																																			|-Branch one:
% 62.23/27.23  																																			| (2336) all_0_55_55 = e3
% 62.23/27.23  																																			|
% 62.23/27.23  																																				| Combining equations (858,2336) yields a new equation:
% 62.23/27.23  																																				| (676) e3 = e0
% 62.23/27.23  																																				|
% 62.23/27.23  																																				| Equations (676) can reduce 80 to:
% 62.23/27.23  																																				| (266) $false
% 62.23/27.23  																																				|
% 62.23/27.23  																																				|-The branch is then unsatisfiable
% 62.23/27.23  																																			|-Branch two:
% 62.23/27.23  																																			| (270)  ~ (all_0_55_55 = e3)
% 62.23/27.23  																																			| (62557) all_0_56_56 = e3 | all_0_58_58 = e3
% 62.23/27.23  																																			|
% 62.23/27.23  																																				+-Applying beta-rule and splitting (152), into two cases.
% 62.23/27.23  																																				|-Branch one:
% 62.23/27.23  																																				| (1392) all_0_42_42 = e4
% 62.23/27.23  																																				|
% 62.23/27.23  																																					| Equations (1392) can reduce 1890 to:
% 62.23/27.23  																																					| (266) $false
% 62.23/27.23  																																					|
% 62.23/27.23  																																					|-The branch is then unsatisfiable
% 62.23/27.23  																																				|-Branch two:
% 62.23/27.23  																																				| (1890)  ~ (all_0_42_42 = e4)
% 62.23/27.23  																																				| (1969) all_0_42_42 = e3 | all_0_42_42 = e1 | all_0_42_42 = e0
% 62.23/27.23  																																				|
% 62.23/27.23  																																					+-Applying beta-rule and splitting (112), into two cases.
% 62.23/27.23  																																					|-Branch one:
% 62.23/27.23  																																					| (635) all_0_44_44 = e1
% 62.23/27.23  																																					|
% 62.23/27.23  																																						| Combining equations (446,635) yields a new equation:
% 62.23/27.23  																																						| (636) e4 = e1
% 62.23/27.23  																																						|
% 62.23/27.23  																																						| Simplifying 636 yields:
% 62.23/27.23  																																						| (630) e4 = e1
% 62.23/27.23  																																						|
% 62.23/27.23  																																						| Equations (630) can reduce 110 to:
% 62.23/27.23  																																						| (266) $false
% 62.23/27.23  																																						|
% 62.23/27.23  																																						|-The branch is then unsatisfiable
% 62.23/27.23  																																					|-Branch two:
% 62.23/27.23  																																					| (639)  ~ (all_0_44_44 = e1)
% 62.23/27.23  																																					| (640) all_0_49_49 = e1 | all_0_53_53 = e1 | all_0_58_58 = e1
% 62.23/27.23  																																					|
% 62.23/27.23  																																						+-Applying beta-rule and splitting (62557), into two cases.
% 62.23/27.23  																																						|-Branch one:
% 62.23/27.23  																																						| (1097) all_0_56_56 = e3
% 62.23/27.23  																																						|
% 62.23/27.23  																																							| Combining equations (833,1097) yields a new equation:
% 62.23/27.23  																																							| (662) e3 = e2
% 62.23/27.23  																																							|
% 62.23/27.23  																																							| Equations (662) can reduce 212 to:
% 62.23/27.23  																																							| (266) $false
% 62.23/27.23  																																							|
% 62.23/27.23  																																							|-The branch is then unsatisfiable
% 62.23/27.23  																																						|-Branch two:
% 62.23/27.23  																																						| (272)  ~ (all_0_56_56 = e3)
% 62.23/27.23  																																						| (795) all_0_58_58 = e3
% 62.23/27.23  																																						|
% 62.23/27.23  																																							| Equations (795) can reduce 119 to:
% 62.23/27.23  																																							| (525)  ~ (all_0_49_49 = e3)
% 62.23/27.23  																																							|
% 62.23/27.23  																																							| From (795) and (245) follows:
% 62.23/27.23  																																							| (60701) op(e0, e0) = e3
% 62.23/27.23  																																							|
% 62.23/27.23  																																							+-Applying beta-rule and splitting (1969), into two cases.
% 62.23/27.23  																																							|-Branch one:
% 62.23/27.23  																																							| (559) all_0_42_42 = e0
% 62.23/27.23  																																							|
% 62.23/27.23  																																								| Equations (559) can reduce 358 to:
% 62.23/27.23  																																								| (266) $false
% 62.23/27.23  																																								|
% 62.23/27.23  																																								|-The branch is then unsatisfiable
% 62.23/27.23  																																							|-Branch two:
% 62.23/27.23  																																							| (358)  ~ (all_0_42_42 = e0)
% 62.23/27.23  																																							| (2510) all_0_42_42 = e3 | all_0_42_42 = e1
% 62.23/27.23  																																							|
% 62.23/27.23  																																								+-Applying beta-rule and splitting (640), into two cases.
% 62.23/27.23  																																								|-Branch one:
% 62.23/27.23  																																								| (671) all_0_49_49 = e1
% 62.23/27.23  																																								|
% 62.23/27.23  																																									| Equations (671) can reduce 1064 to:
% 62.23/27.23  																																									| (266) $false
% 62.23/27.23  																																									|
% 62.23/27.23  																																									|-The branch is then unsatisfiable
% 62.23/27.23  																																								|-Branch two:
% 62.23/27.23  																																								| (1064)  ~ (all_0_49_49 = e1)
% 62.23/27.23  																																								| (2141) all_0_53_53 = e1 | all_0_58_58 = e1
% 62.23/27.23  																																								|
% 62.23/27.23  																																									+-Applying beta-rule and splitting (2510), into two cases.
% 62.23/27.23  																																									|-Branch one:
% 62.23/27.23  																																									| (459) all_0_42_42 = e1
% 62.23/27.23  																																									|
% 62.23/27.23  																																										| Equations (459) can reduce 405 to:
% 62.23/27.23  																																										| (467)  ~ (e3 = e1)
% 62.23/27.23  																																										|
% 62.23/27.23  																																										| Simplifying 467 yields:
% 62.23/27.23  																																										| (213)  ~ (e3 = e1)
% 62.23/27.23  																																										|
% 62.23/27.23  																																										+-Applying beta-rule and splitting (7), into two cases.
% 62.23/27.23  																																										|-Branch one:
% 62.23/27.23  																																										| (504) all_0_51_51 = e2
% 62.23/27.23  																																										|
% 62.23/27.23  																																											| Equations (504) can reduce 1099 to:
% 62.23/27.23  																																											| (266) $false
% 62.23/27.23  																																											|
% 62.23/27.23  																																											|-The branch is then unsatisfiable
% 62.23/27.23  																																										|-Branch two:
% 62.23/27.23  																																										| (1099)  ~ (all_0_51_51 = e2)
% 62.23/27.23  																																										| (1100) all_0_51_51 = e4 | all_0_51_51 = e3 | all_0_51_51 = e1
% 62.23/27.23  																																										|
% 62.23/27.23  																																											+-Applying beta-rule and splitting (2141), into two cases.
% 62.23/27.23  																																											|-Branch one:
% 62.23/27.23  																																											| (1208) all_0_53_53 = e1
% 62.23/27.23  																																											|
% 62.23/27.23  																																												| Equations (1208) can reduce 65 to:
% 62.23/27.23  																																												| (1064)  ~ (all_0_49_49 = e1)
% 62.23/27.23  																																												|
% 62.23/27.23  																																												| Equations (1208) can reduce 6 to:
% 62.23/27.23  																																												| (464)  ~ (all_0_51_51 = e1)
% 62.23/27.23  																																												|
% 62.23/27.23  																																												+-Applying beta-rule and splitting (1100), into two cases.
% 62.23/27.23  																																												|-Branch one:
% 62.23/27.23  																																												| (1101) all_0_51_51 = e4
% 62.23/27.23  																																												|
% 62.23/27.23  																																													| Equations (1101) can reduce 475 to:
% 62.23/27.23  																																													| (266) $false
% 62.23/27.23  																																													|
% 62.23/27.23  																																													|-The branch is then unsatisfiable
% 62.23/27.23  																																												|-Branch two:
% 62.23/27.23  																																												| (475)  ~ (all_0_51_51 = e4)
% 62.23/27.23  																																												| (1104) all_0_51_51 = e3 | all_0_51_51 = e1
% 62.23/27.23  																																												|
% 62.23/27.23  																																													+-Applying beta-rule and splitting (1104), into two cases.
% 62.23/27.23  																																													|-Branch one:
% 62.23/27.23  																																													| (1109) all_0_51_51 = e1
% 62.23/27.23  																																													|
% 62.23/27.23  																																														| Equations (1109) can reduce 464 to:
% 62.23/27.23  																																														| (266) $false
% 62.23/27.23  																																														|
% 62.23/27.23  																																														|-The branch is then unsatisfiable
% 62.23/27.23  																																													|-Branch two:
% 62.23/27.23  																																													| (464)  ~ (all_0_51_51 = e1)
% 62.23/27.23  																																													| (660) all_0_51_51 = e3
% 62.23/27.23  																																													|
% 62.23/27.23  																																														| From (660) and (186) follows:
% 62.23/27.23  																																														| (1552) op(e1, e2) = e3
% 62.23/27.23  																																														|
% 62.23/27.23  																																														+-Applying beta-rule and splitting (54), into two cases.
% 62.23/27.23  																																														|-Branch one:
% 62.23/27.23  																																														| (583) all_0_49_49 = e2
% 62.23/27.23  																																														|
% 62.23/27.23  																																															| Equations (583) can reduce 340 to:
% 62.23/27.23  																																															| (266) $false
% 62.23/27.23  																																															|
% 62.23/27.23  																																															|-The branch is then unsatisfiable
% 62.23/27.23  																																														|-Branch two:
% 62.23/27.23  																																														| (340)  ~ (all_0_49_49 = e2)
% 62.23/27.23  																																														| (586) all_0_49_49 = e4 | all_0_49_49 = e3 | all_0_49_49 = e1 | all_0_49_49 = e0
% 62.23/27.23  																																														|
% 62.23/27.23  																																															+-Applying beta-rule and splitting (586), into two cases.
% 62.23/27.23  																																															|-Branch one:
% 62.23/27.23  																																															| (974) all_0_49_49 = e4
% 62.23/27.23  																																															|
% 62.23/27.23  																																																| Equations (974) can reduce 256 to:
% 62.23/27.23  																																																| (266) $false
% 62.23/27.23  																																																|
% 62.23/27.23  																																																|-The branch is then unsatisfiable
% 62.23/27.23  																																															|-Branch two:
% 62.23/27.23  																																															| (256)  ~ (all_0_49_49 = e4)
% 62.23/27.23  																																															| (977) all_0_49_49 = e3 | all_0_49_49 = e1 | all_0_49_49 = e0
% 62.23/27.23  																																															|
% 62.23/27.23  																																																+-Applying beta-rule and splitting (977), into two cases.
% 62.23/27.23  																																																|-Branch one:
% 62.23/27.23  																																																| (978) all_0_49_49 = e0
% 62.23/27.23  																																																|
% 62.23/27.23  																																																	| Equations (978) can reduce 1064 to:
% 62.23/27.23  																																																	| (435)  ~ (e1 = e0)
% 62.23/27.23  																																																	|
% 62.23/27.23  																																																	| Simplifying 435 yields:
% 62.23/27.23  																																																	| (233)  ~ (e1 = e0)
% 62.23/27.23  																																																	|
% 62.23/27.23  																																																	+-Applying beta-rule and splitting (56), into two cases.
% 62.23/27.23  																																																	|-Branch one:
% 62.23/27.23  																																																	| (696) unit = e2
% 62.23/27.23  																																																	|
% 62.23/27.23  																																																		| From (696) and (244) follows:
% 62.23/27.23  																																																		| (264) op(e2, e4) = e4
% 62.23/27.23  																																																		|
% 62.23/27.23  																																																		| From (696) and (227) follows:
% 62.23/27.23  																																																		| (4284) op(e4, e2) = e4
% 62.23/27.23  																																																		|
% 62.23/27.23  																																																		| From (696) and (32) follows:
% 62.23/27.23  																																																		| (698) op(e2, e2) = e2
% 62.23/27.23  																																																		|
% 62.23/27.23  																																																		| From (696) and (28) follows:
% 62.23/27.23  																																																		| (699) op(e1, e2) = e1
% 62.23/27.23  																																																		|
% 62.23/27.23  																																																		| Instantiating formula (29) with e4, e2, e4, e0 and discharging atoms op(e4, e2) = e4, op(e4, e2) = e0, yields:
% 62.23/27.23  																																																		| (397) e4 = e0
% 62.23/27.23  																																																		|
% 62.23/27.23  																																																		| Instantiating formula (29) with e2, e4, e4, e3 and discharging atoms op(e2, e4) = e4, op(e2, e4) = e3, yields:
% 62.23/27.23  																																																		| (425) e4 = e3
% 62.23/27.23  																																																		|
% 62.23/27.23  																																																		| Instantiating formula (29) with e2, e2, e2, e4 and discharging atoms op(e2, e2) = e4, op(e2, e2) = e2, yields:
% 62.23/27.23  																																																		| (323) e4 = e2
% 62.23/27.23  																																																		|
% 62.23/27.23  																																																		| Instantiating formula (29) with e1, e2, e1, e3 and discharging atoms op(e1, e2) = e3, op(e1, e2) = e1, yields:
% 62.23/27.23  																																																		| (455) e3 = e1
% 62.23/27.23  																																																		|
% 62.23/27.23  																																																		| Combining equations (397,323) yields a new equation:
% 62.23/27.23  																																																		| (330) e2 = e0
% 62.23/27.23  																																																		|
% 62.23/27.23  																																																		| Combining equations (425,323) yields a new equation:
% 62.23/27.23  																																																		| (661) e3 = e2
% 62.23/27.23  																																																		|
% 62.23/27.23  																																																		| Simplifying 661 yields:
% 62.23/27.23  																																																		| (662) e3 = e2
% 62.23/27.23  																																																		|
% 62.23/27.23  																																																		| Combining equations (662,455) yields a new equation:
% 62.23/27.23  																																																		| (616) e2 = e1
% 62.23/27.23  																																																		|
% 62.23/27.23  																																																		| Simplifying 616 yields:
% 62.23/27.23  																																																		| (617) e2 = e1
% 62.23/27.23  																																																		|
% 62.23/27.23  																																																		| Combining equations (617,330) yields a new equation:
% 62.23/27.24  																																																		| (546) e1 = e0
% 62.23/27.24  																																																		|
% 62.23/27.24  																																																		| Simplifying 546 yields:
% 62.23/27.24  																																																		| (431) e1 = e0
% 62.23/27.24  																																																		|
% 62.23/27.24  																																																		| Equations (431) can reduce 233 to:
% 62.23/27.24  																																																		| (266) $false
% 62.23/27.24  																																																		|
% 62.23/27.24  																																																		|-The branch is then unsatisfiable
% 62.23/27.24  																																																	|-Branch two:
% 62.23/27.24  																																																	| (707)  ~ (unit = e2)
% 62.23/27.24  																																																	| (708) unit = e4 | unit = e3 | unit = e1 | unit = e0
% 62.23/27.24  																																																	|
% 62.23/27.24  																																																		+-Applying beta-rule and splitting (708), into two cases.
% 62.23/27.24  																																																		|-Branch one:
% 62.23/27.24  																																																		| (709) unit = e4
% 62.23/27.24  																																																		|
% 62.23/27.24  																																																			| From (709) and (24) follows:
% 62.23/27.24  																																																			| (33325) op(e4, e3) = e3
% 62.23/27.24  																																																			|
% 62.23/27.24  																																																			| From (709) and (211) follows:
% 62.23/27.24  																																																			| (22527) op(e4, e1) = e1
% 62.23/27.24  																																																			|
% 62.23/27.24  																																																			| From (709) and (32) follows:
% 62.23/27.24  																																																			| (712) op(e2, e4) = e2
% 62.23/27.24  																																																			|
% 62.23/27.24  																																																			| From (709) and (42) follows:
% 62.23/27.24  																																																			| (713) op(e0, e4) = e0
% 62.23/27.24  																																																			|
% 62.23/27.24  																																																			| Instantiating formula (29) with e4, e3, e3, e4 and discharging atoms op(e4, e3) = e4, op(e4, e3) = e3, yields:
% 62.23/27.24  																																																			| (425) e4 = e3
% 62.23/27.24  																																																			|
% 62.23/27.24  																																																			| Instantiating formula (29) with e4, e1, e1, e3 and discharging atoms op(e4, e1) = e3, op(e4, e1) = e1, yields:
% 62.23/27.24  																																																			| (455) e3 = e1
% 62.23/27.24  																																																			|
% 62.23/27.24  																																																			| Instantiating formula (29) with e2, e4, e2, e3 and discharging atoms op(e2, e4) = e3, op(e2, e4) = e2, yields:
% 62.23/27.24  																																																			| (662) e3 = e2
% 62.23/27.24  																																																			|
% 62.23/27.24  																																																			| Instantiating formula (29) with e0, e4, e0, e4 and discharging atoms op(e0, e4) = e4, op(e0, e4) = e0, yields:
% 62.23/27.24  																																																			| (397) e4 = e0
% 62.23/27.24  																																																			|
% 62.23/27.24  																																																			| Combining equations (425,397) yields a new equation:
% 62.23/27.24  																																																			| (675) e3 = e0
% 62.23/27.24  																																																			|
% 62.23/27.24  																																																			| Simplifying 675 yields:
% 62.23/27.24  																																																			| (676) e3 = e0
% 62.23/27.24  																																																			|
% 62.23/27.24  																																																			| Combining equations (455,662) yields a new equation:
% 62.23/27.24  																																																			| (617) e2 = e1
% 62.23/27.24  																																																			|
% 62.23/27.24  																																																			| Combining equations (676,662) yields a new equation:
% 62.23/27.24  																																																			| (330) e2 = e0
% 62.23/27.24  																																																			|
% 62.23/27.24  																																																			| Combining equations (617,330) yields a new equation:
% 62.23/27.24  																																																			| (546) e1 = e0
% 62.23/27.24  																																																			|
% 62.23/27.24  																																																			| Simplifying 546 yields:
% 62.23/27.24  																																																			| (431) e1 = e0
% 62.23/27.24  																																																			|
% 62.23/27.24  																																																			| Equations (431) can reduce 233 to:
% 62.23/27.24  																																																			| (266) $false
% 62.23/27.24  																																																			|
% 62.23/27.24  																																																			|-The branch is then unsatisfiable
% 62.23/27.24  																																																		|-Branch two:
% 62.23/27.24  																																																		| (724)  ~ (unit = e4)
% 62.23/27.24  																																																		| (725) unit = e3 | unit = e1 | unit = e0
% 62.23/27.24  																																																		|
% 62.23/27.24  																																																			+-Applying beta-rule and splitting (725), into two cases.
% 62.23/27.24  																																																			|-Branch one:
% 62.23/27.24  																																																			| (726) unit = e0
% 62.23/27.24  																																																			|
% 62.23/27.24  																																																				| Equations (726) can reduce 707 to:
% 62.23/27.24  																																																				| (365)  ~ (e2 = e0)
% 62.23/27.24  																																																				|
% 62.23/27.24  																																																				| Simplifying 365 yields:
% 62.23/27.24  																																																				| (128)  ~ (e2 = e0)
% 62.23/27.24  																																																				|
% 62.23/27.24  																																																				| From (726) and (227) follows:
% 62.23/27.24  																																																				| (3205) op(e4, e0) = e4
% 62.23/27.24  																																																				|
% 62.23/27.24  																																																				| From (726) and (40) follows:
% 62.23/27.24  																																																				| (1639) op(e3, e0) = e3
% 62.23/27.24  																																																				|
% 62.23/27.24  																																																				| From (726) and (42) follows:
% 62.23/27.24  																																																				| (728) op(e0, e0) = e0
% 62.23/27.24  																																																				|
% 62.23/27.24  																																																				| Instantiating formula (29) with e4, e0, e4, e2 and discharging atoms op(e4, e0) = e4, op(e4, e0) = e2, yields:
% 62.23/27.24  																																																				| (323) e4 = e2
% 62.23/27.24  																																																				|
% 62.23/27.24  																																																				| Instantiating formula (29) with e3, e0, e3, e4 and discharging atoms op(e3, e0) = e4, op(e3, e0) = e3, yields:
% 62.23/27.24  																																																				| (425) e4 = e3
% 62.23/27.24  																																																				|
% 62.23/27.24  																																																				| Instantiating formula (29) with e0, e0, e0, e3 and discharging atoms op(e0, e0) = e3, op(e0, e0) = e0, yields:
% 62.23/27.24  																																																				| (676) e3 = e0
% 62.23/27.24  																																																				|
% 62.23/27.24  																																																				| Combining equations (323,425) yields a new equation:
% 62.23/27.24  																																																				| (662) e3 = e2
% 62.23/27.24  																																																				|
% 62.23/27.24  																																																				| Combining equations (662,676) yields a new equation:
% 62.23/27.24  																																																				| (391) e2 = e0
% 62.23/27.24  																																																				|
% 62.23/27.24  																																																				| Simplifying 391 yields:
% 62.23/27.24  																																																				| (330) e2 = e0
% 62.23/27.24  																																																				|
% 62.23/27.24  																																																				| Equations (330) can reduce 128 to:
% 62.23/27.24  																																																				| (266) $false
% 62.23/27.24  																																																				|
% 62.23/27.24  																																																				|-The branch is then unsatisfiable
% 62.23/27.24  																																																			|-Branch two:
% 62.23/27.24  																																																			| (734)  ~ (unit = e0)
% 62.23/27.24  																																																			| (735) unit = e3 | unit = e1
% 62.23/27.24  																																																			|
% 62.23/27.24  																																																				+-Applying beta-rule and splitting (735), into two cases.
% 62.23/27.24  																																																				|-Branch one:
% 62.23/27.24  																																																				| (736) unit = e1
% 62.23/27.24  																																																				|
% 62.23/27.24  																																																					| Equations (736) can reduce 734 to:
% 62.23/27.24  																																																					| (233)  ~ (e1 = e0)
% 62.23/27.24  																																																					|
% 62.23/27.24  																																																					| From (736) and (244) follows:
% 62.23/27.24  																																																					| (738) op(e1, e4) = e4
% 62.23/27.24  																																																					|
% 62.23/27.24  																																																					| From (736) and (15) follows:
% 62.23/27.24  																																																					| (515) op(e1, e2) = e2
% 62.23/27.24  																																																					|
% 62.23/27.24  																																																					| From (736) and (227) follows:
% 62.23/27.24  																																																					| (739) op(e4, e1) = e4
% 62.23/27.24  																																																					|
% 62.23/27.24  																																																					| From (736) and (28) follows:
% 62.23/27.24  																																																					| (740) op(e1, e1) = e1
% 62.23/27.24  																																																					|
% 62.23/27.24  																																																					| Instantiating formula (29) with e4, e1, e4, e3 and discharging atoms op(e4, e1) = e4, op(e4, e1) = e3, yields:
% 62.23/27.24  																																																					| (425) e4 = e3
% 62.23/27.24  																																																					|
% 62.23/27.24  																																																					| Instantiating formula (29) with e1, e4, e4, e0 and discharging atoms op(e1, e4) = e4, op(e1, e4) = e0, yields:
% 62.23/27.24  																																																					| (397) e4 = e0
% 62.23/27.24  																																																					|
% 62.23/27.24  																																																					| Instantiating formula (29) with e1, e2, e2, e3 and discharging atoms op(e1, e2) = e3, op(e1, e2) = e2, yields:
% 62.23/27.24  																																																					| (662) e3 = e2
% 62.23/27.24  																																																					|
% 62.23/27.24  																																																					| Instantiating formula (29) with e1, e1, e1, e4 and discharging atoms op(e1, e1) = e4, op(e1, e1) = e1, yields:
% 62.23/27.24  																																																					| (630) e4 = e1
% 62.23/27.24  																																																					|
% 62.23/27.24  																																																					| Combining equations (630,425) yields a new equation:
% 62.23/27.24  																																																					| (455) e3 = e1
% 62.23/27.24  																																																					|
% 62.23/27.24  																																																					| Combining equations (397,425) yields a new equation:
% 62.23/27.24  																																																					| (676) e3 = e0
% 62.23/27.24  																																																					|
% 62.23/27.24  																																																					| Combining equations (455,662) yields a new equation:
% 62.23/27.24  																																																					| (617) e2 = e1
% 62.23/27.24  																																																					|
% 62.23/27.24  																																																					| Combining equations (676,662) yields a new equation:
% 62.23/27.24  																																																					| (330) e2 = e0
% 62.23/27.24  																																																					|
% 62.23/27.24  																																																					| Combining equations (617,330) yields a new equation:
% 62.23/27.24  																																																					| (546) e1 = e0
% 62.23/27.24  																																																					|
% 62.23/27.24  																																																					| Simplifying 546 yields:
% 62.23/27.24  																																																					| (431) e1 = e0
% 62.23/27.24  																																																					|
% 62.23/27.24  																																																					| Equations (431) can reduce 233 to:
% 62.23/27.24  																																																					| (266) $false
% 62.23/27.24  																																																					|
% 62.23/27.24  																																																					|-The branch is then unsatisfiable
% 62.23/27.24  																																																				|-Branch two:
% 62.23/27.24  																																																				| (748)  ~ (unit = e1)
% 62.23/27.24  																																																				| (749) unit = e3
% 62.23/27.24  																																																				|
% 62.23/27.24  																																																					| From (749) and (244) follows:
% 62.23/27.24  																																																					| (750) op(e3, e4) = e4
% 62.23/27.24  																																																					|
% 62.23/27.24  																																																					| From (749) and (209) follows:
% 62.23/27.24  																																																					| (1667) op(e3, e0) = e0
% 62.23/27.24  																																																					|
% 62.23/27.24  																																																					| From (749) and (28) follows:
% 62.23/27.24  																																																					| (2235) op(e1, e3) = e1
% 62.23/27.24  																																																					|
% 62.23/27.24  																																																					| Instantiating formula (29) with e3, e4, e4, e2 and discharging atoms op(e3, e4) = e4, op(e3, e4) = e2, yields:
% 62.23/27.24  																																																					| (323) e4 = e2
% 62.23/27.24  																																																					|
% 62.23/27.24  																																																					| Instantiating formula (29) with e3, e0, e0, e4 and discharging atoms op(e3, e0) = e4, op(e3, e0) = e0, yields:
% 62.23/27.24  																																																					| (397) e4 = e0
% 62.23/27.24  																																																					|
% 62.23/27.24  																																																					| Instantiating formula (29) with e1, e3, e1, e2 and discharging atoms op(e1, e3) = e2, op(e1, e3) = e1, yields:
% 62.23/27.24  																																																					| (617) e2 = e1
% 62.23/27.24  																																																					|
% 62.23/27.24  																																																					| Combining equations (323,397) yields a new equation:
% 62.23/27.24  																																																					| (391) e2 = e0
% 62.23/27.24  																																																					|
% 62.23/27.24  																																																					| Simplifying 391 yields:
% 62.23/27.24  																																																					| (330) e2 = e0
% 62.23/27.24  																																																					|
% 62.23/27.24  																																																					| Combining equations (330,617) yields a new equation:
% 62.23/27.24  																																																					| (431) e1 = e0
% 62.23/27.24  																																																					|
% 62.23/27.24  																																																					| Equations (431) can reduce 233 to:
% 62.23/27.24  																																																					| (266) $false
% 62.23/27.24  																																																					|
% 62.23/27.24  																																																					|-The branch is then unsatisfiable
% 62.23/27.24  																																																|-Branch two:
% 62.23/27.24  																																																| (487)  ~ (all_0_49_49 = e0)
% 62.23/27.24  																																																| (981) all_0_49_49 = e3 | all_0_49_49 = e1
% 62.23/27.24  																																																|
% 62.23/27.24  																																																	+-Applying beta-rule and splitting (981), into two cases.
% 62.23/27.24  																																																	|-Branch one:
% 62.23/27.24  																																																	| (671) all_0_49_49 = e1
% 62.23/27.24  																																																	|
% 62.23/27.24  																																																		| Equations (671) can reduce 1064 to:
% 62.23/27.24  																																																		| (266) $false
% 62.23/27.24  																																																		|
% 62.23/27.24  																																																		|-The branch is then unsatisfiable
% 62.23/27.24  																																																	|-Branch two:
% 62.23/27.24  																																																	| (1064)  ~ (all_0_49_49 = e1)
% 62.23/27.24  																																																	| (884) all_0_49_49 = e3
% 62.23/27.24  																																																	|
% 62.23/27.24  																																																		| Equations (884) can reduce 525 to:
% 62.23/27.24  																																																		| (266) $false
% 62.23/27.24  																																																		|
% 62.23/27.24  																																																		|-The branch is then unsatisfiable
% 62.23/27.24  																																											|-Branch two:
% 62.23/27.24  																																											| (1459)  ~ (all_0_53_53 = e1)
% 62.23/27.24  																																											| (918) all_0_58_58 = e1
% 62.23/27.24  																																											|
% 62.23/27.24  																																												| Combining equations (918,795) yields a new equation:
% 62.23/27.24  																																												| (455) e3 = e1
% 62.23/27.24  																																												|
% 62.23/27.24  																																												| Equations (455) can reduce 213 to:
% 62.23/27.24  																																												| (266) $false
% 62.23/27.24  																																												|
% 62.23/27.24  																																												|-The branch is then unsatisfiable
% 62.23/27.24  																																									|-Branch two:
% 62.23/27.24  																																									| (1380)  ~ (all_0_42_42 = e1)
% 62.23/27.24  																																									| (516) all_0_42_42 = e3
% 62.23/27.24  																																									|
% 62.23/27.24  																																										| Equations (516) can reduce 405 to:
% 62.23/27.24  																																										| (266) $false
% 62.23/27.24  																																										|
% 62.23/27.24  																																										|-The branch is then unsatisfiable
% 62.23/27.24  																											|-Branch two:
% 62.23/27.24  																											| (252)  ~ (all_0_47_47 = e4)
% 62.23/27.24  																											| (1793) all_0_47_47 = e3 | all_0_47_47 = e1 | all_0_47_47 = e0
% 62.23/27.24  																											|
% 62.23/27.24  																												+-Applying beta-rule and splitting (2051), into two cases.
% 62.23/27.24  																												|-Branch one:
% 62.23/27.24  																												| (587) all_0_55_55 = e4
% 62.23/27.24  																												|
% 62.23/27.24  																													| Equations (587) can reduce 763 to:
% 62.23/27.24  																													| (266) $false
% 62.23/27.24  																													|
% 62.23/27.24  																													|-The branch is then unsatisfiable
% 62.23/27.24  																												|-Branch two:
% 62.23/27.24  																												| (763)  ~ (all_0_55_55 = e4)
% 62.23/27.24  																												| (2055) all_0_55_55 = e3 | all_0_55_55 = e1 | all_0_55_55 = e0
% 62.23/27.24  																												|
% 62.23/27.24  																													+-Applying beta-rule and splitting (2055), into two cases.
% 62.23/27.24  																													|-Branch one:
% 62.23/27.24  																													| (858) all_0_55_55 = e0
% 62.23/27.24  																													|
% 62.23/27.24  																														| Equations (858) can reduce 763 to:
% 62.23/27.24  																														| (401)  ~ (e4 = e0)
% 62.23/27.24  																														|
% 62.23/27.24  																														| Simplifying 401 yields:
% 62.23/27.24  																														| (49)  ~ (e4 = e0)
% 62.23/27.24  																														|
% 62.23/27.24  																														| Equations (858) can reduce 270 to:
% 62.23/27.24  																														| (541)  ~ (e3 = e0)
% 62.23/27.24  																														|
% 62.23/27.24  																														| Simplifying 541 yields:
% 62.23/27.24  																														| (80)  ~ (e3 = e0)
% 62.23/27.24  																														|
% 62.23/27.24  																														| Equations (858) can reduce 304 to:
% 62.23/27.24  																														| (365)  ~ (e2 = e0)
% 62.23/27.24  																														|
% 62.23/27.24  																														| Simplifying 365 yields:
% 62.23/27.24  																														| (128)  ~ (e2 = e0)
% 62.23/27.24  																														|
% 62.23/27.24  																														+-Applying beta-rule and splitting (75), into two cases.
% 62.23/27.24  																														|-Branch one:
% 62.23/27.24  																														| (485) all_0_40_40 = e0
% 62.23/27.24  																														|
% 62.23/27.24  																															| Combining equations (485,313) yields a new equation:
% 62.23/27.24  																															| (330) e2 = e0
% 62.23/27.24  																															|
% 62.23/27.24  																															| Equations (330) can reduce 128 to:
% 62.23/27.24  																															| (266) $false
% 62.23/27.24  																															|
% 62.23/27.24  																															|-The branch is then unsatisfiable
% 62.23/27.24  																														|-Branch two:
% 62.23/27.24  																														| (1401)  ~ (all_0_40_40 = e0)
% 62.23/27.24  																														| (1748) all_0_44_44 = e0 | all_0_49_49 = e0 | all_0_58_58 = e0
% 62.23/27.24  																														|
% 62.23/27.24  																															+-Applying beta-rule and splitting (164), into two cases.
% 62.23/27.24  																															|-Branch one:
% 62.23/27.24  																															| (471) all_0_39_39 = e4
% 62.23/27.24  																															|
% 62.23/27.24  																																| Combining equations (471,480) yields a new equation:
% 62.23/27.24  																																| (481) e4 = e0
% 62.23/27.24  																																|
% 62.23/27.24  																																| Simplifying 481 yields:
% 62.23/27.24  																																| (397) e4 = e0
% 62.23/27.24  																																|
% 62.23/27.24  																																| Equations (397) can reduce 49 to:
% 62.23/27.24  																																| (266) $false
% 62.23/27.24  																																|
% 62.23/27.24  																																|-The branch is then unsatisfiable
% 62.23/27.24  																															|-Branch two:
% 62.23/27.24  																															| (1377)  ~ (all_0_39_39 = e4)
% 62.23/27.24  																															| (2115) all_0_42_42 = e4 | all_0_47_47 = e4 | all_0_51_51 = e4 | all_0_56_56 = e4
% 62.23/27.24  																															|
% 62.23/27.24  																																+-Applying beta-rule and splitting (2115), into two cases.
% 62.23/27.24  																																|-Branch one:
% 62.23/27.24  																																| (1392) all_0_42_42 = e4
% 62.23/27.24  																																|
% 62.23/27.24  																																	| Equations (1392) can reduce 73 to:
% 62.23/27.24  																																	| (1903)  ~ (all_0_44_44 = e4)
% 62.23/27.24  																																	|
% 62.23/27.24  																																	| Simplifying 1903 yields:
% 62.23/27.24  																																	| (1390)  ~ (all_0_44_44 = e4)
% 62.23/27.24  																																	|
% 62.23/27.24  																																	+-Applying beta-rule and splitting (26), into two cases.
% 62.23/27.24  																																	|-Branch one:
% 62.23/27.24  																																	| (446) all_0_44_44 = e4
% 62.23/27.24  																																	|
% 62.23/27.24  																																		| Equations (446) can reduce 1390 to:
% 62.23/27.24  																																		| (266) $false
% 62.23/27.24  																																		|
% 62.23/27.24  																																		|-The branch is then unsatisfiable
% 62.23/27.24  																																	|-Branch two:
% 62.23/27.24  																																	| (1390)  ~ (all_0_44_44 = e4)
% 62.23/27.24  																																	| (1391) all_0_44_44 = e3 | all_0_44_44 = e1 | all_0_44_44 = e0
% 62.23/27.24  																																	|
% 62.23/27.24  																																		+-Applying beta-rule and splitting (1748), into two cases.
% 62.23/27.24  																																		|-Branch one:
% 62.23/27.24  																																		| (1414) all_0_44_44 = e0
% 62.23/27.24  																																		|
% 62.23/27.24  																																			| Equations (1414) can reduce 360 to:
% 62.23/27.24  																																			| (266) $false
% 62.23/27.24  																																			|
% 62.23/27.24  																																			|-The branch is then unsatisfiable
% 62.23/27.24  																																		|-Branch two:
% 62.23/27.24  																																		| (360)  ~ (all_0_44_44 = e0)
% 62.23/27.24  																																		| (1760) all_0_49_49 = e0 | all_0_58_58 = e0
% 62.23/27.24  																																		|
% 62.23/27.24  																																			+-Applying beta-rule and splitting (1391), into two cases.
% 62.23/27.24  																																			|-Branch one:
% 62.23/27.24  																																			| (1414) all_0_44_44 = e0
% 62.23/27.24  																																			|
% 62.23/27.24  																																				| Equations (1414) can reduce 360 to:
% 62.23/27.24  																																				| (266) $false
% 62.23/27.24  																																				|
% 62.23/27.24  																																				|-The branch is then unsatisfiable
% 62.23/27.24  																																			|-Branch two:
% 62.23/27.24  																																			| (360)  ~ (all_0_44_44 = e0)
% 62.23/27.24  																																			| (1417) all_0_44_44 = e3 | all_0_44_44 = e1
% 62.23/27.24  																																			|
% 62.23/27.24  																																				+-Applying beta-rule and splitting (1417), into two cases.
% 62.23/27.24  																																				|-Branch one:
% 62.23/27.24  																																				| (635) all_0_44_44 = e1
% 62.23/27.24  																																				|
% 62.23/27.24  																																					| Equations (635) can reduce 220 to:
% 62.23/27.24  																																					| (1458)  ~ (all_0_53_53 = e1)
% 62.23/27.24  																																					|
% 62.23/27.24  																																					| Simplifying 1458 yields:
% 62.23/27.24  																																					| (1459)  ~ (all_0_53_53 = e1)
% 62.23/27.24  																																					|
% 62.23/27.24  																																					| Equations (635) can reduce 181 to:
% 62.23/27.24  																																					| (879)  ~ (all_0_58_58 = e1)
% 62.23/27.24  																																					|
% 62.23/27.24  																																					| Simplifying 879 yields:
% 62.23/27.24  																																					| (880)  ~ (all_0_58_58 = e1)
% 62.23/27.24  																																					|
% 62.23/27.24  																																					| Equations (635) can reduce 1390 to:
% 62.23/27.24  																																					| (602)  ~ (e4 = e1)
% 62.23/27.24  																																					|
% 62.23/27.24  																																					| Simplifying 602 yields:
% 62.23/27.24  																																					| (110)  ~ (e4 = e1)
% 62.23/27.24  																																					|
% 62.23/27.24  																																					| Equations (635) can reduce 147 to:
% 62.23/27.24  																																					| (604)  ~ (e2 = e1)
% 62.23/27.24  																																					|
% 62.23/27.24  																																					| Simplifying 604 yields:
% 62.23/27.24  																																					| (122)  ~ (e2 = e1)
% 62.23/27.24  																																					|
% 62.23/27.24  																																					+-Applying beta-rule and splitting (160), into two cases.
% 62.23/27.24  																																					|-Branch one:
% 62.23/27.24  																																					| (601) all_0_50_50 = e1
% 62.23/27.24  																																					|
% 62.23/27.24  																																						| Combining equations (601,378) yields a new equation:
% 62.23/27.24  																																						| (617) e2 = e1
% 62.23/27.24  																																						|
% 62.23/27.24  																																						| Equations (617) can reduce 122 to:
% 62.23/27.24  																																						| (266) $false
% 62.23/27.24  																																						|
% 62.23/27.24  																																						|-The branch is then unsatisfiable
% 62.23/27.24  																																					|-Branch two:
% 62.23/27.24  																																					| (759)  ~ (all_0_50_50 = e1)
% 62.23/27.24  																																					| (1168) all_0_51_51 = e1 | all_0_52_52 = e1 | all_0_53_53 = e1
% 62.23/27.24  																																					|
% 62.23/27.25  																																						+-Applying beta-rule and splitting (62553), into two cases.
% 62.23/27.25  																																						|-Branch one:
% 62.23/27.25  																																						| (2336) all_0_55_55 = e3
% 62.23/27.25  																																						|
% 62.23/27.25  																																							| Combining equations (858,2336) yields a new equation:
% 62.23/27.25  																																							| (676) e3 = e0
% 62.23/27.25  																																							|
% 62.23/27.25  																																							| Equations (676) can reduce 80 to:
% 62.23/27.25  																																							| (266) $false
% 62.23/27.25  																																							|
% 62.23/27.25  																																							|-The branch is then unsatisfiable
% 62.23/27.25  																																						|-Branch two:
% 62.23/27.25  																																						| (270)  ~ (all_0_55_55 = e3)
% 62.23/27.25  																																						| (62557) all_0_56_56 = e3 | all_0_58_58 = e3
% 62.23/27.25  																																						|
% 62.23/27.25  																																							+-Applying beta-rule and splitting (62557), into two cases.
% 62.23/27.25  																																							|-Branch one:
% 62.23/27.25  																																							| (1097) all_0_56_56 = e3
% 62.23/27.25  																																							|
% 62.23/27.25  																																								| Combining equations (833,1097) yields a new equation:
% 62.23/27.25  																																								| (662) e3 = e2
% 62.23/27.25  																																								|
% 62.23/27.25  																																								| Equations (662) can reduce 212 to:
% 62.23/27.25  																																								| (266) $false
% 62.23/27.25  																																								|
% 62.23/27.25  																																								|-The branch is then unsatisfiable
% 62.23/27.25  																																							|-Branch two:
% 62.23/27.25  																																							| (272)  ~ (all_0_56_56 = e3)
% 62.23/27.25  																																							| (795) all_0_58_58 = e3
% 62.23/27.25  																																							|
% 62.23/27.25  																																								| Equations (795) can reduce 10 to:
% 62.23/27.25  																																								| (903)  ~ (all_0_53_53 = e3)
% 62.23/27.25  																																								|
% 62.23/27.25  																																								| Equations (795) can reduce 880 to:
% 62.23/27.25  																																								| (213)  ~ (e3 = e1)
% 62.23/27.25  																																								|
% 62.23/27.25  																																								+-Applying beta-rule and splitting (1168), into two cases.
% 62.23/27.25  																																								|-Branch one:
% 62.23/27.25  																																								| (1109) all_0_51_51 = e1
% 62.23/27.25  																																								|
% 62.23/27.25  																																									+-Applying beta-rule and splitting (418), into two cases.
% 62.23/27.25  																																									|-Branch one:
% 62.23/27.25  																																									| (660) all_0_51_51 = e3
% 62.23/27.25  																																									|
% 62.23/27.25  																																										| Combining equations (1109,660) yields a new equation:
% 62.23/27.25  																																										| (455) e3 = e1
% 62.23/27.25  																																										|
% 62.23/27.25  																																										| Equations (455) can reduce 213 to:
% 62.23/27.25  																																										| (266) $false
% 62.23/27.25  																																										|
% 62.23/27.25  																																										|-The branch is then unsatisfiable
% 62.23/27.25  																																									|-Branch two:
% 62.23/27.25  																																									| (664)  ~ (all_0_51_51 = e3)
% 62.23/27.25  																																									| (665) all_0_53_53 = e3
% 62.23/27.25  																																									|
% 62.23/27.25  																																										| Equations (665) can reduce 903 to:
% 62.23/27.25  																																										| (266) $false
% 62.23/27.25  																																										|
% 62.23/27.25  																																										|-The branch is then unsatisfiable
% 62.23/27.25  																																								|-Branch two:
% 62.23/27.25  																																								| (464)  ~ (all_0_51_51 = e1)
% 62.23/27.25  																																								| (1202) all_0_52_52 = e1 | all_0_53_53 = e1
% 62.23/27.25  																																								|
% 62.23/27.25  																																									+-Applying beta-rule and splitting (1202), into two cases.
% 62.23/27.25  																																									|-Branch one:
% 62.23/27.25  																																									| (642) all_0_52_52 = e1
% 62.23/27.25  																																									|
% 62.23/27.25  																																										| Combining equations (565,642) yields a new equation:
% 62.23/27.25  																																										| (636) e4 = e1
% 62.23/27.25  																																										|
% 62.23/27.25  																																										| Simplifying 636 yields:
% 62.23/27.25  																																										| (630) e4 = e1
% 62.23/27.25  																																										|
% 62.23/27.25  																																										| Equations (630) can reduce 110 to:
% 62.23/27.25  																																										| (266) $false
% 62.23/27.25  																																										|
% 62.23/27.25  																																										|-The branch is then unsatisfiable
% 62.23/27.25  																																									|-Branch two:
% 62.23/27.25  																																									| (646)  ~ (all_0_52_52 = e1)
% 62.23/27.25  																																									| (1208) all_0_53_53 = e1
% 62.23/27.25  																																									|
% 62.23/27.25  																																										| Equations (1208) can reduce 1459 to:
% 62.23/27.25  																																										| (266) $false
% 62.23/27.25  																																										|
% 62.23/27.25  																																										|-The branch is then unsatisfiable
% 62.23/27.25  																																				|-Branch two:
% 62.23/27.25  																																				| (639)  ~ (all_0_44_44 = e1)
% 62.23/27.25  																																				| (532) all_0_44_44 = e3
% 62.23/27.25  																																				|
% 62.23/27.25  																																					| Equations (532) can reduce 407 to:
% 62.23/27.25  																																					| (266) $false
% 62.23/27.25  																																					|
% 62.23/27.25  																																					|-The branch is then unsatisfiable
% 62.23/27.25  																																|-Branch two:
% 62.23/27.25  																																| (1890)  ~ (all_0_42_42 = e4)
% 62.23/27.25  																																| (2246) all_0_47_47 = e4 | all_0_51_51 = e4 | all_0_56_56 = e4
% 62.23/27.25  																																|
% 62.23/27.25  																																	+-Applying beta-rule and splitting (2246), into two cases.
% 62.23/27.25  																																	|-Branch one:
% 62.23/27.25  																																	| (1790) all_0_47_47 = e4
% 62.23/27.25  																																	|
% 62.23/27.25  																																		| Equations (1790) can reduce 252 to:
% 62.23/27.25  																																		| (266) $false
% 62.23/27.25  																																		|
% 62.23/27.25  																																		|-The branch is then unsatisfiable
% 62.23/27.25  																																	|-Branch two:
% 62.23/27.25  																																	| (252)  ~ (all_0_47_47 = e4)
% 62.23/27.25  																																	| (6548) all_0_51_51 = e4 | all_0_56_56 = e4
% 62.23/27.25  																																	|
% 62.23/27.25  																																		+-Applying beta-rule and splitting (521), into two cases.
% 62.23/27.25  																																		|-Branch one:
% 62.23/27.25  																																		| (522) all_0_47_47 = e3
% 62.23/27.25  																																		|
% 62.23/27.25  																																			| Equations (522) can reduce 1091 to:
% 62.23/27.25  																																			| (266) $false
% 62.23/27.25  																																			|
% 62.23/27.25  																																			|-The branch is then unsatisfiable
% 62.23/27.25  																																		|-Branch two:
% 62.23/27.25  																																		| (1091)  ~ (all_0_47_47 = e3)
% 62.23/27.25  																																		| (1092) all_0_51_51 = e3 | all_0_56_56 = e3
% 62.23/27.25  																																		|
% 62.23/27.25  																																			+-Applying beta-rule and splitting (1092), into two cases.
% 62.23/27.25  																																			|-Branch one:
% 62.23/27.25  																																			| (660) all_0_51_51 = e3
% 62.23/27.25  																																			|
% 62.23/27.25  																																				| Equations (660) can reduce 1099 to:
% 62.23/27.25  																																				| (212)  ~ (e3 = e2)
% 62.23/27.25  																																				|
% 62.23/27.25  																																				| Equations (660) can reduce 115 to:
% 62.23/27.25  																																				| (80)  ~ (e3 = e0)
% 62.23/27.25  																																				|
% 62.23/27.25  																																				+-Applying beta-rule and splitting (62553), into two cases.
% 62.23/27.25  																																				|-Branch one:
% 62.23/27.25  																																				| (2336) all_0_55_55 = e3
% 62.23/27.25  																																				|
% 62.23/27.25  																																					| Combining equations (2336,858) yields a new equation:
% 62.23/27.25  																																					| (675) e3 = e0
% 62.23/27.25  																																					|
% 62.23/27.25  																																					| Simplifying 675 yields:
% 62.23/27.25  																																					| (676) e3 = e0
% 62.23/27.25  																																					|
% 62.23/27.25  																																					| Equations (676) can reduce 80 to:
% 62.23/27.25  																																					| (266) $false
% 62.23/27.25  																																					|
% 62.23/27.25  																																					|-The branch is then unsatisfiable
% 62.23/27.25  																																				|-Branch two:
% 62.23/27.25  																																				| (270)  ~ (all_0_55_55 = e3)
% 62.23/27.26  																																				| (62557) all_0_56_56 = e3 | all_0_58_58 = e3
% 62.23/27.26  																																				|
% 62.23/27.26  																																					+-Applying beta-rule and splitting (150), into two cases.
% 62.23/27.26  																																					|-Branch one:
% 62.23/27.26  																																					| (1378) all_0_40_40 = e4
% 62.23/27.26  																																					|
% 62.23/27.26  																																						| Combining equations (313,1378) yields a new equation:
% 62.23/27.26  																																						| (323) e4 = e2
% 62.23/27.26  																																						|
% 62.23/27.26  																																						| Equations (323) can reduce 48 to:
% 62.23/27.26  																																						| (266) $false
% 62.23/27.26  																																						|
% 62.23/27.26  																																						|-The branch is then unsatisfiable
% 62.23/27.26  																																					|-Branch two:
% 62.23/27.26  																																					| (447)  ~ (all_0_40_40 = e4)
% 62.23/27.26  																																					| (2271) all_0_44_44 = e4 | all_0_49_49 = e4 | all_0_53_53 = e4 | all_0_58_58 = e4
% 62.23/27.26  																																					|
% 62.23/27.26  																																						| Equations (313) can reduce 447 to:
% 62.23/27.26  																																						| (327)  ~ (e4 = e2)
% 62.23/27.26  																																						|
% 62.23/27.26  																																						| Simplifying 327 yields:
% 62.23/27.26  																																						| (48)  ~ (e4 = e2)
% 62.23/27.26  																																						|
% 62.23/27.26  																																						+-Applying beta-rule and splitting (62557), into two cases.
% 62.23/27.26  																																						|-Branch one:
% 62.23/27.26  																																						| (1097) all_0_56_56 = e3
% 62.23/27.26  																																						|
% 62.23/27.26  																																							| Combining equations (1097,833) yields a new equation:
% 62.23/27.26  																																							| (661) e3 = e2
% 62.23/27.26  																																							|
% 62.23/27.26  																																							| Simplifying 661 yields:
% 62.23/27.26  																																							| (662) e3 = e2
% 62.23/27.26  																																							|
% 62.23/27.26  																																							| Equations (662) can reduce 212 to:
% 62.23/27.26  																																							| (266) $false
% 62.23/27.26  																																							|
% 62.23/27.26  																																							|-The branch is then unsatisfiable
% 62.23/27.26  																																						|-Branch two:
% 62.23/27.26  																																						| (272)  ~ (all_0_56_56 = e3)
% 62.23/27.26  																																						| (795) all_0_58_58 = e3
% 62.23/27.26  																																						|
% 62.23/27.26  																																							| Equations (795) can reduce 451 to:
% 62.23/27.26  																																							| (277)  ~ (e4 = e3)
% 62.23/27.26  																																							|
% 62.23/27.26  																																							| Simplifying 277 yields:
% 62.23/27.26  																																							| (188)  ~ (e4 = e3)
% 62.23/27.26  																																							|
% 62.23/27.26  																																							+-Applying beta-rule and splitting (6548), into two cases.
% 62.23/27.26  																																							|-Branch one:
% 62.23/27.26  																																							| (1101) all_0_51_51 = e4
% 62.23/27.26  																																							|
% 62.23/27.26  																																								| Combining equations (660,1101) yields a new equation:
% 62.23/27.26  																																								| (425) e4 = e3
% 62.23/27.26  																																								|
% 62.23/27.26  																																								| Equations (425) can reduce 188 to:
% 62.23/27.26  																																								| (266) $false
% 62.23/27.26  																																								|
% 62.23/27.26  																																								|-The branch is then unsatisfiable
% 62.23/27.26  																																							|-Branch two:
% 62.23/27.26  																																							| (475)  ~ (all_0_51_51 = e4)
% 62.23/27.26  																																							| (842) all_0_56_56 = e4
% 62.23/27.26  																																							|
% 62.23/27.26  																																								| Combining equations (842,833) yields a new equation:
% 62.23/27.26  																																								| (322) e4 = e2
% 62.23/27.26  																																								|
% 62.23/27.26  																																								| Simplifying 322 yields:
% 62.23/27.26  																																								| (323) e4 = e2
% 62.23/27.26  																																								|
% 62.23/27.26  																																								| Equations (323) can reduce 48 to:
% 62.23/27.26  																																								| (266) $false
% 62.23/27.26  																																								|
% 62.23/27.26  																																								|-The branch is then unsatisfiable
% 62.27/27.26  																																			|-Branch two:
% 62.27/27.26  																																			| (664)  ~ (all_0_51_51 = e3)
% 62.27/27.26  																																			| (1097) all_0_56_56 = e3
% 62.27/27.26  																																			|
% 62.27/27.26  																																				| Combining equations (833,1097) yields a new equation:
% 62.27/27.26  																																				| (662) e3 = e2
% 62.27/27.26  																																				|
% 62.27/27.26  																																				| Equations (662) can reduce 212 to:
% 62.27/27.26  																																				| (266) $false
% 62.27/27.26  																																				|
% 62.27/27.26  																																				|-The branch is then unsatisfiable
% 62.27/27.26  																													|-Branch two:
% 62.27/27.26  																													| (803)  ~ (all_0_55_55 = e0)
% 62.27/27.26  																													| (2315) all_0_55_55 = e3 | all_0_55_55 = e1
% 62.27/27.26  																													|
% 62.27/27.26  																														+-Applying beta-rule and splitting (2315), into two cases.
% 62.27/27.26  																														|-Branch one:
% 62.27/27.26  																														| (629) all_0_55_55 = e1
% 62.27/27.26  																														|
% 62.27/27.26  																															| Equations (629) can reduce 632 to:
% 62.27/27.26  																															| (266) $false
% 62.27/27.26  																															|
% 62.27/27.26  																															|-The branch is then unsatisfiable
% 62.27/27.26  																														|-Branch two:
% 62.27/27.26  																														| (632)  ~ (all_0_55_55 = e1)
% 62.27/27.26  																														| (2336) all_0_55_55 = e3
% 62.27/27.26  																														|
% 62.27/27.26  																															| Equations (2336) can reduce 270 to:
% 62.27/27.26  																															| (266) $false
% 62.27/27.26  																															|
% 62.27/27.26  																															|-The branch is then unsatisfiable
% 62.27/27.26  																						|-Branch two:
% 62.27/27.26  																						| (549)  ~ (all_0_46_46 = e1)
% 62.27/27.26  																						| (600) all_0_50_50 = e1 | all_0_55_55 = e1
% 62.27/27.26  																						|
% 62.27/27.26  																							+-Applying beta-rule and splitting (600), into two cases.
% 62.27/27.26  																							|-Branch one:
% 62.27/27.26  																							| (601) all_0_50_50 = e1
% 62.27/27.26  																							|
% 62.27/27.26  																								| Combining equations (378,601) yields a new equation:
% 62.27/27.26  																								| (616) e2 = e1
% 62.27/27.26  																								|
% 62.27/27.26  																								| Simplifying 616 yields:
% 62.27/27.26  																								| (617) e2 = e1
% 62.27/27.26  																								|
% 62.27/27.26  																								| Equations (617) can reduce 122 to:
% 62.27/27.26  																								| (266) $false
% 62.27/27.26  																								|
% 62.27/27.26  																								|-The branch is then unsatisfiable
% 62.27/27.26  																							|-Branch two:
% 62.27/27.26  																							| (759)  ~ (all_0_50_50 = e1)
% 62.27/27.26  																							| (629) all_0_55_55 = e1
% 62.27/27.26  																							|
% 62.27/27.26  																								| Equations (629) can reduce 632 to:
% 62.27/27.26  																								| (266) $false
% 62.27/27.26  																								|
% 62.27/27.26  																								|-The branch is then unsatisfiable
% 62.27/27.26  																			|-Branch two:
% 62.27/27.26  																			| (1898)  ~ (all_0_41_41 = e3)
% 62.27/27.26  																			| (1899) all_0_42_42 = e3 | all_0_44_44 = e3
% 62.27/27.26  																			|
% 62.27/27.26  																				+-Applying beta-rule and splitting (27), into two cases.
% 62.27/27.26  																				|-Branch one:
% 62.27/27.26  																				| (437) all_0_41_41 = e4
% 62.27/27.26  																				|
% 62.27/27.26  																					| Equations (437) can reduce 440 to:
% 62.27/27.26  																					| (266) $false
% 62.27/27.26  																					|
% 62.27/27.26  																					|-The branch is then unsatisfiable
% 62.27/27.26  																				|-Branch two:
% 62.27/27.26  																				| (440)  ~ (all_0_41_41 = e4)
% 62.27/27.26  																				| (4049) all_0_41_41 = e3 | all_0_41_41 = e1 | all_0_41_41 = e0
% 62.27/27.26  																				|
% 62.27/27.26  																					+-Applying beta-rule and splitting (4049), into two cases.
% 62.27/27.26  																					|-Branch one:
% 62.27/27.26  																					| (794) all_0_41_41 = e0
% 62.27/27.26  																					|
% 62.27/27.26  																						| Equations (794) can reduce 357 to:
% 62.27/27.26  																						| (266) $false
% 62.27/27.26  																						|
% 62.27/27.26  																						|-The branch is then unsatisfiable
% 62.27/27.26  																					|-Branch two:
% 62.27/27.26  																					| (357)  ~ (all_0_41_41 = e0)
% 62.27/27.26  																					| (4053) all_0_41_41 = e3 | all_0_41_41 = e1
% 62.27/27.26  																					|
% 62.27/27.26  																						+-Applying beta-rule and splitting (4053), into two cases.
% 62.27/27.26  																						|-Branch one:
% 62.27/27.26  																						| (453) all_0_41_41 = e1
% 62.27/27.26  																						|
% 62.27/27.26  																							| Equations (453) can reduce 214 to:
% 62.27/27.26  																							| (4055)  ~ (all_0_42_42 = e1)
% 62.27/27.26  																							|
% 62.27/27.26  																							| Simplifying 4055 yields:
% 62.27/27.26  																							| (1380)  ~ (all_0_42_42 = e1)
% 62.27/27.26  																							|
% 62.27/27.26  																							| Equations (453) can reduce 440 to:
% 62.27/27.26  																							| (602)  ~ (e4 = e1)
% 62.27/27.26  																							|
% 62.27/27.26  																							| Simplifying 602 yields:
% 62.27/27.26  																							| (110)  ~ (e4 = e1)
% 62.27/27.26  																							|
% 62.27/27.26  																							| Equations (453) can reduce 1898 to:
% 62.27/27.26  																							| (467)  ~ (e3 = e1)
% 62.27/27.26  																							|
% 62.27/27.26  																							| Simplifying 467 yields:
% 62.27/27.26  																							| (213)  ~ (e3 = e1)
% 62.27/27.26  																							|
% 62.27/27.26  																							| Equations (453) can reduce 357 to:
% 62.27/27.26  																							| (233)  ~ (e1 = e0)
% 62.27/27.26  																							|
% 62.27/27.26  																							+-Applying beta-rule and splitting (144), into two cases.
% 62.27/27.26  																							|-Branch one:
% 62.27/27.26  																							| (403) all_0_41_41 = e3
% 62.27/27.26  																							|
% 62.27/27.26  																								| Combining equations (403,453) yields a new equation:
% 62.27/27.26  																								| (454) e3 = e1
% 62.27/27.26  																								|
% 62.27/27.26  																								| Simplifying 454 yields:
% 62.27/27.26  																								| (455) e3 = e1
% 62.27/27.26  																								|
% 62.27/27.26  																								| Equations (455) can reduce 213 to:
% 62.27/27.26  																								| (266) $false
% 62.27/27.26  																								|
% 62.27/27.26  																								|-The branch is then unsatisfiable
% 62.27/27.26  																							|-Branch two:
% 62.27/27.26  																							| (1898)  ~ (all_0_41_41 = e3)
% 62.27/27.26  																							| (1923) all_0_46_46 = e3 | all_0_50_50 = e3 | all_0_55_55 = e3
% 62.27/27.26  																							|
% 62.27/27.26  																								+-Applying beta-rule and splitting (123), into two cases.
% 62.27/27.26  																								|-Branch one:
% 62.27/27.26  																								| (1794) all_0_46_46 = e2
% 62.27/27.26  																								|
% 62.27/27.26  																									| Equations (1794) can reduce 300 to:
% 62.27/27.26  																									| (266) $false
% 62.27/27.26  																									|
% 62.27/27.26  																									|-The branch is then unsatisfiable
% 62.27/27.26  																								|-Branch two:
% 62.27/27.26  																								| (300)  ~ (all_0_46_46 = e2)
% 62.27/27.26  																								| (1797) all_0_46_46 = e4 | all_0_46_46 = e3 | all_0_46_46 = e1 | all_0_46_46 = e0
% 62.27/27.26  																								|
% 62.27/27.26  																									+-Applying beta-rule and splitting (1923), into two cases.
% 62.27/27.26  																									|-Branch one:
% 62.27/27.26  																									| (1557) all_0_46_46 = e3
% 62.27/27.26  																									|
% 62.27/27.26  																										| Equations (1557) can reduce 409 to:
% 62.27/27.26  																										| (266) $false
% 62.27/27.26  																										|
% 62.27/27.26  																										|-The branch is then unsatisfiable
% 62.27/27.26  																									|-Branch two:
% 62.27/27.26  																									| (409)  ~ (all_0_46_46 = e3)
% 62.27/27.26  																									| (4042) all_0_50_50 = e3 | all_0_55_55 = e3
% 62.27/27.26  																									|
% 62.27/27.27  																										+-Applying beta-rule and splitting (4042), into two cases.
% 62.27/27.27  																										|-Branch one:
% 62.27/27.27  																										| (415) all_0_50_50 = e3
% 62.27/27.27  																										|
% 62.27/27.27  																											| Combining equations (378,415) yields a new equation:
% 62.27/27.27  																											| (662) e3 = e2
% 62.27/27.27  																											|
% 62.27/27.27  																											| Equations (662) can reduce 212 to:
% 62.27/27.27  																											| (266) $false
% 62.27/27.27  																											|
% 62.27/27.27  																											|-The branch is then unsatisfiable
% 62.27/27.27  																										|-Branch two:
% 62.27/27.27  																										| (411)  ~ (all_0_50_50 = e3)
% 62.27/27.27  																										| (2336) all_0_55_55 = e3
% 62.27/27.27  																										|
% 62.27/27.27  																											| Equations (2336) can reduce 58 to:
% 62.27/27.27  																											| (409)  ~ (all_0_46_46 = e3)
% 62.27/27.27  																											|
% 62.27/27.27  																											| Equations (2336) can reduce 3 to:
% 62.27/27.27  																											| (275)  ~ (all_0_58_58 = e3)
% 62.27/27.27  																											|
% 62.27/27.27  																											| Simplifying 275 yields:
% 62.27/27.27  																											| (276)  ~ (all_0_58_58 = e3)
% 62.27/27.27  																											|
% 62.27/27.27  																											| Equations (2336) can reduce 763 to:
% 62.27/27.27  																											| (277)  ~ (e4 = e3)
% 62.27/27.27  																											|
% 62.27/27.27  																											| Simplifying 277 yields:
% 62.27/27.27  																											| (188)  ~ (e4 = e3)
% 62.27/27.27  																											|
% 62.27/27.27  																											| From (2336) and (74) follows:
% 62.27/27.27  																											| (2208) op(e0, e3) = e3
% 62.27/27.27  																											|
% 62.27/27.27  																											+-Applying beta-rule and splitting (243), into two cases.
% 62.27/27.27  																											|-Branch one:
% 62.27/27.27  																											| (329) all_0_38_38 = e0
% 62.27/27.27  																											|
% 62.27/27.27  																												| Combining equations (329,321) yields a new equation:
% 62.27/27.27  																												| (397) e4 = e0
% 62.27/27.27  																												|
% 62.27/27.27  																												| Equations (397) can reduce 49 to:
% 62.27/27.27  																												| (266) $false
% 62.27/27.27  																												|
% 62.27/27.27  																												|-The branch is then unsatisfiable
% 62.27/27.27  																											|-Branch two:
% 62.27/27.27  																											| (332)  ~ (all_0_38_38 = e0)
% 62.27/27.27  																											| (395) all_0_41_41 = e0 | all_0_46_46 = e0 | all_0_55_55 = e0
% 62.27/27.27  																											|
% 62.27/27.27  																												+-Applying beta-rule and splitting (125), into two cases.
% 62.27/27.27  																												|-Branch one:
% 62.27/27.27  																												| (858) all_0_55_55 = e0
% 62.27/27.27  																												|
% 62.27/27.27  																													| Combining equations (2336,858) yields a new equation:
% 62.27/27.27  																													| (675) e3 = e0
% 62.27/27.27  																													|
% 62.27/27.27  																													| Simplifying 675 yields:
% 62.27/27.27  																													| (676) e3 = e0
% 62.27/27.27  																													|
% 62.27/27.27  																													| Equations (676) can reduce 80 to:
% 62.27/27.27  																													| (266) $false
% 62.27/27.27  																													|
% 62.27/27.27  																													|-The branch is then unsatisfiable
% 62.27/27.27  																												|-Branch two:
% 62.27/27.27  																												| (803)  ~ (all_0_55_55 = e0)
% 62.27/27.27  																												| (863) all_0_56_56 = e0 | all_0_57_57 = e0 | all_0_58_58 = e0
% 62.27/27.27  																												|
% 62.27/27.27  																													+-Applying beta-rule and splitting (395), into two cases.
% 62.27/27.27  																													|-Branch one:
% 62.27/27.27  																													| (794) all_0_41_41 = e0
% 62.27/27.27  																													|
% 62.27/27.27  																														| Combining equations (794,453) yields a new equation:
% 62.27/27.27  																														| (431) e1 = e0
% 62.27/27.27  																														|
% 62.27/27.27  																														| Equations (431) can reduce 233 to:
% 62.27/27.27  																														| (266) $false
% 62.27/27.27  																														|
% 62.27/27.27  																														|-The branch is then unsatisfiable
% 62.27/27.27  																													|-Branch two:
% 62.27/27.27  																													| (357)  ~ (all_0_41_41 = e0)
% 62.27/27.27  																													| (895) all_0_46_46 = e0 | all_0_55_55 = e0
% 62.27/27.27  																													|
% 62.27/27.27  																														| Equations (453) can reduce 357 to:
% 62.27/27.27  																														| (233)  ~ (e1 = e0)
% 62.27/27.27  																														|
% 62.27/27.27  																														+-Applying beta-rule and splitting (1797), into two cases.
% 62.27/27.27  																														|-Branch one:
% 62.27/27.27  																														| (770) all_0_46_46 = e4
% 62.27/27.27  																														|
% 62.27/27.27  																															| Equations (770) can reduce 250 to:
% 62.27/27.27  																															| (266) $false
% 62.27/27.27  																															|
% 62.27/27.27  																															|-The branch is then unsatisfiable
% 62.27/27.27  																														|-Branch two:
% 62.27/27.27  																														| (250)  ~ (all_0_46_46 = e4)
% 62.27/27.27  																														| (1801) all_0_46_46 = e3 | all_0_46_46 = e1 | all_0_46_46 = e0
% 62.27/27.27  																														|
% 62.27/27.27  																															+-Applying beta-rule and splitting (863), into two cases.
% 62.27/27.27  																															|-Branch one:
% 62.27/27.27  																															| (679) all_0_56_56 = e0
% 62.27/27.27  																															|
% 62.27/27.27  																																| Combining equations (833,679) yields a new equation:
% 62.27/27.27  																																| (391) e2 = e0
% 62.27/27.27  																																|
% 62.27/27.27  																																| Simplifying 391 yields:
% 62.27/27.27  																																| (330) e2 = e0
% 62.27/27.27  																																|
% 62.27/27.27  																																| Equations (330) can reduce 128 to:
% 62.27/27.27  																																| (266) $false
% 62.27/27.27  																																|
% 62.27/27.27  																																|-The branch is then unsatisfiable
% 62.27/27.27  																															|-Branch two:
% 62.27/27.27  																															| (828)  ~ (all_0_56_56 = e0)
% 62.27/27.27  																															| (924) all_0_57_57 = e0 | all_0_58_58 = e0
% 62.27/27.27  																															|
% 62.27/27.27  																																+-Applying beta-rule and splitting (924), into two cases.
% 62.27/27.27  																																|-Branch one:
% 62.27/27.27  																																| (875) all_0_57_57 = e0
% 62.27/27.27  																																|
% 62.27/27.27  																																	| Combining equations (875,647) yields a new equation:
% 62.27/27.27  																																	| (431) e1 = e0
% 62.27/27.27  																																	|
% 62.27/27.27  																																	| Equations (431) can reduce 233 to:
% 62.27/27.27  																																	| (266) $false
% 62.27/27.27  																																	|
% 62.27/27.27  																																	|-The branch is then unsatisfiable
% 62.27/27.27  																																|-Branch two:
% 62.27/27.27  																																| (364)  ~ (all_0_57_57 = e0)
% 62.27/27.27  																																| (914) all_0_58_58 = e0
% 62.27/27.27  																																|
% 62.27/27.27  																																	| Equations (914) can reduce 181 to:
% 62.27/27.27  																																	| (360)  ~ (all_0_44_44 = e0)
% 62.27/27.27  																																	|
% 62.27/27.27  																																	| Equations (914) can reduce 10 to:
% 62.27/27.27  																																	| (247)  ~ (all_0_53_53 = e0)
% 62.27/27.27  																																	|
% 62.27/27.27  																																	| Equations (914) can reduce 276 to:
% 62.27/27.27  																																	| (541)  ~ (e3 = e0)
% 62.27/27.27  																																	|
% 62.27/27.27  																																	| Simplifying 541 yields:
% 62.27/27.27  																																	| (80)  ~ (e3 = e0)
% 62.27/27.27  																																	|
% 62.27/27.27  																																	+-Applying beta-rule and splitting (895), into two cases.
% 62.27/27.27  																																	|-Branch one:
% 62.27/27.27  																																	| (538) all_0_46_46 = e0
% 62.27/27.27  																																	|
% 62.27/27.27  																																		| Equations (538) can reduce 208 to:
% 62.27/27.27  																																		| (486)  ~ (all_0_49_49 = e0)
% 62.27/27.27  																																		|
% 62.27/27.27  																																		| Simplifying 486 yields:
% 62.27/27.27  																																		| (487)  ~ (all_0_49_49 = e0)
% 62.27/27.27  																																		|
% 62.27/27.27  																																		| Equations (538) can reduce 250 to:
% 62.27/27.27  																																		| (401)  ~ (e4 = e0)
% 62.27/27.27  																																		|
% 62.27/27.27  																																		| Simplifying 401 yields:
% 62.27/27.27  																																		| (49)  ~ (e4 = e0)
% 62.27/27.27  																																		|
% 62.27/27.27  																																		| Equations (538) can reduce 409 to:
% 62.27/27.27  																																		| (541)  ~ (e3 = e0)
% 62.27/27.27  																																		|
% 62.27/27.27  																																		| Simplifying 541 yields:
% 62.27/27.27  																																		| (80)  ~ (e3 = e0)
% 62.27/27.27  																																		|
% 62.27/27.27  																																		| From (538) and (120) follows:
% 62.27/27.27  																																		| (544) op(e2, e3) = e0
% 62.27/27.27  																																		|
% 62.27/27.27  																																		+-Applying beta-rule and splitting (189), into two cases.
% 62.27/27.27  																																		|-Branch one:
% 62.27/27.27  																																		| (532) all_0_44_44 = e3
% 62.27/27.27  																																		|
% 62.27/27.27  																																			| Equations (532) can reduce 73 to:
% 62.27/27.27  																																			| (405)  ~ (all_0_42_42 = e3)
% 62.27/27.27  																																			|
% 62.27/27.27  																																			| Equations (532) can reduce 220 to:
% 62.27/27.27  																																			| (1114)  ~ (all_0_53_53 = e3)
% 62.27/27.27  																																			|
% 62.27/27.27  																																			| Simplifying 1114 yields:
% 62.27/27.27  																																			| (903)  ~ (all_0_53_53 = e3)
% 62.27/27.27  																																			|
% 62.27/27.27  																																			+-Applying beta-rule and splitting (152), into two cases.
% 62.27/27.27  																																			|-Branch one:
% 62.27/27.27  																																			| (1392) all_0_42_42 = e4
% 62.27/27.27  																																			|
% 62.27/27.27  																																				| Equations (1392) can reduce 198 to:
% 62.27/27.27  																																				| (251)  ~ (all_0_47_47 = e4)
% 62.27/27.27  																																				|
% 62.27/27.27  																																				| Simplifying 251 yields:
% 62.27/27.27  																																				| (252)  ~ (all_0_47_47 = e4)
% 62.27/27.27  																																				|
% 62.27/27.27  																																				| Equations (1392) can reduce 405 to:
% 62.27/27.27  																																				| (188)  ~ (e4 = e3)
% 62.27/27.27  																																				|
% 62.27/27.27  																																				| Equations (1392) can reduce 51 to:
% 62.27/27.27  																																				| (48)  ~ (e4 = e2)
% 62.27/27.27  																																				|
% 62.27/27.27  																																				| Equations (1392) can reduce 358 to:
% 62.27/27.27  																																				| (49)  ~ (e4 = e0)
% 62.27/27.27  																																				|
% 62.27/27.27  																																				+-Applying beta-rule and splitting (206), into two cases.
% 62.27/27.27  																																				|-Branch one:
% 62.27/27.27  																																				| (248) all_0_45_45 = e4
% 62.27/27.27  																																				|
% 62.27/27.27  																																					| Combining equations (423,248) yields a new equation:
% 62.27/27.27  																																					| (425) e4 = e3
% 62.27/27.27  																																					|
% 62.27/27.27  																																					| Equations (425) can reduce 188 to:
% 62.27/27.27  																																					| (266) $false
% 62.27/27.27  																																					|
% 62.27/27.27  																																					|-The branch is then unsatisfiable
% 62.27/27.27  																																				|-Branch two:
% 62.27/27.27  																																				| (60416)  ~ (all_0_45_45 = e4)
% 62.27/27.27  																																				| (61457) all_0_46_46 = e4 | all_0_47_47 = e4 | all_0_48_48 = e4 | all_0_49_49 = e4
% 62.27/27.27  																																				|
% 62.27/27.27  																																					+-Applying beta-rule and splitting (105), into two cases.
% 62.27/27.27  																																					|-Branch one:
% 62.27/27.27  																																					| (1105) all_0_47_47 = e2
% 62.27/27.27  																																					|
% 62.27/27.27  																																						| Equations (1105) can reduce 338 to:
% 62.27/27.27  																																						| (266) $false
% 62.27/27.27  																																						|
% 62.27/27.27  																																						|-The branch is then unsatisfiable
% 62.27/27.27  																																					|-Branch two:
% 62.27/27.27  																																					| (338)  ~ (all_0_47_47 = e2)
% 62.27/27.27  																																					| (1789) all_0_47_47 = e4 | all_0_47_47 = e3 | all_0_47_47 = e1 | all_0_47_47 = e0
% 62.27/27.27  																																					|
% 62.27/27.27  																																						+-Applying beta-rule and splitting (418), into two cases.
% 62.27/27.27  																																						|-Branch one:
% 62.27/27.27  																																						| (660) all_0_51_51 = e3
% 62.27/27.27  																																						|
% 62.27/27.27  																																							| Equations (660) can reduce 6 to:
% 62.27/27.27  																																							| (1114)  ~ (all_0_53_53 = e3)
% 62.27/27.27  																																							|
% 62.27/27.27  																																							| Simplifying 1114 yields:
% 62.27/27.27  																																							| (903)  ~ (all_0_53_53 = e3)
% 62.27/27.27  																																							|
% 62.27/27.27  																																							| From (660) and (186) follows:
% 62.27/27.27  																																							| (1552) op(e1, e2) = e3
% 62.27/27.27  																																							|
% 62.27/27.27  																																							+-Applying beta-rule and splitting (61457), into two cases.
% 62.27/27.27  																																							|-Branch one:
% 62.27/27.27  																																							| (770) all_0_46_46 = e4
% 62.27/27.27  																																							|
% 62.27/27.27  																																								| Combining equations (538,770) yields a new equation:
% 62.27/27.27  																																								| (397) e4 = e0
% 62.27/27.27  																																								|
% 62.27/27.27  																																								| Equations (397) can reduce 49 to:
% 62.27/27.27  																																								| (266) $false
% 62.27/27.27  																																								|
% 62.27/27.27  																																								|-The branch is then unsatisfiable
% 62.27/27.27  																																							|-Branch two:
% 62.27/27.27  																																							| (250)  ~ (all_0_46_46 = e4)
% 62.27/27.27  																																							| (61466) all_0_47_47 = e4 | all_0_48_48 = e4 | all_0_49_49 = e4
% 62.27/27.27  																																							|
% 62.27/27.27  																																								+-Applying beta-rule and splitting (1789), into two cases.
% 62.27/27.27  																																								|-Branch one:
% 62.27/27.27  																																								| (1790) all_0_47_47 = e4
% 62.27/27.27  																																								|
% 62.27/27.27  																																									| Equations (1790) can reduce 252 to:
% 62.27/27.27  																																									| (266) $false
% 62.27/27.27  																																									|
% 62.27/27.27  																																									|-The branch is then unsatisfiable
% 62.27/27.28  																																								|-Branch two:
% 62.27/27.28  																																								| (252)  ~ (all_0_47_47 = e4)
% 62.27/27.28  																																								| (1793) all_0_47_47 = e3 | all_0_47_47 = e1 | all_0_47_47 = e0
% 62.27/27.28  																																								|
% 62.27/27.28  																																									+-Applying beta-rule and splitting (150), into two cases.
% 62.27/27.28  																																									|-Branch one:
% 62.27/27.28  																																									| (1378) all_0_40_40 = e4
% 62.27/27.28  																																									|
% 62.27/27.28  																																										| Combining equations (1378,313) yields a new equation:
% 62.27/27.28  																																										| (322) e4 = e2
% 62.27/27.28  																																										|
% 62.27/27.28  																																										| Simplifying 322 yields:
% 62.27/27.28  																																										| (323) e4 = e2
% 62.27/27.28  																																										|
% 62.27/27.28  																																										| Equations (323) can reduce 48 to:
% 62.27/27.28  																																										| (266) $false
% 62.27/27.28  																																										|
% 62.27/27.28  																																										|-The branch is then unsatisfiable
% 62.27/27.28  																																									|-Branch two:
% 62.27/27.28  																																									| (447)  ~ (all_0_40_40 = e4)
% 62.27/27.28  																																									| (2271) all_0_44_44 = e4 | all_0_49_49 = e4 | all_0_53_53 = e4 | all_0_58_58 = e4
% 62.27/27.28  																																									|
% 62.27/27.28  																																										| Equations (313) can reduce 447 to:
% 62.27/27.28  																																										| (327)  ~ (e4 = e2)
% 62.27/27.28  																																										|
% 62.27/27.28  																																										| Simplifying 327 yields:
% 62.27/27.28  																																										| (48)  ~ (e4 = e2)
% 62.27/27.28  																																										|
% 62.27/27.28  																																										+-Applying beta-rule and splitting (196), into two cases.
% 62.27/27.28  																																										|-Branch one:
% 62.27/27.28  																																										| (607) all_0_53_53 = e2
% 62.27/27.28  																																										|
% 62.27/27.28  																																											| Equations (607) can reduce 509 to:
% 62.27/27.28  																																											| (266) $false
% 62.27/27.28  																																											|
% 62.27/27.28  																																											|-The branch is then unsatisfiable
% 62.27/27.28  																																										|-Branch two:
% 62.27/27.28  																																										| (509)  ~ (all_0_53_53 = e2)
% 62.27/27.28  																																										| (610) all_0_53_53 = e4 | all_0_53_53 = e3 | all_0_53_53 = e1
% 62.27/27.28  																																										|
% 62.27/27.28  																																											+-Applying beta-rule and splitting (61466), into two cases.
% 62.27/27.28  																																											|-Branch one:
% 62.27/27.28  																																											| (1790) all_0_47_47 = e4
% 62.27/27.28  																																											|
% 62.27/27.28  																																												| Equations (1790) can reduce 252 to:
% 62.27/27.28  																																												| (266) $false
% 62.27/27.28  																																												|
% 62.27/27.28  																																												|-The branch is then unsatisfiable
% 62.27/27.28  																																											|-Branch two:
% 62.27/27.28  																																											| (252)  ~ (all_0_47_47 = e4)
% 62.27/27.28  																																											| (61479) all_0_48_48 = e4 | all_0_49_49 = e4
% 62.27/27.28  																																											|
% 62.27/27.28  																																												+-Applying beta-rule and splitting (54), into two cases.
% 62.27/27.28  																																												|-Branch one:
% 62.27/27.28  																																												| (583) all_0_49_49 = e2
% 62.27/27.28  																																												|
% 62.27/27.28  																																													| Equations (583) can reduce 340 to:
% 62.27/27.28  																																													| (266) $false
% 62.27/27.28  																																													|
% 62.27/27.28  																																													|-The branch is then unsatisfiable
% 62.27/27.28  																																												|-Branch two:
% 62.27/27.28  																																												| (340)  ~ (all_0_49_49 = e2)
% 62.27/27.28  																																												| (586) all_0_49_49 = e4 | all_0_49_49 = e3 | all_0_49_49 = e1 | all_0_49_49 = e0
% 62.27/27.28  																																												|
% 62.27/27.28  																																													+-Applying beta-rule and splitting (610), into two cases.
% 62.27/27.28  																																													|-Branch one:
% 62.27/27.28  																																													| (1298) all_0_53_53 = e4
% 62.27/27.28  																																													|
% 62.27/27.28  																																														| Equations (1298) can reduce 1453 to:
% 62.27/27.28  																																														| (266) $false
% 62.27/27.28  																																														|
% 62.27/27.28  																																														|-The branch is then unsatisfiable
% 62.27/27.28  																																													|-Branch two:
% 62.27/27.28  																																													| (1453)  ~ (all_0_53_53 = e4)
% 62.27/27.28  																																													| (1694) all_0_53_53 = e3 | all_0_53_53 = e1
% 62.27/27.28  																																													|
% 62.27/27.28  																																														+-Applying beta-rule and splitting (1694), into two cases.
% 62.27/27.28  																																														|-Branch one:
% 62.27/27.28  																																														| (1208) all_0_53_53 = e1
% 62.27/27.28  																																														|
% 62.27/27.28  																																															| Equations (1208) can reduce 247 to:
% 62.27/27.28  																																															| (233)  ~ (e1 = e0)
% 62.27/27.28  																																															|
% 62.27/27.28  																																															+-Applying beta-rule and splitting (61479), into two cases.
% 62.27/27.28  																																															|-Branch one:
% 62.27/27.28  																																															| (943) all_0_48_48 = e4
% 62.27/27.28  																																															|
% 62.27/27.28  																																																| Combining equations (335,943) yields a new equation:
% 62.27/27.28  																																																| (323) e4 = e2
% 62.27/27.28  																																																|
% 62.27/27.28  																																																| Equations (323) can reduce 48 to:
% 62.27/27.28  																																																| (266) $false
% 62.27/27.28  																																																|
% 62.27/27.28  																																																|-The branch is then unsatisfiable
% 62.27/27.28  																																															|-Branch two:
% 62.27/27.28  																																															| (254)  ~ (all_0_48_48 = e4)
% 62.27/27.28  																																															| (974) all_0_49_49 = e4
% 62.27/27.28  																																															|
% 62.27/27.28  																																																| Equations (974) can reduce 340 to:
% 62.27/27.28  																																																| (48)  ~ (e4 = e2)
% 62.27/27.28  																																																|
% 62.27/27.28  																																																| From (974) and (55) follows:
% 62.27/27.28  																																																| (61486) op(e2, e0) = e4
% 62.27/27.28  																																																|
% 62.27/27.28  																																																+-Applying beta-rule and splitting (56), into two cases.
% 62.27/27.28  																																																|-Branch one:
% 62.27/27.28  																																																| (696) unit = e2
% 62.27/27.28  																																																|
% 62.27/27.28  																																																	| From (696) and (211) follows:
% 62.27/27.28  																																																	| (1612) op(e2, e1) = e1
% 62.27/27.28  																																																	|
% 62.27/27.28  																																																	| From (696) and (42) follows:
% 62.27/27.28  																																																	| (1613) op(e0, e2) = e0
% 62.27/27.28  																																																	|
% 62.27/27.28  																																																	| Instantiating formula (29) with e2, e1, e1, e2 and discharging atoms op(e2, e1) = e2, op(e2, e1) = e1, yields:
% 62.27/27.28  																																																	| (617) e2 = e1
% 62.27/27.28  																																																	|
% 62.27/27.28  																																																	| Instantiating formula (29) with e0, e2, e0, e2 and discharging atoms op(e0, e2) = e2, op(e0, e2) = e0, yields:
% 62.27/27.28  																																																	| (330) e2 = e0
% 62.27/27.28  																																																	|
% 62.27/27.28  																																																	| Combining equations (617,330) yields a new equation:
% 62.27/27.28  																																																	| (546) e1 = e0
% 62.27/27.28  																																																	|
% 62.27/27.28  																																																	| Simplifying 546 yields:
% 62.27/27.28  																																																	| (431) e1 = e0
% 62.27/27.28  																																																	|
% 62.27/27.28  																																																	| Equations (431) can reduce 233 to:
% 62.27/27.28  																																																	| (266) $false
% 62.27/27.28  																																																	|
% 62.27/27.28  																																																	|-The branch is then unsatisfiable
% 62.27/27.28  																																																|-Branch two:
% 62.27/27.28  																																																| (707)  ~ (unit = e2)
% 62.27/27.28  																																																| (708) unit = e4 | unit = e3 | unit = e1 | unit = e0
% 62.27/27.28  																																																|
% 62.27/27.28  																																																	+-Applying beta-rule and splitting (708), into two cases.
% 62.27/27.28  																																																	|-Branch one:
% 62.27/27.28  																																																	| (709) unit = e4
% 62.27/27.28  																																																	|
% 62.27/27.28  																																																		| From (709) and (24) follows:
% 62.27/27.28  																																																		| (33325) op(e4, e3) = e3
% 62.27/27.28  																																																		|
% 62.27/27.28  																																																		| From (709) and (211) follows:
% 62.27/27.29  																																																		| (22527) op(e4, e1) = e1
% 62.27/27.29  																																																		|
% 62.27/27.29  																																																		| From (709) and (32) follows:
% 62.27/27.29  																																																		| (712) op(e2, e4) = e2
% 62.27/27.29  																																																		|
% 62.27/27.29  																																																		| From (709) and (42) follows:
% 62.27/27.29  																																																		| (713) op(e0, e4) = e0
% 62.27/27.29  																																																		|
% 62.27/27.29  																																																		| Instantiating formula (29) with e4, e3, e3, e4 and discharging atoms op(e4, e3) = e4, op(e4, e3) = e3, yields:
% 62.27/27.29  																																																		| (425) e4 = e3
% 62.27/27.29  																																																		|
% 62.27/27.29  																																																		| Instantiating formula (29) with e4, e1, e1, e3 and discharging atoms op(e4, e1) = e3, op(e4, e1) = e1, yields:
% 62.27/27.29  																																																		| (455) e3 = e1
% 62.27/27.29  																																																		|
% 62.27/27.29  																																																		| Instantiating formula (29) with e2, e4, e2, e3 and discharging atoms op(e2, e4) = e3, op(e2, e4) = e2, yields:
% 62.27/27.29  																																																		| (662) e3 = e2
% 62.27/27.29  																																																		|
% 62.27/27.29  																																																		| Instantiating formula (29) with e0, e4, e0, e4 and discharging atoms op(e0, e4) = e4, op(e0, e4) = e0, yields:
% 62.27/27.29  																																																		| (397) e4 = e0
% 62.27/27.29  																																																		|
% 62.27/27.29  																																																		| Combining equations (425,397) yields a new equation:
% 62.27/27.29  																																																		| (675) e3 = e0
% 62.27/27.29  																																																		|
% 62.27/27.29  																																																		| Simplifying 675 yields:
% 62.27/27.29  																																																		| (676) e3 = e0
% 62.27/27.29  																																																		|
% 62.27/27.29  																																																		| Combining equations (455,662) yields a new equation:
% 62.27/27.29  																																																		| (617) e2 = e1
% 62.27/27.29  																																																		|
% 62.27/27.29  																																																		| Combining equations (676,662) yields a new equation:
% 62.27/27.29  																																																		| (330) e2 = e0
% 62.27/27.29  																																																		|
% 62.27/27.29  																																																		| Combining equations (617,330) yields a new equation:
% 62.27/27.29  																																																		| (546) e1 = e0
% 62.27/27.29  																																																		|
% 62.27/27.29  																																																		| Simplifying 546 yields:
% 62.27/27.29  																																																		| (431) e1 = e0
% 62.27/27.29  																																																		|
% 62.27/27.29  																																																		| Equations (431) can reduce 233 to:
% 62.27/27.29  																																																		| (266) $false
% 62.27/27.29  																																																		|
% 62.27/27.29  																																																		|-The branch is then unsatisfiable
% 62.27/27.29  																																																	|-Branch two:
% 62.27/27.29  																																																	| (724)  ~ (unit = e4)
% 62.27/27.29  																																																	| (725) unit = e3 | unit = e1 | unit = e0
% 62.27/27.29  																																																	|
% 62.27/27.29  																																																		+-Applying beta-rule and splitting (725), into two cases.
% 62.27/27.29  																																																		|-Branch one:
% 62.27/27.29  																																																		| (726) unit = e0
% 62.27/27.29  																																																		|
% 62.27/27.29  																																																			| From (726) and (32) follows:
% 62.27/27.29  																																																			| (727) op(e2, e0) = e2
% 62.27/27.29  																																																			|
% 62.27/27.29  																																																			| Instantiating formula (29) with e2, e0, e2, e4 and discharging atoms op(e2, e0) = e4, op(e2, e0) = e2, yields:
% 62.27/27.29  																																																			| (323) e4 = e2
% 62.27/27.29  																																																			|
% 62.27/27.29  																																																			| Equations (323) can reduce 48 to:
% 62.27/27.29  																																																			| (266) $false
% 62.27/27.29  																																																			|
% 62.27/27.29  																																																			|-The branch is then unsatisfiable
% 62.27/27.29  																																																		|-Branch two:
% 62.27/27.29  																																																		| (734)  ~ (unit = e0)
% 62.27/27.29  																																																		| (735) unit = e3 | unit = e1
% 62.27/27.29  																																																		|
% 62.27/27.29  																																																			+-Applying beta-rule and splitting (735), into two cases.
% 62.27/27.29  																																																			|-Branch one:
% 62.27/27.29  																																																			| (736) unit = e1
% 62.27/27.29  																																																			|
% 62.27/27.29  																																																				| Equations (736) can reduce 734 to:
% 62.27/27.29  																																																				| (233)  ~ (e1 = e0)
% 62.27/27.29  																																																				|
% 62.27/27.29  																																																				| From (736) and (244) follows:
% 62.27/27.29  																																																				| (738) op(e1, e4) = e4
% 62.27/27.29  																																																				|
% 62.27/27.29  																																																				| From (736) and (15) follows:
% 62.27/27.29  																																																				| (515) op(e1, e2) = e2
% 62.27/27.29  																																																				|
% 62.27/27.29  																																																				| From (736) and (227) follows:
% 62.27/27.29  																																																				| (739) op(e4, e1) = e4
% 62.27/27.29  																																																				|
% 62.27/27.29  																																																				| From (736) and (28) follows:
% 62.27/27.29  																																																				| (740) op(e1, e1) = e1
% 62.27/27.29  																																																				|
% 62.27/27.29  																																																				| Instantiating formula (29) with e4, e1, e4, e3 and discharging atoms op(e4, e1) = e4, op(e4, e1) = e3, yields:
% 62.27/27.29  																																																				| (425) e4 = e3
% 62.27/27.29  																																																				|
% 62.27/27.29  																																																				| Instantiating formula (29) with e1, e4, e4, e0 and discharging atoms op(e1, e4) = e4, op(e1, e4) = e0, yields:
% 62.27/27.29  																																																				| (397) e4 = e0
% 62.27/27.29  																																																				|
% 62.27/27.29  																																																				| Instantiating formula (29) with e1, e2, e2, e3 and discharging atoms op(e1, e2) = e3, op(e1, e2) = e2, yields:
% 62.27/27.29  																																																				| (662) e3 = e2
% 62.27/27.29  																																																				|
% 62.27/27.29  																																																				| Instantiating formula (29) with e1, e1, e1, e4 and discharging atoms op(e1, e1) = e4, op(e1, e1) = e1, yields:
% 62.27/27.29  																																																				| (630) e4 = e1
% 62.27/27.29  																																																				|
% 62.27/27.29  																																																				| Combining equations (630,425) yields a new equation:
% 62.27/27.29  																																																				| (455) e3 = e1
% 62.27/27.29  																																																				|
% 62.27/27.29  																																																				| Combining equations (397,425) yields a new equation:
% 62.27/27.29  																																																				| (676) e3 = e0
% 62.27/27.29  																																																				|
% 62.27/27.29  																																																				| Combining equations (455,662) yields a new equation:
% 62.27/27.29  																																																				| (617) e2 = e1
% 62.27/27.29  																																																				|
% 62.27/27.29  																																																				| Combining equations (676,662) yields a new equation:
% 62.27/27.29  																																																				| (330) e2 = e0
% 62.27/27.29  																																																				|
% 62.27/27.29  																																																				| Combining equations (617,330) yields a new equation:
% 62.27/27.29  																																																				| (546) e1 = e0
% 62.27/27.29  																																																				|
% 62.27/27.29  																																																				| Simplifying 546 yields:
% 62.27/27.29  																																																				| (431) e1 = e0
% 62.27/27.29  																																																				|
% 62.27/27.29  																																																				| Equations (431) can reduce 233 to:
% 62.27/27.29  																																																				| (266) $false
% 62.27/27.29  																																																				|
% 62.27/27.29  																																																				|-The branch is then unsatisfiable
% 62.27/27.29  																																																			|-Branch two:
% 62.27/27.29  																																																			| (748)  ~ (unit = e1)
% 62.27/27.29  																																																			| (749) unit = e3
% 62.27/27.29  																																																			|
% 62.27/27.29  																																																				| From (749) and (32) follows:
% 62.27/27.29  																																																				| (5793) op(e2, e3) = e2
% 62.27/27.29  																																																				|
% 62.27/27.29  																																																				| From (749) and (28) follows:
% 62.27/27.29  																																																				| (2235) op(e1, e3) = e1
% 62.27/27.29  																																																				|
% 62.27/27.29  																																																				| Instantiating formula (29) with e2, e3, e2, e0 and discharging atoms op(e2, e3) = e2, op(e2, e3) = e0, yields:
% 62.27/27.29  																																																				| (330) e2 = e0
% 62.27/27.29  																																																				|
% 62.27/27.29  																																																				| Instantiating formula (29) with e1, e3, e1, e2 and discharging atoms op(e1, e3) = e2, op(e1, e3) = e1, yields:
% 62.27/27.29  																																																				| (617) e2 = e1
% 62.27/27.29  																																																				|
% 62.27/27.29  																																																				| Combining equations (330,617) yields a new equation:
% 62.27/27.29  																																																				| (431) e1 = e0
% 62.27/27.29  																																																				|
% 62.27/27.29  																																																				| Equations (431) can reduce 233 to:
% 62.27/27.29  																																																				| (266) $false
% 62.27/27.29  																																																				|
% 62.27/27.29  																																																				|-The branch is then unsatisfiable
% 62.27/27.29  																																														|-Branch two:
% 62.27/27.29  																																														| (1459)  ~ (all_0_53_53 = e1)
% 62.27/27.29  																																														| (665) all_0_53_53 = e3
% 62.27/27.29  																																														|
% 62.27/27.29  																																															| Equations (665) can reduce 903 to:
% 62.27/27.29  																																															| (266) $false
% 62.27/27.29  																																															|
% 62.27/27.29  																																															|-The branch is then unsatisfiable
% 62.27/27.29  																																						|-Branch two:
% 62.27/27.29  																																						| (664)  ~ (all_0_51_51 = e3)
% 62.27/27.29  																																						| (665) all_0_53_53 = e3
% 62.27/27.29  																																						|
% 62.27/27.29  																																							| Equations (665) can reduce 903 to:
% 62.27/27.29  																																							| (266) $false
% 62.27/27.29  																																							|
% 62.27/27.29  																																							|-The branch is then unsatisfiable
% 62.27/27.29  																																			|-Branch two:
% 62.27/27.29  																																			| (1890)  ~ (all_0_42_42 = e4)
% 62.27/27.29  																																			| (1969) all_0_42_42 = e3 | all_0_42_42 = e1 | all_0_42_42 = e0
% 62.27/27.29  																																			|
% 62.27/27.29  																																				+-Applying beta-rule and splitting (64), into two cases.
% 62.27/27.29  																																				|-Branch one:
% 62.27/27.29  																																				| (437) all_0_41_41 = e4
% 62.27/27.29  																																				|
% 62.27/27.29  																																					| Combining equations (437,453) yields a new equation:
% 62.27/27.29  																																					| (636) e4 = e1
% 62.27/27.29  																																					|
% 62.27/27.29  																																					| Simplifying 636 yields:
% 62.27/27.29  																																					| (630) e4 = e1
% 62.27/27.29  																																					|
% 62.27/27.29  																																					| Equations (630) can reduce 110 to:
% 62.27/27.29  																																					| (266) $false
% 62.27/27.29  																																					|
% 62.27/27.29  																																					|-The branch is then unsatisfiable
% 62.27/27.29  																																				|-Branch two:
% 62.27/27.29  																																				| (440)  ~ (all_0_41_41 = e4)
% 62.27/27.29  																																				| (441) all_0_42_42 = e4 | all_0_43_43 = e4 | all_0_44_44 = e4
% 62.27/27.29  																																				|
% 62.27/27.29  																																					+-Applying beta-rule and splitting (441), into two cases.
% 62.27/27.29  																																					|-Branch one:
% 62.27/27.29  																																					| (1392) all_0_42_42 = e4
% 62.27/27.29  																																					|
% 62.27/27.29  																																						| Equations (1392) can reduce 1890 to:
% 62.27/27.29  																																						| (266) $false
% 62.27/27.29  																																						|
% 62.27/27.29  																																						|-The branch is then unsatisfiable
% 62.27/27.29  																																					|-Branch two:
% 62.27/27.29  																																					| (1890)  ~ (all_0_42_42 = e4)
% 62.27/27.29  																																					| (1891) all_0_43_43 = e4 | all_0_44_44 = e4
% 62.27/27.29  																																					|
% 62.27/27.29  																																						+-Applying beta-rule and splitting (1891), into two cases.
% 62.27/27.29  																																						|-Branch one:
% 62.27/27.29  																																						| (396) all_0_43_43 = e4
% 62.27/27.29  																																						|
% 62.27/27.29  																																							| Combining equations (396,356) yields a new equation:
% 62.27/27.29  																																							| (481) e4 = e0
% 62.27/27.29  																																							|
% 62.27/27.29  																																							| Simplifying 481 yields:
% 62.27/27.29  																																							| (397) e4 = e0
% 62.27/27.29  																																							|
% 62.27/27.29  																																							| Equations (397) can reduce 49 to:
% 62.27/27.29  																																							| (266) $false
% 62.27/27.29  																																							|
% 62.27/27.29  																																							|-The branch is then unsatisfiable
% 62.27/27.29  																																						|-Branch two:
% 62.27/27.29  																																						| (399)  ~ (all_0_43_43 = e4)
% 62.27/27.29  																																						| (446) all_0_44_44 = e4
% 62.27/27.29  																																						|
% 62.27/27.29  																																							| Combining equations (446,532) yields a new equation:
% 62.27/27.29  																																							| (424) e4 = e3
% 62.27/27.29  																																							|
% 62.27/27.29  																																							| Simplifying 424 yields:
% 62.27/27.29  																																							| (425) e4 = e3
% 62.27/27.29  																																							|
% 62.27/27.29  																																							| Equations (425) can reduce 188 to:
% 62.27/27.29  																																							| (266) $false
% 62.27/27.29  																																							|
% 62.27/27.29  																																							|-The branch is then unsatisfiable
% 62.27/27.29  																																		|-Branch two:
% 62.27/27.29  																																		| (407)  ~ (all_0_44_44 = e3)
% 62.27/27.29  																																		| (537) all_0_49_49 = e3 | all_0_53_53 = e3 | all_0_58_58 = e3
% 62.27/27.29  																																		|
% 62.27/27.29  																																			+-Applying beta-rule and splitting (26), into two cases.
% 62.27/27.29  																																			|-Branch one:
% 62.27/27.29  																																			| (446) all_0_44_44 = e4
% 62.27/27.29  																																			|
% 62.27/27.29  																																				| Equations (446) can reduce 73 to:
% 62.27/27.29  																																				| (1890)  ~ (all_0_42_42 = e4)
% 62.27/27.29  																																				|
% 62.27/27.29  																																				| Equations (446) can reduce 9 to:
% 62.27/27.29  																																				| (255)  ~ (all_0_49_49 = e4)
% 62.27/27.29  																																				|
% 62.27/27.29  																																				| Simplifying 255 yields:
% 62.27/27.29  																																				| (256)  ~ (all_0_49_49 = e4)
% 62.27/27.29  																																				|
% 62.27/27.29  																																				| Equations (446) can reduce 147 to:
% 62.27/27.29  																																				| (48)  ~ (e4 = e2)
% 62.27/27.29  																																				|
% 62.27/27.29  																																				| Equations (446) can reduce 360 to:
% 62.27/27.29  																																				| (49)  ~ (e4 = e0)
% 62.27/27.29  																																				|
% 62.27/27.29  																																				| From (446) and (138) follows:
% 62.27/27.29  																																				| (4646) op(e3, e0) = e4
% 62.27/27.29  																																				|
% 62.27/27.29  																																				+-Applying beta-rule and splitting (152), into two cases.
% 62.27/27.29  																																				|-Branch one:
% 62.27/27.29  																																				| (1392) all_0_42_42 = e4
% 62.27/27.29  																																				|
% 62.27/27.29  																																					| Equations (1392) can reduce 1890 to:
% 62.27/27.29  																																					| (266) $false
% 62.27/27.29  																																					|
% 62.27/27.29  																																					|-The branch is then unsatisfiable
% 62.27/27.29  																																				|-Branch two:
% 62.27/27.29  																																				| (1890)  ~ (all_0_42_42 = e4)
% 62.27/27.29  																																				| (1969) all_0_42_42 = e3 | all_0_42_42 = e1 | all_0_42_42 = e0
% 62.27/27.29  																																				|
% 62.27/27.29  																																					+-Applying beta-rule and splitting (537), into two cases.
% 62.27/27.29  																																					|-Branch one:
% 62.27/27.29  																																					| (884) all_0_49_49 = e3
% 62.27/27.29  																																					|
% 62.27/27.29  																																						| Equations (884) can reduce 525 to:
% 62.27/27.29  																																						| (266) $false
% 62.27/27.29  																																						|
% 62.27/27.29  																																						|-The branch is then unsatisfiable
% 62.27/27.29  																																					|-Branch two:
% 62.27/27.29  																																					| (525)  ~ (all_0_49_49 = e3)
% 62.27/27.29  																																					| (887) all_0_53_53 = e3 | all_0_58_58 = e3
% 62.27/27.29  																																					|
% 62.27/27.29  																																						+-Applying beta-rule and splitting (887), into two cases.
% 62.27/27.29  																																						|-Branch one:
% 62.27/27.29  																																						| (665) all_0_53_53 = e3
% 62.27/27.29  																																						|
% 62.27/27.29  																																							| From (665) and (84) follows:
% 62.27/27.29  																																							| (3786) op(e1, e0) = e3
% 62.27/27.29  																																							|
% 62.27/27.30  																																							+-Applying beta-rule and splitting (1969), into two cases.
% 62.27/27.30  																																							|-Branch one:
% 62.27/27.30  																																							| (559) all_0_42_42 = e0
% 62.27/27.30  																																							|
% 62.27/27.30  																																								| Equations (559) can reduce 358 to:
% 62.27/27.30  																																								| (266) $false
% 62.27/27.30  																																								|
% 62.27/27.30  																																								|-The branch is then unsatisfiable
% 62.27/27.30  																																							|-Branch two:
% 62.27/27.30  																																							| (358)  ~ (all_0_42_42 = e0)
% 62.27/27.30  																																							| (2510) all_0_42_42 = e3 | all_0_42_42 = e1
% 62.27/27.30  																																							|
% 62.27/27.30  																																								+-Applying beta-rule and splitting (180), into two cases.
% 62.27/27.30  																																								|-Branch one:
% 62.27/27.30  																																								| (516) all_0_42_42 = e3
% 62.27/27.30  																																								|
% 62.27/27.30  																																									| Equations (516) can reduce 61 to:
% 62.27/27.30  																																									| (1925)  ~ (all_0_51_51 = e3)
% 62.27/27.30  																																									|
% 62.27/27.30  																																									| Simplifying 1925 yields:
% 62.27/27.30  																																									| (664)  ~ (all_0_51_51 = e3)
% 62.27/27.30  																																									|
% 62.27/27.30  																																									| Equations (516) can reduce 1890 to:
% 62.27/27.30  																																									| (277)  ~ (e4 = e3)
% 62.27/27.30  																																									|
% 62.27/27.30  																																									| Simplifying 277 yields:
% 62.27/27.30  																																									| (188)  ~ (e4 = e3)
% 62.27/27.30  																																									|
% 62.27/27.30  																																									| From (516) and (210) follows:
% 62.27/27.30  																																									| (4285) op(e3, e2) = e3
% 62.27/27.30  																																									|
% 62.27/27.30  																																									+-Applying beta-rule and splitting (7), into two cases.
% 62.27/27.30  																																									|-Branch one:
% 62.27/27.30  																																									| (504) all_0_51_51 = e2
% 62.27/27.30  																																									|
% 62.27/27.30  																																										| Equations (504) can reduce 1099 to:
% 62.27/27.30  																																										| (266) $false
% 62.27/27.30  																																										|
% 62.27/27.30  																																										|-The branch is then unsatisfiable
% 62.27/27.30  																																									|-Branch two:
% 62.27/27.30  																																									| (1099)  ~ (all_0_51_51 = e2)
% 62.27/27.30  																																									| (1100) all_0_51_51 = e4 | all_0_51_51 = e3 | all_0_51_51 = e1
% 62.27/27.30  																																									|
% 62.27/27.30  																																										+-Applying beta-rule and splitting (54), into two cases.
% 62.27/27.30  																																										|-Branch one:
% 62.27/27.30  																																										| (583) all_0_49_49 = e2
% 62.27/27.30  																																										|
% 62.27/27.30  																																											| Equations (583) can reduce 340 to:
% 62.27/27.30  																																											| (266) $false
% 62.27/27.30  																																											|
% 62.27/27.30  																																											|-The branch is then unsatisfiable
% 62.27/27.30  																																										|-Branch two:
% 62.27/27.30  																																										| (340)  ~ (all_0_49_49 = e2)
% 62.27/27.30  																																										| (586) all_0_49_49 = e4 | all_0_49_49 = e3 | all_0_49_49 = e1 | all_0_49_49 = e0
% 62.27/27.30  																																										|
% 62.27/27.30  																																											+-Applying beta-rule and splitting (1100), into two cases.
% 62.27/27.30  																																											|-Branch one:
% 62.27/27.30  																																											| (1101) all_0_51_51 = e4
% 62.27/27.30  																																											|
% 62.27/27.30  																																												| Equations (1101) can reduce 475 to:
% 62.27/27.30  																																												| (266) $false
% 62.27/27.30  																																												|
% 62.27/27.30  																																												|-The branch is then unsatisfiable
% 62.27/27.30  																																											|-Branch two:
% 62.27/27.30  																																											| (475)  ~ (all_0_51_51 = e4)
% 62.27/27.30  																																											| (1104) all_0_51_51 = e3 | all_0_51_51 = e1
% 62.27/27.30  																																											|
% 62.27/27.30  																																												+-Applying beta-rule and splitting (1104), into two cases.
% 62.27/27.30  																																												|-Branch one:
% 62.27/27.30  																																												| (1109) all_0_51_51 = e1
% 62.27/27.30  																																												|
% 62.27/27.30  																																													| Equations (1109) can reduce 224 to:
% 62.27/27.30  																																													| (462)  ~ (all_0_47_47 = e1)
% 62.27/27.30  																																													|
% 62.27/27.30  																																													| Equations (1109) can reduce 1099 to:
% 62.27/27.30  																																													| (604)  ~ (e2 = e1)
% 62.27/27.30  																																													|
% 62.27/27.30  																																													| Simplifying 604 yields:
% 62.27/27.30  																																													| (122)  ~ (e2 = e1)
% 62.27/27.30  																																													|
% 62.27/27.30  																																													| Equations (1109) can reduce 115 to:
% 62.27/27.30  																																													| (233)  ~ (e1 = e0)
% 62.27/27.30  																																													|
% 62.27/27.30  																																													| From (1109) and (186) follows:
% 62.27/27.30  																																													| (699) op(e1, e2) = e1
% 62.27/27.30  																																													|
% 62.27/27.30  																																													+-Applying beta-rule and splitting (135), into two cases.
% 62.27/27.30  																																													|-Branch one:
% 62.27/27.30  																																													| (545) all_0_46_46 = e1
% 62.27/27.30  																																													|
% 62.27/27.30  																																														| Combining equations (538,545) yields a new equation:
% 62.27/27.30  																																														| (431) e1 = e0
% 62.27/27.30  																																														|
% 62.27/27.30  																																														| Equations (431) can reduce 233 to:
% 62.27/27.30  																																														| (266) $false
% 62.27/27.30  																																														|
% 62.27/27.30  																																														|-The branch is then unsatisfiable
% 62.27/27.30  																																													|-Branch two:
% 62.27/27.30  																																													| (549)  ~ (all_0_46_46 = e1)
% 62.27/27.30  																																													| (550) all_0_47_47 = e1 | all_0_48_48 = e1 | all_0_49_49 = e1
% 62.27/27.30  																																													|
% 62.27/27.30  																																														+-Applying beta-rule and splitting (164), into two cases.
% 62.27/27.30  																																														|-Branch one:
% 62.27/27.30  																																														| (471) all_0_39_39 = e4
% 62.27/27.30  																																														|
% 62.27/27.30  																																															| Combining equations (471,480) yields a new equation:
% 62.27/27.30  																																															| (481) e4 = e0
% 62.27/27.30  																																															|
% 62.27/27.30  																																															| Simplifying 481 yields:
% 62.27/27.30  																																															| (397) e4 = e0
% 62.27/27.30  																																															|
% 62.27/27.30  																																															| Equations (397) can reduce 49 to:
% 62.27/27.30  																																															| (266) $false
% 62.27/27.30  																																															|
% 62.27/27.30  																																															|-The branch is then unsatisfiable
% 62.27/27.30  																																														|-Branch two:
% 62.27/27.30  																																														| (1377)  ~ (all_0_39_39 = e4)
% 62.27/27.30  																																														| (2115) all_0_42_42 = e4 | all_0_47_47 = e4 | all_0_51_51 = e4 | all_0_56_56 = e4
% 62.27/27.30  																																														|
% 62.27/27.30  																																															| Equations (480) can reduce 1377 to:
% 62.27/27.30  																																															| (401)  ~ (e4 = e0)
% 62.27/27.30  																																															|
% 62.27/27.30  																																															| Simplifying 401 yields:
% 62.27/27.30  																																															| (49)  ~ (e4 = e0)
% 62.27/27.30  																																															|
% 62.27/27.30  																																															+-Applying beta-rule and splitting (206), into two cases.
% 62.27/27.30  																																															|-Branch one:
% 62.27/27.30  																																															| (248) all_0_45_45 = e4
% 62.27/27.30  																																															|
% 62.27/27.30  																																																| Combining equations (423,248) yields a new equation:
% 62.27/27.30  																																																| (425) e4 = e3
% 62.27/27.30  																																																|
% 62.27/27.30  																																																| Equations (425) can reduce 188 to:
% 62.27/27.30  																																																| (266) $false
% 62.27/27.30  																																																|
% 62.27/27.30  																																																|-The branch is then unsatisfiable
% 62.27/27.30  																																															|-Branch two:
% 62.27/27.30  																																															| (60416)  ~ (all_0_45_45 = e4)
% 62.27/27.30  																																															| (61457) all_0_46_46 = e4 | all_0_47_47 = e4 | all_0_48_48 = e4 | all_0_49_49 = e4
% 62.27/27.30  																																															|
% 62.27/27.30  																																																+-Applying beta-rule and splitting (550), into two cases.
% 62.27/27.30  																																																|-Branch one:
% 62.27/27.30  																																																| (654) all_0_47_47 = e1
% 62.27/27.30  																																																|
% 62.27/27.30  																																																	| Equations (654) can reduce 462 to:
% 62.27/27.30  																																																	| (266) $false
% 62.27/27.30  																																																	|
% 62.27/27.30  																																																	|-The branch is then unsatisfiable
% 62.27/27.30  																																																|-Branch two:
% 62.27/27.30  																																																| (462)  ~ (all_0_47_47 = e1)
% 62.27/27.30  																																																| (659) all_0_48_48 = e1 | all_0_49_49 = e1
% 62.27/27.30  																																																|
% 62.27/27.30  																																																	+-Applying beta-rule and splitting (659), into two cases.
% 62.27/27.30  																																																	|-Branch one:
% 62.27/27.30  																																																	| (615) all_0_48_48 = e1
% 62.27/27.30  																																																	|
% 62.27/27.30  																																																		| Combining equations (335,615) yields a new equation:
% 62.27/27.30  																																																		| (616) e2 = e1
% 62.27/27.30  																																																		|
% 62.27/27.30  																																																		| Simplifying 616 yields:
% 62.27/27.30  																																																		| (617) e2 = e1
% 62.27/27.30  																																																		|
% 62.27/27.30  																																																		| Equations (617) can reduce 122 to:
% 62.27/27.30  																																																		| (266) $false
% 62.27/27.30  																																																		|
% 62.27/27.30  																																																		|-The branch is then unsatisfiable
% 62.27/27.30  																																																	|-Branch two:
% 62.27/27.30  																																																	| (619)  ~ (all_0_48_48 = e1)
% 62.27/27.30  																																																	| (671) all_0_49_49 = e1
% 62.27/27.30  																																																	|
% 62.27/27.30  																																																		| Equations (671) can reduce 256 to:
% 62.27/27.30  																																																		| (602)  ~ (e4 = e1)
% 62.27/27.30  																																																		|
% 62.27/27.30  																																																		| Simplifying 602 yields:
% 62.27/27.30  																																																		| (110)  ~ (e4 = e1)
% 62.27/27.30  																																																		|
% 62.27/27.30  																																																		| Equations (671) can reduce 340 to:
% 62.27/27.30  																																																		| (604)  ~ (e2 = e1)
% 62.27/27.30  																																																		|
% 62.27/27.30  																																																		| Simplifying 604 yields:
% 62.27/27.30  																																																		| (122)  ~ (e2 = e1)
% 62.27/27.30  																																																		|
% 62.27/27.30  																																																		| Equations (671) can reduce 487 to:
% 62.27/27.30  																																																		| (233)  ~ (e1 = e0)
% 62.27/27.30  																																																		|
% 62.27/27.30  																																																		+-Applying beta-rule and splitting (61457), into two cases.
% 62.27/27.30  																																																		|-Branch one:
% 62.27/27.30  																																																		| (770) all_0_46_46 = e4
% 62.27/27.30  																																																		|
% 62.27/27.30  																																																			| Combining equations (538,770) yields a new equation:
% 62.27/27.30  																																																			| (397) e4 = e0
% 62.27/27.30  																																																			|
% 62.27/27.30  																																																			| Equations (397) can reduce 49 to:
% 62.27/27.30  																																																			| (266) $false
% 62.27/27.30  																																																			|
% 62.27/27.30  																																																			|-The branch is then unsatisfiable
% 62.27/27.30  																																																		|-Branch two:
% 62.27/27.30  																																																		| (250)  ~ (all_0_46_46 = e4)
% 62.27/27.30  																																																		| (61466) all_0_47_47 = e4 | all_0_48_48 = e4 | all_0_49_49 = e4
% 62.27/27.30  																																																		|
% 62.27/27.30  																																																			+-Applying beta-rule and splitting (61466), into two cases.
% 62.27/27.30  																																																			|-Branch one:
% 62.27/27.30  																																																			| (1790) all_0_47_47 = e4
% 62.27/27.30  																																																			|
% 62.27/27.30  																																																				| From (1790) and (23) follows:
% 62.27/27.31  																																																				| (61903) op(e2, e2) = e4
% 62.27/27.31  																																																				|
% 62.27/27.31  																																																				+-Applying beta-rule and splitting (56), into two cases.
% 62.27/27.31  																																																				|-Branch one:
% 62.27/27.31  																																																				| (696) unit = e2
% 62.27/27.31  																																																				|
% 62.27/27.31  																																																					| From (696) and (244) follows:
% 62.27/27.31  																																																					| (264) op(e2, e4) = e4
% 62.27/27.31  																																																					|
% 62.27/27.31  																																																					| From (696) and (211) follows:
% 62.27/27.31  																																																					| (1612) op(e2, e1) = e1
% 62.27/27.31  																																																					|
% 62.27/27.31  																																																					| From (696) and (227) follows:
% 62.27/27.31  																																																					| (4284) op(e4, e2) = e4
% 62.27/27.31  																																																					|
% 62.27/27.31  																																																					| From (696) and (32) follows:
% 62.27/27.31  																																																					| (698) op(e2, e2) = e2
% 62.27/27.31  																																																					|
% 62.27/27.31  																																																					| Instantiating formula (29) with e4, e2, e4, e0 and discharging atoms op(e4, e2) = e4, op(e4, e2) = e0, yields:
% 62.27/27.31  																																																					| (397) e4 = e0
% 62.27/27.31  																																																					|
% 62.27/27.31  																																																					| Instantiating formula (29) with e2, e4, e4, e3 and discharging atoms op(e2, e4) = e4, op(e2, e4) = e3, yields:
% 62.27/27.31  																																																					| (425) e4 = e3
% 62.27/27.31  																																																					|
% 62.27/27.31  																																																					| Instantiating formula (29) with e2, e2, e2, e4 and discharging atoms op(e2, e2) = e4, op(e2, e2) = e2, yields:
% 62.27/27.31  																																																					| (323) e4 = e2
% 62.27/27.31  																																																					|
% 62.27/27.31  																																																					| Instantiating formula (29) with e2, e1, e1, e2 and discharging atoms op(e2, e1) = e2, op(e2, e1) = e1, yields:
% 62.27/27.31  																																																					| (617) e2 = e1
% 62.27/27.31  																																																					|
% 62.27/27.31  																																																					| Combining equations (323,425) yields a new equation:
% 62.27/27.31  																																																					| (662) e3 = e2
% 62.27/27.31  																																																					|
% 62.27/27.31  																																																					| Combining equations (397,425) yields a new equation:
% 62.27/27.31  																																																					| (676) e3 = e0
% 62.27/27.31  																																																					|
% 62.27/27.31  																																																					| Combining equations (662,676) yields a new equation:
% 62.27/27.31  																																																					| (391) e2 = e0
% 62.27/27.31  																																																					|
% 62.27/27.31  																																																					| Simplifying 391 yields:
% 62.27/27.31  																																																					| (330) e2 = e0
% 62.27/27.31  																																																					|
% 62.27/27.31  																																																					| Combining equations (617,330) yields a new equation:
% 62.27/27.31  																																																					| (546) e1 = e0
% 62.27/27.31  																																																					|
% 62.27/27.31  																																																					| Simplifying 546 yields:
% 62.27/27.31  																																																					| (431) e1 = e0
% 62.27/27.31  																																																					|
% 62.27/27.31  																																																					| Equations (431) can reduce 233 to:
% 62.27/27.31  																																																					| (266) $false
% 62.27/27.31  																																																					|
% 62.27/27.31  																																																					|-The branch is then unsatisfiable
% 62.27/27.31  																																																				|-Branch two:
% 62.27/27.31  																																																				| (707)  ~ (unit = e2)
% 62.27/27.31  																																																				| (708) unit = e4 | unit = e3 | unit = e1 | unit = e0
% 62.27/27.31  																																																				|
% 62.27/27.31  																																																					+-Applying beta-rule and splitting (708), into two cases.
% 62.27/27.31  																																																					|-Branch one:
% 62.27/27.31  																																																					| (709) unit = e4
% 62.27/27.31  																																																					|
% 62.27/27.31  																																																						| From (709) and (24) follows:
% 62.27/27.31  																																																						| (33325) op(e4, e3) = e3
% 62.27/27.31  																																																						|
% 62.27/27.31  																																																						| From (709) and (211) follows:
% 62.27/27.31  																																																						| (22527) op(e4, e1) = e1
% 62.27/27.31  																																																						|
% 62.27/27.31  																																																						| From (709) and (32) follows:
% 62.27/27.31  																																																						| (712) op(e2, e4) = e2
% 62.27/27.31  																																																						|
% 62.27/27.31  																																																						| From (709) and (42) follows:
% 62.27/27.31  																																																						| (713) op(e0, e4) = e0
% 62.27/27.31  																																																						|
% 62.27/27.31  																																																						| Instantiating formula (29) with e4, e3, e3, e4 and discharging atoms op(e4, e3) = e4, op(e4, e3) = e3, yields:
% 62.27/27.31  																																																						| (425) e4 = e3
% 62.27/27.31  																																																						|
% 62.27/27.31  																																																						| Instantiating formula (29) with e4, e1, e1, e3 and discharging atoms op(e4, e1) = e3, op(e4, e1) = e1, yields:
% 62.27/27.31  																																																						| (455) e3 = e1
% 62.27/27.31  																																																						|
% 62.27/27.31  																																																						| Instantiating formula (29) with e2, e4, e2, e3 and discharging atoms op(e2, e4) = e3, op(e2, e4) = e2, yields:
% 62.27/27.31  																																																						| (662) e3 = e2
% 62.27/27.31  																																																						|
% 62.27/27.31  																																																						| Instantiating formula (29) with e0, e4, e0, e4 and discharging atoms op(e0, e4) = e4, op(e0, e4) = e0, yields:
% 62.27/27.31  																																																						| (397) e4 = e0
% 62.27/27.31  																																																						|
% 62.27/27.31  																																																						| Combining equations (425,397) yields a new equation:
% 62.27/27.31  																																																						| (675) e3 = e0
% 62.27/27.31  																																																						|
% 62.27/27.31  																																																						| Simplifying 675 yields:
% 62.27/27.31  																																																						| (676) e3 = e0
% 62.27/27.31  																																																						|
% 62.27/27.31  																																																						| Combining equations (455,662) yields a new equation:
% 62.27/27.31  																																																						| (617) e2 = e1
% 62.27/27.31  																																																						|
% 62.27/27.31  																																																						| Combining equations (676,662) yields a new equation:
% 62.27/27.31  																																																						| (330) e2 = e0
% 62.27/27.31  																																																						|
% 62.27/27.31  																																																						| Combining equations (617,330) yields a new equation:
% 62.27/27.31  																																																						| (546) e1 = e0
% 62.27/27.31  																																																						|
% 62.27/27.31  																																																						| Simplifying 546 yields:
% 62.27/27.31  																																																						| (431) e1 = e0
% 62.27/27.31  																																																						|
% 62.27/27.31  																																																						| Equations (431) can reduce 233 to:
% 62.27/27.31  																																																						| (266) $false
% 62.27/27.31  																																																						|
% 62.27/27.31  																																																						|-The branch is then unsatisfiable
% 62.27/27.31  																																																					|-Branch two:
% 62.27/27.31  																																																					| (724)  ~ (unit = e4)
% 62.27/27.31  																																																					| (725) unit = e3 | unit = e1 | unit = e0
% 62.27/27.31  																																																					|
% 62.27/27.31  																																																						+-Applying beta-rule and splitting (725), into two cases.
% 62.27/27.31  																																																						|-Branch one:
% 62.27/27.31  																																																						| (726) unit = e0
% 62.27/27.31  																																																						|
% 62.27/27.31  																																																							| From (726) and (227) follows:
% 62.27/27.31  																																																							| (3205) op(e4, e0) = e4
% 62.27/27.31  																																																							|
% 62.27/27.31  																																																							| From (726) and (40) follows:
% 62.27/27.31  																																																							| (1639) op(e3, e0) = e3
% 62.27/27.31  																																																							|
% 62.27/27.31  																																																							| From (726) and (28) follows:
% 62.27/27.31  																																																							| (2698) op(e1, e0) = e1
% 62.27/27.31  																																																							|
% 62.27/27.31  																																																							| Instantiating formula (29) with e4, e0, e4, e2 and discharging atoms op(e4, e0) = e4, op(e4, e0) = e2, yields:
% 62.27/27.31  																																																							| (323) e4 = e2
% 62.27/27.31  																																																							|
% 62.27/27.31  																																																							| Instantiating formula (29) with e3, e0, e3, e4 and discharging atoms op(e3, e0) = e4, op(e3, e0) = e3, yields:
% 62.27/27.31  																																																							| (425) e4 = e3
% 62.27/27.31  																																																							|
% 62.27/27.31  																																																							| Instantiating formula (29) with e1, e0, e1, e3 and discharging atoms op(e1, e0) = e3, op(e1, e0) = e1, yields:
% 62.27/27.31  																																																							| (455) e3 = e1
% 62.27/27.31  																																																							|
% 62.27/27.31  																																																							| Combining equations (323,425) yields a new equation:
% 62.27/27.31  																																																							| (662) e3 = e2
% 62.27/27.31  																																																							|
% 62.27/27.31  																																																							| Combining equations (662,455) yields a new equation:
% 62.27/27.31  																																																							| (616) e2 = e1
% 62.27/27.31  																																																							|
% 62.27/27.31  																																																							| Simplifying 616 yields:
% 62.27/27.31  																																																							| (617) e2 = e1
% 62.27/27.31  																																																							|
% 62.27/27.31  																																																							| Equations (617) can reduce 122 to:
% 62.27/27.31  																																																							| (266) $false
% 62.27/27.31  																																																							|
% 62.27/27.31  																																																							|-The branch is then unsatisfiable
% 62.27/27.31  																																																						|-Branch two:
% 62.27/27.31  																																																						| (734)  ~ (unit = e0)
% 62.27/27.31  																																																						| (735) unit = e3 | unit = e1
% 62.27/27.31  																																																						|
% 62.27/27.31  																																																							+-Applying beta-rule and splitting (735), into two cases.
% 62.27/27.31  																																																							|-Branch one:
% 62.27/27.31  																																																							| (736) unit = e1
% 62.27/27.31  																																																							|
% 62.27/27.31  																																																								| Equations (736) can reduce 734 to:
% 62.27/27.31  																																																								| (233)  ~ (e1 = e0)
% 62.27/27.31  																																																								|
% 62.27/27.31  																																																								| From (736) and (244) follows:
% 62.27/27.31  																																																								| (738) op(e1, e4) = e4
% 62.27/27.31  																																																								|
% 62.27/27.31  																																																								| From (736) and (24) follows:
% 62.27/27.31  																																																								| (1934) op(e1, e3) = e3
% 62.27/27.31  																																																								|
% 62.27/27.31  																																																								| From (736) and (15) follows:
% 62.27/27.31  																																																								| (515) op(e1, e2) = e2
% 62.27/27.31  																																																								|
% 62.27/27.31  																																																								| From (736) and (227) follows:
% 62.27/27.31  																																																								| (739) op(e4, e1) = e4
% 62.27/27.31  																																																								|
% 62.27/27.31  																																																								| Instantiating formula (29) with e4, e1, e4, e3 and discharging atoms op(e4, e1) = e4, op(e4, e1) = e3, yields:
% 62.27/27.31  																																																								| (425) e4 = e3
% 62.27/27.31  																																																								|
% 62.27/27.31  																																																								| Instantiating formula (29) with e1, e4, e4, e0 and discharging atoms op(e1, e4) = e4, op(e1, e4) = e0, yields:
% 62.27/27.31  																																																								| (397) e4 = e0
% 62.27/27.31  																																																								|
% 62.27/27.31  																																																								| Instantiating formula (29) with e1, e3, e3, e2 and discharging atoms op(e1, e3) = e3, op(e1, e3) = e2, yields:
% 62.27/27.31  																																																								| (662) e3 = e2
% 62.27/27.31  																																																								|
% 62.27/27.31  																																																								| Instantiating formula (29) with e1, e2, e2, e1 and discharging atoms op(e1, e2) = e2, op(e1, e2) = e1, yields:
% 62.27/27.31  																																																								| (617) e2 = e1
% 62.27/27.31  																																																								|
% 62.27/27.31  																																																								| Combining equations (425,397) yields a new equation:
% 62.27/27.31  																																																								| (675) e3 = e0
% 62.27/27.31  																																																								|
% 62.27/27.31  																																																								| Simplifying 675 yields:
% 62.27/27.31  																																																								| (676) e3 = e0
% 62.27/27.31  																																																								|
% 62.27/27.31  																																																								| Combining equations (662,676) yields a new equation:
% 62.27/27.31  																																																								| (391) e2 = e0
% 62.27/27.31  																																																								|
% 62.27/27.31  																																																								| Simplifying 391 yields:
% 62.27/27.31  																																																								| (330) e2 = e0
% 62.27/27.31  																																																								|
% 62.27/27.31  																																																								| Combining equations (330,617) yields a new equation:
% 62.27/27.31  																																																								| (431) e1 = e0
% 62.27/27.31  																																																								|
% 62.27/27.31  																																																								| Equations (431) can reduce 233 to:
% 62.27/27.31  																																																								| (266) $false
% 62.27/27.31  																																																								|
% 62.27/27.31  																																																								|-The branch is then unsatisfiable
% 62.27/27.31  																																																							|-Branch two:
% 62.27/27.31  																																																							| (748)  ~ (unit = e1)
% 62.27/27.31  																																																							| (749) unit = e3
% 62.27/27.31  																																																							|
% 62.27/27.31  																																																								| From (749) and (15) follows:
% 62.27/27.31  																																																								| (751) op(e3, e2) = e2
% 62.27/27.31  																																																								|
% 62.27/27.31  																																																								| From (749) and (28) follows:
% 62.27/27.31  																																																								| (2235) op(e1, e3) = e1
% 62.27/27.31  																																																								|
% 62.27/27.31  																																																								| From (749) and (42) follows:
% 62.27/27.31  																																																								| (752) op(e0, e3) = e0
% 62.27/27.31  																																																								|
% 62.27/27.31  																																																								| Instantiating formula (29) with e3, e2, e2, e3 and discharging atoms op(e3, e2) = e3, op(e3, e2) = e2, yields:
% 62.27/27.31  																																																								| (662) e3 = e2
% 62.27/27.31  																																																								|
% 62.27/27.31  																																																								| Instantiating formula (29) with e1, e3, e1, e2 and discharging atoms op(e1, e3) = e2, op(e1, e3) = e1, yields:
% 62.27/27.31  																																																								| (617) e2 = e1
% 62.27/27.31  																																																								|
% 62.27/27.31  																																																								| Instantiating formula (29) with e0, e3, e0, e3 and discharging atoms op(e0, e3) = e3, op(e0, e3) = e0, yields:
% 62.27/27.31  																																																								| (676) e3 = e0
% 62.27/27.31  																																																								|
% 62.27/27.31  																																																								| Combining equations (662,676) yields a new equation:
% 62.27/27.31  																																																								| (391) e2 = e0
% 62.27/27.31  																																																								|
% 62.27/27.31  																																																								| Simplifying 391 yields:
% 62.27/27.31  																																																								| (330) e2 = e0
% 62.27/27.31  																																																								|
% 62.27/27.31  																																																								| Combining equations (617,330) yields a new equation:
% 62.27/27.31  																																																								| (546) e1 = e0
% 62.27/27.31  																																																								|
% 62.27/27.31  																																																								| Simplifying 546 yields:
% 62.27/27.31  																																																								| (431) e1 = e0
% 62.27/27.31  																																																								|
% 62.27/27.31  																																																								| Equations (431) can reduce 233 to:
% 62.27/27.31  																																																								| (266) $false
% 62.27/27.31  																																																								|
% 62.27/27.31  																																																								|-The branch is then unsatisfiable
% 62.27/27.31  																																																			|-Branch two:
% 62.27/27.31  																																																			| (252)  ~ (all_0_47_47 = e4)
% 62.27/27.31  																																																			| (61479) all_0_48_48 = e4 | all_0_49_49 = e4
% 62.27/27.31  																																																			|
% 62.27/27.31  																																																				+-Applying beta-rule and splitting (61479), into two cases.
% 62.27/27.31  																																																				|-Branch one:
% 62.27/27.31  																																																				| (943) all_0_48_48 = e4
% 62.27/27.31  																																																				|
% 62.27/27.31  																																																					| Combining equations (335,943) yields a new equation:
% 62.27/27.31  																																																					| (323) e4 = e2
% 62.27/27.31  																																																					|
% 62.27/27.31  																																																					| Equations (323) can reduce 48 to:
% 62.27/27.31  																																																					| (266) $false
% 62.27/27.31  																																																					|
% 62.27/27.31  																																																					|-The branch is then unsatisfiable
% 62.27/27.31  																																																				|-Branch two:
% 62.27/27.31  																																																				| (254)  ~ (all_0_48_48 = e4)
% 62.27/27.31  																																																				| (974) all_0_49_49 = e4
% 62.27/27.31  																																																				|
% 62.27/27.31  																																																					| Combining equations (671,974) yields a new equation:
% 62.27/27.31  																																																					| (630) e4 = e1
% 62.27/27.31  																																																					|
% 62.27/27.31  																																																					| Equations (630) can reduce 110 to:
% 62.27/27.31  																																																					| (266) $false
% 62.27/27.31  																																																					|
% 62.27/27.31  																																																					|-The branch is then unsatisfiable
% 62.27/27.32  																																												|-Branch two:
% 62.27/27.32  																																												| (464)  ~ (all_0_51_51 = e1)
% 62.27/27.32  																																												| (660) all_0_51_51 = e3
% 62.27/27.32  																																												|
% 62.27/27.32  																																													| Equations (660) can reduce 664 to:
% 62.27/27.32  																																													| (266) $false
% 62.27/27.32  																																													|
% 62.27/27.32  																																													|-The branch is then unsatisfiable
% 62.27/27.32  																																								|-Branch two:
% 62.27/27.32  																																								| (405)  ~ (all_0_42_42 = e3)
% 62.27/27.32  																																								| (521) all_0_47_47 = e3 | all_0_51_51 = e3 | all_0_56_56 = e3
% 62.27/27.32  																																								|
% 62.27/27.32  																																									+-Applying beta-rule and splitting (2510), into two cases.
% 62.27/27.32  																																									|-Branch one:
% 62.27/27.32  																																									| (459) all_0_42_42 = e1
% 62.27/27.32  																																									|
% 62.27/27.32  																																										| Equations (459) can reduce 1380 to:
% 62.27/27.32  																																										| (266) $false
% 62.27/27.32  																																										|
% 62.27/27.32  																																										|-The branch is then unsatisfiable
% 62.27/27.32  																																									|-Branch two:
% 62.27/27.32  																																									| (1380)  ~ (all_0_42_42 = e1)
% 62.27/27.32  																																									| (516) all_0_42_42 = e3
% 62.27/27.32  																																									|
% 62.27/27.32  																																										| Equations (516) can reduce 405 to:
% 62.27/27.32  																																										| (266) $false
% 62.27/27.32  																																										|
% 62.27/27.32  																																										|-The branch is then unsatisfiable
% 62.27/27.32  																																						|-Branch two:
% 62.27/27.32  																																						| (903)  ~ (all_0_53_53 = e3)
% 62.27/27.32  																																						| (795) all_0_58_58 = e3
% 62.27/27.32  																																						|
% 62.27/27.32  																																							| Combining equations (914,795) yields a new equation:
% 62.27/27.32  																																							| (676) e3 = e0
% 62.27/27.32  																																							|
% 62.27/27.32  																																							| Equations (676) can reduce 80 to:
% 62.27/27.32  																																							| (266) $false
% 62.27/27.32  																																							|
% 62.27/27.32  																																							|-The branch is then unsatisfiable
% 62.27/27.32  																																			|-Branch two:
% 62.27/27.32  																																			| (1390)  ~ (all_0_44_44 = e4)
% 62.27/27.32  																																			| (1391) all_0_44_44 = e3 | all_0_44_44 = e1 | all_0_44_44 = e0
% 62.27/27.32  																																			|
% 62.27/27.32  																																				+-Applying beta-rule and splitting (64), into two cases.
% 62.27/27.32  																																				|-Branch one:
% 62.27/27.32  																																				| (437) all_0_41_41 = e4
% 62.27/27.32  																																				|
% 62.27/27.32  																																					| Combining equations (437,453) yields a new equation:
% 62.27/27.32  																																					| (636) e4 = e1
% 62.27/27.32  																																					|
% 62.27/27.32  																																					| Simplifying 636 yields:
% 62.27/27.32  																																					| (630) e4 = e1
% 62.27/27.32  																																					|
% 62.27/27.32  																																					| Equations (630) can reduce 110 to:
% 62.27/27.32  																																					| (266) $false
% 62.27/27.32  																																					|
% 62.27/27.32  																																					|-The branch is then unsatisfiable
% 62.27/27.32  																																				|-Branch two:
% 62.27/27.32  																																				| (440)  ~ (all_0_41_41 = e4)
% 62.27/27.32  																																				| (441) all_0_42_42 = e4 | all_0_43_43 = e4 | all_0_44_44 = e4
% 62.27/27.32  																																				|
% 62.27/27.32  																																					+-Applying beta-rule and splitting (537), into two cases.
% 62.27/27.32  																																					|-Branch one:
% 62.27/27.32  																																					| (884) all_0_49_49 = e3
% 62.27/27.32  																																					|
% 62.27/27.32  																																						| Equations (884) can reduce 525 to:
% 62.27/27.32  																																						| (266) $false
% 62.27/27.32  																																						|
% 62.27/27.32  																																						|-The branch is then unsatisfiable
% 62.27/27.32  																																					|-Branch two:
% 62.27/27.32  																																					| (525)  ~ (all_0_49_49 = e3)
% 62.27/27.32  																																					| (887) all_0_53_53 = e3 | all_0_58_58 = e3
% 62.27/27.32  																																					|
% 62.27/27.32  																																						+-Applying beta-rule and splitting (887), into two cases.
% 62.27/27.32  																																						|-Branch one:
% 62.27/27.32  																																						| (665) all_0_53_53 = e3
% 62.27/27.32  																																						|
% 62.27/27.32  																																							| Equations (665) can reduce 220 to:
% 62.27/27.32  																																							| (407)  ~ (all_0_44_44 = e3)
% 62.27/27.32  																																							|
% 62.27/27.32  																																							| Equations (665) can reduce 1453 to:
% 62.27/27.32  																																							| (277)  ~ (e4 = e3)
% 62.27/27.32  																																							|
% 62.27/27.32  																																							| Simplifying 277 yields:
% 62.27/27.32  																																							| (188)  ~ (e4 = e3)
% 62.27/27.32  																																							|
% 62.27/27.32  																																							+-Applying beta-rule and splitting (180), into two cases.
% 62.27/27.32  																																							|-Branch one:
% 62.27/27.32  																																							| (516) all_0_42_42 = e3
% 62.27/27.32  																																							|
% 62.27/27.32  																																								+-Applying beta-rule and splitting (206), into two cases.
% 62.27/27.32  																																								|-Branch one:
% 62.27/27.32  																																								| (248) all_0_45_45 = e4
% 62.27/27.32  																																								|
% 62.27/27.32  																																									| Combining equations (248,423) yields a new equation:
% 62.27/27.32  																																									| (424) e4 = e3
% 62.27/27.32  																																									|
% 62.27/27.32  																																									| Simplifying 424 yields:
% 62.27/27.32  																																									| (425) e4 = e3
% 62.27/27.32  																																									|
% 62.27/27.32  																																									| Equations (425) can reduce 188 to:
% 62.27/27.32  																																									| (266) $false
% 62.27/27.32  																																									|
% 62.27/27.32  																																									|-The branch is then unsatisfiable
% 62.27/27.32  																																								|-Branch two:
% 62.27/27.32  																																								| (60416)  ~ (all_0_45_45 = e4)
% 62.27/27.32  																																								| (61457) all_0_46_46 = e4 | all_0_47_47 = e4 | all_0_48_48 = e4 | all_0_49_49 = e4
% 62.27/27.32  																																								|
% 62.27/27.32  																																									| Equations (423) can reduce 60416 to:
% 62.27/27.32  																																									| (277)  ~ (e4 = e3)
% 62.27/27.32  																																									|
% 62.27/27.32  																																									| Simplifying 277 yields:
% 62.27/27.32  																																									| (188)  ~ (e4 = e3)
% 62.27/27.32  																																									|
% 62.27/27.32  																																									+-Applying beta-rule and splitting (441), into two cases.
% 62.27/27.32  																																									|-Branch one:
% 62.27/27.32  																																									| (1392) all_0_42_42 = e4
% 62.27/27.32  																																									|
% 62.27/27.32  																																										| Combining equations (1392,516) yields a new equation:
% 62.27/27.32  																																										| (424) e4 = e3
% 62.27/27.32  																																										|
% 62.27/27.32  																																										| Simplifying 424 yields:
% 62.27/27.32  																																										| (425) e4 = e3
% 62.27/27.32  																																										|
% 62.27/27.32  																																										| Equations (425) can reduce 188 to:
% 62.27/27.32  																																										| (266) $false
% 62.27/27.32  																																										|
% 62.27/27.32  																																										|-The branch is then unsatisfiable
% 62.27/27.32  																																									|-Branch two:
% 62.27/27.32  																																									| (1890)  ~ (all_0_42_42 = e4)
% 62.27/27.32  																																									| (1891) all_0_43_43 = e4 | all_0_44_44 = e4
% 62.27/27.32  																																									|
% 62.27/27.32  																																										+-Applying beta-rule and splitting (1891), into two cases.
% 62.27/27.32  																																										|-Branch one:
% 62.27/27.32  																																										| (396) all_0_43_43 = e4
% 62.27/27.32  																																										|
% 62.27/27.32  																																											| Combining equations (396,356) yields a new equation:
% 62.27/27.32  																																											| (481) e4 = e0
% 62.27/27.32  																																											|
% 62.27/27.32  																																											| Simplifying 481 yields:
% 62.27/27.32  																																											| (397) e4 = e0
% 62.27/27.32  																																											|
% 62.27/27.32  																																											| Equations (397) can reduce 49 to:
% 62.27/27.32  																																											| (266) $false
% 62.27/27.32  																																											|
% 62.27/27.32  																																											|-The branch is then unsatisfiable
% 62.27/27.32  																																										|-Branch two:
% 62.27/27.32  																																										| (399)  ~ (all_0_43_43 = e4)
% 62.27/27.32  																																										| (446) all_0_44_44 = e4
% 62.27/27.32  																																										|
% 62.27/27.32  																																											| Equations (446) can reduce 1390 to:
% 62.27/27.32  																																											| (266) $false
% 62.27/27.32  																																											|
% 62.27/27.32  																																											|-The branch is then unsatisfiable
% 62.27/27.33  																																							|-Branch two:
% 62.27/27.33  																																							| (405)  ~ (all_0_42_42 = e3)
% 62.27/27.33  																																							| (521) all_0_47_47 = e3 | all_0_51_51 = e3 | all_0_56_56 = e3
% 62.27/27.33  																																							|
% 62.27/27.33  																																								+-Applying beta-rule and splitting (1899), into two cases.
% 62.27/27.33  																																								|-Branch one:
% 62.27/27.33  																																								| (516) all_0_42_42 = e3
% 62.27/27.33  																																								|
% 62.27/27.33  																																									| Equations (516) can reduce 405 to:
% 62.27/27.33  																																									| (266) $false
% 62.27/27.33  																																									|
% 62.27/27.33  																																									|-The branch is then unsatisfiable
% 62.27/27.33  																																								|-Branch two:
% 62.27/27.33  																																								| (405)  ~ (all_0_42_42 = e3)
% 62.27/27.33  																																								| (532) all_0_44_44 = e3
% 62.27/27.33  																																								|
% 62.27/27.33  																																									| Equations (532) can reduce 407 to:
% 62.27/27.33  																																									| (266) $false
% 62.27/27.33  																																									|
% 62.27/27.33  																																									|-The branch is then unsatisfiable
% 62.27/27.33  																																						|-Branch two:
% 62.27/27.33  																																						| (903)  ~ (all_0_53_53 = e3)
% 62.27/27.33  																																						| (795) all_0_58_58 = e3
% 62.27/27.33  																																						|
% 62.27/27.33  																																							| Combining equations (914,795) yields a new equation:
% 62.27/27.33  																																							| (676) e3 = e0
% 62.27/27.33  																																							|
% 62.27/27.33  																																							| Equations (676) can reduce 80 to:
% 62.27/27.33  																																							| (266) $false
% 62.27/27.33  																																							|
% 62.27/27.33  																																							|-The branch is then unsatisfiable
% 62.27/27.33  																																	|-Branch two:
% 62.27/27.33  																																	| (831)  ~ (all_0_46_46 = e0)
% 62.27/27.33  																																	| (858) all_0_55_55 = e0
% 62.27/27.33  																																	|
% 62.27/27.33  																																		| Combining equations (2336,858) yields a new equation:
% 62.27/27.33  																																		| (675) e3 = e0
% 62.27/27.33  																																		|
% 62.27/27.33  																																		| Simplifying 675 yields:
% 62.27/27.33  																																		| (676) e3 = e0
% 62.27/27.33  																																		|
% 62.27/27.33  																																		| Equations (676) can reduce 80 to:
% 62.27/27.33  																																		| (266) $false
% 62.27/27.33  																																		|
% 62.27/27.33  																																		|-The branch is then unsatisfiable
% 62.27/27.33  																						|-Branch two:
% 62.27/27.33  																						| (457)  ~ (all_0_41_41 = e1)
% 62.27/27.33  																						| (403) all_0_41_41 = e3
% 62.27/27.33  																						|
% 62.27/27.33  																							| Equations (403) can reduce 1898 to:
% 62.27/27.33  																							| (266) $false
% 62.27/27.33  																							|
% 62.27/27.33  																							|-The branch is then unsatisfiable
% 62.27/27.33  																	|-Branch two:
% 62.27/27.33  																	| (511)  ~ (all_0_56_56 = e2)
% 62.27/27.33  																	| (1709) all_0_57_57 = e2 | all_0_58_58 = e2
% 62.27/27.33  																	|
% 62.27/27.33  																		+-Applying beta-rule and splitting (1709), into two cases.
% 62.27/27.33  																		|-Branch one:
% 62.27/27.33  																		| (442) all_0_57_57 = e2
% 62.27/27.33  																		|
% 62.27/27.33  																			| Combining equations (442,647) yields a new equation:
% 62.27/27.33  																			| (616) e2 = e1
% 62.27/27.33  																			|
% 62.27/27.33  																			| Simplifying 616 yields:
% 62.27/27.33  																			| (617) e2 = e1
% 62.27/27.33  																			|
% 62.27/27.33  																			| Equations (617) can reduce 122 to:
% 62.27/27.33  																			| (266) $false
% 62.27/27.33  																			|
% 62.27/27.33  																			|-The branch is then unsatisfiable
% 62.27/27.33  																		|-Branch two:
% 62.27/27.33  																		| (344)  ~ (all_0_57_57 = e2)
% 62.27/27.33  																		| (624) all_0_58_58 = e2
% 62.27/27.33  																		|
% 62.27/27.33  																			| Equations (624) can reduce 908 to:
% 62.27/27.33  																			| (266) $false
% 62.27/27.33  																			|
% 62.27/27.33  																			|-The branch is then unsatisfiable
% 62.27/27.33  															|-Branch two:
% 62.27/27.33  															| (302)  ~ (all_0_50_50 = e2)
% 62.27/27.33  															| (381) all_0_51_51 = e2 | all_0_52_52 = e2 | all_0_53_53 = e2
% 62.27/27.33  															|
% 62.27/27.33  																+-Applying beta-rule and splitting (117), into two cases.
% 62.27/27.33  																|-Branch one:
% 62.27/27.33  																| (292) all_0_38_38 = e2
% 62.27/27.33  																|
% 62.27/27.33  																	| Combining equations (292,321) yields a new equation:
% 62.27/27.33  																	| (323) e4 = e2
% 62.27/27.33  																	|
% 62.27/27.33  																	| Equations (323) can reduce 48 to:
% 62.27/27.33  																	| (266) $false
% 62.27/27.33  																	|
% 62.27/27.33  																	|-The branch is then unsatisfiable
% 62.27/27.33  																|-Branch two:
% 62.27/27.33  																| (9600)  ~ (all_0_38_38 = e2)
% 62.27/27.33  																| (24424) all_0_46_46 = e2 | all_0_50_50 = e2 | all_0_55_55 = e2
% 62.27/27.33  																|
% 62.27/27.33  																	+-Applying beta-rule and splitting (24424), into two cases.
% 62.27/27.33  																	|-Branch one:
% 62.27/27.33  																	| (1794) all_0_46_46 = e2
% 62.27/27.33  																	|
% 62.27/27.33  																		| Equations (1794) can reduce 300 to:
% 62.27/27.33  																		| (266) $false
% 62.27/27.33  																		|
% 62.27/27.33  																		|-The branch is then unsatisfiable
% 62.27/27.33  																	|-Branch two:
% 62.27/27.33  																	| (300)  ~ (all_0_46_46 = e2)
% 62.27/27.33  																	| (24428) all_0_50_50 = e2 | all_0_55_55 = e2
% 62.27/27.33  																	|
% 62.27/27.33  																		+-Applying beta-rule and splitting (24428), into two cases.
% 62.27/27.33  																		|-Branch one:
% 62.27/27.33  																		| (378) all_0_50_50 = e2
% 62.27/27.33  																		|
% 62.27/27.33  																			| Equations (378) can reduce 302 to:
% 62.27/27.33  																			| (266) $false
% 62.27/27.33  																			|
% 62.27/27.33  																			|-The branch is then unsatisfiable
% 62.27/27.33  																		|-Branch two:
% 62.27/27.33  																		| (302)  ~ (all_0_50_50 = e2)
% 62.27/27.33  																		| (386) all_0_55_55 = e2
% 62.27/27.33  																		|
% 62.27/27.33  																			| Equations (386) can reduce 191 to:
% 62.27/27.33  																			| (85)  ~ (all_0_41_41 = e2)
% 62.27/27.33  																			|
% 62.27/27.33  																			| Equations (386) can reduce 153 to:
% 62.27/27.33  																			| (510)  ~ (all_0_56_56 = e2)
% 62.27/27.33  																			|
% 62.27/27.33  																			| Simplifying 510 yields:
% 62.27/27.33  																			| (511)  ~ (all_0_56_56 = e2)
% 62.27/27.33  																			|
% 62.27/27.33  																			| Equations (386) can reduce 3 to:
% 62.27/27.33  																			| (1186)  ~ (all_0_58_58 = e2)
% 62.27/27.33  																			|
% 62.27/27.33  																			| Simplifying 1186 yields:
% 62.27/27.33  																			| (908)  ~ (all_0_58_58 = e2)
% 62.27/27.33  																			|
% 62.27/27.33  																			+-Applying beta-rule and splitting (47), into two cases.
% 62.27/27.33  																			|-Branch one:
% 62.27/27.33  																			| (317) all_0_39_39 = e2
% 62.27/27.33  																			|
% 62.27/27.33  																				| Combining equations (317,480) yields a new equation:
% 62.27/27.33  																				| (391) e2 = e0
% 62.27/27.33  																				|
% 62.27/27.33  																				| Simplifying 391 yields:
% 62.27/27.33  																				| (330) e2 = e0
% 62.27/27.33  																				|
% 62.27/27.33  																				| Equations (330) can reduce 128 to:
% 62.27/27.33  																				| (266) $false
% 62.27/27.33  																				|
% 62.27/27.33  																				|-The branch is then unsatisfiable
% 62.27/27.33  																			|-Branch two:
% 62.27/27.33  																			| (294)  ~ (all_0_39_39 = e2)
% 62.27/27.33  																			| (385) all_0_47_47 = e2 | all_0_51_51 = e2 | all_0_56_56 = e2
% 62.27/27.33  																			|
% 62.27/27.33  																				+-Applying beta-rule and splitting (385), into two cases.
% 62.27/27.33  																				|-Branch one:
% 62.27/27.33  																				| (1105) all_0_47_47 = e2
% 62.27/27.33  																				|
% 62.27/27.33  																					| Equations (1105) can reduce 338 to:
% 62.27/27.33  																					| (266) $false
% 62.27/27.33  																					|
% 62.27/27.33  																					|-The branch is then unsatisfiable
% 62.27/27.33  																				|-Branch two:
% 62.27/27.33  																				| (338)  ~ (all_0_47_47 = e2)
% 62.27/27.33  																				| (1108) all_0_51_51 = e2 | all_0_56_56 = e2
% 62.27/27.33  																				|
% 62.27/27.33  																					+-Applying beta-rule and splitting (1108), into two cases.
% 62.27/27.33  																					|-Branch one:
% 62.27/27.33  																					| (504) all_0_51_51 = e2
% 62.27/27.33  																					|
% 62.27/27.33  																						| Equations (504) can reduce 61 to:
% 62.27/27.33  																						| (51)  ~ (all_0_42_42 = e2)
% 62.27/27.33  																						|
% 62.27/27.33  																						| Equations (504) can reduce 224 to:
% 62.27/27.33  																						| (338)  ~ (all_0_47_47 = e2)
% 62.27/27.33  																						|
% 62.27/27.33  																						| Equations (504) can reduce 59 to:
% 62.27/27.33  																						| (302)  ~ (all_0_50_50 = e2)
% 62.27/27.33  																						|
% 62.27/27.33  																						| Equations (504) can reduce 6 to:
% 62.27/27.33  																						| (508)  ~ (all_0_53_53 = e2)
% 62.27/27.33  																						|
% 62.27/27.33  																						| Simplifying 508 yields:
% 62.27/27.33  																						| (509)  ~ (all_0_53_53 = e2)
% 62.27/27.33  																						|
% 62.27/27.33  																						| Equations (504) can reduce 115 to:
% 62.27/27.33  																						| (128)  ~ (e2 = e0)
% 62.27/27.33  																						|
% 62.27/27.33  																						| From (504) and (186) follows:
% 62.27/27.33  																						| (515) op(e1, e2) = e2
% 62.27/27.33  																						|
% 62.27/27.33  																						+-Applying beta-rule and splitting (125), into two cases.
% 62.27/27.33  																						|-Branch one:
% 62.27/27.33  																						| (858) all_0_55_55 = e0
% 62.27/27.33  																						|
% 62.27/27.33  																							| Combining equations (858,386) yields a new equation:
% 62.27/27.33  																							| (330) e2 = e0
% 62.27/27.33  																							|
% 62.27/27.33  																							| Equations (330) can reduce 128 to:
% 62.27/27.33  																							| (266) $false
% 62.27/27.33  																							|
% 62.27/27.33  																							|-The branch is then unsatisfiable
% 62.27/27.33  																						|-Branch two:
% 62.27/27.33  																						| (803)  ~ (all_0_55_55 = e0)
% 62.27/27.33  																						| (863) all_0_56_56 = e0 | all_0_57_57 = e0 | all_0_58_58 = e0
% 62.27/27.33  																						|
% 62.27/27.33  																							+-Applying beta-rule and splitting (863), into two cases.
% 62.27/27.33  																							|-Branch one:
% 62.27/27.33  																							| (679) all_0_56_56 = e0
% 62.27/27.33  																							|
% 62.27/27.33  																								| Equations (679) can reduce 828 to:
% 62.27/27.33  																								| (266) $false
% 62.27/27.33  																								|
% 62.27/27.33  																								|-The branch is then unsatisfiable
% 62.27/27.33  																							|-Branch two:
% 62.27/27.33  																							| (828)  ~ (all_0_56_56 = e0)
% 62.27/27.33  																							| (924) all_0_57_57 = e0 | all_0_58_58 = e0
% 62.27/27.33  																							|
% 62.27/27.33  																								+-Applying beta-rule and splitting (924), into two cases.
% 62.27/27.33  																								|-Branch one:
% 62.27/27.33  																								| (875) all_0_57_57 = e0
% 62.27/27.33  																								|
% 62.27/27.33  																									| Combining equations (647,875) yields a new equation:
% 62.27/27.33  																									| (546) e1 = e0
% 62.27/27.33  																									|
% 62.27/27.33  																									| Simplifying 546 yields:
% 62.27/27.33  																									| (431) e1 = e0
% 62.27/27.33  																									|
% 62.27/27.33  																									| Equations (431) can reduce 233 to:
% 62.27/27.33  																									| (266) $false
% 62.27/27.33  																									|
% 62.27/27.33  																									|-The branch is then unsatisfiable
% 62.27/27.33  																								|-Branch two:
% 62.27/27.33  																								| (364)  ~ (all_0_57_57 = e0)
% 62.27/27.33  																								| (914) all_0_58_58 = e0
% 62.27/27.33  																								|
% 62.27/27.33  																									| Equations (914) can reduce 181 to:
% 62.27/27.33  																									| (360)  ~ (all_0_44_44 = e0)
% 62.27/27.33  																									|
% 62.27/27.33  																									| Equations (914) can reduce 10 to:
% 62.27/27.33  																									| (247)  ~ (all_0_53_53 = e0)
% 62.27/27.33  																									|
% 62.27/27.33  																									| Equations (914) can reduce 451 to:
% 62.27/27.33  																									| (401)  ~ (e4 = e0)
% 62.27/27.33  																									|
% 62.27/27.33  																									| Simplifying 401 yields:
% 62.27/27.33  																									| (49)  ~ (e4 = e0)
% 62.27/27.33  																									|
% 62.27/27.33  																									| Equations (914) can reduce 908 to:
% 62.27/27.33  																									| (365)  ~ (e2 = e0)
% 62.27/27.33  																									|
% 62.27/27.33  																									| Simplifying 365 yields:
% 62.27/27.33  																									| (128)  ~ (e2 = e0)
% 62.27/27.33  																									|
% 62.27/27.33  																									+-Applying beta-rule and splitting (22), into two cases.
% 62.27/27.33  																									|-Branch one:
% 62.27/27.33  																									| (268) all_0_54_54 = e3
% 62.27/27.33  																									|
% 62.27/27.33  																										| Combining equations (265,268) yields a new equation:
% 62.27/27.33  																										| (424) e4 = e3
% 62.27/27.33  																										|
% 62.27/27.33  																										| Simplifying 424 yields:
% 62.27/27.33  																										| (425) e4 = e3
% 62.27/27.33  																										|
% 62.27/27.33  																										| Equations (425) can reduce 188 to:
% 62.27/27.33  																										| (266) $false
% 62.27/27.33  																										|
% 62.27/27.33  																										|-The branch is then unsatisfiable
% 62.27/27.33  																									|-Branch two:
% 62.27/27.33  																									| (60427)  ~ (all_0_54_54 = e3)
% 62.27/27.33  																									| (62553) all_0_55_55 = e3 | all_0_56_56 = e3 | all_0_58_58 = e3
% 62.27/27.33  																									|
% 62.27/27.34  																										+-Applying beta-rule and splitting (62553), into two cases.
% 62.27/27.34  																										|-Branch one:
% 62.27/27.34  																										| (2336) all_0_55_55 = e3
% 62.27/27.34  																										|
% 62.27/27.34  																											| Combining equations (2336,386) yields a new equation:
% 62.27/27.34  																											| (661) e3 = e2
% 62.27/27.34  																											|
% 62.27/27.34  																											| Simplifying 661 yields:
% 62.27/27.34  																											| (662) e3 = e2
% 62.27/27.34  																											|
% 62.27/27.34  																											| Equations (662) can reduce 212 to:
% 62.27/27.34  																											| (266) $false
% 62.27/27.34  																											|
% 62.27/27.34  																											|-The branch is then unsatisfiable
% 62.27/27.34  																										|-Branch two:
% 62.27/27.34  																										| (270)  ~ (all_0_55_55 = e3)
% 62.27/27.34  																										| (62557) all_0_56_56 = e3 | all_0_58_58 = e3
% 62.27/27.34  																										|
% 62.27/27.34  																											+-Applying beta-rule and splitting (62557), into two cases.
% 62.27/27.34  																											|-Branch one:
% 62.27/27.34  																											| (1097) all_0_56_56 = e3
% 62.27/27.34  																											|
% 62.27/27.34  																												| Equations (1097) can reduce 236 to:
% 62.27/27.34  																												| (405)  ~ (all_0_42_42 = e3)
% 62.27/27.34  																												|
% 62.27/27.34  																												| Equations (1097) can reduce 91 to:
% 62.27/27.34  																												| (1091)  ~ (all_0_47_47 = e3)
% 62.27/27.34  																												|
% 62.27/27.34  																												| From (1097) and (111) follows:
% 62.35/27.34  																												| (65099) op(e0, e2) = e3
% 62.35/27.34  																												|
% 62.35/27.34  																												+-Applying beta-rule and splitting (184), into two cases.
% 62.35/27.34  																												|-Branch one:
% 62.35/27.34  																												| (538) all_0_46_46 = e0
% 62.35/27.34  																												|
% 62.35/27.34  																													| Equations (538) can reduce 43 to:
% 62.35/27.34  																													| (357)  ~ (all_0_41_41 = e0)
% 62.35/27.34  																													|
% 62.35/27.34  																													| Equations (538) can reduce 19 to:
% 62.35/27.34  																													| (1402)  ~ (all_0_47_47 = e0)
% 62.35/27.34  																													|
% 62.35/27.34  																													| Simplifying 1402 yields:
% 62.35/27.34  																													| (678)  ~ (all_0_47_47 = e0)
% 62.35/27.34  																													|
% 62.35/27.34  																													| Equations (538) can reduce 208 to:
% 62.35/27.34  																													| (486)  ~ (all_0_49_49 = e0)
% 62.35/27.34  																													|
% 62.35/27.34  																													| Simplifying 486 yields:
% 62.35/27.34  																													| (487)  ~ (all_0_49_49 = e0)
% 62.35/27.34  																													|
% 62.35/27.34  																													+-Applying beta-rule and splitting (113), into two cases.
% 62.35/27.34  																													|-Branch one:
% 62.35/27.34  																													| (403) all_0_41_41 = e3
% 62.35/27.34  																													|
% 62.35/27.34  																														| Equations (403) can reduce 214 to:
% 62.35/27.34  																														| (404)  ~ (all_0_42_42 = e3)
% 62.35/27.34  																														|
% 62.35/27.34  																														| Simplifying 404 yields:
% 62.35/27.34  																														| (405)  ~ (all_0_42_42 = e3)
% 62.35/27.34  																														|
% 62.35/27.34  																														| Equations (403) can reduce 221 to:
% 62.35/27.34  																														| (410)  ~ (all_0_50_50 = e3)
% 62.35/27.34  																														|
% 62.35/27.34  																														| Simplifying 410 yields:
% 62.35/27.34  																														| (411)  ~ (all_0_50_50 = e3)
% 62.35/27.34  																														|
% 62.35/27.34  																														| Equations (403) can reduce 85 to:
% 62.35/27.34  																														| (212)  ~ (e3 = e2)
% 62.35/27.34  																														|
% 62.35/27.34  																														+-Applying beta-rule and splitting (168), into two cases.
% 62.35/27.34  																														|-Branch one:
% 62.35/27.34  																														| (415) all_0_50_50 = e3
% 62.35/27.34  																														|
% 62.35/27.34  																															| Equations (415) can reduce 411 to:
% 62.35/27.34  																															| (266) $false
% 62.35/27.34  																															|
% 62.35/27.34  																															|-The branch is then unsatisfiable
% 62.35/27.34  																														|-Branch two:
% 62.35/27.34  																														| (411)  ~ (all_0_50_50 = e3)
% 62.35/27.34  																														| (418) all_0_51_51 = e3 | all_0_53_53 = e3
% 62.35/27.34  																														|
% 62.35/27.34  																															+-Applying beta-rule and splitting (241), into two cases.
% 62.35/27.34  																															|-Branch one:
% 62.35/27.34  																															| (378) all_0_50_50 = e2
% 62.35/27.34  																															|
% 62.35/27.34  																																| Equations (378) can reduce 302 to:
% 62.35/27.34  																																| (266) $false
% 62.35/27.34  																																|
% 62.35/27.34  																																|-The branch is then unsatisfiable
% 62.35/27.34  																															|-Branch two:
% 62.35/27.34  																															| (302)  ~ (all_0_50_50 = e2)
% 62.35/27.34  																															| (422) all_0_50_50 = e4 | all_0_50_50 = e3 | all_0_50_50 = e1
% 62.35/27.34  																															|
% 62.35/27.34  																																+-Applying beta-rule and splitting (418), into two cases.
% 62.35/27.34  																																|-Branch one:
% 62.35/27.34  																																| (660) all_0_51_51 = e3
% 62.35/27.34  																																|
% 62.35/27.34  																																	| Combining equations (504,660) yields a new equation:
% 62.35/27.34  																																	| (662) e3 = e2
% 62.35/27.34  																																	|
% 62.35/27.34  																																	| Equations (662) can reduce 212 to:
% 62.35/27.34  																																	| (266) $false
% 62.35/27.34  																																	|
% 62.35/27.34  																																	|-The branch is then unsatisfiable
% 62.35/27.34  																																|-Branch two:
% 62.35/27.34  																																| (664)  ~ (all_0_51_51 = e3)
% 62.35/27.34  																																| (665) all_0_53_53 = e3
% 62.35/27.34  																																|
% 62.35/27.34  																																	| Equations (665) can reduce 220 to:
% 62.35/27.34  																																	| (407)  ~ (all_0_44_44 = e3)
% 62.35/27.34  																																	|
% 62.35/27.34  																																	| Equations (665) can reduce 190 to:
% 62.35/27.34  																																	| (411)  ~ (all_0_50_50 = e3)
% 62.35/27.34  																																	|
% 62.35/27.34  																																	| From (665) and (84) follows:
% 62.35/27.34  																																	| (3786) op(e1, e0) = e3
% 62.35/27.34  																																	|
% 62.35/27.34  																																	+-Applying beta-rule and splitting (422), into two cases.
% 62.35/27.34  																																	|-Branch one:
% 62.35/27.34  																																	| (775) all_0_50_50 = e4
% 62.35/27.34  																																	|
% 62.35/27.34  																																		| Equations (775) can reduce 566 to:
% 62.35/27.34  																																		| (266) $false
% 62.35/27.34  																																		|
% 62.35/27.34  																																		|-The branch is then unsatisfiable
% 62.35/27.34  																																	|-Branch two:
% 62.35/27.34  																																	| (566)  ~ (all_0_50_50 = e4)
% 62.35/27.34  																																	| (1444) all_0_50_50 = e3 | all_0_50_50 = e1
% 62.35/27.34  																																	|
% 62.35/27.34  																																		+-Applying beta-rule and splitting (1444), into two cases.
% 62.35/27.34  																																		|-Branch one:
% 62.35/27.34  																																		| (601) all_0_50_50 = e1
% 62.35/27.34  																																		|
% 62.35/27.34  																																			| Equations (601) can reduce 411 to:
% 62.35/27.34  																																			| (467)  ~ (e3 = e1)
% 62.35/27.34  																																			|
% 62.35/27.34  																																			| Simplifying 467 yields:
% 62.35/27.34  																																			| (213)  ~ (e3 = e1)
% 62.35/27.34  																																			|
% 62.35/27.34  																																			| Equations (601) can reduce 302 to:
% 62.35/27.34  																																			| (604)  ~ (e2 = e1)
% 62.35/27.34  																																			|
% 62.35/27.34  																																			| Simplifying 604 yields:
% 62.35/27.34  																																			| (122)  ~ (e2 = e1)
% 62.35/27.34  																																			|
% 62.35/27.34  																																			+-Applying beta-rule and splitting (131), into two cases.
% 62.35/27.34  																																			|-Branch one:
% 62.35/27.34  																																			| (459) all_0_42_42 = e1
% 62.35/27.34  																																			|
% 62.35/27.34  																																				| Equations (459) can reduce 73 to:
% 62.35/27.34  																																				| (4057)  ~ (all_0_44_44 = e1)
% 62.35/27.34  																																				|
% 62.35/27.34  																																				| Simplifying 4057 yields:
% 62.35/27.34  																																				| (639)  ~ (all_0_44_44 = e1)
% 62.35/27.34  																																				|
% 62.35/27.34  																																				| Equations (459) can reduce 198 to:
% 62.35/27.34  																																				| (461)  ~ (all_0_47_47 = e1)
% 62.35/27.34  																																				|
% 62.35/27.34  																																				| Simplifying 461 yields:
% 62.35/27.34  																																				| (462)  ~ (all_0_47_47 = e1)
% 62.35/27.34  																																				|
% 62.35/27.34  																																				| Equations (459) can reduce 405 to:
% 62.35/27.34  																																				| (467)  ~ (e3 = e1)
% 62.35/27.34  																																				|
% 62.35/27.34  																																				| Simplifying 467 yields:
% 62.35/27.34  																																				| (213)  ~ (e3 = e1)
% 62.35/27.34  																																				|
% 62.35/27.34  																																				| Equations (459) can reduce 51 to:
% 62.35/27.34  																																				| (604)  ~ (e2 = e1)
% 62.35/27.34  																																				|
% 62.35/27.34  																																				| Simplifying 604 yields:
% 62.35/27.34  																																				| (122)  ~ (e2 = e1)
% 62.35/27.34  																																				|
% 62.35/27.34  																																				| Equations (459) can reduce 358 to:
% 62.35/27.34  																																				| (233)  ~ (e1 = e0)
% 62.35/27.34  																																				|
% 62.35/27.34  																																				| From (459) and (210) follows:
% 62.35/27.34  																																				| (470) op(e3, e2) = e1
% 62.35/27.34  																																				|
% 62.35/27.34  																																				+-Applying beta-rule and splitting (135), into two cases.
% 62.35/27.34  																																				|-Branch one:
% 62.35/27.34  																																				| (545) all_0_46_46 = e1
% 62.35/27.34  																																				|
% 62.35/27.34  																																					| Combining equations (538,545) yields a new equation:
% 62.35/27.34  																																					| (431) e1 = e0
% 62.35/27.34  																																					|
% 62.35/27.34  																																					| Equations (431) can reduce 233 to:
% 62.35/27.34  																																					| (266) $false
% 62.35/27.34  																																					|
% 62.35/27.34  																																					|-The branch is then unsatisfiable
% 62.35/27.34  																																				|-Branch two:
% 62.35/27.34  																																				| (549)  ~ (all_0_46_46 = e1)
% 62.35/27.34  																																				| (550) all_0_47_47 = e1 | all_0_48_48 = e1 | all_0_49_49 = e1
% 62.35/27.34  																																				|
% 62.35/27.34  																																					| Equations (538) can reduce 549 to:
% 62.35/27.34  																																					| (435)  ~ (e1 = e0)
% 62.35/27.34  																																					|
% 62.35/27.34  																																					| Simplifying 435 yields:
% 62.35/27.34  																																					| (233)  ~ (e1 = e0)
% 62.35/27.34  																																					|
% 62.35/27.34  																																					+-Applying beta-rule and splitting (26), into two cases.
% 62.35/27.34  																																					|-Branch one:
% 62.35/27.34  																																					| (446) all_0_44_44 = e4
% 62.35/27.34  																																					|
% 62.35/27.34  																																						| Equations (446) can reduce 639 to:
% 62.35/27.34  																																						| (110)  ~ (e4 = e1)
% 62.35/27.34  																																						|
% 62.35/27.34  																																						| From (446) and (138) follows:
% 62.35/27.34  																																						| (4646) op(e3, e0) = e4
% 62.35/27.34  																																						|
% 62.35/27.34  																																						+-Applying beta-rule and splitting (112), into two cases.
% 62.35/27.34  																																						|-Branch one:
% 62.35/27.34  																																						| (635) all_0_44_44 = e1
% 62.35/27.34  																																						|
% 62.35/27.34  																																							| Combining equations (635,446) yields a new equation:
% 62.35/27.34  																																							| (630) e4 = e1
% 62.35/27.34  																																							|
% 62.35/27.34  																																							| Equations (630) can reduce 110 to:
% 62.35/27.34  																																							| (266) $false
% 62.35/27.34  																																							|
% 62.35/27.34  																																							|-The branch is then unsatisfiable
% 62.35/27.34  																																						|-Branch two:
% 62.35/27.34  																																						| (639)  ~ (all_0_44_44 = e1)
% 62.35/27.34  																																						| (640) all_0_49_49 = e1 | all_0_53_53 = e1 | all_0_58_58 = e1
% 62.35/27.34  																																						|
% 62.35/27.34  																																							+-Applying beta-rule and splitting (54), into two cases.
% 62.35/27.34  																																							|-Branch one:
% 62.35/27.34  																																							| (583) all_0_49_49 = e2
% 62.35/27.34  																																							|
% 62.35/27.34  																																								| Equations (583) can reduce 340 to:
% 62.35/27.34  																																								| (266) $false
% 62.35/27.34  																																								|
% 62.35/27.34  																																								|-The branch is then unsatisfiable
% 62.35/27.34  																																							|-Branch two:
% 62.35/27.34  																																							| (340)  ~ (all_0_49_49 = e2)
% 62.35/27.34  																																							| (586) all_0_49_49 = e4 | all_0_49_49 = e3 | all_0_49_49 = e1 | all_0_49_49 = e0
% 62.35/27.34  																																							|
% 62.35/27.34  																																								+-Applying beta-rule and splitting (640), into two cases.
% 62.35/27.34  																																								|-Branch one:
% 62.35/27.34  																																								| (671) all_0_49_49 = e1
% 62.35/27.34  																																								|
% 62.35/27.34  																																									| Equations (671) can reduce 340 to:
% 62.35/27.34  																																									| (604)  ~ (e2 = e1)
% 62.35/27.34  																																									|
% 62.35/27.34  																																									| Simplifying 604 yields:
% 62.35/27.34  																																									| (122)  ~ (e2 = e1)
% 62.35/27.34  																																									|
% 62.35/27.34  																																									| Equations (671) can reduce 487 to:
% 62.35/27.34  																																									| (233)  ~ (e1 = e0)
% 62.35/27.34  																																									|
% 62.35/27.34  																																									+-Applying beta-rule and splitting (56), into two cases.
% 62.35/27.34  																																									|-Branch one:
% 62.35/27.34  																																									| (696) unit = e2
% 62.35/27.34  																																									|
% 62.35/27.34  																																										| From (696) and (244) follows:
% 62.35/27.34  																																										| (264) op(e2, e4) = e4
% 62.35/27.34  																																										|
% 62.35/27.34  																																										| From (696) and (227) follows:
% 62.35/27.34  																																										| (4284) op(e4, e2) = e4
% 62.35/27.34  																																										|
% 62.35/27.34  																																										| From (696) and (40) follows:
% 62.35/27.34  																																										| (4285) op(e3, e2) = e3
% 62.35/27.34  																																										|
% 62.35/27.34  																																										| Instantiating formula (29) with e4, e2, e4, e0 and discharging atoms op(e4, e2) = e4, op(e4, e2) = e0, yields:
% 62.35/27.34  																																										| (397) e4 = e0
% 62.35/27.34  																																										|
% 62.35/27.34  																																										| Instantiating formula (29) with e3, e2, e3, e1 and discharging atoms op(e3, e2) = e3, op(e3, e2) = e1, yields:
% 62.35/27.34  																																										| (455) e3 = e1
% 62.35/27.34  																																										|
% 62.35/27.34  																																										| Instantiating formula (29) with e2, e4, e4, e3 and discharging atoms op(e2, e4) = e4, op(e2, e4) = e3, yields:
% 62.35/27.34  																																										| (425) e4 = e3
% 62.35/27.34  																																										|
% 62.35/27.34  																																										| Combining equations (397,425) yields a new equation:
% 62.35/27.34  																																										| (676) e3 = e0
% 62.35/27.34  																																										|
% 62.35/27.34  																																										| Combining equations (676,455) yields a new equation:
% 62.35/27.34  																																										| (431) e1 = e0
% 62.35/27.34  																																										|
% 62.35/27.34  																																										| Equations (431) can reduce 233 to:
% 62.35/27.34  																																										| (266) $false
% 62.35/27.34  																																										|
% 62.35/27.34  																																										|-The branch is then unsatisfiable
% 62.35/27.34  																																									|-Branch two:
% 62.35/27.34  																																									| (707)  ~ (unit = e2)
% 62.35/27.34  																																									| (708) unit = e4 | unit = e3 | unit = e1 | unit = e0
% 62.35/27.35  																																									|
% 62.35/27.35  																																										+-Applying beta-rule and splitting (708), into two cases.
% 62.35/27.35  																																										|-Branch one:
% 62.35/27.35  																																										| (709) unit = e4
% 62.35/27.35  																																										|
% 62.35/27.35  																																											| From (709) and (24) follows:
% 62.35/27.35  																																											| (33325) op(e4, e3) = e3
% 62.35/27.35  																																											|
% 62.35/27.35  																																											| From (709) and (211) follows:
% 62.35/27.35  																																											| (22527) op(e4, e1) = e1
% 62.35/27.35  																																											|
% 62.35/27.35  																																											| From (709) and (32) follows:
% 62.35/27.35  																																											| (712) op(e2, e4) = e2
% 62.35/27.35  																																											|
% 62.35/27.35  																																											| From (709) and (42) follows:
% 62.35/27.35  																																											| (713) op(e0, e4) = e0
% 62.35/27.35  																																											|
% 62.35/27.35  																																											| Instantiating formula (29) with e4, e3, e3, e4 and discharging atoms op(e4, e3) = e4, op(e4, e3) = e3, yields:
% 62.35/27.35  																																											| (425) e4 = e3
% 62.35/27.35  																																											|
% 62.35/27.35  																																											| Instantiating formula (29) with e4, e1, e1, e3 and discharging atoms op(e4, e1) = e3, op(e4, e1) = e1, yields:
% 62.35/27.35  																																											| (455) e3 = e1
% 62.35/27.35  																																											|
% 62.35/27.35  																																											| Instantiating formula (29) with e2, e4, e2, e3 and discharging atoms op(e2, e4) = e3, op(e2, e4) = e2, yields:
% 62.35/27.35  																																											| (662) e3 = e2
% 62.35/27.35  																																											|
% 62.35/27.35  																																											| Instantiating formula (29) with e0, e4, e0, e4 and discharging atoms op(e0, e4) = e4, op(e0, e4) = e0, yields:
% 62.35/27.35  																																											| (397) e4 = e0
% 62.35/27.35  																																											|
% 62.35/27.35  																																											| Combining equations (425,397) yields a new equation:
% 62.35/27.35  																																											| (675) e3 = e0
% 62.35/27.35  																																											|
% 62.35/27.35  																																											| Simplifying 675 yields:
% 62.35/27.35  																																											| (676) e3 = e0
% 62.35/27.35  																																											|
% 62.35/27.35  																																											| Combining equations (455,662) yields a new equation:
% 62.35/27.35  																																											| (617) e2 = e1
% 62.35/27.35  																																											|
% 62.35/27.35  																																											| Combining equations (676,662) yields a new equation:
% 62.35/27.35  																																											| (330) e2 = e0
% 62.35/27.35  																																											|
% 62.35/27.35  																																											| Combining equations (617,330) yields a new equation:
% 62.35/27.35  																																											| (546) e1 = e0
% 62.35/27.35  																																											|
% 62.35/27.35  																																											| Simplifying 546 yields:
% 62.35/27.35  																																											| (431) e1 = e0
% 62.35/27.35  																																											|
% 62.35/27.35  																																											| Equations (431) can reduce 233 to:
% 62.35/27.35  																																											| (266) $false
% 62.35/27.35  																																											|
% 62.35/27.35  																																											|-The branch is then unsatisfiable
% 62.35/27.35  																																										|-Branch two:
% 62.35/27.35  																																										| (724)  ~ (unit = e4)
% 62.35/27.35  																																										| (725) unit = e3 | unit = e1 | unit = e0
% 62.35/27.35  																																										|
% 62.35/27.35  																																											+-Applying beta-rule and splitting (725), into two cases.
% 62.35/27.35  																																											|-Branch one:
% 62.35/27.35  																																											| (726) unit = e0
% 62.35/27.35  																																											|
% 62.35/27.35  																																												| From (726) and (227) follows:
% 62.35/27.35  																																												| (3205) op(e4, e0) = e4
% 62.35/27.35  																																												|
% 62.35/27.35  																																												| From (726) and (40) follows:
% 62.35/27.35  																																												| (1639) op(e3, e0) = e3
% 62.35/27.35  																																												|
% 62.35/27.35  																																												| From (726) and (28) follows:
% 62.35/27.35  																																												| (2698) op(e1, e0) = e1
% 62.35/27.35  																																												|
% 62.35/27.35  																																												| Instantiating formula (29) with e4, e0, e4, e2 and discharging atoms op(e4, e0) = e4, op(e4, e0) = e2, yields:
% 62.35/27.35  																																												| (323) e4 = e2
% 62.35/27.35  																																												|
% 62.35/27.35  																																												| Instantiating formula (29) with e3, e0, e3, e4 and discharging atoms op(e3, e0) = e4, op(e3, e0) = e3, yields:
% 62.35/27.35  																																												| (425) e4 = e3
% 62.35/27.35  																																												|
% 62.35/27.35  																																												| Instantiating formula (29) with e1, e0, e1, e3 and discharging atoms op(e1, e0) = e3, op(e1, e0) = e1, yields:
% 62.35/27.35  																																												| (455) e3 = e1
% 62.35/27.35  																																												|
% 62.35/27.35  																																												| Combining equations (323,425) yields a new equation:
% 62.35/27.35  																																												| (662) e3 = e2
% 62.35/27.35  																																												|
% 62.35/27.35  																																												| Combining equations (455,662) yields a new equation:
% 62.35/27.35  																																												| (617) e2 = e1
% 62.35/27.35  																																												|
% 62.35/27.35  																																												| Equations (617) can reduce 122 to:
% 62.35/27.35  																																												| (266) $false
% 62.35/27.35  																																												|
% 62.35/27.35  																																												|-The branch is then unsatisfiable
% 62.35/27.35  																																											|-Branch two:
% 62.35/27.35  																																											| (734)  ~ (unit = e0)
% 62.35/27.35  																																											| (735) unit = e3 | unit = e1
% 62.35/27.35  																																											|
% 62.35/27.35  																																												+-Applying beta-rule and splitting (735), into two cases.
% 62.35/27.35  																																												|-Branch one:
% 62.35/27.35  																																												| (736) unit = e1
% 62.35/27.35  																																												|
% 62.35/27.35  																																													| Equations (736) can reduce 734 to:
% 62.35/27.35  																																													| (233)  ~ (e1 = e0)
% 62.35/27.35  																																													|
% 62.35/27.35  																																													| From (736) and (244) follows:
% 62.35/27.35  																																													| (738) op(e1, e4) = e4
% 62.35/27.35  																																													|
% 62.35/27.35  																																													| From (736) and (227) follows:
% 62.35/27.35  																																													| (739) op(e4, e1) = e4
% 62.35/27.35  																																													|
% 62.35/27.35  																																													| From (736) and (28) follows:
% 62.35/27.35  																																													| (740) op(e1, e1) = e1
% 62.35/27.35  																																													|
% 62.35/27.35  																																													| Instantiating formula (29) with e4, e1, e4, e3 and discharging atoms op(e4, e1) = e4, op(e4, e1) = e3, yields:
% 62.35/27.35  																																													| (425) e4 = e3
% 62.35/27.35  																																													|
% 62.35/27.35  																																													| Instantiating formula (29) with e1, e4, e4, e0 and discharging atoms op(e1, e4) = e4, op(e1, e4) = e0, yields:
% 62.35/27.35  																																													| (397) e4 = e0
% 62.35/27.35  																																													|
% 62.35/27.35  																																													| Instantiating formula (29) with e1, e1, e1, e4 and discharging atoms op(e1, e1) = e4, op(e1, e1) = e1, yields:
% 62.35/27.35  																																													| (630) e4 = e1
% 62.35/27.35  																																													|
% 62.35/27.35  																																													| Combining equations (630,425) yields a new equation:
% 62.35/27.35  																																													| (455) e3 = e1
% 62.35/27.35  																																													|
% 62.35/27.35  																																													| Combining equations (397,425) yields a new equation:
% 62.35/27.35  																																													| (676) e3 = e0
% 62.35/27.35  																																													|
% 62.35/27.35  																																													| Combining equations (676,455) yields a new equation:
% 62.35/27.35  																																													| (431) e1 = e0
% 62.35/27.35  																																													|
% 62.35/27.35  																																													| Equations (431) can reduce 233 to:
% 62.35/27.35  																																													| (266) $false
% 62.35/27.35  																																													|
% 62.35/27.35  																																													|-The branch is then unsatisfiable
% 62.35/27.35  																																												|-Branch two:
% 62.35/27.35  																																												| (748)  ~ (unit = e1)
% 62.35/27.35  																																												| (749) unit = e3
% 62.35/27.35  																																												|
% 62.35/27.35  																																													| From (749) and (244) follows:
% 62.35/27.35  																																													| (750) op(e3, e4) = e4
% 62.35/27.35  																																													|
% 62.35/27.35  																																													| From (749) and (15) follows:
% 62.35/27.35  																																													| (751) op(e3, e2) = e2
% 62.35/27.35  																																													|
% 62.35/27.35  																																													| From (749) and (209) follows:
% 62.35/27.35  																																													| (1667) op(e3, e0) = e0
% 62.35/27.35  																																													|
% 62.35/27.35  																																													| Instantiating formula (29) with e3, e4, e4, e2 and discharging atoms op(e3, e4) = e4, op(e3, e4) = e2, yields:
% 62.35/27.35  																																													| (323) e4 = e2
% 62.35/27.35  																																													|
% 62.35/27.35  																																													| Instantiating formula (29) with e3, e2, e2, e1 and discharging atoms op(e3, e2) = e2, op(e3, e2) = e1, yields:
% 62.35/27.35  																																													| (617) e2 = e1
% 62.35/27.35  																																													|
% 62.35/27.35  																																													| Instantiating formula (29) with e3, e0, e0, e4 and discharging atoms op(e3, e0) = e4, op(e3, e0) = e0, yields:
% 62.35/27.35  																																													| (397) e4 = e0
% 62.35/27.35  																																													|
% 62.35/27.35  																																													| Combining equations (397,323) yields a new equation:
% 62.35/27.35  																																													| (330) e2 = e0
% 62.35/27.35  																																													|
% 62.35/27.35  																																													| Combining equations (330,617) yields a new equation:
% 62.35/27.35  																																													| (431) e1 = e0
% 62.35/27.35  																																													|
% 62.35/27.35  																																													| Equations (431) can reduce 233 to:
% 62.35/27.35  																																													| (266) $false
% 62.35/27.35  																																													|
% 62.35/27.35  																																													|-The branch is then unsatisfiable
% 62.35/27.35  																																								|-Branch two:
% 62.35/27.35  																																								| (1064)  ~ (all_0_49_49 = e1)
% 62.35/27.35  																																								| (2141) all_0_53_53 = e1 | all_0_58_58 = e1
% 62.35/27.35  																																								|
% 62.35/27.35  																																									+-Applying beta-rule and splitting (2141), into two cases.
% 62.35/27.35  																																									|-Branch one:
% 62.35/27.35  																																									| (1208) all_0_53_53 = e1
% 62.35/27.35  																																									|
% 62.35/27.35  																																										| Combining equations (665,1208) yields a new equation:
% 62.35/27.35  																																										| (454) e3 = e1
% 62.35/27.35  																																										|
% 62.35/27.35  																																										| Simplifying 454 yields:
% 62.35/27.35  																																										| (455) e3 = e1
% 62.35/27.35  																																										|
% 62.35/27.35  																																										| Equations (455) can reduce 213 to:
% 62.35/27.35  																																										| (266) $false
% 62.35/27.35  																																										|
% 62.35/27.35  																																										|-The branch is then unsatisfiable
% 62.35/27.35  																																									|-Branch two:
% 62.35/27.35  																																									| (1459)  ~ (all_0_53_53 = e1)
% 62.35/27.35  																																									| (918) all_0_58_58 = e1
% 62.35/27.35  																																									|
% 62.35/27.35  																																										| Combining equations (914,918) yields a new equation:
% 62.35/27.35  																																										| (431) e1 = e0
% 62.35/27.35  																																										|
% 62.35/27.35  																																										| Equations (431) can reduce 233 to:
% 62.35/27.35  																																										| (266) $false
% 62.35/27.35  																																										|
% 62.35/27.35  																																										|-The branch is then unsatisfiable
% 62.35/27.35  																																					|-Branch two:
% 62.35/27.35  																																					| (1390)  ~ (all_0_44_44 = e4)
% 62.35/27.35  																																					| (1391) all_0_44_44 = e3 | all_0_44_44 = e1 | all_0_44_44 = e0
% 62.35/27.35  																																					|
% 62.35/27.35  																																						+-Applying beta-rule and splitting (550), into two cases.
% 62.35/27.35  																																						|-Branch one:
% 62.35/27.35  																																						| (654) all_0_47_47 = e1
% 62.35/27.35  																																						|
% 62.35/27.35  																																							| Equations (654) can reduce 462 to:
% 62.35/27.35  																																							| (266) $false
% 62.35/27.35  																																							|
% 62.35/27.35  																																							|-The branch is then unsatisfiable
% 62.35/27.35  																																						|-Branch two:
% 62.35/27.35  																																						| (462)  ~ (all_0_47_47 = e1)
% 62.35/27.35  																																						| (659) all_0_48_48 = e1 | all_0_49_49 = e1
% 62.35/27.35  																																						|
% 62.35/27.35  																																							+-Applying beta-rule and splitting (659), into two cases.
% 62.35/27.35  																																							|-Branch one:
% 62.35/27.35  																																							| (615) all_0_48_48 = e1
% 62.35/27.35  																																							|
% 62.35/27.35  																																								| Combining equations (335,615) yields a new equation:
% 62.35/27.35  																																								| (616) e2 = e1
% 62.35/27.35  																																								|
% 62.35/27.35  																																								| Simplifying 616 yields:
% 62.35/27.35  																																								| (617) e2 = e1
% 62.35/27.35  																																								|
% 62.35/27.35  																																								| Equations (617) can reduce 122 to:
% 62.35/27.35  																																								| (266) $false
% 62.35/27.35  																																								|
% 62.35/27.35  																																								|-The branch is then unsatisfiable
% 62.35/27.35  																																							|-Branch two:
% 62.35/27.35  																																							| (619)  ~ (all_0_48_48 = e1)
% 62.35/27.35  																																							| (671) all_0_49_49 = e1
% 62.35/27.35  																																							|
% 62.35/27.35  																																								| Equations (671) can reduce 9 to:
% 62.35/27.35  																																								| (639)  ~ (all_0_44_44 = e1)
% 62.35/27.35  																																								|
% 62.35/27.35  																																								+-Applying beta-rule and splitting (1391), into two cases.
% 62.35/27.35  																																								|-Branch one:
% 62.35/27.35  																																								| (1414) all_0_44_44 = e0
% 62.35/27.35  																																								|
% 62.35/27.35  																																									| Equations (1414) can reduce 360 to:
% 62.35/27.35  																																									| (266) $false
% 62.35/27.35  																																									|
% 62.35/27.35  																																									|-The branch is then unsatisfiable
% 62.35/27.35  																																								|-Branch two:
% 62.35/27.35  																																								| (360)  ~ (all_0_44_44 = e0)
% 62.35/27.35  																																								| (1417) all_0_44_44 = e3 | all_0_44_44 = e1
% 62.35/27.35  																																								|
% 62.35/27.35  																																									+-Applying beta-rule and splitting (1417), into two cases.
% 62.35/27.35  																																									|-Branch one:
% 62.35/27.35  																																									| (635) all_0_44_44 = e1
% 62.35/27.35  																																									|
% 62.35/27.35  																																										| Equations (635) can reduce 639 to:
% 62.35/27.35  																																										| (266) $false
% 62.35/27.35  																																										|
% 62.35/27.35  																																										|-The branch is then unsatisfiable
% 62.35/27.35  																																									|-Branch two:
% 62.35/27.35  																																									| (639)  ~ (all_0_44_44 = e1)
% 62.35/27.35  																																									| (532) all_0_44_44 = e3
% 62.35/27.35  																																									|
% 62.35/27.35  																																										| Equations (532) can reduce 407 to:
% 62.35/27.35  																																										| (266) $false
% 62.35/27.35  																																										|
% 62.35/27.35  																																										|-The branch is then unsatisfiable
% 62.35/27.35  																																			|-Branch two:
% 62.35/27.35  																																			| (1380)  ~ (all_0_42_42 = e1)
% 62.35/27.35  																																			| (3259) all_0_47_47 = e1 | all_0_51_51 = e1 | all_0_56_56 = e1
% 62.35/27.35  																																			|
% 62.35/27.35  																																				+-Applying beta-rule and splitting (3259), into two cases.
% 62.35/27.35  																																				|-Branch one:
% 62.35/27.35  																																				| (654) all_0_47_47 = e1
% 62.35/27.35  																																				|
% 62.35/27.35  																																					| Equations (654) can reduce 86 to:
% 62.35/27.35  																																					| (1419)  ~ (all_0_49_49 = e1)
% 62.35/27.35  																																					|
% 62.35/27.35  																																					| Simplifying 1419 yields:
% 62.35/27.35  																																					| (1064)  ~ (all_0_49_49 = e1)
% 62.35/27.35  																																					|
% 62.35/27.35  																																					| Equations (654) can reduce 1091 to:
% 62.35/27.35  																																					| (467)  ~ (e3 = e1)
% 62.35/27.35  																																					|
% 62.35/27.35  																																					| Simplifying 467 yields:
% 62.35/27.35  																																					| (213)  ~ (e3 = e1)
% 62.35/27.35  																																					|
% 62.35/27.35  																																					| Equations (654) can reduce 678 to:
% 62.35/27.35  																																					| (233)  ~ (e1 = e0)
% 62.35/27.35  																																					|
% 62.35/27.35  																																					+-Applying beta-rule and splitting (103), into two cases.
% 62.35/27.35  																																					|-Branch one:
% 62.35/27.35  																																					| (453) all_0_41_41 = e1
% 62.35/27.35  																																					|
% 62.35/27.35  																																						| Combining equations (453,403) yields a new equation:
% 62.35/27.35  																																						| (455) e3 = e1
% 62.35/27.35  																																						|
% 62.35/27.35  																																						| Equations (455) can reduce 213 to:
% 62.35/27.35  																																						| (266) $false
% 62.35/27.35  																																						|
% 62.35/27.35  																																						|-The branch is then unsatisfiable
% 62.35/27.35  																																					|-Branch two:
% 62.35/27.35  																																					| (457)  ~ (all_0_41_41 = e1)
% 62.35/27.35  																																					| (458) all_0_42_42 = e1 | all_0_43_43 = e1 | all_0_44_44 = e1
% 62.35/27.35  																																					|
% 62.35/27.35  																																						| Equations (403) can reduce 457 to:
% 62.35/27.35  																																						| (213)  ~ (e3 = e1)
% 62.35/27.35  																																						|
% 62.35/27.35  																																						+-Applying beta-rule and splitting (152), into two cases.
% 62.35/27.35  																																						|-Branch one:
% 62.35/27.35  																																						| (1392) all_0_42_42 = e4
% 62.35/27.35  																																						|
% 62.35/27.35  																																							| Equations (1392) can reduce 73 to:
% 62.35/27.35  																																							| (1903)  ~ (all_0_44_44 = e4)
% 62.35/27.35  																																							|
% 62.35/27.35  																																							| Simplifying 1903 yields:
% 62.35/27.35  																																							| (1390)  ~ (all_0_44_44 = e4)
% 62.35/27.35  																																							|
% 62.35/27.35  																																							| Equations (1392) can reduce 405 to:
% 62.35/27.35  																																							| (188)  ~ (e4 = e3)
% 62.35/27.35  																																							|
% 62.35/27.35  																																							| Equations (1392) can reduce 51 to:
% 62.35/27.35  																																							| (48)  ~ (e4 = e2)
% 62.35/27.35  																																							|
% 62.35/27.35  																																							| Equations (1392) can reduce 358 to:
% 62.35/27.35  																																							| (49)  ~ (e4 = e0)
% 62.35/27.35  																																							|
% 62.35/27.35  																																							+-Applying beta-rule and splitting (112), into two cases.
% 62.35/27.35  																																							|-Branch one:
% 62.35/27.35  																																							| (635) all_0_44_44 = e1
% 62.35/27.35  																																							|
% 62.35/27.35  																																								| Equations (635) can reduce 147 to:
% 62.35/27.35  																																								| (604)  ~ (e2 = e1)
% 62.35/27.35  																																								|
% 62.35/27.35  																																								| Simplifying 604 yields:
% 62.35/27.35  																																								| (122)  ~ (e2 = e1)
% 62.35/27.35  																																								|
% 62.35/27.35  																																								| Equations (635) can reduce 360 to:
% 62.35/27.35  																																								| (233)  ~ (e1 = e0)
% 62.35/27.35  																																								|
% 62.35/27.35  																																								| From (635) and (138) follows:
% 62.35/27.35  																																								| (1423) op(e3, e0) = e1
% 62.35/27.35  																																								|
% 62.35/27.35  																																								+-Applying beta-rule and splitting (56), into two cases.
% 62.35/27.35  																																								|-Branch one:
% 62.35/27.35  																																								| (696) unit = e2
% 62.35/27.35  																																								|
% 62.35/27.35  																																									| From (696) and (28) follows:
% 62.35/27.35  																																									| (699) op(e1, e2) = e1
% 62.35/27.35  																																									|
% 62.35/27.35  																																									| Instantiating formula (29) with e1, e2, e1, e2 and discharging atoms op(e1, e2) = e2, op(e1, e2) = e1, yields:
% 62.35/27.35  																																									| (617) e2 = e1
% 62.35/27.35  																																									|
% 62.35/27.35  																																									| Equations (617) can reduce 122 to:
% 62.35/27.35  																																									| (266) $false
% 62.35/27.35  																																									|
% 62.35/27.35  																																									|-The branch is then unsatisfiable
% 62.35/27.35  																																								|-Branch two:
% 62.35/27.35  																																								| (707)  ~ (unit = e2)
% 62.35/27.35  																																								| (708) unit = e4 | unit = e3 | unit = e1 | unit = e0
% 62.35/27.35  																																								|
% 62.35/27.35  																																									+-Applying beta-rule and splitting (708), into two cases.
% 62.35/27.35  																																									|-Branch one:
% 62.35/27.35  																																									| (709) unit = e4
% 62.35/27.35  																																									|
% 62.35/27.35  																																										| From (709) and (24) follows:
% 62.35/27.35  																																										| (33325) op(e4, e3) = e3
% 62.35/27.35  																																										|
% 62.35/27.35  																																										| From (709) and (211) follows:
% 62.35/27.35  																																										| (22527) op(e4, e1) = e1
% 62.35/27.35  																																										|
% 62.35/27.35  																																										| From (709) and (32) follows:
% 62.35/27.35  																																										| (712) op(e2, e4) = e2
% 62.35/27.35  																																										|
% 62.35/27.35  																																										| From (709) and (42) follows:
% 62.35/27.35  																																										| (713) op(e0, e4) = e0
% 62.35/27.35  																																										|
% 62.35/27.35  																																										| Instantiating formula (29) with e4, e3, e3, e4 and discharging atoms op(e4, e3) = e4, op(e4, e3) = e3, yields:
% 62.35/27.35  																																										| (425) e4 = e3
% 62.35/27.35  																																										|
% 62.35/27.35  																																										| Instantiating formula (29) with e4, e1, e1, e3 and discharging atoms op(e4, e1) = e3, op(e4, e1) = e1, yields:
% 62.35/27.35  																																										| (455) e3 = e1
% 62.35/27.35  																																										|
% 62.35/27.35  																																										| Instantiating formula (29) with e2, e4, e2, e3 and discharging atoms op(e2, e4) = e3, op(e2, e4) = e2, yields:
% 62.35/27.35  																																										| (662) e3 = e2
% 62.35/27.35  																																										|
% 62.35/27.35  																																										| Instantiating formula (29) with e0, e4, e0, e4 and discharging atoms op(e0, e4) = e4, op(e0, e4) = e0, yields:
% 62.35/27.35  																																										| (397) e4 = e0
% 62.35/27.35  																																										|
% 62.35/27.35  																																										| Combining equations (425,397) yields a new equation:
% 62.35/27.35  																																										| (675) e3 = e0
% 62.35/27.35  																																										|
% 62.35/27.35  																																										| Simplifying 675 yields:
% 62.35/27.35  																																										| (676) e3 = e0
% 62.35/27.35  																																										|
% 62.35/27.35  																																										| Combining equations (455,662) yields a new equation:
% 62.35/27.35  																																										| (617) e2 = e1
% 62.35/27.35  																																										|
% 62.35/27.35  																																										| Combining equations (676,662) yields a new equation:
% 62.35/27.35  																																										| (330) e2 = e0
% 62.35/27.35  																																										|
% 62.35/27.35  																																										| Combining equations (617,330) yields a new equation:
% 62.35/27.35  																																										| (546) e1 = e0
% 62.35/27.35  																																										|
% 62.35/27.35  																																										| Simplifying 546 yields:
% 62.35/27.36  																																										| (431) e1 = e0
% 62.35/27.36  																																										|
% 62.35/27.36  																																										| Equations (431) can reduce 233 to:
% 62.35/27.36  																																										| (266) $false
% 62.35/27.36  																																										|
% 62.35/27.36  																																										|-The branch is then unsatisfiable
% 62.35/27.36  																																									|-Branch two:
% 62.35/27.36  																																									| (724)  ~ (unit = e4)
% 62.35/27.36  																																									| (725) unit = e3 | unit = e1 | unit = e0
% 62.35/27.36  																																									|
% 62.35/27.36  																																										+-Applying beta-rule and splitting (725), into two cases.
% 62.35/27.36  																																										|-Branch one:
% 62.35/27.36  																																										| (726) unit = e0
% 62.35/27.36  																																										|
% 62.35/27.36  																																											| From (726) and (15) follows:
% 62.35/27.36  																																											| (1508) op(e0, e2) = e2
% 62.35/27.36  																																											|
% 62.35/27.36  																																											| From (726) and (28) follows:
% 62.35/27.36  																																											| (2698) op(e1, e0) = e1
% 62.35/27.36  																																											|
% 62.35/27.36  																																											| Instantiating formula (29) with e1, e0, e1, e3 and discharging atoms op(e1, e0) = e3, op(e1, e0) = e1, yields:
% 62.35/27.36  																																											| (455) e3 = e1
% 62.35/27.36  																																											|
% 62.35/27.36  																																											| Instantiating formula (29) with e0, e2, e2, e3 and discharging atoms op(e0, e2) = e3, op(e0, e2) = e2, yields:
% 62.35/27.36  																																											| (662) e3 = e2
% 62.35/27.36  																																											|
% 62.35/27.36  																																											| Combining equations (662,455) yields a new equation:
% 62.35/27.36  																																											| (616) e2 = e1
% 62.35/27.36  																																											|
% 62.35/27.36  																																											| Simplifying 616 yields:
% 62.35/27.36  																																											| (617) e2 = e1
% 62.35/27.36  																																											|
% 62.35/27.36  																																											| Equations (617) can reduce 122 to:
% 62.35/27.36  																																											| (266) $false
% 62.35/27.36  																																											|
% 62.35/27.36  																																											|-The branch is then unsatisfiable
% 62.35/27.36  																																										|-Branch two:
% 62.35/27.36  																																										| (734)  ~ (unit = e0)
% 62.35/27.36  																																										| (735) unit = e3 | unit = e1
% 62.35/27.36  																																										|
% 62.35/27.36  																																											+-Applying beta-rule and splitting (735), into two cases.
% 62.35/27.36  																																											|-Branch one:
% 62.35/27.36  																																											| (736) unit = e1
% 62.35/27.36  																																											|
% 62.35/27.36  																																												| Equations (736) can reduce 734 to:
% 62.35/27.36  																																												| (233)  ~ (e1 = e0)
% 62.35/27.36  																																												|
% 62.35/27.36  																																												| From (736) and (244) follows:
% 62.35/27.36  																																												| (738) op(e1, e4) = e4
% 62.35/27.36  																																												|
% 62.35/27.36  																																												| From (736) and (227) follows:
% 62.35/27.36  																																												| (739) op(e4, e1) = e4
% 62.35/27.36  																																												|
% 62.35/27.36  																																												| From (736) and (28) follows:
% 62.35/27.36  																																												| (740) op(e1, e1) = e1
% 62.35/27.36  																																												|
% 62.35/27.36  																																												| Instantiating formula (29) with e4, e1, e4, e3 and discharging atoms op(e4, e1) = e4, op(e4, e1) = e3, yields:
% 62.35/27.36  																																												| (425) e4 = e3
% 62.35/27.36  																																												|
% 62.35/27.36  																																												| Instantiating formula (29) with e1, e4, e4, e0 and discharging atoms op(e1, e4) = e4, op(e1, e4) = e0, yields:
% 62.35/27.36  																																												| (397) e4 = e0
% 62.35/27.36  																																												|
% 62.35/27.36  																																												| Instantiating formula (29) with e1, e1, e1, e4 and discharging atoms op(e1, e1) = e4, op(e1, e1) = e1, yields:
% 62.35/27.36  																																												| (630) e4 = e1
% 62.35/27.36  																																												|
% 62.35/27.36  																																												| Combining equations (630,425) yields a new equation:
% 62.35/27.36  																																												| (455) e3 = e1
% 62.35/27.36  																																												|
% 62.35/27.36  																																												| Combining equations (397,425) yields a new equation:
% 62.35/27.36  																																												| (676) e3 = e0
% 62.35/27.36  																																												|
% 62.35/27.36  																																												| Combining equations (676,455) yields a new equation:
% 62.35/27.36  																																												| (431) e1 = e0
% 62.35/27.36  																																												|
% 62.35/27.36  																																												| Equations (431) can reduce 233 to:
% 62.35/27.36  																																												| (266) $false
% 62.35/27.36  																																												|
% 62.35/27.36  																																												|-The branch is then unsatisfiable
% 62.35/27.36  																																											|-Branch two:
% 62.35/27.36  																																											| (748)  ~ (unit = e1)
% 62.35/27.36  																																											| (749) unit = e3
% 62.35/27.36  																																											|
% 62.35/27.36  																																												| From (749) and (209) follows:
% 62.35/27.36  																																												| (1667) op(e3, e0) = e0
% 62.35/27.36  																																												|
% 62.35/27.36  																																												| Instantiating formula (29) with e3, e0, e0, e1 and discharging atoms op(e3, e0) = e1, op(e3, e0) = e0, yields:
% 62.35/27.36  																																												| (431) e1 = e0
% 62.35/27.36  																																												|
% 62.35/27.36  																																												| Equations (431) can reduce 233 to:
% 62.35/27.36  																																												| (266) $false
% 62.35/27.36  																																												|
% 62.35/27.36  																																												|-The branch is then unsatisfiable
% 62.35/27.36  																																							|-Branch two:
% 62.35/27.36  																																							| (639)  ~ (all_0_44_44 = e1)
% 62.35/27.36  																																							| (640) all_0_49_49 = e1 | all_0_53_53 = e1 | all_0_58_58 = e1
% 62.35/27.36  																																							|
% 62.35/27.36  																																								+-Applying beta-rule and splitting (26), into two cases.
% 62.35/27.36  																																								|-Branch one:
% 62.35/27.36  																																								| (446) all_0_44_44 = e4
% 62.35/27.36  																																								|
% 62.35/27.36  																																									| Equations (446) can reduce 1390 to:
% 62.35/27.36  																																									| (266) $false
% 62.35/27.36  																																									|
% 62.35/27.36  																																									|-The branch is then unsatisfiable
% 62.35/27.36  																																								|-Branch two:
% 62.35/27.36  																																								| (1390)  ~ (all_0_44_44 = e4)
% 62.35/27.36  																																								| (1391) all_0_44_44 = e3 | all_0_44_44 = e1 | all_0_44_44 = e0
% 62.35/27.36  																																								|
% 62.35/27.36  																																									+-Applying beta-rule and splitting (150), into two cases.
% 62.35/27.36  																																									|-Branch one:
% 62.35/27.36  																																									| (1378) all_0_40_40 = e4
% 62.35/27.36  																																									|
% 62.35/27.36  																																										| Combining equations (1378,313) yields a new equation:
% 62.35/27.36  																																										| (322) e4 = e2
% 62.35/27.36  																																										|
% 62.35/27.36  																																										| Simplifying 322 yields:
% 62.35/27.36  																																										| (323) e4 = e2
% 62.35/27.36  																																										|
% 62.35/27.36  																																										| Equations (323) can reduce 48 to:
% 62.35/27.36  																																										| (266) $false
% 62.35/27.36  																																										|
% 62.35/27.36  																																										|-The branch is then unsatisfiable
% 62.35/27.36  																																									|-Branch two:
% 62.35/27.36  																																									| (447)  ~ (all_0_40_40 = e4)
% 62.35/27.36  																																									| (2271) all_0_44_44 = e4 | all_0_49_49 = e4 | all_0_53_53 = e4 | all_0_58_58 = e4
% 62.35/27.36  																																									|
% 62.35/27.36  																																										+-Applying beta-rule and splitting (206), into two cases.
% 62.35/27.36  																																										|-Branch one:
% 62.35/27.36  																																										| (248) all_0_45_45 = e4
% 62.35/27.36  																																										|
% 62.35/27.36  																																											| Combining equations (248,423) yields a new equation:
% 62.35/27.36  																																											| (424) e4 = e3
% 62.35/27.36  																																											|
% 62.35/27.36  																																											| Simplifying 424 yields:
% 62.35/27.36  																																											| (425) e4 = e3
% 62.35/27.36  																																											|
% 62.35/27.36  																																											| Equations (425) can reduce 188 to:
% 62.35/27.36  																																											| (266) $false
% 62.35/27.36  																																											|
% 62.35/27.36  																																											|-The branch is then unsatisfiable
% 62.35/27.36  																																										|-Branch two:
% 62.35/27.36  																																										| (60416)  ~ (all_0_45_45 = e4)
% 62.35/27.36  																																										| (61457) all_0_46_46 = e4 | all_0_47_47 = e4 | all_0_48_48 = e4 | all_0_49_49 = e4
% 62.35/27.36  																																										|
% 62.35/27.36  																																											| Equations (423) can reduce 60416 to:
% 62.35/27.36  																																											| (277)  ~ (e4 = e3)
% 62.35/27.36  																																											|
% 62.35/27.36  																																											| Simplifying 277 yields:
% 62.35/27.36  																																											| (188)  ~ (e4 = e3)
% 62.35/27.36  																																											|
% 62.35/27.36  																																											+-Applying beta-rule and splitting (2271), into two cases.
% 62.35/27.36  																																											|-Branch one:
% 62.35/27.36  																																											| (446) all_0_44_44 = e4
% 62.35/27.36  																																											|
% 62.35/27.36  																																												| Equations (446) can reduce 1390 to:
% 62.35/27.36  																																												| (266) $false
% 62.35/27.36  																																												|
% 62.35/27.36  																																												|-The branch is then unsatisfiable
% 62.35/27.36  																																											|-Branch two:
% 62.35/27.36  																																											| (1390)  ~ (all_0_44_44 = e4)
% 62.35/27.36  																																											| (7998) all_0_49_49 = e4 | all_0_53_53 = e4 | all_0_58_58 = e4
% 62.35/27.36  																																											|
% 62.35/27.36  																																												+-Applying beta-rule and splitting (7998), into two cases.
% 62.35/27.36  																																												|-Branch one:
% 62.35/27.36  																																												| (974) all_0_49_49 = e4
% 62.35/27.36  																																												|
% 62.35/27.36  																																													| Equations (974) can reduce 1064 to:
% 62.35/27.36  																																													| (110)  ~ (e4 = e1)
% 62.35/27.36  																																													|
% 62.35/27.36  																																													+-Applying beta-rule and splitting (640), into two cases.
% 62.35/27.36  																																													|-Branch one:
% 62.35/27.36  																																													| (671) all_0_49_49 = e1
% 62.35/27.36  																																													|
% 62.35/27.36  																																														| Combining equations (974,671) yields a new equation:
% 62.35/27.36  																																														| (636) e4 = e1
% 62.35/27.36  																																														|
% 62.35/27.36  																																														| Simplifying 636 yields:
% 62.35/27.36  																																														| (630) e4 = e1
% 62.35/27.36  																																														|
% 62.35/27.36  																																														| Equations (630) can reduce 110 to:
% 62.35/27.36  																																														| (266) $false
% 62.35/27.36  																																														|
% 62.35/27.36  																																														|-The branch is then unsatisfiable
% 62.35/27.36  																																													|-Branch two:
% 62.35/27.36  																																													| (1064)  ~ (all_0_49_49 = e1)
% 62.35/27.36  																																													| (2141) all_0_53_53 = e1 | all_0_58_58 = e1
% 62.35/27.36  																																													|
% 62.35/27.36  																																														+-Applying beta-rule and splitting (2141), into two cases.
% 62.35/27.36  																																														|-Branch one:
% 62.35/27.36  																																														| (1208) all_0_53_53 = e1
% 62.35/27.36  																																														|
% 62.35/27.36  																																															| Combining equations (665,1208) yields a new equation:
% 62.35/27.36  																																															| (454) e3 = e1
% 62.35/27.36  																																															|
% 62.35/27.36  																																															| Simplifying 454 yields:
% 62.35/27.36  																																															| (455) e3 = e1
% 62.35/27.36  																																															|
% 62.35/27.36  																																															| Equations (455) can reduce 213 to:
% 62.35/27.36  																																															| (266) $false
% 62.35/27.36  																																															|
% 62.35/27.36  																																															|-The branch is then unsatisfiable
% 62.35/27.36  																																														|-Branch two:
% 62.35/27.36  																																														| (1459)  ~ (all_0_53_53 = e1)
% 62.35/27.36  																																														| (918) all_0_58_58 = e1
% 62.35/27.36  																																														|
% 62.35/27.36  																																															| Combining equations (914,918) yields a new equation:
% 62.35/27.36  																																															| (431) e1 = e0
% 62.35/27.36  																																															|
% 62.35/27.36  																																															| Equations (431) can reduce 233 to:
% 62.35/27.36  																																															| (266) $false
% 62.35/27.36  																																															|
% 62.35/27.36  																																															|-The branch is then unsatisfiable
% 62.35/27.36  																																												|-Branch two:
% 62.35/27.36  																																												| (256)  ~ (all_0_49_49 = e4)
% 62.35/27.36  																																												| (8013) all_0_53_53 = e4 | all_0_58_58 = e4
% 62.35/27.36  																																												|
% 62.35/27.36  																																													+-Applying beta-rule and splitting (8013), into two cases.
% 62.35/27.36  																																													|-Branch one:
% 62.35/27.36  																																													| (1298) all_0_53_53 = e4
% 62.35/27.36  																																													|
% 62.35/27.36  																																														| Combining equations (665,1298) yields a new equation:
% 62.35/27.36  																																														| (425) e4 = e3
% 62.35/27.36  																																														|
% 62.35/27.36  																																														| Equations (425) can reduce 188 to:
% 62.35/27.36  																																														| (266) $false
% 62.35/27.36  																																														|
% 62.35/27.36  																																														|-The branch is then unsatisfiable
% 62.35/27.36  																																													|-Branch two:
% 62.35/27.36  																																													| (1453)  ~ (all_0_53_53 = e4)
% 62.35/27.36  																																													| (910) all_0_58_58 = e4
% 62.35/27.36  																																													|
% 62.35/27.36  																																														| Combining equations (910,914) yields a new equation:
% 62.35/27.36  																																														| (481) e4 = e0
% 62.35/27.36  																																														|
% 62.35/27.36  																																														| Simplifying 481 yields:
% 62.35/27.36  																																														| (397) e4 = e0
% 62.35/27.36  																																														|
% 62.35/27.36  																																														| Equations (397) can reduce 49 to:
% 62.35/27.36  																																														| (266) $false
% 62.35/27.36  																																														|
% 62.35/27.36  																																														|-The branch is then unsatisfiable
% 62.35/27.37  																																						|-Branch two:
% 62.35/27.37  																																						| (1890)  ~ (all_0_42_42 = e4)
% 62.35/27.37  																																						| (1969) all_0_42_42 = e3 | all_0_42_42 = e1 | all_0_42_42 = e0
% 62.35/27.37  																																						|
% 62.35/27.37  																																							+-Applying beta-rule and splitting (112), into two cases.
% 62.35/27.37  																																							|-Branch one:
% 62.35/27.37  																																							| (635) all_0_44_44 = e1
% 62.35/27.37  																																							|
% 62.35/27.37  																																								| Equations (635) can reduce 73 to:
% 62.35/27.37  																																								| (1380)  ~ (all_0_42_42 = e1)
% 62.35/27.37  																																								|
% 62.35/27.37  																																								+-Applying beta-rule and splitting (1969), into two cases.
% 62.35/27.37  																																								|-Branch one:
% 62.35/27.37  																																								| (559) all_0_42_42 = e0
% 62.35/27.37  																																								|
% 62.35/27.37  																																									| Equations (559) can reduce 358 to:
% 62.35/27.37  																																									| (266) $false
% 62.35/27.37  																																									|
% 62.35/27.37  																																									|-The branch is then unsatisfiable
% 62.35/27.37  																																								|-Branch two:
% 62.35/27.37  																																								| (358)  ~ (all_0_42_42 = e0)
% 62.35/27.37  																																								| (2510) all_0_42_42 = e3 | all_0_42_42 = e1
% 62.35/27.37  																																								|
% 62.35/27.37  																																									+-Applying beta-rule and splitting (2510), into two cases.
% 62.35/27.37  																																									|-Branch one:
% 62.35/27.37  																																									| (459) all_0_42_42 = e1
% 62.35/27.37  																																									|
% 62.35/27.37  																																										| Equations (459) can reduce 1380 to:
% 62.35/27.37  																																										| (266) $false
% 62.35/27.37  																																										|
% 62.35/27.37  																																										|-The branch is then unsatisfiable
% 62.35/27.37  																																									|-Branch two:
% 62.35/27.37  																																									| (1380)  ~ (all_0_42_42 = e1)
% 62.35/27.37  																																									| (516) all_0_42_42 = e3
% 62.35/27.37  																																									|
% 62.35/27.37  																																										| Equations (516) can reduce 405 to:
% 62.35/27.37  																																										| (266) $false
% 62.35/27.37  																																										|
% 62.35/27.37  																																										|-The branch is then unsatisfiable
% 62.35/27.37  																																							|-Branch two:
% 62.35/27.37  																																							| (639)  ~ (all_0_44_44 = e1)
% 62.35/27.37  																																							| (640) all_0_49_49 = e1 | all_0_53_53 = e1 | all_0_58_58 = e1
% 62.35/27.37  																																							|
% 62.35/27.37  																																								+-Applying beta-rule and splitting (640), into two cases.
% 62.35/27.37  																																								|-Branch one:
% 62.35/27.37  																																								| (671) all_0_49_49 = e1
% 62.35/27.37  																																								|
% 62.35/27.37  																																									| Equations (671) can reduce 1064 to:
% 62.35/27.37  																																									| (266) $false
% 62.35/27.37  																																									|
% 62.35/27.37  																																									|-The branch is then unsatisfiable
% 62.35/27.37  																																								|-Branch two:
% 62.35/27.37  																																								| (1064)  ~ (all_0_49_49 = e1)
% 62.35/27.37  																																								| (2141) all_0_53_53 = e1 | all_0_58_58 = e1
% 62.35/27.37  																																								|
% 62.35/27.37  																																									+-Applying beta-rule and splitting (2141), into two cases.
% 62.35/27.37  																																									|-Branch one:
% 62.35/27.37  																																									| (1208) all_0_53_53 = e1
% 62.35/27.37  																																									|
% 62.35/27.37  																																										| Combining equations (665,1208) yields a new equation:
% 62.35/27.37  																																										| (454) e3 = e1
% 62.35/27.37  																																										|
% 62.35/27.37  																																										| Simplifying 454 yields:
% 62.35/27.37  																																										| (455) e3 = e1
% 62.35/27.37  																																										|
% 62.35/27.37  																																										| Equations (455) can reduce 213 to:
% 62.35/27.37  																																										| (266) $false
% 62.35/27.37  																																										|
% 62.35/27.37  																																										|-The branch is then unsatisfiable
% 62.35/27.37  																																									|-Branch two:
% 62.35/27.37  																																									| (1459)  ~ (all_0_53_53 = e1)
% 62.35/27.37  																																									| (918) all_0_58_58 = e1
% 62.35/27.37  																																									|
% 62.35/27.37  																																										| Combining equations (918,914) yields a new equation:
% 62.35/27.37  																																										| (546) e1 = e0
% 62.35/27.37  																																										|
% 62.35/27.37  																																										| Simplifying 546 yields:
% 62.35/27.37  																																										| (431) e1 = e0
% 62.35/27.37  																																										|
% 62.35/27.37  																																										| Equations (431) can reduce 233 to:
% 62.35/27.37  																																										| (266) $false
% 62.35/27.37  																																										|
% 62.35/27.37  																																										|-The branch is then unsatisfiable
% 62.35/27.37  																																				|-Branch two:
% 62.35/27.37  																																				| (462)  ~ (all_0_47_47 = e1)
% 62.35/27.37  																																				| (3264) all_0_51_51 = e1 | all_0_56_56 = e1
% 62.35/27.37  																																				|
% 62.35/27.37  																																					+-Applying beta-rule and splitting (103), into two cases.
% 62.35/27.37  																																					|-Branch one:
% 62.35/27.37  																																					| (453) all_0_41_41 = e1
% 62.35/27.37  																																					|
% 62.35/27.37  																																						| Combining equations (453,403) yields a new equation:
% 62.35/27.37  																																						| (455) e3 = e1
% 62.35/27.37  																																						|
% 62.35/27.37  																																						| Equations (455) can reduce 213 to:
% 62.35/27.37  																																						| (266) $false
% 62.35/27.37  																																						|
% 62.35/27.37  																																						|-The branch is then unsatisfiable
% 62.35/27.37  																																					|-Branch two:
% 62.35/27.37  																																					| (457)  ~ (all_0_41_41 = e1)
% 62.35/27.37  																																					| (458) all_0_42_42 = e1 | all_0_43_43 = e1 | all_0_44_44 = e1
% 62.35/27.37  																																					|
% 62.35/27.37  																																						| Equations (403) can reduce 457 to:
% 62.35/27.37  																																						| (213)  ~ (e3 = e1)
% 62.35/27.37  																																						|
% 62.35/27.37  																																						+-Applying beta-rule and splitting (3264), into two cases.
% 62.35/27.37  																																						|-Branch one:
% 62.35/27.37  																																						| (1109) all_0_51_51 = e1
% 62.35/27.37  																																						|
% 62.35/27.37  																																							| Combining equations (504,1109) yields a new equation:
% 62.35/27.37  																																							| (616) e2 = e1
% 62.35/27.37  																																							|
% 62.35/27.37  																																							| Simplifying 616 yields:
% 62.35/27.37  																																							| (617) e2 = e1
% 62.35/27.37  																																							|
% 62.35/27.37  																																							| Equations (617) can reduce 122 to:
% 62.35/27.37  																																							| (266) $false
% 62.35/27.37  																																							|
% 62.35/27.37  																																							|-The branch is then unsatisfiable
% 62.35/27.37  																																						|-Branch two:
% 62.35/27.37  																																						| (464)  ~ (all_0_51_51 = e1)
% 62.35/27.37  																																						| (1569) all_0_56_56 = e1
% 62.35/27.37  																																						|
% 62.35/27.37  																																							| Combining equations (1569,1097) yields a new equation:
% 62.35/27.37  																																							| (455) e3 = e1
% 62.35/27.37  																																							|
% 62.35/27.37  																																							| Equations (455) can reduce 213 to:
% 62.35/27.37  																																							| (266) $false
% 62.35/27.37  																																							|
% 62.35/27.37  																																							|-The branch is then unsatisfiable
% 62.35/27.37  																																		|-Branch two:
% 62.35/27.37  																																		| (759)  ~ (all_0_50_50 = e1)
% 62.35/27.37  																																		| (415) all_0_50_50 = e3
% 62.35/27.37  																																		|
% 62.35/27.37  																																			| Equations (415) can reduce 411 to:
% 62.35/27.37  																																			| (266) $false
% 62.35/27.37  																																			|
% 62.35/27.37  																																			|-The branch is then unsatisfiable
% 62.35/27.37  																													|-Branch two:
% 62.35/27.37  																													| (1898)  ~ (all_0_41_41 = e3)
% 62.35/27.37  																													| (1899) all_0_42_42 = e3 | all_0_44_44 = e3
% 62.35/27.37  																													|
% 62.35/27.37  																														+-Applying beta-rule and splitting (1899), into two cases.
% 62.35/27.37  																														|-Branch one:
% 62.35/27.37  																														| (516) all_0_42_42 = e3
% 62.35/27.37  																														|
% 62.35/27.37  																															| Equations (516) can reduce 405 to:
% 62.35/27.37  																															| (266) $false
% 62.35/27.37  																															|
% 62.35/27.37  																															|-The branch is then unsatisfiable
% 62.35/27.37  																														|-Branch two:
% 62.35/27.37  																														| (405)  ~ (all_0_42_42 = e3)
% 62.35/27.37  																														| (532) all_0_44_44 = e3
% 62.35/27.37  																														|
% 62.35/27.37  																															| Equations (532) can reduce 73 to:
% 62.35/27.37  																															| (405)  ~ (all_0_42_42 = e3)
% 62.35/27.37  																															|
% 62.35/27.37  																															| Equations (532) can reduce 220 to:
% 62.35/27.37  																															| (1114)  ~ (all_0_53_53 = e3)
% 62.35/27.37  																															|
% 62.35/27.37  																															| Simplifying 1114 yields:
% 62.35/27.37  																															| (903)  ~ (all_0_53_53 = e3)
% 62.35/27.37  																															|
% 62.35/27.37  																															| Equations (532) can reduce 147 to:
% 62.35/27.37  																															| (212)  ~ (e3 = e2)
% 62.35/27.37  																															|
% 62.35/27.37  																															| From (532) and (138) follows:
% 62.35/27.37  																															| (1639) op(e3, e0) = e3
% 62.35/27.37  																															|
% 62.35/27.37  																															+-Applying beta-rule and splitting (168), into two cases.
% 62.35/27.37  																															|-Branch one:
% 62.35/27.37  																															| (415) all_0_50_50 = e3
% 62.35/27.37  																															|
% 62.35/27.37  																																| Equations (415) can reduce 221 to:
% 62.35/27.37  																																| (1898)  ~ (all_0_41_41 = e3)
% 62.35/27.37  																																|
% 62.35/27.37  																																| Equations (415) can reduce 302 to:
% 62.35/27.37  																																| (212)  ~ (e3 = e2)
% 62.35/27.37  																																|
% 62.35/27.37  																																| From (415) and (242) follows:
% 62.35/27.37  																																| (1934) op(e1, e3) = e3
% 62.35/27.37  																																|
% 62.35/27.37  																																+-Applying beta-rule and splitting (18), into two cases.
% 62.35/27.37  																																|-Branch one:
% 62.35/27.37  																																| (453) all_0_41_41 = e1
% 62.35/27.37  																																|
% 62.35/27.37  																																	| Equations (453) can reduce 214 to:
% 62.35/27.37  																																	| (4055)  ~ (all_0_42_42 = e1)
% 62.35/27.37  																																	|
% 62.35/27.37  																																	| Simplifying 4055 yields:
% 62.35/27.37  																																	| (1380)  ~ (all_0_42_42 = e1)
% 62.35/27.37  																																	|
% 62.35/27.37  																																	| Equations (453) can reduce 1898 to:
% 62.35/27.37  																																	| (467)  ~ (e3 = e1)
% 62.35/27.37  																																	|
% 62.35/27.37  																																	| Simplifying 467 yields:
% 62.35/27.37  																																	| (213)  ~ (e3 = e1)
% 62.35/27.37  																																	|
% 62.35/27.37  																																	| Equations (453) can reduce 85 to:
% 62.35/27.37  																																	| (604)  ~ (e2 = e1)
% 62.35/27.37  																																	|
% 62.35/27.37  																																	| Simplifying 604 yields:
% 62.35/27.37  																																	| (122)  ~ (e2 = e1)
% 62.35/27.37  																																	|
% 62.35/27.37  																																	+-Applying beta-rule and splitting (152), into two cases.
% 62.35/27.37  																																	|-Branch one:
% 62.35/27.37  																																	| (1392) all_0_42_42 = e4
% 62.35/27.37  																																	|
% 62.35/27.37  																																		| Equations (1392) can reduce 198 to:
% 62.35/27.37  																																		| (251)  ~ (all_0_47_47 = e4)
% 62.35/27.37  																																		|
% 62.35/27.37  																																		| Simplifying 251 yields:
% 62.35/27.37  																																		| (252)  ~ (all_0_47_47 = e4)
% 62.35/27.37  																																		|
% 62.35/27.37  																																		| Equations (1392) can reduce 405 to:
% 62.35/27.37  																																		| (188)  ~ (e4 = e3)
% 62.35/27.37  																																		|
% 62.35/27.37  																																		| Equations (1392) can reduce 51 to:
% 62.35/27.37  																																		| (48)  ~ (e4 = e2)
% 62.35/27.37  																																		|
% 62.35/27.37  																																		| Equations (1392) can reduce 1380 to:
% 62.35/27.37  																																		| (110)  ~ (e4 = e1)
% 62.35/27.37  																																		|
% 62.35/27.37  																																		| Equations (1392) can reduce 358 to:
% 62.35/27.37  																																		| (49)  ~ (e4 = e0)
% 62.35/27.37  																																		|
% 62.35/27.37  																																		+-Applying beta-rule and splitting (131), into two cases.
% 62.35/27.37  																																		|-Branch one:
% 62.35/27.37  																																		| (459) all_0_42_42 = e1
% 62.35/27.37  																																		|
% 62.35/27.37  																																			| Combining equations (459,1392) yields a new equation:
% 62.35/27.37  																																			| (630) e4 = e1
% 62.35/27.37  																																			|
% 62.35/27.37  																																			| Equations (630) can reduce 110 to:
% 62.35/27.37  																																			| (266) $false
% 62.35/27.37  																																			|
% 62.35/27.37  																																			|-The branch is then unsatisfiable
% 62.35/27.37  																																		|-Branch two:
% 62.35/27.37  																																		| (1380)  ~ (all_0_42_42 = e1)
% 62.35/27.37  																																		| (3259) all_0_47_47 = e1 | all_0_51_51 = e1 | all_0_56_56 = e1
% 62.35/27.37  																																		|
% 62.35/27.37  																																			+-Applying beta-rule and splitting (3259), into two cases.
% 62.35/27.37  																																			|-Branch one:
% 62.35/27.37  																																			| (654) all_0_47_47 = e1
% 62.35/27.37  																																			|
% 62.35/27.37  																																				| Equations (654) can reduce 86 to:
% 62.35/27.37  																																				| (1419)  ~ (all_0_49_49 = e1)
% 62.35/27.37  																																				|
% 62.35/27.37  																																				| Simplifying 1419 yields:
% 62.35/27.37  																																				| (1064)  ~ (all_0_49_49 = e1)
% 62.35/27.37  																																				|
% 62.35/27.37  																																				| Equations (654) can reduce 252 to:
% 62.35/27.37  																																				| (602)  ~ (e4 = e1)
% 62.35/27.37  																																				|
% 62.35/27.37  																																				| Simplifying 602 yields:
% 62.35/27.37  																																				| (110)  ~ (e4 = e1)
% 62.35/27.37  																																				|
% 62.35/27.37  																																				| Equations (654) can reduce 1091 to:
% 62.35/27.37  																																				| (467)  ~ (e3 = e1)
% 62.35/27.37  																																				|
% 62.35/27.37  																																				| Simplifying 467 yields:
% 62.35/27.37  																																				| (213)  ~ (e3 = e1)
% 62.35/27.37  																																				|
% 62.35/27.37  																																				| Equations (654) can reduce 338 to:
% 62.35/27.37  																																				| (604)  ~ (e2 = e1)
% 62.35/27.37  																																				|
% 62.35/27.37  																																				| Simplifying 604 yields:
% 62.35/27.37  																																				| (122)  ~ (e2 = e1)
% 62.35/27.37  																																				|
% 62.35/27.37  																																				+-Applying beta-rule and splitting (54), into two cases.
% 62.35/27.37  																																				|-Branch one:
% 62.35/27.37  																																				| (583) all_0_49_49 = e2
% 62.35/27.37  																																				|
% 62.35/27.37  																																					| Equations (583) can reduce 340 to:
% 62.35/27.37  																																					| (266) $false
% 62.35/27.37  																																					|
% 62.35/27.37  																																					|-The branch is then unsatisfiable
% 62.35/27.37  																																				|-Branch two:
% 62.35/27.37  																																				| (340)  ~ (all_0_49_49 = e2)
% 62.35/27.37  																																				| (586) all_0_49_49 = e4 | all_0_49_49 = e3 | all_0_49_49 = e1 | all_0_49_49 = e0
% 62.35/27.37  																																				|
% 62.35/27.37  																																					+-Applying beta-rule and splitting (160), into two cases.
% 62.35/27.37  																																					|-Branch one:
% 62.35/27.37  																																					| (601) all_0_50_50 = e1
% 62.35/27.37  																																					|
% 62.35/27.37  																																						| Combining equations (601,415) yields a new equation:
% 62.35/27.37  																																						| (455) e3 = e1
% 62.35/27.37  																																						|
% 62.35/27.37  																																						| Equations (455) can reduce 213 to:
% 62.35/27.37  																																						| (266) $false
% 62.35/27.37  																																						|
% 62.35/27.37  																																						|-The branch is then unsatisfiable
% 62.35/27.37  																																					|-Branch two:
% 62.35/27.37  																																					| (759)  ~ (all_0_50_50 = e1)
% 62.35/27.37  																																					| (1168) all_0_51_51 = e1 | all_0_52_52 = e1 | all_0_53_53 = e1
% 62.35/27.37  																																					|
% 62.35/27.37  																																						+-Applying beta-rule and splitting (196), into two cases.
% 62.35/27.37  																																						|-Branch one:
% 62.35/27.37  																																						| (607) all_0_53_53 = e2
% 62.35/27.37  																																						|
% 62.35/27.37  																																							| Equations (607) can reduce 509 to:
% 62.35/27.37  																																							| (266) $false
% 62.35/27.37  																																							|
% 62.35/27.37  																																							|-The branch is then unsatisfiable
% 62.35/27.37  																																						|-Branch two:
% 62.35/27.37  																																						| (509)  ~ (all_0_53_53 = e2)
% 62.35/27.37  																																						| (610) all_0_53_53 = e4 | all_0_53_53 = e3 | all_0_53_53 = e1
% 62.35/27.37  																																						|
% 62.35/27.37  																																							+-Applying beta-rule and splitting (206), into two cases.
% 62.35/27.37  																																							|-Branch one:
% 62.35/27.37  																																							| (248) all_0_45_45 = e4
% 62.35/27.37  																																							|
% 62.35/27.37  																																								| Combining equations (423,248) yields a new equation:
% 62.35/27.37  																																								| (425) e4 = e3
% 62.35/27.37  																																								|
% 62.35/27.37  																																								| Equations (425) can reduce 188 to:
% 62.35/27.37  																																								| (266) $false
% 62.35/27.37  																																								|
% 62.35/27.37  																																								|-The branch is then unsatisfiable
% 62.35/27.37  																																							|-Branch two:
% 62.35/27.37  																																							| (60416)  ~ (all_0_45_45 = e4)
% 62.35/27.37  																																							| (61457) all_0_46_46 = e4 | all_0_47_47 = e4 | all_0_48_48 = e4 | all_0_49_49 = e4
% 62.35/27.37  																																							|
% 62.35/27.37  																																								+-Applying beta-rule and splitting (150), into two cases.
% 62.35/27.37  																																								|-Branch one:
% 62.35/27.37  																																								| (1378) all_0_40_40 = e4
% 62.35/27.37  																																								|
% 62.35/27.37  																																									| Combining equations (1378,313) yields a new equation:
% 62.35/27.37  																																									| (322) e4 = e2
% 62.35/27.37  																																									|
% 62.35/27.37  																																									| Simplifying 322 yields:
% 62.35/27.37  																																									| (323) e4 = e2
% 62.35/27.37  																																									|
% 62.35/27.37  																																									| Equations (323) can reduce 48 to:
% 62.35/27.37  																																									| (266) $false
% 62.35/27.37  																																									|
% 62.35/27.37  																																									|-The branch is then unsatisfiable
% 62.35/27.37  																																								|-Branch two:
% 62.35/27.37  																																								| (447)  ~ (all_0_40_40 = e4)
% 62.35/27.37  																																								| (2271) all_0_44_44 = e4 | all_0_49_49 = e4 | all_0_53_53 = e4 | all_0_58_58 = e4
% 62.35/27.37  																																								|
% 62.35/27.37  																																									| Equations (313) can reduce 447 to:
% 62.35/27.37  																																									| (327)  ~ (e4 = e2)
% 62.35/27.37  																																									|
% 62.35/27.37  																																									| Simplifying 327 yields:
% 62.35/27.37  																																									| (48)  ~ (e4 = e2)
% 62.35/27.37  																																									|
% 62.35/27.37  																																									+-Applying beta-rule and splitting (61457), into two cases.
% 62.35/27.37  																																									|-Branch one:
% 62.35/27.37  																																									| (770) all_0_46_46 = e4
% 62.35/27.37  																																									|
% 62.35/27.37  																																										| Combining equations (538,770) yields a new equation:
% 62.35/27.37  																																										| (397) e4 = e0
% 62.35/27.37  																																										|
% 62.35/27.37  																																										| Equations (397) can reduce 49 to:
% 62.35/27.37  																																										| (266) $false
% 62.35/27.37  																																										|
% 62.35/27.37  																																										|-The branch is then unsatisfiable
% 62.35/27.37  																																									|-Branch two:
% 62.35/27.37  																																									| (250)  ~ (all_0_46_46 = e4)
% 62.35/27.38  																																									| (61466) all_0_47_47 = e4 | all_0_48_48 = e4 | all_0_49_49 = e4
% 62.35/27.38  																																									|
% 62.35/27.38  																																										+-Applying beta-rule and splitting (1168), into two cases.
% 62.35/27.38  																																										|-Branch one:
% 62.35/27.38  																																										| (1109) all_0_51_51 = e1
% 62.35/27.38  																																										|
% 62.35/27.38  																																											| Combining equations (504,1109) yields a new equation:
% 62.35/27.38  																																											| (616) e2 = e1
% 62.35/27.38  																																											|
% 62.35/27.38  																																											| Simplifying 616 yields:
% 62.35/27.38  																																											| (617) e2 = e1
% 62.35/27.38  																																											|
% 62.35/27.38  																																											| Equations (617) can reduce 122 to:
% 62.35/27.38  																																											| (266) $false
% 62.35/27.38  																																											|
% 62.35/27.38  																																											|-The branch is then unsatisfiable
% 62.35/27.38  																																										|-Branch two:
% 62.35/27.38  																																										| (464)  ~ (all_0_51_51 = e1)
% 62.35/27.38  																																										| (1202) all_0_52_52 = e1 | all_0_53_53 = e1
% 62.35/27.38  																																										|
% 62.35/27.38  																																											+-Applying beta-rule and splitting (586), into two cases.
% 62.35/27.38  																																											|-Branch one:
% 62.35/27.38  																																											| (974) all_0_49_49 = e4
% 62.35/27.38  																																											|
% 62.35/27.38  																																												| Equations (974) can reduce 1064 to:
% 62.35/27.38  																																												| (110)  ~ (e4 = e1)
% 62.35/27.38  																																												|
% 62.35/27.38  																																												+-Applying beta-rule and splitting (1202), into two cases.
% 62.35/27.38  																																												|-Branch one:
% 62.35/27.38  																																												| (642) all_0_52_52 = e1
% 62.35/27.38  																																												|
% 62.35/27.38  																																													| Combining equations (565,642) yields a new equation:
% 62.35/27.38  																																													| (636) e4 = e1
% 62.35/27.38  																																													|
% 62.35/27.38  																																													| Simplifying 636 yields:
% 62.35/27.38  																																													| (630) e4 = e1
% 62.35/27.38  																																													|
% 62.35/27.38  																																													| Equations (630) can reduce 110 to:
% 62.35/27.38  																																													| (266) $false
% 62.35/27.38  																																													|
% 62.35/27.38  																																													|-The branch is then unsatisfiable
% 62.35/27.38  																																												|-Branch two:
% 62.35/27.38  																																												| (646)  ~ (all_0_52_52 = e1)
% 62.35/27.38  																																												| (1208) all_0_53_53 = e1
% 62.35/27.38  																																												|
% 62.35/27.38  																																													| Equations (1208) can reduce 509 to:
% 62.35/27.38  																																													| (604)  ~ (e2 = e1)
% 62.35/27.38  																																													|
% 62.35/27.38  																																													| Simplifying 604 yields:
% 62.35/27.38  																																													| (122)  ~ (e2 = e1)
% 62.35/27.38  																																													|
% 62.35/27.38  																																													| Equations (1208) can reduce 247 to:
% 62.35/27.38  																																													| (233)  ~ (e1 = e0)
% 62.35/27.38  																																													|
% 62.35/27.38  																																													+-Applying beta-rule and splitting (56), into two cases.
% 62.35/27.38  																																													|-Branch one:
% 62.35/27.38  																																													| (696) unit = e2
% 62.35/27.38  																																													|
% 62.35/27.38  																																														| From (696) and (28) follows:
% 62.35/27.38  																																														| (699) op(e1, e2) = e1
% 62.35/27.38  																																														|
% 62.35/27.38  																																														| Instantiating formula (29) with e1, e2, e1, e2 and discharging atoms op(e1, e2) = e2, op(e1, e2) = e1, yields:
% 62.35/27.38  																																														| (617) e2 = e1
% 62.35/27.38  																																														|
% 62.35/27.38  																																														| Equations (617) can reduce 122 to:
% 62.35/27.38  																																														| (266) $false
% 62.35/27.38  																																														|
% 62.35/27.38  																																														|-The branch is then unsatisfiable
% 62.35/27.38  																																													|-Branch two:
% 62.35/27.38  																																													| (707)  ~ (unit = e2)
% 62.35/27.38  																																													| (708) unit = e4 | unit = e3 | unit = e1 | unit = e0
% 62.35/27.38  																																													|
% 62.35/27.38  																																														+-Applying beta-rule and splitting (708), into two cases.
% 62.35/27.38  																																														|-Branch one:
% 62.35/27.38  																																														| (709) unit = e4
% 62.35/27.38  																																														|
% 62.35/27.38  																																															| From (709) and (24) follows:
% 62.35/27.38  																																															| (33325) op(e4, e3) = e3
% 62.35/27.38  																																															|
% 62.35/27.38  																																															| From (709) and (211) follows:
% 62.39/27.38  																																															| (22527) op(e4, e1) = e1
% 62.39/27.38  																																															|
% 62.39/27.38  																																															| From (709) and (32) follows:
% 62.39/27.38  																																															| (712) op(e2, e4) = e2
% 62.39/27.38  																																															|
% 62.39/27.38  																																															| From (709) and (42) follows:
% 62.39/27.38  																																															| (713) op(e0, e4) = e0
% 62.39/27.38  																																															|
% 62.39/27.38  																																															| Instantiating formula (29) with e4, e3, e3, e4 and discharging atoms op(e4, e3) = e4, op(e4, e3) = e3, yields:
% 62.39/27.38  																																															| (425) e4 = e3
% 62.39/27.38  																																															|
% 62.39/27.38  																																															| Instantiating formula (29) with e4, e1, e1, e3 and discharging atoms op(e4, e1) = e3, op(e4, e1) = e1, yields:
% 62.39/27.38  																																															| (455) e3 = e1
% 62.39/27.38  																																															|
% 62.39/27.38  																																															| Instantiating formula (29) with e2, e4, e2, e3 and discharging atoms op(e2, e4) = e3, op(e2, e4) = e2, yields:
% 62.39/27.38  																																															| (662) e3 = e2
% 62.39/27.38  																																															|
% 62.39/27.38  																																															| Instantiating formula (29) with e0, e4, e0, e4 and discharging atoms op(e0, e4) = e4, op(e0, e4) = e0, yields:
% 62.39/27.38  																																															| (397) e4 = e0
% 62.39/27.38  																																															|
% 62.39/27.38  																																															| Combining equations (425,397) yields a new equation:
% 62.39/27.38  																																															| (675) e3 = e0
% 62.39/27.38  																																															|
% 62.39/27.38  																																															| Simplifying 675 yields:
% 62.39/27.38  																																															| (676) e3 = e0
% 62.39/27.38  																																															|
% 62.39/27.38  																																															| Combining equations (455,662) yields a new equation:
% 62.39/27.38  																																															| (617) e2 = e1
% 62.39/27.38  																																															|
% 62.39/27.38  																																															| Combining equations (676,662) yields a new equation:
% 62.39/27.38  																																															| (330) e2 = e0
% 62.39/27.38  																																															|
% 62.39/27.38  																																															| Combining equations (617,330) yields a new equation:
% 62.39/27.38  																																															| (546) e1 = e0
% 62.39/27.38  																																															|
% 62.39/27.38  																																															| Simplifying 546 yields:
% 62.39/27.38  																																															| (431) e1 = e0
% 62.39/27.38  																																															|
% 62.39/27.38  																																															| Equations (431) can reduce 233 to:
% 62.39/27.38  																																															| (266) $false
% 62.39/27.38  																																															|
% 62.39/27.38  																																															|-The branch is then unsatisfiable
% 62.39/27.38  																																														|-Branch two:
% 62.39/27.38  																																														| (724)  ~ (unit = e4)
% 62.39/27.38  																																														| (725) unit = e3 | unit = e1 | unit = e0
% 62.39/27.38  																																														|
% 62.39/27.38  																																															+-Applying beta-rule and splitting (725), into two cases.
% 62.39/27.38  																																															|-Branch one:
% 62.39/27.38  																																															| (726) unit = e0
% 62.39/27.38  																																															|
% 62.39/27.38  																																																| From (726) and (15) follows:
% 62.39/27.38  																																																| (1508) op(e0, e2) = e2
% 62.39/27.38  																																																|
% 62.39/27.38  																																																| Instantiating formula (29) with e0, e2, e2, e3 and discharging atoms op(e0, e2) = e3, op(e0, e2) = e2, yields:
% 62.39/27.38  																																																| (662) e3 = e2
% 62.39/27.38  																																																|
% 62.39/27.38  																																																| Equations (662) can reduce 212 to:
% 62.39/27.38  																																																| (266) $false
% 62.39/27.38  																																																|
% 62.39/27.38  																																																|-The branch is then unsatisfiable
% 62.39/27.38  																																															|-Branch two:
% 62.39/27.38  																																															| (734)  ~ (unit = e0)
% 62.39/27.38  																																															| (735) unit = e3 | unit = e1
% 62.39/27.38  																																															|
% 62.39/27.38  																																																+-Applying beta-rule and splitting (735), into two cases.
% 62.39/27.38  																																																|-Branch one:
% 62.39/27.38  																																																| (736) unit = e1
% 62.39/27.38  																																																|
% 62.39/27.38  																																																	| Equations (736) can reduce 734 to:
% 62.39/27.38  																																																	| (233)  ~ (e1 = e0)
% 62.39/27.38  																																																	|
% 62.39/27.38  																																																	| From (736) and (227) follows:
% 62.39/27.38  																																																	| (739) op(e4, e1) = e4
% 62.39/27.38  																																																	|
% 62.39/27.38  																																																	| From (736) and (40) follows:
% 62.39/27.38  																																																	| (1652) op(e3, e1) = e3
% 62.39/27.38  																																																	|
% 62.39/27.38  																																																	| From (736) and (28) follows:
% 62.39/27.38  																																																	| (740) op(e1, e1) = e1
% 62.39/27.38  																																																	|
% 62.39/27.38  																																																	| Instantiating formula (29) with e4, e1, e4, e3 and discharging atoms op(e4, e1) = e4, op(e4, e1) = e3, yields:
% 62.39/27.38  																																																	| (425) e4 = e3
% 62.39/27.38  																																																	|
% 62.39/27.38  																																																	| Instantiating formula (29) with e3, e1, e3, e0 and discharging atoms op(e3, e1) = e3, op(e3, e1) = e0, yields:
% 62.39/27.38  																																																	| (676) e3 = e0
% 62.39/27.38  																																																	|
% 62.39/27.38  																																																	| Instantiating formula (29) with e1, e1, e1, e4 and discharging atoms op(e1, e1) = e4, op(e1, e1) = e1, yields:
% 62.39/27.38  																																																	| (630) e4 = e1
% 62.39/27.38  																																																	|
% 62.39/27.38  																																																	| Combining equations (425,630) yields a new equation:
% 62.39/27.38  																																																	| (454) e3 = e1
% 62.39/27.38  																																																	|
% 62.39/27.38  																																																	| Simplifying 454 yields:
% 62.39/27.38  																																																	| (455) e3 = e1
% 62.39/27.38  																																																	|
% 62.39/27.38  																																																	| Combining equations (455,676) yields a new equation:
% 62.39/27.38  																																																	| (546) e1 = e0
% 62.39/27.38  																																																	|
% 62.39/27.38  																																																	| Simplifying 546 yields:
% 62.39/27.38  																																																	| (431) e1 = e0
% 62.39/27.38  																																																	|
% 62.39/27.38  																																																	| Equations (431) can reduce 233 to:
% 62.39/27.38  																																																	| (266) $false
% 62.39/27.38  																																																	|
% 62.39/27.38  																																																	|-The branch is then unsatisfiable
% 62.39/27.38  																																																|-Branch two:
% 62.39/27.38  																																																| (748)  ~ (unit = e1)
% 62.39/27.38  																																																| (749) unit = e3
% 62.39/27.38  																																																|
% 62.39/27.38  																																																	| From (749) and (209) follows:
% 62.39/27.38  																																																	| (1667) op(e3, e0) = e0
% 62.39/27.38  																																																	|
% 62.39/27.38  																																																	| From (749) and (28) follows:
% 62.39/27.38  																																																	| (2235) op(e1, e3) = e1
% 62.39/27.38  																																																	|
% 62.39/27.38  																																																	| Instantiating formula (29) with e3, e0, e0, e3 and discharging atoms op(e3, e0) = e3, op(e3, e0) = e0, yields:
% 62.39/27.38  																																																	| (676) e3 = e0
% 62.39/27.38  																																																	|
% 62.39/27.38  																																																	| Instantiating formula (29) with e1, e3, e1, e3 and discharging atoms op(e1, e3) = e3, op(e1, e3) = e1, yields:
% 62.39/27.38  																																																	| (455) e3 = e1
% 62.39/27.38  																																																	|
% 62.39/27.38  																																																	| Combining equations (676,455) yields a new equation:
% 62.39/27.38  																																																	| (431) e1 = e0
% 62.39/27.38  																																																	|
% 62.39/27.38  																																																	| Equations (431) can reduce 233 to:
% 62.39/27.38  																																																	| (266) $false
% 62.39/27.38  																																																	|
% 62.39/27.38  																																																	|-The branch is then unsatisfiable
% 62.39/27.38  																																											|-Branch two:
% 62.39/27.38  																																											| (256)  ~ (all_0_49_49 = e4)
% 62.39/27.38  																																											| (977) all_0_49_49 = e3 | all_0_49_49 = e1 | all_0_49_49 = e0
% 62.39/27.38  																																											|
% 62.39/27.38  																																												+-Applying beta-rule and splitting (61466), into two cases.
% 62.39/27.38  																																												|-Branch one:
% 62.39/27.38  																																												| (1790) all_0_47_47 = e4
% 62.39/27.38  																																												|
% 62.39/27.38  																																													| Combining equations (654,1790) yields a new equation:
% 62.39/27.38  																																													| (630) e4 = e1
% 62.39/27.38  																																													|
% 62.39/27.38  																																													| Equations (630) can reduce 110 to:
% 62.39/27.38  																																													| (266) $false
% 62.39/27.38  																																													|
% 62.39/27.38  																																													|-The branch is then unsatisfiable
% 62.39/27.38  																																												|-Branch two:
% 62.39/27.38  																																												| (252)  ~ (all_0_47_47 = e4)
% 62.39/27.38  																																												| (61479) all_0_48_48 = e4 | all_0_49_49 = e4
% 62.39/27.38  																																												|
% 62.39/27.39  																																													+-Applying beta-rule and splitting (61479), into two cases.
% 62.39/27.39  																																													|-Branch one:
% 62.39/27.39  																																													| (943) all_0_48_48 = e4
% 62.39/27.39  																																													|
% 62.39/27.39  																																														| Combining equations (335,943) yields a new equation:
% 62.39/27.39  																																														| (323) e4 = e2
% 62.39/27.39  																																														|
% 62.39/27.39  																																														| Equations (323) can reduce 48 to:
% 62.39/27.39  																																														| (266) $false
% 62.39/27.39  																																														|
% 62.39/27.39  																																														|-The branch is then unsatisfiable
% 62.39/27.39  																																													|-Branch two:
% 62.39/27.39  																																													| (254)  ~ (all_0_48_48 = e4)
% 62.39/27.39  																																													| (974) all_0_49_49 = e4
% 62.39/27.39  																																													|
% 62.39/27.39  																																														| Equations (974) can reduce 256 to:
% 62.39/27.39  																																														| (266) $false
% 62.39/27.39  																																														|
% 62.39/27.39  																																														|-The branch is then unsatisfiable
% 62.39/27.39  																																			|-Branch two:
% 62.39/27.39  																																			| (462)  ~ (all_0_47_47 = e1)
% 62.39/27.39  																																			| (3264) all_0_51_51 = e1 | all_0_56_56 = e1
% 62.39/27.39  																																			|
% 62.39/27.39  																																				+-Applying beta-rule and splitting (160), into two cases.
% 62.39/27.39  																																				|-Branch one:
% 62.39/27.39  																																				| (601) all_0_50_50 = e1
% 62.39/27.39  																																				|
% 62.39/27.39  																																					| Combining equations (415,601) yields a new equation:
% 62.39/27.39  																																					| (454) e3 = e1
% 62.39/27.39  																																					|
% 62.39/27.39  																																					| Simplifying 454 yields:
% 62.39/27.39  																																					| (455) e3 = e1
% 62.39/27.39  																																					|
% 62.39/27.39  																																					| Equations (455) can reduce 213 to:
% 62.39/27.39  																																					| (266) $false
% 62.39/27.39  																																					|
% 62.39/27.39  																																					|-The branch is then unsatisfiable
% 62.39/27.39  																																				|-Branch two:
% 62.39/27.39  																																				| (759)  ~ (all_0_50_50 = e1)
% 62.39/27.39  																																				| (1168) all_0_51_51 = e1 | all_0_52_52 = e1 | all_0_53_53 = e1
% 62.39/27.39  																																				|
% 62.39/27.39  																																					| Equations (415) can reduce 759 to:
% 62.39/27.39  																																					| (213)  ~ (e3 = e1)
% 62.39/27.39  																																					|
% 62.39/27.39  																																					+-Applying beta-rule and splitting (3264), into two cases.
% 62.39/27.39  																																					|-Branch one:
% 62.39/27.39  																																					| (1109) all_0_51_51 = e1
% 62.39/27.39  																																					|
% 62.39/27.39  																																						| Combining equations (504,1109) yields a new equation:
% 62.39/27.39  																																						| (616) e2 = e1
% 62.39/27.39  																																						|
% 62.39/27.39  																																						| Simplifying 616 yields:
% 62.39/27.39  																																						| (617) e2 = e1
% 62.39/27.39  																																						|
% 62.39/27.39  																																						| Equations (617) can reduce 122 to:
% 62.39/27.39  																																						| (266) $false
% 62.39/27.39  																																						|
% 62.39/27.39  																																						|-The branch is then unsatisfiable
% 62.39/27.39  																																					|-Branch two:
% 62.39/27.39  																																					| (464)  ~ (all_0_51_51 = e1)
% 62.39/27.39  																																					| (1569) all_0_56_56 = e1
% 62.39/27.39  																																					|
% 62.39/27.39  																																						| Combining equations (1097,1569) yields a new equation:
% 62.39/27.39  																																						| (454) e3 = e1
% 62.39/27.39  																																						|
% 62.39/27.39  																																						| Simplifying 454 yields:
% 62.39/27.39  																																						| (455) e3 = e1
% 62.39/27.39  																																						|
% 62.39/27.39  																																						| Equations (455) can reduce 213 to:
% 62.39/27.39  																																						| (266) $false
% 62.39/27.39  																																						|
% 62.39/27.39  																																						|-The branch is then unsatisfiable
% 62.39/27.39  																																	|-Branch two:
% 62.39/27.39  																																	| (1890)  ~ (all_0_42_42 = e4)
% 62.39/27.39  																																	| (1969) all_0_42_42 = e3 | all_0_42_42 = e1 | all_0_42_42 = e0
% 62.39/27.39  																																	|
% 62.39/27.39  																																		+-Applying beta-rule and splitting (1969), into two cases.
% 62.39/27.39  																																		|-Branch one:
% 62.39/27.39  																																		| (559) all_0_42_42 = e0
% 62.39/27.39  																																		|
% 62.39/27.39  																																			| Equations (559) can reduce 358 to:
% 62.39/27.39  																																			| (266) $false
% 62.39/27.39  																																			|
% 62.39/27.39  																																			|-The branch is then unsatisfiable
% 62.39/27.39  																																		|-Branch two:
% 62.39/27.39  																																		| (358)  ~ (all_0_42_42 = e0)
% 62.39/27.39  																																		| (2510) all_0_42_42 = e3 | all_0_42_42 = e1
% 62.39/27.39  																																		|
% 62.39/27.39  																																			+-Applying beta-rule and splitting (131), into two cases.
% 62.39/27.39  																																			|-Branch one:
% 62.39/27.39  																																			| (459) all_0_42_42 = e1
% 62.39/27.39  																																			|
% 62.39/27.39  																																				| Equations (459) can reduce 1380 to:
% 62.39/27.39  																																				| (266) $false
% 62.39/27.39  																																				|
% 62.39/27.39  																																				|-The branch is then unsatisfiable
% 62.39/27.39  																																			|-Branch two:
% 62.39/27.39  																																			| (1380)  ~ (all_0_42_42 = e1)
% 62.39/27.39  																																			| (3259) all_0_47_47 = e1 | all_0_51_51 = e1 | all_0_56_56 = e1
% 62.39/27.39  																																			|
% 62.39/27.39  																																				+-Applying beta-rule and splitting (2510), into two cases.
% 62.39/27.39  																																				|-Branch one:
% 62.39/27.39  																																				| (459) all_0_42_42 = e1
% 62.39/27.39  																																				|
% 62.39/27.39  																																					| Equations (459) can reduce 1380 to:
% 62.39/27.39  																																					| (266) $false
% 62.39/27.39  																																					|
% 62.39/27.39  																																					|-The branch is then unsatisfiable
% 62.39/27.39  																																				|-Branch two:
% 62.39/27.39  																																				| (1380)  ~ (all_0_42_42 = e1)
% 62.39/27.39  																																				| (516) all_0_42_42 = e3
% 62.39/27.39  																																				|
% 62.39/27.39  																																					| Equations (516) can reduce 405 to:
% 62.39/27.39  																																					| (266) $false
% 62.39/27.39  																																					|
% 62.39/27.39  																																					|-The branch is then unsatisfiable
% 62.39/27.39  																																|-Branch two:
% 62.39/27.39  																																| (457)  ~ (all_0_41_41 = e1)
% 62.39/27.39  																																| (595) all_0_46_46 = e1 | all_0_50_50 = e1 | all_0_55_55 = e1
% 62.39/27.39  																																|
% 62.39/27.39  																																	+-Applying beta-rule and splitting (27), into two cases.
% 62.39/27.39  																																	|-Branch one:
% 62.39/27.39  																																	| (437) all_0_41_41 = e4
% 62.39/27.39  																																	|
% 62.39/27.39  																																		| Equations (437) can reduce 440 to:
% 62.39/27.39  																																		| (266) $false
% 62.39/27.39  																																		|
% 62.39/27.39  																																		|-The branch is then unsatisfiable
% 62.39/27.39  																																	|-Branch two:
% 62.39/27.39  																																	| (440)  ~ (all_0_41_41 = e4)
% 62.39/27.39  																																	| (4049) all_0_41_41 = e3 | all_0_41_41 = e1 | all_0_41_41 = e0
% 62.39/27.39  																																	|
% 62.39/27.39  																																		+-Applying beta-rule and splitting (103), into two cases.
% 62.39/27.39  																																		|-Branch one:
% 62.39/27.39  																																		| (453) all_0_41_41 = e1
% 62.39/27.39  																																		|
% 62.39/27.39  																																			| Equations (453) can reduce 457 to:
% 62.39/27.39  																																			| (266) $false
% 62.39/27.39  																																			|
% 62.39/27.39  																																			|-The branch is then unsatisfiable
% 62.39/27.39  																																		|-Branch two:
% 62.39/27.39  																																		| (457)  ~ (all_0_41_41 = e1)
% 62.39/27.39  																																		| (458) all_0_42_42 = e1 | all_0_43_43 = e1 | all_0_44_44 = e1
% 62.39/27.39  																																		|
% 62.39/27.39  																																			+-Applying beta-rule and splitting (4049), into two cases.
% 62.39/27.39  																																			|-Branch one:
% 62.39/27.39  																																			| (794) all_0_41_41 = e0
% 62.39/27.39  																																			|
% 62.39/27.39  																																				| Equations (794) can reduce 357 to:
% 62.39/27.39  																																				| (266) $false
% 62.39/27.39  																																				|
% 62.39/27.39  																																				|-The branch is then unsatisfiable
% 62.39/27.39  																																			|-Branch two:
% 62.39/27.39  																																			| (357)  ~ (all_0_41_41 = e0)
% 62.39/27.39  																																			| (4053) all_0_41_41 = e3 | all_0_41_41 = e1
% 62.39/27.39  																																			|
% 62.39/27.39  																																				+-Applying beta-rule and splitting (4053), into two cases.
% 62.39/27.39  																																				|-Branch one:
% 62.39/27.39  																																				| (453) all_0_41_41 = e1
% 62.39/27.39  																																				|
% 62.39/27.39  																																					| Equations (453) can reduce 457 to:
% 62.39/27.39  																																					| (266) $false
% 62.39/27.39  																																					|
% 62.39/27.39  																																					|-The branch is then unsatisfiable
% 62.39/27.39  																																				|-Branch two:
% 62.39/27.39  																																				| (457)  ~ (all_0_41_41 = e1)
% 62.39/27.39  																																				| (403) all_0_41_41 = e3
% 62.39/27.39  																																				|
% 62.39/27.39  																																					| Equations (403) can reduce 1898 to:
% 62.39/27.39  																																					| (266) $false
% 62.39/27.39  																																					|
% 62.39/27.39  																																					|-The branch is then unsatisfiable
% 62.39/27.39  																															|-Branch two:
% 62.39/27.39  																															| (411)  ~ (all_0_50_50 = e3)
% 62.39/27.39  																															| (418) all_0_51_51 = e3 | all_0_53_53 = e3
% 62.39/27.39  																															|
% 62.39/27.39  																																+-Applying beta-rule and splitting (418), into two cases.
% 62.39/27.39  																																|-Branch one:
% 62.39/27.39  																																| (660) all_0_51_51 = e3
% 62.39/27.39  																																|
% 62.39/27.39  																																	| Combining equations (504,660) yields a new equation:
% 62.39/27.39  																																	| (662) e3 = e2
% 62.39/27.39  																																	|
% 62.39/27.39  																																	| Equations (662) can reduce 212 to:
% 62.39/27.39  																																	| (266) $false
% 62.39/27.39  																																	|
% 62.39/27.39  																																	|-The branch is then unsatisfiable
% 62.39/27.39  																																|-Branch two:
% 62.39/27.39  																																| (664)  ~ (all_0_51_51 = e3)
% 62.39/27.39  																																| (665) all_0_53_53 = e3
% 62.39/27.39  																																|
% 62.39/27.39  																																	| Equations (665) can reduce 903 to:
% 62.39/27.39  																																	| (266) $false
% 62.39/27.39  																																	|
% 62.39/27.39  																																	|-The branch is then unsatisfiable
% 62.39/27.39  																												|-Branch two:
% 62.39/27.39  																												| (831)  ~ (all_0_46_46 = e0)
% 62.39/27.39  																												| (832) all_0_47_47 = e0 | all_0_48_48 = e0 | all_0_49_49 = e0
% 62.39/27.39  																												|
% 62.39/27.39  																													+-Applying beta-rule and splitting (243), into two cases.
% 62.39/27.39  																													|-Branch one:
% 62.39/27.39  																													| (329) all_0_38_38 = e0
% 62.39/27.39  																													|
% 62.39/27.39  																														| Combining equations (329,321) yields a new equation:
% 62.39/27.39  																														| (397) e4 = e0
% 62.39/27.39  																														|
% 62.39/27.39  																														| Equations (397) can reduce 49 to:
% 62.39/27.39  																														| (266) $false
% 62.39/27.39  																														|
% 62.39/27.39  																														|-The branch is then unsatisfiable
% 62.39/27.39  																													|-Branch two:
% 62.39/27.39  																													| (332)  ~ (all_0_38_38 = e0)
% 62.39/27.39  																													| (395) all_0_41_41 = e0 | all_0_46_46 = e0 | all_0_55_55 = e0
% 62.39/27.39  																													|
% 62.39/27.39  																														+-Applying beta-rule and splitting (395), into two cases.
% 62.39/27.39  																														|-Branch one:
% 62.39/27.39  																														| (794) all_0_41_41 = e0
% 62.39/27.39  																														|
% 62.39/27.39  																															| Equations (794) can reduce 357 to:
% 62.39/27.39  																															| (266) $false
% 62.39/27.39  																															|
% 62.39/27.39  																															|-The branch is then unsatisfiable
% 62.39/27.39  																														|-Branch two:
% 62.39/27.39  																														| (357)  ~ (all_0_41_41 = e0)
% 62.39/27.39  																														| (895) all_0_46_46 = e0 | all_0_55_55 = e0
% 62.39/27.39  																														|
% 62.39/27.39  																															+-Applying beta-rule and splitting (895), into two cases.
% 62.39/27.39  																															|-Branch one:
% 62.39/27.39  																															| (538) all_0_46_46 = e0
% 62.39/27.39  																															|
% 62.39/27.39  																																| Equations (538) can reduce 831 to:
% 62.39/27.39  																																| (266) $false
% 62.39/27.39  																																|
% 62.39/27.39  																																|-The branch is then unsatisfiable
% 62.39/27.39  																															|-Branch two:
% 62.39/27.39  																															| (831)  ~ (all_0_46_46 = e0)
% 62.39/27.39  																															| (858) all_0_55_55 = e0
% 62.39/27.39  																															|
% 62.39/27.39  																																| Combining equations (386,858) yields a new equation:
% 62.39/27.39  																																| (391) e2 = e0
% 62.39/27.39  																																|
% 62.39/27.39  																																| Simplifying 391 yields:
% 62.39/27.39  																																| (330) e2 = e0
% 62.39/27.39  																																|
% 62.39/27.39  																																| Equations (330) can reduce 128 to:
% 62.39/27.39  																																| (266) $false
% 62.39/27.39  																																|
% 62.39/27.39  																																|-The branch is then unsatisfiable
% 62.39/27.39  																											|-Branch two:
% 62.39/27.39  																											| (272)  ~ (all_0_56_56 = e3)
% 62.39/27.39  																											| (795) all_0_58_58 = e3
% 62.39/27.39  																											|
% 62.39/27.39  																												| Combining equations (914,795) yields a new equation:
% 62.39/27.39  																												| (676) e3 = e0
% 62.39/27.39  																												|
% 62.39/27.39  																												| Equations (676) can reduce 80 to:
% 62.39/27.39  																												| (266) $false
% 62.39/27.39  																												|
% 62.39/27.39  																												|-The branch is then unsatisfiable
% 62.39/27.40  																					|-Branch two:
% 62.39/27.40  																					| (1099)  ~ (all_0_51_51 = e2)
% 62.39/27.40  																					| (833) all_0_56_56 = e2
% 62.39/27.40  																					|
% 62.39/27.40  																						| Equations (833) can reduce 511 to:
% 62.39/27.40  																						| (266) $false
% 62.39/27.40  																						|
% 62.39/27.40  																						|-The branch is then unsatisfiable
% 62.39/27.40  														|-Branch two:
% 62.39/27.40  														| (780)  ~ (all_0_52_52 = e4)
% 62.39/27.40  														| (642) all_0_52_52 = e1
% 62.39/27.40  														|
% 62.39/27.40  															| Equations (642) can reduce 646 to:
% 62.39/27.40  															| (266) $false
% 62.39/27.40  															|
% 62.39/27.40  															|-The branch is then unsatisfiable
% 62.39/27.40  										|-Branch two:
% 62.39/27.40  										| (5470)  ~ (all_0_43_43 = e0)
% 62.39/27.40  										| (5471) all_0_48_48 = e0 | all_0_57_57 = e0
% 62.39/27.40  										|
% 62.39/27.40  											+-Applying beta-rule and splitting (5471), into two cases.
% 62.39/27.40  											|-Branch one:
% 62.39/27.40  											| (1279) all_0_48_48 = e0
% 62.39/27.40  											|
% 62.39/27.40  												| Combining equations (335,1279) yields a new equation:
% 62.39/27.40  												| (391) e2 = e0
% 62.39/27.40  												|
% 62.39/27.40  												| Simplifying 391 yields:
% 62.39/27.40  												| (330) e2 = e0
% 62.39/27.40  												|
% 62.39/27.40  												| Equations (330) can reduce 128 to:
% 62.39/27.40  												| (266) $false
% 62.39/27.40  												|
% 62.39/27.40  												|-The branch is then unsatisfiable
% 62.39/27.40  											|-Branch two:
% 62.39/27.40  											| (1283)  ~ (all_0_48_48 = e0)
% 62.39/27.40  											| (875) all_0_57_57 = e0
% 62.39/27.40  											|
% 62.39/27.40  												| Equations (875) can reduce 199 to:
% 62.39/27.40  												| (5470)  ~ (all_0_43_43 = e0)
% 62.39/27.40  												|
% 62.39/27.40  												| Equations (875) can reduce 11 to:
% 62.39/27.40  												| (72)  ~ (all_0_52_52 = e0)
% 62.39/27.40  												|
% 62.39/27.40  												| Equations (875) can reduce 81 to:
% 62.39/27.40  												| (803)  ~ (all_0_55_55 = e0)
% 62.39/27.40  												|
% 62.39/27.40  												| Equations (875) can reduce 148 to:
% 62.39/27.40  												| (490)  ~ (all_0_58_58 = e0)
% 62.39/27.40  												|
% 62.39/27.40  												| Simplifying 490 yields:
% 62.39/27.40  												| (491)  ~ (all_0_58_58 = e0)
% 62.39/27.40  												|
% 62.39/27.40  												| Equations (875) can reduce 67 to:
% 62.39/27.40  												| (541)  ~ (e3 = e0)
% 62.39/27.40  												|
% 62.39/27.40  												| Simplifying 541 yields:
% 62.39/27.40  												| (80)  ~ (e3 = e0)
% 62.39/27.40  												|
% 62.39/27.40  												+-Applying beta-rule and splitting (195), into two cases.
% 62.39/27.40  												|-Branch one:
% 62.39/27.40  												| (396) all_0_43_43 = e4
% 62.39/27.40  												|
% 62.39/27.40  													| Equations (396) can reduce 240 to:
% 62.39/27.40  													| (1890)  ~ (all_0_42_42 = e4)
% 62.39/27.40  													|
% 62.39/27.40  													| Equations (396) can reduce 217 to:
% 62.39/27.40  													| (958)  ~ (all_0_52_52 = e4)
% 62.39/27.40  													|
% 62.39/27.40  													| Simplifying 958 yields:
% 62.39/27.40  													| (780)  ~ (all_0_52_52 = e4)
% 62.39/27.40  													|
% 62.39/27.40  													| Equations (396) can reduce 99 to:
% 62.39/27.40  													| (188)  ~ (e4 = e3)
% 62.39/27.40  													|
% 62.39/27.40  													| Equations (396) can reduce 96 to:
% 62.39/27.40  													| (48)  ~ (e4 = e2)
% 62.39/27.40  													|
% 62.39/27.40  													| From (396) and (37) follows:
% 62.39/27.40  													| (5492) op(e3, e1) = e4
% 62.39/27.40  													|
% 62.39/27.40  													+-Applying beta-rule and splitting (130), into two cases.
% 62.39/27.40  													|-Branch one:
% 62.39/27.40  													| (430) all_0_43_43 = e1
% 62.39/27.40  													|
% 62.39/27.40  														| Combining equations (396,430) yields a new equation:
% 62.39/27.40  														| (636) e4 = e1
% 62.39/27.40  														|
% 62.39/27.40  														| Simplifying 636 yields:
% 62.39/27.40  														| (630) e4 = e1
% 62.39/27.40  														|
% 62.39/27.40  														| Equations (630) can reduce 110 to:
% 62.39/27.40  														| (266) $false
% 62.39/27.40  														|
% 62.39/27.40  														|-The branch is then unsatisfiable
% 62.39/27.40  													|-Branch two:
% 62.39/27.40  													| (433)  ~ (all_0_43_43 = e1)
% 62.39/27.40  													| (434) all_0_48_48 = e1 | all_0_52_52 = e1 | all_0_57_57 = e1
% 62.39/27.40  													|
% 62.39/27.40  														+-Applying beta-rule and splitting (434), into two cases.
% 62.39/27.40  														|-Branch one:
% 62.39/27.40  														| (615) all_0_48_48 = e1
% 62.39/27.40  														|
% 62.39/27.40  															| Combining equations (335,615) yields a new equation:
% 62.39/27.40  															| (616) e2 = e1
% 62.39/27.40  															|
% 62.39/27.40  															| Simplifying 616 yields:
% 62.39/27.40  															| (617) e2 = e1
% 62.39/27.40  															|
% 62.39/27.40  															| Equations (617) can reduce 122 to:
% 62.39/27.40  															| (266) $false
% 62.39/27.40  															|
% 62.39/27.40  															|-The branch is then unsatisfiable
% 62.39/27.40  														|-Branch two:
% 62.39/27.40  														| (619)  ~ (all_0_48_48 = e1)
% 62.39/27.40  														| (620) all_0_52_52 = e1 | all_0_57_57 = e1
% 62.39/27.40  														|
% 62.39/27.40  															+-Applying beta-rule and splitting (620), into two cases.
% 62.39/27.40  															|-Branch one:
% 62.39/27.40  															| (642) all_0_52_52 = e1
% 62.39/27.40  															|
% 62.39/27.40  																| Equations (642) can reduce 101 to:
% 62.39/27.40  																| (759)  ~ (all_0_50_50 = e1)
% 62.39/27.40  																|
% 62.39/27.40  																| Equations (642) can reduce 20 to:
% 62.39/27.40  																| (464)  ~ (all_0_51_51 = e1)
% 62.39/27.40  																|
% 62.39/27.40  																| Equations (642) can reduce 46 to:
% 62.39/27.40  																| (1458)  ~ (all_0_53_53 = e1)
% 62.39/27.40  																|
% 62.39/27.40  																| Simplifying 1458 yields:
% 62.39/27.40  																| (1459)  ~ (all_0_53_53 = e1)
% 62.39/27.40  																|
% 62.39/27.40  																| Equations (642) can reduce 780 to:
% 62.39/27.40  																| (602)  ~ (e4 = e1)
% 62.39/27.40  																|
% 62.39/27.40  																| Simplifying 602 yields:
% 62.39/27.40  																| (110)  ~ (e4 = e1)
% 62.39/27.40  																|
% 62.39/27.40  																| Equations (642) can reduce 166 to:
% 62.39/27.40  																| (467)  ~ (e3 = e1)
% 62.39/27.40  																|
% 62.39/27.40  																| Simplifying 467 yields:
% 62.39/27.40  																| (213)  ~ (e3 = e1)
% 62.39/27.40  																|
% 62.39/27.40  																+-Applying beta-rule and splitting (222), into two cases.
% 62.39/27.40  																|-Branch one:
% 62.39/27.40  																| (386) all_0_55_55 = e2
% 62.39/27.40  																|
% 62.39/27.40  																	| Equations (386) can reduce 191 to:
% 62.39/27.40  																	| (85)  ~ (all_0_41_41 = e2)
% 62.39/27.40  																	|
% 62.39/27.40  																	| Equations (386) can reduce 58 to:
% 62.39/27.40  																	| (300)  ~ (all_0_46_46 = e2)
% 62.39/27.40  																	|
% 62.39/27.40  																	| Equations (386) can reduce 93 to:
% 62.39/27.40  																	| (302)  ~ (all_0_50_50 = e2)
% 62.39/27.40  																	|
% 62.39/27.40  																	| Equations (386) can reduce 153 to:
% 62.39/27.40  																	| (510)  ~ (all_0_56_56 = e2)
% 62.39/27.40  																	|
% 62.39/27.40  																	| Simplifying 510 yields:
% 62.39/27.40  																	| (511)  ~ (all_0_56_56 = e2)
% 62.39/27.40  																	|
% 62.39/27.40  																	| Equations (386) can reduce 3 to:
% 62.39/27.40  																	| (1186)  ~ (all_0_58_58 = e2)
% 62.39/27.40  																	|
% 62.39/27.40  																	| Simplifying 1186 yields:
% 62.39/27.40  																	| (908)  ~ (all_0_58_58 = e2)
% 62.39/27.40  																	|
% 62.39/27.40  																	| Equations (386) can reduce 763 to:
% 62.39/27.40  																	| (327)  ~ (e4 = e2)
% 62.39/27.40  																	|
% 62.39/27.40  																	| Simplifying 327 yields:
% 62.39/27.40  																	| (48)  ~ (e4 = e2)
% 62.39/27.40  																	|
% 62.39/27.40  																	| Equations (386) can reduce 803 to:
% 62.39/27.40  																	| (128)  ~ (e2 = e0)
% 62.39/27.40  																	|
% 62.39/27.40  																	| From (386) and (74) follows:
% 62.39/27.40  																	| (24443) op(e0, e3) = e2
% 62.39/27.40  																	|
% 62.39/27.40  																	+-Applying beta-rule and splitting (241), into two cases.
% 62.39/27.40  																	|-Branch one:
% 62.39/27.40  																	| (378) all_0_50_50 = e2
% 62.39/27.40  																	|
% 62.39/27.40  																		| Equations (378) can reduce 302 to:
% 62.39/27.40  																		| (266) $false
% 62.39/27.40  																		|
% 62.39/27.40  																		|-The branch is then unsatisfiable
% 62.39/27.40  																	|-Branch two:
% 62.39/27.40  																	| (302)  ~ (all_0_50_50 = e2)
% 62.39/27.40  																	| (422) all_0_50_50 = e4 | all_0_50_50 = e3 | all_0_50_50 = e1
% 62.39/27.40  																	|
% 62.39/27.40  																		+-Applying beta-rule and splitting (47), into two cases.
% 62.39/27.40  																		|-Branch one:
% 62.39/27.40  																		| (317) all_0_39_39 = e2
% 62.39/27.40  																		|
% 62.39/27.40  																			| Combining equations (317,480) yields a new equation:
% 62.39/27.40  																			| (391) e2 = e0
% 62.39/27.40  																			|
% 62.39/27.40  																			| Simplifying 391 yields:
% 62.39/27.40  																			| (330) e2 = e0
% 62.39/27.40  																			|
% 62.39/27.40  																			| Equations (330) can reduce 128 to:
% 62.39/27.40  																			| (266) $false
% 62.39/27.40  																			|
% 62.39/27.40  																			|-The branch is then unsatisfiable
% 62.39/27.40  																		|-Branch two:
% 62.39/27.40  																		| (294)  ~ (all_0_39_39 = e2)
% 62.39/27.40  																		| (385) all_0_47_47 = e2 | all_0_51_51 = e2 | all_0_56_56 = e2
% 62.39/27.40  																		|
% 62.39/27.40  																			+-Applying beta-rule and splitting (385), into two cases.
% 62.39/27.40  																			|-Branch one:
% 62.39/27.40  																			| (1105) all_0_47_47 = e2
% 62.39/27.40  																			|
% 62.39/27.40  																				| Equations (1105) can reduce 338 to:
% 62.39/27.40  																				| (266) $false
% 62.39/27.40  																				|
% 62.39/27.40  																				|-The branch is then unsatisfiable
% 62.39/27.40  																			|-Branch two:
% 62.39/27.40  																			| (338)  ~ (all_0_47_47 = e2)
% 62.39/27.40  																			| (1108) all_0_51_51 = e2 | all_0_56_56 = e2
% 62.39/27.40  																			|
% 62.39/27.40  																				+-Applying beta-rule and splitting (422), into two cases.
% 62.39/27.40  																				|-Branch one:
% 62.39/27.40  																				| (775) all_0_50_50 = e4
% 62.39/27.40  																				|
% 62.39/27.40  																					| Equations (775) can reduce 566 to:
% 62.39/27.40  																					| (266) $false
% 62.39/27.40  																					|
% 62.39/27.40  																					|-The branch is then unsatisfiable
% 62.39/27.40  																				|-Branch two:
% 62.39/27.40  																				| (566)  ~ (all_0_50_50 = e4)
% 62.39/27.40  																				| (1444) all_0_50_50 = e3 | all_0_50_50 = e1
% 62.39/27.40  																				|
% 62.39/27.40  																					+-Applying beta-rule and splitting (1444), into two cases.
% 62.39/27.40  																					|-Branch one:
% 62.39/27.40  																					| (601) all_0_50_50 = e1
% 62.39/27.40  																					|
% 62.39/27.40  																						| Equations (601) can reduce 759 to:
% 62.39/27.40  																						| (266) $false
% 62.39/27.40  																						|
% 62.39/27.40  																						|-The branch is then unsatisfiable
% 62.39/27.40  																					|-Branch two:
% 62.39/27.40  																					| (759)  ~ (all_0_50_50 = e1)
% 62.39/27.40  																					| (415) all_0_50_50 = e3
% 62.39/27.40  																					|
% 62.39/27.40  																						| Equations (415) can reduce 221 to:
% 62.39/27.40  																						| (1898)  ~ (all_0_41_41 = e3)
% 62.39/27.40  																						|
% 62.39/27.40  																						| Equations (415) can reduce 35 to:
% 62.39/27.40  																						| (409)  ~ (all_0_46_46 = e3)
% 62.39/27.40  																						|
% 62.39/27.40  																						| Equations (415) can reduce 59 to:
% 62.39/27.40  																						| (1925)  ~ (all_0_51_51 = e3)
% 62.39/27.40  																						|
% 62.39/27.40  																						| Simplifying 1925 yields:
% 62.39/27.40  																						| (664)  ~ (all_0_51_51 = e3)
% 62.39/27.40  																						|
% 62.39/27.40  																						| Equations (415) can reduce 190 to:
% 62.39/27.40  																						| (1114)  ~ (all_0_53_53 = e3)
% 62.39/27.40  																						|
% 62.39/27.40  																						| Simplifying 1114 yields:
% 62.39/27.40  																						| (903)  ~ (all_0_53_53 = e3)
% 62.39/27.40  																						|
% 62.39/27.40  																						| Equations (415) can reduce 566 to:
% 62.39/27.40  																						| (277)  ~ (e4 = e3)
% 62.39/27.40  																						|
% 62.39/27.40  																						| Simplifying 277 yields:
% 62.39/27.40  																						| (188)  ~ (e4 = e3)
% 62.39/27.40  																						|
% 62.39/27.40  																						| Equations (415) can reduce 759 to:
% 62.39/27.40  																						| (213)  ~ (e3 = e1)
% 62.39/27.40  																						|
% 62.39/27.40  																						| From (415) and (242) follows:
% 62.39/27.40  																						| (1934) op(e1, e3) = e3
% 62.39/27.40  																						|
% 62.39/27.40  																						+-Applying beta-rule and splitting (1108), into two cases.
% 62.39/27.40  																						|-Branch one:
% 62.39/27.40  																						| (504) all_0_51_51 = e2
% 62.39/27.40  																						|
% 62.39/27.40  																							| Equations (504) can reduce 6 to:
% 62.39/27.40  																							| (508)  ~ (all_0_53_53 = e2)
% 62.39/27.40  																							|
% 62.39/27.40  																							| Simplifying 508 yields:
% 62.39/27.40  																							| (509)  ~ (all_0_53_53 = e2)
% 62.39/27.40  																							|
% 62.39/27.40  																							| Equations (504) can reduce 16 to:
% 62.39/27.40  																							| (510)  ~ (all_0_56_56 = e2)
% 62.39/27.40  																							|
% 62.39/27.40  																							| Simplifying 510 yields:
% 62.39/27.40  																							| (511)  ~ (all_0_56_56 = e2)
% 62.39/27.40  																							|
% 62.39/27.40  																							| Equations (504) can reduce 664 to:
% 62.39/27.40  																							| (626)  ~ (e3 = e2)
% 62.39/27.40  																							|
% 62.39/27.40  																							| Simplifying 626 yields:
% 62.39/27.40  																							| (212)  ~ (e3 = e2)
% 62.39/27.40  																							|
% 62.39/27.40  																							| Equations (504) can reduce 464 to:
% 62.39/27.40  																							| (122)  ~ (e2 = e1)
% 62.39/27.40  																							|
% 62.39/27.40  																							+-Applying beta-rule and splitting (231), into two cases.
% 62.39/27.40  																							|-Branch one:
% 62.39/27.40  																							| (775) all_0_50_50 = e4
% 62.39/27.40  																							|
% 62.39/27.40  																								| Combining equations (415,775) yields a new equation:
% 62.39/27.40  																								| (425) e4 = e3
% 62.39/27.40  																								|
% 62.39/27.40  																								| Equations (425) can reduce 188 to:
% 62.39/27.40  																								| (266) $false
% 62.39/27.40  																								|
% 62.39/27.40  																								|-The branch is then unsatisfiable
% 62.39/27.40  																							|-Branch two:
% 62.39/27.40  																							| (566)  ~ (all_0_50_50 = e4)
% 62.39/27.40  																							| (1071) all_0_51_51 = e4 | all_0_52_52 = e4 | all_0_53_53 = e4
% 62.39/27.40  																							|
% 62.39/27.40  																								+-Applying beta-rule and splitting (1071), into two cases.
% 62.39/27.40  																								|-Branch one:
% 62.39/27.40  																								| (1101) all_0_51_51 = e4
% 62.39/27.40  																								|
% 62.39/27.40  																									| Combining equations (504,1101) yields a new equation:
% 62.39/27.40  																									| (323) e4 = e2
% 62.39/27.40  																									|
% 62.39/27.40  																									| Equations (323) can reduce 48 to:
% 62.39/27.40  																									| (266) $false
% 62.39/27.40  																									|
% 62.39/27.40  																									|-The branch is then unsatisfiable
% 62.39/27.40  																								|-Branch two:
% 62.39/27.40  																								| (475)  ~ (all_0_51_51 = e4)
% 62.39/27.40  																								| (1294) all_0_52_52 = e4 | all_0_53_53 = e4
% 62.39/27.40  																								|
% 62.39/27.40  																									+-Applying beta-rule and splitting (1294), into two cases.
% 62.39/27.40  																									|-Branch one:
% 62.39/27.40  																									| (565) all_0_52_52 = e4
% 62.39/27.40  																									|
% 62.39/27.40  																										| Combining equations (642,565) yields a new equation:
% 62.39/27.40  																										| (630) e4 = e1
% 62.39/27.40  																										|
% 62.39/27.40  																										| Equations (630) can reduce 110 to:
% 62.39/27.40  																										| (266) $false
% 62.39/27.40  																										|
% 62.39/27.40  																										|-The branch is then unsatisfiable
% 62.39/27.40  																									|-Branch two:
% 62.39/27.40  																									| (780)  ~ (all_0_52_52 = e4)
% 62.39/27.40  																									| (1298) all_0_53_53 = e4
% 62.39/27.40  																									|
% 62.39/27.40  																										| Equations (1298) can reduce 220 to:
% 62.39/27.40  																										| (1390)  ~ (all_0_44_44 = e4)
% 62.39/27.40  																										|
% 62.39/27.40  																										| Equations (1298) can reduce 65 to:
% 62.39/27.40  																										| (256)  ~ (all_0_49_49 = e4)
% 62.39/27.40  																										|
% 62.39/27.40  																										| Equations (1298) can reduce 10 to:
% 62.39/27.40  																										| (450)  ~ (all_0_58_58 = e4)
% 62.39/27.40  																										|
% 62.39/27.40  																										| Simplifying 450 yields:
% 62.39/27.40  																										| (451)  ~ (all_0_58_58 = e4)
% 62.39/27.40  																										|
% 62.39/27.40  																										| Equations (1298) can reduce 903 to:
% 62.39/27.40  																										| (188)  ~ (e4 = e3)
% 62.39/27.40  																										|
% 62.39/27.40  																										| Equations (1298) can reduce 509 to:
% 62.39/27.40  																										| (48)  ~ (e4 = e2)
% 62.39/27.40  																										|
% 62.39/27.40  																										| Equations (1298) can reduce 1459 to:
% 62.39/27.40  																										| (110)  ~ (e4 = e1)
% 62.39/27.40  																										|
% 62.39/27.40  																										| From (1298) and (84) follows:
% 62.39/27.40  																										| (5692) op(e1, e0) = e4
% 62.39/27.40  																										|
% 62.39/27.40  																										+-Applying beta-rule and splitting (206), into two cases.
% 62.39/27.40  																										|-Branch one:
% 62.39/27.40  																										| (248) all_0_45_45 = e4
% 62.39/27.40  																										|
% 62.39/27.40  																											| Combining equations (248,423) yields a new equation:
% 62.39/27.40  																											| (424) e4 = e3
% 62.39/27.40  																											|
% 62.39/27.40  																											| Simplifying 424 yields:
% 62.39/27.40  																											| (425) e4 = e3
% 62.39/27.40  																											|
% 62.39/27.40  																											| Equations (425) can reduce 188 to:
% 62.39/27.40  																											| (266) $false
% 62.39/27.40  																											|
% 62.39/27.40  																											|-The branch is then unsatisfiable
% 62.39/27.40  																										|-Branch two:
% 62.39/27.41  																										| (60416)  ~ (all_0_45_45 = e4)
% 62.39/27.41  																										| (61457) all_0_46_46 = e4 | all_0_47_47 = e4 | all_0_48_48 = e4 | all_0_49_49 = e4
% 62.39/27.41  																										|
% 62.39/27.41  																											+-Applying beta-rule and splitting (61457), into two cases.
% 62.39/27.41  																											|-Branch one:
% 62.39/27.41  																											| (770) all_0_46_46 = e4
% 62.39/27.41  																											|
% 62.39/27.41  																												| Equations (770) can reduce 250 to:
% 62.39/27.41  																												| (266) $false
% 62.39/27.41  																												|
% 62.39/27.41  																												|-The branch is then unsatisfiable
% 62.39/27.41  																											|-Branch two:
% 62.39/27.41  																											| (250)  ~ (all_0_46_46 = e4)
% 62.39/27.41  																											| (61466) all_0_47_47 = e4 | all_0_48_48 = e4 | all_0_49_49 = e4
% 62.39/27.41  																											|
% 62.39/27.41  																												+-Applying beta-rule and splitting (61466), into two cases.
% 62.39/27.41  																												|-Branch one:
% 62.39/27.41  																												| (1790) all_0_47_47 = e4
% 62.39/27.41  																												|
% 62.39/27.41  																													| Equations (1790) can reduce 19 to:
% 62.39/27.41  																													| (250)  ~ (all_0_46_46 = e4)
% 62.39/27.41  																													|
% 62.39/27.41  																													| Equations (1790) can reduce 86 to:
% 62.39/27.41  																													| (255)  ~ (all_0_49_49 = e4)
% 62.39/27.41  																													|
% 62.39/27.41  																													| Simplifying 255 yields:
% 62.39/27.41  																													| (256)  ~ (all_0_49_49 = e4)
% 62.39/27.41  																													|
% 62.39/27.41  																													| Equations (1790) can reduce 1091 to:
% 62.39/27.41  																													| (188)  ~ (e4 = e3)
% 62.39/27.41  																													|
% 62.39/27.41  																													| Equations (1790) can reduce 678 to:
% 62.39/27.41  																													| (49)  ~ (e4 = e0)
% 62.39/27.41  																													|
% 62.39/27.41  																													+-Applying beta-rule and splitting (113), into two cases.
% 62.39/27.41  																													|-Branch one:
% 62.39/27.41  																													| (403) all_0_41_41 = e3
% 62.39/27.41  																													|
% 62.39/27.41  																														| Equations (403) can reduce 1898 to:
% 62.39/27.41  																														| (266) $false
% 62.39/27.41  																														|
% 62.39/27.41  																														|-The branch is then unsatisfiable
% 62.39/27.41  																													|-Branch two:
% 62.39/27.41  																													| (1898)  ~ (all_0_41_41 = e3)
% 62.39/27.41  																													| (1899) all_0_42_42 = e3 | all_0_44_44 = e3
% 62.39/27.41  																													|
% 62.39/27.41  																														+-Applying beta-rule and splitting (180), into two cases.
% 62.39/27.41  																														|-Branch one:
% 62.39/27.41  																														| (516) all_0_42_42 = e3
% 62.39/27.41  																														|
% 62.39/27.41  																															| Equations (516) can reduce 214 to:
% 62.39/27.41  																															| (1898)  ~ (all_0_41_41 = e3)
% 62.39/27.41  																															|
% 62.39/27.41  																															| From (516) and (210) follows:
% 62.39/27.41  																															| (4285) op(e3, e2) = e3
% 62.39/27.41  																															|
% 62.39/27.41  																															+-Applying beta-rule and splitting (131), into two cases.
% 62.39/27.41  																															|-Branch one:
% 62.39/27.41  																															| (459) all_0_42_42 = e1
% 62.39/27.41  																															|
% 62.39/27.41  																																| Combining equations (459,516) yields a new equation:
% 62.39/27.41  																																| (455) e3 = e1
% 62.39/27.41  																																|
% 62.39/27.41  																																| Equations (455) can reduce 213 to:
% 62.39/27.41  																																| (266) $false
% 62.39/27.41  																																|
% 62.39/27.41  																																|-The branch is then unsatisfiable
% 62.39/27.41  																															|-Branch two:
% 62.39/27.41  																															| (1380)  ~ (all_0_42_42 = e1)
% 62.39/27.41  																															| (3259) all_0_47_47 = e1 | all_0_51_51 = e1 | all_0_56_56 = e1
% 62.39/27.41  																															|
% 62.39/27.41  																																+-Applying beta-rule and splitting (133), into two cases.
% 62.39/27.41  																																|-Branch one:
% 62.39/27.41  																																| (833) all_0_56_56 = e2
% 62.39/27.41  																																|
% 62.39/27.41  																																	| Equations (833) can reduce 511 to:
% 62.39/27.41  																																	| (266) $false
% 62.39/27.41  																																	|
% 62.39/27.41  																																	|-The branch is then unsatisfiable
% 62.39/27.41  																																|-Branch two:
% 62.39/27.41  																																| (511)  ~ (all_0_56_56 = e2)
% 62.39/27.41  																																| (836) all_0_56_56 = e4 | all_0_56_56 = e3 | all_0_56_56 = e1 | all_0_56_56 = e0
% 62.39/27.41  																																|
% 62.39/27.41  																																	+-Applying beta-rule and splitting (163), into two cases.
% 62.39/27.41  																																	|-Branch one:
% 62.39/27.41  																																	| (565) all_0_52_52 = e4
% 62.39/27.41  																																	|
% 62.39/27.41  																																		| Combining equations (642,565) yields a new equation:
% 62.39/27.41  																																		| (630) e4 = e1
% 62.39/27.41  																																		|
% 62.39/27.41  																																		| Equations (630) can reduce 110 to:
% 62.39/27.41  																																		| (266) $false
% 62.39/27.41  																																		|
% 62.39/27.41  																																		|-The branch is then unsatisfiable
% 62.39/27.41  																																	|-Branch two:
% 62.39/27.41  																																	| (780)  ~ (all_0_52_52 = e4)
% 62.39/27.41  																																	| (781) (all_0_41_41 = e0 & all_0_58_58 = e3 &  ~ (all_0_44_44 = e3)) | (all_0_41_41 = e0 & all_0_58_58 = e3 &  ~ (all_0_55_55 = e0)) | (all_0_47_47 = e1 & all_0_52_52 = e2 &  ~ (all_0_48_48 = e2)) | (all_0_47_47 = e1 & all_0_52_52 = e2 &  ~ (all_0_51_51 = e1)) | (all_0_47_47 = e0 & all_0_58_58 = e2 &  ~ (all_0_49_49 = e2)) | (all_0_47_47 = e0 & all_0_58_58 = e2 &  ~ (all_0_56_56 = e0))
% 62.39/27.41  																																	|
% 62.39/27.41  																																		| Equations (642) can reduce 780 to:
% 62.39/27.41  																																		| (602)  ~ (e4 = e1)
% 62.39/27.41  																																		|
% 62.39/27.41  																																		| Simplifying 602 yields:
% 62.39/27.41  																																		| (110)  ~ (e4 = e1)
% 62.39/27.41  																																		|
% 62.39/27.41  																																		+-Applying beta-rule and splitting (3259), into two cases.
% 62.39/27.41  																																		|-Branch one:
% 62.39/27.41  																																		| (654) all_0_47_47 = e1
% 62.39/27.41  																																		|
% 62.39/27.41  																																			| Combining equations (654,1790) yields a new equation:
% 62.39/27.41  																																			| (630) e4 = e1
% 62.39/27.41  																																			|
% 62.39/27.41  																																			| Equations (630) can reduce 110 to:
% 62.39/27.41  																																			| (266) $false
% 62.39/27.41  																																			|
% 62.39/27.41  																																			|-The branch is then unsatisfiable
% 62.39/27.41  																																		|-Branch two:
% 62.39/27.41  																																		| (462)  ~ (all_0_47_47 = e1)
% 62.39/27.41  																																		| (3264) all_0_51_51 = e1 | all_0_56_56 = e1
% 62.39/27.41  																																		|
% 62.39/27.41  																																			+-Applying beta-rule and splitting (3264), into two cases.
% 62.39/27.41  																																			|-Branch one:
% 62.39/27.41  																																			| (1109) all_0_51_51 = e1
% 62.39/27.41  																																			|
% 62.39/27.41  																																				| Combining equations (504,1109) yields a new equation:
% 62.39/27.41  																																				| (616) e2 = e1
% 62.39/27.41  																																				|
% 62.39/27.41  																																				| Simplifying 616 yields:
% 62.39/27.41  																																				| (617) e2 = e1
% 62.39/27.41  																																				|
% 62.39/27.41  																																				| Equations (617) can reduce 122 to:
% 62.39/27.41  																																				| (266) $false
% 62.39/27.41  																																				|
% 62.39/27.41  																																				|-The branch is then unsatisfiable
% 62.39/27.41  																																			|-Branch two:
% 62.39/27.41  																																			| (464)  ~ (all_0_51_51 = e1)
% 62.39/27.41  																																			| (1569) all_0_56_56 = e1
% 62.39/27.41  																																			|
% 62.39/27.41  																																				| Equations (1569) can reduce 44 to:
% 62.39/27.41  																																				| (879)  ~ (all_0_58_58 = e1)
% 62.39/27.41  																																				|
% 62.39/27.41  																																				| Simplifying 879 yields:
% 62.39/27.41  																																				| (880)  ~ (all_0_58_58 = e1)
% 62.39/27.41  																																				|
% 62.39/27.41  																																				| Equations (1569) can reduce 511 to:
% 62.39/27.41  																																				| (604)  ~ (e2 = e1)
% 62.39/27.41  																																				|
% 62.39/27.41  																																				| Simplifying 604 yields:
% 62.39/27.41  																																				| (122)  ~ (e2 = e1)
% 62.39/27.41  																																				|
% 62.39/27.41  																																				+-Applying beta-rule and splitting (108), into two cases.
% 62.39/27.41  																																				|-Branch one:
% 62.39/27.41  																																				| (624) all_0_58_58 = e2
% 62.39/27.41  																																				|
% 62.39/27.41  																																					| Equations (624) can reduce 908 to:
% 62.39/27.41  																																					| (266) $false
% 62.39/27.41  																																					|
% 62.39/27.41  																																					|-The branch is then unsatisfiable
% 62.39/27.41  																																				|-Branch two:
% 62.39/27.41  																																				| (908)  ~ (all_0_58_58 = e2)
% 62.39/27.41  																																				| (909) all_0_58_58 = e4 | all_0_58_58 = e3 | all_0_58_58 = e1 | all_0_58_58 = e0
% 62.39/27.41  																																				|
% 62.39/27.41  																																					+-Applying beta-rule and splitting (909), into two cases.
% 62.39/27.41  																																					|-Branch one:
% 62.39/27.41  																																					| (910) all_0_58_58 = e4
% 62.39/27.41  																																					|
% 62.39/27.41  																																						| Equations (910) can reduce 451 to:
% 62.39/27.41  																																						| (266) $false
% 62.39/27.41  																																						|
% 62.39/27.41  																																						|-The branch is then unsatisfiable
% 62.39/27.41  																																					|-Branch two:
% 62.39/27.41  																																					| (451)  ~ (all_0_58_58 = e4)
% 62.39/27.41  																																					| (913) all_0_58_58 = e3 | all_0_58_58 = e1 | all_0_58_58 = e0
% 62.39/27.41  																																					|
% 62.39/27.41  																																						+-Applying beta-rule and splitting (913), into two cases.
% 62.39/27.41  																																						|-Branch one:
% 62.39/27.41  																																						| (914) all_0_58_58 = e0
% 62.39/27.41  																																						|
% 62.39/27.41  																																							| Equations (914) can reduce 491 to:
% 62.39/27.41  																																							| (266) $false
% 62.39/27.41  																																							|
% 62.39/27.41  																																							|-The branch is then unsatisfiable
% 62.39/27.41  																																						|-Branch two:
% 62.39/27.41  																																						| (491)  ~ (all_0_58_58 = e0)
% 62.39/27.41  																																						| (917) all_0_58_58 = e3 | all_0_58_58 = e1
% 62.39/27.41  																																						|
% 62.39/27.41  																																							+-Applying beta-rule and splitting (917), into two cases.
% 62.39/27.41  																																							|-Branch one:
% 62.39/27.41  																																							| (918) all_0_58_58 = e1
% 62.39/27.41  																																							|
% 62.39/27.41  																																								| Equations (918) can reduce 880 to:
% 62.39/27.41  																																								| (266) $false
% 62.39/27.41  																																								|
% 62.39/27.41  																																								|-The branch is then unsatisfiable
% 62.39/27.41  																																							|-Branch two:
% 62.39/27.41  																																							| (880)  ~ (all_0_58_58 = e1)
% 62.39/27.41  																																							| (795) all_0_58_58 = e3
% 62.39/27.41  																																							|
% 62.39/27.41  																																								| Equations (795) can reduce 181 to:
% 62.39/27.41  																																								| (407)  ~ (all_0_44_44 = e3)
% 62.39/27.41  																																								|
% 62.39/27.41  																																								| Equations (795) can reduce 119 to:
% 62.39/27.41  																																								| (525)  ~ (all_0_49_49 = e3)
% 62.39/27.41  																																								|
% 62.39/27.41  																																								| Equations (795) can reduce 908 to:
% 62.39/27.41  																																								| (212)  ~ (e3 = e2)
% 62.39/27.41  																																								|
% 62.39/27.41  																																								| From (795) and (245) follows:
% 62.39/27.42  																																								| (60701) op(e0, e0) = e3
% 62.39/27.42  																																								|
% 62.39/27.42  																																								+-Applying beta-rule and splitting (781), into two cases.
% 62.39/27.42  																																								|-Branch one:
% 62.39/27.42  																																								| (789) (all_0_41_41 = e0 & all_0_58_58 = e3 &  ~ (all_0_44_44 = e3)) | (all_0_41_41 = e0 & all_0_58_58 = e3 &  ~ (all_0_55_55 = e0)) | (all_0_47_47 = e1 & all_0_52_52 = e2 &  ~ (all_0_48_48 = e2)) | (all_0_47_47 = e1 & all_0_52_52 = e2 &  ~ (all_0_51_51 = e1)) | (all_0_47_47 = e0 & all_0_58_58 = e2 &  ~ (all_0_49_49 = e2))
% 62.39/27.42  																																								|
% 62.39/27.42  																																									+-Applying beta-rule and splitting (789), into two cases.
% 62.39/27.42  																																									|-Branch one:
% 62.39/27.42  																																									| (790) (all_0_41_41 = e0 & all_0_58_58 = e3 &  ~ (all_0_44_44 = e3)) | (all_0_41_41 = e0 & all_0_58_58 = e3 &  ~ (all_0_55_55 = e0)) | (all_0_47_47 = e1 & all_0_52_52 = e2 &  ~ (all_0_48_48 = e2)) | (all_0_47_47 = e1 & all_0_52_52 = e2 &  ~ (all_0_51_51 = e1))
% 62.39/27.42  																																									|
% 62.39/27.42  																																										+-Applying beta-rule and splitting (790), into two cases.
% 62.39/27.42  																																										|-Branch one:
% 62.39/27.42  																																										| (791) (all_0_41_41 = e0 & all_0_58_58 = e3 &  ~ (all_0_44_44 = e3)) | (all_0_41_41 = e0 & all_0_58_58 = e3 &  ~ (all_0_55_55 = e0)) | (all_0_47_47 = e1 & all_0_52_52 = e2 &  ~ (all_0_48_48 = e2))
% 62.39/27.42  																																										|
% 62.39/27.42  																																											+-Applying beta-rule and splitting (791), into two cases.
% 62.39/27.42  																																											|-Branch one:
% 62.39/27.42  																																											| (792) (all_0_41_41 = e0 & all_0_58_58 = e3 &  ~ (all_0_44_44 = e3)) | (all_0_41_41 = e0 & all_0_58_58 = e3 &  ~ (all_0_55_55 = e0))
% 62.39/27.42  																																											|
% 62.39/27.42  																																												+-Applying beta-rule and splitting (792), into two cases.
% 62.39/27.42  																																												|-Branch one:
% 62.39/27.42  																																												| (793) all_0_41_41 = e0 & all_0_58_58 = e3 &  ~ (all_0_44_44 = e3)
% 62.39/27.42  																																												|
% 62.39/27.42  																																													| Applying alpha-rule on (793) yields:
% 62.39/27.42  																																													| (794) all_0_41_41 = e0
% 62.39/27.42  																																													| (795) all_0_58_58 = e3
% 62.39/27.42  																																													| (407)  ~ (all_0_44_44 = e3)
% 62.39/27.42  																																													|
% 62.39/27.42  																																													| Equations (794) can reduce 149 to:
% 62.39/27.42  																																													| (359)  ~ (all_0_44_44 = e0)
% 62.39/27.42  																																													|
% 62.39/27.42  																																													| Simplifying 359 yields:
% 62.39/27.42  																																													| (360)  ~ (all_0_44_44 = e0)
% 62.39/27.42  																																													|
% 62.39/27.42  																																													| Equations (794) can reduce 43 to:
% 62.39/27.42  																																													| (5567)  ~ (all_0_46_46 = e0)
% 62.39/27.42  																																													|
% 62.39/27.42  																																													| Simplifying 5567 yields:
% 62.39/27.42  																																													| (831)  ~ (all_0_46_46 = e0)
% 62.39/27.42  																																													|
% 62.39/27.42  																																													| Equations (794) can reduce 1898 to:
% 62.39/27.42  																																													| (541)  ~ (e3 = e0)
% 62.39/27.42  																																													|
% 62.39/27.42  																																													| Simplifying 541 yields:
% 62.39/27.42  																																													| (80)  ~ (e3 = e0)
% 62.39/27.42  																																													|
% 62.39/27.42  																																													| Equations (794) can reduce 85 to:
% 62.39/27.42  																																													| (365)  ~ (e2 = e0)
% 62.39/27.42  																																													|
% 62.39/27.42  																																													| Simplifying 365 yields:
% 62.39/27.42  																																													| (128)  ~ (e2 = e0)
% 62.39/27.42  																																													|
% 62.39/27.42  																																													+-Applying beta-rule and splitting (26), into two cases.
% 62.39/27.42  																																													|-Branch one:
% 62.39/27.42  																																													| (446) all_0_44_44 = e4
% 62.39/27.42  																																													|
% 62.39/27.42  																																														| Equations (446) can reduce 1390 to:
% 62.39/27.42  																																														| (266) $false
% 62.39/27.42  																																														|
% 62.39/27.42  																																														|-The branch is then unsatisfiable
% 62.39/27.42  																																													|-Branch two:
% 62.39/27.42  																																													| (1390)  ~ (all_0_44_44 = e4)
% 62.39/27.42  																																													| (1391) all_0_44_44 = e3 | all_0_44_44 = e1 | all_0_44_44 = e0
% 62.39/27.42  																																													|
% 62.39/27.42  																																														+-Applying beta-rule and splitting (1391), into two cases.
% 62.39/27.42  																																														|-Branch one:
% 62.39/27.42  																																														| (1414) all_0_44_44 = e0
% 62.39/27.42  																																														|
% 62.39/27.42  																																															| Equations (1414) can reduce 360 to:
% 62.39/27.42  																																															| (266) $false
% 62.39/27.42  																																															|
% 62.39/27.42  																																															|-The branch is then unsatisfiable
% 62.39/27.42  																																														|-Branch two:
% 62.39/27.42  																																														| (360)  ~ (all_0_44_44 = e0)
% 62.39/27.42  																																														| (1417) all_0_44_44 = e3 | all_0_44_44 = e1
% 62.39/27.42  																																														|
% 62.39/27.42  																																															+-Applying beta-rule and splitting (1417), into two cases.
% 62.39/27.42  																																															|-Branch one:
% 62.39/27.42  																																															| (635) all_0_44_44 = e1
% 62.39/27.42  																																															|
% 62.39/27.42  																																																| Equations (635) can reduce 9 to:
% 62.39/27.42  																																																| (1419)  ~ (all_0_49_49 = e1)
% 62.39/27.42  																																																|
% 62.39/27.42  																																																| Simplifying 1419 yields:
% 62.39/27.42  																																																| (1064)  ~ (all_0_49_49 = e1)
% 62.39/27.42  																																																|
% 62.39/27.42  																																																| From (635) and (138) follows:
% 62.39/27.42  																																																| (1423) op(e3, e0) = e1
% 62.39/27.42  																																																|
% 62.39/27.42  																																																+-Applying beta-rule and splitting (135), into two cases.
% 62.39/27.42  																																																|-Branch one:
% 62.39/27.42  																																																| (545) all_0_46_46 = e1
% 62.39/27.42  																																																|
% 62.39/27.42  																																																	| Equations (545) can reduce 208 to:
% 62.39/27.42  																																																	| (1419)  ~ (all_0_49_49 = e1)
% 62.39/27.42  																																																	|
% 62.39/27.42  																																																	| Simplifying 1419 yields:
% 62.39/27.42  																																																	| (1064)  ~ (all_0_49_49 = e1)
% 62.39/27.42  																																																	|
% 62.39/27.42  																																																	| Equations (545) can reduce 831 to:
% 62.39/27.42  																																																	| (233)  ~ (e1 = e0)
% 62.39/27.42  																																																	|
% 62.39/27.42  																																																	| From (545) and (120) follows:
% 62.39/27.42  																																																	| (2105) op(e2, e3) = e1
% 62.39/27.42  																																																	|
% 62.39/27.42  																																																	+-Applying beta-rule and splitting (184), into two cases.
% 62.39/27.42  																																																	|-Branch one:
% 62.39/27.42  																																																	| (538) all_0_46_46 = e0
% 62.39/27.42  																																																	|
% 62.39/27.42  																																																		| Combining equations (545,538) yields a new equation:
% 62.39/27.42  																																																		| (546) e1 = e0
% 62.39/27.42  																																																		|
% 62.39/27.42  																																																		| Simplifying 546 yields:
% 62.39/27.42  																																																		| (431) e1 = e0
% 62.39/27.42  																																																		|
% 62.39/27.42  																																																		| Equations (431) can reduce 233 to:
% 62.39/27.42  																																																		| (266) $false
% 62.39/27.42  																																																		|
% 62.39/27.42  																																																		|-The branch is then unsatisfiable
% 62.39/27.42  																																																	|-Branch two:
% 62.39/27.42  																																																	| (831)  ~ (all_0_46_46 = e0)
% 62.39/27.42  																																																	| (832) all_0_47_47 = e0 | all_0_48_48 = e0 | all_0_49_49 = e0
% 62.39/27.42  																																																	|
% 62.39/27.42  																																																		| Equations (545) can reduce 831 to:
% 62.39/27.42  																																																		| (233)  ~ (e1 = e0)
% 62.39/27.42  																																																		|
% 62.39/27.42  																																																		+-Applying beta-rule and splitting (75), into two cases.
% 62.39/27.42  																																																		|-Branch one:
% 62.39/27.42  																																																		| (485) all_0_40_40 = e0
% 62.39/27.42  																																																		|
% 62.39/27.42  																																																			| Combining equations (485,313) yields a new equation:
% 62.39/27.42  																																																			| (330) e2 = e0
% 62.39/27.42  																																																			|
% 62.39/27.42  																																																			| Equations (330) can reduce 128 to:
% 62.39/27.42  																																																			| (266) $false
% 62.39/27.42  																																																			|
% 62.39/27.42  																																																			|-The branch is then unsatisfiable
% 62.39/27.42  																																																		|-Branch two:
% 62.39/27.42  																																																		| (1401)  ~ (all_0_40_40 = e0)
% 62.39/27.42  																																																		| (1748) all_0_44_44 = e0 | all_0_49_49 = e0 | all_0_58_58 = e0
% 62.39/27.42  																																																		|
% 62.39/27.42  																																																			+-Applying beta-rule and splitting (1748), into two cases.
% 62.39/27.42  																																																			|-Branch one:
% 62.39/27.42  																																																			| (1414) all_0_44_44 = e0
% 62.39/27.42  																																																			|
% 62.39/27.42  																																																				| Combining equations (635,1414) yields a new equation:
% 62.39/27.42  																																																				| (546) e1 = e0
% 62.39/27.42  																																																				|
% 62.39/27.42  																																																				| Simplifying 546 yields:
% 62.39/27.42  																																																				| (431) e1 = e0
% 62.39/27.42  																																																				|
% 62.39/27.42  																																																				| Equations (431) can reduce 233 to:
% 62.39/27.42  																																																				| (266) $false
% 62.39/27.42  																																																				|
% 62.39/27.42  																																																				|-The branch is then unsatisfiable
% 62.39/27.42  																																																			|-Branch two:
% 62.39/27.42  																																																			| (360)  ~ (all_0_44_44 = e0)
% 62.39/27.42  																																																			| (1760) all_0_49_49 = e0 | all_0_58_58 = e0
% 62.39/27.42  																																																			|
% 62.39/27.42  																																																				+-Applying beta-rule and splitting (1760), into two cases.
% 62.39/27.42  																																																				|-Branch one:
% 62.39/27.42  																																																				| (978) all_0_49_49 = e0
% 62.39/27.42  																																																				|
% 62.39/27.42  																																																					| Equations (978) can reduce 525 to:
% 62.39/27.42  																																																					| (541)  ~ (e3 = e0)
% 62.39/27.42  																																																					|
% 62.39/27.42  																																																					| Simplifying 541 yields:
% 62.39/27.42  																																																					| (80)  ~ (e3 = e0)
% 62.39/27.42  																																																					|
% 62.39/27.42  																																																					| Equations (978) can reduce 1064 to:
% 62.39/27.42  																																																					| (435)  ~ (e1 = e0)
% 62.39/27.42  																																																					|
% 62.39/27.42  																																																					| Simplifying 435 yields:
% 62.39/27.42  																																																					| (233)  ~ (e1 = e0)
% 62.39/27.42  																																																					|
% 62.39/27.42  																																																					+-Applying beta-rule and splitting (56), into two cases.
% 62.39/27.42  																																																					|-Branch one:
% 62.39/27.42  																																																					| (696) unit = e2
% 62.39/27.42  																																																					|
% 62.39/27.42  																																																						| From (696) and (244) follows:
% 62.39/27.42  																																																						| (264) op(e2, e4) = e4
% 62.39/27.42  																																																						|
% 62.39/27.42  																																																						| From (696) and (24) follows:
% 62.39/27.42  																																																						| (697) op(e2, e3) = e3
% 62.39/27.42  																																																						|
% 62.39/27.42  																																																						| From (696) and (227) follows:
% 62.39/27.42  																																																						| (4284) op(e4, e2) = e4
% 62.39/27.42  																																																						|
% 62.39/27.42  																																																						| Instantiating formula (29) with e4, e2, e4, e0 and discharging atoms op(e4, e2) = e4, op(e4, e2) = e0, yields:
% 62.39/27.42  																																																						| (397) e4 = e0
% 62.39/27.42  																																																						|
% 62.39/27.42  																																																						| Instantiating formula (29) with e2, e4, e4, e3 and discharging atoms op(e2, e4) = e4, op(e2, e4) = e3, yields:
% 62.39/27.42  																																																						| (425) e4 = e3
% 62.39/27.42  																																																						|
% 62.39/27.42  																																																						| Instantiating formula (29) with e2, e3, e3, e1 and discharging atoms op(e2, e3) = e3, op(e2, e3) = e1, yields:
% 62.39/27.42  																																																						| (455) e3 = e1
% 62.39/27.42  																																																						|
% 62.39/27.42  																																																						| Combining equations (397,425) yields a new equation:
% 62.39/27.42  																																																						| (676) e3 = e0
% 62.39/27.42  																																																						|
% 62.39/27.42  																																																						| Combining equations (676,455) yields a new equation:
% 62.39/27.42  																																																						| (431) e1 = e0
% 62.39/27.42  																																																						|
% 62.39/27.42  																																																						| Equations (431) can reduce 233 to:
% 62.39/27.42  																																																						| (266) $false
% 62.39/27.42  																																																						|
% 62.39/27.42  																																																						|-The branch is then unsatisfiable
% 62.39/27.42  																																																					|-Branch two:
% 62.39/27.42  																																																					| (707)  ~ (unit = e2)
% 62.39/27.42  																																																					| (708) unit = e4 | unit = e3 | unit = e1 | unit = e0
% 62.39/27.42  																																																					|
% 62.39/27.42  																																																						+-Applying beta-rule and splitting (708), into two cases.
% 62.39/27.42  																																																						|-Branch one:
% 62.39/27.42  																																																						| (709) unit = e4
% 62.39/27.42  																																																						|
% 62.39/27.42  																																																							| From (709) and (24) follows:
% 62.39/27.42  																																																							| (33325) op(e4, e3) = e3
% 62.39/27.42  																																																							|
% 62.39/27.42  																																																							| From (709) and (211) follows:
% 62.39/27.42  																																																							| (22527) op(e4, e1) = e1
% 62.39/27.42  																																																							|
% 62.39/27.42  																																																							| From (709) and (32) follows:
% 62.39/27.42  																																																							| (712) op(e2, e4) = e2
% 62.39/27.42  																																																							|
% 62.39/27.42  																																																							| From (709) and (42) follows:
% 62.39/27.42  																																																							| (713) op(e0, e4) = e0
% 62.39/27.42  																																																							|
% 62.39/27.42  																																																							| Instantiating formula (29) with e4, e3, e3, e4 and discharging atoms op(e4, e3) = e4, op(e4, e3) = e3, yields:
% 62.39/27.42  																																																							| (425) e4 = e3
% 62.39/27.42  																																																							|
% 62.39/27.42  																																																							| Instantiating formula (29) with e4, e1, e1, e3 and discharging atoms op(e4, e1) = e3, op(e4, e1) = e1, yields:
% 62.39/27.42  																																																							| (455) e3 = e1
% 62.39/27.42  																																																							|
% 62.39/27.42  																																																							| Instantiating formula (29) with e2, e4, e2, e3 and discharging atoms op(e2, e4) = e3, op(e2, e4) = e2, yields:
% 62.39/27.42  																																																							| (662) e3 = e2
% 62.39/27.42  																																																							|
% 62.39/27.42  																																																							| Instantiating formula (29) with e0, e4, e0, e4 and discharging atoms op(e0, e4) = e4, op(e0, e4) = e0, yields:
% 62.39/27.42  																																																							| (397) e4 = e0
% 62.39/27.42  																																																							|
% 62.39/27.42  																																																							| Combining equations (425,397) yields a new equation:
% 62.39/27.42  																																																							| (675) e3 = e0
% 62.39/27.42  																																																							|
% 62.39/27.42  																																																							| Simplifying 675 yields:
% 62.39/27.42  																																																							| (676) e3 = e0
% 62.39/27.42  																																																							|
% 62.39/27.42  																																																							| Combining equations (455,662) yields a new equation:
% 62.39/27.42  																																																							| (617) e2 = e1
% 62.39/27.42  																																																							|
% 62.39/27.42  																																																							| Combining equations (676,662) yields a new equation:
% 62.39/27.42  																																																							| (330) e2 = e0
% 62.39/27.42  																																																							|
% 62.39/27.42  																																																							| Combining equations (617,330) yields a new equation:
% 62.39/27.42  																																																							| (546) e1 = e0
% 62.39/27.42  																																																							|
% 62.39/27.42  																																																							| Simplifying 546 yields:
% 62.39/27.42  																																																							| (431) e1 = e0
% 62.39/27.42  																																																							|
% 62.39/27.42  																																																							| Equations (431) can reduce 233 to:
% 62.39/27.42  																																																							| (266) $false
% 62.39/27.42  																																																							|
% 62.39/27.42  																																																							|-The branch is then unsatisfiable
% 62.39/27.42  																																																						|-Branch two:
% 62.39/27.42  																																																						| (724)  ~ (unit = e4)
% 62.39/27.42  																																																						| (725) unit = e3 | unit = e1 | unit = e0
% 62.39/27.42  																																																						|
% 62.39/27.42  																																																							+-Applying beta-rule and splitting (725), into two cases.
% 62.39/27.42  																																																							|-Branch one:
% 62.39/27.42  																																																							| (726) unit = e0
% 62.39/27.42  																																																							|
% 62.39/27.42  																																																								| From (726) and (24) follows:
% 62.39/27.42  																																																								| (2208) op(e0, e3) = e3
% 62.39/27.42  																																																								|
% 62.39/27.42  																																																								| From (726) and (40) follows:
% 62.39/27.42  																																																								| (1639) op(e3, e0) = e3
% 62.39/27.42  																																																								|
% 62.39/27.42  																																																								| From (726) and (42) follows:
% 62.39/27.42  																																																								| (728) op(e0, e0) = e0
% 62.39/27.42  																																																								|
% 62.39/27.42  																																																								| Instantiating formula (29) with e3, e0, e3, e1 and discharging atoms op(e3, e0) = e3, op(e3, e0) = e1, yields:
% 62.39/27.42  																																																								| (455) e3 = e1
% 62.39/27.42  																																																								|
% 62.39/27.42  																																																								| Instantiating formula (29) with e0, e3, e3, e2 and discharging atoms op(e0, e3) = e3, op(e0, e3) = e2, yields:
% 62.39/27.42  																																																								| (662) e3 = e2
% 62.39/27.42  																																																								|
% 62.39/27.42  																																																								| Instantiating formula (29) with e0, e0, e0, e3 and discharging atoms op(e0, e0) = e3, op(e0, e0) = e0, yields:
% 62.39/27.42  																																																								| (676) e3 = e0
% 62.39/27.42  																																																								|
% 62.39/27.42  																																																								| Combining equations (676,662) yields a new equation:
% 62.39/27.42  																																																								| (330) e2 = e0
% 62.39/27.42  																																																								|
% 62.39/27.42  																																																								| Combining equations (455,662) yields a new equation:
% 62.39/27.42  																																																								| (617) e2 = e1
% 62.39/27.42  																																																								|
% 62.39/27.42  																																																								| Combining equations (617,330) yields a new equation:
% 62.39/27.42  																																																								| (546) e1 = e0
% 62.39/27.42  																																																								|
% 62.39/27.42  																																																								| Simplifying 546 yields:
% 62.39/27.42  																																																								| (431) e1 = e0
% 62.39/27.42  																																																								|
% 62.39/27.42  																																																								| Equations (431) can reduce 233 to:
% 62.39/27.42  																																																								| (266) $false
% 62.39/27.42  																																																								|
% 62.39/27.42  																																																								|-The branch is then unsatisfiable
% 62.39/27.42  																																																							|-Branch two:
% 62.39/27.42  																																																							| (734)  ~ (unit = e0)
% 62.39/27.42  																																																							| (735) unit = e3 | unit = e1
% 62.39/27.42  																																																							|
% 62.39/27.42  																																																								+-Applying beta-rule and splitting (735), into two cases.
% 62.39/27.42  																																																								|-Branch one:
% 62.39/27.42  																																																								| (736) unit = e1
% 62.39/27.42  																																																								|
% 62.39/27.42  																																																									| From (736) and (209) follows:
% 62.39/27.42  																																																									| (2715) op(e1, e0) = e0
% 62.39/27.42  																																																									|
% 62.39/27.42  																																																									| From (736) and (40) follows:
% 62.39/27.42  																																																									| (1652) op(e3, e1) = e3
% 62.39/27.42  																																																									|
% 62.39/27.42  																																																									| Instantiating formula (29) with e3, e1, e3, e4 and discharging atoms op(e3, e1) = e4, op(e3, e1) = e3, yields:
% 62.39/27.42  																																																									| (425) e4 = e3
% 62.39/27.42  																																																									|
% 62.39/27.42  																																																									| Instantiating formula (29) with e1, e0, e0, e4 and discharging atoms op(e1, e0) = e4, op(e1, e0) = e0, yields:
% 62.39/27.42  																																																									| (397) e4 = e0
% 62.39/27.42  																																																									|
% 62.39/27.42  																																																									| Combining equations (397,425) yields a new equation:
% 62.39/27.42  																																																									| (676) e3 = e0
% 62.39/27.42  																																																									|
% 62.39/27.42  																																																									| Equations (676) can reduce 80 to:
% 62.39/27.42  																																																									| (266) $false
% 62.39/27.42  																																																									|
% 62.39/27.42  																																																									|-The branch is then unsatisfiable
% 62.39/27.42  																																																								|-Branch two:
% 62.39/27.42  																																																								| (748)  ~ (unit = e1)
% 62.39/27.42  																																																								| (749) unit = e3
% 62.39/27.42  																																																								|
% 62.39/27.42  																																																									| From (749) and (15) follows:
% 62.39/27.42  																																																									| (751) op(e3, e2) = e2
% 62.39/27.42  																																																									|
% 62.39/27.42  																																																									| From (749) and (28) follows:
% 62.39/27.42  																																																									| (2235) op(e1, e3) = e1
% 62.39/27.42  																																																									|
% 62.39/27.42  																																																									| From (749) and (42) follows:
% 62.39/27.42  																																																									| (752) op(e0, e3) = e0
% 62.39/27.42  																																																									|
% 62.39/27.42  																																																									| Instantiating formula (29) with e3, e2, e2, e3 and discharging atoms op(e3, e2) = e3, op(e3, e2) = e2, yields:
% 62.39/27.42  																																																									| (662) e3 = e2
% 62.39/27.42  																																																									|
% 62.39/27.42  																																																									| Instantiating formula (29) with e1, e3, e1, e3 and discharging atoms op(e1, e3) = e3, op(e1, e3) = e1, yields:
% 62.39/27.42  																																																									| (455) e3 = e1
% 62.39/27.42  																																																									|
% 62.39/27.42  																																																									| Instantiating formula (29) with e0, e3, e0, e2 and discharging atoms op(e0, e3) = e2, op(e0, e3) = e0, yields:
% 62.39/27.42  																																																									| (330) e2 = e0
% 62.39/27.42  																																																									|
% 62.39/27.42  																																																									| Combining equations (662,455) yields a new equation:
% 62.39/27.42  																																																									| (616) e2 = e1
% 62.39/27.42  																																																									|
% 62.39/27.42  																																																									| Simplifying 616 yields:
% 62.39/27.42  																																																									| (617) e2 = e1
% 62.39/27.42  																																																									|
% 62.39/27.42  																																																									| Combining equations (617,330) yields a new equation:
% 62.39/27.42  																																																									| (546) e1 = e0
% 62.39/27.42  																																																									|
% 62.39/27.42  																																																									| Simplifying 546 yields:
% 62.39/27.42  																																																									| (431) e1 = e0
% 62.39/27.42  																																																									|
% 62.39/27.42  																																																									| Equations (431) can reduce 233 to:
% 62.39/27.42  																																																									| (266) $false
% 62.39/27.42  																																																									|
% 62.39/27.42  																																																									|-The branch is then unsatisfiable
% 62.39/27.42  																																																				|-Branch two:
% 62.39/27.42  																																																				| (487)  ~ (all_0_49_49 = e0)
% 62.39/27.42  																																																				| (914) all_0_58_58 = e0
% 62.39/27.42  																																																				|
% 62.39/27.42  																																																					| Combining equations (914,795) yields a new equation:
% 62.39/27.42  																																																					| (676) e3 = e0
% 62.39/27.42  																																																					|
% 62.39/27.42  																																																					| Equations (676) can reduce 80 to:
% 62.39/27.42  																																																					| (266) $false
% 62.39/27.42  																																																					|
% 62.39/27.42  																																																					|-The branch is then unsatisfiable
% 62.39/27.42  																																																|-Branch two:
% 62.39/27.42  																																																| (549)  ~ (all_0_46_46 = e1)
% 62.39/27.42  																																																| (550) all_0_47_47 = e1 | all_0_48_48 = e1 | all_0_49_49 = e1
% 62.39/27.42  																																																|
% 62.39/27.42  																																																	+-Applying beta-rule and splitting (54), into two cases.
% 62.39/27.42  																																																	|-Branch one:
% 62.39/27.42  																																																	| (583) all_0_49_49 = e2
% 62.39/27.42  																																																	|
% 62.39/27.42  																																																		| Equations (583) can reduce 340 to:
% 62.39/27.42  																																																		| (266) $false
% 62.39/27.42  																																																		|
% 62.39/27.42  																																																		|-The branch is then unsatisfiable
% 62.39/27.42  																																																	|-Branch two:
% 62.39/27.42  																																																	| (340)  ~ (all_0_49_49 = e2)
% 62.39/27.42  																																																	| (586) all_0_49_49 = e4 | all_0_49_49 = e3 | all_0_49_49 = e1 | all_0_49_49 = e0
% 62.39/27.42  																																																	|
% 62.39/27.42  																																																		+-Applying beta-rule and splitting (123), into two cases.
% 62.39/27.42  																																																		|-Branch one:
% 62.39/27.42  																																																		| (1794) all_0_46_46 = e2
% 62.39/27.42  																																																		|
% 62.39/27.42  																																																			| Equations (1794) can reduce 300 to:
% 62.39/27.42  																																																			| (266) $false
% 62.39/27.42  																																																			|
% 62.39/27.42  																																																			|-The branch is then unsatisfiable
% 62.39/27.42  																																																		|-Branch two:
% 62.39/27.42  																																																		| (300)  ~ (all_0_46_46 = e2)
% 62.39/27.42  																																																		| (1797) all_0_46_46 = e4 | all_0_46_46 = e3 | all_0_46_46 = e1 | all_0_46_46 = e0
% 62.39/27.42  																																																		|
% 62.39/27.42  																																																			+-Applying beta-rule and splitting (586), into two cases.
% 62.39/27.42  																																																			|-Branch one:
% 62.39/27.42  																																																			| (974) all_0_49_49 = e4
% 62.39/27.42  																																																			|
% 62.39/27.42  																																																				| Equations (974) can reduce 256 to:
% 62.39/27.42  																																																				| (266) $false
% 62.39/27.42  																																																				|
% 62.39/27.42  																																																				|-The branch is then unsatisfiable
% 62.39/27.42  																																																			|-Branch two:
% 62.39/27.42  																																																			| (256)  ~ (all_0_49_49 = e4)
% 62.39/27.42  																																																			| (977) all_0_49_49 = e3 | all_0_49_49 = e1 | all_0_49_49 = e0
% 62.39/27.42  																																																			|
% 62.39/27.42  																																																				+-Applying beta-rule and splitting (977), into two cases.
% 62.39/27.42  																																																				|-Branch one:
% 62.39/27.42  																																																				| (978) all_0_49_49 = e0
% 62.39/27.42  																																																				|
% 62.39/27.43  																																																					| Equations (978) can reduce 208 to:
% 62.39/27.43  																																																					| (831)  ~ (all_0_46_46 = e0)
% 62.39/27.43  																																																					|
% 62.39/27.43  																																																					+-Applying beta-rule and splitting (1797), into two cases.
% 62.39/27.43  																																																					|-Branch one:
% 62.39/27.43  																																																					| (770) all_0_46_46 = e4
% 62.39/27.43  																																																					|
% 62.39/27.43  																																																						| Equations (770) can reduce 250 to:
% 62.39/27.43  																																																						| (266) $false
% 62.39/27.43  																																																						|
% 62.39/27.43  																																																						|-The branch is then unsatisfiable
% 62.39/27.43  																																																					|-Branch two:
% 62.39/27.43  																																																					| (250)  ~ (all_0_46_46 = e4)
% 62.39/27.43  																																																					| (1801) all_0_46_46 = e3 | all_0_46_46 = e1 | all_0_46_46 = e0
% 62.39/27.43  																																																					|
% 62.39/27.43  																																																						+-Applying beta-rule and splitting (1801), into two cases.
% 62.39/27.43  																																																						|-Branch one:
% 62.39/27.43  																																																						| (538) all_0_46_46 = e0
% 62.39/27.43  																																																						|
% 62.39/27.43  																																																							| Equations (538) can reduce 831 to:
% 62.39/27.43  																																																							| (266) $false
% 62.39/27.43  																																																							|
% 62.39/27.43  																																																							|-The branch is then unsatisfiable
% 62.39/27.43  																																																						|-Branch two:
% 62.39/27.43  																																																						| (831)  ~ (all_0_46_46 = e0)
% 62.39/27.43  																																																						| (1838) all_0_46_46 = e3 | all_0_46_46 = e1
% 62.39/27.43  																																																						|
% 62.39/27.43  																																																							+-Applying beta-rule and splitting (1838), into two cases.
% 62.39/27.43  																																																							|-Branch one:
% 62.39/27.43  																																																							| (545) all_0_46_46 = e1
% 62.39/27.43  																																																							|
% 62.39/27.43  																																																								| Equations (545) can reduce 549 to:
% 62.39/27.43  																																																								| (266) $false
% 62.39/27.43  																																																								|
% 62.39/27.43  																																																								|-The branch is then unsatisfiable
% 62.39/27.43  																																																							|-Branch two:
% 62.39/27.43  																																																							| (549)  ~ (all_0_46_46 = e1)
% 62.39/27.43  																																																							| (1557) all_0_46_46 = e3
% 62.39/27.43  																																																							|
% 62.39/27.43  																																																								| Equations (1557) can reduce 409 to:
% 62.39/27.43  																																																								| (266) $false
% 62.39/27.43  																																																								|
% 62.39/27.43  																																																								|-The branch is then unsatisfiable
% 62.39/27.43  																																																				|-Branch two:
% 62.39/27.43  																																																				| (487)  ~ (all_0_49_49 = e0)
% 62.39/27.43  																																																				| (981) all_0_49_49 = e3 | all_0_49_49 = e1
% 62.39/27.43  																																																				|
% 62.39/27.43  																																																					+-Applying beta-rule and splitting (981), into two cases.
% 62.39/27.43  																																																					|-Branch one:
% 62.39/27.43  																																																					| (671) all_0_49_49 = e1
% 62.39/27.43  																																																					|
% 62.39/27.43  																																																						| Equations (671) can reduce 1064 to:
% 62.39/27.43  																																																						| (266) $false
% 62.39/27.43  																																																						|
% 62.39/27.43  																																																						|-The branch is then unsatisfiable
% 62.39/27.43  																																																					|-Branch two:
% 62.39/27.43  																																																					| (1064)  ~ (all_0_49_49 = e1)
% 62.39/27.43  																																																					| (884) all_0_49_49 = e3
% 62.39/27.43  																																																					|
% 62.39/27.43  																																																						| Equations (884) can reduce 525 to:
% 62.39/27.43  																																																						| (266) $false
% 62.39/27.43  																																																						|
% 62.39/27.43  																																																						|-The branch is then unsatisfiable
% 62.39/27.43  																																															|-Branch two:
% 62.39/27.43  																																															| (639)  ~ (all_0_44_44 = e1)
% 62.39/27.43  																																															| (532) all_0_44_44 = e3
% 62.39/27.43  																																															|
% 62.39/27.43  																																																| Equations (532) can reduce 407 to:
% 62.39/27.43  																																																| (266) $false
% 62.39/27.43  																																																|
% 62.39/27.43  																																																|-The branch is then unsatisfiable
% 62.39/27.43  																																												|-Branch two:
% 62.39/27.43  																																												| (800) all_0_41_41 = e0 & all_0_58_58 = e3 &  ~ (all_0_55_55 = e0)
% 62.39/27.43  																																												|
% 62.39/27.43  																																													| Applying alpha-rule on (800) yields:
% 62.39/27.43  																																													| (794) all_0_41_41 = e0
% 62.39/27.43  																																													| (795) all_0_58_58 = e3
% 62.39/27.43  																																													| (803)  ~ (all_0_55_55 = e0)
% 62.39/27.43  																																													|
% 62.39/27.43  																																													| Equations (794) can reduce 149 to:
% 62.39/27.43  																																													| (359)  ~ (all_0_44_44 = e0)
% 62.39/27.43  																																													|
% 62.39/27.43  																																													| Simplifying 359 yields:
% 62.39/27.43  																																													| (360)  ~ (all_0_44_44 = e0)
% 62.39/27.43  																																													|
% 62.39/27.43  																																													| Equations (794) can reduce 43 to:
% 62.39/27.43  																																													| (5567)  ~ (all_0_46_46 = e0)
% 62.39/27.43  																																													|
% 62.39/27.43  																																													| Simplifying 5567 yields:
% 62.39/27.43  																																													| (831)  ~ (all_0_46_46 = e0)
% 62.39/27.43  																																													|
% 62.39/27.43  																																													| Equations (794) can reduce 1898 to:
% 62.39/27.43  																																													| (541)  ~ (e3 = e0)
% 62.39/27.43  																																													|
% 62.39/27.43  																																													| Simplifying 541 yields:
% 62.39/27.43  																																													| (80)  ~ (e3 = e0)
% 62.39/27.43  																																													|
% 62.39/27.43  																																													| Equations (386) can reduce 803 to:
% 62.39/27.43  																																													| (128)  ~ (e2 = e0)
% 62.39/27.43  																																													|
% 62.39/27.43  																																													+-Applying beta-rule and splitting (26), into two cases.
% 62.39/27.43  																																													|-Branch one:
% 62.39/27.43  																																													| (446) all_0_44_44 = e4
% 62.39/27.43  																																													|
% 62.39/27.43  																																														| Equations (446) can reduce 1390 to:
% 62.39/27.43  																																														| (266) $false
% 62.39/27.43  																																														|
% 62.39/27.43  																																														|-The branch is then unsatisfiable
% 62.39/27.43  																																													|-Branch two:
% 62.39/27.43  																																													| (1390)  ~ (all_0_44_44 = e4)
% 62.39/27.43  																																													| (1391) all_0_44_44 = e3 | all_0_44_44 = e1 | all_0_44_44 = e0
% 62.39/27.43  																																													|
% 62.39/27.43  																																														+-Applying beta-rule and splitting (1391), into two cases.
% 62.39/27.43  																																														|-Branch one:
% 62.39/27.43  																																														| (1414) all_0_44_44 = e0
% 62.39/27.43  																																														|
% 62.39/27.43  																																															| Equations (1414) can reduce 360 to:
% 62.39/27.43  																																															| (266) $false
% 62.39/27.43  																																															|
% 62.39/27.43  																																															|-The branch is then unsatisfiable
% 62.39/27.43  																																														|-Branch two:
% 62.39/27.43  																																														| (360)  ~ (all_0_44_44 = e0)
% 62.39/27.43  																																														| (1417) all_0_44_44 = e3 | all_0_44_44 = e1
% 62.39/27.43  																																														|
% 62.39/27.43  																																															+-Applying beta-rule and splitting (1417), into two cases.
% 62.39/27.43  																																															|-Branch one:
% 62.39/27.43  																																															| (635) all_0_44_44 = e1
% 62.39/27.43  																																															|
% 62.39/27.43  																																																| Equations (635) can reduce 9 to:
% 62.39/27.43  																																																| (1419)  ~ (all_0_49_49 = e1)
% 62.39/27.43  																																																|
% 62.39/27.43  																																																| Simplifying 1419 yields:
% 62.39/27.43  																																																| (1064)  ~ (all_0_49_49 = e1)
% 62.39/27.43  																																																|
% 62.39/27.43  																																																| From (635) and (138) follows:
% 62.39/27.43  																																																| (1423) op(e3, e0) = e1
% 62.39/27.43  																																																|
% 62.39/27.43  																																																+-Applying beta-rule and splitting (135), into two cases.
% 62.39/27.43  																																																|-Branch one:
% 62.39/27.43  																																																| (545) all_0_46_46 = e1
% 62.39/27.43  																																																|
% 62.39/27.43  																																																	| Equations (545) can reduce 208 to:
% 62.39/27.43  																																																	| (1419)  ~ (all_0_49_49 = e1)
% 62.39/27.43  																																																	|
% 62.39/27.43  																																																	| Simplifying 1419 yields:
% 62.39/27.43  																																																	| (1064)  ~ (all_0_49_49 = e1)
% 62.39/27.43  																																																	|
% 62.39/27.43  																																																	| Equations (545) can reduce 831 to:
% 62.39/27.43  																																																	| (233)  ~ (e1 = e0)
% 62.39/27.43  																																																	|
% 62.39/27.43  																																																	| From (545) and (120) follows:
% 62.39/27.43  																																																	| (2105) op(e2, e3) = e1
% 62.39/27.43  																																																	|
% 62.39/27.43  																																																	+-Applying beta-rule and splitting (184), into two cases.
% 62.39/27.43  																																																	|-Branch one:
% 62.39/27.43  																																																	| (538) all_0_46_46 = e0
% 62.39/27.43  																																																	|
% 62.39/27.43  																																																		| Combining equations (545,538) yields a new equation:
% 62.39/27.43  																																																		| (546) e1 = e0
% 62.39/27.43  																																																		|
% 62.39/27.43  																																																		| Simplifying 546 yields:
% 62.39/27.43  																																																		| (431) e1 = e0
% 62.39/27.43  																																																		|
% 62.39/27.43  																																																		| Equations (431) can reduce 233 to:
% 62.39/27.43  																																																		| (266) $false
% 62.39/27.43  																																																		|
% 62.39/27.43  																																																		|-The branch is then unsatisfiable
% 62.39/27.43  																																																	|-Branch two:
% 62.39/27.43  																																																	| (831)  ~ (all_0_46_46 = e0)
% 62.39/27.43  																																																	| (832) all_0_47_47 = e0 | all_0_48_48 = e0 | all_0_49_49 = e0
% 62.39/27.43  																																																	|
% 62.39/27.43  																																																		| Equations (545) can reduce 831 to:
% 62.39/27.43  																																																		| (233)  ~ (e1 = e0)
% 62.39/27.43  																																																		|
% 62.39/27.43  																																																		+-Applying beta-rule and splitting (75), into two cases.
% 62.39/27.43  																																																		|-Branch one:
% 62.39/27.43  																																																		| (485) all_0_40_40 = e0
% 62.39/27.43  																																																		|
% 62.39/27.43  																																																			| Combining equations (485,313) yields a new equation:
% 62.39/27.43  																																																			| (330) e2 = e0
% 62.39/27.43  																																																			|
% 62.39/27.43  																																																			| Equations (330) can reduce 128 to:
% 62.39/27.43  																																																			| (266) $false
% 62.39/27.43  																																																			|
% 62.39/27.43  																																																			|-The branch is then unsatisfiable
% 62.39/27.43  																																																		|-Branch two:
% 62.39/27.43  																																																		| (1401)  ~ (all_0_40_40 = e0)
% 62.39/27.43  																																																		| (1748) all_0_44_44 = e0 | all_0_49_49 = e0 | all_0_58_58 = e0
% 62.39/27.43  																																																		|
% 62.39/27.43  																																																			+-Applying beta-rule and splitting (1748), into two cases.
% 62.39/27.43  																																																			|-Branch one:
% 62.39/27.43  																																																			| (1414) all_0_44_44 = e0
% 62.39/27.43  																																																			|
% 62.39/27.43  																																																				| Combining equations (635,1414) yields a new equation:
% 62.39/27.43  																																																				| (546) e1 = e0
% 62.39/27.43  																																																				|
% 62.39/27.43  																																																				| Simplifying 546 yields:
% 62.39/27.43  																																																				| (431) e1 = e0
% 62.39/27.43  																																																				|
% 62.39/27.43  																																																				| Equations (431) can reduce 233 to:
% 62.39/27.43  																																																				| (266) $false
% 62.39/27.43  																																																				|
% 62.39/27.43  																																																				|-The branch is then unsatisfiable
% 62.39/27.43  																																																			|-Branch two:
% 62.39/27.43  																																																			| (360)  ~ (all_0_44_44 = e0)
% 62.39/27.43  																																																			| (1760) all_0_49_49 = e0 | all_0_58_58 = e0
% 62.39/27.43  																																																			|
% 62.39/27.43  																																																				+-Applying beta-rule and splitting (1760), into two cases.
% 62.39/27.43  																																																				|-Branch one:
% 62.39/27.43  																																																				| (978) all_0_49_49 = e0
% 62.39/27.43  																																																				|
% 62.39/27.43  																																																					| Equations (978) can reduce 525 to:
% 62.39/27.43  																																																					| (541)  ~ (e3 = e0)
% 62.39/27.43  																																																					|
% 62.39/27.43  																																																					| Simplifying 541 yields:
% 62.39/27.43  																																																					| (80)  ~ (e3 = e0)
% 62.39/27.43  																																																					|
% 62.39/27.43  																																																					| Equations (978) can reduce 1064 to:
% 62.39/27.43  																																																					| (435)  ~ (e1 = e0)
% 62.39/27.43  																																																					|
% 62.39/27.43  																																																					| Simplifying 435 yields:
% 62.39/27.43  																																																					| (233)  ~ (e1 = e0)
% 62.39/27.43  																																																					|
% 62.39/27.43  																																																					+-Applying beta-rule and splitting (56), into two cases.
% 62.39/27.43  																																																					|-Branch one:
% 62.39/27.43  																																																					| (696) unit = e2
% 62.39/27.43  																																																					|
% 62.39/27.43  																																																						| From (696) and (244) follows:
% 62.39/27.43  																																																						| (264) op(e2, e4) = e4
% 62.39/27.43  																																																						|
% 62.39/27.43  																																																						| From (696) and (24) follows:
% 62.39/27.43  																																																						| (697) op(e2, e3) = e3
% 62.39/27.43  																																																						|
% 62.39/27.43  																																																						| From (696) and (227) follows:
% 62.39/27.43  																																																						| (4284) op(e4, e2) = e4
% 62.39/27.43  																																																						|
% 62.39/27.43  																																																						| Instantiating formula (29) with e4, e2, e4, e0 and discharging atoms op(e4, e2) = e4, op(e4, e2) = e0, yields:
% 62.39/27.43  																																																						| (397) e4 = e0
% 62.39/27.43  																																																						|
% 62.39/27.43  																																																						| Instantiating formula (29) with e2, e4, e4, e3 and discharging atoms op(e2, e4) = e4, op(e2, e4) = e3, yields:
% 62.39/27.43  																																																						| (425) e4 = e3
% 62.39/27.43  																																																						|
% 62.39/27.43  																																																						| Instantiating formula (29) with e2, e3, e3, e1 and discharging atoms op(e2, e3) = e3, op(e2, e3) = e1, yields:
% 62.39/27.43  																																																						| (455) e3 = e1
% 62.39/27.43  																																																						|
% 62.39/27.43  																																																						| Combining equations (397,425) yields a new equation:
% 62.39/27.43  																																																						| (676) e3 = e0
% 62.39/27.43  																																																						|
% 62.39/27.43  																																																						| Combining equations (676,455) yields a new equation:
% 62.39/27.43  																																																						| (431) e1 = e0
% 62.39/27.43  																																																						|
% 62.39/27.43  																																																						| Equations (431) can reduce 233 to:
% 62.39/27.43  																																																						| (266) $false
% 62.39/27.43  																																																						|
% 62.39/27.43  																																																						|-The branch is then unsatisfiable
% 62.39/27.43  																																																					|-Branch two:
% 62.39/27.43  																																																					| (707)  ~ (unit = e2)
% 62.39/27.43  																																																					| (708) unit = e4 | unit = e3 | unit = e1 | unit = e0
% 62.39/27.43  																																																					|
% 62.39/27.43  																																																						+-Applying beta-rule and splitting (708), into two cases.
% 62.39/27.43  																																																						|-Branch one:
% 62.39/27.43  																																																						| (709) unit = e4
% 62.39/27.43  																																																						|
% 62.39/27.43  																																																							| From (709) and (24) follows:
% 62.39/27.43  																																																							| (33325) op(e4, e3) = e3
% 62.39/27.43  																																																							|
% 62.39/27.43  																																																							| From (709) and (211) follows:
% 62.39/27.43  																																																							| (22527) op(e4, e1) = e1
% 62.39/27.43  																																																							|
% 62.39/27.43  																																																							| From (709) and (32) follows:
% 62.39/27.43  																																																							| (712) op(e2, e4) = e2
% 62.39/27.43  																																																							|
% 62.39/27.43  																																																							| From (709) and (42) follows:
% 62.39/27.43  																																																							| (713) op(e0, e4) = e0
% 62.39/27.43  																																																							|
% 62.39/27.43  																																																							| Instantiating formula (29) with e4, e3, e3, e4 and discharging atoms op(e4, e3) = e4, op(e4, e3) = e3, yields:
% 62.39/27.43  																																																							| (425) e4 = e3
% 62.39/27.43  																																																							|
% 62.39/27.43  																																																							| Instantiating formula (29) with e4, e1, e1, e3 and discharging atoms op(e4, e1) = e3, op(e4, e1) = e1, yields:
% 62.39/27.43  																																																							| (455) e3 = e1
% 62.39/27.43  																																																							|
% 62.39/27.43  																																																							| Instantiating formula (29) with e2, e4, e2, e3 and discharging atoms op(e2, e4) = e3, op(e2, e4) = e2, yields:
% 62.39/27.43  																																																							| (662) e3 = e2
% 62.39/27.43  																																																							|
% 62.39/27.43  																																																							| Instantiating formula (29) with e0, e4, e0, e4 and discharging atoms op(e0, e4) = e4, op(e0, e4) = e0, yields:
% 62.39/27.43  																																																							| (397) e4 = e0
% 62.39/27.43  																																																							|
% 62.39/27.43  																																																							| Combining equations (425,397) yields a new equation:
% 62.39/27.43  																																																							| (675) e3 = e0
% 62.39/27.43  																																																							|
% 62.39/27.43  																																																							| Simplifying 675 yields:
% 62.39/27.43  																																																							| (676) e3 = e0
% 62.39/27.43  																																																							|
% 62.39/27.43  																																																							| Combining equations (455,662) yields a new equation:
% 62.39/27.43  																																																							| (617) e2 = e1
% 62.39/27.43  																																																							|
% 62.39/27.43  																																																							| Combining equations (676,662) yields a new equation:
% 62.39/27.43  																																																							| (330) e2 = e0
% 62.39/27.43  																																																							|
% 62.39/27.43  																																																							| Combining equations (617,330) yields a new equation:
% 62.39/27.43  																																																							| (546) e1 = e0
% 62.39/27.43  																																																							|
% 62.39/27.43  																																																							| Simplifying 546 yields:
% 62.39/27.43  																																																							| (431) e1 = e0
% 62.39/27.43  																																																							|
% 62.39/27.43  																																																							| Equations (431) can reduce 233 to:
% 62.39/27.43  																																																							| (266) $false
% 62.39/27.43  																																																							|
% 62.39/27.43  																																																							|-The branch is then unsatisfiable
% 62.39/27.43  																																																						|-Branch two:
% 62.39/27.43  																																																						| (724)  ~ (unit = e4)
% 62.39/27.43  																																																						| (725) unit = e3 | unit = e1 | unit = e0
% 62.39/27.43  																																																						|
% 62.39/27.43  																																																							+-Applying beta-rule and splitting (725), into two cases.
% 62.39/27.43  																																																							|-Branch one:
% 62.39/27.43  																																																							| (726) unit = e0
% 62.39/27.43  																																																							|
% 62.39/27.43  																																																								| From (726) and (24) follows:
% 62.39/27.43  																																																								| (2208) op(e0, e3) = e3
% 62.39/27.43  																																																								|
% 62.39/27.43  																																																								| From (726) and (40) follows:
% 62.39/27.43  																																																								| (1639) op(e3, e0) = e3
% 62.39/27.43  																																																								|
% 62.39/27.43  																																																								| From (726) and (42) follows:
% 62.39/27.43  																																																								| (728) op(e0, e0) = e0
% 62.39/27.43  																																																								|
% 62.39/27.43  																																																								| Instantiating formula (29) with e3, e0, e3, e1 and discharging atoms op(e3, e0) = e3, op(e3, e0) = e1, yields:
% 62.39/27.43  																																																								| (455) e3 = e1
% 62.39/27.43  																																																								|
% 62.39/27.43  																																																								| Instantiating formula (29) with e0, e3, e3, e2 and discharging atoms op(e0, e3) = e3, op(e0, e3) = e2, yields:
% 62.39/27.43  																																																								| (662) e3 = e2
% 62.39/27.43  																																																								|
% 62.39/27.43  																																																								| Instantiating formula (29) with e0, e0, e0, e3 and discharging atoms op(e0, e0) = e3, op(e0, e0) = e0, yields:
% 62.39/27.43  																																																								| (676) e3 = e0
% 62.39/27.43  																																																								|
% 62.39/27.43  																																																								| Combining equations (676,662) yields a new equation:
% 62.39/27.43  																																																								| (330) e2 = e0
% 62.39/27.43  																																																								|
% 62.39/27.43  																																																								| Combining equations (455,662) yields a new equation:
% 62.39/27.43  																																																								| (617) e2 = e1
% 62.39/27.43  																																																								|
% 62.39/27.43  																																																								| Combining equations (617,330) yields a new equation:
% 62.39/27.43  																																																								| (546) e1 = e0
% 62.39/27.43  																																																								|
% 62.39/27.43  																																																								| Simplifying 546 yields:
% 62.39/27.43  																																																								| (431) e1 = e0
% 62.39/27.43  																																																								|
% 62.39/27.43  																																																								| Equations (431) can reduce 233 to:
% 62.39/27.43  																																																								| (266) $false
% 62.39/27.43  																																																								|
% 62.39/27.43  																																																								|-The branch is then unsatisfiable
% 62.39/27.43  																																																							|-Branch two:
% 62.39/27.43  																																																							| (734)  ~ (unit = e0)
% 62.39/27.43  																																																							| (735) unit = e3 | unit = e1
% 62.39/27.43  																																																							|
% 62.39/27.43  																																																								+-Applying beta-rule and splitting (735), into two cases.
% 62.39/27.43  																																																								|-Branch one:
% 62.39/27.43  																																																								| (736) unit = e1
% 62.39/27.43  																																																								|
% 62.39/27.43  																																																									| From (736) and (209) follows:
% 62.39/27.43  																																																									| (2715) op(e1, e0) = e0
% 62.39/27.43  																																																									|
% 62.39/27.43  																																																									| From (736) and (40) follows:
% 62.39/27.43  																																																									| (1652) op(e3, e1) = e3
% 62.39/27.43  																																																									|
% 62.39/27.43  																																																									| Instantiating formula (29) with e3, e1, e3, e4 and discharging atoms op(e3, e1) = e4, op(e3, e1) = e3, yields:
% 62.39/27.43  																																																									| (425) e4 = e3
% 62.39/27.43  																																																									|
% 62.39/27.43  																																																									| Instantiating formula (29) with e1, e0, e0, e4 and discharging atoms op(e1, e0) = e4, op(e1, e0) = e0, yields:
% 62.39/27.43  																																																									| (397) e4 = e0
% 62.39/27.43  																																																									|
% 62.39/27.43  																																																									| Combining equations (397,425) yields a new equation:
% 62.39/27.43  																																																									| (676) e3 = e0
% 62.39/27.43  																																																									|
% 62.39/27.43  																																																									| Equations (676) can reduce 80 to:
% 62.39/27.43  																																																									| (266) $false
% 62.39/27.43  																																																									|
% 62.39/27.43  																																																									|-The branch is then unsatisfiable
% 62.39/27.43  																																																								|-Branch two:
% 62.39/27.43  																																																								| (748)  ~ (unit = e1)
% 62.39/27.43  																																																								| (749) unit = e3
% 62.39/27.43  																																																								|
% 62.39/27.43  																																																									| From (749) and (15) follows:
% 62.39/27.43  																																																									| (751) op(e3, e2) = e2
% 62.39/27.43  																																																									|
% 62.39/27.43  																																																									| From (749) and (28) follows:
% 62.39/27.43  																																																									| (2235) op(e1, e3) = e1
% 62.39/27.43  																																																									|
% 62.39/27.43  																																																									| From (749) and (42) follows:
% 62.39/27.43  																																																									| (752) op(e0, e3) = e0
% 62.39/27.43  																																																									|
% 62.39/27.43  																																																									| Instantiating formula (29) with e3, e2, e2, e3 and discharging atoms op(e3, e2) = e3, op(e3, e2) = e2, yields:
% 62.39/27.43  																																																									| (662) e3 = e2
% 62.39/27.43  																																																									|
% 62.39/27.43  																																																									| Instantiating formula (29) with e1, e3, e1, e3 and discharging atoms op(e1, e3) = e3, op(e1, e3) = e1, yields:
% 62.39/27.43  																																																									| (455) e3 = e1
% 62.39/27.43  																																																									|
% 62.39/27.43  																																																									| Instantiating formula (29) with e0, e3, e0, e2 and discharging atoms op(e0, e3) = e2, op(e0, e3) = e0, yields:
% 62.39/27.43  																																																									| (330) e2 = e0
% 62.39/27.43  																																																									|
% 62.39/27.43  																																																									| Combining equations (662,455) yields a new equation:
% 62.39/27.43  																																																									| (616) e2 = e1
% 62.39/27.43  																																																									|
% 62.39/27.43  																																																									| Simplifying 616 yields:
% 62.39/27.43  																																																									| (617) e2 = e1
% 62.39/27.43  																																																									|
% 62.39/27.43  																																																									| Combining equations (617,330) yields a new equation:
% 62.39/27.43  																																																									| (546) e1 = e0
% 62.39/27.43  																																																									|
% 62.39/27.43  																																																									| Simplifying 546 yields:
% 62.39/27.43  																																																									| (431) e1 = e0
% 62.39/27.43  																																																									|
% 62.39/27.43  																																																									| Equations (431) can reduce 233 to:
% 62.39/27.43  																																																									| (266) $false
% 62.39/27.43  																																																									|
% 62.39/27.43  																																																									|-The branch is then unsatisfiable
% 62.39/27.43  																																																				|-Branch two:
% 62.39/27.43  																																																				| (487)  ~ (all_0_49_49 = e0)
% 62.39/27.43  																																																				| (914) all_0_58_58 = e0
% 62.39/27.43  																																																				|
% 62.39/27.43  																																																					| Combining equations (914,795) yields a new equation:
% 62.39/27.43  																																																					| (676) e3 = e0
% 62.39/27.43  																																																					|
% 62.39/27.43  																																																					| Equations (676) can reduce 80 to:
% 62.39/27.43  																																																					| (266) $false
% 62.39/27.43  																																																					|
% 62.39/27.43  																																																					|-The branch is then unsatisfiable
% 62.39/27.43  																																																|-Branch two:
% 62.39/27.43  																																																| (549)  ~ (all_0_46_46 = e1)
% 62.39/27.43  																																																| (550) all_0_47_47 = e1 | all_0_48_48 = e1 | all_0_49_49 = e1
% 62.39/27.43  																																																|
% 62.39/27.43  																																																	+-Applying beta-rule and splitting (54), into two cases.
% 62.39/27.43  																																																	|-Branch one:
% 62.39/27.43  																																																	| (583) all_0_49_49 = e2
% 62.39/27.43  																																																	|
% 62.39/27.43  																																																		| Equations (583) can reduce 340 to:
% 62.39/27.43  																																																		| (266) $false
% 62.39/27.43  																																																		|
% 62.39/27.43  																																																		|-The branch is then unsatisfiable
% 62.39/27.43  																																																	|-Branch two:
% 62.39/27.43  																																																	| (340)  ~ (all_0_49_49 = e2)
% 62.39/27.43  																																																	| (586) all_0_49_49 = e4 | all_0_49_49 = e3 | all_0_49_49 = e1 | all_0_49_49 = e0
% 62.39/27.43  																																																	|
% 62.39/27.43  																																																		+-Applying beta-rule and splitting (123), into two cases.
% 62.39/27.43  																																																		|-Branch one:
% 62.39/27.43  																																																		| (1794) all_0_46_46 = e2
% 62.39/27.43  																																																		|
% 62.45/27.43  																																																			| Equations (1794) can reduce 300 to:
% 62.45/27.43  																																																			| (266) $false
% 62.45/27.43  																																																			|
% 62.45/27.43  																																																			|-The branch is then unsatisfiable
% 62.45/27.43  																																																		|-Branch two:
% 62.45/27.43  																																																		| (300)  ~ (all_0_46_46 = e2)
% 62.45/27.43  																																																		| (1797) all_0_46_46 = e4 | all_0_46_46 = e3 | all_0_46_46 = e1 | all_0_46_46 = e0
% 62.45/27.43  																																																		|
% 62.45/27.43  																																																			+-Applying beta-rule and splitting (586), into two cases.
% 62.45/27.43  																																																			|-Branch one:
% 62.45/27.43  																																																			| (974) all_0_49_49 = e4
% 62.45/27.43  																																																			|
% 62.45/27.43  																																																				| Equations (974) can reduce 256 to:
% 62.45/27.43  																																																				| (266) $false
% 62.45/27.43  																																																				|
% 62.45/27.43  																																																				|-The branch is then unsatisfiable
% 62.45/27.43  																																																			|-Branch two:
% 62.45/27.43  																																																			| (256)  ~ (all_0_49_49 = e4)
% 62.45/27.43  																																																			| (977) all_0_49_49 = e3 | all_0_49_49 = e1 | all_0_49_49 = e0
% 62.45/27.43  																																																			|
% 62.45/27.44  																																																				+-Applying beta-rule and splitting (977), into two cases.
% 62.45/27.44  																																																				|-Branch one:
% 62.45/27.44  																																																				| (978) all_0_49_49 = e0
% 62.45/27.44  																																																				|
% 62.45/27.44  																																																					| Equations (978) can reduce 208 to:
% 62.45/27.44  																																																					| (831)  ~ (all_0_46_46 = e0)
% 62.45/27.44  																																																					|
% 62.45/27.44  																																																					+-Applying beta-rule and splitting (1797), into two cases.
% 62.45/27.44  																																																					|-Branch one:
% 62.45/27.44  																																																					| (770) all_0_46_46 = e4
% 62.45/27.44  																																																					|
% 62.45/27.44  																																																						| Equations (770) can reduce 250 to:
% 62.45/27.44  																																																						| (266) $false
% 62.45/27.44  																																																						|
% 62.45/27.44  																																																						|-The branch is then unsatisfiable
% 62.45/27.44  																																																					|-Branch two:
% 62.45/27.44  																																																					| (250)  ~ (all_0_46_46 = e4)
% 62.45/27.44  																																																					| (1801) all_0_46_46 = e3 | all_0_46_46 = e1 | all_0_46_46 = e0
% 62.45/27.44  																																																					|
% 62.45/27.44  																																																						+-Applying beta-rule and splitting (1801), into two cases.
% 62.45/27.44  																																																						|-Branch one:
% 62.45/27.44  																																																						| (538) all_0_46_46 = e0
% 62.45/27.44  																																																						|
% 62.45/27.44  																																																							| Equations (538) can reduce 831 to:
% 62.45/27.44  																																																							| (266) $false
% 62.45/27.44  																																																							|
% 62.45/27.44  																																																							|-The branch is then unsatisfiable
% 62.45/27.44  																																																						|-Branch two:
% 62.45/27.44  																																																						| (831)  ~ (all_0_46_46 = e0)
% 62.45/27.44  																																																						| (1838) all_0_46_46 = e3 | all_0_46_46 = e1
% 62.45/27.44  																																																						|
% 62.45/27.44  																																																							+-Applying beta-rule and splitting (1838), into two cases.
% 62.45/27.44  																																																							|-Branch one:
% 62.45/27.44  																																																							| (545) all_0_46_46 = e1
% 62.45/27.44  																																																							|
% 62.45/27.44  																																																								| Equations (545) can reduce 549 to:
% 62.45/27.44  																																																								| (266) $false
% 62.45/27.44  																																																								|
% 62.45/27.44  																																																								|-The branch is then unsatisfiable
% 62.45/27.44  																																																							|-Branch two:
% 62.45/27.44  																																																							| (549)  ~ (all_0_46_46 = e1)
% 62.45/27.44  																																																							| (1557) all_0_46_46 = e3
% 62.45/27.44  																																																							|
% 62.45/27.44  																																																								| Equations (1557) can reduce 409 to:
% 62.45/27.44  																																																								| (266) $false
% 62.45/27.44  																																																								|
% 62.45/27.44  																																																								|-The branch is then unsatisfiable
% 62.45/27.44  																																																				|-Branch two:
% 62.45/27.44  																																																				| (487)  ~ (all_0_49_49 = e0)
% 62.45/27.44  																																																				| (981) all_0_49_49 = e3 | all_0_49_49 = e1
% 62.45/27.44  																																																				|
% 62.45/27.44  																																																					+-Applying beta-rule and splitting (981), into two cases.
% 62.45/27.44  																																																					|-Branch one:
% 62.45/27.44  																																																					| (671) all_0_49_49 = e1
% 62.45/27.44  																																																					|
% 62.45/27.44  																																																						| Equations (671) can reduce 1064 to:
% 62.45/27.44  																																																						| (266) $false
% 62.45/27.44  																																																						|
% 62.45/27.44  																																																						|-The branch is then unsatisfiable
% 62.45/27.44  																																																					|-Branch two:
% 62.45/27.44  																																																					| (1064)  ~ (all_0_49_49 = e1)
% 62.45/27.44  																																																					| (884) all_0_49_49 = e3
% 62.45/27.44  																																																					|
% 62.45/27.44  																																																						| Equations (884) can reduce 525 to:
% 62.45/27.44  																																																						| (266) $false
% 62.45/27.44  																																																						|
% 62.45/27.44  																																																						|-The branch is then unsatisfiable
% 62.45/27.44  																																															|-Branch two:
% 62.45/27.44  																																															| (639)  ~ (all_0_44_44 = e1)
% 62.45/27.44  																																															| (532) all_0_44_44 = e3
% 62.45/27.44  																																															|
% 62.45/27.44  																																																| Equations (532) can reduce 407 to:
% 62.45/27.44  																																																| (266) $false
% 62.45/27.44  																																																|
% 62.45/27.44  																																																|-The branch is then unsatisfiable
% 62.45/27.44  																																											|-Branch two:
% 62.45/27.44  																																											| (807) all_0_47_47 = e1 & all_0_52_52 = e2 &  ~ (all_0_48_48 = e2)
% 62.45/27.44  																																											|
% 62.45/27.44  																																												| Applying alpha-rule on (807) yields:
% 62.45/27.44  																																												| (654) all_0_47_47 = e1
% 62.45/27.44  																																												| (352) all_0_52_52 = e2
% 62.45/27.44  																																												| (810)  ~ (all_0_48_48 = e2)
% 62.45/27.44  																																												|
% 62.45/27.44  																																												| Combining equations (352,642) yields a new equation:
% 62.45/27.44  																																												| (616) e2 = e1
% 62.45/27.44  																																												|
% 62.45/27.44  																																												| Simplifying 616 yields:
% 62.45/27.44  																																												| (617) e2 = e1
% 62.45/27.44  																																												|
% 62.45/27.44  																																												| Equations (617) can reduce 122 to:
% 62.45/27.44  																																												| (266) $false
% 62.45/27.44  																																												|
% 62.45/27.44  																																												|-The branch is then unsatisfiable
% 62.45/27.44  																																										|-Branch two:
% 62.45/27.44  																																										| (813) all_0_47_47 = e1 & all_0_52_52 = e2 &  ~ (all_0_51_51 = e1)
% 62.45/27.44  																																										|
% 62.45/27.44  																																											| Applying alpha-rule on (813) yields:
% 62.45/27.44  																																											| (654) all_0_47_47 = e1
% 62.45/27.44  																																											| (352) all_0_52_52 = e2
% 62.45/27.44  																																											| (464)  ~ (all_0_51_51 = e1)
% 62.45/27.44  																																											|
% 62.45/27.44  																																											| Combining equations (352,642) yields a new equation:
% 62.45/27.44  																																											| (616) e2 = e1
% 62.45/27.44  																																											|
% 62.45/27.44  																																											| Simplifying 616 yields:
% 62.45/27.44  																																											| (617) e2 = e1
% 62.45/27.44  																																											|
% 62.45/27.44  																																											| Equations (617) can reduce 122 to:
% 62.45/27.44  																																											| (266) $false
% 62.45/27.44  																																											|
% 62.45/27.44  																																											|-The branch is then unsatisfiable
% 62.45/27.44  																																									|-Branch two:
% 62.45/27.44  																																									| (819) all_0_47_47 = e0 & all_0_58_58 = e2 &  ~ (all_0_49_49 = e2)
% 62.45/27.44  																																									|
% 62.45/27.44  																																										| Applying alpha-rule on (819) yields:
% 62.45/27.44  																																										| (674) all_0_47_47 = e0
% 62.45/27.44  																																										| (624) all_0_58_58 = e2
% 62.45/27.44  																																										| (340)  ~ (all_0_49_49 = e2)
% 62.45/27.44  																																										|
% 62.45/27.44  																																										| Combining equations (624,795) yields a new equation:
% 62.45/27.44  																																										| (662) e3 = e2
% 62.45/27.44  																																										|
% 62.45/27.44  																																										| Equations (662) can reduce 212 to:
% 62.45/27.44  																																										| (266) $false
% 62.45/27.44  																																										|
% 62.45/27.44  																																										|-The branch is then unsatisfiable
% 62.45/27.44  																																								|-Branch two:
% 62.45/27.44  																																								| (825) all_0_47_47 = e0 & all_0_58_58 = e2 &  ~ (all_0_56_56 = e0)
% 62.45/27.44  																																								|
% 62.45/27.44  																																									| Applying alpha-rule on (825) yields:
% 62.45/27.44  																																									| (674) all_0_47_47 = e0
% 62.45/27.44  																																									| (624) all_0_58_58 = e2
% 62.45/27.44  																																									| (828)  ~ (all_0_56_56 = e0)
% 62.45/27.44  																																									|
% 62.45/27.44  																																									| Combining equations (624,795) yields a new equation:
% 62.45/27.44  																																									| (662) e3 = e2
% 62.45/27.44  																																									|
% 62.45/27.44  																																									| Equations (662) can reduce 212 to:
% 62.45/27.44  																																									| (266) $false
% 62.45/27.44  																																									|
% 62.45/27.44  																																									|-The branch is then unsatisfiable
% 62.45/27.44  																														|-Branch two:
% 62.45/27.44  																														| (405)  ~ (all_0_42_42 = e3)
% 62.45/27.44  																														| (521) all_0_47_47 = e3 | all_0_51_51 = e3 | all_0_56_56 = e3
% 62.45/27.44  																														|
% 62.45/27.44  																															+-Applying beta-rule and splitting (521), into two cases.
% 62.45/27.44  																															|-Branch one:
% 62.45/27.44  																															| (522) all_0_47_47 = e3
% 62.45/27.44  																															|
% 62.45/27.44  																																| Combining equations (522,1790) yields a new equation:
% 62.45/27.44  																																| (425) e4 = e3
% 62.45/27.44  																																|
% 62.45/27.44  																																| Equations (425) can reduce 188 to:
% 62.45/27.44  																																| (266) $false
% 62.45/27.44  																																|
% 62.45/27.44  																																|-The branch is then unsatisfiable
% 62.45/27.44  																															|-Branch two:
% 62.45/27.44  																															| (1091)  ~ (all_0_47_47 = e3)
% 62.45/27.44  																															| (1092) all_0_51_51 = e3 | all_0_56_56 = e3
% 62.45/27.44  																															|
% 62.45/27.44  																																+-Applying beta-rule and splitting (1092), into two cases.
% 62.45/27.44  																																|-Branch one:
% 62.45/27.44  																																| (660) all_0_51_51 = e3
% 62.45/27.44  																																|
% 62.45/27.44  																																	| Combining equations (504,660) yields a new equation:
% 62.45/27.44  																																	| (662) e3 = e2
% 62.45/27.44  																																	|
% 62.45/27.44  																																	| Equations (662) can reduce 212 to:
% 62.45/27.44  																																	| (266) $false
% 62.45/27.44  																																	|
% 62.45/27.44  																																	|-The branch is then unsatisfiable
% 62.45/27.44  																																|-Branch two:
% 62.45/27.44  																																| (664)  ~ (all_0_51_51 = e3)
% 62.45/27.44  																																| (1097) all_0_56_56 = e3
% 62.45/27.44  																																|
% 62.45/27.44  																																	| Equations (1097) can reduce 236 to:
% 62.45/27.44  																																	| (405)  ~ (all_0_42_42 = e3)
% 62.45/27.44  																																	|
% 62.45/27.44  																																	+-Applying beta-rule and splitting (1899), into two cases.
% 62.45/27.44  																																	|-Branch one:
% 62.45/27.44  																																	| (516) all_0_42_42 = e3
% 62.45/27.44  																																	|
% 62.45/27.44  																																		| Equations (516) can reduce 405 to:
% 62.45/27.44  																																		| (266) $false
% 62.45/27.44  																																		|
% 62.45/27.44  																																		|-The branch is then unsatisfiable
% 62.45/27.44  																																	|-Branch two:
% 62.45/27.44  																																	| (405)  ~ (all_0_42_42 = e3)
% 62.45/27.44  																																	| (532) all_0_44_44 = e3
% 62.45/27.44  																																	|
% 62.45/27.44  																																		| Equations (532) can reduce 181 to:
% 62.45/27.44  																																		| (275)  ~ (all_0_58_58 = e3)
% 62.45/27.44  																																		|
% 62.45/27.44  																																		| Simplifying 275 yields:
% 62.45/27.44  																																		| (276)  ~ (all_0_58_58 = e3)
% 62.45/27.44  																																		|
% 62.45/27.44  																																		+-Applying beta-rule and splitting (216), into two cases.
% 62.45/27.44  																																		|-Branch one:
% 62.45/27.44  																																		| (629) all_0_55_55 = e1
% 62.45/27.44  																																		|
% 62.45/27.44  																																			| Combining equations (386,629) yields a new equation:
% 62.45/27.44  																																			| (616) e2 = e1
% 62.45/27.44  																																			|
% 62.45/27.44  																																			| Simplifying 616 yields:
% 62.45/27.44  																																			| (617) e2 = e1
% 62.45/27.44  																																			|
% 62.45/27.44  																																			| Equations (617) can reduce 122 to:
% 62.45/27.44  																																			| (266) $false
% 62.45/27.44  																																			|
% 62.45/27.44  																																			|-The branch is then unsatisfiable
% 62.45/27.44  																																		|-Branch two:
% 62.45/27.44  																																		| (632)  ~ (all_0_55_55 = e1)
% 62.45/27.44  																																		| (633) all_0_56_56 = e1 | all_0_57_57 = e1 | all_0_58_58 = e1
% 62.45/27.44  																																		|
% 62.45/27.44  																																			| Equations (386) can reduce 632 to:
% 62.45/27.44  																																			| (122)  ~ (e2 = e1)
% 62.45/27.44  																																			|
% 62.45/27.44  																																			+-Applying beta-rule and splitting (163), into two cases.
% 62.45/27.44  																																			|-Branch one:
% 62.45/27.44  																																			| (565) all_0_52_52 = e4
% 62.45/27.44  																																			|
% 62.45/27.44  																																				| Combining equations (565,642) yields a new equation:
% 62.45/27.44  																																				| (636) e4 = e1
% 62.45/27.44  																																				|
% 62.45/27.44  																																				| Simplifying 636 yields:
% 62.45/27.44  																																				| (630) e4 = e1
% 62.45/27.44  																																				|
% 62.45/27.44  																																				| Equations (630) can reduce 110 to:
% 62.45/27.44  																																				| (266) $false
% 62.45/27.44  																																				|
% 62.45/27.44  																																				|-The branch is then unsatisfiable
% 62.45/27.44  																																			|-Branch two:
% 62.45/27.44  																																			| (780)  ~ (all_0_52_52 = e4)
% 62.45/27.44  																																			| (781) (all_0_41_41 = e0 & all_0_58_58 = e3 &  ~ (all_0_44_44 = e3)) | (all_0_41_41 = e0 & all_0_58_58 = e3 &  ~ (all_0_55_55 = e0)) | (all_0_47_47 = e1 & all_0_52_52 = e2 &  ~ (all_0_48_48 = e2)) | (all_0_47_47 = e1 & all_0_52_52 = e2 &  ~ (all_0_51_51 = e1)) | (all_0_47_47 = e0 & all_0_58_58 = e2 &  ~ (all_0_49_49 = e2)) | (all_0_47_47 = e0 & all_0_58_58 = e2 &  ~ (all_0_56_56 = e0))
% 62.45/27.44  																																			|
% 62.45/27.44  																																				+-Applying beta-rule and splitting (243), into two cases.
% 62.45/27.44  																																				|-Branch one:
% 62.45/27.44  																																				| (329) all_0_38_38 = e0
% 62.45/27.44  																																				|
% 62.45/27.44  																																					| Combining equations (329,321) yields a new equation:
% 62.45/27.44  																																					| (397) e4 = e0
% 62.45/27.44  																																					|
% 62.45/27.44  																																					| Equations (397) can reduce 49 to:
% 62.45/27.44  																																					| (266) $false
% 62.45/27.44  																																					|
% 62.45/27.44  																																					|-The branch is then unsatisfiable
% 62.45/27.44  																																				|-Branch two:
% 62.45/27.44  																																				| (332)  ~ (all_0_38_38 = e0)
% 62.45/27.44  																																				| (395) all_0_41_41 = e0 | all_0_46_46 = e0 | all_0_55_55 = e0
% 62.45/27.44  																																				|
% 62.45/27.44  																																					| Equations (321) can reduce 332 to:
% 62.45/27.44  																																					| (49)  ~ (e4 = e0)
% 62.45/27.44  																																					|
% 62.45/27.44  																																					+-Applying beta-rule and splitting (781), into two cases.
% 62.45/27.44  																																					|-Branch one:
% 62.45/27.44  																																					| (789) (all_0_41_41 = e0 & all_0_58_58 = e3 &  ~ (all_0_44_44 = e3)) | (all_0_41_41 = e0 & all_0_58_58 = e3 &  ~ (all_0_55_55 = e0)) | (all_0_47_47 = e1 & all_0_52_52 = e2 &  ~ (all_0_48_48 = e2)) | (all_0_47_47 = e1 & all_0_52_52 = e2 &  ~ (all_0_51_51 = e1)) | (all_0_47_47 = e0 & all_0_58_58 = e2 &  ~ (all_0_49_49 = e2))
% 62.45/27.44  																																					|
% 62.45/27.44  																																						+-Applying beta-rule and splitting (789), into two cases.
% 62.45/27.44  																																						|-Branch one:
% 62.45/27.44  																																						| (790) (all_0_41_41 = e0 & all_0_58_58 = e3 &  ~ (all_0_44_44 = e3)) | (all_0_41_41 = e0 & all_0_58_58 = e3 &  ~ (all_0_55_55 = e0)) | (all_0_47_47 = e1 & all_0_52_52 = e2 &  ~ (all_0_48_48 = e2)) | (all_0_47_47 = e1 & all_0_52_52 = e2 &  ~ (all_0_51_51 = e1))
% 62.45/27.44  																																						|
% 62.45/27.44  																																							+-Applying beta-rule and splitting (790), into two cases.
% 62.45/27.44  																																							|-Branch one:
% 62.45/27.44  																																							| (791) (all_0_41_41 = e0 & all_0_58_58 = e3 &  ~ (all_0_44_44 = e3)) | (all_0_41_41 = e0 & all_0_58_58 = e3 &  ~ (all_0_55_55 = e0)) | (all_0_47_47 = e1 & all_0_52_52 = e2 &  ~ (all_0_48_48 = e2))
% 62.45/27.44  																																							|
% 62.45/27.44  																																								+-Applying beta-rule and splitting (791), into two cases.
% 62.45/27.44  																																								|-Branch one:
% 62.45/27.44  																																								| (792) (all_0_41_41 = e0 & all_0_58_58 = e3 &  ~ (all_0_44_44 = e3)) | (all_0_41_41 = e0 & all_0_58_58 = e3 &  ~ (all_0_55_55 = e0))
% 62.45/27.44  																																								|
% 62.45/27.44  																																									+-Applying beta-rule and splitting (792), into two cases.
% 62.45/27.44  																																									|-Branch one:
% 62.45/27.44  																																									| (793) all_0_41_41 = e0 & all_0_58_58 = e3 &  ~ (all_0_44_44 = e3)
% 62.45/27.44  																																									|
% 62.45/27.44  																																										| Applying alpha-rule on (793) yields:
% 62.45/27.44  																																										| (794) all_0_41_41 = e0
% 62.45/27.44  																																										| (795) all_0_58_58 = e3
% 62.45/27.44  																																										| (407)  ~ (all_0_44_44 = e3)
% 62.45/27.44  																																										|
% 62.45/27.44  																																										| Equations (795) can reduce 276 to:
% 62.45/27.44  																																										| (266) $false
% 62.45/27.44  																																										|
% 62.45/27.44  																																										|-The branch is then unsatisfiable
% 62.45/27.44  																																									|-Branch two:
% 62.45/27.44  																																									| (800) all_0_41_41 = e0 & all_0_58_58 = e3 &  ~ (all_0_55_55 = e0)
% 62.45/27.44  																																									|
% 62.45/27.44  																																										| Applying alpha-rule on (800) yields:
% 62.45/27.44  																																										| (794) all_0_41_41 = e0
% 62.45/27.44  																																										| (795) all_0_58_58 = e3
% 62.45/27.44  																																										| (803)  ~ (all_0_55_55 = e0)
% 62.45/27.44  																																										|
% 62.45/27.44  																																										| Equations (795) can reduce 276 to:
% 62.45/27.44  																																										| (266) $false
% 62.45/27.44  																																										|
% 62.45/27.44  																																										|-The branch is then unsatisfiable
% 62.45/27.44  																																								|-Branch two:
% 62.45/27.44  																																								| (807) all_0_47_47 = e1 & all_0_52_52 = e2 &  ~ (all_0_48_48 = e2)
% 62.45/27.44  																																								|
% 62.45/27.44  																																									| Applying alpha-rule on (807) yields:
% 62.45/27.44  																																									| (654) all_0_47_47 = e1
% 62.45/27.44  																																									| (352) all_0_52_52 = e2
% 62.45/27.44  																																									| (810)  ~ (all_0_48_48 = e2)
% 62.45/27.44  																																									|
% 62.45/27.44  																																									| Combining equations (642,352) yields a new equation:
% 62.45/27.44  																																									| (617) e2 = e1
% 62.45/27.44  																																									|
% 62.45/27.44  																																									| Equations (617) can reduce 122 to:
% 62.45/27.44  																																									| (266) $false
% 62.45/27.44  																																									|
% 62.45/27.44  																																									|-The branch is then unsatisfiable
% 62.45/27.44  																																							|-Branch two:
% 62.45/27.44  																																							| (813) all_0_47_47 = e1 & all_0_52_52 = e2 &  ~ (all_0_51_51 = e1)
% 62.45/27.44  																																							|
% 62.45/27.44  																																								| Applying alpha-rule on (813) yields:
% 62.45/27.44  																																								| (654) all_0_47_47 = e1
% 62.45/27.44  																																								| (352) all_0_52_52 = e2
% 62.45/27.44  																																								| (464)  ~ (all_0_51_51 = e1)
% 62.45/27.44  																																								|
% 62.45/27.44  																																								| Combining equations (642,352) yields a new equation:
% 62.45/27.44  																																								| (617) e2 = e1
% 62.45/27.44  																																								|
% 62.45/27.44  																																								| Equations (617) can reduce 122 to:
% 62.45/27.44  																																								| (266) $false
% 62.45/27.44  																																								|
% 62.45/27.44  																																								|-The branch is then unsatisfiable
% 62.45/27.44  																																						|-Branch two:
% 62.45/27.44  																																						| (819) all_0_47_47 = e0 & all_0_58_58 = e2 &  ~ (all_0_49_49 = e2)
% 62.45/27.44  																																						|
% 62.45/27.44  																																							| Applying alpha-rule on (819) yields:
% 62.45/27.44  																																							| (674) all_0_47_47 = e0
% 62.45/27.44  																																							| (624) all_0_58_58 = e2
% 62.45/27.44  																																							| (340)  ~ (all_0_49_49 = e2)
% 62.45/27.44  																																							|
% 62.45/27.44  																																							| Combining equations (674,1790) yields a new equation:
% 62.45/27.44  																																							| (397) e4 = e0
% 62.45/27.44  																																							|
% 62.45/27.44  																																							| Equations (397) can reduce 49 to:
% 62.45/27.44  																																							| (266) $false
% 62.45/27.44  																																							|
% 62.45/27.44  																																							|-The branch is then unsatisfiable
% 62.45/27.44  																																					|-Branch two:
% 62.45/27.44  																																					| (825) all_0_47_47 = e0 & all_0_58_58 = e2 &  ~ (all_0_56_56 = e0)
% 62.45/27.44  																																					|
% 62.45/27.44  																																						| Applying alpha-rule on (825) yields:
% 62.45/27.44  																																						| (674) all_0_47_47 = e0
% 62.45/27.44  																																						| (624) all_0_58_58 = e2
% 62.45/27.44  																																						| (828)  ~ (all_0_56_56 = e0)
% 62.45/27.44  																																						|
% 62.45/27.44  																																						| Combining equations (674,1790) yields a new equation:
% 62.45/27.44  																																						| (397) e4 = e0
% 62.45/27.44  																																						|
% 62.45/27.44  																																						| Equations (397) can reduce 49 to:
% 62.45/27.44  																																						| (266) $false
% 62.45/27.44  																																						|
% 62.45/27.44  																																						|-The branch is then unsatisfiable
% 62.45/27.44  																												|-Branch two:
% 62.45/27.44  																												| (252)  ~ (all_0_47_47 = e4)
% 62.45/27.44  																												| (61479) all_0_48_48 = e4 | all_0_49_49 = e4
% 62.45/27.44  																												|
% 62.45/27.44  																													+-Applying beta-rule and splitting (61479), into two cases.
% 62.45/27.44  																													|-Branch one:
% 62.45/27.44  																													| (943) all_0_48_48 = e4
% 62.45/27.44  																													|
% 62.45/27.44  																														| Combining equations (943,335) yields a new equation:
% 62.45/27.44  																														| (322) e4 = e2
% 62.45/27.44  																														|
% 62.45/27.44  																														| Simplifying 322 yields:
% 62.45/27.44  																														| (323) e4 = e2
% 62.45/27.44  																														|
% 62.45/27.44  																														| Equations (323) can reduce 48 to:
% 62.45/27.44  																														| (266) $false
% 62.45/27.44  																														|
% 62.45/27.44  																														|-The branch is then unsatisfiable
% 62.45/27.44  																													|-Branch two:
% 62.45/27.44  																													| (254)  ~ (all_0_48_48 = e4)
% 62.45/27.44  																													| (974) all_0_49_49 = e4
% 62.45/27.44  																													|
% 62.45/27.44  																														| Equations (974) can reduce 256 to:
% 62.45/27.44  																														| (266) $false
% 62.45/27.44  																														|
% 62.45/27.44  																														|-The branch is then unsatisfiable
% 62.45/27.45  																						|-Branch two:
% 62.45/27.45  																						| (1099)  ~ (all_0_51_51 = e2)
% 62.45/27.45  																						| (833) all_0_56_56 = e2
% 62.45/27.45  																						|
% 62.45/27.45  																							| Equations (833) can reduce 511 to:
% 62.45/27.45  																							| (266) $false
% 62.45/27.45  																							|
% 62.45/27.45  																							|-The branch is then unsatisfiable
% 62.45/27.45  																|-Branch two:
% 62.45/27.45  																| (304)  ~ (all_0_55_55 = e2)
% 62.45/27.45  																| (389) all_0_56_56 = e2 | all_0_57_57 = e2 | all_0_58_58 = e2
% 62.45/27.45  																|
% 62.45/27.45  																	+-Applying beta-rule and splitting (117), into two cases.
% 62.45/27.45  																	|-Branch one:
% 62.45/27.45  																	| (292) all_0_38_38 = e2
% 62.45/27.45  																	|
% 62.45/27.45  																		| Combining equations (292,321) yields a new equation:
% 62.45/27.45  																		| (323) e4 = e2
% 62.45/27.45  																		|
% 62.45/27.45  																		| Equations (323) can reduce 48 to:
% 62.45/27.45  																		| (266) $false
% 62.45/27.45  																		|
% 62.45/27.45  																		|-The branch is then unsatisfiable
% 62.45/27.45  																	|-Branch two:
% 62.45/27.45  																	| (9600)  ~ (all_0_38_38 = e2)
% 62.45/27.45  																	| (24424) all_0_46_46 = e2 | all_0_50_50 = e2 | all_0_55_55 = e2
% 62.45/27.45  																	|
% 62.45/27.45  																		+-Applying beta-rule and splitting (389), into two cases.
% 62.45/27.45  																		|-Branch one:
% 62.45/27.45  																		| (833) all_0_56_56 = e2
% 62.45/27.45  																		|
% 62.45/27.45  																			| Equations (833) can reduce 236 to:
% 62.45/27.45  																			| (51)  ~ (all_0_42_42 = e2)
% 62.45/27.45  																			|
% 62.45/27.45  																			| Equations (833) can reduce 91 to:
% 62.45/27.45  																			| (338)  ~ (all_0_47_47 = e2)
% 62.45/27.45  																			|
% 62.45/27.45  																			| Equations (833) can reduce 153 to:
% 62.45/27.45  																			| (304)  ~ (all_0_55_55 = e2)
% 62.45/27.45  																			|
% 62.45/27.45  																			| Equations (833) can reduce 44 to:
% 62.45/27.45  																			| (1186)  ~ (all_0_58_58 = e2)
% 62.45/27.45  																			|
% 62.45/27.45  																			| Simplifying 1186 yields:
% 62.45/27.45  																			| (908)  ~ (all_0_58_58 = e2)
% 62.45/27.45  																			|
% 62.45/27.45  																			+-Applying beta-rule and splitting (95), into two cases.
% 62.45/27.45  																			|-Branch one:
% 62.45/27.45  																			| (378) all_0_50_50 = e2
% 62.45/27.45  																			|
% 62.45/27.45  																				| Equations (378) can reduce 221 to:
% 62.45/27.45  																				| (85)  ~ (all_0_41_41 = e2)
% 62.45/27.45  																				|
% 62.45/27.45  																				| Equations (378) can reduce 190 to:
% 62.45/27.45  																				| (508)  ~ (all_0_53_53 = e2)
% 62.45/27.45  																				|
% 62.45/27.45  																				| Simplifying 508 yields:
% 62.45/27.45  																				| (509)  ~ (all_0_53_53 = e2)
% 62.45/27.45  																				|
% 62.45/27.45  																				| Equations (378) can reduce 93 to:
% 62.45/27.45  																				| (303)  ~ (all_0_55_55 = e2)
% 62.45/27.45  																				|
% 62.45/27.45  																				| Simplifying 303 yields:
% 62.45/27.45  																				| (304)  ~ (all_0_55_55 = e2)
% 62.45/27.45  																				|
% 62.45/27.45  																				| Equations (378) can reduce 566 to:
% 62.45/27.45  																				| (327)  ~ (e4 = e2)
% 62.45/27.45  																				|
% 62.45/27.45  																				| Simplifying 327 yields:
% 62.45/27.45  																				| (48)  ~ (e4 = e2)
% 62.45/27.45  																				|
% 62.45/27.45  																				| Equations (378) can reduce 759 to:
% 62.45/27.45  																				| (122)  ~ (e2 = e1)
% 62.45/27.45  																				|
% 62.45/27.45  																				+-Applying beta-rule and splitting (168), into two cases.
% 62.45/27.45  																				|-Branch one:
% 62.45/27.45  																				| (415) all_0_50_50 = e3
% 62.45/27.45  																				|
% 62.45/27.45  																					| Combining equations (378,415) yields a new equation:
% 62.45/27.45  																					| (662) e3 = e2
% 62.45/27.45  																					|
% 62.45/27.45  																					| Equations (662) can reduce 212 to:
% 62.45/27.45  																					| (266) $false
% 62.45/27.45  																					|
% 62.45/27.45  																					|-The branch is then unsatisfiable
% 62.45/27.45  																				|-Branch two:
% 62.45/27.45  																				| (411)  ~ (all_0_50_50 = e3)
% 62.45/27.45  																				| (418) all_0_51_51 = e3 | all_0_53_53 = e3
% 62.45/27.45  																				|
% 62.45/27.45  																					| Equations (378) can reduce 411 to:
% 62.45/27.45  																					| (626)  ~ (e3 = e2)
% 62.45/27.45  																					|
% 62.45/27.45  																					| Simplifying 626 yields:
% 62.45/27.45  																					| (212)  ~ (e3 = e2)
% 62.45/27.45  																					|
% 62.45/27.45  																					+-Applying beta-rule and splitting (22), into two cases.
% 62.45/27.45  																					|-Branch one:
% 62.45/27.45  																					| (268) all_0_54_54 = e3
% 62.45/27.45  																					|
% 62.45/27.45  																						| Combining equations (268,265) yields a new equation:
% 62.45/27.45  																						| (425) e4 = e3
% 62.45/27.45  																						|
% 62.45/27.45  																						| Equations (425) can reduce 188 to:
% 62.45/27.45  																						| (266) $false
% 62.45/27.45  																						|
% 62.45/27.45  																						|-The branch is then unsatisfiable
% 62.45/27.45  																					|-Branch two:
% 62.45/27.45  																					| (60427)  ~ (all_0_54_54 = e3)
% 62.45/27.45  																					| (62553) all_0_55_55 = e3 | all_0_56_56 = e3 | all_0_58_58 = e3
% 62.45/27.45  																					|
% 62.47/27.45  																						| Equations (265) can reduce 60427 to:
% 62.47/27.45  																						| (188)  ~ (e4 = e3)
% 62.47/27.45  																						|
% 62.47/27.45  																						+-Applying beta-rule and splitting (131), into two cases.
% 62.47/27.45  																						|-Branch one:
% 62.47/27.45  																						| (459) all_0_42_42 = e1
% 62.47/27.45  																						|
% 62.47/27.45  																							| Equations (459) can reduce 214 to:
% 62.47/27.45  																							| (457)  ~ (all_0_41_41 = e1)
% 62.47/27.45  																							|
% 62.47/27.45  																							| Equations (459) can reduce 73 to:
% 62.47/27.45  																							| (4057)  ~ (all_0_44_44 = e1)
% 62.47/27.45  																							|
% 62.47/27.45  																							| Simplifying 4057 yields:
% 62.47/27.45  																							| (639)  ~ (all_0_44_44 = e1)
% 62.47/27.45  																							|
% 62.47/27.45  																							| Equations (459) can reduce 198 to:
% 62.47/27.45  																							| (461)  ~ (all_0_47_47 = e1)
% 62.47/27.45  																							|
% 62.47/27.45  																							| Simplifying 461 yields:
% 62.47/27.45  																							| (462)  ~ (all_0_47_47 = e1)
% 62.47/27.45  																							|
% 62.47/27.45  																							| Equations (459) can reduce 61 to:
% 62.47/27.45  																							| (463)  ~ (all_0_51_51 = e1)
% 62.47/27.45  																							|
% 62.47/27.45  																							| Simplifying 463 yields:
% 62.47/27.45  																							| (464)  ~ (all_0_51_51 = e1)
% 62.47/27.45  																							|
% 62.47/27.45  																							| Equations (459) can reduce 1890 to:
% 62.47/27.45  																							| (602)  ~ (e4 = e1)
% 62.47/27.45  																							|
% 62.47/27.45  																							| Simplifying 602 yields:
% 62.47/27.45  																							| (110)  ~ (e4 = e1)
% 62.47/27.45  																							|
% 62.47/27.45  																							| Equations (459) can reduce 51 to:
% 62.47/27.45  																							| (604)  ~ (e2 = e1)
% 62.47/27.45  																							|
% 62.47/27.45  																							| Simplifying 604 yields:
% 62.47/27.45  																							| (122)  ~ (e2 = e1)
% 62.47/27.45  																							|
% 62.47/27.45  																							| Equations (459) can reduce 358 to:
% 62.47/27.45  																							| (233)  ~ (e1 = e0)
% 62.47/27.45  																							|
% 62.47/27.45  																							+-Applying beta-rule and splitting (180), into two cases.
% 62.47/27.45  																							|-Branch one:
% 62.47/27.45  																							| (516) all_0_42_42 = e3
% 62.47/27.45  																							|
% 62.47/27.45  																								| Combining equations (516,459) yields a new equation:
% 62.47/27.45  																								| (454) e3 = e1
% 62.47/27.45  																								|
% 62.47/27.45  																								| Simplifying 454 yields:
% 62.47/27.45  																								| (455) e3 = e1
% 62.47/27.45  																								|
% 62.47/27.45  																								| Equations (455) can reduce 213 to:
% 62.47/27.45  																								| (266) $false
% 62.47/27.45  																								|
% 62.47/27.45  																								|-The branch is then unsatisfiable
% 62.47/27.45  																							|-Branch two:
% 62.47/27.46  																							| (405)  ~ (all_0_42_42 = e3)
% 62.47/27.46  																							| (521) all_0_47_47 = e3 | all_0_51_51 = e3 | all_0_56_56 = e3
% 62.47/27.46  																							|
% 62.47/27.46  																								+-Applying beta-rule and splitting (521), into two cases.
% 62.47/27.46  																								|-Branch one:
% 62.47/27.46  																								| (522) all_0_47_47 = e3
% 62.47/27.46  																								|
% 62.47/27.46  																									| Equations (522) can reduce 1091 to:
% 62.47/27.46  																									| (266) $false
% 62.47/27.46  																									|
% 62.47/27.46  																									|-The branch is then unsatisfiable
% 62.47/27.46  																								|-Branch two:
% 62.47/27.46  																								| (1091)  ~ (all_0_47_47 = e3)
% 62.47/27.46  																								| (1092) all_0_51_51 = e3 | all_0_56_56 = e3
% 62.47/27.46  																								|
% 62.47/27.46  																									+-Applying beta-rule and splitting (1092), into two cases.
% 62.47/27.46  																									|-Branch one:
% 62.47/27.46  																									| (660) all_0_51_51 = e3
% 62.47/27.46  																									|
% 62.47/27.46  																										| Equations (660) can reduce 6 to:
% 62.47/27.46  																										| (1114)  ~ (all_0_53_53 = e3)
% 62.47/27.46  																										|
% 62.47/27.46  																										| Simplifying 1114 yields:
% 62.47/27.46  																										| (903)  ~ (all_0_53_53 = e3)
% 62.47/27.46  																										|
% 62.47/27.46  																										| Equations (660) can reduce 464 to:
% 62.47/27.46  																										| (213)  ~ (e3 = e1)
% 62.47/27.46  																										|
% 62.47/27.46  																										| Equations (660) can reduce 115 to:
% 62.47/27.46  																										| (80)  ~ (e3 = e0)
% 62.47/27.46  																										|
% 62.47/27.46  																										+-Applying beta-rule and splitting (231), into two cases.
% 62.47/27.46  																										|-Branch one:
% 62.47/27.46  																										| (775) all_0_50_50 = e4
% 62.47/27.46  																										|
% 62.47/27.46  																											| Combining equations (378,775) yields a new equation:
% 62.47/27.46  																											| (323) e4 = e2
% 62.47/27.46  																											|
% 62.47/27.46  																											| Equations (323) can reduce 48 to:
% 62.47/27.46  																											| (266) $false
% 62.47/27.46  																											|
% 62.47/27.46  																											|-The branch is then unsatisfiable
% 62.47/27.46  																										|-Branch two:
% 62.47/27.46  																										| (566)  ~ (all_0_50_50 = e4)
% 62.47/27.46  																										| (1071) all_0_51_51 = e4 | all_0_52_52 = e4 | all_0_53_53 = e4
% 62.47/27.46  																										|
% 62.47/27.46  																											+-Applying beta-rule and splitting (1071), into two cases.
% 62.47/27.46  																											|-Branch one:
% 62.47/27.46  																											| (1101) all_0_51_51 = e4
% 62.47/27.46  																											|
% 62.47/27.46  																												| Combining equations (660,1101) yields a new equation:
% 62.47/27.46  																												| (425) e4 = e3
% 62.47/27.46  																												|
% 62.47/27.46  																												| Equations (425) can reduce 188 to:
% 62.47/27.46  																												| (266) $false
% 62.47/27.46  																												|
% 62.47/27.46  																												|-The branch is then unsatisfiable
% 62.47/27.46  																											|-Branch two:
% 62.47/27.46  																											| (475)  ~ (all_0_51_51 = e4)
% 62.47/27.46  																											| (1294) all_0_52_52 = e4 | all_0_53_53 = e4
% 62.47/27.46  																											|
% 62.47/27.46  																												+-Applying beta-rule and splitting (1294), into two cases.
% 62.47/27.46  																												|-Branch one:
% 62.47/27.46  																												| (565) all_0_52_52 = e4
% 62.47/27.46  																												|
% 62.47/27.46  																													| Combining equations (565,642) yields a new equation:
% 62.47/27.46  																													| (636) e4 = e1
% 62.47/27.46  																													|
% 62.47/27.46  																													| Simplifying 636 yields:
% 62.47/27.46  																													| (630) e4 = e1
% 62.47/27.46  																													|
% 62.47/27.46  																													| Equations (630) can reduce 110 to:
% 62.47/27.46  																													| (266) $false
% 62.47/27.46  																													|
% 62.47/27.46  																													|-The branch is then unsatisfiable
% 62.47/27.46  																												|-Branch two:
% 62.47/27.46  																												| (780)  ~ (all_0_52_52 = e4)
% 62.47/27.46  																												| (1298) all_0_53_53 = e4
% 62.47/27.46  																												|
% 62.47/27.46  																													| Equations (1298) can reduce 220 to:
% 62.47/27.46  																													| (1390)  ~ (all_0_44_44 = e4)
% 62.47/27.46  																													|
% 62.47/27.46  																													| Equations (1298) can reduce 903 to:
% 62.47/27.46  																													| (188)  ~ (e4 = e3)
% 62.47/27.46  																													|
% 62.47/27.46  																													| Equations (1298) can reduce 509 to:
% 62.47/27.46  																													| (48)  ~ (e4 = e2)
% 62.47/27.46  																													|
% 62.47/27.46  																													| Equations (1298) can reduce 1459 to:
% 62.47/27.46  																													| (110)  ~ (e4 = e1)
% 62.47/27.46  																													|
% 62.47/27.46  																													| Equations (1298) can reduce 247 to:
% 62.47/27.46  																													| (49)  ~ (e4 = e0)
% 62.47/27.46  																													|
% 62.47/27.46  																													+-Applying beta-rule and splitting (164), into two cases.
% 62.47/27.46  																													|-Branch one:
% 62.47/27.46  																													| (471) all_0_39_39 = e4
% 62.47/27.46  																													|
% 62.47/27.46  																														| Combining equations (471,480) yields a new equation:
% 62.47/27.46  																														| (481) e4 = e0
% 62.47/27.46  																														|
% 62.47/27.46  																														| Simplifying 481 yields:
% 62.47/27.46  																														| (397) e4 = e0
% 62.47/27.46  																														|
% 62.47/27.46  																														| Equations (397) can reduce 49 to:
% 62.47/27.46  																														| (266) $false
% 62.47/27.46  																														|
% 62.47/27.46  																														|-The branch is then unsatisfiable
% 62.47/27.46  																													|-Branch two:
% 62.47/27.46  																													| (1377)  ~ (all_0_39_39 = e4)
% 62.47/27.46  																													| (2115) all_0_42_42 = e4 | all_0_47_47 = e4 | all_0_51_51 = e4 | all_0_56_56 = e4
% 62.47/27.46  																													|
% 62.47/27.46  																														+-Applying beta-rule and splitting (2115), into two cases.
% 62.47/27.46  																														|-Branch one:
% 62.47/27.46  																														| (1392) all_0_42_42 = e4
% 62.47/27.46  																														|
% 62.47/27.46  																															| Combining equations (1392,459) yields a new equation:
% 62.47/27.46  																															| (636) e4 = e1
% 62.47/27.46  																															|
% 62.47/27.46  																															| Simplifying 636 yields:
% 62.47/27.46  																															| (630) e4 = e1
% 62.47/27.46  																															|
% 62.47/27.46  																															| Equations (630) can reduce 110 to:
% 62.47/27.46  																															| (266) $false
% 62.47/27.46  																															|
% 62.47/27.46  																															|-The branch is then unsatisfiable
% 62.47/27.46  																														|-Branch two:
% 62.47/27.46  																														| (1890)  ~ (all_0_42_42 = e4)
% 62.47/27.46  																														| (2246) all_0_47_47 = e4 | all_0_51_51 = e4 | all_0_56_56 = e4
% 62.47/27.46  																														|
% 62.47/27.46  																															+-Applying beta-rule and splitting (2246), into two cases.
% 62.47/27.46  																															|-Branch one:
% 62.47/27.46  																															| (1790) all_0_47_47 = e4
% 62.47/27.46  																															|
% 62.47/27.46  																																| Equations (1790) can reduce 462 to:
% 62.47/27.46  																																| (110)  ~ (e4 = e1)
% 62.47/27.46  																																|
% 62.47/27.46  																																| Equations (1790) can reduce 678 to:
% 62.47/27.46  																																| (49)  ~ (e4 = e0)
% 62.47/27.46  																																|
% 62.47/27.46  																																+-Applying beta-rule and splitting (113), into two cases.
% 62.47/27.46  																																|-Branch one:
% 62.47/27.46  																																| (403) all_0_41_41 = e3
% 62.47/27.46  																																|
% 62.47/27.46  																																	| Equations (403) can reduce 149 to:
% 62.47/27.46  																																	| (406)  ~ (all_0_44_44 = e3)
% 62.47/27.46  																																	|
% 62.47/27.46  																																	| Simplifying 406 yields:
% 62.47/27.46  																																	| (407)  ~ (all_0_44_44 = e3)
% 62.47/27.46  																																	|
% 62.47/27.46  																																	| Equations (403) can reduce 191 to:
% 62.47/27.46  																																	| (269)  ~ (all_0_55_55 = e3)
% 62.47/27.46  																																	|
% 62.47/27.46  																																	| Simplifying 269 yields:
% 62.47/27.46  																																	| (270)  ~ (all_0_55_55 = e3)
% 62.47/27.46  																																	|
% 62.47/27.46  																																	| Equations (403) can reduce 85 to:
% 62.47/27.46  																																	| (212)  ~ (e3 = e2)
% 62.47/27.46  																																	|
% 62.47/27.46  																																	| Equations (403) can reduce 457 to:
% 62.47/27.46  																																	| (213)  ~ (e3 = e1)
% 62.47/27.46  																																	|
% 62.47/27.46  																																	+-Applying beta-rule and splitting (165), into two cases.
% 62.47/27.46  																																	|-Branch one:
% 62.47/27.46  																																	| (794) all_0_41_41 = e0
% 62.47/27.46  																																	|
% 62.47/27.46  																																		| Combining equations (794,403) yields a new equation:
% 62.47/27.46  																																		| (676) e3 = e0
% 62.47/27.46  																																		|
% 62.47/27.46  																																		| Equations (676) can reduce 80 to:
% 62.47/27.46  																																		| (266) $false
% 62.47/27.46  																																		|
% 62.47/27.46  																																		|-The branch is then unsatisfiable
% 62.47/27.46  																																	|-Branch two:
% 62.47/27.46  																																	| (357)  ~ (all_0_41_41 = e0)
% 62.47/27.46  																																	| (6761) all_0_42_42 = e0 | all_0_43_43 = e0 | all_0_44_44 = e0
% 62.47/27.46  																																	|
% 62.47/27.46  																																		+-Applying beta-rule and splitting (163), into two cases.
% 62.47/27.46  																																		|-Branch one:
% 62.47/27.46  																																		| (565) all_0_52_52 = e4
% 62.47/27.46  																																		|
% 62.47/27.46  																																			| Combining equations (642,565) yields a new equation:
% 62.47/27.46  																																			| (630) e4 = e1
% 62.47/27.46  																																			|
% 62.47/27.46  																																			| Equations (630) can reduce 110 to:
% 62.47/27.46  																																			| (266) $false
% 62.47/27.46  																																			|
% 62.47/27.46  																																			|-The branch is then unsatisfiable
% 62.47/27.46  																																		|-Branch two:
% 62.47/27.46  																																		| (780)  ~ (all_0_52_52 = e4)
% 62.47/27.46  																																		| (781) (all_0_41_41 = e0 & all_0_58_58 = e3 &  ~ (all_0_44_44 = e3)) | (all_0_41_41 = e0 & all_0_58_58 = e3 &  ~ (all_0_55_55 = e0)) | (all_0_47_47 = e1 & all_0_52_52 = e2 &  ~ (all_0_48_48 = e2)) | (all_0_47_47 = e1 & all_0_52_52 = e2 &  ~ (all_0_51_51 = e1)) | (all_0_47_47 = e0 & all_0_58_58 = e2 &  ~ (all_0_49_49 = e2)) | (all_0_47_47 = e0 & all_0_58_58 = e2 &  ~ (all_0_56_56 = e0))
% 62.47/27.46  																																		|
% 62.47/27.46  																																			| Equations (642) can reduce 780 to:
% 62.47/27.46  																																			| (602)  ~ (e4 = e1)
% 62.47/27.46  																																			|
% 62.47/27.46  																																			| Simplifying 602 yields:
% 62.47/27.46  																																			| (110)  ~ (e4 = e1)
% 62.47/27.46  																																			|
% 62.47/27.46  																																			+-Applying beta-rule and splitting (26), into two cases.
% 62.47/27.46  																																			|-Branch one:
% 62.47/27.46  																																			| (446) all_0_44_44 = e4
% 62.47/27.46  																																			|
% 62.47/27.46  																																				| Equations (446) can reduce 1390 to:
% 62.47/27.46  																																				| (266) $false
% 62.47/27.46  																																				|
% 62.47/27.46  																																				|-The branch is then unsatisfiable
% 62.47/27.46  																																			|-Branch two:
% 62.47/27.46  																																			| (1390)  ~ (all_0_44_44 = e4)
% 62.47/27.46  																																			| (1391) all_0_44_44 = e3 | all_0_44_44 = e1 | all_0_44_44 = e0
% 62.47/27.46  																																			|
% 62.47/27.46  																																				+-Applying beta-rule and splitting (6761), into two cases.
% 62.47/27.46  																																				|-Branch one:
% 62.47/27.46  																																				| (559) all_0_42_42 = e0
% 62.47/27.46  																																				|
% 62.47/27.46  																																					| Combining equations (559,459) yields a new equation:
% 62.47/27.46  																																					| (431) e1 = e0
% 62.47/27.46  																																					|
% 62.47/27.46  																																					| Equations (431) can reduce 233 to:
% 62.47/27.46  																																					| (266) $false
% 62.47/27.46  																																					|
% 62.47/27.46  																																					|-The branch is then unsatisfiable
% 62.47/27.46  																																				|-Branch two:
% 62.47/27.46  																																				| (358)  ~ (all_0_42_42 = e0)
% 62.47/27.46  																																				| (6766) all_0_43_43 = e0 | all_0_44_44 = e0
% 62.47/27.46  																																				|
% 62.47/27.46  																																					+-Applying beta-rule and splitting (174), into two cases.
% 62.47/27.46  																																					|-Branch one:
% 62.47/27.46  																																					| (386) all_0_55_55 = e2
% 62.47/27.46  																																					|
% 62.47/27.46  																																						| Equations (386) can reduce 304 to:
% 62.47/27.46  																																						| (266) $false
% 62.47/27.46  																																						|
% 62.47/27.46  																																						|-The branch is then unsatisfiable
% 62.47/27.46  																																					|-Branch two:
% 62.47/27.46  																																					| (304)  ~ (all_0_55_55 = e2)
% 62.47/27.46  																																					| (2051) all_0_55_55 = e4 | all_0_55_55 = e3 | all_0_55_55 = e1 | all_0_55_55 = e0
% 62.47/27.46  																																					|
% 62.47/27.46  																																						+-Applying beta-rule and splitting (6766), into two cases.
% 62.47/27.46  																																						|-Branch one:
% 62.47/27.46  																																						| (356) all_0_43_43 = e0
% 62.47/27.46  																																						|
% 62.47/27.46  																																							| Combining equations (356,396) yields a new equation:
% 62.47/27.46  																																							| (397) e4 = e0
% 62.47/27.46  																																							|
% 62.47/27.46  																																							| Equations (397) can reduce 49 to:
% 62.47/27.46  																																							| (266) $false
% 62.47/27.46  																																							|
% 62.47/27.46  																																							|-The branch is then unsatisfiable
% 62.47/27.46  																																						|-Branch two:
% 62.47/27.46  																																						| (5470)  ~ (all_0_43_43 = e0)
% 62.47/27.46  																																						| (1414) all_0_44_44 = e0
% 62.47/27.46  																																						|
% 62.47/27.46  																																							| Equations (1414) can reduce 181 to:
% 62.47/27.46  																																							| (490)  ~ (all_0_58_58 = e0)
% 62.47/27.46  																																							|
% 62.47/27.46  																																							| Simplifying 490 yields:
% 62.47/27.46  																																							| (491)  ~ (all_0_58_58 = e0)
% 62.47/27.46  																																							|
% 62.47/27.46  																																							| Equations (1414) can reduce 1390 to:
% 62.47/27.46  																																							| (401)  ~ (e4 = e0)
% 62.47/27.46  																																							|
% 62.47/27.46  																																							| Simplifying 401 yields:
% 62.47/27.46  																																							| (49)  ~ (e4 = e0)
% 62.47/27.46  																																							|
% 62.47/27.46  																																							| Equations (1414) can reduce 407 to:
% 62.47/27.46  																																							| (541)  ~ (e3 = e0)
% 62.47/27.46  																																							|
% 62.47/27.46  																																							| Simplifying 541 yields:
% 62.47/27.46  																																							| (80)  ~ (e3 = e0)
% 62.47/27.46  																																							|
% 62.47/27.46  																																							| Equations (1414) can reduce 639 to:
% 62.47/27.46  																																							| (435)  ~ (e1 = e0)
% 62.47/27.46  																																							|
% 62.47/27.46  																																							| Simplifying 435 yields:
% 62.47/27.46  																																							| (233)  ~ (e1 = e0)
% 62.47/27.46  																																							|
% 62.47/27.46  																																							+-Applying beta-rule and splitting (189), into two cases.
% 62.47/27.46  																																							|-Branch one:
% 62.47/27.46  																																							| (532) all_0_44_44 = e3
% 62.47/27.46  																																							|
% 62.47/27.46  																																								| Combining equations (532,1414) yields a new equation:
% 62.47/27.46  																																								| (675) e3 = e0
% 62.47/27.46  																																								|
% 62.47/27.46  																																								| Simplifying 675 yields:
% 62.47/27.46  																																								| (676) e3 = e0
% 62.47/27.46  																																								|
% 62.47/27.46  																																								| Equations (676) can reduce 80 to:
% 62.47/27.46  																																								| (266) $false
% 62.47/27.46  																																								|
% 62.47/27.46  																																								|-The branch is then unsatisfiable
% 62.47/27.46  																																							|-Branch two:
% 62.47/27.46  																																							| (407)  ~ (all_0_44_44 = e3)
% 62.47/27.46  																																							| (537) all_0_49_49 = e3 | all_0_53_53 = e3 | all_0_58_58 = e3
% 62.47/27.46  																																							|
% 62.47/27.46  																																								| Equations (1414) can reduce 407 to:
% 62.47/27.46  																																								| (541)  ~ (e3 = e0)
% 62.47/27.46  																																								|
% 62.47/27.46  																																								| Simplifying 541 yields:
% 62.47/27.46  																																								| (80)  ~ (e3 = e0)
% 62.47/27.46  																																								|
% 62.47/27.46  																																								+-Applying beta-rule and splitting (184), into two cases.
% 62.47/27.46  																																								|-Branch one:
% 62.47/27.46  																																								| (538) all_0_46_46 = e0
% 62.47/27.46  																																								|
% 62.47/27.46  																																									+-Applying beta-rule and splitting (18), into two cases.
% 62.47/27.46  																																									|-Branch one:
% 62.47/27.46  																																									| (453) all_0_41_41 = e1
% 62.47/27.46  																																									|
% 62.47/27.46  																																										| Combining equations (453,403) yields a new equation:
% 62.47/27.46  																																										| (455) e3 = e1
% 62.47/27.46  																																										|
% 62.47/27.46  																																										| Equations (455) can reduce 213 to:
% 62.47/27.46  																																										| (266) $false
% 62.47/27.46  																																										|
% 62.47/27.46  																																										|-The branch is then unsatisfiable
% 62.47/27.46  																																									|-Branch two:
% 62.47/27.46  																																									| (457)  ~ (all_0_41_41 = e1)
% 62.47/27.46  																																									| (595) all_0_46_46 = e1 | all_0_50_50 = e1 | all_0_55_55 = e1
% 62.47/27.46  																																									|
% 62.47/27.46  																																										+-Applying beta-rule and splitting (595), into two cases.
% 62.47/27.46  																																										|-Branch one:
% 62.47/27.46  																																										| (545) all_0_46_46 = e1
% 62.47/27.46  																																										|
% 62.47/27.46  																																											| Combining equations (545,538) yields a new equation:
% 62.47/27.46  																																											| (546) e1 = e0
% 62.47/27.46  																																											|
% 62.47/27.46  																																											| Simplifying 546 yields:
% 62.47/27.46  																																											| (431) e1 = e0
% 62.47/27.46  																																											|
% 62.47/27.46  																																											| Equations (431) can reduce 233 to:
% 62.47/27.46  																																											| (266) $false
% 62.47/27.46  																																											|
% 62.47/27.46  																																											|-The branch is then unsatisfiable
% 62.47/27.46  																																										|-Branch two:
% 62.47/27.46  																																										| (549)  ~ (all_0_46_46 = e1)
% 62.47/27.46  																																										| (600) all_0_50_50 = e1 | all_0_55_55 = e1
% 62.47/27.46  																																										|
% 62.47/27.46  																																											| Equations (538) can reduce 549 to:
% 62.47/27.46  																																											| (435)  ~ (e1 = e0)
% 62.47/27.46  																																											|
% 62.47/27.46  																																											| Simplifying 435 yields:
% 62.47/27.46  																																											| (233)  ~ (e1 = e0)
% 62.47/27.46  																																											|
% 62.47/27.46  																																											+-Applying beta-rule and splitting (135), into two cases.
% 62.47/27.46  																																											|-Branch one:
% 62.47/27.46  																																											| (545) all_0_46_46 = e1
% 62.47/27.46  																																											|
% 62.47/27.46  																																												| Combining equations (545,538) yields a new equation:
% 62.47/27.46  																																												| (546) e1 = e0
% 62.47/27.46  																																												|
% 62.47/27.46  																																												| Simplifying 546 yields:
% 62.47/27.46  																																												| (431) e1 = e0
% 62.47/27.46  																																												|
% 62.47/27.46  																																												| Equations (431) can reduce 233 to:
% 62.47/27.46  																																												| (266) $false
% 62.47/27.46  																																												|
% 62.47/27.46  																																												|-The branch is then unsatisfiable
% 62.47/27.46  																																											|-Branch two:
% 62.47/27.46  																																											| (549)  ~ (all_0_46_46 = e1)
% 62.47/27.46  																																											| (550) all_0_47_47 = e1 | all_0_48_48 = e1 | all_0_49_49 = e1
% 62.47/27.46  																																											|
% 62.47/27.46  																																												+-Applying beta-rule and splitting (54), into two cases.
% 62.47/27.46  																																												|-Branch one:
% 62.47/27.46  																																												| (583) all_0_49_49 = e2
% 62.47/27.46  																																												|
% 62.47/27.46  																																													| Equations (583) can reduce 340 to:
% 62.47/27.46  																																													| (266) $false
% 62.47/27.46  																																													|
% 62.47/27.46  																																													|-The branch is then unsatisfiable
% 62.47/27.46  																																												|-Branch two:
% 62.47/27.46  																																												| (340)  ~ (all_0_49_49 = e2)
% 62.47/27.46  																																												| (586) all_0_49_49 = e4 | all_0_49_49 = e3 | all_0_49_49 = e1 | all_0_49_49 = e0
% 62.47/27.46  																																												|
% 62.47/27.46  																																													+-Applying beta-rule and splitting (550), into two cases.
% 62.47/27.46  																																													|-Branch one:
% 62.47/27.46  																																													| (654) all_0_47_47 = e1
% 62.47/27.46  																																													|
% 62.47/27.46  																																														| Combining equations (1790,654) yields a new equation:
% 62.47/27.46  																																														| (636) e4 = e1
% 62.47/27.46  																																														|
% 62.47/27.46  																																														| Simplifying 636 yields:
% 62.47/27.46  																																														| (630) e4 = e1
% 62.47/27.46  																																														|
% 62.47/27.46  																																														| Equations (630) can reduce 110 to:
% 62.47/27.46  																																														| (266) $false
% 62.47/27.46  																																														|
% 62.47/27.46  																																														|-The branch is then unsatisfiable
% 62.47/27.46  																																													|-Branch two:
% 62.47/27.46  																																													| (462)  ~ (all_0_47_47 = e1)
% 62.47/27.46  																																													| (659) all_0_48_48 = e1 | all_0_49_49 = e1
% 62.47/27.46  																																													|
% 62.47/27.46  																																														+-Applying beta-rule and splitting (62553), into two cases.
% 62.47/27.46  																																														|-Branch one:
% 62.47/27.46  																																														| (2336) all_0_55_55 = e3
% 62.47/27.46  																																														|
% 62.47/27.46  																																															| Equations (2336) can reduce 270 to:
% 62.47/27.46  																																															| (266) $false
% 62.47/27.46  																																															|
% 62.47/27.46  																																															|-The branch is then unsatisfiable
% 62.47/27.46  																																														|-Branch two:
% 62.47/27.46  																																														| (270)  ~ (all_0_55_55 = e3)
% 62.47/27.46  																																														| (62557) all_0_56_56 = e3 | all_0_58_58 = e3
% 62.47/27.46  																																														|
% 62.47/27.46  																																															+-Applying beta-rule and splitting (659), into two cases.
% 62.47/27.46  																																															|-Branch one:
% 62.47/27.46  																																															| (615) all_0_48_48 = e1
% 62.47/27.46  																																															|
% 62.47/27.46  																																																| Combining equations (335,615) yields a new equation:
% 62.47/27.46  																																																| (616) e2 = e1
% 62.47/27.46  																																																|
% 62.47/27.46  																																																| Simplifying 616 yields:
% 62.47/27.46  																																																| (617) e2 = e1
% 62.47/27.46  																																																|
% 62.47/27.46  																																																| Equations (617) can reduce 122 to:
% 62.47/27.46  																																																| (266) $false
% 62.47/27.46  																																																|
% 62.47/27.46  																																																|-The branch is then unsatisfiable
% 62.47/27.46  																																															|-Branch two:
% 62.47/27.46  																																															| (619)  ~ (all_0_48_48 = e1)
% 62.47/27.46  																																															| (671) all_0_49_49 = e1
% 62.47/27.46  																																															|
% 62.47/27.46  																																																| Equations (671) can reduce 340 to:
% 62.47/27.46  																																																| (604)  ~ (e2 = e1)
% 62.47/27.46  																																																|
% 62.47/27.46  																																																| Simplifying 604 yields:
% 62.47/27.46  																																																| (122)  ~ (e2 = e1)
% 62.47/27.46  																																																|
% 62.47/27.46  																																																+-Applying beta-rule and splitting (216), into two cases.
% 62.47/27.46  																																																|-Branch one:
% 62.47/27.46  																																																| (629) all_0_55_55 = e1
% 62.47/27.46  																																																|
% 62.47/27.46  																																																	| Equations (629) can reduce 304 to:
% 62.47/27.46  																																																	| (604)  ~ (e2 = e1)
% 62.47/27.46  																																																	|
% 62.47/27.46  																																																	| Simplifying 604 yields:
% 62.47/27.46  																																																	| (122)  ~ (e2 = e1)
% 62.47/27.46  																																																	|
% 62.47/27.47  																																																	+-Applying beta-rule and splitting (62557), into two cases.
% 62.47/27.47  																																																	|-Branch one:
% 62.47/27.47  																																																	| (1097) all_0_56_56 = e3
% 62.47/27.47  																																																	|
% 62.47/27.47  																																																		| Combining equations (833,1097) yields a new equation:
% 62.47/27.47  																																																		| (662) e3 = e2
% 62.47/27.47  																																																		|
% 62.47/27.47  																																																		| Equations (662) can reduce 212 to:
% 62.47/27.47  																																																		| (266) $false
% 62.47/27.47  																																																		|
% 62.47/27.47  																																																		|-The branch is then unsatisfiable
% 62.47/27.47  																																																	|-Branch two:
% 62.47/27.47  																																																	| (272)  ~ (all_0_56_56 = e3)
% 62.47/27.47  																																																	| (795) all_0_58_58 = e3
% 62.47/27.47  																																																	|
% 62.47/27.47  																																																		| Equations (795) can reduce 908 to:
% 62.47/27.47  																																																		| (212)  ~ (e3 = e2)
% 62.47/27.47  																																																		|
% 62.47/27.47  																																																		| Equations (795) can reduce 491 to:
% 62.47/27.47  																																																		| (80)  ~ (e3 = e0)
% 62.47/27.47  																																																		|
% 62.47/27.47  																																																		+-Applying beta-rule and splitting (781), into two cases.
% 62.47/27.47  																																																		|-Branch one:
% 62.47/27.47  																																																		| (789) (all_0_41_41 = e0 & all_0_58_58 = e3 &  ~ (all_0_44_44 = e3)) | (all_0_41_41 = e0 & all_0_58_58 = e3 &  ~ (all_0_55_55 = e0)) | (all_0_47_47 = e1 & all_0_52_52 = e2 &  ~ (all_0_48_48 = e2)) | (all_0_47_47 = e1 & all_0_52_52 = e2 &  ~ (all_0_51_51 = e1)) | (all_0_47_47 = e0 & all_0_58_58 = e2 &  ~ (all_0_49_49 = e2))
% 62.47/27.47  																																																		|
% 62.47/27.47  																																																			+-Applying beta-rule and splitting (789), into two cases.
% 62.47/27.47  																																																			|-Branch one:
% 62.47/27.47  																																																			| (790) (all_0_41_41 = e0 & all_0_58_58 = e3 &  ~ (all_0_44_44 = e3)) | (all_0_41_41 = e0 & all_0_58_58 = e3 &  ~ (all_0_55_55 = e0)) | (all_0_47_47 = e1 & all_0_52_52 = e2 &  ~ (all_0_48_48 = e2)) | (all_0_47_47 = e1 & all_0_52_52 = e2 &  ~ (all_0_51_51 = e1))
% 62.47/27.47  																																																			|
% 62.47/27.47  																																																				+-Applying beta-rule and splitting (790), into two cases.
% 62.47/27.47  																																																				|-Branch one:
% 62.47/27.47  																																																				| (791) (all_0_41_41 = e0 & all_0_58_58 = e3 &  ~ (all_0_44_44 = e3)) | (all_0_41_41 = e0 & all_0_58_58 = e3 &  ~ (all_0_55_55 = e0)) | (all_0_47_47 = e1 & all_0_52_52 = e2 &  ~ (all_0_48_48 = e2))
% 62.47/27.47  																																																				|
% 62.47/27.47  																																																					+-Applying beta-rule and splitting (791), into two cases.
% 62.47/27.47  																																																					|-Branch one:
% 62.47/27.47  																																																					| (792) (all_0_41_41 = e0 & all_0_58_58 = e3 &  ~ (all_0_44_44 = e3)) | (all_0_41_41 = e0 & all_0_58_58 = e3 &  ~ (all_0_55_55 = e0))
% 62.47/27.47  																																																					|
% 62.47/27.47  																																																						+-Applying beta-rule and splitting (792), into two cases.
% 62.47/27.47  																																																						|-Branch one:
% 62.47/27.47  																																																						| (793) all_0_41_41 = e0 & all_0_58_58 = e3 &  ~ (all_0_44_44 = e3)
% 62.47/27.47  																																																						|
% 62.47/27.47  																																																							| Applying alpha-rule on (793) yields:
% 62.47/27.47  																																																							| (794) all_0_41_41 = e0
% 62.47/27.47  																																																							| (795) all_0_58_58 = e3
% 62.47/27.47  																																																							| (407)  ~ (all_0_44_44 = e3)
% 62.47/27.47  																																																							|
% 62.47/27.47  																																																							| Combining equations (794,403) yields a new equation:
% 62.47/27.47  																																																							| (676) e3 = e0
% 62.47/27.47  																																																							|
% 62.47/27.47  																																																							| Equations (676) can reduce 80 to:
% 62.47/27.47  																																																							| (266) $false
% 62.47/27.47  																																																							|
% 62.47/27.47  																																																							|-The branch is then unsatisfiable
% 62.47/27.47  																																																						|-Branch two:
% 62.47/27.47  																																																						| (800) all_0_41_41 = e0 & all_0_58_58 = e3 &  ~ (all_0_55_55 = e0)
% 62.47/27.47  																																																						|
% 62.47/27.47  																																																							| Applying alpha-rule on (800) yields:
% 62.47/27.47  																																																							| (794) all_0_41_41 = e0
% 62.47/27.47  																																																							| (795) all_0_58_58 = e3
% 62.47/27.47  																																																							| (803)  ~ (all_0_55_55 = e0)
% 62.47/27.47  																																																							|
% 62.47/27.47  																																																							| Combining equations (794,403) yields a new equation:
% 62.47/27.47  																																																							| (676) e3 = e0
% 62.47/27.47  																																																							|
% 62.47/27.47  																																																							| Equations (676) can reduce 80 to:
% 62.47/27.47  																																																							| (266) $false
% 62.47/27.47  																																																							|
% 62.47/27.47  																																																							|-The branch is then unsatisfiable
% 62.47/27.47  																																																					|-Branch two:
% 62.47/27.47  																																																					| (807) all_0_47_47 = e1 & all_0_52_52 = e2 &  ~ (all_0_48_48 = e2)
% 62.47/27.47  																																																					|
% 62.47/27.47  																																																						| Applying alpha-rule on (807) yields:
% 62.47/27.47  																																																						| (654) all_0_47_47 = e1
% 62.47/27.47  																																																						| (352) all_0_52_52 = e2
% 62.47/27.47  																																																						| (810)  ~ (all_0_48_48 = e2)
% 62.47/27.47  																																																						|
% 62.47/27.47  																																																						| Combining equations (642,352) yields a new equation:
% 62.47/27.47  																																																						| (617) e2 = e1
% 62.47/27.47  																																																						|
% 62.47/27.47  																																																						| Equations (617) can reduce 122 to:
% 62.47/27.47  																																																						| (266) $false
% 62.47/27.47  																																																						|
% 62.47/27.47  																																																						|-The branch is then unsatisfiable
% 62.47/27.47  																																																				|-Branch two:
% 62.47/27.47  																																																				| (813) all_0_47_47 = e1 & all_0_52_52 = e2 &  ~ (all_0_51_51 = e1)
% 62.47/27.47  																																																				|
% 62.47/27.47  																																																					| Applying alpha-rule on (813) yields:
% 62.47/27.47  																																																					| (654) all_0_47_47 = e1
% 62.47/27.47  																																																					| (352) all_0_52_52 = e2
% 62.47/27.47  																																																					| (464)  ~ (all_0_51_51 = e1)
% 62.47/27.47  																																																					|
% 62.47/27.47  																																																					| Combining equations (642,352) yields a new equation:
% 62.47/27.47  																																																					| (617) e2 = e1
% 62.47/27.47  																																																					|
% 62.47/27.47  																																																					| Equations (617) can reduce 122 to:
% 62.47/27.47  																																																					| (266) $false
% 62.47/27.47  																																																					|
% 62.47/27.47  																																																					|-The branch is then unsatisfiable
% 62.47/27.47  																																																			|-Branch two:
% 62.47/27.47  																																																			| (819) all_0_47_47 = e0 & all_0_58_58 = e2 &  ~ (all_0_49_49 = e2)
% 62.47/27.47  																																																			|
% 62.47/27.47  																																																				| Applying alpha-rule on (819) yields:
% 62.47/27.47  																																																				| (674) all_0_47_47 = e0
% 62.47/27.47  																																																				| (624) all_0_58_58 = e2
% 62.47/27.47  																																																				| (340)  ~ (all_0_49_49 = e2)
% 62.47/27.47  																																																				|
% 62.47/27.47  																																																				| Combining equations (624,795) yields a new equation:
% 62.47/27.47  																																																				| (662) e3 = e2
% 62.47/27.47  																																																				|
% 62.47/27.47  																																																				| Equations (662) can reduce 212 to:
% 62.47/27.47  																																																				| (266) $false
% 62.47/27.47  																																																				|
% 62.47/27.47  																																																				|-The branch is then unsatisfiable
% 62.47/27.47  																																																		|-Branch two:
% 62.47/27.47  																																																		| (825) all_0_47_47 = e0 & all_0_58_58 = e2 &  ~ (all_0_56_56 = e0)
% 62.47/27.47  																																																		|
% 62.47/27.47  																																																			| Applying alpha-rule on (825) yields:
% 62.47/27.47  																																																			| (674) all_0_47_47 = e0
% 62.47/27.47  																																																			| (624) all_0_58_58 = e2
% 62.47/27.47  																																																			| (828)  ~ (all_0_56_56 = e0)
% 62.47/27.47  																																																			|
% 62.47/27.47  																																																			| Combining equations (624,795) yields a new equation:
% 62.47/27.47  																																																			| (662) e3 = e2
% 62.47/27.47  																																																			|
% 62.47/27.47  																																																			| Equations (662) can reduce 212 to:
% 62.47/27.47  																																																			| (266) $false
% 62.47/27.47  																																																			|
% 62.47/27.47  																																																			|-The branch is then unsatisfiable
% 62.47/27.47  																																																|-Branch two:
% 62.47/27.47  																																																| (632)  ~ (all_0_55_55 = e1)
% 62.47/27.47  																																																| (633) all_0_56_56 = e1 | all_0_57_57 = e1 | all_0_58_58 = e1
% 62.47/27.47  																																																|
% 62.47/27.47  																																																	+-Applying beta-rule and splitting (600), into two cases.
% 62.47/27.47  																																																	|-Branch one:
% 62.47/27.47  																																																	| (601) all_0_50_50 = e1
% 62.47/27.47  																																																	|
% 62.47/27.47  																																																		| Combining equations (378,601) yields a new equation:
% 62.47/27.47  																																																		| (616) e2 = e1
% 62.47/27.47  																																																		|
% 62.47/27.47  																																																		| Simplifying 616 yields:
% 62.47/27.47  																																																		| (617) e2 = e1
% 62.47/27.47  																																																		|
% 62.47/27.47  																																																		| Equations (617) can reduce 122 to:
% 62.47/27.47  																																																		| (266) $false
% 62.47/27.47  																																																		|
% 62.47/27.47  																																																		|-The branch is then unsatisfiable
% 62.47/27.47  																																																	|-Branch two:
% 62.47/27.47  																																																	| (759)  ~ (all_0_50_50 = e1)
% 62.47/27.47  																																																	| (629) all_0_55_55 = e1
% 62.47/27.47  																																																	|
% 62.47/27.47  																																																		| Equations (629) can reduce 632 to:
% 62.47/27.47  																																																		| (266) $false
% 62.47/27.47  																																																		|
% 62.47/27.47  																																																		|-The branch is then unsatisfiable
% 62.47/27.47  																																								|-Branch two:
% 62.47/27.47  																																								| (831)  ~ (all_0_46_46 = e0)
% 62.47/27.47  																																								| (832) all_0_47_47 = e0 | all_0_48_48 = e0 | all_0_49_49 = e0
% 62.47/27.47  																																								|
% 62.47/27.47  																																									+-Applying beta-rule and splitting (832), into two cases.
% 62.47/27.47  																																									|-Branch one:
% 62.47/27.47  																																									| (674) all_0_47_47 = e0
% 62.47/27.47  																																									|
% 62.47/27.47  																																										| Combining equations (674,1790) yields a new equation:
% 62.47/27.47  																																										| (397) e4 = e0
% 62.47/27.47  																																										|
% 62.47/27.47  																																										| Equations (397) can reduce 49 to:
% 62.47/27.47  																																										| (266) $false
% 62.47/27.47  																																										|
% 62.47/27.47  																																										|-The branch is then unsatisfiable
% 62.47/27.47  																																									|-Branch two:
% 62.47/27.47  																																									| (678)  ~ (all_0_47_47 = e0)
% 62.47/27.47  																																									| (1278) all_0_48_48 = e0 | all_0_49_49 = e0
% 62.47/27.47  																																									|
% 62.47/27.47  																																										| Equations (1790) can reduce 678 to:
% 62.47/27.47  																																										| (49)  ~ (e4 = e0)
% 62.47/27.47  																																										|
% 62.47/27.47  																																										+-Applying beta-rule and splitting (243), into two cases.
% 62.47/27.47  																																										|-Branch one:
% 62.47/27.47  																																										| (329) all_0_38_38 = e0
% 62.47/27.47  																																										|
% 62.47/27.47  																																											| Combining equations (329,321) yields a new equation:
% 62.47/27.47  																																											| (397) e4 = e0
% 62.47/27.47  																																											|
% 62.47/27.47  																																											| Equations (397) can reduce 49 to:
% 62.47/27.47  																																											| (266) $false
% 62.47/27.47  																																											|
% 62.47/27.47  																																											|-The branch is then unsatisfiable
% 62.47/27.47  																																										|-Branch two:
% 62.47/27.47  																																										| (332)  ~ (all_0_38_38 = e0)
% 62.47/27.47  																																										| (395) all_0_41_41 = e0 | all_0_46_46 = e0 | all_0_55_55 = e0
% 62.47/27.47  																																										|
% 62.47/27.47  																																											| Equations (321) can reduce 332 to:
% 62.47/27.47  																																											| (49)  ~ (e4 = e0)
% 62.47/27.47  																																											|
% 62.47/27.47  																																											+-Applying beta-rule and splitting (395), into two cases.
% 62.47/27.47  																																											|-Branch one:
% 62.47/27.47  																																											| (794) all_0_41_41 = e0
% 62.47/27.47  																																											|
% 62.47/27.47  																																												| Combining equations (794,403) yields a new equation:
% 62.47/27.47  																																												| (676) e3 = e0
% 62.47/27.47  																																												|
% 62.47/27.47  																																												| Equations (676) can reduce 80 to:
% 62.47/27.47  																																												| (266) $false
% 62.47/27.47  																																												|
% 62.47/27.47  																																												|-The branch is then unsatisfiable
% 62.47/27.47  																																											|-Branch two:
% 62.47/27.47  																																											| (357)  ~ (all_0_41_41 = e0)
% 62.47/27.47  																																											| (895) all_0_46_46 = e0 | all_0_55_55 = e0
% 62.47/27.47  																																											|
% 62.47/27.47  																																												| Equations (403) can reduce 357 to:
% 62.47/27.47  																																												| (80)  ~ (e3 = e0)
% 62.47/27.47  																																												|
% 62.47/27.47  																																												+-Applying beta-rule and splitting (781), into two cases.
% 62.47/27.47  																																												|-Branch one:
% 62.47/27.47  																																												| (789) (all_0_41_41 = e0 & all_0_58_58 = e3 &  ~ (all_0_44_44 = e3)) | (all_0_41_41 = e0 & all_0_58_58 = e3 &  ~ (all_0_55_55 = e0)) | (all_0_47_47 = e1 & all_0_52_52 = e2 &  ~ (all_0_48_48 = e2)) | (all_0_47_47 = e1 & all_0_52_52 = e2 &  ~ (all_0_51_51 = e1)) | (all_0_47_47 = e0 & all_0_58_58 = e2 &  ~ (all_0_49_49 = e2))
% 62.47/27.47  																																												|
% 62.47/27.47  																																													+-Applying beta-rule and splitting (789), into two cases.
% 62.47/27.47  																																													|-Branch one:
% 62.47/27.47  																																													| (790) (all_0_41_41 = e0 & all_0_58_58 = e3 &  ~ (all_0_44_44 = e3)) | (all_0_41_41 = e0 & all_0_58_58 = e3 &  ~ (all_0_55_55 = e0)) | (all_0_47_47 = e1 & all_0_52_52 = e2 &  ~ (all_0_48_48 = e2)) | (all_0_47_47 = e1 & all_0_52_52 = e2 &  ~ (all_0_51_51 = e1))
% 62.47/27.47  																																													|
% 62.47/27.47  																																														+-Applying beta-rule and splitting (790), into two cases.
% 62.47/27.47  																																														|-Branch one:
% 62.47/27.47  																																														| (791) (all_0_41_41 = e0 & all_0_58_58 = e3 &  ~ (all_0_44_44 = e3)) | (all_0_41_41 = e0 & all_0_58_58 = e3 &  ~ (all_0_55_55 = e0)) | (all_0_47_47 = e1 & all_0_52_52 = e2 &  ~ (all_0_48_48 = e2))
% 62.47/27.47  																																														|
% 62.47/27.47  																																															+-Applying beta-rule and splitting (791), into two cases.
% 62.47/27.47  																																															|-Branch one:
% 62.47/27.47  																																															| (792) (all_0_41_41 = e0 & all_0_58_58 = e3 &  ~ (all_0_44_44 = e3)) | (all_0_41_41 = e0 & all_0_58_58 = e3 &  ~ (all_0_55_55 = e0))
% 62.47/27.47  																																															|
% 62.47/27.47  																																																+-Applying beta-rule and splitting (792), into two cases.
% 62.47/27.47  																																																|-Branch one:
% 62.47/27.47  																																																| (793) all_0_41_41 = e0 & all_0_58_58 = e3 &  ~ (all_0_44_44 = e3)
% 62.47/27.47  																																																|
% 62.47/27.47  																																																	| Applying alpha-rule on (793) yields:
% 62.47/27.47  																																																	| (794) all_0_41_41 = e0
% 62.47/27.47  																																																	| (795) all_0_58_58 = e3
% 62.47/27.47  																																																	| (407)  ~ (all_0_44_44 = e3)
% 62.47/27.47  																																																	|
% 62.47/27.47  																																																	| Combining equations (794,403) yields a new equation:
% 62.47/27.47  																																																	| (676) e3 = e0
% 62.47/27.47  																																																	|
% 62.47/27.47  																																																	| Equations (676) can reduce 80 to:
% 62.47/27.47  																																																	| (266) $false
% 62.47/27.47  																																																	|
% 62.47/27.47  																																																	|-The branch is then unsatisfiable
% 62.47/27.47  																																																|-Branch two:
% 62.47/27.47  																																																| (800) all_0_41_41 = e0 & all_0_58_58 = e3 &  ~ (all_0_55_55 = e0)
% 62.47/27.47  																																																|
% 62.47/27.47  																																																	| Applying alpha-rule on (800) yields:
% 62.47/27.47  																																																	| (794) all_0_41_41 = e0
% 62.47/27.47  																																																	| (795) all_0_58_58 = e3
% 62.47/27.47  																																																	| (803)  ~ (all_0_55_55 = e0)
% 62.47/27.47  																																																	|
% 62.47/27.47  																																																	| Combining equations (794,403) yields a new equation:
% 62.47/27.47  																																																	| (676) e3 = e0
% 62.47/27.47  																																																	|
% 62.47/27.47  																																																	| Equations (676) can reduce 80 to:
% 62.47/27.47  																																																	| (266) $false
% 62.47/27.47  																																																	|
% 62.47/27.47  																																																	|-The branch is then unsatisfiable
% 62.47/27.47  																																															|-Branch two:
% 62.47/27.47  																																															| (807) all_0_47_47 = e1 & all_0_52_52 = e2 &  ~ (all_0_48_48 = e2)
% 62.47/27.47  																																															|
% 62.47/27.47  																																																| Applying alpha-rule on (807) yields:
% 62.47/27.47  																																																| (654) all_0_47_47 = e1
% 62.47/27.47  																																																| (352) all_0_52_52 = e2
% 62.47/27.47  																																																| (810)  ~ (all_0_48_48 = e2)
% 62.47/27.47  																																																|
% 62.47/27.47  																																																| Combining equations (642,352) yields a new equation:
% 62.47/27.47  																																																| (617) e2 = e1
% 62.47/27.47  																																																|
% 62.47/27.47  																																																| Equations (617) can reduce 122 to:
% 62.47/27.47  																																																| (266) $false
% 62.47/27.47  																																																|
% 62.47/27.47  																																																|-The branch is then unsatisfiable
% 62.47/27.47  																																														|-Branch two:
% 62.47/27.47  																																														| (813) all_0_47_47 = e1 & all_0_52_52 = e2 &  ~ (all_0_51_51 = e1)
% 62.47/27.47  																																														|
% 62.47/27.47  																																															| Applying alpha-rule on (813) yields:
% 62.47/27.47  																																															| (654) all_0_47_47 = e1
% 62.47/27.47  																																															| (352) all_0_52_52 = e2
% 62.47/27.47  																																															| (464)  ~ (all_0_51_51 = e1)
% 62.47/27.47  																																															|
% 62.47/27.47  																																															| Combining equations (642,352) yields a new equation:
% 62.47/27.47  																																															| (617) e2 = e1
% 62.47/27.47  																																															|
% 62.47/27.47  																																															| Equations (617) can reduce 122 to:
% 62.47/27.47  																																															| (266) $false
% 62.47/27.47  																																															|
% 62.47/27.47  																																															|-The branch is then unsatisfiable
% 62.47/27.47  																																													|-Branch two:
% 62.47/27.47  																																													| (819) all_0_47_47 = e0 & all_0_58_58 = e2 &  ~ (all_0_49_49 = e2)
% 62.47/27.47  																																													|
% 62.47/27.47  																																														| Applying alpha-rule on (819) yields:
% 62.47/27.47  																																														| (674) all_0_47_47 = e0
% 62.47/27.47  																																														| (624) all_0_58_58 = e2
% 62.47/27.47  																																														| (340)  ~ (all_0_49_49 = e2)
% 62.47/27.47  																																														|
% 62.47/27.47  																																														| Combining equations (674,1790) yields a new equation:
% 62.47/27.47  																																														| (397) e4 = e0
% 62.47/27.47  																																														|
% 62.47/27.47  																																														| Equations (397) can reduce 49 to:
% 62.47/27.47  																																														| (266) $false
% 62.47/27.47  																																														|
% 62.47/27.47  																																														|-The branch is then unsatisfiable
% 62.47/27.47  																																												|-Branch two:
% 62.47/27.47  																																												| (825) all_0_47_47 = e0 & all_0_58_58 = e2 &  ~ (all_0_56_56 = e0)
% 62.47/27.47  																																												|
% 62.47/27.47  																																													| Applying alpha-rule on (825) yields:
% 62.47/27.47  																																													| (674) all_0_47_47 = e0
% 62.47/27.47  																																													| (624) all_0_58_58 = e2
% 62.47/27.47  																																													| (828)  ~ (all_0_56_56 = e0)
% 62.47/27.47  																																													|
% 62.47/27.47  																																													| Combining equations (674,1790) yields a new equation:
% 62.47/27.47  																																													| (397) e4 = e0
% 62.47/27.47  																																													|
% 62.47/27.47  																																													| Equations (397) can reduce 49 to:
% 62.47/27.47  																																													| (266) $false
% 62.47/27.47  																																													|
% 62.47/27.47  																																													|-The branch is then unsatisfiable
% 62.47/27.47  																																|-Branch two:
% 62.47/27.47  																																| (1898)  ~ (all_0_41_41 = e3)
% 62.47/27.47  																																| (1899) all_0_42_42 = e3 | all_0_44_44 = e3
% 62.47/27.47  																																|
% 62.47/27.47  																																	+-Applying beta-rule and splitting (144), into two cases.
% 62.47/27.47  																																	|-Branch one:
% 62.47/27.47  																																	| (403) all_0_41_41 = e3
% 62.47/27.47  																																	|
% 62.47/27.47  																																		| Equations (403) can reduce 1898 to:
% 62.47/27.47  																																		| (266) $false
% 62.47/27.47  																																		|
% 62.47/27.47  																																		|-The branch is then unsatisfiable
% 62.47/27.47  																																	|-Branch two:
% 62.47/27.47  																																	| (1898)  ~ (all_0_41_41 = e3)
% 62.47/27.47  																																	| (1923) all_0_46_46 = e3 | all_0_50_50 = e3 | all_0_55_55 = e3
% 62.47/27.47  																																	|
% 62.47/27.47  																																		+-Applying beta-rule and splitting (1899), into two cases.
% 62.47/27.47  																																		|-Branch one:
% 62.47/27.47  																																		| (516) all_0_42_42 = e3
% 62.47/27.47  																																		|
% 62.47/27.47  																																			| Combining equations (516,459) yields a new equation:
% 62.47/27.47  																																			| (454) e3 = e1
% 62.47/27.47  																																			|
% 62.47/27.47  																																			| Simplifying 454 yields:
% 62.47/27.47  																																			| (455) e3 = e1
% 62.47/27.47  																																			|
% 62.47/27.47  																																			| Equations (455) can reduce 213 to:
% 62.47/27.47  																																			| (266) $false
% 62.47/27.47  																																			|
% 62.47/27.47  																																			|-The branch is then unsatisfiable
% 62.47/27.47  																																		|-Branch two:
% 62.47/27.47  																																		| (405)  ~ (all_0_42_42 = e3)
% 62.47/27.47  																																		| (532) all_0_44_44 = e3
% 62.47/27.47  																																		|
% 62.47/27.47  																																			| Equations (532) can reduce 147 to:
% 62.47/27.47  																																			| (212)  ~ (e3 = e2)
% 62.47/27.47  																																			|
% 62.47/27.47  																																			+-Applying beta-rule and splitting (1923), into two cases.
% 62.47/27.47  																																			|-Branch one:
% 62.47/27.47  																																			| (1557) all_0_46_46 = e3
% 62.47/27.47  																																			|
% 62.47/27.47  																																				| Equations (1557) can reduce 409 to:
% 62.47/27.47  																																				| (266) $false
% 62.47/27.47  																																				|
% 62.47/27.47  																																				|-The branch is then unsatisfiable
% 62.47/27.47  																																			|-Branch two:
% 62.47/27.47  																																			| (409)  ~ (all_0_46_46 = e3)
% 62.47/27.47  																																			| (4042) all_0_50_50 = e3 | all_0_55_55 = e3
% 62.47/27.47  																																			|
% 62.47/27.47  																																				+-Applying beta-rule and splitting (4042), into two cases.
% 62.47/27.47  																																				|-Branch one:
% 62.47/27.47  																																				| (415) all_0_50_50 = e3
% 62.47/27.47  																																				|
% 62.47/27.47  																																					| Combining equations (378,415) yields a new equation:
% 62.47/27.47  																																					| (662) e3 = e2
% 62.47/27.47  																																					|
% 62.47/27.47  																																					| Equations (662) can reduce 212 to:
% 62.47/27.47  																																					| (266) $false
% 62.47/27.47  																																					|
% 62.47/27.47  																																					|-The branch is then unsatisfiable
% 62.47/27.47  																																				|-Branch two:
% 62.47/27.47  																																				| (411)  ~ (all_0_50_50 = e3)
% 62.47/27.47  																																				| (2336) all_0_55_55 = e3
% 62.47/27.47  																																				|
% 62.47/27.47  																																					| Equations (2336) can reduce 3 to:
% 62.47/27.47  																																					| (275)  ~ (all_0_58_58 = e3)
% 62.47/27.47  																																					|
% 62.47/27.47  																																					| Simplifying 275 yields:
% 62.47/27.47  																																					| (276)  ~ (all_0_58_58 = e3)
% 62.47/27.47  																																					|
% 62.47/27.47  																																					+-Applying beta-rule and splitting (243), into two cases.
% 62.47/27.47  																																					|-Branch one:
% 62.47/27.47  																																					| (329) all_0_38_38 = e0
% 62.47/27.47  																																					|
% 62.47/27.47  																																						| Combining equations (329,321) yields a new equation:
% 62.47/27.47  																																						| (397) e4 = e0
% 62.47/27.47  																																						|
% 62.47/27.47  																																						| Equations (397) can reduce 49 to:
% 62.47/27.47  																																						| (266) $false
% 62.47/27.47  																																						|
% 62.47/27.47  																																						|-The branch is then unsatisfiable
% 62.47/27.47  																																					|-Branch two:
% 62.47/27.47  																																					| (332)  ~ (all_0_38_38 = e0)
% 62.47/27.47  																																					| (395) all_0_41_41 = e0 | all_0_46_46 = e0 | all_0_55_55 = e0
% 62.47/27.47  																																					|
% 62.47/27.47  																																						| Equations (321) can reduce 332 to:
% 62.47/27.47  																																						| (49)  ~ (e4 = e0)
% 62.47/27.47  																																						|
% 62.47/27.47  																																						+-Applying beta-rule and splitting (163), into two cases.
% 62.47/27.47  																																						|-Branch one:
% 62.47/27.47  																																						| (565) all_0_52_52 = e4
% 62.47/27.47  																																						|
% 62.47/27.47  																																							| Combining equations (642,565) yields a new equation:
% 62.47/27.47  																																							| (630) e4 = e1
% 62.47/27.47  																																							|
% 62.47/27.47  																																							| Equations (630) can reduce 110 to:
% 62.47/27.47  																																							| (266) $false
% 62.47/27.47  																																							|
% 62.47/27.47  																																							|-The branch is then unsatisfiable
% 62.47/27.47  																																						|-Branch two:
% 62.47/27.47  																																						| (780)  ~ (all_0_52_52 = e4)
% 62.47/27.47  																																						| (781) (all_0_41_41 = e0 & all_0_58_58 = e3 &  ~ (all_0_44_44 = e3)) | (all_0_41_41 = e0 & all_0_58_58 = e3 &  ~ (all_0_55_55 = e0)) | (all_0_47_47 = e1 & all_0_52_52 = e2 &  ~ (all_0_48_48 = e2)) | (all_0_47_47 = e1 & all_0_52_52 = e2 &  ~ (all_0_51_51 = e1)) | (all_0_47_47 = e0 & all_0_58_58 = e2 &  ~ (all_0_49_49 = e2)) | (all_0_47_47 = e0 & all_0_58_58 = e2 &  ~ (all_0_56_56 = e0))
% 62.47/27.47  																																						|
% 62.47/27.47  																																							+-Applying beta-rule and splitting (781), into two cases.
% 62.47/27.47  																																							|-Branch one:
% 62.47/27.47  																																							| (789) (all_0_41_41 = e0 & all_0_58_58 = e3 &  ~ (all_0_44_44 = e3)) | (all_0_41_41 = e0 & all_0_58_58 = e3 &  ~ (all_0_55_55 = e0)) | (all_0_47_47 = e1 & all_0_52_52 = e2 &  ~ (all_0_48_48 = e2)) | (all_0_47_47 = e1 & all_0_52_52 = e2 &  ~ (all_0_51_51 = e1)) | (all_0_47_47 = e0 & all_0_58_58 = e2 &  ~ (all_0_49_49 = e2))
% 62.47/27.47  																																							|
% 62.47/27.47  																																								+-Applying beta-rule and splitting (789), into two cases.
% 62.47/27.47  																																								|-Branch one:
% 62.47/27.47  																																								| (790) (all_0_41_41 = e0 & all_0_58_58 = e3 &  ~ (all_0_44_44 = e3)) | (all_0_41_41 = e0 & all_0_58_58 = e3 &  ~ (all_0_55_55 = e0)) | (all_0_47_47 = e1 & all_0_52_52 = e2 &  ~ (all_0_48_48 = e2)) | (all_0_47_47 = e1 & all_0_52_52 = e2 &  ~ (all_0_51_51 = e1))
% 62.47/27.47  																																								|
% 62.47/27.47  																																									+-Applying beta-rule and splitting (790), into two cases.
% 62.47/27.47  																																									|-Branch one:
% 62.47/27.47  																																									| (791) (all_0_41_41 = e0 & all_0_58_58 = e3 &  ~ (all_0_44_44 = e3)) | (all_0_41_41 = e0 & all_0_58_58 = e3 &  ~ (all_0_55_55 = e0)) | (all_0_47_47 = e1 & all_0_52_52 = e2 &  ~ (all_0_48_48 = e2))
% 62.47/27.47  																																									|
% 62.47/27.47  																																										+-Applying beta-rule and splitting (791), into two cases.
% 62.47/27.47  																																										|-Branch one:
% 62.47/27.47  																																										| (792) (all_0_41_41 = e0 & all_0_58_58 = e3 &  ~ (all_0_44_44 = e3)) | (all_0_41_41 = e0 & all_0_58_58 = e3 &  ~ (all_0_55_55 = e0))
% 62.47/27.47  																																										|
% 62.47/27.47  																																											+-Applying beta-rule and splitting (792), into two cases.
% 62.47/27.47  																																											|-Branch one:
% 62.47/27.47  																																											| (793) all_0_41_41 = e0 & all_0_58_58 = e3 &  ~ (all_0_44_44 = e3)
% 62.47/27.47  																																											|
% 62.47/27.47  																																												| Applying alpha-rule on (793) yields:
% 62.47/27.47  																																												| (794) all_0_41_41 = e0
% 62.47/27.47  																																												| (795) all_0_58_58 = e3
% 62.47/27.47  																																												| (407)  ~ (all_0_44_44 = e3)
% 62.47/27.47  																																												|
% 62.47/27.48  																																												| Equations (795) can reduce 276 to:
% 62.47/27.48  																																												| (266) $false
% 62.47/27.48  																																												|
% 62.47/27.48  																																												|-The branch is then unsatisfiable
% 62.47/27.48  																																											|-Branch two:
% 62.47/27.48  																																											| (800) all_0_41_41 = e0 & all_0_58_58 = e3 &  ~ (all_0_55_55 = e0)
% 62.47/27.48  																																											|
% 62.47/27.48  																																												| Applying alpha-rule on (800) yields:
% 62.47/27.48  																																												| (794) all_0_41_41 = e0
% 62.47/27.48  																																												| (795) all_0_58_58 = e3
% 62.47/27.48  																																												| (803)  ~ (all_0_55_55 = e0)
% 62.47/27.48  																																												|
% 62.47/27.48  																																												| Equations (795) can reduce 276 to:
% 62.47/27.48  																																												| (266) $false
% 62.47/27.48  																																												|
% 62.47/27.48  																																												|-The branch is then unsatisfiable
% 62.47/27.48  																																										|-Branch two:
% 62.47/27.48  																																										| (807) all_0_47_47 = e1 & all_0_52_52 = e2 &  ~ (all_0_48_48 = e2)
% 62.47/27.48  																																										|
% 62.47/27.48  																																											| Applying alpha-rule on (807) yields:
% 62.47/27.48  																																											| (654) all_0_47_47 = e1
% 62.47/27.48  																																											| (352) all_0_52_52 = e2
% 62.47/27.48  																																											| (810)  ~ (all_0_48_48 = e2)
% 62.47/27.48  																																											|
% 62.47/27.48  																																											| Combining equations (352,642) yields a new equation:
% 62.47/27.48  																																											| (616) e2 = e1
% 62.47/27.48  																																											|
% 62.47/27.48  																																											| Simplifying 616 yields:
% 62.47/27.48  																																											| (617) e2 = e1
% 62.47/27.48  																																											|
% 62.47/27.48  																																											| Equations (617) can reduce 122 to:
% 62.47/27.48  																																											| (266) $false
% 62.47/27.48  																																											|
% 62.47/27.48  																																											|-The branch is then unsatisfiable
% 62.47/27.48  																																									|-Branch two:
% 62.47/27.48  																																									| (813) all_0_47_47 = e1 & all_0_52_52 = e2 &  ~ (all_0_51_51 = e1)
% 62.47/27.48  																																									|
% 62.47/27.48  																																										| Applying alpha-rule on (813) yields:
% 62.47/27.48  																																										| (654) all_0_47_47 = e1
% 62.47/27.48  																																										| (352) all_0_52_52 = e2
% 62.47/27.48  																																										| (464)  ~ (all_0_51_51 = e1)
% 62.47/27.48  																																										|
% 62.47/27.48  																																										| Combining equations (352,642) yields a new equation:
% 62.47/27.48  																																										| (616) e2 = e1
% 62.47/27.48  																																										|
% 62.47/27.48  																																										| Simplifying 616 yields:
% 62.47/27.48  																																										| (617) e2 = e1
% 62.47/27.48  																																										|
% 62.47/27.48  																																										| Equations (617) can reduce 122 to:
% 62.47/27.48  																																										| (266) $false
% 62.47/27.48  																																										|
% 62.47/27.48  																																										|-The branch is then unsatisfiable
% 62.47/27.48  																																								|-Branch two:
% 62.47/27.48  																																								| (819) all_0_47_47 = e0 & all_0_58_58 = e2 &  ~ (all_0_49_49 = e2)
% 62.47/27.48  																																								|
% 62.47/27.48  																																									| Applying alpha-rule on (819) yields:
% 62.47/27.48  																																									| (674) all_0_47_47 = e0
% 62.47/27.48  																																									| (624) all_0_58_58 = e2
% 62.47/27.48  																																									| (340)  ~ (all_0_49_49 = e2)
% 62.47/27.48  																																									|
% 62.47/27.48  																																									| Combining equations (674,1790) yields a new equation:
% 62.47/27.48  																																									| (397) e4 = e0
% 62.47/27.48  																																									|
% 62.47/27.48  																																									| Equations (397) can reduce 49 to:
% 62.47/27.48  																																									| (266) $false
% 62.47/27.48  																																									|
% 62.47/27.48  																																									|-The branch is then unsatisfiable
% 62.47/27.48  																																							|-Branch two:
% 62.47/27.48  																																							| (825) all_0_47_47 = e0 & all_0_58_58 = e2 &  ~ (all_0_56_56 = e0)
% 62.47/27.48  																																							|
% 62.47/27.48  																																								| Applying alpha-rule on (825) yields:
% 62.47/27.48  																																								| (674) all_0_47_47 = e0
% 62.47/27.48  																																								| (624) all_0_58_58 = e2
% 62.47/27.48  																																								| (828)  ~ (all_0_56_56 = e0)
% 62.47/27.48  																																								|
% 62.47/27.48  																																								| Combining equations (674,1790) yields a new equation:
% 62.47/27.48  																																								| (397) e4 = e0
% 62.47/27.48  																																								|
% 62.47/27.48  																																								| Equations (397) can reduce 49 to:
% 62.47/27.48  																																								| (266) $false
% 62.47/27.48  																																								|
% 62.47/27.48  																																								|-The branch is then unsatisfiable
% 62.47/27.48  																															|-Branch two:
% 62.47/27.48  																															| (252)  ~ (all_0_47_47 = e4)
% 62.47/27.48  																															| (6548) all_0_51_51 = e4 | all_0_56_56 = e4
% 62.47/27.48  																															|
% 62.47/27.48  																																+-Applying beta-rule and splitting (6548), into two cases.
% 62.47/27.48  																																|-Branch one:
% 62.47/27.48  																																| (1101) all_0_51_51 = e4
% 62.47/27.48  																																|
% 62.47/27.48  																																	| Combining equations (660,1101) yields a new equation:
% 62.47/27.48  																																	| (425) e4 = e3
% 62.47/27.48  																																	|
% 62.47/27.48  																																	| Equations (425) can reduce 188 to:
% 62.47/27.48  																																	| (266) $false
% 62.47/27.48  																																	|
% 62.47/27.48  																																	|-The branch is then unsatisfiable
% 62.47/27.48  																																|-Branch two:
% 62.47/27.48  																																| (475)  ~ (all_0_51_51 = e4)
% 62.47/27.48  																																| (842) all_0_56_56 = e4
% 62.47/27.48  																																|
% 62.47/27.48  																																	| Combining equations (833,842) yields a new equation:
% 62.47/27.48  																																	| (323) e4 = e2
% 62.47/27.48  																																	|
% 62.47/27.48  																																	| Equations (323) can reduce 48 to:
% 62.47/27.48  																																	| (266) $false
% 62.47/27.48  																																	|
% 62.47/27.48  																																	|-The branch is then unsatisfiable
% 62.47/27.48  																									|-Branch two:
% 62.47/27.48  																									| (664)  ~ (all_0_51_51 = e3)
% 62.47/27.48  																									| (1097) all_0_56_56 = e3
% 62.47/27.48  																									|
% 62.47/27.48  																										| Combining equations (1097,833) yields a new equation:
% 62.47/27.48  																										| (661) e3 = e2
% 62.47/27.48  																										|
% 62.47/27.48  																										| Simplifying 661 yields:
% 62.47/27.48  																										| (662) e3 = e2
% 62.47/27.48  																										|
% 62.47/27.48  																										| Equations (662) can reduce 212 to:
% 62.47/27.48  																										| (266) $false
% 62.47/27.48  																										|
% 62.47/27.48  																										|-The branch is then unsatisfiable
% 62.47/27.48  																						|-Branch two:
% 62.47/27.48  																						| (1380)  ~ (all_0_42_42 = e1)
% 62.47/27.48  																						| (3259) all_0_47_47 = e1 | all_0_51_51 = e1 | all_0_56_56 = e1
% 62.47/27.48  																						|
% 62.47/27.48  																							+-Applying beta-rule and splitting (152), into two cases.
% 62.47/27.48  																							|-Branch one:
% 62.47/27.48  																							| (1392) all_0_42_42 = e4
% 62.47/27.48  																							|
% 62.47/27.48  																								| Equations (1392) can reduce 1890 to:
% 62.47/27.48  																								| (266) $false
% 62.47/27.48  																								|
% 62.47/27.48  																								|-The branch is then unsatisfiable
% 62.47/27.48  																							|-Branch two:
% 62.47/27.48  																							| (1890)  ~ (all_0_42_42 = e4)
% 62.47/27.48  																							| (1969) all_0_42_42 = e3 | all_0_42_42 = e1 | all_0_42_42 = e0
% 62.47/27.48  																							|
% 62.47/27.48  																								+-Applying beta-rule and splitting (3259), into two cases.
% 62.47/27.48  																								|-Branch one:
% 62.47/27.48  																								| (654) all_0_47_47 = e1
% 62.47/27.48  																								|
% 62.47/27.48  																									| Equations (654) can reduce 198 to:
% 62.47/27.48  																									| (1380)  ~ (all_0_42_42 = e1)
% 62.47/27.48  																									|
% 62.47/27.48  																									| Equations (654) can reduce 338 to:
% 62.47/27.48  																									| (604)  ~ (e2 = e1)
% 62.47/27.48  																									|
% 62.47/27.48  																									| Simplifying 604 yields:
% 62.47/27.48  																									| (122)  ~ (e2 = e1)
% 62.47/27.48  																									|
% 62.47/27.48  																									| Equations (654) can reduce 678 to:
% 62.47/27.48  																									| (233)  ~ (e1 = e0)
% 62.47/27.48  																									|
% 62.47/27.48  																									+-Applying beta-rule and splitting (1969), into two cases.
% 62.47/27.48  																									|-Branch one:
% 62.47/27.48  																									| (559) all_0_42_42 = e0
% 62.47/27.48  																									|
% 62.47/27.48  																										| Equations (559) can reduce 358 to:
% 62.47/27.48  																										| (266) $false
% 62.47/27.48  																										|
% 62.47/27.48  																										|-The branch is then unsatisfiable
% 62.47/27.48  																									|-Branch two:
% 62.47/27.48  																									| (358)  ~ (all_0_42_42 = e0)
% 62.47/27.48  																									| (2510) all_0_42_42 = e3 | all_0_42_42 = e1
% 62.47/27.48  																									|
% 62.47/27.48  																										+-Applying beta-rule and splitting (2510), into two cases.
% 62.47/27.48  																										|-Branch one:
% 62.47/27.48  																										| (459) all_0_42_42 = e1
% 62.47/27.48  																										|
% 62.47/27.48  																											| Equations (459) can reduce 1380 to:
% 62.47/27.48  																											| (266) $false
% 62.47/27.48  																											|
% 62.47/27.48  																											|-The branch is then unsatisfiable
% 62.47/27.48  																										|-Branch two:
% 62.47/27.48  																										| (1380)  ~ (all_0_42_42 = e1)
% 62.47/27.48  																										| (516) all_0_42_42 = e3
% 62.47/27.48  																										|
% 62.47/27.48  																											| Equations (516) can reduce 214 to:
% 62.47/27.48  																											| (1898)  ~ (all_0_41_41 = e3)
% 62.47/27.48  																											|
% 62.47/27.48  																											| Equations (516) can reduce 51 to:
% 62.47/27.48  																											| (212)  ~ (e3 = e2)
% 62.47/27.48  																											|
% 62.47/27.48  																											| Equations (516) can reduce 1380 to:
% 62.47/27.48  																											| (213)  ~ (e3 = e1)
% 62.47/27.48  																											|
% 62.47/27.48  																											+-Applying beta-rule and splitting (144), into two cases.
% 62.47/27.48  																											|-Branch one:
% 62.47/27.48  																											| (403) all_0_41_41 = e3
% 62.47/27.48  																											|
% 62.47/27.48  																												| Equations (403) can reduce 1898 to:
% 62.47/27.48  																												| (266) $false
% 62.47/27.48  																												|
% 62.47/27.48  																												|-The branch is then unsatisfiable
% 62.47/27.48  																											|-Branch two:
% 62.47/27.48  																											| (1898)  ~ (all_0_41_41 = e3)
% 62.47/27.48  																											| (1923) all_0_46_46 = e3 | all_0_50_50 = e3 | all_0_55_55 = e3
% 62.47/27.48  																											|
% 62.47/27.48  																												+-Applying beta-rule and splitting (1923), into two cases.
% 62.47/27.48  																												|-Branch one:
% 62.47/27.48  																												| (1557) all_0_46_46 = e3
% 62.47/27.48  																												|
% 62.47/27.48  																													| Equations (1557) can reduce 409 to:
% 62.47/27.48  																													| (266) $false
% 62.47/27.48  																													|
% 62.47/27.48  																													|-The branch is then unsatisfiable
% 62.47/27.48  																												|-Branch two:
% 62.47/27.48  																												| (409)  ~ (all_0_46_46 = e3)
% 62.47/27.48  																												| (4042) all_0_50_50 = e3 | all_0_55_55 = e3
% 62.47/27.48  																												|
% 62.47/27.48  																													+-Applying beta-rule and splitting (4042), into two cases.
% 62.47/27.48  																													|-Branch one:
% 62.47/27.48  																													| (415) all_0_50_50 = e3
% 62.47/27.48  																													|
% 62.47/27.48  																														| Combining equations (378,415) yields a new equation:
% 62.47/27.48  																														| (662) e3 = e2
% 62.47/27.48  																														|
% 62.47/27.48  																														| Equations (662) can reduce 212 to:
% 62.47/27.48  																														| (266) $false
% 62.47/27.48  																														|
% 62.47/27.48  																														|-The branch is then unsatisfiable
% 62.47/27.48  																													|-Branch two:
% 62.47/27.48  																													| (411)  ~ (all_0_50_50 = e3)
% 62.47/27.48  																													| (2336) all_0_55_55 = e3
% 62.47/27.48  																													|
% 62.47/27.48  																														| Equations (2336) can reduce 3 to:
% 62.47/27.48  																														| (275)  ~ (all_0_58_58 = e3)
% 62.47/27.48  																														|
% 62.47/27.48  																														| Simplifying 275 yields:
% 62.47/27.48  																														| (276)  ~ (all_0_58_58 = e3)
% 62.47/27.48  																														|
% 62.47/27.48  																														+-Applying beta-rule and splitting (216), into two cases.
% 62.47/27.48  																														|-Branch one:
% 62.47/27.48  																														| (629) all_0_55_55 = e1
% 62.47/27.48  																														|
% 62.47/27.48  																															| Combining equations (2336,629) yields a new equation:
% 62.47/27.48  																															| (454) e3 = e1
% 62.47/27.48  																															|
% 62.47/27.48  																															| Simplifying 454 yields:
% 62.47/27.48  																															| (455) e3 = e1
% 62.47/27.48  																															|
% 62.47/27.48  																															| Equations (455) can reduce 213 to:
% 62.47/27.48  																															| (266) $false
% 62.47/27.48  																															|
% 62.47/27.48  																															|-The branch is then unsatisfiable
% 62.47/27.48  																														|-Branch two:
% 62.47/27.48  																														| (632)  ~ (all_0_55_55 = e1)
% 62.47/27.48  																														| (633) all_0_56_56 = e1 | all_0_57_57 = e1 | all_0_58_58 = e1
% 62.47/27.48  																														|
% 62.47/27.48  																															+-Applying beta-rule and splitting (163), into two cases.
% 62.47/27.48  																															|-Branch one:
% 62.47/27.48  																															| (565) all_0_52_52 = e4
% 62.47/27.48  																															|
% 62.47/27.48  																																| Combining equations (642,565) yields a new equation:
% 62.47/27.48  																																| (630) e4 = e1
% 62.47/27.48  																																|
% 62.47/27.48  																																| Equations (630) can reduce 110 to:
% 62.47/27.48  																																| (266) $false
% 62.47/27.48  																																|
% 62.47/27.48  																																|-The branch is then unsatisfiable
% 62.47/27.48  																															|-Branch two:
% 62.47/27.48  																															| (780)  ~ (all_0_52_52 = e4)
% 62.47/27.48  																															| (781) (all_0_41_41 = e0 & all_0_58_58 = e3 &  ~ (all_0_44_44 = e3)) | (all_0_41_41 = e0 & all_0_58_58 = e3 &  ~ (all_0_55_55 = e0)) | (all_0_47_47 = e1 & all_0_52_52 = e2 &  ~ (all_0_48_48 = e2)) | (all_0_47_47 = e1 & all_0_52_52 = e2 &  ~ (all_0_51_51 = e1)) | (all_0_47_47 = e0 & all_0_58_58 = e2 &  ~ (all_0_49_49 = e2)) | (all_0_47_47 = e0 & all_0_58_58 = e2 &  ~ (all_0_56_56 = e0))
% 62.47/27.48  																															|
% 62.47/27.48  																																+-Applying beta-rule and splitting (633), into two cases.
% 62.47/27.48  																																|-Branch one:
% 62.47/27.48  																																| (1569) all_0_56_56 = e1
% 62.47/27.48  																																|
% 62.47/27.48  																																	| Combining equations (833,1569) yields a new equation:
% 62.47/27.48  																																	| (616) e2 = e1
% 62.47/27.48  																																	|
% 62.47/27.48  																																	| Simplifying 616 yields:
% 62.47/27.48  																																	| (617) e2 = e1
% 62.47/27.48  																																	|
% 62.47/27.48  																																	| Equations (617) can reduce 122 to:
% 62.47/27.48  																																	| (266) $false
% 62.47/27.48  																																	|
% 62.47/27.48  																																	|-The branch is then unsatisfiable
% 62.47/27.48  																																|-Branch two:
% 62.47/27.48  																																| (466)  ~ (all_0_56_56 = e1)
% 62.47/27.48  																																| (1574) all_0_57_57 = e1 | all_0_58_58 = e1
% 62.47/27.48  																																|
% 62.47/27.48  																																	| Equations (833) can reduce 466 to:
% 62.47/27.48  																																	| (122)  ~ (e2 = e1)
% 62.47/27.48  																																	|
% 62.47/27.48  																																	+-Applying beta-rule and splitting (781), into two cases.
% 62.47/27.48  																																	|-Branch one:
% 62.47/27.48  																																	| (789) (all_0_41_41 = e0 & all_0_58_58 = e3 &  ~ (all_0_44_44 = e3)) | (all_0_41_41 = e0 & all_0_58_58 = e3 &  ~ (all_0_55_55 = e0)) | (all_0_47_47 = e1 & all_0_52_52 = e2 &  ~ (all_0_48_48 = e2)) | (all_0_47_47 = e1 & all_0_52_52 = e2 &  ~ (all_0_51_51 = e1)) | (all_0_47_47 = e0 & all_0_58_58 = e2 &  ~ (all_0_49_49 = e2))
% 62.47/27.48  																																	|
% 62.47/27.48  																																		+-Applying beta-rule and splitting (789), into two cases.
% 62.47/27.48  																																		|-Branch one:
% 62.47/27.48  																																		| (790) (all_0_41_41 = e0 & all_0_58_58 = e3 &  ~ (all_0_44_44 = e3)) | (all_0_41_41 = e0 & all_0_58_58 = e3 &  ~ (all_0_55_55 = e0)) | (all_0_47_47 = e1 & all_0_52_52 = e2 &  ~ (all_0_48_48 = e2)) | (all_0_47_47 = e1 & all_0_52_52 = e2 &  ~ (all_0_51_51 = e1))
% 62.47/27.48  																																		|
% 62.47/27.48  																																			+-Applying beta-rule and splitting (790), into two cases.
% 62.47/27.48  																																			|-Branch one:
% 62.47/27.48  																																			| (791) (all_0_41_41 = e0 & all_0_58_58 = e3 &  ~ (all_0_44_44 = e3)) | (all_0_41_41 = e0 & all_0_58_58 = e3 &  ~ (all_0_55_55 = e0)) | (all_0_47_47 = e1 & all_0_52_52 = e2 &  ~ (all_0_48_48 = e2))
% 62.47/27.48  																																			|
% 62.47/27.48  																																				+-Applying beta-rule and splitting (791), into two cases.
% 62.47/27.48  																																				|-Branch one:
% 62.47/27.48  																																				| (792) (all_0_41_41 = e0 & all_0_58_58 = e3 &  ~ (all_0_44_44 = e3)) | (all_0_41_41 = e0 & all_0_58_58 = e3 &  ~ (all_0_55_55 = e0))
% 62.47/27.48  																																				|
% 62.47/27.48  																																					+-Applying beta-rule and splitting (792), into two cases.
% 62.47/27.48  																																					|-Branch one:
% 62.47/27.48  																																					| (793) all_0_41_41 = e0 & all_0_58_58 = e3 &  ~ (all_0_44_44 = e3)
% 62.47/27.48  																																					|
% 62.47/27.48  																																						| Applying alpha-rule on (793) yields:
% 62.47/27.48  																																						| (794) all_0_41_41 = e0
% 62.47/27.48  																																						| (795) all_0_58_58 = e3
% 62.47/27.48  																																						| (407)  ~ (all_0_44_44 = e3)
% 62.47/27.48  																																						|
% 62.47/27.48  																																						| Equations (795) can reduce 276 to:
% 62.47/27.48  																																						| (266) $false
% 62.47/27.48  																																						|
% 62.47/27.48  																																						|-The branch is then unsatisfiable
% 62.47/27.48  																																					|-Branch two:
% 62.47/27.48  																																					| (800) all_0_41_41 = e0 & all_0_58_58 = e3 &  ~ (all_0_55_55 = e0)
% 62.47/27.48  																																					|
% 62.47/27.48  																																						| Applying alpha-rule on (800) yields:
% 62.47/27.48  																																						| (794) all_0_41_41 = e0
% 62.47/27.48  																																						| (795) all_0_58_58 = e3
% 62.47/27.48  																																						| (803)  ~ (all_0_55_55 = e0)
% 62.47/27.48  																																						|
% 62.47/27.48  																																						| Equations (795) can reduce 276 to:
% 62.47/27.48  																																						| (266) $false
% 62.47/27.48  																																						|
% 62.47/27.48  																																						|-The branch is then unsatisfiable
% 62.47/27.48  																																				|-Branch two:
% 62.47/27.48  																																				| (807) all_0_47_47 = e1 & all_0_52_52 = e2 &  ~ (all_0_48_48 = e2)
% 62.47/27.48  																																				|
% 62.47/27.48  																																					| Applying alpha-rule on (807) yields:
% 62.47/27.48  																																					| (654) all_0_47_47 = e1
% 62.47/27.48  																																					| (352) all_0_52_52 = e2
% 62.47/27.48  																																					| (810)  ~ (all_0_48_48 = e2)
% 62.47/27.48  																																					|
% 62.47/27.48  																																					| Combining equations (642,352) yields a new equation:
% 62.47/27.48  																																					| (617) e2 = e1
% 62.47/27.48  																																					|
% 62.47/27.48  																																					| Equations (617) can reduce 122 to:
% 62.47/27.48  																																					| (266) $false
% 62.47/27.48  																																					|
% 62.47/27.48  																																					|-The branch is then unsatisfiable
% 62.47/27.48  																																			|-Branch two:
% 62.47/27.48  																																			| (813) all_0_47_47 = e1 & all_0_52_52 = e2 &  ~ (all_0_51_51 = e1)
% 62.47/27.48  																																			|
% 62.47/27.48  																																				| Applying alpha-rule on (813) yields:
% 62.47/27.48  																																				| (654) all_0_47_47 = e1
% 62.47/27.48  																																				| (352) all_0_52_52 = e2
% 62.47/27.48  																																				| (464)  ~ (all_0_51_51 = e1)
% 62.47/27.48  																																				|
% 62.47/27.48  																																				| Combining equations (642,352) yields a new equation:
% 62.47/27.48  																																				| (617) e2 = e1
% 62.47/27.48  																																				|
% 62.47/27.48  																																				| Equations (617) can reduce 122 to:
% 62.47/27.48  																																				| (266) $false
% 62.47/27.48  																																				|
% 62.47/27.48  																																				|-The branch is then unsatisfiable
% 62.47/27.48  																																		|-Branch two:
% 62.47/27.48  																																		| (819) all_0_47_47 = e0 & all_0_58_58 = e2 &  ~ (all_0_49_49 = e2)
% 62.47/27.48  																																		|
% 62.47/27.48  																																			| Applying alpha-rule on (819) yields:
% 62.47/27.48  																																			| (674) all_0_47_47 = e0
% 62.47/27.48  																																			| (624) all_0_58_58 = e2
% 62.47/27.48  																																			| (340)  ~ (all_0_49_49 = e2)
% 62.47/27.48  																																			|
% 62.47/27.48  																																			| Combining equations (654,674) yields a new equation:
% 62.47/27.48  																																			| (546) e1 = e0
% 62.47/27.48  																																			|
% 62.47/27.48  																																			| Simplifying 546 yields:
% 62.47/27.48  																																			| (431) e1 = e0
% 62.47/27.48  																																			|
% 62.47/27.48  																																			| Equations (431) can reduce 233 to:
% 62.47/27.48  																																			| (266) $false
% 62.47/27.48  																																			|
% 62.47/27.48  																																			|-The branch is then unsatisfiable
% 62.47/27.48  																																	|-Branch two:
% 62.47/27.48  																																	| (825) all_0_47_47 = e0 & all_0_58_58 = e2 &  ~ (all_0_56_56 = e0)
% 62.47/27.48  																																	|
% 62.47/27.48  																																		| Applying alpha-rule on (825) yields:
% 62.47/27.48  																																		| (674) all_0_47_47 = e0
% 62.47/27.48  																																		| (624) all_0_58_58 = e2
% 62.47/27.48  																																		| (828)  ~ (all_0_56_56 = e0)
% 62.47/27.48  																																		|
% 62.47/27.48  																																		| Combining equations (654,674) yields a new equation:
% 62.47/27.48  																																		| (546) e1 = e0
% 62.47/27.48  																																		|
% 62.47/27.48  																																		| Simplifying 546 yields:
% 62.47/27.48  																																		| (431) e1 = e0
% 62.47/27.48  																																		|
% 62.47/27.48  																																		| Equations (431) can reduce 233 to:
% 62.47/27.48  																																		| (266) $false
% 62.47/27.48  																																		|
% 62.47/27.48  																																		|-The branch is then unsatisfiable
% 62.47/27.48  																								|-Branch two:
% 62.47/27.48  																								| (462)  ~ (all_0_47_47 = e1)
% 62.47/27.48  																								| (3264) all_0_51_51 = e1 | all_0_56_56 = e1
% 62.47/27.48  																								|
% 62.47/27.48  																									+-Applying beta-rule and splitting (3264), into two cases.
% 62.47/27.48  																									|-Branch one:
% 62.47/27.48  																									| (1109) all_0_51_51 = e1
% 62.47/27.48  																									|
% 62.47/27.48  																										| Equations (1109) can reduce 464 to:
% 62.47/27.48  																										| (266) $false
% 62.47/27.48  																										|
% 62.47/27.48  																										|-The branch is then unsatisfiable
% 62.47/27.48  																									|-Branch two:
% 62.47/27.48  																									| (464)  ~ (all_0_51_51 = e1)
% 62.47/27.48  																									| (1569) all_0_56_56 = e1
% 62.47/27.48  																									|
% 62.47/27.48  																										| Combining equations (833,1569) yields a new equation:
% 62.47/27.48  																										| (616) e2 = e1
% 62.47/27.48  																										|
% 62.47/27.48  																										| Simplifying 616 yields:
% 62.47/27.48  																										| (617) e2 = e1
% 62.47/27.48  																										|
% 62.47/27.48  																										| Equations (617) can reduce 122 to:
% 62.47/27.48  																										| (266) $false
% 62.47/27.48  																										|
% 62.47/27.48  																										|-The branch is then unsatisfiable
% 62.47/27.49  																			|-Branch two:
% 62.47/27.49  																			| (302)  ~ (all_0_50_50 = e2)
% 62.47/27.49  																			| (381) all_0_51_51 = e2 | all_0_52_52 = e2 | all_0_53_53 = e2
% 62.47/27.49  																			|
% 62.47/27.49  																				+-Applying beta-rule and splitting (241), into two cases.
% 62.47/27.49  																				|-Branch one:
% 62.47/27.49  																				| (378) all_0_50_50 = e2
% 62.47/27.49  																				|
% 62.47/27.49  																					| Equations (378) can reduce 302 to:
% 62.47/27.49  																					| (266) $false
% 62.47/27.49  																					|
% 62.47/27.49  																					|-The branch is then unsatisfiable
% 62.47/27.49  																				|-Branch two:
% 62.47/27.49  																				| (302)  ~ (all_0_50_50 = e2)
% 62.47/27.49  																				| (422) all_0_50_50 = e4 | all_0_50_50 = e3 | all_0_50_50 = e1
% 62.47/27.49  																				|
% 62.47/27.49  																					+-Applying beta-rule and splitting (24424), into two cases.
% 62.47/27.49  																					|-Branch one:
% 62.47/27.49  																					| (1794) all_0_46_46 = e2
% 62.47/27.49  																					|
% 62.47/27.49  																						| Equations (1794) can reduce 300 to:
% 62.47/27.49  																						| (266) $false
% 62.47/27.49  																						|
% 62.47/27.49  																						|-The branch is then unsatisfiable
% 62.47/27.49  																					|-Branch two:
% 62.47/27.49  																					| (300)  ~ (all_0_46_46 = e2)
% 62.47/27.49  																					| (24428) all_0_50_50 = e2 | all_0_55_55 = e2
% 62.47/27.49  																					|
% 62.47/27.49  																						+-Applying beta-rule and splitting (24428), into two cases.
% 62.47/27.49  																						|-Branch one:
% 62.47/27.49  																						| (378) all_0_50_50 = e2
% 62.47/27.49  																						|
% 62.47/27.49  																							| Equations (378) can reduce 302 to:
% 62.47/27.49  																							| (266) $false
% 62.47/27.49  																							|
% 62.47/27.49  																							|-The branch is then unsatisfiable
% 62.47/27.49  																						|-Branch two:
% 62.47/27.49  																						| (302)  ~ (all_0_50_50 = e2)
% 62.47/27.49  																						| (386) all_0_55_55 = e2
% 62.47/27.49  																						|
% 62.47/27.49  																							| Equations (386) can reduce 304 to:
% 62.47/27.49  																							| (266) $false
% 62.47/27.49  																							|
% 62.47/27.49  																							|-The branch is then unsatisfiable
% 62.47/27.49  																		|-Branch two:
% 62.47/27.49  																		| (511)  ~ (all_0_56_56 = e2)
% 62.47/27.49  																		| (1709) all_0_57_57 = e2 | all_0_58_58 = e2
% 62.47/27.49  																		|
% 62.47/27.49  																			+-Applying beta-rule and splitting (24424), into two cases.
% 62.47/27.49  																			|-Branch one:
% 62.47/27.49  																			| (1794) all_0_46_46 = e2
% 62.47/27.49  																			|
% 62.47/27.49  																				| Equations (1794) can reduce 300 to:
% 62.47/27.49  																				| (266) $false
% 62.47/27.49  																				|
% 62.47/27.49  																				|-The branch is then unsatisfiable
% 62.47/27.49  																			|-Branch two:
% 62.47/27.49  																			| (300)  ~ (all_0_46_46 = e2)
% 62.47/27.49  																			| (24428) all_0_50_50 = e2 | all_0_55_55 = e2
% 62.47/27.49  																			|
% 62.47/27.49  																				+-Applying beta-rule and splitting (24428), into two cases.
% 62.47/27.49  																				|-Branch one:
% 62.47/27.49  																				| (378) all_0_50_50 = e2
% 62.47/27.49  																				|
% 62.47/27.49  																					| Equations (378) can reduce 121 to:
% 62.47/27.49  																					| (128)  ~ (e2 = e0)
% 62.47/27.49  																					|
% 62.47/27.49  																					+-Applying beta-rule and splitting (1709), into two cases.
% 62.47/27.49  																					|-Branch one:
% 62.47/27.49  																					| (442) all_0_57_57 = e2
% 62.47/27.49  																					|
% 62.47/27.49  																						| Combining equations (442,875) yields a new equation:
% 62.47/27.49  																						| (391) e2 = e0
% 62.47/27.49  																						|
% 62.47/27.49  																						| Simplifying 391 yields:
% 62.47/27.49  																						| (330) e2 = e0
% 62.47/27.49  																						|
% 62.47/27.49  																						| Equations (330) can reduce 128 to:
% 62.47/27.49  																						| (266) $false
% 62.47/27.49  																						|
% 62.47/27.49  																						|-The branch is then unsatisfiable
% 62.47/27.49  																					|-Branch two:
% 62.47/27.49  																					| (344)  ~ (all_0_57_57 = e2)
% 62.47/27.49  																					| (624) all_0_58_58 = e2
% 62.47/27.49  																					|
% 62.47/27.49  																						| Equations (624) can reduce 908 to:
% 62.47/27.49  																						| (266) $false
% 62.47/27.49  																						|
% 62.47/27.49  																						|-The branch is then unsatisfiable
% 62.47/27.49  																				|-Branch two:
% 62.47/27.49  																				| (302)  ~ (all_0_50_50 = e2)
% 62.47/27.49  																				| (386) all_0_55_55 = e2
% 62.47/27.49  																				|
% 62.47/27.49  																					| Equations (386) can reduce 304 to:
% 62.47/27.49  																					| (266) $false
% 62.47/27.49  																					|
% 62.47/27.49  																					|-The branch is then unsatisfiable
% 62.47/27.49  															|-Branch two:
% 62.47/27.49  															| (646)  ~ (all_0_52_52 = e1)
% 62.47/27.49  															| (647) all_0_57_57 = e1
% 62.47/27.49  															|
% 62.47/27.49  																| Combining equations (647,875) yields a new equation:
% 62.47/27.49  																| (546) e1 = e0
% 62.47/27.49  																|
% 62.47/27.49  																| Simplifying 546 yields:
% 62.47/27.49  																| (431) e1 = e0
% 62.47/27.49  																|
% 62.47/27.49  																| Equations (431) can reduce 233 to:
% 62.47/27.49  																| (266) $false
% 62.47/27.49  																|
% 62.47/27.49  																|-The branch is then unsatisfiable
% 62.47/27.49  												|-Branch two:
% 62.47/27.49  												| (399)  ~ (all_0_43_43 = e4)
% 62.47/27.49  												| (6374) all_0_43_43 = e1 | all_0_43_43 = e0
% 62.47/27.49  												|
% 62.47/27.49  													+-Applying beta-rule and splitting (6374), into two cases.
% 62.47/27.49  													|-Branch one:
% 62.47/27.49  													| (356) all_0_43_43 = e0
% 62.47/27.49  													|
% 62.47/27.49  														| Equations (356) can reduce 5470 to:
% 62.47/27.49  														| (266) $false
% 62.47/27.49  														|
% 62.47/27.49  														|-The branch is then unsatisfiable
% 62.47/27.49  													|-Branch two:
% 62.47/27.49  													| (5470)  ~ (all_0_43_43 = e0)
% 62.47/27.49  													| (430) all_0_43_43 = e1
% 62.47/27.49  													|
% 62.47/27.49  														| Equations (430) can reduce 31 to:
% 62.47/27.49  														| (457)  ~ (all_0_41_41 = e1)
% 62.47/27.49  														|
% 62.47/27.49  														| Equations (430) can reduce 240 to:
% 62.47/27.49  														| (1380)  ~ (all_0_42_42 = e1)
% 62.47/27.49  														|
% 62.47/27.49  														| Equations (430) can reduce 159 to:
% 62.47/27.49  														| (4057)  ~ (all_0_44_44 = e1)
% 62.47/27.49  														|
% 62.47/27.49  														| Simplifying 4057 yields:
% 62.47/27.49  														| (639)  ~ (all_0_44_44 = e1)
% 62.47/27.49  														|
% 62.47/27.49  														| Equations (430) can reduce 217 to:
% 62.47/27.49  														| (3533)  ~ (all_0_52_52 = e1)
% 62.47/27.49  														|
% 62.47/27.49  														| Simplifying 3533 yields:
% 62.47/27.49  														| (646)  ~ (all_0_52_52 = e1)
% 62.47/27.49  														|
% 62.47/27.49  														| Equations (430) can reduce 99 to:
% 62.47/27.49  														| (467)  ~ (e3 = e1)
% 62.47/27.49  														|
% 62.47/27.49  														| Simplifying 467 yields:
% 62.47/27.49  														| (213)  ~ (e3 = e1)
% 62.47/27.49  														|
% 62.47/27.49  														| Equations (430) can reduce 96 to:
% 62.47/27.49  														| (604)  ~ (e2 = e1)
% 62.47/27.49  														|
% 62.47/27.49  														| Simplifying 604 yields:
% 62.47/27.49  														| (122)  ~ (e2 = e1)
% 62.47/27.49  														|
% 62.47/27.49  														| From (430) and (37) follows:
% 62.47/27.49  														| (13877) op(e3, e1) = e1
% 62.47/27.49  														|
% 62.47/27.49  														+-Applying beta-rule and splitting (355), into two cases.
% 62.47/27.49  														|-Branch one:
% 62.47/27.49  														| (565) all_0_52_52 = e4
% 62.47/27.49  														|
% 62.47/27.49  															| Equations (565) can reduce 20 to:
% 62.47/27.49  															| (475)  ~ (all_0_51_51 = e4)
% 62.47/27.49  															|
% 62.47/27.49  															| Equations (565) can reduce 46 to:
% 62.47/27.49  															| (1452)  ~ (all_0_53_53 = e4)
% 62.47/27.49  															|
% 62.47/27.49  															| Simplifying 1452 yields:
% 62.47/27.49  															| (1453)  ~ (all_0_53_53 = e4)
% 62.47/27.49  															|
% 62.47/27.49  															| Equations (565) can reduce 342 to:
% 62.47/27.49  															| (48)  ~ (e4 = e2)
% 62.47/27.49  															|
% 62.47/27.49  															| Equations (565) can reduce 646 to:
% 62.47/27.49  															| (110)  ~ (e4 = e1)
% 62.47/27.49  															|
% 62.47/27.49  															| Equations (565) can reduce 72 to:
% 62.47/27.49  															| (49)  ~ (e4 = e0)
% 62.47/27.49  															|
% 62.47/27.49  															| From (565) and (124) follows:
% 62.47/27.49  															| (570) op(e1, e1) = e4
% 62.47/27.49  															|
% 62.47/27.49  															+-Applying beta-rule and splitting (117), into two cases.
% 62.47/27.49  															|-Branch one:
% 62.47/27.49  															| (292) all_0_38_38 = e2
% 62.47/27.49  															|
% 62.47/27.49  																| Combining equations (292,321) yields a new equation:
% 62.47/27.49  																| (323) e4 = e2
% 62.47/27.49  																|
% 62.47/27.49  																| Equations (323) can reduce 48 to:
% 62.47/27.49  																| (266) $false
% 62.47/27.49  																|
% 62.47/27.49  																|-The branch is then unsatisfiable
% 62.47/27.49  															|-Branch two:
% 62.47/27.49  															| (9600)  ~ (all_0_38_38 = e2)
% 62.47/27.49  															| (24424) all_0_46_46 = e2 | all_0_50_50 = e2 | all_0_55_55 = e2
% 62.47/27.49  															|
% 62.47/27.49  																+-Applying beta-rule and splitting (95), into two cases.
% 62.47/27.49  																|-Branch one:
% 62.47/27.49  																| (378) all_0_50_50 = e2
% 62.47/27.49  																|
% 62.47/27.49  																	| Equations (378) can reduce 221 to:
% 62.47/27.49  																	| (85)  ~ (all_0_41_41 = e2)
% 62.47/27.49  																	|
% 62.47/27.49  																	| Equations (378) can reduce 35 to:
% 62.47/27.49  																	| (300)  ~ (all_0_46_46 = e2)
% 62.47/27.49  																	|
% 62.47/27.49  																	| Equations (378) can reduce 59 to:
% 62.47/27.49  																	| (17668)  ~ (all_0_51_51 = e2)
% 62.47/27.49  																	|
% 62.47/27.50  																	| Simplifying 17668 yields:
% 62.47/27.50  																	| (1099)  ~ (all_0_51_51 = e2)
% 62.47/27.50  																	|
% 62.47/27.50  																	| Equations (378) can reduce 190 to:
% 62.47/27.50  																	| (508)  ~ (all_0_53_53 = e2)
% 62.47/27.50  																	|
% 62.47/27.50  																	| Simplifying 508 yields:
% 62.47/27.50  																	| (509)  ~ (all_0_53_53 = e2)
% 62.47/27.50  																	|
% 62.47/27.50  																	| Equations (378) can reduce 93 to:
% 62.47/27.50  																	| (303)  ~ (all_0_55_55 = e2)
% 62.47/27.50  																	|
% 62.47/27.50  																	| Simplifying 303 yields:
% 62.47/27.50  																	| (304)  ~ (all_0_55_55 = e2)
% 62.47/27.50  																	|
% 62.47/27.50  																	| Equations (378) can reduce 121 to:
% 62.47/27.50  																	| (128)  ~ (e2 = e0)
% 62.47/27.50  																	|
% 62.47/27.50  																	| From (378) and (242) follows:
% 62.47/27.50  																	| (26152) op(e1, e3) = e2
% 62.47/27.50  																	|
% 62.47/27.50  																	+-Applying beta-rule and splitting (222), into two cases.
% 62.47/27.50  																	|-Branch one:
% 62.47/27.50  																	| (386) all_0_55_55 = e2
% 62.47/27.50  																	|
% 62.47/27.50  																		| Equations (386) can reduce 304 to:
% 62.47/27.50  																		| (266) $false
% 62.47/27.50  																		|
% 62.47/27.50  																		|-The branch is then unsatisfiable
% 62.47/27.50  																	|-Branch two:
% 62.47/27.50  																	| (304)  ~ (all_0_55_55 = e2)
% 62.47/27.50  																	| (389) all_0_56_56 = e2 | all_0_57_57 = e2 | all_0_58_58 = e2
% 62.47/27.50  																	|
% 62.47/27.50  																		+-Applying beta-rule and splitting (47), into two cases.
% 62.47/27.50  																		|-Branch one:
% 62.47/27.50  																		| (317) all_0_39_39 = e2
% 62.47/27.50  																		|
% 62.47/27.50  																			| Combining equations (317,480) yields a new equation:
% 62.47/27.50  																			| (391) e2 = e0
% 62.47/27.50  																			|
% 62.47/27.50  																			| Simplifying 391 yields:
% 62.47/27.50  																			| (330) e2 = e0
% 62.47/27.50  																			|
% 62.47/27.50  																			| Equations (330) can reduce 128 to:
% 62.47/27.50  																			| (266) $false
% 62.47/27.50  																			|
% 62.47/27.50  																			|-The branch is then unsatisfiable
% 62.47/27.50  																		|-Branch two:
% 62.47/27.50  																		| (294)  ~ (all_0_39_39 = e2)
% 62.47/27.50  																		| (385) all_0_47_47 = e2 | all_0_51_51 = e2 | all_0_56_56 = e2
% 62.47/27.50  																		|
% 62.47/27.50  																			+-Applying beta-rule and splitting (389), into two cases.
% 62.47/27.50  																			|-Branch one:
% 62.47/27.50  																			| (833) all_0_56_56 = e2
% 62.47/27.50  																			|
% 62.47/27.50  																				| Equations (833) can reduce 236 to:
% 62.47/27.50  																				| (51)  ~ (all_0_42_42 = e2)
% 62.47/27.50  																				|
% 62.47/27.50  																				| Equations (833) can reduce 91 to:
% 62.47/27.50  																				| (338)  ~ (all_0_47_47 = e2)
% 62.47/27.50  																				|
% 62.47/27.50  																				| Equations (833) can reduce 16 to:
% 62.47/27.50  																				| (1099)  ~ (all_0_51_51 = e2)
% 62.47/27.50  																				|
% 62.47/27.50  																				| Equations (833) can reduce 153 to:
% 62.47/27.50  																				| (304)  ~ (all_0_55_55 = e2)
% 62.47/27.50  																				|
% 62.47/27.50  																				| From (833) and (111) follows:
% 62.47/27.50  																				| (1508) op(e0, e2) = e2
% 62.47/27.50  																				|
% 62.47/27.50  																				+-Applying beta-rule and splitting (168), into two cases.
% 62.47/27.50  																				|-Branch one:
% 62.47/27.50  																				| (415) all_0_50_50 = e3
% 62.47/27.50  																				|
% 62.47/27.50  																					| Combining equations (378,415) yields a new equation:
% 62.47/27.50  																					| (662) e3 = e2
% 62.47/27.50  																					|
% 62.47/27.50  																					| Equations (662) can reduce 212 to:
% 62.47/27.50  																					| (266) $false
% 62.47/27.50  																					|
% 62.47/27.50  																					|-The branch is then unsatisfiable
% 62.47/27.50  																				|-Branch two:
% 62.47/27.50  																				| (411)  ~ (all_0_50_50 = e3)
% 62.47/27.50  																				| (418) all_0_51_51 = e3 | all_0_53_53 = e3
% 62.47/27.50  																				|
% 62.47/27.50  																					| Equations (378) can reduce 411 to:
% 62.47/27.50  																					| (626)  ~ (e3 = e2)
% 62.47/27.50  																					|
% 62.47/27.50  																					| Simplifying 626 yields:
% 62.47/27.50  																					| (212)  ~ (e3 = e2)
% 62.47/27.50  																					|
% 62.47/27.50  																					+-Applying beta-rule and splitting (144), into two cases.
% 62.47/27.50  																					|-Branch one:
% 62.47/27.50  																					| (403) all_0_41_41 = e3
% 62.47/27.50  																					|
% 62.47/27.50  																						| Equations (403) can reduce 214 to:
% 62.47/27.50  																						| (404)  ~ (all_0_42_42 = e3)
% 62.47/27.50  																						|
% 62.47/27.50  																						| Simplifying 404 yields:
% 62.47/27.50  																						| (405)  ~ (all_0_42_42 = e3)
% 62.47/27.50  																						|
% 62.47/27.50  																						| Equations (403) can reduce 149 to:
% 62.47/27.50  																						| (406)  ~ (all_0_44_44 = e3)
% 62.47/27.50  																						|
% 62.47/27.50  																						| Simplifying 406 yields:
% 62.47/27.50  																						| (407)  ~ (all_0_44_44 = e3)
% 62.47/27.50  																						|
% 62.47/27.50  																						| Equations (403) can reduce 191 to:
% 62.47/27.50  																						| (269)  ~ (all_0_55_55 = e3)
% 62.47/27.50  																						|
% 62.47/27.50  																						| Simplifying 269 yields:
% 62.47/27.50  																						| (270)  ~ (all_0_55_55 = e3)
% 62.47/27.50  																						|
% 62.47/27.50  																						| Equations (403) can reduce 85 to:
% 62.47/27.50  																						| (212)  ~ (e3 = e2)
% 62.47/27.50  																						|
% 62.47/27.50  																						+-Applying beta-rule and splitting (174), into two cases.
% 62.47/27.50  																						|-Branch one:
% 62.47/27.50  																						| (386) all_0_55_55 = e2
% 62.47/27.50  																						|
% 62.47/27.50  																							| Equations (386) can reduce 304 to:
% 62.47/27.50  																							| (266) $false
% 62.47/27.50  																							|
% 62.47/27.50  																							|-The branch is then unsatisfiable
% 62.47/27.50  																						|-Branch two:
% 62.47/27.50  																						| (304)  ~ (all_0_55_55 = e2)
% 62.47/27.50  																						| (2051) all_0_55_55 = e4 | all_0_55_55 = e3 | all_0_55_55 = e1 | all_0_55_55 = e0
% 62.47/27.50  																						|
% 62.47/27.50  																							+-Applying beta-rule and splitting (243), into two cases.
% 62.47/27.50  																							|-Branch one:
% 62.47/27.50  																							| (329) all_0_38_38 = e0
% 62.47/27.50  																							|
% 62.47/27.50  																								| Combining equations (329,321) yields a new equation:
% 62.47/27.50  																								| (397) e4 = e0
% 62.47/27.50  																								|
% 62.47/27.50  																								| Equations (397) can reduce 49 to:
% 62.47/27.50  																								| (266) $false
% 62.47/27.50  																								|
% 62.47/27.50  																								|-The branch is then unsatisfiable
% 62.47/27.50  																							|-Branch two:
% 62.47/27.50  																							| (332)  ~ (all_0_38_38 = e0)
% 62.47/27.50  																							| (395) all_0_41_41 = e0 | all_0_46_46 = e0 | all_0_55_55 = e0
% 62.47/27.50  																							|
% 62.47/27.50  																								+-Applying beta-rule and splitting (395), into two cases.
% 62.47/27.50  																								|-Branch one:
% 62.47/27.50  																								| (794) all_0_41_41 = e0
% 62.47/27.50  																								|
% 62.47/27.50  																									| Combining equations (794,403) yields a new equation:
% 62.47/27.50  																									| (676) e3 = e0
% 62.47/27.50  																									|
% 62.47/27.50  																									| Equations (676) can reduce 80 to:
% 62.47/27.50  																									| (266) $false
% 62.47/27.50  																									|
% 62.47/27.50  																									|-The branch is then unsatisfiable
% 62.47/27.50  																								|-Branch two:
% 62.47/27.50  																								| (357)  ~ (all_0_41_41 = e0)
% 62.47/27.50  																								| (895) all_0_46_46 = e0 | all_0_55_55 = e0
% 62.47/27.50  																								|
% 62.47/27.50  																									+-Applying beta-rule and splitting (2051), into two cases.
% 62.47/27.50  																									|-Branch one:
% 62.47/27.50  																									| (587) all_0_55_55 = e4
% 62.47/27.50  																									|
% 62.47/27.50  																										| Equations (587) can reduce 763 to:
% 62.47/27.50  																										| (266) $false
% 62.47/27.50  																										|
% 62.47/27.50  																										|-The branch is then unsatisfiable
% 62.47/27.50  																									|-Branch two:
% 62.47/27.50  																									| (763)  ~ (all_0_55_55 = e4)
% 62.47/27.50  																									| (2055) all_0_55_55 = e3 | all_0_55_55 = e1 | all_0_55_55 = e0
% 62.47/27.50  																									|
% 62.47/27.50  																										+-Applying beta-rule and splitting (2055), into two cases.
% 62.47/27.50  																										|-Branch one:
% 62.47/27.50  																										| (858) all_0_55_55 = e0
% 62.47/27.50  																										|
% 62.47/27.50  																											| Equations (858) can reduce 803 to:
% 62.47/27.50  																											| (266) $false
% 62.47/27.50  																											|
% 62.47/27.50  																											|-The branch is then unsatisfiable
% 62.47/27.50  																										|-Branch two:
% 62.47/27.50  																										| (803)  ~ (all_0_55_55 = e0)
% 62.47/27.50  																										| (2315) all_0_55_55 = e3 | all_0_55_55 = e1
% 62.47/27.50  																										|
% 62.47/27.50  																											+-Applying beta-rule and splitting (895), into two cases.
% 62.47/27.50  																											|-Branch one:
% 62.47/27.50  																											| (538) all_0_46_46 = e0
% 62.47/27.50  																											|
% 62.47/27.50  																												| Equations (538) can reduce 19 to:
% 62.47/27.50  																												| (1402)  ~ (all_0_47_47 = e0)
% 62.47/27.50  																												|
% 62.47/27.50  																												| Simplifying 1402 yields:
% 62.47/27.50  																												| (678)  ~ (all_0_47_47 = e0)
% 62.47/27.50  																												|
% 62.47/27.50  																												| Equations (538) can reduce 300 to:
% 62.47/27.50  																												| (365)  ~ (e2 = e0)
% 62.47/27.50  																												|
% 62.47/27.50  																												| Simplifying 365 yields:
% 62.47/27.50  																												| (128)  ~ (e2 = e0)
% 62.47/27.50  																												|
% 62.47/27.50  																												| From (538) and (120) follows:
% 62.47/27.50  																												| (544) op(e2, e3) = e0
% 62.47/27.50  																												|
% 62.47/27.50  																												+-Applying beta-rule and splitting (2315), into two cases.
% 62.47/27.50  																												|-Branch one:
% 62.47/27.50  																												| (629) all_0_55_55 = e1
% 62.47/27.50  																												|
% 62.47/27.50  																													| Equations (629) can reduce 270 to:
% 62.47/27.50  																													| (467)  ~ (e3 = e1)
% 62.47/27.50  																													|
% 62.47/27.50  																													| Simplifying 467 yields:
% 62.47/27.50  																													| (213)  ~ (e3 = e1)
% 62.47/27.50  																													|
% 62.47/27.50  																													| Equations (629) can reduce 304 to:
% 62.47/27.50  																													| (604)  ~ (e2 = e1)
% 62.47/27.50  																													|
% 62.47/27.50  																													| Simplifying 604 yields:
% 62.47/27.50  																													| (122)  ~ (e2 = e1)
% 62.47/27.50  																													|
% 62.47/27.50  																													| From (629) and (74) follows:
% 62.47/27.50  																													| (6587) op(e0, e3) = e1
% 62.47/27.50  																													|
% 62.47/27.50  																													+-Applying beta-rule and splitting (152), into two cases.
% 62.47/27.50  																													|-Branch one:
% 62.47/27.50  																													| (1392) all_0_42_42 = e4
% 62.47/27.50  																													|
% 62.47/27.50  																														| Equations (1392) can reduce 73 to:
% 62.47/27.50  																														| (1903)  ~ (all_0_44_44 = e4)
% 62.47/27.50  																														|
% 62.47/27.50  																														| Simplifying 1903 yields:
% 62.47/27.50  																														| (1390)  ~ (all_0_44_44 = e4)
% 62.47/27.50  																														|
% 62.47/27.50  																														| Equations (1392) can reduce 405 to:
% 62.47/27.50  																														| (188)  ~ (e4 = e3)
% 62.47/27.50  																														|
% 62.47/27.50  																														| Equations (1392) can reduce 51 to:
% 62.47/27.50  																														| (48)  ~ (e4 = e2)
% 62.47/27.50  																														|
% 62.47/27.50  																														| Equations (1392) can reduce 1380 to:
% 62.47/27.50  																														| (110)  ~ (e4 = e1)
% 62.47/27.50  																														|
% 62.47/27.50  																														+-Applying beta-rule and splitting (26), into two cases.
% 62.47/27.50  																														|-Branch one:
% 62.47/27.50  																														| (446) all_0_44_44 = e4
% 62.47/27.50  																														|
% 62.47/27.50  																															| Equations (446) can reduce 1390 to:
% 62.47/27.50  																															| (266) $false
% 62.47/27.50  																															|
% 62.47/27.50  																															|-The branch is then unsatisfiable
% 62.47/27.50  																														|-Branch two:
% 62.47/27.50  																														| (1390)  ~ (all_0_44_44 = e4)
% 62.47/27.50  																														| (1391) all_0_44_44 = e3 | all_0_44_44 = e1 | all_0_44_44 = e0
% 62.47/27.50  																														|
% 62.47/27.50  																															+-Applying beta-rule and splitting (150), into two cases.
% 62.47/27.50  																															|-Branch one:
% 62.47/27.50  																															| (1378) all_0_40_40 = e4
% 62.47/27.50  																															|
% 62.47/27.50  																																| Combining equations (313,1378) yields a new equation:
% 62.47/27.50  																																| (323) e4 = e2
% 62.47/27.50  																																|
% 62.47/27.50  																																| Equations (323) can reduce 48 to:
% 62.47/27.50  																																| (266) $false
% 62.47/27.50  																																|
% 62.47/27.50  																																|-The branch is then unsatisfiable
% 62.47/27.50  																															|-Branch two:
% 62.47/27.50  																															| (447)  ~ (all_0_40_40 = e4)
% 62.47/27.50  																															| (2271) all_0_44_44 = e4 | all_0_49_49 = e4 | all_0_53_53 = e4 | all_0_58_58 = e4
% 62.47/27.50  																															|
% 62.47/27.50  																																+-Applying beta-rule and splitting (206), into two cases.
% 62.47/27.50  																																|-Branch one:
% 62.47/27.50  																																| (248) all_0_45_45 = e4
% 62.47/27.50  																																|
% 62.47/27.50  																																	| Combining equations (423,248) yields a new equation:
% 62.47/27.50  																																	| (425) e4 = e3
% 62.47/27.50  																																	|
% 62.47/27.50  																																	| Equations (425) can reduce 188 to:
% 62.47/27.50  																																	| (266) $false
% 62.47/27.50  																																	|
% 62.47/27.50  																																	|-The branch is then unsatisfiable
% 62.47/27.50  																																|-Branch two:
% 62.47/27.50  																																| (60416)  ~ (all_0_45_45 = e4)
% 62.47/27.50  																																| (61457) all_0_46_46 = e4 | all_0_47_47 = e4 | all_0_48_48 = e4 | all_0_49_49 = e4
% 62.47/27.50  																																|
% 62.47/27.50  																																	| Equations (423) can reduce 60416 to:
% 62.47/27.50  																																	| (277)  ~ (e4 = e3)
% 62.47/27.50  																																	|
% 62.47/27.50  																																	| Simplifying 277 yields:
% 62.47/27.50  																																	| (188)  ~ (e4 = e3)
% 62.47/27.50  																																	|
% 62.47/27.50  																																	+-Applying beta-rule and splitting (75), into two cases.
% 62.47/27.50  																																	|-Branch one:
% 62.47/27.50  																																	| (485) all_0_40_40 = e0
% 62.47/27.50  																																	|
% 62.47/27.50  																																		| Combining equations (313,485) yields a new equation:
% 62.47/27.50  																																		| (391) e2 = e0
% 62.47/27.50  																																		|
% 62.47/27.50  																																		| Simplifying 391 yields:
% 62.47/27.50  																																		| (330) e2 = e0
% 62.47/27.50  																																		|
% 62.47/27.50  																																		| Equations (330) can reduce 128 to:
% 62.47/27.50  																																		| (266) $false
% 62.47/27.50  																																		|
% 62.47/27.50  																																		|-The branch is then unsatisfiable
% 62.47/27.50  																																	|-Branch two:
% 62.47/27.50  																																	| (1401)  ~ (all_0_40_40 = e0)
% 62.47/27.50  																																	| (1748) all_0_44_44 = e0 | all_0_49_49 = e0 | all_0_58_58 = e0
% 62.47/27.50  																																	|
% 62.47/27.50  																																		+-Applying beta-rule and splitting (1748), into two cases.
% 62.47/27.50  																																		|-Branch one:
% 62.47/27.50  																																		| (1414) all_0_44_44 = e0
% 62.47/27.50  																																		|
% 62.47/27.50  																																			| Equations (1414) can reduce 9 to:
% 62.47/27.50  																																			| (486)  ~ (all_0_49_49 = e0)
% 62.47/27.50  																																			|
% 62.47/27.50  																																			| Simplifying 486 yields:
% 62.47/27.50  																																			| (487)  ~ (all_0_49_49 = e0)
% 62.47/27.50  																																			|
% 62.47/27.50  																																			| Equations (1414) can reduce 1390 to:
% 62.47/27.50  																																			| (401)  ~ (e4 = e0)
% 62.47/27.50  																																			|
% 62.47/27.50  																																			| Simplifying 401 yields:
% 62.47/27.50  																																			| (49)  ~ (e4 = e0)
% 62.47/27.50  																																			|
% 62.47/27.50  																																			+-Applying beta-rule and splitting (2271), into two cases.
% 62.47/27.50  																																			|-Branch one:
% 62.47/27.50  																																			| (446) all_0_44_44 = e4
% 62.47/27.50  																																			|
% 62.47/27.50  																																				| Combining equations (1414,446) yields a new equation:
% 62.47/27.50  																																				| (397) e4 = e0
% 62.47/27.50  																																				|
% 62.47/27.50  																																				| Equations (397) can reduce 49 to:
% 62.47/27.50  																																				| (266) $false
% 62.47/27.50  																																				|
% 62.47/27.50  																																				|-The branch is then unsatisfiable
% 62.47/27.50  																																			|-Branch two:
% 62.47/27.50  																																			| (1390)  ~ (all_0_44_44 = e4)
% 62.47/27.50  																																			| (7998) all_0_49_49 = e4 | all_0_53_53 = e4 | all_0_58_58 = e4
% 62.47/27.50  																																			|
% 62.47/27.50  																																				+-Applying beta-rule and splitting (22), into two cases.
% 62.47/27.50  																																				|-Branch one:
% 62.47/27.50  																																				| (268) all_0_54_54 = e3
% 62.47/27.50  																																				|
% 62.47/27.50  																																					| Combining equations (265,268) yields a new equation:
% 62.47/27.50  																																					| (424) e4 = e3
% 62.47/27.50  																																					|
% 62.47/27.50  																																					| Simplifying 424 yields:
% 62.47/27.50  																																					| (425) e4 = e3
% 62.47/27.50  																																					|
% 62.47/27.51  																																					| Equations (425) can reduce 188 to:
% 62.47/27.51  																																					| (266) $false
% 62.47/27.51  																																					|
% 62.47/27.51  																																					|-The branch is then unsatisfiable
% 62.47/27.51  																																				|-Branch two:
% 62.47/27.51  																																				| (60427)  ~ (all_0_54_54 = e3)
% 62.47/27.51  																																				| (62553) all_0_55_55 = e3 | all_0_56_56 = e3 | all_0_58_58 = e3
% 62.47/27.51  																																				|
% 62.47/27.51  																																					| Equations (265) can reduce 60427 to:
% 62.47/27.51  																																					| (188)  ~ (e4 = e3)
% 62.47/27.51  																																					|
% 62.47/27.51  																																					+-Applying beta-rule and splitting (180), into two cases.
% 62.47/27.51  																																					|-Branch one:
% 62.47/27.51  																																					| (516) all_0_42_42 = e3
% 62.47/27.51  																																					|
% 62.47/27.51  																																						| Combining equations (1392,516) yields a new equation:
% 62.47/27.51  																																						| (424) e4 = e3
% 62.47/27.51  																																						|
% 62.47/27.51  																																						| Simplifying 424 yields:
% 62.47/27.51  																																						| (425) e4 = e3
% 62.47/27.51  																																						|
% 62.47/27.51  																																						| Equations (425) can reduce 188 to:
% 62.47/27.51  																																						| (266) $false
% 62.47/27.51  																																						|
% 62.47/27.51  																																						|-The branch is then unsatisfiable
% 62.47/27.51  																																					|-Branch two:
% 62.47/27.51  																																					| (405)  ~ (all_0_42_42 = e3)
% 62.47/27.51  																																					| (521) all_0_47_47 = e3 | all_0_51_51 = e3 | all_0_56_56 = e3
% 62.47/27.51  																																					|
% 62.47/27.51  																																						+-Applying beta-rule and splitting (521), into two cases.
% 62.47/27.51  																																						|-Branch one:
% 62.47/27.51  																																						| (522) all_0_47_47 = e3
% 62.47/27.51  																																						|
% 62.47/27.51  																																							| Equations (522) can reduce 1091 to:
% 62.47/27.51  																																							| (266) $false
% 62.47/27.51  																																							|
% 62.47/27.51  																																							|-The branch is then unsatisfiable
% 62.47/27.51  																																						|-Branch two:
% 62.47/27.51  																																						| (1091)  ~ (all_0_47_47 = e3)
% 62.47/27.51  																																						| (1092) all_0_51_51 = e3 | all_0_56_56 = e3
% 62.47/27.51  																																						|
% 62.47/27.51  																																							+-Applying beta-rule and splitting (1092), into two cases.
% 62.47/27.51  																																							|-Branch one:
% 62.47/27.51  																																							| (660) all_0_51_51 = e3
% 62.47/27.51  																																							|
% 62.47/27.51  																																								| Equations (660) can reduce 6 to:
% 62.47/27.51  																																								| (1114)  ~ (all_0_53_53 = e3)
% 62.47/27.51  																																								|
% 62.47/27.51  																																								| Simplifying 1114 yields:
% 62.47/27.51  																																								| (903)  ~ (all_0_53_53 = e3)
% 62.47/27.51  																																								|
% 62.47/27.51  																																								| Equations (660) can reduce 115 to:
% 62.47/27.51  																																								| (80)  ~ (e3 = e0)
% 62.47/27.51  																																								|
% 62.47/27.51  																																								| From (660) and (186) follows:
% 62.47/27.51  																																								| (1552) op(e1, e2) = e3
% 62.47/27.51  																																								|
% 62.47/27.51  																																								+-Applying beta-rule and splitting (160), into two cases.
% 62.47/27.51  																																								|-Branch one:
% 62.47/27.51  																																								| (601) all_0_50_50 = e1
% 62.47/27.51  																																								|
% 62.47/27.51  																																									| Combining equations (378,601) yields a new equation:
% 62.47/27.51  																																									| (616) e2 = e1
% 62.47/27.51  																																									|
% 62.47/27.51  																																									| Simplifying 616 yields:
% 62.47/27.51  																																									| (617) e2 = e1
% 62.47/27.51  																																									|
% 62.47/27.51  																																									| Equations (617) can reduce 122 to:
% 62.47/27.51  																																									| (266) $false
% 62.47/27.51  																																									|
% 62.47/27.51  																																									|-The branch is then unsatisfiable
% 62.47/27.51  																																								|-Branch two:
% 62.47/27.51  																																								| (759)  ~ (all_0_50_50 = e1)
% 62.47/27.51  																																								| (1168) all_0_51_51 = e1 | all_0_52_52 = e1 | all_0_53_53 = e1
% 62.47/27.51  																																								|
% 62.47/27.51  																																									+-Applying beta-rule and splitting (131), into two cases.
% 62.47/27.51  																																									|-Branch one:
% 62.47/27.51  																																									| (459) all_0_42_42 = e1
% 62.47/27.51  																																									|
% 62.47/27.51  																																										| Combining equations (1392,459) yields a new equation:
% 62.47/27.51  																																										| (636) e4 = e1
% 62.47/27.51  																																										|
% 62.47/27.51  																																										| Simplifying 636 yields:
% 62.47/27.51  																																										| (630) e4 = e1
% 62.47/27.51  																																										|
% 62.47/27.51  																																										| Equations (630) can reduce 110 to:
% 62.47/27.51  																																										| (266) $false
% 62.47/27.51  																																										|
% 62.47/27.51  																																										|-The branch is then unsatisfiable
% 62.47/27.51  																																									|-Branch two:
% 62.47/27.51  																																									| (1380)  ~ (all_0_42_42 = e1)
% 62.47/27.51  																																									| (3259) all_0_47_47 = e1 | all_0_51_51 = e1 | all_0_56_56 = e1
% 62.47/27.51  																																									|
% 62.47/27.51  																																										| Equations (1392) can reduce 1380 to:
% 62.47/27.51  																																										| (110)  ~ (e4 = e1)
% 62.47/27.51  																																										|
% 62.47/27.51  																																										+-Applying beta-rule and splitting (1168), into two cases.
% 62.47/27.51  																																										|-Branch one:
% 62.47/27.51  																																										| (1109) all_0_51_51 = e1
% 62.47/27.51  																																										|
% 62.47/27.51  																																											| Combining equations (660,1109) yields a new equation:
% 62.47/27.51  																																											| (454) e3 = e1
% 62.47/27.51  																																											|
% 62.47/27.51  																																											| Simplifying 454 yields:
% 62.47/27.51  																																											| (455) e3 = e1
% 62.47/27.51  																																											|
% 62.47/27.51  																																											| Equations (455) can reduce 213 to:
% 62.47/27.51  																																											| (266) $false
% 62.47/27.51  																																											|
% 62.47/27.51  																																											|-The branch is then unsatisfiable
% 62.47/27.51  																																										|-Branch two:
% 62.47/27.51  																																										| (464)  ~ (all_0_51_51 = e1)
% 62.47/27.51  																																										| (1202) all_0_52_52 = e1 | all_0_53_53 = e1
% 62.47/27.51  																																										|
% 62.47/27.51  																																											+-Applying beta-rule and splitting (7998), into two cases.
% 62.47/27.51  																																											|-Branch one:
% 62.47/27.51  																																											| (974) all_0_49_49 = e4
% 62.47/27.51  																																											|
% 62.47/27.51  																																												| Equations (974) can reduce 525 to:
% 62.47/27.51  																																												| (188)  ~ (e4 = e3)
% 62.47/27.51  																																												|
% 62.47/27.51  																																												+-Applying beta-rule and splitting (189), into two cases.
% 62.47/27.51  																																												|-Branch one:
% 62.47/27.51  																																												| (532) all_0_44_44 = e3
% 62.47/27.51  																																												|
% 62.47/27.51  																																													| Combining equations (1414,532) yields a new equation:
% 62.47/27.51  																																													| (676) e3 = e0
% 62.47/27.51  																																													|
% 62.47/27.51  																																													| Equations (676) can reduce 80 to:
% 62.47/27.51  																																													| (266) $false
% 62.47/27.51  																																													|
% 62.47/27.51  																																													|-The branch is then unsatisfiable
% 62.47/27.51  																																												|-Branch two:
% 62.47/27.51  																																												| (407)  ~ (all_0_44_44 = e3)
% 62.47/27.51  																																												| (537) all_0_49_49 = e3 | all_0_53_53 = e3 | all_0_58_58 = e3
% 62.47/27.51  																																												|
% 62.47/27.51  																																													+-Applying beta-rule and splitting (196), into two cases.
% 62.47/27.51  																																													|-Branch one:
% 62.47/27.51  																																													| (607) all_0_53_53 = e2
% 62.47/27.51  																																													|
% 62.47/27.51  																																														| Equations (607) can reduce 509 to:
% 62.47/27.51  																																														| (266) $false
% 62.47/27.51  																																														|
% 62.47/27.51  																																														|-The branch is then unsatisfiable
% 62.47/27.51  																																													|-Branch two:
% 62.47/27.51  																																													| (509)  ~ (all_0_53_53 = e2)
% 62.47/27.51  																																													| (610) all_0_53_53 = e4 | all_0_53_53 = e3 | all_0_53_53 = e1
% 62.47/27.51  																																													|
% 62.47/27.51  																																														+-Applying beta-rule and splitting (537), into two cases.
% 62.47/27.51  																																														|-Branch one:
% 62.47/27.51  																																														| (884) all_0_49_49 = e3
% 62.47/27.51  																																														|
% 62.47/27.51  																																															| Combining equations (974,884) yields a new equation:
% 62.47/27.51  																																															| (424) e4 = e3
% 62.47/27.51  																																															|
% 62.47/27.51  																																															| Simplifying 424 yields:
% 62.47/27.51  																																															| (425) e4 = e3
% 62.47/27.51  																																															|
% 62.47/27.51  																																															| Equations (425) can reduce 188 to:
% 62.47/27.51  																																															| (266) $false
% 62.47/27.51  																																															|
% 62.47/27.51  																																															|-The branch is then unsatisfiable
% 62.47/27.51  																																														|-Branch two:
% 62.47/27.51  																																														| (525)  ~ (all_0_49_49 = e3)
% 62.47/27.51  																																														| (887) all_0_53_53 = e3 | all_0_58_58 = e3
% 62.47/27.51  																																														|
% 62.47/27.51  																																															+-Applying beta-rule and splitting (887), into two cases.
% 62.47/27.51  																																															|-Branch one:
% 62.47/27.51  																																															| (665) all_0_53_53 = e3
% 62.47/27.51  																																															|
% 62.47/27.51  																																																| Equations (665) can reduce 903 to:
% 62.47/27.51  																																																| (266) $false
% 62.47/27.51  																																																|
% 62.47/27.51  																																																|-The branch is then unsatisfiable
% 62.47/27.51  																																															|-Branch two:
% 62.47/27.51  																																															| (903)  ~ (all_0_53_53 = e3)
% 62.47/27.51  																																															| (795) all_0_58_58 = e3
% 62.47/27.51  																																															|
% 62.47/27.51  																																																| Equations (795) can reduce 10 to:
% 62.47/27.51  																																																| (903)  ~ (all_0_53_53 = e3)
% 62.47/27.51  																																																|
% 62.47/27.51  																																																| From (795) and (245) follows:
% 62.47/27.51  																																																| (60701) op(e0, e0) = e3
% 62.47/27.51  																																																|
% 62.47/27.51  																																																+-Applying beta-rule and splitting (1202), into two cases.
% 62.47/27.51  																																																|-Branch one:
% 62.47/27.51  																																																| (642) all_0_52_52 = e1
% 62.47/27.51  																																																|
% 62.47/27.51  																																																	| Combining equations (565,642) yields a new equation:
% 62.47/27.51  																																																	| (636) e4 = e1
% 62.47/27.51  																																																	|
% 62.47/27.51  																																																	| Simplifying 636 yields:
% 62.47/27.51  																																																	| (630) e4 = e1
% 62.47/27.51  																																																	|
% 62.47/27.51  																																																	| Equations (630) can reduce 110 to:
% 62.47/27.51  																																																	| (266) $false
% 62.47/27.51  																																																	|
% 62.47/27.51  																																																	|-The branch is then unsatisfiable
% 62.47/27.51  																																																|-Branch two:
% 62.47/27.51  																																																| (646)  ~ (all_0_52_52 = e1)
% 62.47/27.51  																																																| (1208) all_0_53_53 = e1
% 62.47/27.51  																																																|
% 62.47/27.51  																																																	| Equations (1208) can reduce 903 to:
% 62.47/27.51  																																																	| (467)  ~ (e3 = e1)
% 62.47/27.51  																																																	|
% 62.47/27.51  																																																	| Simplifying 467 yields:
% 62.47/27.51  																																																	| (213)  ~ (e3 = e1)
% 62.47/27.51  																																																	|
% 62.47/27.51  																																																	| Equations (1208) can reduce 509 to:
% 62.47/27.51  																																																	| (604)  ~ (e2 = e1)
% 62.47/27.51  																																																	|
% 62.47/27.51  																																																	| Simplifying 604 yields:
% 62.47/27.51  																																																	| (122)  ~ (e2 = e1)
% 62.47/27.51  																																																	|
% 62.47/27.51  																																																	+-Applying beta-rule and splitting (3259), into two cases.
% 62.47/27.51  																																																	|-Branch one:
% 62.47/27.51  																																																	| (654) all_0_47_47 = e1
% 62.47/27.51  																																																	|
% 62.47/27.51  																																																		| Equations (654) can reduce 678 to:
% 62.47/27.51  																																																		| (233)  ~ (e1 = e0)
% 62.47/27.51  																																																		|
% 62.47/27.51  																																																		+-Applying beta-rule and splitting (56), into two cases.
% 62.47/27.51  																																																		|-Branch one:
% 62.47/27.51  																																																		| (696) unit = e2
% 62.47/27.51  																																																		|
% 62.47/27.51  																																																			| From (696) and (211) follows:
% 62.47/27.51  																																																			| (1612) op(e2, e1) = e1
% 62.47/27.51  																																																			|
% 62.47/27.51  																																																			| From (696) and (42) follows:
% 62.47/27.51  																																																			| (1613) op(e0, e2) = e0
% 62.47/27.51  																																																			|
% 62.47/27.51  																																																			| Instantiating formula (29) with e2, e1, e1, e2 and discharging atoms op(e2, e1) = e2, op(e2, e1) = e1, yields:
% 62.47/27.51  																																																			| (617) e2 = e1
% 62.47/27.51  																																																			|
% 62.47/27.51  																																																			| Instantiating formula (29) with e0, e2, e0, e2 and discharging atoms op(e0, e2) = e2, op(e0, e2) = e0, yields:
% 62.47/27.51  																																																			| (330) e2 = e0
% 62.47/27.51  																																																			|
% 62.47/27.51  																																																			| Combining equations (617,330) yields a new equation:
% 62.47/27.51  																																																			| (546) e1 = e0
% 62.47/27.51  																																																			|
% 62.47/27.51  																																																			| Simplifying 546 yields:
% 62.47/27.51  																																																			| (431) e1 = e0
% 62.47/27.51  																																																			|
% 62.47/27.51  																																																			| Equations (431) can reduce 233 to:
% 62.47/27.51  																																																			| (266) $false
% 62.47/27.51  																																																			|
% 62.47/27.51  																																																			|-The branch is then unsatisfiable
% 62.47/27.51  																																																		|-Branch two:
% 62.47/27.51  																																																		| (707)  ~ (unit = e2)
% 62.47/27.51  																																																		| (708) unit = e4 | unit = e3 | unit = e1 | unit = e0
% 62.47/27.51  																																																		|
% 62.47/27.51  																																																			+-Applying beta-rule and splitting (708), into two cases.
% 62.47/27.51  																																																			|-Branch one:
% 62.47/27.51  																																																			| (709) unit = e4
% 62.47/27.51  																																																			|
% 62.47/27.51  																																																				| From (709) and (24) follows:
% 62.53/27.52  																																																				| (33325) op(e4, e3) = e3
% 62.53/27.52  																																																				|
% 62.53/27.52  																																																				| From (709) and (211) follows:
% 62.53/27.52  																																																				| (22527) op(e4, e1) = e1
% 62.53/27.52  																																																				|
% 62.53/27.52  																																																				| From (709) and (32) follows:
% 62.53/27.52  																																																				| (712) op(e2, e4) = e2
% 62.53/27.52  																																																				|
% 62.53/27.52  																																																				| From (709) and (42) follows:
% 62.53/27.52  																																																				| (713) op(e0, e4) = e0
% 62.53/27.52  																																																				|
% 62.53/27.52  																																																				| Instantiating formula (29) with e4, e3, e3, e4 and discharging atoms op(e4, e3) = e4, op(e4, e3) = e3, yields:
% 62.53/27.52  																																																				| (425) e4 = e3
% 62.53/27.52  																																																				|
% 62.53/27.52  																																																				| Instantiating formula (29) with e4, e1, e1, e3 and discharging atoms op(e4, e1) = e3, op(e4, e1) = e1, yields:
% 62.53/27.52  																																																				| (455) e3 = e1
% 62.53/27.52  																																																				|
% 62.53/27.52  																																																				| Instantiating formula (29) with e2, e4, e2, e3 and discharging atoms op(e2, e4) = e3, op(e2, e4) = e2, yields:
% 62.53/27.52  																																																				| (662) e3 = e2
% 62.53/27.52  																																																				|
% 62.53/27.52  																																																				| Instantiating formula (29) with e0, e4, e0, e4 and discharging atoms op(e0, e4) = e4, op(e0, e4) = e0, yields:
% 62.53/27.52  																																																				| (397) e4 = e0
% 62.53/27.52  																																																				|
% 62.53/27.52  																																																				| Combining equations (425,397) yields a new equation:
% 62.53/27.52  																																																				| (675) e3 = e0
% 62.53/27.52  																																																				|
% 62.53/27.52  																																																				| Simplifying 675 yields:
% 62.53/27.52  																																																				| (676) e3 = e0
% 62.53/27.52  																																																				|
% 62.53/27.52  																																																				| Combining equations (455,662) yields a new equation:
% 62.53/27.52  																																																				| (617) e2 = e1
% 62.53/27.52  																																																				|
% 62.53/27.52  																																																				| Combining equations (676,662) yields a new equation:
% 62.53/27.52  																																																				| (330) e2 = e0
% 62.53/27.52  																																																				|
% 62.53/27.52  																																																				| Combining equations (617,330) yields a new equation:
% 62.53/27.52  																																																				| (546) e1 = e0
% 62.53/27.52  																																																				|
% 62.53/27.52  																																																				| Simplifying 546 yields:
% 62.53/27.52  																																																				| (431) e1 = e0
% 62.53/27.52  																																																				|
% 62.53/27.52  																																																				| Equations (431) can reduce 233 to:
% 62.53/27.52  																																																				| (266) $false
% 62.53/27.52  																																																				|
% 62.53/27.52  																																																				|-The branch is then unsatisfiable
% 62.53/27.52  																																																			|-Branch two:
% 62.53/27.52  																																																			| (724)  ~ (unit = e4)
% 62.53/27.52  																																																			| (725) unit = e3 | unit = e1 | unit = e0
% 62.53/27.52  																																																			|
% 62.53/27.52  																																																				+-Applying beta-rule and splitting (725), into two cases.
% 62.53/27.52  																																																				|-Branch one:
% 62.53/27.52  																																																				| (726) unit = e0
% 62.53/27.52  																																																				|
% 62.53/27.52  																																																					| From (726) and (24) follows:
% 62.53/27.52  																																																					| (2208) op(e0, e3) = e3
% 62.53/27.52  																																																					|
% 62.53/27.52  																																																					| From (726) and (42) follows:
% 62.53/27.52  																																																					| (728) op(e0, e0) = e0
% 62.53/27.52  																																																					|
% 62.53/27.52  																																																					| Instantiating formula (29) with e0, e3, e3, e1 and discharging atoms op(e0, e3) = e3, op(e0, e3) = e1, yields:
% 62.53/27.52  																																																					| (455) e3 = e1
% 62.53/27.52  																																																					|
% 62.53/27.52  																																																					| Instantiating formula (29) with e0, e0, e0, e3 and discharging atoms op(e0, e0) = e3, op(e0, e0) = e0, yields:
% 62.53/27.52  																																																					| (676) e3 = e0
% 62.53/27.52  																																																					|
% 62.53/27.52  																																																					| Combining equations (455,676) yields a new equation:
% 62.53/27.52  																																																					| (546) e1 = e0
% 62.53/27.52  																																																					|
% 62.53/27.52  																																																					| Simplifying 546 yields:
% 62.53/27.52  																																																					| (431) e1 = e0
% 62.53/27.52  																																																					|
% 62.53/27.52  																																																					| Equations (431) can reduce 233 to:
% 62.53/27.52  																																																					| (266) $false
% 62.53/27.52  																																																					|
% 62.53/27.52  																																																					|-The branch is then unsatisfiable
% 62.53/27.52  																																																				|-Branch two:
% 62.53/27.52  																																																				| (734)  ~ (unit = e0)
% 62.53/27.52  																																																				| (735) unit = e3 | unit = e1
% 62.53/27.52  																																																				|
% 62.53/27.52  																																																					+-Applying beta-rule and splitting (735), into two cases.
% 62.53/27.52  																																																					|-Branch one:
% 62.53/27.52  																																																					| (736) unit = e1
% 62.53/27.52  																																																					|
% 62.53/27.52  																																																						| Equations (736) can reduce 734 to:
% 62.53/27.52  																																																						| (233)  ~ (e1 = e0)
% 62.53/27.52  																																																						|
% 62.53/27.52  																																																						| From (736) and (244) follows:
% 62.53/27.52  																																																						| (738) op(e1, e4) = e4
% 62.53/27.52  																																																						|
% 62.53/27.52  																																																						| From (736) and (15) follows:
% 62.53/27.52  																																																						| (515) op(e1, e2) = e2
% 62.53/27.52  																																																						|
% 62.53/27.52  																																																						| From (736) and (227) follows:
% 62.53/27.52  																																																						| (739) op(e4, e1) = e4
% 62.53/27.52  																																																						|
% 62.53/27.52  																																																						| From (736) and (28) follows:
% 62.53/27.52  																																																						| (740) op(e1, e1) = e1
% 62.53/27.52  																																																						|
% 62.53/27.52  																																																						| Instantiating formula (29) with e4, e1, e4, e3 and discharging atoms op(e4, e1) = e4, op(e4, e1) = e3, yields:
% 62.53/27.52  																																																						| (425) e4 = e3
% 62.53/27.52  																																																						|
% 62.53/27.52  																																																						| Instantiating formula (29) with e1, e4, e4, e0 and discharging atoms op(e1, e4) = e4, op(e1, e4) = e0, yields:
% 62.53/27.52  																																																						| (397) e4 = e0
% 62.53/27.52  																																																						|
% 62.53/27.52  																																																						| Instantiating formula (29) with e1, e2, e2, e3 and discharging atoms op(e1, e2) = e3, op(e1, e2) = e2, yields:
% 62.53/27.52  																																																						| (662) e3 = e2
% 62.53/27.52  																																																						|
% 62.53/27.52  																																																						| Instantiating formula (29) with e1, e1, e1, e4 and discharging atoms op(e1, e1) = e4, op(e1, e1) = e1, yields:
% 62.53/27.52  																																																						| (630) e4 = e1
% 62.53/27.52  																																																						|
% 62.53/27.52  																																																						| Combining equations (630,425) yields a new equation:
% 62.53/27.52  																																																						| (455) e3 = e1
% 62.53/27.52  																																																						|
% 62.53/27.52  																																																						| Combining equations (397,425) yields a new equation:
% 62.53/27.52  																																																						| (676) e3 = e0
% 62.53/27.52  																																																						|
% 62.53/27.52  																																																						| Combining equations (676,662) yields a new equation:
% 62.53/27.52  																																																						| (330) e2 = e0
% 62.53/27.52  																																																						|
% 62.53/27.52  																																																						| Combining equations (455,662) yields a new equation:
% 62.53/27.52  																																																						| (617) e2 = e1
% 62.53/27.52  																																																						|
% 62.53/27.52  																																																						| Combining equations (617,330) yields a new equation:
% 62.53/27.52  																																																						| (546) e1 = e0
% 62.53/27.52  																																																						|
% 62.53/27.52  																																																						| Simplifying 546 yields:
% 62.53/27.52  																																																						| (431) e1 = e0
% 62.53/27.52  																																																						|
% 62.53/27.52  																																																						| Equations (431) can reduce 233 to:
% 62.53/27.52  																																																						| (266) $false
% 62.53/27.52  																																																						|
% 62.53/27.52  																																																						|-The branch is then unsatisfiable
% 62.53/27.52  																																																					|-Branch two:
% 62.53/27.52  																																																					| (748)  ~ (unit = e1)
% 62.53/27.52  																																																					| (749) unit = e3
% 62.53/27.52  																																																					|
% 62.53/27.52  																																																						| From (749) and (32) follows:
% 62.53/27.52  																																																						| (5793) op(e2, e3) = e2
% 62.53/27.52  																																																						|
% 62.53/27.52  																																																						| From (749) and (28) follows:
% 62.53/27.52  																																																						| (2235) op(e1, e3) = e1
% 62.53/27.52  																																																						|
% 62.53/27.52  																																																						| Instantiating formula (29) with e2, e3, e2, e0 and discharging atoms op(e2, e3) = e2, op(e2, e3) = e0, yields:
% 62.53/27.52  																																																						| (330) e2 = e0
% 62.53/27.52  																																																						|
% 62.53/27.52  																																																						| Instantiating formula (29) with e1, e3, e1, e2 and discharging atoms op(e1, e3) = e2, op(e1, e3) = e1, yields:
% 62.53/27.52  																																																						| (617) e2 = e1
% 62.53/27.52  																																																						|
% 62.53/27.52  																																																						| Combining equations (617,330) yields a new equation:
% 62.53/27.52  																																																						| (546) e1 = e0
% 62.53/27.52  																																																						|
% 62.53/27.52  																																																						| Simplifying 546 yields:
% 62.53/27.52  																																																						| (431) e1 = e0
% 62.53/27.52  																																																						|
% 62.53/27.52  																																																						| Equations (431) can reduce 233 to:
% 62.53/27.52  																																																						| (266) $false
% 62.53/27.52  																																																						|
% 62.53/27.52  																																																						|-The branch is then unsatisfiable
% 62.53/27.52  																																																	|-Branch two:
% 62.53/27.52  																																																	| (462)  ~ (all_0_47_47 = e1)
% 62.53/27.52  																																																	| (3264) all_0_51_51 = e1 | all_0_56_56 = e1
% 62.53/27.52  																																																	|
% 62.53/27.52  																																																		+-Applying beta-rule and splitting (3264), into two cases.
% 62.53/27.52  																																																		|-Branch one:
% 62.53/27.52  																																																		| (1109) all_0_51_51 = e1
% 62.53/27.52  																																																		|
% 62.53/27.52  																																																			| Combining equations (660,1109) yields a new equation:
% 62.53/27.52  																																																			| (454) e3 = e1
% 62.53/27.52  																																																			|
% 62.53/27.52  																																																			| Simplifying 454 yields:
% 62.53/27.52  																																																			| (455) e3 = e1
% 62.53/27.52  																																																			|
% 62.53/27.52  																																																			| Equations (455) can reduce 213 to:
% 62.53/27.52  																																																			| (266) $false
% 62.53/27.52  																																																			|
% 62.53/27.52  																																																			|-The branch is then unsatisfiable
% 62.53/27.52  																																																		|-Branch two:
% 62.53/27.52  																																																		| (464)  ~ (all_0_51_51 = e1)
% 62.53/27.52  																																																		| (1569) all_0_56_56 = e1
% 62.53/27.52  																																																		|
% 62.53/27.52  																																																			| Combining equations (833,1569) yields a new equation:
% 62.53/27.52  																																																			| (616) e2 = e1
% 62.53/27.52  																																																			|
% 62.53/27.52  																																																			| Simplifying 616 yields:
% 62.53/27.52  																																																			| (617) e2 = e1
% 62.53/27.52  																																																			|
% 62.53/27.52  																																																			| Equations (617) can reduce 122 to:
% 62.53/27.52  																																																			| (266) $false
% 62.53/27.52  																																																			|
% 62.53/27.52  																																																			|-The branch is then unsatisfiable
% 62.53/27.52  																																											|-Branch two:
% 62.53/27.52  																																											| (256)  ~ (all_0_49_49 = e4)
% 62.53/27.52  																																											| (8013) all_0_53_53 = e4 | all_0_58_58 = e4
% 62.53/27.52  																																											|
% 62.53/27.52  																																												+-Applying beta-rule and splitting (54), into two cases.
% 62.53/27.52  																																												|-Branch one:
% 62.53/27.52  																																												| (583) all_0_49_49 = e2
% 62.53/27.52  																																												|
% 62.53/27.52  																																													| Equations (583) can reduce 340 to:
% 62.53/27.52  																																													| (266) $false
% 62.53/27.52  																																													|
% 62.53/27.52  																																													|-The branch is then unsatisfiable
% 62.53/27.52  																																												|-Branch two:
% 62.53/27.52  																																												| (340)  ~ (all_0_49_49 = e2)
% 62.53/27.52  																																												| (586) all_0_49_49 = e4 | all_0_49_49 = e3 | all_0_49_49 = e1 | all_0_49_49 = e0
% 62.53/27.52  																																												|
% 62.53/27.52  																																													+-Applying beta-rule and splitting (586), into two cases.
% 62.53/27.52  																																													|-Branch one:
% 62.53/27.52  																																													| (974) all_0_49_49 = e4
% 62.53/27.52  																																													|
% 62.53/27.52  																																														| Equations (974) can reduce 256 to:
% 62.53/27.52  																																														| (266) $false
% 62.53/27.52  																																														|
% 62.53/27.52  																																														|-The branch is then unsatisfiable
% 62.53/27.52  																																													|-Branch two:
% 62.53/27.52  																																													| (256)  ~ (all_0_49_49 = e4)
% 62.53/27.52  																																													| (977) all_0_49_49 = e3 | all_0_49_49 = e1 | all_0_49_49 = e0
% 62.53/27.52  																																													|
% 62.53/27.52  																																														+-Applying beta-rule and splitting (977), into two cases.
% 62.53/27.52  																																														|-Branch one:
% 62.53/27.52  																																														| (978) all_0_49_49 = e0
% 62.53/27.52  																																														|
% 62.53/27.52  																																															| Equations (978) can reduce 487 to:
% 62.53/27.52  																																															| (266) $false
% 62.53/27.52  																																															|
% 62.53/27.52  																																															|-The branch is then unsatisfiable
% 62.53/27.52  																																														|-Branch two:
% 62.53/27.52  																																														| (487)  ~ (all_0_49_49 = e0)
% 62.53/27.52  																																														| (981) all_0_49_49 = e3 | all_0_49_49 = e1
% 62.53/27.52  																																														|
% 62.53/27.52  																																															+-Applying beta-rule and splitting (981), into two cases.
% 62.53/27.52  																																															|-Branch one:
% 62.53/27.52  																																															| (671) all_0_49_49 = e1
% 62.53/27.52  																																															|
% 62.53/27.52  																																																| Equations (671) can reduce 65 to:
% 62.53/27.52  																																																| (1458)  ~ (all_0_53_53 = e1)
% 62.53/27.52  																																																|
% 62.53/27.52  																																																| Simplifying 1458 yields:
% 62.53/27.52  																																																| (1459)  ~ (all_0_53_53 = e1)
% 62.53/27.52  																																																|
% 62.53/27.52  																																																| Equations (671) can reduce 256 to:
% 62.53/27.52  																																																| (602)  ~ (e4 = e1)
% 62.53/27.52  																																																|
% 62.53/27.52  																																																| Simplifying 602 yields:
% 62.53/27.52  																																																| (110)  ~ (e4 = e1)
% 62.53/27.52  																																																|
% 62.53/27.52  																																																+-Applying beta-rule and splitting (1202), into two cases.
% 62.53/27.52  																																																|-Branch one:
% 62.53/27.52  																																																| (642) all_0_52_52 = e1
% 62.53/27.52  																																																|
% 62.53/27.52  																																																	| Combining equations (565,642) yields a new equation:
% 62.53/27.52  																																																	| (636) e4 = e1
% 62.53/27.52  																																																	|
% 62.53/27.52  																																																	| Simplifying 636 yields:
% 62.53/27.52  																																																	| (630) e4 = e1
% 62.53/27.52  																																																	|
% 62.53/27.52  																																																	| Equations (630) can reduce 110 to:
% 62.53/27.52  																																																	| (266) $false
% 62.53/27.52  																																																	|
% 62.53/27.52  																																																	|-The branch is then unsatisfiable
% 62.53/27.52  																																																|-Branch two:
% 62.53/27.52  																																																| (646)  ~ (all_0_52_52 = e1)
% 62.53/27.52  																																																| (1208) all_0_53_53 = e1
% 62.53/27.52  																																																|
% 62.53/27.52  																																																	| Equations (1208) can reduce 1459 to:
% 62.53/27.52  																																																	| (266) $false
% 62.53/27.52  																																																	|
% 62.53/27.52  																																																	|-The branch is then unsatisfiable
% 62.53/27.52  																																															|-Branch two:
% 62.53/27.52  																																															| (1064)  ~ (all_0_49_49 = e1)
% 62.53/27.52  																																															| (884) all_0_49_49 = e3
% 62.53/27.52  																																															|
% 62.53/27.52  																																																| Equations (884) can reduce 525 to:
% 62.53/27.52  																																																| (266) $false
% 62.53/27.52  																																																|
% 62.53/27.52  																																																|-The branch is then unsatisfiable
% 62.53/27.52  																																							|-Branch two:
% 62.53/27.52  																																							| (664)  ~ (all_0_51_51 = e3)
% 62.53/27.52  																																							| (1097) all_0_56_56 = e3
% 62.53/27.52  																																							|
% 62.53/27.52  																																								| Combining equations (833,1097) yields a new equation:
% 62.53/27.52  																																								| (662) e3 = e2
% 62.53/27.52  																																								|
% 62.53/27.52  																																								| Equations (662) can reduce 212 to:
% 62.53/27.52  																																								| (266) $false
% 62.53/27.52  																																								|
% 62.53/27.52  																																								|-The branch is then unsatisfiable
% 62.53/27.52  																																		|-Branch two:
% 62.53/27.52  																																		| (360)  ~ (all_0_44_44 = e0)
% 62.53/27.52  																																		| (1760) all_0_49_49 = e0 | all_0_58_58 = e0
% 62.53/27.52  																																		|
% 62.53/27.52  																																			+-Applying beta-rule and splitting (1391), into two cases.
% 62.53/27.52  																																			|-Branch one:
% 62.53/27.52  																																			| (1414) all_0_44_44 = e0
% 62.53/27.52  																																			|
% 62.53/27.52  																																				| Equations (1414) can reduce 360 to:
% 62.53/27.52  																																				| (266) $false
% 62.53/27.52  																																				|
% 62.53/27.52  																																				|-The branch is then unsatisfiable
% 62.53/27.52  																																			|-Branch two:
% 62.53/27.52  																																			| (360)  ~ (all_0_44_44 = e0)
% 62.53/27.52  																																			| (1417) all_0_44_44 = e3 | all_0_44_44 = e1
% 62.53/27.52  																																			|
% 62.53/27.52  																																				+-Applying beta-rule and splitting (1417), into two cases.
% 62.53/27.52  																																				|-Branch one:
% 62.53/27.52  																																				| (635) all_0_44_44 = e1
% 62.53/27.52  																																				|
% 62.53/27.52  																																					| Equations (635) can reduce 639 to:
% 62.53/27.52  																																					| (266) $false
% 62.53/27.52  																																					|
% 62.53/27.52  																																					|-The branch is then unsatisfiable
% 62.53/27.52  																																				|-Branch two:
% 62.53/27.52  																																				| (639)  ~ (all_0_44_44 = e1)
% 62.53/27.52  																																				| (532) all_0_44_44 = e3
% 62.53/27.52  																																				|
% 62.53/27.52  																																					| Equations (532) can reduce 407 to:
% 62.53/27.52  																																					| (266) $false
% 62.53/27.52  																																					|
% 62.53/27.52  																																					|-The branch is then unsatisfiable
% 62.53/27.53  																													|-Branch two:
% 62.53/27.53  																													| (1890)  ~ (all_0_42_42 = e4)
% 62.53/27.53  																													| (1969) all_0_42_42 = e3 | all_0_42_42 = e1 | all_0_42_42 = e0
% 62.53/27.53  																													|
% 62.53/27.53  																														+-Applying beta-rule and splitting (1969), into two cases.
% 62.53/27.53  																														|-Branch one:
% 62.53/27.53  																														| (559) all_0_42_42 = e0
% 62.53/27.53  																														|
% 62.53/27.53  																															| Equations (559) can reduce 358 to:
% 62.53/27.53  																															| (266) $false
% 62.53/27.53  																															|
% 62.53/27.53  																															|-The branch is then unsatisfiable
% 62.53/27.53  																														|-Branch two:
% 62.53/27.53  																														| (358)  ~ (all_0_42_42 = e0)
% 62.53/27.53  																														| (2510) all_0_42_42 = e3 | all_0_42_42 = e1
% 62.53/27.53  																														|
% 62.53/27.53  																															+-Applying beta-rule and splitting (2510), into two cases.
% 62.53/27.53  																															|-Branch one:
% 62.53/27.53  																															| (459) all_0_42_42 = e1
% 62.53/27.53  																															|
% 62.53/27.53  																																| Equations (459) can reduce 1380 to:
% 62.53/27.53  																																| (266) $false
% 62.53/27.53  																																|
% 62.53/27.53  																																|-The branch is then unsatisfiable
% 62.53/27.53  																															|-Branch two:
% 62.53/27.53  																															| (1380)  ~ (all_0_42_42 = e1)
% 62.53/27.53  																															| (516) all_0_42_42 = e3
% 62.53/27.53  																															|
% 62.53/27.53  																																| Equations (516) can reduce 405 to:
% 62.53/27.53  																																| (266) $false
% 62.53/27.53  																																|
% 62.53/27.53  																																|-The branch is then unsatisfiable
% 62.53/27.53  																												|-Branch two:
% 62.53/27.53  																												| (632)  ~ (all_0_55_55 = e1)
% 62.53/27.53  																												| (2336) all_0_55_55 = e3
% 62.53/27.53  																												|
% 62.53/27.53  																													| Equations (2336) can reduce 270 to:
% 62.53/27.53  																													| (266) $false
% 62.53/27.53  																													|
% 62.53/27.53  																													|-The branch is then unsatisfiable
% 62.53/27.53  																											|-Branch two:
% 62.53/27.53  																											| (831)  ~ (all_0_46_46 = e0)
% 62.53/27.53  																											| (858) all_0_55_55 = e0
% 62.53/27.53  																											|
% 62.53/27.53  																												| Equations (858) can reduce 803 to:
% 62.53/27.53  																												| (266) $false
% 62.53/27.53  																												|
% 62.53/27.53  																												|-The branch is then unsatisfiable
% 62.53/27.53  																					|-Branch two:
% 62.53/27.53  																					| (1898)  ~ (all_0_41_41 = e3)
% 62.53/27.53  																					| (1923) all_0_46_46 = e3 | all_0_50_50 = e3 | all_0_55_55 = e3
% 62.53/27.53  																					|
% 62.53/27.53  																						+-Applying beta-rule and splitting (27), into two cases.
% 62.53/27.53  																						|-Branch one:
% 62.53/27.53  																						| (437) all_0_41_41 = e4
% 62.53/27.53  																						|
% 62.53/27.53  																							| Equations (437) can reduce 440 to:
% 62.53/27.53  																							| (266) $false
% 62.53/27.53  																							|
% 62.53/27.53  																							|-The branch is then unsatisfiable
% 62.53/27.53  																						|-Branch two:
% 62.53/27.53  																						| (440)  ~ (all_0_41_41 = e4)
% 62.53/27.53  																						| (4049) all_0_41_41 = e3 | all_0_41_41 = e1 | all_0_41_41 = e0
% 62.53/27.53  																						|
% 62.53/27.53  																							+-Applying beta-rule and splitting (1923), into two cases.
% 62.53/27.53  																							|-Branch one:
% 62.53/27.53  																							| (1557) all_0_46_46 = e3
% 62.53/27.53  																							|
% 62.53/27.53  																								| Equations (1557) can reduce 409 to:
% 62.53/27.53  																								| (266) $false
% 62.53/27.53  																								|
% 62.53/27.53  																								|-The branch is then unsatisfiable
% 62.53/27.53  																							|-Branch two:
% 62.53/27.53  																							| (409)  ~ (all_0_46_46 = e3)
% 62.53/27.53  																							| (4042) all_0_50_50 = e3 | all_0_55_55 = e3
% 62.53/27.53  																							|
% 62.53/27.53  																								+-Applying beta-rule and splitting (4049), into two cases.
% 62.53/27.53  																								|-Branch one:
% 62.53/27.53  																								| (794) all_0_41_41 = e0
% 62.53/27.53  																								|
% 62.53/27.53  																									| Equations (794) can reduce 43 to:
% 62.53/27.53  																									| (5567)  ~ (all_0_46_46 = e0)
% 62.53/27.53  																									|
% 62.53/27.53  																									| Simplifying 5567 yields:
% 62.53/27.53  																									| (831)  ~ (all_0_46_46 = e0)
% 62.53/27.53  																									|
% 62.53/27.53  																									| Equations (794) can reduce 191 to:
% 62.53/27.53  																									| (4444)  ~ (all_0_55_55 = e0)
% 62.53/27.53  																									|
% 62.53/27.53  																									| Simplifying 4444 yields:
% 62.53/27.53  																									| (803)  ~ (all_0_55_55 = e0)
% 62.53/27.53  																									|
% 62.53/27.53  																									| Equations (794) can reduce 85 to:
% 62.53/27.53  																									| (365)  ~ (e2 = e0)
% 62.53/27.53  																									|
% 62.53/27.53  																									| Simplifying 365 yields:
% 62.53/27.53  																									| (128)  ~ (e2 = e0)
% 62.53/27.53  																									|
% 62.53/27.53  																									+-Applying beta-rule and splitting (75), into two cases.
% 62.53/27.53  																									|-Branch one:
% 62.53/27.53  																									| (485) all_0_40_40 = e0
% 62.53/27.53  																									|
% 62.53/27.53  																										| Combining equations (485,313) yields a new equation:
% 62.53/27.53  																										| (330) e2 = e0
% 62.53/27.53  																										|
% 62.53/27.53  																										| Equations (330) can reduce 128 to:
% 62.53/27.53  																										| (266) $false
% 62.53/27.53  																										|
% 62.53/27.53  																										|-The branch is then unsatisfiable
% 62.53/27.53  																									|-Branch two:
% 62.53/27.53  																									| (1401)  ~ (all_0_40_40 = e0)
% 62.53/27.53  																									| (1748) all_0_44_44 = e0 | all_0_49_49 = e0 | all_0_58_58 = e0
% 62.53/27.53  																									|
% 62.53/27.53  																										| Equations (313) can reduce 1401 to:
% 62.53/27.53  																										| (128)  ~ (e2 = e0)
% 62.53/27.53  																										|
% 62.53/27.53  																										+-Applying beta-rule and splitting (184), into two cases.
% 62.53/27.53  																										|-Branch one:
% 62.53/27.53  																										| (538) all_0_46_46 = e0
% 62.53/27.53  																										|
% 62.53/27.53  																											| Equations (538) can reduce 831 to:
% 62.53/27.53  																											| (266) $false
% 62.53/27.53  																											|
% 62.53/27.53  																											|-The branch is then unsatisfiable
% 62.53/27.53  																										|-Branch two:
% 62.53/27.53  																										| (831)  ~ (all_0_46_46 = e0)
% 62.53/27.53  																										| (832) all_0_47_47 = e0 | all_0_48_48 = e0 | all_0_49_49 = e0
% 62.53/27.53  																										|
% 62.53/27.53  																											+-Applying beta-rule and splitting (832), into two cases.
% 62.53/27.53  																											|-Branch one:
% 62.53/27.53  																											| (674) all_0_47_47 = e0
% 62.53/27.53  																											|
% 62.53/27.53  																												| Equations (674) can reduce 678 to:
% 62.53/27.53  																												| (266) $false
% 62.53/27.53  																												|
% 62.53/27.53  																												|-The branch is then unsatisfiable
% 62.53/27.53  																											|-Branch two:
% 62.53/27.53  																											| (678)  ~ (all_0_47_47 = e0)
% 62.53/27.53  																											| (1278) all_0_48_48 = e0 | all_0_49_49 = e0
% 62.53/27.53  																											|
% 62.53/27.53  																												+-Applying beta-rule and splitting (1278), into two cases.
% 62.53/27.53  																												|-Branch one:
% 62.53/27.53  																												| (1279) all_0_48_48 = e0
% 62.53/27.53  																												|
% 62.53/27.53  																													| Combining equations (335,1279) yields a new equation:
% 62.53/27.53  																													| (391) e2 = e0
% 62.53/27.53  																													|
% 62.53/27.53  																													| Simplifying 391 yields:
% 62.53/27.53  																													| (330) e2 = e0
% 62.53/27.53  																													|
% 62.53/27.53  																													| Equations (330) can reduce 128 to:
% 62.53/27.53  																													| (266) $false
% 62.53/27.53  																													|
% 62.53/27.53  																													|-The branch is then unsatisfiable
% 62.53/27.53  																												|-Branch two:
% 62.53/27.53  																												| (1283)  ~ (all_0_48_48 = e0)
% 62.53/27.53  																												| (978) all_0_49_49 = e0
% 62.53/27.53  																												|
% 62.53/27.53  																													| Equations (978) can reduce 208 to:
% 62.53/27.53  																													| (831)  ~ (all_0_46_46 = e0)
% 62.53/27.53  																													|
% 62.53/27.53  																													| Equations (978) can reduce 86 to:
% 62.53/27.53  																													| (678)  ~ (all_0_47_47 = e0)
% 62.53/27.53  																													|
% 62.53/27.53  																													| Equations (978) can reduce 119 to:
% 62.53/27.53  																													| (490)  ~ (all_0_58_58 = e0)
% 62.53/27.53  																													|
% 62.53/27.53  																													| Simplifying 490 yields:
% 62.53/27.53  																													| (491)  ~ (all_0_58_58 = e0)
% 62.53/27.53  																													|
% 62.53/27.53  																													| From (978) and (55) follows:
% 62.53/27.53  																													| (7585) op(e2, e0) = e0
% 62.53/27.53  																													|
% 62.53/27.53  																													+-Applying beta-rule and splitting (123), into two cases.
% 62.53/27.53  																													|-Branch one:
% 62.53/27.53  																													| (1794) all_0_46_46 = e2
% 62.53/27.53  																													|
% 62.53/27.53  																														| Equations (1794) can reduce 300 to:
% 62.53/27.53  																														| (266) $false
% 62.53/27.53  																														|
% 62.53/27.53  																														|-The branch is then unsatisfiable
% 62.53/27.53  																													|-Branch two:
% 62.53/27.53  																													| (300)  ~ (all_0_46_46 = e2)
% 62.53/27.53  																													| (1797) all_0_46_46 = e4 | all_0_46_46 = e3 | all_0_46_46 = e1 | all_0_46_46 = e0
% 62.53/27.53  																													|
% 62.53/27.53  																														+-Applying beta-rule and splitting (1797), into two cases.
% 62.53/27.53  																														|-Branch one:
% 62.53/27.53  																														| (770) all_0_46_46 = e4
% 62.53/27.53  																														|
% 62.53/27.53  																															| Equations (770) can reduce 250 to:
% 62.53/27.53  																															| (266) $false
% 62.53/27.53  																															|
% 62.53/27.53  																															|-The branch is then unsatisfiable
% 62.53/27.53  																														|-Branch two:
% 62.53/27.53  																														| (250)  ~ (all_0_46_46 = e4)
% 62.53/27.53  																														| (1801) all_0_46_46 = e3 | all_0_46_46 = e1 | all_0_46_46 = e0
% 62.53/27.53  																														|
% 62.53/27.53  																															+-Applying beta-rule and splitting (1801), into two cases.
% 62.53/27.53  																															|-Branch one:
% 62.53/27.53  																															| (538) all_0_46_46 = e0
% 62.53/27.53  																															|
% 62.53/27.53  																																| Equations (538) can reduce 831 to:
% 62.53/27.53  																																| (266) $false
% 62.53/27.53  																																|
% 62.53/27.53  																																|-The branch is then unsatisfiable
% 62.53/27.53  																															|-Branch two:
% 62.53/27.53  																															| (831)  ~ (all_0_46_46 = e0)
% 62.53/27.53  																															| (1838) all_0_46_46 = e3 | all_0_46_46 = e1
% 62.53/27.53  																															|
% 62.53/27.53  																																+-Applying beta-rule and splitting (1838), into two cases.
% 62.53/27.53  																																|-Branch one:
% 62.53/27.53  																																| (545) all_0_46_46 = e1
% 62.53/27.53  																																|
% 62.53/27.53  																																	| Equations (545) can reduce 19 to:
% 62.53/27.53  																																	| (461)  ~ (all_0_47_47 = e1)
% 62.53/27.53  																																	|
% 62.53/27.53  																																	| Simplifying 461 yields:
% 62.53/27.53  																																	| (462)  ~ (all_0_47_47 = e1)
% 62.53/27.53  																																	|
% 62.53/27.53  																																	| Equations (545) can reduce 58 to:
% 62.53/27.53  																																	| (2331)  ~ (all_0_55_55 = e1)
% 62.53/27.53  																																	|
% 62.53/27.53  																																	| Simplifying 2331 yields:
% 62.53/27.53  																																	| (632)  ~ (all_0_55_55 = e1)
% 62.53/27.53  																																	|
% 62.53/27.53  																																	| Equations (545) can reduce 300 to:
% 62.53/27.53  																																	| (604)  ~ (e2 = e1)
% 62.53/27.53  																																	|
% 62.53/27.53  																																	| Simplifying 604 yields:
% 62.53/27.53  																																	| (122)  ~ (e2 = e1)
% 62.53/27.53  																																	|
% 62.53/27.53  																																	| From (545) and (120) follows:
% 62.53/27.53  																																	| (2105) op(e2, e3) = e1
% 62.53/27.53  																																	|
% 62.53/27.53  																																	+-Applying beta-rule and splitting (105), into two cases.
% 62.53/27.53  																																	|-Branch one:
% 62.53/27.53  																																	| (1105) all_0_47_47 = e2
% 62.53/27.53  																																	|
% 62.53/27.53  																																		| Equations (1105) can reduce 338 to:
% 62.53/27.53  																																		| (266) $false
% 62.53/27.53  																																		|
% 62.53/27.53  																																		|-The branch is then unsatisfiable
% 62.53/27.53  																																	|-Branch two:
% 62.53/27.53  																																	| (338)  ~ (all_0_47_47 = e2)
% 62.53/27.53  																																	| (1789) all_0_47_47 = e4 | all_0_47_47 = e3 | all_0_47_47 = e1 | all_0_47_47 = e0
% 62.53/27.53  																																	|
% 62.53/27.53  																																		+-Applying beta-rule and splitting (4042), into two cases.
% 62.53/27.53  																																		|-Branch one:
% 62.53/27.53  																																		| (415) all_0_50_50 = e3
% 62.53/27.53  																																		|
% 62.53/27.53  																																			| Combining equations (378,415) yields a new equation:
% 62.53/27.53  																																			| (662) e3 = e2
% 62.53/27.53  																																			|
% 62.53/27.53  																																			| Equations (662) can reduce 212 to:
% 62.53/27.53  																																			| (266) $false
% 62.53/27.53  																																			|
% 62.53/27.53  																																			|-The branch is then unsatisfiable
% 62.53/27.53  																																		|-Branch two:
% 62.53/27.53  																																		| (411)  ~ (all_0_50_50 = e3)
% 62.53/27.53  																																		| (2336) all_0_55_55 = e3
% 62.53/27.53  																																		|
% 62.53/27.53  																																			| Equations (2336) can reduce 632 to:
% 62.53/27.53  																																			| (213)  ~ (e3 = e1)
% 62.53/27.53  																																			|
% 62.53/27.53  																																			| Equations (2336) can reduce 803 to:
% 62.53/27.53  																																			| (80)  ~ (e3 = e0)
% 62.53/27.53  																																			|
% 62.53/27.53  																																			| From (2336) and (74) follows:
% 62.53/27.53  																																			| (2208) op(e0, e3) = e3
% 62.53/27.53  																																			|
% 62.53/27.53  																																			+-Applying beta-rule and splitting (1789), into two cases.
% 62.53/27.53  																																			|-Branch one:
% 62.53/27.53  																																			| (1790) all_0_47_47 = e4
% 62.53/27.53  																																			|
% 62.53/27.53  																																				| Equations (1790) can reduce 198 to:
% 62.53/27.53  																																				| (1890)  ~ (all_0_42_42 = e4)
% 62.53/27.53  																																				|
% 62.53/27.53  																																				| Equations (1790) can reduce 224 to:
% 62.53/27.53  																																				| (474)  ~ (all_0_51_51 = e4)
% 62.53/27.53  																																				|
% 62.53/27.53  																																				| Simplifying 474 yields:
% 62.53/27.53  																																				| (475)  ~ (all_0_51_51 = e4)
% 62.53/27.53  																																				|
% 62.53/27.53  																																				| Equations (1790) can reduce 1091 to:
% 62.53/27.53  																																				| (188)  ~ (e4 = e3)
% 62.53/27.53  																																				|
% 62.53/27.53  																																				| Equations (1790) can reduce 462 to:
% 62.53/27.53  																																				| (110)  ~ (e4 = e1)
% 62.53/27.53  																																				|
% 62.53/27.53  																																				| Equations (1790) can reduce 678 to:
% 62.53/27.53  																																				| (49)  ~ (e4 = e0)
% 62.53/27.53  																																				|
% 62.53/27.53  																																				| From (1790) and (23) follows:
% 62.53/27.53  																																				| (61903) op(e2, e2) = e4
% 62.53/27.53  																																				|
% 62.53/27.53  																																				+-Applying beta-rule and splitting (64), into two cases.
% 62.53/27.53  																																				|-Branch one:
% 62.53/27.53  																																				| (437) all_0_41_41 = e4
% 62.53/27.53  																																				|
% 62.53/27.53  																																					| Combining equations (437,794) yields a new equation:
% 62.53/27.53  																																					| (481) e4 = e0
% 62.53/27.53  																																					|
% 62.53/27.53  																																					| Simplifying 481 yields:
% 62.53/27.53  																																					| (397) e4 = e0
% 62.53/27.53  																																					|
% 62.53/27.53  																																					| Equations (397) can reduce 49 to:
% 62.53/27.53  																																					| (266) $false
% 62.53/27.53  																																					|
% 62.53/27.53  																																					|-The branch is then unsatisfiable
% 62.53/27.53  																																				|-Branch two:
% 62.53/27.53  																																				| (440)  ~ (all_0_41_41 = e4)
% 62.53/27.53  																																				| (441) all_0_42_42 = e4 | all_0_43_43 = e4 | all_0_44_44 = e4
% 62.53/27.53  																																				|
% 62.53/27.53  																																					+-Applying beta-rule and splitting (441), into two cases.
% 62.53/27.53  																																					|-Branch one:
% 62.53/27.53  																																					| (1392) all_0_42_42 = e4
% 62.53/27.53  																																					|
% 62.53/27.53  																																						| Equations (1392) can reduce 1890 to:
% 62.53/27.53  																																						| (266) $false
% 62.53/27.53  																																						|
% 62.53/27.53  																																						|-The branch is then unsatisfiable
% 62.53/27.53  																																					|-Branch two:
% 62.53/27.53  																																					| (1890)  ~ (all_0_42_42 = e4)
% 62.53/27.53  																																					| (1891) all_0_43_43 = e4 | all_0_44_44 = e4
% 62.53/27.53  																																					|
% 62.53/27.53  																																						+-Applying beta-rule and splitting (1891), into two cases.
% 62.53/27.53  																																						|-Branch one:
% 62.53/27.53  																																						| (396) all_0_43_43 = e4
% 62.53/27.53  																																						|
% 62.53/27.53  																																							| Combining equations (430,396) yields a new equation:
% 62.53/27.53  																																							| (630) e4 = e1
% 62.53/27.53  																																							|
% 62.53/27.53  																																							| Equations (630) can reduce 110 to:
% 62.53/27.53  																																							| (266) $false
% 62.53/27.53  																																							|
% 62.53/27.53  																																							|-The branch is then unsatisfiable
% 62.53/27.53  																																						|-Branch two:
% 62.53/27.53  																																						| (399)  ~ (all_0_43_43 = e4)
% 62.53/27.53  																																						| (446) all_0_44_44 = e4
% 62.53/27.53  																																						|
% 62.53/27.53  																																							| From (446) and (138) follows:
% 62.53/27.53  																																							| (4646) op(e3, e0) = e4
% 62.53/27.53  																																							|
% 62.53/27.53  																																							+-Applying beta-rule and splitting (113), into two cases.
% 62.53/27.53  																																							|-Branch one:
% 62.53/27.53  																																							| (403) all_0_41_41 = e3
% 62.53/27.53  																																							|
% 62.53/27.53  																																								| Combining equations (403,794) yields a new equation:
% 62.53/27.53  																																								| (675) e3 = e0
% 62.53/27.53  																																								|
% 62.53/27.53  																																								| Simplifying 675 yields:
% 62.53/27.53  																																								| (676) e3 = e0
% 62.53/27.53  																																								|
% 62.53/27.53  																																								| Equations (676) can reduce 80 to:
% 62.53/27.53  																																								| (266) $false
% 62.53/27.53  																																								|
% 62.53/27.53  																																								|-The branch is then unsatisfiable
% 62.53/27.53  																																							|-Branch two:
% 62.53/27.53  																																							| (1898)  ~ (all_0_41_41 = e3)
% 62.53/27.53  																																							| (1899) all_0_42_42 = e3 | all_0_44_44 = e3
% 62.53/27.53  																																							|
% 62.53/27.53  																																								+-Applying beta-rule and splitting (216), into two cases.
% 62.53/27.53  																																								|-Branch one:
% 62.53/27.53  																																								| (629) all_0_55_55 = e1
% 62.53/27.53  																																								|
% 62.53/27.53  																																									| Combining equations (629,2336) yields a new equation:
% 62.53/27.53  																																									| (455) e3 = e1
% 62.53/27.53  																																									|
% 62.53/27.53  																																									| Equations (455) can reduce 213 to:
% 62.53/27.53  																																									| (266) $false
% 62.53/27.53  																																									|
% 62.53/27.53  																																									|-The branch is then unsatisfiable
% 62.53/27.53  																																								|-Branch two:
% 62.53/27.53  																																								| (632)  ~ (all_0_55_55 = e1)
% 62.53/27.53  																																								| (633) all_0_56_56 = e1 | all_0_57_57 = e1 | all_0_58_58 = e1
% 62.53/27.53  																																								|
% 62.53/27.54  																																									+-Applying beta-rule and splitting (1899), into two cases.
% 62.53/27.54  																																									|-Branch one:
% 62.53/27.54  																																									| (516) all_0_42_42 = e3
% 62.53/27.54  																																									|
% 62.53/27.54  																																										| Equations (516) can reduce 61 to:
% 62.53/27.54  																																										| (1925)  ~ (all_0_51_51 = e3)
% 62.53/27.54  																																										|
% 62.53/27.54  																																										| Simplifying 1925 yields:
% 62.53/27.54  																																										| (664)  ~ (all_0_51_51 = e3)
% 62.53/27.54  																																										|
% 62.53/27.54  																																										| From (516) and (210) follows:
% 62.53/27.54  																																										| (4285) op(e3, e2) = e3
% 62.53/27.54  																																										|
% 62.53/27.54  																																										+-Applying beta-rule and splitting (7), into two cases.
% 62.53/27.54  																																										|-Branch one:
% 62.53/27.54  																																										| (504) all_0_51_51 = e2
% 62.53/27.54  																																										|
% 62.53/27.54  																																											| Equations (504) can reduce 1099 to:
% 62.53/27.54  																																											| (266) $false
% 62.53/27.54  																																											|
% 62.53/27.54  																																											|-The branch is then unsatisfiable
% 62.53/27.54  																																										|-Branch two:
% 62.53/27.54  																																										| (1099)  ~ (all_0_51_51 = e2)
% 62.53/27.54  																																										| (1100) all_0_51_51 = e4 | all_0_51_51 = e3 | all_0_51_51 = e1
% 62.53/27.54  																																										|
% 62.53/27.54  																																											+-Applying beta-rule and splitting (1100), into two cases.
% 62.53/27.54  																																											|-Branch one:
% 62.53/27.54  																																											| (1101) all_0_51_51 = e4
% 62.53/27.54  																																											|
% 62.53/27.54  																																												| Equations (1101) can reduce 475 to:
% 62.53/27.54  																																												| (266) $false
% 62.53/27.54  																																												|
% 62.53/27.54  																																												|-The branch is then unsatisfiable
% 62.53/27.54  																																											|-Branch two:
% 62.53/27.54  																																											| (475)  ~ (all_0_51_51 = e4)
% 62.53/27.54  																																											| (1104) all_0_51_51 = e3 | all_0_51_51 = e1
% 62.53/27.54  																																											|
% 62.53/27.54  																																												+-Applying beta-rule and splitting (633), into two cases.
% 62.53/27.54  																																												|-Branch one:
% 62.53/27.54  																																												| (1569) all_0_56_56 = e1
% 62.53/27.54  																																												|
% 62.53/27.54  																																													| Combining equations (1569,833) yields a new equation:
% 62.53/27.54  																																													| (617) e2 = e1
% 62.53/27.54  																																													|
% 62.53/27.54  																																													| Equations (617) can reduce 122 to:
% 62.53/27.54  																																													| (266) $false
% 62.53/27.54  																																													|
% 62.53/27.54  																																													|-The branch is then unsatisfiable
% 62.53/27.54  																																												|-Branch two:
% 62.53/27.54  																																												| (466)  ~ (all_0_56_56 = e1)
% 62.53/27.54  																																												| (1574) all_0_57_57 = e1 | all_0_58_58 = e1
% 62.53/27.54  																																												|
% 62.53/27.54  																																													| Equations (833) can reduce 466 to:
% 62.53/27.54  																																													| (122)  ~ (e2 = e1)
% 62.53/27.54  																																													|
% 62.53/27.54  																																													+-Applying beta-rule and splitting (418), into two cases.
% 62.53/27.54  																																													|-Branch one:
% 62.53/27.54  																																													| (660) all_0_51_51 = e3
% 62.53/27.54  																																													|
% 62.53/27.54  																																														| Equations (660) can reduce 664 to:
% 62.53/27.54  																																														| (266) $false
% 62.53/27.54  																																														|
% 62.53/27.54  																																														|-The branch is then unsatisfiable
% 62.53/27.54  																																													|-Branch two:
% 62.53/27.54  																																													| (664)  ~ (all_0_51_51 = e3)
% 62.53/27.54  																																													| (665) all_0_53_53 = e3
% 62.53/27.54  																																													|
% 62.53/27.54  																																														| Equations (665) can reduce 6 to:
% 62.53/27.54  																																														| (664)  ~ (all_0_51_51 = e3)
% 62.53/27.54  																																														|
% 62.53/27.54  																																														| From (665) and (84) follows:
% 62.53/27.54  																																														| (3786) op(e1, e0) = e3
% 62.53/27.54  																																														|
% 62.53/27.54  																																														+-Applying beta-rule and splitting (160), into two cases.
% 62.53/27.54  																																														|-Branch one:
% 62.53/27.54  																																														| (601) all_0_50_50 = e1
% 62.53/27.54  																																														|
% 62.53/27.54  																																															| Combining equations (378,601) yields a new equation:
% 62.53/27.54  																																															| (616) e2 = e1
% 62.53/27.54  																																															|
% 62.53/27.54  																																															| Simplifying 616 yields:
% 62.53/27.54  																																															| (617) e2 = e1
% 62.53/27.54  																																															|
% 62.53/27.54  																																															| Equations (617) can reduce 122 to:
% 62.53/27.54  																																															| (266) $false
% 62.53/27.54  																																															|
% 62.53/27.54  																																															|-The branch is then unsatisfiable
% 62.53/27.54  																																														|-Branch two:
% 62.53/27.54  																																														| (759)  ~ (all_0_50_50 = e1)
% 62.53/27.54  																																														| (1168) all_0_51_51 = e1 | all_0_52_52 = e1 | all_0_53_53 = e1
% 62.53/27.54  																																														|
% 62.53/27.54  																																															+-Applying beta-rule and splitting (1168), into two cases.
% 62.53/27.54  																																															|-Branch one:
% 62.53/27.54  																																															| (1109) all_0_51_51 = e1
% 62.53/27.54  																																															|
% 62.53/27.54  																																																| Equations (1109) can reduce 115 to:
% 62.53/27.54  																																																| (233)  ~ (e1 = e0)
% 62.53/27.54  																																																|
% 62.53/27.54  																																																+-Applying beta-rule and splitting (1574), into two cases.
% 62.53/27.54  																																																|-Branch one:
% 62.53/27.54  																																																| (647) all_0_57_57 = e1
% 62.53/27.54  																																																|
% 62.53/27.54  																																																	| Combining equations (875,647) yields a new equation:
% 62.53/27.54  																																																	| (431) e1 = e0
% 62.53/27.54  																																																	|
% 62.53/27.54  																																																	| Equations (431) can reduce 233 to:
% 62.53/27.54  																																																	| (266) $false
% 62.53/27.54  																																																	|
% 62.53/27.54  																																																	|-The branch is then unsatisfiable
% 62.53/27.54  																																																|-Branch two:
% 62.53/27.54  																																																| (1670)  ~ (all_0_57_57 = e1)
% 62.53/27.54  																																																| (918) all_0_58_58 = e1
% 62.53/27.54  																																																|
% 62.53/27.54  																																																	| Equations (918) can reduce 491 to:
% 62.53/27.54  																																																	| (233)  ~ (e1 = e0)
% 62.53/27.54  																																																	|
% 62.53/27.54  																																																	+-Applying beta-rule and splitting (56), into two cases.
% 62.53/27.54  																																																	|-Branch one:
% 62.53/27.54  																																																	| (696) unit = e2
% 62.53/27.54  																																																	|
% 62.53/27.54  																																																		| From (696) and (244) follows:
% 62.53/27.54  																																																		| (264) op(e2, e4) = e4
% 62.53/27.54  																																																		|
% 62.53/27.54  																																																		| From (696) and (24) follows:
% 62.53/27.54  																																																		| (697) op(e2, e3) = e3
% 62.53/27.54  																																																		|
% 62.53/27.54  																																																		| From (696) and (32) follows:
% 62.53/27.54  																																																		| (698) op(e2, e2) = e2
% 62.53/27.54  																																																		|
% 62.53/27.54  																																																		| From (696) and (42) follows:
% 62.53/27.54  																																																		| (1613) op(e0, e2) = e0
% 62.53/27.54  																																																		|
% 62.53/27.54  																																																		| Instantiating formula (29) with e2, e4, e4, e3 and discharging atoms op(e2, e4) = e4, op(e2, e4) = e3, yields:
% 62.53/27.54  																																																		| (425) e4 = e3
% 62.53/27.54  																																																		|
% 62.53/27.54  																																																		| Instantiating formula (29) with e2, e3, e3, e1 and discharging atoms op(e2, e3) = e3, op(e2, e3) = e1, yields:
% 62.53/27.54  																																																		| (455) e3 = e1
% 62.53/27.54  																																																		|
% 62.53/27.54  																																																		| Instantiating formula (29) with e2, e2, e2, e4 and discharging atoms op(e2, e2) = e4, op(e2, e2) = e2, yields:
% 62.53/27.54  																																																		| (323) e4 = e2
% 62.53/27.54  																																																		|
% 62.53/27.54  																																																		| Instantiating formula (29) with e0, e2, e0, e2 and discharging atoms op(e0, e2) = e2, op(e0, e2) = e0, yields:
% 62.53/27.54  																																																		| (330) e2 = e0
% 62.53/27.54  																																																		|
% 62.53/27.54  																																																		| Combining equations (323,425) yields a new equation:
% 62.53/27.54  																																																		| (662) e3 = e2
% 62.53/27.54  																																																		|
% 62.53/27.54  																																																		| Combining equations (662,455) yields a new equation:
% 62.53/27.54  																																																		| (616) e2 = e1
% 62.53/27.54  																																																		|
% 62.53/27.54  																																																		| Simplifying 616 yields:
% 62.53/27.54  																																																		| (617) e2 = e1
% 62.53/27.54  																																																		|
% 62.53/27.54  																																																		| Combining equations (330,617) yields a new equation:
% 62.53/27.54  																																																		| (431) e1 = e0
% 62.53/27.54  																																																		|
% 62.53/27.54  																																																		| Equations (431) can reduce 233 to:
% 62.53/27.54  																																																		| (266) $false
% 62.53/27.54  																																																		|
% 62.53/27.54  																																																		|-The branch is then unsatisfiable
% 62.53/27.54  																																																	|-Branch two:
% 62.53/27.54  																																																	| (707)  ~ (unit = e2)
% 62.53/27.54  																																																	| (708) unit = e4 | unit = e3 | unit = e1 | unit = e0
% 62.53/27.54  																																																	|
% 62.53/27.54  																																																		+-Applying beta-rule and splitting (708), into two cases.
% 62.53/27.54  																																																		|-Branch one:
% 62.53/27.54  																																																		| (709) unit = e4
% 62.53/27.54  																																																		|
% 62.53/27.54  																																																			| From (709) and (24) follows:
% 62.53/27.54  																																																			| (33325) op(e4, e3) = e3
% 62.53/27.54  																																																			|
% 62.53/27.54  																																																			| From (709) and (211) follows:
% 62.53/27.54  																																																			| (22527) op(e4, e1) = e1
% 62.53/27.54  																																																			|
% 62.53/27.54  																																																			| From (709) and (32) follows:
% 62.53/27.54  																																																			| (712) op(e2, e4) = e2
% 62.53/27.54  																																																			|
% 62.53/27.54  																																																			| From (709) and (42) follows:
% 62.53/27.54  																																																			| (713) op(e0, e4) = e0
% 62.53/27.54  																																																			|
% 62.53/27.54  																																																			| Instantiating formula (29) with e4, e3, e3, e4 and discharging atoms op(e4, e3) = e4, op(e4, e3) = e3, yields:
% 62.53/27.54  																																																			| (425) e4 = e3
% 62.53/27.54  																																																			|
% 62.53/27.54  																																																			| Instantiating formula (29) with e4, e1, e1, e3 and discharging atoms op(e4, e1) = e3, op(e4, e1) = e1, yields:
% 62.53/27.54  																																																			| (455) e3 = e1
% 62.53/27.54  																																																			|
% 62.53/27.54  																																																			| Instantiating formula (29) with e2, e4, e2, e3 and discharging atoms op(e2, e4) = e3, op(e2, e4) = e2, yields:
% 62.53/27.54  																																																			| (662) e3 = e2
% 62.53/27.54  																																																			|
% 62.53/27.54  																																																			| Instantiating formula (29) with e0, e4, e0, e4 and discharging atoms op(e0, e4) = e4, op(e0, e4) = e0, yields:
% 62.53/27.54  																																																			| (397) e4 = e0
% 62.53/27.54  																																																			|
% 62.53/27.54  																																																			| Combining equations (425,397) yields a new equation:
% 62.53/27.54  																																																			| (675) e3 = e0
% 62.53/27.54  																																																			|
% 62.53/27.54  																																																			| Simplifying 675 yields:
% 62.53/27.54  																																																			| (676) e3 = e0
% 62.53/27.54  																																																			|
% 62.53/27.54  																																																			| Combining equations (455,662) yields a new equation:
% 62.53/27.54  																																																			| (617) e2 = e1
% 62.53/27.54  																																																			|
% 62.53/27.54  																																																			| Combining equations (676,662) yields a new equation:
% 62.53/27.54  																																																			| (330) e2 = e0
% 62.53/27.54  																																																			|
% 62.53/27.54  																																																			| Combining equations (617,330) yields a new equation:
% 62.53/27.54  																																																			| (546) e1 = e0
% 62.53/27.54  																																																			|
% 62.53/27.54  																																																			| Simplifying 546 yields:
% 62.53/27.54  																																																			| (431) e1 = e0
% 62.53/27.54  																																																			|
% 62.53/27.54  																																																			| Equations (431) can reduce 233 to:
% 62.53/27.54  																																																			| (266) $false
% 62.53/27.54  																																																			|
% 62.53/27.54  																																																			|-The branch is then unsatisfiable
% 62.53/27.54  																																																		|-Branch two:
% 62.53/27.54  																																																		| (724)  ~ (unit = e4)
% 62.53/27.54  																																																		| (725) unit = e3 | unit = e1 | unit = e0
% 62.53/27.54  																																																		|
% 62.53/27.54  																																																			+-Applying beta-rule and splitting (725), into two cases.
% 62.53/27.54  																																																			|-Branch one:
% 62.53/27.54  																																																			| (726) unit = e0
% 62.53/27.54  																																																			|
% 62.53/27.54  																																																				| From (726) and (227) follows:
% 62.53/27.54  																																																				| (3205) op(e4, e0) = e4
% 62.53/27.54  																																																				|
% 62.53/27.54  																																																				| From (726) and (40) follows:
% 62.53/27.54  																																																				| (1639) op(e3, e0) = e3
% 62.53/27.54  																																																				|
% 62.53/27.54  																																																				| From (726) and (32) follows:
% 62.53/27.54  																																																				| (727) op(e2, e0) = e2
% 62.53/27.54  																																																				|
% 62.53/27.54  																																																				| From (726) and (28) follows:
% 62.53/27.54  																																																				| (2698) op(e1, e0) = e1
% 62.53/27.54  																																																				|
% 62.53/27.54  																																																				| Instantiating formula (29) with e4, e0, e4, e2 and discharging atoms op(e4, e0) = e4, op(e4, e0) = e2, yields:
% 62.53/27.54  																																																				| (323) e4 = e2
% 62.53/27.54  																																																				|
% 62.53/27.54  																																																				| Instantiating formula (29) with e3, e0, e3, e4 and discharging atoms op(e3, e0) = e4, op(e3, e0) = e3, yields:
% 62.53/27.54  																																																				| (425) e4 = e3
% 62.53/27.54  																																																				|
% 62.53/27.54  																																																				| Instantiating formula (29) with e2, e0, e2, e0 and discharging atoms op(e2, e0) = e2, op(e2, e0) = e0, yields:
% 62.53/27.54  																																																				| (330) e2 = e0
% 62.53/27.54  																																																				|
% 62.53/27.54  																																																				| Instantiating formula (29) with e1, e0, e1, e3 and discharging atoms op(e1, e0) = e3, op(e1, e0) = e1, yields:
% 62.53/27.54  																																																				| (455) e3 = e1
% 62.53/27.54  																																																				|
% 62.53/27.54  																																																				| Combining equations (323,425) yields a new equation:
% 62.53/27.54  																																																				| (662) e3 = e2
% 62.53/27.54  																																																				|
% 62.53/27.54  																																																				| Combining equations (662,455) yields a new equation:
% 62.53/27.54  																																																				| (616) e2 = e1
% 62.53/27.54  																																																				|
% 62.53/27.54  																																																				| Simplifying 616 yields:
% 62.53/27.54  																																																				| (617) e2 = e1
% 62.53/27.54  																																																				|
% 62.53/27.54  																																																				| Combining equations (617,330) yields a new equation:
% 62.53/27.54  																																																				| (546) e1 = e0
% 62.53/27.54  																																																				|
% 62.53/27.54  																																																				| Simplifying 546 yields:
% 62.53/27.54  																																																				| (431) e1 = e0
% 62.53/27.54  																																																				|
% 62.53/27.54  																																																				| Equations (431) can reduce 233 to:
% 62.53/27.54  																																																				| (266) $false
% 62.53/27.54  																																																				|
% 62.53/27.54  																																																				|-The branch is then unsatisfiable
% 62.53/27.54  																																																			|-Branch two:
% 62.53/27.54  																																																			| (734)  ~ (unit = e0)
% 62.53/27.54  																																																			| (735) unit = e3 | unit = e1
% 62.53/27.54  																																																			|
% 62.53/27.54  																																																				+-Applying beta-rule and splitting (735), into two cases.
% 62.53/27.54  																																																				|-Branch one:
% 62.53/27.54  																																																				| (736) unit = e1
% 62.53/27.54  																																																				|
% 62.53/27.54  																																																					| Equations (736) can reduce 734 to:
% 62.53/27.54  																																																					| (233)  ~ (e1 = e0)
% 62.53/27.54  																																																					|
% 62.53/27.54  																																																					| From (736) and (244) follows:
% 62.53/27.54  																																																					| (738) op(e1, e4) = e4
% 62.53/27.54  																																																					|
% 62.53/27.54  																																																					| From (736) and (227) follows:
% 62.53/27.54  																																																					| (739) op(e4, e1) = e4
% 62.53/27.54  																																																					|
% 62.53/27.54  																																																					| From (736) and (40) follows:
% 62.53/27.54  																																																					| (1652) op(e3, e1) = e3
% 62.53/27.54  																																																					|
% 62.53/27.54  																																																					| Instantiating formula (29) with e4, e1, e4, e3 and discharging atoms op(e4, e1) = e4, op(e4, e1) = e3, yields:
% 62.53/27.54  																																																					| (425) e4 = e3
% 62.53/27.54  																																																					|
% 62.53/27.54  																																																					| Instantiating formula (29) with e3, e1, e3, e1 and discharging atoms op(e3, e1) = e3, op(e3, e1) = e1, yields:
% 62.53/27.54  																																																					| (455) e3 = e1
% 62.53/27.54  																																																					|
% 62.53/27.54  																																																					| Instantiating formula (29) with e1, e4, e4, e0 and discharging atoms op(e1, e4) = e4, op(e1, e4) = e0, yields:
% 62.53/27.54  																																																					| (397) e4 = e0
% 62.53/27.54  																																																					|
% 62.53/27.54  																																																					| Combining equations (425,397) yields a new equation:
% 62.53/27.54  																																																					| (675) e3 = e0
% 62.53/27.54  																																																					|
% 62.53/27.54  																																																					| Simplifying 675 yields:
% 62.53/27.54  																																																					| (676) e3 = e0
% 62.53/27.54  																																																					|
% 62.53/27.54  																																																					| Combining equations (676,455) yields a new equation:
% 62.53/27.54  																																																					| (431) e1 = e0
% 62.53/27.54  																																																					|
% 62.53/27.54  																																																					| Equations (431) can reduce 233 to:
% 62.53/27.54  																																																					| (266) $false
% 62.53/27.54  																																																					|
% 62.53/27.54  																																																					|-The branch is then unsatisfiable
% 62.53/27.54  																																																				|-Branch two:
% 62.53/27.54  																																																				| (748)  ~ (unit = e1)
% 62.53/27.54  																																																				| (749) unit = e3
% 62.53/27.54  																																																				|
% 62.53/27.54  																																																					| From (749) and (15) follows:
% 62.53/27.54  																																																					| (751) op(e3, e2) = e2
% 62.53/27.54  																																																					|
% 62.53/27.54  																																																					| From (749) and (28) follows:
% 62.53/27.54  																																																					| (2235) op(e1, e3) = e1
% 62.53/27.54  																																																					|
% 62.53/27.54  																																																					| From (749) and (42) follows:
% 62.53/27.54  																																																					| (752) op(e0, e3) = e0
% 62.53/27.54  																																																					|
% 62.53/27.54  																																																					| Instantiating formula (29) with e3, e2, e2, e3 and discharging atoms op(e3, e2) = e3, op(e3, e2) = e2, yields:
% 62.53/27.54  																																																					| (662) e3 = e2
% 62.53/27.54  																																																					|
% 62.53/27.54  																																																					| Instantiating formula (29) with e1, e3, e1, e2 and discharging atoms op(e1, e3) = e2, op(e1, e3) = e1, yields:
% 62.53/27.54  																																																					| (617) e2 = e1
% 62.53/27.54  																																																					|
% 62.53/27.54  																																																					| Instantiating formula (29) with e0, e3, e0, e3 and discharging atoms op(e0, e3) = e3, op(e0, e3) = e0, yields:
% 62.53/27.54  																																																					| (676) e3 = e0
% 62.53/27.54  																																																					|
% 62.53/27.54  																																																					| Combining equations (676,662) yields a new equation:
% 62.53/27.54  																																																					| (330) e2 = e0
% 62.53/27.54  																																																					|
% 62.53/27.54  																																																					| Combining equations (617,330) yields a new equation:
% 62.53/27.54  																																																					| (546) e1 = e0
% 62.53/27.54  																																																					|
% 62.53/27.54  																																																					| Simplifying 546 yields:
% 62.53/27.54  																																																					| (431) e1 = e0
% 62.53/27.54  																																																					|
% 62.53/27.54  																																																					| Equations (431) can reduce 233 to:
% 62.53/27.54  																																																					| (266) $false
% 62.53/27.54  																																																					|
% 62.53/27.54  																																																					|-The branch is then unsatisfiable
% 62.53/27.54  																																															|-Branch two:
% 62.53/27.54  																																															| (464)  ~ (all_0_51_51 = e1)
% 62.53/27.54  																																															| (1202) all_0_52_52 = e1 | all_0_53_53 = e1
% 62.53/27.54  																																															|
% 62.53/27.54  																																																+-Applying beta-rule and splitting (1104), into two cases.
% 62.53/27.54  																																																|-Branch one:
% 62.53/27.54  																																																| (1109) all_0_51_51 = e1
% 62.53/27.54  																																																|
% 62.53/27.54  																																																	| Equations (1109) can reduce 464 to:
% 62.53/27.54  																																																	| (266) $false
% 62.53/27.54  																																																	|
% 62.53/27.54  																																																	|-The branch is then unsatisfiable
% 62.53/27.54  																																																|-Branch two:
% 62.53/27.54  																																																| (464)  ~ (all_0_51_51 = e1)
% 62.53/27.54  																																																| (660) all_0_51_51 = e3
% 62.53/27.54  																																																|
% 62.53/27.54  																																																	| Equations (660) can reduce 664 to:
% 62.53/27.54  																																																	| (266) $false
% 62.53/27.54  																																																	|
% 62.53/27.54  																																																	|-The branch is then unsatisfiable
% 62.53/27.54  																																									|-Branch two:
% 62.53/27.54  																																									| (405)  ~ (all_0_42_42 = e3)
% 62.53/27.54  																																									| (532) all_0_44_44 = e3
% 62.53/27.54  																																									|
% 62.53/27.54  																																										| Combining equations (446,532) yields a new equation:
% 62.53/27.54  																																										| (424) e4 = e3
% 62.53/27.54  																																										|
% 62.53/27.54  																																										| Simplifying 424 yields:
% 62.53/27.54  																																										| (425) e4 = e3
% 62.53/27.54  																																										|
% 62.53/27.54  																																										| Equations (425) can reduce 188 to:
% 62.53/27.54  																																										| (266) $false
% 62.53/27.54  																																										|
% 62.53/27.54  																																										|-The branch is then unsatisfiable
% 62.53/27.54  																																			|-Branch two:
% 62.53/27.54  																																			| (252)  ~ (all_0_47_47 = e4)
% 62.53/27.54  																																			| (1793) all_0_47_47 = e3 | all_0_47_47 = e1 | all_0_47_47 = e0
% 62.53/27.54  																																			|
% 62.53/27.54  																																				+-Applying beta-rule and splitting (1793), into two cases.
% 62.53/27.54  																																				|-Branch one:
% 62.53/27.54  																																				| (674) all_0_47_47 = e0
% 62.53/27.54  																																				|
% 62.53/27.54  																																					| Equations (674) can reduce 678 to:
% 62.53/27.54  																																					| (266) $false
% 62.53/27.54  																																					|
% 62.53/27.54  																																					|-The branch is then unsatisfiable
% 62.53/27.54  																																				|-Branch two:
% 62.53/27.54  																																				| (678)  ~ (all_0_47_47 = e0)
% 62.53/27.54  																																				| (1831) all_0_47_47 = e3 | all_0_47_47 = e1
% 62.53/27.54  																																				|
% 62.53/27.54  																																					+-Applying beta-rule and splitting (1831), into two cases.
% 62.53/27.54  																																					|-Branch one:
% 62.53/27.54  																																					| (654) all_0_47_47 = e1
% 62.53/27.54  																																					|
% 62.53/27.54  																																						| Equations (654) can reduce 462 to:
% 62.53/27.54  																																						| (266) $false
% 62.53/27.54  																																						|
% 62.53/27.54  																																						|-The branch is then unsatisfiable
% 62.53/27.54  																																					|-Branch two:
% 62.53/27.54  																																					| (462)  ~ (all_0_47_47 = e1)
% 62.53/27.54  																																					| (522) all_0_47_47 = e3
% 62.53/27.54  																																					|
% 62.53/27.54  																																						| Equations (522) can reduce 1091 to:
% 62.53/27.54  																																						| (266) $false
% 62.53/27.54  																																						|
% 62.53/27.54  																																						|-The branch is then unsatisfiable
% 62.53/27.54  																																|-Branch two:
% 62.53/27.54  																																| (549)  ~ (all_0_46_46 = e1)
% 62.53/27.54  																																| (1557) all_0_46_46 = e3
% 62.53/27.54  																																|
% 62.53/27.54  																																	| Equations (1557) can reduce 409 to:
% 62.53/27.54  																																	| (266) $false
% 62.53/27.54  																																	|
% 62.53/27.54  																																	|-The branch is then unsatisfiable
% 62.53/27.54  																								|-Branch two:
% 62.53/27.54  																								| (357)  ~ (all_0_41_41 = e0)
% 62.53/27.54  																								| (4053) all_0_41_41 = e3 | all_0_41_41 = e1
% 62.53/27.54  																								|
% 62.53/27.54  																									+-Applying beta-rule and splitting (4053), into two cases.
% 62.53/27.54  																									|-Branch one:
% 62.53/27.54  																									| (453) all_0_41_41 = e1
% 62.53/27.54  																									|
% 62.53/27.54  																										| Equations (453) can reduce 457 to:
% 62.53/27.54  																										| (266) $false
% 62.53/27.54  																										|
% 62.53/27.54  																										|-The branch is then unsatisfiable
% 62.53/27.54  																									|-Branch two:
% 62.53/27.54  																									| (457)  ~ (all_0_41_41 = e1)
% 62.53/27.54  																									| (403) all_0_41_41 = e3
% 62.53/27.54  																									|
% 62.53/27.54  																										| Equations (403) can reduce 1898 to:
% 62.53/27.54  																										| (266) $false
% 62.53/27.54  																										|
% 62.53/27.54  																										|-The branch is then unsatisfiable
% 62.53/27.55  																			|-Branch two:
% 62.53/27.55  																			| (511)  ~ (all_0_56_56 = e2)
% 62.53/27.55  																			| (1709) all_0_57_57 = e2 | all_0_58_58 = e2
% 62.53/27.55  																			|
% 62.53/27.55  																				+-Applying beta-rule and splitting (385), into two cases.
% 62.53/27.55  																				|-Branch one:
% 62.53/27.55  																				| (1105) all_0_47_47 = e2
% 62.53/27.55  																				|
% 62.53/27.55  																					| Equations (1105) can reduce 338 to:
% 62.53/27.55  																					| (266) $false
% 62.53/27.55  																					|
% 62.53/27.55  																					|-The branch is then unsatisfiable
% 62.53/27.55  																				|-Branch two:
% 62.53/27.55  																				| (338)  ~ (all_0_47_47 = e2)
% 62.53/27.55  																				| (1108) all_0_51_51 = e2 | all_0_56_56 = e2
% 62.53/27.55  																				|
% 62.53/27.55  																					+-Applying beta-rule and splitting (1108), into two cases.
% 62.53/27.55  																					|-Branch one:
% 62.53/27.55  																					| (504) all_0_51_51 = e2
% 62.53/27.55  																					|
% 62.53/27.55  																						| Equations (504) can reduce 1099 to:
% 62.53/27.55  																						| (266) $false
% 62.53/27.55  																						|
% 62.53/27.55  																						|-The branch is then unsatisfiable
% 62.53/27.55  																					|-Branch two:
% 62.53/27.55  																					| (1099)  ~ (all_0_51_51 = e2)
% 62.53/27.55  																					| (833) all_0_56_56 = e2
% 62.53/27.55  																					|
% 62.53/27.55  																						| Equations (833) can reduce 511 to:
% 62.53/27.55  																						| (266) $false
% 62.53/27.55  																						|
% 62.53/27.55  																						|-The branch is then unsatisfiable
% 62.53/27.55  																|-Branch two:
% 62.53/27.55  																| (302)  ~ (all_0_50_50 = e2)
% 62.53/27.55  																| (381) all_0_51_51 = e2 | all_0_52_52 = e2 | all_0_53_53 = e2
% 62.53/27.55  																|
% 62.53/27.55  																	+-Applying beta-rule and splitting (24424), into two cases.
% 62.53/27.55  																	|-Branch one:
% 62.53/27.55  																	| (1794) all_0_46_46 = e2
% 62.53/27.55  																	|
% 62.53/27.55  																		| Equations (1794) can reduce 300 to:
% 62.53/27.55  																		| (266) $false
% 62.53/27.55  																		|
% 62.53/27.55  																		|-The branch is then unsatisfiable
% 62.53/27.55  																	|-Branch two:
% 62.53/27.55  																	| (300)  ~ (all_0_46_46 = e2)
% 62.53/27.55  																	| (24428) all_0_50_50 = e2 | all_0_55_55 = e2
% 62.53/27.55  																	|
% 62.53/27.55  																		+-Applying beta-rule and splitting (24428), into two cases.
% 62.53/27.55  																		|-Branch one:
% 62.53/27.55  																		| (378) all_0_50_50 = e2
% 62.53/27.55  																		|
% 62.53/27.55  																			| Equations (378) can reduce 302 to:
% 62.53/27.55  																			| (266) $false
% 62.53/27.55  																			|
% 62.53/27.55  																			|-The branch is then unsatisfiable
% 62.53/27.55  																		|-Branch two:
% 62.53/27.55  																		| (302)  ~ (all_0_50_50 = e2)
% 62.53/27.55  																		| (386) all_0_55_55 = e2
% 62.53/27.55  																		|
% 62.53/27.55  																			| Equations (386) can reduce 191 to:
% 62.53/27.55  																			| (85)  ~ (all_0_41_41 = e2)
% 62.53/27.55  																			|
% 62.53/27.55  																			| Equations (386) can reduce 58 to:
% 62.53/27.55  																			| (300)  ~ (all_0_46_46 = e2)
% 62.53/27.55  																			|
% 62.53/27.55  																			| Equations (386) can reduce 153 to:
% 62.53/27.55  																			| (510)  ~ (all_0_56_56 = e2)
% 62.53/27.55  																			|
% 62.53/27.55  																			| Simplifying 510 yields:
% 62.53/27.55  																			| (511)  ~ (all_0_56_56 = e2)
% 62.53/27.55  																			|
% 62.53/27.55  																			| Equations (386) can reduce 3 to:
% 62.53/27.55  																			| (1186)  ~ (all_0_58_58 = e2)
% 62.53/27.55  																			|
% 62.53/27.55  																			| Simplifying 1186 yields:
% 62.53/27.55  																			| (908)  ~ (all_0_58_58 = e2)
% 62.53/27.55  																			|
% 62.53/27.55  																			| Equations (386) can reduce 803 to:
% 62.53/27.55  																			| (128)  ~ (e2 = e0)
% 62.53/27.55  																			|
% 62.53/27.55  																			| From (386) and (74) follows:
% 62.53/27.55  																			| (24443) op(e0, e3) = e2
% 62.53/27.55  																			|
% 62.53/27.55  																			+-Applying beta-rule and splitting (47), into two cases.
% 62.53/27.55  																			|-Branch one:
% 62.53/27.55  																			| (317) all_0_39_39 = e2
% 62.53/27.55  																			|
% 62.53/27.55  																				| Combining equations (317,480) yields a new equation:
% 62.53/27.55  																				| (391) e2 = e0
% 62.53/27.55  																				|
% 62.53/27.55  																				| Simplifying 391 yields:
% 62.53/27.55  																				| (330) e2 = e0
% 62.53/27.55  																				|
% 62.53/27.55  																				| Equations (330) can reduce 128 to:
% 62.53/27.55  																				| (266) $false
% 62.53/27.55  																				|
% 62.53/27.55  																				|-The branch is then unsatisfiable
% 62.53/27.55  																			|-Branch two:
% 62.53/27.55  																			| (294)  ~ (all_0_39_39 = e2)
% 62.53/27.55  																			| (385) all_0_47_47 = e2 | all_0_51_51 = e2 | all_0_56_56 = e2
% 62.53/27.55  																			|
% 62.53/27.55  																				+-Applying beta-rule and splitting (385), into two cases.
% 62.53/27.55  																				|-Branch one:
% 62.53/27.55  																				| (1105) all_0_47_47 = e2
% 62.53/27.55  																				|
% 62.53/27.55  																					| Equations (1105) can reduce 338 to:
% 62.53/27.55  																					| (266) $false
% 62.53/27.55  																					|
% 62.53/27.55  																					|-The branch is then unsatisfiable
% 62.53/27.55  																				|-Branch two:
% 62.53/27.55  																				| (338)  ~ (all_0_47_47 = e2)
% 62.53/27.55  																				| (1108) all_0_51_51 = e2 | all_0_56_56 = e2
% 62.53/27.55  																				|
% 62.53/27.55  																					+-Applying beta-rule and splitting (381), into two cases.
% 62.53/27.55  																					|-Branch one:
% 62.53/27.55  																					| (504) all_0_51_51 = e2
% 62.53/27.55  																					|
% 62.53/27.55  																						| Equations (504) can reduce 61 to:
% 62.53/27.55  																						| (51)  ~ (all_0_42_42 = e2)
% 62.53/27.55  																						|
% 62.53/27.55  																						| Equations (504) can reduce 224 to:
% 62.53/27.55  																						| (338)  ~ (all_0_47_47 = e2)
% 62.53/27.55  																						|
% 62.53/27.55  																						| Equations (504) can reduce 6 to:
% 62.53/27.55  																						| (508)  ~ (all_0_53_53 = e2)
% 62.53/27.55  																						|
% 62.53/27.55  																						| Simplifying 508 yields:
% 62.53/27.55  																						| (509)  ~ (all_0_53_53 = e2)
% 62.53/27.55  																						|
% 62.53/27.55  																						| Equations (504) can reduce 475 to:
% 62.53/27.55  																						| (327)  ~ (e4 = e2)
% 62.53/27.55  																						|
% 62.53/27.55  																						| Simplifying 327 yields:
% 62.53/27.55  																						| (48)  ~ (e4 = e2)
% 62.53/27.55  																						|
% 62.53/27.55  																						| From (504) and (186) follows:
% 62.53/27.55  																						| (515) op(e1, e2) = e2
% 62.53/27.55  																						|
% 62.53/27.55  																						+-Applying beta-rule and splitting (168), into two cases.
% 62.53/27.55  																						|-Branch one:
% 62.53/27.55  																						| (415) all_0_50_50 = e3
% 62.53/27.55  																						|
% 62.53/27.55  																							| Equations (415) can reduce 221 to:
% 62.53/27.55  																							| (1898)  ~ (all_0_41_41 = e3)
% 62.53/27.55  																							|
% 62.53/27.55  																							| Equations (415) can reduce 190 to:
% 62.53/27.55  																							| (1114)  ~ (all_0_53_53 = e3)
% 62.53/27.55  																							|
% 62.53/27.55  																							| Simplifying 1114 yields:
% 62.53/27.55  																							| (903)  ~ (all_0_53_53 = e3)
% 62.53/27.55  																							|
% 62.53/27.55  																							| From (415) and (242) follows:
% 62.53/27.55  																							| (1934) op(e1, e3) = e3
% 62.53/27.55  																							|
% 62.53/27.55  																							+-Applying beta-rule and splitting (196), into two cases.
% 62.53/27.55  																							|-Branch one:
% 62.53/27.55  																							| (607) all_0_53_53 = e2
% 62.53/27.55  																							|
% 62.53/27.55  																								| Equations (607) can reduce 509 to:
% 62.53/27.55  																								| (266) $false
% 62.53/27.55  																								|
% 62.53/27.55  																								|-The branch is then unsatisfiable
% 62.53/27.55  																							|-Branch two:
% 62.53/27.55  																							| (509)  ~ (all_0_53_53 = e2)
% 62.53/27.55  																							| (610) all_0_53_53 = e4 | all_0_53_53 = e3 | all_0_53_53 = e1
% 62.53/27.55  																							|
% 62.53/27.55  																								+-Applying beta-rule and splitting (27), into two cases.
% 62.53/27.55  																								|-Branch one:
% 62.53/27.55  																								| (437) all_0_41_41 = e4
% 62.53/27.55  																								|
% 62.53/27.55  																									| Equations (437) can reduce 440 to:
% 62.53/27.55  																									| (266) $false
% 62.53/27.55  																									|
% 62.53/27.55  																									|-The branch is then unsatisfiable
% 62.53/27.55  																								|-Branch two:
% 62.53/27.55  																								| (440)  ~ (all_0_41_41 = e4)
% 62.53/27.55  																								| (4049) all_0_41_41 = e3 | all_0_41_41 = e1 | all_0_41_41 = e0
% 62.53/27.55  																								|
% 62.53/27.55  																									+-Applying beta-rule and splitting (4049), into two cases.
% 62.53/27.55  																									|-Branch one:
% 62.53/27.55  																									| (794) all_0_41_41 = e0
% 62.53/27.55  																									|
% 62.53/27.55  																										| Equations (794) can reduce 149 to:
% 62.53/27.55  																										| (359)  ~ (all_0_44_44 = e0)
% 62.53/27.55  																										|
% 62.53/27.55  																										| Simplifying 359 yields:
% 62.53/27.55  																										| (360)  ~ (all_0_44_44 = e0)
% 62.53/27.55  																										|
% 62.53/27.55  																										| Equations (794) can reduce 43 to:
% 62.53/27.55  																										| (5567)  ~ (all_0_46_46 = e0)
% 62.53/27.55  																										|
% 62.53/27.55  																										| Simplifying 5567 yields:
% 62.53/27.55  																										| (831)  ~ (all_0_46_46 = e0)
% 62.53/27.55  																										|
% 62.53/27.55  																										| Equations (794) can reduce 440 to:
% 62.53/27.55  																										| (401)  ~ (e4 = e0)
% 62.53/27.55  																										|
% 62.53/27.55  																										| Simplifying 401 yields:
% 62.53/27.55  																										| (49)  ~ (e4 = e0)
% 62.53/27.55  																										|
% 62.53/27.55  																										| Equations (794) can reduce 1898 to:
% 62.53/27.55  																										| (541)  ~ (e3 = e0)
% 62.53/27.55  																										|
% 62.53/27.55  																										| Simplifying 541 yields:
% 62.53/27.55  																										| (80)  ~ (e3 = e0)
% 62.53/27.55  																										|
% 62.53/27.55  																										| Equations (794) can reduce 85 to:
% 62.53/27.55  																										| (365)  ~ (e2 = e0)
% 62.53/27.55  																										|
% 62.53/27.55  																										| Simplifying 365 yields:
% 62.53/27.55  																										| (128)  ~ (e2 = e0)
% 62.53/27.55  																										|
% 62.53/27.55  																										| Equations (794) can reduce 457 to:
% 62.53/27.55  																										| (435)  ~ (e1 = e0)
% 62.53/27.55  																										|
% 62.53/27.55  																										| Simplifying 435 yields:
% 62.53/27.55  																										| (233)  ~ (e1 = e0)
% 62.53/27.55  																										|
% 62.53/27.55  																										| From (794) and (219) follows:
% 62.53/27.55  																										| (5573) op(e3, e3) = e0
% 62.53/27.55  																										|
% 62.53/27.55  																										+-Applying beta-rule and splitting (184), into two cases.
% 62.53/27.55  																										|-Branch one:
% 62.53/27.55  																										| (538) all_0_46_46 = e0
% 62.53/27.55  																										|
% 62.53/27.55  																											| Equations (538) can reduce 831 to:
% 62.53/27.55  																											| (266) $false
% 62.53/27.55  																											|
% 62.53/27.55  																											|-The branch is then unsatisfiable
% 62.53/27.55  																										|-Branch two:
% 62.53/27.55  																										| (831)  ~ (all_0_46_46 = e0)
% 62.53/27.55  																										| (832) all_0_47_47 = e0 | all_0_48_48 = e0 | all_0_49_49 = e0
% 62.53/27.55  																										|
% 62.53/27.55  																											+-Applying beta-rule and splitting (160), into two cases.
% 62.53/27.55  																											|-Branch one:
% 62.53/27.55  																											| (601) all_0_50_50 = e1
% 62.53/27.55  																											|
% 62.53/27.55  																												| Combining equations (415,601) yields a new equation:
% 62.53/27.55  																												| (454) e3 = e1
% 62.53/27.55  																												|
% 62.53/27.55  																												| Simplifying 454 yields:
% 62.53/27.55  																												| (455) e3 = e1
% 62.53/27.55  																												|
% 62.53/27.55  																												| Equations (455) can reduce 213 to:
% 62.53/27.55  																												| (266) $false
% 62.53/27.55  																												|
% 62.53/27.55  																												|-The branch is then unsatisfiable
% 62.53/27.55  																											|-Branch two:
% 62.53/27.55  																											| (759)  ~ (all_0_50_50 = e1)
% 62.53/27.55  																											| (1168) all_0_51_51 = e1 | all_0_52_52 = e1 | all_0_53_53 = e1
% 62.53/27.55  																											|
% 62.53/27.55  																												+-Applying beta-rule and splitting (832), into two cases.
% 62.53/27.55  																												|-Branch one:
% 62.53/27.55  																												| (674) all_0_47_47 = e0
% 62.53/27.55  																												|
% 62.53/27.55  																													| Equations (674) can reduce 678 to:
% 62.53/27.55  																													| (266) $false
% 62.53/27.55  																													|
% 62.53/27.55  																													|-The branch is then unsatisfiable
% 62.53/27.55  																												|-Branch two:
% 62.53/27.55  																												| (678)  ~ (all_0_47_47 = e0)
% 62.53/27.55  																												| (1278) all_0_48_48 = e0 | all_0_49_49 = e0
% 62.53/27.55  																												|
% 62.53/27.55  																													+-Applying beta-rule and splitting (18), into two cases.
% 62.53/27.55  																													|-Branch one:
% 62.53/27.55  																													| (453) all_0_41_41 = e1
% 62.53/27.55  																													|
% 62.53/27.55  																														| Combining equations (453,794) yields a new equation:
% 62.53/27.55  																														| (546) e1 = e0
% 62.53/27.55  																														|
% 62.53/27.55  																														| Simplifying 546 yields:
% 62.53/27.55  																														| (431) e1 = e0
% 62.53/27.55  																														|
% 62.53/27.55  																														| Equations (431) can reduce 233 to:
% 62.53/27.55  																														| (266) $false
% 62.53/27.55  																														|
% 62.53/27.55  																														|-The branch is then unsatisfiable
% 62.53/27.55  																													|-Branch two:
% 62.53/27.55  																													| (457)  ~ (all_0_41_41 = e1)
% 62.53/27.55  																													| (595) all_0_46_46 = e1 | all_0_50_50 = e1 | all_0_55_55 = e1
% 62.53/27.55  																													|
% 62.53/27.55  																														+-Applying beta-rule and splitting (595), into two cases.
% 62.53/27.55  																														|-Branch one:
% 62.53/27.55  																														| (545) all_0_46_46 = e1
% 62.53/27.55  																														|
% 62.53/27.55  																															| Equations (545) can reduce 19 to:
% 62.53/27.55  																															| (461)  ~ (all_0_47_47 = e1)
% 62.53/27.55  																															|
% 62.53/27.55  																															| Simplifying 461 yields:
% 62.53/27.55  																															| (462)  ~ (all_0_47_47 = e1)
% 62.53/27.55  																															|
% 62.53/27.55  																															| From (545) and (120) follows:
% 62.53/27.55  																															| (2105) op(e2, e3) = e1
% 62.53/27.55  																															|
% 62.53/27.55  																															+-Applying beta-rule and splitting (610), into two cases.
% 62.53/27.55  																															|-Branch one:
% 62.53/27.55  																															| (1298) all_0_53_53 = e4
% 62.53/27.55  																															|
% 62.53/27.55  																																| Equations (1298) can reduce 1453 to:
% 62.53/27.55  																																| (266) $false
% 62.53/27.55  																																|
% 62.53/27.55  																																|-The branch is then unsatisfiable
% 62.53/27.55  																															|-Branch two:
% 62.53/27.55  																															| (1453)  ~ (all_0_53_53 = e4)
% 62.53/27.55  																															| (1694) all_0_53_53 = e3 | all_0_53_53 = e1
% 62.53/27.55  																															|
% 62.53/27.55  																																+-Applying beta-rule and splitting (1694), into two cases.
% 62.53/27.55  																																|-Branch one:
% 62.53/27.55  																																| (1208) all_0_53_53 = e1
% 62.53/27.55  																																|
% 62.53/27.55  																																	| Equations (1208) can reduce 65 to:
% 62.53/27.55  																																	| (1064)  ~ (all_0_49_49 = e1)
% 62.53/27.55  																																	|
% 62.53/27.55  																																	| Equations (1208) can reduce 10 to:
% 62.53/27.55  																																	| (879)  ~ (all_0_58_58 = e1)
% 62.53/27.55  																																	|
% 62.53/27.55  																																	| Simplifying 879 yields:
% 62.53/27.55  																																	| (880)  ~ (all_0_58_58 = e1)
% 62.53/27.55  																																	|
% 62.53/27.55  																																	| Equations (1208) can reduce 1453 to:
% 62.53/27.55  																																	| (602)  ~ (e4 = e1)
% 62.53/27.55  																																	|
% 62.53/27.55  																																	| Simplifying 602 yields:
% 62.53/27.55  																																	| (110)  ~ (e4 = e1)
% 62.53/27.55  																																	|
% 62.53/27.55  																																	| Equations (1208) can reduce 509 to:
% 62.53/27.55  																																	| (604)  ~ (e2 = e1)
% 62.53/27.55  																																	|
% 62.53/27.55  																																	| Simplifying 604 yields:
% 62.53/27.55  																																	| (122)  ~ (e2 = e1)
% 62.53/27.55  																																	|
% 62.53/27.55  																																	| Equations (1208) can reduce 247 to:
% 62.53/27.55  																																	| (233)  ~ (e1 = e0)
% 62.53/27.55  																																	|
% 62.53/27.55  																																	+-Applying beta-rule and splitting (216), into two cases.
% 62.53/27.55  																																	|-Branch one:
% 62.53/27.55  																																	| (629) all_0_55_55 = e1
% 62.53/27.55  																																	|
% 62.53/27.55  																																		| Combining equations (386,629) yields a new equation:
% 62.53/27.55  																																		| (616) e2 = e1
% 62.53/27.55  																																		|
% 62.53/27.55  																																		| Simplifying 616 yields:
% 62.53/27.55  																																		| (617) e2 = e1
% 62.53/27.55  																																		|
% 62.53/27.55  																																		| Equations (617) can reduce 122 to:
% 62.53/27.55  																																		| (266) $false
% 62.53/27.55  																																		|
% 62.53/27.55  																																		|-The branch is then unsatisfiable
% 62.53/27.55  																																	|-Branch two:
% 62.53/27.55  																																	| (632)  ~ (all_0_55_55 = e1)
% 62.53/27.55  																																	| (633) all_0_56_56 = e1 | all_0_57_57 = e1 | all_0_58_58 = e1
% 62.53/27.55  																																	|
% 62.53/27.55  																																		| Equations (386) can reduce 632 to:
% 62.53/27.55  																																		| (122)  ~ (e2 = e1)
% 62.53/27.55  																																		|
% 62.53/27.55  																																		+-Applying beta-rule and splitting (131), into two cases.
% 62.53/27.55  																																		|-Branch one:
% 62.53/27.55  																																		| (459) all_0_42_42 = e1
% 62.53/27.55  																																		|
% 62.53/27.55  																																			| Equations (459) can reduce 1380 to:
% 62.53/27.55  																																			| (266) $false
% 62.53/27.55  																																			|
% 62.53/27.55  																																			|-The branch is then unsatisfiable
% 62.53/27.55  																																		|-Branch two:
% 62.53/27.55  																																		| (1380)  ~ (all_0_42_42 = e1)
% 62.53/27.55  																																		| (3259) all_0_47_47 = e1 | all_0_51_51 = e1 | all_0_56_56 = e1
% 62.53/27.55  																																		|
% 62.53/27.55  																																			+-Applying beta-rule and splitting (105), into two cases.
% 62.53/27.55  																																			|-Branch one:
% 62.53/27.55  																																			| (1105) all_0_47_47 = e2
% 62.53/27.55  																																			|
% 62.53/27.55  																																				| Equations (1105) can reduce 338 to:
% 62.53/27.55  																																				| (266) $false
% 62.53/27.55  																																				|
% 62.53/27.55  																																				|-The branch is then unsatisfiable
% 62.53/27.55  																																			|-Branch two:
% 62.53/27.55  																																			| (338)  ~ (all_0_47_47 = e2)
% 62.53/27.55  																																			| (1789) all_0_47_47 = e4 | all_0_47_47 = e3 | all_0_47_47 = e1 | all_0_47_47 = e0
% 62.53/27.55  																																			|
% 62.53/27.55  																																				+-Applying beta-rule and splitting (1789), into two cases.
% 62.53/27.55  																																				|-Branch one:
% 62.53/27.55  																																				| (1790) all_0_47_47 = e4
% 62.53/27.55  																																				|
% 62.53/27.55  																																					| Equations (1790) can reduce 198 to:
% 62.53/27.55  																																					| (1890)  ~ (all_0_42_42 = e4)
% 62.53/27.55  																																					|
% 62.53/27.55  																																					| Equations (1790) can reduce 1091 to:
% 62.53/27.55  																																					| (188)  ~ (e4 = e3)
% 62.53/27.55  																																					|
% 62.53/27.55  																																					| Equations (1790) can reduce 462 to:
% 62.53/27.55  																																					| (110)  ~ (e4 = e1)
% 62.53/27.55  																																					|
% 62.53/27.55  																																					| Equations (1790) can reduce 678 to:
% 62.53/27.55  																																					| (49)  ~ (e4 = e0)
% 62.53/27.55  																																					|
% 62.53/27.55  																																					+-Applying beta-rule and splitting (64), into two cases.
% 62.53/27.55  																																					|-Branch one:
% 62.53/27.55  																																					| (437) all_0_41_41 = e4
% 62.53/27.55  																																					|
% 62.53/27.55  																																						| Combining equations (437,794) yields a new equation:
% 62.53/27.55  																																						| (481) e4 = e0
% 62.53/27.55  																																						|
% 62.53/27.55  																																						| Simplifying 481 yields:
% 62.53/27.55  																																						| (397) e4 = e0
% 62.53/27.55  																																						|
% 62.53/27.55  																																						| Equations (397) can reduce 49 to:
% 62.53/27.55  																																						| (266) $false
% 62.53/27.55  																																						|
% 62.53/27.55  																																						|-The branch is then unsatisfiable
% 62.53/27.55  																																					|-Branch two:
% 62.53/27.55  																																					| (440)  ~ (all_0_41_41 = e4)
% 62.53/27.55  																																					| (441) all_0_42_42 = e4 | all_0_43_43 = e4 | all_0_44_44 = e4
% 62.53/27.55  																																					|
% 62.53/27.55  																																						+-Applying beta-rule and splitting (441), into two cases.
% 62.53/27.55  																																						|-Branch one:
% 62.53/27.55  																																						| (1392) all_0_42_42 = e4
% 62.53/27.55  																																						|
% 62.53/27.55  																																							| Equations (1392) can reduce 1890 to:
% 62.53/27.55  																																							| (266) $false
% 62.53/27.55  																																							|
% 62.53/27.55  																																							|-The branch is then unsatisfiable
% 62.53/27.55  																																						|-Branch two:
% 62.53/27.55  																																						| (1890)  ~ (all_0_42_42 = e4)
% 62.53/27.55  																																						| (1891) all_0_43_43 = e4 | all_0_44_44 = e4
% 62.53/27.55  																																						|
% 62.53/27.55  																																							+-Applying beta-rule and splitting (1891), into two cases.
% 62.53/27.55  																																							|-Branch one:
% 62.53/27.55  																																							| (396) all_0_43_43 = e4
% 62.53/27.55  																																							|
% 62.53/27.55  																																								| Combining equations (430,396) yields a new equation:
% 62.53/27.55  																																								| (630) e4 = e1
% 62.53/27.55  																																								|
% 62.53/27.55  																																								| Equations (630) can reduce 110 to:
% 62.53/27.55  																																								| (266) $false
% 62.53/27.55  																																								|
% 62.53/27.55  																																								|-The branch is then unsatisfiable
% 62.53/27.55  																																							|-Branch two:
% 62.53/27.55  																																							| (399)  ~ (all_0_43_43 = e4)
% 62.53/27.55  																																							| (446) all_0_44_44 = e4
% 62.53/27.55  																																							|
% 62.53/27.55  																																								| Equations (446) can reduce 73 to:
% 62.53/27.55  																																								| (1890)  ~ (all_0_42_42 = e4)
% 62.53/27.55  																																								|
% 62.53/27.55  																																								| From (446) and (138) follows:
% 62.53/27.55  																																								| (4646) op(e3, e0) = e4
% 62.53/27.55  																																								|
% 62.53/27.55  																																								+-Applying beta-rule and splitting (113), into two cases.
% 62.53/27.55  																																								|-Branch one:
% 62.53/27.55  																																								| (403) all_0_41_41 = e3
% 62.53/27.55  																																								|
% 62.53/27.55  																																									| Combining equations (403,794) yields a new equation:
% 62.53/27.55  																																									| (675) e3 = e0
% 62.53/27.55  																																									|
% 62.53/27.55  																																									| Simplifying 675 yields:
% 62.53/27.55  																																									| (676) e3 = e0
% 62.53/27.55  																																									|
% 62.53/27.55  																																									| Equations (676) can reduce 80 to:
% 62.53/27.55  																																									| (266) $false
% 62.53/27.55  																																									|
% 62.53/27.55  																																									|-The branch is then unsatisfiable
% 62.53/27.55  																																								|-Branch two:
% 62.53/27.55  																																								| (1898)  ~ (all_0_41_41 = e3)
% 62.53/27.55  																																								| (1899) all_0_42_42 = e3 | all_0_44_44 = e3
% 62.53/27.55  																																								|
% 62.53/27.55  																																									+-Applying beta-rule and splitting (152), into two cases.
% 62.53/27.55  																																									|-Branch one:
% 62.53/27.55  																																									| (1392) all_0_42_42 = e4
% 62.53/27.55  																																									|
% 62.53/27.55  																																										| Equations (1392) can reduce 1890 to:
% 62.53/27.55  																																										| (266) $false
% 62.53/27.55  																																										|
% 62.53/27.55  																																										|-The branch is then unsatisfiable
% 62.53/27.55  																																									|-Branch two:
% 62.53/27.55  																																									| (1890)  ~ (all_0_42_42 = e4)
% 62.53/27.55  																																									| (1969) all_0_42_42 = e3 | all_0_42_42 = e1 | all_0_42_42 = e0
% 62.53/27.55  																																									|
% 62.53/27.55  																																										+-Applying beta-rule and splitting (633), into two cases.
% 62.53/27.55  																																										|-Branch one:
% 62.53/27.55  																																										| (1569) all_0_56_56 = e1
% 62.53/27.55  																																										|
% 62.53/27.55  																																											| Equations (1569) can reduce 236 to:
% 62.53/27.55  																																											| (1380)  ~ (all_0_42_42 = e1)
% 62.53/27.55  																																											|
% 62.53/27.55  																																											| From (1569) and (111) follows:
% 62.53/27.56  																																											| (3175) op(e0, e2) = e1
% 62.53/27.56  																																											|
% 62.53/27.56  																																											+-Applying beta-rule and splitting (180), into two cases.
% 62.53/27.56  																																											|-Branch one:
% 62.53/27.56  																																											| (516) all_0_42_42 = e3
% 62.53/27.56  																																											|
% 62.53/27.56  																																												| Equations (516) can reduce 1890 to:
% 62.53/27.56  																																												| (277)  ~ (e4 = e3)
% 62.53/27.56  																																												|
% 62.53/27.56  																																												| Simplifying 277 yields:
% 62.53/27.56  																																												| (188)  ~ (e4 = e3)
% 62.53/27.56  																																												|
% 62.53/27.56  																																												| Equations (516) can reduce 51 to:
% 62.53/27.56  																																												| (212)  ~ (e3 = e2)
% 62.53/27.56  																																												|
% 62.53/27.56  																																												| Equations (516) can reduce 1380 to:
% 62.53/27.56  																																												| (213)  ~ (e3 = e1)
% 62.53/27.56  																																												|
% 62.53/27.56  																																												| From (516) and (210) follows:
% 62.53/27.56  																																												| (4285) op(e3, e2) = e3
% 62.53/27.56  																																												|
% 62.53/27.56  																																												+-Applying beta-rule and splitting (22), into two cases.
% 62.53/27.56  																																												|-Branch one:
% 62.53/27.56  																																												| (268) all_0_54_54 = e3
% 62.53/27.56  																																												|
% 62.53/27.56  																																													| Combining equations (268,265) yields a new equation:
% 62.53/27.56  																																													| (425) e4 = e3
% 62.53/27.56  																																													|
% 62.53/27.56  																																													| Equations (425) can reduce 188 to:
% 62.53/27.56  																																													| (266) $false
% 62.53/27.56  																																													|
% 62.53/27.56  																																													|-The branch is then unsatisfiable
% 62.53/27.56  																																												|-Branch two:
% 62.53/27.56  																																												| (60427)  ~ (all_0_54_54 = e3)
% 62.53/27.56  																																												| (62553) all_0_55_55 = e3 | all_0_56_56 = e3 | all_0_58_58 = e3
% 62.53/27.56  																																												|
% 62.53/27.56  																																													+-Applying beta-rule and splitting (75), into two cases.
% 62.53/27.56  																																													|-Branch one:
% 62.53/27.56  																																													| (485) all_0_40_40 = e0
% 62.53/27.56  																																													|
% 62.53/27.56  																																														| Combining equations (313,485) yields a new equation:
% 62.53/27.56  																																														| (391) e2 = e0
% 62.53/27.56  																																														|
% 62.53/27.56  																																														| Simplifying 391 yields:
% 62.53/27.56  																																														| (330) e2 = e0
% 62.53/27.56  																																														|
% 62.53/27.56  																																														| Equations (330) can reduce 128 to:
% 62.53/27.56  																																														| (266) $false
% 62.53/27.56  																																														|
% 62.53/27.56  																																														|-The branch is then unsatisfiable
% 62.53/27.56  																																													|-Branch two:
% 62.53/27.56  																																													| (1401)  ~ (all_0_40_40 = e0)
% 62.53/27.56  																																													| (1748) all_0_44_44 = e0 | all_0_49_49 = e0 | all_0_58_58 = e0
% 62.53/27.56  																																													|
% 62.57/27.56  																																														| Equations (313) can reduce 1401 to:
% 62.57/27.56  																																														| (128)  ~ (e2 = e0)
% 62.57/27.56  																																														|
% 62.57/27.56  																																														+-Applying beta-rule and splitting (1278), into two cases.
% 62.57/27.56  																																														|-Branch one:
% 62.57/27.56  																																														| (1279) all_0_48_48 = e0
% 62.57/27.56  																																														|
% 62.57/27.56  																																															| Combining equations (335,1279) yields a new equation:
% 62.57/27.56  																																															| (391) e2 = e0
% 62.57/27.56  																																															|
% 62.57/27.56  																																															| Simplifying 391 yields:
% 62.57/27.56  																																															| (330) e2 = e0
% 62.57/27.56  																																															|
% 62.57/27.56  																																															| Equations (330) can reduce 128 to:
% 62.57/27.56  																																															| (266) $false
% 62.57/27.56  																																															|
% 62.57/27.56  																																															|-The branch is then unsatisfiable
% 62.57/27.56  																																														|-Branch two:
% 62.57/27.56  																																														| (1283)  ~ (all_0_48_48 = e0)
% 62.57/27.56  																																														| (978) all_0_49_49 = e0
% 62.57/27.56  																																														|
% 62.57/27.56  																																															| Equations (978) can reduce 1064 to:
% 62.57/27.56  																																															| (435)  ~ (e1 = e0)
% 62.57/27.56  																																															|
% 62.57/27.56  																																															| Simplifying 435 yields:
% 62.57/27.56  																																															| (233)  ~ (e1 = e0)
% 62.57/27.56  																																															|
% 62.57/27.56  																																															+-Applying beta-rule and splitting (62553), into two cases.
% 62.57/27.56  																																															|-Branch one:
% 62.57/27.56  																																															| (2336) all_0_55_55 = e3
% 62.57/27.56  																																															|
% 62.57/27.56  																																																| Combining equations (386,2336) yields a new equation:
% 62.57/27.56  																																																| (662) e3 = e2
% 62.57/27.56  																																																|
% 62.57/27.56  																																																| Equations (662) can reduce 212 to:
% 62.57/27.56  																																																| (266) $false
% 62.57/27.56  																																																|
% 62.57/27.56  																																																|-The branch is then unsatisfiable
% 62.57/27.56  																																															|-Branch two:
% 62.57/27.56  																																															| (270)  ~ (all_0_55_55 = e3)
% 62.57/27.56  																																															| (62557) all_0_56_56 = e3 | all_0_58_58 = e3
% 62.57/27.56  																																															|
% 62.57/27.56  																																																+-Applying beta-rule and splitting (62557), into two cases.
% 62.57/27.56  																																																|-Branch one:
% 62.57/27.56  																																																| (1097) all_0_56_56 = e3
% 62.57/27.56  																																																|
% 62.57/27.56  																																																	| Combining equations (1569,1097) yields a new equation:
% 62.57/27.56  																																																	| (455) e3 = e1
% 62.57/27.56  																																																	|
% 62.57/27.56  																																																	| Equations (455) can reduce 213 to:
% 62.57/27.56  																																																	| (266) $false
% 62.57/27.56  																																																	|
% 62.57/27.56  																																																	|-The branch is then unsatisfiable
% 62.57/27.56  																																																|-Branch two:
% 62.57/27.56  																																																| (272)  ~ (all_0_56_56 = e3)
% 62.57/27.56  																																																| (795) all_0_58_58 = e3
% 62.57/27.56  																																																|
% 62.57/27.56  																																																	| From (795) and (245) follows:
% 62.57/27.56  																																																	| (60701) op(e0, e0) = e3
% 62.57/27.56  																																																	|
% 62.57/27.56  																																																	+-Applying beta-rule and splitting (56), into two cases.
% 62.57/27.56  																																																	|-Branch one:
% 62.57/27.56  																																																	| (696) unit = e2
% 62.57/27.56  																																																	|
% 62.57/27.56  																																																		| From (696) and (244) follows:
% 62.57/27.56  																																																		| (264) op(e2, e4) = e4
% 62.57/27.56  																																																		|
% 62.57/27.56  																																																		| From (696) and (24) follows:
% 62.57/27.56  																																																		| (697) op(e2, e3) = e3
% 62.57/27.56  																																																		|
% 62.57/27.56  																																																		| From (696) and (227) follows:
% 62.57/27.56  																																																		| (4284) op(e4, e2) = e4
% 62.57/27.56  																																																		|
% 62.57/27.56  																																																		| Instantiating formula (29) with e4, e2, e4, e0 and discharging atoms op(e4, e2) = e4, op(e4, e2) = e0, yields:
% 62.57/27.56  																																																		| (397) e4 = e0
% 62.57/27.56  																																																		|
% 62.57/27.56  																																																		| Instantiating formula (29) with e2, e4, e4, e3 and discharging atoms op(e2, e4) = e4, op(e2, e4) = e3, yields:
% 62.57/27.56  																																																		| (425) e4 = e3
% 62.57/27.56  																																																		|
% 62.57/27.56  																																																		| Instantiating formula (29) with e2, e3, e3, e1 and discharging atoms op(e2, e3) = e3, op(e2, e3) = e1, yields:
% 62.57/27.56  																																																		| (455) e3 = e1
% 62.57/27.56  																																																		|
% 62.57/27.56  																																																		| Combining equations (397,425) yields a new equation:
% 62.57/27.56  																																																		| (676) e3 = e0
% 62.57/27.56  																																																		|
% 62.57/27.57  																																																		| Combining equations (676,455) yields a new equation:
% 62.57/27.57  																																																		| (431) e1 = e0
% 62.57/27.57  																																																		|
% 62.57/27.57  																																																		| Equations (431) can reduce 233 to:
% 62.57/27.57  																																																		| (266) $false
% 62.57/27.57  																																																		|
% 62.57/27.57  																																																		|-The branch is then unsatisfiable
% 62.57/27.57  																																																	|-Branch two:
% 62.57/27.57  																																																	| (707)  ~ (unit = e2)
% 62.57/27.57  																																																	| (708) unit = e4 | unit = e3 | unit = e1 | unit = e0
% 62.57/27.57  																																																	|
% 62.57/27.57  																																																		+-Applying beta-rule and splitting (708), into two cases.
% 62.57/27.57  																																																		|-Branch one:
% 62.57/27.57  																																																		| (709) unit = e4
% 62.57/27.57  																																																		|
% 62.57/27.57  																																																			| From (709) and (24) follows:
% 62.57/27.57  																																																			| (33325) op(e4, e3) = e3
% 62.57/27.57  																																																			|
% 62.57/27.57  																																																			| From (709) and (211) follows:
% 62.57/27.57  																																																			| (22527) op(e4, e1) = e1
% 62.57/27.57  																																																			|
% 62.57/27.57  																																																			| From (709) and (32) follows:
% 62.57/27.57  																																																			| (712) op(e2, e4) = e2
% 62.57/27.57  																																																			|
% 62.57/27.57  																																																			| From (709) and (42) follows:
% 62.57/27.57  																																																			| (713) op(e0, e4) = e0
% 62.57/27.57  																																																			|
% 62.57/27.57  																																																			| Instantiating formula (29) with e4, e3, e3, e4 and discharging atoms op(e4, e3) = e4, op(e4, e3) = e3, yields:
% 62.57/27.57  																																																			| (425) e4 = e3
% 62.57/27.57  																																																			|
% 62.57/27.57  																																																			| Instantiating formula (29) with e4, e1, e1, e3 and discharging atoms op(e4, e1) = e3, op(e4, e1) = e1, yields:
% 62.57/27.57  																																																			| (455) e3 = e1
% 62.57/27.57  																																																			|
% 62.57/27.57  																																																			| Instantiating formula (29) with e2, e4, e2, e3 and discharging atoms op(e2, e4) = e3, op(e2, e4) = e2, yields:
% 62.57/27.57  																																																			| (662) e3 = e2
% 62.57/27.57  																																																			|
% 62.57/27.57  																																																			| Instantiating formula (29) with e0, e4, e0, e4 and discharging atoms op(e0, e4) = e4, op(e0, e4) = e0, yields:
% 62.57/27.57  																																																			| (397) e4 = e0
% 62.57/27.57  																																																			|
% 62.57/27.57  																																																			| Combining equations (425,397) yields a new equation:
% 62.57/27.57  																																																			| (675) e3 = e0
% 62.57/27.57  																																																			|
% 62.57/27.57  																																																			| Simplifying 675 yields:
% 62.57/27.57  																																																			| (676) e3 = e0
% 62.57/27.57  																																																			|
% 62.57/27.57  																																																			| Combining equations (455,662) yields a new equation:
% 62.57/27.57  																																																			| (617) e2 = e1
% 62.57/27.57  																																																			|
% 62.57/27.57  																																																			| Combining equations (676,662) yields a new equation:
% 62.57/27.57  																																																			| (330) e2 = e0
% 62.57/27.57  																																																			|
% 62.57/27.57  																																																			| Combining equations (617,330) yields a new equation:
% 62.57/27.57  																																																			| (546) e1 = e0
% 62.57/27.57  																																																			|
% 62.57/27.57  																																																			| Simplifying 546 yields:
% 62.57/27.57  																																																			| (431) e1 = e0
% 62.57/27.57  																																																			|
% 62.57/27.57  																																																			| Equations (431) can reduce 233 to:
% 62.57/27.57  																																																			| (266) $false
% 62.57/27.57  																																																			|
% 62.57/27.57  																																																			|-The branch is then unsatisfiable
% 62.57/27.57  																																																		|-Branch two:
% 62.57/27.57  																																																		| (724)  ~ (unit = e4)
% 62.57/27.57  																																																		| (725) unit = e3 | unit = e1 | unit = e0
% 62.57/27.57  																																																		|
% 62.57/27.57  																																																			+-Applying beta-rule and splitting (725), into two cases.
% 62.57/27.57  																																																			|-Branch one:
% 62.57/27.57  																																																			| (726) unit = e0
% 62.57/27.57  																																																			|
% 62.57/27.57  																																																				| From (726) and (15) follows:
% 62.57/27.57  																																																				| (1508) op(e0, e2) = e2
% 62.57/27.57  																																																				|
% 62.57/27.57  																																																				| From (726) and (227) follows:
% 62.57/27.57  																																																				| (3205) op(e4, e0) = e4
% 62.57/27.57  																																																				|
% 62.57/27.57  																																																				| From (726) and (40) follows:
% 62.57/27.57  																																																				| (1639) op(e3, e0) = e3
% 62.57/27.57  																																																				|
% 62.57/27.57  																																																				| From (726) and (42) follows:
% 62.57/27.57  																																																				| (728) op(e0, e0) = e0
% 62.57/27.57  																																																				|
% 62.57/27.57  																																																				| Instantiating formula (29) with e4, e0, e4, e2 and discharging atoms op(e4, e0) = e4, op(e4, e0) = e2, yields:
% 62.57/27.57  																																																				| (323) e4 = e2
% 62.57/27.57  																																																				|
% 62.57/27.57  																																																				| Instantiating formula (29) with e3, e0, e3, e4 and discharging atoms op(e3, e0) = e4, op(e3, e0) = e3, yields:
% 62.57/27.57  																																																				| (425) e4 = e3
% 62.57/27.57  																																																				|
% 62.57/27.57  																																																				| Instantiating formula (29) with e0, e2, e2, e1 and discharging atoms op(e0, e2) = e2, op(e0, e2) = e1, yields:
% 62.57/27.57  																																																				| (617) e2 = e1
% 62.57/27.57  																																																				|
% 62.57/27.57  																																																				| Instantiating formula (29) with e0, e0, e0, e3 and discharging atoms op(e0, e0) = e3, op(e0, e0) = e0, yields:
% 62.57/27.57  																																																				| (676) e3 = e0
% 62.57/27.57  																																																				|
% 62.57/27.57  																																																				| Combining equations (323,425) yields a new equation:
% 62.57/27.57  																																																				| (662) e3 = e2
% 62.57/27.57  																																																				|
% 62.57/27.57  																																																				| Combining equations (676,662) yields a new equation:
% 62.57/27.57  																																																				| (330) e2 = e0
% 62.57/27.57  																																																				|
% 62.57/27.57  																																																				| Combining equations (617,330) yields a new equation:
% 62.57/27.57  																																																				| (546) e1 = e0
% 62.57/27.57  																																																				|
% 62.57/27.57  																																																				| Simplifying 546 yields:
% 62.57/27.57  																																																				| (431) e1 = e0
% 62.57/27.57  																																																				|
% 62.57/27.57  																																																				| Equations (431) can reduce 233 to:
% 62.57/27.57  																																																				| (266) $false
% 62.57/27.57  																																																				|
% 62.57/27.57  																																																				|-The branch is then unsatisfiable
% 62.57/27.57  																																																			|-Branch two:
% 62.57/27.57  																																																			| (734)  ~ (unit = e0)
% 62.57/27.57  																																																			| (735) unit = e3 | unit = e1
% 62.57/27.57  																																																			|
% 62.57/27.57  																																																				+-Applying beta-rule and splitting (735), into two cases.
% 62.57/27.57  																																																				|-Branch one:
% 62.57/27.57  																																																				| (736) unit = e1
% 62.57/27.57  																																																				|
% 62.57/27.57  																																																					| Equations (736) can reduce 734 to:
% 62.57/27.57  																																																					| (233)  ~ (e1 = e0)
% 62.57/27.57  																																																					|
% 62.57/27.57  																																																					| From (736) and (244) follows:
% 62.57/27.57  																																																					| (738) op(e1, e4) = e4
% 62.57/27.57  																																																					|
% 62.57/27.57  																																																					| From (736) and (28) follows:
% 62.57/27.57  																																																					| (740) op(e1, e1) = e1
% 62.57/27.57  																																																					|
% 62.57/27.57  																																																					| Instantiating formula (29) with e1, e4, e4, e0 and discharging atoms op(e1, e4) = e4, op(e1, e4) = e0, yields:
% 62.57/27.57  																																																					| (397) e4 = e0
% 62.57/27.57  																																																					|
% 62.57/27.57  																																																					| Instantiating formula (29) with e1, e1, e1, e4 and discharging atoms op(e1, e1) = e4, op(e1, e1) = e1, yields:
% 62.57/27.57  																																																					| (630) e4 = e1
% 62.57/27.57  																																																					|
% 62.57/27.57  																																																					| Combining equations (397,630) yields a new equation:
% 62.57/27.57  																																																					| (431) e1 = e0
% 62.57/27.57  																																																					|
% 62.57/27.57  																																																					| Equations (431) can reduce 233 to:
% 62.57/27.57  																																																					| (266) $false
% 62.57/27.57  																																																					|
% 62.57/27.57  																																																					|-The branch is then unsatisfiable
% 62.57/27.57  																																																				|-Branch two:
% 62.57/27.57  																																																				| (748)  ~ (unit = e1)
% 62.57/27.57  																																																				| (749) unit = e3
% 62.57/27.57  																																																				|
% 62.57/27.57  																																																					| From (749) and (15) follows:
% 62.57/27.57  																																																					| (751) op(e3, e2) = e2
% 62.57/27.57  																																																					|
% 62.57/27.57  																																																					| From (749) and (40) follows:
% 62.57/27.57  																																																					| (3715) op(e3, e3) = e3
% 62.57/27.57  																																																					|
% 62.57/27.57  																																																					| From (749) and (28) follows:
% 62.57/27.57  																																																					| (2235) op(e1, e3) = e1
% 62.57/27.57  																																																					|
% 62.57/27.57  																																																					| Instantiating formula (29) with e3, e3, e3, e0 and discharging atoms op(e3, e3) = e3, op(e3, e3) = e0, yields:
% 62.57/27.57  																																																					| (676) e3 = e0
% 62.57/27.57  																																																					|
% 62.57/27.57  																																																					| Instantiating formula (29) with e3, e2, e2, e3 and discharging atoms op(e3, e2) = e3, op(e3, e2) = e2, yields:
% 62.57/27.57  																																																					| (662) e3 = e2
% 62.57/27.57  																																																					|
% 62.57/27.57  																																																					| Instantiating formula (29) with e1, e3, e1, e3 and discharging atoms op(e1, e3) = e3, op(e1, e3) = e1, yields:
% 62.57/27.57  																																																					| (455) e3 = e1
% 62.57/27.57  																																																					|
% 62.57/27.57  																																																					| Combining equations (676,662) yields a new equation:
% 62.57/27.57  																																																					| (330) e2 = e0
% 62.57/27.57  																																																					|
% 62.57/27.57  																																																					| Combining equations (455,662) yields a new equation:
% 62.57/27.57  																																																					| (617) e2 = e1
% 62.57/27.57  																																																					|
% 62.57/27.57  																																																					| Combining equations (617,330) yields a new equation:
% 62.57/27.57  																																																					| (546) e1 = e0
% 62.57/27.57  																																																					|
% 62.57/27.57  																																																					| Simplifying 546 yields:
% 62.57/27.57  																																																					| (431) e1 = e0
% 62.57/27.57  																																																					|
% 62.57/27.57  																																																					| Equations (431) can reduce 233 to:
% 62.57/27.57  																																																					| (266) $false
% 62.57/27.57  																																																					|
% 62.57/27.57  																																																					|-The branch is then unsatisfiable
% 62.57/27.57  																																											|-Branch two:
% 62.57/27.57  																																											| (405)  ~ (all_0_42_42 = e3)
% 62.57/27.57  																																											| (521) all_0_47_47 = e3 | all_0_51_51 = e3 | all_0_56_56 = e3
% 62.57/27.57  																																											|
% 62.57/27.57  																																												+-Applying beta-rule and splitting (22), into two cases.
% 62.57/27.57  																																												|-Branch one:
% 62.57/27.57  																																												| (268) all_0_54_54 = e3
% 62.57/27.57  																																												|
% 62.57/27.57  																																													| Combining equations (268,265) yields a new equation:
% 62.57/27.57  																																													| (425) e4 = e3
% 62.57/27.57  																																													|
% 62.57/27.57  																																													| Equations (425) can reduce 188 to:
% 62.57/27.57  																																													| (266) $false
% 62.57/27.57  																																													|
% 62.57/27.57  																																													|-The branch is then unsatisfiable
% 62.57/27.57  																																												|-Branch two:
% 62.57/27.57  																																												| (60427)  ~ (all_0_54_54 = e3)
% 62.57/27.57  																																												| (62553) all_0_55_55 = e3 | all_0_56_56 = e3 | all_0_58_58 = e3
% 62.57/27.57  																																												|
% 62.57/27.58  																																													| Equations (265) can reduce 60427 to:
% 62.57/27.58  																																													| (188)  ~ (e4 = e3)
% 62.57/27.58  																																													|
% 62.57/27.58  																																													+-Applying beta-rule and splitting (1899), into two cases.
% 62.57/27.58  																																													|-Branch one:
% 62.57/27.58  																																													| (516) all_0_42_42 = e3
% 62.57/27.58  																																													|
% 62.57/27.58  																																														| Equations (516) can reduce 405 to:
% 62.57/27.58  																																														| (266) $false
% 62.57/27.58  																																														|
% 62.57/27.58  																																														|-The branch is then unsatisfiable
% 62.57/27.58  																																													|-Branch two:
% 62.57/27.58  																																													| (405)  ~ (all_0_42_42 = e3)
% 62.57/27.58  																																													| (532) all_0_44_44 = e3
% 62.57/27.58  																																													|
% 62.57/27.58  																																														| Combining equations (446,532) yields a new equation:
% 62.57/27.58  																																														| (424) e4 = e3
% 62.57/27.58  																																														|
% 62.57/27.58  																																														| Simplifying 424 yields:
% 62.57/27.58  																																														| (425) e4 = e3
% 62.57/27.58  																																														|
% 62.57/27.58  																																														| Equations (425) can reduce 188 to:
% 62.57/27.58  																																														| (266) $false
% 62.57/27.58  																																														|
% 62.57/27.58  																																														|-The branch is then unsatisfiable
% 62.57/27.58  																																										|-Branch two:
% 62.57/27.58  																																										| (466)  ~ (all_0_56_56 = e1)
% 62.57/27.58  																																										| (1574) all_0_57_57 = e1 | all_0_58_58 = e1
% 62.57/27.58  																																										|
% 62.57/27.58  																																											+-Applying beta-rule and splitting (1574), into two cases.
% 62.57/27.58  																																											|-Branch one:
% 62.57/27.58  																																											| (647) all_0_57_57 = e1
% 62.57/27.58  																																											|
% 62.57/27.58  																																												| Combining equations (647,875) yields a new equation:
% 62.57/27.58  																																												| (546) e1 = e0
% 62.57/27.58  																																												|
% 62.57/27.58  																																												| Simplifying 546 yields:
% 62.57/27.58  																																												| (431) e1 = e0
% 62.57/27.58  																																												|
% 62.57/27.58  																																												| Equations (431) can reduce 233 to:
% 62.57/27.58  																																												| (266) $false
% 62.57/27.58  																																												|
% 62.57/27.58  																																												|-The branch is then unsatisfiable
% 62.57/27.58  																																											|-Branch two:
% 62.57/27.58  																																											| (1670)  ~ (all_0_57_57 = e1)
% 62.57/27.58  																																											| (918) all_0_58_58 = e1
% 62.57/27.58  																																											|
% 62.57/27.58  																																												| Equations (918) can reduce 880 to:
% 62.57/27.58  																																												| (266) $false
% 62.57/27.58  																																												|
% 62.57/27.58  																																												|-The branch is then unsatisfiable
% 62.57/27.58  																																				|-Branch two:
% 62.57/27.58  																																				| (252)  ~ (all_0_47_47 = e4)
% 62.57/27.58  																																				| (1793) all_0_47_47 = e3 | all_0_47_47 = e1 | all_0_47_47 = e0
% 62.57/27.58  																																				|
% 62.57/27.58  																																					+-Applying beta-rule and splitting (3259), into two cases.
% 62.57/27.58  																																					|-Branch one:
% 62.57/27.58  																																					| (654) all_0_47_47 = e1
% 62.57/27.58  																																					|
% 62.57/27.58  																																						| Equations (654) can reduce 462 to:
% 62.57/27.58  																																						| (266) $false
% 62.57/27.58  																																						|
% 62.57/27.58  																																						|-The branch is then unsatisfiable
% 62.57/27.58  																																					|-Branch two:
% 62.57/27.58  																																					| (462)  ~ (all_0_47_47 = e1)
% 62.57/27.58  																																					| (3264) all_0_51_51 = e1 | all_0_56_56 = e1
% 62.57/27.58  																																					|
% 62.57/27.58  																																						+-Applying beta-rule and splitting (108), into two cases.
% 62.57/27.58  																																						|-Branch one:
% 62.57/27.58  																																						| (624) all_0_58_58 = e2
% 62.57/27.58  																																						|
% 62.57/27.58  																																							| Equations (624) can reduce 908 to:
% 62.57/27.58  																																							| (266) $false
% 62.57/27.58  																																							|
% 62.57/27.58  																																							|-The branch is then unsatisfiable
% 62.57/27.58  																																						|-Branch two:
% 62.57/27.58  																																						| (908)  ~ (all_0_58_58 = e2)
% 62.57/27.58  																																						| (909) all_0_58_58 = e4 | all_0_58_58 = e3 | all_0_58_58 = e1 | all_0_58_58 = e0
% 62.57/27.58  																																						|
% 62.57/27.58  																																							+-Applying beta-rule and splitting (75), into two cases.
% 62.57/27.58  																																							|-Branch one:
% 62.57/27.58  																																							| (485) all_0_40_40 = e0
% 62.57/27.58  																																							|
% 62.57/27.58  																																								| Combining equations (313,485) yields a new equation:
% 62.57/27.58  																																								| (391) e2 = e0
% 62.57/27.58  																																								|
% 62.57/27.58  																																								| Simplifying 391 yields:
% 62.57/27.58  																																								| (330) e2 = e0
% 62.57/27.58  																																								|
% 62.57/27.58  																																								| Equations (330) can reduce 128 to:
% 62.57/27.58  																																								| (266) $false
% 62.57/27.58  																																								|
% 62.57/27.58  																																								|-The branch is then unsatisfiable
% 62.57/27.58  																																							|-Branch two:
% 62.57/27.58  																																							| (1401)  ~ (all_0_40_40 = e0)
% 62.57/27.58  																																							| (1748) all_0_44_44 = e0 | all_0_49_49 = e0 | all_0_58_58 = e0
% 62.57/27.58  																																							|
% 62.57/27.58  																																								+-Applying beta-rule and splitting (1748), into two cases.
% 62.57/27.58  																																								|-Branch one:
% 62.57/27.58  																																								| (1414) all_0_44_44 = e0
% 62.57/27.58  																																								|
% 62.57/27.58  																																									| Equations (1414) can reduce 360 to:
% 62.57/27.58  																																									| (266) $false
% 62.57/27.58  																																									|
% 62.57/27.58  																																									|-The branch is then unsatisfiable
% 62.57/27.58  																																								|-Branch two:
% 62.57/27.58  																																								| (360)  ~ (all_0_44_44 = e0)
% 62.57/27.58  																																								| (1760) all_0_49_49 = e0 | all_0_58_58 = e0
% 62.57/27.58  																																								|
% 62.57/27.58  																																									+-Applying beta-rule and splitting (1760), into two cases.
% 62.57/27.58  																																									|-Branch one:
% 62.57/27.58  																																									| (978) all_0_49_49 = e0
% 62.57/27.58  																																									|
% 62.57/27.58  																																										| Equations (978) can reduce 9 to:
% 62.57/27.58  																																										| (360)  ~ (all_0_44_44 = e0)
% 62.57/27.58  																																										|
% 62.57/27.58  																																										| Equations (978) can reduce 119 to:
% 62.57/27.58  																																										| (490)  ~ (all_0_58_58 = e0)
% 62.57/27.58  																																										|
% 62.57/27.58  																																										| Simplifying 490 yields:
% 62.57/27.58  																																										| (491)  ~ (all_0_58_58 = e0)
% 62.57/27.58  																																										|
% 62.57/27.58  																																										+-Applying beta-rule and splitting (150), into two cases.
% 62.57/27.58  																																										|-Branch one:
% 62.57/27.58  																																										| (1378) all_0_40_40 = e4
% 62.57/27.58  																																										|
% 62.57/27.58  																																											| Combining equations (313,1378) yields a new equation:
% 62.57/27.58  																																											| (323) e4 = e2
% 62.57/27.58  																																											|
% 62.57/27.58  																																											| Equations (323) can reduce 48 to:
% 62.57/27.58  																																											| (266) $false
% 62.57/27.58  																																											|
% 62.57/27.58  																																											|-The branch is then unsatisfiable
% 62.57/27.58  																																										|-Branch two:
% 62.57/27.58  																																										| (447)  ~ (all_0_40_40 = e4)
% 62.57/27.58  																																										| (2271) all_0_44_44 = e4 | all_0_49_49 = e4 | all_0_53_53 = e4 | all_0_58_58 = e4
% 62.57/27.58  																																										|
% 62.57/27.58  																																											+-Applying beta-rule and splitting (2271), into two cases.
% 62.57/27.58  																																											|-Branch one:
% 62.57/27.58  																																											| (446) all_0_44_44 = e4
% 62.57/27.58  																																											|
% 62.57/27.58  																																												| Equations (446) can reduce 181 to:
% 62.57/27.58  																																												| (450)  ~ (all_0_58_58 = e4)
% 62.57/27.58  																																												|
% 62.57/27.58  																																												| Simplifying 450 yields:
% 62.57/27.58  																																												| (451)  ~ (all_0_58_58 = e4)
% 62.57/27.58  																																												|
% 62.57/27.58  																																												| Equations (446) can reduce 147 to:
% 62.57/27.58  																																												| (48)  ~ (e4 = e2)
% 62.57/27.58  																																												|
% 62.57/27.58  																																												| Equations (446) can reduce 360 to:
% 62.57/27.58  																																												| (49)  ~ (e4 = e0)
% 62.57/27.58  																																												|
% 62.57/27.58  																																												+-Applying beta-rule and splitting (909), into two cases.
% 62.57/27.58  																																												|-Branch one:
% 62.57/27.58  																																												| (910) all_0_58_58 = e4
% 62.57/27.58  																																												|
% 62.57/27.58  																																													| Equations (910) can reduce 451 to:
% 62.57/27.58  																																													| (266) $false
% 62.57/27.58  																																													|
% 62.57/27.58  																																													|-The branch is then unsatisfiable
% 62.57/27.58  																																												|-Branch two:
% 62.57/27.58  																																												| (451)  ~ (all_0_58_58 = e4)
% 62.57/27.58  																																												| (913) all_0_58_58 = e3 | all_0_58_58 = e1 | all_0_58_58 = e0
% 62.57/27.58  																																												|
% 62.57/27.58  																																													+-Applying beta-rule and splitting (913), into two cases.
% 62.57/27.58  																																													|-Branch one:
% 62.57/27.58  																																													| (914) all_0_58_58 = e0
% 62.57/27.58  																																													|
% 62.57/27.58  																																														| Equations (914) can reduce 491 to:
% 62.57/27.58  																																														| (266) $false
% 62.57/27.58  																																														|
% 62.57/27.58  																																														|-The branch is then unsatisfiable
% 62.57/27.58  																																													|-Branch two:
% 62.57/27.58  																																													| (491)  ~ (all_0_58_58 = e0)
% 62.57/27.58  																																													| (917) all_0_58_58 = e3 | all_0_58_58 = e1
% 62.57/27.58  																																													|
% 62.57/27.58  																																														+-Applying beta-rule and splitting (3264), into two cases.
% 62.57/27.58  																																														|-Branch one:
% 62.57/27.58  																																														| (1109) all_0_51_51 = e1
% 62.57/27.58  																																														|
% 62.57/27.58  																																															| Combining equations (504,1109) yields a new equation:
% 62.57/27.58  																																															| (616) e2 = e1
% 62.57/27.58  																																															|
% 62.57/27.58  																																															| Simplifying 616 yields:
% 62.57/27.58  																																															| (617) e2 = e1
% 62.57/27.58  																																															|
% 62.57/27.58  																																															| Equations (617) can reduce 122 to:
% 62.57/27.58  																																															| (266) $false
% 62.57/27.58  																																															|
% 62.57/27.58  																																															|-The branch is then unsatisfiable
% 62.57/27.58  																																														|-Branch two:
% 62.57/27.58  																																														| (464)  ~ (all_0_51_51 = e1)
% 62.57/27.58  																																														| (1569) all_0_56_56 = e1
% 62.57/27.58  																																														|
% 62.57/27.58  																																															| Equations (1569) can reduce 44 to:
% 62.57/27.58  																																															| (879)  ~ (all_0_58_58 = e1)
% 62.57/27.58  																																															|
% 62.57/27.58  																																															| Simplifying 879 yields:
% 62.57/27.58  																																															| (880)  ~ (all_0_58_58 = e1)
% 62.57/27.58  																																															|
% 62.57/27.58  																																															| Equations (1569) can reduce 477 to:
% 62.57/27.58  																																															| (602)  ~ (e4 = e1)
% 62.57/27.58  																																															|
% 62.57/27.58  																																															| Simplifying 602 yields:
% 62.57/27.58  																																															| (110)  ~ (e4 = e1)
% 62.57/27.58  																																															|
% 62.57/27.58  																																															+-Applying beta-rule and splitting (164), into two cases.
% 62.57/27.58  																																															|-Branch one:
% 62.57/27.58  																																															| (471) all_0_39_39 = e4
% 62.57/27.58  																																															|
% 62.57/27.58  																																																| Combining equations (471,480) yields a new equation:
% 62.57/27.58  																																																| (481) e4 = e0
% 62.57/27.58  																																																|
% 62.57/27.58  																																																| Simplifying 481 yields:
% 62.57/27.58  																																																| (397) e4 = e0
% 62.57/27.58  																																																|
% 62.57/27.58  																																																| Equations (397) can reduce 49 to:
% 62.57/27.58  																																																| (266) $false
% 62.57/27.58  																																																|
% 62.57/27.58  																																																|-The branch is then unsatisfiable
% 62.57/27.58  																																															|-Branch two:
% 62.57/27.58  																																															| (1377)  ~ (all_0_39_39 = e4)
% 62.57/27.58  																																															| (2115) all_0_42_42 = e4 | all_0_47_47 = e4 | all_0_51_51 = e4 | all_0_56_56 = e4
% 62.57/27.58  																																															|
% 62.57/27.58  																																																| Equations (480) can reduce 1377 to:
% 62.57/27.58  																																																| (401)  ~ (e4 = e0)
% 62.57/27.58  																																																|
% 62.57/27.58  																																																| Simplifying 401 yields:
% 62.57/27.58  																																																| (49)  ~ (e4 = e0)
% 62.57/27.58  																																																|
% 62.57/27.58  																																																+-Applying beta-rule and splitting (917), into two cases.
% 62.57/27.58  																																																|-Branch one:
% 62.57/27.58  																																																| (918) all_0_58_58 = e1
% 62.57/27.58  																																																|
% 62.57/27.58  																																																	| Equations (918) can reduce 880 to:
% 62.57/27.58  																																																	| (266) $false
% 62.57/27.58  																																																	|
% 62.57/27.58  																																																	|-The branch is then unsatisfiable
% 62.57/27.58  																																																|-Branch two:
% 62.57/27.58  																																																| (880)  ~ (all_0_58_58 = e1)
% 62.57/27.58  																																																| (795) all_0_58_58 = e3
% 62.57/27.58  																																																|
% 62.57/27.58  																																																	| Equations (795) can reduce 451 to:
% 62.57/27.58  																																																	| (277)  ~ (e4 = e3)
% 62.57/27.58  																																																	|
% 62.57/27.58  																																																	| Simplifying 277 yields:
% 62.57/27.58  																																																	| (188)  ~ (e4 = e3)
% 62.57/27.58  																																																	|
% 62.57/27.58  																																																	+-Applying beta-rule and splitting (206), into two cases.
% 62.57/27.58  																																																	|-Branch one:
% 62.57/27.58  																																																	| (248) all_0_45_45 = e4
% 62.57/27.58  																																																	|
% 62.57/27.58  																																																		| Combining equations (248,423) yields a new equation:
% 62.57/27.58  																																																		| (424) e4 = e3
% 62.57/27.58  																																																		|
% 62.57/27.58  																																																		| Simplifying 424 yields:
% 62.57/27.58  																																																		| (425) e4 = e3
% 62.57/27.58  																																																		|
% 62.57/27.58  																																																		| Equations (425) can reduce 188 to:
% 62.57/27.58  																																																		| (266) $false
% 62.57/27.58  																																																		|
% 62.57/27.58  																																																		|-The branch is then unsatisfiable
% 62.57/27.58  																																																	|-Branch two:
% 62.57/27.58  																																																	| (60416)  ~ (all_0_45_45 = e4)
% 62.57/27.58  																																																	| (61457) all_0_46_46 = e4 | all_0_47_47 = e4 | all_0_48_48 = e4 | all_0_49_49 = e4
% 62.57/27.58  																																																	|
% 62.57/27.58  																																																		+-Applying beta-rule and splitting (61457), into two cases.
% 62.57/27.58  																																																		|-Branch one:
% 62.57/27.58  																																																		| (770) all_0_46_46 = e4
% 62.57/27.58  																																																		|
% 62.57/27.58  																																																			| Combining equations (770,545) yields a new equation:
% 62.57/27.58  																																																			| (636) e4 = e1
% 62.57/27.58  																																																			|
% 62.57/27.58  																																																			| Simplifying 636 yields:
% 62.57/27.58  																																																			| (630) e4 = e1
% 62.57/27.58  																																																			|
% 62.57/27.58  																																																			| Equations (630) can reduce 110 to:
% 62.57/27.58  																																																			| (266) $false
% 62.57/27.58  																																																			|
% 62.57/27.58  																																																			|-The branch is then unsatisfiable
% 62.57/27.58  																																																		|-Branch two:
% 62.57/27.58  																																																		| (250)  ~ (all_0_46_46 = e4)
% 62.57/27.59  																																																		| (61466) all_0_47_47 = e4 | all_0_48_48 = e4 | all_0_49_49 = e4
% 62.57/27.59  																																																		|
% 62.57/27.59  																																																			+-Applying beta-rule and splitting (61466), into two cases.
% 62.57/27.59  																																																			|-Branch one:
% 62.57/27.59  																																																			| (1790) all_0_47_47 = e4
% 62.57/27.59  																																																			|
% 62.57/27.59  																																																				| Equations (1790) can reduce 252 to:
% 62.57/27.59  																																																				| (266) $false
% 62.57/27.59  																																																				|
% 62.57/27.59  																																																				|-The branch is then unsatisfiable
% 62.57/27.59  																																																			|-Branch two:
% 62.57/27.59  																																																			| (252)  ~ (all_0_47_47 = e4)
% 62.57/27.59  																																																			| (61479) all_0_48_48 = e4 | all_0_49_49 = e4
% 62.57/27.59  																																																			|
% 62.57/27.59  																																																				+-Applying beta-rule and splitting (61479), into two cases.
% 62.57/27.59  																																																				|-Branch one:
% 62.57/27.59  																																																				| (943) all_0_48_48 = e4
% 62.57/27.59  																																																				|
% 62.57/27.59  																																																					| Combining equations (335,943) yields a new equation:
% 62.57/27.59  																																																					| (323) e4 = e2
% 62.57/27.59  																																																					|
% 62.57/27.59  																																																					| Equations (323) can reduce 48 to:
% 62.57/27.59  																																																					| (266) $false
% 62.57/27.59  																																																					|
% 62.57/27.59  																																																					|-The branch is then unsatisfiable
% 62.57/27.59  																																																				|-Branch two:
% 62.57/27.59  																																																				| (254)  ~ (all_0_48_48 = e4)
% 62.57/27.59  																																																				| (974) all_0_49_49 = e4
% 62.57/27.59  																																																				|
% 62.57/27.59  																																																					| Combining equations (978,974) yields a new equation:
% 62.57/27.59  																																																					| (397) e4 = e0
% 62.57/27.59  																																																					|
% 62.57/27.59  																																																					| Equations (397) can reduce 49 to:
% 62.57/27.59  																																																					| (266) $false
% 62.57/27.59  																																																					|
% 62.57/27.59  																																																					|-The branch is then unsatisfiable
% 62.57/27.59  																																											|-Branch two:
% 62.57/27.59  																																											| (1390)  ~ (all_0_44_44 = e4)
% 62.57/27.59  																																											| (7998) all_0_49_49 = e4 | all_0_53_53 = e4 | all_0_58_58 = e4
% 62.57/27.59  																																											|
% 62.57/27.59  																																												+-Applying beta-rule and splitting (7998), into two cases.
% 62.57/27.59  																																												|-Branch one:
% 62.57/27.59  																																												| (974) all_0_49_49 = e4
% 62.57/27.59  																																												|
% 62.57/27.59  																																													| Combining equations (978,974) yields a new equation:
% 62.57/27.59  																																													| (397) e4 = e0
% 62.57/27.59  																																													|
% 62.57/27.59  																																													| Equations (397) can reduce 49 to:
% 62.57/27.59  																																													| (266) $false
% 62.57/27.59  																																													|
% 62.57/27.59  																																													|-The branch is then unsatisfiable
% 62.57/27.59  																																												|-Branch two:
% 62.57/27.59  																																												| (256)  ~ (all_0_49_49 = e4)
% 62.57/27.59  																																												| (8013) all_0_53_53 = e4 | all_0_58_58 = e4
% 62.57/27.59  																																												|
% 62.57/27.59  																																													+-Applying beta-rule and splitting (8013), into two cases.
% 62.57/27.59  																																													|-Branch one:
% 62.57/27.59  																																													| (1298) all_0_53_53 = e4
% 62.57/27.59  																																													|
% 62.57/27.59  																																														| Combining equations (1208,1298) yields a new equation:
% 62.57/27.59  																																														| (630) e4 = e1
% 62.57/27.59  																																														|
% 62.57/27.59  																																														| Equations (630) can reduce 110 to:
% 62.57/27.59  																																														| (266) $false
% 62.57/27.59  																																														|
% 62.57/27.59  																																														|-The branch is then unsatisfiable
% 62.57/27.59  																																													|-Branch two:
% 62.57/27.59  																																													| (1453)  ~ (all_0_53_53 = e4)
% 62.57/27.59  																																													| (910) all_0_58_58 = e4
% 62.57/27.59  																																													|
% 62.57/27.59  																																														| Equations (910) can reduce 451 to:
% 62.57/27.59  																																														| (266) $false
% 62.57/27.59  																																														|
% 62.57/27.59  																																														|-The branch is then unsatisfiable
% 62.57/27.60  																																									|-Branch two:
% 62.57/27.60  																																									| (487)  ~ (all_0_49_49 = e0)
% 62.57/27.60  																																									| (914) all_0_58_58 = e0
% 62.57/27.60  																																									|
% 62.57/27.60  																																										| Equations (914) can reduce 491 to:
% 62.57/27.60  																																										| (266) $false
% 62.57/27.60  																																										|
% 62.57/27.60  																																										|-The branch is then unsatisfiable
% 62.57/27.60  																																|-Branch two:
% 62.57/27.60  																																| (1459)  ~ (all_0_53_53 = e1)
% 62.57/27.60  																																| (665) all_0_53_53 = e3
% 62.57/27.60  																																|
% 62.57/27.60  																																	| Equations (665) can reduce 903 to:
% 62.57/27.60  																																	| (266) $false
% 62.57/27.60  																																	|
% 62.57/27.60  																																	|-The branch is then unsatisfiable
% 62.57/27.60  																														|-Branch two:
% 62.57/27.60  																														| (549)  ~ (all_0_46_46 = e1)
% 62.57/27.60  																														| (600) all_0_50_50 = e1 | all_0_55_55 = e1
% 62.57/27.60  																														|
% 62.57/27.60  																															+-Applying beta-rule and splitting (1168), into two cases.
% 62.57/27.60  																															|-Branch one:
% 62.57/27.60  																															| (1109) all_0_51_51 = e1
% 62.57/27.60  																															|
% 62.57/27.60  																																| Combining equations (504,1109) yields a new equation:
% 62.57/27.60  																																| (616) e2 = e1
% 62.57/27.60  																																|
% 62.57/27.60  																																| Simplifying 616 yields:
% 62.57/27.60  																																| (617) e2 = e1
% 62.57/27.60  																																|
% 62.57/27.60  																																| Equations (617) can reduce 122 to:
% 62.57/27.60  																																| (266) $false
% 62.57/27.60  																																|
% 62.57/27.60  																																|-The branch is then unsatisfiable
% 62.57/27.60  																															|-Branch two:
% 62.57/27.60  																															| (464)  ~ (all_0_51_51 = e1)
% 62.57/27.60  																															| (1202) all_0_52_52 = e1 | all_0_53_53 = e1
% 62.57/27.60  																															|
% 62.57/27.60  																																+-Applying beta-rule and splitting (1202), into two cases.
% 62.57/27.60  																																|-Branch one:
% 62.57/27.60  																																| (642) all_0_52_52 = e1
% 62.57/27.60  																																|
% 62.57/27.60  																																	| Combining equations (565,642) yields a new equation:
% 62.57/27.60  																																	| (636) e4 = e1
% 62.57/27.60  																																	|
% 62.57/27.60  																																	| Simplifying 636 yields:
% 62.57/27.60  																																	| (630) e4 = e1
% 62.57/27.60  																																	|
% 62.57/27.60  																																	| Equations (630) can reduce 110 to:
% 62.57/27.60  																																	| (266) $false
% 62.57/27.60  																																	|
% 62.57/27.60  																																	|-The branch is then unsatisfiable
% 62.57/27.60  																																|-Branch two:
% 62.57/27.60  																																| (646)  ~ (all_0_52_52 = e1)
% 62.57/27.60  																																| (1208) all_0_53_53 = e1
% 62.57/27.60  																																|
% 62.57/27.60  																																	| Equations (1208) can reduce 903 to:
% 62.57/27.60  																																	| (467)  ~ (e3 = e1)
% 62.57/27.60  																																	|
% 62.57/27.60  																																	| Simplifying 467 yields:
% 62.57/27.60  																																	| (213)  ~ (e3 = e1)
% 62.57/27.60  																																	|
% 62.57/27.60  																																	| Equations (1208) can reduce 509 to:
% 62.57/27.60  																																	| (604)  ~ (e2 = e1)
% 62.57/27.60  																																	|
% 62.57/27.60  																																	| Simplifying 604 yields:
% 62.57/27.60  																																	| (122)  ~ (e2 = e1)
% 62.57/27.60  																																	|
% 62.57/27.60  																																	+-Applying beta-rule and splitting (216), into two cases.
% 62.57/27.60  																																	|-Branch one:
% 62.57/27.60  																																	| (629) all_0_55_55 = e1
% 62.57/27.60  																																	|
% 62.57/27.60  																																		| Combining equations (386,629) yields a new equation:
% 62.57/27.60  																																		| (616) e2 = e1
% 62.57/27.60  																																		|
% 62.57/27.60  																																		| Simplifying 616 yields:
% 62.57/27.60  																																		| (617) e2 = e1
% 62.57/27.60  																																		|
% 62.57/27.60  																																		| Equations (617) can reduce 122 to:
% 62.57/27.60  																																		| (266) $false
% 62.57/27.60  																																		|
% 62.57/27.60  																																		|-The branch is then unsatisfiable
% 62.57/27.60  																																	|-Branch two:
% 62.57/27.60  																																	| (632)  ~ (all_0_55_55 = e1)
% 62.57/27.60  																																	| (633) all_0_56_56 = e1 | all_0_57_57 = e1 | all_0_58_58 = e1
% 62.57/27.60  																																	|
% 62.57/27.60  																																		| Equations (386) can reduce 632 to:
% 62.57/27.60  																																		| (122)  ~ (e2 = e1)
% 62.57/27.60  																																		|
% 62.57/27.60  																																		+-Applying beta-rule and splitting (600), into two cases.
% 62.57/27.60  																																		|-Branch one:
% 62.57/27.60  																																		| (601) all_0_50_50 = e1
% 62.57/27.60  																																		|
% 62.57/27.60  																																			| Combining equations (415,601) yields a new equation:
% 62.57/27.60  																																			| (454) e3 = e1
% 62.57/27.60  																																			|
% 62.57/27.60  																																			| Simplifying 454 yields:
% 62.57/27.60  																																			| (455) e3 = e1
% 62.57/27.60  																																			|
% 62.57/27.60  																																			| Equations (455) can reduce 213 to:
% 62.57/27.60  																																			| (266) $false
% 62.57/27.60  																																			|
% 62.57/27.60  																																			|-The branch is then unsatisfiable
% 62.57/27.60  																																		|-Branch two:
% 62.57/27.60  																																		| (759)  ~ (all_0_50_50 = e1)
% 62.57/27.60  																																		| (629) all_0_55_55 = e1
% 62.57/27.60  																																		|
% 62.57/27.60  																																			| Combining equations (386,629) yields a new equation:
% 62.57/27.60  																																			| (616) e2 = e1
% 62.57/27.60  																																			|
% 62.57/27.60  																																			| Simplifying 616 yields:
% 62.57/27.60  																																			| (617) e2 = e1
% 62.57/27.60  																																			|
% 62.57/27.60  																																			| Equations (617) can reduce 122 to:
% 62.57/27.60  																																			| (266) $false
% 62.57/27.60  																																			|
% 62.57/27.60  																																			|-The branch is then unsatisfiable
% 62.57/27.60  																									|-Branch two:
% 62.57/27.60  																									| (357)  ~ (all_0_41_41 = e0)
% 62.57/27.60  																									| (4053) all_0_41_41 = e3 | all_0_41_41 = e1
% 62.57/27.60  																									|
% 62.57/27.60  																										+-Applying beta-rule and splitting (18), into two cases.
% 62.57/27.60  																										|-Branch one:
% 62.57/27.60  																										| (453) all_0_41_41 = e1
% 62.57/27.60  																										|
% 62.57/27.60  																											| Equations (453) can reduce 457 to:
% 62.57/27.60  																											| (266) $false
% 62.57/27.60  																											|
% 62.57/27.60  																											|-The branch is then unsatisfiable
% 62.57/27.60  																										|-Branch two:
% 62.57/27.60  																										| (457)  ~ (all_0_41_41 = e1)
% 62.57/27.60  																										| (595) all_0_46_46 = e1 | all_0_50_50 = e1 | all_0_55_55 = e1
% 62.57/27.60  																										|
% 62.57/27.60  																											+-Applying beta-rule and splitting (4053), into two cases.
% 62.57/27.60  																											|-Branch one:
% 62.57/27.60  																											| (453) all_0_41_41 = e1
% 62.57/27.60  																											|
% 62.57/27.60  																												| Equations (453) can reduce 457 to:
% 62.57/27.60  																												| (266) $false
% 62.57/27.60  																												|
% 62.57/27.60  																												|-The branch is then unsatisfiable
% 62.57/27.60  																											|-Branch two:
% 62.57/27.60  																											| (457)  ~ (all_0_41_41 = e1)
% 62.57/27.60  																											| (403) all_0_41_41 = e3
% 62.57/27.60  																											|
% 62.57/27.60  																												| Equations (403) can reduce 1898 to:
% 62.57/27.60  																												| (266) $false
% 62.57/27.60  																												|
% 62.57/27.60  																												|-The branch is then unsatisfiable
% 62.57/27.60  																						|-Branch two:
% 62.57/27.60  																						| (411)  ~ (all_0_50_50 = e3)
% 62.57/27.60  																						| (418) all_0_51_51 = e3 | all_0_53_53 = e3
% 62.57/27.60  																						|
% 62.57/27.60  																							+-Applying beta-rule and splitting (418), into two cases.
% 62.57/27.60  																							|-Branch one:
% 62.57/27.60  																							| (660) all_0_51_51 = e3
% 62.57/27.60  																							|
% 62.57/27.60  																								| Combining equations (504,660) yields a new equation:
% 62.57/27.60  																								| (662) e3 = e2
% 62.57/27.60  																								|
% 62.57/27.60  																								| Equations (662) can reduce 212 to:
% 62.57/27.60  																								| (266) $false
% 62.57/27.60  																								|
% 62.57/27.60  																								|-The branch is then unsatisfiable
% 62.57/27.60  																							|-Branch two:
% 62.57/27.60  																							| (664)  ~ (all_0_51_51 = e3)
% 62.57/27.60  																							| (665) all_0_53_53 = e3
% 62.57/27.60  																							|
% 62.57/27.60  																								| Equations (665) can reduce 220 to:
% 62.57/27.60  																								| (407)  ~ (all_0_44_44 = e3)
% 62.57/27.60  																								|
% 62.57/27.60  																								| Equations (665) can reduce 10 to:
% 62.57/27.60  																								| (275)  ~ (all_0_58_58 = e3)
% 62.57/27.60  																								|
% 62.57/27.60  																								| Simplifying 275 yields:
% 62.57/27.60  																								| (276)  ~ (all_0_58_58 = e3)
% 62.57/27.60  																								|
% 62.57/27.60  																								| Equations (665) can reduce 1453 to:
% 62.57/27.60  																								| (277)  ~ (e4 = e3)
% 62.57/27.60  																								|
% 62.57/27.60  																								| Simplifying 277 yields:
% 62.57/27.60  																								| (188)  ~ (e4 = e3)
% 62.57/27.60  																								|
% 62.57/27.60  																								| Equations (665) can reduce 509 to:
% 62.57/27.60  																								| (212)  ~ (e3 = e2)
% 62.57/27.60  																								|
% 62.57/27.60  																								| Equations (665) can reduce 247 to:
% 62.57/27.60  																								| (80)  ~ (e3 = e0)
% 62.57/27.60  																								|
% 62.57/27.60  																								| From (665) and (84) follows:
% 62.57/27.60  																								| (3786) op(e1, e0) = e3
% 62.57/27.60  																								|
% 62.57/27.60  																								+-Applying beta-rule and splitting (108), into two cases.
% 62.57/27.60  																								|-Branch one:
% 62.57/27.60  																								| (624) all_0_58_58 = e2
% 62.57/27.60  																								|
% 62.57/27.60  																									| Equations (624) can reduce 908 to:
% 62.57/27.60  																									| (266) $false
% 62.57/27.60  																									|
% 62.57/27.60  																									|-The branch is then unsatisfiable
% 62.57/27.60  																								|-Branch two:
% 62.57/27.60  																								| (908)  ~ (all_0_58_58 = e2)
% 62.57/27.60  																								| (909) all_0_58_58 = e4 | all_0_58_58 = e3 | all_0_58_58 = e1 | all_0_58_58 = e0
% 62.57/27.60  																								|
% 62.57/27.60  																									+-Applying beta-rule and splitting (160), into two cases.
% 62.57/27.60  																									|-Branch one:
% 62.57/27.60  																									| (601) all_0_50_50 = e1
% 62.57/27.60  																									|
% 62.57/27.60  																										| Equations (601) can reduce 35 to:
% 62.57/27.60  																										| (549)  ~ (all_0_46_46 = e1)
% 62.57/27.60  																										|
% 62.57/27.60  																										+-Applying beta-rule and splitting (909), into two cases.
% 62.57/27.60  																										|-Branch one:
% 62.57/27.60  																										| (910) all_0_58_58 = e4
% 62.57/27.60  																										|
% 62.57/27.60  																											| Equations (910) can reduce 451 to:
% 62.57/27.60  																											| (266) $false
% 62.57/27.60  																											|
% 62.57/27.60  																											|-The branch is then unsatisfiable
% 62.57/27.60  																										|-Branch two:
% 62.57/27.60  																										| (451)  ~ (all_0_58_58 = e4)
% 62.57/27.60  																										| (913) all_0_58_58 = e3 | all_0_58_58 = e1 | all_0_58_58 = e0
% 62.57/27.60  																										|
% 62.57/27.60  																											+-Applying beta-rule and splitting (22), into two cases.
% 62.57/27.60  																											|-Branch one:
% 62.57/27.60  																											| (268) all_0_54_54 = e3
% 62.57/27.60  																											|
% 62.57/27.60  																												| Combining equations (265,268) yields a new equation:
% 62.57/27.60  																												| (424) e4 = e3
% 62.57/27.60  																												|
% 62.57/27.60  																												| Simplifying 424 yields:
% 62.57/27.60  																												| (425) e4 = e3
% 62.57/27.60  																												|
% 62.57/27.60  																												| Equations (425) can reduce 188 to:
% 62.57/27.60  																												| (266) $false
% 62.57/27.60  																												|
% 62.57/27.60  																												|-The branch is then unsatisfiable
% 62.57/27.60  																											|-Branch two:
% 62.57/27.60  																											| (60427)  ~ (all_0_54_54 = e3)
% 62.57/27.60  																											| (62553) all_0_55_55 = e3 | all_0_56_56 = e3 | all_0_58_58 = e3
% 62.57/27.60  																											|
% 62.57/27.60  																												+-Applying beta-rule and splitting (62553), into two cases.
% 62.57/27.60  																												|-Branch one:
% 62.57/27.60  																												| (2336) all_0_55_55 = e3
% 62.57/27.60  																												|
% 62.57/27.60  																													| Combining equations (386,2336) yields a new equation:
% 62.57/27.60  																													| (662) e3 = e2
% 62.57/27.60  																													|
% 62.57/27.60  																													| Equations (662) can reduce 212 to:
% 62.57/27.60  																													| (266) $false
% 62.57/27.60  																													|
% 62.57/27.60  																													|-The branch is then unsatisfiable
% 62.57/27.60  																												|-Branch two:
% 62.57/27.60  																												| (270)  ~ (all_0_55_55 = e3)
% 62.57/27.60  																												| (62557) all_0_56_56 = e3 | all_0_58_58 = e3
% 62.57/27.60  																												|
% 62.57/27.60  																													+-Applying beta-rule and splitting (913), into two cases.
% 62.57/27.60  																													|-Branch one:
% 62.57/27.60  																													| (914) all_0_58_58 = e0
% 62.57/27.60  																													|
% 62.57/27.60  																														| Equations (914) can reduce 491 to:
% 62.57/27.60  																														| (266) $false
% 62.57/27.60  																														|
% 62.57/27.60  																														|-The branch is then unsatisfiable
% 62.57/27.60  																													|-Branch two:
% 62.57/27.60  																													| (491)  ~ (all_0_58_58 = e0)
% 62.57/27.60  																													| (917) all_0_58_58 = e3 | all_0_58_58 = e1
% 62.57/27.60  																													|
% 62.57/27.60  																														+-Applying beta-rule and splitting (917), into two cases.
% 62.57/27.60  																														|-Branch one:
% 62.57/27.60  																														| (918) all_0_58_58 = e1
% 62.57/27.60  																														|
% 62.57/27.60  																															| Equations (918) can reduce 181 to:
% 62.57/27.60  																															| (639)  ~ (all_0_44_44 = e1)
% 62.57/27.60  																															|
% 62.57/27.60  																															| Equations (918) can reduce 119 to:
% 62.57/27.60  																															| (1064)  ~ (all_0_49_49 = e1)
% 62.57/27.60  																															|
% 62.57/27.60  																															| Equations (918) can reduce 451 to:
% 62.57/27.60  																															| (602)  ~ (e4 = e1)
% 62.57/27.60  																															|
% 62.57/27.60  																															| Simplifying 602 yields:
% 62.57/27.60  																															| (110)  ~ (e4 = e1)
% 62.57/27.60  																															|
% 62.57/27.60  																															| Equations (918) can reduce 908 to:
% 62.57/27.60  																															| (604)  ~ (e2 = e1)
% 62.57/27.61  																															|
% 62.57/27.61  																															| Simplifying 604 yields:
% 62.57/27.61  																															| (122)  ~ (e2 = e1)
% 62.57/27.61  																															|
% 62.57/27.61  																															+-Applying beta-rule and splitting (144), into two cases.
% 62.57/27.61  																															|-Branch one:
% 62.57/27.61  																															| (403) all_0_41_41 = e3
% 62.57/27.61  																															|
% 62.57/27.61  																																| Equations (403) can reduce 149 to:
% 62.57/27.61  																																| (406)  ~ (all_0_44_44 = e3)
% 62.57/27.61  																																|
% 62.57/27.61  																																| Simplifying 406 yields:
% 62.57/27.61  																																| (407)  ~ (all_0_44_44 = e3)
% 62.57/27.61  																																|
% 62.57/27.61  																																| Equations (403) can reduce 440 to:
% 62.57/27.61  																																| (277)  ~ (e4 = e3)
% 62.57/27.61  																																|
% 62.57/27.61  																																| Simplifying 277 yields:
% 62.57/27.61  																																| (188)  ~ (e4 = e3)
% 62.57/27.61  																																|
% 62.57/27.61  																																+-Applying beta-rule and splitting (243), into two cases.
% 62.57/27.61  																																|-Branch one:
% 62.57/27.61  																																| (329) all_0_38_38 = e0
% 62.57/27.61  																																|
% 62.57/27.61  																																	| Combining equations (329,321) yields a new equation:
% 62.57/27.61  																																	| (397) e4 = e0
% 62.57/27.61  																																	|
% 62.57/27.61  																																	| Equations (397) can reduce 49 to:
% 62.57/27.61  																																	| (266) $false
% 62.57/27.61  																																	|
% 62.57/27.61  																																	|-The branch is then unsatisfiable
% 62.57/27.61  																																|-Branch two:
% 62.57/27.61  																																| (332)  ~ (all_0_38_38 = e0)
% 62.57/27.61  																																| (395) all_0_41_41 = e0 | all_0_46_46 = e0 | all_0_55_55 = e0
% 62.57/27.61  																																|
% 62.57/27.61  																																	| Equations (321) can reduce 332 to:
% 62.57/27.61  																																	| (49)  ~ (e4 = e0)
% 62.57/27.61  																																	|
% 62.57/27.61  																																	+-Applying beta-rule and splitting (152), into two cases.
% 62.57/27.61  																																	|-Branch one:
% 62.57/27.61  																																	| (1392) all_0_42_42 = e4
% 62.57/27.61  																																	|
% 62.57/27.61  																																		| Equations (1392) can reduce 73 to:
% 62.57/27.61  																																		| (1903)  ~ (all_0_44_44 = e4)
% 62.57/27.61  																																		|
% 62.57/27.61  																																		| Simplifying 1903 yields:
% 62.57/27.61  																																		| (1390)  ~ (all_0_44_44 = e4)
% 62.57/27.61  																																		|
% 62.57/27.61  																																		| Equations (1392) can reduce 51 to:
% 62.57/27.61  																																		| (48)  ~ (e4 = e2)
% 62.57/27.61  																																		|
% 62.57/27.61  																																		+-Applying beta-rule and splitting (135), into two cases.
% 62.57/27.61  																																		|-Branch one:
% 62.57/27.61  																																		| (545) all_0_46_46 = e1
% 62.57/27.61  																																		|
% 62.57/27.61  																																			| Equations (545) can reduce 549 to:
% 62.57/27.61  																																			| (266) $false
% 62.57/27.61  																																			|
% 62.57/27.61  																																			|-The branch is then unsatisfiable
% 62.57/27.61  																																		|-Branch two:
% 62.57/27.61  																																		| (549)  ~ (all_0_46_46 = e1)
% 62.57/27.61  																																		| (550) all_0_47_47 = e1 | all_0_48_48 = e1 | all_0_49_49 = e1
% 62.57/27.61  																																		|
% 62.57/27.61  																																			+-Applying beta-rule and splitting (150), into two cases.
% 62.57/27.61  																																			|-Branch one:
% 62.57/27.61  																																			| (1378) all_0_40_40 = e4
% 62.57/27.61  																																			|
% 62.57/27.61  																																				| Combining equations (313,1378) yields a new equation:
% 62.57/27.61  																																				| (323) e4 = e2
% 62.57/27.61  																																				|
% 62.57/27.61  																																				| Equations (323) can reduce 48 to:
% 62.57/27.61  																																				| (266) $false
% 62.57/27.61  																																				|
% 62.57/27.61  																																				|-The branch is then unsatisfiable
% 62.57/27.61  																																			|-Branch two:
% 62.57/27.61  																																			| (447)  ~ (all_0_40_40 = e4)
% 62.57/27.61  																																			| (2271) all_0_44_44 = e4 | all_0_49_49 = e4 | all_0_53_53 = e4 | all_0_58_58 = e4
% 62.57/27.61  																																			|
% 62.57/27.61  																																				+-Applying beta-rule and splitting (2271), into two cases.
% 62.57/27.61  																																				|-Branch one:
% 62.57/27.61  																																				| (446) all_0_44_44 = e4
% 62.57/27.61  																																				|
% 62.57/27.61  																																					| Equations (446) can reduce 1390 to:
% 62.57/27.61  																																					| (266) $false
% 62.57/27.61  																																					|
% 62.57/27.61  																																					|-The branch is then unsatisfiable
% 62.57/27.61  																																				|-Branch two:
% 62.57/27.61  																																				| (1390)  ~ (all_0_44_44 = e4)
% 62.57/27.61  																																				| (7998) all_0_49_49 = e4 | all_0_53_53 = e4 | all_0_58_58 = e4
% 62.57/27.61  																																				|
% 62.57/27.61  																																					+-Applying beta-rule and splitting (105), into two cases.
% 62.57/27.61  																																					|-Branch one:
% 62.57/27.61  																																					| (1105) all_0_47_47 = e2
% 62.57/27.61  																																					|
% 62.57/27.61  																																						| Equations (1105) can reduce 338 to:
% 62.57/27.61  																																						| (266) $false
% 62.57/27.61  																																						|
% 62.57/27.61  																																						|-The branch is then unsatisfiable
% 62.57/27.61  																																					|-Branch two:
% 62.57/27.61  																																					| (338)  ~ (all_0_47_47 = e2)
% 62.57/27.61  																																					| (1789) all_0_47_47 = e4 | all_0_47_47 = e3 | all_0_47_47 = e1 | all_0_47_47 = e0
% 62.57/27.61  																																					|
% 62.57/27.61  																																						+-Applying beta-rule and splitting (26), into two cases.
% 62.57/27.61  																																						|-Branch one:
% 62.57/27.61  																																						| (446) all_0_44_44 = e4
% 62.57/27.61  																																						|
% 62.57/27.61  																																							| Equations (446) can reduce 1390 to:
% 62.57/27.61  																																							| (266) $false
% 62.57/27.61  																																							|
% 62.57/27.61  																																							|-The branch is then unsatisfiable
% 62.57/27.61  																																						|-Branch two:
% 62.57/27.61  																																						| (1390)  ~ (all_0_44_44 = e4)
% 62.57/27.61  																																						| (1391) all_0_44_44 = e3 | all_0_44_44 = e1 | all_0_44_44 = e0
% 62.57/27.61  																																						|
% 62.57/27.61  																																							+-Applying beta-rule and splitting (1391), into two cases.
% 62.57/27.61  																																							|-Branch one:
% 62.57/27.61  																																							| (1414) all_0_44_44 = e0
% 62.57/27.61  																																							|
% 62.57/27.61  																																								| Equations (1414) can reduce 407 to:
% 62.57/27.61  																																								| (541)  ~ (e3 = e0)
% 62.57/27.61  																																								|
% 62.57/27.61  																																								| Simplifying 541 yields:
% 62.57/27.61  																																								| (80)  ~ (e3 = e0)
% 62.57/27.61  																																								|
% 62.57/27.61  																																								| Equations (1414) can reduce 147 to:
% 62.57/27.61  																																								| (365)  ~ (e2 = e0)
% 62.57/27.61  																																								|
% 62.57/27.61  																																								| Simplifying 365 yields:
% 62.57/27.61  																																								| (128)  ~ (e2 = e0)
% 62.57/27.61  																																								|
% 62.57/27.61  																																								| From (1414) and (138) follows:
% 62.57/27.61  																																								| (1667) op(e3, e0) = e0
% 62.57/27.61  																																								|
% 62.57/27.61  																																								+-Applying beta-rule and splitting (184), into two cases.
% 62.57/27.61  																																								|-Branch one:
% 62.57/27.61  																																								| (538) all_0_46_46 = e0
% 62.57/27.61  																																								|
% 62.57/27.61  																																									| Equations (538) can reduce 19 to:
% 62.57/27.61  																																									| (1402)  ~ (all_0_47_47 = e0)
% 62.57/27.61  																																									|
% 62.57/27.61  																																									| Simplifying 1402 yields:
% 62.57/27.61  																																									| (678)  ~ (all_0_47_47 = e0)
% 62.57/27.61  																																									|
% 62.57/27.61  																																									| Equations (538) can reduce 300 to:
% 62.57/27.61  																																									| (365)  ~ (e2 = e0)
% 62.57/27.61  																																									|
% 62.57/27.61  																																									| Simplifying 365 yields:
% 62.57/27.61  																																									| (128)  ~ (e2 = e0)
% 62.57/27.61  																																									|
% 62.57/27.61  																																									+-Applying beta-rule and splitting (550), into two cases.
% 62.57/27.61  																																									|-Branch one:
% 62.57/27.61  																																									| (654) all_0_47_47 = e1
% 62.57/27.61  																																									|
% 62.57/27.61  																																										| Equations (654) can reduce 338 to:
% 62.57/27.61  																																										| (604)  ~ (e2 = e1)
% 62.57/27.61  																																										|
% 62.57/27.61  																																										| Simplifying 604 yields:
% 62.57/27.61  																																										| (122)  ~ (e2 = e1)
% 62.57/27.61  																																										|
% 62.57/27.61  																																										| Equations (654) can reduce 678 to:
% 62.57/27.61  																																										| (233)  ~ (e1 = e0)
% 62.57/27.61  																																										|
% 62.57/27.61  																																										+-Applying beta-rule and splitting (56), into two cases.
% 62.57/27.61  																																										|-Branch one:
% 62.57/27.61  																																										| (696) unit = e2
% 62.57/27.61  																																										|
% 62.57/27.61  																																											| From (696) and (28) follows:
% 62.57/27.61  																																											| (699) op(e1, e2) = e1
% 62.57/27.61  																																											|
% 62.57/27.61  																																											| Instantiating formula (29) with e1, e2, e1, e2 and discharging atoms op(e1, e2) = e2, op(e1, e2) = e1, yields:
% 62.57/27.61  																																											| (617) e2 = e1
% 62.57/27.61  																																											|
% 62.57/27.61  																																											| Equations (617) can reduce 122 to:
% 62.57/27.61  																																											| (266) $false
% 62.57/27.61  																																											|
% 62.57/27.61  																																											|-The branch is then unsatisfiable
% 62.57/27.61  																																										|-Branch two:
% 62.57/27.61  																																										| (707)  ~ (unit = e2)
% 62.57/27.61  																																										| (708) unit = e4 | unit = e3 | unit = e1 | unit = e0
% 62.57/27.61  																																										|
% 62.57/27.61  																																											+-Applying beta-rule and splitting (708), into two cases.
% 62.57/27.61  																																											|-Branch one:
% 62.57/27.61  																																											| (709) unit = e4
% 62.57/27.61  																																											|
% 62.57/27.61  																																												| From (709) and (24) follows:
% 62.57/27.61  																																												| (33325) op(e4, e3) = e3
% 62.57/27.61  																																												|
% 62.57/27.61  																																												| From (709) and (211) follows:
% 62.57/27.61  																																												| (22527) op(e4, e1) = e1
% 62.57/27.61  																																												|
% 62.57/27.61  																																												| From (709) and (32) follows:
% 62.57/27.61  																																												| (712) op(e2, e4) = e2
% 62.57/27.61  																																												|
% 62.57/27.61  																																												| From (709) and (42) follows:
% 62.57/27.61  																																												| (713) op(e0, e4) = e0
% 62.57/27.61  																																												|
% 62.57/27.61  																																												| Instantiating formula (29) with e4, e3, e3, e4 and discharging atoms op(e4, e3) = e4, op(e4, e3) = e3, yields:
% 62.57/27.61  																																												| (425) e4 = e3
% 62.57/27.61  																																												|
% 62.57/27.61  																																												| Instantiating formula (29) with e4, e1, e1, e3 and discharging atoms op(e4, e1) = e3, op(e4, e1) = e1, yields:
% 62.57/27.61  																																												| (455) e3 = e1
% 62.57/27.61  																																												|
% 62.57/27.61  																																												| Instantiating formula (29) with e2, e4, e2, e3 and discharging atoms op(e2, e4) = e3, op(e2, e4) = e2, yields:
% 62.57/27.61  																																												| (662) e3 = e2
% 62.57/27.61  																																												|
% 62.57/27.61  																																												| Instantiating formula (29) with e0, e4, e0, e4 and discharging atoms op(e0, e4) = e4, op(e0, e4) = e0, yields:
% 62.57/27.61  																																												| (397) e4 = e0
% 62.57/27.61  																																												|
% 62.57/27.61  																																												| Combining equations (425,397) yields a new equation:
% 62.57/27.61  																																												| (675) e3 = e0
% 62.57/27.61  																																												|
% 62.57/27.61  																																												| Simplifying 675 yields:
% 62.57/27.61  																																												| (676) e3 = e0
% 62.57/27.61  																																												|
% 62.57/27.61  																																												| Combining equations (455,662) yields a new equation:
% 62.57/27.61  																																												| (617) e2 = e1
% 62.57/27.61  																																												|
% 62.57/27.61  																																												| Combining equations (676,662) yields a new equation:
% 62.57/27.61  																																												| (330) e2 = e0
% 62.57/27.61  																																												|
% 62.57/27.61  																																												| Combining equations (617,330) yields a new equation:
% 62.57/27.61  																																												| (546) e1 = e0
% 62.57/27.61  																																												|
% 62.57/27.61  																																												| Simplifying 546 yields:
% 62.57/27.61  																																												| (431) e1 = e0
% 62.57/27.61  																																												|
% 62.57/27.61  																																												| Equations (431) can reduce 233 to:
% 62.57/27.61  																																												| (266) $false
% 62.57/27.61  																																												|
% 62.57/27.61  																																												|-The branch is then unsatisfiable
% 62.57/27.61  																																											|-Branch two:
% 62.57/27.61  																																											| (724)  ~ (unit = e4)
% 62.57/27.61  																																											| (725) unit = e3 | unit = e1 | unit = e0
% 62.57/27.61  																																											|
% 62.57/27.61  																																												+-Applying beta-rule and splitting (725), into two cases.
% 62.57/27.61  																																												|-Branch one:
% 62.57/27.61  																																												| (726) unit = e0
% 62.57/27.61  																																												|
% 62.57/27.61  																																													| From (726) and (40) follows:
% 62.57/27.61  																																													| (1639) op(e3, e0) = e3
% 62.57/27.61  																																													|
% 62.57/27.61  																																													| From (726) and (28) follows:
% 62.57/27.61  																																													| (2698) op(e1, e0) = e1
% 62.57/27.61  																																													|
% 62.57/27.61  																																													| Instantiating formula (29) with e3, e0, e3, e0 and discharging atoms op(e3, e0) = e3, op(e3, e0) = e0, yields:
% 62.57/27.61  																																													| (676) e3 = e0
% 62.57/27.61  																																													|
% 62.57/27.61  																																													| Instantiating formula (29) with e1, e0, e1, e3 and discharging atoms op(e1, e0) = e3, op(e1, e0) = e1, yields:
% 62.57/27.61  																																													| (455) e3 = e1
% 62.57/27.61  																																													|
% 62.57/27.61  																																													| Combining equations (455,676) yields a new equation:
% 62.57/27.61  																																													| (546) e1 = e0
% 62.57/27.61  																																													|
% 62.57/27.61  																																													| Simplifying 546 yields:
% 62.57/27.61  																																													| (431) e1 = e0
% 62.57/27.61  																																													|
% 62.57/27.61  																																													| Equations (431) can reduce 233 to:
% 62.57/27.61  																																													| (266) $false
% 62.57/27.61  																																													|
% 62.57/27.61  																																													|-The branch is then unsatisfiable
% 62.57/27.61  																																												|-Branch two:
% 62.57/27.61  																																												| (734)  ~ (unit = e0)
% 62.57/27.61  																																												| (735) unit = e3 | unit = e1
% 62.57/27.61  																																												|
% 62.57/27.61  																																													+-Applying beta-rule and splitting (735), into two cases.
% 62.57/27.61  																																													|-Branch one:
% 62.57/27.61  																																													| (736) unit = e1
% 62.57/27.61  																																													|
% 62.57/27.61  																																														| Equations (736) can reduce 734 to:
% 62.57/27.61  																																														| (233)  ~ (e1 = e0)
% 62.57/27.61  																																														|
% 62.57/27.61  																																														| From (736) and (209) follows:
% 62.57/27.61  																																														| (2715) op(e1, e0) = e0
% 62.57/27.61  																																														|
% 62.57/27.61  																																														| From (736) and (227) follows:
% 62.57/27.61  																																														| (739) op(e4, e1) = e4
% 62.57/27.61  																																														|
% 62.57/27.61  																																														| From (736) and (28) follows:
% 62.57/27.61  																																														| (740) op(e1, e1) = e1
% 62.57/27.61  																																														|
% 62.57/27.61  																																														| Instantiating formula (29) with e4, e1, e4, e3 and discharging atoms op(e4, e1) = e4, op(e4, e1) = e3, yields:
% 62.57/27.61  																																														| (425) e4 = e3
% 62.57/27.61  																																														|
% 62.57/27.61  																																														| Instantiating formula (29) with e1, e1, e1, e4 and discharging atoms op(e1, e1) = e4, op(e1, e1) = e1, yields:
% 62.57/27.61  																																														| (630) e4 = e1
% 62.57/27.61  																																														|
% 62.57/27.61  																																														| Instantiating formula (29) with e1, e0, e0, e3 and discharging atoms op(e1, e0) = e3, op(e1, e0) = e0, yields:
% 62.57/27.61  																																														| (676) e3 = e0
% 62.57/27.61  																																														|
% 62.57/27.61  																																														| Combining equations (425,630) yields a new equation:
% 62.57/27.61  																																														| (454) e3 = e1
% 62.57/27.61  																																														|
% 62.57/27.61  																																														| Simplifying 454 yields:
% 62.57/27.61  																																														| (455) e3 = e1
% 62.57/27.61  																																														|
% 62.57/27.61  																																														| Combining equations (676,455) yields a new equation:
% 62.57/27.61  																																														| (431) e1 = e0
% 62.57/27.61  																																														|
% 62.57/27.61  																																														| Equations (431) can reduce 233 to:
% 62.57/27.61  																																														| (266) $false
% 62.57/27.61  																																														|
% 62.57/27.61  																																														|-The branch is then unsatisfiable
% 62.57/27.61  																																													|-Branch two:
% 62.57/27.61  																																													| (748)  ~ (unit = e1)
% 62.57/27.61  																																													| (749) unit = e3
% 62.57/27.61  																																													|
% 62.57/27.61  																																														| From (749) and (42) follows:
% 62.57/27.61  																																														| (752) op(e0, e3) = e0
% 62.57/27.61  																																														|
% 62.57/27.61  																																														| Instantiating formula (29) with e0, e3, e0, e2 and discharging atoms op(e0, e3) = e2, op(e0, e3) = e0, yields:
% 62.57/27.61  																																														| (330) e2 = e0
% 62.57/27.61  																																														|
% 62.57/27.61  																																														| Equations (330) can reduce 128 to:
% 62.57/27.61  																																														| (266) $false
% 62.57/27.61  																																														|
% 62.57/27.61  																																														|-The branch is then unsatisfiable
% 62.57/27.61  																																									|-Branch two:
% 62.57/27.61  																																									| (462)  ~ (all_0_47_47 = e1)
% 62.57/27.61  																																									| (659) all_0_48_48 = e1 | all_0_49_49 = e1
% 62.57/27.61  																																									|
% 62.57/27.61  																																										+-Applying beta-rule and splitting (659), into two cases.
% 62.57/27.61  																																										|-Branch one:
% 62.57/27.61  																																										| (615) all_0_48_48 = e1
% 62.57/27.61  																																										|
% 62.57/27.61  																																											| Combining equations (335,615) yields a new equation:
% 62.57/27.61  																																											| (616) e2 = e1
% 62.57/27.61  																																											|
% 62.57/27.61  																																											| Simplifying 616 yields:
% 62.57/27.61  																																											| (617) e2 = e1
% 62.57/27.61  																																											|
% 62.57/27.61  																																											| Equations (617) can reduce 122 to:
% 62.57/27.61  																																											| (266) $false
% 62.57/27.61  																																											|
% 62.57/27.61  																																											|-The branch is then unsatisfiable
% 62.57/27.61  																																										|-Branch two:
% 62.57/27.61  																																										| (619)  ~ (all_0_48_48 = e1)
% 62.57/27.61  																																										| (671) all_0_49_49 = e1
% 62.57/27.61  																																										|
% 62.57/27.61  																																											| Equations (671) can reduce 1064 to:
% 62.57/27.61  																																											| (266) $false
% 62.57/27.61  																																											|
% 62.57/27.61  																																											|-The branch is then unsatisfiable
% 62.57/27.61  																																								|-Branch two:
% 62.57/27.61  																																								| (831)  ~ (all_0_46_46 = e0)
% 62.57/27.61  																																								| (832) all_0_47_47 = e0 | all_0_48_48 = e0 | all_0_49_49 = e0
% 62.57/27.61  																																								|
% 62.57/27.61  																																									+-Applying beta-rule and splitting (395), into two cases.
% 62.57/27.61  																																									|-Branch one:
% 62.57/27.61  																																									| (794) all_0_41_41 = e0
% 62.57/27.61  																																									|
% 62.57/27.61  																																										| Combining equations (794,403) yields a new equation:
% 62.57/27.61  																																										| (676) e3 = e0
% 62.57/27.61  																																										|
% 62.57/27.61  																																										| Equations (676) can reduce 80 to:
% 62.57/27.61  																																										| (266) $false
% 62.57/27.61  																																										|
% 62.57/27.61  																																										|-The branch is then unsatisfiable
% 62.57/27.61  																																									|-Branch two:
% 62.57/27.61  																																									| (357)  ~ (all_0_41_41 = e0)
% 62.57/27.61  																																									| (895) all_0_46_46 = e0 | all_0_55_55 = e0
% 62.57/27.61  																																									|
% 62.57/27.61  																																										+-Applying beta-rule and splitting (895), into two cases.
% 62.57/27.61  																																										|-Branch one:
% 62.57/27.61  																																										| (538) all_0_46_46 = e0
% 62.57/27.61  																																										|
% 62.57/27.61  																																											| Equations (538) can reduce 831 to:
% 62.57/27.61  																																											| (266) $false
% 62.57/27.61  																																											|
% 62.57/27.61  																																											|-The branch is then unsatisfiable
% 62.57/27.61  																																										|-Branch two:
% 62.57/27.61  																																										| (831)  ~ (all_0_46_46 = e0)
% 62.57/27.61  																																										| (858) all_0_55_55 = e0
% 62.57/27.61  																																										|
% 62.57/27.61  																																											| Combining equations (858,386) yields a new equation:
% 62.57/27.61  																																											| (330) e2 = e0
% 62.57/27.61  																																											|
% 62.57/27.61  																																											| Equations (330) can reduce 128 to:
% 62.57/27.61  																																											| (266) $false
% 62.57/27.61  																																											|
% 62.57/27.61  																																											|-The branch is then unsatisfiable
% 62.57/27.61  																																							|-Branch two:
% 62.57/27.61  																																							| (360)  ~ (all_0_44_44 = e0)
% 62.57/27.61  																																							| (1417) all_0_44_44 = e3 | all_0_44_44 = e1
% 62.57/27.61  																																							|
% 62.57/27.61  																																								+-Applying beta-rule and splitting (1417), into two cases.
% 62.57/27.61  																																								|-Branch one:
% 62.57/27.61  																																								| (635) all_0_44_44 = e1
% 62.57/27.61  																																								|
% 62.57/27.61  																																									| Equations (635) can reduce 639 to:
% 62.57/27.61  																																									| (266) $false
% 62.57/27.61  																																									|
% 62.57/27.61  																																									|-The branch is then unsatisfiable
% 62.57/27.61  																																								|-Branch two:
% 62.57/27.61  																																								| (639)  ~ (all_0_44_44 = e1)
% 62.57/27.61  																																								| (532) all_0_44_44 = e3
% 62.57/27.61  																																								|
% 62.57/27.61  																																									| Equations (532) can reduce 407 to:
% 62.57/27.61  																																									| (266) $false
% 62.57/27.61  																																									|
% 62.57/27.61  																																									|-The branch is then unsatisfiable
% 62.57/27.61  																																	|-Branch two:
% 62.57/27.61  																																	| (1890)  ~ (all_0_42_42 = e4)
% 62.57/27.61  																																	| (1969) all_0_42_42 = e3 | all_0_42_42 = e1 | all_0_42_42 = e0
% 62.57/27.61  																																	|
% 62.57/27.61  																																		+-Applying beta-rule and splitting (135), into two cases.
% 62.57/27.61  																																		|-Branch one:
% 62.57/27.61  																																		| (545) all_0_46_46 = e1
% 62.57/27.61  																																		|
% 62.57/27.61  																																			| Equations (545) can reduce 549 to:
% 62.57/27.61  																																			| (266) $false
% 62.57/27.61  																																			|
% 62.57/27.61  																																			|-The branch is then unsatisfiable
% 62.57/27.61  																																		|-Branch two:
% 62.57/27.61  																																		| (549)  ~ (all_0_46_46 = e1)
% 62.57/27.61  																																		| (550) all_0_47_47 = e1 | all_0_48_48 = e1 | all_0_49_49 = e1
% 62.57/27.61  																																		|
% 62.57/27.61  																																			+-Applying beta-rule and splitting (165), into two cases.
% 62.57/27.61  																																			|-Branch one:
% 62.57/27.61  																																			| (794) all_0_41_41 = e0
% 62.57/27.61  																																			|
% 62.57/27.61  																																				| Combining equations (794,403) yields a new equation:
% 62.57/27.61  																																				| (676) e3 = e0
% 62.57/27.61  																																				|
% 62.57/27.61  																																				| Equations (676) can reduce 80 to:
% 62.57/27.61  																																				| (266) $false
% 62.57/27.61  																																				|
% 62.57/27.61  																																				|-The branch is then unsatisfiable
% 62.57/27.61  																																			|-Branch two:
% 62.57/27.61  																																			| (357)  ~ (all_0_41_41 = e0)
% 62.57/27.61  																																			| (6761) all_0_42_42 = e0 | all_0_43_43 = e0 | all_0_44_44 = e0
% 62.57/27.61  																																			|
% 62.57/27.61  																																				+-Applying beta-rule and splitting (6761), into two cases.
% 62.57/27.61  																																				|-Branch one:
% 62.57/27.61  																																				| (559) all_0_42_42 = e0
% 62.57/27.61  																																				|
% 62.57/27.61  																																					| Equations (559) can reduce 358 to:
% 62.57/27.61  																																					| (266) $false
% 62.57/27.61  																																					|
% 62.57/27.61  																																					|-The branch is then unsatisfiable
% 62.57/27.61  																																				|-Branch two:
% 62.57/27.61  																																				| (358)  ~ (all_0_42_42 = e0)
% 62.57/27.61  																																				| (6766) all_0_43_43 = e0 | all_0_44_44 = e0
% 62.57/27.61  																																				|
% 62.57/27.61  																																					+-Applying beta-rule and splitting (64), into two cases.
% 62.57/27.61  																																					|-Branch one:
% 62.57/27.61  																																					| (437) all_0_41_41 = e4
% 62.57/27.61  																																					|
% 62.57/27.61  																																						| Combining equations (437,403) yields a new equation:
% 62.57/27.61  																																						| (424) e4 = e3
% 62.57/27.61  																																						|
% 62.57/27.61  																																						| Simplifying 424 yields:
% 62.57/27.61  																																						| (425) e4 = e3
% 62.57/27.61  																																						|
% 62.57/27.61  																																						| Equations (425) can reduce 188 to:
% 62.57/27.61  																																						| (266) $false
% 62.57/27.61  																																						|
% 62.57/27.61  																																						|-The branch is then unsatisfiable
% 62.57/27.61  																																					|-Branch two:
% 62.57/27.61  																																					| (440)  ~ (all_0_41_41 = e4)
% 62.57/27.61  																																					| (441) all_0_42_42 = e4 | all_0_43_43 = e4 | all_0_44_44 = e4
% 62.57/27.61  																																					|
% 62.57/27.61  																																						+-Applying beta-rule and splitting (131), into two cases.
% 62.57/27.61  																																						|-Branch one:
% 62.57/27.61  																																						| (459) all_0_42_42 = e1
% 62.57/27.61  																																						|
% 62.57/27.61  																																							| Equations (459) can reduce 1380 to:
% 62.57/27.61  																																							| (266) $false
% 62.57/27.61  																																							|
% 62.57/27.61  																																							|-The branch is then unsatisfiable
% 62.57/27.61  																																						|-Branch two:
% 62.57/27.61  																																						| (1380)  ~ (all_0_42_42 = e1)
% 62.57/27.61  																																						| (3259) all_0_47_47 = e1 | all_0_51_51 = e1 | all_0_56_56 = e1
% 62.57/27.61  																																						|
% 62.57/27.61  																																							+-Applying beta-rule and splitting (441), into two cases.
% 62.57/27.61  																																							|-Branch one:
% 62.57/27.61  																																							| (1392) all_0_42_42 = e4
% 62.57/27.61  																																							|
% 62.57/27.61  																																								| Equations (1392) can reduce 1890 to:
% 62.57/27.61  																																								| (266) $false
% 62.57/27.61  																																								|
% 62.57/27.61  																																								|-The branch is then unsatisfiable
% 62.57/27.61  																																							|-Branch two:
% 62.57/27.61  																																							| (1890)  ~ (all_0_42_42 = e4)
% 62.57/27.61  																																							| (1891) all_0_43_43 = e4 | all_0_44_44 = e4
% 62.57/27.61  																																							|
% 62.57/27.61  																																								+-Applying beta-rule and splitting (3259), into two cases.
% 62.57/27.61  																																								|-Branch one:
% 62.57/27.61  																																								| (654) all_0_47_47 = e1
% 62.57/27.61  																																								|
% 62.57/27.61  																																									| Equations (654) can reduce 678 to:
% 62.57/27.61  																																									| (233)  ~ (e1 = e0)
% 62.57/27.62  																																									|
% 62.57/27.62  																																									+-Applying beta-rule and splitting (164), into two cases.
% 62.57/27.62  																																									|-Branch one:
% 62.57/27.62  																																									| (471) all_0_39_39 = e4
% 62.57/27.62  																																									|
% 62.57/27.62  																																										| Combining equations (471,480) yields a new equation:
% 62.57/27.62  																																										| (481) e4 = e0
% 62.57/27.62  																																										|
% 62.57/27.62  																																										| Simplifying 481 yields:
% 62.57/27.62  																																										| (397) e4 = e0
% 62.57/27.62  																																										|
% 62.57/27.62  																																										| Equations (397) can reduce 49 to:
% 62.57/27.62  																																										| (266) $false
% 62.57/27.62  																																										|
% 62.57/27.62  																																										|-The branch is then unsatisfiable
% 62.57/27.62  																																									|-Branch two:
% 62.57/27.62  																																									| (1377)  ~ (all_0_39_39 = e4)
% 62.57/27.62  																																									| (2115) all_0_42_42 = e4 | all_0_47_47 = e4 | all_0_51_51 = e4 | all_0_56_56 = e4
% 62.57/27.62  																																									|
% 62.57/27.62  																																										| Equations (480) can reduce 1377 to:
% 62.57/27.62  																																										| (401)  ~ (e4 = e0)
% 62.57/27.62  																																										|
% 62.57/27.62  																																										| Simplifying 401 yields:
% 62.57/27.62  																																										| (49)  ~ (e4 = e0)
% 62.57/27.62  																																										|
% 62.57/27.62  																																										+-Applying beta-rule and splitting (6766), into two cases.
% 62.57/27.62  																																										|-Branch one:
% 62.57/27.62  																																										| (356) all_0_43_43 = e0
% 62.57/27.62  																																										|
% 62.57/27.62  																																											| Combining equations (430,356) yields a new equation:
% 62.57/27.62  																																											| (546) e1 = e0
% 62.57/27.62  																																											|
% 62.57/27.62  																																											| Simplifying 546 yields:
% 62.57/27.62  																																											| (431) e1 = e0
% 62.57/27.62  																																											|
% 62.57/27.62  																																											| Equations (431) can reduce 233 to:
% 62.57/27.62  																																											| (266) $false
% 62.57/27.62  																																											|
% 62.57/27.62  																																											|-The branch is then unsatisfiable
% 62.57/27.62  																																										|-Branch two:
% 62.57/27.62  																																										| (5470)  ~ (all_0_43_43 = e0)
% 62.57/27.62  																																										| (1414) all_0_44_44 = e0
% 62.57/27.62  																																										|
% 62.57/27.62  																																											+-Applying beta-rule and splitting (1891), into two cases.
% 62.57/27.62  																																											|-Branch one:
% 62.57/27.62  																																											| (396) all_0_43_43 = e4
% 62.57/27.62  																																											|
% 62.57/27.62  																																												| Combining equations (430,396) yields a new equation:
% 62.57/27.62  																																												| (630) e4 = e1
% 62.57/27.62  																																												|
% 62.57/27.62  																																												| Equations (630) can reduce 110 to:
% 62.57/27.62  																																												| (266) $false
% 62.57/27.62  																																												|
% 62.57/27.62  																																												|-The branch is then unsatisfiable
% 62.57/27.62  																																											|-Branch two:
% 62.57/27.62  																																											| (399)  ~ (all_0_43_43 = e4)
% 62.57/27.62  																																											| (446) all_0_44_44 = e4
% 62.57/27.62  																																											|
% 62.57/27.62  																																												| Combining equations (1414,446) yields a new equation:
% 62.57/27.62  																																												| (397) e4 = e0
% 62.57/27.62  																																												|
% 62.57/27.62  																																												| Equations (397) can reduce 49 to:
% 62.57/27.62  																																												| (266) $false
% 62.57/27.62  																																												|
% 62.57/27.62  																																												|-The branch is then unsatisfiable
% 62.57/27.62  																																								|-Branch two:
% 62.57/27.62  																																								| (462)  ~ (all_0_47_47 = e1)
% 62.57/27.62  																																								| (3264) all_0_51_51 = e1 | all_0_56_56 = e1
% 62.57/27.62  																																								|
% 62.57/27.62  																																									+-Applying beta-rule and splitting (550), into two cases.
% 62.57/27.62  																																									|-Branch one:
% 62.57/27.62  																																									| (654) all_0_47_47 = e1
% 62.57/27.62  																																									|
% 62.57/27.62  																																										| Equations (654) can reduce 462 to:
% 62.57/27.62  																																										| (266) $false
% 62.57/27.62  																																										|
% 62.57/27.62  																																										|-The branch is then unsatisfiable
% 62.57/27.62  																																									|-Branch two:
% 62.57/27.62  																																									| (462)  ~ (all_0_47_47 = e1)
% 62.57/27.62  																																									| (659) all_0_48_48 = e1 | all_0_49_49 = e1
% 62.57/27.62  																																									|
% 62.57/27.62  																																										+-Applying beta-rule and splitting (659), into two cases.
% 62.57/27.62  																																										|-Branch one:
% 62.57/27.62  																																										| (615) all_0_48_48 = e1
% 62.57/27.62  																																										|
% 62.57/27.62  																																											| Combining equations (335,615) yields a new equation:
% 62.57/27.62  																																											| (616) e2 = e1
% 62.57/27.62  																																											|
% 62.57/27.62  																																											| Simplifying 616 yields:
% 62.57/27.62  																																											| (617) e2 = e1
% 62.57/27.62  																																											|
% 62.57/27.62  																																											| Equations (617) can reduce 122 to:
% 62.57/27.62  																																											| (266) $false
% 62.57/27.62  																																											|
% 62.57/27.62  																																											|-The branch is then unsatisfiable
% 62.57/27.62  																																										|-Branch two:
% 62.57/27.62  																																										| (619)  ~ (all_0_48_48 = e1)
% 62.57/27.62  																																										| (671) all_0_49_49 = e1
% 62.57/27.62  																																										|
% 62.57/27.62  																																											| Equations (671) can reduce 1064 to:
% 62.57/27.62  																																											| (266) $false
% 62.57/27.62  																																											|
% 62.57/27.62  																																											|-The branch is then unsatisfiable
% 62.57/27.62  																															|-Branch two:
% 62.57/27.62  																															| (1898)  ~ (all_0_41_41 = e3)
% 62.57/27.62  																															| (1923) all_0_46_46 = e3 | all_0_50_50 = e3 | all_0_55_55 = e3
% 62.57/27.62  																															|
% 62.57/27.62  																																+-Applying beta-rule and splitting (113), into two cases.
% 62.57/27.62  																																|-Branch one:
% 62.57/27.62  																																| (403) all_0_41_41 = e3
% 62.57/27.62  																																|
% 62.57/27.62  																																	| Equations (403) can reduce 1898 to:
% 62.57/27.62  																																	| (266) $false
% 62.57/27.62  																																	|
% 62.57/27.62  																																	|-The branch is then unsatisfiable
% 62.57/27.62  																																|-Branch two:
% 62.57/27.62  																																| (1898)  ~ (all_0_41_41 = e3)
% 62.57/27.62  																																| (1899) all_0_42_42 = e3 | all_0_44_44 = e3
% 62.57/27.62  																																|
% 62.57/27.62  																																	+-Applying beta-rule and splitting (131), into two cases.
% 62.57/27.62  																																	|-Branch one:
% 62.57/27.62  																																	| (459) all_0_42_42 = e1
% 62.57/27.62  																																	|
% 62.57/27.62  																																		| Equations (459) can reduce 1380 to:
% 62.57/27.62  																																		| (266) $false
% 62.57/27.62  																																		|
% 62.57/27.62  																																		|-The branch is then unsatisfiable
% 62.57/27.62  																																	|-Branch two:
% 62.57/27.62  																																	| (1380)  ~ (all_0_42_42 = e1)
% 62.57/27.62  																																	| (3259) all_0_47_47 = e1 | all_0_51_51 = e1 | all_0_56_56 = e1
% 62.57/27.62  																																	|
% 62.57/27.62  																																		+-Applying beta-rule and splitting (1899), into two cases.
% 62.57/27.62  																																		|-Branch one:
% 62.57/27.62  																																		| (516) all_0_42_42 = e3
% 62.57/27.62  																																		|
% 62.57/27.62  																																			| Equations (516) can reduce 236 to:
% 62.57/27.62  																																			| (271)  ~ (all_0_56_56 = e3)
% 62.57/27.62  																																			|
% 62.57/27.62  																																			| Simplifying 271 yields:
% 62.57/27.62  																																			| (272)  ~ (all_0_56_56 = e3)
% 62.57/27.62  																																			|
% 62.57/27.62  																																			| Equations (516) can reduce 1380 to:
% 62.57/27.62  																																			| (213)  ~ (e3 = e1)
% 62.57/27.62  																																			|
% 62.57/27.62  																																			+-Applying beta-rule and splitting (62557), into two cases.
% 62.57/27.62  																																			|-Branch one:
% 62.57/27.62  																																			| (1097) all_0_56_56 = e3
% 62.57/27.62  																																			|
% 62.57/27.62  																																				| Equations (1097) can reduce 272 to:
% 62.57/27.62  																																				| (266) $false
% 62.57/27.62  																																				|
% 62.57/27.62  																																				|-The branch is then unsatisfiable
% 62.57/27.62  																																			|-Branch two:
% 62.57/27.62  																																			| (272)  ~ (all_0_56_56 = e3)
% 62.57/27.62  																																			| (795) all_0_58_58 = e3
% 62.57/27.62  																																			|
% 62.57/27.62  																																				| Combining equations (795,918) yields a new equation:
% 62.57/27.62  																																				| (454) e3 = e1
% 62.57/27.62  																																				|
% 62.57/27.62  																																				| Simplifying 454 yields:
% 62.57/27.62  																																				| (455) e3 = e1
% 62.57/27.62  																																				|
% 62.57/27.62  																																				| Equations (455) can reduce 213 to:
% 62.57/27.62  																																				| (266) $false
% 62.57/27.62  																																				|
% 62.57/27.62  																																				|-The branch is then unsatisfiable
% 62.57/27.62  																																		|-Branch two:
% 62.57/27.62  																																		| (405)  ~ (all_0_42_42 = e3)
% 62.57/27.62  																																		| (532) all_0_44_44 = e3
% 62.57/27.62  																																		|
% 62.57/27.62  																																			| Equations (532) can reduce 407 to:
% 62.57/27.62  																																			| (266) $false
% 62.57/27.62  																																			|
% 62.57/27.62  																																			|-The branch is then unsatisfiable
% 62.57/27.62  																														|-Branch two:
% 62.57/27.62  																														| (880)  ~ (all_0_58_58 = e1)
% 62.57/27.62  																														| (795) all_0_58_58 = e3
% 62.57/27.62  																														|
% 62.57/27.62  																															| Equations (795) can reduce 276 to:
% 62.57/27.62  																															| (266) $false
% 62.57/27.62  																															|
% 62.57/27.62  																															|-The branch is then unsatisfiable
% 62.57/27.62  																									|-Branch two:
% 62.57/27.62  																									| (759)  ~ (all_0_50_50 = e1)
% 62.57/27.62  																									| (1168) all_0_51_51 = e1 | all_0_52_52 = e1 | all_0_53_53 = e1
% 62.57/27.62  																									|
% 62.57/27.62  																										+-Applying beta-rule and splitting (909), into two cases.
% 62.57/27.62  																										|-Branch one:
% 62.57/27.62  																										| (910) all_0_58_58 = e4
% 62.57/27.62  																										|
% 62.57/27.62  																											| Equations (910) can reduce 451 to:
% 62.57/27.62  																											| (266) $false
% 62.57/27.62  																											|
% 62.57/27.62  																											|-The branch is then unsatisfiable
% 62.57/27.62  																										|-Branch two:
% 62.57/27.62  																										| (451)  ~ (all_0_58_58 = e4)
% 62.57/27.62  																										| (913) all_0_58_58 = e3 | all_0_58_58 = e1 | all_0_58_58 = e0
% 62.57/27.62  																										|
% 62.57/27.62  																											+-Applying beta-rule and splitting (913), into two cases.
% 62.57/27.62  																											|-Branch one:
% 62.57/27.62  																											| (914) all_0_58_58 = e0
% 62.57/27.62  																											|
% 62.57/27.62  																												| Equations (914) can reduce 491 to:
% 62.57/27.62  																												| (266) $false
% 62.57/27.62  																												|
% 62.57/27.62  																												|-The branch is then unsatisfiable
% 62.57/27.62  																											|-Branch two:
% 62.57/27.62  																											| (491)  ~ (all_0_58_58 = e0)
% 62.57/27.62  																											| (917) all_0_58_58 = e3 | all_0_58_58 = e1
% 62.57/27.62  																											|
% 62.57/27.62  																												+-Applying beta-rule and splitting (917), into two cases.
% 62.57/27.62  																												|-Branch one:
% 62.57/27.62  																												| (918) all_0_58_58 = e1
% 62.57/27.62  																												|
% 62.57/27.62  																													| Equations (918) can reduce 44 to:
% 62.57/27.62  																													| (466)  ~ (all_0_56_56 = e1)
% 62.57/27.62  																													|
% 62.57/27.62  																													| Equations (918) can reduce 908 to:
% 62.57/27.62  																													| (604)  ~ (e2 = e1)
% 62.57/27.62  																													|
% 62.57/27.62  																													| Simplifying 604 yields:
% 62.57/27.62  																													| (122)  ~ (e2 = e1)
% 62.57/27.62  																													|
% 62.57/27.62  																													+-Applying beta-rule and splitting (18), into two cases.
% 62.57/27.62  																													|-Branch one:
% 62.57/27.62  																													| (453) all_0_41_41 = e1
% 62.57/27.62  																													|
% 62.57/27.62  																														| Equations (453) can reduce 457 to:
% 62.57/27.62  																														| (266) $false
% 62.57/27.62  																														|
% 62.57/27.62  																														|-The branch is then unsatisfiable
% 62.57/27.62  																													|-Branch two:
% 62.57/27.62  																													| (457)  ~ (all_0_41_41 = e1)
% 62.57/27.62  																													| (595) all_0_46_46 = e1 | all_0_50_50 = e1 | all_0_55_55 = e1
% 62.57/27.62  																													|
% 62.57/27.62  																														+-Applying beta-rule and splitting (595), into two cases.
% 62.57/27.62  																														|-Branch one:
% 62.57/27.62  																														| (545) all_0_46_46 = e1
% 62.57/27.62  																														|
% 62.57/27.62  																															| Equations (545) can reduce 19 to:
% 62.57/27.62  																															| (461)  ~ (all_0_47_47 = e1)
% 62.57/27.62  																															|
% 62.57/27.62  																															| Simplifying 461 yields:
% 62.57/27.62  																															| (462)  ~ (all_0_47_47 = e1)
% 62.57/27.62  																															|
% 62.57/27.62  																															| Equations (545) can reduce 300 to:
% 62.57/27.62  																															| (604)  ~ (e2 = e1)
% 62.57/27.62  																															|
% 62.57/27.62  																															| Simplifying 604 yields:
% 62.57/27.62  																															| (122)  ~ (e2 = e1)
% 62.57/27.62  																															|
% 62.57/27.62  																															+-Applying beta-rule and splitting (131), into two cases.
% 62.57/27.62  																															|-Branch one:
% 62.57/27.62  																															| (459) all_0_42_42 = e1
% 62.57/27.62  																															|
% 62.57/27.62  																																| Equations (459) can reduce 1380 to:
% 62.57/27.62  																																| (266) $false
% 62.57/27.62  																																|
% 62.57/27.62  																																|-The branch is then unsatisfiable
% 62.57/27.62  																															|-Branch two:
% 62.57/27.62  																															| (1380)  ~ (all_0_42_42 = e1)
% 62.57/27.62  																															| (3259) all_0_47_47 = e1 | all_0_51_51 = e1 | all_0_56_56 = e1
% 62.57/27.62  																															|
% 62.57/27.62  																																+-Applying beta-rule and splitting (3259), into two cases.
% 62.57/27.62  																																|-Branch one:
% 62.57/27.62  																																| (654) all_0_47_47 = e1
% 62.57/27.62  																																|
% 62.57/27.62  																																	| Equations (654) can reduce 462 to:
% 62.57/27.62  																																	| (266) $false
% 62.57/27.62  																																	|
% 62.57/27.62  																																	|-The branch is then unsatisfiable
% 62.57/27.62  																																|-Branch two:
% 62.57/27.62  																																| (462)  ~ (all_0_47_47 = e1)
% 62.57/27.62  																																| (3264) all_0_51_51 = e1 | all_0_56_56 = e1
% 62.57/27.62  																																|
% 62.57/27.62  																																	+-Applying beta-rule and splitting (3264), into two cases.
% 62.57/27.62  																																	|-Branch one:
% 62.57/27.62  																																	| (1109) all_0_51_51 = e1
% 62.57/27.62  																																	|
% 62.57/27.62  																																		| Combining equations (504,1109) yields a new equation:
% 62.57/27.62  																																		| (616) e2 = e1
% 62.57/27.62  																																		|
% 62.57/27.62  																																		| Simplifying 616 yields:
% 62.57/27.62  																																		| (617) e2 = e1
% 62.57/27.62  																																		|
% 62.57/27.62  																																		| Equations (617) can reduce 122 to:
% 62.57/27.62  																																		| (266) $false
% 62.57/27.62  																																		|
% 62.57/27.62  																																		|-The branch is then unsatisfiable
% 62.57/27.62  																																	|-Branch two:
% 62.57/27.62  																																	| (464)  ~ (all_0_51_51 = e1)
% 62.57/27.62  																																	| (1569) all_0_56_56 = e1
% 62.57/27.62  																																	|
% 62.57/27.62  																																		| Equations (1569) can reduce 466 to:
% 62.57/27.62  																																		| (266) $false
% 62.57/27.62  																																		|
% 62.57/27.62  																																		|-The branch is then unsatisfiable
% 62.57/27.62  																														|-Branch two:
% 62.57/27.62  																														| (549)  ~ (all_0_46_46 = e1)
% 62.57/27.62  																														| (600) all_0_50_50 = e1 | all_0_55_55 = e1
% 62.57/27.62  																														|
% 62.57/27.62  																															+-Applying beta-rule and splitting (600), into two cases.
% 62.57/27.62  																															|-Branch one:
% 62.57/27.62  																															| (601) all_0_50_50 = e1
% 62.57/27.62  																															|
% 62.57/27.62  																																| Equations (601) can reduce 759 to:
% 62.57/27.62  																																| (266) $false
% 62.57/27.62  																																|
% 62.57/27.62  																																|-The branch is then unsatisfiable
% 62.57/27.62  																															|-Branch two:
% 62.57/27.62  																															| (759)  ~ (all_0_50_50 = e1)
% 62.57/27.62  																															| (629) all_0_55_55 = e1
% 62.57/27.62  																															|
% 62.57/27.62  																																| Combining equations (386,629) yields a new equation:
% 62.57/27.62  																																| (616) e2 = e1
% 62.57/27.62  																																|
% 62.57/27.62  																																| Simplifying 616 yields:
% 62.57/27.62  																																| (617) e2 = e1
% 62.57/27.62  																																|
% 62.57/27.62  																																| Equations (617) can reduce 122 to:
% 62.57/27.62  																																| (266) $false
% 62.57/27.62  																																|
% 62.57/27.62  																																|-The branch is then unsatisfiable
% 62.57/27.62  																												|-Branch two:
% 62.57/27.62  																												| (880)  ~ (all_0_58_58 = e1)
% 62.57/27.62  																												| (795) all_0_58_58 = e3
% 62.57/27.62  																												|
% 62.57/27.62  																													| Equations (795) can reduce 276 to:
% 62.57/27.62  																													| (266) $false
% 62.57/27.62  																													|
% 62.57/27.62  																													|-The branch is then unsatisfiable
% 62.57/27.63  																					|-Branch two:
% 62.57/27.63  																					| (1099)  ~ (all_0_51_51 = e2)
% 62.57/27.63  																					| (1152) all_0_52_52 = e2 | all_0_53_53 = e2
% 62.57/27.63  																					|
% 62.57/27.63  																						+-Applying beta-rule and splitting (1108), into two cases.
% 62.57/27.63  																						|-Branch one:
% 62.57/27.63  																						| (504) all_0_51_51 = e2
% 62.57/27.63  																						|
% 62.57/27.63  																							| Equations (504) can reduce 1099 to:
% 62.57/27.63  																							| (266) $false
% 62.57/27.63  																							|
% 62.57/27.63  																							|-The branch is then unsatisfiable
% 62.57/27.63  																						|-Branch two:
% 62.57/27.63  																						| (1099)  ~ (all_0_51_51 = e2)
% 62.57/27.63  																						| (833) all_0_56_56 = e2
% 62.57/27.63  																						|
% 62.57/27.63  																							| Equations (833) can reduce 511 to:
% 62.57/27.63  																							| (266) $false
% 62.57/27.63  																							|
% 62.57/27.63  																							|-The branch is then unsatisfiable
% 62.57/27.63  														|-Branch two:
% 62.57/27.63  														| (780)  ~ (all_0_52_52 = e4)
% 62.57/27.63  														| (642) all_0_52_52 = e1
% 62.57/27.63  														|
% 62.57/27.63  															| Equations (642) can reduce 646 to:
% 62.57/27.63  															| (266) $false
% 62.57/27.63  															|
% 62.57/27.63  															|-The branch is then unsatisfiable
% 62.57/27.63  									|-Branch two:
% 62.57/27.63  									| (810)  ~ (all_0_48_48 = e2)
% 62.57/27.63  									| (10167) all_0_52_52 = e2 | all_0_57_57 = e2
% 62.57/27.63  									|
% 62.57/27.63  										+-Applying beta-rule and splitting (10167), into two cases.
% 62.57/27.63  										|-Branch one:
% 62.57/27.63  										| (352) all_0_52_52 = e2
% 62.57/27.63  										|
% 62.57/27.63  											| Equations (352) can reduce 342 to:
% 62.57/27.63  											| (266) $false
% 62.57/27.63  											|
% 62.57/27.63  											|-The branch is then unsatisfiable
% 62.57/27.63  										|-Branch two:
% 62.57/27.63  										| (342)  ~ (all_0_52_52 = e2)
% 62.57/27.63  										| (442) all_0_57_57 = e2
% 62.57/27.63  										|
% 62.57/27.63  											| Equations (442) can reduce 199 to:
% 62.57/27.63  											| (96)  ~ (all_0_43_43 = e2)
% 62.57/27.63  											|
% 62.57/27.63  											| Equations (442) can reduce 239 to:
% 62.57/27.63  											| (810)  ~ (all_0_48_48 = e2)
% 62.57/27.63  											|
% 62.57/27.63  											| Equations (442) can reduce 11 to:
% 62.57/27.63  											| (342)  ~ (all_0_52_52 = e2)
% 62.57/27.63  											|
% 62.57/27.63  											| Equations (442) can reduce 81 to:
% 62.57/27.63  											| (304)  ~ (all_0_55_55 = e2)
% 62.57/27.63  											|
% 62.57/27.63  											| Equations (442) can reduce 140 to:
% 62.57/27.63  											| (511)  ~ (all_0_56_56 = e2)
% 62.57/27.63  											|
% 62.57/27.63  											| Equations (442) can reduce 148 to:
% 62.57/27.63  											| (1186)  ~ (all_0_58_58 = e2)
% 62.57/27.63  											|
% 62.57/27.63  											| Simplifying 1186 yields:
% 62.57/27.63  											| (908)  ~ (all_0_58_58 = e2)
% 62.57/27.63  											|
% 62.57/27.63  											| Equations (442) can reduce 839 to:
% 62.57/27.63  											| (327)  ~ (e4 = e2)
% 62.57/27.63  											|
% 62.57/27.63  											| Simplifying 327 yields:
% 62.57/27.63  											| (48)  ~ (e4 = e2)
% 62.57/27.63  											|
% 62.57/27.63  											| From (442) and (83) follows:
% 62.57/27.63  											| (16562) op(e0, e1) = e2
% 62.57/27.63  											|
% 62.57/27.63  											+-Applying beta-rule and splitting (4), into two cases.
% 62.57/27.63  											|-Branch one:
% 62.57/27.63  											| (356) all_0_43_43 = e0
% 62.57/27.63  											|
% 62.57/27.63  												| Equations (356) can reduce 31 to:
% 62.57/27.63  												| (357)  ~ (all_0_41_41 = e0)
% 62.57/27.63  												|
% 62.57/27.63  												| Equations (356) can reduce 240 to:
% 62.57/27.63  												| (358)  ~ (all_0_42_42 = e0)
% 62.57/27.63  												|
% 62.57/27.63  												| Equations (356) can reduce 159 to:
% 62.57/27.63  												| (359)  ~ (all_0_44_44 = e0)
% 62.57/27.63  												|
% 62.57/27.63  												| Simplifying 359 yields:
% 62.57/27.63  												| (360)  ~ (all_0_44_44 = e0)
% 62.57/27.63  												|
% 62.57/27.63  												| Equations (356) can reduce 17 to:
% 62.57/27.63  												| (10200)  ~ (all_0_48_48 = e0)
% 62.57/27.63  												|
% 62.57/27.63  												| Simplifying 10200 yields:
% 62.57/27.63  												| (1283)  ~ (all_0_48_48 = e0)
% 62.57/27.63  												|
% 62.57/27.63  												| Equations (356) can reduce 217 to:
% 62.57/27.63  												| (361)  ~ (all_0_52_52 = e0)
% 62.57/27.63  												|
% 62.57/27.63  												| Simplifying 361 yields:
% 62.57/27.63  												| (72)  ~ (all_0_52_52 = e0)
% 62.57/27.63  												|
% 62.57/27.63  												| From (356) and (37) follows:
% 62.57/27.63  												| (369) op(e3, e1) = e0
% 62.57/27.63  												|
% 62.57/27.63  												+-Applying beta-rule and splitting (163), into two cases.
% 62.57/27.63  												|-Branch one:
% 62.57/27.63  												| (565) all_0_52_52 = e4
% 62.57/27.63  												|
% 62.57/27.63  													| Equations (565) can reduce 101 to:
% 62.57/27.63  													| (566)  ~ (all_0_50_50 = e4)
% 62.57/27.63  													|
% 62.57/27.63  													| Equations (565) can reduce 20 to:
% 62.57/27.63  													| (475)  ~ (all_0_51_51 = e4)
% 62.57/27.63  													|
% 62.57/27.63  													| Equations (565) can reduce 342 to:
% 62.57/27.63  													| (48)  ~ (e4 = e2)
% 62.57/27.63  													|
% 62.57/27.63  													| Equations (565) can reduce 72 to:
% 62.57/27.63  													| (49)  ~ (e4 = e0)
% 62.57/27.63  													|
% 62.57/27.63  													| From (565) and (124) follows:
% 62.57/27.63  													| (570) op(e1, e1) = e4
% 62.57/27.63  													|
% 62.57/27.63  													+-Applying beta-rule and splitting (130), into two cases.
% 62.57/27.63  													|-Branch one:
% 62.57/27.63  													| (430) all_0_43_43 = e1
% 62.57/27.63  													|
% 62.57/27.63  														| Combining equations (356,430) yields a new equation:
% 62.57/27.63  														| (431) e1 = e0
% 62.57/27.63  														|
% 62.57/27.63  														| Equations (431) can reduce 233 to:
% 62.57/27.63  														| (266) $false
% 62.57/27.63  														|
% 62.57/27.63  														|-The branch is then unsatisfiable
% 62.57/27.63  													|-Branch two:
% 62.57/27.63  													| (433)  ~ (all_0_43_43 = e1)
% 62.57/27.63  													| (434) all_0_48_48 = e1 | all_0_52_52 = e1 | all_0_57_57 = e1
% 62.57/27.63  													|
% 62.57/27.63  														+-Applying beta-rule and splitting (434), into two cases.
% 62.57/27.63  														|-Branch one:
% 62.57/27.63  														| (615) all_0_48_48 = e1
% 62.57/27.63  														|
% 62.57/27.63  															| Equations (615) can reduce 30 to:
% 62.57/27.63  															| (549)  ~ (all_0_46_46 = e1)
% 62.57/27.63  															|
% 62.57/27.63  															| Equations (615) can reduce 114 to:
% 62.57/27.63  															| (462)  ~ (all_0_47_47 = e1)
% 62.57/27.63  															|
% 62.57/27.63  															| Equations (615) can reduce 185 to:
% 62.57/27.63  															| (1419)  ~ (all_0_49_49 = e1)
% 62.57/27.63  															|
% 62.57/27.63  															| Simplifying 1419 yields:
% 62.57/27.63  															| (1064)  ~ (all_0_49_49 = e1)
% 62.57/27.63  															|
% 62.57/27.63  															| Equations (615) can reduce 215 to:
% 62.57/27.63  															| (467)  ~ (e3 = e1)
% 62.57/27.63  															|
% 62.57/27.63  															| Simplifying 467 yields:
% 62.57/27.63  															| (213)  ~ (e3 = e1)
% 62.57/27.63  															|
% 62.57/27.63  															| Equations (615) can reduce 810 to:
% 62.57/27.63  															| (604)  ~ (e2 = e1)
% 62.57/27.63  															|
% 62.57/27.63  															| Simplifying 604 yields:
% 62.57/27.63  															| (122)  ~ (e2 = e1)
% 62.57/27.63  															|
% 62.57/27.63  															| Equations (615) can reduce 1283 to:
% 62.57/27.63  															| (233)  ~ (e1 = e0)
% 62.57/27.63  															|
% 62.57/27.63  															| From (615) and (192) follows:
% 62.57/27.63  															| (1612) op(e2, e1) = e1
% 62.57/27.63  															|
% 62.57/27.63  															+-Applying beta-rule and splitting (53), into two cases.
% 62.57/27.63  															|-Branch one:
% 62.57/27.63  															| (1794) all_0_46_46 = e2
% 62.57/27.63  															|
% 62.57/27.63  																| Equations (1794) can reduce 43 to:
% 62.57/27.63  																| (85)  ~ (all_0_41_41 = e2)
% 62.57/27.63  																|
% 62.57/27.63  																| Equations (1794) can reduce 208 to:
% 62.57/27.63  																| (339)  ~ (all_0_49_49 = e2)
% 62.57/27.63  																|
% 62.57/27.63  																| Simplifying 339 yields:
% 62.57/27.63  																| (340)  ~ (all_0_49_49 = e2)
% 62.57/27.63  																|
% 62.57/27.63  																| Equations (1794) can reduce 35 to:
% 62.57/27.63  																| (301)  ~ (all_0_50_50 = e2)
% 62.57/27.63  																|
% 62.57/27.63  																| Simplifying 301 yields:
% 62.57/27.63  																| (302)  ~ (all_0_50_50 = e2)
% 62.57/27.63  																|
% 62.57/27.63  																| Equations (1794) can reduce 250 to:
% 62.57/27.63  																| (327)  ~ (e4 = e2)
% 62.57/27.63  																|
% 62.57/27.63  																| Simplifying 327 yields:
% 62.57/27.63  																| (48)  ~ (e4 = e2)
% 62.57/27.63  																|
% 62.57/27.63  																+-Applying beta-rule and splitting (95), into two cases.
% 62.57/27.63  																|-Branch one:
% 62.57/27.63  																| (378) all_0_50_50 = e2
% 62.57/27.63  																|
% 62.57/27.63  																	| Equations (378) can reduce 302 to:
% 62.57/27.63  																	| (266) $false
% 62.57/27.63  																	|
% 62.57/27.63  																	|-The branch is then unsatisfiable
% 62.57/27.63  																|-Branch two:
% 62.57/27.63  																| (302)  ~ (all_0_50_50 = e2)
% 62.57/27.63  																| (381) all_0_51_51 = e2 | all_0_52_52 = e2 | all_0_53_53 = e2
% 62.57/27.63  																|
% 62.57/27.63  																	+-Applying beta-rule and splitting (381), into two cases.
% 62.57/27.63  																	|-Branch one:
% 62.57/27.63  																	| (504) all_0_51_51 = e2
% 62.57/27.63  																	|
% 62.57/27.63  																		| Equations (504) can reduce 61 to:
% 62.57/27.63  																		| (51)  ~ (all_0_42_42 = e2)
% 62.57/27.63  																		|
% 62.57/27.63  																		| Equations (504) can reduce 224 to:
% 62.57/27.63  																		| (338)  ~ (all_0_47_47 = e2)
% 62.57/27.63  																		|
% 62.57/27.63  																		| Equations (504) can reduce 6 to:
% 62.57/27.63  																		| (508)  ~ (all_0_53_53 = e2)
% 62.57/27.63  																		|
% 62.57/27.63  																		| Simplifying 508 yields:
% 62.57/27.63  																		| (509)  ~ (all_0_53_53 = e2)
% 62.57/27.63  																		|
% 62.57/27.63  																		| Equations (504) can reduce 115 to:
% 62.57/27.63  																		| (128)  ~ (e2 = e0)
% 62.57/27.63  																		|
% 62.57/27.63  																		| From (504) and (186) follows:
% 62.57/27.63  																		| (515) op(e1, e2) = e2
% 62.57/27.63  																		|
% 62.57/27.63  																		+-Applying beta-rule and splitting (184), into two cases.
% 62.57/27.63  																		|-Branch one:
% 62.57/27.63  																		| (538) all_0_46_46 = e0
% 62.57/27.63  																		|
% 62.57/27.63  																			| Combining equations (1794,538) yields a new equation:
% 62.57/27.63  																			| (391) e2 = e0
% 62.57/27.63  																			|
% 62.57/27.63  																			| Simplifying 391 yields:
% 62.57/27.63  																			| (330) e2 = e0
% 62.57/27.63  																			|
% 62.57/27.63  																			| Equations (330) can reduce 128 to:
% 62.57/27.63  																			| (266) $false
% 62.57/27.63  																			|
% 62.57/27.63  																			|-The branch is then unsatisfiable
% 62.57/27.63  																		|-Branch two:
% 62.57/27.63  																		| (831)  ~ (all_0_46_46 = e0)
% 62.57/27.63  																		| (832) all_0_47_47 = e0 | all_0_48_48 = e0 | all_0_49_49 = e0
% 62.57/27.63  																		|
% 62.57/27.63  																			+-Applying beta-rule and splitting (832), into two cases.
% 62.57/27.63  																			|-Branch one:
% 62.57/27.63  																			| (674) all_0_47_47 = e0
% 62.57/27.63  																			|
% 62.57/27.63  																				| Equations (674) can reduce 678 to:
% 62.57/27.63  																				| (266) $false
% 62.57/27.63  																				|
% 62.57/27.63  																				|-The branch is then unsatisfiable
% 62.57/27.63  																			|-Branch two:
% 62.57/27.63  																			| (678)  ~ (all_0_47_47 = e0)
% 62.57/27.63  																			| (1278) all_0_48_48 = e0 | all_0_49_49 = e0
% 62.57/27.63  																			|
% 62.57/27.63  																				+-Applying beta-rule and splitting (1278), into two cases.
% 62.57/27.63  																				|-Branch one:
% 62.57/27.63  																				| (1279) all_0_48_48 = e0
% 62.57/27.63  																				|
% 62.57/27.63  																					| Combining equations (615,1279) yields a new equation:
% 62.57/27.63  																					| (546) e1 = e0
% 62.57/27.63  																					|
% 62.57/27.63  																					| Simplifying 546 yields:
% 62.57/27.63  																					| (431) e1 = e0
% 62.57/27.63  																					|
% 62.57/27.63  																					| Equations (431) can reduce 233 to:
% 62.57/27.63  																					| (266) $false
% 62.57/27.63  																					|
% 62.57/27.63  																					|-The branch is then unsatisfiable
% 62.57/27.63  																				|-Branch two:
% 62.57/27.63  																				| (1283)  ~ (all_0_48_48 = e0)
% 62.57/27.63  																				| (978) all_0_49_49 = e0
% 62.57/27.63  																				|
% 62.57/27.63  																					| Equations (978) can reduce 86 to:
% 62.57/27.63  																					| (678)  ~ (all_0_47_47 = e0)
% 62.57/27.63  																					|
% 62.57/27.63  																					| Equations (978) can reduce 65 to:
% 62.57/27.63  																					| (488)  ~ (all_0_53_53 = e0)
% 62.57/27.63  																					|
% 62.57/27.63  																					| Simplifying 488 yields:
% 62.57/27.63  																					| (247)  ~ (all_0_53_53 = e0)
% 62.57/27.63  																					|
% 62.57/27.63  																					| Equations (978) can reduce 340 to:
% 62.57/27.63  																					| (365)  ~ (e2 = e0)
% 62.57/27.63  																					|
% 62.57/27.63  																					| Simplifying 365 yields:
% 62.57/27.63  																					| (128)  ~ (e2 = e0)
% 62.57/27.63  																					|
% 62.57/27.63  																					+-Applying beta-rule and splitting (105), into two cases.
% 62.57/27.63  																					|-Branch one:
% 62.57/27.63  																					| (1105) all_0_47_47 = e2
% 62.57/27.63  																					|
% 62.57/27.63  																						| Equations (1105) can reduce 338 to:
% 62.57/27.63  																						| (266) $false
% 62.57/27.63  																						|
% 62.57/27.63  																						|-The branch is then unsatisfiable
% 62.57/27.63  																					|-Branch two:
% 62.57/27.63  																					| (338)  ~ (all_0_47_47 = e2)
% 62.57/27.63  																					| (1789) all_0_47_47 = e4 | all_0_47_47 = e3 | all_0_47_47 = e1 | all_0_47_47 = e0
% 62.57/27.63  																					|
% 62.57/27.63  																						+-Applying beta-rule and splitting (1789), into two cases.
% 62.57/27.63  																						|-Branch one:
% 62.57/27.63  																						| (1790) all_0_47_47 = e4
% 62.57/27.63  																						|
% 62.57/27.63  																							| Equations (1790) can reduce 198 to:
% 62.57/27.63  																							| (1890)  ~ (all_0_42_42 = e4)
% 62.57/27.63  																							|
% 62.57/27.63  																							| Equations (1790) can reduce 91 to:
% 62.57/27.63  																							| (476)  ~ (all_0_56_56 = e4)
% 62.57/27.63  																							|
% 62.57/27.63  																							| Simplifying 476 yields:
% 62.57/27.63  																							| (477)  ~ (all_0_56_56 = e4)
% 62.57/27.63  																							|
% 62.57/27.63  																							| Equations (1790) can reduce 1091 to:
% 62.57/27.63  																							| (188)  ~ (e4 = e3)
% 62.57/27.63  																							|
% 62.57/27.63  																							| Equations (1790) can reduce 462 to:
% 62.57/27.63  																							| (110)  ~ (e4 = e1)
% 62.57/27.63  																							|
% 62.57/27.63  																							| Equations (1790) can reduce 678 to:
% 62.57/27.63  																							| (49)  ~ (e4 = e0)
% 62.57/27.63  																							|
% 62.57/27.63  																							| From (1790) and (23) follows:
% 62.57/27.63  																							| (61903) op(e2, e2) = e4
% 62.57/27.63  																							|
% 62.57/27.63  																							+-Applying beta-rule and splitting (64), into two cases.
% 62.57/27.63  																							|-Branch one:
% 62.57/27.63  																							| (437) all_0_41_41 = e4
% 62.57/27.63  																							|
% 62.57/27.63  																								| Equations (437) can reduce 440 to:
% 62.57/27.63  																								| (266) $false
% 62.57/27.63  																								|
% 62.57/27.63  																								|-The branch is then unsatisfiable
% 62.57/27.63  																							|-Branch two:
% 62.57/27.63  																							| (440)  ~ (all_0_41_41 = e4)
% 62.57/27.63  																							| (441) all_0_42_42 = e4 | all_0_43_43 = e4 | all_0_44_44 = e4
% 62.57/27.63  																							|
% 62.57/27.63  																								+-Applying beta-rule and splitting (125), into two cases.
% 62.57/27.63  																								|-Branch one:
% 62.57/27.63  																								| (858) all_0_55_55 = e0
% 62.57/27.63  																								|
% 62.57/27.63  																									| Equations (858) can reduce 191 to:
% 62.57/27.63  																									| (357)  ~ (all_0_41_41 = e0)
% 62.57/27.63  																									|
% 62.57/27.63  																									| Equations (858) can reduce 93 to:
% 62.57/27.63  																									| (121)  ~ (all_0_50_50 = e0)
% 62.57/27.63  																									|
% 62.57/27.63  																									| Equations (858) can reduce 153 to:
% 62.57/27.63  																									| (1181)  ~ (all_0_56_56 = e0)
% 62.57/27.63  																									|
% 62.57/27.63  																									| Simplifying 1181 yields:
% 62.57/27.63  																									| (828)  ~ (all_0_56_56 = e0)
% 62.57/27.63  																									|
% 62.57/27.63  																									| Equations (858) can reduce 3 to:
% 62.57/27.63  																									| (490)  ~ (all_0_58_58 = e0)
% 62.57/27.63  																									|
% 62.57/27.63  																									| Simplifying 490 yields:
% 62.57/27.63  																									| (491)  ~ (all_0_58_58 = e0)
% 62.57/27.63  																									|
% 62.57/27.63  																									| Equations (858) can reduce 763 to:
% 62.57/27.63  																									| (401)  ~ (e4 = e0)
% 62.57/27.63  																									|
% 62.57/27.63  																									| Simplifying 401 yields:
% 62.57/27.63  																									| (49)  ~ (e4 = e0)
% 62.57/27.63  																									|
% 62.57/27.63  																									| From (858) and (74) follows:
% 62.57/27.63  																									| (752) op(e0, e3) = e0
% 62.57/27.63  																									|
% 62.57/27.63  																									+-Applying beta-rule and splitting (441), into two cases.
% 62.57/27.63  																									|-Branch one:
% 62.57/27.63  																									| (1392) all_0_42_42 = e4
% 62.57/27.63  																									|
% 62.57/27.64  																										| Equations (1392) can reduce 1890 to:
% 62.57/27.64  																										| (266) $false
% 62.57/27.64  																										|
% 62.57/27.64  																										|-The branch is then unsatisfiable
% 62.57/27.64  																									|-Branch two:
% 62.57/27.64  																									| (1890)  ~ (all_0_42_42 = e4)
% 62.57/27.64  																									| (1891) all_0_43_43 = e4 | all_0_44_44 = e4
% 62.57/27.64  																									|
% 62.57/27.64  																										+-Applying beta-rule and splitting (1891), into two cases.
% 62.57/27.64  																										|-Branch one:
% 62.57/27.64  																										| (396) all_0_43_43 = e4
% 62.57/27.64  																										|
% 62.57/27.64  																											| Combining equations (396,356) yields a new equation:
% 62.57/27.64  																											| (481) e4 = e0
% 62.57/27.64  																											|
% 62.57/27.64  																											| Simplifying 481 yields:
% 62.57/27.64  																											| (397) e4 = e0
% 62.57/27.64  																											|
% 62.57/27.64  																											| Equations (397) can reduce 49 to:
% 62.57/27.64  																											| (266) $false
% 62.57/27.64  																											|
% 62.57/27.64  																											|-The branch is then unsatisfiable
% 62.57/27.64  																										|-Branch two:
% 62.57/27.64  																										| (399)  ~ (all_0_43_43 = e4)
% 62.57/27.64  																										| (446) all_0_44_44 = e4
% 62.57/27.64  																										|
% 62.57/27.64  																											| Equations (446) can reduce 149 to:
% 62.57/27.64  																											| (440)  ~ (all_0_41_41 = e4)
% 62.57/27.64  																											|
% 62.57/27.64  																											| Equations (446) can reduce 73 to:
% 62.57/27.64  																											| (1890)  ~ (all_0_42_42 = e4)
% 62.57/27.64  																											|
% 62.57/27.64  																											| From (446) and (138) follows:
% 62.57/27.64  																											| (4646) op(e3, e0) = e4
% 62.57/27.64  																											|
% 62.57/27.64  																											+-Applying beta-rule and splitting (113), into two cases.
% 62.57/27.64  																											|-Branch one:
% 62.57/27.64  																											| (403) all_0_41_41 = e3
% 62.57/27.64  																											|
% 62.57/27.64  																												| Equations (403) can reduce 214 to:
% 62.57/27.64  																												| (404)  ~ (all_0_42_42 = e3)
% 62.57/27.64  																												|
% 62.57/27.64  																												| Simplifying 404 yields:
% 62.57/27.64  																												| (405)  ~ (all_0_42_42 = e3)
% 62.57/27.64  																												|
% 62.57/27.64  																												| Equations (403) can reduce 221 to:
% 62.57/27.64  																												| (410)  ~ (all_0_50_50 = e3)
% 62.57/27.64  																												|
% 62.57/27.64  																												| Simplifying 410 yields:
% 62.57/27.64  																												| (411)  ~ (all_0_50_50 = e3)
% 62.57/27.64  																												|
% 62.57/27.64  																												| Equations (403) can reduce 440 to:
% 62.57/27.64  																												| (277)  ~ (e4 = e3)
% 62.57/27.64  																												|
% 62.57/27.64  																												| Simplifying 277 yields:
% 62.57/27.64  																												| (188)  ~ (e4 = e3)
% 62.57/27.64  																												|
% 62.57/27.64  																												| Equations (403) can reduce 85 to:
% 62.57/27.64  																												| (212)  ~ (e3 = e2)
% 62.57/27.64  																												|
% 62.57/27.64  																												+-Applying beta-rule and splitting (168), into two cases.
% 62.57/27.64  																												|-Branch one:
% 62.57/27.64  																												| (415) all_0_50_50 = e3
% 62.57/27.64  																												|
% 62.57/27.64  																													| Equations (415) can reduce 411 to:
% 62.57/27.64  																													| (266) $false
% 62.57/27.64  																													|
% 62.57/27.64  																													|-The branch is then unsatisfiable
% 62.57/27.64  																												|-Branch two:
% 62.57/27.64  																												| (411)  ~ (all_0_50_50 = e3)
% 62.57/27.64  																												| (418) all_0_51_51 = e3 | all_0_53_53 = e3
% 62.57/27.64  																												|
% 62.57/27.64  																													+-Applying beta-rule and splitting (180), into two cases.
% 62.57/27.64  																													|-Branch one:
% 62.57/27.64  																													| (516) all_0_42_42 = e3
% 62.57/27.64  																													|
% 62.57/27.64  																														| Equations (516) can reduce 405 to:
% 62.57/27.64  																														| (266) $false
% 62.57/27.64  																														|
% 62.57/27.64  																														|-The branch is then unsatisfiable
% 62.57/27.64  																													|-Branch two:
% 62.57/27.64  																													| (405)  ~ (all_0_42_42 = e3)
% 62.57/27.64  																													| (521) all_0_47_47 = e3 | all_0_51_51 = e3 | all_0_56_56 = e3
% 62.57/27.64  																													|
% 62.57/27.64  																														+-Applying beta-rule and splitting (103), into two cases.
% 62.57/27.64  																														|-Branch one:
% 62.57/27.64  																														| (453) all_0_41_41 = e1
% 62.57/27.64  																														|
% 62.57/27.64  																															| Combining equations (453,403) yields a new equation:
% 62.57/27.64  																															| (455) e3 = e1
% 62.57/27.64  																															|
% 62.57/27.64  																															| Equations (455) can reduce 213 to:
% 62.57/27.64  																															| (266) $false
% 62.57/27.64  																															|
% 62.57/27.64  																															|-The branch is then unsatisfiable
% 62.57/27.64  																														|-Branch two:
% 62.57/27.64  																														| (457)  ~ (all_0_41_41 = e1)
% 62.57/27.64  																														| (458) all_0_42_42 = e1 | all_0_43_43 = e1 | all_0_44_44 = e1
% 62.57/27.64  																														|
% 62.57/27.64  																															+-Applying beta-rule and splitting (521), into two cases.
% 62.57/27.64  																															|-Branch one:
% 62.57/27.64  																															| (522) all_0_47_47 = e3
% 62.57/27.64  																															|
% 62.57/27.64  																																| Combining equations (522,1790) yields a new equation:
% 62.57/27.64  																																| (425) e4 = e3
% 62.57/27.64  																																|
% 62.57/27.64  																																| Equations (425) can reduce 188 to:
% 62.57/27.64  																																| (266) $false
% 62.57/27.64  																																|
% 62.57/27.64  																																|-The branch is then unsatisfiable
% 62.57/27.64  																															|-Branch two:
% 62.57/27.64  																															| (1091)  ~ (all_0_47_47 = e3)
% 62.57/27.64  																															| (1092) all_0_51_51 = e3 | all_0_56_56 = e3
% 62.57/27.64  																															|
% 62.57/27.64  																																+-Applying beta-rule and splitting (418), into two cases.
% 62.57/27.64  																																|-Branch one:
% 62.57/27.64  																																| (660) all_0_51_51 = e3
% 62.57/27.64  																																|
% 62.57/27.64  																																	| Combining equations (504,660) yields a new equation:
% 62.57/27.64  																																	| (662) e3 = e2
% 62.57/27.64  																																	|
% 62.57/27.64  																																	| Equations (662) can reduce 212 to:
% 62.57/27.64  																																	| (266) $false
% 62.57/27.64  																																	|
% 62.57/27.64  																																	|-The branch is then unsatisfiable
% 62.57/27.64  																																|-Branch two:
% 62.57/27.64  																																| (664)  ~ (all_0_51_51 = e3)
% 62.57/27.64  																																| (665) all_0_53_53 = e3
% 62.57/27.64  																																|
% 62.57/27.64  																																	| Equations (665) can reduce 509 to:
% 62.57/27.64  																																	| (212)  ~ (e3 = e2)
% 62.57/27.64  																																	|
% 62.57/27.64  																																	| From (665) and (84) follows:
% 62.57/27.64  																																	| (3786) op(e1, e0) = e3
% 62.57/27.64  																																	|
% 62.57/27.64  																																	+-Applying beta-rule and splitting (152), into two cases.
% 62.57/27.64  																																	|-Branch one:
% 62.57/27.64  																																	| (1392) all_0_42_42 = e4
% 62.57/27.64  																																	|
% 62.57/27.64  																																		| Equations (1392) can reduce 1890 to:
% 62.57/27.64  																																		| (266) $false
% 62.57/27.64  																																		|
% 62.57/27.64  																																		|-The branch is then unsatisfiable
% 62.57/27.64  																																	|-Branch two:
% 62.57/27.64  																																	| (1890)  ~ (all_0_42_42 = e4)
% 62.57/27.64  																																	| (1969) all_0_42_42 = e3 | all_0_42_42 = e1 | all_0_42_42 = e0
% 62.57/27.64  																																	|
% 62.57/27.64  																																		+-Applying beta-rule and splitting (112), into two cases.
% 62.57/27.64  																																		|-Branch one:
% 62.57/27.64  																																		| (635) all_0_44_44 = e1
% 62.57/27.64  																																		|
% 62.57/27.64  																																			| Combining equations (635,446) yields a new equation:
% 62.57/27.64  																																			| (630) e4 = e1
% 62.57/27.64  																																			|
% 62.57/27.64  																																			| Equations (630) can reduce 110 to:
% 62.57/27.64  																																			| (266) $false
% 62.57/27.64  																																			|
% 62.57/27.64  																																			|-The branch is then unsatisfiable
% 62.57/27.64  																																		|-Branch two:
% 62.57/27.64  																																		| (639)  ~ (all_0_44_44 = e1)
% 62.57/27.64  																																		| (640) all_0_49_49 = e1 | all_0_53_53 = e1 | all_0_58_58 = e1
% 62.57/27.64  																																		|
% 62.57/27.64  																																			+-Applying beta-rule and splitting (1969), into two cases.
% 62.57/27.64  																																			|-Branch one:
% 62.57/27.64  																																			| (559) all_0_42_42 = e0
% 62.57/27.64  																																			|
% 62.57/27.64  																																				| Equations (559) can reduce 358 to:
% 62.57/27.64  																																				| (266) $false
% 62.57/27.64  																																				|
% 62.57/27.64  																																				|-The branch is then unsatisfiable
% 62.57/27.64  																																			|-Branch two:
% 62.57/27.64  																																			| (358)  ~ (all_0_42_42 = e0)
% 62.57/27.64  																																			| (2510) all_0_42_42 = e3 | all_0_42_42 = e1
% 62.57/27.64  																																			|
% 62.57/27.64  																																				+-Applying beta-rule and splitting (458), into two cases.
% 62.57/27.64  																																				|-Branch one:
% 62.57/27.64  																																				| (459) all_0_42_42 = e1
% 62.57/27.64  																																				|
% 62.57/27.64  																																					| Equations (459) can reduce 236 to:
% 62.57/27.64  																																					| (465)  ~ (all_0_56_56 = e1)
% 62.57/27.64  																																					|
% 62.57/27.64  																																					| Simplifying 465 yields:
% 62.57/27.64  																																					| (466)  ~ (all_0_56_56 = e1)
% 62.57/27.64  																																					|
% 62.57/27.64  																																					| Equations (459) can reduce 358 to:
% 62.57/27.64  																																					| (233)  ~ (e1 = e0)
% 62.57/27.64  																																					|
% 62.57/27.64  																																					| From (459) and (210) follows:
% 62.57/27.64  																																					| (470) op(e3, e2) = e1
% 62.57/27.64  																																					|
% 62.57/27.64  																																					+-Applying beta-rule and splitting (216), into two cases.
% 62.57/27.64  																																					|-Branch one:
% 62.57/27.64  																																					| (629) all_0_55_55 = e1
% 62.57/27.64  																																					|
% 62.57/27.64  																																						| Combining equations (858,629) yields a new equation:
% 62.57/27.64  																																						| (431) e1 = e0
% 62.57/27.64  																																						|
% 62.57/27.64  																																						| Equations (431) can reduce 233 to:
% 62.57/27.64  																																						| (266) $false
% 62.57/27.64  																																						|
% 62.57/27.64  																																						|-The branch is then unsatisfiable
% 62.57/27.64  																																					|-Branch two:
% 62.57/27.64  																																					| (632)  ~ (all_0_55_55 = e1)
% 62.57/27.64  																																					| (633) all_0_56_56 = e1 | all_0_57_57 = e1 | all_0_58_58 = e1
% 62.57/27.64  																																					|
% 62.57/27.64  																																						| Equations (858) can reduce 632 to:
% 62.57/27.64  																																						| (435)  ~ (e1 = e0)
% 62.57/27.64  																																						|
% 62.57/27.64  																																						| Simplifying 435 yields:
% 62.57/27.64  																																						| (233)  ~ (e1 = e0)
% 62.57/27.64  																																						|
% 62.57/27.64  																																						+-Applying beta-rule and splitting (1092), into two cases.
% 62.57/27.64  																																						|-Branch one:
% 62.57/27.64  																																						| (660) all_0_51_51 = e3
% 62.57/27.64  																																						|
% 62.57/27.64  																																							| Combining equations (660,504) yields a new equation:
% 62.57/27.64  																																							| (661) e3 = e2
% 62.57/27.64  																																							|
% 62.57/27.64  																																							| Simplifying 661 yields:
% 62.57/27.64  																																							| (662) e3 = e2
% 62.57/27.64  																																							|
% 62.57/27.64  																																							| Equations (662) can reduce 212 to:
% 62.57/27.64  																																							| (266) $false
% 62.57/27.64  																																							|
% 62.57/27.64  																																							|-The branch is then unsatisfiable
% 62.57/27.64  																																						|-Branch two:
% 62.57/27.64  																																						| (664)  ~ (all_0_51_51 = e3)
% 62.57/27.64  																																						| (1097) all_0_56_56 = e3
% 62.57/27.64  																																						|
% 62.57/27.64  																																							| Equations (1097) can reduce 466 to:
% 62.57/27.64  																																							| (213)  ~ (e3 = e1)
% 62.57/27.64  																																							|
% 62.57/27.64  																																							+-Applying beta-rule and splitting (640), into two cases.
% 62.57/27.64  																																							|-Branch one:
% 62.57/27.64  																																							| (671) all_0_49_49 = e1
% 62.57/27.64  																																							|
% 62.57/27.64  																																								| Combining equations (978,671) yields a new equation:
% 62.57/27.64  																																								| (431) e1 = e0
% 62.57/27.64  																																								|
% 62.57/27.64  																																								| Equations (431) can reduce 233 to:
% 62.57/27.64  																																								| (266) $false
% 62.57/27.64  																																								|
% 62.57/27.64  																																								|-The branch is then unsatisfiable
% 62.57/27.64  																																							|-Branch two:
% 62.57/27.64  																																							| (1064)  ~ (all_0_49_49 = e1)
% 62.57/27.64  																																							| (2141) all_0_53_53 = e1 | all_0_58_58 = e1
% 62.57/27.64  																																							|
% 62.57/27.64  																																								+-Applying beta-rule and splitting (2141), into two cases.
% 62.57/27.64  																																								|-Branch one:
% 62.57/27.64  																																								| (1208) all_0_53_53 = e1
% 62.57/27.64  																																								|
% 62.57/27.64  																																									| Combining equations (665,1208) yields a new equation:
% 62.57/27.64  																																									| (454) e3 = e1
% 62.57/27.64  																																									|
% 62.57/27.64  																																									| Simplifying 454 yields:
% 62.57/27.64  																																									| (455) e3 = e1
% 62.57/27.64  																																									|
% 62.57/27.64  																																									| Equations (455) can reduce 213 to:
% 62.57/27.64  																																									| (266) $false
% 62.57/27.64  																																									|
% 62.57/27.64  																																									|-The branch is then unsatisfiable
% 62.57/27.64  																																								|-Branch two:
% 62.57/27.64  																																								| (1459)  ~ (all_0_53_53 = e1)
% 62.57/27.64  																																								| (918) all_0_58_58 = e1
% 62.57/27.64  																																								|
% 62.57/27.64  																																									| Equations (918) can reduce 491 to:
% 62.57/27.64  																																									| (233)  ~ (e1 = e0)
% 62.57/27.64  																																									|
% 62.57/27.64  																																									+-Applying beta-rule and splitting (56), into two cases.
% 62.57/27.64  																																									|-Branch one:
% 62.57/27.64  																																									| (696) unit = e2
% 62.57/27.64  																																									|
% 62.57/27.64  																																										| From (696) and (244) follows:
% 62.57/27.64  																																										| (264) op(e2, e4) = e4
% 62.57/27.64  																																										|
% 62.57/27.64  																																										| From (696) and (227) follows:
% 62.57/27.64  																																										| (4284) op(e4, e2) = e4
% 62.57/27.64  																																										|
% 62.57/27.64  																																										| From (696) and (40) follows:
% 62.57/27.64  																																										| (4285) op(e3, e2) = e3
% 62.57/27.64  																																										|
% 62.57/27.64  																																										| Instantiating formula (29) with e4, e2, e4, e0 and discharging atoms op(e4, e2) = e4, op(e4, e2) = e0, yields:
% 62.57/27.64  																																										| (397) e4 = e0
% 62.57/27.64  																																										|
% 62.57/27.64  																																										| Instantiating formula (29) with e3, e2, e3, e1 and discharging atoms op(e3, e2) = e3, op(e3, e2) = e1, yields:
% 62.57/27.64  																																										| (455) e3 = e1
% 62.57/27.64  																																										|
% 62.57/27.64  																																										| Instantiating formula (29) with e2, e4, e4, e3 and discharging atoms op(e2, e4) = e4, op(e2, e4) = e3, yields:
% 62.57/27.64  																																										| (425) e4 = e3
% 62.57/27.64  																																										|
% 62.57/27.64  																																										| Combining equations (397,425) yields a new equation:
% 62.57/27.64  																																										| (676) e3 = e0
% 62.57/27.64  																																										|
% 62.57/27.64  																																										| Combining equations (676,455) yields a new equation:
% 62.57/27.64  																																										| (431) e1 = e0
% 62.57/27.64  																																										|
% 62.57/27.64  																																										| Equations (431) can reduce 233 to:
% 62.57/27.64  																																										| (266) $false
% 62.57/27.64  																																										|
% 62.57/27.64  																																										|-The branch is then unsatisfiable
% 62.57/27.64  																																									|-Branch two:
% 62.57/27.64  																																									| (707)  ~ (unit = e2)
% 62.57/27.64  																																									| (708) unit = e4 | unit = e3 | unit = e1 | unit = e0
% 62.57/27.64  																																									|
% 62.57/27.64  																																										+-Applying beta-rule and splitting (708), into two cases.
% 62.57/27.64  																																										|-Branch one:
% 62.57/27.64  																																										| (709) unit = e4
% 62.57/27.64  																																										|
% 62.57/27.64  																																											| From (709) and (24) follows:
% 62.57/27.64  																																											| (33325) op(e4, e3) = e3
% 62.57/27.64  																																											|
% 62.57/27.64  																																											| From (709) and (211) follows:
% 62.57/27.64  																																											| (22527) op(e4, e1) = e1
% 62.57/27.64  																																											|
% 62.57/27.64  																																											| From (709) and (32) follows:
% 62.57/27.64  																																											| (712) op(e2, e4) = e2
% 62.57/27.64  																																											|
% 62.57/27.64  																																											| From (709) and (42) follows:
% 62.57/27.64  																																											| (713) op(e0, e4) = e0
% 62.57/27.64  																																											|
% 62.57/27.64  																																											| Instantiating formula (29) with e4, e3, e3, e4 and discharging atoms op(e4, e3) = e4, op(e4, e3) = e3, yields:
% 62.57/27.64  																																											| (425) e4 = e3
% 62.57/27.64  																																											|
% 62.57/27.64  																																											| Instantiating formula (29) with e4, e1, e1, e3 and discharging atoms op(e4, e1) = e3, op(e4, e1) = e1, yields:
% 62.57/27.64  																																											| (455) e3 = e1
% 62.57/27.64  																																											|
% 62.57/27.64  																																											| Instantiating formula (29) with e2, e4, e2, e3 and discharging atoms op(e2, e4) = e3, op(e2, e4) = e2, yields:
% 62.57/27.64  																																											| (662) e3 = e2
% 62.57/27.64  																																											|
% 62.57/27.64  																																											| Instantiating formula (29) with e0, e4, e0, e4 and discharging atoms op(e0, e4) = e4, op(e0, e4) = e0, yields:
% 62.57/27.64  																																											| (397) e4 = e0
% 62.57/27.64  																																											|
% 62.57/27.64  																																											| Combining equations (425,397) yields a new equation:
% 62.57/27.64  																																											| (675) e3 = e0
% 62.57/27.64  																																											|
% 62.57/27.64  																																											| Simplifying 675 yields:
% 62.57/27.64  																																											| (676) e3 = e0
% 62.57/27.64  																																											|
% 62.57/27.64  																																											| Combining equations (455,662) yields a new equation:
% 62.57/27.64  																																											| (617) e2 = e1
% 62.57/27.64  																																											|
% 62.57/27.64  																																											| Combining equations (676,662) yields a new equation:
% 62.57/27.64  																																											| (330) e2 = e0
% 62.57/27.64  																																											|
% 62.57/27.64  																																											| Combining equations (617,330) yields a new equation:
% 62.57/27.64  																																											| (546) e1 = e0
% 62.57/27.64  																																											|
% 62.57/27.64  																																											| Simplifying 546 yields:
% 62.57/27.64  																																											| (431) e1 = e0
% 62.57/27.64  																																											|
% 62.57/27.64  																																											| Equations (431) can reduce 233 to:
% 62.57/27.64  																																											| (266) $false
% 62.57/27.64  																																											|
% 62.57/27.64  																																											|-The branch is then unsatisfiable
% 62.57/27.64  																																										|-Branch two:
% 62.57/27.64  																																										| (724)  ~ (unit = e4)
% 62.57/27.64  																																										| (725) unit = e3 | unit = e1 | unit = e0
% 62.57/27.64  																																										|
% 62.57/27.64  																																											+-Applying beta-rule and splitting (725), into two cases.
% 62.57/27.64  																																											|-Branch one:
% 62.57/27.64  																																											| (726) unit = e0
% 62.57/27.64  																																											|
% 62.57/27.64  																																												| From (726) and (24) follows:
% 62.57/27.64  																																												| (2208) op(e0, e3) = e3
% 62.57/27.64  																																												|
% 62.57/27.64  																																												| From (726) and (227) follows:
% 62.57/27.64  																																												| (3205) op(e4, e0) = e4
% 62.57/27.64  																																												|
% 62.57/27.64  																																												| From (726) and (40) follows:
% 62.57/27.64  																																												| (1639) op(e3, e0) = e3
% 62.57/27.64  																																												|
% 62.57/27.64  																																												| From (726) and (28) follows:
% 62.57/27.64  																																												| (2698) op(e1, e0) = e1
% 62.57/27.64  																																												|
% 62.57/27.64  																																												| Instantiating formula (29) with e4, e0, e4, e2 and discharging atoms op(e4, e0) = e4, op(e4, e0) = e2, yields:
% 62.57/27.64  																																												| (323) e4 = e2
% 62.57/27.64  																																												|
% 62.57/27.64  																																												| Instantiating formula (29) with e3, e0, e3, e4 and discharging atoms op(e3, e0) = e4, op(e3, e0) = e3, yields:
% 62.57/27.64  																																												| (425) e4 = e3
% 62.57/27.64  																																												|
% 62.57/27.64  																																												| Instantiating formula (29) with e1, e0, e1, e3 and discharging atoms op(e1, e0) = e3, op(e1, e0) = e1, yields:
% 62.57/27.64  																																												| (455) e3 = e1
% 62.57/27.64  																																												|
% 62.57/27.64  																																												| Instantiating formula (29) with e0, e3, e3, e0 and discharging atoms op(e0, e3) = e3, op(e0, e3) = e0, yields:
% 62.57/27.64  																																												| (676) e3 = e0
% 62.57/27.64  																																												|
% 62.57/27.64  																																												| Combining equations (323,425) yields a new equation:
% 62.57/27.64  																																												| (662) e3 = e2
% 62.57/27.64  																																												|
% 62.57/27.64  																																												| Combining equations (676,662) yields a new equation:
% 62.57/27.64  																																												| (330) e2 = e0
% 62.57/27.64  																																												|
% 62.57/27.64  																																												| Combining equations (455,662) yields a new equation:
% 62.57/27.64  																																												| (617) e2 = e1
% 62.57/27.64  																																												|
% 62.57/27.64  																																												| Combining equations (330,617) yields a new equation:
% 62.57/27.64  																																												| (431) e1 = e0
% 62.57/27.64  																																												|
% 62.57/27.64  																																												| Equations (431) can reduce 233 to:
% 62.57/27.64  																																												| (266) $false
% 62.57/27.64  																																												|
% 62.57/27.64  																																												|-The branch is then unsatisfiable
% 62.57/27.64  																																											|-Branch two:
% 62.57/27.64  																																											| (734)  ~ (unit = e0)
% 62.57/27.64  																																											| (735) unit = e3 | unit = e1
% 62.57/27.64  																																											|
% 62.57/27.64  																																												+-Applying beta-rule and splitting (735), into two cases.
% 62.57/27.64  																																												|-Branch one:
% 62.57/27.64  																																												| (736) unit = e1
% 62.57/27.64  																																												|
% 62.57/27.64  																																													| Equations (736) can reduce 734 to:
% 62.57/27.64  																																													| (233)  ~ (e1 = e0)
% 62.57/27.64  																																													|
% 62.57/27.64  																																													| From (736) and (32) follows:
% 62.57/27.64  																																													| (347) op(e2, e1) = e2
% 62.57/27.64  																																													|
% 62.57/27.64  																																													| From (736) and (42) follows:
% 62.57/27.64  																																													| (3221) op(e0, e1) = e0
% 62.57/27.64  																																													|
% 62.57/27.64  																																													| Instantiating formula (29) with e2, e1, e2, e1 and discharging atoms op(e2, e1) = e2, op(e2, e1) = e1, yields:
% 62.57/27.64  																																													| (617) e2 = e1
% 62.57/27.64  																																													|
% 62.57/27.64  																																													| Instantiating formula (29) with e0, e1, e0, e2 and discharging atoms op(e0, e1) = e2, op(e0, e1) = e0, yields:
% 62.57/27.64  																																													| (330) e2 = e0
% 62.57/27.64  																																													|
% 62.57/27.64  																																													| Combining equations (330,617) yields a new equation:
% 62.57/27.64  																																													| (431) e1 = e0
% 62.57/27.64  																																													|
% 62.57/27.64  																																													| Equations (431) can reduce 233 to:
% 62.57/27.64  																																													| (266) $false
% 62.57/27.64  																																													|
% 62.57/27.64  																																													|-The branch is then unsatisfiable
% 62.57/27.64  																																												|-Branch two:
% 62.57/27.64  																																												| (748)  ~ (unit = e1)
% 62.57/27.64  																																												| (749) unit = e3
% 62.57/27.64  																																												|
% 62.57/27.64  																																													| From (749) and (244) follows:
% 62.57/27.64  																																													| (750) op(e3, e4) = e4
% 62.57/27.64  																																													|
% 62.57/27.64  																																													| From (749) and (15) follows:
% 62.57/27.64  																																													| (751) op(e3, e2) = e2
% 62.57/27.64  																																													|
% 62.57/27.64  																																													| From (749) and (209) follows:
% 62.57/27.64  																																													| (1667) op(e3, e0) = e0
% 62.57/27.64  																																													|
% 62.57/27.64  																																													| Instantiating formula (29) with e3, e4, e4, e2 and discharging atoms op(e3, e4) = e4, op(e3, e4) = e2, yields:
% 62.57/27.64  																																													| (323) e4 = e2
% 62.57/27.64  																																													|
% 62.57/27.64  																																													| Instantiating formula (29) with e3, e2, e2, e1 and discharging atoms op(e3, e2) = e2, op(e3, e2) = e1, yields:
% 62.57/27.64  																																													| (617) e2 = e1
% 62.57/27.64  																																													|
% 62.57/27.64  																																													| Instantiating formula (29) with e3, e0, e0, e4 and discharging atoms op(e3, e0) = e4, op(e3, e0) = e0, yields:
% 62.57/27.64  																																													| (397) e4 = e0
% 62.57/27.64  																																													|
% 62.57/27.64  																																													| Combining equations (323,397) yields a new equation:
% 62.57/27.64  																																													| (391) e2 = e0
% 62.57/27.64  																																													|
% 62.57/27.64  																																													| Simplifying 391 yields:
% 62.57/27.64  																																													| (330) e2 = e0
% 62.57/27.64  																																													|
% 62.57/27.64  																																													| Combining equations (330,617) yields a new equation:
% 62.57/27.64  																																													| (431) e1 = e0
% 62.57/27.64  																																													|
% 62.57/27.64  																																													| Equations (431) can reduce 233 to:
% 62.57/27.64  																																													| (266) $false
% 62.57/27.64  																																													|
% 62.57/27.64  																																													|-The branch is then unsatisfiable
% 62.57/27.64  																																				|-Branch two:
% 62.57/27.64  																																				| (1380)  ~ (all_0_42_42 = e1)
% 62.57/27.64  																																				| (1381) all_0_43_43 = e1 | all_0_44_44 = e1
% 62.57/27.64  																																				|
% 62.57/27.64  																																					+-Applying beta-rule and splitting (1092), into two cases.
% 62.57/27.64  																																					|-Branch one:
% 62.57/27.64  																																					| (660) all_0_51_51 = e3
% 62.57/27.64  																																					|
% 62.57/27.64  																																						| Combining equations (504,660) yields a new equation:
% 62.57/27.64  																																						| (662) e3 = e2
% 62.57/27.64  																																						|
% 62.57/27.64  																																						| Equations (662) can reduce 212 to:
% 62.57/27.64  																																						| (266) $false
% 62.57/27.64  																																						|
% 62.57/27.64  																																						|-The branch is then unsatisfiable
% 62.57/27.64  																																					|-Branch two:
% 62.57/27.64  																																					| (664)  ~ (all_0_51_51 = e3)
% 62.57/27.64  																																					| (1097) all_0_56_56 = e3
% 62.57/27.64  																																					|
% 62.57/27.64  																																						| Equations (1097) can reduce 236 to:
% 62.57/27.64  																																						| (405)  ~ (all_0_42_42 = e3)
% 62.57/27.64  																																						|
% 62.57/27.64  																																						+-Applying beta-rule and splitting (131), into two cases.
% 62.57/27.64  																																						|-Branch one:
% 62.57/27.64  																																						| (459) all_0_42_42 = e1
% 62.57/27.64  																																						|
% 62.57/27.64  																																							| Equations (459) can reduce 1380 to:
% 62.57/27.64  																																							| (266) $false
% 62.57/27.64  																																							|
% 62.57/27.64  																																							|-The branch is then unsatisfiable
% 62.57/27.64  																																						|-Branch two:
% 62.57/27.64  																																						| (1380)  ~ (all_0_42_42 = e1)
% 62.57/27.64  																																						| (3259) all_0_47_47 = e1 | all_0_51_51 = e1 | all_0_56_56 = e1
% 62.57/27.64  																																						|
% 62.57/27.64  																																							+-Applying beta-rule and splitting (2510), into two cases.
% 62.57/27.64  																																							|-Branch one:
% 62.57/27.64  																																							| (459) all_0_42_42 = e1
% 62.57/27.64  																																							|
% 62.57/27.64  																																								| Equations (459) can reduce 1380 to:
% 62.57/27.64  																																								| (266) $false
% 62.57/27.64  																																								|
% 62.57/27.64  																																								|-The branch is then unsatisfiable
% 62.57/27.64  																																							|-Branch two:
% 62.57/27.64  																																							| (1380)  ~ (all_0_42_42 = e1)
% 62.57/27.65  																																							| (516) all_0_42_42 = e3
% 62.57/27.65  																																							|
% 62.57/27.65  																																								| Equations (516) can reduce 405 to:
% 62.57/27.65  																																								| (266) $false
% 62.57/27.65  																																								|
% 62.57/27.65  																																								|-The branch is then unsatisfiable
% 62.57/27.65  																											|-Branch two:
% 62.57/27.65  																											| (1898)  ~ (all_0_41_41 = e3)
% 62.57/27.65  																											| (1899) all_0_42_42 = e3 | all_0_44_44 = e3
% 62.57/27.65  																											|
% 62.57/27.65  																												+-Applying beta-rule and splitting (27), into two cases.
% 62.57/27.65  																												|-Branch one:
% 62.57/27.65  																												| (437) all_0_41_41 = e4
% 62.57/27.65  																												|
% 62.57/27.65  																													| Equations (437) can reduce 440 to:
% 62.57/27.65  																													| (266) $false
% 62.57/27.65  																													|
% 62.57/27.65  																													|-The branch is then unsatisfiable
% 62.57/27.65  																												|-Branch two:
% 62.57/27.65  																												| (440)  ~ (all_0_41_41 = e4)
% 62.57/27.65  																												| (4049) all_0_41_41 = e3 | all_0_41_41 = e1 | all_0_41_41 = e0
% 62.57/27.65  																												|
% 62.57/27.65  																													+-Applying beta-rule and splitting (4049), into two cases.
% 62.57/27.65  																													|-Branch one:
% 62.57/27.65  																													| (794) all_0_41_41 = e0
% 62.57/27.65  																													|
% 62.57/27.65  																														| Equations (794) can reduce 357 to:
% 62.57/27.65  																														| (266) $false
% 62.57/27.65  																														|
% 62.57/27.65  																														|-The branch is then unsatisfiable
% 62.57/27.65  																													|-Branch two:
% 62.57/27.65  																													| (357)  ~ (all_0_41_41 = e0)
% 62.57/27.65  																													| (4053) all_0_41_41 = e3 | all_0_41_41 = e1
% 62.57/27.65  																													|
% 62.57/27.65  																														+-Applying beta-rule and splitting (4053), into two cases.
% 62.57/27.65  																														|-Branch one:
% 62.57/27.65  																														| (453) all_0_41_41 = e1
% 62.57/27.65  																														|
% 62.57/27.65  																															| Equations (453) can reduce 214 to:
% 62.57/27.65  																															| (4055)  ~ (all_0_42_42 = e1)
% 62.57/27.65  																															|
% 62.57/27.65  																															| Simplifying 4055 yields:
% 62.57/27.65  																															| (1380)  ~ (all_0_42_42 = e1)
% 62.57/27.65  																															|
% 62.57/27.65  																															| Equations (453) can reduce 440 to:
% 62.57/27.65  																															| (602)  ~ (e4 = e1)
% 62.57/27.65  																															|
% 62.57/27.65  																															| Simplifying 602 yields:
% 62.57/27.65  																															| (110)  ~ (e4 = e1)
% 62.57/27.65  																															|
% 62.57/27.65  																															| Equations (453) can reduce 85 to:
% 62.57/27.65  																															| (604)  ~ (e2 = e1)
% 62.57/27.65  																															|
% 62.57/27.65  																															| Simplifying 604 yields:
% 62.57/27.65  																															| (122)  ~ (e2 = e1)
% 62.57/27.65  																															|
% 62.57/27.65  																															+-Applying beta-rule and splitting (1899), into two cases.
% 62.57/27.65  																															|-Branch one:
% 62.57/27.65  																															| (516) all_0_42_42 = e3
% 62.57/27.65  																															|
% 62.57/27.65  																																| Equations (516) can reduce 236 to:
% 62.57/27.65  																																| (271)  ~ (all_0_56_56 = e3)
% 62.57/27.65  																																|
% 62.57/27.65  																																| Simplifying 271 yields:
% 62.57/27.65  																																| (272)  ~ (all_0_56_56 = e3)
% 62.57/27.65  																																|
% 62.57/27.65  																																| Equations (516) can reduce 51 to:
% 62.57/27.65  																																| (212)  ~ (e3 = e2)
% 62.57/27.65  																																|
% 62.57/27.65  																																| Equations (516) can reduce 1380 to:
% 62.57/27.65  																																| (213)  ~ (e3 = e1)
% 62.57/27.65  																																|
% 62.57/27.65  																																| From (516) and (210) follows:
% 62.57/27.65  																																| (4285) op(e3, e2) = e3
% 62.57/27.65  																																|
% 62.57/27.65  																																+-Applying beta-rule and splitting (144), into two cases.
% 62.57/27.65  																																|-Branch one:
% 62.57/27.65  																																| (403) all_0_41_41 = e3
% 62.57/27.65  																																|
% 62.57/27.65  																																	| Combining equations (403,453) yields a new equation:
% 62.57/27.65  																																	| (454) e3 = e1
% 62.57/27.65  																																	|
% 62.57/27.65  																																	| Simplifying 454 yields:
% 62.57/27.65  																																	| (455) e3 = e1
% 62.57/27.65  																																	|
% 62.57/27.65  																																	| Equations (455) can reduce 213 to:
% 62.57/27.65  																																	| (266) $false
% 62.57/27.65  																																	|
% 62.57/27.65  																																	|-The branch is then unsatisfiable
% 62.57/27.65  																																|-Branch two:
% 62.57/27.65  																																| (1898)  ~ (all_0_41_41 = e3)
% 62.57/27.65  																																| (1923) all_0_46_46 = e3 | all_0_50_50 = e3 | all_0_55_55 = e3
% 62.57/27.65  																																|
% 62.57/27.65  																																	| Equations (453) can reduce 1898 to:
% 62.57/27.65  																																	| (467)  ~ (e3 = e1)
% 62.57/27.65  																																	|
% 62.57/27.65  																																	| Simplifying 467 yields:
% 62.57/27.65  																																	| (213)  ~ (e3 = e1)
% 62.57/27.65  																																	|
% 62.57/27.65  																																	+-Applying beta-rule and splitting (131), into two cases.
% 62.57/27.65  																																	|-Branch one:
% 62.57/27.65  																																	| (459) all_0_42_42 = e1
% 62.57/27.65  																																	|
% 62.57/27.65  																																		| Combining equations (459,516) yields a new equation:
% 62.57/27.65  																																		| (455) e3 = e1
% 62.57/27.65  																																		|
% 62.57/27.65  																																		| Equations (455) can reduce 213 to:
% 62.57/27.65  																																		| (266) $false
% 62.57/27.65  																																		|
% 62.57/27.65  																																		|-The branch is then unsatisfiable
% 62.57/27.65  																																	|-Branch two:
% 62.57/27.65  																																	| (1380)  ~ (all_0_42_42 = e1)
% 62.57/27.65  																																	| (3259) all_0_47_47 = e1 | all_0_51_51 = e1 | all_0_56_56 = e1
% 62.57/27.65  																																	|
% 62.57/27.65  																																		+-Applying beta-rule and splitting (3259), into two cases.
% 62.57/27.65  																																		|-Branch one:
% 62.57/27.65  																																		| (654) all_0_47_47 = e1
% 62.57/27.65  																																		|
% 62.57/27.65  																																			| Combining equations (1790,654) yields a new equation:
% 62.57/27.65  																																			| (636) e4 = e1
% 62.57/27.65  																																			|
% 62.57/27.65  																																			| Simplifying 636 yields:
% 62.57/27.65  																																			| (630) e4 = e1
% 62.57/27.65  																																			|
% 62.57/27.65  																																			| Equations (630) can reduce 110 to:
% 62.57/27.65  																																			| (266) $false
% 62.57/27.65  																																			|
% 62.57/27.65  																																			|-The branch is then unsatisfiable
% 62.57/27.65  																																		|-Branch two:
% 62.57/27.65  																																		| (462)  ~ (all_0_47_47 = e1)
% 62.57/27.65  																																		| (3264) all_0_51_51 = e1 | all_0_56_56 = e1
% 62.57/27.65  																																		|
% 62.57/27.65  																																			+-Applying beta-rule and splitting (3264), into two cases.
% 62.57/27.65  																																			|-Branch one:
% 62.57/27.65  																																			| (1109) all_0_51_51 = e1
% 62.57/27.65  																																			|
% 62.57/27.65  																																				| Combining equations (504,1109) yields a new equation:
% 62.57/27.65  																																				| (616) e2 = e1
% 62.57/27.65  																																				|
% 62.57/27.65  																																				| Simplifying 616 yields:
% 62.57/27.65  																																				| (617) e2 = e1
% 62.57/27.65  																																				|
% 62.57/27.65  																																				| Equations (617) can reduce 122 to:
% 62.57/27.65  																																				| (266) $false
% 62.57/27.65  																																				|
% 62.57/27.65  																																				|-The branch is then unsatisfiable
% 62.57/27.65  																																			|-Branch two:
% 62.57/27.65  																																			| (464)  ~ (all_0_51_51 = e1)
% 62.57/27.65  																																			| (1569) all_0_56_56 = e1
% 62.57/27.65  																																			|
% 62.57/27.65  																																				| Equations (1569) can reduce 44 to:
% 62.57/27.65  																																				| (879)  ~ (all_0_58_58 = e1)
% 62.57/27.65  																																				|
% 62.57/27.65  																																				| Simplifying 879 yields:
% 62.57/27.65  																																				| (880)  ~ (all_0_58_58 = e1)
% 62.57/27.65  																																				|
% 62.57/27.65  																																				| Equations (1569) can reduce 477 to:
% 62.57/27.65  																																				| (602)  ~ (e4 = e1)
% 62.57/27.65  																																				|
% 62.57/27.65  																																				| Simplifying 602 yields:
% 62.57/27.65  																																				| (110)  ~ (e4 = e1)
% 62.57/27.65  																																				|
% 62.57/27.65  																																				| Equations (1569) can reduce 272 to:
% 62.57/27.65  																																				| (467)  ~ (e3 = e1)
% 62.57/27.65  																																				|
% 62.57/27.65  																																				| Simplifying 467 yields:
% 62.57/27.65  																																				| (213)  ~ (e3 = e1)
% 62.57/27.65  																																				|
% 62.57/27.65  																																				| Equations (1569) can reduce 828 to:
% 62.57/27.65  																																				| (233)  ~ (e1 = e0)
% 62.57/27.65  																																				|
% 62.57/27.65  																																				+-Applying beta-rule and splitting (112), into two cases.
% 62.57/27.65  																																				|-Branch one:
% 62.57/27.65  																																				| (635) all_0_44_44 = e1
% 62.57/27.65  																																				|
% 62.57/27.65  																																					| Combining equations (635,446) yields a new equation:
% 62.57/27.65  																																					| (630) e4 = e1
% 62.57/27.65  																																					|
% 62.57/27.65  																																					| Equations (630) can reduce 110 to:
% 62.57/27.65  																																					| (266) $false
% 62.57/27.65  																																					|
% 62.57/27.65  																																					|-The branch is then unsatisfiable
% 62.57/27.65  																																				|-Branch two:
% 62.57/27.65  																																				| (639)  ~ (all_0_44_44 = e1)
% 62.57/27.65  																																				| (640) all_0_49_49 = e1 | all_0_53_53 = e1 | all_0_58_58 = e1
% 62.57/27.65  																																				|
% 62.57/27.65  																																					+-Applying beta-rule and splitting (640), into two cases.
% 62.57/27.65  																																					|-Branch one:
% 62.57/27.65  																																					| (671) all_0_49_49 = e1
% 62.57/27.65  																																					|
% 62.57/27.65  																																						| Combining equations (978,671) yields a new equation:
% 62.57/27.65  																																						| (431) e1 = e0
% 62.57/27.65  																																						|
% 62.57/27.65  																																						| Equations (431) can reduce 233 to:
% 62.57/27.65  																																						| (266) $false
% 62.57/27.65  																																						|
% 62.57/27.65  																																						|-The branch is then unsatisfiable
% 62.57/27.65  																																					|-Branch two:
% 62.57/27.65  																																					| (1064)  ~ (all_0_49_49 = e1)
% 62.57/27.65  																																					| (2141) all_0_53_53 = e1 | all_0_58_58 = e1
% 62.57/27.65  																																					|
% 62.57/27.65  																																						+-Applying beta-rule and splitting (2141), into two cases.
% 62.57/27.65  																																						|-Branch one:
% 62.57/27.65  																																						| (1208) all_0_53_53 = e1
% 62.57/27.65  																																						|
% 62.57/27.65  																																							| Equations (1208) can reduce 190 to:
% 62.57/27.65  																																							| (759)  ~ (all_0_50_50 = e1)
% 62.57/27.65  																																							|
% 62.57/27.65  																																							| Equations (1208) can reduce 247 to:
% 62.57/27.65  																																							| (233)  ~ (e1 = e0)
% 62.57/27.65  																																							|
% 62.57/27.65  																																							+-Applying beta-rule and splitting (168), into two cases.
% 62.57/27.65  																																							|-Branch one:
% 62.57/27.65  																																							| (415) all_0_50_50 = e3
% 62.57/27.65  																																							|
% 62.57/27.65  																																								| Equations (415) can reduce 566 to:
% 62.57/27.65  																																								| (277)  ~ (e4 = e3)
% 62.57/27.65  																																								|
% 62.57/27.65  																																								| Simplifying 277 yields:
% 62.57/27.65  																																								| (188)  ~ (e4 = e3)
% 62.57/27.65  																																								|
% 62.57/27.65  																																								| Equations (415) can reduce 759 to:
% 62.57/27.65  																																								| (213)  ~ (e3 = e1)
% 62.57/27.65  																																								|
% 62.57/27.65  																																								| Equations (415) can reduce 121 to:
% 62.57/27.65  																																								| (80)  ~ (e3 = e0)
% 62.57/27.65  																																								|
% 62.57/27.65  																																								| From (415) and (242) follows:
% 62.57/27.65  																																								| (1934) op(e1, e3) = e3
% 62.57/27.65  																																								|
% 62.57/27.65  																																								+-Applying beta-rule and splitting (22), into two cases.
% 62.57/27.65  																																								|-Branch one:
% 62.57/27.65  																																								| (268) all_0_54_54 = e3
% 62.57/27.65  																																								|
% 62.57/27.65  																																									| Combining equations (265,268) yields a new equation:
% 62.57/27.65  																																									| (424) e4 = e3
% 62.57/27.65  																																									|
% 62.57/27.65  																																									| Simplifying 424 yields:
% 62.57/27.65  																																									| (425) e4 = e3
% 62.57/27.65  																																									|
% 62.57/27.65  																																									| Equations (425) can reduce 188 to:
% 62.57/27.65  																																									| (266) $false
% 62.57/27.65  																																									|
% 62.57/27.65  																																									|-The branch is then unsatisfiable
% 62.57/27.65  																																								|-Branch two:
% 62.57/27.65  																																								| (60427)  ~ (all_0_54_54 = e3)
% 62.57/27.65  																																								| (62553) all_0_55_55 = e3 | all_0_56_56 = e3 | all_0_58_58 = e3
% 62.57/27.65  																																								|
% 62.57/27.65  																																									| Equations (265) can reduce 60427 to:
% 62.57/27.65  																																									| (188)  ~ (e4 = e3)
% 62.57/27.65  																																									|
% 62.57/27.65  																																									+-Applying beta-rule and splitting (189), into two cases.
% 62.57/27.65  																																									|-Branch one:
% 62.57/27.65  																																									| (532) all_0_44_44 = e3
% 62.57/27.65  																																									|
% 62.57/27.65  																																										| Combining equations (532,446) yields a new equation:
% 62.57/27.65  																																										| (425) e4 = e3
% 62.57/27.65  																																										|
% 62.57/27.65  																																										| Equations (425) can reduce 188 to:
% 62.57/27.65  																																										| (266) $false
% 62.57/27.65  																																										|
% 62.57/27.65  																																										|-The branch is then unsatisfiable
% 62.57/27.65  																																									|-Branch two:
% 62.57/27.65  																																									| (407)  ~ (all_0_44_44 = e3)
% 62.57/27.65  																																									| (537) all_0_49_49 = e3 | all_0_53_53 = e3 | all_0_58_58 = e3
% 62.57/27.65  																																									|
% 62.57/27.66  																																										+-Applying beta-rule and splitting (62553), into two cases.
% 62.57/27.66  																																										|-Branch one:
% 62.57/27.66  																																										| (2336) all_0_55_55 = e3
% 62.57/27.66  																																										|
% 62.57/27.66  																																											| Combining equations (2336,858) yields a new equation:
% 62.57/27.66  																																											| (675) e3 = e0
% 62.57/27.66  																																											|
% 62.57/27.66  																																											| Simplifying 675 yields:
% 62.57/27.66  																																											| (676) e3 = e0
% 62.57/27.66  																																											|
% 62.57/27.66  																																											| Equations (676) can reduce 80 to:
% 62.57/27.66  																																											| (266) $false
% 62.57/27.66  																																											|
% 62.57/27.66  																																											|-The branch is then unsatisfiable
% 62.57/27.66  																																										|-Branch two:
% 62.57/27.66  																																										| (270)  ~ (all_0_55_55 = e3)
% 62.67/27.66  																																										| (62557) all_0_56_56 = e3 | all_0_58_58 = e3
% 62.67/27.66  																																										|
% 62.67/27.66  																																											| Equations (858) can reduce 270 to:
% 62.67/27.66  																																											| (541)  ~ (e3 = e0)
% 62.67/27.66  																																											|
% 62.67/27.66  																																											| Simplifying 541 yields:
% 62.67/27.66  																																											| (80)  ~ (e3 = e0)
% 62.67/27.66  																																											|
% 62.67/27.66  																																											+-Applying beta-rule and splitting (537), into two cases.
% 62.67/27.66  																																											|-Branch one:
% 62.67/27.66  																																											| (884) all_0_49_49 = e3
% 62.67/27.66  																																											|
% 62.67/27.66  																																												| Combining equations (978,884) yields a new equation:
% 62.67/27.66  																																												| (676) e3 = e0
% 62.67/27.66  																																												|
% 62.67/27.66  																																												| Equations (676) can reduce 80 to:
% 62.67/27.66  																																												| (266) $false
% 62.67/27.66  																																												|
% 62.67/27.66  																																												|-The branch is then unsatisfiable
% 62.67/27.66  																																											|-Branch two:
% 62.67/27.66  																																											| (525)  ~ (all_0_49_49 = e3)
% 62.67/27.66  																																											| (887) all_0_53_53 = e3 | all_0_58_58 = e3
% 62.67/27.66  																																											|
% 62.67/27.66  																																												+-Applying beta-rule and splitting (887), into two cases.
% 62.67/27.66  																																												|-Branch one:
% 62.67/27.66  																																												| (665) all_0_53_53 = e3
% 62.67/27.66  																																												|
% 62.67/27.66  																																													| Combining equations (1208,665) yields a new equation:
% 62.67/27.66  																																													| (455) e3 = e1
% 62.67/27.66  																																													|
% 62.67/27.66  																																													| Equations (455) can reduce 213 to:
% 62.67/27.66  																																													| (266) $false
% 62.67/27.66  																																													|
% 62.67/27.66  																																													|-The branch is then unsatisfiable
% 62.67/27.66  																																												|-Branch two:
% 62.67/27.66  																																												| (903)  ~ (all_0_53_53 = e3)
% 62.67/27.66  																																												| (795) all_0_58_58 = e3
% 62.67/27.66  																																												|
% 62.67/27.66  																																													| From (795) and (245) follows:
% 62.67/27.66  																																													| (60701) op(e0, e0) = e3
% 62.67/27.66  																																													|
% 62.67/27.66  																																													+-Applying beta-rule and splitting (56), into two cases.
% 62.67/27.66  																																													|-Branch one:
% 62.67/27.66  																																													| (696) unit = e2
% 62.67/27.66  																																													|
% 62.67/27.66  																																														| From (696) and (244) follows:
% 62.67/27.66  																																														| (264) op(e2, e4) = e4
% 62.67/27.66  																																														|
% 62.67/27.66  																																														| From (696) and (227) follows:
% 62.67/27.66  																																														| (4284) op(e4, e2) = e4
% 62.67/27.66  																																														|
% 62.67/27.66  																																														| From (696) and (32) follows:
% 62.67/27.66  																																														| (698) op(e2, e2) = e2
% 62.67/27.66  																																														|
% 62.67/27.66  																																														| From (696) and (28) follows:
% 62.67/27.66  																																														| (699) op(e1, e2) = e1
% 62.67/27.66  																																														|
% 62.67/27.66  																																														| Instantiating formula (29) with e4, e2, e4, e0 and discharging atoms op(e4, e2) = e4, op(e4, e2) = e0, yields:
% 62.67/27.66  																																														| (397) e4 = e0
% 62.67/27.66  																																														|
% 62.67/27.66  																																														| Instantiating formula (29) with e2, e4, e4, e3 and discharging atoms op(e2, e4) = e4, op(e2, e4) = e3, yields:
% 62.67/27.66  																																														| (425) e4 = e3
% 62.67/27.66  																																														|
% 62.67/27.66  																																														| Instantiating formula (29) with e2, e2, e2, e4 and discharging atoms op(e2, e2) = e4, op(e2, e2) = e2, yields:
% 62.67/27.66  																																														| (323) e4 = e2
% 62.67/27.66  																																														|
% 62.67/27.66  																																														| Instantiating formula (29) with e1, e2, e1, e2 and discharging atoms op(e1, e2) = e2, op(e1, e2) = e1, yields:
% 62.67/27.66  																																														| (617) e2 = e1
% 62.67/27.66  																																														|
% 62.67/27.66  																																														| Combining equations (397,425) yields a new equation:
% 62.67/27.66  																																														| (676) e3 = e0
% 62.67/27.66  																																														|
% 62.67/27.66  																																														| Combining equations (323,425) yields a new equation:
% 62.67/27.66  																																														| (662) e3 = e2
% 62.67/27.66  																																														|
% 62.67/27.66  																																														| Combining equations (676,662) yields a new equation:
% 62.67/27.66  																																														| (330) e2 = e0
% 62.67/27.66  																																														|
% 62.67/27.66  																																														| Combining equations (330,617) yields a new equation:
% 62.67/27.66  																																														| (431) e1 = e0
% 62.67/27.66  																																														|
% 62.67/27.66  																																														| Equations (431) can reduce 233 to:
% 62.67/27.66  																																														| (266) $false
% 62.67/27.66  																																														|
% 62.67/27.66  																																														|-The branch is then unsatisfiable
% 62.67/27.66  																																													|-Branch two:
% 62.67/27.66  																																													| (707)  ~ (unit = e2)
% 62.67/27.66  																																													| (708) unit = e4 | unit = e3 | unit = e1 | unit = e0
% 62.67/27.66  																																													|
% 62.67/27.66  																																														+-Applying beta-rule and splitting (708), into two cases.
% 62.67/27.66  																																														|-Branch one:
% 62.67/27.66  																																														| (709) unit = e4
% 62.67/27.66  																																														|
% 62.67/27.66  																																															| From (709) and (24) follows:
% 62.67/27.66  																																															| (33325) op(e4, e3) = e3
% 62.67/27.66  																																															|
% 62.67/27.66  																																															| From (709) and (211) follows:
% 62.67/27.66  																																															| (22527) op(e4, e1) = e1
% 62.67/27.66  																																															|
% 62.67/27.66  																																															| From (709) and (32) follows:
% 62.67/27.66  																																															| (712) op(e2, e4) = e2
% 62.67/27.66  																																															|
% 62.67/27.66  																																															| From (709) and (42) follows:
% 62.67/27.66  																																															| (713) op(e0, e4) = e0
% 62.67/27.66  																																															|
% 62.67/27.66  																																															| Instantiating formula (29) with e4, e3, e3, e4 and discharging atoms op(e4, e3) = e4, op(e4, e3) = e3, yields:
% 62.67/27.66  																																															| (425) e4 = e3
% 62.67/27.66  																																															|
% 62.67/27.66  																																															| Instantiating formula (29) with e4, e1, e1, e3 and discharging atoms op(e4, e1) = e3, op(e4, e1) = e1, yields:
% 62.67/27.66  																																															| (455) e3 = e1
% 62.67/27.66  																																															|
% 62.67/27.66  																																															| Instantiating formula (29) with e2, e4, e2, e3 and discharging atoms op(e2, e4) = e3, op(e2, e4) = e2, yields:
% 62.67/27.66  																																															| (662) e3 = e2
% 62.67/27.66  																																															|
% 62.67/27.66  																																															| Instantiating formula (29) with e0, e4, e0, e4 and discharging atoms op(e0, e4) = e4, op(e0, e4) = e0, yields:
% 62.67/27.66  																																															| (397) e4 = e0
% 62.67/27.66  																																															|
% 62.67/27.66  																																															| Combining equations (425,397) yields a new equation:
% 62.67/27.66  																																															| (675) e3 = e0
% 62.67/27.66  																																															|
% 62.67/27.66  																																															| Simplifying 675 yields:
% 62.67/27.66  																																															| (676) e3 = e0
% 62.67/27.66  																																															|
% 62.67/27.66  																																															| Combining equations (455,662) yields a new equation:
% 62.67/27.66  																																															| (617) e2 = e1
% 62.67/27.66  																																															|
% 62.67/27.66  																																															| Combining equations (676,662) yields a new equation:
% 62.67/27.66  																																															| (330) e2 = e0
% 62.67/27.66  																																															|
% 62.67/27.66  																																															| Combining equations (617,330) yields a new equation:
% 62.67/27.66  																																															| (546) e1 = e0
% 62.67/27.66  																																															|
% 62.67/27.66  																																															| Simplifying 546 yields:
% 62.67/27.66  																																															| (431) e1 = e0
% 62.67/27.66  																																															|
% 62.67/27.66  																																															| Equations (431) can reduce 233 to:
% 62.67/27.66  																																															| (266) $false
% 62.67/27.66  																																															|
% 62.67/27.66  																																															|-The branch is then unsatisfiable
% 62.67/27.66  																																														|-Branch two:
% 62.67/27.66  																																														| (724)  ~ (unit = e4)
% 62.67/27.66  																																														| (725) unit = e3 | unit = e1 | unit = e0
% 62.67/27.66  																																														|
% 62.67/27.66  																																															+-Applying beta-rule and splitting (725), into two cases.
% 62.67/27.66  																																															|-Branch one:
% 62.67/27.66  																																															| (726) unit = e0
% 62.67/27.66  																																															|
% 62.67/27.66  																																																| From (726) and (211) follows:
% 62.67/27.66  																																																| (15180) op(e0, e1) = e1
% 62.67/27.66  																																																|
% 62.67/27.66  																																																| From (726) and (227) follows:
% 62.67/27.66  																																																| (3205) op(e4, e0) = e4
% 62.67/27.66  																																																|
% 62.67/27.66  																																																| From (726) and (40) follows:
% 62.67/27.66  																																																| (1639) op(e3, e0) = e3
% 62.67/27.66  																																																|
% 62.67/27.66  																																																| From (726) and (42) follows:
% 62.67/27.66  																																																| (728) op(e0, e0) = e0
% 62.67/27.66  																																																|
% 62.67/27.66  																																																| Instantiating formula (29) with e4, e0, e4, e2 and discharging atoms op(e4, e0) = e4, op(e4, e0) = e2, yields:
% 62.67/27.66  																																																| (323) e4 = e2
% 62.67/27.66  																																																|
% 62.67/27.66  																																																| Instantiating formula (29) with e3, e0, e3, e4 and discharging atoms op(e3, e0) = e4, op(e3, e0) = e3, yields:
% 62.67/27.66  																																																| (425) e4 = e3
% 62.67/27.66  																																																|
% 62.67/27.66  																																																| Instantiating formula (29) with e0, e1, e1, e2 and discharging atoms op(e0, e1) = e2, op(e0, e1) = e1, yields:
% 62.67/27.66  																																																| (617) e2 = e1
% 62.67/27.66  																																																|
% 62.67/27.66  																																																| Instantiating formula (29) with e0, e0, e0, e3 and discharging atoms op(e0, e0) = e3, op(e0, e0) = e0, yields:
% 62.67/27.66  																																																| (676) e3 = e0
% 62.67/27.66  																																																|
% 62.67/27.66  																																																| Combining equations (323,425) yields a new equation:
% 62.67/27.66  																																																| (662) e3 = e2
% 62.67/27.66  																																																|
% 62.67/27.66  																																																| Combining equations (662,676) yields a new equation:
% 62.67/27.66  																																																| (391) e2 = e0
% 62.67/27.66  																																																|
% 62.67/27.66  																																																| Simplifying 391 yields:
% 62.67/27.66  																																																| (330) e2 = e0
% 62.67/27.66  																																																|
% 62.67/27.66  																																																| Combining equations (330,617) yields a new equation:
% 62.67/27.66  																																																| (431) e1 = e0
% 62.67/27.66  																																																|
% 62.67/27.66  																																																| Equations (431) can reduce 233 to:
% 62.67/27.66  																																																| (266) $false
% 62.67/27.66  																																																|
% 62.67/27.66  																																																|-The branch is then unsatisfiable
% 62.67/27.66  																																															|-Branch two:
% 62.67/27.66  																																															| (734)  ~ (unit = e0)
% 62.67/27.66  																																															| (735) unit = e3 | unit = e1
% 62.67/27.66  																																															|
% 62.67/27.66  																																																+-Applying beta-rule and splitting (735), into two cases.
% 62.67/27.66  																																																|-Branch one:
% 62.67/27.66  																																																| (736) unit = e1
% 62.67/27.66  																																																|
% 62.67/27.66  																																																	| Equations (736) can reduce 734 to:
% 62.67/27.66  																																																	| (233)  ~ (e1 = e0)
% 62.67/27.66  																																																	|
% 62.67/27.66  																																																	| From (736) and (32) follows:
% 62.67/27.66  																																																	| (347) op(e2, e1) = e2
% 62.67/27.66  																																																	|
% 62.67/27.66  																																																	| From (736) and (42) follows:
% 62.67/27.66  																																																	| (3221) op(e0, e1) = e0
% 62.67/27.66  																																																	|
% 62.67/27.66  																																																	| Instantiating formula (29) with e2, e1, e2, e1 and discharging atoms op(e2, e1) = e2, op(e2, e1) = e1, yields:
% 62.67/27.66  																																																	| (617) e2 = e1
% 62.67/27.66  																																																	|
% 62.67/27.66  																																																	| Instantiating formula (29) with e0, e1, e0, e2 and discharging atoms op(e0, e1) = e2, op(e0, e1) = e0, yields:
% 62.67/27.66  																																																	| (330) e2 = e0
% 62.67/27.66  																																																	|
% 62.67/27.66  																																																	| Combining equations (617,330) yields a new equation:
% 62.67/27.66  																																																	| (546) e1 = e0
% 62.67/27.66  																																																	|
% 62.67/27.66  																																																	| Simplifying 546 yields:
% 62.67/27.66  																																																	| (431) e1 = e0
% 62.67/27.66  																																																	|
% 62.67/27.66  																																																	| Equations (431) can reduce 233 to:
% 62.67/27.66  																																																	| (266) $false
% 62.67/27.66  																																																	|
% 62.67/27.66  																																																	|-The branch is then unsatisfiable
% 62.67/27.66  																																																|-Branch two:
% 62.67/27.66  																																																| (748)  ~ (unit = e1)
% 62.67/27.66  																																																| (749) unit = e3
% 62.67/27.66  																																																|
% 62.67/27.66  																																																	| From (749) and (244) follows:
% 62.67/27.66  																																																	| (750) op(e3, e4) = e4
% 62.67/27.66  																																																	|
% 62.67/27.66  																																																	| From (749) and (15) follows:
% 62.67/27.66  																																																	| (751) op(e3, e2) = e2
% 62.67/27.66  																																																	|
% 62.67/27.66  																																																	| From (749) and (209) follows:
% 62.67/27.66  																																																	| (1667) op(e3, e0) = e0
% 62.67/27.66  																																																	|
% 62.67/27.66  																																																	| From (749) and (28) follows:
% 62.67/27.66  																																																	| (2235) op(e1, e3) = e1
% 62.67/27.66  																																																	|
% 62.67/27.66  																																																	| Instantiating formula (29) with e3, e4, e4, e2 and discharging atoms op(e3, e4) = e4, op(e3, e4) = e2, yields:
% 62.67/27.66  																																																	| (323) e4 = e2
% 62.67/27.66  																																																	|
% 62.67/27.66  																																																	| Instantiating formula (29) with e3, e2, e2, e3 and discharging atoms op(e3, e2) = e3, op(e3, e2) = e2, yields:
% 62.67/27.66  																																																	| (662) e3 = e2
% 62.67/27.66  																																																	|
% 62.67/27.66  																																																	| Instantiating formula (29) with e3, e0, e0, e4 and discharging atoms op(e3, e0) = e4, op(e3, e0) = e0, yields:
% 62.67/27.66  																																																	| (397) e4 = e0
% 62.67/27.66  																																																	|
% 62.67/27.66  																																																	| Instantiating formula (29) with e1, e3, e1, e3 and discharging atoms op(e1, e3) = e3, op(e1, e3) = e1, yields:
% 62.67/27.66  																																																	| (455) e3 = e1
% 62.67/27.66  																																																	|
% 62.67/27.66  																																																	| Combining equations (323,397) yields a new equation:
% 62.67/27.66  																																																	| (391) e2 = e0
% 62.67/27.66  																																																	|
% 62.67/27.66  																																																	| Simplifying 391 yields:
% 62.67/27.66  																																																	| (330) e2 = e0
% 62.67/27.66  																																																	|
% 62.67/27.66  																																																	| Combining equations (662,455) yields a new equation:
% 62.67/27.66  																																																	| (616) e2 = e1
% 62.67/27.66  																																																	|
% 62.67/27.66  																																																	| Simplifying 616 yields:
% 62.67/27.66  																																																	| (617) e2 = e1
% 62.67/27.66  																																																	|
% 62.67/27.66  																																																	| Combining equations (617,330) yields a new equation:
% 62.67/27.66  																																																	| (546) e1 = e0
% 62.67/27.66  																																																	|
% 62.67/27.66  																																																	| Simplifying 546 yields:
% 62.67/27.66  																																																	| (431) e1 = e0
% 62.67/27.66  																																																	|
% 62.67/27.66  																																																	| Equations (431) can reduce 233 to:
% 62.67/27.66  																																																	| (266) $false
% 62.67/27.66  																																																	|
% 62.67/27.66  																																																	|-The branch is then unsatisfiable
% 62.67/27.67  																																							|-Branch two:
% 62.67/27.67  																																							| (411)  ~ (all_0_50_50 = e3)
% 62.67/27.67  																																							| (418) all_0_51_51 = e3 | all_0_53_53 = e3
% 62.67/27.67  																																							|
% 62.67/27.67  																																								+-Applying beta-rule and splitting (418), into two cases.
% 62.67/27.67  																																								|-Branch one:
% 62.67/27.67  																																								| (660) all_0_51_51 = e3
% 62.67/27.67  																																								|
% 62.67/27.67  																																									| Combining equations (504,660) yields a new equation:
% 62.67/27.67  																																									| (662) e3 = e2
% 62.67/27.67  																																									|
% 62.67/27.67  																																									| Equations (662) can reduce 212 to:
% 62.67/27.67  																																									| (266) $false
% 62.67/27.67  																																									|
% 62.67/27.67  																																									|-The branch is then unsatisfiable
% 62.67/27.67  																																								|-Branch two:
% 62.67/27.67  																																								| (664)  ~ (all_0_51_51 = e3)
% 62.67/27.67  																																								| (665) all_0_53_53 = e3
% 62.67/27.67  																																								|
% 62.67/27.67  																																									| Combining equations (1208,665) yields a new equation:
% 62.67/27.67  																																									| (455) e3 = e1
% 62.67/27.67  																																									|
% 62.67/27.67  																																									| Equations (455) can reduce 213 to:
% 62.67/27.67  																																									| (266) $false
% 62.67/27.67  																																									|
% 62.67/27.67  																																									|-The branch is then unsatisfiable
% 62.67/27.67  																																						|-Branch two:
% 62.67/27.67  																																						| (1459)  ~ (all_0_53_53 = e1)
% 62.67/27.67  																																						| (918) all_0_58_58 = e1
% 62.67/27.67  																																						|
% 62.67/27.67  																																							| Equations (918) can reduce 880 to:
% 62.67/27.67  																																							| (266) $false
% 62.67/27.67  																																							|
% 62.67/27.67  																																							|-The branch is then unsatisfiable
% 62.67/27.67  																															|-Branch two:
% 62.67/27.67  																															| (405)  ~ (all_0_42_42 = e3)
% 62.67/27.67  																															| (532) all_0_44_44 = e3
% 62.67/27.67  																															|
% 62.67/27.67  																																| Combining equations (532,446) yields a new equation:
% 62.67/27.67  																																| (425) e4 = e3
% 62.67/27.67  																																|
% 62.67/27.67  																																| Equations (425) can reduce 188 to:
% 62.67/27.67  																																| (266) $false
% 62.67/27.67  																																|
% 62.67/27.67  																																|-The branch is then unsatisfiable
% 62.67/27.67  																														|-Branch two:
% 62.67/27.67  																														| (457)  ~ (all_0_41_41 = e1)
% 62.67/27.67  																														| (403) all_0_41_41 = e3
% 62.67/27.67  																														|
% 62.67/27.67  																															| Equations (403) can reduce 1898 to:
% 62.67/27.67  																															| (266) $false
% 62.67/27.67  																															|
% 62.67/27.67  																															|-The branch is then unsatisfiable
% 62.67/27.67  																								|-Branch two:
% 62.67/27.67  																								| (803)  ~ (all_0_55_55 = e0)
% 62.67/27.67  																								| (863) all_0_56_56 = e0 | all_0_57_57 = e0 | all_0_58_58 = e0
% 62.67/27.67  																								|
% 62.67/27.67  																									+-Applying beta-rule and splitting (243), into two cases.
% 62.67/27.67  																									|-Branch one:
% 62.67/27.67  																									| (329) all_0_38_38 = e0
% 62.67/27.67  																									|
% 62.67/27.67  																										| Combining equations (329,321) yields a new equation:
% 62.67/27.67  																										| (397) e4 = e0
% 62.67/27.67  																										|
% 62.67/27.67  																										| Equations (397) can reduce 49 to:
% 62.67/27.67  																										| (266) $false
% 62.67/27.67  																										|
% 62.67/27.67  																										|-The branch is then unsatisfiable
% 62.67/27.67  																									|-Branch two:
% 62.67/27.67  																									| (332)  ~ (all_0_38_38 = e0)
% 62.67/27.67  																									| (395) all_0_41_41 = e0 | all_0_46_46 = e0 | all_0_55_55 = e0
% 62.67/27.67  																									|
% 62.67/27.67  																										+-Applying beta-rule and splitting (395), into two cases.
% 62.67/27.67  																										|-Branch one:
% 62.67/27.67  																										| (794) all_0_41_41 = e0
% 62.67/27.67  																										|
% 62.67/27.67  																											| Equations (794) can reduce 357 to:
% 62.67/27.67  																											| (266) $false
% 62.67/27.67  																											|
% 62.67/27.67  																											|-The branch is then unsatisfiable
% 62.67/27.67  																										|-Branch two:
% 62.67/27.67  																										| (357)  ~ (all_0_41_41 = e0)
% 62.67/27.67  																										| (895) all_0_46_46 = e0 | all_0_55_55 = e0
% 62.67/27.67  																										|
% 62.67/27.67  																											+-Applying beta-rule and splitting (895), into two cases.
% 62.67/27.67  																											|-Branch one:
% 62.67/27.67  																											| (538) all_0_46_46 = e0
% 62.67/27.67  																											|
% 62.67/27.67  																												| Combining equations (538,1794) yields a new equation:
% 62.67/27.67  																												| (330) e2 = e0
% 62.67/27.67  																												|
% 62.67/27.67  																												| Equations (330) can reduce 128 to:
% 62.67/27.67  																												| (266) $false
% 62.67/27.67  																												|
% 62.67/27.67  																												|-The branch is then unsatisfiable
% 62.67/27.67  																											|-Branch two:
% 62.67/27.67  																											| (831)  ~ (all_0_46_46 = e0)
% 62.67/27.67  																											| (858) all_0_55_55 = e0
% 62.67/27.67  																											|
% 62.67/27.67  																												| Equations (858) can reduce 803 to:
% 62.67/27.67  																												| (266) $false
% 62.67/27.67  																												|
% 62.67/27.67  																												|-The branch is then unsatisfiable
% 62.67/27.67  																						|-Branch two:
% 62.67/27.67  																						| (252)  ~ (all_0_47_47 = e4)
% 62.67/27.67  																						| (1793) all_0_47_47 = e3 | all_0_47_47 = e1 | all_0_47_47 = e0
% 62.67/27.67  																						|
% 62.67/27.67  																							+-Applying beta-rule and splitting (1793), into two cases.
% 62.67/27.67  																							|-Branch one:
% 62.67/27.67  																							| (674) all_0_47_47 = e0
% 62.67/27.67  																							|
% 62.67/27.67  																								| Equations (674) can reduce 678 to:
% 62.67/27.67  																								| (266) $false
% 62.67/27.67  																								|
% 62.67/27.67  																								|-The branch is then unsatisfiable
% 62.67/27.67  																							|-Branch two:
% 62.67/27.67  																							| (678)  ~ (all_0_47_47 = e0)
% 62.67/27.67  																							| (1831) all_0_47_47 = e3 | all_0_47_47 = e1
% 62.67/27.67  																							|
% 62.67/27.67  																								+-Applying beta-rule and splitting (1831), into two cases.
% 62.67/27.67  																								|-Branch one:
% 62.67/27.67  																								| (654) all_0_47_47 = e1
% 62.67/27.67  																								|
% 62.67/27.67  																									| Equations (654) can reduce 462 to:
% 62.67/27.67  																									| (266) $false
% 62.67/27.67  																									|
% 62.67/27.67  																									|-The branch is then unsatisfiable
% 62.67/27.67  																								|-Branch two:
% 62.67/27.67  																								| (462)  ~ (all_0_47_47 = e1)
% 62.67/27.67  																								| (522) all_0_47_47 = e3
% 62.67/27.67  																								|
% 62.67/27.67  																									| Equations (522) can reduce 1091 to:
% 62.67/27.67  																									| (266) $false
% 62.67/27.67  																									|
% 62.67/27.67  																									|-The branch is then unsatisfiable
% 62.67/27.67  																	|-Branch two:
% 62.67/27.67  																	| (1099)  ~ (all_0_51_51 = e2)
% 62.67/27.67  																	| (1152) all_0_52_52 = e2 | all_0_53_53 = e2
% 62.67/27.67  																	|
% 62.67/27.67  																		+-Applying beta-rule and splitting (1152), into two cases.
% 62.67/27.67  																		|-Branch one:
% 62.67/27.67  																		| (352) all_0_52_52 = e2
% 62.67/27.67  																		|
% 62.67/27.67  																			| Combining equations (352,565) yields a new equation:
% 62.67/27.67  																			| (323) e4 = e2
% 62.67/27.67  																			|
% 62.67/27.67  																			| Equations (323) can reduce 48 to:
% 62.67/27.67  																			| (266) $false
% 62.67/27.67  																			|
% 62.67/27.67  																			|-The branch is then unsatisfiable
% 62.67/27.67  																		|-Branch two:
% 62.67/27.67  																		| (342)  ~ (all_0_52_52 = e2)
% 62.67/27.67  																		| (607) all_0_53_53 = e2
% 62.67/27.67  																		|
% 62.67/27.67  																			| Equations (607) can reduce 509 to:
% 62.67/27.67  																			| (266) $false
% 62.67/27.67  																			|
% 62.67/27.67  																			|-The branch is then unsatisfiable
% 62.67/27.67  															|-Branch two:
% 62.67/27.67  															| (300)  ~ (all_0_46_46 = e2)
% 62.67/27.67  															| (10171) all_0_47_47 = e2 | all_0_48_48 = e2 | all_0_49_49 = e2
% 62.67/27.67  															|
% 62.67/27.67  																+-Applying beta-rule and splitting (10171), into two cases.
% 62.67/27.67  																|-Branch one:
% 62.67/27.67  																| (1105) all_0_47_47 = e2
% 62.67/27.67  																|
% 62.67/27.67  																	| Equations (1105) can reduce 86 to:
% 62.67/27.67  																	| (339)  ~ (all_0_49_49 = e2)
% 62.67/27.67  																	|
% 62.67/27.67  																	| Simplifying 339 yields:
% 62.67/27.67  																	| (340)  ~ (all_0_49_49 = e2)
% 62.67/27.67  																	|
% 62.67/27.67  																	| Equations (1105) can reduce 224 to:
% 62.67/27.67  																	| (17668)  ~ (all_0_51_51 = e2)
% 62.67/27.67  																	|
% 62.67/27.67  																	| Simplifying 17668 yields:
% 62.67/27.67  																	| (1099)  ~ (all_0_51_51 = e2)
% 62.67/27.67  																	|
% 62.67/27.67  																	| Equations (1105) can reduce 91 to:
% 62.67/27.67  																	| (510)  ~ (all_0_56_56 = e2)
% 62.67/27.67  																	|
% 62.67/27.67  																	| Simplifying 510 yields:
% 62.67/27.67  																	| (511)  ~ (all_0_56_56 = e2)
% 62.67/27.67  																	|
% 62.67/27.67  																	| Equations (1105) can reduce 1091 to:
% 62.67/27.67  																	| (626)  ~ (e3 = e2)
% 62.67/27.67  																	|
% 62.67/27.67  																	| Simplifying 626 yields:
% 62.67/27.67  																	| (212)  ~ (e3 = e2)
% 62.67/27.67  																	|
% 62.67/27.67  																	+-Applying beta-rule and splitting (117), into two cases.
% 62.67/27.67  																	|-Branch one:
% 62.67/27.67  																	| (292) all_0_38_38 = e2
% 62.67/27.67  																	|
% 62.67/27.67  																		| Combining equations (292,321) yields a new equation:
% 62.67/27.67  																		| (323) e4 = e2
% 62.67/27.67  																		|
% 62.67/27.67  																		| Equations (323) can reduce 48 to:
% 62.67/27.67  																		| (266) $false
% 62.67/27.67  																		|
% 62.67/27.67  																		|-The branch is then unsatisfiable
% 62.67/27.67  																	|-Branch two:
% 62.67/27.67  																	| (9600)  ~ (all_0_38_38 = e2)
% 62.67/27.67  																	| (24424) all_0_46_46 = e2 | all_0_50_50 = e2 | all_0_55_55 = e2
% 62.67/27.67  																	|
% 62.67/27.67  																		| Equations (321) can reduce 9600 to:
% 62.67/27.67  																		| (48)  ~ (e4 = e2)
% 62.67/27.67  																		|
% 62.67/27.67  																		+-Applying beta-rule and splitting (95), into two cases.
% 62.67/27.67  																		|-Branch one:
% 62.67/27.67  																		| (378) all_0_50_50 = e2
% 62.67/27.67  																		|
% 62.67/27.67  																			| Equations (378) can reduce 35 to:
% 62.67/27.67  																			| (300)  ~ (all_0_46_46 = e2)
% 62.67/27.67  																			|
% 62.67/27.67  																			| Equations (378) can reduce 59 to:
% 62.67/27.67  																			| (17668)  ~ (all_0_51_51 = e2)
% 62.67/27.67  																			|
% 62.67/27.67  																			| Simplifying 17668 yields:
% 62.67/27.67  																			| (1099)  ~ (all_0_51_51 = e2)
% 62.67/27.67  																			|
% 62.67/27.67  																			| Equations (378) can reduce 190 to:
% 62.67/27.67  																			| (508)  ~ (all_0_53_53 = e2)
% 62.67/27.67  																			|
% 62.67/27.67  																			| Simplifying 508 yields:
% 62.67/27.67  																			| (509)  ~ (all_0_53_53 = e2)
% 62.67/27.67  																			|
% 62.67/27.67  																			| Equations (378) can reduce 93 to:
% 62.67/27.67  																			| (303)  ~ (all_0_55_55 = e2)
% 62.67/27.67  																			|
% 62.67/27.67  																			| Simplifying 303 yields:
% 62.67/27.67  																			| (304)  ~ (all_0_55_55 = e2)
% 62.67/27.67  																			|
% 62.67/27.67  																			| Equations (378) can reduce 566 to:
% 62.67/27.67  																			| (327)  ~ (e4 = e2)
% 62.67/27.67  																			|
% 62.67/27.67  																			| Simplifying 327 yields:
% 62.67/27.67  																			| (48)  ~ (e4 = e2)
% 62.67/27.67  																			|
% 62.67/27.67  																			| From (378) and (242) follows:
% 62.67/27.68  																			| (26152) op(e1, e3) = e2
% 62.67/27.68  																			|
% 62.67/27.68  																			+-Applying beta-rule and splitting (123), into two cases.
% 62.67/27.68  																			|-Branch one:
% 62.67/27.68  																			| (1794) all_0_46_46 = e2
% 62.67/27.68  																			|
% 62.67/27.68  																				| Equations (1794) can reduce 300 to:
% 62.67/27.68  																				| (266) $false
% 62.67/27.68  																				|
% 62.67/27.68  																				|-The branch is then unsatisfiable
% 62.67/27.68  																			|-Branch two:
% 62.67/27.68  																			| (300)  ~ (all_0_46_46 = e2)
% 62.67/27.68  																			| (1797) all_0_46_46 = e4 | all_0_46_46 = e3 | all_0_46_46 = e1 | all_0_46_46 = e0
% 62.67/27.68  																			|
% 62.67/27.68  																				+-Applying beta-rule and splitting (164), into two cases.
% 62.67/27.68  																				|-Branch one:
% 62.67/27.68  																				| (471) all_0_39_39 = e4
% 62.67/27.68  																				|
% 62.67/27.68  																					| Combining equations (471,480) yields a new equation:
% 62.67/27.68  																					| (481) e4 = e0
% 62.67/27.68  																					|
% 62.67/27.68  																					| Simplifying 481 yields:
% 62.67/27.68  																					| (397) e4 = e0
% 62.67/27.68  																					|
% 62.67/27.68  																					| Equations (397) can reduce 49 to:
% 62.67/27.68  																					| (266) $false
% 62.67/27.68  																					|
% 62.67/27.68  																					|-The branch is then unsatisfiable
% 62.67/27.68  																				|-Branch two:
% 62.67/27.68  																				| (1377)  ~ (all_0_39_39 = e4)
% 62.67/27.68  																				| (2115) all_0_42_42 = e4 | all_0_47_47 = e4 | all_0_51_51 = e4 | all_0_56_56 = e4
% 62.67/27.68  																				|
% 62.67/27.68  																					+-Applying beta-rule and splitting (2115), into two cases.
% 62.67/27.68  																					|-Branch one:
% 62.67/27.68  																					| (1392) all_0_42_42 = e4
% 62.67/27.68  																					|
% 62.67/27.68  																						| Equations (1392) can reduce 214 to:
% 62.67/27.68  																						| (440)  ~ (all_0_41_41 = e4)
% 62.67/27.68  																						|
% 62.67/27.68  																						| Equations (1392) can reduce 236 to:
% 62.67/27.68  																						| (476)  ~ (all_0_56_56 = e4)
% 62.67/27.68  																						|
% 62.67/27.68  																						| Simplifying 476 yields:
% 62.67/27.68  																						| (477)  ~ (all_0_56_56 = e4)
% 62.67/27.68  																						|
% 62.67/27.68  																						+-Applying beta-rule and splitting (1797), into two cases.
% 62.67/27.68  																						|-Branch one:
% 62.67/27.68  																						| (770) all_0_46_46 = e4
% 62.67/27.68  																						|
% 62.67/27.68  																							| Equations (770) can reduce 250 to:
% 62.67/27.68  																							| (266) $false
% 62.67/27.68  																							|
% 62.67/27.68  																							|-The branch is then unsatisfiable
% 62.67/27.68  																						|-Branch two:
% 62.67/27.68  																						| (250)  ~ (all_0_46_46 = e4)
% 62.67/27.68  																						| (1801) all_0_46_46 = e3 | all_0_46_46 = e1 | all_0_46_46 = e0
% 62.67/27.68  																						|
% 62.67/27.68  																							+-Applying beta-rule and splitting (1801), into two cases.
% 62.67/27.68  																							|-Branch one:
% 62.67/27.68  																							| (538) all_0_46_46 = e0
% 62.67/27.68  																							|
% 62.67/27.68  																								| Equations (538) can reduce 43 to:
% 62.67/27.68  																								| (357)  ~ (all_0_41_41 = e0)
% 62.67/27.68  																								|
% 62.67/27.68  																								| Equations (538) can reduce 208 to:
% 62.67/27.68  																								| (486)  ~ (all_0_49_49 = e0)
% 62.67/27.68  																								|
% 62.67/27.68  																								| Simplifying 486 yields:
% 62.67/27.68  																								| (487)  ~ (all_0_49_49 = e0)
% 62.67/27.68  																								|
% 62.67/27.68  																								| Equations (538) can reduce 409 to:
% 62.67/27.68  																								| (541)  ~ (e3 = e0)
% 62.67/27.68  																								|
% 62.67/27.68  																								| Simplifying 541 yields:
% 62.67/27.68  																								| (80)  ~ (e3 = e0)
% 62.67/27.68  																								|
% 62.67/27.68  																								| Equations (538) can reduce 300 to:
% 62.67/27.68  																								| (365)  ~ (e2 = e0)
% 62.67/27.68  																								|
% 62.67/27.68  																								| Simplifying 365 yields:
% 62.67/27.68  																								| (128)  ~ (e2 = e0)
% 62.67/27.68  																								|
% 62.67/27.68  																								| From (538) and (120) follows:
% 62.67/27.68  																								| (544) op(e2, e3) = e0
% 62.67/27.68  																								|
% 62.67/27.68  																								+-Applying beta-rule and splitting (54), into two cases.
% 62.67/27.68  																								|-Branch one:
% 62.67/27.68  																								| (583) all_0_49_49 = e2
% 62.67/27.68  																								|
% 62.67/27.68  																									| Equations (583) can reduce 340 to:
% 62.67/27.68  																									| (266) $false
% 62.67/27.68  																									|
% 62.67/27.68  																									|-The branch is then unsatisfiable
% 62.67/27.68  																								|-Branch two:
% 62.67/27.68  																								| (340)  ~ (all_0_49_49 = e2)
% 62.67/27.68  																								| (586) all_0_49_49 = e4 | all_0_49_49 = e3 | all_0_49_49 = e1 | all_0_49_49 = e0
% 62.67/27.68  																								|
% 62.67/27.68  																									+-Applying beta-rule and splitting (586), into two cases.
% 62.67/27.68  																									|-Branch one:
% 62.67/27.68  																									| (974) all_0_49_49 = e4
% 62.67/27.68  																									|
% 62.67/27.68  																										| Equations (974) can reduce 9 to:
% 62.67/27.68  																										| (1390)  ~ (all_0_44_44 = e4)
% 62.67/27.68  																										|
% 62.67/27.68  																										| Equations (974) can reduce 487 to:
% 62.67/27.68  																										| (49)  ~ (e4 = e0)
% 62.67/27.68  																										|
% 62.67/27.68  																										| From (974) and (55) follows:
% 62.67/27.68  																										| (61486) op(e2, e0) = e4
% 62.67/27.68  																										|
% 62.67/27.68  																										+-Applying beta-rule and splitting (75), into two cases.
% 62.67/27.68  																										|-Branch one:
% 62.67/27.68  																										| (485) all_0_40_40 = e0
% 62.67/27.68  																										|
% 62.67/27.68  																											| Combining equations (485,313) yields a new equation:
% 62.67/27.68  																											| (330) e2 = e0
% 62.67/27.68  																											|
% 62.67/27.68  																											| Equations (330) can reduce 128 to:
% 62.67/27.68  																											| (266) $false
% 62.67/27.68  																											|
% 62.67/27.68  																											|-The branch is then unsatisfiable
% 62.67/27.68  																										|-Branch two:
% 62.67/27.68  																										| (1401)  ~ (all_0_40_40 = e0)
% 62.67/27.68  																										| (1748) all_0_44_44 = e0 | all_0_49_49 = e0 | all_0_58_58 = e0
% 62.67/27.68  																										|
% 62.67/27.68  																											+-Applying beta-rule and splitting (1748), into two cases.
% 62.67/27.68  																											|-Branch one:
% 62.67/27.68  																											| (1414) all_0_44_44 = e0
% 62.67/27.68  																											|
% 62.67/27.68  																												| Equations (1414) can reduce 360 to:
% 62.67/27.68  																												| (266) $false
% 62.67/27.68  																												|
% 62.67/27.68  																												|-The branch is then unsatisfiable
% 62.67/27.68  																											|-Branch two:
% 62.67/27.68  																											| (360)  ~ (all_0_44_44 = e0)
% 62.67/27.68  																											| (1760) all_0_49_49 = e0 | all_0_58_58 = e0
% 62.67/27.68  																											|
% 62.67/27.68  																												+-Applying beta-rule and splitting (1760), into two cases.
% 62.67/27.68  																												|-Branch one:
% 62.67/27.68  																												| (978) all_0_49_49 = e0
% 62.67/27.68  																												|
% 62.67/27.68  																													| Combining equations (974,978) yields a new equation:
% 62.67/27.68  																													| (481) e4 = e0
% 62.67/27.68  																													|
% 62.67/27.68  																													| Simplifying 481 yields:
% 62.67/27.68  																													| (397) e4 = e0
% 62.67/27.68  																													|
% 62.67/27.68  																													| Equations (397) can reduce 49 to:
% 62.67/27.68  																													| (266) $false
% 62.67/27.68  																													|
% 62.67/27.68  																													|-The branch is then unsatisfiable
% 62.67/27.68  																												|-Branch two:
% 62.67/27.68  																												| (487)  ~ (all_0_49_49 = e0)
% 62.67/27.68  																												| (914) all_0_58_58 = e0
% 62.67/27.68  																												|
% 62.67/27.68  																													| Equations (914) can reduce 181 to:
% 62.67/27.68  																													| (360)  ~ (all_0_44_44 = e0)
% 62.67/27.68  																													|
% 62.67/27.68  																													| Equations (914) can reduce 10 to:
% 62.67/27.68  																													| (247)  ~ (all_0_53_53 = e0)
% 62.67/27.68  																													|
% 62.67/27.68  																													| Equations (914) can reduce 3 to:
% 62.67/27.68  																													| (803)  ~ (all_0_55_55 = e0)
% 62.67/27.68  																													|
% 62.67/27.68  																													| Equations (914) can reduce 44 to:
% 62.67/27.68  																													| (828)  ~ (all_0_56_56 = e0)
% 62.67/27.68  																													|
% 62.67/27.68  																													+-Applying beta-rule and splitting (113), into two cases.
% 62.67/27.68  																													|-Branch one:
% 62.67/27.68  																													| (403) all_0_41_41 = e3
% 62.67/27.68  																													|
% 62.67/27.68  																														| Equations (403) can reduce 149 to:
% 62.67/27.68  																														| (406)  ~ (all_0_44_44 = e3)
% 62.67/27.68  																														|
% 62.67/27.68  																														| Simplifying 406 yields:
% 62.67/27.68  																														| (407)  ~ (all_0_44_44 = e3)
% 62.67/27.68  																														|
% 62.67/27.68  																														| Equations (403) can reduce 191 to:
% 62.67/27.68  																														| (269)  ~ (all_0_55_55 = e3)
% 62.67/27.68  																														|
% 62.67/27.68  																														| Simplifying 269 yields:
% 62.67/27.68  																														| (270)  ~ (all_0_55_55 = e3)
% 62.67/27.68  																														|
% 62.67/27.68  																														| Equations (403) can reduce 440 to:
% 62.67/27.68  																														| (277)  ~ (e4 = e3)
% 62.67/27.68  																														|
% 62.67/27.68  																														| Simplifying 277 yields:
% 62.67/27.68  																														| (188)  ~ (e4 = e3)
% 62.67/27.68  																														|
% 62.67/27.68  																														| Equations (403) can reduce 357 to:
% 62.67/27.68  																														| (80)  ~ (e3 = e0)
% 62.67/27.68  																														|
% 62.67/27.68  																														+-Applying beta-rule and splitting (22), into two cases.
% 62.67/27.68  																														|-Branch one:
% 62.67/27.68  																														| (268) all_0_54_54 = e3
% 62.67/27.68  																														|
% 62.67/27.68  																															| Combining equations (268,265) yields a new equation:
% 62.67/27.68  																															| (425) e4 = e3
% 62.67/27.68  																															|
% 62.67/27.68  																															| Equations (425) can reduce 188 to:
% 62.67/27.68  																															| (266) $false
% 62.67/27.68  																															|
% 62.67/27.68  																															|-The branch is then unsatisfiable
% 62.67/27.68  																														|-Branch two:
% 62.67/27.68  																														| (60427)  ~ (all_0_54_54 = e3)
% 62.67/27.68  																														| (62553) all_0_55_55 = e3 | all_0_56_56 = e3 | all_0_58_58 = e3
% 62.67/27.68  																														|
% 62.67/27.68  																															| Equations (265) can reduce 60427 to:
% 62.67/27.68  																															| (188)  ~ (e4 = e3)
% 62.67/27.68  																															|
% 62.67/27.68  																															+-Applying beta-rule and splitting (189), into two cases.
% 62.67/27.68  																															|-Branch one:
% 62.67/27.68  																															| (532) all_0_44_44 = e3
% 62.67/27.68  																															|
% 62.67/27.68  																																| Equations (532) can reduce 407 to:
% 62.67/27.68  																																| (266) $false
% 62.67/27.68  																																|
% 62.67/27.68  																																|-The branch is then unsatisfiable
% 62.67/27.68  																															|-Branch two:
% 62.67/27.68  																															| (407)  ~ (all_0_44_44 = e3)
% 62.67/27.68  																															| (537) all_0_49_49 = e3 | all_0_53_53 = e3 | all_0_58_58 = e3
% 62.67/27.68  																															|
% 62.67/27.68  																																+-Applying beta-rule and splitting (174), into two cases.
% 62.67/27.68  																																|-Branch one:
% 62.67/27.68  																																| (386) all_0_55_55 = e2
% 62.67/27.68  																																|
% 62.67/27.68  																																	| Equations (386) can reduce 304 to:
% 62.67/27.68  																																	| (266) $false
% 62.67/27.68  																																	|
% 62.67/27.68  																																	|-The branch is then unsatisfiable
% 62.67/27.68  																																|-Branch two:
% 62.67/27.68  																																| (304)  ~ (all_0_55_55 = e2)
% 62.67/27.68  																																| (2051) all_0_55_55 = e4 | all_0_55_55 = e3 | all_0_55_55 = e1 | all_0_55_55 = e0
% 62.67/27.68  																																|
% 62.67/27.68  																																	+-Applying beta-rule and splitting (2051), into two cases.
% 62.67/27.68  																																	|-Branch one:
% 62.67/27.68  																																	| (587) all_0_55_55 = e4
% 62.67/27.68  																																	|
% 62.67/27.68  																																		| Equations (587) can reduce 763 to:
% 62.67/27.68  																																		| (266) $false
% 62.67/27.68  																																		|
% 62.67/27.68  																																		|-The branch is then unsatisfiable
% 62.67/27.68  																																	|-Branch two:
% 62.67/27.68  																																	| (763)  ~ (all_0_55_55 = e4)
% 62.67/27.68  																																	| (2055) all_0_55_55 = e3 | all_0_55_55 = e1 | all_0_55_55 = e0
% 62.67/27.68  																																	|
% 62.67/27.68  																																		+-Applying beta-rule and splitting (2055), into two cases.
% 62.67/27.68  																																		|-Branch one:
% 62.67/27.68  																																		| (858) all_0_55_55 = e0
% 62.67/27.68  																																		|
% 62.67/27.68  																																			| Equations (858) can reduce 803 to:
% 62.67/27.68  																																			| (266) $false
% 62.67/27.68  																																			|
% 62.67/27.68  																																			|-The branch is then unsatisfiable
% 62.67/27.68  																																		|-Branch two:
% 62.67/27.68  																																		| (803)  ~ (all_0_55_55 = e0)
% 62.67/27.68  																																		| (2315) all_0_55_55 = e3 | all_0_55_55 = e1
% 62.67/27.68  																																		|
% 62.67/27.68  																																			+-Applying beta-rule and splitting (2315), into two cases.
% 62.67/27.68  																																			|-Branch one:
% 62.67/27.68  																																			| (629) all_0_55_55 = e1
% 62.67/27.68  																																			|
% 62.67/27.68  																																				| Equations (629) can reduce 153 to:
% 62.67/27.68  																																				| (465)  ~ (all_0_56_56 = e1)
% 62.67/27.68  																																				|
% 62.67/27.68  																																				| Simplifying 465 yields:
% 62.67/27.68  																																				| (466)  ~ (all_0_56_56 = e1)
% 62.67/27.68  																																				|
% 62.67/27.68  																																				| Equations (629) can reduce 763 to:
% 62.67/27.68  																																				| (602)  ~ (e4 = e1)
% 62.67/27.69  																																				|
% 62.67/27.69  																																				| Simplifying 602 yields:
% 62.67/27.69  																																				| (110)  ~ (e4 = e1)
% 62.67/27.69  																																				|
% 62.67/27.69  																																				| Equations (629) can reduce 270 to:
% 62.67/27.69  																																				| (467)  ~ (e3 = e1)
% 62.67/27.69  																																				|
% 62.67/27.69  																																				| Simplifying 467 yields:
% 62.67/27.69  																																				| (213)  ~ (e3 = e1)
% 62.67/27.69  																																				|
% 62.67/27.69  																																				| Equations (629) can reduce 304 to:
% 62.67/27.69  																																				| (604)  ~ (e2 = e1)
% 62.67/27.69  																																				|
% 62.67/27.69  																																				| Simplifying 604 yields:
% 62.67/27.69  																																				| (122)  ~ (e2 = e1)
% 62.67/27.69  																																				|
% 62.67/27.69  																																				| From (629) and (74) follows:
% 62.67/27.69  																																				| (6587) op(e0, e3) = e1
% 62.67/27.69  																																				|
% 62.67/27.69  																																				+-Applying beta-rule and splitting (160), into two cases.
% 62.67/27.69  																																				|-Branch one:
% 62.67/27.69  																																				| (601) all_0_50_50 = e1
% 62.67/27.69  																																				|
% 62.67/27.69  																																					| Combining equations (378,601) yields a new equation:
% 62.67/27.69  																																					| (616) e2 = e1
% 62.67/27.69  																																					|
% 62.67/27.69  																																					| Simplifying 616 yields:
% 62.67/27.69  																																					| (617) e2 = e1
% 62.67/27.69  																																					|
% 62.67/27.69  																																					| Equations (617) can reduce 122 to:
% 62.67/27.69  																																					| (266) $false
% 62.67/27.69  																																					|
% 62.67/27.69  																																					|-The branch is then unsatisfiable
% 62.67/27.69  																																				|-Branch two:
% 62.67/27.69  																																				| (759)  ~ (all_0_50_50 = e1)
% 62.67/27.69  																																				| (1168) all_0_51_51 = e1 | all_0_52_52 = e1 | all_0_53_53 = e1
% 62.67/27.69  																																				|
% 62.67/27.69  																																					| Equations (378) can reduce 759 to:
% 62.67/27.69  																																					| (122)  ~ (e2 = e1)
% 62.67/27.69  																																					|
% 62.67/27.69  																																					+-Applying beta-rule and splitting (537), into two cases.
% 62.67/27.69  																																					|-Branch one:
% 62.67/27.69  																																					| (884) all_0_49_49 = e3
% 62.67/27.69  																																					|
% 62.67/27.69  																																						| Combining equations (974,884) yields a new equation:
% 62.67/27.69  																																						| (424) e4 = e3
% 62.67/27.69  																																						|
% 62.67/27.69  																																						| Simplifying 424 yields:
% 62.67/27.69  																																						| (425) e4 = e3
% 62.67/27.69  																																						|
% 62.67/27.69  																																						| Equations (425) can reduce 188 to:
% 62.67/27.69  																																						| (266) $false
% 62.67/27.69  																																						|
% 62.67/27.69  																																						|-The branch is then unsatisfiable
% 62.67/27.69  																																					|-Branch two:
% 62.67/27.69  																																					| (525)  ~ (all_0_49_49 = e3)
% 62.67/27.69  																																					| (887) all_0_53_53 = e3 | all_0_58_58 = e3
% 62.67/27.69  																																					|
% 62.67/27.69  																																						+-Applying beta-rule and splitting (131), into two cases.
% 62.67/27.69  																																						|-Branch one:
% 62.67/27.69  																																						| (459) all_0_42_42 = e1
% 62.67/27.69  																																						|
% 62.67/27.69  																																							| Combining equations (459,1392) yields a new equation:
% 62.67/27.69  																																							| (630) e4 = e1
% 62.67/27.69  																																							|
% 62.67/27.69  																																							| Equations (630) can reduce 110 to:
% 62.67/27.69  																																							| (266) $false
% 62.67/27.69  																																							|
% 62.67/27.69  																																							|-The branch is then unsatisfiable
% 62.67/27.69  																																						|-Branch two:
% 62.67/27.69  																																						| (1380)  ~ (all_0_42_42 = e1)
% 62.67/27.69  																																						| (3259) all_0_47_47 = e1 | all_0_51_51 = e1 | all_0_56_56 = e1
% 62.67/27.69  																																						|
% 62.67/27.69  																																							+-Applying beta-rule and splitting (1168), into two cases.
% 62.67/27.69  																																							|-Branch one:
% 62.67/27.69  																																							| (1109) all_0_51_51 = e1
% 62.67/27.69  																																							|
% 62.67/27.69  																																								| Equations (1109) can reduce 1099 to:
% 62.67/27.69  																																								| (604)  ~ (e2 = e1)
% 62.67/27.69  																																								|
% 62.67/27.69  																																								| Simplifying 604 yields:
% 62.67/27.69  																																								| (122)  ~ (e2 = e1)
% 62.67/27.69  																																								|
% 62.67/27.69  																																								| Equations (1109) can reduce 115 to:
% 62.67/27.69  																																								| (233)  ~ (e1 = e0)
% 62.67/27.69  																																								|
% 62.67/27.69  																																								| From (1109) and (186) follows:
% 62.67/27.69  																																								| (699) op(e1, e2) = e1
% 62.67/27.69  																																								|
% 62.67/27.69  																																								+-Applying beta-rule and splitting (62553), into two cases.
% 62.67/27.69  																																								|-Branch one:
% 62.67/27.69  																																								| (2336) all_0_55_55 = e3
% 62.67/27.69  																																								|
% 62.67/27.69  																																									| Combining equations (629,2336) yields a new equation:
% 62.67/27.69  																																									| (455) e3 = e1
% 62.67/27.69  																																									|
% 62.67/27.69  																																									| Equations (455) can reduce 213 to:
% 62.67/27.69  																																									| (266) $false
% 62.67/27.69  																																									|
% 62.67/27.69  																																									|-The branch is then unsatisfiable
% 62.67/27.69  																																								|-Branch two:
% 62.67/27.69  																																								| (270)  ~ (all_0_55_55 = e3)
% 62.67/27.69  																																								| (62557) all_0_56_56 = e3 | all_0_58_58 = e3
% 62.67/27.69  																																								|
% 62.67/27.69  																																									+-Applying beta-rule and splitting (62557), into two cases.
% 62.67/27.69  																																									|-Branch one:
% 62.67/27.69  																																									| (1097) all_0_56_56 = e3
% 62.67/27.69  																																									|
% 62.67/27.69  																																										| Equations (1097) can reduce 828 to:
% 62.67/27.69  																																										| (80)  ~ (e3 = e0)
% 62.67/27.69  																																										|
% 62.67/27.69  																																										| From (1097) and (111) follows:
% 62.67/27.69  																																										| (65099) op(e0, e2) = e3
% 62.67/27.69  																																										|
% 62.67/27.69  																																										+-Applying beta-rule and splitting (887), into two cases.
% 62.67/27.69  																																										|-Branch one:
% 62.67/27.69  																																										| (665) all_0_53_53 = e3
% 62.67/27.69  																																										|
% 62.67/27.69  																																											| Equations (665) can reduce 247 to:
% 62.67/27.69  																																											| (80)  ~ (e3 = e0)
% 62.67/27.69  																																											|
% 62.67/27.69  																																											+-Applying beta-rule and splitting (56), into two cases.
% 62.67/27.69  																																											|-Branch one:
% 62.67/27.69  																																											| (696) unit = e2
% 62.67/27.69  																																											|
% 62.67/27.69  																																												| From (696) and (244) follows:
% 62.67/27.69  																																												| (264) op(e2, e4) = e4
% 62.67/27.69  																																												|
% 62.67/27.69  																																												| From (696) and (209) follows:
% 62.67/27.69  																																												| (7585) op(e2, e0) = e0
% 62.67/27.69  																																												|
% 62.67/27.69  																																												| Instantiating formula (29) with e2, e4, e4, e3 and discharging atoms op(e2, e4) = e4, op(e2, e4) = e3, yields:
% 62.67/27.69  																																												| (425) e4 = e3
% 62.67/27.69  																																												|
% 62.67/27.69  																																												| Instantiating formula (29) with e2, e0, e0, e4 and discharging atoms op(e2, e0) = e4, op(e2, e0) = e0, yields:
% 62.67/27.69  																																												| (397) e4 = e0
% 62.67/27.69  																																												|
% 62.67/27.69  																																												| Combining equations (397,425) yields a new equation:
% 62.67/27.69  																																												| (676) e3 = e0
% 62.67/27.69  																																												|
% 62.67/27.69  																																												| Equations (676) can reduce 80 to:
% 62.67/27.69  																																												| (266) $false
% 62.67/27.69  																																												|
% 62.67/27.69  																																												|-The branch is then unsatisfiable
% 62.67/27.69  																																											|-Branch two:
% 62.67/27.69  																																											| (707)  ~ (unit = e2)
% 62.67/27.69  																																											| (708) unit = e4 | unit = e3 | unit = e1 | unit = e0
% 62.67/27.69  																																											|
% 62.67/27.69  																																												+-Applying beta-rule and splitting (708), into two cases.
% 62.67/27.69  																																												|-Branch one:
% 62.67/27.69  																																												| (709) unit = e4
% 62.67/27.69  																																												|
% 62.67/27.69  																																													| From (709) and (24) follows:
% 62.67/27.69  																																													| (33325) op(e4, e3) = e3
% 62.67/27.69  																																													|
% 62.67/27.69  																																													| From (709) and (211) follows:
% 62.67/27.69  																																													| (22527) op(e4, e1) = e1
% 62.67/27.69  																																													|
% 62.67/27.69  																																													| From (709) and (32) follows:
% 62.67/27.69  																																													| (712) op(e2, e4) = e2
% 62.67/27.69  																																													|
% 62.67/27.69  																																													| From (709) and (42) follows:
% 62.71/27.69  																																													| (713) op(e0, e4) = e0
% 62.71/27.69  																																													|
% 62.71/27.69  																																													| Instantiating formula (29) with e4, e3, e3, e4 and discharging atoms op(e4, e3) = e4, op(e4, e3) = e3, yields:
% 62.71/27.69  																																													| (425) e4 = e3
% 62.71/27.69  																																													|
% 62.71/27.69  																																													| Instantiating formula (29) with e4, e1, e1, e3 and discharging atoms op(e4, e1) = e3, op(e4, e1) = e1, yields:
% 62.71/27.69  																																													| (455) e3 = e1
% 62.71/27.69  																																													|
% 62.71/27.69  																																													| Instantiating formula (29) with e2, e4, e2, e3 and discharging atoms op(e2, e4) = e3, op(e2, e4) = e2, yields:
% 62.71/27.69  																																													| (662) e3 = e2
% 62.71/27.69  																																													|
% 62.71/27.69  																																													| Instantiating formula (29) with e0, e4, e0, e4 and discharging atoms op(e0, e4) = e4, op(e0, e4) = e0, yields:
% 62.71/27.69  																																													| (397) e4 = e0
% 62.71/27.69  																																													|
% 62.71/27.69  																																													| Combining equations (425,397) yields a new equation:
% 62.71/27.69  																																													| (675) e3 = e0
% 62.71/27.69  																																													|
% 62.71/27.69  																																													| Simplifying 675 yields:
% 62.71/27.69  																																													| (676) e3 = e0
% 62.71/27.69  																																													|
% 62.71/27.70  																																													| Combining equations (455,662) yields a new equation:
% 62.71/27.70  																																													| (617) e2 = e1
% 62.71/27.70  																																													|
% 62.71/27.70  																																													| Combining equations (676,662) yields a new equation:
% 62.71/27.70  																																													| (330) e2 = e0
% 62.71/27.70  																																													|
% 62.71/27.70  																																													| Combining equations (617,330) yields a new equation:
% 62.71/27.70  																																													| (546) e1 = e0
% 62.71/27.70  																																													|
% 62.71/27.70  																																													| Simplifying 546 yields:
% 62.71/27.70  																																													| (431) e1 = e0
% 62.71/27.70  																																													|
% 62.71/27.70  																																													| Equations (431) can reduce 233 to:
% 62.71/27.70  																																													| (266) $false
% 62.71/27.70  																																													|
% 62.71/27.70  																																													|-The branch is then unsatisfiable
% 62.71/27.70  																																												|-Branch two:
% 62.71/27.70  																																												| (724)  ~ (unit = e4)
% 62.71/27.70  																																												| (725) unit = e3 | unit = e1 | unit = e0
% 62.71/27.70  																																												|
% 62.71/27.70  																																													+-Applying beta-rule and splitting (725), into two cases.
% 62.71/27.70  																																													|-Branch one:
% 62.71/27.70  																																													| (726) unit = e0
% 62.71/27.70  																																													|
% 62.71/27.70  																																														| From (726) and (24) follows:
% 62.71/27.70  																																														| (2208) op(e0, e3) = e3
% 62.71/27.70  																																														|
% 62.71/27.70  																																														| From (726) and (15) follows:
% 62.71/27.70  																																														| (1508) op(e0, e2) = e2
% 62.71/27.70  																																														|
% 62.71/27.70  																																														| Instantiating formula (29) with e0, e3, e3, e1 and discharging atoms op(e0, e3) = e3, op(e0, e3) = e1, yields:
% 62.71/27.70  																																														| (455) e3 = e1
% 62.71/27.70  																																														|
% 62.71/27.70  																																														| Instantiating formula (29) with e0, e2, e2, e3 and discharging atoms op(e0, e2) = e3, op(e0, e2) = e2, yields:
% 62.71/27.70  																																														| (662) e3 = e2
% 62.71/27.70  																																														|
% 62.71/27.70  																																														| Combining equations (662,455) yields a new equation:
% 62.71/27.70  																																														| (616) e2 = e1
% 62.71/27.70  																																														|
% 62.71/27.70  																																														| Simplifying 616 yields:
% 62.71/27.70  																																														| (617) e2 = e1
% 62.71/27.70  																																														|
% 62.71/27.70  																																														| Equations (617) can reduce 122 to:
% 62.71/27.70  																																														| (266) $false
% 62.71/27.70  																																														|
% 62.71/27.70  																																														|-The branch is then unsatisfiable
% 62.71/27.70  																																													|-Branch two:
% 62.71/27.70  																																													| (734)  ~ (unit = e0)
% 62.71/27.70  																																													| (735) unit = e3 | unit = e1
% 62.71/27.70  																																													|
% 62.71/27.70  																																														+-Applying beta-rule and splitting (735), into two cases.
% 62.71/27.70  																																														|-Branch one:
% 62.71/27.70  																																														| (736) unit = e1
% 62.71/27.70  																																														|
% 62.71/27.70  																																															| Equations (736) can reduce 734 to:
% 62.71/27.70  																																															| (233)  ~ (e1 = e0)
% 62.71/27.70  																																															|
% 62.71/27.70  																																															| From (736) and (244) follows:
% 62.71/27.70  																																															| (738) op(e1, e4) = e4
% 62.71/27.70  																																															|
% 62.71/27.70  																																															| From (736) and (24) follows:
% 62.71/27.70  																																															| (1934) op(e1, e3) = e3
% 62.71/27.70  																																															|
% 62.71/27.70  																																															| From (736) and (15) follows:
% 62.71/27.70  																																															| (515) op(e1, e2) = e2
% 62.71/27.70  																																															|
% 62.71/27.70  																																															| From (736) and (227) follows:
% 62.71/27.70  																																															| (739) op(e4, e1) = e4
% 62.71/27.70  																																															|
% 62.71/27.70  																																															| Instantiating formula (29) with e4, e1, e4, e3 and discharging atoms op(e4, e1) = e4, op(e4, e1) = e3, yields:
% 62.71/27.70  																																															| (425) e4 = e3
% 62.71/27.70  																																															|
% 62.71/27.70  																																															| Instantiating formula (29) with e1, e4, e4, e0 and discharging atoms op(e1, e4) = e4, op(e1, e4) = e0, yields:
% 62.71/27.70  																																															| (397) e4 = e0
% 62.71/27.70  																																															|
% 62.71/27.70  																																															| Instantiating formula (29) with e1, e3, e3, e2 and discharging atoms op(e1, e3) = e3, op(e1, e3) = e2, yields:
% 62.71/27.70  																																															| (662) e3 = e2
% 62.71/27.70  																																															|
% 62.71/27.70  																																															| Instantiating formula (29) with e1, e2, e2, e1 and discharging atoms op(e1, e2) = e2, op(e1, e2) = e1, yields:
% 62.71/27.70  																																															| (617) e2 = e1
% 62.71/27.70  																																															|
% 62.71/27.70  																																															| Combining equations (425,397) yields a new equation:
% 62.71/27.70  																																															| (675) e3 = e0
% 62.71/27.70  																																															|
% 62.71/27.70  																																															| Simplifying 675 yields:
% 62.71/27.70  																																															| (676) e3 = e0
% 62.71/27.70  																																															|
% 62.71/27.70  																																															| Combining equations (662,676) yields a new equation:
% 62.71/27.70  																																															| (391) e2 = e0
% 62.71/27.70  																																															|
% 62.71/27.70  																																															| Simplifying 391 yields:
% 62.71/27.70  																																															| (330) e2 = e0
% 62.71/27.70  																																															|
% 62.71/27.70  																																															| Combining equations (330,617) yields a new equation:
% 62.71/27.70  																																															| (431) e1 = e0
% 62.71/27.70  																																															|
% 62.71/27.70  																																															| Equations (431) can reduce 233 to:
% 62.71/27.70  																																															| (266) $false
% 62.71/27.70  																																															|
% 62.71/27.70  																																															|-The branch is then unsatisfiable
% 62.71/27.70  																																														|-Branch two:
% 62.71/27.70  																																														| (748)  ~ (unit = e1)
% 62.71/27.70  																																														| (749) unit = e3
% 62.71/27.70  																																														|
% 62.71/27.70  																																															| From (749) and (32) follows:
% 62.71/27.70  																																															| (5793) op(e2, e3) = e2
% 62.71/27.70  																																															|
% 62.71/27.70  																																															| From (749) and (28) follows:
% 62.71/27.70  																																															| (2235) op(e1, e3) = e1
% 62.71/27.70  																																															|
% 62.71/27.70  																																															| Instantiating formula (29) with e2, e3, e2, e0 and discharging atoms op(e2, e3) = e2, op(e2, e3) = e0, yields:
% 62.71/27.70  																																															| (330) e2 = e0
% 62.71/27.70  																																															|
% 62.71/27.70  																																															| Instantiating formula (29) with e1, e3, e1, e2 and discharging atoms op(e1, e3) = e2, op(e1, e3) = e1, yields:
% 62.71/27.70  																																															| (617) e2 = e1
% 62.71/27.70  																																															|
% 62.71/27.70  																																															| Combining equations (330,617) yields a new equation:
% 62.71/27.70  																																															| (431) e1 = e0
% 62.71/27.70  																																															|
% 62.71/27.70  																																															| Equations (431) can reduce 233 to:
% 62.71/27.70  																																															| (266) $false
% 62.71/27.70  																																															|
% 62.71/27.70  																																															|-The branch is then unsatisfiable
% 62.71/27.70  																																										|-Branch two:
% 62.71/27.70  																																										| (903)  ~ (all_0_53_53 = e3)
% 62.71/27.70  																																										| (795) all_0_58_58 = e3
% 62.71/27.70  																																										|
% 62.71/27.70  																																											| Combining equations (795,914) yields a new equation:
% 62.71/27.70  																																											| (675) e3 = e0
% 62.71/27.70  																																											|
% 62.71/27.70  																																											| Simplifying 675 yields:
% 62.71/27.70  																																											| (676) e3 = e0
% 62.71/27.70  																																											|
% 62.71/27.70  																																											| Equations (676) can reduce 80 to:
% 62.71/27.70  																																											| (266) $false
% 62.71/27.70  																																											|
% 62.71/27.70  																																											|-The branch is then unsatisfiable
% 62.71/27.70  																																									|-Branch two:
% 62.71/27.70  																																									| (272)  ~ (all_0_56_56 = e3)
% 62.71/27.70  																																									| (795) all_0_58_58 = e3
% 62.71/27.70  																																									|
% 62.71/27.70  																																										| Combining equations (914,795) yields a new equation:
% 62.71/27.70  																																										| (676) e3 = e0
% 62.71/27.70  																																										|
% 62.71/27.70  																																										| Equations (676) can reduce 80 to:
% 62.71/27.70  																																										| (266) $false
% 62.71/27.70  																																										|
% 62.71/27.70  																																										|-The branch is then unsatisfiable
% 62.71/27.70  																																							|-Branch two:
% 62.71/27.70  																																							| (464)  ~ (all_0_51_51 = e1)
% 62.71/27.70  																																							| (1202) all_0_52_52 = e1 | all_0_53_53 = e1
% 62.71/27.70  																																							|
% 62.71/27.70  																																								+-Applying beta-rule and splitting (3259), into two cases.
% 62.71/27.70  																																								|-Branch one:
% 62.71/27.70  																																								| (654) all_0_47_47 = e1
% 62.71/27.70  																																								|
% 62.71/27.70  																																									| Combining equations (654,1105) yields a new equation:
% 62.71/27.70  																																									| (617) e2 = e1
% 62.71/27.70  																																									|
% 62.71/27.70  																																									| Equations (617) can reduce 122 to:
% 62.71/27.70  																																									| (266) $false
% 62.71/27.70  																																									|
% 62.71/27.70  																																									|-The branch is then unsatisfiable
% 62.71/27.70  																																								|-Branch two:
% 62.71/27.70  																																								| (462)  ~ (all_0_47_47 = e1)
% 62.71/27.70  																																								| (3264) all_0_51_51 = e1 | all_0_56_56 = e1
% 62.71/27.70  																																								|
% 62.71/27.70  																																									+-Applying beta-rule and splitting (3264), into two cases.
% 62.71/27.70  																																									|-Branch one:
% 62.71/27.70  																																									| (1109) all_0_51_51 = e1
% 62.71/27.70  																																									|
% 62.71/27.70  																																										| Equations (1109) can reduce 464 to:
% 62.71/27.70  																																										| (266) $false
% 62.71/27.70  																																										|
% 62.71/27.70  																																										|-The branch is then unsatisfiable
% 62.71/27.70  																																									|-Branch two:
% 62.71/27.70  																																									| (464)  ~ (all_0_51_51 = e1)
% 62.71/27.70  																																									| (1569) all_0_56_56 = e1
% 62.71/27.70  																																									|
% 62.71/27.70  																																										| Equations (1569) can reduce 466 to:
% 62.71/27.70  																																										| (266) $false
% 62.71/27.70  																																										|
% 62.71/27.70  																																										|-The branch is then unsatisfiable
% 62.71/27.70  																																			|-Branch two:
% 62.71/27.70  																																			| (632)  ~ (all_0_55_55 = e1)
% 62.71/27.70  																																			| (2336) all_0_55_55 = e3
% 62.71/27.70  																																			|
% 62.71/27.70  																																				| Equations (2336) can reduce 270 to:
% 62.71/27.70  																																				| (266) $false
% 62.71/27.70  																																				|
% 62.71/27.70  																																				|-The branch is then unsatisfiable
% 62.71/27.70  																													|-Branch two:
% 62.71/27.70  																													| (1898)  ~ (all_0_41_41 = e3)
% 62.71/27.70  																													| (1899) all_0_42_42 = e3 | all_0_44_44 = e3
% 62.71/27.70  																													|
% 62.71/27.70  																														+-Applying beta-rule and splitting (27), into two cases.
% 62.71/27.70  																														|-Branch one:
% 62.71/27.70  																														| (437) all_0_41_41 = e4
% 62.71/27.70  																														|
% 62.71/27.70  																															| Equations (437) can reduce 440 to:
% 62.71/27.70  																															| (266) $false
% 62.71/27.70  																															|
% 62.71/27.70  																															|-The branch is then unsatisfiable
% 62.71/27.70  																														|-Branch two:
% 62.71/27.70  																														| (440)  ~ (all_0_41_41 = e4)
% 62.71/27.70  																														| (4049) all_0_41_41 = e3 | all_0_41_41 = e1 | all_0_41_41 = e0
% 62.71/27.70  																														|
% 62.71/27.70  																															+-Applying beta-rule and splitting (144), into two cases.
% 62.71/27.70  																															|-Branch one:
% 62.71/27.70  																															| (403) all_0_41_41 = e3
% 62.71/27.70  																															|
% 62.71/27.70  																																| Equations (403) can reduce 1898 to:
% 62.71/27.70  																																| (266) $false
% 62.71/27.70  																																|
% 62.71/27.70  																																|-The branch is then unsatisfiable
% 62.71/27.70  																															|-Branch two:
% 62.71/27.70  																															| (1898)  ~ (all_0_41_41 = e3)
% 62.71/27.70  																															| (1923) all_0_46_46 = e3 | all_0_50_50 = e3 | all_0_55_55 = e3
% 62.71/27.70  																															|
% 62.71/27.70  																																+-Applying beta-rule and splitting (1923), into two cases.
% 62.71/27.70  																																|-Branch one:
% 62.71/27.70  																																| (1557) all_0_46_46 = e3
% 62.71/27.70  																																|
% 62.71/27.70  																																	| Combining equations (538,1557) yields a new equation:
% 62.71/27.70  																																	| (676) e3 = e0
% 62.71/27.70  																																	|
% 62.71/27.70  																																	| Equations (676) can reduce 80 to:
% 62.71/27.70  																																	| (266) $false
% 62.71/27.70  																																	|
% 62.71/27.70  																																	|-The branch is then unsatisfiable
% 62.71/27.70  																																|-Branch two:
% 62.71/27.70  																																| (409)  ~ (all_0_46_46 = e3)
% 62.71/27.70  																																| (4042) all_0_50_50 = e3 | all_0_55_55 = e3
% 62.71/27.70  																																|
% 62.71/27.70  																																	+-Applying beta-rule and splitting (4042), into two cases.
% 62.71/27.70  																																	|-Branch one:
% 62.71/27.70  																																	| (415) all_0_50_50 = e3
% 62.71/27.70  																																	|
% 62.71/27.70  																																		| Combining equations (378,415) yields a new equation:
% 62.71/27.70  																																		| (662) e3 = e2
% 62.71/27.70  																																		|
% 62.71/27.70  																																		| Equations (662) can reduce 212 to:
% 62.71/27.70  																																		| (266) $false
% 62.71/27.70  																																		|
% 62.71/27.70  																																		|-The branch is then unsatisfiable
% 62.71/27.70  																																	|-Branch two:
% 62.71/27.70  																																	| (411)  ~ (all_0_50_50 = e3)
% 62.71/27.70  																																	| (2336) all_0_55_55 = e3
% 62.71/27.70  																																	|
% 62.71/27.70  																																		| Equations (2336) can reduce 191 to:
% 62.71/27.70  																																		| (1898)  ~ (all_0_41_41 = e3)
% 62.71/27.70  																																		|
% 62.71/27.70  																																		| Equations (2336) can reduce 153 to:
% 62.71/27.70  																																		| (271)  ~ (all_0_56_56 = e3)
% 62.71/27.70  																																		|
% 62.71/27.70  																																		| Simplifying 271 yields:
% 62.71/27.70  																																		| (272)  ~ (all_0_56_56 = e3)
% 62.71/27.70  																																		|
% 62.71/27.70  																																		+-Applying beta-rule and splitting (133), into two cases.
% 62.71/27.70  																																		|-Branch one:
% 62.71/27.70  																																		| (833) all_0_56_56 = e2
% 62.71/27.70  																																		|
% 62.71/27.70  																																			| Equations (833) can reduce 511 to:
% 62.71/27.70  																																			| (266) $false
% 62.71/27.70  																																			|
% 62.71/27.70  																																			|-The branch is then unsatisfiable
% 62.71/27.70  																																		|-Branch two:
% 62.71/27.70  																																		| (511)  ~ (all_0_56_56 = e2)
% 62.71/27.70  																																		| (836) all_0_56_56 = e4 | all_0_56_56 = e3 | all_0_56_56 = e1 | all_0_56_56 = e0
% 62.71/27.70  																																		|
% 62.71/27.70  																																			+-Applying beta-rule and splitting (4049), into two cases.
% 62.71/27.70  																																			|-Branch one:
% 62.71/27.70  																																			| (794) all_0_41_41 = e0
% 62.71/27.70  																																			|
% 62.71/27.70  																																				| Equations (794) can reduce 357 to:
% 62.71/27.70  																																				| (266) $false
% 62.71/27.70  																																				|
% 62.71/27.70  																																				|-The branch is then unsatisfiable
% 62.71/27.70  																																			|-Branch two:
% 62.71/27.70  																																			| (357)  ~ (all_0_41_41 = e0)
% 62.71/27.70  																																			| (4053) all_0_41_41 = e3 | all_0_41_41 = e1
% 62.71/27.70  																																			|
% 62.71/27.70  																																				+-Applying beta-rule and splitting (4053), into two cases.
% 62.71/27.70  																																				|-Branch one:
% 62.71/27.70  																																				| (453) all_0_41_41 = e1
% 62.71/27.70  																																				|
% 62.71/27.70  																																					| Equations (453) can reduce 149 to:
% 62.71/27.70  																																					| (4057)  ~ (all_0_44_44 = e1)
% 62.71/27.70  																																					|
% 62.71/27.70  																																					| Simplifying 4057 yields:
% 62.71/27.70  																																					| (639)  ~ (all_0_44_44 = e1)
% 62.71/27.70  																																					|
% 62.71/27.70  																																					+-Applying beta-rule and splitting (836), into two cases.
% 62.71/27.70  																																					|-Branch one:
% 62.71/27.70  																																					| (842) all_0_56_56 = e4
% 62.71/27.70  																																					|
% 62.71/27.70  																																						| Equations (842) can reduce 477 to:
% 62.71/27.70  																																						| (266) $false
% 62.71/27.70  																																						|
% 62.71/27.70  																																						|-The branch is then unsatisfiable
% 62.71/27.70  																																					|-Branch two:
% 62.71/27.70  																																					| (477)  ~ (all_0_56_56 = e4)
% 62.71/27.70  																																					| (845) all_0_56_56 = e3 | all_0_56_56 = e1 | all_0_56_56 = e0
% 62.71/27.70  																																					|
% 62.71/27.70  																																						+-Applying beta-rule and splitting (845), into two cases.
% 62.71/27.70  																																						|-Branch one:
% 62.71/27.70  																																						| (679) all_0_56_56 = e0
% 62.71/27.70  																																						|
% 62.71/27.70  																																							| Equations (679) can reduce 828 to:
% 62.71/27.70  																																							| (266) $false
% 62.71/27.70  																																							|
% 62.71/27.70  																																							|-The branch is then unsatisfiable
% 62.71/27.70  																																						|-Branch two:
% 62.71/27.70  																																						| (828)  ~ (all_0_56_56 = e0)
% 62.71/27.70  																																						| (3172) all_0_56_56 = e3 | all_0_56_56 = e1
% 62.71/27.70  																																						|
% 62.71/27.70  																																							+-Applying beta-rule and splitting (3172), into two cases.
% 62.71/27.70  																																							|-Branch one:
% 62.71/27.70  																																							| (1569) all_0_56_56 = e1
% 62.71/27.70  																																							|
% 62.71/27.70  																																								| Equations (1569) can reduce 16 to:
% 62.71/27.70  																																								| (464)  ~ (all_0_51_51 = e1)
% 62.71/27.70  																																								|
% 62.71/27.70  																																								| Equations (1569) can reduce 477 to:
% 62.71/27.70  																																								| (602)  ~ (e4 = e1)
% 62.71/27.70  																																								|
% 62.71/27.70  																																								| Simplifying 602 yields:
% 62.71/27.70  																																								| (110)  ~ (e4 = e1)
% 62.71/27.70  																																								|
% 62.71/27.70  																																								| Equations (1569) can reduce 511 to:
% 62.71/27.70  																																								| (604)  ~ (e2 = e1)
% 62.71/27.70  																																								|
% 62.71/27.70  																																								| Simplifying 604 yields:
% 62.71/27.70  																																								| (122)  ~ (e2 = e1)
% 62.71/27.70  																																								|
% 62.71/27.70  																																								+-Applying beta-rule and splitting (112), into two cases.
% 62.71/27.70  																																								|-Branch one:
% 62.71/27.70  																																								| (635) all_0_44_44 = e1
% 62.71/27.70  																																								|
% 62.71/27.70  																																									| Equations (635) can reduce 639 to:
% 62.71/27.70  																																									| (266) $false
% 62.71/27.70  																																									|
% 62.71/27.70  																																									|-The branch is then unsatisfiable
% 62.71/27.70  																																								|-Branch two:
% 62.71/27.70  																																								| (639)  ~ (all_0_44_44 = e1)
% 62.71/27.70  																																								| (640) all_0_49_49 = e1 | all_0_53_53 = e1 | all_0_58_58 = e1
% 62.71/27.70  																																								|
% 62.71/27.70  																																									+-Applying beta-rule and splitting (26), into two cases.
% 62.71/27.70  																																									|-Branch one:
% 62.71/27.70  																																									| (446) all_0_44_44 = e4
% 62.71/27.70  																																									|
% 62.71/27.70  																																										| Equations (446) can reduce 1390 to:
% 62.71/27.70  																																										| (266) $false
% 62.71/27.70  																																										|
% 62.71/27.70  																																										|-The branch is then unsatisfiable
% 62.71/27.70  																																									|-Branch two:
% 62.71/27.70  																																									| (1390)  ~ (all_0_44_44 = e4)
% 62.71/27.70  																																									| (1391) all_0_44_44 = e3 | all_0_44_44 = e1 | all_0_44_44 = e0
% 62.71/27.70  																																									|
% 62.71/27.70  																																										+-Applying beta-rule and splitting (1391), into two cases.
% 62.71/27.70  																																										|-Branch one:
% 62.71/27.70  																																										| (1414) all_0_44_44 = e0
% 62.71/27.70  																																										|
% 62.71/27.71  																																											| Equations (1414) can reduce 360 to:
% 62.71/27.71  																																											| (266) $false
% 62.71/27.71  																																											|
% 62.71/27.71  																																											|-The branch is then unsatisfiable
% 62.71/27.71  																																										|-Branch two:
% 62.71/27.71  																																										| (360)  ~ (all_0_44_44 = e0)
% 62.71/27.71  																																										| (1417) all_0_44_44 = e3 | all_0_44_44 = e1
% 62.71/27.71  																																										|
% 62.71/27.71  																																											+-Applying beta-rule and splitting (1417), into two cases.
% 62.71/27.71  																																											|-Branch one:
% 62.71/27.71  																																											| (635) all_0_44_44 = e1
% 62.71/27.71  																																											|
% 62.71/27.71  																																												| Equations (635) can reduce 639 to:
% 62.71/27.71  																																												| (266) $false
% 62.71/27.71  																																												|
% 62.71/27.71  																																												|-The branch is then unsatisfiable
% 62.71/27.71  																																											|-Branch two:
% 62.71/27.71  																																											| (639)  ~ (all_0_44_44 = e1)
% 62.71/27.71  																																											| (532) all_0_44_44 = e3
% 62.71/27.71  																																											|
% 62.71/27.71  																																												| Equations (532) can reduce 220 to:
% 62.71/27.71  																																												| (1114)  ~ (all_0_53_53 = e3)
% 62.71/27.71  																																												|
% 62.71/27.71  																																												| Simplifying 1114 yields:
% 62.71/27.71  																																												| (903)  ~ (all_0_53_53 = e3)
% 62.71/27.71  																																												|
% 62.71/27.71  																																												| Equations (532) can reduce 147 to:
% 62.71/27.71  																																												| (212)  ~ (e3 = e2)
% 62.71/27.71  																																												|
% 62.71/27.71  																																												+-Applying beta-rule and splitting (168), into two cases.
% 62.71/27.71  																																												|-Branch one:
% 62.71/27.71  																																												| (415) all_0_50_50 = e3
% 62.71/27.71  																																												|
% 62.71/27.71  																																													| Combining equations (378,415) yields a new equation:
% 62.71/27.71  																																													| (662) e3 = e2
% 62.71/27.71  																																													|
% 62.71/27.71  																																													| Equations (662) can reduce 212 to:
% 62.71/27.71  																																													| (266) $false
% 62.71/27.71  																																													|
% 62.71/27.71  																																													|-The branch is then unsatisfiable
% 62.71/27.71  																																												|-Branch two:
% 62.71/27.71  																																												| (411)  ~ (all_0_50_50 = e3)
% 62.71/27.71  																																												| (418) all_0_51_51 = e3 | all_0_53_53 = e3
% 62.71/27.71  																																												|
% 62.71/27.71  																																													+-Applying beta-rule and splitting (160), into two cases.
% 62.71/27.71  																																													|-Branch one:
% 62.71/27.71  																																													| (601) all_0_50_50 = e1
% 62.71/27.71  																																													|
% 62.71/27.71  																																														| Combining equations (378,601) yields a new equation:
% 62.71/27.71  																																														| (616) e2 = e1
% 62.71/27.71  																																														|
% 62.71/27.71  																																														| Simplifying 616 yields:
% 62.71/27.71  																																														| (617) e2 = e1
% 62.71/27.71  																																														|
% 62.71/27.71  																																														| Equations (617) can reduce 122 to:
% 62.71/27.71  																																														| (266) $false
% 62.71/27.71  																																														|
% 62.71/27.71  																																														|-The branch is then unsatisfiable
% 62.71/27.71  																																													|-Branch two:
% 62.71/27.71  																																													| (759)  ~ (all_0_50_50 = e1)
% 62.71/27.71  																																													| (1168) all_0_51_51 = e1 | all_0_52_52 = e1 | all_0_53_53 = e1
% 62.71/27.71  																																													|
% 62.71/27.71  																																														+-Applying beta-rule and splitting (196), into two cases.
% 62.71/27.71  																																														|-Branch one:
% 62.71/27.71  																																														| (607) all_0_53_53 = e2
% 62.71/27.71  																																														|
% 62.71/27.71  																																															| Equations (607) can reduce 509 to:
% 62.71/27.71  																																															| (266) $false
% 62.71/27.71  																																															|
% 62.71/27.71  																																															|-The branch is then unsatisfiable
% 62.71/27.71  																																														|-Branch two:
% 62.71/27.71  																																														| (509)  ~ (all_0_53_53 = e2)
% 62.71/27.71  																																														| (610) all_0_53_53 = e4 | all_0_53_53 = e3 | all_0_53_53 = e1
% 62.71/27.71  																																														|
% 62.71/27.71  																																															+-Applying beta-rule and splitting (1168), into two cases.
% 62.71/27.71  																																															|-Branch one:
% 62.71/27.71  																																															| (1109) all_0_51_51 = e1
% 62.71/27.71  																																															|
% 62.71/27.71  																																																| Equations (1109) can reduce 464 to:
% 62.71/27.71  																																																| (266) $false
% 62.71/27.71  																																																|
% 62.71/27.71  																																																|-The branch is then unsatisfiable
% 62.71/27.71  																																															|-Branch two:
% 62.71/27.71  																																															| (464)  ~ (all_0_51_51 = e1)
% 62.71/27.71  																																															| (1202) all_0_52_52 = e1 | all_0_53_53 = e1
% 62.71/27.71  																																															|
% 62.71/27.71  																																																+-Applying beta-rule and splitting (640), into two cases.
% 62.71/27.71  																																																|-Branch one:
% 62.71/27.71  																																																| (671) all_0_49_49 = e1
% 62.71/27.71  																																																|
% 62.71/27.71  																																																	| Combining equations (974,671) yields a new equation:
% 62.71/27.71  																																																	| (636) e4 = e1
% 62.71/27.71  																																																	|
% 62.71/27.71  																																																	| Simplifying 636 yields:
% 62.71/27.71  																																																	| (630) e4 = e1
% 62.71/27.71  																																																	|
% 62.71/27.71  																																																	| Equations (630) can reduce 110 to:
% 62.71/27.71  																																																	| (266) $false
% 62.71/27.71  																																																	|
% 62.71/27.71  																																																	|-The branch is then unsatisfiable
% 62.71/27.71  																																																|-Branch two:
% 62.71/27.71  																																																| (1064)  ~ (all_0_49_49 = e1)
% 62.71/27.71  																																																| (2141) all_0_53_53 = e1 | all_0_58_58 = e1
% 62.71/27.71  																																																|
% 62.71/27.71  																																																	| Equations (974) can reduce 1064 to:
% 62.71/27.71  																																																	| (110)  ~ (e4 = e1)
% 62.71/27.71  																																																	|
% 62.71/27.71  																																																	+-Applying beta-rule and splitting (418), into two cases.
% 62.71/27.71  																																																	|-Branch one:
% 62.71/27.71  																																																	| (660) all_0_51_51 = e3
% 62.71/27.71  																																																	|
% 62.71/27.71  																																																		| From (660) and (186) follows:
% 62.71/27.71  																																																		| (1552) op(e1, e2) = e3
% 62.71/27.71  																																																		|
% 62.71/27.71  																																																		+-Applying beta-rule and splitting (1202), into two cases.
% 62.71/27.71  																																																		|-Branch one:
% 62.71/27.71  																																																		| (642) all_0_52_52 = e1
% 62.71/27.71  																																																		|
% 62.71/27.71  																																																			| Combining equations (565,642) yields a new equation:
% 62.71/27.71  																																																			| (636) e4 = e1
% 62.71/27.71  																																																			|
% 62.71/27.71  																																																			| Simplifying 636 yields:
% 62.71/27.71  																																																			| (630) e4 = e1
% 62.71/27.71  																																																			|
% 62.71/27.71  																																																			| Equations (630) can reduce 110 to:
% 62.71/27.71  																																																			| (266) $false
% 62.71/27.71  																																																			|
% 62.71/27.71  																																																			|-The branch is then unsatisfiable
% 62.71/27.71  																																																		|-Branch two:
% 62.71/27.71  																																																		| (646)  ~ (all_0_52_52 = e1)
% 62.71/27.71  																																																		| (1208) all_0_53_53 = e1
% 62.71/27.71  																																																		|
% 62.71/27.71  																																																			| Equations (1208) can reduce 509 to:
% 62.71/27.71  																																																			| (604)  ~ (e2 = e1)
% 62.71/27.71  																																																			|
% 62.71/27.71  																																																			| Simplifying 604 yields:
% 62.71/27.71  																																																			| (122)  ~ (e2 = e1)
% 62.71/27.71  																																																			|
% 62.71/27.71  																																																			| Equations (1208) can reduce 247 to:
% 62.71/27.71  																																																			| (233)  ~ (e1 = e0)
% 62.71/27.71  																																																			|
% 62.71/27.71  																																																			+-Applying beta-rule and splitting (56), into two cases.
% 62.71/27.71  																																																			|-Branch one:
% 62.71/27.71  																																																			| (696) unit = e2
% 62.71/27.71  																																																			|
% 62.71/27.71  																																																				| From (696) and (244) follows:
% 62.71/27.71  																																																				| (264) op(e2, e4) = e4
% 62.71/27.71  																																																				|
% 62.71/27.71  																																																				| From (696) and (209) follows:
% 62.71/27.71  																																																				| (7585) op(e2, e0) = e0
% 62.71/27.71  																																																				|
% 62.71/27.71  																																																				| From (696) and (28) follows:
% 62.71/27.71  																																																				| (699) op(e1, e2) = e1
% 62.71/27.71  																																																				|
% 62.71/27.71  																																																				| Instantiating formula (29) with e2, e4, e4, e3 and discharging atoms op(e2, e4) = e4, op(e2, e4) = e3, yields:
% 62.71/27.71  																																																				| (425) e4 = e3
% 62.71/27.71  																																																				|
% 62.71/27.71  																																																				| Instantiating formula (29) with e2, e0, e0, e4 and discharging atoms op(e2, e0) = e4, op(e2, e0) = e0, yields:
% 62.71/27.71  																																																				| (397) e4 = e0
% 62.71/27.71  																																																				|
% 62.71/27.71  																																																				| Instantiating formula (29) with e1, e2, e1, e3 and discharging atoms op(e1, e2) = e3, op(e1, e2) = e1, yields:
% 62.71/27.71  																																																				| (455) e3 = e1
% 62.71/27.71  																																																				|
% 62.71/27.71  																																																				| Combining equations (397,425) yields a new equation:
% 62.71/27.71  																																																				| (676) e3 = e0
% 62.71/27.71  																																																				|
% 62.71/27.71  																																																				| Combining equations (676,455) yields a new equation:
% 62.71/27.71  																																																				| (431) e1 = e0
% 62.71/27.71  																																																				|
% 62.71/27.71  																																																				| Equations (431) can reduce 233 to:
% 62.71/27.71  																																																				| (266) $false
% 62.71/27.71  																																																				|
% 62.71/27.71  																																																				|-The branch is then unsatisfiable
% 62.71/27.71  																																																			|-Branch two:
% 62.71/27.71  																																																			| (707)  ~ (unit = e2)
% 62.71/27.71  																																																			| (708) unit = e4 | unit = e3 | unit = e1 | unit = e0
% 62.71/27.71  																																																			|
% 62.71/27.71  																																																				+-Applying beta-rule and splitting (708), into two cases.
% 62.71/27.71  																																																				|-Branch one:
% 62.71/27.71  																																																				| (709) unit = e4
% 62.71/27.71  																																																				|
% 62.71/27.71  																																																					| From (709) and (24) follows:
% 62.71/27.71  																																																					| (33325) op(e4, e3) = e3
% 62.71/27.71  																																																					|
% 62.71/27.71  																																																					| From (709) and (211) follows:
% 62.71/27.71  																																																					| (22527) op(e4, e1) = e1
% 62.71/27.71  																																																					|
% 62.71/27.71  																																																					| From (709) and (32) follows:
% 62.71/27.71  																																																					| (712) op(e2, e4) = e2
% 62.71/27.71  																																																					|
% 62.71/27.71  																																																					| From (709) and (42) follows:
% 62.71/27.71  																																																					| (713) op(e0, e4) = e0
% 62.71/27.71  																																																					|
% 62.71/27.71  																																																					| Instantiating formula (29) with e4, e3, e3, e4 and discharging atoms op(e4, e3) = e4, op(e4, e3) = e3, yields:
% 62.71/27.71  																																																					| (425) e4 = e3
% 62.71/27.71  																																																					|
% 62.71/27.71  																																																					| Instantiating formula (29) with e4, e1, e1, e3 and discharging atoms op(e4, e1) = e3, op(e4, e1) = e1, yields:
% 62.71/27.71  																																																					| (455) e3 = e1
% 62.71/27.71  																																																					|
% 62.71/27.71  																																																					| Instantiating formula (29) with e2, e4, e2, e3 and discharging atoms op(e2, e4) = e3, op(e2, e4) = e2, yields:
% 62.71/27.71  																																																					| (662) e3 = e2
% 62.71/27.71  																																																					|
% 62.71/27.71  																																																					| Instantiating formula (29) with e0, e4, e0, e4 and discharging atoms op(e0, e4) = e4, op(e0, e4) = e0, yields:
% 62.71/27.71  																																																					| (397) e4 = e0
% 62.71/27.71  																																																					|
% 62.71/27.71  																																																					| Combining equations (425,397) yields a new equation:
% 62.71/27.71  																																																					| (675) e3 = e0
% 62.71/27.71  																																																					|
% 62.71/27.71  																																																					| Simplifying 675 yields:
% 62.71/27.71  																																																					| (676) e3 = e0
% 62.71/27.71  																																																					|
% 62.71/27.71  																																																					| Combining equations (455,662) yields a new equation:
% 62.71/27.71  																																																					| (617) e2 = e1
% 62.71/27.71  																																																					|
% 62.71/27.71  																																																					| Combining equations (676,662) yields a new equation:
% 62.71/27.71  																																																					| (330) e2 = e0
% 62.71/27.71  																																																					|
% 62.71/27.71  																																																					| Combining equations (617,330) yields a new equation:
% 62.71/27.71  																																																					| (546) e1 = e0
% 62.71/27.71  																																																					|
% 62.71/27.71  																																																					| Simplifying 546 yields:
% 62.71/27.71  																																																					| (431) e1 = e0
% 62.71/27.71  																																																					|
% 62.71/27.71  																																																					| Equations (431) can reduce 233 to:
% 62.71/27.71  																																																					| (266) $false
% 62.71/27.71  																																																					|
% 62.71/27.71  																																																					|-The branch is then unsatisfiable
% 62.71/27.71  																																																				|-Branch two:
% 62.71/27.71  																																																				| (724)  ~ (unit = e4)
% 62.71/27.71  																																																				| (725) unit = e3 | unit = e1 | unit = e0
% 62.71/27.71  																																																				|
% 62.71/27.71  																																																					+-Applying beta-rule and splitting (725), into two cases.
% 62.71/27.71  																																																					|-Branch one:
% 62.71/27.71  																																																					| (726) unit = e0
% 62.71/27.71  																																																					|
% 62.71/27.71  																																																						| From (726) and (211) follows:
% 62.71/27.71  																																																						| (15180) op(e0, e1) = e1
% 62.71/27.71  																																																						|
% 62.71/27.71  																																																						| Instantiating formula (29) with e0, e1, e1, e2 and discharging atoms op(e0, e1) = e2, op(e0, e1) = e1, yields:
% 62.71/27.71  																																																						| (617) e2 = e1
% 62.71/27.71  																																																						|
% 62.71/27.71  																																																						| Equations (617) can reduce 122 to:
% 62.71/27.71  																																																						| (266) $false
% 62.71/27.71  																																																						|
% 62.71/27.71  																																																						|-The branch is then unsatisfiable
% 62.71/27.71  																																																					|-Branch two:
% 62.71/27.71  																																																					| (734)  ~ (unit = e0)
% 62.71/27.71  																																																					| (735) unit = e3 | unit = e1
% 62.71/27.71  																																																					|
% 62.71/27.71  																																																						+-Applying beta-rule and splitting (735), into two cases.
% 62.71/27.71  																																																						|-Branch one:
% 62.71/27.71  																																																						| (736) unit = e1
% 62.71/27.71  																																																						|
% 62.71/27.71  																																																							| Equations (736) can reduce 734 to:
% 62.71/27.71  																																																							| (233)  ~ (e1 = e0)
% 62.71/27.71  																																																							|
% 62.71/27.71  																																																							| From (736) and (15) follows:
% 62.71/27.71  																																																							| (515) op(e1, e2) = e2
% 62.71/27.71  																																																							|
% 62.71/27.71  																																																							| From (736) and (227) follows:
% 62.71/27.71  																																																							| (739) op(e4, e1) = e4
% 62.71/27.71  																																																							|
% 62.71/27.71  																																																							| From (736) and (40) follows:
% 62.71/27.71  																																																							| (1652) op(e3, e1) = e3
% 62.71/27.71  																																																							|
% 62.71/27.71  																																																							| From (736) and (28) follows:
% 62.71/27.71  																																																							| (740) op(e1, e1) = e1
% 62.71/27.71  																																																							|
% 62.71/27.71  																																																							| Instantiating formula (29) with e4, e1, e4, e3 and discharging atoms op(e4, e1) = e4, op(e4, e1) = e3, yields:
% 62.71/27.71  																																																							| (425) e4 = e3
% 62.71/27.71  																																																							|
% 62.71/27.71  																																																							| Instantiating formula (29) with e3, e1, e3, e0 and discharging atoms op(e3, e1) = e3, op(e3, e1) = e0, yields:
% 62.71/27.71  																																																							| (676) e3 = e0
% 62.71/27.71  																																																							|
% 62.71/27.71  																																																							| Instantiating formula (29) with e1, e2, e2, e3 and discharging atoms op(e1, e2) = e3, op(e1, e2) = e2, yields:
% 62.71/27.71  																																																							| (662) e3 = e2
% 62.71/27.71  																																																							|
% 62.71/27.71  																																																							| Instantiating formula (29) with e1, e1, e1, e4 and discharging atoms op(e1, e1) = e4, op(e1, e1) = e1, yields:
% 62.71/27.71  																																																							| (630) e4 = e1
% 62.71/27.71  																																																							|
% 62.71/27.71  																																																							| Combining equations (425,630) yields a new equation:
% 62.71/27.71  																																																							| (454) e3 = e1
% 62.71/27.71  																																																							|
% 62.71/27.71  																																																							| Simplifying 454 yields:
% 62.71/27.71  																																																							| (455) e3 = e1
% 62.71/27.71  																																																							|
% 62.71/27.71  																																																							| Combining equations (455,662) yields a new equation:
% 62.71/27.71  																																																							| (617) e2 = e1
% 62.71/27.71  																																																							|
% 62.71/27.71  																																																							| Combining equations (676,662) yields a new equation:
% 62.71/27.71  																																																							| (330) e2 = e0
% 62.71/27.71  																																																							|
% 62.71/27.71  																																																							| Combining equations (330,617) yields a new equation:
% 62.71/27.71  																																																							| (431) e1 = e0
% 62.71/27.71  																																																							|
% 62.71/27.71  																																																							| Equations (431) can reduce 233 to:
% 62.71/27.71  																																																							| (266) $false
% 62.71/27.71  																																																							|
% 62.71/27.71  																																																							|-The branch is then unsatisfiable
% 62.71/27.71  																																																						|-Branch two:
% 62.71/27.71  																																																						| (748)  ~ (unit = e1)
% 62.71/27.71  																																																						| (749) unit = e3
% 62.71/27.71  																																																						|
% 62.71/27.71  																																																							| From (749) and (32) follows:
% 62.71/27.71  																																																							| (5793) op(e2, e3) = e2
% 62.71/27.71  																																																							|
% 62.71/27.71  																																																							| From (749) and (28) follows:
% 62.71/27.71  																																																							| (2235) op(e1, e3) = e1
% 62.71/27.71  																																																							|
% 62.71/27.71  																																																							| Instantiating formula (29) with e2, e3, e2, e0 and discharging atoms op(e2, e3) = e2, op(e2, e3) = e0, yields:
% 62.71/27.71  																																																							| (330) e2 = e0
% 62.71/27.71  																																																							|
% 62.71/27.71  																																																							| Instantiating formula (29) with e1, e3, e1, e2 and discharging atoms op(e1, e3) = e2, op(e1, e3) = e1, yields:
% 62.71/27.71  																																																							| (617) e2 = e1
% 62.71/27.71  																																																							|
% 62.71/27.71  																																																							| Combining equations (330,617) yields a new equation:
% 62.71/27.71  																																																							| (431) e1 = e0
% 62.71/27.71  																																																							|
% 62.71/27.71  																																																							| Equations (431) can reduce 233 to:
% 62.71/27.71  																																																							| (266) $false
% 62.71/27.71  																																																							|
% 62.71/27.71  																																																							|-The branch is then unsatisfiable
% 62.71/27.71  																																																	|-Branch two:
% 62.71/27.71  																																																	| (664)  ~ (all_0_51_51 = e3)
% 62.71/27.71  																																																	| (665) all_0_53_53 = e3
% 62.71/27.71  																																																	|
% 62.71/27.71  																																																		| Equations (665) can reduce 903 to:
% 62.71/27.71  																																																		| (266) $false
% 62.71/27.71  																																																		|
% 62.71/27.71  																																																		|-The branch is then unsatisfiable
% 62.71/27.71  																																							|-Branch two:
% 62.71/27.71  																																							| (466)  ~ (all_0_56_56 = e1)
% 62.71/27.71  																																							| (1097) all_0_56_56 = e3
% 62.71/27.71  																																							|
% 62.71/27.71  																																								| Equations (1097) can reduce 272 to:
% 62.71/27.71  																																								| (266) $false
% 62.71/27.71  																																								|
% 62.71/27.71  																																								|-The branch is then unsatisfiable
% 62.71/27.71  																																				|-Branch two:
% 62.71/27.71  																																				| (457)  ~ (all_0_41_41 = e1)
% 62.71/27.71  																																				| (403) all_0_41_41 = e3
% 62.71/27.71  																																				|
% 62.71/27.71  																																					| Equations (403) can reduce 1898 to:
% 62.71/27.71  																																					| (266) $false
% 62.71/27.71  																																					|
% 62.71/27.71  																																					|-The branch is then unsatisfiable
% 62.71/27.71  																									|-Branch two:
% 62.71/27.71  																									| (256)  ~ (all_0_49_49 = e4)
% 62.71/27.71  																									| (977) all_0_49_49 = e3 | all_0_49_49 = e1 | all_0_49_49 = e0
% 62.71/27.71  																									|
% 62.71/27.71  																										+-Applying beta-rule and splitting (977), into two cases.
% 62.71/27.71  																										|-Branch one:
% 62.71/27.71  																										| (978) all_0_49_49 = e0
% 62.71/27.71  																										|
% 62.71/27.71  																											| Equations (978) can reduce 487 to:
% 62.71/27.71  																											| (266) $false
% 62.71/27.71  																											|
% 62.71/27.71  																											|-The branch is then unsatisfiable
% 62.71/27.71  																										|-Branch two:
% 62.71/27.71  																										| (487)  ~ (all_0_49_49 = e0)
% 62.71/27.71  																										| (981) all_0_49_49 = e3 | all_0_49_49 = e1
% 62.71/27.71  																										|
% 62.71/27.71  																											+-Applying beta-rule and splitting (981), into two cases.
% 62.71/27.71  																											|-Branch one:
% 62.71/27.71  																											| (671) all_0_49_49 = e1
% 62.71/27.71  																											|
% 62.71/27.71  																												| Equations (671) can reduce 1064 to:
% 62.71/27.71  																												| (266) $false
% 62.71/27.71  																												|
% 62.71/27.71  																												|-The branch is then unsatisfiable
% 62.71/27.71  																											|-Branch two:
% 62.71/27.71  																											| (1064)  ~ (all_0_49_49 = e1)
% 62.71/27.71  																											| (884) all_0_49_49 = e3
% 62.71/27.71  																											|
% 62.71/27.71  																												| Equations (884) can reduce 525 to:
% 62.71/27.71  																												| (266) $false
% 62.71/27.71  																												|
% 62.71/27.71  																												|-The branch is then unsatisfiable
% 62.71/27.71  																							|-Branch two:
% 62.71/27.71  																							| (831)  ~ (all_0_46_46 = e0)
% 62.71/27.71  																							| (1838) all_0_46_46 = e3 | all_0_46_46 = e1
% 62.71/27.71  																							|
% 62.71/27.71  																								+-Applying beta-rule and splitting (1838), into two cases.
% 62.71/27.71  																								|-Branch one:
% 62.71/27.71  																								| (545) all_0_46_46 = e1
% 62.71/27.71  																								|
% 62.71/27.71  																									| Equations (545) can reduce 549 to:
% 62.71/27.71  																									| (266) $false
% 62.71/27.71  																									|
% 62.71/27.71  																									|-The branch is then unsatisfiable
% 62.71/27.71  																								|-Branch two:
% 62.71/27.71  																								| (549)  ~ (all_0_46_46 = e1)
% 62.71/27.71  																								| (1557) all_0_46_46 = e3
% 62.71/27.71  																								|
% 62.71/27.71  																									| Equations (1557) can reduce 409 to:
% 62.71/27.71  																									| (266) $false
% 62.71/27.71  																									|
% 62.71/27.71  																									|-The branch is then unsatisfiable
% 62.71/27.71  																					|-Branch two:
% 62.71/27.71  																					| (1890)  ~ (all_0_42_42 = e4)
% 62.71/27.71  																					| (2246) all_0_47_47 = e4 | all_0_51_51 = e4 | all_0_56_56 = e4
% 62.71/27.71  																					|
% 62.71/27.72  																						+-Applying beta-rule and splitting (2246), into two cases.
% 62.71/27.72  																						|-Branch one:
% 62.71/27.72  																						| (1790) all_0_47_47 = e4
% 62.71/27.72  																						|
% 62.71/27.72  																							| Combining equations (1105,1790) yields a new equation:
% 62.71/27.72  																							| (323) e4 = e2
% 62.71/27.72  																							|
% 62.71/27.72  																							| Equations (323) can reduce 48 to:
% 62.71/27.72  																							| (266) $false
% 62.71/27.72  																							|
% 62.71/27.72  																							|-The branch is then unsatisfiable
% 62.71/27.72  																						|-Branch two:
% 62.71/27.72  																						| (252)  ~ (all_0_47_47 = e4)
% 62.71/27.72  																						| (6548) all_0_51_51 = e4 | all_0_56_56 = e4
% 62.71/27.72  																						|
% 62.71/27.72  																							+-Applying beta-rule and splitting (6548), into two cases.
% 62.71/27.72  																							|-Branch one:
% 62.71/27.72  																							| (1101) all_0_51_51 = e4
% 62.71/27.72  																							|
% 62.71/27.72  																								| Equations (1101) can reduce 475 to:
% 62.71/27.72  																								| (266) $false
% 62.71/27.72  																								|
% 62.71/27.72  																								|-The branch is then unsatisfiable
% 62.71/27.72  																							|-Branch two:
% 62.71/27.72  																							| (475)  ~ (all_0_51_51 = e4)
% 62.71/27.72  																							| (842) all_0_56_56 = e4
% 62.71/27.72  																							|
% 62.71/27.72  																								| Equations (842) can reduce 477 to:
% 62.71/27.72  																								| (266) $false
% 62.71/27.72  																								|
% 62.71/27.72  																								|-The branch is then unsatisfiable
% 62.71/27.72  																		|-Branch two:
% 62.71/27.72  																		| (302)  ~ (all_0_50_50 = e2)
% 62.71/27.72  																		| (381) all_0_51_51 = e2 | all_0_52_52 = e2 | all_0_53_53 = e2
% 62.71/27.72  																		|
% 62.71/27.72  																			+-Applying beta-rule and splitting (381), into two cases.
% 62.71/27.72  																			|-Branch one:
% 62.71/27.72  																			| (504) all_0_51_51 = e2
% 62.71/27.72  																			|
% 62.71/27.72  																				| Equations (504) can reduce 1099 to:
% 62.71/27.72  																				| (266) $false
% 62.71/27.72  																				|
% 62.71/27.72  																				|-The branch is then unsatisfiable
% 62.71/27.72  																			|-Branch two:
% 62.71/27.72  																			| (1099)  ~ (all_0_51_51 = e2)
% 62.71/27.72  																			| (1152) all_0_52_52 = e2 | all_0_53_53 = e2
% 62.71/27.72  																			|
% 62.71/27.72  																				+-Applying beta-rule and splitting (1152), into two cases.
% 62.71/27.72  																				|-Branch one:
% 62.71/27.72  																				| (352) all_0_52_52 = e2
% 62.71/27.72  																				|
% 62.71/27.72  																					| Combining equations (352,565) yields a new equation:
% 62.71/27.72  																					| (323) e4 = e2
% 62.71/27.72  																					|
% 62.71/27.72  																					| Equations (323) can reduce 48 to:
% 62.71/27.72  																					| (266) $false
% 62.71/27.72  																					|
% 62.71/27.72  																					|-The branch is then unsatisfiable
% 62.71/27.72  																				|-Branch two:
% 62.71/27.72  																				| (342)  ~ (all_0_52_52 = e2)
% 62.71/27.72  																				| (607) all_0_53_53 = e2
% 62.71/27.72  																				|
% 62.71/27.72  																					| Equations (607) can reduce 509 to:
% 62.71/27.72  																					| (266) $false
% 62.71/27.72  																					|
% 62.71/27.72  																					|-The branch is then unsatisfiable
% 62.71/27.72  																|-Branch two:
% 62.71/27.72  																| (338)  ~ (all_0_47_47 = e2)
% 62.71/27.72  																| (10761) all_0_48_48 = e2 | all_0_49_49 = e2
% 62.71/27.72  																|
% 62.71/27.72  																	+-Applying beta-rule and splitting (10761), into two cases.
% 62.71/27.72  																	|-Branch one:
% 62.71/27.72  																	| (335) all_0_48_48 = e2
% 62.71/27.72  																	|
% 62.71/27.72  																		| Combining equations (615,335) yields a new equation:
% 62.71/27.72  																		| (617) e2 = e1
% 62.71/27.72  																		|
% 62.71/27.72  																		| Equations (617) can reduce 122 to:
% 62.71/27.72  																		| (266) $false
% 62.71/27.72  																		|
% 62.71/27.72  																		|-The branch is then unsatisfiable
% 62.71/27.72  																	|-Branch two:
% 62.71/27.72  																	| (810)  ~ (all_0_48_48 = e2)
% 62.71/27.72  																	| (583) all_0_49_49 = e2
% 62.71/27.72  																	|
% 62.71/27.72  																		| Equations (583) can reduce 340 to:
% 62.71/27.72  																		| (266) $false
% 62.71/27.72  																		|
% 62.71/27.72  																		|-The branch is then unsatisfiable
% 62.71/27.72  														|-Branch two:
% 62.71/27.72  														| (619)  ~ (all_0_48_48 = e1)
% 62.71/27.72  														| (620) all_0_52_52 = e1 | all_0_57_57 = e1
% 62.71/27.72  														|
% 62.71/27.72  															+-Applying beta-rule and splitting (620), into two cases.
% 62.71/27.72  															|-Branch one:
% 62.71/27.72  															| (642) all_0_52_52 = e1
% 62.71/27.72  															|
% 62.71/27.72  																| Combining equations (565,642) yields a new equation:
% 62.71/27.72  																| (636) e4 = e1
% 62.71/27.72  																|
% 62.71/27.72  																| Simplifying 636 yields:
% 62.71/27.72  																| (630) e4 = e1
% 62.71/27.72  																|
% 62.71/27.72  																| Equations (630) can reduce 110 to:
% 62.71/27.72  																| (266) $false
% 62.71/27.72  																|
% 62.71/27.72  																|-The branch is then unsatisfiable
% 62.71/27.72  															|-Branch two:
% 62.71/27.72  															| (646)  ~ (all_0_52_52 = e1)
% 62.71/27.72  															| (647) all_0_57_57 = e1
% 62.71/27.72  															|
% 62.71/27.72  																| Combining equations (647,442) yields a new equation:
% 62.71/27.72  																| (617) e2 = e1
% 62.71/27.72  																|
% 62.71/27.72  																| Equations (617) can reduce 122 to:
% 62.71/27.72  																| (266) $false
% 62.71/27.72  																|
% 62.71/27.72  																|-The branch is then unsatisfiable
% 62.71/27.72  												|-Branch two:
% 62.71/27.72  												| (780)  ~ (all_0_52_52 = e4)
% 62.71/27.72  												| (781) (all_0_41_41 = e0 & all_0_58_58 = e3 &  ~ (all_0_44_44 = e3)) | (all_0_41_41 = e0 & all_0_58_58 = e3 &  ~ (all_0_55_55 = e0)) | (all_0_47_47 = e1 & all_0_52_52 = e2 &  ~ (all_0_48_48 = e2)) | (all_0_47_47 = e1 & all_0_52_52 = e2 &  ~ (all_0_51_51 = e1)) | (all_0_47_47 = e0 & all_0_58_58 = e2 &  ~ (all_0_49_49 = e2)) | (all_0_47_47 = e0 & all_0_58_58 = e2 &  ~ (all_0_56_56 = e0))
% 62.71/27.72  												|
% 62.71/27.72  													+-Applying beta-rule and splitting (355), into two cases.
% 62.71/27.72  													|-Branch one:
% 62.71/27.72  													| (565) all_0_52_52 = e4
% 62.71/27.72  													|
% 62.71/27.72  														| Equations (565) can reduce 780 to:
% 62.71/27.72  														| (266) $false
% 62.71/27.72  														|
% 62.71/27.72  														|-The branch is then unsatisfiable
% 62.71/27.72  													|-Branch two:
% 62.71/27.72  													| (780)  ~ (all_0_52_52 = e4)
% 62.71/27.72  													| (642) all_0_52_52 = e1
% 62.71/27.72  													|
% 62.71/27.72  														| Equations (642) can reduce 342 to:
% 62.71/27.72  														| (604)  ~ (e2 = e1)
% 62.71/27.72  														|
% 62.71/27.72  														| Simplifying 604 yields:
% 62.71/27.72  														| (122)  ~ (e2 = e1)
% 62.71/27.72  														|
% 62.71/27.72  														+-Applying beta-rule and splitting (781), into two cases.
% 62.71/27.72  														|-Branch one:
% 62.71/27.72  														| (789) (all_0_41_41 = e0 & all_0_58_58 = e3 &  ~ (all_0_44_44 = e3)) | (all_0_41_41 = e0 & all_0_58_58 = e3 &  ~ (all_0_55_55 = e0)) | (all_0_47_47 = e1 & all_0_52_52 = e2 &  ~ (all_0_48_48 = e2)) | (all_0_47_47 = e1 & all_0_52_52 = e2 &  ~ (all_0_51_51 = e1)) | (all_0_47_47 = e0 & all_0_58_58 = e2 &  ~ (all_0_49_49 = e2))
% 62.71/27.72  														|
% 62.71/27.72  															+-Applying beta-rule and splitting (789), into two cases.
% 62.71/27.72  															|-Branch one:
% 62.71/27.72  															| (790) (all_0_41_41 = e0 & all_0_58_58 = e3 &  ~ (all_0_44_44 = e3)) | (all_0_41_41 = e0 & all_0_58_58 = e3 &  ~ (all_0_55_55 = e0)) | (all_0_47_47 = e1 & all_0_52_52 = e2 &  ~ (all_0_48_48 = e2)) | (all_0_47_47 = e1 & all_0_52_52 = e2 &  ~ (all_0_51_51 = e1))
% 62.71/27.72  															|
% 62.71/27.72  																+-Applying beta-rule and splitting (790), into two cases.
% 62.71/27.72  																|-Branch one:
% 62.71/27.72  																| (791) (all_0_41_41 = e0 & all_0_58_58 = e3 &  ~ (all_0_44_44 = e3)) | (all_0_41_41 = e0 & all_0_58_58 = e3 &  ~ (all_0_55_55 = e0)) | (all_0_47_47 = e1 & all_0_52_52 = e2 &  ~ (all_0_48_48 = e2))
% 62.71/27.72  																|
% 62.71/27.72  																	+-Applying beta-rule and splitting (791), into two cases.
% 62.71/27.72  																	|-Branch one:
% 62.71/27.72  																	| (792) (all_0_41_41 = e0 & all_0_58_58 = e3 &  ~ (all_0_44_44 = e3)) | (all_0_41_41 = e0 & all_0_58_58 = e3 &  ~ (all_0_55_55 = e0))
% 62.71/27.72  																	|
% 62.71/27.72  																		+-Applying beta-rule and splitting (792), into two cases.
% 62.71/27.72  																		|-Branch one:
% 62.71/27.72  																		| (793) all_0_41_41 = e0 & all_0_58_58 = e3 &  ~ (all_0_44_44 = e3)
% 62.71/27.72  																		|
% 62.71/27.72  																			| Applying alpha-rule on (793) yields:
% 62.71/27.72  																			| (794) all_0_41_41 = e0
% 62.71/27.72  																			| (795) all_0_58_58 = e3
% 62.71/27.72  																			| (407)  ~ (all_0_44_44 = e3)
% 62.71/27.72  																			|
% 62.71/27.72  																			| Equations (794) can reduce 357 to:
% 62.71/27.72  																			| (266) $false
% 62.71/27.72  																			|
% 62.71/27.72  																			|-The branch is then unsatisfiable
% 62.71/27.72  																		|-Branch two:
% 62.71/27.72  																		| (800) all_0_41_41 = e0 & all_0_58_58 = e3 &  ~ (all_0_55_55 = e0)
% 62.71/27.72  																		|
% 62.71/27.72  																			| Applying alpha-rule on (800) yields:
% 62.71/27.72  																			| (794) all_0_41_41 = e0
% 62.71/27.72  																			| (795) all_0_58_58 = e3
% 62.71/27.72  																			| (803)  ~ (all_0_55_55 = e0)
% 62.71/27.72  																			|
% 62.71/27.72  																			| Equations (794) can reduce 357 to:
% 62.71/27.72  																			| (266) $false
% 62.71/27.72  																			|
% 62.71/27.72  																			|-The branch is then unsatisfiable
% 62.71/27.72  																	|-Branch two:
% 62.71/27.72  																	| (807) all_0_47_47 = e1 & all_0_52_52 = e2 &  ~ (all_0_48_48 = e2)
% 62.71/27.72  																	|
% 62.71/27.72  																		| Applying alpha-rule on (807) yields:
% 62.71/27.72  																		| (654) all_0_47_47 = e1
% 62.71/27.72  																		| (352) all_0_52_52 = e2
% 62.71/27.72  																		| (810)  ~ (all_0_48_48 = e2)
% 62.71/27.72  																		|
% 62.71/27.72  																		| Combining equations (642,352) yields a new equation:
% 62.71/27.72  																		| (617) e2 = e1
% 62.71/27.72  																		|
% 62.71/27.72  																		| Equations (617) can reduce 122 to:
% 62.71/27.72  																		| (266) $false
% 62.71/27.72  																		|
% 62.71/27.72  																		|-The branch is then unsatisfiable
% 62.71/27.72  																|-Branch two:
% 62.71/27.72  																| (813) all_0_47_47 = e1 & all_0_52_52 = e2 &  ~ (all_0_51_51 = e1)
% 62.71/27.72  																|
% 62.71/27.72  																	| Applying alpha-rule on (813) yields:
% 62.71/27.72  																	| (654) all_0_47_47 = e1
% 62.71/27.72  																	| (352) all_0_52_52 = e2
% 62.71/27.72  																	| (464)  ~ (all_0_51_51 = e1)
% 62.71/27.72  																	|
% 62.71/27.72  																	| Combining equations (642,352) yields a new equation:
% 62.71/27.72  																	| (617) e2 = e1
% 62.71/27.72  																	|
% 62.71/27.72  																	| Equations (617) can reduce 122 to:
% 62.71/27.72  																	| (266) $false
% 62.71/27.72  																	|
% 62.71/27.72  																	|-The branch is then unsatisfiable
% 62.71/27.72  															|-Branch two:
% 62.71/27.72  															| (819) all_0_47_47 = e0 & all_0_58_58 = e2 &  ~ (all_0_49_49 = e2)
% 62.71/27.72  															|
% 62.71/27.72  																| Applying alpha-rule on (819) yields:
% 62.71/27.72  																| (674) all_0_47_47 = e0
% 62.71/27.72  																| (624) all_0_58_58 = e2
% 62.71/27.72  																| (340)  ~ (all_0_49_49 = e2)
% 62.71/27.72  																|
% 62.71/27.72  																| Equations (624) can reduce 908 to:
% 62.71/27.72  																| (266) $false
% 62.71/27.72  																|
% 62.71/27.72  																|-The branch is then unsatisfiable
% 62.71/27.72  														|-Branch two:
% 62.71/27.72  														| (825) all_0_47_47 = e0 & all_0_58_58 = e2 &  ~ (all_0_56_56 = e0)
% 62.71/27.72  														|
% 62.71/27.72  															| Applying alpha-rule on (825) yields:
% 62.71/27.72  															| (674) all_0_47_47 = e0
% 62.71/27.72  															| (624) all_0_58_58 = e2
% 62.71/27.72  															| (828)  ~ (all_0_56_56 = e0)
% 62.71/27.72  															|
% 62.71/27.72  															| Equations (624) can reduce 908 to:
% 62.71/27.72  															| (266) $false
% 62.71/27.72  															|
% 62.71/27.72  															|-The branch is then unsatisfiable
% 62.71/27.72  											|-Branch two:
% 62.71/27.72  											| (5470)  ~ (all_0_43_43 = e0)
% 62.71/27.72  											| (5471) all_0_48_48 = e0 | all_0_57_57 = e0
% 62.71/27.72  											|
% 62.71/27.72  												+-Applying beta-rule and splitting (5471), into two cases.
% 62.71/27.72  												|-Branch one:
% 62.71/27.72  												| (1279) all_0_48_48 = e0
% 62.71/27.72  												|
% 62.71/27.72  													| Equations (1279) can reduce 17 to:
% 62.71/27.72  													| (5470)  ~ (all_0_43_43 = e0)
% 62.71/27.72  													|
% 62.71/27.72  													| Equations (1279) can reduce 30 to:
% 62.71/27.72  													| (831)  ~ (all_0_46_46 = e0)
% 62.71/27.72  													|
% 62.71/27.72  													| Equations (1279) can reduce 114 to:
% 62.71/27.72  													| (678)  ~ (all_0_47_47 = e0)
% 62.71/27.72  													|
% 62.71/27.72  													| Equations (1279) can reduce 185 to:
% 62.71/27.72  													| (486)  ~ (all_0_49_49 = e0)
% 62.71/27.72  													|
% 62.71/27.72  													| Simplifying 486 yields:
% 62.71/27.72  													| (487)  ~ (all_0_49_49 = e0)
% 62.71/27.72  													|
% 62.71/27.72  													| Equations (1279) can reduce 202 to:
% 62.71/27.72  													| (361)  ~ (all_0_52_52 = e0)
% 62.71/27.72  													|
% 62.71/27.72  													| Simplifying 361 yields:
% 62.71/27.72  													| (72)  ~ (all_0_52_52 = e0)
% 62.71/27.72  													|
% 62.71/27.72  													| Equations (1279) can reduce 810 to:
% 62.71/27.72  													| (365)  ~ (e2 = e0)
% 62.71/27.72  													|
% 62.71/27.72  													| Simplifying 365 yields:
% 62.71/27.72  													| (128)  ~ (e2 = e0)
% 62.71/27.72  													|
% 62.71/27.72  													+-Applying beta-rule and splitting (195), into two cases.
% 62.71/27.72  													|-Branch one:
% 62.71/27.72  													| (396) all_0_43_43 = e4
% 62.71/27.72  													|
% 62.71/27.72  														| Equations (396) can reduce 240 to:
% 62.71/27.72  														| (1890)  ~ (all_0_42_42 = e4)
% 62.71/27.72  														|
% 62.71/27.72  														| Equations (396) can reduce 159 to:
% 62.71/27.72  														| (1903)  ~ (all_0_44_44 = e4)
% 62.71/27.72  														|
% 62.71/27.72  														| Simplifying 1903 yields:
% 62.71/27.72  														| (1390)  ~ (all_0_44_44 = e4)
% 62.71/27.72  														|
% 62.71/27.72  														| Equations (396) can reduce 217 to:
% 62.71/27.72  														| (958)  ~ (all_0_52_52 = e4)
% 62.71/27.72  														|
% 62.71/27.72  														| Simplifying 958 yields:
% 62.71/27.72  														| (780)  ~ (all_0_52_52 = e4)
% 62.71/27.72  														|
% 62.71/27.72  														| Equations (396) can reduce 96 to:
% 62.71/27.72  														| (48)  ~ (e4 = e2)
% 62.71/27.72  														|
% 62.71/27.72  														| Equations (396) can reduce 5470 to:
% 62.71/27.72  														| (49)  ~ (e4 = e0)
% 62.71/27.72  														|
% 62.71/27.72  														+-Applying beta-rule and splitting (355), into two cases.
% 62.71/27.72  														|-Branch one:
% 62.71/27.72  														| (565) all_0_52_52 = e4
% 62.71/27.72  														|
% 62.71/27.72  															| Equations (565) can reduce 780 to:
% 62.71/27.72  															| (266) $false
% 62.71/27.72  															|
% 62.71/27.72  															|-The branch is then unsatisfiable
% 62.71/27.72  														|-Branch two:
% 62.71/27.72  														| (780)  ~ (all_0_52_52 = e4)
% 62.71/27.72  														| (642) all_0_52_52 = e1
% 62.71/27.72  														|
% 62.71/27.72  															| Equations (642) can reduce 101 to:
% 62.71/27.72  															| (759)  ~ (all_0_50_50 = e1)
% 62.71/27.72  															|
% 62.71/27.72  															| Equations (642) can reduce 20 to:
% 62.71/27.72  															| (464)  ~ (all_0_51_51 = e1)
% 62.71/27.72  															|
% 62.71/27.72  															| Equations (642) can reduce 46 to:
% 62.71/27.72  															| (1458)  ~ (all_0_53_53 = e1)
% 62.71/27.72  															|
% 62.71/27.72  															| Simplifying 1458 yields:
% 62.71/27.72  															| (1459)  ~ (all_0_53_53 = e1)
% 62.71/27.72  															|
% 62.71/27.72  															| Equations (642) can reduce 342 to:
% 62.71/27.72  															| (604)  ~ (e2 = e1)
% 62.71/27.72  															|
% 62.71/27.72  															| Simplifying 604 yields:
% 62.71/27.72  															| (122)  ~ (e2 = e1)
% 62.71/27.72  															|
% 62.71/27.72  															+-Applying beta-rule and splitting (47), into two cases.
% 62.71/27.72  															|-Branch one:
% 62.71/27.72  															| (317) all_0_39_39 = e2
% 62.71/27.72  															|
% 62.71/27.72  																| Combining equations (317,480) yields a new equation:
% 62.71/27.72  																| (391) e2 = e0
% 62.71/27.72  																|
% 62.71/27.72  																| Simplifying 391 yields:
% 62.71/27.72  																| (330) e2 = e0
% 62.71/27.72  																|
% 62.71/27.72  																| Equations (330) can reduce 128 to:
% 62.71/27.72  																| (266) $false
% 62.71/27.72  																|
% 62.71/27.72  																|-The branch is then unsatisfiable
% 62.71/27.72  															|-Branch two:
% 62.71/27.72  															| (294)  ~ (all_0_39_39 = e2)
% 62.71/27.72  															| (385) all_0_47_47 = e2 | all_0_51_51 = e2 | all_0_56_56 = e2
% 62.71/27.72  															|
% 62.71/27.72  																+-Applying beta-rule and splitting (117), into two cases.
% 62.71/27.72  																|-Branch one:
% 62.71/27.72  																| (292) all_0_38_38 = e2
% 62.71/27.72  																|
% 62.71/27.72  																	| Combining equations (292,321) yields a new equation:
% 62.71/27.72  																	| (323) e4 = e2
% 62.71/27.72  																	|
% 62.71/27.72  																	| Equations (323) can reduce 48 to:
% 62.71/27.72  																	| (266) $false
% 62.71/27.72  																	|
% 62.71/27.72  																	|-The branch is then unsatisfiable
% 62.71/27.72  																|-Branch two:
% 62.71/27.72  																| (9600)  ~ (all_0_38_38 = e2)
% 62.71/27.72  																| (24424) all_0_46_46 = e2 | all_0_50_50 = e2 | all_0_55_55 = e2
% 62.71/27.72  																|
% 62.71/27.72  																	+-Applying beta-rule and splitting (53), into two cases.
% 62.71/27.72  																	|-Branch one:
% 62.71/27.72  																	| (1794) all_0_46_46 = e2
% 62.71/27.72  																	|
% 62.71/27.72  																		| Equations (1794) can reduce 43 to:
% 62.71/27.72  																		| (85)  ~ (all_0_41_41 = e2)
% 62.71/27.72  																		|
% 62.71/27.72  																		| Equations (1794) can reduce 208 to:
% 62.71/27.72  																		| (339)  ~ (all_0_49_49 = e2)
% 62.71/27.72  																		|
% 62.71/27.72  																		| Simplifying 339 yields:
% 62.71/27.72  																		| (340)  ~ (all_0_49_49 = e2)
% 62.71/27.72  																		|
% 62.71/27.72  																		| Equations (1794) can reduce 35 to:
% 62.71/27.72  																		| (301)  ~ (all_0_50_50 = e2)
% 62.71/27.72  																		|
% 62.71/27.72  																		| Simplifying 301 yields:
% 62.71/27.72  																		| (302)  ~ (all_0_50_50 = e2)
% 62.71/27.72  																		|
% 62.71/27.72  																		+-Applying beta-rule and splitting (95), into two cases.
% 62.71/27.72  																		|-Branch one:
% 62.71/27.72  																		| (378) all_0_50_50 = e2
% 62.71/27.72  																		|
% 62.71/27.72  																			| Equations (378) can reduce 302 to:
% 62.71/27.72  																			| (266) $false
% 62.71/27.72  																			|
% 62.71/27.72  																			|-The branch is then unsatisfiable
% 62.71/27.72  																		|-Branch two:
% 62.71/27.72  																		| (302)  ~ (all_0_50_50 = e2)
% 62.71/27.72  																		| (381) all_0_51_51 = e2 | all_0_52_52 = e2 | all_0_53_53 = e2
% 62.71/27.72  																		|
% 62.71/27.72  																			+-Applying beta-rule and splitting (241), into two cases.
% 62.71/27.72  																			|-Branch one:
% 62.71/27.72  																			| (378) all_0_50_50 = e2
% 62.71/27.72  																			|
% 62.71/27.72  																				| Equations (378) can reduce 302 to:
% 62.71/27.72  																				| (266) $false
% 62.71/27.72  																				|
% 62.71/27.72  																				|-The branch is then unsatisfiable
% 62.71/27.72  																			|-Branch two:
% 62.71/27.72  																			| (302)  ~ (all_0_50_50 = e2)
% 62.71/27.72  																			| (422) all_0_50_50 = e4 | all_0_50_50 = e3 | all_0_50_50 = e1
% 62.71/27.72  																			|
% 62.71/27.72  																				+-Applying beta-rule and splitting (422), into two cases.
% 62.71/27.72  																				|-Branch one:
% 62.71/27.72  																				| (775) all_0_50_50 = e4
% 62.71/27.72  																				|
% 62.71/27.72  																					| Equations (775) can reduce 566 to:
% 62.71/27.72  																					| (266) $false
% 62.71/27.72  																					|
% 62.71/27.72  																					|-The branch is then unsatisfiable
% 62.71/27.72  																				|-Branch two:
% 62.71/27.72  																				| (566)  ~ (all_0_50_50 = e4)
% 62.71/27.72  																				| (1444) all_0_50_50 = e3 | all_0_50_50 = e1
% 62.71/27.72  																				|
% 62.71/27.72  																					+-Applying beta-rule and splitting (381), into two cases.
% 62.71/27.72  																					|-Branch one:
% 62.71/27.72  																					| (504) all_0_51_51 = e2
% 62.71/27.72  																					|
% 62.71/27.72  																						| Equations (504) can reduce 224 to:
% 62.71/27.72  																						| (338)  ~ (all_0_47_47 = e2)
% 62.71/27.72  																						|
% 62.71/27.72  																						| Equations (504) can reduce 6 to:
% 62.71/27.72  																						| (508)  ~ (all_0_53_53 = e2)
% 62.71/27.72  																						|
% 62.71/27.72  																						| Simplifying 508 yields:
% 62.71/27.72  																						| (509)  ~ (all_0_53_53 = e2)
% 62.71/27.72  																						|
% 62.71/27.72  																						| Equations (504) can reduce 16 to:
% 62.71/27.72  																						| (510)  ~ (all_0_56_56 = e2)
% 62.71/27.72  																						|
% 62.71/27.72  																						| Simplifying 510 yields:
% 62.71/27.72  																						| (511)  ~ (all_0_56_56 = e2)
% 62.71/27.72  																						|
% 62.71/27.72  																						+-Applying beta-rule and splitting (1444), into two cases.
% 62.71/27.72  																						|-Branch one:
% 62.71/27.72  																						| (601) all_0_50_50 = e1
% 62.71/27.72  																						|
% 62.71/27.72  																							| Equations (601) can reduce 759 to:
% 62.71/27.72  																							| (266) $false
% 62.71/27.72  																							|
% 62.71/27.72  																							|-The branch is then unsatisfiable
% 62.71/27.72  																						|-Branch two:
% 62.71/27.72  																						| (759)  ~ (all_0_50_50 = e1)
% 62.71/27.72  																						| (415) all_0_50_50 = e3
% 62.71/27.72  																						|
% 62.71/27.72  																							| Equations (415) can reduce 221 to:
% 62.71/27.72  																							| (1898)  ~ (all_0_41_41 = e3)
% 62.71/27.72  																							|
% 62.71/27.72  																							| Equations (415) can reduce 190 to:
% 62.71/27.72  																							| (1114)  ~ (all_0_53_53 = e3)
% 62.71/27.72  																							|
% 62.71/27.72  																							| Simplifying 1114 yields:
% 62.71/27.72  																							| (903)  ~ (all_0_53_53 = e3)
% 62.71/27.72  																							|
% 62.71/27.72  																							+-Applying beta-rule and splitting (196), into two cases.
% 62.71/27.72  																							|-Branch one:
% 62.71/27.72  																							| (607) all_0_53_53 = e2
% 62.71/27.72  																							|
% 62.71/27.72  																								| Equations (607) can reduce 509 to:
% 62.71/27.72  																								| (266) $false
% 62.71/27.72  																								|
% 62.71/27.72  																								|-The branch is then unsatisfiable
% 62.71/27.72  																							|-Branch two:
% 62.71/27.72  																							| (509)  ~ (all_0_53_53 = e2)
% 62.71/27.72  																							| (610) all_0_53_53 = e4 | all_0_53_53 = e3 | all_0_53_53 = e1
% 62.71/27.72  																							|
% 62.71/27.72  																								+-Applying beta-rule and splitting (610), into two cases.
% 62.71/27.72  																								|-Branch one:
% 62.71/27.72  																								| (1298) all_0_53_53 = e4
% 62.71/27.72  																								|
% 62.71/27.72  																									| Equations (1298) can reduce 65 to:
% 62.71/27.72  																									| (256)  ~ (all_0_49_49 = e4)
% 62.71/27.72  																									|
% 62.71/27.72  																									+-Applying beta-rule and splitting (54), into two cases.
% 62.71/27.72  																									|-Branch one:
% 62.71/27.72  																									| (583) all_0_49_49 = e2
% 62.71/27.72  																									|
% 62.71/27.73  																										| Equations (583) can reduce 340 to:
% 62.71/27.73  																										| (266) $false
% 62.71/27.73  																										|
% 62.71/27.73  																										|-The branch is then unsatisfiable
% 62.71/27.73  																									|-Branch two:
% 62.71/27.73  																									| (340)  ~ (all_0_49_49 = e2)
% 62.71/27.73  																									| (586) all_0_49_49 = e4 | all_0_49_49 = e3 | all_0_49_49 = e1 | all_0_49_49 = e0
% 62.71/27.73  																									|
% 62.71/27.73  																										+-Applying beta-rule and splitting (586), into two cases.
% 62.71/27.73  																										|-Branch one:
% 62.71/27.73  																										| (974) all_0_49_49 = e4
% 62.71/27.73  																										|
% 62.71/27.73  																											| Equations (974) can reduce 256 to:
% 62.71/27.73  																											| (266) $false
% 62.71/27.73  																											|
% 62.71/27.73  																											|-The branch is then unsatisfiable
% 62.71/27.73  																										|-Branch two:
% 62.71/27.73  																										| (256)  ~ (all_0_49_49 = e4)
% 62.71/27.73  																										| (977) all_0_49_49 = e3 | all_0_49_49 = e1 | all_0_49_49 = e0
% 62.71/27.73  																										|
% 62.71/27.73  																											+-Applying beta-rule and splitting (977), into two cases.
% 62.71/27.73  																											|-Branch one:
% 62.71/27.73  																											| (978) all_0_49_49 = e0
% 62.71/27.73  																											|
% 62.71/27.73  																												| Equations (978) can reduce 487 to:
% 62.71/27.73  																												| (266) $false
% 62.71/27.73  																												|
% 62.71/27.73  																												|-The branch is then unsatisfiable
% 62.71/27.73  																											|-Branch two:
% 62.71/27.73  																											| (487)  ~ (all_0_49_49 = e0)
% 62.71/27.73  																											| (981) all_0_49_49 = e3 | all_0_49_49 = e1
% 62.71/27.73  																											|
% 62.71/27.73  																												+-Applying beta-rule and splitting (981), into two cases.
% 62.71/27.73  																												|-Branch one:
% 62.71/27.73  																												| (671) all_0_49_49 = e1
% 62.71/27.73  																												|
% 62.71/27.73  																													| Equations (671) can reduce 9 to:
% 62.71/27.73  																													| (639)  ~ (all_0_44_44 = e1)
% 62.71/27.73  																													|
% 62.71/27.73  																													| Equations (671) can reduce 86 to:
% 62.71/27.73  																													| (462)  ~ (all_0_47_47 = e1)
% 62.71/27.73  																													|
% 62.71/27.73  																													| Equations (671) can reduce 119 to:
% 62.71/27.73  																													| (879)  ~ (all_0_58_58 = e1)
% 62.71/27.73  																													|
% 62.71/27.73  																													| Simplifying 879 yields:
% 62.71/27.73  																													| (880)  ~ (all_0_58_58 = e1)
% 62.71/27.73  																													|
% 62.71/27.73  																													| Equations (671) can reduce 525 to:
% 62.71/27.73  																													| (467)  ~ (e3 = e1)
% 62.71/27.73  																													|
% 62.71/27.73  																													| Simplifying 467 yields:
% 62.71/27.73  																													| (213)  ~ (e3 = e1)
% 62.71/27.73  																													|
% 62.71/27.73  																													| Equations (671) can reduce 340 to:
% 62.71/27.73  																													| (604)  ~ (e2 = e1)
% 62.71/27.73  																													|
% 62.71/27.73  																													| Simplifying 604 yields:
% 62.71/27.73  																													| (122)  ~ (e2 = e1)
% 62.71/27.73  																													|
% 62.71/27.73  																													| Equations (671) can reduce 487 to:
% 62.71/27.73  																													| (233)  ~ (e1 = e0)
% 62.71/27.73  																													|
% 62.71/27.73  																													+-Applying beta-rule and splitting (105), into two cases.
% 62.71/27.73  																													|-Branch one:
% 62.71/27.73  																													| (1105) all_0_47_47 = e2
% 62.71/27.73  																													|
% 62.71/27.73  																														| Equations (1105) can reduce 338 to:
% 62.71/27.73  																														| (266) $false
% 62.71/27.73  																														|
% 62.71/27.73  																														|-The branch is then unsatisfiable
% 62.71/27.73  																													|-Branch two:
% 62.71/27.73  																													| (338)  ~ (all_0_47_47 = e2)
% 62.71/27.73  																													| (1789) all_0_47_47 = e4 | all_0_47_47 = e3 | all_0_47_47 = e1 | all_0_47_47 = e0
% 62.71/27.73  																													|
% 62.71/27.73  																														+-Applying beta-rule and splitting (1789), into two cases.
% 62.71/27.73  																														|-Branch one:
% 62.71/27.73  																														| (1790) all_0_47_47 = e4
% 62.71/27.73  																														|
% 62.71/27.73  																															| Equations (1790) can reduce 198 to:
% 62.71/27.73  																															| (1890)  ~ (all_0_42_42 = e4)
% 62.71/27.73  																															|
% 62.71/27.73  																															| Equations (1790) can reduce 91 to:
% 62.71/27.73  																															| (476)  ~ (all_0_56_56 = e4)
% 62.71/27.73  																															|
% 62.71/27.73  																															| Simplifying 476 yields:
% 62.71/27.73  																															| (477)  ~ (all_0_56_56 = e4)
% 62.71/27.73  																															|
% 62.71/27.73  																															| Equations (1790) can reduce 462 to:
% 62.71/27.73  																															| (110)  ~ (e4 = e1)
% 62.71/27.73  																															|
% 62.71/27.73  																															| Equations (1790) can reduce 678 to:
% 62.71/27.73  																															| (49)  ~ (e4 = e0)
% 62.71/27.73  																															|
% 62.71/27.73  																															+-Applying beta-rule and splitting (113), into two cases.
% 62.71/27.73  																															|-Branch one:
% 62.71/27.73  																															| (403) all_0_41_41 = e3
% 62.71/27.73  																															|
% 62.71/27.73  																																| Equations (403) can reduce 1898 to:
% 62.71/27.73  																																| (266) $false
% 62.71/27.73  																																|
% 62.71/27.73  																																|-The branch is then unsatisfiable
% 62.71/27.73  																															|-Branch two:
% 62.71/27.73  																															| (1898)  ~ (all_0_41_41 = e3)
% 62.71/27.73  																															| (1899) all_0_42_42 = e3 | all_0_44_44 = e3
% 62.71/27.73  																															|
% 62.71/27.73  																																+-Applying beta-rule and splitting (243), into two cases.
% 62.71/27.73  																																|-Branch one:
% 62.71/27.73  																																| (329) all_0_38_38 = e0
% 62.71/27.73  																																|
% 62.71/27.73  																																	| Combining equations (329,321) yields a new equation:
% 62.71/27.73  																																	| (397) e4 = e0
% 62.71/27.73  																																	|
% 62.71/27.73  																																	| Equations (397) can reduce 49 to:
% 62.71/27.73  																																	| (266) $false
% 62.71/27.73  																																	|
% 62.71/27.73  																																	|-The branch is then unsatisfiable
% 62.71/27.73  																																|-Branch two:
% 62.71/27.73  																																| (332)  ~ (all_0_38_38 = e0)
% 62.71/27.73  																																| (395) all_0_41_41 = e0 | all_0_46_46 = e0 | all_0_55_55 = e0
% 62.71/27.73  																																|
% 62.71/27.73  																																	| Equations (321) can reduce 332 to:
% 62.71/27.73  																																	| (49)  ~ (e4 = e0)
% 62.71/27.73  																																	|
% 62.71/27.73  																																	+-Applying beta-rule and splitting (189), into two cases.
% 62.71/27.73  																																	|-Branch one:
% 62.71/27.73  																																	| (532) all_0_44_44 = e3
% 62.71/27.73  																																	|
% 62.71/27.73  																																		| Equations (532) can reduce 181 to:
% 62.71/27.73  																																		| (275)  ~ (all_0_58_58 = e3)
% 62.71/27.73  																																		|
% 62.71/27.73  																																		| Simplifying 275 yields:
% 62.71/27.73  																																		| (276)  ~ (all_0_58_58 = e3)
% 62.71/27.73  																																		|
% 62.71/27.73  																																		+-Applying beta-rule and splitting (163), into two cases.
% 62.71/27.73  																																		|-Branch one:
% 62.71/27.73  																																		| (565) all_0_52_52 = e4
% 62.71/27.73  																																		|
% 62.71/27.73  																																			| Combining equations (642,565) yields a new equation:
% 62.71/27.73  																																			| (630) e4 = e1
% 62.71/27.73  																																			|
% 62.71/27.73  																																			| Equations (630) can reduce 110 to:
% 62.71/27.73  																																			| (266) $false
% 62.71/27.73  																																			|
% 62.71/27.73  																																			|-The branch is then unsatisfiable
% 62.71/27.73  																																		|-Branch two:
% 62.71/27.73  																																		| (780)  ~ (all_0_52_52 = e4)
% 62.71/27.73  																																		| (781) (all_0_41_41 = e0 & all_0_58_58 = e3 &  ~ (all_0_44_44 = e3)) | (all_0_41_41 = e0 & all_0_58_58 = e3 &  ~ (all_0_55_55 = e0)) | (all_0_47_47 = e1 & all_0_52_52 = e2 &  ~ (all_0_48_48 = e2)) | (all_0_47_47 = e1 & all_0_52_52 = e2 &  ~ (all_0_51_51 = e1)) | (all_0_47_47 = e0 & all_0_58_58 = e2 &  ~ (all_0_49_49 = e2)) | (all_0_47_47 = e0 & all_0_58_58 = e2 &  ~ (all_0_56_56 = e0))
% 62.71/27.73  																																		|
% 62.71/27.73  																																			+-Applying beta-rule and splitting (781), into two cases.
% 62.71/27.73  																																			|-Branch one:
% 62.71/27.73  																																			| (789) (all_0_41_41 = e0 & all_0_58_58 = e3 &  ~ (all_0_44_44 = e3)) | (all_0_41_41 = e0 & all_0_58_58 = e3 &  ~ (all_0_55_55 = e0)) | (all_0_47_47 = e1 & all_0_52_52 = e2 &  ~ (all_0_48_48 = e2)) | (all_0_47_47 = e1 & all_0_52_52 = e2 &  ~ (all_0_51_51 = e1)) | (all_0_47_47 = e0 & all_0_58_58 = e2 &  ~ (all_0_49_49 = e2))
% 62.71/27.73  																																			|
% 62.71/27.73  																																				+-Applying beta-rule and splitting (789), into two cases.
% 62.71/27.73  																																				|-Branch one:
% 62.71/27.73  																																				| (790) (all_0_41_41 = e0 & all_0_58_58 = e3 &  ~ (all_0_44_44 = e3)) | (all_0_41_41 = e0 & all_0_58_58 = e3 &  ~ (all_0_55_55 = e0)) | (all_0_47_47 = e1 & all_0_52_52 = e2 &  ~ (all_0_48_48 = e2)) | (all_0_47_47 = e1 & all_0_52_52 = e2 &  ~ (all_0_51_51 = e1))
% 62.71/27.73  																																				|
% 62.71/27.73  																																					+-Applying beta-rule and splitting (790), into two cases.
% 62.71/27.73  																																					|-Branch one:
% 62.71/27.73  																																					| (791) (all_0_41_41 = e0 & all_0_58_58 = e3 &  ~ (all_0_44_44 = e3)) | (all_0_41_41 = e0 & all_0_58_58 = e3 &  ~ (all_0_55_55 = e0)) | (all_0_47_47 = e1 & all_0_52_52 = e2 &  ~ (all_0_48_48 = e2))
% 62.71/27.73  																																					|
% 62.71/27.73  																																						+-Applying beta-rule and splitting (791), into two cases.
% 62.71/27.73  																																						|-Branch one:
% 62.71/27.73  																																						| (792) (all_0_41_41 = e0 & all_0_58_58 = e3 &  ~ (all_0_44_44 = e3)) | (all_0_41_41 = e0 & all_0_58_58 = e3 &  ~ (all_0_55_55 = e0))
% 62.71/27.73  																																						|
% 62.71/27.73  																																							+-Applying beta-rule and splitting (792), into two cases.
% 62.71/27.73  																																							|-Branch one:
% 62.71/27.73  																																							| (793) all_0_41_41 = e0 & all_0_58_58 = e3 &  ~ (all_0_44_44 = e3)
% 62.71/27.73  																																							|
% 62.71/27.73  																																								| Applying alpha-rule on (793) yields:
% 62.71/27.73  																																								| (794) all_0_41_41 = e0
% 62.71/27.73  																																								| (795) all_0_58_58 = e3
% 62.71/27.73  																																								| (407)  ~ (all_0_44_44 = e3)
% 62.71/27.73  																																								|
% 62.71/27.73  																																								| Equations (795) can reduce 276 to:
% 62.71/27.73  																																								| (266) $false
% 62.71/27.73  																																								|
% 62.71/27.73  																																								|-The branch is then unsatisfiable
% 62.71/27.73  																																							|-Branch two:
% 62.71/27.73  																																							| (800) all_0_41_41 = e0 & all_0_58_58 = e3 &  ~ (all_0_55_55 = e0)
% 62.71/27.73  																																							|
% 62.71/27.73  																																								| Applying alpha-rule on (800) yields:
% 62.71/27.73  																																								| (794) all_0_41_41 = e0
% 62.71/27.73  																																								| (795) all_0_58_58 = e3
% 62.71/27.73  																																								| (803)  ~ (all_0_55_55 = e0)
% 62.71/27.73  																																								|
% 62.71/27.73  																																								| Equations (795) can reduce 276 to:
% 62.71/27.73  																																								| (266) $false
% 62.71/27.73  																																								|
% 62.71/27.73  																																								|-The branch is then unsatisfiable
% 62.71/27.73  																																						|-Branch two:
% 62.71/27.73  																																						| (807) all_0_47_47 = e1 & all_0_52_52 = e2 &  ~ (all_0_48_48 = e2)
% 62.71/27.73  																																						|
% 62.71/27.73  																																							| Applying alpha-rule on (807) yields:
% 62.71/27.73  																																							| (654) all_0_47_47 = e1
% 62.71/27.73  																																							| (352) all_0_52_52 = e2
% 62.71/27.73  																																							| (810)  ~ (all_0_48_48 = e2)
% 62.71/27.73  																																							|
% 62.71/27.73  																																							| Combining equations (642,352) yields a new equation:
% 62.71/27.73  																																							| (617) e2 = e1
% 62.71/27.73  																																							|
% 62.71/27.73  																																							| Equations (617) can reduce 122 to:
% 62.71/27.73  																																							| (266) $false
% 62.71/27.73  																																							|
% 62.71/27.73  																																							|-The branch is then unsatisfiable
% 62.71/27.73  																																					|-Branch two:
% 62.71/27.73  																																					| (813) all_0_47_47 = e1 & all_0_52_52 = e2 &  ~ (all_0_51_51 = e1)
% 62.71/27.73  																																					|
% 62.71/27.73  																																						| Applying alpha-rule on (813) yields:
% 62.71/27.73  																																						| (654) all_0_47_47 = e1
% 62.71/27.73  																																						| (352) all_0_52_52 = e2
% 62.71/27.73  																																						| (464)  ~ (all_0_51_51 = e1)
% 62.71/27.73  																																						|
% 62.71/27.73  																																						| Combining equations (642,352) yields a new equation:
% 62.71/27.73  																																						| (617) e2 = e1
% 62.71/27.73  																																						|
% 62.71/27.73  																																						| Equations (617) can reduce 122 to:
% 62.71/27.73  																																						| (266) $false
% 62.71/27.73  																																						|
% 62.71/27.73  																																						|-The branch is then unsatisfiable
% 62.71/27.73  																																				|-Branch two:
% 62.71/27.73  																																				| (819) all_0_47_47 = e0 & all_0_58_58 = e2 &  ~ (all_0_49_49 = e2)
% 62.71/27.73  																																				|
% 62.71/27.73  																																					| Applying alpha-rule on (819) yields:
% 62.71/27.73  																																					| (674) all_0_47_47 = e0
% 62.71/27.73  																																					| (624) all_0_58_58 = e2
% 62.71/27.73  																																					| (340)  ~ (all_0_49_49 = e2)
% 62.71/27.73  																																					|
% 62.71/27.73  																																					| Combining equations (674,1790) yields a new equation:
% 62.71/27.73  																																					| (397) e4 = e0
% 62.71/27.73  																																					|
% 62.71/27.73  																																					| Equations (397) can reduce 49 to:
% 62.71/27.73  																																					| (266) $false
% 62.71/27.73  																																					|
% 62.71/27.73  																																					|-The branch is then unsatisfiable
% 62.71/27.73  																																			|-Branch two:
% 62.71/27.73  																																			| (825) all_0_47_47 = e0 & all_0_58_58 = e2 &  ~ (all_0_56_56 = e0)
% 62.71/27.73  																																			|
% 62.71/27.73  																																				| Applying alpha-rule on (825) yields:
% 62.71/27.73  																																				| (674) all_0_47_47 = e0
% 62.71/27.73  																																				| (624) all_0_58_58 = e2
% 62.71/27.73  																																				| (828)  ~ (all_0_56_56 = e0)
% 62.71/27.73  																																				|
% 62.71/27.73  																																				| Combining equations (674,1790) yields a new equation:
% 62.71/27.73  																																				| (397) e4 = e0
% 62.71/27.73  																																				|
% 62.71/27.73  																																				| Equations (397) can reduce 49 to:
% 62.71/27.73  																																				| (266) $false
% 62.71/27.73  																																				|
% 62.71/27.73  																																				|-The branch is then unsatisfiable
% 62.71/27.73  																																	|-Branch two:
% 62.71/27.73  																																	| (407)  ~ (all_0_44_44 = e3)
% 62.71/27.73  																																	| (537) all_0_49_49 = e3 | all_0_53_53 = e3 | all_0_58_58 = e3
% 62.71/27.73  																																	|
% 62.71/27.73  																																		+-Applying beta-rule and splitting (1899), into two cases.
% 62.71/27.73  																																		|-Branch one:
% 62.71/27.73  																																		| (516) all_0_42_42 = e3
% 62.71/27.73  																																		|
% 62.71/27.73  																																			| Equations (516) can reduce 1890 to:
% 62.71/27.73  																																			| (277)  ~ (e4 = e3)
% 62.71/27.73  																																			|
% 62.71/27.73  																																			| Simplifying 277 yields:
% 62.71/27.73  																																			| (188)  ~ (e4 = e3)
% 62.71/27.73  																																			|
% 62.71/27.73  																																			| Equations (516) can reduce 358 to:
% 62.71/27.73  																																			| (80)  ~ (e3 = e0)
% 62.71/27.73  																																			|
% 62.71/27.73  																																			+-Applying beta-rule and splitting (131), into two cases.
% 62.71/27.73  																																			|-Branch one:
% 62.71/27.73  																																			| (459) all_0_42_42 = e1
% 62.71/27.73  																																			|
% 62.71/27.73  																																				| Combining equations (459,516) yields a new equation:
% 62.71/27.73  																																				| (455) e3 = e1
% 62.71/27.73  																																				|
% 62.71/27.73  																																				| Equations (455) can reduce 213 to:
% 62.71/27.73  																																				| (266) $false
% 62.71/27.73  																																				|
% 62.71/27.73  																																				|-The branch is then unsatisfiable
% 62.71/27.73  																																			|-Branch two:
% 62.71/27.73  																																			| (1380)  ~ (all_0_42_42 = e1)
% 62.71/27.73  																																			| (3259) all_0_47_47 = e1 | all_0_51_51 = e1 | all_0_56_56 = e1
% 62.71/27.73  																																			|
% 62.71/27.73  																																				| Equations (516) can reduce 1380 to:
% 62.71/27.73  																																				| (213)  ~ (e3 = e1)
% 62.71/27.73  																																				|
% 62.71/27.73  																																				+-Applying beta-rule and splitting (537), into two cases.
% 62.71/27.73  																																				|-Branch one:
% 62.71/27.73  																																				| (884) all_0_49_49 = e3
% 62.71/27.73  																																				|
% 62.71/27.73  																																					| Combining equations (671,884) yields a new equation:
% 62.71/27.73  																																					| (455) e3 = e1
% 62.71/27.73  																																					|
% 62.71/27.73  																																					| Equations (455) can reduce 213 to:
% 62.71/27.73  																																					| (266) $false
% 62.71/27.73  																																					|
% 62.71/27.73  																																					|-The branch is then unsatisfiable
% 62.71/27.73  																																				|-Branch two:
% 62.71/27.73  																																				| (525)  ~ (all_0_49_49 = e3)
% 62.71/27.73  																																				| (887) all_0_53_53 = e3 | all_0_58_58 = e3
% 62.71/27.73  																																				|
% 62.71/27.73  																																					| Equations (671) can reduce 525 to:
% 62.71/27.73  																																					| (467)  ~ (e3 = e1)
% 62.71/27.73  																																					|
% 62.71/27.73  																																					| Simplifying 467 yields:
% 62.71/27.73  																																					| (213)  ~ (e3 = e1)
% 62.71/27.73  																																					|
% 62.71/27.73  																																					+-Applying beta-rule and splitting (103), into two cases.
% 62.71/27.73  																																					|-Branch one:
% 62.71/27.73  																																					| (453) all_0_41_41 = e1
% 62.71/27.73  																																					|
% 62.71/27.73  																																						| Equations (453) can reduce 149 to:
% 62.71/27.73  																																						| (4057)  ~ (all_0_44_44 = e1)
% 62.71/27.73  																																						|
% 62.71/27.73  																																						| Simplifying 4057 yields:
% 62.71/27.73  																																						| (639)  ~ (all_0_44_44 = e1)
% 62.71/27.73  																																						|
% 62.71/27.73  																																						| Equations (453) can reduce 191 to:
% 62.71/27.73  																																						| (2331)  ~ (all_0_55_55 = e1)
% 62.71/27.73  																																						|
% 62.71/27.73  																																						| Simplifying 2331 yields:
% 62.71/27.73  																																						| (632)  ~ (all_0_55_55 = e1)
% 62.71/27.73  																																						|
% 62.71/27.73  																																						| Equations (453) can reduce 85 to:
% 62.71/27.73  																																						| (604)  ~ (e2 = e1)
% 62.71/27.73  																																						|
% 62.71/27.73  																																						| Simplifying 604 yields:
% 62.71/27.73  																																						| (122)  ~ (e2 = e1)
% 62.71/27.73  																																						|
% 62.71/27.73  																																						+-Applying beta-rule and splitting (22), into two cases.
% 62.71/27.73  																																						|-Branch one:
% 62.71/27.73  																																						| (268) all_0_54_54 = e3
% 62.71/27.73  																																						|
% 62.71/27.73  																																							| Combining equations (265,268) yields a new equation:
% 62.71/27.73  																																							| (424) e4 = e3
% 62.71/27.73  																																							|
% 62.71/27.73  																																							| Simplifying 424 yields:
% 62.71/27.73  																																							| (425) e4 = e3
% 62.71/27.73  																																							|
% 62.71/27.73  																																							| Equations (425) can reduce 188 to:
% 62.71/27.73  																																							| (266) $false
% 62.71/27.73  																																							|
% 62.71/27.73  																																							|-The branch is then unsatisfiable
% 62.71/27.73  																																						|-Branch two:
% 62.71/27.73  																																						| (60427)  ~ (all_0_54_54 = e3)
% 62.71/27.73  																																						| (62553) all_0_55_55 = e3 | all_0_56_56 = e3 | all_0_58_58 = e3
% 62.71/27.73  																																						|
% 62.71/27.73  																																							| Equations (265) can reduce 60427 to:
% 62.71/27.73  																																							| (188)  ~ (e4 = e3)
% 62.71/27.73  																																							|
% 62.71/27.73  																																							+-Applying beta-rule and splitting (216), into two cases.
% 62.71/27.73  																																							|-Branch one:
% 62.71/27.73  																																							| (629) all_0_55_55 = e1
% 62.71/27.73  																																							|
% 62.71/27.73  																																								| Equations (629) can reduce 632 to:
% 62.71/27.73  																																								| (266) $false
% 62.71/27.73  																																								|
% 62.71/27.73  																																								|-The branch is then unsatisfiable
% 62.71/27.73  																																							|-Branch two:
% 62.71/27.73  																																							| (632)  ~ (all_0_55_55 = e1)
% 62.71/27.73  																																							| (633) all_0_56_56 = e1 | all_0_57_57 = e1 | all_0_58_58 = e1
% 62.71/27.73  																																							|
% 62.71/27.73  																																								+-Applying beta-rule and splitting (165), into two cases.
% 62.71/27.73  																																								|-Branch one:
% 62.71/27.73  																																								| (794) all_0_41_41 = e0
% 62.71/27.73  																																								|
% 62.71/27.73  																																									| Combining equations (794,453) yields a new equation:
% 62.71/27.73  																																									| (431) e1 = e0
% 62.71/27.73  																																									|
% 62.71/27.73  																																									| Equations (431) can reduce 233 to:
% 62.71/27.73  																																									| (266) $false
% 62.71/27.73  																																									|
% 62.71/27.73  																																									|-The branch is then unsatisfiable
% 62.71/27.73  																																								|-Branch two:
% 62.71/27.73  																																								| (357)  ~ (all_0_41_41 = e0)
% 62.71/27.73  																																								| (6761) all_0_42_42 = e0 | all_0_43_43 = e0 | all_0_44_44 = e0
% 62.71/27.73  																																								|
% 62.71/27.73  																																									+-Applying beta-rule and splitting (633), into two cases.
% 62.71/27.73  																																									|-Branch one:
% 62.71/27.73  																																									| (1569) all_0_56_56 = e1
% 62.71/27.73  																																									|
% 62.71/27.73  																																										| Equations (1569) can reduce 153 to:
% 62.71/27.73  																																										| (632)  ~ (all_0_55_55 = e1)
% 62.71/27.73  																																										|
% 62.71/27.74  																																										| Equations (1569) can reduce 477 to:
% 62.71/27.74  																																										| (602)  ~ (e4 = e1)
% 62.71/27.74  																																										|
% 62.71/27.74  																																										| Simplifying 602 yields:
% 62.71/27.74  																																										| (110)  ~ (e4 = e1)
% 62.71/27.74  																																										|
% 62.71/27.74  																																										| Equations (1569) can reduce 511 to:
% 62.71/27.74  																																										| (604)  ~ (e2 = e1)
% 62.71/27.74  																																										|
% 62.71/27.74  																																										| Simplifying 604 yields:
% 62.71/27.74  																																										| (122)  ~ (e2 = e1)
% 62.71/27.74  																																										|
% 62.71/27.74  																																										+-Applying beta-rule and splitting (6761), into two cases.
% 62.71/27.74  																																										|-Branch one:
% 62.71/27.74  																																										| (559) all_0_42_42 = e0
% 62.71/27.74  																																										|
% 62.71/27.74  																																											| Combining equations (516,559) yields a new equation:
% 62.71/27.74  																																											| (675) e3 = e0
% 62.71/27.74  																																											|
% 62.71/27.74  																																											| Simplifying 675 yields:
% 62.71/27.74  																																											| (676) e3 = e0
% 62.71/27.74  																																											|
% 62.71/27.74  																																											| Equations (676) can reduce 80 to:
% 62.71/27.74  																																											| (266) $false
% 62.71/27.74  																																											|
% 62.71/27.74  																																											|-The branch is then unsatisfiable
% 62.71/27.74  																																										|-Branch two:
% 62.71/27.74  																																										| (358)  ~ (all_0_42_42 = e0)
% 62.71/27.74  																																										| (6766) all_0_43_43 = e0 | all_0_44_44 = e0
% 62.71/27.74  																																										|
% 62.71/27.74  																																											+-Applying beta-rule and splitting (6766), into two cases.
% 62.71/27.74  																																											|-Branch one:
% 62.71/27.74  																																											| (356) all_0_43_43 = e0
% 62.71/27.74  																																											|
% 62.71/27.74  																																												| Combining equations (356,396) yields a new equation:
% 62.71/27.74  																																												| (397) e4 = e0
% 62.71/27.74  																																												|
% 62.71/27.74  																																												| Equations (397) can reduce 49 to:
% 62.71/27.74  																																												| (266) $false
% 62.71/27.74  																																												|
% 62.71/27.74  																																												|-The branch is then unsatisfiable
% 62.71/27.74  																																											|-Branch two:
% 62.71/27.74  																																											| (5470)  ~ (all_0_43_43 = e0)
% 62.71/27.74  																																											| (1414) all_0_44_44 = e0
% 62.71/27.74  																																											|
% 62.71/27.74  																																												| Equations (1414) can reduce 147 to:
% 62.71/27.74  																																												| (365)  ~ (e2 = e0)
% 62.71/27.74  																																												|
% 62.71/27.74  																																												| Simplifying 365 yields:
% 62.71/27.74  																																												| (128)  ~ (e2 = e0)
% 62.71/27.74  																																												|
% 62.71/27.74  																																												| Equations (1414) can reduce 639 to:
% 62.71/27.74  																																												| (435)  ~ (e1 = e0)
% 62.71/27.74  																																												|
% 62.71/27.74  																																												| Simplifying 435 yields:
% 62.71/27.74  																																												| (233)  ~ (e1 = e0)
% 62.71/27.74  																																												|
% 62.71/27.74  																																												+-Applying beta-rule and splitting (125), into two cases.
% 62.71/27.74  																																												|-Branch one:
% 62.71/27.74  																																												| (858) all_0_55_55 = e0
% 62.71/27.74  																																												|
% 62.71/27.74  																																													| Equations (858) can reduce 632 to:
% 62.71/27.74  																																													| (435)  ~ (e1 = e0)
% 62.71/27.74  																																													|
% 62.71/27.74  																																													| Simplifying 435 yields:
% 62.71/27.74  																																													| (233)  ~ (e1 = e0)
% 62.71/27.74  																																													|
% 62.71/27.74  																																													+-Applying beta-rule and splitting (108), into two cases.
% 62.71/27.74  																																													|-Branch one:
% 62.71/27.74  																																													| (624) all_0_58_58 = e2
% 62.71/27.74  																																													|
% 62.71/27.74  																																														| Equations (624) can reduce 908 to:
% 62.71/27.74  																																														| (266) $false
% 62.71/27.74  																																														|
% 62.71/27.74  																																														|-The branch is then unsatisfiable
% 62.71/27.74  																																													|-Branch two:
% 62.71/27.74  																																													| (908)  ~ (all_0_58_58 = e2)
% 62.71/27.74  																																													| (909) all_0_58_58 = e4 | all_0_58_58 = e3 | all_0_58_58 = e1 | all_0_58_58 = e0
% 62.71/27.74  																																													|
% 62.71/27.74  																																														+-Applying beta-rule and splitting (163), into two cases.
% 62.71/27.74  																																														|-Branch one:
% 62.71/27.74  																																														| (565) all_0_52_52 = e4
% 62.71/27.74  																																														|
% 62.71/27.74  																																															| Combining equations (642,565) yields a new equation:
% 62.71/27.74  																																															| (630) e4 = e1
% 62.71/27.74  																																															|
% 62.71/27.74  																																															| Equations (630) can reduce 110 to:
% 62.71/27.74  																																															| (266) $false
% 62.71/27.74  																																															|
% 62.71/27.74  																																															|-The branch is then unsatisfiable
% 62.71/27.74  																																														|-Branch two:
% 62.71/27.74  																																														| (780)  ~ (all_0_52_52 = e4)
% 62.71/27.74  																																														| (781) (all_0_41_41 = e0 & all_0_58_58 = e3 &  ~ (all_0_44_44 = e3)) | (all_0_41_41 = e0 & all_0_58_58 = e3 &  ~ (all_0_55_55 = e0)) | (all_0_47_47 = e1 & all_0_52_52 = e2 &  ~ (all_0_48_48 = e2)) | (all_0_47_47 = e1 & all_0_52_52 = e2 &  ~ (all_0_51_51 = e1)) | (all_0_47_47 = e0 & all_0_58_58 = e2 &  ~ (all_0_49_49 = e2)) | (all_0_47_47 = e0 & all_0_58_58 = e2 &  ~ (all_0_56_56 = e0))
% 62.71/27.74  																																														|
% 62.71/27.74  																																															+-Applying beta-rule and splitting (887), into two cases.
% 62.71/27.74  																																															|-Branch one:
% 62.71/27.74  																																															| (665) all_0_53_53 = e3
% 62.71/27.74  																																															|
% 62.71/27.74  																																																| Combining equations (1298,665) yields a new equation:
% 62.71/27.74  																																																| (424) e4 = e3
% 62.71/27.74  																																																|
% 62.71/27.74  																																																| Simplifying 424 yields:
% 62.71/27.74  																																																| (425) e4 = e3
% 62.71/27.74  																																																|
% 62.71/27.74  																																																| Equations (425) can reduce 188 to:
% 62.71/27.74  																																																| (266) $false
% 62.71/27.74  																																																|
% 62.71/27.74  																																																|-The branch is then unsatisfiable
% 62.71/27.74  																																															|-Branch two:
% 62.71/27.74  																																															| (903)  ~ (all_0_53_53 = e3)
% 62.71/27.74  																																															| (795) all_0_58_58 = e3
% 62.71/27.74  																																															|
% 62.71/27.74  																																																| Equations (795) can reduce 908 to:
% 62.71/27.74  																																																| (212)  ~ (e3 = e2)
% 62.71/27.74  																																																|
% 62.71/27.74  																																																+-Applying beta-rule and splitting (781), into two cases.
% 62.71/27.74  																																																|-Branch one:
% 62.71/27.74  																																																| (789) (all_0_41_41 = e0 & all_0_58_58 = e3 &  ~ (all_0_44_44 = e3)) | (all_0_41_41 = e0 & all_0_58_58 = e3 &  ~ (all_0_55_55 = e0)) | (all_0_47_47 = e1 & all_0_52_52 = e2 &  ~ (all_0_48_48 = e2)) | (all_0_47_47 = e1 & all_0_52_52 = e2 &  ~ (all_0_51_51 = e1)) | (all_0_47_47 = e0 & all_0_58_58 = e2 &  ~ (all_0_49_49 = e2))
% 62.71/27.74  																																																|
% 62.71/27.74  																																																	+-Applying beta-rule and splitting (789), into two cases.
% 62.71/27.74  																																																	|-Branch one:
% 62.71/27.74  																																																	| (790) (all_0_41_41 = e0 & all_0_58_58 = e3 &  ~ (all_0_44_44 = e3)) | (all_0_41_41 = e0 & all_0_58_58 = e3 &  ~ (all_0_55_55 = e0)) | (all_0_47_47 = e1 & all_0_52_52 = e2 &  ~ (all_0_48_48 = e2)) | (all_0_47_47 = e1 & all_0_52_52 = e2 &  ~ (all_0_51_51 = e1))
% 62.71/27.74  																																																	|
% 62.71/27.74  																																																		+-Applying beta-rule and splitting (790), into two cases.
% 62.71/27.74  																																																		|-Branch one:
% 62.71/27.74  																																																		| (791) (all_0_41_41 = e0 & all_0_58_58 = e3 &  ~ (all_0_44_44 = e3)) | (all_0_41_41 = e0 & all_0_58_58 = e3 &  ~ (all_0_55_55 = e0)) | (all_0_47_47 = e1 & all_0_52_52 = e2 &  ~ (all_0_48_48 = e2))
% 62.71/27.74  																																																		|
% 62.71/27.74  																																																			+-Applying beta-rule and splitting (791), into two cases.
% 62.71/27.74  																																																			|-Branch one:
% 62.71/27.74  																																																			| (792) (all_0_41_41 = e0 & all_0_58_58 = e3 &  ~ (all_0_44_44 = e3)) | (all_0_41_41 = e0 & all_0_58_58 = e3 &  ~ (all_0_55_55 = e0))
% 62.71/27.74  																																																			|
% 62.71/27.74  																																																				+-Applying beta-rule and splitting (792), into two cases.
% 62.71/27.74  																																																				|-Branch one:
% 62.71/27.74  																																																				| (793) all_0_41_41 = e0 & all_0_58_58 = e3 &  ~ (all_0_44_44 = e3)
% 62.71/27.74  																																																				|
% 62.71/27.74  																																																					| Applying alpha-rule on (793) yields:
% 62.71/27.74  																																																					| (794) all_0_41_41 = e0
% 62.71/27.74  																																																					| (795) all_0_58_58 = e3
% 62.71/27.74  																																																					| (407)  ~ (all_0_44_44 = e3)
% 62.71/27.74  																																																					|
% 62.71/27.74  																																																					| Combining equations (794,453) yields a new equation:
% 62.71/27.74  																																																					| (431) e1 = e0
% 62.71/27.74  																																																					|
% 62.71/27.74  																																																					| Equations (431) can reduce 233 to:
% 62.71/27.74  																																																					| (266) $false
% 62.71/27.74  																																																					|
% 62.71/27.74  																																																					|-The branch is then unsatisfiable
% 62.71/27.74  																																																				|-Branch two:
% 62.71/27.74  																																																				| (800) all_0_41_41 = e0 & all_0_58_58 = e3 &  ~ (all_0_55_55 = e0)
% 62.71/27.74  																																																				|
% 62.71/27.74  																																																					| Applying alpha-rule on (800) yields:
% 62.71/27.74  																																																					| (794) all_0_41_41 = e0
% 62.71/27.74  																																																					| (795) all_0_58_58 = e3
% 62.71/27.74  																																																					| (803)  ~ (all_0_55_55 = e0)
% 62.71/27.74  																																																					|
% 62.71/27.74  																																																					| Combining equations (794,453) yields a new equation:
% 62.71/27.74  																																																					| (431) e1 = e0
% 62.71/27.74  																																																					|
% 62.71/27.74  																																																					| Equations (431) can reduce 233 to:
% 62.71/27.74  																																																					| (266) $false
% 62.71/27.74  																																																					|
% 62.71/27.74  																																																					|-The branch is then unsatisfiable
% 62.71/27.74  																																																			|-Branch two:
% 62.71/27.74  																																																			| (807) all_0_47_47 = e1 & all_0_52_52 = e2 &  ~ (all_0_48_48 = e2)
% 62.71/27.74  																																																			|
% 62.71/27.74  																																																				| Applying alpha-rule on (807) yields:
% 62.71/27.74  																																																				| (654) all_0_47_47 = e1
% 62.71/27.74  																																																				| (352) all_0_52_52 = e2
% 62.71/27.74  																																																				| (810)  ~ (all_0_48_48 = e2)
% 62.71/27.74  																																																				|
% 62.71/27.74  																																																				| Combining equations (642,352) yields a new equation:
% 62.71/27.74  																																																				| (617) e2 = e1
% 62.71/27.74  																																																				|
% 62.71/27.74  																																																				| Equations (617) can reduce 122 to:
% 62.71/27.74  																																																				| (266) $false
% 62.71/27.74  																																																				|
% 62.71/27.74  																																																				|-The branch is then unsatisfiable
% 62.71/27.74  																																																		|-Branch two:
% 62.71/27.74  																																																		| (813) all_0_47_47 = e1 & all_0_52_52 = e2 &  ~ (all_0_51_51 = e1)
% 62.71/27.74  																																																		|
% 62.71/27.74  																																																			| Applying alpha-rule on (813) yields:
% 62.71/27.74  																																																			| (654) all_0_47_47 = e1
% 62.71/27.74  																																																			| (352) all_0_52_52 = e2
% 62.71/27.74  																																																			| (464)  ~ (all_0_51_51 = e1)
% 62.71/27.74  																																																			|
% 62.71/27.74  																																																			| Combining equations (642,352) yields a new equation:
% 62.71/27.74  																																																			| (617) e2 = e1
% 62.71/27.74  																																																			|
% 62.71/27.74  																																																			| Equations (617) can reduce 122 to:
% 62.71/27.74  																																																			| (266) $false
% 62.71/27.74  																																																			|
% 62.71/27.74  																																																			|-The branch is then unsatisfiable
% 62.71/27.74  																																																	|-Branch two:
% 62.71/27.74  																																																	| (819) all_0_47_47 = e0 & all_0_58_58 = e2 &  ~ (all_0_49_49 = e2)
% 62.71/27.74  																																																	|
% 62.71/27.74  																																																		| Applying alpha-rule on (819) yields:
% 62.71/27.74  																																																		| (674) all_0_47_47 = e0
% 62.71/27.74  																																																		| (624) all_0_58_58 = e2
% 62.71/27.74  																																																		| (340)  ~ (all_0_49_49 = e2)
% 62.71/27.74  																																																		|
% 62.71/27.74  																																																		| Combining equations (624,795) yields a new equation:
% 62.71/27.74  																																																		| (662) e3 = e2
% 62.71/27.74  																																																		|
% 62.71/27.74  																																																		| Equations (662) can reduce 212 to:
% 62.71/27.74  																																																		| (266) $false
% 62.71/27.74  																																																		|
% 62.71/27.74  																																																		|-The branch is then unsatisfiable
% 62.71/27.74  																																																|-Branch two:
% 62.71/27.74  																																																| (825) all_0_47_47 = e0 & all_0_58_58 = e2 &  ~ (all_0_56_56 = e0)
% 62.71/27.74  																																																|
% 62.71/27.74  																																																	| Applying alpha-rule on (825) yields:
% 62.71/27.74  																																																	| (674) all_0_47_47 = e0
% 62.71/27.74  																																																	| (624) all_0_58_58 = e2
% 62.71/27.74  																																																	| (828)  ~ (all_0_56_56 = e0)
% 62.71/27.74  																																																	|
% 62.71/27.74  																																																	| Combining equations (624,795) yields a new equation:
% 62.71/27.74  																																																	| (662) e3 = e2
% 62.71/27.74  																																																	|
% 62.71/27.74  																																																	| Equations (662) can reduce 212 to:
% 62.71/27.74  																																																	| (266) $false
% 62.71/27.74  																																																	|
% 62.71/27.74  																																																	|-The branch is then unsatisfiable
% 62.71/27.74  																																												|-Branch two:
% 62.71/27.74  																																												| (803)  ~ (all_0_55_55 = e0)
% 62.71/27.74  																																												| (863) all_0_56_56 = e0 | all_0_57_57 = e0 | all_0_58_58 = e0
% 62.71/27.74  																																												|
% 62.71/27.74  																																													+-Applying beta-rule and splitting (395), into two cases.
% 62.71/27.74  																																													|-Branch one:
% 62.71/27.74  																																													| (794) all_0_41_41 = e0
% 62.71/27.74  																																													|
% 62.71/27.74  																																														| Combining equations (794,453) yields a new equation:
% 62.71/27.74  																																														| (431) e1 = e0
% 62.71/27.74  																																														|
% 62.71/27.74  																																														| Equations (431) can reduce 233 to:
% 62.71/27.74  																																														| (266) $false
% 62.71/27.74  																																														|
% 62.71/27.74  																																														|-The branch is then unsatisfiable
% 62.71/27.74  																																													|-Branch two:
% 62.71/27.74  																																													| (357)  ~ (all_0_41_41 = e0)
% 62.71/27.74  																																													| (895) all_0_46_46 = e0 | all_0_55_55 = e0
% 62.71/27.74  																																													|
% 62.71/27.74  																																														+-Applying beta-rule and splitting (895), into two cases.
% 62.71/27.74  																																														|-Branch one:
% 62.71/27.74  																																														| (538) all_0_46_46 = e0
% 62.71/27.74  																																														|
% 62.71/27.74  																																															| Combining equations (1794,538) yields a new equation:
% 62.71/27.74  																																															| (391) e2 = e0
% 62.71/27.74  																																															|
% 62.71/27.74  																																															| Simplifying 391 yields:
% 62.71/27.74  																																															| (330) e2 = e0
% 62.71/27.74  																																															|
% 62.71/27.74  																																															| Equations (330) can reduce 128 to:
% 62.71/27.74  																																															| (266) $false
% 62.71/27.74  																																															|
% 62.71/27.74  																																															|-The branch is then unsatisfiable
% 62.71/27.74  																																														|-Branch two:
% 62.71/27.74  																																														| (831)  ~ (all_0_46_46 = e0)
% 62.71/27.74  																																														| (858) all_0_55_55 = e0
% 62.71/27.74  																																														|
% 62.71/27.74  																																															| Equations (858) can reduce 803 to:
% 62.71/27.74  																																															| (266) $false
% 62.71/27.74  																																															|
% 62.71/27.74  																																															|-The branch is then unsatisfiable
% 62.71/27.74  																																									|-Branch two:
% 62.71/27.74  																																									| (466)  ~ (all_0_56_56 = e1)
% 62.71/27.74  																																									| (1574) all_0_57_57 = e1 | all_0_58_58 = e1
% 62.71/27.74  																																									|
% 62.71/27.74  																																										+-Applying beta-rule and splitting (1574), into two cases.
% 62.71/27.74  																																										|-Branch one:
% 62.71/27.74  																																										| (647) all_0_57_57 = e1
% 62.71/27.74  																																										|
% 62.71/27.74  																																											| Combining equations (442,647) yields a new equation:
% 62.71/27.74  																																											| (616) e2 = e1
% 62.71/27.74  																																											|
% 62.71/27.74  																																											| Simplifying 616 yields:
% 62.71/27.74  																																											| (617) e2 = e1
% 62.71/27.74  																																											|
% 62.71/27.74  																																											| Equations (617) can reduce 122 to:
% 62.71/27.74  																																											| (266) $false
% 62.71/27.74  																																											|
% 62.71/27.74  																																											|-The branch is then unsatisfiable
% 62.71/27.74  																																										|-Branch two:
% 62.71/27.74  																																										| (1670)  ~ (all_0_57_57 = e1)
% 62.71/27.74  																																										| (918) all_0_58_58 = e1
% 62.71/27.74  																																										|
% 62.71/27.74  																																											| Equations (918) can reduce 880 to:
% 62.71/27.74  																																											| (266) $false
% 62.71/27.74  																																											|
% 62.71/27.74  																																											|-The branch is then unsatisfiable
% 62.71/27.74  																																					|-Branch two:
% 62.71/27.74  																																					| (457)  ~ (all_0_41_41 = e1)
% 62.71/27.74  																																					| (458) all_0_42_42 = e1 | all_0_43_43 = e1 | all_0_44_44 = e1
% 62.71/27.74  																																					|
% 62.71/27.74  																																						+-Applying beta-rule and splitting (458), into two cases.
% 62.71/27.74  																																						|-Branch one:
% 62.71/27.74  																																						| (459) all_0_42_42 = e1
% 62.71/27.74  																																						|
% 62.71/27.74  																																							| Combining equations (459,516) yields a new equation:
% 62.71/27.74  																																							| (455) e3 = e1
% 62.71/27.74  																																							|
% 62.71/27.74  																																							| Equations (455) can reduce 213 to:
% 62.71/27.74  																																							| (266) $false
% 62.71/27.74  																																							|
% 62.71/27.74  																																							|-The branch is then unsatisfiable
% 62.71/27.74  																																						|-Branch two:
% 62.71/27.74  																																						| (1380)  ~ (all_0_42_42 = e1)
% 62.71/27.74  																																						| (1381) all_0_43_43 = e1 | all_0_44_44 = e1
% 62.71/27.74  																																						|
% 62.71/27.74  																																							+-Applying beta-rule and splitting (163), into two cases.
% 62.71/27.74  																																							|-Branch one:
% 62.71/27.74  																																							| (565) all_0_52_52 = e4
% 62.71/27.74  																																							|
% 62.71/27.74  																																								| Combining equations (642,565) yields a new equation:
% 62.71/27.74  																																								| (630) e4 = e1
% 62.71/27.74  																																								|
% 62.71/27.74  																																								| Equations (630) can reduce 110 to:
% 62.71/27.74  																																								| (266) $false
% 62.71/27.74  																																								|
% 62.71/27.74  																																								|-The branch is then unsatisfiable
% 62.71/27.74  																																							|-Branch two:
% 62.71/27.74  																																							| (780)  ~ (all_0_52_52 = e4)
% 62.71/27.74  																																							| (781) (all_0_41_41 = e0 & all_0_58_58 = e3 &  ~ (all_0_44_44 = e3)) | (all_0_41_41 = e0 & all_0_58_58 = e3 &  ~ (all_0_55_55 = e0)) | (all_0_47_47 = e1 & all_0_52_52 = e2 &  ~ (all_0_48_48 = e2)) | (all_0_47_47 = e1 & all_0_52_52 = e2 &  ~ (all_0_51_51 = e1)) | (all_0_47_47 = e0 & all_0_58_58 = e2 &  ~ (all_0_49_49 = e2)) | (all_0_47_47 = e0 & all_0_58_58 = e2 &  ~ (all_0_56_56 = e0))
% 62.71/27.74  																																							|
% 62.71/27.74  																																								| Equations (642) can reduce 780 to:
% 62.71/27.74  																																								| (602)  ~ (e4 = e1)
% 62.71/27.74  																																								|
% 62.71/27.74  																																								| Simplifying 602 yields:
% 62.71/27.74  																																								| (110)  ~ (e4 = e1)
% 62.71/27.74  																																								|
% 62.71/27.74  																																								+-Applying beta-rule and splitting (1381), into two cases.
% 62.71/27.74  																																								|-Branch one:
% 62.71/27.74  																																								| (430) all_0_43_43 = e1
% 62.71/27.74  																																								|
% 62.71/27.74  																																									| Combining equations (430,396) yields a new equation:
% 62.71/27.74  																																									| (630) e4 = e1
% 62.71/27.74  																																									|
% 62.71/27.74  																																									| Equations (630) can reduce 110 to:
% 62.71/27.74  																																									| (266) $false
% 62.71/27.74  																																									|
% 62.71/27.74  																																									|-The branch is then unsatisfiable
% 62.71/27.74  																																								|-Branch two:
% 62.71/27.74  																																								| (433)  ~ (all_0_43_43 = e1)
% 62.71/27.74  																																								| (635) all_0_44_44 = e1
% 62.71/27.74  																																								|
% 62.71/27.74  																																									| Equations (635) can reduce 639 to:
% 62.71/27.74  																																									| (266) $false
% 62.71/27.74  																																									|
% 62.71/27.74  																																									|-The branch is then unsatisfiable
% 62.71/27.74  																																		|-Branch two:
% 62.71/27.74  																																		| (405)  ~ (all_0_42_42 = e3)
% 62.71/27.74  																																		| (532) all_0_44_44 = e3
% 62.71/27.74  																																		|
% 62.71/27.74  																																			| Equations (532) can reduce 407 to:
% 62.71/27.74  																																			| (266) $false
% 62.71/27.74  																																			|
% 62.71/27.74  																																			|-The branch is then unsatisfiable
% 62.71/27.74  																														|-Branch two:
% 62.71/27.74  																														| (252)  ~ (all_0_47_47 = e4)
% 62.71/27.74  																														| (1793) all_0_47_47 = e3 | all_0_47_47 = e1 | all_0_47_47 = e0
% 62.71/27.74  																														|
% 62.71/27.74  																															+-Applying beta-rule and splitting (1793), into two cases.
% 62.71/27.74  																															|-Branch one:
% 62.71/27.74  																															| (674) all_0_47_47 = e0
% 62.71/27.74  																															|
% 62.71/27.74  																																| Equations (674) can reduce 678 to:
% 62.71/27.74  																																| (266) $false
% 62.71/27.74  																																|
% 62.71/27.74  																																|-The branch is then unsatisfiable
% 62.71/27.74  																															|-Branch two:
% 62.71/27.74  																															| (678)  ~ (all_0_47_47 = e0)
% 62.71/27.74  																															| (1831) all_0_47_47 = e3 | all_0_47_47 = e1
% 62.71/27.74  																															|
% 62.71/27.74  																																+-Applying beta-rule and splitting (1831), into two cases.
% 62.71/27.74  																																|-Branch one:
% 62.71/27.74  																																| (654) all_0_47_47 = e1
% 62.71/27.74  																																|
% 62.71/27.74  																																	| Equations (654) can reduce 462 to:
% 62.71/27.74  																																	| (266) $false
% 62.71/27.74  																																	|
% 62.71/27.74  																																	|-The branch is then unsatisfiable
% 62.71/27.74  																																|-Branch two:
% 62.71/27.74  																																| (462)  ~ (all_0_47_47 = e1)
% 62.71/27.74  																																| (522) all_0_47_47 = e3
% 62.71/27.74  																																|
% 62.71/27.74  																																	| Equations (522) can reduce 1091 to:
% 62.71/27.74  																																	| (266) $false
% 62.71/27.74  																																	|
% 62.71/27.74  																																	|-The branch is then unsatisfiable
% 62.71/27.74  																												|-Branch two:
% 62.71/27.74  																												| (1064)  ~ (all_0_49_49 = e1)
% 62.71/27.74  																												| (884) all_0_49_49 = e3
% 62.71/27.74  																												|
% 62.71/27.74  																													| Equations (884) can reduce 525 to:
% 62.71/27.74  																													| (266) $false
% 62.71/27.74  																													|
% 62.71/27.74  																													|-The branch is then unsatisfiable
% 62.71/27.74  																								|-Branch two:
% 62.71/27.74  																								| (1453)  ~ (all_0_53_53 = e4)
% 62.71/27.74  																								| (1694) all_0_53_53 = e3 | all_0_53_53 = e1
% 62.71/27.74  																								|
% 62.71/27.74  																									+-Applying beta-rule and splitting (1694), into two cases.
% 62.71/27.74  																									|-Branch one:
% 62.71/27.74  																									| (1208) all_0_53_53 = e1
% 62.71/27.74  																									|
% 62.71/27.74  																										| Equations (1208) can reduce 1459 to:
% 62.71/27.74  																										| (266) $false
% 62.71/27.74  																										|
% 62.71/27.74  																										|-The branch is then unsatisfiable
% 62.71/27.74  																									|-Branch two:
% 62.71/27.74  																									| (1459)  ~ (all_0_53_53 = e1)
% 62.71/27.74  																									| (665) all_0_53_53 = e3
% 62.71/27.74  																									|
% 62.71/27.74  																										| Equations (665) can reduce 903 to:
% 62.71/27.74  																										| (266) $false
% 62.71/27.74  																										|
% 62.71/27.74  																										|-The branch is then unsatisfiable
% 62.71/27.74  																					|-Branch two:
% 62.71/27.74  																					| (1099)  ~ (all_0_51_51 = e2)
% 62.71/27.74  																					| (1152) all_0_52_52 = e2 | all_0_53_53 = e2
% 62.71/27.74  																					|
% 62.71/27.74  																						+-Applying beta-rule and splitting (1152), into two cases.
% 62.71/27.74  																						|-Branch one:
% 62.71/27.74  																						| (352) all_0_52_52 = e2
% 62.71/27.74  																						|
% 62.71/27.74  																							| Combining equations (352,642) yields a new equation:
% 62.71/27.74  																							| (616) e2 = e1
% 62.71/27.74  																							|
% 62.71/27.74  																							| Simplifying 616 yields:
% 62.71/27.74  																							| (617) e2 = e1
% 62.71/27.74  																							|
% 62.71/27.74  																							| Equations (617) can reduce 122 to:
% 62.71/27.74  																							| (266) $false
% 62.71/27.74  																							|
% 62.71/27.74  																							|-The branch is then unsatisfiable
% 62.71/27.74  																						|-Branch two:
% 62.71/27.74  																						| (342)  ~ (all_0_52_52 = e2)
% 62.71/27.74  																						| (607) all_0_53_53 = e2
% 62.71/27.74  																						|
% 62.71/27.74  																							| Equations (607) can reduce 509 to:
% 62.71/27.74  																							| (266) $false
% 62.71/27.74  																							|
% 62.71/27.74  																							|-The branch is then unsatisfiable
% 62.71/27.74  																	|-Branch two:
% 62.71/27.74  																	| (300)  ~ (all_0_46_46 = e2)
% 62.71/27.74  																	| (10171) all_0_47_47 = e2 | all_0_48_48 = e2 | all_0_49_49 = e2
% 62.71/27.74  																	|
% 62.71/27.75  																		+-Applying beta-rule and splitting (24424), into two cases.
% 62.71/27.75  																		|-Branch one:
% 62.71/27.75  																		| (1794) all_0_46_46 = e2
% 62.71/27.75  																		|
% 62.71/27.75  																			| Equations (1794) can reduce 300 to:
% 62.71/27.75  																			| (266) $false
% 62.71/27.75  																			|
% 62.71/27.75  																			|-The branch is then unsatisfiable
% 62.71/27.75  																		|-Branch two:
% 62.71/27.75  																		| (300)  ~ (all_0_46_46 = e2)
% 62.71/27.75  																		| (24428) all_0_50_50 = e2 | all_0_55_55 = e2
% 62.71/27.75  																		|
% 62.71/27.75  																			+-Applying beta-rule and splitting (24428), into two cases.
% 62.71/27.75  																			|-Branch one:
% 62.71/27.75  																			| (378) all_0_50_50 = e2
% 62.71/27.75  																			|
% 62.71/27.75  																				| Equations (378) can reduce 59 to:
% 62.71/27.75  																				| (17668)  ~ (all_0_51_51 = e2)
% 62.71/27.75  																				|
% 62.71/27.75  																				| Simplifying 17668 yields:
% 62.71/27.75  																				| (1099)  ~ (all_0_51_51 = e2)
% 62.71/27.75  																				|
% 62.71/27.75  																				| Equations (378) can reduce 190 to:
% 62.71/27.75  																				| (508)  ~ (all_0_53_53 = e2)
% 62.71/27.75  																				|
% 62.71/27.75  																				| Simplifying 508 yields:
% 62.71/27.75  																				| (509)  ~ (all_0_53_53 = e2)
% 62.71/27.75  																				|
% 62.71/27.75  																				| Equations (378) can reduce 566 to:
% 62.71/27.75  																				| (327)  ~ (e4 = e2)
% 62.71/27.75  																				|
% 62.71/27.75  																				| Simplifying 327 yields:
% 62.71/27.75  																				| (48)  ~ (e4 = e2)
% 62.71/27.75  																				|
% 62.71/27.75  																				| Equations (378) can reduce 759 to:
% 62.71/27.75  																				| (122)  ~ (e2 = e1)
% 62.71/27.75  																				|
% 62.71/27.75  																				+-Applying beta-rule and splitting (385), into two cases.
% 62.71/27.75  																				|-Branch one:
% 62.71/27.75  																				| (1105) all_0_47_47 = e2
% 62.71/27.75  																				|
% 62.71/27.75  																					| Equations (1105) can reduce 224 to:
% 62.71/27.75  																					| (17668)  ~ (all_0_51_51 = e2)
% 62.71/27.75  																					|
% 62.71/27.75  																					| Simplifying 17668 yields:
% 62.71/27.75  																					| (1099)  ~ (all_0_51_51 = e2)
% 62.71/27.75  																					|
% 62.71/27.75  																					| Equations (1105) can reduce 678 to:
% 62.71/27.75  																					| (128)  ~ (e2 = e0)
% 62.71/27.75  																					|
% 62.71/27.75  																					+-Applying beta-rule and splitting (164), into two cases.
% 62.71/27.75  																					|-Branch one:
% 62.71/27.75  																					| (471) all_0_39_39 = e4
% 62.71/27.75  																					|
% 62.71/27.75  																						| Combining equations (471,480) yields a new equation:
% 62.71/27.75  																						| (481) e4 = e0
% 62.71/27.75  																						|
% 62.71/27.75  																						| Simplifying 481 yields:
% 62.71/27.75  																						| (397) e4 = e0
% 62.71/27.75  																						|
% 62.71/27.75  																						| Equations (397) can reduce 49 to:
% 62.71/27.75  																						| (266) $false
% 62.71/27.75  																						|
% 62.71/27.75  																						|-The branch is then unsatisfiable
% 62.71/27.75  																					|-Branch two:
% 62.71/27.75  																					| (1377)  ~ (all_0_39_39 = e4)
% 62.71/27.75  																					| (2115) all_0_42_42 = e4 | all_0_47_47 = e4 | all_0_51_51 = e4 | all_0_56_56 = e4
% 62.71/27.75  																					|
% 62.71/27.75  																						+-Applying beta-rule and splitting (2115), into two cases.
% 62.71/27.75  																						|-Branch one:
% 62.71/27.75  																						| (1392) all_0_42_42 = e4
% 62.71/27.75  																						|
% 62.71/27.75  																							| Equations (1392) can reduce 1890 to:
% 62.71/27.75  																							| (266) $false
% 62.71/27.75  																							|
% 62.71/27.75  																							|-The branch is then unsatisfiable
% 62.71/27.75  																						|-Branch two:
% 62.71/27.75  																						| (1890)  ~ (all_0_42_42 = e4)
% 62.71/27.75  																						| (2246) all_0_47_47 = e4 | all_0_51_51 = e4 | all_0_56_56 = e4
% 62.71/27.75  																						|
% 62.71/27.75  																							+-Applying beta-rule and splitting (2246), into two cases.
% 62.71/27.75  																							|-Branch one:
% 62.71/27.75  																							| (1790) all_0_47_47 = e4
% 62.71/27.75  																							|
% 62.71/27.75  																								| Combining equations (1105,1790) yields a new equation:
% 62.71/27.75  																								| (323) e4 = e2
% 62.71/27.75  																								|
% 62.71/27.75  																								| Equations (323) can reduce 48 to:
% 62.71/27.75  																								| (266) $false
% 62.71/27.75  																								|
% 62.71/27.75  																								|-The branch is then unsatisfiable
% 62.71/27.75  																							|-Branch two:
% 62.71/27.75  																							| (252)  ~ (all_0_47_47 = e4)
% 62.71/27.75  																							| (6548) all_0_51_51 = e4 | all_0_56_56 = e4
% 62.71/27.75  																							|
% 62.71/27.75  																								+-Applying beta-rule and splitting (6548), into two cases.
% 62.71/27.75  																								|-Branch one:
% 62.71/27.75  																								| (1101) all_0_51_51 = e4
% 62.71/27.75  																								|
% 62.71/27.75  																									| Equations (1101) can reduce 6 to:
% 62.71/27.75  																									| (1452)  ~ (all_0_53_53 = e4)
% 62.71/27.75  																									|
% 62.71/27.75  																									| Simplifying 1452 yields:
% 62.71/27.75  																									| (1453)  ~ (all_0_53_53 = e4)
% 62.71/27.75  																									|
% 62.71/27.75  																									| Equations (1101) can reduce 1099 to:
% 62.71/27.75  																									| (48)  ~ (e4 = e2)
% 62.71/27.75  																									|
% 62.71/27.75  																									| Equations (1101) can reduce 464 to:
% 62.71/27.75  																									| (110)  ~ (e4 = e1)
% 62.71/27.75  																									|
% 62.71/27.75  																									+-Applying beta-rule and splitting (196), into two cases.
% 62.71/27.75  																									|-Branch one:
% 62.71/27.75  																									| (607) all_0_53_53 = e2
% 62.71/27.75  																									|
% 62.71/27.75  																										| Equations (607) can reduce 509 to:
% 62.71/27.75  																										| (266) $false
% 62.71/27.75  																										|
% 62.71/27.75  																										|-The branch is then unsatisfiable
% 62.71/27.75  																									|-Branch two:
% 62.71/27.75  																									| (509)  ~ (all_0_53_53 = e2)
% 62.71/27.75  																									| (610) all_0_53_53 = e4 | all_0_53_53 = e3 | all_0_53_53 = e1
% 62.71/27.75  																									|
% 62.71/27.75  																										+-Applying beta-rule and splitting (150), into two cases.
% 62.71/27.75  																										|-Branch one:
% 62.71/27.75  																										| (1378) all_0_40_40 = e4
% 62.71/27.75  																										|
% 62.71/27.75  																											| Combining equations (1378,313) yields a new equation:
% 62.71/27.75  																											| (322) e4 = e2
% 62.71/27.75  																											|
% 62.71/27.75  																											| Simplifying 322 yields:
% 62.71/27.75  																											| (323) e4 = e2
% 62.71/27.75  																											|
% 62.71/27.75  																											| Equations (323) can reduce 48 to:
% 62.71/27.75  																											| (266) $false
% 62.71/27.75  																											|
% 62.71/27.75  																											|-The branch is then unsatisfiable
% 62.71/27.75  																										|-Branch two:
% 62.71/27.75  																										| (447)  ~ (all_0_40_40 = e4)
% 62.71/27.75  																										| (2271) all_0_44_44 = e4 | all_0_49_49 = e4 | all_0_53_53 = e4 | all_0_58_58 = e4
% 62.71/27.75  																										|
% 62.71/27.75  																											+-Applying beta-rule and splitting (2271), into two cases.
% 62.71/27.75  																											|-Branch one:
% 62.71/27.75  																											| (446) all_0_44_44 = e4
% 62.71/27.75  																											|
% 62.71/27.75  																												| Equations (446) can reduce 1390 to:
% 62.71/27.75  																												| (266) $false
% 62.71/27.75  																												|
% 62.71/27.75  																												|-The branch is then unsatisfiable
% 62.71/27.75  																											|-Branch two:
% 62.71/27.75  																											| (1390)  ~ (all_0_44_44 = e4)
% 62.71/27.75  																											| (7998) all_0_49_49 = e4 | all_0_53_53 = e4 | all_0_58_58 = e4
% 62.71/27.75  																											|
% 62.71/27.75  																												+-Applying beta-rule and splitting (7998), into two cases.
% 62.71/27.75  																												|-Branch one:
% 62.71/27.75  																												| (974) all_0_49_49 = e4
% 62.71/27.75  																												|
% 62.71/27.75  																													| Equations (974) can reduce 65 to:
% 62.71/27.75  																													| (1452)  ~ (all_0_53_53 = e4)
% 62.71/27.75  																													|
% 62.71/27.75  																													| Simplifying 1452 yields:
% 62.71/27.75  																													| (1453)  ~ (all_0_53_53 = e4)
% 62.71/27.75  																													|
% 62.71/27.75  																													+-Applying beta-rule and splitting (610), into two cases.
% 62.71/27.75  																													|-Branch one:
% 62.71/27.75  																													| (1298) all_0_53_53 = e4
% 62.71/27.75  																													|
% 62.71/27.75  																														| Equations (1298) can reduce 1453 to:
% 62.71/27.75  																														| (266) $false
% 62.71/27.75  																														|
% 62.71/27.75  																														|-The branch is then unsatisfiable
% 62.71/27.75  																													|-Branch two:
% 62.71/27.75  																													| (1453)  ~ (all_0_53_53 = e4)
% 62.71/27.75  																													| (1694) all_0_53_53 = e3 | all_0_53_53 = e1
% 62.71/27.75  																													|
% 62.71/27.75  																														+-Applying beta-rule and splitting (1694), into two cases.
% 62.71/27.75  																														|-Branch one:
% 62.71/27.75  																														| (1208) all_0_53_53 = e1
% 62.71/27.75  																														|
% 62.71/27.75  																															| Equations (1208) can reduce 1459 to:
% 62.71/27.75  																															| (266) $false
% 62.71/27.75  																															|
% 62.71/27.75  																															|-The branch is then unsatisfiable
% 62.71/27.75  																														|-Branch two:
% 62.71/27.75  																														| (1459)  ~ (all_0_53_53 = e1)
% 62.71/27.75  																														| (665) all_0_53_53 = e3
% 62.71/27.75  																														|
% 62.71/27.75  																															| Equations (665) can reduce 10 to:
% 62.71/27.75  																															| (275)  ~ (all_0_58_58 = e3)
% 62.71/27.75  																															|
% 62.71/27.75  																															| Simplifying 275 yields:
% 62.71/27.75  																															| (276)  ~ (all_0_58_58 = e3)
% 62.71/27.75  																															|
% 62.71/27.75  																															+-Applying beta-rule and splitting (163), into two cases.
% 62.71/27.75  																															|-Branch one:
% 62.71/27.75  																															| (565) all_0_52_52 = e4
% 62.71/27.75  																															|
% 62.71/27.75  																																| Combining equations (642,565) yields a new equation:
% 62.71/27.75  																																| (630) e4 = e1
% 62.71/27.75  																																|
% 62.71/27.75  																																| Equations (630) can reduce 110 to:
% 62.71/27.75  																																| (266) $false
% 62.71/27.75  																																|
% 62.71/27.75  																																|-The branch is then unsatisfiable
% 62.71/27.75  																															|-Branch two:
% 62.71/27.75  																															| (780)  ~ (all_0_52_52 = e4)
% 62.77/27.75  																															| (781) (all_0_41_41 = e0 & all_0_58_58 = e3 &  ~ (all_0_44_44 = e3)) | (all_0_41_41 = e0 & all_0_58_58 = e3 &  ~ (all_0_55_55 = e0)) | (all_0_47_47 = e1 & all_0_52_52 = e2 &  ~ (all_0_48_48 = e2)) | (all_0_47_47 = e1 & all_0_52_52 = e2 &  ~ (all_0_51_51 = e1)) | (all_0_47_47 = e0 & all_0_58_58 = e2 &  ~ (all_0_49_49 = e2)) | (all_0_47_47 = e0 & all_0_58_58 = e2 &  ~ (all_0_56_56 = e0))
% 62.77/27.75  																															|
% 62.77/27.75  																																+-Applying beta-rule and splitting (781), into two cases.
% 62.77/27.75  																																|-Branch one:
% 62.77/27.75  																																| (789) (all_0_41_41 = e0 & all_0_58_58 = e3 &  ~ (all_0_44_44 = e3)) | (all_0_41_41 = e0 & all_0_58_58 = e3 &  ~ (all_0_55_55 = e0)) | (all_0_47_47 = e1 & all_0_52_52 = e2 &  ~ (all_0_48_48 = e2)) | (all_0_47_47 = e1 & all_0_52_52 = e2 &  ~ (all_0_51_51 = e1)) | (all_0_47_47 = e0 & all_0_58_58 = e2 &  ~ (all_0_49_49 = e2))
% 62.77/27.75  																																|
% 62.77/27.75  																																	+-Applying beta-rule and splitting (789), into two cases.
% 62.77/27.75  																																	|-Branch one:
% 62.77/27.75  																																	| (790) (all_0_41_41 = e0 & all_0_58_58 = e3 &  ~ (all_0_44_44 = e3)) | (all_0_41_41 = e0 & all_0_58_58 = e3 &  ~ (all_0_55_55 = e0)) | (all_0_47_47 = e1 & all_0_52_52 = e2 &  ~ (all_0_48_48 = e2)) | (all_0_47_47 = e1 & all_0_52_52 = e2 &  ~ (all_0_51_51 = e1))
% 62.77/27.75  																																	|
% 62.77/27.75  																																		+-Applying beta-rule and splitting (790), into two cases.
% 62.77/27.75  																																		|-Branch one:
% 62.77/27.75  																																		| (791) (all_0_41_41 = e0 & all_0_58_58 = e3 &  ~ (all_0_44_44 = e3)) | (all_0_41_41 = e0 & all_0_58_58 = e3 &  ~ (all_0_55_55 = e0)) | (all_0_47_47 = e1 & all_0_52_52 = e2 &  ~ (all_0_48_48 = e2))
% 62.77/27.75  																																		|
% 62.77/27.75  																																			+-Applying beta-rule and splitting (791), into two cases.
% 62.77/27.75  																																			|-Branch one:
% 62.77/27.75  																																			| (792) (all_0_41_41 = e0 & all_0_58_58 = e3 &  ~ (all_0_44_44 = e3)) | (all_0_41_41 = e0 & all_0_58_58 = e3 &  ~ (all_0_55_55 = e0))
% 62.77/27.75  																																			|
% 62.77/27.75  																																				+-Applying beta-rule and splitting (792), into two cases.
% 62.77/27.75  																																				|-Branch one:
% 62.77/27.75  																																				| (793) all_0_41_41 = e0 & all_0_58_58 = e3 &  ~ (all_0_44_44 = e3)
% 62.77/27.75  																																				|
% 62.77/27.75  																																					| Applying alpha-rule on (793) yields:
% 62.77/27.75  																																					| (794) all_0_41_41 = e0
% 62.77/27.75  																																					| (795) all_0_58_58 = e3
% 62.77/27.75  																																					| (407)  ~ (all_0_44_44 = e3)
% 62.77/27.75  																																					|
% 62.77/27.75  																																					| Equations (795) can reduce 276 to:
% 62.77/27.75  																																					| (266) $false
% 62.77/27.75  																																					|
% 62.77/27.75  																																					|-The branch is then unsatisfiable
% 62.77/27.75  																																				|-Branch two:
% 62.77/27.75  																																				| (800) all_0_41_41 = e0 & all_0_58_58 = e3 &  ~ (all_0_55_55 = e0)
% 62.77/27.75  																																				|
% 62.77/27.75  																																					| Applying alpha-rule on (800) yields:
% 62.77/27.75  																																					| (794) all_0_41_41 = e0
% 62.77/27.75  																																					| (795) all_0_58_58 = e3
% 62.77/27.75  																																					| (803)  ~ (all_0_55_55 = e0)
% 62.77/27.75  																																					|
% 62.77/27.75  																																					| Equations (795) can reduce 276 to:
% 62.77/27.75  																																					| (266) $false
% 62.77/27.75  																																					|
% 62.77/27.75  																																					|-The branch is then unsatisfiable
% 62.77/27.75  																																			|-Branch two:
% 62.77/27.75  																																			| (807) all_0_47_47 = e1 & all_0_52_52 = e2 &  ~ (all_0_48_48 = e2)
% 62.77/27.75  																																			|
% 62.77/27.75  																																				| Applying alpha-rule on (807) yields:
% 62.77/27.75  																																				| (654) all_0_47_47 = e1
% 62.77/27.75  																																				| (352) all_0_52_52 = e2
% 62.77/27.75  																																				| (810)  ~ (all_0_48_48 = e2)
% 62.77/27.75  																																				|
% 62.77/27.75  																																				| Combining equations (642,352) yields a new equation:
% 62.77/27.75  																																				| (617) e2 = e1
% 62.77/27.75  																																				|
% 62.77/27.75  																																				| Equations (617) can reduce 122 to:
% 62.77/27.75  																																				| (266) $false
% 62.77/27.75  																																				|
% 62.77/27.75  																																				|-The branch is then unsatisfiable
% 62.77/27.75  																																		|-Branch two:
% 62.77/27.75  																																		| (813) all_0_47_47 = e1 & all_0_52_52 = e2 &  ~ (all_0_51_51 = e1)
% 62.77/27.75  																																		|
% 62.77/27.75  																																			| Applying alpha-rule on (813) yields:
% 62.77/27.75  																																			| (654) all_0_47_47 = e1
% 62.77/27.75  																																			| (352) all_0_52_52 = e2
% 62.77/27.75  																																			| (464)  ~ (all_0_51_51 = e1)
% 62.77/27.75  																																			|
% 62.77/27.75  																																			| Combining equations (642,352) yields a new equation:
% 62.77/27.75  																																			| (617) e2 = e1
% 62.77/27.75  																																			|
% 62.77/27.75  																																			| Equations (617) can reduce 122 to:
% 62.77/27.75  																																			| (266) $false
% 62.77/27.75  																																			|
% 62.77/27.75  																																			|-The branch is then unsatisfiable
% 62.77/27.75  																																	|-Branch two:
% 62.77/27.75  																																	| (819) all_0_47_47 = e0 & all_0_58_58 = e2 &  ~ (all_0_49_49 = e2)
% 62.77/27.75  																																	|
% 62.77/27.75  																																		| Applying alpha-rule on (819) yields:
% 62.77/27.75  																																		| (674) all_0_47_47 = e0
% 62.77/27.75  																																		| (624) all_0_58_58 = e2
% 62.77/27.75  																																		| (340)  ~ (all_0_49_49 = e2)
% 62.77/27.75  																																		|
% 62.77/27.75  																																		| Combining equations (674,1105) yields a new equation:
% 62.77/27.75  																																		| (330) e2 = e0
% 62.77/27.75  																																		|
% 62.77/27.75  																																		| Equations (330) can reduce 128 to:
% 62.77/27.75  																																		| (266) $false
% 62.77/27.75  																																		|
% 62.77/27.75  																																		|-The branch is then unsatisfiable
% 62.77/27.75  																																|-Branch two:
% 62.77/27.75  																																| (825) all_0_47_47 = e0 & all_0_58_58 = e2 &  ~ (all_0_56_56 = e0)
% 62.77/27.75  																																|
% 62.77/27.75  																																	| Applying alpha-rule on (825) yields:
% 62.77/27.75  																																	| (674) all_0_47_47 = e0
% 62.77/27.75  																																	| (624) all_0_58_58 = e2
% 62.77/27.75  																																	| (828)  ~ (all_0_56_56 = e0)
% 62.77/27.75  																																	|
% 62.77/27.75  																																	| Combining equations (674,1105) yields a new equation:
% 62.77/27.75  																																	| (330) e2 = e0
% 62.77/27.75  																																	|
% 62.77/27.75  																																	| Equations (330) can reduce 128 to:
% 62.77/27.75  																																	| (266) $false
% 62.77/27.75  																																	|
% 62.77/27.75  																																	|-The branch is then unsatisfiable
% 62.77/27.75  																												|-Branch two:
% 62.77/27.75  																												| (256)  ~ (all_0_49_49 = e4)
% 62.77/27.75  																												| (8013) all_0_53_53 = e4 | all_0_58_58 = e4
% 62.77/27.75  																												|
% 62.77/27.75  																													+-Applying beta-rule and splitting (8013), into two cases.
% 62.77/27.75  																													|-Branch one:
% 62.77/27.75  																													| (1298) all_0_53_53 = e4
% 62.77/27.75  																													|
% 62.77/27.75  																														| Equations (1298) can reduce 1453 to:
% 62.77/27.75  																														| (266) $false
% 62.77/27.75  																														|
% 62.77/27.75  																														|-The branch is then unsatisfiable
% 62.77/27.75  																													|-Branch two:
% 62.77/27.75  																													| (1453)  ~ (all_0_53_53 = e4)
% 62.77/27.75  																													| (910) all_0_58_58 = e4
% 62.77/27.75  																													|
% 62.77/27.75  																														| Equations (910) can reduce 451 to:
% 62.77/27.75  																														| (266) $false
% 62.77/27.75  																														|
% 62.77/27.75  																														|-The branch is then unsatisfiable
% 62.77/27.75  																								|-Branch two:
% 62.77/27.75  																								| (475)  ~ (all_0_51_51 = e4)
% 62.77/27.75  																								| (842) all_0_56_56 = e4
% 62.77/27.75  																								|
% 62.77/27.75  																									| Equations (842) can reduce 477 to:
% 62.77/27.75  																									| (266) $false
% 62.77/27.75  																									|
% 62.77/27.75  																									|-The branch is then unsatisfiable
% 62.77/27.76  																				|-Branch two:
% 62.77/27.76  																				| (338)  ~ (all_0_47_47 = e2)
% 62.77/27.76  																				| (1108) all_0_51_51 = e2 | all_0_56_56 = e2
% 62.77/27.76  																				|
% 62.77/27.76  																					+-Applying beta-rule and splitting (1108), into two cases.
% 62.77/27.76  																					|-Branch one:
% 62.77/27.76  																					| (504) all_0_51_51 = e2
% 62.77/27.76  																					|
% 62.77/27.76  																						| Equations (504) can reduce 1099 to:
% 62.77/27.76  																						| (266) $false
% 62.77/27.76  																						|
% 62.77/27.76  																						|-The branch is then unsatisfiable
% 62.77/27.76  																					|-Branch two:
% 62.77/27.76  																					| (1099)  ~ (all_0_51_51 = e2)
% 62.77/27.76  																					| (833) all_0_56_56 = e2
% 62.77/27.76  																					|
% 62.77/27.76  																						| Equations (833) can reduce 511 to:
% 62.77/27.76  																						| (266) $false
% 62.77/27.76  																						|
% 62.77/27.76  																						|-The branch is then unsatisfiable
% 62.77/27.76  																			|-Branch two:
% 62.77/27.76  																			| (302)  ~ (all_0_50_50 = e2)
% 62.77/27.76  																			| (386) all_0_55_55 = e2
% 62.77/27.76  																			|
% 62.77/27.76  																				| Equations (386) can reduce 304 to:
% 62.77/27.76  																				| (266) $false
% 62.77/27.76  																				|
% 62.77/27.76  																				|-The branch is then unsatisfiable
% 62.77/27.76  													|-Branch two:
% 62.77/27.76  													| (399)  ~ (all_0_43_43 = e4)
% 62.77/27.76  													| (6374) all_0_43_43 = e1 | all_0_43_43 = e0
% 62.77/27.76  													|
% 62.77/27.76  														+-Applying beta-rule and splitting (230), into two cases.
% 62.77/27.76  														|-Branch one:
% 62.77/27.76  														| (396) all_0_43_43 = e4
% 62.77/27.76  														|
% 62.77/27.76  															| Equations (396) can reduce 399 to:
% 62.77/27.76  															| (266) $false
% 62.77/27.76  															|
% 62.77/27.76  															|-The branch is then unsatisfiable
% 62.77/27.76  														|-Branch two:
% 62.77/27.76  														| (399)  ~ (all_0_43_43 = e4)
% 62.77/27.76  														| (400) all_0_48_48 = e4 | all_0_52_52 = e4 | all_0_57_57 = e4
% 62.77/27.76  														|
% 62.77/27.76  															+-Applying beta-rule and splitting (6374), into two cases.
% 62.77/27.76  															|-Branch one:
% 62.77/27.76  															| (356) all_0_43_43 = e0
% 62.77/27.76  															|
% 62.77/27.76  																| Equations (356) can reduce 5470 to:
% 62.77/27.76  																| (266) $false
% 62.77/27.76  																|
% 62.77/27.76  																|-The branch is then unsatisfiable
% 62.77/27.76  															|-Branch two:
% 62.77/27.76  															| (5470)  ~ (all_0_43_43 = e0)
% 62.77/27.76  															| (430) all_0_43_43 = e1
% 62.77/27.76  															|
% 62.77/27.76  																| Equations (430) can reduce 31 to:
% 62.77/27.76  																| (457)  ~ (all_0_41_41 = e1)
% 62.77/27.76  																|
% 62.77/27.76  																| Equations (430) can reduce 240 to:
% 62.77/27.76  																| (1380)  ~ (all_0_42_42 = e1)
% 62.77/27.76  																|
% 62.77/27.76  																| Equations (430) can reduce 159 to:
% 62.77/27.76  																| (4057)  ~ (all_0_44_44 = e1)
% 62.77/27.76  																|
% 62.77/27.76  																| Simplifying 4057 yields:
% 62.77/27.76  																| (639)  ~ (all_0_44_44 = e1)
% 62.77/27.76  																|
% 62.77/27.76  																| Equations (430) can reduce 99 to:
% 62.77/27.76  																| (467)  ~ (e3 = e1)
% 62.77/27.76  																|
% 62.77/27.76  																| Simplifying 467 yields:
% 62.77/27.76  																| (213)  ~ (e3 = e1)
% 62.77/27.76  																|
% 62.77/27.76  																| Equations (430) can reduce 96 to:
% 62.77/27.76  																| (604)  ~ (e2 = e1)
% 62.77/27.76  																|
% 62.77/27.76  																| Simplifying 604 yields:
% 62.77/27.76  																| (122)  ~ (e2 = e1)
% 62.77/27.76  																|
% 62.77/27.76  																| From (430) and (37) follows:
% 62.77/27.76  																| (13877) op(e3, e1) = e1
% 62.77/27.76  																|
% 62.77/27.76  																+-Applying beta-rule and splitting (400), into two cases.
% 62.77/27.76  																|-Branch one:
% 62.77/27.76  																| (943) all_0_48_48 = e4
% 62.77/27.76  																|
% 62.77/27.76  																	| Combining equations (1279,943) yields a new equation:
% 62.77/27.76  																	| (397) e4 = e0
% 62.77/27.76  																	|
% 62.77/27.76  																	| Equations (397) can reduce 49 to:
% 62.77/27.76  																	| (266) $false
% 62.77/27.76  																	|
% 62.77/27.76  																	|-The branch is then unsatisfiable
% 62.77/27.76  																|-Branch two:
% 62.77/27.76  																| (254)  ~ (all_0_48_48 = e4)
% 62.77/27.76  																| (947) all_0_52_52 = e4 | all_0_57_57 = e4
% 62.77/27.76  																|
% 62.77/27.76  																	+-Applying beta-rule and splitting (947), into two cases.
% 62.77/27.76  																	|-Branch one:
% 62.77/27.76  																	| (565) all_0_52_52 = e4
% 62.77/27.76  																	|
% 62.77/27.76  																		| Equations (565) can reduce 101 to:
% 62.77/27.76  																		| (566)  ~ (all_0_50_50 = e4)
% 62.77/27.76  																		|
% 62.77/27.76  																		| Equations (565) can reduce 46 to:
% 62.77/27.76  																		| (1452)  ~ (all_0_53_53 = e4)
% 62.77/27.76  																		|
% 62.77/27.76  																		| Simplifying 1452 yields:
% 62.77/27.76  																		| (1453)  ~ (all_0_53_53 = e4)
% 62.77/27.76  																		|
% 62.77/27.76  																		| Equations (565) can reduce 166 to:
% 62.77/27.76  																		| (188)  ~ (e4 = e3)
% 62.77/27.76  																		|
% 62.77/27.76  																		| Equations (565) can reduce 342 to:
% 62.77/27.76  																		| (48)  ~ (e4 = e2)
% 62.77/27.76  																		|
% 62.77/27.76  																		| Equations (565) can reduce 72 to:
% 62.77/27.76  																		| (49)  ~ (e4 = e0)
% 62.77/27.76  																		|
% 62.77/27.76  																		+-Applying beta-rule and splitting (95), into two cases.
% 62.77/27.76  																		|-Branch one:
% 62.77/27.76  																		| (378) all_0_50_50 = e2
% 62.77/27.76  																		|
% 62.77/27.76  																			| Equations (378) can reduce 221 to:
% 62.77/27.76  																			| (85)  ~ (all_0_41_41 = e2)
% 62.77/27.76  																			|
% 62.77/27.76  																			| Equations (378) can reduce 35 to:
% 62.77/27.76  																			| (300)  ~ (all_0_46_46 = e2)
% 62.77/27.76  																			|
% 62.77/27.76  																			| Equations (378) can reduce 190 to:
% 62.77/27.76  																			| (508)  ~ (all_0_53_53 = e2)
% 62.77/27.76  																			|
% 62.77/27.76  																			| Simplifying 508 yields:
% 62.77/27.76  																			| (509)  ~ (all_0_53_53 = e2)
% 62.77/27.76  																			|
% 62.77/27.76  																			| Equations (378) can reduce 566 to:
% 62.77/27.76  																			| (327)  ~ (e4 = e2)
% 62.77/27.76  																			|
% 62.77/27.76  																			| Simplifying 327 yields:
% 62.77/27.76  																			| (48)  ~ (e4 = e2)
% 62.77/27.76  																			|
% 62.77/27.76  																			| Equations (378) can reduce 121 to:
% 62.77/27.76  																			| (128)  ~ (e2 = e0)
% 62.77/27.76  																			|
% 62.77/27.76  																			| From (378) and (242) follows:
% 62.77/27.76  																			| (26152) op(e1, e3) = e2
% 62.77/27.76  																			|
% 62.77/27.76  																			+-Applying beta-rule and splitting (53), into two cases.
% 62.77/27.76  																			|-Branch one:
% 62.77/27.76  																			| (1794) all_0_46_46 = e2
% 62.77/27.76  																			|
% 62.77/27.76  																				| Equations (1794) can reduce 300 to:
% 62.77/27.76  																				| (266) $false
% 62.77/27.76  																				|
% 62.77/27.76  																				|-The branch is then unsatisfiable
% 62.77/27.76  																			|-Branch two:
% 62.77/27.76  																			| (300)  ~ (all_0_46_46 = e2)
% 62.77/27.76  																			| (10171) all_0_47_47 = e2 | all_0_48_48 = e2 | all_0_49_49 = e2
% 62.77/27.76  																			|
% 62.77/27.76  																				+-Applying beta-rule and splitting (10171), into two cases.
% 62.77/27.76  																				|-Branch one:
% 62.77/27.76  																				| (1105) all_0_47_47 = e2
% 62.77/27.76  																				|
% 62.77/27.76  																					| Equations (1105) can reduce 19 to:
% 62.77/27.76  																					| (300)  ~ (all_0_46_46 = e2)
% 62.77/27.76  																					|
% 62.77/27.76  																					| Equations (1105) can reduce 224 to:
% 62.77/27.76  																					| (17668)  ~ (all_0_51_51 = e2)
% 62.77/27.76  																					|
% 62.77/27.76  																					| Simplifying 17668 yields:
% 62.77/27.76  																					| (1099)  ~ (all_0_51_51 = e2)
% 62.77/27.76  																					|
% 62.77/27.76  																					| Equations (1105) can reduce 91 to:
% 62.77/27.76  																					| (510)  ~ (all_0_56_56 = e2)
% 62.77/27.76  																					|
% 62.77/27.76  																					| Simplifying 510 yields:
% 62.77/27.76  																					| (511)  ~ (all_0_56_56 = e2)
% 62.77/27.76  																					|
% 62.77/27.76  																					+-Applying beta-rule and splitting (206), into two cases.
% 62.77/27.76  																					|-Branch one:
% 62.77/27.76  																					| (248) all_0_45_45 = e4
% 62.77/27.76  																					|
% 62.77/27.76  																						| Combining equations (248,423) yields a new equation:
% 62.77/27.76  																						| (424) e4 = e3
% 62.77/27.76  																						|
% 62.77/27.76  																						| Simplifying 424 yields:
% 62.77/27.76  																						| (425) e4 = e3
% 62.77/27.76  																						|
% 62.77/27.76  																						| Equations (425) can reduce 188 to:
% 62.77/27.76  																						| (266) $false
% 62.77/27.76  																						|
% 62.77/27.76  																						|-The branch is then unsatisfiable
% 62.77/27.76  																					|-Branch two:
% 62.77/27.76  																					| (60416)  ~ (all_0_45_45 = e4)
% 62.77/27.76  																					| (61457) all_0_46_46 = e4 | all_0_47_47 = e4 | all_0_48_48 = e4 | all_0_49_49 = e4
% 62.77/27.76  																					|
% 62.77/27.77  																						+-Applying beta-rule and splitting (61457), into two cases.
% 62.77/27.77  																						|-Branch one:
% 62.77/27.77  																						| (770) all_0_46_46 = e4
% 62.77/27.77  																						|
% 62.77/27.77  																							| Equations (770) can reduce 250 to:
% 62.77/27.77  																							| (266) $false
% 62.77/27.77  																							|
% 62.77/27.77  																							|-The branch is then unsatisfiable
% 62.77/27.77  																						|-Branch two:
% 62.77/27.77  																						| (250)  ~ (all_0_46_46 = e4)
% 62.77/27.77  																						| (61466) all_0_47_47 = e4 | all_0_48_48 = e4 | all_0_49_49 = e4
% 62.77/27.77  																						|
% 62.77/27.77  																							+-Applying beta-rule and splitting (61466), into two cases.
% 62.77/27.77  																							|-Branch one:
% 62.77/27.77  																							| (1790) all_0_47_47 = e4
% 62.77/27.77  																							|
% 62.77/27.77  																								| Combining equations (1105,1790) yields a new equation:
% 62.77/27.77  																								| (323) e4 = e2
% 62.77/27.77  																								|
% 62.77/27.77  																								| Equations (323) can reduce 48 to:
% 62.77/27.77  																								| (266) $false
% 62.77/27.77  																								|
% 62.77/27.77  																								|-The branch is then unsatisfiable
% 62.77/27.77  																							|-Branch two:
% 62.77/27.77  																							| (252)  ~ (all_0_47_47 = e4)
% 62.77/27.77  																							| (61479) all_0_48_48 = e4 | all_0_49_49 = e4
% 62.77/27.77  																							|
% 62.77/27.77  																								+-Applying beta-rule and splitting (61479), into two cases.
% 62.77/27.77  																								|-Branch one:
% 62.77/27.77  																								| (943) all_0_48_48 = e4
% 62.77/27.77  																								|
% 62.77/27.77  																									| Combining equations (1279,943) yields a new equation:
% 62.77/27.77  																									| (397) e4 = e0
% 62.77/27.77  																									|
% 62.77/27.77  																									| Equations (397) can reduce 49 to:
% 62.77/27.77  																									| (266) $false
% 62.77/27.77  																									|
% 62.77/27.77  																									|-The branch is then unsatisfiable
% 62.77/27.77  																								|-Branch two:
% 62.77/27.77  																								| (254)  ~ (all_0_48_48 = e4)
% 62.77/27.77  																								| (974) all_0_49_49 = e4
% 62.77/27.77  																								|
% 62.77/27.77  																									| Equations (974) can reduce 9 to:
% 62.77/27.77  																									| (1390)  ~ (all_0_44_44 = e4)
% 62.77/27.77  																									|
% 62.77/27.77  																									| Equations (974) can reduce 208 to:
% 62.77/27.77  																									| (250)  ~ (all_0_46_46 = e4)
% 62.77/27.77  																									|
% 62.77/27.77  																									| Equations (974) can reduce 65 to:
% 62.77/27.77  																									| (1452)  ~ (all_0_53_53 = e4)
% 62.77/27.77  																									|
% 62.77/27.77  																									| Simplifying 1452 yields:
% 62.77/27.77  																									| (1453)  ~ (all_0_53_53 = e4)
% 62.77/27.77  																									|
% 62.77/27.77  																									| Equations (974) can reduce 525 to:
% 62.77/27.77  																									| (188)  ~ (e4 = e3)
% 62.77/27.77  																									|
% 62.77/27.77  																									| From (974) and (55) follows:
% 62.77/27.77  																									| (61486) op(e2, e0) = e4
% 62.77/27.77  																									|
% 62.77/27.77  																									+-Applying beta-rule and splitting (135), into two cases.
% 62.77/27.77  																									|-Branch one:
% 62.77/27.77  																									| (545) all_0_46_46 = e1
% 62.77/27.77  																									|
% 62.77/27.77  																										| Equations (545) can reduce 43 to:
% 62.77/27.77  																										| (457)  ~ (all_0_41_41 = e1)
% 62.77/27.77  																										|
% 62.77/27.77  																										| Equations (545) can reduce 58 to:
% 62.77/27.77  																										| (2331)  ~ (all_0_55_55 = e1)
% 62.77/27.77  																										|
% 62.77/27.77  																										| Simplifying 2331 yields:
% 62.77/27.77  																										| (632)  ~ (all_0_55_55 = e1)
% 62.77/27.77  																										|
% 62.77/27.77  																										| Equations (545) can reduce 250 to:
% 62.77/27.77  																										| (602)  ~ (e4 = e1)
% 62.77/27.77  																										|
% 62.77/27.77  																										| Simplifying 602 yields:
% 62.77/27.77  																										| (110)  ~ (e4 = e1)
% 62.77/27.77  																										|
% 62.77/27.77  																										| Equations (545) can reduce 300 to:
% 62.77/27.77  																										| (604)  ~ (e2 = e1)
% 62.77/27.77  																										|
% 62.77/27.77  																										| Simplifying 604 yields:
% 62.77/27.77  																										| (122)  ~ (e2 = e1)
% 62.77/27.77  																										|
% 62.77/27.77  																										| From (545) and (120) follows:
% 62.77/27.77  																										| (2105) op(e2, e3) = e1
% 62.77/27.77  																										|
% 62.77/27.77  																										+-Applying beta-rule and splitting (64), into two cases.
% 62.77/27.77  																										|-Branch one:
% 62.77/27.77  																										| (437) all_0_41_41 = e4
% 62.77/27.77  																										|
% 62.77/27.77  																											| Equations (437) can reduce 440 to:
% 62.77/27.77  																											| (266) $false
% 62.77/27.77  																											|
% 62.77/27.77  																											|-The branch is then unsatisfiable
% 62.77/27.77  																										|-Branch two:
% 62.77/27.77  																										| (440)  ~ (all_0_41_41 = e4)
% 62.77/27.77  																										| (441) all_0_42_42 = e4 | all_0_43_43 = e4 | all_0_44_44 = e4
% 62.77/27.77  																										|
% 62.77/27.77  																											+-Applying beta-rule and splitting (441), into two cases.
% 62.77/27.77  																											|-Branch one:
% 62.77/27.77  																											| (1392) all_0_42_42 = e4
% 62.77/27.77  																											|
% 62.77/27.77  																												| Equations (1392) can reduce 214 to:
% 62.77/27.77  																												| (440)  ~ (all_0_41_41 = e4)
% 62.77/27.77  																												|
% 62.77/27.77  																												| Equations (1392) can reduce 73 to:
% 62.77/27.77  																												| (1903)  ~ (all_0_44_44 = e4)
% 62.77/27.77  																												|
% 62.77/27.77  																												| Simplifying 1903 yields:
% 62.77/27.77  																												| (1390)  ~ (all_0_44_44 = e4)
% 62.77/27.77  																												|
% 62.77/27.77  																												| Equations (1392) can reduce 61 to:
% 62.77/27.77  																												| (474)  ~ (all_0_51_51 = e4)
% 62.77/27.77  																												|
% 62.77/27.77  																												| Simplifying 474 yields:
% 62.77/27.77  																												| (475)  ~ (all_0_51_51 = e4)
% 62.77/27.77  																												|
% 62.77/27.77  																												| Equations (1392) can reduce 236 to:
% 62.77/27.77  																												| (476)  ~ (all_0_56_56 = e4)
% 62.77/27.77  																												|
% 62.77/27.77  																												| Simplifying 476 yields:
% 62.77/27.77  																												| (477)  ~ (all_0_56_56 = e4)
% 62.77/27.77  																												|
% 62.77/27.77  																												| Equations (1392) can reduce 1380 to:
% 62.77/27.77  																												| (110)  ~ (e4 = e1)
% 62.77/27.77  																												|
% 62.77/27.77  																												| Equations (1392) can reduce 358 to:
% 62.77/27.77  																												| (49)  ~ (e4 = e0)
% 62.77/27.77  																												|
% 62.77/27.77  																												+-Applying beta-rule and splitting (113), into two cases.
% 62.77/27.77  																												|-Branch one:
% 62.77/27.77  																												| (403) all_0_41_41 = e3
% 62.77/27.77  																												|
% 62.77/27.77  																													| Equations (403) can reduce 149 to:
% 62.77/27.77  																													| (406)  ~ (all_0_44_44 = e3)
% 62.77/27.77  																													|
% 62.77/27.77  																													| Simplifying 406 yields:
% 62.77/27.77  																													| (407)  ~ (all_0_44_44 = e3)
% 62.77/27.77  																													|
% 62.77/27.77  																													| Equations (403) can reduce 440 to:
% 62.77/27.77  																													| (277)  ~ (e4 = e3)
% 62.77/27.77  																													|
% 62.77/27.77  																													| Simplifying 277 yields:
% 62.77/27.77  																													| (188)  ~ (e4 = e3)
% 62.77/27.77  																													|
% 62.77/27.77  																													| Equations (403) can reduce 85 to:
% 62.77/27.77  																													| (212)  ~ (e3 = e2)
% 62.77/27.77  																													|
% 62.77/27.77  																													| Equations (403) can reduce 457 to:
% 62.77/27.77  																													| (213)  ~ (e3 = e1)
% 62.77/27.77  																													|
% 62.77/27.77  																													+-Applying beta-rule and splitting (26), into two cases.
% 62.77/27.77  																													|-Branch one:
% 62.77/27.77  																													| (446) all_0_44_44 = e4
% 62.77/27.77  																													|
% 62.77/27.77  																														| Equations (446) can reduce 1390 to:
% 62.77/27.77  																														| (266) $false
% 62.77/27.77  																														|
% 62.77/27.77  																														|-The branch is then unsatisfiable
% 62.77/27.77  																													|-Branch two:
% 62.77/27.77  																													| (1390)  ~ (all_0_44_44 = e4)
% 62.77/27.77  																													| (1391) all_0_44_44 = e3 | all_0_44_44 = e1 | all_0_44_44 = e0
% 62.77/27.77  																													|
% 62.77/27.77  																														+-Applying beta-rule and splitting (1391), into two cases.
% 62.77/27.77  																														|-Branch one:
% 62.77/27.77  																														| (1414) all_0_44_44 = e0
% 62.77/27.77  																														|
% 62.77/27.77  																															| Equations (1414) can reduce 220 to:
% 62.77/27.77  																															| (488)  ~ (all_0_53_53 = e0)
% 62.77/27.77  																															|
% 62.77/27.77  																															| Simplifying 488 yields:
% 62.77/27.77  																															| (247)  ~ (all_0_53_53 = e0)
% 62.77/27.77  																															|
% 62.77/27.77  																															| Equations (1414) can reduce 181 to:
% 62.77/27.77  																															| (490)  ~ (all_0_58_58 = e0)
% 62.77/27.77  																															|
% 62.77/27.77  																															| Simplifying 490 yields:
% 62.77/27.77  																															| (491)  ~ (all_0_58_58 = e0)
% 62.77/27.77  																															|
% 62.77/27.77  																															| Equations (1414) can reduce 147 to:
% 62.77/27.77  																															| (365)  ~ (e2 = e0)
% 62.77/27.77  																															|
% 62.77/27.78  																															| Simplifying 365 yields:
% 62.77/27.78  																															| (128)  ~ (e2 = e0)
% 62.77/27.78  																															|
% 62.77/27.78  																															+-Applying beta-rule and splitting (125), into two cases.
% 62.77/27.78  																															|-Branch one:
% 62.77/27.78  																															| (858) all_0_55_55 = e0
% 62.77/27.78  																															|
% 62.77/27.78  																																| Equations (858) can reduce 632 to:
% 62.77/27.78  																																| (435)  ~ (e1 = e0)
% 62.77/27.78  																																|
% 62.77/27.78  																																| Simplifying 435 yields:
% 62.77/27.78  																																| (233)  ~ (e1 = e0)
% 62.77/27.78  																																|
% 62.77/27.78  																																| From (858) and (74) follows:
% 62.77/27.78  																																| (752) op(e0, e3) = e0
% 62.77/27.78  																																|
% 62.77/27.78  																																+-Applying beta-rule and splitting (168), into two cases.
% 62.77/27.78  																																|-Branch one:
% 62.77/27.78  																																| (415) all_0_50_50 = e3
% 62.77/27.78  																																|
% 62.77/27.78  																																	| Combining equations (378,415) yields a new equation:
% 62.77/27.78  																																	| (662) e3 = e2
% 62.77/27.78  																																	|
% 62.77/27.78  																																	| Equations (662) can reduce 212 to:
% 62.77/27.78  																																	| (266) $false
% 62.77/27.78  																																	|
% 62.77/27.78  																																	|-The branch is then unsatisfiable
% 62.77/27.78  																																|-Branch two:
% 62.77/27.78  																																| (411)  ~ (all_0_50_50 = e3)
% 62.77/27.78  																																| (418) all_0_51_51 = e3 | all_0_53_53 = e3
% 62.77/27.78  																																|
% 62.77/27.78  																																	+-Applying beta-rule and splitting (216), into two cases.
% 62.77/27.78  																																	|-Branch one:
% 62.77/27.78  																																	| (629) all_0_55_55 = e1
% 62.77/27.78  																																	|
% 62.77/27.78  																																		| Combining equations (858,629) yields a new equation:
% 62.77/27.78  																																		| (431) e1 = e0
% 62.77/27.78  																																		|
% 62.77/27.78  																																		| Equations (431) can reduce 233 to:
% 62.77/27.78  																																		| (266) $false
% 62.77/27.78  																																		|
% 62.77/27.78  																																		|-The branch is then unsatisfiable
% 62.77/27.78  																																	|-Branch two:
% 62.77/27.78  																																	| (632)  ~ (all_0_55_55 = e1)
% 62.77/27.78  																																	| (633) all_0_56_56 = e1 | all_0_57_57 = e1 | all_0_58_58 = e1
% 62.77/27.78  																																	|
% 62.77/27.78  																																		| Equations (858) can reduce 632 to:
% 62.77/27.78  																																		| (435)  ~ (e1 = e0)
% 62.77/27.78  																																		|
% 62.77/27.78  																																		| Simplifying 435 yields:
% 62.77/27.78  																																		| (233)  ~ (e1 = e0)
% 62.77/27.78  																																		|
% 62.77/27.78  																																		+-Applying beta-rule and splitting (7), into two cases.
% 62.77/27.78  																																		|-Branch one:
% 62.77/27.78  																																		| (504) all_0_51_51 = e2
% 62.77/27.78  																																		|
% 62.77/27.78  																																			| Equations (504) can reduce 1099 to:
% 62.77/27.78  																																			| (266) $false
% 62.77/27.78  																																			|
% 62.77/27.78  																																			|-The branch is then unsatisfiable
% 62.77/27.78  																																		|-Branch two:
% 62.77/27.78  																																		| (1099)  ~ (all_0_51_51 = e2)
% 62.77/27.78  																																		| (1100) all_0_51_51 = e4 | all_0_51_51 = e3 | all_0_51_51 = e1
% 62.77/27.78  																																		|
% 62.77/27.78  																																			+-Applying beta-rule and splitting (180), into two cases.
% 62.77/27.78  																																			|-Branch one:
% 62.77/27.78  																																			| (516) all_0_42_42 = e3
% 62.77/27.78  																																			|
% 62.77/27.78  																																				| Combining equations (516,1392) yields a new equation:
% 62.77/27.78  																																				| (425) e4 = e3
% 62.77/27.78  																																				|
% 62.77/27.78  																																				| Equations (425) can reduce 188 to:
% 62.77/27.78  																																				| (266) $false
% 62.77/27.78  																																				|
% 62.77/27.78  																																				|-The branch is then unsatisfiable
% 62.77/27.78  																																			|-Branch two:
% 62.77/27.78  																																			| (405)  ~ (all_0_42_42 = e3)
% 62.77/27.78  																																			| (521) all_0_47_47 = e3 | all_0_51_51 = e3 | all_0_56_56 = e3
% 62.77/27.78  																																			|
% 62.77/27.78  																																				| Equations (1392) can reduce 405 to:
% 62.77/27.78  																																				| (188)  ~ (e4 = e3)
% 62.77/27.78  																																				|
% 62.77/27.78  																																				+-Applying beta-rule and splitting (131), into two cases.
% 62.77/27.78  																																				|-Branch one:
% 62.77/27.78  																																				| (459) all_0_42_42 = e1
% 62.77/27.78  																																				|
% 62.77/27.78  																																					| Combining equations (459,1392) yields a new equation:
% 62.77/27.78  																																					| (630) e4 = e1
% 62.77/27.78  																																					|
% 62.77/27.78  																																					| Equations (630) can reduce 110 to:
% 62.77/27.78  																																					| (266) $false
% 62.77/27.78  																																					|
% 62.77/27.78  																																					|-The branch is then unsatisfiable
% 62.77/27.78  																																				|-Branch two:
% 62.77/27.78  																																				| (1380)  ~ (all_0_42_42 = e1)
% 62.77/27.78  																																				| (3259) all_0_47_47 = e1 | all_0_51_51 = e1 | all_0_56_56 = e1
% 62.77/27.78  																																				|
% 62.77/27.78  																																					+-Applying beta-rule and splitting (160), into two cases.
% 62.77/27.78  																																					|-Branch one:
% 62.77/27.78  																																					| (601) all_0_50_50 = e1
% 62.77/27.78  																																					|
% 62.77/27.78  																																						| Combining equations (378,601) yields a new equation:
% 62.77/27.78  																																						| (616) e2 = e1
% 62.77/27.78  																																						|
% 62.77/27.78  																																						| Simplifying 616 yields:
% 62.77/27.78  																																						| (617) e2 = e1
% 62.77/27.78  																																						|
% 62.77/27.78  																																						| Equations (617) can reduce 122 to:
% 62.77/27.78  																																						| (266) $false
% 62.77/27.78  																																						|
% 62.77/27.78  																																						|-The branch is then unsatisfiable
% 62.77/27.78  																																					|-Branch two:
% 62.77/27.78  																																					| (759)  ~ (all_0_50_50 = e1)
% 62.77/27.78  																																					| (1168) all_0_51_51 = e1 | all_0_52_52 = e1 | all_0_53_53 = e1
% 62.77/27.78  																																					|
% 62.77/27.78  																																						| Equations (378) can reduce 759 to:
% 62.77/27.78  																																						| (122)  ~ (e2 = e1)
% 62.77/27.78  																																						|
% 62.77/27.78  																																						+-Applying beta-rule and splitting (112), into two cases.
% 62.77/27.78  																																						|-Branch one:
% 62.77/27.78  																																						| (635) all_0_44_44 = e1
% 62.77/27.78  																																						|
% 62.77/27.78  																																							| Combining equations (635,1414) yields a new equation:
% 62.77/27.78  																																							| (546) e1 = e0
% 62.77/27.78  																																							|
% 62.77/27.78  																																							| Simplifying 546 yields:
% 62.77/27.78  																																							| (431) e1 = e0
% 62.77/27.78  																																							|
% 62.77/27.78  																																							| Equations (431) can reduce 233 to:
% 62.77/27.78  																																							| (266) $false
% 62.77/27.78  																																							|
% 62.77/27.78  																																							|-The branch is then unsatisfiable
% 62.77/27.78  																																						|-Branch two:
% 62.77/27.78  																																						| (639)  ~ (all_0_44_44 = e1)
% 62.77/27.78  																																						| (640) all_0_49_49 = e1 | all_0_53_53 = e1 | all_0_58_58 = e1
% 62.77/27.78  																																						|
% 62.77/27.78  																																							| Equations (1414) can reduce 639 to:
% 62.77/27.78  																																							| (435)  ~ (e1 = e0)
% 62.77/27.78  																																							|
% 62.77/27.78  																																							| Simplifying 435 yields:
% 62.77/27.78  																																							| (233)  ~ (e1 = e0)
% 62.77/27.78  																																							|
% 62.77/27.78  																																							+-Applying beta-rule and splitting (196), into two cases.
% 62.77/27.78  																																							|-Branch one:
% 62.77/27.78  																																							| (607) all_0_53_53 = e2
% 62.77/27.78  																																							|
% 62.77/27.78  																																								| Equations (607) can reduce 509 to:
% 62.77/27.78  																																								| (266) $false
% 62.77/27.78  																																								|
% 62.77/27.78  																																								|-The branch is then unsatisfiable
% 62.77/27.78  																																							|-Branch two:
% 62.77/27.78  																																							| (509)  ~ (all_0_53_53 = e2)
% 62.77/27.78  																																							| (610) all_0_53_53 = e4 | all_0_53_53 = e3 | all_0_53_53 = e1
% 62.77/27.78  																																							|
% 62.77/27.78  																																								+-Applying beta-rule and splitting (22), into two cases.
% 62.77/27.78  																																								|-Branch one:
% 62.77/27.78  																																								| (268) all_0_54_54 = e3
% 62.77/27.78  																																								|
% 62.77/27.78  																																									| Combining equations (268,265) yields a new equation:
% 62.77/27.78  																																									| (425) e4 = e3
% 62.77/27.78  																																									|
% 62.77/27.78  																																									| Equations (425) can reduce 188 to:
% 62.77/27.78  																																									| (266) $false
% 62.77/27.78  																																									|
% 62.77/27.78  																																									|-The branch is then unsatisfiable
% 62.77/27.78  																																								|-Branch two:
% 62.77/27.78  																																								| (60427)  ~ (all_0_54_54 = e3)
% 62.77/27.78  																																								| (62553) all_0_55_55 = e3 | all_0_56_56 = e3 | all_0_58_58 = e3
% 62.77/27.78  																																								|
% 62.77/27.78  																																									+-Applying beta-rule and splitting (133), into two cases.
% 62.77/27.78  																																									|-Branch one:
% 62.77/27.78  																																									| (833) all_0_56_56 = e2
% 62.77/27.78  																																									|
% 62.77/27.78  																																										| Equations (833) can reduce 511 to:
% 62.77/27.78  																																										| (266) $false
% 62.77/27.78  																																										|
% 62.77/27.78  																																										|-The branch is then unsatisfiable
% 62.77/27.78  																																									|-Branch two:
% 62.77/27.78  																																									| (511)  ~ (all_0_56_56 = e2)
% 62.77/27.78  																																									| (836) all_0_56_56 = e4 | all_0_56_56 = e3 | all_0_56_56 = e1 | all_0_56_56 = e0
% 62.77/27.78  																																									|
% 62.77/27.78  																																										+-Applying beta-rule and splitting (56), into two cases.
% 62.77/27.78  																																										|-Branch one:
% 62.77/27.78  																																										| (696) unit = e2
% 62.77/27.78  																																										|
% 62.77/27.78  																																											| From (696) and (244) follows:
% 62.77/27.78  																																											| (264) op(e2, e4) = e4
% 62.77/27.78  																																											|
% 62.77/27.78  																																											| From (696) and (24) follows:
% 62.77/27.78  																																											| (697) op(e2, e3) = e3
% 62.77/27.78  																																											|
% 62.77/27.78  																																											| From (696) and (209) follows:
% 62.77/27.78  																																											| (7585) op(e2, e0) = e0
% 62.77/27.78  																																											|
% 62.77/27.78  																																											| Instantiating formula (29) with e2, e4, e4, e3 and discharging atoms op(e2, e4) = e4, op(e2, e4) = e3, yields:
% 62.77/27.78  																																											| (425) e4 = e3
% 62.77/27.78  																																											|
% 62.77/27.78  																																											| Instantiating formula (29) with e2, e3, e3, e1 and discharging atoms op(e2, e3) = e3, op(e2, e3) = e1, yields:
% 62.77/27.78  																																											| (455) e3 = e1
% 62.77/27.78  																																											|
% 62.77/27.78  																																											| Instantiating formula (29) with e2, e0, e0, e4 and discharging atoms op(e2, e0) = e4, op(e2, e0) = e0, yields:
% 62.77/27.78  																																											| (397) e4 = e0
% 62.77/27.78  																																											|
% 62.77/27.78  																																											| Combining equations (397,425) yields a new equation:
% 62.77/27.78  																																											| (676) e3 = e0
% 62.77/27.78  																																											|
% 62.77/27.78  																																											| Combining equations (676,455) yields a new equation:
% 62.77/27.78  																																											| (431) e1 = e0
% 62.77/27.78  																																											|
% 62.77/27.78  																																											| Equations (431) can reduce 233 to:
% 62.77/27.78  																																											| (266) $false
% 62.77/27.78  																																											|
% 62.77/27.78  																																											|-The branch is then unsatisfiable
% 62.77/27.78  																																										|-Branch two:
% 62.77/27.78  																																										| (707)  ~ (unit = e2)
% 62.77/27.78  																																										| (708) unit = e4 | unit = e3 | unit = e1 | unit = e0
% 62.77/27.78  																																										|
% 62.77/27.78  																																											+-Applying beta-rule and splitting (418), into two cases.
% 62.77/27.78  																																											|-Branch one:
% 62.77/27.78  																																											| (660) all_0_51_51 = e3
% 62.77/27.78  																																											|
% 62.77/27.78  																																												| From (660) and (186) follows:
% 62.77/27.78  																																												| (1552) op(e1, e2) = e3
% 62.77/27.78  																																												|
% 62.77/27.78  																																												+-Applying beta-rule and splitting (836), into two cases.
% 62.77/27.78  																																												|-Branch one:
% 62.77/27.78  																																												| (842) all_0_56_56 = e4
% 62.77/27.78  																																												|
% 62.77/27.78  																																													| Equations (842) can reduce 477 to:
% 62.77/27.78  																																													| (266) $false
% 62.77/27.78  																																													|
% 62.77/27.78  																																													|-The branch is then unsatisfiable
% 62.77/27.78  																																												|-Branch two:
% 62.77/27.78  																																												| (477)  ~ (all_0_56_56 = e4)
% 62.77/27.78  																																												| (845) all_0_56_56 = e3 | all_0_56_56 = e1 | all_0_56_56 = e0
% 62.77/27.78  																																												|
% 62.77/27.78  																																													+-Applying beta-rule and splitting (3259), into two cases.
% 62.77/27.78  																																													|-Branch one:
% 62.77/27.78  																																													| (654) all_0_47_47 = e1
% 62.77/27.78  																																													|
% 62.77/27.78  																																														| Combining equations (654,1105) yields a new equation:
% 62.77/27.78  																																														| (617) e2 = e1
% 62.77/27.78  																																														|
% 62.77/27.78  																																														| Equations (617) can reduce 122 to:
% 62.77/27.78  																																														| (266) $false
% 62.77/27.78  																																														|
% 62.77/27.78  																																														|-The branch is then unsatisfiable
% 62.77/27.78  																																													|-Branch two:
% 62.77/27.78  																																													| (462)  ~ (all_0_47_47 = e1)
% 62.77/27.78  																																													| (3264) all_0_51_51 = e1 | all_0_56_56 = e1
% 62.77/27.78  																																													|
% 62.77/27.78  																																														+-Applying beta-rule and splitting (1168), into two cases.
% 62.77/27.78  																																														|-Branch one:
% 62.77/27.78  																																														| (1109) all_0_51_51 = e1
% 62.77/27.78  																																														|
% 62.77/27.78  																																															| Combining equations (660,1109) yields a new equation:
% 62.77/27.78  																																															| (454) e3 = e1
% 62.77/27.78  																																															|
% 62.77/27.78  																																															| Simplifying 454 yields:
% 62.77/27.78  																																															| (455) e3 = e1
% 62.77/27.78  																																															|
% 62.77/27.78  																																															| Equations (455) can reduce 213 to:
% 62.77/27.78  																																															| (266) $false
% 62.77/27.78  																																															|
% 62.77/27.78  																																															|-The branch is then unsatisfiable
% 62.77/27.78  																																														|-Branch two:
% 62.77/27.78  																																														| (464)  ~ (all_0_51_51 = e1)
% 62.77/27.78  																																														| (1202) all_0_52_52 = e1 | all_0_53_53 = e1
% 62.77/27.78  																																														|
% 62.77/27.78  																																															| Equations (660) can reduce 464 to:
% 62.77/27.78  																																															| (213)  ~ (e3 = e1)
% 62.77/27.78  																																															|
% 62.77/27.78  																																															+-Applying beta-rule and splitting (3264), into two cases.
% 62.77/27.78  																																															|-Branch one:
% 62.77/27.78  																																															| (1109) all_0_51_51 = e1
% 62.77/27.78  																																															|
% 62.77/27.78  																																																| Combining equations (660,1109) yields a new equation:
% 62.77/27.78  																																																| (454) e3 = e1
% 62.77/27.78  																																																|
% 62.77/27.78  																																																| Simplifying 454 yields:
% 62.77/27.78  																																																| (455) e3 = e1
% 62.77/27.78  																																																|
% 62.77/27.78  																																																| Equations (455) can reduce 213 to:
% 62.77/27.78  																																																| (266) $false
% 62.77/27.78  																																																|
% 62.77/27.78  																																																|-The branch is then unsatisfiable
% 62.77/27.78  																																															|-Branch two:
% 62.77/27.78  																																															| (464)  ~ (all_0_51_51 = e1)
% 62.77/27.78  																																															| (1569) all_0_56_56 = e1
% 62.77/27.78  																																															|
% 62.77/27.78  																																																| Equations (1569) can reduce 477 to:
% 62.77/27.78  																																																| (602)  ~ (e4 = e1)
% 62.77/27.78  																																																|
% 62.77/27.78  																																																| Simplifying 602 yields:
% 62.77/27.78  																																																| (110)  ~ (e4 = e1)
% 62.77/27.78  																																																|
% 62.77/27.78  																																																+-Applying beta-rule and splitting (1202), into two cases.
% 62.77/27.78  																																																|-Branch one:
% 62.77/27.78  																																																| (642) all_0_52_52 = e1
% 62.77/27.78  																																																|
% 62.77/27.78  																																																	| Combining equations (565,642) yields a new equation:
% 62.77/27.78  																																																	| (636) e4 = e1
% 62.77/27.78  																																																	|
% 62.77/27.78  																																																	| Simplifying 636 yields:
% 62.77/27.78  																																																	| (630) e4 = e1
% 62.77/27.78  																																																	|
% 62.77/27.78  																																																	| Equations (630) can reduce 110 to:
% 62.77/27.78  																																																	| (266) $false
% 62.77/27.78  																																																	|
% 62.77/27.78  																																																	|-The branch is then unsatisfiable
% 62.77/27.78  																																																|-Branch two:
% 62.77/27.78  																																																| (646)  ~ (all_0_52_52 = e1)
% 62.77/27.78  																																																| (1208) all_0_53_53 = e1
% 62.77/27.78  																																																|
% 62.77/27.78  																																																	| Equations (1208) can reduce 509 to:
% 62.77/27.78  																																																	| (604)  ~ (e2 = e1)
% 62.77/27.78  																																																	|
% 62.77/27.78  																																																	| Simplifying 604 yields:
% 62.77/27.78  																																																	| (122)  ~ (e2 = e1)
% 62.77/27.78  																																																	|
% 62.77/27.78  																																																	| Equations (1208) can reduce 247 to:
% 62.77/27.78  																																																	| (233)  ~ (e1 = e0)
% 62.77/27.78  																																																	|
% 62.77/27.78  																																																	+-Applying beta-rule and splitting (708), into two cases.
% 62.77/27.78  																																																	|-Branch one:
% 62.77/27.78  																																																	| (709) unit = e4
% 62.77/27.78  																																																	|
% 62.77/27.78  																																																		| From (709) and (24) follows:
% 62.77/27.78  																																																		| (33325) op(e4, e3) = e3
% 62.77/27.78  																																																		|
% 62.77/27.78  																																																		| From (709) and (211) follows:
% 62.77/27.78  																																																		| (22527) op(e4, e1) = e1
% 62.77/27.78  																																																		|
% 62.77/27.78  																																																		| From (709) and (32) follows:
% 62.77/27.78  																																																		| (712) op(e2, e4) = e2
% 62.77/27.78  																																																		|
% 62.77/27.78  																																																		| From (709) and (42) follows:
% 62.77/27.78  																																																		| (713) op(e0, e4) = e0
% 62.77/27.78  																																																		|
% 62.77/27.78  																																																		| Instantiating formula (29) with e4, e3, e3, e4 and discharging atoms op(e4, e3) = e4, op(e4, e3) = e3, yields:
% 62.77/27.78  																																																		| (425) e4 = e3
% 62.77/27.78  																																																		|
% 62.77/27.78  																																																		| Instantiating formula (29) with e4, e1, e1, e3 and discharging atoms op(e4, e1) = e3, op(e4, e1) = e1, yields:
% 62.77/27.78  																																																		| (455) e3 = e1
% 62.77/27.78  																																																		|
% 62.77/27.78  																																																		| Instantiating formula (29) with e2, e4, e2, e3 and discharging atoms op(e2, e4) = e3, op(e2, e4) = e2, yields:
% 62.77/27.78  																																																		| (662) e3 = e2
% 62.77/27.78  																																																		|
% 62.77/27.78  																																																		| Instantiating formula (29) with e0, e4, e0, e4 and discharging atoms op(e0, e4) = e4, op(e0, e4) = e0, yields:
% 62.77/27.78  																																																		| (397) e4 = e0
% 62.77/27.78  																																																		|
% 62.77/27.78  																																																		| Combining equations (425,397) yields a new equation:
% 62.77/27.78  																																																		| (675) e3 = e0
% 62.77/27.78  																																																		|
% 62.77/27.78  																																																		| Simplifying 675 yields:
% 62.77/27.78  																																																		| (676) e3 = e0
% 62.77/27.78  																																																		|
% 62.77/27.78  																																																		| Combining equations (455,662) yields a new equation:
% 62.77/27.78  																																																		| (617) e2 = e1
% 62.77/27.78  																																																		|
% 62.77/27.78  																																																		| Combining equations (676,662) yields a new equation:
% 62.77/27.78  																																																		| (330) e2 = e0
% 62.77/27.78  																																																		|
% 62.77/27.78  																																																		| Combining equations (617,330) yields a new equation:
% 62.77/27.78  																																																		| (546) e1 = e0
% 62.77/27.78  																																																		|
% 62.77/27.78  																																																		| Simplifying 546 yields:
% 62.77/27.78  																																																		| (431) e1 = e0
% 62.77/27.78  																																																		|
% 62.77/27.78  																																																		| Equations (431) can reduce 233 to:
% 62.77/27.78  																																																		| (266) $false
% 62.77/27.78  																																																		|
% 62.77/27.78  																																																		|-The branch is then unsatisfiable
% 62.77/27.78  																																																	|-Branch two:
% 62.77/27.78  																																																	| (724)  ~ (unit = e4)
% 62.77/27.78  																																																	| (725) unit = e3 | unit = e1 | unit = e0
% 62.77/27.78  																																																	|
% 62.77/27.78  																																																		+-Applying beta-rule and splitting (725), into two cases.
% 62.77/27.78  																																																		|-Branch one:
% 62.77/27.78  																																																		| (726) unit = e0
% 62.77/27.78  																																																		|
% 62.77/27.78  																																																			| From (726) and (211) follows:
% 62.77/27.79  																																																			| (15180) op(e0, e1) = e1
% 62.77/27.79  																																																			|
% 62.77/27.79  																																																			| Instantiating formula (29) with e0, e1, e1, e2 and discharging atoms op(e0, e1) = e2, op(e0, e1) = e1, yields:
% 62.77/27.79  																																																			| (617) e2 = e1
% 62.77/27.79  																																																			|
% 62.77/27.79  																																																			| Equations (617) can reduce 122 to:
% 62.77/27.79  																																																			| (266) $false
% 62.77/27.79  																																																			|
% 62.77/27.79  																																																			|-The branch is then unsatisfiable
% 62.77/27.79  																																																		|-Branch two:
% 62.77/27.79  																																																		| (734)  ~ (unit = e0)
% 62.77/27.79  																																																		| (735) unit = e3 | unit = e1
% 62.77/27.79  																																																		|
% 62.77/27.79  																																																			+-Applying beta-rule and splitting (735), into two cases.
% 62.77/27.79  																																																			|-Branch one:
% 62.77/27.79  																																																			| (736) unit = e1
% 62.77/27.79  																																																			|
% 62.77/27.79  																																																				| Equations (736) can reduce 734 to:
% 62.77/27.79  																																																				| (233)  ~ (e1 = e0)
% 62.77/27.79  																																																				|
% 62.77/27.79  																																																				| From (736) and (15) follows:
% 62.77/27.79  																																																				| (515) op(e1, e2) = e2
% 62.77/27.79  																																																				|
% 62.77/27.79  																																																				| From (736) and (40) follows:
% 62.77/27.79  																																																				| (1652) op(e3, e1) = e3
% 62.77/27.79  																																																				|
% 62.77/27.79  																																																				| From (736) and (42) follows:
% 62.77/27.79  																																																				| (3221) op(e0, e1) = e0
% 62.77/27.79  																																																				|
% 62.77/27.79  																																																				| Instantiating formula (29) with e3, e1, e3, e1 and discharging atoms op(e3, e1) = e3, op(e3, e1) = e1, yields:
% 62.77/27.79  																																																				| (455) e3 = e1
% 62.77/27.79  																																																				|
% 62.77/27.79  																																																				| Instantiating formula (29) with e1, e2, e2, e3 and discharging atoms op(e1, e2) = e3, op(e1, e2) = e2, yields:
% 62.77/27.79  																																																				| (662) e3 = e2
% 62.77/27.79  																																																				|
% 62.77/27.79  																																																				| Instantiating formula (29) with e0, e1, e0, e2 and discharging atoms op(e0, e1) = e2, op(e0, e1) = e0, yields:
% 62.77/27.79  																																																				| (330) e2 = e0
% 62.77/27.79  																																																				|
% 62.77/27.79  																																																				| Combining equations (662,455) yields a new equation:
% 62.77/27.79  																																																				| (616) e2 = e1
% 62.77/27.79  																																																				|
% 62.77/27.79  																																																				| Simplifying 616 yields:
% 62.77/27.79  																																																				| (617) e2 = e1
% 62.77/27.79  																																																				|
% 62.77/27.79  																																																				| Combining equations (617,330) yields a new equation:
% 62.77/27.79  																																																				| (546) e1 = e0
% 62.77/27.79  																																																				|
% 62.77/27.79  																																																				| Simplifying 546 yields:
% 62.77/27.79  																																																				| (431) e1 = e0
% 62.77/27.79  																																																				|
% 62.77/27.79  																																																				| Equations (431) can reduce 233 to:
% 62.77/27.79  																																																				| (266) $false
% 62.77/27.79  																																																				|
% 62.77/27.79  																																																				|-The branch is then unsatisfiable
% 62.77/27.79  																																																			|-Branch two:
% 62.77/27.79  																																																			| (748)  ~ (unit = e1)
% 62.77/27.79  																																																			| (749) unit = e3
% 62.77/27.79  																																																			|
% 62.77/27.79  																																																				| From (749) and (28) follows:
% 62.77/27.79  																																																				| (2235) op(e1, e3) = e1
% 62.77/27.79  																																																				|
% 62.77/27.79  																																																				| Instantiating formula (29) with e1, e3, e1, e2 and discharging atoms op(e1, e3) = e2, op(e1, e3) = e1, yields:
% 62.77/27.79  																																																				| (617) e2 = e1
% 62.77/27.79  																																																				|
% 62.77/27.79  																																																				| Equations (617) can reduce 122 to:
% 62.77/27.79  																																																				| (266) $false
% 62.77/27.79  																																																				|
% 62.77/27.79  																																																				|-The branch is then unsatisfiable
% 62.77/27.79  																																											|-Branch two:
% 62.77/27.79  																																											| (664)  ~ (all_0_51_51 = e3)
% 62.77/27.79  																																											| (665) all_0_53_53 = e3
% 62.77/27.79  																																											|
% 62.77/27.79  																																												| Equations (665) can reduce 10 to:
% 62.77/27.79  																																												| (275)  ~ (all_0_58_58 = e3)
% 62.77/27.79  																																												|
% 62.77/27.79  																																												| Simplifying 275 yields:
% 62.77/27.79  																																												| (276)  ~ (all_0_58_58 = e3)
% 62.77/27.79  																																												|
% 62.77/27.79  																																												| Equations (665) can reduce 247 to:
% 62.77/27.79  																																												| (80)  ~ (e3 = e0)
% 62.77/27.79  																																												|
% 62.77/27.79  																																												| From (665) and (84) follows:
% 62.77/27.79  																																												| (3786) op(e1, e0) = e3
% 62.77/27.79  																																												|
% 62.77/27.79  																																												+-Applying beta-rule and splitting (62553), into two cases.
% 62.77/27.79  																																												|-Branch one:
% 62.77/27.79  																																												| (2336) all_0_55_55 = e3
% 62.77/27.79  																																												|
% 62.77/27.79  																																													| Combining equations (858,2336) yields a new equation:
% 62.77/27.79  																																													| (676) e3 = e0
% 62.77/27.79  																																													|
% 62.77/27.79  																																													| Equations (676) can reduce 80 to:
% 62.77/27.79  																																													| (266) $false
% 62.77/27.79  																																													|
% 62.77/27.79  																																													|-The branch is then unsatisfiable
% 62.77/27.79  																																												|-Branch two:
% 62.77/27.79  																																												| (270)  ~ (all_0_55_55 = e3)
% 62.77/27.79  																																												| (62557) all_0_56_56 = e3 | all_0_58_58 = e3
% 62.77/27.79  																																												|
% 62.77/27.79  																																													+-Applying beta-rule and splitting (62557), into two cases.
% 62.77/27.79  																																													|-Branch one:
% 62.77/27.79  																																													| (1097) all_0_56_56 = e3
% 62.77/27.79  																																													|
% 62.77/27.79  																																														| Equations (1097) can reduce 16 to:
% 62.77/27.79  																																														| (664)  ~ (all_0_51_51 = e3)
% 62.77/27.79  																																														|
% 62.77/27.79  																																														| From (1097) and (111) follows:
% 62.77/27.79  																																														| (65099) op(e0, e2) = e3
% 62.77/27.79  																																														|
% 62.77/27.79  																																														+-Applying beta-rule and splitting (1100), into two cases.
% 62.77/27.79  																																														|-Branch one:
% 62.77/27.79  																																														| (1101) all_0_51_51 = e4
% 62.77/27.79  																																														|
% 62.77/27.79  																																															| Equations (1101) can reduce 475 to:
% 62.77/27.79  																																															| (266) $false
% 62.77/27.79  																																															|
% 62.77/27.79  																																															|-The branch is then unsatisfiable
% 62.77/27.79  																																														|-Branch two:
% 62.77/27.79  																																														| (475)  ~ (all_0_51_51 = e4)
% 62.77/27.79  																																														| (1104) all_0_51_51 = e3 | all_0_51_51 = e1
% 62.77/27.79  																																														|
% 62.77/27.79  																																															+-Applying beta-rule and splitting (1104), into two cases.
% 62.77/27.79  																																															|-Branch one:
% 62.77/27.79  																																															| (1109) all_0_51_51 = e1
% 62.77/27.79  																																															|
% 62.77/27.79  																																																| Equations (1109) can reduce 1099 to:
% 62.77/27.79  																																																| (604)  ~ (e2 = e1)
% 62.77/27.79  																																																|
% 62.77/27.79  																																																| Simplifying 604 yields:
% 62.77/27.79  																																																| (122)  ~ (e2 = e1)
% 62.77/27.79  																																																|
% 62.77/27.79  																																																| Equations (1109) can reduce 115 to:
% 62.77/27.79  																																																| (233)  ~ (e1 = e0)
% 62.77/27.79  																																																|
% 62.77/27.79  																																																+-Applying beta-rule and splitting (708), into two cases.
% 62.77/27.79  																																																|-Branch one:
% 62.77/27.79  																																																| (709) unit = e4
% 62.77/27.79  																																																|
% 62.77/27.79  																																																	| From (709) and (24) follows:
% 62.77/27.79  																																																	| (33325) op(e4, e3) = e3
% 62.77/27.79  																																																	|
% 62.77/27.79  																																																	| From (709) and (211) follows:
% 62.77/27.79  																																																	| (22527) op(e4, e1) = e1
% 62.77/27.79  																																																	|
% 62.77/27.79  																																																	| From (709) and (32) follows:
% 62.77/27.79  																																																	| (712) op(e2, e4) = e2
% 62.77/27.79  																																																	|
% 62.77/27.79  																																																	| From (709) and (42) follows:
% 62.77/27.79  																																																	| (713) op(e0, e4) = e0
% 62.77/27.79  																																																	|
% 62.77/27.79  																																																	| Instantiating formula (29) with e4, e3, e3, e4 and discharging atoms op(e4, e3) = e4, op(e4, e3) = e3, yields:
% 62.77/27.79  																																																	| (425) e4 = e3
% 62.77/27.79  																																																	|
% 62.77/27.79  																																																	| Instantiating formula (29) with e4, e1, e1, e3 and discharging atoms op(e4, e1) = e3, op(e4, e1) = e1, yields:
% 62.77/27.79  																																																	| (455) e3 = e1
% 62.77/27.79  																																																	|
% 62.77/27.79  																																																	| Instantiating formula (29) with e2, e4, e2, e3 and discharging atoms op(e2, e4) = e3, op(e2, e4) = e2, yields:
% 62.77/27.79  																																																	| (662) e3 = e2
% 62.77/27.79  																																																	|
% 62.77/27.79  																																																	| Instantiating formula (29) with e0, e4, e0, e4 and discharging atoms op(e0, e4) = e4, op(e0, e4) = e0, yields:
% 62.77/27.79  																																																	| (397) e4 = e0
% 62.77/27.79  																																																	|
% 62.77/27.79  																																																	| Combining equations (425,397) yields a new equation:
% 62.77/27.79  																																																	| (675) e3 = e0
% 62.77/27.79  																																																	|
% 62.77/27.79  																																																	| Simplifying 675 yields:
% 62.77/27.79  																																																	| (676) e3 = e0
% 62.77/27.79  																																																	|
% 62.77/27.79  																																																	| Combining equations (455,662) yields a new equation:
% 62.77/27.80  																																																	| (617) e2 = e1
% 62.77/27.80  																																																	|
% 62.77/27.80  																																																	| Combining equations (676,662) yields a new equation:
% 62.77/27.80  																																																	| (330) e2 = e0
% 62.77/27.80  																																																	|
% 62.77/27.80  																																																	| Combining equations (617,330) yields a new equation:
% 62.77/27.80  																																																	| (546) e1 = e0
% 62.77/27.80  																																																	|
% 62.77/27.80  																																																	| Simplifying 546 yields:
% 62.77/27.80  																																																	| (431) e1 = e0
% 62.77/27.80  																																																	|
% 62.77/27.80  																																																	| Equations (431) can reduce 233 to:
% 62.77/27.80  																																																	| (266) $false
% 62.77/27.80  																																																	|
% 62.77/27.80  																																																	|-The branch is then unsatisfiable
% 62.77/27.80  																																																|-Branch two:
% 62.77/27.80  																																																| (724)  ~ (unit = e4)
% 62.77/27.80  																																																| (725) unit = e3 | unit = e1 | unit = e0
% 62.77/27.80  																																																|
% 62.77/27.80  																																																	+-Applying beta-rule and splitting (725), into two cases.
% 62.77/27.80  																																																	|-Branch one:
% 62.77/27.80  																																																	| (726) unit = e0
% 62.77/27.80  																																																	|
% 62.77/27.80  																																																		| From (726) and (24) follows:
% 62.77/27.80  																																																		| (2208) op(e0, e3) = e3
% 62.77/27.80  																																																		|
% 62.77/27.80  																																																		| From (726) and (15) follows:
% 62.77/27.80  																																																		| (1508) op(e0, e2) = e2
% 62.77/27.80  																																																		|
% 62.77/27.80  																																																		| From (726) and (28) follows:
% 62.77/27.80  																																																		| (2698) op(e1, e0) = e1
% 62.77/27.80  																																																		|
% 62.77/27.80  																																																		| Instantiating formula (29) with e1, e0, e1, e3 and discharging atoms op(e1, e0) = e3, op(e1, e0) = e1, yields:
% 62.77/27.80  																																																		| (455) e3 = e1
% 62.77/27.80  																																																		|
% 62.77/27.80  																																																		| Instantiating formula (29) with e0, e3, e3, e0 and discharging atoms op(e0, e3) = e3, op(e0, e3) = e0, yields:
% 62.77/27.80  																																																		| (676) e3 = e0
% 62.77/27.80  																																																		|
% 62.77/27.80  																																																		| Instantiating formula (29) with e0, e2, e2, e3 and discharging atoms op(e0, e2) = e3, op(e0, e2) = e2, yields:
% 62.77/27.80  																																																		| (662) e3 = e2
% 62.77/27.80  																																																		|
% 62.77/27.80  																																																		| Combining equations (676,662) yields a new equation:
% 62.77/27.80  																																																		| (330) e2 = e0
% 62.77/27.80  																																																		|
% 62.77/27.80  																																																		| Combining equations (455,662) yields a new equation:
% 62.77/27.80  																																																		| (617) e2 = e1
% 62.77/27.80  																																																		|
% 62.77/27.80  																																																		| Combining equations (330,617) yields a new equation:
% 62.77/27.80  																																																		| (431) e1 = e0
% 62.77/27.80  																																																		|
% 62.77/27.80  																																																		| Equations (431) can reduce 233 to:
% 62.77/27.80  																																																		| (266) $false
% 62.77/27.80  																																																		|
% 62.77/27.80  																																																		|-The branch is then unsatisfiable
% 62.77/27.80  																																																	|-Branch two:
% 62.77/27.80  																																																	| (734)  ~ (unit = e0)
% 62.77/27.80  																																																	| (735) unit = e3 | unit = e1
% 62.77/27.80  																																																	|
% 62.77/27.80  																																																		+-Applying beta-rule and splitting (735), into two cases.
% 62.77/27.80  																																																		|-Branch one:
% 62.77/27.80  																																																		| (736) unit = e1
% 62.77/27.80  																																																		|
% 62.77/27.80  																																																			| Equations (736) can reduce 734 to:
% 62.77/27.80  																																																			| (233)  ~ (e1 = e0)
% 62.77/27.80  																																																			|
% 62.77/27.80  																																																			| From (736) and (244) follows:
% 62.77/27.80  																																																			| (738) op(e1, e4) = e4
% 62.77/27.80  																																																			|
% 62.77/27.80  																																																			| From (736) and (24) follows:
% 62.77/27.80  																																																			| (1934) op(e1, e3) = e3
% 62.77/27.80  																																																			|
% 62.77/27.80  																																																			| From (736) and (227) follows:
% 62.77/27.80  																																																			| (739) op(e4, e1) = e4
% 62.77/27.80  																																																			|
% 62.77/27.80  																																																			| From (736) and (40) follows:
% 62.77/27.80  																																																			| (1652) op(e3, e1) = e3
% 62.77/27.80  																																																			|
% 62.77/27.80  																																																			| Instantiating formula (29) with e4, e1, e4, e3 and discharging atoms op(e4, e1) = e4, op(e4, e1) = e3, yields:
% 62.77/27.80  																																																			| (425) e4 = e3
% 62.77/27.80  																																																			|
% 62.77/27.80  																																																			| Instantiating formula (29) with e3, e1, e3, e1 and discharging atoms op(e3, e1) = e3, op(e3, e1) = e1, yields:
% 62.77/27.80  																																																			| (455) e3 = e1
% 62.77/27.80  																																																			|
% 62.77/27.80  																																																			| Instantiating formula (29) with e1, e4, e4, e0 and discharging atoms op(e1, e4) = e4, op(e1, e4) = e0, yields:
% 62.77/27.80  																																																			| (397) e4 = e0
% 62.77/27.80  																																																			|
% 62.77/27.80  																																																			| Instantiating formula (29) with e1, e3, e3, e2 and discharging atoms op(e1, e3) = e3, op(e1, e3) = e2, yields:
% 62.77/27.80  																																																			| (662) e3 = e2
% 62.77/27.80  																																																			|
% 62.77/27.80  																																																			| Combining equations (425,397) yields a new equation:
% 62.77/27.80  																																																			| (675) e3 = e0
% 62.77/27.80  																																																			|
% 62.77/27.80  																																																			| Simplifying 675 yields:
% 62.77/27.80  																																																			| (676) e3 = e0
% 62.77/27.80  																																																			|
% 62.77/27.80  																																																			| Combining equations (676,662) yields a new equation:
% 62.77/27.80  																																																			| (330) e2 = e0
% 62.77/27.80  																																																			|
% 62.77/27.80  																																																			| Combining equations (455,662) yields a new equation:
% 62.77/27.80  																																																			| (617) e2 = e1
% 62.77/27.80  																																																			|
% 62.77/27.80  																																																			| Combining equations (330,617) yields a new equation:
% 62.77/27.80  																																																			| (431) e1 = e0
% 62.77/27.80  																																																			|
% 62.77/27.80  																																																			| Equations (431) can reduce 233 to:
% 62.77/27.80  																																																			| (266) $false
% 62.77/27.80  																																																			|
% 62.77/27.80  																																																			|-The branch is then unsatisfiable
% 62.77/27.80  																																																		|-Branch two:
% 62.77/27.80  																																																		| (748)  ~ (unit = e1)
% 62.77/27.80  																																																		| (749) unit = e3
% 62.77/27.80  																																																		|
% 62.77/27.80  																																																			| From (749) and (28) follows:
% 62.77/27.80  																																																			| (2235) op(e1, e3) = e1
% 62.77/27.80  																																																			|
% 62.77/27.80  																																																			| Instantiating formula (29) with e1, e3, e1, e2 and discharging atoms op(e1, e3) = e2, op(e1, e3) = e1, yields:
% 62.77/27.80  																																																			| (617) e2 = e1
% 62.77/27.80  																																																			|
% 62.77/27.80  																																																			| Equations (617) can reduce 122 to:
% 62.77/27.80  																																																			| (266) $false
% 62.77/27.80  																																																			|
% 62.77/27.80  																																																			|-The branch is then unsatisfiable
% 62.77/27.80  																																															|-Branch two:
% 62.77/27.80  																																															| (464)  ~ (all_0_51_51 = e1)
% 62.77/27.80  																																															| (660) all_0_51_51 = e3
% 62.77/27.80  																																															|
% 62.77/27.80  																																																| Equations (660) can reduce 664 to:
% 62.77/27.80  																																																| (266) $false
% 62.77/27.80  																																																|
% 62.77/27.80  																																																|-The branch is then unsatisfiable
% 62.77/27.80  																																													|-Branch two:
% 62.77/27.80  																																													| (272)  ~ (all_0_56_56 = e3)
% 62.77/27.80  																																													| (795) all_0_58_58 = e3
% 62.77/27.80  																																													|
% 62.77/27.80  																																														| Equations (795) can reduce 276 to:
% 62.77/27.80  																																														| (266) $false
% 62.77/27.80  																																														|
% 62.77/27.80  																																														|-The branch is then unsatisfiable
% 62.81/27.80  																															|-Branch two:
% 62.81/27.80  																															| (803)  ~ (all_0_55_55 = e0)
% 62.81/27.80  																															| (863) all_0_56_56 = e0 | all_0_57_57 = e0 | all_0_58_58 = e0
% 62.81/27.80  																															|
% 62.81/27.80  																																+-Applying beta-rule and splitting (863), into two cases.
% 62.81/27.80  																																|-Branch one:
% 62.81/27.80  																																| (679) all_0_56_56 = e0
% 62.81/27.80  																																|
% 62.81/27.80  																																	| Equations (679) can reduce 828 to:
% 62.81/27.80  																																	| (266) $false
% 62.81/27.80  																																	|
% 62.81/27.80  																																	|-The branch is then unsatisfiable
% 62.81/27.80  																																|-Branch two:
% 62.81/27.80  																																| (828)  ~ (all_0_56_56 = e0)
% 62.81/27.80  																																| (924) all_0_57_57 = e0 | all_0_58_58 = e0
% 62.81/27.80  																																|
% 62.81/27.80  																																	+-Applying beta-rule and splitting (924), into two cases.
% 62.81/27.80  																																	|-Branch one:
% 62.81/27.80  																																	| (875) all_0_57_57 = e0
% 62.81/27.80  																																	|
% 62.81/27.80  																																		| Combining equations (875,442) yields a new equation:
% 62.81/27.80  																																		| (330) e2 = e0
% 62.81/27.80  																																		|
% 62.81/27.80  																																		| Equations (330) can reduce 128 to:
% 62.81/27.80  																																		| (266) $false
% 62.81/27.80  																																		|
% 62.81/27.80  																																		|-The branch is then unsatisfiable
% 62.81/27.80  																																	|-Branch two:
% 62.81/27.80  																																	| (364)  ~ (all_0_57_57 = e0)
% 62.81/27.80  																																	| (914) all_0_58_58 = e0
% 62.81/27.80  																																	|
% 62.81/27.80  																																		| Equations (914) can reduce 491 to:
% 62.81/27.80  																																		| (266) $false
% 62.81/27.80  																																		|
% 62.81/27.80  																																		|-The branch is then unsatisfiable
% 62.81/27.80  																														|-Branch two:
% 62.81/27.80  																														| (360)  ~ (all_0_44_44 = e0)
% 62.81/27.80  																														| (1417) all_0_44_44 = e3 | all_0_44_44 = e1
% 62.81/27.80  																														|
% 62.81/27.80  																															+-Applying beta-rule and splitting (1417), into two cases.
% 62.81/27.80  																															|-Branch one:
% 62.81/27.80  																															| (635) all_0_44_44 = e1
% 62.81/27.80  																															|
% 62.81/27.80  																																| Equations (635) can reduce 639 to:
% 62.81/27.80  																																| (266) $false
% 62.81/27.80  																																|
% 62.81/27.80  																																|-The branch is then unsatisfiable
% 62.81/27.80  																															|-Branch two:
% 62.81/27.80  																															| (639)  ~ (all_0_44_44 = e1)
% 62.81/27.80  																															| (532) all_0_44_44 = e3
% 62.81/27.80  																															|
% 62.81/27.80  																																| Equations (532) can reduce 407 to:
% 62.81/27.80  																																| (266) $false
% 62.81/27.80  																																|
% 62.81/27.80  																																|-The branch is then unsatisfiable
% 62.81/27.80  																												|-Branch two:
% 62.81/27.80  																												| (1898)  ~ (all_0_41_41 = e3)
% 62.81/27.80  																												| (1899) all_0_42_42 = e3 | all_0_44_44 = e3
% 62.81/27.80  																												|
% 62.81/27.80  																													+-Applying beta-rule and splitting (1899), into two cases.
% 62.81/27.80  																													|-Branch one:
% 62.81/27.80  																													| (516) all_0_42_42 = e3
% 62.81/27.80  																													|
% 62.81/27.80  																														| Combining equations (516,1392) yields a new equation:
% 62.81/27.80  																														| (425) e4 = e3
% 62.81/27.80  																														|
% 62.81/27.80  																														| Equations (425) can reduce 188 to:
% 62.81/27.80  																														| (266) $false
% 62.81/27.80  																														|
% 62.81/27.80  																														|-The branch is then unsatisfiable
% 62.81/27.80  																													|-Branch two:
% 62.81/27.80  																													| (405)  ~ (all_0_42_42 = e3)
% 62.81/27.80  																													| (532) all_0_44_44 = e3
% 62.81/27.80  																													|
% 62.81/27.80  																														| Equations (532) can reduce 149 to:
% 62.81/27.80  																														| (1898)  ~ (all_0_41_41 = e3)
% 62.81/27.80  																														|
% 62.81/27.80  																														| Equations (532) can reduce 220 to:
% 62.81/27.80  																														| (1114)  ~ (all_0_53_53 = e3)
% 62.81/27.80  																														|
% 62.81/27.80  																														| Simplifying 1114 yields:
% 62.81/27.80  																														| (903)  ~ (all_0_53_53 = e3)
% 62.81/27.80  																														|
% 62.81/27.80  																														| Equations (532) can reduce 181 to:
% 62.81/27.80  																														| (275)  ~ (all_0_58_58 = e3)
% 62.81/27.80  																														|
% 62.81/27.80  																														| Simplifying 275 yields:
% 62.81/27.80  																														| (276)  ~ (all_0_58_58 = e3)
% 62.81/27.80  																														|
% 62.81/27.80  																														| Equations (532) can reduce 147 to:
% 62.81/27.80  																														| (212)  ~ (e3 = e2)
% 62.81/27.80  																														|
% 62.81/27.80  																														+-Applying beta-rule and splitting (168), into two cases.
% 62.81/27.80  																														|-Branch one:
% 62.81/27.80  																														| (415) all_0_50_50 = e3
% 62.81/27.80  																														|
% 62.81/27.80  																															| Combining equations (378,415) yields a new equation:
% 62.81/27.80  																															| (662) e3 = e2
% 62.81/27.80  																															|
% 62.81/27.80  																															| Equations (662) can reduce 212 to:
% 62.81/27.80  																															| (266) $false
% 62.81/27.80  																															|
% 62.81/27.80  																															|-The branch is then unsatisfiable
% 62.81/27.80  																														|-Branch two:
% 62.81/27.80  																														| (411)  ~ (all_0_50_50 = e3)
% 62.81/27.80  																														| (418) all_0_51_51 = e3 | all_0_53_53 = e3
% 62.81/27.80  																														|
% 62.81/27.80  																															+-Applying beta-rule and splitting (418), into two cases.
% 62.81/27.80  																															|-Branch one:
% 62.81/27.80  																															| (660) all_0_51_51 = e3
% 62.81/27.80  																															|
% 62.81/27.80  																																| Equations (660) can reduce 6 to:
% 62.81/27.80  																																| (1114)  ~ (all_0_53_53 = e3)
% 62.81/27.80  																																|
% 62.81/27.80  																																| Simplifying 1114 yields:
% 62.81/27.80  																																| (903)  ~ (all_0_53_53 = e3)
% 62.81/27.80  																																|
% 62.81/27.80  																																| Equations (660) can reduce 16 to:
% 62.81/27.80  																																| (271)  ~ (all_0_56_56 = e3)
% 62.81/27.80  																																|
% 62.81/27.80  																																| Simplifying 271 yields:
% 62.81/27.80  																																| (272)  ~ (all_0_56_56 = e3)
% 62.81/27.80  																																|
% 62.81/27.80  																																| Equations (660) can reduce 475 to:
% 62.81/27.80  																																| (277)  ~ (e4 = e3)
% 62.81/27.80  																																|
% 62.81/27.80  																																| Simplifying 277 yields:
% 62.81/27.80  																																| (188)  ~ (e4 = e3)
% 62.81/27.80  																																|
% 62.81/27.80  																																| Equations (660) can reduce 1099 to:
% 62.81/27.80  																																| (212)  ~ (e3 = e2)
% 62.81/27.80  																																|
% 62.81/27.80  																																| From (660) and (186) follows:
% 62.81/27.80  																																| (1552) op(e1, e2) = e3
% 62.81/27.80  																																|
% 62.81/27.80  																																+-Applying beta-rule and splitting (27), into two cases.
% 62.81/27.80  																																|-Branch one:
% 62.81/27.80  																																| (437) all_0_41_41 = e4
% 62.81/27.80  																																|
% 62.81/27.80  																																	| Equations (437) can reduce 440 to:
% 62.81/27.80  																																	| (266) $false
% 62.81/27.80  																																	|
% 62.81/27.80  																																	|-The branch is then unsatisfiable
% 62.81/27.80  																																|-Branch two:
% 62.81/27.80  																																| (440)  ~ (all_0_41_41 = e4)
% 62.81/27.80  																																| (4049) all_0_41_41 = e3 | all_0_41_41 = e1 | all_0_41_41 = e0
% 62.81/27.80  																																|
% 62.81/27.80  																																	+-Applying beta-rule and splitting (196), into two cases.
% 62.81/27.80  																																	|-Branch one:
% 62.81/27.80  																																	| (607) all_0_53_53 = e2
% 62.81/27.80  																																	|
% 62.81/27.80  																																		| Equations (607) can reduce 509 to:
% 62.81/27.80  																																		| (266) $false
% 62.81/27.80  																																		|
% 62.81/27.80  																																		|-The branch is then unsatisfiable
% 62.81/27.80  																																	|-Branch two:
% 62.81/27.80  																																	| (509)  ~ (all_0_53_53 = e2)
% 62.81/27.80  																																	| (610) all_0_53_53 = e4 | all_0_53_53 = e3 | all_0_53_53 = e1
% 62.81/27.80  																																	|
% 62.81/27.80  																																		+-Applying beta-rule and splitting (165), into two cases.
% 62.81/27.80  																																		|-Branch one:
% 62.81/27.80  																																		| (794) all_0_41_41 = e0
% 62.81/27.80  																																		|
% 62.81/27.80  																																			| Equations (794) can reduce 191 to:
% 62.81/27.80  																																			| (4444)  ~ (all_0_55_55 = e0)
% 62.81/27.80  																																			|
% 62.81/27.80  																																			| Simplifying 4444 yields:
% 62.81/27.80  																																			| (803)  ~ (all_0_55_55 = e0)
% 62.81/27.80  																																			|
% 62.81/27.80  																																			| Equations (794) can reduce 1898 to:
% 62.81/27.80  																																			| (541)  ~ (e3 = e0)
% 62.81/27.80  																																			|
% 62.81/27.80  																																			| Simplifying 541 yields:
% 62.81/27.80  																																			| (80)  ~ (e3 = e0)
% 62.81/27.80  																																			|
% 62.81/27.80  																																			| Equations (794) can reduce 85 to:
% 62.81/27.80  																																			| (365)  ~ (e2 = e0)
% 62.81/27.80  																																			|
% 62.81/27.80  																																			| Simplifying 365 yields:
% 62.81/27.80  																																			| (128)  ~ (e2 = e0)
% 62.81/27.80  																																			|
% 62.81/27.80  																																			+-Applying beta-rule and splitting (144), into two cases.
% 62.81/27.80  																																			|-Branch one:
% 62.81/27.80  																																			| (403) all_0_41_41 = e3
% 62.81/27.80  																																			|
% 62.81/27.80  																																				| Combining equations (403,794) yields a new equation:
% 62.81/27.80  																																				| (675) e3 = e0
% 62.81/27.80  																																				|
% 62.81/27.80  																																				| Simplifying 675 yields:
% 62.81/27.80  																																				| (676) e3 = e0
% 62.81/27.80  																																				|
% 62.81/27.80  																																				| Equations (676) can reduce 80 to:
% 62.81/27.80  																																				| (266) $false
% 62.81/27.80  																																				|
% 62.81/27.80  																																				|-The branch is then unsatisfiable
% 62.81/27.80  																																			|-Branch two:
% 62.81/27.80  																																			| (1898)  ~ (all_0_41_41 = e3)
% 62.81/27.80  																																			| (1923) all_0_46_46 = e3 | all_0_50_50 = e3 | all_0_55_55 = e3
% 62.81/27.80  																																			|
% 62.81/27.80  																																				+-Applying beta-rule and splitting (610), into two cases.
% 62.81/27.80  																																				|-Branch one:
% 62.81/27.80  																																				| (1298) all_0_53_53 = e4
% 62.81/27.80  																																				|
% 62.81/27.80  																																					| Equations (1298) can reduce 1453 to:
% 62.81/27.80  																																					| (266) $false
% 62.81/27.80  																																					|
% 62.81/27.80  																																					|-The branch is then unsatisfiable
% 62.81/27.80  																																				|-Branch two:
% 62.81/27.80  																																				| (1453)  ~ (all_0_53_53 = e4)
% 62.81/27.80  																																				| (1694) all_0_53_53 = e3 | all_0_53_53 = e1
% 62.81/27.80  																																				|
% 62.81/27.80  																																					+-Applying beta-rule and splitting (125), into two cases.
% 62.81/27.80  																																					|-Branch one:
% 62.81/27.80  																																					| (858) all_0_55_55 = e0
% 62.81/27.80  																																					|
% 62.81/27.80  																																						| Equations (858) can reduce 803 to:
% 62.81/27.80  																																						| (266) $false
% 62.81/27.80  																																						|
% 62.81/27.80  																																						|-The branch is then unsatisfiable
% 62.81/27.80  																																					|-Branch two:
% 62.81/27.80  																																					| (803)  ~ (all_0_55_55 = e0)
% 62.81/27.80  																																					| (863) all_0_56_56 = e0 | all_0_57_57 = e0 | all_0_58_58 = e0
% 62.81/27.80  																																					|
% 62.81/27.80  																																						+-Applying beta-rule and splitting (131), into two cases.
% 62.81/27.80  																																						|-Branch one:
% 62.81/27.80  																																						| (459) all_0_42_42 = e1
% 62.81/27.80  																																						|
% 62.81/27.80  																																							| Combining equations (459,1392) yields a new equation:
% 62.81/27.80  																																							| (630) e4 = e1
% 62.81/27.80  																																							|
% 62.81/27.80  																																							| Equations (630) can reduce 110 to:
% 62.81/27.80  																																							| (266) $false
% 62.81/27.80  																																							|
% 62.81/27.80  																																							|-The branch is then unsatisfiable
% 62.81/27.80  																																						|-Branch two:
% 62.81/27.80  																																						| (1380)  ~ (all_0_42_42 = e1)
% 62.81/27.80  																																						| (3259) all_0_47_47 = e1 | all_0_51_51 = e1 | all_0_56_56 = e1
% 62.81/27.80  																																						|
% 62.81/27.80  																																							+-Applying beta-rule and splitting (75), into two cases.
% 62.81/27.80  																																							|-Branch one:
% 62.81/27.80  																																							| (485) all_0_40_40 = e0
% 62.81/27.80  																																							|
% 62.81/27.80  																																								| Combining equations (485,313) yields a new equation:
% 62.81/27.80  																																								| (330) e2 = e0
% 62.81/27.80  																																								|
% 62.81/27.80  																																								| Equations (330) can reduce 128 to:
% 62.81/27.80  																																								| (266) $false
% 62.81/27.80  																																								|
% 62.81/27.80  																																								|-The branch is then unsatisfiable
% 62.81/27.80  																																							|-Branch two:
% 62.81/27.80  																																							| (1401)  ~ (all_0_40_40 = e0)
% 62.81/27.80  																																							| (1748) all_0_44_44 = e0 | all_0_49_49 = e0 | all_0_58_58 = e0
% 62.81/27.80  																																							|
% 62.81/27.80  																																								| Equations (313) can reduce 1401 to:
% 62.81/27.80  																																								| (128)  ~ (e2 = e0)
% 62.81/27.80  																																								|
% 62.81/27.80  																																								+-Applying beta-rule and splitting (133), into two cases.
% 62.81/27.80  																																								|-Branch one:
% 62.81/27.80  																																								| (833) all_0_56_56 = e2
% 62.81/27.80  																																								|
% 62.81/27.80  																																									| Equations (833) can reduce 511 to:
% 62.81/27.80  																																									| (266) $false
% 62.81/27.80  																																									|
% 62.81/27.80  																																									|-The branch is then unsatisfiable
% 62.81/27.80  																																								|-Branch two:
% 62.81/27.80  																																								| (511)  ~ (all_0_56_56 = e2)
% 62.81/27.80  																																								| (836) all_0_56_56 = e4 | all_0_56_56 = e3 | all_0_56_56 = e1 | all_0_56_56 = e0
% 62.81/27.80  																																								|
% 62.81/27.80  																																									+-Applying beta-rule and splitting (1694), into two cases.
% 62.81/27.80  																																									|-Branch one:
% 62.81/27.80  																																									| (1208) all_0_53_53 = e1
% 62.81/27.80  																																									|
% 62.81/27.80  																																										| Equations (1208) can reduce 903 to:
% 62.81/27.80  																																										| (467)  ~ (e3 = e1)
% 62.81/27.80  																																										|
% 62.81/27.80  																																										| Simplifying 467 yields:
% 62.81/27.80  																																										| (213)  ~ (e3 = e1)
% 62.81/27.80  																																										|
% 62.81/27.80  																																										| Equations (1208) can reduce 509 to:
% 62.81/27.80  																																										| (604)  ~ (e2 = e1)
% 62.81/27.80  																																										|
% 62.81/27.80  																																										| Simplifying 604 yields:
% 62.81/27.80  																																										| (122)  ~ (e2 = e1)
% 62.81/27.80  																																										|
% 62.81/27.80  																																										+-Applying beta-rule and splitting (216), into two cases.
% 62.81/27.80  																																										|-Branch one:
% 62.81/27.80  																																										| (629) all_0_55_55 = e1
% 62.81/27.80  																																										|
% 62.81/27.80  																																											| Equations (629) can reduce 632 to:
% 62.81/27.80  																																											| (266) $false
% 62.81/27.81  																																											|
% 62.81/27.81  																																											|-The branch is then unsatisfiable
% 62.81/27.81  																																										|-Branch two:
% 62.81/27.81  																																										| (632)  ~ (all_0_55_55 = e1)
% 62.81/27.81  																																										| (633) all_0_56_56 = e1 | all_0_57_57 = e1 | all_0_58_58 = e1
% 62.81/27.81  																																										|
% 62.81/27.81  																																											+-Applying beta-rule and splitting (863), into two cases.
% 62.81/27.81  																																											|-Branch one:
% 62.81/27.81  																																											| (679) all_0_56_56 = e0
% 62.81/27.81  																																											|
% 62.81/27.81  																																												| Equations (679) can reduce 828 to:
% 62.81/27.81  																																												| (266) $false
% 62.81/27.81  																																												|
% 62.81/27.81  																																												|-The branch is then unsatisfiable
% 62.81/27.81  																																											|-Branch two:
% 62.81/27.81  																																											| (828)  ~ (all_0_56_56 = e0)
% 62.81/27.81  																																											| (924) all_0_57_57 = e0 | all_0_58_58 = e0
% 62.81/27.81  																																											|
% 62.81/27.81  																																												+-Applying beta-rule and splitting (633), into two cases.
% 62.81/27.81  																																												|-Branch one:
% 62.81/27.81  																																												| (1569) all_0_56_56 = e1
% 62.81/27.81  																																												|
% 62.81/27.81  																																													| Equations (1569) can reduce 44 to:
% 62.81/27.81  																																													| (879)  ~ (all_0_58_58 = e1)
% 62.81/27.81  																																													|
% 62.81/27.81  																																													| Simplifying 879 yields:
% 62.81/27.81  																																													| (880)  ~ (all_0_58_58 = e1)
% 62.81/27.81  																																													|
% 62.81/27.81  																																													| Equations (1569) can reduce 511 to:
% 62.81/27.81  																																													| (604)  ~ (e2 = e1)
% 62.81/27.81  																																													|
% 62.81/27.81  																																													| Simplifying 604 yields:
% 62.81/27.81  																																													| (122)  ~ (e2 = e1)
% 62.81/27.81  																																													|
% 62.81/27.81  																																													+-Applying beta-rule and splitting (924), into two cases.
% 62.81/27.81  																																													|-Branch one:
% 62.81/27.81  																																													| (875) all_0_57_57 = e0
% 62.81/27.81  																																													|
% 62.81/27.81  																																														| Combining equations (875,442) yields a new equation:
% 62.81/27.81  																																														| (330) e2 = e0
% 62.81/27.81  																																														|
% 62.81/27.81  																																														| Equations (330) can reduce 128 to:
% 62.81/27.81  																																														| (266) $false
% 62.81/27.81  																																														|
% 62.81/27.81  																																														|-The branch is then unsatisfiable
% 62.81/27.81  																																													|-Branch two:
% 62.81/27.81  																																													| (364)  ~ (all_0_57_57 = e0)
% 62.81/27.81  																																													| (914) all_0_58_58 = e0
% 62.81/27.81  																																													|
% 62.81/27.81  																																														| Equations (914) can reduce 880 to:
% 62.81/27.81  																																														| (435)  ~ (e1 = e0)
% 62.81/27.81  																																														|
% 62.81/27.81  																																														| Simplifying 435 yields:
% 62.81/27.81  																																														| (233)  ~ (e1 = e0)
% 62.81/27.81  																																														|
% 62.81/27.81  																																														+-Applying beta-rule and splitting (56), into two cases.
% 62.81/27.81  																																														|-Branch one:
% 62.81/27.81  																																														| (696) unit = e2
% 62.81/27.81  																																														|
% 62.81/27.81  																																															| From (696) and (244) follows:
% 62.81/27.81  																																															| (264) op(e2, e4) = e4
% 62.81/27.81  																																															|
% 62.81/27.81  																																															| From (696) and (209) follows:
% 62.81/27.81  																																															| (7585) op(e2, e0) = e0
% 62.81/27.81  																																															|
% 62.81/27.81  																																															| From (696) and (28) follows:
% 62.81/27.81  																																															| (699) op(e1, e2) = e1
% 62.81/27.81  																																															|
% 62.81/27.81  																																															| Instantiating formula (29) with e2, e4, e4, e3 and discharging atoms op(e2, e4) = e4, op(e2, e4) = e3, yields:
% 62.81/27.81  																																															| (425) e4 = e3
% 62.81/27.81  																																															|
% 62.81/27.81  																																															| Instantiating formula (29) with e2, e0, e0, e4 and discharging atoms op(e2, e0) = e4, op(e2, e0) = e0, yields:
% 62.81/27.81  																																															| (397) e4 = e0
% 62.81/27.81  																																															|
% 62.81/27.81  																																															| Instantiating formula (29) with e1, e2, e1, e3 and discharging atoms op(e1, e2) = e3, op(e1, e2) = e1, yields:
% 62.81/27.81  																																															| (455) e3 = e1
% 62.81/27.81  																																															|
% 62.81/27.81  																																															| Combining equations (397,425) yields a new equation:
% 62.81/27.81  																																															| (676) e3 = e0
% 62.81/27.81  																																															|
% 62.81/27.81  																																															| Combining equations (676,455) yields a new equation:
% 62.81/27.81  																																															| (431) e1 = e0
% 62.81/27.81  																																															|
% 62.81/27.81  																																															| Equations (431) can reduce 233 to:
% 62.81/27.81  																																															| (266) $false
% 62.81/27.81  																																															|
% 62.81/27.81  																																															|-The branch is then unsatisfiable
% 62.81/27.81  																																														|-Branch two:
% 62.81/27.81  																																														| (707)  ~ (unit = e2)
% 62.81/27.81  																																														| (708) unit = e4 | unit = e3 | unit = e1 | unit = e0
% 62.81/27.81  																																														|
% 62.81/27.81  																																															+-Applying beta-rule and splitting (708), into two cases.
% 62.81/27.81  																																															|-Branch one:
% 62.81/27.81  																																															| (709) unit = e4
% 62.81/27.81  																																															|
% 62.81/27.81  																																																| From (709) and (24) follows:
% 62.81/27.81  																																																| (33325) op(e4, e3) = e3
% 62.81/27.81  																																																|
% 62.81/27.81  																																																| From (709) and (211) follows:
% 62.81/27.81  																																																| (22527) op(e4, e1) = e1
% 62.81/27.81  																																																|
% 62.81/27.81  																																																| From (709) and (32) follows:
% 62.81/27.81  																																																| (712) op(e2, e4) = e2
% 62.81/27.81  																																																|
% 62.81/27.81  																																																| From (709) and (42) follows:
% 62.81/27.81  																																																| (713) op(e0, e4) = e0
% 62.81/27.81  																																																|
% 62.81/27.81  																																																| Instantiating formula (29) with e4, e3, e3, e4 and discharging atoms op(e4, e3) = e4, op(e4, e3) = e3, yields:
% 62.81/27.81  																																																| (425) e4 = e3
% 62.81/27.81  																																																|
% 62.81/27.81  																																																| Instantiating formula (29) with e4, e1, e1, e3 and discharging atoms op(e4, e1) = e3, op(e4, e1) = e1, yields:
% 62.81/27.81  																																																| (455) e3 = e1
% 62.81/27.81  																																																|
% 62.81/27.81  																																																| Instantiating formula (29) with e2, e4, e2, e3 and discharging atoms op(e2, e4) = e3, op(e2, e4) = e2, yields:
% 62.81/27.81  																																																| (662) e3 = e2
% 62.81/27.81  																																																|
% 62.81/27.81  																																																| Instantiating formula (29) with e0, e4, e0, e4 and discharging atoms op(e0, e4) = e4, op(e0, e4) = e0, yields:
% 62.81/27.81  																																																| (397) e4 = e0
% 62.81/27.81  																																																|
% 62.81/27.81  																																																| Combining equations (425,397) yields a new equation:
% 62.81/27.81  																																																| (675) e3 = e0
% 62.81/27.81  																																																|
% 62.81/27.81  																																																| Simplifying 675 yields:
% 62.81/27.81  																																																| (676) e3 = e0
% 62.81/27.81  																																																|
% 62.81/27.81  																																																| Combining equations (455,662) yields a new equation:
% 62.81/27.81  																																																| (617) e2 = e1
% 62.81/27.81  																																																|
% 62.81/27.81  																																																| Combining equations (676,662) yields a new equation:
% 62.81/27.81  																																																| (330) e2 = e0
% 62.81/27.81  																																																|
% 62.81/27.81  																																																| Combining equations (617,330) yields a new equation:
% 62.81/27.81  																																																| (546) e1 = e0
% 62.81/27.81  																																																|
% 62.81/27.81  																																																| Simplifying 546 yields:
% 62.81/27.81  																																																| (431) e1 = e0
% 62.81/27.81  																																																|
% 62.81/27.81  																																																| Equations (431) can reduce 233 to:
% 62.81/27.81  																																																| (266) $false
% 62.81/27.81  																																																|
% 62.81/27.81  																																																|-The branch is then unsatisfiable
% 62.81/27.81  																																															|-Branch two:
% 62.81/27.81  																																															| (724)  ~ (unit = e4)
% 62.81/27.81  																																															| (725) unit = e3 | unit = e1 | unit = e0
% 62.81/27.81  																																															|
% 62.81/27.81  																																																+-Applying beta-rule and splitting (725), into two cases.
% 62.81/27.81  																																																|-Branch one:
% 62.81/27.81  																																																| (726) unit = e0
% 62.81/27.81  																																																|
% 62.81/27.81  																																																	| From (726) and (211) follows:
% 62.81/27.81  																																																	| (15180) op(e0, e1) = e1
% 62.81/27.81  																																																	|
% 62.81/27.81  																																																	| Instantiating formula (29) with e0, e1, e1, e2 and discharging atoms op(e0, e1) = e2, op(e0, e1) = e1, yields:
% 62.81/27.81  																																																	| (617) e2 = e1
% 62.81/27.81  																																																	|
% 62.81/27.81  																																																	| Equations (617) can reduce 122 to:
% 62.81/27.81  																																																	| (266) $false
% 62.81/27.81  																																																	|
% 62.81/27.81  																																																	|-The branch is then unsatisfiable
% 62.81/27.81  																																																|-Branch two:
% 62.81/27.81  																																																| (734)  ~ (unit = e0)
% 62.81/27.81  																																																| (735) unit = e3 | unit = e1
% 62.81/27.81  																																																|
% 62.81/27.81  																																																	+-Applying beta-rule and splitting (735), into two cases.
% 62.81/27.81  																																																	|-Branch one:
% 62.81/27.81  																																																	| (736) unit = e1
% 62.81/27.81  																																																	|
% 62.81/27.81  																																																		| Equations (736) can reduce 734 to:
% 62.81/27.81  																																																		| (233)  ~ (e1 = e0)
% 62.81/27.81  																																																		|
% 62.81/27.81  																																																		| From (736) and (15) follows:
% 62.81/27.81  																																																		| (515) op(e1, e2) = e2
% 62.81/27.81  																																																		|
% 62.81/27.81  																																																		| From (736) and (40) follows:
% 62.81/27.81  																																																		| (1652) op(e3, e1) = e3
% 62.81/27.81  																																																		|
% 62.81/27.81  																																																		| From (736) and (42) follows:
% 62.81/27.81  																																																		| (3221) op(e0, e1) = e0
% 62.81/27.81  																																																		|
% 62.81/27.81  																																																		| Instantiating formula (29) with e3, e1, e3, e1 and discharging atoms op(e3, e1) = e3, op(e3, e1) = e1, yields:
% 62.81/27.81  																																																		| (455) e3 = e1
% 62.81/27.81  																																																		|
% 62.81/27.81  																																																		| Instantiating formula (29) with e1, e2, e2, e3 and discharging atoms op(e1, e2) = e3, op(e1, e2) = e2, yields:
% 62.81/27.81  																																																		| (662) e3 = e2
% 62.81/27.81  																																																		|
% 62.81/27.81  																																																		| Instantiating formula (29) with e0, e1, e0, e2 and discharging atoms op(e0, e1) = e2, op(e0, e1) = e0, yields:
% 62.81/27.81  																																																		| (330) e2 = e0
% 62.81/27.81  																																																		|
% 62.81/27.81  																																																		| Combining equations (662,455) yields a new equation:
% 62.81/27.81  																																																		| (616) e2 = e1
% 62.81/27.81  																																																		|
% 62.81/27.81  																																																		| Simplifying 616 yields:
% 62.81/27.81  																																																		| (617) e2 = e1
% 62.81/27.81  																																																		|
% 62.81/27.81  																																																		| Combining equations (617,330) yields a new equation:
% 62.81/27.81  																																																		| (546) e1 = e0
% 62.81/27.81  																																																		|
% 62.81/27.81  																																																		| Simplifying 546 yields:
% 62.81/27.81  																																																		| (431) e1 = e0
% 62.81/27.81  																																																		|
% 62.81/27.81  																																																		| Equations (431) can reduce 233 to:
% 62.81/27.81  																																																		| (266) $false
% 62.81/27.81  																																																		|
% 62.81/27.81  																																																		|-The branch is then unsatisfiable
% 62.81/27.81  																																																	|-Branch two:
% 62.81/27.81  																																																	| (748)  ~ (unit = e1)
% 62.81/27.81  																																																	| (749) unit = e3
% 62.81/27.81  																																																	|
% 62.81/27.81  																																																		| From (749) and (28) follows:
% 62.81/27.81  																																																		| (2235) op(e1, e3) = e1
% 62.81/27.81  																																																		|
% 62.81/27.81  																																																		| Instantiating formula (29) with e1, e3, e1, e2 and discharging atoms op(e1, e3) = e2, op(e1, e3) = e1, yields:
% 62.81/27.81  																																																		| (617) e2 = e1
% 62.81/27.81  																																																		|
% 62.81/27.81  																																																		| Equations (617) can reduce 122 to:
% 62.81/27.81  																																																		| (266) $false
% 62.81/27.81  																																																		|
% 62.81/27.81  																																																		|-The branch is then unsatisfiable
% 62.81/27.81  																																												|-Branch two:
% 62.81/27.81  																																												| (466)  ~ (all_0_56_56 = e1)
% 62.81/27.81  																																												| (1574) all_0_57_57 = e1 | all_0_58_58 = e1
% 62.81/27.81  																																												|
% 62.81/27.81  																																													+-Applying beta-rule and splitting (1923), into two cases.
% 62.81/27.81  																																													|-Branch one:
% 62.81/27.81  																																													| (1557) all_0_46_46 = e3
% 62.81/27.81  																																													|
% 62.81/27.81  																																														| Combining equations (545,1557) yields a new equation:
% 62.81/27.81  																																														| (455) e3 = e1
% 62.81/27.81  																																														|
% 62.81/27.81  																																														| Equations (455) can reduce 213 to:
% 62.81/27.81  																																														| (266) $false
% 62.81/27.81  																																														|
% 62.81/27.81  																																														|-The branch is then unsatisfiable
% 62.81/27.81  																																													|-Branch two:
% 62.81/27.81  																																													| (409)  ~ (all_0_46_46 = e3)
% 62.81/27.81  																																													| (4042) all_0_50_50 = e3 | all_0_55_55 = e3
% 62.81/27.81  																																													|
% 62.81/27.81  																																														+-Applying beta-rule and splitting (4042), into two cases.
% 62.81/27.81  																																														|-Branch one:
% 62.81/27.81  																																														| (415) all_0_50_50 = e3
% 62.81/27.81  																																														|
% 62.81/27.81  																																															| Combining equations (378,415) yields a new equation:
% 62.81/27.81  																																															| (662) e3 = e2
% 62.81/27.81  																																															|
% 62.81/27.81  																																															| Equations (662) can reduce 212 to:
% 62.81/27.81  																																															| (266) $false
% 62.81/27.81  																																															|
% 62.81/27.81  																																															|-The branch is then unsatisfiable
% 62.81/27.81  																																														|-Branch two:
% 62.81/27.81  																																														| (411)  ~ (all_0_50_50 = e3)
% 62.81/27.81  																																														| (2336) all_0_55_55 = e3
% 62.81/27.81  																																														|
% 62.81/27.81  																																															| Equations (2336) can reduce 632 to:
% 62.81/27.81  																																															| (213)  ~ (e3 = e1)
% 62.81/27.81  																																															|
% 62.81/27.81  																																															+-Applying beta-rule and splitting (3259), into two cases.
% 62.81/27.81  																																															|-Branch one:
% 62.81/27.81  																																															| (654) all_0_47_47 = e1
% 62.81/27.81  																																															|
% 62.81/27.81  																																																| Combining equations (654,1105) yields a new equation:
% 62.81/27.81  																																																| (617) e2 = e1
% 62.81/27.81  																																																|
% 62.81/27.81  																																																| Equations (617) can reduce 122 to:
% 62.81/27.81  																																																| (266) $false
% 62.81/27.81  																																																|
% 62.81/27.81  																																																|-The branch is then unsatisfiable
% 62.81/27.81  																																															|-Branch two:
% 62.81/27.81  																																															| (462)  ~ (all_0_47_47 = e1)
% 62.81/27.81  																																															| (3264) all_0_51_51 = e1 | all_0_56_56 = e1
% 62.81/27.81  																																															|
% 62.81/27.81  																																																+-Applying beta-rule and splitting (3264), into two cases.
% 62.81/27.81  																																																|-Branch one:
% 62.81/27.81  																																																| (1109) all_0_51_51 = e1
% 62.81/27.81  																																																|
% 62.81/27.81  																																																	| Combining equations (660,1109) yields a new equation:
% 62.81/27.81  																																																	| (454) e3 = e1
% 62.81/27.81  																																																	|
% 62.81/27.81  																																																	| Simplifying 454 yields:
% 62.81/27.81  																																																	| (455) e3 = e1
% 62.81/27.81  																																																	|
% 62.81/27.81  																																																	| Equations (455) can reduce 213 to:
% 62.81/27.81  																																																	| (266) $false
% 62.81/27.81  																																																	|
% 62.81/27.81  																																																	|-The branch is then unsatisfiable
% 62.81/27.81  																																																|-Branch two:
% 62.81/27.81  																																																| (464)  ~ (all_0_51_51 = e1)
% 62.81/27.81  																																																| (1569) all_0_56_56 = e1
% 62.81/27.81  																																																|
% 62.81/27.81  																																																	| Equations (1569) can reduce 466 to:
% 62.81/27.81  																																																	| (266) $false
% 62.81/27.81  																																																	|
% 62.81/27.81  																																																	|-The branch is then unsatisfiable
% 62.81/27.81  																																									|-Branch two:
% 62.81/27.81  																																									| (1459)  ~ (all_0_53_53 = e1)
% 62.81/27.81  																																									| (665) all_0_53_53 = e3
% 62.81/27.81  																																									|
% 62.81/27.81  																																										| Equations (665) can reduce 903 to:
% 62.81/27.81  																																										| (266) $false
% 62.81/27.81  																																										|
% 62.81/27.81  																																										|-The branch is then unsatisfiable
% 62.81/27.81  																																		|-Branch two:
% 62.81/27.81  																																		| (357)  ~ (all_0_41_41 = e0)
% 62.81/27.81  																																		| (6761) all_0_42_42 = e0 | all_0_43_43 = e0 | all_0_44_44 = e0
% 62.81/27.81  																																		|
% 62.81/27.81  																																			+-Applying beta-rule and splitting (22), into two cases.
% 62.81/27.81  																																			|-Branch one:
% 62.81/27.81  																																			| (268) all_0_54_54 = e3
% 62.81/27.81  																																			|
% 62.81/27.81  																																				| Combining equations (265,268) yields a new equation:
% 62.81/27.81  																																				| (424) e4 = e3
% 62.81/27.81  																																				|
% 62.81/27.81  																																				| Simplifying 424 yields:
% 62.81/27.81  																																				| (425) e4 = e3
% 62.81/27.81  																																				|
% 62.81/27.81  																																				| Equations (425) can reduce 188 to:
% 62.81/27.81  																																				| (266) $false
% 62.81/27.81  																																				|
% 62.81/27.81  																																				|-The branch is then unsatisfiable
% 62.81/27.81  																																			|-Branch two:
% 62.81/27.81  																																			| (60427)  ~ (all_0_54_54 = e3)
% 62.81/27.82  																																			| (62553) all_0_55_55 = e3 | all_0_56_56 = e3 | all_0_58_58 = e3
% 62.81/27.82  																																			|
% 62.81/27.82  																																				+-Applying beta-rule and splitting (62553), into two cases.
% 62.81/27.82  																																				|-Branch one:
% 62.81/27.82  																																				| (2336) all_0_55_55 = e3
% 62.81/27.82  																																				|
% 62.81/27.82  																																					| Equations (2336) can reduce 191 to:
% 62.81/27.82  																																					| (1898)  ~ (all_0_41_41 = e3)
% 62.81/27.82  																																					|
% 62.81/27.82  																																					+-Applying beta-rule and splitting (243), into two cases.
% 62.81/27.82  																																					|-Branch one:
% 62.81/27.82  																																					| (329) all_0_38_38 = e0
% 62.81/27.82  																																					|
% 62.81/27.82  																																						| Combining equations (329,321) yields a new equation:
% 62.81/27.82  																																						| (397) e4 = e0
% 62.81/27.82  																																						|
% 62.81/27.82  																																						| Equations (397) can reduce 49 to:
% 62.81/27.82  																																						| (266) $false
% 62.81/27.82  																																						|
% 62.81/27.82  																																						|-The branch is then unsatisfiable
% 62.81/27.82  																																					|-Branch two:
% 62.81/27.82  																																					| (332)  ~ (all_0_38_38 = e0)
% 62.81/27.82  																																					| (395) all_0_41_41 = e0 | all_0_46_46 = e0 | all_0_55_55 = e0
% 62.81/27.82  																																					|
% 62.81/27.82  																																						+-Applying beta-rule and splitting (395), into two cases.
% 62.81/27.82  																																						|-Branch one:
% 62.81/27.82  																																						| (794) all_0_41_41 = e0
% 62.81/27.82  																																						|
% 62.81/27.82  																																							| Equations (794) can reduce 357 to:
% 62.81/27.82  																																							| (266) $false
% 62.81/27.82  																																							|
% 62.81/27.82  																																							|-The branch is then unsatisfiable
% 62.81/27.82  																																						|-Branch two:
% 62.81/27.82  																																						| (357)  ~ (all_0_41_41 = e0)
% 62.81/27.82  																																						| (895) all_0_46_46 = e0 | all_0_55_55 = e0
% 62.81/27.82  																																						|
% 62.81/27.82  																																							+-Applying beta-rule and splitting (4049), into two cases.
% 62.81/27.82  																																							|-Branch one:
% 62.81/27.82  																																							| (794) all_0_41_41 = e0
% 62.81/27.82  																																							|
% 62.81/27.82  																																								| Equations (794) can reduce 357 to:
% 62.81/27.82  																																								| (266) $false
% 62.81/27.82  																																								|
% 62.81/27.82  																																								|-The branch is then unsatisfiable
% 62.81/27.82  																																							|-Branch two:
% 62.81/27.82  																																							| (357)  ~ (all_0_41_41 = e0)
% 62.81/27.82  																																							| (4053) all_0_41_41 = e3 | all_0_41_41 = e1
% 62.81/27.82  																																							|
% 62.81/27.82  																																								+-Applying beta-rule and splitting (4053), into two cases.
% 62.81/27.82  																																								|-Branch one:
% 62.81/27.82  																																								| (453) all_0_41_41 = e1
% 62.81/27.82  																																								|
% 62.81/27.82  																																									| Equations (453) can reduce 457 to:
% 62.81/27.82  																																									| (266) $false
% 62.81/27.82  																																									|
% 62.81/27.82  																																									|-The branch is then unsatisfiable
% 62.81/27.82  																																								|-Branch two:
% 62.81/27.82  																																								| (457)  ~ (all_0_41_41 = e1)
% 62.81/27.82  																																								| (403) all_0_41_41 = e3
% 62.81/27.82  																																								|
% 62.81/27.82  																																									| Equations (403) can reduce 1898 to:
% 62.81/27.82  																																									| (266) $false
% 62.81/27.82  																																									|
% 62.81/27.82  																																									|-The branch is then unsatisfiable
% 62.81/27.82  																																				|-Branch two:
% 62.81/27.82  																																				| (270)  ~ (all_0_55_55 = e3)
% 62.81/27.82  																																				| (62557) all_0_56_56 = e3 | all_0_58_58 = e3
% 62.81/27.82  																																				|
% 62.81/27.82  																																					+-Applying beta-rule and splitting (62557), into two cases.
% 62.81/27.82  																																					|-Branch one:
% 62.81/27.82  																																					| (1097) all_0_56_56 = e3
% 62.81/27.82  																																					|
% 62.81/27.82  																																						| Equations (1097) can reduce 272 to:
% 62.81/27.82  																																						| (266) $false
% 62.81/27.82  																																						|
% 62.81/27.82  																																						|-The branch is then unsatisfiable
% 62.81/27.82  																																					|-Branch two:
% 62.81/27.82  																																					| (272)  ~ (all_0_56_56 = e3)
% 62.81/27.82  																																					| (795) all_0_58_58 = e3
% 62.81/27.82  																																					|
% 62.81/27.82  																																						| Equations (795) can reduce 276 to:
% 62.81/27.82  																																						| (266) $false
% 62.81/27.82  																																						|
% 62.81/27.82  																																						|-The branch is then unsatisfiable
% 62.81/27.82  																															|-Branch two:
% 62.81/27.82  																															| (664)  ~ (all_0_51_51 = e3)
% 62.81/27.82  																															| (665) all_0_53_53 = e3
% 62.81/27.82  																															|
% 62.81/27.82  																																| Equations (665) can reduce 903 to:
% 62.81/27.82  																																| (266) $false
% 62.81/27.82  																																|
% 62.81/27.82  																																|-The branch is then unsatisfiable
% 62.81/27.82  																											|-Branch two:
% 62.81/27.82  																											| (1890)  ~ (all_0_42_42 = e4)
% 62.81/27.82  																											| (1891) all_0_43_43 = e4 | all_0_44_44 = e4
% 62.81/27.82  																											|
% 62.81/27.82  																												+-Applying beta-rule and splitting (1891), into two cases.
% 62.81/27.82  																												|-Branch one:
% 62.81/27.82  																												| (396) all_0_43_43 = e4
% 62.81/27.82  																												|
% 62.81/27.82  																													| Combining equations (396,430) yields a new equation:
% 62.81/27.82  																													| (636) e4 = e1
% 62.81/27.82  																													|
% 62.81/27.82  																													| Simplifying 636 yields:
% 62.81/27.82  																													| (630) e4 = e1
% 62.81/27.82  																													|
% 62.81/27.82  																													| Equations (630) can reduce 110 to:
% 62.81/27.82  																													| (266) $false
% 62.81/27.82  																													|
% 62.81/27.82  																													|-The branch is then unsatisfiable
% 62.81/27.82  																												|-Branch two:
% 62.81/27.82  																												| (399)  ~ (all_0_43_43 = e4)
% 62.81/27.82  																												| (446) all_0_44_44 = e4
% 62.81/27.82  																												|
% 62.81/27.82  																													| Equations (446) can reduce 1390 to:
% 62.81/27.82  																													| (266) $false
% 62.81/27.82  																													|
% 62.81/27.82  																													|-The branch is then unsatisfiable
% 62.81/27.82  																									|-Branch two:
% 62.81/27.82  																									| (549)  ~ (all_0_46_46 = e1)
% 62.81/27.82  																									| (550) all_0_47_47 = e1 | all_0_48_48 = e1 | all_0_49_49 = e1
% 62.81/27.82  																									|
% 62.81/27.82  																										+-Applying beta-rule and splitting (123), into two cases.
% 62.81/27.82  																										|-Branch one:
% 62.81/27.82  																										| (1794) all_0_46_46 = e2
% 62.81/27.82  																										|
% 62.81/27.82  																											| Equations (1794) can reduce 300 to:
% 62.81/27.82  																											| (266) $false
% 62.81/27.82  																											|
% 62.81/27.82  																											|-The branch is then unsatisfiable
% 62.81/27.82  																										|-Branch two:
% 62.81/27.82  																										| (300)  ~ (all_0_46_46 = e2)
% 62.81/27.82  																										| (1797) all_0_46_46 = e4 | all_0_46_46 = e3 | all_0_46_46 = e1 | all_0_46_46 = e0
% 62.81/27.82  																										|
% 62.81/27.82  																											+-Applying beta-rule and splitting (1797), into two cases.
% 62.81/27.82  																											|-Branch one:
% 62.81/27.82  																											| (770) all_0_46_46 = e4
% 62.81/27.82  																											|
% 62.81/27.82  																												| Equations (770) can reduce 250 to:
% 62.81/27.82  																												| (266) $false
% 62.81/27.82  																												|
% 62.81/27.82  																												|-The branch is then unsatisfiable
% 62.81/27.82  																											|-Branch two:
% 62.81/27.82  																											| (250)  ~ (all_0_46_46 = e4)
% 62.81/27.82  																											| (1801) all_0_46_46 = e3 | all_0_46_46 = e1 | all_0_46_46 = e0
% 62.81/27.82  																											|
% 62.81/27.82  																												+-Applying beta-rule and splitting (1801), into two cases.
% 62.81/27.82  																												|-Branch one:
% 62.81/27.82  																												| (538) all_0_46_46 = e0
% 62.81/27.82  																												|
% 62.81/27.82  																													| Equations (538) can reduce 831 to:
% 62.81/27.82  																													| (266) $false
% 62.81/27.82  																													|
% 62.81/27.82  																													|-The branch is then unsatisfiable
% 62.81/27.82  																												|-Branch two:
% 62.81/27.82  																												| (831)  ~ (all_0_46_46 = e0)
% 62.81/27.82  																												| (1838) all_0_46_46 = e3 | all_0_46_46 = e1
% 62.81/27.82  																												|
% 62.81/27.82  																													+-Applying beta-rule and splitting (1838), into two cases.
% 62.81/27.82  																													|-Branch one:
% 62.81/27.82  																													| (545) all_0_46_46 = e1
% 62.81/27.82  																													|
% 62.81/27.82  																														| Equations (545) can reduce 549 to:
% 62.81/27.82  																														| (266) $false
% 62.81/27.82  																														|
% 62.81/27.82  																														|-The branch is then unsatisfiable
% 62.81/27.82  																													|-Branch two:
% 62.81/27.82  																													| (549)  ~ (all_0_46_46 = e1)
% 62.81/27.83  																													| (1557) all_0_46_46 = e3
% 62.81/27.83  																													|
% 62.81/27.83  																														| Equations (1557) can reduce 409 to:
% 62.81/27.83  																														| (266) $false
% 62.81/27.83  																														|
% 62.81/27.83  																														|-The branch is then unsatisfiable
% 62.81/27.83  																				|-Branch two:
% 62.81/27.83  																				| (338)  ~ (all_0_47_47 = e2)
% 62.81/27.83  																				| (10761) all_0_48_48 = e2 | all_0_49_49 = e2
% 62.81/27.83  																				|
% 62.81/27.83  																					+-Applying beta-rule and splitting (10761), into two cases.
% 62.81/27.83  																					|-Branch one:
% 62.81/27.83  																					| (335) all_0_48_48 = e2
% 62.81/27.83  																					|
% 62.81/27.83  																						| Combining equations (1279,335) yields a new equation:
% 62.81/27.83  																						| (330) e2 = e0
% 62.81/27.83  																						|
% 62.81/27.83  																						| Equations (330) can reduce 128 to:
% 62.81/27.83  																						| (266) $false
% 62.81/27.83  																						|
% 62.81/27.83  																						|-The branch is then unsatisfiable
% 62.81/27.83  																					|-Branch two:
% 62.81/27.83  																					| (810)  ~ (all_0_48_48 = e2)
% 62.81/27.83  																					| (583) all_0_49_49 = e2
% 62.81/27.83  																					|
% 62.81/27.83  																						| Equations (583) can reduce 340 to:
% 62.81/27.83  																						| (266) $false
% 62.81/27.83  																						|
% 62.81/27.83  																						|-The branch is then unsatisfiable
% 62.81/27.83  																		|-Branch two:
% 62.81/27.83  																		| (302)  ~ (all_0_50_50 = e2)
% 62.81/27.83  																		| (381) all_0_51_51 = e2 | all_0_52_52 = e2 | all_0_53_53 = e2
% 62.81/27.83  																		|
% 62.81/27.83  																			+-Applying beta-rule and splitting (117), into two cases.
% 62.81/27.83  																			|-Branch one:
% 62.81/27.83  																			| (292) all_0_38_38 = e2
% 62.81/27.83  																			|
% 62.81/27.83  																				| Combining equations (292,321) yields a new equation:
% 62.81/27.83  																				| (323) e4 = e2
% 62.81/27.83  																				|
% 62.81/27.83  																				| Equations (323) can reduce 48 to:
% 62.81/27.83  																				| (266) $false
% 62.81/27.83  																				|
% 62.81/27.83  																				|-The branch is then unsatisfiable
% 62.81/27.83  																			|-Branch two:
% 62.81/27.83  																			| (9600)  ~ (all_0_38_38 = e2)
% 62.81/27.83  																			| (24424) all_0_46_46 = e2 | all_0_50_50 = e2 | all_0_55_55 = e2
% 62.81/27.83  																			|
% 62.81/27.83  																				| Equations (321) can reduce 9600 to:
% 62.81/27.83  																				| (48)  ~ (e4 = e2)
% 62.81/27.83  																				|
% 62.81/27.83  																				+-Applying beta-rule and splitting (381), into two cases.
% 62.81/27.83  																				|-Branch one:
% 62.81/27.83  																				| (504) all_0_51_51 = e2
% 62.81/27.83  																				|
% 62.81/27.83  																					| Equations (504) can reduce 61 to:
% 62.81/27.83  																					| (51)  ~ (all_0_42_42 = e2)
% 62.81/27.83  																					|
% 62.81/27.83  																					| Equations (504) can reduce 224 to:
% 62.81/27.83  																					| (338)  ~ (all_0_47_47 = e2)
% 62.81/27.83  																					|
% 62.81/27.83  																					| Equations (504) can reduce 6 to:
% 62.81/27.83  																					| (508)  ~ (all_0_53_53 = e2)
% 62.81/27.83  																					|
% 62.81/27.83  																					| Simplifying 508 yields:
% 62.81/27.83  																					| (509)  ~ (all_0_53_53 = e2)
% 62.81/27.83  																					|
% 62.81/27.83  																					| Equations (504) can reduce 16 to:
% 62.81/27.83  																					| (510)  ~ (all_0_56_56 = e2)
% 62.81/27.83  																					|
% 62.81/27.83  																					| Simplifying 510 yields:
% 62.81/27.83  																					| (511)  ~ (all_0_56_56 = e2)
% 62.81/27.83  																					|
% 62.81/27.83  																					| Equations (504) can reduce 115 to:
% 62.81/27.83  																					| (128)  ~ (e2 = e0)
% 62.81/27.83  																					|
% 62.81/27.83  																					| From (504) and (186) follows:
% 62.81/27.83  																					| (515) op(e1, e2) = e2
% 62.81/27.83  																					|
% 62.81/27.83  																					+-Applying beta-rule and splitting (53), into two cases.
% 62.81/27.83  																					|-Branch one:
% 62.81/27.83  																					| (1794) all_0_46_46 = e2
% 62.81/27.83  																					|
% 62.81/27.83  																						| Equations (1794) can reduce 43 to:
% 62.81/27.83  																						| (85)  ~ (all_0_41_41 = e2)
% 62.81/27.83  																						|
% 62.81/27.83  																						| Equations (1794) can reduce 19 to:
% 62.81/27.83  																						| (22180)  ~ (all_0_47_47 = e2)
% 62.81/27.83  																						|
% 62.81/27.83  																						| Simplifying 22180 yields:
% 62.81/27.83  																						| (338)  ~ (all_0_47_47 = e2)
% 62.81/27.83  																						|
% 62.81/27.83  																						| Equations (1794) can reduce 208 to:
% 62.81/27.83  																						| (339)  ~ (all_0_49_49 = e2)
% 62.81/27.83  																						|
% 62.81/27.83  																						| Simplifying 339 yields:
% 62.81/27.83  																						| (340)  ~ (all_0_49_49 = e2)
% 62.81/27.83  																						|
% 62.81/27.83  																						| Equations (1794) can reduce 35 to:
% 62.81/27.83  																						| (301)  ~ (all_0_50_50 = e2)
% 62.81/27.83  																						|
% 62.81/27.83  																						| Simplifying 301 yields:
% 62.81/27.83  																						| (302)  ~ (all_0_50_50 = e2)
% 62.81/27.83  																						|
% 62.81/27.83  																						| Equations (1794) can reduce 58 to:
% 62.81/27.83  																						| (303)  ~ (all_0_55_55 = e2)
% 62.81/27.83  																						|
% 62.81/27.83  																						| Simplifying 303 yields:
% 62.81/27.83  																						| (304)  ~ (all_0_55_55 = e2)
% 62.81/27.83  																						|
% 62.81/27.83  																						| Equations (1794) can reduce 250 to:
% 62.81/27.83  																						| (327)  ~ (e4 = e2)
% 62.81/27.83  																						|
% 62.81/27.83  																						| Simplifying 327 yields:
% 62.81/27.83  																						| (48)  ~ (e4 = e2)
% 62.81/27.83  																						|
% 62.81/27.83  																						| Equations (1794) can reduce 409 to:
% 62.81/27.83  																						| (626)  ~ (e3 = e2)
% 62.81/27.83  																						|
% 62.81/27.83  																						| Simplifying 626 yields:
% 62.81/27.83  																						| (212)  ~ (e3 = e2)
% 62.81/27.83  																						|
% 62.81/27.83  																						| From (1794) and (120) follows:
% 62.81/27.83  																						| (5793) op(e2, e3) = e2
% 62.81/27.83  																						|
% 62.81/27.83  																						+-Applying beta-rule and splitting (168), into two cases.
% 62.81/27.83  																						|-Branch one:
% 62.81/27.83  																						| (415) all_0_50_50 = e3
% 62.81/27.83  																						|
% 62.81/27.83  																							| Equations (415) can reduce 221 to:
% 62.81/27.83  																							| (1898)  ~ (all_0_41_41 = e3)
% 62.81/27.83  																							|
% 62.81/27.83  																							| Equations (415) can reduce 190 to:
% 62.81/27.83  																							| (1114)  ~ (all_0_53_53 = e3)
% 62.81/27.83  																							|
% 62.81/27.83  																							| Simplifying 1114 yields:
% 62.81/27.83  																							| (903)  ~ (all_0_53_53 = e3)
% 62.81/27.83  																							|
% 62.81/27.83  																							| Equations (415) can reduce 93 to:
% 62.81/27.83  																							| (269)  ~ (all_0_55_55 = e3)
% 62.81/27.83  																							|
% 62.81/27.83  																							| Simplifying 269 yields:
% 62.81/27.83  																							| (270)  ~ (all_0_55_55 = e3)
% 62.81/27.83  																							|
% 62.81/27.83  																							| Equations (415) can reduce 566 to:
% 62.81/27.83  																							| (277)  ~ (e4 = e3)
% 62.81/27.83  																							|
% 62.81/27.83  																							| Simplifying 277 yields:
% 62.81/27.83  																							| (188)  ~ (e4 = e3)
% 62.81/27.83  																							|
% 62.81/27.83  																							| From (415) and (242) follows:
% 62.81/27.83  																							| (1934) op(e1, e3) = e3
% 62.81/27.83  																							|
% 62.81/27.83  																							+-Applying beta-rule and splitting (27), into two cases.
% 62.81/27.83  																							|-Branch one:
% 62.81/27.83  																							| (437) all_0_41_41 = e4
% 62.81/27.83  																							|
% 62.81/27.83  																								| Equations (437) can reduce 440 to:
% 62.81/27.83  																								| (266) $false
% 62.81/27.83  																								|
% 62.81/27.83  																								|-The branch is then unsatisfiable
% 62.81/27.83  																							|-Branch two:
% 62.81/27.83  																							| (440)  ~ (all_0_41_41 = e4)
% 62.81/27.83  																							| (4049) all_0_41_41 = e3 | all_0_41_41 = e1 | all_0_41_41 = e0
% 62.81/27.83  																							|
% 62.81/27.83  																								+-Applying beta-rule and splitting (196), into two cases.
% 62.81/27.83  																								|-Branch one:
% 62.81/27.83  																								| (607) all_0_53_53 = e2
% 62.81/27.83  																								|
% 62.81/27.83  																									| Equations (607) can reduce 509 to:
% 62.81/27.83  																									| (266) $false
% 62.81/27.83  																									|
% 62.81/27.83  																									|-The branch is then unsatisfiable
% 62.81/27.83  																								|-Branch two:
% 62.81/27.83  																								| (509)  ~ (all_0_53_53 = e2)
% 62.81/27.83  																								| (610) all_0_53_53 = e4 | all_0_53_53 = e3 | all_0_53_53 = e1
% 62.81/27.83  																								|
% 62.81/27.83  																									+-Applying beta-rule and splitting (610), into two cases.
% 62.81/27.83  																									|-Branch one:
% 62.81/27.83  																									| (1298) all_0_53_53 = e4
% 62.81/27.83  																									|
% 62.81/27.83  																										| Equations (1298) can reduce 1453 to:
% 62.81/27.83  																										| (266) $false
% 62.81/27.83  																										|
% 62.81/27.83  																										|-The branch is then unsatisfiable
% 62.81/27.83  																									|-Branch two:
% 62.81/27.83  																									| (1453)  ~ (all_0_53_53 = e4)
% 62.81/27.83  																									| (1694) all_0_53_53 = e3 | all_0_53_53 = e1
% 62.81/27.83  																									|
% 62.81/27.83  																										+-Applying beta-rule and splitting (18), into two cases.
% 62.81/27.83  																										|-Branch one:
% 62.81/27.83  																										| (453) all_0_41_41 = e1
% 62.81/27.83  																										|
% 62.81/27.83  																											| Equations (453) can reduce 457 to:
% 62.81/27.83  																											| (266) $false
% 62.81/27.83  																											|
% 62.81/27.83  																											|-The branch is then unsatisfiable
% 62.81/27.83  																										|-Branch two:
% 62.81/27.83  																										| (457)  ~ (all_0_41_41 = e1)
% 62.81/27.83  																										| (595) all_0_46_46 = e1 | all_0_50_50 = e1 | all_0_55_55 = e1
% 62.81/27.83  																										|
% 62.81/27.83  																											+-Applying beta-rule and splitting (595), into two cases.
% 62.81/27.83  																											|-Branch one:
% 62.81/27.83  																											| (545) all_0_46_46 = e1
% 62.81/27.83  																											|
% 62.81/27.83  																												| Combining equations (1794,545) yields a new equation:
% 62.81/27.83  																												| (616) e2 = e1
% 62.81/27.83  																												|
% 62.81/27.83  																												| Simplifying 616 yields:
% 62.81/27.83  																												| (617) e2 = e1
% 62.81/27.83  																												|
% 62.81/27.83  																												| Equations (617) can reduce 122 to:
% 62.81/27.83  																												| (266) $false
% 62.81/27.83  																												|
% 62.81/27.83  																												|-The branch is then unsatisfiable
% 62.81/27.83  																											|-Branch two:
% 62.81/27.83  																											| (549)  ~ (all_0_46_46 = e1)
% 62.81/27.83  																											| (600) all_0_50_50 = e1 | all_0_55_55 = e1
% 62.81/27.83  																											|
% 62.81/27.83  																												+-Applying beta-rule and splitting (4049), into two cases.
% 62.81/27.83  																												|-Branch one:
% 62.81/27.83  																												| (794) all_0_41_41 = e0
% 62.81/27.83  																												|
% 62.81/27.83  																													| Equations (794) can reduce 214 to:
% 62.81/27.83  																													| (5565)  ~ (all_0_42_42 = e0)
% 62.81/27.83  																													|
% 62.81/27.83  																													| Simplifying 5565 yields:
% 62.81/27.84  																													| (358)  ~ (all_0_42_42 = e0)
% 62.81/27.84  																													|
% 62.81/27.84  																													| Equations (794) can reduce 191 to:
% 62.81/27.84  																													| (4444)  ~ (all_0_55_55 = e0)
% 62.81/27.84  																													|
% 62.81/27.84  																													| Simplifying 4444 yields:
% 62.81/27.84  																													| (803)  ~ (all_0_55_55 = e0)
% 62.81/27.84  																													|
% 62.81/27.84  																													| Equations (794) can reduce 1898 to:
% 62.81/27.84  																													| (541)  ~ (e3 = e0)
% 62.81/27.84  																													|
% 62.81/27.84  																													| Simplifying 541 yields:
% 62.81/27.84  																													| (80)  ~ (e3 = e0)
% 62.81/27.84  																													|
% 62.81/27.84  																													| Equations (794) can reduce 85 to:
% 62.81/27.84  																													| (365)  ~ (e2 = e0)
% 62.81/27.84  																													|
% 62.81/27.84  																													| Simplifying 365 yields:
% 62.81/27.84  																													| (128)  ~ (e2 = e0)
% 62.81/27.84  																													|
% 62.81/27.84  																													+-Applying beta-rule and splitting (125), into two cases.
% 62.81/27.84  																													|-Branch one:
% 62.81/27.84  																													| (858) all_0_55_55 = e0
% 62.81/27.84  																													|
% 62.81/27.84  																														| Equations (858) can reduce 803 to:
% 62.81/27.84  																														| (266) $false
% 62.81/27.84  																														|
% 62.81/27.84  																														|-The branch is then unsatisfiable
% 62.81/27.84  																													|-Branch two:
% 62.81/27.84  																													| (803)  ~ (all_0_55_55 = e0)
% 62.81/27.84  																													| (863) all_0_56_56 = e0 | all_0_57_57 = e0 | all_0_58_58 = e0
% 62.81/27.84  																													|
% 62.81/27.84  																														+-Applying beta-rule and splitting (600), into two cases.
% 62.81/27.84  																														|-Branch one:
% 62.81/27.84  																														| (601) all_0_50_50 = e1
% 62.81/27.84  																														|
% 62.81/27.84  																															| Combining equations (415,601) yields a new equation:
% 62.81/27.84  																															| (454) e3 = e1
% 62.81/27.84  																															|
% 62.81/27.84  																															| Simplifying 454 yields:
% 62.81/27.84  																															| (455) e3 = e1
% 62.81/27.84  																															|
% 62.81/27.84  																															| Equations (455) can reduce 213 to:
% 62.81/27.84  																															| (266) $false
% 62.81/27.84  																															|
% 62.81/27.84  																															|-The branch is then unsatisfiable
% 62.81/27.84  																														|-Branch two:
% 62.81/27.84  																														| (759)  ~ (all_0_50_50 = e1)
% 62.81/27.84  																														| (629) all_0_55_55 = e1
% 62.81/27.84  																														|
% 62.81/27.84  																															| Equations (629) can reduce 153 to:
% 62.81/27.84  																															| (465)  ~ (all_0_56_56 = e1)
% 62.81/27.84  																															|
% 62.81/27.84  																															| Simplifying 465 yields:
% 62.81/27.84  																															| (466)  ~ (all_0_56_56 = e1)
% 62.81/27.84  																															|
% 62.81/27.84  																															| Equations (629) can reduce 763 to:
% 62.81/27.84  																															| (602)  ~ (e4 = e1)
% 62.81/27.84  																															|
% 62.81/27.84  																															| Simplifying 602 yields:
% 62.81/27.84  																															| (110)  ~ (e4 = e1)
% 62.81/27.84  																															|
% 62.81/27.84  																															| Equations (629) can reduce 270 to:
% 62.81/27.84  																															| (467)  ~ (e3 = e1)
% 62.81/27.84  																															|
% 62.81/27.84  																															| Simplifying 467 yields:
% 62.81/27.84  																															| (213)  ~ (e3 = e1)
% 62.81/27.84  																															|
% 62.81/27.84  																															| Equations (629) can reduce 304 to:
% 62.81/27.84  																															| (604)  ~ (e2 = e1)
% 62.81/27.84  																															|
% 62.81/27.84  																															| Simplifying 604 yields:
% 62.81/27.84  																															| (122)  ~ (e2 = e1)
% 62.81/27.84  																															|
% 62.81/27.84  																															| From (629) and (74) follows:
% 62.81/27.84  																															| (6587) op(e0, e3) = e1
% 62.81/27.84  																															|
% 62.81/27.84  																															+-Applying beta-rule and splitting (160), into two cases.
% 62.81/27.84  																															|-Branch one:
% 62.81/27.84  																															| (601) all_0_50_50 = e1
% 62.81/27.84  																															|
% 62.81/27.84  																																| Combining equations (601,415) yields a new equation:
% 62.81/27.84  																																| (455) e3 = e1
% 62.81/27.84  																																|
% 62.81/27.84  																																| Equations (455) can reduce 213 to:
% 62.81/27.84  																																| (266) $false
% 62.81/27.84  																																|
% 62.81/27.84  																																|-The branch is then unsatisfiable
% 62.81/27.84  																															|-Branch two:
% 62.81/27.84  																															| (759)  ~ (all_0_50_50 = e1)
% 62.81/27.84  																															| (1168) all_0_51_51 = e1 | all_0_52_52 = e1 | all_0_53_53 = e1
% 62.81/27.84  																															|
% 62.81/27.84  																																+-Applying beta-rule and splitting (863), into two cases.
% 62.81/27.84  																																|-Branch one:
% 62.81/27.84  																																| (679) all_0_56_56 = e0
% 62.81/27.84  																																|
% 62.81/27.84  																																	| Equations (679) can reduce 828 to:
% 62.81/27.84  																																	| (266) $false
% 62.81/27.84  																																	|
% 62.81/27.84  																																	|-The branch is then unsatisfiable
% 62.81/27.84  																																|-Branch two:
% 62.81/27.84  																																| (828)  ~ (all_0_56_56 = e0)
% 62.81/27.84  																																| (924) all_0_57_57 = e0 | all_0_58_58 = e0
% 62.81/27.84  																																|
% 62.81/27.84  																																	+-Applying beta-rule and splitting (924), into two cases.
% 62.81/27.84  																																	|-Branch one:
% 62.81/27.84  																																	| (875) all_0_57_57 = e0
% 62.81/27.84  																																	|
% 62.81/27.84  																																		| Combining equations (442,875) yields a new equation:
% 62.81/27.84  																																		| (391) e2 = e0
% 62.81/27.84  																																		|
% 62.81/27.84  																																		| Simplifying 391 yields:
% 62.81/27.84  																																		| (330) e2 = e0
% 62.81/27.84  																																		|
% 62.81/27.84  																																		| Equations (330) can reduce 128 to:
% 62.81/27.84  																																		| (266) $false
% 62.81/27.84  																																		|
% 62.81/27.84  																																		|-The branch is then unsatisfiable
% 62.81/27.84  																																	|-Branch two:
% 62.81/27.84  																																	| (364)  ~ (all_0_57_57 = e0)
% 62.81/27.84  																																	| (914) all_0_58_58 = e0
% 62.81/27.84  																																	|
% 62.81/27.84  																																		| Equations (914) can reduce 44 to:
% 62.81/27.84  																																		| (828)  ~ (all_0_56_56 = e0)
% 62.81/27.84  																																		|
% 62.81/27.84  																																		| Equations (914) can reduce 451 to:
% 62.81/27.84  																																		| (401)  ~ (e4 = e0)
% 62.81/27.84  																																		|
% 62.81/27.84  																																		| Simplifying 401 yields:
% 62.81/27.84  																																		| (49)  ~ (e4 = e0)
% 62.81/27.84  																																		|
% 62.81/27.84  																																		+-Applying beta-rule and splitting (1168), into two cases.
% 62.81/27.84  																																		|-Branch one:
% 62.81/27.84  																																		| (1109) all_0_51_51 = e1
% 62.81/27.84  																																		|
% 62.81/27.84  																																			| Combining equations (504,1109) yields a new equation:
% 62.81/27.84  																																			| (616) e2 = e1
% 62.81/27.84  																																			|
% 62.81/27.84  																																			| Simplifying 616 yields:
% 62.81/27.84  																																			| (617) e2 = e1
% 62.81/27.84  																																			|
% 62.81/27.84  																																			| Equations (617) can reduce 122 to:
% 62.81/27.84  																																			| (266) $false
% 62.81/27.84  																																			|
% 62.81/27.84  																																			|-The branch is then unsatisfiable
% 62.81/27.84  																																		|-Branch two:
% 62.81/27.84  																																		| (464)  ~ (all_0_51_51 = e1)
% 62.81/27.84  																																		| (1202) all_0_52_52 = e1 | all_0_53_53 = e1
% 62.81/27.84  																																		|
% 62.81/27.84  																																			+-Applying beta-rule and splitting (1202), into two cases.
% 62.81/27.84  																																			|-Branch one:
% 62.81/27.84  																																			| (642) all_0_52_52 = e1
% 62.81/27.84  																																			|
% 62.81/27.84  																																				| Combining equations (565,642) yields a new equation:
% 62.81/27.84  																																				| (636) e4 = e1
% 62.81/27.84  																																				|
% 62.81/27.84  																																				| Simplifying 636 yields:
% 62.81/27.84  																																				| (630) e4 = e1
% 62.81/27.84  																																				|
% 62.81/27.84  																																				| Equations (630) can reduce 110 to:
% 62.81/27.84  																																				| (266) $false
% 62.81/27.84  																																				|
% 62.81/27.84  																																				|-The branch is then unsatisfiable
% 62.81/27.84  																																			|-Branch two:
% 62.81/27.84  																																			| (646)  ~ (all_0_52_52 = e1)
% 62.81/27.84  																																			| (1208) all_0_53_53 = e1
% 62.81/27.84  																																			|
% 62.81/27.84  																																				| Equations (1208) can reduce 1453 to:
% 62.81/27.84  																																				| (602)  ~ (e4 = e1)
% 62.81/27.84  																																				|
% 62.81/27.84  																																				| Simplifying 602 yields:
% 62.81/27.84  																																				| (110)  ~ (e4 = e1)
% 62.81/27.84  																																				|
% 62.81/27.84  																																				| Equations (1208) can reduce 509 to:
% 62.81/27.84  																																				| (604)  ~ (e2 = e1)
% 62.81/27.84  																																				|
% 62.81/27.84  																																				| Simplifying 604 yields:
% 62.81/27.84  																																				| (122)  ~ (e2 = e1)
% 62.81/27.84  																																				|
% 62.81/27.84  																																				+-Applying beta-rule and splitting (131), into two cases.
% 62.81/27.84  																																				|-Branch one:
% 62.81/27.84  																																				| (459) all_0_42_42 = e1
% 62.81/27.84  																																				|
% 62.81/27.84  																																					| Equations (459) can reduce 1380 to:
% 62.81/27.84  																																					| (266) $false
% 62.81/27.84  																																					|
% 62.81/27.84  																																					|-The branch is then unsatisfiable
% 62.81/27.84  																																				|-Branch two:
% 62.81/27.84  																																				| (1380)  ~ (all_0_42_42 = e1)
% 62.81/27.84  																																				| (3259) all_0_47_47 = e1 | all_0_51_51 = e1 | all_0_56_56 = e1
% 62.81/27.84  																																				|
% 62.81/27.84  																																					+-Applying beta-rule and splitting (3259), into two cases.
% 62.81/27.84  																																					|-Branch one:
% 62.81/27.84  																																					| (654) all_0_47_47 = e1
% 62.81/27.84  																																					|
% 62.81/27.84  																																						| Equations (654) can reduce 198 to:
% 62.81/27.84  																																						| (1380)  ~ (all_0_42_42 = e1)
% 62.81/27.84  																																						|
% 62.81/27.84  																																						| Equations (654) can reduce 1091 to:
% 62.81/27.84  																																						| (467)  ~ (e3 = e1)
% 62.81/27.84  																																						|
% 62.81/27.84  																																						| Simplifying 467 yields:
% 62.81/27.84  																																						| (213)  ~ (e3 = e1)
% 62.81/27.84  																																						|
% 62.81/27.84  																																						| Equations (654) can reduce 338 to:
% 62.81/27.84  																																						| (604)  ~ (e2 = e1)
% 62.81/27.84  																																						|
% 62.81/27.84  																																						| Simplifying 604 yields:
% 62.81/27.84  																																						| (122)  ~ (e2 = e1)
% 62.81/27.84  																																						|
% 62.81/27.84  																																						| Equations (654) can reduce 678 to:
% 62.81/27.84  																																						| (233)  ~ (e1 = e0)
% 62.81/27.84  																																						|
% 62.81/27.84  																																						+-Applying beta-rule and splitting (133), into two cases.
% 62.81/27.84  																																						|-Branch one:
% 62.81/27.84  																																						| (833) all_0_56_56 = e2
% 62.81/27.84  																																						|
% 62.81/27.84  																																							| Equations (833) can reduce 511 to:
% 62.81/27.84  																																							| (266) $false
% 62.81/27.84  																																							|
% 62.81/27.84  																																							|-The branch is then unsatisfiable
% 62.81/27.84  																																						|-Branch two:
% 62.81/27.84  																																						| (511)  ~ (all_0_56_56 = e2)
% 62.81/27.84  																																						| (836) all_0_56_56 = e4 | all_0_56_56 = e3 | all_0_56_56 = e1 | all_0_56_56 = e0
% 62.81/27.84  																																						|
% 62.81/27.84  																																							+-Applying beta-rule and splitting (22), into two cases.
% 62.81/27.84  																																							|-Branch one:
% 62.81/27.84  																																							| (268) all_0_54_54 = e3
% 62.81/27.84  																																							|
% 62.81/27.84  																																								| Combining equations (265,268) yields a new equation:
% 62.81/27.84  																																								| (424) e4 = e3
% 62.81/27.84  																																								|
% 62.81/27.84  																																								| Simplifying 424 yields:
% 62.81/27.84  																																								| (425) e4 = e3
% 62.81/27.84  																																								|
% 62.81/27.84  																																								| Equations (425) can reduce 188 to:
% 62.81/27.84  																																								| (266) $false
% 62.81/27.84  																																								|
% 62.81/27.84  																																								|-The branch is then unsatisfiable
% 62.81/27.84  																																							|-Branch two:
% 62.81/27.84  																																							| (60427)  ~ (all_0_54_54 = e3)
% 62.81/27.84  																																							| (62553) all_0_55_55 = e3 | all_0_56_56 = e3 | all_0_58_58 = e3
% 62.81/27.84  																																							|
% 62.81/27.84  																																								+-Applying beta-rule and splitting (836), into two cases.
% 62.81/27.84  																																								|-Branch one:
% 62.81/27.84  																																								| (842) all_0_56_56 = e4
% 62.81/27.84  																																								|
% 62.81/27.84  																																									| Equations (842) can reduce 477 to:
% 62.81/27.84  																																									| (266) $false
% 62.81/27.84  																																									|
% 62.81/27.84  																																									|-The branch is then unsatisfiable
% 62.81/27.84  																																								|-Branch two:
% 62.81/27.84  																																								| (477)  ~ (all_0_56_56 = e4)
% 62.81/27.84  																																								| (845) all_0_56_56 = e3 | all_0_56_56 = e1 | all_0_56_56 = e0
% 62.81/27.84  																																								|
% 62.86/27.84  																																									+-Applying beta-rule and splitting (62553), into two cases.
% 62.86/27.84  																																									|-Branch one:
% 62.86/27.84  																																									| (2336) all_0_55_55 = e3
% 62.86/27.84  																																									|
% 62.86/27.84  																																										| Combining equations (2336,629) yields a new equation:
% 62.86/27.84  																																										| (454) e3 = e1
% 62.86/27.84  																																										|
% 62.86/27.84  																																										| Simplifying 454 yields:
% 62.86/27.84  																																										| (455) e3 = e1
% 62.86/27.84  																																										|
% 62.86/27.84  																																										| Equations (455) can reduce 213 to:
% 62.86/27.84  																																										| (266) $false
% 62.86/27.84  																																										|
% 62.86/27.84  																																										|-The branch is then unsatisfiable
% 62.86/27.84  																																									|-Branch two:
% 62.86/27.84  																																									| (270)  ~ (all_0_55_55 = e3)
% 62.86/27.84  																																									| (62557) all_0_56_56 = e3 | all_0_58_58 = e3
% 62.86/27.84  																																									|
% 62.86/27.85  																																										+-Applying beta-rule and splitting (62557), into two cases.
% 62.86/27.85  																																										|-Branch one:
% 62.86/27.85  																																										| (1097) all_0_56_56 = e3
% 62.86/27.85  																																										|
% 62.86/27.85  																																											| Equations (1097) can reduce 236 to:
% 62.86/27.85  																																											| (405)  ~ (all_0_42_42 = e3)
% 62.86/27.85  																																											|
% 62.86/27.85  																																											| Equations (1097) can reduce 477 to:
% 62.86/27.85  																																											| (277)  ~ (e4 = e3)
% 62.86/27.85  																																											|
% 62.86/27.85  																																											| Simplifying 277 yields:
% 62.86/27.85  																																											| (188)  ~ (e4 = e3)
% 62.86/27.85  																																											|
% 62.86/27.85  																																											| Equations (1097) can reduce 828 to:
% 62.86/27.85  																																											| (80)  ~ (e3 = e0)
% 62.86/27.85  																																											|
% 62.86/27.85  																																											| From (1097) and (111) follows:
% 62.86/27.85  																																											| (65099) op(e0, e2) = e3
% 62.86/27.85  																																											|
% 62.86/27.85  																																											+-Applying beta-rule and splitting (113), into two cases.
% 62.86/27.85  																																											|-Branch one:
% 62.86/27.85  																																											| (403) all_0_41_41 = e3
% 62.86/27.85  																																											|
% 62.86/27.85  																																												| Combining equations (403,794) yields a new equation:
% 62.86/27.85  																																												| (675) e3 = e0
% 62.86/27.85  																																												|
% 62.86/27.85  																																												| Simplifying 675 yields:
% 62.86/27.85  																																												| (676) e3 = e0
% 62.86/27.85  																																												|
% 62.86/27.85  																																												| Equations (676) can reduce 80 to:
% 62.86/27.85  																																												| (266) $false
% 62.86/27.85  																																												|
% 62.86/27.85  																																												|-The branch is then unsatisfiable
% 62.86/27.85  																																											|-Branch two:
% 62.86/27.85  																																											| (1898)  ~ (all_0_41_41 = e3)
% 62.86/27.85  																																											| (1899) all_0_42_42 = e3 | all_0_44_44 = e3
% 62.86/27.85  																																											|
% 62.86/27.85  																																												+-Applying beta-rule and splitting (164), into two cases.
% 62.86/27.85  																																												|-Branch one:
% 62.86/27.85  																																												| (471) all_0_39_39 = e4
% 62.86/27.85  																																												|
% 62.86/27.85  																																													| Combining equations (471,480) yields a new equation:
% 62.86/27.85  																																													| (481) e4 = e0
% 62.86/27.85  																																													|
% 62.86/27.85  																																													| Simplifying 481 yields:
% 62.86/27.85  																																													| (397) e4 = e0
% 62.86/27.85  																																													|
% 62.86/27.85  																																													| Equations (397) can reduce 49 to:
% 62.86/27.85  																																													| (266) $false
% 62.86/27.85  																																													|
% 62.86/27.85  																																													|-The branch is then unsatisfiable
% 62.86/27.85  																																												|-Branch two:
% 62.86/27.85  																																												| (1377)  ~ (all_0_39_39 = e4)
% 62.86/27.85  																																												| (2115) all_0_42_42 = e4 | all_0_47_47 = e4 | all_0_51_51 = e4 | all_0_56_56 = e4
% 62.86/27.85  																																												|
% 62.86/27.85  																																													| Equations (480) can reduce 1377 to:
% 62.86/27.85  																																													| (401)  ~ (e4 = e0)
% 62.86/27.85  																																													|
% 62.86/27.85  																																													| Simplifying 401 yields:
% 62.86/27.85  																																													| (49)  ~ (e4 = e0)
% 62.86/27.85  																																													|
% 62.86/27.85  																																													+-Applying beta-rule and splitting (189), into two cases.
% 62.86/27.85  																																													|-Branch one:
% 62.86/27.85  																																													| (532) all_0_44_44 = e3
% 62.86/27.85  																																													|
% 62.86/27.85  																																														| Equations (532) can reduce 73 to:
% 62.86/27.85  																																														| (405)  ~ (all_0_42_42 = e3)
% 62.86/27.85  																																														|
% 62.86/27.85  																																														| From (532) and (138) follows:
% 62.86/27.85  																																														| (1639) op(e3, e0) = e3
% 62.86/27.85  																																														|
% 62.86/27.85  																																														+-Applying beta-rule and splitting (64), into two cases.
% 62.86/27.85  																																														|-Branch one:
% 62.86/27.85  																																														| (437) all_0_41_41 = e4
% 62.86/27.85  																																														|
% 62.86/27.85  																																															| Combining equations (437,794) yields a new equation:
% 62.86/27.85  																																															| (481) e4 = e0
% 62.86/27.85  																																															|
% 62.86/27.85  																																															| Simplifying 481 yields:
% 62.86/27.85  																																															| (397) e4 = e0
% 62.86/27.85  																																															|
% 62.86/27.85  																																															| Equations (397) can reduce 49 to:
% 62.86/27.85  																																															| (266) $false
% 62.86/27.85  																																															|
% 62.86/27.85  																																															|-The branch is then unsatisfiable
% 62.86/27.85  																																														|-Branch two:
% 62.86/27.85  																																														| (440)  ~ (all_0_41_41 = e4)
% 62.86/27.85  																																														| (441) all_0_42_42 = e4 | all_0_43_43 = e4 | all_0_44_44 = e4
% 62.86/27.85  																																														|
% 62.86/27.85  																																															+-Applying beta-rule and splitting (152), into two cases.
% 62.86/27.85  																																															|-Branch one:
% 62.86/27.85  																																															| (1392) all_0_42_42 = e4
% 62.86/27.85  																																															|
% 62.86/27.85  																																																| Equations (1392) can reduce 405 to:
% 62.86/27.85  																																																| (188)  ~ (e4 = e3)
% 62.86/27.85  																																																|
% 62.86/27.85  																																																| Equations (1392) can reduce 51 to:
% 62.86/27.85  																																																| (48)  ~ (e4 = e2)
% 62.86/27.85  																																																|
% 62.86/27.85  																																																| Equations (1392) can reduce 1380 to:
% 62.86/27.85  																																																| (110)  ~ (e4 = e1)
% 62.86/27.85  																																																|
% 62.86/27.85  																																																| Equations (1392) can reduce 358 to:
% 62.86/27.85  																																																| (49)  ~ (e4 = e0)
% 62.86/27.85  																																																|
% 62.86/27.85  																																																+-Applying beta-rule and splitting (54), into two cases.
% 62.86/27.85  																																																|-Branch one:
% 62.86/27.85  																																																| (583) all_0_49_49 = e2
% 62.86/27.85  																																																|
% 62.86/27.85  																																																	| Equations (583) can reduce 340 to:
% 62.86/27.85  																																																	| (266) $false
% 62.86/27.85  																																																	|
% 62.86/27.85  																																																	|-The branch is then unsatisfiable
% 62.86/27.85  																																																|-Branch two:
% 62.86/27.85  																																																| (340)  ~ (all_0_49_49 = e2)
% 62.86/27.85  																																																| (586) all_0_49_49 = e4 | all_0_49_49 = e3 | all_0_49_49 = e1 | all_0_49_49 = e0
% 62.86/27.85  																																																|
% 62.86/27.85  																																																	+-Applying beta-rule and splitting (206), into two cases.
% 62.86/27.85  																																																	|-Branch one:
% 62.86/27.85  																																																	| (248) all_0_45_45 = e4
% 62.86/27.85  																																																	|
% 62.86/27.85  																																																		| Combining equations (248,423) yields a new equation:
% 62.86/27.85  																																																		| (424) e4 = e3
% 62.86/27.85  																																																		|
% 62.86/27.85  																																																		| Simplifying 424 yields:
% 62.86/27.85  																																																		| (425) e4 = e3
% 62.86/27.85  																																																		|
% 62.86/27.85  																																																		| Equations (425) can reduce 188 to:
% 62.86/27.85  																																																		| (266) $false
% 62.86/27.85  																																																		|
% 62.86/27.85  																																																		|-The branch is then unsatisfiable
% 62.86/27.85  																																																	|-Branch two:
% 62.86/27.85  																																																	| (60416)  ~ (all_0_45_45 = e4)
% 62.86/27.85  																																																	| (61457) all_0_46_46 = e4 | all_0_47_47 = e4 | all_0_48_48 = e4 | all_0_49_49 = e4
% 62.86/27.85  																																																	|
% 62.86/27.85  																																																		| Equations (423) can reduce 60416 to:
% 62.86/27.85  																																																		| (277)  ~ (e4 = e3)
% 62.86/27.85  																																																		|
% 62.86/27.85  																																																		| Simplifying 277 yields:
% 62.86/27.85  																																																		| (188)  ~ (e4 = e3)
% 62.86/27.85  																																																		|
% 62.86/27.85  																																																		+-Applying beta-rule and splitting (150), into two cases.
% 62.86/27.85  																																																		|-Branch one:
% 62.86/27.85  																																																		| (1378) all_0_40_40 = e4
% 62.86/27.85  																																																		|
% 62.86/27.85  																																																			| Combining equations (313,1378) yields a new equation:
% 62.86/27.85  																																																			| (323) e4 = e2
% 62.86/27.85  																																																			|
% 62.86/27.85  																																																			| Equations (323) can reduce 48 to:
% 62.86/27.85  																																																			| (266) $false
% 62.86/27.85  																																																			|
% 62.86/27.85  																																																			|-The branch is then unsatisfiable
% 62.86/27.85  																																																		|-Branch two:
% 62.86/27.85  																																																		| (447)  ~ (all_0_40_40 = e4)
% 62.86/27.85  																																																		| (2271) all_0_44_44 = e4 | all_0_49_49 = e4 | all_0_53_53 = e4 | all_0_58_58 = e4
% 62.86/27.85  																																																		|
% 62.86/27.85  																																																			+-Applying beta-rule and splitting (586), into two cases.
% 62.86/27.85  																																																			|-Branch one:
% 62.86/27.85  																																																			| (974) all_0_49_49 = e4
% 62.86/27.85  																																																			|
% 62.86/27.85  																																																				| From (974) and (55) follows:
% 62.86/27.85  																																																				| (61486) op(e2, e0) = e4
% 62.86/27.85  																																																				|
% 62.86/27.85  																																																				+-Applying beta-rule and splitting (56), into two cases.
% 62.86/27.85  																																																				|-Branch one:
% 62.86/27.85  																																																				| (696) unit = e2
% 62.86/27.85  																																																				|
% 62.86/27.85  																																																					| From (696) and (244) follows:
% 62.86/27.85  																																																					| (264) op(e2, e4) = e4
% 62.86/27.86  																																																					|
% 62.86/27.86  																																																					| From (696) and (24) follows:
% 62.86/27.86  																																																					| (697) op(e2, e3) = e3
% 62.86/27.86  																																																					|
% 62.86/27.86  																																																					| From (696) and (209) follows:
% 62.86/27.86  																																																					| (7585) op(e2, e0) = e0
% 62.86/27.86  																																																					|
% 62.86/27.86  																																																					| From (696) and (28) follows:
% 62.86/27.86  																																																					| (699) op(e1, e2) = e1
% 62.86/27.86  																																																					|
% 62.86/27.86  																																																					| Instantiating formula (29) with e2, e4, e4, e3 and discharging atoms op(e2, e4) = e4, op(e2, e4) = e3, yields:
% 62.86/27.86  																																																					| (425) e4 = e3
% 62.86/27.86  																																																					|
% 62.86/27.86  																																																					| Instantiating formula (29) with e2, e3, e3, e2 and discharging atoms op(e2, e3) = e3, op(e2, e3) = e2, yields:
% 62.86/27.86  																																																					| (662) e3 = e2
% 62.86/27.86  																																																					|
% 62.86/27.86  																																																					| Instantiating formula (29) with e2, e0, e0, e4 and discharging atoms op(e2, e0) = e4, op(e2, e0) = e0, yields:
% 62.86/27.86  																																																					| (397) e4 = e0
% 62.86/27.86  																																																					|
% 62.86/27.86  																																																					| Instantiating formula (29) with e1, e2, e1, e2 and discharging atoms op(e1, e2) = e2, op(e1, e2) = e1, yields:
% 62.86/27.86  																																																					| (617) e2 = e1
% 62.86/27.86  																																																					|
% 62.86/27.86  																																																					| Combining equations (397,425) yields a new equation:
% 62.86/27.86  																																																					| (676) e3 = e0
% 62.86/27.86  																																																					|
% 62.86/27.86  																																																					| Combining equations (662,676) yields a new equation:
% 62.86/27.86  																																																					| (391) e2 = e0
% 62.86/27.86  																																																					|
% 62.86/27.86  																																																					| Simplifying 391 yields:
% 62.86/27.86  																																																					| (330) e2 = e0
% 62.86/27.86  																																																					|
% 62.86/27.86  																																																					| Combining equations (330,617) yields a new equation:
% 62.86/27.86  																																																					| (431) e1 = e0
% 62.86/27.86  																																																					|
% 62.86/27.86  																																																					| Equations (431) can reduce 233 to:
% 62.86/27.86  																																																					| (266) $false
% 62.86/27.86  																																																					|
% 62.86/27.86  																																																					|-The branch is then unsatisfiable
% 62.86/27.86  																																																				|-Branch two:
% 62.86/27.86  																																																				| (707)  ~ (unit = e2)
% 62.86/27.86  																																																				| (708) unit = e4 | unit = e3 | unit = e1 | unit = e0
% 62.86/27.86  																																																				|
% 62.86/27.86  																																																					+-Applying beta-rule and splitting (708), into two cases.
% 62.86/27.86  																																																					|-Branch one:
% 62.86/27.86  																																																					| (709) unit = e4
% 62.86/27.86  																																																					|
% 62.86/27.86  																																																						| From (709) and (24) follows:
% 62.86/27.86  																																																						| (33325) op(e4, e3) = e3
% 62.86/27.86  																																																						|
% 62.86/27.86  																																																						| From (709) and (211) follows:
% 62.86/27.86  																																																						| (22527) op(e4, e1) = e1
% 62.86/27.86  																																																						|
% 62.86/27.86  																																																						| From (709) and (32) follows:
% 62.86/27.86  																																																						| (712) op(e2, e4) = e2
% 62.86/27.86  																																																						|
% 62.86/27.86  																																																						| From (709) and (42) follows:
% 62.86/27.86  																																																						| (713) op(e0, e4) = e0
% 62.86/27.86  																																																						|
% 62.86/27.86  																																																						| Instantiating formula (29) with e4, e3, e3, e4 and discharging atoms op(e4, e3) = e4, op(e4, e3) = e3, yields:
% 62.86/27.86  																																																						| (425) e4 = e3
% 62.86/27.86  																																																						|
% 62.86/27.86  																																																						| Instantiating formula (29) with e4, e1, e1, e3 and discharging atoms op(e4, e1) = e3, op(e4, e1) = e1, yields:
% 62.86/27.86  																																																						| (455) e3 = e1
% 62.86/27.86  																																																						|
% 62.86/27.86  																																																						| Instantiating formula (29) with e2, e4, e2, e3 and discharging atoms op(e2, e4) = e3, op(e2, e4) = e2, yields:
% 62.86/27.86  																																																						| (662) e3 = e2
% 62.86/27.86  																																																						|
% 62.86/27.86  																																																						| Instantiating formula (29) with e0, e4, e0, e4 and discharging atoms op(e0, e4) = e4, op(e0, e4) = e0, yields:
% 62.86/27.86  																																																						| (397) e4 = e0
% 62.86/27.86  																																																						|
% 62.86/27.86  																																																						| Combining equations (425,397) yields a new equation:
% 62.86/27.86  																																																						| (675) e3 = e0
% 62.86/27.86  																																																						|
% 62.86/27.86  																																																						| Simplifying 675 yields:
% 62.86/27.86  																																																						| (676) e3 = e0
% 62.86/27.86  																																																						|
% 62.86/27.86  																																																						| Combining equations (455,662) yields a new equation:
% 62.86/27.86  																																																						| (617) e2 = e1
% 62.86/27.86  																																																						|
% 62.86/27.86  																																																						| Combining equations (676,662) yields a new equation:
% 62.86/27.86  																																																						| (330) e2 = e0
% 62.86/27.86  																																																						|
% 62.86/27.86  																																																						| Combining equations (617,330) yields a new equation:
% 62.86/27.86  																																																						| (546) e1 = e0
% 62.86/27.86  																																																						|
% 62.86/27.86  																																																						| Simplifying 546 yields:
% 62.86/27.86  																																																						| (431) e1 = e0
% 62.86/27.86  																																																						|
% 62.86/27.86  																																																						| Equations (431) can reduce 233 to:
% 62.86/27.86  																																																						| (266) $false
% 62.86/27.86  																																																						|
% 62.86/27.86  																																																						|-The branch is then unsatisfiable
% 62.86/27.86  																																																					|-Branch two:
% 62.86/27.86  																																																					| (724)  ~ (unit = e4)
% 62.86/27.86  																																																					| (725) unit = e3 | unit = e1 | unit = e0
% 62.86/27.86  																																																					|
% 62.86/27.86  																																																						+-Applying beta-rule and splitting (725), into two cases.
% 62.86/27.86  																																																						|-Branch one:
% 62.86/27.86  																																																						| (726) unit = e0
% 62.86/27.86  																																																						|
% 62.86/27.86  																																																							| From (726) and (24) follows:
% 62.86/27.86  																																																							| (2208) op(e0, e3) = e3
% 62.86/27.86  																																																							|
% 62.86/27.86  																																																							| From (726) and (15) follows:
% 62.86/27.86  																																																							| (1508) op(e0, e2) = e2
% 62.86/27.86  																																																							|
% 62.86/27.86  																																																							| Instantiating formula (29) with e0, e3, e3, e1 and discharging atoms op(e0, e3) = e3, op(e0, e3) = e1, yields:
% 62.86/27.86  																																																							| (455) e3 = e1
% 62.86/27.86  																																																							|
% 62.86/27.86  																																																							| Instantiating formula (29) with e0, e2, e2, e3 and discharging atoms op(e0, e2) = e3, op(e0, e2) = e2, yields:
% 62.86/27.86  																																																							| (662) e3 = e2
% 62.86/27.86  																																																							|
% 62.86/27.86  																																																							| Combining equations (662,455) yields a new equation:
% 62.86/27.86  																																																							| (616) e2 = e1
% 62.86/27.86  																																																							|
% 62.86/27.86  																																																							| Simplifying 616 yields:
% 62.86/27.86  																																																							| (617) e2 = e1
% 62.86/27.86  																																																							|
% 62.86/27.86  																																																							| Equations (617) can reduce 122 to:
% 62.86/27.86  																																																							| (266) $false
% 62.86/27.86  																																																							|
% 62.86/27.86  																																																							|-The branch is then unsatisfiable
% 62.86/27.86  																																																						|-Branch two:
% 62.86/27.86  																																																						| (734)  ~ (unit = e0)
% 62.86/27.86  																																																						| (735) unit = e3 | unit = e1
% 62.86/27.86  																																																						|
% 62.86/27.86  																																																							+-Applying beta-rule and splitting (735), into two cases.
% 62.86/27.86  																																																							|-Branch one:
% 62.86/27.86  																																																							| (736) unit = e1
% 62.86/27.86  																																																							|
% 62.86/27.86  																																																								| Equations (736) can reduce 734 to:
% 62.86/27.86  																																																								| (233)  ~ (e1 = e0)
% 62.86/27.86  																																																								|
% 62.86/27.86  																																																								| From (736) and (244) follows:
% 62.86/27.86  																																																								| (738) op(e1, e4) = e4
% 62.86/27.86  																																																								|
% 62.86/27.86  																																																								| From (736) and (227) follows:
% 62.86/27.86  																																																								| (739) op(e4, e1) = e4
% 62.86/27.86  																																																								|
% 62.86/27.86  																																																								| From (736) and (40) follows:
% 62.86/27.86  																																																								| (1652) op(e3, e1) = e3
% 62.86/27.86  																																																								|
% 62.86/27.86  																																																								| Instantiating formula (29) with e4, e1, e4, e3 and discharging atoms op(e4, e1) = e4, op(e4, e1) = e3, yields:
% 62.86/27.86  																																																								| (425) e4 = e3
% 62.86/27.86  																																																								|
% 62.86/27.86  																																																								| Instantiating formula (29) with e3, e1, e3, e1 and discharging atoms op(e3, e1) = e3, op(e3, e1) = e1, yields:
% 62.86/27.86  																																																								| (455) e3 = e1
% 62.86/27.86  																																																								|
% 62.86/27.86  																																																								| Instantiating formula (29) with e1, e4, e4, e0 and discharging atoms op(e1, e4) = e4, op(e1, e4) = e0, yields:
% 62.86/27.86  																																																								| (397) e4 = e0
% 62.86/27.86  																																																								|
% 62.86/27.86  																																																								| Combining equations (425,397) yields a new equation:
% 62.86/27.86  																																																								| (675) e3 = e0
% 62.86/27.86  																																																								|
% 62.86/27.86  																																																								| Simplifying 675 yields:
% 62.86/27.86  																																																								| (676) e3 = e0
% 62.86/27.86  																																																								|
% 62.86/27.86  																																																								| Combining equations (676,455) yields a new equation:
% 62.86/27.86  																																																								| (431) e1 = e0
% 62.86/27.86  																																																								|
% 62.86/27.86  																																																								| Equations (431) can reduce 233 to:
% 62.86/27.86  																																																								| (266) $false
% 62.86/27.86  																																																								|
% 62.86/27.86  																																																								|-The branch is then unsatisfiable
% 62.86/27.86  																																																							|-Branch two:
% 62.86/27.86  																																																							| (748)  ~ (unit = e1)
% 62.86/27.86  																																																							| (749) unit = e3
% 62.86/27.86  																																																							|
% 62.86/27.86  																																																								| From (749) and (209) follows:
% 62.86/27.86  																																																								| (1667) op(e3, e0) = e0
% 62.86/27.86  																																																								|
% 62.86/27.86  																																																								| From (749) and (28) follows:
% 62.86/27.86  																																																								| (2235) op(e1, e3) = e1
% 62.86/27.86  																																																								|
% 62.86/27.86  																																																								| Instantiating formula (29) with e3, e0, e0, e3 and discharging atoms op(e3, e0) = e3, op(e3, e0) = e0, yields:
% 62.86/27.86  																																																								| (676) e3 = e0
% 62.86/27.86  																																																								|
% 62.86/27.86  																																																								| Instantiating formula (29) with e1, e3, e1, e3 and discharging atoms op(e1, e3) = e3, op(e1, e3) = e1, yields:
% 62.86/27.86  																																																								| (455) e3 = e1
% 62.86/27.86  																																																								|
% 62.86/27.86  																																																								| Combining equations (455,676) yields a new equation:
% 62.86/27.86  																																																								| (546) e1 = e0
% 62.86/27.86  																																																								|
% 62.86/27.86  																																																								| Simplifying 546 yields:
% 62.86/27.86  																																																								| (431) e1 = e0
% 62.86/27.86  																																																								|
% 62.86/27.86  																																																								| Equations (431) can reduce 233 to:
% 62.86/27.86  																																																								| (266) $false
% 62.86/27.86  																																																								|
% 62.86/27.86  																																																								|-The branch is then unsatisfiable
% 62.86/27.86  																																																			|-Branch two:
% 62.86/27.86  																																																			| (256)  ~ (all_0_49_49 = e4)
% 62.86/27.86  																																																			| (977) all_0_49_49 = e3 | all_0_49_49 = e1 | all_0_49_49 = e0
% 62.86/27.86  																																																			|
% 62.86/27.86  																																																				+-Applying beta-rule and splitting (2271), into two cases.
% 62.86/27.86  																																																				|-Branch one:
% 62.86/27.86  																																																				| (446) all_0_44_44 = e4
% 62.86/27.86  																																																				|
% 62.86/27.86  																																																					| Combining equations (532,446) yields a new equation:
% 62.86/27.86  																																																					| (425) e4 = e3
% 62.86/27.86  																																																					|
% 62.86/27.86  																																																					| Equations (425) can reduce 188 to:
% 62.86/27.86  																																																					| (266) $false
% 62.86/27.86  																																																					|
% 62.86/27.86  																																																					|-The branch is then unsatisfiable
% 62.86/27.86  																																																				|-Branch two:
% 62.86/27.86  																																																				| (1390)  ~ (all_0_44_44 = e4)
% 62.86/27.86  																																																				| (7998) all_0_49_49 = e4 | all_0_53_53 = e4 | all_0_58_58 = e4
% 62.86/27.86  																																																				|
% 62.86/27.86  																																																					+-Applying beta-rule and splitting (7998), into two cases.
% 62.86/27.86  																																																					|-Branch one:
% 62.86/27.86  																																																					| (974) all_0_49_49 = e4
% 62.86/27.86  																																																					|
% 62.86/27.86  																																																						| Equations (974) can reduce 256 to:
% 62.86/27.86  																																																						| (266) $false
% 62.86/27.86  																																																						|
% 62.86/27.86  																																																						|-The branch is then unsatisfiable
% 62.86/27.86  																																																					|-Branch two:
% 62.86/27.86  																																																					| (256)  ~ (all_0_49_49 = e4)
% 62.86/27.86  																																																					| (8013) all_0_53_53 = e4 | all_0_58_58 = e4
% 62.86/27.86  																																																					|
% 62.86/27.86  																																																						+-Applying beta-rule and splitting (8013), into two cases.
% 62.86/27.86  																																																						|-Branch one:
% 62.86/27.86  																																																						| (1298) all_0_53_53 = e4
% 62.86/27.86  																																																						|
% 62.86/27.86  																																																							| Combining equations (1298,1208) yields a new equation:
% 62.86/27.86  																																																							| (636) e4 = e1
% 62.86/27.86  																																																							|
% 62.86/27.86  																																																							| Simplifying 636 yields:
% 62.86/27.86  																																																							| (630) e4 = e1
% 62.86/27.86  																																																							|
% 62.86/27.86  																																																							| Equations (630) can reduce 110 to:
% 62.86/27.86  																																																							| (266) $false
% 62.86/27.86  																																																							|
% 62.86/27.86  																																																							|-The branch is then unsatisfiable
% 62.86/27.86  																																																						|-Branch two:
% 62.86/27.86  																																																						| (1453)  ~ (all_0_53_53 = e4)
% 62.86/27.86  																																																						| (910) all_0_58_58 = e4
% 62.86/27.86  																																																						|
% 62.86/27.86  																																																							| Combining equations (914,910) yields a new equation:
% 62.86/27.86  																																																							| (397) e4 = e0
% 62.86/27.86  																																																							|
% 62.86/27.86  																																																							| Equations (397) can reduce 49 to:
% 62.86/27.86  																																																							| (266) $false
% 62.86/27.86  																																																							|
% 62.86/27.86  																																																							|-The branch is then unsatisfiable
% 62.86/27.86  																																															|-Branch two:
% 62.86/27.86  																																															| (1890)  ~ (all_0_42_42 = e4)
% 62.86/27.86  																																															| (1969) all_0_42_42 = e3 | all_0_42_42 = e1 | all_0_42_42 = e0
% 62.86/27.86  																																															|
% 62.86/27.86  																																																+-Applying beta-rule and splitting (150), into two cases.
% 62.86/27.86  																																																|-Branch one:
% 62.86/27.86  																																																| (1378) all_0_40_40 = e4
% 62.86/27.86  																																																|
% 62.86/27.86  																																																	| Combining equations (313,1378) yields a new equation:
% 62.86/27.86  																																																	| (323) e4 = e2
% 62.86/27.86  																																																	|
% 62.86/27.86  																																																	| Equations (323) can reduce 48 to:
% 62.86/27.86  																																																	| (266) $false
% 62.86/27.86  																																																	|
% 62.86/27.86  																																																	|-The branch is then unsatisfiable
% 62.86/27.86  																																																|-Branch two:
% 62.86/27.86  																																																| (447)  ~ (all_0_40_40 = e4)
% 62.86/27.86  																																																| (2271) all_0_44_44 = e4 | all_0_49_49 = e4 | all_0_53_53 = e4 | all_0_58_58 = e4
% 62.86/27.86  																																																|
% 62.86/27.86  																																																	+-Applying beta-rule and splitting (206), into two cases.
% 62.86/27.86  																																																	|-Branch one:
% 62.86/27.86  																																																	| (248) all_0_45_45 = e4
% 62.86/27.86  																																																	|
% 62.86/27.86  																																																		| Combining equations (423,248) yields a new equation:
% 62.86/27.86  																																																		| (425) e4 = e3
% 62.86/27.86  																																																		|
% 62.86/27.86  																																																		| Equations (425) can reduce 188 to:
% 62.86/27.86  																																																		| (266) $false
% 62.86/27.86  																																																		|
% 62.86/27.86  																																																		|-The branch is then unsatisfiable
% 62.86/27.86  																																																	|-Branch two:
% 62.86/27.86  																																																	| (60416)  ~ (all_0_45_45 = e4)
% 62.86/27.87  																																																	| (61457) all_0_46_46 = e4 | all_0_47_47 = e4 | all_0_48_48 = e4 | all_0_49_49 = e4
% 62.86/27.87  																																																	|
% 62.86/27.87  																																																		| Equations (423) can reduce 60416 to:
% 62.86/27.87  																																																		| (277)  ~ (e4 = e3)
% 62.86/27.87  																																																		|
% 62.86/27.87  																																																		| Simplifying 277 yields:
% 62.86/27.87  																																																		| (188)  ~ (e4 = e3)
% 62.86/27.87  																																																		|
% 62.86/27.87  																																																		+-Applying beta-rule and splitting (2271), into two cases.
% 62.86/27.87  																																																		|-Branch one:
% 62.86/27.87  																																																		| (446) all_0_44_44 = e4
% 62.86/27.87  																																																		|
% 62.86/27.87  																																																			| Combining equations (532,446) yields a new equation:
% 62.86/27.87  																																																			| (425) e4 = e3
% 62.86/27.87  																																																			|
% 62.86/27.87  																																																			| Equations (425) can reduce 188 to:
% 62.86/27.87  																																																			| (266) $false
% 62.86/27.87  																																																			|
% 62.86/27.87  																																																			|-The branch is then unsatisfiable
% 62.86/27.87  																																																		|-Branch two:
% 62.86/27.87  																																																		| (1390)  ~ (all_0_44_44 = e4)
% 62.86/27.87  																																																		| (7998) all_0_49_49 = e4 | all_0_53_53 = e4 | all_0_58_58 = e4
% 62.86/27.87  																																																		|
% 62.86/27.87  																																																			| Equations (532) can reduce 1390 to:
% 62.86/27.87  																																																			| (277)  ~ (e4 = e3)
% 62.86/27.87  																																																			|
% 62.86/27.87  																																																			| Simplifying 277 yields:
% 62.86/27.87  																																																			| (188)  ~ (e4 = e3)
% 62.86/27.87  																																																			|
% 62.86/27.87  																																																			+-Applying beta-rule and splitting (441), into two cases.
% 62.86/27.87  																																																			|-Branch one:
% 62.86/27.87  																																																			| (1392) all_0_42_42 = e4
% 62.86/27.87  																																																			|
% 62.86/27.87  																																																				| Equations (1392) can reduce 1890 to:
% 62.86/27.87  																																																				| (266) $false
% 62.86/27.87  																																																				|
% 62.86/27.87  																																																				|-The branch is then unsatisfiable
% 62.86/27.87  																																																			|-Branch two:
% 62.86/27.87  																																																			| (1890)  ~ (all_0_42_42 = e4)
% 62.86/27.87  																																																			| (1891) all_0_43_43 = e4 | all_0_44_44 = e4
% 62.86/27.87  																																																			|
% 62.86/27.87  																																																				+-Applying beta-rule and splitting (1891), into two cases.
% 62.86/27.87  																																																				|-Branch one:
% 62.86/27.87  																																																				| (396) all_0_43_43 = e4
% 62.86/27.87  																																																				|
% 62.86/27.87  																																																					| Combining equations (396,430) yields a new equation:
% 62.86/27.87  																																																					| (636) e4 = e1
% 62.86/27.87  																																																					|
% 62.86/27.87  																																																					| Simplifying 636 yields:
% 62.86/27.87  																																																					| (630) e4 = e1
% 62.86/27.87  																																																					|
% 62.86/27.87  																																																					| Equations (630) can reduce 110 to:
% 62.86/27.87  																																																					| (266) $false
% 62.86/27.87  																																																					|
% 62.86/27.87  																																																					|-The branch is then unsatisfiable
% 62.86/27.87  																																																				|-Branch two:
% 62.86/27.87  																																																				| (399)  ~ (all_0_43_43 = e4)
% 62.86/27.87  																																																				| (446) all_0_44_44 = e4
% 62.86/27.87  																																																				|
% 62.86/27.87  																																																					| Combining equations (532,446) yields a new equation:
% 62.86/27.87  																																																					| (425) e4 = e3
% 62.86/27.87  																																																					|
% 62.86/27.87  																																																					| Equations (425) can reduce 188 to:
% 62.86/27.87  																																																					| (266) $false
% 62.86/27.87  																																																					|
% 62.86/27.87  																																																					|-The branch is then unsatisfiable
% 62.86/27.87  																																													|-Branch two:
% 62.86/27.87  																																													| (407)  ~ (all_0_44_44 = e3)
% 62.86/27.87  																																													| (537) all_0_49_49 = e3 | all_0_53_53 = e3 | all_0_58_58 = e3
% 62.86/27.87  																																													|
% 62.86/27.87  																																														+-Applying beta-rule and splitting (152), into two cases.
% 62.86/27.87  																																														|-Branch one:
% 62.86/27.87  																																														| (1392) all_0_42_42 = e4
% 62.86/27.87  																																														|
% 62.86/27.87  																																															| Equations (1392) can reduce 405 to:
% 62.86/27.87  																																															| (188)  ~ (e4 = e3)
% 62.86/27.87  																																															|
% 62.86/27.87  																																															+-Applying beta-rule and splitting (1899), into two cases.
% 62.86/27.87  																																															|-Branch one:
% 62.86/27.87  																																															| (516) all_0_42_42 = e3
% 62.86/27.87  																																															|
% 62.86/27.87  																																																| Combining equations (516,1392) yields a new equation:
% 62.86/27.87  																																																| (425) e4 = e3
% 62.86/27.87  																																																|
% 62.86/27.87  																																																| Equations (425) can reduce 188 to:
% 62.86/27.87  																																																| (266) $false
% 62.86/27.87  																																																|
% 62.86/27.87  																																																|-The branch is then unsatisfiable
% 62.86/27.87  																																															|-Branch two:
% 62.86/27.87  																																															| (405)  ~ (all_0_42_42 = e3)
% 62.86/27.87  																																															| (532) all_0_44_44 = e3
% 62.86/27.87  																																															|
% 62.86/27.87  																																																| Equations (532) can reduce 407 to:
% 62.86/27.87  																																																| (266) $false
% 62.86/27.87  																																																|
% 62.86/27.87  																																																|-The branch is then unsatisfiable
% 62.86/27.87  																																														|-Branch two:
% 62.86/27.87  																																														| (1890)  ~ (all_0_42_42 = e4)
% 62.86/27.87  																																														| (1969) all_0_42_42 = e3 | all_0_42_42 = e1 | all_0_42_42 = e0
% 62.86/27.87  																																														|
% 62.86/27.87  																																															+-Applying beta-rule and splitting (1969), into two cases.
% 62.86/27.87  																																															|-Branch one:
% 62.86/27.87  																																															| (559) all_0_42_42 = e0
% 62.86/27.87  																																															|
% 62.86/27.87  																																																| Equations (559) can reduce 358 to:
% 62.86/27.87  																																																| (266) $false
% 62.86/27.87  																																																|
% 62.86/27.87  																																																|-The branch is then unsatisfiable
% 62.86/27.87  																																															|-Branch two:
% 62.86/27.87  																																															| (358)  ~ (all_0_42_42 = e0)
% 62.86/27.87  																																															| (2510) all_0_42_42 = e3 | all_0_42_42 = e1
% 62.86/27.87  																																															|
% 62.86/27.87  																																																+-Applying beta-rule and splitting (2510), into two cases.
% 62.86/27.87  																																																|-Branch one:
% 62.86/27.87  																																																| (459) all_0_42_42 = e1
% 62.86/27.87  																																																|
% 62.86/27.87  																																																	| Equations (459) can reduce 1380 to:
% 62.86/27.87  																																																	| (266) $false
% 62.86/27.87  																																																	|
% 62.86/27.87  																																																	|-The branch is then unsatisfiable
% 62.86/27.87  																																																|-Branch two:
% 62.86/27.87  																																																| (1380)  ~ (all_0_42_42 = e1)
% 62.86/27.87  																																																| (516) all_0_42_42 = e3
% 62.86/27.87  																																																|
% 62.86/27.87  																																																	| Equations (516) can reduce 405 to:
% 62.86/27.87  																																																	| (266) $false
% 62.86/27.87  																																																	|
% 62.86/27.87  																																																	|-The branch is then unsatisfiable
% 62.86/27.87  																																										|-Branch two:
% 62.86/27.87  																																										| (272)  ~ (all_0_56_56 = e3)
% 62.86/27.87  																																										| (795) all_0_58_58 = e3
% 62.86/27.87  																																										|
% 62.86/27.87  																																											| Combining equations (795,914) yields a new equation:
% 62.86/27.87  																																											| (675) e3 = e0
% 62.86/27.87  																																											|
% 62.86/27.87  																																											| Simplifying 675 yields:
% 62.86/27.87  																																											| (676) e3 = e0
% 62.86/27.87  																																											|
% 62.86/27.87  																																											| Equations (676) can reduce 80 to:
% 62.86/27.87  																																											| (266) $false
% 62.86/27.87  																																											|
% 62.86/27.87  																																											|-The branch is then unsatisfiable
% 62.86/27.87  																																					|-Branch two:
% 62.86/27.87  																																					| (462)  ~ (all_0_47_47 = e1)
% 62.86/27.87  																																					| (3264) all_0_51_51 = e1 | all_0_56_56 = e1
% 62.86/27.87  																																					|
% 62.86/27.87  																																						+-Applying beta-rule and splitting (3264), into two cases.
% 62.86/27.87  																																						|-Branch one:
% 62.86/27.87  																																						| (1109) all_0_51_51 = e1
% 62.86/27.87  																																						|
% 62.86/27.87  																																							| Combining equations (504,1109) yields a new equation:
% 62.86/27.87  																																							| (616) e2 = e1
% 62.86/27.87  																																							|
% 62.86/27.87  																																							| Simplifying 616 yields:
% 62.86/27.87  																																							| (617) e2 = e1
% 62.86/27.87  																																							|
% 62.86/27.87  																																							| Equations (617) can reduce 122 to:
% 62.86/27.87  																																							| (266) $false
% 62.86/27.87  																																							|
% 62.86/27.87  																																							|-The branch is then unsatisfiable
% 62.86/27.87  																																						|-Branch two:
% 62.86/27.87  																																						| (464)  ~ (all_0_51_51 = e1)
% 62.86/27.87  																																						| (1569) all_0_56_56 = e1
% 62.86/27.87  																																						|
% 62.86/27.87  																																							| Equations (1569) can reduce 466 to:
% 62.86/27.87  																																							| (266) $false
% 62.86/27.87  																																							|
% 62.86/27.87  																																							|-The branch is then unsatisfiable
% 62.86/27.87  																												|-Branch two:
% 62.86/27.87  																												| (357)  ~ (all_0_41_41 = e0)
% 62.86/27.87  																												| (4053) all_0_41_41 = e3 | all_0_41_41 = e1
% 62.86/27.87  																												|
% 62.86/27.87  																													+-Applying beta-rule and splitting (600), into two cases.
% 62.86/27.87  																													|-Branch one:
% 62.86/27.87  																													| (601) all_0_50_50 = e1
% 62.86/27.87  																													|
% 62.86/27.87  																														| Combining equations (415,601) yields a new equation:
% 62.86/27.87  																														| (454) e3 = e1
% 62.86/27.87  																														|
% 62.86/27.87  																														| Simplifying 454 yields:
% 62.86/27.87  																														| (455) e3 = e1
% 62.86/27.87  																														|
% 62.86/27.87  																														| Equations (455) can reduce 213 to:
% 62.86/27.87  																														| (266) $false
% 62.86/27.87  																														|
% 62.86/27.87  																														|-The branch is then unsatisfiable
% 62.86/27.87  																													|-Branch two:
% 62.86/27.87  																													| (759)  ~ (all_0_50_50 = e1)
% 62.86/27.87  																													| (629) all_0_55_55 = e1
% 62.86/27.87  																													|
% 62.86/27.87  																														+-Applying beta-rule and splitting (1694), into two cases.
% 62.86/27.87  																														|-Branch one:
% 62.86/27.87  																														| (1208) all_0_53_53 = e1
% 62.86/27.87  																														|
% 62.86/27.87  																															| Equations (1208) can reduce 247 to:
% 62.86/27.87  																															| (233)  ~ (e1 = e0)
% 62.86/27.87  																															|
% 62.86/27.87  																															+-Applying beta-rule and splitting (125), into two cases.
% 62.86/27.87  																															|-Branch one:
% 62.86/27.87  																															| (858) all_0_55_55 = e0
% 62.86/27.87  																															|
% 62.86/27.87  																																| Combining equations (629,858) yields a new equation:
% 62.86/27.87  																																| (546) e1 = e0
% 62.86/27.87  																																|
% 62.86/27.87  																																| Simplifying 546 yields:
% 62.86/27.87  																																| (431) e1 = e0
% 62.86/27.87  																																|
% 62.86/27.87  																																| Equations (431) can reduce 233 to:
% 62.86/27.87  																																| (266) $false
% 62.86/27.87  																																|
% 62.86/27.87  																																|-The branch is then unsatisfiable
% 62.86/27.87  																															|-Branch two:
% 62.86/27.87  																															| (803)  ~ (all_0_55_55 = e0)
% 62.86/27.88  																															| (863) all_0_56_56 = e0 | all_0_57_57 = e0 | all_0_58_58 = e0
% 62.86/27.88  																															|
% 62.86/27.88  																																| Equations (629) can reduce 803 to:
% 62.86/27.88  																																| (233)  ~ (e1 = e0)
% 62.86/27.88  																																|
% 62.86/27.88  																																+-Applying beta-rule and splitting (165), into two cases.
% 62.86/27.88  																																|-Branch one:
% 62.86/27.88  																																| (794) all_0_41_41 = e0
% 62.86/27.88  																																|
% 62.86/27.88  																																	| Equations (794) can reduce 357 to:
% 62.86/27.88  																																	| (266) $false
% 62.86/27.88  																																	|
% 62.86/27.88  																																	|-The branch is then unsatisfiable
% 62.86/27.88  																																|-Branch two:
% 62.86/27.88  																																| (357)  ~ (all_0_41_41 = e0)
% 62.86/27.88  																																| (6761) all_0_42_42 = e0 | all_0_43_43 = e0 | all_0_44_44 = e0
% 62.86/27.88  																																|
% 62.86/27.88  																																	+-Applying beta-rule and splitting (6761), into two cases.
% 62.86/27.88  																																	|-Branch one:
% 62.86/27.88  																																	| (559) all_0_42_42 = e0
% 62.86/27.88  																																	|
% 62.86/27.88  																																		| Equations (559) can reduce 358 to:
% 62.86/27.88  																																		| (266) $false
% 62.86/27.88  																																		|
% 62.86/27.88  																																		|-The branch is then unsatisfiable
% 62.86/27.88  																																	|-Branch two:
% 62.86/27.88  																																	| (358)  ~ (all_0_42_42 = e0)
% 62.86/27.88  																																	| (6766) all_0_43_43 = e0 | all_0_44_44 = e0
% 62.86/27.88  																																	|
% 62.86/27.88  																																		+-Applying beta-rule and splitting (6766), into two cases.
% 62.86/27.88  																																		|-Branch one:
% 62.86/27.88  																																		| (356) all_0_43_43 = e0
% 62.86/27.88  																																		|
% 62.86/27.88  																																			| Combining equations (356,430) yields a new equation:
% 62.86/27.88  																																			| (431) e1 = e0
% 62.86/27.88  																																			|
% 62.86/27.88  																																			| Equations (431) can reduce 233 to:
% 62.86/27.88  																																			| (266) $false
% 62.86/27.88  																																			|
% 62.86/27.88  																																			|-The branch is then unsatisfiable
% 62.86/27.88  																																		|-Branch two:
% 62.86/27.88  																																		| (5470)  ~ (all_0_43_43 = e0)
% 62.86/27.88  																																		| (1414) all_0_44_44 = e0
% 62.86/27.88  																																		|
% 62.86/27.88  																																			| Equations (1414) can reduce 181 to:
% 62.86/27.88  																																			| (490)  ~ (all_0_58_58 = e0)
% 62.86/27.88  																																			|
% 62.86/27.88  																																			| Simplifying 490 yields:
% 62.86/27.88  																																			| (491)  ~ (all_0_58_58 = e0)
% 62.86/27.88  																																			|
% 62.86/27.88  																																			| Equations (1414) can reduce 147 to:
% 62.86/27.88  																																			| (365)  ~ (e2 = e0)
% 62.86/27.88  																																			|
% 62.86/27.88  																																			| Simplifying 365 yields:
% 62.86/27.88  																																			| (128)  ~ (e2 = e0)
% 62.86/27.88  																																			|
% 62.86/27.88  																																			+-Applying beta-rule and splitting (863), into two cases.
% 62.86/27.88  																																			|-Branch one:
% 62.86/27.88  																																			| (679) all_0_56_56 = e0
% 62.86/27.88  																																			|
% 62.86/27.88  																																				| Equations (679) can reduce 828 to:
% 62.86/27.88  																																				| (266) $false
% 62.86/27.88  																																				|
% 62.86/27.88  																																				|-The branch is then unsatisfiable
% 62.86/27.88  																																			|-Branch two:
% 62.86/27.88  																																			| (828)  ~ (all_0_56_56 = e0)
% 62.86/27.88  																																			| (924) all_0_57_57 = e0 | all_0_58_58 = e0
% 62.86/27.88  																																			|
% 62.86/27.88  																																				+-Applying beta-rule and splitting (924), into two cases.
% 62.86/27.88  																																				|-Branch one:
% 62.86/27.88  																																				| (875) all_0_57_57 = e0
% 62.86/27.88  																																				|
% 62.86/27.88  																																					| Combining equations (875,442) yields a new equation:
% 62.86/27.88  																																					| (330) e2 = e0
% 62.86/27.88  																																					|
% 62.86/27.88  																																					| Equations (330) can reduce 128 to:
% 62.86/27.88  																																					| (266) $false
% 62.86/27.88  																																					|
% 62.86/27.88  																																					|-The branch is then unsatisfiable
% 62.86/27.88  																																				|-Branch two:
% 62.86/27.88  																																				| (364)  ~ (all_0_57_57 = e0)
% 62.86/27.88  																																				| (914) all_0_58_58 = e0
% 62.86/27.88  																																				|
% 62.86/27.88  																																					| Equations (914) can reduce 491 to:
% 62.86/27.88  																																					| (266) $false
% 62.86/27.88  																																					|
% 62.86/27.88  																																					|-The branch is then unsatisfiable
% 62.86/27.88  																														|-Branch two:
% 62.86/27.88  																														| (1459)  ~ (all_0_53_53 = e1)
% 62.86/27.88  																														| (665) all_0_53_53 = e3
% 62.86/27.88  																														|
% 62.86/27.88  																															| Equations (665) can reduce 903 to:
% 62.86/27.88  																															| (266) $false
% 62.86/27.88  																															|
% 62.86/27.88  																															|-The branch is then unsatisfiable
% 62.86/27.88  																						|-Branch two:
% 62.86/27.88  																						| (411)  ~ (all_0_50_50 = e3)
% 62.86/27.88  																						| (418) all_0_51_51 = e3 | all_0_53_53 = e3
% 62.86/27.88  																						|
% 62.86/27.88  																							+-Applying beta-rule and splitting (241), into two cases.
% 62.86/27.88  																							|-Branch one:
% 62.86/27.88  																							| (378) all_0_50_50 = e2
% 62.86/27.88  																							|
% 62.86/27.88  																								| Equations (378) can reduce 302 to:
% 62.86/27.88  																								| (266) $false
% 62.86/27.88  																								|
% 62.86/27.88  																								|-The branch is then unsatisfiable
% 62.86/27.88  																							|-Branch two:
% 62.86/27.88  																							| (302)  ~ (all_0_50_50 = e2)
% 62.86/27.88  																							| (422) all_0_50_50 = e4 | all_0_50_50 = e3 | all_0_50_50 = e1
% 62.86/27.88  																							|
% 62.86/27.88  																								+-Applying beta-rule and splitting (418), into two cases.
% 62.86/27.88  																								|-Branch one:
% 62.86/27.88  																								| (660) all_0_51_51 = e3
% 62.86/27.88  																								|
% 62.86/27.88  																									| Combining equations (504,660) yields a new equation:
% 62.86/27.88  																									| (662) e3 = e2
% 62.86/27.88  																									|
% 62.86/27.88  																									| Equations (662) can reduce 212 to:
% 62.86/27.88  																									| (266) $false
% 62.86/27.88  																									|
% 62.86/27.88  																									|-The branch is then unsatisfiable
% 62.86/27.88  																								|-Branch two:
% 62.86/27.88  																								| (664)  ~ (all_0_51_51 = e3)
% 62.86/27.88  																								| (665) all_0_53_53 = e3
% 62.86/27.88  																								|
% 62.86/27.88  																									| Equations (665) can reduce 220 to:
% 62.86/27.88  																									| (407)  ~ (all_0_44_44 = e3)
% 62.86/27.88  																									|
% 62.86/27.88  																									| Equations (665) can reduce 65 to:
% 62.86/27.88  																									| (525)  ~ (all_0_49_49 = e3)
% 62.86/27.88  																									|
% 62.86/27.88  																									| Equations (665) can reduce 190 to:
% 62.86/27.88  																									| (411)  ~ (all_0_50_50 = e3)
% 62.86/27.88  																									|
% 62.86/27.88  																									| Equations (665) can reduce 10 to:
% 62.86/27.88  																									| (275)  ~ (all_0_58_58 = e3)
% 62.86/27.88  																									|
% 62.86/27.88  																									| Simplifying 275 yields:
% 62.86/27.88  																									| (276)  ~ (all_0_58_58 = e3)
% 62.86/27.88  																									|
% 62.86/27.88  																									| Equations (665) can reduce 247 to:
% 62.86/27.88  																									| (80)  ~ (e3 = e0)
% 62.86/27.88  																									|
% 62.86/27.88  																									| From (665) and (84) follows:
% 62.86/27.88  																									| (3786) op(e1, e0) = e3
% 62.86/27.88  																									|
% 62.86/27.88  																									+-Applying beta-rule and splitting (422), into two cases.
% 62.86/27.88  																									|-Branch one:
% 62.86/27.88  																									| (775) all_0_50_50 = e4
% 62.86/27.88  																									|
% 62.86/27.88  																										| Equations (775) can reduce 566 to:
% 62.86/27.88  																										| (266) $false
% 62.86/27.88  																										|
% 62.86/27.88  																										|-The branch is then unsatisfiable
% 62.86/27.88  																									|-Branch two:
% 62.86/27.88  																									| (566)  ~ (all_0_50_50 = e4)
% 62.86/27.88  																									| (1444) all_0_50_50 = e3 | all_0_50_50 = e1
% 62.86/27.88  																									|
% 62.86/27.88  																										+-Applying beta-rule and splitting (160), into two cases.
% 62.86/27.88  																										|-Branch one:
% 62.86/27.88  																										| (601) all_0_50_50 = e1
% 62.86/27.88  																										|
% 62.86/27.88  																											| Equations (601) can reduce 221 to:
% 62.86/27.88  																											| (457)  ~ (all_0_41_41 = e1)
% 62.86/27.88  																											|
% 62.86/27.88  																											| Equations (601) can reduce 121 to:
% 62.86/27.88  																											| (233)  ~ (e1 = e0)
% 62.86/27.88  																											|
% 62.86/27.88  																											| From (601) and (242) follows:
% 62.86/27.88  																											| (2235) op(e1, e3) = e1
% 62.86/27.88  																											|
% 62.86/27.88  																											+-Applying beta-rule and splitting (113), into two cases.
% 62.86/27.88  																											|-Branch one:
% 62.86/27.88  																											| (403) all_0_41_41 = e3
% 62.86/27.88  																											|
% 62.86/27.88  																												| Equations (403) can reduce 214 to:
% 62.86/27.88  																												| (404)  ~ (all_0_42_42 = e3)
% 62.86/27.88  																												|
% 62.86/27.88  																												| Simplifying 404 yields:
% 62.86/27.88  																												| (405)  ~ (all_0_42_42 = e3)
% 62.86/27.88  																												|
% 62.86/27.88  																												| Equations (403) can reduce 85 to:
% 62.86/27.88  																												| (212)  ~ (e3 = e2)
% 62.86/27.88  																												|
% 62.86/27.88  																												+-Applying beta-rule and splitting (152), into two cases.
% 62.86/27.88  																												|-Branch one:
% 62.86/27.88  																												| (1392) all_0_42_42 = e4
% 62.86/27.88  																												|
% 62.86/27.88  																													| Equations (1392) can reduce 198 to:
% 62.86/27.88  																													| (251)  ~ (all_0_47_47 = e4)
% 62.86/27.88  																													|
% 62.86/27.88  																													| Simplifying 251 yields:
% 62.86/27.88  																													| (252)  ~ (all_0_47_47 = e4)
% 62.86/27.88  																													|
% 62.86/27.88  																													| Equations (1392) can reduce 405 to:
% 62.86/27.88  																													| (188)  ~ (e4 = e3)
% 62.86/27.88  																													|
% 62.86/27.88  																													| Equations (1392) can reduce 358 to:
% 62.86/27.88  																													| (49)  ~ (e4 = e0)
% 62.86/27.88  																													|
% 62.86/27.88  																													| From (1392) and (210) follows:
% 62.86/27.88  																													| (4074) op(e3, e2) = e4
% 62.86/27.88  																													|
% 62.86/27.88  																													+-Applying beta-rule and splitting (165), into two cases.
% 62.86/27.88  																													|-Branch one:
% 62.86/27.88  																													| (794) all_0_41_41 = e0
% 62.86/27.88  																													|
% 62.86/27.88  																														| Combining equations (794,403) yields a new equation:
% 62.86/27.88  																														| (676) e3 = e0
% 62.86/27.88  																														|
% 62.86/27.88  																														| Equations (676) can reduce 80 to:
% 62.86/27.88  																														| (266) $false
% 62.86/27.88  																														|
% 62.86/27.88  																														|-The branch is then unsatisfiable
% 62.86/27.88  																													|-Branch two:
% 62.86/27.88  																													| (357)  ~ (all_0_41_41 = e0)
% 62.86/27.88  																													| (6761) all_0_42_42 = e0 | all_0_43_43 = e0 | all_0_44_44 = e0
% 62.86/27.88  																													|
% 62.86/27.88  																														+-Applying beta-rule and splitting (6761), into two cases.
% 62.86/27.88  																														|-Branch one:
% 62.86/27.88  																														| (559) all_0_42_42 = e0
% 62.86/27.88  																														|
% 62.86/27.88  																															| Combining equations (559,1392) yields a new equation:
% 62.86/27.88  																															| (397) e4 = e0
% 62.86/27.88  																															|
% 62.86/27.88  																															| Equations (397) can reduce 49 to:
% 62.86/27.88  																															| (266) $false
% 62.86/27.88  																															|
% 62.86/27.88  																															|-The branch is then unsatisfiable
% 62.86/27.88  																														|-Branch two:
% 62.86/27.88  																														| (358)  ~ (all_0_42_42 = e0)
% 62.86/27.88  																														| (6766) all_0_43_43 = e0 | all_0_44_44 = e0
% 62.86/27.88  																														|
% 62.86/27.88  																															+-Applying beta-rule and splitting (22), into two cases.
% 62.86/27.88  																															|-Branch one:
% 62.86/27.88  																															| (268) all_0_54_54 = e3
% 62.86/27.88  																															|
% 62.86/27.88  																																| Combining equations (265,268) yields a new equation:
% 62.86/27.88  																																| (424) e4 = e3
% 62.86/27.88  																																|
% 62.86/27.88  																																| Simplifying 424 yields:
% 62.86/27.88  																																| (425) e4 = e3
% 62.86/27.88  																																|
% 62.86/27.88  																																| Equations (425) can reduce 188 to:
% 62.86/27.88  																																| (266) $false
% 62.86/27.88  																																|
% 62.86/27.88  																																|-The branch is then unsatisfiable
% 62.86/27.88  																															|-Branch two:
% 62.86/27.88  																															| (60427)  ~ (all_0_54_54 = e3)
% 62.86/27.88  																															| (62553) all_0_55_55 = e3 | all_0_56_56 = e3 | all_0_58_58 = e3
% 62.86/27.88  																															|
% 62.86/27.88  																																| Equations (265) can reduce 60427 to:
% 62.86/27.88  																																| (188)  ~ (e4 = e3)
% 62.86/27.88  																																|
% 62.86/27.88  																																+-Applying beta-rule and splitting (180), into two cases.
% 62.86/27.88  																																|-Branch one:
% 62.86/27.88  																																| (516) all_0_42_42 = e3
% 62.86/27.88  																																|
% 62.86/27.88  																																	| Combining equations (516,1392) yields a new equation:
% 62.86/27.88  																																	| (425) e4 = e3
% 62.86/27.88  																																	|
% 62.86/27.88  																																	| Equations (425) can reduce 188 to:
% 62.86/27.88  																																	| (266) $false
% 62.86/27.88  																																	|
% 62.86/27.88  																																	|-The branch is then unsatisfiable
% 62.86/27.88  																																|-Branch two:
% 62.86/27.88  																																| (405)  ~ (all_0_42_42 = e3)
% 62.86/27.88  																																| (521) all_0_47_47 = e3 | all_0_51_51 = e3 | all_0_56_56 = e3
% 62.86/27.88  																																|
% 62.86/27.88  																																	+-Applying beta-rule and splitting (6766), into two cases.
% 62.86/27.88  																																	|-Branch one:
% 62.86/27.88  																																	| (356) all_0_43_43 = e0
% 62.86/27.88  																																	|
% 62.86/27.88  																																		| Combining equations (356,430) yields a new equation:
% 62.86/27.88  																																		| (431) e1 = e0
% 62.86/27.88  																																		|
% 62.86/27.88  																																		| Equations (431) can reduce 233 to:
% 62.86/27.88  																																		| (266) $false
% 62.86/27.88  																																		|
% 62.86/27.88  																																		|-The branch is then unsatisfiable
% 62.86/27.88  																																	|-Branch two:
% 62.86/27.88  																																	| (5470)  ~ (all_0_43_43 = e0)
% 62.86/27.88  																																	| (1414) all_0_44_44 = e0
% 62.86/27.88  																																	|
% 62.86/27.88  																																		| Equations (1414) can reduce 9 to:
% 62.86/27.88  																																		| (486)  ~ (all_0_49_49 = e0)
% 62.86/27.88  																																		|
% 62.86/27.88  																																		| Simplifying 486 yields:
% 62.86/27.88  																																		| (487)  ~ (all_0_49_49 = e0)
% 62.86/27.88  																																		|
% 62.86/27.88  																																		| Equations (1414) can reduce 181 to:
% 62.86/27.88  																																		| (490)  ~ (all_0_58_58 = e0)
% 62.86/27.88  																																		|
% 62.86/27.88  																																		| Simplifying 490 yields:
% 62.86/27.88  																																		| (491)  ~ (all_0_58_58 = e0)
% 62.86/27.88  																																		|
% 62.86/27.88  																																		| Equations (1414) can reduce 147 to:
% 62.86/27.88  																																		| (365)  ~ (e2 = e0)
% 62.86/27.88  																																		|
% 62.86/27.88  																																		| Simplifying 365 yields:
% 62.86/27.88  																																		| (128)  ~ (e2 = e0)
% 62.86/27.88  																																		|
% 62.86/27.88  																																		+-Applying beta-rule and splitting (105), into two cases.
% 62.86/27.88  																																		|-Branch one:
% 62.86/27.88  																																		| (1105) all_0_47_47 = e2
% 62.86/27.88  																																		|
% 62.86/27.88  																																			| Equations (1105) can reduce 338 to:
% 62.86/27.88  																																			| (266) $false
% 62.86/27.88  																																			|
% 62.86/27.88  																																			|-The branch is then unsatisfiable
% 62.86/27.88  																																		|-Branch two:
% 62.86/27.88  																																		| (338)  ~ (all_0_47_47 = e2)
% 62.86/27.88  																																		| (1789) all_0_47_47 = e4 | all_0_47_47 = e3 | all_0_47_47 = e1 | all_0_47_47 = e0
% 62.86/27.88  																																		|
% 62.86/27.88  																																			+-Applying beta-rule and splitting (125), into two cases.
% 62.86/27.88  																																			|-Branch one:
% 62.86/27.88  																																			| (858) all_0_55_55 = e0
% 62.86/27.88  																																			|
% 62.86/27.89  																																				| Equations (858) can reduce 3 to:
% 62.86/27.89  																																				| (490)  ~ (all_0_58_58 = e0)
% 62.86/27.89  																																				|
% 62.86/27.89  																																				| Simplifying 490 yields:
% 62.86/27.89  																																				| (491)  ~ (all_0_58_58 = e0)
% 62.86/27.89  																																				|
% 62.86/27.89  																																				| From (858) and (74) follows:
% 62.86/27.89  																																				| (752) op(e0, e3) = e0
% 62.86/27.89  																																				|
% 62.86/27.89  																																				+-Applying beta-rule and splitting (1789), into two cases.
% 62.86/27.89  																																				|-Branch one:
% 62.86/27.89  																																				| (1790) all_0_47_47 = e4
% 62.86/27.89  																																				|
% 62.86/27.89  																																					| Equations (1790) can reduce 252 to:
% 62.86/27.89  																																					| (266) $false
% 62.86/27.89  																																					|
% 62.86/27.89  																																					|-The branch is then unsatisfiable
% 62.86/27.89  																																				|-Branch two:
% 62.86/27.89  																																				| (252)  ~ (all_0_47_47 = e4)
% 62.86/27.89  																																				| (1793) all_0_47_47 = e3 | all_0_47_47 = e1 | all_0_47_47 = e0
% 62.86/27.89  																																				|
% 62.86/27.89  																																					+-Applying beta-rule and splitting (521), into two cases.
% 62.86/27.89  																																					|-Branch one:
% 62.86/27.89  																																					| (522) all_0_47_47 = e3
% 62.86/27.89  																																					|
% 62.86/27.89  																																						| Equations (522) can reduce 1091 to:
% 62.86/27.89  																																						| (266) $false
% 62.86/27.89  																																						|
% 62.86/27.89  																																						|-The branch is then unsatisfiable
% 62.86/27.89  																																					|-Branch two:
% 62.86/27.89  																																					| (1091)  ~ (all_0_47_47 = e3)
% 62.86/27.89  																																					| (1092) all_0_51_51 = e3 | all_0_56_56 = e3
% 62.86/27.89  																																					|
% 62.86/27.89  																																						+-Applying beta-rule and splitting (1793), into two cases.
% 62.86/27.89  																																						|-Branch one:
% 62.86/27.89  																																						| (674) all_0_47_47 = e0
% 62.86/27.89  																																						|
% 62.86/27.89  																																							| Equations (674) can reduce 678 to:
% 62.86/27.89  																																							| (266) $false
% 62.86/27.89  																																							|
% 62.86/27.89  																																							|-The branch is then unsatisfiable
% 62.86/27.89  																																						|-Branch two:
% 62.86/27.89  																																						| (678)  ~ (all_0_47_47 = e0)
% 62.86/27.89  																																						| (1831) all_0_47_47 = e3 | all_0_47_47 = e1
% 62.86/27.89  																																						|
% 62.86/27.89  																																							+-Applying beta-rule and splitting (1092), into two cases.
% 62.86/27.89  																																							|-Branch one:
% 62.86/27.89  																																							| (660) all_0_51_51 = e3
% 62.86/27.89  																																							|
% 62.86/27.89  																																								| Combining equations (504,660) yields a new equation:
% 62.86/27.89  																																								| (662) e3 = e2
% 62.86/27.89  																																								|
% 62.86/27.89  																																								| Equations (662) can reduce 212 to:
% 62.86/27.89  																																								| (266) $false
% 62.86/27.89  																																								|
% 62.86/27.89  																																								|-The branch is then unsatisfiable
% 62.86/27.89  																																							|-Branch two:
% 62.86/27.89  																																							| (664)  ~ (all_0_51_51 = e3)
% 62.86/27.89  																																							| (1097) all_0_56_56 = e3
% 62.86/27.89  																																							|
% 62.86/27.89  																																								| Equations (1097) can reduce 91 to:
% 62.86/27.89  																																								| (1091)  ~ (all_0_47_47 = e3)
% 62.86/27.89  																																								|
% 62.86/27.89  																																								| From (1097) and (111) follows:
% 62.86/27.89  																																								| (65099) op(e0, e2) = e3
% 62.86/27.89  																																								|
% 62.86/27.89  																																								+-Applying beta-rule and splitting (1831), into two cases.
% 62.86/27.89  																																								|-Branch one:
% 62.86/27.89  																																								| (654) all_0_47_47 = e1
% 62.86/27.89  																																								|
% 62.86/27.89  																																									| Equations (654) can reduce 1091 to:
% 62.86/27.89  																																									| (467)  ~ (e3 = e1)
% 62.86/27.89  																																									|
% 62.86/27.89  																																									| Simplifying 467 yields:
% 62.86/27.89  																																									| (213)  ~ (e3 = e1)
% 62.86/27.89  																																									|
% 62.86/27.89  																																									| Equations (654) can reduce 338 to:
% 62.86/27.89  																																									| (604)  ~ (e2 = e1)
% 62.86/27.89  																																									|
% 62.86/27.89  																																									| Simplifying 604 yields:
% 62.86/27.89  																																									| (122)  ~ (e2 = e1)
% 62.86/27.89  																																									|
% 62.86/27.89  																																									| Equations (654) can reduce 678 to:
% 62.86/27.89  																																									| (233)  ~ (e1 = e0)
% 62.86/27.89  																																									|
% 62.86/27.89  																																									+-Applying beta-rule and splitting (216), into two cases.
% 62.86/27.89  																																									|-Branch one:
% 62.86/27.89  																																									| (629) all_0_55_55 = e1
% 62.86/27.89  																																									|
% 62.86/27.89  																																										| Combining equations (858,629) yields a new equation:
% 62.86/27.89  																																										| (431) e1 = e0
% 62.86/27.89  																																										|
% 62.86/27.89  																																										| Equations (431) can reduce 233 to:
% 62.86/27.89  																																										| (266) $false
% 62.86/27.89  																																										|
% 62.86/27.89  																																										|-The branch is then unsatisfiable
% 62.86/27.89  																																									|-Branch two:
% 62.86/27.89  																																									| (632)  ~ (all_0_55_55 = e1)
% 62.86/27.89  																																									| (633) all_0_56_56 = e1 | all_0_57_57 = e1 | all_0_58_58 = e1
% 62.86/27.89  																																									|
% 62.86/27.89  																																										+-Applying beta-rule and splitting (633), into two cases.
% 62.86/27.89  																																										|-Branch one:
% 62.86/27.89  																																										| (1569) all_0_56_56 = e1
% 62.86/27.89  																																										|
% 62.86/27.89  																																											| Combining equations (1569,1097) yields a new equation:
% 62.86/27.89  																																											| (455) e3 = e1
% 62.86/27.89  																																											|
% 62.86/27.89  																																											| Equations (455) can reduce 213 to:
% 62.86/27.89  																																											| (266) $false
% 62.86/27.89  																																											|
% 62.86/27.89  																																											|-The branch is then unsatisfiable
% 62.86/27.89  																																										|-Branch two:
% 62.86/27.89  																																										| (466)  ~ (all_0_56_56 = e1)
% 62.86/27.89  																																										| (1574) all_0_57_57 = e1 | all_0_58_58 = e1
% 62.86/27.89  																																										|
% 62.86/27.89  																																											+-Applying beta-rule and splitting (54), into two cases.
% 62.86/27.89  																																											|-Branch one:
% 62.86/27.89  																																											| (583) all_0_49_49 = e2
% 62.86/27.89  																																											|
% 62.86/27.89  																																												| Equations (583) can reduce 340 to:
% 62.86/27.89  																																												| (266) $false
% 62.86/27.89  																																												|
% 62.86/27.89  																																												|-The branch is then unsatisfiable
% 62.86/27.89  																																											|-Branch two:
% 62.86/27.89  																																											| (340)  ~ (all_0_49_49 = e2)
% 62.86/27.89  																																											| (586) all_0_49_49 = e4 | all_0_49_49 = e3 | all_0_49_49 = e1 | all_0_49_49 = e0
% 62.86/27.89  																																											|
% 62.86/27.89  																																												+-Applying beta-rule and splitting (1574), into two cases.
% 62.86/27.89  																																												|-Branch one:
% 62.86/27.89  																																												| (647) all_0_57_57 = e1
% 62.86/27.89  																																												|
% 62.86/27.89  																																													| Combining equations (647,442) yields a new equation:
% 62.86/27.89  																																													| (617) e2 = e1
% 62.86/27.89  																																													|
% 62.86/27.89  																																													| Equations (617) can reduce 122 to:
% 62.86/27.89  																																													| (266) $false
% 62.86/27.89  																																													|
% 62.86/27.89  																																													|-The branch is then unsatisfiable
% 62.86/27.89  																																												|-Branch two:
% 62.86/27.89  																																												| (1670)  ~ (all_0_57_57 = e1)
% 62.86/27.89  																																												| (918) all_0_58_58 = e1
% 62.86/27.89  																																												|
% 62.86/27.89  																																													| Equations (918) can reduce 119 to:
% 62.86/27.89  																																													| (1064)  ~ (all_0_49_49 = e1)
% 62.86/27.89  																																													|
% 62.86/27.89  																																													| Equations (918) can reduce 491 to:
% 62.86/27.89  																																													| (233)  ~ (e1 = e0)
% 62.86/27.89  																																													|
% 62.86/27.89  																																													+-Applying beta-rule and splitting (586), into two cases.
% 62.86/27.89  																																													|-Branch one:
% 62.86/27.89  																																													| (974) all_0_49_49 = e4
% 62.86/27.89  																																													|
% 62.86/27.89  																																														| Equations (974) can reduce 340 to:
% 62.86/27.89  																																														| (48)  ~ (e4 = e2)
% 62.86/27.89  																																														|
% 62.86/27.89  																																														| From (974) and (55) follows:
% 62.86/27.89  																																														| (61486) op(e2, e0) = e4
% 62.86/27.89  																																														|
% 62.86/27.89  																																														+-Applying beta-rule and splitting (56), into two cases.
% 62.86/27.89  																																														|-Branch one:
% 62.86/27.89  																																														| (696) unit = e2
% 62.86/27.89  																																														|
% 62.86/27.89  																																															| From (696) and (244) follows:
% 62.86/27.89  																																															| (264) op(e2, e4) = e4
% 62.86/27.89  																																															|
% 62.86/27.89  																																															| From (696) and (24) follows:
% 62.86/27.89  																																															| (697) op(e2, e3) = e3
% 62.86/27.89  																																															|
% 62.86/27.89  																																															| From (696) and (209) follows:
% 62.86/27.89  																																															| (7585) op(e2, e0) = e0
% 62.86/27.89  																																															|
% 62.86/27.89  																																															| From (696) and (28) follows:
% 62.86/27.89  																																															| (699) op(e1, e2) = e1
% 62.86/27.89  																																															|
% 62.86/27.89  																																															| Instantiating formula (29) with e2, e4, e4, e3 and discharging atoms op(e2, e4) = e4, op(e2, e4) = e3, yields:
% 62.86/27.89  																																															| (425) e4 = e3
% 62.86/27.89  																																															|
% 62.86/27.89  																																															| Instantiating formula (29) with e2, e3, e3, e2 and discharging atoms op(e2, e3) = e3, op(e2, e3) = e2, yields:
% 62.86/27.89  																																															| (662) e3 = e2
% 62.86/27.89  																																															|
% 62.86/27.89  																																															| Instantiating formula (29) with e2, e0, e0, e4 and discharging atoms op(e2, e0) = e4, op(e2, e0) = e0, yields:
% 62.86/27.89  																																															| (397) e4 = e0
% 62.86/27.89  																																															|
% 62.86/27.89  																																															| Instantiating formula (29) with e1, e2, e1, e2 and discharging atoms op(e1, e2) = e2, op(e1, e2) = e1, yields:
% 62.86/27.89  																																															| (617) e2 = e1
% 62.86/27.89  																																															|
% 62.86/27.89  																																															| Combining equations (397,425) yields a new equation:
% 62.86/27.89  																																															| (676) e3 = e0
% 62.86/27.89  																																															|
% 62.86/27.89  																																															| Combining equations (662,676) yields a new equation:
% 62.86/27.89  																																															| (391) e2 = e0
% 62.86/27.89  																																															|
% 62.86/27.89  																																															| Simplifying 391 yields:
% 62.86/27.89  																																															| (330) e2 = e0
% 62.86/27.89  																																															|
% 62.86/27.89  																																															| Combining equations (330,617) yields a new equation:
% 62.86/27.89  																																															| (431) e1 = e0
% 62.86/27.89  																																															|
% 62.86/27.89  																																															| Equations (431) can reduce 233 to:
% 62.86/27.89  																																															| (266) $false
% 62.86/27.89  																																															|
% 62.86/27.89  																																															|-The branch is then unsatisfiable
% 62.86/27.89  																																														|-Branch two:
% 62.86/27.89  																																														| (707)  ~ (unit = e2)
% 62.86/27.89  																																														| (708) unit = e4 | unit = e3 | unit = e1 | unit = e0
% 62.86/27.89  																																														|
% 62.86/27.89  																																															+-Applying beta-rule and splitting (708), into two cases.
% 62.86/27.89  																																															|-Branch one:
% 62.86/27.89  																																															| (709) unit = e4
% 62.86/27.89  																																															|
% 62.86/27.89  																																																| From (709) and (24) follows:
% 62.86/27.89  																																																| (33325) op(e4, e3) = e3
% 62.86/27.89  																																																|
% 62.86/27.89  																																																| From (709) and (211) follows:
% 62.86/27.89  																																																| (22527) op(e4, e1) = e1
% 62.86/27.89  																																																|
% 62.86/27.89  																																																| From (709) and (32) follows:
% 62.86/27.89  																																																| (712) op(e2, e4) = e2
% 62.86/27.89  																																																|
% 62.86/27.89  																																																| From (709) and (42) follows:
% 62.86/27.89  																																																| (713) op(e0, e4) = e0
% 62.86/27.89  																																																|
% 62.86/27.89  																																																| Instantiating formula (29) with e4, e3, e3, e4 and discharging atoms op(e4, e3) = e4, op(e4, e3) = e3, yields:
% 62.86/27.89  																																																| (425) e4 = e3
% 62.86/27.89  																																																|
% 62.86/27.89  																																																| Instantiating formula (29) with e4, e1, e1, e3 and discharging atoms op(e4, e1) = e3, op(e4, e1) = e1, yields:
% 62.86/27.89  																																																| (455) e3 = e1
% 62.86/27.89  																																																|
% 62.86/27.89  																																																| Instantiating formula (29) with e2, e4, e2, e3 and discharging atoms op(e2, e4) = e3, op(e2, e4) = e2, yields:
% 62.86/27.89  																																																| (662) e3 = e2
% 62.86/27.89  																																																|
% 62.86/27.89  																																																| Instantiating formula (29) with e0, e4, e0, e4 and discharging atoms op(e0, e4) = e4, op(e0, e4) = e0, yields:
% 62.86/27.89  																																																| (397) e4 = e0
% 62.86/27.89  																																																|
% 62.86/27.89  																																																| Combining equations (425,397) yields a new equation:
% 62.86/27.89  																																																| (675) e3 = e0
% 62.86/27.89  																																																|
% 62.86/27.89  																																																| Simplifying 675 yields:
% 62.86/27.89  																																																| (676) e3 = e0
% 62.86/27.89  																																																|
% 62.86/27.89  																																																| Combining equations (455,662) yields a new equation:
% 62.86/27.89  																																																| (617) e2 = e1
% 62.86/27.89  																																																|
% 62.86/27.89  																																																| Combining equations (676,662) yields a new equation:
% 62.86/27.89  																																																| (330) e2 = e0
% 62.86/27.89  																																																|
% 62.86/27.89  																																																| Combining equations (617,330) yields a new equation:
% 62.86/27.89  																																																| (546) e1 = e0
% 62.86/27.89  																																																|
% 62.86/27.89  																																																| Simplifying 546 yields:
% 62.86/27.89  																																																| (431) e1 = e0
% 62.86/27.89  																																																|
% 62.86/27.89  																																																| Equations (431) can reduce 233 to:
% 62.86/27.89  																																																| (266) $false
% 62.86/27.89  																																																|
% 62.86/27.89  																																																|-The branch is then unsatisfiable
% 62.86/27.89  																																															|-Branch two:
% 62.86/27.89  																																															| (724)  ~ (unit = e4)
% 62.86/27.89  																																															| (725) unit = e3 | unit = e1 | unit = e0
% 62.86/27.89  																																															|
% 62.86/27.89  																																																+-Applying beta-rule and splitting (725), into two cases.
% 62.86/27.89  																																																|-Branch one:
% 62.86/27.89  																																																| (726) unit = e0
% 62.86/27.89  																																																|
% 62.86/27.89  																																																	| From (726) and (24) follows:
% 62.86/27.89  																																																	| (2208) op(e0, e3) = e3
% 62.86/27.89  																																																	|
% 62.86/27.89  																																																	| From (726) and (15) follows:
% 62.86/27.89  																																																	| (1508) op(e0, e2) = e2
% 62.86/27.89  																																																	|
% 62.86/27.89  																																																	| From (726) and (28) follows:
% 62.86/27.89  																																																	| (2698) op(e1, e0) = e1
% 62.86/27.89  																																																	|
% 62.86/27.89  																																																	| Instantiating formula (29) with e1, e0, e1, e3 and discharging atoms op(e1, e0) = e3, op(e1, e0) = e1, yields:
% 62.86/27.89  																																																	| (455) e3 = e1
% 62.86/27.89  																																																	|
% 62.86/27.89  																																																	| Instantiating formula (29) with e0, e3, e3, e0 and discharging atoms op(e0, e3) = e3, op(e0, e3) = e0, yields:
% 62.86/27.89  																																																	| (676) e3 = e0
% 62.86/27.89  																																																	|
% 62.86/27.89  																																																	| Instantiating formula (29) with e0, e2, e2, e3 and discharging atoms op(e0, e2) = e3, op(e0, e2) = e2, yields:
% 62.86/27.89  																																																	| (662) e3 = e2
% 62.86/27.89  																																																	|
% 62.86/27.89  																																																	| Combining equations (676,662) yields a new equation:
% 62.86/27.89  																																																	| (330) e2 = e0
% 62.86/27.89  																																																	|
% 62.86/27.89  																																																	| Combining equations (455,662) yields a new equation:
% 62.86/27.89  																																																	| (617) e2 = e1
% 62.86/27.89  																																																	|
% 62.86/27.89  																																																	| Combining equations (330,617) yields a new equation:
% 62.86/27.89  																																																	| (431) e1 = e0
% 62.86/27.89  																																																	|
% 62.86/27.89  																																																	| Equations (431) can reduce 233 to:
% 62.86/27.89  																																																	| (266) $false
% 62.86/27.89  																																																	|
% 62.86/27.89  																																																	|-The branch is then unsatisfiable
% 62.86/27.89  																																																|-Branch two:
% 62.86/27.89  																																																| (734)  ~ (unit = e0)
% 62.86/27.89  																																																| (735) unit = e3 | unit = e1
% 62.86/27.89  																																																|
% 62.86/27.89  																																																	+-Applying beta-rule and splitting (735), into two cases.
% 62.86/27.89  																																																	|-Branch one:
% 62.86/27.90  																																																	| (736) unit = e1
% 62.86/27.90  																																																	|
% 62.86/27.90  																																																		| Equations (736) can reduce 734 to:
% 62.86/27.90  																																																		| (233)  ~ (e1 = e0)
% 62.86/27.90  																																																		|
% 62.86/27.90  																																																		| From (736) and (244) follows:
% 62.86/27.90  																																																		| (738) op(e1, e4) = e4
% 62.86/27.90  																																																		|
% 62.86/27.90  																																																		| From (736) and (24) follows:
% 62.86/27.90  																																																		| (1934) op(e1, e3) = e3
% 62.86/27.90  																																																		|
% 62.86/27.90  																																																		| From (736) and (227) follows:
% 62.86/27.90  																																																		| (739) op(e4, e1) = e4
% 62.86/27.90  																																																		|
% 62.86/27.90  																																																		| Instantiating formula (29) with e4, e1, e4, e3 and discharging atoms op(e4, e1) = e4, op(e4, e1) = e3, yields:
% 62.86/27.90  																																																		| (425) e4 = e3
% 62.86/27.90  																																																		|
% 62.86/27.90  																																																		| Instantiating formula (29) with e1, e4, e4, e0 and discharging atoms op(e1, e4) = e4, op(e1, e4) = e0, yields:
% 62.86/27.90  																																																		| (397) e4 = e0
% 62.86/27.90  																																																		|
% 62.86/27.90  																																																		| Instantiating formula (29) with e1, e3, e3, e1 and discharging atoms op(e1, e3) = e3, op(e1, e3) = e1, yields:
% 62.86/27.90  																																																		| (455) e3 = e1
% 62.86/27.90  																																																		|
% 62.86/27.90  																																																		| Combining equations (425,397) yields a new equation:
% 62.86/27.90  																																																		| (675) e3 = e0
% 62.86/27.90  																																																		|
% 62.86/27.90  																																																		| Simplifying 675 yields:
% 62.86/27.90  																																																		| (676) e3 = e0
% 62.86/27.90  																																																		|
% 62.86/27.90  																																																		| Combining equations (676,455) yields a new equation:
% 62.86/27.90  																																																		| (431) e1 = e0
% 62.86/27.90  																																																		|
% 62.86/27.90  																																																		| Equations (431) can reduce 233 to:
% 62.86/27.90  																																																		| (266) $false
% 62.86/27.90  																																																		|
% 62.86/27.90  																																																		|-The branch is then unsatisfiable
% 62.86/27.90  																																																	|-Branch two:
% 62.86/27.90  																																																	| (748)  ~ (unit = e1)
% 62.86/27.90  																																																	| (749) unit = e3
% 62.86/27.90  																																																	|
% 62.86/27.90  																																																		| From (749) and (15) follows:
% 62.86/27.90  																																																		| (751) op(e3, e2) = e2
% 62.86/27.90  																																																		|
% 62.86/27.90  																																																		| Instantiating formula (29) with e3, e2, e2, e4 and discharging atoms op(e3, e2) = e4, op(e3, e2) = e2, yields:
% 62.86/27.90  																																																		| (323) e4 = e2
% 62.86/27.90  																																																		|
% 62.86/27.90  																																																		| Equations (323) can reduce 48 to:
% 62.86/27.90  																																																		| (266) $false
% 62.86/27.90  																																																		|
% 62.86/27.90  																																																		|-The branch is then unsatisfiable
% 62.86/27.90  																																													|-Branch two:
% 62.86/27.90  																																													| (256)  ~ (all_0_49_49 = e4)
% 62.86/27.90  																																													| (977) all_0_49_49 = e3 | all_0_49_49 = e1 | all_0_49_49 = e0
% 62.86/27.90  																																													|
% 62.86/27.90  																																														+-Applying beta-rule and splitting (977), into two cases.
% 62.86/27.90  																																														|-Branch one:
% 62.86/27.90  																																														| (978) all_0_49_49 = e0
% 62.86/27.90  																																														|
% 62.86/27.90  																																															| Equations (978) can reduce 487 to:
% 62.86/27.90  																																															| (266) $false
% 62.86/27.90  																																															|
% 62.86/27.90  																																															|-The branch is then unsatisfiable
% 62.86/27.90  																																														|-Branch two:
% 62.86/27.90  																																														| (487)  ~ (all_0_49_49 = e0)
% 62.86/27.90  																																														| (981) all_0_49_49 = e3 | all_0_49_49 = e1
% 62.86/27.90  																																														|
% 62.86/27.90  																																															+-Applying beta-rule and splitting (981), into two cases.
% 62.86/27.90  																																															|-Branch one:
% 62.86/27.90  																																															| (671) all_0_49_49 = e1
% 62.86/27.90  																																															|
% 62.86/27.90  																																																| Equations (671) can reduce 1064 to:
% 62.86/27.90  																																																| (266) $false
% 62.86/27.90  																																																|
% 62.86/27.90  																																																|-The branch is then unsatisfiable
% 62.86/27.90  																																															|-Branch two:
% 62.86/27.90  																																															| (1064)  ~ (all_0_49_49 = e1)
% 62.86/27.90  																																															| (884) all_0_49_49 = e3
% 62.86/27.90  																																															|
% 62.86/27.90  																																																| Equations (884) can reduce 525 to:
% 62.86/27.90  																																																| (266) $false
% 62.86/27.90  																																																|
% 62.86/27.90  																																																|-The branch is then unsatisfiable
% 62.86/27.90  																																								|-Branch two:
% 62.86/27.90  																																								| (462)  ~ (all_0_47_47 = e1)
% 62.86/27.90  																																								| (522) all_0_47_47 = e3
% 62.86/27.90  																																								|
% 62.86/27.90  																																									| Equations (522) can reduce 1091 to:
% 62.86/27.90  																																									| (266) $false
% 62.86/27.90  																																									|
% 62.86/27.90  																																									|-The branch is then unsatisfiable
% 62.86/27.90  																																			|-Branch two:
% 62.86/27.90  																																			| (803)  ~ (all_0_55_55 = e0)
% 62.86/27.90  																																			| (863) all_0_56_56 = e0 | all_0_57_57 = e0 | all_0_58_58 = e0
% 62.86/27.90  																																			|
% 62.86/27.90  																																				+-Applying beta-rule and splitting (863), into two cases.
% 62.86/27.90  																																				|-Branch one:
% 62.86/27.90  																																				| (679) all_0_56_56 = e0
% 62.86/27.90  																																				|
% 62.86/27.90  																																					| Equations (679) can reduce 828 to:
% 62.86/27.90  																																					| (266) $false
% 62.86/27.90  																																					|
% 62.86/27.90  																																					|-The branch is then unsatisfiable
% 62.86/27.90  																																				|-Branch two:
% 62.86/27.90  																																				| (828)  ~ (all_0_56_56 = e0)
% 62.86/27.90  																																				| (924) all_0_57_57 = e0 | all_0_58_58 = e0
% 62.86/27.90  																																				|
% 62.86/27.90  																																					+-Applying beta-rule and splitting (924), into two cases.
% 62.86/27.90  																																					|-Branch one:
% 62.86/27.90  																																					| (875) all_0_57_57 = e0
% 62.86/27.90  																																					|
% 62.86/27.90  																																						| Combining equations (875,442) yields a new equation:
% 62.86/27.90  																																						| (330) e2 = e0
% 62.86/27.90  																																						|
% 62.86/27.90  																																						| Equations (330) can reduce 128 to:
% 62.86/27.90  																																						| (266) $false
% 62.86/27.90  																																						|
% 62.86/27.90  																																						|-The branch is then unsatisfiable
% 62.86/27.90  																																					|-Branch two:
% 62.86/27.90  																																					| (364)  ~ (all_0_57_57 = e0)
% 62.86/27.90  																																					| (914) all_0_58_58 = e0
% 62.86/27.90  																																					|
% 62.86/27.90  																																						| Equations (914) can reduce 491 to:
% 62.86/27.90  																																						| (266) $false
% 62.86/27.90  																																						|
% 62.86/27.90  																																						|-The branch is then unsatisfiable
% 62.86/27.90  																												|-Branch two:
% 62.86/27.90  																												| (1890)  ~ (all_0_42_42 = e4)
% 62.86/27.90  																												| (1969) all_0_42_42 = e3 | all_0_42_42 = e1 | all_0_42_42 = e0
% 62.86/27.90  																												|
% 62.86/27.90  																													+-Applying beta-rule and splitting (1969), into two cases.
% 62.86/27.90  																													|-Branch one:
% 62.86/27.90  																													| (559) all_0_42_42 = e0
% 62.86/27.90  																													|
% 62.86/27.90  																														| Equations (559) can reduce 358 to:
% 62.86/27.90  																														| (266) $false
% 62.86/27.90  																														|
% 62.86/27.90  																														|-The branch is then unsatisfiable
% 62.86/27.90  																													|-Branch two:
% 62.86/27.90  																													| (358)  ~ (all_0_42_42 = e0)
% 62.86/27.90  																													| (2510) all_0_42_42 = e3 | all_0_42_42 = e1
% 62.86/27.90  																													|
% 62.86/27.90  																														+-Applying beta-rule and splitting (2510), into two cases.
% 62.86/27.90  																														|-Branch one:
% 62.86/27.90  																														| (459) all_0_42_42 = e1
% 62.86/27.90  																														|
% 62.86/27.90  																															| Equations (459) can reduce 1380 to:
% 62.86/27.90  																															| (266) $false
% 62.86/27.90  																															|
% 62.86/27.90  																															|-The branch is then unsatisfiable
% 62.86/27.90  																														|-Branch two:
% 62.86/27.90  																														| (1380)  ~ (all_0_42_42 = e1)
% 62.86/27.90  																														| (516) all_0_42_42 = e3
% 62.86/27.90  																														|
% 62.86/27.90  																															| Equations (516) can reduce 405 to:
% 62.86/27.90  																															| (266) $false
% 62.86/27.90  																															|
% 62.86/27.90  																															|-The branch is then unsatisfiable
% 62.86/27.90  																											|-Branch two:
% 62.86/27.90  																											| (1898)  ~ (all_0_41_41 = e3)
% 62.86/27.90  																											| (1899) all_0_42_42 = e3 | all_0_44_44 = e3
% 62.86/27.90  																											|
% 62.86/27.90  																												+-Applying beta-rule and splitting (27), into two cases.
% 62.86/27.90  																												|-Branch one:
% 62.86/27.90  																												| (437) all_0_41_41 = e4
% 62.86/27.90  																												|
% 62.86/27.90  																													| Equations (437) can reduce 440 to:
% 62.86/27.90  																													| (266) $false
% 62.86/27.90  																													|
% 62.86/27.90  																													|-The branch is then unsatisfiable
% 62.86/27.90  																												|-Branch two:
% 62.86/27.90  																												| (440)  ~ (all_0_41_41 = e4)
% 62.86/27.90  																												| (4049) all_0_41_41 = e3 | all_0_41_41 = e1 | all_0_41_41 = e0
% 62.86/27.90  																												|
% 62.86/27.90  																													+-Applying beta-rule and splitting (144), into two cases.
% 62.86/27.90  																													|-Branch one:
% 62.86/27.90  																													| (403) all_0_41_41 = e3
% 62.86/27.90  																													|
% 62.86/27.90  																														| Equations (403) can reduce 1898 to:
% 62.86/27.90  																														| (266) $false
% 62.86/27.90  																														|
% 62.86/27.90  																														|-The branch is then unsatisfiable
% 62.86/27.90  																													|-Branch two:
% 62.86/27.90  																													| (1898)  ~ (all_0_41_41 = e3)
% 62.86/27.90  																													| (1923) all_0_46_46 = e3 | all_0_50_50 = e3 | all_0_55_55 = e3
% 62.86/27.90  																													|
% 62.86/27.90  																														+-Applying beta-rule and splitting (4049), into two cases.
% 62.86/27.90  																														|-Branch one:
% 62.86/27.90  																														| (794) all_0_41_41 = e0
% 62.86/27.90  																														|
% 62.86/27.90  																															| Equations (794) can reduce 149 to:
% 62.86/27.90  																															| (359)  ~ (all_0_44_44 = e0)
% 62.86/27.90  																															|
% 62.86/27.90  																															| Simplifying 359 yields:
% 62.86/27.90  																															| (360)  ~ (all_0_44_44 = e0)
% 62.86/27.90  																															|
% 62.86/27.90  																															| Equations (794) can reduce 191 to:
% 62.86/27.90  																															| (4444)  ~ (all_0_55_55 = e0)
% 62.86/27.90  																															|
% 62.86/27.90  																															| Simplifying 4444 yields:
% 62.86/27.90  																															| (803)  ~ (all_0_55_55 = e0)
% 62.86/27.90  																															|
% 62.86/27.90  																															| Equations (794) can reduce 85 to:
% 62.86/27.90  																															| (365)  ~ (e2 = e0)
% 62.86/27.90  																															|
% 62.86/27.90  																															| Simplifying 365 yields:
% 62.86/27.90  																															| (128)  ~ (e2 = e0)
% 62.86/27.90  																															|
% 62.86/27.90  																															+-Applying beta-rule and splitting (75), into two cases.
% 62.86/27.90  																															|-Branch one:
% 62.86/27.90  																															| (485) all_0_40_40 = e0
% 62.86/27.90  																															|
% 62.86/27.90  																																| Combining equations (485,313) yields a new equation:
% 62.86/27.90  																																| (330) e2 = e0
% 62.86/27.90  																																|
% 62.86/27.90  																																| Equations (330) can reduce 128 to:
% 62.86/27.90  																																| (266) $false
% 62.86/27.90  																																|
% 62.86/27.90  																																|-The branch is then unsatisfiable
% 62.86/27.90  																															|-Branch two:
% 62.86/27.90  																															| (1401)  ~ (all_0_40_40 = e0)
% 62.86/27.90  																															| (1748) all_0_44_44 = e0 | all_0_49_49 = e0 | all_0_58_58 = e0
% 62.86/27.90  																															|
% 62.86/27.90  																																| Equations (313) can reduce 1401 to:
% 62.86/27.90  																																| (128)  ~ (e2 = e0)
% 62.86/27.90  																																|
% 62.86/27.90  																																+-Applying beta-rule and splitting (1899), into two cases.
% 62.86/27.90  																																|-Branch one:
% 62.86/27.90  																																| (516) all_0_42_42 = e3
% 62.86/27.90  																																|
% 62.86/27.90  																																	| Equations (516) can reduce 73 to:
% 62.86/27.90  																																	| (406)  ~ (all_0_44_44 = e3)
% 62.86/27.90  																																	|
% 62.86/27.90  																																	| Simplifying 406 yields:
% 62.86/27.90  																																	| (407)  ~ (all_0_44_44 = e3)
% 62.86/27.90  																																	|
% 62.86/27.90  																																	| Equations (516) can reduce 198 to:
% 62.86/27.90  																																	| (2538)  ~ (all_0_47_47 = e3)
% 62.86/27.90  																																	|
% 62.86/27.90  																																	| Simplifying 2538 yields:
% 62.86/27.90  																																	| (1091)  ~ (all_0_47_47 = e3)
% 62.86/27.90  																																	|
% 62.86/27.90  																																	| Equations (516) can reduce 236 to:
% 62.86/27.90  																																	| (271)  ~ (all_0_56_56 = e3)
% 62.86/27.90  																																	|
% 62.86/27.90  																																	| Simplifying 271 yields:
% 62.86/27.90  																																	| (272)  ~ (all_0_56_56 = e3)
% 62.86/27.90  																																	|
% 62.86/27.90  																																	| From (516) and (210) follows:
% 62.86/27.90  																																	| (4285) op(e3, e2) = e3
% 62.86/27.90  																																	|
% 62.86/27.90  																																	+-Applying beta-rule and splitting (26), into two cases.
% 62.86/27.90  																																	|-Branch one:
% 62.86/27.90  																																	| (446) all_0_44_44 = e4
% 62.86/27.90  																																	|
% 62.86/27.90  																																		| Equations (446) can reduce 407 to:
% 62.86/27.90  																																		| (188)  ~ (e4 = e3)
% 62.86/27.90  																																		|
% 62.86/27.90  																																		| From (446) and (138) follows:
% 62.86/27.90  																																		| (4646) op(e3, e0) = e4
% 62.86/27.90  																																		|
% 62.86/27.90  																																		+-Applying beta-rule and splitting (22), into two cases.
% 62.86/27.90  																																		|-Branch one:
% 62.86/27.90  																																		| (268) all_0_54_54 = e3
% 62.86/27.90  																																		|
% 62.86/27.90  																																			| Combining equations (265,268) yields a new equation:
% 62.86/27.90  																																			| (424) e4 = e3
% 62.86/27.90  																																			|
% 62.86/27.90  																																			| Simplifying 424 yields:
% 62.86/27.90  																																			| (425) e4 = e3
% 62.86/27.90  																																			|
% 62.86/27.90  																																			| Equations (425) can reduce 188 to:
% 62.86/27.90  																																			| (266) $false
% 62.86/27.90  																																			|
% 62.86/27.90  																																			|-The branch is then unsatisfiable
% 62.86/27.90  																																		|-Branch two:
% 62.86/27.90  																																		| (60427)  ~ (all_0_54_54 = e3)
% 62.86/27.90  																																		| (62553) all_0_55_55 = e3 | all_0_56_56 = e3 | all_0_58_58 = e3
% 62.86/27.90  																																		|
% 62.86/27.90  																																			+-Applying beta-rule and splitting (125), into two cases.
% 62.86/27.90  																																			|-Branch one:
% 62.86/27.90  																																			| (858) all_0_55_55 = e0
% 62.86/27.90  																																			|
% 62.86/27.90  																																				| Equations (858) can reduce 803 to:
% 62.86/27.90  																																				| (266) $false
% 62.86/27.90  																																				|
% 62.86/27.90  																																				|-The branch is then unsatisfiable
% 62.86/27.90  																																			|-Branch two:
% 62.86/27.90  																																			| (803)  ~ (all_0_55_55 = e0)
% 62.86/27.90  																																			| (863) all_0_56_56 = e0 | all_0_57_57 = e0 | all_0_58_58 = e0
% 62.86/27.90  																																			|
% 62.86/27.90  																																				+-Applying beta-rule and splitting (133), into two cases.
% 62.86/27.90  																																				|-Branch one:
% 62.86/27.90  																																				| (833) all_0_56_56 = e2
% 62.86/27.90  																																				|
% 62.86/27.90  																																					| Equations (833) can reduce 511 to:
% 62.86/27.90  																																					| (266) $false
% 62.86/27.90  																																					|
% 62.86/27.90  																																					|-The branch is then unsatisfiable
% 62.86/27.90  																																				|-Branch two:
% 62.86/27.90  																																				| (511)  ~ (all_0_56_56 = e2)
% 62.86/27.90  																																				| (836) all_0_56_56 = e4 | all_0_56_56 = e3 | all_0_56_56 = e1 | all_0_56_56 = e0
% 62.86/27.90  																																				|
% 62.86/27.91  																																					+-Applying beta-rule and splitting (62553), into two cases.
% 62.86/27.91  																																					|-Branch one:
% 62.86/27.91  																																					| (2336) all_0_55_55 = e3
% 62.86/27.91  																																					|
% 62.86/27.91  																																						| Equations (2336) can reduce 153 to:
% 62.86/27.91  																																						| (271)  ~ (all_0_56_56 = e3)
% 62.86/27.91  																																						|
% 62.86/27.91  																																						| Simplifying 271 yields:
% 62.86/27.91  																																						| (272)  ~ (all_0_56_56 = e3)
% 62.86/27.91  																																						|
% 62.86/27.91  																																						| From (2336) and (74) follows:
% 62.86/27.91  																																						| (2208) op(e0, e3) = e3
% 62.86/27.91  																																						|
% 62.86/27.91  																																						+-Applying beta-rule and splitting (863), into two cases.
% 62.86/27.91  																																						|-Branch one:
% 62.86/27.91  																																						| (679) all_0_56_56 = e0
% 62.86/27.91  																																						|
% 62.86/27.91  																																							| Equations (679) can reduce 828 to:
% 62.86/27.91  																																							| (266) $false
% 62.86/27.91  																																							|
% 62.86/27.91  																																							|-The branch is then unsatisfiable
% 62.86/27.91  																																						|-Branch two:
% 62.86/27.91  																																						| (828)  ~ (all_0_56_56 = e0)
% 62.86/27.91  																																						| (924) all_0_57_57 = e0 | all_0_58_58 = e0
% 62.86/27.91  																																						|
% 62.86/27.91  																																							+-Applying beta-rule and splitting (836), into two cases.
% 62.86/27.91  																																							|-Branch one:
% 62.86/27.91  																																							| (842) all_0_56_56 = e4
% 62.86/27.91  																																							|
% 62.86/27.91  																																								| Equations (842) can reduce 477 to:
% 62.86/27.91  																																								| (266) $false
% 62.86/27.91  																																								|
% 62.86/27.91  																																								|-The branch is then unsatisfiable
% 62.86/27.91  																																							|-Branch two:
% 62.86/27.91  																																							| (477)  ~ (all_0_56_56 = e4)
% 62.86/27.91  																																							| (845) all_0_56_56 = e3 | all_0_56_56 = e1 | all_0_56_56 = e0
% 62.86/27.91  																																							|
% 62.86/27.91  																																								+-Applying beta-rule and splitting (845), into two cases.
% 62.86/27.91  																																								|-Branch one:
% 62.86/27.91  																																								| (679) all_0_56_56 = e0
% 62.86/27.91  																																								|
% 62.86/27.91  																																									| Equations (679) can reduce 828 to:
% 62.86/27.91  																																									| (266) $false
% 62.86/27.91  																																									|
% 62.86/27.91  																																									|-The branch is then unsatisfiable
% 62.86/27.91  																																								|-Branch two:
% 62.86/27.91  																																								| (828)  ~ (all_0_56_56 = e0)
% 62.86/27.91  																																								| (3172) all_0_56_56 = e3 | all_0_56_56 = e1
% 62.86/27.91  																																								|
% 62.86/27.91  																																									+-Applying beta-rule and splitting (3172), into two cases.
% 62.86/27.91  																																									|-Branch one:
% 62.86/27.91  																																									| (1569) all_0_56_56 = e1
% 62.86/27.91  																																									|
% 62.86/27.91  																																										| Equations (1569) can reduce 44 to:
% 62.86/27.91  																																										| (879)  ~ (all_0_58_58 = e1)
% 62.86/27.91  																																										|
% 62.86/27.91  																																										| Simplifying 879 yields:
% 62.86/27.91  																																										| (880)  ~ (all_0_58_58 = e1)
% 62.86/27.91  																																										|
% 62.86/27.91  																																										| Equations (1569) can reduce 477 to:
% 62.86/27.91  																																										| (602)  ~ (e4 = e1)
% 62.86/27.91  																																										|
% 62.86/27.91  																																										| Simplifying 602 yields:
% 62.86/27.91  																																										| (110)  ~ (e4 = e1)
% 62.86/27.91  																																										|
% 62.86/27.91  																																										| Equations (1569) can reduce 272 to:
% 62.86/27.91  																																										| (467)  ~ (e3 = e1)
% 62.86/27.91  																																										|
% 62.86/27.91  																																										| Simplifying 467 yields:
% 62.86/27.91  																																										| (213)  ~ (e3 = e1)
% 62.86/27.91  																																										|
% 62.86/27.91  																																										+-Applying beta-rule and splitting (112), into two cases.
% 62.86/27.91  																																										|-Branch one:
% 62.86/27.91  																																										| (635) all_0_44_44 = e1
% 62.86/27.91  																																										|
% 62.86/27.91  																																											| Combining equations (446,635) yields a new equation:
% 62.86/27.91  																																											| (636) e4 = e1
% 62.86/27.91  																																											|
% 62.86/27.91  																																											| Simplifying 636 yields:
% 62.86/27.91  																																											| (630) e4 = e1
% 62.86/27.91  																																											|
% 62.86/27.91  																																											| Equations (630) can reduce 110 to:
% 62.86/27.91  																																											| (266) $false
% 62.86/27.91  																																											|
% 62.86/27.91  																																											|-The branch is then unsatisfiable
% 62.86/27.91  																																										|-Branch two:
% 62.86/27.91  																																										| (639)  ~ (all_0_44_44 = e1)
% 62.86/27.91  																																										| (640) all_0_49_49 = e1 | all_0_53_53 = e1 | all_0_58_58 = e1
% 62.86/27.91  																																										|
% 62.86/27.91  																																											+-Applying beta-rule and splitting (105), into two cases.
% 62.86/27.91  																																											|-Branch one:
% 62.86/27.91  																																											| (1105) all_0_47_47 = e2
% 62.86/27.91  																																											|
% 62.86/27.91  																																												| Equations (1105) can reduce 338 to:
% 62.86/27.91  																																												| (266) $false
% 62.86/27.91  																																												|
% 62.86/27.91  																																												|-The branch is then unsatisfiable
% 62.86/27.91  																																											|-Branch two:
% 62.86/27.91  																																											| (338)  ~ (all_0_47_47 = e2)
% 62.86/27.91  																																											| (1789) all_0_47_47 = e4 | all_0_47_47 = e3 | all_0_47_47 = e1 | all_0_47_47 = e0
% 62.86/27.91  																																											|
% 62.86/27.91  																																												+-Applying beta-rule and splitting (54), into two cases.
% 62.86/27.91  																																												|-Branch one:
% 62.86/27.91  																																												| (583) all_0_49_49 = e2
% 62.86/27.91  																																												|
% 62.86/27.91  																																													| Equations (583) can reduce 340 to:
% 62.86/27.91  																																													| (266) $false
% 62.86/27.91  																																													|
% 62.86/27.91  																																													|-The branch is then unsatisfiable
% 62.86/27.91  																																												|-Branch two:
% 62.86/27.91  																																												| (340)  ~ (all_0_49_49 = e2)
% 62.86/27.91  																																												| (586) all_0_49_49 = e4 | all_0_49_49 = e3 | all_0_49_49 = e1 | all_0_49_49 = e0
% 62.86/27.91  																																												|
% 62.86/27.91  																																													+-Applying beta-rule and splitting (108), into two cases.
% 62.86/27.91  																																													|-Branch one:
% 62.86/27.91  																																													| (624) all_0_58_58 = e2
% 62.86/27.91  																																													|
% 62.86/27.91  																																														| Equations (624) can reduce 908 to:
% 62.86/27.91  																																														| (266) $false
% 62.86/27.91  																																														|
% 62.86/27.91  																																														|-The branch is then unsatisfiable
% 62.86/27.91  																																													|-Branch two:
% 62.86/27.91  																																													| (908)  ~ (all_0_58_58 = e2)
% 62.86/27.91  																																													| (909) all_0_58_58 = e4 | all_0_58_58 = e3 | all_0_58_58 = e1 | all_0_58_58 = e0
% 62.86/27.91  																																													|
% 62.86/27.91  																																														+-Applying beta-rule and splitting (924), into two cases.
% 62.86/27.91  																																														|-Branch one:
% 62.86/27.91  																																														| (875) all_0_57_57 = e0
% 62.86/27.91  																																														|
% 62.86/27.91  																																															| Combining equations (875,442) yields a new equation:
% 62.86/27.91  																																															| (330) e2 = e0
% 62.86/27.91  																																															|
% 62.86/27.91  																																															| Equations (330) can reduce 128 to:
% 62.86/27.91  																																															| (266) $false
% 62.86/27.91  																																															|
% 62.86/27.91  																																															|-The branch is then unsatisfiable
% 62.86/27.91  																																														|-Branch two:
% 62.86/27.91  																																														| (364)  ~ (all_0_57_57 = e0)
% 62.86/27.91  																																														| (914) all_0_58_58 = e0
% 62.86/27.91  																																														|
% 62.86/27.91  																																															| Equations (914) can reduce 119 to:
% 62.86/27.91  																																															| (487)  ~ (all_0_49_49 = e0)
% 62.86/27.91  																																															|
% 62.86/27.91  																																															| Equations (914) can reduce 908 to:
% 62.86/27.91  																																															| (365)  ~ (e2 = e0)
% 62.86/27.91  																																															|
% 62.86/27.91  																																															| Simplifying 365 yields:
% 62.86/27.91  																																															| (128)  ~ (e2 = e0)
% 62.86/27.91  																																															|
% 62.86/27.91  																																															| Equations (914) can reduce 880 to:
% 62.86/27.91  																																															| (435)  ~ (e1 = e0)
% 62.86/27.91  																																															|
% 62.86/27.91  																																															| Simplifying 435 yields:
% 62.86/27.91  																																															| (233)  ~ (e1 = e0)
% 62.86/27.91  																																															|
% 62.86/27.91  																																															+-Applying beta-rule and splitting (640), into two cases.
% 62.86/27.91  																																															|-Branch one:
% 62.86/27.91  																																															| (671) all_0_49_49 = e1
% 62.86/27.91  																																															|
% 62.86/27.91  																																																| Equations (671) can reduce 86 to:
% 62.86/27.91  																																																| (462)  ~ (all_0_47_47 = e1)
% 62.86/27.91  																																																|
% 62.86/27.91  																																																| Equations (671) can reduce 340 to:
% 62.86/27.91  																																																| (604)  ~ (e2 = e1)
% 62.86/27.91  																																																|
% 62.86/27.91  																																																| Simplifying 604 yields:
% 62.86/27.91  																																																| (122)  ~ (e2 = e1)
% 62.86/27.91  																																																|
% 62.86/27.91  																																																| Equations (671) can reduce 487 to:
% 62.86/27.91  																																																| (233)  ~ (e1 = e0)
% 62.86/27.91  																																																|
% 62.86/27.91  																																																+-Applying beta-rule and splitting (1789), into two cases.
% 62.86/27.91  																																																|-Branch one:
% 62.86/27.91  																																																| (1790) all_0_47_47 = e4
% 62.86/27.91  																																																|
% 62.86/27.91  																																																	| From (1790) and (23) follows:
% 62.86/27.91  																																																	| (61903) op(e2, e2) = e4
% 62.86/27.91  																																																	|
% 62.86/27.91  																																																	+-Applying beta-rule and splitting (56), into two cases.
% 62.86/27.91  																																																	|-Branch one:
% 62.86/27.91  																																																	| (696) unit = e2
% 62.86/27.91  																																																	|
% 62.86/27.91  																																																		| From (696) and (244) follows:
% 62.86/27.91  																																																		| (264) op(e2, e4) = e4
% 62.86/27.91  																																																		|
% 62.86/27.91  																																																		| From (696) and (227) follows:
% 62.86/27.91  																																																		| (4284) op(e4, e2) = e4
% 62.86/27.91  																																																		|
% 62.86/27.91  																																																		| From (696) and (32) follows:
% 62.86/27.91  																																																		| (698) op(e2, e2) = e2
% 62.86/27.91  																																																		|
% 62.86/27.91  																																																		| From (696) and (28) follows:
% 62.86/27.91  																																																		| (699) op(e1, e2) = e1
% 62.86/27.91  																																																		|
% 62.86/27.91  																																																		| Instantiating formula (29) with e4, e2, e4, e0 and discharging atoms op(e4, e2) = e4, op(e4, e2) = e0, yields:
% 62.86/27.91  																																																		| (397) e4 = e0
% 62.86/27.91  																																																		|
% 62.86/27.91  																																																		| Instantiating formula (29) with e2, e4, e4, e3 and discharging atoms op(e2, e4) = e4, op(e2, e4) = e3, yields:
% 62.86/27.91  																																																		| (425) e4 = e3
% 62.86/27.91  																																																		|
% 62.86/27.91  																																																		| Instantiating formula (29) with e2, e2, e2, e4 and discharging atoms op(e2, e2) = e4, op(e2, e2) = e2, yields:
% 62.86/27.91  																																																		| (323) e4 = e2
% 62.86/27.91  																																																		|
% 62.86/27.91  																																																		| Instantiating formula (29) with e1, e2, e1, e2 and discharging atoms op(e1, e2) = e2, op(e1, e2) = e1, yields:
% 62.86/27.91  																																																		| (617) e2 = e1
% 62.86/27.91  																																																		|
% 62.86/27.91  																																																		| Combining equations (397,425) yields a new equation:
% 62.86/27.91  																																																		| (676) e3 = e0
% 62.86/27.91  																																																		|
% 62.86/27.91  																																																		| Combining equations (323,425) yields a new equation:
% 62.86/27.91  																																																		| (662) e3 = e2
% 62.86/27.91  																																																		|
% 62.86/27.91  																																																		| Combining equations (676,662) yields a new equation:
% 62.86/27.91  																																																		| (330) e2 = e0
% 62.86/27.91  																																																		|
% 62.86/27.91  																																																		| Combining equations (330,617) yields a new equation:
% 62.86/27.91  																																																		| (431) e1 = e0
% 62.86/27.91  																																																		|
% 62.86/27.91  																																																		| Equations (431) can reduce 233 to:
% 62.86/27.91  																																																		| (266) $false
% 62.86/27.91  																																																		|
% 62.86/27.91  																																																		|-The branch is then unsatisfiable
% 62.86/27.91  																																																	|-Branch two:
% 62.86/27.91  																																																	| (707)  ~ (unit = e2)
% 62.86/27.91  																																																	| (708) unit = e4 | unit = e3 | unit = e1 | unit = e0
% 62.86/27.91  																																																	|
% 62.86/27.91  																																																		+-Applying beta-rule and splitting (708), into two cases.
% 62.86/27.91  																																																		|-Branch one:
% 62.86/27.91  																																																		| (709) unit = e4
% 62.86/27.91  																																																		|
% 62.86/27.91  																																																			| From (709) and (24) follows:
% 62.86/27.91  																																																			| (33325) op(e4, e3) = e3
% 62.86/27.91  																																																			|
% 62.86/27.91  																																																			| From (709) and (211) follows:
% 62.86/27.91  																																																			| (22527) op(e4, e1) = e1
% 62.86/27.91  																																																			|
% 62.86/27.91  																																																			| From (709) and (32) follows:
% 62.86/27.91  																																																			| (712) op(e2, e4) = e2
% 62.86/27.91  																																																			|
% 62.86/27.91  																																																			| From (709) and (42) follows:
% 62.86/27.91  																																																			| (713) op(e0, e4) = e0
% 62.86/27.91  																																																			|
% 62.86/27.91  																																																			| Instantiating formula (29) with e4, e3, e3, e4 and discharging atoms op(e4, e3) = e4, op(e4, e3) = e3, yields:
% 62.86/27.91  																																																			| (425) e4 = e3
% 62.86/27.91  																																																			|
% 62.86/27.91  																																																			| Instantiating formula (29) with e4, e1, e1, e3 and discharging atoms op(e4, e1) = e3, op(e4, e1) = e1, yields:
% 62.86/27.91  																																																			| (455) e3 = e1
% 62.86/27.91  																																																			|
% 62.86/27.91  																																																			| Instantiating formula (29) with e2, e4, e2, e3 and discharging atoms op(e2, e4) = e3, op(e2, e4) = e2, yields:
% 62.86/27.91  																																																			| (662) e3 = e2
% 62.86/27.91  																																																			|
% 62.86/27.91  																																																			| Instantiating formula (29) with e0, e4, e0, e4 and discharging atoms op(e0, e4) = e4, op(e0, e4) = e0, yields:
% 62.86/27.91  																																																			| (397) e4 = e0
% 62.86/27.91  																																																			|
% 62.86/27.91  																																																			| Combining equations (425,397) yields a new equation:
% 62.86/27.91  																																																			| (675) e3 = e0
% 62.86/27.91  																																																			|
% 62.86/27.91  																																																			| Simplifying 675 yields:
% 62.86/27.91  																																																			| (676) e3 = e0
% 62.86/27.91  																																																			|
% 62.86/27.91  																																																			| Combining equations (455,662) yields a new equation:
% 62.86/27.91  																																																			| (617) e2 = e1
% 62.86/27.91  																																																			|
% 62.86/27.91  																																																			| Combining equations (676,662) yields a new equation:
% 62.86/27.91  																																																			| (330) e2 = e0
% 62.86/27.91  																																																			|
% 62.86/27.91  																																																			| Combining equations (617,330) yields a new equation:
% 62.86/27.91  																																																			| (546) e1 = e0
% 62.86/27.91  																																																			|
% 62.86/27.91  																																																			| Simplifying 546 yields:
% 62.86/27.91  																																																			| (431) e1 = e0
% 62.86/27.91  																																																			|
% 62.86/27.91  																																																			| Equations (431) can reduce 233 to:
% 62.86/27.91  																																																			| (266) $false
% 62.86/27.91  																																																			|
% 62.86/27.91  																																																			|-The branch is then unsatisfiable
% 62.86/27.91  																																																		|-Branch two:
% 62.86/27.91  																																																		| (724)  ~ (unit = e4)
% 62.86/27.91  																																																		| (725) unit = e3 | unit = e1 | unit = e0
% 62.86/27.91  																																																		|
% 62.86/27.91  																																																			+-Applying beta-rule and splitting (725), into two cases.
% 62.86/27.91  																																																			|-Branch one:
% 62.86/27.91  																																																			| (726) unit = e0
% 62.86/27.91  																																																			|
% 62.86/27.91  																																																				| From (726) and (227) follows:
% 62.86/27.91  																																																				| (3205) op(e4, e0) = e4
% 62.86/27.91  																																																				|
% 62.86/27.91  																																																				| From (726) and (40) follows:
% 62.86/27.91  																																																				| (1639) op(e3, e0) = e3
% 62.86/27.91  																																																				|
% 62.86/27.91  																																																				| From (726) and (28) follows:
% 62.86/27.91  																																																				| (2698) op(e1, e0) = e1
% 62.86/27.91  																																																				|
% 62.86/27.91  																																																				| Instantiating formula (29) with e4, e0, e4, e2 and discharging atoms op(e4, e0) = e4, op(e4, e0) = e2, yields:
% 62.86/27.91  																																																				| (323) e4 = e2
% 62.86/27.91  																																																				|
% 62.86/27.91  																																																				| Instantiating formula (29) with e3, e0, e3, e4 and discharging atoms op(e3, e0) = e4, op(e3, e0) = e3, yields:
% 62.86/27.91  																																																				| (425) e4 = e3
% 62.86/27.91  																																																				|
% 62.86/27.91  																																																				| Instantiating formula (29) with e1, e0, e1, e3 and discharging atoms op(e1, e0) = e3, op(e1, e0) = e1, yields:
% 62.86/27.91  																																																				| (455) e3 = e1
% 62.86/27.91  																																																				|
% 62.86/27.91  																																																				| Combining equations (323,425) yields a new equation:
% 62.86/27.91  																																																				| (662) e3 = e2
% 62.86/27.91  																																																				|
% 62.86/27.91  																																																				| Combining equations (662,455) yields a new equation:
% 62.86/27.91  																																																				| (616) e2 = e1
% 62.86/27.91  																																																				|
% 62.86/27.91  																																																				| Simplifying 616 yields:
% 62.86/27.91  																																																				| (617) e2 = e1
% 62.86/27.91  																																																				|
% 62.86/27.91  																																																				| Equations (617) can reduce 122 to:
% 62.86/27.91  																																																				| (266) $false
% 62.86/27.91  																																																				|
% 62.86/27.91  																																																				|-The branch is then unsatisfiable
% 62.86/27.91  																																																			|-Branch two:
% 62.86/27.91  																																																			| (734)  ~ (unit = e0)
% 62.86/27.91  																																																			| (735) unit = e3 | unit = e1
% 62.86/27.91  																																																			|
% 62.86/27.91  																																																				+-Applying beta-rule and splitting (735), into two cases.
% 62.86/27.91  																																																				|-Branch one:
% 62.86/27.91  																																																				| (736) unit = e1
% 62.86/27.91  																																																				|
% 62.86/27.91  																																																					| Equations (736) can reduce 734 to:
% 62.86/27.91  																																																					| (233)  ~ (e1 = e0)
% 62.86/27.91  																																																					|
% 62.86/27.91  																																																					| From (736) and (244) follows:
% 62.86/27.91  																																																					| (738) op(e1, e4) = e4
% 62.86/27.91  																																																					|
% 62.86/27.91  																																																					| From (736) and (24) follows:
% 62.86/27.91  																																																					| (1934) op(e1, e3) = e3
% 62.86/27.91  																																																					|
% 62.86/27.91  																																																					| From (736) and (227) follows:
% 62.86/27.91  																																																					| (739) op(e4, e1) = e4
% 62.86/27.91  																																																					|
% 62.86/27.91  																																																					| Instantiating formula (29) with e4, e1, e4, e3 and discharging atoms op(e4, e1) = e4, op(e4, e1) = e3, yields:
% 62.86/27.91  																																																					| (425) e4 = e3
% 62.86/27.91  																																																					|
% 62.86/27.91  																																																					| Instantiating formula (29) with e1, e4, e4, e0 and discharging atoms op(e1, e4) = e4, op(e1, e4) = e0, yields:
% 62.86/27.91  																																																					| (397) e4 = e0
% 62.86/27.91  																																																					|
% 62.86/27.91  																																																					| Instantiating formula (29) with e1, e3, e3, e1 and discharging atoms op(e1, e3) = e3, op(e1, e3) = e1, yields:
% 62.86/27.91  																																																					| (455) e3 = e1
% 62.86/27.91  																																																					|
% 62.86/27.91  																																																					| Combining equations (425,397) yields a new equation:
% 62.86/27.91  																																																					| (675) e3 = e0
% 62.86/27.91  																																																					|
% 62.86/27.91  																																																					| Simplifying 675 yields:
% 62.86/27.91  																																																					| (676) e3 = e0
% 62.86/27.91  																																																					|
% 62.86/27.91  																																																					| Combining equations (676,455) yields a new equation:
% 62.86/27.91  																																																					| (431) e1 = e0
% 62.86/27.91  																																																					|
% 62.86/27.91  																																																					| Equations (431) can reduce 233 to:
% 62.86/27.91  																																																					| (266) $false
% 62.86/27.91  																																																					|
% 62.86/27.91  																																																					|-The branch is then unsatisfiable
% 62.86/27.91  																																																				|-Branch two:
% 62.86/27.91  																																																				| (748)  ~ (unit = e1)
% 62.86/27.91  																																																				| (749) unit = e3
% 62.86/27.91  																																																				|
% 62.86/27.91  																																																					| From (749) and (15) follows:
% 62.86/27.91  																																																					| (751) op(e3, e2) = e2
% 62.86/27.91  																																																					|
% 62.86/27.91  																																																					| From (749) and (42) follows:
% 62.86/27.91  																																																					| (752) op(e0, e3) = e0
% 62.86/27.91  																																																					|
% 62.86/27.91  																																																					| Instantiating formula (29) with e3, e2, e2, e3 and discharging atoms op(e3, e2) = e3, op(e3, e2) = e2, yields:
% 62.86/27.91  																																																					| (662) e3 = e2
% 62.86/27.91  																																																					|
% 62.86/27.91  																																																					| Instantiating formula (29) with e0, e3, e0, e3 and discharging atoms op(e0, e3) = e3, op(e0, e3) = e0, yields:
% 62.86/27.91  																																																					| (676) e3 = e0
% 62.86/27.91  																																																					|
% 62.86/27.91  																																																					| Combining equations (676,662) yields a new equation:
% 62.86/27.91  																																																					| (330) e2 = e0
% 62.86/27.91  																																																					|
% 62.86/27.91  																																																					| Equations (330) can reduce 128 to:
% 62.86/27.91  																																																					| (266) $false
% 62.86/27.92  																																																					|
% 62.86/27.92  																																																					|-The branch is then unsatisfiable
% 62.86/27.92  																																																|-Branch two:
% 62.86/27.92  																																																| (252)  ~ (all_0_47_47 = e4)
% 62.86/27.92  																																																| (1793) all_0_47_47 = e3 | all_0_47_47 = e1 | all_0_47_47 = e0
% 62.86/27.92  																																																|
% 62.86/27.92  																																																	+-Applying beta-rule and splitting (1793), into two cases.
% 62.86/27.92  																																																	|-Branch one:
% 62.86/27.92  																																																	| (674) all_0_47_47 = e0
% 62.86/27.92  																																																	|
% 62.86/27.92  																																																		| Equations (674) can reduce 678 to:
% 62.86/27.92  																																																		| (266) $false
% 62.86/27.92  																																																		|
% 62.86/27.92  																																																		|-The branch is then unsatisfiable
% 62.86/27.92  																																																	|-Branch two:
% 62.86/27.92  																																																	| (678)  ~ (all_0_47_47 = e0)
% 62.86/27.92  																																																	| (1831) all_0_47_47 = e3 | all_0_47_47 = e1
% 62.86/27.92  																																																	|
% 62.86/27.92  																																																		+-Applying beta-rule and splitting (1831), into two cases.
% 62.86/27.92  																																																		|-Branch one:
% 62.86/27.92  																																																		| (654) all_0_47_47 = e1
% 62.86/27.92  																																																		|
% 62.86/27.92  																																																			| Equations (654) can reduce 462 to:
% 62.86/27.92  																																																			| (266) $false
% 62.86/27.92  																																																			|
% 62.86/27.92  																																																			|-The branch is then unsatisfiable
% 62.86/27.92  																																																		|-Branch two:
% 62.86/27.92  																																																		| (462)  ~ (all_0_47_47 = e1)
% 62.86/27.92  																																																		| (522) all_0_47_47 = e3
% 62.86/27.92  																																																		|
% 62.86/27.92  																																																			| Equations (522) can reduce 1091 to:
% 62.86/27.92  																																																			| (266) $false
% 62.86/27.92  																																																			|
% 62.86/27.92  																																																			|-The branch is then unsatisfiable
% 62.86/27.92  																																															|-Branch two:
% 62.86/27.92  																																															| (1064)  ~ (all_0_49_49 = e1)
% 62.86/27.92  																																															| (2141) all_0_53_53 = e1 | all_0_58_58 = e1
% 62.86/27.92  																																															|
% 62.86/27.92  																																																+-Applying beta-rule and splitting (2141), into two cases.
% 62.86/27.92  																																																|-Branch one:
% 62.86/27.92  																																																| (1208) all_0_53_53 = e1
% 62.86/27.92  																																																|
% 62.86/27.92  																																																	| Combining equations (665,1208) yields a new equation:
% 62.86/27.92  																																																	| (454) e3 = e1
% 62.86/27.92  																																																	|
% 62.86/27.92  																																																	| Simplifying 454 yields:
% 62.86/27.92  																																																	| (455) e3 = e1
% 62.86/27.92  																																																	|
% 62.86/27.92  																																																	| Equations (455) can reduce 213 to:
% 62.86/27.92  																																																	| (266) $false
% 62.86/27.92  																																																	|
% 62.86/27.92  																																																	|-The branch is then unsatisfiable
% 62.86/27.92  																																																|-Branch two:
% 62.86/27.92  																																																| (1459)  ~ (all_0_53_53 = e1)
% 62.86/27.92  																																																| (918) all_0_58_58 = e1
% 62.86/27.92  																																																|
% 62.86/27.92  																																																	| Combining equations (918,914) yields a new equation:
% 62.86/27.92  																																																	| (546) e1 = e0
% 62.86/27.92  																																																	|
% 62.86/27.92  																																																	| Simplifying 546 yields:
% 62.86/27.92  																																																	| (431) e1 = e0
% 62.86/27.92  																																																	|
% 62.86/27.92  																																																	| Equations (431) can reduce 233 to:
% 62.86/27.92  																																																	| (266) $false
% 62.86/27.92  																																																	|
% 62.86/27.92  																																																	|-The branch is then unsatisfiable
% 62.86/27.92  																																									|-Branch two:
% 62.86/27.92  																																									| (466)  ~ (all_0_56_56 = e1)
% 62.86/27.92  																																									| (1097) all_0_56_56 = e3
% 62.86/27.92  																																									|
% 62.86/27.92  																																										| Equations (1097) can reduce 272 to:
% 62.86/27.92  																																										| (266) $false
% 62.86/27.92  																																										|
% 62.86/27.92  																																										|-The branch is then unsatisfiable
% 62.86/27.92  																																					|-Branch two:
% 62.86/27.92  																																					| (270)  ~ (all_0_55_55 = e3)
% 62.86/27.92  																																					| (62557) all_0_56_56 = e3 | all_0_58_58 = e3
% 62.86/27.92  																																					|
% 62.86/27.92  																																						+-Applying beta-rule and splitting (62557), into two cases.
% 62.86/27.92  																																						|-Branch one:
% 62.86/27.92  																																						| (1097) all_0_56_56 = e3
% 62.86/27.92  																																						|
% 62.86/27.92  																																							| Equations (1097) can reduce 272 to:
% 62.86/27.92  																																							| (266) $false
% 62.86/27.92  																																							|
% 62.86/27.92  																																							|-The branch is then unsatisfiable
% 62.86/27.92  																																						|-Branch two:
% 62.86/27.92  																																						| (272)  ~ (all_0_56_56 = e3)
% 62.86/27.92  																																						| (795) all_0_58_58 = e3
% 62.86/27.92  																																						|
% 62.86/27.92  																																							| Equations (795) can reduce 276 to:
% 62.86/27.92  																																							| (266) $false
% 62.86/27.92  																																							|
% 62.86/27.92  																																							|-The branch is then unsatisfiable
% 62.86/27.92  																																	|-Branch two:
% 62.86/27.92  																																	| (1390)  ~ (all_0_44_44 = e4)
% 62.86/27.92  																																	| (1391) all_0_44_44 = e3 | all_0_44_44 = e1 | all_0_44_44 = e0
% 62.86/27.92  																																	|
% 62.86/27.92  																																		+-Applying beta-rule and splitting (1391), into two cases.
% 62.86/27.92  																																		|-Branch one:
% 62.86/27.92  																																		| (1414) all_0_44_44 = e0
% 62.86/27.92  																																		|
% 62.86/27.92  																																			| Equations (1414) can reduce 360 to:
% 62.86/27.92  																																			| (266) $false
% 62.86/27.92  																																			|
% 62.86/27.92  																																			|-The branch is then unsatisfiable
% 62.86/27.92  																																		|-Branch two:
% 62.86/27.92  																																		| (360)  ~ (all_0_44_44 = e0)
% 62.86/27.92  																																		| (1417) all_0_44_44 = e3 | all_0_44_44 = e1
% 62.86/27.92  																																		|
% 62.86/27.92  																																			+-Applying beta-rule and splitting (1417), into two cases.
% 62.86/27.92  																																			|-Branch one:
% 62.86/27.92  																																			| (635) all_0_44_44 = e1
% 62.86/27.92  																																			|
% 62.86/27.92  																																				| Equations (635) can reduce 639 to:
% 62.86/27.92  																																				| (266) $false
% 62.86/27.92  																																				|
% 62.86/27.92  																																				|-The branch is then unsatisfiable
% 62.86/27.92  																																			|-Branch two:
% 62.86/27.92  																																			| (639)  ~ (all_0_44_44 = e1)
% 62.86/27.92  																																			| (532) all_0_44_44 = e3
% 62.86/27.92  																																			|
% 62.86/27.92  																																				| Equations (532) can reduce 407 to:
% 62.86/27.92  																																				| (266) $false
% 62.86/27.92  																																				|
% 62.86/27.92  																																				|-The branch is then unsatisfiable
% 62.86/27.92  																																|-Branch two:
% 62.86/27.92  																																| (405)  ~ (all_0_42_42 = e3)
% 62.86/27.92  																																| (532) all_0_44_44 = e3
% 62.86/27.92  																																|
% 62.86/27.92  																																	| Equations (532) can reduce 407 to:
% 62.86/27.92  																																	| (266) $false
% 62.86/27.92  																																	|
% 62.86/27.92  																																	|-The branch is then unsatisfiable
% 62.86/27.92  																														|-Branch two:
% 62.86/27.92  																														| (357)  ~ (all_0_41_41 = e0)
% 62.86/27.92  																														| (4053) all_0_41_41 = e3 | all_0_41_41 = e1
% 62.86/27.92  																														|
% 62.86/27.92  																															+-Applying beta-rule and splitting (4053), into two cases.
% 62.86/27.92  																															|-Branch one:
% 62.86/27.92  																															| (453) all_0_41_41 = e1
% 62.86/27.92  																															|
% 62.86/27.92  																																| Equations (453) can reduce 457 to:
% 62.86/27.92  																																| (266) $false
% 62.86/27.92  																																|
% 62.86/27.92  																																|-The branch is then unsatisfiable
% 62.86/27.92  																															|-Branch two:
% 62.86/27.92  																															| (457)  ~ (all_0_41_41 = e1)
% 62.86/27.92  																															| (403) all_0_41_41 = e3
% 62.86/27.92  																															|
% 62.86/27.92  																																| Equations (403) can reduce 1898 to:
% 62.86/27.92  																																| (266) $false
% 62.86/27.92  																																|
% 62.86/27.92  																																|-The branch is then unsatisfiable
% 62.86/27.92  																										|-Branch two:
% 62.86/27.92  																										| (759)  ~ (all_0_50_50 = e1)
% 62.86/27.92  																										| (1168) all_0_51_51 = e1 | all_0_52_52 = e1 | all_0_53_53 = e1
% 62.86/27.92  																										|
% 62.86/27.92  																											+-Applying beta-rule and splitting (1444), into two cases.
% 62.86/27.92  																											|-Branch one:
% 62.86/27.92  																											| (601) all_0_50_50 = e1
% 62.86/27.92  																											|
% 62.86/27.92  																												| Equations (601) can reduce 759 to:
% 62.86/27.92  																												| (266) $false
% 62.86/27.92  																												|
% 62.86/27.92  																												|-The branch is then unsatisfiable
% 62.86/27.92  																											|-Branch two:
% 62.86/27.92  																											| (759)  ~ (all_0_50_50 = e1)
% 62.86/27.92  																											| (415) all_0_50_50 = e3
% 62.86/27.92  																											|
% 62.86/27.92  																												| Equations (415) can reduce 411 to:
% 62.86/27.92  																												| (266) $false
% 62.86/27.92  																												|
% 62.86/27.92  																												|-The branch is then unsatisfiable
% 62.86/27.92  																					|-Branch two:
% 62.86/27.92  																					| (300)  ~ (all_0_46_46 = e2)
% 62.86/27.92  																					| (10171) all_0_47_47 = e2 | all_0_48_48 = e2 | all_0_49_49 = e2
% 62.86/27.92  																					|
% 62.86/27.92  																						+-Applying beta-rule and splitting (10171), into two cases.
% 62.86/27.92  																						|-Branch one:
% 62.86/27.92  																						| (1105) all_0_47_47 = e2
% 62.86/27.92  																						|
% 62.86/27.92  																							| Equations (1105) can reduce 338 to:
% 62.86/27.92  																							| (266) $false
% 62.86/27.92  																							|
% 62.86/27.92  																							|-The branch is then unsatisfiable
% 62.86/27.92  																						|-Branch two:
% 62.86/27.92  																						| (338)  ~ (all_0_47_47 = e2)
% 62.86/27.92  																						| (10761) all_0_48_48 = e2 | all_0_49_49 = e2
% 62.86/27.92  																						|
% 62.86/27.92  																							+-Applying beta-rule and splitting (10761), into two cases.
% 62.86/27.92  																							|-Branch one:
% 62.86/27.92  																							| (335) all_0_48_48 = e2
% 62.86/27.92  																							|
% 62.86/27.92  																								| Combining equations (1279,335) yields a new equation:
% 62.86/27.92  																								| (330) e2 = e0
% 62.86/27.92  																								|
% 62.86/27.92  																								| Equations (330) can reduce 128 to:
% 62.86/27.92  																								| (266) $false
% 62.86/27.92  																								|
% 62.86/27.92  																								|-The branch is then unsatisfiable
% 62.86/27.92  																							|-Branch two:
% 62.86/27.92  																							| (810)  ~ (all_0_48_48 = e2)
% 62.86/27.92  																							| (583) all_0_49_49 = e2
% 62.86/27.92  																							|
% 62.86/27.92  																								| Equations (583) can reduce 340 to:
% 62.86/27.92  																								| (266) $false
% 62.86/27.92  																								|
% 62.86/27.92  																								|-The branch is then unsatisfiable
% 62.86/27.93  																				|-Branch two:
% 62.86/27.93  																				| (1099)  ~ (all_0_51_51 = e2)
% 62.86/27.93  																				| (1152) all_0_52_52 = e2 | all_0_53_53 = e2
% 62.86/27.93  																				|
% 62.86/27.93  																					+-Applying beta-rule and splitting (1152), into two cases.
% 62.86/27.93  																					|-Branch one:
% 62.86/27.93  																					| (352) all_0_52_52 = e2
% 62.86/27.93  																					|
% 62.86/27.93  																						| Combining equations (352,565) yields a new equation:
% 62.86/27.93  																						| (323) e4 = e2
% 62.86/27.93  																						|
% 62.86/27.93  																						| Equations (323) can reduce 48 to:
% 62.86/27.93  																						| (266) $false
% 62.86/27.93  																						|
% 62.86/27.93  																						|-The branch is then unsatisfiable
% 62.86/27.93  																					|-Branch two:
% 62.86/27.93  																					| (342)  ~ (all_0_52_52 = e2)
% 62.86/27.93  																					| (607) all_0_53_53 = e2
% 62.86/27.93  																					|
% 62.86/27.93  																						| Equations (607) can reduce 509 to:
% 62.86/27.93  																						| (266) $false
% 62.86/27.93  																						|
% 62.86/27.93  																						|-The branch is then unsatisfiable
% 62.86/27.93  																	|-Branch two:
% 62.86/27.93  																	| (780)  ~ (all_0_52_52 = e4)
% 62.86/27.93  																	| (871) all_0_57_57 = e4
% 62.86/27.93  																	|
% 62.86/27.93  																		| Combining equations (871,442) yields a new equation:
% 62.86/27.93  																		| (322) e4 = e2
% 62.86/27.93  																		|
% 62.86/27.93  																		| Simplifying 322 yields:
% 62.86/27.93  																		| (323) e4 = e2
% 62.86/27.93  																		|
% 62.86/27.93  																		| Equations (323) can reduce 48 to:
% 62.86/27.93  																		| (266) $false
% 62.86/27.93  																		|
% 62.86/27.93  																		|-The branch is then unsatisfiable
% 62.86/27.93  												|-Branch two:
% 62.86/27.93  												| (1283)  ~ (all_0_48_48 = e0)
% 62.86/27.93  												| (875) all_0_57_57 = e0
% 62.86/27.93  												|
% 62.86/27.93  													| Combining equations (875,442) yields a new equation:
% 62.86/27.93  													| (330) e2 = e0
% 62.86/27.93  													|
% 62.86/27.93  													| Equations (330) can reduce 128 to:
% 62.86/27.93  													| (266) $false
% 62.86/27.93  													|
% 62.86/27.93  													|-The branch is then unsatisfiable
% 62.86/27.93  							|-Branch two:
% 62.86/27.93  							| (484)  ~ (all_0_39_39 = e0)
% 62.86/27.93  							| (485) all_0_40_40 = e0
% 62.86/27.93  							|
% 62.86/27.93  								| Combining equations (485,313) yields a new equation:
% 62.86/27.93  								| (330) e2 = e0
% 62.86/27.93  								|
% 62.86/27.93  								| Equations (330) can reduce 128 to:
% 62.86/27.93  								| (266) $false
% 62.86/27.93  								|
% 62.86/27.93  								|-The branch is then unsatisfiable
% 62.86/27.93  					|-Branch two:
% 62.86/27.93  					| (325)  ~ (all_0_38_38 = e4)
% 62.86/27.93  					| (326) all_0_39_39 = e4 | all_0_40_40 = e4
% 62.86/27.93  					|
% 62.86/27.93  						+-Applying beta-rule and splitting (326), into two cases.
% 62.86/27.93  						|-Branch one:
% 62.86/27.93  						| (471) all_0_39_39 = e4
% 62.86/27.93  						|
% 62.86/27.93  							| Equations (471) can reduce 63 to:
% 62.86/27.93  							| (325)  ~ (all_0_38_38 = e4)
% 62.86/27.93  							|
% 62.86/27.93  							| Equations (471) can reduce 145 to:
% 62.86/27.93  							| (1901)  ~ (all_0_42_42 = e4)
% 62.86/27.93  							|
% 62.86/27.93  							| Simplifying 1901 yields:
% 62.86/27.93  							| (1890)  ~ (all_0_42_42 = e4)
% 62.86/27.93  							|
% 62.86/27.93  							| Equations (471) can reduce 79 to:
% 62.86/27.93  							| (251)  ~ (all_0_47_47 = e4)
% 62.86/27.93  							|
% 62.86/27.93  							| Simplifying 251 yields:
% 62.86/27.93  							| (252)  ~ (all_0_47_47 = e4)
% 62.86/27.93  							|
% 62.86/27.93  							| Equations (471) can reduce 139 to:
% 62.86/27.93  							| (474)  ~ (all_0_51_51 = e4)
% 62.86/27.93  							|
% 62.86/27.93  							| Simplifying 474 yields:
% 62.86/27.93  							| (475)  ~ (all_0_51_51 = e4)
% 62.86/27.93  							|
% 62.86/27.93  							| Equations (471) can reduce 154 to:
% 62.86/27.93  							| (476)  ~ (all_0_56_56 = e4)
% 62.86/27.93  							|
% 62.86/27.93  							| Simplifying 476 yields:
% 62.86/27.93  							| (477)  ~ (all_0_56_56 = e4)
% 62.86/27.93  							|
% 62.86/27.93  							| Equations (471) can reduce 294 to:
% 62.86/27.93  							| (48)  ~ (e4 = e2)
% 62.86/27.93  							|
% 62.86/27.93  							| Equations (471) can reduce 151 to:
% 62.86/27.93  							| (110)  ~ (e4 = e1)
% 62.86/27.93  							|
% 62.86/27.93  							+-Applying beta-rule and splitting (155), into two cases.
% 62.86/27.93  							|-Branch one:
% 62.86/27.93  							| (329) all_0_38_38 = e0
% 62.86/27.93  							|
% 62.86/27.93  								| Equations (329) can reduce 106 to:
% 62.86/27.93  								| (22198)  ~ (all_0_41_41 = e0)
% 62.86/27.93  								|
% 62.86/27.93  								| Simplifying 22198 yields:
% 62.86/27.93  								| (357)  ~ (all_0_41_41 = e0)
% 62.86/27.93  								|
% 62.86/27.93  								| Equations (329) can reduce 141 to:
% 62.86/27.93  								| (5567)  ~ (all_0_46_46 = e0)
% 62.86/27.93  								|
% 62.86/27.93  								| Simplifying 5567 yields:
% 62.86/27.93  								| (831)  ~ (all_0_46_46 = e0)
% 62.86/27.93  								|
% 62.86/27.93  								| Equations (329) can reduce 193 to:
% 62.86/27.93  								| (22202)  ~ (all_0_50_50 = e0)
% 62.86/27.93  								|
% 62.86/27.93  								| Simplifying 22202 yields:
% 62.86/27.93  								| (121)  ~ (all_0_50_50 = e0)
% 62.86/27.93  								|
% 62.86/27.93  								| Equations (329) can reduce 25 to:
% 62.86/27.93  								| (4444)  ~ (all_0_55_55 = e0)
% 62.86/27.93  								|
% 62.86/27.93  								| Simplifying 4444 yields:
% 62.86/27.93  								| (803)  ~ (all_0_55_55 = e0)
% 62.86/27.93  								|
% 62.86/27.93  								| Equations (329) can reduce 325 to:
% 62.86/27.93  								| (401)  ~ (e4 = e0)
% 62.86/27.93  								|
% 62.86/27.93  								| Simplifying 401 yields:
% 62.86/27.93  								| (49)  ~ (e4 = e0)
% 62.86/27.93  								|
% 62.86/27.93  								| Equations (329) can reduce 9600 to:
% 62.86/27.93  								| (365)  ~ (e2 = e0)
% 62.86/27.93  								|
% 62.86/27.93  								| Simplifying 365 yields:
% 62.86/27.93  								| (128)  ~ (e2 = e0)
% 62.86/27.93  								|
% 62.86/27.93  								| Equations (329) can reduce 50 to:
% 62.86/27.93  								| (435)  ~ (e1 = e0)
% 62.86/27.93  								|
% 62.86/27.93  								| Simplifying 435 yields:
% 62.86/27.93  								| (233)  ~ (e1 = e0)
% 62.86/27.93  								|
% 62.86/27.93  								| From (329) and (156) follows:
% 62.86/27.93  								| (22211) op(e0, e3) = all_0_1_1
% 62.86/27.93  								|
% 62.86/27.93  								| From (329) and (52) follows:
% 62.86/27.93  								| (22212) op(e4, e3) = e0
% 62.86/27.93  								|
% 62.86/27.93  								| Instantiating formula (29) with e0, e3, all_0_1_1, all_0_55_55 and discharging atoms op(e0, e3) = all_0_1_1, op(e0, e3) = all_0_55_55, yields:
% 62.86/27.93  								| (22237) all_0_1_1 = all_0_55_55
% 62.86/27.93  								|
% 62.86/27.93  								| From (22237) and (22211) follows:
% 62.86/27.93  								| (74) op(e0, e3) = all_0_55_55
% 62.86/27.93  								|
% 62.86/27.93  								+-Applying beta-rule and splitting (134), into two cases.
% 62.86/27.93  								|-Branch one:
% 62.86/27.93  								| (335) all_0_48_48 = e2
% 62.86/27.93  								|
% 62.86/27.93  									| Equations (335) can reduce 17 to:
% 62.86/27.93  									| (96)  ~ (all_0_43_43 = e2)
% 62.86/27.93  									|
% 62.86/27.93  									| Equations (335) can reduce 30 to:
% 62.86/27.93  									| (300)  ~ (all_0_46_46 = e2)
% 62.86/27.93  									|
% 62.86/27.93  									| Equations (335) can reduce 114 to:
% 62.86/27.93  									| (338)  ~ (all_0_47_47 = e2)
% 62.86/27.93  									|
% 62.86/27.93  									| Equations (335) can reduce 185 to:
% 62.86/27.93  									| (339)  ~ (all_0_49_49 = e2)
% 62.86/27.93  									|
% 62.86/27.93  									| Simplifying 339 yields:
% 62.86/27.93  									| (340)  ~ (all_0_49_49 = e2)
% 62.86/27.93  									|
% 62.86/27.93  									| Equations (335) can reduce 202 to:
% 62.86/27.93  									| (341)  ~ (all_0_52_52 = e2)
% 62.86/27.93  									|
% 62.86/27.93  									| Simplifying 341 yields:
% 62.86/27.93  									| (342)  ~ (all_0_52_52 = e2)
% 62.86/27.93  									|
% 62.86/27.93  									| Equations (335) can reduce 239 to:
% 62.86/27.93  									| (343)  ~ (all_0_57_57 = e2)
% 62.86/27.93  									|
% 62.86/27.93  									| Simplifying 343 yields:
% 62.86/27.93  									| (344)  ~ (all_0_57_57 = e2)
% 62.86/27.93  									|
% 62.86/27.93  									| Equations (335) can reduce 215 to:
% 62.86/27.93  									| (626)  ~ (e3 = e2)
% 62.86/27.93  									|
% 62.86/27.93  									| Simplifying 626 yields:
% 62.86/27.93  									| (212)  ~ (e3 = e2)
% 62.86/27.93  									|
% 62.86/27.93  									| From (335) and (192) follows:
% 62.86/27.93  									| (347) op(e2, e1) = e2
% 62.86/27.93  									|
% 62.86/27.93  									+-Applying beta-rule and splitting (163), into two cases.
% 62.86/27.93  									|-Branch one:
% 62.86/27.93  									| (565) all_0_52_52 = e4
% 62.86/27.93  									|
% 62.86/27.93  										| Equations (565) can reduce 217 to:
% 62.86/27.93  										| (399)  ~ (all_0_43_43 = e4)
% 62.86/27.93  										|
% 62.86/27.93  										| Equations (565) can reduce 101 to:
% 62.86/27.93  										| (566)  ~ (all_0_50_50 = e4)
% 62.86/27.93  										|
% 62.86/27.93  										| Equations (565) can reduce 20 to:
% 62.86/27.93  										| (475)  ~ (all_0_51_51 = e4)
% 62.86/27.93  										|
% 62.86/27.93  										| Equations (565) can reduce 46 to:
% 62.86/27.93  										| (1452)  ~ (all_0_53_53 = e4)
% 62.86/27.93  										|
% 62.86/27.93  										| Simplifying 1452 yields:
% 62.86/27.93  										| (1453)  ~ (all_0_53_53 = e4)
% 62.86/27.93  										|
% 62.86/27.93  										| Equations (565) can reduce 11 to:
% 62.86/27.93  										| (838)  ~ (all_0_57_57 = e4)
% 62.86/27.93  										|
% 62.86/27.93  										| Simplifying 838 yields:
% 62.86/27.93  										| (839)  ~ (all_0_57_57 = e4)
% 62.86/27.93  										|
% 62.86/27.93  										| From (565) and (124) follows:
% 62.86/27.93  										| (570) op(e1, e1) = e4
% 62.86/27.93  										|
% 62.86/27.93  										+-Applying beta-rule and splitting (195), into two cases.
% 62.86/27.93  										|-Branch one:
% 62.86/27.93  										| (396) all_0_43_43 = e4
% 62.86/27.93  										|
% 62.86/27.93  											| Equations (396) can reduce 399 to:
% 62.86/27.93  											| (266) $false
% 62.86/27.93  											|
% 62.86/27.93  											|-The branch is then unsatisfiable
% 62.86/27.93  										|-Branch two:
% 62.86/27.93  										| (399)  ~ (all_0_43_43 = e4)
% 62.86/27.94  										| (6374) all_0_43_43 = e1 | all_0_43_43 = e0
% 62.86/27.94  										|
% 62.86/27.94  											+-Applying beta-rule and splitting (4), into two cases.
% 62.86/27.94  											|-Branch one:
% 62.86/27.94  											| (356) all_0_43_43 = e0
% 62.86/27.94  											|
% 62.86/27.94  												| Equations (356) can reduce 31 to:
% 62.86/27.94  												| (357)  ~ (all_0_41_41 = e0)
% 62.86/27.94  												|
% 62.86/27.94  												| Equations (356) can reduce 240 to:
% 62.86/27.94  												| (358)  ~ (all_0_42_42 = e0)
% 62.86/27.94  												|
% 62.86/27.94  												| Equations (356) can reduce 159 to:
% 62.86/27.94  												| (359)  ~ (all_0_44_44 = e0)
% 62.86/27.94  												|
% 62.86/27.94  												| Simplifying 359 yields:
% 62.86/27.94  												| (360)  ~ (all_0_44_44 = e0)
% 62.86/27.94  												|
% 62.86/27.94  												| Equations (356) can reduce 199 to:
% 62.86/27.94  												| (363)  ~ (all_0_57_57 = e0)
% 62.86/27.94  												|
% 62.86/27.94  												| Simplifying 363 yields:
% 62.86/27.94  												| (364)  ~ (all_0_57_57 = e0)
% 62.86/27.94  												|
% 62.86/27.94  												| Equations (356) can reduce 399 to:
% 62.86/27.94  												| (401)  ~ (e4 = e0)
% 62.86/27.94  												|
% 62.86/27.94  												| Simplifying 401 yields:
% 62.86/27.94  												| (49)  ~ (e4 = e0)
% 62.86/27.94  												|
% 62.86/27.94  												| Equations (356) can reduce 96 to:
% 62.86/27.94  												| (365)  ~ (e2 = e0)
% 62.86/27.94  												|
% 62.86/27.94  												| Simplifying 365 yields:
% 62.86/27.94  												| (128)  ~ (e2 = e0)
% 62.86/27.94  												|
% 62.86/27.94  												| From (356) and (37) follows:
% 62.86/27.94  												| (369) op(e3, e1) = e0
% 62.86/27.94  												|
% 62.86/27.94  												+-Applying beta-rule and splitting (12), into two cases.
% 62.86/27.94  												|-Branch one:
% 62.86/27.94  												| (442) all_0_57_57 = e2
% 62.86/27.94  												|
% 62.86/27.94  													| Equations (442) can reduce 344 to:
% 62.86/27.94  													| (266) $false
% 62.86/27.94  													|
% 62.86/27.94  													|-The branch is then unsatisfiable
% 62.86/27.94  												|-Branch two:
% 62.86/27.94  												| (344)  ~ (all_0_57_57 = e2)
% 62.86/27.94  												| (445) all_0_57_57 = e4 | all_0_57_57 = e1 | all_0_57_57 = e0
% 62.86/27.94  												|
% 62.86/27.94  													+-Applying beta-rule and splitting (445), into two cases.
% 62.86/27.94  													|-Branch one:
% 62.86/27.94  													| (871) all_0_57_57 = e4
% 62.86/27.94  													|
% 62.86/27.94  														| Equations (871) can reduce 839 to:
% 62.86/27.94  														| (266) $false
% 62.86/27.94  														|
% 62.86/27.94  														|-The branch is then unsatisfiable
% 62.86/27.94  													|-Branch two:
% 62.86/27.94  													| (839)  ~ (all_0_57_57 = e4)
% 62.86/27.94  													| (874) all_0_57_57 = e1 | all_0_57_57 = e0
% 62.86/27.94  													|
% 62.86/27.94  														+-Applying beta-rule and splitting (874), into two cases.
% 62.86/27.94  														|-Branch one:
% 62.86/27.94  														| (875) all_0_57_57 = e0
% 62.86/27.94  														|
% 62.86/27.94  															| Equations (875) can reduce 364 to:
% 62.86/27.94  															| (266) $false
% 62.86/27.94  															|
% 62.86/27.94  															|-The branch is then unsatisfiable
% 62.86/27.94  														|-Branch two:
% 62.86/27.94  														| (364)  ~ (all_0_57_57 = e0)
% 62.86/27.94  														| (647) all_0_57_57 = e1
% 62.86/27.94  														|
% 62.86/27.94  															| Equations (647) can reduce 81 to:
% 62.86/27.94  															| (632)  ~ (all_0_55_55 = e1)
% 62.86/27.94  															|
% 62.86/27.94  															| Equations (647) can reduce 140 to:
% 62.86/27.94  															| (466)  ~ (all_0_56_56 = e1)
% 62.86/27.94  															|
% 62.86/27.94  															| Equations (647) can reduce 148 to:
% 62.86/27.94  															| (879)  ~ (all_0_58_58 = e1)
% 62.86/27.94  															|
% 62.86/27.94  															| Simplifying 879 yields:
% 62.86/27.94  															| (880)  ~ (all_0_58_58 = e1)
% 62.86/27.94  															|
% 62.86/27.94  															| Equations (647) can reduce 364 to:
% 62.86/27.94  															| (233)  ~ (e1 = e0)
% 62.86/27.94  															|
% 62.86/27.94  															+-Applying beta-rule and splitting (117), into two cases.
% 62.86/27.94  															|-Branch one:
% 62.86/27.94  															| (292) all_0_38_38 = e2
% 62.86/27.94  															|
% 62.86/27.94  																| Combining equations (292,329) yields a new equation:
% 62.86/27.94  																| (391) e2 = e0
% 62.86/27.94  																|
% 62.86/27.94  																| Simplifying 391 yields:
% 62.86/27.94  																| (330) e2 = e0
% 62.86/27.94  																|
% 62.86/27.94  																| Equations (330) can reduce 128 to:
% 62.86/27.94  																| (266) $false
% 62.86/27.94  																|
% 62.86/27.94  																|-The branch is then unsatisfiable
% 62.86/27.94  															|-Branch two:
% 62.86/27.94  															| (9600)  ~ (all_0_38_38 = e2)
% 62.86/27.94  															| (24424) all_0_46_46 = e2 | all_0_50_50 = e2 | all_0_55_55 = e2
% 62.86/27.94  															|
% 62.86/27.94  																+-Applying beta-rule and splitting (95), into two cases.
% 62.86/27.94  																|-Branch one:
% 62.86/27.94  																| (378) all_0_50_50 = e2
% 62.86/27.94  																|
% 62.86/27.94  																	| Equations (378) can reduce 221 to:
% 62.86/27.94  																	| (85)  ~ (all_0_41_41 = e2)
% 62.86/27.94  																	|
% 62.86/27.94  																	| Equations (378) can reduce 35 to:
% 62.86/27.94  																	| (300)  ~ (all_0_46_46 = e2)
% 62.86/27.94  																	|
% 62.86/27.94  																	| Equations (378) can reduce 59 to:
% 62.86/27.94  																	| (17668)  ~ (all_0_51_51 = e2)
% 62.86/27.94  																	|
% 62.86/27.94  																	| Simplifying 17668 yields:
% 62.86/27.94  																	| (1099)  ~ (all_0_51_51 = e2)
% 62.86/27.94  																	|
% 62.86/27.94  																	| Equations (378) can reduce 93 to:
% 62.86/27.94  																	| (303)  ~ (all_0_55_55 = e2)
% 62.86/27.94  																	|
% 62.86/27.94  																	| Simplifying 303 yields:
% 62.86/27.94  																	| (304)  ~ (all_0_55_55 = e2)
% 62.86/27.94  																	|
% 62.86/27.94  																	| Equations (378) can reduce 566 to:
% 62.86/27.94  																	| (327)  ~ (e4 = e2)
% 62.86/27.94  																	|
% 62.86/27.94  																	| Simplifying 327 yields:
% 62.86/27.94  																	| (48)  ~ (e4 = e2)
% 62.86/27.94  																	|
% 62.86/27.94  																	| Equations (378) can reduce 121 to:
% 62.86/27.94  																	| (128)  ~ (e2 = e0)
% 62.86/27.94  																	|
% 62.86/27.94  																	| From (378) and (242) follows:
% 62.86/27.94  																	| (26152) op(e1, e3) = e2
% 62.86/27.94  																	|
% 62.86/27.94  																	+-Applying beta-rule and splitting (47), into two cases.
% 62.86/27.94  																	|-Branch one:
% 62.86/27.94  																	| (317) all_0_39_39 = e2
% 62.86/27.94  																	|
% 62.86/27.94  																		| Combining equations (317,471) yields a new equation:
% 62.86/27.94  																		| (323) e4 = e2
% 62.86/27.94  																		|
% 62.86/27.94  																		| Equations (323) can reduce 48 to:
% 62.86/27.94  																		| (266) $false
% 62.86/27.94  																		|
% 62.86/27.94  																		|-The branch is then unsatisfiable
% 62.86/27.94  																	|-Branch two:
% 62.86/27.94  																	| (294)  ~ (all_0_39_39 = e2)
% 62.86/27.94  																	| (385) all_0_47_47 = e2 | all_0_51_51 = e2 | all_0_56_56 = e2
% 62.86/27.94  																	|
% 62.86/27.94  																		+-Applying beta-rule and splitting (222), into two cases.
% 62.86/27.94  																		|-Branch one:
% 62.86/27.94  																		| (386) all_0_55_55 = e2
% 62.86/27.94  																		|
% 62.86/27.94  																			| Equations (386) can reduce 304 to:
% 62.86/27.94  																			| (266) $false
% 62.86/27.94  																			|
% 62.86/27.94  																			|-The branch is then unsatisfiable
% 62.86/27.94  																		|-Branch two:
% 62.86/27.94  																		| (304)  ~ (all_0_55_55 = e2)
% 62.86/27.94  																		| (389) all_0_56_56 = e2 | all_0_57_57 = e2 | all_0_58_58 = e2
% 62.86/27.94  																		|
% 62.86/27.94  																			+-Applying beta-rule and splitting (174), into two cases.
% 62.86/27.94  																			|-Branch one:
% 62.86/27.94  																			| (386) all_0_55_55 = e2
% 62.86/27.94  																			|
% 62.86/27.94  																				| Equations (386) can reduce 304 to:
% 62.86/27.94  																				| (266) $false
% 62.86/27.94  																				|
% 62.86/27.94  																				|-The branch is then unsatisfiable
% 62.86/27.94  																			|-Branch two:
% 62.86/27.94  																			| (304)  ~ (all_0_55_55 = e2)
% 62.86/27.94  																			| (2051) all_0_55_55 = e4 | all_0_55_55 = e3 | all_0_55_55 = e1 | all_0_55_55 = e0
% 62.86/27.94  																			|
% 62.86/27.94  																				+-Applying beta-rule and splitting (385), into two cases.
% 62.86/27.94  																				|-Branch one:
% 62.86/27.94  																				| (1105) all_0_47_47 = e2
% 62.86/27.94  																				|
% 62.86/27.94  																					| Equations (1105) can reduce 338 to:
% 62.86/27.94  																					| (266) $false
% 62.86/27.94  																					|
% 62.86/27.94  																					|-The branch is then unsatisfiable
% 62.86/27.94  																				|-Branch two:
% 62.86/27.94  																				| (338)  ~ (all_0_47_47 = e2)
% 62.86/27.94  																				| (1108) all_0_51_51 = e2 | all_0_56_56 = e2
% 62.86/27.94  																				|
% 62.86/27.94  																					+-Applying beta-rule and splitting (1108), into two cases.
% 62.86/27.94  																					|-Branch one:
% 62.86/27.94  																					| (504) all_0_51_51 = e2
% 62.86/27.94  																					|
% 62.86/27.94  																						| Equations (504) can reduce 1099 to:
% 62.86/27.94  																						| (266) $false
% 62.86/27.94  																						|
% 62.86/27.94  																						|-The branch is then unsatisfiable
% 62.86/27.94  																					|-Branch two:
% 62.86/27.94  																					| (1099)  ~ (all_0_51_51 = e2)
% 62.86/27.94  																					| (833) all_0_56_56 = e2
% 62.86/27.94  																					|
% 62.86/27.94  																						| Equations (833) can reduce 236 to:
% 62.86/27.94  																						| (51)  ~ (all_0_42_42 = e2)
% 62.86/27.94  																						|
% 62.96/27.94  																						| Equations (833) can reduce 16 to:
% 62.96/27.94  																						| (1099)  ~ (all_0_51_51 = e2)
% 62.96/27.94  																						|
% 62.96/27.94  																						| Equations (833) can reduce 153 to:
% 62.96/27.94  																						| (304)  ~ (all_0_55_55 = e2)
% 62.96/27.94  																						|
% 62.96/27.94  																						| Equations (833) can reduce 44 to:
% 62.96/27.94  																						| (1186)  ~ (all_0_58_58 = e2)
% 62.96/27.94  																						|
% 62.96/27.94  																						| Simplifying 1186 yields:
% 62.96/27.94  																						| (908)  ~ (all_0_58_58 = e2)
% 62.96/27.94  																						|
% 62.96/27.94  																						| Equations (833) can reduce 466 to:
% 62.96/27.94  																						| (122)  ~ (e2 = e1)
% 62.96/27.94  																						|
% 62.96/27.94  																						| From (833) and (111) follows:
% 62.96/27.94  																						| (1508) op(e0, e2) = e2
% 62.96/27.94  																						|
% 62.96/27.94  																						+-Applying beta-rule and splitting (2051), into two cases.
% 62.96/27.94  																						|-Branch one:
% 62.96/27.94  																						| (587) all_0_55_55 = e4
% 62.96/27.94  																						|
% 62.96/27.94  																							| Equations (587) can reduce 763 to:
% 62.96/27.94  																							| (266) $false
% 62.96/27.94  																							|
% 62.96/27.94  																							|-The branch is then unsatisfiable
% 62.96/27.94  																						|-Branch two:
% 62.96/27.94  																						| (763)  ~ (all_0_55_55 = e4)
% 62.96/27.94  																						| (2055) all_0_55_55 = e3 | all_0_55_55 = e1 | all_0_55_55 = e0
% 62.96/27.94  																						|
% 62.96/27.94  																							+-Applying beta-rule and splitting (125), into two cases.
% 62.96/27.94  																							|-Branch one:
% 62.96/27.94  																							| (858) all_0_55_55 = e0
% 62.96/27.94  																							|
% 62.96/27.94  																								| Equations (858) can reduce 803 to:
% 62.96/27.94  																								| (266) $false
% 62.96/27.94  																								|
% 62.96/27.94  																								|-The branch is then unsatisfiable
% 62.96/27.94  																							|-Branch two:
% 62.96/27.94  																							| (803)  ~ (all_0_55_55 = e0)
% 62.96/27.94  																							| (863) all_0_56_56 = e0 | all_0_57_57 = e0 | all_0_58_58 = e0
% 62.96/27.94  																							|
% 62.96/27.94  																								+-Applying beta-rule and splitting (104), into two cases.
% 62.96/27.94  																								|-Branch one:
% 62.96/27.94  																								| (480) all_0_39_39 = e0
% 62.96/27.94  																								|
% 62.96/27.94  																									| Combining equations (480,471) yields a new equation:
% 62.96/27.94  																									| (397) e4 = e0
% 62.96/27.94  																									|
% 62.96/27.94  																									| Equations (397) can reduce 49 to:
% 62.96/27.94  																									| (266) $false
% 62.96/27.94  																									|
% 62.96/27.94  																									|-The branch is then unsatisfiable
% 62.96/27.94  																								|-Branch two:
% 62.96/27.94  																								| (484)  ~ (all_0_39_39 = e0)
% 62.96/27.94  																								| (558) all_0_42_42 = e0 | all_0_47_47 = e0 | all_0_56_56 = e0
% 62.96/27.94  																								|
% 62.96/27.94  																									+-Applying beta-rule and splitting (558), into two cases.
% 62.96/27.94  																									|-Branch one:
% 62.96/27.94  																									| (559) all_0_42_42 = e0
% 62.96/27.94  																									|
% 62.96/27.94  																										| Equations (559) can reduce 358 to:
% 62.96/27.94  																										| (266) $false
% 62.96/27.94  																										|
% 62.96/27.94  																										|-The branch is then unsatisfiable
% 62.96/27.94  																									|-Branch two:
% 62.96/27.94  																									| (358)  ~ (all_0_42_42 = e0)
% 62.96/27.94  																									| (563) all_0_47_47 = e0 | all_0_56_56 = e0
% 62.96/27.94  																									|
% 62.96/27.94  																										+-Applying beta-rule and splitting (863), into two cases.
% 62.96/27.94  																										|-Branch one:
% 62.96/27.94  																										| (679) all_0_56_56 = e0
% 62.96/27.94  																										|
% 62.96/27.94  																											| Combining equations (679,833) yields a new equation:
% 62.96/27.94  																											| (330) e2 = e0
% 62.96/27.94  																											|
% 62.96/27.94  																											| Equations (330) can reduce 128 to:
% 62.96/27.94  																											| (266) $false
% 62.96/27.94  																											|
% 62.96/27.94  																											|-The branch is then unsatisfiable
% 62.96/27.94  																										|-Branch two:
% 62.96/27.94  																										| (828)  ~ (all_0_56_56 = e0)
% 62.96/27.94  																										| (924) all_0_57_57 = e0 | all_0_58_58 = e0
% 62.96/27.94  																										|
% 62.96/27.94  																											+-Applying beta-rule and splitting (924), into two cases.
% 62.96/27.94  																											|-Branch one:
% 62.96/27.94  																											| (875) all_0_57_57 = e0
% 62.96/27.94  																											|
% 62.96/27.94  																												| Combining equations (647,875) yields a new equation:
% 62.96/27.94  																												| (546) e1 = e0
% 62.96/27.94  																												|
% 62.96/27.94  																												| Simplifying 546 yields:
% 62.96/27.94  																												| (431) e1 = e0
% 62.96/27.94  																												|
% 62.96/27.94  																												| Equations (431) can reduce 233 to:
% 62.96/27.94  																												| (266) $false
% 62.96/27.94  																												|
% 62.96/27.94  																												|-The branch is then unsatisfiable
% 62.96/27.94  																											|-Branch two:
% 62.96/27.94  																											| (364)  ~ (all_0_57_57 = e0)
% 62.96/27.94  																											| (914) all_0_58_58 = e0
% 62.96/27.94  																											|
% 62.96/27.94  																												| Equations (914) can reduce 181 to:
% 62.96/27.94  																												| (360)  ~ (all_0_44_44 = e0)
% 62.96/27.94  																												|
% 62.96/27.94  																												| Equations (914) can reduce 10 to:
% 62.96/27.94  																												| (247)  ~ (all_0_53_53 = e0)
% 62.96/27.94  																												|
% 62.96/27.94  																												| Equations (914) can reduce 3 to:
% 62.96/27.94  																												| (803)  ~ (all_0_55_55 = e0)
% 62.96/27.94  																												|
% 62.96/27.94  																												| Equations (914) can reduce 908 to:
% 62.96/27.94  																												| (365)  ~ (e2 = e0)
% 62.96/27.94  																												|
% 62.96/27.94  																												| Simplifying 365 yields:
% 62.96/27.94  																												| (128)  ~ (e2 = e0)
% 62.96/27.94  																												|
% 62.96/27.94  																												+-Applying beta-rule and splitting (563), into two cases.
% 62.96/27.94  																												|-Branch one:
% 62.96/27.94  																												| (674) all_0_47_47 = e0
% 62.96/27.94  																												|
% 62.96/27.94  																													| Equations (674) can reduce 198 to:
% 62.96/27.94  																													| (358)  ~ (all_0_42_42 = e0)
% 62.96/27.94  																													|
% 62.96/27.94  																													| Equations (674) can reduce 19 to:
% 62.96/27.94  																													| (831)  ~ (all_0_46_46 = e0)
% 62.96/27.94  																													|
% 62.96/27.94  																													| Equations (674) can reduce 86 to:
% 62.96/27.94  																													| (486)  ~ (all_0_49_49 = e0)
% 62.96/27.94  																													|
% 62.96/27.94  																													| Simplifying 486 yields:
% 62.96/27.94  																													| (487)  ~ (all_0_49_49 = e0)
% 62.96/27.94  																													|
% 62.96/27.94  																													| Equations (674) can reduce 224 to:
% 62.96/27.94  																													| (1404)  ~ (all_0_51_51 = e0)
% 62.96/27.94  																													|
% 62.96/27.94  																													| Simplifying 1404 yields:
% 62.96/27.94  																													| (115)  ~ (all_0_51_51 = e0)
% 62.96/27.94  																													|
% 62.96/27.94  																													+-Applying beta-rule and splitting (2055), into two cases.
% 62.96/27.94  																													|-Branch one:
% 62.96/27.94  																													| (858) all_0_55_55 = e0
% 62.96/27.94  																													|
% 62.96/27.94  																														| Equations (858) can reduce 803 to:
% 62.96/27.94  																														| (266) $false
% 62.96/27.94  																														|
% 62.96/27.94  																														|-The branch is then unsatisfiable
% 62.96/27.94  																													|-Branch two:
% 62.96/27.94  																													| (803)  ~ (all_0_55_55 = e0)
% 62.96/27.94  																													| (2315) all_0_55_55 = e3 | all_0_55_55 = e1
% 62.96/27.94  																													|
% 62.96/27.94  																														+-Applying beta-rule and splitting (2315), into two cases.
% 62.96/27.94  																														|-Branch one:
% 62.96/27.94  																														| (629) all_0_55_55 = e1
% 62.96/27.94  																														|
% 62.96/27.94  																															| Equations (629) can reduce 632 to:
% 62.96/27.94  																															| (266) $false
% 62.96/27.94  																															|
% 62.96/27.94  																															|-The branch is then unsatisfiable
% 62.96/27.94  																														|-Branch two:
% 62.96/27.94  																														| (632)  ~ (all_0_55_55 = e1)
% 62.96/27.94  																														| (2336) all_0_55_55 = e3
% 62.96/27.94  																														|
% 62.96/27.94  																															| Equations (2336) can reduce 191 to:
% 62.96/27.94  																															| (1898)  ~ (all_0_41_41 = e3)
% 62.96/27.94  																															|
% 62.96/27.94  																															| Equations (2336) can reduce 58 to:
% 62.96/27.94  																															| (409)  ~ (all_0_46_46 = e3)
% 62.96/27.94  																															|
% 62.96/27.94  																															| Equations (2336) can reduce 304 to:
% 62.96/27.94  																															| (212)  ~ (e3 = e2)
% 62.96/27.94  																															|
% 62.96/27.94  																															| Equations (2336) can reduce 632 to:
% 62.96/27.94  																															| (213)  ~ (e3 = e1)
% 62.96/27.94  																															|
% 62.96/27.94  																															| From (2336) and (74) follows:
% 62.96/27.94  																															| (2208) op(e0, e3) = e3
% 62.96/27.94  																															|
% 62.96/27.94  																															+-Applying beta-rule and splitting (113), into two cases.
% 62.96/27.94  																															|-Branch one:
% 62.96/27.94  																															| (403) all_0_41_41 = e3
% 62.96/27.94  																															|
% 62.96/27.94  																																| Equations (403) can reduce 1898 to:
% 62.96/27.94  																																| (266) $false
% 62.96/27.94  																																|
% 62.96/27.94  																																|-The branch is then unsatisfiable
% 62.96/27.94  																															|-Branch two:
% 62.96/27.94  																															| (1898)  ~ (all_0_41_41 = e3)
% 62.96/27.94  																															| (1899) all_0_42_42 = e3 | all_0_44_44 = e3
% 62.96/27.94  																															|
% 62.96/27.94  																																+-Applying beta-rule and splitting (168), into two cases.
% 62.96/27.94  																																|-Branch one:
% 62.96/27.94  																																| (415) all_0_50_50 = e3
% 62.96/27.94  																																|
% 62.96/27.94  																																	| Combining equations (378,415) yields a new equation:
% 62.96/27.94  																																	| (662) e3 = e2
% 62.96/27.94  																																	|
% 62.96/27.94  																																	| Equations (662) can reduce 212 to:
% 62.96/27.94  																																	| (266) $false
% 62.96/27.94  																																	|
% 62.96/27.94  																																	|-The branch is then unsatisfiable
% 62.96/27.94  																																|-Branch two:
% 62.96/27.94  																																| (411)  ~ (all_0_50_50 = e3)
% 62.96/27.94  																																| (418) all_0_51_51 = e3 | all_0_53_53 = e3
% 62.96/27.94  																																|
% 62.96/27.94  																																	+-Applying beta-rule and splitting (152), into two cases.
% 62.96/27.94  																																	|-Branch one:
% 62.96/27.94  																																	| (1392) all_0_42_42 = e4
% 62.96/27.94  																																	|
% 62.96/27.94  																																		| Equations (1392) can reduce 1890 to:
% 62.96/27.94  																																		| (266) $false
% 62.96/27.94  																																		|
% 62.96/27.94  																																		|-The branch is then unsatisfiable
% 62.96/27.94  																																	|-Branch two:
% 62.96/27.94  																																	| (1890)  ~ (all_0_42_42 = e4)
% 62.96/27.94  																																	| (1969) all_0_42_42 = e3 | all_0_42_42 = e1 | all_0_42_42 = e0
% 62.96/27.94  																																	|
% 62.96/27.94  																																		+-Applying beta-rule and splitting (18), into two cases.
% 62.96/27.94  																																		|-Branch one:
% 62.96/27.94  																																		| (453) all_0_41_41 = e1
% 62.96/27.94  																																		|
% 62.96/27.94  																																			| Equations (453) can reduce 214 to:
% 62.96/27.94  																																			| (4055)  ~ (all_0_42_42 = e1)
% 62.96/27.94  																																			|
% 62.96/27.94  																																			| Simplifying 4055 yields:
% 62.96/27.94  																																			| (1380)  ~ (all_0_42_42 = e1)
% 62.96/27.94  																																			|
% 62.96/27.94  																																			| Equations (453) can reduce 43 to:
% 62.96/27.94  																																			| (4059)  ~ (all_0_46_46 = e1)
% 62.96/27.94  																																			|
% 62.96/27.94  																																			| Simplifying 4059 yields:
% 62.96/27.94  																																			| (549)  ~ (all_0_46_46 = e1)
% 62.96/27.94  																																			|
% 62.96/27.94  																																			| Equations (453) can reduce 85 to:
% 62.96/27.94  																																			| (604)  ~ (e2 = e1)
% 62.96/27.94  																																			|
% 62.96/27.94  																																			| Simplifying 604 yields:
% 62.96/27.94  																																			| (122)  ~ (e2 = e1)
% 62.96/27.94  																																			|
% 62.96/27.94  																																			| Equations (453) can reduce 357 to:
% 62.96/27.94  																																			| (233)  ~ (e1 = e0)
% 62.96/27.94  																																			|
% 62.96/27.94  																																			| From (453) and (219) follows:
% 62.96/27.94  																																			| (12512) op(e3, e3) = e1
% 62.96/27.94  																																			|
% 62.96/27.94  																																			+-Applying beta-rule and splitting (123), into two cases.
% 62.96/27.94  																																			|-Branch one:
% 62.96/27.94  																																			| (1794) all_0_46_46 = e2
% 62.96/27.94  																																			|
% 62.96/27.94  																																				| Equations (1794) can reduce 300 to:
% 62.96/27.94  																																				| (266) $false
% 62.96/27.94  																																				|
% 62.96/27.94  																																				|-The branch is then unsatisfiable
% 62.96/27.94  																																			|-Branch two:
% 62.96/27.94  																																			| (300)  ~ (all_0_46_46 = e2)
% 62.96/27.94  																																			| (1797) all_0_46_46 = e4 | all_0_46_46 = e3 | all_0_46_46 = e1 | all_0_46_46 = e0
% 62.96/27.94  																																			|
% 62.96/27.94  																																				+-Applying beta-rule and splitting (1969), into two cases.
% 62.96/27.94  																																				|-Branch one:
% 62.96/27.94  																																				| (559) all_0_42_42 = e0
% 62.96/27.94  																																				|
% 62.96/27.94  																																					| Equations (559) can reduce 358 to:
% 62.96/27.94  																																					| (266) $false
% 62.96/27.94  																																					|
% 62.96/27.94  																																					|-The branch is then unsatisfiable
% 62.96/27.94  																																				|-Branch two:
% 62.96/27.94  																																				| (358)  ~ (all_0_42_42 = e0)
% 62.96/27.94  																																				| (2510) all_0_42_42 = e3 | all_0_42_42 = e1
% 62.96/27.94  																																				|
% 62.96/27.94  																																					+-Applying beta-rule and splitting (1797), into two cases.
% 62.96/27.94  																																					|-Branch one:
% 62.96/27.94  																																					| (770) all_0_46_46 = e4
% 62.96/27.94  																																					|
% 62.96/27.95  																																						| Equations (770) can reduce 549 to:
% 62.96/27.95  																																						| (110)  ~ (e4 = e1)
% 62.96/27.95  																																						|
% 62.96/27.95  																																						+-Applying beta-rule and splitting (135), into two cases.
% 62.96/27.95  																																						|-Branch one:
% 62.96/27.95  																																						| (545) all_0_46_46 = e1
% 62.96/27.95  																																						|
% 62.96/27.95  																																							| Combining equations (545,770) yields a new equation:
% 62.96/27.95  																																							| (630) e4 = e1
% 62.96/27.95  																																							|
% 62.96/27.95  																																							| Equations (630) can reduce 110 to:
% 62.96/27.95  																																							| (266) $false
% 62.96/27.95  																																							|
% 62.96/27.95  																																							|-The branch is then unsatisfiable
% 62.96/27.95  																																						|-Branch two:
% 62.96/27.95  																																						| (549)  ~ (all_0_46_46 = e1)
% 62.96/27.95  																																						| (550) all_0_47_47 = e1 | all_0_48_48 = e1 | all_0_49_49 = e1
% 62.96/27.95  																																						|
% 62.96/27.95  																																							+-Applying beta-rule and splitting (131), into two cases.
% 62.96/27.95  																																							|-Branch one:
% 62.96/27.95  																																							| (459) all_0_42_42 = e1
% 62.96/27.95  																																							|
% 62.96/27.95  																																								| Equations (459) can reduce 1380 to:
% 62.96/27.95  																																								| (266) $false
% 62.96/27.95  																																								|
% 62.96/27.95  																																								|-The branch is then unsatisfiable
% 62.96/27.95  																																							|-Branch two:
% 62.96/27.95  																																							| (1380)  ~ (all_0_42_42 = e1)
% 62.96/27.95  																																							| (3259) all_0_47_47 = e1 | all_0_51_51 = e1 | all_0_56_56 = e1
% 62.96/27.95  																																							|
% 62.96/27.95  																																								+-Applying beta-rule and splitting (54), into two cases.
% 62.96/27.95  																																								|-Branch one:
% 62.96/27.95  																																								| (583) all_0_49_49 = e2
% 62.96/27.95  																																								|
% 62.96/27.95  																																									| Equations (583) can reduce 340 to:
% 62.96/27.95  																																									| (266) $false
% 62.96/27.95  																																									|
% 62.96/27.95  																																									|-The branch is then unsatisfiable
% 62.96/27.95  																																								|-Branch two:
% 62.96/27.95  																																								| (340)  ~ (all_0_49_49 = e2)
% 62.96/27.95  																																								| (586) all_0_49_49 = e4 | all_0_49_49 = e3 | all_0_49_49 = e1 | all_0_49_49 = e0
% 62.96/27.95  																																								|
% 62.96/27.95  																																									+-Applying beta-rule and splitting (2510), into two cases.
% 62.96/27.95  																																									|-Branch one:
% 62.96/27.95  																																									| (459) all_0_42_42 = e1
% 62.96/27.95  																																									|
% 62.96/27.95  																																										| Equations (459) can reduce 1380 to:
% 62.96/27.95  																																										| (266) $false
% 62.96/27.95  																																										|
% 62.96/27.95  																																										|-The branch is then unsatisfiable
% 62.96/27.95  																																									|-Branch two:
% 62.96/27.95  																																									| (1380)  ~ (all_0_42_42 = e1)
% 62.96/27.95  																																									| (516) all_0_42_42 = e3
% 62.96/27.95  																																									|
% 62.96/27.95  																																										| Equations (516) can reduce 61 to:
% 62.96/27.95  																																										| (1925)  ~ (all_0_51_51 = e3)
% 62.96/27.95  																																										|
% 62.96/27.95  																																										| Simplifying 1925 yields:
% 62.96/27.95  																																										| (664)  ~ (all_0_51_51 = e3)
% 62.96/27.95  																																										|
% 62.96/27.95  																																										| From (516) and (210) follows:
% 62.96/27.95  																																										| (4285) op(e3, e2) = e3
% 62.96/27.95  																																										|
% 62.96/27.95  																																										+-Applying beta-rule and splitting (7), into two cases.
% 62.96/27.95  																																										|-Branch one:
% 62.96/27.95  																																										| (504) all_0_51_51 = e2
% 62.96/27.95  																																										|
% 62.96/27.95  																																											| Equations (504) can reduce 1099 to:
% 62.96/27.95  																																											| (266) $false
% 62.96/27.95  																																											|
% 62.96/27.95  																																											|-The branch is then unsatisfiable
% 62.96/27.95  																																										|-Branch two:
% 62.96/27.95  																																										| (1099)  ~ (all_0_51_51 = e2)
% 62.96/27.95  																																										| (1100) all_0_51_51 = e4 | all_0_51_51 = e3 | all_0_51_51 = e1
% 62.96/27.95  																																										|
% 62.96/27.95  																																											+-Applying beta-rule and splitting (26), into two cases.
% 62.96/27.95  																																											|-Branch one:
% 62.96/27.95  																																											| (446) all_0_44_44 = e4
% 62.96/27.95  																																											|
% 62.96/27.95  																																												| From (446) and (138) follows:
% 62.96/27.95  																																												| (4646) op(e3, e0) = e4
% 62.96/27.95  																																												|
% 62.96/27.95  																																												+-Applying beta-rule and splitting (3259), into two cases.
% 62.96/27.95  																																												|-Branch one:
% 62.96/27.95  																																												| (654) all_0_47_47 = e1
% 62.96/27.95  																																												|
% 62.96/27.95  																																													| Combining equations (674,654) yields a new equation:
% 62.96/27.95  																																													| (431) e1 = e0
% 62.96/27.95  																																													|
% 62.96/27.95  																																													| Equations (431) can reduce 233 to:
% 62.96/27.95  																																													| (266) $false
% 62.96/27.95  																																													|
% 62.96/27.95  																																													|-The branch is then unsatisfiable
% 62.96/27.95  																																												|-Branch two:
% 62.96/27.95  																																												| (462)  ~ (all_0_47_47 = e1)
% 62.96/27.95  																																												| (3264) all_0_51_51 = e1 | all_0_56_56 = e1
% 62.96/27.95  																																												|
% 62.96/27.95  																																													| Equations (674) can reduce 462 to:
% 62.96/27.95  																																													| (435)  ~ (e1 = e0)
% 62.96/27.95  																																													|
% 62.96/27.95  																																													| Simplifying 435 yields:
% 62.96/27.95  																																													| (233)  ~ (e1 = e0)
% 62.96/27.95  																																													|
% 62.96/27.95  																																													+-Applying beta-rule and splitting (550), into two cases.
% 62.96/27.95  																																													|-Branch one:
% 62.96/27.95  																																													| (654) all_0_47_47 = e1
% 62.96/27.95  																																													|
% 62.96/27.95  																																														| Combining equations (674,654) yields a new equation:
% 62.96/27.95  																																														| (431) e1 = e0
% 62.96/27.95  																																														|
% 62.96/27.95  																																														| Equations (431) can reduce 233 to:
% 62.96/27.95  																																														| (266) $false
% 62.96/27.95  																																														|
% 62.96/27.95  																																														|-The branch is then unsatisfiable
% 62.96/27.95  																																													|-Branch two:
% 62.96/27.95  																																													| (462)  ~ (all_0_47_47 = e1)
% 62.96/27.95  																																													| (659) all_0_48_48 = e1 | all_0_49_49 = e1
% 62.96/27.95  																																													|
% 62.96/27.95  																																														+-Applying beta-rule and splitting (3264), into two cases.
% 62.96/27.95  																																														|-Branch one:
% 62.96/27.95  																																														| (1109) all_0_51_51 = e1
% 62.96/27.95  																																														|
% 62.96/27.95  																																															| Equations (1109) can reduce 664 to:
% 62.96/27.95  																																															| (467)  ~ (e3 = e1)
% 62.96/27.95  																																															|
% 62.96/27.95  																																															| Simplifying 467 yields:
% 62.96/27.95  																																															| (213)  ~ (e3 = e1)
% 62.96/27.95  																																															|
% 62.96/27.95  																																															| Equations (1109) can reduce 1099 to:
% 62.96/27.95  																																															| (604)  ~ (e2 = e1)
% 62.96/27.95  																																															|
% 62.96/27.95  																																															| Simplifying 604 yields:
% 62.96/27.95  																																															| (122)  ~ (e2 = e1)
% 62.96/27.95  																																															|
% 62.96/27.95  																																															| From (1109) and (186) follows:
% 62.96/27.95  																																															| (699) op(e1, e2) = e1
% 62.96/27.95  																																															|
% 62.96/27.95  																																															+-Applying beta-rule and splitting (418), into two cases.
% 62.96/27.95  																																															|-Branch one:
% 62.96/27.95  																																															| (660) all_0_51_51 = e3
% 62.96/27.95  																																															|
% 62.96/27.95  																																																| Combining equations (1109,660) yields a new equation:
% 62.96/27.95  																																																| (455) e3 = e1
% 62.96/27.95  																																																|
% 62.96/27.95  																																																| Equations (455) can reduce 213 to:
% 62.96/27.95  																																																| (266) $false
% 62.96/27.95  																																																|
% 62.96/27.95  																																																|-The branch is then unsatisfiable
% 62.96/27.95  																																															|-Branch two:
% 62.96/27.95  																																															| (664)  ~ (all_0_51_51 = e3)
% 62.96/27.95  																																															| (665) all_0_53_53 = e3
% 62.96/27.95  																																															|
% 62.96/27.95  																																																| From (665) and (84) follows:
% 62.96/27.95  																																																| (3786) op(e1, e0) = e3
% 62.96/27.95  																																																|
% 62.96/27.95  																																																+-Applying beta-rule and splitting (659), into two cases.
% 62.96/27.95  																																																|-Branch one:
% 62.96/27.95  																																																| (615) all_0_48_48 = e1
% 62.96/27.95  																																																|
% 62.96/27.95  																																																	| Combining equations (335,615) yields a new equation:
% 62.96/27.95  																																																	| (616) e2 = e1
% 62.96/27.95  																																																	|
% 62.96/27.95  																																																	| Simplifying 616 yields:
% 62.96/27.95  																																																	| (617) e2 = e1
% 62.96/27.95  																																																	|
% 62.96/27.95  																																																	| Equations (617) can reduce 122 to:
% 62.96/27.95  																																																	| (266) $false
% 62.96/27.95  																																																	|
% 62.96/27.95  																																																	|-The branch is then unsatisfiable
% 62.96/27.95  																																																|-Branch two:
% 62.96/27.95  																																																| (619)  ~ (all_0_48_48 = e1)
% 62.96/27.95  																																																| (671) all_0_49_49 = e1
% 62.96/27.95  																																																|
% 62.96/27.95  																																																	| Equations (671) can reduce 340 to:
% 62.96/27.95  																																																	| (604)  ~ (e2 = e1)
% 62.96/27.95  																																																	|
% 62.96/27.95  																																																	| Simplifying 604 yields:
% 62.96/27.95  																																																	| (122)  ~ (e2 = e1)
% 62.96/27.95  																																																	|
% 62.96/27.95  																																																	| Equations (671) can reduce 487 to:
% 62.96/27.95  																																																	| (233)  ~ (e1 = e0)
% 62.96/27.95  																																																	|
% 62.96/27.95  																																																	+-Applying beta-rule and splitting (56), into two cases.
% 62.96/27.95  																																																	|-Branch one:
% 62.96/27.95  																																																	| (696) unit = e2
% 62.96/27.95  																																																	|
% 62.96/27.95  																																																		| From (696) and (211) follows:
% 62.96/27.95  																																																		| (1612) op(e2, e1) = e1
% 62.96/27.95  																																																		|
% 62.96/27.95  																																																		| From (696) and (42) follows:
% 62.96/27.95  																																																		| (1613) op(e0, e2) = e0
% 62.96/27.95  																																																		|
% 62.96/27.95  																																																		| Instantiating formula (29) with e2, e1, e1, e2 and discharging atoms op(e2, e1) = e2, op(e2, e1) = e1, yields:
% 62.96/27.95  																																																		| (617) e2 = e1
% 62.96/27.95  																																																		|
% 62.96/27.95  																																																		| Instantiating formula (29) with e0, e2, e0, e2 and discharging atoms op(e0, e2) = e2, op(e0, e2) = e0, yields:
% 62.96/27.95  																																																		| (330) e2 = e0
% 62.96/27.95  																																																		|
% 62.96/27.95  																																																		| Combining equations (617,330) yields a new equation:
% 62.96/27.95  																																																		| (546) e1 = e0
% 62.96/27.95  																																																		|
% 62.96/27.95  																																																		| Simplifying 546 yields:
% 62.96/27.95  																																																		| (431) e1 = e0
% 62.96/27.95  																																																		|
% 62.96/27.95  																																																		| Equations (431) can reduce 233 to:
% 62.96/27.95  																																																		| (266) $false
% 62.96/27.95  																																																		|
% 62.96/27.95  																																																		|-The branch is then unsatisfiable
% 62.96/27.95  																																																	|-Branch two:
% 62.96/27.95  																																																	| (707)  ~ (unit = e2)
% 62.96/27.95  																																																	| (708) unit = e4 | unit = e3 | unit = e1 | unit = e0
% 62.96/27.95  																																																	|
% 62.96/27.95  																																																		+-Applying beta-rule and splitting (708), into two cases.
% 62.96/27.95  																																																		|-Branch one:
% 62.96/27.95  																																																		| (709) unit = e4
% 62.96/27.95  																																																		|
% 62.96/27.95  																																																			| From (709) and (24) follows:
% 62.96/27.95  																																																			| (33325) op(e4, e3) = e3
% 62.96/27.95  																																																			|
% 62.96/27.95  																																																			| From (709) and (211) follows:
% 62.96/27.95  																																																			| (22527) op(e4, e1) = e1
% 62.96/27.95  																																																			|
% 62.96/27.95  																																																			| From (709) and (32) follows:
% 62.96/27.95  																																																			| (712) op(e2, e4) = e2
% 62.96/27.95  																																																			|
% 62.96/27.95  																																																			| Instantiating formula (29) with e4, e3, e3, e0 and discharging atoms op(e4, e3) = e3, op(e4, e3) = e0, yields:
% 62.96/27.95  																																																			| (676) e3 = e0
% 62.96/27.95  																																																			|
% 62.96/27.95  																																																			| Instantiating formula (29) with e4, e1, e1, e3 and discharging atoms op(e4, e1) = e3, op(e4, e1) = e1, yields:
% 62.96/27.95  																																																			| (455) e3 = e1
% 62.96/27.95  																																																			|
% 62.96/27.95  																																																			| Instantiating formula (29) with e2, e4, e2, e3 and discharging atoms op(e2, e4) = e3, op(e2, e4) = e2, yields:
% 62.96/27.95  																																																			| (662) e3 = e2
% 62.96/27.95  																																																			|
% 62.96/27.95  																																																			| Combining equations (455,662) yields a new equation:
% 62.96/27.95  																																																			| (617) e2 = e1
% 62.96/27.95  																																																			|
% 62.96/27.95  																																																			| Combining equations (676,662) yields a new equation:
% 62.96/27.95  																																																			| (330) e2 = e0
% 62.96/27.95  																																																			|
% 62.96/27.95  																																																			| Combining equations (617,330) yields a new equation:
% 62.96/27.95  																																																			| (546) e1 = e0
% 62.96/27.95  																																																			|
% 62.96/27.95  																																																			| Simplifying 546 yields:
% 62.96/27.95  																																																			| (431) e1 = e0
% 62.96/27.95  																																																			|
% 62.96/27.95  																																																			| Equations (431) can reduce 233 to:
% 62.96/27.95  																																																			| (266) $false
% 62.96/27.95  																																																			|
% 62.96/27.95  																																																			|-The branch is then unsatisfiable
% 62.96/27.95  																																																		|-Branch two:
% 62.96/27.95  																																																		| (724)  ~ (unit = e4)
% 62.96/27.95  																																																		| (725) unit = e3 | unit = e1 | unit = e0
% 62.96/27.95  																																																		|
% 62.96/27.95  																																																			+-Applying beta-rule and splitting (725), into two cases.
% 62.96/27.95  																																																			|-Branch one:
% 62.96/27.95  																																																			| (726) unit = e0
% 62.96/27.95  																																																			|
% 62.96/27.95  																																																				| From (726) and (227) follows:
% 62.96/27.95  																																																				| (3205) op(e4, e0) = e4
% 62.96/27.95  																																																				|
% 62.96/27.95  																																																				| From (726) and (40) follows:
% 62.96/27.95  																																																				| (1639) op(e3, e0) = e3
% 62.96/27.95  																																																				|
% 62.96/27.95  																																																				| From (726) and (28) follows:
% 62.96/27.95  																																																				| (2698) op(e1, e0) = e1
% 62.96/27.95  																																																				|
% 62.96/27.95  																																																				| Instantiating formula (29) with e4, e0, e4, e2 and discharging atoms op(e4, e0) = e4, op(e4, e0) = e2, yields:
% 62.96/27.95  																																																				| (323) e4 = e2
% 62.96/27.95  																																																				|
% 62.96/27.95  																																																				| Instantiating formula (29) with e3, e0, e3, e4 and discharging atoms op(e3, e0) = e4, op(e3, e0) = e3, yields:
% 62.96/27.95  																																																				| (425) e4 = e3
% 62.96/27.95  																																																				|
% 62.96/27.95  																																																				| Instantiating formula (29) with e1, e0, e1, e3 and discharging atoms op(e1, e0) = e3, op(e1, e0) = e1, yields:
% 62.96/27.95  																																																				| (455) e3 = e1
% 62.96/27.95  																																																				|
% 62.96/27.95  																																																				| Combining equations (323,425) yields a new equation:
% 62.96/27.95  																																																				| (662) e3 = e2
% 62.96/27.95  																																																				|
% 62.96/27.95  																																																				| Combining equations (662,455) yields a new equation:
% 62.96/27.95  																																																				| (616) e2 = e1
% 62.96/27.95  																																																				|
% 62.96/27.95  																																																				| Simplifying 616 yields:
% 62.96/27.95  																																																				| (617) e2 = e1
% 62.96/27.95  																																																				|
% 62.96/27.95  																																																				| Equations (617) can reduce 122 to:
% 62.96/27.95  																																																				| (266) $false
% 62.96/27.95  																																																				|
% 62.96/27.95  																																																				|-The branch is then unsatisfiable
% 62.96/27.95  																																																			|-Branch two:
% 62.96/27.95  																																																			| (734)  ~ (unit = e0)
% 62.96/27.95  																																																			| (735) unit = e3 | unit = e1
% 62.96/27.95  																																																			|
% 62.96/27.95  																																																				+-Applying beta-rule and splitting (735), into two cases.
% 62.96/27.95  																																																				|-Branch one:
% 62.96/27.95  																																																				| (736) unit = e1
% 62.96/27.95  																																																				|
% 62.96/27.95  																																																					| Equations (736) can reduce 734 to:
% 62.96/27.95  																																																					| (233)  ~ (e1 = e0)
% 62.96/27.95  																																																					|
% 62.96/27.95  																																																					| From (736) and (244) follows:
% 62.96/27.95  																																																					| (738) op(e1, e4) = e4
% 62.96/27.95  																																																					|
% 62.96/27.95  																																																					| From (736) and (24) follows:
% 62.96/27.95  																																																					| (1934) op(e1, e3) = e3
% 62.96/27.95  																																																					|
% 62.96/27.95  																																																					| From (736) and (15) follows:
% 62.96/27.95  																																																					| (515) op(e1, e2) = e2
% 62.96/27.95  																																																					|
% 62.96/27.95  																																																					| From (736) and (227) follows:
% 62.96/27.95  																																																					| (739) op(e4, e1) = e4
% 62.96/27.95  																																																					|
% 62.96/27.95  																																																					| Instantiating formula (29) with e4, e1, e4, e3 and discharging atoms op(e4, e1) = e4, op(e4, e1) = e3, yields:
% 62.96/27.95  																																																					| (425) e4 = e3
% 62.96/27.95  																																																					|
% 62.96/27.95  																																																					| Instantiating formula (29) with e1, e4, e4, e0 and discharging atoms op(e1, e4) = e4, op(e1, e4) = e0, yields:
% 62.96/27.95  																																																					| (397) e4 = e0
% 62.96/27.95  																																																					|
% 62.96/27.95  																																																					| Instantiating formula (29) with e1, e3, e3, e2 and discharging atoms op(e1, e3) = e3, op(e1, e3) = e2, yields:
% 62.96/27.95  																																																					| (662) e3 = e2
% 62.96/27.95  																																																					|
% 62.96/27.95  																																																					| Instantiating formula (29) with e1, e2, e2, e1 and discharging atoms op(e1, e2) = e2, op(e1, e2) = e1, yields:
% 62.96/27.95  																																																					| (617) e2 = e1
% 62.96/27.95  																																																					|
% 62.96/27.95  																																																					| Combining equations (425,397) yields a new equation:
% 62.96/27.95  																																																					| (675) e3 = e0
% 62.96/27.95  																																																					|
% 62.96/27.95  																																																					| Simplifying 675 yields:
% 62.96/27.95  																																																					| (676) e3 = e0
% 62.96/27.95  																																																					|
% 62.96/27.95  																																																					| Combining equations (662,676) yields a new equation:
% 62.96/27.95  																																																					| (391) e2 = e0
% 62.96/27.95  																																																					|
% 62.96/27.95  																																																					| Simplifying 391 yields:
% 62.96/27.95  																																																					| (330) e2 = e0
% 62.96/27.95  																																																					|
% 62.96/27.95  																																																					| Combining equations (330,617) yields a new equation:
% 62.96/27.95  																																																					| (431) e1 = e0
% 62.96/27.95  																																																					|
% 62.96/27.95  																																																					| Equations (431) can reduce 233 to:
% 62.96/27.95  																																																					| (266) $false
% 62.96/27.95  																																																					|
% 62.96/27.95  																																																					|-The branch is then unsatisfiable
% 62.96/27.95  																																																				|-Branch two:
% 62.96/27.95  																																																				| (748)  ~ (unit = e1)
% 62.96/27.95  																																																				| (749) unit = e3
% 62.96/27.95  																																																				|
% 62.96/27.95  																																																					| From (749) and (15) follows:
% 62.96/27.95  																																																					| (751) op(e3, e2) = e2
% 62.96/27.95  																																																					|
% 62.96/27.95  																																																					| From (749) and (40) follows:
% 62.96/27.95  																																																					| (3715) op(e3, e3) = e3
% 62.96/27.95  																																																					|
% 62.96/27.95  																																																					| From (749) and (42) follows:
% 62.96/27.95  																																																					| (752) op(e0, e3) = e0
% 62.96/27.95  																																																					|
% 62.96/27.95  																																																					| Instantiating formula (29) with e3, e3, e3, e1 and discharging atoms op(e3, e3) = e3, op(e3, e3) = e1, yields:
% 62.96/27.95  																																																					| (455) e3 = e1
% 62.96/27.95  																																																					|
% 62.96/27.95  																																																					| Instantiating formula (29) with e3, e2, e2, e3 and discharging atoms op(e3, e2) = e3, op(e3, e2) = e2, yields:
% 62.96/27.95  																																																					| (662) e3 = e2
% 62.96/27.95  																																																					|
% 62.96/27.95  																																																					| Instantiating formula (29) with e0, e3, e0, e3 and discharging atoms op(e0, e3) = e3, op(e0, e3) = e0, yields:
% 62.96/27.95  																																																					| (676) e3 = e0
% 62.96/27.95  																																																					|
% 62.96/27.95  																																																					| Combining equations (455,662) yields a new equation:
% 62.96/27.95  																																																					| (617) e2 = e1
% 62.96/27.95  																																																					|
% 62.96/27.95  																																																					| Combining equations (676,662) yields a new equation:
% 62.96/27.95  																																																					| (330) e2 = e0
% 62.96/27.95  																																																					|
% 62.96/27.95  																																																					| Combining equations (617,330) yields a new equation:
% 62.96/27.95  																																																					| (546) e1 = e0
% 62.96/27.95  																																																					|
% 62.96/27.95  																																																					| Simplifying 546 yields:
% 62.96/27.95  																																																					| (431) e1 = e0
% 62.96/27.95  																																																					|
% 62.96/27.95  																																																					| Equations (431) can reduce 233 to:
% 62.96/27.95  																																																					| (266) $false
% 62.96/27.95  																																																					|
% 62.96/27.95  																																																					|-The branch is then unsatisfiable
% 62.96/27.95  																																														|-Branch two:
% 62.96/27.95  																																														| (464)  ~ (all_0_51_51 = e1)
% 62.96/27.95  																																														| (1569) all_0_56_56 = e1
% 62.96/27.95  																																														|
% 62.96/27.95  																																															| Combining equations (833,1569) yields a new equation:
% 62.96/27.95  																																															| (616) e2 = e1
% 62.96/27.95  																																															|
% 62.96/27.95  																																															| Simplifying 616 yields:
% 62.96/27.95  																																															| (617) e2 = e1
% 62.96/27.95  																																															|
% 62.96/27.95  																																															| Equations (617) can reduce 122 to:
% 62.96/27.95  																																															| (266) $false
% 62.96/27.95  																																															|
% 62.96/27.95  																																															|-The branch is then unsatisfiable
% 62.96/27.95  																																											|-Branch two:
% 62.96/27.95  																																											| (1390)  ~ (all_0_44_44 = e4)
% 62.96/27.95  																																											| (1391) all_0_44_44 = e3 | all_0_44_44 = e1 | all_0_44_44 = e0
% 62.96/27.95  																																											|
% 62.96/27.95  																																												+-Applying beta-rule and splitting (418), into two cases.
% 62.96/27.95  																																												|-Branch one:
% 62.96/27.95  																																												| (660) all_0_51_51 = e3
% 62.96/27.95  																																												|
% 62.96/27.95  																																													| Equations (660) can reduce 664 to:
% 62.96/27.95  																																													| (266) $false
% 62.96/27.95  																																													|
% 62.96/27.95  																																													|-The branch is then unsatisfiable
% 62.96/27.95  																																												|-Branch two:
% 62.96/27.95  																																												| (664)  ~ (all_0_51_51 = e3)
% 62.96/27.95  																																												| (665) all_0_53_53 = e3
% 62.96/27.95  																																												|
% 62.96/27.95  																																													| Equations (665) can reduce 220 to:
% 62.96/27.95  																																													| (407)  ~ (all_0_44_44 = e3)
% 62.96/27.95  																																													|
% 62.96/27.95  																																													+-Applying beta-rule and splitting (160), into two cases.
% 62.96/27.95  																																													|-Branch one:
% 62.96/27.95  																																													| (601) all_0_50_50 = e1
% 62.96/27.95  																																													|
% 62.96/27.95  																																														| Combining equations (378,601) yields a new equation:
% 62.96/27.95  																																														| (616) e2 = e1
% 62.96/27.95  																																														|
% 62.96/27.95  																																														| Simplifying 616 yields:
% 62.96/27.95  																																														| (617) e2 = e1
% 62.96/27.95  																																														|
% 62.96/27.95  																																														| Equations (617) can reduce 122 to:
% 62.96/27.95  																																														| (266) $false
% 62.96/27.95  																																														|
% 62.96/27.95  																																														|-The branch is then unsatisfiable
% 62.96/27.95  																																													|-Branch two:
% 62.96/27.95  																																													| (759)  ~ (all_0_50_50 = e1)
% 62.96/27.95  																																													| (1168) all_0_51_51 = e1 | all_0_52_52 = e1 | all_0_53_53 = e1
% 62.96/27.95  																																													|
% 62.96/27.95  																																														| Equations (378) can reduce 759 to:
% 62.96/27.95  																																														| (122)  ~ (e2 = e1)
% 62.96/27.95  																																														|
% 62.96/27.95  																																														+-Applying beta-rule and splitting (1391), into two cases.
% 62.96/27.95  																																														|-Branch one:
% 62.96/27.95  																																														| (1414) all_0_44_44 = e0
% 62.96/27.95  																																														|
% 62.96/27.95  																																															| Equations (1414) can reduce 360 to:
% 62.96/27.95  																																															| (266) $false
% 62.96/27.95  																																															|
% 62.96/27.95  																																															|-The branch is then unsatisfiable
% 62.96/27.95  																																														|-Branch two:
% 62.96/27.95  																																														| (360)  ~ (all_0_44_44 = e0)
% 62.96/27.95  																																														| (1417) all_0_44_44 = e3 | all_0_44_44 = e1
% 62.96/27.95  																																														|
% 62.96/27.95  																																															+-Applying beta-rule and splitting (550), into two cases.
% 62.96/27.95  																																															|-Branch one:
% 62.96/27.95  																																															| (654) all_0_47_47 = e1
% 62.96/27.95  																																															|
% 62.96/27.95  																																																| Combining equations (674,654) yields a new equation:
% 62.96/27.95  																																																| (431) e1 = e0
% 62.96/27.95  																																																|
% 62.96/27.95  																																																| Equations (431) can reduce 233 to:
% 62.96/27.95  																																																| (266) $false
% 62.96/27.95  																																																|
% 62.96/27.95  																																																|-The branch is then unsatisfiable
% 62.96/27.95  																																															|-Branch two:
% 62.96/27.95  																																															| (462)  ~ (all_0_47_47 = e1)
% 62.96/27.95  																																															| (659) all_0_48_48 = e1 | all_0_49_49 = e1
% 62.96/27.95  																																															|
% 62.96/27.95  																																																+-Applying beta-rule and splitting (659), into two cases.
% 62.96/27.95  																																																|-Branch one:
% 62.96/27.95  																																																| (615) all_0_48_48 = e1
% 62.96/27.95  																																																|
% 62.96/27.95  																																																	| Combining equations (335,615) yields a new equation:
% 62.96/27.95  																																																	| (616) e2 = e1
% 62.96/27.95  																																																	|
% 62.96/27.95  																																																	| Simplifying 616 yields:
% 62.96/27.95  																																																	| (617) e2 = e1
% 62.96/27.95  																																																	|
% 62.96/27.95  																																																	| Equations (617) can reduce 122 to:
% 62.96/27.95  																																																	| (266) $false
% 62.96/27.95  																																																	|
% 62.96/27.95  																																																	|-The branch is then unsatisfiable
% 62.96/27.95  																																																|-Branch two:
% 62.96/27.95  																																																| (619)  ~ (all_0_48_48 = e1)
% 62.96/27.95  																																																| (671) all_0_49_49 = e1
% 62.96/27.95  																																																|
% 62.96/27.95  																																																	| Equations (671) can reduce 9 to:
% 62.96/27.95  																																																	| (639)  ~ (all_0_44_44 = e1)
% 62.96/27.95  																																																	|
% 62.96/27.95  																																																	+-Applying beta-rule and splitting (1417), into two cases.
% 62.96/27.95  																																																	|-Branch one:
% 62.96/27.95  																																																	| (635) all_0_44_44 = e1
% 62.96/27.95  																																																	|
% 62.96/27.95  																																																		| Equations (635) can reduce 639 to:
% 62.96/27.95  																																																		| (266) $false
% 62.96/27.95  																																																		|
% 62.96/27.95  																																																		|-The branch is then unsatisfiable
% 62.96/27.95  																																																	|-Branch two:
% 62.96/27.95  																																																	| (639)  ~ (all_0_44_44 = e1)
% 62.96/27.95  																																																	| (532) all_0_44_44 = e3
% 62.96/27.95  																																																	|
% 62.96/27.95  																																																		| Equations (532) can reduce 407 to:
% 62.96/27.95  																																																		| (266) $false
% 62.96/27.95  																																																		|
% 62.96/27.95  																																																		|-The branch is then unsatisfiable
% 62.96/27.96  																																					|-Branch two:
% 62.96/27.96  																																					| (250)  ~ (all_0_46_46 = e4)
% 62.96/27.96  																																					| (1801) all_0_46_46 = e3 | all_0_46_46 = e1 | all_0_46_46 = e0
% 62.96/27.96  																																					|
% 62.96/27.96  																																						+-Applying beta-rule and splitting (135), into two cases.
% 62.96/27.96  																																						|-Branch one:
% 62.96/27.96  																																						| (545) all_0_46_46 = e1
% 62.96/27.96  																																						|
% 62.96/27.96  																																							| Equations (545) can reduce 549 to:
% 62.96/27.96  																																							| (266) $false
% 62.96/27.96  																																							|
% 62.96/27.96  																																							|-The branch is then unsatisfiable
% 62.96/27.96  																																						|-Branch two:
% 62.96/27.96  																																						| (549)  ~ (all_0_46_46 = e1)
% 62.96/27.96  																																						| (550) all_0_47_47 = e1 | all_0_48_48 = e1 | all_0_49_49 = e1
% 62.96/27.96  																																						|
% 62.96/27.96  																																							+-Applying beta-rule and splitting (1801), into two cases.
% 62.96/27.96  																																							|-Branch one:
% 62.96/27.96  																																							| (538) all_0_46_46 = e0
% 62.96/27.96  																																							|
% 62.96/27.96  																																								| Equations (538) can reduce 831 to:
% 62.96/27.96  																																								| (266) $false
% 62.96/27.96  																																								|
% 62.96/27.96  																																								|-The branch is then unsatisfiable
% 62.96/27.96  																																							|-Branch two:
% 62.96/27.96  																																							| (831)  ~ (all_0_46_46 = e0)
% 62.96/27.96  																																							| (1838) all_0_46_46 = e3 | all_0_46_46 = e1
% 62.96/27.96  																																							|
% 62.96/27.96  																																								+-Applying beta-rule and splitting (1838), into two cases.
% 62.96/27.96  																																								|-Branch one:
% 62.96/27.96  																																								| (545) all_0_46_46 = e1
% 62.96/27.96  																																								|
% 62.96/27.96  																																									| Equations (545) can reduce 549 to:
% 62.96/27.96  																																									| (266) $false
% 62.96/27.96  																																									|
% 62.96/27.96  																																									|-The branch is then unsatisfiable
% 62.96/27.96  																																								|-Branch two:
% 62.96/27.96  																																								| (549)  ~ (all_0_46_46 = e1)
% 62.96/27.96  																																								| (1557) all_0_46_46 = e3
% 62.96/27.96  																																								|
% 62.96/27.96  																																									| Equations (1557) can reduce 409 to:
% 62.96/27.96  																																									| (266) $false
% 62.96/27.96  																																									|
% 62.96/27.96  																																									|-The branch is then unsatisfiable
% 62.96/27.96  																																		|-Branch two:
% 62.96/27.96  																																		| (457)  ~ (all_0_41_41 = e1)
% 62.96/27.96  																																		| (595) all_0_46_46 = e1 | all_0_50_50 = e1 | all_0_55_55 = e1
% 62.96/27.96  																																		|
% 62.96/27.96  																																			+-Applying beta-rule and splitting (27), into two cases.
% 62.96/27.96  																																			|-Branch one:
% 62.96/27.96  																																			| (437) all_0_41_41 = e4
% 62.96/27.96  																																			|
% 62.96/27.96  																																				| Equations (437) can reduce 214 to:
% 62.96/27.96  																																				| (1901)  ~ (all_0_42_42 = e4)
% 62.96/27.96  																																				|
% 62.96/27.96  																																				| Simplifying 1901 yields:
% 62.96/27.96  																																				| (1890)  ~ (all_0_42_42 = e4)
% 62.96/27.96  																																				|
% 62.96/27.96  																																				| Equations (437) can reduce 43 to:
% 62.96/27.96  																																				| (249)  ~ (all_0_46_46 = e4)
% 62.96/27.96  																																				|
% 62.96/27.96  																																				| Simplifying 249 yields:
% 62.96/27.96  																																				| (250)  ~ (all_0_46_46 = e4)
% 62.96/27.96  																																				|
% 62.96/27.96  																																				| Equations (437) can reduce 1898 to:
% 62.96/27.96  																																				| (188)  ~ (e4 = e3)
% 62.96/27.96  																																				|
% 62.96/27.96  																																				| Equations (437) can reduce 85 to:
% 62.96/27.96  																																				| (48)  ~ (e4 = e2)
% 62.96/27.96  																																				|
% 62.96/27.96  																																				| Equations (437) can reduce 357 to:
% 62.96/27.96  																																				| (49)  ~ (e4 = e0)
% 62.96/27.96  																																				|
% 62.96/27.96  																																				| From (437) and (219) follows:
% 62.96/27.96  																																				| (1913) op(e3, e3) = e4
% 62.96/27.96  																																				|
% 62.96/27.96  																																				+-Applying beta-rule and splitting (123), into two cases.
% 62.96/27.96  																																				|-Branch one:
% 62.96/27.96  																																				| (1794) all_0_46_46 = e2
% 62.96/27.96  																																				|
% 62.96/27.96  																																					| Equations (1794) can reduce 300 to:
% 62.96/27.96  																																					| (266) $false
% 62.96/27.96  																																					|
% 62.96/27.96  																																					|-The branch is then unsatisfiable
% 62.96/27.96  																																				|-Branch two:
% 62.96/27.96  																																				| (300)  ~ (all_0_46_46 = e2)
% 62.96/27.96  																																				| (1797) all_0_46_46 = e4 | all_0_46_46 = e3 | all_0_46_46 = e1 | all_0_46_46 = e0
% 62.96/27.96  																																				|
% 62.96/27.96  																																					+-Applying beta-rule and splitting (206), into two cases.
% 62.96/27.96  																																					|-Branch one:
% 62.96/27.96  																																					| (248) all_0_45_45 = e4
% 62.96/27.96  																																					|
% 62.96/27.96  																																						| Combining equations (248,423) yields a new equation:
% 62.96/27.96  																																						| (424) e4 = e3
% 62.96/27.96  																																						|
% 62.96/27.96  																																						| Simplifying 424 yields:
% 62.96/27.96  																																						| (425) e4 = e3
% 62.96/27.96  																																						|
% 62.96/27.96  																																						| Equations (425) can reduce 188 to:
% 62.96/27.96  																																						| (266) $false
% 62.96/27.96  																																						|
% 62.96/27.96  																																						|-The branch is then unsatisfiable
% 62.96/27.96  																																					|-Branch two:
% 62.96/27.96  																																					| (60416)  ~ (all_0_45_45 = e4)
% 62.96/27.96  																																					| (61457) all_0_46_46 = e4 | all_0_47_47 = e4 | all_0_48_48 = e4 | all_0_49_49 = e4
% 62.96/27.96  																																					|
% 62.96/27.96  																																						+-Applying beta-rule and splitting (1797), into two cases.
% 62.96/27.96  																																						|-Branch one:
% 62.96/27.96  																																						| (770) all_0_46_46 = e4
% 62.96/27.96  																																						|
% 62.96/27.96  																																							| Equations (770) can reduce 250 to:
% 62.96/27.96  																																							| (266) $false
% 62.96/27.96  																																							|
% 62.96/27.96  																																							|-The branch is then unsatisfiable
% 62.96/27.96  																																						|-Branch two:
% 62.96/27.96  																																						| (250)  ~ (all_0_46_46 = e4)
% 62.96/27.96  																																						| (1801) all_0_46_46 = e3 | all_0_46_46 = e1 | all_0_46_46 = e0
% 62.96/27.96  																																						|
% 62.96/27.96  																																							+-Applying beta-rule and splitting (61457), into two cases.
% 62.96/27.96  																																							|-Branch one:
% 62.96/27.96  																																							| (770) all_0_46_46 = e4
% 62.96/27.96  																																							|
% 62.96/27.96  																																								| Equations (770) can reduce 250 to:
% 62.96/27.96  																																								| (266) $false
% 62.96/27.96  																																								|
% 62.96/27.96  																																								|-The branch is then unsatisfiable
% 62.96/27.96  																																							|-Branch two:
% 62.96/27.96  																																							| (250)  ~ (all_0_46_46 = e4)
% 62.96/27.96  																																							| (61466) all_0_47_47 = e4 | all_0_48_48 = e4 | all_0_49_49 = e4
% 62.96/27.96  																																							|
% 62.96/27.96  																																								+-Applying beta-rule and splitting (1801), into two cases.
% 62.96/27.96  																																								|-Branch one:
% 62.96/27.96  																																								| (538) all_0_46_46 = e0
% 62.96/27.96  																																								|
% 62.96/27.96  																																									| Equations (538) can reduce 831 to:
% 62.96/27.96  																																									| (266) $false
% 62.96/27.96  																																									|
% 62.96/27.96  																																									|-The branch is then unsatisfiable
% 62.96/27.96  																																								|-Branch two:
% 62.96/27.96  																																								| (831)  ~ (all_0_46_46 = e0)
% 62.96/27.96  																																								| (1838) all_0_46_46 = e3 | all_0_46_46 = e1
% 62.96/27.96  																																								|
% 62.96/27.96  																																									+-Applying beta-rule and splitting (61466), into two cases.
% 62.96/27.96  																																									|-Branch one:
% 62.96/27.96  																																									| (1790) all_0_47_47 = e4
% 62.96/27.96  																																									|
% 62.96/27.96  																																										| Combining equations (674,1790) yields a new equation:
% 62.96/27.96  																																										| (397) e4 = e0
% 62.96/27.96  																																										|
% 62.96/27.96  																																										| Equations (397) can reduce 49 to:
% 62.96/27.96  																																										| (266) $false
% 62.96/27.96  																																										|
% 62.96/27.96  																																										|-The branch is then unsatisfiable
% 62.96/27.96  																																									|-Branch two:
% 62.96/27.96  																																									| (252)  ~ (all_0_47_47 = e4)
% 62.96/27.96  																																									| (61479) all_0_48_48 = e4 | all_0_49_49 = e4
% 62.96/27.96  																																									|
% 62.96/27.96  																																										+-Applying beta-rule and splitting (1838), into two cases.
% 62.96/27.96  																																										|-Branch one:
% 62.96/27.96  																																										| (545) all_0_46_46 = e1
% 62.96/27.96  																																										|
% 62.96/27.96  																																											| Equations (545) can reduce 208 to:
% 62.96/27.96  																																											| (1419)  ~ (all_0_49_49 = e1)
% 62.96/27.96  																																											|
% 62.96/27.96  																																											| Simplifying 1419 yields:
% 62.96/27.96  																																											| (1064)  ~ (all_0_49_49 = e1)
% 62.96/27.96  																																											|
% 62.96/27.96  																																											| Equations (545) can reduce 409 to:
% 62.96/27.96  																																											| (467)  ~ (e3 = e1)
% 62.96/27.96  																																											|
% 62.96/27.97  																																											| Simplifying 467 yields:
% 62.96/27.97  																																											| (213)  ~ (e3 = e1)
% 62.96/27.97  																																											|
% 62.96/27.97  																																											| Equations (545) can reduce 300 to:
% 62.96/27.97  																																											| (604)  ~ (e2 = e1)
% 62.96/27.97  																																											|
% 62.96/27.97  																																											| Simplifying 604 yields:
% 62.96/27.97  																																											| (122)  ~ (e2 = e1)
% 62.96/27.97  																																											|
% 62.96/27.97  																																											| Equations (545) can reduce 831 to:
% 62.96/27.97  																																											| (233)  ~ (e1 = e0)
% 62.96/27.97  																																											|
% 62.96/27.97  																																											+-Applying beta-rule and splitting (54), into two cases.
% 62.96/27.97  																																											|-Branch one:
% 62.96/27.97  																																											| (583) all_0_49_49 = e2
% 62.96/27.97  																																											|
% 62.96/27.97  																																												| Equations (583) can reduce 340 to:
% 62.96/27.97  																																												| (266) $false
% 62.96/27.97  																																												|
% 62.96/27.97  																																												|-The branch is then unsatisfiable
% 62.96/27.97  																																											|-Branch two:
% 62.96/27.97  																																											| (340)  ~ (all_0_49_49 = e2)
% 62.96/27.97  																																											| (586) all_0_49_49 = e4 | all_0_49_49 = e3 | all_0_49_49 = e1 | all_0_49_49 = e0
% 62.96/27.97  																																											|
% 62.96/27.97  																																												+-Applying beta-rule and splitting (61479), into two cases.
% 62.96/27.97  																																												|-Branch one:
% 62.96/27.97  																																												| (943) all_0_48_48 = e4
% 62.96/27.97  																																												|
% 62.96/27.97  																																													| Combining equations (335,943) yields a new equation:
% 62.96/27.97  																																													| (323) e4 = e2
% 62.96/27.97  																																													|
% 62.96/27.97  																																													| Equations (323) can reduce 48 to:
% 62.96/27.97  																																													| (266) $false
% 62.96/27.97  																																													|
% 62.96/27.97  																																													|-The branch is then unsatisfiable
% 62.96/27.97  																																												|-Branch two:
% 62.96/27.97  																																												| (254)  ~ (all_0_48_48 = e4)
% 62.96/27.97  																																												| (974) all_0_49_49 = e4
% 62.96/27.97  																																												|
% 62.96/27.97  																																													| Equations (974) can reduce 340 to:
% 62.96/27.97  																																													| (48)  ~ (e4 = e2)
% 62.96/27.97  																																													|
% 62.96/27.97  																																													| Equations (974) can reduce 1064 to:
% 62.96/27.97  																																													| (110)  ~ (e4 = e1)
% 62.96/27.97  																																													|
% 62.96/27.97  																																													| From (974) and (55) follows:
% 62.96/27.97  																																													| (61486) op(e2, e0) = e4
% 62.96/27.97  																																													|
% 62.96/27.97  																																													+-Applying beta-rule and splitting (131), into two cases.
% 62.96/27.97  																																													|-Branch one:
% 62.96/27.97  																																													| (459) all_0_42_42 = e1
% 62.96/27.97  																																													|
% 62.96/27.97  																																														| Equations (459) can reduce 73 to:
% 62.96/27.97  																																														| (4057)  ~ (all_0_44_44 = e1)
% 62.96/27.97  																																														|
% 62.96/27.97  																																														| Simplifying 4057 yields:
% 62.96/27.97  																																														| (639)  ~ (all_0_44_44 = e1)
% 62.96/27.97  																																														|
% 62.96/27.97  																																														| Equations (459) can reduce 61 to:
% 62.96/27.97  																																														| (463)  ~ (all_0_51_51 = e1)
% 62.96/27.97  																																														|
% 62.96/27.97  																																														| Simplifying 463 yields:
% 62.96/27.97  																																														| (464)  ~ (all_0_51_51 = e1)
% 62.96/27.97  																																														|
% 62.96/27.97  																																														| Equations (459) can reduce 1890 to:
% 62.96/27.97  																																														| (602)  ~ (e4 = e1)
% 62.96/27.97  																																														|
% 62.96/27.97  																																														| Simplifying 602 yields:
% 62.96/27.97  																																														| (110)  ~ (e4 = e1)
% 62.96/27.97  																																														|
% 62.96/27.97  																																														| Equations (459) can reduce 51 to:
% 62.96/27.97  																																														| (604)  ~ (e2 = e1)
% 62.96/27.97  																																														|
% 62.96/27.97  																																														| Simplifying 604 yields:
% 62.96/27.97  																																														| (122)  ~ (e2 = e1)
% 62.96/27.97  																																														|
% 62.96/27.97  																																														+-Applying beta-rule and splitting (160), into two cases.
% 62.96/27.97  																																														|-Branch one:
% 62.96/27.97  																																														| (601) all_0_50_50 = e1
% 62.96/27.97  																																														|
% 62.96/27.97  																																															| Combining equations (378,601) yields a new equation:
% 62.96/27.97  																																															| (616) e2 = e1
% 62.96/27.97  																																															|
% 62.96/27.97  																																															| Simplifying 616 yields:
% 62.96/27.97  																																															| (617) e2 = e1
% 62.96/27.97  																																															|
% 62.96/27.97  																																															| Equations (617) can reduce 122 to:
% 62.96/27.97  																																															| (266) $false
% 62.96/27.97  																																															|
% 62.96/27.97  																																															|-The branch is then unsatisfiable
% 62.96/27.97  																																														|-Branch two:
% 62.96/27.97  																																														| (759)  ~ (all_0_50_50 = e1)
% 62.96/27.97  																																														| (1168) all_0_51_51 = e1 | all_0_52_52 = e1 | all_0_53_53 = e1
% 62.96/27.97  																																														|
% 62.96/27.97  																																															+-Applying beta-rule and splitting (180), into two cases.
% 62.96/27.97  																																															|-Branch one:
% 62.96/27.97  																																															| (516) all_0_42_42 = e3
% 62.96/27.97  																																															|
% 62.96/27.97  																																																| Combining equations (516,459) yields a new equation:
% 62.96/27.97  																																																| (454) e3 = e1
% 62.96/27.97  																																																|
% 62.96/27.97  																																																| Simplifying 454 yields:
% 62.96/27.97  																																																| (455) e3 = e1
% 62.96/27.97  																																																|
% 62.96/27.97  																																																| Equations (455) can reduce 213 to:
% 62.96/27.97  																																																| (266) $false
% 62.96/27.97  																																																|
% 62.96/27.97  																																																|-The branch is then unsatisfiable
% 62.96/27.97  																																															|-Branch two:
% 62.96/27.97  																																															| (405)  ~ (all_0_42_42 = e3)
% 62.96/27.97  																																															| (521) all_0_47_47 = e3 | all_0_51_51 = e3 | all_0_56_56 = e3
% 62.96/27.97  																																															|
% 62.96/27.97  																																																| Equations (459) can reduce 405 to:
% 62.96/27.97  																																																| (467)  ~ (e3 = e1)
% 62.96/27.97  																																																|
% 62.96/27.97  																																																| Simplifying 467 yields:
% 62.96/27.97  																																																| (213)  ~ (e3 = e1)
% 62.96/27.97  																																																|
% 62.96/27.97  																																																+-Applying beta-rule and splitting (1899), into two cases.
% 62.96/27.97  																																																|-Branch one:
% 62.96/27.97  																																																| (516) all_0_42_42 = e3
% 62.96/27.97  																																																|
% 62.96/27.97  																																																	| Combining equations (516,459) yields a new equation:
% 62.96/27.97  																																																	| (454) e3 = e1
% 62.96/27.97  																																																	|
% 62.96/27.97  																																																	| Simplifying 454 yields:
% 62.96/27.97  																																																	| (455) e3 = e1
% 62.96/27.97  																																																	|
% 62.96/27.97  																																																	| Equations (455) can reduce 213 to:
% 62.96/27.97  																																																	| (266) $false
% 62.96/27.97  																																																	|
% 62.96/27.97  																																																	|-The branch is then unsatisfiable
% 62.96/27.97  																																																|-Branch two:
% 62.96/27.97  																																																| (405)  ~ (all_0_42_42 = e3)
% 62.96/27.97  																																																| (532) all_0_44_44 = e3
% 62.96/27.97  																																																|
% 62.96/27.97  																																																	| Equations (532) can reduce 220 to:
% 62.96/27.97  																																																	| (1114)  ~ (all_0_53_53 = e3)
% 62.96/27.97  																																																	|
% 62.96/27.97  																																																	| Simplifying 1114 yields:
% 62.96/27.97  																																																	| (903)  ~ (all_0_53_53 = e3)
% 62.96/27.97  																																																	|
% 62.96/27.97  																																																	| Equations (532) can reduce 639 to:
% 62.96/27.97  																																																	| (213)  ~ (e3 = e1)
% 62.96/27.97  																																																	|
% 62.96/27.97  																																																	+-Applying beta-rule and splitting (112), into two cases.
% 62.96/27.97  																																																	|-Branch one:
% 62.96/27.97  																																																	| (635) all_0_44_44 = e1
% 62.96/27.97  																																																	|
% 62.96/27.97  																																																		| Combining equations (635,532) yields a new equation:
% 62.96/27.97  																																																		| (455) e3 = e1
% 62.96/27.97  																																																		|
% 62.96/27.97  																																																		| Equations (455) can reduce 213 to:
% 62.96/27.97  																																																		| (266) $false
% 62.96/27.97  																																																		|
% 62.96/27.97  																																																		|-The branch is then unsatisfiable
% 62.96/27.97  																																																	|-Branch two:
% 62.96/27.97  																																																	| (639)  ~ (all_0_44_44 = e1)
% 62.96/27.97  																																																	| (640) all_0_49_49 = e1 | all_0_53_53 = e1 | all_0_58_58 = e1
% 62.96/27.97  																																																	|
% 62.96/27.97  																																																		+-Applying beta-rule and splitting (1168), into two cases.
% 62.96/27.97  																																																		|-Branch one:
% 62.96/27.97  																																																		| (1109) all_0_51_51 = e1
% 62.96/27.97  																																																		|
% 62.96/27.97  																																																			| Equations (1109) can reduce 464 to:
% 62.96/27.97  																																																			| (266) $false
% 62.96/27.97  																																																			|
% 62.96/27.97  																																																			|-The branch is then unsatisfiable
% 62.96/27.97  																																																		|-Branch two:
% 62.96/27.97  																																																		| (464)  ~ (all_0_51_51 = e1)
% 62.96/27.97  																																																		| (1202) all_0_52_52 = e1 | all_0_53_53 = e1
% 62.96/27.97  																																																		|
% 62.96/27.97  																																																			+-Applying beta-rule and splitting (418), into two cases.
% 62.96/27.97  																																																			|-Branch one:
% 62.96/27.97  																																																			| (660) all_0_51_51 = e3
% 62.96/27.97  																																																			|
% 62.96/27.97  																																																				| From (660) and (186) follows:
% 62.96/27.97  																																																				| (1552) op(e1, e2) = e3
% 62.96/27.97  																																																				|
% 62.96/27.97  																																																				+-Applying beta-rule and splitting (640), into two cases.
% 62.96/27.97  																																																				|-Branch one:
% 62.96/27.97  																																																				| (671) all_0_49_49 = e1
% 62.96/27.97  																																																				|
% 62.96/27.97  																																																					| Combining equations (974,671) yields a new equation:
% 62.96/27.97  																																																					| (636) e4 = e1
% 62.96/27.97  																																																					|
% 62.96/27.97  																																																					| Simplifying 636 yields:
% 62.96/27.97  																																																					| (630) e4 = e1
% 62.96/27.97  																																																					|
% 62.96/27.97  																																																					| Equations (630) can reduce 110 to:
% 62.96/27.97  																																																					| (266) $false
% 62.96/27.97  																																																					|
% 62.96/27.97  																																																					|-The branch is then unsatisfiable
% 62.96/27.97  																																																				|-Branch two:
% 62.96/27.97  																																																				| (1064)  ~ (all_0_49_49 = e1)
% 62.96/27.97  																																																				| (2141) all_0_53_53 = e1 | all_0_58_58 = e1
% 62.96/27.97  																																																				|
% 62.96/27.97  																																																					| Equations (974) can reduce 1064 to:
% 62.96/27.97  																																																					| (110)  ~ (e4 = e1)
% 62.96/27.97  																																																					|
% 62.96/27.97  																																																					+-Applying beta-rule and splitting (1202), into two cases.
% 62.96/27.97  																																																					|-Branch one:
% 62.96/27.97  																																																					| (642) all_0_52_52 = e1
% 62.96/27.97  																																																					|
% 62.96/27.97  																																																						| Combining equations (642,565) yields a new equation:
% 62.96/27.97  																																																						| (630) e4 = e1
% 62.96/27.97  																																																						|
% 62.96/27.97  																																																						| Equations (630) can reduce 110 to:
% 62.96/27.97  																																																						| (266) $false
% 62.96/27.97  																																																						|
% 62.96/27.97  																																																						|-The branch is then unsatisfiable
% 62.96/27.97  																																																					|-Branch two:
% 62.96/27.97  																																																					| (646)  ~ (all_0_52_52 = e1)
% 62.96/27.97  																																																					| (1208) all_0_53_53 = e1
% 62.96/27.97  																																																					|
% 62.96/27.97  																																																						| Equations (1208) can reduce 247 to:
% 62.96/27.97  																																																						| (233)  ~ (e1 = e0)
% 62.96/27.97  																																																						|
% 62.96/27.97  																																																						+-Applying beta-rule and splitting (56), into two cases.
% 62.96/27.97  																																																						|-Branch one:
% 62.96/27.97  																																																						| (696) unit = e2
% 62.96/27.97  																																																						|
% 62.96/27.97  																																																							| From (696) and (211) follows:
% 62.96/27.97  																																																							| (1612) op(e2, e1) = e1
% 62.96/27.97  																																																							|
% 62.96/27.97  																																																							| From (696) and (42) follows:
% 62.96/27.97  																																																							| (1613) op(e0, e2) = e0
% 62.96/27.97  																																																							|
% 62.96/27.97  																																																							| Instantiating formula (29) with e2, e1, e1, e2 and discharging atoms op(e2, e1) = e2, op(e2, e1) = e1, yields:
% 62.96/27.97  																																																							| (617) e2 = e1
% 62.96/27.97  																																																							|
% 62.96/27.97  																																																							| Instantiating formula (29) with e0, e2, e0, e2 and discharging atoms op(e0, e2) = e2, op(e0, e2) = e0, yields:
% 62.96/27.97  																																																							| (330) e2 = e0
% 62.96/27.97  																																																							|
% 62.96/27.97  																																																							| Combining equations (617,330) yields a new equation:
% 62.96/27.97  																																																							| (546) e1 = e0
% 62.96/27.97  																																																							|
% 62.96/27.97  																																																							| Simplifying 546 yields:
% 62.96/27.97  																																																							| (431) e1 = e0
% 62.96/27.97  																																																							|
% 62.96/27.97  																																																							| Equations (431) can reduce 233 to:
% 62.96/27.97  																																																							| (266) $false
% 62.96/27.97  																																																							|
% 62.96/27.97  																																																							|-The branch is then unsatisfiable
% 62.96/27.97  																																																						|-Branch two:
% 62.96/27.97  																																																						| (707)  ~ (unit = e2)
% 62.96/27.97  																																																						| (708) unit = e4 | unit = e3 | unit = e1 | unit = e0
% 62.96/27.97  																																																						|
% 62.96/27.97  																																																							+-Applying beta-rule and splitting (708), into two cases.
% 62.96/27.97  																																																							|-Branch one:
% 62.96/27.97  																																																							| (709) unit = e4
% 62.96/27.97  																																																							|
% 62.96/27.97  																																																								| From (709) and (24) follows:
% 62.96/27.97  																																																								| (33325) op(e4, e3) = e3
% 62.96/27.97  																																																								|
% 62.96/27.97  																																																								| From (709) and (211) follows:
% 62.96/27.97  																																																								| (22527) op(e4, e1) = e1
% 62.96/27.97  																																																								|
% 62.96/27.97  																																																								| From (709) and (32) follows:
% 62.96/27.97  																																																								| (712) op(e2, e4) = e2
% 62.96/27.97  																																																								|
% 62.96/27.97  																																																								| Instantiating formula (29) with e4, e3, e3, e0 and discharging atoms op(e4, e3) = e3, op(e4, e3) = e0, yields:
% 62.96/27.97  																																																								| (676) e3 = e0
% 62.96/27.97  																																																								|
% 62.96/27.97  																																																								| Instantiating formula (29) with e4, e1, e1, e3 and discharging atoms op(e4, e1) = e3, op(e4, e1) = e1, yields:
% 62.96/27.97  																																																								| (455) e3 = e1
% 62.96/27.97  																																																								|
% 62.96/27.97  																																																								| Instantiating formula (29) with e2, e4, e2, e3 and discharging atoms op(e2, e4) = e3, op(e2, e4) = e2, yields:
% 62.96/27.97  																																																								| (662) e3 = e2
% 62.96/27.97  																																																								|
% 62.96/27.97  																																																								| Combining equations (455,662) yields a new equation:
% 62.96/27.97  																																																								| (617) e2 = e1
% 62.96/27.97  																																																								|
% 62.96/27.97  																																																								| Combining equations (676,662) yields a new equation:
% 62.96/27.97  																																																								| (330) e2 = e0
% 62.96/27.97  																																																								|
% 62.96/27.97  																																																								| Combining equations (617,330) yields a new equation:
% 62.96/27.97  																																																								| (546) e1 = e0
% 62.96/27.97  																																																								|
% 62.96/27.97  																																																								| Simplifying 546 yields:
% 62.96/27.97  																																																								| (431) e1 = e0
% 62.96/27.97  																																																								|
% 62.96/27.97  																																																								| Equations (431) can reduce 233 to:
% 62.96/27.97  																																																								| (266) $false
% 62.96/27.97  																																																								|
% 62.96/27.97  																																																								|-The branch is then unsatisfiable
% 62.96/27.97  																																																							|-Branch two:
% 62.96/27.97  																																																							| (724)  ~ (unit = e4)
% 62.96/27.97  																																																							| (725) unit = e3 | unit = e1 | unit = e0
% 62.96/27.97  																																																							|
% 62.96/27.97  																																																								+-Applying beta-rule and splitting (725), into two cases.
% 62.96/27.97  																																																								|-Branch one:
% 62.96/27.97  																																																								| (726) unit = e0
% 62.96/27.97  																																																								|
% 62.96/27.97  																																																									| From (726) and (32) follows:
% 62.96/27.97  																																																									| (727) op(e2, e0) = e2
% 62.96/27.97  																																																									|
% 62.96/27.97  																																																									| Instantiating formula (29) with e2, e0, e2, e4 and discharging atoms op(e2, e0) = e4, op(e2, e0) = e2, yields:
% 62.96/27.97  																																																									| (323) e4 = e2
% 62.96/27.97  																																																									|
% 62.96/27.97  																																																									| Equations (323) can reduce 48 to:
% 62.96/27.97  																																																									| (266) $false
% 62.96/27.97  																																																									|
% 62.96/27.97  																																																									|-The branch is then unsatisfiable
% 62.96/27.97  																																																								|-Branch two:
% 62.96/27.97  																																																								| (734)  ~ (unit = e0)
% 62.96/27.97  																																																								| (735) unit = e3 | unit = e1
% 62.96/27.97  																																																								|
% 62.96/27.97  																																																									+-Applying beta-rule and splitting (735), into two cases.
% 62.96/27.97  																																																									|-Branch one:
% 62.96/27.97  																																																									| (736) unit = e1
% 62.96/27.97  																																																									|
% 62.96/27.97  																																																										| Equations (736) can reduce 734 to:
% 62.96/27.97  																																																										| (233)  ~ (e1 = e0)
% 62.96/27.97  																																																										|
% 62.96/27.97  																																																										| From (736) and (244) follows:
% 62.96/27.97  																																																										| (738) op(e1, e4) = e4
% 62.96/27.97  																																																										|
% 62.96/27.97  																																																										| From (736) and (15) follows:
% 62.96/27.97  																																																										| (515) op(e1, e2) = e2
% 62.96/27.97  																																																										|
% 62.96/27.97  																																																										| From (736) and (227) follows:
% 62.96/27.97  																																																										| (739) op(e4, e1) = e4
% 62.96/27.97  																																																										|
% 62.96/27.97  																																																										| From (736) and (28) follows:
% 62.96/27.97  																																																										| (740) op(e1, e1) = e1
% 62.96/27.97  																																																										|
% 62.96/27.97  																																																										| Instantiating formula (29) with e4, e1, e4, e3 and discharging atoms op(e4, e1) = e4, op(e4, e1) = e3, yields:
% 62.96/27.97  																																																										| (425) e4 = e3
% 62.96/27.97  																																																										|
% 62.96/27.97  																																																										| Instantiating formula (29) with e1, e4, e4, e0 and discharging atoms op(e1, e4) = e4, op(e1, e4) = e0, yields:
% 62.96/27.97  																																																										| (397) e4 = e0
% 62.96/27.97  																																																										|
% 62.96/27.97  																																																										| Instantiating formula (29) with e1, e2, e2, e3 and discharging atoms op(e1, e2) = e3, op(e1, e2) = e2, yields:
% 62.96/27.97  																																																										| (662) e3 = e2
% 62.96/27.97  																																																										|
% 62.96/27.97  																																																										| Instantiating formula (29) with e1, e1, e1, e4 and discharging atoms op(e1, e1) = e4, op(e1, e1) = e1, yields:
% 62.96/27.97  																																																										| (630) e4 = e1
% 62.96/27.97  																																																										|
% 62.96/27.97  																																																										| Combining equations (630,425) yields a new equation:
% 62.96/27.97  																																																										| (455) e3 = e1
% 62.96/27.97  																																																										|
% 62.96/27.97  																																																										| Combining equations (397,425) yields a new equation:
% 62.96/27.97  																																																										| (676) e3 = e0
% 62.96/27.97  																																																										|
% 62.96/27.97  																																																										| Combining equations (455,662) yields a new equation:
% 62.96/27.97  																																																										| (617) e2 = e1
% 62.96/27.97  																																																										|
% 62.96/27.97  																																																										| Combining equations (676,662) yields a new equation:
% 62.96/27.97  																																																										| (330) e2 = e0
% 62.96/27.97  																																																										|
% 62.96/27.97  																																																										| Combining equations (617,330) yields a new equation:
% 62.96/27.97  																																																										| (546) e1 = e0
% 62.96/27.97  																																																										|
% 62.96/27.97  																																																										| Simplifying 546 yields:
% 62.96/27.97  																																																										| (431) e1 = e0
% 62.96/27.97  																																																										|
% 62.96/27.97  																																																										| Equations (431) can reduce 233 to:
% 62.96/27.97  																																																										| (266) $false
% 62.96/27.97  																																																										|
% 62.96/27.97  																																																										|-The branch is then unsatisfiable
% 62.96/27.97  																																																									|-Branch two:
% 62.96/27.97  																																																									| (748)  ~ (unit = e1)
% 62.96/27.97  																																																									| (749) unit = e3
% 62.96/27.97  																																																									|
% 62.96/27.97  																																																										| From (749) and (244) follows:
% 62.96/27.97  																																																										| (750) op(e3, e4) = e4
% 62.96/27.97  																																																										|
% 62.96/27.97  																																																										| From (749) and (40) follows:
% 62.96/27.97  																																																										| (3715) op(e3, e3) = e3
% 62.96/27.97  																																																										|
% 62.96/27.97  																																																										| From (749) and (28) follows:
% 62.96/27.97  																																																										| (2235) op(e1, e3) = e1
% 62.96/27.97  																																																										|
% 62.96/27.97  																																																										| From (749) and (42) follows:
% 62.96/27.97  																																																										| (752) op(e0, e3) = e0
% 62.96/27.97  																																																										|
% 62.96/27.97  																																																										| Instantiating formula (29) with e3, e4, e4, e2 and discharging atoms op(e3, e4) = e4, op(e3, e4) = e2, yields:
% 62.96/27.97  																																																										| (323) e4 = e2
% 62.96/27.97  																																																										|
% 62.96/27.97  																																																										| Instantiating formula (29) with e3, e3, e3, e4 and discharging atoms op(e3, e3) = e4, op(e3, e3) = e3, yields:
% 62.96/27.97  																																																										| (425) e4 = e3
% 62.96/27.97  																																																										|
% 62.96/27.97  																																																										| Instantiating formula (29) with e1, e3, e1, e2 and discharging atoms op(e1, e3) = e2, op(e1, e3) = e1, yields:
% 62.96/27.98  																																																										| (617) e2 = e1
% 62.96/27.98  																																																										|
% 62.96/27.98  																																																										| Instantiating formula (29) with e0, e3, e0, e3 and discharging atoms op(e0, e3) = e3, op(e0, e3) = e0, yields:
% 62.96/27.98  																																																										| (676) e3 = e0
% 62.96/27.98  																																																										|
% 62.96/27.98  																																																										| Combining equations (425,323) yields a new equation:
% 62.96/27.98  																																																										| (661) e3 = e2
% 62.96/27.98  																																																										|
% 62.96/27.98  																																																										| Simplifying 661 yields:
% 62.96/27.98  																																																										| (662) e3 = e2
% 62.96/27.98  																																																										|
% 62.96/27.98  																																																										| Combining equations (662,676) yields a new equation:
% 62.96/27.98  																																																										| (391) e2 = e0
% 62.96/27.98  																																																										|
% 62.96/27.98  																																																										| Simplifying 391 yields:
% 62.96/27.98  																																																										| (330) e2 = e0
% 62.96/27.98  																																																										|
% 62.96/27.98  																																																										| Combining equations (617,330) yields a new equation:
% 62.96/27.98  																																																										| (546) e1 = e0
% 62.96/27.98  																																																										|
% 62.96/27.98  																																																										| Simplifying 546 yields:
% 62.96/27.98  																																																										| (431) e1 = e0
% 62.96/27.98  																																																										|
% 62.96/27.98  																																																										| Equations (431) can reduce 233 to:
% 62.96/27.98  																																																										| (266) $false
% 62.96/27.98  																																																										|
% 62.96/27.98  																																																										|-The branch is then unsatisfiable
% 62.96/27.98  																																																			|-Branch two:
% 62.96/27.98  																																																			| (664)  ~ (all_0_51_51 = e3)
% 62.96/27.98  																																																			| (665) all_0_53_53 = e3
% 62.96/27.98  																																																			|
% 62.96/27.98  																																																				| Equations (665) can reduce 903 to:
% 62.96/27.98  																																																				| (266) $false
% 62.96/27.98  																																																				|
% 62.96/27.98  																																																				|-The branch is then unsatisfiable
% 62.96/27.98  																																													|-Branch two:
% 62.96/27.98  																																													| (1380)  ~ (all_0_42_42 = e1)
% 62.96/27.98  																																													| (3259) all_0_47_47 = e1 | all_0_51_51 = e1 | all_0_56_56 = e1
% 62.96/27.98  																																													|
% 62.96/27.98  																																														+-Applying beta-rule and splitting (3259), into two cases.
% 62.96/27.98  																																														|-Branch one:
% 62.96/27.98  																																														| (654) all_0_47_47 = e1
% 62.96/27.98  																																														|
% 62.96/27.98  																																															| Combining equations (674,654) yields a new equation:
% 62.96/27.98  																																															| (431) e1 = e0
% 62.96/27.98  																																															|
% 62.96/27.98  																																															| Equations (431) can reduce 233 to:
% 62.96/27.98  																																															| (266) $false
% 62.96/27.98  																																															|
% 62.96/27.98  																																															|-The branch is then unsatisfiable
% 62.96/27.98  																																														|-Branch two:
% 62.96/27.98  																																														| (462)  ~ (all_0_47_47 = e1)
% 62.96/27.98  																																														| (3264) all_0_51_51 = e1 | all_0_56_56 = e1
% 62.96/27.98  																																														|
% 62.96/27.98  																																															+-Applying beta-rule and splitting (103), into two cases.
% 62.96/27.98  																																															|-Branch one:
% 62.96/27.98  																																															| (453) all_0_41_41 = e1
% 62.96/27.98  																																															|
% 62.96/27.98  																																																| Combining equations (453,437) yields a new equation:
% 62.96/27.98  																																																| (630) e4 = e1
% 62.96/27.98  																																																|
% 62.96/27.98  																																																| Equations (630) can reduce 110 to:
% 62.96/27.98  																																																| (266) $false
% 62.96/27.98  																																																|
% 62.96/27.98  																																																|-The branch is then unsatisfiable
% 62.96/27.98  																																															|-Branch two:
% 62.96/27.98  																																															| (457)  ~ (all_0_41_41 = e1)
% 62.96/27.98  																																															| (458) all_0_42_42 = e1 | all_0_43_43 = e1 | all_0_44_44 = e1
% 62.96/27.98  																																															|
% 62.96/27.98  																																																+-Applying beta-rule and splitting (3264), into two cases.
% 62.96/27.98  																																																|-Branch one:
% 62.96/27.98  																																																| (1109) all_0_51_51 = e1
% 62.96/27.98  																																																|
% 62.96/27.98  																																																	| Equations (1109) can reduce 61 to:
% 62.96/27.98  																																																	| (1380)  ~ (all_0_42_42 = e1)
% 62.96/27.98  																																																	|
% 62.96/27.98  																																																	| Equations (1109) can reduce 115 to:
% 62.96/27.98  																																																	| (233)  ~ (e1 = e0)
% 62.96/27.98  																																																	|
% 62.96/27.98  																																																	| From (1109) and (186) follows:
% 62.96/27.98  																																																	| (699) op(e1, e2) = e1
% 62.96/27.98  																																																	|
% 62.96/27.98  																																																	+-Applying beta-rule and splitting (180), into two cases.
% 62.96/27.98  																																																	|-Branch one:
% 62.96/27.98  																																																	| (516) all_0_42_42 = e3
% 62.96/27.98  																																																	|
% 62.96/27.98  																																																		| Equations (516) can reduce 73 to:
% 62.96/27.98  																																																		| (406)  ~ (all_0_44_44 = e3)
% 62.96/27.98  																																																		|
% 62.96/27.98  																																																		| Simplifying 406 yields:
% 62.96/27.98  																																																		| (407)  ~ (all_0_44_44 = e3)
% 62.96/27.98  																																																		|
% 62.96/27.98  																																																		| Equations (516) can reduce 1380 to:
% 62.96/27.98  																																																		| (213)  ~ (e3 = e1)
% 62.96/27.98  																																																		|
% 62.96/27.98  																																																		+-Applying beta-rule and splitting (189), into two cases.
% 62.96/27.98  																																																		|-Branch one:
% 62.96/27.98  																																																		| (532) all_0_44_44 = e3
% 62.96/27.98  																																																		|
% 62.96/27.98  																																																			| Equations (532) can reduce 407 to:
% 62.96/27.98  																																																			| (266) $false
% 62.96/27.98  																																																			|
% 62.96/27.98  																																																			|-The branch is then unsatisfiable
% 62.96/27.98  																																																		|-Branch two:
% 62.96/27.98  																																																		| (407)  ~ (all_0_44_44 = e3)
% 62.96/27.98  																																																		| (537) all_0_49_49 = e3 | all_0_53_53 = e3 | all_0_58_58 = e3
% 62.96/27.98  																																																		|
% 62.96/27.98  																																																			+-Applying beta-rule and splitting (112), into two cases.
% 62.96/27.98  																																																			|-Branch one:
% 62.96/27.98  																																																			| (635) all_0_44_44 = e1
% 62.96/27.98  																																																			|
% 62.96/27.98  																																																				| Equations (635) can reduce 220 to:
% 62.96/27.98  																																																				| (1458)  ~ (all_0_53_53 = e1)
% 62.96/27.98  																																																				|
% 62.96/27.98  																																																				| Simplifying 1458 yields:
% 62.96/27.98  																																																				| (1459)  ~ (all_0_53_53 = e1)
% 62.96/27.98  																																																				|
% 62.96/27.98  																																																				| Equations (635) can reduce 407 to:
% 62.96/27.98  																																																				| (467)  ~ (e3 = e1)
% 62.96/27.98  																																																				|
% 62.96/27.98  																																																				| Simplifying 467 yields:
% 62.96/27.98  																																																				| (213)  ~ (e3 = e1)
% 62.96/27.98  																																																				|
% 62.96/27.98  																																																				| Equations (635) can reduce 360 to:
% 62.96/27.98  																																																				| (233)  ~ (e1 = e0)
% 62.96/27.98  																																																				|
% 62.96/27.98  																																																				+-Applying beta-rule and splitting (418), into two cases.
% 62.96/27.98  																																																				|-Branch one:
% 62.96/27.98  																																																				| (660) all_0_51_51 = e3
% 62.96/27.98  																																																				|
% 62.96/27.98  																																																					| Combining equations (1109,660) yields a new equation:
% 62.96/27.98  																																																					| (455) e3 = e1
% 62.96/27.98  																																																					|
% 62.96/27.98  																																																					| Equations (455) can reduce 213 to:
% 62.96/27.98  																																																					| (266) $false
% 62.96/27.98  																																																					|
% 62.96/27.98  																																																					|-The branch is then unsatisfiable
% 62.96/27.98  																																																				|-Branch two:
% 62.96/27.98  																																																				| (664)  ~ (all_0_51_51 = e3)
% 62.96/27.98  																																																				| (665) all_0_53_53 = e3
% 62.96/27.98  																																																				|
% 62.96/27.98  																																																					| Equations (665) can reduce 1459 to:
% 62.96/27.98  																																																					| (213)  ~ (e3 = e1)
% 62.96/27.98  																																																					|
% 62.96/27.98  																																																					| From (665) and (84) follows:
% 62.96/27.98  																																																					| (3786) op(e1, e0) = e3
% 62.96/27.98  																																																					|
% 62.96/27.98  																																																					+-Applying beta-rule and splitting (56), into two cases.
% 62.96/27.98  																																																					|-Branch one:
% 62.96/27.98  																																																					| (696) unit = e2
% 62.96/27.98  																																																					|
% 62.96/27.98  																																																						| From (696) and (211) follows:
% 62.96/27.98  																																																						| (1612) op(e2, e1) = e1
% 62.96/27.98  																																																						|
% 62.96/27.98  																																																						| From (696) and (42) follows:
% 62.96/27.98  																																																						| (1613) op(e0, e2) = e0
% 62.96/27.98  																																																						|
% 62.96/27.98  																																																						| Instantiating formula (29) with e2, e1, e1, e2 and discharging atoms op(e2, e1) = e2, op(e2, e1) = e1, yields:
% 62.96/27.98  																																																						| (617) e2 = e1
% 62.96/27.98  																																																						|
% 62.96/27.98  																																																						| Instantiating formula (29) with e0, e2, e0, e2 and discharging atoms op(e0, e2) = e2, op(e0, e2) = e0, yields:
% 62.96/27.98  																																																						| (330) e2 = e0
% 62.96/27.98  																																																						|
% 62.96/27.98  																																																						| Combining equations (617,330) yields a new equation:
% 62.96/27.98  																																																						| (546) e1 = e0
% 62.96/27.98  																																																						|
% 62.96/27.98  																																																						| Simplifying 546 yields:
% 62.96/27.98  																																																						| (431) e1 = e0
% 62.96/27.98  																																																						|
% 62.96/27.98  																																																						| Equations (431) can reduce 233 to:
% 62.96/27.98  																																																						| (266) $false
% 62.96/27.98  																																																						|
% 62.96/27.98  																																																						|-The branch is then unsatisfiable
% 62.96/27.98  																																																					|-Branch two:
% 62.96/27.98  																																																					| (707)  ~ (unit = e2)
% 62.96/27.98  																																																					| (708) unit = e4 | unit = e3 | unit = e1 | unit = e0
% 62.96/27.98  																																																					|
% 62.96/27.98  																																																						+-Applying beta-rule and splitting (708), into two cases.
% 62.96/27.98  																																																						|-Branch one:
% 62.96/27.98  																																																						| (709) unit = e4
% 62.96/27.98  																																																						|
% 62.96/27.98  																																																							| From (709) and (24) follows:
% 62.96/27.98  																																																							| (33325) op(e4, e3) = e3
% 62.96/27.98  																																																							|
% 62.96/27.98  																																																							| From (709) and (211) follows:
% 62.96/27.98  																																																							| (22527) op(e4, e1) = e1
% 62.96/27.98  																																																							|
% 62.96/27.98  																																																							| From (709) and (32) follows:
% 62.96/27.98  																																																							| (712) op(e2, e4) = e2
% 62.96/27.98  																																																							|
% 62.96/27.98  																																																							| Instantiating formula (29) with e4, e3, e3, e0 and discharging atoms op(e4, e3) = e3, op(e4, e3) = e0, yields:
% 62.96/27.98  																																																							| (676) e3 = e0
% 62.96/27.98  																																																							|
% 62.96/27.98  																																																							| Instantiating formula (29) with e4, e1, e1, e3 and discharging atoms op(e4, e1) = e3, op(e4, e1) = e1, yields:
% 62.96/27.98  																																																							| (455) e3 = e1
% 62.96/27.98  																																																							|
% 62.96/27.98  																																																							| Instantiating formula (29) with e2, e4, e2, e3 and discharging atoms op(e2, e4) = e3, op(e2, e4) = e2, yields:
% 62.96/27.98  																																																							| (662) e3 = e2
% 62.96/27.98  																																																							|
% 62.96/27.98  																																																							| Combining equations (455,662) yields a new equation:
% 62.96/27.98  																																																							| (617) e2 = e1
% 62.96/27.98  																																																							|
% 62.96/27.98  																																																							| Combining equations (676,662) yields a new equation:
% 62.96/27.98  																																																							| (330) e2 = e0
% 62.96/27.98  																																																							|
% 62.96/27.98  																																																							| Combining equations (617,330) yields a new equation:
% 62.96/27.98  																																																							| (546) e1 = e0
% 62.96/27.98  																																																							|
% 62.96/27.98  																																																							| Simplifying 546 yields:
% 62.96/27.98  																																																							| (431) e1 = e0
% 62.96/27.98  																																																							|
% 62.96/27.98  																																																							| Equations (431) can reduce 233 to:
% 62.96/27.98  																																																							| (266) $false
% 62.96/27.98  																																																							|
% 62.96/27.98  																																																							|-The branch is then unsatisfiable
% 62.96/27.98  																																																						|-Branch two:
% 62.96/27.98  																																																						| (724)  ~ (unit = e4)
% 62.96/27.98  																																																						| (725) unit = e3 | unit = e1 | unit = e0
% 62.96/27.98  																																																						|
% 62.96/27.98  																																																							+-Applying beta-rule and splitting (725), into two cases.
% 62.96/27.98  																																																							|-Branch one:
% 62.96/27.98  																																																							| (726) unit = e0
% 62.96/27.98  																																																							|
% 62.96/27.98  																																																								| From (726) and (28) follows:
% 62.96/27.98  																																																								| (2698) op(e1, e0) = e1
% 62.96/27.98  																																																								|
% 62.96/27.98  																																																								| Instantiating formula (29) with e1, e0, e1, e3 and discharging atoms op(e1, e0) = e3, op(e1, e0) = e1, yields:
% 62.96/27.98  																																																								| (455) e3 = e1
% 62.96/27.98  																																																								|
% 62.96/27.98  																																																								| Equations (455) can reduce 213 to:
% 62.96/27.98  																																																								| (266) $false
% 62.96/27.98  																																																								|
% 62.96/27.98  																																																								|-The branch is then unsatisfiable
% 62.96/27.98  																																																							|-Branch two:
% 62.96/27.98  																																																							| (734)  ~ (unit = e0)
% 62.96/27.98  																																																							| (735) unit = e3 | unit = e1
% 62.96/27.98  																																																							|
% 62.96/27.98  																																																								+-Applying beta-rule and splitting (735), into two cases.
% 62.96/27.98  																																																								|-Branch one:
% 62.96/27.98  																																																								| (736) unit = e1
% 62.96/27.98  																																																								|
% 62.96/27.98  																																																									| Equations (736) can reduce 734 to:
% 62.96/27.98  																																																									| (233)  ~ (e1 = e0)
% 62.96/27.98  																																																									|
% 62.96/27.98  																																																									| From (736) and (244) follows:
% 62.96/27.98  																																																									| (738) op(e1, e4) = e4
% 62.96/27.98  																																																									|
% 62.96/27.98  																																																									| From (736) and (24) follows:
% 62.96/27.98  																																																									| (1934) op(e1, e3) = e3
% 62.96/27.98  																																																									|
% 62.96/27.98  																																																									| From (736) and (15) follows:
% 62.96/27.98  																																																									| (515) op(e1, e2) = e2
% 62.96/27.98  																																																									|
% 62.96/27.98  																																																									| From (736) and (227) follows:
% 62.96/27.98  																																																									| (739) op(e4, e1) = e4
% 62.96/27.98  																																																									|
% 62.96/27.98  																																																									| Instantiating formula (29) with e4, e1, e4, e3 and discharging atoms op(e4, e1) = e4, op(e4, e1) = e3, yields:
% 62.96/27.98  																																																									| (425) e4 = e3
% 62.96/27.98  																																																									|
% 62.96/27.98  																																																									| Instantiating formula (29) with e1, e4, e4, e0 and discharging atoms op(e1, e4) = e4, op(e1, e4) = e0, yields:
% 62.96/27.98  																																																									| (397) e4 = e0
% 62.96/27.98  																																																									|
% 62.96/27.98  																																																									| Instantiating formula (29) with e1, e3, e3, e2 and discharging atoms op(e1, e3) = e3, op(e1, e3) = e2, yields:
% 62.96/27.98  																																																									| (662) e3 = e2
% 62.96/27.98  																																																									|
% 62.96/27.98  																																																									| Instantiating formula (29) with e1, e2, e2, e1 and discharging atoms op(e1, e2) = e2, op(e1, e2) = e1, yields:
% 62.96/27.98  																																																									| (617) e2 = e1
% 62.96/27.98  																																																									|
% 62.96/27.98  																																																									| Combining equations (425,397) yields a new equation:
% 62.96/27.98  																																																									| (675) e3 = e0
% 62.96/27.98  																																																									|
% 62.96/27.98  																																																									| Simplifying 675 yields:
% 62.96/27.98  																																																									| (676) e3 = e0
% 62.96/27.98  																																																									|
% 62.96/27.98  																																																									| Combining equations (662,676) yields a new equation:
% 62.96/27.98  																																																									| (391) e2 = e0
% 62.96/27.98  																																																									|
% 62.96/27.98  																																																									| Simplifying 391 yields:
% 62.96/27.98  																																																									| (330) e2 = e0
% 62.96/27.98  																																																									|
% 62.96/27.98  																																																									| Combining equations (330,617) yields a new equation:
% 62.96/27.98  																																																									| (431) e1 = e0
% 62.96/27.98  																																																									|
% 62.96/27.98  																																																									| Equations (431) can reduce 233 to:
% 62.96/27.98  																																																									| (266) $false
% 62.96/27.98  																																																									|
% 62.96/27.98  																																																									|-The branch is then unsatisfiable
% 62.96/27.98  																																																								|-Branch two:
% 62.96/27.98  																																																								| (748)  ~ (unit = e1)
% 62.96/27.98  																																																								| (749) unit = e3
% 62.96/27.98  																																																								|
% 62.96/27.98  																																																									| From (749) and (244) follows:
% 62.96/27.98  																																																									| (750) op(e3, e4) = e4
% 62.96/27.98  																																																									|
% 62.96/27.98  																																																									| From (749) and (227) follows:
% 62.96/27.98  																																																									| (22570) op(e4, e3) = e4
% 62.96/27.98  																																																									|
% 62.96/27.98  																																																									| From (749) and (40) follows:
% 62.96/27.98  																																																									| (3715) op(e3, e3) = e3
% 62.96/27.98  																																																									|
% 62.96/27.98  																																																									| From (749) and (28) follows:
% 62.96/27.98  																																																									| (2235) op(e1, e3) = e1
% 62.96/27.98  																																																									|
% 62.96/27.98  																																																									| Instantiating formula (29) with e4, e3, e4, e0 and discharging atoms op(e4, e3) = e4, op(e4, e3) = e0, yields:
% 62.96/27.98  																																																									| (397) e4 = e0
% 62.96/27.98  																																																									|
% 62.96/27.98  																																																									| Instantiating formula (29) with e3, e4, e4, e2 and discharging atoms op(e3, e4) = e4, op(e3, e4) = e2, yields:
% 62.96/27.98  																																																									| (323) e4 = e2
% 62.96/27.98  																																																									|
% 62.96/27.98  																																																									| Instantiating formula (29) with e3, e3, e3, e4 and discharging atoms op(e3, e3) = e4, op(e3, e3) = e3, yields:
% 62.96/27.98  																																																									| (425) e4 = e3
% 62.96/27.98  																																																									|
% 62.96/27.98  																																																									| Instantiating formula (29) with e1, e3, e1, e2 and discharging atoms op(e1, e3) = e2, op(e1, e3) = e1, yields:
% 62.96/27.98  																																																									| (617) e2 = e1
% 62.96/27.98  																																																									|
% 62.96/27.98  																																																									| Combining equations (323,425) yields a new equation:
% 62.96/27.98  																																																									| (662) e3 = e2
% 62.96/27.98  																																																									|
% 62.96/27.98  																																																									| Combining equations (397,425) yields a new equation:
% 62.96/27.98  																																																									| (676) e3 = e0
% 62.96/27.98  																																																									|
% 62.96/27.98  																																																									| Combining equations (676,662) yields a new equation:
% 62.96/27.98  																																																									| (330) e2 = e0
% 62.96/27.98  																																																									|
% 62.96/27.98  																																																									| Combining equations (330,617) yields a new equation:
% 62.96/27.98  																																																									| (431) e1 = e0
% 62.96/27.98  																																																									|
% 62.96/27.98  																																																									| Equations (431) can reduce 233 to:
% 62.96/27.98  																																																									| (266) $false
% 62.96/27.98  																																																									|
% 62.96/27.98  																																																									|-The branch is then unsatisfiable
% 62.96/27.98  																																																			|-Branch two:
% 62.96/27.98  																																																			| (639)  ~ (all_0_44_44 = e1)
% 62.96/27.98  																																																			| (640) all_0_49_49 = e1 | all_0_53_53 = e1 | all_0_58_58 = e1
% 62.96/27.98  																																																			|
% 62.96/27.98  																																																				+-Applying beta-rule and splitting (458), into two cases.
% 62.96/27.98  																																																				|-Branch one:
% 62.96/27.98  																																																				| (459) all_0_42_42 = e1
% 62.96/27.98  																																																				|
% 62.96/27.98  																																																					| Combining equations (459,516) yields a new equation:
% 62.96/27.98  																																																					| (455) e3 = e1
% 62.96/27.98  																																																					|
% 62.96/27.98  																																																					| Equations (455) can reduce 213 to:
% 62.96/27.98  																																																					| (266) $false
% 62.96/27.98  																																																					|
% 62.96/27.98  																																																					|-The branch is then unsatisfiable
% 62.96/27.98  																																																				|-Branch two:
% 62.96/27.98  																																																				| (1380)  ~ (all_0_42_42 = e1)
% 62.96/27.98  																																																				| (1381) all_0_43_43 = e1 | all_0_44_44 = e1
% 62.96/27.98  																																																				|
% 62.96/27.98  																																																					+-Applying beta-rule and splitting (1381), into two cases.
% 62.96/27.98  																																																					|-Branch one:
% 62.96/27.98  																																																					| (430) all_0_43_43 = e1
% 62.96/27.98  																																																					|
% 62.96/27.98  																																																						| Combining equations (430,356) yields a new equation:
% 62.96/27.98  																																																						| (546) e1 = e0
% 62.96/27.98  																																																						|
% 62.96/27.98  																																																						| Simplifying 546 yields:
% 62.96/27.98  																																																						| (431) e1 = e0
% 62.96/27.98  																																																						|
% 62.96/27.98  																																																						| Equations (431) can reduce 233 to:
% 62.96/27.98  																																																						| (266) $false
% 62.96/27.98  																																																						|
% 62.96/27.98  																																																						|-The branch is then unsatisfiable
% 62.96/27.98  																																																					|-Branch two:
% 62.96/27.98  																																																					| (433)  ~ (all_0_43_43 = e1)
% 62.96/27.98  																																																					| (635) all_0_44_44 = e1
% 62.96/27.98  																																																					|
% 62.96/27.98  																																																						| Equations (635) can reduce 639 to:
% 62.96/27.98  																																																						| (266) $false
% 62.96/27.98  																																																						|
% 62.96/27.98  																																																						|-The branch is then unsatisfiable
% 62.96/27.98  																																																	|-Branch two:
% 62.96/27.98  																																																	| (405)  ~ (all_0_42_42 = e3)
% 62.96/27.98  																																																	| (521) all_0_47_47 = e3 | all_0_51_51 = e3 | all_0_56_56 = e3
% 62.96/27.98  																																																	|
% 62.96/27.98  																																																		+-Applying beta-rule and splitting (1899), into two cases.
% 62.96/27.98  																																																		|-Branch one:
% 62.96/27.98  																																																		| (516) all_0_42_42 = e3
% 62.96/27.98  																																																		|
% 62.96/27.98  																																																			| Equations (516) can reduce 405 to:
% 62.96/27.98  																																																			| (266) $false
% 62.96/27.98  																																																			|
% 62.96/27.98  																																																			|-The branch is then unsatisfiable
% 62.96/27.98  																																																		|-Branch two:
% 62.96/27.98  																																																		| (405)  ~ (all_0_42_42 = e3)
% 62.96/27.98  																																																		| (532) all_0_44_44 = e3
% 62.96/27.98  																																																		|
% 62.96/27.98  																																																			+-Applying beta-rule and splitting (458), into two cases.
% 62.96/27.98  																																																			|-Branch one:
% 62.96/27.98  																																																			| (459) all_0_42_42 = e1
% 62.96/27.98  																																																			|
% 62.96/27.98  																																																				| Equations (459) can reduce 1380 to:
% 62.96/27.98  																																																				| (266) $false
% 62.96/27.98  																																																				|
% 62.96/27.98  																																																				|-The branch is then unsatisfiable
% 62.96/27.98  																																																			|-Branch two:
% 62.96/27.98  																																																			| (1380)  ~ (all_0_42_42 = e1)
% 62.96/27.98  																																																			| (1381) all_0_43_43 = e1 | all_0_44_44 = e1
% 62.96/27.98  																																																			|
% 62.96/27.98  																																																				+-Applying beta-rule and splitting (112), into two cases.
% 62.96/27.98  																																																				|-Branch one:
% 62.96/27.98  																																																				| (635) all_0_44_44 = e1
% 62.96/27.98  																																																				|
% 62.96/27.98  																																																					| Combining equations (532,635) yields a new equation:
% 62.96/27.98  																																																					| (454) e3 = e1
% 62.96/27.98  																																																					|
% 62.96/27.98  																																																					| Simplifying 454 yields:
% 62.96/27.98  																																																					| (455) e3 = e1
% 62.96/27.98  																																																					|
% 62.96/27.98  																																																					| Equations (455) can reduce 213 to:
% 62.96/27.98  																																																					| (266) $false
% 62.96/27.98  																																																					|
% 62.96/27.98  																																																					|-The branch is then unsatisfiable
% 62.96/27.98  																																																				|-Branch two:
% 62.96/27.98  																																																				| (639)  ~ (all_0_44_44 = e1)
% 62.96/27.98  																																																				| (640) all_0_49_49 = e1 | all_0_53_53 = e1 | all_0_58_58 = e1
% 62.96/27.98  																																																				|
% 62.96/27.98  																																																					| Equations (532) can reduce 639 to:
% 62.96/27.98  																																																					| (213)  ~ (e3 = e1)
% 62.96/27.98  																																																					|
% 62.96/27.98  																																																					+-Applying beta-rule and splitting (1381), into two cases.
% 62.96/27.98  																																																					|-Branch one:
% 62.96/27.98  																																																					| (430) all_0_43_43 = e1
% 62.96/27.98  																																																					|
% 62.96/27.98  																																																						| Combining equations (430,356) yields a new equation:
% 62.96/27.98  																																																						| (546) e1 = e0
% 62.96/27.98  																																																						|
% 62.96/27.98  																																																						| Simplifying 546 yields:
% 62.96/27.98  																																																						| (431) e1 = e0
% 62.96/27.98  																																																						|
% 62.96/27.98  																																																						| Equations (431) can reduce 233 to:
% 62.96/27.98  																																																						| (266) $false
% 62.96/27.98  																																																						|
% 62.96/27.98  																																																						|-The branch is then unsatisfiable
% 62.96/27.98  																																																					|-Branch two:
% 62.96/27.98  																																																					| (433)  ~ (all_0_43_43 = e1)
% 62.96/27.98  																																																					| (635) all_0_44_44 = e1
% 62.96/27.98  																																																					|
% 62.96/27.98  																																																						| Combining equations (532,635) yields a new equation:
% 62.96/27.98  																																																						| (454) e3 = e1
% 62.96/27.98  																																																						|
% 62.96/27.98  																																																						| Simplifying 454 yields:
% 62.96/27.98  																																																						| (455) e3 = e1
% 62.96/27.98  																																																						|
% 62.96/27.98  																																																						| Equations (455) can reduce 213 to:
% 62.96/27.98  																																																						| (266) $false
% 62.96/27.98  																																																						|
% 62.96/27.98  																																																						|-The branch is then unsatisfiable
% 62.96/27.98  																																																|-Branch two:
% 62.96/27.98  																																																| (464)  ~ (all_0_51_51 = e1)
% 62.96/27.98  																																																| (1569) all_0_56_56 = e1
% 62.96/27.98  																																																|
% 62.96/27.98  																																																	| Combining equations (833,1569) yields a new equation:
% 62.96/27.98  																																																	| (616) e2 = e1
% 62.96/27.98  																																																	|
% 62.96/27.98  																																																	| Simplifying 616 yields:
% 62.96/27.98  																																																	| (617) e2 = e1
% 62.96/27.98  																																																	|
% 62.96/27.98  																																																	| Equations (617) can reduce 122 to:
% 62.96/27.98  																																																	| (266) $false
% 62.96/27.98  																																																	|
% 62.96/27.98  																																																	|-The branch is then unsatisfiable
% 62.96/27.98  																																										|-Branch two:
% 62.96/27.98  																																										| (549)  ~ (all_0_46_46 = e1)
% 62.96/27.98  																																										| (1557) all_0_46_46 = e3
% 62.96/27.98  																																										|
% 62.96/27.99  																																											| Equations (1557) can reduce 409 to:
% 62.96/27.99  																																											| (266) $false
% 62.96/27.99  																																											|
% 62.96/27.99  																																											|-The branch is then unsatisfiable
% 62.96/27.99  																																			|-Branch two:
% 62.96/27.99  																																			| (440)  ~ (all_0_41_41 = e4)
% 62.96/27.99  																																			| (4049) all_0_41_41 = e3 | all_0_41_41 = e1 | all_0_41_41 = e0
% 62.96/27.99  																																			|
% 62.96/27.99  																																				+-Applying beta-rule and splitting (595), into two cases.
% 62.96/27.99  																																				|-Branch one:
% 62.96/27.99  																																				| (545) all_0_46_46 = e1
% 62.96/27.99  																																				|
% 62.96/27.99  																																					| Equations (545) can reduce 43 to:
% 62.96/27.99  																																					| (457)  ~ (all_0_41_41 = e1)
% 62.96/27.99  																																					|
% 62.96/27.99  																																					+-Applying beta-rule and splitting (4049), into two cases.
% 62.96/27.99  																																					|-Branch one:
% 62.96/27.99  																																					| (794) all_0_41_41 = e0
% 62.96/27.99  																																					|
% 62.96/27.99  																																						| Equations (794) can reduce 357 to:
% 62.96/27.99  																																						| (266) $false
% 62.96/27.99  																																						|
% 62.96/27.99  																																						|-The branch is then unsatisfiable
% 62.96/27.99  																																					|-Branch two:
% 62.96/27.99  																																					| (357)  ~ (all_0_41_41 = e0)
% 62.96/27.99  																																					| (4053) all_0_41_41 = e3 | all_0_41_41 = e1
% 62.96/27.99  																																					|
% 62.96/27.99  																																						+-Applying beta-rule and splitting (4053), into two cases.
% 62.96/27.99  																																						|-Branch one:
% 62.96/27.99  																																						| (453) all_0_41_41 = e1
% 62.96/27.99  																																						|
% 62.96/27.99  																																							| Equations (453) can reduce 457 to:
% 62.96/27.99  																																							| (266) $false
% 62.96/27.99  																																							|
% 62.96/27.99  																																							|-The branch is then unsatisfiable
% 62.96/27.99  																																						|-Branch two:
% 62.96/27.99  																																						| (457)  ~ (all_0_41_41 = e1)
% 62.96/27.99  																																						| (403) all_0_41_41 = e3
% 62.96/27.99  																																						|
% 62.96/27.99  																																							| Equations (403) can reduce 1898 to:
% 62.96/27.99  																																							| (266) $false
% 62.96/27.99  																																							|
% 62.96/27.99  																																							|-The branch is then unsatisfiable
% 62.96/27.99  																																				|-Branch two:
% 62.96/27.99  																																				| (549)  ~ (all_0_46_46 = e1)
% 62.96/27.99  																																				| (600) all_0_50_50 = e1 | all_0_55_55 = e1
% 62.96/27.99  																																				|
% 62.96/27.99  																																					+-Applying beta-rule and splitting (600), into two cases.
% 62.96/27.99  																																					|-Branch one:
% 62.96/27.99  																																					| (601) all_0_50_50 = e1
% 62.96/27.99  																																					|
% 62.96/27.99  																																						| Combining equations (378,601) yields a new equation:
% 62.96/27.99  																																						| (616) e2 = e1
% 62.96/27.99  																																						|
% 62.96/27.99  																																						| Simplifying 616 yields:
% 62.96/27.99  																																						| (617) e2 = e1
% 62.96/27.99  																																						|
% 62.96/27.99  																																						| Equations (617) can reduce 122 to:
% 62.96/27.99  																																						| (266) $false
% 62.96/27.99  																																						|
% 62.96/27.99  																																						|-The branch is then unsatisfiable
% 62.96/27.99  																																					|-Branch two:
% 62.96/27.99  																																					| (759)  ~ (all_0_50_50 = e1)
% 62.96/27.99  																																					| (629) all_0_55_55 = e1
% 62.96/27.99  																																					|
% 62.96/27.99  																																						| Combining equations (629,2336) yields a new equation:
% 62.96/27.99  																																						| (455) e3 = e1
% 62.96/27.99  																																						|
% 62.96/27.99  																																						| Equations (455) can reduce 213 to:
% 62.96/27.99  																																						| (266) $false
% 62.96/27.99  																																						|
% 62.96/27.99  																																						|-The branch is then unsatisfiable
% 62.96/27.99  																												|-Branch two:
% 62.96/27.99  																												| (678)  ~ (all_0_47_47 = e0)
% 62.96/27.99  																												| (679) all_0_56_56 = e0
% 62.96/27.99  																												|
% 62.96/27.99  																													| Combining equations (679,833) yields a new equation:
% 62.96/27.99  																													| (330) e2 = e0
% 62.96/27.99  																													|
% 62.96/27.99  																													| Equations (330) can reduce 128 to:
% 62.96/27.99  																													| (266) $false
% 62.96/27.99  																													|
% 62.96/27.99  																													|-The branch is then unsatisfiable
% 62.96/27.99  																|-Branch two:
% 62.96/27.99  																| (302)  ~ (all_0_50_50 = e2)
% 62.96/27.99  																| (381) all_0_51_51 = e2 | all_0_52_52 = e2 | all_0_53_53 = e2
% 62.96/27.99  																|
% 62.96/27.99  																	+-Applying beta-rule and splitting (24424), into two cases.
% 62.96/27.99  																	|-Branch one:
% 62.96/27.99  																	| (1794) all_0_46_46 = e2
% 62.96/27.99  																	|
% 62.96/27.99  																		| Equations (1794) can reduce 300 to:
% 62.96/27.99  																		| (266) $false
% 62.96/27.99  																		|
% 62.96/27.99  																		|-The branch is then unsatisfiable
% 62.96/27.99  																	|-Branch two:
% 62.96/27.99  																	| (300)  ~ (all_0_46_46 = e2)
% 62.96/27.99  																	| (24428) all_0_50_50 = e2 | all_0_55_55 = e2
% 62.96/27.99  																	|
% 62.96/27.99  																		+-Applying beta-rule and splitting (381), into two cases.
% 62.96/27.99  																		|-Branch one:
% 62.96/27.99  																		| (504) all_0_51_51 = e2
% 62.96/27.99  																		|
% 62.96/27.99  																			| Equations (504) can reduce 61 to:
% 62.96/27.99  																			| (51)  ~ (all_0_42_42 = e2)
% 62.96/27.99  																			|
% 62.96/27.99  																			| Equations (504) can reduce 224 to:
% 62.96/27.99  																			| (338)  ~ (all_0_47_47 = e2)
% 62.96/27.99  																			|
% 62.96/27.99  																			| Equations (504) can reduce 59 to:
% 62.96/27.99  																			| (302)  ~ (all_0_50_50 = e2)
% 62.96/27.99  																			|
% 62.96/27.99  																			| Equations (504) can reduce 6 to:
% 62.96/27.99  																			| (508)  ~ (all_0_53_53 = e2)
% 62.96/27.99  																			|
% 62.96/27.99  																			| Simplifying 508 yields:
% 62.96/27.99  																			| (509)  ~ (all_0_53_53 = e2)
% 62.96/27.99  																			|
% 62.96/27.99  																			| From (504) and (186) follows:
% 62.96/27.99  																			| (515) op(e1, e2) = e2
% 62.96/27.99  																			|
% 62.96/27.99  																			+-Applying beta-rule and splitting (222), into two cases.
% 62.96/27.99  																			|-Branch one:
% 62.96/27.99  																			| (386) all_0_55_55 = e2
% 62.96/27.99  																			|
% 62.96/27.99  																				| Equations (386) can reduce 191 to:
% 62.96/27.99  																				| (85)  ~ (all_0_41_41 = e2)
% 62.96/27.99  																				|
% 62.96/27.99  																				| Equations (386) can reduce 58 to:
% 62.96/27.99  																				| (300)  ~ (all_0_46_46 = e2)
% 62.96/27.99  																				|
% 62.96/27.99  																				| Equations (386) can reduce 93 to:
% 62.96/27.99  																				| (302)  ~ (all_0_50_50 = e2)
% 62.96/27.99  																				|
% 62.96/27.99  																				| Equations (386) can reduce 153 to:
% 62.96/27.99  																				| (510)  ~ (all_0_56_56 = e2)
% 62.96/27.99  																				|
% 62.96/27.99  																				| Simplifying 510 yields:
% 62.96/27.99  																				| (511)  ~ (all_0_56_56 = e2)
% 62.96/27.99  																				|
% 62.96/27.99  																				| Equations (386) can reduce 3 to:
% 62.96/27.99  																				| (1186)  ~ (all_0_58_58 = e2)
% 62.96/27.99  																				|
% 62.96/27.99  																				| Simplifying 1186 yields:
% 62.96/27.99  																				| (908)  ~ (all_0_58_58 = e2)
% 62.96/27.99  																				|
% 62.96/27.99  																				| Equations (386) can reduce 803 to:
% 62.96/27.99  																				| (128)  ~ (e2 = e0)
% 62.96/27.99  																				|
% 62.96/27.99  																				+-Applying beta-rule and splitting (168), into two cases.
% 62.96/27.99  																				|-Branch one:
% 62.96/27.99  																				| (415) all_0_50_50 = e3
% 62.96/27.99  																				|
% 62.96/27.99  																					| Equations (415) can reduce 221 to:
% 62.96/27.99  																					| (1898)  ~ (all_0_41_41 = e3)
% 62.96/27.99  																					|
% 62.96/27.99  																					| Equations (415) can reduce 35 to:
% 62.96/27.99  																					| (409)  ~ (all_0_46_46 = e3)
% 62.96/27.99  																					|
% 62.96/27.99  																					| Equations (415) can reduce 190 to:
% 62.96/27.99  																					| (1114)  ~ (all_0_53_53 = e3)
% 62.96/27.99  																					|
% 62.96/27.99  																					| Simplifying 1114 yields:
% 62.96/27.99  																					| (903)  ~ (all_0_53_53 = e3)
% 62.96/27.99  																					|
% 62.96/27.99  																					| Equations (415) can reduce 566 to:
% 62.96/27.99  																					| (277)  ~ (e4 = e3)
% 62.96/27.99  																					|
% 62.96/27.99  																					| Simplifying 277 yields:
% 62.96/27.99  																					| (188)  ~ (e4 = e3)
% 62.96/27.99  																					|
% 62.96/27.99  																					| From (415) and (242) follows:
% 62.96/27.99  																					| (1934) op(e1, e3) = e3
% 62.96/27.99  																					|
% 62.96/27.99  																					+-Applying beta-rule and splitting (196), into two cases.
% 62.96/27.99  																					|-Branch one:
% 62.96/27.99  																					| (607) all_0_53_53 = e2
% 62.96/27.99  																					|
% 62.96/27.99  																						| Equations (607) can reduce 509 to:
% 62.96/27.99  																						| (266) $false
% 62.96/27.99  																						|
% 62.96/27.99  																						|-The branch is then unsatisfiable
% 62.96/27.99  																					|-Branch two:
% 62.96/27.99  																					| (509)  ~ (all_0_53_53 = e2)
% 62.96/27.99  																					| (610) all_0_53_53 = e4 | all_0_53_53 = e3 | all_0_53_53 = e1
% 62.96/27.99  																					|
% 62.96/27.99  																						+-Applying beta-rule and splitting (610), into two cases.
% 62.96/27.99  																						|-Branch one:
% 62.96/27.99  																						| (1298) all_0_53_53 = e4
% 62.96/27.99  																						|
% 62.96/27.99  																							| Equations (1298) can reduce 1453 to:
% 62.96/27.99  																							| (266) $false
% 62.96/27.99  																							|
% 62.96/27.99  																							|-The branch is then unsatisfiable
% 62.96/27.99  																						|-Branch two:
% 62.96/27.99  																						| (1453)  ~ (all_0_53_53 = e4)
% 62.96/27.99  																						| (1694) all_0_53_53 = e3 | all_0_53_53 = e1
% 62.96/27.99  																						|
% 62.96/27.99  																							+-Applying beta-rule and splitting (1694), into two cases.
% 62.96/27.99  																							|-Branch one:
% 62.96/27.99  																							| (1208) all_0_53_53 = e1
% 62.96/27.99  																							|
% 62.96/27.99  																								| Equations (1208) can reduce 220 to:
% 62.96/27.99  																								| (639)  ~ (all_0_44_44 = e1)
% 62.96/27.99  																								|
% 62.96/27.99  																								| Equations (1208) can reduce 65 to:
% 62.96/27.99  																								| (1064)  ~ (all_0_49_49 = e1)
% 62.96/27.99  																								|
% 62.96/27.99  																								| Equations (1208) can reduce 10 to:
% 62.96/27.99  																								| (879)  ~ (all_0_58_58 = e1)
% 62.96/27.99  																								|
% 62.96/27.99  																								| Simplifying 879 yields:
% 62.96/27.99  																								| (880)  ~ (all_0_58_58 = e1)
% 62.96/27.99  																								|
% 62.96/27.99  																								| Equations (1208) can reduce 1453 to:
% 62.96/27.99  																								| (602)  ~ (e4 = e1)
% 62.96/27.99  																								|
% 62.96/27.99  																								| Simplifying 602 yields:
% 62.96/27.99  																								| (110)  ~ (e4 = e1)
% 62.96/27.99  																								|
% 62.96/27.99  																								| Equations (1208) can reduce 509 to:
% 62.96/27.99  																								| (604)  ~ (e2 = e1)
% 62.96/27.99  																								|
% 62.96/27.99  																								| Simplifying 604 yields:
% 62.96/27.99  																								| (122)  ~ (e2 = e1)
% 62.96/27.99  																								|
% 62.96/27.99  																								| Equations (1208) can reduce 247 to:
% 62.96/27.99  																								| (233)  ~ (e1 = e0)
% 62.96/27.99  																								|
% 62.96/27.99  																								+-Applying beta-rule and splitting (113), into two cases.
% 62.96/27.99  																								|-Branch one:
% 62.96/27.99  																								| (403) all_0_41_41 = e3
% 62.96/27.99  																								|
% 62.96/27.99  																									| Equations (403) can reduce 1898 to:
% 62.96/27.99  																									| (266) $false
% 62.96/27.99  																									|
% 62.96/27.99  																									|-The branch is then unsatisfiable
% 62.96/27.99  																								|-Branch two:
% 62.96/27.99  																								| (1898)  ~ (all_0_41_41 = e3)
% 62.96/27.99  																								| (1899) all_0_42_42 = e3 | all_0_44_44 = e3
% 62.96/27.99  																								|
% 62.96/27.99  																									+-Applying beta-rule and splitting (125), into two cases.
% 62.96/27.99  																									|-Branch one:
% 62.96/27.99  																									| (858) all_0_55_55 = e0
% 62.96/27.99  																									|
% 62.96/27.99  																										| Combining equations (858,386) yields a new equation:
% 62.96/27.99  																										| (330) e2 = e0
% 62.96/27.99  																										|
% 62.96/27.99  																										| Equations (330) can reduce 128 to:
% 62.96/27.99  																										| (266) $false
% 62.96/27.99  																										|
% 62.96/27.99  																										|-The branch is then unsatisfiable
% 62.96/27.99  																									|-Branch two:
% 62.96/27.99  																									| (803)  ~ (all_0_55_55 = e0)
% 62.96/27.99  																									| (863) all_0_56_56 = e0 | all_0_57_57 = e0 | all_0_58_58 = e0
% 62.96/27.99  																									|
% 62.96/27.99  																										+-Applying beta-rule and splitting (27), into two cases.
% 62.96/27.99  																										|-Branch one:
% 62.96/27.99  																										| (437) all_0_41_41 = e4
% 62.96/27.99  																										|
% 62.96/27.99  																											| Equations (437) can reduce 149 to:
% 63.01/27.99  																											| (1903)  ~ (all_0_44_44 = e4)
% 63.01/27.99  																											|
% 63.01/27.99  																											| Simplifying 1903 yields:
% 63.01/27.99  																											| (1390)  ~ (all_0_44_44 = e4)
% 63.01/27.99  																											|
% 63.01/27.99  																											| Equations (437) can reduce 43 to:
% 63.01/27.99  																											| (249)  ~ (all_0_46_46 = e4)
% 63.01/27.99  																											|
% 63.01/27.99  																											| Simplifying 249 yields:
% 63.01/27.99  																											| (250)  ~ (all_0_46_46 = e4)
% 63.01/27.99  																											|
% 63.01/27.99  																											| Equations (437) can reduce 1898 to:
% 63.01/27.99  																											| (188)  ~ (e4 = e3)
% 63.01/27.99  																											|
% 63.01/27.99  																											| Equations (437) can reduce 85 to:
% 63.01/27.99  																											| (48)  ~ (e4 = e2)
% 63.01/27.99  																											|
% 63.01/27.99  																											| Equations (437) can reduce 357 to:
% 63.01/27.99  																											| (49)  ~ (e4 = e0)
% 63.01/27.99  																											|
% 63.01/27.99  																											| From (437) and (219) follows:
% 63.01/27.99  																											| (1913) op(e3, e3) = e4
% 63.01/27.99  																											|
% 63.01/27.99  																											+-Applying beta-rule and splitting (103), into two cases.
% 63.01/27.99  																											|-Branch one:
% 63.01/27.99  																											| (453) all_0_41_41 = e1
% 63.01/27.99  																											|
% 63.01/27.99  																												| Combining equations (453,437) yields a new equation:
% 63.01/27.99  																												| (630) e4 = e1
% 63.01/27.99  																												|
% 63.01/28.00  																												| Equations (630) can reduce 110 to:
% 63.01/28.00  																												| (266) $false
% 63.01/28.00  																												|
% 63.01/28.00  																												|-The branch is then unsatisfiable
% 63.01/28.00  																											|-Branch two:
% 63.01/28.00  																											| (457)  ~ (all_0_41_41 = e1)
% 63.01/28.00  																											| (458) all_0_42_42 = e1 | all_0_43_43 = e1 | all_0_44_44 = e1
% 63.01/28.00  																											|
% 63.01/28.00  																												| Equations (437) can reduce 457 to:
% 63.01/28.00  																												| (110)  ~ (e4 = e1)
% 63.01/28.00  																												|
% 63.01/28.00  																												+-Applying beta-rule and splitting (18), into two cases.
% 63.01/28.00  																												|-Branch one:
% 63.01/28.00  																												| (453) all_0_41_41 = e1
% 63.01/28.00  																												|
% 63.01/28.00  																													| Combining equations (453,437) yields a new equation:
% 63.01/28.00  																													| (630) e4 = e1
% 63.01/28.00  																													|
% 63.01/28.00  																													| Equations (630) can reduce 110 to:
% 63.01/28.00  																													| (266) $false
% 63.01/28.00  																													|
% 63.01/28.00  																													|-The branch is then unsatisfiable
% 63.01/28.00  																												|-Branch two:
% 63.01/28.00  																												| (457)  ~ (all_0_41_41 = e1)
% 63.01/28.00  																												| (595) all_0_46_46 = e1 | all_0_50_50 = e1 | all_0_55_55 = e1
% 63.01/28.00  																												|
% 63.01/28.00  																													+-Applying beta-rule and splitting (458), into two cases.
% 63.01/28.00  																													|-Branch one:
% 63.01/28.00  																													| (459) all_0_42_42 = e1
% 63.01/28.00  																													|
% 63.01/28.00  																														| Equations (459) can reduce 73 to:
% 63.01/28.00  																														| (4057)  ~ (all_0_44_44 = e1)
% 63.01/28.00  																														|
% 63.01/28.00  																														| Simplifying 4057 yields:
% 63.01/28.00  																														| (639)  ~ (all_0_44_44 = e1)
% 63.01/28.00  																														|
% 63.01/28.00  																														| Equations (459) can reduce 198 to:
% 63.01/28.00  																														| (461)  ~ (all_0_47_47 = e1)
% 63.01/28.00  																														|
% 63.01/28.00  																														| Simplifying 461 yields:
% 63.01/28.00  																														| (462)  ~ (all_0_47_47 = e1)
% 63.01/28.00  																														|
% 63.01/28.00  																														| Equations (459) can reduce 51 to:
% 63.01/28.00  																														| (604)  ~ (e2 = e1)
% 63.01/28.00  																														|
% 63.01/28.00  																														| Simplifying 604 yields:
% 63.01/28.00  																														| (122)  ~ (e2 = e1)
% 63.01/28.00  																														|
% 63.01/28.00  																														+-Applying beta-rule and splitting (105), into two cases.
% 63.01/28.00  																														|-Branch one:
% 63.01/28.00  																														| (1105) all_0_47_47 = e2
% 63.01/28.00  																														|
% 63.01/28.00  																															| Equations (1105) can reduce 338 to:
% 63.01/28.00  																															| (266) $false
% 63.01/28.00  																															|
% 63.01/28.00  																															|-The branch is then unsatisfiable
% 63.01/28.00  																														|-Branch two:
% 63.01/28.00  																														| (338)  ~ (all_0_47_47 = e2)
% 63.01/28.00  																														| (1789) all_0_47_47 = e4 | all_0_47_47 = e3 | all_0_47_47 = e1 | all_0_47_47 = e0
% 63.01/28.00  																														|
% 63.01/28.00  																															+-Applying beta-rule and splitting (26), into two cases.
% 63.01/28.00  																															|-Branch one:
% 63.01/28.00  																															| (446) all_0_44_44 = e4
% 63.01/28.00  																															|
% 63.01/28.00  																																| Equations (446) can reduce 1390 to:
% 63.01/28.00  																																| (266) $false
% 63.01/28.00  																																|
% 63.01/28.00  																																|-The branch is then unsatisfiable
% 63.01/28.00  																															|-Branch two:
% 63.01/28.00  																															| (1390)  ~ (all_0_44_44 = e4)
% 63.01/28.00  																															| (1391) all_0_44_44 = e3 | all_0_44_44 = e1 | all_0_44_44 = e0
% 63.01/28.00  																															|
% 63.01/28.00  																																+-Applying beta-rule and splitting (595), into two cases.
% 63.01/28.00  																																|-Branch one:
% 63.01/28.00  																																| (545) all_0_46_46 = e1
% 63.01/28.00  																																|
% 63.01/28.00  																																	| Equations (545) can reduce 250 to:
% 63.01/28.00  																																	| (602)  ~ (e4 = e1)
% 63.01/28.00  																																	|
% 63.01/28.00  																																	| Simplifying 602 yields:
% 63.01/28.00  																																	| (110)  ~ (e4 = e1)
% 63.01/28.00  																																	|
% 63.01/28.00  																																	| Equations (545) can reduce 409 to:
% 63.01/28.00  																																	| (467)  ~ (e3 = e1)
% 63.01/28.00  																																	|
% 63.01/28.00  																																	| Simplifying 467 yields:
% 63.01/28.00  																																	| (213)  ~ (e3 = e1)
% 63.01/28.00  																																	|
% 63.01/28.00  																																	| From (545) and (120) follows:
% 63.01/28.00  																																	| (2105) op(e2, e3) = e1
% 63.01/28.00  																																	|
% 63.01/28.00  																																	+-Applying beta-rule and splitting (1789), into two cases.
% 63.01/28.00  																																	|-Branch one:
% 63.01/28.00  																																	| (1790) all_0_47_47 = e4
% 63.01/28.00  																																	|
% 63.01/28.00  																																		| Equations (1790) can reduce 252 to:
% 63.01/28.00  																																		| (266) $false
% 63.01/28.00  																																		|
% 63.01/28.00  																																		|-The branch is then unsatisfiable
% 63.01/28.00  																																	|-Branch two:
% 63.01/28.00  																																	| (252)  ~ (all_0_47_47 = e4)
% 63.01/28.00  																																	| (1793) all_0_47_47 = e3 | all_0_47_47 = e1 | all_0_47_47 = e0
% 63.01/28.00  																																	|
% 63.01/28.00  																																		+-Applying beta-rule and splitting (1391), into two cases.
% 63.01/28.00  																																		|-Branch one:
% 63.01/28.00  																																		| (1414) all_0_44_44 = e0
% 63.01/28.00  																																		|
% 63.01/28.00  																																			| Equations (1414) can reduce 360 to:
% 63.01/28.00  																																			| (266) $false
% 63.01/28.00  																																			|
% 63.01/28.00  																																			|-The branch is then unsatisfiable
% 63.01/28.00  																																		|-Branch two:
% 63.01/28.00  																																		| (360)  ~ (all_0_44_44 = e0)
% 63.01/28.00  																																		| (1417) all_0_44_44 = e3 | all_0_44_44 = e1
% 63.01/28.00  																																		|
% 63.01/28.00  																																			+-Applying beta-rule and splitting (206), into two cases.
% 63.01/28.00  																																			|-Branch one:
% 63.01/28.00  																																			| (248) all_0_45_45 = e4
% 63.01/28.00  																																			|
% 63.01/28.00  																																				| Combining equations (423,248) yields a new equation:
% 63.01/28.00  																																				| (425) e4 = e3
% 63.01/28.00  																																				|
% 63.01/28.00  																																				| Equations (425) can reduce 188 to:
% 63.01/28.00  																																				| (266) $false
% 63.01/28.00  																																				|
% 63.01/28.00  																																				|-The branch is then unsatisfiable
% 63.01/28.00  																																			|-Branch two:
% 63.01/28.00  																																			| (60416)  ~ (all_0_45_45 = e4)
% 63.01/28.00  																																			| (61457) all_0_46_46 = e4 | all_0_47_47 = e4 | all_0_48_48 = e4 | all_0_49_49 = e4
% 63.01/28.00  																																			|
% 63.01/28.00  																																				+-Applying beta-rule and splitting (1793), into two cases.
% 63.01/28.00  																																				|-Branch one:
% 63.01/28.00  																																				| (674) all_0_47_47 = e0
% 63.01/28.00  																																				|
% 63.01/28.00  																																					| Equations (674) can reduce 86 to:
% 63.01/28.00  																																					| (486)  ~ (all_0_49_49 = e0)
% 63.01/28.00  																																					|
% 63.01/28.00  																																					| Simplifying 486 yields:
% 63.01/28.00  																																					| (487)  ~ (all_0_49_49 = e0)
% 63.01/28.00  																																					|
% 63.01/28.00  																																					| Equations (674) can reduce 252 to:
% 63.01/28.00  																																					| (401)  ~ (e4 = e0)
% 63.01/28.00  																																					|
% 63.01/28.00  																																					| Simplifying 401 yields:
% 63.01/28.00  																																					| (49)  ~ (e4 = e0)
% 63.01/28.00  																																					|
% 63.01/28.00  																																					| Equations (674) can reduce 338 to:
% 63.01/28.00  																																					| (365)  ~ (e2 = e0)
% 63.01/28.00  																																					|
% 63.01/28.00  																																					| Simplifying 365 yields:
% 63.01/28.00  																																					| (128)  ~ (e2 = e0)
% 63.01/28.00  																																					|
% 63.01/28.00  																																					| From (674) and (23) follows:
% 63.01/28.00  																																					| (3148) op(e2, e2) = e0
% 63.01/28.00  																																					|
% 63.01/28.00  																																					+-Applying beta-rule and splitting (133), into two cases.
% 63.01/28.00  																																					|-Branch one:
% 63.01/28.00  																																					| (833) all_0_56_56 = e2
% 63.01/28.00  																																					|
% 63.01/28.00  																																						| Equations (833) can reduce 511 to:
% 63.01/28.00  																																						| (266) $false
% 63.01/28.00  																																						|
% 63.01/28.00  																																						|-The branch is then unsatisfiable
% 63.01/28.00  																																					|-Branch two:
% 63.01/28.00  																																					| (511)  ~ (all_0_56_56 = e2)
% 63.01/28.00  																																					| (836) all_0_56_56 = e4 | all_0_56_56 = e3 | all_0_56_56 = e1 | all_0_56_56 = e0
% 63.01/28.00  																																					|
% 63.01/28.00  																																						+-Applying beta-rule and splitting (54), into two cases.
% 63.01/28.00  																																						|-Branch one:
% 63.01/28.00  																																						| (583) all_0_49_49 = e2
% 63.01/28.00  																																						|
% 63.01/28.00  																																							| Equations (583) can reduce 340 to:
% 63.01/28.00  																																							| (266) $false
% 63.01/28.00  																																							|
% 63.01/28.00  																																							|-The branch is then unsatisfiable
% 63.01/28.00  																																						|-Branch two:
% 63.01/28.00  																																						| (340)  ~ (all_0_49_49 = e2)
% 63.01/28.00  																																						| (586) all_0_49_49 = e4 | all_0_49_49 = e3 | all_0_49_49 = e1 | all_0_49_49 = e0
% 63.01/28.00  																																						|
% 63.01/28.00  																																							+-Applying beta-rule and splitting (150), into two cases.
% 63.01/28.00  																																							|-Branch one:
% 63.01/28.00  																																							| (1378) all_0_40_40 = e4
% 63.01/28.00  																																							|
% 63.01/28.00  																																								| Combining equations (313,1378) yields a new equation:
% 63.01/28.00  																																								| (323) e4 = e2
% 63.01/28.00  																																								|
% 63.01/28.00  																																								| Equations (323) can reduce 48 to:
% 63.01/28.00  																																								| (266) $false
% 63.01/28.00  																																								|
% 63.01/28.00  																																								|-The branch is then unsatisfiable
% 63.01/28.00  																																							|-Branch two:
% 63.01/28.00  																																							| (447)  ~ (all_0_40_40 = e4)
% 63.01/28.00  																																							| (2271) all_0_44_44 = e4 | all_0_49_49 = e4 | all_0_53_53 = e4 | all_0_58_58 = e4
% 63.01/28.00  																																							|
% 63.01/28.00  																																								| Equations (313) can reduce 447 to:
% 63.01/28.00  																																								| (327)  ~ (e4 = e2)
% 63.01/28.00  																																								|
% 63.01/28.00  																																								| Simplifying 327 yields:
% 63.01/28.00  																																								| (48)  ~ (e4 = e2)
% 63.01/28.00  																																								|
% 63.01/28.00  																																								+-Applying beta-rule and splitting (1899), into two cases.
% 63.01/28.00  																																								|-Branch one:
% 63.01/28.00  																																								| (516) all_0_42_42 = e3
% 63.01/28.00  																																								|
% 63.01/28.00  																																									| Combining equations (459,516) yields a new equation:
% 63.01/28.00  																																									| (455) e3 = e1
% 63.01/28.00  																																									|
% 63.01/28.00  																																									| Equations (455) can reduce 213 to:
% 63.01/28.00  																																									| (266) $false
% 63.01/28.00  																																									|
% 63.01/28.00  																																									|-The branch is then unsatisfiable
% 63.01/28.00  																																								|-Branch two:
% 63.01/28.00  																																								| (405)  ~ (all_0_42_42 = e3)
% 63.01/28.00  																																								| (532) all_0_44_44 = e3
% 63.01/28.00  																																								|
% 63.01/28.00  																																									| Equations (532) can reduce 147 to:
% 63.01/28.00  																																									| (212)  ~ (e3 = e2)
% 63.01/28.00  																																									|
% 63.01/28.00  																																									| Equations (532) can reduce 639 to:
% 63.01/28.00  																																									| (213)  ~ (e3 = e1)
% 63.01/28.00  																																									|
% 63.01/28.00  																																									| Equations (532) can reduce 360 to:
% 63.01/28.00  																																									| (80)  ~ (e3 = e0)
% 63.01/28.00  																																									|
% 63.01/28.00  																																									+-Applying beta-rule and splitting (180), into two cases.
% 63.01/28.00  																																									|-Branch one:
% 63.01/28.00  																																									| (516) all_0_42_42 = e3
% 63.01/28.00  																																									|
% 63.01/28.00  																																										| Combining equations (459,516) yields a new equation:
% 63.01/28.00  																																										| (455) e3 = e1
% 63.01/28.00  																																										|
% 63.01/28.00  																																										| Equations (455) can reduce 213 to:
% 63.01/28.00  																																										| (266) $false
% 63.01/28.00  																																										|
% 63.01/28.00  																																										|-The branch is then unsatisfiable
% 63.01/28.00  																																									|-Branch two:
% 63.01/28.00  																																									| (405)  ~ (all_0_42_42 = e3)
% 63.01/28.00  																																									| (521) all_0_47_47 = e3 | all_0_51_51 = e3 | all_0_56_56 = e3
% 63.01/28.00  																																									|
% 63.01/28.00  																																										+-Applying beta-rule and splitting (75), into two cases.
% 63.01/28.00  																																										|-Branch one:
% 63.01/28.00  																																										| (485) all_0_40_40 = e0
% 63.01/28.00  																																										|
% 63.01/28.00  																																											| Combining equations (313,485) yields a new equation:
% 63.01/28.00  																																											| (391) e2 = e0
% 63.01/28.00  																																											|
% 63.01/28.00  																																											| Simplifying 391 yields:
% 63.01/28.00  																																											| (330) e2 = e0
% 63.01/28.00  																																											|
% 63.01/28.00  																																											| Equations (330) can reduce 128 to:
% 63.01/28.00  																																											| (266) $false
% 63.01/28.00  																																											|
% 63.01/28.00  																																											|-The branch is then unsatisfiable
% 63.01/28.00  																																										|-Branch two:
% 63.01/28.00  																																										| (1401)  ~ (all_0_40_40 = e0)
% 63.01/28.00  																																										| (1748) all_0_44_44 = e0 | all_0_49_49 = e0 | all_0_58_58 = e0
% 63.01/28.00  																																										|
% 63.01/28.00  																																											+-Applying beta-rule and splitting (61457), into two cases.
% 63.01/28.00  																																											|-Branch one:
% 63.01/28.00  																																											| (770) all_0_46_46 = e4
% 63.01/28.00  																																											|
% 63.01/28.00  																																												| Combining equations (545,770) yields a new equation:
% 63.01/28.00  																																												| (630) e4 = e1
% 63.01/28.00  																																												|
% 63.01/28.00  																																												| Equations (630) can reduce 110 to:
% 63.01/28.00  																																												| (266) $false
% 63.01/28.00  																																												|
% 63.01/28.00  																																												|-The branch is then unsatisfiable
% 63.01/28.00  																																											|-Branch two:
% 63.01/28.00  																																											| (250)  ~ (all_0_46_46 = e4)
% 63.01/28.00  																																											| (61466) all_0_47_47 = e4 | all_0_48_48 = e4 | all_0_49_49 = e4
% 63.01/28.00  																																											|
% 63.01/28.00  																																												+-Applying beta-rule and splitting (586), into two cases.
% 63.01/28.00  																																												|-Branch one:
% 63.01/28.00  																																												| (974) all_0_49_49 = e4
% 63.01/28.00  																																												|
% 63.01/28.00  																																													| Equations (974) can reduce 487 to:
% 63.01/28.00  																																													| (49)  ~ (e4 = e0)
% 63.01/28.00  																																													|
% 63.01/28.00  																																													+-Applying beta-rule and splitting (521), into two cases.
% 63.01/28.00  																																													|-Branch one:
% 63.01/28.00  																																													| (522) all_0_47_47 = e3
% 63.01/28.00  																																													|
% 63.01/28.00  																																														| Combining equations (674,522) yields a new equation:
% 63.01/28.00  																																														| (676) e3 = e0
% 63.01/28.00  																																														|
% 63.01/28.00  																																														| Equations (676) can reduce 80 to:
% 63.01/28.00  																																														| (266) $false
% 63.01/28.00  																																														|
% 63.01/28.00  																																														|-The branch is then unsatisfiable
% 63.01/28.00  																																													|-Branch two:
% 63.01/28.00  																																													| (1091)  ~ (all_0_47_47 = e3)
% 63.01/28.00  																																													| (1092) all_0_51_51 = e3 | all_0_56_56 = e3
% 63.01/28.00  																																													|
% 63.01/28.00  																																														| Equations (674) can reduce 1091 to:
% 63.01/28.00  																																														| (541)  ~ (e3 = e0)
% 63.01/28.00  																																														|
% 63.01/28.00  																																														| Simplifying 541 yields:
% 63.01/28.00  																																														| (80)  ~ (e3 = e0)
% 63.01/28.00  																																														|
% 63.01/28.00  																																														+-Applying beta-rule and splitting (1748), into two cases.
% 63.01/28.00  																																														|-Branch one:
% 63.01/28.00  																																														| (1414) all_0_44_44 = e0
% 63.01/28.00  																																														|
% 63.01/28.00  																																															| Combining equations (532,1414) yields a new equation:
% 63.01/28.00  																																															| (675) e3 = e0
% 63.01/28.00  																																															|
% 63.01/28.00  																																															| Simplifying 675 yields:
% 63.01/28.00  																																															| (676) e3 = e0
% 63.01/28.00  																																															|
% 63.01/28.00  																																															| Equations (676) can reduce 80 to:
% 63.01/28.00  																																															| (266) $false
% 63.01/28.00  																																															|
% 63.01/28.00  																																															|-The branch is then unsatisfiable
% 63.01/28.00  																																														|-Branch two:
% 63.01/28.00  																																														| (360)  ~ (all_0_44_44 = e0)
% 63.01/28.00  																																														| (1760) all_0_49_49 = e0 | all_0_58_58 = e0
% 63.01/28.00  																																														|
% 63.01/28.00  																																															+-Applying beta-rule and splitting (1760), into two cases.
% 63.01/28.00  																																															|-Branch one:
% 63.01/28.00  																																															| (978) all_0_49_49 = e0
% 63.01/28.00  																																															|
% 63.01/28.00  																																																| Combining equations (974,978) yields a new equation:
% 63.01/28.00  																																																| (481) e4 = e0
% 63.01/28.00  																																																|
% 63.01/28.00  																																																| Simplifying 481 yields:
% 63.01/28.00  																																																| (397) e4 = e0
% 63.01/28.00  																																																|
% 63.01/28.00  																																																| Equations (397) can reduce 49 to:
% 63.01/28.00  																																																| (266) $false
% 63.01/28.00  																																																|
% 63.01/28.00  																																																|-The branch is then unsatisfiable
% 63.01/28.00  																																															|-Branch two:
% 63.01/28.00  																																															| (487)  ~ (all_0_49_49 = e0)
% 63.01/28.00  																																															| (914) all_0_58_58 = e0
% 63.01/28.00  																																															|
% 63.01/28.00  																																																| Equations (914) can reduce 880 to:
% 63.01/28.00  																																																| (435)  ~ (e1 = e0)
% 63.01/28.00  																																																|
% 63.01/28.00  																																																| Simplifying 435 yields:
% 63.01/28.00  																																																| (233)  ~ (e1 = e0)
% 63.01/28.00  																																																|
% 63.01/28.00  																																																+-Applying beta-rule and splitting (1092), into two cases.
% 63.01/28.00  																																																|-Branch one:
% 63.01/28.00  																																																| (660) all_0_51_51 = e3
% 63.01/28.00  																																																|
% 63.01/28.00  																																																	| Combining equations (504,660) yields a new equation:
% 63.01/28.00  																																																	| (662) e3 = e2
% 63.01/28.00  																																																	|
% 63.01/28.00  																																																	| Equations (662) can reduce 212 to:
% 63.01/28.00  																																																	| (266) $false
% 63.01/28.00  																																																	|
% 63.01/28.00  																																																	|-The branch is then unsatisfiable
% 63.01/28.00  																																																|-Branch two:
% 63.01/28.00  																																																| (664)  ~ (all_0_51_51 = e3)
% 63.01/28.00  																																																| (1097) all_0_56_56 = e3
% 63.01/28.00  																																																|
% 63.01/28.01  																																																	| Equations (1097) can reduce 511 to:
% 63.01/28.01  																																																	| (212)  ~ (e3 = e2)
% 63.01/28.01  																																																	|
% 63.01/28.01  																																																	| From (1097) and (111) follows:
% 63.01/28.01  																																																	| (65099) op(e0, e2) = e3
% 63.01/28.01  																																																	|
% 63.01/28.01  																																																	+-Applying beta-rule and splitting (56), into two cases.
% 63.01/28.01  																																																	|-Branch one:
% 63.01/28.01  																																																	| (696) unit = e2
% 63.01/28.01  																																																	|
% 63.01/28.01  																																																		| From (696) and (32) follows:
% 63.01/28.01  																																																		| (698) op(e2, e2) = e2
% 63.01/28.01  																																																		|
% 63.01/28.01  																																																		| From (696) and (28) follows:
% 63.01/28.01  																																																		| (699) op(e1, e2) = e1
% 63.01/28.01  																																																		|
% 63.01/28.01  																																																		| Instantiating formula (29) with e2, e2, e2, e0 and discharging atoms op(e2, e2) = e2, op(e2, e2) = e0, yields:
% 63.01/28.01  																																																		| (330) e2 = e0
% 63.01/28.01  																																																		|
% 63.01/28.01  																																																		| Instantiating formula (29) with e1, e2, e1, e2 and discharging atoms op(e1, e2) = e2, op(e1, e2) = e1, yields:
% 63.01/28.01  																																																		| (617) e2 = e1
% 63.01/28.01  																																																		|
% 63.01/28.01  																																																		| Combining equations (617,330) yields a new equation:
% 63.01/28.01  																																																		| (546) e1 = e0
% 63.01/28.01  																																																		|
% 63.01/28.01  																																																		| Simplifying 546 yields:
% 63.01/28.01  																																																		| (431) e1 = e0
% 63.01/28.01  																																																		|
% 63.01/28.01  																																																		| Equations (431) can reduce 233 to:
% 63.01/28.01  																																																		| (266) $false
% 63.01/28.01  																																																		|
% 63.01/28.01  																																																		|-The branch is then unsatisfiable
% 63.01/28.01  																																																	|-Branch two:
% 63.01/28.01  																																																	| (707)  ~ (unit = e2)
% 63.01/28.01  																																																	| (708) unit = e4 | unit = e3 | unit = e1 | unit = e0
% 63.01/28.01  																																																	|
% 63.01/28.01  																																																		+-Applying beta-rule and splitting (708), into two cases.
% 63.01/28.01  																																																		|-Branch one:
% 63.01/28.01  																																																		| (709) unit = e4
% 63.01/28.01  																																																		|
% 63.01/28.01  																																																			| From (709) and (24) follows:
% 63.01/28.01  																																																			| (33325) op(e4, e3) = e3
% 63.01/28.01  																																																			|
% 63.01/28.01  																																																			| From (709) and (211) follows:
% 63.01/28.01  																																																			| (22527) op(e4, e1) = e1
% 63.01/28.01  																																																			|
% 63.01/28.01  																																																			| From (709) and (32) follows:
% 63.01/28.01  																																																			| (712) op(e2, e4) = e2
% 63.01/28.01  																																																			|
% 63.01/28.01  																																																			| Instantiating formula (29) with e4, e3, e3, e0 and discharging atoms op(e4, e3) = e3, op(e4, e3) = e0, yields:
% 63.01/28.01  																																																			| (676) e3 = e0
% 63.01/28.01  																																																			|
% 63.01/28.01  																																																			| Instantiating formula (29) with e4, e1, e1, e3 and discharging atoms op(e4, e1) = e3, op(e4, e1) = e1, yields:
% 63.01/28.01  																																																			| (455) e3 = e1
% 63.01/28.01  																																																			|
% 63.01/28.01  																																																			| Instantiating formula (29) with e2, e4, e2, e3 and discharging atoms op(e2, e4) = e3, op(e2, e4) = e2, yields:
% 63.01/28.01  																																																			| (662) e3 = e2
% 63.01/28.01  																																																			|
% 63.01/28.01  																																																			| Combining equations (455,662) yields a new equation:
% 63.01/28.01  																																																			| (617) e2 = e1
% 63.01/28.01  																																																			|
% 63.01/28.01  																																																			| Combining equations (676,662) yields a new equation:
% 63.01/28.01  																																																			| (330) e2 = e0
% 63.01/28.01  																																																			|
% 63.01/28.01  																																																			| Combining equations (617,330) yields a new equation:
% 63.01/28.01  																																																			| (546) e1 = e0
% 63.01/28.01  																																																			|
% 63.01/28.01  																																																			| Simplifying 546 yields:
% 63.01/28.01  																																																			| (431) e1 = e0
% 63.01/28.01  																																																			|
% 63.01/28.01  																																																			| Equations (431) can reduce 233 to:
% 63.01/28.01  																																																			| (266) $false
% 63.01/28.01  																																																			|
% 63.01/28.01  																																																			|-The branch is then unsatisfiable
% 63.01/28.01  																																																		|-Branch two:
% 63.01/28.01  																																																		| (724)  ~ (unit = e4)
% 63.01/28.01  																																																		| (725) unit = e3 | unit = e1 | unit = e0
% 63.01/28.01  																																																		|
% 63.01/28.01  																																																			+-Applying beta-rule and splitting (725), into two cases.
% 63.01/28.01  																																																			|-Branch one:
% 63.01/28.01  																																																			| (726) unit = e0
% 63.01/28.01  																																																			|
% 63.01/28.01  																																																				| From (726) and (15) follows:
% 63.01/28.01  																																																				| (1508) op(e0, e2) = e2
% 63.01/28.01  																																																				|
% 63.01/28.01  																																																				| Instantiating formula (29) with e0, e2, e2, e3 and discharging atoms op(e0, e2) = e3, op(e0, e2) = e2, yields:
% 63.01/28.01  																																																				| (662) e3 = e2
% 63.01/28.01  																																																				|
% 63.01/28.01  																																																				| Equations (662) can reduce 212 to:
% 63.01/28.01  																																																				| (266) $false
% 63.01/28.01  																																																				|
% 63.01/28.01  																																																				|-The branch is then unsatisfiable
% 63.01/28.01  																																																			|-Branch two:
% 63.01/28.01  																																																			| (734)  ~ (unit = e0)
% 63.01/28.01  																																																			| (735) unit = e3 | unit = e1
% 63.01/28.01  																																																			|
% 63.01/28.01  																																																				+-Applying beta-rule and splitting (735), into two cases.
% 63.01/28.01  																																																				|-Branch one:
% 63.01/28.01  																																																				| (736) unit = e1
% 63.01/28.01  																																																				|
% 63.01/28.01  																																																					| Equations (736) can reduce 734 to:
% 63.01/28.01  																																																					| (233)  ~ (e1 = e0)
% 63.01/28.01  																																																					|
% 63.01/28.01  																																																					| From (736) and (227) follows:
% 63.01/28.01  																																																					| (739) op(e4, e1) = e4
% 63.01/28.01  																																																					|
% 63.01/28.01  																																																					| From (736) and (40) follows:
% 63.01/28.01  																																																					| (1652) op(e3, e1) = e3
% 63.01/28.01  																																																					|
% 63.01/28.01  																																																					| From (736) and (28) follows:
% 63.01/28.01  																																																					| (740) op(e1, e1) = e1
% 63.01/28.01  																																																					|
% 63.01/28.01  																																																					| Instantiating formula (29) with e4, e1, e4, e3 and discharging atoms op(e4, e1) = e4, op(e4, e1) = e3, yields:
% 63.01/28.01  																																																					| (425) e4 = e3
% 63.01/28.01  																																																					|
% 63.01/28.01  																																																					| Instantiating formula (29) with e3, e1, e3, e0 and discharging atoms op(e3, e1) = e3, op(e3, e1) = e0, yields:
% 63.01/28.01  																																																					| (676) e3 = e0
% 63.01/28.01  																																																					|
% 63.01/28.01  																																																					| Instantiating formula (29) with e1, e1, e1, e4 and discharging atoms op(e1, e1) = e4, op(e1, e1) = e1, yields:
% 63.01/28.01  																																																					| (630) e4 = e1
% 63.01/28.01  																																																					|
% 63.01/28.01  																																																					| Combining equations (425,630) yields a new equation:
% 63.01/28.01  																																																					| (454) e3 = e1
% 63.01/28.01  																																																					|
% 63.01/28.01  																																																					| Simplifying 454 yields:
% 63.01/28.01  																																																					| (455) e3 = e1
% 63.01/28.01  																																																					|
% 63.01/28.01  																																																					| Combining equations (455,676) yields a new equation:
% 63.01/28.01  																																																					| (546) e1 = e0
% 63.01/28.01  																																																					|
% 63.01/28.01  																																																					| Simplifying 546 yields:
% 63.01/28.01  																																																					| (431) e1 = e0
% 63.01/28.01  																																																					|
% 63.01/28.01  																																																					| Equations (431) can reduce 233 to:
% 63.01/28.01  																																																					| (266) $false
% 63.01/28.01  																																																					|
% 63.01/28.01  																																																					|-The branch is then unsatisfiable
% 63.01/28.01  																																																				|-Branch two:
% 63.01/28.01  																																																				| (748)  ~ (unit = e1)
% 63.01/28.01  																																																				| (749) unit = e3
% 63.01/28.01  																																																				|
% 63.01/28.01  																																																					| From (749) and (244) follows:
% 63.01/28.01  																																																					| (750) op(e3, e4) = e4
% 63.01/28.01  																																																					|
% 63.01/28.01  																																																					| From (749) and (227) follows:
% 63.01/28.01  																																																					| (22570) op(e4, e3) = e4
% 63.01/28.01  																																																					|
% 63.01/28.01  																																																					| From (749) and (40) follows:
% 63.01/28.01  																																																					| (3715) op(e3, e3) = e3
% 63.01/28.01  																																																					|
% 63.01/28.01  																																																					| From (749) and (32) follows:
% 63.01/28.01  																																																					| (5793) op(e2, e3) = e2
% 63.01/28.01  																																																					|
% 63.01/28.01  																																																					| Instantiating formula (29) with e4, e3, e4, e0 and discharging atoms op(e4, e3) = e4, op(e4, e3) = e0, yields:
% 63.01/28.01  																																																					| (397) e4 = e0
% 63.01/28.01  																																																					|
% 63.01/28.01  																																																					| Instantiating formula (29) with e3, e4, e4, e2 and discharging atoms op(e3, e4) = e4, op(e3, e4) = e2, yields:
% 63.01/28.01  																																																					| (323) e4 = e2
% 63.01/28.01  																																																					|
% 63.01/28.01  																																																					| Instantiating formula (29) with e3, e3, e3, e4 and discharging atoms op(e3, e3) = e4, op(e3, e3) = e3, yields:
% 63.01/28.01  																																																					| (425) e4 = e3
% 63.01/28.01  																																																					|
% 63.01/28.01  																																																					| Instantiating formula (29) with e2, e3, e2, e1 and discharging atoms op(e2, e3) = e2, op(e2, e3) = e1, yields:
% 63.01/28.01  																																																					| (617) e2 = e1
% 63.01/28.01  																																																					|
% 63.01/28.01  																																																					| Combining equations (323,425) yields a new equation:
% 63.01/28.01  																																																					| (662) e3 = e2
% 63.01/28.01  																																																					|
% 63.01/28.01  																																																					| Combining equations (397,425) yields a new equation:
% 63.01/28.01  																																																					| (676) e3 = e0
% 63.01/28.01  																																																					|
% 63.01/28.01  																																																					| Combining equations (662,676) yields a new equation:
% 63.01/28.01  																																																					| (391) e2 = e0
% 63.01/28.01  																																																					|
% 63.01/28.01  																																																					| Simplifying 391 yields:
% 63.01/28.01  																																																					| (330) e2 = e0
% 63.01/28.01  																																																					|
% 63.01/28.01  																																																					| Combining equations (617,330) yields a new equation:
% 63.01/28.01  																																																					| (546) e1 = e0
% 63.01/28.01  																																																					|
% 63.01/28.01  																																																					| Simplifying 546 yields:
% 63.01/28.01  																																																					| (431) e1 = e0
% 63.01/28.01  																																																					|
% 63.01/28.01  																																																					| Equations (431) can reduce 233 to:
% 63.01/28.01  																																																					| (266) $false
% 63.01/28.01  																																																					|
% 63.01/28.01  																																																					|-The branch is then unsatisfiable
% 63.01/28.01  																																												|-Branch two:
% 63.01/28.01  																																												| (256)  ~ (all_0_49_49 = e4)
% 63.01/28.01  																																												| (977) all_0_49_49 = e3 | all_0_49_49 = e1 | all_0_49_49 = e0
% 63.01/28.01  																																												|
% 63.01/28.01  																																													+-Applying beta-rule and splitting (61466), into two cases.
% 63.01/28.01  																																													|-Branch one:
% 63.01/28.01  																																													| (1790) all_0_47_47 = e4
% 63.01/28.01  																																													|
% 63.01/28.01  																																														| Combining equations (674,1790) yields a new equation:
% 63.01/28.01  																																														| (397) e4 = e0
% 63.01/28.01  																																														|
% 63.01/28.01  																																														| Equations (397) can reduce 49 to:
% 63.01/28.01  																																														| (266) $false
% 63.01/28.01  																																														|
% 63.01/28.01  																																														|-The branch is then unsatisfiable
% 63.01/28.01  																																													|-Branch two:
% 63.01/28.01  																																													| (252)  ~ (all_0_47_47 = e4)
% 63.01/28.02  																																													| (61479) all_0_48_48 = e4 | all_0_49_49 = e4
% 63.01/28.02  																																													|
% 63.01/28.02  																																														+-Applying beta-rule and splitting (61479), into two cases.
% 63.01/28.02  																																														|-Branch one:
% 63.01/28.02  																																														| (943) all_0_48_48 = e4
% 63.01/28.02  																																														|
% 63.01/28.02  																																															| Combining equations (335,943) yields a new equation:
% 63.01/28.02  																																															| (323) e4 = e2
% 63.01/28.02  																																															|
% 63.01/28.02  																																															| Equations (323) can reduce 48 to:
% 63.01/28.02  																																															| (266) $false
% 63.01/28.02  																																															|
% 63.01/28.02  																																															|-The branch is then unsatisfiable
% 63.01/28.02  																																														|-Branch two:
% 63.01/28.02  																																														| (254)  ~ (all_0_48_48 = e4)
% 63.01/28.02  																																														| (974) all_0_49_49 = e4
% 63.01/28.02  																																														|
% 63.01/28.02  																																															| Equations (974) can reduce 256 to:
% 63.01/28.02  																																															| (266) $false
% 63.01/28.02  																																															|
% 63.01/28.02  																																															|-The branch is then unsatisfiable
% 63.01/28.02  																																				|-Branch two:
% 63.01/28.02  																																				| (678)  ~ (all_0_47_47 = e0)
% 63.01/28.02  																																				| (1831) all_0_47_47 = e3 | all_0_47_47 = e1
% 63.01/28.02  																																				|
% 63.01/28.02  																																					+-Applying beta-rule and splitting (104), into two cases.
% 63.01/28.02  																																					|-Branch one:
% 63.01/28.02  																																					| (480) all_0_39_39 = e0
% 63.01/28.02  																																					|
% 63.01/28.02  																																						| Combining equations (480,471) yields a new equation:
% 63.01/28.02  																																						| (397) e4 = e0
% 63.01/28.02  																																						|
% 63.01/28.02  																																						| Equations (397) can reduce 49 to:
% 63.01/28.02  																																						| (266) $false
% 63.01/28.02  																																						|
% 63.01/28.02  																																						|-The branch is then unsatisfiable
% 63.01/28.02  																																					|-Branch two:
% 63.01/28.02  																																					| (484)  ~ (all_0_39_39 = e0)
% 63.01/28.02  																																					| (558) all_0_42_42 = e0 | all_0_47_47 = e0 | all_0_56_56 = e0
% 63.01/28.02  																																					|
% 63.01/28.02  																																						+-Applying beta-rule and splitting (1417), into two cases.
% 63.01/28.02  																																						|-Branch one:
% 63.01/28.02  																																						| (635) all_0_44_44 = e1
% 63.01/28.02  																																						|
% 63.01/28.02  																																							| Equations (635) can reduce 639 to:
% 63.01/28.02  																																							| (266) $false
% 63.01/28.02  																																							|
% 63.01/28.02  																																							|-The branch is then unsatisfiable
% 63.01/28.02  																																						|-Branch two:
% 63.01/28.02  																																						| (639)  ~ (all_0_44_44 = e1)
% 63.01/28.02  																																						| (532) all_0_44_44 = e3
% 63.01/28.02  																																						|
% 63.01/28.02  																																							| Equations (532) can reduce 181 to:
% 63.01/28.02  																																							| (275)  ~ (all_0_58_58 = e3)
% 63.01/28.02  																																							|
% 63.01/28.02  																																							| Simplifying 275 yields:
% 63.01/28.02  																																							| (276)  ~ (all_0_58_58 = e3)
% 63.01/28.02  																																							|
% 63.01/28.02  																																							+-Applying beta-rule and splitting (108), into two cases.
% 63.01/28.02  																																							|-Branch one:
% 63.01/28.02  																																							| (624) all_0_58_58 = e2
% 63.01/28.02  																																							|
% 63.01/28.02  																																								| Equations (624) can reduce 908 to:
% 63.01/28.02  																																								| (266) $false
% 63.01/28.02  																																								|
% 63.01/28.02  																																								|-The branch is then unsatisfiable
% 63.01/28.02  																																							|-Branch two:
% 63.01/28.02  																																							| (908)  ~ (all_0_58_58 = e2)
% 63.01/28.02  																																							| (909) all_0_58_58 = e4 | all_0_58_58 = e3 | all_0_58_58 = e1 | all_0_58_58 = e0
% 63.01/28.02  																																							|
% 63.01/28.02  																																								+-Applying beta-rule and splitting (909), into two cases.
% 63.01/28.02  																																								|-Branch one:
% 63.01/28.02  																																								| (910) all_0_58_58 = e4
% 63.01/28.02  																																								|
% 63.01/28.02  																																									| Equations (910) can reduce 451 to:
% 63.01/28.02  																																									| (266) $false
% 63.01/28.02  																																									|
% 63.01/28.02  																																									|-The branch is then unsatisfiable
% 63.01/28.02  																																								|-Branch two:
% 63.01/28.02  																																								| (451)  ~ (all_0_58_58 = e4)
% 63.01/28.02  																																								| (913) all_0_58_58 = e3 | all_0_58_58 = e1 | all_0_58_58 = e0
% 63.01/28.02  																																								|
% 63.01/28.02  																																									+-Applying beta-rule and splitting (913), into two cases.
% 63.01/28.02  																																									|-Branch one:
% 63.01/28.02  																																									| (914) all_0_58_58 = e0
% 63.01/28.02  																																									|
% 63.01/28.02  																																										| Equations (914) can reduce 44 to:
% 63.01/28.02  																																										| (828)  ~ (all_0_56_56 = e0)
% 63.01/28.02  																																										|
% 63.01/28.02  																																										| Equations (914) can reduce 880 to:
% 63.01/28.02  																																										| (435)  ~ (e1 = e0)
% 63.01/28.02  																																										|
% 63.01/28.02  																																										| Simplifying 435 yields:
% 63.01/28.02  																																										| (233)  ~ (e1 = e0)
% 63.01/28.02  																																										|
% 63.01/28.02  																																										+-Applying beta-rule and splitting (558), into two cases.
% 63.01/28.02  																																										|-Branch one:
% 63.01/28.02  																																										| (559) all_0_42_42 = e0
% 63.01/28.02  																																										|
% 63.01/28.02  																																											| Combining equations (459,559) yields a new equation:
% 63.01/28.02  																																											| (546) e1 = e0
% 63.01/28.02  																																											|
% 63.01/28.02  																																											| Simplifying 546 yields:
% 63.01/28.02  																																											| (431) e1 = e0
% 63.01/28.02  																																											|
% 63.01/28.02  																																											| Equations (431) can reduce 233 to:
% 63.01/28.02  																																											| (266) $false
% 63.01/28.02  																																											|
% 63.01/28.02  																																											|-The branch is then unsatisfiable
% 63.01/28.02  																																										|-Branch two:
% 63.01/28.02  																																										| (358)  ~ (all_0_42_42 = e0)
% 63.01/28.02  																																										| (563) all_0_47_47 = e0 | all_0_56_56 = e0
% 63.01/28.02  																																										|
% 63.01/28.02  																																											+-Applying beta-rule and splitting (563), into two cases.
% 63.01/28.02  																																											|-Branch one:
% 63.01/28.02  																																											| (674) all_0_47_47 = e0
% 63.01/28.02  																																											|
% 63.01/28.02  																																												| Equations (674) can reduce 678 to:
% 63.01/28.02  																																												| (266) $false
% 63.01/28.02  																																												|
% 63.01/28.02  																																												|-The branch is then unsatisfiable
% 63.01/28.02  																																											|-Branch two:
% 63.01/28.02  																																											| (678)  ~ (all_0_47_47 = e0)
% 63.01/28.02  																																											| (679) all_0_56_56 = e0
% 63.01/28.02  																																											|
% 63.01/28.02  																																												| Equations (679) can reduce 828 to:
% 63.01/28.02  																																												| (266) $false
% 63.01/28.02  																																												|
% 63.01/28.02  																																												|-The branch is then unsatisfiable
% 63.01/28.02  																																									|-Branch two:
% 63.01/28.02  																																									| (491)  ~ (all_0_58_58 = e0)
% 63.01/28.02  																																									| (917) all_0_58_58 = e3 | all_0_58_58 = e1
% 63.01/28.02  																																									|
% 63.01/28.02  																																										+-Applying beta-rule and splitting (917), into two cases.
% 63.01/28.02  																																										|-Branch one:
% 63.01/28.02  																																										| (918) all_0_58_58 = e1
% 63.01/28.02  																																										|
% 63.01/28.02  																																											| Equations (918) can reduce 880 to:
% 63.01/28.02  																																											| (266) $false
% 63.01/28.02  																																											|
% 63.01/28.02  																																											|-The branch is then unsatisfiable
% 63.01/28.02  																																										|-Branch two:
% 63.01/28.02  																																										| (880)  ~ (all_0_58_58 = e1)
% 63.01/28.02  																																										| (795) all_0_58_58 = e3
% 63.01/28.02  																																										|
% 63.01/28.02  																																											| Equations (795) can reduce 276 to:
% 63.01/28.02  																																											| (266) $false
% 63.01/28.02  																																											|
% 63.01/28.02  																																											|-The branch is then unsatisfiable
% 63.01/28.02  																																|-Branch two:
% 63.01/28.02  																																| (549)  ~ (all_0_46_46 = e1)
% 63.01/28.02  																																| (600) all_0_50_50 = e1 | all_0_55_55 = e1
% 63.01/28.02  																																|
% 63.01/28.02  																																	+-Applying beta-rule and splitting (135), into two cases.
% 63.01/28.02  																																	|-Branch one:
% 63.01/28.02  																																	| (545) all_0_46_46 = e1
% 63.01/28.02  																																	|
% 63.01/28.02  																																		| Equations (545) can reduce 549 to:
% 63.01/28.02  																																		| (266) $false
% 63.01/28.02  																																		|
% 63.01/28.02  																																		|-The branch is then unsatisfiable
% 63.01/28.02  																																	|-Branch two:
% 63.01/28.02  																																	| (549)  ~ (all_0_46_46 = e1)
% 63.01/28.02  																																	| (550) all_0_47_47 = e1 | all_0_48_48 = e1 | all_0_49_49 = e1
% 63.01/28.02  																																	|
% 63.01/28.02  																																		+-Applying beta-rule and splitting (550), into two cases.
% 63.01/28.02  																																		|-Branch one:
% 63.01/28.02  																																		| (654) all_0_47_47 = e1
% 63.01/28.02  																																		|
% 63.01/28.02  																																			| Equations (654) can reduce 462 to:
% 63.01/28.02  																																			| (266) $false
% 63.01/28.02  																																			|
% 63.01/28.02  																																			|-The branch is then unsatisfiable
% 63.01/28.02  																																		|-Branch two:
% 63.01/28.02  																																		| (462)  ~ (all_0_47_47 = e1)
% 63.01/28.02  																																		| (659) all_0_48_48 = e1 | all_0_49_49 = e1
% 63.01/28.02  																																		|
% 63.01/28.02  																																			+-Applying beta-rule and splitting (659), into two cases.
% 63.01/28.02  																																			|-Branch one:
% 63.01/28.02  																																			| (615) all_0_48_48 = e1
% 63.01/28.02  																																			|
% 63.01/28.02  																																				| Combining equations (335,615) yields a new equation:
% 63.01/28.02  																																				| (616) e2 = e1
% 63.01/28.02  																																				|
% 63.01/28.02  																																				| Simplifying 616 yields:
% 63.01/28.02  																																				| (617) e2 = e1
% 63.01/28.02  																																				|
% 63.01/28.02  																																				| Equations (617) can reduce 122 to:
% 63.01/28.02  																																				| (266) $false
% 63.01/28.02  																																				|
% 63.01/28.02  																																				|-The branch is then unsatisfiable
% 63.01/28.02  																																			|-Branch two:
% 63.01/28.02  																																			| (619)  ~ (all_0_48_48 = e1)
% 63.01/28.02  																																			| (671) all_0_49_49 = e1
% 63.01/28.02  																																			|
% 63.01/28.02  																																				| Equations (671) can reduce 1064 to:
% 63.01/28.02  																																				| (266) $false
% 63.01/28.02  																																				|
% 63.01/28.02  																																				|-The branch is then unsatisfiable
% 63.01/28.02  																													|-Branch two:
% 63.01/28.02  																													| (1380)  ~ (all_0_42_42 = e1)
% 63.01/28.02  																													| (1381) all_0_43_43 = e1 | all_0_44_44 = e1
% 63.01/28.02  																													|
% 63.01/28.02  																														+-Applying beta-rule and splitting (26), into two cases.
% 63.01/28.02  																														|-Branch one:
% 63.01/28.02  																														| (446) all_0_44_44 = e4
% 63.01/28.02  																														|
% 63.01/28.02  																															| Equations (446) can reduce 1390 to:
% 63.01/28.02  																															| (266) $false
% 63.01/28.02  																															|
% 63.01/28.02  																															|-The branch is then unsatisfiable
% 63.01/28.02  																														|-Branch two:
% 63.01/28.02  																														| (1390)  ~ (all_0_44_44 = e4)
% 63.01/28.02  																														| (1391) all_0_44_44 = e3 | all_0_44_44 = e1 | all_0_44_44 = e0
% 63.01/28.02  																														|
% 63.01/28.02  																															+-Applying beta-rule and splitting (595), into two cases.
% 63.01/28.02  																															|-Branch one:
% 63.01/28.02  																															| (545) all_0_46_46 = e1
% 63.01/28.02  																															|
% 63.01/28.02  																																| Equations (545) can reduce 831 to:
% 63.01/28.02  																																| (233)  ~ (e1 = e0)
% 63.01/28.02  																																|
% 63.01/28.02  																																+-Applying beta-rule and splitting (1381), into two cases.
% 63.01/28.02  																																|-Branch one:
% 63.01/28.02  																																| (430) all_0_43_43 = e1
% 63.01/28.02  																																|
% 63.01/28.02  																																	| Combining equations (430,356) yields a new equation:
% 63.01/28.02  																																	| (546) e1 = e0
% 63.01/28.02  																																	|
% 63.01/28.02  																																	| Simplifying 546 yields:
% 63.01/28.02  																																	| (431) e1 = e0
% 63.01/28.02  																																	|
% 63.01/28.02  																																	| Equations (431) can reduce 233 to:
% 63.01/28.02  																																	| (266) $false
% 63.01/28.02  																																	|
% 63.01/28.02  																																	|-The branch is then unsatisfiable
% 63.01/28.02  																																|-Branch two:
% 63.01/28.02  																																| (433)  ~ (all_0_43_43 = e1)
% 63.01/28.02  																																| (635) all_0_44_44 = e1
% 63.01/28.02  																																|
% 63.01/28.02  																																	| Equations (635) can reduce 639 to:
% 63.01/28.02  																																	| (266) $false
% 63.01/28.02  																																	|
% 63.01/28.02  																																	|-The branch is then unsatisfiable
% 63.01/28.02  																															|-Branch two:
% 63.01/28.02  																															| (549)  ~ (all_0_46_46 = e1)
% 63.01/28.02  																															| (600) all_0_50_50 = e1 | all_0_55_55 = e1
% 63.01/28.02  																															|
% 63.01/28.02  																																+-Applying beta-rule and splitting (1391), into two cases.
% 63.01/28.02  																																|-Branch one:
% 63.01/28.02  																																| (1414) all_0_44_44 = e0
% 63.01/28.02  																																|
% 63.01/28.02  																																	| Equations (1414) can reduce 360 to:
% 63.01/28.02  																																	| (266) $false
% 63.01/28.02  																																	|
% 63.01/28.02  																																	|-The branch is then unsatisfiable
% 63.01/28.02  																																|-Branch two:
% 63.01/28.02  																																| (360)  ~ (all_0_44_44 = e0)
% 63.01/28.02  																																| (1417) all_0_44_44 = e3 | all_0_44_44 = e1
% 63.01/28.02  																																|
% 63.01/28.02  																																	+-Applying beta-rule and splitting (131), into two cases.
% 63.01/28.02  																																	|-Branch one:
% 63.01/28.02  																																	| (459) all_0_42_42 = e1
% 63.01/28.02  																																	|
% 63.01/28.02  																																		| Equations (459) can reduce 1380 to:
% 63.01/28.02  																																		| (266) $false
% 63.01/28.02  																																		|
% 63.01/28.02  																																		|-The branch is then unsatisfiable
% 63.01/28.02  																																	|-Branch two:
% 63.01/28.02  																																	| (1380)  ~ (all_0_42_42 = e1)
% 63.01/28.02  																																	| (3259) all_0_47_47 = e1 | all_0_51_51 = e1 | all_0_56_56 = e1
% 63.01/28.02  																																	|
% 63.01/28.02  																																		+-Applying beta-rule and splitting (1417), into two cases.
% 63.01/28.02  																																		|-Branch one:
% 63.01/28.02  																																		| (635) all_0_44_44 = e1
% 63.01/28.02  																																		|
% 63.01/28.02  																																			| Equations (635) can reduce 639 to:
% 63.01/28.02  																																			| (266) $false
% 63.01/28.02  																																			|
% 63.01/28.02  																																			|-The branch is then unsatisfiable
% 63.01/28.02  																																		|-Branch two:
% 63.01/28.02  																																		| (639)  ~ (all_0_44_44 = e1)
% 63.01/28.02  																																		| (532) all_0_44_44 = e3
% 63.01/28.02  																																		|
% 63.01/28.02  																																			| Equations (532) can reduce 73 to:
% 63.01/28.02  																																			| (405)  ~ (all_0_42_42 = e3)
% 63.01/28.02  																																			|
% 63.01/28.02  																																			| Equations (532) can reduce 1390 to:
% 63.01/28.02  																																			| (277)  ~ (e4 = e3)
% 63.01/28.02  																																			|
% 63.01/28.02  																																			| Simplifying 277 yields:
% 63.01/28.02  																																			| (188)  ~ (e4 = e3)
% 63.01/28.02  																																			|
% 63.01/28.02  																																			| Equations (532) can reduce 147 to:
% 63.01/28.02  																																			| (212)  ~ (e3 = e2)
% 63.01/28.02  																																			|
% 63.01/28.02  																																			| Equations (532) can reduce 360 to:
% 63.01/28.02  																																			| (80)  ~ (e3 = e0)
% 63.01/28.02  																																			|
% 63.01/28.02  																																			+-Applying beta-rule and splitting (22), into two cases.
% 63.01/28.02  																																			|-Branch one:
% 63.01/28.02  																																			| (268) all_0_54_54 = e3
% 63.01/28.02  																																			|
% 63.01/28.02  																																				| Combining equations (265,268) yields a new equation:
% 63.01/28.02  																																				| (424) e4 = e3
% 63.01/28.02  																																				|
% 63.01/28.02  																																				| Simplifying 424 yields:
% 63.01/28.02  																																				| (425) e4 = e3
% 63.01/28.02  																																				|
% 63.01/28.02  																																				| Equations (425) can reduce 188 to:
% 63.01/28.02  																																				| (266) $false
% 63.01/28.02  																																				|
% 63.01/28.02  																																				|-The branch is then unsatisfiable
% 63.01/28.02  																																			|-Branch two:
% 63.01/28.03  																																			| (60427)  ~ (all_0_54_54 = e3)
% 63.01/28.03  																																			| (62553) all_0_55_55 = e3 | all_0_56_56 = e3 | all_0_58_58 = e3
% 63.01/28.03  																																			|
% 63.01/28.03  																																				+-Applying beta-rule and splitting (3259), into two cases.
% 63.01/28.03  																																				|-Branch one:
% 63.01/28.03  																																				| (654) all_0_47_47 = e1
% 63.01/28.03  																																				|
% 63.01/28.03  																																					| Equations (654) can reduce 1091 to:
% 63.01/28.03  																																					| (467)  ~ (e3 = e1)
% 63.01/28.03  																																					|
% 63.01/28.03  																																					| Simplifying 467 yields:
% 63.01/28.03  																																					| (213)  ~ (e3 = e1)
% 63.01/28.03  																																					|
% 63.01/28.03  																																					+-Applying beta-rule and splitting (180), into two cases.
% 63.01/28.03  																																					|-Branch one:
% 63.01/28.03  																																					| (516) all_0_42_42 = e3
% 63.01/28.03  																																					|
% 63.01/28.03  																																						| Equations (516) can reduce 405 to:
% 63.01/28.03  																																						| (266) $false
% 63.01/28.03  																																						|
% 63.01/28.03  																																						|-The branch is then unsatisfiable
% 63.01/28.03  																																					|-Branch two:
% 63.01/28.03  																																					| (405)  ~ (all_0_42_42 = e3)
% 63.01/28.03  																																					| (521) all_0_47_47 = e3 | all_0_51_51 = e3 | all_0_56_56 = e3
% 63.01/28.03  																																					|
% 63.01/28.03  																																						+-Applying beta-rule and splitting (104), into two cases.
% 63.01/28.03  																																						|-Branch one:
% 63.01/28.03  																																						| (480) all_0_39_39 = e0
% 63.01/28.03  																																						|
% 63.01/28.03  																																							| Combining equations (480,471) yields a new equation:
% 63.01/28.03  																																							| (397) e4 = e0
% 63.01/28.03  																																							|
% 63.01/28.03  																																							| Equations (397) can reduce 49 to:
% 63.01/28.03  																																							| (266) $false
% 63.01/28.03  																																							|
% 63.01/28.03  																																							|-The branch is then unsatisfiable
% 63.01/28.03  																																						|-Branch two:
% 63.01/28.03  																																						| (484)  ~ (all_0_39_39 = e0)
% 63.01/28.03  																																						| (558) all_0_42_42 = e0 | all_0_47_47 = e0 | all_0_56_56 = e0
% 63.01/28.03  																																						|
% 63.01/28.03  																																							+-Applying beta-rule and splitting (558), into two cases.
% 63.01/28.03  																																							|-Branch one:
% 63.01/28.03  																																							| (559) all_0_42_42 = e0
% 63.01/28.03  																																							|
% 63.01/28.03  																																								| Equations (559) can reduce 358 to:
% 63.01/28.03  																																								| (266) $false
% 63.01/28.03  																																								|
% 63.01/28.03  																																								|-The branch is then unsatisfiable
% 63.01/28.03  																																							|-Branch two:
% 63.01/28.03  																																							| (358)  ~ (all_0_42_42 = e0)
% 63.01/28.03  																																							| (563) all_0_47_47 = e0 | all_0_56_56 = e0
% 63.01/28.03  																																							|
% 63.01/28.03  																																								+-Applying beta-rule and splitting (563), into two cases.
% 63.01/28.03  																																								|-Branch one:
% 63.01/28.03  																																								| (674) all_0_47_47 = e0
% 63.01/28.03  																																								|
% 63.01/28.03  																																									| Combining equations (654,674) yields a new equation:
% 63.01/28.03  																																									| (546) e1 = e0
% 63.01/28.03  																																									|
% 63.01/28.03  																																									| Simplifying 546 yields:
% 63.01/28.03  																																									| (431) e1 = e0
% 63.01/28.03  																																									|
% 63.01/28.03  																																									| Equations (431) can reduce 233 to:
% 63.01/28.03  																																									| (266) $false
% 63.01/28.03  																																									|
% 63.01/28.03  																																									|-The branch is then unsatisfiable
% 63.01/28.03  																																								|-Branch two:
% 63.01/28.03  																																								| (678)  ~ (all_0_47_47 = e0)
% 63.01/28.03  																																								| (679) all_0_56_56 = e0
% 63.01/28.03  																																								|
% 63.01/28.03  																																									+-Applying beta-rule and splitting (62553), into two cases.
% 63.01/28.03  																																									|-Branch one:
% 63.01/28.03  																																									| (2336) all_0_55_55 = e3
% 63.01/28.03  																																									|
% 63.01/28.03  																																										| Combining equations (386,2336) yields a new equation:
% 63.01/28.03  																																										| (662) e3 = e2
% 63.01/28.03  																																										|
% 63.01/28.03  																																										| Equations (662) can reduce 212 to:
% 63.01/28.03  																																										| (266) $false
% 63.01/28.03  																																										|
% 63.01/28.03  																																										|-The branch is then unsatisfiable
% 63.01/28.03  																																									|-Branch two:
% 63.01/28.03  																																									| (270)  ~ (all_0_55_55 = e3)
% 63.01/28.03  																																									| (62557) all_0_56_56 = e3 | all_0_58_58 = e3
% 63.01/28.03  																																									|
% 63.01/28.03  																																										| Equations (386) can reduce 270 to:
% 63.01/28.03  																																										| (626)  ~ (e3 = e2)
% 63.01/28.03  																																										|
% 63.01/28.03  																																										| Simplifying 626 yields:
% 63.01/28.03  																																										| (212)  ~ (e3 = e2)
% 63.01/28.03  																																										|
% 63.01/28.03  																																										+-Applying beta-rule and splitting (521), into two cases.
% 63.01/28.03  																																										|-Branch one:
% 63.01/28.03  																																										| (522) all_0_47_47 = e3
% 63.01/28.03  																																										|
% 63.01/28.03  																																											| Combining equations (654,522) yields a new equation:
% 63.01/28.03  																																											| (455) e3 = e1
% 63.01/28.03  																																											|
% 63.01/28.03  																																											| Equations (455) can reduce 213 to:
% 63.01/28.03  																																											| (266) $false
% 63.01/28.03  																																											|
% 63.01/28.03  																																											|-The branch is then unsatisfiable
% 63.01/28.03  																																										|-Branch two:
% 63.01/28.03  																																										| (1091)  ~ (all_0_47_47 = e3)
% 63.01/28.03  																																										| (1092) all_0_51_51 = e3 | all_0_56_56 = e3
% 63.01/28.03  																																										|
% 63.01/28.03  																																											+-Applying beta-rule and splitting (1092), into two cases.
% 63.01/28.03  																																											|-Branch one:
% 63.01/28.03  																																											| (660) all_0_51_51 = e3
% 63.01/28.03  																																											|
% 63.01/28.03  																																												| Combining equations (660,504) yields a new equation:
% 63.01/28.03  																																												| (661) e3 = e2
% 63.01/28.03  																																												|
% 63.01/28.03  																																												| Simplifying 661 yields:
% 63.01/28.03  																																												| (662) e3 = e2
% 63.01/28.03  																																												|
% 63.01/28.03  																																												| Equations (662) can reduce 212 to:
% 63.01/28.03  																																												| (266) $false
% 63.01/28.03  																																												|
% 63.01/28.03  																																												|-The branch is then unsatisfiable
% 63.01/28.03  																																											|-Branch two:
% 63.01/28.03  																																											| (664)  ~ (all_0_51_51 = e3)
% 63.01/28.03  																																											| (1097) all_0_56_56 = e3
% 63.01/28.03  																																											|
% 63.01/28.03  																																												| Combining equations (679,1097) yields a new equation:
% 63.01/28.03  																																												| (676) e3 = e0
% 63.01/28.03  																																												|
% 63.01/28.03  																																												| Equations (676) can reduce 80 to:
% 63.01/28.03  																																												| (266) $false
% 63.01/28.03  																																												|
% 63.01/28.03  																																												|-The branch is then unsatisfiable
% 63.01/28.03  																																				|-Branch two:
% 63.01/28.03  																																				| (462)  ~ (all_0_47_47 = e1)
% 63.01/28.03  																																				| (3264) all_0_51_51 = e1 | all_0_56_56 = e1
% 63.01/28.03  																																				|
% 63.01/28.03  																																					+-Applying beta-rule and splitting (135), into two cases.
% 63.01/28.03  																																					|-Branch one:
% 63.01/28.03  																																					| (545) all_0_46_46 = e1
% 63.01/28.03  																																					|
% 63.01/28.03  																																						| Equations (545) can reduce 549 to:
% 63.01/28.03  																																						| (266) $false
% 63.01/28.03  																																						|
% 63.01/28.03  																																						|-The branch is then unsatisfiable
% 63.01/28.03  																																					|-Branch two:
% 63.01/28.03  																																					| (549)  ~ (all_0_46_46 = e1)
% 63.01/28.03  																																					| (550) all_0_47_47 = e1 | all_0_48_48 = e1 | all_0_49_49 = e1
% 63.01/28.03  																																					|
% 63.01/28.03  																																						+-Applying beta-rule and splitting (550), into two cases.
% 63.01/28.03  																																						|-Branch one:
% 63.01/28.03  																																						| (654) all_0_47_47 = e1
% 63.01/28.03  																																						|
% 63.01/28.03  																																							| Equations (654) can reduce 462 to:
% 63.01/28.03  																																							| (266) $false
% 63.01/28.03  																																							|
% 63.01/28.03  																																							|-The branch is then unsatisfiable
% 63.01/28.03  																																						|-Branch two:
% 63.01/28.03  																																						| (462)  ~ (all_0_47_47 = e1)
% 63.01/28.03  																																						| (659) all_0_48_48 = e1 | all_0_49_49 = e1
% 63.01/28.03  																																						|
% 63.01/28.03  																																							+-Applying beta-rule and splitting (659), into two cases.
% 63.01/28.03  																																							|-Branch one:
% 63.01/28.03  																																							| (615) all_0_48_48 = e1
% 63.01/28.03  																																							|
% 63.01/28.03  																																								| Combining equations (335,615) yields a new equation:
% 63.01/28.03  																																								| (616) e2 = e1
% 63.01/28.03  																																								|
% 63.01/28.03  																																								| Simplifying 616 yields:
% 63.01/28.03  																																								| (617) e2 = e1
% 63.01/28.03  																																								|
% 63.01/28.03  																																								| Equations (617) can reduce 122 to:
% 63.01/28.03  																																								| (266) $false
% 63.01/28.03  																																								|
% 63.01/28.03  																																								|-The branch is then unsatisfiable
% 63.01/28.03  																																							|-Branch two:
% 63.01/28.03  																																							| (619)  ~ (all_0_48_48 = e1)
% 63.01/28.03  																																							| (671) all_0_49_49 = e1
% 63.01/28.03  																																							|
% 63.01/28.03  																																								| Equations (671) can reduce 1064 to:
% 63.01/28.03  																																								| (266) $false
% 63.01/28.03  																																								|
% 63.01/28.03  																																								|-The branch is then unsatisfiable
% 63.01/28.03  																										|-Branch two:
% 63.01/28.03  																										| (440)  ~ (all_0_41_41 = e4)
% 63.01/28.03  																										| (4049) all_0_41_41 = e3 | all_0_41_41 = e1 | all_0_41_41 = e0
% 63.01/28.03  																										|
% 63.01/28.03  																											+-Applying beta-rule and splitting (4049), into two cases.
% 63.01/28.03  																											|-Branch one:
% 63.01/28.03  																											| (794) all_0_41_41 = e0
% 63.01/28.03  																											|
% 63.01/28.03  																												| Equations (794) can reduce 357 to:
% 63.01/28.03  																												| (266) $false
% 63.01/28.03  																												|
% 63.01/28.03  																												|-The branch is then unsatisfiable
% 63.01/28.03  																											|-Branch two:
% 63.01/28.03  																											| (357)  ~ (all_0_41_41 = e0)
% 63.01/28.03  																											| (4053) all_0_41_41 = e3 | all_0_41_41 = e1
% 63.01/28.03  																											|
% 63.01/28.03  																												+-Applying beta-rule and splitting (64), into two cases.
% 63.01/28.03  																												|-Branch one:
% 63.01/28.03  																												| (437) all_0_41_41 = e4
% 63.01/28.03  																												|
% 63.01/28.04  																													| Equations (437) can reduce 440 to:
% 63.01/28.04  																													| (266) $false
% 63.01/28.04  																													|
% 63.01/28.04  																													|-The branch is then unsatisfiable
% 63.01/28.04  																												|-Branch two:
% 63.01/28.04  																												| (440)  ~ (all_0_41_41 = e4)
% 63.01/28.04  																												| (441) all_0_42_42 = e4 | all_0_43_43 = e4 | all_0_44_44 = e4
% 63.01/28.04  																												|
% 63.01/28.04  																													+-Applying beta-rule and splitting (441), into two cases.
% 63.01/28.04  																													|-Branch one:
% 63.01/28.04  																													| (1392) all_0_42_42 = e4
% 63.01/28.04  																													|
% 63.01/28.04  																														| Equations (1392) can reduce 1890 to:
% 63.01/28.04  																														| (266) $false
% 63.01/28.04  																														|
% 63.01/28.04  																														|-The branch is then unsatisfiable
% 63.01/28.04  																													|-Branch two:
% 63.01/28.04  																													| (1890)  ~ (all_0_42_42 = e4)
% 63.01/28.04  																													| (1891) all_0_43_43 = e4 | all_0_44_44 = e4
% 63.01/28.04  																													|
% 63.01/28.04  																														+-Applying beta-rule and splitting (1891), into two cases.
% 63.01/28.04  																														|-Branch one:
% 63.01/28.04  																														| (396) all_0_43_43 = e4
% 63.01/28.04  																														|
% 63.01/28.04  																															| Combining equations (396,356) yields a new equation:
% 63.01/28.04  																															| (481) e4 = e0
% 63.01/28.04  																															|
% 63.01/28.04  																															| Simplifying 481 yields:
% 63.01/28.04  																															| (397) e4 = e0
% 63.01/28.04  																															|
% 63.01/28.04  																															| Equations (397) can reduce 49 to:
% 63.01/28.04  																															| (266) $false
% 63.01/28.04  																															|
% 63.01/28.04  																															|-The branch is then unsatisfiable
% 63.01/28.04  																														|-Branch two:
% 63.01/28.04  																														| (399)  ~ (all_0_43_43 = e4)
% 63.01/28.04  																														| (446) all_0_44_44 = e4
% 63.01/28.04  																														|
% 63.01/28.04  																															| Equations (446) can reduce 73 to:
% 63.01/28.04  																															| (1890)  ~ (all_0_42_42 = e4)
% 63.01/28.04  																															|
% 63.01/28.04  																															| Equations (446) can reduce 9 to:
% 63.01/28.04  																															| (255)  ~ (all_0_49_49 = e4)
% 63.01/28.04  																															|
% 63.01/28.04  																															| Simplifying 255 yields:
% 63.01/28.04  																															| (256)  ~ (all_0_49_49 = e4)
% 63.01/28.04  																															|
% 63.01/28.04  																															| Equations (446) can reduce 147 to:
% 63.01/28.04  																															| (48)  ~ (e4 = e2)
% 63.01/28.04  																															|
% 63.01/28.04  																															| From (446) and (138) follows:
% 63.01/28.04  																															| (4646) op(e3, e0) = e4
% 63.01/28.04  																															|
% 63.01/28.04  																															+-Applying beta-rule and splitting (206), into two cases.
% 63.01/28.04  																															|-Branch one:
% 63.01/28.04  																															| (248) all_0_45_45 = e4
% 63.01/28.04  																															|
% 63.01/28.04  																																| Combining equations (248,423) yields a new equation:
% 63.01/28.04  																																| (424) e4 = e3
% 63.01/28.04  																																|
% 63.01/28.04  																																| Simplifying 424 yields:
% 63.01/28.04  																																| (425) e4 = e3
% 63.01/28.04  																																|
% 63.01/28.04  																																| Equations (425) can reduce 188 to:
% 63.01/28.04  																																| (266) $false
% 63.01/28.04  																																|
% 63.01/28.04  																																|-The branch is then unsatisfiable
% 63.01/28.04  																															|-Branch two:
% 63.01/28.04  																															| (60416)  ~ (all_0_45_45 = e4)
% 63.01/28.04  																															| (61457) all_0_46_46 = e4 | all_0_47_47 = e4 | all_0_48_48 = e4 | all_0_49_49 = e4
% 63.01/28.04  																															|
% 63.01/28.04  																																+-Applying beta-rule and splitting (61457), into two cases.
% 63.01/28.04  																																|-Branch one:
% 63.01/28.04  																																| (770) all_0_46_46 = e4
% 63.01/28.04  																																|
% 63.01/28.04  																																	| Equations (770) can reduce 43 to:
% 63.01/28.04  																																	| (440)  ~ (all_0_41_41 = e4)
% 63.01/28.04  																																	|
% 63.01/28.04  																																	| Equations (770) can reduce 208 to:
% 63.01/28.04  																																	| (255)  ~ (all_0_49_49 = e4)
% 63.01/28.04  																																	|
% 63.01/28.04  																																	| Simplifying 255 yields:
% 63.01/28.04  																																	| (256)  ~ (all_0_49_49 = e4)
% 63.01/28.04  																																	|
% 63.01/28.04  																																	| From (770) and (120) follows:
% 63.01/28.04  																																	| (72494) op(e2, e3) = e4
% 63.01/28.04  																																	|
% 63.01/28.04  																																	+-Applying beta-rule and splitting (4053), into two cases.
% 63.01/28.04  																																	|-Branch one:
% 63.01/28.04  																																	| (453) all_0_41_41 = e1
% 63.01/28.04  																																	|
% 63.01/28.04  																																		| Equations (453) can reduce 214 to:
% 63.01/28.04  																																		| (4055)  ~ (all_0_42_42 = e1)
% 63.01/28.04  																																		|
% 63.01/28.04  																																		| Simplifying 4055 yields:
% 63.01/28.04  																																		| (1380)  ~ (all_0_42_42 = e1)
% 63.01/28.04  																																		|
% 63.01/28.04  																																		| Equations (453) can reduce 440 to:
% 63.01/28.04  																																		| (602)  ~ (e4 = e1)
% 63.01/28.04  																																		|
% 63.01/28.04  																																		| Simplifying 602 yields:
% 63.01/28.04  																																		| (110)  ~ (e4 = e1)
% 63.01/28.04  																																		|
% 63.01/28.04  																																		| Equations (453) can reduce 85 to:
% 63.01/28.04  																																		| (604)  ~ (e2 = e1)
% 63.01/28.04  																																		|
% 63.01/28.04  																																		| Simplifying 604 yields:
% 63.01/28.04  																																		| (122)  ~ (e2 = e1)
% 63.01/28.04  																																		|
% 63.01/28.04  																																		+-Applying beta-rule and splitting (152), into two cases.
% 63.01/28.04  																																		|-Branch one:
% 63.01/28.04  																																		| (1392) all_0_42_42 = e4
% 63.01/28.04  																																		|
% 63.01/28.04  																																			| Equations (1392) can reduce 1890 to:
% 63.01/28.04  																																			| (266) $false
% 63.01/28.04  																																			|
% 63.01/28.04  																																			|-The branch is then unsatisfiable
% 63.01/28.04  																																		|-Branch two:
% 63.01/28.04  																																		| (1890)  ~ (all_0_42_42 = e4)
% 63.01/28.04  																																		| (1969) all_0_42_42 = e3 | all_0_42_42 = e1 | all_0_42_42 = e0
% 63.01/28.04  																																		|
% 63.01/28.04  																																			+-Applying beta-rule and splitting (131), into two cases.
% 63.01/28.04  																																			|-Branch one:
% 63.01/28.04  																																			| (459) all_0_42_42 = e1
% 63.01/28.04  																																			|
% 63.01/28.04  																																				| Equations (459) can reduce 1380 to:
% 63.01/28.04  																																				| (266) $false
% 63.01/28.04  																																				|
% 63.01/28.04  																																				|-The branch is then unsatisfiable
% 63.01/28.04  																																			|-Branch two:
% 63.01/28.04  																																			| (1380)  ~ (all_0_42_42 = e1)
% 63.01/28.04  																																			| (3259) all_0_47_47 = e1 | all_0_51_51 = e1 | all_0_56_56 = e1
% 63.01/28.04  																																			|
% 63.01/28.04  																																				+-Applying beta-rule and splitting (54), into two cases.
% 63.01/28.04  																																				|-Branch one:
% 63.01/28.04  																																				| (583) all_0_49_49 = e2
% 63.01/28.04  																																				|
% 63.01/28.04  																																					| Equations (583) can reduce 340 to:
% 63.01/28.04  																																					| (266) $false
% 63.01/28.04  																																					|
% 63.01/28.04  																																					|-The branch is then unsatisfiable
% 63.01/28.04  																																				|-Branch two:
% 63.01/28.04  																																				| (340)  ~ (all_0_49_49 = e2)
% 63.01/28.04  																																				| (586) all_0_49_49 = e4 | all_0_49_49 = e3 | all_0_49_49 = e1 | all_0_49_49 = e0
% 63.01/28.04  																																				|
% 63.01/28.04  																																					+-Applying beta-rule and splitting (1969), into two cases.
% 63.01/28.04  																																					|-Branch one:
% 63.01/28.04  																																					| (559) all_0_42_42 = e0
% 63.01/28.04  																																					|
% 63.01/28.04  																																						| Equations (559) can reduce 358 to:
% 63.01/28.04  																																						| (266) $false
% 63.01/28.04  																																						|
% 63.01/28.04  																																						|-The branch is then unsatisfiable
% 63.01/28.04  																																					|-Branch two:
% 63.01/28.04  																																					| (358)  ~ (all_0_42_42 = e0)
% 63.01/28.04  																																					| (2510) all_0_42_42 = e3 | all_0_42_42 = e1
% 63.01/28.04  																																					|
% 63.01/28.04  																																						+-Applying beta-rule and splitting (586), into two cases.
% 63.01/28.04  																																						|-Branch one:
% 63.01/28.04  																																						| (974) all_0_49_49 = e4
% 63.01/28.04  																																						|
% 63.01/28.04  																																							| Equations (974) can reduce 256 to:
% 63.01/28.04  																																							| (266) $false
% 63.01/28.04  																																							|
% 63.01/28.04  																																							|-The branch is then unsatisfiable
% 63.01/28.04  																																						|-Branch two:
% 63.01/28.04  																																						| (256)  ~ (all_0_49_49 = e4)
% 63.01/28.04  																																						| (977) all_0_49_49 = e3 | all_0_49_49 = e1 | all_0_49_49 = e0
% 63.01/28.04  																																						|
% 63.01/28.04  																																							+-Applying beta-rule and splitting (2510), into two cases.
% 63.01/28.04  																																							|-Branch one:
% 63.01/28.04  																																							| (459) all_0_42_42 = e1
% 63.01/28.04  																																							|
% 63.01/28.04  																																								| Equations (459) can reduce 1380 to:
% 63.01/28.04  																																								| (266) $false
% 63.01/28.04  																																								|
% 63.01/28.04  																																								|-The branch is then unsatisfiable
% 63.01/28.04  																																							|-Branch two:
% 63.01/28.04  																																							| (1380)  ~ (all_0_42_42 = e1)
% 63.01/28.04  																																							| (516) all_0_42_42 = e3
% 63.01/28.04  																																							|
% 63.01/28.04  																																								| Equations (516) can reduce 198 to:
% 63.01/28.04  																																								| (2538)  ~ (all_0_47_47 = e3)
% 63.01/28.04  																																								|
% 63.01/28.04  																																								| Simplifying 2538 yields:
% 63.01/28.04  																																								| (1091)  ~ (all_0_47_47 = e3)
% 63.01/28.04  																																								|
% 63.01/28.04  																																								| Equations (516) can reduce 1890 to:
% 63.01/28.04  																																								| (277)  ~ (e4 = e3)
% 63.01/28.04  																																								|
% 63.01/28.04  																																								| Simplifying 277 yields:
% 63.01/28.04  																																								| (188)  ~ (e4 = e3)
% 63.01/28.04  																																								|
% 63.01/28.04  																																								| From (516) and (210) follows:
% 63.01/28.04  																																								| (4285) op(e3, e2) = e3
% 63.01/28.04  																																								|
% 63.01/28.04  																																								+-Applying beta-rule and splitting (977), into two cases.
% 63.01/28.04  																																								|-Branch one:
% 63.01/28.04  																																								| (978) all_0_49_49 = e0
% 63.01/28.04  																																								|
% 63.01/28.04  																																									| Equations (978) can reduce 86 to:
% 63.01/28.04  																																									| (678)  ~ (all_0_47_47 = e0)
% 63.01/28.04  																																									|
% 63.01/28.04  																																									| Equations (978) can reduce 119 to:
% 63.01/28.04  																																									| (490)  ~ (all_0_58_58 = e0)
% 63.01/28.04  																																									|
% 63.01/28.04  																																									| Simplifying 490 yields:
% 63.01/28.04  																																									| (491)  ~ (all_0_58_58 = e0)
% 63.01/28.04  																																									|
% 63.01/28.04  																																									| Equations (978) can reduce 525 to:
% 63.01/28.04  																																									| (541)  ~ (e3 = e0)
% 63.01/28.04  																																									|
% 63.01/28.04  																																									| Simplifying 541 yields:
% 63.01/28.04  																																									| (80)  ~ (e3 = e0)
% 63.01/28.04  																																									|
% 63.01/28.04  																																									+-Applying beta-rule and splitting (22), into two cases.
% 63.01/28.04  																																									|-Branch one:
% 63.01/28.04  																																									| (268) all_0_54_54 = e3
% 63.01/28.04  																																									|
% 63.01/28.04  																																										| Combining equations (268,265) yields a new equation:
% 63.01/28.04  																																										| (425) e4 = e3
% 63.01/28.04  																																										|
% 63.01/28.04  																																										| Equations (425) can reduce 188 to:
% 63.01/28.04  																																										| (266) $false
% 63.01/28.04  																																										|
% 63.01/28.04  																																										|-The branch is then unsatisfiable
% 63.01/28.04  																																									|-Branch two:
% 63.01/28.05  																																									| (60427)  ~ (all_0_54_54 = e3)
% 63.01/28.05  																																									| (62553) all_0_55_55 = e3 | all_0_56_56 = e3 | all_0_58_58 = e3
% 63.01/28.05  																																									|
% 63.01/28.05  																																										| Equations (265) can reduce 60427 to:
% 63.01/28.05  																																										| (188)  ~ (e4 = e3)
% 63.01/28.05  																																										|
% 63.01/28.05  																																										+-Applying beta-rule and splitting (189), into two cases.
% 63.01/28.05  																																										|-Branch one:
% 63.01/28.05  																																										| (532) all_0_44_44 = e3
% 63.01/28.05  																																										|
% 63.01/28.05  																																											| Combining equations (446,532) yields a new equation:
% 63.01/28.05  																																											| (424) e4 = e3
% 63.01/28.05  																																											|
% 63.01/28.05  																																											| Simplifying 424 yields:
% 63.01/28.05  																																											| (425) e4 = e3
% 63.01/28.05  																																											|
% 63.01/28.05  																																											| Equations (425) can reduce 188 to:
% 63.01/28.05  																																											| (266) $false
% 63.01/28.05  																																											|
% 63.01/28.05  																																											|-The branch is then unsatisfiable
% 63.01/28.05  																																										|-Branch two:
% 63.01/28.05  																																										| (407)  ~ (all_0_44_44 = e3)
% 63.01/28.05  																																										| (537) all_0_49_49 = e3 | all_0_53_53 = e3 | all_0_58_58 = e3
% 63.01/28.05  																																										|
% 63.01/28.05  																																											+-Applying beta-rule and splitting (135), into two cases.
% 63.01/28.05  																																											|-Branch one:
% 63.01/28.05  																																											| (545) all_0_46_46 = e1
% 63.01/28.05  																																											|
% 63.01/28.05  																																												| Combining equations (770,545) yields a new equation:
% 63.01/28.05  																																												| (636) e4 = e1
% 63.01/28.05  																																												|
% 63.01/28.05  																																												| Simplifying 636 yields:
% 63.01/28.05  																																												| (630) e4 = e1
% 63.01/28.05  																																												|
% 63.01/28.05  																																												| Equations (630) can reduce 110 to:
% 63.01/28.05  																																												| (266) $false
% 63.01/28.05  																																												|
% 63.01/28.05  																																												|-The branch is then unsatisfiable
% 63.01/28.05  																																											|-Branch two:
% 63.01/28.05  																																											| (549)  ~ (all_0_46_46 = e1)
% 63.01/28.05  																																											| (550) all_0_47_47 = e1 | all_0_48_48 = e1 | all_0_49_49 = e1
% 63.01/28.05  																																											|
% 63.01/28.05  																																												+-Applying beta-rule and splitting (537), into two cases.
% 63.01/28.05  																																												|-Branch one:
% 63.01/28.05  																																												| (884) all_0_49_49 = e3
% 63.01/28.05  																																												|
% 63.01/28.05  																																													| Combining equations (978,884) yields a new equation:
% 63.01/28.05  																																													| (676) e3 = e0
% 63.01/28.05  																																													|
% 63.01/28.05  																																													| Equations (676) can reduce 80 to:
% 63.01/28.05  																																													| (266) $false
% 63.01/28.05  																																													|
% 63.01/28.05  																																													|-The branch is then unsatisfiable
% 63.01/28.05  																																												|-Branch two:
% 63.01/28.05  																																												| (525)  ~ (all_0_49_49 = e3)
% 63.01/28.05  																																												| (887) all_0_53_53 = e3 | all_0_58_58 = e3
% 63.01/28.05  																																												|
% 63.01/28.05  																																													+-Applying beta-rule and splitting (105), into two cases.
% 63.01/28.05  																																													|-Branch one:
% 63.01/28.05  																																													| (1105) all_0_47_47 = e2
% 63.01/28.05  																																													|
% 63.01/28.05  																																														| Equations (1105) can reduce 338 to:
% 63.01/28.05  																																														| (266) $false
% 63.01/28.05  																																														|
% 63.01/28.05  																																														|-The branch is then unsatisfiable
% 63.01/28.05  																																													|-Branch two:
% 63.01/28.05  																																													| (338)  ~ (all_0_47_47 = e2)
% 63.01/28.05  																																													| (1789) all_0_47_47 = e4 | all_0_47_47 = e3 | all_0_47_47 = e1 | all_0_47_47 = e0
% 63.01/28.05  																																													|
% 63.01/28.05  																																														+-Applying beta-rule and splitting (550), into two cases.
% 63.01/28.05  																																														|-Branch one:
% 63.01/28.05  																																														| (654) all_0_47_47 = e1
% 63.01/28.05  																																														|
% 63.01/28.05  																																															| Equations (654) can reduce 91 to:
% 63.01/28.05  																																															| (465)  ~ (all_0_56_56 = e1)
% 63.01/28.05  																																															|
% 63.01/28.05  																																															| Simplifying 465 yields:
% 63.01/28.05  																																															| (466)  ~ (all_0_56_56 = e1)
% 63.01/28.05  																																															|
% 63.01/28.05  																																															| Equations (654) can reduce 1091 to:
% 63.01/28.05  																																															| (467)  ~ (e3 = e1)
% 63.01/28.05  																																															|
% 63.01/28.05  																																															| Simplifying 467 yields:
% 63.01/28.05  																																															| (213)  ~ (e3 = e1)
% 63.01/28.05  																																															|
% 63.01/28.05  																																															| Equations (654) can reduce 338 to:
% 63.01/28.05  																																															| (604)  ~ (e2 = e1)
% 63.01/28.05  																																															|
% 63.01/28.05  																																															| Simplifying 604 yields:
% 63.01/28.05  																																															| (122)  ~ (e2 = e1)
% 63.01/28.05  																																															|
% 63.01/28.05  																																															| Equations (654) can reduce 678 to:
% 63.01/28.05  																																															| (233)  ~ (e1 = e0)
% 63.01/28.05  																																															|
% 63.01/28.05  																																															+-Applying beta-rule and splitting (863), into two cases.
% 63.01/28.05  																																															|-Branch one:
% 63.01/28.05  																																															| (679) all_0_56_56 = e0
% 63.01/28.05  																																															|
% 63.01/28.05  																																																| Equations (679) can reduce 466 to:
% 63.01/28.05  																																																| (435)  ~ (e1 = e0)
% 63.01/28.05  																																																|
% 63.01/28.05  																																																| Simplifying 435 yields:
% 63.01/28.05  																																																| (233)  ~ (e1 = e0)
% 63.01/28.05  																																																|
% 63.01/28.05  																																																+-Applying beta-rule and splitting (887), into two cases.
% 63.01/28.05  																																																|-Branch one:
% 63.01/28.05  																																																| (665) all_0_53_53 = e3
% 63.01/28.05  																																																|
% 63.01/28.05  																																																	| Combining equations (1208,665) yields a new equation:
% 63.01/28.05  																																																	| (455) e3 = e1
% 63.01/28.05  																																																	|
% 63.01/28.05  																																																	| Equations (455) can reduce 213 to:
% 63.01/28.05  																																																	| (266) $false
% 63.01/28.05  																																																	|
% 63.01/28.05  																																																	|-The branch is then unsatisfiable
% 63.01/28.05  																																																|-Branch two:
% 63.01/28.05  																																																| (903)  ~ (all_0_53_53 = e3)
% 63.01/28.05  																																																| (795) all_0_58_58 = e3
% 63.01/28.05  																																																|
% 63.01/28.05  																																																	| From (795) and (245) follows:
% 63.07/28.05  																																																	| (60701) op(e0, e0) = e3
% 63.07/28.05  																																																	|
% 63.07/28.05  																																																	+-Applying beta-rule and splitting (56), into two cases.
% 63.07/28.05  																																																	|-Branch one:
% 63.07/28.05  																																																	| (696) unit = e2
% 63.07/28.05  																																																	|
% 63.07/28.05  																																																		| From (696) and (28) follows:
% 63.07/28.05  																																																		| (699) op(e1, e2) = e1
% 63.07/28.05  																																																		|
% 63.07/28.05  																																																		| Instantiating formula (29) with e1, e2, e1, e2 and discharging atoms op(e1, e2) = e2, op(e1, e2) = e1, yields:
% 63.07/28.05  																																																		| (617) e2 = e1
% 63.07/28.05  																																																		|
% 63.07/28.05  																																																		| Equations (617) can reduce 122 to:
% 63.07/28.05  																																																		| (266) $false
% 63.07/28.05  																																																		|
% 63.07/28.05  																																																		|-The branch is then unsatisfiable
% 63.07/28.05  																																																	|-Branch two:
% 63.07/28.05  																																																	| (707)  ~ (unit = e2)
% 63.07/28.05  																																																	| (708) unit = e4 | unit = e3 | unit = e1 | unit = e0
% 63.07/28.05  																																																	|
% 63.07/28.05  																																																		+-Applying beta-rule and splitting (708), into two cases.
% 63.07/28.05  																																																		|-Branch one:
% 63.07/28.05  																																																		| (709) unit = e4
% 63.07/28.05  																																																		|
% 63.07/28.05  																																																			| From (709) and (24) follows:
% 63.07/28.05  																																																			| (33325) op(e4, e3) = e3
% 63.07/28.05  																																																			|
% 63.07/28.05  																																																			| From (709) and (211) follows:
% 63.07/28.05  																																																			| (22527) op(e4, e1) = e1
% 63.07/28.05  																																																			|
% 63.07/28.05  																																																			| From (709) and (32) follows:
% 63.07/28.05  																																																			| (712) op(e2, e4) = e2
% 63.07/28.05  																																																			|
% 63.07/28.05  																																																			| Instantiating formula (29) with e4, e3, e3, e0 and discharging atoms op(e4, e3) = e3, op(e4, e3) = e0, yields:
% 63.07/28.05  																																																			| (676) e3 = e0
% 63.07/28.05  																																																			|
% 63.07/28.05  																																																			| Instantiating formula (29) with e4, e1, e1, e3 and discharging atoms op(e4, e1) = e3, op(e4, e1) = e1, yields:
% 63.07/28.05  																																																			| (455) e3 = e1
% 63.07/28.05  																																																			|
% 63.07/28.05  																																																			| Instantiating formula (29) with e2, e4, e2, e3 and discharging atoms op(e2, e4) = e3, op(e2, e4) = e2, yields:
% 63.07/28.05  																																																			| (662) e3 = e2
% 63.07/28.05  																																																			|
% 63.07/28.05  																																																			| Combining equations (455,662) yields a new equation:
% 63.07/28.05  																																																			| (617) e2 = e1
% 63.07/28.05  																																																			|
% 63.07/28.05  																																																			| Combining equations (676,662) yields a new equation:
% 63.07/28.05  																																																			| (330) e2 = e0
% 63.07/28.05  																																																			|
% 63.07/28.05  																																																			| Combining equations (617,330) yields a new equation:
% 63.07/28.05  																																																			| (546) e1 = e0
% 63.07/28.05  																																																			|
% 63.07/28.05  																																																			| Simplifying 546 yields:
% 63.07/28.05  																																																			| (431) e1 = e0
% 63.07/28.05  																																																			|
% 63.07/28.05  																																																			| Equations (431) can reduce 233 to:
% 63.07/28.05  																																																			| (266) $false
% 63.07/28.05  																																																			|
% 63.07/28.05  																																																			|-The branch is then unsatisfiable
% 63.07/28.05  																																																		|-Branch two:
% 63.07/28.05  																																																		| (724)  ~ (unit = e4)
% 63.07/28.05  																																																		| (725) unit = e3 | unit = e1 | unit = e0
% 63.07/28.05  																																																		|
% 63.07/28.05  																																																			+-Applying beta-rule and splitting (725), into two cases.
% 63.07/28.05  																																																			|-Branch one:
% 63.07/28.05  																																																			| (726) unit = e0
% 63.07/28.05  																																																			|
% 63.07/28.05  																																																				| Equations (726) can reduce 707 to:
% 63.07/28.05  																																																				| (365)  ~ (e2 = e0)
% 63.07/28.05  																																																				|
% 63.07/28.05  																																																				| Simplifying 365 yields:
% 63.07/28.05  																																																				| (128)  ~ (e2 = e0)
% 63.07/28.05  																																																				|
% 63.07/28.05  																																																				| From (726) and (227) follows:
% 63.07/28.06  																																																				| (3205) op(e4, e0) = e4
% 63.07/28.06  																																																				|
% 63.07/28.06  																																																				| From (726) and (40) follows:
% 63.07/28.06  																																																				| (1639) op(e3, e0) = e3
% 63.07/28.06  																																																				|
% 63.07/28.06  																																																				| From (726) and (42) follows:
% 63.07/28.06  																																																				| (728) op(e0, e0) = e0
% 63.07/28.06  																																																				|
% 63.07/28.06  																																																				| Instantiating formula (29) with e4, e0, e4, e2 and discharging atoms op(e4, e0) = e4, op(e4, e0) = e2, yields:
% 63.07/28.06  																																																				| (323) e4 = e2
% 63.07/28.06  																																																				|
% 63.07/28.06  																																																				| Instantiating formula (29) with e3, e0, e3, e4 and discharging atoms op(e3, e0) = e4, op(e3, e0) = e3, yields:
% 63.07/28.06  																																																				| (425) e4 = e3
% 63.07/28.06  																																																				|
% 63.07/28.06  																																																				| Instantiating formula (29) with e0, e0, e0, e3 and discharging atoms op(e0, e0) = e3, op(e0, e0) = e0, yields:
% 63.07/28.06  																																																				| (676) e3 = e0
% 63.07/28.06  																																																				|
% 63.07/28.06  																																																				| Combining equations (323,425) yields a new equation:
% 63.07/28.06  																																																				| (662) e3 = e2
% 63.07/28.06  																																																				|
% 63.07/28.06  																																																				| Combining equations (662,676) yields a new equation:
% 63.07/28.06  																																																				| (391) e2 = e0
% 63.07/28.06  																																																				|
% 63.07/28.06  																																																				| Simplifying 391 yields:
% 63.07/28.06  																																																				| (330) e2 = e0
% 63.07/28.06  																																																				|
% 63.07/28.06  																																																				| Equations (330) can reduce 128 to:
% 63.07/28.06  																																																				| (266) $false
% 63.07/28.06  																																																				|
% 63.07/28.06  																																																				|-The branch is then unsatisfiable
% 63.07/28.06  																																																			|-Branch two:
% 63.07/28.06  																																																			| (734)  ~ (unit = e0)
% 63.07/28.06  																																																			| (735) unit = e3 | unit = e1
% 63.07/28.06  																																																			|
% 63.07/28.06  																																																				+-Applying beta-rule and splitting (735), into two cases.
% 63.07/28.06  																																																				|-Branch one:
% 63.07/28.06  																																																				| (736) unit = e1
% 63.07/28.06  																																																				|
% 63.07/28.06  																																																					| Equations (736) can reduce 734 to:
% 63.07/28.06  																																																					| (233)  ~ (e1 = e0)
% 63.07/28.06  																																																					|
% 63.07/28.06  																																																					| From (736) and (227) follows:
% 63.07/28.06  																																																					| (739) op(e4, e1) = e4
% 63.07/28.06  																																																					|
% 63.07/28.06  																																																					| From (736) and (40) follows:
% 63.07/28.06  																																																					| (1652) op(e3, e1) = e3
% 63.07/28.06  																																																					|
% 63.07/28.06  																																																					| From (736) and (28) follows:
% 63.07/28.06  																																																					| (740) op(e1, e1) = e1
% 63.07/28.06  																																																					|
% 63.07/28.06  																																																					| Instantiating formula (29) with e4, e1, e4, e3 and discharging atoms op(e4, e1) = e4, op(e4, e1) = e3, yields:
% 63.07/28.06  																																																					| (425) e4 = e3
% 63.07/28.06  																																																					|
% 63.07/28.06  																																																					| Instantiating formula (29) with e3, e1, e3, e0 and discharging atoms op(e3, e1) = e3, op(e3, e1) = e0, yields:
% 63.07/28.06  																																																					| (676) e3 = e0
% 63.07/28.06  																																																					|
% 63.07/28.06  																																																					| Instantiating formula (29) with e1, e1, e1, e4 and discharging atoms op(e1, e1) = e4, op(e1, e1) = e1, yields:
% 63.07/28.06  																																																					| (630) e4 = e1
% 63.07/28.06  																																																					|
% 63.07/28.06  																																																					| Combining equations (425,630) yields a new equation:
% 63.07/28.06  																																																					| (454) e3 = e1
% 63.07/28.06  																																																					|
% 63.07/28.06  																																																					| Simplifying 454 yields:
% 63.07/28.06  																																																					| (455) e3 = e1
% 63.07/28.06  																																																					|
% 63.07/28.06  																																																					| Combining equations (455,676) yields a new equation:
% 63.07/28.06  																																																					| (546) e1 = e0
% 63.07/28.06  																																																					|
% 63.07/28.06  																																																					| Simplifying 546 yields:
% 63.07/28.06  																																																					| (431) e1 = e0
% 63.07/28.06  																																																					|
% 63.07/28.06  																																																					| Equations (431) can reduce 233 to:
% 63.07/28.06  																																																					| (266) $false
% 63.07/28.06  																																																					|
% 63.07/28.06  																																																					|-The branch is then unsatisfiable
% 63.07/28.06  																																																				|-Branch two:
% 63.07/28.06  																																																				| (748)  ~ (unit = e1)
% 63.07/28.06  																																																				| (749) unit = e3
% 63.07/28.06  																																																				|
% 63.07/28.06  																																																					| From (749) and (15) follows:
% 63.07/28.06  																																																					| (751) op(e3, e2) = e2
% 63.07/28.06  																																																					|
% 63.07/28.06  																																																					| From (749) and (209) follows:
% 63.07/28.06  																																																					| (1667) op(e3, e0) = e0
% 63.07/28.06  																																																					|
% 63.07/28.06  																																																					| From (749) and (32) follows:
% 63.07/28.06  																																																					| (5793) op(e2, e3) = e2
% 63.07/28.06  																																																					|
% 63.07/28.06  																																																					| From (749) and (28) follows:
% 63.07/28.06  																																																					| (2235) op(e1, e3) = e1
% 63.07/28.06  																																																					|
% 63.07/28.06  																																																					| Instantiating formula (29) with e3, e2, e2, e3 and discharging atoms op(e3, e2) = e3, op(e3, e2) = e2, yields:
% 63.07/28.06  																																																					| (662) e3 = e2
% 63.07/28.06  																																																					|
% 63.07/28.06  																																																					| Instantiating formula (29) with e3, e0, e0, e4 and discharging atoms op(e3, e0) = e4, op(e3, e0) = e0, yields:
% 63.07/28.06  																																																					| (397) e4 = e0
% 63.07/28.06  																																																					|
% 63.07/28.06  																																																					| Instantiating formula (29) with e2, e3, e2, e4 and discharging atoms op(e2, e3) = e4, op(e2, e3) = e2, yields:
% 63.07/28.06  																																																					| (323) e4 = e2
% 63.07/28.06  																																																					|
% 63.07/28.06  																																																					| Instantiating formula (29) with e1, e3, e1, e3 and discharging atoms op(e1, e3) = e3, op(e1, e3) = e1, yields:
% 63.07/28.06  																																																					| (455) e3 = e1
% 63.07/28.06  																																																					|
% 63.07/28.06  																																																					| Combining equations (397,323) yields a new equation:
% 63.07/28.06  																																																					| (330) e2 = e0
% 63.07/28.06  																																																					|
% 63.07/28.06  																																																					| Combining equations (455,662) yields a new equation:
% 63.07/28.06  																																																					| (617) e2 = e1
% 63.07/28.06  																																																					|
% 63.07/28.06  																																																					| Combining equations (617,330) yields a new equation:
% 63.07/28.06  																																																					| (546) e1 = e0
% 63.07/28.06  																																																					|
% 63.07/28.06  																																																					| Simplifying 546 yields:
% 63.07/28.06  																																																					| (431) e1 = e0
% 63.07/28.06  																																																					|
% 63.07/28.06  																																																					| Equations (431) can reduce 233 to:
% 63.07/28.06  																																																					| (266) $false
% 63.07/28.06  																																																					|
% 63.07/28.06  																																																					|-The branch is then unsatisfiable
% 63.07/28.06  																																															|-Branch two:
% 63.07/28.06  																																															| (828)  ~ (all_0_56_56 = e0)
% 63.07/28.06  																																															| (924) all_0_57_57 = e0 | all_0_58_58 = e0
% 63.07/28.06  																																															|
% 63.07/28.06  																																																+-Applying beta-rule and splitting (887), into two cases.
% 63.07/28.06  																																																|-Branch one:
% 63.07/28.06  																																																| (665) all_0_53_53 = e3
% 63.07/28.06  																																																|
% 63.07/28.06  																																																	| Combining equations (665,1208) yields a new equation:
% 63.07/28.06  																																																	| (454) e3 = e1
% 63.07/28.06  																																																	|
% 63.07/28.06  																																																	| Simplifying 454 yields:
% 63.07/28.06  																																																	| (455) e3 = e1
% 63.07/28.06  																																																	|
% 63.07/28.06  																																																	| Equations (455) can reduce 213 to:
% 63.07/28.06  																																																	| (266) $false
% 63.07/28.06  																																																	|
% 63.07/28.06  																																																	|-The branch is then unsatisfiable
% 63.07/28.06  																																																|-Branch two:
% 63.07/28.06  																																																| (903)  ~ (all_0_53_53 = e3)
% 63.07/28.06  																																																| (795) all_0_58_58 = e3
% 63.07/28.06  																																																|
% 63.07/28.06  																																																	| Equations (795) can reduce 491 to:
% 63.07/28.06  																																																	| (80)  ~ (e3 = e0)
% 63.07/28.06  																																																	|
% 63.07/28.06  																																																	+-Applying beta-rule and splitting (924), into two cases.
% 63.07/28.06  																																																	|-Branch one:
% 63.07/28.06  																																																	| (875) all_0_57_57 = e0
% 63.07/28.06  																																																	|
% 63.07/28.06  																																																		| Combining equations (647,875) yields a new equation:
% 63.07/28.06  																																																		| (546) e1 = e0
% 63.07/28.06  																																																		|
% 63.07/28.06  																																																		| Simplifying 546 yields:
% 63.07/28.06  																																																		| (431) e1 = e0
% 63.07/28.06  																																																		|
% 63.07/28.06  																																																		| Equations (431) can reduce 233 to:
% 63.07/28.06  																																																		| (266) $false
% 63.07/28.06  																																																		|
% 63.07/28.06  																																																		|-The branch is then unsatisfiable
% 63.07/28.06  																																																	|-Branch two:
% 63.07/28.06  																																																	| (364)  ~ (all_0_57_57 = e0)
% 63.07/28.06  																																																	| (914) all_0_58_58 = e0
% 63.07/28.06  																																																	|
% 63.07/28.06  																																																		| Combining equations (914,795) yields a new equation:
% 63.07/28.06  																																																		| (676) e3 = e0
% 63.07/28.06  																																																		|
% 63.07/28.06  																																																		| Equations (676) can reduce 80 to:
% 63.07/28.06  																																																		| (266) $false
% 63.07/28.06  																																																		|
% 63.07/28.06  																																																		|-The branch is then unsatisfiable
% 63.07/28.06  																																														|-Branch two:
% 63.07/28.06  																																														| (462)  ~ (all_0_47_47 = e1)
% 63.07/28.06  																																														| (659) all_0_48_48 = e1 | all_0_49_49 = e1
% 63.07/28.06  																																														|
% 63.07/28.06  																																															+-Applying beta-rule and splitting (3259), into two cases.
% 63.07/28.06  																																															|-Branch one:
% 63.07/28.06  																																															| (654) all_0_47_47 = e1
% 63.07/28.06  																																															|
% 63.07/28.06  																																																| Equations (654) can reduce 462 to:
% 63.07/28.06  																																																| (266) $false
% 63.07/28.06  																																																|
% 63.07/28.06  																																																|-The branch is then unsatisfiable
% 63.07/28.06  																																															|-Branch two:
% 63.07/28.06  																																															| (462)  ~ (all_0_47_47 = e1)
% 63.07/28.06  																																															| (3264) all_0_51_51 = e1 | all_0_56_56 = e1
% 63.07/28.06  																																															|
% 63.07/28.06  																																																+-Applying beta-rule and splitting (3264), into two cases.
% 63.07/28.06  																																																|-Branch one:
% 63.07/28.06  																																																| (1109) all_0_51_51 = e1
% 63.07/28.06  																																																|
% 63.07/28.06  																																																	| Combining equations (504,1109) yields a new equation:
% 63.07/28.06  																																																	| (616) e2 = e1
% 63.07/28.06  																																																	|
% 63.07/28.06  																																																	| Simplifying 616 yields:
% 63.07/28.06  																																																	| (617) e2 = e1
% 63.07/28.06  																																																	|
% 63.07/28.06  																																																	| Equations (617) can reduce 122 to:
% 63.07/28.06  																																																	| (266) $false
% 63.07/28.06  																																																	|
% 63.07/28.06  																																																	|-The branch is then unsatisfiable
% 63.07/28.06  																																																|-Branch two:
% 63.07/28.06  																																																| (464)  ~ (all_0_51_51 = e1)
% 63.07/28.06  																																																| (1569) all_0_56_56 = e1
% 63.07/28.06  																																																|
% 63.07/28.06  																																																	| Equations (1569) can reduce 466 to:
% 63.07/28.06  																																																	| (266) $false
% 63.07/28.06  																																																	|
% 63.07/28.06  																																																	|-The branch is then unsatisfiable
% 63.07/28.06  																																								|-Branch two:
% 63.07/28.06  																																								| (487)  ~ (all_0_49_49 = e0)
% 63.07/28.06  																																								| (981) all_0_49_49 = e3 | all_0_49_49 = e1
% 63.07/28.06  																																								|
% 63.07/28.06  																																									+-Applying beta-rule and splitting (22), into two cases.
% 63.07/28.06  																																									|-Branch one:
% 63.07/28.06  																																									| (268) all_0_54_54 = e3
% 63.07/28.06  																																									|
% 63.07/28.06  																																										| Combining equations (265,268) yields a new equation:
% 63.07/28.06  																																										| (424) e4 = e3
% 63.07/28.06  																																										|
% 63.07/28.06  																																										| Simplifying 424 yields:
% 63.07/28.06  																																										| (425) e4 = e3
% 63.07/28.06  																																										|
% 63.07/28.06  																																										| Equations (425) can reduce 188 to:
% 63.07/28.06  																																										| (266) $false
% 63.07/28.06  																																										|
% 63.07/28.06  																																										|-The branch is then unsatisfiable
% 63.07/28.06  																																									|-Branch two:
% 63.07/28.06  																																									| (60427)  ~ (all_0_54_54 = e3)
% 63.07/28.06  																																									| (62553) all_0_55_55 = e3 | all_0_56_56 = e3 | all_0_58_58 = e3
% 63.07/28.06  																																									|
% 63.07/28.06  																																										| Equations (265) can reduce 60427 to:
% 63.07/28.06  																																										| (188)  ~ (e4 = e3)
% 63.07/28.06  																																										|
% 63.07/28.06  																																										+-Applying beta-rule and splitting (189), into two cases.
% 63.07/28.06  																																										|-Branch one:
% 63.07/28.06  																																										| (532) all_0_44_44 = e3
% 63.07/28.06  																																										|
% 63.07/28.06  																																											| Combining equations (446,532) yields a new equation:
% 63.07/28.06  																																											| (424) e4 = e3
% 63.07/28.06  																																											|
% 63.07/28.06  																																											| Simplifying 424 yields:
% 63.07/28.06  																																											| (425) e4 = e3
% 63.07/28.06  																																											|
% 63.07/28.06  																																											| Equations (425) can reduce 188 to:
% 63.07/28.06  																																											| (266) $false
% 63.07/28.06  																																											|
% 63.07/28.06  																																											|-The branch is then unsatisfiable
% 63.07/28.06  																																										|-Branch two:
% 63.07/28.06  																																										| (407)  ~ (all_0_44_44 = e3)
% 63.07/28.06  																																										| (537) all_0_49_49 = e3 | all_0_53_53 = e3 | all_0_58_58 = e3
% 63.07/28.06  																																										|
% 63.07/28.06  																																											+-Applying beta-rule and splitting (537), into two cases.
% 63.07/28.06  																																											|-Branch one:
% 63.07/28.06  																																											| (884) all_0_49_49 = e3
% 63.07/28.06  																																											|
% 63.07/28.06  																																												| Equations (884) can reduce 525 to:
% 63.07/28.06  																																												| (266) $false
% 63.07/28.06  																																												|
% 63.07/28.06  																																												|-The branch is then unsatisfiable
% 63.07/28.06  																																											|-Branch two:
% 63.07/28.06  																																											| (525)  ~ (all_0_49_49 = e3)
% 63.07/28.06  																																											| (887) all_0_53_53 = e3 | all_0_58_58 = e3
% 63.07/28.06  																																											|
% 63.07/28.06  																																												+-Applying beta-rule and splitting (981), into two cases.
% 63.07/28.06  																																												|-Branch one:
% 63.07/28.06  																																												| (671) all_0_49_49 = e1
% 63.07/28.06  																																												|
% 63.07/28.06  																																													| Equations (671) can reduce 1064 to:
% 63.07/28.06  																																													| (266) $false
% 63.07/28.06  																																													|
% 63.07/28.06  																																													|-The branch is then unsatisfiable
% 63.07/28.06  																																												|-Branch two:
% 63.07/28.06  																																												| (1064)  ~ (all_0_49_49 = e1)
% 63.07/28.07  																																												| (884) all_0_49_49 = e3
% 63.07/28.07  																																												|
% 63.07/28.07  																																													| Equations (884) can reduce 525 to:
% 63.07/28.07  																																													| (266) $false
% 63.07/28.07  																																													|
% 63.07/28.07  																																													|-The branch is then unsatisfiable
% 63.07/28.07  																																	|-Branch two:
% 63.07/28.07  																																	| (457)  ~ (all_0_41_41 = e1)
% 63.07/28.07  																																	| (403) all_0_41_41 = e3
% 63.07/28.07  																																	|
% 63.07/28.07  																																		| Equations (403) can reduce 1898 to:
% 63.07/28.07  																																		| (266) $false
% 63.07/28.07  																																		|
% 63.07/28.07  																																		|-The branch is then unsatisfiable
% 63.07/28.07  																																|-Branch two:
% 63.07/28.07  																																| (250)  ~ (all_0_46_46 = e4)
% 63.07/28.07  																																| (61466) all_0_47_47 = e4 | all_0_48_48 = e4 | all_0_49_49 = e4
% 63.07/28.07  																																|
% 63.07/28.07  																																	+-Applying beta-rule and splitting (61466), into two cases.
% 63.07/28.07  																																	|-Branch one:
% 63.07/28.07  																																	| (1790) all_0_47_47 = e4
% 63.07/28.07  																																	|
% 63.07/28.07  																																		| Equations (1790) can reduce 252 to:
% 63.07/28.07  																																		| (266) $false
% 63.07/28.07  																																		|
% 63.07/28.07  																																		|-The branch is then unsatisfiable
% 63.07/28.07  																																	|-Branch two:
% 63.07/28.07  																																	| (252)  ~ (all_0_47_47 = e4)
% 63.07/28.07  																																	| (61479) all_0_48_48 = e4 | all_0_49_49 = e4
% 63.07/28.07  																																	|
% 63.07/28.07  																																		+-Applying beta-rule and splitting (61479), into two cases.
% 63.07/28.07  																																		|-Branch one:
% 63.07/28.07  																																		| (943) all_0_48_48 = e4
% 63.07/28.07  																																		|
% 63.07/28.07  																																			| Combining equations (335,943) yields a new equation:
% 63.07/28.07  																																			| (323) e4 = e2
% 63.07/28.07  																																			|
% 63.07/28.07  																																			| Equations (323) can reduce 48 to:
% 63.07/28.07  																																			| (266) $false
% 63.07/28.07  																																			|
% 63.07/28.07  																																			|-The branch is then unsatisfiable
% 63.07/28.07  																																		|-Branch two:
% 63.07/28.07  																																		| (254)  ~ (all_0_48_48 = e4)
% 63.07/28.07  																																		| (974) all_0_49_49 = e4
% 63.07/28.07  																																		|
% 63.07/28.07  																																			| Equations (974) can reduce 256 to:
% 63.07/28.07  																																			| (266) $false
% 63.07/28.07  																																			|
% 63.07/28.07  																																			|-The branch is then unsatisfiable
% 63.07/28.08  																							|-Branch two:
% 63.07/28.08  																							| (1459)  ~ (all_0_53_53 = e1)
% 63.07/28.08  																							| (665) all_0_53_53 = e3
% 63.07/28.08  																							|
% 63.07/28.08  																								| Equations (665) can reduce 903 to:
% 63.07/28.08  																								| (266) $false
% 63.07/28.08  																								|
% 63.07/28.08  																								|-The branch is then unsatisfiable
% 63.07/28.08  																				|-Branch two:
% 63.07/28.08  																				| (411)  ~ (all_0_50_50 = e3)
% 63.07/28.08  																				| (418) all_0_51_51 = e3 | all_0_53_53 = e3
% 63.07/28.08  																				|
% 63.07/28.08  																					+-Applying beta-rule and splitting (418), into two cases.
% 63.07/28.08  																					|-Branch one:
% 63.07/28.08  																					| (660) all_0_51_51 = e3
% 63.07/28.08  																					|
% 63.07/28.08  																						| Combining equations (504,660) yields a new equation:
% 63.07/28.08  																						| (662) e3 = e2
% 63.07/28.08  																						|
% 63.07/28.08  																						| Equations (662) can reduce 212 to:
% 63.07/28.08  																						| (266) $false
% 63.07/28.08  																						|
% 63.07/28.08  																						|-The branch is then unsatisfiable
% 63.07/28.08  																					|-Branch two:
% 63.07/28.08  																					| (664)  ~ (all_0_51_51 = e3)
% 63.07/28.08  																					| (665) all_0_53_53 = e3
% 63.07/28.08  																					|
% 63.07/28.08  																						| Equations (665) can reduce 190 to:
% 63.07/28.08  																						| (411)  ~ (all_0_50_50 = e3)
% 63.07/28.08  																						|
% 63.07/28.08  																						| Equations (665) can reduce 10 to:
% 63.07/28.08  																						| (275)  ~ (all_0_58_58 = e3)
% 63.07/28.08  																						|
% 63.07/28.08  																						| Simplifying 275 yields:
% 63.07/28.08  																						| (276)  ~ (all_0_58_58 = e3)
% 63.07/28.08  																						|
% 63.07/28.08  																						| Equations (665) can reduce 1453 to:
% 63.07/28.08  																						| (277)  ~ (e4 = e3)
% 63.07/28.08  																						|
% 63.07/28.08  																						| Simplifying 277 yields:
% 63.07/28.08  																						| (188)  ~ (e4 = e3)
% 63.07/28.08  																						|
% 63.07/28.08  																						| Equations (665) can reduce 509 to:
% 63.07/28.08  																						| (212)  ~ (e3 = e2)
% 63.07/28.08  																						|
% 63.07/28.08  																						| From (665) and (84) follows:
% 63.07/28.08  																						| (3786) op(e1, e0) = e3
% 63.07/28.08  																						|
% 63.07/28.08  																						+-Applying beta-rule and splitting (241), into two cases.
% 63.07/28.08  																						|-Branch one:
% 63.07/28.08  																						| (378) all_0_50_50 = e2
% 63.07/28.08  																						|
% 63.07/28.08  																							| Equations (378) can reduce 302 to:
% 63.07/28.08  																							| (266) $false
% 63.07/28.08  																							|
% 63.07/28.08  																							|-The branch is then unsatisfiable
% 63.07/28.08  																						|-Branch two:
% 63.07/28.08  																						| (302)  ~ (all_0_50_50 = e2)
% 63.07/28.08  																						| (422) all_0_50_50 = e4 | all_0_50_50 = e3 | all_0_50_50 = e1
% 63.07/28.08  																						|
% 63.07/28.08  																							+-Applying beta-rule and splitting (108), into two cases.
% 63.07/28.08  																							|-Branch one:
% 63.07/28.08  																							| (624) all_0_58_58 = e2
% 63.07/28.08  																							|
% 63.07/28.08  																								| Equations (624) can reduce 908 to:
% 63.07/28.08  																								| (266) $false
% 63.07/28.08  																								|
% 63.07/28.08  																								|-The branch is then unsatisfiable
% 63.07/28.08  																							|-Branch two:
% 63.07/28.08  																							| (908)  ~ (all_0_58_58 = e2)
% 63.07/28.08  																							| (909) all_0_58_58 = e4 | all_0_58_58 = e3 | all_0_58_58 = e1 | all_0_58_58 = e0
% 63.07/28.08  																							|
% 63.07/28.08  																								+-Applying beta-rule and splitting (909), into two cases.
% 63.07/28.08  																								|-Branch one:
% 63.07/28.08  																								| (910) all_0_58_58 = e4
% 63.07/28.08  																								|
% 63.07/28.08  																									| Equations (910) can reduce 451 to:
% 63.07/28.08  																									| (266) $false
% 63.07/28.08  																									|
% 63.07/28.08  																									|-The branch is then unsatisfiable
% 63.07/28.08  																								|-Branch two:
% 63.07/28.08  																								| (451)  ~ (all_0_58_58 = e4)
% 63.07/28.08  																								| (913) all_0_58_58 = e3 | all_0_58_58 = e1 | all_0_58_58 = e0
% 63.07/28.08  																								|
% 63.07/28.08  																									+-Applying beta-rule and splitting (22), into two cases.
% 63.07/28.08  																									|-Branch one:
% 63.07/28.08  																									| (268) all_0_54_54 = e3
% 63.07/28.08  																									|
% 63.07/28.08  																										| Combining equations (268,265) yields a new equation:
% 63.07/28.08  																										| (425) e4 = e3
% 63.07/28.08  																										|
% 63.07/28.08  																										| Equations (425) can reduce 188 to:
% 63.07/28.08  																										| (266) $false
% 63.07/28.08  																										|
% 63.07/28.08  																										|-The branch is then unsatisfiable
% 63.07/28.08  																									|-Branch two:
% 63.07/28.08  																									| (60427)  ~ (all_0_54_54 = e3)
% 63.07/28.08  																									| (62553) all_0_55_55 = e3 | all_0_56_56 = e3 | all_0_58_58 = e3
% 63.07/28.08  																									|
% 63.07/28.08  																										+-Applying beta-rule and splitting (144), into two cases.
% 63.07/28.08  																										|-Branch one:
% 63.07/28.08  																										| (403) all_0_41_41 = e3
% 63.07/28.08  																										|
% 63.07/28.08  																											| Equations (403) can reduce 214 to:
% 63.07/28.08  																											| (404)  ~ (all_0_42_42 = e3)
% 63.07/28.08  																											|
% 63.07/28.08  																											| Simplifying 404 yields:
% 63.07/28.08  																											| (405)  ~ (all_0_42_42 = e3)
% 63.07/28.08  																											|
% 63.07/28.08  																											| Equations (403) can reduce 43 to:
% 63.07/28.08  																											| (408)  ~ (all_0_46_46 = e3)
% 63.07/28.08  																											|
% 63.07/28.08  																											| Simplifying 408 yields:
% 63.07/28.08  																											| (409)  ~ (all_0_46_46 = e3)
% 63.07/28.08  																											|
% 63.07/28.08  																											| Equations (403) can reduce 85 to:
% 63.07/28.08  																											| (212)  ~ (e3 = e2)
% 63.07/28.08  																											|
% 63.07/28.08  																											+-Applying beta-rule and splitting (152), into two cases.
% 63.07/28.08  																											|-Branch one:
% 63.07/28.08  																											| (1392) all_0_42_42 = e4
% 63.07/28.08  																											|
% 63.07/28.08  																												| Equations (1392) can reduce 1890 to:
% 63.07/28.08  																												| (266) $false
% 63.07/28.08  																												|
% 63.07/28.08  																												|-The branch is then unsatisfiable
% 63.07/28.08  																											|-Branch two:
% 63.07/28.08  																											| (1890)  ~ (all_0_42_42 = e4)
% 63.07/28.08  																											| (1969) all_0_42_42 = e3 | all_0_42_42 = e1 | all_0_42_42 = e0
% 63.07/28.08  																											|
% 63.07/28.08  																												+-Applying beta-rule and splitting (180), into two cases.
% 63.07/28.08  																												|-Branch one:
% 63.07/28.08  																												| (516) all_0_42_42 = e3
% 63.07/28.08  																												|
% 63.07/28.08  																													| Equations (516) can reduce 405 to:
% 63.07/28.08  																													| (266) $false
% 63.07/28.08  																													|
% 63.07/28.08  																													|-The branch is then unsatisfiable
% 63.07/28.08  																												|-Branch two:
% 63.07/28.08  																												| (405)  ~ (all_0_42_42 = e3)
% 63.07/28.08  																												| (521) all_0_47_47 = e3 | all_0_51_51 = e3 | all_0_56_56 = e3
% 63.07/28.08  																												|
% 63.07/28.08  																													+-Applying beta-rule and splitting (1969), into two cases.
% 63.07/28.08  																													|-Branch one:
% 63.07/28.08  																													| (559) all_0_42_42 = e0
% 63.07/28.08  																													|
% 63.07/28.08  																														| Equations (559) can reduce 358 to:
% 63.07/28.08  																														| (266) $false
% 63.07/28.08  																														|
% 63.07/28.08  																														|-The branch is then unsatisfiable
% 63.07/28.08  																													|-Branch two:
% 63.07/28.08  																													| (358)  ~ (all_0_42_42 = e0)
% 63.07/28.08  																													| (2510) all_0_42_42 = e3 | all_0_42_42 = e1
% 63.07/28.08  																													|
% 63.07/28.08  																														+-Applying beta-rule and splitting (2510), into two cases.
% 63.07/28.08  																														|-Branch one:
% 63.07/28.08  																														| (459) all_0_42_42 = e1
% 63.07/28.08  																														|
% 63.07/28.08  																															| Equations (459) can reduce 73 to:
% 63.07/28.08  																															| (4057)  ~ (all_0_44_44 = e1)
% 63.07/28.08  																															|
% 63.07/28.08  																															| Simplifying 4057 yields:
% 63.07/28.08  																															| (639)  ~ (all_0_44_44 = e1)
% 63.07/28.08  																															|
% 63.07/28.08  																															| Equations (459) can reduce 236 to:
% 63.07/28.08  																															| (465)  ~ (all_0_56_56 = e1)
% 63.07/28.08  																															|
% 63.07/28.08  																															| Simplifying 465 yields:
% 63.07/28.08  																															| (466)  ~ (all_0_56_56 = e1)
% 63.07/28.08  																															|
% 63.07/28.08  																															| Equations (459) can reduce 1890 to:
% 63.07/28.08  																															| (602)  ~ (e4 = e1)
% 63.07/28.08  																															|
% 63.07/28.08  																															| Simplifying 602 yields:
% 63.07/28.08  																															| (110)  ~ (e4 = e1)
% 63.07/28.08  																															|
% 63.07/28.08  																															| Equations (459) can reduce 358 to:
% 63.07/28.08  																															| (233)  ~ (e1 = e0)
% 63.07/28.08  																															|
% 63.07/28.08  																															| From (459) and (210) follows:
% 63.07/28.08  																															| (470) op(e3, e2) = e1
% 63.07/28.08  																															|
% 63.07/28.08  																															+-Applying beta-rule and splitting (112), into two cases.
% 63.07/28.08  																															|-Branch one:
% 63.07/28.08  																															| (635) all_0_44_44 = e1
% 63.07/28.08  																															|
% 63.07/28.08  																																| Equations (635) can reduce 639 to:
% 63.07/28.08  																																| (266) $false
% 63.07/28.08  																																|
% 63.07/28.08  																																|-The branch is then unsatisfiable
% 63.07/28.08  																															|-Branch two:
% 63.07/28.08  																															| (639)  ~ (all_0_44_44 = e1)
% 63.07/28.08  																															| (640) all_0_49_49 = e1 | all_0_53_53 = e1 | all_0_58_58 = e1
% 63.07/28.08  																															|
% 63.07/28.08  																																+-Applying beta-rule and splitting (640), into two cases.
% 63.07/28.08  																																|-Branch one:
% 63.07/28.08  																																| (671) all_0_49_49 = e1
% 63.07/28.08  																																|
% 63.07/28.08  																																	| Equations (671) can reduce 9 to:
% 63.07/28.08  																																	| (639)  ~ (all_0_44_44 = e1)
% 63.07/28.08  																																	|
% 63.07/28.08  																																	| Equations (671) can reduce 208 to:
% 63.07/28.08  																																	| (549)  ~ (all_0_46_46 = e1)
% 63.07/28.08  																																	|
% 63.07/28.08  																																	| Equations (671) can reduce 86 to:
% 63.07/28.08  																																	| (462)  ~ (all_0_47_47 = e1)
% 63.07/28.08  																																	|
% 63.07/28.08  																																	| Equations (671) can reduce 119 to:
% 63.07/28.08  																																	| (879)  ~ (all_0_58_58 = e1)
% 63.07/28.08  																																	|
% 63.07/28.08  																																	| Simplifying 879 yields:
% 63.07/28.08  																																	| (880)  ~ (all_0_58_58 = e1)
% 63.07/28.08  																																	|
% 63.07/28.08  																																	| Equations (671) can reduce 340 to:
% 63.07/28.08  																																	| (604)  ~ (e2 = e1)
% 63.07/28.08  																																	|
% 63.07/28.08  																																	| Simplifying 604 yields:
% 63.07/28.08  																																	| (122)  ~ (e2 = e1)
% 63.07/28.08  																																	|
% 63.07/28.08  																																	+-Applying beta-rule and splitting (521), into two cases.
% 63.07/28.08  																																	|-Branch one:
% 63.07/28.08  																																	| (522) all_0_47_47 = e3
% 63.07/28.08  																																	|
% 63.07/28.08  																																		| Equations (522) can reduce 1091 to:
% 63.07/28.08  																																		| (266) $false
% 63.07/28.08  																																		|
% 63.07/28.08  																																		|-The branch is then unsatisfiable
% 63.07/28.08  																																	|-Branch two:
% 63.07/28.08  																																	| (1091)  ~ (all_0_47_47 = e3)
% 63.07/28.08  																																	| (1092) all_0_51_51 = e3 | all_0_56_56 = e3
% 63.07/28.08  																																	|
% 63.07/28.08  																																		+-Applying beta-rule and splitting (1092), into two cases.
% 63.07/28.08  																																		|-Branch one:
% 63.07/28.08  																																		| (660) all_0_51_51 = e3
% 63.07/28.08  																																		|
% 63.07/28.08  																																			| Combining equations (660,504) yields a new equation:
% 63.07/28.08  																																			| (661) e3 = e2
% 63.07/28.08  																																			|
% 63.07/28.08  																																			| Simplifying 661 yields:
% 63.07/28.08  																																			| (662) e3 = e2
% 63.07/28.08  																																			|
% 63.07/28.08  																																			| Equations (662) can reduce 212 to:
% 63.07/28.08  																																			| (266) $false
% 63.07/28.08  																																			|
% 63.07/28.08  																																			|-The branch is then unsatisfiable
% 63.07/28.08  																																		|-Branch two:
% 63.07/28.08  																																		| (664)  ~ (all_0_51_51 = e3)
% 63.07/28.08  																																		| (1097) all_0_56_56 = e3
% 63.07/28.08  																																		|
% 63.07/28.08  																																			| Equations (1097) can reduce 91 to:
% 63.07/28.08  																																			| (1091)  ~ (all_0_47_47 = e3)
% 63.07/28.08  																																			|
% 63.07/28.08  																																			| Equations (1097) can reduce 44 to:
% 63.07/28.08  																																			| (275)  ~ (all_0_58_58 = e3)
% 63.07/28.08  																																			|
% 63.07/28.08  																																			| Simplifying 275 yields:
% 63.07/28.08  																																			| (276)  ~ (all_0_58_58 = e3)
% 63.07/28.08  																																			|
% 63.07/28.08  																																			| Equations (1097) can reduce 477 to:
% 63.07/28.08  																																			| (277)  ~ (e4 = e3)
% 63.07/28.08  																																			|
% 63.07/28.08  																																			| Simplifying 277 yields:
% 63.07/28.08  																																			| (188)  ~ (e4 = e3)
% 63.07/28.08  																																			|
% 63.07/28.08  																																			+-Applying beta-rule and splitting (184), into two cases.
% 63.07/28.08  																																			|-Branch one:
% 63.07/28.08  																																			| (538) all_0_46_46 = e0
% 63.07/28.08  																																			|
% 63.07/28.08  																																				| Equations (538) can reduce 831 to:
% 63.07/28.08  																																				| (266) $false
% 63.07/28.08  																																				|
% 63.07/28.08  																																				|-The branch is then unsatisfiable
% 63.07/28.08  																																			|-Branch two:
% 63.07/28.08  																																			| (831)  ~ (all_0_46_46 = e0)
% 63.07/28.08  																																			| (832) all_0_47_47 = e0 | all_0_48_48 = e0 | all_0_49_49 = e0
% 63.07/28.08  																																			|
% 63.07/28.08  																																				+-Applying beta-rule and splitting (104), into two cases.
% 63.07/28.08  																																				|-Branch one:
% 63.07/28.08  																																				| (480) all_0_39_39 = e0
% 63.07/28.08  																																				|
% 63.07/28.08  																																					| Combining equations (480,471) yields a new equation:
% 63.07/28.08  																																					| (397) e4 = e0
% 63.07/28.08  																																					|
% 63.07/28.08  																																					| Equations (397) can reduce 49 to:
% 63.07/28.08  																																					| (266) $false
% 63.07/28.08  																																					|
% 63.07/28.08  																																					|-The branch is then unsatisfiable
% 63.07/28.08  																																				|-Branch two:
% 63.07/28.08  																																				| (484)  ~ (all_0_39_39 = e0)
% 63.07/28.08  																																				| (558) all_0_42_42 = e0 | all_0_47_47 = e0 | all_0_56_56 = e0
% 63.07/28.08  																																				|
% 63.07/28.08  																																					+-Applying beta-rule and splitting (64), into two cases.
% 63.07/28.08  																																					|-Branch one:
% 63.07/28.08  																																					| (437) all_0_41_41 = e4
% 63.07/28.08  																																					|
% 63.07/28.08  																																						| Combining equations (437,403) yields a new equation:
% 63.07/28.08  																																						| (424) e4 = e3
% 63.07/28.08  																																						|
% 63.07/28.08  																																						| Simplifying 424 yields:
% 63.07/28.08  																																						| (425) e4 = e3
% 63.07/28.08  																																						|
% 63.07/28.08  																																						| Equations (425) can reduce 188 to:
% 63.07/28.08  																																						| (266) $false
% 63.07/28.08  																																						|
% 63.07/28.08  																																						|-The branch is then unsatisfiable
% 63.07/28.08  																																					|-Branch two:
% 63.07/28.08  																																					| (440)  ~ (all_0_41_41 = e4)
% 63.07/28.08  																																					| (441) all_0_42_42 = e4 | all_0_43_43 = e4 | all_0_44_44 = e4
% 63.07/28.08  																																					|
% 63.07/28.08  																																						| Equations (403) can reduce 440 to:
% 63.07/28.08  																																						| (277)  ~ (e4 = e3)
% 63.07/28.08  																																						|
% 63.07/28.08  																																						| Simplifying 277 yields:
% 63.07/28.08  																																						| (188)  ~ (e4 = e3)
% 63.07/28.08  																																						|
% 63.07/28.08  																																						+-Applying beta-rule and splitting (105), into two cases.
% 63.07/28.08  																																						|-Branch one:
% 63.07/28.08  																																						| (1105) all_0_47_47 = e2
% 63.07/28.08  																																						|
% 63.07/28.08  																																							| Equations (1105) can reduce 338 to:
% 63.07/28.08  																																							| (266) $false
% 63.07/28.08  																																							|
% 63.07/28.08  																																							|-The branch is then unsatisfiable
% 63.07/28.08  																																						|-Branch two:
% 63.07/28.08  																																						| (338)  ~ (all_0_47_47 = e2)
% 63.07/28.08  																																						| (1789) all_0_47_47 = e4 | all_0_47_47 = e3 | all_0_47_47 = e1 | all_0_47_47 = e0
% 63.07/28.08  																																						|
% 63.07/28.08  																																							+-Applying beta-rule and splitting (123), into two cases.
% 63.07/28.08  																																							|-Branch one:
% 63.07/28.08  																																							| (1794) all_0_46_46 = e2
% 63.07/28.08  																																							|
% 63.07/28.08  																																								| Equations (1794) can reduce 300 to:
% 63.07/28.08  																																								| (266) $false
% 63.07/28.08  																																								|
% 63.07/28.08  																																								|-The branch is then unsatisfiable
% 63.07/28.08  																																							|-Branch two:
% 63.07/28.08  																																							| (300)  ~ (all_0_46_46 = e2)
% 63.07/28.08  																																							| (1797) all_0_46_46 = e4 | all_0_46_46 = e3 | all_0_46_46 = e1 | all_0_46_46 = e0
% 63.07/28.08  																																							|
% 63.07/28.08  																																								+-Applying beta-rule and splitting (558), into two cases.
% 63.07/28.08  																																								|-Branch one:
% 63.07/28.08  																																								| (559) all_0_42_42 = e0
% 63.07/28.08  																																								|
% 63.07/28.08  																																									| Combining equations (459,559) yields a new equation:
% 63.07/28.08  																																									| (546) e1 = e0
% 63.07/28.08  																																									|
% 63.07/28.08  																																									| Simplifying 546 yields:
% 63.07/28.08  																																									| (431) e1 = e0
% 63.07/28.08  																																									|
% 63.07/28.08  																																									| Equations (431) can reduce 233 to:
% 63.07/28.08  																																									| (266) $false
% 63.07/28.08  																																									|
% 63.07/28.08  																																									|-The branch is then unsatisfiable
% 63.07/28.08  																																								|-Branch two:
% 63.07/28.08  																																								| (358)  ~ (all_0_42_42 = e0)
% 63.07/28.08  																																								| (563) all_0_47_47 = e0 | all_0_56_56 = e0
% 63.07/28.08  																																								|
% 63.07/28.08  																																									+-Applying beta-rule and splitting (206), into two cases.
% 63.07/28.08  																																									|-Branch one:
% 63.07/28.08  																																									| (248) all_0_45_45 = e4
% 63.07/28.08  																																									|
% 63.07/28.08  																																										| Combining equations (423,248) yields a new equation:
% 63.07/28.08  																																										| (425) e4 = e3
% 63.07/28.08  																																										|
% 63.07/28.08  																																										| Equations (425) can reduce 188 to:
% 63.07/28.08  																																										| (266) $false
% 63.07/28.08  																																										|
% 63.07/28.08  																																										|-The branch is then unsatisfiable
% 63.07/28.08  																																									|-Branch two:
% 63.07/28.08  																																									| (60416)  ~ (all_0_45_45 = e4)
% 63.07/28.09  																																									| (61457) all_0_46_46 = e4 | all_0_47_47 = e4 | all_0_48_48 = e4 | all_0_49_49 = e4
% 63.07/28.09  																																									|
% 63.07/28.09  																																										+-Applying beta-rule and splitting (913), into two cases.
% 63.07/28.09  																																										|-Branch one:
% 63.07/28.09  																																										| (914) all_0_58_58 = e0
% 63.07/28.09  																																										|
% 63.07/28.09  																																											| Equations (914) can reduce 276 to:
% 63.07/28.09  																																											| (541)  ~ (e3 = e0)
% 63.07/28.09  																																											|
% 63.07/28.09  																																											| Simplifying 541 yields:
% 63.07/28.09  																																											| (80)  ~ (e3 = e0)
% 63.07/28.09  																																											|
% 63.07/28.09  																																											+-Applying beta-rule and splitting (26), into two cases.
% 63.07/28.09  																																											|-Branch one:
% 63.07/28.09  																																											| (446) all_0_44_44 = e4
% 63.07/28.09  																																											|
% 63.07/28.09  																																												| Equations (446) can reduce 147 to:
% 63.07/28.09  																																												| (48)  ~ (e4 = e2)
% 63.07/28.09  																																												|
% 63.07/28.09  																																												| Equations (446) can reduce 639 to:
% 63.07/28.09  																																												| (110)  ~ (e4 = e1)
% 63.07/28.09  																																												|
% 63.07/28.09  																																												| From (446) and (138) follows:
% 63.07/28.09  																																												| (4646) op(e3, e0) = e4
% 63.07/28.09  																																												|
% 63.07/28.09  																																												+-Applying beta-rule and splitting (1789), into two cases.
% 63.07/28.09  																																												|-Branch one:
% 63.07/28.09  																																												| (1790) all_0_47_47 = e4
% 63.07/28.09  																																												|
% 63.07/28.09  																																													| Equations (1790) can reduce 252 to:
% 63.07/28.09  																																													| (266) $false
% 63.07/28.09  																																													|
% 63.07/28.09  																																													|-The branch is then unsatisfiable
% 63.07/28.09  																																												|-Branch two:
% 63.07/28.09  																																												| (252)  ~ (all_0_47_47 = e4)
% 63.07/28.09  																																												| (1793) all_0_47_47 = e3 | all_0_47_47 = e1 | all_0_47_47 = e0
% 63.07/28.09  																																												|
% 63.07/28.09  																																													+-Applying beta-rule and splitting (1793), into two cases.
% 63.07/28.09  																																													|-Branch one:
% 63.07/28.09  																																													| (674) all_0_47_47 = e0
% 63.07/28.09  																																													|
% 63.07/28.09  																																														| Equations (674) can reduce 252 to:
% 63.07/28.09  																																														| (401)  ~ (e4 = e0)
% 63.07/28.09  																																														|
% 63.07/28.09  																																														| Simplifying 401 yields:
% 63.07/28.09  																																														| (49)  ~ (e4 = e0)
% 63.07/28.09  																																														|
% 63.07/28.09  																																														| Equations (674) can reduce 462 to:
% 63.07/28.09  																																														| (435)  ~ (e1 = e0)
% 63.07/28.09  																																														|
% 63.07/28.09  																																														| Simplifying 435 yields:
% 63.07/28.09  																																														| (233)  ~ (e1 = e0)
% 63.07/28.09  																																														|
% 63.07/28.09  																																														| From (674) and (23) follows:
% 63.07/28.09  																																														| (3148) op(e2, e2) = e0
% 63.07/28.09  																																														|
% 63.07/28.09  																																														+-Applying beta-rule and splitting (61457), into two cases.
% 63.07/28.09  																																														|-Branch one:
% 63.07/28.09  																																														| (770) all_0_46_46 = e4
% 63.07/28.09  																																														|
% 63.07/28.09  																																															| From (770) and (120) follows:
% 63.07/28.09  																																															| (72494) op(e2, e3) = e4
% 63.07/28.09  																																															|
% 63.07/28.09  																																															+-Applying beta-rule and splitting (56), into two cases.
% 63.07/28.09  																																															|-Branch one:
% 63.07/28.09  																																															| (696) unit = e2
% 63.07/28.09  																																															|
% 63.07/28.09  																																																| From (696) and (32) follows:
% 63.07/28.09  																																																| (698) op(e2, e2) = e2
% 63.07/28.09  																																																|
% 63.07/28.09  																																																| From (696) and (28) follows:
% 63.07/28.09  																																																| (699) op(e1, e2) = e1
% 63.07/28.09  																																																|
% 63.07/28.09  																																																| Instantiating formula (29) with e2, e2, e2, e0 and discharging atoms op(e2, e2) = e2, op(e2, e2) = e0, yields:
% 63.07/28.09  																																																| (330) e2 = e0
% 63.07/28.09  																																																|
% 63.07/28.09  																																																| Instantiating formula (29) with e1, e2, e1, e2 and discharging atoms op(e1, e2) = e2, op(e1, e2) = e1, yields:
% 63.07/28.09  																																																| (617) e2 = e1
% 63.07/28.09  																																																|
% 63.07/28.09  																																																| Combining equations (330,617) yields a new equation:
% 63.07/28.09  																																																| (431) e1 = e0
% 63.07/28.09  																																																|
% 63.07/28.09  																																																| Equations (431) can reduce 233 to:
% 63.07/28.09  																																																| (266) $false
% 63.07/28.09  																																																|
% 63.07/28.09  																																																|-The branch is then unsatisfiable
% 63.07/28.09  																																															|-Branch two:
% 63.07/28.09  																																															| (707)  ~ (unit = e2)
% 63.07/28.09  																																															| (708) unit = e4 | unit = e3 | unit = e1 | unit = e0
% 63.07/28.09  																																															|
% 63.07/28.09  																																																+-Applying beta-rule and splitting (708), into two cases.
% 63.07/28.09  																																																|-Branch one:
% 63.07/28.09  																																																| (709) unit = e4
% 63.07/28.09  																																																|
% 63.07/28.09  																																																	| From (709) and (24) follows:
% 63.07/28.09  																																																	| (33325) op(e4, e3) = e3
% 63.07/28.09  																																																	|
% 63.07/28.09  																																																	| From (709) and (211) follows:
% 63.07/28.09  																																																	| (22527) op(e4, e1) = e1
% 63.07/28.09  																																																	|
% 63.07/28.09  																																																	| From (709) and (32) follows:
% 63.07/28.09  																																																	| (712) op(e2, e4) = e2
% 63.07/28.09  																																																	|
% 63.07/28.09  																																																	| Instantiating formula (29) with e4, e3, e3, e0 and discharging atoms op(e4, e3) = e3, op(e4, e3) = e0, yields:
% 63.07/28.09  																																																	| (676) e3 = e0
% 63.07/28.09  																																																	|
% 63.07/28.09  																																																	| Instantiating formula (29) with e4, e1, e1, e3 and discharging atoms op(e4, e1) = e3, op(e4, e1) = e1, yields:
% 63.07/28.09  																																																	| (455) e3 = e1
% 63.07/28.09  																																																	|
% 63.07/28.09  																																																	| Instantiating formula (29) with e2, e4, e2, e3 and discharging atoms op(e2, e4) = e3, op(e2, e4) = e2, yields:
% 63.07/28.09  																																																	| (662) e3 = e2
% 63.07/28.09  																																																	|
% 63.07/28.09  																																																	| Combining equations (455,662) yields a new equation:
% 63.07/28.09  																																																	| (617) e2 = e1
% 63.07/28.09  																																																	|
% 63.07/28.09  																																																	| Combining equations (676,662) yields a new equation:
% 63.07/28.09  																																																	| (330) e2 = e0
% 63.07/28.09  																																																	|
% 63.07/28.09  																																																	| Combining equations (617,330) yields a new equation:
% 63.07/28.09  																																																	| (546) e1 = e0
% 63.07/28.09  																																																	|
% 63.07/28.09  																																																	| Simplifying 546 yields:
% 63.07/28.09  																																																	| (431) e1 = e0
% 63.07/28.09  																																																	|
% 63.07/28.09  																																																	| Equations (431) can reduce 233 to:
% 63.07/28.09  																																																	| (266) $false
% 63.07/28.09  																																																	|
% 63.07/28.09  																																																	|-The branch is then unsatisfiable
% 63.07/28.09  																																																|-Branch two:
% 63.07/28.09  																																																| (724)  ~ (unit = e4)
% 63.07/28.09  																																																| (725) unit = e3 | unit = e1 | unit = e0
% 63.07/28.09  																																																|
% 63.07/28.09  																																																	+-Applying beta-rule and splitting (725), into two cases.
% 63.07/28.09  																																																	|-Branch one:
% 63.07/28.09  																																																	| (726) unit = e0
% 63.07/28.09  																																																	|
% 63.07/28.09  																																																		| From (726) and (227) follows:
% 63.07/28.09  																																																		| (3205) op(e4, e0) = e4
% 63.07/28.09  																																																		|
% 63.07/28.09  																																																		| From (726) and (40) follows:
% 63.07/28.09  																																																		| (1639) op(e3, e0) = e3
% 63.07/28.09  																																																		|
% 63.07/28.09  																																																		| From (726) and (28) follows:
% 63.07/28.09  																																																		| (2698) op(e1, e0) = e1
% 63.07/28.09  																																																		|
% 63.07/28.09  																																																		| Instantiating formula (29) with e4, e0, e4, e2 and discharging atoms op(e4, e0) = e4, op(e4, e0) = e2, yields:
% 63.07/28.09  																																																		| (323) e4 = e2
% 63.07/28.09  																																																		|
% 63.07/28.09  																																																		| Instantiating formula (29) with e3, e0, e3, e4 and discharging atoms op(e3, e0) = e4, op(e3, e0) = e3, yields:
% 63.07/28.09  																																																		| (425) e4 = e3
% 63.07/28.09  																																																		|
% 63.07/28.09  																																																		| Instantiating formula (29) with e1, e0, e1, e3 and discharging atoms op(e1, e0) = e3, op(e1, e0) = e1, yields:
% 63.07/28.09  																																																		| (455) e3 = e1
% 63.07/28.09  																																																		|
% 63.07/28.09  																																																		| Combining equations (323,425) yields a new equation:
% 63.07/28.09  																																																		| (662) e3 = e2
% 63.07/28.09  																																																		|
% 63.07/28.09  																																																		| Combining equations (455,662) yields a new equation:
% 63.07/28.09  																																																		| (617) e2 = e1
% 63.07/28.09  																																																		|
% 63.07/28.09  																																																		| Equations (617) can reduce 122 to:
% 63.07/28.09  																																																		| (266) $false
% 63.07/28.09  																																																		|
% 63.07/28.09  																																																		|-The branch is then unsatisfiable
% 63.07/28.09  																																																	|-Branch two:
% 63.07/28.09  																																																	| (734)  ~ (unit = e0)
% 63.07/28.09  																																																	| (735) unit = e3 | unit = e1
% 63.07/28.09  																																																	|
% 63.07/28.09  																																																		+-Applying beta-rule and splitting (735), into two cases.
% 63.07/28.09  																																																		|-Branch one:
% 63.07/28.09  																																																		| (736) unit = e1
% 63.07/28.09  																																																		|
% 63.07/28.09  																																																			| Equations (736) can reduce 734 to:
% 63.07/28.09  																																																			| (233)  ~ (e1 = e0)
% 63.07/28.09  																																																			|
% 63.07/28.09  																																																			| From (736) and (244) follows:
% 63.07/28.09  																																																			| (738) op(e1, e4) = e4
% 63.07/28.09  																																																			|
% 63.07/28.09  																																																			| From (736) and (227) follows:
% 63.07/28.09  																																																			| (739) op(e4, e1) = e4
% 63.07/28.09  																																																			|
% 63.07/28.09  																																																			| From (736) and (28) follows:
% 63.07/28.09  																																																			| (740) op(e1, e1) = e1
% 63.07/28.09  																																																			|
% 63.07/28.09  																																																			| Instantiating formula (29) with e4, e1, e4, e3 and discharging atoms op(e4, e1) = e4, op(e4, e1) = e3, yields:
% 63.07/28.09  																																																			| (425) e4 = e3
% 63.07/28.09  																																																			|
% 63.07/28.09  																																																			| Instantiating formula (29) with e1, e4, e4, e0 and discharging atoms op(e1, e4) = e4, op(e1, e4) = e0, yields:
% 63.07/28.09  																																																			| (397) e4 = e0
% 63.07/28.09  																																																			|
% 63.07/28.09  																																																			| Instantiating formula (29) with e1, e1, e1, e4 and discharging atoms op(e1, e1) = e4, op(e1, e1) = e1, yields:
% 63.07/28.09  																																																			| (630) e4 = e1
% 63.07/28.09  																																																			|
% 63.07/28.09  																																																			| Combining equations (630,425) yields a new equation:
% 63.07/28.09  																																																			| (455) e3 = e1
% 63.07/28.09  																																																			|
% 63.07/28.09  																																																			| Combining equations (397,425) yields a new equation:
% 63.07/28.09  																																																			| (676) e3 = e0
% 63.07/28.09  																																																			|
% 63.07/28.09  																																																			| Combining equations (676,455) yields a new equation:
% 63.07/28.09  																																																			| (431) e1 = e0
% 63.07/28.09  																																																			|
% 63.07/28.09  																																																			| Equations (431) can reduce 233 to:
% 63.07/28.09  																																																			| (266) $false
% 63.07/28.09  																																																			|
% 63.07/28.09  																																																			|-The branch is then unsatisfiable
% 63.07/28.09  																																																		|-Branch two:
% 63.07/28.09  																																																		| (748)  ~ (unit = e1)
% 63.07/28.09  																																																		| (749) unit = e3
% 63.07/28.09  																																																		|
% 63.07/28.09  																																																			| From (749) and (15) follows:
% 63.07/28.09  																																																			| (751) op(e3, e2) = e2
% 63.07/28.09  																																																			|
% 63.07/28.09  																																																			| From (749) and (209) follows:
% 63.07/28.09  																																																			| (1667) op(e3, e0) = e0
% 63.07/28.09  																																																			|
% 63.07/28.09  																																																			| From (749) and (32) follows:
% 63.07/28.09  																																																			| (5793) op(e2, e3) = e2
% 63.07/28.09  																																																			|
% 63.07/28.09  																																																			| Instantiating formula (29) with e3, e2, e2, e1 and discharging atoms op(e3, e2) = e2, op(e3, e2) = e1, yields:
% 63.07/28.09  																																																			| (617) e2 = e1
% 63.07/28.09  																																																			|
% 63.07/28.09  																																																			| Instantiating formula (29) with e3, e0, e0, e4 and discharging atoms op(e3, e0) = e4, op(e3, e0) = e0, yields:
% 63.07/28.09  																																																			| (397) e4 = e0
% 63.07/28.09  																																																			|
% 63.07/28.09  																																																			| Instantiating formula (29) with e2, e3, e2, e4 and discharging atoms op(e2, e3) = e4, op(e2, e3) = e2, yields:
% 63.07/28.09  																																																			| (323) e4 = e2
% 63.07/28.09  																																																			|
% 63.07/28.09  																																																			| Combining equations (397,323) yields a new equation:
% 63.07/28.09  																																																			| (330) e2 = e0
% 63.07/28.09  																																																			|
% 63.07/28.09  																																																			| Combining equations (617,330) yields a new equation:
% 63.07/28.09  																																																			| (546) e1 = e0
% 63.07/28.09  																																																			|
% 63.07/28.09  																																																			| Simplifying 546 yields:
% 63.07/28.09  																																																			| (431) e1 = e0
% 63.07/28.09  																																																			|
% 63.07/28.09  																																																			| Equations (431) can reduce 233 to:
% 63.07/28.09  																																																			| (266) $false
% 63.07/28.09  																																																			|
% 63.07/28.09  																																																			|-The branch is then unsatisfiable
% 63.07/28.09  																																														|-Branch two:
% 63.07/28.09  																																														| (250)  ~ (all_0_46_46 = e4)
% 63.07/28.10  																																														| (61466) all_0_47_47 = e4 | all_0_48_48 = e4 | all_0_49_49 = e4
% 63.07/28.10  																																														|
% 63.07/28.10  																																															+-Applying beta-rule and splitting (61466), into two cases.
% 63.07/28.10  																																															|-Branch one:
% 63.07/28.10  																																															| (1790) all_0_47_47 = e4
% 63.07/28.10  																																															|
% 63.07/28.10  																																																| Combining equations (1790,674) yields a new equation:
% 63.07/28.10  																																																| (481) e4 = e0
% 63.07/28.10  																																																|
% 63.07/28.10  																																																| Simplifying 481 yields:
% 63.07/28.10  																																																| (397) e4 = e0
% 63.07/28.10  																																																|
% 63.07/28.10  																																																| Equations (397) can reduce 49 to:
% 63.07/28.10  																																																| (266) $false
% 63.07/28.10  																																																|
% 63.07/28.10  																																																|-The branch is then unsatisfiable
% 63.07/28.10  																																															|-Branch two:
% 63.07/28.10  																																															| (252)  ~ (all_0_47_47 = e4)
% 63.07/28.10  																																															| (61479) all_0_48_48 = e4 | all_0_49_49 = e4
% 63.07/28.10  																																															|
% 63.11/28.10  																																																+-Applying beta-rule and splitting (61479), into two cases.
% 63.11/28.10  																																																|-Branch one:
% 63.11/28.10  																																																| (943) all_0_48_48 = e4
% 63.11/28.10  																																																|
% 63.11/28.10  																																																	| Combining equations (335,943) yields a new equation:
% 63.11/28.10  																																																	| (323) e4 = e2
% 63.11/28.10  																																																	|
% 63.11/28.10  																																																	| Equations (323) can reduce 48 to:
% 63.11/28.10  																																																	| (266) $false
% 63.11/28.10  																																																	|
% 63.11/28.10  																																																	|-The branch is then unsatisfiable
% 63.11/28.10  																																																|-Branch two:
% 63.11/28.10  																																																| (254)  ~ (all_0_48_48 = e4)
% 63.11/28.10  																																																| (974) all_0_49_49 = e4
% 63.11/28.10  																																																|
% 63.11/28.10  																																																	| Combining equations (671,974) yields a new equation:
% 63.11/28.10  																																																	| (630) e4 = e1
% 63.11/28.10  																																																	|
% 63.11/28.10  																																																	| Equations (630) can reduce 110 to:
% 63.11/28.10  																																																	| (266) $false
% 63.11/28.10  																																																	|
% 63.11/28.10  																																																	|-The branch is then unsatisfiable
% 63.11/28.10  																																													|-Branch two:
% 63.11/28.10  																																													| (678)  ~ (all_0_47_47 = e0)
% 63.11/28.10  																																													| (1831) all_0_47_47 = e3 | all_0_47_47 = e1
% 63.11/28.10  																																													|
% 63.11/28.10  																																														+-Applying beta-rule and splitting (1831), into two cases.
% 63.11/28.10  																																														|-Branch one:
% 63.11/28.10  																																														| (654) all_0_47_47 = e1
% 63.11/28.10  																																														|
% 63.11/28.10  																																															| Equations (654) can reduce 462 to:
% 63.11/28.10  																																															| (266) $false
% 63.11/28.10  																																															|
% 63.11/28.10  																																															|-The branch is then unsatisfiable
% 63.11/28.10  																																														|-Branch two:
% 63.11/28.10  																																														| (462)  ~ (all_0_47_47 = e1)
% 63.11/28.10  																																														| (522) all_0_47_47 = e3
% 63.11/28.10  																																														|
% 63.11/28.10  																																															| Equations (522) can reduce 1091 to:
% 63.11/28.10  																																															| (266) $false
% 63.11/28.10  																																															|
% 63.11/28.10  																																															|-The branch is then unsatisfiable
% 63.11/28.10  																																											|-Branch two:
% 63.11/28.10  																																											| (1390)  ~ (all_0_44_44 = e4)
% 63.11/28.10  																																											| (1391) all_0_44_44 = e3 | all_0_44_44 = e1 | all_0_44_44 = e0
% 63.11/28.10  																																											|
% 63.11/28.10  																																												+-Applying beta-rule and splitting (441), into two cases.
% 63.11/28.10  																																												|-Branch one:
% 63.11/28.10  																																												| (1392) all_0_42_42 = e4
% 63.11/28.10  																																												|
% 63.11/28.10  																																													| Combining equations (459,1392) yields a new equation:
% 63.11/28.10  																																													| (630) e4 = e1
% 63.11/28.10  																																													|
% 63.11/28.10  																																													| Equations (630) can reduce 110 to:
% 63.11/28.10  																																													| (266) $false
% 63.11/28.10  																																													|
% 63.11/28.10  																																													|-The branch is then unsatisfiable
% 63.11/28.10  																																												|-Branch two:
% 63.11/28.10  																																												| (1890)  ~ (all_0_42_42 = e4)
% 63.11/28.10  																																												| (1891) all_0_43_43 = e4 | all_0_44_44 = e4
% 63.11/28.10  																																												|
% 63.11/28.10  																																													+-Applying beta-rule and splitting (61457), into two cases.
% 63.11/28.10  																																													|-Branch one:
% 63.11/28.10  																																													| (770) all_0_46_46 = e4
% 63.11/28.10  																																													|
% 63.11/28.10  																																														| Equations (770) can reduce 831 to:
% 63.11/28.10  																																														| (49)  ~ (e4 = e0)
% 63.11/28.10  																																														|
% 63.11/28.10  																																														+-Applying beta-rule and splitting (1891), into two cases.
% 63.11/28.10  																																														|-Branch one:
% 63.11/28.10  																																														| (396) all_0_43_43 = e4
% 63.11/28.10  																																														|
% 63.11/28.10  																																															| Combining equations (356,396) yields a new equation:
% 63.11/28.10  																																															| (397) e4 = e0
% 63.11/28.10  																																															|
% 63.11/28.10  																																															| Equations (397) can reduce 49 to:
% 63.11/28.10  																																															| (266) $false
% 63.11/28.10  																																															|
% 63.11/28.10  																																															|-The branch is then unsatisfiable
% 63.11/28.10  																																														|-Branch two:
% 63.11/28.10  																																														| (399)  ~ (all_0_43_43 = e4)
% 63.11/28.10  																																														| (446) all_0_44_44 = e4
% 63.11/28.10  																																														|
% 63.11/28.10  																																															| Equations (446) can reduce 1390 to:
% 63.11/28.10  																																															| (266) $false
% 63.11/28.10  																																															|
% 63.11/28.10  																																															|-The branch is then unsatisfiable
% 63.11/28.10  																																													|-Branch two:
% 63.11/28.10  																																													| (250)  ~ (all_0_46_46 = e4)
% 63.11/28.11  																																													| (61466) all_0_47_47 = e4 | all_0_48_48 = e4 | all_0_49_49 = e4
% 63.11/28.11  																																													|
% 63.11/28.11  																																														+-Applying beta-rule and splitting (832), into two cases.
% 63.11/28.11  																																														|-Branch one:
% 63.11/28.11  																																														| (674) all_0_47_47 = e0
% 63.11/28.11  																																														|
% 63.11/28.11  																																															| Equations (674) can reduce 19 to:
% 63.11/28.11  																																															| (831)  ~ (all_0_46_46 = e0)
% 63.11/28.11  																																															|
% 63.11/28.11  																																															+-Applying beta-rule and splitting (1797), into two cases.
% 63.11/28.11  																																															|-Branch one:
% 63.11/28.11  																																															| (770) all_0_46_46 = e4
% 63.11/28.11  																																															|
% 63.11/28.11  																																																| Equations (770) can reduce 250 to:
% 63.11/28.11  																																																| (266) $false
% 63.11/28.11  																																																|
% 63.11/28.11  																																																|-The branch is then unsatisfiable
% 63.11/28.11  																																															|-Branch two:
% 63.11/28.11  																																															| (250)  ~ (all_0_46_46 = e4)
% 63.11/28.11  																																															| (1801) all_0_46_46 = e3 | all_0_46_46 = e1 | all_0_46_46 = e0
% 63.11/28.11  																																															|
% 63.11/28.11  																																																+-Applying beta-rule and splitting (1801), into two cases.
% 63.11/28.11  																																																|-Branch one:
% 63.11/28.11  																																																| (538) all_0_46_46 = e0
% 63.11/28.11  																																																|
% 63.11/28.11  																																																	| Equations (538) can reduce 831 to:
% 63.11/28.11  																																																	| (266) $false
% 63.11/28.11  																																																	|
% 63.11/28.11  																																																	|-The branch is then unsatisfiable
% 63.11/28.11  																																																|-Branch two:
% 63.11/28.11  																																																| (831)  ~ (all_0_46_46 = e0)
% 63.11/28.11  																																																| (1838) all_0_46_46 = e3 | all_0_46_46 = e1
% 63.11/28.11  																																																|
% 63.11/28.11  																																																	+-Applying beta-rule and splitting (1838), into two cases.
% 63.11/28.11  																																																	|-Branch one:
% 63.11/28.11  																																																	| (545) all_0_46_46 = e1
% 63.11/28.11  																																																	|
% 63.11/28.11  																																																		| Equations (545) can reduce 549 to:
% 63.11/28.11  																																																		| (266) $false
% 63.11/28.11  																																																		|
% 63.11/28.11  																																																		|-The branch is then unsatisfiable
% 63.11/28.11  																																																	|-Branch two:
% 63.11/28.11  																																																	| (549)  ~ (all_0_46_46 = e1)
% 63.11/28.11  																																																	| (1557) all_0_46_46 = e3
% 63.11/28.11  																																																	|
% 63.11/28.11  																																																		| Equations (1557) can reduce 409 to:
% 63.11/28.11  																																																		| (266) $false
% 63.11/28.11  																																																		|
% 63.11/28.11  																																																		|-The branch is then unsatisfiable
% 63.11/28.11  																																														|-Branch two:
% 63.11/28.11  																																														| (678)  ~ (all_0_47_47 = e0)
% 63.11/28.11  																																														| (1278) all_0_48_48 = e0 | all_0_49_49 = e0
% 63.11/28.11  																																														|
% 63.11/28.11  																																															+-Applying beta-rule and splitting (563), into two cases.
% 63.11/28.11  																																															|-Branch one:
% 63.11/28.11  																																															| (674) all_0_47_47 = e0
% 63.11/28.11  																																															|
% 63.11/28.11  																																																| Equations (674) can reduce 678 to:
% 63.11/28.11  																																																| (266) $false
% 63.11/28.11  																																																|
% 63.11/28.11  																																																|-The branch is then unsatisfiable
% 63.11/28.11  																																															|-Branch two:
% 63.11/28.11  																																															| (678)  ~ (all_0_47_47 = e0)
% 63.11/28.11  																																															| (679) all_0_56_56 = e0
% 63.11/28.11  																																															|
% 63.11/28.11  																																																| Combining equations (1097,679) yields a new equation:
% 63.11/28.11  																																																| (675) e3 = e0
% 63.11/28.11  																																																|
% 63.11/28.11  																																																| Simplifying 675 yields:
% 63.11/28.11  																																																| (676) e3 = e0
% 63.11/28.11  																																																|
% 63.11/28.11  																																																| Equations (676) can reduce 80 to:
% 63.11/28.11  																																																| (266) $false
% 63.11/28.11  																																																|
% 63.11/28.11  																																																|-The branch is then unsatisfiable
% 63.11/28.11  																																										|-Branch two:
% 63.11/28.11  																																										| (491)  ~ (all_0_58_58 = e0)
% 63.11/28.11  																																										| (917) all_0_58_58 = e3 | all_0_58_58 = e1
% 63.11/28.11  																																										|
% 63.11/28.11  																																											+-Applying beta-rule and splitting (917), into two cases.
% 63.11/28.11  																																											|-Branch one:
% 63.11/28.11  																																											| (918) all_0_58_58 = e1
% 63.11/28.11  																																											|
% 63.11/28.11  																																												| Equations (918) can reduce 880 to:
% 63.11/28.11  																																												| (266) $false
% 63.11/28.11  																																												|
% 63.11/28.11  																																												|-The branch is then unsatisfiable
% 63.11/28.11  																																											|-Branch two:
% 63.11/28.11  																																											| (880)  ~ (all_0_58_58 = e1)
% 63.11/28.11  																																											| (795) all_0_58_58 = e3
% 63.11/28.11  																																											|
% 63.11/28.11  																																												| Equations (795) can reduce 276 to:
% 63.11/28.11  																																												| (266) $false
% 63.11/28.11  																																												|
% 63.11/28.11  																																												|-The branch is then unsatisfiable
% 63.11/28.11  																																|-Branch two:
% 63.11/28.11  																																| (1064)  ~ (all_0_49_49 = e1)
% 63.11/28.11  																																| (2141) all_0_53_53 = e1 | all_0_58_58 = e1
% 63.11/28.11  																																|
% 63.11/28.11  																																	+-Applying beta-rule and splitting (62553), into two cases.
% 63.11/28.11  																																	|-Branch one:
% 63.11/28.11  																																	| (2336) all_0_55_55 = e3
% 63.11/28.11  																																	|
% 63.11/28.11  																																		| Combining equations (386,2336) yields a new equation:
% 63.11/28.11  																																		| (662) e3 = e2
% 63.11/28.11  																																		|
% 63.11/28.11  																																		| Equations (662) can reduce 212 to:
% 63.11/28.11  																																		| (266) $false
% 63.11/28.11  																																		|
% 63.11/28.11  																																		|-The branch is then unsatisfiable
% 63.11/28.11  																																	|-Branch two:
% 63.11/28.11  																																	| (270)  ~ (all_0_55_55 = e3)
% 63.11/28.11  																																	| (62557) all_0_56_56 = e3 | all_0_58_58 = e3
% 63.11/28.11  																																	|
% 63.11/28.11  																																		+-Applying beta-rule and splitting (62557), into two cases.
% 63.11/28.11  																																		|-Branch one:
% 63.11/28.11  																																		| (1097) all_0_56_56 = e3
% 63.11/28.11  																																		|
% 63.11/28.11  																																			| Equations (1097) can reduce 466 to:
% 63.11/28.11  																																			| (213)  ~ (e3 = e1)
% 63.11/28.11  																																			|
% 63.11/28.11  																																			+-Applying beta-rule and splitting (2141), into two cases.
% 63.11/28.11  																																			|-Branch one:
% 63.11/28.11  																																			| (1208) all_0_53_53 = e1
% 63.11/28.11  																																			|
% 63.11/28.11  																																				| Combining equations (665,1208) yields a new equation:
% 63.11/28.11  																																				| (454) e3 = e1
% 63.11/28.11  																																				|
% 63.11/28.11  																																				| Simplifying 454 yields:
% 63.11/28.11  																																				| (455) e3 = e1
% 63.11/28.11  																																				|
% 63.11/28.11  																																				| Equations (455) can reduce 213 to:
% 63.11/28.11  																																				| (266) $false
% 63.11/28.11  																																				|
% 63.11/28.11  																																				|-The branch is then unsatisfiable
% 63.11/28.11  																																			|-Branch two:
% 63.11/28.11  																																			| (1459)  ~ (all_0_53_53 = e1)
% 63.11/28.11  																																			| (918) all_0_58_58 = e1
% 63.11/28.11  																																			|
% 63.11/28.11  																																				| Equations (918) can reduce 880 to:
% 63.11/28.11  																																				| (266) $false
% 63.11/28.11  																																				|
% 63.11/28.11  																																				|-The branch is then unsatisfiable
% 63.11/28.11  																																		|-Branch two:
% 63.11/28.11  																																		| (272)  ~ (all_0_56_56 = e3)
% 63.11/28.11  																																		| (795) all_0_58_58 = e3
% 63.11/28.11  																																		|
% 63.11/28.11  																																			| Equations (795) can reduce 276 to:
% 63.11/28.11  																																			| (266) $false
% 63.11/28.11  																																			|
% 63.11/28.11  																																			|-The branch is then unsatisfiable
% 63.11/28.12  																														|-Branch two:
% 63.11/28.12  																														| (1380)  ~ (all_0_42_42 = e1)
% 63.11/28.12  																														| (516) all_0_42_42 = e3
% 63.11/28.12  																														|
% 63.11/28.12  																															| Equations (516) can reduce 405 to:
% 63.11/28.12  																															| (266) $false
% 63.11/28.12  																															|
% 63.11/28.12  																															|-The branch is then unsatisfiable
% 63.11/28.12  																										|-Branch two:
% 63.11/28.12  																										| (1898)  ~ (all_0_41_41 = e3)
% 63.11/28.12  																										| (1923) all_0_46_46 = e3 | all_0_50_50 = e3 | all_0_55_55 = e3
% 63.11/28.12  																										|
% 63.11/28.12  																											+-Applying beta-rule and splitting (422), into two cases.
% 63.11/28.12  																											|-Branch one:
% 63.11/28.12  																											| (775) all_0_50_50 = e4
% 63.11/28.12  																											|
% 63.11/28.12  																												| Equations (775) can reduce 566 to:
% 63.11/28.12  																												| (266) $false
% 63.11/28.12  																												|
% 63.11/28.12  																												|-The branch is then unsatisfiable
% 63.11/28.12  																											|-Branch two:
% 63.11/28.12  																											| (566)  ~ (all_0_50_50 = e4)
% 63.11/28.12  																											| (1444) all_0_50_50 = e3 | all_0_50_50 = e1
% 63.11/28.12  																											|
% 63.11/28.12  																												+-Applying beta-rule and splitting (1923), into two cases.
% 63.11/28.12  																												|-Branch one:
% 63.11/28.12  																												| (1557) all_0_46_46 = e3
% 63.11/28.12  																												|
% 63.11/28.12  																													| Equations (1557) can reduce 409 to:
% 63.11/28.12  																													| (266) $false
% 63.11/28.12  																													|
% 63.11/28.12  																													|-The branch is then unsatisfiable
% 63.11/28.12  																												|-Branch two:
% 63.11/28.12  																												| (409)  ~ (all_0_46_46 = e3)
% 63.11/28.12  																												| (4042) all_0_50_50 = e3 | all_0_55_55 = e3
% 63.11/28.12  																												|
% 63.11/28.12  																													+-Applying beta-rule and splitting (160), into two cases.
% 63.11/28.12  																													|-Branch one:
% 63.11/28.12  																													| (601) all_0_50_50 = e1
% 63.11/28.12  																													|
% 63.11/28.12  																														| Equations (601) can reduce 411 to:
% 63.11/28.12  																														| (467)  ~ (e3 = e1)
% 63.11/28.12  																														|
% 63.11/28.12  																														| Simplifying 467 yields:
% 63.11/28.12  																														| (213)  ~ (e3 = e1)
% 63.11/28.12  																														|
% 63.11/28.12  																														+-Applying beta-rule and splitting (4042), into two cases.
% 63.11/28.12  																														|-Branch one:
% 63.11/28.12  																														| (415) all_0_50_50 = e3
% 63.11/28.12  																														|
% 63.11/28.12  																															| Combining equations (601,415) yields a new equation:
% 63.11/28.12  																															| (455) e3 = e1
% 63.11/28.12  																															|
% 63.11/28.12  																															| Equations (455) can reduce 213 to:
% 63.11/28.12  																															| (266) $false
% 63.11/28.12  																															|
% 63.11/28.12  																															|-The branch is then unsatisfiable
% 63.11/28.12  																														|-Branch two:
% 63.11/28.12  																														| (411)  ~ (all_0_50_50 = e3)
% 63.11/28.12  																														| (2336) all_0_55_55 = e3
% 63.11/28.12  																														|
% 63.11/28.12  																															| Combining equations (386,2336) yields a new equation:
% 63.11/28.12  																															| (662) e3 = e2
% 63.11/28.12  																															|
% 63.11/28.12  																															| Equations (662) can reduce 212 to:
% 63.11/28.12  																															| (266) $false
% 63.11/28.12  																															|
% 63.11/28.12  																															|-The branch is then unsatisfiable
% 63.11/28.12  																													|-Branch two:
% 63.11/28.12  																													| (759)  ~ (all_0_50_50 = e1)
% 63.11/28.12  																													| (1168) all_0_51_51 = e1 | all_0_52_52 = e1 | all_0_53_53 = e1
% 63.11/28.12  																													|
% 63.11/28.12  																														+-Applying beta-rule and splitting (1444), into two cases.
% 63.11/28.12  																														|-Branch one:
% 63.11/28.12  																														| (601) all_0_50_50 = e1
% 63.11/28.12  																														|
% 63.11/28.12  																															| Equations (601) can reduce 759 to:
% 63.11/28.12  																															| (266) $false
% 63.11/28.12  																															|
% 63.11/28.12  																															|-The branch is then unsatisfiable
% 63.11/28.12  																														|-Branch two:
% 63.11/28.12  																														| (759)  ~ (all_0_50_50 = e1)
% 63.11/28.12  																														| (415) all_0_50_50 = e3
% 63.11/28.12  																														|
% 63.11/28.12  																															| Equations (415) can reduce 411 to:
% 63.11/28.12  																															| (266) $false
% 63.11/28.12  																															|
% 63.11/28.12  																															|-The branch is then unsatisfiable
% 63.11/28.12  																			|-Branch two:
% 63.11/28.12  																			| (304)  ~ (all_0_55_55 = e2)
% 63.11/28.12  																			| (389) all_0_56_56 = e2 | all_0_57_57 = e2 | all_0_58_58 = e2
% 63.11/28.12  																			|
% 63.11/28.12  																				+-Applying beta-rule and splitting (24428), into two cases.
% 63.11/28.12  																				|-Branch one:
% 63.11/28.12  																				| (378) all_0_50_50 = e2
% 63.11/28.12  																				|
% 63.11/28.12  																					| Equations (378) can reduce 302 to:
% 63.11/28.12  																					| (266) $false
% 63.11/28.12  																					|
% 63.11/28.12  																					|-The branch is then unsatisfiable
% 63.11/28.12  																				|-Branch two:
% 63.11/28.12  																				| (302)  ~ (all_0_50_50 = e2)
% 63.11/28.12  																				| (386) all_0_55_55 = e2
% 63.11/28.12  																				|
% 63.11/28.12  																					| Equations (386) can reduce 304 to:
% 63.11/28.12  																					| (266) $false
% 63.11/28.12  																					|
% 63.11/28.12  																					|-The branch is then unsatisfiable
% 63.11/28.12  																		|-Branch two:
% 63.11/28.12  																		| (1099)  ~ (all_0_51_51 = e2)
% 63.11/28.12  																		| (1152) all_0_52_52 = e2 | all_0_53_53 = e2
% 63.11/28.12  																		|
% 63.11/28.12  																			+-Applying beta-rule and splitting (24428), into two cases.
% 63.11/28.12  																			|-Branch one:
% 63.11/28.12  																			| (378) all_0_50_50 = e2
% 63.11/28.12  																			|
% 63.11/28.12  																				| Equations (378) can reduce 302 to:
% 63.11/28.12  																				| (266) $false
% 63.11/28.12  																				|
% 63.11/28.12  																				|-The branch is then unsatisfiable
% 63.11/28.12  																			|-Branch two:
% 63.11/28.12  																			| (302)  ~ (all_0_50_50 = e2)
% 63.11/28.12  																			| (386) all_0_55_55 = e2
% 63.11/28.12  																			|
% 63.11/28.12  																				| Equations (386) can reduce 763 to:
% 63.11/28.12  																				| (327)  ~ (e4 = e2)
% 63.11/28.12  																				|
% 63.11/28.12  																				| Simplifying 327 yields:
% 63.11/28.12  																				| (48)  ~ (e4 = e2)
% 63.11/28.12  																				|
% 63.11/28.12  																				+-Applying beta-rule and splitting (47), into two cases.
% 63.11/28.12  																				|-Branch one:
% 63.11/28.12  																				| (317) all_0_39_39 = e2
% 63.11/28.12  																				|
% 63.11/28.12  																					| Combining equations (317,471) yields a new equation:
% 63.11/28.12  																					| (323) e4 = e2
% 63.11/28.12  																					|
% 63.11/28.12  																					| Equations (323) can reduce 48 to:
% 63.11/28.12  																					| (266) $false
% 63.11/28.12  																					|
% 63.11/28.12  																					|-The branch is then unsatisfiable
% 63.11/28.12  																				|-Branch two:
% 63.11/28.12  																				| (294)  ~ (all_0_39_39 = e2)
% 63.11/28.12  																				| (385) all_0_47_47 = e2 | all_0_51_51 = e2 | all_0_56_56 = e2
% 63.11/28.12  																				|
% 63.11/28.12  																					| Equations (471) can reduce 294 to:
% 63.11/28.12  																					| (48)  ~ (e4 = e2)
% 63.11/28.12  																					|
% 63.11/28.12  																					+-Applying beta-rule and splitting (1152), into two cases.
% 63.11/28.12  																					|-Branch one:
% 63.11/28.12  																					| (352) all_0_52_52 = e2
% 63.11/28.12  																					|
% 63.11/28.12  																						| Combining equations (565,352) yields a new equation:
% 63.11/28.12  																						| (322) e4 = e2
% 63.11/28.12  																						|
% 63.11/28.12  																						| Simplifying 322 yields:
% 63.11/28.12  																						| (323) e4 = e2
% 63.11/28.12  																						|
% 63.11/28.12  																						| Equations (323) can reduce 48 to:
% 63.11/28.12  																						| (266) $false
% 63.11/28.12  																						|
% 63.11/28.12  																						|-The branch is then unsatisfiable
% 63.11/28.12  																					|-Branch two:
% 63.11/28.12  																					| (342)  ~ (all_0_52_52 = e2)
% 63.11/28.12  																					| (607) all_0_53_53 = e2
% 63.11/28.12  																					|
% 63.11/28.12  																						| Equations (607) can reduce 509 to:
% 63.11/28.12  																						| (266) $false
% 63.11/28.12  																						|
% 63.11/28.12  																						|-The branch is then unsatisfiable
% 63.11/28.12  											|-Branch two:
% 63.11/28.12  											| (5470)  ~ (all_0_43_43 = e0)
% 63.11/28.12  											| (5471) all_0_48_48 = e0 | all_0_57_57 = e0
% 63.11/28.12  											|
% 63.11/28.12  												+-Applying beta-rule and splitting (6374), into two cases.
% 63.11/28.12  												|-Branch one:
% 63.11/28.12  												| (356) all_0_43_43 = e0
% 63.11/28.12  												|
% 63.11/28.12  													| Equations (356) can reduce 5470 to:
% 63.11/28.12  													| (266) $false
% 63.11/28.12  													|
% 63.11/28.12  													|-The branch is then unsatisfiable
% 63.11/28.12  												|-Branch two:
% 63.11/28.12  												| (5470)  ~ (all_0_43_43 = e0)
% 63.11/28.12  												| (430) all_0_43_43 = e1
% 63.11/28.12  												|
% 63.11/28.12  													| Equations (430) can reduce 31 to:
% 63.11/28.12  													| (457)  ~ (all_0_41_41 = e1)
% 63.11/28.12  													|
% 63.11/28.12  													| Equations (430) can reduce 240 to:
% 63.11/28.12  													| (1380)  ~ (all_0_42_42 = e1)
% 63.11/28.12  													|
% 63.11/28.12  													| Equations (430) can reduce 159 to:
% 63.11/28.12  													| (4057)  ~ (all_0_44_44 = e1)
% 63.11/28.12  													|
% 63.11/28.12  													| Simplifying 4057 yields:
% 63.11/28.12  													| (639)  ~ (all_0_44_44 = e1)
% 63.11/28.12  													|
% 63.11/28.12  													| Equations (430) can reduce 399 to:
% 63.11/28.12  													| (602)  ~ (e4 = e1)
% 63.11/28.12  													|
% 63.11/28.12  													| Simplifying 602 yields:
% 63.11/28.12  													| (110)  ~ (e4 = e1)
% 63.11/28.12  													|
% 63.11/28.12  													| Equations (430) can reduce 99 to:
% 63.11/28.12  													| (467)  ~ (e3 = e1)
% 63.11/28.12  													|
% 63.11/28.12  													| Simplifying 467 yields:
% 63.11/28.12  													| (213)  ~ (e3 = e1)
% 63.11/28.12  													|
% 63.11/28.12  													| Equations (430) can reduce 96 to:
% 63.11/28.12  													| (604)  ~ (e2 = e1)
% 63.11/28.12  													|
% 63.11/28.12  													| Simplifying 604 yields:
% 63.11/28.12  													| (122)  ~ (e2 = e1)
% 63.11/28.12  													|
% 63.11/28.12  													| From (430) and (37) follows:
% 63.11/28.12  													| (13877) op(e3, e1) = e1
% 63.11/28.12  													|
% 63.11/28.12  													+-Applying beta-rule and splitting (12), into two cases.
% 63.11/28.12  													|-Branch one:
% 63.11/28.12  													| (442) all_0_57_57 = e2
% 63.11/28.12  													|
% 63.11/28.12  														| Equations (442) can reduce 344 to:
% 63.11/28.12  														| (266) $false
% 63.11/28.12  														|
% 63.11/28.12  														|-The branch is then unsatisfiable
% 63.11/28.12  													|-Branch two:
% 63.11/28.12  													| (344)  ~ (all_0_57_57 = e2)
% 63.11/28.12  													| (445) all_0_57_57 = e4 | all_0_57_57 = e1 | all_0_57_57 = e0
% 63.11/28.12  													|
% 63.11/28.12  														+-Applying beta-rule and splitting (5471), into two cases.
% 63.11/28.12  														|-Branch one:
% 63.11/28.12  														| (1279) all_0_48_48 = e0
% 63.11/28.12  														|
% 63.11/28.12  															| Combining equations (335,1279) yields a new equation:
% 63.11/28.12  															| (391) e2 = e0
% 63.11/28.12  															|
% 63.11/28.12  															| Simplifying 391 yields:
% 63.11/28.12  															| (330) e2 = e0
% 63.11/28.12  															|
% 63.11/28.12  															| Equations (330) can reduce 128 to:
% 63.11/28.12  															| (266) $false
% 63.11/28.12  															|
% 63.11/28.12  															|-The branch is then unsatisfiable
% 63.11/28.12  														|-Branch two:
% 63.11/28.12  														| (1283)  ~ (all_0_48_48 = e0)
% 63.11/28.12  														| (875) all_0_57_57 = e0
% 63.11/28.12  														|
% 63.11/28.12  															| Equations (875) can reduce 81 to:
% 63.11/28.12  															| (803)  ~ (all_0_55_55 = e0)
% 63.11/28.12  															|
% 63.11/28.12  															| Equations (875) can reduce 148 to:
% 63.11/28.12  															| (490)  ~ (all_0_58_58 = e0)
% 63.11/28.12  															|
% 63.11/28.12  															| Simplifying 490 yields:
% 63.11/28.12  															| (491)  ~ (all_0_58_58 = e0)
% 63.11/28.12  															|
% 63.11/28.12  															| Equations (875) can reduce 344 to:
% 63.11/28.12  															| (365)  ~ (e2 = e0)
% 63.11/28.12  															|
% 63.11/28.12  															| Simplifying 365 yields:
% 63.11/28.12  															| (128)  ~ (e2 = e0)
% 63.11/28.12  															|
% 63.11/28.12  															+-Applying beta-rule and splitting (222), into two cases.
% 63.11/28.12  															|-Branch one:
% 63.11/28.12  															| (386) all_0_55_55 = e2
% 63.11/28.12  															|
% 63.11/28.12  																| Equations (386) can reduce 191 to:
% 63.11/28.12  																| (85)  ~ (all_0_41_41 = e2)
% 63.11/28.12  																|
% 63.11/28.12  																| Equations (386) can reduce 58 to:
% 63.11/28.12  																| (300)  ~ (all_0_46_46 = e2)
% 63.11/28.12  																|
% 63.11/28.12  																| Equations (386) can reduce 93 to:
% 63.11/28.12  																| (302)  ~ (all_0_50_50 = e2)
% 63.11/28.12  																|
% 63.11/28.12  																| Equations (386) can reduce 3 to:
% 63.11/28.12  																| (1186)  ~ (all_0_58_58 = e2)
% 63.11/28.12  																|
% 63.11/28.12  																| Simplifying 1186 yields:
% 63.11/28.12  																| (908)  ~ (all_0_58_58 = e2)
% 63.11/28.12  																|
% 63.11/28.12  																| Equations (386) can reduce 763 to:
% 63.11/28.12  																| (327)  ~ (e4 = e2)
% 63.11/28.12  																|
% 63.11/28.12  																| Simplifying 327 yields:
% 63.11/28.12  																| (48)  ~ (e4 = e2)
% 63.11/28.12  																|
% 63.11/28.12  																| From (386) and (74) follows:
% 63.11/28.12  																| (24443) op(e0, e3) = e2
% 63.11/28.12  																|
% 63.11/28.12  																+-Applying beta-rule and splitting (47), into two cases.
% 63.11/28.12  																|-Branch one:
% 63.11/28.12  																| (317) all_0_39_39 = e2
% 63.11/28.12  																|
% 63.11/28.12  																	| Combining equations (317,471) yields a new equation:
% 63.11/28.12  																	| (323) e4 = e2
% 63.11/28.12  																	|
% 63.11/28.12  																	| Equations (323) can reduce 48 to:
% 63.11/28.12  																	| (266) $false
% 63.11/28.12  																	|
% 63.11/28.12  																	|-The branch is then unsatisfiable
% 63.11/28.12  																|-Branch two:
% 63.11/28.12  																| (294)  ~ (all_0_39_39 = e2)
% 63.11/28.12  																| (385) all_0_47_47 = e2 | all_0_51_51 = e2 | all_0_56_56 = e2
% 63.11/28.12  																|
% 63.11/28.12  																	| Equations (471) can reduce 294 to:
% 63.11/28.12  																	| (48)  ~ (e4 = e2)
% 63.11/28.12  																	|
% 63.11/28.12  																	+-Applying beta-rule and splitting (95), into two cases.
% 63.11/28.12  																	|-Branch one:
% 63.11/28.12  																	| (378) all_0_50_50 = e2
% 63.11/28.12  																	|
% 63.11/28.12  																		| Equations (378) can reduce 302 to:
% 63.11/28.13  																		| (266) $false
% 63.11/28.13  																		|
% 63.11/28.13  																		|-The branch is then unsatisfiable
% 63.11/28.13  																	|-Branch two:
% 63.11/28.13  																	| (302)  ~ (all_0_50_50 = e2)
% 63.11/28.13  																	| (381) all_0_51_51 = e2 | all_0_52_52 = e2 | all_0_53_53 = e2
% 63.11/28.13  																	|
% 63.11/28.13  																		+-Applying beta-rule and splitting (381), into two cases.
% 63.11/28.13  																		|-Branch one:
% 63.11/28.13  																		| (504) all_0_51_51 = e2
% 63.11/28.13  																		|
% 63.11/28.13  																			| Equations (504) can reduce 61 to:
% 63.11/28.13  																			| (51)  ~ (all_0_42_42 = e2)
% 63.11/28.13  																			|
% 63.11/28.13  																			| Equations (504) can reduce 224 to:
% 63.11/28.13  																			| (338)  ~ (all_0_47_47 = e2)
% 63.11/28.13  																			|
% 63.11/28.13  																			| Equations (504) can reduce 59 to:
% 63.11/28.13  																			| (302)  ~ (all_0_50_50 = e2)
% 63.11/28.13  																			|
% 63.11/28.13  																			| Equations (504) can reduce 6 to:
% 63.11/28.13  																			| (508)  ~ (all_0_53_53 = e2)
% 63.11/28.13  																			|
% 63.11/28.13  																			| Simplifying 508 yields:
% 63.11/28.13  																			| (509)  ~ (all_0_53_53 = e2)
% 63.11/28.13  																			|
% 63.11/28.13  																			| Equations (504) can reduce 16 to:
% 63.11/28.13  																			| (510)  ~ (all_0_56_56 = e2)
% 63.11/28.13  																			|
% 63.11/28.13  																			| Simplifying 510 yields:
% 63.11/28.13  																			| (511)  ~ (all_0_56_56 = e2)
% 63.11/28.13  																			|
% 63.11/28.13  																			| From (504) and (186) follows:
% 63.11/28.13  																			| (515) op(e1, e2) = e2
% 63.11/28.13  																			|
% 63.11/28.13  																			+-Applying beta-rule and splitting (168), into two cases.
% 63.11/28.13  																			|-Branch one:
% 63.11/28.13  																			| (415) all_0_50_50 = e3
% 63.11/28.13  																			|
% 63.11/28.13  																				| Equations (415) can reduce 221 to:
% 63.11/28.13  																				| (1898)  ~ (all_0_41_41 = e3)
% 63.11/28.13  																				|
% 63.11/28.13  																				| Equations (415) can reduce 190 to:
% 63.11/28.13  																				| (1114)  ~ (all_0_53_53 = e3)
% 63.11/28.13  																				|
% 63.11/28.13  																				| Simplifying 1114 yields:
% 63.11/28.13  																				| (903)  ~ (all_0_53_53 = e3)
% 63.11/28.13  																				|
% 63.11/28.13  																				| From (415) and (242) follows:
% 63.11/28.13  																				| (1934) op(e1, e3) = e3
% 63.11/28.13  																				|
% 63.11/28.13  																				+-Applying beta-rule and splitting (196), into two cases.
% 63.11/28.13  																				|-Branch one:
% 63.11/28.13  																				| (607) all_0_53_53 = e2
% 63.11/28.13  																				|
% 63.11/28.13  																					| Equations (607) can reduce 509 to:
% 63.11/28.13  																					| (266) $false
% 63.11/28.13  																					|
% 63.11/28.13  																					|-The branch is then unsatisfiable
% 63.11/28.13  																				|-Branch two:
% 63.11/28.13  																				| (509)  ~ (all_0_53_53 = e2)
% 63.11/28.13  																				| (610) all_0_53_53 = e4 | all_0_53_53 = e3 | all_0_53_53 = e1
% 63.11/28.13  																				|
% 63.11/28.13  																					+-Applying beta-rule and splitting (160), into two cases.
% 63.11/28.13  																					|-Branch one:
% 63.11/28.13  																					| (601) all_0_50_50 = e1
% 63.11/28.13  																					|
% 63.11/28.13  																						| Combining equations (415,601) yields a new equation:
% 63.11/28.13  																						| (454) e3 = e1
% 63.11/28.13  																						|
% 63.11/28.13  																						| Simplifying 454 yields:
% 63.11/28.13  																						| (455) e3 = e1
% 63.11/28.13  																						|
% 63.11/28.13  																						| Equations (455) can reduce 213 to:
% 63.11/28.13  																						| (266) $false
% 63.11/28.13  																						|
% 63.11/28.13  																						|-The branch is then unsatisfiable
% 63.11/28.13  																					|-Branch two:
% 63.11/28.13  																					| (759)  ~ (all_0_50_50 = e1)
% 63.11/28.13  																					| (1168) all_0_51_51 = e1 | all_0_52_52 = e1 | all_0_53_53 = e1
% 63.11/28.13  																					|
% 63.11/28.13  																						+-Applying beta-rule and splitting (27), into two cases.
% 63.11/28.13  																						|-Branch one:
% 63.11/28.13  																						| (437) all_0_41_41 = e4
% 63.11/28.13  																						|
% 63.11/28.13  																							| Equations (437) can reduce 214 to:
% 63.11/28.13  																							| (1901)  ~ (all_0_42_42 = e4)
% 63.11/28.13  																							|
% 63.11/28.13  																							| Simplifying 1901 yields:
% 63.11/28.13  																							| (1890)  ~ (all_0_42_42 = e4)
% 63.11/28.13  																							|
% 63.11/28.13  																							| Equations (437) can reduce 43 to:
% 63.11/28.13  																							| (249)  ~ (all_0_46_46 = e4)
% 63.11/28.13  																							|
% 63.11/28.13  																							| Simplifying 249 yields:
% 63.11/28.13  																							| (250)  ~ (all_0_46_46 = e4)
% 63.11/28.13  																							|
% 63.11/28.13  																							| Equations (437) can reduce 1898 to:
% 63.11/28.13  																							| (188)  ~ (e4 = e3)
% 63.11/28.13  																							|
% 63.11/28.13  																							| Equations (437) can reduce 85 to:
% 63.11/28.13  																							| (48)  ~ (e4 = e2)
% 63.11/28.13  																							|
% 63.11/28.13  																							| Equations (437) can reduce 457 to:
% 63.11/28.13  																							| (110)  ~ (e4 = e1)
% 63.11/28.13  																							|
% 63.11/28.13  																							| From (437) and (219) follows:
% 63.11/28.13  																							| (1913) op(e3, e3) = e4
% 63.11/28.13  																							|
% 63.11/28.13  																							+-Applying beta-rule and splitting (1168), into two cases.
% 63.11/28.13  																							|-Branch one:
% 63.11/28.13  																							| (1109) all_0_51_51 = e1
% 63.11/28.13  																							|
% 63.11/28.13  																								| Combining equations (504,1109) yields a new equation:
% 63.11/28.13  																								| (616) e2 = e1
% 63.11/28.13  																								|
% 63.11/28.13  																								| Simplifying 616 yields:
% 63.11/28.13  																								| (617) e2 = e1
% 63.11/28.13  																								|
% 63.11/28.13  																								| Equations (617) can reduce 122 to:
% 63.11/28.13  																								| (266) $false
% 63.11/28.13  																								|
% 63.11/28.13  																								|-The branch is then unsatisfiable
% 63.11/28.13  																							|-Branch two:
% 63.11/28.13  																							| (464)  ~ (all_0_51_51 = e1)
% 63.11/28.13  																							| (1202) all_0_52_52 = e1 | all_0_53_53 = e1
% 63.11/28.13  																							|
% 63.11/28.13  																								+-Applying beta-rule and splitting (18), into two cases.
% 63.11/28.13  																								|-Branch one:
% 63.11/28.13  																								| (453) all_0_41_41 = e1
% 63.11/28.13  																								|
% 63.11/28.13  																									| Combining equations (453,437) yields a new equation:
% 63.11/28.13  																									| (630) e4 = e1
% 63.11/28.13  																									|
% 63.11/28.13  																									| Equations (630) can reduce 110 to:
% 63.11/28.13  																									| (266) $false
% 63.11/28.13  																									|
% 63.11/28.13  																									|-The branch is then unsatisfiable
% 63.11/28.13  																								|-Branch two:
% 63.11/28.13  																								| (457)  ~ (all_0_41_41 = e1)
% 63.11/28.13  																								| (595) all_0_46_46 = e1 | all_0_50_50 = e1 | all_0_55_55 = e1
% 63.11/28.13  																								|
% 63.11/28.13  																									| Equations (437) can reduce 457 to:
% 63.11/28.13  																									| (110)  ~ (e4 = e1)
% 63.11/28.13  																									|
% 63.11/28.13  																									+-Applying beta-rule and splitting (206), into two cases.
% 63.11/28.13  																									|-Branch one:
% 63.11/28.13  																									| (248) all_0_45_45 = e4
% 63.11/28.13  																									|
% 63.11/28.13  																										| Combining equations (248,423) yields a new equation:
% 63.11/28.13  																										| (424) e4 = e3
% 63.11/28.13  																										|
% 63.11/28.13  																										| Simplifying 424 yields:
% 63.11/28.13  																										| (425) e4 = e3
% 63.11/28.13  																										|
% 63.11/28.13  																										| Equations (425) can reduce 188 to:
% 63.11/28.13  																										| (266) $false
% 63.11/28.13  																										|
% 63.11/28.13  																										|-The branch is then unsatisfiable
% 63.11/28.13  																									|-Branch two:
% 63.11/28.13  																									| (60416)  ~ (all_0_45_45 = e4)
% 63.11/28.13  																									| (61457) all_0_46_46 = e4 | all_0_47_47 = e4 | all_0_48_48 = e4 | all_0_49_49 = e4
% 63.11/28.13  																									|
% 63.11/28.13  																										+-Applying beta-rule and splitting (1202), into two cases.
% 63.11/28.13  																										|-Branch one:
% 63.11/28.13  																										| (642) all_0_52_52 = e1
% 63.11/28.13  																										|
% 63.11/28.13  																											| Combining equations (565,642) yields a new equation:
% 63.11/28.13  																											| (636) e4 = e1
% 63.11/28.13  																											|
% 63.11/28.13  																											| Simplifying 636 yields:
% 63.11/28.13  																											| (630) e4 = e1
% 63.11/28.13  																											|
% 63.11/28.13  																											| Equations (630) can reduce 110 to:
% 63.11/28.13  																											| (266) $false
% 63.11/28.13  																											|
% 63.11/28.13  																											|-The branch is then unsatisfiable
% 63.11/28.13  																										|-Branch two:
% 63.11/28.13  																										| (646)  ~ (all_0_52_52 = e1)
% 63.11/28.13  																										| (1208) all_0_53_53 = e1
% 63.11/28.13  																										|
% 63.11/28.13  																											| Equations (1208) can reduce 220 to:
% 63.11/28.13  																											| (639)  ~ (all_0_44_44 = e1)
% 63.11/28.13  																											|
% 63.11/28.13  																											| Equations (1208) can reduce 10 to:
% 63.11/28.13  																											| (879)  ~ (all_0_58_58 = e1)
% 63.11/28.13  																											|
% 63.11/28.13  																											| Simplifying 879 yields:
% 63.11/28.13  																											| (880)  ~ (all_0_58_58 = e1)
% 63.11/28.13  																											|
% 63.11/28.13  																											| Equations (1208) can reduce 509 to:
% 63.11/28.13  																											| (604)  ~ (e2 = e1)
% 63.11/28.13  																											|
% 63.11/28.13  																											| Simplifying 604 yields:
% 63.11/28.13  																											| (122)  ~ (e2 = e1)
% 63.11/28.13  																											|
% 63.11/28.13  																											| Equations (1208) can reduce 247 to:
% 63.11/28.13  																											| (233)  ~ (e1 = e0)
% 63.11/28.13  																											|
% 63.11/28.13  																											+-Applying beta-rule and splitting (216), into two cases.
% 63.11/28.13  																											|-Branch one:
% 63.11/28.13  																											| (629) all_0_55_55 = e1
% 63.11/28.13  																											|
% 63.11/28.13  																												| Combining equations (386,629) yields a new equation:
% 63.11/28.13  																												| (616) e2 = e1
% 63.11/28.13  																												|
% 63.11/28.13  																												| Simplifying 616 yields:
% 63.11/28.13  																												| (617) e2 = e1
% 63.11/28.13  																												|
% 63.11/28.13  																												| Equations (617) can reduce 122 to:
% 63.11/28.13  																												| (266) $false
% 63.11/28.13  																												|
% 63.11/28.13  																												|-The branch is then unsatisfiable
% 63.11/28.13  																											|-Branch two:
% 63.11/28.13  																											| (632)  ~ (all_0_55_55 = e1)
% 63.11/28.13  																											| (633) all_0_56_56 = e1 | all_0_57_57 = e1 | all_0_58_58 = e1
% 63.11/28.13  																											|
% 63.11/28.13  																												+-Applying beta-rule and splitting (61457), into two cases.
% 63.11/28.13  																												|-Branch one:
% 63.11/28.13  																												| (770) all_0_46_46 = e4
% 63.11/28.13  																												|
% 63.11/28.13  																													| Equations (770) can reduce 250 to:
% 63.11/28.13  																													| (266) $false
% 63.11/28.13  																													|
% 63.11/28.13  																													|-The branch is then unsatisfiable
% 63.11/28.13  																												|-Branch two:
% 63.11/28.13  																												| (250)  ~ (all_0_46_46 = e4)
% 63.11/28.13  																												| (61466) all_0_47_47 = e4 | all_0_48_48 = e4 | all_0_49_49 = e4
% 63.11/28.13  																												|
% 63.11/28.13  																													+-Applying beta-rule and splitting (61466), into two cases.
% 63.11/28.13  																													|-Branch one:
% 63.11/28.13  																													| (1790) all_0_47_47 = e4
% 63.11/28.13  																													|
% 63.11/28.13  																														| Equations (1790) can reduce 252 to:
% 63.11/28.13  																														| (266) $false
% 63.11/28.13  																														|
% 63.11/28.13  																														|-The branch is then unsatisfiable
% 63.11/28.13  																													|-Branch two:
% 63.11/28.13  																													| (252)  ~ (all_0_47_47 = e4)
% 63.11/28.14  																													| (61479) all_0_48_48 = e4 | all_0_49_49 = e4
% 63.11/28.14  																													|
% 63.11/28.14  																														+-Applying beta-rule and splitting (61479), into two cases.
% 63.11/28.14  																														|-Branch one:
% 63.11/28.14  																														| (943) all_0_48_48 = e4
% 63.11/28.14  																														|
% 63.11/28.14  																															| Combining equations (335,943) yields a new equation:
% 63.11/28.14  																															| (323) e4 = e2
% 63.11/28.14  																															|
% 63.11/28.14  																															| Equations (323) can reduce 48 to:
% 63.11/28.14  																															| (266) $false
% 63.11/28.14  																															|
% 63.11/28.14  																															|-The branch is then unsatisfiable
% 63.11/28.14  																														|-Branch two:
% 63.11/28.14  																														| (254)  ~ (all_0_48_48 = e4)
% 63.11/28.14  																														| (974) all_0_49_49 = e4
% 63.11/28.14  																														|
% 63.11/28.14  																															| Equations (974) can reduce 9 to:
% 63.11/28.14  																															| (1390)  ~ (all_0_44_44 = e4)
% 63.11/28.14  																															|
% 63.11/28.14  																															| Equations (974) can reduce 86 to:
% 63.11/28.14  																															| (252)  ~ (all_0_47_47 = e4)
% 63.11/28.14  																															|
% 63.11/28.14  																															| Equations (974) can reduce 525 to:
% 63.11/28.14  																															| (188)  ~ (e4 = e3)
% 63.11/28.14  																															|
% 63.11/28.14  																															+-Applying beta-rule and splitting (633), into two cases.
% 63.11/28.14  																															|-Branch one:
% 63.11/28.14  																															| (1569) all_0_56_56 = e1
% 63.11/28.14  																															|
% 63.11/28.14  																																| Equations (1569) can reduce 236 to:
% 63.11/28.14  																																| (1380)  ~ (all_0_42_42 = e1)
% 63.11/28.14  																																|
% 63.11/28.14  																																| Equations (1569) can reduce 511 to:
% 63.11/28.14  																																| (604)  ~ (e2 = e1)
% 63.11/28.14  																																|
% 63.11/28.14  																																| Simplifying 604 yields:
% 63.11/28.14  																																| (122)  ~ (e2 = e1)
% 63.11/28.14  																																|
% 63.11/28.14  																																| From (1569) and (111) follows:
% 63.11/28.14  																																| (3175) op(e0, e2) = e1
% 63.11/28.14  																																|
% 63.11/28.14  																																+-Applying beta-rule and splitting (135), into two cases.
% 63.11/28.14  																																|-Branch one:
% 63.11/28.14  																																| (545) all_0_46_46 = e1
% 63.11/28.14  																																|
% 63.11/28.14  																																	| Equations (545) can reduce 19 to:
% 63.11/28.14  																																	| (461)  ~ (all_0_47_47 = e1)
% 63.11/28.14  																																	|
% 63.11/28.14  																																	| Simplifying 461 yields:
% 63.11/28.14  																																	| (462)  ~ (all_0_47_47 = e1)
% 63.11/28.14  																																	|
% 63.11/28.14  																																	+-Applying beta-rule and splitting (105), into two cases.
% 63.11/28.14  																																	|-Branch one:
% 63.11/28.14  																																	| (1105) all_0_47_47 = e2
% 63.11/28.14  																																	|
% 63.11/28.14  																																		| Equations (1105) can reduce 338 to:
% 63.11/28.14  																																		| (266) $false
% 63.11/28.14  																																		|
% 63.11/28.14  																																		|-The branch is then unsatisfiable
% 63.11/28.14  																																	|-Branch two:
% 63.11/28.14  																																	| (338)  ~ (all_0_47_47 = e2)
% 63.11/28.14  																																	| (1789) all_0_47_47 = e4 | all_0_47_47 = e3 | all_0_47_47 = e1 | all_0_47_47 = e0
% 63.11/28.14  																																	|
% 63.11/28.14  																																		+-Applying beta-rule and splitting (1789), into two cases.
% 63.11/28.14  																																		|-Branch one:
% 63.11/28.14  																																		| (1790) all_0_47_47 = e4
% 63.11/28.14  																																		|
% 63.11/28.14  																																			| Equations (1790) can reduce 252 to:
% 63.11/28.14  																																			| (266) $false
% 63.11/28.14  																																			|
% 63.11/28.14  																																			|-The branch is then unsatisfiable
% 63.11/28.14  																																		|-Branch two:
% 63.11/28.14  																																		| (252)  ~ (all_0_47_47 = e4)
% 63.11/28.14  																																		| (1793) all_0_47_47 = e3 | all_0_47_47 = e1 | all_0_47_47 = e0
% 63.11/28.14  																																		|
% 63.11/28.14  																																			+-Applying beta-rule and splitting (1793), into two cases.
% 63.11/28.14  																																			|-Branch one:
% 63.11/28.14  																																			| (674) all_0_47_47 = e0
% 63.11/28.14  																																			|
% 63.11/28.14  																																				| Equations (674) can reduce 198 to:
% 63.11/28.14  																																				| (358)  ~ (all_0_42_42 = e0)
% 63.11/28.14  																																				|
% 63.11/28.14  																																				| Equations (674) can reduce 252 to:
% 63.11/28.14  																																				| (401)  ~ (e4 = e0)
% 63.11/28.14  																																				|
% 63.11/28.14  																																				| Simplifying 401 yields:
% 63.11/28.14  																																				| (49)  ~ (e4 = e0)
% 63.11/28.14  																																				|
% 63.11/28.14  																																				| Equations (674) can reduce 338 to:
% 63.11/28.14  																																				| (365)  ~ (e2 = e0)
% 63.11/28.14  																																				|
% 63.11/28.14  																																				| Simplifying 365 yields:
% 63.11/28.14  																																				| (128)  ~ (e2 = e0)
% 63.11/28.14  																																				|
% 63.11/28.14  																																				| From (674) and (23) follows:
% 63.11/28.14  																																				| (3148) op(e2, e2) = e0
% 63.11/28.14  																																				|
% 63.11/28.14  																																				+-Applying beta-rule and splitting (165), into two cases.
% 63.11/28.14  																																				|-Branch one:
% 63.11/28.14  																																				| (794) all_0_41_41 = e0
% 63.11/28.14  																																				|
% 63.11/28.14  																																					| Combining equations (794,437) yields a new equation:
% 63.11/28.14  																																					| (397) e4 = e0
% 63.11/28.14  																																					|
% 63.11/28.14  																																					| Equations (397) can reduce 49 to:
% 63.11/28.14  																																					| (266) $false
% 63.11/28.14  																																					|
% 63.11/28.14  																																					|-The branch is then unsatisfiable
% 63.11/28.14  																																				|-Branch two:
% 63.11/28.14  																																				| (357)  ~ (all_0_41_41 = e0)
% 63.11/28.14  																																				| (6761) all_0_42_42 = e0 | all_0_43_43 = e0 | all_0_44_44 = e0
% 63.11/28.14  																																				|
% 63.11/28.14  																																					| Equations (437) can reduce 357 to:
% 63.11/28.14  																																					| (49)  ~ (e4 = e0)
% 63.11/28.14  																																					|
% 63.11/28.14  																																					+-Applying beta-rule and splitting (152), into two cases.
% 63.11/28.14  																																					|-Branch one:
% 63.11/28.14  																																					| (1392) all_0_42_42 = e4
% 63.11/28.14  																																					|
% 63.11/28.14  																																						| Equations (1392) can reduce 1890 to:
% 63.11/28.14  																																						| (266) $false
% 63.11/28.14  																																						|
% 63.11/28.14  																																						|-The branch is then unsatisfiable
% 63.11/28.14  																																					|-Branch two:
% 63.11/28.14  																																					| (1890)  ~ (all_0_42_42 = e4)
% 63.11/28.14  																																					| (1969) all_0_42_42 = e3 | all_0_42_42 = e1 | all_0_42_42 = e0
% 63.11/28.14  																																					|
% 63.11/28.14  																																						+-Applying beta-rule and splitting (1969), into two cases.
% 63.11/28.14  																																						|-Branch one:
% 63.11/28.14  																																						| (559) all_0_42_42 = e0
% 63.11/28.14  																																						|
% 63.11/28.14  																																							| Equations (559) can reduce 358 to:
% 63.11/28.14  																																							| (266) $false
% 63.11/28.14  																																							|
% 63.11/28.14  																																							|-The branch is then unsatisfiable
% 63.11/28.14  																																						|-Branch two:
% 63.11/28.14  																																						| (358)  ~ (all_0_42_42 = e0)
% 63.11/28.14  																																						| (2510) all_0_42_42 = e3 | all_0_42_42 = e1
% 63.11/28.14  																																						|
% 63.11/28.14  																																							+-Applying beta-rule and splitting (2510), into two cases.
% 63.11/28.14  																																							|-Branch one:
% 63.11/28.14  																																							| (459) all_0_42_42 = e1
% 63.11/28.14  																																							|
% 63.11/28.14  																																								| Equations (459) can reduce 1380 to:
% 63.11/28.14  																																								| (266) $false
% 63.11/28.14  																																								|
% 63.11/28.14  																																								|-The branch is then unsatisfiable
% 63.11/28.14  																																							|-Branch two:
% 63.11/28.14  																																							| (1380)  ~ (all_0_42_42 = e1)
% 63.11/28.14  																																							| (516) all_0_42_42 = e3
% 63.11/28.14  																																							|
% 63.11/28.14  																																								| Equations (516) can reduce 1890 to:
% 63.11/28.14  																																								| (277)  ~ (e4 = e3)
% 63.11/28.14  																																								|
% 63.11/28.14  																																								| Simplifying 277 yields:
% 63.11/28.14  																																								| (188)  ~ (e4 = e3)
% 63.11/28.14  																																								|
% 63.11/28.14  																																								| Equations (516) can reduce 51 to:
% 63.11/28.14  																																								| (212)  ~ (e3 = e2)
% 63.11/28.14  																																								|
% 63.11/28.14  																																								| Equations (516) can reduce 1380 to:
% 63.11/28.14  																																								| (213)  ~ (e3 = e1)
% 63.11/28.14  																																								|
% 63.11/28.14  																																								+-Applying beta-rule and splitting (22), into two cases.
% 63.11/28.14  																																								|-Branch one:
% 63.11/28.14  																																								| (268) all_0_54_54 = e3
% 63.11/28.14  																																								|
% 63.11/28.14  																																									| Combining equations (268,265) yields a new equation:
% 63.11/28.14  																																									| (425) e4 = e3
% 63.11/28.14  																																									|
% 63.11/28.14  																																									| Equations (425) can reduce 188 to:
% 63.11/28.14  																																									| (266) $false
% 63.11/28.14  																																									|
% 63.11/28.14  																																									|-The branch is then unsatisfiable
% 63.11/28.14  																																								|-Branch two:
% 63.11/28.14  																																								| (60427)  ~ (all_0_54_54 = e3)
% 63.11/28.14  																																								| (62553) all_0_55_55 = e3 | all_0_56_56 = e3 | all_0_58_58 = e3
% 63.11/28.14  																																								|
% 63.11/28.14  																																									+-Applying beta-rule and splitting (75), into two cases.
% 63.11/28.14  																																									|-Branch one:
% 63.11/28.14  																																									| (485) all_0_40_40 = e0
% 63.11/28.14  																																									|
% 63.11/28.14  																																										| Combining equations (313,485) yields a new equation:
% 63.11/28.14  																																										| (391) e2 = e0
% 63.11/28.14  																																										|
% 63.11/28.14  																																										| Simplifying 391 yields:
% 63.11/28.14  																																										| (330) e2 = e0
% 63.11/28.14  																																										|
% 63.11/28.14  																																										| Equations (330) can reduce 128 to:
% 63.11/28.14  																																										| (266) $false
% 63.11/28.14  																																										|
% 63.11/28.14  																																										|-The branch is then unsatisfiable
% 63.11/28.14  																																									|-Branch two:
% 63.11/28.14  																																									| (1401)  ~ (all_0_40_40 = e0)
% 63.11/28.14  																																									| (1748) all_0_44_44 = e0 | all_0_49_49 = e0 | all_0_58_58 = e0
% 63.11/28.14  																																									|
% 63.11/28.14  																																										+-Applying beta-rule and splitting (62553), into two cases.
% 63.11/28.14  																																										|-Branch one:
% 63.11/28.14  																																										| (2336) all_0_55_55 = e3
% 63.11/28.14  																																										|
% 63.11/28.14  																																											| Combining equations (2336,386) yields a new equation:
% 63.11/28.14  																																											| (661) e3 = e2
% 63.11/28.14  																																											|
% 63.11/28.14  																																											| Simplifying 661 yields:
% 63.11/28.14  																																											| (662) e3 = e2
% 63.11/28.14  																																											|
% 63.11/28.14  																																											| Equations (662) can reduce 212 to:
% 63.11/28.14  																																											| (266) $false
% 63.11/28.14  																																											|
% 63.11/28.14  																																											|-The branch is then unsatisfiable
% 63.11/28.14  																																										|-Branch two:
% 63.11/28.14  																																										| (270)  ~ (all_0_55_55 = e3)
% 63.11/28.14  																																										| (62557) all_0_56_56 = e3 | all_0_58_58 = e3
% 63.11/28.14  																																										|
% 63.11/28.15  																																											+-Applying beta-rule and splitting (62557), into two cases.
% 63.11/28.15  																																											|-Branch one:
% 63.11/28.15  																																											| (1097) all_0_56_56 = e3
% 63.11/28.15  																																											|
% 63.11/28.15  																																												| Combining equations (1569,1097) yields a new equation:
% 63.11/28.15  																																												| (455) e3 = e1
% 63.11/28.15  																																												|
% 63.11/28.15  																																												| Equations (455) can reduce 213 to:
% 63.11/28.15  																																												| (266) $false
% 63.11/28.15  																																												|
% 63.11/28.15  																																												|-The branch is then unsatisfiable
% 63.11/28.15  																																											|-Branch two:
% 63.11/28.15  																																											| (272)  ~ (all_0_56_56 = e3)
% 63.11/28.15  																																											| (795) all_0_58_58 = e3
% 63.11/28.15  																																											|
% 63.11/28.15  																																												| Equations (795) can reduce 491 to:
% 63.11/28.15  																																												| (80)  ~ (e3 = e0)
% 63.11/28.15  																																												|
% 63.11/28.15  																																												| From (795) and (245) follows:
% 63.11/28.15  																																												| (60701) op(e0, e0) = e3
% 63.11/28.15  																																												|
% 63.11/28.15  																																												+-Applying beta-rule and splitting (1748), into two cases.
% 63.11/28.15  																																												|-Branch one:
% 63.11/28.15  																																												| (1414) all_0_44_44 = e0
% 63.11/28.15  																																												|
% 63.11/28.15  																																													| Equations (1414) can reduce 639 to:
% 63.11/28.15  																																													| (435)  ~ (e1 = e0)
% 63.11/28.15  																																													|
% 63.11/28.15  																																													| Simplifying 435 yields:
% 63.11/28.15  																																													| (233)  ~ (e1 = e0)
% 63.11/28.15  																																													|
% 63.11/28.15  																																													+-Applying beta-rule and splitting (56), into two cases.
% 63.11/28.15  																																													|-Branch one:
% 63.11/28.15  																																													| (696) unit = e2
% 63.11/28.15  																																													|
% 63.11/28.15  																																														| From (696) and (32) follows:
% 63.11/28.15  																																														| (698) op(e2, e2) = e2
% 63.11/28.15  																																														|
% 63.11/28.15  																																														| From (696) and (28) follows:
% 63.11/28.15  																																														| (699) op(e1, e2) = e1
% 63.11/28.15  																																														|
% 63.11/28.15  																																														| Instantiating formula (29) with e2, e2, e2, e0 and discharging atoms op(e2, e2) = e2, op(e2, e2) = e0, yields:
% 63.11/28.15  																																														| (330) e2 = e0
% 63.11/28.15  																																														|
% 63.11/28.15  																																														| Instantiating formula (29) with e1, e2, e1, e2 and discharging atoms op(e1, e2) = e2, op(e1, e2) = e1, yields:
% 63.11/28.15  																																														| (617) e2 = e1
% 63.11/28.15  																																														|
% 63.11/28.15  																																														| Combining equations (330,617) yields a new equation:
% 63.11/28.15  																																														| (431) e1 = e0
% 63.11/28.15  																																														|
% 63.11/28.15  																																														| Equations (431) can reduce 233 to:
% 63.11/28.15  																																														| (266) $false
% 63.11/28.15  																																														|
% 63.11/28.15  																																														|-The branch is then unsatisfiable
% 63.11/28.15  																																													|-Branch two:
% 63.11/28.15  																																													| (707)  ~ (unit = e2)
% 63.11/28.15  																																													| (708) unit = e4 | unit = e3 | unit = e1 | unit = e0
% 63.11/28.15  																																													|
% 63.11/28.15  																																														+-Applying beta-rule and splitting (708), into two cases.
% 63.11/28.15  																																														|-Branch one:
% 63.11/28.15  																																														| (709) unit = e4
% 63.11/28.15  																																														|
% 63.11/28.15  																																															| From (709) and (24) follows:
% 63.11/28.15  																																															| (33325) op(e4, e3) = e3
% 63.11/28.15  																																															|
% 63.11/28.15  																																															| From (709) and (211) follows:
% 63.11/28.15  																																															| (22527) op(e4, e1) = e1
% 63.11/28.15  																																															|
% 63.11/28.15  																																															| From (709) and (32) follows:
% 63.11/28.15  																																															| (712) op(e2, e4) = e2
% 63.11/28.15  																																															|
% 63.11/28.15  																																															| Instantiating formula (29) with e4, e3, e3, e0 and discharging atoms op(e4, e3) = e3, op(e4, e3) = e0, yields:
% 63.11/28.15  																																															| (676) e3 = e0
% 63.11/28.15  																																															|
% 63.11/28.15  																																															| Instantiating formula (29) with e4, e1, e1, e3 and discharging atoms op(e4, e1) = e3, op(e4, e1) = e1, yields:
% 63.11/28.15  																																															| (455) e3 = e1
% 63.11/28.15  																																															|
% 63.11/28.15  																																															| Instantiating formula (29) with e2, e4, e2, e3 and discharging atoms op(e2, e4) = e3, op(e2, e4) = e2, yields:
% 63.11/28.15  																																															| (662) e3 = e2
% 63.11/28.15  																																															|
% 63.11/28.15  																																															| Combining equations (455,662) yields a new equation:
% 63.11/28.15  																																															| (617) e2 = e1
% 63.11/28.15  																																															|
% 63.11/28.15  																																															| Combining equations (676,662) yields a new equation:
% 63.11/28.15  																																															| (330) e2 = e0
% 63.11/28.15  																																															|
% 63.11/28.15  																																															| Combining equations (617,330) yields a new equation:
% 63.11/28.15  																																															| (546) e1 = e0
% 63.11/28.15  																																															|
% 63.11/28.15  																																															| Simplifying 546 yields:
% 63.11/28.15  																																															| (431) e1 = e0
% 63.11/28.15  																																															|
% 63.11/28.15  																																															| Equations (431) can reduce 233 to:
% 63.11/28.15  																																															| (266) $false
% 63.11/28.15  																																															|
% 63.11/28.15  																																															|-The branch is then unsatisfiable
% 63.11/28.15  																																														|-Branch two:
% 63.11/28.15  																																														| (724)  ~ (unit = e4)
% 63.11/28.15  																																														| (725) unit = e3 | unit = e1 | unit = e0
% 63.11/28.15  																																														|
% 63.11/28.15  																																															+-Applying beta-rule and splitting (725), into two cases.
% 63.11/28.15  																																															|-Branch one:
% 63.11/28.15  																																															| (726) unit = e0
% 63.11/28.15  																																															|
% 63.11/28.15  																																																| From (726) and (24) follows:
% 63.11/28.15  																																																| (2208) op(e0, e3) = e3
% 63.11/28.15  																																																|
% 63.11/28.15  																																																| From (726) and (15) follows:
% 63.11/28.15  																																																| (1508) op(e0, e2) = e2
% 63.11/28.15  																																																|
% 63.11/28.15  																																																| From (726) and (42) follows:
% 63.11/28.15  																																																| (728) op(e0, e0) = e0
% 63.11/28.15  																																																|
% 63.11/28.15  																																																| Instantiating formula (29) with e0, e3, e3, e2 and discharging atoms op(e0, e3) = e3, op(e0, e3) = e2, yields:
% 63.11/28.15  																																																| (662) e3 = e2
% 63.11/28.15  																																																|
% 63.11/28.15  																																																| Instantiating formula (29) with e0, e2, e2, e1 and discharging atoms op(e0, e2) = e2, op(e0, e2) = e1, yields:
% 63.11/28.15  																																																| (617) e2 = e1
% 63.11/28.15  																																																|
% 63.11/28.15  																																																| Instantiating formula (29) with e0, e0, e0, e3 and discharging atoms op(e0, e0) = e3, op(e0, e0) = e0, yields:
% 63.11/28.15  																																																| (676) e3 = e0
% 63.11/28.15  																																																|
% 63.11/28.15  																																																| Combining equations (662,676) yields a new equation:
% 63.11/28.15  																																																| (391) e2 = e0
% 63.11/28.15  																																																|
% 63.11/28.15  																																																| Simplifying 391 yields:
% 63.11/28.15  																																																| (330) e2 = e0
% 63.11/28.15  																																																|
% 63.11/28.15  																																																| Combining equations (330,617) yields a new equation:
% 63.11/28.15  																																																| (431) e1 = e0
% 63.11/28.15  																																																|
% 63.11/28.15  																																																| Equations (431) can reduce 233 to:
% 63.11/28.15  																																																| (266) $false
% 63.11/28.15  																																																|
% 63.11/28.15  																																																|-The branch is then unsatisfiable
% 63.11/28.15  																																															|-Branch two:
% 63.11/28.15  																																															| (734)  ~ (unit = e0)
% 63.11/28.15  																																															| (735) unit = e3 | unit = e1
% 63.11/28.15  																																															|
% 63.11/28.15  																																																+-Applying beta-rule and splitting (735), into two cases.
% 63.11/28.15  																																																|-Branch one:
% 63.11/28.15  																																																| (736) unit = e1
% 63.11/28.15  																																																|
% 63.11/28.15  																																																	| Equations (736) can reduce 734 to:
% 63.11/28.15  																																																	| (233)  ~ (e1 = e0)
% 63.11/28.15  																																																	|
% 63.11/28.15  																																																	| From (736) and (244) follows:
% 63.11/28.15  																																																	| (738) op(e1, e4) = e4
% 63.11/28.15  																																																	|
% 63.11/28.15  																																																	| From (736) and (28) follows:
% 63.11/28.15  																																																	| (740) op(e1, e1) = e1
% 63.11/28.15  																																																	|
% 63.11/28.15  																																																	| Instantiating formula (29) with e1, e4, e4, e0 and discharging atoms op(e1, e4) = e4, op(e1, e4) = e0, yields:
% 63.11/28.15  																																																	| (397) e4 = e0
% 63.11/28.15  																																																	|
% 63.11/28.15  																																																	| Instantiating formula (29) with e1, e1, e1, e4 and discharging atoms op(e1, e1) = e4, op(e1, e1) = e1, yields:
% 63.11/28.15  																																																	| (630) e4 = e1
% 63.11/28.15  																																																	|
% 63.11/28.15  																																																	| Combining equations (397,630) yields a new equation:
% 63.11/28.15  																																																	| (431) e1 = e0
% 63.11/28.15  																																																	|
% 63.11/28.15  																																																	| Equations (431) can reduce 233 to:
% 63.11/28.15  																																																	| (266) $false
% 63.11/28.15  																																																	|
% 63.11/28.15  																																																	|-The branch is then unsatisfiable
% 63.11/28.15  																																																|-Branch two:
% 63.11/28.15  																																																| (748)  ~ (unit = e1)
% 63.11/28.15  																																																| (749) unit = e3
% 63.11/28.15  																																																|
% 63.11/28.15  																																																	| From (749) and (244) follows:
% 63.11/28.15  																																																	| (750) op(e3, e4) = e4
% 63.11/28.15  																																																	|
% 63.11/28.15  																																																	| From (749) and (227) follows:
% 63.11/28.15  																																																	| (22570) op(e4, e3) = e4
% 63.11/28.15  																																																	|
% 63.11/28.15  																																																	| From (749) and (40) follows:
% 63.11/28.15  																																																	| (3715) op(e3, e3) = e3
% 63.11/28.15  																																																	|
% 63.11/28.15  																																																	| From (749) and (28) follows:
% 63.11/28.15  																																																	| (2235) op(e1, e3) = e1
% 63.11/28.15  																																																	|
% 63.11/28.15  																																																	| Instantiating formula (29) with e4, e3, e4, e0 and discharging atoms op(e4, e3) = e4, op(e4, e3) = e0, yields:
% 63.11/28.15  																																																	| (397) e4 = e0
% 63.11/28.15  																																																	|
% 63.11/28.15  																																																	| Instantiating formula (29) with e3, e4, e4, e2 and discharging atoms op(e3, e4) = e4, op(e3, e4) = e2, yields:
% 63.11/28.15  																																																	| (323) e4 = e2
% 63.11/28.15  																																																	|
% 63.11/28.15  																																																	| Instantiating formula (29) with e3, e3, e3, e4 and discharging atoms op(e3, e3) = e4, op(e3, e3) = e3, yields:
% 63.11/28.15  																																																	| (425) e4 = e3
% 63.11/28.15  																																																	|
% 63.11/28.15  																																																	| Instantiating formula (29) with e1, e3, e1, e3 and discharging atoms op(e1, e3) = e3, op(e1, e3) = e1, yields:
% 63.11/28.15  																																																	| (455) e3 = e1
% 63.11/28.15  																																																	|
% 63.11/28.15  																																																	| Combining equations (323,425) yields a new equation:
% 63.11/28.15  																																																	| (662) e3 = e2
% 63.11/28.15  																																																	|
% 63.11/28.15  																																																	| Combining equations (397,425) yields a new equation:
% 63.11/28.15  																																																	| (676) e3 = e0
% 63.11/28.15  																																																	|
% 63.11/28.15  																																																	| Combining equations (676,662) yields a new equation:
% 63.11/28.15  																																																	| (330) e2 = e0
% 63.11/28.15  																																																	|
% 63.11/28.15  																																																	| Combining equations (455,662) yields a new equation:
% 63.11/28.15  																																																	| (617) e2 = e1
% 63.11/28.15  																																																	|
% 63.11/28.15  																																																	| Combining equations (330,617) yields a new equation:
% 63.11/28.15  																																																	| (431) e1 = e0
% 63.11/28.15  																																																	|
% 63.11/28.15  																																																	| Equations (431) can reduce 233 to:
% 63.11/28.15  																																																	| (266) $false
% 63.11/28.15  																																																	|
% 63.11/28.15  																																																	|-The branch is then unsatisfiable
% 63.11/28.15  																																												|-Branch two:
% 63.11/28.15  																																												| (360)  ~ (all_0_44_44 = e0)
% 63.11/28.15  																																												| (1760) all_0_49_49 = e0 | all_0_58_58 = e0
% 63.11/28.15  																																												|
% 63.11/28.15  																																													+-Applying beta-rule and splitting (1760), into two cases.
% 63.11/28.15  																																													|-Branch one:
% 63.11/28.15  																																													| (978) all_0_49_49 = e0
% 63.11/28.15  																																													|
% 63.11/28.15  																																														| Combining equations (974,978) yields a new equation:
% 63.11/28.15  																																														| (481) e4 = e0
% 63.11/28.15  																																														|
% 63.11/28.15  																																														| Simplifying 481 yields:
% 63.11/28.15  																																														| (397) e4 = e0
% 63.11/28.15  																																														|
% 63.11/28.15  																																														| Equations (397) can reduce 49 to:
% 63.11/28.15  																																														| (266) $false
% 63.11/28.15  																																														|
% 63.11/28.15  																																														|-The branch is then unsatisfiable
% 63.11/28.15  																																													|-Branch two:
% 63.11/28.15  																																													| (487)  ~ (all_0_49_49 = e0)
% 63.11/28.15  																																													| (914) all_0_58_58 = e0
% 63.11/28.15  																																													|
% 63.11/28.15  																																														| Combining equations (795,914) yields a new equation:
% 63.11/28.15  																																														| (675) e3 = e0
% 63.11/28.15  																																														|
% 63.11/28.15  																																														| Simplifying 675 yields:
% 63.11/28.15  																																														| (676) e3 = e0
% 63.11/28.15  																																														|
% 63.11/28.15  																																														| Equations (676) can reduce 80 to:
% 63.11/28.15  																																														| (266) $false
% 63.11/28.15  																																														|
% 63.11/28.15  																																														|-The branch is then unsatisfiable
% 63.11/28.16  																																			|-Branch two:
% 63.11/28.16  																																			| (678)  ~ (all_0_47_47 = e0)
% 63.11/28.16  																																			| (1831) all_0_47_47 = e3 | all_0_47_47 = e1
% 63.11/28.16  																																			|
% 63.11/28.16  																																				+-Applying beta-rule and splitting (1831), into two cases.
% 63.11/28.16  																																				|-Branch one:
% 63.11/28.16  																																				| (654) all_0_47_47 = e1
% 63.11/28.16  																																				|
% 63.11/28.16  																																					| Equations (654) can reduce 462 to:
% 63.11/28.16  																																					| (266) $false
% 63.11/28.16  																																					|
% 63.11/28.16  																																					|-The branch is then unsatisfiable
% 63.11/28.16  																																				|-Branch two:
% 63.11/28.16  																																				| (462)  ~ (all_0_47_47 = e1)
% 63.11/28.16  																																				| (522) all_0_47_47 = e3
% 63.11/28.16  																																				|
% 63.11/28.16  																																					| Equations (522) can reduce 1091 to:
% 63.11/28.16  																																					| (266) $false
% 63.11/28.16  																																					|
% 63.11/28.16  																																					|-The branch is then unsatisfiable
% 63.11/28.16  																																|-Branch two:
% 63.11/28.16  																																| (549)  ~ (all_0_46_46 = e1)
% 63.11/28.16  																																| (550) all_0_47_47 = e1 | all_0_48_48 = e1 | all_0_49_49 = e1
% 63.11/28.16  																																|
% 63.11/28.16  																																	+-Applying beta-rule and splitting (180), into two cases.
% 63.11/28.16  																																	|-Branch one:
% 63.11/28.16  																																	| (516) all_0_42_42 = e3
% 63.11/28.16  																																	|
% 63.11/28.16  																																		| Equations (516) can reduce 1380 to:
% 63.11/28.16  																																		| (213)  ~ (e3 = e1)
% 63.11/28.16  																																		|
% 63.11/28.16  																																		+-Applying beta-rule and splitting (595), into two cases.
% 63.11/28.16  																																		|-Branch one:
% 63.11/28.16  																																		| (545) all_0_46_46 = e1
% 63.11/28.16  																																		|
% 63.11/28.16  																																			| Equations (545) can reduce 549 to:
% 63.11/28.16  																																			| (266) $false
% 63.11/28.16  																																			|
% 63.11/28.16  																																			|-The branch is then unsatisfiable
% 63.11/28.16  																																		|-Branch two:
% 63.11/28.16  																																		| (549)  ~ (all_0_46_46 = e1)
% 63.11/28.16  																																		| (600) all_0_50_50 = e1 | all_0_55_55 = e1
% 63.11/28.16  																																		|
% 63.11/28.16  																																			+-Applying beta-rule and splitting (600), into two cases.
% 63.11/28.16  																																			|-Branch one:
% 63.11/28.16  																																			| (601) all_0_50_50 = e1
% 63.11/28.16  																																			|
% 63.11/28.16  																																				| Combining equations (415,601) yields a new equation:
% 63.11/28.16  																																				| (454) e3 = e1
% 63.11/28.16  																																				|
% 63.11/28.16  																																				| Simplifying 454 yields:
% 63.11/28.16  																																				| (455) e3 = e1
% 63.11/28.16  																																				|
% 63.11/28.16  																																				| Equations (455) can reduce 213 to:
% 63.11/28.16  																																				| (266) $false
% 63.11/28.16  																																				|
% 63.11/28.16  																																				|-The branch is then unsatisfiable
% 63.11/28.16  																																			|-Branch two:
% 63.11/28.16  																																			| (759)  ~ (all_0_50_50 = e1)
% 63.11/28.16  																																			| (629) all_0_55_55 = e1
% 63.11/28.16  																																			|
% 63.11/28.16  																																				| Combining equations (629,386) yields a new equation:
% 63.11/28.16  																																				| (617) e2 = e1
% 63.11/28.16  																																				|
% 63.11/28.16  																																				| Equations (617) can reduce 122 to:
% 63.11/28.16  																																				| (266) $false
% 63.11/28.16  																																				|
% 63.11/28.16  																																				|-The branch is then unsatisfiable
% 63.11/28.16  																																	|-Branch two:
% 63.11/28.16  																																	| (405)  ~ (all_0_42_42 = e3)
% 63.11/28.16  																																	| (521) all_0_47_47 = e3 | all_0_51_51 = e3 | all_0_56_56 = e3
% 63.11/28.16  																																	|
% 63.11/28.16  																																		+-Applying beta-rule and splitting (113), into two cases.
% 63.11/28.16  																																		|-Branch one:
% 63.11/28.16  																																		| (403) all_0_41_41 = e3
% 63.11/28.16  																																		|
% 63.11/28.16  																																			| Combining equations (403,437) yields a new equation:
% 63.17/28.16  																																			| (425) e4 = e3
% 63.17/28.16  																																			|
% 63.17/28.16  																																			| Equations (425) can reduce 188 to:
% 63.17/28.16  																																			| (266) $false
% 63.17/28.16  																																			|
% 63.17/28.16  																																			|-The branch is then unsatisfiable
% 63.17/28.16  																																		|-Branch two:
% 63.17/28.16  																																		| (1898)  ~ (all_0_41_41 = e3)
% 63.17/28.16  																																		| (1899) all_0_42_42 = e3 | all_0_44_44 = e3
% 63.17/28.16  																																		|
% 63.17/28.16  																																			+-Applying beta-rule and splitting (1899), into two cases.
% 63.17/28.16  																																			|-Branch one:
% 63.17/28.16  																																			| (516) all_0_42_42 = e3
% 63.17/28.16  																																			|
% 63.17/28.16  																																				| Equations (516) can reduce 405 to:
% 63.17/28.16  																																				| (266) $false
% 63.17/28.16  																																				|
% 63.17/28.16  																																				|-The branch is then unsatisfiable
% 63.17/28.16  																																			|-Branch two:
% 63.17/28.16  																																			| (405)  ~ (all_0_42_42 = e3)
% 63.17/28.16  																																			| (532) all_0_44_44 = e3
% 63.17/28.16  																																			|
% 63.17/28.16  																																				| Equations (532) can reduce 181 to:
% 63.17/28.16  																																				| (275)  ~ (all_0_58_58 = e3)
% 63.17/28.16  																																				|
% 63.17/28.16  																																				| Simplifying 275 yields:
% 63.17/28.16  																																				| (276)  ~ (all_0_58_58 = e3)
% 63.17/28.16  																																				|
% 63.17/28.16  																																				| Equations (532) can reduce 1390 to:
% 63.17/28.16  																																				| (277)  ~ (e4 = e3)
% 63.17/28.16  																																				|
% 63.17/28.16  																																				| Simplifying 277 yields:
% 63.17/28.16  																																				| (188)  ~ (e4 = e3)
% 63.17/28.16  																																				|
% 63.17/28.16  																																				| Equations (532) can reduce 147 to:
% 63.17/28.16  																																				| (212)  ~ (e3 = e2)
% 63.17/28.16  																																				|
% 63.17/28.16  																																				| Equations (532) can reduce 639 to:
% 63.17/28.16  																																				| (213)  ~ (e3 = e1)
% 63.17/28.16  																																				|
% 63.17/28.16  																																				+-Applying beta-rule and splitting (22), into two cases.
% 63.17/28.16  																																				|-Branch one:
% 63.17/28.16  																																				| (268) all_0_54_54 = e3
% 63.17/28.16  																																				|
% 63.17/28.16  																																					| Combining equations (265,268) yields a new equation:
% 63.17/28.16  																																					| (424) e4 = e3
% 63.17/28.16  																																					|
% 63.17/28.16  																																					| Simplifying 424 yields:
% 63.17/28.16  																																					| (425) e4 = e3
% 63.17/28.16  																																					|
% 63.17/28.16  																																					| Equations (425) can reduce 188 to:
% 63.17/28.16  																																					| (266) $false
% 63.17/28.16  																																					|
% 63.17/28.16  																																					|-The branch is then unsatisfiable
% 63.17/28.16  																																				|-Branch two:
% 63.17/28.16  																																				| (60427)  ~ (all_0_54_54 = e3)
% 63.17/28.16  																																				| (62553) all_0_55_55 = e3 | all_0_56_56 = e3 | all_0_58_58 = e3
% 63.17/28.16  																																				|
% 63.17/28.16  																																					+-Applying beta-rule and splitting (62553), into two cases.
% 63.17/28.16  																																					|-Branch one:
% 63.17/28.16  																																					| (2336) all_0_55_55 = e3
% 63.17/28.16  																																					|
% 63.17/28.16  																																						| Combining equations (2336,386) yields a new equation:
% 63.17/28.16  																																						| (661) e3 = e2
% 63.17/28.16  																																						|
% 63.17/28.16  																																						| Simplifying 661 yields:
% 63.17/28.16  																																						| (662) e3 = e2
% 63.17/28.16  																																						|
% 63.17/28.16  																																						| Equations (662) can reduce 212 to:
% 63.17/28.16  																																						| (266) $false
% 63.17/28.16  																																						|
% 63.17/28.16  																																						|-The branch is then unsatisfiable
% 63.17/28.16  																																					|-Branch two:
% 63.17/28.16  																																					| (270)  ~ (all_0_55_55 = e3)
% 63.17/28.16  																																					| (62557) all_0_56_56 = e3 | all_0_58_58 = e3
% 63.17/28.16  																																					|
% 63.17/28.16  																																						+-Applying beta-rule and splitting (62557), into two cases.
% 63.17/28.16  																																						|-Branch one:
% 63.17/28.17  																																						| (1097) all_0_56_56 = e3
% 63.17/28.17  																																						|
% 63.17/28.17  																																							| Combining equations (1569,1097) yields a new equation:
% 63.17/28.17  																																							| (455) e3 = e1
% 63.17/28.17  																																							|
% 63.17/28.17  																																							| Equations (455) can reduce 213 to:
% 63.17/28.17  																																							| (266) $false
% 63.17/28.17  																																							|
% 63.17/28.17  																																							|-The branch is then unsatisfiable
% 63.17/28.17  																																						|-Branch two:
% 63.17/28.17  																																						| (272)  ~ (all_0_56_56 = e3)
% 63.17/28.17  																																						| (795) all_0_58_58 = e3
% 63.17/28.17  																																						|
% 63.17/28.17  																																							| Equations (795) can reduce 276 to:
% 63.17/28.17  																																							| (266) $false
% 63.17/28.17  																																							|
% 63.17/28.17  																																							|-The branch is then unsatisfiable
% 63.17/28.17  																															|-Branch two:
% 63.17/28.17  																															| (466)  ~ (all_0_56_56 = e1)
% 63.17/28.17  																															| (1574) all_0_57_57 = e1 | all_0_58_58 = e1
% 63.17/28.17  																															|
% 63.17/28.17  																																+-Applying beta-rule and splitting (1574), into two cases.
% 63.17/28.17  																																|-Branch one:
% 63.17/28.17  																																| (647) all_0_57_57 = e1
% 63.17/28.17  																																|
% 63.17/28.17  																																	| Combining equations (647,875) yields a new equation:
% 63.17/28.17  																																	| (546) e1 = e0
% 63.17/28.17  																																	|
% 63.17/28.17  																																	| Simplifying 546 yields:
% 63.17/28.17  																																	| (431) e1 = e0
% 63.17/28.17  																																	|
% 63.17/28.17  																																	| Equations (431) can reduce 233 to:
% 63.17/28.17  																																	| (266) $false
% 63.17/28.17  																																	|
% 63.17/28.17  																																	|-The branch is then unsatisfiable
% 63.17/28.17  																																|-Branch two:
% 63.17/28.17  																																| (1670)  ~ (all_0_57_57 = e1)
% 63.17/28.17  																																| (918) all_0_58_58 = e1
% 63.17/28.17  																																|
% 63.17/28.17  																																	| Equations (918) can reduce 880 to:
% 63.17/28.17  																																	| (266) $false
% 63.17/28.17  																																	|
% 63.17/28.17  																																	|-The branch is then unsatisfiable
% 63.17/28.17  																						|-Branch two:
% 63.17/28.17  																						| (440)  ~ (all_0_41_41 = e4)
% 63.17/28.17  																						| (4049) all_0_41_41 = e3 | all_0_41_41 = e1 | all_0_41_41 = e0
% 63.17/28.17  																						|
% 63.17/28.17  																							+-Applying beta-rule and splitting (1168), into two cases.
% 63.17/28.17  																							|-Branch one:
% 63.17/28.17  																							| (1109) all_0_51_51 = e1
% 63.17/28.17  																							|
% 63.17/28.17  																								| Combining equations (504,1109) yields a new equation:
% 63.17/28.17  																								| (616) e2 = e1
% 63.17/28.17  																								|
% 63.17/28.17  																								| Simplifying 616 yields:
% 63.17/28.17  																								| (617) e2 = e1
% 63.17/28.17  																								|
% 63.17/28.17  																								| Equations (617) can reduce 122 to:
% 63.17/28.17  																								| (266) $false
% 63.17/28.17  																								|
% 63.17/28.17  																								|-The branch is then unsatisfiable
% 63.17/28.17  																							|-Branch two:
% 63.17/28.17  																							| (464)  ~ (all_0_51_51 = e1)
% 63.17/28.17  																							| (1202) all_0_52_52 = e1 | all_0_53_53 = e1
% 63.17/28.17  																							|
% 63.17/28.17  																								+-Applying beta-rule and splitting (1202), into two cases.
% 63.17/28.17  																								|-Branch one:
% 63.17/28.17  																								| (642) all_0_52_52 = e1
% 63.17/28.17  																								|
% 63.17/28.17  																									| Combining equations (565,642) yields a new equation:
% 63.17/28.17  																									| (636) e4 = e1
% 63.17/28.17  																									|
% 63.17/28.17  																									| Simplifying 636 yields:
% 63.17/28.17  																									| (630) e4 = e1
% 63.17/28.17  																									|
% 63.17/28.17  																									| Equations (630) can reduce 110 to:
% 63.17/28.17  																									| (266) $false
% 63.17/28.17  																									|
% 63.17/28.17  																									|-The branch is then unsatisfiable
% 63.17/28.17  																								|-Branch two:
% 63.17/28.17  																								| (646)  ~ (all_0_52_52 = e1)
% 63.17/28.17  																								| (1208) all_0_53_53 = e1
% 63.17/28.17  																								|
% 63.17/28.17  																									| Equations (1208) can reduce 903 to:
% 63.17/28.17  																									| (467)  ~ (e3 = e1)
% 63.17/28.17  																									|
% 63.17/28.17  																									| Simplifying 467 yields:
% 63.17/28.17  																									| (213)  ~ (e3 = e1)
% 63.17/28.17  																									|
% 63.17/28.17  																									| Equations (1208) can reduce 509 to:
% 63.17/28.17  																									| (604)  ~ (e2 = e1)
% 63.17/28.17  																									|
% 63.17/28.17  																									| Simplifying 604 yields:
% 63.17/28.17  																									| (122)  ~ (e2 = e1)
% 63.17/28.17  																									|
% 63.17/28.17  																									+-Applying beta-rule and splitting (4049), into two cases.
% 63.17/28.17  																									|-Branch one:
% 63.17/28.17  																									| (794) all_0_41_41 = e0
% 63.17/28.17  																									|
% 63.17/28.17  																										| Equations (794) can reduce 357 to:
% 63.17/28.17  																										| (266) $false
% 63.17/28.17  																										|
% 63.17/28.17  																										|-The branch is then unsatisfiable
% 63.17/28.17  																									|-Branch two:
% 63.17/28.17  																									| (357)  ~ (all_0_41_41 = e0)
% 63.17/28.17  																									| (4053) all_0_41_41 = e3 | all_0_41_41 = e1
% 63.17/28.17  																									|
% 63.17/28.17  																										+-Applying beta-rule and splitting (216), into two cases.
% 63.17/28.17  																										|-Branch one:
% 63.17/28.17  																										| (629) all_0_55_55 = e1
% 63.17/28.17  																										|
% 63.17/28.17  																											| Combining equations (386,629) yields a new equation:
% 63.17/28.17  																											| (616) e2 = e1
% 63.17/28.17  																											|
% 63.17/28.17  																											| Simplifying 616 yields:
% 63.17/28.17  																											| (617) e2 = e1
% 63.17/28.17  																											|
% 63.17/28.17  																											| Equations (617) can reduce 122 to:
% 63.17/28.17  																											| (266) $false
% 63.17/28.17  																											|
% 63.17/28.17  																											|-The branch is then unsatisfiable
% 63.17/28.17  																										|-Branch two:
% 63.17/28.17  																										| (632)  ~ (all_0_55_55 = e1)
% 63.17/28.17  																										| (633) all_0_56_56 = e1 | all_0_57_57 = e1 | all_0_58_58 = e1
% 63.17/28.17  																										|
% 63.17/28.17  																											| Equations (386) can reduce 632 to:
% 63.17/28.17  																											| (122)  ~ (e2 = e1)
% 63.17/28.17  																											|
% 63.17/28.17  																											+-Applying beta-rule and splitting (18), into two cases.
% 63.17/28.17  																											|-Branch one:
% 63.17/28.17  																											| (453) all_0_41_41 = e1
% 63.17/28.17  																											|
% 63.17/28.17  																												| Equations (453) can reduce 457 to:
% 63.17/28.17  																												| (266) $false
% 63.17/28.17  																												|
% 63.17/28.17  																												|-The branch is then unsatisfiable
% 63.17/28.17  																											|-Branch two:
% 63.17/28.17  																											| (457)  ~ (all_0_41_41 = e1)
% 63.17/28.17  																											| (595) all_0_46_46 = e1 | all_0_50_50 = e1 | all_0_55_55 = e1
% 63.17/28.17  																											|
% 63.17/28.17  																												+-Applying beta-rule and splitting (595), into two cases.
% 63.17/28.17  																												|-Branch one:
% 63.17/28.17  																												| (545) all_0_46_46 = e1
% 63.17/28.17  																												|
% 63.17/28.17  																													| Equations (545) can reduce 43 to:
% 63.17/28.17  																													| (457)  ~ (all_0_41_41 = e1)
% 63.17/28.17  																													|
% 63.17/28.17  																													+-Applying beta-rule and splitting (4053), into two cases.
% 63.17/28.17  																													|-Branch one:
% 63.17/28.17  																													| (453) all_0_41_41 = e1
% 63.17/28.17  																													|
% 63.17/28.17  																														| Equations (453) can reduce 457 to:
% 63.17/28.17  																														| (266) $false
% 63.17/28.17  																														|
% 63.17/28.17  																														|-The branch is then unsatisfiable
% 63.17/28.17  																													|-Branch two:
% 63.17/28.17  																													| (457)  ~ (all_0_41_41 = e1)
% 63.17/28.17  																													| (403) all_0_41_41 = e3
% 63.17/28.17  																													|
% 63.17/28.17  																														| Equations (403) can reduce 1898 to:
% 63.17/28.17  																														| (266) $false
% 63.17/28.17  																														|
% 63.17/28.17  																														|-The branch is then unsatisfiable
% 63.17/28.17  																												|-Branch two:
% 63.17/28.17  																												| (549)  ~ (all_0_46_46 = e1)
% 63.17/28.17  																												| (600) all_0_50_50 = e1 | all_0_55_55 = e1
% 63.17/28.17  																												|
% 63.17/28.17  																													+-Applying beta-rule and splitting (600), into two cases.
% 63.17/28.17  																													|-Branch one:
% 63.17/28.17  																													| (601) all_0_50_50 = e1
% 63.17/28.17  																													|
% 63.17/28.17  																														| Combining equations (415,601) yields a new equation:
% 63.17/28.17  																														| (454) e3 = e1
% 63.17/28.17  																														|
% 63.17/28.17  																														| Simplifying 454 yields:
% 63.17/28.17  																														| (455) e3 = e1
% 63.17/28.17  																														|
% 63.17/28.17  																														| Equations (455) can reduce 213 to:
% 63.17/28.17  																														| (266) $false
% 63.17/28.17  																														|
% 63.17/28.17  																														|-The branch is then unsatisfiable
% 63.17/28.17  																													|-Branch two:
% 63.17/28.17  																													| (759)  ~ (all_0_50_50 = e1)
% 63.17/28.17  																													| (629) all_0_55_55 = e1
% 63.17/28.17  																													|
% 63.17/28.17  																														| Combining equations (386,629) yields a new equation:
% 63.17/28.17  																														| (616) e2 = e1
% 63.17/28.17  																														|
% 63.17/28.17  																														| Simplifying 616 yields:
% 63.17/28.17  																														| (617) e2 = e1
% 63.17/28.17  																														|
% 63.17/28.17  																														| Equations (617) can reduce 122 to:
% 63.17/28.17  																														| (266) $false
% 63.17/28.17  																														|
% 63.17/28.17  																														|-The branch is then unsatisfiable
% 63.17/28.17  																			|-Branch two:
% 63.17/28.17  																			| (411)  ~ (all_0_50_50 = e3)
% 63.17/28.17  																			| (418) all_0_51_51 = e3 | all_0_53_53 = e3
% 63.17/28.17  																			|
% 63.17/28.17  																				+-Applying beta-rule and splitting (241), into two cases.
% 63.17/28.17  																				|-Branch one:
% 63.17/28.17  																				| (378) all_0_50_50 = e2
% 63.17/28.17  																				|
% 63.17/28.17  																					| Equations (378) can reduce 302 to:
% 63.17/28.17  																					| (266) $false
% 63.17/28.17  																					|
% 63.17/28.17  																					|-The branch is then unsatisfiable
% 63.17/28.17  																				|-Branch two:
% 63.17/28.17  																				| (302)  ~ (all_0_50_50 = e2)
% 63.17/28.17  																				| (422) all_0_50_50 = e4 | all_0_50_50 = e3 | all_0_50_50 = e1
% 63.17/28.17  																				|
% 63.17/28.17  																					+-Applying beta-rule and splitting (418), into two cases.
% 63.17/28.17  																					|-Branch one:
% 63.17/28.17  																					| (660) all_0_51_51 = e3
% 63.17/28.17  																					|
% 63.17/28.17  																						| Combining equations (504,660) yields a new equation:
% 63.17/28.17  																						| (662) e3 = e2
% 63.17/28.17  																						|
% 63.17/28.17  																						| Equations (662) can reduce 212 to:
% 63.17/28.17  																						| (266) $false
% 63.17/28.17  																						|
% 63.17/28.17  																						|-The branch is then unsatisfiable
% 63.17/28.17  																					|-Branch two:
% 63.17/28.17  																					| (664)  ~ (all_0_51_51 = e3)
% 63.17/28.17  																					| (665) all_0_53_53 = e3
% 63.17/28.17  																					|
% 63.17/28.17  																						| Equations (665) can reduce 190 to:
% 63.17/28.17  																						| (411)  ~ (all_0_50_50 = e3)
% 63.17/28.17  																						|
% 63.17/28.17  																						| Equations (665) can reduce 10 to:
% 63.17/28.17  																						| (275)  ~ (all_0_58_58 = e3)
% 63.17/28.17  																						|
% 63.17/28.17  																						| Simplifying 275 yields:
% 63.17/28.17  																						| (276)  ~ (all_0_58_58 = e3)
% 63.17/28.17  																						|
% 63.17/28.17  																						| Equations (665) can reduce 1453 to:
% 63.17/28.17  																						| (277)  ~ (e4 = e3)
% 63.17/28.17  																						|
% 63.17/28.17  																						| Simplifying 277 yields:
% 63.17/28.17  																						| (188)  ~ (e4 = e3)
% 63.17/28.18  																						|
% 63.17/28.18  																						| Equations (665) can reduce 509 to:
% 63.17/28.18  																						| (212)  ~ (e3 = e2)
% 63.17/28.18  																						|
% 63.17/28.18  																						| From (665) and (84) follows:
% 63.17/28.18  																						| (3786) op(e1, e0) = e3
% 63.17/28.18  																						|
% 63.17/28.18  																						+-Applying beta-rule and splitting (160), into two cases.
% 63.17/28.18  																						|-Branch one:
% 63.17/28.18  																						| (601) all_0_50_50 = e1
% 63.17/28.18  																						|
% 63.17/28.18  																							| Equations (601) can reduce 221 to:
% 63.17/28.18  																							| (457)  ~ (all_0_41_41 = e1)
% 63.17/28.18  																							|
% 63.17/28.18  																							| Equations (601) can reduce 35 to:
% 63.17/28.18  																							| (549)  ~ (all_0_46_46 = e1)
% 63.17/28.18  																							|
% 63.17/28.18  																							| Equations (601) can reduce 411 to:
% 63.17/28.18  																							| (467)  ~ (e3 = e1)
% 63.17/28.18  																							|
% 63.17/28.18  																							| Simplifying 467 yields:
% 63.17/28.18  																							| (213)  ~ (e3 = e1)
% 63.17/28.18  																							|
% 63.17/28.18  																							| Equations (601) can reduce 302 to:
% 63.17/28.18  																							| (604)  ~ (e2 = e1)
% 63.17/28.18  																							|
% 63.17/28.18  																							| Simplifying 604 yields:
% 63.17/28.18  																							| (122)  ~ (e2 = e1)
% 63.17/28.18  																							|
% 63.17/28.18  																							+-Applying beta-rule and splitting (123), into two cases.
% 63.17/28.18  																							|-Branch one:
% 63.17/28.18  																							| (1794) all_0_46_46 = e2
% 63.17/28.18  																							|
% 63.17/28.18  																								| Equations (1794) can reduce 300 to:
% 63.17/28.18  																								| (266) $false
% 63.17/28.18  																								|
% 63.17/28.18  																								|-The branch is then unsatisfiable
% 63.17/28.18  																							|-Branch two:
% 63.17/28.18  																							| (300)  ~ (all_0_46_46 = e2)
% 63.17/28.18  																							| (1797) all_0_46_46 = e4 | all_0_46_46 = e3 | all_0_46_46 = e1 | all_0_46_46 = e0
% 63.17/28.18  																							|
% 63.17/28.18  																								+-Applying beta-rule and splitting (22), into two cases.
% 63.17/28.18  																								|-Branch one:
% 63.17/28.18  																								| (268) all_0_54_54 = e3
% 63.17/28.18  																								|
% 63.17/28.18  																									| Combining equations (265,268) yields a new equation:
% 63.17/28.18  																									| (424) e4 = e3
% 63.17/28.18  																									|
% 63.17/28.18  																									| Simplifying 424 yields:
% 63.17/28.18  																									| (425) e4 = e3
% 63.17/28.18  																									|
% 63.17/28.18  																									| Equations (425) can reduce 188 to:
% 63.17/28.18  																									| (266) $false
% 63.17/28.18  																									|
% 63.17/28.18  																									|-The branch is then unsatisfiable
% 63.17/28.18  																								|-Branch two:
% 63.17/28.18  																								| (60427)  ~ (all_0_54_54 = e3)
% 63.17/28.18  																								| (62553) all_0_55_55 = e3 | all_0_56_56 = e3 | all_0_58_58 = e3
% 63.17/28.18  																								|
% 63.17/28.18  																									+-Applying beta-rule and splitting (144), into two cases.
% 63.17/28.18  																									|-Branch one:
% 63.17/28.18  																									| (403) all_0_41_41 = e3
% 63.17/28.18  																									|
% 63.17/28.18  																										| Equations (403) can reduce 214 to:
% 63.17/28.18  																										| (404)  ~ (all_0_42_42 = e3)
% 63.17/28.18  																										|
% 63.17/28.18  																										| Simplifying 404 yields:
% 63.17/28.18  																										| (405)  ~ (all_0_42_42 = e3)
% 63.17/28.18  																										|
% 63.17/28.18  																										| Equations (403) can reduce 43 to:
% 63.17/28.18  																										| (408)  ~ (all_0_46_46 = e3)
% 63.17/28.18  																										|
% 63.17/28.18  																										| Simplifying 408 yields:
% 63.17/28.18  																										| (409)  ~ (all_0_46_46 = e3)
% 63.17/28.18  																										|
% 63.17/28.18  																										| Equations (403) can reduce 85 to:
% 63.17/28.18  																										| (212)  ~ (e3 = e2)
% 63.17/28.18  																										|
% 63.17/28.18  																										| Equations (403) can reduce 457 to:
% 63.17/28.18  																										| (213)  ~ (e3 = e1)
% 63.17/28.18  																										|
% 63.17/28.18  																										+-Applying beta-rule and splitting (180), into two cases.
% 63.17/28.18  																										|-Branch one:
% 63.17/28.18  																										| (516) all_0_42_42 = e3
% 63.17/28.18  																										|
% 63.17/28.18  																											| Equations (516) can reduce 405 to:
% 63.17/28.18  																											| (266) $false
% 63.17/28.18  																											|
% 63.17/28.18  																											|-The branch is then unsatisfiable
% 63.17/28.18  																										|-Branch two:
% 63.17/28.18  																										| (405)  ~ (all_0_42_42 = e3)
% 63.17/28.18  																										| (521) all_0_47_47 = e3 | all_0_51_51 = e3 | all_0_56_56 = e3
% 63.17/28.18  																										|
% 63.17/28.18  																											+-Applying beta-rule and splitting (152), into two cases.
% 63.17/28.18  																											|-Branch one:
% 63.17/28.18  																											| (1392) all_0_42_42 = e4
% 63.17/28.18  																											|
% 63.17/28.18  																												| Equations (1392) can reduce 1890 to:
% 63.17/28.18  																												| (266) $false
% 63.17/28.18  																												|
% 63.17/28.18  																												|-The branch is then unsatisfiable
% 63.17/28.18  																											|-Branch two:
% 63.17/28.18  																											| (1890)  ~ (all_0_42_42 = e4)
% 63.17/28.18  																											| (1969) all_0_42_42 = e3 | all_0_42_42 = e1 | all_0_42_42 = e0
% 63.17/28.18  																											|
% 63.17/28.18  																												+-Applying beta-rule and splitting (1797), into two cases.
% 63.17/28.18  																												|-Branch one:
% 63.17/28.18  																												| (770) all_0_46_46 = e4
% 63.17/28.18  																												|
% 63.17/28.18  																													| Equations (770) can reduce 19 to:
% 63.17/28.18  																													| (251)  ~ (all_0_47_47 = e4)
% 63.17/28.18  																													|
% 63.17/28.18  																													| Simplifying 251 yields:
% 63.17/28.18  																													| (252)  ~ (all_0_47_47 = e4)
% 63.17/28.18  																													|
% 63.17/28.18  																													| Equations (770) can reduce 409 to:
% 63.17/28.18  																													| (188)  ~ (e4 = e3)
% 63.17/28.18  																													|
% 63.17/28.18  																													| Equations (770) can reduce 549 to:
% 63.17/28.18  																													| (110)  ~ (e4 = e1)
% 63.17/28.18  																													|
% 63.17/28.18  																													| From (770) and (120) follows:
% 63.17/28.18  																													| (72494) op(e2, e3) = e4
% 63.17/28.18  																													|
% 63.17/28.18  																													+-Applying beta-rule and splitting (64), into two cases.
% 63.17/28.18  																													|-Branch one:
% 63.17/28.18  																													| (437) all_0_41_41 = e4
% 63.17/28.18  																													|
% 63.17/28.18  																														| Combining equations (437,403) yields a new equation:
% 63.17/28.18  																														| (424) e4 = e3
% 63.17/28.18  																														|
% 63.17/28.18  																														| Simplifying 424 yields:
% 63.17/28.18  																														| (425) e4 = e3
% 63.17/28.18  																														|
% 63.17/28.18  																														| Equations (425) can reduce 188 to:
% 63.17/28.18  																														| (266) $false
% 63.17/28.18  																														|
% 63.17/28.18  																														|-The branch is then unsatisfiable
% 63.17/28.18  																													|-Branch two:
% 63.17/28.18  																													| (440)  ~ (all_0_41_41 = e4)
% 63.17/28.18  																													| (441) all_0_42_42 = e4 | all_0_43_43 = e4 | all_0_44_44 = e4
% 63.17/28.18  																													|
% 63.17/28.18  																														+-Applying beta-rule and splitting (441), into two cases.
% 63.17/28.18  																														|-Branch one:
% 63.17/28.18  																														| (1392) all_0_42_42 = e4
% 63.17/28.18  																														|
% 63.17/28.18  																															| Equations (1392) can reduce 1890 to:
% 63.17/28.18  																															| (266) $false
% 63.17/28.18  																															|
% 63.17/28.18  																															|-The branch is then unsatisfiable
% 63.17/28.18  																														|-Branch two:
% 63.17/28.18  																														| (1890)  ~ (all_0_42_42 = e4)
% 63.17/28.18  																														| (1891) all_0_43_43 = e4 | all_0_44_44 = e4
% 63.17/28.18  																														|
% 63.17/28.18  																															+-Applying beta-rule and splitting (1969), into two cases.
% 63.17/28.18  																															|-Branch one:
% 63.17/28.18  																															| (559) all_0_42_42 = e0
% 63.17/28.18  																															|
% 63.17/28.18  																																| Equations (559) can reduce 73 to:
% 63.17/28.18  																																| (359)  ~ (all_0_44_44 = e0)
% 63.17/28.18  																																|
% 63.17/28.18  																																| Simplifying 359 yields:
% 63.17/28.18  																																| (360)  ~ (all_0_44_44 = e0)
% 63.17/28.18  																																|
% 63.17/28.18  																																| Equations (559) can reduce 198 to:
% 63.17/28.18  																																| (1402)  ~ (all_0_47_47 = e0)
% 63.17/28.18  																																|
% 63.17/28.18  																																| Simplifying 1402 yields:
% 63.17/28.18  																																| (678)  ~ (all_0_47_47 = e0)
% 63.17/28.18  																																|
% 63.17/28.18  																																| Equations (559) can reduce 51 to:
% 63.17/28.18  																																| (365)  ~ (e2 = e0)
% 63.17/28.18  																																|
% 63.17/28.18  																																| Simplifying 365 yields:
% 63.17/28.18  																																| (128)  ~ (e2 = e0)
% 63.17/28.18  																																|
% 63.17/28.18  																																| Equations (559) can reduce 1380 to:
% 63.17/28.18  																																| (435)  ~ (e1 = e0)
% 63.17/28.18  																																|
% 63.17/28.18  																																| Simplifying 435 yields:
% 63.17/28.18  																																| (233)  ~ (e1 = e0)
% 63.17/28.18  																																|
% 63.17/28.18  																																+-Applying beta-rule and splitting (26), into two cases.
% 63.17/28.18  																																|-Branch one:
% 63.17/28.18  																																| (446) all_0_44_44 = e4
% 63.17/28.18  																																|
% 63.17/28.18  																																	| Equations (446) can reduce 639 to:
% 63.17/28.18  																																	| (110)  ~ (e4 = e1)
% 63.17/28.18  																																	|
% 63.17/28.18  																																	| Equations (446) can reduce 360 to:
% 63.17/28.18  																																	| (49)  ~ (e4 = e0)
% 63.17/28.18  																																	|
% 63.17/28.18  																																	| From (446) and (138) follows:
% 63.17/28.18  																																	| (4646) op(e3, e0) = e4
% 63.17/28.18  																																	|
% 63.17/28.18  																																	+-Applying beta-rule and splitting (184), into two cases.
% 63.17/28.18  																																	|-Branch one:
% 63.17/28.18  																																	| (538) all_0_46_46 = e0
% 63.17/28.18  																																	|
% 63.17/28.18  																																		| Combining equations (770,538) yields a new equation:
% 63.17/28.18  																																		| (481) e4 = e0
% 63.17/28.18  																																		|
% 63.17/28.18  																																		| Simplifying 481 yields:
% 63.17/28.18  																																		| (397) e4 = e0
% 63.17/28.18  																																		|
% 63.17/28.18  																																		| Equations (397) can reduce 49 to:
% 63.17/28.18  																																		| (266) $false
% 63.17/28.18  																																		|
% 63.17/28.18  																																		|-The branch is then unsatisfiable
% 63.17/28.18  																																	|-Branch two:
% 63.17/28.18  																																	| (831)  ~ (all_0_46_46 = e0)
% 63.17/28.18  																																	| (832) all_0_47_47 = e0 | all_0_48_48 = e0 | all_0_49_49 = e0
% 63.17/28.18  																																	|
% 63.17/28.18  																																		+-Applying beta-rule and splitting (832), into two cases.
% 63.17/28.18  																																		|-Branch one:
% 63.17/28.18  																																		| (674) all_0_47_47 = e0
% 63.17/28.18  																																		|
% 63.17/28.18  																																			| Equations (674) can reduce 678 to:
% 63.17/28.18  																																			| (266) $false
% 63.17/28.18  																																			|
% 63.17/28.18  																																			|-The branch is then unsatisfiable
% 63.17/28.18  																																		|-Branch two:
% 63.17/28.18  																																		| (678)  ~ (all_0_47_47 = e0)
% 63.17/28.18  																																		| (1278) all_0_48_48 = e0 | all_0_49_49 = e0
% 63.17/28.18  																																		|
% 63.17/28.18  																																			+-Applying beta-rule and splitting (62553), into two cases.
% 63.17/28.18  																																			|-Branch one:
% 63.17/28.18  																																			| (2336) all_0_55_55 = e3
% 63.17/28.18  																																			|
% 63.17/28.18  																																				| Combining equations (386,2336) yields a new equation:
% 63.17/28.18  																																				| (662) e3 = e2
% 63.17/28.18  																																				|
% 63.17/28.18  																																				| Equations (662) can reduce 212 to:
% 63.17/28.18  																																				| (266) $false
% 63.17/28.18  																																				|
% 63.17/28.18  																																				|-The branch is then unsatisfiable
% 63.17/28.18  																																			|-Branch two:
% 63.17/28.18  																																			| (270)  ~ (all_0_55_55 = e3)
% 63.17/28.19  																																			| (62557) all_0_56_56 = e3 | all_0_58_58 = e3
% 63.17/28.19  																																			|
% 63.17/28.19  																																				+-Applying beta-rule and splitting (1278), into two cases.
% 63.17/28.19  																																				|-Branch one:
% 63.17/28.19  																																				| (1279) all_0_48_48 = e0
% 63.17/28.19  																																				|
% 63.17/28.19  																																					| Combining equations (335,1279) yields a new equation:
% 63.17/28.19  																																					| (391) e2 = e0
% 63.17/28.19  																																					|
% 63.17/28.19  																																					| Simplifying 391 yields:
% 63.17/28.19  																																					| (330) e2 = e0
% 63.17/28.19  																																					|
% 63.17/28.19  																																					| Equations (330) can reduce 128 to:
% 63.17/28.19  																																					| (266) $false
% 63.17/28.19  																																					|
% 63.17/28.19  																																					|-The branch is then unsatisfiable
% 63.17/28.19  																																				|-Branch two:
% 63.17/28.19  																																				| (1283)  ~ (all_0_48_48 = e0)
% 63.17/28.19  																																				| (978) all_0_49_49 = e0
% 63.17/28.19  																																				|
% 63.17/28.19  																																					| Equations (978) can reduce 86 to:
% 63.17/28.19  																																					| (678)  ~ (all_0_47_47 = e0)
% 63.17/28.19  																																					|
% 63.17/28.19  																																					| Equations (978) can reduce 119 to:
% 63.17/28.19  																																					| (490)  ~ (all_0_58_58 = e0)
% 63.17/28.19  																																					|
% 63.17/28.19  																																					| Simplifying 490 yields:
% 63.17/28.19  																																					| (491)  ~ (all_0_58_58 = e0)
% 63.17/28.19  																																					|
% 63.17/28.19  																																					| Equations (978) can reduce 340 to:
% 63.17/28.19  																																					| (365)  ~ (e2 = e0)
% 63.17/28.19  																																					|
% 63.17/28.19  																																					| Simplifying 365 yields:
% 63.17/28.19  																																					| (128)  ~ (e2 = e0)
% 63.17/28.19  																																					|
% 63.17/28.19  																																					| From (978) and (55) follows:
% 63.17/28.19  																																					| (7585) op(e2, e0) = e0
% 63.17/28.19  																																					|
% 63.17/28.19  																																					+-Applying beta-rule and splitting (135), into two cases.
% 63.17/28.19  																																					|-Branch one:
% 63.17/28.19  																																					| (545) all_0_46_46 = e1
% 63.17/28.19  																																					|
% 63.17/28.19  																																						| Combining equations (770,545) yields a new equation:
% 63.17/28.19  																																						| (636) e4 = e1
% 63.17/28.19  																																						|
% 63.17/28.19  																																						| Simplifying 636 yields:
% 63.17/28.19  																																						| (630) e4 = e1
% 63.17/28.19  																																						|
% 63.17/28.19  																																						| Equations (630) can reduce 110 to:
% 63.17/28.19  																																						| (266) $false
% 63.17/28.19  																																						|
% 63.17/28.19  																																						|-The branch is then unsatisfiable
% 63.17/28.19  																																					|-Branch two:
% 63.17/28.19  																																					| (549)  ~ (all_0_46_46 = e1)
% 63.17/28.19  																																					| (550) all_0_47_47 = e1 | all_0_48_48 = e1 | all_0_49_49 = e1
% 63.17/28.19  																																					|
% 63.17/28.19  																																						| Equations (770) can reduce 549 to:
% 63.17/28.19  																																						| (110)  ~ (e4 = e1)
% 63.17/28.19  																																						|
% 63.17/28.19  																																						+-Applying beta-rule and splitting (112), into two cases.
% 63.17/28.19  																																						|-Branch one:
% 63.17/28.19  																																						| (635) all_0_44_44 = e1
% 63.17/28.19  																																						|
% 63.17/28.19  																																							| Combining equations (446,635) yields a new equation:
% 63.17/28.19  																																							| (636) e4 = e1
% 63.17/28.19  																																							|
% 63.17/28.19  																																							| Simplifying 636 yields:
% 63.17/28.19  																																							| (630) e4 = e1
% 63.17/28.19  																																							|
% 63.17/28.19  																																							| Equations (630) can reduce 110 to:
% 63.17/28.19  																																							| (266) $false
% 63.17/28.19  																																							|
% 63.17/28.19  																																							|-The branch is then unsatisfiable
% 63.17/28.19  																																						|-Branch two:
% 63.17/28.19  																																						| (639)  ~ (all_0_44_44 = e1)
% 63.17/28.19  																																						| (640) all_0_49_49 = e1 | all_0_53_53 = e1 | all_0_58_58 = e1
% 63.17/28.19  																																						|
% 63.17/28.19  																																							+-Applying beta-rule and splitting (62557), into two cases.
% 63.17/28.19  																																							|-Branch one:
% 63.17/28.19  																																							| (1097) all_0_56_56 = e3
% 63.17/28.19  																																							|
% 63.17/28.19  																																								| Equations (1097) can reduce 91 to:
% 63.17/28.19  																																								| (1091)  ~ (all_0_47_47 = e3)
% 63.17/28.19  																																								|
% 63.17/28.19  																																								+-Applying beta-rule and splitting (131), into two cases.
% 63.17/28.19  																																								|-Branch one:
% 63.17/28.19  																																								| (459) all_0_42_42 = e1
% 63.17/28.19  																																								|
% 63.17/28.19  																																									| Combining equations (459,559) yields a new equation:
% 63.17/28.19  																																									| (546) e1 = e0
% 63.17/28.19  																																									|
% 63.17/28.19  																																									| Simplifying 546 yields:
% 63.17/28.19  																																									| (431) e1 = e0
% 63.17/28.19  																																									|
% 63.17/28.19  																																									| Equations (431) can reduce 233 to:
% 63.17/28.19  																																									| (266) $false
% 63.17/28.19  																																									|
% 63.17/28.19  																																									|-The branch is then unsatisfiable
% 63.17/28.19  																																								|-Branch two:
% 63.17/28.19  																																								| (1380)  ~ (all_0_42_42 = e1)
% 63.17/28.19  																																								| (3259) all_0_47_47 = e1 | all_0_51_51 = e1 | all_0_56_56 = e1
% 63.17/28.19  																																								|
% 63.17/28.19  																																									| Equations (559) can reduce 1380 to:
% 63.17/28.19  																																									| (435)  ~ (e1 = e0)
% 63.17/28.19  																																									|
% 63.17/28.19  																																									| Simplifying 435 yields:
% 63.17/28.19  																																									| (233)  ~ (e1 = e0)
% 63.17/28.19  																																									|
% 63.17/28.19  																																									+-Applying beta-rule and splitting (216), into two cases.
% 63.17/28.19  																																									|-Branch one:
% 63.17/28.19  																																									| (629) all_0_55_55 = e1
% 63.17/28.19  																																									|
% 63.17/28.19  																																										| Combining equations (629,386) yields a new equation:
% 63.17/28.19  																																										| (617) e2 = e1
% 63.17/28.19  																																										|
% 63.17/28.19  																																										| Equations (617) can reduce 122 to:
% 63.17/28.19  																																										| (266) $false
% 63.17/28.19  																																										|
% 63.17/28.19  																																										|-The branch is then unsatisfiable
% 63.17/28.19  																																									|-Branch two:
% 63.17/28.19  																																									| (632)  ~ (all_0_55_55 = e1)
% 63.17/28.19  																																									| (633) all_0_56_56 = e1 | all_0_57_57 = e1 | all_0_58_58 = e1
% 63.17/28.19  																																									|
% 63.17/28.19  																																										| Equations (386) can reduce 632 to:
% 63.17/28.19  																																										| (122)  ~ (e2 = e1)
% 63.17/28.19  																																										|
% 63.17/28.19  																																										+-Applying beta-rule and splitting (550), into two cases.
% 63.17/28.19  																																										|-Branch one:
% 63.17/28.19  																																										| (654) all_0_47_47 = e1
% 63.17/28.19  																																										|
% 63.17/28.19  																																											| Equations (654) can reduce 1091 to:
% 63.17/28.19  																																											| (467)  ~ (e3 = e1)
% 63.17/28.19  																																											|
% 63.17/28.19  																																											| Simplifying 467 yields:
% 63.17/28.19  																																											| (213)  ~ (e3 = e1)
% 63.17/28.19  																																											|
% 63.17/28.19  																																											| Equations (654) can reduce 678 to:
% 63.17/28.19  																																											| (233)  ~ (e1 = e0)
% 63.17/28.19  																																											|
% 63.17/28.19  																																											+-Applying beta-rule and splitting (640), into two cases.
% 63.17/28.19  																																											|-Branch one:
% 63.17/28.19  																																											| (671) all_0_49_49 = e1
% 63.17/28.19  																																											|
% 63.17/28.19  																																												| Combining equations (978,671) yields a new equation:
% 63.17/28.19  																																												| (431) e1 = e0
% 63.17/28.19  																																												|
% 63.17/28.19  																																												| Equations (431) can reduce 233 to:
% 63.17/28.19  																																												| (266) $false
% 63.17/28.19  																																												|
% 63.17/28.19  																																												|-The branch is then unsatisfiable
% 63.17/28.19  																																											|-Branch two:
% 63.17/28.19  																																											| (1064)  ~ (all_0_49_49 = e1)
% 63.17/28.19  																																											| (2141) all_0_53_53 = e1 | all_0_58_58 = e1
% 63.17/28.19  																																											|
% 63.17/28.19  																																												+-Applying beta-rule and splitting (2141), into two cases.
% 63.17/28.19  																																												|-Branch one:
% 63.17/28.19  																																												| (1208) all_0_53_53 = e1
% 63.17/28.19  																																												|
% 63.17/28.19  																																													| Combining equations (665,1208) yields a new equation:
% 63.17/28.19  																																													| (454) e3 = e1
% 63.17/28.19  																																													|
% 63.17/28.19  																																													| Simplifying 454 yields:
% 63.17/28.19  																																													| (455) e3 = e1
% 63.17/28.19  																																													|
% 63.17/28.19  																																													| Equations (455) can reduce 213 to:
% 63.17/28.19  																																													| (266) $false
% 63.17/28.19  																																													|
% 63.17/28.19  																																													|-The branch is then unsatisfiable
% 63.17/28.19  																																												|-Branch two:
% 63.17/28.19  																																												| (1459)  ~ (all_0_53_53 = e1)
% 63.17/28.19  																																												| (918) all_0_58_58 = e1
% 63.17/28.19  																																												|
% 63.17/28.19  																																													| Equations (918) can reduce 908 to:
% 63.17/28.19  																																													| (604)  ~ (e2 = e1)
% 63.17/28.19  																																													|
% 63.17/28.19  																																													| Simplifying 604 yields:
% 63.17/28.19  																																													| (122)  ~ (e2 = e1)
% 63.17/28.19  																																													|
% 63.17/28.19  																																													| Equations (918) can reduce 491 to:
% 63.17/28.19  																																													| (233)  ~ (e1 = e0)
% 63.17/28.19  																																													|
% 63.17/28.19  																																													+-Applying beta-rule and splitting (56), into two cases.
% 63.17/28.19  																																													|-Branch one:
% 63.17/28.19  																																													| (696) unit = e2
% 63.17/28.19  																																													|
% 63.17/28.19  																																														| From (696) and (28) follows:
% 63.17/28.19  																																														| (699) op(e1, e2) = e1
% 63.17/28.19  																																														|
% 63.17/28.19  																																														| Instantiating formula (29) with e1, e2, e1, e2 and discharging atoms op(e1, e2) = e2, op(e1, e2) = e1, yields:
% 63.17/28.19  																																														| (617) e2 = e1
% 63.17/28.19  																																														|
% 63.17/28.19  																																														| Equations (617) can reduce 122 to:
% 63.17/28.19  																																														| (266) $false
% 63.17/28.19  																																														|
% 63.17/28.19  																																														|-The branch is then unsatisfiable
% 63.17/28.19  																																													|-Branch two:
% 63.17/28.19  																																													| (707)  ~ (unit = e2)
% 63.17/28.19  																																													| (708) unit = e4 | unit = e3 | unit = e1 | unit = e0
% 63.17/28.19  																																													|
% 63.17/28.19  																																														+-Applying beta-rule and splitting (708), into two cases.
% 63.17/28.19  																																														|-Branch one:
% 63.17/28.19  																																														| (709) unit = e4
% 63.17/28.19  																																														|
% 63.17/28.19  																																															| From (709) and (24) follows:
% 63.17/28.19  																																															| (33325) op(e4, e3) = e3
% 63.17/28.19  																																															|
% 63.17/28.19  																																															| From (709) and (211) follows:
% 63.17/28.19  																																															| (22527) op(e4, e1) = e1
% 63.17/28.19  																																															|
% 63.17/28.19  																																															| From (709) and (32) follows:
% 63.17/28.19  																																															| (712) op(e2, e4) = e2
% 63.17/28.19  																																															|
% 63.17/28.19  																																															| Instantiating formula (29) with e4, e3, e3, e0 and discharging atoms op(e4, e3) = e3, op(e4, e3) = e0, yields:
% 63.17/28.19  																																															| (676) e3 = e0
% 63.17/28.19  																																															|
% 63.17/28.19  																																															| Instantiating formula (29) with e4, e1, e1, e3 and discharging atoms op(e4, e1) = e3, op(e4, e1) = e1, yields:
% 63.17/28.19  																																															| (455) e3 = e1
% 63.17/28.19  																																															|
% 63.17/28.19  																																															| Instantiating formula (29) with e2, e4, e2, e3 and discharging atoms op(e2, e4) = e3, op(e2, e4) = e2, yields:
% 63.17/28.19  																																															| (662) e3 = e2
% 63.17/28.19  																																															|
% 63.17/28.19  																																															| Combining equations (455,662) yields a new equation:
% 63.17/28.19  																																															| (617) e2 = e1
% 63.17/28.19  																																															|
% 63.17/28.19  																																															| Combining equations (676,662) yields a new equation:
% 63.17/28.19  																																															| (330) e2 = e0
% 63.17/28.19  																																															|
% 63.17/28.19  																																															| Combining equations (617,330) yields a new equation:
% 63.17/28.19  																																															| (546) e1 = e0
% 63.17/28.19  																																															|
% 63.17/28.19  																																															| Simplifying 546 yields:
% 63.17/28.19  																																															| (431) e1 = e0
% 63.17/28.19  																																															|
% 63.17/28.19  																																															| Equations (431) can reduce 233 to:
% 63.17/28.19  																																															| (266) $false
% 63.17/28.19  																																															|
% 63.17/28.19  																																															|-The branch is then unsatisfiable
% 63.17/28.19  																																														|-Branch two:
% 63.17/28.19  																																														| (724)  ~ (unit = e4)
% 63.17/28.19  																																														| (725) unit = e3 | unit = e1 | unit = e0
% 63.17/28.19  																																														|
% 63.17/28.19  																																															+-Applying beta-rule and splitting (725), into two cases.
% 63.17/28.19  																																															|-Branch one:
% 63.17/28.19  																																															| (726) unit = e0
% 63.17/28.19  																																															|
% 63.17/28.19  																																																| From (726) and (227) follows:
% 63.17/28.19  																																																| (3205) op(e4, e0) = e4
% 63.17/28.19  																																																|
% 63.17/28.19  																																																| From (726) and (40) follows:
% 63.17/28.19  																																																| (1639) op(e3, e0) = e3
% 63.17/28.19  																																																|
% 63.17/28.19  																																																| From (726) and (32) follows:
% 63.17/28.19  																																																| (727) op(e2, e0) = e2
% 63.17/28.19  																																																|
% 63.17/28.19  																																																| From (726) and (28) follows:
% 63.17/28.19  																																																| (2698) op(e1, e0) = e1
% 63.17/28.19  																																																|
% 63.17/28.19  																																																| Instantiating formula (29) with e4, e0, e4, e2 and discharging atoms op(e4, e0) = e4, op(e4, e0) = e2, yields:
% 63.17/28.19  																																																| (323) e4 = e2
% 63.17/28.19  																																																|
% 63.17/28.19  																																																| Instantiating formula (29) with e3, e0, e3, e4 and discharging atoms op(e3, e0) = e4, op(e3, e0) = e3, yields:
% 63.17/28.19  																																																| (425) e4 = e3
% 63.17/28.19  																																																|
% 63.17/28.19  																																																| Instantiating formula (29) with e2, e0, e2, e0 and discharging atoms op(e2, e0) = e2, op(e2, e0) = e0, yields:
% 63.17/28.19  																																																| (330) e2 = e0
% 63.17/28.19  																																																|
% 63.17/28.19  																																																| Instantiating formula (29) with e1, e0, e1, e3 and discharging atoms op(e1, e0) = e3, op(e1, e0) = e1, yields:
% 63.17/28.19  																																																| (455) e3 = e1
% 63.17/28.19  																																																|
% 63.17/28.19  																																																| Combining equations (323,425) yields a new equation:
% 63.17/28.19  																																																| (662) e3 = e2
% 63.17/28.19  																																																|
% 63.17/28.19  																																																| Combining equations (662,455) yields a new equation:
% 63.17/28.19  																																																| (616) e2 = e1
% 63.17/28.19  																																																|
% 63.17/28.19  																																																| Simplifying 616 yields:
% 63.17/28.19  																																																| (617) e2 = e1
% 63.17/28.19  																																																|
% 63.17/28.19  																																																| Combining equations (617,330) yields a new equation:
% 63.17/28.19  																																																| (546) e1 = e0
% 63.17/28.19  																																																|
% 63.17/28.19  																																																| Simplifying 546 yields:
% 63.17/28.19  																																																| (431) e1 = e0
% 63.17/28.19  																																																|
% 63.17/28.19  																																																| Equations (431) can reduce 233 to:
% 63.17/28.19  																																																| (266) $false
% 63.17/28.19  																																																|
% 63.17/28.19  																																																|-The branch is then unsatisfiable
% 63.17/28.19  																																															|-Branch two:
% 63.17/28.19  																																															| (734)  ~ (unit = e0)
% 63.17/28.19  																																															| (735) unit = e3 | unit = e1
% 63.17/28.19  																																															|
% 63.17/28.19  																																																+-Applying beta-rule and splitting (735), into two cases.
% 63.17/28.19  																																																|-Branch one:
% 63.17/28.19  																																																| (736) unit = e1
% 63.17/28.19  																																																|
% 63.17/28.19  																																																	| Equations (736) can reduce 734 to:
% 63.17/28.19  																																																	| (233)  ~ (e1 = e0)
% 63.17/28.19  																																																	|
% 63.17/28.19  																																																	| From (736) and (209) follows:
% 63.17/28.19  																																																	| (2715) op(e1, e0) = e0
% 63.17/28.19  																																																	|
% 63.17/28.19  																																																	| From (736) and (227) follows:
% 63.17/28.19  																																																	| (739) op(e4, e1) = e4
% 63.17/28.19  																																																	|
% 63.17/28.19  																																																	| From (736) and (28) follows:
% 63.17/28.19  																																																	| (740) op(e1, e1) = e1
% 63.17/28.19  																																																	|
% 63.17/28.19  																																																	| Instantiating formula (29) with e4, e1, e4, e3 and discharging atoms op(e4, e1) = e4, op(e4, e1) = e3, yields:
% 63.17/28.19  																																																	| (425) e4 = e3
% 63.17/28.19  																																																	|
% 63.17/28.19  																																																	| Instantiating formula (29) with e1, e1, e1, e4 and discharging atoms op(e1, e1) = e4, op(e1, e1) = e1, yields:
% 63.17/28.19  																																																	| (630) e4 = e1
% 63.17/28.19  																																																	|
% 63.17/28.19  																																																	| Instantiating formula (29) with e1, e0, e0, e3 and discharging atoms op(e1, e0) = e3, op(e1, e0) = e0, yields:
% 63.17/28.19  																																																	| (676) e3 = e0
% 63.17/28.19  																																																	|
% 63.17/28.19  																																																	| Combining equations (425,630) yields a new equation:
% 63.17/28.19  																																																	| (454) e3 = e1
% 63.17/28.19  																																																	|
% 63.17/28.19  																																																	| Simplifying 454 yields:
% 63.17/28.19  																																																	| (455) e3 = e1
% 63.17/28.19  																																																	|
% 63.17/28.19  																																																	| Combining equations (676,455) yields a new equation:
% 63.17/28.19  																																																	| (431) e1 = e0
% 63.17/28.19  																																																	|
% 63.17/28.19  																																																	| Equations (431) can reduce 233 to:
% 63.17/28.19  																																																	| (266) $false
% 63.17/28.19  																																																	|
% 63.17/28.19  																																																	|-The branch is then unsatisfiable
% 63.17/28.19  																																																|-Branch two:
% 63.17/28.19  																																																| (748)  ~ (unit = e1)
% 63.17/28.19  																																																| (749) unit = e3
% 63.17/28.19  																																																|
% 63.17/28.19  																																																	| From (749) and (209) follows:
% 63.17/28.19  																																																	| (1667) op(e3, e0) = e0
% 63.17/28.19  																																																	|
% 63.17/28.19  																																																	| From (749) and (32) follows:
% 63.17/28.19  																																																	| (5793) op(e2, e3) = e2
% 63.17/28.19  																																																	|
% 63.17/28.19  																																																	| Instantiating formula (29) with e3, e0, e0, e4 and discharging atoms op(e3, e0) = e4, op(e3, e0) = e0, yields:
% 63.17/28.19  																																																	| (397) e4 = e0
% 63.17/28.19  																																																	|
% 63.17/28.19  																																																	| Instantiating formula (29) with e2, e3, e2, e4 and discharging atoms op(e2, e3) = e4, op(e2, e3) = e2, yields:
% 63.17/28.19  																																																	| (323) e4 = e2
% 63.17/28.19  																																																	|
% 63.17/28.19  																																																	| Combining equations (397,323) yields a new equation:
% 63.17/28.19  																																																	| (330) e2 = e0
% 63.17/28.19  																																																	|
% 63.17/28.19  																																																	| Equations (330) can reduce 128 to:
% 63.17/28.19  																																																	| (266) $false
% 63.17/28.19  																																																	|
% 63.17/28.19  																																																	|-The branch is then unsatisfiable
% 63.17/28.19  																																										|-Branch two:
% 63.17/28.19  																																										| (462)  ~ (all_0_47_47 = e1)
% 63.17/28.19  																																										| (659) all_0_48_48 = e1 | all_0_49_49 = e1
% 63.17/28.19  																																										|
% 63.17/28.19  																																											+-Applying beta-rule and splitting (640), into two cases.
% 63.17/28.19  																																											|-Branch one:
% 63.17/28.19  																																											| (671) all_0_49_49 = e1
% 63.17/28.19  																																											|
% 63.17/28.19  																																												| Combining equations (978,671) yields a new equation:
% 63.17/28.19  																																												| (431) e1 = e0
% 63.17/28.19  																																												|
% 63.17/28.19  																																												| Equations (431) can reduce 233 to:
% 63.17/28.19  																																												| (266) $false
% 63.17/28.19  																																												|
% 63.17/28.19  																																												|-The branch is then unsatisfiable
% 63.17/28.19  																																											|-Branch two:
% 63.17/28.19  																																											| (1064)  ~ (all_0_49_49 = e1)
% 63.17/28.19  																																											| (2141) all_0_53_53 = e1 | all_0_58_58 = e1
% 63.17/28.19  																																											|
% 63.17/28.19  																																												| Equations (978) can reduce 1064 to:
% 63.17/28.19  																																												| (435)  ~ (e1 = e0)
% 63.17/28.19  																																												|
% 63.17/28.19  																																												| Simplifying 435 yields:
% 63.17/28.19  																																												| (233)  ~ (e1 = e0)
% 63.17/28.19  																																												|
% 63.17/28.19  																																												+-Applying beta-rule and splitting (659), into two cases.
% 63.17/28.19  																																												|-Branch one:
% 63.17/28.19  																																												| (615) all_0_48_48 = e1
% 63.17/28.19  																																												|
% 63.17/28.19  																																													| Combining equations (335,615) yields a new equation:
% 63.17/28.19  																																													| (616) e2 = e1
% 63.17/28.20  																																													|
% 63.17/28.20  																																													| Simplifying 616 yields:
% 63.17/28.20  																																													| (617) e2 = e1
% 63.17/28.20  																																													|
% 63.17/28.20  																																													| Equations (617) can reduce 122 to:
% 63.17/28.20  																																													| (266) $false
% 63.17/28.20  																																													|
% 63.17/28.20  																																													|-The branch is then unsatisfiable
% 63.17/28.20  																																												|-Branch two:
% 63.17/28.20  																																												| (619)  ~ (all_0_48_48 = e1)
% 63.17/28.20  																																												| (671) all_0_49_49 = e1
% 63.17/28.20  																																												|
% 63.17/28.20  																																													| Combining equations (978,671) yields a new equation:
% 63.17/28.20  																																													| (431) e1 = e0
% 63.17/28.20  																																													|
% 63.17/28.20  																																													| Equations (431) can reduce 233 to:
% 63.17/28.20  																																													| (266) $false
% 63.17/28.20  																																													|
% 63.17/28.20  																																													|-The branch is then unsatisfiable
% 63.17/28.20  																																							|-Branch two:
% 63.17/28.20  																																							| (272)  ~ (all_0_56_56 = e3)
% 63.17/28.20  																																							| (795) all_0_58_58 = e3
% 63.17/28.20  																																							|
% 63.17/28.20  																																								| Equations (795) can reduce 276 to:
% 63.17/28.20  																																								| (266) $false
% 63.17/28.20  																																								|
% 63.17/28.20  																																								|-The branch is then unsatisfiable
% 63.17/28.20  																																|-Branch two:
% 63.17/28.20  																																| (1390)  ~ (all_0_44_44 = e4)
% 63.17/28.20  																																| (1391) all_0_44_44 = e3 | all_0_44_44 = e1 | all_0_44_44 = e0
% 63.17/28.20  																																|
% 63.17/28.20  																																	+-Applying beta-rule and splitting (521), into two cases.
% 63.17/28.20  																																	|-Branch one:
% 63.17/28.20  																																	| (522) all_0_47_47 = e3
% 63.17/28.20  																																	|
% 63.17/28.20  																																		| Equations (522) can reduce 1091 to:
% 63.17/28.20  																																		| (266) $false
% 63.17/28.20  																																		|
% 63.17/28.20  																																		|-The branch is then unsatisfiable
% 63.17/28.20  																																	|-Branch two:
% 63.17/28.20  																																	| (1091)  ~ (all_0_47_47 = e3)
% 63.17/28.20  																																	| (1092) all_0_51_51 = e3 | all_0_56_56 = e3
% 63.17/28.20  																																	|
% 63.17/28.20  																																		+-Applying beta-rule and splitting (1092), into two cases.
% 63.17/28.20  																																		|-Branch one:
% 63.17/28.20  																																		| (660) all_0_51_51 = e3
% 63.17/28.20  																																		|
% 63.17/28.20  																																			| Combining equations (660,504) yields a new equation:
% 63.17/28.20  																																			| (661) e3 = e2
% 63.17/28.20  																																			|
% 63.17/28.20  																																			| Simplifying 661 yields:
% 63.17/28.20  																																			| (662) e3 = e2
% 63.17/28.20  																																			|
% 63.17/28.20  																																			| Equations (662) can reduce 212 to:
% 63.17/28.20  																																			| (266) $false
% 63.17/28.20  																																			|
% 63.17/28.20  																																			|-The branch is then unsatisfiable
% 63.17/28.20  																																		|-Branch two:
% 63.17/28.20  																																		| (664)  ~ (all_0_51_51 = e3)
% 63.17/28.20  																																		| (1097) all_0_56_56 = e3
% 63.17/28.20  																																		|
% 63.17/28.20  																																			+-Applying beta-rule and splitting (216), into two cases.
% 63.17/28.20  																																			|-Branch one:
% 63.17/28.20  																																			| (629) all_0_55_55 = e1
% 63.17/28.20  																																			|
% 63.17/28.20  																																				| Combining equations (629,386) yields a new equation:
% 63.17/28.20  																																				| (617) e2 = e1
% 63.17/28.20  																																				|
% 63.17/28.20  																																				| Equations (617) can reduce 122 to:
% 63.17/28.20  																																				| (266) $false
% 63.17/28.20  																																				|
% 63.17/28.20  																																				|-The branch is then unsatisfiable
% 63.17/28.20  																																			|-Branch two:
% 63.17/28.20  																																			| (632)  ~ (all_0_55_55 = e1)
% 63.17/28.20  																																			| (633) all_0_56_56 = e1 | all_0_57_57 = e1 | all_0_58_58 = e1
% 63.17/28.20  																																			|
% 63.17/28.20  																																				+-Applying beta-rule and splitting (131), into two cases.
% 63.17/28.20  																																				|-Branch one:
% 63.17/28.20  																																				| (459) all_0_42_42 = e1
% 63.17/28.20  																																				|
% 63.17/28.20  																																					| Combining equations (559,459) yields a new equation:
% 63.17/28.20  																																					| (431) e1 = e0
% 63.17/28.20  																																					|
% 63.17/28.20  																																					| Equations (431) can reduce 233 to:
% 63.17/28.20  																																					| (266) $false
% 63.17/28.20  																																					|
% 63.17/28.20  																																					|-The branch is then unsatisfiable
% 63.17/28.20  																																				|-Branch two:
% 63.17/28.20  																																				| (1380)  ~ (all_0_42_42 = e1)
% 63.17/28.20  																																				| (3259) all_0_47_47 = e1 | all_0_51_51 = e1 | all_0_56_56 = e1
% 63.17/28.20  																																				|
% 63.17/28.20  																																					| Equations (559) can reduce 1380 to:
% 63.17/28.20  																																					| (435)  ~ (e1 = e0)
% 63.17/28.20  																																					|
% 63.17/28.20  																																					| Simplifying 435 yields:
% 63.17/28.20  																																					| (233)  ~ (e1 = e0)
% 63.17/28.20  																																					|
% 63.17/28.20  																																					+-Applying beta-rule and splitting (3259), into two cases.
% 63.17/28.20  																																					|-Branch one:
% 63.17/28.20  																																					| (654) all_0_47_47 = e1
% 63.17/28.20  																																					|
% 63.17/28.20  																																						| Equations (654) can reduce 252 to:
% 63.17/28.20  																																						| (602)  ~ (e4 = e1)
% 63.17/28.20  																																						|
% 63.17/28.20  																																						| Simplifying 602 yields:
% 63.17/28.20  																																						| (110)  ~ (e4 = e1)
% 63.17/28.20  																																						|
% 63.17/28.20  																																						+-Applying beta-rule and splitting (1891), into two cases.
% 63.17/28.20  																																						|-Branch one:
% 63.17/28.20  																																						| (396) all_0_43_43 = e4
% 63.17/28.20  																																						|
% 63.17/28.20  																																							| Combining equations (430,396) yields a new equation:
% 63.17/28.20  																																							| (630) e4 = e1
% 63.17/28.20  																																							|
% 63.17/28.20  																																							| Equations (630) can reduce 110 to:
% 63.17/28.20  																																							| (266) $false
% 63.17/28.20  																																							|
% 63.17/28.20  																																							|-The branch is then unsatisfiable
% 63.17/28.20  																																						|-Branch two:
% 63.17/28.20  																																						| (399)  ~ (all_0_43_43 = e4)
% 63.17/28.20  																																						| (446) all_0_44_44 = e4
% 63.17/28.20  																																						|
% 63.17/28.20  																																							| Equations (446) can reduce 1390 to:
% 63.17/28.20  																																							| (266) $false
% 63.17/28.20  																																							|
% 63.17/28.20  																																							|-The branch is then unsatisfiable
% 63.17/28.20  																																					|-Branch two:
% 63.17/28.20  																																					| (462)  ~ (all_0_47_47 = e1)
% 63.17/28.20  																																					| (3264) all_0_51_51 = e1 | all_0_56_56 = e1
% 63.17/28.20  																																					|
% 63.17/28.20  																																						+-Applying beta-rule and splitting (135), into two cases.
% 63.17/28.20  																																						|-Branch one:
% 63.17/28.20  																																						| (545) all_0_46_46 = e1
% 63.17/28.20  																																						|
% 63.17/28.20  																																							| Combining equations (545,770) yields a new equation:
% 63.17/28.20  																																							| (630) e4 = e1
% 63.17/28.20  																																							|
% 63.17/28.20  																																							| Equations (630) can reduce 110 to:
% 63.17/28.20  																																							| (266) $false
% 63.17/28.20  																																							|
% 63.17/28.20  																																							|-The branch is then unsatisfiable
% 63.17/28.20  																																						|-Branch two:
% 63.17/28.20  																																						| (549)  ~ (all_0_46_46 = e1)
% 63.17/28.20  																																						| (550) all_0_47_47 = e1 | all_0_48_48 = e1 | all_0_49_49 = e1
% 63.17/28.20  																																						|
% 63.17/28.20  																																							+-Applying beta-rule and splitting (633), into two cases.
% 63.17/28.20  																																							|-Branch one:
% 63.17/28.20  																																							| (1569) all_0_56_56 = e1
% 63.17/28.20  																																							|
% 63.17/28.20  																																								| Combining equations (1097,1569) yields a new equation:
% 63.17/28.20  																																								| (454) e3 = e1
% 63.17/28.20  																																								|
% 63.17/28.20  																																								| Simplifying 454 yields:
% 63.17/28.20  																																								| (455) e3 = e1
% 63.17/28.20  																																								|
% 63.17/28.20  																																								| Equations (455) can reduce 213 to:
% 63.17/28.20  																																								| (266) $false
% 63.17/28.20  																																								|
% 63.17/28.20  																																								|-The branch is then unsatisfiable
% 63.17/28.20  																																							|-Branch two:
% 63.17/28.20  																																							| (466)  ~ (all_0_56_56 = e1)
% 63.17/28.20  																																							| (1574) all_0_57_57 = e1 | all_0_58_58 = e1
% 63.17/28.20  																																							|
% 63.17/28.20  																																								+-Applying beta-rule and splitting (550), into two cases.
% 63.17/28.20  																																								|-Branch one:
% 63.17/28.20  																																								| (654) all_0_47_47 = e1
% 63.17/28.20  																																								|
% 63.17/28.20  																																									| Equations (654) can reduce 462 to:
% 63.17/28.20  																																									| (266) $false
% 63.17/28.20  																																									|
% 63.17/28.20  																																									|-The branch is then unsatisfiable
% 63.17/28.20  																																								|-Branch two:
% 63.17/28.20  																																								| (462)  ~ (all_0_47_47 = e1)
% 63.17/28.20  																																								| (659) all_0_48_48 = e1 | all_0_49_49 = e1
% 63.17/28.20  																																								|
% 63.17/28.20  																																									+-Applying beta-rule and splitting (1574), into two cases.
% 63.17/28.20  																																									|-Branch one:
% 63.17/28.20  																																									| (647) all_0_57_57 = e1
% 63.17/28.20  																																									|
% 63.17/28.20  																																										| Combining equations (647,875) yields a new equation:
% 63.17/28.20  																																										| (546) e1 = e0
% 63.17/28.20  																																										|
% 63.17/28.20  																																										| Simplifying 546 yields:
% 63.17/28.20  																																										| (431) e1 = e0
% 63.17/28.20  																																										|
% 63.17/28.20  																																										| Equations (431) can reduce 233 to:
% 63.17/28.20  																																										| (266) $false
% 63.17/28.20  																																										|
% 63.17/28.20  																																										|-The branch is then unsatisfiable
% 63.17/28.20  																																									|-Branch two:
% 63.17/28.20  																																									| (1670)  ~ (all_0_57_57 = e1)
% 63.17/28.20  																																									| (918) all_0_58_58 = e1
% 63.17/28.20  																																									|
% 63.17/28.20  																																										| Equations (918) can reduce 119 to:
% 63.17/28.20  																																										| (1064)  ~ (all_0_49_49 = e1)
% 63.17/28.20  																																										|
% 63.17/28.20  																																										| Equations (918) can reduce 908 to:
% 63.17/28.20  																																										| (604)  ~ (e2 = e1)
% 63.17/28.20  																																										|
% 63.17/28.20  																																										| Simplifying 604 yields:
% 63.17/28.20  																																										| (122)  ~ (e2 = e1)
% 63.17/28.20  																																										|
% 63.17/28.20  																																										+-Applying beta-rule and splitting (659), into two cases.
% 63.17/28.20  																																										|-Branch one:
% 63.17/28.20  																																										| (615) all_0_48_48 = e1
% 63.17/28.20  																																										|
% 63.17/28.20  																																											| Combining equations (335,615) yields a new equation:
% 63.17/28.20  																																											| (616) e2 = e1
% 63.17/28.20  																																											|
% 63.17/28.20  																																											| Simplifying 616 yields:
% 63.17/28.20  																																											| (617) e2 = e1
% 63.17/28.20  																																											|
% 63.17/28.20  																																											| Equations (617) can reduce 122 to:
% 63.17/28.20  																																											| (266) $false
% 63.17/28.20  																																											|
% 63.17/28.20  																																											|-The branch is then unsatisfiable
% 63.17/28.20  																																										|-Branch two:
% 63.17/28.20  																																										| (619)  ~ (all_0_48_48 = e1)
% 63.17/28.20  																																										| (671) all_0_49_49 = e1
% 63.17/28.20  																																										|
% 63.17/28.20  																																											| Equations (671) can reduce 1064 to:
% 63.17/28.20  																																											| (266) $false
% 63.17/28.20  																																											|
% 63.17/28.20  																																											|-The branch is then unsatisfiable
% 63.17/28.20  																															|-Branch two:
% 63.17/28.20  																															| (358)  ~ (all_0_42_42 = e0)
% 63.17/28.20  																															| (2510) all_0_42_42 = e3 | all_0_42_42 = e1
% 63.17/28.20  																															|
% 63.17/28.20  																																+-Applying beta-rule and splitting (2510), into two cases.
% 63.17/28.20  																																|-Branch one:
% 63.17/28.20  																																| (459) all_0_42_42 = e1
% 63.17/28.20  																																|
% 63.17/28.20  																																	| Equations (459) can reduce 1380 to:
% 63.17/28.20  																																	| (266) $false
% 63.17/28.20  																																	|
% 63.17/28.20  																																	|-The branch is then unsatisfiable
% 63.17/28.20  																																|-Branch two:
% 63.17/28.20  																																| (1380)  ~ (all_0_42_42 = e1)
% 63.17/28.20  																																| (516) all_0_42_42 = e3
% 63.17/28.20  																																|
% 63.17/28.20  																																	| Equations (516) can reduce 405 to:
% 63.17/28.20  																																	| (266) $false
% 63.17/28.20  																																	|
% 63.17/28.20  																																	|-The branch is then unsatisfiable
% 63.17/28.20  																												|-Branch two:
% 63.17/28.20  																												| (250)  ~ (all_0_46_46 = e4)
% 63.17/28.20  																												| (1801) all_0_46_46 = e3 | all_0_46_46 = e1 | all_0_46_46 = e0
% 63.17/28.20  																												|
% 63.17/28.20  																													+-Applying beta-rule and splitting (1801), into two cases.
% 63.17/28.20  																													|-Branch one:
% 63.17/28.20  																													| (538) all_0_46_46 = e0
% 63.17/28.20  																													|
% 63.17/28.20  																														| Equations (538) can reduce 831 to:
% 63.17/28.20  																														| (266) $false
% 63.17/28.20  																														|
% 63.17/28.20  																														|-The branch is then unsatisfiable
% 63.17/28.20  																													|-Branch two:
% 63.17/28.20  																													| (831)  ~ (all_0_46_46 = e0)
% 63.17/28.20  																													| (1838) all_0_46_46 = e3 | all_0_46_46 = e1
% 63.17/28.20  																													|
% 63.17/28.20  																														+-Applying beta-rule and splitting (1838), into two cases.
% 63.17/28.20  																														|-Branch one:
% 63.17/28.20  																														| (545) all_0_46_46 = e1
% 63.17/28.20  																														|
% 63.17/28.20  																															| Equations (545) can reduce 549 to:
% 63.17/28.20  																															| (266) $false
% 63.17/28.20  																															|
% 63.17/28.20  																															|-The branch is then unsatisfiable
% 63.17/28.20  																														|-Branch two:
% 63.17/28.20  																														| (549)  ~ (all_0_46_46 = e1)
% 63.17/28.20  																														| (1557) all_0_46_46 = e3
% 63.17/28.20  																														|
% 63.17/28.20  																															| Equations (1557) can reduce 409 to:
% 63.17/28.20  																															| (266) $false
% 63.17/28.20  																															|
% 63.17/28.20  																															|-The branch is then unsatisfiable
% 63.17/28.20  																									|-Branch two:
% 63.17/28.20  																									| (1898)  ~ (all_0_41_41 = e3)
% 63.17/28.20  																									| (1923) all_0_46_46 = e3 | all_0_50_50 = e3 | all_0_55_55 = e3
% 63.17/28.20  																									|
% 63.17/28.20  																										+-Applying beta-rule and splitting (62553), into two cases.
% 63.17/28.20  																										|-Branch one:
% 63.17/28.20  																										| (2336) all_0_55_55 = e3
% 63.17/28.20  																										|
% 63.17/28.20  																											| Combining equations (386,2336) yields a new equation:
% 63.17/28.20  																											| (662) e3 = e2
% 63.17/28.20  																											|
% 63.17/28.20  																											| Equations (662) can reduce 212 to:
% 63.17/28.20  																											| (266) $false
% 63.17/28.20  																											|
% 63.17/28.20  																											|-The branch is then unsatisfiable
% 63.17/28.20  																										|-Branch two:
% 63.17/28.20  																										| (270)  ~ (all_0_55_55 = e3)
% 63.17/28.20  																										| (62557) all_0_56_56 = e3 | all_0_58_58 = e3
% 63.17/28.20  																										|
% 63.17/28.21  																											+-Applying beta-rule and splitting (62557), into two cases.
% 63.17/28.21  																											|-Branch one:
% 63.17/28.21  																											| (1097) all_0_56_56 = e3
% 63.17/28.21  																											|
% 63.17/28.21  																												| Equations (1097) can reduce 511 to:
% 63.17/28.21  																												| (212)  ~ (e3 = e2)
% 63.17/28.21  																												|
% 63.17/28.21  																												+-Applying beta-rule and splitting (1923), into two cases.
% 63.17/28.21  																												|-Branch one:
% 63.17/28.21  																												| (1557) all_0_46_46 = e3
% 63.17/28.21  																												|
% 63.17/28.21  																													| Equations (1557) can reduce 409 to:
% 63.17/28.21  																													| (266) $false
% 63.17/28.21  																													|
% 63.17/28.21  																													|-The branch is then unsatisfiable
% 63.17/28.21  																												|-Branch two:
% 63.17/28.21  																												| (409)  ~ (all_0_46_46 = e3)
% 63.17/28.21  																												| (4042) all_0_50_50 = e3 | all_0_55_55 = e3
% 63.17/28.21  																												|
% 63.17/28.21  																													+-Applying beta-rule and splitting (4042), into two cases.
% 63.17/28.21  																													|-Branch one:
% 63.17/28.21  																													| (415) all_0_50_50 = e3
% 63.17/28.21  																													|
% 63.17/28.21  																														| Combining equations (601,415) yields a new equation:
% 63.17/28.21  																														| (455) e3 = e1
% 63.17/28.21  																														|
% 63.17/28.21  																														| Equations (455) can reduce 213 to:
% 63.17/28.21  																														| (266) $false
% 63.17/28.21  																														|
% 63.17/28.21  																														|-The branch is then unsatisfiable
% 63.17/28.21  																													|-Branch two:
% 63.17/28.21  																													| (411)  ~ (all_0_50_50 = e3)
% 63.17/28.21  																													| (2336) all_0_55_55 = e3
% 63.17/28.21  																													|
% 63.17/28.21  																														| Combining equations (386,2336) yields a new equation:
% 63.17/28.21  																														| (662) e3 = e2
% 63.17/28.21  																														|
% 63.17/28.21  																														| Equations (662) can reduce 212 to:
% 63.17/28.21  																														| (266) $false
% 63.17/28.21  																														|
% 63.17/28.21  																														|-The branch is then unsatisfiable
% 63.17/28.21  																											|-Branch two:
% 63.17/28.21  																											| (272)  ~ (all_0_56_56 = e3)
% 63.17/28.21  																											| (795) all_0_58_58 = e3
% 63.17/28.21  																											|
% 63.17/28.21  																												| Equations (795) can reduce 276 to:
% 63.17/28.21  																												| (266) $false
% 63.17/28.21  																												|
% 63.17/28.21  																												|-The branch is then unsatisfiable
% 63.17/28.21  																						|-Branch two:
% 63.17/28.21  																						| (759)  ~ (all_0_50_50 = e1)
% 63.17/28.21  																						| (1168) all_0_51_51 = e1 | all_0_52_52 = e1 | all_0_53_53 = e1
% 63.17/28.21  																						|
% 63.17/28.21  																							+-Applying beta-rule and splitting (422), into two cases.
% 63.17/28.21  																							|-Branch one:
% 63.17/28.21  																							| (775) all_0_50_50 = e4
% 63.17/28.21  																							|
% 63.17/28.21  																								| Equations (775) can reduce 566 to:
% 63.17/28.21  																								| (266) $false
% 63.17/28.21  																								|
% 63.17/28.21  																								|-The branch is then unsatisfiable
% 63.17/28.21  																							|-Branch two:
% 63.17/28.21  																							| (566)  ~ (all_0_50_50 = e4)
% 63.17/28.21  																							| (1444) all_0_50_50 = e3 | all_0_50_50 = e1
% 63.17/28.21  																							|
% 63.17/28.21  																								+-Applying beta-rule and splitting (1444), into two cases.
% 63.17/28.21  																								|-Branch one:
% 63.17/28.21  																								| (601) all_0_50_50 = e1
% 63.17/28.21  																								|
% 63.17/28.21  																									| Equations (601) can reduce 759 to:
% 63.17/28.21  																									| (266) $false
% 63.17/28.21  																									|
% 63.17/28.21  																									|-The branch is then unsatisfiable
% 63.17/28.21  																								|-Branch two:
% 63.17/28.21  																								| (759)  ~ (all_0_50_50 = e1)
% 63.17/28.21  																								| (415) all_0_50_50 = e3
% 63.17/28.21  																								|
% 63.17/28.21  																									| Equations (415) can reduce 411 to:
% 63.17/28.21  																									| (266) $false
% 63.17/28.21  																									|
% 63.17/28.21  																									|-The branch is then unsatisfiable
% 63.17/28.21  																		|-Branch two:
% 63.17/28.21  																		| (1099)  ~ (all_0_51_51 = e2)
% 63.17/28.21  																		| (1152) all_0_52_52 = e2 | all_0_53_53 = e2
% 63.17/28.21  																		|
% 63.17/28.21  																			+-Applying beta-rule and splitting (1152), into two cases.
% 63.17/28.21  																			|-Branch one:
% 63.17/28.21  																			| (352) all_0_52_52 = e2
% 63.17/28.21  																			|
% 63.17/28.21  																				| Combining equations (565,352) yields a new equation:
% 63.17/28.21  																				| (322) e4 = e2
% 63.17/28.21  																				|
% 63.17/28.21  																				| Simplifying 322 yields:
% 63.17/28.21  																				| (323) e4 = e2
% 63.17/28.21  																				|
% 63.17/28.21  																				| Equations (323) can reduce 48 to:
% 63.17/28.21  																				| (266) $false
% 63.17/28.21  																				|
% 63.17/28.21  																				|-The branch is then unsatisfiable
% 63.17/28.21  																			|-Branch two:
% 63.17/28.21  																			| (342)  ~ (all_0_52_52 = e2)
% 63.17/28.21  																			| (607) all_0_53_53 = e2
% 63.17/28.21  																			|
% 63.17/28.21  																				| Equations (607) can reduce 509 to:
% 63.17/28.21  																				| (266) $false
% 63.17/28.21  																				|
% 63.17/28.21  																				|-The branch is then unsatisfiable
% 63.17/28.21  															|-Branch two:
% 63.17/28.21  															| (304)  ~ (all_0_55_55 = e2)
% 63.17/28.21  															| (389) all_0_56_56 = e2 | all_0_57_57 = e2 | all_0_58_58 = e2
% 63.17/28.21  															|
% 63.17/28.21  																+-Applying beta-rule and splitting (389), into two cases.
% 63.17/28.21  																|-Branch one:
% 63.17/28.21  																| (833) all_0_56_56 = e2
% 63.17/28.21  																|
% 63.17/28.21  																	| Equations (833) can reduce 236 to:
% 63.17/28.21  																	| (51)  ~ (all_0_42_42 = e2)
% 63.17/28.21  																	|
% 63.17/28.21  																	| Equations (833) can reduce 91 to:
% 63.17/28.21  																	| (338)  ~ (all_0_47_47 = e2)
% 63.17/28.21  																	|
% 63.17/28.21  																	| Equations (833) can reduce 16 to:
% 63.17/28.21  																	| (1099)  ~ (all_0_51_51 = e2)
% 63.17/28.21  																	|
% 63.17/28.21  																	| Equations (833) can reduce 477 to:
% 63.17/28.21  																	| (327)  ~ (e4 = e2)
% 63.17/28.21  																	|
% 63.17/28.21  																	| Simplifying 327 yields:
% 63.17/28.21  																	| (48)  ~ (e4 = e2)
% 63.17/28.21  																	|
% 63.17/28.21  																	| From (833) and (111) follows:
% 63.17/28.21  																	| (1508) op(e0, e2) = e2
% 63.17/28.21  																	|
% 63.17/28.21  																	+-Applying beta-rule and splitting (95), into two cases.
% 63.17/28.21  																	|-Branch one:
% 63.17/28.21  																	| (378) all_0_50_50 = e2
% 63.17/28.21  																	|
% 63.17/28.21  																		| Equations (378) can reduce 221 to:
% 63.17/28.21  																		| (85)  ~ (all_0_41_41 = e2)
% 63.17/28.21  																		|
% 63.17/28.21  																		| Equations (378) can reduce 35 to:
% 63.17/28.21  																		| (300)  ~ (all_0_46_46 = e2)
% 63.17/28.21  																		|
% 63.17/28.21  																		| Equations (378) can reduce 59 to:
% 63.17/28.21  																		| (17668)  ~ (all_0_51_51 = e2)
% 63.17/28.21  																		|
% 63.17/28.21  																		| Simplifying 17668 yields:
% 63.17/28.21  																		| (1099)  ~ (all_0_51_51 = e2)
% 63.17/28.21  																		|
% 63.17/28.21  																		| Equations (378) can reduce 190 to:
% 63.17/28.21  																		| (508)  ~ (all_0_53_53 = e2)
% 63.17/28.21  																		|
% 63.17/28.21  																		| Simplifying 508 yields:
% 63.17/28.21  																		| (509)  ~ (all_0_53_53 = e2)
% 63.17/28.21  																		|
% 63.17/28.21  																		| Equations (378) can reduce 93 to:
% 63.17/28.21  																		| (303)  ~ (all_0_55_55 = e2)
% 63.17/28.21  																		|
% 63.17/28.21  																		| Simplifying 303 yields:
% 63.17/28.21  																		| (304)  ~ (all_0_55_55 = e2)
% 63.17/28.21  																		|
% 63.17/28.21  																		| Equations (378) can reduce 121 to:
% 63.17/28.21  																		| (128)  ~ (e2 = e0)
% 63.17/28.21  																		|
% 63.17/28.21  																		| From (378) and (242) follows:
% 63.17/28.21  																		| (26152) op(e1, e3) = e2
% 63.17/28.21  																		|
% 63.17/28.21  																		+-Applying beta-rule and splitting (168), into two cases.
% 63.17/28.21  																		|-Branch one:
% 63.17/28.21  																		| (415) all_0_50_50 = e3
% 63.17/28.21  																		|
% 63.17/28.21  																			| Combining equations (378,415) yields a new equation:
% 63.17/28.21  																			| (662) e3 = e2
% 63.17/28.21  																			|
% 63.17/28.21  																			| Equations (662) can reduce 212 to:
% 63.17/28.21  																			| (266) $false
% 63.17/28.21  																			|
% 63.17/28.21  																			|-The branch is then unsatisfiable
% 63.17/28.21  																		|-Branch two:
% 63.17/28.21  																		| (411)  ~ (all_0_50_50 = e3)
% 63.17/28.21  																		| (418) all_0_51_51 = e3 | all_0_53_53 = e3
% 63.17/28.21  																		|
% 63.17/28.21  																			| Equations (378) can reduce 411 to:
% 63.17/28.21  																			| (626)  ~ (e3 = e2)
% 63.17/28.21  																			|
% 63.17/28.21  																			| Simplifying 626 yields:
% 63.17/28.21  																			| (212)  ~ (e3 = e2)
% 63.17/28.21  																			|
% 63.17/28.21  																			+-Applying beta-rule and splitting (75), into two cases.
% 63.17/28.21  																			|-Branch one:
% 63.17/28.21  																			| (485) all_0_40_40 = e0
% 63.17/28.21  																			|
% 63.17/28.21  																				| Combining equations (485,313) yields a new equation:
% 63.17/28.21  																				| (330) e2 = e0
% 63.17/28.21  																				|
% 63.17/28.21  																				| Equations (330) can reduce 128 to:
% 63.17/28.21  																				| (266) $false
% 63.17/28.21  																				|
% 63.17/28.21  																				|-The branch is then unsatisfiable
% 63.17/28.21  																			|-Branch two:
% 63.17/28.21  																			| (1401)  ~ (all_0_40_40 = e0)
% 63.17/28.21  																			| (1748) all_0_44_44 = e0 | all_0_49_49 = e0 | all_0_58_58 = e0
% 63.17/28.21  																			|
% 63.17/28.21  																				| Equations (313) can reduce 1401 to:
% 63.17/28.21  																				| (128)  ~ (e2 = e0)
% 63.17/28.21  																				|
% 63.17/28.21  																				+-Applying beta-rule and splitting (216), into two cases.
% 63.17/28.21  																				|-Branch one:
% 63.17/28.21  																				| (629) all_0_55_55 = e1
% 63.17/28.21  																				|
% 63.17/28.21  																					| Equations (629) can reduce 58 to:
% 63.17/28.21  																					| (549)  ~ (all_0_46_46 = e1)
% 63.17/28.21  																					|
% 63.17/28.21  																					| Equations (629) can reduce 304 to:
% 63.17/28.21  																					| (604)  ~ (e2 = e1)
% 63.17/28.21  																					|
% 63.17/28.21  																					| Simplifying 604 yields:
% 63.17/28.21  																					| (122)  ~ (e2 = e1)
% 63.17/28.21  																					|
% 63.17/28.21  																					| Equations (629) can reduce 803 to:
% 63.17/28.21  																					| (233)  ~ (e1 = e0)
% 63.17/28.21  																					|
% 63.17/28.21  																					| From (629) and (74) follows:
% 63.17/28.21  																					| (6587) op(e0, e3) = e1
% 63.17/28.21  																					|
% 63.17/28.21  																					+-Applying beta-rule and splitting (123), into two cases.
% 63.17/28.21  																					|-Branch one:
% 63.17/28.21  																					| (1794) all_0_46_46 = e2
% 63.17/28.21  																					|
% 63.17/28.21  																						| Equations (1794) can reduce 300 to:
% 63.17/28.21  																						| (266) $false
% 63.17/28.21  																						|
% 63.17/28.21  																						|-The branch is then unsatisfiable
% 63.17/28.21  																					|-Branch two:
% 63.17/28.21  																					| (300)  ~ (all_0_46_46 = e2)
% 63.17/28.21  																					| (1797) all_0_46_46 = e4 | all_0_46_46 = e3 | all_0_46_46 = e1 | all_0_46_46 = e0
% 63.17/28.21  																					|
% 63.17/28.21  																						+-Applying beta-rule and splitting (1797), into two cases.
% 63.17/28.21  																						|-Branch one:
% 63.17/28.21  																						| (770) all_0_46_46 = e4
% 63.17/28.21  																						|
% 63.17/28.21  																							| Equations (770) can reduce 43 to:
% 63.17/28.21  																							| (440)  ~ (all_0_41_41 = e4)
% 63.17/28.21  																							|
% 63.17/28.21  																							| Equations (770) can reduce 19 to:
% 63.17/28.21  																							| (251)  ~ (all_0_47_47 = e4)
% 63.17/28.21  																							|
% 63.17/28.21  																							| Simplifying 251 yields:
% 63.17/28.21  																							| (252)  ~ (all_0_47_47 = e4)
% 63.17/28.21  																							|
% 63.17/28.21  																							| Equations (770) can reduce 409 to:
% 63.17/28.21  																							| (188)  ~ (e4 = e3)
% 63.17/28.21  																							|
% 63.17/28.21  																							| Equations (770) can reduce 831 to:
% 63.17/28.21  																							| (49)  ~ (e4 = e0)
% 63.17/28.21  																							|
% 63.17/28.21  																							| From (770) and (120) follows:
% 63.17/28.22  																							| (72494) op(e2, e3) = e4
% 63.17/28.22  																							|
% 63.17/28.22  																							+-Applying beta-rule and splitting (64), into two cases.
% 63.17/28.22  																							|-Branch one:
% 63.17/28.22  																							| (437) all_0_41_41 = e4
% 63.17/28.22  																							|
% 63.17/28.22  																								| Equations (437) can reduce 440 to:
% 63.17/28.22  																								| (266) $false
% 63.17/28.22  																								|
% 63.17/28.22  																								|-The branch is then unsatisfiable
% 63.17/28.22  																							|-Branch two:
% 63.17/28.22  																							| (440)  ~ (all_0_41_41 = e4)
% 63.17/28.22  																							| (441) all_0_42_42 = e4 | all_0_43_43 = e4 | all_0_44_44 = e4
% 63.17/28.22  																							|
% 63.17/28.22  																								+-Applying beta-rule and splitting (22), into two cases.
% 63.17/28.22  																								|-Branch one:
% 63.17/28.22  																								| (268) all_0_54_54 = e3
% 63.17/28.22  																								|
% 63.17/28.22  																									| Combining equations (265,268) yields a new equation:
% 63.17/28.22  																									| (424) e4 = e3
% 63.17/28.22  																									|
% 63.17/28.22  																									| Simplifying 424 yields:
% 63.17/28.22  																									| (425) e4 = e3
% 63.17/28.22  																									|
% 63.17/28.22  																									| Equations (425) can reduce 188 to:
% 63.17/28.22  																									| (266) $false
% 63.17/28.22  																									|
% 63.17/28.22  																									|-The branch is then unsatisfiable
% 63.17/28.22  																								|-Branch two:
% 63.17/28.22  																								| (60427)  ~ (all_0_54_54 = e3)
% 63.17/28.22  																								| (62553) all_0_55_55 = e3 | all_0_56_56 = e3 | all_0_58_58 = e3
% 63.17/28.22  																								|
% 63.17/28.22  																									+-Applying beta-rule and splitting (62553), into two cases.
% 63.17/28.22  																									|-Branch one:
% 63.17/28.22  																									| (2336) all_0_55_55 = e3
% 63.17/28.22  																									|
% 63.17/28.22  																										| Combining equations (629,2336) yields a new equation:
% 63.17/28.22  																										| (455) e3 = e1
% 63.17/28.22  																										|
% 63.17/28.22  																										| Equations (455) can reduce 213 to:
% 63.17/28.22  																										| (266) $false
% 63.17/28.22  																										|
% 63.17/28.22  																										|-The branch is then unsatisfiable
% 63.17/28.22  																									|-Branch two:
% 63.17/28.22  																									| (270)  ~ (all_0_55_55 = e3)
% 63.17/28.22  																									| (62557) all_0_56_56 = e3 | all_0_58_58 = e3
% 63.17/28.22  																									|
% 63.17/28.22  																										+-Applying beta-rule and splitting (144), into two cases.
% 63.17/28.22  																										|-Branch one:
% 63.17/28.22  																										| (403) all_0_41_41 = e3
% 63.17/28.22  																										|
% 63.17/28.22  																											| Equations (403) can reduce 85 to:
% 63.17/28.22  																											| (212)  ~ (e3 = e2)
% 63.17/28.22  																											|
% 63.17/28.22  																											+-Applying beta-rule and splitting (62557), into two cases.
% 63.17/28.22  																											|-Branch one:
% 63.17/28.22  																											| (1097) all_0_56_56 = e3
% 63.17/28.22  																											|
% 63.17/28.22  																												| Combining equations (833,1097) yields a new equation:
% 63.17/28.22  																												| (662) e3 = e2
% 63.17/28.22  																												|
% 63.17/28.22  																												| Equations (662) can reduce 212 to:
% 63.17/28.22  																												| (266) $false
% 63.17/28.22  																												|
% 63.17/28.22  																												|-The branch is then unsatisfiable
% 63.17/28.22  																											|-Branch two:
% 63.17/28.22  																											| (272)  ~ (all_0_56_56 = e3)
% 63.17/28.22  																											| (795) all_0_58_58 = e3
% 63.17/28.22  																											|
% 63.17/28.22  																												| Equations (795) can reduce 10 to:
% 63.17/28.22  																												| (903)  ~ (all_0_53_53 = e3)
% 63.17/28.22  																												|
% 63.17/28.22  																												| From (795) and (245) follows:
% 63.17/28.22  																												| (60701) op(e0, e0) = e3
% 63.17/28.22  																												|
% 63.17/28.22  																												+-Applying beta-rule and splitting (152), into two cases.
% 63.17/28.22  																												|-Branch one:
% 63.17/28.22  																												| (1392) all_0_42_42 = e4
% 63.17/28.22  																												|
% 63.17/28.22  																													| Equations (1392) can reduce 1890 to:
% 63.17/28.22  																													| (266) $false
% 63.17/28.22  																													|
% 63.17/28.22  																													|-The branch is then unsatisfiable
% 63.17/28.22  																												|-Branch two:
% 63.17/28.22  																												| (1890)  ~ (all_0_42_42 = e4)
% 63.17/28.22  																												| (1969) all_0_42_42 = e3 | all_0_42_42 = e1 | all_0_42_42 = e0
% 63.17/28.22  																												|
% 63.17/28.22  																													+-Applying beta-rule and splitting (196), into two cases.
% 63.17/28.22  																													|-Branch one:
% 63.17/28.22  																													| (607) all_0_53_53 = e2
% 63.17/28.22  																													|
% 63.17/28.22  																														| Equations (607) can reduce 509 to:
% 63.17/28.22  																														| (266) $false
% 63.17/28.22  																														|
% 63.17/28.22  																														|-The branch is then unsatisfiable
% 63.17/28.22  																													|-Branch two:
% 63.17/28.22  																													| (509)  ~ (all_0_53_53 = e2)
% 63.17/28.22  																													| (610) all_0_53_53 = e4 | all_0_53_53 = e3 | all_0_53_53 = e1
% 63.17/28.22  																													|
% 63.17/28.22  																														+-Applying beta-rule and splitting (610), into two cases.
% 63.17/28.22  																														|-Branch one:
% 63.17/28.22  																														| (1298) all_0_53_53 = e4
% 63.17/28.22  																														|
% 63.17/28.22  																															| Equations (1298) can reduce 1453 to:
% 63.17/28.22  																															| (266) $false
% 63.17/28.22  																															|
% 63.17/28.22  																															|-The branch is then unsatisfiable
% 63.17/28.22  																														|-Branch two:
% 63.17/28.22  																														| (1453)  ~ (all_0_53_53 = e4)
% 63.17/28.22  																														| (1694) all_0_53_53 = e3 | all_0_53_53 = e1
% 63.17/28.22  																														|
% 63.17/28.22  																															+-Applying beta-rule and splitting (1694), into two cases.
% 63.17/28.22  																															|-Branch one:
% 63.17/28.22  																															| (1208) all_0_53_53 = e1
% 63.17/28.22  																															|
% 63.17/28.22  																																| Equations (1208) can reduce 6 to:
% 63.17/28.22  																																| (464)  ~ (all_0_51_51 = e1)
% 63.17/28.22  																																|
% 63.17/28.23  																																| Equations (1208) can reduce 509 to:
% 63.17/28.23  																																| (604)  ~ (e2 = e1)
% 63.17/28.23  																																|
% 63.17/28.23  																																| Simplifying 604 yields:
% 63.17/28.23  																																| (122)  ~ (e2 = e1)
% 63.17/28.23  																																|
% 63.17/28.23  																																| Equations (1208) can reduce 247 to:
% 63.17/28.23  																																| (233)  ~ (e1 = e0)
% 63.17/28.23  																																|
% 63.17/28.23  																																+-Applying beta-rule and splitting (7), into two cases.
% 63.17/28.23  																																|-Branch one:
% 63.17/28.23  																																| (504) all_0_51_51 = e2
% 63.17/28.23  																																|
% 63.17/28.23  																																	| Equations (504) can reduce 1099 to:
% 63.17/28.23  																																	| (266) $false
% 63.17/28.23  																																	|
% 63.17/28.23  																																	|-The branch is then unsatisfiable
% 63.17/28.23  																																|-Branch two:
% 63.17/28.23  																																| (1099)  ~ (all_0_51_51 = e2)
% 63.17/28.23  																																| (1100) all_0_51_51 = e4 | all_0_51_51 = e3 | all_0_51_51 = e1
% 63.17/28.23  																																|
% 63.17/28.23  																																	+-Applying beta-rule and splitting (131), into two cases.
% 63.17/28.23  																																	|-Branch one:
% 63.17/28.23  																																	| (459) all_0_42_42 = e1
% 63.17/28.23  																																	|
% 63.17/28.23  																																		| Equations (459) can reduce 1380 to:
% 63.17/28.23  																																		| (266) $false
% 63.17/28.23  																																		|
% 63.17/28.23  																																		|-The branch is then unsatisfiable
% 63.17/28.23  																																	|-Branch two:
% 63.17/28.23  																																	| (1380)  ~ (all_0_42_42 = e1)
% 63.17/28.23  																																	| (3259) all_0_47_47 = e1 | all_0_51_51 = e1 | all_0_56_56 = e1
% 63.17/28.23  																																	|
% 63.17/28.23  																																		+-Applying beta-rule and splitting (1100), into two cases.
% 63.17/28.23  																																		|-Branch one:
% 63.17/28.23  																																		| (1101) all_0_51_51 = e4
% 63.17/28.23  																																		|
% 63.17/28.23  																																			| Equations (1101) can reduce 475 to:
% 63.17/28.23  																																			| (266) $false
% 63.17/28.23  																																			|
% 63.17/28.23  																																			|-The branch is then unsatisfiable
% 63.17/28.23  																																		|-Branch two:
% 63.17/28.23  																																		| (475)  ~ (all_0_51_51 = e4)
% 63.17/28.23  																																		| (1104) all_0_51_51 = e3 | all_0_51_51 = e1
% 63.17/28.23  																																		|
% 63.17/28.23  																																			+-Applying beta-rule and splitting (3259), into two cases.
% 63.17/28.23  																																			|-Branch one:
% 63.17/28.23  																																			| (654) all_0_47_47 = e1
% 63.17/28.23  																																			|
% 63.17/28.23  																																				| Equations (654) can reduce 198 to:
% 63.17/28.23  																																				| (1380)  ~ (all_0_42_42 = e1)
% 63.17/28.23  																																				|
% 63.17/28.23  																																				| Equations (654) can reduce 86 to:
% 63.17/28.23  																																				| (1419)  ~ (all_0_49_49 = e1)
% 63.17/28.23  																																				|
% 63.17/28.23  																																				| Simplifying 1419 yields:
% 63.17/28.23  																																				| (1064)  ~ (all_0_49_49 = e1)
% 63.17/28.23  																																				|
% 63.17/28.23  																																				| Equations (654) can reduce 224 to:
% 63.17/28.23  																																				| (463)  ~ (all_0_51_51 = e1)
% 63.17/28.23  																																				|
% 63.17/28.23  																																				| Simplifying 463 yields:
% 63.17/28.23  																																				| (464)  ~ (all_0_51_51 = e1)
% 63.17/28.23  																																				|
% 63.17/28.23  																																				| Equations (654) can reduce 252 to:
% 63.17/28.23  																																				| (602)  ~ (e4 = e1)
% 63.17/28.23  																																				|
% 63.17/28.23  																																				| Simplifying 602 yields:
% 63.17/28.23  																																				| (110)  ~ (e4 = e1)
% 63.17/28.23  																																				|
% 63.17/28.23  																																				+-Applying beta-rule and splitting (104), into two cases.
% 63.17/28.23  																																				|-Branch one:
% 63.17/28.23  																																				| (480) all_0_39_39 = e0
% 63.17/28.23  																																				|
% 63.17/28.23  																																					| Combining equations (480,471) yields a new equation:
% 63.17/28.23  																																					| (397) e4 = e0
% 63.17/28.23  																																					|
% 63.17/28.23  																																					| Equations (397) can reduce 49 to:
% 63.17/28.23  																																					| (266) $false
% 63.17/28.23  																																					|
% 63.17/28.23  																																					|-The branch is then unsatisfiable
% 63.17/28.23  																																				|-Branch two:
% 63.17/28.23  																																				| (484)  ~ (all_0_39_39 = e0)
% 63.17/28.23  																																				| (558) all_0_42_42 = e0 | all_0_47_47 = e0 | all_0_56_56 = e0
% 63.17/28.23  																																				|
% 63.17/28.23  																																					| Equations (471) can reduce 484 to:
% 63.17/28.23  																																					| (49)  ~ (e4 = e0)
% 63.17/28.23  																																					|
% 63.17/28.23  																																					+-Applying beta-rule and splitting (184), into two cases.
% 63.17/28.23  																																					|-Branch one:
% 63.17/28.23  																																					| (538) all_0_46_46 = e0
% 63.17/28.23  																																					|
% 63.17/28.23  																																						| Combining equations (770,538) yields a new equation:
% 63.17/28.23  																																						| (481) e4 = e0
% 63.17/28.23  																																						|
% 63.17/28.23  																																						| Simplifying 481 yields:
% 63.17/28.23  																																						| (397) e4 = e0
% 63.17/28.23  																																						|
% 63.17/28.23  																																						| Equations (397) can reduce 49 to:
% 63.17/28.23  																																						| (266) $false
% 63.17/28.23  																																						|
% 63.17/28.23  																																						|-The branch is then unsatisfiable
% 63.17/28.23  																																					|-Branch two:
% 63.17/28.23  																																					| (831)  ~ (all_0_46_46 = e0)
% 63.17/28.23  																																					| (832) all_0_47_47 = e0 | all_0_48_48 = e0 | all_0_49_49 = e0
% 63.17/28.23  																																					|
% 63.17/28.23  																																						+-Applying beta-rule and splitting (558), into two cases.
% 63.17/28.23  																																						|-Branch one:
% 63.17/28.23  																																						| (559) all_0_42_42 = e0
% 63.17/28.23  																																						|
% 63.17/28.23  																																							| Equations (559) can reduce 1890 to:
% 63.17/28.23  																																							| (401)  ~ (e4 = e0)
% 63.17/28.23  																																							|
% 63.17/28.23  																																							| Simplifying 401 yields:
% 63.17/28.23  																																							| (49)  ~ (e4 = e0)
% 63.17/28.23  																																							|
% 63.17/28.23  																																							| Equations (559) can reduce 51 to:
% 63.17/28.23  																																							| (365)  ~ (e2 = e0)
% 63.17/28.23  																																							|
% 63.17/28.23  																																							| Simplifying 365 yields:
% 63.17/28.23  																																							| (128)  ~ (e2 = e0)
% 63.17/28.23  																																							|
% 63.17/28.23  																																							| Equations (559) can reduce 1380 to:
% 63.17/28.23  																																							| (435)  ~ (e1 = e0)
% 63.17/28.23  																																							|
% 63.17/28.23  																																							| Simplifying 435 yields:
% 63.17/28.23  																																							| (233)  ~ (e1 = e0)
% 63.17/28.23  																																							|
% 63.17/28.23  																																							+-Applying beta-rule and splitting (1104), into two cases.
% 63.17/28.23  																																							|-Branch one:
% 63.17/28.23  																																							| (1109) all_0_51_51 = e1
% 63.17/28.23  																																							|
% 63.17/28.23  																																								| Equations (1109) can reduce 464 to:
% 63.17/28.23  																																								| (266) $false
% 63.17/28.23  																																								|
% 63.17/28.23  																																								|-The branch is then unsatisfiable
% 63.17/28.23  																																							|-Branch two:
% 63.17/28.23  																																							| (464)  ~ (all_0_51_51 = e1)
% 63.17/28.23  																																							| (660) all_0_51_51 = e3
% 63.17/28.23  																																							|
% 63.17/28.23  																																								| From (660) and (186) follows:
% 63.17/28.23  																																								| (1552) op(e1, e2) = e3
% 63.17/28.23  																																								|
% 63.17/28.23  																																								+-Applying beta-rule and splitting (441), into two cases.
% 63.17/28.23  																																								|-Branch one:
% 63.17/28.23  																																								| (1392) all_0_42_42 = e4
% 63.17/28.23  																																								|
% 63.17/28.23  																																									| Combining equations (1392,559) yields a new equation:
% 63.17/28.23  																																									| (481) e4 = e0
% 63.17/28.23  																																									|
% 63.17/28.23  																																									| Simplifying 481 yields:
% 63.17/28.23  																																									| (397) e4 = e0
% 63.17/28.23  																																									|
% 63.17/28.23  																																									| Equations (397) can reduce 49 to:
% 63.17/28.23  																																									| (266) $false
% 63.17/28.23  																																									|
% 63.17/28.23  																																									|-The branch is then unsatisfiable
% 63.17/28.23  																																								|-Branch two:
% 63.17/28.23  																																								| (1890)  ~ (all_0_42_42 = e4)
% 63.17/28.23  																																								| (1891) all_0_43_43 = e4 | all_0_44_44 = e4
% 63.17/28.23  																																								|
% 63.17/28.23  																																									+-Applying beta-rule and splitting (26), into two cases.
% 63.17/28.23  																																									|-Branch one:
% 63.17/28.23  																																									| (446) all_0_44_44 = e4
% 63.17/28.23  																																									|
% 63.17/28.23  																																										| From (446) and (138) follows:
% 63.17/28.23  																																										| (4646) op(e3, e0) = e4
% 63.17/28.23  																																										|
% 63.17/28.23  																																										+-Applying beta-rule and splitting (832), into two cases.
% 63.17/28.23  																																										|-Branch one:
% 63.17/28.23  																																										| (674) all_0_47_47 = e0
% 63.17/28.23  																																										|
% 63.17/28.23  																																											| Combining equations (654,674) yields a new equation:
% 63.17/28.23  																																											| (546) e1 = e0
% 63.17/28.23  																																											|
% 63.17/28.23  																																											| Simplifying 546 yields:
% 63.17/28.23  																																											| (431) e1 = e0
% 63.17/28.23  																																											|
% 63.17/28.23  																																											| Equations (431) can reduce 233 to:
% 63.17/28.23  																																											| (266) $false
% 63.17/28.23  																																											|
% 63.17/28.23  																																											|-The branch is then unsatisfiable
% 63.17/28.23  																																										|-Branch two:
% 63.17/28.23  																																										| (678)  ~ (all_0_47_47 = e0)
% 63.17/28.23  																																										| (1278) all_0_48_48 = e0 | all_0_49_49 = e0
% 63.17/28.23  																																										|
% 63.17/28.23  																																											+-Applying beta-rule and splitting (1278), into two cases.
% 63.17/28.23  																																											|-Branch one:
% 63.17/28.23  																																											| (1279) all_0_48_48 = e0
% 63.17/28.23  																																											|
% 63.17/28.23  																																												| Combining equations (335,1279) yields a new equation:
% 63.17/28.23  																																												| (391) e2 = e0
% 63.17/28.23  																																												|
% 63.17/28.23  																																												| Simplifying 391 yields:
% 63.17/28.23  																																												| (330) e2 = e0
% 63.17/28.23  																																												|
% 63.17/28.23  																																												| Equations (330) can reduce 128 to:
% 63.17/28.23  																																												| (266) $false
% 63.17/28.23  																																												|
% 63.17/28.23  																																												|-The branch is then unsatisfiable
% 63.17/28.23  																																											|-Branch two:
% 63.17/28.23  																																											| (1283)  ~ (all_0_48_48 = e0)
% 63.17/28.23  																																											| (978) all_0_49_49 = e0
% 63.17/28.23  																																											|
% 63.17/28.23  																																												| Equations (978) can reduce 1064 to:
% 63.17/28.23  																																												| (435)  ~ (e1 = e0)
% 63.17/28.23  																																												|
% 63.17/28.23  																																												| Simplifying 435 yields:
% 63.17/28.23  																																												| (233)  ~ (e1 = e0)
% 63.17/28.23  																																												|
% 63.17/28.23  																																												+-Applying beta-rule and splitting (56), into two cases.
% 63.17/28.23  																																												|-Branch one:
% 63.17/28.23  																																												| (696) unit = e2
% 63.17/28.23  																																												|
% 63.17/28.23  																																													| From (696) and (211) follows:
% 63.17/28.23  																																													| (1612) op(e2, e1) = e1
% 63.17/28.23  																																													|
% 63.17/28.23  																																													| From (696) and (42) follows:
% 63.17/28.23  																																													| (1613) op(e0, e2) = e0
% 63.17/28.23  																																													|
% 63.17/28.23  																																													| Instantiating formula (29) with e2, e1, e1, e2 and discharging atoms op(e2, e1) = e2, op(e2, e1) = e1, yields:
% 63.17/28.23  																																													| (617) e2 = e1
% 63.17/28.23  																																													|
% 63.17/28.23  																																													| Instantiating formula (29) with e0, e2, e0, e2 and discharging atoms op(e0, e2) = e2, op(e0, e2) = e0, yields:
% 63.17/28.23  																																													| (330) e2 = e0
% 63.17/28.23  																																													|
% 63.17/28.23  																																													| Combining equations (617,330) yields a new equation:
% 63.17/28.23  																																													| (546) e1 = e0
% 63.17/28.23  																																													|
% 63.17/28.23  																																													| Simplifying 546 yields:
% 63.17/28.23  																																													| (431) e1 = e0
% 63.17/28.23  																																													|
% 63.17/28.23  																																													| Equations (431) can reduce 233 to:
% 63.17/28.23  																																													| (266) $false
% 63.17/28.23  																																													|
% 63.17/28.23  																																													|-The branch is then unsatisfiable
% 63.17/28.23  																																												|-Branch two:
% 63.17/28.23  																																												| (707)  ~ (unit = e2)
% 63.17/28.23  																																												| (708) unit = e4 | unit = e3 | unit = e1 | unit = e0
% 63.17/28.23  																																												|
% 63.17/28.23  																																													+-Applying beta-rule and splitting (708), into two cases.
% 63.17/28.23  																																													|-Branch one:
% 63.17/28.23  																																													| (709) unit = e4
% 63.17/28.23  																																													|
% 63.17/28.23  																																														| From (709) and (24) follows:
% 63.17/28.23  																																														| (33325) op(e4, e3) = e3
% 63.17/28.23  																																														|
% 63.17/28.23  																																														| From (709) and (211) follows:
% 63.17/28.23  																																														| (22527) op(e4, e1) = e1
% 63.17/28.23  																																														|
% 63.17/28.23  																																														| From (709) and (32) follows:
% 63.17/28.23  																																														| (712) op(e2, e4) = e2
% 63.17/28.23  																																														|
% 63.17/28.23  																																														| Instantiating formula (29) with e4, e3, e3, e0 and discharging atoms op(e4, e3) = e3, op(e4, e3) = e0, yields:
% 63.17/28.23  																																														| (676) e3 = e0
% 63.17/28.23  																																														|
% 63.17/28.23  																																														| Instantiating formula (29) with e4, e1, e1, e3 and discharging atoms op(e4, e1) = e3, op(e4, e1) = e1, yields:
% 63.17/28.23  																																														| (455) e3 = e1
% 63.17/28.23  																																														|
% 63.17/28.23  																																														| Instantiating formula (29) with e2, e4, e2, e3 and discharging atoms op(e2, e4) = e3, op(e2, e4) = e2, yields:
% 63.17/28.23  																																														| (662) e3 = e2
% 63.17/28.23  																																														|
% 63.17/28.23  																																														| Combining equations (455,662) yields a new equation:
% 63.17/28.23  																																														| (617) e2 = e1
% 63.17/28.23  																																														|
% 63.17/28.23  																																														| Combining equations (676,662) yields a new equation:
% 63.17/28.23  																																														| (330) e2 = e0
% 63.17/28.23  																																														|
% 63.17/28.23  																																														| Combining equations (617,330) yields a new equation:
% 63.17/28.23  																																														| (546) e1 = e0
% 63.17/28.23  																																														|
% 63.17/28.23  																																														| Simplifying 546 yields:
% 63.17/28.23  																																														| (431) e1 = e0
% 63.17/28.23  																																														|
% 63.17/28.23  																																														| Equations (431) can reduce 233 to:
% 63.17/28.23  																																														| (266) $false
% 63.17/28.23  																																														|
% 63.17/28.23  																																														|-The branch is then unsatisfiable
% 63.17/28.23  																																													|-Branch two:
% 63.17/28.23  																																													| (724)  ~ (unit = e4)
% 63.17/28.23  																																													| (725) unit = e3 | unit = e1 | unit = e0
% 63.17/28.23  																																													|
% 63.17/28.23  																																														+-Applying beta-rule and splitting (725), into two cases.
% 63.17/28.23  																																														|-Branch one:
% 63.17/28.23  																																														| (726) unit = e0
% 63.17/28.23  																																														|
% 63.17/28.23  																																															| From (726) and (24) follows:
% 63.17/28.23  																																															| (2208) op(e0, e3) = e3
% 63.17/28.23  																																															|
% 63.17/28.23  																																															| From (726) and (42) follows:
% 63.17/28.23  																																															| (728) op(e0, e0) = e0
% 63.17/28.23  																																															|
% 63.17/28.23  																																															| Instantiating formula (29) with e0, e3, e3, e1 and discharging atoms op(e0, e3) = e3, op(e0, e3) = e1, yields:
% 63.17/28.23  																																															| (455) e3 = e1
% 63.17/28.23  																																															|
% 63.17/28.23  																																															| Instantiating formula (29) with e0, e0, e0, e3 and discharging atoms op(e0, e0) = e3, op(e0, e0) = e0, yields:
% 63.17/28.23  																																															| (676) e3 = e0
% 63.17/28.23  																																															|
% 63.17/28.23  																																															| Combining equations (455,676) yields a new equation:
% 63.17/28.23  																																															| (546) e1 = e0
% 63.17/28.23  																																															|
% 63.17/28.23  																																															| Simplifying 546 yields:
% 63.17/28.23  																																															| (431) e1 = e0
% 63.17/28.23  																																															|
% 63.17/28.23  																																															| Equations (431) can reduce 233 to:
% 63.17/28.23  																																															| (266) $false
% 63.17/28.23  																																															|
% 63.17/28.23  																																															|-The branch is then unsatisfiable
% 63.17/28.23  																																														|-Branch two:
% 63.17/28.23  																																														| (734)  ~ (unit = e0)
% 63.17/28.23  																																														| (735) unit = e3 | unit = e1
% 63.17/28.23  																																														|
% 63.17/28.23  																																															+-Applying beta-rule and splitting (735), into two cases.
% 63.17/28.23  																																															|-Branch one:
% 63.17/28.23  																																															| (736) unit = e1
% 63.17/28.23  																																															|
% 63.17/28.23  																																																| Equations (736) can reduce 734 to:
% 63.17/28.23  																																																| (233)  ~ (e1 = e0)
% 63.17/28.23  																																																|
% 63.17/28.23  																																																| From (736) and (244) follows:
% 63.17/28.23  																																																| (738) op(e1, e4) = e4
% 63.17/28.23  																																																|
% 63.17/28.23  																																																| From (736) and (15) follows:
% 63.17/28.23  																																																| (515) op(e1, e2) = e2
% 63.17/28.23  																																																|
% 63.17/28.23  																																																| From (736) and (227) follows:
% 63.17/28.23  																																																| (739) op(e4, e1) = e4
% 63.17/28.23  																																																|
% 63.17/28.23  																																																| From (736) and (28) follows:
% 63.17/28.23  																																																| (740) op(e1, e1) = e1
% 63.17/28.23  																																																|
% 63.17/28.23  																																																| Instantiating formula (29) with e4, e1, e4, e3 and discharging atoms op(e4, e1) = e4, op(e4, e1) = e3, yields:
% 63.17/28.23  																																																| (425) e4 = e3
% 63.17/28.23  																																																|
% 63.17/28.23  																																																| Instantiating formula (29) with e1, e4, e4, e0 and discharging atoms op(e1, e4) = e4, op(e1, e4) = e0, yields:
% 63.17/28.23  																																																| (397) e4 = e0
% 63.17/28.23  																																																|
% 63.17/28.23  																																																| Instantiating formula (29) with e1, e2, e2, e3 and discharging atoms op(e1, e2) = e3, op(e1, e2) = e2, yields:
% 63.17/28.23  																																																| (662) e3 = e2
% 63.17/28.23  																																																|
% 63.17/28.23  																																																| Instantiating formula (29) with e1, e1, e1, e4 and discharging atoms op(e1, e1) = e4, op(e1, e1) = e1, yields:
% 63.17/28.23  																																																| (630) e4 = e1
% 63.17/28.23  																																																|
% 63.17/28.23  																																																| Combining equations (630,425) yields a new equation:
% 63.17/28.23  																																																| (455) e3 = e1
% 63.17/28.23  																																																|
% 63.17/28.23  																																																| Combining equations (397,425) yields a new equation:
% 63.17/28.23  																																																| (676) e3 = e0
% 63.17/28.23  																																																|
% 63.17/28.23  																																																| Combining equations (676,662) yields a new equation:
% 63.17/28.23  																																																| (330) e2 = e0
% 63.17/28.23  																																																|
% 63.17/28.23  																																																| Combining equations (455,662) yields a new equation:
% 63.17/28.23  																																																| (617) e2 = e1
% 63.17/28.23  																																																|
% 63.17/28.23  																																																| Combining equations (617,330) yields a new equation:
% 63.17/28.23  																																																| (546) e1 = e0
% 63.17/28.23  																																																|
% 63.17/28.23  																																																| Simplifying 546 yields:
% 63.17/28.23  																																																| (431) e1 = e0
% 63.17/28.23  																																																|
% 63.17/28.23  																																																| Equations (431) can reduce 233 to:
% 63.17/28.23  																																																| (266) $false
% 63.17/28.23  																																																|
% 63.17/28.23  																																																|-The branch is then unsatisfiable
% 63.17/28.23  																																															|-Branch two:
% 63.17/28.23  																																															| (748)  ~ (unit = e1)
% 63.17/28.23  																																															| (749) unit = e3
% 63.17/28.23  																																															|
% 63.17/28.23  																																																| From (749) and (209) follows:
% 63.17/28.23  																																																| (1667) op(e3, e0) = e0
% 63.17/28.23  																																																|
% 63.17/28.23  																																																| From (749) and (32) follows:
% 63.17/28.23  																																																| (5793) op(e2, e3) = e2
% 63.17/28.23  																																																|
% 63.17/28.23  																																																| From (749) and (28) follows:
% 63.17/28.23  																																																| (2235) op(e1, e3) = e1
% 63.17/28.23  																																																|
% 63.17/28.23  																																																| Instantiating formula (29) with e3, e0, e0, e4 and discharging atoms op(e3, e0) = e4, op(e3, e0) = e0, yields:
% 63.17/28.23  																																																| (397) e4 = e0
% 63.17/28.23  																																																|
% 63.17/28.23  																																																| Instantiating formula (29) with e2, e3, e2, e4 and discharging atoms op(e2, e3) = e4, op(e2, e3) = e2, yields:
% 63.17/28.23  																																																| (323) e4 = e2
% 63.17/28.23  																																																|
% 63.17/28.23  																																																| Instantiating formula (29) with e1, e3, e1, e2 and discharging atoms op(e1, e3) = e2, op(e1, e3) = e1, yields:
% 63.17/28.23  																																																| (617) e2 = e1
% 63.17/28.23  																																																|
% 63.17/28.23  																																																| Combining equations (397,323) yields a new equation:
% 63.17/28.23  																																																| (330) e2 = e0
% 63.17/28.23  																																																|
% 63.17/28.23  																																																| Combining equations (330,617) yields a new equation:
% 63.17/28.23  																																																| (431) e1 = e0
% 63.17/28.23  																																																|
% 63.17/28.23  																																																| Equations (431) can reduce 233 to:
% 63.17/28.23  																																																| (266) $false
% 63.17/28.23  																																																|
% 63.17/28.23  																																																|-The branch is then unsatisfiable
% 63.17/28.23  																																									|-Branch two:
% 63.17/28.23  																																									| (1390)  ~ (all_0_44_44 = e4)
% 63.17/28.23  																																									| (1391) all_0_44_44 = e3 | all_0_44_44 = e1 | all_0_44_44 = e0
% 63.17/28.23  																																									|
% 63.17/28.23  																																										+-Applying beta-rule and splitting (1891), into two cases.
% 63.17/28.23  																																										|-Branch one:
% 63.17/28.23  																																										| (396) all_0_43_43 = e4
% 63.17/28.23  																																										|
% 63.17/28.23  																																											| Combining equations (430,396) yields a new equation:
% 63.17/28.23  																																											| (630) e4 = e1
% 63.17/28.23  																																											|
% 63.17/28.23  																																											| Equations (630) can reduce 110 to:
% 63.17/28.23  																																											| (266) $false
% 63.17/28.23  																																											|
% 63.17/28.23  																																											|-The branch is then unsatisfiable
% 63.17/28.23  																																										|-Branch two:
% 63.17/28.23  																																										| (399)  ~ (all_0_43_43 = e4)
% 63.17/28.23  																																										| (446) all_0_44_44 = e4
% 63.17/28.23  																																										|
% 63.17/28.23  																																											| Equations (446) can reduce 1390 to:
% 63.17/28.23  																																											| (266) $false
% 63.17/28.23  																																											|
% 63.17/28.23  																																											|-The branch is then unsatisfiable
% 63.17/28.23  																																						|-Branch two:
% 63.17/28.23  																																						| (358)  ~ (all_0_42_42 = e0)
% 63.17/28.23  																																						| (563) all_0_47_47 = e0 | all_0_56_56 = e0
% 63.17/28.23  																																						|
% 63.17/28.23  																																							+-Applying beta-rule and splitting (563), into two cases.
% 63.17/28.23  																																							|-Branch one:
% 63.17/28.23  																																							| (674) all_0_47_47 = e0
% 63.17/28.23  																																							|
% 63.17/28.23  																																								| Combining equations (674,654) yields a new equation:
% 63.17/28.23  																																								| (431) e1 = e0
% 63.17/28.23  																																								|
% 63.17/28.23  																																								| Equations (431) can reduce 233 to:
% 63.17/28.23  																																								| (266) $false
% 63.17/28.23  																																								|
% 63.17/28.23  																																								|-The branch is then unsatisfiable
% 63.17/28.23  																																							|-Branch two:
% 63.17/28.23  																																							| (678)  ~ (all_0_47_47 = e0)
% 63.17/28.23  																																							| (679) all_0_56_56 = e0
% 63.17/28.23  																																							|
% 63.17/28.23  																																								| Combining equations (833,679) yields a new equation:
% 63.17/28.23  																																								| (391) e2 = e0
% 63.17/28.23  																																								|
% 63.17/28.23  																																								| Simplifying 391 yields:
% 63.17/28.23  																																								| (330) e2 = e0
% 63.17/28.23  																																								|
% 63.17/28.23  																																								| Equations (330) can reduce 128 to:
% 63.17/28.23  																																								| (266) $false
% 63.17/28.23  																																								|
% 63.17/28.23  																																								|-The branch is then unsatisfiable
% 63.17/28.23  																																			|-Branch two:
% 63.17/28.23  																																			| (462)  ~ (all_0_47_47 = e1)
% 63.17/28.23  																																			| (3264) all_0_51_51 = e1 | all_0_56_56 = e1
% 63.17/28.23  																																			|
% 63.17/28.23  																																				+-Applying beta-rule and splitting (1104), into two cases.
% 63.17/28.23  																																				|-Branch one:
% 63.17/28.23  																																				| (1109) all_0_51_51 = e1
% 63.17/28.23  																																				|
% 63.17/28.23  																																					| Equations (1109) can reduce 464 to:
% 63.17/28.23  																																					| (266) $false
% 63.17/28.23  																																					|
% 63.17/28.23  																																					|-The branch is then unsatisfiable
% 63.17/28.23  																																				|-Branch two:
% 63.17/28.23  																																				| (464)  ~ (all_0_51_51 = e1)
% 63.17/28.23  																																				| (660) all_0_51_51 = e3
% 63.17/28.23  																																				|
% 63.17/28.23  																																					| Equations (660) can reduce 464 to:
% 63.17/28.23  																																					| (213)  ~ (e3 = e1)
% 63.17/28.23  																																					|
% 63.17/28.23  																																					+-Applying beta-rule and splitting (3264), into two cases.
% 63.17/28.23  																																					|-Branch one:
% 63.17/28.23  																																					| (1109) all_0_51_51 = e1
% 63.17/28.23  																																					|
% 63.17/28.23  																																						| Combining equations (660,1109) yields a new equation:
% 63.17/28.23  																																						| (454) e3 = e1
% 63.17/28.23  																																						|
% 63.17/28.23  																																						| Simplifying 454 yields:
% 63.17/28.23  																																						| (455) e3 = e1
% 63.17/28.23  																																						|
% 63.17/28.23  																																						| Equations (455) can reduce 213 to:
% 63.17/28.23  																																						| (266) $false
% 63.17/28.23  																																						|
% 63.17/28.23  																																						|-The branch is then unsatisfiable
% 63.17/28.23  																																					|-Branch two:
% 63.17/28.23  																																					| (464)  ~ (all_0_51_51 = e1)
% 63.17/28.23  																																					| (1569) all_0_56_56 = e1
% 63.17/28.23  																																					|
% 63.17/28.23  																																						| Combining equations (1569,833) yields a new equation:
% 63.17/28.23  																																						| (617) e2 = e1
% 63.17/28.23  																																						|
% 63.17/28.23  																																						| Equations (617) can reduce 122 to:
% 63.17/28.23  																																						| (266) $false
% 63.17/28.23  																																						|
% 63.17/28.23  																																						|-The branch is then unsatisfiable
% 63.17/28.23  																															|-Branch two:
% 63.17/28.23  																															| (1459)  ~ (all_0_53_53 = e1)
% 63.17/28.24  																															| (665) all_0_53_53 = e3
% 63.17/28.24  																															|
% 63.17/28.24  																																| Equations (665) can reduce 903 to:
% 63.17/28.24  																																| (266) $false
% 63.17/28.24  																																|
% 63.17/28.24  																																|-The branch is then unsatisfiable
% 63.17/28.24  																										|-Branch two:
% 63.17/28.24  																										| (1898)  ~ (all_0_41_41 = e3)
% 63.17/28.24  																										| (1923) all_0_46_46 = e3 | all_0_50_50 = e3 | all_0_55_55 = e3
% 63.17/28.24  																										|
% 63.17/28.24  																											+-Applying beta-rule and splitting (62557), into two cases.
% 63.17/28.24  																											|-Branch one:
% 63.17/28.24  																											| (1097) all_0_56_56 = e3
% 63.17/28.24  																											|
% 63.17/28.24  																												| Combining equations (833,1097) yields a new equation:
% 63.17/28.24  																												| (662) e3 = e2
% 63.17/28.24  																												|
% 63.17/28.24  																												| Equations (662) can reduce 212 to:
% 63.17/28.24  																												| (266) $false
% 63.17/28.24  																												|
% 63.17/28.24  																												|-The branch is then unsatisfiable
% 63.17/28.24  																											|-Branch two:
% 63.17/28.24  																											| (272)  ~ (all_0_56_56 = e3)
% 63.17/28.24  																											| (795) all_0_58_58 = e3
% 63.17/28.24  																											|
% 63.17/28.24  																												| Equations (795) can reduce 181 to:
% 63.17/28.24  																												| (407)  ~ (all_0_44_44 = e3)
% 63.17/28.24  																												|
% 63.17/28.24  																												| Equations (795) can reduce 10 to:
% 63.17/28.24  																												| (903)  ~ (all_0_53_53 = e3)
% 63.17/28.24  																												|
% 63.17/28.24  																												| Equations (795) can reduce 491 to:
% 63.17/28.24  																												| (80)  ~ (e3 = e0)
% 63.17/28.24  																												|
% 63.17/28.24  																												+-Applying beta-rule and splitting (113), into two cases.
% 63.17/28.24  																												|-Branch one:
% 63.17/28.24  																												| (403) all_0_41_41 = e3
% 63.17/28.24  																												|
% 63.17/28.24  																													| Equations (403) can reduce 1898 to:
% 63.17/28.24  																													| (266) $false
% 63.17/28.24  																													|
% 63.17/28.24  																													|-The branch is then unsatisfiable
% 63.17/28.24  																												|-Branch two:
% 63.17/28.24  																												| (1898)  ~ (all_0_41_41 = e3)
% 63.17/28.24  																												| (1899) all_0_42_42 = e3 | all_0_44_44 = e3
% 63.17/28.24  																												|
% 63.17/28.24  																													+-Applying beta-rule and splitting (1899), into two cases.
% 63.17/28.24  																													|-Branch one:
% 63.17/28.24  																													| (516) all_0_42_42 = e3
% 63.17/28.24  																													|
% 63.17/28.24  																														| Equations (516) can reduce 61 to:
% 63.17/28.24  																														| (1925)  ~ (all_0_51_51 = e3)
% 63.17/28.24  																														|
% 63.17/28.24  																														| Simplifying 1925 yields:
% 63.17/28.24  																														| (664)  ~ (all_0_51_51 = e3)
% 63.17/28.24  																														|
% 63.17/28.24  																														| Equations (516) can reduce 1380 to:
% 63.17/28.24  																														| (213)  ~ (e3 = e1)
% 63.17/28.24  																														|
% 63.17/28.24  																														+-Applying beta-rule and splitting (165), into two cases.
% 63.17/28.24  																														|-Branch one:
% 63.17/28.24  																														| (794) all_0_41_41 = e0
% 63.17/28.24  																														|
% 63.17/28.24  																															| Equations (794) can reduce 357 to:
% 63.17/28.24  																															| (266) $false
% 63.17/28.24  																															|
% 63.17/28.24  																															|-The branch is then unsatisfiable
% 63.17/28.24  																														|-Branch two:
% 63.17/28.24  																														| (357)  ~ (all_0_41_41 = e0)
% 63.17/28.24  																														| (6761) all_0_42_42 = e0 | all_0_43_43 = e0 | all_0_44_44 = e0
% 63.17/28.24  																														|
% 63.17/28.24  																															+-Applying beta-rule and splitting (104), into two cases.
% 63.17/28.24  																															|-Branch one:
% 63.17/28.24  																															| (480) all_0_39_39 = e0
% 63.17/28.24  																															|
% 63.17/28.24  																																| Combining equations (480,471) yields a new equation:
% 63.17/28.24  																																| (397) e4 = e0
% 63.17/28.24  																																|
% 63.17/28.24  																																| Equations (397) can reduce 49 to:
% 63.17/28.24  																																| (266) $false
% 63.17/28.24  																																|
% 63.17/28.24  																																|-The branch is then unsatisfiable
% 63.17/28.24  																															|-Branch two:
% 63.17/28.24  																															| (484)  ~ (all_0_39_39 = e0)
% 63.17/28.24  																															| (558) all_0_42_42 = e0 | all_0_47_47 = e0 | all_0_56_56 = e0
% 63.17/28.24  																															|
% 63.17/28.24  																																| Equations (471) can reduce 484 to:
% 63.17/28.24  																																| (49)  ~ (e4 = e0)
% 63.17/28.24  																																|
% 63.17/28.24  																																+-Applying beta-rule and splitting (6761), into two cases.
% 63.17/28.24  																																|-Branch one:
% 63.17/28.24  																																| (559) all_0_42_42 = e0
% 63.17/28.24  																																|
% 63.17/28.24  																																	| Combining equations (559,516) yields a new equation:
% 63.17/28.24  																																	| (676) e3 = e0
% 63.17/28.24  																																	|
% 63.17/28.24  																																	| Equations (676) can reduce 80 to:
% 63.17/28.24  																																	| (266) $false
% 63.17/28.24  																																	|
% 63.17/28.24  																																	|-The branch is then unsatisfiable
% 63.17/28.24  																																|-Branch two:
% 63.17/28.24  																																| (358)  ~ (all_0_42_42 = e0)
% 63.17/28.24  																																| (6766) all_0_43_43 = e0 | all_0_44_44 = e0
% 63.17/28.24  																																|
% 63.17/28.24  																																	+-Applying beta-rule and splitting (6766), into two cases.
% 63.17/28.24  																																	|-Branch one:
% 63.17/28.24  																																	| (356) all_0_43_43 = e0
% 63.17/28.24  																																	|
% 63.17/28.24  																																		| Combining equations (430,356) yields a new equation:
% 63.17/28.24  																																		| (546) e1 = e0
% 63.17/28.24  																																		|
% 63.17/28.24  																																		| Simplifying 546 yields:
% 63.17/28.24  																																		| (431) e1 = e0
% 63.17/28.24  																																		|
% 63.17/28.24  																																		| Equations (431) can reduce 233 to:
% 63.17/28.24  																																		| (266) $false
% 63.17/28.24  																																		|
% 63.17/28.24  																																		|-The branch is then unsatisfiable
% 63.17/28.24  																																	|-Branch two:
% 63.17/28.24  																																	| (5470)  ~ (all_0_43_43 = e0)
% 63.17/28.24  																																	| (1414) all_0_44_44 = e0
% 63.17/28.24  																																	|
% 63.17/28.24  																																		| Equations (1414) can reduce 9 to:
% 63.17/28.24  																																		| (486)  ~ (all_0_49_49 = e0)
% 63.17/28.24  																																		|
% 63.17/28.24  																																		| Simplifying 486 yields:
% 63.17/28.24  																																		| (487)  ~ (all_0_49_49 = e0)
% 63.17/28.24  																																		|
% 63.17/28.24  																																		| Equations (1414) can reduce 147 to:
% 63.17/28.24  																																		| (365)  ~ (e2 = e0)
% 63.17/28.24  																																		|
% 63.17/28.24  																																		| Simplifying 365 yields:
% 63.17/28.24  																																		| (128)  ~ (e2 = e0)
% 63.17/28.24  																																		|
% 63.17/28.24  																																		| Equations (1414) can reduce 639 to:
% 63.17/28.24  																																		| (435)  ~ (e1 = e0)
% 63.17/28.24  																																		|
% 63.17/28.24  																																		| Simplifying 435 yields:
% 63.17/28.24  																																		| (233)  ~ (e1 = e0)
% 63.17/28.24  																																		|
% 63.17/28.24  																																		+-Applying beta-rule and splitting (184), into two cases.
% 63.17/28.24  																																		|-Branch one:
% 63.17/28.24  																																		| (538) all_0_46_46 = e0
% 63.17/28.24  																																		|
% 63.17/28.24  																																			| Combining equations (770,538) yields a new equation:
% 63.17/28.24  																																			| (481) e4 = e0
% 63.17/28.24  																																			|
% 63.17/28.24  																																			| Simplifying 481 yields:
% 63.17/28.24  																																			| (397) e4 = e0
% 63.17/28.24  																																			|
% 63.17/28.24  																																			| Equations (397) can reduce 49 to:
% 63.17/28.24  																																			| (266) $false
% 63.17/28.24  																																			|
% 63.17/28.24  																																			|-The branch is then unsatisfiable
% 63.17/28.24  																																		|-Branch two:
% 63.17/28.24  																																		| (831)  ~ (all_0_46_46 = e0)
% 63.17/28.24  																																		| (832) all_0_47_47 = e0 | all_0_48_48 = e0 | all_0_49_49 = e0
% 63.17/28.24  																																		|
% 63.17/28.24  																																			+-Applying beta-rule and splitting (832), into two cases.
% 63.17/28.24  																																			|-Branch one:
% 63.17/28.24  																																			| (674) all_0_47_47 = e0
% 63.17/28.24  																																			|
% 63.17/28.24  																																				+-Applying beta-rule and splitting (131), into two cases.
% 63.17/28.24  																																				|-Branch one:
% 63.17/28.24  																																				| (459) all_0_42_42 = e1
% 63.17/28.24  																																				|
% 63.17/28.24  																																					| Combining equations (459,516) yields a new equation:
% 63.17/28.24  																																					| (455) e3 = e1
% 63.17/28.24  																																					|
% 63.17/28.24  																																					| Equations (455) can reduce 213 to:
% 63.17/28.24  																																					| (266) $false
% 63.17/28.24  																																					|
% 63.17/28.24  																																					|-The branch is then unsatisfiable
% 63.17/28.24  																																				|-Branch two:
% 63.17/28.24  																																				| (1380)  ~ (all_0_42_42 = e1)
% 63.17/28.24  																																				| (3259) all_0_47_47 = e1 | all_0_51_51 = e1 | all_0_56_56 = e1
% 63.17/28.24  																																				|
% 63.17/28.24  																																					+-Applying beta-rule and splitting (3259), into two cases.
% 63.17/28.24  																																					|-Branch one:
% 63.17/28.24  																																					| (654) all_0_47_47 = e1
% 63.17/28.24  																																					|
% 63.17/28.24  																																						| Combining equations (674,654) yields a new equation:
% 63.17/28.24  																																						| (431) e1 = e0
% 63.17/28.24  																																						|
% 63.17/28.24  																																						| Equations (431) can reduce 233 to:
% 63.17/28.24  																																						| (266) $false
% 63.17/28.24  																																						|
% 63.17/28.24  																																						|-The branch is then unsatisfiable
% 63.17/28.24  																																					|-Branch two:
% 63.17/28.24  																																					| (462)  ~ (all_0_47_47 = e1)
% 63.17/28.24  																																					| (3264) all_0_51_51 = e1 | all_0_56_56 = e1
% 63.17/28.24  																																					|
% 63.17/28.24  																																						+-Applying beta-rule and splitting (3264), into two cases.
% 63.17/28.24  																																						|-Branch one:
% 63.17/28.24  																																						| (1109) all_0_51_51 = e1
% 63.17/28.24  																																						|
% 63.17/28.24  																																							| Equations (1109) can reduce 664 to:
% 63.17/28.24  																																							| (467)  ~ (e3 = e1)
% 63.17/28.24  																																							|
% 63.17/28.24  																																							| Simplifying 467 yields:
% 63.17/28.24  																																							| (213)  ~ (e3 = e1)
% 63.17/28.24  																																							|
% 63.17/28.24  																																							+-Applying beta-rule and splitting (418), into two cases.
% 63.17/28.24  																																							|-Branch one:
% 63.17/28.24  																																							| (660) all_0_51_51 = e3
% 63.17/28.24  																																							|
% 63.17/28.24  																																								| Combining equations (1109,660) yields a new equation:
% 63.17/28.24  																																								| (455) e3 = e1
% 63.17/28.24  																																								|
% 63.17/28.24  																																								| Equations (455) can reduce 213 to:
% 63.17/28.24  																																								| (266) $false
% 63.17/28.24  																																								|
% 63.17/28.24  																																								|-The branch is then unsatisfiable
% 63.17/28.24  																																							|-Branch two:
% 63.17/28.24  																																							| (664)  ~ (all_0_51_51 = e3)
% 63.17/28.24  																																							| (665) all_0_53_53 = e3
% 63.17/28.24  																																							|
% 63.17/28.24  																																								| Equations (665) can reduce 903 to:
% 63.17/28.24  																																								| (266) $false
% 63.17/28.24  																																								|
% 63.17/28.24  																																								|-The branch is then unsatisfiable
% 63.17/28.24  																																						|-Branch two:
% 63.17/28.24  																																						| (464)  ~ (all_0_51_51 = e1)
% 63.17/28.24  																																						| (1569) all_0_56_56 = e1
% 63.17/28.24  																																						|
% 63.17/28.24  																																							| Combining equations (1569,833) yields a new equation:
% 63.17/28.24  																																							| (617) e2 = e1
% 63.17/28.24  																																							|
% 63.17/28.24  																																							| Equations (617) can reduce 122 to:
% 63.17/28.24  																																							| (266) $false
% 63.17/28.24  																																							|
% 63.17/28.24  																																							|-The branch is then unsatisfiable
% 63.17/28.24  																																			|-Branch two:
% 63.17/28.24  																																			| (678)  ~ (all_0_47_47 = e0)
% 63.17/28.24  																																			| (1278) all_0_48_48 = e0 | all_0_49_49 = e0
% 63.17/28.24  																																			|
% 63.17/28.24  																																				+-Applying beta-rule and splitting (1278), into two cases.
% 63.17/28.24  																																				|-Branch one:
% 63.17/28.24  																																				| (1279) all_0_48_48 = e0
% 63.17/28.24  																																				|
% 63.17/28.24  																																					| Combining equations (335,1279) yields a new equation:
% 63.17/28.24  																																					| (391) e2 = e0
% 63.17/28.24  																																					|
% 63.17/28.24  																																					| Simplifying 391 yields:
% 63.17/28.24  																																					| (330) e2 = e0
% 63.17/28.24  																																					|
% 63.17/28.24  																																					| Equations (330) can reduce 128 to:
% 63.17/28.24  																																					| (266) $false
% 63.17/28.24  																																					|
% 63.17/28.24  																																					|-The branch is then unsatisfiable
% 63.17/28.24  																																				|-Branch two:
% 63.17/28.24  																																				| (1283)  ~ (all_0_48_48 = e0)
% 63.17/28.24  																																				| (978) all_0_49_49 = e0
% 63.17/28.24  																																				|
% 63.17/28.24  																																					| Equations (978) can reduce 487 to:
% 63.17/28.24  																																					| (266) $false
% 63.17/28.24  																																					|
% 63.17/28.24  																																					|-The branch is then unsatisfiable
% 63.17/28.24  																													|-Branch two:
% 63.17/28.24  																													| (405)  ~ (all_0_42_42 = e3)
% 63.17/28.24  																													| (532) all_0_44_44 = e3
% 63.17/28.24  																													|
% 63.17/28.24  																														| Equations (532) can reduce 407 to:
% 63.17/28.24  																														| (266) $false
% 63.17/28.24  																														|
% 63.17/28.24  																														|-The branch is then unsatisfiable
% 63.17/28.24  																						|-Branch two:
% 63.17/28.24  																						| (250)  ~ (all_0_46_46 = e4)
% 63.17/28.24  																						| (1801) all_0_46_46 = e3 | all_0_46_46 = e1 | all_0_46_46 = e0
% 63.17/28.24  																						|
% 63.17/28.24  																							+-Applying beta-rule and splitting (1801), into two cases.
% 63.17/28.24  																							|-Branch one:
% 63.17/28.24  																							| (538) all_0_46_46 = e0
% 63.17/28.24  																							|
% 63.17/28.24  																								| Equations (538) can reduce 831 to:
% 63.17/28.24  																								| (266) $false
% 63.17/28.24  																								|
% 63.17/28.24  																								|-The branch is then unsatisfiable
% 63.17/28.24  																							|-Branch two:
% 63.17/28.24  																							| (831)  ~ (all_0_46_46 = e0)
% 63.17/28.24  																							| (1838) all_0_46_46 = e3 | all_0_46_46 = e1
% 63.17/28.24  																							|
% 63.17/28.24  																								+-Applying beta-rule and splitting (1838), into two cases.
% 63.17/28.24  																								|-Branch one:
% 63.17/28.24  																								| (545) all_0_46_46 = e1
% 63.17/28.24  																								|
% 63.17/28.24  																									| Equations (545) can reduce 549 to:
% 63.17/28.24  																									| (266) $false
% 63.17/28.24  																									|
% 63.17/28.24  																									|-The branch is then unsatisfiable
% 63.17/28.24  																								|-Branch two:
% 63.17/28.24  																								| (549)  ~ (all_0_46_46 = e1)
% 63.17/28.24  																								| (1557) all_0_46_46 = e3
% 63.17/28.24  																								|
% 63.17/28.24  																									| Equations (1557) can reduce 409 to:
% 63.17/28.24  																									| (266) $false
% 63.17/28.24  																									|
% 63.17/28.24  																									|-The branch is then unsatisfiable
% 63.17/28.24  																				|-Branch two:
% 63.17/28.24  																				| (632)  ~ (all_0_55_55 = e1)
% 63.17/28.24  																				| (633) all_0_56_56 = e1 | all_0_57_57 = e1 | all_0_58_58 = e1
% 63.17/28.24  																				|
% 63.17/28.24  																					+-Applying beta-rule and splitting (633), into two cases.
% 63.17/28.24  																					|-Branch one:
% 63.17/28.24  																					| (1569) all_0_56_56 = e1
% 63.17/28.24  																					|
% 63.17/28.24  																						| Combining equations (1569,833) yields a new equation:
% 63.17/28.24  																						| (617) e2 = e1
% 63.17/28.24  																						|
% 63.17/28.24  																						| Equations (617) can reduce 122 to:
% 63.17/28.24  																						| (266) $false
% 63.17/28.24  																						|
% 63.17/28.24  																						|-The branch is then unsatisfiable
% 63.17/28.24  																					|-Branch two:
% 63.17/28.24  																					| (466)  ~ (all_0_56_56 = e1)
% 63.17/28.24  																					| (1574) all_0_57_57 = e1 | all_0_58_58 = e1
% 63.17/28.24  																					|
% 63.17/28.24  																						| Equations (833) can reduce 466 to:
% 63.17/28.24  																						| (122)  ~ (e2 = e1)
% 63.17/28.24  																						|
% 63.17/28.24  																						+-Applying beta-rule and splitting (18), into two cases.
% 63.17/28.25  																						|-Branch one:
% 63.17/28.25  																						| (453) all_0_41_41 = e1
% 63.17/28.25  																						|
% 63.17/28.25  																							| Equations (453) can reduce 457 to:
% 63.17/28.25  																							| (266) $false
% 63.17/28.25  																							|
% 63.17/28.25  																							|-The branch is then unsatisfiable
% 63.17/28.25  																						|-Branch two:
% 63.17/28.25  																						| (457)  ~ (all_0_41_41 = e1)
% 63.17/28.25  																						| (595) all_0_46_46 = e1 | all_0_50_50 = e1 | all_0_55_55 = e1
% 63.17/28.25  																						|
% 63.17/28.25  																							+-Applying beta-rule and splitting (174), into two cases.
% 63.17/28.25  																							|-Branch one:
% 63.17/28.25  																							| (386) all_0_55_55 = e2
% 63.17/28.25  																							|
% 63.17/28.25  																								| Equations (386) can reduce 304 to:
% 63.17/28.25  																								| (266) $false
% 63.17/28.25  																								|
% 63.17/28.25  																								|-The branch is then unsatisfiable
% 63.17/28.25  																							|-Branch two:
% 63.17/28.25  																							| (304)  ~ (all_0_55_55 = e2)
% 63.17/28.25  																							| (2051) all_0_55_55 = e4 | all_0_55_55 = e3 | all_0_55_55 = e1 | all_0_55_55 = e0
% 63.17/28.25  																							|
% 63.17/28.25  																								+-Applying beta-rule and splitting (2051), into two cases.
% 63.17/28.25  																								|-Branch one:
% 63.17/28.25  																								| (587) all_0_55_55 = e4
% 63.17/28.25  																								|
% 63.17/28.25  																									| Equations (587) can reduce 763 to:
% 63.17/28.25  																									| (266) $false
% 63.17/28.25  																									|
% 63.17/28.25  																									|-The branch is then unsatisfiable
% 63.17/28.25  																								|-Branch two:
% 63.17/28.25  																								| (763)  ~ (all_0_55_55 = e4)
% 63.17/28.25  																								| (2055) all_0_55_55 = e3 | all_0_55_55 = e1 | all_0_55_55 = e0
% 63.17/28.25  																								|
% 63.17/28.25  																									+-Applying beta-rule and splitting (2055), into two cases.
% 63.17/28.25  																									|-Branch one:
% 63.17/28.25  																									| (858) all_0_55_55 = e0
% 63.17/28.25  																									|
% 63.17/28.25  																										| Equations (858) can reduce 803 to:
% 63.17/28.25  																										| (266) $false
% 63.17/28.25  																										|
% 63.17/28.25  																										|-The branch is then unsatisfiable
% 63.17/28.25  																									|-Branch two:
% 63.17/28.25  																									| (803)  ~ (all_0_55_55 = e0)
% 63.17/28.25  																									| (2315) all_0_55_55 = e3 | all_0_55_55 = e1
% 63.17/28.25  																									|
% 63.17/28.25  																										+-Applying beta-rule and splitting (595), into two cases.
% 63.17/28.25  																										|-Branch one:
% 63.17/28.25  																										| (545) all_0_46_46 = e1
% 63.17/28.25  																										|
% 63.17/28.25  																											| Equations (545) can reduce 43 to:
% 63.17/28.25  																											| (457)  ~ (all_0_41_41 = e1)
% 63.17/28.25  																											|
% 63.17/28.25  																											| Equations (545) can reduce 19 to:
% 63.17/28.25  																											| (461)  ~ (all_0_47_47 = e1)
% 63.17/28.25  																											|
% 63.17/28.25  																											| Simplifying 461 yields:
% 63.17/28.25  																											| (462)  ~ (all_0_47_47 = e1)
% 63.17/28.25  																											|
% 63.17/28.25  																											| Equations (545) can reduce 208 to:
% 63.17/28.25  																											| (1419)  ~ (all_0_49_49 = e1)
% 63.17/28.25  																											|
% 63.17/28.25  																											| Simplifying 1419 yields:
% 63.17/28.25  																											| (1064)  ~ (all_0_49_49 = e1)
% 63.17/28.25  																											|
% 63.17/28.25  																											| Equations (545) can reduce 300 to:
% 63.17/28.25  																											| (604)  ~ (e2 = e1)
% 63.17/28.25  																											|
% 63.17/28.25  																											| Simplifying 604 yields:
% 63.17/28.25  																											| (122)  ~ (e2 = e1)
% 63.17/28.25  																											|
% 63.17/28.25  																											+-Applying beta-rule and splitting (105), into two cases.
% 63.17/28.25  																											|-Branch one:
% 63.17/28.25  																											| (1105) all_0_47_47 = e2
% 63.17/28.25  																											|
% 63.17/28.25  																												| Equations (1105) can reduce 338 to:
% 63.17/28.25  																												| (266) $false
% 63.17/28.25  																												|
% 63.17/28.25  																												|-The branch is then unsatisfiable
% 63.17/28.25  																											|-Branch two:
% 63.17/28.25  																											| (338)  ~ (all_0_47_47 = e2)
% 63.17/28.25  																											| (1789) all_0_47_47 = e4 | all_0_47_47 = e3 | all_0_47_47 = e1 | all_0_47_47 = e0
% 63.17/28.25  																											|
% 63.17/28.25  																												+-Applying beta-rule and splitting (131), into two cases.
% 63.17/28.25  																												|-Branch one:
% 63.17/28.25  																												| (459) all_0_42_42 = e1
% 63.17/28.25  																												|
% 63.17/28.25  																													| Equations (459) can reduce 1380 to:
% 63.17/28.25  																													| (266) $false
% 63.17/28.25  																													|
% 63.17/28.25  																													|-The branch is then unsatisfiable
% 63.17/28.25  																												|-Branch two:
% 63.17/28.25  																												| (1380)  ~ (all_0_42_42 = e1)
% 63.17/28.25  																												| (3259) all_0_47_47 = e1 | all_0_51_51 = e1 | all_0_56_56 = e1
% 63.17/28.25  																												|
% 63.17/28.25  																													+-Applying beta-rule and splitting (3259), into two cases.
% 63.17/28.25  																													|-Branch one:
% 63.17/28.25  																													| (654) all_0_47_47 = e1
% 63.17/28.25  																													|
% 63.17/28.25  																														| Equations (654) can reduce 462 to:
% 63.17/28.25  																														| (266) $false
% 63.17/28.25  																														|
% 63.17/28.25  																														|-The branch is then unsatisfiable
% 63.17/28.25  																													|-Branch two:
% 63.17/28.25  																													| (462)  ~ (all_0_47_47 = e1)
% 63.17/28.25  																													| (3264) all_0_51_51 = e1 | all_0_56_56 = e1
% 63.17/28.25  																													|
% 63.17/28.25  																														+-Applying beta-rule and splitting (3264), into two cases.
% 63.17/28.25  																														|-Branch one:
% 63.17/28.25  																														| (1109) all_0_51_51 = e1
% 63.17/28.25  																														|
% 63.17/28.25  																															| Equations (1109) can reduce 61 to:
% 63.17/28.25  																															| (1380)  ~ (all_0_42_42 = e1)
% 63.17/28.25  																															|
% 63.17/28.25  																															| Equations (1109) can reduce 224 to:
% 63.17/28.25  																															| (462)  ~ (all_0_47_47 = e1)
% 63.17/28.25  																															|
% 63.17/28.25  																															| Equations (1109) can reduce 6 to:
% 63.17/28.25  																															| (1458)  ~ (all_0_53_53 = e1)
% 63.17/28.25  																															|
% 63.17/28.25  																															| Simplifying 1458 yields:
% 63.17/28.25  																															| (1459)  ~ (all_0_53_53 = e1)
% 63.17/28.25  																															|
% 63.17/28.25  																															+-Applying beta-rule and splitting (112), into two cases.
% 63.17/28.25  																															|-Branch one:
% 63.17/28.25  																															| (635) all_0_44_44 = e1
% 63.17/28.25  																															|
% 63.17/28.25  																																| Equations (635) can reduce 639 to:
% 63.17/28.25  																																| (266) $false
% 63.17/28.25  																																|
% 63.17/28.25  																																|-The branch is then unsatisfiable
% 63.17/28.25  																															|-Branch two:
% 63.17/28.25  																															| (639)  ~ (all_0_44_44 = e1)
% 63.17/28.25  																															| (640) all_0_49_49 = e1 | all_0_53_53 = e1 | all_0_58_58 = e1
% 63.17/28.25  																															|
% 63.17/28.25  																																+-Applying beta-rule and splitting (1789), into two cases.
% 63.17/28.25  																																|-Branch one:
% 63.17/28.25  																																| (1790) all_0_47_47 = e4
% 63.17/28.25  																																|
% 63.17/28.25  																																	| Equations (1790) can reduce 252 to:
% 63.17/28.25  																																	| (266) $false
% 63.17/28.25  																																	|
% 63.17/28.25  																																	|-The branch is then unsatisfiable
% 63.17/28.25  																																|-Branch two:
% 63.17/28.25  																																| (252)  ~ (all_0_47_47 = e4)
% 63.17/28.25  																																| (1793) all_0_47_47 = e3 | all_0_47_47 = e1 | all_0_47_47 = e0
% 63.17/28.25  																																|
% 63.17/28.25  																																	+-Applying beta-rule and splitting (1793), into two cases.
% 63.17/28.25  																																	|-Branch one:
% 63.17/28.25  																																	| (674) all_0_47_47 = e0
% 63.17/28.25  																																	|
% 63.17/28.25  																																		| Equations (674) can reduce 198 to:
% 63.17/28.25  																																		| (358)  ~ (all_0_42_42 = e0)
% 63.17/28.25  																																		|
% 63.17/28.25  																																		| Equations (674) can reduce 86 to:
% 63.17/28.25  																																		| (486)  ~ (all_0_49_49 = e0)
% 63.17/28.25  																																		|
% 63.17/28.25  																																		| Simplifying 486 yields:
% 63.17/28.25  																																		| (487)  ~ (all_0_49_49 = e0)
% 63.17/28.25  																																		|
% 63.17/28.25  																																		+-Applying beta-rule and splitting (640), into two cases.
% 63.17/28.25  																																		|-Branch one:
% 63.17/28.25  																																		| (671) all_0_49_49 = e1
% 63.17/28.25  																																		|
% 63.17/28.25  																																			| Equations (671) can reduce 1064 to:
% 63.17/28.25  																																			| (266) $false
% 63.17/28.25  																																			|
% 63.17/28.25  																																			|-The branch is then unsatisfiable
% 63.17/28.25  																																		|-Branch two:
% 63.17/28.25  																																		| (1064)  ~ (all_0_49_49 = e1)
% 63.17/28.25  																																		| (2141) all_0_53_53 = e1 | all_0_58_58 = e1
% 63.17/28.25  																																		|
% 63.17/28.25  																																			+-Applying beta-rule and splitting (2141), into two cases.
% 63.17/28.25  																																			|-Branch one:
% 63.17/28.25  																																			| (1208) all_0_53_53 = e1
% 63.17/28.25  																																			|
% 63.17/28.25  																																				| Equations (1208) can reduce 1459 to:
% 63.17/28.25  																																				| (266) $false
% 63.17/28.25  																																				|
% 63.17/28.25  																																				|-The branch is then unsatisfiable
% 63.17/28.25  																																			|-Branch two:
% 63.17/28.25  																																			| (1459)  ~ (all_0_53_53 = e1)
% 63.17/28.25  																																			| (918) all_0_58_58 = e1
% 63.17/28.25  																																			|
% 63.17/28.25  																																				| Equations (918) can reduce 181 to:
% 63.17/28.25  																																				| (639)  ~ (all_0_44_44 = e1)
% 63.17/28.25  																																				|
% 63.17/28.25  																																				| Equations (918) can reduce 3 to:
% 63.17/28.25  																																				| (632)  ~ (all_0_55_55 = e1)
% 63.17/28.25  																																				|
% 63.17/28.25  																																				| Equations (918) can reduce 491 to:
% 63.17/28.25  																																				| (233)  ~ (e1 = e0)
% 63.17/28.25  																																				|
% 63.17/28.25  																																				+-Applying beta-rule and splitting (152), into two cases.
% 63.17/28.25  																																				|-Branch one:
% 63.17/28.25  																																				| (1392) all_0_42_42 = e4
% 63.17/28.25  																																				|
% 63.17/28.25  																																					| Equations (1392) can reduce 1890 to:
% 63.17/28.25  																																					| (266) $false
% 63.17/28.25  																																					|
% 63.17/28.25  																																					|-The branch is then unsatisfiable
% 63.17/28.25  																																				|-Branch two:
% 63.17/28.25  																																				| (1890)  ~ (all_0_42_42 = e4)
% 63.17/28.25  																																				| (1969) all_0_42_42 = e3 | all_0_42_42 = e1 | all_0_42_42 = e0
% 63.17/28.25  																																				|
% 63.17/28.25  																																					+-Applying beta-rule and splitting (1969), into two cases.
% 63.17/28.25  																																					|-Branch one:
% 63.17/28.25  																																					| (559) all_0_42_42 = e0
% 63.17/28.25  																																					|
% 63.17/28.25  																																						| Equations (559) can reduce 358 to:
% 63.17/28.25  																																						| (266) $false
% 63.17/28.25  																																						|
% 63.17/28.25  																																						|-The branch is then unsatisfiable
% 63.17/28.25  																																					|-Branch two:
% 63.17/28.25  																																					| (358)  ~ (all_0_42_42 = e0)
% 63.17/28.25  																																					| (2510) all_0_42_42 = e3 | all_0_42_42 = e1
% 63.17/28.25  																																					|
% 63.17/28.25  																																						+-Applying beta-rule and splitting (1748), into two cases.
% 63.17/28.25  																																						|-Branch one:
% 63.17/28.25  																																						| (1414) all_0_44_44 = e0
% 63.17/28.25  																																						|
% 63.17/28.25  																																							| Equations (1414) can reduce 149 to:
% 63.17/28.25  																																							| (357)  ~ (all_0_41_41 = e0)
% 63.17/28.25  																																							|
% 63.17/28.25  																																							| Equations (1414) can reduce 639 to:
% 63.17/28.25  																																							| (435)  ~ (e1 = e0)
% 63.17/28.25  																																							|
% 63.17/28.25  																																							| Simplifying 435 yields:
% 63.17/28.25  																																							| (233)  ~ (e1 = e0)
% 63.17/28.25  																																							|
% 63.17/28.25  																																							| From (1414) and (138) follows:
% 63.17/28.25  																																							| (1667) op(e3, e0) = e0
% 63.17/28.25  																																							|
% 63.17/28.25  																																							+-Applying beta-rule and splitting (64), into two cases.
% 63.17/28.25  																																							|-Branch one:
% 63.17/28.25  																																							| (437) all_0_41_41 = e4
% 63.17/28.25  																																							|
% 63.17/28.25  																																								| From (437) and (219) follows:
% 63.17/28.25  																																								| (1913) op(e3, e3) = e4
% 63.17/28.25  																																								|
% 63.17/28.25  																																								+-Applying beta-rule and splitting (2510), into two cases.
% 63.17/28.25  																																								|-Branch one:
% 63.17/28.25  																																								| (459) all_0_42_42 = e1
% 63.17/28.25  																																								|
% 63.17/28.25  																																									| Equations (459) can reduce 1380 to:
% 63.17/28.25  																																									| (266) $false
% 63.17/28.25  																																									|
% 63.17/28.25  																																									|-The branch is then unsatisfiable
% 63.17/28.25  																																								|-Branch two:
% 63.17/28.25  																																								| (1380)  ~ (all_0_42_42 = e1)
% 63.17/28.25  																																								| (516) all_0_42_42 = e3
% 63.17/28.25  																																								|
% 63.17/28.25  																																									| Equations (516) can reduce 1380 to:
% 63.17/28.25  																																									| (213)  ~ (e3 = e1)
% 63.17/28.25  																																									|
% 63.17/28.25  																																									+-Applying beta-rule and splitting (418), into two cases.
% 63.17/28.25  																																									|-Branch one:
% 63.17/28.25  																																									| (660) all_0_51_51 = e3
% 63.17/28.25  																																									|
% 63.17/28.25  																																										| Combining equations (1109,660) yields a new equation:
% 63.17/28.25  																																										| (455) e3 = e1
% 63.17/28.25  																																										|
% 63.17/28.25  																																										| Equations (455) can reduce 213 to:
% 63.17/28.25  																																										| (266) $false
% 63.17/28.25  																																										|
% 63.17/28.25  																																										|-The branch is then unsatisfiable
% 63.17/28.25  																																									|-Branch two:
% 63.17/28.25  																																									| (664)  ~ (all_0_51_51 = e3)
% 63.17/28.25  																																									| (665) all_0_53_53 = e3
% 63.17/28.25  																																									|
% 63.17/28.25  																																										| From (665) and (84) follows:
% 63.17/28.25  																																										| (3786) op(e1, e0) = e3
% 63.17/28.25  																																										|
% 63.17/28.25  																																										+-Applying beta-rule and splitting (2315), into two cases.
% 63.17/28.25  																																										|-Branch one:
% 63.17/28.25  																																										| (629) all_0_55_55 = e1
% 63.17/28.25  																																										|
% 63.17/28.25  																																											| Equations (629) can reduce 632 to:
% 63.17/28.25  																																											| (266) $false
% 63.17/28.25  																																											|
% 63.17/28.25  																																											|-The branch is then unsatisfiable
% 63.17/28.25  																																										|-Branch two:
% 63.17/28.25  																																										| (632)  ~ (all_0_55_55 = e1)
% 63.17/28.25  																																										| (2336) all_0_55_55 = e3
% 63.17/28.25  																																										|
% 63.17/28.25  																																											| From (2336) and (74) follows:
% 63.17/28.25  																																											| (2208) op(e0, e3) = e3
% 63.17/28.25  																																											|
% 63.17/28.25  																																											+-Applying beta-rule and splitting (56), into two cases.
% 63.17/28.25  																																											|-Branch one:
% 63.17/28.25  																																											| (696) unit = e2
% 63.17/28.25  																																											|
% 63.17/28.25  																																												| From (696) and (211) follows:
% 63.17/28.25  																																												| (1612) op(e2, e1) = e1
% 63.17/28.25  																																												|
% 63.17/28.25  																																												| From (696) and (42) follows:
% 63.17/28.25  																																												| (1613) op(e0, e2) = e0
% 63.17/28.25  																																												|
% 63.17/28.25  																																												| Instantiating formula (29) with e2, e1, e1, e2 and discharging atoms op(e2, e1) = e2, op(e2, e1) = e1, yields:
% 63.17/28.25  																																												| (617) e2 = e1
% 63.17/28.25  																																												|
% 63.17/28.25  																																												| Instantiating formula (29) with e0, e2, e0, e2 and discharging atoms op(e0, e2) = e2, op(e0, e2) = e0, yields:
% 63.17/28.25  																																												| (330) e2 = e0
% 63.17/28.25  																																												|
% 63.17/28.25  																																												| Combining equations (617,330) yields a new equation:
% 63.17/28.25  																																												| (546) e1 = e0
% 63.17/28.25  																																												|
% 63.17/28.25  																																												| Simplifying 546 yields:
% 63.17/28.25  																																												| (431) e1 = e0
% 63.17/28.25  																																												|
% 63.17/28.25  																																												| Equations (431) can reduce 233 to:
% 63.17/28.25  																																												| (266) $false
% 63.17/28.25  																																												|
% 63.17/28.25  																																												|-The branch is then unsatisfiable
% 63.17/28.25  																																											|-Branch two:
% 63.17/28.25  																																											| (707)  ~ (unit = e2)
% 63.17/28.25  																																											| (708) unit = e4 | unit = e3 | unit = e1 | unit = e0
% 63.17/28.25  																																											|
% 63.17/28.25  																																												+-Applying beta-rule and splitting (708), into two cases.
% 63.17/28.25  																																												|-Branch one:
% 63.17/28.25  																																												| (709) unit = e4
% 63.17/28.25  																																												|
% 63.17/28.25  																																													| From (709) and (24) follows:
% 63.17/28.25  																																													| (33325) op(e4, e3) = e3
% 63.17/28.25  																																													|
% 63.17/28.25  																																													| From (709) and (211) follows:
% 63.17/28.25  																																													| (22527) op(e4, e1) = e1
% 63.17/28.25  																																													|
% 63.17/28.25  																																													| From (709) and (32) follows:
% 63.17/28.25  																																													| (712) op(e2, e4) = e2
% 63.17/28.25  																																													|
% 63.17/28.25  																																													| Instantiating formula (29) with e4, e3, e3, e0 and discharging atoms op(e4, e3) = e3, op(e4, e3) = e0, yields:
% 63.17/28.25  																																													| (676) e3 = e0
% 63.17/28.25  																																													|
% 63.17/28.25  																																													| Instantiating formula (29) with e4, e1, e1, e3 and discharging atoms op(e4, e1) = e3, op(e4, e1) = e1, yields:
% 63.17/28.25  																																													| (455) e3 = e1
% 63.17/28.25  																																													|
% 63.17/28.25  																																													| Instantiating formula (29) with e2, e4, e2, e3 and discharging atoms op(e2, e4) = e3, op(e2, e4) = e2, yields:
% 63.17/28.25  																																													| (662) e3 = e2
% 63.17/28.25  																																													|
% 63.17/28.25  																																													| Combining equations (455,662) yields a new equation:
% 63.17/28.25  																																													| (617) e2 = e1
% 63.17/28.25  																																													|
% 63.17/28.25  																																													| Combining equations (676,662) yields a new equation:
% 63.17/28.25  																																													| (330) e2 = e0
% 63.17/28.25  																																													|
% 63.17/28.25  																																													| Combining equations (617,330) yields a new equation:
% 63.17/28.25  																																													| (546) e1 = e0
% 63.17/28.25  																																													|
% 63.17/28.25  																																													| Simplifying 546 yields:
% 63.17/28.25  																																													| (431) e1 = e0
% 63.17/28.25  																																													|
% 63.17/28.25  																																													| Equations (431) can reduce 233 to:
% 63.17/28.25  																																													| (266) $false
% 63.17/28.25  																																													|
% 63.17/28.25  																																													|-The branch is then unsatisfiable
% 63.17/28.25  																																												|-Branch two:
% 63.17/28.25  																																												| (724)  ~ (unit = e4)
% 63.17/28.25  																																												| (725) unit = e3 | unit = e1 | unit = e0
% 63.17/28.25  																																												|
% 63.17/28.25  																																													+-Applying beta-rule and splitting (725), into two cases.
% 63.17/28.25  																																													|-Branch one:
% 63.17/28.25  																																													| (726) unit = e0
% 63.17/28.25  																																													|
% 63.17/28.25  																																														| From (726) and (40) follows:
% 63.17/28.25  																																														| (1639) op(e3, e0) = e3
% 63.17/28.25  																																														|
% 63.17/28.25  																																														| From (726) and (28) follows:
% 63.17/28.25  																																														| (2698) op(e1, e0) = e1
% 63.17/28.25  																																														|
% 63.17/28.25  																																														| Instantiating formula (29) with e3, e0, e3, e0 and discharging atoms op(e3, e0) = e3, op(e3, e0) = e0, yields:
% 63.17/28.25  																																														| (676) e3 = e0
% 63.17/28.25  																																														|
% 63.17/28.25  																																														| Instantiating formula (29) with e1, e0, e1, e3 and discharging atoms op(e1, e0) = e3, op(e1, e0) = e1, yields:
% 63.17/28.25  																																														| (455) e3 = e1
% 63.17/28.25  																																														|
% 63.17/28.25  																																														| Combining equations (455,676) yields a new equation:
% 63.17/28.25  																																														| (546) e1 = e0
% 63.17/28.25  																																														|
% 63.17/28.25  																																														| Simplifying 546 yields:
% 63.17/28.25  																																														| (431) e1 = e0
% 63.17/28.25  																																														|
% 63.17/28.25  																																														| Equations (431) can reduce 233 to:
% 63.17/28.25  																																														| (266) $false
% 63.17/28.25  																																														|
% 63.17/28.25  																																														|-The branch is then unsatisfiable
% 63.17/28.25  																																													|-Branch two:
% 63.17/28.25  																																													| (734)  ~ (unit = e0)
% 63.17/28.25  																																													| (735) unit = e3 | unit = e1
% 63.17/28.25  																																													|
% 63.17/28.25  																																														+-Applying beta-rule and splitting (735), into two cases.
% 63.17/28.25  																																														|-Branch one:
% 63.17/28.25  																																														| (736) unit = e1
% 63.17/28.25  																																														|
% 63.17/28.25  																																															| Equations (736) can reduce 734 to:
% 63.17/28.25  																																															| (233)  ~ (e1 = e0)
% 63.17/28.25  																																															|
% 63.17/28.25  																																															| From (736) and (244) follows:
% 63.17/28.25  																																															| (738) op(e1, e4) = e4
% 63.17/28.25  																																															|
% 63.17/28.25  																																															| From (736) and (227) follows:
% 63.17/28.25  																																															| (739) op(e4, e1) = e4
% 63.17/28.25  																																															|
% 63.17/28.25  																																															| From (736) and (40) follows:
% 63.17/28.25  																																															| (1652) op(e3, e1) = e3
% 63.17/28.25  																																															|
% 63.17/28.25  																																															| Instantiating formula (29) with e4, e1, e4, e3 and discharging atoms op(e4, e1) = e4, op(e4, e1) = e3, yields:
% 63.17/28.25  																																															| (425) e4 = e3
% 63.17/28.25  																																															|
% 63.17/28.25  																																															| Instantiating formula (29) with e3, e1, e3, e1 and discharging atoms op(e3, e1) = e3, op(e3, e1) = e1, yields:
% 63.17/28.25  																																															| (455) e3 = e1
% 63.17/28.25  																																															|
% 63.17/28.25  																																															| Instantiating formula (29) with e1, e4, e4, e0 and discharging atoms op(e1, e4) = e4, op(e1, e4) = e0, yields:
% 63.17/28.25  																																															| (397) e4 = e0
% 63.17/28.25  																																															|
% 63.17/28.25  																																															| Combining equations (425,397) yields a new equation:
% 63.17/28.25  																																															| (675) e3 = e0
% 63.17/28.25  																																															|
% 63.17/28.25  																																															| Simplifying 675 yields:
% 63.17/28.25  																																															| (676) e3 = e0
% 63.17/28.25  																																															|
% 63.17/28.25  																																															| Combining equations (676,455) yields a new equation:
% 63.17/28.25  																																															| (431) e1 = e0
% 63.17/28.25  																																															|
% 63.17/28.25  																																															| Equations (431) can reduce 233 to:
% 63.17/28.25  																																															| (266) $false
% 63.17/28.25  																																															|
% 63.17/28.25  																																															|-The branch is then unsatisfiable
% 63.17/28.25  																																														|-Branch two:
% 63.17/28.25  																																														| (748)  ~ (unit = e1)
% 63.17/28.25  																																														| (749) unit = e3
% 63.17/28.25  																																														|
% 63.17/28.25  																																															| From (749) and (244) follows:
% 63.17/28.25  																																															| (750) op(e3, e4) = e4
% 63.17/28.25  																																															|
% 63.17/28.25  																																															| From (749) and (40) follows:
% 63.17/28.25  																																															| (3715) op(e3, e3) = e3
% 63.17/28.25  																																															|
% 63.17/28.25  																																															| From (749) and (28) follows:
% 63.17/28.25  																																															| (2235) op(e1, e3) = e1
% 63.17/28.25  																																															|
% 63.17/28.25  																																															| From (749) and (42) follows:
% 63.17/28.25  																																															| (752) op(e0, e3) = e0
% 63.17/28.25  																																															|
% 63.17/28.25  																																															| Instantiating formula (29) with e3, e4, e4, e2 and discharging atoms op(e3, e4) = e4, op(e3, e4) = e2, yields:
% 63.17/28.25  																																															| (323) e4 = e2
% 63.17/28.25  																																															|
% 63.17/28.25  																																															| Instantiating formula (29) with e3, e3, e3, e4 and discharging atoms op(e3, e3) = e4, op(e3, e3) = e3, yields:
% 63.17/28.25  																																															| (425) e4 = e3
% 63.17/28.25  																																															|
% 63.17/28.25  																																															| Instantiating formula (29) with e1, e3, e1, e2 and discharging atoms op(e1, e3) = e2, op(e1, e3) = e1, yields:
% 63.17/28.25  																																															| (617) e2 = e1
% 63.17/28.25  																																															|
% 63.17/28.25  																																															| Instantiating formula (29) with e0, e3, e0, e3 and discharging atoms op(e0, e3) = e3, op(e0, e3) = e0, yields:
% 63.17/28.25  																																															| (676) e3 = e0
% 63.17/28.25  																																															|
% 63.17/28.25  																																															| Combining equations (425,323) yields a new equation:
% 63.17/28.25  																																															| (661) e3 = e2
% 63.17/28.25  																																															|
% 63.17/28.25  																																															| Simplifying 661 yields:
% 63.17/28.25  																																															| (662) e3 = e2
% 63.17/28.25  																																															|
% 63.17/28.25  																																															| Combining equations (662,676) yields a new equation:
% 63.17/28.25  																																															| (391) e2 = e0
% 63.17/28.25  																																															|
% 63.17/28.25  																																															| Simplifying 391 yields:
% 63.17/28.25  																																															| (330) e2 = e0
% 63.17/28.25  																																															|
% 63.17/28.25  																																															| Combining equations (617,330) yields a new equation:
% 63.17/28.25  																																															| (546) e1 = e0
% 63.17/28.25  																																															|
% 63.17/28.25  																																															| Simplifying 546 yields:
% 63.17/28.25  																																															| (431) e1 = e0
% 63.17/28.25  																																															|
% 63.17/28.25  																																															| Equations (431) can reduce 233 to:
% 63.17/28.25  																																															| (266) $false
% 63.17/28.25  																																															|
% 63.17/28.25  																																															|-The branch is then unsatisfiable
% 63.17/28.25  																																							|-Branch two:
% 63.17/28.25  																																							| (440)  ~ (all_0_41_41 = e4)
% 63.17/28.25  																																							| (441) all_0_42_42 = e4 | all_0_43_43 = e4 | all_0_44_44 = e4
% 63.17/28.25  																																							|
% 63.17/28.25  																																								+-Applying beta-rule and splitting (27), into two cases.
% 63.17/28.25  																																								|-Branch one:
% 63.17/28.25  																																								| (437) all_0_41_41 = e4
% 63.17/28.25  																																								|
% 63.17/28.26  																																									| Equations (437) can reduce 440 to:
% 63.17/28.26  																																									| (266) $false
% 63.17/28.26  																																									|
% 63.17/28.26  																																									|-The branch is then unsatisfiable
% 63.17/28.26  																																								|-Branch two:
% 63.17/28.26  																																								| (440)  ~ (all_0_41_41 = e4)
% 63.17/28.26  																																								| (4049) all_0_41_41 = e3 | all_0_41_41 = e1 | all_0_41_41 = e0
% 63.17/28.26  																																								|
% 63.17/28.26  																																									+-Applying beta-rule and splitting (2315), into two cases.
% 63.17/28.26  																																									|-Branch one:
% 63.17/28.26  																																									| (629) all_0_55_55 = e1
% 63.17/28.26  																																									|
% 63.17/28.26  																																										| Equations (629) can reduce 632 to:
% 63.17/28.26  																																										| (266) $false
% 63.17/28.26  																																										|
% 63.17/28.26  																																										|-The branch is then unsatisfiable
% 63.17/28.26  																																									|-Branch two:
% 63.17/28.26  																																									| (632)  ~ (all_0_55_55 = e1)
% 63.17/28.26  																																									| (2336) all_0_55_55 = e3
% 63.17/28.26  																																									|
% 63.17/28.26  																																										| Equations (2336) can reduce 191 to:
% 63.17/28.26  																																										| (1898)  ~ (all_0_41_41 = e3)
% 63.17/28.26  																																										|
% 63.17/28.26  																																										+-Applying beta-rule and splitting (4049), into two cases.
% 63.17/28.26  																																										|-Branch one:
% 63.17/28.26  																																										| (794) all_0_41_41 = e0
% 63.17/28.26  																																										|
% 63.28/28.26  																																											| Equations (794) can reduce 357 to:
% 63.28/28.26  																																											| (266) $false
% 63.28/28.26  																																											|
% 63.28/28.26  																																											|-The branch is then unsatisfiable
% 63.28/28.26  																																										|-Branch two:
% 63.28/28.26  																																										| (357)  ~ (all_0_41_41 = e0)
% 63.28/28.26  																																										| (4053) all_0_41_41 = e3 | all_0_41_41 = e1
% 63.28/28.26  																																										|
% 63.28/28.26  																																											+-Applying beta-rule and splitting (4053), into two cases.
% 63.28/28.26  																																											|-Branch one:
% 63.28/28.26  																																											| (453) all_0_41_41 = e1
% 63.28/28.26  																																											|
% 63.28/28.26  																																												| Equations (453) can reduce 457 to:
% 63.28/28.26  																																												| (266) $false
% 63.28/28.26  																																												|
% 63.28/28.26  																																												|-The branch is then unsatisfiable
% 63.28/28.26  																																											|-Branch two:
% 63.28/28.26  																																											| (457)  ~ (all_0_41_41 = e1)
% 63.28/28.26  																																											| (403) all_0_41_41 = e3
% 63.28/28.26  																																											|
% 63.28/28.26  																																												| Equations (403) can reduce 1898 to:
% 63.28/28.26  																																												| (266) $false
% 63.28/28.26  																																												|
% 63.28/28.26  																																												|-The branch is then unsatisfiable
% 63.28/28.26  																																						|-Branch two:
% 63.28/28.26  																																						| (360)  ~ (all_0_44_44 = e0)
% 63.28/28.26  																																						| (1760) all_0_49_49 = e0 | all_0_58_58 = e0
% 63.28/28.26  																																						|
% 63.28/28.26  																																							+-Applying beta-rule and splitting (1760), into two cases.
% 63.28/28.26  																																							|-Branch one:
% 63.28/28.26  																																							| (978) all_0_49_49 = e0
% 63.28/28.26  																																							|
% 63.28/28.26  																																								| Equations (978) can reduce 487 to:
% 63.28/28.26  																																								| (266) $false
% 63.28/28.26  																																								|
% 63.28/28.26  																																								|-The branch is then unsatisfiable
% 63.28/28.26  																																							|-Branch two:
% 63.28/28.26  																																							| (487)  ~ (all_0_49_49 = e0)
% 63.28/28.26  																																							| (914) all_0_58_58 = e0
% 63.28/28.26  																																							|
% 63.28/28.26  																																								| Combining equations (914,918) yields a new equation:
% 63.28/28.26  																																								| (431) e1 = e0
% 63.28/28.26  																																								|
% 63.28/28.26  																																								| Equations (431) can reduce 233 to:
% 63.28/28.26  																																								| (266) $false
% 63.28/28.26  																																								|
% 63.28/28.26  																																								|-The branch is then unsatisfiable
% 63.28/28.26  																																	|-Branch two:
% 63.28/28.26  																																	| (678)  ~ (all_0_47_47 = e0)
% 63.28/28.26  																																	| (1831) all_0_47_47 = e3 | all_0_47_47 = e1
% 63.28/28.26  																																	|
% 63.28/28.26  																																		+-Applying beta-rule and splitting (1831), into two cases.
% 63.28/28.26  																																		|-Branch one:
% 63.28/28.26  																																		| (654) all_0_47_47 = e1
% 63.28/28.26  																																		|
% 63.28/28.26  																																			| Equations (654) can reduce 462 to:
% 63.28/28.26  																																			| (266) $false
% 63.28/28.26  																																			|
% 63.28/28.26  																																			|-The branch is then unsatisfiable
% 63.28/28.26  																																		|-Branch two:
% 63.28/28.26  																																		| (462)  ~ (all_0_47_47 = e1)
% 63.28/28.26  																																		| (522) all_0_47_47 = e3
% 63.28/28.26  																																		|
% 63.28/28.26  																																			| Equations (522) can reduce 1091 to:
% 63.28/28.26  																																			| (266) $false
% 63.28/28.26  																																			|
% 63.28/28.26  																																			|-The branch is then unsatisfiable
% 63.28/28.26  																														|-Branch two:
% 63.28/28.26  																														| (464)  ~ (all_0_51_51 = e1)
% 63.28/28.26  																														| (1569) all_0_56_56 = e1
% 63.28/28.26  																														|
% 63.28/28.26  																															| Combining equations (1569,833) yields a new equation:
% 63.28/28.26  																															| (617) e2 = e1
% 63.28/28.26  																															|
% 63.28/28.26  																															| Equations (617) can reduce 122 to:
% 63.28/28.26  																															| (266) $false
% 63.28/28.26  																															|
% 63.28/28.26  																															|-The branch is then unsatisfiable
% 63.28/28.26  																										|-Branch two:
% 63.28/28.26  																										| (549)  ~ (all_0_46_46 = e1)
% 63.28/28.26  																										| (600) all_0_50_50 = e1 | all_0_55_55 = e1
% 63.28/28.26  																										|
% 63.28/28.26  																											+-Applying beta-rule and splitting (600), into two cases.
% 63.28/28.26  																											|-Branch one:
% 63.28/28.26  																											| (601) all_0_50_50 = e1
% 63.28/28.26  																											|
% 63.28/28.26  																												| Combining equations (378,601) yields a new equation:
% 63.28/28.26  																												| (616) e2 = e1
% 63.28/28.26  																												|
% 63.28/28.26  																												| Simplifying 616 yields:
% 63.28/28.26  																												| (617) e2 = e1
% 63.28/28.26  																												|
% 63.28/28.26  																												| Equations (617) can reduce 122 to:
% 63.28/28.26  																												| (266) $false
% 63.28/28.26  																												|
% 63.28/28.26  																												|-The branch is then unsatisfiable
% 63.28/28.26  																											|-Branch two:
% 63.28/28.26  																											| (759)  ~ (all_0_50_50 = e1)
% 63.28/28.26  																											| (629) all_0_55_55 = e1
% 63.28/28.26  																											|
% 63.28/28.26  																												| Equations (629) can reduce 632 to:
% 63.28/28.26  																												| (266) $false
% 63.28/28.26  																												|
% 63.28/28.26  																												|-The branch is then unsatisfiable
% 63.28/28.26  																	|-Branch two:
% 63.28/28.26  																	| (302)  ~ (all_0_50_50 = e2)
% 63.28/28.26  																	| (381) all_0_51_51 = e2 | all_0_52_52 = e2 | all_0_53_53 = e2
% 63.28/28.26  																	|
% 63.28/28.26  																		+-Applying beta-rule and splitting (381), into two cases.
% 63.28/28.26  																		|-Branch one:
% 63.28/28.26  																		| (504) all_0_51_51 = e2
% 63.28/28.26  																		|
% 63.28/28.26  																			| Equations (504) can reduce 1099 to:
% 63.28/28.26  																			| (266) $false
% 63.28/28.26  																			|
% 63.28/28.26  																			|-The branch is then unsatisfiable
% 63.28/28.26  																		|-Branch two:
% 63.28/28.26  																		| (1099)  ~ (all_0_51_51 = e2)
% 63.28/28.26  																		| (1152) all_0_52_52 = e2 | all_0_53_53 = e2
% 63.28/28.26  																		|
% 63.28/28.26  																			+-Applying beta-rule and splitting (1152), into two cases.
% 63.28/28.26  																			|-Branch one:
% 63.28/28.26  																			| (352) all_0_52_52 = e2
% 63.28/28.26  																			|
% 63.28/28.26  																				| Combining equations (565,352) yields a new equation:
% 63.28/28.26  																				| (322) e4 = e2
% 63.28/28.26  																				|
% 63.28/28.26  																				| Simplifying 322 yields:
% 63.28/28.26  																				| (323) e4 = e2
% 63.28/28.26  																				|
% 63.28/28.26  																				| Equations (323) can reduce 48 to:
% 63.28/28.26  																				| (266) $false
% 63.28/28.26  																				|
% 63.28/28.26  																				|-The branch is then unsatisfiable
% 63.28/28.26  																			|-Branch two:
% 63.28/28.26  																			| (342)  ~ (all_0_52_52 = e2)
% 63.28/28.26  																			| (607) all_0_53_53 = e2
% 63.28/28.26  																			|
% 63.28/28.26  																				| Equations (607) can reduce 509 to:
% 63.28/28.26  																				| (266) $false
% 63.28/28.26  																				|
% 63.28/28.26  																				|-The branch is then unsatisfiable
% 63.28/28.26  																|-Branch two:
% 63.28/28.26  																| (511)  ~ (all_0_56_56 = e2)
% 63.28/28.26  																| (1709) all_0_57_57 = e2 | all_0_58_58 = e2
% 63.28/28.26  																|
% 63.28/28.26  																	+-Applying beta-rule and splitting (117), into two cases.
% 63.28/28.26  																	|-Branch one:
% 63.28/28.26  																	| (292) all_0_38_38 = e2
% 63.28/28.26  																	|
% 63.28/28.26  																		| Combining equations (292,329) yields a new equation:
% 63.28/28.26  																		| (391) e2 = e0
% 63.28/28.26  																		|
% 63.28/28.26  																		| Simplifying 391 yields:
% 63.28/28.26  																		| (330) e2 = e0
% 63.28/28.26  																		|
% 63.28/28.26  																		| Equations (330) can reduce 128 to:
% 63.28/28.26  																		| (266) $false
% 63.28/28.26  																		|
% 63.28/28.26  																		|-The branch is then unsatisfiable
% 63.28/28.26  																	|-Branch two:
% 63.28/28.26  																	| (9600)  ~ (all_0_38_38 = e2)
% 63.28/28.26  																	| (24424) all_0_46_46 = e2 | all_0_50_50 = e2 | all_0_55_55 = e2
% 63.28/28.26  																	|
% 63.28/28.26  																		| Equations (329) can reduce 9600 to:
% 63.28/28.26  																		| (365)  ~ (e2 = e0)
% 63.28/28.26  																		|
% 63.28/28.26  																		| Simplifying 365 yields:
% 63.28/28.26  																		| (128)  ~ (e2 = e0)
% 63.28/28.26  																		|
% 63.28/28.26  																		+-Applying beta-rule and splitting (1709), into two cases.
% 63.28/28.26  																		|-Branch one:
% 63.28/28.26  																		| (442) all_0_57_57 = e2
% 63.28/28.26  																		|
% 63.28/28.26  																			| Combining equations (442,875) yields a new equation:
% 63.28/28.26  																			| (391) e2 = e0
% 63.28/28.26  																			|
% 63.28/28.26  																			| Simplifying 391 yields:
% 63.28/28.26  																			| (330) e2 = e0
% 63.28/28.26  																			|
% 63.28/28.26  																			| Equations (330) can reduce 128 to:
% 63.28/28.26  																			| (266) $false
% 63.28/28.26  																			|
% 63.28/28.26  																			|-The branch is then unsatisfiable
% 63.28/28.26  																		|-Branch two:
% 63.28/28.26  																		| (344)  ~ (all_0_57_57 = e2)
% 63.28/28.26  																		| (624) all_0_58_58 = e2
% 63.28/28.26  																		|
% 63.28/28.26  																			| Equations (624) can reduce 908 to:
% 63.28/28.26  																			| (266) $false
% 63.28/28.26  																			|
% 63.28/28.26  																			|-The branch is then unsatisfiable
% 63.28/28.26  									|-Branch two:
% 63.28/28.26  									| (780)  ~ (all_0_52_52 = e4)
% 63.28/28.26  									| (781) (all_0_41_41 = e0 & all_0_58_58 = e3 &  ~ (all_0_44_44 = e3)) | (all_0_41_41 = e0 & all_0_58_58 = e3 &  ~ (all_0_55_55 = e0)) | (all_0_47_47 = e1 & all_0_52_52 = e2 &  ~ (all_0_48_48 = e2)) | (all_0_47_47 = e1 & all_0_52_52 = e2 &  ~ (all_0_51_51 = e1)) | (all_0_47_47 = e0 & all_0_58_58 = e2 &  ~ (all_0_49_49 = e2)) | (all_0_47_47 = e0 & all_0_58_58 = e2 &  ~ (all_0_56_56 = e0))
% 63.28/28.26  									|
% 63.28/28.26  										+-Applying beta-rule and splitting (109), into two cases.
% 63.28/28.26  										|-Branch one:
% 63.28/28.26  										| (352) all_0_52_52 = e2
% 63.28/28.26  										|
% 63.28/28.26  											| Equations (352) can reduce 342 to:
% 63.28/28.26  											| (266) $false
% 63.28/28.26  											|
% 63.28/28.26  											|-The branch is then unsatisfiable
% 63.28/28.26  										|-Branch two:
% 63.28/28.26  										| (342)  ~ (all_0_52_52 = e2)
% 63.28/28.26  										| (355) all_0_52_52 = e4 | all_0_52_52 = e1
% 63.28/28.26  										|
% 63.28/28.26  											+-Applying beta-rule and splitting (781), into two cases.
% 63.28/28.26  											|-Branch one:
% 63.28/28.26  											| (789) (all_0_41_41 = e0 & all_0_58_58 = e3 &  ~ (all_0_44_44 = e3)) | (all_0_41_41 = e0 & all_0_58_58 = e3 &  ~ (all_0_55_55 = e0)) | (all_0_47_47 = e1 & all_0_52_52 = e2 &  ~ (all_0_48_48 = e2)) | (all_0_47_47 = e1 & all_0_52_52 = e2 &  ~ (all_0_51_51 = e1)) | (all_0_47_47 = e0 & all_0_58_58 = e2 &  ~ (all_0_49_49 = e2))
% 63.28/28.26  											|
% 63.28/28.26  												+-Applying beta-rule and splitting (789), into two cases.
% 63.28/28.26  												|-Branch one:
% 63.28/28.26  												| (790) (all_0_41_41 = e0 & all_0_58_58 = e3 &  ~ (all_0_44_44 = e3)) | (all_0_41_41 = e0 & all_0_58_58 = e3 &  ~ (all_0_55_55 = e0)) | (all_0_47_47 = e1 & all_0_52_52 = e2 &  ~ (all_0_48_48 = e2)) | (all_0_47_47 = e1 & all_0_52_52 = e2 &  ~ (all_0_51_51 = e1))
% 63.28/28.26  												|
% 63.28/28.26  													+-Applying beta-rule and splitting (790), into two cases.
% 63.28/28.26  													|-Branch one:
% 63.28/28.26  													| (791) (all_0_41_41 = e0 & all_0_58_58 = e3 &  ~ (all_0_44_44 = e3)) | (all_0_41_41 = e0 & all_0_58_58 = e3 &  ~ (all_0_55_55 = e0)) | (all_0_47_47 = e1 & all_0_52_52 = e2 &  ~ (all_0_48_48 = e2))
% 63.28/28.26  													|
% 63.28/28.26  														+-Applying beta-rule and splitting (791), into two cases.
% 63.28/28.26  														|-Branch one:
% 63.28/28.26  														| (792) (all_0_41_41 = e0 & all_0_58_58 = e3 &  ~ (all_0_44_44 = e3)) | (all_0_41_41 = e0 & all_0_58_58 = e3 &  ~ (all_0_55_55 = e0))
% 63.28/28.26  														|
% 63.28/28.26  															+-Applying beta-rule and splitting (792), into two cases.
% 63.28/28.26  															|-Branch one:
% 63.28/28.26  															| (793) all_0_41_41 = e0 & all_0_58_58 = e3 &  ~ (all_0_44_44 = e3)
% 63.28/28.26  															|
% 63.28/28.26  																| Applying alpha-rule on (793) yields:
% 63.28/28.26  																| (794) all_0_41_41 = e0
% 63.28/28.26  																| (795) all_0_58_58 = e3
% 63.28/28.26  																| (407)  ~ (all_0_44_44 = e3)
% 63.28/28.26  																|
% 63.28/28.26  																| Equations (794) can reduce 357 to:
% 63.28/28.26  																| (266) $false
% 63.28/28.26  																|
% 63.28/28.26  																|-The branch is then unsatisfiable
% 63.28/28.26  															|-Branch two:
% 63.28/28.26  															| (800) all_0_41_41 = e0 & all_0_58_58 = e3 &  ~ (all_0_55_55 = e0)
% 63.28/28.26  															|
% 63.28/28.26  																| Applying alpha-rule on (800) yields:
% 63.28/28.26  																| (794) all_0_41_41 = e0
% 63.28/28.26  																| (795) all_0_58_58 = e3
% 63.28/28.26  																| (803)  ~ (all_0_55_55 = e0)
% 63.28/28.26  																|
% 63.28/28.26  																| Equations (794) can reduce 357 to:
% 63.28/28.26  																| (266) $false
% 63.28/28.26  																|
% 63.28/28.26  																|-The branch is then unsatisfiable
% 63.28/28.26  														|-Branch two:
% 63.28/28.26  														| (807) all_0_47_47 = e1 & all_0_52_52 = e2 &  ~ (all_0_48_48 = e2)
% 63.28/28.26  														|
% 63.28/28.26  															| Applying alpha-rule on (807) yields:
% 63.28/28.26  															| (654) all_0_47_47 = e1
% 63.28/28.26  															| (352) all_0_52_52 = e2
% 63.28/28.26  															| (810)  ~ (all_0_48_48 = e2)
% 63.28/28.26  															|
% 63.28/28.26  															| Equations (352) can reduce 342 to:
% 63.28/28.26  															| (266) $false
% 63.28/28.26  															|
% 63.28/28.26  															|-The branch is then unsatisfiable
% 63.28/28.26  													|-Branch two:
% 63.28/28.26  													| (813) all_0_47_47 = e1 & all_0_52_52 = e2 &  ~ (all_0_51_51 = e1)
% 63.28/28.26  													|
% 63.28/28.26  														| Applying alpha-rule on (813) yields:
% 63.28/28.26  														| (654) all_0_47_47 = e1
% 63.28/28.26  														| (352) all_0_52_52 = e2
% 63.28/28.26  														| (464)  ~ (all_0_51_51 = e1)
% 63.28/28.26  														|
% 63.28/28.26  														| Equations (352) can reduce 342 to:
% 63.28/28.26  														| (266) $false
% 63.28/28.26  														|
% 63.28/28.26  														|-The branch is then unsatisfiable
% 63.28/28.26  												|-Branch two:
% 63.28/28.26  												| (819) all_0_47_47 = e0 & all_0_58_58 = e2 &  ~ (all_0_49_49 = e2)
% 63.28/28.26  												|
% 63.28/28.26  													| Applying alpha-rule on (819) yields:
% 63.28/28.26  													| (674) all_0_47_47 = e0
% 63.28/28.26  													| (624) all_0_58_58 = e2
% 63.28/28.26  													| (340)  ~ (all_0_49_49 = e2)
% 63.28/28.26  													|
% 63.28/28.26  													| Equations (624) can reduce 908 to:
% 63.28/28.26  													| (266) $false
% 63.28/28.26  													|
% 63.28/28.26  													|-The branch is then unsatisfiable
% 63.28/28.26  											|-Branch two:
% 63.28/28.26  											| (825) all_0_47_47 = e0 & all_0_58_58 = e2 &  ~ (all_0_56_56 = e0)
% 63.28/28.26  											|
% 63.28/28.26  												| Applying alpha-rule on (825) yields:
% 63.28/28.26  												| (674) all_0_47_47 = e0
% 63.28/28.26  												| (624) all_0_58_58 = e2
% 63.28/28.26  												| (828)  ~ (all_0_56_56 = e0)
% 63.28/28.26  												|
% 63.28/28.26  												| Equations (624) can reduce 908 to:
% 63.28/28.26  												| (266) $false
% 63.28/28.26  												|
% 63.28/28.26  												|-The branch is then unsatisfiable
% 63.28/28.26  								|-Branch two:
% 63.28/28.26  								| (810)  ~ (all_0_48_48 = e2)
% 63.28/28.26  								| (10167) all_0_52_52 = e2 | all_0_57_57 = e2
% 63.28/28.26  								|
% 63.28/28.26  									+-Applying beta-rule and splitting (53), into two cases.
% 63.28/28.26  									|-Branch one:
% 63.28/28.26  									| (1794) all_0_46_46 = e2
% 63.28/28.26  									|
% 63.28/28.26  										| Equations (1794) can reduce 43 to:
% 63.28/28.26  										| (85)  ~ (all_0_41_41 = e2)
% 63.28/28.26  										|
% 63.28/28.26  										| Equations (1794) can reduce 19 to:
% 63.28/28.26  										| (22180)  ~ (all_0_47_47 = e2)
% 63.28/28.26  										|
% 63.28/28.26  										| Simplifying 22180 yields:
% 63.28/28.26  										| (338)  ~ (all_0_47_47 = e2)
% 63.28/28.26  										|
% 63.28/28.26  										| Equations (1794) can reduce 208 to:
% 63.28/28.26  										| (339)  ~ (all_0_49_49 = e2)
% 63.28/28.26  										|
% 63.28/28.26  										| Simplifying 339 yields:
% 63.28/28.26  										| (340)  ~ (all_0_49_49 = e2)
% 63.28/28.26  										|
% 63.28/28.27  										| Equations (1794) can reduce 35 to:
% 63.28/28.27  										| (301)  ~ (all_0_50_50 = e2)
% 63.28/28.27  										|
% 63.28/28.27  										| Simplifying 301 yields:
% 63.28/28.27  										| (302)  ~ (all_0_50_50 = e2)
% 63.28/28.27  										|
% 63.28/28.27  										| Equations (1794) can reduce 58 to:
% 63.28/28.27  										| (303)  ~ (all_0_55_55 = e2)
% 63.28/28.27  										|
% 63.28/28.27  										| Simplifying 303 yields:
% 63.28/28.27  										| (304)  ~ (all_0_55_55 = e2)
% 63.28/28.27  										|
% 63.28/28.27  										| From (1794) and (120) follows:
% 63.28/28.27  										| (5793) op(e2, e3) = e2
% 63.28/28.27  										|
% 63.28/28.27  										+-Applying beta-rule and splitting (47), into two cases.
% 63.28/28.27  										|-Branch one:
% 63.28/28.27  										| (317) all_0_39_39 = e2
% 63.28/28.27  										|
% 63.28/28.27  											| Combining equations (317,471) yields a new equation:
% 63.28/28.27  											| (323) e4 = e2
% 63.28/28.27  											|
% 63.28/28.27  											| Equations (323) can reduce 48 to:
% 63.28/28.27  											| (266) $false
% 63.28/28.27  											|
% 63.28/28.27  											|-The branch is then unsatisfiable
% 63.28/28.27  										|-Branch two:
% 63.28/28.27  										| (294)  ~ (all_0_39_39 = e2)
% 63.28/28.27  										| (385) all_0_47_47 = e2 | all_0_51_51 = e2 | all_0_56_56 = e2
% 63.28/28.27  										|
% 63.28/28.27  											+-Applying beta-rule and splitting (109), into two cases.
% 63.28/28.27  											|-Branch one:
% 63.28/28.27  											| (352) all_0_52_52 = e2
% 63.28/28.27  											|
% 63.28/28.27  												| Equations (352) can reduce 217 to:
% 63.28/28.27  												| (96)  ~ (all_0_43_43 = e2)
% 63.28/28.27  												|
% 63.28/28.27  												| Equations (352) can reduce 202 to:
% 63.28/28.27  												| (810)  ~ (all_0_48_48 = e2)
% 63.28/28.27  												|
% 63.28/28.27  												| Equations (352) can reduce 101 to:
% 63.28/28.27  												| (302)  ~ (all_0_50_50 = e2)
% 63.28/28.27  												|
% 63.28/28.27  												| Equations (352) can reduce 20 to:
% 63.28/28.27  												| (1099)  ~ (all_0_51_51 = e2)
% 63.28/28.27  												|
% 63.28/28.27  												| Equations (352) can reduce 72 to:
% 63.28/28.27  												| (128)  ~ (e2 = e0)
% 63.28/28.27  												|
% 63.28/28.27  												| From (352) and (124) follows:
% 63.28/28.27  												| (10182) op(e1, e1) = e2
% 63.28/28.27  												|
% 63.28/28.27  												+-Applying beta-rule and splitting (385), into two cases.
% 63.28/28.27  												|-Branch one:
% 63.28/28.27  												| (1105) all_0_47_47 = e2
% 63.28/28.27  												|
% 63.28/28.27  													| Equations (1105) can reduce 338 to:
% 63.28/28.27  													| (266) $false
% 63.28/28.27  													|
% 63.28/28.27  													|-The branch is then unsatisfiable
% 63.28/28.27  												|-Branch two:
% 63.28/28.27  												| (338)  ~ (all_0_47_47 = e2)
% 63.28/28.27  												| (1108) all_0_51_51 = e2 | all_0_56_56 = e2
% 63.28/28.27  												|
% 63.28/28.27  													+-Applying beta-rule and splitting (1108), into two cases.
% 63.28/28.27  													|-Branch one:
% 63.28/28.27  													| (504) all_0_51_51 = e2
% 63.28/28.27  													|
% 63.28/28.27  														| Equations (504) can reduce 1099 to:
% 63.28/28.27  														| (266) $false
% 63.28/28.27  														|
% 63.28/28.27  														|-The branch is then unsatisfiable
% 63.28/28.27  													|-Branch two:
% 63.28/28.27  													| (1099)  ~ (all_0_51_51 = e2)
% 63.28/28.27  													| (833) all_0_56_56 = e2
% 63.28/28.27  													|
% 63.28/28.27  														| Equations (833) can reduce 236 to:
% 63.28/28.27  														| (51)  ~ (all_0_42_42 = e2)
% 63.28/28.27  														|
% 63.28/28.27  														| Equations (833) can reduce 91 to:
% 63.28/28.27  														| (338)  ~ (all_0_47_47 = e2)
% 63.28/28.27  														|
% 63.28/28.27  														| Equations (833) can reduce 16 to:
% 63.28/28.27  														| (1099)  ~ (all_0_51_51 = e2)
% 63.28/28.27  														|
% 63.28/28.27  														| Equations (833) can reduce 140 to:
% 63.28/28.27  														| (343)  ~ (all_0_57_57 = e2)
% 63.28/28.27  														|
% 63.28/28.27  														| Simplifying 343 yields:
% 63.28/28.27  														| (344)  ~ (all_0_57_57 = e2)
% 63.28/28.27  														|
% 63.28/28.27  														| Equations (833) can reduce 44 to:
% 63.28/28.27  														| (1186)  ~ (all_0_58_58 = e2)
% 63.28/28.27  														|
% 63.28/28.27  														| Simplifying 1186 yields:
% 63.28/28.27  														| (908)  ~ (all_0_58_58 = e2)
% 63.28/28.27  														|
% 63.28/28.27  														| Equations (833) can reduce 477 to:
% 63.28/28.27  														| (327)  ~ (e4 = e2)
% 63.28/28.27  														|
% 63.28/28.27  														| Simplifying 327 yields:
% 63.28/28.27  														| (48)  ~ (e4 = e2)
% 63.28/28.27  														|
% 63.28/28.27  														+-Applying beta-rule and splitting (163), into two cases.
% 63.28/28.27  														|-Branch one:
% 63.28/28.27  														| (565) all_0_52_52 = e4
% 63.28/28.27  														|
% 63.28/28.27  															| Combining equations (352,565) yields a new equation:
% 63.28/28.27  															| (323) e4 = e2
% 63.28/28.27  															|
% 63.28/28.27  															| Equations (323) can reduce 48 to:
% 63.28/28.27  															| (266) $false
% 63.28/28.27  															|
% 63.28/28.27  															|-The branch is then unsatisfiable
% 63.28/28.27  														|-Branch two:
% 63.28/28.27  														| (780)  ~ (all_0_52_52 = e4)
% 63.28/28.27  														| (781) (all_0_41_41 = e0 & all_0_58_58 = e3 &  ~ (all_0_44_44 = e3)) | (all_0_41_41 = e0 & all_0_58_58 = e3 &  ~ (all_0_55_55 = e0)) | (all_0_47_47 = e1 & all_0_52_52 = e2 &  ~ (all_0_48_48 = e2)) | (all_0_47_47 = e1 & all_0_52_52 = e2 &  ~ (all_0_51_51 = e1)) | (all_0_47_47 = e0 & all_0_58_58 = e2 &  ~ (all_0_49_49 = e2)) | (all_0_47_47 = e0 & all_0_58_58 = e2 &  ~ (all_0_56_56 = e0))
% 63.28/28.27  														|
% 63.28/28.27  															| Equations (352) can reduce 780 to:
% 63.28/28.27  															| (327)  ~ (e4 = e2)
% 63.28/28.27  															|
% 63.28/28.27  															| Simplifying 327 yields:
% 63.28/28.27  															| (48)  ~ (e4 = e2)
% 63.28/28.27  															|
% 63.28/28.27  															+-Applying beta-rule and splitting (781), into two cases.
% 63.28/28.27  															|-Branch one:
% 63.28/28.27  															| (789) (all_0_41_41 = e0 & all_0_58_58 = e3 &  ~ (all_0_44_44 = e3)) | (all_0_41_41 = e0 & all_0_58_58 = e3 &  ~ (all_0_55_55 = e0)) | (all_0_47_47 = e1 & all_0_52_52 = e2 &  ~ (all_0_48_48 = e2)) | (all_0_47_47 = e1 & all_0_52_52 = e2 &  ~ (all_0_51_51 = e1)) | (all_0_47_47 = e0 & all_0_58_58 = e2 &  ~ (all_0_49_49 = e2))
% 63.28/28.27  															|
% 63.28/28.27  																+-Applying beta-rule and splitting (789), into two cases.
% 63.28/28.27  																|-Branch one:
% 63.28/28.27  																| (790) (all_0_41_41 = e0 & all_0_58_58 = e3 &  ~ (all_0_44_44 = e3)) | (all_0_41_41 = e0 & all_0_58_58 = e3 &  ~ (all_0_55_55 = e0)) | (all_0_47_47 = e1 & all_0_52_52 = e2 &  ~ (all_0_48_48 = e2)) | (all_0_47_47 = e1 & all_0_52_52 = e2 &  ~ (all_0_51_51 = e1))
% 63.28/28.27  																|
% 63.28/28.27  																	+-Applying beta-rule and splitting (790), into two cases.
% 63.28/28.27  																	|-Branch one:
% 63.28/28.27  																	| (791) (all_0_41_41 = e0 & all_0_58_58 = e3 &  ~ (all_0_44_44 = e3)) | (all_0_41_41 = e0 & all_0_58_58 = e3 &  ~ (all_0_55_55 = e0)) | (all_0_47_47 = e1 & all_0_52_52 = e2 &  ~ (all_0_48_48 = e2))
% 63.28/28.27  																	|
% 63.28/28.27  																		+-Applying beta-rule and splitting (791), into two cases.
% 63.28/28.27  																		|-Branch one:
% 63.28/28.27  																		| (792) (all_0_41_41 = e0 & all_0_58_58 = e3 &  ~ (all_0_44_44 = e3)) | (all_0_41_41 = e0 & all_0_58_58 = e3 &  ~ (all_0_55_55 = e0))
% 63.28/28.27  																		|
% 63.28/28.27  																			+-Applying beta-rule and splitting (792), into two cases.
% 63.28/28.27  																			|-Branch one:
% 63.28/28.27  																			| (793) all_0_41_41 = e0 & all_0_58_58 = e3 &  ~ (all_0_44_44 = e3)
% 63.28/28.27  																			|
% 63.28/28.27  																				| Applying alpha-rule on (793) yields:
% 63.28/28.27  																				| (794) all_0_41_41 = e0
% 63.28/28.27  																				| (795) all_0_58_58 = e3
% 63.28/28.27  																				| (407)  ~ (all_0_44_44 = e3)
% 63.28/28.27  																				|
% 63.28/28.27  																				| Equations (794) can reduce 357 to:
% 63.28/28.27  																				| (266) $false
% 63.28/28.27  																				|
% 63.28/28.27  																				|-The branch is then unsatisfiable
% 63.28/28.27  																			|-Branch two:
% 63.28/28.27  																			| (800) all_0_41_41 = e0 & all_0_58_58 = e3 &  ~ (all_0_55_55 = e0)
% 63.28/28.27  																			|
% 63.28/28.27  																				| Applying alpha-rule on (800) yields:
% 63.28/28.27  																				| (794) all_0_41_41 = e0
% 63.28/28.27  																				| (795) all_0_58_58 = e3
% 63.28/28.27  																				| (803)  ~ (all_0_55_55 = e0)
% 63.28/28.27  																				|
% 63.28/28.27  																				| Equations (794) can reduce 357 to:
% 63.28/28.27  																				| (266) $false
% 63.28/28.27  																				|
% 63.28/28.27  																				|-The branch is then unsatisfiable
% 63.28/28.27  																		|-Branch two:
% 63.28/28.27  																		| (807) all_0_47_47 = e1 & all_0_52_52 = e2 &  ~ (all_0_48_48 = e2)
% 63.28/28.27  																		|
% 63.28/28.27  																			| Applying alpha-rule on (807) yields:
% 63.28/28.27  																			| (654) all_0_47_47 = e1
% 63.28/28.27  																			| (352) all_0_52_52 = e2
% 63.28/28.27  																			| (810)  ~ (all_0_48_48 = e2)
% 63.28/28.27  																			|
% 63.28/28.27  																			| Equations (654) can reduce 114 to:
% 63.28/28.27  																			| (11581)  ~ (all_0_48_48 = e1)
% 63.28/28.27  																			|
% 63.28/28.27  																			| Simplifying 11581 yields:
% 63.28/28.27  																			| (619)  ~ (all_0_48_48 = e1)
% 63.28/28.27  																			|
% 63.28/28.27  																			| Equations (654) can reduce 86 to:
% 63.28/28.27  																			| (1419)  ~ (all_0_49_49 = e1)
% 63.28/28.27  																			|
% 63.28/28.27  																			| Simplifying 1419 yields:
% 63.28/28.27  																			| (1064)  ~ (all_0_49_49 = e1)
% 63.28/28.27  																			|
% 63.28/28.27  																			| Equations (654) can reduce 224 to:
% 63.28/28.27  																			| (463)  ~ (all_0_51_51 = e1)
% 63.28/28.27  																			|
% 63.28/28.27  																			| Simplifying 463 yields:
% 63.28/28.27  																			| (464)  ~ (all_0_51_51 = e1)
% 63.28/28.27  																			|
% 63.28/28.27  																			| Equations (654) can reduce 252 to:
% 63.28/28.27  																			| (602)  ~ (e4 = e1)
% 63.28/28.27  																			|
% 63.28/28.27  																			| Simplifying 602 yields:
% 63.28/28.27  																			| (110)  ~ (e4 = e1)
% 63.28/28.27  																			|
% 63.28/28.27  																			| Equations (654) can reduce 338 to:
% 63.28/28.27  																			| (604)  ~ (e2 = e1)
% 63.28/28.27  																			|
% 63.28/28.27  																			| Simplifying 604 yields:
% 63.28/28.27  																			| (122)  ~ (e2 = e1)
% 63.28/28.27  																			|
% 63.28/28.27  																			| From (654) and (23) follows:
% 63.28/28.27  																			| (9478) op(e2, e2) = e1
% 63.28/28.27  																			|
% 63.28/28.27  																			+-Applying beta-rule and splitting (104), into two cases.
% 63.28/28.27  																			|-Branch one:
% 63.28/28.27  																			| (480) all_0_39_39 = e0
% 63.28/28.27  																			|
% 63.28/28.27  																				| Combining equations (480,471) yields a new equation:
% 63.28/28.27  																				| (397) e4 = e0
% 63.28/28.27  																				|
% 63.28/28.27  																				| Equations (397) can reduce 49 to:
% 63.28/28.27  																				| (266) $false
% 63.28/28.27  																				|
% 63.28/28.27  																				|-The branch is then unsatisfiable
% 63.28/28.27  																			|-Branch two:
% 63.28/28.27  																			| (484)  ~ (all_0_39_39 = e0)
% 63.28/28.27  																			| (558) all_0_42_42 = e0 | all_0_47_47 = e0 | all_0_56_56 = e0
% 63.28/28.27  																			|
% 63.28/28.27  																				+-Applying beta-rule and splitting (7), into two cases.
% 63.28/28.27  																				|-Branch one:
% 63.28/28.27  																				| (504) all_0_51_51 = e2
% 63.28/28.27  																				|
% 63.28/28.27  																					| Equations (504) can reduce 1099 to:
% 63.28/28.27  																					| (266) $false
% 63.28/28.27  																					|
% 63.28/28.27  																					|-The branch is then unsatisfiable
% 63.28/28.27  																				|-Branch two:
% 63.28/28.27  																				| (1099)  ~ (all_0_51_51 = e2)
% 63.28/28.27  																				| (1100) all_0_51_51 = e4 | all_0_51_51 = e3 | all_0_51_51 = e1
% 63.28/28.27  																				|
% 63.28/28.27  																					+-Applying beta-rule and splitting (1100), into two cases.
% 63.28/28.27  																					|-Branch one:
% 63.28/28.27  																					| (1101) all_0_51_51 = e4
% 63.28/28.27  																					|
% 63.28/28.27  																						| Equations (1101) can reduce 475 to:
% 63.28/28.27  																						| (266) $false
% 63.28/28.27  																						|
% 63.28/28.27  																						|-The branch is then unsatisfiable
% 63.28/28.27  																					|-Branch two:
% 63.28/28.27  																					| (475)  ~ (all_0_51_51 = e4)
% 63.28/28.27  																					| (1104) all_0_51_51 = e3 | all_0_51_51 = e1
% 63.28/28.27  																					|
% 63.28/28.27  																						+-Applying beta-rule and splitting (1104), into two cases.
% 63.28/28.27  																						|-Branch one:
% 63.28/28.27  																						| (1109) all_0_51_51 = e1
% 63.28/28.27  																						|
% 63.28/28.27  																							| Equations (1109) can reduce 464 to:
% 63.28/28.27  																							| (266) $false
% 63.28/28.27  																							|
% 63.28/28.27  																							|-The branch is then unsatisfiable
% 63.28/28.27  																						|-Branch two:
% 63.28/28.27  																						| (464)  ~ (all_0_51_51 = e1)
% 63.28/28.27  																						| (660) all_0_51_51 = e3
% 63.28/28.27  																						|
% 63.28/28.27  																							| Equations (660) can reduce 61 to:
% 63.28/28.27  																							| (405)  ~ (all_0_42_42 = e3)
% 63.28/28.27  																							|
% 63.28/28.27  																							| Equations (660) can reduce 59 to:
% 63.28/28.27  																							| (411)  ~ (all_0_50_50 = e3)
% 63.28/28.27  																							|
% 63.28/28.27  																							| Equations (660) can reduce 6 to:
% 63.28/28.27  																							| (1114)  ~ (all_0_53_53 = e3)
% 63.28/28.27  																							|
% 63.28/28.27  																							| Simplifying 1114 yields:
% 63.28/28.27  																							| (903)  ~ (all_0_53_53 = e3)
% 63.28/28.27  																							|
% 63.28/28.27  																							| Equations (660) can reduce 475 to:
% 63.28/28.27  																							| (277)  ~ (e4 = e3)
% 63.28/28.27  																							|
% 63.28/28.27  																							| Simplifying 277 yields:
% 63.28/28.27  																							| (188)  ~ (e4 = e3)
% 63.28/28.27  																							|
% 63.28/28.27  																							| Equations (660) can reduce 464 to:
% 63.28/28.27  																							| (213)  ~ (e3 = e1)
% 63.28/28.27  																							|
% 63.28/28.27  																							| From (660) and (186) follows:
% 63.28/28.27  																							| (1552) op(e1, e2) = e3
% 63.28/28.27  																							|
% 63.28/28.27  																							+-Applying beta-rule and splitting (558), into two cases.
% 63.28/28.27  																							|-Branch one:
% 63.28/28.27  																							| (559) all_0_42_42 = e0
% 63.28/28.27  																							|
% 63.28/28.27  																								| Equations (559) can reduce 214 to:
% 63.28/28.27  																								| (357)  ~ (all_0_41_41 = e0)
% 63.28/28.27  																								|
% 63.28/28.27  																								| Equations (559) can reduce 240 to:
% 63.28/28.27  																								| (33173)  ~ (all_0_43_43 = e0)
% 63.28/28.27  																								|
% 63.28/28.27  																								| Simplifying 33173 yields:
% 63.28/28.27  																								| (5470)  ~ (all_0_43_43 = e0)
% 63.28/28.27  																								|
% 63.28/28.27  																								| Equations (559) can reduce 73 to:
% 63.28/28.27  																								| (359)  ~ (all_0_44_44 = e0)
% 63.28/28.27  																								|
% 63.28/28.27  																								| Simplifying 359 yields:
% 63.28/28.27  																								| (360)  ~ (all_0_44_44 = e0)
% 63.28/28.27  																								|
% 63.28/28.27  																								| Equations (559) can reduce 1890 to:
% 63.28/28.27  																								| (401)  ~ (e4 = e0)
% 63.28/28.27  																								|
% 63.28/28.27  																								| Simplifying 401 yields:
% 63.28/28.27  																								| (49)  ~ (e4 = e0)
% 63.28/28.27  																								|
% 63.28/28.27  																								| Equations (559) can reduce 405 to:
% 63.28/28.27  																								| (541)  ~ (e3 = e0)
% 63.28/28.27  																								|
% 63.28/28.27  																								| Simplifying 541 yields:
% 63.28/28.27  																								| (80)  ~ (e3 = e0)
% 63.28/28.27  																								|
% 63.28/28.27  																								| Equations (559) can reduce 51 to:
% 63.28/28.27  																								| (365)  ~ (e2 = e0)
% 63.28/28.27  																								|
% 63.28/28.27  																								| Simplifying 365 yields:
% 63.28/28.27  																								| (128)  ~ (e2 = e0)
% 63.28/28.27  																								|
% 63.28/28.27  																								| From (559) and (210) follows:
% 63.28/28.27  																								| (20848) op(e3, e2) = e0
% 63.28/28.27  																								|
% 63.28/28.27  																								+-Applying beta-rule and splitting (4), into two cases.
% 63.28/28.27  																								|-Branch one:
% 63.28/28.27  																								| (356) all_0_43_43 = e0
% 63.28/28.27  																								|
% 63.28/28.27  																									| Equations (356) can reduce 5470 to:
% 63.28/28.27  																									| (266) $false
% 63.28/28.27  																									|
% 63.28/28.27  																									|-The branch is then unsatisfiable
% 63.28/28.27  																								|-Branch two:
% 63.28/28.27  																								| (5470)  ~ (all_0_43_43 = e0)
% 63.28/28.27  																								| (5471) all_0_48_48 = e0 | all_0_57_57 = e0
% 63.28/28.27  																								|
% 63.28/28.27  																									+-Applying beta-rule and splitting (113), into two cases.
% 63.28/28.27  																									|-Branch one:
% 63.28/28.27  																									| (403) all_0_41_41 = e3
% 63.28/28.27  																									|
% 63.28/28.27  																										| Equations (403) can reduce 149 to:
% 63.28/28.27  																										| (406)  ~ (all_0_44_44 = e3)
% 63.28/28.27  																										|
% 63.28/28.27  																										| Simplifying 406 yields:
% 63.28/28.27  																										| (407)  ~ (all_0_44_44 = e3)
% 63.28/28.27  																										|
% 63.28/28.27  																										| Equations (403) can reduce 221 to:
% 63.28/28.27  																										| (410)  ~ (all_0_50_50 = e3)
% 63.28/28.27  																										|
% 63.28/28.27  																										| Simplifying 410 yields:
% 63.28/28.27  																										| (411)  ~ (all_0_50_50 = e3)
% 63.28/28.27  																										|
% 63.28/28.27  																										| Equations (403) can reduce 357 to:
% 63.28/28.27  																										| (80)  ~ (e3 = e0)
% 63.28/28.27  																										|
% 63.28/28.27  																										+-Applying beta-rule and splitting (62), into two cases.
% 63.28/28.27  																										|-Branch one:
% 63.28/28.27  																										| (321) all_0_38_38 = e4
% 63.28/28.27  																										|
% 63.28/28.27  																											| Combining equations (321,329) yields a new equation:
% 63.28/28.27  																											| (481) e4 = e0
% 63.28/28.27  																											|
% 63.28/28.27  																											| Simplifying 481 yields:
% 63.28/28.27  																											| (397) e4 = e0
% 63.28/28.27  																											|
% 63.28/28.27  																											| Equations (397) can reduce 49 to:
% 63.28/28.27  																											| (266) $false
% 63.28/28.27  																											|
% 63.28/28.27  																											|-The branch is then unsatisfiable
% 63.28/28.27  																										|-Branch two:
% 63.28/28.27  																										| (325)  ~ (all_0_38_38 = e4)
% 63.28/28.27  																										| (582) all_0_41_41 = e4 | all_0_46_46 = e4 | all_0_50_50 = e4 | all_0_55_55 = e4
% 63.28/28.27  																										|
% 63.28/28.27  																											+-Applying beta-rule and splitting (22), into two cases.
% 63.28/28.27  																											|-Branch one:
% 63.28/28.27  																											| (268) all_0_54_54 = e3
% 63.28/28.27  																											|
% 63.28/28.27  																												| Combining equations (268,265) yields a new equation:
% 63.28/28.27  																												| (425) e4 = e3
% 63.28/28.27  																												|
% 63.28/28.27  																												| Equations (425) can reduce 188 to:
% 63.28/28.27  																												| (266) $false
% 63.28/28.27  																												|
% 63.28/28.27  																												|-The branch is then unsatisfiable
% 63.28/28.27  																											|-Branch two:
% 63.28/28.28  																											| (60427)  ~ (all_0_54_54 = e3)
% 63.28/28.28  																											| (62553) all_0_55_55 = e3 | all_0_56_56 = e3 | all_0_58_58 = e3
% 63.28/28.28  																											|
% 63.28/28.28  																												| Equations (265) can reduce 60427 to:
% 63.28/28.28  																												| (188)  ~ (e4 = e3)
% 63.28/28.28  																												|
% 63.28/28.28  																												+-Applying beta-rule and splitting (582), into two cases.
% 63.28/28.28  																												|-Branch one:
% 63.28/28.28  																												| (437) all_0_41_41 = e4
% 63.28/28.28  																												|
% 63.28/28.28  																													| Combining equations (437,403) yields a new equation:
% 63.28/28.28  																													| (424) e4 = e3
% 63.28/28.28  																													|
% 63.28/28.28  																													| Simplifying 424 yields:
% 63.28/28.28  																													| (425) e4 = e3
% 63.28/28.28  																													|
% 63.28/28.28  																													| Equations (425) can reduce 188 to:
% 63.28/28.28  																													| (266) $false
% 63.28/28.28  																													|
% 63.28/28.28  																													|-The branch is then unsatisfiable
% 63.28/28.28  																												|-Branch two:
% 63.28/28.28  																												| (440)  ~ (all_0_41_41 = e4)
% 63.28/28.28  																												| (769) all_0_46_46 = e4 | all_0_50_50 = e4 | all_0_55_55 = e4
% 63.28/28.28  																												|
% 63.28/28.28  																													+-Applying beta-rule and splitting (189), into two cases.
% 63.28/28.28  																													|-Branch one:
% 63.28/28.28  																													| (532) all_0_44_44 = e3
% 63.28/28.28  																													|
% 63.28/28.28  																														| Equations (532) can reduce 407 to:
% 63.28/28.28  																														| (266) $false
% 63.28/28.28  																														|
% 63.28/28.28  																														|-The branch is then unsatisfiable
% 63.28/28.28  																													|-Branch two:
% 63.28/28.28  																													| (407)  ~ (all_0_44_44 = e3)
% 63.28/28.28  																													| (537) all_0_49_49 = e3 | all_0_53_53 = e3 | all_0_58_58 = e3
% 63.28/28.28  																													|
% 63.28/28.28  																														+-Applying beta-rule and splitting (537), into two cases.
% 63.28/28.28  																														|-Branch one:
% 63.28/28.28  																														| (884) all_0_49_49 = e3
% 63.28/28.28  																														|
% 63.28/28.28  																															| Equations (884) can reduce 525 to:
% 63.28/28.28  																															| (266) $false
% 63.28/28.28  																															|
% 63.28/28.28  																															|-The branch is then unsatisfiable
% 63.28/28.28  																														|-Branch two:
% 63.28/28.28  																														| (525)  ~ (all_0_49_49 = e3)
% 63.28/28.28  																														| (887) all_0_53_53 = e3 | all_0_58_58 = e3
% 63.28/28.28  																														|
% 63.28/28.28  																															+-Applying beta-rule and splitting (887), into two cases.
% 63.28/28.28  																															|-Branch one:
% 63.28/28.28  																															| (665) all_0_53_53 = e3
% 63.28/28.28  																															|
% 63.28/28.28  																																| Equations (665) can reduce 903 to:
% 63.28/28.28  																																| (266) $false
% 63.28/28.28  																																|
% 63.28/28.28  																																|-The branch is then unsatisfiable
% 63.28/28.28  																															|-Branch two:
% 63.28/28.28  																															| (903)  ~ (all_0_53_53 = e3)
% 63.28/28.28  																															| (795) all_0_58_58 = e3
% 63.28/28.28  																															|
% 63.28/28.28  																																| Equations (795) can reduce 181 to:
% 63.28/28.28  																																| (407)  ~ (all_0_44_44 = e3)
% 63.28/28.28  																																|
% 63.28/28.28  																																| Equations (795) can reduce 10 to:
% 63.28/28.28  																																| (903)  ~ (all_0_53_53 = e3)
% 63.28/28.28  																																|
% 63.28/28.28  																																| From (795) and (245) follows:
% 63.28/28.28  																																| (60701) op(e0, e0) = e3
% 63.28/28.28  																																|
% 63.28/28.28  																																+-Applying beta-rule and splitting (769), into two cases.
% 63.28/28.28  																																|-Branch one:
% 63.28/28.28  																																| (770) all_0_46_46 = e4
% 63.28/28.28  																																|
% 63.28/28.28  																																	| Combining equations (1794,770) yields a new equation:
% 63.28/28.28  																																	| (323) e4 = e2
% 63.28/28.28  																																	|
% 63.28/28.28  																																	| Equations (323) can reduce 48 to:
% 63.28/28.28  																																	| (266) $false
% 63.28/28.28  																																	|
% 63.28/28.28  																																	|-The branch is then unsatisfiable
% 63.28/28.28  																																|-Branch two:
% 63.28/28.28  																																| (250)  ~ (all_0_46_46 = e4)
% 63.28/28.28  																																| (774) all_0_50_50 = e4 | all_0_55_55 = e4
% 63.28/28.28  																																|
% 63.28/28.28  																																	+-Applying beta-rule and splitting (75), into two cases.
% 63.28/28.28  																																	|-Branch one:
% 63.28/28.28  																																	| (485) all_0_40_40 = e0
% 63.28/28.28  																																	|
% 63.28/28.28  																																		| Combining equations (485,313) yields a new equation:
% 63.28/28.28  																																		| (330) e2 = e0
% 63.28/28.28  																																		|
% 63.28/28.28  																																		| Equations (330) can reduce 128 to:
% 63.28/28.28  																																		| (266) $false
% 63.28/28.28  																																		|
% 63.28/28.28  																																		|-The branch is then unsatisfiable
% 63.28/28.28  																																	|-Branch two:
% 63.28/28.28  																																	| (1401)  ~ (all_0_40_40 = e0)
% 63.28/28.28  																																	| (1748) all_0_44_44 = e0 | all_0_49_49 = e0 | all_0_58_58 = e0
% 63.28/28.28  																																	|
% 63.28/28.28  																																		+-Applying beta-rule and splitting (1748), into two cases.
% 63.28/28.28  																																		|-Branch one:
% 63.28/28.28  																																		| (1414) all_0_44_44 = e0
% 63.28/28.28  																																		|
% 63.28/28.28  																																			| Equations (1414) can reduce 360 to:
% 63.28/28.28  																																			| (266) $false
% 63.28/28.28  																																			|
% 63.28/28.28  																																			|-The branch is then unsatisfiable
% 63.28/28.28  																																		|-Branch two:
% 63.28/28.28  																																		| (360)  ~ (all_0_44_44 = e0)
% 63.28/28.28  																																		| (1760) all_0_49_49 = e0 | all_0_58_58 = e0
% 63.28/28.28  																																		|
% 63.28/28.28  																																			+-Applying beta-rule and splitting (1760), into two cases.
% 63.28/28.28  																																			|-Branch one:
% 63.28/28.28  																																			| (978) all_0_49_49 = e0
% 63.28/28.28  																																			|
% 63.28/28.28  																																				| Equations (978) can reduce 185 to:
% 63.28/28.28  																																				| (1283)  ~ (all_0_48_48 = e0)
% 63.28/28.28  																																				|
% 63.28/28.28  																																				| Equations (978) can reduce 65 to:
% 63.28/28.28  																																				| (488)  ~ (all_0_53_53 = e0)
% 63.28/28.28  																																				|
% 63.28/28.28  																																				| Simplifying 488 yields:
% 63.28/28.28  																																				| (247)  ~ (all_0_53_53 = e0)
% 63.28/28.28  																																				|
% 63.28/28.28  																																				+-Applying beta-rule and splitting (774), into two cases.
% 63.28/28.28  																																				|-Branch one:
% 63.28/28.28  																																				| (775) all_0_50_50 = e4
% 63.28/28.28  																																				|
% 63.28/28.28  																																					| Equations (775) can reduce 190 to:
% 63.28/28.28  																																					| (1452)  ~ (all_0_53_53 = e4)
% 63.28/28.28  																																					|
% 63.28/28.28  																																					| Simplifying 1452 yields:
% 63.28/28.28  																																					| (1453)  ~ (all_0_53_53 = e4)
% 63.28/28.28  																																					|
% 63.28/28.28  																																					| Equations (775) can reduce 93 to:
% 63.28/28.28  																																					| (1909)  ~ (all_0_55_55 = e4)
% 63.28/28.28  																																					|
% 63.28/28.28  																																					| Simplifying 1909 yields:
% 63.28/28.28  																																					| (763)  ~ (all_0_55_55 = e4)
% 63.28/28.28  																																					|
% 63.28/28.28  																																					| Equations (775) can reduce 411 to:
% 63.28/28.28  																																					| (188)  ~ (e4 = e3)
% 63.28/28.28  																																					|
% 63.28/28.28  																																					| Equations (775) can reduce 302 to:
% 63.28/28.28  																																					| (48)  ~ (e4 = e2)
% 63.28/28.28  																																					|
% 63.28/28.28  																																					| From (775) and (242) follows:
% 63.28/28.28  																																					| (5059) op(e1, e3) = e4
% 63.28/28.28  																																					|
% 63.28/28.28  																																					+-Applying beta-rule and splitting (18), into two cases.
% 63.28/28.28  																																					|-Branch one:
% 63.28/28.28  																																					| (453) all_0_41_41 = e1
% 63.28/28.28  																																					|
% 63.28/28.28  																																						| Combining equations (453,403) yields a new equation:
% 63.28/28.28  																																						| (455) e3 = e1
% 63.28/28.28  																																						|
% 63.28/28.28  																																						| Equations (455) can reduce 213 to:
% 63.28/28.28  																																						| (266) $false
% 63.28/28.28  																																						|
% 63.28/28.28  																																						|-The branch is then unsatisfiable
% 63.28/28.28  																																					|-Branch two:
% 63.28/28.28  																																					| (457)  ~ (all_0_41_41 = e1)
% 63.28/28.28  																																					| (595) all_0_46_46 = e1 | all_0_50_50 = e1 | all_0_55_55 = e1
% 63.28/28.28  																																					|
% 63.28/28.28  																																						| Equations (403) can reduce 457 to:
% 63.28/28.28  																																						| (213)  ~ (e3 = e1)
% 63.28/28.28  																																						|
% 63.28/28.28  																																						+-Applying beta-rule and splitting (160), into two cases.
% 63.28/28.28  																																						|-Branch one:
% 63.28/28.28  																																						| (601) all_0_50_50 = e1
% 63.28/28.28  																																						|
% 63.28/28.28  																																							| Combining equations (601,775) yields a new equation:
% 63.28/28.28  																																							| (630) e4 = e1
% 63.28/28.28  																																							|
% 63.28/28.28  																																							| Equations (630) can reduce 110 to:
% 63.28/28.28  																																							| (266) $false
% 63.28/28.28  																																							|
% 63.28/28.28  																																							|-The branch is then unsatisfiable
% 63.28/28.28  																																						|-Branch two:
% 63.28/28.28  																																						| (759)  ~ (all_0_50_50 = e1)
% 63.28/28.28  																																						| (1168) all_0_51_51 = e1 | all_0_52_52 = e1 | all_0_53_53 = e1
% 63.28/28.28  																																						|
% 63.28/28.28  																																							+-Applying beta-rule and splitting (1168), into two cases.
% 63.28/28.28  																																							|-Branch one:
% 63.28/28.28  																																							| (1109) all_0_51_51 = e1
% 63.28/28.28  																																							|
% 63.28/28.28  																																								| Combining equations (660,1109) yields a new equation:
% 63.28/28.28  																																								| (454) e3 = e1
% 63.28/28.28  																																								|
% 63.28/28.28  																																								| Simplifying 454 yields:
% 63.28/28.28  																																								| (455) e3 = e1
% 63.28/28.28  																																								|
% 63.28/28.28  																																								| Equations (455) can reduce 213 to:
% 63.28/28.28  																																								| (266) $false
% 63.28/28.28  																																								|
% 63.28/28.28  																																								|-The branch is then unsatisfiable
% 63.28/28.28  																																							|-Branch two:
% 63.28/28.28  																																							| (464)  ~ (all_0_51_51 = e1)
% 63.28/28.28  																																							| (1202) all_0_52_52 = e1 | all_0_53_53 = e1
% 63.28/28.28  																																							|
% 63.28/28.28  																																								+-Applying beta-rule and splitting (1202), into two cases.
% 63.28/28.28  																																								|-Branch one:
% 63.28/28.28  																																								| (642) all_0_52_52 = e1
% 63.28/28.28  																																								|
% 63.28/28.28  																																									| Combining equations (352,642) yields a new equation:
% 63.28/28.28  																																									| (616) e2 = e1
% 63.28/28.28  																																									|
% 63.28/28.28  																																									| Simplifying 616 yields:
% 63.28/28.28  																																									| (617) e2 = e1
% 63.28/28.28  																																									|
% 63.28/28.28  																																									| Equations (617) can reduce 122 to:
% 63.28/28.28  																																									| (266) $false
% 63.28/28.28  																																									|
% 63.28/28.28  																																									|-The branch is then unsatisfiable
% 63.28/28.28  																																								|-Branch two:
% 63.28/28.28  																																								| (646)  ~ (all_0_52_52 = e1)
% 63.28/28.28  																																								| (1208) all_0_53_53 = e1
% 63.28/28.28  																																								|
% 63.28/28.28  																																									| Equations (1208) can reduce 220 to:
% 63.28/28.28  																																									| (639)  ~ (all_0_44_44 = e1)
% 63.28/28.28  																																									|
% 63.28/28.28  																																									| Equations (1208) can reduce 1453 to:
% 63.28/28.28  																																									| (602)  ~ (e4 = e1)
% 63.28/28.28  																																									|
% 63.28/28.28  																																									| Simplifying 602 yields:
% 63.28/28.28  																																									| (110)  ~ (e4 = e1)
% 63.28/28.28  																																									|
% 63.28/28.28  																																									| Equations (1208) can reduce 903 to:
% 63.28/28.28  																																									| (467)  ~ (e3 = e1)
% 63.28/28.28  																																									|
% 63.28/28.28  																																									| Simplifying 467 yields:
% 63.28/28.28  																																									| (213)  ~ (e3 = e1)
% 63.28/28.28  																																									|
% 63.28/28.28  																																									| Equations (1208) can reduce 247 to:
% 63.28/28.28  																																									| (233)  ~ (e1 = e0)
% 63.28/28.28  																																									|
% 63.28/28.28  																																									+-Applying beta-rule and splitting (103), into two cases.
% 63.28/28.28  																																									|-Branch one:
% 63.28/28.28  																																									| (453) all_0_41_41 = e1
% 63.28/28.28  																																									|
% 63.28/28.28  																																										| Combining equations (403,453) yields a new equation:
% 63.28/28.28  																																										| (454) e3 = e1
% 63.28/28.28  																																										|
% 63.28/28.28  																																										| Simplifying 454 yields:
% 63.28/28.28  																																										| (455) e3 = e1
% 63.28/28.28  																																										|
% 63.28/28.28  																																										| Equations (455) can reduce 213 to:
% 63.28/28.28  																																										| (266) $false
% 63.28/28.28  																																										|
% 63.28/28.28  																																										|-The branch is then unsatisfiable
% 63.28/28.28  																																									|-Branch two:
% 63.28/28.28  																																									| (457)  ~ (all_0_41_41 = e1)
% 63.28/28.28  																																									| (458) all_0_42_42 = e1 | all_0_43_43 = e1 | all_0_44_44 = e1
% 63.28/28.28  																																									|
% 63.28/28.28  																																										+-Applying beta-rule and splitting (458), into two cases.
% 63.28/28.28  																																										|-Branch one:
% 63.28/28.28  																																										| (459) all_0_42_42 = e1
% 63.28/28.28  																																										|
% 63.28/28.28  																																											| Combining equations (459,559) yields a new equation:
% 63.28/28.28  																																											| (546) e1 = e0
% 63.28/28.28  																																											|
% 63.28/28.28  																																											| Simplifying 546 yields:
% 63.28/28.28  																																											| (431) e1 = e0
% 63.28/28.28  																																											|
% 63.28/28.28  																																											| Equations (431) can reduce 233 to:
% 63.28/28.28  																																											| (266) $false
% 63.28/28.28  																																											|
% 63.28/28.28  																																											|-The branch is then unsatisfiable
% 63.28/28.28  																																										|-Branch two:
% 63.28/28.28  																																										| (1380)  ~ (all_0_42_42 = e1)
% 63.28/28.28  																																										| (1381) all_0_43_43 = e1 | all_0_44_44 = e1
% 63.28/28.28  																																										|
% 63.28/28.28  																																											+-Applying beta-rule and splitting (1381), into two cases.
% 63.28/28.28  																																											|-Branch one:
% 63.28/28.28  																																											| (430) all_0_43_43 = e1
% 63.28/28.28  																																											|
% 63.28/28.28  																																												| Equations (430) can reduce 159 to:
% 63.28/28.28  																																												| (4057)  ~ (all_0_44_44 = e1)
% 63.28/28.28  																																												|
% 63.28/28.28  																																												| Simplifying 4057 yields:
% 63.28/28.28  																																												| (639)  ~ (all_0_44_44 = e1)
% 63.28/28.28  																																												|
% 63.28/28.28  																																												| Equations (430) can reduce 17 to:
% 63.28/28.28  																																												| (11581)  ~ (all_0_48_48 = e1)
% 63.28/28.28  																																												|
% 63.28/28.28  																																												| Simplifying 11581 yields:
% 63.28/28.28  																																												| (619)  ~ (all_0_48_48 = e1)
% 63.28/28.28  																																												|
% 63.28/28.28  																																												| Equations (430) can reduce 96 to:
% 63.28/28.28  																																												| (604)  ~ (e2 = e1)
% 63.28/28.28  																																												|
% 63.28/28.28  																																												| Simplifying 604 yields:
% 63.28/28.28  																																												| (122)  ~ (e2 = e1)
% 63.28/28.28  																																												|
% 63.28/28.28  																																												| From (430) and (37) follows:
% 63.28/28.28  																																												| (13877) op(e3, e1) = e1
% 63.28/28.28  																																												|
% 63.28/28.28  																																												+-Applying beta-rule and splitting (64), into two cases.
% 63.28/28.28  																																												|-Branch one:
% 63.28/28.28  																																												| (437) all_0_41_41 = e4
% 63.28/28.28  																																												|
% 63.28/28.28  																																													| Combining equations (403,437) yields a new equation:
% 63.28/28.28  																																													| (425) e4 = e3
% 63.28/28.28  																																													|
% 63.28/28.28  																																													| Equations (425) can reduce 188 to:
% 63.28/28.28  																																													| (266) $false
% 63.28/28.28  																																													|
% 63.28/28.28  																																													|-The branch is then unsatisfiable
% 63.28/28.28  																																												|-Branch two:
% 63.28/28.28  																																												| (440)  ~ (all_0_41_41 = e4)
% 63.28/28.28  																																												| (441) all_0_42_42 = e4 | all_0_43_43 = e4 | all_0_44_44 = e4
% 63.28/28.28  																																												|
% 63.28/28.28  																																													| Equations (403) can reduce 440 to:
% 63.28/28.28  																																													| (277)  ~ (e4 = e3)
% 63.28/28.28  																																													|
% 63.28/28.28  																																													| Simplifying 277 yields:
% 63.28/28.28  																																													| (188)  ~ (e4 = e3)
% 63.28/28.28  																																													|
% 63.28/28.28  																																													+-Applying beta-rule and splitting (216), into two cases.
% 63.28/28.28  																																													|-Branch one:
% 63.28/28.28  																																													| (629) all_0_55_55 = e1
% 63.28/28.28  																																													|
% 63.28/28.28  																																														| Equations (629) can reduce 81 to:
% 63.28/28.28  																																														| (2437)  ~ (all_0_57_57 = e1)
% 63.28/28.28  																																														|
% 63.28/28.29  																																														| Simplifying 2437 yields:
% 63.28/28.29  																																														| (1670)  ~ (all_0_57_57 = e1)
% 63.28/28.29  																																														|
% 63.28/28.29  																																														| Equations (629) can reduce 763 to:
% 63.28/28.29  																																														| (602)  ~ (e4 = e1)
% 63.28/28.29  																																														|
% 63.28/28.29  																																														| Simplifying 602 yields:
% 63.28/28.29  																																														| (110)  ~ (e4 = e1)
% 63.28/28.29  																																														|
% 63.28/28.29  																																														| From (629) and (74) follows:
% 63.28/28.29  																																														| (6587) op(e0, e3) = e1
% 63.28/28.29  																																														|
% 63.28/28.29  																																														+-Applying beta-rule and splitting (230), into two cases.
% 63.28/28.29  																																														|-Branch one:
% 63.28/28.29  																																														| (396) all_0_43_43 = e4
% 63.28/28.29  																																														|
% 63.28/28.29  																																															| Combining equations (430,396) yields a new equation:
% 63.28/28.29  																																															| (630) e4 = e1
% 63.28/28.29  																																															|
% 63.28/28.29  																																															| Equations (630) can reduce 110 to:
% 63.28/28.29  																																															| (266) $false
% 63.28/28.29  																																															|
% 63.28/28.29  																																															|-The branch is then unsatisfiable
% 63.28/28.29  																																														|-Branch two:
% 63.28/28.29  																																														| (399)  ~ (all_0_43_43 = e4)
% 63.28/28.29  																																														| (400) all_0_48_48 = e4 | all_0_52_52 = e4 | all_0_57_57 = e4
% 63.28/28.29  																																														|
% 63.28/28.29  																																															| Equations (430) can reduce 399 to:
% 63.28/28.29  																																															| (602)  ~ (e4 = e1)
% 63.28/28.29  																																															|
% 63.28/28.29  																																															| Simplifying 602 yields:
% 63.28/28.29  																																															| (110)  ~ (e4 = e1)
% 63.28/28.29  																																															|
% 63.28/28.29  																																															+-Applying beta-rule and splitting (26), into two cases.
% 63.28/28.29  																																															|-Branch one:
% 63.28/28.29  																																															| (446) all_0_44_44 = e4
% 63.28/28.29  																																															|
% 63.28/28.29  																																																| Equations (446) can reduce 407 to:
% 63.28/28.29  																																																| (188)  ~ (e4 = e3)
% 63.28/28.29  																																																|
% 63.28/28.29  																																																| Equations (446) can reduce 147 to:
% 63.28/28.29  																																																| (48)  ~ (e4 = e2)
% 63.28/28.29  																																																|
% 63.28/28.29  																																																| Equations (446) can reduce 639 to:
% 63.28/28.29  																																																| (110)  ~ (e4 = e1)
% 63.28/28.29  																																																|
% 63.28/28.29  																																																| From (446) and (138) follows:
% 63.28/28.29  																																																| (4646) op(e3, e0) = e4
% 63.28/28.29  																																																|
% 63.28/28.29  																																																+-Applying beta-rule and splitting (206), into two cases.
% 63.28/28.29  																																																|-Branch one:
% 63.28/28.29  																																																| (248) all_0_45_45 = e4
% 63.28/28.29  																																																|
% 63.28/28.29  																																																	| Combining equations (423,248) yields a new equation:
% 63.28/28.29  																																																	| (425) e4 = e3
% 63.28/28.29  																																																	|
% 63.28/28.29  																																																	| Equations (425) can reduce 188 to:
% 63.28/28.29  																																																	| (266) $false
% 63.28/28.29  																																																	|
% 63.28/28.29  																																																	|-The branch is then unsatisfiable
% 63.28/28.29  																																																|-Branch two:
% 63.28/28.29  																																																| (60416)  ~ (all_0_45_45 = e4)
% 63.28/28.29  																																																| (61457) all_0_46_46 = e4 | all_0_47_47 = e4 | all_0_48_48 = e4 | all_0_49_49 = e4
% 63.28/28.29  																																																|
% 63.28/28.29  																																																	+-Applying beta-rule and splitting (5471), into two cases.
% 63.28/28.29  																																																	|-Branch one:
% 63.28/28.29  																																																	| (1279) all_0_48_48 = e0
% 63.28/28.29  																																																	|
% 63.28/28.29  																																																		| Equations (1279) can reduce 1283 to:
% 63.28/28.29  																																																		| (266) $false
% 63.28/28.29  																																																		|
% 63.28/28.29  																																																		|-The branch is then unsatisfiable
% 63.28/28.29  																																																	|-Branch two:
% 63.28/28.29  																																																	| (1283)  ~ (all_0_48_48 = e0)
% 63.28/28.29  																																																	| (875) all_0_57_57 = e0
% 63.28/28.29  																																																	|
% 63.28/28.29  																																																		| Equations (875) can reduce 839 to:
% 63.28/28.29  																																																		| (401)  ~ (e4 = e0)
% 63.28/28.29  																																																		|
% 63.28/28.29  																																																		| Simplifying 401 yields:
% 63.28/28.29  																																																		| (49)  ~ (e4 = e0)
% 63.28/28.29  																																																		|
% 63.28/28.29  																																																		| Equations (875) can reduce 1670 to:
% 63.28/28.29  																																																		| (435)  ~ (e1 = e0)
% 63.28/28.29  																																																		|
% 63.28/28.29  																																																		| Simplifying 435 yields:
% 63.28/28.29  																																																		| (233)  ~ (e1 = e0)
% 63.28/28.29  																																																		|
% 63.28/28.29  																																																		+-Applying beta-rule and splitting (61457), into two cases.
% 63.28/28.29  																																																		|-Branch one:
% 63.28/28.29  																																																		| (770) all_0_46_46 = e4
% 63.28/28.29  																																																		|
% 63.28/28.29  																																																			| Combining equations (770,1794) yields a new equation:
% 63.28/28.29  																																																			| (322) e4 = e2
% 63.28/28.29  																																																			|
% 63.28/28.29  																																																			| Simplifying 322 yields:
% 63.28/28.29  																																																			| (323) e4 = e2
% 63.28/28.29  																																																			|
% 63.28/28.29  																																																			| Equations (323) can reduce 48 to:
% 63.28/28.29  																																																			| (266) $false
% 63.28/28.29  																																																			|
% 63.28/28.29  																																																			|-The branch is then unsatisfiable
% 63.28/28.29  																																																		|-Branch two:
% 63.28/28.29  																																																		| (250)  ~ (all_0_46_46 = e4)
% 63.28/28.29  																																																		| (61466) all_0_47_47 = e4 | all_0_48_48 = e4 | all_0_49_49 = e4
% 63.28/28.29  																																																		|
% 63.28/28.29  																																																			+-Applying beta-rule and splitting (61466), into two cases.
% 63.28/28.29  																																																			|-Branch one:
% 63.28/28.29  																																																			| (1790) all_0_47_47 = e4
% 63.28/28.29  																																																			|
% 63.28/28.29  																																																				| Combining equations (1790,654) yields a new equation:
% 63.28/28.29  																																																				| (636) e4 = e1
% 63.28/28.29  																																																				|
% 63.28/28.29  																																																				| Simplifying 636 yields:
% 63.28/28.29  																																																				| (630) e4 = e1
% 63.28/28.29  																																																				|
% 63.28/28.29  																																																				| Equations (630) can reduce 110 to:
% 63.28/28.29  																																																				| (266) $false
% 63.28/28.29  																																																				|
% 63.28/28.29  																																																				|-The branch is then unsatisfiable
% 63.28/28.29  																																																			|-Branch two:
% 63.28/28.29  																																																			| (252)  ~ (all_0_47_47 = e4)
% 63.28/28.29  																																																			| (61479) all_0_48_48 = e4 | all_0_49_49 = e4
% 63.28/28.29  																																																			|
% 63.28/28.30  																																																				+-Applying beta-rule and splitting (61479), into two cases.
% 63.28/28.30  																																																				|-Branch one:
% 63.28/28.30  																																																				| (943) all_0_48_48 = e4
% 63.28/28.30  																																																				|
% 63.28/28.30  																																																					| From (943) and (192) follows:
% 63.28/28.30  																																																					| (63092) op(e2, e1) = e4
% 63.28/28.30  																																																					|
% 63.28/28.30  																																																					+-Applying beta-rule and splitting (56), into two cases.
% 63.28/28.30  																																																					|-Branch one:
% 63.28/28.30  																																																					| (696) unit = e2
% 63.28/28.30  																																																					|
% 63.28/28.30  																																																						| From (696) and (24) follows:
% 63.28/28.30  																																																						| (697) op(e2, e3) = e3
% 63.28/28.30  																																																						|
% 63.28/28.30  																																																						| From (696) and (40) follows:
% 63.28/28.30  																																																						| (4285) op(e3, e2) = e3
% 63.28/28.30  																																																						|
% 63.28/28.30  																																																						| From (696) and (32) follows:
% 63.28/28.30  																																																						| (698) op(e2, e2) = e2
% 63.28/28.30  																																																						|
% 63.28/28.30  																																																						| Instantiating formula (29) with e3, e2, e3, e0 and discharging atoms op(e3, e2) = e3, op(e3, e2) = e0, yields:
% 63.28/28.30  																																																						| (676) e3 = e0
% 63.28/28.30  																																																						|
% 63.28/28.30  																																																						| Instantiating formula (29) with e2, e3, e3, e2 and discharging atoms op(e2, e3) = e3, op(e2, e3) = e2, yields:
% 63.28/28.30  																																																						| (662) e3 = e2
% 63.28/28.30  																																																						|
% 63.28/28.30  																																																						| Instantiating formula (29) with e2, e2, e2, e1 and discharging atoms op(e2, e2) = e2, op(e2, e2) = e1, yields:
% 63.28/28.30  																																																						| (617) e2 = e1
% 63.28/28.30  																																																						|
% 63.28/28.30  																																																						| Combining equations (662,676) yields a new equation:
% 63.28/28.30  																																																						| (391) e2 = e0
% 63.28/28.30  																																																						|
% 63.28/28.30  																																																						| Simplifying 391 yields:
% 63.28/28.30  																																																						| (330) e2 = e0
% 63.28/28.30  																																																						|
% 63.28/28.30  																																																						| Combining equations (617,330) yields a new equation:
% 63.28/28.30  																																																						| (546) e1 = e0
% 63.28/28.30  																																																						|
% 63.28/28.30  																																																						| Simplifying 546 yields:
% 63.28/28.30  																																																						| (431) e1 = e0
% 63.28/28.30  																																																						|
% 63.28/28.30  																																																						| Equations (431) can reduce 233 to:
% 63.28/28.30  																																																						| (266) $false
% 63.28/28.30  																																																						|
% 63.28/28.30  																																																						|-The branch is then unsatisfiable
% 63.28/28.30  																																																					|-Branch two:
% 63.28/28.30  																																																					| (707)  ~ (unit = e2)
% 63.28/28.30  																																																					| (708) unit = e4 | unit = e3 | unit = e1 | unit = e0
% 63.28/28.30  																																																					|
% 63.28/28.30  																																																						+-Applying beta-rule and splitting (708), into two cases.
% 63.28/28.30  																																																						|-Branch one:
% 63.28/28.30  																																																						| (709) unit = e4
% 63.28/28.30  																																																						|
% 63.28/28.30  																																																							| From (709) and (24) follows:
% 63.28/28.30  																																																							| (33325) op(e4, e3) = e3
% 63.28/28.30  																																																							|
% 63.28/28.30  																																																							| From (709) and (211) follows:
% 63.28/28.30  																																																							| (22527) op(e4, e1) = e1
% 63.28/28.30  																																																							|
% 63.28/28.30  																																																							| From (709) and (32) follows:
% 63.28/28.30  																																																							| (712) op(e2, e4) = e2
% 63.28/28.30  																																																							|
% 63.28/28.30  																																																							| Instantiating formula (29) with e4, e3, e3, e0 and discharging atoms op(e4, e3) = e3, op(e4, e3) = e0, yields:
% 63.28/28.30  																																																							| (676) e3 = e0
% 63.28/28.30  																																																							|
% 63.28/28.30  																																																							| Instantiating formula (29) with e4, e1, e1, e3 and discharging atoms op(e4, e1) = e3, op(e4, e1) = e1, yields:
% 63.28/28.30  																																																							| (455) e3 = e1
% 63.28/28.30  																																																							|
% 63.28/28.30  																																																							| Instantiating formula (29) with e2, e4, e2, e3 and discharging atoms op(e2, e4) = e3, op(e2, e4) = e2, yields:
% 63.28/28.30  																																																							| (662) e3 = e2
% 63.28/28.30  																																																							|
% 63.28/28.30  																																																							| Combining equations (455,662) yields a new equation:
% 63.28/28.30  																																																							| (617) e2 = e1
% 63.28/28.30  																																																							|
% 63.28/28.30  																																																							| Combining equations (676,662) yields a new equation:
% 63.28/28.30  																																																							| (330) e2 = e0
% 63.28/28.30  																																																							|
% 63.28/28.30  																																																							| Combining equations (617,330) yields a new equation:
% 63.28/28.30  																																																							| (546) e1 = e0
% 63.28/28.30  																																																							|
% 63.28/28.30  																																																							| Simplifying 546 yields:
% 63.28/28.30  																																																							| (431) e1 = e0
% 63.28/28.30  																																																							|
% 63.28/28.30  																																																							| Equations (431) can reduce 233 to:
% 63.28/28.30  																																																							| (266) $false
% 63.28/28.30  																																																							|
% 63.28/28.30  																																																							|-The branch is then unsatisfiable
% 63.28/28.30  																																																						|-Branch two:
% 63.28/28.30  																																																						| (724)  ~ (unit = e4)
% 63.28/28.30  																																																						| (725) unit = e3 | unit = e1 | unit = e0
% 63.28/28.30  																																																						|
% 63.28/28.30  																																																							+-Applying beta-rule and splitting (725), into two cases.
% 63.28/28.30  																																																							|-Branch one:
% 63.28/28.30  																																																							| (726) unit = e0
% 63.28/28.30  																																																							|
% 63.28/28.30  																																																								| From (726) and (24) follows:
% 63.28/28.30  																																																								| (2208) op(e0, e3) = e3
% 63.28/28.30  																																																								|
% 63.28/28.30  																																																								| From (726) and (42) follows:
% 63.28/28.30  																																																								| (728) op(e0, e0) = e0
% 63.28/28.30  																																																								|
% 63.28/28.30  																																																								| Instantiating formula (29) with e0, e3, e3, e1 and discharging atoms op(e0, e3) = e3, op(e0, e3) = e1, yields:
% 63.28/28.30  																																																								| (455) e3 = e1
% 63.28/28.30  																																																								|
% 63.28/28.30  																																																								| Instantiating formula (29) with e0, e0, e0, e3 and discharging atoms op(e0, e0) = e3, op(e0, e0) = e0, yields:
% 63.28/28.30  																																																								| (676) e3 = e0
% 63.28/28.30  																																																								|
% 63.28/28.30  																																																								| Combining equations (455,676) yields a new equation:
% 63.28/28.30  																																																								| (546) e1 = e0
% 63.28/28.30  																																																								|
% 63.28/28.30  																																																								| Simplifying 546 yields:
% 63.28/28.30  																																																								| (431) e1 = e0
% 63.28/28.30  																																																								|
% 63.28/28.30  																																																								| Equations (431) can reduce 233 to:
% 63.28/28.30  																																																								| (266) $false
% 63.28/28.30  																																																								|
% 63.28/28.30  																																																								|-The branch is then unsatisfiable
% 63.28/28.30  																																																							|-Branch two:
% 63.28/28.30  																																																							| (734)  ~ (unit = e0)
% 63.28/28.30  																																																							| (735) unit = e3 | unit = e1
% 63.28/28.30  																																																							|
% 63.28/28.30  																																																								+-Applying beta-rule and splitting (735), into two cases.
% 63.28/28.30  																																																								|-Branch one:
% 63.28/28.30  																																																								| (736) unit = e1
% 63.28/28.30  																																																								|
% 63.28/28.30  																																																									| Equations (736) can reduce 734 to:
% 63.28/28.30  																																																									| (233)  ~ (e1 = e0)
% 63.28/28.30  																																																									|
% 63.28/28.30  																																																									| From (736) and (244) follows:
% 63.28/28.30  																																																									| (738) op(e1, e4) = e4
% 63.28/28.30  																																																									|
% 63.28/28.30  																																																									| From (736) and (24) follows:
% 63.28/28.30  																																																									| (1934) op(e1, e3) = e3
% 63.28/28.30  																																																									|
% 63.28/28.30  																																																									| From (736) and (40) follows:
% 63.28/28.30  																																																									| (1652) op(e3, e1) = e3
% 63.28/28.30  																																																									|
% 63.28/28.30  																																																									| From (736) and (32) follows:
% 63.28/28.30  																																																									| (347) op(e2, e1) = e2
% 63.28/28.30  																																																									|
% 63.28/28.30  																																																									| Instantiating formula (29) with e3, e1, e3, e1 and discharging atoms op(e3, e1) = e3, op(e3, e1) = e1, yields:
% 63.28/28.30  																																																									| (455) e3 = e1
% 63.28/28.30  																																																									|
% 63.28/28.30  																																																									| Instantiating formula (29) with e2, e1, e2, e4 and discharging atoms op(e2, e1) = e4, op(e2, e1) = e2, yields:
% 63.28/28.30  																																																									| (323) e4 = e2
% 63.28/28.30  																																																									|
% 63.28/28.30  																																																									| Instantiating formula (29) with e1, e4, e4, e0 and discharging atoms op(e1, e4) = e4, op(e1, e4) = e0, yields:
% 63.28/28.30  																																																									| (397) e4 = e0
% 63.28/28.30  																																																									|
% 63.28/28.30  																																																									| Instantiating formula (29) with e1, e3, e3, e4 and discharging atoms op(e1, e3) = e4, op(e1, e3) = e3, yields:
% 63.28/28.30  																																																									| (425) e4 = e3
% 63.28/28.30  																																																									|
% 63.28/28.30  																																																									| Combining equations (397,323) yields a new equation:
% 63.28/28.30  																																																									| (330) e2 = e0
% 63.28/28.30  																																																									|
% 63.28/28.30  																																																									| Combining equations (425,323) yields a new equation:
% 63.28/28.30  																																																									| (661) e3 = e2
% 63.28/28.30  																																																									|
% 63.28/28.30  																																																									| Simplifying 661 yields:
% 63.28/28.30  																																																									| (662) e3 = e2
% 63.28/28.30  																																																									|
% 63.28/28.30  																																																									| Combining equations (662,455) yields a new equation:
% 63.28/28.30  																																																									| (616) e2 = e1
% 63.28/28.30  																																																									|
% 63.28/28.30  																																																									| Simplifying 616 yields:
% 63.28/28.30  																																																									| (617) e2 = e1
% 63.28/28.30  																																																									|
% 63.28/28.30  																																																									| Combining equations (330,617) yields a new equation:
% 63.28/28.30  																																																									| (431) e1 = e0
% 63.28/28.30  																																																									|
% 63.28/28.30  																																																									| Equations (431) can reduce 233 to:
% 63.28/28.30  																																																									| (266) $false
% 63.28/28.30  																																																									|
% 63.28/28.30  																																																									|-The branch is then unsatisfiable
% 63.28/28.30  																																																								|-Branch two:
% 63.28/28.30  																																																								| (748)  ~ (unit = e1)
% 63.28/28.30  																																																								| (749) unit = e3
% 63.28/28.30  																																																								|
% 63.28/28.30  																																																									| From (749) and (244) follows:
% 63.28/28.30  																																																									| (750) op(e3, e4) = e4
% 63.28/28.30  																																																									|
% 63.28/28.30  																																																									| From (749) and (209) follows:
% 63.28/28.30  																																																									| (1667) op(e3, e0) = e0
% 63.28/28.30  																																																									|
% 63.28/28.30  																																																									| From (749) and (28) follows:
% 63.28/28.30  																																																									| (2235) op(e1, e3) = e1
% 63.28/28.30  																																																									|
% 63.28/28.30  																																																									| Instantiating formula (29) with e3, e4, e4, e2 and discharging atoms op(e3, e4) = e4, op(e3, e4) = e2, yields:
% 63.28/28.30  																																																									| (323) e4 = e2
% 63.28/28.30  																																																									|
% 63.28/28.30  																																																									| Instantiating formula (29) with e3, e0, e0, e4 and discharging atoms op(e3, e0) = e4, op(e3, e0) = e0, yields:
% 63.28/28.30  																																																									| (397) e4 = e0
% 63.28/28.30  																																																									|
% 63.28/28.30  																																																									| Instantiating formula (29) with e1, e3, e1, e4 and discharging atoms op(e1, e3) = e4, op(e1, e3) = e1, yields:
% 63.28/28.30  																																																									| (630) e4 = e1
% 63.28/28.30  																																																									|
% 63.28/28.30  																																																									| Combining equations (397,323) yields a new equation:
% 63.28/28.30  																																																									| (330) e2 = e0
% 63.28/28.30  																																																									|
% 63.28/28.30  																																																									| Combining equations (630,323) yields a new equation:
% 63.28/28.30  																																																									| (617) e2 = e1
% 63.28/28.30  																																																									|
% 63.28/28.30  																																																									| Combining equations (617,330) yields a new equation:
% 63.28/28.30  																																																									| (546) e1 = e0
% 63.28/28.30  																																																									|
% 63.28/28.30  																																																									| Simplifying 546 yields:
% 63.28/28.30  																																																									| (431) e1 = e0
% 63.28/28.30  																																																									|
% 63.28/28.30  																																																									| Equations (431) can reduce 233 to:
% 63.28/28.30  																																																									| (266) $false
% 63.28/28.30  																																																									|
% 63.28/28.30  																																																									|-The branch is then unsatisfiable
% 63.28/28.30  																																																				|-Branch two:
% 63.28/28.30  																																																				| (254)  ~ (all_0_48_48 = e4)
% 63.28/28.30  																																																				| (974) all_0_49_49 = e4
% 63.28/28.30  																																																				|
% 63.28/28.30  																																																					| Combining equations (978,974) yields a new equation:
% 63.28/28.30  																																																					| (397) e4 = e0
% 63.28/28.30  																																																					|
% 63.28/28.30  																																																					| Equations (397) can reduce 49 to:
% 63.28/28.30  																																																					| (266) $false
% 63.28/28.30  																																																					|
% 63.28/28.30  																																																					|-The branch is then unsatisfiable
% 63.28/28.31  																																															|-Branch two:
% 63.28/28.31  																																															| (1390)  ~ (all_0_44_44 = e4)
% 63.28/28.31  																																															| (1391) all_0_44_44 = e3 | all_0_44_44 = e1 | all_0_44_44 = e0
% 63.28/28.31  																																															|
% 63.28/28.31  																																																+-Applying beta-rule and splitting (206), into two cases.
% 63.28/28.31  																																																|-Branch one:
% 63.28/28.31  																																																| (248) all_0_45_45 = e4
% 63.28/28.31  																																																|
% 63.28/28.31  																																																	| Combining equations (423,248) yields a new equation:
% 63.28/28.31  																																																	| (425) e4 = e3
% 63.28/28.31  																																																	|
% 63.28/28.31  																																																	| Equations (425) can reduce 188 to:
% 63.28/28.31  																																																	| (266) $false
% 63.28/28.31  																																																	|
% 63.28/28.31  																																																	|-The branch is then unsatisfiable
% 63.28/28.31  																																																|-Branch two:
% 63.28/28.31  																																																| (60416)  ~ (all_0_45_45 = e4)
% 63.28/28.31  																																																| (61457) all_0_46_46 = e4 | all_0_47_47 = e4 | all_0_48_48 = e4 | all_0_49_49 = e4
% 63.28/28.31  																																																|
% 63.33/28.31  																																																	| Equations (423) can reduce 60416 to:
% 63.33/28.31  																																																	| (277)  ~ (e4 = e3)
% 63.33/28.31  																																																	|
% 63.33/28.31  																																																	| Simplifying 277 yields:
% 63.33/28.31  																																																	| (188)  ~ (e4 = e3)
% 63.33/28.31  																																																	|
% 63.33/28.31  																																																	+-Applying beta-rule and splitting (150), into two cases.
% 63.33/28.31  																																																	|-Branch one:
% 63.33/28.31  																																																	| (1378) all_0_40_40 = e4
% 63.33/28.31  																																																	|
% 63.33/28.31  																																																		| Combining equations (1378,313) yields a new equation:
% 63.33/28.31  																																																		| (322) e4 = e2
% 63.33/28.31  																																																		|
% 63.33/28.31  																																																		| Simplifying 322 yields:
% 63.33/28.31  																																																		| (323) e4 = e2
% 63.33/28.31  																																																		|
% 63.33/28.31  																																																		| Equations (323) can reduce 48 to:
% 63.33/28.31  																																																		| (266) $false
% 63.33/28.31  																																																		|
% 63.33/28.31  																																																		|-The branch is then unsatisfiable
% 63.33/28.31  																																																	|-Branch two:
% 63.33/28.31  																																																	| (447)  ~ (all_0_40_40 = e4)
% 63.33/28.31  																																																	| (2271) all_0_44_44 = e4 | all_0_49_49 = e4 | all_0_53_53 = e4 | all_0_58_58 = e4
% 63.33/28.31  																																																	|
% 63.33/28.31  																																																		+-Applying beta-rule and splitting (5471), into two cases.
% 63.33/28.31  																																																		|-Branch one:
% 63.33/28.31  																																																		| (1279) all_0_48_48 = e0
% 63.33/28.31  																																																		|
% 63.33/28.31  																																																			| Equations (1279) can reduce 1283 to:
% 63.33/28.31  																																																			| (266) $false
% 63.33/28.31  																																																			|
% 63.33/28.31  																																																			|-The branch is then unsatisfiable
% 63.33/28.31  																																																		|-Branch two:
% 63.33/28.31  																																																		| (1283)  ~ (all_0_48_48 = e0)
% 63.33/28.31  																																																		| (875) all_0_57_57 = e0
% 63.33/28.31  																																																		|
% 63.33/28.31  																																																			| Equations (875) can reduce 839 to:
% 63.33/28.31  																																																			| (401)  ~ (e4 = e0)
% 63.33/28.31  																																																			|
% 63.33/28.31  																																																			| Simplifying 401 yields:
% 63.33/28.31  																																																			| (49)  ~ (e4 = e0)
% 63.33/28.31  																																																			|
% 63.33/28.31  																																																			+-Applying beta-rule and splitting (2271), into two cases.
% 63.33/28.31  																																																			|-Branch one:
% 63.33/28.31  																																																			| (446) all_0_44_44 = e4
% 63.33/28.31  																																																			|
% 63.33/28.31  																																																				| Equations (446) can reduce 1390 to:
% 63.33/28.31  																																																				| (266) $false
% 63.33/28.31  																																																				|
% 63.33/28.31  																																																				|-The branch is then unsatisfiable
% 63.33/28.31  																																																			|-Branch two:
% 63.33/28.31  																																																			| (1390)  ~ (all_0_44_44 = e4)
% 63.33/28.31  																																																			| (7998) all_0_49_49 = e4 | all_0_53_53 = e4 | all_0_58_58 = e4
% 63.33/28.31  																																																			|
% 63.33/28.31  																																																				+-Applying beta-rule and splitting (7998), into two cases.
% 63.33/28.31  																																																				|-Branch one:
% 63.33/28.31  																																																				| (974) all_0_49_49 = e4
% 63.33/28.31  																																																				|
% 63.33/28.31  																																																					| Combining equations (978,974) yields a new equation:
% 63.33/28.31  																																																					| (397) e4 = e0
% 63.33/28.31  																																																					|
% 63.33/28.31  																																																					| Equations (397) can reduce 49 to:
% 63.33/28.31  																																																					| (266) $false
% 63.33/28.31  																																																					|
% 63.33/28.31  																																																					|-The branch is then unsatisfiable
% 63.33/28.31  																																																				|-Branch two:
% 63.33/28.31  																																																				| (256)  ~ (all_0_49_49 = e4)
% 63.33/28.31  																																																				| (8013) all_0_53_53 = e4 | all_0_58_58 = e4
% 63.33/28.31  																																																				|
% 63.33/28.31  																																																					+-Applying beta-rule and splitting (8013), into two cases.
% 63.33/28.31  																																																					|-Branch one:
% 63.33/28.31  																																																					| (1298) all_0_53_53 = e4
% 63.33/28.31  																																																					|
% 63.33/28.31  																																																						| Combining equations (1208,1298) yields a new equation:
% 63.33/28.31  																																																						| (630) e4 = e1
% 63.33/28.31  																																																						|
% 63.33/28.31  																																																						| Equations (630) can reduce 110 to:
% 63.33/28.31  																																																						| (266) $false
% 63.33/28.31  																																																						|
% 63.33/28.31  																																																						|-The branch is then unsatisfiable
% 63.33/28.31  																																																					|-Branch two:
% 63.33/28.31  																																																					| (1453)  ~ (all_0_53_53 = e4)
% 63.33/28.31  																																																					| (910) all_0_58_58 = e4
% 63.33/28.31  																																																					|
% 63.33/28.31  																																																						| Combining equations (910,795) yields a new equation:
% 63.33/28.31  																																																						| (424) e4 = e3
% 63.33/28.31  																																																						|
% 63.33/28.31  																																																						| Simplifying 424 yields:
% 63.33/28.31  																																																						| (425) e4 = e3
% 63.33/28.31  																																																						|
% 63.33/28.31  																																																						| Equations (425) can reduce 188 to:
% 63.33/28.31  																																																						| (266) $false
% 63.33/28.31  																																																						|
% 63.33/28.31  																																																						|-The branch is then unsatisfiable
% 63.33/28.32  																																													|-Branch two:
% 63.33/28.32  																																													| (632)  ~ (all_0_55_55 = e1)
% 63.33/28.32  																																													| (633) all_0_56_56 = e1 | all_0_57_57 = e1 | all_0_58_58 = e1
% 63.33/28.32  																																													|
% 63.33/28.32  																																														+-Applying beta-rule and splitting (230), into two cases.
% 63.33/28.32  																																														|-Branch one:
% 63.33/28.32  																																														| (396) all_0_43_43 = e4
% 63.33/28.32  																																														|
% 63.33/28.32  																																															| Combining equations (430,396) yields a new equation:
% 63.33/28.32  																																															| (630) e4 = e1
% 63.33/28.32  																																															|
% 63.33/28.32  																																															| Equations (630) can reduce 110 to:
% 63.33/28.32  																																															| (266) $false
% 63.33/28.32  																																															|
% 63.33/28.32  																																															|-The branch is then unsatisfiable
% 63.33/28.32  																																														|-Branch two:
% 63.33/28.32  																																														| (399)  ~ (all_0_43_43 = e4)
% 63.33/28.32  																																														| (400) all_0_48_48 = e4 | all_0_52_52 = e4 | all_0_57_57 = e4
% 63.33/28.32  																																														|
% 63.33/28.32  																																															+-Applying beta-rule and splitting (150), into two cases.
% 63.33/28.32  																																															|-Branch one:
% 63.33/28.32  																																															| (1378) all_0_40_40 = e4
% 63.33/28.32  																																															|
% 63.33/28.32  																																																| Combining equations (1378,313) yields a new equation:
% 63.33/28.32  																																																| (322) e4 = e2
% 63.33/28.32  																																																|
% 63.33/28.32  																																																| Simplifying 322 yields:
% 63.33/28.32  																																																| (323) e4 = e2
% 63.33/28.32  																																																|
% 63.33/28.32  																																																| Equations (323) can reduce 48 to:
% 63.33/28.32  																																																| (266) $false
% 63.33/28.32  																																																|
% 63.33/28.32  																																																|-The branch is then unsatisfiable
% 63.33/28.32  																																															|-Branch two:
% 63.33/28.32  																																															| (447)  ~ (all_0_40_40 = e4)
% 63.33/28.32  																																															| (2271) all_0_44_44 = e4 | all_0_49_49 = e4 | all_0_53_53 = e4 | all_0_58_58 = e4
% 63.33/28.32  																																															|
% 63.33/28.32  																																																| Equations (313) can reduce 447 to:
% 63.33/28.32  																																																| (327)  ~ (e4 = e2)
% 63.33/28.32  																																																|
% 63.33/28.32  																																																| Simplifying 327 yields:
% 63.33/28.32  																																																| (48)  ~ (e4 = e2)
% 63.33/28.32  																																																|
% 63.33/28.32  																																																+-Applying beta-rule and splitting (5471), into two cases.
% 63.33/28.32  																																																|-Branch one:
% 63.33/28.32  																																																| (1279) all_0_48_48 = e0
% 63.33/28.32  																																																|
% 63.33/28.32  																																																	| Equations (1279) can reduce 1283 to:
% 63.33/28.32  																																																	| (266) $false
% 63.33/28.32  																																																	|
% 63.33/28.32  																																																	|-The branch is then unsatisfiable
% 63.33/28.32  																																																|-Branch two:
% 63.33/28.32  																																																| (1283)  ~ (all_0_48_48 = e0)
% 63.33/28.32  																																																| (875) all_0_57_57 = e0
% 63.33/28.32  																																																|
% 63.33/28.32  																																																	| Equations (875) can reduce 839 to:
% 63.33/28.32  																																																	| (401)  ~ (e4 = e0)
% 63.33/28.32  																																																	|
% 63.33/28.32  																																																	| Simplifying 401 yields:
% 63.33/28.32  																																																	| (49)  ~ (e4 = e0)
% 63.33/28.32  																																																	|
% 63.33/28.32  																																																	+-Applying beta-rule and splitting (400), into two cases.
% 63.33/28.32  																																																	|-Branch one:
% 63.33/28.32  																																																	| (943) all_0_48_48 = e4
% 63.33/28.32  																																																	|
% 63.33/28.32  																																																		| Equations (943) can reduce 619 to:
% 63.33/28.32  																																																		| (110)  ~ (e4 = e1)
% 63.33/28.32  																																																		|
% 63.33/28.32  																																																		+-Applying beta-rule and splitting (595), into two cases.
% 63.33/28.32  																																																		|-Branch one:
% 63.33/28.32  																																																		| (545) all_0_46_46 = e1
% 63.33/28.32  																																																		|
% 63.33/28.32  																																																			| Combining equations (1794,545) yields a new equation:
% 63.33/28.32  																																																			| (616) e2 = e1
% 63.33/28.32  																																																			|
% 63.33/28.32  																																																			| Simplifying 616 yields:
% 63.33/28.32  																																																			| (617) e2 = e1
% 63.33/28.32  																																																			|
% 63.33/28.32  																																																			| Equations (617) can reduce 122 to:
% 63.33/28.32  																																																			| (266) $false
% 63.33/28.32  																																																			|
% 63.33/28.32  																																																			|-The branch is then unsatisfiable
% 63.33/28.32  																																																		|-Branch two:
% 63.33/28.32  																																																		| (549)  ~ (all_0_46_46 = e1)
% 63.33/28.32  																																																		| (600) all_0_50_50 = e1 | all_0_55_55 = e1
% 63.33/28.32  																																																		|
% 63.33/28.32  																																																			+-Applying beta-rule and splitting (600), into two cases.
% 63.33/28.32  																																																			|-Branch one:
% 63.33/28.32  																																																			| (601) all_0_50_50 = e1
% 63.33/28.32  																																																			|
% 63.33/28.32  																																																				| Combining equations (775,601) yields a new equation:
% 63.33/28.32  																																																				| (636) e4 = e1
% 63.33/28.32  																																																				|
% 63.33/28.32  																																																				| Simplifying 636 yields:
% 63.33/28.32  																																																				| (630) e4 = e1
% 63.33/28.32  																																																				|
% 63.33/28.32  																																																				| Equations (630) can reduce 110 to:
% 63.33/28.32  																																																				| (266) $false
% 63.33/28.32  																																																				|
% 63.33/28.32  																																																				|-The branch is then unsatisfiable
% 63.33/28.32  																																																			|-Branch two:
% 63.33/28.32  																																																			| (759)  ~ (all_0_50_50 = e1)
% 63.33/28.32  																																																			| (629) all_0_55_55 = e1
% 63.33/28.32  																																																			|
% 63.33/28.32  																																																				| Equations (629) can reduce 632 to:
% 63.33/28.32  																																																				| (266) $false
% 63.33/28.32  																																																				|
% 63.33/28.32  																																																				|-The branch is then unsatisfiable
% 63.33/28.32  																																																	|-Branch two:
% 63.33/28.32  																																																	| (254)  ~ (all_0_48_48 = e4)
% 63.33/28.32  																																																	| (947) all_0_52_52 = e4 | all_0_57_57 = e4
% 63.33/28.32  																																																	|
% 63.33/28.32  																																																		+-Applying beta-rule and splitting (947), into two cases.
% 63.33/28.32  																																																		|-Branch one:
% 63.33/28.32  																																																		| (565) all_0_52_52 = e4
% 63.33/28.32  																																																		|
% 63.33/28.32  																																																			| Combining equations (352,565) yields a new equation:
% 63.33/28.32  																																																			| (323) e4 = e2
% 63.33/28.32  																																																			|
% 63.33/28.32  																																																			| Equations (323) can reduce 48 to:
% 63.33/28.32  																																																			| (266) $false
% 63.33/28.32  																																																			|
% 63.33/28.32  																																																			|-The branch is then unsatisfiable
% 63.33/28.32  																																																		|-Branch two:
% 63.33/28.32  																																																		| (780)  ~ (all_0_52_52 = e4)
% 63.33/28.32  																																																		| (871) all_0_57_57 = e4
% 63.33/28.32  																																																		|
% 63.33/28.32  																																																			| Combining equations (875,871) yields a new equation:
% 63.33/28.32  																																																			| (397) e4 = e0
% 63.33/28.32  																																																			|
% 63.33/28.32  																																																			| Equations (397) can reduce 49 to:
% 63.33/28.32  																																																			| (266) $false
% 63.33/28.32  																																																			|
% 63.33/28.32  																																																			|-The branch is then unsatisfiable
% 63.33/28.32  																																											|-Branch two:
% 63.33/28.32  																																											| (433)  ~ (all_0_43_43 = e1)
% 63.33/28.32  																																											| (635) all_0_44_44 = e1
% 63.33/28.32  																																											|
% 63.33/28.32  																																												| Equations (635) can reduce 639 to:
% 63.33/28.32  																																												| (266) $false
% 63.33/28.32  																																												|
% 63.33/28.32  																																												|-The branch is then unsatisfiable
% 63.33/28.32  																																				|-Branch two:
% 63.33/28.32  																																				| (566)  ~ (all_0_50_50 = e4)
% 63.33/28.32  																																				| (587) all_0_55_55 = e4
% 63.33/28.32  																																				|
% 63.33/28.32  																																					| Equations (587) can reduce 763 to:
% 63.33/28.32  																																					| (266) $false
% 63.33/28.32  																																					|
% 63.33/28.32  																																					|-The branch is then unsatisfiable
% 63.33/28.32  																																			|-Branch two:
% 63.33/28.32  																																			| (487)  ~ (all_0_49_49 = e0)
% 63.33/28.32  																																			| (914) all_0_58_58 = e0
% 63.33/28.32  																																			|
% 63.33/28.32  																																				| Combining equations (795,914) yields a new equation:
% 63.33/28.32  																																				| (675) e3 = e0
% 63.33/28.32  																																				|
% 63.33/28.32  																																				| Simplifying 675 yields:
% 63.33/28.32  																																				| (676) e3 = e0
% 63.33/28.32  																																				|
% 63.33/28.32  																																				| Equations (676) can reduce 80 to:
% 63.33/28.32  																																				| (266) $false
% 63.33/28.32  																																				|
% 63.33/28.32  																																				|-The branch is then unsatisfiable
% 63.33/28.32  																									|-Branch two:
% 63.33/28.32  																									| (1898)  ~ (all_0_41_41 = e3)
% 63.33/28.32  																									| (1899) all_0_42_42 = e3 | all_0_44_44 = e3
% 63.33/28.32  																									|
% 63.33/28.32  																										+-Applying beta-rule and splitting (144), into two cases.
% 63.33/28.32  																										|-Branch one:
% 63.33/28.32  																										| (403) all_0_41_41 = e3
% 63.33/28.32  																										|
% 63.33/28.32  																											| Equations (403) can reduce 1898 to:
% 63.33/28.32  																											| (266) $false
% 63.33/28.32  																											|
% 63.33/28.32  																											|-The branch is then unsatisfiable
% 63.33/28.32  																										|-Branch two:
% 63.33/28.32  																										| (1898)  ~ (all_0_41_41 = e3)
% 63.33/28.32  																										| (1923) all_0_46_46 = e3 | all_0_50_50 = e3 | all_0_55_55 = e3
% 63.33/28.32  																										|
% 63.33/28.32  																											+-Applying beta-rule and splitting (1899), into two cases.
% 63.33/28.32  																											|-Branch one:
% 63.33/28.32  																											| (516) all_0_42_42 = e3
% 63.33/28.32  																											|
% 63.33/28.32  																												| Combining equations (559,516) yields a new equation:
% 63.33/28.32  																												| (676) e3 = e0
% 63.33/28.32  																												|
% 63.33/28.32  																												| Equations (676) can reduce 80 to:
% 63.33/28.32  																												| (266) $false
% 63.33/28.32  																												|
% 63.33/28.32  																												|-The branch is then unsatisfiable
% 63.33/28.32  																											|-Branch two:
% 63.33/28.32  																											| (405)  ~ (all_0_42_42 = e3)
% 63.33/28.32  																											| (532) all_0_44_44 = e3
% 63.33/28.32  																											|
% 63.33/28.32  																												| Equations (532) can reduce 159 to:
% 63.33/28.32  																												| (99)  ~ (all_0_43_43 = e3)
% 63.33/28.32  																												|
% 63.33/28.32  																												| Equations (532) can reduce 147 to:
% 63.33/28.32  																												| (212)  ~ (e3 = e2)
% 63.33/28.32  																												|
% 63.33/28.32  																												+-Applying beta-rule and splitting (1923), into two cases.
% 63.33/28.32  																												|-Branch one:
% 63.33/28.32  																												| (1557) all_0_46_46 = e3
% 63.33/28.32  																												|
% 63.33/28.32  																													| Combining equations (1794,1557) yields a new equation:
% 63.33/28.32  																													| (662) e3 = e2
% 63.33/28.32  																													|
% 63.33/28.32  																													| Equations (662) can reduce 212 to:
% 63.33/28.32  																													| (266) $false
% 63.33/28.32  																													|
% 63.33/28.32  																													|-The branch is then unsatisfiable
% 63.33/28.32  																												|-Branch two:
% 63.33/28.32  																												| (409)  ~ (all_0_46_46 = e3)
% 63.33/28.32  																												| (4042) all_0_50_50 = e3 | all_0_55_55 = e3
% 63.33/28.32  																												|
% 63.33/28.32  																													+-Applying beta-rule and splitting (4042), into two cases.
% 63.33/28.32  																													|-Branch one:
% 63.33/28.32  																													| (415) all_0_50_50 = e3
% 63.33/28.32  																													|
% 63.33/28.32  																														| Equations (415) can reduce 411 to:
% 63.33/28.32  																														| (266) $false
% 63.33/28.32  																														|
% 63.33/28.32  																														|-The branch is then unsatisfiable
% 63.33/28.32  																													|-Branch two:
% 63.33/28.32  																													| (411)  ~ (all_0_50_50 = e3)
% 63.33/28.32  																													| (2336) all_0_55_55 = e3
% 63.33/28.32  																													|
% 63.33/28.32  																														| Equations (2336) can reduce 191 to:
% 63.33/28.32  																														| (1898)  ~ (all_0_41_41 = e3)
% 63.33/28.32  																														|
% 63.33/28.32  																														| Equations (2336) can reduce 93 to:
% 63.33/28.32  																														| (411)  ~ (all_0_50_50 = e3)
% 63.33/28.32  																														|
% 63.33/28.32  																														| Equations (2336) can reduce 81 to:
% 63.33/28.32  																														| (273)  ~ (all_0_57_57 = e3)
% 63.33/28.32  																														|
% 63.33/28.32  																														| Simplifying 273 yields:
% 63.33/28.32  																														| (67)  ~ (all_0_57_57 = e3)
% 63.33/28.32  																														|
% 63.33/28.32  																														| From (2336) and (74) follows:
% 63.33/28.32  																														| (2208) op(e0, e3) = e3
% 63.33/28.32  																														|
% 63.33/28.32  																														+-Applying beta-rule and splitting (195), into two cases.
% 63.33/28.32  																														|-Branch one:
% 63.33/28.32  																														| (396) all_0_43_43 = e4
% 63.33/28.32  																														|
% 63.33/28.32  																															| Equations (396) can reduce 31 to:
% 63.33/28.32  																															| (440)  ~ (all_0_41_41 = e4)
% 63.33/28.32  																															|
% 63.33/28.32  																															| Equations (396) can reduce 17 to:
% 63.33/28.32  																															| (253)  ~ (all_0_48_48 = e4)
% 63.33/28.32  																															|
% 63.33/28.32  																															| Simplifying 253 yields:
% 63.33/28.32  																															| (254)  ~ (all_0_48_48 = e4)
% 63.33/28.32  																															|
% 63.33/28.32  																															| Equations (396) can reduce 99 to:
% 63.33/28.32  																															| (188)  ~ (e4 = e3)
% 63.33/28.32  																															|
% 63.33/28.32  																															| Equations (396) can reduce 96 to:
% 63.33/28.32  																															| (48)  ~ (e4 = e2)
% 63.33/28.32  																															|
% 63.33/28.32  																															| Equations (396) can reduce 5470 to:
% 63.33/28.32  																															| (49)  ~ (e4 = e0)
% 63.33/28.32  																															|
% 63.33/28.32  																															+-Applying beta-rule and splitting (103), into two cases.
% 63.33/28.32  																															|-Branch one:
% 63.33/28.32  																															| (453) all_0_41_41 = e1
% 63.33/28.32  																															|
% 63.33/28.32  																																| Equations (453) can reduce 221 to:
% 63.33/28.32  																																| (1136)  ~ (all_0_50_50 = e1)
% 63.33/28.32  																																|
% 63.33/28.32  																																| Simplifying 1136 yields:
% 63.33/28.32  																																| (759)  ~ (all_0_50_50 = e1)
% 63.33/28.32  																																|
% 63.33/28.32  																																| Equations (453) can reduce 440 to:
% 63.33/28.32  																																| (602)  ~ (e4 = e1)
% 63.33/28.32  																																|
% 63.33/28.32  																																| Simplifying 602 yields:
% 63.33/28.32  																																| (110)  ~ (e4 = e1)
% 63.33/28.32  																																|
% 63.33/28.32  																																| Equations (453) can reduce 1898 to:
% 63.33/28.32  																																| (467)  ~ (e3 = e1)
% 63.33/28.32  																																|
% 63.33/28.32  																																| Simplifying 467 yields:
% 63.33/28.32  																																| (213)  ~ (e3 = e1)
% 63.33/28.32  																																|
% 63.33/28.32  																																| Equations (453) can reduce 85 to:
% 63.33/28.32  																																| (604)  ~ (e2 = e1)
% 63.33/28.32  																																|
% 63.33/28.32  																																| Simplifying 604 yields:
% 63.33/28.32  																																| (122)  ~ (e2 = e1)
% 63.33/28.32  																																|
% 63.33/28.32  																																+-Applying beta-rule and splitting (206), into two cases.
% 63.33/28.32  																																|-Branch one:
% 63.33/28.32  																																| (248) all_0_45_45 = e4
% 63.33/28.32  																																|
% 63.33/28.32  																																	| Combining equations (423,248) yields a new equation:
% 63.33/28.32  																																	| (425) e4 = e3
% 63.33/28.32  																																	|
% 63.33/28.32  																																	| Equations (425) can reduce 188 to:
% 63.33/28.32  																																	| (266) $false
% 63.33/28.32  																																	|
% 63.33/28.32  																																	|-The branch is then unsatisfiable
% 63.33/28.32  																																|-Branch two:
% 63.33/28.33  																																| (60416)  ~ (all_0_45_45 = e4)
% 63.33/28.33  																																| (61457) all_0_46_46 = e4 | all_0_47_47 = e4 | all_0_48_48 = e4 | all_0_49_49 = e4
% 63.33/28.33  																																|
% 63.33/28.33  																																	+-Applying beta-rule and splitting (228), into two cases.
% 63.33/28.33  																																	|-Branch one:
% 63.33/28.33  																																	| (335) all_0_48_48 = e2
% 63.33/28.33  																																	|
% 63.33/28.33  																																		| Equations (335) can reduce 810 to:
% 63.33/28.33  																																		| (266) $false
% 63.33/28.33  																																		|
% 63.33/28.33  																																		|-The branch is then unsatisfiable
% 63.33/28.33  																																	|-Branch two:
% 63.33/28.33  																																	| (810)  ~ (all_0_48_48 = e2)
% 63.33/28.33  																																	| (10218) all_0_48_48 = e4 | all_0_48_48 = e1 | all_0_48_48 = e0
% 63.33/28.33  																																	|
% 63.33/28.33  																																		+-Applying beta-rule and splitting (61457), into two cases.
% 63.33/28.33  																																		|-Branch one:
% 63.33/28.33  																																		| (770) all_0_46_46 = e4
% 63.33/28.33  																																		|
% 63.33/28.33  																																			| Combining equations (1794,770) yields a new equation:
% 63.33/28.33  																																			| (323) e4 = e2
% 63.33/28.33  																																			|
% 63.33/28.33  																																			| Equations (323) can reduce 48 to:
% 63.33/28.33  																																			| (266) $false
% 63.33/28.33  																																			|
% 63.33/28.33  																																			|-The branch is then unsatisfiable
% 63.33/28.33  																																		|-Branch two:
% 63.33/28.33  																																		| (250)  ~ (all_0_46_46 = e4)
% 63.33/28.33  																																		| (61466) all_0_47_47 = e4 | all_0_48_48 = e4 | all_0_49_49 = e4
% 63.33/28.33  																																		|
% 63.33/28.33  																																			+-Applying beta-rule and splitting (241), into two cases.
% 63.33/28.33  																																			|-Branch one:
% 63.33/28.33  																																			| (378) all_0_50_50 = e2
% 63.33/28.33  																																			|
% 63.33/28.33  																																				| Equations (378) can reduce 302 to:
% 63.33/28.33  																																				| (266) $false
% 63.33/28.33  																																				|
% 63.33/28.33  																																				|-The branch is then unsatisfiable
% 63.33/28.33  																																			|-Branch two:
% 63.33/28.33  																																			| (302)  ~ (all_0_50_50 = e2)
% 63.33/28.33  																																			| (422) all_0_50_50 = e4 | all_0_50_50 = e3 | all_0_50_50 = e1
% 63.33/28.33  																																			|
% 63.33/28.33  																																				+-Applying beta-rule and splitting (160), into two cases.
% 63.33/28.33  																																				|-Branch one:
% 63.33/28.33  																																				| (601) all_0_50_50 = e1
% 63.33/28.33  																																				|
% 63.33/28.33  																																					| Equations (601) can reduce 759 to:
% 63.33/28.33  																																					| (266) $false
% 63.33/28.33  																																					|
% 63.33/28.33  																																					|-The branch is then unsatisfiable
% 63.33/28.33  																																				|-Branch two:
% 63.33/28.33  																																				| (759)  ~ (all_0_50_50 = e1)
% 63.33/28.33  																																				| (1168) all_0_51_51 = e1 | all_0_52_52 = e1 | all_0_53_53 = e1
% 63.33/28.33  																																				|
% 63.33/28.33  																																					+-Applying beta-rule and splitting (1168), into two cases.
% 63.33/28.33  																																					|-Branch one:
% 63.33/28.33  																																					| (1109) all_0_51_51 = e1
% 63.33/28.33  																																					|
% 63.33/28.33  																																						| Combining equations (660,1109) yields a new equation:
% 63.33/28.33  																																						| (454) e3 = e1
% 63.33/28.33  																																						|
% 63.33/28.33  																																						| Simplifying 454 yields:
% 63.33/28.33  																																						| (455) e3 = e1
% 63.33/28.33  																																						|
% 63.33/28.33  																																						| Equations (455) can reduce 213 to:
% 63.33/28.33  																																						| (266) $false
% 63.33/28.33  																																						|
% 63.33/28.33  																																						|-The branch is then unsatisfiable
% 63.33/28.33  																																					|-Branch two:
% 63.33/28.33  																																					| (464)  ~ (all_0_51_51 = e1)
% 63.33/28.33  																																					| (1202) all_0_52_52 = e1 | all_0_53_53 = e1
% 63.33/28.33  																																					|
% 63.33/28.33  																																						+-Applying beta-rule and splitting (130), into two cases.
% 63.33/28.33  																																						|-Branch one:
% 63.33/28.33  																																						| (430) all_0_43_43 = e1
% 63.33/28.33  																																						|
% 63.33/28.33  																																							| Combining equations (430,396) yields a new equation:
% 63.33/28.33  																																							| (630) e4 = e1
% 63.33/28.33  																																							|
% 63.33/28.33  																																							| Equations (630) can reduce 110 to:
% 63.33/28.33  																																							| (266) $false
% 63.33/28.33  																																							|
% 63.33/28.33  																																							|-The branch is then unsatisfiable
% 63.33/28.33  																																						|-Branch two:
% 63.33/28.33  																																						| (433)  ~ (all_0_43_43 = e1)
% 63.33/28.33  																																						| (434) all_0_48_48 = e1 | all_0_52_52 = e1 | all_0_57_57 = e1
% 63.33/28.33  																																						|
% 63.33/28.33  																																							| Equations (396) can reduce 433 to:
% 63.33/28.33  																																							| (110)  ~ (e4 = e1)
% 63.33/28.33  																																							|
% 63.33/28.33  																																							+-Applying beta-rule and splitting (61466), into two cases.
% 63.33/28.33  																																							|-Branch one:
% 63.33/28.33  																																							| (1790) all_0_47_47 = e4
% 63.33/28.33  																																							|
% 63.33/28.33  																																								| Combining equations (654,1790) yields a new equation:
% 63.33/28.33  																																								| (630) e4 = e1
% 63.33/28.33  																																								|
% 63.33/28.33  																																								| Equations (630) can reduce 110 to:
% 63.33/28.33  																																								| (266) $false
% 63.33/28.33  																																								|
% 63.33/28.33  																																								|-The branch is then unsatisfiable
% 63.33/28.33  																																							|-Branch two:
% 63.33/28.33  																																							| (252)  ~ (all_0_47_47 = e4)
% 63.33/28.33  																																							| (61479) all_0_48_48 = e4 | all_0_49_49 = e4
% 63.33/28.33  																																							|
% 63.33/28.33  																																								+-Applying beta-rule and splitting (422), into two cases.
% 63.33/28.33  																																								|-Branch one:
% 63.33/28.33  																																								| (775) all_0_50_50 = e4
% 63.33/28.33  																																								|
% 63.33/28.33  																																									| From (775) and (242) follows:
% 63.33/28.33  																																									| (5059) op(e1, e3) = e4
% 63.33/28.33  																																									|
% 63.33/28.33  																																									+-Applying beta-rule and splitting (434), into two cases.
% 63.33/28.33  																																									|-Branch one:
% 63.33/28.33  																																									| (615) all_0_48_48 = e1
% 63.33/28.33  																																									|
% 63.33/28.33  																																										| Equations (615) can reduce 619 to:
% 63.33/28.33  																																										| (266) $false
% 63.33/28.33  																																										|
% 63.33/28.33  																																										|-The branch is then unsatisfiable
% 63.33/28.33  																																									|-Branch two:
% 63.33/28.33  																																									| (619)  ~ (all_0_48_48 = e1)
% 63.33/28.33  																																									| (620) all_0_52_52 = e1 | all_0_57_57 = e1
% 63.33/28.33  																																									|
% 63.33/28.33  																																										+-Applying beta-rule and splitting (10218), into two cases.
% 63.33/28.33  																																										|-Branch one:
% 63.33/28.33  																																										| (943) all_0_48_48 = e4
% 63.33/28.33  																																										|
% 63.33/28.33  																																											| Equations (943) can reduce 254 to:
% 63.33/28.33  																																											| (266) $false
% 63.33/28.33  																																											|
% 63.33/28.33  																																											|-The branch is then unsatisfiable
% 63.33/28.33  																																										|-Branch two:
% 63.33/28.33  																																										| (254)  ~ (all_0_48_48 = e4)
% 63.33/28.33  																																										| (10222) all_0_48_48 = e1 | all_0_48_48 = e0
% 63.33/28.33  																																										|
% 63.33/28.34  																																											+-Applying beta-rule and splitting (61479), into two cases.
% 63.33/28.34  																																											|-Branch one:
% 63.33/28.34  																																											| (943) all_0_48_48 = e4
% 63.33/28.34  																																											|
% 63.33/28.34  																																												| Equations (943) can reduce 254 to:
% 63.33/28.34  																																												| (266) $false
% 63.33/28.34  																																												|
% 63.33/28.34  																																												|-The branch is then unsatisfiable
% 63.33/28.34  																																											|-Branch two:
% 63.33/28.34  																																											| (254)  ~ (all_0_48_48 = e4)
% 63.33/28.34  																																											| (974) all_0_49_49 = e4
% 63.33/28.34  																																											|
% 63.33/28.34  																																												| Equations (974) can reduce 340 to:
% 63.33/28.34  																																												| (48)  ~ (e4 = e2)
% 63.33/28.34  																																												|
% 63.33/28.34  																																												| From (974) and (55) follows:
% 63.33/28.34  																																												| (61486) op(e2, e0) = e4
% 63.33/28.34  																																												|
% 63.33/28.34  																																												+-Applying beta-rule and splitting (10222), into two cases.
% 63.33/28.34  																																												|-Branch one:
% 63.33/28.34  																																												| (1279) all_0_48_48 = e0
% 63.33/28.34  																																												|
% 63.33/28.34  																																													| Equations (1279) can reduce 215 to:
% 63.33/28.34  																																													| (541)  ~ (e3 = e0)
% 63.33/28.34  																																													|
% 63.33/28.34  																																													| Simplifying 541 yields:
% 63.33/28.34  																																													| (80)  ~ (e3 = e0)
% 63.33/28.34  																																													|
% 63.33/28.34  																																													| Equations (1279) can reduce 810 to:
% 63.33/28.34  																																													| (365)  ~ (e2 = e0)
% 63.33/28.34  																																													|
% 63.33/28.34  																																													| Simplifying 365 yields:
% 63.33/28.34  																																													| (128)  ~ (e2 = e0)
% 63.33/28.34  																																													|
% 63.33/28.34  																																													+-Applying beta-rule and splitting (125), into two cases.
% 63.33/28.34  																																													|-Branch one:
% 63.33/28.34  																																													| (858) all_0_55_55 = e0
% 63.33/28.34  																																													|
% 63.33/28.34  																																														| Combining equations (2336,858) yields a new equation:
% 63.33/28.34  																																														| (675) e3 = e0
% 63.33/28.34  																																														|
% 63.33/28.34  																																														| Simplifying 675 yields:
% 63.33/28.34  																																														| (676) e3 = e0
% 63.33/28.34  																																														|
% 63.33/28.34  																																														| Equations (676) can reduce 80 to:
% 63.33/28.34  																																														| (266) $false
% 63.33/28.34  																																														|
% 63.33/28.34  																																														|-The branch is then unsatisfiable
% 63.33/28.34  																																													|-Branch two:
% 63.33/28.34  																																													| (803)  ~ (all_0_55_55 = e0)
% 63.33/28.34  																																													| (863) all_0_56_56 = e0 | all_0_57_57 = e0 | all_0_58_58 = e0
% 63.33/28.34  																																													|
% 63.33/28.34  																																														+-Applying beta-rule and splitting (12), into two cases.
% 63.33/28.34  																																														|-Branch one:
% 63.33/28.34  																																														| (442) all_0_57_57 = e2
% 63.33/28.34  																																														|
% 63.33/28.34  																																															| Equations (442) can reduce 344 to:
% 63.33/28.34  																																															| (266) $false
% 63.33/28.34  																																															|
% 63.33/28.34  																																															|-The branch is then unsatisfiable
% 63.33/28.34  																																														|-Branch two:
% 63.33/28.34  																																														| (344)  ~ (all_0_57_57 = e2)
% 63.33/28.34  																																														| (445) all_0_57_57 = e4 | all_0_57_57 = e1 | all_0_57_57 = e0
% 63.33/28.34  																																														|
% 63.33/28.34  																																															+-Applying beta-rule and splitting (620), into two cases.
% 63.33/28.34  																																															|-Branch one:
% 63.33/28.34  																																															| (642) all_0_52_52 = e1
% 63.33/28.34  																																															|
% 63.33/28.34  																																																| Combining equations (352,642) yields a new equation:
% 63.33/28.34  																																																| (616) e2 = e1
% 63.33/28.34  																																																|
% 63.33/28.34  																																																| Simplifying 616 yields:
% 63.33/28.34  																																																| (617) e2 = e1
% 63.33/28.34  																																																|
% 63.33/28.34  																																																| Equations (617) can reduce 122 to:
% 63.33/28.34  																																																| (266) $false
% 63.33/28.34  																																																|
% 63.33/28.34  																																																|-The branch is then unsatisfiable
% 63.33/28.34  																																															|-Branch two:
% 63.33/28.34  																																															| (646)  ~ (all_0_52_52 = e1)
% 63.33/28.34  																																															| (647) all_0_57_57 = e1
% 63.33/28.34  																																															|
% 63.33/28.34  																																																| Equations (647) can reduce 344 to:
% 63.33/28.34  																																																| (604)  ~ (e2 = e1)
% 63.33/28.34  																																																|
% 63.33/28.34  																																																| Simplifying 604 yields:
% 63.33/28.34  																																																| (122)  ~ (e2 = e1)
% 63.33/28.34  																																																|
% 63.33/28.34  																																																+-Applying beta-rule and splitting (1202), into two cases.
% 63.33/28.34  																																																|-Branch one:
% 63.33/28.34  																																																| (642) all_0_52_52 = e1
% 63.33/28.34  																																																|
% 63.33/28.34  																																																	| Combining equations (352,642) yields a new equation:
% 63.33/28.34  																																																	| (616) e2 = e1
% 63.33/28.34  																																																	|
% 63.33/28.34  																																																	| Simplifying 616 yields:
% 63.33/28.34  																																																	| (617) e2 = e1
% 63.33/28.34  																																																	|
% 63.33/28.34  																																																	| Equations (617) can reduce 122 to:
% 63.33/28.34  																																																	| (266) $false
% 63.33/28.34  																																																	|
% 63.33/28.34  																																																	|-The branch is then unsatisfiable
% 63.33/28.34  																																																|-Branch two:
% 63.33/28.34  																																																| (646)  ~ (all_0_52_52 = e1)
% 63.33/28.34  																																																| (1208) all_0_53_53 = e1
% 63.33/28.34  																																																|
% 63.33/28.34  																																																	| Equations (1208) can reduce 10 to:
% 63.33/28.34  																																																	| (879)  ~ (all_0_58_58 = e1)
% 63.33/28.34  																																																	|
% 63.33/28.34  																																																	| Simplifying 879 yields:
% 63.33/28.34  																																																	| (880)  ~ (all_0_58_58 = e1)
% 63.33/28.34  																																																	|
% 63.33/28.34  																																																	| Equations (1208) can reduce 247 to:
% 63.33/28.34  																																																	| (233)  ~ (e1 = e0)
% 63.33/28.34  																																																	|
% 63.33/28.34  																																																	+-Applying beta-rule and splitting (863), into two cases.
% 63.33/28.34  																																																	|-Branch one:
% 63.33/28.34  																																																	| (679) all_0_56_56 = e0
% 63.33/28.34  																																																	|
% 63.33/28.34  																																																		| Combining equations (679,833) yields a new equation:
% 63.33/28.34  																																																		| (330) e2 = e0
% 63.33/28.34  																																																		|
% 63.33/28.34  																																																		| Equations (330) can reduce 128 to:
% 63.33/28.34  																																																		| (266) $false
% 63.33/28.34  																																																		|
% 63.33/28.34  																																																		|-The branch is then unsatisfiable
% 63.33/28.34  																																																	|-Branch two:
% 63.33/28.34  																																																	| (828)  ~ (all_0_56_56 = e0)
% 63.33/28.34  																																																	| (924) all_0_57_57 = e0 | all_0_58_58 = e0
% 63.33/28.34  																																																	|
% 63.33/28.34  																																																		+-Applying beta-rule and splitting (924), into two cases.
% 63.33/28.34  																																																		|-Branch one:
% 63.33/28.34  																																																		| (875) all_0_57_57 = e0
% 63.33/28.34  																																																		|
% 63.33/28.34  																																																			| Combining equations (875,647) yields a new equation:
% 63.33/28.34  																																																			| (431) e1 = e0
% 63.33/28.34  																																																			|
% 63.33/28.34  																																																			| Equations (431) can reduce 233 to:
% 63.33/28.34  																																																			| (266) $false
% 63.33/28.34  																																																			|
% 63.33/28.34  																																																			|-The branch is then unsatisfiable
% 63.33/28.34  																																																		|-Branch two:
% 63.33/28.34  																																																		| (364)  ~ (all_0_57_57 = e0)
% 63.33/28.34  																																																		| (914) all_0_58_58 = e0
% 63.33/28.34  																																																		|
% 63.33/28.34  																																																			| Equations (914) can reduce 880 to:
% 63.33/28.34  																																																			| (435)  ~ (e1 = e0)
% 63.33/28.34  																																																			|
% 63.33/28.34  																																																			| Simplifying 435 yields:
% 63.33/28.34  																																																			| (233)  ~ (e1 = e0)
% 63.33/28.34  																																																			|
% 63.33/28.34  																																																			+-Applying beta-rule and splitting (56), into two cases.
% 63.33/28.34  																																																			|-Branch one:
% 63.33/28.34  																																																			| (696) unit = e2
% 63.33/28.34  																																																			|
% 63.33/28.34  																																																				| From (696) and (244) follows:
% 63.33/28.34  																																																				| (264) op(e2, e4) = e4
% 63.33/28.34  																																																				|
% 63.33/28.34  																																																				| From (696) and (24) follows:
% 63.33/28.34  																																																				| (697) op(e2, e3) = e3
% 63.33/28.34  																																																				|
% 63.33/28.34  																																																				| From (696) and (209) follows:
% 63.33/28.34  																																																				| (7585) op(e2, e0) = e0
% 63.33/28.34  																																																				|
% 63.33/28.34  																																																				| From (696) and (32) follows:
% 63.33/28.34  																																																				| (698) op(e2, e2) = e2
% 63.33/28.34  																																																				|
% 63.33/28.34  																																																				| Instantiating formula (29) with e2, e4, e4, e3 and discharging atoms op(e2, e4) = e4, op(e2, e4) = e3, yields:
% 63.33/28.34  																																																				| (425) e4 = e3
% 63.33/28.34  																																																				|
% 63.33/28.34  																																																				| Instantiating formula (29) with e2, e3, e3, e2 and discharging atoms op(e2, e3) = e3, op(e2, e3) = e2, yields:
% 63.33/28.34  																																																				| (662) e3 = e2
% 63.33/28.34  																																																				|
% 63.33/28.34  																																																				| Instantiating formula (29) with e2, e2, e2, e1 and discharging atoms op(e2, e2) = e2, op(e2, e2) = e1, yields:
% 63.33/28.34  																																																				| (617) e2 = e1
% 63.33/28.34  																																																				|
% 63.33/28.34  																																																				| Instantiating formula (29) with e2, e0, e0, e4 and discharging atoms op(e2, e0) = e4, op(e2, e0) = e0, yields:
% 63.33/28.34  																																																				| (397) e4 = e0
% 63.33/28.34  																																																				|
% 63.33/28.34  																																																				| Combining equations (425,397) yields a new equation:
% 63.33/28.34  																																																				| (675) e3 = e0
% 63.33/28.34  																																																				|
% 63.33/28.34  																																																				| Simplifying 675 yields:
% 63.33/28.34  																																																				| (676) e3 = e0
% 63.33/28.34  																																																				|
% 63.33/28.34  																																																				| Combining equations (662,676) yields a new equation:
% 63.33/28.34  																																																				| (391) e2 = e0
% 63.33/28.34  																																																				|
% 63.33/28.34  																																																				| Simplifying 391 yields:
% 63.33/28.34  																																																				| (330) e2 = e0
% 63.33/28.34  																																																				|
% 63.33/28.34  																																																				| Combining equations (617,330) yields a new equation:
% 63.33/28.34  																																																				| (546) e1 = e0
% 63.33/28.34  																																																				|
% 63.33/28.34  																																																				| Simplifying 546 yields:
% 63.33/28.34  																																																				| (431) e1 = e0
% 63.33/28.34  																																																				|
% 63.33/28.34  																																																				| Equations (431) can reduce 233 to:
% 63.33/28.34  																																																				| (266) $false
% 63.33/28.34  																																																				|
% 63.33/28.34  																																																				|-The branch is then unsatisfiable
% 63.33/28.34  																																																			|-Branch two:
% 63.33/28.34  																																																			| (707)  ~ (unit = e2)
% 63.33/28.34  																																																			| (708) unit = e4 | unit = e3 | unit = e1 | unit = e0
% 63.33/28.34  																																																			|
% 63.33/28.34  																																																				+-Applying beta-rule and splitting (708), into two cases.
% 63.33/28.34  																																																				|-Branch one:
% 63.33/28.34  																																																				| (709) unit = e4
% 63.33/28.34  																																																				|
% 63.33/28.34  																																																					| From (709) and (24) follows:
% 63.33/28.34  																																																					| (33325) op(e4, e3) = e3
% 63.33/28.34  																																																					|
% 63.33/28.34  																																																					| From (709) and (211) follows:
% 63.33/28.34  																																																					| (22527) op(e4, e1) = e1
% 63.33/28.34  																																																					|
% 63.33/28.34  																																																					| From (709) and (32) follows:
% 63.33/28.34  																																																					| (712) op(e2, e4) = e2
% 63.33/28.34  																																																					|
% 63.33/28.34  																																																					| Instantiating formula (29) with e4, e3, e3, e0 and discharging atoms op(e4, e3) = e3, op(e4, e3) = e0, yields:
% 63.33/28.34  																																																					| (676) e3 = e0
% 63.33/28.34  																																																					|
% 63.33/28.34  																																																					| Instantiating formula (29) with e4, e1, e1, e3 and discharging atoms op(e4, e1) = e3, op(e4, e1) = e1, yields:
% 63.33/28.34  																																																					| (455) e3 = e1
% 63.33/28.34  																																																					|
% 63.33/28.34  																																																					| Instantiating formula (29) with e2, e4, e2, e3 and discharging atoms op(e2, e4) = e3, op(e2, e4) = e2, yields:
% 63.33/28.34  																																																					| (662) e3 = e2
% 63.33/28.34  																																																					|
% 63.33/28.34  																																																					| Combining equations (455,662) yields a new equation:
% 63.33/28.34  																																																					| (617) e2 = e1
% 63.33/28.34  																																																					|
% 63.33/28.34  																																																					| Combining equations (676,662) yields a new equation:
% 63.33/28.34  																																																					| (330) e2 = e0
% 63.33/28.34  																																																					|
% 63.33/28.34  																																																					| Combining equations (617,330) yields a new equation:
% 63.33/28.34  																																																					| (546) e1 = e0
% 63.33/28.34  																																																					|
% 63.33/28.34  																																																					| Simplifying 546 yields:
% 63.33/28.34  																																																					| (431) e1 = e0
% 63.33/28.34  																																																					|
% 63.33/28.34  																																																					| Equations (431) can reduce 233 to:
% 63.33/28.34  																																																					| (266) $false
% 63.33/28.34  																																																					|
% 63.33/28.34  																																																					|-The branch is then unsatisfiable
% 63.33/28.34  																																																				|-Branch two:
% 63.33/28.34  																																																				| (724)  ~ (unit = e4)
% 63.33/28.34  																																																				| (725) unit = e3 | unit = e1 | unit = e0
% 63.33/28.34  																																																				|
% 63.33/28.34  																																																					+-Applying beta-rule and splitting (725), into two cases.
% 63.33/28.34  																																																					|-Branch one:
% 63.33/28.34  																																																					| (726) unit = e0
% 63.33/28.34  																																																					|
% 63.33/28.34  																																																						| From (726) and (32) follows:
% 63.33/28.34  																																																						| (727) op(e2, e0) = e2
% 63.33/28.34  																																																						|
% 63.33/28.34  																																																						| Instantiating formula (29) with e2, e0, e2, e4 and discharging atoms op(e2, e0) = e4, op(e2, e0) = e2, yields:
% 63.33/28.34  																																																						| (323) e4 = e2
% 63.33/28.34  																																																						|
% 63.33/28.34  																																																						| Equations (323) can reduce 48 to:
% 63.33/28.34  																																																						| (266) $false
% 63.33/28.34  																																																						|
% 63.33/28.34  																																																						|-The branch is then unsatisfiable
% 63.33/28.34  																																																					|-Branch two:
% 63.33/28.34  																																																					| (734)  ~ (unit = e0)
% 63.33/28.34  																																																					| (735) unit = e3 | unit = e1
% 63.33/28.34  																																																					|
% 63.33/28.34  																																																						+-Applying beta-rule and splitting (735), into two cases.
% 63.33/28.34  																																																						|-Branch one:
% 63.33/28.34  																																																						| (736) unit = e1
% 63.33/28.34  																																																						|
% 63.33/28.34  																																																							| Equations (736) can reduce 734 to:
% 63.33/28.34  																																																							| (233)  ~ (e1 = e0)
% 63.33/28.34  																																																							|
% 63.33/28.34  																																																							| From (736) and (244) follows:
% 63.33/28.34  																																																							| (738) op(e1, e4) = e4
% 63.33/28.34  																																																							|
% 63.33/28.34  																																																							| From (736) and (24) follows:
% 63.33/28.34  																																																							| (1934) op(e1, e3) = e3
% 63.33/28.34  																																																							|
% 63.33/28.34  																																																							| From (736) and (15) follows:
% 63.33/28.34  																																																							| (515) op(e1, e2) = e2
% 63.33/28.34  																																																							|
% 63.33/28.34  																																																							| From (736) and (28) follows:
% 63.33/28.34  																																																							| (740) op(e1, e1) = e1
% 63.33/28.34  																																																							|
% 63.33/28.34  																																																							| Instantiating formula (29) with e1, e4, e4, e0 and discharging atoms op(e1, e4) = e4, op(e1, e4) = e0, yields:
% 63.33/28.34  																																																							| (397) e4 = e0
% 63.33/28.34  																																																							|
% 63.33/28.34  																																																							| Instantiating formula (29) with e1, e3, e3, e4 and discharging atoms op(e1, e3) = e4, op(e1, e3) = e3, yields:
% 63.33/28.34  																																																							| (425) e4 = e3
% 63.33/28.34  																																																							|
% 63.33/28.34  																																																							| Instantiating formula (29) with e1, e2, e2, e3 and discharging atoms op(e1, e2) = e3, op(e1, e2) = e2, yields:
% 63.33/28.34  																																																							| (662) e3 = e2
% 63.33/28.34  																																																							|
% 63.33/28.34  																																																							| Instantiating formula (29) with e1, e1, e1, e2 and discharging atoms op(e1, e1) = e2, op(e1, e1) = e1, yields:
% 63.33/28.35  																																																							| (617) e2 = e1
% 63.33/28.35  																																																							|
% 63.33/28.35  																																																							| Combining equations (397,425) yields a new equation:
% 63.33/28.35  																																																							| (676) e3 = e0
% 63.33/28.35  																																																							|
% 63.33/28.35  																																																							| Combining equations (676,662) yields a new equation:
% 63.33/28.35  																																																							| (330) e2 = e0
% 63.33/28.35  																																																							|
% 63.33/28.35  																																																							| Combining equations (617,330) yields a new equation:
% 63.33/28.35  																																																							| (546) e1 = e0
% 63.33/28.35  																																																							|
% 63.33/28.35  																																																							| Simplifying 546 yields:
% 63.33/28.35  																																																							| (431) e1 = e0
% 63.33/28.35  																																																							|
% 63.33/28.35  																																																							| Equations (431) can reduce 233 to:
% 63.33/28.35  																																																							| (266) $false
% 63.33/28.35  																																																							|
% 63.33/28.35  																																																							|-The branch is then unsatisfiable
% 63.33/28.35  																																																						|-Branch two:
% 63.33/28.35  																																																						| (748)  ~ (unit = e1)
% 63.33/28.35  																																																						| (749) unit = e3
% 63.33/28.35  																																																						|
% 63.33/28.35  																																																							| From (749) and (244) follows:
% 63.33/28.35  																																																							| (750) op(e3, e4) = e4
% 63.33/28.35  																																																							|
% 63.33/28.35  																																																							| From (749) and (227) follows:
% 63.33/28.35  																																																							| (22570) op(e4, e3) = e4
% 63.33/28.35  																																																							|
% 63.33/28.35  																																																							| From (749) and (28) follows:
% 63.33/28.35  																																																							| (2235) op(e1, e3) = e1
% 63.33/28.35  																																																							|
% 63.33/28.35  																																																							| Instantiating formula (29) with e4, e3, e4, e0 and discharging atoms op(e4, e3) = e4, op(e4, e3) = e0, yields:
% 63.33/28.35  																																																							| (397) e4 = e0
% 63.33/28.35  																																																							|
% 63.33/28.35  																																																							| Instantiating formula (29) with e3, e4, e4, e2 and discharging atoms op(e3, e4) = e4, op(e3, e4) = e2, yields:
% 63.33/28.35  																																																							| (323) e4 = e2
% 63.33/28.35  																																																							|
% 63.33/28.35  																																																							| Instantiating formula (29) with e1, e3, e1, e4 and discharging atoms op(e1, e3) = e4, op(e1, e3) = e1, yields:
% 63.33/28.35  																																																							| (630) e4 = e1
% 63.33/28.35  																																																							|
% 63.33/28.35  																																																							| Combining equations (397,323) yields a new equation:
% 63.33/28.35  																																																							| (330) e2 = e0
% 63.33/28.35  																																																							|
% 63.33/28.35  																																																							| Combining equations (630,323) yields a new equation:
% 63.33/28.35  																																																							| (617) e2 = e1
% 63.33/28.35  																																																							|
% 63.33/28.35  																																																							| Combining equations (617,330) yields a new equation:
% 63.33/28.35  																																																							| (546) e1 = e0
% 63.33/28.35  																																																							|
% 63.33/28.35  																																																							| Simplifying 546 yields:
% 63.33/28.35  																																																							| (431) e1 = e0
% 63.33/28.35  																																																							|
% 63.33/28.35  																																																							| Equations (431) can reduce 233 to:
% 63.33/28.35  																																																							| (266) $false
% 63.33/28.35  																																																							|
% 63.33/28.35  																																																							|-The branch is then unsatisfiable
% 63.33/28.35  																																												|-Branch two:
% 63.33/28.35  																																												| (1283)  ~ (all_0_48_48 = e0)
% 63.33/28.35  																																												| (615) all_0_48_48 = e1
% 63.33/28.35  																																												|
% 63.33/28.35  																																													| Equations (615) can reduce 619 to:
% 63.33/28.35  																																													| (266) $false
% 63.33/28.35  																																													|
% 63.33/28.35  																																													|-The branch is then unsatisfiable
% 63.33/28.35  																																								|-Branch two:
% 63.33/28.35  																																								| (566)  ~ (all_0_50_50 = e4)
% 63.33/28.35  																																								| (1444) all_0_50_50 = e3 | all_0_50_50 = e1
% 63.33/28.35  																																								|
% 63.33/28.35  																																									+-Applying beta-rule and splitting (1202), into two cases.
% 63.33/28.35  																																									|-Branch one:
% 63.33/28.35  																																									| (642) all_0_52_52 = e1
% 63.33/28.35  																																									|
% 63.33/28.35  																																										| Combining equations (352,642) yields a new equation:
% 63.33/28.35  																																										| (616) e2 = e1
% 63.33/28.35  																																										|
% 63.33/28.35  																																										| Simplifying 616 yields:
% 63.33/28.35  																																										| (617) e2 = e1
% 63.33/28.35  																																										|
% 63.33/28.35  																																										| Equations (617) can reduce 122 to:
% 63.33/28.35  																																										| (266) $false
% 63.33/28.35  																																										|
% 63.33/28.35  																																										|-The branch is then unsatisfiable
% 63.33/28.35  																																									|-Branch two:
% 63.33/28.35  																																									| (646)  ~ (all_0_52_52 = e1)
% 63.33/28.35  																																									| (1208) all_0_53_53 = e1
% 63.33/28.35  																																									|
% 63.33/28.35  																																										| Equations (1208) can reduce 190 to:
% 63.33/28.35  																																										| (759)  ~ (all_0_50_50 = e1)
% 63.33/28.35  																																										|
% 63.33/28.35  																																										+-Applying beta-rule and splitting (1444), into two cases.
% 63.33/28.35  																																										|-Branch one:
% 63.33/28.35  																																										| (601) all_0_50_50 = e1
% 63.33/28.35  																																										|
% 63.33/28.35  																																											| Equations (601) can reduce 759 to:
% 63.33/28.35  																																											| (266) $false
% 63.33/28.35  																																											|
% 63.33/28.35  																																											|-The branch is then unsatisfiable
% 63.33/28.35  																																										|-Branch two:
% 63.33/28.35  																																										| (759)  ~ (all_0_50_50 = e1)
% 63.33/28.35  																																										| (415) all_0_50_50 = e3
% 63.33/28.35  																																										|
% 63.33/28.35  																																											| Equations (415) can reduce 411 to:
% 63.33/28.35  																																											| (266) $false
% 63.33/28.35  																																											|
% 63.33/28.35  																																											|-The branch is then unsatisfiable
% 63.39/28.35  																															|-Branch two:
% 63.39/28.35  																															| (457)  ~ (all_0_41_41 = e1)
% 63.39/28.35  																															| (458) all_0_42_42 = e1 | all_0_43_43 = e1 | all_0_44_44 = e1
% 63.39/28.35  																															|
% 63.39/28.35  																																+-Applying beta-rule and splitting (62), into two cases.
% 63.39/28.35  																																|-Branch one:
% 63.39/28.35  																																| (321) all_0_38_38 = e4
% 63.39/28.35  																																|
% 63.39/28.35  																																	| Combining equations (321,329) yields a new equation:
% 63.39/28.35  																																	| (481) e4 = e0
% 63.39/28.35  																																	|
% 63.39/28.35  																																	| Simplifying 481 yields:
% 63.39/28.35  																																	| (397) e4 = e0
% 63.39/28.35  																																	|
% 63.39/28.35  																																	| Equations (397) can reduce 49 to:
% 63.39/28.35  																																	| (266) $false
% 63.39/28.35  																																	|
% 63.39/28.35  																																	|-The branch is then unsatisfiable
% 63.39/28.35  																																|-Branch two:
% 63.39/28.35  																																| (325)  ~ (all_0_38_38 = e4)
% 63.39/28.35  																																| (582) all_0_41_41 = e4 | all_0_46_46 = e4 | all_0_50_50 = e4 | all_0_55_55 = e4
% 63.39/28.35  																																|
% 63.39/28.35  																																	+-Applying beta-rule and splitting (582), into two cases.
% 63.39/28.35  																																	|-Branch one:
% 63.39/28.35  																																	| (437) all_0_41_41 = e4
% 63.39/28.35  																																	|
% 63.39/28.35  																																		| Equations (437) can reduce 440 to:
% 63.39/28.35  																																		| (266) $false
% 63.39/28.35  																																		|
% 63.39/28.35  																																		|-The branch is then unsatisfiable
% 63.39/28.35  																																	|-Branch two:
% 63.39/28.35  																																	| (440)  ~ (all_0_41_41 = e4)
% 63.39/28.35  																																	| (769) all_0_46_46 = e4 | all_0_50_50 = e4 | all_0_55_55 = e4
% 63.39/28.35  																																	|
% 63.39/28.35  																																		+-Applying beta-rule and splitting (27), into two cases.
% 63.39/28.35  																																		|-Branch one:
% 63.39/28.35  																																		| (437) all_0_41_41 = e4
% 63.39/28.35  																																		|
% 63.39/28.35  																																			| Equations (437) can reduce 440 to:
% 63.39/28.35  																																			| (266) $false
% 63.39/28.35  																																			|
% 63.39/28.35  																																			|-The branch is then unsatisfiable
% 63.39/28.35  																																		|-Branch two:
% 63.39/28.35  																																		| (440)  ~ (all_0_41_41 = e4)
% 63.39/28.35  																																		| (4049) all_0_41_41 = e3 | all_0_41_41 = e1 | all_0_41_41 = e0
% 63.39/28.35  																																		|
% 63.39/28.35  																																			+-Applying beta-rule and splitting (18), into two cases.
% 63.39/28.35  																																			|-Branch one:
% 63.39/28.35  																																			| (453) all_0_41_41 = e1
% 63.39/28.35  																																			|
% 63.39/28.35  																																				| Equations (453) can reduce 457 to:
% 63.39/28.35  																																				| (266) $false
% 63.39/28.35  																																				|
% 63.39/28.35  																																				|-The branch is then unsatisfiable
% 63.39/28.35  																																			|-Branch two:
% 63.39/28.35  																																			| (457)  ~ (all_0_41_41 = e1)
% 63.39/28.35  																																			| (595) all_0_46_46 = e1 | all_0_50_50 = e1 | all_0_55_55 = e1
% 63.39/28.35  																																			|
% 63.39/28.35  																																				+-Applying beta-rule and splitting (4049), into two cases.
% 63.39/28.35  																																				|-Branch one:
% 63.39/28.35  																																				| (794) all_0_41_41 = e0
% 63.39/28.35  																																				|
% 63.39/28.35  																																					| Equations (794) can reduce 357 to:
% 63.39/28.35  																																					| (266) $false
% 63.39/28.35  																																					|
% 63.39/28.35  																																					|-The branch is then unsatisfiable
% 63.39/28.35  																																				|-Branch two:
% 63.39/28.35  																																				| (357)  ~ (all_0_41_41 = e0)
% 63.39/28.35  																																				| (4053) all_0_41_41 = e3 | all_0_41_41 = e1
% 63.39/28.35  																																				|
% 63.39/28.35  																																					+-Applying beta-rule and splitting (4053), into two cases.
% 63.39/28.35  																																					|-Branch one:
% 63.39/28.35  																																					| (453) all_0_41_41 = e1
% 63.39/28.35  																																					|
% 63.39/28.35  																																						| Equations (453) can reduce 457 to:
% 63.39/28.35  																																						| (266) $false
% 63.39/28.35  																																						|
% 63.39/28.35  																																						|-The branch is then unsatisfiable
% 63.39/28.35  																																					|-Branch two:
% 63.39/28.35  																																					| (457)  ~ (all_0_41_41 = e1)
% 63.39/28.35  																																					| (403) all_0_41_41 = e3
% 63.39/28.35  																																					|
% 63.39/28.35  																																						| Equations (403) can reduce 1898 to:
% 63.39/28.35  																																						| (266) $false
% 63.39/28.35  																																						|
% 63.39/28.35  																																						|-The branch is then unsatisfiable
% 63.39/28.35  																														|-Branch two:
% 63.39/28.35  																														| (399)  ~ (all_0_43_43 = e4)
% 63.39/28.35  																														| (6374) all_0_43_43 = e1 | all_0_43_43 = e0
% 63.39/28.35  																														|
% 63.39/28.35  																															+-Applying beta-rule and splitting (64), into two cases.
% 63.39/28.35  																															|-Branch one:
% 63.39/28.35  																															| (437) all_0_41_41 = e4
% 63.39/28.35  																															|
% 63.39/28.35  																																| Equations (437) can reduce 221 to:
% 63.39/28.35  																																| (1907)  ~ (all_0_50_50 = e4)
% 63.39/28.35  																																|
% 63.39/28.35  																																| Simplifying 1907 yields:
% 63.39/28.35  																																| (566)  ~ (all_0_50_50 = e4)
% 63.39/28.35  																																|
% 63.39/28.35  																																| Equations (437) can reduce 1898 to:
% 63.39/28.35  																																| (188)  ~ (e4 = e3)
% 63.39/28.35  																																|
% 63.39/28.35  																																| Equations (437) can reduce 85 to:
% 63.39/28.35  																																| (48)  ~ (e4 = e2)
% 63.39/28.35  																																|
% 63.39/28.35  																																| From (437) and (219) follows:
% 63.39/28.35  																																| (1913) op(e3, e3) = e4
% 63.39/28.35  																																|
% 63.39/28.35  																																+-Applying beta-rule and splitting (6374), into two cases.
% 63.39/28.35  																																|-Branch one:
% 63.39/28.35  																																| (356) all_0_43_43 = e0
% 63.39/28.35  																																|
% 63.39/28.35  																																	| Equations (356) can reduce 5470 to:
% 63.39/28.35  																																	| (266) $false
% 63.39/28.35  																																	|
% 63.39/28.35  																																	|-The branch is then unsatisfiable
% 63.39/28.35  																																|-Branch two:
% 63.39/28.35  																																| (5470)  ~ (all_0_43_43 = e0)
% 63.39/28.35  																																| (430) all_0_43_43 = e1
% 63.39/28.35  																																|
% 63.39/28.35  																																	| Equations (430) can reduce 199 to:
% 63.39/28.35  																																	| (2437)  ~ (all_0_57_57 = e1)
% 63.39/28.35  																																	|
% 63.39/28.35  																																	| Simplifying 2437 yields:
% 63.39/28.35  																																	| (1670)  ~ (all_0_57_57 = e1)
% 63.39/28.35  																																	|
% 63.39/28.35  																																	+-Applying beta-rule and splitting (241), into two cases.
% 63.39/28.35  																																	|-Branch one:
% 63.39/28.35  																																	| (378) all_0_50_50 = e2
% 63.39/28.35  																																	|
% 63.39/28.35  																																		| Equations (378) can reduce 302 to:
% 63.39/28.35  																																		| (266) $false
% 63.39/28.35  																																		|
% 63.39/28.35  																																		|-The branch is then unsatisfiable
% 63.39/28.35  																																	|-Branch two:
% 63.39/28.35  																																	| (302)  ~ (all_0_50_50 = e2)
% 63.39/28.35  																																	| (422) all_0_50_50 = e4 | all_0_50_50 = e3 | all_0_50_50 = e1
% 63.39/28.35  																																	|
% 63.39/28.35  																																		+-Applying beta-rule and splitting (231), into two cases.
% 63.39/28.35  																																		|-Branch one:
% 63.39/28.35  																																		| (775) all_0_50_50 = e4
% 63.39/28.35  																																		|
% 63.39/28.35  																																			| Equations (775) can reduce 566 to:
% 63.39/28.35  																																			| (266) $false
% 63.39/28.35  																																			|
% 63.39/28.35  																																			|-The branch is then unsatisfiable
% 63.39/28.35  																																		|-Branch two:
% 63.39/28.35  																																		| (566)  ~ (all_0_50_50 = e4)
% 63.39/28.35  																																		| (1071) all_0_51_51 = e4 | all_0_52_52 = e4 | all_0_53_53 = e4
% 63.39/28.35  																																		|
% 63.39/28.35  																																			+-Applying beta-rule and splitting (12), into two cases.
% 63.39/28.35  																																			|-Branch one:
% 63.39/28.35  																																			| (442) all_0_57_57 = e2
% 63.39/28.35  																																			|
% 63.39/28.35  																																				| Equations (442) can reduce 344 to:
% 63.39/28.35  																																				| (266) $false
% 63.39/28.35  																																				|
% 63.39/28.35  																																				|-The branch is then unsatisfiable
% 63.39/28.35  																																			|-Branch two:
% 63.39/28.35  																																			| (344)  ~ (all_0_57_57 = e2)
% 63.39/28.35  																																			| (445) all_0_57_57 = e4 | all_0_57_57 = e1 | all_0_57_57 = e0
% 63.39/28.35  																																			|
% 63.39/28.35  																																				+-Applying beta-rule and splitting (422), into two cases.
% 63.39/28.35  																																				|-Branch one:
% 63.39/28.35  																																				| (775) all_0_50_50 = e4
% 63.39/28.35  																																				|
% 63.39/28.35  																																					| Equations (775) can reduce 566 to:
% 63.39/28.35  																																					| (266) $false
% 63.39/28.35  																																					|
% 63.39/28.35  																																					|-The branch is then unsatisfiable
% 63.39/28.35  																																				|-Branch two:
% 63.39/28.35  																																				| (566)  ~ (all_0_50_50 = e4)
% 63.39/28.36  																																				| (1444) all_0_50_50 = e3 | all_0_50_50 = e1
% 63.39/28.36  																																				|
% 63.39/28.36  																																					+-Applying beta-rule and splitting (1071), into two cases.
% 63.39/28.36  																																					|-Branch one:
% 63.39/28.36  																																					| (1101) all_0_51_51 = e4
% 63.39/28.36  																																					|
% 63.39/28.36  																																						| Combining equations (660,1101) yields a new equation:
% 63.39/28.36  																																						| (425) e4 = e3
% 63.39/28.36  																																						|
% 63.39/28.36  																																						| Equations (425) can reduce 188 to:
% 63.39/28.36  																																						| (266) $false
% 63.39/28.36  																																						|
% 63.39/28.36  																																						|-The branch is then unsatisfiable
% 63.39/28.36  																																					|-Branch two:
% 63.39/28.36  																																					| (475)  ~ (all_0_51_51 = e4)
% 63.39/28.36  																																					| (1294) all_0_52_52 = e4 | all_0_53_53 = e4
% 63.39/28.36  																																					|
% 63.39/28.36  																																						+-Applying beta-rule and splitting (1444), into two cases.
% 63.39/28.36  																																						|-Branch one:
% 63.39/28.36  																																						| (601) all_0_50_50 = e1
% 63.39/28.36  																																						|
% 63.39/28.36  																																							| Equations (601) can reduce 411 to:
% 63.39/28.36  																																							| (467)  ~ (e3 = e1)
% 63.39/28.36  																																							|
% 63.39/28.36  																																							| Simplifying 467 yields:
% 63.39/28.36  																																							| (213)  ~ (e3 = e1)
% 63.39/28.36  																																							|
% 63.39/28.36  																																							| Equations (601) can reduce 302 to:
% 63.39/28.36  																																							| (604)  ~ (e2 = e1)
% 63.39/28.36  																																							|
% 63.39/28.36  																																							| Simplifying 604 yields:
% 63.39/28.36  																																							| (122)  ~ (e2 = e1)
% 63.39/28.36  																																							|
% 63.39/28.36  																																							| From (601) and (242) follows:
% 63.39/28.36  																																							| (2235) op(e1, e3) = e1
% 63.39/28.36  																																							|
% 63.39/28.36  																																							+-Applying beta-rule and splitting (445), into two cases.
% 63.39/28.36  																																							|-Branch one:
% 63.39/28.36  																																							| (871) all_0_57_57 = e4
% 63.39/28.36  																																							|
% 63.39/28.36  																																								| Equations (871) can reduce 839 to:
% 63.39/28.36  																																								| (266) $false
% 63.39/28.36  																																								|
% 63.39/28.36  																																								|-The branch is then unsatisfiable
% 63.39/28.36  																																							|-Branch two:
% 63.39/28.36  																																							| (839)  ~ (all_0_57_57 = e4)
% 63.39/28.36  																																							| (874) all_0_57_57 = e1 | all_0_57_57 = e0
% 63.39/28.36  																																							|
% 63.39/28.36  																																								+-Applying beta-rule and splitting (216), into two cases.
% 63.39/28.36  																																								|-Branch one:
% 63.39/28.36  																																								| (629) all_0_55_55 = e1
% 63.39/28.36  																																								|
% 63.39/28.36  																																									| Combining equations (2336,629) yields a new equation:
% 63.39/28.36  																																									| (454) e3 = e1
% 63.39/28.36  																																									|
% 63.39/28.36  																																									| Simplifying 454 yields:
% 63.39/28.36  																																									| (455) e3 = e1
% 63.39/28.36  																																									|
% 63.39/28.36  																																									| Equations (455) can reduce 213 to:
% 63.39/28.36  																																									| (266) $false
% 63.39/28.36  																																									|
% 63.39/28.36  																																									|-The branch is then unsatisfiable
% 63.39/28.36  																																								|-Branch two:
% 63.39/28.36  																																								| (632)  ~ (all_0_55_55 = e1)
% 63.39/28.36  																																								| (633) all_0_56_56 = e1 | all_0_57_57 = e1 | all_0_58_58 = e1
% 63.39/28.36  																																								|
% 63.39/28.36  																																									| Equations (2336) can reduce 632 to:
% 63.39/28.36  																																									| (213)  ~ (e3 = e1)
% 63.39/28.36  																																									|
% 63.39/28.36  																																									+-Applying beta-rule and splitting (1294), into two cases.
% 63.39/28.36  																																									|-Branch one:
% 63.39/28.36  																																									| (565) all_0_52_52 = e4
% 63.39/28.36  																																									|
% 63.39/28.36  																																										| Combining equations (352,565) yields a new equation:
% 63.39/28.36  																																										| (323) e4 = e2
% 63.39/28.36  																																										|
% 63.39/28.36  																																										| Equations (323) can reduce 48 to:
% 63.39/28.36  																																										| (266) $false
% 63.39/28.36  																																										|
% 63.39/28.36  																																										|-The branch is then unsatisfiable
% 63.39/28.36  																																									|-Branch two:
% 63.39/28.36  																																									| (780)  ~ (all_0_52_52 = e4)
% 63.39/28.36  																																									| (1298) all_0_53_53 = e4
% 63.39/28.36  																																									|
% 63.39/28.36  																																										| From (1298) and (84) follows:
% 63.39/28.36  																																										| (5692) op(e1, e0) = e4
% 63.39/28.36  																																										|
% 63.39/28.36  																																										+-Applying beta-rule and splitting (112), into two cases.
% 63.39/28.36  																																										|-Branch one:
% 63.39/28.36  																																										| (635) all_0_44_44 = e1
% 63.39/28.36  																																										|
% 63.39/28.36  																																											| Combining equations (532,635) yields a new equation:
% 63.39/28.36  																																											| (454) e3 = e1
% 63.39/28.36  																																											|
% 63.39/28.36  																																											| Simplifying 454 yields:
% 63.39/28.36  																																											| (455) e3 = e1
% 63.39/28.36  																																											|
% 63.39/28.36  																																											| Equations (455) can reduce 213 to:
% 63.39/28.36  																																											| (266) $false
% 63.39/28.36  																																											|
% 63.39/28.36  																																											|-The branch is then unsatisfiable
% 63.39/28.36  																																										|-Branch two:
% 63.39/28.36  																																										| (639)  ~ (all_0_44_44 = e1)
% 63.39/28.36  																																										| (640) all_0_49_49 = e1 | all_0_53_53 = e1 | all_0_58_58 = e1
% 63.39/28.36  																																										|
% 63.39/28.36  																																											+-Applying beta-rule and splitting (874), into two cases.
% 63.39/28.36  																																											|-Branch one:
% 63.39/28.36  																																											| (875) all_0_57_57 = e0
% 63.39/28.36  																																											|
% 63.39/28.36  																																												| Equations (875) can reduce 148 to:
% 63.39/28.36  																																												| (490)  ~ (all_0_58_58 = e0)
% 63.39/28.36  																																												|
% 63.39/28.36  																																												| Simplifying 490 yields:
% 63.39/28.36  																																												| (491)  ~ (all_0_58_58 = e0)
% 63.39/28.36  																																												|
% 63.39/28.36  																																												| Equations (875) can reduce 67 to:
% 63.39/28.36  																																												| (541)  ~ (e3 = e0)
% 63.39/28.36  																																												|
% 63.39/28.36  																																												| Simplifying 541 yields:
% 63.39/28.36  																																												| (80)  ~ (e3 = e0)
% 63.39/28.36  																																												|
% 63.39/28.36  																																												| Equations (875) can reduce 344 to:
% 63.39/28.36  																																												| (365)  ~ (e2 = e0)
% 63.39/28.36  																																												|
% 63.39/28.36  																																												| Simplifying 365 yields:
% 63.39/28.36  																																												| (128)  ~ (e2 = e0)
% 63.39/28.36  																																												|
% 63.39/28.36  																																												+-Applying beta-rule and splitting (184), into two cases.
% 63.39/28.36  																																												|-Branch one:
% 63.39/28.36  																																												| (538) all_0_46_46 = e0
% 63.39/28.36  																																												|
% 63.39/28.36  																																													| Combining equations (1794,538) yields a new equation:
% 63.39/28.36  																																													| (391) e2 = e0
% 63.39/28.36  																																													|
% 63.39/28.36  																																													| Simplifying 391 yields:
% 63.39/28.36  																																													| (330) e2 = e0
% 63.39/28.36  																																													|
% 63.39/28.36  																																													| Equations (330) can reduce 128 to:
% 63.39/28.36  																																													| (266) $false
% 63.39/28.36  																																													|
% 63.39/28.36  																																													|-The branch is then unsatisfiable
% 63.39/28.36  																																												|-Branch two:
% 63.39/28.36  																																												| (831)  ~ (all_0_46_46 = e0)
% 63.39/28.36  																																												| (832) all_0_47_47 = e0 | all_0_48_48 = e0 | all_0_49_49 = e0
% 63.39/28.36  																																												|
% 63.39/28.36  																																													| Equations (1794) can reduce 831 to:
% 63.39/28.36  																																													| (128)  ~ (e2 = e0)
% 63.39/28.36  																																													|
% 63.39/28.36  																																													+-Applying beta-rule and splitting (75), into two cases.
% 63.39/28.36  																																													|-Branch one:
% 63.39/28.36  																																													| (485) all_0_40_40 = e0
% 63.39/28.36  																																													|
% 63.39/28.36  																																														| Combining equations (485,313) yields a new equation:
% 63.39/28.36  																																														| (330) e2 = e0
% 63.39/28.36  																																														|
% 63.39/28.36  																																														| Equations (330) can reduce 128 to:
% 63.39/28.36  																																														| (266) $false
% 63.39/28.36  																																														|
% 63.39/28.36  																																														|-The branch is then unsatisfiable
% 63.39/28.36  																																													|-Branch two:
% 63.39/28.36  																																													| (1401)  ~ (all_0_40_40 = e0)
% 63.39/28.36  																																													| (1748) all_0_44_44 = e0 | all_0_49_49 = e0 | all_0_58_58 = e0
% 63.39/28.36  																																													|
% 63.39/28.36  																																														+-Applying beta-rule and splitting (54), into two cases.
% 63.39/28.36  																																														|-Branch one:
% 63.39/28.36  																																														| (583) all_0_49_49 = e2
% 63.39/28.36  																																														|
% 63.39/28.36  																																															| Equations (583) can reduce 340 to:
% 63.39/28.36  																																															| (266) $false
% 63.39/28.36  																																															|
% 63.39/28.36  																																															|-The branch is then unsatisfiable
% 63.39/28.36  																																														|-Branch two:
% 63.39/28.36  																																														| (340)  ~ (all_0_49_49 = e2)
% 63.39/28.36  																																														| (586) all_0_49_49 = e4 | all_0_49_49 = e3 | all_0_49_49 = e1 | all_0_49_49 = e0
% 63.39/28.36  																																														|
% 63.39/28.36  																																															+-Applying beta-rule and splitting (633), into two cases.
% 63.39/28.36  																																															|-Branch one:
% 63.39/28.36  																																															| (1569) all_0_56_56 = e1
% 63.39/28.36  																																															|
% 63.39/28.36  																																																| Combining equations (833,1569) yields a new equation:
% 63.39/28.36  																																																| (616) e2 = e1
% 63.39/28.36  																																																|
% 63.39/28.36  																																																| Simplifying 616 yields:
% 63.39/28.36  																																																| (617) e2 = e1
% 63.39/28.36  																																																|
% 63.39/28.36  																																																| Equations (617) can reduce 122 to:
% 63.39/28.36  																																																| (266) $false
% 63.39/28.36  																																																|
% 63.39/28.36  																																																|-The branch is then unsatisfiable
% 63.39/28.36  																																															|-Branch two:
% 63.39/28.36  																																															| (466)  ~ (all_0_56_56 = e1)
% 63.39/28.36  																																															| (1574) all_0_57_57 = e1 | all_0_58_58 = e1
% 63.39/28.36  																																															|
% 63.39/28.36  																																																+-Applying beta-rule and splitting (1748), into two cases.
% 63.39/28.36  																																																|-Branch one:
% 63.39/28.36  																																																| (1414) all_0_44_44 = e0
% 63.39/28.36  																																																|
% 63.39/28.36  																																																	| Combining equations (532,1414) yields a new equation:
% 63.39/28.36  																																																	| (675) e3 = e0
% 63.39/28.36  																																																	|
% 63.39/28.36  																																																	| Simplifying 675 yields:
% 63.39/28.36  																																																	| (676) e3 = e0
% 63.39/28.36  																																																	|
% 63.39/28.36  																																																	| Equations (676) can reduce 80 to:
% 63.39/28.36  																																																	| (266) $false
% 63.39/28.36  																																																	|
% 63.39/28.36  																																																	|-The branch is then unsatisfiable
% 63.39/28.36  																																																|-Branch two:
% 63.39/28.36  																																																| (360)  ~ (all_0_44_44 = e0)
% 63.39/28.36  																																																| (1760) all_0_49_49 = e0 | all_0_58_58 = e0
% 63.39/28.36  																																																|
% 63.39/28.36  																																																	+-Applying beta-rule and splitting (1760), into two cases.
% 63.39/28.36  																																																	|-Branch one:
% 63.39/28.36  																																																	| (978) all_0_49_49 = e0
% 63.39/28.36  																																																	|
% 63.39/28.36  																																																		| Equations (978) can reduce 119 to:
% 63.39/28.36  																																																		| (490)  ~ (all_0_58_58 = e0)
% 63.39/28.36  																																																		|
% 63.39/28.36  																																																		| Simplifying 490 yields:
% 63.39/28.36  																																																		| (491)  ~ (all_0_58_58 = e0)
% 63.39/28.36  																																																		|
% 63.39/28.36  																																																		| Equations (978) can reduce 340 to:
% 63.39/28.36  																																																		| (365)  ~ (e2 = e0)
% 63.39/28.36  																																																		|
% 63.39/28.36  																																																		| Simplifying 365 yields:
% 63.39/28.36  																																																		| (128)  ~ (e2 = e0)
% 63.39/28.36  																																																		|
% 63.39/28.36  																																																		| Equations (978) can reduce 1064 to:
% 63.39/28.36  																																																		| (435)  ~ (e1 = e0)
% 63.39/28.36  																																																		|
% 63.39/28.36  																																																		| Simplifying 435 yields:
% 63.39/28.36  																																																		| (233)  ~ (e1 = e0)
% 63.39/28.36  																																																		|
% 63.39/28.36  																																																		| From (978) and (55) follows:
% 63.39/28.36  																																																		| (7585) op(e2, e0) = e0
% 63.39/28.36  																																																		|
% 63.39/28.36  																																																		+-Applying beta-rule and splitting (640), into two cases.
% 63.39/28.36  																																																		|-Branch one:
% 63.39/28.36  																																																		| (671) all_0_49_49 = e1
% 63.39/28.36  																																																		|
% 63.39/28.36  																																																			| Combining equations (978,671) yields a new equation:
% 63.39/28.36  																																																			| (431) e1 = e0
% 63.39/28.36  																																																			|
% 63.39/28.36  																																																			| Equations (431) can reduce 233 to:
% 63.39/28.36  																																																			| (266) $false
% 63.39/28.36  																																																			|
% 63.39/28.36  																																																			|-The branch is then unsatisfiable
% 63.39/28.36  																																																		|-Branch two:
% 63.39/28.36  																																																		| (1064)  ~ (all_0_49_49 = e1)
% 63.39/28.36  																																																		| (2141) all_0_53_53 = e1 | all_0_58_58 = e1
% 63.39/28.36  																																																		|
% 63.39/28.36  																																																			| Equations (978) can reduce 1064 to:
% 63.39/28.36  																																																			| (435)  ~ (e1 = e0)
% 63.39/28.36  																																																			|
% 63.39/28.36  																																																			| Simplifying 435 yields:
% 63.39/28.36  																																																			| (233)  ~ (e1 = e0)
% 63.39/28.36  																																																			|
% 63.39/28.36  																																																			+-Applying beta-rule and splitting (1574), into two cases.
% 63.39/28.36  																																																			|-Branch one:
% 63.39/28.36  																																																			| (647) all_0_57_57 = e1
% 63.39/28.36  																																																			|
% 63.39/28.36  																																																				| Combining equations (647,875) yields a new equation:
% 63.39/28.36  																																																				| (546) e1 = e0
% 63.39/28.36  																																																				|
% 63.39/28.36  																																																				| Simplifying 546 yields:
% 63.39/28.36  																																																				| (431) e1 = e0
% 63.39/28.36  																																																				|
% 63.39/28.36  																																																				| Equations (431) can reduce 233 to:
% 63.39/28.36  																																																				| (266) $false
% 63.39/28.36  																																																				|
% 63.39/28.36  																																																				|-The branch is then unsatisfiable
% 63.39/28.36  																																																			|-Branch two:
% 63.39/28.36  																																																			| (1670)  ~ (all_0_57_57 = e1)
% 63.39/28.36  																																																			| (918) all_0_58_58 = e1
% 63.39/28.36  																																																			|
% 63.39/28.36  																																																				| Equations (918) can reduce 491 to:
% 63.39/28.36  																																																				| (233)  ~ (e1 = e0)
% 63.39/28.36  																																																				|
% 63.39/28.36  																																																				+-Applying beta-rule and splitting (56), into two cases.
% 63.39/28.36  																																																				|-Branch one:
% 63.39/28.36  																																																				| (696) unit = e2
% 63.39/28.36  																																																				|
% 63.39/28.36  																																																					| From (696) and (24) follows:
% 63.39/28.36  																																																					| (697) op(e2, e3) = e3
% 63.39/28.36  																																																					|
% 63.39/28.36  																																																					| From (696) and (40) follows:
% 63.39/28.36  																																																					| (4285) op(e3, e2) = e3
% 63.39/28.36  																																																					|
% 63.39/28.36  																																																					| From (696) and (32) follows:
% 63.39/28.36  																																																					| (698) op(e2, e2) = e2
% 63.39/28.36  																																																					|
% 63.39/28.36  																																																					| Instantiating formula (29) with e3, e2, e3, e0 and discharging atoms op(e3, e2) = e3, op(e3, e2) = e0, yields:
% 63.39/28.36  																																																					| (676) e3 = e0
% 63.39/28.36  																																																					|
% 63.39/28.36  																																																					| Instantiating formula (29) with e2, e3, e3, e2 and discharging atoms op(e2, e3) = e3, op(e2, e3) = e2, yields:
% 63.39/28.36  																																																					| (662) e3 = e2
% 63.39/28.36  																																																					|
% 63.39/28.36  																																																					| Instantiating formula (29) with e2, e2, e2, e1 and discharging atoms op(e2, e2) = e2, op(e2, e2) = e1, yields:
% 63.39/28.36  																																																					| (617) e2 = e1
% 63.39/28.36  																																																					|
% 63.39/28.36  																																																					| Combining equations (662,676) yields a new equation:
% 63.39/28.36  																																																					| (391) e2 = e0
% 63.39/28.36  																																																					|
% 63.39/28.36  																																																					| Simplifying 391 yields:
% 63.39/28.36  																																																					| (330) e2 = e0
% 63.39/28.36  																																																					|
% 63.39/28.36  																																																					| Combining equations (617,330) yields a new equation:
% 63.39/28.36  																																																					| (546) e1 = e0
% 63.39/28.36  																																																					|
% 63.39/28.36  																																																					| Simplifying 546 yields:
% 63.39/28.36  																																																					| (431) e1 = e0
% 63.39/28.36  																																																					|
% 63.39/28.36  																																																					| Equations (431) can reduce 233 to:
% 63.39/28.36  																																																					| (266) $false
% 63.39/28.36  																																																					|
% 63.39/28.36  																																																					|-The branch is then unsatisfiable
% 63.39/28.36  																																																				|-Branch two:
% 63.39/28.36  																																																				| (707)  ~ (unit = e2)
% 63.39/28.36  																																																				| (708) unit = e4 | unit = e3 | unit = e1 | unit = e0
% 63.39/28.36  																																																				|
% 63.39/28.36  																																																					+-Applying beta-rule and splitting (708), into two cases.
% 63.39/28.36  																																																					|-Branch one:
% 63.39/28.36  																																																					| (709) unit = e4
% 63.39/28.36  																																																					|
% 63.39/28.36  																																																						| From (709) and (24) follows:
% 63.39/28.36  																																																						| (33325) op(e4, e3) = e3
% 63.39/28.36  																																																						|
% 63.39/28.36  																																																						| From (709) and (211) follows:
% 63.39/28.36  																																																						| (22527) op(e4, e1) = e1
% 63.39/28.36  																																																						|
% 63.39/28.36  																																																						| From (709) and (32) follows:
% 63.39/28.36  																																																						| (712) op(e2, e4) = e2
% 63.39/28.36  																																																						|
% 63.39/28.36  																																																						| Instantiating formula (29) with e4, e3, e3, e0 and discharging atoms op(e4, e3) = e3, op(e4, e3) = e0, yields:
% 63.39/28.36  																																																						| (676) e3 = e0
% 63.39/28.36  																																																						|
% 63.39/28.36  																																																						| Instantiating formula (29) with e4, e1, e1, e3 and discharging atoms op(e4, e1) = e3, op(e4, e1) = e1, yields:
% 63.39/28.36  																																																						| (455) e3 = e1
% 63.39/28.36  																																																						|
% 63.39/28.36  																																																						| Instantiating formula (29) with e2, e4, e2, e3 and discharging atoms op(e2, e4) = e3, op(e2, e4) = e2, yields:
% 63.39/28.36  																																																						| (662) e3 = e2
% 63.39/28.36  																																																						|
% 63.39/28.36  																																																						| Combining equations (455,662) yields a new equation:
% 63.39/28.36  																																																						| (617) e2 = e1
% 63.39/28.36  																																																						|
% 63.39/28.36  																																																						| Combining equations (676,662) yields a new equation:
% 63.39/28.36  																																																						| (330) e2 = e0
% 63.39/28.36  																																																						|
% 63.39/28.36  																																																						| Combining equations (617,330) yields a new equation:
% 63.39/28.36  																																																						| (546) e1 = e0
% 63.39/28.36  																																																						|
% 63.39/28.36  																																																						| Simplifying 546 yields:
% 63.39/28.36  																																																						| (431) e1 = e0
% 63.39/28.36  																																																						|
% 63.39/28.36  																																																						| Equations (431) can reduce 233 to:
% 63.39/28.36  																																																						| (266) $false
% 63.39/28.36  																																																						|
% 63.39/28.36  																																																						|-The branch is then unsatisfiable
% 63.39/28.36  																																																					|-Branch two:
% 63.39/28.36  																																																					| (724)  ~ (unit = e4)
% 63.39/28.36  																																																					| (725) unit = e3 | unit = e1 | unit = e0
% 63.39/28.36  																																																					|
% 63.39/28.36  																																																						+-Applying beta-rule and splitting (725), into two cases.
% 63.39/28.36  																																																						|-Branch one:
% 63.39/28.36  																																																						| (726) unit = e0
% 63.39/28.36  																																																						|
% 63.39/28.36  																																																							| From (726) and (227) follows:
% 63.39/28.36  																																																							| (3205) op(e4, e0) = e4
% 63.39/28.36  																																																							|
% 63.39/28.36  																																																							| From (726) and (32) follows:
% 63.39/28.36  																																																							| (727) op(e2, e0) = e2
% 63.39/28.36  																																																							|
% 63.39/28.36  																																																							| From (726) and (28) follows:
% 63.39/28.36  																																																							| (2698) op(e1, e0) = e1
% 63.39/28.36  																																																							|
% 63.39/28.36  																																																							| Instantiating formula (29) with e4, e0, e4, e2 and discharging atoms op(e4, e0) = e4, op(e4, e0) = e2, yields:
% 63.39/28.36  																																																							| (323) e4 = e2
% 63.39/28.36  																																																							|
% 63.39/28.36  																																																							| Instantiating formula (29) with e2, e0, e2, e0 and discharging atoms op(e2, e0) = e2, op(e2, e0) = e0, yields:
% 63.39/28.36  																																																							| (330) e2 = e0
% 63.39/28.36  																																																							|
% 63.39/28.36  																																																							| Instantiating formula (29) with e1, e0, e1, e4 and discharging atoms op(e1, e0) = e4, op(e1, e0) = e1, yields:
% 63.39/28.36  																																																							| (630) e4 = e1
% 63.39/28.36  																																																							|
% 63.39/28.36  																																																							| Combining equations (630,323) yields a new equation:
% 63.39/28.36  																																																							| (617) e2 = e1
% 63.39/28.36  																																																							|
% 63.39/28.36  																																																							| Combining equations (617,330) yields a new equation:
% 63.39/28.36  																																																							| (546) e1 = e0
% 63.39/28.36  																																																							|
% 63.39/28.36  																																																							| Simplifying 546 yields:
% 63.39/28.36  																																																							| (431) e1 = e0
% 63.39/28.36  																																																							|
% 63.39/28.36  																																																							| Equations (431) can reduce 233 to:
% 63.39/28.36  																																																							| (266) $false
% 63.39/28.36  																																																							|
% 63.39/28.36  																																																							|-The branch is then unsatisfiable
% 63.39/28.36  																																																						|-Branch two:
% 63.39/28.36  																																																						| (734)  ~ (unit = e0)
% 63.39/28.36  																																																						| (735) unit = e3 | unit = e1
% 63.39/28.36  																																																						|
% 63.39/28.36  																																																							+-Applying beta-rule and splitting (735), into two cases.
% 63.39/28.36  																																																							|-Branch one:
% 63.39/28.36  																																																							| (736) unit = e1
% 63.39/28.36  																																																							|
% 63.39/28.36  																																																								| Equations (736) can reduce 734 to:
% 63.39/28.36  																																																								| (233)  ~ (e1 = e0)
% 63.39/28.36  																																																								|
% 63.39/28.36  																																																								| From (736) and (24) follows:
% 63.39/28.36  																																																								| (1934) op(e1, e3) = e3
% 63.39/28.36  																																																								|
% 63.39/28.36  																																																								| From (736) and (15) follows:
% 63.39/28.36  																																																								| (515) op(e1, e2) = e2
% 63.39/28.36  																																																								|
% 63.39/28.36  																																																								| From (736) and (209) follows:
% 63.39/28.36  																																																								| (2715) op(e1, e0) = e0
% 63.39/28.36  																																																								|
% 63.39/28.36  																																																								| From (736) and (227) follows:
% 63.39/28.36  																																																								| (739) op(e4, e1) = e4
% 63.39/28.36  																																																								|
% 63.39/28.36  																																																								| Instantiating formula (29) with e4, e1, e4, e3 and discharging atoms op(e4, e1) = e4, op(e4, e1) = e3, yields:
% 63.39/28.36  																																																								| (425) e4 = e3
% 63.39/28.36  																																																								|
% 63.39/28.36  																																																								| Instantiating formula (29) with e1, e3, e3, e1 and discharging atoms op(e1, e3) = e3, op(e1, e3) = e1, yields:
% 63.39/28.36  																																																								| (455) e3 = e1
% 63.39/28.36  																																																								|
% 63.39/28.36  																																																								| Instantiating formula (29) with e1, e2, e2, e3 and discharging atoms op(e1, e2) = e3, op(e1, e2) = e2, yields:
% 63.39/28.36  																																																								| (662) e3 = e2
% 63.39/28.36  																																																								|
% 63.39/28.36  																																																								| Instantiating formula (29) with e1, e0, e0, e4 and discharging atoms op(e1, e0) = e4, op(e1, e0) = e0, yields:
% 63.39/28.36  																																																								| (397) e4 = e0
% 63.39/28.36  																																																								|
% 63.39/28.36  																																																								| Combining equations (425,397) yields a new equation:
% 63.39/28.36  																																																								| (675) e3 = e0
% 63.39/28.36  																																																								|
% 63.39/28.36  																																																								| Simplifying 675 yields:
% 63.39/28.36  																																																								| (676) e3 = e0
% 63.39/28.36  																																																								|
% 63.39/28.36  																																																								| Combining equations (676,662) yields a new equation:
% 63.39/28.36  																																																								| (330) e2 = e0
% 63.39/28.36  																																																								|
% 63.39/28.36  																																																								| Combining equations (455,662) yields a new equation:
% 63.39/28.36  																																																								| (617) e2 = e1
% 63.39/28.36  																																																								|
% 63.39/28.36  																																																								| Combining equations (330,617) yields a new equation:
% 63.39/28.36  																																																								| (431) e1 = e0
% 63.39/28.36  																																																								|
% 63.39/28.36  																																																								| Equations (431) can reduce 233 to:
% 63.39/28.36  																																																								| (266) $false
% 63.39/28.36  																																																								|
% 63.39/28.36  																																																								|-The branch is then unsatisfiable
% 63.39/28.36  																																																							|-Branch two:
% 63.39/28.36  																																																							| (748)  ~ (unit = e1)
% 63.39/28.36  																																																							| (749) unit = e3
% 63.39/28.36  																																																							|
% 63.39/28.36  																																																								| From (749) and (244) follows:
% 63.39/28.36  																																																								| (750) op(e3, e4) = e4
% 63.39/28.36  																																																								|
% 63.39/28.36  																																																								| From (749) and (40) follows:
% 63.39/28.36  																																																								| (3715) op(e3, e3) = e3
% 63.39/28.36  																																																								|
% 63.39/28.36  																																																								| From (749) and (42) follows:
% 63.39/28.36  																																																								| (752) op(e0, e3) = e0
% 63.39/28.36  																																																								|
% 63.39/28.36  																																																								| Instantiating formula (29) with e3, e4, e4, e2 and discharging atoms op(e3, e4) = e4, op(e3, e4) = e2, yields:
% 63.39/28.36  																																																								| (323) e4 = e2
% 63.39/28.36  																																																								|
% 63.39/28.36  																																																								| Instantiating formula (29) with e3, e3, e3, e4 and discharging atoms op(e3, e3) = e4, op(e3, e3) = e3, yields:
% 63.39/28.36  																																																								| (425) e4 = e3
% 63.39/28.36  																																																								|
% 63.39/28.36  																																																								| Instantiating formula (29) with e0, e3, e0, e3 and discharging atoms op(e0, e3) = e3, op(e0, e3) = e0, yields:
% 63.39/28.36  																																																								| (676) e3 = e0
% 63.39/28.36  																																																								|
% 63.39/28.36  																																																								| Combining equations (425,323) yields a new equation:
% 63.39/28.36  																																																								| (661) e3 = e2
% 63.39/28.36  																																																								|
% 63.39/28.36  																																																								| Simplifying 661 yields:
% 63.39/28.36  																																																								| (662) e3 = e2
% 63.39/28.36  																																																								|
% 63.39/28.36  																																																								| Combining equations (662,676) yields a new equation:
% 63.39/28.36  																																																								| (391) e2 = e0
% 63.39/28.36  																																																								|
% 63.39/28.36  																																																								| Simplifying 391 yields:
% 63.39/28.36  																																																								| (330) e2 = e0
% 63.39/28.36  																																																								|
% 63.39/28.36  																																																								| Equations (330) can reduce 128 to:
% 63.39/28.36  																																																								| (266) $false
% 63.39/28.36  																																																								|
% 63.39/28.36  																																																								|-The branch is then unsatisfiable
% 63.39/28.37  																																																	|-Branch two:
% 63.39/28.37  																																																	| (487)  ~ (all_0_49_49 = e0)
% 63.39/28.37  																																																	| (914) all_0_58_58 = e0
% 63.39/28.37  																																																	|
% 63.39/28.37  																																																		| Equations (914) can reduce 491 to:
% 63.39/28.37  																																																		| (266) $false
% 63.39/28.37  																																																		|
% 63.39/28.37  																																																		|-The branch is then unsatisfiable
% 63.39/28.37  																																											|-Branch two:
% 63.39/28.37  																																											| (364)  ~ (all_0_57_57 = e0)
% 63.39/28.37  																																											| (647) all_0_57_57 = e1
% 63.39/28.37  																																											|
% 63.39/28.37  																																												| Equations (647) can reduce 1670 to:
% 63.39/28.37  																																												| (266) $false
% 63.39/28.37  																																												|
% 63.39/28.37  																																												|-The branch is then unsatisfiable
% 63.39/28.37  																																						|-Branch two:
% 63.39/28.37  																																						| (759)  ~ (all_0_50_50 = e1)
% 63.39/28.37  																																						| (415) all_0_50_50 = e3
% 63.39/28.37  																																						|
% 63.39/28.37  																																							| Equations (415) can reduce 411 to:
% 63.39/28.37  																																							| (266) $false
% 63.39/28.37  																																							|
% 63.39/28.37  																																							|-The branch is then unsatisfiable
% 63.39/28.37  																															|-Branch two:
% 63.39/28.37  																															| (440)  ~ (all_0_41_41 = e4)
% 63.39/28.37  																															| (441) all_0_42_42 = e4 | all_0_43_43 = e4 | all_0_44_44 = e4
% 63.39/28.37  																															|
% 63.39/28.37  																																+-Applying beta-rule and splitting (6374), into two cases.
% 63.39/28.37  																																|-Branch one:
% 63.39/28.37  																																| (356) all_0_43_43 = e0
% 63.39/28.37  																																|
% 63.39/28.37  																																	| Equations (356) can reduce 5470 to:
% 63.39/28.37  																																	| (266) $false
% 63.39/28.37  																																	|
% 63.39/28.37  																																	|-The branch is then unsatisfiable
% 63.39/28.37  																																|-Branch two:
% 63.39/28.37  																																| (5470)  ~ (all_0_43_43 = e0)
% 63.39/28.37  																																| (430) all_0_43_43 = e1
% 63.39/28.37  																																|
% 63.39/28.37  																																	| Equations (430) can reduce 31 to:
% 63.39/28.37  																																	| (457)  ~ (all_0_41_41 = e1)
% 63.39/28.37  																																	|
% 63.39/28.37  																																	| Equations (430) can reduce 99 to:
% 63.39/28.37  																																	| (467)  ~ (e3 = e1)
% 63.39/28.37  																																	|
% 63.39/28.37  																																	| Simplifying 467 yields:
% 63.39/28.37  																																	| (213)  ~ (e3 = e1)
% 63.39/28.37  																																	|
% 63.39/28.37  																																	| Equations (430) can reduce 96 to:
% 63.39/28.37  																																	| (604)  ~ (e2 = e1)
% 63.39/28.37  																																	|
% 63.39/28.37  																																	| Simplifying 604 yields:
% 63.39/28.37  																																	| (122)  ~ (e2 = e1)
% 63.39/28.37  																																	|
% 63.39/28.37  																																	+-Applying beta-rule and splitting (18), into two cases.
% 63.39/28.37  																																	|-Branch one:
% 63.39/28.37  																																	| (453) all_0_41_41 = e1
% 63.39/28.37  																																	|
% 63.39/28.37  																																		| Equations (453) can reduce 457 to:
% 63.39/28.37  																																		| (266) $false
% 63.39/28.37  																																		|
% 63.39/28.37  																																		|-The branch is then unsatisfiable
% 63.39/28.37  																																	|-Branch two:
% 63.39/28.37  																																	| (457)  ~ (all_0_41_41 = e1)
% 63.39/28.37  																																	| (595) all_0_46_46 = e1 | all_0_50_50 = e1 | all_0_55_55 = e1
% 63.39/28.37  																																	|
% 63.39/28.37  																																		+-Applying beta-rule and splitting (27), into two cases.
% 63.39/28.37  																																		|-Branch one:
% 63.39/28.37  																																		| (437) all_0_41_41 = e4
% 63.39/28.37  																																		|
% 63.39/28.37  																																			| Equations (437) can reduce 440 to:
% 63.39/28.37  																																			| (266) $false
% 63.39/28.37  																																			|
% 63.39/28.37  																																			|-The branch is then unsatisfiable
% 63.39/28.37  																																		|-Branch two:
% 63.39/28.37  																																		| (440)  ~ (all_0_41_41 = e4)
% 63.39/28.37  																																		| (4049) all_0_41_41 = e3 | all_0_41_41 = e1 | all_0_41_41 = e0
% 63.39/28.37  																																		|
% 63.39/28.37  																																			+-Applying beta-rule and splitting (216), into two cases.
% 63.39/28.37  																																			|-Branch one:
% 63.39/28.37  																																			| (629) all_0_55_55 = e1
% 63.39/28.37  																																			|
% 63.39/28.37  																																				| Combining equations (2336,629) yields a new equation:
% 63.39/28.37  																																				| (454) e3 = e1
% 63.39/28.37  																																				|
% 63.39/28.37  																																				| Simplifying 454 yields:
% 63.39/28.37  																																				| (455) e3 = e1
% 63.39/28.37  																																				|
% 63.39/28.37  																																				| Equations (455) can reduce 213 to:
% 63.39/28.37  																																				| (266) $false
% 63.39/28.37  																																				|
% 63.39/28.37  																																				|-The branch is then unsatisfiable
% 63.39/28.37  																																			|-Branch two:
% 63.39/28.37  																																			| (632)  ~ (all_0_55_55 = e1)
% 63.39/28.37  																																			| (633) all_0_56_56 = e1 | all_0_57_57 = e1 | all_0_58_58 = e1
% 63.39/28.37  																																			|
% 63.39/28.37  																																				| Equations (2336) can reduce 632 to:
% 63.39/28.37  																																				| (213)  ~ (e3 = e1)
% 63.39/28.37  																																				|
% 63.39/28.37  																																				+-Applying beta-rule and splitting (633), into two cases.
% 63.39/28.37  																																				|-Branch one:
% 63.39/28.37  																																				| (1569) all_0_56_56 = e1
% 63.39/28.37  																																				|
% 63.39/28.37  																																					| Combining equations (833,1569) yields a new equation:
% 63.39/28.37  																																					| (616) e2 = e1
% 63.39/28.37  																																					|
% 63.39/28.37  																																					| Simplifying 616 yields:
% 63.39/28.37  																																					| (617) e2 = e1
% 63.39/28.37  																																					|
% 63.39/28.37  																																					| Equations (617) can reduce 122 to:
% 63.39/28.37  																																					| (266) $false
% 63.39/28.37  																																					|
% 63.39/28.37  																																					|-The branch is then unsatisfiable
% 63.39/28.37  																																				|-Branch two:
% 63.39/28.37  																																				| (466)  ~ (all_0_56_56 = e1)
% 63.39/28.37  																																				| (1574) all_0_57_57 = e1 | all_0_58_58 = e1
% 63.39/28.37  																																				|
% 63.39/28.37  																																					| Equations (833) can reduce 466 to:
% 63.39/28.37  																																					| (122)  ~ (e2 = e1)
% 63.39/28.37  																																					|
% 63.39/28.37  																																					+-Applying beta-rule and splitting (595), into two cases.
% 63.39/28.37  																																					|-Branch one:
% 63.39/28.37  																																					| (545) all_0_46_46 = e1
% 63.39/28.37  																																					|
% 63.39/28.37  																																						| Combining equations (1794,545) yields a new equation:
% 63.39/28.37  																																						| (616) e2 = e1
% 63.39/28.37  																																						|
% 63.39/28.37  																																						| Simplifying 616 yields:
% 63.39/28.37  																																						| (617) e2 = e1
% 63.39/28.37  																																						|
% 63.39/28.37  																																						| Equations (617) can reduce 122 to:
% 63.39/28.37  																																						| (266) $false
% 63.39/28.37  																																						|
% 63.39/28.37  																																						|-The branch is then unsatisfiable
% 63.39/28.37  																																					|-Branch two:
% 63.39/28.37  																																					| (549)  ~ (all_0_46_46 = e1)
% 63.39/28.37  																																					| (600) all_0_50_50 = e1 | all_0_55_55 = e1
% 63.39/28.37  																																					|
% 63.39/28.37  																																						+-Applying beta-rule and splitting (600), into two cases.
% 63.39/28.37  																																						|-Branch one:
% 63.39/28.37  																																						| (601) all_0_50_50 = e1
% 63.39/28.37  																																						|
% 63.39/28.37  																																							| Equations (601) can reduce 221 to:
% 63.39/28.37  																																							| (457)  ~ (all_0_41_41 = e1)
% 63.39/28.37  																																							|
% 63.39/28.37  																																							+-Applying beta-rule and splitting (4049), into two cases.
% 63.39/28.37  																																							|-Branch one:
% 63.39/28.37  																																							| (794) all_0_41_41 = e0
% 63.39/28.37  																																							|
% 63.39/28.37  																																								| Equations (794) can reduce 357 to:
% 63.39/28.37  																																								| (266) $false
% 63.39/28.37  																																								|
% 63.39/28.37  																																								|-The branch is then unsatisfiable
% 63.39/28.37  																																							|-Branch two:
% 63.39/28.37  																																							| (357)  ~ (all_0_41_41 = e0)
% 63.39/28.37  																																							| (4053) all_0_41_41 = e3 | all_0_41_41 = e1
% 63.39/28.37  																																							|
% 63.39/28.37  																																								+-Applying beta-rule and splitting (4053), into two cases.
% 63.39/28.37  																																								|-Branch one:
% 63.39/28.37  																																								| (453) all_0_41_41 = e1
% 63.39/28.37  																																								|
% 63.39/28.37  																																									| Equations (453) can reduce 457 to:
% 63.39/28.37  																																									| (266) $false
% 63.39/28.37  																																									|
% 63.39/28.37  																																									|-The branch is then unsatisfiable
% 63.39/28.37  																																								|-Branch two:
% 63.39/28.37  																																								| (457)  ~ (all_0_41_41 = e1)
% 63.39/28.37  																																								| (403) all_0_41_41 = e3
% 63.39/28.37  																																								|
% 63.39/28.37  																																									| Equations (403) can reduce 1898 to:
% 63.39/28.37  																																									| (266) $false
% 63.39/28.37  																																									|
% 63.39/28.37  																																									|-The branch is then unsatisfiable
% 63.39/28.37  																																						|-Branch two:
% 63.39/28.37  																																						| (759)  ~ (all_0_50_50 = e1)
% 63.39/28.37  																																						| (629) all_0_55_55 = e1
% 63.39/28.37  																																						|
% 63.39/28.37  																																							| Combining equations (2336,629) yields a new equation:
% 63.39/28.37  																																							| (454) e3 = e1
% 63.39/28.37  																																							|
% 63.39/28.37  																																							| Simplifying 454 yields:
% 63.39/28.37  																																							| (455) e3 = e1
% 63.39/28.37  																																							|
% 63.39/28.37  																																							| Equations (455) can reduce 213 to:
% 63.39/28.37  																																							| (266) $false
% 63.39/28.37  																																							|
% 63.39/28.37  																																							|-The branch is then unsatisfiable
% 63.39/28.37  																							|-Branch two:
% 63.39/28.37  																							| (358)  ~ (all_0_42_42 = e0)
% 63.39/28.37  																							| (563) all_0_47_47 = e0 | all_0_56_56 = e0
% 63.39/28.37  																							|
% 63.39/28.37  																								+-Applying beta-rule and splitting (563), into two cases.
% 63.39/28.37  																								|-Branch one:
% 63.39/28.37  																								| (674) all_0_47_47 = e0
% 63.39/28.37  																								|
% 63.39/28.37  																									| Combining equations (654,674) yields a new equation:
% 63.39/28.37  																									| (546) e1 = e0
% 63.39/28.37  																									|
% 63.39/28.37  																									| Simplifying 546 yields:
% 63.39/28.37  																									| (431) e1 = e0
% 63.39/28.37  																									|
% 63.39/28.37  																									| Equations (431) can reduce 233 to:
% 63.39/28.37  																									| (266) $false
% 63.39/28.37  																									|
% 63.39/28.37  																									|-The branch is then unsatisfiable
% 63.39/28.37  																								|-Branch two:
% 63.39/28.37  																								| (678)  ~ (all_0_47_47 = e0)
% 63.39/28.37  																								| (679) all_0_56_56 = e0
% 63.39/28.37  																								|
% 63.39/28.37  																									| Combining equations (679,833) yields a new equation:
% 63.39/28.37  																									| (330) e2 = e0
% 63.39/28.37  																									|
% 63.39/28.37  																									| Equations (330) can reduce 128 to:
% 63.39/28.37  																									| (266) $false
% 63.39/28.37  																									|
% 63.39/28.37  																									|-The branch is then unsatisfiable
% 63.39/28.37  																	|-Branch two:
% 63.39/28.37  																	| (813) all_0_47_47 = e1 & all_0_52_52 = e2 &  ~ (all_0_51_51 = e1)
% 63.39/28.37  																	|
% 63.39/28.37  																		| Applying alpha-rule on (813) yields:
% 63.39/28.37  																		| (654) all_0_47_47 = e1
% 63.39/28.37  																		| (352) all_0_52_52 = e2
% 63.39/28.37  																		| (464)  ~ (all_0_51_51 = e1)
% 63.39/28.37  																		|
% 63.39/28.37  																		| Equations (654) can reduce 114 to:
% 63.39/28.37  																		| (11581)  ~ (all_0_48_48 = e1)
% 63.39/28.37  																		|
% 63.39/28.37  																		| Simplifying 11581 yields:
% 63.39/28.37  																		| (619)  ~ (all_0_48_48 = e1)
% 63.39/28.37  																		|
% 63.39/28.37  																		| Equations (654) can reduce 86 to:
% 63.39/28.37  																		| (1419)  ~ (all_0_49_49 = e1)
% 63.39/28.37  																		|
% 63.39/28.37  																		| Simplifying 1419 yields:
% 63.39/28.37  																		| (1064)  ~ (all_0_49_49 = e1)
% 63.39/28.37  																		|
% 63.39/28.37  																		| Equations (654) can reduce 224 to:
% 63.39/28.37  																		| (463)  ~ (all_0_51_51 = e1)
% 63.39/28.37  																		|
% 63.39/28.37  																		| Simplifying 463 yields:
% 63.39/28.37  																		| (464)  ~ (all_0_51_51 = e1)
% 63.39/28.37  																		|
% 63.39/28.37  																		| Equations (654) can reduce 252 to:
% 63.39/28.37  																		| (602)  ~ (e4 = e1)
% 63.39/28.37  																		|
% 63.39/28.37  																		| Simplifying 602 yields:
% 63.39/28.37  																		| (110)  ~ (e4 = e1)
% 63.39/28.37  																		|
% 63.39/28.37  																		| Equations (654) can reduce 338 to:
% 63.39/28.37  																		| (604)  ~ (e2 = e1)
% 63.39/28.37  																		|
% 63.39/28.37  																		| Simplifying 604 yields:
% 63.39/28.37  																		| (122)  ~ (e2 = e1)
% 63.39/28.37  																		|
% 63.39/28.37  																		| From (654) and (23) follows:
% 63.39/28.37  																		| (9478) op(e2, e2) = e1
% 63.39/28.37  																		|
% 63.39/28.37  																		+-Applying beta-rule and splitting (104), into two cases.
% 63.39/28.37  																		|-Branch one:
% 63.39/28.37  																		| (480) all_0_39_39 = e0
% 63.39/28.37  																		|
% 63.39/28.37  																			| Combining equations (480,471) yields a new equation:
% 63.39/28.37  																			| (397) e4 = e0
% 63.39/28.37  																			|
% 63.39/28.37  																			| Equations (397) can reduce 49 to:
% 63.39/28.37  																			| (266) $false
% 63.39/28.37  																			|
% 63.39/28.37  																			|-The branch is then unsatisfiable
% 63.39/28.37  																		|-Branch two:
% 63.39/28.37  																		| (484)  ~ (all_0_39_39 = e0)
% 63.39/28.37  																		| (558) all_0_42_42 = e0 | all_0_47_47 = e0 | all_0_56_56 = e0
% 63.39/28.37  																		|
% 63.39/28.37  																			+-Applying beta-rule and splitting (7), into two cases.
% 63.39/28.37  																			|-Branch one:
% 63.39/28.37  																			| (504) all_0_51_51 = e2
% 63.39/28.37  																			|
% 63.39/28.37  																				| Equations (504) can reduce 1099 to:
% 63.39/28.37  																				| (266) $false
% 63.39/28.37  																				|
% 63.39/28.37  																				|-The branch is then unsatisfiable
% 63.39/28.37  																			|-Branch two:
% 63.39/28.37  																			| (1099)  ~ (all_0_51_51 = e2)
% 63.39/28.37  																			| (1100) all_0_51_51 = e4 | all_0_51_51 = e3 | all_0_51_51 = e1
% 63.39/28.37  																			|
% 63.39/28.37  																				+-Applying beta-rule and splitting (1100), into two cases.
% 63.39/28.37  																				|-Branch one:
% 63.39/28.37  																				| (1101) all_0_51_51 = e4
% 63.39/28.37  																				|
% 63.39/28.37  																					| Equations (1101) can reduce 475 to:
% 63.39/28.37  																					| (266) $false
% 63.39/28.37  																					|
% 63.39/28.37  																					|-The branch is then unsatisfiable
% 63.39/28.37  																				|-Branch two:
% 63.39/28.37  																				| (475)  ~ (all_0_51_51 = e4)
% 63.39/28.37  																				| (1104) all_0_51_51 = e3 | all_0_51_51 = e1
% 63.39/28.37  																				|
% 63.39/28.37  																					+-Applying beta-rule and splitting (1104), into two cases.
% 63.39/28.37  																					|-Branch one:
% 63.39/28.37  																					| (1109) all_0_51_51 = e1
% 63.39/28.37  																					|
% 63.39/28.37  																						| Equations (1109) can reduce 464 to:
% 63.39/28.37  																						| (266) $false
% 63.39/28.37  																						|
% 63.39/28.37  																						|-The branch is then unsatisfiable
% 63.39/28.37  																					|-Branch two:
% 63.39/28.37  																					| (464)  ~ (all_0_51_51 = e1)
% 63.39/28.37  																					| (660) all_0_51_51 = e3
% 63.39/28.37  																					|
% 63.39/28.37  																						| Equations (660) can reduce 61 to:
% 63.39/28.37  																						| (405)  ~ (all_0_42_42 = e3)
% 63.39/28.37  																						|
% 63.39/28.37  																						| Equations (660) can reduce 59 to:
% 63.39/28.37  																						| (411)  ~ (all_0_50_50 = e3)
% 63.39/28.37  																						|
% 63.39/28.37  																						| Equations (660) can reduce 6 to:
% 63.39/28.37  																						| (1114)  ~ (all_0_53_53 = e3)
% 63.39/28.37  																						|
% 63.39/28.37  																						| Simplifying 1114 yields:
% 63.39/28.37  																						| (903)  ~ (all_0_53_53 = e3)
% 63.39/28.37  																						|
% 63.39/28.37  																						| Equations (660) can reduce 475 to:
% 63.39/28.37  																						| (277)  ~ (e4 = e3)
% 63.39/28.37  																						|
% 63.39/28.37  																						| Simplifying 277 yields:
% 63.39/28.37  																						| (188)  ~ (e4 = e3)
% 63.39/28.37  																						|
% 63.39/28.37  																						| Equations (660) can reduce 464 to:
% 63.39/28.37  																						| (213)  ~ (e3 = e1)
% 63.39/28.37  																						|
% 63.39/28.37  																						| From (660) and (186) follows:
% 63.39/28.37  																						| (1552) op(e1, e2) = e3
% 63.39/28.37  																						|
% 63.39/28.37  																						+-Applying beta-rule and splitting (558), into two cases.
% 63.39/28.37  																						|-Branch one:
% 63.39/28.37  																						| (559) all_0_42_42 = e0
% 63.39/28.37  																						|
% 63.39/28.37  																							| Equations (559) can reduce 214 to:
% 63.39/28.37  																							| (357)  ~ (all_0_41_41 = e0)
% 63.39/28.37  																							|
% 63.39/28.37  																							| Equations (559) can reduce 240 to:
% 63.39/28.37  																							| (33173)  ~ (all_0_43_43 = e0)
% 63.39/28.37  																							|
% 63.39/28.37  																							| Simplifying 33173 yields:
% 63.39/28.37  																							| (5470)  ~ (all_0_43_43 = e0)
% 63.39/28.37  																							|
% 63.39/28.37  																							| Equations (559) can reduce 73 to:
% 63.39/28.37  																							| (359)  ~ (all_0_44_44 = e0)
% 63.39/28.37  																							|
% 63.39/28.37  																							| Simplifying 359 yields:
% 63.39/28.37  																							| (360)  ~ (all_0_44_44 = e0)
% 63.39/28.37  																							|
% 63.39/28.37  																							| Equations (559) can reduce 1890 to:
% 63.39/28.37  																							| (401)  ~ (e4 = e0)
% 63.39/28.37  																							|
% 63.39/28.37  																							| Simplifying 401 yields:
% 63.39/28.37  																							| (49)  ~ (e4 = e0)
% 63.39/28.37  																							|
% 63.39/28.37  																							| Equations (559) can reduce 405 to:
% 63.39/28.37  																							| (541)  ~ (e3 = e0)
% 63.39/28.37  																							|
% 63.39/28.37  																							| Simplifying 541 yields:
% 63.39/28.37  																							| (80)  ~ (e3 = e0)
% 63.39/28.37  																							|
% 63.39/28.37  																							| Equations (559) can reduce 51 to:
% 63.39/28.37  																							| (365)  ~ (e2 = e0)
% 63.39/28.37  																							|
% 63.39/28.37  																							| Simplifying 365 yields:
% 63.39/28.37  																							| (128)  ~ (e2 = e0)
% 63.39/28.37  																							|
% 63.39/28.37  																							| From (559) and (210) follows:
% 63.39/28.38  																							| (20848) op(e3, e2) = e0
% 63.39/28.38  																							|
% 63.39/28.38  																							+-Applying beta-rule and splitting (4), into two cases.
% 63.39/28.38  																							|-Branch one:
% 63.39/28.38  																							| (356) all_0_43_43 = e0
% 63.39/28.38  																							|
% 63.39/28.38  																								| Equations (356) can reduce 5470 to:
% 63.39/28.38  																								| (266) $false
% 63.39/28.38  																								|
% 63.39/28.38  																								|-The branch is then unsatisfiable
% 63.39/28.38  																							|-Branch two:
% 63.39/28.38  																							| (5470)  ~ (all_0_43_43 = e0)
% 63.39/28.38  																							| (5471) all_0_48_48 = e0 | all_0_57_57 = e0
% 63.39/28.38  																							|
% 63.39/28.38  																								+-Applying beta-rule and splitting (113), into two cases.
% 63.39/28.38  																								|-Branch one:
% 63.39/28.38  																								| (403) all_0_41_41 = e3
% 63.39/28.38  																								|
% 63.39/28.38  																									| Equations (403) can reduce 149 to:
% 63.39/28.38  																									| (406)  ~ (all_0_44_44 = e3)
% 63.39/28.38  																									|
% 63.39/28.38  																									| Simplifying 406 yields:
% 63.39/28.38  																									| (407)  ~ (all_0_44_44 = e3)
% 63.39/28.38  																									|
% 63.39/28.38  																									| Equations (403) can reduce 221 to:
% 63.39/28.38  																									| (410)  ~ (all_0_50_50 = e3)
% 63.39/28.38  																									|
% 63.39/28.38  																									| Simplifying 410 yields:
% 63.39/28.38  																									| (411)  ~ (all_0_50_50 = e3)
% 63.39/28.38  																									|
% 63.39/28.38  																									| Equations (403) can reduce 357 to:
% 63.39/28.38  																									| (80)  ~ (e3 = e0)
% 63.39/28.38  																									|
% 63.39/28.38  																									+-Applying beta-rule and splitting (62), into two cases.
% 63.39/28.38  																									|-Branch one:
% 63.39/28.38  																									| (321) all_0_38_38 = e4
% 63.39/28.38  																									|
% 63.39/28.38  																										| Combining equations (321,329) yields a new equation:
% 63.39/28.38  																										| (481) e4 = e0
% 63.39/28.38  																										|
% 63.39/28.38  																										| Simplifying 481 yields:
% 63.39/28.38  																										| (397) e4 = e0
% 63.39/28.38  																										|
% 63.39/28.38  																										| Equations (397) can reduce 49 to:
% 63.39/28.38  																										| (266) $false
% 63.39/28.38  																										|
% 63.39/28.38  																										|-The branch is then unsatisfiable
% 63.39/28.38  																									|-Branch two:
% 63.39/28.38  																									| (325)  ~ (all_0_38_38 = e4)
% 63.39/28.38  																									| (582) all_0_41_41 = e4 | all_0_46_46 = e4 | all_0_50_50 = e4 | all_0_55_55 = e4
% 63.39/28.38  																									|
% 63.39/28.38  																										+-Applying beta-rule and splitting (22), into two cases.
% 63.39/28.38  																										|-Branch one:
% 63.39/28.38  																										| (268) all_0_54_54 = e3
% 63.39/28.38  																										|
% 63.39/28.38  																											| Combining equations (268,265) yields a new equation:
% 63.39/28.38  																											| (425) e4 = e3
% 63.39/28.38  																											|
% 63.39/28.38  																											| Equations (425) can reduce 188 to:
% 63.39/28.38  																											| (266) $false
% 63.39/28.38  																											|
% 63.39/28.38  																											|-The branch is then unsatisfiable
% 63.39/28.38  																										|-Branch two:
% 63.39/28.38  																										| (60427)  ~ (all_0_54_54 = e3)
% 63.39/28.38  																										| (62553) all_0_55_55 = e3 | all_0_56_56 = e3 | all_0_58_58 = e3
% 63.39/28.38  																										|
% 63.39/28.38  																											| Equations (265) can reduce 60427 to:
% 63.39/28.38  																											| (188)  ~ (e4 = e3)
% 63.39/28.38  																											|
% 63.39/28.38  																											+-Applying beta-rule and splitting (582), into two cases.
% 63.39/28.38  																											|-Branch one:
% 63.39/28.38  																											| (437) all_0_41_41 = e4
% 63.39/28.38  																											|
% 63.39/28.38  																												| Combining equations (437,403) yields a new equation:
% 63.39/28.38  																												| (424) e4 = e3
% 63.39/28.38  																												|
% 63.39/28.38  																												| Simplifying 424 yields:
% 63.39/28.38  																												| (425) e4 = e3
% 63.39/28.38  																												|
% 63.39/28.38  																												| Equations (425) can reduce 188 to:
% 63.39/28.38  																												| (266) $false
% 63.39/28.38  																												|
% 63.39/28.38  																												|-The branch is then unsatisfiable
% 63.39/28.38  																											|-Branch two:
% 63.39/28.38  																											| (440)  ~ (all_0_41_41 = e4)
% 63.39/28.38  																											| (769) all_0_46_46 = e4 | all_0_50_50 = e4 | all_0_55_55 = e4
% 63.39/28.38  																											|
% 63.39/28.38  																												+-Applying beta-rule and splitting (189), into two cases.
% 63.39/28.38  																												|-Branch one:
% 63.39/28.38  																												| (532) all_0_44_44 = e3
% 63.39/28.38  																												|
% 63.39/28.38  																													| Equations (532) can reduce 407 to:
% 63.39/28.38  																													| (266) $false
% 63.39/28.38  																													|
% 63.39/28.38  																													|-The branch is then unsatisfiable
% 63.39/28.38  																												|-Branch two:
% 63.39/28.38  																												| (407)  ~ (all_0_44_44 = e3)
% 63.39/28.38  																												| (537) all_0_49_49 = e3 | all_0_53_53 = e3 | all_0_58_58 = e3
% 63.39/28.38  																												|
% 63.39/28.38  																													+-Applying beta-rule and splitting (537), into two cases.
% 63.39/28.38  																													|-Branch one:
% 63.39/28.38  																													| (884) all_0_49_49 = e3
% 63.39/28.38  																													|
% 63.39/28.38  																														| Equations (884) can reduce 525 to:
% 63.39/28.38  																														| (266) $false
% 63.39/28.38  																														|
% 63.39/28.38  																														|-The branch is then unsatisfiable
% 63.39/28.38  																													|-Branch two:
% 63.39/28.38  																													| (525)  ~ (all_0_49_49 = e3)
% 63.39/28.38  																													| (887) all_0_53_53 = e3 | all_0_58_58 = e3
% 63.39/28.38  																													|
% 63.39/28.38  																														+-Applying beta-rule and splitting (887), into two cases.
% 63.39/28.38  																														|-Branch one:
% 63.39/28.38  																														| (665) all_0_53_53 = e3
% 63.39/28.38  																														|
% 63.39/28.38  																															| Equations (665) can reduce 903 to:
% 63.39/28.38  																															| (266) $false
% 63.39/28.38  																															|
% 63.39/28.38  																															|-The branch is then unsatisfiable
% 63.39/28.38  																														|-Branch two:
% 63.39/28.38  																														| (903)  ~ (all_0_53_53 = e3)
% 63.39/28.38  																														| (795) all_0_58_58 = e3
% 63.39/28.38  																														|
% 63.39/28.38  																															| Equations (795) can reduce 181 to:
% 63.39/28.38  																															| (407)  ~ (all_0_44_44 = e3)
% 63.39/28.38  																															|
% 63.39/28.38  																															| Equations (795) can reduce 10 to:
% 63.39/28.38  																															| (903)  ~ (all_0_53_53 = e3)
% 63.39/28.38  																															|
% 63.39/28.38  																															| From (795) and (245) follows:
% 63.39/28.38  																															| (60701) op(e0, e0) = e3
% 63.39/28.38  																															|
% 63.39/28.38  																															+-Applying beta-rule and splitting (769), into two cases.
% 63.39/28.38  																															|-Branch one:
% 63.39/28.38  																															| (770) all_0_46_46 = e4
% 63.39/28.38  																															|
% 63.39/28.38  																																| Combining equations (1794,770) yields a new equation:
% 63.39/28.38  																																| (323) e4 = e2
% 63.39/28.38  																																|
% 63.39/28.38  																																| Equations (323) can reduce 48 to:
% 63.39/28.38  																																| (266) $false
% 63.39/28.38  																																|
% 63.39/28.38  																																|-The branch is then unsatisfiable
% 63.39/28.38  																															|-Branch two:
% 63.39/28.38  																															| (250)  ~ (all_0_46_46 = e4)
% 63.39/28.38  																															| (774) all_0_50_50 = e4 | all_0_55_55 = e4
% 63.39/28.38  																															|
% 63.39/28.38  																																+-Applying beta-rule and splitting (75), into two cases.
% 63.39/28.38  																																|-Branch one:
% 63.39/28.38  																																| (485) all_0_40_40 = e0
% 63.39/28.38  																																|
% 63.39/28.38  																																	| Combining equations (485,313) yields a new equation:
% 63.39/28.38  																																	| (330) e2 = e0
% 63.39/28.38  																																	|
% 63.39/28.38  																																	| Equations (330) can reduce 128 to:
% 63.39/28.38  																																	| (266) $false
% 63.39/28.38  																																	|
% 63.39/28.38  																																	|-The branch is then unsatisfiable
% 63.39/28.38  																																|-Branch two:
% 63.39/28.38  																																| (1401)  ~ (all_0_40_40 = e0)
% 63.39/28.38  																																| (1748) all_0_44_44 = e0 | all_0_49_49 = e0 | all_0_58_58 = e0
% 63.39/28.38  																																|
% 63.39/28.38  																																	+-Applying beta-rule and splitting (1748), into two cases.
% 63.39/28.38  																																	|-Branch one:
% 63.39/28.38  																																	| (1414) all_0_44_44 = e0
% 63.39/28.38  																																	|
% 63.39/28.38  																																		| Equations (1414) can reduce 360 to:
% 63.39/28.38  																																		| (266) $false
% 63.39/28.38  																																		|
% 63.39/28.38  																																		|-The branch is then unsatisfiable
% 63.39/28.38  																																	|-Branch two:
% 63.39/28.38  																																	| (360)  ~ (all_0_44_44 = e0)
% 63.39/28.38  																																	| (1760) all_0_49_49 = e0 | all_0_58_58 = e0
% 63.39/28.38  																																	|
% 63.39/28.38  																																		+-Applying beta-rule and splitting (1760), into two cases.
% 63.39/28.38  																																		|-Branch one:
% 63.39/28.38  																																		| (978) all_0_49_49 = e0
% 63.39/28.38  																																		|
% 63.39/28.38  																																			| Equations (978) can reduce 185 to:
% 63.39/28.38  																																			| (1283)  ~ (all_0_48_48 = e0)
% 63.39/28.38  																																			|
% 63.39/28.38  																																			| Equations (978) can reduce 65 to:
% 63.39/28.38  																																			| (488)  ~ (all_0_53_53 = e0)
% 63.39/28.38  																																			|
% 63.39/28.38  																																			| Simplifying 488 yields:
% 63.39/28.38  																																			| (247)  ~ (all_0_53_53 = e0)
% 63.39/28.38  																																			|
% 63.39/28.38  																																			+-Applying beta-rule and splitting (774), into two cases.
% 63.39/28.38  																																			|-Branch one:
% 63.39/28.38  																																			| (775) all_0_50_50 = e4
% 63.39/28.38  																																			|
% 63.39/28.38  																																				| Equations (775) can reduce 190 to:
% 63.39/28.38  																																				| (1452)  ~ (all_0_53_53 = e4)
% 63.39/28.38  																																				|
% 63.39/28.38  																																				| Simplifying 1452 yields:
% 63.39/28.38  																																				| (1453)  ~ (all_0_53_53 = e4)
% 63.39/28.38  																																				|
% 63.39/28.38  																																				| Equations (775) can reduce 93 to:
% 63.39/28.38  																																				| (1909)  ~ (all_0_55_55 = e4)
% 63.39/28.38  																																				|
% 63.39/28.38  																																				| Simplifying 1909 yields:
% 63.39/28.38  																																				| (763)  ~ (all_0_55_55 = e4)
% 63.39/28.38  																																				|
% 63.39/28.38  																																				| Equations (775) can reduce 411 to:
% 63.39/28.38  																																				| (188)  ~ (e4 = e3)
% 63.39/28.38  																																				|
% 63.39/28.38  																																				| Equations (775) can reduce 302 to:
% 63.39/28.38  																																				| (48)  ~ (e4 = e2)
% 63.39/28.38  																																				|
% 63.39/28.38  																																				| From (775) and (242) follows:
% 63.39/28.38  																																				| (5059) op(e1, e3) = e4
% 63.39/28.38  																																				|
% 63.39/28.38  																																				+-Applying beta-rule and splitting (18), into two cases.
% 63.39/28.38  																																				|-Branch one:
% 63.39/28.38  																																				| (453) all_0_41_41 = e1
% 63.39/28.38  																																				|
% 63.39/28.38  																																					| Combining equations (453,403) yields a new equation:
% 63.39/28.38  																																					| (455) e3 = e1
% 63.39/28.38  																																					|
% 63.39/28.38  																																					| Equations (455) can reduce 213 to:
% 63.39/28.38  																																					| (266) $false
% 63.39/28.38  																																					|
% 63.39/28.38  																																					|-The branch is then unsatisfiable
% 63.39/28.38  																																				|-Branch two:
% 63.39/28.38  																																				| (457)  ~ (all_0_41_41 = e1)
% 63.39/28.38  																																				| (595) all_0_46_46 = e1 | all_0_50_50 = e1 | all_0_55_55 = e1
% 63.39/28.38  																																				|
% 63.39/28.38  																																					| Equations (403) can reduce 457 to:
% 63.39/28.38  																																					| (213)  ~ (e3 = e1)
% 63.39/28.38  																																					|
% 63.39/28.38  																																					+-Applying beta-rule and splitting (160), into two cases.
% 63.39/28.38  																																					|-Branch one:
% 63.39/28.38  																																					| (601) all_0_50_50 = e1
% 63.39/28.38  																																					|
% 63.39/28.38  																																						| Combining equations (601,775) yields a new equation:
% 63.39/28.38  																																						| (630) e4 = e1
% 63.39/28.38  																																						|
% 63.39/28.38  																																						| Equations (630) can reduce 110 to:
% 63.39/28.38  																																						| (266) $false
% 63.39/28.38  																																						|
% 63.39/28.38  																																						|-The branch is then unsatisfiable
% 63.39/28.38  																																					|-Branch two:
% 63.39/28.38  																																					| (759)  ~ (all_0_50_50 = e1)
% 63.39/28.38  																																					| (1168) all_0_51_51 = e1 | all_0_52_52 = e1 | all_0_53_53 = e1
% 63.39/28.38  																																					|
% 63.39/28.38  																																						+-Applying beta-rule and splitting (1168), into two cases.
% 63.39/28.38  																																						|-Branch one:
% 63.39/28.38  																																						| (1109) all_0_51_51 = e1
% 63.39/28.38  																																						|
% 63.39/28.38  																																							| Combining equations (660,1109) yields a new equation:
% 63.39/28.38  																																							| (454) e3 = e1
% 63.39/28.38  																																							|
% 63.39/28.38  																																							| Simplifying 454 yields:
% 63.39/28.38  																																							| (455) e3 = e1
% 63.39/28.38  																																							|
% 63.39/28.38  																																							| Equations (455) can reduce 213 to:
% 63.39/28.38  																																							| (266) $false
% 63.39/28.38  																																							|
% 63.39/28.38  																																							|-The branch is then unsatisfiable
% 63.39/28.38  																																						|-Branch two:
% 63.39/28.38  																																						| (464)  ~ (all_0_51_51 = e1)
% 63.39/28.39  																																						| (1202) all_0_52_52 = e1 | all_0_53_53 = e1
% 63.39/28.39  																																						|
% 63.39/28.39  																																							+-Applying beta-rule and splitting (1202), into two cases.
% 63.39/28.39  																																							|-Branch one:
% 63.39/28.39  																																							| (642) all_0_52_52 = e1
% 63.39/28.39  																																							|
% 63.39/28.39  																																								| Combining equations (352,642) yields a new equation:
% 63.39/28.39  																																								| (616) e2 = e1
% 63.39/28.39  																																								|
% 63.39/28.39  																																								| Simplifying 616 yields:
% 63.39/28.39  																																								| (617) e2 = e1
% 63.39/28.39  																																								|
% 63.39/28.39  																																								| Equations (617) can reduce 122 to:
% 63.39/28.39  																																								| (266) $false
% 63.39/28.39  																																								|
% 63.39/28.39  																																								|-The branch is then unsatisfiable
% 63.39/28.39  																																							|-Branch two:
% 63.39/28.39  																																							| (646)  ~ (all_0_52_52 = e1)
% 63.39/28.39  																																							| (1208) all_0_53_53 = e1
% 63.39/28.39  																																							|
% 63.39/28.39  																																								| Equations (1208) can reduce 220 to:
% 63.39/28.39  																																								| (639)  ~ (all_0_44_44 = e1)
% 63.39/28.39  																																								|
% 63.39/28.39  																																								| Equations (1208) can reduce 1453 to:
% 63.39/28.39  																																								| (602)  ~ (e4 = e1)
% 63.39/28.39  																																								|
% 63.39/28.39  																																								| Simplifying 602 yields:
% 63.39/28.39  																																								| (110)  ~ (e4 = e1)
% 63.39/28.39  																																								|
% 63.39/28.39  																																								| Equations (1208) can reduce 903 to:
% 63.39/28.39  																																								| (467)  ~ (e3 = e1)
% 63.39/28.39  																																								|
% 63.39/28.39  																																								| Simplifying 467 yields:
% 63.39/28.39  																																								| (213)  ~ (e3 = e1)
% 63.39/28.39  																																								|
% 63.39/28.39  																																								| Equations (1208) can reduce 247 to:
% 63.39/28.39  																																								| (233)  ~ (e1 = e0)
% 63.39/28.39  																																								|
% 63.39/28.39  																																								+-Applying beta-rule and splitting (103), into two cases.
% 63.39/28.39  																																								|-Branch one:
% 63.39/28.39  																																								| (453) all_0_41_41 = e1
% 63.39/28.39  																																								|
% 63.39/28.39  																																									| Combining equations (403,453) yields a new equation:
% 63.39/28.39  																																									| (454) e3 = e1
% 63.39/28.39  																																									|
% 63.39/28.39  																																									| Simplifying 454 yields:
% 63.39/28.39  																																									| (455) e3 = e1
% 63.39/28.39  																																									|
% 63.39/28.39  																																									| Equations (455) can reduce 213 to:
% 63.39/28.39  																																									| (266) $false
% 63.39/28.39  																																									|
% 63.39/28.39  																																									|-The branch is then unsatisfiable
% 63.39/28.39  																																								|-Branch two:
% 63.39/28.39  																																								| (457)  ~ (all_0_41_41 = e1)
% 63.39/28.39  																																								| (458) all_0_42_42 = e1 | all_0_43_43 = e1 | all_0_44_44 = e1
% 63.39/28.39  																																								|
% 63.39/28.39  																																									+-Applying beta-rule and splitting (458), into two cases.
% 63.39/28.39  																																									|-Branch one:
% 63.39/28.39  																																									| (459) all_0_42_42 = e1
% 63.39/28.39  																																									|
% 63.39/28.39  																																										| Combining equations (459,559) yields a new equation:
% 63.39/28.39  																																										| (546) e1 = e0
% 63.39/28.39  																																										|
% 63.39/28.39  																																										| Simplifying 546 yields:
% 63.39/28.39  																																										| (431) e1 = e0
% 63.39/28.39  																																										|
% 63.39/28.39  																																										| Equations (431) can reduce 233 to:
% 63.39/28.39  																																										| (266) $false
% 63.39/28.39  																																										|
% 63.39/28.39  																																										|-The branch is then unsatisfiable
% 63.39/28.39  																																									|-Branch two:
% 63.39/28.39  																																									| (1380)  ~ (all_0_42_42 = e1)
% 63.39/28.39  																																									| (1381) all_0_43_43 = e1 | all_0_44_44 = e1
% 63.39/28.39  																																									|
% 63.39/28.39  																																										+-Applying beta-rule and splitting (1381), into two cases.
% 63.39/28.39  																																										|-Branch one:
% 63.39/28.39  																																										| (430) all_0_43_43 = e1
% 63.39/28.39  																																										|
% 63.39/28.39  																																											| Equations (430) can reduce 159 to:
% 63.39/28.39  																																											| (4057)  ~ (all_0_44_44 = e1)
% 63.39/28.39  																																											|
% 63.39/28.39  																																											| Simplifying 4057 yields:
% 63.39/28.39  																																											| (639)  ~ (all_0_44_44 = e1)
% 63.39/28.39  																																											|
% 63.39/28.39  																																											| Equations (430) can reduce 17 to:
% 63.39/28.39  																																											| (11581)  ~ (all_0_48_48 = e1)
% 63.39/28.39  																																											|
% 63.39/28.39  																																											| Simplifying 11581 yields:
% 63.39/28.39  																																											| (619)  ~ (all_0_48_48 = e1)
% 63.39/28.39  																																											|
% 63.39/28.39  																																											| Equations (430) can reduce 96 to:
% 63.39/28.39  																																											| (604)  ~ (e2 = e1)
% 63.39/28.39  																																											|
% 63.39/28.39  																																											| Simplifying 604 yields:
% 63.39/28.39  																																											| (122)  ~ (e2 = e1)
% 63.39/28.39  																																											|
% 63.39/28.39  																																											| From (430) and (37) follows:
% 63.39/28.39  																																											| (13877) op(e3, e1) = e1
% 63.39/28.39  																																											|
% 63.39/28.39  																																											+-Applying beta-rule and splitting (64), into two cases.
% 63.39/28.39  																																											|-Branch one:
% 63.39/28.39  																																											| (437) all_0_41_41 = e4
% 63.39/28.39  																																											|
% 63.39/28.39  																																												| Combining equations (403,437) yields a new equation:
% 63.39/28.39  																																												| (425) e4 = e3
% 63.39/28.39  																																												|
% 63.39/28.39  																																												| Equations (425) can reduce 188 to:
% 63.39/28.39  																																												| (266) $false
% 63.39/28.39  																																												|
% 63.39/28.39  																																												|-The branch is then unsatisfiable
% 63.39/28.39  																																											|-Branch two:
% 63.39/28.39  																																											| (440)  ~ (all_0_41_41 = e4)
% 63.39/28.39  																																											| (441) all_0_42_42 = e4 | all_0_43_43 = e4 | all_0_44_44 = e4
% 63.39/28.39  																																											|
% 63.39/28.39  																																												| Equations (403) can reduce 440 to:
% 63.39/28.39  																																												| (277)  ~ (e4 = e3)
% 63.39/28.39  																																												|
% 63.39/28.39  																																												| Simplifying 277 yields:
% 63.39/28.39  																																												| (188)  ~ (e4 = e3)
% 63.39/28.39  																																												|
% 63.39/28.39  																																												+-Applying beta-rule and splitting (216), into two cases.
% 63.39/28.39  																																												|-Branch one:
% 63.39/28.39  																																												| (629) all_0_55_55 = e1
% 63.39/28.39  																																												|
% 63.39/28.39  																																													| Equations (629) can reduce 81 to:
% 63.39/28.39  																																													| (2437)  ~ (all_0_57_57 = e1)
% 63.39/28.39  																																													|
% 63.39/28.39  																																													| Simplifying 2437 yields:
% 63.39/28.39  																																													| (1670)  ~ (all_0_57_57 = e1)
% 63.39/28.39  																																													|
% 63.39/28.39  																																													| Equations (629) can reduce 763 to:
% 63.39/28.39  																																													| (602)  ~ (e4 = e1)
% 63.39/28.39  																																													|
% 63.39/28.39  																																													| Simplifying 602 yields:
% 63.39/28.39  																																													| (110)  ~ (e4 = e1)
% 63.39/28.39  																																													|
% 63.39/28.39  																																													| From (629) and (74) follows:
% 63.39/28.39  																																													| (6587) op(e0, e3) = e1
% 63.39/28.39  																																													|
% 63.39/28.39  																																													+-Applying beta-rule and splitting (230), into two cases.
% 63.39/28.39  																																													|-Branch one:
% 63.39/28.39  																																													| (396) all_0_43_43 = e4
% 63.39/28.39  																																													|
% 63.39/28.39  																																														| Combining equations (430,396) yields a new equation:
% 63.39/28.39  																																														| (630) e4 = e1
% 63.39/28.39  																																														|
% 63.39/28.39  																																														| Equations (630) can reduce 110 to:
% 63.39/28.39  																																														| (266) $false
% 63.39/28.39  																																														|
% 63.39/28.39  																																														|-The branch is then unsatisfiable
% 63.39/28.39  																																													|-Branch two:
% 63.39/28.39  																																													| (399)  ~ (all_0_43_43 = e4)
% 63.39/28.39  																																													| (400) all_0_48_48 = e4 | all_0_52_52 = e4 | all_0_57_57 = e4
% 63.39/28.39  																																													|
% 63.39/28.39  																																														| Equations (430) can reduce 399 to:
% 63.39/28.39  																																														| (602)  ~ (e4 = e1)
% 63.39/28.39  																																														|
% 63.39/28.39  																																														| Simplifying 602 yields:
% 63.39/28.39  																																														| (110)  ~ (e4 = e1)
% 63.39/28.39  																																														|
% 63.39/28.39  																																														+-Applying beta-rule and splitting (26), into two cases.
% 63.39/28.39  																																														|-Branch one:
% 63.39/28.39  																																														| (446) all_0_44_44 = e4
% 63.39/28.39  																																														|
% 63.39/28.39  																																															| Equations (446) can reduce 407 to:
% 63.39/28.39  																																															| (188)  ~ (e4 = e3)
% 63.39/28.39  																																															|
% 63.39/28.39  																																															| Equations (446) can reduce 147 to:
% 63.39/28.39  																																															| (48)  ~ (e4 = e2)
% 63.39/28.39  																																															|
% 63.39/28.39  																																															| Equations (446) can reduce 639 to:
% 63.39/28.39  																																															| (110)  ~ (e4 = e1)
% 63.39/28.39  																																															|
% 63.39/28.39  																																															| From (446) and (138) follows:
% 63.39/28.39  																																															| (4646) op(e3, e0) = e4
% 63.39/28.39  																																															|
% 63.39/28.39  																																															+-Applying beta-rule and splitting (206), into two cases.
% 63.39/28.39  																																															|-Branch one:
% 63.39/28.39  																																															| (248) all_0_45_45 = e4
% 63.39/28.39  																																															|
% 63.39/28.39  																																																| Combining equations (423,248) yields a new equation:
% 63.39/28.39  																																																| (425) e4 = e3
% 63.39/28.39  																																																|
% 63.39/28.39  																																																| Equations (425) can reduce 188 to:
% 63.39/28.39  																																																| (266) $false
% 63.39/28.39  																																																|
% 63.39/28.39  																																																|-The branch is then unsatisfiable
% 63.39/28.39  																																															|-Branch two:
% 63.39/28.39  																																															| (60416)  ~ (all_0_45_45 = e4)
% 63.39/28.39  																																															| (61457) all_0_46_46 = e4 | all_0_47_47 = e4 | all_0_48_48 = e4 | all_0_49_49 = e4
% 63.39/28.39  																																															|
% 63.39/28.39  																																																+-Applying beta-rule and splitting (5471), into two cases.
% 63.39/28.39  																																																|-Branch one:
% 63.39/28.39  																																																| (1279) all_0_48_48 = e0
% 63.39/28.39  																																																|
% 63.39/28.39  																																																	| Equations (1279) can reduce 1283 to:
% 63.39/28.39  																																																	| (266) $false
% 63.39/28.39  																																																	|
% 63.39/28.39  																																																	|-The branch is then unsatisfiable
% 63.39/28.39  																																																|-Branch two:
% 63.39/28.39  																																																| (1283)  ~ (all_0_48_48 = e0)
% 63.39/28.39  																																																| (875) all_0_57_57 = e0
% 63.39/28.39  																																																|
% 63.39/28.39  																																																	| Equations (875) can reduce 839 to:
% 63.39/28.39  																																																	| (401)  ~ (e4 = e0)
% 63.39/28.39  																																																	|
% 63.39/28.39  																																																	| Simplifying 401 yields:
% 63.39/28.39  																																																	| (49)  ~ (e4 = e0)
% 63.39/28.39  																																																	|
% 63.39/28.39  																																																	| Equations (875) can reduce 1670 to:
% 63.39/28.39  																																																	| (435)  ~ (e1 = e0)
% 63.39/28.39  																																																	|
% 63.39/28.39  																																																	| Simplifying 435 yields:
% 63.39/28.39  																																																	| (233)  ~ (e1 = e0)
% 63.39/28.39  																																																	|
% 63.39/28.39  																																																	+-Applying beta-rule and splitting (61457), into two cases.
% 63.39/28.39  																																																	|-Branch one:
% 63.39/28.39  																																																	| (770) all_0_46_46 = e4
% 63.39/28.39  																																																	|
% 63.39/28.39  																																																		| Combining equations (770,1794) yields a new equation:
% 63.39/28.39  																																																		| (322) e4 = e2
% 63.39/28.39  																																																		|
% 63.39/28.39  																																																		| Simplifying 322 yields:
% 63.39/28.39  																																																		| (323) e4 = e2
% 63.39/28.39  																																																		|
% 63.39/28.39  																																																		| Equations (323) can reduce 48 to:
% 63.39/28.39  																																																		| (266) $false
% 63.39/28.39  																																																		|
% 63.39/28.39  																																																		|-The branch is then unsatisfiable
% 63.39/28.39  																																																	|-Branch two:
% 63.39/28.39  																																																	| (250)  ~ (all_0_46_46 = e4)
% 63.39/28.39  																																																	| (61466) all_0_47_47 = e4 | all_0_48_48 = e4 | all_0_49_49 = e4
% 63.39/28.39  																																																	|
% 63.39/28.40  																																																		+-Applying beta-rule and splitting (61466), into two cases.
% 63.39/28.40  																																																		|-Branch one:
% 63.39/28.40  																																																		| (1790) all_0_47_47 = e4
% 63.39/28.40  																																																		|
% 63.39/28.40  																																																			| Combining equations (1790,654) yields a new equation:
% 63.39/28.40  																																																			| (636) e4 = e1
% 63.39/28.40  																																																			|
% 63.39/28.40  																																																			| Simplifying 636 yields:
% 63.39/28.40  																																																			| (630) e4 = e1
% 63.39/28.40  																																																			|
% 63.39/28.40  																																																			| Equations (630) can reduce 110 to:
% 63.39/28.40  																																																			| (266) $false
% 63.39/28.40  																																																			|
% 63.39/28.40  																																																			|-The branch is then unsatisfiable
% 63.39/28.40  																																																		|-Branch two:
% 63.39/28.40  																																																		| (252)  ~ (all_0_47_47 = e4)
% 63.39/28.40  																																																		| (61479) all_0_48_48 = e4 | all_0_49_49 = e4
% 63.39/28.40  																																																		|
% 63.39/28.40  																																																			+-Applying beta-rule and splitting (61479), into two cases.
% 63.39/28.40  																																																			|-Branch one:
% 63.39/28.40  																																																			| (943) all_0_48_48 = e4
% 63.39/28.40  																																																			|
% 63.39/28.40  																																																				| From (943) and (192) follows:
% 63.39/28.40  																																																				| (63092) op(e2, e1) = e4
% 63.39/28.40  																																																				|
% 63.39/28.40  																																																				+-Applying beta-rule and splitting (56), into two cases.
% 63.39/28.40  																																																				|-Branch one:
% 63.39/28.40  																																																				| (696) unit = e2
% 63.39/28.40  																																																				|
% 63.39/28.40  																																																					| From (696) and (24) follows:
% 63.39/28.40  																																																					| (697) op(e2, e3) = e3
% 63.39/28.40  																																																					|
% 63.39/28.40  																																																					| From (696) and (40) follows:
% 63.39/28.40  																																																					| (4285) op(e3, e2) = e3
% 63.39/28.40  																																																					|
% 63.39/28.40  																																																					| From (696) and (32) follows:
% 63.39/28.40  																																																					| (698) op(e2, e2) = e2
% 63.39/28.40  																																																					|
% 63.39/28.40  																																																					| Instantiating formula (29) with e3, e2, e3, e0 and discharging atoms op(e3, e2) = e3, op(e3, e2) = e0, yields:
% 63.39/28.40  																																																					| (676) e3 = e0
% 63.39/28.40  																																																					|
% 63.39/28.40  																																																					| Instantiating formula (29) with e2, e3, e3, e2 and discharging atoms op(e2, e3) = e3, op(e2, e3) = e2, yields:
% 63.39/28.40  																																																					| (662) e3 = e2
% 63.39/28.40  																																																					|
% 63.39/28.40  																																																					| Instantiating formula (29) with e2, e2, e2, e1 and discharging atoms op(e2, e2) = e2, op(e2, e2) = e1, yields:
% 63.39/28.40  																																																					| (617) e2 = e1
% 63.39/28.40  																																																					|
% 63.39/28.40  																																																					| Combining equations (662,676) yields a new equation:
% 63.39/28.40  																																																					| (391) e2 = e0
% 63.39/28.40  																																																					|
% 63.39/28.40  																																																					| Simplifying 391 yields:
% 63.39/28.40  																																																					| (330) e2 = e0
% 63.39/28.40  																																																					|
% 63.39/28.40  																																																					| Combining equations (617,330) yields a new equation:
% 63.39/28.40  																																																					| (546) e1 = e0
% 63.39/28.40  																																																					|
% 63.39/28.40  																																																					| Simplifying 546 yields:
% 63.39/28.40  																																																					| (431) e1 = e0
% 63.39/28.40  																																																					|
% 63.39/28.40  																																																					| Equations (431) can reduce 233 to:
% 63.39/28.40  																																																					| (266) $false
% 63.39/28.40  																																																					|
% 63.39/28.40  																																																					|-The branch is then unsatisfiable
% 63.39/28.40  																																																				|-Branch two:
% 63.39/28.40  																																																				| (707)  ~ (unit = e2)
% 63.39/28.40  																																																				| (708) unit = e4 | unit = e3 | unit = e1 | unit = e0
% 63.39/28.40  																																																				|
% 63.39/28.40  																																																					+-Applying beta-rule and splitting (708), into two cases.
% 63.39/28.40  																																																					|-Branch one:
% 63.39/28.40  																																																					| (709) unit = e4
% 63.39/28.40  																																																					|
% 63.39/28.40  																																																						| From (709) and (24) follows:
% 63.39/28.40  																																																						| (33325) op(e4, e3) = e3
% 63.39/28.40  																																																						|
% 63.39/28.40  																																																						| From (709) and (211) follows:
% 63.39/28.40  																																																						| (22527) op(e4, e1) = e1
% 63.39/28.40  																																																						|
% 63.39/28.40  																																																						| From (709) and (32) follows:
% 63.39/28.40  																																																						| (712) op(e2, e4) = e2
% 63.39/28.40  																																																						|
% 63.39/28.40  																																																						| Instantiating formula (29) with e4, e3, e3, e0 and discharging atoms op(e4, e3) = e3, op(e4, e3) = e0, yields:
% 63.39/28.40  																																																						| (676) e3 = e0
% 63.39/28.40  																																																						|
% 63.39/28.40  																																																						| Instantiating formula (29) with e4, e1, e1, e3 and discharging atoms op(e4, e1) = e3, op(e4, e1) = e1, yields:
% 63.39/28.40  																																																						| (455) e3 = e1
% 63.39/28.40  																																																						|
% 63.39/28.40  																																																						| Instantiating formula (29) with e2, e4, e2, e3 and discharging atoms op(e2, e4) = e3, op(e2, e4) = e2, yields:
% 63.39/28.40  																																																						| (662) e3 = e2
% 63.39/28.40  																																																						|
% 63.39/28.40  																																																						| Combining equations (455,662) yields a new equation:
% 63.39/28.40  																																																						| (617) e2 = e1
% 63.39/28.40  																																																						|
% 63.39/28.40  																																																						| Combining equations (676,662) yields a new equation:
% 63.39/28.40  																																																						| (330) e2 = e0
% 63.39/28.40  																																																						|
% 63.39/28.40  																																																						| Combining equations (617,330) yields a new equation:
% 63.39/28.40  																																																						| (546) e1 = e0
% 63.39/28.40  																																																						|
% 63.39/28.40  																																																						| Simplifying 546 yields:
% 63.39/28.40  																																																						| (431) e1 = e0
% 63.39/28.40  																																																						|
% 63.39/28.40  																																																						| Equations (431) can reduce 233 to:
% 63.39/28.40  																																																						| (266) $false
% 63.39/28.40  																																																						|
% 63.39/28.40  																																																						|-The branch is then unsatisfiable
% 63.39/28.40  																																																					|-Branch two:
% 63.39/28.40  																																																					| (724)  ~ (unit = e4)
% 63.39/28.40  																																																					| (725) unit = e3 | unit = e1 | unit = e0
% 63.39/28.40  																																																					|
% 63.39/28.40  																																																						+-Applying beta-rule and splitting (725), into two cases.
% 63.39/28.40  																																																						|-Branch one:
% 63.39/28.40  																																																						| (726) unit = e0
% 63.39/28.40  																																																						|
% 63.39/28.40  																																																							| From (726) and (24) follows:
% 63.39/28.40  																																																							| (2208) op(e0, e3) = e3
% 63.39/28.40  																																																							|
% 63.39/28.40  																																																							| From (726) and (42) follows:
% 63.39/28.40  																																																							| (728) op(e0, e0) = e0
% 63.39/28.40  																																																							|
% 63.39/28.40  																																																							| Instantiating formula (29) with e0, e3, e3, e1 and discharging atoms op(e0, e3) = e3, op(e0, e3) = e1, yields:
% 63.39/28.40  																																																							| (455) e3 = e1
% 63.39/28.40  																																																							|
% 63.39/28.40  																																																							| Instantiating formula (29) with e0, e0, e0, e3 and discharging atoms op(e0, e0) = e3, op(e0, e0) = e0, yields:
% 63.39/28.40  																																																							| (676) e3 = e0
% 63.39/28.40  																																																							|
% 63.39/28.40  																																																							| Combining equations (455,676) yields a new equation:
% 63.39/28.40  																																																							| (546) e1 = e0
% 63.39/28.40  																																																							|
% 63.39/28.40  																																																							| Simplifying 546 yields:
% 63.39/28.40  																																																							| (431) e1 = e0
% 63.39/28.40  																																																							|
% 63.39/28.40  																																																							| Equations (431) can reduce 233 to:
% 63.39/28.40  																																																							| (266) $false
% 63.39/28.40  																																																							|
% 63.39/28.40  																																																							|-The branch is then unsatisfiable
% 63.39/28.40  																																																						|-Branch two:
% 63.39/28.40  																																																						| (734)  ~ (unit = e0)
% 63.39/28.40  																																																						| (735) unit = e3 | unit = e1
% 63.39/28.40  																																																						|
% 63.39/28.40  																																																							+-Applying beta-rule and splitting (735), into two cases.
% 63.39/28.40  																																																							|-Branch one:
% 63.39/28.40  																																																							| (736) unit = e1
% 63.39/28.40  																																																							|
% 63.39/28.40  																																																								| Equations (736) can reduce 734 to:
% 63.39/28.40  																																																								| (233)  ~ (e1 = e0)
% 63.39/28.40  																																																								|
% 63.39/28.40  																																																								| From (736) and (244) follows:
% 63.39/28.40  																																																								| (738) op(e1, e4) = e4
% 63.39/28.40  																																																								|
% 63.39/28.40  																																																								| From (736) and (24) follows:
% 63.39/28.40  																																																								| (1934) op(e1, e3) = e3
% 63.39/28.40  																																																								|
% 63.39/28.40  																																																								| From (736) and (40) follows:
% 63.39/28.40  																																																								| (1652) op(e3, e1) = e3
% 63.39/28.40  																																																								|
% 63.39/28.40  																																																								| From (736) and (32) follows:
% 63.39/28.40  																																																								| (347) op(e2, e1) = e2
% 63.39/28.40  																																																								|
% 63.39/28.40  																																																								| Instantiating formula (29) with e3, e1, e3, e1 and discharging atoms op(e3, e1) = e3, op(e3, e1) = e1, yields:
% 63.39/28.40  																																																								| (455) e3 = e1
% 63.39/28.40  																																																								|
% 63.39/28.40  																																																								| Instantiating formula (29) with e2, e1, e2, e4 and discharging atoms op(e2, e1) = e4, op(e2, e1) = e2, yields:
% 63.39/28.40  																																																								| (323) e4 = e2
% 63.39/28.40  																																																								|
% 63.39/28.40  																																																								| Instantiating formula (29) with e1, e4, e4, e0 and discharging atoms op(e1, e4) = e4, op(e1, e4) = e0, yields:
% 63.39/28.40  																																																								| (397) e4 = e0
% 63.39/28.40  																																																								|
% 63.39/28.40  																																																								| Instantiating formula (29) with e1, e3, e3, e4 and discharging atoms op(e1, e3) = e4, op(e1, e3) = e3, yields:
% 63.39/28.40  																																																								| (425) e4 = e3
% 63.39/28.40  																																																								|
% 63.39/28.40  																																																								| Combining equations (397,323) yields a new equation:
% 63.39/28.40  																																																								| (330) e2 = e0
% 63.39/28.40  																																																								|
% 63.39/28.40  																																																								| Combining equations (425,323) yields a new equation:
% 63.39/28.40  																																																								| (661) e3 = e2
% 63.39/28.40  																																																								|
% 63.39/28.40  																																																								| Simplifying 661 yields:
% 63.39/28.40  																																																								| (662) e3 = e2
% 63.39/28.40  																																																								|
% 63.39/28.40  																																																								| Combining equations (662,455) yields a new equation:
% 63.39/28.40  																																																								| (616) e2 = e1
% 63.39/28.40  																																																								|
% 63.39/28.40  																																																								| Simplifying 616 yields:
% 63.39/28.40  																																																								| (617) e2 = e1
% 63.39/28.40  																																																								|
% 63.39/28.40  																																																								| Combining equations (330,617) yields a new equation:
% 63.39/28.40  																																																								| (431) e1 = e0
% 63.39/28.40  																																																								|
% 63.39/28.40  																																																								| Equations (431) can reduce 233 to:
% 63.39/28.40  																																																								| (266) $false
% 63.39/28.40  																																																								|
% 63.39/28.40  																																																								|-The branch is then unsatisfiable
% 63.39/28.40  																																																							|-Branch two:
% 63.39/28.40  																																																							| (748)  ~ (unit = e1)
% 63.39/28.40  																																																							| (749) unit = e3
% 63.39/28.40  																																																							|
% 63.39/28.40  																																																								| From (749) and (244) follows:
% 63.39/28.40  																																																								| (750) op(e3, e4) = e4
% 63.39/28.40  																																																								|
% 63.39/28.40  																																																								| From (749) and (209) follows:
% 63.39/28.40  																																																								| (1667) op(e3, e0) = e0
% 63.39/28.40  																																																								|
% 63.39/28.40  																																																								| From (749) and (28) follows:
% 63.39/28.40  																																																								| (2235) op(e1, e3) = e1
% 63.39/28.40  																																																								|
% 63.39/28.40  																																																								| Instantiating formula (29) with e3, e4, e4, e2 and discharging atoms op(e3, e4) = e4, op(e3, e4) = e2, yields:
% 63.39/28.40  																																																								| (323) e4 = e2
% 63.39/28.40  																																																								|
% 63.39/28.40  																																																								| Instantiating formula (29) with e3, e0, e0, e4 and discharging atoms op(e3, e0) = e4, op(e3, e0) = e0, yields:
% 63.39/28.40  																																																								| (397) e4 = e0
% 63.39/28.40  																																																								|
% 63.39/28.40  																																																								| Instantiating formula (29) with e1, e3, e1, e4 and discharging atoms op(e1, e3) = e4, op(e1, e3) = e1, yields:
% 63.39/28.40  																																																								| (630) e4 = e1
% 63.39/28.40  																																																								|
% 63.39/28.40  																																																								| Combining equations (397,323) yields a new equation:
% 63.39/28.40  																																																								| (330) e2 = e0
% 63.39/28.40  																																																								|
% 63.39/28.40  																																																								| Combining equations (630,323) yields a new equation:
% 63.39/28.40  																																																								| (617) e2 = e1
% 63.39/28.40  																																																								|
% 63.39/28.40  																																																								| Combining equations (617,330) yields a new equation:
% 63.39/28.40  																																																								| (546) e1 = e0
% 63.39/28.40  																																																								|
% 63.39/28.40  																																																								| Simplifying 546 yields:
% 63.39/28.40  																																																								| (431) e1 = e0
% 63.39/28.40  																																																								|
% 63.39/28.40  																																																								| Equations (431) can reduce 233 to:
% 63.39/28.40  																																																								| (266) $false
% 63.39/28.40  																																																								|
% 63.39/28.40  																																																								|-The branch is then unsatisfiable
% 63.39/28.40  																																																			|-Branch two:
% 63.39/28.40  																																																			| (254)  ~ (all_0_48_48 = e4)
% 63.39/28.40  																																																			| (974) all_0_49_49 = e4
% 63.39/28.40  																																																			|
% 63.39/28.40  																																																				| Combining equations (978,974) yields a new equation:
% 63.39/28.40  																																																				| (397) e4 = e0
% 63.39/28.40  																																																				|
% 63.39/28.40  																																																				| Equations (397) can reduce 49 to:
% 63.39/28.40  																																																				| (266) $false
% 63.39/28.40  																																																				|
% 63.39/28.40  																																																				|-The branch is then unsatisfiable
% 63.39/28.41  																																														|-Branch two:
% 63.39/28.41  																																														| (1390)  ~ (all_0_44_44 = e4)
% 63.39/28.41  																																														| (1391) all_0_44_44 = e3 | all_0_44_44 = e1 | all_0_44_44 = e0
% 63.39/28.41  																																														|
% 63.39/28.41  																																															+-Applying beta-rule and splitting (206), into two cases.
% 63.39/28.41  																																															|-Branch one:
% 63.39/28.41  																																															| (248) all_0_45_45 = e4
% 63.39/28.41  																																															|
% 63.39/28.41  																																																| Combining equations (423,248) yields a new equation:
% 63.39/28.41  																																																| (425) e4 = e3
% 63.39/28.41  																																																|
% 63.39/28.41  																																																| Equations (425) can reduce 188 to:
% 63.39/28.41  																																																| (266) $false
% 63.39/28.41  																																																|
% 63.39/28.41  																																																|-The branch is then unsatisfiable
% 63.39/28.41  																																															|-Branch two:
% 63.39/28.41  																																															| (60416)  ~ (all_0_45_45 = e4)
% 63.39/28.41  																																															| (61457) all_0_46_46 = e4 | all_0_47_47 = e4 | all_0_48_48 = e4 | all_0_49_49 = e4
% 63.39/28.41  																																															|
% 63.39/28.41  																																																| Equations (423) can reduce 60416 to:
% 63.39/28.41  																																																| (277)  ~ (e4 = e3)
% 63.39/28.41  																																																|
% 63.39/28.41  																																																| Simplifying 277 yields:
% 63.39/28.41  																																																| (188)  ~ (e4 = e3)
% 63.39/28.41  																																																|
% 63.39/28.41  																																																+-Applying beta-rule and splitting (150), into two cases.
% 63.39/28.41  																																																|-Branch one:
% 63.39/28.41  																																																| (1378) all_0_40_40 = e4
% 63.39/28.41  																																																|
% 63.39/28.41  																																																	| Combining equations (1378,313) yields a new equation:
% 63.39/28.41  																																																	| (322) e4 = e2
% 63.39/28.41  																																																	|
% 63.39/28.41  																																																	| Simplifying 322 yields:
% 63.39/28.41  																																																	| (323) e4 = e2
% 63.39/28.41  																																																	|
% 63.39/28.41  																																																	| Equations (323) can reduce 48 to:
% 63.39/28.41  																																																	| (266) $false
% 63.39/28.41  																																																	|
% 63.39/28.41  																																																	|-The branch is then unsatisfiable
% 63.39/28.41  																																																|-Branch two:
% 63.39/28.41  																																																| (447)  ~ (all_0_40_40 = e4)
% 63.39/28.41  																																																| (2271) all_0_44_44 = e4 | all_0_49_49 = e4 | all_0_53_53 = e4 | all_0_58_58 = e4
% 63.39/28.41  																																																|
% 63.39/28.41  																																																	+-Applying beta-rule and splitting (5471), into two cases.
% 63.39/28.41  																																																	|-Branch one:
% 63.39/28.41  																																																	| (1279) all_0_48_48 = e0
% 63.39/28.41  																																																	|
% 63.39/28.41  																																																		| Equations (1279) can reduce 1283 to:
% 63.39/28.41  																																																		| (266) $false
% 63.39/28.41  																																																		|
% 63.39/28.41  																																																		|-The branch is then unsatisfiable
% 63.39/28.41  																																																	|-Branch two:
% 63.39/28.41  																																																	| (1283)  ~ (all_0_48_48 = e0)
% 63.39/28.41  																																																	| (875) all_0_57_57 = e0
% 63.39/28.41  																																																	|
% 63.39/28.41  																																																		| Equations (875) can reduce 839 to:
% 63.39/28.41  																																																		| (401)  ~ (e4 = e0)
% 63.39/28.41  																																																		|
% 63.39/28.41  																																																		| Simplifying 401 yields:
% 63.39/28.41  																																																		| (49)  ~ (e4 = e0)
% 63.39/28.41  																																																		|
% 63.39/28.41  																																																		+-Applying beta-rule and splitting (2271), into two cases.
% 63.39/28.41  																																																		|-Branch one:
% 63.39/28.41  																																																		| (446) all_0_44_44 = e4
% 63.39/28.41  																																																		|
% 63.39/28.41  																																																			| Equations (446) can reduce 1390 to:
% 63.39/28.41  																																																			| (266) $false
% 63.39/28.41  																																																			|
% 63.39/28.41  																																																			|-The branch is then unsatisfiable
% 63.39/28.41  																																																		|-Branch two:
% 63.39/28.41  																																																		| (1390)  ~ (all_0_44_44 = e4)
% 63.39/28.41  																																																		| (7998) all_0_49_49 = e4 | all_0_53_53 = e4 | all_0_58_58 = e4
% 63.39/28.41  																																																		|
% 63.39/28.41  																																																			+-Applying beta-rule and splitting (7998), into two cases.
% 63.39/28.41  																																																			|-Branch one:
% 63.39/28.41  																																																			| (974) all_0_49_49 = e4
% 63.39/28.41  																																																			|
% 63.39/28.41  																																																				| Combining equations (978,974) yields a new equation:
% 63.39/28.41  																																																				| (397) e4 = e0
% 63.39/28.41  																																																				|
% 63.39/28.41  																																																				| Equations (397) can reduce 49 to:
% 63.39/28.41  																																																				| (266) $false
% 63.39/28.41  																																																				|
% 63.39/28.41  																																																				|-The branch is then unsatisfiable
% 63.39/28.41  																																																			|-Branch two:
% 63.39/28.41  																																																			| (256)  ~ (all_0_49_49 = e4)
% 63.39/28.41  																																																			| (8013) all_0_53_53 = e4 | all_0_58_58 = e4
% 63.39/28.41  																																																			|
% 63.39/28.41  																																																				+-Applying beta-rule and splitting (8013), into two cases.
% 63.39/28.41  																																																				|-Branch one:
% 63.39/28.41  																																																				| (1298) all_0_53_53 = e4
% 63.39/28.41  																																																				|
% 63.39/28.41  																																																					| Combining equations (1208,1298) yields a new equation:
% 63.39/28.41  																																																					| (630) e4 = e1
% 63.39/28.41  																																																					|
% 63.39/28.41  																																																					| Equations (630) can reduce 110 to:
% 63.39/28.41  																																																					| (266) $false
% 63.39/28.41  																																																					|
% 63.39/28.41  																																																					|-The branch is then unsatisfiable
% 63.39/28.41  																																																				|-Branch two:
% 63.39/28.41  																																																				| (1453)  ~ (all_0_53_53 = e4)
% 63.39/28.41  																																																				| (910) all_0_58_58 = e4
% 63.39/28.41  																																																				|
% 63.39/28.41  																																																					| Combining equations (910,795) yields a new equation:
% 63.39/28.41  																																																					| (424) e4 = e3
% 63.39/28.41  																																																					|
% 63.39/28.41  																																																					| Simplifying 424 yields:
% 63.39/28.41  																																																					| (425) e4 = e3
% 63.39/28.41  																																																					|
% 63.39/28.41  																																																					| Equations (425) can reduce 188 to:
% 63.39/28.41  																																																					| (266) $false
% 63.39/28.41  																																																					|
% 63.39/28.41  																																																					|-The branch is then unsatisfiable
% 63.39/28.42  																																												|-Branch two:
% 63.39/28.42  																																												| (632)  ~ (all_0_55_55 = e1)
% 63.39/28.42  																																												| (633) all_0_56_56 = e1 | all_0_57_57 = e1 | all_0_58_58 = e1
% 63.39/28.42  																																												|
% 63.39/28.42  																																													+-Applying beta-rule and splitting (230), into two cases.
% 63.39/28.42  																																													|-Branch one:
% 63.39/28.42  																																													| (396) all_0_43_43 = e4
% 63.39/28.42  																																													|
% 63.39/28.42  																																														| Combining equations (430,396) yields a new equation:
% 63.39/28.42  																																														| (630) e4 = e1
% 63.39/28.42  																																														|
% 63.39/28.42  																																														| Equations (630) can reduce 110 to:
% 63.39/28.42  																																														| (266) $false
% 63.39/28.42  																																														|
% 63.39/28.42  																																														|-The branch is then unsatisfiable
% 63.39/28.42  																																													|-Branch two:
% 63.39/28.42  																																													| (399)  ~ (all_0_43_43 = e4)
% 63.39/28.42  																																													| (400) all_0_48_48 = e4 | all_0_52_52 = e4 | all_0_57_57 = e4
% 63.39/28.42  																																													|
% 63.39/28.42  																																														+-Applying beta-rule and splitting (150), into two cases.
% 63.39/28.42  																																														|-Branch one:
% 63.39/28.42  																																														| (1378) all_0_40_40 = e4
% 63.39/28.42  																																														|
% 63.39/28.42  																																															| Combining equations (1378,313) yields a new equation:
% 63.39/28.42  																																															| (322) e4 = e2
% 63.39/28.42  																																															|
% 63.39/28.42  																																															| Simplifying 322 yields:
% 63.39/28.42  																																															| (323) e4 = e2
% 63.39/28.42  																																															|
% 63.39/28.42  																																															| Equations (323) can reduce 48 to:
% 63.39/28.42  																																															| (266) $false
% 63.39/28.42  																																															|
% 63.39/28.42  																																															|-The branch is then unsatisfiable
% 63.39/28.42  																																														|-Branch two:
% 63.39/28.42  																																														| (447)  ~ (all_0_40_40 = e4)
% 63.39/28.42  																																														| (2271) all_0_44_44 = e4 | all_0_49_49 = e4 | all_0_53_53 = e4 | all_0_58_58 = e4
% 63.39/28.42  																																														|
% 63.39/28.42  																																															| Equations (313) can reduce 447 to:
% 63.39/28.42  																																															| (327)  ~ (e4 = e2)
% 63.39/28.42  																																															|
% 63.39/28.42  																																															| Simplifying 327 yields:
% 63.39/28.42  																																															| (48)  ~ (e4 = e2)
% 63.39/28.42  																																															|
% 63.39/28.42  																																															+-Applying beta-rule and splitting (5471), into two cases.
% 63.39/28.42  																																															|-Branch one:
% 63.39/28.42  																																															| (1279) all_0_48_48 = e0
% 63.39/28.42  																																															|
% 63.39/28.42  																																																| Equations (1279) can reduce 1283 to:
% 63.39/28.42  																																																| (266) $false
% 63.39/28.42  																																																|
% 63.39/28.42  																																																|-The branch is then unsatisfiable
% 63.39/28.42  																																															|-Branch two:
% 63.39/28.42  																																															| (1283)  ~ (all_0_48_48 = e0)
% 63.39/28.42  																																															| (875) all_0_57_57 = e0
% 63.39/28.42  																																															|
% 63.39/28.42  																																																| Equations (875) can reduce 839 to:
% 63.39/28.42  																																																| (401)  ~ (e4 = e0)
% 63.39/28.42  																																																|
% 63.39/28.42  																																																| Simplifying 401 yields:
% 63.39/28.42  																																																| (49)  ~ (e4 = e0)
% 63.39/28.42  																																																|
% 63.39/28.42  																																																+-Applying beta-rule and splitting (400), into two cases.
% 63.39/28.42  																																																|-Branch one:
% 63.39/28.42  																																																| (943) all_0_48_48 = e4
% 63.39/28.42  																																																|
% 63.39/28.42  																																																	| Equations (943) can reduce 619 to:
% 63.39/28.42  																																																	| (110)  ~ (e4 = e1)
% 63.39/28.42  																																																	|
% 63.39/28.42  																																																	+-Applying beta-rule and splitting (595), into two cases.
% 63.39/28.42  																																																	|-Branch one:
% 63.39/28.42  																																																	| (545) all_0_46_46 = e1
% 63.39/28.42  																																																	|
% 63.39/28.42  																																																		| Combining equations (1794,545) yields a new equation:
% 63.39/28.42  																																																		| (616) e2 = e1
% 63.39/28.42  																																																		|
% 63.39/28.42  																																																		| Simplifying 616 yields:
% 63.39/28.42  																																																		| (617) e2 = e1
% 63.39/28.42  																																																		|
% 63.39/28.42  																																																		| Equations (617) can reduce 122 to:
% 63.39/28.42  																																																		| (266) $false
% 63.39/28.42  																																																		|
% 63.39/28.42  																																																		|-The branch is then unsatisfiable
% 63.39/28.42  																																																	|-Branch two:
% 63.39/28.42  																																																	| (549)  ~ (all_0_46_46 = e1)
% 63.39/28.42  																																																	| (600) all_0_50_50 = e1 | all_0_55_55 = e1
% 63.39/28.42  																																																	|
% 63.39/28.42  																																																		+-Applying beta-rule and splitting (600), into two cases.
% 63.39/28.42  																																																		|-Branch one:
% 63.39/28.42  																																																		| (601) all_0_50_50 = e1
% 63.39/28.42  																																																		|
% 63.39/28.42  																																																			| Combining equations (775,601) yields a new equation:
% 63.39/28.42  																																																			| (636) e4 = e1
% 63.39/28.42  																																																			|
% 63.39/28.42  																																																			| Simplifying 636 yields:
% 63.39/28.42  																																																			| (630) e4 = e1
% 63.39/28.42  																																																			|
% 63.39/28.42  																																																			| Equations (630) can reduce 110 to:
% 63.39/28.42  																																																			| (266) $false
% 63.39/28.42  																																																			|
% 63.39/28.42  																																																			|-The branch is then unsatisfiable
% 63.39/28.42  																																																		|-Branch two:
% 63.39/28.42  																																																		| (759)  ~ (all_0_50_50 = e1)
% 63.39/28.42  																																																		| (629) all_0_55_55 = e1
% 63.39/28.42  																																																		|
% 63.39/28.42  																																																			| Equations (629) can reduce 632 to:
% 63.39/28.42  																																																			| (266) $false
% 63.39/28.42  																																																			|
% 63.39/28.42  																																																			|-The branch is then unsatisfiable
% 63.39/28.42  																																																|-Branch two:
% 63.39/28.42  																																																| (254)  ~ (all_0_48_48 = e4)
% 63.39/28.42  																																																| (947) all_0_52_52 = e4 | all_0_57_57 = e4
% 63.39/28.42  																																																|
% 63.39/28.42  																																																	+-Applying beta-rule and splitting (947), into two cases.
% 63.39/28.42  																																																	|-Branch one:
% 63.39/28.42  																																																	| (565) all_0_52_52 = e4
% 63.39/28.42  																																																	|
% 63.39/28.42  																																																		| Combining equations (352,565) yields a new equation:
% 63.39/28.42  																																																		| (323) e4 = e2
% 63.39/28.42  																																																		|
% 63.39/28.42  																																																		| Equations (323) can reduce 48 to:
% 63.39/28.42  																																																		| (266) $false
% 63.39/28.42  																																																		|
% 63.39/28.42  																																																		|-The branch is then unsatisfiable
% 63.39/28.42  																																																	|-Branch two:
% 63.39/28.42  																																																	| (780)  ~ (all_0_52_52 = e4)
% 63.39/28.42  																																																	| (871) all_0_57_57 = e4
% 63.39/28.42  																																																	|
% 63.39/28.42  																																																		| Combining equations (875,871) yields a new equation:
% 63.39/28.42  																																																		| (397) e4 = e0
% 63.39/28.42  																																																		|
% 63.39/28.42  																																																		| Equations (397) can reduce 49 to:
% 63.39/28.42  																																																		| (266) $false
% 63.39/28.42  																																																		|
% 63.39/28.42  																																																		|-The branch is then unsatisfiable
% 63.39/28.42  																																										|-Branch two:
% 63.39/28.42  																																										| (433)  ~ (all_0_43_43 = e1)
% 63.39/28.42  																																										| (635) all_0_44_44 = e1
% 63.39/28.42  																																										|
% 63.39/28.42  																																											| Equations (635) can reduce 639 to:
% 63.39/28.42  																																											| (266) $false
% 63.39/28.42  																																											|
% 63.39/28.42  																																											|-The branch is then unsatisfiable
% 63.39/28.42  																																			|-Branch two:
% 63.39/28.42  																																			| (566)  ~ (all_0_50_50 = e4)
% 63.39/28.42  																																			| (587) all_0_55_55 = e4
% 63.39/28.42  																																			|
% 63.39/28.42  																																				| Equations (587) can reduce 763 to:
% 63.39/28.42  																																				| (266) $false
% 63.39/28.42  																																				|
% 63.39/28.42  																																				|-The branch is then unsatisfiable
% 63.39/28.42  																																		|-Branch two:
% 63.39/28.42  																																		| (487)  ~ (all_0_49_49 = e0)
% 63.39/28.42  																																		| (914) all_0_58_58 = e0
% 63.39/28.42  																																		|
% 63.39/28.42  																																			| Combining equations (795,914) yields a new equation:
% 63.39/28.42  																																			| (675) e3 = e0
% 63.39/28.42  																																			|
% 63.39/28.42  																																			| Simplifying 675 yields:
% 63.39/28.42  																																			| (676) e3 = e0
% 63.39/28.42  																																			|
% 63.39/28.42  																																			| Equations (676) can reduce 80 to:
% 63.39/28.42  																																			| (266) $false
% 63.39/28.42  																																			|
% 63.39/28.42  																																			|-The branch is then unsatisfiable
% 63.39/28.42  																								|-Branch two:
% 63.39/28.42  																								| (1898)  ~ (all_0_41_41 = e3)
% 63.39/28.42  																								| (1899) all_0_42_42 = e3 | all_0_44_44 = e3
% 63.39/28.42  																								|
% 63.39/28.42  																									+-Applying beta-rule and splitting (144), into two cases.
% 63.39/28.42  																									|-Branch one:
% 63.39/28.42  																									| (403) all_0_41_41 = e3
% 63.39/28.42  																									|
% 63.39/28.42  																										| Equations (403) can reduce 1898 to:
% 63.39/28.42  																										| (266) $false
% 63.39/28.42  																										|
% 63.39/28.42  																										|-The branch is then unsatisfiable
% 63.39/28.42  																									|-Branch two:
% 63.39/28.42  																									| (1898)  ~ (all_0_41_41 = e3)
% 63.39/28.42  																									| (1923) all_0_46_46 = e3 | all_0_50_50 = e3 | all_0_55_55 = e3
% 63.39/28.42  																									|
% 63.39/28.42  																										+-Applying beta-rule and splitting (1899), into two cases.
% 63.39/28.42  																										|-Branch one:
% 63.39/28.42  																										| (516) all_0_42_42 = e3
% 63.39/28.42  																										|
% 63.39/28.42  																											| Combining equations (559,516) yields a new equation:
% 63.39/28.42  																											| (676) e3 = e0
% 63.39/28.42  																											|
% 63.39/28.42  																											| Equations (676) can reduce 80 to:
% 63.39/28.42  																											| (266) $false
% 63.39/28.42  																											|
% 63.39/28.42  																											|-The branch is then unsatisfiable
% 63.39/28.42  																										|-Branch two:
% 63.39/28.42  																										| (405)  ~ (all_0_42_42 = e3)
% 63.39/28.42  																										| (532) all_0_44_44 = e3
% 63.39/28.42  																										|
% 63.39/28.42  																											| Equations (532) can reduce 159 to:
% 63.39/28.42  																											| (99)  ~ (all_0_43_43 = e3)
% 63.39/28.42  																											|
% 63.39/28.42  																											| Equations (532) can reduce 147 to:
% 63.39/28.42  																											| (212)  ~ (e3 = e2)
% 63.39/28.42  																											|
% 63.39/28.42  																											+-Applying beta-rule and splitting (1923), into two cases.
% 63.39/28.42  																											|-Branch one:
% 63.39/28.42  																											| (1557) all_0_46_46 = e3
% 63.39/28.42  																											|
% 63.39/28.42  																												| Combining equations (1794,1557) yields a new equation:
% 63.39/28.42  																												| (662) e3 = e2
% 63.39/28.42  																												|
% 63.39/28.42  																												| Equations (662) can reduce 212 to:
% 63.39/28.42  																												| (266) $false
% 63.39/28.42  																												|
% 63.39/28.42  																												|-The branch is then unsatisfiable
% 63.39/28.42  																											|-Branch two:
% 63.39/28.42  																											| (409)  ~ (all_0_46_46 = e3)
% 63.39/28.42  																											| (4042) all_0_50_50 = e3 | all_0_55_55 = e3
% 63.39/28.42  																											|
% 63.39/28.42  																												+-Applying beta-rule and splitting (4042), into two cases.
% 63.39/28.42  																												|-Branch one:
% 63.39/28.42  																												| (415) all_0_50_50 = e3
% 63.39/28.42  																												|
% 63.39/28.42  																													| Equations (415) can reduce 411 to:
% 63.39/28.42  																													| (266) $false
% 63.39/28.42  																													|
% 63.39/28.42  																													|-The branch is then unsatisfiable
% 63.39/28.42  																												|-Branch two:
% 63.39/28.42  																												| (411)  ~ (all_0_50_50 = e3)
% 63.39/28.42  																												| (2336) all_0_55_55 = e3
% 63.39/28.42  																												|
% 63.39/28.42  																													| Equations (2336) can reduce 191 to:
% 63.39/28.42  																													| (1898)  ~ (all_0_41_41 = e3)
% 63.39/28.42  																													|
% 63.39/28.42  																													| Equations (2336) can reduce 93 to:
% 63.39/28.42  																													| (411)  ~ (all_0_50_50 = e3)
% 63.39/28.42  																													|
% 63.39/28.42  																													| Equations (2336) can reduce 81 to:
% 63.39/28.42  																													| (273)  ~ (all_0_57_57 = e3)
% 63.39/28.42  																													|
% 63.39/28.42  																													| Simplifying 273 yields:
% 63.39/28.42  																													| (67)  ~ (all_0_57_57 = e3)
% 63.39/28.42  																													|
% 63.39/28.42  																													| From (2336) and (74) follows:
% 63.39/28.42  																													| (2208) op(e0, e3) = e3
% 63.39/28.42  																													|
% 63.39/28.42  																													+-Applying beta-rule and splitting (195), into two cases.
% 63.39/28.42  																													|-Branch one:
% 63.39/28.42  																													| (396) all_0_43_43 = e4
% 63.39/28.42  																													|
% 63.39/28.42  																														| Equations (396) can reduce 31 to:
% 63.39/28.42  																														| (440)  ~ (all_0_41_41 = e4)
% 63.39/28.42  																														|
% 63.39/28.42  																														| Equations (396) can reduce 17 to:
% 63.39/28.42  																														| (253)  ~ (all_0_48_48 = e4)
% 63.39/28.42  																														|
% 63.39/28.42  																														| Simplifying 253 yields:
% 63.39/28.42  																														| (254)  ~ (all_0_48_48 = e4)
% 63.39/28.42  																														|
% 63.39/28.42  																														| Equations (396) can reduce 99 to:
% 63.39/28.42  																														| (188)  ~ (e4 = e3)
% 63.39/28.42  																														|
% 63.39/28.42  																														| Equations (396) can reduce 96 to:
% 63.39/28.42  																														| (48)  ~ (e4 = e2)
% 63.39/28.42  																														|
% 63.39/28.42  																														| Equations (396) can reduce 5470 to:
% 63.39/28.42  																														| (49)  ~ (e4 = e0)
% 63.39/28.42  																														|
% 63.39/28.42  																														+-Applying beta-rule and splitting (103), into two cases.
% 63.39/28.42  																														|-Branch one:
% 63.39/28.42  																														| (453) all_0_41_41 = e1
% 63.39/28.42  																														|
% 63.39/28.42  																															| Equations (453) can reduce 221 to:
% 63.39/28.42  																															| (1136)  ~ (all_0_50_50 = e1)
% 63.39/28.42  																															|
% 63.39/28.42  																															| Simplifying 1136 yields:
% 63.39/28.42  																															| (759)  ~ (all_0_50_50 = e1)
% 63.39/28.42  																															|
% 63.39/28.42  																															| Equations (453) can reduce 440 to:
% 63.39/28.42  																															| (602)  ~ (e4 = e1)
% 63.39/28.42  																															|
% 63.39/28.42  																															| Simplifying 602 yields:
% 63.39/28.42  																															| (110)  ~ (e4 = e1)
% 63.39/28.42  																															|
% 63.39/28.42  																															| Equations (453) can reduce 1898 to:
% 63.39/28.42  																															| (467)  ~ (e3 = e1)
% 63.39/28.42  																															|
% 63.39/28.42  																															| Simplifying 467 yields:
% 63.39/28.42  																															| (213)  ~ (e3 = e1)
% 63.39/28.42  																															|
% 63.39/28.42  																															| Equations (453) can reduce 85 to:
% 63.39/28.42  																															| (604)  ~ (e2 = e1)
% 63.39/28.42  																															|
% 63.39/28.42  																															| Simplifying 604 yields:
% 63.39/28.42  																															| (122)  ~ (e2 = e1)
% 63.39/28.42  																															|
% 63.39/28.42  																															+-Applying beta-rule and splitting (206), into two cases.
% 63.39/28.42  																															|-Branch one:
% 63.39/28.42  																															| (248) all_0_45_45 = e4
% 63.39/28.42  																															|
% 63.39/28.42  																																| Combining equations (423,248) yields a new equation:
% 63.39/28.42  																																| (425) e4 = e3
% 63.39/28.42  																																|
% 63.39/28.42  																																| Equations (425) can reduce 188 to:
% 63.39/28.42  																																| (266) $false
% 63.39/28.42  																																|
% 63.39/28.42  																																|-The branch is then unsatisfiable
% 63.39/28.42  																															|-Branch two:
% 63.39/28.42  																															| (60416)  ~ (all_0_45_45 = e4)
% 63.39/28.43  																															| (61457) all_0_46_46 = e4 | all_0_47_47 = e4 | all_0_48_48 = e4 | all_0_49_49 = e4
% 63.39/28.43  																															|
% 63.39/28.43  																																+-Applying beta-rule and splitting (228), into two cases.
% 63.39/28.43  																																|-Branch one:
% 63.39/28.43  																																| (335) all_0_48_48 = e2
% 63.39/28.43  																																|
% 63.39/28.43  																																	| Equations (335) can reduce 810 to:
% 63.39/28.43  																																	| (266) $false
% 63.39/28.43  																																	|
% 63.39/28.43  																																	|-The branch is then unsatisfiable
% 63.39/28.43  																																|-Branch two:
% 63.39/28.43  																																| (810)  ~ (all_0_48_48 = e2)
% 63.39/28.43  																																| (10218) all_0_48_48 = e4 | all_0_48_48 = e1 | all_0_48_48 = e0
% 63.39/28.43  																																|
% 63.39/28.43  																																	+-Applying beta-rule and splitting (61457), into two cases.
% 63.39/28.43  																																	|-Branch one:
% 63.39/28.43  																																	| (770) all_0_46_46 = e4
% 63.39/28.43  																																	|
% 63.39/28.43  																																		| Combining equations (1794,770) yields a new equation:
% 63.39/28.43  																																		| (323) e4 = e2
% 63.39/28.43  																																		|
% 63.39/28.43  																																		| Equations (323) can reduce 48 to:
% 63.39/28.43  																																		| (266) $false
% 63.39/28.43  																																		|
% 63.39/28.43  																																		|-The branch is then unsatisfiable
% 63.39/28.43  																																	|-Branch two:
% 63.39/28.43  																																	| (250)  ~ (all_0_46_46 = e4)
% 63.39/28.43  																																	| (61466) all_0_47_47 = e4 | all_0_48_48 = e4 | all_0_49_49 = e4
% 63.39/28.43  																																	|
% 63.39/28.43  																																		+-Applying beta-rule and splitting (241), into two cases.
% 63.39/28.43  																																		|-Branch one:
% 63.39/28.43  																																		| (378) all_0_50_50 = e2
% 63.39/28.43  																																		|
% 63.39/28.43  																																			| Equations (378) can reduce 302 to:
% 63.39/28.43  																																			| (266) $false
% 63.39/28.43  																																			|
% 63.39/28.43  																																			|-The branch is then unsatisfiable
% 63.39/28.43  																																		|-Branch two:
% 63.39/28.43  																																		| (302)  ~ (all_0_50_50 = e2)
% 63.39/28.43  																																		| (422) all_0_50_50 = e4 | all_0_50_50 = e3 | all_0_50_50 = e1
% 63.39/28.43  																																		|
% 63.39/28.43  																																			+-Applying beta-rule and splitting (160), into two cases.
% 63.39/28.43  																																			|-Branch one:
% 63.39/28.43  																																			| (601) all_0_50_50 = e1
% 63.39/28.43  																																			|
% 63.39/28.43  																																				| Equations (601) can reduce 759 to:
% 63.39/28.43  																																				| (266) $false
% 63.39/28.43  																																				|
% 63.39/28.43  																																				|-The branch is then unsatisfiable
% 63.39/28.43  																																			|-Branch two:
% 63.39/28.43  																																			| (759)  ~ (all_0_50_50 = e1)
% 63.39/28.43  																																			| (1168) all_0_51_51 = e1 | all_0_52_52 = e1 | all_0_53_53 = e1
% 63.39/28.43  																																			|
% 63.39/28.43  																																				+-Applying beta-rule and splitting (1168), into two cases.
% 63.39/28.43  																																				|-Branch one:
% 63.39/28.43  																																				| (1109) all_0_51_51 = e1
% 63.39/28.43  																																				|
% 63.39/28.43  																																					| Combining equations (660,1109) yields a new equation:
% 63.39/28.43  																																					| (454) e3 = e1
% 63.39/28.43  																																					|
% 63.39/28.43  																																					| Simplifying 454 yields:
% 63.39/28.43  																																					| (455) e3 = e1
% 63.39/28.43  																																					|
% 63.39/28.43  																																					| Equations (455) can reduce 213 to:
% 63.39/28.43  																																					| (266) $false
% 63.39/28.43  																																					|
% 63.39/28.43  																																					|-The branch is then unsatisfiable
% 63.39/28.43  																																				|-Branch two:
% 63.39/28.43  																																				| (464)  ~ (all_0_51_51 = e1)
% 63.39/28.43  																																				| (1202) all_0_52_52 = e1 | all_0_53_53 = e1
% 63.39/28.43  																																				|
% 63.39/28.43  																																					+-Applying beta-rule and splitting (130), into two cases.
% 63.39/28.43  																																					|-Branch one:
% 63.39/28.43  																																					| (430) all_0_43_43 = e1
% 63.39/28.43  																																					|
% 63.39/28.43  																																						| Combining equations (430,396) yields a new equation:
% 63.39/28.43  																																						| (630) e4 = e1
% 63.39/28.43  																																						|
% 63.39/28.43  																																						| Equations (630) can reduce 110 to:
% 63.39/28.43  																																						| (266) $false
% 63.39/28.43  																																						|
% 63.39/28.43  																																						|-The branch is then unsatisfiable
% 63.39/28.43  																																					|-Branch two:
% 63.39/28.43  																																					| (433)  ~ (all_0_43_43 = e1)
% 63.39/28.43  																																					| (434) all_0_48_48 = e1 | all_0_52_52 = e1 | all_0_57_57 = e1
% 63.39/28.43  																																					|
% 63.39/28.43  																																						| Equations (396) can reduce 433 to:
% 63.39/28.43  																																						| (110)  ~ (e4 = e1)
% 63.39/28.43  																																						|
% 63.39/28.43  																																						+-Applying beta-rule and splitting (61466), into two cases.
% 63.39/28.43  																																						|-Branch one:
% 63.39/28.43  																																						| (1790) all_0_47_47 = e4
% 63.39/28.43  																																						|
% 63.39/28.43  																																							| Combining equations (654,1790) yields a new equation:
% 63.39/28.43  																																							| (630) e4 = e1
% 63.39/28.43  																																							|
% 63.39/28.43  																																							| Equations (630) can reduce 110 to:
% 63.39/28.43  																																							| (266) $false
% 63.39/28.43  																																							|
% 63.39/28.43  																																							|-The branch is then unsatisfiable
% 63.39/28.43  																																						|-Branch two:
% 63.39/28.43  																																						| (252)  ~ (all_0_47_47 = e4)
% 63.39/28.43  																																						| (61479) all_0_48_48 = e4 | all_0_49_49 = e4
% 63.39/28.43  																																						|
% 63.39/28.43  																																							+-Applying beta-rule and splitting (422), into two cases.
% 63.39/28.43  																																							|-Branch one:
% 63.39/28.43  																																							| (775) all_0_50_50 = e4
% 63.39/28.43  																																							|
% 63.39/28.43  																																								| From (775) and (242) follows:
% 63.39/28.43  																																								| (5059) op(e1, e3) = e4
% 63.39/28.43  																																								|
% 63.39/28.43  																																								+-Applying beta-rule and splitting (434), into two cases.
% 63.39/28.43  																																								|-Branch one:
% 63.39/28.43  																																								| (615) all_0_48_48 = e1
% 63.39/28.43  																																								|
% 63.39/28.43  																																									| Equations (615) can reduce 619 to:
% 63.39/28.43  																																									| (266) $false
% 63.39/28.43  																																									|
% 63.39/28.43  																																									|-The branch is then unsatisfiable
% 63.39/28.43  																																								|-Branch two:
% 63.39/28.43  																																								| (619)  ~ (all_0_48_48 = e1)
% 63.39/28.43  																																								| (620) all_0_52_52 = e1 | all_0_57_57 = e1
% 63.39/28.43  																																								|
% 63.39/28.43  																																									+-Applying beta-rule and splitting (10218), into two cases.
% 63.39/28.43  																																									|-Branch one:
% 63.39/28.43  																																									| (943) all_0_48_48 = e4
% 63.39/28.43  																																									|
% 63.39/28.43  																																										| Equations (943) can reduce 254 to:
% 63.39/28.43  																																										| (266) $false
% 63.39/28.43  																																										|
% 63.39/28.43  																																										|-The branch is then unsatisfiable
% 63.39/28.43  																																									|-Branch two:
% 63.39/28.43  																																									| (254)  ~ (all_0_48_48 = e4)
% 63.39/28.43  																																									| (10222) all_0_48_48 = e1 | all_0_48_48 = e0
% 63.39/28.43  																																									|
% 63.39/28.43  																																										+-Applying beta-rule and splitting (61479), into two cases.
% 63.39/28.43  																																										|-Branch one:
% 63.39/28.43  																																										| (943) all_0_48_48 = e4
% 63.39/28.43  																																										|
% 63.39/28.43  																																											| Equations (943) can reduce 254 to:
% 63.39/28.43  																																											| (266) $false
% 63.39/28.43  																																											|
% 63.39/28.43  																																											|-The branch is then unsatisfiable
% 63.39/28.43  																																										|-Branch two:
% 63.39/28.43  																																										| (254)  ~ (all_0_48_48 = e4)
% 63.39/28.43  																																										| (974) all_0_49_49 = e4
% 63.39/28.43  																																										|
% 63.39/28.43  																																											| Equations (974) can reduce 340 to:
% 63.39/28.43  																																											| (48)  ~ (e4 = e2)
% 63.39/28.43  																																											|
% 63.39/28.43  																																											| From (974) and (55) follows:
% 63.39/28.43  																																											| (61486) op(e2, e0) = e4
% 63.39/28.43  																																											|
% 63.39/28.43  																																											+-Applying beta-rule and splitting (10222), into two cases.
% 63.39/28.43  																																											|-Branch one:
% 63.39/28.43  																																											| (1279) all_0_48_48 = e0
% 63.39/28.43  																																											|
% 63.39/28.43  																																												| Equations (1279) can reduce 215 to:
% 63.39/28.43  																																												| (541)  ~ (e3 = e0)
% 63.39/28.43  																																												|
% 63.39/28.43  																																												| Simplifying 541 yields:
% 63.39/28.43  																																												| (80)  ~ (e3 = e0)
% 63.39/28.43  																																												|
% 63.39/28.44  																																												| Equations (1279) can reduce 810 to:
% 63.39/28.44  																																												| (365)  ~ (e2 = e0)
% 63.39/28.44  																																												|
% 63.39/28.44  																																												| Simplifying 365 yields:
% 63.39/28.44  																																												| (128)  ~ (e2 = e0)
% 63.39/28.44  																																												|
% 63.39/28.44  																																												+-Applying beta-rule and splitting (125), into two cases.
% 63.39/28.44  																																												|-Branch one:
% 63.39/28.44  																																												| (858) all_0_55_55 = e0
% 63.39/28.44  																																												|
% 63.39/28.44  																																													| Combining equations (2336,858) yields a new equation:
% 63.39/28.44  																																													| (675) e3 = e0
% 63.39/28.44  																																													|
% 63.39/28.44  																																													| Simplifying 675 yields:
% 63.39/28.44  																																													| (676) e3 = e0
% 63.39/28.44  																																													|
% 63.39/28.44  																																													| Equations (676) can reduce 80 to:
% 63.39/28.44  																																													| (266) $false
% 63.39/28.44  																																													|
% 63.39/28.44  																																													|-The branch is then unsatisfiable
% 63.39/28.44  																																												|-Branch two:
% 63.39/28.44  																																												| (803)  ~ (all_0_55_55 = e0)
% 63.39/28.44  																																												| (863) all_0_56_56 = e0 | all_0_57_57 = e0 | all_0_58_58 = e0
% 63.39/28.44  																																												|
% 63.39/28.44  																																													+-Applying beta-rule and splitting (12), into two cases.
% 63.39/28.44  																																													|-Branch one:
% 63.39/28.44  																																													| (442) all_0_57_57 = e2
% 63.39/28.44  																																													|
% 63.39/28.44  																																														| Equations (442) can reduce 344 to:
% 63.39/28.44  																																														| (266) $false
% 63.39/28.44  																																														|
% 63.39/28.44  																																														|-The branch is then unsatisfiable
% 63.39/28.44  																																													|-Branch two:
% 63.39/28.44  																																													| (344)  ~ (all_0_57_57 = e2)
% 63.39/28.44  																																													| (445) all_0_57_57 = e4 | all_0_57_57 = e1 | all_0_57_57 = e0
% 63.39/28.44  																																													|
% 63.39/28.44  																																														+-Applying beta-rule and splitting (620), into two cases.
% 63.39/28.44  																																														|-Branch one:
% 63.39/28.44  																																														| (642) all_0_52_52 = e1
% 63.39/28.44  																																														|
% 63.39/28.44  																																															| Combining equations (352,642) yields a new equation:
% 63.39/28.44  																																															| (616) e2 = e1
% 63.39/28.44  																																															|
% 63.39/28.44  																																															| Simplifying 616 yields:
% 63.39/28.44  																																															| (617) e2 = e1
% 63.39/28.44  																																															|
% 63.39/28.44  																																															| Equations (617) can reduce 122 to:
% 63.39/28.44  																																															| (266) $false
% 63.39/28.44  																																															|
% 63.39/28.44  																																															|-The branch is then unsatisfiable
% 63.39/28.44  																																														|-Branch two:
% 63.39/28.44  																																														| (646)  ~ (all_0_52_52 = e1)
% 63.39/28.44  																																														| (647) all_0_57_57 = e1
% 63.39/28.44  																																														|
% 63.39/28.44  																																															| Equations (647) can reduce 344 to:
% 63.39/28.44  																																															| (604)  ~ (e2 = e1)
% 63.39/28.44  																																															|
% 63.39/28.44  																																															| Simplifying 604 yields:
% 63.39/28.44  																																															| (122)  ~ (e2 = e1)
% 63.39/28.44  																																															|
% 63.39/28.44  																																															+-Applying beta-rule and splitting (1202), into two cases.
% 63.39/28.44  																																															|-Branch one:
% 63.39/28.44  																																															| (642) all_0_52_52 = e1
% 63.39/28.44  																																															|
% 63.39/28.44  																																																| Combining equations (352,642) yields a new equation:
% 63.39/28.44  																																																| (616) e2 = e1
% 63.39/28.44  																																																|
% 63.39/28.44  																																																| Simplifying 616 yields:
% 63.39/28.44  																																																| (617) e2 = e1
% 63.39/28.44  																																																|
% 63.39/28.44  																																																| Equations (617) can reduce 122 to:
% 63.39/28.44  																																																| (266) $false
% 63.39/28.44  																																																|
% 63.39/28.44  																																																|-The branch is then unsatisfiable
% 63.39/28.44  																																															|-Branch two:
% 63.39/28.44  																																															| (646)  ~ (all_0_52_52 = e1)
% 63.39/28.44  																																															| (1208) all_0_53_53 = e1
% 63.39/28.44  																																															|
% 63.39/28.44  																																																| Equations (1208) can reduce 10 to:
% 63.39/28.44  																																																| (879)  ~ (all_0_58_58 = e1)
% 63.39/28.44  																																																|
% 63.39/28.44  																																																| Simplifying 879 yields:
% 63.39/28.44  																																																| (880)  ~ (all_0_58_58 = e1)
% 63.39/28.44  																																																|
% 63.39/28.44  																																																| Equations (1208) can reduce 247 to:
% 63.39/28.44  																																																| (233)  ~ (e1 = e0)
% 63.39/28.44  																																																|
% 63.39/28.44  																																																+-Applying beta-rule and splitting (863), into two cases.
% 63.39/28.44  																																																|-Branch one:
% 63.39/28.44  																																																| (679) all_0_56_56 = e0
% 63.39/28.44  																																																|
% 63.39/28.44  																																																	| Combining equations (679,833) yields a new equation:
% 63.39/28.44  																																																	| (330) e2 = e0
% 63.39/28.44  																																																	|
% 63.39/28.44  																																																	| Equations (330) can reduce 128 to:
% 63.39/28.44  																																																	| (266) $false
% 63.39/28.44  																																																	|
% 63.39/28.44  																																																	|-The branch is then unsatisfiable
% 63.39/28.44  																																																|-Branch two:
% 63.39/28.44  																																																| (828)  ~ (all_0_56_56 = e0)
% 63.39/28.44  																																																| (924) all_0_57_57 = e0 | all_0_58_58 = e0
% 63.39/28.44  																																																|
% 63.39/28.44  																																																	+-Applying beta-rule and splitting (924), into two cases.
% 63.39/28.44  																																																	|-Branch one:
% 63.39/28.44  																																																	| (875) all_0_57_57 = e0
% 63.39/28.44  																																																	|
% 63.39/28.44  																																																		| Combining equations (875,647) yields a new equation:
% 63.39/28.44  																																																		| (431) e1 = e0
% 63.39/28.44  																																																		|
% 63.39/28.44  																																																		| Equations (431) can reduce 233 to:
% 63.39/28.44  																																																		| (266) $false
% 63.39/28.44  																																																		|
% 63.39/28.44  																																																		|-The branch is then unsatisfiable
% 63.39/28.44  																																																	|-Branch two:
% 63.39/28.44  																																																	| (364)  ~ (all_0_57_57 = e0)
% 63.39/28.44  																																																	| (914) all_0_58_58 = e0
% 63.39/28.44  																																																	|
% 63.39/28.44  																																																		| Equations (914) can reduce 880 to:
% 63.39/28.44  																																																		| (435)  ~ (e1 = e0)
% 63.39/28.44  																																																		|
% 63.39/28.44  																																																		| Simplifying 435 yields:
% 63.39/28.44  																																																		| (233)  ~ (e1 = e0)
% 63.39/28.44  																																																		|
% 63.39/28.44  																																																		+-Applying beta-rule and splitting (56), into two cases.
% 63.39/28.44  																																																		|-Branch one:
% 63.39/28.44  																																																		| (696) unit = e2
% 63.39/28.44  																																																		|
% 63.39/28.44  																																																			| From (696) and (244) follows:
% 63.39/28.44  																																																			| (264) op(e2, e4) = e4
% 63.39/28.44  																																																			|
% 63.39/28.44  																																																			| From (696) and (24) follows:
% 63.39/28.44  																																																			| (697) op(e2, e3) = e3
% 63.39/28.44  																																																			|
% 63.39/28.44  																																																			| From (696) and (209) follows:
% 63.39/28.44  																																																			| (7585) op(e2, e0) = e0
% 63.39/28.44  																																																			|
% 63.39/28.44  																																																			| From (696) and (32) follows:
% 63.39/28.44  																																																			| (698) op(e2, e2) = e2
% 63.39/28.44  																																																			|
% 63.39/28.44  																																																			| Instantiating formula (29) with e2, e4, e4, e3 and discharging atoms op(e2, e4) = e4, op(e2, e4) = e3, yields:
% 63.39/28.44  																																																			| (425) e4 = e3
% 63.39/28.44  																																																			|
% 63.39/28.44  																																																			| Instantiating formula (29) with e2, e3, e3, e2 and discharging atoms op(e2, e3) = e3, op(e2, e3) = e2, yields:
% 63.39/28.44  																																																			| (662) e3 = e2
% 63.39/28.44  																																																			|
% 63.39/28.44  																																																			| Instantiating formula (29) with e2, e2, e2, e1 and discharging atoms op(e2, e2) = e2, op(e2, e2) = e1, yields:
% 63.39/28.44  																																																			| (617) e2 = e1
% 63.39/28.44  																																																			|
% 63.39/28.44  																																																			| Instantiating formula (29) with e2, e0, e0, e4 and discharging atoms op(e2, e0) = e4, op(e2, e0) = e0, yields:
% 63.39/28.44  																																																			| (397) e4 = e0
% 63.39/28.44  																																																			|
% 63.39/28.44  																																																			| Combining equations (425,397) yields a new equation:
% 63.39/28.44  																																																			| (675) e3 = e0
% 63.39/28.44  																																																			|
% 63.39/28.44  																																																			| Simplifying 675 yields:
% 63.39/28.44  																																																			| (676) e3 = e0
% 63.39/28.44  																																																			|
% 63.39/28.44  																																																			| Combining equations (662,676) yields a new equation:
% 63.39/28.44  																																																			| (391) e2 = e0
% 63.39/28.44  																																																			|
% 63.39/28.44  																																																			| Simplifying 391 yields:
% 63.39/28.44  																																																			| (330) e2 = e0
% 63.39/28.44  																																																			|
% 63.39/28.44  																																																			| Combining equations (617,330) yields a new equation:
% 63.39/28.44  																																																			| (546) e1 = e0
% 63.39/28.44  																																																			|
% 63.39/28.44  																																																			| Simplifying 546 yields:
% 63.39/28.44  																																																			| (431) e1 = e0
% 63.39/28.44  																																																			|
% 63.39/28.44  																																																			| Equations (431) can reduce 233 to:
% 63.39/28.44  																																																			| (266) $false
% 63.39/28.44  																																																			|
% 63.39/28.44  																																																			|-The branch is then unsatisfiable
% 63.39/28.44  																																																		|-Branch two:
% 63.39/28.44  																																																		| (707)  ~ (unit = e2)
% 63.39/28.44  																																																		| (708) unit = e4 | unit = e3 | unit = e1 | unit = e0
% 63.39/28.44  																																																		|
% 63.39/28.44  																																																			+-Applying beta-rule and splitting (708), into two cases.
% 63.39/28.44  																																																			|-Branch one:
% 63.39/28.44  																																																			| (709) unit = e4
% 63.39/28.44  																																																			|
% 63.39/28.44  																																																				| From (709) and (24) follows:
% 63.48/28.44  																																																				| (33325) op(e4, e3) = e3
% 63.48/28.44  																																																				|
% 63.48/28.44  																																																				| From (709) and (211) follows:
% 63.48/28.44  																																																				| (22527) op(e4, e1) = e1
% 63.48/28.44  																																																				|
% 63.48/28.44  																																																				| From (709) and (32) follows:
% 63.48/28.44  																																																				| (712) op(e2, e4) = e2
% 63.48/28.44  																																																				|
% 63.48/28.44  																																																				| Instantiating formula (29) with e4, e3, e3, e0 and discharging atoms op(e4, e3) = e3, op(e4, e3) = e0, yields:
% 63.48/28.44  																																																				| (676) e3 = e0
% 63.48/28.44  																																																				|
% 63.48/28.44  																																																				| Instantiating formula (29) with e4, e1, e1, e3 and discharging atoms op(e4, e1) = e3, op(e4, e1) = e1, yields:
% 63.48/28.44  																																																				| (455) e3 = e1
% 63.48/28.44  																																																				|
% 63.48/28.44  																																																				| Instantiating formula (29) with e2, e4, e2, e3 and discharging atoms op(e2, e4) = e3, op(e2, e4) = e2, yields:
% 63.48/28.44  																																																				| (662) e3 = e2
% 63.48/28.44  																																																				|
% 63.48/28.44  																																																				| Combining equations (455,662) yields a new equation:
% 63.48/28.44  																																																				| (617) e2 = e1
% 63.48/28.44  																																																				|
% 63.48/28.44  																																																				| Combining equations (676,662) yields a new equation:
% 63.48/28.44  																																																				| (330) e2 = e0
% 63.48/28.44  																																																				|
% 63.48/28.44  																																																				| Combining equations (617,330) yields a new equation:
% 63.48/28.44  																																																				| (546) e1 = e0
% 63.48/28.44  																																																				|
% 63.48/28.44  																																																				| Simplifying 546 yields:
% 63.48/28.44  																																																				| (431) e1 = e0
% 63.48/28.44  																																																				|
% 63.48/28.44  																																																				| Equations (431) can reduce 233 to:
% 63.48/28.44  																																																				| (266) $false
% 63.48/28.44  																																																				|
% 63.48/28.44  																																																				|-The branch is then unsatisfiable
% 63.48/28.44  																																																			|-Branch two:
% 63.48/28.44  																																																			| (724)  ~ (unit = e4)
% 63.48/28.44  																																																			| (725) unit = e3 | unit = e1 | unit = e0
% 63.48/28.44  																																																			|
% 63.48/28.44  																																																				+-Applying beta-rule and splitting (725), into two cases.
% 63.48/28.44  																																																				|-Branch one:
% 63.48/28.44  																																																				| (726) unit = e0
% 63.48/28.44  																																																				|
% 63.48/28.44  																																																					| From (726) and (32) follows:
% 63.48/28.44  																																																					| (727) op(e2, e0) = e2
% 63.48/28.44  																																																					|
% 63.48/28.44  																																																					| Instantiating formula (29) with e2, e0, e2, e4 and discharging atoms op(e2, e0) = e4, op(e2, e0) = e2, yields:
% 63.48/28.44  																																																					| (323) e4 = e2
% 63.48/28.44  																																																					|
% 63.48/28.44  																																																					| Equations (323) can reduce 48 to:
% 63.48/28.44  																																																					| (266) $false
% 63.48/28.44  																																																					|
% 63.48/28.44  																																																					|-The branch is then unsatisfiable
% 63.48/28.44  																																																				|-Branch two:
% 63.48/28.44  																																																				| (734)  ~ (unit = e0)
% 63.48/28.44  																																																				| (735) unit = e3 | unit = e1
% 63.48/28.44  																																																				|
% 63.48/28.44  																																																					+-Applying beta-rule and splitting (735), into two cases.
% 63.48/28.44  																																																					|-Branch one:
% 63.48/28.44  																																																					| (736) unit = e1
% 63.48/28.44  																																																					|
% 63.48/28.44  																																																						| Equations (736) can reduce 734 to:
% 63.48/28.44  																																																						| (233)  ~ (e1 = e0)
% 63.48/28.44  																																																						|
% 63.48/28.44  																																																						| From (736) and (244) follows:
% 63.48/28.44  																																																						| (738) op(e1, e4) = e4
% 63.48/28.44  																																																						|
% 63.48/28.44  																																																						| From (736) and (24) follows:
% 63.48/28.44  																																																						| (1934) op(e1, e3) = e3
% 63.48/28.44  																																																						|
% 63.48/28.44  																																																						| From (736) and (15) follows:
% 63.48/28.44  																																																						| (515) op(e1, e2) = e2
% 63.48/28.44  																																																						|
% 63.48/28.44  																																																						| From (736) and (28) follows:
% 63.48/28.44  																																																						| (740) op(e1, e1) = e1
% 63.48/28.44  																																																						|
% 63.48/28.44  																																																						| Instantiating formula (29) with e1, e4, e4, e0 and discharging atoms op(e1, e4) = e4, op(e1, e4) = e0, yields:
% 63.48/28.44  																																																						| (397) e4 = e0
% 63.48/28.44  																																																						|
% 63.48/28.44  																																																						| Instantiating formula (29) with e1, e3, e3, e4 and discharging atoms op(e1, e3) = e4, op(e1, e3) = e3, yields:
% 63.48/28.44  																																																						| (425) e4 = e3
% 63.48/28.44  																																																						|
% 63.48/28.44  																																																						| Instantiating formula (29) with e1, e2, e2, e3 and discharging atoms op(e1, e2) = e3, op(e1, e2) = e2, yields:
% 63.48/28.44  																																																						| (662) e3 = e2
% 63.48/28.44  																																																						|
% 63.48/28.44  																																																						| Instantiating formula (29) with e1, e1, e1, e2 and discharging atoms op(e1, e1) = e2, op(e1, e1) = e1, yields:
% 63.48/28.44  																																																						| (617) e2 = e1
% 63.48/28.44  																																																						|
% 63.48/28.44  																																																						| Combining equations (397,425) yields a new equation:
% 63.48/28.44  																																																						| (676) e3 = e0
% 63.48/28.44  																																																						|
% 63.48/28.44  																																																						| Combining equations (676,662) yields a new equation:
% 63.48/28.44  																																																						| (330) e2 = e0
% 63.48/28.44  																																																						|
% 63.48/28.44  																																																						| Combining equations (617,330) yields a new equation:
% 63.48/28.44  																																																						| (546) e1 = e0
% 63.48/28.44  																																																						|
% 63.48/28.44  																																																						| Simplifying 546 yields:
% 63.48/28.44  																																																						| (431) e1 = e0
% 63.48/28.44  																																																						|
% 63.48/28.44  																																																						| Equations (431) can reduce 233 to:
% 63.48/28.44  																																																						| (266) $false
% 63.48/28.44  																																																						|
% 63.48/28.44  																																																						|-The branch is then unsatisfiable
% 63.48/28.44  																																																					|-Branch two:
% 63.48/28.44  																																																					| (748)  ~ (unit = e1)
% 63.48/28.44  																																																					| (749) unit = e3
% 63.48/28.44  																																																					|
% 63.48/28.44  																																																						| From (749) and (244) follows:
% 63.48/28.44  																																																						| (750) op(e3, e4) = e4
% 63.48/28.44  																																																						|
% 63.48/28.44  																																																						| From (749) and (227) follows:
% 63.48/28.44  																																																						| (22570) op(e4, e3) = e4
% 63.48/28.44  																																																						|
% 63.48/28.44  																																																						| From (749) and (28) follows:
% 63.48/28.44  																																																						| (2235) op(e1, e3) = e1
% 63.48/28.44  																																																						|
% 63.48/28.44  																																																						| Instantiating formula (29) with e4, e3, e4, e0 and discharging atoms op(e4, e3) = e4, op(e4, e3) = e0, yields:
% 63.48/28.44  																																																						| (397) e4 = e0
% 63.48/28.44  																																																						|
% 63.48/28.44  																																																						| Instantiating formula (29) with e3, e4, e4, e2 and discharging atoms op(e3, e4) = e4, op(e3, e4) = e2, yields:
% 63.48/28.44  																																																						| (323) e4 = e2
% 63.48/28.44  																																																						|
% 63.48/28.44  																																																						| Instantiating formula (29) with e1, e3, e1, e4 and discharging atoms op(e1, e3) = e4, op(e1, e3) = e1, yields:
% 63.48/28.44  																																																						| (630) e4 = e1
% 63.48/28.44  																																																						|
% 63.48/28.44  																																																						| Combining equations (397,323) yields a new equation:
% 63.48/28.44  																																																						| (330) e2 = e0
% 63.48/28.44  																																																						|
% 63.48/28.44  																																																						| Combining equations (630,323) yields a new equation:
% 63.48/28.44  																																																						| (617) e2 = e1
% 63.48/28.44  																																																						|
% 63.48/28.44  																																																						| Combining equations (617,330) yields a new equation:
% 63.48/28.44  																																																						| (546) e1 = e0
% 63.48/28.44  																																																						|
% 63.48/28.44  																																																						| Simplifying 546 yields:
% 63.48/28.44  																																																						| (431) e1 = e0
% 63.48/28.44  																																																						|
% 63.48/28.44  																																																						| Equations (431) can reduce 233 to:
% 63.48/28.44  																																																						| (266) $false
% 63.48/28.44  																																																						|
% 63.48/28.44  																																																						|-The branch is then unsatisfiable
% 63.48/28.44  																																											|-Branch two:
% 63.48/28.44  																																											| (1283)  ~ (all_0_48_48 = e0)
% 63.48/28.44  																																											| (615) all_0_48_48 = e1
% 63.48/28.44  																																											|
% 63.48/28.44  																																												| Equations (615) can reduce 619 to:
% 63.48/28.44  																																												| (266) $false
% 63.48/28.44  																																												|
% 63.48/28.44  																																												|-The branch is then unsatisfiable
% 63.48/28.44  																																							|-Branch two:
% 63.48/28.44  																																							| (566)  ~ (all_0_50_50 = e4)
% 63.48/28.44  																																							| (1444) all_0_50_50 = e3 | all_0_50_50 = e1
% 63.48/28.44  																																							|
% 63.48/28.44  																																								+-Applying beta-rule and splitting (1202), into two cases.
% 63.48/28.44  																																								|-Branch one:
% 63.48/28.44  																																								| (642) all_0_52_52 = e1
% 63.48/28.44  																																								|
% 63.48/28.44  																																									| Combining equations (352,642) yields a new equation:
% 63.48/28.44  																																									| (616) e2 = e1
% 63.48/28.44  																																									|
% 63.48/28.44  																																									| Simplifying 616 yields:
% 63.48/28.44  																																									| (617) e2 = e1
% 63.48/28.44  																																									|
% 63.48/28.44  																																									| Equations (617) can reduce 122 to:
% 63.48/28.44  																																									| (266) $false
% 63.48/28.44  																																									|
% 63.48/28.44  																																									|-The branch is then unsatisfiable
% 63.48/28.44  																																								|-Branch two:
% 63.48/28.44  																																								| (646)  ~ (all_0_52_52 = e1)
% 63.48/28.44  																																								| (1208) all_0_53_53 = e1
% 63.48/28.44  																																								|
% 63.48/28.44  																																									| Equations (1208) can reduce 190 to:
% 63.48/28.44  																																									| (759)  ~ (all_0_50_50 = e1)
% 63.48/28.44  																																									|
% 63.48/28.44  																																									+-Applying beta-rule and splitting (1444), into two cases.
% 63.48/28.44  																																									|-Branch one:
% 63.48/28.44  																																									| (601) all_0_50_50 = e1
% 63.48/28.44  																																									|
% 63.48/28.44  																																										| Equations (601) can reduce 759 to:
% 63.48/28.44  																																										| (266) $false
% 63.48/28.44  																																										|
% 63.48/28.44  																																										|-The branch is then unsatisfiable
% 63.48/28.44  																																									|-Branch two:
% 63.48/28.44  																																									| (759)  ~ (all_0_50_50 = e1)
% 63.48/28.44  																																									| (415) all_0_50_50 = e3
% 63.48/28.44  																																									|
% 63.48/28.44  																																										| Equations (415) can reduce 411 to:
% 63.48/28.44  																																										| (266) $false
% 63.48/28.44  																																										|
% 63.48/28.44  																																										|-The branch is then unsatisfiable
% 63.48/28.45  																														|-Branch two:
% 63.48/28.45  																														| (457)  ~ (all_0_41_41 = e1)
% 63.48/28.45  																														| (458) all_0_42_42 = e1 | all_0_43_43 = e1 | all_0_44_44 = e1
% 63.48/28.45  																														|
% 63.48/28.45  																															+-Applying beta-rule and splitting (62), into two cases.
% 63.48/28.45  																															|-Branch one:
% 63.48/28.45  																															| (321) all_0_38_38 = e4
% 63.48/28.45  																															|
% 63.48/28.45  																																| Combining equations (321,329) yields a new equation:
% 63.48/28.45  																																| (481) e4 = e0
% 63.48/28.45  																																|
% 63.48/28.45  																																| Simplifying 481 yields:
% 63.48/28.45  																																| (397) e4 = e0
% 63.48/28.45  																																|
% 63.48/28.45  																																| Equations (397) can reduce 49 to:
% 63.48/28.45  																																| (266) $false
% 63.48/28.45  																																|
% 63.48/28.45  																																|-The branch is then unsatisfiable
% 63.48/28.45  																															|-Branch two:
% 63.48/28.45  																															| (325)  ~ (all_0_38_38 = e4)
% 63.48/28.45  																															| (582) all_0_41_41 = e4 | all_0_46_46 = e4 | all_0_50_50 = e4 | all_0_55_55 = e4
% 63.48/28.45  																															|
% 63.48/28.45  																																+-Applying beta-rule and splitting (582), into two cases.
% 63.48/28.45  																																|-Branch one:
% 63.48/28.45  																																| (437) all_0_41_41 = e4
% 63.48/28.45  																																|
% 63.48/28.45  																																	| Equations (437) can reduce 440 to:
% 63.48/28.45  																																	| (266) $false
% 63.48/28.45  																																	|
% 63.48/28.45  																																	|-The branch is then unsatisfiable
% 63.48/28.45  																																|-Branch two:
% 63.48/28.45  																																| (440)  ~ (all_0_41_41 = e4)
% 63.48/28.45  																																| (769) all_0_46_46 = e4 | all_0_50_50 = e4 | all_0_55_55 = e4
% 63.48/28.45  																																|
% 63.48/28.45  																																	+-Applying beta-rule and splitting (27), into two cases.
% 63.48/28.45  																																	|-Branch one:
% 63.48/28.45  																																	| (437) all_0_41_41 = e4
% 63.48/28.45  																																	|
% 63.48/28.45  																																		| Equations (437) can reduce 440 to:
% 63.48/28.45  																																		| (266) $false
% 63.48/28.45  																																		|
% 63.48/28.45  																																		|-The branch is then unsatisfiable
% 63.48/28.45  																																	|-Branch two:
% 63.48/28.45  																																	| (440)  ~ (all_0_41_41 = e4)
% 63.48/28.45  																																	| (4049) all_0_41_41 = e3 | all_0_41_41 = e1 | all_0_41_41 = e0
% 63.48/28.45  																																	|
% 63.48/28.45  																																		+-Applying beta-rule and splitting (18), into two cases.
% 63.48/28.45  																																		|-Branch one:
% 63.48/28.45  																																		| (453) all_0_41_41 = e1
% 63.48/28.45  																																		|
% 63.48/28.45  																																			| Equations (453) can reduce 457 to:
% 63.48/28.45  																																			| (266) $false
% 63.48/28.45  																																			|
% 63.48/28.45  																																			|-The branch is then unsatisfiable
% 63.48/28.45  																																		|-Branch two:
% 63.48/28.45  																																		| (457)  ~ (all_0_41_41 = e1)
% 63.48/28.45  																																		| (595) all_0_46_46 = e1 | all_0_50_50 = e1 | all_0_55_55 = e1
% 63.48/28.45  																																		|
% 63.48/28.45  																																			+-Applying beta-rule and splitting (4049), into two cases.
% 63.48/28.45  																																			|-Branch one:
% 63.48/28.45  																																			| (794) all_0_41_41 = e0
% 63.48/28.45  																																			|
% 63.48/28.45  																																				| Equations (794) can reduce 357 to:
% 63.48/28.45  																																				| (266) $false
% 63.48/28.45  																																				|
% 63.48/28.45  																																				|-The branch is then unsatisfiable
% 63.48/28.45  																																			|-Branch two:
% 63.48/28.45  																																			| (357)  ~ (all_0_41_41 = e0)
% 63.48/28.45  																																			| (4053) all_0_41_41 = e3 | all_0_41_41 = e1
% 63.48/28.45  																																			|
% 63.48/28.45  																																				+-Applying beta-rule and splitting (4053), into two cases.
% 63.48/28.45  																																				|-Branch one:
% 63.48/28.45  																																				| (453) all_0_41_41 = e1
% 63.48/28.45  																																				|
% 63.48/28.45  																																					| Equations (453) can reduce 457 to:
% 63.48/28.45  																																					| (266) $false
% 63.48/28.45  																																					|
% 63.48/28.45  																																					|-The branch is then unsatisfiable
% 63.48/28.45  																																				|-Branch two:
% 63.48/28.45  																																				| (457)  ~ (all_0_41_41 = e1)
% 63.48/28.45  																																				| (403) all_0_41_41 = e3
% 63.48/28.45  																																				|
% 63.48/28.45  																																					| Equations (403) can reduce 1898 to:
% 63.48/28.45  																																					| (266) $false
% 63.48/28.45  																																					|
% 63.48/28.45  																																					|-The branch is then unsatisfiable
% 63.48/28.45  																													|-Branch two:
% 63.48/28.45  																													| (399)  ~ (all_0_43_43 = e4)
% 63.48/28.45  																													| (6374) all_0_43_43 = e1 | all_0_43_43 = e0
% 63.48/28.45  																													|
% 63.48/28.45  																														+-Applying beta-rule and splitting (64), into two cases.
% 63.48/28.45  																														|-Branch one:
% 63.48/28.45  																														| (437) all_0_41_41 = e4
% 63.48/28.45  																														|
% 63.48/28.45  																															| Equations (437) can reduce 221 to:
% 63.48/28.45  																															| (1907)  ~ (all_0_50_50 = e4)
% 63.48/28.45  																															|
% 63.48/28.45  																															| Simplifying 1907 yields:
% 63.48/28.45  																															| (566)  ~ (all_0_50_50 = e4)
% 63.48/28.45  																															|
% 63.48/28.45  																															| Equations (437) can reduce 1898 to:
% 63.48/28.45  																															| (188)  ~ (e4 = e3)
% 63.48/28.45  																															|
% 63.48/28.45  																															| Equations (437) can reduce 85 to:
% 63.48/28.45  																															| (48)  ~ (e4 = e2)
% 63.48/28.45  																															|
% 63.48/28.45  																															| From (437) and (219) follows:
% 63.48/28.45  																															| (1913) op(e3, e3) = e4
% 63.48/28.45  																															|
% 63.48/28.45  																															+-Applying beta-rule and splitting (6374), into two cases.
% 63.48/28.45  																															|-Branch one:
% 63.48/28.45  																															| (356) all_0_43_43 = e0
% 63.48/28.45  																															|
% 63.48/28.45  																																| Equations (356) can reduce 5470 to:
% 63.48/28.45  																																| (266) $false
% 63.48/28.45  																																|
% 63.48/28.45  																																|-The branch is then unsatisfiable
% 63.48/28.45  																															|-Branch two:
% 63.48/28.45  																															| (5470)  ~ (all_0_43_43 = e0)
% 63.48/28.45  																															| (430) all_0_43_43 = e1
% 63.48/28.45  																															|
% 63.48/28.45  																																| Equations (430) can reduce 199 to:
% 63.48/28.45  																																| (2437)  ~ (all_0_57_57 = e1)
% 63.48/28.45  																																|
% 63.48/28.45  																																| Simplifying 2437 yields:
% 63.48/28.45  																																| (1670)  ~ (all_0_57_57 = e1)
% 63.48/28.45  																																|
% 63.48/28.45  																																+-Applying beta-rule and splitting (241), into two cases.
% 63.48/28.45  																																|-Branch one:
% 63.48/28.45  																																| (378) all_0_50_50 = e2
% 63.48/28.45  																																|
% 63.48/28.45  																																	| Equations (378) can reduce 302 to:
% 63.48/28.45  																																	| (266) $false
% 63.48/28.45  																																	|
% 63.48/28.45  																																	|-The branch is then unsatisfiable
% 63.48/28.45  																																|-Branch two:
% 63.48/28.45  																																| (302)  ~ (all_0_50_50 = e2)
% 63.48/28.45  																																| (422) all_0_50_50 = e4 | all_0_50_50 = e3 | all_0_50_50 = e1
% 63.48/28.45  																																|
% 63.48/28.45  																																	+-Applying beta-rule and splitting (231), into two cases.
% 63.48/28.45  																																	|-Branch one:
% 63.48/28.45  																																	| (775) all_0_50_50 = e4
% 63.48/28.45  																																	|
% 63.48/28.45  																																		| Equations (775) can reduce 566 to:
% 63.48/28.45  																																		| (266) $false
% 63.48/28.45  																																		|
% 63.48/28.45  																																		|-The branch is then unsatisfiable
% 63.48/28.45  																																	|-Branch two:
% 63.48/28.45  																																	| (566)  ~ (all_0_50_50 = e4)
% 63.48/28.45  																																	| (1071) all_0_51_51 = e4 | all_0_52_52 = e4 | all_0_53_53 = e4
% 63.48/28.45  																																	|
% 63.48/28.45  																																		+-Applying beta-rule and splitting (12), into two cases.
% 63.48/28.45  																																		|-Branch one:
% 63.48/28.45  																																		| (442) all_0_57_57 = e2
% 63.48/28.45  																																		|
% 63.48/28.45  																																			| Equations (442) can reduce 344 to:
% 63.48/28.45  																																			| (266) $false
% 63.48/28.45  																																			|
% 63.48/28.45  																																			|-The branch is then unsatisfiable
% 63.48/28.45  																																		|-Branch two:
% 63.48/28.45  																																		| (344)  ~ (all_0_57_57 = e2)
% 63.48/28.45  																																		| (445) all_0_57_57 = e4 | all_0_57_57 = e1 | all_0_57_57 = e0
% 63.48/28.45  																																		|
% 63.48/28.45  																																			+-Applying beta-rule and splitting (422), into two cases.
% 63.48/28.45  																																			|-Branch one:
% 63.48/28.45  																																			| (775) all_0_50_50 = e4
% 63.48/28.45  																																			|
% 63.48/28.45  																																				| Equations (775) can reduce 566 to:
% 63.48/28.45  																																				| (266) $false
% 63.48/28.45  																																				|
% 63.48/28.45  																																				|-The branch is then unsatisfiable
% 63.48/28.45  																																			|-Branch two:
% 63.48/28.45  																																			| (566)  ~ (all_0_50_50 = e4)
% 63.48/28.45  																																			| (1444) all_0_50_50 = e3 | all_0_50_50 = e1
% 63.48/28.45  																																			|
% 63.48/28.45  																																				+-Applying beta-rule and splitting (1071), into two cases.
% 63.48/28.45  																																				|-Branch one:
% 63.48/28.45  																																				| (1101) all_0_51_51 = e4
% 63.48/28.45  																																				|
% 63.48/28.45  																																					| Combining equations (660,1101) yields a new equation:
% 63.48/28.45  																																					| (425) e4 = e3
% 63.48/28.45  																																					|
% 63.48/28.45  																																					| Equations (425) can reduce 188 to:
% 63.48/28.45  																																					| (266) $false
% 63.48/28.45  																																					|
% 63.48/28.45  																																					|-The branch is then unsatisfiable
% 63.48/28.45  																																				|-Branch two:
% 63.48/28.45  																																				| (475)  ~ (all_0_51_51 = e4)
% 63.48/28.45  																																				| (1294) all_0_52_52 = e4 | all_0_53_53 = e4
% 63.48/28.45  																																				|
% 63.48/28.45  																																					+-Applying beta-rule and splitting (1444), into two cases.
% 63.48/28.45  																																					|-Branch one:
% 63.48/28.45  																																					| (601) all_0_50_50 = e1
% 63.48/28.45  																																					|
% 63.48/28.45  																																						| Equations (601) can reduce 411 to:
% 63.48/28.45  																																						| (467)  ~ (e3 = e1)
% 63.48/28.45  																																						|
% 63.48/28.45  																																						| Simplifying 467 yields:
% 63.48/28.45  																																						| (213)  ~ (e3 = e1)
% 63.48/28.45  																																						|
% 63.48/28.45  																																						| Equations (601) can reduce 302 to:
% 63.48/28.45  																																						| (604)  ~ (e2 = e1)
% 63.48/28.45  																																						|
% 63.48/28.45  																																						| Simplifying 604 yields:
% 63.48/28.45  																																						| (122)  ~ (e2 = e1)
% 63.48/28.45  																																						|
% 63.48/28.45  																																						| From (601) and (242) follows:
% 63.48/28.45  																																						| (2235) op(e1, e3) = e1
% 63.48/28.45  																																						|
% 63.48/28.45  																																						+-Applying beta-rule and splitting (445), into two cases.
% 63.48/28.45  																																						|-Branch one:
% 63.48/28.45  																																						| (871) all_0_57_57 = e4
% 63.48/28.45  																																						|
% 63.48/28.45  																																							| Equations (871) can reduce 839 to:
% 63.48/28.45  																																							| (266) $false
% 63.48/28.45  																																							|
% 63.48/28.45  																																							|-The branch is then unsatisfiable
% 63.48/28.45  																																						|-Branch two:
% 63.48/28.45  																																						| (839)  ~ (all_0_57_57 = e4)
% 63.48/28.45  																																						| (874) all_0_57_57 = e1 | all_0_57_57 = e0
% 63.48/28.45  																																						|
% 63.48/28.45  																																							+-Applying beta-rule and splitting (216), into two cases.
% 63.48/28.45  																																							|-Branch one:
% 63.48/28.45  																																							| (629) all_0_55_55 = e1
% 63.48/28.45  																																							|
% 63.48/28.45  																																								| Combining equations (2336,629) yields a new equation:
% 63.48/28.45  																																								| (454) e3 = e1
% 63.48/28.45  																																								|
% 63.48/28.45  																																								| Simplifying 454 yields:
% 63.48/28.45  																																								| (455) e3 = e1
% 63.48/28.45  																																								|
% 63.48/28.45  																																								| Equations (455) can reduce 213 to:
% 63.48/28.45  																																								| (266) $false
% 63.48/28.45  																																								|
% 63.48/28.45  																																								|-The branch is then unsatisfiable
% 63.48/28.45  																																							|-Branch two:
% 63.48/28.45  																																							| (632)  ~ (all_0_55_55 = e1)
% 63.48/28.45  																																							| (633) all_0_56_56 = e1 | all_0_57_57 = e1 | all_0_58_58 = e1
% 63.48/28.45  																																							|
% 63.48/28.45  																																								| Equations (2336) can reduce 632 to:
% 63.48/28.45  																																								| (213)  ~ (e3 = e1)
% 63.48/28.45  																																								|
% 63.48/28.45  																																								+-Applying beta-rule and splitting (1294), into two cases.
% 63.48/28.45  																																								|-Branch one:
% 63.48/28.45  																																								| (565) all_0_52_52 = e4
% 63.48/28.45  																																								|
% 63.48/28.45  																																									| Combining equations (352,565) yields a new equation:
% 63.48/28.45  																																									| (323) e4 = e2
% 63.48/28.45  																																									|
% 63.48/28.45  																																									| Equations (323) can reduce 48 to:
% 63.48/28.45  																																									| (266) $false
% 63.48/28.45  																																									|
% 63.48/28.45  																																									|-The branch is then unsatisfiable
% 63.48/28.45  																																								|-Branch two:
% 63.48/28.45  																																								| (780)  ~ (all_0_52_52 = e4)
% 63.48/28.45  																																								| (1298) all_0_53_53 = e4
% 63.48/28.45  																																								|
% 63.48/28.45  																																									| From (1298) and (84) follows:
% 63.48/28.45  																																									| (5692) op(e1, e0) = e4
% 63.48/28.45  																																									|
% 63.48/28.45  																																									+-Applying beta-rule and splitting (112), into two cases.
% 63.48/28.45  																																									|-Branch one:
% 63.48/28.45  																																									| (635) all_0_44_44 = e1
% 63.48/28.45  																																									|
% 63.48/28.45  																																										| Combining equations (532,635) yields a new equation:
% 63.48/28.45  																																										| (454) e3 = e1
% 63.48/28.45  																																										|
% 63.48/28.45  																																										| Simplifying 454 yields:
% 63.48/28.45  																																										| (455) e3 = e1
% 63.48/28.45  																																										|
% 63.48/28.45  																																										| Equations (455) can reduce 213 to:
% 63.48/28.45  																																										| (266) $false
% 63.48/28.45  																																										|
% 63.48/28.45  																																										|-The branch is then unsatisfiable
% 63.48/28.45  																																									|-Branch two:
% 63.48/28.45  																																									| (639)  ~ (all_0_44_44 = e1)
% 63.48/28.45  																																									| (640) all_0_49_49 = e1 | all_0_53_53 = e1 | all_0_58_58 = e1
% 63.48/28.45  																																									|
% 63.48/28.45  																																										+-Applying beta-rule and splitting (874), into two cases.
% 63.48/28.45  																																										|-Branch one:
% 63.48/28.45  																																										| (875) all_0_57_57 = e0
% 63.48/28.45  																																										|
% 63.48/28.45  																																											| Equations (875) can reduce 148 to:
% 63.48/28.45  																																											| (490)  ~ (all_0_58_58 = e0)
% 63.48/28.45  																																											|
% 63.48/28.45  																																											| Simplifying 490 yields:
% 63.48/28.45  																																											| (491)  ~ (all_0_58_58 = e0)
% 63.48/28.45  																																											|
% 63.48/28.45  																																											| Equations (875) can reduce 67 to:
% 63.48/28.45  																																											| (541)  ~ (e3 = e0)
% 63.48/28.45  																																											|
% 63.48/28.45  																																											| Simplifying 541 yields:
% 63.48/28.45  																																											| (80)  ~ (e3 = e0)
% 63.48/28.45  																																											|
% 63.48/28.45  																																											| Equations (875) can reduce 344 to:
% 63.48/28.45  																																											| (365)  ~ (e2 = e0)
% 63.48/28.45  																																											|
% 63.48/28.45  																																											| Simplifying 365 yields:
% 63.48/28.45  																																											| (128)  ~ (e2 = e0)
% 63.48/28.45  																																											|
% 63.48/28.45  																																											+-Applying beta-rule and splitting (184), into two cases.
% 63.48/28.45  																																											|-Branch one:
% 63.48/28.45  																																											| (538) all_0_46_46 = e0
% 63.48/28.45  																																											|
% 63.48/28.45  																																												| Combining equations (1794,538) yields a new equation:
% 63.48/28.45  																																												| (391) e2 = e0
% 63.48/28.45  																																												|
% 63.48/28.45  																																												| Simplifying 391 yields:
% 63.48/28.45  																																												| (330) e2 = e0
% 63.48/28.45  																																												|
% 63.48/28.45  																																												| Equations (330) can reduce 128 to:
% 63.48/28.45  																																												| (266) $false
% 63.48/28.45  																																												|
% 63.48/28.45  																																												|-The branch is then unsatisfiable
% 63.48/28.45  																																											|-Branch two:
% 63.48/28.45  																																											| (831)  ~ (all_0_46_46 = e0)
% 63.48/28.45  																																											| (832) all_0_47_47 = e0 | all_0_48_48 = e0 | all_0_49_49 = e0
% 63.48/28.45  																																											|
% 63.48/28.45  																																												| Equations (1794) can reduce 831 to:
% 63.48/28.45  																																												| (128)  ~ (e2 = e0)
% 63.48/28.45  																																												|
% 63.48/28.45  																																												+-Applying beta-rule and splitting (75), into two cases.
% 63.48/28.45  																																												|-Branch one:
% 63.48/28.45  																																												| (485) all_0_40_40 = e0
% 63.48/28.45  																																												|
% 63.48/28.45  																																													| Combining equations (485,313) yields a new equation:
% 63.48/28.45  																																													| (330) e2 = e0
% 63.48/28.45  																																													|
% 63.48/28.45  																																													| Equations (330) can reduce 128 to:
% 63.48/28.45  																																													| (266) $false
% 63.48/28.45  																																													|
% 63.48/28.45  																																													|-The branch is then unsatisfiable
% 63.48/28.45  																																												|-Branch two:
% 63.48/28.45  																																												| (1401)  ~ (all_0_40_40 = e0)
% 63.48/28.45  																																												| (1748) all_0_44_44 = e0 | all_0_49_49 = e0 | all_0_58_58 = e0
% 63.48/28.45  																																												|
% 63.48/28.45  																																													+-Applying beta-rule and splitting (54), into two cases.
% 63.48/28.45  																																													|-Branch one:
% 63.48/28.45  																																													| (583) all_0_49_49 = e2
% 63.48/28.45  																																													|
% 63.48/28.45  																																														| Equations (583) can reduce 340 to:
% 63.48/28.45  																																														| (266) $false
% 63.48/28.45  																																														|
% 63.48/28.45  																																														|-The branch is then unsatisfiable
% 63.48/28.45  																																													|-Branch two:
% 63.48/28.45  																																													| (340)  ~ (all_0_49_49 = e2)
% 63.48/28.45  																																													| (586) all_0_49_49 = e4 | all_0_49_49 = e3 | all_0_49_49 = e1 | all_0_49_49 = e0
% 63.48/28.45  																																													|
% 63.48/28.45  																																														+-Applying beta-rule and splitting (633), into two cases.
% 63.48/28.45  																																														|-Branch one:
% 63.48/28.45  																																														| (1569) all_0_56_56 = e1
% 63.48/28.45  																																														|
% 63.48/28.45  																																															| Combining equations (833,1569) yields a new equation:
% 63.48/28.45  																																															| (616) e2 = e1
% 63.48/28.45  																																															|
% 63.48/28.45  																																															| Simplifying 616 yields:
% 63.48/28.45  																																															| (617) e2 = e1
% 63.48/28.45  																																															|
% 63.48/28.45  																																															| Equations (617) can reduce 122 to:
% 63.48/28.45  																																															| (266) $false
% 63.48/28.45  																																															|
% 63.48/28.45  																																															|-The branch is then unsatisfiable
% 63.48/28.45  																																														|-Branch two:
% 63.48/28.45  																																														| (466)  ~ (all_0_56_56 = e1)
% 63.48/28.45  																																														| (1574) all_0_57_57 = e1 | all_0_58_58 = e1
% 63.48/28.45  																																														|
% 63.48/28.45  																																															+-Applying beta-rule and splitting (1748), into two cases.
% 63.48/28.45  																																															|-Branch one:
% 63.48/28.45  																																															| (1414) all_0_44_44 = e0
% 63.48/28.45  																																															|
% 63.48/28.45  																																																| Combining equations (532,1414) yields a new equation:
% 63.48/28.45  																																																| (675) e3 = e0
% 63.48/28.45  																																																|
% 63.48/28.45  																																																| Simplifying 675 yields:
% 63.48/28.45  																																																| (676) e3 = e0
% 63.48/28.45  																																																|
% 63.48/28.45  																																																| Equations (676) can reduce 80 to:
% 63.48/28.45  																																																| (266) $false
% 63.48/28.45  																																																|
% 63.48/28.45  																																																|-The branch is then unsatisfiable
% 63.48/28.45  																																															|-Branch two:
% 63.48/28.45  																																															| (360)  ~ (all_0_44_44 = e0)
% 63.48/28.45  																																															| (1760) all_0_49_49 = e0 | all_0_58_58 = e0
% 63.48/28.45  																																															|
% 63.48/28.45  																																																+-Applying beta-rule and splitting (1760), into two cases.
% 63.48/28.45  																																																|-Branch one:
% 63.48/28.45  																																																| (978) all_0_49_49 = e0
% 63.48/28.45  																																																|
% 63.48/28.45  																																																	| Equations (978) can reduce 119 to:
% 63.48/28.45  																																																	| (490)  ~ (all_0_58_58 = e0)
% 63.48/28.45  																																																	|
% 63.48/28.45  																																																	| Simplifying 490 yields:
% 63.48/28.45  																																																	| (491)  ~ (all_0_58_58 = e0)
% 63.48/28.45  																																																	|
% 63.48/28.45  																																																	| Equations (978) can reduce 340 to:
% 63.48/28.45  																																																	| (365)  ~ (e2 = e0)
% 63.48/28.45  																																																	|
% 63.48/28.45  																																																	| Simplifying 365 yields:
% 63.48/28.45  																																																	| (128)  ~ (e2 = e0)
% 63.48/28.45  																																																	|
% 63.48/28.45  																																																	| Equations (978) can reduce 1064 to:
% 63.48/28.45  																																																	| (435)  ~ (e1 = e0)
% 63.48/28.45  																																																	|
% 63.48/28.45  																																																	| Simplifying 435 yields:
% 63.48/28.45  																																																	| (233)  ~ (e1 = e0)
% 63.48/28.45  																																																	|
% 63.48/28.45  																																																	| From (978) and (55) follows:
% 63.48/28.45  																																																	| (7585) op(e2, e0) = e0
% 63.48/28.45  																																																	|
% 63.48/28.45  																																																	+-Applying beta-rule and splitting (640), into two cases.
% 63.48/28.45  																																																	|-Branch one:
% 63.48/28.45  																																																	| (671) all_0_49_49 = e1
% 63.48/28.45  																																																	|
% 63.48/28.45  																																																		| Combining equations (978,671) yields a new equation:
% 63.48/28.45  																																																		| (431) e1 = e0
% 63.48/28.45  																																																		|
% 63.48/28.45  																																																		| Equations (431) can reduce 233 to:
% 63.48/28.45  																																																		| (266) $false
% 63.48/28.45  																																																		|
% 63.48/28.45  																																																		|-The branch is then unsatisfiable
% 63.48/28.45  																																																	|-Branch two:
% 63.48/28.45  																																																	| (1064)  ~ (all_0_49_49 = e1)
% 63.48/28.45  																																																	| (2141) all_0_53_53 = e1 | all_0_58_58 = e1
% 63.48/28.45  																																																	|
% 63.48/28.45  																																																		| Equations (978) can reduce 1064 to:
% 63.48/28.45  																																																		| (435)  ~ (e1 = e0)
% 63.48/28.45  																																																		|
% 63.48/28.45  																																																		| Simplifying 435 yields:
% 63.48/28.45  																																																		| (233)  ~ (e1 = e0)
% 63.48/28.45  																																																		|
% 63.48/28.45  																																																		+-Applying beta-rule and splitting (1574), into two cases.
% 63.48/28.45  																																																		|-Branch one:
% 63.48/28.45  																																																		| (647) all_0_57_57 = e1
% 63.48/28.45  																																																		|
% 63.48/28.45  																																																			| Combining equations (647,875) yields a new equation:
% 63.48/28.45  																																																			| (546) e1 = e0
% 63.48/28.45  																																																			|
% 63.48/28.45  																																																			| Simplifying 546 yields:
% 63.48/28.45  																																																			| (431) e1 = e0
% 63.48/28.45  																																																			|
% 63.48/28.45  																																																			| Equations (431) can reduce 233 to:
% 63.48/28.45  																																																			| (266) $false
% 63.48/28.45  																																																			|
% 63.48/28.45  																																																			|-The branch is then unsatisfiable
% 63.48/28.45  																																																		|-Branch two:
% 63.48/28.45  																																																		| (1670)  ~ (all_0_57_57 = e1)
% 63.48/28.45  																																																		| (918) all_0_58_58 = e1
% 63.48/28.45  																																																		|
% 63.48/28.46  																																																			| Equations (918) can reduce 491 to:
% 63.48/28.46  																																																			| (233)  ~ (e1 = e0)
% 63.48/28.46  																																																			|
% 63.48/28.46  																																																			+-Applying beta-rule and splitting (56), into two cases.
% 63.48/28.46  																																																			|-Branch one:
% 63.48/28.46  																																																			| (696) unit = e2
% 63.48/28.46  																																																			|
% 63.48/28.46  																																																				| From (696) and (24) follows:
% 63.48/28.46  																																																				| (697) op(e2, e3) = e3
% 63.48/28.46  																																																				|
% 63.48/28.46  																																																				| From (696) and (40) follows:
% 63.48/28.46  																																																				| (4285) op(e3, e2) = e3
% 63.48/28.46  																																																				|
% 63.48/28.46  																																																				| From (696) and (32) follows:
% 63.48/28.46  																																																				| (698) op(e2, e2) = e2
% 63.48/28.46  																																																				|
% 63.48/28.46  																																																				| Instantiating formula (29) with e3, e2, e3, e0 and discharging atoms op(e3, e2) = e3, op(e3, e2) = e0, yields:
% 63.48/28.46  																																																				| (676) e3 = e0
% 63.48/28.46  																																																				|
% 63.48/28.46  																																																				| Instantiating formula (29) with e2, e3, e3, e2 and discharging atoms op(e2, e3) = e3, op(e2, e3) = e2, yields:
% 63.48/28.46  																																																				| (662) e3 = e2
% 63.48/28.46  																																																				|
% 63.48/28.46  																																																				| Instantiating formula (29) with e2, e2, e2, e1 and discharging atoms op(e2, e2) = e2, op(e2, e2) = e1, yields:
% 63.48/28.46  																																																				| (617) e2 = e1
% 63.48/28.46  																																																				|
% 63.48/28.46  																																																				| Combining equations (662,676) yields a new equation:
% 63.48/28.46  																																																				| (391) e2 = e0
% 63.48/28.46  																																																				|
% 63.48/28.46  																																																				| Simplifying 391 yields:
% 63.48/28.46  																																																				| (330) e2 = e0
% 63.48/28.46  																																																				|
% 63.48/28.46  																																																				| Combining equations (617,330) yields a new equation:
% 63.48/28.46  																																																				| (546) e1 = e0
% 63.48/28.46  																																																				|
% 63.48/28.46  																																																				| Simplifying 546 yields:
% 63.48/28.46  																																																				| (431) e1 = e0
% 63.48/28.46  																																																				|
% 63.48/28.46  																																																				| Equations (431) can reduce 233 to:
% 63.48/28.46  																																																				| (266) $false
% 63.48/28.46  																																																				|
% 63.48/28.46  																																																				|-The branch is then unsatisfiable
% 63.48/28.46  																																																			|-Branch two:
% 63.48/28.46  																																																			| (707)  ~ (unit = e2)
% 63.48/28.46  																																																			| (708) unit = e4 | unit = e3 | unit = e1 | unit = e0
% 63.48/28.46  																																																			|
% 63.48/28.46  																																																				+-Applying beta-rule and splitting (708), into two cases.
% 63.48/28.46  																																																				|-Branch one:
% 63.48/28.46  																																																				| (709) unit = e4
% 63.48/28.46  																																																				|
% 63.48/28.46  																																																					| From (709) and (24) follows:
% 63.48/28.46  																																																					| (33325) op(e4, e3) = e3
% 63.48/28.46  																																																					|
% 63.48/28.46  																																																					| From (709) and (211) follows:
% 63.48/28.46  																																																					| (22527) op(e4, e1) = e1
% 63.48/28.46  																																																					|
% 63.48/28.46  																																																					| From (709) and (32) follows:
% 63.48/28.46  																																																					| (712) op(e2, e4) = e2
% 63.48/28.46  																																																					|
% 63.48/28.46  																																																					| Instantiating formula (29) with e4, e3, e3, e0 and discharging atoms op(e4, e3) = e3, op(e4, e3) = e0, yields:
% 63.48/28.46  																																																					| (676) e3 = e0
% 63.48/28.46  																																																					|
% 63.48/28.46  																																																					| Instantiating formula (29) with e4, e1, e1, e3 and discharging atoms op(e4, e1) = e3, op(e4, e1) = e1, yields:
% 63.48/28.46  																																																					| (455) e3 = e1
% 63.48/28.46  																																																					|
% 63.48/28.46  																																																					| Instantiating formula (29) with e2, e4, e2, e3 and discharging atoms op(e2, e4) = e3, op(e2, e4) = e2, yields:
% 63.48/28.46  																																																					| (662) e3 = e2
% 63.48/28.46  																																																					|
% 63.48/28.46  																																																					| Combining equations (455,662) yields a new equation:
% 63.48/28.46  																																																					| (617) e2 = e1
% 63.48/28.46  																																																					|
% 63.48/28.46  																																																					| Combining equations (676,662) yields a new equation:
% 63.48/28.46  																																																					| (330) e2 = e0
% 63.48/28.46  																																																					|
% 63.48/28.46  																																																					| Combining equations (617,330) yields a new equation:
% 63.48/28.46  																																																					| (546) e1 = e0
% 63.48/28.46  																																																					|
% 63.48/28.46  																																																					| Simplifying 546 yields:
% 63.48/28.46  																																																					| (431) e1 = e0
% 63.48/28.46  																																																					|
% 63.48/28.46  																																																					| Equations (431) can reduce 233 to:
% 63.48/28.46  																																																					| (266) $false
% 63.48/28.46  																																																					|
% 63.48/28.46  																																																					|-The branch is then unsatisfiable
% 63.48/28.46  																																																				|-Branch two:
% 63.48/28.46  																																																				| (724)  ~ (unit = e4)
% 63.48/28.46  																																																				| (725) unit = e3 | unit = e1 | unit = e0
% 63.48/28.46  																																																				|
% 63.48/28.46  																																																					+-Applying beta-rule and splitting (725), into two cases.
% 63.48/28.46  																																																					|-Branch one:
% 63.48/28.46  																																																					| (726) unit = e0
% 63.48/28.46  																																																					|
% 63.48/28.46  																																																						| From (726) and (227) follows:
% 63.48/28.46  																																																						| (3205) op(e4, e0) = e4
% 63.48/28.46  																																																						|
% 63.48/28.46  																																																						| From (726) and (32) follows:
% 63.48/28.46  																																																						| (727) op(e2, e0) = e2
% 63.48/28.46  																																																						|
% 63.48/28.46  																																																						| From (726) and (28) follows:
% 63.48/28.46  																																																						| (2698) op(e1, e0) = e1
% 63.48/28.46  																																																						|
% 63.48/28.46  																																																						| Instantiating formula (29) with e4, e0, e4, e2 and discharging atoms op(e4, e0) = e4, op(e4, e0) = e2, yields:
% 63.48/28.46  																																																						| (323) e4 = e2
% 63.48/28.46  																																																						|
% 63.48/28.46  																																																						| Instantiating formula (29) with e2, e0, e2, e0 and discharging atoms op(e2, e0) = e2, op(e2, e0) = e0, yields:
% 63.48/28.46  																																																						| (330) e2 = e0
% 63.48/28.46  																																																						|
% 63.48/28.46  																																																						| Instantiating formula (29) with e1, e0, e1, e4 and discharging atoms op(e1, e0) = e4, op(e1, e0) = e1, yields:
% 63.48/28.46  																																																						| (630) e4 = e1
% 63.48/28.46  																																																						|
% 63.48/28.46  																																																						| Combining equations (630,323) yields a new equation:
% 63.48/28.46  																																																						| (617) e2 = e1
% 63.48/28.46  																																																						|
% 63.48/28.46  																																																						| Combining equations (617,330) yields a new equation:
% 63.48/28.46  																																																						| (546) e1 = e0
% 63.48/28.46  																																																						|
% 63.48/28.46  																																																						| Simplifying 546 yields:
% 63.48/28.46  																																																						| (431) e1 = e0
% 63.48/28.46  																																																						|
% 63.48/28.46  																																																						| Equations (431) can reduce 233 to:
% 63.48/28.46  																																																						| (266) $false
% 63.48/28.46  																																																						|
% 63.48/28.46  																																																						|-The branch is then unsatisfiable
% 63.48/28.46  																																																					|-Branch two:
% 63.48/28.46  																																																					| (734)  ~ (unit = e0)
% 63.48/28.46  																																																					| (735) unit = e3 | unit = e1
% 63.48/28.46  																																																					|
% 63.48/28.46  																																																						+-Applying beta-rule and splitting (735), into two cases.
% 63.48/28.46  																																																						|-Branch one:
% 63.48/28.46  																																																						| (736) unit = e1
% 63.48/28.46  																																																						|
% 63.48/28.46  																																																							| Equations (736) can reduce 734 to:
% 63.48/28.46  																																																							| (233)  ~ (e1 = e0)
% 63.48/28.46  																																																							|
% 63.48/28.46  																																																							| From (736) and (24) follows:
% 63.48/28.46  																																																							| (1934) op(e1, e3) = e3
% 63.48/28.46  																																																							|
% 63.48/28.46  																																																							| From (736) and (15) follows:
% 63.48/28.46  																																																							| (515) op(e1, e2) = e2
% 63.48/28.46  																																																							|
% 63.48/28.46  																																																							| From (736) and (209) follows:
% 63.48/28.46  																																																							| (2715) op(e1, e0) = e0
% 63.48/28.46  																																																							|
% 63.48/28.46  																																																							| From (736) and (227) follows:
% 63.48/28.46  																																																							| (739) op(e4, e1) = e4
% 63.48/28.46  																																																							|
% 63.48/28.46  																																																							| Instantiating formula (29) with e4, e1, e4, e3 and discharging atoms op(e4, e1) = e4, op(e4, e1) = e3, yields:
% 63.48/28.46  																																																							| (425) e4 = e3
% 63.48/28.46  																																																							|
% 63.48/28.46  																																																							| Instantiating formula (29) with e1, e3, e3, e1 and discharging atoms op(e1, e3) = e3, op(e1, e3) = e1, yields:
% 63.48/28.46  																																																							| (455) e3 = e1
% 63.48/28.46  																																																							|
% 63.48/28.46  																																																							| Instantiating formula (29) with e1, e2, e2, e3 and discharging atoms op(e1, e2) = e3, op(e1, e2) = e2, yields:
% 63.48/28.46  																																																							| (662) e3 = e2
% 63.48/28.46  																																																							|
% 63.48/28.46  																																																							| Instantiating formula (29) with e1, e0, e0, e4 and discharging atoms op(e1, e0) = e4, op(e1, e0) = e0, yields:
% 63.48/28.46  																																																							| (397) e4 = e0
% 63.48/28.46  																																																							|
% 63.48/28.46  																																																							| Combining equations (425,397) yields a new equation:
% 63.48/28.46  																																																							| (675) e3 = e0
% 63.48/28.46  																																																							|
% 63.48/28.46  																																																							| Simplifying 675 yields:
% 63.48/28.46  																																																							| (676) e3 = e0
% 63.48/28.46  																																																							|
% 63.48/28.46  																																																							| Combining equations (676,662) yields a new equation:
% 63.48/28.46  																																																							| (330) e2 = e0
% 63.48/28.46  																																																							|
% 63.48/28.46  																																																							| Combining equations (455,662) yields a new equation:
% 63.48/28.46  																																																							| (617) e2 = e1
% 63.48/28.46  																																																							|
% 63.48/28.46  																																																							| Combining equations (330,617) yields a new equation:
% 63.48/28.46  																																																							| (431) e1 = e0
% 63.48/28.46  																																																							|
% 63.48/28.46  																																																							| Equations (431) can reduce 233 to:
% 63.48/28.46  																																																							| (266) $false
% 63.48/28.46  																																																							|
% 63.48/28.46  																																																							|-The branch is then unsatisfiable
% 63.48/28.46  																																																						|-Branch two:
% 63.48/28.46  																																																						| (748)  ~ (unit = e1)
% 63.48/28.46  																																																						| (749) unit = e3
% 63.48/28.46  																																																						|
% 63.48/28.46  																																																							| From (749) and (244) follows:
% 63.48/28.46  																																																							| (750) op(e3, e4) = e4
% 63.48/28.46  																																																							|
% 63.48/28.46  																																																							| From (749) and (40) follows:
% 63.48/28.46  																																																							| (3715) op(e3, e3) = e3
% 63.48/28.46  																																																							|
% 63.48/28.46  																																																							| From (749) and (42) follows:
% 63.48/28.46  																																																							| (752) op(e0, e3) = e0
% 63.48/28.46  																																																							|
% 63.48/28.46  																																																							| Instantiating formula (29) with e3, e4, e4, e2 and discharging atoms op(e3, e4) = e4, op(e3, e4) = e2, yields:
% 63.48/28.46  																																																							| (323) e4 = e2
% 63.48/28.46  																																																							|
% 63.48/28.46  																																																							| Instantiating formula (29) with e3, e3, e3, e4 and discharging atoms op(e3, e3) = e4, op(e3, e3) = e3, yields:
% 63.48/28.46  																																																							| (425) e4 = e3
% 63.48/28.46  																																																							|
% 63.48/28.46  																																																							| Instantiating formula (29) with e0, e3, e0, e3 and discharging atoms op(e0, e3) = e3, op(e0, e3) = e0, yields:
% 63.48/28.46  																																																							| (676) e3 = e0
% 63.48/28.46  																																																							|
% 63.48/28.46  																																																							| Combining equations (425,323) yields a new equation:
% 63.48/28.46  																																																							| (661) e3 = e2
% 63.48/28.46  																																																							|
% 63.48/28.46  																																																							| Simplifying 661 yields:
% 63.48/28.46  																																																							| (662) e3 = e2
% 63.48/28.46  																																																							|
% 63.48/28.46  																																																							| Combining equations (662,676) yields a new equation:
% 63.48/28.46  																																																							| (391) e2 = e0
% 63.48/28.46  																																																							|
% 63.48/28.46  																																																							| Simplifying 391 yields:
% 63.48/28.46  																																																							| (330) e2 = e0
% 63.48/28.46  																																																							|
% 63.48/28.46  																																																							| Equations (330) can reduce 128 to:
% 63.48/28.46  																																																							| (266) $false
% 63.48/28.46  																																																							|
% 63.48/28.46  																																																							|-The branch is then unsatisfiable
% 63.48/28.46  																																																|-Branch two:
% 63.48/28.46  																																																| (487)  ~ (all_0_49_49 = e0)
% 63.48/28.46  																																																| (914) all_0_58_58 = e0
% 63.48/28.46  																																																|
% 63.48/28.46  																																																	| Equations (914) can reduce 491 to:
% 63.48/28.46  																																																	| (266) $false
% 63.48/28.46  																																																	|
% 63.48/28.46  																																																	|-The branch is then unsatisfiable
% 63.48/28.46  																																										|-Branch two:
% 63.48/28.46  																																										| (364)  ~ (all_0_57_57 = e0)
% 63.48/28.46  																																										| (647) all_0_57_57 = e1
% 63.48/28.46  																																										|
% 63.48/28.46  																																											| Equations (647) can reduce 1670 to:
% 63.48/28.46  																																											| (266) $false
% 63.48/28.46  																																											|
% 63.48/28.46  																																											|-The branch is then unsatisfiable
% 63.48/28.46  																																					|-Branch two:
% 63.48/28.46  																																					| (759)  ~ (all_0_50_50 = e1)
% 63.48/28.46  																																					| (415) all_0_50_50 = e3
% 63.48/28.46  																																					|
% 63.48/28.46  																																						| Equations (415) can reduce 411 to:
% 63.48/28.46  																																						| (266) $false
% 63.48/28.46  																																						|
% 63.48/28.46  																																						|-The branch is then unsatisfiable
% 63.48/28.46  																														|-Branch two:
% 63.48/28.46  																														| (440)  ~ (all_0_41_41 = e4)
% 63.48/28.46  																														| (441) all_0_42_42 = e4 | all_0_43_43 = e4 | all_0_44_44 = e4
% 63.48/28.46  																														|
% 63.48/28.46  																															+-Applying beta-rule and splitting (6374), into two cases.
% 63.48/28.46  																															|-Branch one:
% 63.48/28.46  																															| (356) all_0_43_43 = e0
% 63.48/28.46  																															|
% 63.48/28.46  																																| Equations (356) can reduce 5470 to:
% 63.48/28.46  																																| (266) $false
% 63.48/28.46  																																|
% 63.48/28.46  																																|-The branch is then unsatisfiable
% 63.48/28.46  																															|-Branch two:
% 63.48/28.46  																															| (5470)  ~ (all_0_43_43 = e0)
% 63.48/28.46  																															| (430) all_0_43_43 = e1
% 63.48/28.46  																															|
% 63.48/28.46  																																| Equations (430) can reduce 31 to:
% 63.48/28.46  																																| (457)  ~ (all_0_41_41 = e1)
% 63.48/28.46  																																|
% 63.48/28.46  																																| Equations (430) can reduce 99 to:
% 63.48/28.46  																																| (467)  ~ (e3 = e1)
% 63.48/28.46  																																|
% 63.48/28.46  																																| Simplifying 467 yields:
% 63.48/28.46  																																| (213)  ~ (e3 = e1)
% 63.48/28.46  																																|
% 63.48/28.46  																																| Equations (430) can reduce 96 to:
% 63.48/28.46  																																| (604)  ~ (e2 = e1)
% 63.48/28.46  																																|
% 63.48/28.46  																																| Simplifying 604 yields:
% 63.48/28.46  																																| (122)  ~ (e2 = e1)
% 63.48/28.46  																																|
% 63.48/28.46  																																+-Applying beta-rule and splitting (18), into two cases.
% 63.48/28.46  																																|-Branch one:
% 63.48/28.46  																																| (453) all_0_41_41 = e1
% 63.48/28.46  																																|
% 63.48/28.46  																																	| Equations (453) can reduce 457 to:
% 63.48/28.46  																																	| (266) $false
% 63.48/28.46  																																	|
% 63.48/28.46  																																	|-The branch is then unsatisfiable
% 63.48/28.46  																																|-Branch two:
% 63.48/28.46  																																| (457)  ~ (all_0_41_41 = e1)
% 63.48/28.46  																																| (595) all_0_46_46 = e1 | all_0_50_50 = e1 | all_0_55_55 = e1
% 63.48/28.46  																																|
% 63.48/28.46  																																	+-Applying beta-rule and splitting (27), into two cases.
% 63.48/28.46  																																	|-Branch one:
% 63.48/28.46  																																	| (437) all_0_41_41 = e4
% 63.48/28.46  																																	|
% 63.48/28.46  																																		| Equations (437) can reduce 440 to:
% 63.48/28.46  																																		| (266) $false
% 63.48/28.46  																																		|
% 63.48/28.46  																																		|-The branch is then unsatisfiable
% 63.48/28.46  																																	|-Branch two:
% 63.48/28.46  																																	| (440)  ~ (all_0_41_41 = e4)
% 63.48/28.46  																																	| (4049) all_0_41_41 = e3 | all_0_41_41 = e1 | all_0_41_41 = e0
% 63.48/28.46  																																	|
% 63.48/28.46  																																		+-Applying beta-rule and splitting (216), into two cases.
% 63.48/28.46  																																		|-Branch one:
% 63.48/28.46  																																		| (629) all_0_55_55 = e1
% 63.48/28.46  																																		|
% 63.48/28.46  																																			| Combining equations (2336,629) yields a new equation:
% 63.48/28.46  																																			| (454) e3 = e1
% 63.48/28.46  																																			|
% 63.48/28.46  																																			| Simplifying 454 yields:
% 63.48/28.46  																																			| (455) e3 = e1
% 63.48/28.46  																																			|
% 63.48/28.46  																																			| Equations (455) can reduce 213 to:
% 63.48/28.46  																																			| (266) $false
% 63.48/28.46  																																			|
% 63.48/28.46  																																			|-The branch is then unsatisfiable
% 63.48/28.46  																																		|-Branch two:
% 63.48/28.46  																																		| (632)  ~ (all_0_55_55 = e1)
% 63.48/28.46  																																		| (633) all_0_56_56 = e1 | all_0_57_57 = e1 | all_0_58_58 = e1
% 63.48/28.46  																																		|
% 63.48/28.46  																																			| Equations (2336) can reduce 632 to:
% 63.48/28.46  																																			| (213)  ~ (e3 = e1)
% 63.48/28.46  																																			|
% 63.48/28.46  																																			+-Applying beta-rule and splitting (633), into two cases.
% 63.48/28.46  																																			|-Branch one:
% 63.48/28.46  																																			| (1569) all_0_56_56 = e1
% 63.48/28.46  																																			|
% 63.48/28.46  																																				| Combining equations (833,1569) yields a new equation:
% 63.48/28.46  																																				| (616) e2 = e1
% 63.48/28.46  																																				|
% 63.48/28.46  																																				| Simplifying 616 yields:
% 63.48/28.46  																																				| (617) e2 = e1
% 63.48/28.46  																																				|
% 63.48/28.46  																																				| Equations (617) can reduce 122 to:
% 63.48/28.46  																																				| (266) $false
% 63.48/28.46  																																				|
% 63.48/28.46  																																				|-The branch is then unsatisfiable
% 63.48/28.46  																																			|-Branch two:
% 63.48/28.46  																																			| (466)  ~ (all_0_56_56 = e1)
% 63.48/28.46  																																			| (1574) all_0_57_57 = e1 | all_0_58_58 = e1
% 63.48/28.46  																																			|
% 63.48/28.46  																																				| Equations (833) can reduce 466 to:
% 63.48/28.46  																																				| (122)  ~ (e2 = e1)
% 63.48/28.46  																																				|
% 63.48/28.46  																																				+-Applying beta-rule and splitting (595), into two cases.
% 63.48/28.46  																																				|-Branch one:
% 63.48/28.46  																																				| (545) all_0_46_46 = e1
% 63.48/28.46  																																				|
% 63.48/28.46  																																					| Combining equations (1794,545) yields a new equation:
% 63.48/28.46  																																					| (616) e2 = e1
% 63.48/28.46  																																					|
% 63.48/28.46  																																					| Simplifying 616 yields:
% 63.48/28.46  																																					| (617) e2 = e1
% 63.48/28.46  																																					|
% 63.48/28.46  																																					| Equations (617) can reduce 122 to:
% 63.48/28.46  																																					| (266) $false
% 63.48/28.46  																																					|
% 63.48/28.46  																																					|-The branch is then unsatisfiable
% 63.48/28.46  																																				|-Branch two:
% 63.48/28.46  																																				| (549)  ~ (all_0_46_46 = e1)
% 63.48/28.46  																																				| (600) all_0_50_50 = e1 | all_0_55_55 = e1
% 63.48/28.46  																																				|
% 63.48/28.46  																																					+-Applying beta-rule and splitting (600), into two cases.
% 63.48/28.46  																																					|-Branch one:
% 63.48/28.46  																																					| (601) all_0_50_50 = e1
% 63.48/28.46  																																					|
% 63.48/28.46  																																						| Equations (601) can reduce 221 to:
% 63.48/28.46  																																						| (457)  ~ (all_0_41_41 = e1)
% 63.48/28.46  																																						|
% 63.48/28.46  																																						+-Applying beta-rule and splitting (4049), into two cases.
% 63.48/28.46  																																						|-Branch one:
% 63.48/28.46  																																						| (794) all_0_41_41 = e0
% 63.48/28.46  																																						|
% 63.48/28.46  																																							| Equations (794) can reduce 357 to:
% 63.48/28.46  																																							| (266) $false
% 63.48/28.46  																																							|
% 63.48/28.46  																																							|-The branch is then unsatisfiable
% 63.48/28.46  																																						|-Branch two:
% 63.48/28.46  																																						| (357)  ~ (all_0_41_41 = e0)
% 63.48/28.46  																																						| (4053) all_0_41_41 = e3 | all_0_41_41 = e1
% 63.48/28.46  																																						|
% 63.48/28.46  																																							+-Applying beta-rule and splitting (4053), into two cases.
% 63.48/28.46  																																							|-Branch one:
% 63.48/28.46  																																							| (453) all_0_41_41 = e1
% 63.48/28.46  																																							|
% 63.48/28.46  																																								| Equations (453) can reduce 457 to:
% 63.48/28.46  																																								| (266) $false
% 63.48/28.46  																																								|
% 63.48/28.46  																																								|-The branch is then unsatisfiable
% 63.48/28.46  																																							|-Branch two:
% 63.48/28.46  																																							| (457)  ~ (all_0_41_41 = e1)
% 63.48/28.46  																																							| (403) all_0_41_41 = e3
% 63.48/28.46  																																							|
% 63.48/28.46  																																								| Equations (403) can reduce 1898 to:
% 63.48/28.46  																																								| (266) $false
% 63.48/28.46  																																								|
% 63.48/28.46  																																								|-The branch is then unsatisfiable
% 63.48/28.46  																																					|-Branch two:
% 63.48/28.46  																																					| (759)  ~ (all_0_50_50 = e1)
% 63.48/28.46  																																					| (629) all_0_55_55 = e1
% 63.48/28.46  																																					|
% 63.48/28.46  																																						| Combining equations (2336,629) yields a new equation:
% 63.48/28.46  																																						| (454) e3 = e1
% 63.48/28.46  																																						|
% 63.48/28.46  																																						| Simplifying 454 yields:
% 63.48/28.46  																																						| (455) e3 = e1
% 63.48/28.46  																																						|
% 63.48/28.46  																																						| Equations (455) can reduce 213 to:
% 63.48/28.46  																																						| (266) $false
% 63.48/28.46  																																						|
% 63.48/28.46  																																						|-The branch is then unsatisfiable
% 63.48/28.46  																						|-Branch two:
% 63.48/28.46  																						| (358)  ~ (all_0_42_42 = e0)
% 63.48/28.46  																						| (563) all_0_47_47 = e0 | all_0_56_56 = e0
% 63.48/28.46  																						|
% 63.48/28.46  																							+-Applying beta-rule and splitting (563), into two cases.
% 63.48/28.46  																							|-Branch one:
% 63.48/28.46  																							| (674) all_0_47_47 = e0
% 63.48/28.46  																							|
% 63.48/28.46  																								| Combining equations (654,674) yields a new equation:
% 63.48/28.46  																								| (546) e1 = e0
% 63.48/28.46  																								|
% 63.48/28.46  																								| Simplifying 546 yields:
% 63.48/28.46  																								| (431) e1 = e0
% 63.48/28.46  																								|
% 63.48/28.47  																								| Equations (431) can reduce 233 to:
% 63.48/28.47  																								| (266) $false
% 63.48/28.47  																								|
% 63.48/28.47  																								|-The branch is then unsatisfiable
% 63.48/28.47  																							|-Branch two:
% 63.48/28.47  																							| (678)  ~ (all_0_47_47 = e0)
% 63.48/28.47  																							| (679) all_0_56_56 = e0
% 63.48/28.47  																							|
% 63.48/28.47  																								| Combining equations (679,833) yields a new equation:
% 63.48/28.47  																								| (330) e2 = e0
% 63.48/28.47  																								|
% 63.48/28.47  																								| Equations (330) can reduce 128 to:
% 63.48/28.47  																								| (266) $false
% 63.48/28.47  																								|
% 63.48/28.47  																								|-The branch is then unsatisfiable
% 63.48/28.47  																|-Branch two:
% 63.48/28.47  																| (819) all_0_47_47 = e0 & all_0_58_58 = e2 &  ~ (all_0_49_49 = e2)
% 63.48/28.47  																|
% 63.48/28.47  																	| Applying alpha-rule on (819) yields:
% 63.48/28.47  																	| (674) all_0_47_47 = e0
% 63.48/28.47  																	| (624) all_0_58_58 = e2
% 63.48/28.47  																	| (340)  ~ (all_0_49_49 = e2)
% 63.48/28.47  																	|
% 63.48/28.47  																	| Equations (624) can reduce 908 to:
% 63.48/28.47  																	| (266) $false
% 63.48/28.47  																	|
% 63.48/28.47  																	|-The branch is then unsatisfiable
% 63.48/28.47  															|-Branch two:
% 63.48/28.47  															| (825) all_0_47_47 = e0 & all_0_58_58 = e2 &  ~ (all_0_56_56 = e0)
% 63.48/28.47  															|
% 63.48/28.47  																| Applying alpha-rule on (825) yields:
% 63.48/28.47  																| (674) all_0_47_47 = e0
% 63.48/28.47  																| (624) all_0_58_58 = e2
% 63.48/28.47  																| (828)  ~ (all_0_56_56 = e0)
% 63.48/28.47  																|
% 63.48/28.47  																| Equations (624) can reduce 908 to:
% 63.48/28.47  																| (266) $false
% 63.48/28.47  																|
% 63.48/28.47  																|-The branch is then unsatisfiable
% 63.48/28.47  											|-Branch two:
% 63.48/28.47  											| (342)  ~ (all_0_52_52 = e2)
% 63.48/28.47  											| (355) all_0_52_52 = e4 | all_0_52_52 = e1
% 63.48/28.47  											|
% 63.48/28.47  												+-Applying beta-rule and splitting (95), into two cases.
% 63.48/28.47  												|-Branch one:
% 63.48/28.47  												| (378) all_0_50_50 = e2
% 63.48/28.47  												|
% 63.48/28.47  													| Equations (378) can reduce 302 to:
% 63.48/28.47  													| (266) $false
% 63.48/28.47  													|
% 63.48/28.47  													|-The branch is then unsatisfiable
% 63.48/28.47  												|-Branch two:
% 63.48/28.47  												| (302)  ~ (all_0_50_50 = e2)
% 63.48/28.47  												| (381) all_0_51_51 = e2 | all_0_52_52 = e2 | all_0_53_53 = e2
% 63.48/28.47  												|
% 63.48/28.47  													+-Applying beta-rule and splitting (163), into two cases.
% 63.48/28.47  													|-Branch one:
% 63.48/28.47  													| (565) all_0_52_52 = e4
% 63.48/28.47  													|
% 63.48/28.47  														| Equations (565) can reduce 202 to:
% 63.48/28.47  														| (254)  ~ (all_0_48_48 = e4)
% 63.48/28.47  														|
% 63.48/28.47  														| Equations (565) can reduce 101 to:
% 63.48/28.47  														| (566)  ~ (all_0_50_50 = e4)
% 63.48/28.47  														|
% 63.48/28.47  														| Equations (565) can reduce 11 to:
% 63.48/28.47  														| (838)  ~ (all_0_57_57 = e4)
% 63.48/28.47  														|
% 63.48/28.47  														| Simplifying 838 yields:
% 63.48/28.47  														| (839)  ~ (all_0_57_57 = e4)
% 63.48/28.47  														|
% 63.48/28.47  														| Equations (565) can reduce 166 to:
% 63.48/28.47  														| (188)  ~ (e4 = e3)
% 63.48/28.47  														|
% 63.48/28.47  														| Equations (565) can reduce 342 to:
% 63.48/28.47  														| (48)  ~ (e4 = e2)
% 63.48/28.47  														|
% 63.48/28.47  														| Equations (565) can reduce 72 to:
% 63.48/28.47  														| (49)  ~ (e4 = e0)
% 63.48/28.47  														|
% 63.48/28.47  														+-Applying beta-rule and splitting (381), into two cases.
% 63.48/28.47  														|-Branch one:
% 63.48/28.47  														| (504) all_0_51_51 = e2
% 63.48/28.47  														|
% 63.48/28.47  															| Equations (504) can reduce 61 to:
% 63.48/28.47  															| (51)  ~ (all_0_42_42 = e2)
% 63.48/28.47  															|
% 63.48/28.47  															| Equations (504) can reduce 224 to:
% 63.48/28.47  															| (338)  ~ (all_0_47_47 = e2)
% 63.48/28.47  															|
% 63.48/28.47  															| Equations (504) can reduce 59 to:
% 63.48/28.47  															| (302)  ~ (all_0_50_50 = e2)
% 63.48/28.47  															|
% 63.48/28.47  															| Equations (504) can reduce 16 to:
% 63.48/28.47  															| (510)  ~ (all_0_56_56 = e2)
% 63.48/28.47  															|
% 63.48/28.47  															| Simplifying 510 yields:
% 63.48/28.47  															| (511)  ~ (all_0_56_56 = e2)
% 63.48/28.47  															|
% 63.48/28.47  															| Equations (504) can reduce 115 to:
% 63.48/28.47  															| (128)  ~ (e2 = e0)
% 63.48/28.47  															|
% 63.48/28.47  															| From (504) and (186) follows:
% 63.48/28.47  															| (515) op(e1, e2) = e2
% 63.48/28.47  															|
% 63.48/28.47  															+-Applying beta-rule and splitting (222), into two cases.
% 63.48/28.47  															|-Branch one:
% 63.48/28.47  															| (386) all_0_55_55 = e2
% 63.48/28.47  															|
% 63.48/28.47  																| Equations (386) can reduce 304 to:
% 63.48/28.47  																| (266) $false
% 63.48/28.47  																|
% 63.48/28.47  																|-The branch is then unsatisfiable
% 63.48/28.47  															|-Branch two:
% 63.48/28.47  															| (304)  ~ (all_0_55_55 = e2)
% 63.48/28.47  															| (389) all_0_56_56 = e2 | all_0_57_57 = e2 | all_0_58_58 = e2
% 63.48/28.47  															|
% 63.48/28.47  																+-Applying beta-rule and splitting (389), into two cases.
% 63.48/28.47  																|-Branch one:
% 63.48/28.47  																| (833) all_0_56_56 = e2
% 63.48/28.47  																|
% 63.48/28.47  																	| Equations (833) can reduce 511 to:
% 63.48/28.47  																	| (266) $false
% 63.48/28.47  																	|
% 63.48/28.47  																	|-The branch is then unsatisfiable
% 63.48/28.47  																|-Branch two:
% 63.48/28.47  																| (511)  ~ (all_0_56_56 = e2)
% 63.48/28.47  																| (1709) all_0_57_57 = e2 | all_0_58_58 = e2
% 63.48/28.47  																|
% 63.48/28.47  																	+-Applying beta-rule and splitting (1709), into two cases.
% 63.48/28.47  																	|-Branch one:
% 63.48/28.47  																	| (442) all_0_57_57 = e2
% 63.48/28.47  																	|
% 63.48/28.47  																		| Equations (442) can reduce 199 to:
% 63.48/28.47  																		| (96)  ~ (all_0_43_43 = e2)
% 63.48/28.47  																		|
% 63.48/28.47  																		| Equations (442) can reduce 239 to:
% 63.48/28.47  																		| (810)  ~ (all_0_48_48 = e2)
% 63.48/28.47  																		|
% 63.48/28.47  																		| Equations (442) can reduce 81 to:
% 63.48/28.47  																		| (304)  ~ (all_0_55_55 = e2)
% 63.48/28.47  																		|
% 63.48/28.47  																		| Equations (442) can reduce 140 to:
% 63.48/28.47  																		| (511)  ~ (all_0_56_56 = e2)
% 63.48/28.47  																		|
% 63.48/28.47  																		| Equations (442) can reduce 148 to:
% 63.48/28.47  																		| (1186)  ~ (all_0_58_58 = e2)
% 63.48/28.47  																		|
% 63.48/28.47  																		| Simplifying 1186 yields:
% 63.48/28.47  																		| (908)  ~ (all_0_58_58 = e2)
% 63.48/28.47  																		|
% 63.48/28.47  																		| Equations (442) can reduce 839 to:
% 63.48/28.47  																		| (327)  ~ (e4 = e2)
% 63.48/28.47  																		|
% 63.48/28.47  																		| Simplifying 327 yields:
% 63.48/28.47  																		| (48)  ~ (e4 = e2)
% 63.48/28.47  																		|
% 63.48/28.47  																		| Equations (442) can reduce 67 to:
% 63.48/28.47  																		| (626)  ~ (e3 = e2)
% 63.48/28.47  																		|
% 63.48/28.47  																		| Simplifying 626 yields:
% 63.48/28.47  																		| (212)  ~ (e3 = e2)
% 63.48/28.47  																		|
% 63.48/28.47  																		| From (442) and (83) follows:
% 63.48/28.47  																		| (16562) op(e0, e1) = e2
% 63.48/28.47  																		|
% 63.48/28.47  																		+-Applying beta-rule and splitting (206), into two cases.
% 63.48/28.47  																		|-Branch one:
% 63.48/28.47  																		| (248) all_0_45_45 = e4
% 63.48/28.47  																		|
% 63.48/28.47  																			| Combining equations (248,423) yields a new equation:
% 63.48/28.47  																			| (424) e4 = e3
% 63.48/28.47  																			|
% 63.48/28.47  																			| Simplifying 424 yields:
% 63.48/28.47  																			| (425) e4 = e3
% 63.48/28.47  																			|
% 63.48/28.47  																			| Equations (425) can reduce 188 to:
% 63.48/28.47  																			| (266) $false
% 63.48/28.47  																			|
% 63.48/28.47  																			|-The branch is then unsatisfiable
% 63.48/28.47  																		|-Branch two:
% 63.48/28.47  																		| (60416)  ~ (all_0_45_45 = e4)
% 63.48/28.47  																		| (61457) all_0_46_46 = e4 | all_0_47_47 = e4 | all_0_48_48 = e4 | all_0_49_49 = e4
% 63.48/28.47  																		|
% 63.48/28.47  																			+-Applying beta-rule and splitting (61457), into two cases.
% 63.48/28.47  																			|-Branch one:
% 63.48/28.47  																			| (770) all_0_46_46 = e4
% 63.48/28.47  																			|
% 63.48/28.47  																				| Combining equations (1794,770) yields a new equation:
% 63.48/28.47  																				| (323) e4 = e2
% 63.48/28.47  																				|
% 63.48/28.47  																				| Equations (323) can reduce 48 to:
% 63.48/28.47  																				| (266) $false
% 63.48/28.47  																				|
% 63.48/28.47  																				|-The branch is then unsatisfiable
% 63.48/28.47  																			|-Branch two:
% 63.48/28.47  																			| (250)  ~ (all_0_46_46 = e4)
% 63.48/28.47  																			| (61466) all_0_47_47 = e4 | all_0_48_48 = e4 | all_0_49_49 = e4
% 63.48/28.47  																			|
% 63.48/28.47  																				| Equations (1794) can reduce 250 to:
% 63.48/28.47  																				| (327)  ~ (e4 = e2)
% 63.48/28.47  																				|
% 63.48/28.47  																				| Simplifying 327 yields:
% 63.48/28.47  																				| (48)  ~ (e4 = e2)
% 63.48/28.47  																				|
% 63.48/28.47  																				+-Applying beta-rule and splitting (62), into two cases.
% 63.48/28.47  																				|-Branch one:
% 63.48/28.47  																				| (321) all_0_38_38 = e4
% 63.48/28.47  																				|
% 63.48/28.47  																					| Combining equations (321,329) yields a new equation:
% 63.48/28.47  																					| (481) e4 = e0
% 63.48/28.47  																					|
% 63.48/28.47  																					| Simplifying 481 yields:
% 63.48/28.47  																					| (397) e4 = e0
% 63.48/28.47  																					|
% 63.48/28.47  																					| Equations (397) can reduce 49 to:
% 63.48/28.47  																					| (266) $false
% 63.48/28.47  																					|
% 63.48/28.47  																					|-The branch is then unsatisfiable
% 63.48/28.47  																				|-Branch two:
% 63.48/28.47  																				| (325)  ~ (all_0_38_38 = e4)
% 63.48/28.47  																				| (582) all_0_41_41 = e4 | all_0_46_46 = e4 | all_0_50_50 = e4 | all_0_55_55 = e4
% 63.48/28.47  																				|
% 63.48/28.47  																					+-Applying beta-rule and splitting (61466), into two cases.
% 63.48/28.47  																					|-Branch one:
% 63.48/28.47  																					| (1790) all_0_47_47 = e4
% 63.48/28.47  																					|
% 63.48/28.47  																						| Equations (1790) can reduce 252 to:
% 63.48/28.47  																						| (266) $false
% 63.48/28.47  																						|
% 63.48/28.47  																						|-The branch is then unsatisfiable
% 63.48/28.47  																					|-Branch two:
% 63.48/28.47  																					| (252)  ~ (all_0_47_47 = e4)
% 63.48/28.48  																					| (61479) all_0_48_48 = e4 | all_0_49_49 = e4
% 63.48/28.48  																					|
% 63.48/28.48  																						+-Applying beta-rule and splitting (582), into two cases.
% 63.48/28.48  																						|-Branch one:
% 63.48/28.48  																						| (437) all_0_41_41 = e4
% 63.48/28.48  																						|
% 63.48/28.48  																							| Equations (437) can reduce 214 to:
% 63.48/28.48  																							| (1901)  ~ (all_0_42_42 = e4)
% 63.48/28.48  																							|
% 63.48/28.48  																							| Simplifying 1901 yields:
% 63.48/28.48  																							| (1890)  ~ (all_0_42_42 = e4)
% 63.48/28.48  																							|
% 63.48/28.48  																							| Equations (437) can reduce 31 to:
% 63.48/28.48  																							| (47779)  ~ (all_0_43_43 = e4)
% 63.48/28.48  																							|
% 63.48/28.48  																							| Simplifying 47779 yields:
% 63.48/28.48  																							| (399)  ~ (all_0_43_43 = e4)
% 63.48/28.48  																							|
% 63.48/28.48  																							| Equations (437) can reduce 221 to:
% 63.48/28.48  																							| (1907)  ~ (all_0_50_50 = e4)
% 63.48/28.48  																							|
% 63.48/28.48  																							| Simplifying 1907 yields:
% 63.48/28.48  																							| (566)  ~ (all_0_50_50 = e4)
% 63.48/28.48  																							|
% 63.48/28.48  																							| Equations (437) can reduce 191 to:
% 63.48/28.48  																							| (1909)  ~ (all_0_55_55 = e4)
% 63.48/28.48  																							|
% 63.48/28.48  																							| Simplifying 1909 yields:
% 63.48/28.48  																							| (763)  ~ (all_0_55_55 = e4)
% 63.48/28.48  																							|
% 63.48/28.48  																							| From (437) and (219) follows:
% 63.48/28.48  																							| (1913) op(e3, e3) = e4
% 63.48/28.48  																							|
% 63.48/28.48  																							+-Applying beta-rule and splitting (61479), into two cases.
% 63.48/28.48  																							|-Branch one:
% 63.48/28.48  																							| (943) all_0_48_48 = e4
% 63.48/28.48  																							|
% 63.48/28.48  																								| Equations (943) can reduce 254 to:
% 63.48/28.48  																								| (266) $false
% 63.48/28.48  																								|
% 63.48/28.48  																								|-The branch is then unsatisfiable
% 63.48/28.48  																							|-Branch two:
% 63.48/28.48  																							| (254)  ~ (all_0_48_48 = e4)
% 63.48/28.48  																							| (974) all_0_49_49 = e4
% 63.48/28.48  																							|
% 63.48/28.48  																								| Equations (974) can reduce 9 to:
% 63.48/28.48  																								| (1390)  ~ (all_0_44_44 = e4)
% 63.48/28.48  																								|
% 63.48/28.48  																								| Equations (974) can reduce 86 to:
% 63.48/28.48  																								| (252)  ~ (all_0_47_47 = e4)
% 63.48/28.48  																								|
% 63.48/28.48  																								| Equations (974) can reduce 185 to:
% 63.48/28.48  																								| (254)  ~ (all_0_48_48 = e4)
% 63.48/28.48  																								|
% 63.48/28.48  																								| Equations (974) can reduce 65 to:
% 63.48/28.48  																								| (1452)  ~ (all_0_53_53 = e4)
% 63.48/28.48  																								|
% 63.48/28.48  																								| Simplifying 1452 yields:
% 63.48/28.48  																								| (1453)  ~ (all_0_53_53 = e4)
% 63.48/28.48  																								|
% 63.48/28.48  																								| Equations (974) can reduce 119 to:
% 63.48/28.48  																								| (450)  ~ (all_0_58_58 = e4)
% 63.48/28.48  																								|
% 63.48/28.48  																								| Simplifying 450 yields:
% 63.48/28.48  																								| (451)  ~ (all_0_58_58 = e4)
% 63.48/28.48  																								|
% 63.48/28.48  																								| From (974) and (55) follows:
% 63.48/28.48  																								| (61486) op(e2, e0) = e4
% 63.48/28.48  																								|
% 63.48/28.48  																								+-Applying beta-rule and splitting (195), into two cases.
% 63.48/28.48  																								|-Branch one:
% 63.48/28.48  																								| (396) all_0_43_43 = e4
% 63.48/28.48  																								|
% 63.48/28.48  																									| Equations (396) can reduce 399 to:
% 63.48/28.48  																									| (266) $false
% 63.48/28.48  																									|
% 63.48/28.48  																									|-The branch is then unsatisfiable
% 63.48/28.48  																								|-Branch two:
% 63.48/28.48  																								| (399)  ~ (all_0_43_43 = e4)
% 63.48/28.48  																								| (6374) all_0_43_43 = e1 | all_0_43_43 = e0
% 63.48/28.48  																								|
% 63.48/28.48  																									+-Applying beta-rule and splitting (168), into two cases.
% 63.48/28.48  																									|-Branch one:
% 63.48/28.48  																									| (415) all_0_50_50 = e3
% 63.48/28.48  																									|
% 63.48/28.48  																										| Equations (415) can reduce 93 to:
% 63.48/28.48  																										| (269)  ~ (all_0_55_55 = e3)
% 63.48/28.48  																										|
% 63.48/28.48  																										| Simplifying 269 yields:
% 63.48/28.48  																										| (270)  ~ (all_0_55_55 = e3)
% 63.48/28.48  																										|
% 63.48/28.48  																										| Equations (415) can reduce 566 to:
% 63.48/28.48  																										| (277)  ~ (e4 = e3)
% 63.48/28.48  																										|
% 63.48/28.48  																										| Simplifying 277 yields:
% 63.48/28.48  																										| (188)  ~ (e4 = e3)
% 63.48/28.48  																										|
% 63.48/28.48  																										| From (415) and (242) follows:
% 63.48/28.48  																										| (1934) op(e1, e3) = e3
% 63.48/28.48  																										|
% 63.48/28.48  																										+-Applying beta-rule and splitting (174), into two cases.
% 63.48/28.48  																										|-Branch one:
% 63.48/28.48  																										| (386) all_0_55_55 = e2
% 63.48/28.48  																										|
% 63.48/28.48  																											| Equations (386) can reduce 304 to:
% 63.48/28.48  																											| (266) $false
% 63.48/28.48  																											|
% 63.48/28.48  																											|-The branch is then unsatisfiable
% 63.48/28.48  																										|-Branch two:
% 63.48/28.48  																										| (304)  ~ (all_0_55_55 = e2)
% 63.48/28.48  																										| (2051) all_0_55_55 = e4 | all_0_55_55 = e3 | all_0_55_55 = e1 | all_0_55_55 = e0
% 63.48/28.48  																										|
% 63.48/28.48  																											+-Applying beta-rule and splitting (160), into two cases.
% 63.48/28.48  																											|-Branch one:
% 63.48/28.48  																											| (601) all_0_50_50 = e1
% 63.48/28.48  																											|
% 63.48/28.48  																												| Combining equations (415,601) yields a new equation:
% 63.48/28.48  																												| (454) e3 = e1
% 63.48/28.48  																												|
% 63.48/28.48  																												| Simplifying 454 yields:
% 63.48/28.48  																												| (455) e3 = e1
% 63.48/28.48  																												|
% 63.48/28.48  																												| Equations (455) can reduce 213 to:
% 63.48/28.48  																												| (266) $false
% 63.48/28.48  																												|
% 63.48/28.48  																												|-The branch is then unsatisfiable
% 63.48/28.48  																											|-Branch two:
% 63.48/28.48  																											| (759)  ~ (all_0_50_50 = e1)
% 63.48/28.48  																											| (1168) all_0_51_51 = e1 | all_0_52_52 = e1 | all_0_53_53 = e1
% 63.48/28.48  																											|
% 63.48/28.48  																												+-Applying beta-rule and splitting (1168), into two cases.
% 63.48/28.48  																												|-Branch one:
% 63.48/28.48  																												| (1109) all_0_51_51 = e1
% 63.48/28.48  																												|
% 63.48/28.48  																													| Combining equations (504,1109) yields a new equation:
% 63.48/28.48  																													| (616) e2 = e1
% 63.48/28.48  																													|
% 63.48/28.48  																													| Simplifying 616 yields:
% 63.48/28.48  																													| (617) e2 = e1
% 63.48/28.48  																													|
% 63.48/28.48  																													| Equations (617) can reduce 122 to:
% 63.48/28.48  																													| (266) $false
% 63.48/28.48  																													|
% 63.48/28.48  																													|-The branch is then unsatisfiable
% 63.48/28.48  																												|-Branch two:
% 63.48/28.48  																												| (464)  ~ (all_0_51_51 = e1)
% 63.48/28.48  																												| (1202) all_0_52_52 = e1 | all_0_53_53 = e1
% 63.48/28.48  																												|
% 63.48/28.48  																													+-Applying beta-rule and splitting (18), into two cases.
% 63.48/28.48  																													|-Branch one:
% 63.48/28.48  																													| (453) all_0_41_41 = e1
% 63.48/28.48  																													|
% 63.52/28.48  																														| Combining equations (437,453) yields a new equation:
% 63.52/28.48  																														| (636) e4 = e1
% 63.52/28.48  																														|
% 63.52/28.48  																														| Simplifying 636 yields:
% 63.52/28.48  																														| (630) e4 = e1
% 63.52/28.48  																														|
% 63.52/28.48  																														| Equations (630) can reduce 110 to:
% 63.52/28.48  																														| (266) $false
% 63.52/28.48  																														|
% 63.52/28.48  																														|-The branch is then unsatisfiable
% 63.52/28.48  																													|-Branch two:
% 63.52/28.48  																													| (457)  ~ (all_0_41_41 = e1)
% 63.52/28.48  																													| (595) all_0_46_46 = e1 | all_0_50_50 = e1 | all_0_55_55 = e1
% 63.52/28.48  																													|
% 63.52/28.48  																														| Equations (437) can reduce 457 to:
% 63.52/28.48  																														| (110)  ~ (e4 = e1)
% 63.52/28.48  																														|
% 63.52/28.48  																														+-Applying beta-rule and splitting (1202), into two cases.
% 63.52/28.48  																														|-Branch one:
% 63.52/28.48  																														| (642) all_0_52_52 = e1
% 63.52/28.48  																														|
% 63.52/28.48  																															| Combining equations (642,565) yields a new equation:
% 63.52/28.48  																															| (630) e4 = e1
% 63.52/28.48  																															|
% 63.52/28.48  																															| Equations (630) can reduce 110 to:
% 63.52/28.48  																															| (266) $false
% 63.52/28.48  																															|
% 63.52/28.48  																															|-The branch is then unsatisfiable
% 63.52/28.48  																														|-Branch two:
% 63.52/28.48  																														| (646)  ~ (all_0_52_52 = e1)
% 63.52/28.48  																														| (1208) all_0_53_53 = e1
% 63.52/28.48  																														|
% 63.52/28.48  																															| Equations (1208) can reduce 220 to:
% 63.52/28.48  																															| (639)  ~ (all_0_44_44 = e1)
% 63.52/28.48  																															|
% 63.52/28.48  																															+-Applying beta-rule and splitting (2051), into two cases.
% 63.52/28.48  																															|-Branch one:
% 63.52/28.48  																															| (587) all_0_55_55 = e4
% 63.52/28.48  																															|
% 63.52/28.48  																																| Equations (587) can reduce 763 to:
% 63.52/28.48  																																| (266) $false
% 63.52/28.48  																																|
% 63.52/28.48  																																|-The branch is then unsatisfiable
% 63.52/28.48  																															|-Branch two:
% 63.52/28.48  																															| (763)  ~ (all_0_55_55 = e4)
% 63.52/28.48  																															| (2055) all_0_55_55 = e3 | all_0_55_55 = e1 | all_0_55_55 = e0
% 63.52/28.48  																															|
% 63.52/28.48  																																+-Applying beta-rule and splitting (2055), into two cases.
% 63.52/28.48  																																|-Branch one:
% 63.52/28.48  																																| (858) all_0_55_55 = e0
% 63.52/28.48  																																|
% 63.52/28.48  																																	| Equations (858) can reduce 803 to:
% 63.52/28.48  																																	| (266) $false
% 63.52/28.48  																																	|
% 63.52/28.48  																																	|-The branch is then unsatisfiable
% 63.52/28.48  																																|-Branch two:
% 63.52/28.48  																																| (803)  ~ (all_0_55_55 = e0)
% 63.52/28.48  																																| (2315) all_0_55_55 = e3 | all_0_55_55 = e1
% 63.52/28.48  																																|
% 63.52/28.48  																																	+-Applying beta-rule and splitting (2315), into two cases.
% 63.52/28.48  																																	|-Branch one:
% 63.52/28.48  																																	| (629) all_0_55_55 = e1
% 63.52/28.48  																																	|
% 63.52/28.48  																																		| Equations (629) can reduce 3 to:
% 63.52/28.48  																																		| (879)  ~ (all_0_58_58 = e1)
% 63.52/28.48  																																		|
% 63.52/28.48  																																		| Simplifying 879 yields:
% 63.52/28.48  																																		| (880)  ~ (all_0_58_58 = e1)
% 63.52/28.48  																																		|
% 63.52/28.48  																																		| Equations (629) can reduce 763 to:
% 63.52/28.48  																																		| (602)  ~ (e4 = e1)
% 63.52/28.48  																																		|
% 63.52/28.48  																																		| Simplifying 602 yields:
% 63.52/28.48  																																		| (110)  ~ (e4 = e1)
% 63.52/28.48  																																		|
% 63.52/28.48  																																		| Equations (629) can reduce 803 to:
% 63.52/28.48  																																		| (233)  ~ (e1 = e0)
% 63.52/28.48  																																		|
% 63.52/28.48  																																		| From (629) and (74) follows:
% 63.52/28.49  																																		| (6587) op(e0, e3) = e1
% 63.52/28.49  																																		|
% 63.52/28.49  																																		+-Applying beta-rule and splitting (4), into two cases.
% 63.52/28.49  																																		|-Branch one:
% 63.52/28.49  																																		| (356) all_0_43_43 = e0
% 63.52/28.49  																																		|
% 63.52/28.49  																																			| Equations (356) can reduce 159 to:
% 63.52/28.49  																																			| (359)  ~ (all_0_44_44 = e0)
% 63.52/28.49  																																			|
% 63.52/28.49  																																			| Simplifying 359 yields:
% 63.52/28.49  																																			| (360)  ~ (all_0_44_44 = e0)
% 63.52/28.49  																																			|
% 63.52/28.49  																																			| Equations (356) can reduce 17 to:
% 63.52/28.49  																																			| (10200)  ~ (all_0_48_48 = e0)
% 63.52/28.49  																																			|
% 63.52/28.49  																																			| Simplifying 10200 yields:
% 63.52/28.49  																																			| (1283)  ~ (all_0_48_48 = e0)
% 63.52/28.49  																																			|
% 63.52/28.49  																																			| Equations (356) can reduce 399 to:
% 63.52/28.49  																																			| (401)  ~ (e4 = e0)
% 63.52/28.49  																																			|
% 63.52/28.49  																																			| Simplifying 401 yields:
% 63.52/28.49  																																			| (49)  ~ (e4 = e0)
% 63.52/28.49  																																			|
% 63.52/28.49  																																			| Equations (356) can reduce 96 to:
% 63.52/28.49  																																			| (365)  ~ (e2 = e0)
% 63.52/28.49  																																			|
% 63.52/28.49  																																			| Simplifying 365 yields:
% 63.52/28.49  																																			| (128)  ~ (e2 = e0)
% 63.52/28.49  																																			|
% 63.52/28.49  																																			+-Applying beta-rule and splitting (26), into two cases.
% 63.52/28.49  																																			|-Branch one:
% 63.52/28.49  																																			| (446) all_0_44_44 = e4
% 63.52/28.49  																																			|
% 63.52/28.49  																																				| Equations (446) can reduce 1390 to:
% 63.52/28.49  																																				| (266) $false
% 63.52/28.49  																																				|
% 63.52/28.49  																																				|-The branch is then unsatisfiable
% 63.52/28.49  																																			|-Branch two:
% 63.52/28.49  																																			| (1390)  ~ (all_0_44_44 = e4)
% 63.52/28.49  																																			| (1391) all_0_44_44 = e3 | all_0_44_44 = e1 | all_0_44_44 = e0
% 63.52/28.49  																																			|
% 63.52/28.49  																																				+-Applying beta-rule and splitting (1391), into two cases.
% 63.52/28.49  																																				|-Branch one:
% 63.52/28.49  																																				| (1414) all_0_44_44 = e0
% 63.52/28.49  																																				|
% 63.52/28.49  																																					| Equations (1414) can reduce 360 to:
% 63.52/28.49  																																					| (266) $false
% 63.52/28.49  																																					|
% 63.52/28.49  																																					|-The branch is then unsatisfiable
% 63.52/28.49  																																				|-Branch two:
% 63.52/28.49  																																				| (360)  ~ (all_0_44_44 = e0)
% 63.52/28.49  																																				| (1417) all_0_44_44 = e3 | all_0_44_44 = e1
% 63.52/28.49  																																				|
% 63.52/28.49  																																					+-Applying beta-rule and splitting (1417), into two cases.
% 63.52/28.49  																																					|-Branch one:
% 63.52/28.49  																																					| (635) all_0_44_44 = e1
% 63.52/28.49  																																					|
% 63.52/28.49  																																						| Equations (635) can reduce 639 to:
% 63.52/28.49  																																						| (266) $false
% 63.52/28.49  																																						|
% 63.52/28.49  																																						|-The branch is then unsatisfiable
% 63.52/28.49  																																					|-Branch two:
% 63.52/28.49  																																					| (639)  ~ (all_0_44_44 = e1)
% 63.52/28.49  																																					| (532) all_0_44_44 = e3
% 63.52/28.49  																																					|
% 63.52/28.49  																																						| Equations (532) can reduce 73 to:
% 63.52/28.49  																																						| (405)  ~ (all_0_42_42 = e3)
% 63.52/28.49  																																						|
% 63.52/28.49  																																						| Equations (532) can reduce 1390 to:
% 63.52/28.49  																																						| (277)  ~ (e4 = e3)
% 63.52/28.49  																																						|
% 63.52/28.49  																																						| Simplifying 277 yields:
% 63.52/28.49  																																						| (188)  ~ (e4 = e3)
% 63.52/28.49  																																						|
% 63.52/28.49  																																						| Equations (532) can reduce 147 to:
% 63.52/28.49  																																						| (212)  ~ (e3 = e2)
% 63.52/28.49  																																						|
% 63.52/28.49  																																						| Equations (532) can reduce 360 to:
% 63.52/28.49  																																						| (80)  ~ (e3 = e0)
% 63.52/28.49  																																						|
% 63.52/28.49  																																						+-Applying beta-rule and splitting (228), into two cases.
% 63.52/28.49  																																						|-Branch one:
% 63.52/28.49  																																						| (335) all_0_48_48 = e2
% 63.52/28.49  																																						|
% 63.52/28.49  																																							| Equations (335) can reduce 810 to:
% 63.52/28.49  																																							| (266) $false
% 63.52/28.49  																																							|
% 63.52/28.49  																																							|-The branch is then unsatisfiable
% 63.52/28.49  																																						|-Branch two:
% 63.52/28.49  																																						| (810)  ~ (all_0_48_48 = e2)
% 63.52/28.49  																																						| (10218) all_0_48_48 = e4 | all_0_48_48 = e1 | all_0_48_48 = e0
% 63.52/28.49  																																						|
% 63.52/28.49  																																							+-Applying beta-rule and splitting (130), into two cases.
% 63.52/28.49  																																							|-Branch one:
% 63.52/28.49  																																							| (430) all_0_43_43 = e1
% 63.52/28.49  																																							|
% 63.52/28.49  																																								| Combining equations (430,356) yields a new equation:
% 63.52/28.49  																																								| (546) e1 = e0
% 63.52/28.49  																																								|
% 63.52/28.49  																																								| Simplifying 546 yields:
% 63.52/28.49  																																								| (431) e1 = e0
% 63.52/28.49  																																								|
% 63.52/28.49  																																								| Equations (431) can reduce 233 to:
% 63.52/28.49  																																								| (266) $false
% 63.52/28.49  																																								|
% 63.52/28.49  																																								|-The branch is then unsatisfiable
% 63.52/28.49  																																							|-Branch two:
% 63.52/28.49  																																							| (433)  ~ (all_0_43_43 = e1)
% 63.52/28.49  																																							| (434) all_0_48_48 = e1 | all_0_52_52 = e1 | all_0_57_57 = e1
% 63.52/28.49  																																							|
% 63.52/28.49  																																								+-Applying beta-rule and splitting (10218), into two cases.
% 63.52/28.49  																																								|-Branch one:
% 63.52/28.49  																																								| (943) all_0_48_48 = e4
% 63.52/28.49  																																								|
% 63.52/28.49  																																									| Equations (943) can reduce 254 to:
% 63.52/28.49  																																									| (266) $false
% 63.52/28.49  																																									|
% 63.52/28.49  																																									|-The branch is then unsatisfiable
% 63.52/28.49  																																								|-Branch two:
% 63.52/28.49  																																								| (254)  ~ (all_0_48_48 = e4)
% 63.52/28.49  																																								| (10222) all_0_48_48 = e1 | all_0_48_48 = e0
% 63.52/28.49  																																								|
% 63.52/28.49  																																									+-Applying beta-rule and splitting (103), into two cases.
% 63.52/28.49  																																									|-Branch one:
% 63.52/28.49  																																									| (453) all_0_41_41 = e1
% 63.52/28.49  																																									|
% 63.52/28.49  																																										| Combining equations (453,437) yields a new equation:
% 63.52/28.49  																																										| (630) e4 = e1
% 63.52/28.49  																																										|
% 63.52/28.49  																																										| Equations (630) can reduce 110 to:
% 63.52/28.49  																																										| (266) $false
% 63.52/28.49  																																										|
% 63.52/28.49  																																										|-The branch is then unsatisfiable
% 63.52/28.49  																																									|-Branch two:
% 63.52/28.49  																																									| (457)  ~ (all_0_41_41 = e1)
% 63.52/28.49  																																									| (458) all_0_42_42 = e1 | all_0_43_43 = e1 | all_0_44_44 = e1
% 63.52/28.49  																																									|
% 63.52/28.49  																																										+-Applying beta-rule and splitting (22), into two cases.
% 63.52/28.49  																																										|-Branch one:
% 63.52/28.49  																																										| (268) all_0_54_54 = e3
% 63.52/28.49  																																										|
% 63.52/28.49  																																											| Combining equations (265,268) yields a new equation:
% 63.52/28.49  																																											| (424) e4 = e3
% 63.52/28.49  																																											|
% 63.52/28.49  																																											| Simplifying 424 yields:
% 63.52/28.49  																																											| (425) e4 = e3
% 63.52/28.49  																																											|
% 63.52/28.49  																																											| Equations (425) can reduce 188 to:
% 63.52/28.49  																																											| (266) $false
% 63.52/28.49  																																											|
% 63.52/28.49  																																											|-The branch is then unsatisfiable
% 63.52/28.49  																																										|-Branch two:
% 63.52/28.49  																																										| (60427)  ~ (all_0_54_54 = e3)
% 63.52/28.49  																																										| (62553) all_0_55_55 = e3 | all_0_56_56 = e3 | all_0_58_58 = e3
% 63.52/28.49  																																										|
% 63.52/28.49  																																											+-Applying beta-rule and splitting (184), into two cases.
% 63.52/28.49  																																											|-Branch one:
% 63.52/28.49  																																											| (538) all_0_46_46 = e0
% 63.52/28.49  																																											|
% 63.52/28.49  																																												| Combining equations (538,1794) yields a new equation:
% 63.52/28.49  																																												| (330) e2 = e0
% 63.52/28.49  																																												|
% 63.52/28.49  																																												| Equations (330) can reduce 128 to:
% 63.52/28.49  																																												| (266) $false
% 63.52/28.49  																																												|
% 63.52/28.49  																																												|-The branch is then unsatisfiable
% 63.52/28.49  																																											|-Branch two:
% 63.52/28.49  																																											| (831)  ~ (all_0_46_46 = e0)
% 63.52/28.49  																																											| (832) all_0_47_47 = e0 | all_0_48_48 = e0 | all_0_49_49 = e0
% 63.52/28.49  																																											|
% 63.52/28.49  																																												| Equations (1794) can reduce 831 to:
% 63.52/28.49  																																												| (128)  ~ (e2 = e0)
% 63.52/28.49  																																												|
% 63.52/28.49  																																												+-Applying beta-rule and splitting (75), into two cases.
% 63.52/28.49  																																												|-Branch one:
% 63.52/28.49  																																												| (485) all_0_40_40 = e0
% 63.52/28.49  																																												|
% 63.52/28.49  																																													| Combining equations (485,313) yields a new equation:
% 63.52/28.49  																																													| (330) e2 = e0
% 63.52/28.49  																																													|
% 63.52/28.49  																																													| Equations (330) can reduce 128 to:
% 63.52/28.49  																																													| (266) $false
% 63.52/28.49  																																													|
% 63.52/28.49  																																													|-The branch is then unsatisfiable
% 63.52/28.49  																																												|-Branch two:
% 63.52/28.49  																																												| (1401)  ~ (all_0_40_40 = e0)
% 63.52/28.49  																																												| (1748) all_0_44_44 = e0 | all_0_49_49 = e0 | all_0_58_58 = e0
% 63.52/28.49  																																												|
% 63.52/28.49  																																													+-Applying beta-rule and splitting (180), into two cases.
% 63.52/28.49  																																													|-Branch one:
% 63.52/28.49  																																													| (516) all_0_42_42 = e3
% 63.52/28.49  																																													|
% 63.52/28.49  																																														| Equations (516) can reduce 405 to:
% 63.52/28.49  																																														| (266) $false
% 63.52/28.49  																																														|
% 63.52/28.49  																																														|-The branch is then unsatisfiable
% 63.52/28.49  																																													|-Branch two:
% 63.52/28.49  																																													| (405)  ~ (all_0_42_42 = e3)
% 63.52/28.49  																																													| (521) all_0_47_47 = e3 | all_0_51_51 = e3 | all_0_56_56 = e3
% 63.52/28.49  																																													|
% 63.52/28.49  																																														+-Applying beta-rule and splitting (1748), into two cases.
% 63.52/28.49  																																														|-Branch one:
% 63.52/28.49  																																														| (1414) all_0_44_44 = e0
% 63.52/28.49  																																														|
% 63.52/28.49  																																															| Combining equations (1414,532) yields a new equation:
% 63.52/28.49  																																															| (676) e3 = e0
% 63.52/28.49  																																															|
% 63.52/28.49  																																															| Equations (676) can reduce 80 to:
% 63.52/28.49  																																															| (266) $false
% 63.52/28.49  																																															|
% 63.52/28.49  																																															|-The branch is then unsatisfiable
% 63.52/28.49  																																														|-Branch two:
% 63.52/28.49  																																														| (360)  ~ (all_0_44_44 = e0)
% 63.52/28.49  																																														| (1760) all_0_49_49 = e0 | all_0_58_58 = e0
% 63.52/28.49  																																														|
% 63.52/28.49  																																															+-Applying beta-rule and splitting (108), into two cases.
% 63.52/28.49  																																															|-Branch one:
% 63.52/28.49  																																															| (624) all_0_58_58 = e2
% 63.52/28.49  																																															|
% 63.52/28.49  																																																| Equations (624) can reduce 908 to:
% 63.52/28.49  																																																| (266) $false
% 63.52/28.49  																																																|
% 63.52/28.49  																																																|-The branch is then unsatisfiable
% 63.52/28.49  																																															|-Branch two:
% 63.52/28.49  																																															| (908)  ~ (all_0_58_58 = e2)
% 63.52/28.49  																																															| (909) all_0_58_58 = e4 | all_0_58_58 = e3 | all_0_58_58 = e1 | all_0_58_58 = e0
% 63.52/28.49  																																															|
% 63.52/28.49  																																																+-Applying beta-rule and splitting (434), into two cases.
% 63.52/28.49  																																																|-Branch one:
% 63.52/28.49  																																																| (615) all_0_48_48 = e1
% 63.52/28.49  																																																|
% 63.52/28.49  																																																	| Equations (615) can reduce 114 to:
% 63.52/28.49  																																																	| (462)  ~ (all_0_47_47 = e1)
% 63.52/28.49  																																																	|
% 63.52/28.49  																																																	| Equations (615) can reduce 215 to:
% 63.52/28.49  																																																	| (467)  ~ (e3 = e1)
% 63.52/28.49  																																																	|
% 63.52/28.49  																																																	| Simplifying 467 yields:
% 63.52/28.49  																																																	| (213)  ~ (e3 = e1)
% 63.52/28.49  																																																	|
% 63.52/28.49  																																																	| From (615) and (192) follows:
% 63.52/28.49  																																																	| (1612) op(e2, e1) = e1
% 63.52/28.49  																																																	|
% 63.52/28.49  																																																	+-Applying beta-rule and splitting (458), into two cases.
% 63.52/28.49  																																																	|-Branch one:
% 63.52/28.49  																																																	| (459) all_0_42_42 = e1
% 63.52/28.49  																																																	|
% 63.52/28.49  																																																		| Equations (459) can reduce 198 to:
% 63.52/28.49  																																																		| (461)  ~ (all_0_47_47 = e1)
% 63.52/28.49  																																																		|
% 63.52/28.49  																																																		| Simplifying 461 yields:
% 63.52/28.49  																																																		| (462)  ~ (all_0_47_47 = e1)
% 63.52/28.49  																																																		|
% 63.52/28.49  																																																		| Equations (459) can reduce 51 to:
% 63.52/28.49  																																																		| (604)  ~ (e2 = e1)
% 63.52/28.49  																																																		|
% 63.52/28.49  																																																		| Simplifying 604 yields:
% 63.52/28.49  																																																		| (122)  ~ (e2 = e1)
% 63.52/28.49  																																																		|
% 63.52/28.49  																																																		| From (459) and (210) follows:
% 63.52/28.49  																																																		| (470) op(e3, e2) = e1
% 63.52/28.49  																																																		|
% 63.52/28.49  																																																		+-Applying beta-rule and splitting (521), into two cases.
% 63.52/28.49  																																																		|-Branch one:
% 63.52/28.49  																																																		| (522) all_0_47_47 = e3
% 63.52/28.49  																																																		|
% 63.52/28.49  																																																			| Equations (522) can reduce 1091 to:
% 63.52/28.49  																																																			| (266) $false
% 63.52/28.49  																																																			|
% 63.52/28.49  																																																			|-The branch is then unsatisfiable
% 63.52/28.49  																																																		|-Branch two:
% 63.52/28.49  																																																		| (1091)  ~ (all_0_47_47 = e3)
% 63.52/28.49  																																																		| (1092) all_0_51_51 = e3 | all_0_56_56 = e3
% 63.52/28.49  																																																		|
% 63.52/28.49  																																																			+-Applying beta-rule and splitting (909), into two cases.
% 63.52/28.49  																																																			|-Branch one:
% 63.52/28.49  																																																			| (910) all_0_58_58 = e4
% 63.52/28.49  																																																			|
% 63.52/28.49  																																																				| Equations (910) can reduce 451 to:
% 63.52/28.49  																																																				| (266) $false
% 63.52/28.49  																																																				|
% 63.52/28.49  																																																				|-The branch is then unsatisfiable
% 63.52/28.49  																																																			|-Branch two:
% 63.52/28.49  																																																			| (451)  ~ (all_0_58_58 = e4)
% 63.52/28.49  																																																			| (913) all_0_58_58 = e3 | all_0_58_58 = e1 | all_0_58_58 = e0
% 63.52/28.49  																																																			|
% 63.52/28.49  																																																				+-Applying beta-rule and splitting (1092), into two cases.
% 63.52/28.49  																																																				|-Branch one:
% 63.52/28.49  																																																				| (660) all_0_51_51 = e3
% 63.52/28.49  																																																				|
% 63.52/28.49  																																																					| Combining equations (504,660) yields a new equation:
% 63.52/28.49  																																																					| (662) e3 = e2
% 63.52/28.49  																																																					|
% 63.52/28.49  																																																					| Equations (662) can reduce 212 to:
% 63.52/28.49  																																																					| (266) $false
% 63.52/28.49  																																																					|
% 63.52/28.49  																																																					|-The branch is then unsatisfiable
% 63.52/28.49  																																																				|-Branch two:
% 63.52/28.49  																																																				| (664)  ~ (all_0_51_51 = e3)
% 63.52/28.49  																																																				| (1097) all_0_56_56 = e3
% 63.52/28.49  																																																				|
% 63.52/28.49  																																																					| Equations (1097) can reduce 44 to:
% 63.52/28.49  																																																					| (275)  ~ (all_0_58_58 = e3)
% 63.52/28.49  																																																					|
% 63.52/28.49  																																																					| Simplifying 275 yields:
% 63.52/28.49  																																																					| (276)  ~ (all_0_58_58 = e3)
% 63.52/28.49  																																																					|
% 63.52/28.49  																																																					| From (1097) and (111) follows:
% 63.52/28.49  																																																					| (65099) op(e0, e2) = e3
% 63.52/28.49  																																																					|
% 63.52/28.50  																																																					+-Applying beta-rule and splitting (104), into two cases.
% 63.52/28.50  																																																					|-Branch one:
% 63.52/28.50  																																																					| (480) all_0_39_39 = e0
% 63.52/28.50  																																																					|
% 63.52/28.50  																																																						| Combining equations (480,471) yields a new equation:
% 63.52/28.50  																																																						| (397) e4 = e0
% 63.52/28.50  																																																						|
% 63.52/28.50  																																																						| Equations (397) can reduce 49 to:
% 63.52/28.50  																																																						| (266) $false
% 63.52/28.50  																																																						|
% 63.52/28.50  																																																						|-The branch is then unsatisfiable
% 63.52/28.50  																																																					|-Branch two:
% 63.52/28.50  																																																					| (484)  ~ (all_0_39_39 = e0)
% 63.52/28.50  																																																					| (558) all_0_42_42 = e0 | all_0_47_47 = e0 | all_0_56_56 = e0
% 63.52/28.50  																																																					|
% 63.52/28.50  																																																						+-Applying beta-rule and splitting (913), into two cases.
% 63.52/28.50  																																																						|-Branch one:
% 63.52/28.50  																																																						| (914) all_0_58_58 = e0
% 63.52/28.50  																																																						|
% 63.52/28.50  																																																							| Equations (914) can reduce 276 to:
% 63.52/28.50  																																																							| (541)  ~ (e3 = e0)
% 63.52/28.50  																																																							|
% 63.52/28.50  																																																							| Simplifying 541 yields:
% 63.52/28.50  																																																							| (80)  ~ (e3 = e0)
% 63.52/28.50  																																																							|
% 63.52/28.50  																																																							| Equations (914) can reduce 880 to:
% 63.52/28.50  																																																							| (435)  ~ (e1 = e0)
% 63.52/28.50  																																																							|
% 63.52/28.50  																																																							| Simplifying 435 yields:
% 63.52/28.50  																																																							| (233)  ~ (e1 = e0)
% 63.52/28.50  																																																							|
% 63.52/28.50  																																																							+-Applying beta-rule and splitting (558), into two cases.
% 63.52/28.50  																																																							|-Branch one:
% 63.52/28.50  																																																							| (559) all_0_42_42 = e0
% 63.52/28.50  																																																							|
% 63.52/28.50  																																																								| Combining equations (559,459) yields a new equation:
% 63.52/28.50  																																																								| (431) e1 = e0
% 63.52/28.50  																																																								|
% 63.52/28.50  																																																								| Equations (431) can reduce 233 to:
% 63.52/28.50  																																																								| (266) $false
% 63.52/28.50  																																																								|
% 63.52/28.50  																																																								|-The branch is then unsatisfiable
% 63.52/28.50  																																																							|-Branch two:
% 63.52/28.50  																																																							| (358)  ~ (all_0_42_42 = e0)
% 63.52/28.50  																																																							| (563) all_0_47_47 = e0 | all_0_56_56 = e0
% 63.52/28.50  																																																							|
% 63.52/28.50  																																																								+-Applying beta-rule and splitting (563), into two cases.
% 63.52/28.50  																																																								|-Branch one:
% 63.52/28.50  																																																								| (674) all_0_47_47 = e0
% 63.52/28.50  																																																								|
% 63.52/28.50  																																																									| Equations (674) can reduce 462 to:
% 63.52/28.50  																																																									| (435)  ~ (e1 = e0)
% 63.52/28.50  																																																									|
% 63.52/28.50  																																																									| Simplifying 435 yields:
% 63.52/28.50  																																																									| (233)  ~ (e1 = e0)
% 63.52/28.50  																																																									|
% 63.52/28.50  																																																									+-Applying beta-rule and splitting (56), into two cases.
% 63.52/28.50  																																																									|-Branch one:
% 63.52/28.50  																																																									| (696) unit = e2
% 63.52/28.50  																																																									|
% 63.52/28.50  																																																										| From (696) and (244) follows:
% 63.52/28.50  																																																										| (264) op(e2, e4) = e4
% 63.52/28.50  																																																										|
% 63.52/28.50  																																																										| From (696) and (24) follows:
% 63.52/28.50  																																																										| (697) op(e2, e3) = e3
% 63.52/28.50  																																																										|
% 63.52/28.50  																																																										| From (696) and (209) follows:
% 63.52/28.50  																																																										| (7585) op(e2, e0) = e0
% 63.52/28.50  																																																										|
% 63.52/28.50  																																																										| From (696) and (40) follows:
% 63.52/28.50  																																																										| (4285) op(e3, e2) = e3
% 63.52/28.50  																																																										|
% 63.52/28.50  																																																										| Instantiating formula (29) with e3, e2, e3, e1 and discharging atoms op(e3, e2) = e3, op(e3, e2) = e1, yields:
% 63.52/28.50  																																																										| (455) e3 = e1
% 63.52/28.50  																																																										|
% 63.52/28.50  																																																										| Instantiating formula (29) with e2, e4, e4, e3 and discharging atoms op(e2, e4) = e4, op(e2, e4) = e3, yields:
% 63.52/28.50  																																																										| (425) e4 = e3
% 63.52/28.50  																																																										|
% 63.52/28.50  																																																										| Instantiating formula (29) with e2, e3, e3, e2 and discharging atoms op(e2, e3) = e3, op(e2, e3) = e2, yields:
% 63.52/28.50  																																																										| (662) e3 = e2
% 63.52/28.50  																																																										|
% 63.52/28.50  																																																										| Instantiating formula (29) with e2, e0, e0, e4 and discharging atoms op(e2, e0) = e4, op(e2, e0) = e0, yields:
% 63.52/28.50  																																																										| (397) e4 = e0
% 63.52/28.50  																																																										|
% 63.52/28.50  																																																										| Combining equations (397,425) yields a new equation:
% 63.52/28.50  																																																										| (676) e3 = e0
% 63.52/28.50  																																																										|
% 63.52/28.50  																																																										| Combining equations (676,662) yields a new equation:
% 63.52/28.50  																																																										| (330) e2 = e0
% 63.52/28.50  																																																										|
% 63.52/28.50  																																																										| Combining equations (455,662) yields a new equation:
% 63.52/28.50  																																																										| (617) e2 = e1
% 63.52/28.50  																																																										|
% 63.52/28.50  																																																										| Combining equations (617,330) yields a new equation:
% 63.52/28.50  																																																										| (546) e1 = e0
% 63.52/28.50  																																																										|
% 63.52/28.50  																																																										| Simplifying 546 yields:
% 63.52/28.50  																																																										| (431) e1 = e0
% 63.52/28.50  																																																										|
% 63.52/28.50  																																																										| Equations (431) can reduce 233 to:
% 63.52/28.50  																																																										| (266) $false
% 63.52/28.50  																																																										|
% 63.52/28.50  																																																										|-The branch is then unsatisfiable
% 63.52/28.50  																																																									|-Branch two:
% 63.52/28.50  																																																									| (707)  ~ (unit = e2)
% 63.52/28.50  																																																									| (708) unit = e4 | unit = e3 | unit = e1 | unit = e0
% 63.52/28.50  																																																									|
% 63.52/28.50  																																																										+-Applying beta-rule and splitting (708), into two cases.
% 63.52/28.50  																																																										|-Branch one:
% 63.52/28.50  																																																										| (709) unit = e4
% 63.52/28.50  																																																										|
% 63.52/28.50  																																																											| From (709) and (24) follows:
% 63.52/28.50  																																																											| (33325) op(e4, e3) = e3
% 63.52/28.50  																																																											|
% 63.52/28.50  																																																											| From (709) and (211) follows:
% 63.52/28.50  																																																											| (22527) op(e4, e1) = e1
% 63.52/28.50  																																																											|
% 63.52/28.50  																																																											| From (709) and (32) follows:
% 63.52/28.50  																																																											| (712) op(e2, e4) = e2
% 63.52/28.50  																																																											|
% 63.52/28.50  																																																											| Instantiating formula (29) with e4, e3, e3, e0 and discharging atoms op(e4, e3) = e3, op(e4, e3) = e0, yields:
% 63.52/28.50  																																																											| (676) e3 = e0
% 63.52/28.50  																																																											|
% 63.52/28.50  																																																											| Instantiating formula (29) with e4, e1, e1, e3 and discharging atoms op(e4, e1) = e3, op(e4, e1) = e1, yields:
% 63.52/28.50  																																																											| (455) e3 = e1
% 63.52/28.50  																																																											|
% 63.52/28.50  																																																											| Instantiating formula (29) with e2, e4, e2, e3 and discharging atoms op(e2, e4) = e3, op(e2, e4) = e2, yields:
% 63.52/28.50  																																																											| (662) e3 = e2
% 63.52/28.50  																																																											|
% 63.52/28.50  																																																											| Combining equations (455,662) yields a new equation:
% 63.52/28.50  																																																											| (617) e2 = e1
% 63.52/28.50  																																																											|
% 63.52/28.50  																																																											| Combining equations (676,662) yields a new equation:
% 63.52/28.50  																																																											| (330) e2 = e0
% 63.52/28.50  																																																											|
% 63.52/28.50  																																																											| Combining equations (617,330) yields a new equation:
% 63.52/28.50  																																																											| (546) e1 = e0
% 63.52/28.50  																																																											|
% 63.52/28.50  																																																											| Simplifying 546 yields:
% 63.52/28.50  																																																											| (431) e1 = e0
% 63.52/28.50  																																																											|
% 63.52/28.50  																																																											| Equations (431) can reduce 233 to:
% 63.52/28.50  																																																											| (266) $false
% 63.52/28.50  																																																											|
% 63.52/28.50  																																																											|-The branch is then unsatisfiable
% 63.52/28.50  																																																										|-Branch two:
% 63.52/28.50  																																																										| (724)  ~ (unit = e4)
% 63.52/28.50  																																																										| (725) unit = e3 | unit = e1 | unit = e0
% 63.52/28.50  																																																										|
% 63.52/28.50  																																																											+-Applying beta-rule and splitting (725), into two cases.
% 63.52/28.50  																																																											|-Branch one:
% 63.52/28.50  																																																											| (726) unit = e0
% 63.52/28.50  																																																											|
% 63.52/28.50  																																																												| From (726) and (24) follows:
% 63.52/28.50  																																																												| (2208) op(e0, e3) = e3
% 63.52/28.50  																																																												|
% 63.52/28.50  																																																												| From (726) and (15) follows:
% 63.52/28.50  																																																												| (1508) op(e0, e2) = e2
% 63.52/28.50  																																																												|
% 63.52/28.50  																																																												| Instantiating formula (29) with e0, e3, e3, e1 and discharging atoms op(e0, e3) = e3, op(e0, e3) = e1, yields:
% 63.52/28.50  																																																												| (455) e3 = e1
% 63.52/28.50  																																																												|
% 63.52/28.50  																																																												| Instantiating formula (29) with e0, e2, e2, e3 and discharging atoms op(e0, e2) = e3, op(e0, e2) = e2, yields:
% 63.52/28.50  																																																												| (662) e3 = e2
% 63.52/28.50  																																																												|
% 63.52/28.50  																																																												| Combining equations (662,455) yields a new equation:
% 63.52/28.50  																																																												| (616) e2 = e1
% 63.52/28.50  																																																												|
% 63.52/28.50  																																																												| Simplifying 616 yields:
% 63.52/28.50  																																																												| (617) e2 = e1
% 63.52/28.50  																																																												|
% 63.52/28.50  																																																												| Equations (617) can reduce 122 to:
% 63.52/28.50  																																																												| (266) $false
% 63.52/28.50  																																																												|
% 63.52/28.50  																																																												|-The branch is then unsatisfiable
% 63.52/28.50  																																																											|-Branch two:
% 63.52/28.50  																																																											| (734)  ~ (unit = e0)
% 63.52/28.50  																																																											| (735) unit = e3 | unit = e1
% 63.52/28.50  																																																											|
% 63.52/28.50  																																																												+-Applying beta-rule and splitting (735), into two cases.
% 63.52/28.50  																																																												|-Branch one:
% 63.52/28.50  																																																												| (736) unit = e1
% 63.52/28.50  																																																												|
% 63.52/28.50  																																																													| Equations (736) can reduce 734 to:
% 63.52/28.50  																																																													| (233)  ~ (e1 = e0)
% 63.52/28.50  																																																													|
% 63.52/28.50  																																																													| From (736) and (32) follows:
% 63.52/28.50  																																																													| (347) op(e2, e1) = e2
% 63.52/28.50  																																																													|
% 63.52/28.50  																																																													| From (736) and (42) follows:
% 63.52/28.50  																																																													| (3221) op(e0, e1) = e0
% 63.52/28.50  																																																													|
% 63.52/28.50  																																																													| Instantiating formula (29) with e2, e1, e2, e1 and discharging atoms op(e2, e1) = e2, op(e2, e1) = e1, yields:
% 63.52/28.50  																																																													| (617) e2 = e1
% 63.52/28.50  																																																													|
% 63.52/28.50  																																																													| Instantiating formula (29) with e0, e1, e0, e2 and discharging atoms op(e0, e1) = e2, op(e0, e1) = e0, yields:
% 63.52/28.50  																																																													| (330) e2 = e0
% 63.52/28.50  																																																													|
% 63.52/28.50  																																																													| Combining equations (617,330) yields a new equation:
% 63.52/28.50  																																																													| (546) e1 = e0
% 63.52/28.50  																																																													|
% 63.52/28.50  																																																													| Simplifying 546 yields:
% 63.52/28.50  																																																													| (431) e1 = e0
% 63.52/28.50  																																																													|
% 63.52/28.50  																																																													| Equations (431) can reduce 233 to:
% 63.52/28.50  																																																													| (266) $false
% 63.52/28.50  																																																													|
% 63.52/28.50  																																																													|-The branch is then unsatisfiable
% 63.52/28.50  																																																												|-Branch two:
% 63.52/28.50  																																																												| (748)  ~ (unit = e1)
% 63.52/28.50  																																																												| (749) unit = e3
% 63.52/28.50  																																																												|
% 63.52/28.50  																																																													| From (749) and (227) follows:
% 63.52/28.50  																																																													| (22570) op(e4, e3) = e4
% 63.52/28.50  																																																													|
% 63.52/28.50  																																																													| From (749) and (40) follows:
% 63.52/28.50  																																																													| (3715) op(e3, e3) = e3
% 63.52/28.50  																																																													|
% 63.52/28.50  																																																													| From (749) and (28) follows:
% 63.52/28.50  																																																													| (2235) op(e1, e3) = e1
% 63.52/28.50  																																																													|
% 63.52/28.50  																																																													| Instantiating formula (29) with e4, e3, e4, e0 and discharging atoms op(e4, e3) = e4, op(e4, e3) = e0, yields:
% 63.52/28.50  																																																													| (397) e4 = e0
% 63.52/28.50  																																																													|
% 63.52/28.50  																																																													| Instantiating formula (29) with e3, e3, e3, e4 and discharging atoms op(e3, e3) = e4, op(e3, e3) = e3, yields:
% 63.52/28.50  																																																													| (425) e4 = e3
% 63.52/28.50  																																																													|
% 63.52/28.50  																																																													| Instantiating formula (29) with e1, e3, e1, e3 and discharging atoms op(e1, e3) = e3, op(e1, e3) = e1, yields:
% 63.52/28.50  																																																													| (455) e3 = e1
% 63.52/28.50  																																																													|
% 63.52/28.50  																																																													| Combining equations (397,425) yields a new equation:
% 63.52/28.50  																																																													| (676) e3 = e0
% 63.52/28.50  																																																													|
% 63.52/28.50  																																																													| Combining equations (676,455) yields a new equation:
% 63.52/28.50  																																																													| (431) e1 = e0
% 63.52/28.50  																																																													|
% 63.52/28.50  																																																													| Equations (431) can reduce 233 to:
% 63.52/28.50  																																																													| (266) $false
% 63.52/28.50  																																																													|
% 63.52/28.50  																																																													|-The branch is then unsatisfiable
% 63.52/28.50  																																																								|-Branch two:
% 63.52/28.50  																																																								| (678)  ~ (all_0_47_47 = e0)
% 63.52/28.50  																																																								| (679) all_0_56_56 = e0
% 63.52/28.50  																																																								|
% 63.52/28.50  																																																									| Combining equations (679,1097) yields a new equation:
% 63.52/28.50  																																																									| (676) e3 = e0
% 63.52/28.50  																																																									|
% 63.52/28.50  																																																									| Equations (676) can reduce 80 to:
% 63.52/28.50  																																																									| (266) $false
% 63.52/28.50  																																																									|
% 63.52/28.50  																																																									|-The branch is then unsatisfiable
% 63.52/28.50  																																																						|-Branch two:
% 63.52/28.50  																																																						| (491)  ~ (all_0_58_58 = e0)
% 63.52/28.50  																																																						| (917) all_0_58_58 = e3 | all_0_58_58 = e1
% 63.52/28.50  																																																						|
% 63.52/28.50  																																																							+-Applying beta-rule and splitting (917), into two cases.
% 63.52/28.50  																																																							|-Branch one:
% 63.52/28.50  																																																							| (918) all_0_58_58 = e1
% 63.52/28.50  																																																							|
% 63.52/28.50  																																																								| Equations (918) can reduce 880 to:
% 63.52/28.50  																																																								| (266) $false
% 63.52/28.50  																																																								|
% 63.52/28.50  																																																								|-The branch is then unsatisfiable
% 63.52/28.50  																																																							|-Branch two:
% 63.52/28.50  																																																							| (880)  ~ (all_0_58_58 = e1)
% 63.52/28.50  																																																							| (795) all_0_58_58 = e3
% 63.52/28.50  																																																							|
% 63.52/28.50  																																																								| Equations (795) can reduce 276 to:
% 63.52/28.50  																																																								| (266) $false
% 63.52/28.50  																																																								|
% 63.52/28.50  																																																								|-The branch is then unsatisfiable
% 63.52/28.50  																																																	|-Branch two:
% 63.52/28.50  																																																	| (1380)  ~ (all_0_42_42 = e1)
% 63.52/28.50  																																																	| (1381) all_0_43_43 = e1 | all_0_44_44 = e1
% 63.52/28.50  																																																	|
% 63.52/28.50  																																																		+-Applying beta-rule and splitting (62553), into two cases.
% 63.52/28.50  																																																		|-Branch one:
% 63.52/28.50  																																																		| (2336) all_0_55_55 = e3
% 63.52/28.50  																																																		|
% 63.52/28.50  																																																			| Combining equations (629,2336) yields a new equation:
% 63.52/28.50  																																																			| (455) e3 = e1
% 63.52/28.50  																																																			|
% 63.52/28.50  																																																			| Equations (455) can reduce 213 to:
% 63.52/28.50  																																																			| (266) $false
% 63.52/28.50  																																																			|
% 63.52/28.50  																																																			|-The branch is then unsatisfiable
% 63.52/28.50  																																																		|-Branch two:
% 63.52/28.50  																																																		| (270)  ~ (all_0_55_55 = e3)
% 63.52/28.50  																																																		| (62557) all_0_56_56 = e3 | all_0_58_58 = e3
% 63.52/28.50  																																																		|
% 63.52/28.50  																																																			| Equations (629) can reduce 270 to:
% 63.52/28.50  																																																			| (467)  ~ (e3 = e1)
% 63.52/28.50  																																																			|
% 63.52/28.50  																																																			| Simplifying 467 yields:
% 63.52/28.50  																																																			| (213)  ~ (e3 = e1)
% 63.52/28.50  																																																			|
% 63.52/28.50  																																																			+-Applying beta-rule and splitting (1760), into two cases.
% 63.52/28.50  																																																			|-Branch one:
% 63.52/28.50  																																																			| (978) all_0_49_49 = e0
% 63.52/28.50  																																																			|
% 63.52/28.50  																																																				| Combining equations (974,978) yields a new equation:
% 63.52/28.50  																																																				| (481) e4 = e0
% 63.52/28.50  																																																				|
% 63.52/28.50  																																																				| Simplifying 481 yields:
% 63.52/28.50  																																																				| (397) e4 = e0
% 63.52/28.50  																																																				|
% 63.52/28.50  																																																				| Equations (397) can reduce 49 to:
% 63.52/28.50  																																																				| (266) $false
% 63.52/28.50  																																																				|
% 63.52/28.50  																																																				|-The branch is then unsatisfiable
% 63.52/28.50  																																																			|-Branch two:
% 63.52/28.50  																																																			| (487)  ~ (all_0_49_49 = e0)
% 63.52/28.50  																																																			| (914) all_0_58_58 = e0
% 63.52/28.50  																																																			|
% 63.52/28.50  																																																				| Equations (914) can reduce 451 to:
% 63.52/28.50  																																																				| (401)  ~ (e4 = e0)
% 63.52/28.50  																																																				|
% 63.52/28.50  																																																				| Simplifying 401 yields:
% 63.52/28.50  																																																				| (49)  ~ (e4 = e0)
% 63.52/28.50  																																																				|
% 63.52/28.50  																																																				| Equations (914) can reduce 880 to:
% 63.52/28.50  																																																				| (435)  ~ (e1 = e0)
% 63.52/28.50  																																																				|
% 63.52/28.50  																																																				| Simplifying 435 yields:
% 63.52/28.50  																																																				| (233)  ~ (e1 = e0)
% 63.52/28.50  																																																				|
% 63.52/28.50  																																																				+-Applying beta-rule and splitting (104), into two cases.
% 63.52/28.50  																																																				|-Branch one:
% 63.52/28.50  																																																				| (480) all_0_39_39 = e0
% 63.52/28.50  																																																				|
% 63.52/28.50  																																																					| Combining equations (480,471) yields a new equation:
% 63.52/28.50  																																																					| (397) e4 = e0
% 63.52/28.50  																																																					|
% 63.52/28.50  																																																					| Equations (397) can reduce 49 to:
% 63.52/28.50  																																																					| (266) $false
% 63.52/28.50  																																																					|
% 63.52/28.50  																																																					|-The branch is then unsatisfiable
% 63.52/28.50  																																																				|-Branch two:
% 63.52/28.50  																																																				| (484)  ~ (all_0_39_39 = e0)
% 63.52/28.51  																																																				| (558) all_0_42_42 = e0 | all_0_47_47 = e0 | all_0_56_56 = e0
% 63.52/28.51  																																																				|
% 63.52/28.51  																																																					| Equations (471) can reduce 484 to:
% 63.52/28.51  																																																					| (49)  ~ (e4 = e0)
% 63.52/28.51  																																																					|
% 63.52/28.51  																																																					+-Applying beta-rule and splitting (832), into two cases.
% 63.52/28.51  																																																					|-Branch one:
% 63.52/28.51  																																																					| (674) all_0_47_47 = e0
% 63.52/28.51  																																																					|
% 63.52/28.51  																																																						| Equations (674) can reduce 462 to:
% 63.52/28.51  																																																						| (435)  ~ (e1 = e0)
% 63.52/28.51  																																																						|
% 63.52/28.51  																																																						| Simplifying 435 yields:
% 63.52/28.51  																																																						| (233)  ~ (e1 = e0)
% 63.52/28.51  																																																						|
% 63.52/28.51  																																																						+-Applying beta-rule and splitting (1381), into two cases.
% 63.52/28.51  																																																						|-Branch one:
% 63.52/28.51  																																																						| (430) all_0_43_43 = e1
% 63.52/28.51  																																																						|
% 63.52/28.51  																																																							| Combining equations (430,356) yields a new equation:
% 63.52/28.51  																																																							| (546) e1 = e0
% 63.52/28.51  																																																							|
% 63.52/28.51  																																																							| Simplifying 546 yields:
% 63.52/28.51  																																																							| (431) e1 = e0
% 63.52/28.51  																																																							|
% 63.52/28.51  																																																							| Equations (431) can reduce 233 to:
% 63.52/28.51  																																																							| (266) $false
% 63.52/28.51  																																																							|
% 63.52/28.51  																																																							|-The branch is then unsatisfiable
% 63.52/28.51  																																																						|-Branch two:
% 63.52/28.51  																																																						| (433)  ~ (all_0_43_43 = e1)
% 63.52/28.51  																																																						| (635) all_0_44_44 = e1
% 63.52/28.51  																																																						|
% 63.52/28.51  																																																							| Combining equations (532,635) yields a new equation:
% 63.52/28.51  																																																							| (454) e3 = e1
% 63.52/28.51  																																																							|
% 63.52/28.51  																																																							| Simplifying 454 yields:
% 63.52/28.51  																																																							| (455) e3 = e1
% 63.52/28.51  																																																							|
% 63.52/28.51  																																																							| Equations (455) can reduce 213 to:
% 63.52/28.51  																																																							| (266) $false
% 63.52/28.51  																																																							|
% 63.52/28.51  																																																							|-The branch is then unsatisfiable
% 63.52/28.51  																																																					|-Branch two:
% 63.52/28.51  																																																					| (678)  ~ (all_0_47_47 = e0)
% 63.52/28.51  																																																					| (1278) all_0_48_48 = e0 | all_0_49_49 = e0
% 63.52/28.51  																																																					|
% 63.52/28.51  																																																						+-Applying beta-rule and splitting (1278), into two cases.
% 63.52/28.51  																																																						|-Branch one:
% 63.52/28.51  																																																						| (1279) all_0_48_48 = e0
% 63.52/28.51  																																																						|
% 63.52/28.51  																																																							| Combining equations (615,1279) yields a new equation:
% 63.52/28.51  																																																							| (546) e1 = e0
% 63.52/28.51  																																																							|
% 63.52/28.51  																																																							| Simplifying 546 yields:
% 63.52/28.51  																																																							| (431) e1 = e0
% 63.52/28.51  																																																							|
% 63.52/28.51  																																																							| Equations (431) can reduce 233 to:
% 63.52/28.51  																																																							| (266) $false
% 63.52/28.51  																																																							|
% 63.52/28.51  																																																							|-The branch is then unsatisfiable
% 63.52/28.51  																																																						|-Branch two:
% 63.52/28.51  																																																						| (1283)  ~ (all_0_48_48 = e0)
% 63.52/28.51  																																																						| (978) all_0_49_49 = e0
% 63.52/28.51  																																																						|
% 63.52/28.51  																																																							| Combining equations (974,978) yields a new equation:
% 63.52/28.51  																																																							| (481) e4 = e0
% 63.52/28.51  																																																							|
% 63.52/28.51  																																																							| Simplifying 481 yields:
% 63.52/28.51  																																																							| (397) e4 = e0
% 63.52/28.51  																																																							|
% 63.52/28.51  																																																							| Equations (397) can reduce 49 to:
% 63.52/28.51  																																																							| (266) $false
% 63.52/28.51  																																																							|
% 63.52/28.51  																																																							|-The branch is then unsatisfiable
% 63.52/28.51  																																																|-Branch two:
% 63.52/28.51  																																																| (619)  ~ (all_0_48_48 = e1)
% 63.52/28.51  																																																| (620) all_0_52_52 = e1 | all_0_57_57 = e1
% 63.52/28.51  																																																|
% 63.52/28.51  																																																	+-Applying beta-rule and splitting (10222), into two cases.
% 63.52/28.51  																																																	|-Branch one:
% 63.52/28.51  																																																	| (1279) all_0_48_48 = e0
% 63.52/28.51  																																																	|
% 63.52/28.51  																																																		| Equations (1279) can reduce 1283 to:
% 63.52/28.51  																																																		| (266) $false
% 63.52/28.51  																																																		|
% 63.52/28.51  																																																		|-The branch is then unsatisfiable
% 63.52/28.51  																																																	|-Branch two:
% 63.52/28.51  																																																	| (1283)  ~ (all_0_48_48 = e0)
% 63.52/28.51  																																																	| (615) all_0_48_48 = e1
% 63.52/28.51  																																																	|
% 63.52/28.51  																																																		| Equations (615) can reduce 619 to:
% 63.52/28.51  																																																		| (266) $false
% 63.52/28.51  																																																		|
% 63.52/28.51  																																																		|-The branch is then unsatisfiable
% 63.52/28.51  																																		|-Branch two:
% 63.52/28.51  																																		| (5470)  ~ (all_0_43_43 = e0)
% 63.52/28.51  																																		| (5471) all_0_48_48 = e0 | all_0_57_57 = e0
% 63.52/28.51  																																		|
% 63.52/28.51  																																			+-Applying beta-rule and splitting (6374), into two cases.
% 63.52/28.51  																																			|-Branch one:
% 63.52/28.51  																																			| (356) all_0_43_43 = e0
% 63.52/28.51  																																			|
% 63.52/28.51  																																				| Equations (356) can reduce 5470 to:
% 63.52/28.51  																																				| (266) $false
% 63.52/28.51  																																				|
% 63.52/28.51  																																				|-The branch is then unsatisfiable
% 63.52/28.51  																																			|-Branch two:
% 63.52/28.51  																																			| (5470)  ~ (all_0_43_43 = e0)
% 63.52/28.51  																																			| (430) all_0_43_43 = e1
% 63.52/28.51  																																			|
% 63.52/28.51  																																				| Equations (430) can reduce 159 to:
% 63.52/28.51  																																				| (4057)  ~ (all_0_44_44 = e1)
% 63.52/28.51  																																				|
% 63.52/28.51  																																				| Simplifying 4057 yields:
% 63.52/28.51  																																				| (639)  ~ (all_0_44_44 = e1)
% 63.52/28.51  																																				|
% 63.52/28.51  																																				| Equations (430) can reduce 17 to:
% 63.52/28.51  																																				| (11581)  ~ (all_0_48_48 = e1)
% 63.52/28.51  																																				|
% 63.52/28.51  																																				| Simplifying 11581 yields:
% 63.52/28.51  																																				| (619)  ~ (all_0_48_48 = e1)
% 63.52/28.51  																																				|
% 63.52/28.51  																																				| Equations (430) can reduce 399 to:
% 63.52/28.51  																																				| (602)  ~ (e4 = e1)
% 63.52/28.51  																																				|
% 63.52/28.51  																																				| Simplifying 602 yields:
% 63.52/28.51  																																				| (110)  ~ (e4 = e1)
% 63.52/28.51  																																				|
% 63.52/28.51  																																				| Equations (430) can reduce 96 to:
% 63.52/28.51  																																				| (604)  ~ (e2 = e1)
% 63.52/28.51  																																				|
% 63.52/28.51  																																				| Simplifying 604 yields:
% 63.52/28.51  																																				| (122)  ~ (e2 = e1)
% 63.52/28.51  																																				|
% 63.52/28.51  																																				| From (430) and (37) follows:
% 63.52/28.51  																																				| (13877) op(e3, e1) = e1
% 63.52/28.51  																																				|
% 63.52/28.51  																																				+-Applying beta-rule and splitting (228), into two cases.
% 63.52/28.51  																																				|-Branch one:
% 63.52/28.51  																																				| (335) all_0_48_48 = e2
% 63.52/28.51  																																				|
% 63.52/28.51  																																					| Equations (335) can reduce 810 to:
% 63.52/28.51  																																					| (266) $false
% 63.52/28.51  																																					|
% 63.52/28.51  																																					|-The branch is then unsatisfiable
% 63.52/28.51  																																				|-Branch two:
% 63.52/28.51  																																				| (810)  ~ (all_0_48_48 = e2)
% 63.52/28.51  																																				| (10218) all_0_48_48 = e4 | all_0_48_48 = e1 | all_0_48_48 = e0
% 63.52/28.51  																																				|
% 63.52/28.51  																																					+-Applying beta-rule and splitting (10218), into two cases.
% 63.52/28.51  																																					|-Branch one:
% 63.52/28.51  																																					| (943) all_0_48_48 = e4
% 63.52/28.51  																																					|
% 63.52/28.51  																																						| Equations (943) can reduce 254 to:
% 63.52/28.51  																																						| (266) $false
% 63.52/28.51  																																						|
% 63.52/28.51  																																						|-The branch is then unsatisfiable
% 63.52/28.51  																																					|-Branch two:
% 63.52/28.51  																																					| (254)  ~ (all_0_48_48 = e4)
% 63.52/28.51  																																					| (10222) all_0_48_48 = e1 | all_0_48_48 = e0
% 63.52/28.51  																																					|
% 63.52/28.51  																																						+-Applying beta-rule and splitting (10222), into two cases.
% 63.52/28.51  																																						|-Branch one:
% 63.52/28.51  																																						| (1279) all_0_48_48 = e0
% 63.52/28.51  																																						|
% 63.52/28.51  																																							| Equations (1279) can reduce 114 to:
% 63.52/28.51  																																							| (678)  ~ (all_0_47_47 = e0)
% 63.52/28.51  																																							|
% 63.52/28.51  																																							| Equations (1279) can reduce 254 to:
% 63.52/28.51  																																							| (401)  ~ (e4 = e0)
% 63.52/28.51  																																							|
% 63.52/28.51  																																							| Simplifying 401 yields:
% 63.52/28.51  																																							| (49)  ~ (e4 = e0)
% 63.52/28.51  																																							|
% 63.52/28.51  																																							| Equations (1279) can reduce 215 to:
% 63.52/28.51  																																							| (541)  ~ (e3 = e0)
% 63.52/28.51  																																							|
% 63.52/28.51  																																							| Simplifying 541 yields:
% 63.52/28.51  																																							| (80)  ~ (e3 = e0)
% 63.52/28.51  																																							|
% 63.52/28.51  																																							| Equations (1279) can reduce 619 to:
% 63.52/28.51  																																							| (435)  ~ (e1 = e0)
% 63.52/28.51  																																							|
% 63.52/28.51  																																							| Simplifying 435 yields:
% 63.52/28.51  																																							| (233)  ~ (e1 = e0)
% 63.52/28.51  																																							|
% 63.52/28.51  																																							+-Applying beta-rule and splitting (105), into two cases.
% 63.52/28.51  																																							|-Branch one:
% 63.52/28.51  																																							| (1105) all_0_47_47 = e2
% 63.52/28.51  																																							|
% 63.52/28.51  																																								| Equations (1105) can reduce 338 to:
% 63.52/28.51  																																								| (266) $false
% 63.52/28.51  																																								|
% 63.52/28.51  																																								|-The branch is then unsatisfiable
% 63.52/28.51  																																							|-Branch two:
% 63.52/28.51  																																							| (338)  ~ (all_0_47_47 = e2)
% 63.52/28.51  																																							| (1789) all_0_47_47 = e4 | all_0_47_47 = e3 | all_0_47_47 = e1 | all_0_47_47 = e0
% 63.52/28.51  																																							|
% 63.52/28.51  																																								+-Applying beta-rule and splitting (135), into two cases.
% 63.52/28.51  																																								|-Branch one:
% 63.52/28.51  																																								| (545) all_0_46_46 = e1
% 63.52/28.51  																																								|
% 63.52/28.51  																																									| Combining equations (545,1794) yields a new equation:
% 63.52/28.51  																																									| (617) e2 = e1
% 63.52/28.51  																																									|
% 63.52/28.51  																																									| Equations (617) can reduce 122 to:
% 63.52/28.51  																																									| (266) $false
% 63.52/28.51  																																									|
% 63.52/28.51  																																									|-The branch is then unsatisfiable
% 63.52/28.51  																																								|-Branch two:
% 63.52/28.51  																																								| (549)  ~ (all_0_46_46 = e1)
% 63.52/28.51  																																								| (550) all_0_47_47 = e1 | all_0_48_48 = e1 | all_0_49_49 = e1
% 63.52/28.51  																																								|
% 63.52/28.51  																																									+-Applying beta-rule and splitting (550), into two cases.
% 63.52/28.51  																																									|-Branch one:
% 63.52/28.51  																																									| (654) all_0_47_47 = e1
% 63.52/28.51  																																									|
% 63.52/28.51  																																										| Equations (654) can reduce 198 to:
% 63.52/28.51  																																										| (1380)  ~ (all_0_42_42 = e1)
% 63.52/28.51  																																										|
% 63.52/28.51  																																										| Equations (654) can reduce 338 to:
% 63.52/28.51  																																										| (604)  ~ (e2 = e1)
% 63.52/28.51  																																										|
% 63.52/28.51  																																										| Simplifying 604 yields:
% 63.52/28.51  																																										| (122)  ~ (e2 = e1)
% 63.52/28.51  																																										|
% 63.52/28.51  																																										| Equations (654) can reduce 678 to:
% 63.52/28.51  																																										| (233)  ~ (e1 = e0)
% 63.52/28.51  																																										|
% 63.52/28.51  																																										+-Applying beta-rule and splitting (113), into two cases.
% 63.52/28.51  																																										|-Branch one:
% 63.52/28.51  																																										| (403) all_0_41_41 = e3
% 63.52/28.51  																																										|
% 63.52/28.51  																																											| Combining equations (403,437) yields a new equation:
% 63.52/28.51  																																											| (425) e4 = e3
% 63.52/28.51  																																											|
% 63.52/28.51  																																											| Equations (425) can reduce 188 to:
% 63.52/28.51  																																											| (266) $false
% 63.52/28.51  																																											|
% 63.52/28.51  																																											|-The branch is then unsatisfiable
% 63.52/28.51  																																										|-Branch two:
% 63.52/28.51  																																										| (1898)  ~ (all_0_41_41 = e3)
% 63.52/28.51  																																										| (1899) all_0_42_42 = e3 | all_0_44_44 = e3
% 63.52/28.51  																																										|
% 63.52/28.51  																																											+-Applying beta-rule and splitting (26), into two cases.
% 63.52/28.51  																																											|-Branch one:
% 63.52/28.51  																																											| (446) all_0_44_44 = e4
% 63.52/28.51  																																											|
% 63.52/28.51  																																												| Equations (446) can reduce 1390 to:
% 63.52/28.51  																																												| (266) $false
% 63.52/28.51  																																												|
% 63.52/28.51  																																												|-The branch is then unsatisfiable
% 63.52/28.51  																																											|-Branch two:
% 63.52/28.51  																																											| (1390)  ~ (all_0_44_44 = e4)
% 63.52/28.51  																																											| (1391) all_0_44_44 = e3 | all_0_44_44 = e1 | all_0_44_44 = e0
% 63.52/28.51  																																											|
% 63.52/28.51  																																												+-Applying beta-rule and splitting (152), into two cases.
% 63.52/28.51  																																												|-Branch one:
% 63.52/28.51  																																												| (1392) all_0_42_42 = e4
% 63.52/28.51  																																												|
% 63.52/28.51  																																													| Equations (1392) can reduce 1890 to:
% 63.52/28.51  																																													| (266) $false
% 63.52/28.51  																																													|
% 63.52/28.51  																																													|-The branch is then unsatisfiable
% 63.52/28.51  																																												|-Branch two:
% 63.52/28.51  																																												| (1890)  ~ (all_0_42_42 = e4)
% 63.52/28.51  																																												| (1969) all_0_42_42 = e3 | all_0_42_42 = e1 | all_0_42_42 = e0
% 63.52/28.51  																																												|
% 63.52/28.51  																																													+-Applying beta-rule and splitting (180), into two cases.
% 63.52/28.51  																																													|-Branch one:
% 63.52/28.51  																																													| (516) all_0_42_42 = e3
% 63.52/28.51  																																													|
% 63.52/28.51  																																														+-Applying beta-rule and splitting (104), into two cases.
% 63.52/28.51  																																														|-Branch one:
% 63.52/28.51  																																														| (480) all_0_39_39 = e0
% 63.52/28.51  																																														|
% 63.52/28.51  																																															| Combining equations (480,471) yields a new equation:
% 63.52/28.51  																																															| (397) e4 = e0
% 63.52/28.51  																																															|
% 63.52/28.51  																																															| Equations (397) can reduce 49 to:
% 63.52/28.51  																																															| (266) $false
% 63.52/28.51  																																															|
% 63.52/28.51  																																															|-The branch is then unsatisfiable
% 63.52/28.51  																																														|-Branch two:
% 63.52/28.51  																																														| (484)  ~ (all_0_39_39 = e0)
% 63.52/28.51  																																														| (558) all_0_42_42 = e0 | all_0_47_47 = e0 | all_0_56_56 = e0
% 63.52/28.51  																																														|
% 63.52/28.51  																																															+-Applying beta-rule and splitting (558), into two cases.
% 63.52/28.51  																																															|-Branch one:
% 63.52/28.51  																																															| (559) all_0_42_42 = e0
% 63.52/28.51  																																															|
% 63.52/28.51  																																																| Combining equations (559,516) yields a new equation:
% 63.52/28.51  																																																| (676) e3 = e0
% 63.52/28.51  																																																|
% 63.52/28.51  																																																| Equations (676) can reduce 80 to:
% 63.52/28.51  																																																| (266) $false
% 63.52/28.51  																																																|
% 63.52/28.51  																																																|-The branch is then unsatisfiable
% 63.52/28.51  																																															|-Branch two:
% 63.52/28.51  																																															| (358)  ~ (all_0_42_42 = e0)
% 63.52/28.51  																																															| (563) all_0_47_47 = e0 | all_0_56_56 = e0
% 63.52/28.51  																																															|
% 63.52/28.51  																																																+-Applying beta-rule and splitting (563), into two cases.
% 63.52/28.51  																																																|-Branch one:
% 63.52/28.51  																																																| (674) all_0_47_47 = e0
% 63.52/28.51  																																																|
% 63.52/28.51  																																																	| Combining equations (654,674) yields a new equation:
% 63.52/28.51  																																																	| (546) e1 = e0
% 63.52/28.51  																																																	|
% 63.52/28.51  																																																	| Simplifying 546 yields:
% 63.52/28.51  																																																	| (431) e1 = e0
% 63.52/28.51  																																																	|
% 63.52/28.51  																																																	| Equations (431) can reduce 233 to:
% 63.52/28.51  																																																	| (266) $false
% 63.52/28.51  																																																	|
% 63.52/28.51  																																																	|-The branch is then unsatisfiable
% 63.52/28.51  																																																|-Branch two:
% 63.52/28.52  																																																| (678)  ~ (all_0_47_47 = e0)
% 63.52/28.52  																																																| (679) all_0_56_56 = e0
% 63.52/28.52  																																																|
% 63.52/28.52  																																																	| Equations (679) can reduce 44 to:
% 63.52/28.52  																																																	| (490)  ~ (all_0_58_58 = e0)
% 63.52/28.52  																																																	|
% 63.52/28.52  																																																	| Simplifying 490 yields:
% 63.52/28.52  																																																	| (491)  ~ (all_0_58_58 = e0)
% 63.52/28.52  																																																	|
% 63.52/28.52  																																																	| Equations (679) can reduce 477 to:
% 63.52/28.52  																																																	| (401)  ~ (e4 = e0)
% 63.52/28.52  																																																	|
% 63.52/28.52  																																																	| Simplifying 401 yields:
% 63.52/28.52  																																																	| (49)  ~ (e4 = e0)
% 63.52/28.52  																																																	|
% 63.52/28.52  																																																	| Equations (679) can reduce 511 to:
% 63.52/28.52  																																																	| (365)  ~ (e2 = e0)
% 63.52/28.52  																																																	|
% 63.52/28.52  																																																	| Simplifying 365 yields:
% 63.52/28.52  																																																	| (128)  ~ (e2 = e0)
% 63.52/28.52  																																																	|
% 63.52/28.52  																																																	| From (679) and (111) follows:
% 63.52/28.52  																																																	| (1613) op(e0, e2) = e0
% 63.52/28.52  																																																	|
% 63.52/28.52  																																																	+-Applying beta-rule and splitting (75), into two cases.
% 63.52/28.52  																																																	|-Branch one:
% 63.52/28.52  																																																	| (485) all_0_40_40 = e0
% 63.52/28.52  																																																	|
% 63.52/28.52  																																																		| Combining equations (485,313) yields a new equation:
% 63.52/28.52  																																																		| (330) e2 = e0
% 63.52/28.52  																																																		|
% 63.52/28.52  																																																		| Equations (330) can reduce 128 to:
% 63.52/28.52  																																																		| (266) $false
% 63.52/28.52  																																																		|
% 63.52/28.52  																																																		|-The branch is then unsatisfiable
% 63.52/28.52  																																																	|-Branch two:
% 63.52/28.52  																																																	| (1401)  ~ (all_0_40_40 = e0)
% 63.52/28.52  																																																	| (1748) all_0_44_44 = e0 | all_0_49_49 = e0 | all_0_58_58 = e0
% 63.52/28.52  																																																	|
% 63.52/28.52  																																																		+-Applying beta-rule and splitting (1748), into two cases.
% 63.52/28.52  																																																		|-Branch one:
% 63.52/28.52  																																																		| (1414) all_0_44_44 = e0
% 63.52/28.52  																																																		|
% 63.52/28.52  																																																			| Equations (1414) can reduce 639 to:
% 63.52/28.52  																																																			| (435)  ~ (e1 = e0)
% 63.52/28.52  																																																			|
% 63.52/28.52  																																																			| Simplifying 435 yields:
% 63.52/28.52  																																																			| (233)  ~ (e1 = e0)
% 63.52/28.52  																																																			|
% 63.52/28.52  																																																			+-Applying beta-rule and splitting (56), into two cases.
% 63.52/28.52  																																																			|-Branch one:
% 63.52/28.52  																																																			| (696) unit = e2
% 63.52/28.52  																																																			|
% 63.52/28.52  																																																				| From (696) and (244) follows:
% 63.52/28.52  																																																				| (264) op(e2, e4) = e4
% 63.52/28.52  																																																				|
% 63.52/28.52  																																																				| From (696) and (24) follows:
% 63.52/28.52  																																																				| (697) op(e2, e3) = e3
% 63.52/28.52  																																																				|
% 63.52/28.52  																																																				| From (696) and (209) follows:
% 63.52/28.52  																																																				| (7585) op(e2, e0) = e0
% 63.52/28.52  																																																				|
% 63.52/28.52  																																																				| From (696) and (28) follows:
% 63.52/28.52  																																																				| (699) op(e1, e2) = e1
% 63.52/28.52  																																																				|
% 63.52/28.52  																																																				| Instantiating formula (29) with e2, e4, e4, e3 and discharging atoms op(e2, e4) = e4, op(e2, e4) = e3, yields:
% 63.52/28.52  																																																				| (425) e4 = e3
% 63.52/28.52  																																																				|
% 63.52/28.52  																																																				| Instantiating formula (29) with e2, e3, e3, e2 and discharging atoms op(e2, e3) = e3, op(e2, e3) = e2, yields:
% 63.52/28.52  																																																				| (662) e3 = e2
% 63.52/28.52  																																																				|
% 63.52/28.52  																																																				| Instantiating formula (29) with e2, e0, e0, e4 and discharging atoms op(e2, e0) = e4, op(e2, e0) = e0, yields:
% 63.52/28.52  																																																				| (397) e4 = e0
% 63.52/28.52  																																																				|
% 63.52/28.52  																																																				| Instantiating formula (29) with e1, e2, e1, e2 and discharging atoms op(e1, e2) = e2, op(e1, e2) = e1, yields:
% 63.52/28.52  																																																				| (617) e2 = e1
% 63.52/28.52  																																																				|
% 63.52/28.52  																																																				| Combining equations (425,397) yields a new equation:
% 63.52/28.52  																																																				| (675) e3 = e0
% 63.52/28.52  																																																				|
% 63.52/28.52  																																																				| Simplifying 675 yields:
% 63.52/28.52  																																																				| (676) e3 = e0
% 63.52/28.52  																																																				|
% 63.52/28.52  																																																				| Combining equations (676,662) yields a new equation:
% 63.52/28.52  																																																				| (330) e2 = e0
% 63.52/28.52  																																																				|
% 63.52/28.52  																																																				| Combining equations (330,617) yields a new equation:
% 63.52/28.52  																																																				| (431) e1 = e0
% 63.52/28.52  																																																				|
% 63.52/28.52  																																																				| Equations (431) can reduce 233 to:
% 63.52/28.52  																																																				| (266) $false
% 63.52/28.52  																																																				|
% 63.52/28.52  																																																				|-The branch is then unsatisfiable
% 63.52/28.52  																																																			|-Branch two:
% 63.52/28.52  																																																			| (707)  ~ (unit = e2)
% 63.52/28.52  																																																			| (708) unit = e4 | unit = e3 | unit = e1 | unit = e0
% 63.52/28.52  																																																			|
% 63.52/28.52  																																																				+-Applying beta-rule and splitting (708), into two cases.
% 63.52/28.52  																																																				|-Branch one:
% 63.52/28.52  																																																				| (709) unit = e4
% 63.52/28.52  																																																				|
% 63.52/28.52  																																																					| From (709) and (24) follows:
% 63.52/28.52  																																																					| (33325) op(e4, e3) = e3
% 63.52/28.52  																																																					|
% 63.52/28.52  																																																					| From (709) and (211) follows:
% 63.52/28.52  																																																					| (22527) op(e4, e1) = e1
% 63.52/28.52  																																																					|
% 63.52/28.52  																																																					| From (709) and (32) follows:
% 63.52/28.52  																																																					| (712) op(e2, e4) = e2
% 63.52/28.52  																																																					|
% 63.52/28.52  																																																					| Instantiating formula (29) with e4, e3, e3, e0 and discharging atoms op(e4, e3) = e3, op(e4, e3) = e0, yields:
% 63.52/28.52  																																																					| (676) e3 = e0
% 63.52/28.52  																																																					|
% 63.52/28.52  																																																					| Instantiating formula (29) with e4, e1, e1, e3 and discharging atoms op(e4, e1) = e3, op(e4, e1) = e1, yields:
% 63.52/28.52  																																																					| (455) e3 = e1
% 63.52/28.52  																																																					|
% 63.52/28.52  																																																					| Instantiating formula (29) with e2, e4, e2, e3 and discharging atoms op(e2, e4) = e3, op(e2, e4) = e2, yields:
% 63.52/28.52  																																																					| (662) e3 = e2
% 63.52/28.52  																																																					|
% 63.52/28.52  																																																					| Combining equations (455,662) yields a new equation:
% 63.52/28.52  																																																					| (617) e2 = e1
% 63.52/28.52  																																																					|
% 63.52/28.52  																																																					| Combining equations (676,662) yields a new equation:
% 63.52/28.52  																																																					| (330) e2 = e0
% 63.52/28.52  																																																					|
% 63.52/28.52  																																																					| Combining equations (617,330) yields a new equation:
% 63.52/28.52  																																																					| (546) e1 = e0
% 63.52/28.52  																																																					|
% 63.52/28.52  																																																					| Simplifying 546 yields:
% 63.52/28.52  																																																					| (431) e1 = e0
% 63.52/28.52  																																																					|
% 63.52/28.52  																																																					| Equations (431) can reduce 233 to:
% 63.52/28.52  																																																					| (266) $false
% 63.52/28.52  																																																					|
% 63.52/28.52  																																																					|-The branch is then unsatisfiable
% 63.52/28.52  																																																				|-Branch two:
% 63.52/28.52  																																																				| (724)  ~ (unit = e4)
% 63.52/28.52  																																																				| (725) unit = e3 | unit = e1 | unit = e0
% 63.52/28.52  																																																				|
% 63.52/28.52  																																																					+-Applying beta-rule and splitting (725), into two cases.
% 63.52/28.52  																																																					|-Branch one:
% 63.52/28.52  																																																					| (726) unit = e0
% 63.52/28.52  																																																					|
% 63.52/28.52  																																																						| From (726) and (15) follows:
% 63.52/28.52  																																																						| (1508) op(e0, e2) = e2
% 63.52/28.52  																																																						|
% 63.52/28.52  																																																						| From (726) and (211) follows:
% 63.52/28.52  																																																						| (15180) op(e0, e1) = e1
% 63.52/28.52  																																																						|
% 63.52/28.52  																																																						| Instantiating formula (29) with e0, e2, e2, e0 and discharging atoms op(e0, e2) = e2, op(e0, e2) = e0, yields:
% 63.52/28.52  																																																						| (330) e2 = e0
% 63.52/28.52  																																																						|
% 63.52/28.52  																																																						| Instantiating formula (29) with e0, e1, e1, e2 and discharging atoms op(e0, e1) = e2, op(e0, e1) = e1, yields:
% 63.52/28.52  																																																						| (617) e2 = e1
% 63.52/28.52  																																																						|
% 63.52/28.52  																																																						| Combining equations (330,617) yields a new equation:
% 63.52/28.52  																																																						| (431) e1 = e0
% 63.52/28.52  																																																						|
% 63.52/28.52  																																																						| Equations (431) can reduce 233 to:
% 63.52/28.52  																																																						| (266) $false
% 63.52/28.52  																																																						|
% 63.52/28.52  																																																						|-The branch is then unsatisfiable
% 63.52/28.52  																																																					|-Branch two:
% 63.52/28.52  																																																					| (734)  ~ (unit = e0)
% 63.52/28.52  																																																					| (735) unit = e3 | unit = e1
% 63.52/28.52  																																																					|
% 63.52/28.52  																																																						+-Applying beta-rule and splitting (735), into two cases.
% 63.52/28.52  																																																						|-Branch one:
% 63.52/28.52  																																																						| (736) unit = e1
% 63.52/28.52  																																																						|
% 63.52/28.52  																																																							| Equations (736) can reduce 734 to:
% 63.52/28.52  																																																							| (233)  ~ (e1 = e0)
% 63.52/28.52  																																																							|
% 63.52/28.52  																																																							| From (736) and (244) follows:
% 63.52/28.52  																																																							| (738) op(e1, e4) = e4
% 63.52/28.52  																																																							|
% 63.52/28.52  																																																							| From (736) and (227) follows:
% 63.52/28.52  																																																							| (739) op(e4, e1) = e4
% 63.52/28.52  																																																							|
% 63.52/28.52  																																																							| From (736) and (40) follows:
% 63.52/28.52  																																																							| (1652) op(e3, e1) = e3
% 63.52/28.52  																																																							|
% 63.52/28.52  																																																							| Instantiating formula (29) with e4, e1, e4, e3 and discharging atoms op(e4, e1) = e4, op(e4, e1) = e3, yields:
% 63.52/28.52  																																																							| (425) e4 = e3
% 63.52/28.52  																																																							|
% 63.52/28.52  																																																							| Instantiating formula (29) with e3, e1, e3, e1 and discharging atoms op(e3, e1) = e3, op(e3, e1) = e1, yields:
% 63.52/28.52  																																																							| (455) e3 = e1
% 63.52/28.52  																																																							|
% 63.52/28.52  																																																							| Instantiating formula (29) with e1, e4, e4, e0 and discharging atoms op(e1, e4) = e4, op(e1, e4) = e0, yields:
% 63.52/28.52  																																																							| (397) e4 = e0
% 63.52/28.52  																																																							|
% 63.52/28.52  																																																							| Combining equations (425,397) yields a new equation:
% 63.52/28.52  																																																							| (675) e3 = e0
% 63.52/28.52  																																																							|
% 63.52/28.52  																																																							| Simplifying 675 yields:
% 63.52/28.52  																																																							| (676) e3 = e0
% 63.52/28.52  																																																							|
% 63.52/28.52  																																																							| Combining equations (676,455) yields a new equation:
% 63.52/28.52  																																																							| (431) e1 = e0
% 63.52/28.52  																																																							|
% 63.52/28.52  																																																							| Equations (431) can reduce 233 to:
% 63.52/28.52  																																																							| (266) $false
% 63.52/28.52  																																																							|
% 63.52/28.52  																																																							|-The branch is then unsatisfiable
% 63.52/28.52  																																																						|-Branch two:
% 63.52/28.52  																																																						| (748)  ~ (unit = e1)
% 63.52/28.52  																																																						| (749) unit = e3
% 63.52/28.52  																																																						|
% 63.52/28.52  																																																							| From (749) and (244) follows:
% 63.52/28.52  																																																							| (750) op(e3, e4) = e4
% 63.52/28.52  																																																							|
% 63.52/28.52  																																																							| From (749) and (227) follows:
% 63.52/28.52  																																																							| (22570) op(e4, e3) = e4
% 63.52/28.52  																																																							|
% 63.52/28.52  																																																							| From (749) and (40) follows:
% 63.52/28.52  																																																							| (3715) op(e3, e3) = e3
% 63.52/28.52  																																																							|
% 63.52/28.52  																																																							| From (749) and (28) follows:
% 63.52/28.52  																																																							| (2235) op(e1, e3) = e1
% 63.52/28.52  																																																							|
% 63.52/28.52  																																																							| Instantiating formula (29) with e4, e3, e4, e0 and discharging atoms op(e4, e3) = e4, op(e4, e3) = e0, yields:
% 63.52/28.52  																																																							| (397) e4 = e0
% 63.52/28.52  																																																							|
% 63.52/28.52  																																																							| Instantiating formula (29) with e3, e4, e4, e2 and discharging atoms op(e3, e4) = e4, op(e3, e4) = e2, yields:
% 63.52/28.52  																																																							| (323) e4 = e2
% 63.52/28.52  																																																							|
% 63.52/28.52  																																																							| Instantiating formula (29) with e3, e3, e3, e4 and discharging atoms op(e3, e3) = e4, op(e3, e3) = e3, yields:
% 63.52/28.52  																																																							| (425) e4 = e3
% 63.52/28.52  																																																							|
% 63.52/28.52  																																																							| Instantiating formula (29) with e1, e3, e1, e3 and discharging atoms op(e1, e3) = e3, op(e1, e3) = e1, yields:
% 63.52/28.52  																																																							| (455) e3 = e1
% 63.52/28.52  																																																							|
% 63.52/28.52  																																																							| Combining equations (397,323) yields a new equation:
% 63.52/28.52  																																																							| (330) e2 = e0
% 63.52/28.52  																																																							|
% 63.52/28.52  																																																							| Combining equations (425,323) yields a new equation:
% 63.52/28.52  																																																							| (661) e3 = e2
% 63.52/28.52  																																																							|
% 63.52/28.52  																																																							| Simplifying 661 yields:
% 63.52/28.52  																																																							| (662) e3 = e2
% 63.52/28.52  																																																							|
% 63.52/28.52  																																																							| Combining equations (662,455) yields a new equation:
% 63.52/28.52  																																																							| (616) e2 = e1
% 63.52/28.52  																																																							|
% 63.52/28.52  																																																							| Simplifying 616 yields:
% 63.52/28.52  																																																							| (617) e2 = e1
% 63.52/28.52  																																																							|
% 63.52/28.52  																																																							| Combining equations (617,330) yields a new equation:
% 63.52/28.52  																																																							| (546) e1 = e0
% 63.52/28.52  																																																							|
% 63.52/28.52  																																																							| Simplifying 546 yields:
% 63.52/28.52  																																																							| (431) e1 = e0
% 63.52/28.52  																																																							|
% 63.52/28.52  																																																							| Equations (431) can reduce 233 to:
% 63.52/28.52  																																																							| (266) $false
% 63.52/28.52  																																																							|
% 63.52/28.52  																																																							|-The branch is then unsatisfiable
% 63.52/28.52  																																																		|-Branch two:
% 63.52/28.52  																																																		| (360)  ~ (all_0_44_44 = e0)
% 63.52/28.52  																																																		| (1760) all_0_49_49 = e0 | all_0_58_58 = e0
% 63.52/28.52  																																																		|
% 63.52/28.52  																																																			+-Applying beta-rule and splitting (1760), into two cases.
% 63.52/28.52  																																																			|-Branch one:
% 63.52/28.52  																																																			| (978) all_0_49_49 = e0
% 63.52/28.52  																																																			|
% 63.52/28.52  																																																				| Combining equations (974,978) yields a new equation:
% 63.52/28.52  																																																				| (481) e4 = e0
% 63.52/28.52  																																																				|
% 63.52/28.52  																																																				| Simplifying 481 yields:
% 63.52/28.52  																																																				| (397) e4 = e0
% 63.52/28.52  																																																				|
% 63.52/28.52  																																																				| Equations (397) can reduce 49 to:
% 63.52/28.52  																																																				| (266) $false
% 63.52/28.52  																																																				|
% 63.52/28.52  																																																				|-The branch is then unsatisfiable
% 63.52/28.52  																																																			|-Branch two:
% 63.52/28.52  																																																			| (487)  ~ (all_0_49_49 = e0)
% 63.52/28.52  																																																			| (914) all_0_58_58 = e0
% 63.52/28.52  																																																			|
% 63.52/28.52  																																																				| Equations (914) can reduce 491 to:
% 63.52/28.52  																																																				| (266) $false
% 63.52/28.52  																																																				|
% 63.52/28.52  																																																				|-The branch is then unsatisfiable
% 63.52/28.52  																																													|-Branch two:
% 63.52/28.52  																																													| (405)  ~ (all_0_42_42 = e3)
% 63.52/28.52  																																													| (521) all_0_47_47 = e3 | all_0_51_51 = e3 | all_0_56_56 = e3
% 63.52/28.52  																																													|
% 63.52/28.52  																																														+-Applying beta-rule and splitting (1969), into two cases.
% 63.52/28.52  																																														|-Branch one:
% 63.52/28.52  																																														| (559) all_0_42_42 = e0
% 63.52/28.52  																																														|
% 63.52/28.52  																																															| Equations (559) can reduce 73 to:
% 63.52/28.52  																																															| (359)  ~ (all_0_44_44 = e0)
% 63.52/28.52  																																															|
% 63.52/28.52  																																															| Simplifying 359 yields:
% 63.52/28.52  																																															| (360)  ~ (all_0_44_44 = e0)
% 63.52/28.52  																																															|
% 63.52/28.52  																																															| Equations (559) can reduce 1890 to:
% 63.52/28.52  																																															| (401)  ~ (e4 = e0)
% 63.52/28.52  																																															|
% 63.52/28.52  																																															| Simplifying 401 yields:
% 63.52/28.52  																																															| (49)  ~ (e4 = e0)
% 63.52/28.52  																																															|
% 63.52/28.52  																																															| Equations (559) can reduce 405 to:
% 63.52/28.52  																																															| (541)  ~ (e3 = e0)
% 63.52/28.52  																																															|
% 63.52/28.52  																																															| Simplifying 541 yields:
% 63.52/28.52  																																															| (80)  ~ (e3 = e0)
% 63.52/28.52  																																															|
% 63.52/28.52  																																															| Equations (559) can reduce 51 to:
% 63.52/28.52  																																															| (365)  ~ (e2 = e0)
% 63.52/28.52  																																															|
% 63.52/28.52  																																															| Simplifying 365 yields:
% 63.52/28.52  																																															| (128)  ~ (e2 = e0)
% 63.52/28.52  																																															|
% 63.52/28.52  																																															+-Applying beta-rule and splitting (75), into two cases.
% 63.52/28.52  																																															|-Branch one:
% 63.52/28.52  																																															| (485) all_0_40_40 = e0
% 63.52/28.52  																																															|
% 63.52/28.52  																																																| Combining equations (485,313) yields a new equation:
% 63.52/28.52  																																																| (330) e2 = e0
% 63.52/28.52  																																																|
% 63.52/28.52  																																																| Equations (330) can reduce 128 to:
% 63.52/28.52  																																																| (266) $false
% 63.52/28.52  																																																|
% 63.52/28.52  																																																|-The branch is then unsatisfiable
% 63.52/28.52  																																															|-Branch two:
% 63.52/28.52  																																															| (1401)  ~ (all_0_40_40 = e0)
% 63.52/28.52  																																															| (1748) all_0_44_44 = e0 | all_0_49_49 = e0 | all_0_58_58 = e0
% 63.52/28.52  																																															|
% 63.52/28.52  																																																+-Applying beta-rule and splitting (1899), into two cases.
% 63.52/28.52  																																																|-Branch one:
% 63.52/28.52  																																																| (516) all_0_42_42 = e3
% 63.52/28.52  																																																|
% 63.52/28.52  																																																	| Combining equations (516,559) yields a new equation:
% 63.52/28.52  																																																	| (675) e3 = e0
% 63.52/28.52  																																																	|
% 63.52/28.52  																																																	| Simplifying 675 yields:
% 63.52/28.52  																																																	| (676) e3 = e0
% 63.52/28.52  																																																	|
% 63.52/28.52  																																																	| Equations (676) can reduce 80 to:
% 63.52/28.52  																																																	| (266) $false
% 63.52/28.52  																																																	|
% 63.52/28.52  																																																	|-The branch is then unsatisfiable
% 63.52/28.52  																																																|-Branch two:
% 63.52/28.52  																																																| (405)  ~ (all_0_42_42 = e3)
% 63.52/28.52  																																																| (532) all_0_44_44 = e3
% 63.52/28.52  																																																|
% 63.52/28.52  																																																	| Equations (532) can reduce 181 to:
% 63.52/28.52  																																																	| (275)  ~ (all_0_58_58 = e3)
% 63.52/28.52  																																																	|
% 63.52/28.52  																																																	| Simplifying 275 yields:
% 63.52/28.52  																																																	| (276)  ~ (all_0_58_58 = e3)
% 63.52/28.52  																																																	|
% 63.52/28.52  																																																	| Equations (532) can reduce 1390 to:
% 63.52/28.52  																																																	| (277)  ~ (e4 = e3)
% 63.52/28.52  																																																	|
% 63.52/28.52  																																																	| Simplifying 277 yields:
% 63.52/28.52  																																																	| (188)  ~ (e4 = e3)
% 63.52/28.52  																																																	|
% 63.52/28.52  																																																	| Equations (532) can reduce 639 to:
% 63.52/28.52  																																																	| (213)  ~ (e3 = e1)
% 63.52/28.52  																																																	|
% 63.52/28.52  																																																	| Equations (532) can reduce 360 to:
% 63.52/28.52  																																																	| (80)  ~ (e3 = e0)
% 63.52/28.52  																																																	|
% 63.52/28.52  																																																	+-Applying beta-rule and splitting (521), into two cases.
% 63.52/28.52  																																																	|-Branch one:
% 63.52/28.52  																																																	| (522) all_0_47_47 = e3
% 63.52/28.52  																																																	|
% 63.52/28.52  																																																		| Combining equations (654,522) yields a new equation:
% 63.52/28.52  																																																		| (455) e3 = e1
% 63.52/28.52  																																																		|
% 63.52/28.52  																																																		| Equations (455) can reduce 213 to:
% 63.52/28.52  																																																		| (266) $false
% 63.52/28.52  																																																		|
% 63.52/28.52  																																																		|-The branch is then unsatisfiable
% 63.52/28.52  																																																	|-Branch two:
% 63.52/28.52  																																																	| (1091)  ~ (all_0_47_47 = e3)
% 63.52/28.52  																																																	| (1092) all_0_51_51 = e3 | all_0_56_56 = e3
% 63.52/28.52  																																																	|
% 63.52/28.52  																																																		| Equations (654) can reduce 1091 to:
% 63.52/28.52  																																																		| (467)  ~ (e3 = e1)
% 63.52/28.52  																																																		|
% 63.52/28.52  																																																		| Simplifying 467 yields:
% 63.52/28.52  																																																		| (213)  ~ (e3 = e1)
% 63.52/28.52  																																																		|
% 63.52/28.52  																																																		+-Applying beta-rule and splitting (22), into two cases.
% 63.52/28.52  																																																		|-Branch one:
% 63.52/28.52  																																																		| (268) all_0_54_54 = e3
% 63.52/28.52  																																																		|
% 63.52/28.52  																																																			| Combining equations (265,268) yields a new equation:
% 63.52/28.52  																																																			| (424) e4 = e3
% 63.52/28.52  																																																			|
% 63.52/28.52  																																																			| Simplifying 424 yields:
% 63.52/28.52  																																																			| (425) e4 = e3
% 63.52/28.52  																																																			|
% 63.52/28.52  																																																			| Equations (425) can reduce 188 to:
% 63.52/28.52  																																																			| (266) $false
% 63.52/28.52  																																																			|
% 63.52/28.52  																																																			|-The branch is then unsatisfiable
% 63.52/28.52  																																																		|-Branch two:
% 63.52/28.53  																																																		| (60427)  ~ (all_0_54_54 = e3)
% 63.52/28.53  																																																		| (62553) all_0_55_55 = e3 | all_0_56_56 = e3 | all_0_58_58 = e3
% 63.52/28.53  																																																		|
% 63.52/28.53  																																																			+-Applying beta-rule and splitting (1748), into two cases.
% 63.52/28.53  																																																			|-Branch one:
% 63.52/28.53  																																																			| (1414) all_0_44_44 = e0
% 63.52/28.53  																																																			|
% 63.52/28.53  																																																				| Combining equations (1414,532) yields a new equation:
% 63.52/28.53  																																																				| (676) e3 = e0
% 63.52/28.53  																																																				|
% 63.52/28.53  																																																				| Equations (676) can reduce 80 to:
% 63.52/28.53  																																																				| (266) $false
% 63.52/28.53  																																																				|
% 63.52/28.53  																																																				|-The branch is then unsatisfiable
% 63.52/28.53  																																																			|-Branch two:
% 63.52/28.53  																																																			| (360)  ~ (all_0_44_44 = e0)
% 63.52/28.53  																																																			| (1760) all_0_49_49 = e0 | all_0_58_58 = e0
% 63.52/28.53  																																																			|
% 63.52/28.53  																																																				+-Applying beta-rule and splitting (62553), into two cases.
% 63.52/28.53  																																																				|-Branch one:
% 63.52/28.53  																																																				| (2336) all_0_55_55 = e3
% 63.52/28.53  																																																				|
% 63.52/28.53  																																																					| Combining equations (629,2336) yields a new equation:
% 63.52/28.53  																																																					| (455) e3 = e1
% 63.52/28.53  																																																					|
% 63.52/28.53  																																																					| Equations (455) can reduce 213 to:
% 63.52/28.53  																																																					| (266) $false
% 63.52/28.53  																																																					|
% 63.52/28.53  																																																					|-The branch is then unsatisfiable
% 63.52/28.53  																																																				|-Branch two:
% 63.52/28.53  																																																				| (270)  ~ (all_0_55_55 = e3)
% 63.52/28.53  																																																				| (62557) all_0_56_56 = e3 | all_0_58_58 = e3
% 63.52/28.53  																																																				|
% 63.52/28.53  																																																					+-Applying beta-rule and splitting (1760), into two cases.
% 63.52/28.53  																																																					|-Branch one:
% 63.52/28.53  																																																					| (978) all_0_49_49 = e0
% 63.52/28.53  																																																					|
% 63.52/28.53  																																																						| Combining equations (974,978) yields a new equation:
% 63.52/28.53  																																																						| (481) e4 = e0
% 63.52/28.53  																																																						|
% 63.52/28.53  																																																						| Simplifying 481 yields:
% 63.52/28.53  																																																						| (397) e4 = e0
% 63.52/28.53  																																																						|
% 63.52/28.53  																																																						| Equations (397) can reduce 49 to:
% 63.52/28.53  																																																						| (266) $false
% 63.52/28.53  																																																						|
% 63.52/28.53  																																																						|-The branch is then unsatisfiable
% 63.52/28.53  																																																					|-Branch two:
% 63.52/28.53  																																																					| (487)  ~ (all_0_49_49 = e0)
% 63.52/28.53  																																																					| (914) all_0_58_58 = e0
% 63.52/28.53  																																																					|
% 63.52/28.53  																																																						| Equations (914) can reduce 276 to:
% 63.52/28.53  																																																						| (541)  ~ (e3 = e0)
% 63.52/28.53  																																																						|
% 63.52/28.53  																																																						| Simplifying 541 yields:
% 63.52/28.53  																																																						| (80)  ~ (e3 = e0)
% 63.52/28.53  																																																						|
% 63.52/28.53  																																																						| Equations (914) can reduce 880 to:
% 63.52/28.53  																																																						| (435)  ~ (e1 = e0)
% 63.52/28.53  																																																						|
% 63.52/28.53  																																																						| Simplifying 435 yields:
% 63.52/28.53  																																																						| (233)  ~ (e1 = e0)
% 63.52/28.53  																																																						|
% 63.52/28.53  																																																						+-Applying beta-rule and splitting (62557), into two cases.
% 63.52/28.53  																																																						|-Branch one:
% 63.52/28.53  																																																						| (1097) all_0_56_56 = e3
% 63.52/28.53  																																																						|
% 63.52/28.53  																																																							| From (1097) and (111) follows:
% 63.52/28.53  																																																							| (65099) op(e0, e2) = e3
% 63.52/28.53  																																																							|
% 63.52/28.53  																																																							+-Applying beta-rule and splitting (56), into two cases.
% 63.52/28.53  																																																							|-Branch one:
% 63.52/28.53  																																																							| (696) unit = e2
% 63.52/28.53  																																																							|
% 63.52/28.53  																																																								| From (696) and (244) follows:
% 63.52/28.53  																																																								| (264) op(e2, e4) = e4
% 63.52/28.53  																																																								|
% 63.52/28.53  																																																								| From (696) and (24) follows:
% 63.52/28.53  																																																								| (697) op(e2, e3) = e3
% 63.52/28.53  																																																								|
% 63.52/28.53  																																																								| From (696) and (209) follows:
% 63.52/28.53  																																																								| (7585) op(e2, e0) = e0
% 63.52/28.53  																																																								|
% 63.52/28.53  																																																								| From (696) and (28) follows:
% 63.52/28.53  																																																								| (699) op(e1, e2) = e1
% 63.52/28.53  																																																								|
% 63.52/28.53  																																																								| Instantiating formula (29) with e2, e4, e4, e3 and discharging atoms op(e2, e4) = e4, op(e2, e4) = e3, yields:
% 63.52/28.53  																																																								| (425) e4 = e3
% 63.52/28.53  																																																								|
% 63.52/28.53  																																																								| Instantiating formula (29) with e2, e3, e3, e2 and discharging atoms op(e2, e3) = e3, op(e2, e3) = e2, yields:
% 63.52/28.53  																																																								| (662) e3 = e2
% 63.52/28.53  																																																								|
% 63.52/28.53  																																																								| Instantiating formula (29) with e2, e0, e0, e4 and discharging atoms op(e2, e0) = e4, op(e2, e0) = e0, yields:
% 63.52/28.53  																																																								| (397) e4 = e0
% 63.52/28.53  																																																								|
% 63.52/28.53  																																																								| Instantiating formula (29) with e1, e2, e1, e2 and discharging atoms op(e1, e2) = e2, op(e1, e2) = e1, yields:
% 63.52/28.53  																																																								| (617) e2 = e1
% 63.52/28.53  																																																								|
% 63.52/28.53  																																																								| Combining equations (425,397) yields a new equation:
% 63.52/28.53  																																																								| (675) e3 = e0
% 63.52/28.53  																																																								|
% 63.52/28.53  																																																								| Simplifying 675 yields:
% 63.52/28.53  																																																								| (676) e3 = e0
% 63.52/28.53  																																																								|
% 63.52/28.53  																																																								| Combining equations (662,676) yields a new equation:
% 63.52/28.53  																																																								| (391) e2 = e0
% 63.52/28.53  																																																								|
% 63.52/28.53  																																																								| Simplifying 391 yields:
% 63.52/28.53  																																																								| (330) e2 = e0
% 63.52/28.53  																																																								|
% 63.52/28.53  																																																								| Combining equations (330,617) yields a new equation:
% 63.52/28.53  																																																								| (431) e1 = e0
% 63.52/28.53  																																																								|
% 63.52/28.53  																																																								| Equations (431) can reduce 233 to:
% 63.52/28.53  																																																								| (266) $false
% 63.52/28.53  																																																								|
% 63.52/28.53  																																																								|-The branch is then unsatisfiable
% 63.52/28.53  																																																							|-Branch two:
% 63.52/28.53  																																																							| (707)  ~ (unit = e2)
% 63.52/28.53  																																																							| (708) unit = e4 | unit = e3 | unit = e1 | unit = e0
% 63.52/28.53  																																																							|
% 63.52/28.53  																																																								+-Applying beta-rule and splitting (708), into two cases.
% 63.52/28.53  																																																								|-Branch one:
% 63.52/28.53  																																																								| (709) unit = e4
% 63.52/28.53  																																																								|
% 63.52/28.53  																																																									| From (709) and (24) follows:
% 63.52/28.53  																																																									| (33325) op(e4, e3) = e3
% 63.52/28.53  																																																									|
% 63.52/28.53  																																																									| From (709) and (211) follows:
% 63.52/28.54  																																																									| (22527) op(e4, e1) = e1
% 63.52/28.54  																																																									|
% 63.52/28.54  																																																									| From (709) and (32) follows:
% 63.52/28.54  																																																									| (712) op(e2, e4) = e2
% 63.52/28.54  																																																									|
% 63.52/28.54  																																																									| Instantiating formula (29) with e4, e3, e3, e0 and discharging atoms op(e4, e3) = e3, op(e4, e3) = e0, yields:
% 63.52/28.54  																																																									| (676) e3 = e0
% 63.52/28.54  																																																									|
% 63.52/28.54  																																																									| Instantiating formula (29) with e4, e1, e1, e3 and discharging atoms op(e4, e1) = e3, op(e4, e1) = e1, yields:
% 63.52/28.54  																																																									| (455) e3 = e1
% 63.52/28.54  																																																									|
% 63.52/28.54  																																																									| Instantiating formula (29) with e2, e4, e2, e3 and discharging atoms op(e2, e4) = e3, op(e2, e4) = e2, yields:
% 63.52/28.54  																																																									| (662) e3 = e2
% 63.52/28.54  																																																									|
% 63.52/28.54  																																																									| Combining equations (455,662) yields a new equation:
% 63.52/28.54  																																																									| (617) e2 = e1
% 63.52/28.54  																																																									|
% 63.52/28.54  																																																									| Combining equations (676,662) yields a new equation:
% 63.52/28.54  																																																									| (330) e2 = e0
% 63.52/28.54  																																																									|
% 63.52/28.54  																																																									| Combining equations (617,330) yields a new equation:
% 63.52/28.54  																																																									| (546) e1 = e0
% 63.52/28.54  																																																									|
% 63.52/28.54  																																																									| Simplifying 546 yields:
% 63.52/28.54  																																																									| (431) e1 = e0
% 63.52/28.54  																																																									|
% 63.52/28.54  																																																									| Equations (431) can reduce 233 to:
% 63.52/28.54  																																																									| (266) $false
% 63.52/28.54  																																																									|
% 63.52/28.54  																																																									|-The branch is then unsatisfiable
% 63.52/28.54  																																																								|-Branch two:
% 63.52/28.54  																																																								| (724)  ~ (unit = e4)
% 63.52/28.54  																																																								| (725) unit = e3 | unit = e1 | unit = e0
% 63.52/28.54  																																																								|
% 63.52/28.54  																																																									+-Applying beta-rule and splitting (725), into two cases.
% 63.52/28.54  																																																									|-Branch one:
% 63.52/28.54  																																																									| (726) unit = e0
% 63.52/28.54  																																																									|
% 63.52/28.54  																																																										| From (726) and (24) follows:
% 63.52/28.54  																																																										| (2208) op(e0, e3) = e3
% 63.52/28.54  																																																										|
% 63.52/28.54  																																																										| From (726) and (15) follows:
% 63.52/28.54  																																																										| (1508) op(e0, e2) = e2
% 63.52/28.54  																																																										|
% 63.52/28.54  																																																										| Instantiating formula (29) with e0, e3, e3, e1 and discharging atoms op(e0, e3) = e3, op(e0, e3) = e1, yields:
% 63.52/28.54  																																																										| (455) e3 = e1
% 63.52/28.54  																																																										|
% 63.52/28.54  																																																										| Instantiating formula (29) with e0, e2, e2, e3 and discharging atoms op(e0, e2) = e3, op(e0, e2) = e2, yields:
% 63.52/28.54  																																																										| (662) e3 = e2
% 63.52/28.54  																																																										|
% 63.52/28.54  																																																										| Combining equations (662,455) yields a new equation:
% 63.52/28.54  																																																										| (616) e2 = e1
% 63.52/28.54  																																																										|
% 63.52/28.54  																																																										| Simplifying 616 yields:
% 63.52/28.54  																																																										| (617) e2 = e1
% 63.52/28.54  																																																										|
% 63.52/28.54  																																																										| Equations (617) can reduce 122 to:
% 63.52/28.54  																																																										| (266) $false
% 63.52/28.54  																																																										|
% 63.52/28.54  																																																										|-The branch is then unsatisfiable
% 63.52/28.54  																																																									|-Branch two:
% 63.52/28.54  																																																									| (734)  ~ (unit = e0)
% 63.52/28.54  																																																									| (735) unit = e3 | unit = e1
% 63.52/28.54  																																																									|
% 63.52/28.54  																																																										+-Applying beta-rule and splitting (735), into two cases.
% 63.52/28.54  																																																										|-Branch one:
% 63.52/28.54  																																																										| (736) unit = e1
% 63.52/28.54  																																																										|
% 63.52/28.54  																																																											| Equations (736) can reduce 734 to:
% 63.52/28.54  																																																											| (233)  ~ (e1 = e0)
% 63.52/28.54  																																																											|
% 63.52/28.54  																																																											| From (736) and (244) follows:
% 63.52/28.54  																																																											| (738) op(e1, e4) = e4
% 63.52/28.54  																																																											|
% 63.52/28.54  																																																											| From (736) and (227) follows:
% 63.52/28.54  																																																											| (739) op(e4, e1) = e4
% 63.52/28.54  																																																											|
% 63.52/28.54  																																																											| From (736) and (40) follows:
% 63.52/28.54  																																																											| (1652) op(e3, e1) = e3
% 63.52/28.54  																																																											|
% 63.52/28.54  																																																											| Instantiating formula (29) with e4, e1, e4, e3 and discharging atoms op(e4, e1) = e4, op(e4, e1) = e3, yields:
% 63.52/28.54  																																																											| (425) e4 = e3
% 63.52/28.54  																																																											|
% 63.52/28.54  																																																											| Instantiating formula (29) with e3, e1, e3, e1 and discharging atoms op(e3, e1) = e3, op(e3, e1) = e1, yields:
% 63.52/28.54  																																																											| (455) e3 = e1
% 63.52/28.54  																																																											|
% 63.52/28.54  																																																											| Instantiating formula (29) with e1, e4, e4, e0 and discharging atoms op(e1, e4) = e4, op(e1, e4) = e0, yields:
% 63.52/28.54  																																																											| (397) e4 = e0
% 63.52/28.54  																																																											|
% 63.52/28.54  																																																											| Combining equations (425,397) yields a new equation:
% 63.52/28.54  																																																											| (675) e3 = e0
% 63.52/28.54  																																																											|
% 63.52/28.54  																																																											| Simplifying 675 yields:
% 63.52/28.54  																																																											| (676) e3 = e0
% 63.52/28.54  																																																											|
% 63.52/28.54  																																																											| Combining equations (676,455) yields a new equation:
% 63.52/28.54  																																																											| (431) e1 = e0
% 63.52/28.54  																																																											|
% 63.52/28.54  																																																											| Equations (431) can reduce 233 to:
% 63.52/28.54  																																																											| (266) $false
% 63.52/28.54  																																																											|
% 63.52/28.54  																																																											|-The branch is then unsatisfiable
% 63.52/28.54  																																																										|-Branch two:
% 63.52/28.54  																																																										| (748)  ~ (unit = e1)
% 63.52/28.54  																																																										| (749) unit = e3
% 63.52/28.54  																																																										|
% 63.52/28.54  																																																											| From (749) and (227) follows:
% 63.52/28.54  																																																											| (22570) op(e4, e3) = e4
% 63.52/28.54  																																																											|
% 63.52/28.54  																																																											| From (749) and (40) follows:
% 63.52/28.54  																																																											| (3715) op(e3, e3) = e3
% 63.52/28.54  																																																											|
% 63.52/28.54  																																																											| From (749) and (28) follows:
% 63.52/28.54  																																																											| (2235) op(e1, e3) = e1
% 63.52/28.54  																																																											|
% 63.52/28.54  																																																											| Instantiating formula (29) with e4, e3, e4, e0 and discharging atoms op(e4, e3) = e4, op(e4, e3) = e0, yields:
% 63.52/28.54  																																																											| (397) e4 = e0
% 63.52/28.54  																																																											|
% 63.52/28.54  																																																											| Instantiating formula (29) with e3, e3, e3, e4 and discharging atoms op(e3, e3) = e4, op(e3, e3) = e3, yields:
% 63.52/28.54  																																																											| (425) e4 = e3
% 63.52/28.54  																																																											|
% 63.52/28.54  																																																											| Instantiating formula (29) with e1, e3, e1, e3 and discharging atoms op(e1, e3) = e3, op(e1, e3) = e1, yields:
% 63.52/28.54  																																																											| (455) e3 = e1
% 63.52/28.54  																																																											|
% 63.52/28.54  																																																											| Combining equations (397,425) yields a new equation:
% 63.52/28.54  																																																											| (676) e3 = e0
% 63.52/28.54  																																																											|
% 63.52/28.54  																																																											| Combining equations (455,676) yields a new equation:
% 63.52/28.54  																																																											| (546) e1 = e0
% 63.52/28.54  																																																											|
% 63.52/28.54  																																																											| Simplifying 546 yields:
% 63.52/28.54  																																																											| (431) e1 = e0
% 63.52/28.54  																																																											|
% 63.52/28.54  																																																											| Equations (431) can reduce 233 to:
% 63.52/28.54  																																																											| (266) $false
% 63.52/28.54  																																																											|
% 63.52/28.54  																																																											|-The branch is then unsatisfiable
% 63.52/28.54  																																																						|-Branch two:
% 63.52/28.54  																																																						| (272)  ~ (all_0_56_56 = e3)
% 63.52/28.54  																																																						| (795) all_0_58_58 = e3
% 63.52/28.54  																																																						|
% 63.52/28.54  																																																							| Combining equations (914,795) yields a new equation:
% 63.52/28.54  																																																							| (676) e3 = e0
% 63.52/28.54  																																																							|
% 63.52/28.54  																																																							| Equations (676) can reduce 80 to:
% 63.52/28.54  																																																							| (266) $false
% 63.52/28.54  																																																							|
% 63.52/28.54  																																																							|-The branch is then unsatisfiable
% 63.52/28.54  																																														|-Branch two:
% 63.52/28.54  																																														| (358)  ~ (all_0_42_42 = e0)
% 63.52/28.54  																																														| (2510) all_0_42_42 = e3 | all_0_42_42 = e1
% 63.52/28.54  																																														|
% 63.52/28.54  																																															+-Applying beta-rule and splitting (1899), into two cases.
% 63.52/28.54  																																															|-Branch one:
% 63.52/28.54  																																															| (516) all_0_42_42 = e3
% 63.52/28.54  																																															|
% 63.52/28.54  																																																| Equations (516) can reduce 405 to:
% 63.52/28.54  																																																| (266) $false
% 63.52/28.54  																																																|
% 63.52/28.54  																																																|-The branch is then unsatisfiable
% 63.52/28.54  																																															|-Branch two:
% 63.52/28.54  																																															| (405)  ~ (all_0_42_42 = e3)
% 63.52/28.54  																																															| (532) all_0_44_44 = e3
% 63.52/28.54  																																															|
% 63.52/28.54  																																																| Equations (532) can reduce 73 to:
% 63.52/28.54  																																																| (405)  ~ (all_0_42_42 = e3)
% 63.52/28.54  																																																|
% 63.52/28.54  																																																+-Applying beta-rule and splitting (2510), into two cases.
% 63.52/28.54  																																																|-Branch one:
% 63.52/28.54  																																																| (459) all_0_42_42 = e1
% 63.52/28.54  																																																|
% 63.52/28.54  																																																	| Equations (459) can reduce 1380 to:
% 63.52/28.54  																																																	| (266) $false
% 63.52/28.54  																																																	|
% 63.52/28.54  																																																	|-The branch is then unsatisfiable
% 63.52/28.54  																																																|-Branch two:
% 63.52/28.54  																																																| (1380)  ~ (all_0_42_42 = e1)
% 63.52/28.54  																																																| (516) all_0_42_42 = e3
% 63.52/28.54  																																																|
% 63.52/28.54  																																																	| Equations (516) can reduce 405 to:
% 63.52/28.54  																																																	| (266) $false
% 63.52/28.54  																																																	|
% 63.52/28.54  																																																	|-The branch is then unsatisfiable
% 63.52/28.54  																																									|-Branch two:
% 63.52/28.54  																																									| (462)  ~ (all_0_47_47 = e1)
% 63.52/28.54  																																									| (659) all_0_48_48 = e1 | all_0_49_49 = e1
% 63.52/28.54  																																									|
% 63.52/28.54  																																										+-Applying beta-rule and splitting (659), into two cases.
% 63.52/28.54  																																										|-Branch one:
% 63.52/28.54  																																										| (615) all_0_48_48 = e1
% 63.52/28.54  																																										|
% 63.52/28.54  																																											| Combining equations (615,1279) yields a new equation:
% 63.52/28.54  																																											| (546) e1 = e0
% 63.52/28.54  																																											|
% 63.52/28.54  																																											| Simplifying 546 yields:
% 63.52/28.54  																																											| (431) e1 = e0
% 63.52/28.54  																																											|
% 63.52/28.54  																																											| Equations (431) can reduce 233 to:
% 63.52/28.54  																																											| (266) $false
% 63.52/28.54  																																											|
% 63.52/28.54  																																											|-The branch is then unsatisfiable
% 63.52/28.54  																																										|-Branch two:
% 63.52/28.54  																																										| (619)  ~ (all_0_48_48 = e1)
% 63.52/28.54  																																										| (671) all_0_49_49 = e1
% 63.52/28.54  																																										|
% 63.52/28.54  																																											| Combining equations (974,671) yields a new equation:
% 63.52/28.54  																																											| (636) e4 = e1
% 63.52/28.54  																																											|
% 63.52/28.54  																																											| Simplifying 636 yields:
% 63.52/28.54  																																											| (630) e4 = e1
% 63.52/28.54  																																											|
% 63.52/28.54  																																											| Equations (630) can reduce 110 to:
% 63.52/28.54  																																											| (266) $false
% 63.52/28.54  																																											|
% 63.52/28.54  																																											|-The branch is then unsatisfiable
% 63.57/28.54  																																						|-Branch two:
% 63.57/28.54  																																						| (1283)  ~ (all_0_48_48 = e0)
% 63.57/28.54  																																						| (615) all_0_48_48 = e1
% 63.57/28.54  																																						|
% 63.57/28.54  																																							| Equations (615) can reduce 619 to:
% 63.57/28.54  																																							| (266) $false
% 63.57/28.54  																																							|
% 63.57/28.54  																																							|-The branch is then unsatisfiable
% 63.57/28.54  																																	|-Branch two:
% 63.57/28.54  																																	| (632)  ~ (all_0_55_55 = e1)
% 63.57/28.54  																																	| (2336) all_0_55_55 = e3
% 63.57/28.54  																																	|
% 63.57/28.54  																																		| Equations (2336) can reduce 270 to:
% 63.57/28.54  																																		| (266) $false
% 63.57/28.54  																																		|
% 63.57/28.54  																																		|-The branch is then unsatisfiable
% 63.57/28.54  																									|-Branch two:
% 63.57/28.54  																									| (411)  ~ (all_0_50_50 = e3)
% 63.57/28.54  																									| (418) all_0_51_51 = e3 | all_0_53_53 = e3
% 63.57/28.54  																									|
% 63.57/28.54  																										+-Applying beta-rule and splitting (418), into two cases.
% 63.57/28.54  																										|-Branch one:
% 63.57/28.54  																										| (660) all_0_51_51 = e3
% 63.57/28.54  																										|
% 63.57/28.54  																											| Combining equations (504,660) yields a new equation:
% 63.57/28.54  																											| (662) e3 = e2
% 63.57/28.54  																											|
% 63.57/28.54  																											| Equations (662) can reduce 212 to:
% 63.57/28.54  																											| (266) $false
% 63.57/28.54  																											|
% 63.57/28.54  																											|-The branch is then unsatisfiable
% 63.57/28.54  																										|-Branch two:
% 63.57/28.54  																										| (664)  ~ (all_0_51_51 = e3)
% 63.57/28.54  																										| (665) all_0_53_53 = e3
% 63.57/28.54  																										|
% 63.57/28.54  																											| Equations (665) can reduce 220 to:
% 63.57/28.54  																											| (407)  ~ (all_0_44_44 = e3)
% 63.57/28.54  																											|
% 63.57/28.54  																											| Equations (665) can reduce 190 to:
% 63.57/28.54  																											| (411)  ~ (all_0_50_50 = e3)
% 63.57/28.54  																											|
% 63.57/28.54  																											| Equations (665) can reduce 1453 to:
% 63.57/28.54  																											| (277)  ~ (e4 = e3)
% 63.57/28.54  																											|
% 63.57/28.54  																											| Simplifying 277 yields:
% 63.57/28.54  																											| (188)  ~ (e4 = e3)
% 63.57/28.54  																											|
% 63.57/28.54  																											+-Applying beta-rule and splitting (113), into two cases.
% 63.57/28.54  																											|-Branch one:
% 63.57/28.54  																											| (403) all_0_41_41 = e3
% 63.57/28.54  																											|
% 63.57/28.54  																												| Combining equations (437,403) yields a new equation:
% 63.57/28.54  																												| (424) e4 = e3
% 63.57/28.54  																												|
% 63.57/28.54  																												| Simplifying 424 yields:
% 63.57/28.54  																												| (425) e4 = e3
% 63.57/28.54  																												|
% 63.57/28.54  																												| Equations (425) can reduce 188 to:
% 63.57/28.54  																												| (266) $false
% 63.57/28.54  																												|
% 63.57/28.54  																												|-The branch is then unsatisfiable
% 63.57/28.54  																											|-Branch two:
% 63.57/28.54  																											| (1898)  ~ (all_0_41_41 = e3)
% 63.57/28.54  																											| (1899) all_0_42_42 = e3 | all_0_44_44 = e3
% 63.57/28.54  																											|
% 63.57/28.54  																												+-Applying beta-rule and splitting (1899), into two cases.
% 63.57/28.54  																												|-Branch one:
% 63.57/28.54  																												| (516) all_0_42_42 = e3
% 63.57/28.54  																												|
% 63.57/28.54  																													| Equations (516) can reduce 73 to:
% 63.57/28.54  																													| (406)  ~ (all_0_44_44 = e3)
% 63.57/28.54  																													|
% 63.57/28.54  																													| Simplifying 406 yields:
% 63.57/28.54  																													| (407)  ~ (all_0_44_44 = e3)
% 63.57/28.54  																													|
% 63.57/28.54  																													| Equations (516) can reduce 198 to:
% 63.57/28.54  																													| (2538)  ~ (all_0_47_47 = e3)
% 63.57/28.54  																													|
% 63.57/28.54  																													| Simplifying 2538 yields:
% 63.57/28.54  																													| (1091)  ~ (all_0_47_47 = e3)
% 63.57/28.54  																													|
% 63.57/28.54  																													| Equations (516) can reduce 1890 to:
% 63.57/28.54  																													| (277)  ~ (e4 = e3)
% 63.57/28.54  																													|
% 63.57/28.54  																													| Simplifying 277 yields:
% 63.57/28.54  																													| (188)  ~ (e4 = e3)
% 63.57/28.54  																													|
% 63.57/28.54  																													| Equations (516) can reduce 51 to:
% 63.57/28.54  																													| (212)  ~ (e3 = e2)
% 63.57/28.54  																													|
% 63.57/28.54  																													+-Applying beta-rule and splitting (144), into two cases.
% 63.57/28.54  																													|-Branch one:
% 63.57/28.54  																													| (403) all_0_41_41 = e3
% 63.57/28.54  																													|
% 63.57/28.54  																														| Combining equations (403,437) yields a new equation:
% 63.57/28.54  																														| (425) e4 = e3
% 63.57/28.54  																														|
% 63.57/28.54  																														| Equations (425) can reduce 188 to:
% 63.57/28.54  																														| (266) $false
% 63.57/28.54  																														|
% 63.57/28.54  																														|-The branch is then unsatisfiable
% 63.57/28.54  																													|-Branch two:
% 63.57/28.54  																													| (1898)  ~ (all_0_41_41 = e3)
% 63.57/28.54  																													| (1923) all_0_46_46 = e3 | all_0_50_50 = e3 | all_0_55_55 = e3
% 63.57/28.55  																													|
% 63.57/28.55  																														+-Applying beta-rule and splitting (1923), into two cases.
% 63.57/28.55  																														|-Branch one:
% 63.57/28.55  																														| (1557) all_0_46_46 = e3
% 63.57/28.55  																														|
% 63.57/28.55  																															| Combining equations (1557,1794) yields a new equation:
% 63.57/28.55  																															| (661) e3 = e2
% 63.57/28.55  																															|
% 63.57/28.55  																															| Simplifying 661 yields:
% 63.57/28.55  																															| (662) e3 = e2
% 63.57/28.55  																															|
% 63.57/28.55  																															| Equations (662) can reduce 212 to:
% 63.57/28.55  																															| (266) $false
% 63.57/28.55  																															|
% 63.57/28.55  																															|-The branch is then unsatisfiable
% 63.57/28.55  																														|-Branch two:
% 63.57/28.55  																														| (409)  ~ (all_0_46_46 = e3)
% 63.57/28.55  																														| (4042) all_0_50_50 = e3 | all_0_55_55 = e3
% 63.57/28.55  																														|
% 63.57/28.55  																															+-Applying beta-rule and splitting (4042), into two cases.
% 63.57/28.55  																															|-Branch one:
% 63.57/28.55  																															| (415) all_0_50_50 = e3
% 63.57/28.55  																															|
% 63.57/28.55  																																| Equations (415) can reduce 411 to:
% 63.57/28.55  																																| (266) $false
% 63.57/28.55  																																|
% 63.57/28.55  																																|-The branch is then unsatisfiable
% 63.57/28.55  																															|-Branch two:
% 63.57/28.55  																															| (411)  ~ (all_0_50_50 = e3)
% 63.57/28.55  																															| (2336) all_0_55_55 = e3
% 63.57/28.55  																															|
% 63.57/28.55  																																| Equations (2336) can reduce 93 to:
% 63.57/28.55  																																| (411)  ~ (all_0_50_50 = e3)
% 63.57/28.55  																																|
% 63.57/28.55  																																| Equations (2336) can reduce 153 to:
% 63.57/28.55  																																| (271)  ~ (all_0_56_56 = e3)
% 63.57/28.55  																																|
% 63.57/28.55  																																| Simplifying 271 yields:
% 63.57/28.55  																																| (272)  ~ (all_0_56_56 = e3)
% 63.57/28.55  																																|
% 63.57/28.55  																																| From (2336) and (74) follows:
% 63.57/28.55  																																| (2208) op(e0, e3) = e3
% 63.57/28.55  																																|
% 63.57/28.55  																																+-Applying beta-rule and splitting (241), into two cases.
% 63.57/28.55  																																|-Branch one:
% 63.57/28.55  																																| (378) all_0_50_50 = e2
% 63.57/28.55  																																|
% 63.57/28.55  																																	| Equations (378) can reduce 302 to:
% 63.57/28.55  																																	| (266) $false
% 63.57/28.55  																																	|
% 63.57/28.55  																																	|-The branch is then unsatisfiable
% 63.57/28.55  																																|-Branch two:
% 63.57/28.55  																																| (302)  ~ (all_0_50_50 = e2)
% 63.57/28.55  																																| (422) all_0_50_50 = e4 | all_0_50_50 = e3 | all_0_50_50 = e1
% 63.57/28.55  																																|
% 63.57/28.55  																																	+-Applying beta-rule and splitting (422), into two cases.
% 63.57/28.55  																																	|-Branch one:
% 63.57/28.55  																																	| (775) all_0_50_50 = e4
% 63.57/28.55  																																	|
% 63.57/28.55  																																		| Equations (775) can reduce 566 to:
% 63.57/28.55  																																		| (266) $false
% 63.57/28.55  																																		|
% 63.57/28.55  																																		|-The branch is then unsatisfiable
% 63.57/28.55  																																	|-Branch two:
% 63.57/28.55  																																	| (566)  ~ (all_0_50_50 = e4)
% 63.57/28.55  																																	| (1444) all_0_50_50 = e3 | all_0_50_50 = e1
% 63.57/28.55  																																	|
% 63.57/28.55  																																		+-Applying beta-rule and splitting (1444), into two cases.
% 63.57/28.55  																																		|-Branch one:
% 63.57/28.55  																																		| (601) all_0_50_50 = e1
% 63.57/28.55  																																		|
% 63.57/28.55  																																			| From (601) and (242) follows:
% 63.57/28.55  																																			| (2235) op(e1, e3) = e1
% 63.57/28.55  																																			|
% 63.57/28.55  																																			+-Applying beta-rule and splitting (4), into two cases.
% 63.57/28.55  																																			|-Branch one:
% 63.57/28.55  																																			| (356) all_0_43_43 = e0
% 63.57/28.55  																																			|
% 63.57/28.55  																																				| Equations (356) can reduce 159 to:
% 63.57/28.55  																																				| (359)  ~ (all_0_44_44 = e0)
% 63.57/28.55  																																				|
% 63.57/28.55  																																				| Simplifying 359 yields:
% 63.57/28.55  																																				| (360)  ~ (all_0_44_44 = e0)
% 63.57/28.55  																																				|
% 63.57/28.55  																																				| Equations (356) can reduce 17 to:
% 63.57/28.55  																																				| (10200)  ~ (all_0_48_48 = e0)
% 63.57/28.55  																																				|
% 63.57/28.55  																																				| Simplifying 10200 yields:
% 63.57/28.55  																																				| (1283)  ~ (all_0_48_48 = e0)
% 63.57/28.55  																																				|
% 63.57/28.55  																																				| Equations (356) can reduce 399 to:
% 63.57/28.55  																																				| (401)  ~ (e4 = e0)
% 63.57/28.55  																																				|
% 63.57/28.55  																																				| Simplifying 401 yields:
% 63.57/28.55  																																				| (49)  ~ (e4 = e0)
% 63.57/28.55  																																				|
% 63.57/28.55  																																				| Equations (356) can reduce 96 to:
% 63.57/28.55  																																				| (365)  ~ (e2 = e0)
% 63.57/28.55  																																				|
% 63.57/28.55  																																				| Simplifying 365 yields:
% 63.57/28.55  																																				| (128)  ~ (e2 = e0)
% 63.57/28.55  																																				|
% 63.57/28.55  																																				+-Applying beta-rule and splitting (75), into two cases.
% 63.57/28.55  																																				|-Branch one:
% 63.57/28.55  																																				| (485) all_0_40_40 = e0
% 63.57/28.55  																																				|
% 63.57/28.55  																																					| Combining equations (485,313) yields a new equation:
% 63.57/28.55  																																					| (330) e2 = e0
% 63.57/28.55  																																					|
% 63.57/28.55  																																					| Equations (330) can reduce 128 to:
% 63.57/28.55  																																					| (266) $false
% 63.57/28.55  																																					|
% 63.57/28.55  																																					|-The branch is then unsatisfiable
% 63.57/28.55  																																				|-Branch two:
% 63.57/28.55  																																				| (1401)  ~ (all_0_40_40 = e0)
% 63.57/28.55  																																				| (1748) all_0_44_44 = e0 | all_0_49_49 = e0 | all_0_58_58 = e0
% 63.57/28.55  																																				|
% 63.57/28.55  																																					| Equations (313) can reduce 1401 to:
% 63.57/28.55  																																					| (128)  ~ (e2 = e0)
% 63.57/28.55  																																					|
% 63.57/28.55  																																					+-Applying beta-rule and splitting (228), into two cases.
% 63.57/28.55  																																					|-Branch one:
% 63.57/28.55  																																					| (335) all_0_48_48 = e2
% 63.57/28.55  																																					|
% 63.57/28.55  																																						| Equations (335) can reduce 810 to:
% 63.57/28.55  																																						| (266) $false
% 63.57/28.55  																																						|
% 63.57/28.55  																																						|-The branch is then unsatisfiable
% 63.57/28.55  																																					|-Branch two:
% 63.57/28.55  																																					| (810)  ~ (all_0_48_48 = e2)
% 63.57/28.55  																																					| (10218) all_0_48_48 = e4 | all_0_48_48 = e1 | all_0_48_48 = e0
% 63.57/28.55  																																					|
% 63.57/28.55  																																						+-Applying beta-rule and splitting (1748), into two cases.
% 63.57/28.55  																																						|-Branch one:
% 63.57/28.55  																																						| (1414) all_0_44_44 = e0
% 63.57/28.55  																																						|
% 63.57/28.55  																																							| Equations (1414) can reduce 360 to:
% 63.57/28.55  																																							| (266) $false
% 63.57/28.55  																																							|
% 63.57/28.55  																																							|-The branch is then unsatisfiable
% 63.57/28.55  																																						|-Branch two:
% 63.57/28.55  																																						| (360)  ~ (all_0_44_44 = e0)
% 63.57/28.55  																																						| (1760) all_0_49_49 = e0 | all_0_58_58 = e0
% 63.57/28.55  																																						|
% 63.57/28.55  																																							+-Applying beta-rule and splitting (10218), into two cases.
% 63.57/28.55  																																							|-Branch one:
% 63.57/28.55  																																							| (943) all_0_48_48 = e4
% 63.57/28.55  																																							|
% 63.57/28.55  																																								| Equations (943) can reduce 254 to:
% 63.57/28.55  																																								| (266) $false
% 63.57/28.55  																																								|
% 63.57/28.55  																																								|-The branch is then unsatisfiable
% 63.57/28.55  																																							|-Branch two:
% 63.57/28.55  																																							| (254)  ~ (all_0_48_48 = e4)
% 63.57/28.55  																																							| (10222) all_0_48_48 = e1 | all_0_48_48 = e0
% 63.57/28.55  																																							|
% 63.57/28.55  																																								+-Applying beta-rule and splitting (184), into two cases.
% 63.57/28.55  																																								|-Branch one:
% 63.57/28.55  																																								| (538) all_0_46_46 = e0
% 63.57/28.55  																																								|
% 63.57/28.55  																																									| Combining equations (1794,538) yields a new equation:
% 63.57/28.55  																																									| (391) e2 = e0
% 63.57/28.55  																																									|
% 63.57/28.55  																																									| Simplifying 391 yields:
% 63.57/28.55  																																									| (330) e2 = e0
% 63.57/28.55  																																									|
% 63.57/28.55  																																									| Equations (330) can reduce 128 to:
% 63.57/28.55  																																									| (266) $false
% 63.57/28.55  																																									|
% 63.57/28.55  																																									|-The branch is then unsatisfiable
% 63.57/28.55  																																								|-Branch two:
% 63.57/28.55  																																								| (831)  ~ (all_0_46_46 = e0)
% 63.57/28.55  																																								| (832) all_0_47_47 = e0 | all_0_48_48 = e0 | all_0_49_49 = e0
% 63.57/28.55  																																								|
% 63.57/28.55  																																									+-Applying beta-rule and splitting (10222), into two cases.
% 63.57/28.55  																																									|-Branch one:
% 63.57/28.55  																																									| (1279) all_0_48_48 = e0
% 63.57/28.55  																																									|
% 63.57/28.55  																																										| Equations (1279) can reduce 1283 to:
% 63.57/28.55  																																										| (266) $false
% 63.57/28.55  																																										|
% 63.57/28.55  																																										|-The branch is then unsatisfiable
% 63.57/28.55  																																									|-Branch two:
% 63.57/28.55  																																									| (1283)  ~ (all_0_48_48 = e0)
% 63.57/28.55  																																									| (615) all_0_48_48 = e1
% 63.57/28.55  																																									|
% 63.57/28.55  																																										| Equations (615) can reduce 215 to:
% 63.57/28.55  																																										| (467)  ~ (e3 = e1)
% 63.57/28.55  																																										|
% 63.57/28.55  																																										| Simplifying 467 yields:
% 63.57/28.55  																																										| (213)  ~ (e3 = e1)
% 63.57/28.55  																																										|
% 63.57/28.55  																																										| Equations (615) can reduce 1283 to:
% 63.57/28.55  																																										| (233)  ~ (e1 = e0)
% 63.57/28.55  																																										|
% 63.57/28.55  																																										| From (615) and (192) follows:
% 63.57/28.55  																																										| (1612) op(e2, e1) = e1
% 63.57/28.55  																																										|
% 63.57/28.55  																																										+-Applying beta-rule and splitting (131), into two cases.
% 63.57/28.55  																																										|-Branch one:
% 63.57/28.55  																																										| (459) all_0_42_42 = e1
% 63.57/28.55  																																										|
% 63.57/28.55  																																											| Combining equations (459,516) yields a new equation:
% 63.57/28.55  																																											| (455) e3 = e1
% 63.57/28.55  																																											|
% 63.57/28.55  																																											| Equations (455) can reduce 213 to:
% 63.57/28.55  																																											| (266) $false
% 63.57/28.55  																																											|
% 63.57/28.55  																																											|-The branch is then unsatisfiable
% 63.57/28.55  																																										|-Branch two:
% 63.57/28.55  																																										| (1380)  ~ (all_0_42_42 = e1)
% 63.57/28.55  																																										| (3259) all_0_47_47 = e1 | all_0_51_51 = e1 | all_0_56_56 = e1
% 63.57/28.55  																																										|
% 63.57/28.55  																																											| Equations (516) can reduce 1380 to:
% 63.57/28.55  																																											| (213)  ~ (e3 = e1)
% 63.57/28.55  																																											|
% 63.57/28.55  																																											+-Applying beta-rule and splitting (832), into two cases.
% 63.57/28.55  																																											|-Branch one:
% 63.57/28.55  																																											| (674) all_0_47_47 = e0
% 63.57/28.55  																																											|
% 63.57/28.55  																																												| Equations (674) can reduce 252 to:
% 63.57/28.55  																																												| (401)  ~ (e4 = e0)
% 63.57/28.55  																																												|
% 63.57/28.55  																																												| Simplifying 401 yields:
% 63.57/28.55  																																												| (49)  ~ (e4 = e0)
% 63.57/28.55  																																												|
% 63.57/28.55  																																												+-Applying beta-rule and splitting (133), into two cases.
% 63.57/28.55  																																												|-Branch one:
% 63.57/28.55  																																												| (833) all_0_56_56 = e2
% 63.57/28.55  																																												|
% 63.57/28.55  																																													| Equations (833) can reduce 511 to:
% 63.57/28.55  																																													| (266) $false
% 63.57/28.55  																																													|
% 63.57/28.55  																																													|-The branch is then unsatisfiable
% 63.57/28.55  																																												|-Branch two:
% 63.57/28.55  																																												| (511)  ~ (all_0_56_56 = e2)
% 63.57/28.55  																																												| (836) all_0_56_56 = e4 | all_0_56_56 = e3 | all_0_56_56 = e1 | all_0_56_56 = e0
% 63.57/28.55  																																												|
% 63.57/28.55  																																													+-Applying beta-rule and splitting (26), into two cases.
% 63.57/28.55  																																													|-Branch one:
% 63.57/28.55  																																													| (446) all_0_44_44 = e4
% 63.57/28.55  																																													|
% 63.57/28.55  																																														| Equations (446) can reduce 1390 to:
% 63.57/28.55  																																														| (266) $false
% 63.57/28.55  																																														|
% 63.57/28.55  																																														|-The branch is then unsatisfiable
% 63.57/28.55  																																													|-Branch two:
% 63.57/28.55  																																													| (1390)  ~ (all_0_44_44 = e4)
% 63.57/28.55  																																													| (1391) all_0_44_44 = e3 | all_0_44_44 = e1 | all_0_44_44 = e0
% 63.57/28.55  																																													|
% 63.57/28.55  																																														+-Applying beta-rule and splitting (1760), into two cases.
% 63.57/28.55  																																														|-Branch one:
% 63.57/28.55  																																														| (978) all_0_49_49 = e0
% 63.57/28.55  																																														|
% 63.57/28.55  																																															| Combining equations (978,974) yields a new equation:
% 63.57/28.55  																																															| (397) e4 = e0
% 63.57/28.55  																																															|
% 63.57/28.55  																																															| Equations (397) can reduce 49 to:
% 63.57/28.55  																																															| (266) $false
% 63.57/28.55  																																															|
% 63.57/28.55  																																															|-The branch is then unsatisfiable
% 63.57/28.55  																																														|-Branch two:
% 63.57/28.55  																																														| (487)  ~ (all_0_49_49 = e0)
% 63.57/28.55  																																														| (914) all_0_58_58 = e0
% 63.57/28.55  																																														|
% 63.57/28.55  																																															| Equations (914) can reduce 181 to:
% 63.57/28.55  																																															| (360)  ~ (all_0_44_44 = e0)
% 63.57/28.55  																																															|
% 63.57/28.55  																																															| Equations (914) can reduce 44 to:
% 63.57/28.55  																																															| (828)  ~ (all_0_56_56 = e0)
% 63.57/28.55  																																															|
% 63.57/28.55  																																															+-Applying beta-rule and splitting (216), into two cases.
% 63.57/28.55  																																															|-Branch one:
% 63.57/28.55  																																															| (629) all_0_55_55 = e1
% 63.57/28.55  																																															|
% 63.57/28.55  																																																| Combining equations (629,2336) yields a new equation:
% 63.57/28.55  																																																| (455) e3 = e1
% 63.57/28.55  																																																|
% 63.57/28.55  																																																| Equations (455) can reduce 213 to:
% 63.57/28.55  																																																| (266) $false
% 63.57/28.55  																																																|
% 63.57/28.55  																																																|-The branch is then unsatisfiable
% 63.57/28.55  																																															|-Branch two:
% 63.57/28.55  																																															| (632)  ~ (all_0_55_55 = e1)
% 63.57/28.55  																																															| (633) all_0_56_56 = e1 | all_0_57_57 = e1 | all_0_58_58 = e1
% 63.57/28.55  																																															|
% 63.57/28.55  																																																+-Applying beta-rule and splitting (112), into two cases.
% 63.57/28.55  																																																|-Branch one:
% 63.57/28.55  																																																| (635) all_0_44_44 = e1
% 63.57/28.55  																																																|
% 63.57/28.55  																																																	| Equations (635) can reduce 147 to:
% 63.57/28.55  																																																	| (604)  ~ (e2 = e1)
% 63.57/28.55  																																																	|
% 63.57/28.55  																																																	| Simplifying 604 yields:
% 63.57/28.55  																																																	| (122)  ~ (e2 = e1)
% 63.57/28.55  																																																	|
% 63.57/28.55  																																																	| Equations (635) can reduce 360 to:
% 63.57/28.55  																																																	| (233)  ~ (e1 = e0)
% 63.57/28.55  																																																	|
% 63.57/28.55  																																																	| From (635) and (138) follows:
% 63.57/28.55  																																																	| (1423) op(e3, e0) = e1
% 63.57/28.55  																																																	|
% 63.57/28.55  																																																	+-Applying beta-rule and splitting (633), into two cases.
% 63.57/28.55  																																																	|-Branch one:
% 63.57/28.55  																																																	| (1569) all_0_56_56 = e1
% 63.57/28.55  																																																	|
% 63.57/28.55  																																																		| Equations (1569) can reduce 511 to:
% 63.57/28.55  																																																		| (604)  ~ (e2 = e1)
% 63.57/28.55  																																																		|
% 63.57/28.55  																																																		| Simplifying 604 yields:
% 63.57/28.55  																																																		| (122)  ~ (e2 = e1)
% 63.57/28.55  																																																		|
% 63.57/28.55  																																																		| Equations (1569) can reduce 828 to:
% 63.57/28.55  																																																		| (233)  ~ (e1 = e0)
% 63.57/28.55  																																																		|
% 63.57/28.55  																																																		+-Applying beta-rule and splitting (56), into two cases.
% 63.57/28.55  																																																		|-Branch one:
% 63.57/28.55  																																																		| (696) unit = e2
% 63.57/28.55  																																																		|
% 63.57/28.55  																																																			| From (696) and (244) follows:
% 63.57/28.55  																																																			| (264) op(e2, e4) = e4
% 63.57/28.55  																																																			|
% 63.57/28.55  																																																			| From (696) and (24) follows:
% 63.57/28.55  																																																			| (697) op(e2, e3) = e3
% 63.57/28.55  																																																			|
% 63.57/28.55  																																																			| From (696) and (209) follows:
% 63.57/28.55  																																																			| (7585) op(e2, e0) = e0
% 63.57/28.55  																																																			|
% 63.57/28.55  																																																			| From (696) and (28) follows:
% 63.57/28.55  																																																			| (699) op(e1, e2) = e1
% 63.57/28.55  																																																			|
% 63.57/28.55  																																																			| Instantiating formula (29) with e2, e4, e4, e3 and discharging atoms op(e2, e4) = e4, op(e2, e4) = e3, yields:
% 63.57/28.55  																																																			| (425) e4 = e3
% 63.57/28.55  																																																			|
% 63.57/28.55  																																																			| Instantiating formula (29) with e2, e3, e3, e2 and discharging atoms op(e2, e3) = e3, op(e2, e3) = e2, yields:
% 63.57/28.55  																																																			| (662) e3 = e2
% 63.57/28.55  																																																			|
% 63.57/28.55  																																																			| Instantiating formula (29) with e2, e0, e0, e4 and discharging atoms op(e2, e0) = e4, op(e2, e0) = e0, yields:
% 63.57/28.55  																																																			| (397) e4 = e0
% 63.57/28.55  																																																			|
% 63.57/28.55  																																																			| Instantiating formula (29) with e1, e2, e1, e2 and discharging atoms op(e1, e2) = e2, op(e1, e2) = e1, yields:
% 63.57/28.55  																																																			| (617) e2 = e1
% 63.57/28.55  																																																			|
% 63.57/28.55  																																																			| Combining equations (397,425) yields a new equation:
% 63.57/28.55  																																																			| (676) e3 = e0
% 63.57/28.55  																																																			|
% 63.57/28.55  																																																			| Combining equations (676,662) yields a new equation:
% 63.57/28.55  																																																			| (330) e2 = e0
% 63.57/28.55  																																																			|
% 63.57/28.55  																																																			| Combining equations (617,330) yields a new equation:
% 63.57/28.55  																																																			| (546) e1 = e0
% 63.57/28.55  																																																			|
% 63.57/28.55  																																																			| Simplifying 546 yields:
% 63.57/28.55  																																																			| (431) e1 = e0
% 63.57/28.55  																																																			|
% 63.57/28.55  																																																			| Equations (431) can reduce 233 to:
% 63.57/28.55  																																																			| (266) $false
% 63.57/28.55  																																																			|
% 63.57/28.55  																																																			|-The branch is then unsatisfiable
% 63.57/28.55  																																																		|-Branch two:
% 63.57/28.55  																																																		| (707)  ~ (unit = e2)
% 63.57/28.55  																																																		| (708) unit = e4 | unit = e3 | unit = e1 | unit = e0
% 63.57/28.55  																																																		|
% 63.57/28.55  																																																			+-Applying beta-rule and splitting (708), into two cases.
% 63.57/28.55  																																																			|-Branch one:
% 63.57/28.55  																																																			| (709) unit = e4
% 63.57/28.55  																																																			|
% 63.57/28.55  																																																				| From (709) and (24) follows:
% 63.57/28.55  																																																				| (33325) op(e4, e3) = e3
% 63.57/28.55  																																																				|
% 63.57/28.55  																																																				| From (709) and (211) follows:
% 63.57/28.55  																																																				| (22527) op(e4, e1) = e1
% 63.57/28.55  																																																				|
% 63.57/28.55  																																																				| From (709) and (32) follows:
% 63.57/28.55  																																																				| (712) op(e2, e4) = e2
% 63.57/28.55  																																																				|
% 63.57/28.55  																																																				| Instantiating formula (29) with e4, e3, e3, e0 and discharging atoms op(e4, e3) = e3, op(e4, e3) = e0, yields:
% 63.57/28.55  																																																				| (676) e3 = e0
% 63.57/28.55  																																																				|
% 63.57/28.55  																																																				| Instantiating formula (29) with e4, e1, e1, e3 and discharging atoms op(e4, e1) = e3, op(e4, e1) = e1, yields:
% 63.57/28.55  																																																				| (455) e3 = e1
% 63.57/28.55  																																																				|
% 63.57/28.55  																																																				| Instantiating formula (29) with e2, e4, e2, e3 and discharging atoms op(e2, e4) = e3, op(e2, e4) = e2, yields:
% 63.57/28.55  																																																				| (662) e3 = e2
% 63.57/28.55  																																																				|
% 63.57/28.55  																																																				| Combining equations (455,662) yields a new equation:
% 63.57/28.55  																																																				| (617) e2 = e1
% 63.57/28.55  																																																				|
% 63.57/28.55  																																																				| Combining equations (676,662) yields a new equation:
% 63.57/28.55  																																																				| (330) e2 = e0
% 63.57/28.55  																																																				|
% 63.57/28.55  																																																				| Combining equations (617,330) yields a new equation:
% 63.57/28.55  																																																				| (546) e1 = e0
% 63.57/28.55  																																																				|
% 63.57/28.55  																																																				| Simplifying 546 yields:
% 63.57/28.55  																																																				| (431) e1 = e0
% 63.57/28.55  																																																				|
% 63.57/28.55  																																																				| Equations (431) can reduce 233 to:
% 63.57/28.55  																																																				| (266) $false
% 63.57/28.55  																																																				|
% 63.57/28.55  																																																				|-The branch is then unsatisfiable
% 63.57/28.55  																																																			|-Branch two:
% 63.57/28.55  																																																			| (724)  ~ (unit = e4)
% 63.57/28.55  																																																			| (725) unit = e3 | unit = e1 | unit = e0
% 63.57/28.55  																																																			|
% 63.57/28.55  																																																				+-Applying beta-rule and splitting (725), into two cases.
% 63.57/28.55  																																																				|-Branch one:
% 63.57/28.55  																																																				| (726) unit = e0
% 63.57/28.55  																																																				|
% 63.57/28.55  																																																					| From (726) and (211) follows:
% 63.57/28.55  																																																					| (15180) op(e0, e1) = e1
% 63.57/28.55  																																																					|
% 63.57/28.55  																																																					| Instantiating formula (29) with e0, e1, e1, e2 and discharging atoms op(e0, e1) = e2, op(e0, e1) = e1, yields:
% 63.57/28.55  																																																					| (617) e2 = e1
% 63.57/28.55  																																																					|
% 63.57/28.55  																																																					| Equations (617) can reduce 122 to:
% 63.57/28.55  																																																					| (266) $false
% 63.57/28.55  																																																					|
% 63.57/28.55  																																																					|-The branch is then unsatisfiable
% 63.57/28.55  																																																				|-Branch two:
% 63.57/28.55  																																																				| (734)  ~ (unit = e0)
% 63.57/28.55  																																																				| (735) unit = e3 | unit = e1
% 63.57/28.55  																																																				|
% 63.57/28.55  																																																					+-Applying beta-rule and splitting (735), into two cases.
% 63.57/28.55  																																																					|-Branch one:
% 63.57/28.55  																																																					| (736) unit = e1
% 63.57/28.55  																																																					|
% 63.57/28.56  																																																						| Equations (736) can reduce 734 to:
% 63.57/28.56  																																																						| (233)  ~ (e1 = e0)
% 63.57/28.56  																																																						|
% 63.57/28.56  																																																						| From (736) and (32) follows:
% 63.57/28.56  																																																						| (347) op(e2, e1) = e2
% 63.57/28.56  																																																						|
% 63.57/28.56  																																																						| From (736) and (42) follows:
% 63.57/28.56  																																																						| (3221) op(e0, e1) = e0
% 63.57/28.56  																																																						|
% 63.57/28.56  																																																						| Instantiating formula (29) with e2, e1, e2, e1 and discharging atoms op(e2, e1) = e2, op(e2, e1) = e1, yields:
% 63.57/28.56  																																																						| (617) e2 = e1
% 63.57/28.56  																																																						|
% 63.57/28.56  																																																						| Instantiating formula (29) with e0, e1, e0, e2 and discharging atoms op(e0, e1) = e2, op(e0, e1) = e0, yields:
% 63.57/28.56  																																																						| (330) e2 = e0
% 63.57/28.56  																																																						|
% 63.57/28.56  																																																						| Combining equations (330,617) yields a new equation:
% 63.57/28.56  																																																						| (431) e1 = e0
% 63.57/28.56  																																																						|
% 63.57/28.56  																																																						| Equations (431) can reduce 233 to:
% 63.57/28.56  																																																						| (266) $false
% 63.57/28.56  																																																						|
% 63.57/28.56  																																																						|-The branch is then unsatisfiable
% 63.57/28.56  																																																					|-Branch two:
% 63.57/28.56  																																																					| (748)  ~ (unit = e1)
% 63.57/28.56  																																																					| (749) unit = e3
% 63.57/28.56  																																																					|
% 63.57/28.56  																																																						| From (749) and (209) follows:
% 63.57/28.56  																																																						| (1667) op(e3, e0) = e0
% 63.57/28.56  																																																						|
% 63.57/28.56  																																																						| Instantiating formula (29) with e3, e0, e0, e1 and discharging atoms op(e3, e0) = e1, op(e3, e0) = e0, yields:
% 63.57/28.56  																																																						| (431) e1 = e0
% 63.57/28.56  																																																						|
% 63.57/28.56  																																																						| Equations (431) can reduce 233 to:
% 63.57/28.56  																																																						| (266) $false
% 63.57/28.56  																																																						|
% 63.57/28.56  																																																						|-The branch is then unsatisfiable
% 63.57/28.56  																																																	|-Branch two:
% 63.57/28.56  																																																	| (466)  ~ (all_0_56_56 = e1)
% 63.57/28.56  																																																	| (1574) all_0_57_57 = e1 | all_0_58_58 = e1
% 63.57/28.56  																																																	|
% 63.57/28.56  																																																		+-Applying beta-rule and splitting (1574), into two cases.
% 63.57/28.56  																																																		|-Branch one:
% 63.57/28.56  																																																		| (647) all_0_57_57 = e1
% 63.57/28.56  																																																		|
% 63.59/28.56  																																																			| Combining equations (442,647) yields a new equation:
% 63.59/28.56  																																																			| (616) e2 = e1
% 63.59/28.56  																																																			|
% 63.59/28.56  																																																			| Simplifying 616 yields:
% 63.59/28.56  																																																			| (617) e2 = e1
% 63.59/28.56  																																																			|
% 63.59/28.56  																																																			| Equations (617) can reduce 122 to:
% 63.59/28.56  																																																			| (266) $false
% 63.59/28.56  																																																			|
% 63.59/28.56  																																																			|-The branch is then unsatisfiable
% 63.59/28.56  																																																		|-Branch two:
% 63.59/28.56  																																																		| (1670)  ~ (all_0_57_57 = e1)
% 63.59/28.56  																																																		| (918) all_0_58_58 = e1
% 63.59/28.56  																																																		|
% 63.59/28.56  																																																			| Combining equations (918,914) yields a new equation:
% 63.59/28.56  																																																			| (546) e1 = e0
% 63.59/28.56  																																																			|
% 63.59/28.56  																																																			| Simplifying 546 yields:
% 63.59/28.56  																																																			| (431) e1 = e0
% 63.59/28.56  																																																			|
% 63.59/28.56  																																																			| Equations (431) can reduce 233 to:
% 63.59/28.56  																																																			| (266) $false
% 63.59/28.56  																																																			|
% 63.59/28.56  																																																			|-The branch is then unsatisfiable
% 63.59/28.56  																																																|-Branch two:
% 63.59/28.56  																																																| (639)  ~ (all_0_44_44 = e1)
% 63.59/28.56  																																																| (640) all_0_49_49 = e1 | all_0_53_53 = e1 | all_0_58_58 = e1
% 63.59/28.56  																																																|
% 63.59/28.56  																																																	+-Applying beta-rule and splitting (1391), into two cases.
% 63.59/28.56  																																																	|-Branch one:
% 63.59/28.56  																																																	| (1414) all_0_44_44 = e0
% 63.59/28.56  																																																	|
% 63.59/28.56  																																																		| Equations (1414) can reduce 360 to:
% 63.59/28.56  																																																		| (266) $false
% 63.59/28.56  																																																		|
% 63.59/28.56  																																																		|-The branch is then unsatisfiable
% 63.59/28.56  																																																	|-Branch two:
% 63.59/28.56  																																																	| (360)  ~ (all_0_44_44 = e0)
% 63.59/28.56  																																																	| (1417) all_0_44_44 = e3 | all_0_44_44 = e1
% 63.59/28.56  																																																	|
% 63.59/28.56  																																																		+-Applying beta-rule and splitting (1417), into two cases.
% 63.59/28.56  																																																		|-Branch one:
% 63.59/28.56  																																																		| (635) all_0_44_44 = e1
% 63.59/28.56  																																																		|
% 63.59/28.56  																																																			| Equations (635) can reduce 639 to:
% 63.59/28.56  																																																			| (266) $false
% 63.59/28.56  																																																			|
% 63.59/28.56  																																																			|-The branch is then unsatisfiable
% 63.59/28.56  																																																		|-Branch two:
% 63.59/28.56  																																																		| (639)  ~ (all_0_44_44 = e1)
% 63.59/28.56  																																																		| (532) all_0_44_44 = e3
% 63.59/28.56  																																																		|
% 63.59/28.56  																																																			| Equations (532) can reduce 407 to:
% 63.59/28.56  																																																			| (266) $false
% 63.59/28.56  																																																			|
% 63.59/28.56  																																																			|-The branch is then unsatisfiable
% 63.59/28.56  																																											|-Branch two:
% 63.59/28.56  																																											| (678)  ~ (all_0_47_47 = e0)
% 63.59/28.56  																																											| (1278) all_0_48_48 = e0 | all_0_49_49 = e0
% 63.59/28.56  																																											|
% 63.59/28.56  																																												+-Applying beta-rule and splitting (104), into two cases.
% 63.59/28.56  																																												|-Branch one:
% 63.59/28.56  																																												| (480) all_0_39_39 = e0
% 63.59/28.56  																																												|
% 63.59/28.56  																																													| Combining equations (480,471) yields a new equation:
% 63.59/28.56  																																													| (397) e4 = e0
% 63.59/28.56  																																													|
% 63.59/28.56  																																													| Equations (397) can reduce 49 to:
% 63.59/28.56  																																													| (266) $false
% 63.59/28.56  																																													|
% 63.59/28.56  																																													|-The branch is then unsatisfiable
% 63.59/28.56  																																												|-Branch two:
% 63.59/28.56  																																												| (484)  ~ (all_0_39_39 = e0)
% 63.59/28.56  																																												| (558) all_0_42_42 = e0 | all_0_47_47 = e0 | all_0_56_56 = e0
% 63.59/28.56  																																												|
% 63.59/28.56  																																													| Equations (471) can reduce 484 to:
% 63.59/28.56  																																													| (49)  ~ (e4 = e0)
% 63.59/28.56  																																													|
% 63.59/28.56  																																													+-Applying beta-rule and splitting (1278), into two cases.
% 63.59/28.56  																																													|-Branch one:
% 63.59/28.56  																																													| (1279) all_0_48_48 = e0
% 63.59/28.56  																																													|
% 63.59/28.56  																																														| Combining equations (615,1279) yields a new equation:
% 63.59/28.56  																																														| (546) e1 = e0
% 63.59/28.56  																																														|
% 63.59/28.56  																																														| Simplifying 546 yields:
% 63.59/28.56  																																														| (431) e1 = e0
% 63.59/28.56  																																														|
% 63.59/28.56  																																														| Equations (431) can reduce 233 to:
% 63.59/28.56  																																														| (266) $false
% 63.59/28.56  																																														|
% 63.59/28.56  																																														|-The branch is then unsatisfiable
% 63.59/28.56  																																													|-Branch two:
% 63.59/28.56  																																													| (1283)  ~ (all_0_48_48 = e0)
% 63.59/28.56  																																													| (978) all_0_49_49 = e0
% 63.59/28.56  																																													|
% 63.59/28.56  																																														| Combining equations (974,978) yields a new equation:
% 63.59/28.56  																																														| (481) e4 = e0
% 63.59/28.56  																																														|
% 63.59/28.56  																																														| Simplifying 481 yields:
% 63.59/28.56  																																														| (397) e4 = e0
% 63.59/28.56  																																														|
% 63.59/28.56  																																														| Equations (397) can reduce 49 to:
% 63.59/28.56  																																														| (266) $false
% 63.59/28.56  																																														|
% 63.59/28.56  																																														|-The branch is then unsatisfiable
% 63.59/28.56  																																			|-Branch two:
% 63.59/28.56  																																			| (5470)  ~ (all_0_43_43 = e0)
% 63.59/28.56  																																			| (5471) all_0_48_48 = e0 | all_0_57_57 = e0
% 63.59/28.56  																																			|
% 63.59/28.56  																																				+-Applying beta-rule and splitting (5471), into two cases.
% 63.59/28.56  																																				|-Branch one:
% 63.59/28.56  																																				| (1279) all_0_48_48 = e0
% 63.59/28.56  																																				|
% 63.59/28.56  																																					| Equations (1279) can reduce 114 to:
% 63.59/28.56  																																					| (678)  ~ (all_0_47_47 = e0)
% 63.59/28.56  																																					|
% 63.59/28.56  																																					+-Applying beta-rule and splitting (105), into two cases.
% 63.59/28.56  																																					|-Branch one:
% 63.59/28.56  																																					| (1105) all_0_47_47 = e2
% 63.59/28.56  																																					|
% 63.59/28.56  																																						| Equations (1105) can reduce 338 to:
% 63.59/28.56  																																						| (266) $false
% 63.59/28.56  																																						|
% 63.59/28.56  																																						|-The branch is then unsatisfiable
% 63.59/28.56  																																					|-Branch two:
% 63.59/28.56  																																					| (338)  ~ (all_0_47_47 = e2)
% 63.59/28.56  																																					| (1789) all_0_47_47 = e4 | all_0_47_47 = e3 | all_0_47_47 = e1 | all_0_47_47 = e0
% 63.59/28.56  																																					|
% 63.59/28.56  																																						+-Applying beta-rule and splitting (1789), into two cases.
% 63.59/28.56  																																						|-Branch one:
% 63.59/28.56  																																						| (1790) all_0_47_47 = e4
% 63.59/28.56  																																						|
% 63.59/28.56  																																							| Equations (1790) can reduce 252 to:
% 63.59/28.56  																																							| (266) $false
% 63.59/28.56  																																							|
% 63.59/28.56  																																							|-The branch is then unsatisfiable
% 63.59/28.56  																																						|-Branch two:
% 63.59/28.56  																																						| (252)  ~ (all_0_47_47 = e4)
% 63.59/28.56  																																						| (1793) all_0_47_47 = e3 | all_0_47_47 = e1 | all_0_47_47 = e0
% 63.59/28.56  																																						|
% 63.59/28.56  																																							+-Applying beta-rule and splitting (1793), into two cases.
% 63.59/28.56  																																							|-Branch one:
% 63.59/28.56  																																							| (674) all_0_47_47 = e0
% 63.59/28.56  																																							|
% 63.59/28.56  																																								| Equations (674) can reduce 678 to:
% 63.59/28.56  																																								| (266) $false
% 63.59/28.56  																																								|
% 63.59/28.56  																																								|-The branch is then unsatisfiable
% 63.59/28.56  																																							|-Branch two:
% 63.59/28.56  																																							| (678)  ~ (all_0_47_47 = e0)
% 63.59/28.56  																																							| (1831) all_0_47_47 = e3 | all_0_47_47 = e1
% 63.59/28.56  																																							|
% 63.59/28.56  																																								+-Applying beta-rule and splitting (1831), into two cases.
% 63.59/28.56  																																								|-Branch one:
% 63.59/28.56  																																								| (654) all_0_47_47 = e1
% 63.59/28.56  																																								|
% 63.59/28.56  																																									| Equations (654) can reduce 91 to:
% 63.59/28.56  																																									| (465)  ~ (all_0_56_56 = e1)
% 63.59/28.56  																																									|
% 63.59/28.56  																																									| Simplifying 465 yields:
% 63.59/28.56  																																									| (466)  ~ (all_0_56_56 = e1)
% 63.59/28.56  																																									|
% 63.59/28.56  																																									| Equations (654) can reduce 1091 to:
% 63.59/28.56  																																									| (467)  ~ (e3 = e1)
% 63.59/28.56  																																									|
% 63.59/28.56  																																									| Simplifying 467 yields:
% 63.59/28.56  																																									| (213)  ~ (e3 = e1)
% 63.59/28.56  																																									|
% 63.59/28.56  																																									| Equations (654) can reduce 338 to:
% 63.59/28.56  																																									| (604)  ~ (e2 = e1)
% 63.59/28.56  																																									|
% 63.59/28.56  																																									| Simplifying 604 yields:
% 63.59/28.56  																																									| (122)  ~ (e2 = e1)
% 63.59/28.56  																																									|
% 63.59/28.56  																																									+-Applying beta-rule and splitting (216), into two cases.
% 63.59/28.56  																																									|-Branch one:
% 63.59/28.56  																																									| (629) all_0_55_55 = e1
% 63.59/28.56  																																									|
% 63.59/28.56  																																										| Combining equations (2336,629) yields a new equation:
% 63.59/28.56  																																										| (454) e3 = e1
% 63.59/28.56  																																										|
% 63.59/28.56  																																										| Simplifying 454 yields:
% 63.59/28.56  																																										| (455) e3 = e1
% 63.59/28.56  																																										|
% 63.59/28.56  																																										| Equations (455) can reduce 213 to:
% 63.59/28.56  																																										| (266) $false
% 63.59/28.56  																																										|
% 63.59/28.56  																																										|-The branch is then unsatisfiable
% 63.59/28.56  																																									|-Branch two:
% 63.59/28.56  																																									| (632)  ~ (all_0_55_55 = e1)
% 63.59/28.56  																																									| (633) all_0_56_56 = e1 | all_0_57_57 = e1 | all_0_58_58 = e1
% 63.59/28.56  																																									|
% 63.59/28.56  																																										+-Applying beta-rule and splitting (633), into two cases.
% 63.59/28.56  																																										|-Branch one:
% 63.59/28.56  																																										| (1569) all_0_56_56 = e1
% 63.59/28.56  																																										|
% 63.59/28.56  																																											| Equations (1569) can reduce 466 to:
% 63.59/28.56  																																											| (266) $false
% 63.59/28.56  																																											|
% 63.59/28.56  																																											|-The branch is then unsatisfiable
% 63.59/28.56  																																										|-Branch two:
% 63.59/28.56  																																										| (466)  ~ (all_0_56_56 = e1)
% 63.59/28.56  																																										| (1574) all_0_57_57 = e1 | all_0_58_58 = e1
% 63.59/28.56  																																										|
% 63.59/28.56  																																											+-Applying beta-rule and splitting (133), into two cases.
% 63.59/28.56  																																											|-Branch one:
% 63.59/28.56  																																											| (833) all_0_56_56 = e2
% 63.59/28.56  																																											|
% 63.59/28.56  																																												| Equations (833) can reduce 511 to:
% 63.59/28.56  																																												| (266) $false
% 63.59/28.56  																																												|
% 63.59/28.56  																																												|-The branch is then unsatisfiable
% 63.59/28.56  																																											|-Branch two:
% 63.59/28.56  																																											| (511)  ~ (all_0_56_56 = e2)
% 63.59/28.56  																																											| (836) all_0_56_56 = e4 | all_0_56_56 = e3 | all_0_56_56 = e1 | all_0_56_56 = e0
% 63.59/28.56  																																											|
% 63.59/28.56  																																												+-Applying beta-rule and splitting (836), into two cases.
% 63.59/28.56  																																												|-Branch one:
% 63.59/28.56  																																												| (842) all_0_56_56 = e4
% 63.59/28.56  																																												|
% 63.59/28.56  																																													| Equations (842) can reduce 477 to:
% 63.59/28.56  																																													| (266) $false
% 63.59/28.56  																																													|
% 63.59/28.56  																																													|-The branch is then unsatisfiable
% 63.59/28.56  																																												|-Branch two:
% 63.59/28.56  																																												| (477)  ~ (all_0_56_56 = e4)
% 63.59/28.56  																																												| (845) all_0_56_56 = e3 | all_0_56_56 = e1 | all_0_56_56 = e0
% 63.59/28.56  																																												|
% 63.59/28.56  																																													+-Applying beta-rule and splitting (845), into two cases.
% 63.59/28.56  																																													|-Branch one:
% 63.59/28.56  																																													| (679) all_0_56_56 = e0
% 63.59/28.56  																																													|
% 63.59/28.56  																																														| Equations (679) can reduce 44 to:
% 63.59/28.56  																																														| (490)  ~ (all_0_58_58 = e0)
% 63.59/28.56  																																														|
% 63.59/28.56  																																														| Simplifying 490 yields:
% 63.59/28.56  																																														| (491)  ~ (all_0_58_58 = e0)
% 63.59/28.56  																																														|
% 63.59/28.56  																																														| Equations (679) can reduce 511 to:
% 63.59/28.56  																																														| (365)  ~ (e2 = e0)
% 63.59/28.56  																																														|
% 63.59/28.56  																																														| Simplifying 365 yields:
% 63.59/28.56  																																														| (128)  ~ (e2 = e0)
% 63.59/28.56  																																														|
% 63.59/28.56  																																														| From (679) and (111) follows:
% 63.59/28.56  																																														| (1613) op(e0, e2) = e0
% 63.59/28.56  																																														|
% 63.59/28.56  																																														+-Applying beta-rule and splitting (1574), into two cases.
% 63.59/28.56  																																														|-Branch one:
% 63.59/28.56  																																														| (647) all_0_57_57 = e1
% 63.59/28.56  																																														|
% 63.59/28.56  																																															| Combining equations (647,442) yields a new equation:
% 63.59/28.56  																																															| (617) e2 = e1
% 63.59/28.56  																																															|
% 63.59/28.56  																																															| Equations (617) can reduce 122 to:
% 63.59/28.56  																																															| (266) $false
% 63.59/28.56  																																															|
% 63.59/28.56  																																															|-The branch is then unsatisfiable
% 63.59/28.56  																																														|-Branch two:
% 63.59/28.56  																																														| (1670)  ~ (all_0_57_57 = e1)
% 63.59/28.56  																																														| (918) all_0_58_58 = e1
% 63.59/28.56  																																														|
% 63.59/28.56  																																															| Equations (918) can reduce 491 to:
% 63.59/28.56  																																															| (233)  ~ (e1 = e0)
% 63.59/28.56  																																															|
% 63.59/28.56  																																															+-Applying beta-rule and splitting (56), into two cases.
% 63.59/28.56  																																															|-Branch one:
% 63.59/28.56  																																															| (696) unit = e2
% 63.59/28.56  																																															|
% 63.59/28.56  																																																| From (696) and (244) follows:
% 63.59/28.56  																																																| (264) op(e2, e4) = e4
% 63.59/28.56  																																																|
% 63.59/28.56  																																																| From (696) and (24) follows:
% 63.59/28.56  																																																| (697) op(e2, e3) = e3
% 63.59/28.56  																																																|
% 63.59/28.56  																																																| From (696) and (209) follows:
% 63.59/28.56  																																																| (7585) op(e2, e0) = e0
% 63.59/28.56  																																																|
% 63.59/28.56  																																																| From (696) and (28) follows:
% 63.59/28.56  																																																| (699) op(e1, e2) = e1
% 63.59/28.56  																																																|
% 63.59/28.56  																																																| Instantiating formula (29) with e2, e4, e4, e3 and discharging atoms op(e2, e4) = e4, op(e2, e4) = e3, yields:
% 63.59/28.56  																																																| (425) e4 = e3
% 63.59/28.56  																																																|
% 63.59/28.56  																																																| Instantiating formula (29) with e2, e3, e3, e2 and discharging atoms op(e2, e3) = e3, op(e2, e3) = e2, yields:
% 63.59/28.56  																																																| (662) e3 = e2
% 63.59/28.56  																																																|
% 63.59/28.56  																																																| Instantiating formula (29) with e2, e0, e0, e4 and discharging atoms op(e2, e0) = e4, op(e2, e0) = e0, yields:
% 63.59/28.56  																																																| (397) e4 = e0
% 63.59/28.56  																																																|
% 63.59/28.56  																																																| Instantiating formula (29) with e1, e2, e1, e2 and discharging atoms op(e1, e2) = e2, op(e1, e2) = e1, yields:
% 63.59/28.56  																																																| (617) e2 = e1
% 63.59/28.56  																																																|
% 63.59/28.56  																																																| Combining equations (425,397) yields a new equation:
% 63.59/28.56  																																																| (675) e3 = e0
% 63.59/28.56  																																																|
% 63.59/28.56  																																																| Simplifying 675 yields:
% 63.59/28.56  																																																| (676) e3 = e0
% 63.59/28.56  																																																|
% 63.59/28.56  																																																| Combining equations (676,662) yields a new equation:
% 63.59/28.56  																																																| (330) e2 = e0
% 63.59/28.56  																																																|
% 63.59/28.56  																																																| Combining equations (330,617) yields a new equation:
% 63.59/28.56  																																																| (431) e1 = e0
% 63.59/28.56  																																																|
% 63.59/28.56  																																																| Equations (431) can reduce 233 to:
% 63.59/28.56  																																																| (266) $false
% 63.59/28.56  																																																|
% 63.59/28.56  																																																|-The branch is then unsatisfiable
% 63.59/28.56  																																															|-Branch two:
% 63.59/28.56  																																															| (707)  ~ (unit = e2)
% 63.59/28.56  																																															| (708) unit = e4 | unit = e3 | unit = e1 | unit = e0
% 63.59/28.56  																																															|
% 63.59/28.56  																																																+-Applying beta-rule and splitting (708), into two cases.
% 63.59/28.56  																																																|-Branch one:
% 63.59/28.56  																																																| (709) unit = e4
% 63.59/28.56  																																																|
% 63.59/28.56  																																																	| From (709) and (24) follows:
% 63.59/28.56  																																																	| (33325) op(e4, e3) = e3
% 63.59/28.56  																																																	|
% 63.59/28.56  																																																	| From (709) and (211) follows:
% 63.59/28.56  																																																	| (22527) op(e4, e1) = e1
% 63.59/28.56  																																																	|
% 63.59/28.56  																																																	| From (709) and (32) follows:
% 63.59/28.56  																																																	| (712) op(e2, e4) = e2
% 63.59/28.56  																																																	|
% 63.59/28.56  																																																	| Instantiating formula (29) with e4, e3, e3, e0 and discharging atoms op(e4, e3) = e3, op(e4, e3) = e0, yields:
% 63.59/28.56  																																																	| (676) e3 = e0
% 63.59/28.56  																																																	|
% 63.59/28.56  																																																	| Instantiating formula (29) with e4, e1, e1, e3 and discharging atoms op(e4, e1) = e3, op(e4, e1) = e1, yields:
% 63.59/28.56  																																																	| (455) e3 = e1
% 63.59/28.56  																																																	|
% 63.59/28.56  																																																	| Instantiating formula (29) with e2, e4, e2, e3 and discharging atoms op(e2, e4) = e3, op(e2, e4) = e2, yields:
% 63.59/28.56  																																																	| (662) e3 = e2
% 63.59/28.56  																																																	|
% 63.59/28.56  																																																	| Combining equations (455,662) yields a new equation:
% 63.59/28.56  																																																	| (617) e2 = e1
% 63.59/28.56  																																																	|
% 63.59/28.56  																																																	| Combining equations (676,662) yields a new equation:
% 63.59/28.56  																																																	| (330) e2 = e0
% 63.59/28.56  																																																	|
% 63.59/28.56  																																																	| Combining equations (617,330) yields a new equation:
% 63.59/28.56  																																																	| (546) e1 = e0
% 63.59/28.56  																																																	|
% 63.59/28.56  																																																	| Simplifying 546 yields:
% 63.59/28.56  																																																	| (431) e1 = e0
% 63.59/28.56  																																																	|
% 63.59/28.56  																																																	| Equations (431) can reduce 233 to:
% 63.59/28.56  																																																	| (266) $false
% 63.59/28.56  																																																	|
% 63.59/28.56  																																																	|-The branch is then unsatisfiable
% 63.59/28.56  																																																|-Branch two:
% 63.59/28.56  																																																| (724)  ~ (unit = e4)
% 63.59/28.56  																																																| (725) unit = e3 | unit = e1 | unit = e0
% 63.59/28.56  																																																|
% 63.59/28.56  																																																	+-Applying beta-rule and splitting (725), into two cases.
% 63.59/28.56  																																																	|-Branch one:
% 63.59/28.56  																																																	| (726) unit = e0
% 63.59/28.56  																																																	|
% 63.59/28.56  																																																		| From (726) and (15) follows:
% 63.59/28.56  																																																		| (1508) op(e0, e2) = e2
% 63.59/28.56  																																																		|
% 63.59/28.56  																																																		| From (726) and (211) follows:
% 63.59/28.57  																																																		| (15180) op(e0, e1) = e1
% 63.59/28.57  																																																		|
% 63.59/28.57  																																																		| Instantiating formula (29) with e0, e2, e2, e0 and discharging atoms op(e0, e2) = e2, op(e0, e2) = e0, yields:
% 63.59/28.57  																																																		| (330) e2 = e0
% 63.59/28.57  																																																		|
% 63.59/28.57  																																																		| Instantiating formula (29) with e0, e1, e1, e2 and discharging atoms op(e0, e1) = e2, op(e0, e1) = e1, yields:
% 63.59/28.57  																																																		| (617) e2 = e1
% 63.59/28.57  																																																		|
% 63.59/28.57  																																																		| Combining equations (330,617) yields a new equation:
% 63.59/28.57  																																																		| (431) e1 = e0
% 63.59/28.57  																																																		|
% 63.59/28.57  																																																		| Equations (431) can reduce 233 to:
% 63.59/28.57  																																																		| (266) $false
% 63.59/28.57  																																																		|
% 63.59/28.57  																																																		|-The branch is then unsatisfiable
% 63.59/28.57  																																																	|-Branch two:
% 63.59/28.57  																																																	| (734)  ~ (unit = e0)
% 63.59/28.57  																																																	| (735) unit = e3 | unit = e1
% 63.59/28.57  																																																	|
% 63.59/28.57  																																																		+-Applying beta-rule and splitting (735), into two cases.
% 63.59/28.57  																																																		|-Branch one:
% 63.59/28.57  																																																		| (736) unit = e1
% 63.59/28.57  																																																		|
% 63.59/28.57  																																																			| Equations (736) can reduce 734 to:
% 63.59/28.57  																																																			| (233)  ~ (e1 = e0)
% 63.59/28.57  																																																			|
% 63.59/28.57  																																																			| From (736) and (244) follows:
% 63.59/28.57  																																																			| (738) op(e1, e4) = e4
% 63.59/28.57  																																																			|
% 63.59/28.57  																																																			| From (736) and (24) follows:
% 63.59/28.57  																																																			| (1934) op(e1, e3) = e3
% 63.59/28.57  																																																			|
% 63.59/28.57  																																																			| From (736) and (227) follows:
% 63.59/28.57  																																																			| (739) op(e4, e1) = e4
% 63.59/28.57  																																																			|
% 63.59/28.57  																																																			| Instantiating formula (29) with e4, e1, e4, e3 and discharging atoms op(e4, e1) = e4, op(e4, e1) = e3, yields:
% 63.59/28.57  																																																			| (425) e4 = e3
% 63.59/28.57  																																																			|
% 63.59/28.57  																																																			| Instantiating formula (29) with e1, e4, e4, e0 and discharging atoms op(e1, e4) = e4, op(e1, e4) = e0, yields:
% 63.59/28.57  																																																			| (397) e4 = e0
% 63.59/28.57  																																																			|
% 63.59/28.57  																																																			| Instantiating formula (29) with e1, e3, e3, e1 and discharging atoms op(e1, e3) = e3, op(e1, e3) = e1, yields:
% 63.59/28.57  																																																			| (455) e3 = e1
% 63.59/28.57  																																																			|
% 63.59/28.57  																																																			| Combining equations (425,397) yields a new equation:
% 63.59/28.57  																																																			| (675) e3 = e0
% 63.59/28.57  																																																			|
% 63.59/28.57  																																																			| Simplifying 675 yields:
% 63.59/28.57  																																																			| (676) e3 = e0
% 63.59/28.57  																																																			|
% 63.59/28.57  																																																			| Combining equations (676,455) yields a new equation:
% 63.59/28.57  																																																			| (431) e1 = e0
% 63.59/28.57  																																																			|
% 63.59/28.57  																																																			| Equations (431) can reduce 233 to:
% 63.59/28.57  																																																			| (266) $false
% 63.59/28.57  																																																			|
% 63.59/28.57  																																																			|-The branch is then unsatisfiable
% 63.59/28.57  																																																		|-Branch two:
% 63.59/28.57  																																																		| (748)  ~ (unit = e1)
% 63.59/28.57  																																																		| (749) unit = e3
% 63.59/28.57  																																																		|
% 63.59/28.57  																																																			| From (749) and (244) follows:
% 63.59/28.57  																																																			| (750) op(e3, e4) = e4
% 63.59/28.57  																																																			|
% 63.59/28.57  																																																			| From (749) and (40) follows:
% 63.59/28.57  																																																			| (3715) op(e3, e3) = e3
% 63.59/28.57  																																																			|
% 63.59/28.57  																																																			| From (749) and (42) follows:
% 63.59/28.57  																																																			| (752) op(e0, e3) = e0
% 63.59/28.57  																																																			|
% 63.59/28.57  																																																			| Instantiating formula (29) with e3, e4, e4, e2 and discharging atoms op(e3, e4) = e4, op(e3, e4) = e2, yields:
% 63.59/28.57  																																																			| (323) e4 = e2
% 63.59/28.57  																																																			|
% 63.59/28.57  																																																			| Instantiating formula (29) with e3, e3, e3, e4 and discharging atoms op(e3, e3) = e4, op(e3, e3) = e3, yields:
% 63.59/28.57  																																																			| (425) e4 = e3
% 63.59/28.57  																																																			|
% 63.59/28.57  																																																			| Instantiating formula (29) with e0, e3, e0, e3 and discharging atoms op(e0, e3) = e3, op(e0, e3) = e0, yields:
% 63.59/28.57  																																																			| (676) e3 = e0
% 63.59/28.57  																																																			|
% 63.59/28.57  																																																			| Combining equations (425,323) yields a new equation:
% 63.59/28.57  																																																			| (661) e3 = e2
% 63.59/28.57  																																																			|
% 63.59/28.57  																																																			| Simplifying 661 yields:
% 63.59/28.57  																																																			| (662) e3 = e2
% 63.59/28.57  																																																			|
% 63.59/28.57  																																																			| Combining equations (662,676) yields a new equation:
% 63.59/28.57  																																																			| (391) e2 = e0
% 63.59/28.57  																																																			|
% 63.59/28.57  																																																			| Simplifying 391 yields:
% 63.59/28.57  																																																			| (330) e2 = e0
% 63.59/28.57  																																																			|
% 63.59/28.57  																																																			| Equations (330) can reduce 128 to:
% 63.59/28.57  																																																			| (266) $false
% 63.59/28.57  																																																			|
% 63.59/28.57  																																																			|-The branch is then unsatisfiable
% 63.59/28.57  																																													|-Branch two:
% 63.59/28.57  																																													| (828)  ~ (all_0_56_56 = e0)
% 63.59/28.57  																																													| (3172) all_0_56_56 = e3 | all_0_56_56 = e1
% 63.59/28.57  																																													|
% 63.59/28.57  																																														+-Applying beta-rule and splitting (3172), into two cases.
% 63.59/28.57  																																														|-Branch one:
% 63.59/28.57  																																														| (1569) all_0_56_56 = e1
% 63.59/28.57  																																														|
% 63.59/28.57  																																															| Equations (1569) can reduce 466 to:
% 63.59/28.57  																																															| (266) $false
% 63.59/28.57  																																															|
% 63.59/28.57  																																															|-The branch is then unsatisfiable
% 63.59/28.57  																																														|-Branch two:
% 63.59/28.57  																																														| (466)  ~ (all_0_56_56 = e1)
% 63.59/28.57  																																														| (1097) all_0_56_56 = e3
% 63.59/28.57  																																														|
% 63.59/28.57  																																															| Equations (1097) can reduce 272 to:
% 63.59/28.57  																																															| (266) $false
% 63.59/28.57  																																															|
% 63.59/28.57  																																															|-The branch is then unsatisfiable
% 63.59/28.57  																																								|-Branch two:
% 63.59/28.57  																																								| (462)  ~ (all_0_47_47 = e1)
% 63.59/28.57  																																								| (522) all_0_47_47 = e3
% 63.59/28.57  																																								|
% 63.59/28.57  																																									| Equations (522) can reduce 1091 to:
% 63.59/28.57  																																									| (266) $false
% 63.59/28.57  																																									|
% 63.59/28.57  																																									|-The branch is then unsatisfiable
% 63.59/28.57  																																				|-Branch two:
% 63.59/28.57  																																				| (1283)  ~ (all_0_48_48 = e0)
% 63.59/28.57  																																				| (875) all_0_57_57 = e0
% 63.59/28.57  																																				|
% 63.59/28.57  																																					| Combining equations (442,875) yields a new equation:
% 63.59/28.57  																																					| (391) e2 = e0
% 63.59/28.57  																																					|
% 63.59/28.57  																																					| Simplifying 391 yields:
% 63.59/28.57  																																					| (330) e2 = e0
% 63.59/28.57  																																					|
% 63.59/28.57  																																					| Equations (330) can reduce 128 to:
% 63.59/28.57  																																					| (266) $false
% 63.59/28.57  																																					|
% 63.59/28.57  																																					|-The branch is then unsatisfiable
% 63.59/28.57  																																		|-Branch two:
% 63.59/28.57  																																		| (759)  ~ (all_0_50_50 = e1)
% 63.59/28.57  																																		| (415) all_0_50_50 = e3
% 63.59/28.57  																																		|
% 63.59/28.57  																																			| Equations (415) can reduce 411 to:
% 63.59/28.57  																																			| (266) $false
% 63.59/28.57  																																			|
% 63.59/28.57  																																			|-The branch is then unsatisfiable
% 63.59/28.57  																												|-Branch two:
% 63.59/28.57  																												| (405)  ~ (all_0_42_42 = e3)
% 63.59/28.57  																												| (532) all_0_44_44 = e3
% 63.59/28.57  																												|
% 63.59/28.57  																													| Equations (532) can reduce 407 to:
% 63.59/28.57  																													| (266) $false
% 63.59/28.57  																													|
% 63.59/28.57  																													|-The branch is then unsatisfiable
% 63.59/28.57  																						|-Branch two:
% 63.59/28.57  																						| (440)  ~ (all_0_41_41 = e4)
% 63.59/28.57  																						| (769) all_0_46_46 = e4 | all_0_50_50 = e4 | all_0_55_55 = e4
% 63.59/28.57  																						|
% 63.59/28.57  																							+-Applying beta-rule and splitting (769), into two cases.
% 63.59/28.57  																							|-Branch one:
% 63.59/28.57  																							| (770) all_0_46_46 = e4
% 63.59/28.57  																							|
% 63.59/28.57  																								| Combining equations (1794,770) yields a new equation:
% 63.59/28.57  																								| (323) e4 = e2
% 63.59/28.57  																								|
% 63.59/28.57  																								| Equations (323) can reduce 48 to:
% 63.59/28.57  																								| (266) $false
% 63.59/28.57  																								|
% 63.59/28.57  																								|-The branch is then unsatisfiable
% 63.59/28.57  																							|-Branch two:
% 63.59/28.57  																							| (250)  ~ (all_0_46_46 = e4)
% 63.59/28.57  																							| (774) all_0_50_50 = e4 | all_0_55_55 = e4
% 63.59/28.57  																							|
% 63.59/28.57  																								+-Applying beta-rule and splitting (774), into two cases.
% 63.59/28.57  																								|-Branch one:
% 63.59/28.57  																								| (775) all_0_50_50 = e4
% 63.59/28.57  																								|
% 63.59/28.57  																									| Equations (775) can reduce 566 to:
% 63.59/28.57  																									| (266) $false
% 63.59/28.57  																									|
% 63.59/28.57  																									|-The branch is then unsatisfiable
% 63.59/28.57  																								|-Branch two:
% 63.59/28.57  																								| (566)  ~ (all_0_50_50 = e4)
% 63.59/28.57  																								| (587) all_0_55_55 = e4
% 63.59/28.57  																								|
% 63.59/28.57  																									| Equations (587) can reduce 763 to:
% 63.59/28.57  																									| (266) $false
% 63.59/28.57  																									|
% 63.59/28.57  																									|-The branch is then unsatisfiable
% 63.59/28.57  																	|-Branch two:
% 63.59/28.57  																	| (344)  ~ (all_0_57_57 = e2)
% 63.59/28.57  																	| (624) all_0_58_58 = e2
% 63.59/28.57  																	|
% 63.59/28.57  																		| Equations (624) can reduce 908 to:
% 63.59/28.57  																		| (266) $false
% 63.59/28.57  																		|
% 63.59/28.57  																		|-The branch is then unsatisfiable
% 63.59/28.57  														|-Branch two:
% 63.59/28.57  														| (1099)  ~ (all_0_51_51 = e2)
% 63.59/28.57  														| (1152) all_0_52_52 = e2 | all_0_53_53 = e2
% 63.59/28.57  														|
% 63.59/28.57  															+-Applying beta-rule and splitting (1152), into two cases.
% 63.59/28.57  															|-Branch one:
% 63.59/28.57  															| (352) all_0_52_52 = e2
% 63.59/28.57  															|
% 63.59/28.57  																| Combining equations (565,352) yields a new equation:
% 63.59/28.57  																| (322) e4 = e2
% 63.59/28.57  																|
% 63.59/28.57  																| Simplifying 322 yields:
% 63.59/28.57  																| (323) e4 = e2
% 63.59/28.57  																|
% 63.59/28.57  																| Equations (323) can reduce 48 to:
% 63.59/28.57  																| (266) $false
% 63.59/28.57  																|
% 63.59/28.57  																|-The branch is then unsatisfiable
% 63.59/28.57  															|-Branch two:
% 63.59/28.57  															| (342)  ~ (all_0_52_52 = e2)
% 63.59/28.57  															| (607) all_0_53_53 = e2
% 63.59/28.57  															|
% 63.59/28.57  																| Equations (607) can reduce 509 to:
% 63.59/28.57  																| (266) $false
% 63.59/28.57  																|
% 63.59/28.57  																|-The branch is then unsatisfiable
% 63.59/28.57  													|-Branch two:
% 63.59/28.57  													| (780)  ~ (all_0_52_52 = e4)
% 63.59/28.57  													| (781) (all_0_41_41 = e0 & all_0_58_58 = e3 &  ~ (all_0_44_44 = e3)) | (all_0_41_41 = e0 & all_0_58_58 = e3 &  ~ (all_0_55_55 = e0)) | (all_0_47_47 = e1 & all_0_52_52 = e2 &  ~ (all_0_48_48 = e2)) | (all_0_47_47 = e1 & all_0_52_52 = e2 &  ~ (all_0_51_51 = e1)) | (all_0_47_47 = e0 & all_0_58_58 = e2 &  ~ (all_0_49_49 = e2)) | (all_0_47_47 = e0 & all_0_58_58 = e2 &  ~ (all_0_56_56 = e0))
% 63.59/28.57  													|
% 63.59/28.57  														+-Applying beta-rule and splitting (781), into two cases.
% 63.59/28.57  														|-Branch one:
% 63.59/28.57  														| (789) (all_0_41_41 = e0 & all_0_58_58 = e3 &  ~ (all_0_44_44 = e3)) | (all_0_41_41 = e0 & all_0_58_58 = e3 &  ~ (all_0_55_55 = e0)) | (all_0_47_47 = e1 & all_0_52_52 = e2 &  ~ (all_0_48_48 = e2)) | (all_0_47_47 = e1 & all_0_52_52 = e2 &  ~ (all_0_51_51 = e1)) | (all_0_47_47 = e0 & all_0_58_58 = e2 &  ~ (all_0_49_49 = e2))
% 63.59/28.57  														|
% 63.59/28.57  															+-Applying beta-rule and splitting (789), into two cases.
% 63.59/28.57  															|-Branch one:
% 63.59/28.57  															| (790) (all_0_41_41 = e0 & all_0_58_58 = e3 &  ~ (all_0_44_44 = e3)) | (all_0_41_41 = e0 & all_0_58_58 = e3 &  ~ (all_0_55_55 = e0)) | (all_0_47_47 = e1 & all_0_52_52 = e2 &  ~ (all_0_48_48 = e2)) | (all_0_47_47 = e1 & all_0_52_52 = e2 &  ~ (all_0_51_51 = e1))
% 63.59/28.57  															|
% 63.59/28.57  																+-Applying beta-rule and splitting (790), into two cases.
% 63.59/28.57  																|-Branch one:
% 63.59/28.57  																| (791) (all_0_41_41 = e0 & all_0_58_58 = e3 &  ~ (all_0_44_44 = e3)) | (all_0_41_41 = e0 & all_0_58_58 = e3 &  ~ (all_0_55_55 = e0)) | (all_0_47_47 = e1 & all_0_52_52 = e2 &  ~ (all_0_48_48 = e2))
% 63.59/28.57  																|
% 63.59/28.57  																	+-Applying beta-rule and splitting (791), into two cases.
% 63.59/28.57  																	|-Branch one:
% 63.59/28.57  																	| (792) (all_0_41_41 = e0 & all_0_58_58 = e3 &  ~ (all_0_44_44 = e3)) | (all_0_41_41 = e0 & all_0_58_58 = e3 &  ~ (all_0_55_55 = e0))
% 63.59/28.57  																	|
% 63.59/28.57  																		+-Applying beta-rule and splitting (792), into two cases.
% 63.59/28.57  																		|-Branch one:
% 63.59/28.57  																		| (793) all_0_41_41 = e0 & all_0_58_58 = e3 &  ~ (all_0_44_44 = e3)
% 63.59/28.57  																		|
% 63.59/28.57  																			| Applying alpha-rule on (793) yields:
% 63.59/28.57  																			| (794) all_0_41_41 = e0
% 63.59/28.57  																			| (795) all_0_58_58 = e3
% 63.59/28.57  																			| (407)  ~ (all_0_44_44 = e3)
% 63.59/28.57  																			|
% 63.59/28.57  																			| Equations (794) can reduce 357 to:
% 63.59/28.57  																			| (266) $false
% 63.59/28.57  																			|
% 63.59/28.57  																			|-The branch is then unsatisfiable
% 63.59/28.57  																		|-Branch two:
% 63.59/28.57  																		| (800) all_0_41_41 = e0 & all_0_58_58 = e3 &  ~ (all_0_55_55 = e0)
% 63.59/28.57  																		|
% 63.59/28.57  																			| Applying alpha-rule on (800) yields:
% 63.59/28.57  																			| (794) all_0_41_41 = e0
% 63.59/28.57  																			| (795) all_0_58_58 = e3
% 63.59/28.57  																			| (803)  ~ (all_0_55_55 = e0)
% 63.59/28.57  																			|
% 63.59/28.57  																			| Equations (794) can reduce 357 to:
% 63.59/28.57  																			| (266) $false
% 63.59/28.57  																			|
% 63.59/28.57  																			|-The branch is then unsatisfiable
% 63.59/28.57  																	|-Branch two:
% 63.59/28.57  																	| (807) all_0_47_47 = e1 & all_0_52_52 = e2 &  ~ (all_0_48_48 = e2)
% 63.59/28.57  																	|
% 63.59/28.57  																		| Applying alpha-rule on (807) yields:
% 63.59/28.57  																		| (654) all_0_47_47 = e1
% 63.59/28.57  																		| (352) all_0_52_52 = e2
% 63.59/28.57  																		| (810)  ~ (all_0_48_48 = e2)
% 63.59/28.57  																		|
% 63.59/28.57  																		| Equations (352) can reduce 342 to:
% 63.59/28.57  																		| (266) $false
% 63.59/28.57  																		|
% 63.59/28.57  																		|-The branch is then unsatisfiable
% 63.59/28.57  																|-Branch two:
% 63.59/28.57  																| (813) all_0_47_47 = e1 & all_0_52_52 = e2 &  ~ (all_0_51_51 = e1)
% 63.59/28.57  																|
% 63.59/28.57  																	| Applying alpha-rule on (813) yields:
% 63.59/28.57  																	| (654) all_0_47_47 = e1
% 63.59/28.57  																	| (352) all_0_52_52 = e2
% 63.59/28.57  																	| (464)  ~ (all_0_51_51 = e1)
% 63.59/28.57  																	|
% 63.59/28.57  																	| Equations (352) can reduce 342 to:
% 63.59/28.57  																	| (266) $false
% 63.59/28.57  																	|
% 63.59/28.57  																	|-The branch is then unsatisfiable
% 63.59/28.57  															|-Branch two:
% 63.59/28.57  															| (819) all_0_47_47 = e0 & all_0_58_58 = e2 &  ~ (all_0_49_49 = e2)
% 63.59/28.57  															|
% 63.59/28.57  																| Applying alpha-rule on (819) yields:
% 63.59/28.57  																| (674) all_0_47_47 = e0
% 63.59/28.57  																| (624) all_0_58_58 = e2
% 63.59/28.57  																| (340)  ~ (all_0_49_49 = e2)
% 63.59/28.57  																|
% 63.59/28.57  																| Equations (624) can reduce 908 to:
% 63.59/28.57  																| (266) $false
% 63.59/28.57  																|
% 63.59/28.57  																|-The branch is then unsatisfiable
% 63.59/28.57  														|-Branch two:
% 63.59/28.57  														| (825) all_0_47_47 = e0 & all_0_58_58 = e2 &  ~ (all_0_56_56 = e0)
% 63.59/28.57  														|
% 63.59/28.57  															| Applying alpha-rule on (825) yields:
% 63.59/28.57  															| (674) all_0_47_47 = e0
% 63.59/28.57  															| (624) all_0_58_58 = e2
% 63.59/28.57  															| (828)  ~ (all_0_56_56 = e0)
% 63.59/28.57  															|
% 63.59/28.57  															| Equations (624) can reduce 908 to:
% 63.59/28.57  															| (266) $false
% 63.59/28.57  															|
% 63.59/28.57  															|-The branch is then unsatisfiable
% 63.59/28.57  									|-Branch two:
% 63.59/28.57  									| (300)  ~ (all_0_46_46 = e2)
% 63.59/28.58  									| (10171) all_0_47_47 = e2 | all_0_48_48 = e2 | all_0_49_49 = e2
% 63.59/28.58  									|
% 63.59/28.58  										+-Applying beta-rule and splitting (10171), into two cases.
% 63.59/28.58  										|-Branch one:
% 63.59/28.58  										| (1105) all_0_47_47 = e2
% 63.59/28.58  										|
% 63.59/28.58  											| Equations (1105) can reduce 198 to:
% 63.59/28.58  											| (51)  ~ (all_0_42_42 = e2)
% 63.59/28.58  											|
% 63.59/28.58  											| Equations (1105) can reduce 19 to:
% 63.59/28.58  											| (300)  ~ (all_0_46_46 = e2)
% 63.59/28.58  											|
% 63.59/28.58  											| Equations (1105) can reduce 86 to:
% 63.59/28.58  											| (339)  ~ (all_0_49_49 = e2)
% 63.59/28.58  											|
% 63.59/28.58  											| Simplifying 339 yields:
% 63.59/28.58  											| (340)  ~ (all_0_49_49 = e2)
% 63.59/28.58  											|
% 63.59/28.58  											| Equations (1105) can reduce 252 to:
% 63.59/28.58  											| (327)  ~ (e4 = e2)
% 63.59/28.58  											|
% 63.59/28.58  											| Simplifying 327 yields:
% 63.59/28.58  											| (48)  ~ (e4 = e2)
% 63.59/28.58  											|
% 63.59/28.58  											+-Applying beta-rule and splitting (163), into two cases.
% 63.59/28.58  											|-Branch one:
% 63.59/28.58  											| (565) all_0_52_52 = e4
% 63.59/28.58  											|
% 63.59/28.58  												| Equations (565) can reduce 217 to:
% 63.59/28.58  												| (399)  ~ (all_0_43_43 = e4)
% 63.59/28.58  												|
% 63.59/28.58  												| Equations (565) can reduce 202 to:
% 63.59/28.58  												| (254)  ~ (all_0_48_48 = e4)
% 63.59/28.58  												|
% 63.59/28.58  												| Equations (565) can reduce 101 to:
% 63.59/28.58  												| (566)  ~ (all_0_50_50 = e4)
% 63.59/28.58  												|
% 63.59/28.58  												| Equations (565) can reduce 46 to:
% 63.59/28.58  												| (1452)  ~ (all_0_53_53 = e4)
% 63.59/28.58  												|
% 63.59/28.58  												| Simplifying 1452 yields:
% 63.59/28.58  												| (1453)  ~ (all_0_53_53 = e4)
% 63.59/28.58  												|
% 63.59/28.58  												| Equations (565) can reduce 11 to:
% 63.59/28.58  												| (838)  ~ (all_0_57_57 = e4)
% 63.59/28.58  												|
% 63.59/28.58  												| Simplifying 838 yields:
% 63.59/28.58  												| (839)  ~ (all_0_57_57 = e4)
% 63.59/28.58  												|
% 63.59/28.58  												| Equations (565) can reduce 166 to:
% 63.59/28.58  												| (188)  ~ (e4 = e3)
% 63.59/28.58  												|
% 63.59/28.58  												| From (565) and (124) follows:
% 63.59/28.58  												| (570) op(e1, e1) = e4
% 63.59/28.58  												|
% 63.59/28.58  												+-Applying beta-rule and splitting (95), into two cases.
% 63.59/28.58  												|-Branch one:
% 63.59/28.58  												| (378) all_0_50_50 = e2
% 63.59/28.58  												|
% 63.59/28.58  													| Equations (378) can reduce 221 to:
% 63.59/28.58  													| (85)  ~ (all_0_41_41 = e2)
% 63.59/28.58  													|
% 63.59/28.58  													| Equations (378) can reduce 35 to:
% 63.59/28.58  													| (300)  ~ (all_0_46_46 = e2)
% 63.59/28.58  													|
% 63.59/28.58  													| Equations (378) can reduce 59 to:
% 63.59/28.58  													| (17668)  ~ (all_0_51_51 = e2)
% 63.59/28.58  													|
% 63.59/28.58  													| Simplifying 17668 yields:
% 63.59/28.58  													| (1099)  ~ (all_0_51_51 = e2)
% 63.59/28.58  													|
% 63.59/28.58  													| Equations (378) can reduce 190 to:
% 63.59/28.58  													| (508)  ~ (all_0_53_53 = e2)
% 63.59/28.58  													|
% 63.59/28.58  													| Simplifying 508 yields:
% 63.59/28.58  													| (509)  ~ (all_0_53_53 = e2)
% 63.59/28.58  													|
% 63.59/28.58  													| Equations (378) can reduce 566 to:
% 63.59/28.58  													| (327)  ~ (e4 = e2)
% 63.59/28.58  													|
% 63.59/28.58  													| Simplifying 327 yields:
% 63.59/28.58  													| (48)  ~ (e4 = e2)
% 63.59/28.58  													|
% 63.59/28.58  													| Equations (378) can reduce 121 to:
% 63.59/28.58  													| (128)  ~ (e2 = e0)
% 63.59/28.58  													|
% 63.59/28.58  													| From (378) and (242) follows:
% 63.59/28.58  													| (26152) op(e1, e3) = e2
% 63.59/28.58  													|
% 63.59/28.58  													+-Applying beta-rule and splitting (10167), into two cases.
% 63.59/28.58  													|-Branch one:
% 63.59/28.58  													| (352) all_0_52_52 = e2
% 63.59/28.58  													|
% 63.59/28.58  														| Combining equations (565,352) yields a new equation:
% 63.59/28.58  														| (322) e4 = e2
% 63.59/28.58  														|
% 63.59/28.58  														| Simplifying 322 yields:
% 63.59/28.58  														| (323) e4 = e2
% 63.59/28.58  														|
% 63.59/28.58  														| Equations (323) can reduce 48 to:
% 63.59/28.58  														| (266) $false
% 63.59/28.58  														|
% 63.59/28.58  														|-The branch is then unsatisfiable
% 63.59/28.58  													|-Branch two:
% 63.59/28.58  													| (342)  ~ (all_0_52_52 = e2)
% 63.59/28.58  													| (442) all_0_57_57 = e2
% 63.59/28.58  													|
% 63.59/28.58  														| Equations (442) can reduce 199 to:
% 63.59/28.58  														| (96)  ~ (all_0_43_43 = e2)
% 63.59/28.58  														|
% 63.59/28.58  														| Equations (442) can reduce 239 to:
% 63.59/28.58  														| (810)  ~ (all_0_48_48 = e2)
% 63.59/28.58  														|
% 63.59/28.58  														| Equations (442) can reduce 81 to:
% 63.59/28.58  														| (304)  ~ (all_0_55_55 = e2)
% 63.59/28.58  														|
% 63.59/28.58  														| Equations (442) can reduce 140 to:
% 63.59/28.58  														| (511)  ~ (all_0_56_56 = e2)
% 63.59/28.58  														|
% 63.59/28.58  														| Equations (442) can reduce 148 to:
% 63.59/28.58  														| (1186)  ~ (all_0_58_58 = e2)
% 63.59/28.58  														|
% 63.59/28.58  														| Simplifying 1186 yields:
% 63.59/28.58  														| (908)  ~ (all_0_58_58 = e2)
% 63.59/28.58  														|
% 63.59/28.58  														| Equations (442) can reduce 839 to:
% 63.59/28.58  														| (327)  ~ (e4 = e2)
% 63.59/28.58  														|
% 63.59/28.58  														| Simplifying 327 yields:
% 63.59/28.58  														| (48)  ~ (e4 = e2)
% 63.59/28.58  														|
% 63.59/28.58  														| Equations (442) can reduce 67 to:
% 63.59/28.58  														| (626)  ~ (e3 = e2)
% 63.59/28.58  														|
% 63.59/28.58  														| Simplifying 626 yields:
% 63.59/28.58  														| (212)  ~ (e3 = e2)
% 63.59/28.58  														|
% 63.59/28.58  														| From (442) and (83) follows:
% 63.59/28.58  														| (16562) op(e0, e1) = e2
% 63.59/28.58  														|
% 63.59/28.58  														+-Applying beta-rule and splitting (195), into two cases.
% 63.59/28.58  														|-Branch one:
% 63.59/28.58  														| (396) all_0_43_43 = e4
% 63.59/28.58  														|
% 63.59/28.58  															| Equations (396) can reduce 399 to:
% 63.59/28.58  															| (266) $false
% 63.59/28.58  															|
% 63.59/28.58  															|-The branch is then unsatisfiable
% 63.59/28.58  														|-Branch two:
% 63.59/28.58  														| (399)  ~ (all_0_43_43 = e4)
% 63.59/28.58  														| (6374) all_0_43_43 = e1 | all_0_43_43 = e0
% 63.59/28.58  														|
% 63.59/28.58  															+-Applying beta-rule and splitting (4), into two cases.
% 63.59/28.58  															|-Branch one:
% 63.59/28.58  															| (356) all_0_43_43 = e0
% 63.59/28.58  															|
% 63.59/28.58  																| Equations (356) can reduce 31 to:
% 63.59/28.58  																| (357)  ~ (all_0_41_41 = e0)
% 63.59/28.58  																|
% 63.59/28.58  																| Equations (356) can reduce 240 to:
% 63.59/28.58  																| (358)  ~ (all_0_42_42 = e0)
% 63.59/28.58  																|
% 63.59/28.58  																| Equations (356) can reduce 159 to:
% 63.59/28.58  																| (359)  ~ (all_0_44_44 = e0)
% 63.59/28.58  																|
% 63.59/28.58  																| Simplifying 359 yields:
% 63.59/28.58  																| (360)  ~ (all_0_44_44 = e0)
% 63.59/28.58  																|
% 63.59/28.58  																| Equations (356) can reduce 399 to:
% 63.59/28.58  																| (401)  ~ (e4 = e0)
% 63.59/28.58  																|
% 63.59/28.58  																| Simplifying 401 yields:
% 63.59/28.58  																| (49)  ~ (e4 = e0)
% 63.59/28.58  																|
% 63.59/28.58  																| Equations (356) can reduce 96 to:
% 63.59/28.58  																| (365)  ~ (e2 = e0)
% 63.59/28.58  																|
% 63.59/28.58  																| Simplifying 365 yields:
% 63.59/28.58  																| (128)  ~ (e2 = e0)
% 63.59/28.58  																|
% 63.59/28.58  																| From (356) and (37) follows:
% 63.59/28.58  																| (369) op(e3, e1) = e0
% 63.59/28.58  																|
% 63.59/28.58  																+-Applying beta-rule and splitting (104), into two cases.
% 63.59/28.58  																|-Branch one:
% 63.59/28.58  																| (480) all_0_39_39 = e0
% 63.59/28.58  																|
% 63.59/28.58  																	| Combining equations (480,471) yields a new equation:
% 63.59/28.58  																	| (397) e4 = e0
% 63.59/28.58  																	|
% 63.59/28.58  																	| Equations (397) can reduce 49 to:
% 63.59/28.58  																	| (266) $false
% 63.59/28.58  																	|
% 63.59/28.58  																	|-The branch is then unsatisfiable
% 63.59/28.58  																|-Branch two:
% 63.59/28.58  																| (484)  ~ (all_0_39_39 = e0)
% 63.59/28.58  																| (558) all_0_42_42 = e0 | all_0_47_47 = e0 | all_0_56_56 = e0
% 63.59/28.58  																|
% 63.59/28.58  																	+-Applying beta-rule and splitting (558), into two cases.
% 63.59/28.58  																	|-Branch one:
% 63.59/28.58  																	| (559) all_0_42_42 = e0
% 63.59/28.58  																	|
% 63.59/28.58  																		| Equations (559) can reduce 358 to:
% 63.59/28.58  																		| (266) $false
% 63.59/28.58  																		|
% 63.59/28.58  																		|-The branch is then unsatisfiable
% 63.59/28.58  																	|-Branch two:
% 63.59/28.58  																	| (358)  ~ (all_0_42_42 = e0)
% 63.59/28.58  																	| (563) all_0_47_47 = e0 | all_0_56_56 = e0
% 63.59/28.58  																	|
% 63.59/28.58  																		+-Applying beta-rule and splitting (563), into two cases.
% 63.59/28.58  																		|-Branch one:
% 63.59/28.58  																		| (674) all_0_47_47 = e0
% 63.59/28.58  																		|
% 63.59/28.58  																			| Combining equations (1105,674) yields a new equation:
% 63.59/28.58  																			| (391) e2 = e0
% 63.59/28.58  																			|
% 63.59/28.58  																			| Simplifying 391 yields:
% 63.59/28.58  																			| (330) e2 = e0
% 63.59/28.58  																			|
% 63.59/28.58  																			| Equations (330) can reduce 128 to:
% 63.59/28.58  																			| (266) $false
% 63.59/28.58  																			|
% 63.59/28.58  																			|-The branch is then unsatisfiable
% 63.59/28.58  																		|-Branch two:
% 63.59/28.58  																		| (678)  ~ (all_0_47_47 = e0)
% 63.59/28.58  																		| (679) all_0_56_56 = e0
% 63.59/28.58  																		|
% 63.59/28.58  																			| Equations (679) can reduce 236 to:
% 63.59/28.58  																			| (358)  ~ (all_0_42_42 = e0)
% 63.59/28.58  																			|
% 63.59/28.58  																			| Equations (679) can reduce 16 to:
% 63.59/28.58  																			| (115)  ~ (all_0_51_51 = e0)
% 63.59/28.58  																			|
% 63.59/28.58  																			| Equations (679) can reduce 153 to:
% 63.59/28.58  																			| (803)  ~ (all_0_55_55 = e0)
% 63.59/28.58  																			|
% 63.59/28.58  																			| Equations (679) can reduce 44 to:
% 63.59/28.58  																			| (490)  ~ (all_0_58_58 = e0)
% 63.59/28.58  																			|
% 63.59/28.58  																			| Simplifying 490 yields:
% 63.59/28.58  																			| (491)  ~ (all_0_58_58 = e0)
% 63.59/28.58  																			|
% 63.59/28.58  																			| Equations (679) can reduce 511 to:
% 63.59/28.58  																			| (365)  ~ (e2 = e0)
% 63.59/28.58  																			|
% 63.59/28.58  																			| Simplifying 365 yields:
% 63.59/28.58  																			| (128)  ~ (e2 = e0)
% 63.59/28.58  																			|
% 63.59/28.58  																			| From (679) and (111) follows:
% 63.59/28.58  																			| (1613) op(e0, e2) = e0
% 63.59/28.58  																			|
% 63.59/28.58  																			+-Applying beta-rule and splitting (130), into two cases.
% 63.59/28.58  																			|-Branch one:
% 63.59/28.58  																			| (430) all_0_43_43 = e1
% 63.59/28.58  																			|
% 63.59/28.58  																				| Combining equations (430,356) yields a new equation:
% 63.59/28.58  																				| (546) e1 = e0
% 63.59/28.58  																				|
% 63.59/28.58  																				| Simplifying 546 yields:
% 63.59/28.58  																				| (431) e1 = e0
% 63.59/28.58  																				|
% 63.59/28.58  																				| Equations (431) can reduce 233 to:
% 63.59/28.58  																				| (266) $false
% 63.59/28.58  																				|
% 63.59/28.58  																				|-The branch is then unsatisfiable
% 63.59/28.58  																			|-Branch two:
% 63.59/28.58  																			| (433)  ~ (all_0_43_43 = e1)
% 63.59/28.58  																			| (434) all_0_48_48 = e1 | all_0_52_52 = e1 | all_0_57_57 = e1
% 63.59/28.58  																			|
% 63.59/28.58  																				+-Applying beta-rule and splitting (434), into two cases.
% 63.59/28.58  																				|-Branch one:
% 63.59/28.58  																				| (615) all_0_48_48 = e1
% 63.59/28.58  																				|
% 63.59/28.58  																					| Equations (615) can reduce 30 to:
% 63.59/28.58  																					| (549)  ~ (all_0_46_46 = e1)
% 63.59/28.58  																					|
% 63.59/28.58  																					+-Applying beta-rule and splitting (75), into two cases.
% 63.59/28.58  																					|-Branch one:
% 63.59/28.58  																					| (485) all_0_40_40 = e0
% 63.59/28.58  																					|
% 63.59/28.58  																						| Combining equations (485,313) yields a new equation:
% 63.59/28.58  																						| (330) e2 = e0
% 63.59/28.58  																						|
% 63.59/28.58  																						| Equations (330) can reduce 128 to:
% 63.59/28.58  																						| (266) $false
% 63.59/28.58  																						|
% 63.59/28.58  																						|-The branch is then unsatisfiable
% 63.59/28.58  																					|-Branch two:
% 63.59/28.58  																					| (1401)  ~ (all_0_40_40 = e0)
% 63.59/28.58  																					| (1748) all_0_44_44 = e0 | all_0_49_49 = e0 | all_0_58_58 = e0
% 63.59/28.58  																					|
% 63.59/28.58  																						+-Applying beta-rule and splitting (1748), into two cases.
% 63.59/28.58  																						|-Branch one:
% 63.59/28.58  																						| (1414) all_0_44_44 = e0
% 63.59/28.58  																						|
% 63.59/28.58  																							| Equations (1414) can reduce 360 to:
% 63.59/28.58  																							| (266) $false
% 63.59/28.58  																							|
% 63.59/28.58  																							|-The branch is then unsatisfiable
% 63.59/28.58  																						|-Branch two:
% 63.59/28.58  																						| (360)  ~ (all_0_44_44 = e0)
% 63.59/28.58  																						| (1760) all_0_49_49 = e0 | all_0_58_58 = e0
% 63.59/28.58  																						|
% 63.59/28.58  																							+-Applying beta-rule and splitting (1760), into two cases.
% 63.59/28.58  																							|-Branch one:
% 63.59/28.58  																							| (978) all_0_49_49 = e0
% 63.59/28.58  																							|
% 63.59/28.58  																								| Equations (978) can reduce 208 to:
% 63.59/28.58  																								| (831)  ~ (all_0_46_46 = e0)
% 63.59/28.58  																								|
% 63.59/28.58  																								| Equations (978) can reduce 119 to:
% 63.59/28.58  																								| (490)  ~ (all_0_58_58 = e0)
% 63.59/28.58  																								|
% 63.59/28.58  																								| Simplifying 490 yields:
% 63.59/28.58  																								| (491)  ~ (all_0_58_58 = e0)
% 63.59/28.58  																								|
% 63.59/28.58  																								+-Applying beta-rule and splitting (123), into two cases.
% 63.59/28.58  																								|-Branch one:
% 63.59/28.58  																								| (1794) all_0_46_46 = e2
% 63.59/28.58  																								|
% 63.59/28.58  																									| Equations (1794) can reduce 300 to:
% 63.59/28.58  																									| (266) $false
% 63.59/28.58  																									|
% 63.59/28.58  																									|-The branch is then unsatisfiable
% 63.59/28.58  																								|-Branch two:
% 63.59/28.58  																								| (300)  ~ (all_0_46_46 = e2)
% 63.59/28.58  																								| (1797) all_0_46_46 = e4 | all_0_46_46 = e3 | all_0_46_46 = e1 | all_0_46_46 = e0
% 63.59/28.58  																								|
% 63.59/28.58  																									+-Applying beta-rule and splitting (206), into two cases.
% 63.59/28.58  																									|-Branch one:
% 63.59/28.58  																									| (248) all_0_45_45 = e4
% 63.59/28.58  																									|
% 63.59/28.58  																										| Combining equations (248,423) yields a new equation:
% 63.59/28.58  																										| (424) e4 = e3
% 63.59/28.58  																										|
% 63.59/28.58  																										| Simplifying 424 yields:
% 63.59/28.58  																										| (425) e4 = e3
% 63.59/28.58  																										|
% 63.59/28.58  																										| Equations (425) can reduce 188 to:
% 63.59/28.58  																										| (266) $false
% 63.59/28.58  																										|
% 63.59/28.58  																										|-The branch is then unsatisfiable
% 63.59/28.58  																									|-Branch two:
% 63.59/28.58  																									| (60416)  ~ (all_0_45_45 = e4)
% 63.59/28.58  																									| (61457) all_0_46_46 = e4 | all_0_47_47 = e4 | all_0_48_48 = e4 | all_0_49_49 = e4
% 63.59/28.58  																									|
% 63.59/28.59  																										+-Applying beta-rule and splitting (61457), into two cases.
% 63.59/28.59  																										|-Branch one:
% 63.59/28.59  																										| (770) all_0_46_46 = e4
% 63.59/28.59  																										|
% 63.59/28.59  																											| Equations (770) can reduce 43 to:
% 63.59/28.59  																											| (440)  ~ (all_0_41_41 = e4)
% 63.59/28.59  																											|
% 63.59/28.59  																											| Equations (770) can reduce 58 to:
% 63.59/28.59  																											| (1909)  ~ (all_0_55_55 = e4)
% 63.59/28.59  																											|
% 63.59/28.59  																											| Simplifying 1909 yields:
% 63.59/28.59  																											| (763)  ~ (all_0_55_55 = e4)
% 63.59/28.59  																											|
% 63.59/28.59  																											| Equations (770) can reduce 831 to:
% 63.59/28.59  																											| (49)  ~ (e4 = e0)
% 63.59/28.59  																											|
% 63.59/28.59  																											| From (770) and (120) follows:
% 63.59/28.59  																											| (72494) op(e2, e3) = e4
% 63.59/28.59  																											|
% 63.59/28.59  																											+-Applying beta-rule and splitting (64), into two cases.
% 63.59/28.59  																											|-Branch one:
% 63.59/28.59  																											| (437) all_0_41_41 = e4
% 63.59/28.59  																											|
% 63.59/28.59  																												| Equations (437) can reduce 440 to:
% 63.59/28.59  																												| (266) $false
% 63.59/28.59  																												|
% 63.59/28.59  																												|-The branch is then unsatisfiable
% 63.59/28.59  																											|-Branch two:
% 63.59/28.59  																											| (440)  ~ (all_0_41_41 = e4)
% 63.59/28.59  																											| (441) all_0_42_42 = e4 | all_0_43_43 = e4 | all_0_44_44 = e4
% 63.59/28.59  																											|
% 63.59/28.59  																												+-Applying beta-rule and splitting (441), into two cases.
% 63.59/28.59  																												|-Branch one:
% 63.59/28.59  																												| (1392) all_0_42_42 = e4
% 63.59/28.59  																												|
% 63.59/28.59  																													| Equations (1392) can reduce 1890 to:
% 63.59/28.59  																													| (266) $false
% 63.59/28.59  																													|
% 63.59/28.59  																													|-The branch is then unsatisfiable
% 63.59/28.59  																												|-Branch two:
% 63.59/28.59  																												| (1890)  ~ (all_0_42_42 = e4)
% 63.59/28.59  																												| (1891) all_0_43_43 = e4 | all_0_44_44 = e4
% 63.59/28.59  																												|
% 63.59/28.59  																													+-Applying beta-rule and splitting (1891), into two cases.
% 63.59/28.59  																													|-Branch one:
% 63.59/28.59  																													| (396) all_0_43_43 = e4
% 63.59/28.59  																													|
% 63.59/28.59  																														| Combining equations (396,356) yields a new equation:
% 63.59/28.59  																														| (481) e4 = e0
% 63.59/28.59  																														|
% 63.59/28.59  																														| Simplifying 481 yields:
% 63.59/28.59  																														| (397) e4 = e0
% 63.59/28.59  																														|
% 63.59/28.59  																														| Equations (397) can reduce 49 to:
% 63.59/28.59  																														| (266) $false
% 63.59/28.59  																														|
% 63.59/28.59  																														|-The branch is then unsatisfiable
% 63.59/28.59  																													|-Branch two:
% 63.59/28.59  																													| (399)  ~ (all_0_43_43 = e4)
% 63.59/28.59  																													| (446) all_0_44_44 = e4
% 63.59/28.59  																													|
% 63.59/28.59  																														| Equations (446) can reduce 149 to:
% 63.59/28.59  																														| (440)  ~ (all_0_41_41 = e4)
% 63.59/28.59  																														|
% 63.59/28.59  																														| Equations (446) can reduce 73 to:
% 63.59/28.59  																														| (1890)  ~ (all_0_42_42 = e4)
% 63.59/28.59  																														|
% 63.59/28.59  																														| Equations (446) can reduce 220 to:
% 63.59/28.59  																														| (1452)  ~ (all_0_53_53 = e4)
% 63.59/28.59  																														|
% 63.59/28.59  																														| Simplifying 1452 yields:
% 63.59/28.59  																														| (1453)  ~ (all_0_53_53 = e4)
% 63.59/28.59  																														|
% 63.59/28.59  																														| Equations (446) can reduce 181 to:
% 63.59/28.59  																														| (450)  ~ (all_0_58_58 = e4)
% 63.59/28.59  																														|
% 63.59/28.59  																														| Simplifying 450 yields:
% 63.59/28.59  																														| (451)  ~ (all_0_58_58 = e4)
% 63.59/28.59  																														|
% 63.59/28.59  																														| From (446) and (138) follows:
% 63.59/28.59  																														| (4646) op(e3, e0) = e4
% 63.59/28.59  																														|
% 63.59/28.59  																														+-Applying beta-rule and splitting (113), into two cases.
% 63.59/28.59  																														|-Branch one:
% 63.59/28.59  																														| (403) all_0_41_41 = e3
% 63.59/28.59  																														|
% 63.59/28.59  																															| Equations (403) can reduce 214 to:
% 63.59/28.59  																															| (404)  ~ (all_0_42_42 = e3)
% 63.59/28.59  																															|
% 63.59/28.59  																															| Simplifying 404 yields:
% 63.59/28.59  																															| (405)  ~ (all_0_42_42 = e3)
% 63.59/28.59  																															|
% 63.59/28.59  																															| Equations (403) can reduce 191 to:
% 63.59/28.59  																															| (269)  ~ (all_0_55_55 = e3)
% 63.59/28.59  																															|
% 63.59/28.59  																															| Simplifying 269 yields:
% 63.59/28.59  																															| (270)  ~ (all_0_55_55 = e3)
% 63.59/28.59  																															|
% 63.59/28.59  																															| Equations (403) can reduce 440 to:
% 63.59/28.59  																															| (277)  ~ (e4 = e3)
% 63.59/28.59  																															|
% 63.59/28.59  																															| Simplifying 277 yields:
% 63.59/28.59  																															| (188)  ~ (e4 = e3)
% 63.59/28.59  																															|
% 63.59/28.59  																															| Equations (403) can reduce 85 to:
% 63.59/28.59  																															| (212)  ~ (e3 = e2)
% 63.59/28.59  																															|
% 63.59/28.59  																															+-Applying beta-rule and splitting (152), into two cases.
% 63.59/28.59  																															|-Branch one:
% 63.59/28.59  																															| (1392) all_0_42_42 = e4
% 63.59/28.59  																															|
% 63.59/28.59  																																| Equations (1392) can reduce 1890 to:
% 63.59/28.59  																																| (266) $false
% 63.59/28.59  																																|
% 63.59/28.59  																																|-The branch is then unsatisfiable
% 63.59/28.59  																															|-Branch two:
% 63.59/28.59  																															| (1890)  ~ (all_0_42_42 = e4)
% 63.59/28.59  																															| (1969) all_0_42_42 = e3 | all_0_42_42 = e1 | all_0_42_42 = e0
% 63.59/28.59  																															|
% 63.59/28.59  																																+-Applying beta-rule and splitting (1969), into two cases.
% 63.59/28.59  																																|-Branch one:
% 63.59/28.59  																																| (559) all_0_42_42 = e0
% 63.59/28.59  																																|
% 63.59/28.59  																																	| Equations (559) can reduce 358 to:
% 63.59/28.59  																																	| (266) $false
% 63.59/28.59  																																	|
% 63.59/28.59  																																	|-The branch is then unsatisfiable
% 63.59/28.59  																																|-Branch two:
% 63.59/28.59  																																| (358)  ~ (all_0_42_42 = e0)
% 63.59/28.59  																																| (2510) all_0_42_42 = e3 | all_0_42_42 = e1
% 63.59/28.59  																																|
% 63.59/28.59  																																	+-Applying beta-rule and splitting (2510), into two cases.
% 63.59/28.59  																																	|-Branch one:
% 63.59/28.59  																																	| (459) all_0_42_42 = e1
% 63.59/28.59  																																	|
% 63.59/28.59  																																		| Equations (459) can reduce 61 to:
% 63.59/28.59  																																		| (463)  ~ (all_0_51_51 = e1)
% 63.59/28.59  																																		|
% 63.59/28.59  																																		| Simplifying 463 yields:
% 63.59/28.59  																																		| (464)  ~ (all_0_51_51 = e1)
% 63.59/28.59  																																		|
% 63.59/28.59  																																		| Equations (459) can reduce 1890 to:
% 63.59/28.59  																																		| (602)  ~ (e4 = e1)
% 63.59/28.59  																																		|
% 63.59/28.59  																																		| Simplifying 602 yields:
% 63.59/28.59  																																		| (110)  ~ (e4 = e1)
% 63.59/28.59  																																		|
% 63.59/28.59  																																		| Equations (459) can reduce 405 to:
% 63.59/28.59  																																		| (467)  ~ (e3 = e1)
% 63.59/28.59  																																		|
% 63.59/28.59  																																		| Simplifying 467 yields:
% 63.59/28.59  																																		| (213)  ~ (e3 = e1)
% 63.59/28.59  																																		|
% 63.59/28.59  																																		| Equations (459) can reduce 51 to:
% 63.59/28.59  																																		| (604)  ~ (e2 = e1)
% 63.59/28.59  																																		|
% 63.59/28.59  																																		| Simplifying 604 yields:
% 63.59/28.59  																																		| (122)  ~ (e2 = e1)
% 63.59/28.59  																																		|
% 63.59/28.59  																																		+-Applying beta-rule and splitting (18), into two cases.
% 63.59/28.59  																																		|-Branch one:
% 63.59/28.59  																																		| (453) all_0_41_41 = e1
% 63.59/28.59  																																		|
% 63.59/28.59  																																			| Combining equations (453,403) yields a new equation:
% 63.59/28.59  																																			| (455) e3 = e1
% 63.59/28.59  																																			|
% 63.59/28.59  																																			| Equations (455) can reduce 213 to:
% 63.59/28.59  																																			| (266) $false
% 63.59/28.59  																																			|
% 63.59/28.59  																																			|-The branch is then unsatisfiable
% 63.59/28.59  																																		|-Branch two:
% 63.59/28.59  																																		| (457)  ~ (all_0_41_41 = e1)
% 63.59/28.59  																																		| (595) all_0_46_46 = e1 | all_0_50_50 = e1 | all_0_55_55 = e1
% 63.59/28.59  																																		|
% 63.59/28.59  																																			+-Applying beta-rule and splitting (160), into two cases.
% 63.59/28.59  																																			|-Branch one:
% 63.59/28.59  																																			| (601) all_0_50_50 = e1
% 63.59/28.59  																																			|
% 63.59/28.59  																																				| Combining equations (378,601) yields a new equation:
% 63.59/28.59  																																				| (616) e2 = e1
% 63.59/28.59  																																				|
% 63.59/28.59  																																				| Simplifying 616 yields:
% 63.59/28.59  																																				| (617) e2 = e1
% 63.59/28.59  																																				|
% 63.59/28.59  																																				| Equations (617) can reduce 122 to:
% 63.59/28.59  																																				| (266) $false
% 63.59/28.59  																																				|
% 63.59/28.59  																																				|-The branch is then unsatisfiable
% 63.59/28.59  																																			|-Branch two:
% 63.59/28.59  																																			| (759)  ~ (all_0_50_50 = e1)
% 63.59/28.59  																																			| (1168) all_0_51_51 = e1 | all_0_52_52 = e1 | all_0_53_53 = e1
% 63.59/28.59  																																			|
% 63.59/28.59  																																				+-Applying beta-rule and splitting (1168), into two cases.
% 63.59/28.59  																																				|-Branch one:
% 63.59/28.59  																																				| (1109) all_0_51_51 = e1
% 63.59/28.59  																																				|
% 63.59/28.59  																																					| Equations (1109) can reduce 464 to:
% 63.59/28.59  																																					| (266) $false
% 63.59/28.59  																																					|
% 63.59/28.59  																																					|-The branch is then unsatisfiable
% 63.59/28.59  																																				|-Branch two:
% 63.59/28.59  																																				| (464)  ~ (all_0_51_51 = e1)
% 63.59/28.59  																																				| (1202) all_0_52_52 = e1 | all_0_53_53 = e1
% 63.59/28.59  																																				|
% 63.59/28.59  																																					+-Applying beta-rule and splitting (1202), into two cases.
% 63.59/28.59  																																					|-Branch one:
% 63.59/28.59  																																					| (642) all_0_52_52 = e1
% 63.59/28.59  																																					|
% 63.59/28.59  																																						| Combining equations (565,642) yields a new equation:
% 63.59/28.59  																																						| (636) e4 = e1
% 63.59/28.59  																																						|
% 63.59/28.59  																																						| Simplifying 636 yields:
% 63.59/28.59  																																						| (630) e4 = e1
% 63.59/28.59  																																						|
% 63.59/28.59  																																						| Equations (630) can reduce 110 to:
% 63.59/28.59  																																						| (266) $false
% 63.59/28.59  																																						|
% 63.59/28.59  																																						|-The branch is then unsatisfiable
% 63.59/28.59  																																					|-Branch two:
% 63.59/28.59  																																					| (646)  ~ (all_0_52_52 = e1)
% 63.59/28.59  																																					| (1208) all_0_53_53 = e1
% 63.59/28.59  																																					|
% 63.59/28.59  																																						| Equations (1208) can reduce 6 to:
% 63.59/28.59  																																						| (464)  ~ (all_0_51_51 = e1)
% 63.59/28.59  																																						|
% 63.59/28.59  																																						| Equations (1208) can reduce 1453 to:
% 63.59/28.59  																																						| (602)  ~ (e4 = e1)
% 63.59/28.59  																																						|
% 63.59/28.59  																																						| Simplifying 602 yields:
% 63.59/28.59  																																						| (110)  ~ (e4 = e1)
% 63.59/28.59  																																						|
% 63.59/28.59  																																						| Equations (1208) can reduce 509 to:
% 63.59/28.59  																																						| (604)  ~ (e2 = e1)
% 63.59/28.59  																																						|
% 63.59/28.59  																																						| Simplifying 604 yields:
% 63.59/28.59  																																						| (122)  ~ (e2 = e1)
% 63.59/28.59  																																						|
% 63.59/28.59  																																						+-Applying beta-rule and splitting (168), into two cases.
% 63.59/28.59  																																						|-Branch one:
% 63.59/28.59  																																						| (415) all_0_50_50 = e3
% 63.59/28.59  																																						|
% 63.59/28.59  																																							| Combining equations (378,415) yields a new equation:
% 63.59/28.59  																																							| (662) e3 = e2
% 63.59/28.59  																																							|
% 63.59/28.59  																																							| Equations (662) can reduce 212 to:
% 63.59/28.59  																																							| (266) $false
% 63.59/28.59  																																							|
% 63.59/28.59  																																							|-The branch is then unsatisfiable
% 63.59/28.59  																																						|-Branch two:
% 63.59/28.59  																																						| (411)  ~ (all_0_50_50 = e3)
% 63.59/28.59  																																						| (418) all_0_51_51 = e3 | all_0_53_53 = e3
% 63.59/28.59  																																						|
% 63.59/28.59  																																							+-Applying beta-rule and splitting (216), into two cases.
% 63.59/28.59  																																							|-Branch one:
% 63.59/28.59  																																							| (629) all_0_55_55 = e1
% 63.59/28.59  																																							|
% 63.59/28.59  																																								| Equations (629) can reduce 3 to:
% 63.59/28.59  																																								| (879)  ~ (all_0_58_58 = e1)
% 63.59/28.59  																																								|
% 63.59/28.59  																																								| Simplifying 879 yields:
% 63.59/28.59  																																								| (880)  ~ (all_0_58_58 = e1)
% 63.59/28.59  																																								|
% 63.59/28.59  																																								| Equations (629) can reduce 270 to:
% 63.59/28.59  																																								| (467)  ~ (e3 = e1)
% 63.59/28.59  																																								|
% 63.59/28.59  																																								| Simplifying 467 yields:
% 63.59/28.59  																																								| (213)  ~ (e3 = e1)
% 63.59/28.59  																																								|
% 63.59/28.59  																																								| Equations (629) can reduce 803 to:
% 63.59/28.59  																																								| (233)  ~ (e1 = e0)
% 63.59/28.59  																																								|
% 63.59/28.59  																																								+-Applying beta-rule and splitting (189), into two cases.
% 63.59/28.59  																																								|-Branch one:
% 63.59/28.59  																																								| (532) all_0_44_44 = e3
% 63.59/28.59  																																								|
% 63.59/28.59  																																									| Combining equations (532,446) yields a new equation:
% 63.59/28.59  																																									| (425) e4 = e3
% 63.59/28.59  																																									|
% 63.59/28.59  																																									| Equations (425) can reduce 188 to:
% 63.59/28.59  																																									| (266) $false
% 63.59/28.59  																																									|
% 63.59/28.59  																																									|-The branch is then unsatisfiable
% 63.59/28.59  																																								|-Branch two:
% 63.59/28.59  																																								| (407)  ~ (all_0_44_44 = e3)
% 63.59/28.59  																																								| (537) all_0_49_49 = e3 | all_0_53_53 = e3 | all_0_58_58 = e3
% 63.59/28.59  																																								|
% 63.59/28.59  																																									+-Applying beta-rule and splitting (418), into two cases.
% 63.59/28.59  																																									|-Branch one:
% 63.59/28.59  																																									| (660) all_0_51_51 = e3
% 63.59/28.59  																																									|
% 63.59/28.59  																																										| Equations (660) can reduce 464 to:
% 63.59/28.59  																																										| (213)  ~ (e3 = e1)
% 63.59/28.59  																																										|
% 63.59/28.59  																																										| Equations (660) can reduce 115 to:
% 63.59/28.59  																																										| (80)  ~ (e3 = e0)
% 63.59/28.59  																																										|
% 63.59/28.59  																																										| From (660) and (186) follows:
% 63.59/28.59  																																										| (1552) op(e1, e2) = e3
% 63.59/28.59  																																										|
% 63.59/28.59  																																										+-Applying beta-rule and splitting (537), into two cases.
% 63.59/28.59  																																										|-Branch one:
% 63.59/28.59  																																										| (884) all_0_49_49 = e3
% 63.59/28.59  																																										|
% 63.59/28.59  																																											| Combining equations (978,884) yields a new equation:
% 63.59/28.59  																																											| (676) e3 = e0
% 63.59/28.59  																																											|
% 63.59/28.59  																																											| Equations (676) can reduce 80 to:
% 63.59/28.59  																																											| (266) $false
% 63.59/28.59  																																											|
% 63.59/28.59  																																											|-The branch is then unsatisfiable
% 63.59/28.59  																																										|-Branch two:
% 63.59/28.59  																																										| (525)  ~ (all_0_49_49 = e3)
% 63.59/28.59  																																										| (887) all_0_53_53 = e3 | all_0_58_58 = e3
% 63.59/28.59  																																										|
% 63.59/28.59  																																											+-Applying beta-rule and splitting (887), into two cases.
% 63.59/28.59  																																											|-Branch one:
% 63.59/28.59  																																											| (665) all_0_53_53 = e3
% 63.59/28.59  																																											|
% 63.59/28.59  																																												| Combining equations (1208,665) yields a new equation:
% 63.59/28.59  																																												| (455) e3 = e1
% 63.59/28.59  																																												|
% 63.59/28.59  																																												| Equations (455) can reduce 213 to:
% 63.59/28.59  																																												| (266) $false
% 63.59/28.59  																																												|
% 63.59/28.59  																																												|-The branch is then unsatisfiable
% 63.59/28.59  																																											|-Branch two:
% 63.59/28.59  																																											| (903)  ~ (all_0_53_53 = e3)
% 63.59/28.59  																																											| (795) all_0_58_58 = e3
% 63.59/28.59  																																											|
% 63.59/28.59  																																												| Equations (795) can reduce 880 to:
% 63.59/28.59  																																												| (213)  ~ (e3 = e1)
% 63.59/28.59  																																												|
% 63.59/28.59  																																												| From (795) and (245) follows:
% 63.59/28.59  																																												| (60701) op(e0, e0) = e3
% 63.59/28.59  																																												|
% 63.59/28.59  																																												+-Applying beta-rule and splitting (56), into two cases.
% 63.59/28.59  																																												|-Branch one:
% 63.59/28.59  																																												| (696) unit = e2
% 63.59/28.59  																																												|
% 63.59/28.59  																																													| From (696) and (28) follows:
% 63.59/28.59  																																													| (699) op(e1, e2) = e1
% 63.59/28.59  																																													|
% 63.59/28.59  																																													| Instantiating formula (29) with e1, e2, e1, e3 and discharging atoms op(e1, e2) = e3, op(e1, e2) = e1, yields:
% 63.59/28.59  																																													| (455) e3 = e1
% 63.59/28.59  																																													|
% 63.59/28.59  																																													| Equations (455) can reduce 213 to:
% 63.59/28.59  																																													| (266) $false
% 63.59/28.59  																																													|
% 63.59/28.59  																																													|-The branch is then unsatisfiable
% 63.59/28.59  																																												|-Branch two:
% 63.59/28.59  																																												| (707)  ~ (unit = e2)
% 63.59/28.59  																																												| (708) unit = e4 | unit = e3 | unit = e1 | unit = e0
% 63.59/28.59  																																												|
% 63.59/28.59  																																													+-Applying beta-rule and splitting (708), into two cases.
% 63.59/28.59  																																													|-Branch one:
% 63.59/28.59  																																													| (709) unit = e4
% 63.59/28.59  																																													|
% 63.59/28.59  																																														| From (709) and (24) follows:
% 63.59/28.60  																																														| (33325) op(e4, e3) = e3
% 63.59/28.60  																																														|
% 63.59/28.60  																																														| From (709) and (211) follows:
% 63.59/28.60  																																														| (22527) op(e4, e1) = e1
% 63.59/28.60  																																														|
% 63.59/28.60  																																														| From (709) and (32) follows:
% 63.59/28.60  																																														| (712) op(e2, e4) = e2
% 63.59/28.60  																																														|
% 63.59/28.60  																																														| Instantiating formula (29) with e4, e3, e3, e0 and discharging atoms op(e4, e3) = e3, op(e4, e3) = e0, yields:
% 63.59/28.60  																																														| (676) e3 = e0
% 63.59/28.60  																																														|
% 63.59/28.60  																																														| Instantiating formula (29) with e4, e1, e1, e3 and discharging atoms op(e4, e1) = e3, op(e4, e1) = e1, yields:
% 63.59/28.60  																																														| (455) e3 = e1
% 63.59/28.60  																																														|
% 63.59/28.60  																																														| Instantiating formula (29) with e2, e4, e2, e3 and discharging atoms op(e2, e4) = e3, op(e2, e4) = e2, yields:
% 63.59/28.60  																																														| (662) e3 = e2
% 63.59/28.60  																																														|
% 63.59/28.60  																																														| Combining equations (455,662) yields a new equation:
% 63.59/28.60  																																														| (617) e2 = e1
% 63.59/28.60  																																														|
% 63.59/28.60  																																														| Combining equations (676,662) yields a new equation:
% 63.59/28.60  																																														| (330) e2 = e0
% 63.59/28.60  																																														|
% 63.59/28.60  																																														| Combining equations (617,330) yields a new equation:
% 63.59/28.60  																																														| (546) e1 = e0
% 63.59/28.60  																																														|
% 63.59/28.60  																																														| Simplifying 546 yields:
% 63.59/28.60  																																														| (431) e1 = e0
% 63.59/28.60  																																														|
% 63.59/28.60  																																														| Equations (431) can reduce 233 to:
% 63.59/28.60  																																														| (266) $false
% 63.59/28.60  																																														|
% 63.59/28.60  																																														|-The branch is then unsatisfiable
% 63.59/28.60  																																													|-Branch two:
% 63.59/28.60  																																													| (724)  ~ (unit = e4)
% 63.59/28.60  																																													| (725) unit = e3 | unit = e1 | unit = e0
% 63.59/28.60  																																													|
% 63.59/28.60  																																														+-Applying beta-rule and splitting (725), into two cases.
% 63.59/28.60  																																														|-Branch one:
% 63.59/28.60  																																														| (726) unit = e0
% 63.59/28.60  																																														|
% 63.59/28.60  																																															| From (726) and (211) follows:
% 63.59/28.60  																																															| (15180) op(e0, e1) = e1
% 63.59/28.60  																																															|
% 63.59/28.60  																																															| From (726) and (227) follows:
% 63.59/28.60  																																															| (3205) op(e4, e0) = e4
% 63.59/28.60  																																															|
% 63.59/28.60  																																															| From (726) and (40) follows:
% 63.59/28.60  																																															| (1639) op(e3, e0) = e3
% 63.59/28.60  																																															|
% 63.59/28.60  																																															| From (726) and (42) follows:
% 63.59/28.60  																																															| (728) op(e0, e0) = e0
% 63.59/28.60  																																															|
% 63.59/28.60  																																															| Instantiating formula (29) with e4, e0, e4, e2 and discharging atoms op(e4, e0) = e4, op(e4, e0) = e2, yields:
% 63.59/28.60  																																															| (323) e4 = e2
% 63.59/28.60  																																															|
% 63.59/28.60  																																															| Instantiating formula (29) with e3, e0, e3, e4 and discharging atoms op(e3, e0) = e4, op(e3, e0) = e3, yields:
% 63.59/28.60  																																															| (425) e4 = e3
% 63.59/28.60  																																															|
% 63.59/28.60  																																															| Instantiating formula (29) with e0, e1, e1, e2 and discharging atoms op(e0, e1) = e2, op(e0, e1) = e1, yields:
% 63.59/28.60  																																															| (617) e2 = e1
% 63.59/28.60  																																															|
% 63.59/28.60  																																															| Instantiating formula (29) with e0, e0, e0, e3 and discharging atoms op(e0, e0) = e3, op(e0, e0) = e0, yields:
% 63.59/28.60  																																															| (676) e3 = e0
% 63.59/28.60  																																															|
% 63.59/28.60  																																															| Combining equations (323,425) yields a new equation:
% 63.59/28.60  																																															| (662) e3 = e2
% 63.59/28.60  																																															|
% 63.59/28.60  																																															| Combining equations (662,676) yields a new equation:
% 63.59/28.60  																																															| (391) e2 = e0
% 63.59/28.60  																																															|
% 63.59/28.60  																																															| Simplifying 391 yields:
% 63.59/28.60  																																															| (330) e2 = e0
% 63.59/28.60  																																															|
% 63.59/28.60  																																															| Combining equations (330,617) yields a new equation:
% 63.59/28.60  																																															| (431) e1 = e0
% 63.59/28.60  																																															|
% 63.59/28.60  																																															| Equations (431) can reduce 233 to:
% 63.59/28.60  																																															| (266) $false
% 63.59/28.60  																																															|
% 63.59/28.60  																																															|-The branch is then unsatisfiable
% 63.59/28.60  																																														|-Branch two:
% 63.59/28.60  																																														| (734)  ~ (unit = e0)
% 63.59/28.60  																																														| (735) unit = e3 | unit = e1
% 63.59/28.60  																																														|
% 63.59/28.60  																																															+-Applying beta-rule and splitting (735), into two cases.
% 63.59/28.60  																																															|-Branch one:
% 63.59/28.60  																																															| (736) unit = e1
% 63.59/28.60  																																															|
% 63.59/28.60  																																																| Equations (736) can reduce 734 to:
% 63.59/28.60  																																																| (233)  ~ (e1 = e0)
% 63.59/28.60  																																																|
% 63.59/28.60  																																																| From (736) and (15) follows:
% 63.59/28.60  																																																| (515) op(e1, e2) = e2
% 63.59/28.60  																																																|
% 63.59/28.60  																																																| From (736) and (227) follows:
% 63.59/28.60  																																																| (739) op(e4, e1) = e4
% 63.59/28.60  																																																|
% 63.59/28.60  																																																| From (736) and (40) follows:
% 63.59/28.60  																																																| (1652) op(e3, e1) = e3
% 63.59/28.60  																																																|
% 63.59/28.60  																																																| From (736) and (28) follows:
% 63.59/28.60  																																																| (740) op(e1, e1) = e1
% 63.59/28.60  																																																|
% 63.59/28.60  																																																| Instantiating formula (29) with e4, e1, e4, e3 and discharging atoms op(e4, e1) = e4, op(e4, e1) = e3, yields:
% 63.59/28.60  																																																| (425) e4 = e3
% 63.59/28.60  																																																|
% 63.59/28.60  																																																| Instantiating formula (29) with e3, e1, e3, e0 and discharging atoms op(e3, e1) = e3, op(e3, e1) = e0, yields:
% 63.59/28.60  																																																| (676) e3 = e0
% 63.59/28.60  																																																|
% 63.59/28.60  																																																| Instantiating formula (29) with e1, e2, e2, e3 and discharging atoms op(e1, e2) = e3, op(e1, e2) = e2, yields:
% 63.59/28.60  																																																| (662) e3 = e2
% 63.59/28.60  																																																|
% 63.59/28.60  																																																| Instantiating formula (29) with e1, e1, e1, e4 and discharging atoms op(e1, e1) = e4, op(e1, e1) = e1, yields:
% 63.59/28.60  																																																| (630) e4 = e1
% 63.59/28.60  																																																|
% 63.59/28.60  																																																| Combining equations (425,630) yields a new equation:
% 63.59/28.60  																																																| (454) e3 = e1
% 63.59/28.60  																																																|
% 63.59/28.60  																																																| Simplifying 454 yields:
% 63.59/28.60  																																																| (455) e3 = e1
% 63.59/28.60  																																																|
% 63.59/28.60  																																																| Combining equations (455,662) yields a new equation:
% 63.59/28.60  																																																| (617) e2 = e1
% 63.59/28.60  																																																|
% 63.59/28.60  																																																| Combining equations (676,662) yields a new equation:
% 63.59/28.60  																																																| (330) e2 = e0
% 63.59/28.60  																																																|
% 63.59/28.60  																																																| Combining equations (330,617) yields a new equation:
% 63.59/28.60  																																																| (431) e1 = e0
% 63.59/28.60  																																																|
% 63.59/28.60  																																																| Equations (431) can reduce 233 to:
% 63.59/28.60  																																																| (266) $false
% 63.59/28.60  																																																|
% 63.59/28.60  																																																|-The branch is then unsatisfiable
% 63.59/28.60  																																															|-Branch two:
% 63.59/28.60  																																															| (748)  ~ (unit = e1)
% 63.59/28.60  																																															| (749) unit = e3
% 63.59/28.60  																																															|
% 63.59/28.60  																																																| From (749) and (209) follows:
% 63.59/28.60  																																																| (1667) op(e3, e0) = e0
% 63.59/28.60  																																																|
% 63.59/28.60  																																																| From (749) and (32) follows:
% 63.59/28.60  																																																| (5793) op(e2, e3) = e2
% 63.59/28.60  																																																|
% 63.59/28.60  																																																| From (749) and (28) follows:
% 63.59/28.60  																																																| (2235) op(e1, e3) = e1
% 63.59/28.60  																																																|
% 63.59/28.60  																																																| Instantiating formula (29) with e3, e0, e0, e4 and discharging atoms op(e3, e0) = e4, op(e3, e0) = e0, yields:
% 63.59/28.60  																																																| (397) e4 = e0
% 63.59/28.60  																																																|
% 63.59/28.60  																																																| Instantiating formula (29) with e2, e3, e2, e4 and discharging atoms op(e2, e3) = e4, op(e2, e3) = e2, yields:
% 63.59/28.60  																																																| (323) e4 = e2
% 63.59/28.60  																																																|
% 63.59/28.60  																																																| Instantiating formula (29) with e1, e3, e1, e2 and discharging atoms op(e1, e3) = e2, op(e1, e3) = e1, yields:
% 63.59/28.60  																																																| (617) e2 = e1
% 63.59/28.60  																																																|
% 63.59/28.60  																																																| Combining equations (397,323) yields a new equation:
% 63.59/28.60  																																																| (330) e2 = e0
% 63.59/28.60  																																																|
% 63.59/28.60  																																																| Combining equations (330,617) yields a new equation:
% 63.59/28.60  																																																| (431) e1 = e0
% 63.59/28.60  																																																|
% 63.59/28.60  																																																| Equations (431) can reduce 233 to:
% 63.59/28.60  																																																| (266) $false
% 63.59/28.60  																																																|
% 63.59/28.60  																																																|-The branch is then unsatisfiable
% 63.59/28.60  																																									|-Branch two:
% 63.59/28.60  																																									| (664)  ~ (all_0_51_51 = e3)
% 63.59/28.60  																																									| (665) all_0_53_53 = e3
% 63.59/28.60  																																									|
% 63.59/28.60  																																										| Combining equations (1208,665) yields a new equation:
% 63.59/28.60  																																										| (455) e3 = e1
% 63.59/28.60  																																										|
% 63.59/28.60  																																										| Equations (455) can reduce 213 to:
% 63.59/28.60  																																										| (266) $false
% 63.59/28.60  																																										|
% 63.59/28.60  																																										|-The branch is then unsatisfiable
% 63.59/28.60  																																							|-Branch two:
% 63.59/28.60  																																							| (632)  ~ (all_0_55_55 = e1)
% 63.59/28.60  																																							| (633) all_0_56_56 = e1 | all_0_57_57 = e1 | all_0_58_58 = e1
% 63.59/28.60  																																							|
% 63.59/28.60  																																								+-Applying beta-rule and splitting (595), into two cases.
% 63.59/28.60  																																								|-Branch one:
% 63.59/28.60  																																								| (545) all_0_46_46 = e1
% 63.59/28.60  																																								|
% 63.59/28.60  																																									| Combining equations (545,770) yields a new equation:
% 63.59/28.60  																																									| (630) e4 = e1
% 63.59/28.60  																																									|
% 63.59/28.60  																																									| Equations (630) can reduce 110 to:
% 63.59/28.60  																																									| (266) $false
% 63.59/28.60  																																									|
% 63.59/28.60  																																									|-The branch is then unsatisfiable
% 63.59/28.60  																																								|-Branch two:
% 63.59/28.60  																																								| (549)  ~ (all_0_46_46 = e1)
% 63.59/28.60  																																								| (600) all_0_50_50 = e1 | all_0_55_55 = e1
% 63.59/28.60  																																								|
% 63.59/28.60  																																									+-Applying beta-rule and splitting (600), into two cases.
% 63.59/28.60  																																									|-Branch one:
% 63.59/28.60  																																									| (601) all_0_50_50 = e1
% 63.59/28.60  																																									|
% 63.59/28.60  																																										| Combining equations (378,601) yields a new equation:
% 63.59/28.60  																																										| (616) e2 = e1
% 63.59/28.60  																																										|
% 63.59/28.60  																																										| Simplifying 616 yields:
% 63.59/28.60  																																										| (617) e2 = e1
% 63.59/28.60  																																										|
% 63.59/28.60  																																										| Equations (617) can reduce 122 to:
% 63.59/28.60  																																										| (266) $false
% 63.59/28.60  																																										|
% 63.59/28.60  																																										|-The branch is then unsatisfiable
% 63.59/28.60  																																									|-Branch two:
% 63.59/28.60  																																									| (759)  ~ (all_0_50_50 = e1)
% 63.59/28.60  																																									| (629) all_0_55_55 = e1
% 63.59/28.60  																																									|
% 63.59/28.60  																																										| Equations (629) can reduce 632 to:
% 63.59/28.60  																																										| (266) $false
% 63.59/28.60  																																										|
% 63.59/28.60  																																										|-The branch is then unsatisfiable
% 63.59/28.60  																																	|-Branch two:
% 63.59/28.60  																																	| (1380)  ~ (all_0_42_42 = e1)
% 63.59/28.60  																																	| (516) all_0_42_42 = e3
% 63.59/28.60  																																	|
% 63.59/28.60  																																		| Equations (516) can reduce 405 to:
% 63.59/28.60  																																		| (266) $false
% 63.59/28.60  																																		|
% 63.59/28.60  																																		|-The branch is then unsatisfiable
% 63.59/28.60  																														|-Branch two:
% 63.59/28.60  																														| (1898)  ~ (all_0_41_41 = e3)
% 63.59/28.60  																														| (1899) all_0_42_42 = e3 | all_0_44_44 = e3
% 63.59/28.60  																														|
% 63.59/28.60  																															+-Applying beta-rule and splitting (144), into two cases.
% 63.59/28.60  																															|-Branch one:
% 63.59/28.60  																															| (403) all_0_41_41 = e3
% 63.59/28.60  																															|
% 63.59/28.60  																																| Equations (403) can reduce 1898 to:
% 63.59/28.60  																																| (266) $false
% 63.59/28.60  																																|
% 63.59/28.60  																																|-The branch is then unsatisfiable
% 63.59/28.60  																															|-Branch two:
% 63.59/28.60  																															| (1898)  ~ (all_0_41_41 = e3)
% 63.59/28.60  																															| (1923) all_0_46_46 = e3 | all_0_50_50 = e3 | all_0_55_55 = e3
% 63.59/28.60  																															|
% 63.59/28.60  																																+-Applying beta-rule and splitting (27), into two cases.
% 63.59/28.60  																																|-Branch one:
% 63.59/28.60  																																| (437) all_0_41_41 = e4
% 63.59/28.60  																																|
% 63.59/28.60  																																	| Equations (437) can reduce 440 to:
% 63.59/28.60  																																	| (266) $false
% 63.59/28.60  																																	|
% 63.59/28.60  																																	|-The branch is then unsatisfiable
% 63.59/28.60  																																|-Branch two:
% 63.59/28.60  																																| (440)  ~ (all_0_41_41 = e4)
% 63.59/28.60  																																| (4049) all_0_41_41 = e3 | all_0_41_41 = e1 | all_0_41_41 = e0
% 63.59/28.60  																																|
% 63.59/28.60  																																	+-Applying beta-rule and splitting (4049), into two cases.
% 63.59/28.60  																																	|-Branch one:
% 63.59/28.60  																																	| (794) all_0_41_41 = e0
% 63.59/28.60  																																	|
% 63.59/28.60  																																		| Equations (794) can reduce 357 to:
% 63.59/28.60  																																		| (266) $false
% 63.59/28.60  																																		|
% 63.59/28.60  																																		|-The branch is then unsatisfiable
% 63.59/28.60  																																	|-Branch two:
% 63.59/28.60  																																	| (357)  ~ (all_0_41_41 = e0)
% 63.59/28.60  																																	| (4053) all_0_41_41 = e3 | all_0_41_41 = e1
% 63.59/28.60  																																	|
% 63.59/28.60  																																		+-Applying beta-rule and splitting (4053), into two cases.
% 63.59/28.60  																																		|-Branch one:
% 63.59/28.60  																																		| (453) all_0_41_41 = e1
% 63.59/28.60  																																		|
% 63.59/28.60  																																			| Equations (453) can reduce 214 to:
% 63.59/28.60  																																			| (4055)  ~ (all_0_42_42 = e1)
% 63.59/28.60  																																			|
% 63.59/28.60  																																			| Simplifying 4055 yields:
% 63.59/28.60  																																			| (1380)  ~ (all_0_42_42 = e1)
% 63.59/28.60  																																			|
% 63.59/28.60  																																			| Equations (453) can reduce 191 to:
% 63.59/28.60  																																			| (2331)  ~ (all_0_55_55 = e1)
% 63.59/28.60  																																			|
% 63.59/28.60  																																			| Simplifying 2331 yields:
% 63.59/28.60  																																			| (632)  ~ (all_0_55_55 = e1)
% 63.59/28.60  																																			|
% 63.59/28.60  																																			| From (453) and (219) follows:
% 63.59/28.60  																																			| (12512) op(e3, e3) = e1
% 63.59/28.60  																																			|
% 63.59/28.60  																																			+-Applying beta-rule and splitting (174), into two cases.
% 63.59/28.60  																																			|-Branch one:
% 63.59/28.60  																																			| (386) all_0_55_55 = e2
% 63.59/28.60  																																			|
% 63.59/28.60  																																				| Equations (386) can reduce 304 to:
% 63.59/28.60  																																				| (266) $false
% 63.59/28.60  																																				|
% 63.59/28.60  																																				|-The branch is then unsatisfiable
% 63.59/28.60  																																			|-Branch two:
% 63.59/28.60  																																			| (304)  ~ (all_0_55_55 = e2)
% 63.59/28.60  																																			| (2051) all_0_55_55 = e4 | all_0_55_55 = e3 | all_0_55_55 = e1 | all_0_55_55 = e0
% 63.59/28.60  																																			|
% 63.59/28.60  																																				+-Applying beta-rule and splitting (2051), into two cases.
% 63.59/28.60  																																				|-Branch one:
% 63.59/28.60  																																				| (587) all_0_55_55 = e4
% 63.59/28.60  																																				|
% 63.59/28.60  																																					| Equations (587) can reduce 763 to:
% 63.59/28.60  																																					| (266) $false
% 63.59/28.60  																																					|
% 63.59/28.60  																																					|-The branch is then unsatisfiable
% 63.59/28.60  																																				|-Branch two:
% 63.59/28.60  																																				| (763)  ~ (all_0_55_55 = e4)
% 63.59/28.60  																																				| (2055) all_0_55_55 = e3 | all_0_55_55 = e1 | all_0_55_55 = e0
% 63.59/28.60  																																				|
% 63.59/28.60  																																					+-Applying beta-rule and splitting (2055), into two cases.
% 63.59/28.60  																																					|-Branch one:
% 63.59/28.60  																																					| (858) all_0_55_55 = e0
% 63.59/28.60  																																					|
% 63.59/28.60  																																						| Equations (858) can reduce 803 to:
% 63.59/28.60  																																						| (266) $false
% 63.59/28.60  																																						|
% 63.59/28.60  																																						|-The branch is then unsatisfiable
% 63.59/28.60  																																					|-Branch two:
% 63.59/28.60  																																					| (803)  ~ (all_0_55_55 = e0)
% 63.59/28.60  																																					| (2315) all_0_55_55 = e3 | all_0_55_55 = e1
% 63.59/28.60  																																					|
% 63.59/28.60  																																						+-Applying beta-rule and splitting (2315), into two cases.
% 63.59/28.60  																																						|-Branch one:
% 63.59/28.60  																																						| (629) all_0_55_55 = e1
% 63.59/28.60  																																						|
% 63.59/28.60  																																							| Equations (629) can reduce 632 to:
% 63.59/28.60  																																							| (266) $false
% 63.59/28.60  																																							|
% 63.59/28.60  																																							|-The branch is then unsatisfiable
% 63.59/28.60  																																						|-Branch two:
% 63.59/28.60  																																						| (632)  ~ (all_0_55_55 = e1)
% 63.59/28.60  																																						| (2336) all_0_55_55 = e3
% 63.59/28.60  																																						|
% 63.59/28.60  																																							| Equations (2336) can reduce 3 to:
% 63.59/28.60  																																							| (275)  ~ (all_0_58_58 = e3)
% 63.59/28.60  																																							|
% 63.59/28.60  																																							| Simplifying 275 yields:
% 63.59/28.60  																																							| (276)  ~ (all_0_58_58 = e3)
% 63.59/28.60  																																							|
% 63.59/28.60  																																							| From (2336) and (74) follows:
% 63.59/28.60  																																							| (2208) op(e0, e3) = e3
% 63.59/28.60  																																							|
% 63.59/28.60  																																							+-Applying beta-rule and splitting (108), into two cases.
% 63.59/28.60  																																							|-Branch one:
% 63.59/28.60  																																							| (624) all_0_58_58 = e2
% 63.59/28.60  																																							|
% 63.59/28.60  																																								| Equations (624) can reduce 908 to:
% 63.59/28.60  																																								| (266) $false
% 63.59/28.60  																																								|
% 63.59/28.60  																																								|-The branch is then unsatisfiable
% 63.59/28.60  																																							|-Branch two:
% 63.59/28.60  																																							| (908)  ~ (all_0_58_58 = e2)
% 63.59/28.60  																																							| (909) all_0_58_58 = e4 | all_0_58_58 = e3 | all_0_58_58 = e1 | all_0_58_58 = e0
% 63.59/28.60  																																							|
% 63.59/28.60  																																								+-Applying beta-rule and splitting (909), into two cases.
% 63.59/28.60  																																								|-Branch one:
% 63.59/28.60  																																								| (910) all_0_58_58 = e4
% 63.59/28.60  																																								|
% 63.59/28.60  																																									| Equations (910) can reduce 451 to:
% 63.59/28.60  																																									| (266) $false
% 63.59/28.60  																																									|
% 63.59/28.60  																																									|-The branch is then unsatisfiable
% 63.59/28.60  																																								|-Branch two:
% 63.59/28.60  																																								| (451)  ~ (all_0_58_58 = e4)
% 63.59/28.60  																																								| (913) all_0_58_58 = e3 | all_0_58_58 = e1 | all_0_58_58 = e0
% 63.59/28.60  																																								|
% 63.59/28.60  																																									+-Applying beta-rule and splitting (913), into two cases.
% 63.59/28.60  																																									|-Branch one:
% 63.59/28.60  																																									| (914) all_0_58_58 = e0
% 63.59/28.60  																																									|
% 63.59/28.60  																																										| Equations (914) can reduce 491 to:
% 63.59/28.60  																																										| (266) $false
% 63.59/28.60  																																										|
% 63.59/28.60  																																										|-The branch is then unsatisfiable
% 63.59/28.60  																																									|-Branch two:
% 63.59/28.60  																																									| (491)  ~ (all_0_58_58 = e0)
% 63.59/28.60  																																									| (917) all_0_58_58 = e3 | all_0_58_58 = e1
% 63.59/28.60  																																									|
% 63.59/28.60  																																										+-Applying beta-rule and splitting (917), into two cases.
% 63.59/28.60  																																										|-Branch one:
% 63.59/28.60  																																										| (918) all_0_58_58 = e1
% 63.59/28.60  																																										|
% 63.59/28.60  																																											| Equations (918) can reduce 10 to:
% 63.59/28.60  																																											| (1459)  ~ (all_0_53_53 = e1)
% 63.59/28.60  																																											|
% 63.59/28.60  																																											| Equations (918) can reduce 451 to:
% 63.59/28.60  																																											| (602)  ~ (e4 = e1)
% 63.59/28.60  																																											|
% 63.59/28.60  																																											| Simplifying 602 yields:
% 63.59/28.60  																																											| (110)  ~ (e4 = e1)
% 63.59/28.60  																																											|
% 63.59/28.60  																																											| Equations (918) can reduce 908 to:
% 63.59/28.60  																																											| (604)  ~ (e2 = e1)
% 63.59/28.60  																																											|
% 63.59/28.60  																																											| Simplifying 604 yields:
% 63.59/28.60  																																											| (122)  ~ (e2 = e1)
% 63.59/28.60  																																											|
% 63.59/28.60  																																											| Equations (918) can reduce 491 to:
% 63.59/28.60  																																											| (233)  ~ (e1 = e0)
% 63.59/28.60  																																											|
% 63.59/28.60  																																											+-Applying beta-rule and splitting (196), into two cases.
% 63.59/28.60  																																											|-Branch one:
% 63.59/28.60  																																											| (607) all_0_53_53 = e2
% 63.59/28.60  																																											|
% 63.59/28.60  																																												| Equations (607) can reduce 509 to:
% 63.59/28.60  																																												| (266) $false
% 63.59/28.60  																																												|
% 63.59/28.60  																																												|-The branch is then unsatisfiable
% 63.59/28.60  																																											|-Branch two:
% 63.59/28.60  																																											| (509)  ~ (all_0_53_53 = e2)
% 63.59/28.60  																																											| (610) all_0_53_53 = e4 | all_0_53_53 = e3 | all_0_53_53 = e1
% 63.59/28.60  																																											|
% 63.59/28.60  																																												+-Applying beta-rule and splitting (610), into two cases.
% 63.59/28.60  																																												|-Branch one:
% 63.59/28.60  																																												| (1298) all_0_53_53 = e4
% 63.59/28.60  																																												|
% 63.59/28.60  																																													| Equations (1298) can reduce 1453 to:
% 63.59/28.60  																																													| (266) $false
% 63.59/28.60  																																													|
% 63.59/28.60  																																													|-The branch is then unsatisfiable
% 63.59/28.60  																																												|-Branch two:
% 63.59/28.60  																																												| (1453)  ~ (all_0_53_53 = e4)
% 63.59/28.60  																																												| (1694) all_0_53_53 = e3 | all_0_53_53 = e1
% 63.59/28.60  																																												|
% 63.59/28.60  																																													+-Applying beta-rule and splitting (1694), into two cases.
% 63.59/28.60  																																													|-Branch one:
% 63.59/28.61  																																													| (1208) all_0_53_53 = e1
% 63.59/28.61  																																													|
% 63.59/28.61  																																														| Equations (1208) can reduce 1459 to:
% 63.59/28.61  																																														| (266) $false
% 63.59/28.61  																																														|
% 63.59/28.61  																																														|-The branch is then unsatisfiable
% 63.59/28.61  																																													|-Branch two:
% 63.59/28.61  																																													| (1459)  ~ (all_0_53_53 = e1)
% 63.59/28.61  																																													| (665) all_0_53_53 = e3
% 63.59/28.61  																																													|
% 63.59/28.61  																																														| Equations (665) can reduce 1459 to:
% 63.59/28.61  																																														| (213)  ~ (e3 = e1)
% 63.59/28.61  																																														|
% 63.59/28.61  																																														| From (665) and (84) follows:
% 63.59/28.61  																																														| (3786) op(e1, e0) = e3
% 63.59/28.61  																																														|
% 63.59/28.61  																																														+-Applying beta-rule and splitting (180), into two cases.
% 63.59/28.61  																																														|-Branch one:
% 63.59/28.61  																																														| (516) all_0_42_42 = e3
% 63.59/28.61  																																														|
% 63.59/28.61  																																															| Equations (516) can reduce 1890 to:
% 63.59/28.61  																																															| (277)  ~ (e4 = e3)
% 63.59/28.61  																																															|
% 63.59/28.61  																																															| Simplifying 277 yields:
% 63.59/28.61  																																															| (188)  ~ (e4 = e3)
% 63.59/28.61  																																															|
% 63.59/28.61  																																															| Equations (516) can reduce 1380 to:
% 63.59/28.61  																																															| (213)  ~ (e3 = e1)
% 63.59/28.61  																																															|
% 63.59/28.61  																																															| From (516) and (210) follows:
% 63.59/28.61  																																															| (4285) op(e3, e2) = e3
% 63.59/28.61  																																															|
% 63.59/28.61  																																															+-Applying beta-rule and splitting (160), into two cases.
% 63.59/28.61  																																															|-Branch one:
% 63.59/28.61  																																															| (601) all_0_50_50 = e1
% 63.59/28.61  																																															|
% 63.59/28.61  																																																| Combining equations (378,601) yields a new equation:
% 63.59/28.61  																																																| (616) e2 = e1
% 63.59/28.61  																																																|
% 63.59/28.61  																																																| Simplifying 616 yields:
% 63.59/28.61  																																																| (617) e2 = e1
% 63.59/28.61  																																																|
% 63.59/28.61  																																																| Equations (617) can reduce 122 to:
% 63.59/28.61  																																																| (266) $false
% 63.59/28.61  																																																|
% 63.59/28.61  																																																|-The branch is then unsatisfiable
% 63.59/28.61  																																															|-Branch two:
% 63.59/28.61  																																															| (759)  ~ (all_0_50_50 = e1)
% 63.59/28.61  																																															| (1168) all_0_51_51 = e1 | all_0_52_52 = e1 | all_0_53_53 = e1
% 63.59/28.61  																																															|
% 63.59/28.61  																																																| Equations (378) can reduce 759 to:
% 63.59/28.61  																																																| (122)  ~ (e2 = e1)
% 63.59/28.61  																																																|
% 63.59/28.61  																																																+-Applying beta-rule and splitting (131), into two cases.
% 63.59/28.61  																																																|-Branch one:
% 63.59/28.61  																																																| (459) all_0_42_42 = e1
% 63.59/28.61  																																																|
% 63.59/28.61  																																																	| Combining equations (459,516) yields a new equation:
% 63.59/28.61  																																																	| (455) e3 = e1
% 63.59/28.61  																																																	|
% 63.59/28.61  																																																	| Equations (455) can reduce 213 to:
% 63.59/28.61  																																																	| (266) $false
% 63.59/28.61  																																																	|
% 63.59/28.61  																																																	|-The branch is then unsatisfiable
% 63.59/28.61  																																																|-Branch two:
% 63.59/28.61  																																																| (1380)  ~ (all_0_42_42 = e1)
% 63.59/28.61  																																																| (3259) all_0_47_47 = e1 | all_0_51_51 = e1 | all_0_56_56 = e1
% 63.59/28.61  																																																|
% 63.59/28.61  																																																	+-Applying beta-rule and splitting (3259), into two cases.
% 63.59/28.61  																																																	|-Branch one:
% 63.59/28.61  																																																	| (654) all_0_47_47 = e1
% 63.59/28.61  																																																	|
% 63.59/28.61  																																																		| Combining equations (1105,654) yields a new equation:
% 63.59/28.61  																																																		| (616) e2 = e1
% 63.59/28.61  																																																		|
% 63.59/28.61  																																																		| Simplifying 616 yields:
% 63.59/28.61  																																																		| (617) e2 = e1
% 63.59/28.61  																																																		|
% 63.59/28.61  																																																		| Equations (617) can reduce 122 to:
% 63.59/28.61  																																																		| (266) $false
% 63.59/28.61  																																																		|
% 63.59/28.61  																																																		|-The branch is then unsatisfiable
% 63.59/28.61  																																																	|-Branch two:
% 63.59/28.61  																																																	| (462)  ~ (all_0_47_47 = e1)
% 63.59/28.61  																																																	| (3264) all_0_51_51 = e1 | all_0_56_56 = e1
% 63.59/28.61  																																																	|
% 63.59/28.61  																																																		+-Applying beta-rule and splitting (1168), into two cases.
% 63.59/28.61  																																																		|-Branch one:
% 63.59/28.61  																																																		| (1109) all_0_51_51 = e1
% 63.59/28.61  																																																		|
% 63.59/28.61  																																																			| Equations (1109) can reduce 115 to:
% 63.59/28.61  																																																			| (233)  ~ (e1 = e0)
% 63.59/28.61  																																																			|
% 63.59/28.61  																																																			| From (1109) and (186) follows:
% 63.59/28.61  																																																			| (699) op(e1, e2) = e1
% 63.59/28.61  																																																			|
% 63.59/28.61  																																																			+-Applying beta-rule and splitting (56), into two cases.
% 63.59/28.61  																																																			|-Branch one:
% 63.59/28.61  																																																			| (696) unit = e2
% 63.59/28.61  																																																			|
% 63.59/28.61  																																																				| From (696) and (24) follows:
% 63.59/28.61  																																																				| (697) op(e2, e3) = e3
% 63.59/28.61  																																																				|
% 63.59/28.61  																																																				| Instantiating formula (29) with e2, e3, e3, e4 and discharging atoms op(e2, e3) = e4, op(e2, e3) = e3, yields:
% 63.59/28.61  																																																				| (425) e4 = e3
% 63.59/28.61  																																																				|
% 63.59/28.61  																																																				| Equations (425) can reduce 188 to:
% 63.59/28.61  																																																				| (266) $false
% 63.59/28.61  																																																				|
% 63.59/28.61  																																																				|-The branch is then unsatisfiable
% 63.59/28.61  																																																			|-Branch two:
% 63.59/28.61  																																																			| (707)  ~ (unit = e2)
% 63.59/28.61  																																																			| (708) unit = e4 | unit = e3 | unit = e1 | unit = e0
% 63.59/28.61  																																																			|
% 63.59/28.61  																																																				+-Applying beta-rule and splitting (708), into two cases.
% 63.59/28.61  																																																				|-Branch one:
% 63.59/28.61  																																																				| (709) unit = e4
% 63.59/28.61  																																																				|
% 63.59/28.61  																																																					| From (709) and (24) follows:
% 63.59/28.61  																																																					| (33325) op(e4, e3) = e3
% 63.59/28.61  																																																					|
% 63.59/28.61  																																																					| From (709) and (211) follows:
% 63.59/28.61  																																																					| (22527) op(e4, e1) = e1
% 63.59/28.61  																																																					|
% 63.59/28.61  																																																					| From (709) and (32) follows:
% 63.59/28.61  																																																					| (712) op(e2, e4) = e2
% 63.59/28.61  																																																					|
% 63.59/28.61  																																																					| Instantiating formula (29) with e4, e3, e3, e0 and discharging atoms op(e4, e3) = e3, op(e4, e3) = e0, yields:
% 63.59/28.61  																																																					| (676) e3 = e0
% 63.59/28.61  																																																					|
% 63.59/28.61  																																																					| Instantiating formula (29) with e4, e1, e1, e3 and discharging atoms op(e4, e1) = e3, op(e4, e1) = e1, yields:
% 63.59/28.61  																																																					| (455) e3 = e1
% 63.59/28.61  																																																					|
% 63.59/28.61  																																																					| Instantiating formula (29) with e2, e4, e2, e3 and discharging atoms op(e2, e4) = e3, op(e2, e4) = e2, yields:
% 63.59/28.61  																																																					| (662) e3 = e2
% 63.59/28.61  																																																					|
% 63.59/28.61  																																																					| Combining equations (455,662) yields a new equation:
% 63.59/28.61  																																																					| (617) e2 = e1
% 63.59/28.61  																																																					|
% 63.59/28.61  																																																					| Combining equations (676,662) yields a new equation:
% 63.59/28.61  																																																					| (330) e2 = e0
% 63.59/28.61  																																																					|
% 63.59/28.61  																																																					| Combining equations (617,330) yields a new equation:
% 63.59/28.61  																																																					| (546) e1 = e0
% 63.59/28.61  																																																					|
% 63.59/28.61  																																																					| Simplifying 546 yields:
% 63.59/28.61  																																																					| (431) e1 = e0
% 63.59/28.61  																																																					|
% 63.59/28.61  																																																					| Equations (431) can reduce 233 to:
% 63.59/28.61  																																																					| (266) $false
% 63.59/28.61  																																																					|
% 63.59/28.61  																																																					|-The branch is then unsatisfiable
% 63.59/28.61  																																																				|-Branch two:
% 63.59/28.61  																																																				| (724)  ~ (unit = e4)
% 63.59/28.61  																																																				| (725) unit = e3 | unit = e1 | unit = e0
% 63.59/28.61  																																																				|
% 63.59/28.61  																																																					+-Applying beta-rule and splitting (725), into two cases.
% 63.59/28.61  																																																					|-Branch one:
% 63.59/28.61  																																																					| (726) unit = e0
% 63.59/28.61  																																																					|
% 63.59/28.61  																																																						| From (726) and (15) follows:
% 63.59/28.61  																																																						| (1508) op(e0, e2) = e2
% 63.59/28.61  																																																						|
% 63.59/28.61  																																																						| From (726) and (227) follows:
% 63.59/28.61  																																																						| (3205) op(e4, e0) = e4
% 63.59/28.61  																																																						|
% 63.59/28.61  																																																						| From (726) and (40) follows:
% 63.59/28.61  																																																						| (1639) op(e3, e0) = e3
% 63.59/28.61  																																																						|
% 63.59/28.61  																																																						| From (726) and (28) follows:
% 63.59/28.61  																																																						| (2698) op(e1, e0) = e1
% 63.59/28.61  																																																						|
% 63.59/28.61  																																																						| Instantiating formula (29) with e4, e0, e4, e2 and discharging atoms op(e4, e0) = e4, op(e4, e0) = e2, yields:
% 63.59/28.61  																																																						| (323) e4 = e2
% 63.59/28.61  																																																						|
% 63.59/28.61  																																																						| Instantiating formula (29) with e3, e0, e3, e4 and discharging atoms op(e3, e0) = e4, op(e3, e0) = e3, yields:
% 63.59/28.61  																																																						| (425) e4 = e3
% 63.59/28.61  																																																						|
% 63.59/28.61  																																																						| Instantiating formula (29) with e1, e0, e1, e3 and discharging atoms op(e1, e0) = e3, op(e1, e0) = e1, yields:
% 63.59/28.61  																																																						| (455) e3 = e1
% 63.59/28.61  																																																						|
% 63.59/28.61  																																																						| Instantiating formula (29) with e0, e2, e2, e0 and discharging atoms op(e0, e2) = e2, op(e0, e2) = e0, yields:
% 63.59/28.61  																																																						| (330) e2 = e0
% 63.59/28.61  																																																						|
% 63.59/28.61  																																																						| Combining equations (323,425) yields a new equation:
% 63.59/28.61  																																																						| (662) e3 = e2
% 63.59/28.61  																																																						|
% 63.59/28.61  																																																						| Combining equations (662,455) yields a new equation:
% 63.59/28.61  																																																						| (616) e2 = e1
% 63.59/28.61  																																																						|
% 63.59/28.61  																																																						| Simplifying 616 yields:
% 63.59/28.61  																																																						| (617) e2 = e1
% 63.59/28.61  																																																						|
% 63.59/28.61  																																																						| Combining equations (330,617) yields a new equation:
% 63.59/28.61  																																																						| (431) e1 = e0
% 63.59/28.61  																																																						|
% 63.59/28.61  																																																						| Equations (431) can reduce 233 to:
% 63.59/28.61  																																																						| (266) $false
% 63.59/28.61  																																																						|
% 63.59/28.61  																																																						|-The branch is then unsatisfiable
% 63.59/28.61  																																																					|-Branch two:
% 63.59/28.61  																																																					| (734)  ~ (unit = e0)
% 63.59/28.61  																																																					| (735) unit = e3 | unit = e1
% 63.59/28.61  																																																					|
% 63.59/28.61  																																																						+-Applying beta-rule and splitting (735), into two cases.
% 63.59/28.61  																																																						|-Branch one:
% 63.59/28.61  																																																						| (736) unit = e1
% 63.59/28.61  																																																						|
% 63.64/28.61  																																																							| Equations (736) can reduce 734 to:
% 63.64/28.61  																																																							| (233)  ~ (e1 = e0)
% 63.64/28.61  																																																							|
% 63.64/28.61  																																																							| From (736) and (244) follows:
% 63.64/28.61  																																																							| (738) op(e1, e4) = e4
% 63.64/28.61  																																																							|
% 63.64/28.61  																																																							| From (736) and (24) follows:
% 63.64/28.61  																																																							| (1934) op(e1, e3) = e3
% 63.64/28.61  																																																							|
% 63.64/28.61  																																																							| From (736) and (15) follows:
% 63.64/28.61  																																																							| (515) op(e1, e2) = e2
% 63.64/28.61  																																																							|
% 63.64/28.61  																																																							| From (736) and (227) follows:
% 63.64/28.61  																																																							| (739) op(e4, e1) = e4
% 63.64/28.61  																																																							|
% 63.64/28.61  																																																							| Instantiating formula (29) with e4, e1, e4, e3 and discharging atoms op(e4, e1) = e4, op(e4, e1) = e3, yields:
% 63.64/28.61  																																																							| (425) e4 = e3
% 63.64/28.61  																																																							|
% 63.64/28.61  																																																							| Instantiating formula (29) with e1, e4, e4, e0 and discharging atoms op(e1, e4) = e4, op(e1, e4) = e0, yields:
% 63.64/28.61  																																																							| (397) e4 = e0
% 63.64/28.61  																																																							|
% 63.64/28.61  																																																							| Instantiating formula (29) with e1, e3, e3, e2 and discharging atoms op(e1, e3) = e3, op(e1, e3) = e2, yields:
% 63.64/28.61  																																																							| (662) e3 = e2
% 63.64/28.61  																																																							|
% 63.64/28.61  																																																							| Instantiating formula (29) with e1, e2, e2, e1 and discharging atoms op(e1, e2) = e2, op(e1, e2) = e1, yields:
% 63.64/28.61  																																																							| (617) e2 = e1
% 63.64/28.61  																																																							|
% 63.64/28.61  																																																							| Combining equations (425,397) yields a new equation:
% 63.64/28.61  																																																							| (675) e3 = e0
% 63.64/28.61  																																																							|
% 63.64/28.61  																																																							| Simplifying 675 yields:
% 63.64/28.61  																																																							| (676) e3 = e0
% 63.64/28.61  																																																							|
% 63.64/28.61  																																																							| Combining equations (662,676) yields a new equation:
% 63.64/28.61  																																																							| (391) e2 = e0
% 63.64/28.61  																																																							|
% 63.64/28.61  																																																							| Simplifying 391 yields:
% 63.64/28.61  																																																							| (330) e2 = e0
% 63.64/28.61  																																																							|
% 63.64/28.61  																																																							| Combining equations (330,617) yields a new equation:
% 63.64/28.61  																																																							| (431) e1 = e0
% 63.64/28.61  																																																							|
% 63.64/28.61  																																																							| Equations (431) can reduce 233 to:
% 63.64/28.61  																																																							| (266) $false
% 63.64/28.61  																																																							|
% 63.64/28.61  																																																							|-The branch is then unsatisfiable
% 63.64/28.61  																																																						|-Branch two:
% 63.64/28.61  																																																						| (748)  ~ (unit = e1)
% 63.64/28.61  																																																						| (749) unit = e3
% 63.64/28.61  																																																						|
% 63.64/28.61  																																																							| From (749) and (15) follows:
% 63.64/28.61  																																																							| (751) op(e3, e2) = e2
% 63.64/28.61  																																																							|
% 63.64/28.61  																																																							| From (749) and (40) follows:
% 63.64/28.61  																																																							| (3715) op(e3, e3) = e3
% 63.64/28.61  																																																							|
% 63.64/28.61  																																																							| From (749) and (42) follows:
% 63.64/28.61  																																																							| (752) op(e0, e3) = e0
% 63.64/28.61  																																																							|
% 63.64/28.61  																																																							| Instantiating formula (29) with e3, e3, e3, e1 and discharging atoms op(e3, e3) = e3, op(e3, e3) = e1, yields:
% 63.64/28.61  																																																							| (455) e3 = e1
% 63.64/28.61  																																																							|
% 63.64/28.61  																																																							| Instantiating formula (29) with e3, e2, e2, e3 and discharging atoms op(e3, e2) = e3, op(e3, e2) = e2, yields:
% 63.64/28.61  																																																							| (662) e3 = e2
% 63.64/28.61  																																																							|
% 63.64/28.61  																																																							| Instantiating formula (29) with e0, e3, e0, e3 and discharging atoms op(e0, e3) = e3, op(e0, e3) = e0, yields:
% 63.64/28.61  																																																							| (676) e3 = e0
% 63.64/28.61  																																																							|
% 63.64/28.61  																																																							| Combining equations (455,662) yields a new equation:
% 63.64/28.61  																																																							| (617) e2 = e1
% 63.64/28.61  																																																							|
% 63.64/28.61  																																																							| Combining equations (676,662) yields a new equation:
% 63.64/28.61  																																																							| (330) e2 = e0
% 63.64/28.61  																																																							|
% 63.64/28.61  																																																							| Combining equations (617,330) yields a new equation:
% 63.64/28.61  																																																							| (546) e1 = e0
% 63.64/28.61  																																																							|
% 63.64/28.61  																																																							| Simplifying 546 yields:
% 63.64/28.61  																																																							| (431) e1 = e0
% 63.64/28.61  																																																							|
% 63.64/28.61  																																																							| Equations (431) can reduce 233 to:
% 63.64/28.61  																																																							| (266) $false
% 63.64/28.61  																																																							|
% 63.64/28.61  																																																							|-The branch is then unsatisfiable
% 63.64/28.61  																																																		|-Branch two:
% 63.64/28.61  																																																		| (464)  ~ (all_0_51_51 = e1)
% 63.64/28.61  																																																		| (1202) all_0_52_52 = e1 | all_0_53_53 = e1
% 63.64/28.61  																																																		|
% 63.64/28.61  																																																			+-Applying beta-rule and splitting (3264), into two cases.
% 63.64/28.61  																																																			|-Branch one:
% 63.64/28.61  																																																			| (1109) all_0_51_51 = e1
% 63.64/28.61  																																																			|
% 63.64/28.61  																																																				| Equations (1109) can reduce 464 to:
% 63.64/28.61  																																																				| (266) $false
% 63.64/28.61  																																																				|
% 63.64/28.61  																																																				|-The branch is then unsatisfiable
% 63.64/28.61  																																																			|-Branch two:
% 63.64/28.61  																																																			| (464)  ~ (all_0_51_51 = e1)
% 63.64/28.61  																																																			| (1569) all_0_56_56 = e1
% 63.64/28.61  																																																			|
% 63.64/28.61  																																																				| Combining equations (1569,679) yields a new equation:
% 63.64/28.61  																																																				| (546) e1 = e0
% 63.64/28.61  																																																				|
% 63.64/28.61  																																																				| Simplifying 546 yields:
% 63.64/28.61  																																																				| (431) e1 = e0
% 63.64/28.61  																																																				|
% 63.64/28.61  																																																				| Equations (431) can reduce 233 to:
% 63.64/28.61  																																																				| (266) $false
% 63.64/28.61  																																																				|
% 63.64/28.61  																																																				|-The branch is then unsatisfiable
% 63.64/28.61  																																														|-Branch two:
% 63.64/28.61  																																														| (405)  ~ (all_0_42_42 = e3)
% 63.64/28.61  																																														| (521) all_0_47_47 = e3 | all_0_51_51 = e3 | all_0_56_56 = e3
% 63.64/28.61  																																														|
% 63.64/28.61  																																															+-Applying beta-rule and splitting (160), into two cases.
% 63.64/28.61  																																															|-Branch one:
% 63.64/28.61  																																															| (601) all_0_50_50 = e1
% 63.64/28.61  																																															|
% 63.64/28.61  																																																| Combining equations (378,601) yields a new equation:
% 63.64/28.61  																																																| (616) e2 = e1
% 63.64/28.61  																																																|
% 63.64/28.61  																																																| Simplifying 616 yields:
% 63.64/28.61  																																																| (617) e2 = e1
% 63.64/28.61  																																																|
% 63.64/28.61  																																																| Equations (617) can reduce 122 to:
% 63.64/28.61  																																																| (266) $false
% 63.64/28.61  																																																|
% 63.64/28.61  																																																|-The branch is then unsatisfiable
% 63.64/28.61  																																															|-Branch two:
% 63.64/28.61  																																															| (759)  ~ (all_0_50_50 = e1)
% 63.64/28.61  																																															| (1168) all_0_51_51 = e1 | all_0_52_52 = e1 | all_0_53_53 = e1
% 63.64/28.61  																																															|
% 63.64/28.61  																																																+-Applying beta-rule and splitting (152), into two cases.
% 63.64/28.61  																																																|-Branch one:
% 63.64/28.61  																																																| (1392) all_0_42_42 = e4
% 63.64/28.61  																																																|
% 63.64/28.61  																																																	| Equations (1392) can reduce 1890 to:
% 63.64/28.61  																																																	| (266) $false
% 63.64/28.61  																																																	|
% 63.64/28.61  																																																	|-The branch is then unsatisfiable
% 63.64/28.61  																																																|-Branch two:
% 63.64/28.61  																																																| (1890)  ~ (all_0_42_42 = e4)
% 63.64/28.61  																																																| (1969) all_0_42_42 = e3 | all_0_42_42 = e1 | all_0_42_42 = e0
% 63.64/28.61  																																																|
% 63.64/28.61  																																																	+-Applying beta-rule and splitting (1168), into two cases.
% 63.64/28.61  																																																	|-Branch one:
% 63.64/28.61  																																																	| (1109) all_0_51_51 = e1
% 63.64/28.61  																																																	|
% 63.64/28.61  																																																		| Equations (1109) can reduce 61 to:
% 63.64/28.61  																																																		| (1380)  ~ (all_0_42_42 = e1)
% 63.64/28.61  																																																		|
% 63.64/28.61  																																																		+-Applying beta-rule and splitting (1969), into two cases.
% 63.64/28.61  																																																		|-Branch one:
% 63.64/28.61  																																																		| (559) all_0_42_42 = e0
% 63.64/28.61  																																																		|
% 63.64/28.61  																																																			| Equations (559) can reduce 358 to:
% 63.64/28.61  																																																			| (266) $false
% 63.64/28.61  																																																			|
% 63.64/28.61  																																																			|-The branch is then unsatisfiable
% 63.64/28.61  																																																		|-Branch two:
% 63.64/28.61  																																																		| (358)  ~ (all_0_42_42 = e0)
% 63.64/28.61  																																																		| (2510) all_0_42_42 = e3 | all_0_42_42 = e1
% 63.64/28.61  																																																		|
% 63.64/28.61  																																																			+-Applying beta-rule and splitting (2510), into two cases.
% 63.64/28.61  																																																			|-Branch one:
% 63.64/28.61  																																																			| (459) all_0_42_42 = e1
% 63.64/28.61  																																																			|
% 63.64/28.61  																																																				| Equations (459) can reduce 1380 to:
% 63.64/28.61  																																																				| (266) $false
% 63.64/28.61  																																																				|
% 63.64/28.61  																																																				|-The branch is then unsatisfiable
% 63.64/28.61  																																																			|-Branch two:
% 63.64/28.61  																																																			| (1380)  ~ (all_0_42_42 = e1)
% 63.64/28.61  																																																			| (516) all_0_42_42 = e3
% 63.64/28.61  																																																			|
% 63.64/28.61  																																																				| Equations (516) can reduce 405 to:
% 63.64/28.61  																																																				| (266) $false
% 63.64/28.61  																																																				|
% 63.64/28.61  																																																				|-The branch is then unsatisfiable
% 63.64/28.61  																																																	|-Branch two:
% 63.64/28.61  																																																	| (464)  ~ (all_0_51_51 = e1)
% 63.64/28.61  																																																	| (1202) all_0_52_52 = e1 | all_0_53_53 = e1
% 63.64/28.61  																																																	|
% 63.64/28.61  																																																		+-Applying beta-rule and splitting (1202), into two cases.
% 63.64/28.61  																																																		|-Branch one:
% 63.64/28.61  																																																		| (642) all_0_52_52 = e1
% 63.64/28.61  																																																		|
% 63.64/28.61  																																																			| Combining equations (565,642) yields a new equation:
% 63.64/28.61  																																																			| (636) e4 = e1
% 63.64/28.61  																																																			|
% 63.64/28.61  																																																			| Simplifying 636 yields:
% 63.64/28.61  																																																			| (630) e4 = e1
% 63.64/28.61  																																																			|
% 63.64/28.61  																																																			| Equations (630) can reduce 110 to:
% 63.64/28.61  																																																			| (266) $false
% 63.64/28.61  																																																			|
% 63.64/28.61  																																																			|-The branch is then unsatisfiable
% 63.64/28.61  																																																		|-Branch two:
% 63.64/28.61  																																																		| (646)  ~ (all_0_52_52 = e1)
% 63.64/28.61  																																																		| (1208) all_0_53_53 = e1
% 63.64/28.61  																																																		|
% 63.64/28.61  																																																			| Combining equations (1208,665) yields a new equation:
% 63.64/28.61  																																																			| (455) e3 = e1
% 63.64/28.61  																																																			|
% 63.64/28.61  																																																			| Equations (455) can reduce 213 to:
% 63.64/28.61  																																																			| (266) $false
% 63.64/28.61  																																																			|
% 63.64/28.61  																																																			|-The branch is then unsatisfiable
% 63.64/28.61  																																										|-Branch two:
% 63.64/28.61  																																										| (880)  ~ (all_0_58_58 = e1)
% 63.64/28.61  																																										| (795) all_0_58_58 = e3
% 63.64/28.61  																																										|
% 63.64/28.61  																																											| Equations (795) can reduce 276 to:
% 63.64/28.61  																																											| (266) $false
% 63.64/28.61  																																											|
% 63.64/28.61  																																											|-The branch is then unsatisfiable
% 63.64/28.61  																																		|-Branch two:
% 63.64/28.61  																																		| (457)  ~ (all_0_41_41 = e1)
% 63.64/28.62  																																		| (403) all_0_41_41 = e3
% 63.64/28.62  																																		|
% 63.64/28.62  																																			| Equations (403) can reduce 1898 to:
% 63.64/28.62  																																			| (266) $false
% 63.64/28.62  																																			|
% 63.64/28.62  																																			|-The branch is then unsatisfiable
% 63.64/28.62  																										|-Branch two:
% 63.64/28.62  																										| (250)  ~ (all_0_46_46 = e4)
% 63.64/28.62  																										| (61466) all_0_47_47 = e4 | all_0_48_48 = e4 | all_0_49_49 = e4
% 63.64/28.62  																										|
% 63.64/28.62  																											+-Applying beta-rule and splitting (1797), into two cases.
% 63.64/28.62  																											|-Branch one:
% 63.64/28.62  																											| (770) all_0_46_46 = e4
% 63.64/28.62  																											|
% 63.64/28.62  																												| Equations (770) can reduce 250 to:
% 63.64/28.62  																												| (266) $false
% 63.64/28.62  																												|
% 63.64/28.62  																												|-The branch is then unsatisfiable
% 63.64/28.62  																											|-Branch two:
% 63.64/28.62  																											| (250)  ~ (all_0_46_46 = e4)
% 63.64/28.62  																											| (1801) all_0_46_46 = e3 | all_0_46_46 = e1 | all_0_46_46 = e0
% 63.64/28.62  																											|
% 63.64/28.62  																												+-Applying beta-rule and splitting (1801), into two cases.
% 63.64/28.62  																												|-Branch one:
% 63.64/28.62  																												| (538) all_0_46_46 = e0
% 63.64/28.62  																												|
% 63.64/28.62  																													| Equations (538) can reduce 831 to:
% 63.64/28.62  																													| (266) $false
% 63.64/28.62  																													|
% 63.64/28.62  																													|-The branch is then unsatisfiable
% 63.64/28.62  																												|-Branch two:
% 63.64/28.62  																												| (831)  ~ (all_0_46_46 = e0)
% 63.64/28.62  																												| (1838) all_0_46_46 = e3 | all_0_46_46 = e1
% 63.64/28.62  																												|
% 63.64/28.62  																													+-Applying beta-rule and splitting (1838), into two cases.
% 63.64/28.62  																													|-Branch one:
% 63.64/28.62  																													| (545) all_0_46_46 = e1
% 63.64/28.62  																													|
% 63.64/28.62  																														| Equations (545) can reduce 549 to:
% 63.64/28.62  																														| (266) $false
% 63.64/28.62  																														|
% 63.64/28.62  																														|-The branch is then unsatisfiable
% 63.64/28.62  																													|-Branch two:
% 63.64/28.62  																													| (549)  ~ (all_0_46_46 = e1)
% 63.64/28.62  																													| (1557) all_0_46_46 = e3
% 63.64/28.62  																													|
% 63.64/28.62  																														| Equations (1557) can reduce 409 to:
% 63.64/28.62  																														| (266) $false
% 63.64/28.62  																														|
% 63.64/28.62  																														|-The branch is then unsatisfiable
% 63.64/28.62  																							|-Branch two:
% 63.64/28.62  																							| (487)  ~ (all_0_49_49 = e0)
% 63.64/28.62  																							| (914) all_0_58_58 = e0
% 63.64/28.62  																							|
% 63.64/28.62  																								| Equations (914) can reduce 491 to:
% 63.64/28.62  																								| (266) $false
% 63.64/28.62  																								|
% 63.64/28.62  																								|-The branch is then unsatisfiable
% 63.64/28.62  																				|-Branch two:
% 63.64/28.62  																				| (619)  ~ (all_0_48_48 = e1)
% 63.64/28.62  																				| (620) all_0_52_52 = e1 | all_0_57_57 = e1
% 63.64/28.62  																				|
% 63.64/28.62  																					+-Applying beta-rule and splitting (620), into two cases.
% 63.64/28.62  																					|-Branch one:
% 63.64/28.62  																					| (642) all_0_52_52 = e1
% 63.64/28.62  																					|
% 63.64/28.62  																						| Combining equations (565,642) yields a new equation:
% 63.64/28.62  																						| (636) e4 = e1
% 63.64/28.62  																						|
% 63.64/28.62  																						| Simplifying 636 yields:
% 63.64/28.62  																						| (630) e4 = e1
% 63.64/28.62  																						|
% 63.64/28.62  																						| Equations (630) can reduce 110 to:
% 63.64/28.62  																						| (266) $false
% 63.64/28.62  																						|
% 63.64/28.62  																						|-The branch is then unsatisfiable
% 63.64/28.62  																					|-Branch two:
% 63.64/28.62  																					| (646)  ~ (all_0_52_52 = e1)
% 63.64/28.62  																					| (647) all_0_57_57 = e1
% 63.64/28.62  																					|
% 63.64/28.62  																						| Combining equations (442,647) yields a new equation:
% 63.64/28.62  																						| (616) e2 = e1
% 63.64/28.62  																						|
% 63.64/28.62  																						| Simplifying 616 yields:
% 63.64/28.62  																						| (617) e2 = e1
% 63.64/28.62  																						|
% 63.64/28.62  																						| Equations (617) can reduce 122 to:
% 63.64/28.62  																						| (266) $false
% 63.64/28.62  																						|
% 63.64/28.62  																						|-The branch is then unsatisfiable
% 63.64/28.62  															|-Branch two:
% 63.64/28.62  															| (5470)  ~ (all_0_43_43 = e0)
% 63.64/28.62  															| (5471) all_0_48_48 = e0 | all_0_57_57 = e0
% 63.64/28.62  															|
% 63.64/28.62  																+-Applying beta-rule and splitting (6374), into two cases.
% 63.64/28.62  																|-Branch one:
% 63.64/28.62  																| (356) all_0_43_43 = e0
% 63.64/28.62  																|
% 63.64/28.62  																	| Equations (356) can reduce 5470 to:
% 63.64/28.62  																	| (266) $false
% 63.64/28.62  																	|
% 63.64/28.62  																	|-The branch is then unsatisfiable
% 63.64/28.62  																|-Branch two:
% 63.64/28.62  																| (5470)  ~ (all_0_43_43 = e0)
% 63.64/28.62  																| (430) all_0_43_43 = e1
% 63.64/28.62  																|
% 63.64/28.62  																	| Equations (430) can reduce 31 to:
% 63.64/28.62  																	| (457)  ~ (all_0_41_41 = e1)
% 63.64/28.62  																	|
% 63.64/28.62  																	| Equations (430) can reduce 240 to:
% 63.64/28.62  																	| (1380)  ~ (all_0_42_42 = e1)
% 63.64/28.62  																	|
% 63.64/28.62  																	| Equations (430) can reduce 159 to:
% 63.64/28.62  																	| (4057)  ~ (all_0_44_44 = e1)
% 63.64/28.62  																	|
% 63.64/28.62  																	| Simplifying 4057 yields:
% 63.64/28.62  																	| (639)  ~ (all_0_44_44 = e1)
% 63.64/28.62  																	|
% 63.64/28.62  																	| Equations (430) can reduce 17 to:
% 63.64/28.62  																	| (11581)  ~ (all_0_48_48 = e1)
% 63.64/28.62  																	|
% 63.64/28.62  																	| Simplifying 11581 yields:
% 63.64/28.62  																	| (619)  ~ (all_0_48_48 = e1)
% 63.64/28.62  																	|
% 63.64/28.62  																	| Equations (430) can reduce 399 to:
% 63.64/28.62  																	| (602)  ~ (e4 = e1)
% 63.64/28.62  																	|
% 63.64/28.62  																	| Simplifying 602 yields:
% 63.64/28.62  																	| (110)  ~ (e4 = e1)
% 63.64/28.62  																	|
% 63.64/28.62  																	| Equations (430) can reduce 96 to:
% 63.64/28.62  																	| (604)  ~ (e2 = e1)
% 63.64/28.62  																	|
% 63.64/28.62  																	| Simplifying 604 yields:
% 63.64/28.62  																	| (122)  ~ (e2 = e1)
% 63.64/28.62  																	|
% 63.64/28.62  																	| From (430) and (37) follows:
% 63.64/28.62  																	| (13877) op(e3, e1) = e1
% 63.64/28.62  																	|
% 63.64/28.62  																	+-Applying beta-rule and splitting (5471), into two cases.
% 63.64/28.62  																	|-Branch one:
% 63.64/28.62  																	| (1279) all_0_48_48 = e0
% 63.64/28.62  																	|
% 63.64/28.62  																		| Equations (1279) can reduce 30 to:
% 63.64/28.62  																		| (831)  ~ (all_0_46_46 = e0)
% 63.64/28.62  																		|
% 63.64/28.62  																		| Equations (1279) can reduce 185 to:
% 63.64/28.62  																		| (486)  ~ (all_0_49_49 = e0)
% 63.64/28.62  																		|
% 63.64/28.62  																		| Simplifying 486 yields:
% 63.64/28.62  																		| (487)  ~ (all_0_49_49 = e0)
% 63.64/28.62  																		|
% 63.64/28.62  																		| Equations (1279) can reduce 254 to:
% 63.64/28.62  																		| (401)  ~ (e4 = e0)
% 63.64/28.62  																		|
% 63.64/28.62  																		| Simplifying 401 yields:
% 63.64/28.62  																		| (49)  ~ (e4 = e0)
% 63.64/28.62  																		|
% 63.64/28.62  																		| Equations (1279) can reduce 810 to:
% 63.64/28.62  																		| (365)  ~ (e2 = e0)
% 63.64/28.62  																		|
% 63.64/28.62  																		| Simplifying 365 yields:
% 63.64/28.62  																		| (128)  ~ (e2 = e0)
% 63.64/28.62  																		|
% 63.64/28.62  																		| Equations (1279) can reduce 619 to:
% 63.64/28.62  																		| (435)  ~ (e1 = e0)
% 63.64/28.62  																		|
% 63.64/28.62  																		| Simplifying 435 yields:
% 63.64/28.62  																		| (233)  ~ (e1 = e0)
% 63.64/28.62  																		|
% 63.64/28.62  																		+-Applying beta-rule and splitting (168), into two cases.
% 63.64/28.62  																		|-Branch one:
% 63.64/28.62  																		| (415) all_0_50_50 = e3
% 63.64/28.62  																		|
% 63.64/28.62  																			| Combining equations (378,415) yields a new equation:
% 63.64/28.62  																			| (662) e3 = e2
% 63.64/28.62  																			|
% 63.64/28.62  																			| Equations (662) can reduce 212 to:
% 63.64/28.62  																			| (266) $false
% 63.64/28.62  																			|
% 63.64/28.62  																			|-The branch is then unsatisfiable
% 63.64/28.62  																		|-Branch two:
% 63.64/28.62  																		| (411)  ~ (all_0_50_50 = e3)
% 63.64/28.62  																		| (418) all_0_51_51 = e3 | all_0_53_53 = e3
% 63.64/28.62  																		|
% 63.64/28.62  																			| Equations (378) can reduce 411 to:
% 63.64/28.62  																			| (626)  ~ (e3 = e2)
% 63.64/28.62  																			|
% 63.64/28.62  																			| Simplifying 626 yields:
% 63.64/28.62  																			| (212)  ~ (e3 = e2)
% 63.64/28.62  																			|
% 63.64/28.62  																			+-Applying beta-rule and splitting (196), into two cases.
% 63.64/28.62  																			|-Branch one:
% 63.64/28.62  																			| (607) all_0_53_53 = e2
% 63.64/28.62  																			|
% 63.64/28.62  																				| Equations (607) can reduce 509 to:
% 63.64/28.62  																				| (266) $false
% 63.64/28.62  																				|
% 63.64/28.62  																				|-The branch is then unsatisfiable
% 63.64/28.62  																			|-Branch two:
% 63.64/28.62  																			| (509)  ~ (all_0_53_53 = e2)
% 63.64/28.62  																			| (610) all_0_53_53 = e4 | all_0_53_53 = e3 | all_0_53_53 = e1
% 63.64/28.62  																			|
% 63.64/28.62  																				+-Applying beta-rule and splitting (160), into two cases.
% 63.64/28.62  																				|-Branch one:
% 63.64/28.62  																				| (601) all_0_50_50 = e1
% 63.64/28.62  																				|
% 63.64/28.62  																					| Combining equations (378,601) yields a new equation:
% 63.64/28.62  																					| (616) e2 = e1
% 63.64/28.62  																					|
% 63.64/28.62  																					| Simplifying 616 yields:
% 63.64/28.62  																					| (617) e2 = e1
% 63.64/28.62  																					|
% 63.64/28.62  																					| Equations (617) can reduce 122 to:
% 63.64/28.62  																					| (266) $false
% 63.64/28.62  																					|
% 63.64/28.62  																					|-The branch is then unsatisfiable
% 63.64/28.62  																				|-Branch two:
% 63.64/28.62  																				| (759)  ~ (all_0_50_50 = e1)
% 63.64/28.62  																				| (1168) all_0_51_51 = e1 | all_0_52_52 = e1 | all_0_53_53 = e1
% 63.64/28.62  																				|
% 63.64/28.62  																					| Equations (378) can reduce 759 to:
% 63.64/28.62  																					| (122)  ~ (e2 = e1)
% 63.64/28.62  																					|
% 63.64/28.62  																					+-Applying beta-rule and splitting (104), into two cases.
% 63.64/28.62  																					|-Branch one:
% 63.64/28.62  																					| (480) all_0_39_39 = e0
% 63.64/28.62  																					|
% 63.64/28.62  																						| Combining equations (480,471) yields a new equation:
% 63.64/28.62  																						| (397) e4 = e0
% 63.64/28.62  																						|
% 63.64/28.62  																						| Equations (397) can reduce 49 to:
% 63.64/28.62  																						| (266) $false
% 63.64/28.62  																						|
% 63.64/28.62  																						|-The branch is then unsatisfiable
% 63.64/28.62  																					|-Branch two:
% 63.64/28.62  																					| (484)  ~ (all_0_39_39 = e0)
% 63.64/28.62  																					| (558) all_0_42_42 = e0 | all_0_47_47 = e0 | all_0_56_56 = e0
% 63.64/28.62  																					|
% 63.64/28.62  																						| Equations (471) can reduce 484 to:
% 63.64/28.62  																						| (49)  ~ (e4 = e0)
% 63.64/28.62  																						|
% 63.64/28.62  																						+-Applying beta-rule and splitting (75), into two cases.
% 63.64/28.62  																						|-Branch one:
% 63.64/28.62  																						| (485) all_0_40_40 = e0
% 63.64/28.62  																						|
% 63.64/28.62  																							| Combining equations (485,313) yields a new equation:
% 63.64/28.62  																							| (330) e2 = e0
% 63.64/28.62  																							|
% 63.64/28.62  																							| Equations (330) can reduce 128 to:
% 63.64/28.62  																							| (266) $false
% 63.64/28.62  																							|
% 63.64/28.62  																							|-The branch is then unsatisfiable
% 63.64/28.62  																						|-Branch two:
% 63.64/28.62  																						| (1401)  ~ (all_0_40_40 = e0)
% 63.64/28.62  																						| (1748) all_0_44_44 = e0 | all_0_49_49 = e0 | all_0_58_58 = e0
% 63.64/28.62  																						|
% 63.64/28.62  																							| Equations (313) can reduce 1401 to:
% 63.64/28.62  																							| (128)  ~ (e2 = e0)
% 63.64/28.62  																							|
% 63.64/28.62  																							+-Applying beta-rule and splitting (165), into two cases.
% 63.64/28.62  																							|-Branch one:
% 63.64/28.62  																							| (794) all_0_41_41 = e0
% 63.64/28.62  																							|
% 63.64/28.62  																								| Equations (794) can reduce 357 to:
% 63.64/28.62  																								| (266) $false
% 63.64/28.62  																								|
% 63.64/28.62  																								|-The branch is then unsatisfiable
% 63.64/28.62  																							|-Branch two:
% 63.64/28.62  																							| (357)  ~ (all_0_41_41 = e0)
% 63.64/28.62  																							| (6761) all_0_42_42 = e0 | all_0_43_43 = e0 | all_0_44_44 = e0
% 63.64/28.62  																							|
% 63.64/28.62  																								+-Applying beta-rule and splitting (64), into two cases.
% 63.64/28.62  																								|-Branch one:
% 63.64/28.62  																								| (437) all_0_41_41 = e4
% 63.64/28.62  																								|
% 63.64/28.62  																									| Equations (437) can reduce 214 to:
% 63.64/28.62  																									| (1901)  ~ (all_0_42_42 = e4)
% 63.64/28.62  																									|
% 63.64/28.62  																									| Simplifying 1901 yields:
% 63.64/28.63  																									| (1890)  ~ (all_0_42_42 = e4)
% 63.64/28.63  																									|
% 63.64/28.63  																									| Equations (437) can reduce 43 to:
% 63.64/28.63  																									| (249)  ~ (all_0_46_46 = e4)
% 63.64/28.63  																									|
% 63.64/28.63  																									| Simplifying 249 yields:
% 63.64/28.63  																									| (250)  ~ (all_0_46_46 = e4)
% 63.64/28.63  																									|
% 63.64/28.63  																									| Equations (437) can reduce 191 to:
% 63.64/28.63  																									| (1909)  ~ (all_0_55_55 = e4)
% 63.64/28.63  																									|
% 63.64/28.63  																									| Simplifying 1909 yields:
% 63.64/28.63  																									| (763)  ~ (all_0_55_55 = e4)
% 63.64/28.63  																									|
% 63.64/28.63  																									| Equations (437) can reduce 85 to:
% 63.64/28.63  																									| (48)  ~ (e4 = e2)
% 63.64/28.63  																									|
% 63.64/28.63  																									| Equations (437) can reduce 357 to:
% 63.64/28.63  																									| (49)  ~ (e4 = e0)
% 63.64/28.63  																									|
% 63.64/28.63  																									| From (437) and (219) follows:
% 63.64/28.63  																									| (1913) op(e3, e3) = e4
% 63.64/28.63  																									|
% 63.64/28.63  																									+-Applying beta-rule and splitting (144), into two cases.
% 63.64/28.63  																									|-Branch one:
% 63.64/28.63  																									| (403) all_0_41_41 = e3
% 63.64/28.63  																									|
% 63.64/28.63  																										| Combining equations (403,437) yields a new equation:
% 63.64/28.63  																										| (425) e4 = e3
% 63.64/28.63  																										|
% 63.64/28.63  																										| Equations (425) can reduce 188 to:
% 63.64/28.63  																										| (266) $false
% 63.64/28.63  																										|
% 63.64/28.63  																										|-The branch is then unsatisfiable
% 63.64/28.63  																									|-Branch two:
% 63.64/28.63  																									| (1898)  ~ (all_0_41_41 = e3)
% 63.64/28.63  																									| (1923) all_0_46_46 = e3 | all_0_50_50 = e3 | all_0_55_55 = e3
% 63.64/28.63  																									|
% 63.64/28.63  																										| Equations (437) can reduce 1898 to:
% 63.64/28.63  																										| (188)  ~ (e4 = e3)
% 63.64/28.63  																										|
% 63.64/28.63  																										+-Applying beta-rule and splitting (123), into two cases.
% 63.64/28.63  																										|-Branch one:
% 63.64/28.63  																										| (1794) all_0_46_46 = e2
% 63.64/28.63  																										|
% 63.64/28.63  																											| Equations (1794) can reduce 300 to:
% 63.64/28.63  																											| (266) $false
% 63.64/28.63  																											|
% 63.64/28.63  																											|-The branch is then unsatisfiable
% 63.64/28.63  																										|-Branch two:
% 63.64/28.63  																										| (300)  ~ (all_0_46_46 = e2)
% 63.64/28.63  																										| (1797) all_0_46_46 = e4 | all_0_46_46 = e3 | all_0_46_46 = e1 | all_0_46_46 = e0
% 63.64/28.63  																										|
% 63.64/28.63  																											+-Applying beta-rule and splitting (206), into two cases.
% 63.64/28.63  																											|-Branch one:
% 63.64/28.63  																											| (248) all_0_45_45 = e4
% 63.64/28.63  																											|
% 63.64/28.63  																												| Combining equations (248,423) yields a new equation:
% 63.64/28.63  																												| (424) e4 = e3
% 63.64/28.63  																												|
% 63.64/28.63  																												| Simplifying 424 yields:
% 63.64/28.63  																												| (425) e4 = e3
% 63.64/28.63  																												|
% 63.64/28.63  																												| Equations (425) can reduce 188 to:
% 63.64/28.63  																												| (266) $false
% 63.64/28.63  																												|
% 63.64/28.63  																												|-The branch is then unsatisfiable
% 63.64/28.63  																											|-Branch two:
% 63.64/28.63  																											| (60416)  ~ (all_0_45_45 = e4)
% 63.64/28.63  																											| (61457) all_0_46_46 = e4 | all_0_47_47 = e4 | all_0_48_48 = e4 | all_0_49_49 = e4
% 63.64/28.63  																											|
% 63.64/28.63  																												+-Applying beta-rule and splitting (1797), into two cases.
% 63.64/28.63  																												|-Branch one:
% 63.64/28.63  																												| (770) all_0_46_46 = e4
% 63.64/28.63  																												|
% 63.64/28.63  																													| Equations (770) can reduce 250 to:
% 63.64/28.63  																													| (266) $false
% 63.64/28.63  																													|
% 63.64/28.63  																													|-The branch is then unsatisfiable
% 63.64/28.63  																												|-Branch two:
% 63.64/28.63  																												| (250)  ~ (all_0_46_46 = e4)
% 63.64/28.63  																												| (1801) all_0_46_46 = e3 | all_0_46_46 = e1 | all_0_46_46 = e0
% 63.64/28.63  																												|
% 63.64/28.63  																													+-Applying beta-rule and splitting (61457), into two cases.
% 63.64/28.63  																													|-Branch one:
% 63.64/28.63  																													| (770) all_0_46_46 = e4
% 63.64/28.63  																													|
% 63.64/28.63  																														| Equations (770) can reduce 250 to:
% 63.64/28.63  																														| (266) $false
% 63.64/28.63  																														|
% 63.64/28.63  																														|-The branch is then unsatisfiable
% 63.64/28.63  																													|-Branch two:
% 63.64/28.63  																													| (250)  ~ (all_0_46_46 = e4)
% 63.64/28.63  																													| (61466) all_0_47_47 = e4 | all_0_48_48 = e4 | all_0_49_49 = e4
% 63.64/28.63  																													|
% 63.64/28.63  																														+-Applying beta-rule and splitting (1801), into two cases.
% 63.64/28.63  																														|-Branch one:
% 63.64/28.63  																														| (538) all_0_46_46 = e0
% 63.64/28.63  																														|
% 63.64/28.63  																															| Equations (538) can reduce 831 to:
% 63.64/28.63  																															| (266) $false
% 63.64/28.63  																															|
% 63.64/28.63  																															|-The branch is then unsatisfiable
% 63.64/28.63  																														|-Branch two:
% 63.64/28.63  																														| (831)  ~ (all_0_46_46 = e0)
% 63.64/28.63  																														| (1838) all_0_46_46 = e3 | all_0_46_46 = e1
% 63.64/28.63  																														|
% 63.64/28.63  																															+-Applying beta-rule and splitting (61466), into two cases.
% 63.64/28.63  																															|-Branch one:
% 63.64/28.63  																															| (1790) all_0_47_47 = e4
% 63.64/28.63  																															|
% 63.64/28.63  																																| Combining equations (1105,1790) yields a new equation:
% 63.64/28.63  																																| (323) e4 = e2
% 63.64/28.63  																																|
% 63.64/28.63  																																| Equations (323) can reduce 48 to:
% 63.64/28.63  																																| (266) $false
% 63.64/28.63  																																|
% 63.64/28.63  																																|-The branch is then unsatisfiable
% 63.64/28.63  																															|-Branch two:
% 63.64/28.63  																															| (252)  ~ (all_0_47_47 = e4)
% 63.64/28.63  																															| (61479) all_0_48_48 = e4 | all_0_49_49 = e4
% 63.64/28.63  																															|
% 63.64/28.63  																																+-Applying beta-rule and splitting (1838), into two cases.
% 63.64/28.63  																																|-Branch one:
% 63.64/28.63  																																| (545) all_0_46_46 = e1
% 63.64/28.63  																																|
% 63.64/28.63  																																	| Equations (545) can reduce 208 to:
% 63.64/28.63  																																	| (1419)  ~ (all_0_49_49 = e1)
% 63.64/28.63  																																	|
% 63.64/28.63  																																	| Simplifying 1419 yields:
% 63.64/28.63  																																	| (1064)  ~ (all_0_49_49 = e1)
% 63.64/28.63  																																	|
% 63.64/28.63  																																	| Equations (545) can reduce 58 to:
% 63.64/28.63  																																	| (2331)  ~ (all_0_55_55 = e1)
% 63.64/28.63  																																	|
% 63.64/28.63  																																	| Simplifying 2331 yields:
% 63.64/28.63  																																	| (632)  ~ (all_0_55_55 = e1)
% 63.64/28.63  																																	|
% 63.64/28.63  																																	| Equations (545) can reduce 409 to:
% 63.64/28.63  																																	| (467)  ~ (e3 = e1)
% 63.64/28.63  																																	|
% 63.64/28.63  																																	| Simplifying 467 yields:
% 63.64/28.63  																																	| (213)  ~ (e3 = e1)
% 63.64/28.63  																																	|
% 63.64/28.63  																																	| Equations (545) can reduce 300 to:
% 63.64/28.63  																																	| (604)  ~ (e2 = e1)
% 63.64/28.63  																																	|
% 63.64/28.63  																																	| Simplifying 604 yields:
% 63.64/28.63  																																	| (122)  ~ (e2 = e1)
% 63.64/28.63  																																	|
% 63.64/28.63  																																	| From (545) and (120) follows:
% 63.64/28.63  																																	| (2105) op(e2, e3) = e1
% 63.64/28.63  																																	|
% 63.64/28.64  																																	+-Applying beta-rule and splitting (61479), into two cases.
% 63.64/28.64  																																	|-Branch one:
% 63.64/28.64  																																	| (943) all_0_48_48 = e4
% 63.64/28.64  																																	|
% 63.64/28.64  																																		| Combining equations (1279,943) yields a new equation:
% 63.64/28.64  																																		| (397) e4 = e0
% 63.64/28.64  																																		|
% 63.64/28.64  																																		| Equations (397) can reduce 49 to:
% 63.64/28.64  																																		| (266) $false
% 63.64/28.64  																																		|
% 63.64/28.64  																																		|-The branch is then unsatisfiable
% 63.64/28.64  																																	|-Branch two:
% 63.64/28.64  																																	| (254)  ~ (all_0_48_48 = e4)
% 63.64/28.64  																																	| (974) all_0_49_49 = e4
% 63.64/28.64  																																	|
% 63.64/28.64  																																		| Equations (974) can reduce 1064 to:
% 63.64/28.64  																																		| (110)  ~ (e4 = e1)
% 63.64/28.64  																																		|
% 63.64/28.64  																																		| Equations (974) can reduce 487 to:
% 63.64/28.64  																																		| (49)  ~ (e4 = e0)
% 63.64/28.64  																																		|
% 63.64/28.64  																																		| From (974) and (55) follows:
% 63.64/28.64  																																		| (61486) op(e2, e0) = e4
% 63.64/28.64  																																		|
% 63.64/28.64  																																		+-Applying beta-rule and splitting (1923), into two cases.
% 63.64/28.64  																																		|-Branch one:
% 63.64/28.64  																																		| (1557) all_0_46_46 = e3
% 63.64/28.64  																																		|
% 63.64/28.64  																																			| Combining equations (1557,545) yields a new equation:
% 63.64/28.64  																																			| (454) e3 = e1
% 63.64/28.64  																																			|
% 63.64/28.64  																																			| Simplifying 454 yields:
% 63.64/28.64  																																			| (455) e3 = e1
% 63.64/28.64  																																			|
% 63.64/28.64  																																			| Equations (455) can reduce 213 to:
% 63.64/28.64  																																			| (266) $false
% 63.64/28.64  																																			|
% 63.64/28.64  																																			|-The branch is then unsatisfiable
% 63.64/28.64  																																		|-Branch two:
% 63.64/28.64  																																		| (409)  ~ (all_0_46_46 = e3)
% 63.64/28.64  																																		| (4042) all_0_50_50 = e3 | all_0_55_55 = e3
% 63.64/28.64  																																		|
% 63.64/28.64  																																			+-Applying beta-rule and splitting (4042), into two cases.
% 63.64/28.64  																																			|-Branch one:
% 63.64/28.64  																																			| (415) all_0_50_50 = e3
% 63.64/28.64  																																			|
% 63.64/28.64  																																				| Combining equations (378,415) yields a new equation:
% 63.64/28.64  																																				| (662) e3 = e2
% 63.64/28.64  																																				|
% 63.64/28.64  																																				| Equations (662) can reduce 212 to:
% 63.64/28.64  																																				| (266) $false
% 63.64/28.64  																																				|
% 63.64/28.64  																																				|-The branch is then unsatisfiable
% 63.64/28.64  																																			|-Branch two:
% 63.64/28.64  																																			| (411)  ~ (all_0_50_50 = e3)
% 63.64/28.64  																																			| (2336) all_0_55_55 = e3
% 63.64/28.64  																																			|
% 63.64/28.64  																																				| Equations (2336) can reduce 763 to:
% 63.64/28.64  																																				| (277)  ~ (e4 = e3)
% 63.64/28.64  																																				|
% 63.64/28.64  																																				| Simplifying 277 yields:
% 63.64/28.64  																																				| (188)  ~ (e4 = e3)
% 63.64/28.64  																																				|
% 63.64/28.64  																																				| Equations (2336) can reduce 632 to:
% 63.64/28.64  																																				| (213)  ~ (e3 = e1)
% 63.64/28.64  																																				|
% 63.64/28.64  																																				| Equations (2336) can reduce 803 to:
% 63.64/28.64  																																				| (80)  ~ (e3 = e0)
% 63.64/28.64  																																				|
% 63.64/28.64  																																				| From (2336) and (74) follows:
% 63.64/28.64  																																				| (2208) op(e0, e3) = e3
% 63.64/28.64  																																				|
% 63.64/28.64  																																				+-Applying beta-rule and splitting (113), into two cases.
% 63.64/28.64  																																				|-Branch one:
% 63.64/28.64  																																				| (403) all_0_41_41 = e3
% 63.64/28.64  																																				|
% 63.64/28.64  																																					| Combining equations (403,437) yields a new equation:
% 63.64/28.64  																																					| (425) e4 = e3
% 63.64/28.64  																																					|
% 63.64/28.64  																																					| Equations (425) can reduce 188 to:
% 63.64/28.64  																																					| (266) $false
% 63.64/28.64  																																					|
% 63.64/28.64  																																					|-The branch is then unsatisfiable
% 63.64/28.64  																																				|-Branch two:
% 63.64/28.64  																																				| (1898)  ~ (all_0_41_41 = e3)
% 63.64/28.64  																																				| (1899) all_0_42_42 = e3 | all_0_44_44 = e3
% 63.64/28.64  																																				|
% 63.64/28.64  																																					+-Applying beta-rule and splitting (216), into two cases.
% 63.64/28.64  																																					|-Branch one:
% 63.64/28.64  																																					| (629) all_0_55_55 = e1
% 63.64/28.64  																																					|
% 63.64/28.64  																																						| Combining equations (2336,629) yields a new equation:
% 63.64/28.64  																																						| (454) e3 = e1
% 63.64/28.64  																																						|
% 63.64/28.64  																																						| Simplifying 454 yields:
% 63.64/28.64  																																						| (455) e3 = e1
% 63.64/28.64  																																						|
% 63.64/28.64  																																						| Equations (455) can reduce 213 to:
% 63.64/28.64  																																						| (266) $false
% 63.64/28.64  																																						|
% 63.64/28.64  																																						|-The branch is then unsatisfiable
% 63.64/28.64  																																					|-Branch two:
% 63.64/28.64  																																					| (632)  ~ (all_0_55_55 = e1)
% 63.64/28.64  																																					| (633) all_0_56_56 = e1 | all_0_57_57 = e1 | all_0_58_58 = e1
% 63.64/28.64  																																					|
% 63.64/28.64  																																						+-Applying beta-rule and splitting (152), into two cases.
% 63.64/28.64  																																						|-Branch one:
% 63.64/28.64  																																						| (1392) all_0_42_42 = e4
% 63.64/28.64  																																						|
% 63.64/28.64  																																							| Equations (1392) can reduce 1890 to:
% 63.64/28.64  																																							| (266) $false
% 63.64/28.64  																																							|
% 63.64/28.64  																																							|-The branch is then unsatisfiable
% 63.64/28.64  																																						|-Branch two:
% 63.64/28.64  																																						| (1890)  ~ (all_0_42_42 = e4)
% 63.64/28.64  																																						| (1969) all_0_42_42 = e3 | all_0_42_42 = e1 | all_0_42_42 = e0
% 63.64/28.64  																																						|
% 63.64/28.64  																																							+-Applying beta-rule and splitting (180), into two cases.
% 63.64/28.64  																																							|-Branch one:
% 63.64/28.64  																																							| (516) all_0_42_42 = e3
% 63.64/28.64  																																							|
% 63.64/28.64  																																								| Equations (516) can reduce 61 to:
% 63.64/28.64  																																								| (1925)  ~ (all_0_51_51 = e3)
% 63.64/28.64  																																								|
% 63.64/28.64  																																								| Simplifying 1925 yields:
% 63.64/28.64  																																								| (664)  ~ (all_0_51_51 = e3)
% 63.64/28.64  																																								|
% 63.64/28.64  																																								| Equations (516) can reduce 1380 to:
% 63.64/28.64  																																								| (213)  ~ (e3 = e1)
% 63.64/28.64  																																								|
% 63.64/28.64  																																								+-Applying beta-rule and splitting (558), into two cases.
% 63.64/28.64  																																								|-Branch one:
% 63.64/28.64  																																								| (559) all_0_42_42 = e0
% 63.64/28.64  																																								|
% 63.64/28.64  																																									| Combining equations (559,516) yields a new equation:
% 63.64/28.64  																																									| (676) e3 = e0
% 63.64/28.64  																																									|
% 63.64/28.64  																																									| Equations (676) can reduce 80 to:
% 63.64/28.64  																																									| (266) $false
% 63.64/28.64  																																									|
% 63.64/28.64  																																									|-The branch is then unsatisfiable
% 63.64/28.64  																																								|-Branch two:
% 63.64/28.64  																																								| (358)  ~ (all_0_42_42 = e0)
% 63.64/28.64  																																								| (563) all_0_47_47 = e0 | all_0_56_56 = e0
% 63.64/28.64  																																								|
% 63.64/28.64  																																									+-Applying beta-rule and splitting (418), into two cases.
% 63.64/28.64  																																									|-Branch one:
% 63.64/28.64  																																									| (660) all_0_51_51 = e3
% 63.64/28.64  																																									|
% 63.64/28.64  																																										| Equations (660) can reduce 664 to:
% 63.64/28.64  																																										| (266) $false
% 63.64/28.64  																																										|
% 63.64/28.64  																																										|-The branch is then unsatisfiable
% 63.64/28.64  																																									|-Branch two:
% 63.64/28.64  																																									| (664)  ~ (all_0_51_51 = e3)
% 63.64/28.64  																																									| (665) all_0_53_53 = e3
% 63.64/28.64  																																									|
% 63.64/28.64  																																										| Equations (665) can reduce 6 to:
% 63.64/28.64  																																										| (664)  ~ (all_0_51_51 = e3)
% 63.64/28.64  																																										|
% 63.64/28.64  																																										+-Applying beta-rule and splitting (112), into two cases.
% 63.64/28.64  																																										|-Branch one:
% 63.64/28.64  																																										| (635) all_0_44_44 = e1
% 63.64/28.64  																																										|
% 63.64/28.64  																																											| Equations (635) can reduce 639 to:
% 63.64/28.64  																																											| (266) $false
% 63.64/28.64  																																											|
% 63.64/28.64  																																											|-The branch is then unsatisfiable
% 63.64/28.64  																																										|-Branch two:
% 63.64/28.64  																																										| (639)  ~ (all_0_44_44 = e1)
% 63.64/28.64  																																										| (640) all_0_49_49 = e1 | all_0_53_53 = e1 | all_0_58_58 = e1
% 63.64/28.64  																																										|
% 63.64/28.64  																																											+-Applying beta-rule and splitting (563), into two cases.
% 63.64/28.64  																																											|-Branch one:
% 63.64/28.64  																																											| (674) all_0_47_47 = e0
% 63.64/28.64  																																											|
% 63.64/28.64  																																												| Combining equations (1105,674) yields a new equation:
% 63.64/28.64  																																												| (391) e2 = e0
% 63.64/28.64  																																												|
% 63.64/28.64  																																												| Simplifying 391 yields:
% 63.64/28.64  																																												| (330) e2 = e0
% 63.64/28.64  																																												|
% 63.64/28.64  																																												| Equations (330) can reduce 128 to:
% 63.64/28.64  																																												| (266) $false
% 63.64/28.64  																																												|
% 63.64/28.64  																																												|-The branch is then unsatisfiable
% 63.64/28.64  																																											|-Branch two:
% 63.64/28.64  																																											| (678)  ~ (all_0_47_47 = e0)
% 63.64/28.64  																																											| (679) all_0_56_56 = e0
% 63.64/28.64  																																											|
% 63.64/28.64  																																												| Equations (679) can reduce 44 to:
% 63.64/28.64  																																												| (490)  ~ (all_0_58_58 = e0)
% 63.64/28.64  																																												|
% 63.64/28.64  																																												| Simplifying 490 yields:
% 63.64/28.64  																																												| (491)  ~ (all_0_58_58 = e0)
% 63.64/28.64  																																												|
% 63.64/28.64  																																												| Equations (679) can reduce 477 to:
% 63.64/28.64  																																												| (401)  ~ (e4 = e0)
% 63.64/28.64  																																												|
% 63.64/28.64  																																												| Simplifying 401 yields:
% 63.64/28.64  																																												| (49)  ~ (e4 = e0)
% 63.64/28.64  																																												|
% 63.64/28.64  																																												| From (679) and (111) follows:
% 63.64/28.64  																																												| (1613) op(e0, e2) = e0
% 63.64/28.64  																																												|
% 63.64/28.64  																																												+-Applying beta-rule and splitting (131), into two cases.
% 63.64/28.64  																																												|-Branch one:
% 63.64/28.64  																																												| (459) all_0_42_42 = e1
% 63.64/28.64  																																												|
% 63.64/28.64  																																													| Combining equations (459,516) yields a new equation:
% 63.64/28.64  																																													| (455) e3 = e1
% 63.64/28.64  																																													|
% 63.64/28.64  																																													| Equations (455) can reduce 213 to:
% 63.64/28.64  																																													| (266) $false
% 63.64/28.64  																																													|
% 63.64/28.64  																																													|-The branch is then unsatisfiable
% 63.64/28.64  																																												|-Branch two:
% 63.64/28.64  																																												| (1380)  ~ (all_0_42_42 = e1)
% 63.64/28.64  																																												| (3259) all_0_47_47 = e1 | all_0_51_51 = e1 | all_0_56_56 = e1
% 63.64/28.64  																																												|
% 63.64/28.64  																																													+-Applying beta-rule and splitting (3259), into two cases.
% 63.64/28.64  																																													|-Branch one:
% 63.64/28.64  																																													| (654) all_0_47_47 = e1
% 63.64/28.64  																																													|
% 63.64/28.64  																																														| Combining equations (1105,654) yields a new equation:
% 63.64/28.64  																																														| (616) e2 = e1
% 63.64/28.64  																																														|
% 63.64/28.64  																																														| Simplifying 616 yields:
% 63.64/28.64  																																														| (617) e2 = e1
% 63.64/28.64  																																														|
% 63.64/28.64  																																														| Equations (617) can reduce 122 to:
% 63.64/28.64  																																														| (266) $false
% 63.64/28.64  																																														|
% 63.64/28.64  																																														|-The branch is then unsatisfiable
% 63.64/28.64  																																													|-Branch two:
% 63.64/28.64  																																													| (462)  ~ (all_0_47_47 = e1)
% 63.64/28.64  																																													| (3264) all_0_51_51 = e1 | all_0_56_56 = e1
% 63.64/28.64  																																													|
% 63.64/28.64  																																														+-Applying beta-rule and splitting (640), into two cases.
% 63.64/28.64  																																														|-Branch one:
% 63.64/28.64  																																														| (671) all_0_49_49 = e1
% 63.64/28.64  																																														|
% 63.64/28.64  																																															| Combining equations (671,974) yields a new equation:
% 63.64/28.64  																																															| (630) e4 = e1
% 63.64/28.64  																																															|
% 63.64/28.64  																																															| Equations (630) can reduce 110 to:
% 63.64/28.64  																																															| (266) $false
% 63.64/28.64  																																															|
% 63.64/28.64  																																															|-The branch is then unsatisfiable
% 63.64/28.64  																																														|-Branch two:
% 63.64/28.64  																																														| (1064)  ~ (all_0_49_49 = e1)
% 63.64/28.64  																																														| (2141) all_0_53_53 = e1 | all_0_58_58 = e1
% 63.64/28.64  																																														|
% 63.64/28.64  																																															+-Applying beta-rule and splitting (1748), into two cases.
% 63.64/28.64  																																															|-Branch one:
% 63.64/28.64  																																															| (1414) all_0_44_44 = e0
% 63.64/28.64  																																															|
% 63.64/28.64  																																																| Equations (1414) can reduce 181 to:
% 63.64/28.64  																																																| (490)  ~ (all_0_58_58 = e0)
% 63.64/28.64  																																																|
% 63.64/28.64  																																																| Simplifying 490 yields:
% 63.64/28.64  																																																| (491)  ~ (all_0_58_58 = e0)
% 63.64/28.64  																																																|
% 63.64/28.64  																																																| Equations (1414) can reduce 639 to:
% 63.64/28.64  																																																| (435)  ~ (e1 = e0)
% 63.64/28.64  																																																|
% 63.64/28.64  																																																| Simplifying 435 yields:
% 63.64/28.64  																																																| (233)  ~ (e1 = e0)
% 63.64/28.64  																																																|
% 63.64/28.64  																																																+-Applying beta-rule and splitting (3264), into two cases.
% 63.64/28.64  																																																|-Branch one:
% 63.64/28.64  																																																| (1109) all_0_51_51 = e1
% 63.64/28.64  																																																|
% 63.64/28.64  																																																	| Equations (1109) can reduce 664 to:
% 63.64/28.64  																																																	| (467)  ~ (e3 = e1)
% 63.64/28.64  																																																	|
% 63.64/28.64  																																																	| Simplifying 467 yields:
% 63.64/28.64  																																																	| (213)  ~ (e3 = e1)
% 63.64/28.64  																																																	|
% 63.64/28.64  																																																	+-Applying beta-rule and splitting (2141), into two cases.
% 63.64/28.64  																																																	|-Branch one:
% 63.64/28.64  																																																	| (1208) all_0_53_53 = e1
% 63.64/28.64  																																																	|
% 63.64/28.64  																																																		| Combining equations (665,1208) yields a new equation:
% 63.64/28.64  																																																		| (454) e3 = e1
% 63.64/28.64  																																																		|
% 63.64/28.64  																																																		| Simplifying 454 yields:
% 63.64/28.64  																																																		| (455) e3 = e1
% 63.64/28.64  																																																		|
% 63.64/28.64  																																																		| Equations (455) can reduce 213 to:
% 63.64/28.64  																																																		| (266) $false
% 63.64/28.64  																																																		|
% 63.64/28.64  																																																		|-The branch is then unsatisfiable
% 63.64/28.64  																																																	|-Branch two:
% 63.64/28.64  																																																	| (1459)  ~ (all_0_53_53 = e1)
% 63.64/28.64  																																																	| (918) all_0_58_58 = e1
% 63.64/28.64  																																																	|
% 63.64/28.64  																																																		| Equations (918) can reduce 491 to:
% 63.64/28.64  																																																		| (233)  ~ (e1 = e0)
% 63.64/28.64  																																																		|
% 63.64/28.64  																																																		+-Applying beta-rule and splitting (56), into two cases.
% 63.64/28.64  																																																		|-Branch one:
% 63.64/28.64  																																																		| (696) unit = e2
% 63.64/28.64  																																																		|
% 63.64/28.64  																																																			| From (696) and (244) follows:
% 63.64/28.64  																																																			| (264) op(e2, e4) = e4
% 63.64/28.64  																																																			|
% 63.64/28.64  																																																			| From (696) and (24) follows:
% 63.64/28.64  																																																			| (697) op(e2, e3) = e3
% 63.64/28.64  																																																			|
% 63.64/28.64  																																																			| From (696) and (209) follows:
% 63.64/28.64  																																																			| (7585) op(e2, e0) = e0
% 63.64/28.64  																																																			|
% 63.64/28.64  																																																			| Instantiating formula (29) with e2, e4, e4, e3 and discharging atoms op(e2, e4) = e4, op(e2, e4) = e3, yields:
% 63.64/28.64  																																																			| (425) e4 = e3
% 63.64/28.64  																																																			|
% 63.64/28.64  																																																			| Instantiating formula (29) with e2, e3, e3, e1 and discharging atoms op(e2, e3) = e3, op(e2, e3) = e1, yields:
% 63.64/28.64  																																																			| (455) e3 = e1
% 63.64/28.64  																																																			|
% 63.64/28.64  																																																			| Instantiating formula (29) with e2, e0, e0, e4 and discharging atoms op(e2, e0) = e4, op(e2, e0) = e0, yields:
% 63.64/28.64  																																																			| (397) e4 = e0
% 63.64/28.64  																																																			|
% 63.64/28.64  																																																			| Combining equations (425,397) yields a new equation:
% 63.64/28.64  																																																			| (675) e3 = e0
% 63.64/28.64  																																																			|
% 63.64/28.64  																																																			| Simplifying 675 yields:
% 63.64/28.64  																																																			| (676) e3 = e0
% 63.64/28.64  																																																			|
% 63.64/28.64  																																																			| Combining equations (676,455) yields a new equation:
% 63.64/28.64  																																																			| (431) e1 = e0
% 63.64/28.64  																																																			|
% 63.64/28.64  																																																			| Equations (431) can reduce 233 to:
% 63.64/28.64  																																																			| (266) $false
% 63.64/28.64  																																																			|
% 63.64/28.64  																																																			|-The branch is then unsatisfiable
% 63.64/28.64  																																																		|-Branch two:
% 63.64/28.64  																																																		| (707)  ~ (unit = e2)
% 63.64/28.64  																																																		| (708) unit = e4 | unit = e3 | unit = e1 | unit = e0
% 63.64/28.64  																																																		|
% 63.64/28.64  																																																			+-Applying beta-rule and splitting (708), into two cases.
% 63.64/28.64  																																																			|-Branch one:
% 63.64/28.64  																																																			| (709) unit = e4
% 63.64/28.64  																																																			|
% 63.64/28.64  																																																				| From (709) and (24) follows:
% 63.64/28.64  																																																				| (33325) op(e4, e3) = e3
% 63.64/28.64  																																																				|
% 63.64/28.64  																																																				| From (709) and (211) follows:
% 63.64/28.64  																																																				| (22527) op(e4, e1) = e1
% 63.64/28.64  																																																				|
% 63.64/28.64  																																																				| From (709) and (32) follows:
% 63.64/28.64  																																																				| (712) op(e2, e4) = e2
% 63.64/28.64  																																																				|
% 63.64/28.64  																																																				| Instantiating formula (29) with e4, e3, e3, e0 and discharging atoms op(e4, e3) = e3, op(e4, e3) = e0, yields:
% 63.64/28.64  																																																				| (676) e3 = e0
% 63.64/28.64  																																																				|
% 63.64/28.64  																																																				| Instantiating formula (29) with e4, e1, e1, e3 and discharging atoms op(e4, e1) = e3, op(e4, e1) = e1, yields:
% 63.64/28.64  																																																				| (455) e3 = e1
% 63.64/28.64  																																																				|
% 63.64/28.64  																																																				| Instantiating formula (29) with e2, e4, e2, e3 and discharging atoms op(e2, e4) = e3, op(e2, e4) = e2, yields:
% 63.64/28.64  																																																				| (662) e3 = e2
% 63.64/28.64  																																																				|
% 63.64/28.64  																																																				| Combining equations (455,662) yields a new equation:
% 63.64/28.64  																																																				| (617) e2 = e1
% 63.64/28.64  																																																				|
% 63.64/28.64  																																																				| Combining equations (676,662) yields a new equation:
% 63.64/28.64  																																																				| (330) e2 = e0
% 63.64/28.64  																																																				|
% 63.64/28.64  																																																				| Combining equations (617,330) yields a new equation:
% 63.64/28.64  																																																				| (546) e1 = e0
% 63.64/28.64  																																																				|
% 63.64/28.64  																																																				| Simplifying 546 yields:
% 63.64/28.64  																																																				| (431) e1 = e0
% 63.64/28.64  																																																				|
% 63.64/28.64  																																																				| Equations (431) can reduce 233 to:
% 63.64/28.64  																																																				| (266) $false
% 63.64/28.64  																																																				|
% 63.64/28.64  																																																				|-The branch is then unsatisfiable
% 63.64/28.65  																																																			|-Branch two:
% 63.64/28.65  																																																			| (724)  ~ (unit = e4)
% 63.64/28.65  																																																			| (725) unit = e3 | unit = e1 | unit = e0
% 63.64/28.65  																																																			|
% 63.64/28.65  																																																				+-Applying beta-rule and splitting (725), into two cases.
% 63.64/28.65  																																																				|-Branch one:
% 63.64/28.65  																																																				| (726) unit = e0
% 63.64/28.65  																																																				|
% 63.64/28.65  																																																					| From (726) and (15) follows:
% 63.64/28.65  																																																					| (1508) op(e0, e2) = e2
% 63.64/28.65  																																																					|
% 63.64/28.65  																																																					| From (726) and (211) follows:
% 63.64/28.65  																																																					| (15180) op(e0, e1) = e1
% 63.64/28.65  																																																					|
% 63.64/28.65  																																																					| Instantiating formula (29) with e0, e2, e2, e0 and discharging atoms op(e0, e2) = e2, op(e0, e2) = e0, yields:
% 63.64/28.65  																																																					| (330) e2 = e0
% 63.64/28.65  																																																					|
% 63.64/28.65  																																																					| Instantiating formula (29) with e0, e1, e1, e2 and discharging atoms op(e0, e1) = e2, op(e0, e1) = e1, yields:
% 63.64/28.65  																																																					| (617) e2 = e1
% 63.64/28.65  																																																					|
% 63.64/28.65  																																																					| Combining equations (330,617) yields a new equation:
% 63.64/28.65  																																																					| (431) e1 = e0
% 63.64/28.65  																																																					|
% 63.64/28.65  																																																					| Equations (431) can reduce 233 to:
% 63.64/28.65  																																																					| (266) $false
% 63.64/28.65  																																																					|
% 63.64/28.65  																																																					|-The branch is then unsatisfiable
% 63.64/28.65  																																																				|-Branch two:
% 63.64/28.65  																																																				| (734)  ~ (unit = e0)
% 63.64/28.65  																																																				| (735) unit = e3 | unit = e1
% 63.64/28.65  																																																				|
% 63.64/28.65  																																																					+-Applying beta-rule and splitting (735), into two cases.
% 63.64/28.65  																																																					|-Branch one:
% 63.64/28.65  																																																					| (736) unit = e1
% 63.64/28.65  																																																					|
% 63.64/28.65  																																																						| Equations (736) can reduce 734 to:
% 63.64/28.65  																																																						| (233)  ~ (e1 = e0)
% 63.64/28.65  																																																						|
% 63.64/28.65  																																																						| From (736) and (244) follows:
% 63.64/28.65  																																																						| (738) op(e1, e4) = e4
% 63.64/28.65  																																																						|
% 63.64/28.65  																																																						| From (736) and (24) follows:
% 63.64/28.65  																																																						| (1934) op(e1, e3) = e3
% 63.64/28.65  																																																						|
% 63.64/28.65  																																																						| From (736) and (227) follows:
% 63.64/28.65  																																																						| (739) op(e4, e1) = e4
% 63.64/28.65  																																																						|
% 63.64/28.65  																																																						| From (736) and (40) follows:
% 63.64/28.65  																																																						| (1652) op(e3, e1) = e3
% 63.64/28.65  																																																						|
% 63.64/28.65  																																																						| Instantiating formula (29) with e4, e1, e4, e3 and discharging atoms op(e4, e1) = e4, op(e4, e1) = e3, yields:
% 63.64/28.65  																																																						| (425) e4 = e3
% 63.64/28.65  																																																						|
% 63.64/28.65  																																																						| Instantiating formula (29) with e3, e1, e3, e1 and discharging atoms op(e3, e1) = e3, op(e3, e1) = e1, yields:
% 63.64/28.65  																																																						| (455) e3 = e1
% 63.64/28.65  																																																						|
% 63.64/28.65  																																																						| Instantiating formula (29) with e1, e4, e4, e0 and discharging atoms op(e1, e4) = e4, op(e1, e4) = e0, yields:
% 63.64/28.65  																																																						| (397) e4 = e0
% 63.64/28.65  																																																						|
% 63.64/28.65  																																																						| Instantiating formula (29) with e1, e3, e3, e2 and discharging atoms op(e1, e3) = e3, op(e1, e3) = e2, yields:
% 63.64/28.65  																																																						| (662) e3 = e2
% 63.64/28.65  																																																						|
% 63.64/28.65  																																																						| Combining equations (425,397) yields a new equation:
% 63.64/28.65  																																																						| (675) e3 = e0
% 63.64/28.65  																																																						|
% 63.64/28.65  																																																						| Simplifying 675 yields:
% 63.64/28.65  																																																						| (676) e3 = e0
% 63.64/28.65  																																																						|
% 63.64/28.65  																																																						| Combining equations (676,662) yields a new equation:
% 63.64/28.65  																																																						| (330) e2 = e0
% 63.64/28.65  																																																						|
% 63.64/28.65  																																																						| Combining equations (455,662) yields a new equation:
% 63.64/28.65  																																																						| (617) e2 = e1
% 63.64/28.65  																																																						|
% 63.64/28.65  																																																						| Combining equations (330,617) yields a new equation:
% 63.64/28.65  																																																						| (431) e1 = e0
% 63.64/28.65  																																																						|
% 63.64/28.65  																																																						| Equations (431) can reduce 233 to:
% 63.64/28.65  																																																						| (266) $false
% 63.64/28.65  																																																						|
% 63.64/28.65  																																																						|-The branch is then unsatisfiable
% 63.64/28.65  																																																					|-Branch two:
% 63.64/28.65  																																																					| (748)  ~ (unit = e1)
% 63.64/28.65  																																																					| (749) unit = e3
% 63.64/28.65  																																																					|
% 63.64/28.65  																																																						| From (749) and (244) follows:
% 63.64/28.65  																																																						| (750) op(e3, e4) = e4
% 63.64/28.65  																																																						|
% 63.64/28.65  																																																						| From (749) and (40) follows:
% 63.64/28.65  																																																						| (3715) op(e3, e3) = e3
% 63.64/28.65  																																																						|
% 63.64/28.65  																																																						| From (749) and (28) follows:
% 63.64/28.65  																																																						| (2235) op(e1, e3) = e1
% 63.64/28.65  																																																						|
% 63.64/28.65  																																																						| From (749) and (42) follows:
% 63.64/28.65  																																																						| (752) op(e0, e3) = e0
% 63.64/28.65  																																																						|
% 63.64/28.65  																																																						| Instantiating formula (29) with e3, e4, e4, e2 and discharging atoms op(e3, e4) = e4, op(e3, e4) = e2, yields:
% 63.64/28.65  																																																						| (323) e4 = e2
% 63.64/28.65  																																																						|
% 63.64/28.65  																																																						| Instantiating formula (29) with e3, e3, e3, e4 and discharging atoms op(e3, e3) = e4, op(e3, e3) = e3, yields:
% 63.64/28.65  																																																						| (425) e4 = e3
% 63.64/28.65  																																																						|
% 63.64/28.65  																																																						| Instantiating formula (29) with e1, e3, e1, e2 and discharging atoms op(e1, e3) = e2, op(e1, e3) = e1, yields:
% 63.64/28.65  																																																						| (617) e2 = e1
% 63.64/28.65  																																																						|
% 63.64/28.65  																																																						| Instantiating formula (29) with e0, e3, e0, e3 and discharging atoms op(e0, e3) = e3, op(e0, e3) = e0, yields:
% 63.64/28.65  																																																						| (676) e3 = e0
% 63.64/28.65  																																																						|
% 63.64/28.65  																																																						| Combining equations (425,323) yields a new equation:
% 63.64/28.65  																																																						| (661) e3 = e2
% 63.64/28.65  																																																						|
% 63.64/28.65  																																																						| Simplifying 661 yields:
% 63.64/28.65  																																																						| (662) e3 = e2
% 63.64/28.65  																																																						|
% 63.64/28.65  																																																						| Combining equations (662,676) yields a new equation:
% 63.64/28.65  																																																						| (391) e2 = e0
% 63.64/28.65  																																																						|
% 63.64/28.65  																																																						| Simplifying 391 yields:
% 63.64/28.65  																																																						| (330) e2 = e0
% 63.64/28.65  																																																						|
% 63.64/28.65  																																																						| Combining equations (617,330) yields a new equation:
% 63.64/28.65  																																																						| (546) e1 = e0
% 63.64/28.65  																																																						|
% 63.64/28.65  																																																						| Simplifying 546 yields:
% 63.64/28.65  																																																						| (431) e1 = e0
% 63.64/28.65  																																																						|
% 63.64/28.65  																																																						| Equations (431) can reduce 233 to:
% 63.64/28.65  																																																						| (266) $false
% 63.64/28.65  																																																						|
% 63.64/28.65  																																																						|-The branch is then unsatisfiable
% 63.64/28.65  																																																|-Branch two:
% 63.64/28.65  																																																| (464)  ~ (all_0_51_51 = e1)
% 63.64/28.65  																																																| (1569) all_0_56_56 = e1
% 63.64/28.65  																																																|
% 63.64/28.65  																																																	| Combining equations (679,1569) yields a new equation:
% 63.64/28.65  																																																	| (431) e1 = e0
% 63.64/28.65  																																																	|
% 63.64/28.65  																																																	| Equations (431) can reduce 233 to:
% 63.64/28.65  																																																	| (266) $false
% 63.64/28.65  																																																	|
% 63.64/28.65  																																																	|-The branch is then unsatisfiable
% 63.64/28.65  																																															|-Branch two:
% 63.64/28.65  																																															| (360)  ~ (all_0_44_44 = e0)
% 63.64/28.65  																																															| (1760) all_0_49_49 = e0 | all_0_58_58 = e0
% 63.64/28.65  																																															|
% 63.64/28.65  																																																+-Applying beta-rule and splitting (1760), into two cases.
% 63.64/28.65  																																																|-Branch one:
% 63.64/28.65  																																																| (978) all_0_49_49 = e0
% 63.64/28.65  																																																|
% 63.64/28.65  																																																	| Combining equations (978,974) yields a new equation:
% 63.64/28.65  																																																	| (397) e4 = e0
% 63.64/28.65  																																																	|
% 63.64/28.65  																																																	| Equations (397) can reduce 49 to:
% 63.64/28.65  																																																	| (266) $false
% 63.64/28.65  																																																	|
% 63.64/28.65  																																																	|-The branch is then unsatisfiable
% 63.64/28.65  																																																|-Branch two:
% 63.64/28.65  																																																| (487)  ~ (all_0_49_49 = e0)
% 63.64/28.65  																																																| (914) all_0_58_58 = e0
% 63.64/28.65  																																																|
% 63.64/28.65  																																																	| Equations (914) can reduce 491 to:
% 63.64/28.65  																																																	| (266) $false
% 63.64/28.65  																																																	|
% 63.64/28.65  																																																	|-The branch is then unsatisfiable
% 63.64/28.65  																																							|-Branch two:
% 63.64/28.65  																																							| (405)  ~ (all_0_42_42 = e3)
% 63.64/28.65  																																							| (521) all_0_47_47 = e3 | all_0_51_51 = e3 | all_0_56_56 = e3
% 63.64/28.65  																																							|
% 63.64/28.65  																																								+-Applying beta-rule and splitting (1899), into two cases.
% 63.64/28.65  																																								|-Branch one:
% 63.64/28.65  																																								| (516) all_0_42_42 = e3
% 63.64/28.65  																																								|
% 63.64/28.65  																																									| Equations (516) can reduce 405 to:
% 63.64/28.65  																																									| (266) $false
% 63.64/28.65  																																									|
% 63.64/28.65  																																									|-The branch is then unsatisfiable
% 63.64/28.65  																																								|-Branch two:
% 63.64/28.65  																																								| (405)  ~ (all_0_42_42 = e3)
% 63.64/28.65  																																								| (532) all_0_44_44 = e3
% 63.64/28.65  																																								|
% 63.64/28.65  																																									| Equations (532) can reduce 220 to:
% 63.64/28.65  																																									| (1114)  ~ (all_0_53_53 = e3)
% 63.64/28.65  																																									|
% 63.64/28.65  																																									| Simplifying 1114 yields:
% 63.64/28.65  																																									| (903)  ~ (all_0_53_53 = e3)
% 63.64/28.65  																																									|
% 63.64/28.65  																																									| Equations (532) can reduce 181 to:
% 63.64/28.65  																																									| (275)  ~ (all_0_58_58 = e3)
% 63.64/28.65  																																									|
% 63.64/28.65  																																									| Simplifying 275 yields:
% 63.64/28.65  																																									| (276)  ~ (all_0_58_58 = e3)
% 63.64/28.65  																																									|
% 63.64/28.65  																																									| Equations (532) can reduce 639 to:
% 63.64/28.65  																																									| (213)  ~ (e3 = e1)
% 63.64/28.65  																																									|
% 63.64/28.65  																																									+-Applying beta-rule and splitting (418), into two cases.
% 63.64/28.65  																																									|-Branch one:
% 63.64/28.65  																																									| (660) all_0_51_51 = e3
% 63.64/28.65  																																									|
% 63.64/28.65  																																										| Equations (660) can reduce 16 to:
% 63.64/28.65  																																										| (271)  ~ (all_0_56_56 = e3)
% 63.64/28.65  																																										|
% 63.64/28.65  																																										| Simplifying 271 yields:
% 63.64/28.65  																																										| (272)  ~ (all_0_56_56 = e3)
% 63.64/28.65  																																										|
% 63.64/28.65  																																										| Equations (660) can reduce 115 to:
% 63.64/28.65  																																										| (80)  ~ (e3 = e0)
% 63.64/28.65  																																										|
% 63.64/28.65  																																										| From (660) and (186) follows:
% 63.64/28.65  																																										| (1552) op(e1, e2) = e3
% 63.64/28.65  																																										|
% 63.64/28.65  																																										+-Applying beta-rule and splitting (1748), into two cases.
% 63.64/28.65  																																										|-Branch one:
% 63.64/28.65  																																										| (1414) all_0_44_44 = e0
% 63.64/28.65  																																										|
% 63.64/28.65  																																											| Combining equations (1414,532) yields a new equation:
% 63.64/28.65  																																											| (676) e3 = e0
% 63.64/28.65  																																											|
% 63.64/28.65  																																											| Equations (676) can reduce 80 to:
% 63.64/28.65  																																											| (266) $false
% 63.64/28.65  																																											|
% 63.64/28.65  																																											|-The branch is then unsatisfiable
% 63.64/28.65  																																										|-Branch two:
% 63.64/28.65  																																										| (360)  ~ (all_0_44_44 = e0)
% 63.64/28.65  																																										| (1760) all_0_49_49 = e0 | all_0_58_58 = e0
% 63.64/28.65  																																										|
% 63.64/28.65  																																											+-Applying beta-rule and splitting (6761), into two cases.
% 63.64/28.65  																																											|-Branch one:
% 63.64/28.65  																																											| (559) all_0_42_42 = e0
% 63.64/28.65  																																											|
% 63.64/28.65  																																												| Equations (559) can reduce 1890 to:
% 63.64/28.65  																																												| (401)  ~ (e4 = e0)
% 63.64/28.65  																																												|
% 63.64/28.65  																																												| Simplifying 401 yields:
% 63.64/28.65  																																												| (49)  ~ (e4 = e0)
% 63.64/28.65  																																												|
% 63.64/28.65  																																												+-Applying beta-rule and splitting (1168), into two cases.
% 63.64/28.65  																																												|-Branch one:
% 63.64/28.65  																																												| (1109) all_0_51_51 = e1
% 63.64/28.65  																																												|
% 63.64/28.65  																																													| Combining equations (660,1109) yields a new equation:
% 63.64/28.65  																																													| (454) e3 = e1
% 63.64/28.65  																																													|
% 63.64/28.65  																																													| Simplifying 454 yields:
% 63.64/28.65  																																													| (455) e3 = e1
% 63.64/28.65  																																													|
% 63.64/28.65  																																													| Equations (455) can reduce 213 to:
% 63.64/28.65  																																													| (266) $false
% 63.64/28.65  																																													|
% 63.64/28.65  																																													|-The branch is then unsatisfiable
% 63.64/28.65  																																												|-Branch two:
% 63.64/28.65  																																												| (464)  ~ (all_0_51_51 = e1)
% 63.64/28.65  																																												| (1202) all_0_52_52 = e1 | all_0_53_53 = e1
% 63.64/28.65  																																												|
% 63.64/28.65  																																													+-Applying beta-rule and splitting (1202), into two cases.
% 63.64/28.65  																																													|-Branch one:
% 63.64/28.65  																																													| (642) all_0_52_52 = e1
% 63.64/28.65  																																													|
% 63.64/28.65  																																														| Combining equations (642,565) yields a new equation:
% 63.64/28.65  																																														| (630) e4 = e1
% 63.64/28.65  																																														|
% 63.64/28.65  																																														| Equations (630) can reduce 110 to:
% 63.64/28.65  																																														| (266) $false
% 63.64/28.65  																																														|
% 63.64/28.65  																																														|-The branch is then unsatisfiable
% 63.64/28.65  																																													|-Branch two:
% 63.64/28.65  																																													| (646)  ~ (all_0_52_52 = e1)
% 63.64/28.65  																																													| (1208) all_0_53_53 = e1
% 63.64/28.65  																																													|
% 63.64/28.65  																																														| Equations (1208) can reduce 10 to:
% 63.64/28.65  																																														| (879)  ~ (all_0_58_58 = e1)
% 63.64/28.65  																																														|
% 63.64/28.65  																																														| Simplifying 879 yields:
% 63.64/28.65  																																														| (880)  ~ (all_0_58_58 = e1)
% 63.64/28.65  																																														|
% 63.64/28.65  																																														| Equations (1208) can reduce 509 to:
% 63.64/28.65  																																														| (604)  ~ (e2 = e1)
% 63.64/28.65  																																														|
% 63.64/28.65  																																														| Simplifying 604 yields:
% 63.64/28.65  																																														| (122)  ~ (e2 = e1)
% 63.64/28.65  																																														|
% 63.64/28.65  																																														+-Applying beta-rule and splitting (633), into two cases.
% 63.64/28.65  																																														|-Branch one:
% 63.64/28.65  																																														| (1569) all_0_56_56 = e1
% 63.64/28.65  																																														|
% 63.64/28.65  																																															| Equations (1569) can reduce 44 to:
% 63.64/28.65  																																															| (879)  ~ (all_0_58_58 = e1)
% 63.64/28.65  																																															|
% 63.64/28.65  																																															| Simplifying 879 yields:
% 63.64/28.65  																																															| (880)  ~ (all_0_58_58 = e1)
% 63.64/28.65  																																															|
% 63.64/28.65  																																															| Equations (1569) can reduce 511 to:
% 63.64/28.65  																																															| (604)  ~ (e2 = e1)
% 63.64/28.65  																																															|
% 63.64/28.65  																																															| Simplifying 604 yields:
% 63.64/28.65  																																															| (122)  ~ (e2 = e1)
% 63.64/28.65  																																															|
% 63.69/28.65  																																															+-Applying beta-rule and splitting (1760), into two cases.
% 63.69/28.65  																																															|-Branch one:
% 63.69/28.65  																																															| (978) all_0_49_49 = e0
% 63.69/28.65  																																															|
% 63.69/28.65  																																																| Combining equations (978,974) yields a new equation:
% 63.69/28.65  																																																| (397) e4 = e0
% 63.69/28.65  																																																|
% 63.69/28.65  																																																| Equations (397) can reduce 49 to:
% 63.69/28.65  																																																| (266) $false
% 63.69/28.65  																																																|
% 63.69/28.65  																																																|-The branch is then unsatisfiable
% 63.69/28.65  																																															|-Branch two:
% 63.69/28.65  																																															| (487)  ~ (all_0_49_49 = e0)
% 63.69/28.65  																																															| (914) all_0_58_58 = e0
% 63.69/28.65  																																															|
% 63.69/28.65  																																																| Equations (914) can reduce 880 to:
% 63.69/28.65  																																																| (435)  ~ (e1 = e0)
% 63.69/28.65  																																																|
% 63.69/28.65  																																																| Simplifying 435 yields:
% 63.69/28.65  																																																| (233)  ~ (e1 = e0)
% 63.69/28.65  																																																|
% 63.69/28.65  																																																+-Applying beta-rule and splitting (56), into two cases.
% 63.69/28.65  																																																|-Branch one:
% 63.69/28.65  																																																| (696) unit = e2
% 63.69/28.65  																																																|
% 63.69/28.65  																																																	| From (696) and (244) follows:
% 63.69/28.65  																																																	| (264) op(e2, e4) = e4
% 63.69/28.65  																																																	|
% 63.69/28.65  																																																	| From (696) and (209) follows:
% 63.69/28.65  																																																	| (7585) op(e2, e0) = e0
% 63.69/28.65  																																																	|
% 63.69/28.65  																																																	| From (696) and (28) follows:
% 63.69/28.65  																																																	| (699) op(e1, e2) = e1
% 63.69/28.65  																																																	|
% 63.69/28.65  																																																	| Instantiating formula (29) with e2, e4, e4, e3 and discharging atoms op(e2, e4) = e4, op(e2, e4) = e3, yields:
% 63.69/28.65  																																																	| (425) e4 = e3
% 63.69/28.65  																																																	|
% 63.69/28.65  																																																	| Instantiating formula (29) with e2, e0, e0, e4 and discharging atoms op(e2, e0) = e4, op(e2, e0) = e0, yields:
% 63.69/28.65  																																																	| (397) e4 = e0
% 63.69/28.65  																																																	|
% 63.69/28.65  																																																	| Instantiating formula (29) with e1, e2, e1, e3 and discharging atoms op(e1, e2) = e3, op(e1, e2) = e1, yields:
% 63.69/28.65  																																																	| (455) e3 = e1
% 63.69/28.65  																																																	|
% 63.69/28.65  																																																	| Combining equations (425,397) yields a new equation:
% 63.69/28.65  																																																	| (675) e3 = e0
% 63.69/28.65  																																																	|
% 63.69/28.65  																																																	| Simplifying 675 yields:
% 63.69/28.65  																																																	| (676) e3 = e0
% 63.69/28.65  																																																	|
% 63.69/28.65  																																																	| Combining equations (455,676) yields a new equation:
% 63.69/28.65  																																																	| (546) e1 = e0
% 63.69/28.65  																																																	|
% 63.69/28.65  																																																	| Simplifying 546 yields:
% 63.69/28.65  																																																	| (431) e1 = e0
% 63.69/28.65  																																																	|
% 63.69/28.65  																																																	| Equations (431) can reduce 233 to:
% 63.69/28.65  																																																	| (266) $false
% 63.69/28.65  																																																	|
% 63.69/28.65  																																																	|-The branch is then unsatisfiable
% 63.69/28.65  																																																|-Branch two:
% 63.69/28.65  																																																| (707)  ~ (unit = e2)
% 63.69/28.65  																																																| (708) unit = e4 | unit = e3 | unit = e1 | unit = e0
% 63.69/28.65  																																																|
% 63.69/28.65  																																																	+-Applying beta-rule and splitting (708), into two cases.
% 63.69/28.65  																																																	|-Branch one:
% 63.69/28.65  																																																	| (709) unit = e4
% 63.69/28.65  																																																	|
% 63.69/28.65  																																																		| From (709) and (24) follows:
% 63.69/28.65  																																																		| (33325) op(e4, e3) = e3
% 63.69/28.65  																																																		|
% 63.69/28.65  																																																		| From (709) and (211) follows:
% 63.69/28.65  																																																		| (22527) op(e4, e1) = e1
% 63.69/28.65  																																																		|
% 63.69/28.65  																																																		| From (709) and (32) follows:
% 63.69/28.65  																																																		| (712) op(e2, e4) = e2
% 63.69/28.65  																																																		|
% 63.69/28.65  																																																		| Instantiating formula (29) with e4, e3, e3, e0 and discharging atoms op(e4, e3) = e3, op(e4, e3) = e0, yields:
% 63.69/28.65  																																																		| (676) e3 = e0
% 63.69/28.65  																																																		|
% 63.69/28.65  																																																		| Instantiating formula (29) with e4, e1, e1, e3 and discharging atoms op(e4, e1) = e3, op(e4, e1) = e1, yields:
% 63.69/28.65  																																																		| (455) e3 = e1
% 63.69/28.65  																																																		|
% 63.69/28.65  																																																		| Instantiating formula (29) with e2, e4, e2, e3 and discharging atoms op(e2, e4) = e3, op(e2, e4) = e2, yields:
% 63.69/28.65  																																																		| (662) e3 = e2
% 63.69/28.65  																																																		|
% 63.69/28.65  																																																		| Combining equations (455,662) yields a new equation:
% 63.69/28.65  																																																		| (617) e2 = e1
% 63.69/28.65  																																																		|
% 63.69/28.65  																																																		| Combining equations (676,662) yields a new equation:
% 63.69/28.65  																																																		| (330) e2 = e0
% 63.69/28.65  																																																		|
% 63.69/28.65  																																																		| Combining equations (617,330) yields a new equation:
% 63.69/28.65  																																																		| (546) e1 = e0
% 63.69/28.65  																																																		|
% 63.69/28.65  																																																		| Simplifying 546 yields:
% 63.69/28.65  																																																		| (431) e1 = e0
% 63.69/28.65  																																																		|
% 63.69/28.65  																																																		| Equations (431) can reduce 233 to:
% 63.69/28.65  																																																		| (266) $false
% 63.69/28.65  																																																		|
% 63.69/28.65  																																																		|-The branch is then unsatisfiable
% 63.69/28.65  																																																	|-Branch two:
% 63.69/28.65  																																																	| (724)  ~ (unit = e4)
% 63.69/28.65  																																																	| (725) unit = e3 | unit = e1 | unit = e0
% 63.69/28.65  																																																	|
% 63.69/28.65  																																																		+-Applying beta-rule and splitting (725), into two cases.
% 63.69/28.65  																																																		|-Branch one:
% 63.69/28.65  																																																		| (726) unit = e0
% 63.69/28.65  																																																		|
% 63.69/28.65  																																																			| From (726) and (211) follows:
% 63.69/28.65  																																																			| (15180) op(e0, e1) = e1
% 63.69/28.65  																																																			|
% 63.69/28.65  																																																			| Instantiating formula (29) with e0, e1, e1, e2 and discharging atoms op(e0, e1) = e2, op(e0, e1) = e1, yields:
% 63.69/28.65  																																																			| (617) e2 = e1
% 63.69/28.65  																																																			|
% 63.69/28.65  																																																			| Equations (617) can reduce 122 to:
% 63.69/28.65  																																																			| (266) $false
% 63.69/28.65  																																																			|
% 63.69/28.65  																																																			|-The branch is then unsatisfiable
% 63.69/28.65  																																																		|-Branch two:
% 63.69/28.65  																																																		| (734)  ~ (unit = e0)
% 63.69/28.65  																																																		| (735) unit = e3 | unit = e1
% 63.69/28.65  																																																		|
% 63.69/28.65  																																																			+-Applying beta-rule and splitting (735), into two cases.
% 63.69/28.65  																																																			|-Branch one:
% 63.69/28.65  																																																			| (736) unit = e1
% 63.69/28.65  																																																			|
% 63.69/28.65  																																																				| Equations (736) can reduce 734 to:
% 63.69/28.65  																																																				| (233)  ~ (e1 = e0)
% 63.69/28.65  																																																				|
% 63.69/28.65  																																																				| From (736) and (15) follows:
% 63.69/28.66  																																																				| (515) op(e1, e2) = e2
% 63.69/28.66  																																																				|
% 63.69/28.66  																																																				| From (736) and (40) follows:
% 63.69/28.66  																																																				| (1652) op(e3, e1) = e3
% 63.69/28.66  																																																				|
% 63.69/28.66  																																																				| From (736) and (42) follows:
% 63.69/28.66  																																																				| (3221) op(e0, e1) = e0
% 63.69/28.66  																																																				|
% 63.69/28.66  																																																				| Instantiating formula (29) with e3, e1, e3, e1 and discharging atoms op(e3, e1) = e3, op(e3, e1) = e1, yields:
% 63.69/28.66  																																																				| (455) e3 = e1
% 63.69/28.66  																																																				|
% 63.69/28.66  																																																				| Instantiating formula (29) with e1, e2, e2, e3 and discharging atoms op(e1, e2) = e3, op(e1, e2) = e2, yields:
% 63.69/28.66  																																																				| (662) e3 = e2
% 63.69/28.66  																																																				|
% 63.69/28.66  																																																				| Instantiating formula (29) with e0, e1, e0, e2 and discharging atoms op(e0, e1) = e2, op(e0, e1) = e0, yields:
% 63.69/28.66  																																																				| (330) e2 = e0
% 63.69/28.66  																																																				|
% 63.69/28.66  																																																				| Combining equations (662,455) yields a new equation:
% 63.69/28.66  																																																				| (616) e2 = e1
% 63.69/28.66  																																																				|
% 63.69/28.66  																																																				| Simplifying 616 yields:
% 63.69/28.66  																																																				| (617) e2 = e1
% 63.69/28.66  																																																				|
% 63.69/28.66  																																																				| Combining equations (617,330) yields a new equation:
% 63.69/28.66  																																																				| (546) e1 = e0
% 63.69/28.66  																																																				|
% 63.69/28.66  																																																				| Simplifying 546 yields:
% 63.69/28.66  																																																				| (431) e1 = e0
% 63.69/28.66  																																																				|
% 63.69/28.66  																																																				| Equations (431) can reduce 233 to:
% 63.69/28.66  																																																				| (266) $false
% 63.69/28.66  																																																				|
% 63.69/28.66  																																																				|-The branch is then unsatisfiable
% 63.69/28.66  																																																			|-Branch two:
% 63.69/28.66  																																																			| (748)  ~ (unit = e1)
% 63.69/28.66  																																																			| (749) unit = e3
% 63.69/28.66  																																																			|
% 63.69/28.66  																																																				| From (749) and (244) follows:
% 63.69/28.66  																																																				| (750) op(e3, e4) = e4
% 63.69/28.66  																																																				|
% 63.69/28.66  																																																				| From (749) and (40) follows:
% 63.69/28.66  																																																				| (3715) op(e3, e3) = e3
% 63.69/28.66  																																																				|
% 63.69/28.66  																																																				| From (749) and (28) follows:
% 63.69/28.66  																																																				| (2235) op(e1, e3) = e1
% 63.69/28.66  																																																				|
% 63.69/28.66  																																																				| From (749) and (42) follows:
% 63.69/28.66  																																																				| (752) op(e0, e3) = e0
% 63.69/28.66  																																																				|
% 63.69/28.66  																																																				| Instantiating formula (29) with e3, e4, e4, e2 and discharging atoms op(e3, e4) = e4, op(e3, e4) = e2, yields:
% 63.69/28.66  																																																				| (323) e4 = e2
% 63.69/28.66  																																																				|
% 63.69/28.66  																																																				| Instantiating formula (29) with e3, e3, e3, e4 and discharging atoms op(e3, e3) = e4, op(e3, e3) = e3, yields:
% 63.69/28.66  																																																				| (425) e4 = e3
% 63.69/28.66  																																																				|
% 63.69/28.66  																																																				| Instantiating formula (29) with e1, e3, e1, e2 and discharging atoms op(e1, e3) = e2, op(e1, e3) = e1, yields:
% 63.69/28.66  																																																				| (617) e2 = e1
% 63.69/28.66  																																																				|
% 63.69/28.66  																																																				| Instantiating formula (29) with e0, e3, e0, e3 and discharging atoms op(e0, e3) = e3, op(e0, e3) = e0, yields:
% 63.69/28.66  																																																				| (676) e3 = e0
% 63.69/28.66  																																																				|
% 63.69/28.66  																																																				| Combining equations (425,323) yields a new equation:
% 63.69/28.66  																																																				| (661) e3 = e2
% 63.69/28.66  																																																				|
% 63.69/28.66  																																																				| Simplifying 661 yields:
% 63.69/28.66  																																																				| (662) e3 = e2
% 63.69/28.66  																																																				|
% 63.69/28.66  																																																				| Combining equations (662,676) yields a new equation:
% 63.69/28.66  																																																				| (391) e2 = e0
% 63.69/28.66  																																																				|
% 63.69/28.66  																																																				| Simplifying 391 yields:
% 63.69/28.66  																																																				| (330) e2 = e0
% 63.69/28.66  																																																				|
% 63.69/28.66  																																																				| Combining equations (617,330) yields a new equation:
% 63.69/28.66  																																																				| (546) e1 = e0
% 63.69/28.66  																																																				|
% 63.69/28.66  																																																				| Simplifying 546 yields:
% 63.69/28.66  																																																				| (431) e1 = e0
% 63.69/28.66  																																																				|
% 63.69/28.66  																																																				| Equations (431) can reduce 233 to:
% 63.69/28.66  																																																				| (266) $false
% 63.69/28.66  																																																				|
% 63.69/28.66  																																																				|-The branch is then unsatisfiable
% 63.69/28.66  																																														|-Branch two:
% 63.69/28.66  																																														| (466)  ~ (all_0_56_56 = e1)
% 63.69/28.66  																																														| (1574) all_0_57_57 = e1 | all_0_58_58 = e1
% 63.69/28.66  																																														|
% 63.69/28.66  																																															+-Applying beta-rule and splitting (1574), into two cases.
% 63.69/28.66  																																															|-Branch one:
% 63.69/28.66  																																															| (647) all_0_57_57 = e1
% 63.69/28.66  																																															|
% 63.69/28.66  																																																| Combining equations (647,442) yields a new equation:
% 63.69/28.66  																																																| (617) e2 = e1
% 63.69/28.66  																																																|
% 63.69/28.66  																																																| Equations (617) can reduce 122 to:
% 63.69/28.66  																																																| (266) $false
% 63.69/28.66  																																																|
% 63.69/28.66  																																																|-The branch is then unsatisfiable
% 63.69/28.66  																																															|-Branch two:
% 63.69/28.66  																																															| (1670)  ~ (all_0_57_57 = e1)
% 63.69/28.66  																																															| (918) all_0_58_58 = e1
% 63.69/28.66  																																															|
% 63.69/28.66  																																																| Equations (918) can reduce 880 to:
% 63.69/28.66  																																																| (266) $false
% 63.69/28.66  																																																|
% 63.69/28.66  																																																|-The branch is then unsatisfiable
% 63.69/28.66  																																											|-Branch two:
% 63.69/28.66  																																											| (358)  ~ (all_0_42_42 = e0)
% 63.69/28.66  																																											| (6766) all_0_43_43 = e0 | all_0_44_44 = e0
% 63.69/28.66  																																											|
% 63.69/28.66  																																												+-Applying beta-rule and splitting (1760), into two cases.
% 63.69/28.66  																																												|-Branch one:
% 63.69/28.66  																																												| (978) all_0_49_49 = e0
% 63.69/28.66  																																												|
% 63.69/28.66  																																													| Combining equations (974,978) yields a new equation:
% 63.69/28.66  																																													| (481) e4 = e0
% 63.69/28.66  																																													|
% 63.69/28.66  																																													| Simplifying 481 yields:
% 63.69/28.66  																																													| (397) e4 = e0
% 63.69/28.66  																																													|
% 63.69/28.66  																																													| Equations (397) can reduce 49 to:
% 63.69/28.66  																																													| (266) $false
% 63.69/28.66  																																													|
% 63.69/28.66  																																													|-The branch is then unsatisfiable
% 63.69/28.66  																																												|-Branch two:
% 63.69/28.66  																																												| (487)  ~ (all_0_49_49 = e0)
% 63.69/28.66  																																												| (914) all_0_58_58 = e0
% 63.69/28.66  																																												|
% 63.69/28.66  																																													| Equations (914) can reduce 44 to:
% 63.69/28.66  																																													| (828)  ~ (all_0_56_56 = e0)
% 63.69/28.66  																																													|
% 63.69/28.66  																																													| Equations (914) can reduce 276 to:
% 63.69/28.66  																																													| (541)  ~ (e3 = e0)
% 63.69/28.66  																																													|
% 63.69/28.66  																																													| Simplifying 541 yields:
% 63.69/28.66  																																													| (80)  ~ (e3 = e0)
% 63.69/28.66  																																													|
% 63.69/28.66  																																													+-Applying beta-rule and splitting (133), into two cases.
% 63.69/28.66  																																													|-Branch one:
% 63.69/28.66  																																													| (833) all_0_56_56 = e2
% 63.69/28.66  																																													|
% 63.69/28.66  																																														| Equations (833) can reduce 511 to:
% 63.69/28.66  																																														| (266) $false
% 63.69/28.66  																																														|
% 63.69/28.66  																																														|-The branch is then unsatisfiable
% 63.69/28.66  																																													|-Branch two:
% 63.69/28.66  																																													| (511)  ~ (all_0_56_56 = e2)
% 63.69/28.66  																																													| (836) all_0_56_56 = e4 | all_0_56_56 = e3 | all_0_56_56 = e1 | all_0_56_56 = e0
% 63.69/28.66  																																													|
% 63.69/28.66  																																														+-Applying beta-rule and splitting (836), into two cases.
% 63.69/28.66  																																														|-Branch one:
% 63.69/28.66  																																														| (842) all_0_56_56 = e4
% 63.69/28.66  																																														|
% 63.69/28.66  																																															| Equations (842) can reduce 477 to:
% 63.69/28.66  																																															| (266) $false
% 63.69/28.66  																																															|
% 63.69/28.66  																																															|-The branch is then unsatisfiable
% 63.69/28.66  																																														|-Branch two:
% 63.69/28.66  																																														| (477)  ~ (all_0_56_56 = e4)
% 63.69/28.66  																																														| (845) all_0_56_56 = e3 | all_0_56_56 = e1 | all_0_56_56 = e0
% 63.69/28.66  																																														|
% 63.69/28.66  																																															+-Applying beta-rule and splitting (845), into two cases.
% 63.69/28.66  																																															|-Branch one:
% 63.69/28.66  																																															| (679) all_0_56_56 = e0
% 63.69/28.66  																																															|
% 63.69/28.66  																																																| Equations (679) can reduce 828 to:
% 63.69/28.66  																																																| (266) $false
% 63.69/28.66  																																																|
% 63.69/28.66  																																																|-The branch is then unsatisfiable
% 63.69/28.66  																																															|-Branch two:
% 63.69/28.66  																																															| (828)  ~ (all_0_56_56 = e0)
% 63.69/28.66  																																															| (3172) all_0_56_56 = e3 | all_0_56_56 = e1
% 63.69/28.66  																																															|
% 63.69/28.66  																																																+-Applying beta-rule and splitting (3172), into two cases.
% 63.69/28.66  																																																|-Branch one:
% 63.69/28.66  																																																| (1569) all_0_56_56 = e1
% 63.69/28.66  																																																|
% 63.69/28.66  																																																	| Equations (1569) can reduce 828 to:
% 63.69/28.66  																																																	| (233)  ~ (e1 = e0)
% 63.69/28.66  																																																	|
% 63.69/28.66  																																																	+-Applying beta-rule and splitting (6766), into two cases.
% 63.69/28.66  																																																	|-Branch one:
% 63.69/28.66  																																																	| (356) all_0_43_43 = e0
% 63.69/28.66  																																																	|
% 63.69/28.66  																																																		| Combining equations (356,430) yields a new equation:
% 63.69/28.66  																																																		| (431) e1 = e0
% 63.69/28.66  																																																		|
% 63.69/28.66  																																																		| Equations (431) can reduce 233 to:
% 63.69/28.66  																																																		| (266) $false
% 63.69/28.66  																																																		|
% 63.69/28.66  																																																		|-The branch is then unsatisfiable
% 63.69/28.66  																																																	|-Branch two:
% 63.69/28.66  																																																	| (5470)  ~ (all_0_43_43 = e0)
% 63.69/28.66  																																																	| (1414) all_0_44_44 = e0
% 63.69/28.66  																																																	|
% 63.69/28.66  																																																		| Combining equations (1414,532) yields a new equation:
% 63.69/28.66  																																																		| (676) e3 = e0
% 63.69/28.66  																																																		|
% 63.69/28.66  																																																		| Equations (676) can reduce 80 to:
% 63.69/28.66  																																																		| (266) $false
% 63.69/28.66  																																																		|
% 63.69/28.66  																																																		|-The branch is then unsatisfiable
% 63.69/28.66  																																																|-Branch two:
% 63.69/28.66  																																																| (466)  ~ (all_0_56_56 = e1)
% 63.69/28.66  																																																| (1097) all_0_56_56 = e3
% 63.69/28.66  																																																|
% 63.69/28.66  																																																	| Equations (1097) can reduce 272 to:
% 63.69/28.66  																																																	| (266) $false
% 63.69/28.66  																																																	|
% 63.69/28.66  																																																	|-The branch is then unsatisfiable
% 63.69/28.66  																																									|-Branch two:
% 63.69/28.66  																																									| (664)  ~ (all_0_51_51 = e3)
% 63.69/28.66  																																									| (665) all_0_53_53 = e3
% 63.69/28.66  																																									|
% 63.69/28.66  																																										| Equations (665) can reduce 903 to:
% 63.69/28.66  																																										| (266) $false
% 63.69/28.66  																																										|
% 63.69/28.66  																																										|-The branch is then unsatisfiable
% 63.69/28.66  																																|-Branch two:
% 63.69/28.66  																																| (549)  ~ (all_0_46_46 = e1)
% 63.69/28.66  																																| (1557) all_0_46_46 = e3
% 63.69/28.66  																																|
% 63.69/28.66  																																	| Equations (1557) can reduce 409 to:
% 63.69/28.66  																																	| (266) $false
% 63.69/28.66  																																	|
% 63.69/28.66  																																	|-The branch is then unsatisfiable
% 63.69/28.66  																								|-Branch two:
% 63.69/28.66  																								| (440)  ~ (all_0_41_41 = e4)
% 63.69/28.66  																								| (441) all_0_42_42 = e4 | all_0_43_43 = e4 | all_0_44_44 = e4
% 63.69/28.66  																								|
% 63.69/28.66  																									+-Applying beta-rule and splitting (27), into two cases.
% 63.69/28.66  																									|-Branch one:
% 63.69/28.66  																									| (437) all_0_41_41 = e4
% 63.69/28.66  																									|
% 63.69/28.66  																										| Equations (437) can reduce 440 to:
% 63.69/28.66  																										| (266) $false
% 63.69/28.66  																										|
% 63.69/28.66  																										|-The branch is then unsatisfiable
% 63.69/28.66  																									|-Branch two:
% 63.69/28.66  																									| (440)  ~ (all_0_41_41 = e4)
% 63.69/28.66  																									| (4049) all_0_41_41 = e3 | all_0_41_41 = e1 | all_0_41_41 = e0
% 63.69/28.66  																									|
% 63.69/28.66  																										+-Applying beta-rule and splitting (4049), into two cases.
% 63.69/28.66  																										|-Branch one:
% 63.69/28.66  																										| (794) all_0_41_41 = e0
% 63.69/28.66  																										|
% 63.69/28.66  																											| Equations (794) can reduce 357 to:
% 63.69/28.66  																											| (266) $false
% 63.69/28.66  																											|
% 63.69/28.66  																											|-The branch is then unsatisfiable
% 63.69/28.66  																										|-Branch two:
% 63.69/28.66  																										| (357)  ~ (all_0_41_41 = e0)
% 63.69/28.66  																										| (4053) all_0_41_41 = e3 | all_0_41_41 = e1
% 63.69/28.66  																										|
% 63.69/28.66  																											+-Applying beta-rule and splitting (4053), into two cases.
% 63.69/28.66  																											|-Branch one:
% 63.69/28.66  																											| (453) all_0_41_41 = e1
% 63.69/28.66  																											|
% 63.69/28.66  																												| Equations (453) can reduce 457 to:
% 63.69/28.66  																												| (266) $false
% 63.69/28.66  																												|
% 63.69/28.66  																												|-The branch is then unsatisfiable
% 63.69/28.66  																											|-Branch two:
% 63.69/28.66  																											| (457)  ~ (all_0_41_41 = e1)
% 63.69/28.66  																											| (403) all_0_41_41 = e3
% 63.69/28.66  																											|
% 63.69/28.66  																												| Equations (403) can reduce 214 to:
% 63.69/28.66  																												| (404)  ~ (all_0_42_42 = e3)
% 63.69/28.66  																												|
% 63.69/28.66  																												| Simplifying 404 yields:
% 63.69/28.66  																												| (405)  ~ (all_0_42_42 = e3)
% 63.69/28.66  																												|
% 63.69/28.66  																												| Equations (403) can reduce 440 to:
% 63.69/28.66  																												| (277)  ~ (e4 = e3)
% 63.69/28.66  																												|
% 63.69/28.66  																												| Simplifying 277 yields:
% 63.69/28.66  																												| (188)  ~ (e4 = e3)
% 63.69/28.66  																												|
% 63.69/28.66  																												| Equations (403) can reduce 457 to:
% 63.69/28.66  																												| (213)  ~ (e3 = e1)
% 63.69/28.66  																												|
% 63.69/28.66  																												+-Applying beta-rule and splitting (152), into two cases.
% 63.69/28.66  																												|-Branch one:
% 63.69/28.66  																												| (1392) all_0_42_42 = e4
% 63.69/28.66  																												|
% 63.69/28.67  																													| Equations (1392) can reduce 1890 to:
% 63.69/28.67  																													| (266) $false
% 63.69/28.67  																													|
% 63.69/28.67  																													|-The branch is then unsatisfiable
% 63.69/28.67  																												|-Branch two:
% 63.69/28.67  																												| (1890)  ~ (all_0_42_42 = e4)
% 63.69/28.67  																												| (1969) all_0_42_42 = e3 | all_0_42_42 = e1 | all_0_42_42 = e0
% 63.69/28.67  																												|
% 63.69/28.67  																													+-Applying beta-rule and splitting (62), into two cases.
% 63.69/28.67  																													|-Branch one:
% 63.69/28.67  																													| (321) all_0_38_38 = e4
% 63.69/28.67  																													|
% 63.69/28.67  																														| Combining equations (321,329) yields a new equation:
% 63.69/28.67  																														| (481) e4 = e0
% 63.69/28.67  																														|
% 63.69/28.67  																														| Simplifying 481 yields:
% 63.69/28.67  																														| (397) e4 = e0
% 63.69/28.67  																														|
% 63.69/28.67  																														| Equations (397) can reduce 49 to:
% 63.69/28.67  																														| (266) $false
% 63.69/28.67  																														|
% 63.69/28.67  																														|-The branch is then unsatisfiable
% 63.69/28.67  																													|-Branch two:
% 63.69/28.67  																													| (325)  ~ (all_0_38_38 = e4)
% 63.69/28.67  																													| (582) all_0_41_41 = e4 | all_0_46_46 = e4 | all_0_50_50 = e4 | all_0_55_55 = e4
% 63.69/28.67  																													|
% 63.69/28.67  																														+-Applying beta-rule and splitting (582), into two cases.
% 63.69/28.67  																														|-Branch one:
% 63.69/28.67  																														| (437) all_0_41_41 = e4
% 63.69/28.67  																														|
% 63.69/28.67  																															| Combining equations (437,403) yields a new equation:
% 63.69/28.67  																															| (424) e4 = e3
% 63.69/28.67  																															|
% 63.69/28.67  																															| Simplifying 424 yields:
% 63.69/28.67  																															| (425) e4 = e3
% 63.69/28.67  																															|
% 63.69/28.67  																															| Equations (425) can reduce 188 to:
% 63.69/28.67  																															| (266) $false
% 63.69/28.67  																															|
% 63.69/28.67  																															|-The branch is then unsatisfiable
% 63.69/28.67  																														|-Branch two:
% 63.69/28.67  																														| (440)  ~ (all_0_41_41 = e4)
% 63.69/28.67  																														| (769) all_0_46_46 = e4 | all_0_50_50 = e4 | all_0_55_55 = e4
% 63.69/28.67  																														|
% 63.69/28.67  																															+-Applying beta-rule and splitting (769), into two cases.
% 63.69/28.67  																															|-Branch one:
% 63.69/28.67  																															| (770) all_0_46_46 = e4
% 63.69/28.67  																															|
% 63.69/28.67  																																| Equations (770) can reduce 208 to:
% 63.69/28.67  																																| (255)  ~ (all_0_49_49 = e4)
% 63.69/28.67  																																|
% 63.69/28.67  																																| Simplifying 255 yields:
% 63.69/28.67  																																| (256)  ~ (all_0_49_49 = e4)
% 63.69/28.67  																																|
% 63.69/28.67  																																| Equations (770) can reduce 300 to:
% 63.69/28.67  																																| (48)  ~ (e4 = e2)
% 63.69/28.67  																																|
% 63.69/28.67  																																| From (770) and (120) follows:
% 63.69/28.67  																																| (72494) op(e2, e3) = e4
% 63.69/28.67  																																|
% 63.69/28.67  																																+-Applying beta-rule and splitting (18), into two cases.
% 63.69/28.67  																																|-Branch one:
% 63.69/28.67  																																| (453) all_0_41_41 = e1
% 63.69/28.67  																																|
% 63.69/28.67  																																	| Combining equations (453,403) yields a new equation:
% 63.69/28.67  																																	| (455) e3 = e1
% 63.69/28.67  																																	|
% 63.69/28.67  																																	| Equations (455) can reduce 213 to:
% 63.69/28.67  																																	| (266) $false
% 63.69/28.67  																																	|
% 63.69/28.67  																																	|-The branch is then unsatisfiable
% 63.69/28.67  																																|-Branch two:
% 63.69/28.67  																																| (457)  ~ (all_0_41_41 = e1)
% 63.69/28.67  																																| (595) all_0_46_46 = e1 | all_0_50_50 = e1 | all_0_55_55 = e1
% 63.69/28.67  																																|
% 63.69/28.67  																																	+-Applying beta-rule and splitting (174), into two cases.
% 63.69/28.67  																																	|-Branch one:
% 63.69/28.67  																																	| (386) all_0_55_55 = e2
% 63.69/28.67  																																	|
% 63.69/28.67  																																		| Equations (386) can reduce 304 to:
% 63.69/28.67  																																		| (266) $false
% 63.69/28.67  																																		|
% 63.69/28.67  																																		|-The branch is then unsatisfiable
% 63.69/28.67  																																	|-Branch two:
% 63.69/28.67  																																	| (304)  ~ (all_0_55_55 = e2)
% 63.69/28.67  																																	| (2051) all_0_55_55 = e4 | all_0_55_55 = e3 | all_0_55_55 = e1 | all_0_55_55 = e0
% 63.69/28.67  																																	|
% 63.69/28.67  																																		+-Applying beta-rule and splitting (54), into two cases.
% 63.69/28.67  																																		|-Branch one:
% 63.69/28.67  																																		| (583) all_0_49_49 = e2
% 63.69/28.67  																																		|
% 63.69/28.67  																																			| Equations (583) can reduce 340 to:
% 63.69/28.67  																																			| (266) $false
% 63.69/28.67  																																			|
% 63.69/28.67  																																			|-The branch is then unsatisfiable
% 63.69/28.67  																																		|-Branch two:
% 63.69/28.67  																																		| (340)  ~ (all_0_49_49 = e2)
% 63.69/28.67  																																		| (586) all_0_49_49 = e4 | all_0_49_49 = e3 | all_0_49_49 = e1 | all_0_49_49 = e0
% 63.69/28.67  																																		|
% 63.69/28.67  																																			+-Applying beta-rule and splitting (135), into two cases.
% 63.69/28.67  																																			|-Branch one:
% 63.69/28.67  																																			| (545) all_0_46_46 = e1
% 63.69/28.67  																																			|
% 63.69/28.67  																																				| Combining equations (770,545) yields a new equation:
% 63.69/28.67  																																				| (636) e4 = e1
% 63.69/28.67  																																				|
% 63.69/28.67  																																				| Simplifying 636 yields:
% 63.69/28.67  																																				| (630) e4 = e1
% 63.69/28.67  																																				|
% 63.69/28.67  																																				| Equations (630) can reduce 110 to:
% 63.69/28.67  																																				| (266) $false
% 63.69/28.67  																																				|
% 63.69/28.67  																																				|-The branch is then unsatisfiable
% 63.69/28.67  																																			|-Branch two:
% 63.69/28.67  																																			| (549)  ~ (all_0_46_46 = e1)
% 63.69/28.67  																																			| (550) all_0_47_47 = e1 | all_0_48_48 = e1 | all_0_49_49 = e1
% 63.69/28.67  																																			|
% 63.69/28.67  																																				+-Applying beta-rule and splitting (550), into two cases.
% 63.69/28.67  																																				|-Branch one:
% 63.69/28.67  																																				| (654) all_0_47_47 = e1
% 63.69/28.67  																																				|
% 63.69/28.67  																																					| Combining equations (1105,654) yields a new equation:
% 63.69/28.67  																																					| (616) e2 = e1
% 63.69/28.67  																																					|
% 63.69/28.67  																																					| Simplifying 616 yields:
% 63.69/28.67  																																					| (617) e2 = e1
% 63.69/28.67  																																					|
% 63.69/28.67  																																					| Equations (617) can reduce 122 to:
% 63.69/28.67  																																					| (266) $false
% 63.69/28.67  																																					|
% 63.69/28.67  																																					|-The branch is then unsatisfiable
% 63.69/28.67  																																				|-Branch two:
% 63.69/28.67  																																				| (462)  ~ (all_0_47_47 = e1)
% 63.69/28.67  																																				| (659) all_0_48_48 = e1 | all_0_49_49 = e1
% 63.69/28.67  																																				|
% 63.69/28.67  																																					+-Applying beta-rule and splitting (659), into two cases.
% 63.69/28.67  																																					|-Branch one:
% 63.69/28.67  																																					| (615) all_0_48_48 = e1
% 63.69/28.67  																																					|
% 63.69/28.67  																																						| Combining equations (1279,615) yields a new equation:
% 63.69/28.67  																																						| (431) e1 = e0
% 63.69/28.67  																																						|
% 63.69/28.67  																																						| Equations (431) can reduce 233 to:
% 63.69/28.67  																																						| (266) $false
% 63.69/28.67  																																						|
% 63.69/28.67  																																						|-The branch is then unsatisfiable
% 63.69/28.67  																																					|-Branch two:
% 63.69/28.67  																																					| (619)  ~ (all_0_48_48 = e1)
% 63.69/28.67  																																					| (671) all_0_49_49 = e1
% 63.69/28.67  																																					|
% 63.69/28.67  																																						| Equations (671) can reduce 65 to:
% 63.69/28.67  																																						| (1458)  ~ (all_0_53_53 = e1)
% 63.69/28.67  																																						|
% 63.69/28.67  																																						| Simplifying 1458 yields:
% 63.69/28.67  																																						| (1459)  ~ (all_0_53_53 = e1)
% 63.69/28.67  																																						|
% 63.69/28.67  																																						| Equations (671) can reduce 256 to:
% 63.69/28.67  																																						| (602)  ~ (e4 = e1)
% 63.69/28.67  																																						|
% 63.69/28.67  																																						| Simplifying 602 yields:
% 63.69/28.67  																																						| (110)  ~ (e4 = e1)
% 63.69/28.67  																																						|
% 63.69/28.67  																																						| Equations (671) can reduce 340 to:
% 63.69/28.67  																																						| (604)  ~ (e2 = e1)
% 63.69/28.67  																																						|
% 63.69/28.67  																																						| Simplifying 604 yields:
% 63.69/28.67  																																						| (122)  ~ (e2 = e1)
% 63.69/28.67  																																						|
% 63.69/28.67  																																						| From (671) and (55) follows:
% 63.69/28.67  																																						| (673) op(e2, e0) = e1
% 63.69/28.67  																																						|
% 63.69/28.67  																																						+-Applying beta-rule and splitting (595), into two cases.
% 63.69/28.67  																																						|-Branch one:
% 63.69/28.67  																																						| (545) all_0_46_46 = e1
% 63.69/28.67  																																						|
% 63.69/28.67  																																							| Combining equations (545,770) yields a new equation:
% 63.69/28.67  																																							| (630) e4 = e1
% 63.69/28.67  																																							|
% 63.69/28.67  																																							| Equations (630) can reduce 110 to:
% 63.69/28.67  																																							| (266) $false
% 63.69/28.67  																																							|
% 63.69/28.67  																																							|-The branch is then unsatisfiable
% 63.69/28.67  																																						|-Branch two:
% 63.69/28.67  																																						| (549)  ~ (all_0_46_46 = e1)
% 63.69/28.67  																																						| (600) all_0_50_50 = e1 | all_0_55_55 = e1
% 63.69/28.67  																																						|
% 63.69/28.67  																																							| Equations (770) can reduce 549 to:
% 63.69/28.67  																																							| (110)  ~ (e4 = e1)
% 63.69/28.67  																																							|
% 63.69/28.67  																																							+-Applying beta-rule and splitting (150), into two cases.
% 63.69/28.67  																																							|-Branch one:
% 63.69/28.67  																																							| (1378) all_0_40_40 = e4
% 63.69/28.67  																																							|
% 63.69/28.67  																																								| Combining equations (1378,313) yields a new equation:
% 63.69/28.67  																																								| (322) e4 = e2
% 63.69/28.67  																																								|
% 63.69/28.67  																																								| Simplifying 322 yields:
% 63.69/28.67  																																								| (323) e4 = e2
% 63.69/28.67  																																								|
% 63.69/28.67  																																								| Equations (323) can reduce 48 to:
% 63.69/28.67  																																								| (266) $false
% 63.69/28.67  																																								|
% 63.69/28.67  																																								|-The branch is then unsatisfiable
% 63.69/28.67  																																							|-Branch two:
% 63.69/28.67  																																							| (447)  ~ (all_0_40_40 = e4)
% 63.69/28.67  																																							| (2271) all_0_44_44 = e4 | all_0_49_49 = e4 | all_0_53_53 = e4 | all_0_58_58 = e4
% 63.69/28.67  																																							|
% 63.69/28.67  																																								+-Applying beta-rule and splitting (2271), into two cases.
% 63.69/28.67  																																								|-Branch one:
% 63.69/28.67  																																								| (446) all_0_44_44 = e4
% 63.69/28.67  																																								|
% 63.69/28.67  																																									| Equations (446) can reduce 220 to:
% 63.69/28.67  																																									| (1452)  ~ (all_0_53_53 = e4)
% 63.69/28.67  																																									|
% 63.69/28.67  																																									| Simplifying 1452 yields:
% 63.69/28.67  																																									| (1453)  ~ (all_0_53_53 = e4)
% 63.69/28.67  																																									|
% 63.69/28.67  																																									| From (446) and (138) follows:
% 63.69/28.67  																																									| (4646) op(e3, e0) = e4
% 63.69/28.67  																																									|
% 63.69/28.67  																																									+-Applying beta-rule and splitting (610), into two cases.
% 63.69/28.67  																																									|-Branch one:
% 63.69/28.67  																																									| (1298) all_0_53_53 = e4
% 63.69/28.67  																																									|
% 63.69/28.67  																																										| Equations (1298) can reduce 1453 to:
% 63.69/28.67  																																										| (266) $false
% 63.69/28.67  																																										|
% 63.69/28.67  																																										|-The branch is then unsatisfiable
% 63.69/28.67  																																									|-Branch two:
% 63.69/28.67  																																									| (1453)  ~ (all_0_53_53 = e4)
% 63.69/28.67  																																									| (1694) all_0_53_53 = e3 | all_0_53_53 = e1
% 63.69/28.67  																																									|
% 63.69/28.67  																																										+-Applying beta-rule and splitting (1694), into two cases.
% 63.69/28.67  																																										|-Branch one:
% 63.69/28.67  																																										| (1208) all_0_53_53 = e1
% 63.69/28.67  																																										|
% 63.69/28.67  																																											| Equations (1208) can reduce 1459 to:
% 63.69/28.67  																																											| (266) $false
% 63.69/28.67  																																											|
% 63.69/28.67  																																											|-The branch is then unsatisfiable
% 63.69/28.67  																																										|-Branch two:
% 63.69/28.67  																																										| (1459)  ~ (all_0_53_53 = e1)
% 63.69/28.67  																																										| (665) all_0_53_53 = e3
% 63.69/28.67  																																										|
% 63.69/28.67  																																											| Equations (665) can reduce 6 to:
% 63.69/28.67  																																											| (664)  ~ (all_0_51_51 = e3)
% 63.69/28.67  																																											|
% 63.69/28.67  																																											| Equations (665) can reduce 509 to:
% 63.69/28.67  																																											| (212)  ~ (e3 = e2)
% 63.69/28.67  																																											|
% 63.69/28.67  																																											| Equations (665) can reduce 247 to:
% 63.69/28.67  																																											| (80)  ~ (e3 = e0)
% 63.69/28.67  																																											|
% 63.69/28.67  																																											+-Applying beta-rule and splitting (7), into two cases.
% 63.69/28.67  																																											|-Branch one:
% 63.69/28.67  																																											| (504) all_0_51_51 = e2
% 63.69/28.67  																																											|
% 63.69/28.67  																																												| Equations (504) can reduce 1099 to:
% 63.69/28.67  																																												| (266) $false
% 63.69/28.67  																																												|
% 63.69/28.67  																																												|-The branch is then unsatisfiable
% 63.69/28.67  																																											|-Branch two:
% 63.69/28.67  																																											| (1099)  ~ (all_0_51_51 = e2)
% 63.69/28.67  																																											| (1100) all_0_51_51 = e4 | all_0_51_51 = e3 | all_0_51_51 = e1
% 63.69/28.67  																																											|
% 63.69/28.67  																																												+-Applying beta-rule and splitting (180), into two cases.
% 63.69/28.67  																																												|-Branch one:
% 63.69/28.67  																																												| (516) all_0_42_42 = e3
% 63.69/28.67  																																												|
% 63.69/28.67  																																													| Equations (516) can reduce 405 to:
% 63.69/28.67  																																													| (266) $false
% 63.69/28.67  																																													|
% 63.69/28.67  																																													|-The branch is then unsatisfiable
% 63.69/28.67  																																												|-Branch two:
% 63.69/28.67  																																												| (405)  ~ (all_0_42_42 = e3)
% 63.69/28.67  																																												| (521) all_0_47_47 = e3 | all_0_51_51 = e3 | all_0_56_56 = e3
% 63.69/28.67  																																												|
% 63.69/28.67  																																													+-Applying beta-rule and splitting (521), into two cases.
% 63.69/28.67  																																													|-Branch one:
% 63.69/28.67  																																													| (522) all_0_47_47 = e3
% 63.69/28.67  																																													|
% 63.69/28.67  																																														| Combining equations (1105,522) yields a new equation:
% 63.69/28.67  																																														| (662) e3 = e2
% 63.69/28.67  																																														|
% 63.69/28.67  																																														| Equations (662) can reduce 212 to:
% 63.69/28.67  																																														| (266) $false
% 63.69/28.67  																																														|
% 63.69/28.67  																																														|-The branch is then unsatisfiable
% 63.69/28.67  																																													|-Branch two:
% 63.69/28.67  																																													| (1091)  ~ (all_0_47_47 = e3)
% 63.69/28.67  																																													| (1092) all_0_51_51 = e3 | all_0_56_56 = e3
% 63.69/28.67  																																													|
% 63.69/28.67  																																														+-Applying beta-rule and splitting (600), into two cases.
% 63.69/28.67  																																														|-Branch one:
% 63.69/28.67  																																														| (601) all_0_50_50 = e1
% 63.69/28.67  																																														|
% 63.69/28.67  																																															| Combining equations (378,601) yields a new equation:
% 63.69/28.67  																																															| (616) e2 = e1
% 63.69/28.67  																																															|
% 63.69/28.67  																																															| Simplifying 616 yields:
% 63.69/28.67  																																															| (617) e2 = e1
% 63.69/28.67  																																															|
% 63.69/28.67  																																															| Equations (617) can reduce 122 to:
% 63.69/28.67  																																															| (266) $false
% 63.69/28.67  																																															|
% 63.69/28.67  																																															|-The branch is then unsatisfiable
% 63.69/28.67  																																														|-Branch two:
% 63.69/28.67  																																														| (759)  ~ (all_0_50_50 = e1)
% 63.69/28.67  																																														| (629) all_0_55_55 = e1
% 63.69/28.67  																																														|
% 63.69/28.67  																																															| Equations (629) can reduce 153 to:
% 63.69/28.67  																																															| (465)  ~ (all_0_56_56 = e1)
% 63.69/28.67  																																															|
% 63.69/28.67  																																															| Simplifying 465 yields:
% 63.69/28.67  																																															| (466)  ~ (all_0_56_56 = e1)
% 63.69/28.67  																																															|
% 63.69/28.67  																																															| Equations (629) can reduce 3 to:
% 63.69/28.67  																																															| (879)  ~ (all_0_58_58 = e1)
% 63.69/28.67  																																															|
% 63.69/28.67  																																															| Simplifying 879 yields:
% 63.69/28.67  																																															| (880)  ~ (all_0_58_58 = e1)
% 63.69/28.67  																																															|
% 63.69/28.67  																																															| Equations (629) can reduce 304 to:
% 63.69/28.67  																																															| (604)  ~ (e2 = e1)
% 63.69/28.67  																																															|
% 63.69/28.67  																																															| Simplifying 604 yields:
% 63.69/28.67  																																															| (122)  ~ (e2 = e1)
% 63.69/28.67  																																															|
% 63.69/28.67  																																															| From (629) and (74) follows:
% 63.69/28.67  																																															| (6587) op(e0, e3) = e1
% 63.69/28.67  																																															|
% 63.69/28.67  																																															+-Applying beta-rule and splitting (131), into two cases.
% 63.69/28.67  																																															|-Branch one:
% 63.69/28.67  																																															| (459) all_0_42_42 = e1
% 63.69/28.67  																																															|
% 63.69/28.67  																																																| Equations (459) can reduce 1380 to:
% 63.69/28.67  																																																| (266) $false
% 63.69/28.67  																																																|
% 63.69/28.67  																																																|-The branch is then unsatisfiable
% 63.69/28.67  																																															|-Branch two:
% 63.69/28.67  																																															| (1380)  ~ (all_0_42_42 = e1)
% 63.69/28.67  																																															| (3259) all_0_47_47 = e1 | all_0_51_51 = e1 | all_0_56_56 = e1
% 63.69/28.67  																																															|
% 63.69/28.67  																																																+-Applying beta-rule and splitting (3259), into two cases.
% 63.69/28.67  																																																|-Branch one:
% 63.69/28.67  																																																| (654) all_0_47_47 = e1
% 63.69/28.67  																																																|
% 63.69/28.67  																																																	| Combining equations (1105,654) yields a new equation:
% 63.69/28.67  																																																	| (616) e2 = e1
% 63.69/28.67  																																																	|
% 63.69/28.67  																																																	| Simplifying 616 yields:
% 63.69/28.67  																																																	| (617) e2 = e1
% 63.69/28.67  																																																	|
% 63.69/28.67  																																																	| Equations (617) can reduce 122 to:
% 63.69/28.67  																																																	| (266) $false
% 63.69/28.67  																																																	|
% 63.69/28.67  																																																	|-The branch is then unsatisfiable
% 63.69/28.67  																																																|-Branch two:
% 63.69/28.67  																																																| (462)  ~ (all_0_47_47 = e1)
% 63.69/28.67  																																																| (3264) all_0_51_51 = e1 | all_0_56_56 = e1
% 63.69/28.67  																																																|
% 63.69/28.67  																																																	+-Applying beta-rule and splitting (3264), into two cases.
% 63.69/28.67  																																																	|-Branch one:
% 63.69/28.67  																																																	| (1109) all_0_51_51 = e1
% 63.69/28.67  																																																	|
% 63.69/28.67  																																																		| Equations (1109) can reduce 61 to:
% 63.69/28.67  																																																		| (1380)  ~ (all_0_42_42 = e1)
% 63.69/28.67  																																																		|
% 63.69/28.67  																																																		| Equations (1109) can reduce 664 to:
% 63.69/28.67  																																																		| (467)  ~ (e3 = e1)
% 63.69/28.67  																																																		|
% 63.69/28.67  																																																		| Simplifying 467 yields:
% 63.69/28.67  																																																		| (213)  ~ (e3 = e1)
% 63.69/28.67  																																																		|
% 63.69/28.67  																																																		| Equations (1109) can reduce 1099 to:
% 63.69/28.67  																																																		| (604)  ~ (e2 = e1)
% 63.69/28.67  																																																		|
% 63.69/28.67  																																																		| Simplifying 604 yields:
% 63.69/28.67  																																																		| (122)  ~ (e2 = e1)
% 63.69/28.67  																																																		|
% 63.69/28.67  																																																		| Equations (1109) can reduce 115 to:
% 63.69/28.67  																																																		| (233)  ~ (e1 = e0)
% 63.69/28.67  																																																		|
% 63.69/28.67  																																																		+-Applying beta-rule and splitting (1092), into two cases.
% 63.69/28.67  																																																		|-Branch one:
% 63.69/28.67  																																																		| (660) all_0_51_51 = e3
% 63.69/28.67  																																																		|
% 63.69/28.67  																																																			| Combining equations (1109,660) yields a new equation:
% 63.69/28.67  																																																			| (455) e3 = e1
% 63.69/28.67  																																																			|
% 63.69/28.67  																																																			| Equations (455) can reduce 213 to:
% 63.69/28.67  																																																			| (266) $false
% 63.69/28.67  																																																			|
% 63.69/28.67  																																																			|-The branch is then unsatisfiable
% 63.69/28.67  																																																		|-Branch two:
% 63.69/28.67  																																																		| (664)  ~ (all_0_51_51 = e3)
% 63.69/28.67  																																																		| (1097) all_0_56_56 = e3
% 63.69/28.67  																																																		|
% 63.69/28.67  																																																			| Equations (1097) can reduce 236 to:
% 63.69/28.67  																																																			| (405)  ~ (all_0_42_42 = e3)
% 63.69/28.67  																																																			|
% 63.69/28.67  																																																			+-Applying beta-rule and splitting (125), into two cases.
% 63.69/28.67  																																																			|-Branch one:
% 63.69/28.67  																																																			| (858) all_0_55_55 = e0
% 63.69/28.67  																																																			|
% 63.69/28.67  																																																				| Combining equations (629,858) yields a new equation:
% 63.69/28.67  																																																				| (546) e1 = e0
% 63.69/28.67  																																																				|
% 63.69/28.67  																																																				| Simplifying 546 yields:
% 63.69/28.67  																																																				| (431) e1 = e0
% 63.69/28.67  																																																				|
% 63.69/28.67  																																																				| Equations (431) can reduce 233 to:
% 63.69/28.67  																																																				| (266) $false
% 63.69/28.67  																																																				|
% 63.69/28.67  																																																				|-The branch is then unsatisfiable
% 63.69/28.67  																																																			|-Branch two:
% 63.69/28.67  																																																			| (803)  ~ (all_0_55_55 = e0)
% 63.69/28.67  																																																			| (863) all_0_56_56 = e0 | all_0_57_57 = e0 | all_0_58_58 = e0
% 63.69/28.67  																																																			|
% 63.69/28.67  																																																				+-Applying beta-rule and splitting (863), into two cases.
% 63.69/28.67  																																																				|-Branch one:
% 63.69/28.67  																																																				| (679) all_0_56_56 = e0
% 63.69/28.67  																																																				|
% 63.69/28.67  																																																					| Combining equations (679,1097) yields a new equation:
% 63.69/28.67  																																																					| (676) e3 = e0
% 63.69/28.67  																																																					|
% 63.69/28.67  																																																					| Equations (676) can reduce 80 to:
% 63.69/28.67  																																																					| (266) $false
% 63.69/28.67  																																																					|
% 63.69/28.67  																																																					|-The branch is then unsatisfiable
% 63.69/28.67  																																																				|-Branch two:
% 63.69/28.67  																																																				| (828)  ~ (all_0_56_56 = e0)
% 63.69/28.67  																																																				| (924) all_0_57_57 = e0 | all_0_58_58 = e0
% 63.69/28.67  																																																				|
% 63.69/28.67  																																																					+-Applying beta-rule and splitting (558), into two cases.
% 63.69/28.67  																																																					|-Branch one:
% 63.69/28.67  																																																					| (559) all_0_42_42 = e0
% 63.69/28.67  																																																					|
% 63.69/28.67  																																																						| Equations (559) can reduce 51 to:
% 63.69/28.67  																																																						| (365)  ~ (e2 = e0)
% 63.69/28.67  																																																						|
% 63.69/28.67  																																																						| Simplifying 365 yields:
% 63.69/28.67  																																																						| (128)  ~ (e2 = e0)
% 63.69/28.67  																																																						|
% 63.69/28.67  																																																						+-Applying beta-rule and splitting (924), into two cases.
% 63.69/28.67  																																																						|-Branch one:
% 63.69/28.67  																																																						| (875) all_0_57_57 = e0
% 63.69/28.67  																																																						|
% 63.69/28.67  																																																							| Combining equations (875,442) yields a new equation:
% 63.69/28.67  																																																							| (330) e2 = e0
% 63.69/28.67  																																																							|
% 63.69/28.67  																																																							| Equations (330) can reduce 128 to:
% 63.69/28.67  																																																							| (266) $false
% 63.69/28.67  																																																							|
% 63.69/28.67  																																																							|-The branch is then unsatisfiable
% 63.69/28.67  																																																						|-Branch two:
% 63.69/28.67  																																																						| (364)  ~ (all_0_57_57 = e0)
% 63.69/28.67  																																																						| (914) all_0_58_58 = e0
% 63.69/28.67  																																																						|
% 63.69/28.67  																																																							| Equations (914) can reduce 880 to:
% 63.69/28.67  																																																							| (435)  ~ (e1 = e0)
% 63.69/28.67  																																																							|
% 63.69/28.67  																																																							| Simplifying 435 yields:
% 63.69/28.67  																																																							| (233)  ~ (e1 = e0)
% 63.69/28.67  																																																							|
% 63.69/28.67  																																																							+-Applying beta-rule and splitting (56), into two cases.
% 63.69/28.67  																																																							|-Branch one:
% 63.69/28.67  																																																							| (696) unit = e2
% 63.69/28.67  																																																							|
% 63.69/28.67  																																																								| From (696) and (209) follows:
% 63.69/28.67  																																																								| (7585) op(e2, e0) = e0
% 63.69/28.67  																																																								|
% 63.69/28.67  																																																								| Instantiating formula (29) with e2, e0, e0, e1 and discharging atoms op(e2, e0) = e1, op(e2, e0) = e0, yields:
% 63.69/28.67  																																																								| (431) e1 = e0
% 63.69/28.68  																																																								|
% 63.69/28.68  																																																								| Equations (431) can reduce 233 to:
% 63.69/28.68  																																																								| (266) $false
% 63.69/28.68  																																																								|
% 63.69/28.68  																																																								|-The branch is then unsatisfiable
% 63.69/28.68  																																																							|-Branch two:
% 63.69/28.68  																																																							| (707)  ~ (unit = e2)
% 63.69/28.68  																																																							| (708) unit = e4 | unit = e3 | unit = e1 | unit = e0
% 63.69/28.68  																																																							|
% 63.69/28.68  																																																								+-Applying beta-rule and splitting (708), into two cases.
% 63.69/28.68  																																																								|-Branch one:
% 63.69/28.68  																																																								| (709) unit = e4
% 63.69/28.68  																																																								|
% 63.69/28.68  																																																									| From (709) and (24) follows:
% 63.69/28.68  																																																									| (33325) op(e4, e3) = e3
% 63.69/28.68  																																																									|
% 63.69/28.68  																																																									| From (709) and (211) follows:
% 63.69/28.68  																																																									| (22527) op(e4, e1) = e1
% 63.69/28.68  																																																									|
% 63.69/28.68  																																																									| From (709) and (32) follows:
% 63.69/28.68  																																																									| (712) op(e2, e4) = e2
% 63.69/28.68  																																																									|
% 63.69/28.68  																																																									| Instantiating formula (29) with e4, e3, e3, e0 and discharging atoms op(e4, e3) = e3, op(e4, e3) = e0, yields:
% 63.69/28.68  																																																									| (676) e3 = e0
% 63.69/28.68  																																																									|
% 63.69/28.68  																																																									| Instantiating formula (29) with e4, e1, e1, e3 and discharging atoms op(e4, e1) = e3, op(e4, e1) = e1, yields:
% 63.69/28.68  																																																									| (455) e3 = e1
% 63.69/28.68  																																																									|
% 63.69/28.68  																																																									| Instantiating formula (29) with e2, e4, e2, e3 and discharging atoms op(e2, e4) = e3, op(e2, e4) = e2, yields:
% 63.69/28.68  																																																									| (662) e3 = e2
% 63.69/28.68  																																																									|
% 63.69/28.68  																																																									| Combining equations (455,662) yields a new equation:
% 63.69/28.68  																																																									| (617) e2 = e1
% 63.69/28.68  																																																									|
% 63.69/28.68  																																																									| Combining equations (676,662) yields a new equation:
% 63.69/28.68  																																																									| (330) e2 = e0
% 63.69/28.68  																																																									|
% 63.69/28.68  																																																									| Combining equations (617,330) yields a new equation:
% 63.69/28.68  																																																									| (546) e1 = e0
% 63.69/28.68  																																																									|
% 63.69/28.68  																																																									| Simplifying 546 yields:
% 63.69/28.68  																																																									| (431) e1 = e0
% 63.69/28.68  																																																									|
% 63.69/28.68  																																																									| Equations (431) can reduce 233 to:
% 63.69/28.68  																																																									| (266) $false
% 63.69/28.68  																																																									|
% 63.69/28.68  																																																									|-The branch is then unsatisfiable
% 63.69/28.68  																																																								|-Branch two:
% 63.69/28.68  																																																								| (724)  ~ (unit = e4)
% 63.69/28.68  																																																								| (725) unit = e3 | unit = e1 | unit = e0
% 63.69/28.68  																																																								|
% 63.69/28.68  																																																									+-Applying beta-rule and splitting (725), into two cases.
% 63.69/28.68  																																																									|-Branch one:
% 63.69/28.68  																																																									| (726) unit = e0
% 63.69/28.68  																																																									|
% 63.69/28.68  																																																										| From (726) and (24) follows:
% 63.69/28.68  																																																										| (2208) op(e0, e3) = e3
% 63.69/28.68  																																																										|
% 63.69/28.68  																																																										| From (726) and (227) follows:
% 63.69/28.68  																																																										| (3205) op(e4, e0) = e4
% 63.69/28.68  																																																										|
% 63.69/28.68  																																																										| From (726) and (40) follows:
% 63.69/28.68  																																																										| (1639) op(e3, e0) = e3
% 63.69/28.68  																																																										|
% 63.69/28.68  																																																										| Instantiating formula (29) with e4, e0, e4, e2 and discharging atoms op(e4, e0) = e4, op(e4, e0) = e2, yields:
% 63.69/28.68  																																																										| (323) e4 = e2
% 63.69/28.68  																																																										|
% 63.69/28.68  																																																										| Instantiating formula (29) with e3, e0, e3, e4 and discharging atoms op(e3, e0) = e4, op(e3, e0) = e3, yields:
% 63.69/28.68  																																																										| (425) e4 = e3
% 63.69/28.68  																																																										|
% 63.69/28.68  																																																										| Instantiating formula (29) with e0, e3, e3, e1 and discharging atoms op(e0, e3) = e3, op(e0, e3) = e1, yields:
% 63.69/28.68  																																																										| (455) e3 = e1
% 63.69/28.68  																																																										|
% 63.69/28.68  																																																										| Combining equations (323,425) yields a new equation:
% 63.69/28.68  																																																										| (662) e3 = e2
% 63.69/28.68  																																																										|
% 63.69/28.68  																																																										| Combining equations (455,662) yields a new equation:
% 63.69/28.68  																																																										| (617) e2 = e1
% 63.69/28.68  																																																										|
% 63.69/28.68  																																																										| Equations (617) can reduce 122 to:
% 63.69/28.68  																																																										| (266) $false
% 63.69/28.68  																																																										|
% 63.69/28.68  																																																										|-The branch is then unsatisfiable
% 63.69/28.68  																																																									|-Branch two:
% 63.69/28.68  																																																									| (734)  ~ (unit = e0)
% 63.69/28.68  																																																									| (735) unit = e3 | unit = e1
% 63.69/28.68  																																																									|
% 63.69/28.68  																																																										+-Applying beta-rule and splitting (735), into two cases.
% 63.69/28.68  																																																										|-Branch one:
% 63.69/28.68  																																																										| (736) unit = e1
% 63.69/28.68  																																																										|
% 63.69/28.68  																																																											| Equations (736) can reduce 734 to:
% 63.69/28.68  																																																											| (233)  ~ (e1 = e0)
% 63.69/28.68  																																																											|
% 63.69/28.68  																																																											| From (736) and (244) follows:
% 63.69/28.68  																																																											| (738) op(e1, e4) = e4
% 63.69/28.68  																																																											|
% 63.69/28.68  																																																											| From (736) and (24) follows:
% 63.69/28.68  																																																											| (1934) op(e1, e3) = e3
% 63.69/28.68  																																																											|
% 63.69/28.68  																																																											| From (736) and (227) follows:
% 63.69/28.68  																																																											| (739) op(e4, e1) = e4
% 63.69/28.68  																																																											|
% 63.69/28.68  																																																											| From (736) and (40) follows:
% 63.69/28.68  																																																											| (1652) op(e3, e1) = e3
% 63.69/28.68  																																																											|
% 63.69/28.68  																																																											| Instantiating formula (29) with e4, e1, e4, e3 and discharging atoms op(e4, e1) = e4, op(e4, e1) = e3, yields:
% 63.69/28.68  																																																											| (425) e4 = e3
% 63.69/28.68  																																																											|
% 63.69/28.68  																																																											| Instantiating formula (29) with e3, e1, e3, e1 and discharging atoms op(e3, e1) = e3, op(e3, e1) = e1, yields:
% 63.69/28.68  																																																											| (455) e3 = e1
% 63.69/28.68  																																																											|
% 63.69/28.68  																																																											| Instantiating formula (29) with e1, e4, e4, e0 and discharging atoms op(e1, e4) = e4, op(e1, e4) = e0, yields:
% 63.69/28.68  																																																											| (397) e4 = e0
% 63.69/28.68  																																																											|
% 63.69/28.68  																																																											| Instantiating formula (29) with e1, e3, e3, e2 and discharging atoms op(e1, e3) = e3, op(e1, e3) = e2, yields:
% 63.69/28.68  																																																											| (662) e3 = e2
% 63.69/28.68  																																																											|
% 63.69/28.68  																																																											| Combining equations (425,397) yields a new equation:
% 63.69/28.68  																																																											| (675) e3 = e0
% 63.69/28.68  																																																											|
% 63.69/28.68  																																																											| Simplifying 675 yields:
% 63.69/28.68  																																																											| (676) e3 = e0
% 63.69/28.68  																																																											|
% 63.69/28.68  																																																											| Combining equations (676,662) yields a new equation:
% 63.69/28.68  																																																											| (330) e2 = e0
% 63.69/28.68  																																																											|
% 63.69/28.68  																																																											| Combining equations (455,662) yields a new equation:
% 63.69/28.68  																																																											| (617) e2 = e1
% 63.69/28.68  																																																											|
% 63.69/28.68  																																																											| Combining equations (330,617) yields a new equation:
% 63.69/28.68  																																																											| (431) e1 = e0
% 63.69/28.68  																																																											|
% 63.69/28.68  																																																											| Equations (431) can reduce 233 to:
% 63.69/28.68  																																																											| (266) $false
% 63.69/28.68  																																																											|
% 63.69/28.68  																																																											|-The branch is then unsatisfiable
% 63.69/28.68  																																																										|-Branch two:
% 63.69/28.68  																																																										| (748)  ~ (unit = e1)
% 63.69/28.68  																																																										| (749) unit = e3
% 63.69/28.68  																																																										|
% 63.69/28.68  																																																											| From (749) and (209) follows:
% 63.69/28.68  																																																											| (1667) op(e3, e0) = e0
% 63.69/28.68  																																																											|
% 63.69/28.68  																																																											| From (749) and (32) follows:
% 63.69/28.68  																																																											| (5793) op(e2, e3) = e2
% 63.69/28.68  																																																											|
% 63.69/28.68  																																																											| From (749) and (28) follows:
% 63.69/28.68  																																																											| (2235) op(e1, e3) = e1
% 63.69/28.68  																																																											|
% 63.69/28.68  																																																											| Instantiating formula (29) with e3, e0, e0, e4 and discharging atoms op(e3, e0) = e4, op(e3, e0) = e0, yields:
% 63.69/28.68  																																																											| (397) e4 = e0
% 63.69/28.68  																																																											|
% 63.69/28.68  																																																											| Instantiating formula (29) with e2, e3, e2, e4 and discharging atoms op(e2, e3) = e4, op(e2, e3) = e2, yields:
% 63.69/28.68  																																																											| (323) e4 = e2
% 63.69/28.68  																																																											|
% 63.69/28.68  																																																											| Instantiating formula (29) with e1, e3, e1, e2 and discharging atoms op(e1, e3) = e2, op(e1, e3) = e1, yields:
% 63.69/28.68  																																																											| (617) e2 = e1
% 63.69/28.68  																																																											|
% 63.69/28.68  																																																											| Combining equations (397,323) yields a new equation:
% 63.69/28.68  																																																											| (330) e2 = e0
% 63.69/28.68  																																																											|
% 63.69/28.68  																																																											| Combining equations (330,617) yields a new equation:
% 63.69/28.68  																																																											| (431) e1 = e0
% 63.69/28.68  																																																											|
% 63.69/28.68  																																																											| Equations (431) can reduce 233 to:
% 63.69/28.68  																																																											| (266) $false
% 63.69/28.68  																																																											|
% 63.69/28.68  																																																											|-The branch is then unsatisfiable
% 63.69/28.68  																																																					|-Branch two:
% 63.69/28.68  																																																					| (358)  ~ (all_0_42_42 = e0)
% 63.69/28.68  																																																					| (563) all_0_47_47 = e0 | all_0_56_56 = e0
% 63.69/28.68  																																																					|
% 63.69/28.68  																																																						+-Applying beta-rule and splitting (1969), into two cases.
% 63.69/28.68  																																																						|-Branch one:
% 63.69/28.68  																																																						| (559) all_0_42_42 = e0
% 63.69/28.68  																																																						|
% 63.69/28.68  																																																							| Equations (559) can reduce 358 to:
% 63.69/28.68  																																																							| (266) $false
% 63.69/28.68  																																																							|
% 63.69/28.68  																																																							|-The branch is then unsatisfiable
% 63.69/28.68  																																																						|-Branch two:
% 63.69/28.68  																																																						| (358)  ~ (all_0_42_42 = e0)
% 63.69/28.68  																																																						| (2510) all_0_42_42 = e3 | all_0_42_42 = e1
% 63.69/28.68  																																																						|
% 63.69/28.68  																																																							+-Applying beta-rule and splitting (2510), into two cases.
% 63.69/28.68  																																																							|-Branch one:
% 63.69/28.68  																																																							| (459) all_0_42_42 = e1
% 63.69/28.68  																																																							|
% 63.69/28.68  																																																								| Equations (459) can reduce 1380 to:
% 63.69/28.68  																																																								| (266) $false
% 63.69/28.68  																																																								|
% 63.69/28.68  																																																								|-The branch is then unsatisfiable
% 63.69/28.68  																																																							|-Branch two:
% 63.69/28.68  																																																							| (1380)  ~ (all_0_42_42 = e1)
% 63.69/28.68  																																																							| (516) all_0_42_42 = e3
% 63.69/28.68  																																																							|
% 63.69/28.68  																																																								| Equations (516) can reduce 405 to:
% 63.69/28.68  																																																								| (266) $false
% 63.69/28.68  																																																								|
% 63.69/28.68  																																																								|-The branch is then unsatisfiable
% 63.69/28.68  																																																	|-Branch two:
% 63.69/28.68  																																																	| (464)  ~ (all_0_51_51 = e1)
% 63.69/28.68  																																																	| (1569) all_0_56_56 = e1
% 63.69/28.68  																																																	|
% 63.69/28.68  																																																		| Equations (1569) can reduce 466 to:
% 63.69/28.68  																																																		| (266) $false
% 63.69/28.68  																																																		|
% 63.69/28.68  																																																		|-The branch is then unsatisfiable
% 63.69/28.68  																																								|-Branch two:
% 63.69/28.68  																																								| (1390)  ~ (all_0_44_44 = e4)
% 63.69/28.68  																																								| (7998) all_0_49_49 = e4 | all_0_53_53 = e4 | all_0_58_58 = e4
% 63.69/28.68  																																								|
% 63.69/28.68  																																									+-Applying beta-rule and splitting (7998), into two cases.
% 63.69/28.68  																																									|-Branch one:
% 63.69/28.68  																																									| (974) all_0_49_49 = e4
% 63.69/28.68  																																									|
% 63.69/28.68  																																										| Combining equations (671,974) yields a new equation:
% 63.69/28.68  																																										| (630) e4 = e1
% 63.69/28.68  																																										|
% 63.69/28.68  																																										| Equations (630) can reduce 110 to:
% 63.69/28.68  																																										| (266) $false
% 63.69/28.68  																																										|
% 63.69/28.68  																																										|-The branch is then unsatisfiable
% 63.69/28.68  																																									|-Branch two:
% 63.69/28.68  																																									| (256)  ~ (all_0_49_49 = e4)
% 63.69/28.68  																																									| (8013) all_0_53_53 = e4 | all_0_58_58 = e4
% 63.69/28.68  																																									|
% 63.69/28.68  																																										+-Applying beta-rule and splitting (8013), into two cases.
% 63.69/28.68  																																										|-Branch one:
% 63.69/28.68  																																										| (1298) all_0_53_53 = e4
% 63.69/28.68  																																										|
% 63.69/28.68  																																											| Equations (1298) can reduce 1453 to:
% 63.69/28.68  																																											| (266) $false
% 63.69/28.68  																																											|
% 63.69/28.68  																																											|-The branch is then unsatisfiable
% 63.69/28.68  																																										|-Branch two:
% 63.69/28.68  																																										| (1453)  ~ (all_0_53_53 = e4)
% 63.69/28.68  																																										| (910) all_0_58_58 = e4
% 63.69/28.68  																																										|
% 63.69/28.68  																																											| Equations (910) can reduce 451 to:
% 63.69/28.68  																																											| (266) $false
% 63.69/28.68  																																											|
% 63.69/28.68  																																											|-The branch is then unsatisfiable
% 63.69/28.68  																															|-Branch two:
% 63.69/28.68  																															| (250)  ~ (all_0_46_46 = e4)
% 63.69/28.68  																															| (774) all_0_50_50 = e4 | all_0_55_55 = e4
% 63.69/28.68  																															|
% 63.69/28.68  																																+-Applying beta-rule and splitting (774), into two cases.
% 63.69/28.68  																																|-Branch one:
% 63.69/28.68  																																| (775) all_0_50_50 = e4
% 63.69/28.68  																																|
% 63.69/28.68  																																	| Combining equations (378,775) yields a new equation:
% 63.69/28.68  																																	| (323) e4 = e2
% 63.69/28.68  																																	|
% 63.69/28.68  																																	| Equations (323) can reduce 48 to:
% 63.69/28.68  																																	| (266) $false
% 63.69/28.68  																																	|
% 63.69/28.68  																																	|-The branch is then unsatisfiable
% 63.69/28.68  																																|-Branch two:
% 63.69/28.68  																																| (566)  ~ (all_0_50_50 = e4)
% 63.69/28.68  																																| (587) all_0_55_55 = e4
% 63.69/28.68  																																|
% 63.69/28.68  																																	| Equations (587) can reduce 763 to:
% 63.69/28.68  																																	| (266) $false
% 63.69/28.68  																																	|
% 63.69/28.68  																																	|-The branch is then unsatisfiable
% 63.69/28.68  																	|-Branch two:
% 63.69/28.68  																	| (1283)  ~ (all_0_48_48 = e0)
% 63.69/28.68  																	| (875) all_0_57_57 = e0
% 63.69/28.68  																	|
% 63.69/28.68  																		| Combining equations (875,442) yields a new equation:
% 63.69/28.68  																		| (330) e2 = e0
% 63.69/28.68  																		|
% 63.69/28.68  																		| Equations (330) can reduce 128 to:
% 63.69/28.68  																		| (266) $false
% 63.69/28.68  																		|
% 63.69/28.68  																		|-The branch is then unsatisfiable
% 63.69/28.68  												|-Branch two:
% 63.69/28.68  												| (302)  ~ (all_0_50_50 = e2)
% 63.69/28.68  												| (381) all_0_51_51 = e2 | all_0_52_52 = e2 | all_0_53_53 = e2
% 63.69/28.68  												|
% 63.69/28.68  													+-Applying beta-rule and splitting (10167), into two cases.
% 63.69/28.68  													|-Branch one:
% 63.69/28.68  													| (352) all_0_52_52 = e2
% 63.69/28.68  													|
% 63.69/28.68  														| Combining equations (565,352) yields a new equation:
% 63.69/28.68  														| (322) e4 = e2
% 63.69/28.68  														|
% 63.69/28.68  														| Simplifying 322 yields:
% 63.69/28.68  														| (323) e4 = e2
% 63.69/28.68  														|
% 63.69/28.68  														| Equations (323) can reduce 48 to:
% 63.69/28.68  														| (266) $false
% 63.69/28.68  														|
% 63.69/28.68  														|-The branch is then unsatisfiable
% 63.69/28.68  													|-Branch two:
% 63.69/28.68  													| (342)  ~ (all_0_52_52 = e2)
% 63.69/28.68  													| (442) all_0_57_57 = e2
% 63.69/28.68  													|
% 63.69/28.68  														| Equations (442) can reduce 81 to:
% 63.69/28.68  														| (304)  ~ (all_0_55_55 = e2)
% 63.69/28.68  														|
% 63.69/28.68  														+-Applying beta-rule and splitting (117), into two cases.
% 63.69/28.68  														|-Branch one:
% 63.69/28.68  														| (292) all_0_38_38 = e2
% 63.69/28.68  														|
% 63.69/28.68  															| Combining equations (292,329) yields a new equation:
% 63.69/28.68  															| (391) e2 = e0
% 63.69/28.68  															|
% 63.69/28.68  															| Simplifying 391 yields:
% 63.69/28.68  															| (330) e2 = e0
% 63.69/28.68  															|
% 63.69/28.68  															| Equations (330) can reduce 128 to:
% 63.69/28.68  															| (266) $false
% 63.69/28.68  															|
% 63.69/28.68  															|-The branch is then unsatisfiable
% 63.69/28.68  														|-Branch two:
% 63.69/28.68  														| (9600)  ~ (all_0_38_38 = e2)
% 63.69/28.69  														| (24424) all_0_46_46 = e2 | all_0_50_50 = e2 | all_0_55_55 = e2
% 63.69/28.69  														|
% 63.69/28.69  															+-Applying beta-rule and splitting (24424), into two cases.
% 63.69/28.69  															|-Branch one:
% 63.69/28.69  															| (1794) all_0_46_46 = e2
% 63.69/28.69  															|
% 63.69/28.69  																| Equations (1794) can reduce 300 to:
% 63.69/28.69  																| (266) $false
% 63.69/28.69  																|
% 63.69/28.69  																|-The branch is then unsatisfiable
% 63.69/28.69  															|-Branch two:
% 63.69/28.69  															| (300)  ~ (all_0_46_46 = e2)
% 63.69/28.69  															| (24428) all_0_50_50 = e2 | all_0_55_55 = e2
% 63.69/28.69  															|
% 63.69/28.69  																+-Applying beta-rule and splitting (24428), into two cases.
% 63.69/28.69  																|-Branch one:
% 63.69/28.69  																| (378) all_0_50_50 = e2
% 63.69/28.69  																|
% 63.69/28.69  																	| Equations (378) can reduce 302 to:
% 63.69/28.69  																	| (266) $false
% 63.69/28.69  																	|
% 63.69/28.69  																	|-The branch is then unsatisfiable
% 63.69/28.69  																|-Branch two:
% 63.69/28.69  																| (302)  ~ (all_0_50_50 = e2)
% 63.69/28.69  																| (386) all_0_55_55 = e2
% 63.69/28.69  																|
% 63.69/28.69  																	| Equations (386) can reduce 304 to:
% 63.69/28.69  																	| (266) $false
% 63.69/28.69  																	|
% 63.69/28.69  																	|-The branch is then unsatisfiable
% 63.69/28.69  											|-Branch two:
% 63.69/28.69  											| (780)  ~ (all_0_52_52 = e4)
% 63.69/28.69  											| (781) (all_0_41_41 = e0 & all_0_58_58 = e3 &  ~ (all_0_44_44 = e3)) | (all_0_41_41 = e0 & all_0_58_58 = e3 &  ~ (all_0_55_55 = e0)) | (all_0_47_47 = e1 & all_0_52_52 = e2 &  ~ (all_0_48_48 = e2)) | (all_0_47_47 = e1 & all_0_52_52 = e2 &  ~ (all_0_51_51 = e1)) | (all_0_47_47 = e0 & all_0_58_58 = e2 &  ~ (all_0_49_49 = e2)) | (all_0_47_47 = e0 & all_0_58_58 = e2 &  ~ (all_0_56_56 = e0))
% 63.69/28.69  											|
% 63.69/28.69  												+-Applying beta-rule and splitting (781), into two cases.
% 63.69/28.69  												|-Branch one:
% 63.69/28.69  												| (789) (all_0_41_41 = e0 & all_0_58_58 = e3 &  ~ (all_0_44_44 = e3)) | (all_0_41_41 = e0 & all_0_58_58 = e3 &  ~ (all_0_55_55 = e0)) | (all_0_47_47 = e1 & all_0_52_52 = e2 &  ~ (all_0_48_48 = e2)) | (all_0_47_47 = e1 & all_0_52_52 = e2 &  ~ (all_0_51_51 = e1)) | (all_0_47_47 = e0 & all_0_58_58 = e2 &  ~ (all_0_49_49 = e2))
% 63.69/28.69  												|
% 63.69/28.69  													+-Applying beta-rule and splitting (789), into two cases.
% 63.69/28.69  													|-Branch one:
% 63.69/28.69  													| (790) (all_0_41_41 = e0 & all_0_58_58 = e3 &  ~ (all_0_44_44 = e3)) | (all_0_41_41 = e0 & all_0_58_58 = e3 &  ~ (all_0_55_55 = e0)) | (all_0_47_47 = e1 & all_0_52_52 = e2 &  ~ (all_0_48_48 = e2)) | (all_0_47_47 = e1 & all_0_52_52 = e2 &  ~ (all_0_51_51 = e1))
% 63.69/28.69  													|
% 63.69/28.69  														+-Applying beta-rule and splitting (790), into two cases.
% 63.69/28.69  														|-Branch one:
% 63.69/28.69  														| (791) (all_0_41_41 = e0 & all_0_58_58 = e3 &  ~ (all_0_44_44 = e3)) | (all_0_41_41 = e0 & all_0_58_58 = e3 &  ~ (all_0_55_55 = e0)) | (all_0_47_47 = e1 & all_0_52_52 = e2 &  ~ (all_0_48_48 = e2))
% 63.69/28.69  														|
% 63.69/28.69  															+-Applying beta-rule and splitting (791), into two cases.
% 63.69/28.69  															|-Branch one:
% 63.69/28.69  															| (792) (all_0_41_41 = e0 & all_0_58_58 = e3 &  ~ (all_0_44_44 = e3)) | (all_0_41_41 = e0 & all_0_58_58 = e3 &  ~ (all_0_55_55 = e0))
% 63.69/28.69  															|
% 63.69/28.69  																+-Applying beta-rule and splitting (792), into two cases.
% 63.69/28.69  																|-Branch one:
% 63.69/28.69  																| (793) all_0_41_41 = e0 & all_0_58_58 = e3 &  ~ (all_0_44_44 = e3)
% 63.69/28.69  																|
% 63.69/28.69  																	| Applying alpha-rule on (793) yields:
% 63.69/28.69  																	| (794) all_0_41_41 = e0
% 63.69/28.69  																	| (795) all_0_58_58 = e3
% 63.69/28.69  																	| (407)  ~ (all_0_44_44 = e3)
% 63.69/28.69  																	|
% 63.69/28.69  																	| Equations (794) can reduce 357 to:
% 63.69/28.69  																	| (266) $false
% 63.69/28.69  																	|
% 63.69/28.69  																	|-The branch is then unsatisfiable
% 63.69/28.69  																|-Branch two:
% 63.69/28.69  																| (800) all_0_41_41 = e0 & all_0_58_58 = e3 &  ~ (all_0_55_55 = e0)
% 63.69/28.69  																|
% 63.69/28.69  																	| Applying alpha-rule on (800) yields:
% 63.69/28.69  																	| (794) all_0_41_41 = e0
% 63.69/28.69  																	| (795) all_0_58_58 = e3
% 63.69/28.69  																	| (803)  ~ (all_0_55_55 = e0)
% 63.69/28.69  																	|
% 63.69/28.69  																	| Equations (794) can reduce 357 to:
% 63.69/28.69  																	| (266) $false
% 63.69/28.69  																	|
% 63.69/28.69  																	|-The branch is then unsatisfiable
% 63.69/28.69  															|-Branch two:
% 63.69/28.69  															| (807) all_0_47_47 = e1 & all_0_52_52 = e2 &  ~ (all_0_48_48 = e2)
% 63.69/28.69  															|
% 63.69/28.69  																| Applying alpha-rule on (807) yields:
% 63.69/28.69  																| (654) all_0_47_47 = e1
% 63.69/28.69  																| (352) all_0_52_52 = e2
% 63.69/28.69  																| (810)  ~ (all_0_48_48 = e2)
% 63.69/28.69  																|
% 63.69/28.69  																| Combining equations (654,1105) yields a new equation:
% 63.69/28.69  																| (617) e2 = e1
% 63.69/28.69  																|
% 63.69/28.69  																| Equations (617) can reduce 122 to:
% 63.69/28.69  																| (266) $false
% 63.69/28.69  																|
% 63.69/28.69  																|-The branch is then unsatisfiable
% 63.69/28.69  														|-Branch two:
% 63.69/28.69  														| (813) all_0_47_47 = e1 & all_0_52_52 = e2 &  ~ (all_0_51_51 = e1)
% 63.69/28.69  														|
% 63.69/28.69  															| Applying alpha-rule on (813) yields:
% 63.69/28.69  															| (654) all_0_47_47 = e1
% 63.69/28.69  															| (352) all_0_52_52 = e2
% 63.69/28.69  															| (464)  ~ (all_0_51_51 = e1)
% 63.69/28.69  															|
% 63.69/28.69  															| Combining equations (654,1105) yields a new equation:
% 63.69/28.69  															| (617) e2 = e1
% 63.69/28.69  															|
% 63.69/28.69  															| Equations (617) can reduce 122 to:
% 63.69/28.69  															| (266) $false
% 63.69/28.69  															|
% 63.69/28.69  															|-The branch is then unsatisfiable
% 63.69/28.69  													|-Branch two:
% 63.69/28.69  													| (819) all_0_47_47 = e0 & all_0_58_58 = e2 &  ~ (all_0_49_49 = e2)
% 63.69/28.69  													|
% 63.69/28.69  														| Applying alpha-rule on (819) yields:
% 63.69/28.69  														| (674) all_0_47_47 = e0
% 63.69/28.69  														| (624) all_0_58_58 = e2
% 63.69/28.69  														| (340)  ~ (all_0_49_49 = e2)
% 63.69/28.69  														|
% 63.69/28.69  														| Combining equations (674,1105) yields a new equation:
% 63.69/28.69  														| (330) e2 = e0
% 63.69/28.69  														|
% 63.69/28.69  														| Equations (330) can reduce 128 to:
% 63.69/28.69  														| (266) $false
% 63.69/28.69  														|
% 63.69/28.69  														|-The branch is then unsatisfiable
% 63.69/28.69  												|-Branch two:
% 63.69/28.69  												| (825) all_0_47_47 = e0 & all_0_58_58 = e2 &  ~ (all_0_56_56 = e0)
% 63.69/28.69  												|
% 63.69/28.69  													| Applying alpha-rule on (825) yields:
% 63.69/28.69  													| (674) all_0_47_47 = e0
% 63.69/28.69  													| (624) all_0_58_58 = e2
% 63.69/28.69  													| (828)  ~ (all_0_56_56 = e0)
% 63.69/28.69  													|
% 63.69/28.69  													| Combining equations (674,1105) yields a new equation:
% 63.69/28.69  													| (330) e2 = e0
% 63.69/28.69  													|
% 63.69/28.69  													| Equations (330) can reduce 128 to:
% 63.69/28.69  													| (266) $false
% 63.69/28.69  													|
% 63.69/28.69  													|-The branch is then unsatisfiable
% 63.69/28.69  										|-Branch two:
% 63.69/28.69  										| (338)  ~ (all_0_47_47 = e2)
% 63.69/28.69  										| (10761) all_0_48_48 = e2 | all_0_49_49 = e2
% 63.69/28.69  										|
% 63.69/28.69  											+-Applying beta-rule and splitting (10761), into two cases.
% 63.69/28.69  											|-Branch one:
% 63.69/28.69  											| (335) all_0_48_48 = e2
% 63.69/28.69  											|
% 63.69/28.69  												| Equations (335) can reduce 810 to:
% 63.69/28.69  												| (266) $false
% 63.69/28.69  												|
% 63.69/28.69  												|-The branch is then unsatisfiable
% 63.69/28.69  											|-Branch two:
% 63.69/28.69  											| (810)  ~ (all_0_48_48 = e2)
% 63.69/28.69  											| (583) all_0_49_49 = e2
% 63.69/28.69  											|
% 63.69/28.69  												| Equations (583) can reduce 340 to:
% 63.69/28.69  												| (266) $false
% 63.69/28.69  												|
% 63.69/28.69  												|-The branch is then unsatisfiable
% 63.69/28.69  							|-Branch two:
% 63.69/28.69  							| (332)  ~ (all_0_38_38 = e0)
% 63.69/28.69  							| (333) all_0_39_39 = e0 | all_0_40_40 = e0
% 63.69/28.69  							|
% 63.69/28.69  								+-Applying beta-rule and splitting (333), into two cases.
% 63.69/28.69  								|-Branch one:
% 63.69/28.69  								| (480) all_0_39_39 = e0
% 63.69/28.69  								|
% 63.69/28.69  									| Combining equations (471,480) yields a new equation:
% 63.69/28.69  									| (481) e4 = e0
% 63.69/28.69  									|
% 63.69/28.69  									| Simplifying 481 yields:
% 63.69/28.69  									| (397) e4 = e0
% 63.69/28.69  									|
% 63.69/28.69  									| Equations (397) can reduce 49 to:
% 63.69/28.69  									| (266) $false
% 63.69/28.69  									|
% 63.69/28.69  									|-The branch is then unsatisfiable
% 63.69/28.69  								|-Branch two:
% 63.69/28.69  								| (484)  ~ (all_0_39_39 = e0)
% 63.69/28.69  								| (485) all_0_40_40 = e0
% 63.69/28.69  								|
% 63.69/28.69  									| Combining equations (485,313) yields a new equation:
% 63.69/28.69  									| (330) e2 = e0
% 63.69/28.69  									|
% 63.69/28.69  									| Equations (330) can reduce 128 to:
% 63.69/28.69  									| (266) $false
% 63.69/28.69  									|
% 63.69/28.69  									|-The branch is then unsatisfiable
% 63.69/28.69  						|-Branch two:
% 63.69/28.69  						| (1377)  ~ (all_0_39_39 = e4)
% 63.69/28.69  						| (1378) all_0_40_40 = e4
% 63.69/28.69  						|
% 63.69/28.69  							| Combining equations (1378,313) yields a new equation:
% 63.69/28.69  							| (322) e4 = e2
% 63.69/28.69  							|
% 63.69/28.69  							| Simplifying 322 yields:
% 63.69/28.69  							| (323) e4 = e2
% 63.69/28.69  							|
% 63.69/28.69  							| Equations (323) can reduce 48 to:
% 63.69/28.69  							| (266) $false
% 63.69/28.69  							|
% 63.69/28.69  							|-The branch is then unsatisfiable
% 63.69/28.69  		|-Branch two:
% 63.69/28.69  		| (296)  ~ (all_0_40_40 = e2)
% 63.69/28.69  		| (316) all_0_40_40 = e4 | all_0_40_40 = e0
% 63.69/28.69  		|
% 63.69/28.69  			+-Applying beta-rule and splitting (223), into two cases.
% 63.69/28.69  			|-Branch one:
% 63.69/28.69  			| (292) all_0_38_38 = e2
% 63.69/28.69  			|
% 63.69/28.69  				| Equations (292) can reduce 63 to:
% 63.69/28.69  				| (293)  ~ (all_0_39_39 = e2)
% 63.69/28.69  				|
% 63.69/28.69  				| Simplifying 293 yields:
% 63.69/28.69  				| (294)  ~ (all_0_39_39 = e2)
% 63.69/28.69  				|
% 63.69/28.69  				| Equations (292) can reduce 97 to:
% 63.69/28.69  				| (295)  ~ (all_0_40_40 = e2)
% 63.69/28.69  				|
% 63.69/28.69  				| Simplifying 295 yields:
% 63.69/28.69  				| (296)  ~ (all_0_40_40 = e2)
% 63.69/28.69  				|
% 63.69/28.69  				| Equations (292) can reduce 106 to:
% 63.69/28.69  				| (297)  ~ (all_0_41_41 = e2)
% 63.69/28.69  				|
% 63.69/28.69  				| Simplifying 297 yields:
% 63.69/28.69  				| (85)  ~ (all_0_41_41 = e2)
% 63.69/28.69  				|
% 63.69/28.69  				| Equations (292) can reduce 141 to:
% 63.69/28.69  				| (299)  ~ (all_0_46_46 = e2)
% 63.69/28.69  				|
% 63.69/28.69  				| Simplifying 299 yields:
% 63.69/28.69  				| (300)  ~ (all_0_46_46 = e2)
% 63.69/28.69  				|
% 63.69/28.69  				| Equations (292) can reduce 193 to:
% 63.69/28.69  				| (301)  ~ (all_0_50_50 = e2)
% 63.69/28.69  				|
% 63.69/28.69  				| Simplifying 301 yields:
% 63.69/28.69  				| (302)  ~ (all_0_50_50 = e2)
% 63.69/28.69  				|
% 63.69/28.69  				| Equations (292) can reduce 25 to:
% 63.69/28.69  				| (303)  ~ (all_0_55_55 = e2)
% 63.69/28.69  				|
% 63.69/28.69  				| Simplifying 303 yields:
% 63.69/28.69  				| (304)  ~ (all_0_55_55 = e2)
% 63.69/28.69  				|
% 63.69/28.69  				| Equations (292) can reduce 50 to:
% 63.69/28.69  				| (122)  ~ (e2 = e1)
% 63.69/28.69  				|
% 63.69/28.69  				| From (292) and (71) follows:
% 63.69/28.69  				| (306) op(e2, e4) = all_0_0_0
% 63.69/28.69  				|
% 63.69/28.69  				| From (292) and (156) follows:
% 63.69/28.69  				| (307) op(e2, e3) = all_0_1_1
% 63.69/28.69  				|
% 63.69/28.69  				| From (292) and (52) follows:
% 63.69/28.69  				| (308) op(e4, e3) = e2
% 63.69/28.69  				|
% 63.69/28.69  				| Instantiating formula (29) with e2, e4, all_0_0_0, e3 and discharging atoms op(e2, e4) = all_0_0_0, op(e2, e4) = e3, yields:
% 63.69/28.69  				| (22236) all_0_0_0 = e3
% 63.69/28.69  				|
% 63.69/28.69  				| Instantiating formula (29) with e2, e3, all_0_1_1, all_0_46_46 and discharging atoms op(e2, e3) = all_0_1_1, op(e2, e3) = all_0_46_46, yields:
% 63.69/28.69  				| (310) all_0_1_1 = all_0_46_46
% 63.69/28.69  				|
% 63.69/28.69  				| From (22236) and (306) follows:
% 63.69/28.70  				| (60434) op(e2, e4) = e3
% 63.69/28.70  				|
% 63.69/28.70  				| From (310) and (307) follows:
% 63.69/28.70  				| (120) op(e2, e3) = all_0_46_46
% 63.69/28.70  				|
% 63.69/28.70  				+-Applying beta-rule and splitting (39), into two cases.
% 63.69/28.70  				|-Branch one:
% 63.69/28.70  				| (317) all_0_39_39 = e2
% 63.69/28.70  				|
% 63.69/28.70  					| Equations (317) can reduce 294 to:
% 63.69/28.70  					| (266) $false
% 63.69/28.70  					|
% 63.69/28.70  					|-The branch is then unsatisfiable
% 63.69/28.70  				|-Branch two:
% 63.69/28.70  				| (294)  ~ (all_0_39_39 = e2)
% 63.69/28.70  				| (320) all_0_39_39 = e4 | all_0_39_39 = e0
% 63.69/28.70  				|
% 63.69/28.70  					+-Applying beta-rule and splitting (155), into two cases.
% 63.69/28.70  					|-Branch one:
% 63.69/28.70  					| (329) all_0_38_38 = e0
% 63.69/28.70  					|
% 63.69/28.70  						| Combining equations (329,292) yields a new equation:
% 63.69/28.70  						| (330) e2 = e0
% 63.69/28.70  						|
% 63.69/28.70  						| Equations (330) can reduce 128 to:
% 63.69/28.70  						| (266) $false
% 63.69/28.70  						|
% 63.69/28.70  						|-The branch is then unsatisfiable
% 63.69/28.70  					|-Branch two:
% 63.69/28.70  					| (332)  ~ (all_0_38_38 = e0)
% 63.69/28.70  					| (333) all_0_39_39 = e0 | all_0_40_40 = e0
% 63.69/28.70  					|
% 63.69/28.70  						| Equations (292) can reduce 332 to:
% 63.69/28.70  						| (128)  ~ (e2 = e0)
% 63.69/28.70  						|
% 63.69/28.70  						+-Applying beta-rule and splitting (170), into two cases.
% 63.69/28.70  						|-Branch one:
% 63.69/28.70  						| (321) all_0_38_38 = e4
% 63.69/28.70  						|
% 63.69/28.70  							| Combining equations (321,292) yields a new equation:
% 63.69/28.70  							| (322) e4 = e2
% 63.69/28.70  							|
% 63.69/28.70  							| Simplifying 322 yields:
% 63.69/28.70  							| (323) e4 = e2
% 63.69/28.70  							|
% 63.69/28.70  							| Equations (323) can reduce 48 to:
% 63.69/28.70  							| (266) $false
% 63.69/28.70  							|
% 63.69/28.70  							|-The branch is then unsatisfiable
% 63.69/28.70  						|-Branch two:
% 63.69/28.70  						| (325)  ~ (all_0_38_38 = e4)
% 63.69/28.70  						| (326) all_0_39_39 = e4 | all_0_40_40 = e4
% 63.69/28.70  						|
% 63.69/28.70  							| Equations (292) can reduce 325 to:
% 63.69/28.70  							| (327)  ~ (e4 = e2)
% 63.69/28.70  							|
% 63.69/28.70  							| Simplifying 327 yields:
% 63.69/28.70  							| (48)  ~ (e4 = e2)
% 63.69/28.70  							|
% 63.69/28.70  							+-Applying beta-rule and splitting (134), into two cases.
% 63.69/28.70  							|-Branch one:
% 63.69/28.70  							| (335) all_0_48_48 = e2
% 63.69/28.70  							|
% 63.69/28.70  								| Equations (335) can reduce 17 to:
% 63.69/28.70  								| (96)  ~ (all_0_43_43 = e2)
% 63.69/28.70  								|
% 63.69/28.70  								| Equations (335) can reduce 30 to:
% 63.69/28.70  								| (300)  ~ (all_0_46_46 = e2)
% 63.69/28.70  								|
% 63.69/28.70  								| Equations (335) can reduce 114 to:
% 63.69/28.70  								| (338)  ~ (all_0_47_47 = e2)
% 63.69/28.70  								|
% 63.69/28.70  								| Equations (335) can reduce 185 to:
% 63.69/28.70  								| (339)  ~ (all_0_49_49 = e2)
% 63.69/28.70  								|
% 63.69/28.70  								| Simplifying 339 yields:
% 63.69/28.70  								| (340)  ~ (all_0_49_49 = e2)
% 63.69/28.70  								|
% 63.69/28.70  								| Equations (335) can reduce 202 to:
% 63.69/28.70  								| (341)  ~ (all_0_52_52 = e2)
% 63.69/28.70  								|
% 63.69/28.70  								| Simplifying 341 yields:
% 63.69/28.70  								| (342)  ~ (all_0_52_52 = e2)
% 63.69/28.70  								|
% 63.69/28.70  								| Equations (335) can reduce 239 to:
% 63.69/28.70  								| (343)  ~ (all_0_57_57 = e2)
% 63.69/28.70  								|
% 63.69/28.70  								| Simplifying 343 yields:
% 63.69/28.70  								| (344)  ~ (all_0_57_57 = e2)
% 63.69/28.70  								|
% 63.69/28.70  								| Equations (335) can reduce 215 to:
% 63.69/28.70  								| (626)  ~ (e3 = e2)
% 63.69/28.70  								|
% 63.69/28.70  								| Simplifying 626 yields:
% 63.69/28.70  								| (212)  ~ (e3 = e2)
% 63.69/28.70  								|
% 63.69/28.70  								| From (335) and (169) follows:
% 63.69/28.70  								| (345) op(e2, e2) = all_0_18_18
% 63.69/28.70  								|
% 63.69/28.70  								| From (335) and (21) follows:
% 63.69/28.70  								| (346) op(e2, e1) = all_0_19_19
% 63.69/28.70  								|
% 63.69/28.70  								| From (335) and (192) follows:
% 63.69/28.70  								| (347) op(e2, e1) = e2
% 63.69/28.70  								|
% 63.69/28.70  								| Instantiating formula (29) with e2, e2, all_0_18_18, all_0_47_47 and discharging atoms op(e2, e2) = all_0_18_18, op(e2, e2) = all_0_47_47, yields:
% 63.69/28.70  								| (348) all_0_18_18 = all_0_47_47
% 63.69/28.70  								|
% 63.69/28.70  								| Instantiating formula (29) with e2, e1, e2, all_0_19_19 and discharging atoms op(e2, e1) = all_0_19_19, op(e2, e1) = e2, yields:
% 63.69/28.70  								| (349) all_0_19_19 = e2
% 63.69/28.70  								|
% 63.69/28.70  								| From (348) and (345) follows:
% 63.69/28.70  								| (23) op(e2, e2) = all_0_47_47
% 63.69/28.70  								|
% 63.69/28.70  								| From (349) and (346) follows:
% 63.69/28.70  								| (347) op(e2, e1) = e2
% 63.69/28.70  								|
% 63.69/28.70  								+-Applying beta-rule and splitting (109), into two cases.
% 63.69/28.70  								|-Branch one:
% 63.69/28.70  								| (352) all_0_52_52 = e2
% 63.69/28.70  								|
% 63.69/28.70  									| Equations (352) can reduce 342 to:
% 63.69/28.70  									| (266) $false
% 63.69/28.70  									|
% 63.69/28.70  									|-The branch is then unsatisfiable
% 63.69/28.70  								|-Branch two:
% 63.69/28.70  								| (342)  ~ (all_0_52_52 = e2)
% 63.69/28.70  								| (355) all_0_52_52 = e4 | all_0_52_52 = e1
% 63.69/28.70  								|
% 63.69/28.70  									+-Applying beta-rule and splitting (4), into two cases.
% 63.69/28.70  									|-Branch one:
% 63.69/28.70  									| (356) all_0_43_43 = e0
% 63.69/28.70  									|
% 63.69/28.70  										| Equations (356) can reduce 31 to:
% 63.69/28.70  										| (357)  ~ (all_0_41_41 = e0)
% 63.69/28.70  										|
% 63.69/28.70  										| Equations (356) can reduce 240 to:
% 63.69/28.70  										| (358)  ~ (all_0_42_42 = e0)
% 63.69/28.70  										|
% 63.69/28.70  										| Equations (356) can reduce 159 to:
% 63.69/28.70  										| (359)  ~ (all_0_44_44 = e0)
% 63.69/28.70  										|
% 63.69/28.70  										| Simplifying 359 yields:
% 63.69/28.70  										| (360)  ~ (all_0_44_44 = e0)
% 63.69/28.70  										|
% 63.69/28.70  										| Equations (356) can reduce 217 to:
% 63.69/28.70  										| (361)  ~ (all_0_52_52 = e0)
% 63.69/28.70  										|
% 63.69/28.70  										| Simplifying 361 yields:
% 63.69/28.70  										| (72)  ~ (all_0_52_52 = e0)
% 63.69/28.70  										|
% 63.69/28.70  										| Equations (356) can reduce 199 to:
% 63.69/28.70  										| (363)  ~ (all_0_57_57 = e0)
% 63.69/28.70  										|
% 63.69/28.70  										| Simplifying 363 yields:
% 63.69/28.70  										| (364)  ~ (all_0_57_57 = e0)
% 63.69/28.70  										|
% 63.69/28.70  										| From (356) and (88) follows:
% 63.69/28.70  										| (367) op(e0, e3) = all_0_9_9
% 63.69/28.70  										|
% 63.69/28.70  										| From (356) and (37) follows:
% 63.69/28.70  										| (369) op(e3, e1) = e0
% 63.69/28.70  										|
% 63.69/28.70  										+-Applying beta-rule and splitting (12), into two cases.
% 63.69/28.70  										|-Branch one:
% 63.69/28.70  										| (442) all_0_57_57 = e2
% 63.69/28.70  										|
% 63.69/28.70  											| Equations (442) can reduce 344 to:
% 63.69/28.70  											| (266) $false
% 63.69/28.70  											|
% 63.69/28.70  											|-The branch is then unsatisfiable
% 63.69/28.70  										|-Branch two:
% 63.69/28.70  										| (344)  ~ (all_0_57_57 = e2)
% 63.69/28.70  										| (445) all_0_57_57 = e4 | all_0_57_57 = e1 | all_0_57_57 = e0
% 63.69/28.70  										|
% 63.69/28.70  											+-Applying beta-rule and splitting (445), into two cases.
% 63.69/28.70  											|-Branch one:
% 63.69/28.70  											| (871) all_0_57_57 = e4
% 63.69/28.70  											|
% 63.69/28.70  												| Equations (871) can reduce 839 to:
% 63.69/28.70  												| (266) $false
% 63.69/28.70  												|
% 63.69/28.70  												|-The branch is then unsatisfiable
% 63.69/28.70  											|-Branch two:
% 63.69/28.70  											| (839)  ~ (all_0_57_57 = e4)
% 63.69/28.70  											| (874) all_0_57_57 = e1 | all_0_57_57 = e0
% 63.69/28.70  											|
% 63.69/28.70  												+-Applying beta-rule and splitting (874), into two cases.
% 63.69/28.70  												|-Branch one:
% 63.69/28.70  												| (875) all_0_57_57 = e0
% 63.69/28.70  												|
% 63.69/28.70  													| Equations (875) can reduce 364 to:
% 63.69/28.70  													| (266) $false
% 63.69/28.70  													|
% 63.69/28.70  													|-The branch is then unsatisfiable
% 63.69/28.70  												|-Branch two:
% 63.69/28.70  												| (364)  ~ (all_0_57_57 = e0)
% 63.69/28.70  												| (647) all_0_57_57 = e1
% 63.69/28.70  												|
% 63.69/28.70  													| Equations (647) can reduce 11 to:
% 63.69/28.70  													| (646)  ~ (all_0_52_52 = e1)
% 63.69/28.70  													|
% 63.69/28.70  													| Equations (647) can reduce 81 to:
% 63.69/28.70  													| (632)  ~ (all_0_55_55 = e1)
% 63.69/28.70  													|
% 63.69/28.70  													| Equations (647) can reduce 140 to:
% 63.69/28.70  													| (466)  ~ (all_0_56_56 = e1)
% 63.69/28.70  													|
% 63.69/28.70  													| Equations (647) can reduce 148 to:
% 63.69/28.70  													| (879)  ~ (all_0_58_58 = e1)
% 63.69/28.70  													|
% 63.69/28.70  													| Simplifying 879 yields:
% 63.69/28.70  													| (880)  ~ (all_0_58_58 = e1)
% 63.69/28.70  													|
% 63.69/28.70  													| Equations (647) can reduce 67 to:
% 63.69/28.70  													| (467)  ~ (e3 = e1)
% 63.69/28.70  													|
% 63.69/28.70  													| Simplifying 467 yields:
% 63.69/28.70  													| (213)  ~ (e3 = e1)
% 63.69/28.70  													|
% 63.69/28.70  													| Equations (647) can reduce 344 to:
% 63.69/28.70  													| (604)  ~ (e2 = e1)
% 63.69/28.70  													|
% 63.69/28.70  													| Simplifying 604 yields:
% 63.69/28.70  													| (122)  ~ (e2 = e1)
% 63.69/28.70  													|
% 63.69/28.70  													| From (647) and (45) follows:
% 63.69/28.70  													| (653) op(e1, e1) = all_0_36_36
% 63.69/28.70  													|
% 63.69/28.70  													| From (647) and (146) follows:
% 63.69/28.70  													| (3580) op(e1, e0) = all_0_35_35
% 63.69/28.70  													|
% 63.69/28.70  													+-Applying beta-rule and splitting (355), into two cases.
% 63.69/28.70  													|-Branch one:
% 63.69/28.70  													| (565) all_0_52_52 = e4
% 63.69/28.70  													|
% 63.69/28.70  														| Equations (565) can reduce 101 to:
% 63.69/28.70  														| (566)  ~ (all_0_50_50 = e4)
% 63.69/28.70  														|
% 63.69/28.70  														| Equations (565) can reduce 20 to:
% 63.69/28.70  														| (475)  ~ (all_0_51_51 = e4)
% 63.69/28.70  														|
% 63.69/28.70  														| Equations (565) can reduce 46 to:
% 63.69/28.70  														| (1452)  ~ (all_0_53_53 = e4)
% 63.69/28.70  														|
% 63.69/28.70  														| Simplifying 1452 yields:
% 63.69/28.70  														| (1453)  ~ (all_0_53_53 = e4)
% 63.69/28.70  														|
% 63.69/28.70  														| Equations (565) can reduce 342 to:
% 63.69/28.70  														| (48)  ~ (e4 = e2)
% 63.69/28.70  														|
% 63.69/28.70  														| Equations (565) can reduce 646 to:
% 63.69/28.70  														| (110)  ~ (e4 = e1)
% 63.69/28.70  														|
% 63.69/28.70  														| Equations (565) can reduce 72 to:
% 63.69/28.70  														| (49)  ~ (e4 = e0)
% 63.69/28.70  														|
% 63.69/28.70  														| From (565) and (124) follows:
% 63.69/28.70  														| (570) op(e1, e1) = e4
% 63.69/28.70  														|
% 63.69/28.70  														| Instantiating formula (29) with e1, e1, e4, all_0_36_36 and discharging atoms op(e1, e1) = all_0_36_36, op(e1, e1) = e4, yields:
% 63.69/28.70  														| (690) all_0_36_36 = e4
% 63.69/28.70  														|
% 63.69/28.70  														| Instantiating formula (29) with e1, e0, all_0_35_35, all_0_53_53 and discharging atoms op(e1, e0) = all_0_35_35, op(e1, e0) = all_0_53_53, yields:
% 63.69/28.70  														| (3585) all_0_35_35 = all_0_53_53
% 63.69/28.70  														|
% 63.69/28.70  														| Instantiating formula (29) with e0, e3, all_0_9_9, all_0_55_55 and discharging atoms op(e0, e3) = all_0_9_9, op(e0, e3) = all_0_55_55, yields:
% 63.69/28.70  														| (370) all_0_9_9 = all_0_55_55
% 63.69/28.70  														|
% 63.69/28.70  														| From (690) and (653) follows:
% 63.69/28.70  														| (570) op(e1, e1) = e4
% 63.69/28.70  														|
% 63.69/28.70  														| From (3585) and (3580) follows:
% 63.69/28.70  														| (84) op(e1, e0) = all_0_53_53
% 63.69/28.70  														|
% 63.69/28.70  														| From (370) and (367) follows:
% 63.69/28.70  														| (74) op(e0, e3) = all_0_55_55
% 63.69/28.70  														|
% 63.69/28.70  														+-Applying beta-rule and splitting (158), into two cases.
% 63.69/28.70  														|-Branch one:
% 63.69/28.70  														| (313) all_0_40_40 = e2
% 63.69/28.70  														|
% 63.69/28.70  															| Equations (313) can reduce 296 to:
% 63.69/28.70  															| (266) $false
% 63.69/28.70  															|
% 63.69/28.70  															|-The branch is then unsatisfiable
% 63.69/28.70  														|-Branch two:
% 63.69/28.70  														| (296)  ~ (all_0_40_40 = e2)
% 63.69/28.70  														| (377) all_0_49_49 = e2 | all_0_53_53 = e2 | all_0_58_58 = e2
% 63.69/28.70  														|
% 63.69/28.70  															+-Applying beta-rule and splitting (95), into two cases.
% 63.69/28.70  															|-Branch one:
% 63.69/28.70  															| (378) all_0_50_50 = e2
% 63.69/28.70  															|
% 63.69/28.70  																| Equations (378) can reduce 302 to:
% 63.69/28.70  																| (266) $false
% 63.69/28.70  																|
% 63.69/28.70  																|-The branch is then unsatisfiable
% 63.69/28.70  															|-Branch two:
% 63.69/28.70  															| (302)  ~ (all_0_50_50 = e2)
% 63.69/28.70  															| (381) all_0_51_51 = e2 | all_0_52_52 = e2 | all_0_53_53 = e2
% 63.69/28.70  															|
% 63.69/28.70  																+-Applying beta-rule and splitting (47), into two cases.
% 63.69/28.70  																|-Branch one:
% 63.69/28.70  																| (317) all_0_39_39 = e2
% 63.69/28.70  																|
% 63.69/28.70  																	| Equations (317) can reduce 294 to:
% 63.69/28.70  																	| (266) $false
% 63.69/28.70  																	|
% 63.69/28.70  																	|-The branch is then unsatisfiable
% 63.69/28.70  																|-Branch two:
% 63.69/28.70  																| (294)  ~ (all_0_39_39 = e2)
% 63.69/28.70  																| (385) all_0_47_47 = e2 | all_0_51_51 = e2 | all_0_56_56 = e2
% 63.69/28.70  																|
% 63.69/28.70  																	+-Applying beta-rule and splitting (222), into two cases.
% 63.69/28.70  																	|-Branch one:
% 63.69/28.70  																	| (386) all_0_55_55 = e2
% 63.69/28.70  																	|
% 63.69/28.70  																		| Equations (386) can reduce 304 to:
% 63.69/28.70  																		| (266) $false
% 63.69/28.70  																		|
% 63.69/28.70  																		|-The branch is then unsatisfiable
% 63.69/28.70  																	|-Branch two:
% 63.69/28.70  																	| (304)  ~ (all_0_55_55 = e2)
% 63.69/28.70  																	| (389) all_0_56_56 = e2 | all_0_57_57 = e2 | all_0_58_58 = e2
% 63.69/28.70  																	|
% 63.69/28.70  																		+-Applying beta-rule and splitting (168), into two cases.
% 63.69/28.70  																		|-Branch one:
% 63.69/28.70  																		| (415) all_0_50_50 = e3
% 63.69/28.70  																		|
% 63.69/28.70  																			| Equations (415) can reduce 221 to:
% 63.69/28.70  																			| (1898)  ~ (all_0_41_41 = e3)
% 63.69/28.70  																			|
% 63.69/28.70  																			| Equations (415) can reduce 35 to:
% 63.69/28.70  																			| (409)  ~ (all_0_46_46 = e3)
% 63.69/28.70  																			|
% 63.69/28.70  																			| Equations (415) can reduce 93 to:
% 63.69/28.70  																			| (269)  ~ (all_0_55_55 = e3)
% 63.69/28.70  																			|
% 63.69/28.70  																			| Simplifying 269 yields:
% 63.69/28.70  																			| (270)  ~ (all_0_55_55 = e3)
% 63.69/28.70  																			|
% 63.69/28.70  																			| Equations (415) can reduce 566 to:
% 63.69/28.70  																			| (277)  ~ (e4 = e3)
% 63.69/28.70  																			|
% 63.69/28.70  																			| Simplifying 277 yields:
% 63.69/28.70  																			| (188)  ~ (e4 = e3)
% 63.69/28.70  																			|
% 63.69/28.70  																			| From (415) and (57) follows:
% 63.69/28.70  																			| (1933) op(e3, e1) = all_0_22_22
% 63.69/28.70  																			|
% 63.69/28.70  																			| From (415) and (242) follows:
% 63.69/28.70  																			| (1934) op(e1, e3) = e3
% 63.69/28.70  																			|
% 63.69/28.70  																			+-Applying beta-rule and splitting (174), into two cases.
% 63.69/28.70  																			|-Branch one:
% 63.69/28.70  																			| (386) all_0_55_55 = e2
% 63.69/28.70  																			|
% 63.69/28.70  																				| Equations (386) can reduce 304 to:
% 63.69/28.70  																				| (266) $false
% 63.69/28.70  																				|
% 63.69/28.70  																				|-The branch is then unsatisfiable
% 63.69/28.70  																			|-Branch two:
% 63.69/28.70  																			| (304)  ~ (all_0_55_55 = e2)
% 63.69/28.70  																			| (2051) all_0_55_55 = e4 | all_0_55_55 = e3 | all_0_55_55 = e1 | all_0_55_55 = e0
% 63.69/28.70  																			|
% 63.69/28.70  																				+-Applying beta-rule and splitting (2051), into two cases.
% 63.69/28.70  																				|-Branch one:
% 63.69/28.70  																				| (587) all_0_55_55 = e4
% 63.69/28.70  																				|
% 63.69/28.70  																					| Equations (587) can reduce 763 to:
% 63.69/28.70  																					| (266) $false
% 63.69/28.70  																					|
% 63.69/28.70  																					|-The branch is then unsatisfiable
% 63.69/28.70  																				|-Branch two:
% 63.69/28.70  																				| (763)  ~ (all_0_55_55 = e4)
% 63.69/28.70  																				| (2055) all_0_55_55 = e3 | all_0_55_55 = e1 | all_0_55_55 = e0
% 63.69/28.70  																				|
% 63.69/28.70  																					+-Applying beta-rule and splitting (2055), into two cases.
% 63.69/28.70  																					|-Branch one:
% 63.69/28.70  																					| (858) all_0_55_55 = e0
% 63.69/28.70  																					|
% 63.69/28.70  																						| Equations (858) can reduce 191 to:
% 63.69/28.70  																						| (357)  ~ (all_0_41_41 = e0)
% 63.69/28.70  																						|
% 63.69/28.70  																						| Equations (858) can reduce 58 to:
% 63.69/28.70  																						| (831)  ~ (all_0_46_46 = e0)
% 63.69/28.70  																						|
% 63.69/28.70  																						| Equations (858) can reduce 763 to:
% 63.69/28.70  																						| (401)  ~ (e4 = e0)
% 63.69/28.70  																						|
% 63.69/28.70  																						| Simplifying 401 yields:
% 63.69/28.70  																						| (49)  ~ (e4 = e0)
% 63.69/28.70  																						|
% 63.69/28.70  																						| Equations (858) can reduce 270 to:
% 63.69/28.70  																						| (541)  ~ (e3 = e0)
% 63.69/28.70  																						|
% 63.69/28.70  																						| Simplifying 541 yields:
% 63.69/28.70  																						| (80)  ~ (e3 = e0)
% 63.69/28.70  																						|
% 63.69/28.70  																						| From (858) and (187) follows:
% 63.69/28.70  																						| (2064) op(e0, e3) = all_0_32_32
% 63.69/28.70  																						|
% 63.69/28.70  																						| From (858) and (74) follows:
% 63.69/28.70  																						| (752) op(e0, e3) = e0
% 63.69/28.70  																						|
% 63.69/28.70  																						| Instantiating formula (29) with e3, e1, all_0_22_22, e0 and discharging atoms op(e3, e1) = all_0_22_22, op(e3, e1) = e0, yields:
% 63.69/28.70  																						| (1935) all_0_22_22 = e0
% 63.69/28.70  																						|
% 63.69/28.70  																						| Instantiating formula (29) with e0, e3, e0, all_0_32_32 and discharging atoms op(e0, e3) = all_0_32_32, op(e0, e3) = e0, yields:
% 63.69/28.70  																						| (2163) all_0_32_32 = e0
% 63.69/28.70  																						|
% 63.69/28.70  																						| From (1935) and (1933) follows:
% 63.69/28.70  																						| (369) op(e3, e1) = e0
% 63.69/28.70  																						|
% 63.69/28.70  																						| From (2163) and (2064) follows:
% 63.69/28.70  																						| (752) op(e0, e3) = e0
% 63.69/28.70  																						|
% 63.69/28.70  																						+-Applying beta-rule and splitting (113), into two cases.
% 63.69/28.70  																						|-Branch one:
% 63.69/28.70  																						| (403) all_0_41_41 = e3
% 63.69/28.70  																						|
% 63.69/28.70  																							| Equations (403) can reduce 1898 to:
% 63.69/28.70  																							| (266) $false
% 63.69/28.70  																							|
% 63.69/28.70  																							|-The branch is then unsatisfiable
% 63.69/28.70  																						|-Branch two:
% 63.69/28.70  																						| (1898)  ~ (all_0_41_41 = e3)
% 63.69/28.70  																						| (1899) all_0_42_42 = e3 | all_0_44_44 = e3
% 63.69/28.70  																						|
% 63.69/28.70  																							+-Applying beta-rule and splitting (196), into two cases.
% 63.69/28.70  																							|-Branch one:
% 63.69/28.70  																							| (607) all_0_53_53 = e2
% 63.69/28.70  																							|
% 63.69/28.70  																								| Equations (607) can reduce 220 to:
% 63.69/28.70  																								| (147)  ~ (all_0_44_44 = e2)
% 63.69/28.70  																								|
% 63.69/28.70  																								| Equations (607) can reduce 65 to:
% 63.69/28.70  																								| (340)  ~ (all_0_49_49 = e2)
% 63.69/28.70  																								|
% 63.69/28.70  																								| Equations (607) can reduce 6 to:
% 63.69/28.70  																								| (1099)  ~ (all_0_51_51 = e2)
% 63.69/28.70  																								|
% 63.69/28.70  																								| Equations (607) can reduce 10 to:
% 63.69/28.70  																								| (1186)  ~ (all_0_58_58 = e2)
% 63.69/28.70  																								|
% 63.69/28.70  																								| Simplifying 1186 yields:
% 63.69/28.70  																								| (908)  ~ (all_0_58_58 = e2)
% 63.69/28.70  																								|
% 63.69/28.70  																								| From (607) and (92) follows:
% 63.69/28.70  																								| (1555) op(e2, e1) = all_0_27_27
% 63.69/28.70  																								|
% 63.69/28.70  																								| From (607) and (175) follows:
% 63.69/28.70  																								| (1556) op(e2, e0) = all_0_28_28
% 63.69/28.70  																								|
% 63.69/28.70  																								| From (607) and (84) follows:
% 63.69/28.70  																								| (2566) op(e1, e0) = e2
% 63.69/28.70  																								|
% 63.69/28.70  																								+-Applying beta-rule and splitting (7), into two cases.
% 63.69/28.70  																								|-Branch one:
% 63.69/28.70  																								| (504) all_0_51_51 = e2
% 63.69/28.70  																								|
% 63.69/28.70  																									| Equations (504) can reduce 1099 to:
% 63.69/28.70  																									| (266) $false
% 63.69/28.70  																									|
% 63.69/28.70  																									|-The branch is then unsatisfiable
% 63.69/28.70  																								|-Branch two:
% 63.69/28.70  																								| (1099)  ~ (all_0_51_51 = e2)
% 63.69/28.70  																								| (1100) all_0_51_51 = e4 | all_0_51_51 = e3 | all_0_51_51 = e1
% 63.69/28.70  																								|
% 63.69/28.70  																									+-Applying beta-rule and splitting (108), into two cases.
% 63.69/28.70  																									|-Branch one:
% 63.69/28.70  																									| (624) all_0_58_58 = e2
% 63.69/28.70  																									|
% 63.69/28.70  																										| Equations (624) can reduce 908 to:
% 63.69/28.70  																										| (266) $false
% 63.69/28.70  																										|
% 63.69/28.70  																										|-The branch is then unsatisfiable
% 63.69/28.70  																									|-Branch two:
% 63.69/28.70  																									| (908)  ~ (all_0_58_58 = e2)
% 63.69/28.70  																									| (909) all_0_58_58 = e4 | all_0_58_58 = e3 | all_0_58_58 = e1 | all_0_58_58 = e0
% 63.69/28.70  																									|
% 63.69/28.70  																										+-Applying beta-rule and splitting (389), into two cases.
% 63.69/28.70  																										|-Branch one:
% 63.69/28.70  																										| (833) all_0_56_56 = e2
% 63.69/28.70  																										|
% 63.69/28.70  																											| Equations (833) can reduce 154 to:
% 63.69/28.70  																											| (294)  ~ (all_0_39_39 = e2)
% 63.69/28.70  																											|
% 63.69/28.70  																											| Equations (833) can reduce 236 to:
% 63.69/28.70  																											| (51)  ~ (all_0_42_42 = e2)
% 63.69/28.70  																											|
% 63.69/28.70  																											| Equations (833) can reduce 91 to:
% 63.69/28.70  																											| (338)  ~ (all_0_47_47 = e2)
% 63.69/28.70  																											|
% 63.69/28.70  																											| Equations (833) can reduce 477 to:
% 63.69/28.70  																											| (327)  ~ (e4 = e2)
% 63.69/28.70  																											|
% 63.69/28.70  																											| Simplifying 327 yields:
% 63.69/28.70  																											| (48)  ~ (e4 = e2)
% 63.69/28.70  																											|
% 63.69/28.70  																											| From (833) and (87) follows:
% 63.69/28.70  																											| (4151) op(e2, e2) = all_0_34_34
% 63.69/28.70  																											|
% 63.69/28.70  																											| From (833) and (127) follows:
% 63.69/28.70  																											| (1507) op(e2, e0) = all_0_33_33
% 63.69/28.70  																											|
% 63.69/28.70  																											| From (833) and (111) follows:
% 63.69/28.70  																											| (1508) op(e0, e2) = e2
% 63.69/28.70  																											|
% 63.69/28.70  																											+-Applying beta-rule and splitting (22), into two cases.
% 63.69/28.70  																											|-Branch one:
% 63.69/28.70  																											| (268) all_0_54_54 = e3
% 63.69/28.70  																											|
% 63.69/28.70  																												| Combining equations (268,265) yields a new equation:
% 63.69/28.70  																												| (425) e4 = e3
% 63.69/28.70  																												|
% 63.69/28.70  																												| Equations (425) can reduce 188 to:
% 63.69/28.70  																												| (266) $false
% 63.69/28.70  																												|
% 63.69/28.70  																												|-The branch is then unsatisfiable
% 63.69/28.70  																											|-Branch two:
% 63.69/28.70  																											| (60427)  ~ (all_0_54_54 = e3)
% 63.69/28.71  																											| (62553) all_0_55_55 = e3 | all_0_56_56 = e3 | all_0_58_58 = e3
% 63.69/28.71  																											|
% 63.69/28.71  																												+-Applying beta-rule and splitting (62553), into two cases.
% 63.69/28.71  																												|-Branch one:
% 63.69/28.71  																												| (2336) all_0_55_55 = e3
% 63.69/28.71  																												|
% 63.69/28.71  																													| Combining equations (2336,858) yields a new equation:
% 63.69/28.71  																													| (675) e3 = e0
% 63.69/28.71  																													|
% 63.69/28.71  																													| Simplifying 675 yields:
% 63.69/28.71  																													| (676) e3 = e0
% 63.69/28.71  																													|
% 63.69/28.71  																													| Equations (676) can reduce 80 to:
% 63.69/28.71  																													| (266) $false
% 63.69/28.71  																													|
% 63.69/28.71  																													|-The branch is then unsatisfiable
% 63.69/28.71  																												|-Branch two:
% 63.69/28.71  																												| (270)  ~ (all_0_55_55 = e3)
% 63.69/28.71  																												| (62557) all_0_56_56 = e3 | all_0_58_58 = e3
% 63.69/28.71  																												|
% 63.69/28.71  																													+-Applying beta-rule and splitting (180), into two cases.
% 63.69/28.71  																													|-Branch one:
% 63.69/28.71  																													| (516) all_0_42_42 = e3
% 63.69/28.71  																													|
% 63.69/28.71  																														| Equations (516) can reduce 214 to:
% 63.69/28.71  																														| (1898)  ~ (all_0_41_41 = e3)
% 63.69/28.71  																														|
% 63.69/28.71  																														| Equations (516) can reduce 198 to:
% 63.69/28.71  																														| (2538)  ~ (all_0_47_47 = e3)
% 63.69/28.71  																														|
% 63.69/28.71  																														| Simplifying 2538 yields:
% 63.69/28.71  																														| (1091)  ~ (all_0_47_47 = e3)
% 63.69/28.71  																														|
% 63.69/28.71  																														| Equations (516) can reduce 61 to:
% 63.69/28.71  																														| (1925)  ~ (all_0_51_51 = e3)
% 63.69/28.71  																														|
% 63.69/28.71  																														| Simplifying 1925 yields:
% 63.69/28.71  																														| (664)  ~ (all_0_51_51 = e3)
% 63.69/28.71  																														|
% 63.69/28.71  																														| Equations (516) can reduce 51 to:
% 63.69/28.71  																														| (212)  ~ (e3 = e2)
% 63.69/28.71  																														|
% 63.69/28.71  																														| From (516) and (225) follows:
% 63.69/28.71  																														| (4633) op(e3, e2) = all_0_8_8
% 63.69/28.71  																														|
% 63.69/28.71  																														| From (516) and (210) follows:
% 63.69/28.71  																														| (4285) op(e3, e2) = e3
% 63.69/28.71  																														|
% 63.69/28.71  																														+-Applying beta-rule and splitting (62557), into two cases.
% 63.69/28.71  																														|-Branch one:
% 63.69/28.71  																														| (1097) all_0_56_56 = e3
% 63.69/28.71  																														|
% 63.69/28.71  																															| Combining equations (1097,833) yields a new equation:
% 63.69/28.71  																															| (661) e3 = e2
% 63.69/28.71  																															|
% 63.69/28.71  																															| Simplifying 661 yields:
% 63.69/28.71  																															| (662) e3 = e2
% 63.69/28.71  																															|
% 63.69/28.71  																															| Equations (662) can reduce 212 to:
% 63.69/28.71  																															| (266) $false
% 63.69/28.71  																															|
% 63.69/28.71  																															|-The branch is then unsatisfiable
% 63.69/28.71  																														|-Branch two:
% 63.69/28.71  																														| (272)  ~ (all_0_56_56 = e3)
% 63.69/28.71  																														| (795) all_0_58_58 = e3
% 63.69/28.71  																														|
% 63.69/28.71  																															| Equations (795) can reduce 181 to:
% 63.69/28.71  																															| (407)  ~ (all_0_44_44 = e3)
% 63.69/28.71  																															|
% 63.69/28.71  																															| Equations (795) can reduce 119 to:
% 63.69/28.71  																															| (525)  ~ (all_0_49_49 = e3)
% 63.69/28.71  																															|
% 63.69/28.71  																															| Equations (795) can reduce 451 to:
% 63.69/28.71  																															| (277)  ~ (e4 = e3)
% 63.69/28.71  																															|
% 63.69/28.71  																															| Simplifying 277 yields:
% 63.69/28.71  																															| (188)  ~ (e4 = e3)
% 63.69/28.71  																															|
% 63.69/28.71  																															+-Applying beta-rule and splitting (1100), into two cases.
% 63.69/28.71  																															|-Branch one:
% 63.69/28.71  																															| (1101) all_0_51_51 = e4
% 63.69/28.71  																															|
% 63.69/28.71  																																| Equations (1101) can reduce 475 to:
% 63.69/28.71  																																| (266) $false
% 63.69/28.71  																																|
% 63.69/28.71  																																|-The branch is then unsatisfiable
% 63.69/28.71  																															|-Branch two:
% 63.69/28.71  																															| (475)  ~ (all_0_51_51 = e4)
% 63.69/28.71  																															| (1104) all_0_51_51 = e3 | all_0_51_51 = e1
% 63.69/28.71  																															|
% 63.69/28.71  																																+-Applying beta-rule and splitting (1104), into two cases.
% 63.69/28.71  																																|-Branch one:
% 63.69/28.71  																																| (1109) all_0_51_51 = e1
% 63.69/28.71  																																|
% 63.69/28.71  																																	| Equations (1109) can reduce 139 to:
% 63.69/28.71  																																	| (151)  ~ (all_0_39_39 = e1)
% 63.69/28.71  																																	|
% 63.69/28.71  																																	| Equations (1109) can reduce 224 to:
% 63.69/28.71  																																	| (462)  ~ (all_0_47_47 = e1)
% 63.69/28.71  																																	|
% 63.69/28.71  																																	| Equations (1109) can reduce 475 to:
% 63.69/28.71  																																	| (602)  ~ (e4 = e1)
% 63.69/28.71  																																	|
% 63.69/28.71  																																	| Simplifying 602 yields:
% 63.69/28.71  																																	| (110)  ~ (e4 = e1)
% 63.69/28.71  																																	|
% 63.69/28.71  																																	| Equations (1109) can reduce 664 to:
% 63.69/28.71  																																	| (467)  ~ (e3 = e1)
% 63.69/28.71  																																	|
% 63.69/28.71  																																	| Simplifying 467 yields:
% 63.69/28.71  																																	| (213)  ~ (e3 = e1)
% 63.69/28.71  																																	|
% 63.69/28.71  																																	| Equations (1109) can reduce 115 to:
% 63.69/28.71  																																	| (233)  ~ (e1 = e0)
% 63.69/28.71  																																	|
% 63.69/28.71  																																	| From (1109) and (177) follows:
% 63.69/28.71  																																	| (4211) op(e1, e2) = all_0_25_25
% 63.69/28.71  																																	|
% 63.69/28.71  																																	| From (1109) and (186) follows:
% 63.69/28.71  																																	| (699) op(e1, e2) = e1
% 63.69/28.71  																																	|
% 63.69/28.71  																																	| Instantiating formula (29) with e3, e2, e3, all_0_8_8 and discharging atoms op(e3, e2) = all_0_8_8, op(e3, e2) = e3, yields:
% 63.69/28.71  																																	| (4675) all_0_8_8 = e3
% 63.69/28.71  																																	|
% 63.69/28.71  																																	| Instantiating formula (29) with e2, e2, all_0_34_34, all_0_47_47 and discharging atoms op(e2, e2) = all_0_34_34, op(e2, e2) = all_0_47_47, yields:
% 63.69/28.71  																																	| (7480) all_0_34_34 = all_0_47_47
% 63.69/28.71  																																	|
% 63.69/28.71  																																	| Instantiating formula (29) with e2, e1, all_0_27_27, e2 and discharging atoms op(e2, e1) = all_0_27_27, op(e2, e1) = e2, yields:
% 63.69/28.71  																																	| (1590) all_0_27_27 = e2
% 63.69/28.71  																																	|
% 63.69/28.71  																																	| Instantiating formula (29) with e2, e0, all_0_28_28, all_0_49_49 and discharging atoms op(e2, e0) = all_0_28_28, op(e2, e0) = all_0_49_49, yields:
% 63.69/28.71  																																	| (7482) all_0_28_28 = all_0_49_49
% 63.69/28.71  																																	|
% 63.69/28.71  																																	| Instantiating formula (29) with e2, e0, all_0_33_33, all_0_28_28 and discharging atoms op(e2, e0) = all_0_28_28, op(e2, e0) = all_0_33_33, yields:
% 63.69/28.71  																																	| (1591) all_0_28_28 = all_0_33_33
% 63.69/28.71  																																	|
% 63.69/28.71  																																	| Instantiating formula (29) with e1, e2, e1, all_0_25_25 and discharging atoms op(e1, e2) = all_0_25_25, op(e1, e2) = e1, yields:
% 63.69/28.71  																																	| (4271) all_0_25_25 = e1
% 63.69/28.71  																																	|
% 63.69/28.71  																																	| Combining equations (1591,7482) yields a new equation:
% 63.69/28.71  																																	| (7485) all_0_33_33 = all_0_49_49
% 63.69/28.71  																																	|
% 63.69/28.71  																																	| Simplifying 7485 yields:
% 63.69/28.71  																																	| (7486) all_0_33_33 = all_0_49_49
% 63.69/28.71  																																	|
% 63.69/28.71  																																	| From (4675) and (4633) follows:
% 63.69/28.71  																																	| (4285) op(e3, e2) = e3
% 63.69/28.71  																																	|
% 63.69/28.71  																																	| From (7480) and (4151) follows:
% 63.69/28.71  																																	| (23) op(e2, e2) = all_0_47_47
% 63.69/28.71  																																	|
% 63.69/28.71  																																	| From (1590) and (1555) follows:
% 63.69/28.71  																																	| (347) op(e2, e1) = e2
% 63.69/28.71  																																	|
% 63.69/28.71  																																	| From (7486) and (1507) follows:
% 63.69/28.72  																																	| (55) op(e2, e0) = all_0_49_49
% 63.69/28.72  																																	|
% 63.69/28.72  																																	| From (4271) and (4211) follows:
% 63.69/28.72  																																	| (699) op(e1, e2) = e1
% 63.69/28.72  																																	|
% 63.69/28.72  																																	+-Applying beta-rule and splitting (27), into two cases.
% 63.69/28.72  																																	|-Branch one:
% 63.69/28.72  																																	| (437) all_0_41_41 = e4
% 63.69/28.72  																																	|
% 63.69/28.72  																																		| Equations (437) can reduce 1898 to:
% 63.69/28.72  																																		| (188)  ~ (e4 = e3)
% 63.69/28.72  																																		|
% 63.69/28.72  																																		+-Applying beta-rule and splitting (18), into two cases.
% 63.69/28.72  																																		|-Branch one:
% 63.69/28.72  																																		| (453) all_0_41_41 = e1
% 63.69/28.72  																																		|
% 63.69/28.72  																																			| Combining equations (453,437) yields a new equation:
% 63.69/28.72  																																			| (630) e4 = e1
% 63.69/28.72  																																			|
% 63.69/28.72  																																			| Equations (630) can reduce 110 to:
% 63.69/28.72  																																			| (266) $false
% 63.69/28.72  																																			|
% 63.69/28.72  																																			|-The branch is then unsatisfiable
% 63.69/28.72  																																		|-Branch two:
% 63.69/28.72  																																		| (457)  ~ (all_0_41_41 = e1)
% 63.69/28.72  																																		| (595) all_0_46_46 = e1 | all_0_50_50 = e1 | all_0_55_55 = e1
% 63.69/28.72  																																		|
% 63.69/28.72  																																			| Equations (437) can reduce 457 to:
% 63.69/28.72  																																			| (110)  ~ (e4 = e1)
% 63.69/28.72  																																			|
% 63.69/28.72  																																			+-Applying beta-rule and splitting (103), into two cases.
% 63.69/28.72  																																			|-Branch one:
% 63.69/28.72  																																			| (453) all_0_41_41 = e1
% 63.69/28.72  																																			|
% 63.69/28.72  																																				| Combining equations (453,437) yields a new equation:
% 63.69/28.72  																																				| (630) e4 = e1
% 63.69/28.72  																																				|
% 63.69/28.72  																																				| Equations (630) can reduce 110 to:
% 63.69/28.72  																																				| (266) $false
% 63.69/28.72  																																				|
% 63.69/28.72  																																				|-The branch is then unsatisfiable
% 63.69/28.72  																																			|-Branch two:
% 63.69/28.72  																																			| (457)  ~ (all_0_41_41 = e1)
% 63.69/28.72  																																			| (458) all_0_42_42 = e1 | all_0_43_43 = e1 | all_0_44_44 = e1
% 63.69/28.72  																																			|
% 63.69/28.72  																																				+-Applying beta-rule and splitting (458), into two cases.
% 63.69/28.72  																																				|-Branch one:
% 63.69/28.72  																																				| (459) all_0_42_42 = e1
% 63.69/28.72  																																				|
% 63.69/28.72  																																					| Combining equations (459,516) yields a new equation:
% 63.69/28.72  																																					| (455) e3 = e1
% 63.69/28.72  																																					|
% 63.69/28.72  																																					| Equations (455) can reduce 213 to:
% 63.69/28.72  																																					| (266) $false
% 63.69/28.72  																																					|
% 63.69/28.72  																																					|-The branch is then unsatisfiable
% 63.69/28.72  																																				|-Branch two:
% 63.69/28.72  																																				| (1380)  ~ (all_0_42_42 = e1)
% 63.69/28.72  																																				| (1381) all_0_43_43 = e1 | all_0_44_44 = e1
% 63.69/28.72  																																				|
% 63.69/28.72  																																					+-Applying beta-rule and splitting (1381), into two cases.
% 63.69/28.72  																																					|-Branch one:
% 63.69/28.72  																																					| (430) all_0_43_43 = e1
% 63.69/28.72  																																					|
% 63.69/28.72  																																						| Combining equations (430,356) yields a new equation:
% 63.69/28.72  																																						| (546) e1 = e0
% 63.69/28.72  																																						|
% 63.69/28.72  																																						| Simplifying 546 yields:
% 63.69/28.72  																																						| (431) e1 = e0
% 63.69/28.72  																																						|
% 63.69/28.72  																																						| Equations (431) can reduce 233 to:
% 63.69/28.72  																																						| (266) $false
% 63.69/28.72  																																						|
% 63.69/28.72  																																						|-The branch is then unsatisfiable
% 63.69/28.72  																																					|-Branch two:
% 63.69/28.72  																																					| (433)  ~ (all_0_43_43 = e1)
% 63.69/28.72  																																					| (635) all_0_44_44 = e1
% 63.69/28.72  																																					|
% 63.69/28.72  																																						| Equations (635) can reduce 407 to:
% 63.69/28.72  																																						| (467)  ~ (e3 = e1)
% 63.69/28.72  																																						|
% 63.69/28.72  																																						| Simplifying 467 yields:
% 63.69/28.72  																																						| (213)  ~ (e3 = e1)
% 63.69/28.72  																																						|
% 63.69/28.72  																																						| Equations (635) can reduce 360 to:
% 63.69/28.72  																																						| (233)  ~ (e1 = e0)
% 63.69/28.72  																																						|
% 63.69/28.72  																																						| From (635) and (138) follows:
% 63.69/28.72  																																						| (1423) op(e3, e0) = e1
% 63.69/28.72  																																						|
% 63.69/28.72  																																						+-Applying beta-rule and splitting (135), into two cases.
% 63.69/28.72  																																						|-Branch one:
% 63.69/28.72  																																						| (545) all_0_46_46 = e1
% 63.69/28.72  																																						|
% 63.69/28.72  																																							| Equations (545) can reduce 19 to:
% 63.69/28.72  																																							| (461)  ~ (all_0_47_47 = e1)
% 63.69/28.72  																																							|
% 63.69/28.72  																																							| Simplifying 461 yields:
% 63.69/28.72  																																							| (462)  ~ (all_0_47_47 = e1)
% 63.69/28.72  																																							|
% 63.69/28.72  																																							| Equations (545) can reduce 208 to:
% 63.69/28.72  																																							| (1419)  ~ (all_0_49_49 = e1)
% 63.69/28.72  																																							|
% 63.69/28.72  																																							| Simplifying 1419 yields:
% 63.69/28.72  																																							| (1064)  ~ (all_0_49_49 = e1)
% 63.69/28.72  																																							|
% 63.69/28.72  																																							| Equations (545) can reduce 831 to:
% 63.69/28.72  																																							| (233)  ~ (e1 = e0)
% 63.69/28.72  																																							|
% 63.69/28.72  																																							| From (545) and (120) follows:
% 63.69/28.72  																																							| (2105) op(e2, e3) = e1
% 63.69/28.72  																																							|
% 63.69/28.72  																																							+-Applying beta-rule and splitting (184), into two cases.
% 63.69/28.72  																																							|-Branch one:
% 63.69/28.72  																																							| (538) all_0_46_46 = e0
% 63.69/28.72  																																							|
% 63.69/28.72  																																								| Combining equations (538,545) yields a new equation:
% 63.69/28.72  																																								| (431) e1 = e0
% 63.69/28.72  																																								|
% 63.69/28.72  																																								| Equations (431) can reduce 233 to:
% 63.69/28.72  																																								| (266) $false
% 63.69/28.72  																																								|
% 63.69/28.72  																																								|-The branch is then unsatisfiable
% 63.69/28.72  																																							|-Branch two:
% 63.69/28.72  																																							| (831)  ~ (all_0_46_46 = e0)
% 63.69/28.72  																																							| (832) all_0_47_47 = e0 | all_0_48_48 = e0 | all_0_49_49 = e0
% 63.69/28.72  																																							|
% 63.69/28.72  																																								+-Applying beta-rule and splitting (104), into two cases.
% 63.69/28.72  																																								|-Branch one:
% 63.69/28.72  																																								| (480) all_0_39_39 = e0
% 63.69/28.72  																																								|
% 63.69/28.72  																																									| Equations (480) can reduce 176 to:
% 63.69/28.72  																																									| (1400)  ~ (all_0_40_40 = e0)
% 63.69/28.72  																																									|
% 63.69/28.72  																																									| Simplifying 1400 yields:
% 63.69/28.72  																																									| (1401)  ~ (all_0_40_40 = e0)
% 63.69/28.72  																																									|
% 63.69/28.72  																																									| Equations (480) can reduce 79 to:
% 63.69/28.72  																																									| (1402)  ~ (all_0_47_47 = e0)
% 63.69/28.72  																																									|
% 63.69/28.72  																																									| Simplifying 1402 yields:
% 63.69/28.72  																																									| (678)  ~ (all_0_47_47 = e0)
% 63.69/28.72  																																									|
% 63.69/28.72  																																									| Equations (480) can reduce 294 to:
% 63.69/28.72  																																									| (365)  ~ (e2 = e0)
% 63.69/28.72  																																									|
% 63.69/28.72  																																									| Simplifying 365 yields:
% 63.69/28.72  																																									| (128)  ~ (e2 = e0)
% 63.69/28.72  																																									|
% 63.69/28.72  																																									| From (480) and (14) follows:
% 63.69/28.72  																																									| (4090) op(e4, e2) = e0
% 63.69/28.72  																																									|
% 63.69/28.72  																																									+-Applying beta-rule and splitting (75), into two cases.
% 63.69/28.72  																																									|-Branch one:
% 63.69/28.72  																																									| (485) all_0_40_40 = e0
% 63.69/28.72  																																									|
% 63.69/28.72  																																										| Equations (485) can reduce 1401 to:
% 63.69/28.72  																																										| (266) $false
% 63.69/28.72  																																										|
% 63.69/28.72  																																										|-The branch is then unsatisfiable
% 63.69/28.72  																																									|-Branch two:
% 63.69/28.72  																																									| (1401)  ~ (all_0_40_40 = e0)
% 63.69/28.72  																																									| (1748) all_0_44_44 = e0 | all_0_49_49 = e0 | all_0_58_58 = e0
% 63.69/28.72  																																									|
% 63.69/28.72  																																										+-Applying beta-rule and splitting (105), into two cases.
% 63.69/28.72  																																										|-Branch one:
% 63.69/28.72  																																										| (1105) all_0_47_47 = e2
% 63.69/28.72  																																										|
% 63.69/28.72  																																											| Equations (1105) can reduce 338 to:
% 63.69/28.72  																																											| (266) $false
% 63.69/28.72  																																											|
% 63.69/28.72  																																											|-The branch is then unsatisfiable
% 63.69/28.72  																																										|-Branch two:
% 63.69/28.72  																																										| (338)  ~ (all_0_47_47 = e2)
% 63.69/28.72  																																										| (1789) all_0_47_47 = e4 | all_0_47_47 = e3 | all_0_47_47 = e1 | all_0_47_47 = e0
% 63.69/28.72  																																										|
% 63.69/28.72  																																											+-Applying beta-rule and splitting (1789), into two cases.
% 63.69/28.72  																																											|-Branch one:
% 63.69/28.72  																																											| (1790) all_0_47_47 = e4
% 63.69/28.72  																																											|
% 63.69/28.72  																																												| From (1790) and (23) follows:
% 63.69/28.72  																																												| (61903) op(e2, e2) = e4
% 63.69/28.72  																																												|
% 63.69/28.72  																																												+-Applying beta-rule and splitting (316), into two cases.
% 63.69/28.72  																																												|-Branch one:
% 63.69/28.72  																																												| (1378) all_0_40_40 = e4
% 63.69/28.72  																																												|
% 63.69/28.72  																																													| Equations (1378) can reduce 1401 to:
% 63.69/28.72  																																													| (49)  ~ (e4 = e0)
% 63.69/28.72  																																													|
% 63.69/28.72  																																													+-Applying beta-rule and splitting (832), into two cases.
% 63.69/28.72  																																													|-Branch one:
% 63.69/28.72  																																													| (674) all_0_47_47 = e0
% 63.69/28.72  																																													|
% 63.69/28.72  																																														| Combining equations (1790,674) yields a new equation:
% 63.69/28.72  																																														| (481) e4 = e0
% 63.69/28.72  																																														|
% 63.69/28.72  																																														| Simplifying 481 yields:
% 63.69/28.72  																																														| (397) e4 = e0
% 63.69/28.72  																																														|
% 63.69/28.72  																																														| Equations (397) can reduce 49 to:
% 63.69/28.72  																																														| (266) $false
% 63.69/28.72  																																														|
% 63.69/28.72  																																														|-The branch is then unsatisfiable
% 63.69/28.72  																																													|-Branch two:
% 63.69/28.72  																																													| (678)  ~ (all_0_47_47 = e0)
% 63.69/28.72  																																													| (1278) all_0_48_48 = e0 | all_0_49_49 = e0
% 63.69/28.72  																																													|
% 63.69/28.72  																																														+-Applying beta-rule and splitting (1278), into two cases.
% 63.69/28.72  																																														|-Branch one:
% 63.69/28.72  																																														| (1279) all_0_48_48 = e0
% 63.69/28.72  																																														|
% 63.69/28.72  																																															| Combining equations (335,1279) yields a new equation:
% 63.69/28.72  																																															| (391) e2 = e0
% 63.69/28.72  																																															|
% 63.69/28.72  																																															| Simplifying 391 yields:
% 63.69/28.72  																																															| (330) e2 = e0
% 63.69/28.72  																																															|
% 63.69/28.72  																																															| Equations (330) can reduce 128 to:
% 63.69/28.72  																																															| (266) $false
% 63.69/28.72  																																															|
% 63.69/28.72  																																															|-The branch is then unsatisfiable
% 63.69/28.72  																																														|-Branch two:
% 63.69/28.72  																																														| (1283)  ~ (all_0_48_48 = e0)
% 63.69/28.72  																																														| (978) all_0_49_49 = e0
% 63.69/28.72  																																														|
% 63.69/28.72  																																															| Equations (978) can reduce 1064 to:
% 63.69/28.72  																																															| (435)  ~ (e1 = e0)
% 63.69/28.72  																																															|
% 63.69/28.72  																																															| Simplifying 435 yields:
% 63.69/28.72  																																															| (233)  ~ (e1 = e0)
% 63.69/28.72  																																															|
% 63.69/28.72  																																															| From (978) and (55) follows:
% 63.69/28.72  																																															| (7585) op(e2, e0) = e0
% 63.69/28.72  																																															|
% 63.69/28.72  																																															+-Applying beta-rule and splitting (56), into two cases.
% 63.69/28.72  																																															|-Branch one:
% 63.69/28.72  																																															| (696) unit = e2
% 63.69/28.72  																																															|
% 63.69/28.72  																																																| From (696) and (244) follows:
% 63.69/28.72  																																																| (264) op(e2, e4) = e4
% 63.69/28.72  																																																|
% 63.69/28.72  																																																| From (696) and (24) follows:
% 63.69/28.72  																																																| (697) op(e2, e3) = e3
% 63.69/28.72  																																																|
% 63.69/28.72  																																																| From (696) and (32) follows:
% 63.69/28.72  																																																| (698) op(e2, e2) = e2
% 63.69/28.72  																																																|
% 63.69/28.72  																																																| From (696) and (42) follows:
% 63.69/28.72  																																																| (1613) op(e0, e2) = e0
% 63.69/28.72  																																																|
% 63.69/28.72  																																																| Instantiating formula (29) with e2, e4, e4, e3 and discharging atoms op(e2, e4) = e4, op(e2, e4) = e3, yields:
% 63.69/28.72  																																																| (425) e4 = e3
% 63.69/28.72  																																																|
% 63.69/28.72  																																																| Instantiating formula (29) with e2, e3, e3, e1 and discharging atoms op(e2, e3) = e3, op(e2, e3) = e1, yields:
% 63.69/28.72  																																																| (455) e3 = e1
% 63.69/28.72  																																																|
% 63.69/28.72  																																																| Instantiating formula (29) with e2, e2, e2, e4 and discharging atoms op(e2, e2) = e4, op(e2, e2) = e2, yields:
% 63.69/28.72  																																																| (323) e4 = e2
% 63.69/28.72  																																																|
% 63.69/28.72  																																																| Instantiating formula (29) with e0, e2, e0, e2 and discharging atoms op(e0, e2) = e2, op(e0, e2) = e0, yields:
% 63.69/28.72  																																																| (330) e2 = e0
% 63.69/28.72  																																																|
% 63.69/28.72  																																																| Combining equations (323,425) yields a new equation:
% 63.69/28.72  																																																| (662) e3 = e2
% 63.69/28.72  																																																|
% 63.69/28.72  																																																| Combining equations (662,455) yields a new equation:
% 63.69/28.72  																																																| (616) e2 = e1
% 63.69/28.72  																																																|
% 63.69/28.72  																																																| Simplifying 616 yields:
% 63.69/28.72  																																																| (617) e2 = e1
% 63.69/28.72  																																																|
% 63.69/28.72  																																																| Combining equations (330,617) yields a new equation:
% 63.69/28.72  																																																| (431) e1 = e0
% 63.69/28.72  																																																|
% 63.69/28.72  																																																| Equations (431) can reduce 233 to:
% 63.69/28.72  																																																| (266) $false
% 63.69/28.72  																																																|
% 63.69/28.72  																																																|-The branch is then unsatisfiable
% 63.69/28.72  																																															|-Branch two:
% 63.69/28.72  																																															| (707)  ~ (unit = e2)
% 63.69/28.72  																																															| (708) unit = e4 | unit = e3 | unit = e1 | unit = e0
% 63.69/28.72  																																															|
% 63.69/28.72  																																																+-Applying beta-rule and splitting (708), into two cases.
% 63.69/28.72  																																																|-Branch one:
% 63.69/28.72  																																																| (709) unit = e4
% 63.69/28.72  																																																|
% 63.69/28.72  																																																	| From (709) and (15) follows:
% 63.69/28.72  																																																	| (22188) op(e4, e2) = e2
% 63.69/28.72  																																																	|
% 63.69/28.72  																																																	| From (709) and (211) follows:
% 63.69/28.72  																																																	| (22527) op(e4, e1) = e1
% 63.69/28.72  																																																	|
% 63.69/28.72  																																																	| From (709) and (32) follows:
% 63.69/28.72  																																																	| (712) op(e2, e4) = e2
% 63.69/28.72  																																																	|
% 63.69/28.72  																																																	| Instantiating formula (29) with e4, e2, e2, e0 and discharging atoms op(e4, e2) = e2, op(e4, e2) = e0, yields:
% 63.69/28.72  																																																	| (330) e2 = e0
% 63.69/28.72  																																																	|
% 63.69/28.72  																																																	| Instantiating formula (29) with e4, e1, e1, e3 and discharging atoms op(e4, e1) = e3, op(e4, e1) = e1, yields:
% 63.69/28.72  																																																	| (455) e3 = e1
% 63.69/28.72  																																																	|
% 63.69/28.72  																																																	| Instantiating formula (29) with e2, e4, e2, e3 and discharging atoms op(e2, e4) = e3, op(e2, e4) = e2, yields:
% 63.69/28.72  																																																	| (662) e3 = e2
% 63.69/28.72  																																																	|
% 63.69/28.72  																																																	| Combining equations (455,662) yields a new equation:
% 63.69/28.72  																																																	| (617) e2 = e1
% 63.69/28.72  																																																	|
% 63.69/28.72  																																																	| Combining equations (617,330) yields a new equation:
% 63.69/28.72  																																																	| (546) e1 = e0
% 63.69/28.72  																																																	|
% 63.69/28.72  																																																	| Simplifying 546 yields:
% 63.69/28.72  																																																	| (431) e1 = e0
% 63.69/28.72  																																																	|
% 63.69/28.72  																																																	| Equations (431) can reduce 233 to:
% 63.69/28.72  																																																	| (266) $false
% 63.69/28.72  																																																	|
% 63.69/28.72  																																																	|-The branch is then unsatisfiable
% 63.69/28.72  																																																|-Branch two:
% 63.69/28.72  																																																| (724)  ~ (unit = e4)
% 63.69/28.72  																																																| (725) unit = e3 | unit = e1 | unit = e0
% 63.69/28.72  																																																|
% 63.69/28.72  																																																	+-Applying beta-rule and splitting (725), into two cases.
% 63.69/28.72  																																																	|-Branch one:
% 63.69/28.72  																																																	| (726) unit = e0
% 63.69/28.72  																																																	|
% 63.69/28.72  																																																		| From (726) and (32) follows:
% 63.69/28.72  																																																		| (727) op(e2, e0) = e2
% 63.69/28.72  																																																		|
% 63.69/28.72  																																																		| From (726) and (28) follows:
% 63.69/28.72  																																																		| (2698) op(e1, e0) = e1
% 63.69/28.72  																																																		|
% 63.69/28.72  																																																		| Instantiating formula (29) with e2, e0, e2, e0 and discharging atoms op(e2, e0) = e2, op(e2, e0) = e0, yields:
% 63.69/28.72  																																																		| (330) e2 = e0
% 63.69/28.72  																																																		|
% 63.69/28.72  																																																		| Instantiating formula (29) with e1, e0, e1, e2 and discharging atoms op(e1, e0) = e2, op(e1, e0) = e1, yields:
% 63.69/28.72  																																																		| (617) e2 = e1
% 63.69/28.72  																																																		|
% 63.69/28.72  																																																		| Combining equations (330,617) yields a new equation:
% 63.69/28.72  																																																		| (431) e1 = e0
% 63.69/28.72  																																																		|
% 63.69/28.72  																																																		| Equations (431) can reduce 233 to:
% 63.69/28.72  																																																		| (266) $false
% 63.69/28.72  																																																		|
% 63.69/28.72  																																																		|-The branch is then unsatisfiable
% 63.69/28.72  																																																	|-Branch two:
% 63.69/28.72  																																																	| (734)  ~ (unit = e0)
% 63.69/28.72  																																																	| (735) unit = e3 | unit = e1
% 63.69/28.72  																																																	|
% 63.69/28.72  																																																		+-Applying beta-rule and splitting (735), into two cases.
% 63.69/28.72  																																																		|-Branch one:
% 63.69/28.72  																																																		| (736) unit = e1
% 63.69/28.72  																																																		|
% 63.69/28.72  																																																			| Equations (736) can reduce 734 to:
% 63.69/28.72  																																																			| (233)  ~ (e1 = e0)
% 63.69/28.72  																																																			|
% 63.69/28.72  																																																			| From (736) and (15) follows:
% 63.69/28.72  																																																			| (515) op(e1, e2) = e2
% 63.69/28.72  																																																			|
% 63.69/28.72  																																																			| From (736) and (209) follows:
% 63.69/28.72  																																																			| (2715) op(e1, e0) = e0
% 63.69/28.72  																																																			|
% 63.69/28.72  																																																			| Instantiating formula (29) with e1, e2, e2, e1 and discharging atoms op(e1, e2) = e2, op(e1, e2) = e1, yields:
% 63.69/28.72  																																																			| (617) e2 = e1
% 63.69/28.72  																																																			|
% 63.69/28.72  																																																			| Instantiating formula (29) with e1, e0, e0, e2 and discharging atoms op(e1, e0) = e2, op(e1, e0) = e0, yields:
% 63.69/28.72  																																																			| (330) e2 = e0
% 63.69/28.72  																																																			|
% 63.69/28.72  																																																			| Combining equations (330,617) yields a new equation:
% 63.69/28.72  																																																			| (431) e1 = e0
% 63.69/28.72  																																																			|
% 63.69/28.72  																																																			| Equations (431) can reduce 233 to:
% 63.69/28.72  																																																			| (266) $false
% 63.69/28.72  																																																			|
% 63.69/28.72  																																																			|-The branch is then unsatisfiable
% 63.69/28.72  																																																		|-Branch two:
% 63.69/28.72  																																																		| (748)  ~ (unit = e1)
% 63.69/28.72  																																																		| (749) unit = e3
% 63.69/28.72  																																																		|
% 63.69/28.72  																																																			| From (749) and (209) follows:
% 63.69/28.72  																																																			| (1667) op(e3, e0) = e0
% 63.69/28.72  																																																			|
% 63.69/28.72  																																																			| Instantiating formula (29) with e3, e0, e0, e1 and discharging atoms op(e3, e0) = e1, op(e3, e0) = e0, yields:
% 63.69/28.72  																																																			| (431) e1 = e0
% 63.69/28.72  																																																			|
% 63.69/28.72  																																																			| Equations (431) can reduce 233 to:
% 63.69/28.72  																																																			| (266) $false
% 63.69/28.72  																																																			|
% 63.69/28.72  																																																			|-The branch is then unsatisfiable
% 63.69/28.72  																																												|-Branch two:
% 63.69/28.72  																																												| (447)  ~ (all_0_40_40 = e4)
% 63.69/28.72  																																												| (485) all_0_40_40 = e0
% 63.69/28.72  																																												|
% 63.69/28.72  																																													| Equations (485) can reduce 1401 to:
% 63.69/28.72  																																													| (266) $false
% 63.69/28.72  																																													|
% 63.69/28.72  																																													|-The branch is then unsatisfiable
% 63.69/28.72  																																											|-Branch two:
% 63.69/28.72  																																											| (252)  ~ (all_0_47_47 = e4)
% 63.69/28.72  																																											| (1793) all_0_47_47 = e3 | all_0_47_47 = e1 | all_0_47_47 = e0
% 63.69/28.72  																																											|
% 63.69/28.73  																																												+-Applying beta-rule and splitting (1793), into two cases.
% 63.69/28.73  																																												|-Branch one:
% 63.69/28.73  																																												| (674) all_0_47_47 = e0
% 63.69/28.73  																																												|
% 63.69/28.73  																																													| Equations (674) can reduce 678 to:
% 63.69/28.73  																																													| (266) $false
% 63.69/28.73  																																													|
% 63.69/28.73  																																													|-The branch is then unsatisfiable
% 63.69/28.73  																																												|-Branch two:
% 63.69/28.73  																																												| (678)  ~ (all_0_47_47 = e0)
% 63.69/28.73  																																												| (1831) all_0_47_47 = e3 | all_0_47_47 = e1
% 63.69/28.73  																																												|
% 63.69/28.73  																																													+-Applying beta-rule and splitting (1831), into two cases.
% 63.69/28.73  																																													|-Branch one:
% 63.69/28.73  																																													| (654) all_0_47_47 = e1
% 63.69/28.73  																																													|
% 63.69/28.73  																																														| Equations (654) can reduce 462 to:
% 63.69/28.73  																																														| (266) $false
% 63.69/28.73  																																														|
% 63.69/28.73  																																														|-The branch is then unsatisfiable
% 63.69/28.73  																																													|-Branch two:
% 63.69/28.73  																																													| (462)  ~ (all_0_47_47 = e1)
% 63.69/28.73  																																													| (522) all_0_47_47 = e3
% 63.69/28.73  																																													|
% 63.69/28.73  																																														| Equations (522) can reduce 1091 to:
% 63.69/28.73  																																														| (266) $false
% 63.69/28.73  																																														|
% 63.69/28.73  																																														|-The branch is then unsatisfiable
% 63.69/28.73  																																								|-Branch two:
% 63.69/28.73  																																								| (484)  ~ (all_0_39_39 = e0)
% 63.69/28.73  																																								| (558) all_0_42_42 = e0 | all_0_47_47 = e0 | all_0_56_56 = e0
% 63.69/28.73  																																								|
% 63.69/28.73  																																									+-Applying beta-rule and splitting (333), into two cases.
% 63.69/28.73  																																									|-Branch one:
% 63.69/28.73  																																									| (480) all_0_39_39 = e0
% 63.69/28.73  																																									|
% 63.69/28.73  																																										| Equations (480) can reduce 484 to:
% 63.69/28.73  																																										| (266) $false
% 63.69/28.73  																																										|
% 63.69/28.73  																																										|-The branch is then unsatisfiable
% 63.69/28.73  																																									|-Branch two:
% 63.69/28.73  																																									| (484)  ~ (all_0_39_39 = e0)
% 63.69/28.73  																																									| (485) all_0_40_40 = e0
% 63.69/28.73  																																									|
% 63.69/28.73  																																										| Equations (485) can reduce 176 to:
% 63.69/28.73  																																										| (484)  ~ (all_0_39_39 = e0)
% 63.69/28.73  																																										|
% 63.69/28.73  																																										| From (485) and (234) follows:
% 63.69/28.73  																																										| (3072) op(e4, e0) = e0
% 63.69/28.73  																																										|
% 63.69/28.73  																																										+-Applying beta-rule and splitting (832), into two cases.
% 63.69/28.73  																																										|-Branch one:
% 63.69/28.73  																																										| (674) all_0_47_47 = e0
% 63.69/28.73  																																										|
% 63.69/28.73  																																											| Equations (674) can reduce 79 to:
% 63.69/28.73  																																											| (484)  ~ (all_0_39_39 = e0)
% 63.69/28.73  																																											|
% 63.69/28.73  																																											| Equations (674) can reduce 462 to:
% 63.69/28.73  																																											| (435)  ~ (e1 = e0)
% 63.69/28.73  																																											|
% 63.69/28.73  																																											| Simplifying 435 yields:
% 63.69/28.73  																																											| (233)  ~ (e1 = e0)
% 63.69/28.73  																																											|
% 63.69/28.73  																																											+-Applying beta-rule and splitting (206), into two cases.
% 63.69/28.73  																																											|-Branch one:
% 63.69/28.73  																																											| (248) all_0_45_45 = e4
% 63.69/28.73  																																											|
% 63.69/28.73  																																												| Combining equations (248,423) yields a new equation:
% 63.69/28.73  																																												| (424) e4 = e3
% 63.69/28.73  																																												|
% 63.69/28.73  																																												| Simplifying 424 yields:
% 63.69/28.73  																																												| (425) e4 = e3
% 63.69/28.73  																																												|
% 63.69/28.73  																																												| Equations (425) can reduce 188 to:
% 63.69/28.73  																																												| (266) $false
% 63.69/28.73  																																												|
% 63.69/28.73  																																												|-The branch is then unsatisfiable
% 63.69/28.73  																																											|-Branch two:
% 63.69/28.73  																																											| (60416)  ~ (all_0_45_45 = e4)
% 63.69/28.73  																																											| (61457) all_0_46_46 = e4 | all_0_47_47 = e4 | all_0_48_48 = e4 | all_0_49_49 = e4
% 63.69/28.73  																																											|
% 63.69/28.73  																																												+-Applying beta-rule and splitting (164), into two cases.
% 63.69/28.73  																																												|-Branch one:
% 63.69/28.73  																																												| (471) all_0_39_39 = e4
% 63.69/28.73  																																												|
% 63.69/28.73  																																													| Equations (471) can reduce 294 to:
% 63.69/28.73  																																													| (48)  ~ (e4 = e2)
% 63.69/28.73  																																													|
% 63.69/28.73  																																													| Equations (471) can reduce 151 to:
% 63.69/28.73  																																													| (110)  ~ (e4 = e1)
% 63.69/28.73  																																													|
% 63.69/28.73  																																													| Equations (471) can reduce 484 to:
% 63.69/28.73  																																													| (49)  ~ (e4 = e0)
% 63.69/28.73  																																													|
% 63.69/28.73  																																													| From (471) and (14) follows:
% 63.69/28.73  																																													| (4284) op(e4, e2) = e4
% 63.69/28.73  																																													|
% 63.69/28.73  																																													+-Applying beta-rule and splitting (150), into two cases.
% 63.69/28.73  																																													|-Branch one:
% 63.69/28.73  																																													| (1378) all_0_40_40 = e4
% 63.69/28.73  																																													|
% 63.69/28.73  																																														| Combining equations (1378,485) yields a new equation:
% 63.69/28.73  																																														| (481) e4 = e0
% 63.69/28.73  																																														|
% 63.69/28.73  																																														| Simplifying 481 yields:
% 63.69/28.73  																																														| (397) e4 = e0
% 63.69/28.73  																																														|
% 63.69/28.73  																																														| Equations (397) can reduce 49 to:
% 63.69/28.73  																																														| (266) $false
% 63.69/28.73  																																														|
% 63.69/28.73  																																														|-The branch is then unsatisfiable
% 63.69/28.73  																																													|-Branch two:
% 63.69/28.73  																																													| (447)  ~ (all_0_40_40 = e4)
% 63.69/28.73  																																													| (2271) all_0_44_44 = e4 | all_0_49_49 = e4 | all_0_53_53 = e4 | all_0_58_58 = e4
% 63.69/28.73  																																													|
% 63.69/28.73  																																														| Equations (485) can reduce 447 to:
% 63.69/28.73  																																														| (401)  ~ (e4 = e0)
% 63.69/28.73  																																														|
% 63.69/28.73  																																														| Simplifying 401 yields:
% 63.69/28.73  																																														| (49)  ~ (e4 = e0)
% 63.69/28.73  																																														|
% 63.69/28.73  																																														+-Applying beta-rule and splitting (61457), into two cases.
% 63.69/28.73  																																														|-Branch one:
% 63.69/28.73  																																														| (770) all_0_46_46 = e4
% 63.69/28.73  																																														|
% 63.69/28.73  																																															| Combining equations (545,770) yields a new equation:
% 63.69/28.73  																																															| (630) e4 = e1
% 63.69/28.73  																																															|
% 63.69/28.73  																																															| Equations (630) can reduce 110 to:
% 63.69/28.73  																																															| (266) $false
% 63.69/28.73  																																															|
% 63.69/28.73  																																															|-The branch is then unsatisfiable
% 63.69/28.73  																																														|-Branch two:
% 63.69/28.73  																																														| (250)  ~ (all_0_46_46 = e4)
% 63.69/28.73  																																														| (61466) all_0_47_47 = e4 | all_0_48_48 = e4 | all_0_49_49 = e4
% 63.69/28.73  																																														|
% 63.69/28.73  																																															+-Applying beta-rule and splitting (61466), into two cases.
% 63.69/28.73  																																															|-Branch one:
% 63.69/28.73  																																															| (1790) all_0_47_47 = e4
% 63.69/28.73  																																															|
% 63.69/28.73  																																																| Combining equations (674,1790) yields a new equation:
% 63.69/28.73  																																																| (397) e4 = e0
% 63.69/28.73  																																																|
% 63.69/28.73  																																																| Equations (397) can reduce 49 to:
% 63.69/28.73  																																																| (266) $false
% 63.69/28.73  																																																|
% 63.69/28.73  																																																|-The branch is then unsatisfiable
% 63.69/28.73  																																															|-Branch two:
% 63.69/28.73  																																															| (252)  ~ (all_0_47_47 = e4)
% 63.69/28.73  																																															| (61479) all_0_48_48 = e4 | all_0_49_49 = e4
% 63.69/28.73  																																															|
% 63.69/28.74  																																																+-Applying beta-rule and splitting (61479), into two cases.
% 63.69/28.74  																																																|-Branch one:
% 63.69/28.74  																																																| (943) all_0_48_48 = e4
% 63.69/28.74  																																																|
% 63.69/28.74  																																																	| Combining equations (335,943) yields a new equation:
% 63.69/28.74  																																																	| (323) e4 = e2
% 63.69/28.74  																																																	|
% 63.69/28.74  																																																	| Equations (323) can reduce 48 to:
% 63.69/28.74  																																																	| (266) $false
% 63.69/28.74  																																																	|
% 63.69/28.74  																																																	|-The branch is then unsatisfiable
% 63.69/28.74  																																																|-Branch two:
% 63.69/28.74  																																																| (254)  ~ (all_0_48_48 = e4)
% 63.69/28.74  																																																| (974) all_0_49_49 = e4
% 63.69/28.74  																																																|
% 63.69/28.74  																																																	| From (974) and (55) follows:
% 63.69/28.74  																																																	| (61486) op(e2, e0) = e4
% 63.69/28.74  																																																	|
% 63.69/28.74  																																																	+-Applying beta-rule and splitting (56), into two cases.
% 63.69/28.74  																																																	|-Branch one:
% 63.69/28.74  																																																	| (696) unit = e2
% 63.69/28.74  																																																	|
% 63.69/28.74  																																																		| From (696) and (211) follows:
% 63.69/28.74  																																																		| (1612) op(e2, e1) = e1
% 63.69/28.74  																																																		|
% 63.69/28.74  																																																		| From (696) and (42) follows:
% 63.78/28.74  																																																		| (1613) op(e0, e2) = e0
% 63.78/28.74  																																																		|
% 63.78/28.74  																																																		| Instantiating formula (29) with e2, e1, e1, e2 and discharging atoms op(e2, e1) = e2, op(e2, e1) = e1, yields:
% 63.78/28.74  																																																		| (617) e2 = e1
% 63.78/28.74  																																																		|
% 63.78/28.74  																																																		| Instantiating formula (29) with e0, e2, e0, e2 and discharging atoms op(e0, e2) = e2, op(e0, e2) = e0, yields:
% 63.78/28.74  																																																		| (330) e2 = e0
% 63.78/28.74  																																																		|
% 63.78/28.74  																																																		| Combining equations (617,330) yields a new equation:
% 63.78/28.74  																																																		| (546) e1 = e0
% 63.78/28.74  																																																		|
% 63.78/28.74  																																																		| Simplifying 546 yields:
% 63.78/28.74  																																																		| (431) e1 = e0
% 63.78/28.74  																																																		|
% 63.78/28.74  																																																		| Equations (431) can reduce 233 to:
% 63.78/28.74  																																																		| (266) $false
% 63.78/28.74  																																																		|
% 63.78/28.74  																																																		|-The branch is then unsatisfiable
% 63.78/28.74  																																																	|-Branch two:
% 63.78/28.74  																																																	| (707)  ~ (unit = e2)
% 63.78/28.74  																																																	| (708) unit = e4 | unit = e3 | unit = e1 | unit = e0
% 63.78/28.74  																																																	|
% 63.78/28.74  																																																		+-Applying beta-rule and splitting (708), into two cases.
% 63.78/28.74  																																																		|-Branch one:
% 63.78/28.74  																																																		| (709) unit = e4
% 63.78/28.74  																																																		|
% 63.78/28.74  																																																			| From (709) and (15) follows:
% 63.78/28.74  																																																			| (22188) op(e4, e2) = e2
% 63.78/28.74  																																																			|
% 63.78/28.74  																																																			| From (709) and (211) follows:
% 63.78/28.74  																																																			| (22527) op(e4, e1) = e1
% 63.78/28.74  																																																			|
% 63.78/28.74  																																																			| From (709) and (32) follows:
% 63.78/28.74  																																																			| (712) op(e2, e4) = e2
% 63.78/28.74  																																																			|
% 63.78/28.74  																																																			| From (709) and (42) follows:
% 63.78/28.74  																																																			| (713) op(e0, e4) = e0
% 63.78/28.74  																																																			|
% 63.78/28.74  																																																			| Instantiating formula (29) with e4, e2, e2, e4 and discharging atoms op(e4, e2) = e4, op(e4, e2) = e2, yields:
% 63.78/28.74  																																																			| (323) e4 = e2
% 63.78/28.74  																																																			|
% 63.78/28.74  																																																			| Instantiating formula (29) with e4, e1, e1, e3 and discharging atoms op(e4, e1) = e3, op(e4, e1) = e1, yields:
% 63.78/28.74  																																																			| (455) e3 = e1
% 63.78/28.74  																																																			|
% 63.78/28.74  																																																			| Instantiating formula (29) with e2, e4, e2, e3 and discharging atoms op(e2, e4) = e3, op(e2, e4) = e2, yields:
% 63.78/28.74  																																																			| (662) e3 = e2
% 63.78/28.74  																																																			|
% 63.78/28.74  																																																			| Instantiating formula (29) with e0, e4, e0, e4 and discharging atoms op(e0, e4) = e4, op(e0, e4) = e0, yields:
% 63.78/28.74  																																																			| (397) e4 = e0
% 63.78/28.74  																																																			|
% 63.78/28.74  																																																			| Combining equations (323,397) yields a new equation:
% 63.78/28.74  																																																			| (391) e2 = e0
% 63.78/28.74  																																																			|
% 63.78/28.74  																																																			| Simplifying 391 yields:
% 63.78/28.74  																																																			| (330) e2 = e0
% 63.78/28.74  																																																			|
% 63.78/28.74  																																																			| Combining equations (455,662) yields a new equation:
% 63.78/28.74  																																																			| (617) e2 = e1
% 63.78/28.74  																																																			|
% 63.78/28.74  																																																			| Combining equations (617,330) yields a new equation:
% 63.78/28.74  																																																			| (546) e1 = e0
% 63.78/28.74  																																																			|
% 63.78/28.74  																																																			| Simplifying 546 yields:
% 63.78/28.74  																																																			| (431) e1 = e0
% 63.78/28.74  																																																			|
% 63.78/28.74  																																																			| Equations (431) can reduce 233 to:
% 63.78/28.74  																																																			| (266) $false
% 63.78/28.74  																																																			|
% 63.78/28.74  																																																			|-The branch is then unsatisfiable
% 63.78/28.74  																																																		|-Branch two:
% 63.78/28.74  																																																		| (724)  ~ (unit = e4)
% 63.78/28.74  																																																		| (725) unit = e3 | unit = e1 | unit = e0
% 63.78/28.74  																																																		|
% 63.78/28.74  																																																			+-Applying beta-rule and splitting (725), into two cases.
% 63.78/28.74  																																																			|-Branch one:
% 63.78/28.74  																																																			| (726) unit = e0
% 63.78/28.74  																																																			|
% 63.78/28.74  																																																				| From (726) and (227) follows:
% 63.78/28.74  																																																				| (3205) op(e4, e0) = e4
% 63.78/28.74  																																																				|
% 63.78/28.74  																																																				| From (726) and (32) follows:
% 63.78/28.74  																																																				| (727) op(e2, e0) = e2
% 63.78/28.74  																																																				|
% 63.78/28.74  																																																				| From (726) and (28) follows:
% 63.78/28.74  																																																				| (2698) op(e1, e0) = e1
% 63.78/28.74  																																																				|
% 63.78/28.74  																																																				| Instantiating formula (29) with e4, e0, e4, e0 and discharging atoms op(e4, e0) = e4, op(e4, e0) = e0, yields:
% 63.78/28.74  																																																				| (397) e4 = e0
% 63.78/28.74  																																																				|
% 63.78/28.74  																																																				| Instantiating formula (29) with e2, e0, e2, e4 and discharging atoms op(e2, e0) = e4, op(e2, e0) = e2, yields:
% 63.78/28.74  																																																				| (323) e4 = e2
% 63.78/28.74  																																																				|
% 63.78/28.74  																																																				| Instantiating formula (29) with e1, e0, e1, e2 and discharging atoms op(e1, e0) = e2, op(e1, e0) = e1, yields:
% 63.78/28.74  																																																				| (617) e2 = e1
% 63.78/28.74  																																																				|
% 63.78/28.74  																																																				| Combining equations (323,397) yields a new equation:
% 63.78/28.74  																																																				| (391) e2 = e0
% 63.78/28.74  																																																				|
% 63.78/28.74  																																																				| Simplifying 391 yields:
% 63.78/28.74  																																																				| (330) e2 = e0
% 63.78/28.74  																																																				|
% 63.78/28.74  																																																				| Combining equations (617,330) yields a new equation:
% 63.78/28.74  																																																				| (546) e1 = e0
% 63.78/28.74  																																																				|
% 63.78/28.74  																																																				| Simplifying 546 yields:
% 63.78/28.74  																																																				| (431) e1 = e0
% 63.78/28.74  																																																				|
% 63.78/28.74  																																																				| Equations (431) can reduce 233 to:
% 63.78/28.74  																																																				| (266) $false
% 63.78/28.74  																																																				|
% 63.78/28.74  																																																				|-The branch is then unsatisfiable
% 63.78/28.74  																																																			|-Branch two:
% 63.78/28.74  																																																			| (734)  ~ (unit = e0)
% 63.78/28.74  																																																			| (735) unit = e3 | unit = e1
% 63.78/28.74  																																																			|
% 63.78/28.74  																																																				+-Applying beta-rule and splitting (735), into two cases.
% 63.78/28.74  																																																				|-Branch one:
% 63.78/28.74  																																																				| (736) unit = e1
% 63.78/28.74  																																																				|
% 63.78/28.74  																																																					| Equations (736) can reduce 734 to:
% 63.78/28.74  																																																					| (233)  ~ (e1 = e0)
% 63.78/28.74  																																																					|
% 63.78/28.74  																																																					| From (736) and (15) follows:
% 63.78/28.74  																																																					| (515) op(e1, e2) = e2
% 63.78/28.74  																																																					|
% 63.78/28.74  																																																					| From (736) and (209) follows:
% 63.78/28.74  																																																					| (2715) op(e1, e0) = e0
% 63.78/28.74  																																																					|
% 63.78/28.74  																																																					| Instantiating formula (29) with e1, e2, e2, e1 and discharging atoms op(e1, e2) = e2, op(e1, e2) = e1, yields:
% 63.78/28.74  																																																					| (617) e2 = e1
% 63.78/28.74  																																																					|
% 63.78/28.74  																																																					| Instantiating formula (29) with e1, e0, e0, e2 and discharging atoms op(e1, e0) = e2, op(e1, e0) = e0, yields:
% 63.78/28.74  																																																					| (330) e2 = e0
% 63.78/28.74  																																																					|
% 63.78/28.74  																																																					| Combining equations (330,617) yields a new equation:
% 63.78/28.74  																																																					| (431) e1 = e0
% 63.78/28.74  																																																					|
% 63.78/28.74  																																																					| Equations (431) can reduce 233 to:
% 63.78/28.74  																																																					| (266) $false
% 63.78/28.74  																																																					|
% 63.78/28.74  																																																					|-The branch is then unsatisfiable
% 63.78/28.74  																																																				|-Branch two:
% 63.78/28.74  																																																				| (748)  ~ (unit = e1)
% 63.78/28.74  																																																				| (749) unit = e3
% 63.78/28.74  																																																				|
% 63.78/28.74  																																																					| From (749) and (209) follows:
% 63.78/28.74  																																																					| (1667) op(e3, e0) = e0
% 63.78/28.74  																																																					|
% 63.78/28.74  																																																					| Instantiating formula (29) with e3, e0, e0, e1 and discharging atoms op(e3, e0) = e1, op(e3, e0) = e0, yields:
% 63.78/28.74  																																																					| (431) e1 = e0
% 63.78/28.74  																																																					|
% 63.78/28.74  																																																					| Equations (431) can reduce 233 to:
% 63.78/28.74  																																																					| (266) $false
% 63.78/28.74  																																																					|
% 63.78/28.74  																																																					|-The branch is then unsatisfiable
% 63.78/28.74  																																												|-Branch two:
% 63.78/28.74  																																												| (1377)  ~ (all_0_39_39 = e4)
% 63.78/28.74  																																												| (2115) all_0_42_42 = e4 | all_0_47_47 = e4 | all_0_51_51 = e4 | all_0_56_56 = e4
% 63.78/28.74  																																												|
% 63.78/28.74  																																													+-Applying beta-rule and splitting (320), into two cases.
% 63.78/28.74  																																													|-Branch one:
% 63.78/28.74  																																													| (471) all_0_39_39 = e4
% 63.78/28.74  																																													|
% 63.78/28.74  																																														| Equations (471) can reduce 1377 to:
% 63.78/28.74  																																														| (266) $false
% 63.78/28.74  																																														|
% 63.78/28.74  																																														|-The branch is then unsatisfiable
% 63.78/28.74  																																													|-Branch two:
% 63.78/28.74  																																													| (1377)  ~ (all_0_39_39 = e4)
% 63.78/28.74  																																													| (480) all_0_39_39 = e0
% 63.78/28.74  																																													|
% 63.78/28.74  																																														| Equations (480) can reduce 484 to:
% 63.78/28.74  																																														| (266) $false
% 63.78/28.74  																																														|
% 63.78/28.74  																																														|-The branch is then unsatisfiable
% 63.78/28.75  																																										|-Branch two:
% 63.78/28.75  																																										| (678)  ~ (all_0_47_47 = e0)
% 63.78/28.75  																																										| (1278) all_0_48_48 = e0 | all_0_49_49 = e0
% 63.78/28.75  																																										|
% 63.78/28.75  																																											+-Applying beta-rule and splitting (105), into two cases.
% 63.78/28.75  																																											|-Branch one:
% 63.78/28.75  																																											| (1105) all_0_47_47 = e2
% 63.78/28.75  																																											|
% 63.78/28.75  																																												| Equations (1105) can reduce 338 to:
% 63.78/28.75  																																												| (266) $false
% 63.78/28.75  																																												|
% 63.78/28.75  																																												|-The branch is then unsatisfiable
% 63.78/28.75  																																											|-Branch two:
% 63.78/28.75  																																											| (338)  ~ (all_0_47_47 = e2)
% 63.78/28.75  																																											| (1789) all_0_47_47 = e4 | all_0_47_47 = e3 | all_0_47_47 = e1 | all_0_47_47 = e0
% 63.78/28.75  																																											|
% 63.78/28.75  																																												+-Applying beta-rule and splitting (320), into two cases.
% 63.78/28.75  																																												|-Branch one:
% 63.78/28.75  																																												| (471) all_0_39_39 = e4
% 63.78/28.75  																																												|
% 63.78/28.75  																																													| Equations (471) can reduce 79 to:
% 63.78/28.75  																																													| (251)  ~ (all_0_47_47 = e4)
% 63.78/28.75  																																													|
% 63.78/28.75  																																													| Simplifying 251 yields:
% 63.78/28.75  																																													| (252)  ~ (all_0_47_47 = e4)
% 63.78/28.75  																																													|
% 63.78/28.75  																																													+-Applying beta-rule and splitting (1789), into two cases.
% 63.78/28.75  																																													|-Branch one:
% 63.78/28.75  																																													| (1790) all_0_47_47 = e4
% 63.78/28.75  																																													|
% 63.78/28.75  																																														| Equations (1790) can reduce 252 to:
% 63.78/28.75  																																														| (266) $false
% 63.78/28.75  																																														|
% 63.78/28.75  																																														|-The branch is then unsatisfiable
% 63.78/28.75  																																													|-Branch two:
% 63.78/28.75  																																													| (252)  ~ (all_0_47_47 = e4)
% 63.78/28.75  																																													| (1793) all_0_47_47 = e3 | all_0_47_47 = e1 | all_0_47_47 = e0
% 63.78/28.75  																																													|
% 63.78/28.75  																																														+-Applying beta-rule and splitting (1793), into two cases.
% 63.78/28.75  																																														|-Branch one:
% 63.78/28.75  																																														| (674) all_0_47_47 = e0
% 63.78/28.75  																																														|
% 63.78/28.75  																																															| Equations (674) can reduce 678 to:
% 63.78/28.75  																																															| (266) $false
% 63.78/28.75  																																															|
% 63.78/28.75  																																															|-The branch is then unsatisfiable
% 63.78/28.75  																																														|-Branch two:
% 63.78/28.75  																																														| (678)  ~ (all_0_47_47 = e0)
% 63.78/28.75  																																														| (1831) all_0_47_47 = e3 | all_0_47_47 = e1
% 63.78/28.75  																																														|
% 63.78/28.75  																																															+-Applying beta-rule and splitting (1831), into two cases.
% 63.78/28.75  																																															|-Branch one:
% 63.78/28.75  																																															| (654) all_0_47_47 = e1
% 63.78/28.75  																																															|
% 63.78/28.75  																																																| Equations (654) can reduce 462 to:
% 63.78/28.75  																																																| (266) $false
% 63.78/28.75  																																																|
% 63.78/28.75  																																																|-The branch is then unsatisfiable
% 63.78/28.75  																																															|-Branch two:
% 63.78/28.75  																																															| (462)  ~ (all_0_47_47 = e1)
% 63.78/28.75  																																															| (522) all_0_47_47 = e3
% 63.78/28.75  																																															|
% 63.78/28.75  																																																| Equations (522) can reduce 1091 to:
% 63.78/28.75  																																																| (266) $false
% 63.78/28.75  																																																|
% 63.78/28.75  																																																|-The branch is then unsatisfiable
% 63.78/28.75  																																												|-Branch two:
% 63.78/28.75  																																												| (1377)  ~ (all_0_39_39 = e4)
% 63.78/28.75  																																												| (480) all_0_39_39 = e0
% 63.78/28.75  																																												|
% 63.78/28.75  																																													| Equations (480) can reduce 484 to:
% 63.78/28.75  																																													| (266) $false
% 63.78/28.75  																																													|
% 63.78/28.75  																																													|-The branch is then unsatisfiable
% 63.78/28.75  																																						|-Branch two:
% 63.78/28.75  																																						| (549)  ~ (all_0_46_46 = e1)
% 63.78/28.75  																																						| (550) all_0_47_47 = e1 | all_0_48_48 = e1 | all_0_49_49 = e1
% 63.78/28.75  																																						|
% 63.78/28.75  																																							+-Applying beta-rule and splitting (595), into two cases.
% 63.78/28.75  																																							|-Branch one:
% 63.78/28.75  																																							| (545) all_0_46_46 = e1
% 63.78/28.75  																																							|
% 63.78/28.75  																																								| Equations (545) can reduce 549 to:
% 63.78/28.75  																																								| (266) $false
% 63.78/28.75  																																								|
% 63.78/28.75  																																								|-The branch is then unsatisfiable
% 63.78/28.75  																																							|-Branch two:
% 63.78/28.75  																																							| (549)  ~ (all_0_46_46 = e1)
% 63.78/28.75  																																							| (600) all_0_50_50 = e1 | all_0_55_55 = e1
% 63.78/28.75  																																							|
% 63.78/28.75  																																								+-Applying beta-rule and splitting (600), into two cases.
% 63.78/28.75  																																								|-Branch one:
% 63.78/28.75  																																								| (601) all_0_50_50 = e1
% 63.78/28.75  																																								|
% 63.78/28.75  																																									| Combining equations (415,601) yields a new equation:
% 63.78/28.75  																																									| (454) e3 = e1
% 63.78/28.75  																																									|
% 63.78/28.75  																																									| Simplifying 454 yields:
% 63.78/28.75  																																									| (455) e3 = e1
% 63.78/28.75  																																									|
% 63.78/28.75  																																									| Equations (455) can reduce 213 to:
% 63.78/28.75  																																									| (266) $false
% 63.78/28.75  																																									|
% 63.78/28.75  																																									|-The branch is then unsatisfiable
% 63.78/28.75  																																								|-Branch two:
% 63.78/28.75  																																								| (759)  ~ (all_0_50_50 = e1)
% 63.78/28.75  																																								| (629) all_0_55_55 = e1
% 63.78/28.75  																																								|
% 63.78/28.75  																																									| Combining equations (858,629) yields a new equation:
% 63.78/28.75  																																									| (431) e1 = e0
% 63.78/28.75  																																									|
% 63.78/28.75  																																									| Equations (431) can reduce 233 to:
% 63.78/28.75  																																									| (266) $false
% 63.78/28.75  																																									|
% 63.78/28.75  																																									|-The branch is then unsatisfiable
% 63.78/28.75  																																	|-Branch two:
% 63.78/28.75  																																	| (440)  ~ (all_0_41_41 = e4)
% 63.78/28.75  																																	| (4049) all_0_41_41 = e3 | all_0_41_41 = e1 | all_0_41_41 = e0
% 63.78/28.75  																																	|
% 63.78/28.75  																																		+-Applying beta-rule and splitting (64), into two cases.
% 63.78/28.75  																																		|-Branch one:
% 63.78/28.75  																																		| (437) all_0_41_41 = e4
% 63.78/28.75  																																		|
% 63.78/28.75  																																			| Equations (437) can reduce 440 to:
% 63.78/28.75  																																			| (266) $false
% 63.78/28.75  																																			|
% 63.78/28.75  																																			|-The branch is then unsatisfiable
% 63.78/28.75  																																		|-Branch two:
% 63.78/28.75  																																		| (440)  ~ (all_0_41_41 = e4)
% 63.78/28.75  																																		| (441) all_0_42_42 = e4 | all_0_43_43 = e4 | all_0_44_44 = e4
% 63.78/28.75  																																		|
% 63.78/28.75  																																			+-Applying beta-rule and splitting (62), into two cases.
% 63.78/28.75  																																			|-Branch one:
% 63.78/28.75  																																			| (321) all_0_38_38 = e4
% 63.78/28.75  																																			|
% 63.78/28.75  																																				| Combining equations (321,292) yields a new equation:
% 63.78/28.75  																																				| (322) e4 = e2
% 63.78/28.75  																																				|
% 63.78/28.75  																																				| Simplifying 322 yields:
% 63.78/28.75  																																				| (323) e4 = e2
% 63.78/28.75  																																				|
% 63.78/28.75  																																				| Equations (323) can reduce 48 to:
% 63.78/28.75  																																				| (266) $false
% 63.78/28.75  																																				|
% 63.78/28.75  																																				|-The branch is then unsatisfiable
% 63.78/28.75  																																			|-Branch two:
% 63.78/28.75  																																			| (325)  ~ (all_0_38_38 = e4)
% 63.78/28.75  																																			| (582) all_0_41_41 = e4 | all_0_46_46 = e4 | all_0_50_50 = e4 | all_0_55_55 = e4
% 63.78/28.75  																																			|
% 63.78/28.75  																																				+-Applying beta-rule and splitting (441), into two cases.
% 63.78/28.75  																																				|-Branch one:
% 63.78/28.75  																																				| (1392) all_0_42_42 = e4
% 63.78/28.75  																																				|
% 63.78/28.75  																																					| Combining equations (1392,516) yields a new equation:
% 63.78/28.75  																																					| (424) e4 = e3
% 63.78/28.75  																																					|
% 63.78/28.75  																																					| Simplifying 424 yields:
% 63.78/28.75  																																					| (425) e4 = e3
% 63.78/28.75  																																					|
% 63.78/28.75  																																					| Equations (425) can reduce 188 to:
% 63.78/28.75  																																					| (266) $false
% 63.78/28.75  																																					|
% 63.78/28.75  																																					|-The branch is then unsatisfiable
% 63.78/28.75  																																				|-Branch two:
% 63.78/28.75  																																				| (1890)  ~ (all_0_42_42 = e4)
% 63.78/28.75  																																				| (1891) all_0_43_43 = e4 | all_0_44_44 = e4
% 63.78/28.75  																																				|
% 63.78/28.75  																																					| Equations (516) can reduce 1890 to:
% 63.78/28.75  																																					| (277)  ~ (e4 = e3)
% 63.78/28.75  																																					|
% 63.78/28.75  																																					| Simplifying 277 yields:
% 63.78/28.75  																																					| (188)  ~ (e4 = e3)
% 63.78/28.75  																																					|
% 63.78/28.75  																																					+-Applying beta-rule and splitting (582), into two cases.
% 63.78/28.75  																																					|-Branch one:
% 63.78/28.75  																																					| (437) all_0_41_41 = e4
% 63.78/28.75  																																					|
% 63.78/28.75  																																						| Equations (437) can reduce 440 to:
% 63.78/28.75  																																						| (266) $false
% 63.78/28.75  																																						|
% 63.78/28.75  																																						|-The branch is then unsatisfiable
% 63.78/28.75  																																					|-Branch two:
% 63.78/28.75  																																					| (440)  ~ (all_0_41_41 = e4)
% 63.78/28.75  																																					| (769) all_0_46_46 = e4 | all_0_50_50 = e4 | all_0_55_55 = e4
% 63.78/28.75  																																					|
% 63.78/28.75  																																						+-Applying beta-rule and splitting (769), into two cases.
% 63.78/28.75  																																						|-Branch one:
% 63.78/28.75  																																						| (770) all_0_46_46 = e4
% 63.78/28.75  																																						|
% 63.78/28.75  																																							| Equations (770) can reduce 19 to:
% 63.78/28.75  																																							| (251)  ~ (all_0_47_47 = e4)
% 63.78/28.75  																																							|
% 63.78/28.75  																																							| Simplifying 251 yields:
% 63.78/28.75  																																							| (252)  ~ (all_0_47_47 = e4)
% 63.78/28.75  																																							|
% 63.78/28.75  																																							| Equations (770) can reduce 831 to:
% 63.78/28.75  																																							| (49)  ~ (e4 = e0)
% 63.78/28.75  																																							|
% 63.78/28.75  																																							| From (770) and (120) follows:
% 63.78/28.75  																																							| (72494) op(e2, e3) = e4
% 63.78/28.75  																																							|
% 63.78/28.75  																																							+-Applying beta-rule and splitting (105), into two cases.
% 63.78/28.75  																																							|-Branch one:
% 63.78/28.75  																																							| (1105) all_0_47_47 = e2
% 63.78/28.75  																																							|
% 63.78/28.75  																																								| Equations (1105) can reduce 338 to:
% 63.78/28.75  																																								| (266) $false
% 63.78/28.75  																																								|
% 63.78/28.75  																																								|-The branch is then unsatisfiable
% 63.78/28.75  																																							|-Branch two:
% 63.78/28.75  																																							| (338)  ~ (all_0_47_47 = e2)
% 63.78/28.75  																																							| (1789) all_0_47_47 = e4 | all_0_47_47 = e3 | all_0_47_47 = e1 | all_0_47_47 = e0
% 63.78/28.75  																																							|
% 63.78/28.75  																																								+-Applying beta-rule and splitting (4049), into two cases.
% 63.78/28.75  																																								|-Branch one:
% 63.78/28.75  																																								| (794) all_0_41_41 = e0
% 63.78/28.75  																																								|
% 63.78/28.75  																																									| Equations (794) can reduce 357 to:
% 63.78/28.75  																																									| (266) $false
% 63.78/28.75  																																									|
% 63.78/28.75  																																									|-The branch is then unsatisfiable
% 63.78/28.75  																																								|-Branch two:
% 63.78/28.75  																																								| (357)  ~ (all_0_41_41 = e0)
% 63.78/28.75  																																								| (4053) all_0_41_41 = e3 | all_0_41_41 = e1
% 63.78/28.75  																																								|
% 63.78/28.75  																																									+-Applying beta-rule and splitting (1789), into two cases.
% 63.78/28.75  																																									|-Branch one:
% 63.78/28.75  																																									| (1790) all_0_47_47 = e4
% 63.78/28.75  																																									|
% 63.78/28.75  																																										| Equations (1790) can reduce 252 to:
% 63.78/28.75  																																										| (266) $false
% 63.78/28.75  																																										|
% 63.78/28.75  																																										|-The branch is then unsatisfiable
% 63.78/28.75  																																									|-Branch two:
% 63.78/28.75  																																									| (252)  ~ (all_0_47_47 = e4)
% 63.78/28.75  																																									| (1793) all_0_47_47 = e3 | all_0_47_47 = e1 | all_0_47_47 = e0
% 63.78/28.75  																																									|
% 63.78/28.75  																																										+-Applying beta-rule and splitting (1891), into two cases.
% 63.78/28.75  																																										|-Branch one:
% 63.78/28.75  																																										| (396) all_0_43_43 = e4
% 63.78/28.75  																																										|
% 63.78/28.75  																																											| Combining equations (396,356) yields a new equation:
% 63.78/28.75  																																											| (481) e4 = e0
% 63.78/28.75  																																											|
% 63.78/28.75  																																											| Simplifying 481 yields:
% 63.78/28.75  																																											| (397) e4 = e0
% 63.78/28.75  																																											|
% 63.78/28.75  																																											| Equations (397) can reduce 49 to:
% 63.78/28.75  																																											| (266) $false
% 63.78/28.75  																																											|
% 63.78/28.75  																																											|-The branch is then unsatisfiable
% 63.78/28.75  																																										|-Branch two:
% 63.78/28.75  																																										| (399)  ~ (all_0_43_43 = e4)
% 63.78/28.75  																																										| (446) all_0_44_44 = e4
% 63.78/28.75  																																										|
% 63.78/28.75  																																											| Equations (446) can reduce 149 to:
% 63.78/28.75  																																											| (440)  ~ (all_0_41_41 = e4)
% 63.78/28.75  																																											|
% 63.78/28.75  																																											| Equations (446) can reduce 9 to:
% 63.78/28.75  																																											| (255)  ~ (all_0_49_49 = e4)
% 63.78/28.75  																																											|
% 63.78/28.75  																																											| Simplifying 255 yields:
% 63.78/28.75  																																											| (256)  ~ (all_0_49_49 = e4)
% 63.78/28.75  																																											|
% 63.78/28.75  																																											| From (446) and (138) follows:
% 63.78/28.75  																																											| (4646) op(e3, e0) = e4
% 63.78/28.75  																																											|
% 63.78/28.75  																																											+-Applying beta-rule and splitting (18), into two cases.
% 63.78/28.75  																																											|-Branch one:
% 63.78/28.75  																																											| (453) all_0_41_41 = e1
% 63.78/28.75  																																											|
% 63.78/28.75  																																												| Equations (453) can reduce 440 to:
% 63.78/28.75  																																												| (602)  ~ (e4 = e1)
% 63.78/28.75  																																												|
% 63.78/28.75  																																												| Simplifying 602 yields:
% 63.78/28.75  																																												| (110)  ~ (e4 = e1)
% 63.78/28.75  																																												|
% 63.78/28.75  																																												| Equations (453) can reduce 85 to:
% 63.78/28.75  																																												| (604)  ~ (e2 = e1)
% 63.78/28.75  																																												|
% 63.78/28.75  																																												| Simplifying 604 yields:
% 63.78/28.75  																																												| (122)  ~ (e2 = e1)
% 63.78/28.75  																																												|
% 63.78/28.75  																																												+-Applying beta-rule and splitting (1793), into two cases.
% 63.78/28.75  																																												|-Branch one:
% 63.78/28.75  																																												| (674) all_0_47_47 = e0
% 63.78/28.75  																																												|
% 63.78/28.75  																																													| Equations (674) can reduce 79 to:
% 63.78/28.75  																																													| (484)  ~ (all_0_39_39 = e0)
% 63.78/28.75  																																													|
% 63.78/28.75  																																													+-Applying beta-rule and splitting (320), into two cases.
% 63.78/28.75  																																													|-Branch one:
% 63.78/28.75  																																													| (471) all_0_39_39 = e4
% 63.78/28.75  																																													|
% 63.78/28.75  																																														| Equations (471) can reduce 176 to:
% 63.78/28.75  																																														| (7398)  ~ (all_0_40_40 = e4)
% 63.78/28.75  																																														|
% 63.78/28.75  																																														| Simplifying 7398 yields:
% 63.78/28.75  																																														| (447)  ~ (all_0_40_40 = e4)
% 63.78/28.75  																																														|
% 63.78/28.75  																																														| Equations (471) can reduce 151 to:
% 63.78/28.75  																																														| (110)  ~ (e4 = e1)
% 63.78/28.75  																																														|
% 63.78/28.75  																																														| From (471) and (14) follows:
% 63.78/28.75  																																														| (4284) op(e4, e2) = e4
% 63.78/28.75  																																														|
% 63.78/28.75  																																														+-Applying beta-rule and splitting (112), into two cases.
% 63.78/28.75  																																														|-Branch one:
% 63.78/28.75  																																														| (635) all_0_44_44 = e1
% 63.78/28.75  																																														|
% 63.78/28.75  																																															| Combining equations (446,635) yields a new equation:
% 63.78/28.75  																																															| (636) e4 = e1
% 63.78/28.75  																																															|
% 63.78/28.75  																																															| Simplifying 636 yields:
% 63.78/28.75  																																															| (630) e4 = e1
% 63.78/28.75  																																															|
% 63.78/28.75  																																															| Equations (630) can reduce 110 to:
% 63.78/28.75  																																															| (266) $false
% 63.78/28.75  																																															|
% 63.78/28.75  																																															|-The branch is then unsatisfiable
% 63.78/28.75  																																														|-Branch two:
% 63.78/28.75  																																														| (639)  ~ (all_0_44_44 = e1)
% 63.78/28.75  																																														| (640) all_0_49_49 = e1 | all_0_53_53 = e1 | all_0_58_58 = e1
% 63.78/28.75  																																														|
% 63.78/28.75  																																															+-Applying beta-rule and splitting (75), into two cases.
% 63.78/28.75  																																															|-Branch one:
% 63.78/28.75  																																															| (485) all_0_40_40 = e0
% 63.78/28.75  																																															|
% 63.78/28.75  																																																| Equations (485) can reduce 200 to:
% 63.78/28.75  																																																| (486)  ~ (all_0_49_49 = e0)
% 63.78/28.75  																																																|
% 63.78/28.75  																																																| Simplifying 486 yields:
% 63.78/28.75  																																																| (487)  ~ (all_0_49_49 = e0)
% 63.78/28.75  																																																|
% 63.78/28.75  																																																+-Applying beta-rule and splitting (54), into two cases.
% 63.78/28.75  																																																|-Branch one:
% 63.78/28.75  																																																| (583) all_0_49_49 = e2
% 63.78/28.75  																																																|
% 63.78/28.75  																																																	| Equations (583) can reduce 340 to:
% 63.78/28.75  																																																	| (266) $false
% 63.78/28.75  																																																	|
% 63.78/28.75  																																																	|-The branch is then unsatisfiable
% 63.78/28.75  																																																|-Branch two:
% 63.78/28.75  																																																| (340)  ~ (all_0_49_49 = e2)
% 63.78/28.75  																																																| (586) all_0_49_49 = e4 | all_0_49_49 = e3 | all_0_49_49 = e1 | all_0_49_49 = e0
% 63.78/28.75  																																																|
% 63.78/28.75  																																																	+-Applying beta-rule and splitting (640), into two cases.
% 63.78/28.75  																																																	|-Branch one:
% 63.78/28.75  																																																	| (671) all_0_49_49 = e1
% 63.78/28.75  																																																	|
% 63.78/28.75  																																																		| Equations (671) can reduce 340 to:
% 63.78/28.75  																																																		| (604)  ~ (e2 = e1)
% 63.78/28.75  																																																		|
% 63.78/28.75  																																																		| Simplifying 604 yields:
% 63.78/28.75  																																																		| (122)  ~ (e2 = e1)
% 63.78/28.75  																																																		|
% 63.78/28.75  																																																		| Equations (671) can reduce 487 to:
% 63.78/28.75  																																																		| (233)  ~ (e1 = e0)
% 63.78/28.75  																																																		|
% 63.78/28.75  																																																		+-Applying beta-rule and splitting (56), into two cases.
% 63.78/28.75  																																																		|-Branch one:
% 63.78/28.75  																																																		| (696) unit = e2
% 63.78/28.75  																																																		|
% 63.78/28.75  																																																			| From (696) and (211) follows:
% 63.78/28.75  																																																			| (1612) op(e2, e1) = e1
% 63.78/28.75  																																																			|
% 63.78/28.75  																																																			| From (696) and (42) follows:
% 63.78/28.75  																																																			| (1613) op(e0, e2) = e0
% 63.78/28.75  																																																			|
% 63.78/28.75  																																																			| Instantiating formula (29) with e2, e1, e1, e2 and discharging atoms op(e2, e1) = e2, op(e2, e1) = e1, yields:
% 63.78/28.75  																																																			| (617) e2 = e1
% 63.78/28.75  																																																			|
% 63.78/28.75  																																																			| Instantiating formula (29) with e0, e2, e0, e2 and discharging atoms op(e0, e2) = e2, op(e0, e2) = e0, yields:
% 63.78/28.75  																																																			| (330) e2 = e0
% 63.78/28.75  																																																			|
% 63.78/28.75  																																																			| Combining equations (617,330) yields a new equation:
% 63.78/28.75  																																																			| (546) e1 = e0
% 63.78/28.75  																																																			|
% 63.78/28.75  																																																			| Simplifying 546 yields:
% 63.78/28.75  																																																			| (431) e1 = e0
% 63.78/28.75  																																																			|
% 63.78/28.75  																																																			| Equations (431) can reduce 233 to:
% 63.78/28.75  																																																			| (266) $false
% 63.78/28.75  																																																			|
% 63.78/28.75  																																																			|-The branch is then unsatisfiable
% 63.78/28.75  																																																		|-Branch two:
% 63.78/28.75  																																																		| (707)  ~ (unit = e2)
% 63.78/28.75  																																																		| (708) unit = e4 | unit = e3 | unit = e1 | unit = e0
% 63.78/28.75  																																																		|
% 63.78/28.75  																																																			+-Applying beta-rule and splitting (708), into two cases.
% 63.78/28.75  																																																			|-Branch one:
% 63.78/28.75  																																																			| (709) unit = e4
% 63.78/28.75  																																																			|
% 63.78/28.75  																																																				| From (709) and (15) follows:
% 63.78/28.76  																																																				| (22188) op(e4, e2) = e2
% 63.78/28.76  																																																				|
% 63.78/28.76  																																																				| From (709) and (211) follows:
% 63.78/28.76  																																																				| (22527) op(e4, e1) = e1
% 63.78/28.76  																																																				|
% 63.78/28.76  																																																				| From (709) and (32) follows:
% 63.78/28.76  																																																				| (712) op(e2, e4) = e2
% 63.78/28.76  																																																				|
% 63.78/28.76  																																																				| From (709) and (42) follows:
% 63.78/28.76  																																																				| (713) op(e0, e4) = e0
% 63.78/28.76  																																																				|
% 63.78/28.76  																																																				| Instantiating formula (29) with e4, e2, e2, e4 and discharging atoms op(e4, e2) = e4, op(e4, e2) = e2, yields:
% 63.78/28.76  																																																				| (323) e4 = e2
% 63.78/28.76  																																																				|
% 63.78/28.76  																																																				| Instantiating formula (29) with e4, e1, e1, e3 and discharging atoms op(e4, e1) = e3, op(e4, e1) = e1, yields:
% 63.78/28.76  																																																				| (455) e3 = e1
% 63.78/28.76  																																																				|
% 63.78/28.76  																																																				| Instantiating formula (29) with e2, e4, e2, e3 and discharging atoms op(e2, e4) = e3, op(e2, e4) = e2, yields:
% 63.78/28.76  																																																				| (662) e3 = e2
% 63.78/28.76  																																																				|
% 63.78/28.76  																																																				| Instantiating formula (29) with e0, e4, e0, e4 and discharging atoms op(e0, e4) = e4, op(e0, e4) = e0, yields:
% 63.78/28.76  																																																				| (397) e4 = e0
% 63.78/28.76  																																																				|
% 63.78/28.76  																																																				| Combining equations (323,397) yields a new equation:
% 63.78/28.76  																																																				| (391) e2 = e0
% 63.78/28.76  																																																				|
% 63.78/28.76  																																																				| Simplifying 391 yields:
% 63.78/28.76  																																																				| (330) e2 = e0
% 63.78/28.76  																																																				|
% 63.78/28.76  																																																				| Combining equations (455,662) yields a new equation:
% 63.78/28.76  																																																				| (617) e2 = e1
% 63.78/28.76  																																																				|
% 63.78/28.76  																																																				| Combining equations (617,330) yields a new equation:
% 63.78/28.76  																																																				| (546) e1 = e0
% 63.78/28.76  																																																				|
% 63.78/28.76  																																																				| Simplifying 546 yields:
% 63.78/28.76  																																																				| (431) e1 = e0
% 63.78/28.76  																																																				|
% 63.78/28.76  																																																				| Equations (431) can reduce 233 to:
% 63.78/28.76  																																																				| (266) $false
% 63.78/28.76  																																																				|
% 63.78/28.76  																																																				|-The branch is then unsatisfiable
% 63.78/28.76  																																																			|-Branch two:
% 63.78/28.76  																																																			| (724)  ~ (unit = e4)
% 63.78/28.76  																																																			| (725) unit = e3 | unit = e1 | unit = e0
% 63.78/28.76  																																																			|
% 63.78/28.76  																																																				+-Applying beta-rule and splitting (725), into two cases.
% 63.78/28.76  																																																				|-Branch one:
% 63.78/28.76  																																																				| (726) unit = e0
% 63.78/28.76  																																																				|
% 63.78/28.76  																																																					| From (726) and (28) follows:
% 63.78/28.76  																																																					| (2698) op(e1, e0) = e1
% 63.78/28.76  																																																					|
% 63.78/28.76  																																																					| Instantiating formula (29) with e1, e0, e1, e2 and discharging atoms op(e1, e0) = e2, op(e1, e0) = e1, yields:
% 63.78/28.76  																																																					| (617) e2 = e1
% 63.78/28.76  																																																					|
% 63.78/28.76  																																																					| Equations (617) can reduce 122 to:
% 63.78/28.76  																																																					| (266) $false
% 63.78/28.76  																																																					|
% 63.78/28.76  																																																					|-The branch is then unsatisfiable
% 63.78/28.76  																																																				|-Branch two:
% 63.78/28.76  																																																				| (734)  ~ (unit = e0)
% 63.78/28.76  																																																				| (735) unit = e3 | unit = e1
% 63.78/28.76  																																																				|
% 63.78/28.76  																																																					+-Applying beta-rule and splitting (735), into two cases.
% 63.78/28.76  																																																					|-Branch one:
% 63.78/28.76  																																																					| (736) unit = e1
% 63.78/28.76  																																																					|
% 63.78/28.76  																																																						| Equations (736) can reduce 734 to:
% 63.78/28.76  																																																						| (233)  ~ (e1 = e0)
% 63.78/28.76  																																																						|
% 63.78/28.76  																																																						| From (736) and (15) follows:
% 63.78/28.76  																																																						| (515) op(e1, e2) = e2
% 63.78/28.76  																																																						|
% 63.78/28.76  																																																						| From (736) and (209) follows:
% 63.78/28.76  																																																						| (2715) op(e1, e0) = e0
% 63.78/28.76  																																																						|
% 63.78/28.76  																																																						| Instantiating formula (29) with e1, e2, e2, e1 and discharging atoms op(e1, e2) = e2, op(e1, e2) = e1, yields:
% 63.78/28.76  																																																						| (617) e2 = e1
% 63.78/28.76  																																																						|
% 63.78/28.76  																																																						| Instantiating formula (29) with e1, e0, e0, e2 and discharging atoms op(e1, e0) = e2, op(e1, e0) = e0, yields:
% 63.78/28.76  																																																						| (330) e2 = e0
% 63.78/28.76  																																																						|
% 63.78/28.76  																																																						| Combining equations (330,617) yields a new equation:
% 63.78/28.76  																																																						| (431) e1 = e0
% 63.78/28.76  																																																						|
% 63.78/28.76  																																																						| Equations (431) can reduce 233 to:
% 63.78/28.76  																																																						| (266) $false
% 63.78/28.76  																																																						|
% 63.78/28.76  																																																						|-The branch is then unsatisfiable
% 63.78/28.76  																																																					|-Branch two:
% 63.78/28.76  																																																					| (748)  ~ (unit = e1)
% 63.78/28.76  																																																					| (749) unit = e3
% 63.78/28.76  																																																					|
% 63.78/28.76  																																																						| From (749) and (15) follows:
% 63.78/28.76  																																																						| (751) op(e3, e2) = e2
% 63.78/28.76  																																																						|
% 63.78/28.76  																																																						| From (749) and (209) follows:
% 63.78/28.76  																																																						| (1667) op(e3, e0) = e0
% 63.78/28.76  																																																						|
% 63.78/28.76  																																																						| From (749) and (32) follows:
% 63.78/28.76  																																																						| (5793) op(e2, e3) = e2
% 63.78/28.76  																																																						|
% 63.78/28.76  																																																						| From (749) and (28) follows:
% 63.78/28.76  																																																						| (2235) op(e1, e3) = e1
% 63.78/28.76  																																																						|
% 63.78/28.76  																																																						| Instantiating formula (29) with e3, e2, e2, e3 and discharging atoms op(e3, e2) = e3, op(e3, e2) = e2, yields:
% 63.78/28.76  																																																						| (662) e3 = e2
% 63.78/28.76  																																																						|
% 63.78/28.76  																																																						| Instantiating formula (29) with e3, e0, e0, e4 and discharging atoms op(e3, e0) = e4, op(e3, e0) = e0, yields:
% 63.78/28.76  																																																						| (397) e4 = e0
% 63.78/28.76  																																																						|
% 63.78/28.76  																																																						| Instantiating formula (29) with e2, e3, e2, e4 and discharging atoms op(e2, e3) = e4, op(e2, e3) = e2, yields:
% 63.78/28.76  																																																						| (323) e4 = e2
% 63.78/28.76  																																																						|
% 63.78/28.76  																																																						| Instantiating formula (29) with e1, e3, e1, e3 and discharging atoms op(e1, e3) = e3, op(e1, e3) = e1, yields:
% 63.78/28.76  																																																						| (455) e3 = e1
% 63.78/28.76  																																																						|
% 63.78/28.76  																																																						| Combining equations (323,397) yields a new equation:
% 63.78/28.76  																																																						| (391) e2 = e0
% 63.78/28.76  																																																						|
% 63.78/28.76  																																																						| Simplifying 391 yields:
% 63.78/28.76  																																																						| (330) e2 = e0
% 63.78/28.76  																																																						|
% 63.78/28.76  																																																						| Combining equations (662,455) yields a new equation:
% 63.78/28.76  																																																						| (616) e2 = e1
% 63.78/28.76  																																																						|
% 63.78/28.76  																																																						| Simplifying 616 yields:
% 63.78/28.76  																																																						| (617) e2 = e1
% 63.78/28.76  																																																						|
% 63.78/28.76  																																																						| Combining equations (617,330) yields a new equation:
% 63.78/28.76  																																																						| (546) e1 = e0
% 63.78/28.76  																																																						|
% 63.78/28.76  																																																						| Simplifying 546 yields:
% 63.78/28.76  																																																						| (431) e1 = e0
% 63.78/28.76  																																																						|
% 63.78/28.76  																																																						| Equations (431) can reduce 233 to:
% 63.78/28.76  																																																						| (266) $false
% 63.78/28.76  																																																						|
% 63.78/28.76  																																																						|-The branch is then unsatisfiable
% 63.78/28.76  																																																	|-Branch two:
% 63.78/28.76  																																																	| (1064)  ~ (all_0_49_49 = e1)
% 63.78/28.76  																																																	| (2141) all_0_53_53 = e1 | all_0_58_58 = e1
% 63.78/28.76  																																																	|
% 63.78/28.76  																																																		+-Applying beta-rule and splitting (586), into two cases.
% 63.78/28.76  																																																		|-Branch one:
% 63.78/28.76  																																																		| (974) all_0_49_49 = e4
% 63.78/28.76  																																																		|
% 63.78/28.76  																																																			| Equations (974) can reduce 256 to:
% 63.78/28.76  																																																			| (266) $false
% 63.78/28.76  																																																			|
% 63.78/28.76  																																																			|-The branch is then unsatisfiable
% 63.78/28.76  																																																		|-Branch two:
% 63.78/28.76  																																																		| (256)  ~ (all_0_49_49 = e4)
% 63.78/28.76  																																																		| (977) all_0_49_49 = e3 | all_0_49_49 = e1 | all_0_49_49 = e0
% 63.78/28.76  																																																		|
% 63.78/28.76  																																																			+-Applying beta-rule and splitting (977), into two cases.
% 63.78/28.76  																																																			|-Branch one:
% 63.78/28.76  																																																			| (978) all_0_49_49 = e0
% 63.78/28.76  																																																			|
% 63.78/28.76  																																																				| Equations (978) can reduce 487 to:
% 63.78/28.76  																																																				| (266) $false
% 63.78/28.76  																																																				|
% 63.78/28.76  																																																				|-The branch is then unsatisfiable
% 63.78/28.76  																																																			|-Branch two:
% 63.78/28.76  																																																			| (487)  ~ (all_0_49_49 = e0)
% 63.78/28.76  																																																			| (981) all_0_49_49 = e3 | all_0_49_49 = e1
% 63.78/28.76  																																																			|
% 63.78/28.76  																																																				+-Applying beta-rule and splitting (981), into two cases.
% 63.78/28.76  																																																				|-Branch one:
% 63.78/28.76  																																																				| (671) all_0_49_49 = e1
% 63.78/28.76  																																																				|
% 63.78/28.76  																																																					| Equations (671) can reduce 1064 to:
% 63.78/28.76  																																																					| (266) $false
% 63.78/28.76  																																																					|
% 63.78/28.76  																																																					|-The branch is then unsatisfiable
% 63.78/28.76  																																																				|-Branch two:
% 63.78/28.76  																																																				| (1064)  ~ (all_0_49_49 = e1)
% 63.78/28.76  																																																				| (884) all_0_49_49 = e3
% 63.78/28.76  																																																				|
% 63.78/28.76  																																																					| Equations (884) can reduce 525 to:
% 63.78/28.76  																																																					| (266) $false
% 63.78/28.76  																																																					|
% 63.78/28.76  																																																					|-The branch is then unsatisfiable
% 63.78/28.76  																																															|-Branch two:
% 63.78/28.76  																																															| (1401)  ~ (all_0_40_40 = e0)
% 63.78/28.76  																																															| (1748) all_0_44_44 = e0 | all_0_49_49 = e0 | all_0_58_58 = e0
% 63.78/28.76  																																															|
% 63.78/28.76  																																																+-Applying beta-rule and splitting (316), into two cases.
% 63.78/28.76  																																																|-Branch one:
% 63.78/28.76  																																																| (1378) all_0_40_40 = e4
% 63.78/28.76  																																																|
% 63.78/28.76  																																																	| Equations (1378) can reduce 447 to:
% 63.78/28.76  																																																	| (266) $false
% 63.78/28.76  																																																	|
% 63.78/28.76  																																																	|-The branch is then unsatisfiable
% 63.78/28.76  																																																|-Branch two:
% 63.78/28.76  																																																| (447)  ~ (all_0_40_40 = e4)
% 63.78/28.76  																																																| (485) all_0_40_40 = e0
% 63.78/28.76  																																																|
% 63.78/28.76  																																																	| Equations (485) can reduce 1401 to:
% 63.78/28.76  																																																	| (266) $false
% 63.78/28.76  																																																	|
% 63.78/28.76  																																																	|-The branch is then unsatisfiable
% 63.78/28.76  																																													|-Branch two:
% 63.78/28.76  																																													| (1377)  ~ (all_0_39_39 = e4)
% 63.78/28.76  																																													| (480) all_0_39_39 = e0
% 63.78/28.76  																																													|
% 63.78/28.76  																																														| Equations (480) can reduce 484 to:
% 63.78/28.76  																																														| (266) $false
% 63.78/28.76  																																														|
% 63.78/28.76  																																														|-The branch is then unsatisfiable
% 63.78/28.76  																																												|-Branch two:
% 63.78/28.76  																																												| (678)  ~ (all_0_47_47 = e0)
% 63.78/28.76  																																												| (1831) all_0_47_47 = e3 | all_0_47_47 = e1
% 63.78/28.76  																																												|
% 63.78/28.76  																																													+-Applying beta-rule and splitting (112), into two cases.
% 63.78/28.76  																																													|-Branch one:
% 63.78/28.76  																																													| (635) all_0_44_44 = e1
% 63.78/28.76  																																													|
% 63.78/28.76  																																														| Combining equations (635,446) yields a new equation:
% 63.78/28.76  																																														| (630) e4 = e1
% 63.78/28.76  																																														|
% 63.78/28.76  																																														| Equations (630) can reduce 110 to:
% 63.78/28.76  																																														| (266) $false
% 63.78/28.76  																																														|
% 63.78/28.76  																																														|-The branch is then unsatisfiable
% 63.78/28.76  																																													|-Branch two:
% 63.78/28.76  																																													| (639)  ~ (all_0_44_44 = e1)
% 63.78/28.76  																																													| (640) all_0_49_49 = e1 | all_0_53_53 = e1 | all_0_58_58 = e1
% 63.78/28.76  																																													|
% 63.78/28.76  																																														| Equations (446) can reduce 639 to:
% 63.78/28.76  																																														| (110)  ~ (e4 = e1)
% 63.78/28.76  																																														|
% 63.78/28.76  																																														+-Applying beta-rule and splitting (135), into two cases.
% 63.78/28.76  																																														|-Branch one:
% 63.78/28.76  																																														| (545) all_0_46_46 = e1
% 63.78/28.76  																																														|
% 63.78/28.76  																																															| Combining equations (770,545) yields a new equation:
% 63.78/28.76  																																															| (636) e4 = e1
% 63.78/28.76  																																															|
% 63.78/28.76  																																															| Simplifying 636 yields:
% 63.78/28.76  																																															| (630) e4 = e1
% 63.78/28.76  																																															|
% 63.78/28.76  																																															| Equations (630) can reduce 110 to:
% 63.78/28.76  																																															| (266) $false
% 63.78/28.76  																																															|
% 63.78/28.76  																																															|-The branch is then unsatisfiable
% 63.78/28.76  																																														|-Branch two:
% 63.78/28.76  																																														| (549)  ~ (all_0_46_46 = e1)
% 63.78/28.76  																																														| (550) all_0_47_47 = e1 | all_0_48_48 = e1 | all_0_49_49 = e1
% 63.78/28.76  																																														|
% 63.78/28.76  																																															+-Applying beta-rule and splitting (550), into two cases.
% 63.78/28.76  																																															|-Branch one:
% 63.78/28.76  																																															| (654) all_0_47_47 = e1
% 63.78/28.76  																																															|
% 63.78/28.76  																																																| Equations (654) can reduce 462 to:
% 63.78/28.76  																																																| (266) $false
% 63.78/28.76  																																																|
% 63.78/28.76  																																																|-The branch is then unsatisfiable
% 63.78/28.76  																																															|-Branch two:
% 63.78/28.76  																																															| (462)  ~ (all_0_47_47 = e1)
% 63.78/28.76  																																															| (659) all_0_48_48 = e1 | all_0_49_49 = e1
% 63.78/28.76  																																															|
% 63.78/28.76  																																																+-Applying beta-rule and splitting (659), into two cases.
% 63.78/28.76  																																																|-Branch one:
% 63.78/28.76  																																																| (615) all_0_48_48 = e1
% 63.78/28.76  																																																|
% 63.78/28.76  																																																	| Combining equations (335,615) yields a new equation:
% 63.78/28.76  																																																	| (616) e2 = e1
% 63.78/28.76  																																																	|
% 63.78/28.76  																																																	| Simplifying 616 yields:
% 63.78/28.76  																																																	| (617) e2 = e1
% 63.78/28.76  																																																	|
% 63.78/28.76  																																																	| Equations (617) can reduce 122 to:
% 63.78/28.76  																																																	| (266) $false
% 63.78/28.76  																																																	|
% 63.78/28.76  																																																	|-The branch is then unsatisfiable
% 63.78/28.76  																																																|-Branch two:
% 63.78/28.76  																																																| (619)  ~ (all_0_48_48 = e1)
% 63.78/28.76  																																																| (671) all_0_49_49 = e1
% 63.78/28.76  																																																|
% 63.78/28.76  																																																	| Equations (671) can reduce 86 to:
% 63.78/28.76  																																																	| (462)  ~ (all_0_47_47 = e1)
% 63.78/28.76  																																																	|
% 63.78/28.76  																																																	+-Applying beta-rule and splitting (1831), into two cases.
% 63.78/28.76  																																																	|-Branch one:
% 63.78/28.76  																																																	| (654) all_0_47_47 = e1
% 63.78/28.76  																																																	|
% 63.78/28.76  																																																		| Equations (654) can reduce 462 to:
% 63.78/28.76  																																																		| (266) $false
% 63.78/28.76  																																																		|
% 63.78/28.76  																																																		|-The branch is then unsatisfiable
% 63.78/28.76  																																																	|-Branch two:
% 63.78/28.76  																																																	| (462)  ~ (all_0_47_47 = e1)
% 63.78/28.76  																																																	| (522) all_0_47_47 = e3
% 63.78/28.76  																																																	|
% 63.78/28.76  																																																		| Equations (522) can reduce 1091 to:
% 63.78/28.76  																																																		| (266) $false
% 63.78/28.76  																																																		|
% 63.78/28.76  																																																		|-The branch is then unsatisfiable
% 63.78/28.76  																																											|-Branch two:
% 63.78/28.76  																																											| (457)  ~ (all_0_41_41 = e1)
% 63.78/28.76  																																											| (595) all_0_46_46 = e1 | all_0_50_50 = e1 | all_0_55_55 = e1
% 63.78/28.76  																																											|
% 63.78/28.76  																																												+-Applying beta-rule and splitting (103), into two cases.
% 63.78/28.76  																																												|-Branch one:
% 63.78/28.76  																																												| (453) all_0_41_41 = e1
% 63.78/28.76  																																												|
% 63.78/28.76  																																													| Equations (453) can reduce 457 to:
% 63.78/28.76  																																													| (266) $false
% 63.78/28.76  																																													|
% 63.78/28.76  																																													|-The branch is then unsatisfiable
% 63.78/28.76  																																												|-Branch two:
% 63.78/28.76  																																												| (457)  ~ (all_0_41_41 = e1)
% 63.78/28.76  																																												| (458) all_0_42_42 = e1 | all_0_43_43 = e1 | all_0_44_44 = e1
% 63.78/28.76  																																												|
% 63.78/28.76  																																													+-Applying beta-rule and splitting (4053), into two cases.
% 63.78/28.76  																																													|-Branch one:
% 63.78/28.76  																																													| (453) all_0_41_41 = e1
% 63.78/28.76  																																													|
% 63.78/28.76  																																														| Equations (453) can reduce 457 to:
% 63.78/28.76  																																														| (266) $false
% 63.78/28.76  																																														|
% 63.78/28.76  																																														|-The branch is then unsatisfiable
% 63.78/28.76  																																													|-Branch two:
% 63.78/28.76  																																													| (457)  ~ (all_0_41_41 = e1)
% 63.78/28.76  																																													| (403) all_0_41_41 = e3
% 63.78/28.76  																																													|
% 63.78/28.76  																																														| Equations (403) can reduce 1898 to:
% 63.78/28.76  																																														| (266) $false
% 63.78/28.76  																																														|
% 63.78/28.76  																																														|-The branch is then unsatisfiable
% 63.78/28.76  																																						|-Branch two:
% 63.78/28.76  																																						| (250)  ~ (all_0_46_46 = e4)
% 63.78/28.76  																																						| (774) all_0_50_50 = e4 | all_0_55_55 = e4
% 63.78/28.76  																																						|
% 63.78/28.76  																																							+-Applying beta-rule and splitting (774), into two cases.
% 63.78/28.76  																																							|-Branch one:
% 63.78/28.76  																																							| (775) all_0_50_50 = e4
% 63.78/28.76  																																							|
% 63.78/28.76  																																								| Combining equations (415,775) yields a new equation:
% 63.78/28.76  																																								| (425) e4 = e3
% 63.78/28.76  																																								|
% 63.78/28.76  																																								| Equations (425) can reduce 188 to:
% 63.78/28.76  																																								| (266) $false
% 63.78/28.76  																																								|
% 63.78/28.76  																																								|-The branch is then unsatisfiable
% 63.78/28.76  																																							|-Branch two:
% 63.78/28.76  																																							| (566)  ~ (all_0_50_50 = e4)
% 63.78/28.76  																																							| (587) all_0_55_55 = e4
% 63.78/28.76  																																							|
% 63.78/28.76  																																								| Combining equations (587,858) yields a new equation:
% 63.78/28.76  																																								| (481) e4 = e0
% 63.78/28.76  																																								|
% 63.78/28.76  																																								| Simplifying 481 yields:
% 63.78/28.76  																																								| (397) e4 = e0
% 63.78/28.76  																																								|
% 63.78/28.76  																																								| Equations (397) can reduce 49 to:
% 63.78/28.76  																																								| (266) $false
% 63.78/28.76  																																								|
% 63.78/28.76  																																								|-The branch is then unsatisfiable
% 63.78/28.76  																																|-Branch two:
% 63.78/28.76  																																| (464)  ~ (all_0_51_51 = e1)
% 63.78/28.76  																																| (660) all_0_51_51 = e3
% 63.78/28.76  																																|
% 63.78/28.76  																																	| Equations (660) can reduce 664 to:
% 63.78/28.76  																																	| (266) $false
% 63.78/28.76  																																	|
% 63.78/28.76  																																	|-The branch is then unsatisfiable
% 63.78/28.76  																													|-Branch two:
% 63.78/28.76  																													| (405)  ~ (all_0_42_42 = e3)
% 63.78/28.76  																													| (521) all_0_47_47 = e3 | all_0_51_51 = e3 | all_0_56_56 = e3
% 63.78/28.76  																													|
% 63.78/28.76  																														+-Applying beta-rule and splitting (1899), into two cases.
% 63.78/28.76  																														|-Branch one:
% 63.78/28.76  																														| (516) all_0_42_42 = e3
% 63.78/28.76  																														|
% 63.78/28.76  																															| Equations (516) can reduce 405 to:
% 63.78/28.76  																															| (266) $false
% 63.78/28.76  																															|
% 63.78/28.76  																															|-The branch is then unsatisfiable
% 63.78/28.76  																														|-Branch two:
% 63.78/28.76  																														| (405)  ~ (all_0_42_42 = e3)
% 63.78/28.76  																														| (532) all_0_44_44 = e3
% 63.78/28.76  																														|
% 63.78/28.76  																															| Equations (532) can reduce 181 to:
% 63.78/28.76  																															| (275)  ~ (all_0_58_58 = e3)
% 63.78/28.76  																															|
% 63.78/28.76  																															| Simplifying 275 yields:
% 63.78/28.76  																															| (276)  ~ (all_0_58_58 = e3)
% 63.78/28.76  																															|
% 63.78/28.76  																															| Equations (532) can reduce 147 to:
% 63.78/28.76  																															| (212)  ~ (e3 = e2)
% 63.78/28.76  																															|
% 63.78/28.76  																															+-Applying beta-rule and splitting (62557), into two cases.
% 63.78/28.76  																															|-Branch one:
% 63.78/28.76  																															| (1097) all_0_56_56 = e3
% 63.78/28.76  																															|
% 63.78/28.76  																																| Combining equations (833,1097) yields a new equation:
% 63.78/28.76  																																| (662) e3 = e2
% 63.78/28.76  																																|
% 63.78/28.76  																																| Equations (662) can reduce 212 to:
% 63.78/28.76  																																| (266) $false
% 63.78/28.76  																																|
% 63.78/28.76  																																|-The branch is then unsatisfiable
% 63.78/28.76  																															|-Branch two:
% 63.78/28.76  																															| (272)  ~ (all_0_56_56 = e3)
% 63.78/28.76  																															| (795) all_0_58_58 = e3
% 63.78/28.76  																															|
% 63.78/28.76  																																| Equations (795) can reduce 276 to:
% 63.78/28.76  																																| (266) $false
% 63.78/28.76  																																|
% 63.78/28.76  																																|-The branch is then unsatisfiable
% 63.78/28.77  																										|-Branch two:
% 63.78/28.77  																										| (511)  ~ (all_0_56_56 = e2)
% 63.78/28.77  																										| (1709) all_0_57_57 = e2 | all_0_58_58 = e2
% 63.78/28.77  																										|
% 63.78/28.77  																											+-Applying beta-rule and splitting (1709), into two cases.
% 63.78/28.77  																											|-Branch one:
% 63.78/28.77  																											| (442) all_0_57_57 = e2
% 63.78/28.77  																											|
% 63.78/28.77  																												| Combining equations (647,442) yields a new equation:
% 63.78/28.77  																												| (617) e2 = e1
% 63.78/28.77  																												|
% 63.78/28.77  																												| Equations (617) can reduce 122 to:
% 63.78/28.77  																												| (266) $false
% 63.78/28.77  																												|
% 63.78/28.77  																												|-The branch is then unsatisfiable
% 63.78/28.77  																											|-Branch two:
% 63.78/28.77  																											| (344)  ~ (all_0_57_57 = e2)
% 63.78/28.77  																											| (624) all_0_58_58 = e2
% 63.78/28.77  																											|
% 63.78/28.77  																												| Equations (624) can reduce 908 to:
% 63.78/28.77  																												| (266) $false
% 63.78/28.77  																												|
% 63.78/28.77  																												|-The branch is then unsatisfiable
% 63.78/28.77  																							|-Branch two:
% 63.78/28.77  																							| (509)  ~ (all_0_53_53 = e2)
% 63.78/28.77  																							| (610) all_0_53_53 = e4 | all_0_53_53 = e3 | all_0_53_53 = e1
% 63.78/28.77  																							|
% 63.78/28.77  																								+-Applying beta-rule and splitting (381), into two cases.
% 63.78/28.77  																								|-Branch one:
% 63.78/28.77  																								| (504) all_0_51_51 = e2
% 63.78/28.77  																								|
% 63.78/28.77  																									| Equations (504) can reduce 139 to:
% 63.78/28.77  																									| (294)  ~ (all_0_39_39 = e2)
% 63.78/28.77  																									|
% 63.78/28.77  																									| Equations (504) can reduce 61 to:
% 63.78/28.77  																									| (51)  ~ (all_0_42_42 = e2)
% 63.78/28.77  																									|
% 63.78/28.77  																									| Equations (504) can reduce 224 to:
% 63.78/28.77  																									| (338)  ~ (all_0_47_47 = e2)
% 63.78/28.77  																									|
% 63.78/28.77  																									| Equations (504) can reduce 16 to:
% 63.78/28.77  																									| (510)  ~ (all_0_56_56 = e2)
% 63.78/28.77  																									|
% 63.78/28.77  																									| Simplifying 510 yields:
% 63.78/28.77  																									| (511)  ~ (all_0_56_56 = e2)
% 63.78/28.77  																									|
% 63.78/28.77  																									| From (504) and (177) follows:
% 63.78/28.77  																									| (514) op(e2, e2) = all_0_25_25
% 63.78/28.77  																									|
% 63.78/28.77  																									| From (504) and (186) follows:
% 63.78/28.77  																									| (515) op(e1, e2) = e2
% 63.78/28.77  																									|
% 63.78/28.77  																									+-Applying beta-rule and splitting (160), into two cases.
% 63.78/28.77  																									|-Branch one:
% 63.78/28.77  																									| (601) all_0_50_50 = e1
% 63.78/28.77  																									|
% 63.78/28.77  																										| Combining equations (415,601) yields a new equation:
% 63.78/28.77  																										| (454) e3 = e1
% 63.78/28.77  																										|
% 63.78/28.77  																										| Simplifying 454 yields:
% 63.78/28.77  																										| (455) e3 = e1
% 63.78/28.77  																										|
% 63.78/28.77  																										| Equations (455) can reduce 213 to:
% 63.78/28.77  																										| (266) $false
% 63.78/28.77  																										|
% 63.78/28.77  																										|-The branch is then unsatisfiable
% 63.78/28.77  																									|-Branch two:
% 63.78/28.77  																									| (759)  ~ (all_0_50_50 = e1)
% 63.78/28.77  																									| (1168) all_0_51_51 = e1 | all_0_52_52 = e1 | all_0_53_53 = e1
% 63.78/28.77  																									|
% 63.78/28.77  																										+-Applying beta-rule and splitting (610), into two cases.
% 63.78/28.77  																										|-Branch one:
% 63.78/28.77  																										| (1298) all_0_53_53 = e4
% 63.78/28.77  																										|
% 63.78/28.77  																											| Equations (1298) can reduce 1453 to:
% 63.78/28.77  																											| (266) $false
% 63.78/28.77  																											|
% 63.78/28.77  																											|-The branch is then unsatisfiable
% 63.78/28.77  																										|-Branch two:
% 63.78/28.77  																										| (1453)  ~ (all_0_53_53 = e4)
% 63.78/28.77  																										| (1694) all_0_53_53 = e3 | all_0_53_53 = e1
% 63.78/28.77  																										|
% 63.78/28.77  																											+-Applying beta-rule and splitting (133), into two cases.
% 63.78/28.77  																											|-Branch one:
% 63.78/28.77  																											| (833) all_0_56_56 = e2
% 63.78/28.77  																											|
% 63.78/28.77  																												| Equations (833) can reduce 511 to:
% 63.78/28.77  																												| (266) $false
% 63.78/28.77  																												|
% 63.78/28.77  																												|-The branch is then unsatisfiable
% 63.78/28.77  																											|-Branch two:
% 63.78/28.77  																											| (511)  ~ (all_0_56_56 = e2)
% 63.78/28.77  																											| (836) all_0_56_56 = e4 | all_0_56_56 = e3 | all_0_56_56 = e1 | all_0_56_56 = e0
% 63.78/28.77  																											|
% 63.78/28.77  																												+-Applying beta-rule and splitting (389), into two cases.
% 63.78/28.77  																												|-Branch one:
% 63.78/28.77  																												| (833) all_0_56_56 = e2
% 63.78/28.77  																												|
% 63.78/28.77  																													| Equations (833) can reduce 511 to:
% 63.78/28.77  																													| (266) $false
% 63.78/28.77  																													|
% 63.78/28.77  																													|-The branch is then unsatisfiable
% 63.78/28.77  																												|-Branch two:
% 63.78/28.77  																												| (511)  ~ (all_0_56_56 = e2)
% 63.78/28.77  																												| (1709) all_0_57_57 = e2 | all_0_58_58 = e2
% 63.78/28.77  																												|
% 63.78/28.77  																													+-Applying beta-rule and splitting (1709), into two cases.
% 63.78/28.77  																													|-Branch one:
% 63.78/28.77  																													| (442) all_0_57_57 = e2
% 63.78/28.77  																													|
% 63.78/28.77  																														| Combining equations (647,442) yields a new equation:
% 63.78/28.77  																														| (617) e2 = e1
% 63.78/28.77  																														|
% 63.78/28.77  																														| Equations (617) can reduce 122 to:
% 63.78/28.77  																														| (266) $false
% 63.78/28.77  																														|
% 63.78/28.77  																														|-The branch is then unsatisfiable
% 63.78/28.77  																													|-Branch two:
% 63.78/28.77  																													| (344)  ~ (all_0_57_57 = e2)
% 63.78/28.77  																													| (624) all_0_58_58 = e2
% 63.78/28.77  																													|
% 63.78/28.77  																														| Equations (624) can reduce 178 to:
% 63.78/28.77  																														| (296)  ~ (all_0_40_40 = e2)
% 63.78/28.77  																														|
% 63.78/28.77  																														| Equations (624) can reduce 181 to:
% 63.78/28.77  																														| (147)  ~ (all_0_44_44 = e2)
% 63.78/28.77  																														|
% 63.78/28.77  																														| Equations (624) can reduce 119 to:
% 63.78/28.77  																														| (340)  ~ (all_0_49_49 = e2)
% 63.78/28.77  																														|
% 63.78/28.77  																														| Equations (624) can reduce 880 to:
% 63.78/28.77  																														| (122)  ~ (e2 = e1)
% 63.78/28.77  																														|
% 63.78/28.77  																														+-Applying beta-rule and splitting (189), into two cases.
% 63.78/28.77  																														|-Branch one:
% 63.78/28.77  																														| (532) all_0_44_44 = e3
% 63.78/28.77  																														|
% 63.78/28.77  																															| Equations (532) can reduce 143 to:
% 63.78/28.77  																															| (2)  ~ (all_0_40_40 = e3)
% 63.78/28.77  																															|
% 63.78/28.77  																															| Equations (532) can reduce 149 to:
% 63.78/28.77  																															| (1898)  ~ (all_0_41_41 = e3)
% 63.78/28.77  																															|
% 63.78/28.77  																															| Equations (532) can reduce 73 to:
% 63.78/28.77  																															| (405)  ~ (all_0_42_42 = e3)
% 63.78/28.77  																															|
% 63.78/28.77  																															| Equations (532) can reduce 9 to:
% 63.78/28.77  																															| (524)  ~ (all_0_49_49 = e3)
% 63.78/28.77  																															|
% 63.78/28.77  																															| Simplifying 524 yields:
% 63.78/28.77  																															| (525)  ~ (all_0_49_49 = e3)
% 63.78/28.77  																															|
% 63.78/28.77  																															| Equations (532) can reduce 220 to:
% 63.78/28.77  																															| (1114)  ~ (all_0_53_53 = e3)
% 63.78/28.77  																															|
% 63.78/28.77  																															| Simplifying 1114 yields:
% 63.78/28.77  																															| (903)  ~ (all_0_53_53 = e3)
% 63.78/28.77  																															|
% 63.78/28.77  																															| Equations (532) can reduce 147 to:
% 63.78/28.77  																															| (212)  ~ (e3 = e2)
% 63.78/28.77  																															|
% 63.78/28.77  																															| From (532) and (70) follows:
% 63.78/28.77  																															| (1954) op(e3, e0) = all_0_12_12
% 63.78/28.77  																															|
% 63.78/28.77  																															| From (532) and (138) follows:
% 63.78/28.77  																															| (1639) op(e3, e0) = e3
% 63.78/28.77  																															|
% 63.78/28.77  																															+-Applying beta-rule and splitting (180), into two cases.
% 63.78/28.77  																															|-Branch one:
% 63.78/28.77  																															| (516) all_0_42_42 = e3
% 63.78/28.77  																															|
% 63.78/28.77  																																| Equations (516) can reduce 405 to:
% 63.78/28.77  																																| (266) $false
% 63.78/28.77  																																|
% 63.78/28.77  																																|-The branch is then unsatisfiable
% 63.78/28.77  																															|-Branch two:
% 63.78/28.77  																															| (405)  ~ (all_0_42_42 = e3)
% 63.78/28.77  																															| (521) all_0_47_47 = e3 | all_0_51_51 = e3 | all_0_56_56 = e3
% 63.78/28.77  																															|
% 63.78/28.77  																																+-Applying beta-rule and splitting (521), into two cases.
% 63.78/28.77  																																|-Branch one:
% 63.78/28.77  																																| (522) all_0_47_47 = e3
% 63.78/28.77  																																|
% 63.78/28.77  																																	| Equations (522) can reduce 1091 to:
% 63.78/28.77  																																	| (266) $false
% 63.78/28.77  																																	|
% 63.78/28.77  																																	|-The branch is then unsatisfiable
% 63.78/28.77  																																|-Branch two:
% 63.78/28.77  																																| (1091)  ~ (all_0_47_47 = e3)
% 63.78/28.77  																																| (1092) all_0_51_51 = e3 | all_0_56_56 = e3
% 63.78/28.77  																																|
% 63.78/28.77  																																	+-Applying beta-rule and splitting (1092), into two cases.
% 63.78/28.77  																																	|-Branch one:
% 63.78/28.77  																																	| (660) all_0_51_51 = e3
% 63.78/28.77  																																	|
% 63.78/28.77  																																		| Combining equations (504,660) yields a new equation:
% 63.78/28.77  																																		| (662) e3 = e2
% 63.78/28.77  																																		|
% 63.78/28.77  																																		| Equations (662) can reduce 212 to:
% 63.78/28.77  																																		| (266) $false
% 63.78/28.77  																																		|
% 63.78/28.77  																																		|-The branch is then unsatisfiable
% 63.78/28.77  																																	|-Branch two:
% 63.78/28.77  																																	| (664)  ~ (all_0_51_51 = e3)
% 63.78/28.77  																																	| (1097) all_0_56_56 = e3
% 63.78/28.77  																																	|
% 63.78/28.77  																																		| Equations (1097) can reduce 154 to:
% 63.78/28.77  																																		| (246)  ~ (all_0_39_39 = e3)
% 63.78/28.77  																																		|
% 63.78/28.77  																																		| Equations (1097) can reduce 236 to:
% 63.78/28.77  																																		| (405)  ~ (all_0_42_42 = e3)
% 63.78/28.77  																																		|
% 63.78/28.77  																																		| Equations (1097) can reduce 477 to:
% 63.78/28.77  																																		| (277)  ~ (e4 = e3)
% 63.78/28.77  																																		|
% 63.78/28.77  																																		| Simplifying 277 yields:
% 63.78/28.77  																																		| (188)  ~ (e4 = e3)
% 63.78/28.77  																																		|
% 63.78/28.77  																																		| From (1097) and (127) follows:
% 63.78/28.77  																																		| (79680) op(e3, e0) = all_0_33_33
% 63.78/28.77  																																		|
% 63.78/28.77  																																		| From (1097) and (111) follows:
% 63.78/28.77  																																		| (65099) op(e0, e2) = e3
% 63.78/28.77  																																		|
% 63.78/28.77  																																		+-Applying beta-rule and splitting (1168), into two cases.
% 63.78/28.77  																																		|-Branch one:
% 63.78/28.77  																																		| (1109) all_0_51_51 = e1
% 63.78/28.77  																																		|
% 63.78/28.77  																																			| Combining equations (1109,504) yields a new equation:
% 63.78/28.77  																																			| (617) e2 = e1
% 63.78/28.77  																																			|
% 63.78/28.77  																																			| Equations (617) can reduce 122 to:
% 63.78/28.77  																																			| (266) $false
% 63.78/28.77  																																			|
% 63.78/28.77  																																			|-The branch is then unsatisfiable
% 63.78/28.77  																																		|-Branch two:
% 63.78/28.77  																																		| (464)  ~ (all_0_51_51 = e1)
% 63.78/28.77  																																		| (1202) all_0_52_52 = e1 | all_0_53_53 = e1
% 63.78/28.77  																																		|
% 63.78/28.77  																																			+-Applying beta-rule and splitting (1202), into two cases.
% 63.78/28.77  																																			|-Branch one:
% 63.78/28.77  																																			| (642) all_0_52_52 = e1
% 63.78/28.77  																																			|
% 63.78/28.77  																																				| Combining equations (565,642) yields a new equation:
% 63.78/28.77  																																				| (636) e4 = e1
% 63.78/28.77  																																				|
% 63.78/28.78  																																				| Simplifying 636 yields:
% 63.78/28.78  																																				| (630) e4 = e1
% 63.78/28.78  																																				|
% 63.78/28.78  																																				| Equations (630) can reduce 110 to:
% 63.78/28.78  																																				| (266) $false
% 63.78/28.78  																																				|
% 63.78/28.78  																																				|-The branch is then unsatisfiable
% 63.78/28.78  																																			|-Branch two:
% 63.78/28.78  																																			| (646)  ~ (all_0_52_52 = e1)
% 63.78/28.78  																																			| (1208) all_0_53_53 = e1
% 63.78/28.78  																																			|
% 63.78/28.78  																																				| Equations (1208) can reduce 162 to:
% 63.78/28.78  																																				| (132)  ~ (all_0_40_40 = e1)
% 63.78/28.78  																																				|
% 63.78/28.78  																																				| Equations (1208) can reduce 65 to:
% 63.78/28.78  																																				| (1064)  ~ (all_0_49_49 = e1)
% 63.78/28.78  																																				|
% 63.78/28.78  																																				| Equations (1208) can reduce 1453 to:
% 63.78/28.78  																																				| (602)  ~ (e4 = e1)
% 63.78/28.78  																																				|
% 63.78/28.78  																																				| Simplifying 602 yields:
% 63.78/28.78  																																				| (110)  ~ (e4 = e1)
% 63.78/28.78  																																				|
% 63.78/28.78  																																				| Equations (1208) can reduce 903 to:
% 63.78/28.78  																																				| (467)  ~ (e3 = e1)
% 63.78/28.78  																																				|
% 63.78/28.78  																																				| Simplifying 467 yields:
% 63.78/28.78  																																				| (213)  ~ (e3 = e1)
% 63.78/28.78  																																				|
% 63.78/28.78  																																				| Equations (1208) can reduce 247 to:
% 63.78/28.78  																																				| (233)  ~ (e1 = e0)
% 63.78/28.78  																																				|
% 63.78/28.78  																																				| From (1208) and (92) follows:
% 63.78/28.78  																																				| (2152) op(e1, e1) = all_0_27_27
% 63.78/28.78  																																				|
% 63.78/28.78  																																				| Instantiating formula (29) with e3, e0, all_0_33_33, all_0_12_12 and discharging atoms op(e3, e0) = all_0_12_12, op(e3, e0) = all_0_33_33, yields:
% 63.78/28.78  																																				| (5717) all_0_12_12 = all_0_33_33
% 63.78/28.78  																																				|
% 63.78/28.78  																																				| Instantiating formula (29) with e3, e0, e3, all_0_12_12 and discharging atoms op(e3, e0) = all_0_12_12, op(e3, e0) = e3, yields:
% 63.78/28.78  																																				| (2156) all_0_12_12 = e3
% 63.78/28.78  																																				|
% 63.78/28.78  																																				| Instantiating formula (29) with e2, e2, all_0_25_25, all_0_47_47 and discharging atoms op(e2, e2) = all_0_25_25, op(e2, e2) = all_0_47_47, yields:
% 63.78/28.78  																																				| (6482) all_0_25_25 = all_0_47_47
% 63.78/28.78  																																				|
% 63.78/28.78  																																				| Instantiating formula (29) with e1, e1, all_0_27_27, e4 and discharging atoms op(e1, e1) = all_0_27_27, op(e1, e1) = e4, yields:
% 63.78/28.78  																																				| (2161) all_0_27_27 = e4
% 63.78/28.78  																																				|
% 63.78/28.78  																																				| Combining equations (2156,5717) yields a new equation:
% 63.78/28.78  																																				| (1602) all_0_33_33 = e3
% 63.78/28.78  																																				|
% 63.78/28.78  																																				| From (1602) and (79680) follows:
% 63.78/28.78  																																				| (1639) op(e3, e0) = e3
% 63.78/28.78  																																				|
% 63.78/28.78  																																				| From (6482) and (514) follows:
% 63.78/28.78  																																				| (23) op(e2, e2) = all_0_47_47
% 63.78/28.78  																																				|
% 63.78/28.78  																																				| From (2161) and (2152) follows:
% 63.78/28.78  																																				| (570) op(e1, e1) = e4
% 63.78/28.78  																																				|
% 63.78/28.78  																																				+-Applying beta-rule and splitting (152), into two cases.
% 63.78/28.78  																																				|-Branch one:
% 63.78/28.78  																																				| (1392) all_0_42_42 = e4
% 63.78/28.78  																																				|
% 63.78/28.78  																																					| Equations (1392) can reduce 145 to:
% 63.78/28.78  																																					| (1377)  ~ (all_0_39_39 = e4)
% 63.78/28.78  																																					|
% 63.78/28.78  																																					+-Applying beta-rule and splitting (131), into two cases.
% 63.78/28.78  																																					|-Branch one:
% 63.78/28.78  																																					| (459) all_0_42_42 = e1
% 63.78/28.78  																																					|
% 63.78/28.78  																																						| Combining equations (459,1392) yields a new equation:
% 63.78/28.78  																																						| (630) e4 = e1
% 63.78/28.78  																																						|
% 63.78/28.78  																																						| Equations (630) can reduce 110 to:
% 63.78/28.78  																																						| (266) $false
% 63.78/28.78  																																						|
% 63.78/28.78  																																						|-The branch is then unsatisfiable
% 63.78/28.78  																																					|-Branch two:
% 63.78/28.78  																																					| (1380)  ~ (all_0_42_42 = e1)
% 63.78/28.78  																																					| (3259) all_0_47_47 = e1 | all_0_51_51 = e1 | all_0_56_56 = e1
% 63.78/28.78  																																					|
% 63.78/28.78  																																						+-Applying beta-rule and splitting (103), into two cases.
% 63.78/28.78  																																						|-Branch one:
% 63.78/28.78  																																						| (453) all_0_41_41 = e1
% 63.78/28.78  																																						|
% 63.78/28.78  																																							| Equations (453) can reduce 1898 to:
% 63.78/28.78  																																							| (467)  ~ (e3 = e1)
% 63.78/28.78  																																							|
% 63.78/28.78  																																							| Simplifying 467 yields:
% 63.78/28.78  																																							| (213)  ~ (e3 = e1)
% 63.78/28.78  																																							|
% 63.78/28.78  																																							| Equations (453) can reduce 85 to:
% 63.78/28.78  																																							| (604)  ~ (e2 = e1)
% 63.78/28.78  																																							|
% 63.78/28.78  																																							| Simplifying 604 yields:
% 63.78/28.78  																																							| (122)  ~ (e2 = e1)
% 63.78/28.78  																																							|
% 63.78/28.78  																																							+-Applying beta-rule and splitting (320), into two cases.
% 63.78/28.78  																																							|-Branch one:
% 63.78/28.78  																																							| (471) all_0_39_39 = e4
% 63.78/28.78  																																							|
% 63.78/28.78  																																								| Equations (471) can reduce 1377 to:
% 63.78/28.78  																																								| (266) $false
% 63.78/28.78  																																								|
% 63.78/28.78  																																								|-The branch is then unsatisfiable
% 63.78/28.78  																																							|-Branch two:
% 63.78/28.78  																																							| (1377)  ~ (all_0_39_39 = e4)
% 63.78/28.78  																																							| (480) all_0_39_39 = e0
% 63.78/28.78  																																							|
% 63.78/28.78  																																								| Equations (480) can reduce 176 to:
% 63.78/28.78  																																								| (1400)  ~ (all_0_40_40 = e0)
% 63.78/28.78  																																								|
% 63.78/28.78  																																								| Simplifying 1400 yields:
% 63.78/28.78  																																								| (1401)  ~ (all_0_40_40 = e0)
% 63.78/28.78  																																								|
% 63.78/28.78  																																								| From (480) and (14) follows:
% 63.78/28.78  																																								| (4090) op(e4, e2) = e0
% 63.78/28.78  																																								|
% 63.78/28.78  																																								+-Applying beta-rule and splitting (75), into two cases.
% 63.78/28.78  																																								|-Branch one:
% 63.78/28.78  																																								| (485) all_0_40_40 = e0
% 63.78/28.78  																																								|
% 63.78/28.78  																																									| Equations (485) can reduce 1401 to:
% 63.78/28.78  																																									| (266) $false
% 63.78/28.78  																																									|
% 63.78/28.78  																																									|-The branch is then unsatisfiable
% 63.78/28.78  																																								|-Branch two:
% 63.78/28.78  																																								| (1401)  ~ (all_0_40_40 = e0)
% 63.78/28.78  																																								| (1748) all_0_44_44 = e0 | all_0_49_49 = e0 | all_0_58_58 = e0
% 63.78/28.78  																																								|
% 63.78/28.78  																																									+-Applying beta-rule and splitting (316), into two cases.
% 63.78/28.78  																																									|-Branch one:
% 63.78/28.78  																																									| (1378) all_0_40_40 = e4
% 63.78/28.78  																																									|
% 63.78/28.78  																																										| Equations (1378) can reduce 200 to:
% 63.78/28.78  																																										| (255)  ~ (all_0_49_49 = e4)
% 63.78/28.78  																																										|
% 63.78/28.78  																																										| Simplifying 255 yields:
% 63.78/28.78  																																										| (256)  ~ (all_0_49_49 = e4)
% 63.78/28.78  																																										|
% 63.78/28.78  																																										+-Applying beta-rule and splitting (54), into two cases.
% 63.78/28.78  																																										|-Branch one:
% 63.78/28.78  																																										| (583) all_0_49_49 = e2
% 63.78/28.78  																																										|
% 63.78/28.78  																																											| Equations (583) can reduce 340 to:
% 63.78/28.78  																																											| (266) $false
% 63.78/28.78  																																											|
% 63.78/28.78  																																											|-The branch is then unsatisfiable
% 63.78/28.78  																																										|-Branch two:
% 63.78/28.78  																																										| (340)  ~ (all_0_49_49 = e2)
% 63.78/28.78  																																										| (586) all_0_49_49 = e4 | all_0_49_49 = e3 | all_0_49_49 = e1 | all_0_49_49 = e0
% 63.78/28.78  																																										|
% 63.78/28.78  																																											+-Applying beta-rule and splitting (3259), into two cases.
% 63.78/28.78  																																											|-Branch one:
% 63.78/28.78  																																											| (654) all_0_47_47 = e1
% 63.78/28.78  																																											|
% 63.78/28.78  																																												| Equations (654) can reduce 86 to:
% 63.78/28.78  																																												| (1419)  ~ (all_0_49_49 = e1)
% 63.78/28.78  																																												|
% 63.78/28.78  																																												| Simplifying 1419 yields:
% 63.78/28.78  																																												| (1064)  ~ (all_0_49_49 = e1)
% 63.78/28.78  																																												|
% 63.78/28.78  																																												| Equations (654) can reduce 338 to:
% 63.78/28.78  																																												| (604)  ~ (e2 = e1)
% 63.78/28.78  																																												|
% 63.78/28.78  																																												| Simplifying 604 yields:
% 63.78/28.78  																																												| (122)  ~ (e2 = e1)
% 63.78/28.78  																																												|
% 63.78/28.78  																																												+-Applying beta-rule and splitting (586), into two cases.
% 63.78/28.78  																																												|-Branch one:
% 63.78/28.78  																																												| (974) all_0_49_49 = e4
% 63.78/28.78  																																												|
% 63.78/28.78  																																													| Equations (974) can reduce 256 to:
% 63.78/28.78  																																													| (266) $false
% 63.78/28.78  																																													|
% 63.78/28.78  																																													|-The branch is then unsatisfiable
% 63.78/28.78  																																												|-Branch two:
% 63.78/28.78  																																												| (256)  ~ (all_0_49_49 = e4)
% 63.78/28.78  																																												| (977) all_0_49_49 = e3 | all_0_49_49 = e1 | all_0_49_49 = e0
% 63.78/28.78  																																												|
% 63.78/28.78  																																													+-Applying beta-rule and splitting (977), into two cases.
% 63.78/28.78  																																													|-Branch one:
% 63.78/28.78  																																													| (978) all_0_49_49 = e0
% 63.78/28.78  																																													|
% 63.78/28.78  																																														| Equations (978) can reduce 1064 to:
% 63.78/28.78  																																														| (435)  ~ (e1 = e0)
% 63.78/28.78  																																														|
% 63.78/28.78  																																														| Simplifying 435 yields:
% 63.78/28.78  																																														| (233)  ~ (e1 = e0)
% 63.78/28.78  																																														|
% 63.78/28.78  																																														+-Applying beta-rule and splitting (56), into two cases.
% 63.78/28.78  																																														|-Branch one:
% 63.78/28.78  																																														| (696) unit = e2
% 63.78/28.78  																																														|
% 63.78/28.78  																																															| From (696) and (28) follows:
% 63.78/28.78  																																															| (699) op(e1, e2) = e1
% 63.78/28.78  																																															|
% 63.78/28.78  																																															| Instantiating formula (29) with e1, e2, e1, e2 and discharging atoms op(e1, e2) = e2, op(e1, e2) = e1, yields:
% 63.78/28.78  																																															| (617) e2 = e1
% 63.78/28.78  																																															|
% 63.78/28.78  																																															| Equations (617) can reduce 122 to:
% 63.78/28.78  																																															| (266) $false
% 63.78/28.78  																																															|
% 63.78/28.78  																																															|-The branch is then unsatisfiable
% 63.78/28.78  																																														|-Branch two:
% 63.78/28.78  																																														| (707)  ~ (unit = e2)
% 63.78/28.78  																																														| (708) unit = e4 | unit = e3 | unit = e1 | unit = e0
% 63.78/28.78  																																														|
% 63.78/28.78  																																															+-Applying beta-rule and splitting (708), into two cases.
% 63.78/28.78  																																															|-Branch one:
% 63.78/28.78  																																															| (709) unit = e4
% 63.78/28.78  																																															|
% 63.78/28.78  																																																| From (709) and (15) follows:
% 63.78/28.78  																																																| (22188) op(e4, e2) = e2
% 63.78/28.78  																																																|
% 63.78/28.78  																																																| From (709) and (211) follows:
% 63.78/28.78  																																																| (22527) op(e4, e1) = e1
% 63.78/28.78  																																																|
% 63.78/28.78  																																																| From (709) and (32) follows:
% 63.78/28.78  																																																| (712) op(e2, e4) = e2
% 63.78/28.78  																																																|
% 63.78/28.78  																																																| Instantiating formula (29) with e4, e2, e2, e0 and discharging atoms op(e4, e2) = e2, op(e4, e2) = e0, yields:
% 63.78/28.78  																																																| (330) e2 = e0
% 63.78/28.78  																																																|
% 63.78/28.78  																																																| Instantiating formula (29) with e4, e1, e1, e3 and discharging atoms op(e4, e1) = e3, op(e4, e1) = e1, yields:
% 63.78/28.78  																																																| (455) e3 = e1
% 63.78/28.78  																																																|
% 63.78/28.78  																																																| Instantiating formula (29) with e2, e4, e2, e3 and discharging atoms op(e2, e4) = e3, op(e2, e4) = e2, yields:
% 63.78/28.78  																																																| (662) e3 = e2
% 63.78/28.78  																																																|
% 63.78/28.78  																																																| Combining equations (455,662) yields a new equation:
% 63.78/28.78  																																																| (617) e2 = e1
% 63.78/28.78  																																																|
% 63.78/28.78  																																																| Combining equations (617,330) yields a new equation:
% 63.78/28.78  																																																| (546) e1 = e0
% 63.78/28.78  																																																|
% 63.78/28.78  																																																| Simplifying 546 yields:
% 63.78/28.78  																																																| (431) e1 = e0
% 63.78/28.78  																																																|
% 63.78/28.78  																																																| Equations (431) can reduce 233 to:
% 63.78/28.78  																																																| (266) $false
% 63.78/28.78  																																																|
% 63.78/28.78  																																																|-The branch is then unsatisfiable
% 63.78/28.78  																																															|-Branch two:
% 63.78/28.78  																																															| (724)  ~ (unit = e4)
% 63.78/28.78  																																															| (725) unit = e3 | unit = e1 | unit = e0
% 63.78/28.78  																																															|
% 63.78/28.78  																																																+-Applying beta-rule and splitting (725), into two cases.
% 63.78/28.78  																																																|-Branch one:
% 63.78/28.78  																																																| (726) unit = e0
% 63.78/28.78  																																																|
% 63.78/28.78  																																																	| Equations (726) can reduce 707 to:
% 63.78/28.78  																																																	| (365)  ~ (e2 = e0)
% 63.78/28.78  																																																	|
% 63.78/28.78  																																																	| Simplifying 365 yields:
% 63.78/28.78  																																																	| (128)  ~ (e2 = e0)
% 63.78/28.78  																																																	|
% 63.78/28.78  																																																	| From (726) and (24) follows:
% 63.78/28.78  																																																	| (2208) op(e0, e3) = e3
% 63.78/28.78  																																																	|
% 63.78/28.78  																																																	| From (726) and (15) follows:
% 63.78/28.78  																																																	| (1508) op(e0, e2) = e2
% 63.78/28.78  																																																	|
% 63.78/28.78  																																																	| Instantiating formula (29) with e0, e3, e3, e0 and discharging atoms op(e0, e3) = e3, op(e0, e3) = e0, yields:
% 63.78/28.78  																																																	| (676) e3 = e0
% 63.78/28.78  																																																	|
% 63.78/28.78  																																																	| Instantiating formula (29) with e0, e2, e2, e3 and discharging atoms op(e0, e2) = e3, op(e0, e2) = e2, yields:
% 63.78/28.78  																																																	| (662) e3 = e2
% 63.78/28.78  																																																	|
% 63.78/28.78  																																																	| Combining equations (662,676) yields a new equation:
% 63.78/28.78  																																																	| (391) e2 = e0
% 63.78/28.78  																																																	|
% 63.78/28.78  																																																	| Simplifying 391 yields:
% 63.78/28.78  																																																	| (330) e2 = e0
% 63.78/28.78  																																																	|
% 63.78/28.78  																																																	| Equations (330) can reduce 128 to:
% 63.78/28.78  																																																	| (266) $false
% 63.78/28.78  																																																	|
% 63.78/28.78  																																																	|-The branch is then unsatisfiable
% 63.78/28.78  																																																|-Branch two:
% 63.78/28.78  																																																| (734)  ~ (unit = e0)
% 63.78/28.78  																																																| (735) unit = e3 | unit = e1
% 63.78/28.78  																																																|
% 63.78/28.78  																																																	+-Applying beta-rule and splitting (735), into two cases.
% 63.78/28.78  																																																	|-Branch one:
% 63.78/28.78  																																																	| (736) unit = e1
% 63.78/28.78  																																																	|
% 63.78/28.78  																																																		| Equations (736) can reduce 734 to:
% 63.78/28.78  																																																		| (233)  ~ (e1 = e0)
% 63.78/28.78  																																																		|
% 63.78/28.78  																																																		| From (736) and (227) follows:
% 63.78/28.78  																																																		| (739) op(e4, e1) = e4
% 63.78/28.78  																																																		|
% 63.78/28.78  																																																		| From (736) and (40) follows:
% 63.78/28.78  																																																		| (1652) op(e3, e1) = e3
% 63.78/28.78  																																																		|
% 63.78/28.78  																																																		| From (736) and (28) follows:
% 63.78/28.78  																																																		| (740) op(e1, e1) = e1
% 63.78/28.78  																																																		|
% 63.78/28.78  																																																		| Instantiating formula (29) with e4, e1, e4, e3 and discharging atoms op(e4, e1) = e4, op(e4, e1) = e3, yields:
% 63.78/28.78  																																																		| (425) e4 = e3
% 63.78/28.78  																																																		|
% 63.78/28.78  																																																		| Instantiating formula (29) with e3, e1, e3, e0 and discharging atoms op(e3, e1) = e3, op(e3, e1) = e0, yields:
% 63.78/28.78  																																																		| (676) e3 = e0
% 63.78/28.78  																																																		|
% 63.78/28.78  																																																		| Instantiating formula (29) with e1, e1, e1, e4 and discharging atoms op(e1, e1) = e4, op(e1, e1) = e1, yields:
% 63.78/28.78  																																																		| (630) e4 = e1
% 63.78/28.78  																																																		|
% 63.78/28.78  																																																		| Combining equations (425,630) yields a new equation:
% 63.78/28.78  																																																		| (454) e3 = e1
% 63.78/28.78  																																																		|
% 63.78/28.78  																																																		| Simplifying 454 yields:
% 63.78/28.78  																																																		| (455) e3 = e1
% 63.78/28.78  																																																		|
% 63.78/28.78  																																																		| Combining equations (455,676) yields a new equation:
% 63.78/28.78  																																																		| (546) e1 = e0
% 63.78/28.78  																																																		|
% 63.78/28.78  																																																		| Simplifying 546 yields:
% 63.78/28.78  																																																		| (431) e1 = e0
% 63.78/28.78  																																																		|
% 63.78/28.78  																																																		| Equations (431) can reduce 233 to:
% 63.78/28.78  																																																		| (266) $false
% 63.78/28.78  																																																		|
% 63.78/28.78  																																																		|-The branch is then unsatisfiable
% 63.78/28.78  																																																	|-Branch two:
% 63.78/28.78  																																																	| (748)  ~ (unit = e1)
% 63.78/28.78  																																																	| (749) unit = e3
% 63.78/28.78  																																																	|
% 63.78/28.78  																																																		| From (749) and (209) follows:
% 63.78/28.78  																																																		| (1667) op(e3, e0) = e0
% 63.78/28.78  																																																		|
% 63.78/28.78  																																																		| From (749) and (28) follows:
% 63.78/28.79  																																																		| (2235) op(e1, e3) = e1
% 63.78/28.79  																																																		|
% 63.78/28.79  																																																		| Instantiating formula (29) with e3, e0, e0, e3 and discharging atoms op(e3, e0) = e3, op(e3, e0) = e0, yields:
% 63.78/28.79  																																																		| (676) e3 = e0
% 63.78/28.79  																																																		|
% 63.78/28.79  																																																		| Instantiating formula (29) with e1, e3, e1, e3 and discharging atoms op(e1, e3) = e3, op(e1, e3) = e1, yields:
% 63.78/28.79  																																																		| (455) e3 = e1
% 63.78/28.79  																																																		|
% 63.78/28.79  																																																		| Combining equations (455,676) yields a new equation:
% 63.78/28.79  																																																		| (546) e1 = e0
% 63.78/28.79  																																																		|
% 63.78/28.79  																																																		| Simplifying 546 yields:
% 63.78/28.79  																																																		| (431) e1 = e0
% 63.78/28.79  																																																		|
% 63.78/28.79  																																																		| Equations (431) can reduce 233 to:
% 63.78/28.79  																																																		| (266) $false
% 63.78/28.79  																																																		|
% 63.78/28.79  																																																		|-The branch is then unsatisfiable
% 63.78/28.79  																																													|-Branch two:
% 63.78/28.79  																																													| (487)  ~ (all_0_49_49 = e0)
% 63.78/28.79  																																													| (981) all_0_49_49 = e3 | all_0_49_49 = e1
% 63.78/28.79  																																													|
% 63.78/28.79  																																														+-Applying beta-rule and splitting (981), into two cases.
% 63.78/28.79  																																														|-Branch one:
% 63.78/28.79  																																														| (671) all_0_49_49 = e1
% 63.78/28.79  																																														|
% 63.78/28.79  																																															| Equations (671) can reduce 1064 to:
% 63.78/28.79  																																															| (266) $false
% 63.78/28.79  																																															|
% 63.78/28.79  																																															|-The branch is then unsatisfiable
% 63.78/28.79  																																														|-Branch two:
% 63.78/28.79  																																														| (1064)  ~ (all_0_49_49 = e1)
% 63.78/28.79  																																														| (884) all_0_49_49 = e3
% 63.78/28.79  																																														|
% 63.78/28.79  																																															| Equations (884) can reduce 525 to:
% 63.78/28.79  																																															| (266) $false
% 63.78/28.79  																																															|
% 63.78/28.79  																																															|-The branch is then unsatisfiable
% 63.78/28.79  																																											|-Branch two:
% 63.78/28.79  																																											| (462)  ~ (all_0_47_47 = e1)
% 63.78/28.79  																																											| (3264) all_0_51_51 = e1 | all_0_56_56 = e1
% 63.78/28.79  																																											|
% 63.78/28.79  																																												+-Applying beta-rule and splitting (3264), into two cases.
% 63.78/28.79  																																												|-Branch one:
% 63.78/28.79  																																												| (1109) all_0_51_51 = e1
% 63.78/28.79  																																												|
% 63.78/28.79  																																													| Combining equations (504,1109) yields a new equation:
% 63.78/28.79  																																													| (616) e2 = e1
% 63.78/28.79  																																													|
% 63.78/28.79  																																													| Simplifying 616 yields:
% 63.78/28.79  																																													| (617) e2 = e1
% 63.78/28.79  																																													|
% 63.78/28.79  																																													| Equations (617) can reduce 122 to:
% 63.78/28.79  																																													| (266) $false
% 63.78/28.79  																																													|
% 63.78/28.79  																																													|-The branch is then unsatisfiable
% 63.78/28.79  																																												|-Branch two:
% 63.78/28.79  																																												| (464)  ~ (all_0_51_51 = e1)
% 63.78/28.79  																																												| (1569) all_0_56_56 = e1
% 63.78/28.79  																																												|
% 63.78/28.79  																																													| Combining equations (1097,1569) yields a new equation:
% 63.78/28.79  																																													| (454) e3 = e1
% 63.78/28.79  																																													|
% 63.78/28.79  																																													| Simplifying 454 yields:
% 63.78/28.79  																																													| (455) e3 = e1
% 63.78/28.79  																																													|
% 63.78/28.79  																																													| Equations (455) can reduce 213 to:
% 63.78/28.79  																																													| (266) $false
% 63.78/28.79  																																													|
% 63.78/28.79  																																													|-The branch is then unsatisfiable
% 63.78/28.79  																																									|-Branch two:
% 63.78/28.79  																																									| (447)  ~ (all_0_40_40 = e4)
% 63.78/28.79  																																									| (485) all_0_40_40 = e0
% 63.78/28.79  																																									|
% 63.78/28.79  																																										| Equations (485) can reduce 1401 to:
% 63.78/28.79  																																										| (266) $false
% 63.78/28.79  																																										|
% 63.78/28.79  																																										|-The branch is then unsatisfiable
% 63.78/28.79  																																						|-Branch two:
% 63.78/28.79  																																						| (457)  ~ (all_0_41_41 = e1)
% 63.78/28.79  																																						| (458) all_0_42_42 = e1 | all_0_43_43 = e1 | all_0_44_44 = e1
% 63.78/28.79  																																						|
% 63.78/28.79  																																							+-Applying beta-rule and splitting (18), into two cases.
% 63.78/28.79  																																							|-Branch one:
% 63.78/28.79  																																							| (453) all_0_41_41 = e1
% 63.78/28.79  																																							|
% 63.78/28.79  																																								| Equations (453) can reduce 457 to:
% 63.78/28.79  																																								| (266) $false
% 63.78/28.79  																																								|
% 63.78/28.79  																																								|-The branch is then unsatisfiable
% 63.78/28.79  																																							|-Branch two:
% 63.78/28.79  																																							| (457)  ~ (all_0_41_41 = e1)
% 63.78/28.79  																																							| (595) all_0_46_46 = e1 | all_0_50_50 = e1 | all_0_55_55 = e1
% 63.78/28.79  																																							|
% 63.78/28.79  																																								+-Applying beta-rule and splitting (320), into two cases.
% 63.78/28.79  																																								|-Branch one:
% 63.78/28.79  																																								| (471) all_0_39_39 = e4
% 63.78/28.79  																																								|
% 63.78/28.79  																																									| Equations (471) can reduce 1377 to:
% 63.78/28.79  																																									| (266) $false
% 63.78/28.79  																																									|
% 63.78/28.79  																																									|-The branch is then unsatisfiable
% 63.78/28.79  																																								|-Branch two:
% 63.78/28.79  																																								| (1377)  ~ (all_0_39_39 = e4)
% 63.78/28.79  																																								| (480) all_0_39_39 = e0
% 63.78/28.79  																																								|
% 63.78/28.79  																																									| Equations (480) can reduce 79 to:
% 63.78/28.79  																																									| (1402)  ~ (all_0_47_47 = e0)
% 63.78/28.79  																																									|
% 63.78/28.79  																																									| Simplifying 1402 yields:
% 63.78/28.79  																																									| (678)  ~ (all_0_47_47 = e0)
% 63.78/28.79  																																									|
% 63.78/28.79  																																									| Equations (480) can reduce 294 to:
% 63.78/28.79  																																									| (365)  ~ (e2 = e0)
% 63.78/28.79  																																									|
% 63.78/28.79  																																									| Simplifying 365 yields:
% 63.78/28.79  																																									| (128)  ~ (e2 = e0)
% 63.78/28.79  																																									|
% 63.78/28.79  																																									+-Applying beta-rule and splitting (184), into two cases.
% 63.78/28.79  																																									|-Branch one:
% 63.78/28.79  																																									| (538) all_0_46_46 = e0
% 63.78/28.79  																																									|
% 63.78/28.79  																																										| Equations (538) can reduce 831 to:
% 63.78/28.79  																																										| (266) $false
% 63.78/28.79  																																										|
% 63.78/28.79  																																										|-The branch is then unsatisfiable
% 63.78/28.79  																																									|-Branch two:
% 63.78/28.79  																																									| (831)  ~ (all_0_46_46 = e0)
% 63.78/28.79  																																									| (832) all_0_47_47 = e0 | all_0_48_48 = e0 | all_0_49_49 = e0
% 63.78/28.79  																																									|
% 63.78/28.79  																																										+-Applying beta-rule and splitting (832), into two cases.
% 63.78/28.79  																																										|-Branch one:
% 63.78/28.79  																																										| (674) all_0_47_47 = e0
% 63.78/28.79  																																										|
% 63.78/28.79  																																											| Equations (674) can reduce 678 to:
% 63.78/28.79  																																											| (266) $false
% 63.78/28.79  																																											|
% 63.78/28.79  																																											|-The branch is then unsatisfiable
% 63.78/28.79  																																										|-Branch two:
% 63.78/28.79  																																										| (678)  ~ (all_0_47_47 = e0)
% 63.78/28.79  																																										| (1278) all_0_48_48 = e0 | all_0_49_49 = e0
% 63.78/28.79  																																										|
% 63.78/28.79  																																											+-Applying beta-rule and splitting (1278), into two cases.
% 63.78/28.79  																																											|-Branch one:
% 63.78/28.79  																																											| (1279) all_0_48_48 = e0
% 63.78/28.79  																																											|
% 63.78/28.79  																																												| Combining equations (335,1279) yields a new equation:
% 63.78/28.79  																																												| (391) e2 = e0
% 63.78/28.79  																																												|
% 63.78/28.79  																																												| Simplifying 391 yields:
% 63.78/28.79  																																												| (330) e2 = e0
% 63.78/28.79  																																												|
% 63.78/28.79  																																												| Equations (330) can reduce 128 to:
% 63.78/28.79  																																												| (266) $false
% 63.78/28.79  																																												|
% 63.78/28.79  																																												|-The branch is then unsatisfiable
% 63.78/28.79  																																											|-Branch two:
% 63.78/28.79  																																											| (1283)  ~ (all_0_48_48 = e0)
% 63.78/28.79  																																											| (978) all_0_49_49 = e0
% 63.78/28.79  																																											|
% 63.78/28.79  																																												| Equations (978) can reduce 1064 to:
% 63.78/28.79  																																												| (435)  ~ (e1 = e0)
% 63.78/28.79  																																												|
% 63.78/28.79  																																												| Simplifying 435 yields:
% 63.78/28.79  																																												| (233)  ~ (e1 = e0)
% 63.78/28.79  																																												|
% 63.78/28.79  																																												+-Applying beta-rule and splitting (595), into two cases.
% 63.78/28.79  																																												|-Branch one:
% 63.78/28.79  																																												| (545) all_0_46_46 = e1
% 63.78/28.79  																																												|
% 63.78/28.79  																																													| Equations (545) can reduce 19 to:
% 63.78/28.79  																																													| (461)  ~ (all_0_47_47 = e1)
% 63.78/28.79  																																													|
% 63.78/28.79  																																													| Simplifying 461 yields:
% 63.78/28.79  																																													| (462)  ~ (all_0_47_47 = e1)
% 63.78/28.79  																																													|
% 63.78/28.79  																																													| Equations (545) can reduce 409 to:
% 63.78/28.79  																																													| (467)  ~ (e3 = e1)
% 63.78/28.79  																																													|
% 63.78/28.79  																																													| Simplifying 467 yields:
% 63.78/28.79  																																													| (213)  ~ (e3 = e1)
% 63.78/28.79  																																													|
% 63.78/28.79  																																													| Equations (545) can reduce 300 to:
% 63.78/28.79  																																													| (604)  ~ (e2 = e1)
% 63.78/28.79  																																													|
% 63.78/28.79  																																													| Simplifying 604 yields:
% 63.78/28.79  																																													| (122)  ~ (e2 = e1)
% 63.78/28.79  																																													|
% 63.78/28.79  																																													+-Applying beta-rule and splitting (3259), into two cases.
% 63.78/28.79  																																													|-Branch one:
% 63.78/28.79  																																													| (654) all_0_47_47 = e1
% 63.78/28.79  																																													|
% 63.78/28.79  																																														| Equations (654) can reduce 462 to:
% 63.78/28.79  																																														| (266) $false
% 63.78/28.79  																																														|
% 63.78/28.79  																																														|-The branch is then unsatisfiable
% 63.78/28.79  																																													|-Branch two:
% 63.78/28.79  																																													| (462)  ~ (all_0_47_47 = e1)
% 63.78/28.79  																																													| (3264) all_0_51_51 = e1 | all_0_56_56 = e1
% 63.78/28.79  																																													|
% 63.78/28.79  																																														+-Applying beta-rule and splitting (3264), into two cases.
% 63.78/28.79  																																														|-Branch one:
% 63.78/28.79  																																														| (1109) all_0_51_51 = e1
% 63.78/28.79  																																														|
% 63.78/28.79  																																															| Combining equations (504,1109) yields a new equation:
% 63.78/28.79  																																															| (616) e2 = e1
% 63.78/28.79  																																															|
% 63.78/28.79  																																															| Simplifying 616 yields:
% 63.78/28.79  																																															| (617) e2 = e1
% 63.78/28.79  																																															|
% 63.78/28.79  																																															| Equations (617) can reduce 122 to:
% 63.78/28.79  																																															| (266) $false
% 63.78/28.79  																																															|
% 63.78/28.79  																																															|-The branch is then unsatisfiable
% 63.78/28.79  																																														|-Branch two:
% 63.78/28.79  																																														| (464)  ~ (all_0_51_51 = e1)
% 63.78/28.79  																																														| (1569) all_0_56_56 = e1
% 63.78/28.79  																																														|
% 63.78/28.79  																																															| Combining equations (1097,1569) yields a new equation:
% 63.78/28.79  																																															| (454) e3 = e1
% 63.78/28.79  																																															|
% 63.78/28.79  																																															| Simplifying 454 yields:
% 63.78/28.79  																																															| (455) e3 = e1
% 63.78/28.79  																																															|
% 63.78/28.79  																																															| Equations (455) can reduce 213 to:
% 63.78/28.79  																																															| (266) $false
% 63.78/28.79  																																															|
% 63.78/28.79  																																															|-The branch is then unsatisfiable
% 63.78/28.79  																																												|-Branch two:
% 63.78/28.79  																																												| (549)  ~ (all_0_46_46 = e1)
% 63.78/28.79  																																												| (600) all_0_50_50 = e1 | all_0_55_55 = e1
% 63.78/28.79  																																												|
% 63.78/28.79  																																													+-Applying beta-rule and splitting (600), into two cases.
% 63.78/28.79  																																													|-Branch one:
% 63.78/28.79  																																													| (601) all_0_50_50 = e1
% 63.78/28.79  																																													|
% 63.78/28.79  																																														| Combining equations (415,601) yields a new equation:
% 63.78/28.79  																																														| (454) e3 = e1
% 63.78/28.79  																																														|
% 63.78/28.79  																																														| Simplifying 454 yields:
% 63.78/28.79  																																														| (455) e3 = e1
% 63.78/28.79  																																														|
% 63.78/28.79  																																														| Equations (455) can reduce 213 to:
% 63.78/28.79  																																														| (266) $false
% 63.78/28.79  																																														|
% 63.78/28.79  																																														|-The branch is then unsatisfiable
% 63.78/28.79  																																													|-Branch two:
% 63.78/28.79  																																													| (759)  ~ (all_0_50_50 = e1)
% 63.78/28.79  																																													| (629) all_0_55_55 = e1
% 63.78/28.79  																																													|
% 63.78/28.79  																																														| Combining equations (629,858) yields a new equation:
% 63.78/28.79  																																														| (546) e1 = e0
% 63.78/28.79  																																														|
% 63.78/28.79  																																														| Simplifying 546 yields:
% 63.78/28.79  																																														| (431) e1 = e0
% 63.78/28.79  																																														|
% 63.78/28.79  																																														| Equations (431) can reduce 233 to:
% 63.78/28.79  																																														| (266) $false
% 63.78/28.79  																																														|
% 63.78/28.79  																																														|-The branch is then unsatisfiable
% 63.78/28.79  																																				|-Branch two:
% 63.78/28.79  																																				| (1890)  ~ (all_0_42_42 = e4)
% 63.78/28.79  																																				| (1969) all_0_42_42 = e3 | all_0_42_42 = e1 | all_0_42_42 = e0
% 63.78/28.79  																																				|
% 63.78/28.79  																																					+-Applying beta-rule and splitting (1969), into two cases.
% 63.78/28.79  																																					|-Branch one:
% 63.78/28.79  																																					| (559) all_0_42_42 = e0
% 63.78/28.79  																																					|
% 63.78/28.79  																																						| Equations (559) can reduce 358 to:
% 63.78/28.79  																																						| (266) $false
% 63.78/28.79  																																						|
% 63.78/28.79  																																						|-The branch is then unsatisfiable
% 63.78/28.79  																																					|-Branch two:
% 63.78/28.79  																																					| (358)  ~ (all_0_42_42 = e0)
% 63.78/28.79  																																					| (2510) all_0_42_42 = e3 | all_0_42_42 = e1
% 63.78/28.79  																																					|
% 63.78/28.79  																																						+-Applying beta-rule and splitting (64), into two cases.
% 63.78/28.79  																																						|-Branch one:
% 63.78/28.79  																																						| (437) all_0_41_41 = e4
% 63.78/28.79  																																						|
% 63.78/28.79  																																							| Equations (437) can reduce 357 to:
% 63.78/28.79  																																							| (49)  ~ (e4 = e0)
% 63.78/28.79  																																							|
% 63.78/28.79  																																							+-Applying beta-rule and splitting (18), into two cases.
% 63.78/28.79  																																							|-Branch one:
% 63.78/28.79  																																							| (453) all_0_41_41 = e1
% 63.78/28.79  																																							|
% 63.78/28.79  																																								| Combining equations (453,437) yields a new equation:
% 63.78/28.79  																																								| (630) e4 = e1
% 63.78/28.79  																																								|
% 63.78/28.79  																																								| Equations (630) can reduce 110 to:
% 63.78/28.79  																																								| (266) $false
% 63.78/28.79  																																								|
% 63.78/28.79  																																								|-The branch is then unsatisfiable
% 63.78/28.79  																																							|-Branch two:
% 63.78/28.79  																																							| (457)  ~ (all_0_41_41 = e1)
% 63.78/28.79  																																							| (595) all_0_46_46 = e1 | all_0_50_50 = e1 | all_0_55_55 = e1
% 63.78/28.79  																																							|
% 63.78/28.79  																																								| Equations (437) can reduce 457 to:
% 63.78/28.79  																																								| (110)  ~ (e4 = e1)
% 63.78/28.79  																																								|
% 63.78/28.79  																																								+-Applying beta-rule and splitting (103), into two cases.
% 63.78/28.79  																																								|-Branch one:
% 63.78/28.79  																																								| (453) all_0_41_41 = e1
% 63.78/28.79  																																								|
% 63.78/28.79  																																									| Combining equations (453,437) yields a new equation:
% 63.78/28.79  																																									| (630) e4 = e1
% 63.78/28.79  																																									|
% 63.78/28.79  																																									| Equations (630) can reduce 110 to:
% 63.78/28.79  																																									| (266) $false
% 63.78/28.79  																																									|
% 63.78/28.79  																																									|-The branch is then unsatisfiable
% 63.78/28.79  																																								|-Branch two:
% 63.78/28.79  																																								| (457)  ~ (all_0_41_41 = e1)
% 63.78/28.79  																																								| (458) all_0_42_42 = e1 | all_0_43_43 = e1 | all_0_44_44 = e1
% 63.78/28.79  																																								|
% 63.78/28.79  																																									+-Applying beta-rule and splitting (458), into two cases.
% 63.78/28.79  																																									|-Branch one:
% 63.78/28.79  																																									| (459) all_0_42_42 = e1
% 63.78/28.79  																																									|
% 63.78/28.79  																																										| Equations (459) can reduce 405 to:
% 63.78/28.79  																																										| (467)  ~ (e3 = e1)
% 63.78/28.79  																																										|
% 63.78/28.79  																																										| Simplifying 467 yields:
% 63.78/28.79  																																										| (213)  ~ (e3 = e1)
% 63.78/28.79  																																										|
% 63.78/28.79  																																										| Equations (459) can reduce 358 to:
% 63.78/28.79  																																										| (233)  ~ (e1 = e0)
% 63.78/28.79  																																										|
% 63.78/28.79  																																										+-Applying beta-rule and splitting (135), into two cases.
% 63.78/28.79  																																										|-Branch one:
% 63.78/28.79  																																										| (545) all_0_46_46 = e1
% 63.78/28.79  																																										|
% 63.78/28.79  																																											| Equations (545) can reduce 19 to:
% 63.78/28.79  																																											| (461)  ~ (all_0_47_47 = e1)
% 63.78/28.79  																																											|
% 63.78/28.79  																																											| Simplifying 461 yields:
% 63.78/28.79  																																											| (462)  ~ (all_0_47_47 = e1)
% 63.78/28.79  																																											|
% 63.78/28.79  																																											| Equations (545) can reduce 208 to:
% 63.78/28.79  																																											| (1419)  ~ (all_0_49_49 = e1)
% 63.78/28.79  																																											|
% 63.78/28.79  																																											| Simplifying 1419 yields:
% 63.78/28.79  																																											| (1064)  ~ (all_0_49_49 = e1)
% 63.78/28.79  																																											|
% 63.78/28.79  																																											| From (545) and (120) follows:
% 63.78/28.79  																																											| (2105) op(e2, e3) = e1
% 63.78/28.79  																																											|
% 63.78/28.79  																																											+-Applying beta-rule and splitting (75), into two cases.
% 63.78/28.79  																																											|-Branch one:
% 63.78/28.79  																																											| (485) all_0_40_40 = e0
% 63.78/28.79  																																											|
% 63.78/28.79  																																												| Equations (485) can reduce 176 to:
% 63.78/28.79  																																												| (484)  ~ (all_0_39_39 = e0)
% 63.78/28.79  																																												|
% 63.78/28.79  																																												| Equations (485) can reduce 200 to:
% 63.78/28.79  																																												| (486)  ~ (all_0_49_49 = e0)
% 63.78/28.79  																																												|
% 63.78/28.79  																																												| Simplifying 486 yields:
% 63.78/28.79  																																												| (487)  ~ (all_0_49_49 = e0)
% 63.78/28.79  																																												|
% 63.78/28.79  																																												| Equations (485) can reduce 296 to:
% 63.78/28.79  																																												| (365)  ~ (e2 = e0)
% 63.78/28.79  																																												|
% 63.78/28.79  																																												| Simplifying 365 yields:
% 63.78/28.79  																																												| (128)  ~ (e2 = e0)
% 63.78/28.79  																																												|
% 63.78/28.79  																																												| Equations (485) can reduce 132 to:
% 63.78/28.79  																																												| (435)  ~ (e1 = e0)
% 63.78/28.79  																																												|
% 63.78/28.79  																																												| Simplifying 435 yields:
% 63.78/28.79  																																												| (233)  ~ (e1 = e0)
% 63.78/28.79  																																												|
% 63.78/28.79  																																												+-Applying beta-rule and splitting (184), into two cases.
% 63.78/28.79  																																												|-Branch one:
% 63.78/28.79  																																												| (538) all_0_46_46 = e0
% 63.78/28.79  																																												|
% 63.78/28.79  																																													| Combining equations (545,538) yields a new equation:
% 63.78/28.79  																																													| (546) e1 = e0
% 63.78/28.79  																																													|
% 63.78/28.79  																																													| Simplifying 546 yields:
% 63.78/28.79  																																													| (431) e1 = e0
% 63.78/28.79  																																													|
% 63.78/28.79  																																													| Equations (431) can reduce 233 to:
% 63.78/28.79  																																													| (266) $false
% 63.78/28.79  																																													|
% 63.78/28.79  																																													|-The branch is then unsatisfiable
% 63.78/28.79  																																												|-Branch two:
% 63.78/28.79  																																												| (831)  ~ (all_0_46_46 = e0)
% 63.78/28.79  																																												| (832) all_0_47_47 = e0 | all_0_48_48 = e0 | all_0_49_49 = e0
% 63.78/28.79  																																												|
% 63.78/28.79  																																													+-Applying beta-rule and splitting (104), into two cases.
% 63.78/28.79  																																													|-Branch one:
% 63.78/28.79  																																													| (480) all_0_39_39 = e0
% 63.78/28.79  																																													|
% 63.78/28.79  																																														| Equations (480) can reduce 484 to:
% 63.78/28.79  																																														| (266) $false
% 63.78/28.79  																																														|
% 63.78/28.79  																																														|-The branch is then unsatisfiable
% 63.78/28.79  																																													|-Branch two:
% 63.78/28.79  																																													| (484)  ~ (all_0_39_39 = e0)
% 63.78/28.79  																																													| (558) all_0_42_42 = e0 | all_0_47_47 = e0 | all_0_56_56 = e0
% 63.78/28.79  																																													|
% 63.78/28.79  																																														+-Applying beta-rule and splitting (320), into two cases.
% 63.78/28.79  																																														|-Branch one:
% 63.78/28.79  																																														| (471) all_0_39_39 = e4
% 63.78/28.79  																																														|
% 63.78/28.79  																																															| From (471) and (14) follows:
% 63.78/28.79  																																															| (4284) op(e4, e2) = e4
% 63.78/28.79  																																															|
% 63.78/28.79  																																															+-Applying beta-rule and splitting (832), into two cases.
% 63.78/28.79  																																															|-Branch one:
% 63.78/28.79  																																															| (674) all_0_47_47 = e0
% 63.78/28.79  																																															|
% 63.78/28.79  																																																| Equations (674) can reduce 462 to:
% 63.78/28.79  																																																| (435)  ~ (e1 = e0)
% 63.78/28.79  																																																|
% 63.78/28.79  																																																| Simplifying 435 yields:
% 63.78/28.79  																																																| (233)  ~ (e1 = e0)
% 63.78/28.79  																																																|
% 63.78/28.79  																																																| From (674) and (23) follows:
% 63.78/28.79  																																																| (3148) op(e2, e2) = e0
% 63.78/28.79  																																																|
% 63.78/28.79  																																																+-Applying beta-rule and splitting (56), into two cases.
% 63.78/28.79  																																																|-Branch one:
% 63.78/28.79  																																																| (696) unit = e2
% 63.78/28.79  																																																|
% 63.78/28.79  																																																	| From (696) and (32) follows:
% 63.78/28.79  																																																	| (698) op(e2, e2) = e2
% 63.78/28.79  																																																	|
% 63.78/28.79  																																																	| From (696) and (28) follows:
% 63.78/28.79  																																																	| (699) op(e1, e2) = e1
% 63.78/28.79  																																																	|
% 63.78/28.79  																																																	| Instantiating formula (29) with e2, e2, e2, e0 and discharging atoms op(e2, e2) = e2, op(e2, e2) = e0, yields:
% 63.78/28.79  																																																	| (330) e2 = e0
% 63.78/28.79  																																																	|
% 63.78/28.79  																																																	| Instantiating formula (29) with e1, e2, e1, e2 and discharging atoms op(e1, e2) = e2, op(e1, e2) = e1, yields:
% 63.78/28.79  																																																	| (617) e2 = e1
% 63.78/28.79  																																																	|
% 63.78/28.79  																																																	| Combining equations (617,330) yields a new equation:
% 63.78/28.79  																																																	| (546) e1 = e0
% 63.78/28.79  																																																	|
% 63.78/28.79  																																																	| Simplifying 546 yields:
% 63.78/28.79  																																																	| (431) e1 = e0
% 63.78/28.79  																																																	|
% 63.78/28.79  																																																	| Equations (431) can reduce 233 to:
% 63.78/28.79  																																																	| (266) $false
% 63.78/28.79  																																																	|
% 63.78/28.79  																																																	|-The branch is then unsatisfiable
% 63.78/28.79  																																																|-Branch two:
% 63.78/28.79  																																																| (707)  ~ (unit = e2)
% 63.78/28.79  																																																| (708) unit = e4 | unit = e3 | unit = e1 | unit = e0
% 63.78/28.79  																																																|
% 63.78/28.79  																																																	+-Applying beta-rule and splitting (708), into two cases.
% 63.78/28.79  																																																	|-Branch one:
% 63.78/28.79  																																																	| (709) unit = e4
% 63.78/28.79  																																																	|
% 63.78/28.79  																																																		| From (709) and (15) follows:
% 63.78/28.79  																																																		| (22188) op(e4, e2) = e2
% 63.78/28.79  																																																		|
% 63.78/28.79  																																																		| From (709) and (211) follows:
% 63.78/28.79  																																																		| (22527) op(e4, e1) = e1
% 63.78/28.79  																																																		|
% 63.78/28.79  																																																		| From (709) and (32) follows:
% 63.78/28.79  																																																		| (712) op(e2, e4) = e2
% 63.78/28.79  																																																		|
% 63.78/28.79  																																																		| From (709) and (42) follows:
% 63.78/28.79  																																																		| (713) op(e0, e4) = e0
% 63.78/28.79  																																																		|
% 63.78/28.79  																																																		| Instantiating formula (29) with e4, e2, e2, e4 and discharging atoms op(e4, e2) = e4, op(e4, e2) = e2, yields:
% 63.78/28.79  																																																		| (323) e4 = e2
% 63.78/28.79  																																																		|
% 63.78/28.79  																																																		| Instantiating formula (29) with e4, e1, e1, e3 and discharging atoms op(e4, e1) = e3, op(e4, e1) = e1, yields:
% 63.78/28.79  																																																		| (455) e3 = e1
% 63.78/28.79  																																																		|
% 63.78/28.79  																																																		| Instantiating formula (29) with e2, e4, e2, e3 and discharging atoms op(e2, e4) = e3, op(e2, e4) = e2, yields:
% 63.78/28.79  																																																		| (662) e3 = e2
% 63.78/28.79  																																																		|
% 63.78/28.79  																																																		| Instantiating formula (29) with e0, e4, e0, e4 and discharging atoms op(e0, e4) = e4, op(e0, e4) = e0, yields:
% 63.78/28.79  																																																		| (397) e4 = e0
% 63.78/28.79  																																																		|
% 63.78/28.79  																																																		| Combining equations (323,397) yields a new equation:
% 63.78/28.79  																																																		| (391) e2 = e0
% 63.78/28.79  																																																		|
% 63.78/28.79  																																																		| Simplifying 391 yields:
% 63.78/28.79  																																																		| (330) e2 = e0
% 63.78/28.79  																																																		|
% 63.78/28.79  																																																		| Combining equations (455,662) yields a new equation:
% 63.78/28.79  																																																		| (617) e2 = e1
% 63.78/28.79  																																																		|
% 63.78/28.79  																																																		| Combining equations (617,330) yields a new equation:
% 63.78/28.79  																																																		| (546) e1 = e0
% 63.78/28.79  																																																		|
% 63.78/28.79  																																																		| Simplifying 546 yields:
% 63.78/28.79  																																																		| (431) e1 = e0
% 63.78/28.79  																																																		|
% 63.78/28.79  																																																		| Equations (431) can reduce 233 to:
% 63.78/28.79  																																																		| (266) $false
% 63.78/28.79  																																																		|
% 63.78/28.79  																																																		|-The branch is then unsatisfiable
% 63.78/28.79  																																																	|-Branch two:
% 63.78/28.79  																																																	| (724)  ~ (unit = e4)
% 63.78/28.79  																																																	| (725) unit = e3 | unit = e1 | unit = e0
% 63.78/28.79  																																																	|
% 63.78/28.79  																																																		+-Applying beta-rule and splitting (725), into two cases.
% 63.78/28.79  																																																		|-Branch one:
% 63.78/28.79  																																																		| (726) unit = e0
% 63.78/28.79  																																																		|
% 63.78/28.79  																																																			| Equations (726) can reduce 707 to:
% 63.78/28.79  																																																			| (365)  ~ (e2 = e0)
% 63.78/28.79  																																																			|
% 63.78/28.80  																																																			| Simplifying 365 yields:
% 63.78/28.80  																																																			| (128)  ~ (e2 = e0)
% 63.78/28.80  																																																			|
% 63.78/28.80  																																																			| From (726) and (24) follows:
% 63.78/28.80  																																																			| (2208) op(e0, e3) = e3
% 63.78/28.80  																																																			|
% 63.78/28.80  																																																			| From (726) and (15) follows:
% 63.78/28.80  																																																			| (1508) op(e0, e2) = e2
% 63.78/28.80  																																																			|
% 63.78/28.80  																																																			| Instantiating formula (29) with e0, e3, e3, e0 and discharging atoms op(e0, e3) = e3, op(e0, e3) = e0, yields:
% 63.78/28.80  																																																			| (676) e3 = e0
% 63.78/28.80  																																																			|
% 63.78/28.80  																																																			| Instantiating formula (29) with e0, e2, e2, e3 and discharging atoms op(e0, e2) = e3, op(e0, e2) = e2, yields:
% 63.78/28.80  																																																			| (662) e3 = e2
% 63.78/28.80  																																																			|
% 63.78/28.80  																																																			| Combining equations (676,662) yields a new equation:
% 63.78/28.80  																																																			| (330) e2 = e0
% 63.78/28.80  																																																			|
% 63.78/28.80  																																																			| Equations (330) can reduce 128 to:
% 63.78/28.80  																																																			| (266) $false
% 63.78/28.80  																																																			|
% 63.78/28.80  																																																			|-The branch is then unsatisfiable
% 63.78/28.80  																																																		|-Branch two:
% 63.78/28.80  																																																		| (734)  ~ (unit = e0)
% 63.78/28.80  																																																		| (735) unit = e3 | unit = e1
% 63.78/28.80  																																																		|
% 63.78/28.80  																																																			+-Applying beta-rule and splitting (735), into two cases.
% 63.78/28.80  																																																			|-Branch one:
% 63.78/28.80  																																																			| (736) unit = e1
% 63.78/28.80  																																																			|
% 63.78/28.80  																																																				| Equations (736) can reduce 734 to:
% 63.78/28.80  																																																				| (233)  ~ (e1 = e0)
% 63.78/28.80  																																																				|
% 63.78/28.80  																																																				| From (736) and (227) follows:
% 63.78/28.80  																																																				| (739) op(e4, e1) = e4
% 63.78/28.80  																																																				|
% 63.78/28.80  																																																				| From (736) and (40) follows:
% 63.78/28.80  																																																				| (1652) op(e3, e1) = e3
% 63.78/28.80  																																																				|
% 63.78/28.80  																																																				| From (736) and (28) follows:
% 63.78/28.80  																																																				| (740) op(e1, e1) = e1
% 63.78/28.80  																																																				|
% 63.78/28.80  																																																				| Instantiating formula (29) with e4, e1, e4, e3 and discharging atoms op(e4, e1) = e4, op(e4, e1) = e3, yields:
% 63.78/28.80  																																																				| (425) e4 = e3
% 63.78/28.80  																																																				|
% 63.78/28.80  																																																				| Instantiating formula (29) with e3, e1, e3, e0 and discharging atoms op(e3, e1) = e3, op(e3, e1) = e0, yields:
% 63.78/28.80  																																																				| (676) e3 = e0
% 63.78/28.80  																																																				|
% 63.78/28.80  																																																				| Instantiating formula (29) with e1, e1, e1, e4 and discharging atoms op(e1, e1) = e4, op(e1, e1) = e1, yields:
% 63.78/28.80  																																																				| (630) e4 = e1
% 63.78/28.80  																																																				|
% 63.78/28.80  																																																				| Combining equations (425,630) yields a new equation:
% 63.78/28.80  																																																				| (454) e3 = e1
% 63.78/28.80  																																																				|
% 63.78/28.80  																																																				| Simplifying 454 yields:
% 63.78/28.80  																																																				| (455) e3 = e1
% 63.78/28.80  																																																				|
% 63.78/28.80  																																																				| Combining equations (455,676) yields a new equation:
% 63.78/28.80  																																																				| (546) e1 = e0
% 63.78/28.80  																																																				|
% 63.78/28.80  																																																				| Simplifying 546 yields:
% 63.78/28.80  																																																				| (431) e1 = e0
% 63.78/28.80  																																																				|
% 63.78/28.80  																																																				| Equations (431) can reduce 233 to:
% 63.78/28.80  																																																				| (266) $false
% 63.78/28.80  																																																				|
% 63.78/28.80  																																																				|-The branch is then unsatisfiable
% 63.78/28.80  																																																			|-Branch two:
% 63.78/28.80  																																																			| (748)  ~ (unit = e1)
% 63.78/28.80  																																																			| (749) unit = e3
% 63.78/28.80  																																																			|
% 63.78/28.80  																																																				| From (749) and (209) follows:
% 63.78/28.80  																																																				| (1667) op(e3, e0) = e0
% 63.78/28.80  																																																				|
% 63.78/28.80  																																																				| From (749) and (28) follows:
% 63.78/28.80  																																																				| (2235) op(e1, e3) = e1
% 63.78/28.80  																																																				|
% 63.78/28.80  																																																				| Instantiating formula (29) with e3, e0, e0, e3 and discharging atoms op(e3, e0) = e3, op(e3, e0) = e0, yields:
% 63.78/28.80  																																																				| (676) e3 = e0
% 63.78/28.80  																																																				|
% 63.78/28.80  																																																				| Instantiating formula (29) with e1, e3, e1, e3 and discharging atoms op(e1, e3) = e3, op(e1, e3) = e1, yields:
% 63.78/28.80  																																																				| (455) e3 = e1
% 63.78/28.80  																																																				|
% 63.78/28.80  																																																				| Combining equations (676,455) yields a new equation:
% 63.78/28.80  																																																				| (431) e1 = e0
% 63.78/28.80  																																																				|
% 63.78/28.80  																																																				| Equations (431) can reduce 233 to:
% 63.78/28.80  																																																				| (266) $false
% 63.78/28.80  																																																				|
% 63.78/28.80  																																																				|-The branch is then unsatisfiable
% 63.78/28.80  																																															|-Branch two:
% 63.78/28.80  																																															| (678)  ~ (all_0_47_47 = e0)
% 63.78/28.80  																																															| (1278) all_0_48_48 = e0 | all_0_49_49 = e0
% 63.78/28.80  																																															|
% 63.78/28.80  																																																+-Applying beta-rule and splitting (1278), into two cases.
% 63.78/28.80  																																																|-Branch one:
% 63.78/28.80  																																																| (1279) all_0_48_48 = e0
% 63.78/28.80  																																																|
% 63.78/28.80  																																																	| Combining equations (335,1279) yields a new equation:
% 63.78/28.80  																																																	| (391) e2 = e0
% 63.78/28.80  																																																	|
% 63.78/28.80  																																																	| Simplifying 391 yields:
% 63.78/28.80  																																																	| (330) e2 = e0
% 63.78/28.80  																																																	|
% 63.78/28.80  																																																	| Equations (330) can reduce 128 to:
% 63.78/28.80  																																																	| (266) $false
% 63.78/28.80  																																																	|
% 63.78/28.80  																																																	|-The branch is then unsatisfiable
% 63.78/28.80  																																																|-Branch two:
% 63.78/28.80  																																																| (1283)  ~ (all_0_48_48 = e0)
% 63.78/28.80  																																																| (978) all_0_49_49 = e0
% 63.78/28.80  																																																|
% 63.78/28.80  																																																	| Equations (978) can reduce 487 to:
% 63.78/28.80  																																																	| (266) $false
% 63.78/28.80  																																																	|
% 63.78/28.80  																																																	|-The branch is then unsatisfiable
% 63.78/28.80  																																														|-Branch two:
% 63.78/28.80  																																														| (1377)  ~ (all_0_39_39 = e4)
% 63.78/28.80  																																														| (480) all_0_39_39 = e0
% 63.78/28.80  																																														|
% 63.78/28.80  																																															| Equations (480) can reduce 484 to:
% 63.78/28.80  																																															| (266) $false
% 63.78/28.80  																																															|
% 63.78/28.80  																																															|-The branch is then unsatisfiable
% 63.78/28.80  																																											|-Branch two:
% 63.78/28.80  																																											| (1401)  ~ (all_0_40_40 = e0)
% 63.78/28.80  																																											| (1748) all_0_44_44 = e0 | all_0_49_49 = e0 | all_0_58_58 = e0
% 63.78/28.80  																																											|
% 63.78/28.80  																																												+-Applying beta-rule and splitting (333), into two cases.
% 63.78/28.80  																																												|-Branch one:
% 63.78/28.80  																																												| (480) all_0_39_39 = e0
% 63.78/28.80  																																												|
% 63.78/28.80  																																													| Equations (480) can reduce 176 to:
% 63.78/28.80  																																													| (1400)  ~ (all_0_40_40 = e0)
% 63.78/28.80  																																													|
% 63.78/28.80  																																													| Simplifying 1400 yields:
% 63.78/28.80  																																													| (1401)  ~ (all_0_40_40 = e0)
% 63.78/28.80  																																													|
% 63.78/28.80  																																													| Equations (480) can reduce 246 to:
% 63.78/28.80  																																													| (541)  ~ (e3 = e0)
% 63.78/28.80  																																													|
% 63.78/28.80  																																													| Simplifying 541 yields:
% 63.78/28.80  																																													| (80)  ~ (e3 = e0)
% 63.78/28.80  																																													|
% 63.78/28.80  																																													| Equations (480) can reduce 294 to:
% 63.78/28.80  																																													| (365)  ~ (e2 = e0)
% 63.78/28.80  																																													|
% 63.78/28.80  																																													| Simplifying 365 yields:
% 63.78/28.80  																																													| (128)  ~ (e2 = e0)
% 63.78/28.80  																																													|
% 63.78/28.80  																																													| From (480) and (14) follows:
% 63.78/28.80  																																													| (4090) op(e4, e2) = e0
% 63.78/28.80  																																													|
% 63.78/28.80  																																													+-Applying beta-rule and splitting (326), into two cases.
% 63.78/28.80  																																													|-Branch one:
% 63.78/28.80  																																													| (471) all_0_39_39 = e4
% 63.78/28.80  																																													|
% 63.78/28.80  																																														| Combining equations (471,480) yields a new equation:
% 63.78/28.80  																																														| (481) e4 = e0
% 63.78/28.80  																																														|
% 63.78/28.80  																																														| Simplifying 481 yields:
% 63.78/28.80  																																														| (397) e4 = e0
% 63.78/28.80  																																														|
% 63.78/28.80  																																														| Equations (397) can reduce 49 to:
% 63.78/28.80  																																														| (266) $false
% 63.78/28.80  																																														|
% 63.78/28.80  																																														|-The branch is then unsatisfiable
% 63.78/28.80  																																													|-Branch two:
% 63.78/28.80  																																													| (1377)  ~ (all_0_39_39 = e4)
% 63.78/28.80  																																													| (1378) all_0_40_40 = e4
% 63.78/28.80  																																													|
% 63.78/28.80  																																														| Equations (1378) can reduce 2 to:
% 63.78/28.80  																																														| (188)  ~ (e4 = e3)
% 63.78/28.80  																																														|
% 63.78/28.80  																																														| Equations (1378) can reduce 296 to:
% 63.78/28.80  																																														| (48)  ~ (e4 = e2)
% 63.78/28.80  																																														|
% 63.78/28.80  																																														| Equations (1378) can reduce 132 to:
% 63.78/28.80  																																														| (110)  ~ (e4 = e1)
% 63.78/28.80  																																														|
% 63.78/28.80  																																														| Equations (1378) can reduce 1401 to:
% 63.78/28.80  																																														| (49)  ~ (e4 = e0)
% 63.78/28.80  																																														|
% 63.78/28.80  																																														+-Applying beta-rule and splitting (105), into two cases.
% 63.78/28.80  																																														|-Branch one:
% 63.78/28.80  																																														| (1105) all_0_47_47 = e2
% 63.78/28.80  																																														|
% 63.78/28.80  																																															| Equations (1105) can reduce 338 to:
% 63.78/28.80  																																															| (266) $false
% 63.78/28.80  																																															|
% 63.78/28.80  																																															|-The branch is then unsatisfiable
% 63.78/28.80  																																														|-Branch two:
% 63.78/28.80  																																														| (338)  ~ (all_0_47_47 = e2)
% 63.78/28.80  																																														| (1789) all_0_47_47 = e4 | all_0_47_47 = e3 | all_0_47_47 = e1 | all_0_47_47 = e0
% 63.78/28.80  																																														|
% 63.78/28.80  																																															+-Applying beta-rule and splitting (206), into two cases.
% 63.78/28.80  																																															|-Branch one:
% 63.78/28.80  																																															| (248) all_0_45_45 = e4
% 63.78/28.80  																																															|
% 63.78/28.80  																																																| Combining equations (248,423) yields a new equation:
% 63.78/28.80  																																																| (424) e4 = e3
% 63.78/28.80  																																																|
% 63.78/28.80  																																																| Simplifying 424 yields:
% 63.78/28.80  																																																| (425) e4 = e3
% 63.78/28.80  																																																|
% 63.78/28.80  																																																| Equations (425) can reduce 188 to:
% 63.78/28.80  																																																| (266) $false
% 63.78/28.80  																																																|
% 63.78/28.80  																																																|-The branch is then unsatisfiable
% 63.78/28.80  																																															|-Branch two:
% 63.84/28.80  																																															| (60416)  ~ (all_0_45_45 = e4)
% 63.84/28.80  																																															| (61457) all_0_46_46 = e4 | all_0_47_47 = e4 | all_0_48_48 = e4 | all_0_49_49 = e4
% 63.84/28.80  																																															|
% 63.84/28.80  																																																| Equations (423) can reduce 60416 to:
% 63.84/28.80  																																																| (277)  ~ (e4 = e3)
% 63.84/28.80  																																																|
% 63.84/28.80  																																																| Simplifying 277 yields:
% 63.84/28.80  																																																| (188)  ~ (e4 = e3)
% 63.84/28.80  																																																|
% 63.84/28.80  																																																+-Applying beta-rule and splitting (164), into two cases.
% 63.84/28.80  																																																|-Branch one:
% 63.84/28.80  																																																| (471) all_0_39_39 = e4
% 63.84/28.80  																																																|
% 63.84/28.80  																																																	| Combining equations (471,480) yields a new equation:
% 63.84/28.80  																																																	| (481) e4 = e0
% 63.84/28.80  																																																	|
% 63.84/28.80  																																																	| Simplifying 481 yields:
% 63.84/28.80  																																																	| (397) e4 = e0
% 63.84/28.80  																																																	|
% 63.84/28.80  																																																	| Equations (397) can reduce 49 to:
% 63.84/28.80  																																																	| (266) $false
% 63.84/28.80  																																																	|
% 63.84/28.80  																																																	|-The branch is then unsatisfiable
% 63.84/28.80  																																																|-Branch two:
% 63.84/28.80  																																																| (1377)  ~ (all_0_39_39 = e4)
% 63.84/28.80  																																																| (2115) all_0_42_42 = e4 | all_0_47_47 = e4 | all_0_51_51 = e4 | all_0_56_56 = e4
% 63.84/28.80  																																																|
% 63.84/28.80  																																																	+-Applying beta-rule and splitting (1789), into two cases.
% 63.84/28.80  																																																	|-Branch one:
% 63.84/28.80  																																																	| (1790) all_0_47_47 = e4
% 63.84/28.80  																																																	|
% 63.84/28.80  																																																		| From (1790) and (23) follows:
% 63.84/28.81  																																																		| (61903) op(e2, e2) = e4
% 63.84/28.81  																																																		|
% 63.84/28.81  																																																		+-Applying beta-rule and splitting (1748), into two cases.
% 63.84/28.81  																																																		|-Branch one:
% 63.84/28.81  																																																		| (1414) all_0_44_44 = e0
% 63.84/28.81  																																																		|
% 63.84/28.81  																																																			| Combining equations (1414,532) yields a new equation:
% 63.84/28.81  																																																			| (676) e3 = e0
% 63.84/28.81  																																																			|
% 63.84/28.81  																																																			| Equations (676) can reduce 80 to:
% 63.84/28.81  																																																			| (266) $false
% 63.84/28.81  																																																			|
% 63.84/28.81  																																																			|-The branch is then unsatisfiable
% 63.84/28.81  																																																		|-Branch two:
% 63.84/28.81  																																																		| (360)  ~ (all_0_44_44 = e0)
% 63.84/28.81  																																																		| (1760) all_0_49_49 = e0 | all_0_58_58 = e0
% 63.84/28.81  																																																		|
% 63.84/28.81  																																																			+-Applying beta-rule and splitting (1760), into two cases.
% 63.84/28.81  																																																			|-Branch one:
% 63.84/28.81  																																																			| (978) all_0_49_49 = e0
% 63.84/28.81  																																																			|
% 63.84/28.81  																																																				| Equations (978) can reduce 1064 to:
% 63.84/28.81  																																																				| (435)  ~ (e1 = e0)
% 63.84/28.81  																																																				|
% 63.84/28.81  																																																				| Simplifying 435 yields:
% 63.84/28.81  																																																				| (233)  ~ (e1 = e0)
% 63.84/28.81  																																																				|
% 63.84/28.81  																																																				+-Applying beta-rule and splitting (56), into two cases.
% 63.84/28.81  																																																				|-Branch one:
% 63.84/28.81  																																																				| (696) unit = e2
% 63.84/28.81  																																																				|
% 63.84/28.81  																																																					| From (696) and (244) follows:
% 63.84/28.81  																																																					| (264) op(e2, e4) = e4
% 63.84/28.81  																																																					|
% 63.84/28.81  																																																					| From (696) and (24) follows:
% 63.84/28.81  																																																					| (697) op(e2, e3) = e3
% 63.84/28.81  																																																					|
% 63.84/28.81  																																																					| From (696) and (227) follows:
% 63.84/28.81  																																																					| (4284) op(e4, e2) = e4
% 63.84/28.81  																																																					|
% 63.84/28.81  																																																					| From (696) and (32) follows:
% 63.84/28.81  																																																					| (698) op(e2, e2) = e2
% 63.84/28.81  																																																					|
% 63.84/28.81  																																																					| Instantiating formula (29) with e4, e2, e4, e0 and discharging atoms op(e4, e2) = e4, op(e4, e2) = e0, yields:
% 63.84/28.81  																																																					| (397) e4 = e0
% 63.84/28.81  																																																					|
% 63.84/28.81  																																																					| Instantiating formula (29) with e2, e4, e4, e3 and discharging atoms op(e2, e4) = e4, op(e2, e4) = e3, yields:
% 63.84/28.81  																																																					| (425) e4 = e3
% 63.84/28.81  																																																					|
% 63.84/28.81  																																																					| Instantiating formula (29) with e2, e3, e3, e1 and discharging atoms op(e2, e3) = e3, op(e2, e3) = e1, yields:
% 63.84/28.81  																																																					| (455) e3 = e1
% 63.84/28.81  																																																					|
% 63.84/28.81  																																																					| Instantiating formula (29) with e2, e2, e2, e4 and discharging atoms op(e2, e2) = e4, op(e2, e2) = e2, yields:
% 63.84/28.81  																																																					| (323) e4 = e2
% 63.84/28.81  																																																					|
% 63.84/28.81  																																																					| Combining equations (397,323) yields a new equation:
% 63.84/28.81  																																																					| (330) e2 = e0
% 63.84/28.81  																																																					|
% 63.84/28.81  																																																					| Combining equations (425,323) yields a new equation:
% 63.84/28.81  																																																					| (661) e3 = e2
% 63.84/28.81  																																																					|
% 63.84/28.81  																																																					| Simplifying 661 yields:
% 63.84/28.81  																																																					| (662) e3 = e2
% 63.84/28.81  																																																					|
% 63.84/28.81  																																																					| Combining equations (662,455) yields a new equation:
% 63.84/28.81  																																																					| (616) e2 = e1
% 63.84/28.81  																																																					|
% 63.84/28.81  																																																					| Simplifying 616 yields:
% 63.84/28.81  																																																					| (617) e2 = e1
% 63.84/28.81  																																																					|
% 63.84/28.81  																																																					| Combining equations (617,330) yields a new equation:
% 63.84/28.81  																																																					| (546) e1 = e0
% 63.84/28.81  																																																					|
% 63.84/28.81  																																																					| Simplifying 546 yields:
% 63.84/28.81  																																																					| (431) e1 = e0
% 63.84/28.81  																																																					|
% 63.84/28.81  																																																					| Equations (431) can reduce 233 to:
% 63.84/28.81  																																																					| (266) $false
% 63.84/28.81  																																																					|
% 63.84/28.81  																																																					|-The branch is then unsatisfiable
% 63.84/28.81  																																																				|-Branch two:
% 63.84/28.81  																																																				| (707)  ~ (unit = e2)
% 63.84/28.81  																																																				| (708) unit = e4 | unit = e3 | unit = e1 | unit = e0
% 63.84/28.81  																																																				|
% 63.84/28.81  																																																					+-Applying beta-rule and splitting (708), into two cases.
% 63.84/28.81  																																																					|-Branch one:
% 63.84/28.81  																																																					| (709) unit = e4
% 63.84/28.81  																																																					|
% 63.84/28.81  																																																						| From (709) and (15) follows:
% 63.84/28.81  																																																						| (22188) op(e4, e2) = e2
% 63.84/28.81  																																																						|
% 63.84/28.81  																																																						| From (709) and (211) follows:
% 63.84/28.81  																																																						| (22527) op(e4, e1) = e1
% 63.84/28.81  																																																						|
% 63.84/28.81  																																																						| From (709) and (32) follows:
% 63.84/28.81  																																																						| (712) op(e2, e4) = e2
% 63.84/28.81  																																																						|
% 63.84/28.81  																																																						| Instantiating formula (29) with e4, e2, e2, e0 and discharging atoms op(e4, e2) = e2, op(e4, e2) = e0, yields:
% 63.84/28.81  																																																						| (330) e2 = e0
% 63.84/28.81  																																																						|
% 63.84/28.81  																																																						| Instantiating formula (29) with e4, e1, e1, e3 and discharging atoms op(e4, e1) = e3, op(e4, e1) = e1, yields:
% 63.84/28.81  																																																						| (455) e3 = e1
% 63.84/28.81  																																																						|
% 63.84/28.81  																																																						| Instantiating formula (29) with e2, e4, e2, e3 and discharging atoms op(e2, e4) = e3, op(e2, e4) = e2, yields:
% 63.84/28.81  																																																						| (662) e3 = e2
% 63.84/28.81  																																																						|
% 63.84/28.81  																																																						| Combining equations (455,662) yields a new equation:
% 63.84/28.81  																																																						| (617) e2 = e1
% 63.84/28.81  																																																						|
% 63.84/28.81  																																																						| Combining equations (617,330) yields a new equation:
% 63.84/28.81  																																																						| (546) e1 = e0
% 63.84/28.81  																																																						|
% 63.84/28.81  																																																						| Simplifying 546 yields:
% 63.84/28.81  																																																						| (431) e1 = e0
% 63.84/28.81  																																																						|
% 63.84/28.81  																																																						| Equations (431) can reduce 233 to:
% 63.84/28.81  																																																						| (266) $false
% 63.84/28.81  																																																						|
% 63.84/28.81  																																																						|-The branch is then unsatisfiable
% 63.84/28.81  																																																					|-Branch two:
% 63.84/28.81  																																																					| (724)  ~ (unit = e4)
% 63.84/28.81  																																																					| (725) unit = e3 | unit = e1 | unit = e0
% 63.84/28.81  																																																					|
% 63.84/28.81  																																																						+-Applying beta-rule and splitting (725), into two cases.
% 63.84/28.81  																																																						|-Branch one:
% 63.84/28.81  																																																						| (726) unit = e0
% 63.84/28.81  																																																						|
% 63.84/28.81  																																																							| Equations (726) can reduce 707 to:
% 63.84/28.81  																																																							| (365)  ~ (e2 = e0)
% 63.84/28.81  																																																							|
% 63.84/28.81  																																																							| Simplifying 365 yields:
% 63.84/28.81  																																																							| (128)  ~ (e2 = e0)
% 63.84/28.81  																																																							|
% 63.84/28.81  																																																							| From (726) and (24) follows:
% 63.84/28.81  																																																							| (2208) op(e0, e3) = e3
% 63.84/28.81  																																																							|
% 63.84/28.81  																																																							| From (726) and (15) follows:
% 63.84/28.81  																																																							| (1508) op(e0, e2) = e2
% 63.84/28.81  																																																							|
% 63.84/28.81  																																																							| Instantiating formula (29) with e0, e3, e3, e0 and discharging atoms op(e0, e3) = e3, op(e0, e3) = e0, yields:
% 63.84/28.81  																																																							| (676) e3 = e0
% 63.84/28.81  																																																							|
% 63.84/28.81  																																																							| Instantiating formula (29) with e0, e2, e2, e3 and discharging atoms op(e0, e2) = e3, op(e0, e2) = e2, yields:
% 63.84/28.81  																																																							| (662) e3 = e2
% 63.84/28.81  																																																							|
% 63.84/28.81  																																																							| Combining equations (662,676) yields a new equation:
% 63.84/28.81  																																																							| (391) e2 = e0
% 63.84/28.81  																																																							|
% 63.84/28.81  																																																							| Simplifying 391 yields:
% 63.84/28.81  																																																							| (330) e2 = e0
% 63.84/28.81  																																																							|
% 63.84/28.81  																																																							| Equations (330) can reduce 128 to:
% 63.84/28.81  																																																							| (266) $false
% 63.84/28.81  																																																							|
% 63.84/28.81  																																																							|-The branch is then unsatisfiable
% 63.84/28.81  																																																						|-Branch two:
% 63.84/28.81  																																																						| (734)  ~ (unit = e0)
% 63.84/28.81  																																																						| (735) unit = e3 | unit = e1
% 63.84/28.81  																																																						|
% 63.84/28.81  																																																							+-Applying beta-rule and splitting (735), into two cases.
% 63.84/28.81  																																																							|-Branch one:
% 63.84/28.81  																																																							| (736) unit = e1
% 63.84/28.81  																																																							|
% 63.84/28.81  																																																								| Equations (736) can reduce 734 to:
% 63.84/28.81  																																																								| (233)  ~ (e1 = e0)
% 63.84/28.81  																																																								|
% 63.84/28.81  																																																								| From (736) and (227) follows:
% 63.84/28.81  																																																								| (739) op(e4, e1) = e4
% 63.84/28.81  																																																								|
% 63.84/28.81  																																																								| From (736) and (40) follows:
% 63.84/28.81  																																																								| (1652) op(e3, e1) = e3
% 63.84/28.81  																																																								|
% 63.84/28.81  																																																								| From (736) and (28) follows:
% 63.84/28.81  																																																								| (740) op(e1, e1) = e1
% 63.84/28.81  																																																								|
% 63.84/28.81  																																																								| Instantiating formula (29) with e4, e1, e4, e3 and discharging atoms op(e4, e1) = e4, op(e4, e1) = e3, yields:
% 63.84/28.81  																																																								| (425) e4 = e3
% 63.84/28.81  																																																								|
% 63.84/28.81  																																																								| Instantiating formula (29) with e3, e1, e3, e0 and discharging atoms op(e3, e1) = e3, op(e3, e1) = e0, yields:
% 63.84/28.81  																																																								| (676) e3 = e0
% 63.84/28.81  																																																								|
% 63.84/28.81  																																																								| Instantiating formula (29) with e1, e1, e1, e4 and discharging atoms op(e1, e1) = e4, op(e1, e1) = e1, yields:
% 63.84/28.81  																																																								| (630) e4 = e1
% 63.84/28.81  																																																								|
% 63.84/28.81  																																																								| Combining equations (425,630) yields a new equation:
% 63.84/28.81  																																																								| (454) e3 = e1
% 63.84/28.81  																																																								|
% 63.84/28.81  																																																								| Simplifying 454 yields:
% 63.84/28.81  																																																								| (455) e3 = e1
% 63.84/28.81  																																																								|
% 63.84/28.81  																																																								| Combining equations (455,676) yields a new equation:
% 63.84/28.81  																																																								| (546) e1 = e0
% 63.84/28.81  																																																								|
% 63.84/28.81  																																																								| Simplifying 546 yields:
% 63.84/28.81  																																																								| (431) e1 = e0
% 63.84/28.81  																																																								|
% 63.84/28.81  																																																								| Equations (431) can reduce 233 to:
% 63.84/28.81  																																																								| (266) $false
% 63.84/28.81  																																																								|
% 63.84/28.81  																																																								|-The branch is then unsatisfiable
% 63.84/28.81  																																																							|-Branch two:
% 63.84/28.81  																																																							| (748)  ~ (unit = e1)
% 63.84/28.81  																																																							| (749) unit = e3
% 63.84/28.81  																																																							|
% 63.84/28.81  																																																								| From (749) and (209) follows:
% 63.84/28.81  																																																								| (1667) op(e3, e0) = e0
% 63.84/28.81  																																																								|
% 63.84/28.81  																																																								| From (749) and (28) follows:
% 63.84/28.81  																																																								| (2235) op(e1, e3) = e1
% 63.84/28.81  																																																								|
% 63.84/28.81  																																																								| Instantiating formula (29) with e3, e0, e0, e3 and discharging atoms op(e3, e0) = e3, op(e3, e0) = e0, yields:
% 63.84/28.81  																																																								| (676) e3 = e0
% 63.84/28.81  																																																								|
% 63.84/28.81  																																																								| Instantiating formula (29) with e1, e3, e1, e3 and discharging atoms op(e1, e3) = e3, op(e1, e3) = e1, yields:
% 63.84/28.81  																																																								| (455) e3 = e1
% 63.84/28.81  																																																								|
% 63.84/28.81  																																																								| Combining equations (676,455) yields a new equation:
% 63.84/28.81  																																																								| (431) e1 = e0
% 63.84/28.81  																																																								|
% 63.84/28.81  																																																								| Equations (431) can reduce 233 to:
% 63.84/28.81  																																																								| (266) $false
% 63.84/28.81  																																																								|
% 63.84/28.81  																																																								|-The branch is then unsatisfiable
% 63.84/28.81  																																																			|-Branch two:
% 63.84/28.81  																																																			| (487)  ~ (all_0_49_49 = e0)
% 63.84/28.81  																																																			| (914) all_0_58_58 = e0
% 63.84/28.81  																																																			|
% 63.84/28.81  																																																				| Combining equations (624,914) yields a new equation:
% 63.84/28.81  																																																				| (391) e2 = e0
% 63.84/28.81  																																																				|
% 63.84/28.81  																																																				| Simplifying 391 yields:
% 63.84/28.81  																																																				| (330) e2 = e0
% 63.84/28.81  																																																				|
% 63.84/28.81  																																																				| Equations (330) can reduce 128 to:
% 63.84/28.81  																																																				| (266) $false
% 63.84/28.81  																																																				|
% 63.84/28.81  																																																				|-The branch is then unsatisfiable
% 63.84/28.81  																																																	|-Branch two:
% 63.84/28.81  																																																	| (252)  ~ (all_0_47_47 = e4)
% 63.84/28.81  																																																	| (1793) all_0_47_47 = e3 | all_0_47_47 = e1 | all_0_47_47 = e0
% 63.84/28.81  																																																	|
% 63.84/28.81  																																																		+-Applying beta-rule and splitting (2115), into two cases.
% 63.84/28.81  																																																		|-Branch one:
% 63.84/28.81  																																																		| (1392) all_0_42_42 = e4
% 63.84/28.81  																																																		|
% 63.84/28.81  																																																			| Combining equations (1392,459) yields a new equation:
% 63.84/28.81  																																																			| (636) e4 = e1
% 63.84/28.81  																																																			|
% 63.84/28.81  																																																			| Simplifying 636 yields:
% 63.84/28.81  																																																			| (630) e4 = e1
% 63.84/28.81  																																																			|
% 63.84/28.81  																																																			| Equations (630) can reduce 110 to:
% 63.84/28.81  																																																			| (266) $false
% 63.84/28.81  																																																			|
% 63.84/28.81  																																																			|-The branch is then unsatisfiable
% 63.84/28.81  																																																		|-Branch two:
% 63.84/28.81  																																																		| (1890)  ~ (all_0_42_42 = e4)
% 63.84/28.81  																																																		| (2246) all_0_47_47 = e4 | all_0_51_51 = e4 | all_0_56_56 = e4
% 63.84/28.81  																																																		|
% 63.84/28.81  																																																			+-Applying beta-rule and splitting (2246), into two cases.
% 63.84/28.81  																																																			|-Branch one:
% 63.84/28.81  																																																			| (1790) all_0_47_47 = e4
% 63.84/28.81  																																																			|
% 63.84/28.81  																																																				| Equations (1790) can reduce 252 to:
% 63.84/28.81  																																																				| (266) $false
% 63.84/28.81  																																																				|
% 63.84/28.81  																																																				|-The branch is then unsatisfiable
% 63.84/28.81  																																																			|-Branch two:
% 63.84/28.81  																																																			| (252)  ~ (all_0_47_47 = e4)
% 63.84/28.81  																																																			| (6548) all_0_51_51 = e4 | all_0_56_56 = e4
% 63.84/28.81  																																																			|
% 63.84/28.81  																																																				+-Applying beta-rule and splitting (6548), into two cases.
% 63.84/28.81  																																																				|-Branch one:
% 63.84/28.81  																																																				| (1101) all_0_51_51 = e4
% 63.84/28.81  																																																				|
% 63.84/28.81  																																																					| Combining equations (504,1101) yields a new equation:
% 63.84/28.81  																																																					| (323) e4 = e2
% 63.84/28.81  																																																					|
% 63.84/28.81  																																																					| Equations (323) can reduce 48 to:
% 63.84/28.81  																																																					| (266) $false
% 63.84/28.81  																																																					|
% 63.84/28.81  																																																					|-The branch is then unsatisfiable
% 63.84/28.81  																																																				|-Branch two:
% 63.84/28.81  																																																				| (475)  ~ (all_0_51_51 = e4)
% 63.84/28.81  																																																				| (842) all_0_56_56 = e4
% 63.84/28.81  																																																				|
% 63.84/28.81  																																																					| Combining equations (842,1097) yields a new equation:
% 63.84/28.81  																																																					| (424) e4 = e3
% 63.84/28.81  																																																					|
% 63.84/28.81  																																																					| Simplifying 424 yields:
% 63.84/28.81  																																																					| (425) e4 = e3
% 63.84/28.81  																																																					|
% 63.84/28.81  																																																					| Equations (425) can reduce 188 to:
% 63.84/28.81  																																																					| (266) $false
% 63.84/28.81  																																																					|
% 63.84/28.81  																																																					|-The branch is then unsatisfiable
% 63.84/28.81  																																												|-Branch two:
% 63.84/28.81  																																												| (484)  ~ (all_0_39_39 = e0)
% 63.84/28.81  																																												| (485) all_0_40_40 = e0
% 63.84/28.81  																																												|
% 63.84/28.81  																																													| Equations (485) can reduce 1401 to:
% 63.84/28.81  																																													| (266) $false
% 63.84/28.81  																																													|
% 63.84/28.81  																																													|-The branch is then unsatisfiable
% 63.84/28.81  																																										|-Branch two:
% 63.84/28.81  																																										| (549)  ~ (all_0_46_46 = e1)
% 63.84/28.81  																																										| (550) all_0_47_47 = e1 | all_0_48_48 = e1 | all_0_49_49 = e1
% 63.84/28.81  																																										|
% 63.84/28.81  																																											+-Applying beta-rule and splitting (595), into two cases.
% 63.84/28.81  																																											|-Branch one:
% 63.84/28.81  																																											| (545) all_0_46_46 = e1
% 63.84/28.81  																																											|
% 63.84/28.81  																																												| Equations (545) can reduce 549 to:
% 63.84/28.81  																																												| (266) $false
% 63.84/28.81  																																												|
% 63.84/28.81  																																												|-The branch is then unsatisfiable
% 63.84/28.81  																																											|-Branch two:
% 63.84/28.81  																																											| (549)  ~ (all_0_46_46 = e1)
% 63.84/28.81  																																											| (600) all_0_50_50 = e1 | all_0_55_55 = e1
% 63.84/28.81  																																											|
% 63.84/28.81  																																												+-Applying beta-rule and splitting (600), into two cases.
% 63.84/28.81  																																												|-Branch one:
% 63.84/28.81  																																												| (601) all_0_50_50 = e1
% 63.84/28.81  																																												|
% 63.84/28.81  																																													| Combining equations (415,601) yields a new equation:
% 63.84/28.81  																																													| (454) e3 = e1
% 63.84/28.81  																																													|
% 63.84/28.81  																																													| Simplifying 454 yields:
% 63.84/28.81  																																													| (455) e3 = e1
% 63.84/28.81  																																													|
% 63.84/28.81  																																													| Equations (455) can reduce 213 to:
% 63.84/28.81  																																													| (266) $false
% 63.84/28.81  																																													|
% 63.84/28.81  																																													|-The branch is then unsatisfiable
% 63.84/28.81  																																												|-Branch two:
% 63.84/28.81  																																												| (759)  ~ (all_0_50_50 = e1)
% 63.84/28.81  																																												| (629) all_0_55_55 = e1
% 63.84/28.81  																																												|
% 63.84/28.81  																																													| Combining equations (858,629) yields a new equation:
% 63.84/28.81  																																													| (431) e1 = e0
% 63.84/28.81  																																													|
% 63.84/28.81  																																													| Equations (431) can reduce 233 to:
% 63.84/28.81  																																													| (266) $false
% 63.84/28.81  																																													|
% 63.84/28.81  																																													|-The branch is then unsatisfiable
% 63.84/28.81  																																									|-Branch two:
% 63.84/28.81  																																									| (1380)  ~ (all_0_42_42 = e1)
% 63.84/28.81  																																									| (1381) all_0_43_43 = e1 | all_0_44_44 = e1
% 63.84/28.81  																																									|
% 63.84/28.81  																																										+-Applying beta-rule and splitting (1381), into two cases.
% 63.84/28.81  																																										|-Branch one:
% 63.84/28.81  																																										| (430) all_0_43_43 = e1
% 63.84/28.81  																																										|
% 63.84/28.81  																																											| Combining equations (430,356) yields a new equation:
% 63.84/28.81  																																											| (546) e1 = e0
% 63.84/28.81  																																											|
% 63.84/28.81  																																											| Simplifying 546 yields:
% 63.84/28.81  																																											| (431) e1 = e0
% 63.84/28.81  																																											|
% 63.84/28.81  																																											| Equations (431) can reduce 233 to:
% 63.84/28.81  																																											| (266) $false
% 63.84/28.81  																																											|
% 63.84/28.81  																																											|-The branch is then unsatisfiable
% 63.84/28.81  																																										|-Branch two:
% 63.84/28.81  																																										| (433)  ~ (all_0_43_43 = e1)
% 63.84/28.81  																																										| (635) all_0_44_44 = e1
% 63.84/28.81  																																										|
% 63.84/28.81  																																											| Combining equations (635,532) yields a new equation:
% 63.84/28.81  																																											| (455) e3 = e1
% 63.84/28.81  																																											|
% 63.84/28.81  																																											| Equations (455) can reduce 213 to:
% 63.84/28.81  																																											| (266) $false
% 63.84/28.81  																																											|
% 63.84/28.81  																																											|-The branch is then unsatisfiable
% 63.84/28.81  																																						|-Branch two:
% 63.84/28.81  																																						| (440)  ~ (all_0_41_41 = e4)
% 63.84/28.82  																																						| (441) all_0_42_42 = e4 | all_0_43_43 = e4 | all_0_44_44 = e4
% 63.84/28.82  																																						|
% 63.84/28.82  																																							+-Applying beta-rule and splitting (441), into two cases.
% 63.84/28.82  																																							|-Branch one:
% 63.84/28.82  																																							| (1392) all_0_42_42 = e4
% 63.84/28.82  																																							|
% 63.84/28.82  																																								| Equations (1392) can reduce 1890 to:
% 63.84/28.82  																																								| (266) $false
% 63.84/28.82  																																								|
% 63.84/28.82  																																								|-The branch is then unsatisfiable
% 63.84/28.82  																																							|-Branch two:
% 63.84/28.82  																																							| (1890)  ~ (all_0_42_42 = e4)
% 63.84/28.82  																																							| (1891) all_0_43_43 = e4 | all_0_44_44 = e4
% 63.84/28.82  																																							|
% 63.84/28.82  																																								+-Applying beta-rule and splitting (1891), into two cases.
% 63.84/28.82  																																								|-Branch one:
% 63.84/28.82  																																								| (396) all_0_43_43 = e4
% 63.84/28.82  																																								|
% 63.84/28.82  																																									| Combining equations (396,356) yields a new equation:
% 63.84/28.82  																																									| (481) e4 = e0
% 63.84/28.82  																																									|
% 63.84/28.82  																																									| Simplifying 481 yields:
% 63.84/28.82  																																									| (397) e4 = e0
% 63.84/28.82  																																									|
% 63.84/28.82  																																									| Equations (397) can reduce 49 to:
% 63.84/28.82  																																									| (266) $false
% 63.84/28.82  																																									|
% 63.84/28.82  																																									|-The branch is then unsatisfiable
% 63.84/28.82  																																								|-Branch two:
% 63.84/28.82  																																								| (399)  ~ (all_0_43_43 = e4)
% 63.84/28.82  																																								| (446) all_0_44_44 = e4
% 63.84/28.82  																																								|
% 63.84/28.82  																																									| Combining equations (446,532) yields a new equation:
% 63.84/28.82  																																									| (424) e4 = e3
% 63.84/28.82  																																									|
% 63.84/28.82  																																									| Simplifying 424 yields:
% 63.84/28.82  																																									| (425) e4 = e3
% 63.84/28.82  																																									|
% 63.84/28.82  																																									| Equations (425) can reduce 188 to:
% 63.84/28.82  																																									| (266) $false
% 63.84/28.82  																																									|
% 63.84/28.82  																																									|-The branch is then unsatisfiable
% 63.84/28.82  																														|-Branch two:
% 63.84/28.82  																														| (407)  ~ (all_0_44_44 = e3)
% 63.84/28.82  																														| (537) all_0_49_49 = e3 | all_0_53_53 = e3 | all_0_58_58 = e3
% 63.84/28.82  																														|
% 63.84/28.82  																															+-Applying beta-rule and splitting (22), into two cases.
% 63.84/28.82  																															|-Branch one:
% 63.84/28.82  																															| (268) all_0_54_54 = e3
% 63.84/28.82  																															|
% 63.84/28.82  																																| Combining equations (268,265) yields a new equation:
% 63.84/28.82  																																| (425) e4 = e3
% 63.84/28.82  																																|
% 63.84/28.82  																																| Equations (425) can reduce 188 to:
% 63.84/28.82  																																| (266) $false
% 63.84/28.82  																																|
% 63.84/28.82  																																|-The branch is then unsatisfiable
% 63.84/28.82  																															|-Branch two:
% 63.84/28.82  																															| (60427)  ~ (all_0_54_54 = e3)
% 63.84/28.82  																															| (62553) all_0_55_55 = e3 | all_0_56_56 = e3 | all_0_58_58 = e3
% 63.84/28.82  																															|
% 63.84/28.82  																																+-Applying beta-rule and splitting (62553), into two cases.
% 63.84/28.82  																																|-Branch one:
% 63.84/28.82  																																| (2336) all_0_55_55 = e3
% 63.84/28.82  																																|
% 63.84/28.82  																																	| Combining equations (2336,858) yields a new equation:
% 63.84/28.82  																																	| (675) e3 = e0
% 63.84/28.82  																																	|
% 63.84/28.82  																																	| Simplifying 675 yields:
% 63.84/28.82  																																	| (676) e3 = e0
% 63.84/28.82  																																	|
% 63.84/28.82  																																	| Equations (676) can reduce 80 to:
% 63.84/28.82  																																	| (266) $false
% 63.84/28.82  																																	|
% 63.84/28.82  																																	|-The branch is then unsatisfiable
% 63.84/28.82  																																|-Branch two:
% 63.84/28.82  																																| (270)  ~ (all_0_55_55 = e3)
% 63.84/28.82  																																| (62557) all_0_56_56 = e3 | all_0_58_58 = e3
% 63.84/28.82  																																|
% 63.84/28.82  																																	+-Applying beta-rule and splitting (1899), into two cases.
% 63.84/28.82  																																	|-Branch one:
% 63.84/28.82  																																	| (516) all_0_42_42 = e3
% 63.84/28.82  																																	|
% 63.84/28.82  																																		| Equations (516) can reduce 236 to:
% 63.84/28.82  																																		| (271)  ~ (all_0_56_56 = e3)
% 63.84/28.82  																																		|
% 63.84/28.82  																																		| Simplifying 271 yields:
% 63.84/28.82  																																		| (272)  ~ (all_0_56_56 = e3)
% 63.84/28.82  																																		|
% 63.84/28.82  																																		| Equations (516) can reduce 51 to:
% 63.84/28.82  																																		| (212)  ~ (e3 = e2)
% 63.84/28.82  																																		|
% 63.84/28.82  																																		+-Applying beta-rule and splitting (62557), into two cases.
% 63.84/28.82  																																		|-Branch one:
% 63.84/28.82  																																		| (1097) all_0_56_56 = e3
% 63.84/28.82  																																		|
% 63.84/28.82  																																			| Equations (1097) can reduce 272 to:
% 63.84/28.82  																																			| (266) $false
% 63.84/28.82  																																			|
% 63.84/28.82  																																			|-The branch is then unsatisfiable
% 63.84/28.82  																																		|-Branch two:
% 63.84/28.82  																																		| (272)  ~ (all_0_56_56 = e3)
% 63.84/28.82  																																		| (795) all_0_58_58 = e3
% 63.84/28.82  																																		|
% 63.84/28.82  																																			| Combining equations (624,795) yields a new equation:
% 63.84/28.82  																																			| (662) e3 = e2
% 63.84/28.82  																																			|
% 63.84/28.82  																																			| Equations (662) can reduce 212 to:
% 63.84/28.82  																																			| (266) $false
% 63.84/28.82  																																			|
% 63.84/28.82  																																			|-The branch is then unsatisfiable
% 63.84/28.82  																																	|-Branch two:
% 63.84/28.82  																																	| (405)  ~ (all_0_42_42 = e3)
% 63.84/28.82  																																	| (532) all_0_44_44 = e3
% 63.84/28.82  																																	|
% 63.84/28.82  																																		| Equations (532) can reduce 407 to:
% 63.84/28.82  																																		| (266) $false
% 63.84/28.82  																																		|
% 63.84/28.82  																																		|-The branch is then unsatisfiable
% 63.84/28.83  																								|-Branch two:
% 63.84/28.83  																								| (1099)  ~ (all_0_51_51 = e2)
% 63.84/28.83  																								| (1152) all_0_52_52 = e2 | all_0_53_53 = e2
% 63.84/28.83  																								|
% 63.84/28.83  																									+-Applying beta-rule and splitting (1152), into two cases.
% 63.84/28.83  																									|-Branch one:
% 63.84/28.83  																									| (352) all_0_52_52 = e2
% 63.84/28.83  																									|
% 63.84/28.83  																										| Combining equations (565,352) yields a new equation:
% 63.84/28.83  																										| (322) e4 = e2
% 63.84/28.83  																										|
% 63.84/28.83  																										| Simplifying 322 yields:
% 63.84/28.83  																										| (323) e4 = e2
% 63.84/28.83  																										|
% 63.84/28.83  																										| Equations (323) can reduce 48 to:
% 63.84/28.83  																										| (266) $false
% 63.84/28.83  																										|
% 63.84/28.83  																										|-The branch is then unsatisfiable
% 63.84/28.83  																									|-Branch two:
% 63.84/28.83  																									| (342)  ~ (all_0_52_52 = e2)
% 63.84/28.83  																									| (607) all_0_53_53 = e2
% 63.84/28.83  																									|
% 63.84/28.83  																										| Equations (607) can reduce 509 to:
% 63.84/28.83  																										| (266) $false
% 63.84/28.83  																										|
% 63.84/28.83  																										|-The branch is then unsatisfiable
% 63.84/28.83  																					|-Branch two:
% 63.84/28.83  																					| (803)  ~ (all_0_55_55 = e0)
% 63.84/28.83  																					| (2315) all_0_55_55 = e3 | all_0_55_55 = e1
% 63.84/28.83  																					|
% 63.84/28.83  																						+-Applying beta-rule and splitting (2315), into two cases.
% 63.84/28.83  																						|-Branch one:
% 63.84/28.83  																						| (629) all_0_55_55 = e1
% 63.84/28.83  																						|
% 63.84/28.83  																							| Equations (629) can reduce 632 to:
% 63.84/28.83  																							| (266) $false
% 63.84/28.83  																							|
% 63.84/28.83  																							|-The branch is then unsatisfiable
% 63.84/28.83  																						|-Branch two:
% 63.84/28.83  																						| (632)  ~ (all_0_55_55 = e1)
% 63.84/28.83  																						| (2336) all_0_55_55 = e3
% 63.84/28.83  																						|
% 63.84/28.83  																							| Equations (2336) can reduce 270 to:
% 63.84/28.83  																							| (266) $false
% 63.84/28.83  																							|
% 63.84/28.83  																							|-The branch is then unsatisfiable
% 63.84/28.83  																		|-Branch two:
% 63.84/28.83  																		| (411)  ~ (all_0_50_50 = e3)
% 63.84/28.83  																		| (418) all_0_51_51 = e3 | all_0_53_53 = e3
% 63.84/28.83  																		|
% 63.84/28.83  																			+-Applying beta-rule and splitting (241), into two cases.
% 63.84/28.83  																			|-Branch one:
% 63.84/28.83  																			| (378) all_0_50_50 = e2
% 63.84/28.83  																			|
% 63.84/28.83  																				| Equations (378) can reduce 302 to:
% 63.84/28.83  																				| (266) $false
% 63.84/28.83  																				|
% 63.84/28.83  																				|-The branch is then unsatisfiable
% 63.84/28.83  																			|-Branch two:
% 63.84/28.83  																			| (302)  ~ (all_0_50_50 = e2)
% 63.84/28.83  																			| (422) all_0_50_50 = e4 | all_0_50_50 = e3 | all_0_50_50 = e1
% 63.84/28.83  																			|
% 63.84/28.83  																				+-Applying beta-rule and splitting (422), into two cases.
% 63.84/28.83  																				|-Branch one:
% 63.84/28.83  																				| (775) all_0_50_50 = e4
% 63.84/28.83  																				|
% 63.84/28.83  																					| Equations (775) can reduce 566 to:
% 63.84/28.83  																					| (266) $false
% 63.84/28.83  																					|
% 63.84/28.83  																					|-The branch is then unsatisfiable
% 63.84/28.83  																				|-Branch two:
% 63.84/28.83  																				| (566)  ~ (all_0_50_50 = e4)
% 63.84/28.83  																				| (1444) all_0_50_50 = e3 | all_0_50_50 = e1
% 63.84/28.83  																				|
% 63.84/28.83  																					+-Applying beta-rule and splitting (1444), into two cases.
% 63.84/28.83  																					|-Branch one:
% 63.84/28.83  																					| (601) all_0_50_50 = e1
% 63.84/28.83  																					|
% 63.84/28.83  																						| Equations (601) can reduce 221 to:
% 63.84/28.83  																						| (457)  ~ (all_0_41_41 = e1)
% 63.84/28.83  																						|
% 63.84/28.83  																						| Equations (601) can reduce 35 to:
% 63.84/28.83  																						| (549)  ~ (all_0_46_46 = e1)
% 63.84/28.83  																						|
% 63.84/28.83  																						| Equations (601) can reduce 59 to:
% 63.84/28.83  																						| (463)  ~ (all_0_51_51 = e1)
% 63.84/28.83  																						|
% 63.84/28.83  																						| Simplifying 463 yields:
% 63.84/28.83  																						| (464)  ~ (all_0_51_51 = e1)
% 63.84/28.83  																						|
% 63.84/28.83  																						| Equations (601) can reduce 190 to:
% 63.84/28.83  																						| (1458)  ~ (all_0_53_53 = e1)
% 63.84/28.83  																						|
% 63.84/28.83  																						| Simplifying 1458 yields:
% 63.84/28.83  																						| (1459)  ~ (all_0_53_53 = e1)
% 63.84/28.83  																						|
% 63.84/28.83  																						| Equations (601) can reduce 93 to:
% 63.84/28.83  																						| (2331)  ~ (all_0_55_55 = e1)
% 63.84/28.83  																						|
% 63.84/28.83  																						| Simplifying 2331 yields:
% 63.84/28.83  																						| (632)  ~ (all_0_55_55 = e1)
% 63.84/28.83  																						|
% 63.84/28.83  																						| Equations (601) can reduce 566 to:
% 63.84/28.83  																						| (602)  ~ (e4 = e1)
% 63.84/28.83  																						|
% 63.84/28.83  																						| Simplifying 602 yields:
% 63.84/28.83  																						| (110)  ~ (e4 = e1)
% 63.84/28.83  																						|
% 63.84/28.83  																						| From (601) and (57) follows:
% 63.84/28.83  																						| (606) op(e1, e1) = all_0_22_22
% 63.84/28.83  																						|
% 63.84/28.83  																						| Instantiating formula (29) with e1, e1, all_0_22_22, e4 and discharging atoms op(e1, e1) = all_0_22_22, op(e1, e1) = e4, yields:
% 63.84/28.83  																						| (686) all_0_22_22 = e4
% 63.84/28.83  																						|
% 63.84/28.83  																						| From (686) and (606) follows:
% 63.84/28.83  																						| (570) op(e1, e1) = e4
% 63.84/28.83  																						|
% 63.84/28.83  																						+-Applying beta-rule and splitting (7), into two cases.
% 63.84/28.83  																						|-Branch one:
% 63.84/28.83  																						| (504) all_0_51_51 = e2
% 63.84/28.83  																						|
% 63.84/28.83  																							| Equations (504) can reduce 139 to:
% 63.84/28.83  																							| (294)  ~ (all_0_39_39 = e2)
% 63.84/28.83  																							|
% 63.84/28.83  																							| Equations (504) can reduce 61 to:
% 63.84/28.83  																							| (51)  ~ (all_0_42_42 = e2)
% 63.84/28.83  																							|
% 63.84/28.83  																							| Equations (504) can reduce 224 to:
% 63.84/28.83  																							| (338)  ~ (all_0_47_47 = e2)
% 63.84/28.83  																							|
% 63.84/28.83  																							| Equations (504) can reduce 6 to:
% 63.84/28.83  																							| (508)  ~ (all_0_53_53 = e2)
% 63.84/28.83  																							|
% 63.84/28.83  																							| Simplifying 508 yields:
% 63.84/28.83  																							| (509)  ~ (all_0_53_53 = e2)
% 63.84/28.83  																							|
% 63.84/28.83  																							| Equations (504) can reduce 16 to:
% 63.84/28.83  																							| (510)  ~ (all_0_56_56 = e2)
% 63.84/28.83  																							|
% 63.84/28.83  																							| Simplifying 510 yields:
% 63.84/28.83  																							| (511)  ~ (all_0_56_56 = e2)
% 63.84/28.83  																							|
% 63.84/28.83  																							| Equations (504) can reduce 464 to:
% 63.84/28.83  																							| (122)  ~ (e2 = e1)
% 63.84/28.83  																							|
% 63.84/28.83  																							| From (504) and (186) follows:
% 63.84/28.83  																							| (515) op(e1, e2) = e2
% 63.84/28.83  																							|
% 63.84/28.83  																							+-Applying beta-rule and splitting (196), into two cases.
% 63.84/28.83  																							|-Branch one:
% 63.84/28.83  																							| (607) all_0_53_53 = e2
% 63.84/28.83  																							|
% 63.84/28.83  																								| Equations (607) can reduce 509 to:
% 63.84/28.83  																								| (266) $false
% 63.84/28.83  																								|
% 63.84/28.83  																								|-The branch is then unsatisfiable
% 63.84/28.83  																							|-Branch two:
% 63.84/28.83  																							| (509)  ~ (all_0_53_53 = e2)
% 63.84/28.83  																							| (610) all_0_53_53 = e4 | all_0_53_53 = e3 | all_0_53_53 = e1
% 63.84/28.83  																							|
% 63.84/28.83  																								+-Applying beta-rule and splitting (389), into two cases.
% 63.84/28.83  																								|-Branch one:
% 63.84/28.83  																								| (833) all_0_56_56 = e2
% 63.84/28.83  																								|
% 63.84/28.83  																									| Equations (833) can reduce 511 to:
% 63.84/28.83  																									| (266) $false
% 63.84/28.83  																									|
% 63.84/28.83  																									|-The branch is then unsatisfiable
% 63.84/28.83  																								|-Branch two:
% 63.84/28.83  																								| (511)  ~ (all_0_56_56 = e2)
% 63.84/28.83  																								| (1709) all_0_57_57 = e2 | all_0_58_58 = e2
% 63.84/28.83  																								|
% 63.84/28.83  																									+-Applying beta-rule and splitting (1709), into two cases.
% 63.84/28.83  																									|-Branch one:
% 63.84/28.83  																									| (442) all_0_57_57 = e2
% 63.84/28.83  																									|
% 63.84/28.83  																										| Combining equations (442,647) yields a new equation:
% 63.84/28.83  																										| (616) e2 = e1
% 63.84/28.83  																										|
% 63.84/28.83  																										| Simplifying 616 yields:
% 63.84/28.83  																										| (617) e2 = e1
% 63.84/28.83  																										|
% 63.84/28.83  																										| Equations (617) can reduce 122 to:
% 63.84/28.83  																										| (266) $false
% 63.84/28.83  																										|
% 63.84/28.83  																										|-The branch is then unsatisfiable
% 63.84/28.83  																									|-Branch two:
% 63.84/28.83  																									| (344)  ~ (all_0_57_57 = e2)
% 63.84/28.83  																									| (624) all_0_58_58 = e2
% 63.84/28.83  																									|
% 63.84/28.83  																										| Equations (624) can reduce 178 to:
% 63.84/28.83  																										| (296)  ~ (all_0_40_40 = e2)
% 63.84/28.83  																										|
% 63.84/28.83  																										| Equations (624) can reduce 181 to:
% 63.84/28.83  																										| (147)  ~ (all_0_44_44 = e2)
% 63.84/28.83  																										|
% 63.84/28.83  																										| Equations (624) can reduce 3 to:
% 63.84/28.83  																										| (304)  ~ (all_0_55_55 = e2)
% 63.84/28.83  																										|
% 63.84/28.83  																										| Equations (624) can reduce 451 to:
% 63.84/28.83  																										| (327)  ~ (e4 = e2)
% 63.84/28.83  																										|
% 63.84/28.83  																										| Simplifying 327 yields:
% 63.84/28.83  																										| (48)  ~ (e4 = e2)
% 63.84/28.83  																										|
% 63.84/28.83  																										| Equations (624) can reduce 880 to:
% 63.84/28.83  																										| (122)  ~ (e2 = e1)
% 63.84/28.83  																										|
% 63.84/28.83  																										+-Applying beta-rule and splitting (610), into two cases.
% 63.84/28.83  																										|-Branch one:
% 63.84/28.83  																										| (1298) all_0_53_53 = e4
% 63.84/28.83  																										|
% 63.84/28.83  																											| Equations (1298) can reduce 1453 to:
% 63.84/28.83  																											| (266) $false
% 63.84/28.83  																											|
% 63.84/28.83  																											|-The branch is then unsatisfiable
% 63.84/28.83  																										|-Branch two:
% 63.84/28.83  																										| (1453)  ~ (all_0_53_53 = e4)
% 63.84/28.83  																										| (1694) all_0_53_53 = e3 | all_0_53_53 = e1
% 63.84/28.83  																										|
% 63.84/28.83  																											+-Applying beta-rule and splitting (1694), into two cases.
% 63.84/28.83  																											|-Branch one:
% 63.84/28.83  																											| (1208) all_0_53_53 = e1
% 63.84/28.83  																											|
% 63.84/28.83  																												| Equations (1208) can reduce 1459 to:
% 63.84/28.83  																												| (266) $false
% 63.84/28.83  																												|
% 63.84/28.83  																												|-The branch is then unsatisfiable
% 63.84/28.83  																											|-Branch two:
% 63.84/28.83  																											| (1459)  ~ (all_0_53_53 = e1)
% 63.84/28.83  																											| (665) all_0_53_53 = e3
% 63.84/28.83  																											|
% 63.84/28.83  																												| Equations (665) can reduce 162 to:
% 63.84/28.83  																												| (2)  ~ (all_0_40_40 = e3)
% 63.84/28.83  																												|
% 63.84/28.83  																												| Equations (665) can reduce 220 to:
% 63.84/28.83  																												| (407)  ~ (all_0_44_44 = e3)
% 63.84/28.83  																												|
% 63.84/28.83  																												| Equations (665) can reduce 1453 to:
% 63.84/28.83  																												| (277)  ~ (e4 = e3)
% 63.84/28.83  																												|
% 63.84/28.83  																												| Simplifying 277 yields:
% 63.84/28.83  																												| (188)  ~ (e4 = e3)
% 63.84/28.83  																												|
% 63.84/28.83  																												| Equations (665) can reduce 1459 to:
% 63.84/28.83  																												| (213)  ~ (e3 = e1)
% 63.84/28.83  																												|
% 63.84/28.83  																												| From (665) and (84) follows:
% 63.84/28.83  																												| (3786) op(e1, e0) = e3
% 63.84/28.83  																												|
% 63.84/28.83  																												+-Applying beta-rule and splitting (113), into two cases.
% 63.84/28.83  																												|-Branch one:
% 63.84/28.83  																												| (403) all_0_41_41 = e3
% 63.84/28.83  																												|
% 63.84/28.83  																													| Equations (403) can reduce 43 to:
% 63.84/28.83  																													| (408)  ~ (all_0_46_46 = e3)
% 63.84/28.83  																													|
% 63.84/28.83  																													| Simplifying 408 yields:
% 63.84/28.83  																													| (409)  ~ (all_0_46_46 = e3)
% 63.84/28.83  																													|
% 63.84/28.83  																													| Equations (403) can reduce 191 to:
% 63.84/28.83  																													| (269)  ~ (all_0_55_55 = e3)
% 63.84/28.83  																													|
% 63.84/28.83  																													| Simplifying 269 yields:
% 63.84/28.83  																													| (270)  ~ (all_0_55_55 = e3)
% 63.84/28.83  																													|
% 63.84/28.83  																													| Equations (403) can reduce 85 to:
% 63.84/28.83  																													| (212)  ~ (e3 = e2)
% 63.84/28.83  																													|
% 63.84/28.83  																													+-Applying beta-rule and splitting (174), into two cases.
% 63.84/28.83  																													|-Branch one:
% 63.84/28.83  																													| (386) all_0_55_55 = e2
% 63.84/28.83  																													|
% 63.84/28.83  																														| Equations (386) can reduce 304 to:
% 63.84/28.83  																														| (266) $false
% 63.84/28.83  																														|
% 63.84/28.83  																														|-The branch is then unsatisfiable
% 63.84/28.83  																													|-Branch two:
% 63.84/28.83  																													| (304)  ~ (all_0_55_55 = e2)
% 63.84/28.83  																													| (2051) all_0_55_55 = e4 | all_0_55_55 = e3 | all_0_55_55 = e1 | all_0_55_55 = e0
% 63.84/28.83  																													|
% 63.84/28.83  																														+-Applying beta-rule and splitting (22), into two cases.
% 63.84/28.83  																														|-Branch one:
% 63.84/28.83  																														| (268) all_0_54_54 = e3
% 63.84/28.83  																														|
% 63.84/28.83  																															| Combining equations (268,265) yields a new equation:
% 63.84/28.83  																															| (425) e4 = e3
% 63.84/28.83  																															|
% 63.84/28.83  																															| Equations (425) can reduce 188 to:
% 63.84/28.83  																															| (266) $false
% 63.84/28.83  																															|
% 63.84/28.83  																															|-The branch is then unsatisfiable
% 63.84/28.83  																														|-Branch two:
% 63.84/28.83  																														| (60427)  ~ (all_0_54_54 = e3)
% 63.84/28.83  																														| (62553) all_0_55_55 = e3 | all_0_56_56 = e3 | all_0_58_58 = e3
% 63.84/28.83  																														|
% 63.84/28.83  																															+-Applying beta-rule and splitting (62553), into two cases.
% 63.84/28.83  																															|-Branch one:
% 63.84/28.83  																															| (2336) all_0_55_55 = e3
% 63.84/28.83  																															|
% 63.84/28.83  																																| Equations (2336) can reduce 270 to:
% 63.84/28.83  																																| (266) $false
% 63.84/28.83  																																|
% 63.84/28.83  																																|-The branch is then unsatisfiable
% 63.84/28.83  																															|-Branch two:
% 63.84/28.83  																															| (270)  ~ (all_0_55_55 = e3)
% 63.84/28.83  																															| (62557) all_0_56_56 = e3 | all_0_58_58 = e3
% 63.84/28.83  																															|
% 63.84/28.84  																																+-Applying beta-rule and splitting (62557), into two cases.
% 63.84/28.84  																																|-Branch one:
% 63.84/28.84  																																| (1097) all_0_56_56 = e3
% 63.84/28.84  																																|
% 63.84/28.84  																																	| Equations (1097) can reduce 154 to:
% 63.84/28.84  																																	| (246)  ~ (all_0_39_39 = e3)
% 63.84/28.84  																																	|
% 63.84/28.84  																																	| Equations (1097) can reduce 236 to:
% 63.84/28.84  																																	| (405)  ~ (all_0_42_42 = e3)
% 63.84/28.84  																																	|
% 63.84/28.84  																																	| Equations (1097) can reduce 91 to:
% 63.84/28.84  																																	| (1091)  ~ (all_0_47_47 = e3)
% 63.84/28.84  																																	|
% 63.84/28.84  																																	| Equations (1097) can reduce 153 to:
% 63.84/28.84  																																	| (270)  ~ (all_0_55_55 = e3)
% 63.84/28.84  																																	|
% 63.84/28.84  																																	| Equations (1097) can reduce 477 to:
% 63.84/28.84  																																	| (277)  ~ (e4 = e3)
% 63.84/28.84  																																	|
% 63.84/28.84  																																	| Simplifying 277 yields:
% 63.84/28.84  																																	| (188)  ~ (e4 = e3)
% 63.84/28.84  																																	|
% 63.84/28.84  																																	| Equations (1097) can reduce 466 to:
% 63.84/28.84  																																	| (213)  ~ (e3 = e1)
% 63.84/28.84  																																	|
% 63.84/28.84  																																	| From (1097) and (111) follows:
% 63.84/28.84  																																	| (65099) op(e0, e2) = e3
% 63.84/28.84  																																	|
% 63.84/28.84  																																	+-Applying beta-rule and splitting (62), into two cases.
% 63.84/28.84  																																	|-Branch one:
% 63.84/28.84  																																	| (321) all_0_38_38 = e4
% 63.84/28.84  																																	|
% 63.84/28.84  																																		| Combining equations (321,292) yields a new equation:
% 63.84/28.84  																																		| (322) e4 = e2
% 63.84/28.84  																																		|
% 63.84/28.84  																																		| Simplifying 322 yields:
% 63.84/28.84  																																		| (323) e4 = e2
% 63.84/28.84  																																		|
% 63.84/28.84  																																		| Equations (323) can reduce 48 to:
% 63.84/28.84  																																		| (266) $false
% 63.84/28.84  																																		|
% 63.84/28.84  																																		|-The branch is then unsatisfiable
% 63.84/28.84  																																	|-Branch two:
% 63.84/28.84  																																	| (325)  ~ (all_0_38_38 = e4)
% 63.84/28.84  																																	| (582) all_0_41_41 = e4 | all_0_46_46 = e4 | all_0_50_50 = e4 | all_0_55_55 = e4
% 63.84/28.84  																																	|
% 63.84/28.84  																																		+-Applying beta-rule and splitting (2051), into two cases.
% 63.84/28.84  																																		|-Branch one:
% 63.84/28.84  																																		| (587) all_0_55_55 = e4
% 63.84/28.84  																																		|
% 63.84/28.84  																																			| Equations (587) can reduce 763 to:
% 63.84/28.84  																																			| (266) $false
% 63.84/28.84  																																			|
% 63.84/28.84  																																			|-The branch is then unsatisfiable
% 63.84/28.84  																																		|-Branch two:
% 63.84/28.84  																																		| (763)  ~ (all_0_55_55 = e4)
% 63.84/28.84  																																		| (2055) all_0_55_55 = e3 | all_0_55_55 = e1 | all_0_55_55 = e0
% 63.84/28.84  																																		|
% 63.84/28.84  																																			+-Applying beta-rule and splitting (582), into two cases.
% 63.84/28.84  																																			|-Branch one:
% 63.84/28.84  																																			| (437) all_0_41_41 = e4
% 63.84/28.84  																																			|
% 63.84/28.84  																																				| Combining equations (437,403) yields a new equation:
% 63.84/28.84  																																				| (424) e4 = e3
% 63.84/28.84  																																				|
% 63.84/28.84  																																				| Simplifying 424 yields:
% 63.84/28.84  																																				| (425) e4 = e3
% 63.84/28.84  																																				|
% 63.84/28.84  																																				| Equations (425) can reduce 188 to:
% 63.84/28.84  																																				| (266) $false
% 63.84/28.84  																																				|
% 63.84/28.84  																																				|-The branch is then unsatisfiable
% 63.84/28.84  																																			|-Branch two:
% 63.84/28.84  																																			| (440)  ~ (all_0_41_41 = e4)
% 63.84/28.84  																																			| (769) all_0_46_46 = e4 | all_0_50_50 = e4 | all_0_55_55 = e4
% 63.84/28.84  																																			|
% 63.84/28.84  																																				+-Applying beta-rule and splitting (2055), into two cases.
% 63.84/28.84  																																				|-Branch one:
% 63.84/28.84  																																				| (858) all_0_55_55 = e0
% 63.84/28.84  																																				|
% 63.84/28.84  																																					| Equations (858) can reduce 58 to:
% 63.84/28.84  																																					| (831)  ~ (all_0_46_46 = e0)
% 63.84/28.84  																																					|
% 63.84/28.84  																																					| Equations (858) can reduce 763 to:
% 63.84/28.84  																																					| (401)  ~ (e4 = e0)
% 63.84/28.84  																																					|
% 63.84/28.84  																																					| Simplifying 401 yields:
% 63.84/28.84  																																					| (49)  ~ (e4 = e0)
% 63.84/28.84  																																					|
% 63.84/28.84  																																					| From (858) and (74) follows:
% 63.84/28.84  																																					| (752) op(e0, e3) = e0
% 63.84/28.84  																																					|
% 63.84/28.84  																																					+-Applying beta-rule and splitting (123), into two cases.
% 63.84/28.84  																																					|-Branch one:
% 63.84/28.84  																																					| (1794) all_0_46_46 = e2
% 63.84/28.84  																																					|
% 63.84/28.84  																																						| Equations (1794) can reduce 300 to:
% 63.84/28.84  																																						| (266) $false
% 63.84/28.84  																																						|
% 63.84/28.84  																																						|-The branch is then unsatisfiable
% 63.84/28.84  																																					|-Branch two:
% 63.84/28.84  																																					| (300)  ~ (all_0_46_46 = e2)
% 63.84/28.84  																																					| (1797) all_0_46_46 = e4 | all_0_46_46 = e3 | all_0_46_46 = e1 | all_0_46_46 = e0
% 63.84/28.84  																																					|
% 63.84/28.84  																																						+-Applying beta-rule and splitting (769), into two cases.
% 63.84/28.84  																																						|-Branch one:
% 63.84/28.84  																																						| (770) all_0_46_46 = e4
% 63.84/28.84  																																						|
% 63.84/28.84  																																							| Equations (770) can reduce 19 to:
% 63.84/28.84  																																							| (251)  ~ (all_0_47_47 = e4)
% 63.84/28.84  																																							|
% 63.84/28.84  																																							| Simplifying 251 yields:
% 63.84/28.84  																																							| (252)  ~ (all_0_47_47 = e4)
% 63.84/28.84  																																							|
% 63.84/28.84  																																							| Equations (770) can reduce 208 to:
% 63.84/28.84  																																							| (255)  ~ (all_0_49_49 = e4)
% 63.84/28.84  																																							|
% 63.84/28.84  																																							| Simplifying 255 yields:
% 63.84/28.84  																																							| (256)  ~ (all_0_49_49 = e4)
% 63.84/28.84  																																							|
% 63.84/28.84  																																							| Equations (770) can reduce 409 to:
% 63.84/28.84  																																							| (188)  ~ (e4 = e3)
% 63.84/28.84  																																							|
% 63.84/28.84  																																							| Equations (770) can reduce 300 to:
% 63.84/28.84  																																							| (48)  ~ (e4 = e2)
% 63.84/28.84  																																							|
% 63.84/28.84  																																							| Equations (770) can reduce 831 to:
% 63.84/28.84  																																							| (49)  ~ (e4 = e0)
% 63.84/28.84  																																							|
% 63.84/28.84  																																							| From (770) and (120) follows:
% 63.84/28.84  																																							| (72494) op(e2, e3) = e4
% 63.84/28.84  																																							|
% 63.84/28.84  																																							+-Applying beta-rule and splitting (131), into two cases.
% 63.84/28.84  																																							|-Branch one:
% 63.84/28.84  																																							| (459) all_0_42_42 = e1
% 63.84/28.84  																																							|
% 63.84/28.84  																																								| Equations (459) can reduce 145 to:
% 63.84/28.84  																																								| (151)  ~ (all_0_39_39 = e1)
% 63.84/28.84  																																								|
% 63.84/28.84  																																								| Equations (459) can reduce 198 to:
% 63.84/28.84  																																								| (461)  ~ (all_0_47_47 = e1)
% 63.84/28.84  																																								|
% 63.84/28.84  																																								| Simplifying 461 yields:
% 63.84/28.84  																																								| (462)  ~ (all_0_47_47 = e1)
% 63.84/28.84  																																								|
% 63.84/28.84  																																								| Equations (459) can reduce 51 to:
% 63.84/28.84  																																								| (604)  ~ (e2 = e1)
% 63.84/28.84  																																								|
% 63.84/28.84  																																								| Simplifying 604 yields:
% 63.84/28.84  																																								| (122)  ~ (e2 = e1)
% 63.84/28.84  																																								|
% 63.84/28.84  																																								| From (459) and (210) follows:
% 63.84/28.84  																																								| (470) op(e3, e2) = e1
% 63.84/28.84  																																								|
% 63.84/28.84  																																								+-Applying beta-rule and splitting (164), into two cases.
% 63.84/28.84  																																								|-Branch one:
% 63.84/28.84  																																								| (471) all_0_39_39 = e4
% 63.84/28.84  																																								|
% 63.84/28.84  																																									| Equations (471) can reduce 176 to:
% 63.84/28.84  																																									| (7398)  ~ (all_0_40_40 = e4)
% 63.84/28.84  																																									|
% 63.84/28.84  																																									| Simplifying 7398 yields:
% 63.84/28.84  																																									| (447)  ~ (all_0_40_40 = e4)
% 63.84/28.84  																																									|
% 63.84/28.84  																																									| Equations (471) can reduce 246 to:
% 63.84/28.84  																																									| (188)  ~ (e4 = e3)
% 63.84/28.84  																																									|
% 63.84/28.84  																																									| Equations (471) can reduce 294 to:
% 63.84/28.84  																																									| (48)  ~ (e4 = e2)
% 63.84/28.84  																																									|
% 63.84/28.84  																																									| Equations (471) can reduce 151 to:
% 63.84/28.84  																																									| (110)  ~ (e4 = e1)
% 63.84/28.84  																																									|
% 63.84/28.84  																																									| From (471) and (14) follows:
% 63.84/28.84  																																									| (4284) op(e4, e2) = e4
% 63.84/28.84  																																									|
% 63.84/28.84  																																									+-Applying beta-rule and splitting (64), into two cases.
% 63.84/28.84  																																									|-Branch one:
% 63.84/28.84  																																									| (437) all_0_41_41 = e4
% 63.84/28.84  																																									|
% 63.84/28.84  																																										| Combining equations (437,403) yields a new equation:
% 63.84/28.84  																																										| (424) e4 = e3
% 63.84/28.84  																																										|
% 63.84/28.84  																																										| Simplifying 424 yields:
% 63.84/28.84  																																										| (425) e4 = e3
% 63.84/28.84  																																										|
% 63.84/28.84  																																										| Equations (425) can reduce 188 to:
% 63.84/28.84  																																										| (266) $false
% 63.84/28.84  																																										|
% 63.84/28.84  																																										|-The branch is then unsatisfiable
% 63.84/28.84  																																									|-Branch two:
% 63.84/28.84  																																									| (440)  ~ (all_0_41_41 = e4)
% 63.84/28.84  																																									| (441) all_0_42_42 = e4 | all_0_43_43 = e4 | all_0_44_44 = e4
% 63.84/28.84  																																									|
% 63.84/28.84  																																										| Equations (403) can reduce 440 to:
% 63.84/28.84  																																										| (277)  ~ (e4 = e3)
% 63.84/28.84  																																										|
% 63.84/28.84  																																										| Simplifying 277 yields:
% 63.84/28.84  																																										| (188)  ~ (e4 = e3)
% 63.84/28.84  																																										|
% 63.84/28.84  																																										+-Applying beta-rule and splitting (104), into two cases.
% 63.84/28.84  																																										|-Branch one:
% 63.84/28.84  																																										| (480) all_0_39_39 = e0
% 63.84/28.84  																																										|
% 63.84/28.84  																																											| Combining equations (480,471) yields a new equation:
% 63.84/28.84  																																											| (397) e4 = e0
% 63.84/28.84  																																											|
% 63.84/28.84  																																											| Equations (397) can reduce 49 to:
% 63.84/28.84  																																											| (266) $false
% 63.84/28.84  																																											|
% 63.84/28.84  																																											|-The branch is then unsatisfiable
% 63.84/28.84  																																										|-Branch two:
% 63.84/28.84  																																										| (484)  ~ (all_0_39_39 = e0)
% 63.84/28.84  																																										| (558) all_0_42_42 = e0 | all_0_47_47 = e0 | all_0_56_56 = e0
% 63.84/28.84  																																										|
% 63.84/28.84  																																											| Equations (471) can reduce 484 to:
% 63.84/28.84  																																											| (49)  ~ (e4 = e0)
% 63.84/28.84  																																											|
% 63.84/28.84  																																											+-Applying beta-rule and splitting (135), into two cases.
% 63.84/28.84  																																											|-Branch one:
% 63.84/28.84  																																											| (545) all_0_46_46 = e1
% 63.84/28.84  																																											|
% 63.84/28.84  																																												| Combining equations (770,545) yields a new equation:
% 63.84/28.84  																																												| (636) e4 = e1
% 63.84/28.84  																																												|
% 63.84/28.84  																																												| Simplifying 636 yields:
% 63.84/28.84  																																												| (630) e4 = e1
% 63.84/28.84  																																												|
% 63.84/28.84  																																												| Equations (630) can reduce 110 to:
% 63.84/28.84  																																												| (266) $false
% 63.84/28.84  																																												|
% 63.84/28.84  																																												|-The branch is then unsatisfiable
% 63.84/28.84  																																											|-Branch two:
% 63.84/28.84  																																											| (549)  ~ (all_0_46_46 = e1)
% 63.84/28.84  																																											| (550) all_0_47_47 = e1 | all_0_48_48 = e1 | all_0_49_49 = e1
% 63.84/28.84  																																											|
% 63.84/28.84  																																												+-Applying beta-rule and splitting (333), into two cases.
% 63.84/28.84  																																												|-Branch one:
% 63.84/28.84  																																												| (480) all_0_39_39 = e0
% 63.84/28.84  																																												|
% 63.84/28.84  																																													| Combining equations (480,471) yields a new equation:
% 63.84/28.84  																																													| (397) e4 = e0
% 63.84/28.84  																																													|
% 63.84/28.84  																																													| Equations (397) can reduce 49 to:
% 63.84/28.84  																																													| (266) $false
% 63.84/28.84  																																													|
% 63.84/28.84  																																													|-The branch is then unsatisfiable
% 63.84/28.84  																																												|-Branch two:
% 63.84/28.84  																																												| (484)  ~ (all_0_39_39 = e0)
% 63.84/28.84  																																												| (485) all_0_40_40 = e0
% 63.84/28.84  																																												|
% 63.84/28.84  																																													| Equations (485) can reduce 447 to:
% 63.84/28.84  																																													| (401)  ~ (e4 = e0)
% 63.84/28.84  																																													|
% 63.84/28.84  																																													| Simplifying 401 yields:
% 63.84/28.84  																																													| (49)  ~ (e4 = e0)
% 63.84/28.84  																																													|
% 63.84/28.84  																																													| Equations (485) can reduce 2 to:
% 63.84/28.84  																																													| (541)  ~ (e3 = e0)
% 63.84/28.84  																																													|
% 63.84/28.84  																																													| Simplifying 541 yields:
% 63.84/28.84  																																													| (80)  ~ (e3 = e0)
% 63.84/28.84  																																													|
% 63.84/28.84  																																													| Equations (485) can reduce 132 to:
% 63.84/28.84  																																													| (435)  ~ (e1 = e0)
% 63.84/28.84  																																													|
% 63.84/28.84  																																													| Simplifying 435 yields:
% 63.84/28.84  																																													| (233)  ~ (e1 = e0)
% 63.84/28.84  																																													|
% 63.84/28.84  																																													| From (485) and (234) follows:
% 63.84/28.84  																																													| (3072) op(e4, e0) = e0
% 63.84/28.84  																																													|
% 63.84/28.84  																																													+-Applying beta-rule and splitting (184), into two cases.
% 63.84/28.84  																																													|-Branch one:
% 63.84/28.84  																																													| (538) all_0_46_46 = e0
% 63.84/28.84  																																													|
% 63.84/28.84  																																														| Combining equations (770,538) yields a new equation:
% 63.84/28.84  																																														| (481) e4 = e0
% 63.84/28.84  																																														|
% 63.84/28.84  																																														| Simplifying 481 yields:
% 63.84/28.84  																																														| (397) e4 = e0
% 63.84/28.84  																																														|
% 63.84/28.84  																																														| Equations (397) can reduce 49 to:
% 63.84/28.84  																																														| (266) $false
% 63.84/28.84  																																														|
% 63.84/28.84  																																														|-The branch is then unsatisfiable
% 63.84/28.84  																																													|-Branch two:
% 63.84/28.84  																																													| (831)  ~ (all_0_46_46 = e0)
% 63.84/28.84  																																													| (832) all_0_47_47 = e0 | all_0_48_48 = e0 | all_0_49_49 = e0
% 63.84/28.84  																																													|
% 63.84/28.84  																																														| Equations (770) can reduce 831 to:
% 63.84/28.84  																																														| (49)  ~ (e4 = e0)
% 63.84/28.84  																																														|
% 63.84/28.84  																																														+-Applying beta-rule and splitting (26), into two cases.
% 63.84/28.84  																																														|-Branch one:
% 63.84/28.84  																																														| (446) all_0_44_44 = e4
% 63.84/28.84  																																														|
% 63.84/28.84  																																															| From (446) and (138) follows:
% 63.84/28.84  																																															| (4646) op(e3, e0) = e4
% 63.84/28.84  																																															|
% 63.84/28.85  																																															+-Applying beta-rule and splitting (550), into two cases.
% 63.84/28.85  																																															|-Branch one:
% 63.84/28.85  																																															| (654) all_0_47_47 = e1
% 63.84/28.85  																																															|
% 63.84/28.85  																																																| Equations (654) can reduce 462 to:
% 63.84/28.85  																																																| (266) $false
% 63.84/28.85  																																																|
% 63.84/28.85  																																																|-The branch is then unsatisfiable
% 63.84/28.85  																																															|-Branch two:
% 63.84/28.85  																																															| (462)  ~ (all_0_47_47 = e1)
% 63.84/28.85  																																															| (659) all_0_48_48 = e1 | all_0_49_49 = e1
% 63.84/28.85  																																															|
% 63.84/28.85  																																																+-Applying beta-rule and splitting (558), into two cases.
% 63.84/28.85  																																																|-Branch one:
% 63.84/28.85  																																																| (559) all_0_42_42 = e0
% 63.84/28.85  																																																|
% 63.84/28.85  																																																	| Combining equations (559,459) yields a new equation:
% 63.84/28.85  																																																	| (431) e1 = e0
% 63.84/28.85  																																																	|
% 63.84/28.85  																																																	| Equations (431) can reduce 233 to:
% 63.84/28.85  																																																	| (266) $false
% 63.84/28.85  																																																	|
% 63.84/28.85  																																																	|-The branch is then unsatisfiable
% 63.84/28.85  																																																|-Branch two:
% 63.84/28.85  																																																| (358)  ~ (all_0_42_42 = e0)
% 63.84/28.85  																																																| (563) all_0_47_47 = e0 | all_0_56_56 = e0
% 63.84/28.85  																																																|
% 63.84/28.85  																																																	+-Applying beta-rule and splitting (832), into two cases.
% 63.84/28.85  																																																	|-Branch one:
% 63.84/28.85  																																																	| (674) all_0_47_47 = e0
% 63.84/28.85  																																																	|
% 63.84/28.85  																																																		| Equations (674) can reduce 86 to:
% 63.84/28.85  																																																		| (486)  ~ (all_0_49_49 = e0)
% 63.84/28.85  																																																		|
% 63.84/28.85  																																																		| Simplifying 486 yields:
% 63.84/28.85  																																																		| (487)  ~ (all_0_49_49 = e0)
% 63.84/28.85  																																																		|
% 63.84/28.85  																																																		| From (674) and (23) follows:
% 63.84/28.85  																																																		| (3148) op(e2, e2) = e0
% 63.84/28.85  																																																		|
% 63.84/28.85  																																																		+-Applying beta-rule and splitting (659), into two cases.
% 63.84/28.85  																																																		|-Branch one:
% 63.84/28.85  																																																		| (615) all_0_48_48 = e1
% 63.84/28.85  																																																		|
% 63.84/28.85  																																																			| Combining equations (335,615) yields a new equation:
% 63.84/28.85  																																																			| (616) e2 = e1
% 63.84/28.85  																																																			|
% 63.84/28.85  																																																			| Simplifying 616 yields:
% 63.84/28.85  																																																			| (617) e2 = e1
% 63.84/28.85  																																																			|
% 63.84/28.85  																																																			| Equations (617) can reduce 122 to:
% 63.84/28.85  																																																			| (266) $false
% 63.84/28.85  																																																			|
% 63.84/28.85  																																																			|-The branch is then unsatisfiable
% 63.84/28.85  																																																		|-Branch two:
% 63.84/28.85  																																																		| (619)  ~ (all_0_48_48 = e1)
% 63.84/28.85  																																																		| (671) all_0_49_49 = e1
% 63.84/28.85  																																																		|
% 63.84/28.85  																																																			| Equations (671) can reduce 487 to:
% 63.84/28.85  																																																			| (233)  ~ (e1 = e0)
% 63.84/28.85  																																																			|
% 63.84/28.85  																																																			+-Applying beta-rule and splitting (56), into two cases.
% 63.84/28.85  																																																			|-Branch one:
% 63.84/28.85  																																																			| (696) unit = e2
% 63.84/28.85  																																																			|
% 63.84/28.85  																																																				| From (696) and (32) follows:
% 63.84/28.85  																																																				| (698) op(e2, e2) = e2
% 63.84/28.85  																																																				|
% 63.84/28.85  																																																				| From (696) and (28) follows:
% 63.84/28.85  																																																				| (699) op(e1, e2) = e1
% 63.84/28.85  																																																				|
% 63.84/28.85  																																																				| Instantiating formula (29) with e2, e2, e2, e0 and discharging atoms op(e2, e2) = e2, op(e2, e2) = e0, yields:
% 63.84/28.85  																																																				| (330) e2 = e0
% 63.84/28.85  																																																				|
% 63.84/28.85  																																																				| Instantiating formula (29) with e1, e2, e1, e2 and discharging atoms op(e1, e2) = e2, op(e1, e2) = e1, yields:
% 63.84/28.85  																																																				| (617) e2 = e1
% 63.84/28.85  																																																				|
% 63.84/28.85  																																																				| Combining equations (330,617) yields a new equation:
% 63.84/28.85  																																																				| (431) e1 = e0
% 63.84/28.85  																																																				|
% 63.84/28.85  																																																				| Equations (431) can reduce 233 to:
% 63.84/28.85  																																																				| (266) $false
% 63.84/28.85  																																																				|
% 63.84/28.85  																																																				|-The branch is then unsatisfiable
% 63.84/28.85  																																																			|-Branch two:
% 63.84/28.85  																																																			| (707)  ~ (unit = e2)
% 63.84/28.85  																																																			| (708) unit = e4 | unit = e3 | unit = e1 | unit = e0
% 63.84/28.85  																																																			|
% 63.84/28.85  																																																				+-Applying beta-rule and splitting (708), into two cases.
% 63.84/28.85  																																																				|-Branch one:
% 63.84/28.85  																																																				| (709) unit = e4
% 63.84/28.85  																																																				|
% 63.84/28.85  																																																					| From (709) and (15) follows:
% 63.84/28.85  																																																					| (22188) op(e4, e2) = e2
% 63.84/28.85  																																																					|
% 63.84/28.85  																																																					| From (709) and (211) follows:
% 63.84/28.85  																																																					| (22527) op(e4, e1) = e1
% 63.84/28.85  																																																					|
% 63.84/28.85  																																																					| From (709) and (32) follows:
% 63.84/28.85  																																																					| (712) op(e2, e4) = e2
% 63.84/28.85  																																																					|
% 63.84/28.85  																																																					| From (709) and (42) follows:
% 63.84/28.85  																																																					| (713) op(e0, e4) = e0
% 63.84/28.85  																																																					|
% 63.84/28.85  																																																					| Instantiating formula (29) with e4, e2, e2, e4 and discharging atoms op(e4, e2) = e4, op(e4, e2) = e2, yields:
% 63.84/28.85  																																																					| (323) e4 = e2
% 63.84/28.85  																																																					|
% 63.84/28.85  																																																					| Instantiating formula (29) with e4, e1, e1, e3 and discharging atoms op(e4, e1) = e3, op(e4, e1) = e1, yields:
% 63.84/28.85  																																																					| (455) e3 = e1
% 63.84/28.85  																																																					|
% 63.84/28.85  																																																					| Instantiating formula (29) with e2, e4, e2, e3 and discharging atoms op(e2, e4) = e3, op(e2, e4) = e2, yields:
% 63.84/28.85  																																																					| (662) e3 = e2
% 63.84/28.85  																																																					|
% 63.84/28.85  																																																					| Instantiating formula (29) with e0, e4, e0, e4 and discharging atoms op(e0, e4) = e4, op(e0, e4) = e0, yields:
% 63.84/28.85  																																																					| (397) e4 = e0
% 63.84/28.85  																																																					|
% 63.84/28.85  																																																					| Combining equations (323,397) yields a new equation:
% 63.84/28.85  																																																					| (391) e2 = e0
% 63.84/28.85  																																																					|
% 63.84/28.85  																																																					| Simplifying 391 yields:
% 63.84/28.85  																																																					| (330) e2 = e0
% 63.84/28.85  																																																					|
% 63.84/28.85  																																																					| Combining equations (455,662) yields a new equation:
% 63.84/28.85  																																																					| (617) e2 = e1
% 63.84/28.85  																																																					|
% 63.84/28.85  																																																					| Combining equations (617,330) yields a new equation:
% 63.84/28.85  																																																					| (546) e1 = e0
% 63.84/28.85  																																																					|
% 63.84/28.85  																																																					| Simplifying 546 yields:
% 63.84/28.85  																																																					| (431) e1 = e0
% 63.84/28.85  																																																					|
% 63.84/28.85  																																																					| Equations (431) can reduce 233 to:
% 63.84/28.85  																																																					| (266) $false
% 63.84/28.85  																																																					|
% 63.84/28.85  																																																					|-The branch is then unsatisfiable
% 63.84/28.85  																																																				|-Branch two:
% 63.84/28.85  																																																				| (724)  ~ (unit = e4)
% 63.84/28.85  																																																				| (725) unit = e3 | unit = e1 | unit = e0
% 63.84/28.85  																																																				|
% 63.84/28.85  																																																					+-Applying beta-rule and splitting (725), into two cases.
% 63.84/28.85  																																																					|-Branch one:
% 63.84/28.85  																																																					| (726) unit = e0
% 63.84/28.85  																																																					|
% 63.84/28.85  																																																						| From (726) and (15) follows:
% 63.84/28.85  																																																						| (1508) op(e0, e2) = e2
% 63.84/28.85  																																																						|
% 63.84/28.85  																																																						| From (726) and (227) follows:
% 63.84/28.85  																																																						| (3205) op(e4, e0) = e4
% 63.84/28.85  																																																						|
% 63.84/28.85  																																																						| From (726) and (40) follows:
% 63.84/28.85  																																																						| (1639) op(e3, e0) = e3
% 63.84/28.85  																																																						|
% 63.84/28.85  																																																						| From (726) and (28) follows:
% 63.84/28.85  																																																						| (2698) op(e1, e0) = e1
% 63.84/28.85  																																																						|
% 63.84/28.85  																																																						| Instantiating formula (29) with e4, e0, e4, e0 and discharging atoms op(e4, e0) = e4, op(e4, e0) = e0, yields:
% 63.84/28.85  																																																						| (397) e4 = e0
% 63.84/28.85  																																																						|
% 63.84/28.85  																																																						| Instantiating formula (29) with e3, e0, e3, e4 and discharging atoms op(e3, e0) = e4, op(e3, e0) = e3, yields:
% 63.84/28.85  																																																						| (425) e4 = e3
% 63.84/28.85  																																																						|
% 63.84/28.85  																																																						| Instantiating formula (29) with e1, e0, e1, e3 and discharging atoms op(e1, e0) = e3, op(e1, e0) = e1, yields:
% 63.84/28.85  																																																						| (455) e3 = e1
% 63.84/28.85  																																																						|
% 63.84/28.85  																																																						| Instantiating formula (29) with e0, e2, e2, e3 and discharging atoms op(e0, e2) = e3, op(e0, e2) = e2, yields:
% 63.84/28.85  																																																						| (662) e3 = e2
% 63.84/28.85  																																																						|
% 63.84/28.85  																																																						| Combining equations (397,425) yields a new equation:
% 63.84/28.85  																																																						| (676) e3 = e0
% 63.84/28.85  																																																						|
% 63.84/28.85  																																																						| Combining equations (455,662) yields a new equation:
% 63.84/28.85  																																																						| (617) e2 = e1
% 63.84/28.85  																																																						|
% 63.84/28.85  																																																						| Combining equations (676,662) yields a new equation:
% 63.84/28.85  																																																						| (330) e2 = e0
% 63.84/28.85  																																																						|
% 63.84/28.85  																																																						| Combining equations (330,617) yields a new equation:
% 63.84/28.85  																																																						| (431) e1 = e0
% 63.84/28.85  																																																						|
% 63.84/28.85  																																																						| Equations (431) can reduce 233 to:
% 63.84/28.85  																																																						| (266) $false
% 63.84/28.85  																																																						|
% 63.84/28.85  																																																						|-The branch is then unsatisfiable
% 63.84/28.85  																																																					|-Branch two:
% 63.84/28.85  																																																					| (734)  ~ (unit = e0)
% 63.84/28.85  																																																					| (735) unit = e3 | unit = e1
% 63.84/28.85  																																																					|
% 63.84/28.85  																																																						+-Applying beta-rule and splitting (735), into two cases.
% 63.84/28.85  																																																						|-Branch one:
% 63.84/28.85  																																																						| (736) unit = e1
% 63.84/28.85  																																																						|
% 63.84/28.85  																																																							| Equations (736) can reduce 734 to:
% 63.84/28.85  																																																							| (233)  ~ (e1 = e0)
% 63.84/28.85  																																																							|
% 63.84/28.85  																																																							| From (736) and (244) follows:
% 63.84/28.85  																																																							| (738) op(e1, e4) = e4
% 63.84/28.85  																																																							|
% 63.84/28.85  																																																							| From (736) and (227) follows:
% 63.84/28.85  																																																							| (739) op(e4, e1) = e4
% 63.84/28.85  																																																							|
% 63.84/28.85  																																																							| From (736) and (28) follows:
% 63.84/28.85  																																																							| (740) op(e1, e1) = e1
% 63.84/28.85  																																																							|
% 63.84/28.85  																																																							| Instantiating formula (29) with e4, e1, e4, e3 and discharging atoms op(e4, e1) = e4, op(e4, e1) = e3, yields:
% 63.84/28.85  																																																							| (425) e4 = e3
% 63.84/28.85  																																																							|
% 63.84/28.85  																																																							| Instantiating formula (29) with e1, e4, e4, e0 and discharging atoms op(e1, e4) = e4, op(e1, e4) = e0, yields:
% 63.84/28.85  																																																							| (397) e4 = e0
% 63.84/28.85  																																																							|
% 63.84/28.85  																																																							| Instantiating formula (29) with e1, e1, e1, e4 and discharging atoms op(e1, e1) = e4, op(e1, e1) = e1, yields:
% 63.84/28.85  																																																							| (630) e4 = e1
% 63.84/28.85  																																																							|
% 63.84/28.85  																																																							| Combining equations (630,425) yields a new equation:
% 63.84/28.85  																																																							| (455) e3 = e1
% 63.84/28.85  																																																							|
% 63.84/28.85  																																																							| Combining equations (397,425) yields a new equation:
% 63.84/28.85  																																																							| (676) e3 = e0
% 63.84/28.85  																																																							|
% 63.84/28.85  																																																							| Combining equations (676,455) yields a new equation:
% 63.84/28.85  																																																							| (431) e1 = e0
% 63.84/28.85  																																																							|
% 63.84/28.85  																																																							| Equations (431) can reduce 233 to:
% 63.84/28.85  																																																							| (266) $false
% 63.84/28.85  																																																							|
% 63.84/28.85  																																																							|-The branch is then unsatisfiable
% 63.84/28.85  																																																						|-Branch two:
% 63.84/28.85  																																																						| (748)  ~ (unit = e1)
% 63.84/28.85  																																																						| (749) unit = e3
% 63.84/28.85  																																																						|
% 63.84/28.85  																																																							| From (749) and (15) follows:
% 63.84/28.85  																																																							| (751) op(e3, e2) = e2
% 63.84/28.85  																																																							|
% 63.84/28.85  																																																							| From (749) and (209) follows:
% 63.84/28.85  																																																							| (1667) op(e3, e0) = e0
% 63.84/28.85  																																																							|
% 63.84/28.85  																																																							| From (749) and (32) follows:
% 63.84/28.85  																																																							| (5793) op(e2, e3) = e2
% 63.84/28.85  																																																							|
% 63.84/28.85  																																																							| Instantiating formula (29) with e3, e2, e2, e1 and discharging atoms op(e3, e2) = e2, op(e3, e2) = e1, yields:
% 63.84/28.85  																																																							| (617) e2 = e1
% 63.84/28.85  																																																							|
% 63.84/28.85  																																																							| Instantiating formula (29) with e3, e0, e0, e4 and discharging atoms op(e3, e0) = e4, op(e3, e0) = e0, yields:
% 63.84/28.85  																																																							| (397) e4 = e0
% 63.84/28.85  																																																							|
% 63.84/28.85  																																																							| Instantiating formula (29) with e2, e3, e2, e4 and discharging atoms op(e2, e3) = e4, op(e2, e3) = e2, yields:
% 63.84/28.85  																																																							| (323) e4 = e2
% 63.84/28.85  																																																							|
% 63.84/28.85  																																																							| Combining equations (323,397) yields a new equation:
% 63.84/28.85  																																																							| (391) e2 = e0
% 63.84/28.85  																																																							|
% 63.84/28.85  																																																							| Simplifying 391 yields:
% 63.84/28.85  																																																							| (330) e2 = e0
% 63.84/28.85  																																																							|
% 63.84/28.85  																																																							| Combining equations (330,617) yields a new equation:
% 63.84/28.85  																																																							| (431) e1 = e0
% 63.84/28.85  																																																							|
% 63.84/28.85  																																																							| Equations (431) can reduce 233 to:
% 63.84/28.85  																																																							| (266) $false
% 63.84/28.85  																																																							|
% 63.84/28.85  																																																							|-The branch is then unsatisfiable
% 63.84/28.85  																																																	|-Branch two:
% 63.84/28.85  																																																	| (678)  ~ (all_0_47_47 = e0)
% 63.84/28.85  																																																	| (1278) all_0_48_48 = e0 | all_0_49_49 = e0
% 63.84/28.85  																																																	|
% 63.84/28.85  																																																		+-Applying beta-rule and splitting (563), into two cases.
% 63.84/28.85  																																																		|-Branch one:
% 63.84/28.85  																																																		| (674) all_0_47_47 = e0
% 63.84/28.85  																																																		|
% 63.84/28.85  																																																			| Equations (674) can reduce 678 to:
% 63.84/28.85  																																																			| (266) $false
% 63.84/28.85  																																																			|
% 63.84/28.85  																																																			|-The branch is then unsatisfiable
% 63.84/28.85  																																																		|-Branch two:
% 63.84/28.85  																																																		| (678)  ~ (all_0_47_47 = e0)
% 63.84/28.85  																																																		| (679) all_0_56_56 = e0
% 63.84/28.85  																																																		|
% 63.84/28.85  																																																			| Combining equations (1097,679) yields a new equation:
% 63.84/28.85  																																																			| (675) e3 = e0
% 63.84/28.85  																																																			|
% 63.84/28.85  																																																			| Simplifying 675 yields:
% 63.84/28.85  																																																			| (676) e3 = e0
% 63.84/28.85  																																																			|
% 63.84/28.85  																																																			| Equations (676) can reduce 80 to:
% 63.84/28.85  																																																			| (266) $false
% 63.84/28.85  																																																			|
% 63.84/28.85  																																																			|-The branch is then unsatisfiable
% 63.84/28.85  																																														|-Branch two:
% 63.84/28.85  																																														| (1390)  ~ (all_0_44_44 = e4)
% 63.84/28.85  																																														| (1391) all_0_44_44 = e3 | all_0_44_44 = e1 | all_0_44_44 = e0
% 63.84/28.85  																																														|
% 63.84/28.85  																																															+-Applying beta-rule and splitting (150), into two cases.
% 63.84/28.85  																																															|-Branch one:
% 63.84/28.85  																																															| (1378) all_0_40_40 = e4
% 63.84/28.85  																																															|
% 63.84/28.85  																																																| Combining equations (1378,485) yields a new equation:
% 63.84/28.85  																																																| (481) e4 = e0
% 63.84/28.85  																																																|
% 63.84/28.85  																																																| Simplifying 481 yields:
% 63.84/28.85  																																																| (397) e4 = e0
% 63.84/28.85  																																																|
% 63.84/28.85  																																																| Equations (397) can reduce 49 to:
% 63.84/28.85  																																																| (266) $false
% 63.84/28.85  																																																|
% 63.84/28.85  																																																|-The branch is then unsatisfiable
% 63.84/28.85  																																															|-Branch two:
% 63.84/28.85  																																															| (447)  ~ (all_0_40_40 = e4)
% 63.84/28.85  																																															| (2271) all_0_44_44 = e4 | all_0_49_49 = e4 | all_0_53_53 = e4 | all_0_58_58 = e4
% 63.84/28.85  																																															|
% 63.84/28.85  																																																+-Applying beta-rule and splitting (2271), into two cases.
% 63.84/28.85  																																																|-Branch one:
% 63.84/28.85  																																																| (446) all_0_44_44 = e4
% 63.84/28.85  																																																|
% 63.84/28.85  																																																	| Equations (446) can reduce 1390 to:
% 63.84/28.85  																																																	| (266) $false
% 63.84/28.85  																																																	|
% 63.84/28.85  																																																	|-The branch is then unsatisfiable
% 63.84/28.85  																																																|-Branch two:
% 63.84/28.85  																																																| (1390)  ~ (all_0_44_44 = e4)
% 63.84/28.85  																																																| (7998) all_0_49_49 = e4 | all_0_53_53 = e4 | all_0_58_58 = e4
% 63.84/28.85  																																																|
% 63.84/28.85  																																																	+-Applying beta-rule and splitting (7998), into two cases.
% 63.84/28.85  																																																	|-Branch one:
% 63.84/28.85  																																																	| (974) all_0_49_49 = e4
% 63.84/28.85  																																																	|
% 63.84/28.85  																																																		| Equations (974) can reduce 256 to:
% 63.84/28.85  																																																		| (266) $false
% 63.84/28.85  																																																		|
% 63.84/28.85  																																																		|-The branch is then unsatisfiable
% 63.84/28.85  																																																	|-Branch two:
% 63.84/28.85  																																																	| (256)  ~ (all_0_49_49 = e4)
% 63.84/28.85  																																																	| (8013) all_0_53_53 = e4 | all_0_58_58 = e4
% 63.84/28.85  																																																	|
% 63.84/28.85  																																																		+-Applying beta-rule and splitting (8013), into two cases.
% 63.84/28.85  																																																		|-Branch one:
% 63.84/28.85  																																																		| (1298) all_0_53_53 = e4
% 63.84/28.85  																																																		|
% 63.84/28.85  																																																			| Combining equations (1298,665) yields a new equation:
% 63.84/28.85  																																																			| (424) e4 = e3
% 63.84/28.85  																																																			|
% 63.84/28.85  																																																			| Simplifying 424 yields:
% 63.84/28.85  																																																			| (425) e4 = e3
% 63.84/28.85  																																																			|
% 63.84/28.85  																																																			| Equations (425) can reduce 188 to:
% 63.84/28.85  																																																			| (266) $false
% 63.84/28.85  																																																			|
% 63.84/28.85  																																																			|-The branch is then unsatisfiable
% 63.84/28.85  																																																		|-Branch two:
% 63.84/28.85  																																																		| (1453)  ~ (all_0_53_53 = e4)
% 63.84/28.85  																																																		| (910) all_0_58_58 = e4
% 63.84/28.85  																																																		|
% 63.84/28.85  																																																			| Combining equations (624,910) yields a new equation:
% 63.84/28.85  																																																			| (323) e4 = e2
% 63.84/28.85  																																																			|
% 63.84/28.85  																																																			| Equations (323) can reduce 48 to:
% 63.84/28.85  																																																			| (266) $false
% 63.84/28.85  																																																			|
% 63.84/28.85  																																																			|-The branch is then unsatisfiable
% 63.84/28.85  																																								|-Branch two:
% 63.84/28.85  																																								| (1377)  ~ (all_0_39_39 = e4)
% 63.84/28.85  																																								| (2115) all_0_42_42 = e4 | all_0_47_47 = e4 | all_0_51_51 = e4 | all_0_56_56 = e4
% 63.84/28.85  																																								|
% 63.84/28.85  																																									+-Applying beta-rule and splitting (326), into two cases.
% 63.84/28.85  																																									|-Branch one:
% 63.84/28.85  																																									| (471) all_0_39_39 = e4
% 63.84/28.85  																																									|
% 63.84/28.85  																																										| Equations (471) can reduce 1377 to:
% 63.84/28.85  																																										| (266) $false
% 63.84/28.85  																																										|
% 63.84/28.85  																																										|-The branch is then unsatisfiable
% 63.84/28.85  																																									|-Branch two:
% 63.84/28.85  																																									| (1377)  ~ (all_0_39_39 = e4)
% 63.84/28.85  																																									| (1378) all_0_40_40 = e4
% 63.84/28.85  																																									|
% 63.84/28.85  																																										+-Applying beta-rule and splitting (105), into two cases.
% 63.84/28.85  																																										|-Branch one:
% 63.84/28.85  																																										| (1105) all_0_47_47 = e2
% 63.84/28.85  																																										|
% 63.84/28.85  																																											| Equations (1105) can reduce 338 to:
% 63.84/28.85  																																											| (266) $false
% 63.84/28.85  																																											|
% 63.84/28.85  																																											|-The branch is then unsatisfiable
% 63.84/28.85  																																										|-Branch two:
% 63.84/28.85  																																										| (338)  ~ (all_0_47_47 = e2)
% 63.84/28.85  																																										| (1789) all_0_47_47 = e4 | all_0_47_47 = e3 | all_0_47_47 = e1 | all_0_47_47 = e0
% 63.84/28.85  																																										|
% 63.84/28.85  																																											+-Applying beta-rule and splitting (75), into two cases.
% 63.84/28.85  																																											|-Branch one:
% 63.84/28.85  																																											| (485) all_0_40_40 = e0
% 63.84/28.85  																																											|
% 63.84/28.85  																																												| Combining equations (485,1378) yields a new equation:
% 63.84/28.85  																																												| (397) e4 = e0
% 63.84/28.85  																																												|
% 63.84/28.85  																																												| Equations (397) can reduce 49 to:
% 63.84/28.85  																																												| (266) $false
% 63.84/28.85  																																												|
% 63.84/28.85  																																												|-The branch is then unsatisfiable
% 63.84/28.85  																																											|-Branch two:
% 63.84/28.85  																																											| (1401)  ~ (all_0_40_40 = e0)
% 63.84/28.85  																																											| (1748) all_0_44_44 = e0 | all_0_49_49 = e0 | all_0_58_58 = e0
% 63.84/28.85  																																											|
% 63.84/28.85  																																												| Equations (1378) can reduce 1401 to:
% 63.84/28.85  																																												| (49)  ~ (e4 = e0)
% 63.84/28.85  																																												|
% 63.84/28.85  																																												+-Applying beta-rule and splitting (1789), into two cases.
% 63.84/28.85  																																												|-Branch one:
% 63.84/28.85  																																												| (1790) all_0_47_47 = e4
% 63.84/28.85  																																												|
% 63.84/28.85  																																													| Equations (1790) can reduce 252 to:
% 63.84/28.85  																																													| (266) $false
% 63.84/28.85  																																													|
% 63.84/28.85  																																													|-The branch is then unsatisfiable
% 63.84/28.85  																																												|-Branch two:
% 63.84/28.85  																																												| (252)  ~ (all_0_47_47 = e4)
% 63.84/28.85  																																												| (1793) all_0_47_47 = e3 | all_0_47_47 = e1 | all_0_47_47 = e0
% 63.84/28.85  																																												|
% 63.84/28.85  																																													+-Applying beta-rule and splitting (333), into two cases.
% 63.84/28.85  																																													|-Branch one:
% 63.84/28.85  																																													| (480) all_0_39_39 = e0
% 63.84/28.85  																																													|
% 63.84/28.85  																																														| Equations (480) can reduce 79 to:
% 63.84/28.85  																																														| (1402)  ~ (all_0_47_47 = e0)
% 63.84/28.85  																																														|
% 63.84/28.85  																																														| Simplifying 1402 yields:
% 63.84/28.85  																																														| (678)  ~ (all_0_47_47 = e0)
% 63.84/28.85  																																														|
% 63.84/28.85  																																														+-Applying beta-rule and splitting (1793), into two cases.
% 63.84/28.85  																																														|-Branch one:
% 63.84/28.85  																																														| (674) all_0_47_47 = e0
% 63.84/28.85  																																														|
% 63.84/28.85  																																															| Equations (674) can reduce 678 to:
% 63.84/28.85  																																															| (266) $false
% 63.84/28.85  																																															|
% 63.84/28.85  																																															|-The branch is then unsatisfiable
% 63.84/28.85  																																														|-Branch two:
% 63.84/28.85  																																														| (678)  ~ (all_0_47_47 = e0)
% 63.84/28.85  																																														| (1831) all_0_47_47 = e3 | all_0_47_47 = e1
% 63.84/28.85  																																														|
% 63.84/28.85  																																															+-Applying beta-rule and splitting (1831), into two cases.
% 63.84/28.85  																																															|-Branch one:
% 63.84/28.85  																																															| (654) all_0_47_47 = e1
% 63.84/28.85  																																															|
% 63.84/28.85  																																																| Equations (654) can reduce 462 to:
% 63.84/28.85  																																																| (266) $false
% 63.84/28.85  																																																|
% 63.84/28.85  																																																|-The branch is then unsatisfiable
% 63.84/28.85  																																															|-Branch two:
% 63.84/28.85  																																															| (462)  ~ (all_0_47_47 = e1)
% 63.84/28.85  																																															| (522) all_0_47_47 = e3
% 63.84/28.85  																																															|
% 63.84/28.85  																																																| Equations (522) can reduce 1091 to:
% 63.84/28.85  																																																| (266) $false
% 63.84/28.85  																																																|
% 63.84/28.85  																																																|-The branch is then unsatisfiable
% 63.84/28.85  																																													|-Branch two:
% 63.84/28.85  																																													| (484)  ~ (all_0_39_39 = e0)
% 63.84/28.85  																																													| (485) all_0_40_40 = e0
% 63.84/28.85  																																													|
% 63.84/28.86  																																														| Combining equations (485,1378) yields a new equation:
% 63.84/28.86  																																														| (397) e4 = e0
% 63.84/28.86  																																														|
% 63.84/28.86  																																														| Equations (397) can reduce 49 to:
% 63.84/28.86  																																														| (266) $false
% 63.84/28.86  																																														|
% 63.84/28.86  																																														|-The branch is then unsatisfiable
% 63.84/28.86  																																							|-Branch two:
% 63.84/28.86  																																							| (1380)  ~ (all_0_42_42 = e1)
% 63.84/28.86  																																							| (3259) all_0_47_47 = e1 | all_0_51_51 = e1 | all_0_56_56 = e1
% 63.84/28.86  																																							|
% 63.84/28.86  																																								+-Applying beta-rule and splitting (103), into two cases.
% 63.84/28.86  																																								|-Branch one:
% 63.84/28.86  																																								| (453) all_0_41_41 = e1
% 63.84/28.86  																																								|
% 63.84/28.86  																																									| Combining equations (453,403) yields a new equation:
% 63.84/28.86  																																									| (455) e3 = e1
% 63.84/28.86  																																									|
% 63.84/28.86  																																									| Equations (455) can reduce 213 to:
% 63.84/28.86  																																									| (266) $false
% 63.84/28.86  																																									|
% 63.84/28.86  																																									|-The branch is then unsatisfiable
% 63.84/28.86  																																								|-Branch two:
% 63.84/28.86  																																								| (457)  ~ (all_0_41_41 = e1)
% 63.84/28.86  																																								| (458) all_0_42_42 = e1 | all_0_43_43 = e1 | all_0_44_44 = e1
% 63.84/28.86  																																								|
% 63.84/28.86  																																									+-Applying beta-rule and splitting (458), into two cases.
% 63.84/28.86  																																									|-Branch one:
% 63.84/28.86  																																									| (459) all_0_42_42 = e1
% 63.84/28.86  																																									|
% 63.84/28.86  																																										| Equations (459) can reduce 1380 to:
% 63.84/28.86  																																										| (266) $false
% 63.84/28.86  																																										|
% 63.84/28.86  																																										|-The branch is then unsatisfiable
% 63.84/28.86  																																									|-Branch two:
% 63.84/28.86  																																									| (1380)  ~ (all_0_42_42 = e1)
% 63.84/28.86  																																									| (1381) all_0_43_43 = e1 | all_0_44_44 = e1
% 63.84/28.86  																																									|
% 63.84/28.86  																																										+-Applying beta-rule and splitting (152), into two cases.
% 63.84/28.86  																																										|-Branch one:
% 63.84/28.86  																																										| (1392) all_0_42_42 = e4
% 63.84/28.86  																																										|
% 63.84/28.86  																																											| Equations (1392) can reduce 145 to:
% 63.84/28.86  																																											| (1377)  ~ (all_0_39_39 = e4)
% 63.84/28.86  																																											|
% 63.84/28.86  																																											| Equations (1392) can reduce 73 to:
% 63.84/28.86  																																											| (1903)  ~ (all_0_44_44 = e4)
% 63.84/28.86  																																											|
% 63.84/28.86  																																											| Simplifying 1903 yields:
% 63.84/28.86  																																											| (1390)  ~ (all_0_44_44 = e4)
% 63.84/28.86  																																											|
% 63.84/28.86  																																											| Equations (1392) can reduce 405 to:
% 63.84/28.86  																																											| (188)  ~ (e4 = e3)
% 63.84/28.86  																																											|
% 63.84/28.86  																																											| Equations (1392) can reduce 51 to:
% 63.84/28.86  																																											| (48)  ~ (e4 = e2)
% 63.84/28.86  																																											|
% 63.84/28.86  																																											+-Applying beta-rule and splitting (26), into two cases.
% 63.84/28.86  																																											|-Branch one:
% 63.84/28.86  																																											| (446) all_0_44_44 = e4
% 63.84/28.86  																																											|
% 63.84/28.86  																																												| Equations (446) can reduce 1390 to:
% 63.84/28.86  																																												| (266) $false
% 63.84/28.86  																																												|
% 63.84/28.86  																																												|-The branch is then unsatisfiable
% 63.84/28.86  																																											|-Branch two:
% 63.84/28.86  																																											| (1390)  ~ (all_0_44_44 = e4)
% 63.84/28.86  																																											| (1391) all_0_44_44 = e3 | all_0_44_44 = e1 | all_0_44_44 = e0
% 63.84/28.86  																																											|
% 63.84/28.86  																																												+-Applying beta-rule and splitting (320), into two cases.
% 63.84/28.86  																																												|-Branch one:
% 63.84/28.86  																																												| (471) all_0_39_39 = e4
% 63.84/28.86  																																												|
% 63.84/28.86  																																													| Equations (471) can reduce 1377 to:
% 63.84/28.86  																																													| (266) $false
% 63.84/28.86  																																													|
% 63.84/28.86  																																													|-The branch is then unsatisfiable
% 63.84/28.86  																																												|-Branch two:
% 63.84/28.86  																																												| (1377)  ~ (all_0_39_39 = e4)
% 63.84/28.86  																																												| (480) all_0_39_39 = e0
% 63.84/28.86  																																												|
% 63.84/28.86  																																													| Equations (480) can reduce 79 to:
% 63.84/28.86  																																													| (1402)  ~ (all_0_47_47 = e0)
% 63.84/28.86  																																													|
% 63.84/28.86  																																													| Simplifying 1402 yields:
% 63.84/28.86  																																													| (678)  ~ (all_0_47_47 = e0)
% 63.84/28.86  																																													|
% 63.84/28.86  																																													| Equations (480) can reduce 1377 to:
% 63.84/28.86  																																													| (401)  ~ (e4 = e0)
% 63.84/28.86  																																													|
% 63.84/28.86  																																													| Simplifying 401 yields:
% 63.84/28.86  																																													| (49)  ~ (e4 = e0)
% 63.84/28.86  																																													|
% 63.84/28.86  																																													| Equations (480) can reduce 294 to:
% 63.84/28.86  																																													| (365)  ~ (e2 = e0)
% 63.84/28.86  																																													|
% 63.84/28.86  																																													| Simplifying 365 yields:
% 63.84/28.86  																																													| (128)  ~ (e2 = e0)
% 63.84/28.86  																																													|
% 63.84/28.86  																																													| Equations (480) can reduce 151 to:
% 63.84/28.86  																																													| (435)  ~ (e1 = e0)
% 63.84/28.86  																																													|
% 63.84/28.86  																																													| Simplifying 435 yields:
% 63.84/28.86  																																													| (233)  ~ (e1 = e0)
% 63.84/28.86  																																													|
% 63.84/28.86  																																													| From (480) and (14) follows:
% 63.84/28.86  																																													| (4090) op(e4, e2) = e0
% 63.84/28.86  																																													|
% 63.84/28.86  																																													+-Applying beta-rule and splitting (105), into two cases.
% 63.84/28.86  																																													|-Branch one:
% 63.84/28.86  																																													| (1105) all_0_47_47 = e2
% 63.84/28.86  																																													|
% 63.84/28.86  																																														| Equations (1105) can reduce 338 to:
% 63.84/28.86  																																														| (266) $false
% 63.84/28.86  																																														|
% 63.84/28.86  																																														|-The branch is then unsatisfiable
% 63.84/28.86  																																													|-Branch two:
% 63.84/28.86  																																													| (338)  ~ (all_0_47_47 = e2)
% 63.84/28.86  																																													| (1789) all_0_47_47 = e4 | all_0_47_47 = e3 | all_0_47_47 = e1 | all_0_47_47 = e0
% 63.84/28.86  																																													|
% 63.84/28.86  																																														+-Applying beta-rule and splitting (184), into two cases.
% 63.84/28.86  																																														|-Branch one:
% 63.84/28.86  																																														| (538) all_0_46_46 = e0
% 63.84/28.86  																																														|
% 63.84/28.86  																																															| Combining equations (770,538) yields a new equation:
% 63.84/28.86  																																															| (481) e4 = e0
% 63.84/28.86  																																															|
% 63.84/28.86  																																															| Simplifying 481 yields:
% 63.84/28.86  																																															| (397) e4 = e0
% 63.84/28.86  																																															|
% 63.84/28.86  																																															| Equations (397) can reduce 49 to:
% 63.84/28.86  																																															| (266) $false
% 63.84/28.86  																																															|
% 63.84/28.86  																																															|-The branch is then unsatisfiable
% 63.84/28.86  																																														|-Branch two:
% 63.84/28.86  																																														| (831)  ~ (all_0_46_46 = e0)
% 63.84/28.86  																																														| (832) all_0_47_47 = e0 | all_0_48_48 = e0 | all_0_49_49 = e0
% 63.84/28.86  																																														|
% 63.84/28.86  																																															+-Applying beta-rule and splitting (150), into two cases.
% 63.84/28.86  																																															|-Branch one:
% 63.84/28.86  																																															| (1378) all_0_40_40 = e4
% 63.84/28.86  																																															|
% 63.84/28.86  																																																| Equations (1378) can reduce 143 to:
% 63.84/28.86  																																																| (1903)  ~ (all_0_44_44 = e4)
% 63.84/28.86  																																																|
% 63.84/28.86  																																																| Simplifying 1903 yields:
% 63.84/28.86  																																																| (1390)  ~ (all_0_44_44 = e4)
% 63.84/28.86  																																																|
% 63.84/28.86  																																																+-Applying beta-rule and splitting (832), into two cases.
% 63.84/28.86  																																																|-Branch one:
% 63.84/28.86  																																																| (674) all_0_47_47 = e0
% 63.84/28.86  																																																|
% 63.84/28.86  																																																	| Equations (674) can reduce 678 to:
% 63.84/28.86  																																																	| (266) $false
% 63.84/28.86  																																																	|
% 63.84/28.86  																																																	|-The branch is then unsatisfiable
% 63.84/28.86  																																																|-Branch two:
% 63.84/28.86  																																																| (678)  ~ (all_0_47_47 = e0)
% 63.84/28.86  																																																| (1278) all_0_48_48 = e0 | all_0_49_49 = e0
% 63.84/28.86  																																																|
% 63.84/28.86  																																																	+-Applying beta-rule and splitting (1278), into two cases.
% 63.84/28.86  																																																	|-Branch one:
% 63.84/28.86  																																																	| (1279) all_0_48_48 = e0
% 63.84/28.86  																																																	|
% 63.84/28.86  																																																		| Combining equations (335,1279) yields a new equation:
% 63.84/28.86  																																																		| (391) e2 = e0
% 63.84/28.86  																																																		|
% 63.84/28.86  																																																		| Simplifying 391 yields:
% 63.84/28.86  																																																		| (330) e2 = e0
% 63.84/28.86  																																																		|
% 63.84/28.86  																																																		| Equations (330) can reduce 128 to:
% 63.84/28.86  																																																		| (266) $false
% 63.84/28.86  																																																		|
% 63.84/28.86  																																																		|-The branch is then unsatisfiable
% 63.84/28.86  																																																	|-Branch two:
% 63.84/28.86  																																																	| (1283)  ~ (all_0_48_48 = e0)
% 63.84/28.86  																																																	| (978) all_0_49_49 = e0
% 63.84/28.86  																																																	|
% 63.84/28.86  																																																		| Equations (978) can reduce 9 to:
% 63.84/28.86  																																																		| (360)  ~ (all_0_44_44 = e0)
% 63.84/28.86  																																																		|
% 63.84/28.86  																																																		| Equations (978) can reduce 86 to:
% 63.84/28.86  																																																		| (678)  ~ (all_0_47_47 = e0)
% 63.84/28.86  																																																		|
% 63.84/28.86  																																																		+-Applying beta-rule and splitting (112), into two cases.
% 63.84/28.86  																																																		|-Branch one:
% 63.84/28.86  																																																		| (635) all_0_44_44 = e1
% 63.84/28.86  																																																		|
% 63.84/28.86  																																																			| Equations (635) can reduce 1390 to:
% 63.84/28.86  																																																			| (602)  ~ (e4 = e1)
% 63.84/28.86  																																																			|
% 63.84/28.86  																																																			| Simplifying 602 yields:
% 63.84/28.86  																																																			| (110)  ~ (e4 = e1)
% 63.84/28.86  																																																			|
% 63.84/28.86  																																																			| Equations (635) can reduce 147 to:
% 63.84/28.86  																																																			| (604)  ~ (e2 = e1)
% 63.84/28.86  																																																			|
% 63.84/28.86  																																																			| Simplifying 604 yields:
% 63.84/28.86  																																																			| (122)  ~ (e2 = e1)
% 63.84/28.86  																																																			|
% 63.84/28.86  																																																			| Equations (635) can reduce 360 to:
% 63.84/28.86  																																																			| (233)  ~ (e1 = e0)
% 63.84/28.86  																																																			|
% 63.84/28.86  																																																			| From (635) and (138) follows:
% 63.84/28.86  																																																			| (1423) op(e3, e0) = e1
% 63.84/28.86  																																																			|
% 63.84/28.86  																																																			+-Applying beta-rule and splitting (135), into two cases.
% 63.84/28.86  																																																			|-Branch one:
% 63.84/28.86  																																																			| (545) all_0_46_46 = e1
% 63.84/28.86  																																																			|
% 63.84/28.86  																																																				| Combining equations (770,545) yields a new equation:
% 63.84/28.86  																																																				| (636) e4 = e1
% 63.84/28.86  																																																				|
% 63.84/28.86  																																																				| Simplifying 636 yields:
% 63.84/28.86  																																																				| (630) e4 = e1
% 63.84/28.86  																																																				|
% 63.84/28.86  																																																				| Equations (630) can reduce 110 to:
% 63.84/28.86  																																																				| (266) $false
% 63.84/28.86  																																																				|
% 63.84/28.86  																																																				|-The branch is then unsatisfiable
% 63.84/28.86  																																																			|-Branch two:
% 63.84/28.86  																																																			| (549)  ~ (all_0_46_46 = e1)
% 63.84/28.86  																																																			| (550) all_0_47_47 = e1 | all_0_48_48 = e1 | all_0_49_49 = e1
% 63.84/28.86  																																																			|
% 63.84/28.86  																																																				+-Applying beta-rule and splitting (3259), into two cases.
% 63.84/28.86  																																																				|-Branch one:
% 63.84/28.86  																																																				| (654) all_0_47_47 = e1
% 63.84/28.86  																																																				|
% 63.84/28.86  																																																					| Equations (654) can reduce 338 to:
% 63.84/28.86  																																																					| (604)  ~ (e2 = e1)
% 63.84/28.86  																																																					|
% 63.84/28.86  																																																					| Simplifying 604 yields:
% 63.84/28.86  																																																					| (122)  ~ (e2 = e1)
% 63.84/28.86  																																																					|
% 63.84/28.86  																																																					| Equations (654) can reduce 678 to:
% 63.84/28.86  																																																					| (233)  ~ (e1 = e0)
% 63.84/28.86  																																																					|
% 63.84/28.86  																																																					+-Applying beta-rule and splitting (56), into two cases.
% 63.84/28.86  																																																					|-Branch one:
% 63.84/28.86  																																																					| (696) unit = e2
% 63.84/28.86  																																																					|
% 63.84/28.86  																																																						| From (696) and (28) follows:
% 63.84/28.86  																																																						| (699) op(e1, e2) = e1
% 63.84/28.86  																																																						|
% 63.84/28.86  																																																						| Instantiating formula (29) with e1, e2, e1, e2 and discharging atoms op(e1, e2) = e2, op(e1, e2) = e1, yields:
% 63.84/28.86  																																																						| (617) e2 = e1
% 63.84/28.86  																																																						|
% 63.84/28.86  																																																						| Equations (617) can reduce 122 to:
% 63.84/28.86  																																																						| (266) $false
% 63.84/28.86  																																																						|
% 63.84/28.86  																																																						|-The branch is then unsatisfiable
% 63.84/28.86  																																																					|-Branch two:
% 63.84/28.86  																																																					| (707)  ~ (unit = e2)
% 63.84/28.86  																																																					| (708) unit = e4 | unit = e3 | unit = e1 | unit = e0
% 63.84/28.86  																																																					|
% 63.84/28.86  																																																						+-Applying beta-rule and splitting (708), into two cases.
% 63.84/28.86  																																																						|-Branch one:
% 63.84/28.86  																																																						| (709) unit = e4
% 63.84/28.86  																																																						|
% 63.84/28.86  																																																							| From (709) and (15) follows:
% 63.90/28.86  																																																							| (22188) op(e4, e2) = e2
% 63.90/28.86  																																																							|
% 63.90/28.86  																																																							| From (709) and (211) follows:
% 63.90/28.86  																																																							| (22527) op(e4, e1) = e1
% 63.90/28.86  																																																							|
% 63.90/28.86  																																																							| From (709) and (32) follows:
% 63.90/28.86  																																																							| (712) op(e2, e4) = e2
% 63.90/28.86  																																																							|
% 63.90/28.86  																																																							| Instantiating formula (29) with e4, e2, e2, e0 and discharging atoms op(e4, e2) = e2, op(e4, e2) = e0, yields:
% 63.90/28.86  																																																							| (330) e2 = e0
% 63.90/28.86  																																																							|
% 63.90/28.86  																																																							| Instantiating formula (29) with e4, e1, e1, e3 and discharging atoms op(e4, e1) = e3, op(e4, e1) = e1, yields:
% 63.90/28.86  																																																							| (455) e3 = e1
% 63.90/28.86  																																																							|
% 63.90/28.86  																																																							| Instantiating formula (29) with e2, e4, e2, e3 and discharging atoms op(e2, e4) = e3, op(e2, e4) = e2, yields:
% 63.90/28.86  																																																							| (662) e3 = e2
% 63.90/28.86  																																																							|
% 63.90/28.86  																																																							| Combining equations (455,662) yields a new equation:
% 63.90/28.86  																																																							| (617) e2 = e1
% 63.90/28.86  																																																							|
% 63.90/28.86  																																																							| Combining equations (617,330) yields a new equation:
% 63.90/28.86  																																																							| (546) e1 = e0
% 63.90/28.86  																																																							|
% 63.90/28.86  																																																							| Simplifying 546 yields:
% 63.90/28.86  																																																							| (431) e1 = e0
% 63.90/28.86  																																																							|
% 63.90/28.86  																																																							| Equations (431) can reduce 233 to:
% 63.90/28.86  																																																							| (266) $false
% 63.90/28.86  																																																							|
% 63.90/28.86  																																																							|-The branch is then unsatisfiable
% 63.90/28.86  																																																						|-Branch two:
% 63.90/28.86  																																																						| (724)  ~ (unit = e4)
% 63.90/28.86  																																																						| (725) unit = e3 | unit = e1 | unit = e0
% 63.90/28.86  																																																						|
% 63.90/28.86  																																																							+-Applying beta-rule and splitting (725), into two cases.
% 63.90/28.86  																																																							|-Branch one:
% 63.90/28.86  																																																							| (726) unit = e0
% 63.90/28.86  																																																							|
% 63.90/28.86  																																																								| From (726) and (24) follows:
% 63.90/28.86  																																																								| (2208) op(e0, e3) = e3
% 63.90/28.86  																																																								|
% 63.90/28.86  																																																								| From (726) and (15) follows:
% 63.90/28.86  																																																								| (1508) op(e0, e2) = e2
% 63.90/28.86  																																																								|
% 63.90/28.86  																																																								| From (726) and (28) follows:
% 63.90/28.86  																																																								| (2698) op(e1, e0) = e1
% 63.90/28.86  																																																								|
% 63.90/28.86  																																																								| Instantiating formula (29) with e1, e0, e1, e3 and discharging atoms op(e1, e0) = e3, op(e1, e0) = e1, yields:
% 63.90/28.86  																																																								| (455) e3 = e1
% 63.90/28.86  																																																								|
% 63.90/28.86  																																																								| Instantiating formula (29) with e0, e3, e3, e0 and discharging atoms op(e0, e3) = e3, op(e0, e3) = e0, yields:
% 63.90/28.86  																																																								| (676) e3 = e0
% 63.90/28.86  																																																								|
% 63.90/28.86  																																																								| Instantiating formula (29) with e0, e2, e2, e3 and discharging atoms op(e0, e2) = e3, op(e0, e2) = e2, yields:
% 63.90/28.86  																																																								| (662) e3 = e2
% 63.90/28.86  																																																								|
% 63.90/28.86  																																																								| Combining equations (455,662) yields a new equation:
% 63.90/28.86  																																																								| (617) e2 = e1
% 63.90/28.86  																																																								|
% 63.90/28.86  																																																								| Combining equations (676,662) yields a new equation:
% 63.90/28.86  																																																								| (330) e2 = e0
% 63.90/28.86  																																																								|
% 63.90/28.86  																																																								| Combining equations (617,330) yields a new equation:
% 63.90/28.86  																																																								| (546) e1 = e0
% 63.90/28.86  																																																								|
% 63.90/28.86  																																																								| Simplifying 546 yields:
% 63.90/28.86  																																																								| (431) e1 = e0
% 63.90/28.86  																																																								|
% 63.90/28.86  																																																								| Equations (431) can reduce 233 to:
% 63.90/28.86  																																																								| (266) $false
% 63.90/28.86  																																																								|
% 63.90/28.86  																																																								|-The branch is then unsatisfiable
% 63.90/28.86  																																																							|-Branch two:
% 63.90/28.86  																																																							| (734)  ~ (unit = e0)
% 63.90/28.86  																																																							| (735) unit = e3 | unit = e1
% 63.90/28.86  																																																							|
% 63.90/28.86  																																																								+-Applying beta-rule and splitting (735), into two cases.
% 63.90/28.86  																																																								|-Branch one:
% 63.90/28.86  																																																								| (736) unit = e1
% 63.90/28.86  																																																								|
% 63.90/28.86  																																																									| Equations (736) can reduce 734 to:
% 63.90/28.86  																																																									| (233)  ~ (e1 = e0)
% 63.90/28.86  																																																									|
% 63.90/28.86  																																																									| From (736) and (244) follows:
% 63.90/28.86  																																																									| (738) op(e1, e4) = e4
% 63.90/28.86  																																																									|
% 63.90/28.86  																																																									| From (736) and (227) follows:
% 63.90/28.86  																																																									| (739) op(e4, e1) = e4
% 63.90/28.86  																																																									|
% 63.90/28.86  																																																									| From (736) and (28) follows:
% 63.90/28.86  																																																									| (740) op(e1, e1) = e1
% 63.90/28.86  																																																									|
% 63.90/28.86  																																																									| Instantiating formula (29) with e4, e1, e4, e3 and discharging atoms op(e4, e1) = e4, op(e4, e1) = e3, yields:
% 63.90/28.86  																																																									| (425) e4 = e3
% 63.90/28.86  																																																									|
% 63.90/28.86  																																																									| Instantiating formula (29) with e1, e4, e4, e0 and discharging atoms op(e1, e4) = e4, op(e1, e4) = e0, yields:
% 63.90/28.86  																																																									| (397) e4 = e0
% 63.90/28.86  																																																									|
% 63.90/28.86  																																																									| Instantiating formula (29) with e1, e1, e1, e4 and discharging atoms op(e1, e1) = e4, op(e1, e1) = e1, yields:
% 63.90/28.86  																																																									| (630) e4 = e1
% 63.90/28.86  																																																									|
% 63.90/28.86  																																																									| Combining equations (630,425) yields a new equation:
% 63.90/28.86  																																																									| (455) e3 = e1
% 63.90/28.86  																																																									|
% 63.90/28.86  																																																									| Combining equations (397,425) yields a new equation:
% 63.90/28.86  																																																									| (676) e3 = e0
% 63.90/28.86  																																																									|
% 63.90/28.86  																																																									| Combining equations (676,455) yields a new equation:
% 63.90/28.86  																																																									| (431) e1 = e0
% 63.90/28.86  																																																									|
% 63.90/28.86  																																																									| Equations (431) can reduce 233 to:
% 63.90/28.86  																																																									| (266) $false
% 63.90/28.86  																																																									|
% 63.90/28.86  																																																									|-The branch is then unsatisfiable
% 63.90/28.86  																																																								|-Branch two:
% 63.90/28.86  																																																								| (748)  ~ (unit = e1)
% 63.90/28.86  																																																								| (749) unit = e3
% 63.90/28.86  																																																								|
% 63.90/28.86  																																																									| From (749) and (209) follows:
% 63.90/28.86  																																																									| (1667) op(e3, e0) = e0
% 63.90/28.86  																																																									|
% 63.90/28.86  																																																									| Instantiating formula (29) with e3, e0, e0, e1 and discharging atoms op(e3, e0) = e1, op(e3, e0) = e0, yields:
% 63.90/28.86  																																																									| (431) e1 = e0
% 63.90/28.86  																																																									|
% 63.90/28.86  																																																									| Equations (431) can reduce 233 to:
% 63.90/28.86  																																																									| (266) $false
% 63.90/28.86  																																																									|
% 63.90/28.86  																																																									|-The branch is then unsatisfiable
% 63.90/28.86  																																																				|-Branch two:
% 63.90/28.86  																																																				| (462)  ~ (all_0_47_47 = e1)
% 63.90/28.86  																																																				| (3264) all_0_51_51 = e1 | all_0_56_56 = e1
% 63.90/28.86  																																																				|
% 63.90/28.86  																																																					+-Applying beta-rule and splitting (550), into two cases.
% 63.90/28.86  																																																					|-Branch one:
% 63.90/28.86  																																																					| (654) all_0_47_47 = e1
% 63.90/28.86  																																																					|
% 63.90/28.86  																																																						| Equations (654) can reduce 462 to:
% 63.90/28.86  																																																						| (266) $false
% 63.90/28.86  																																																						|
% 63.90/28.86  																																																						|-The branch is then unsatisfiable
% 63.90/28.86  																																																					|-Branch two:
% 63.90/28.86  																																																					| (462)  ~ (all_0_47_47 = e1)
% 63.90/28.86  																																																					| (659) all_0_48_48 = e1 | all_0_49_49 = e1
% 63.90/28.86  																																																					|
% 63.90/28.86  																																																						+-Applying beta-rule and splitting (659), into two cases.
% 63.90/28.86  																																																						|-Branch one:
% 63.90/28.86  																																																						| (615) all_0_48_48 = e1
% 63.90/28.86  																																																						|
% 63.90/28.86  																																																							| Combining equations (335,615) yields a new equation:
% 63.90/28.86  																																																							| (616) e2 = e1
% 63.90/28.86  																																																							|
% 63.90/28.86  																																																							| Simplifying 616 yields:
% 63.90/28.86  																																																							| (617) e2 = e1
% 63.90/28.86  																																																							|
% 63.90/28.86  																																																							| Equations (617) can reduce 122 to:
% 63.90/28.86  																																																							| (266) $false
% 63.90/28.86  																																																							|
% 63.90/28.86  																																																							|-The branch is then unsatisfiable
% 63.90/28.86  																																																						|-Branch two:
% 63.90/28.86  																																																						| (619)  ~ (all_0_48_48 = e1)
% 63.90/28.86  																																																						| (671) all_0_49_49 = e1
% 63.90/28.86  																																																						|
% 63.90/28.86  																																																							| Combining equations (978,671) yields a new equation:
% 63.90/28.86  																																																							| (431) e1 = e0
% 63.90/28.86  																																																							|
% 63.90/28.86  																																																							| Equations (431) can reduce 233 to:
% 63.90/28.86  																																																							| (266) $false
% 63.90/28.86  																																																							|
% 63.90/28.86  																																																							|-The branch is then unsatisfiable
% 63.90/28.86  																																																		|-Branch two:
% 63.90/28.86  																																																		| (639)  ~ (all_0_44_44 = e1)
% 63.90/28.86  																																																		| (640) all_0_49_49 = e1 | all_0_53_53 = e1 | all_0_58_58 = e1
% 63.90/28.86  																																																		|
% 63.90/28.86  																																																			+-Applying beta-rule and splitting (1381), into two cases.
% 63.90/28.86  																																																			|-Branch one:
% 63.90/28.86  																																																			| (430) all_0_43_43 = e1
% 63.90/28.86  																																																			|
% 63.90/28.86  																																																				| Combining equations (430,356) yields a new equation:
% 63.90/28.86  																																																				| (546) e1 = e0
% 63.90/28.86  																																																				|
% 63.90/28.86  																																																				| Simplifying 546 yields:
% 63.90/28.86  																																																				| (431) e1 = e0
% 63.90/28.86  																																																				|
% 63.90/28.86  																																																				| Equations (431) can reduce 233 to:
% 63.90/28.86  																																																				| (266) $false
% 63.90/28.86  																																																				|
% 63.90/28.86  																																																				|-The branch is then unsatisfiable
% 63.90/28.86  																																																			|-Branch two:
% 63.90/28.86  																																																			| (433)  ~ (all_0_43_43 = e1)
% 63.90/28.86  																																																			| (635) all_0_44_44 = e1
% 63.90/28.86  																																																			|
% 63.90/28.86  																																																				| Equations (635) can reduce 639 to:
% 63.90/28.86  																																																				| (266) $false
% 63.90/28.86  																																																				|
% 63.90/28.86  																																																				|-The branch is then unsatisfiable
% 63.90/28.86  																																															|-Branch two:
% 63.90/28.86  																																															| (447)  ~ (all_0_40_40 = e4)
% 63.90/28.86  																																															| (2271) all_0_44_44 = e4 | all_0_49_49 = e4 | all_0_53_53 = e4 | all_0_58_58 = e4
% 63.90/28.86  																																															|
% 63.90/28.86  																																																+-Applying beta-rule and splitting (2271), into two cases.
% 63.90/28.86  																																																|-Branch one:
% 63.90/28.86  																																																| (446) all_0_44_44 = e4
% 63.90/28.86  																																																|
% 63.90/28.86  																																																	| Equations (446) can reduce 1390 to:
% 63.90/28.86  																																																	| (266) $false
% 63.90/28.86  																																																	|
% 63.90/28.86  																																																	|-The branch is then unsatisfiable
% 63.90/28.86  																																																|-Branch two:
% 63.90/28.86  																																																| (1390)  ~ (all_0_44_44 = e4)
% 63.90/28.86  																																																| (7998) all_0_49_49 = e4 | all_0_53_53 = e4 | all_0_58_58 = e4
% 63.90/28.86  																																																|
% 63.90/28.86  																																																	+-Applying beta-rule and splitting (7998), into two cases.
% 63.90/28.86  																																																	|-Branch one:
% 63.90/28.86  																																																	| (974) all_0_49_49 = e4
% 63.90/28.86  																																																	|
% 63.90/28.86  																																																		| Equations (974) can reduce 256 to:
% 63.90/28.86  																																																		| (266) $false
% 63.90/28.86  																																																		|
% 63.90/28.86  																																																		|-The branch is then unsatisfiable
% 63.90/28.86  																																																	|-Branch two:
% 63.90/28.86  																																																	| (256)  ~ (all_0_49_49 = e4)
% 63.90/28.87  																																																	| (8013) all_0_53_53 = e4 | all_0_58_58 = e4
% 63.90/28.87  																																																	|
% 63.90/28.87  																																																		+-Applying beta-rule and splitting (8013), into two cases.
% 63.90/28.87  																																																		|-Branch one:
% 63.90/28.87  																																																		| (1298) all_0_53_53 = e4
% 63.90/28.87  																																																		|
% 63.90/28.87  																																																			| Combining equations (1298,665) yields a new equation:
% 63.90/28.87  																																																			| (424) e4 = e3
% 63.90/28.87  																																																			|
% 63.90/28.87  																																																			| Simplifying 424 yields:
% 63.90/28.87  																																																			| (425) e4 = e3
% 63.90/28.87  																																																			|
% 63.90/28.87  																																																			| Equations (425) can reduce 188 to:
% 63.90/28.87  																																																			| (266) $false
% 63.90/28.87  																																																			|
% 63.90/28.87  																																																			|-The branch is then unsatisfiable
% 63.90/28.87  																																																		|-Branch two:
% 63.90/28.87  																																																		| (1453)  ~ (all_0_53_53 = e4)
% 63.90/28.87  																																																		| (910) all_0_58_58 = e4
% 63.90/28.87  																																																		|
% 63.90/28.87  																																																			| Combining equations (910,624) yields a new equation:
% 63.90/28.87  																																																			| (322) e4 = e2
% 63.90/28.87  																																																			|
% 63.90/28.87  																																																			| Simplifying 322 yields:
% 63.90/28.87  																																																			| (323) e4 = e2
% 63.90/28.87  																																																			|
% 63.90/28.87  																																																			| Equations (323) can reduce 48 to:
% 63.90/28.87  																																																			| (266) $false
% 63.90/28.87  																																																			|
% 63.90/28.87  																																																			|-The branch is then unsatisfiable
% 63.90/28.87  																																										|-Branch two:
% 63.90/28.87  																																										| (1890)  ~ (all_0_42_42 = e4)
% 63.90/28.87  																																										| (1969) all_0_42_42 = e3 | all_0_42_42 = e1 | all_0_42_42 = e0
% 63.90/28.87  																																										|
% 63.90/28.87  																																											+-Applying beta-rule and splitting (164), into two cases.
% 63.90/28.87  																																											|-Branch one:
% 63.90/28.87  																																											| (471) all_0_39_39 = e4
% 63.90/28.87  																																											|
% 63.90/28.87  																																												| Equations (471) can reduce 176 to:
% 63.90/28.87  																																												| (7398)  ~ (all_0_40_40 = e4)
% 63.90/28.87  																																												|
% 63.90/28.87  																																												| Simplifying 7398 yields:
% 63.90/28.87  																																												| (447)  ~ (all_0_40_40 = e4)
% 63.90/28.87  																																												|
% 63.90/28.87  																																												| Equations (471) can reduce 145 to:
% 63.90/28.87  																																												| (1901)  ~ (all_0_42_42 = e4)
% 63.90/28.87  																																												|
% 63.90/28.87  																																												| Simplifying 1901 yields:
% 63.90/28.87  																																												| (1890)  ~ (all_0_42_42 = e4)
% 63.90/28.87  																																												|
% 63.90/28.87  																																												| Equations (471) can reduce 246 to:
% 63.90/28.87  																																												| (188)  ~ (e4 = e3)
% 63.90/28.87  																																												|
% 63.90/28.87  																																												| Equations (471) can reduce 151 to:
% 63.90/28.87  																																												| (110)  ~ (e4 = e1)
% 63.90/28.87  																																												|
% 63.90/28.87  																																												+-Applying beta-rule and splitting (64), into two cases.
% 63.90/28.87  																																												|-Branch one:
% 63.90/28.87  																																												| (437) all_0_41_41 = e4
% 63.90/28.87  																																												|
% 63.90/28.87  																																													| Combining equations (437,403) yields a new equation:
% 63.90/28.87  																																													| (424) e4 = e3
% 63.90/28.87  																																													|
% 63.90/28.87  																																													| Simplifying 424 yields:
% 63.90/28.87  																																													| (425) e4 = e3
% 63.90/28.87  																																													|
% 63.90/28.87  																																													| Equations (425) can reduce 188 to:
% 63.90/28.87  																																													| (266) $false
% 63.90/28.87  																																													|
% 63.90/28.87  																																													|-The branch is then unsatisfiable
% 63.90/28.87  																																												|-Branch two:
% 63.90/28.87  																																												| (440)  ~ (all_0_41_41 = e4)
% 63.90/28.87  																																												| (441) all_0_42_42 = e4 | all_0_43_43 = e4 | all_0_44_44 = e4
% 63.90/28.87  																																												|
% 63.90/28.87  																																													+-Applying beta-rule and splitting (104), into two cases.
% 63.90/28.87  																																													|-Branch one:
% 63.90/28.87  																																													| (480) all_0_39_39 = e0
% 63.90/28.87  																																													|
% 63.90/28.87  																																														| Combining equations (480,471) yields a new equation:
% 63.90/28.87  																																														| (397) e4 = e0
% 63.90/28.87  																																														|
% 63.90/28.87  																																														| Equations (397) can reduce 49 to:
% 63.90/28.87  																																														| (266) $false
% 63.90/28.87  																																														|
% 63.90/28.87  																																														|-The branch is then unsatisfiable
% 63.90/28.87  																																													|-Branch two:
% 63.90/28.87  																																													| (484)  ~ (all_0_39_39 = e0)
% 63.90/28.87  																																													| (558) all_0_42_42 = e0 | all_0_47_47 = e0 | all_0_56_56 = e0
% 63.90/28.87  																																													|
% 63.90/28.87  																																														| Equations (471) can reduce 484 to:
% 63.90/28.87  																																														| (49)  ~ (e4 = e0)
% 63.90/28.87  																																														|
% 63.90/28.87  																																														+-Applying beta-rule and splitting (333), into two cases.
% 63.90/28.87  																																														|-Branch one:
% 63.90/28.87  																																														| (480) all_0_39_39 = e0
% 63.90/28.87  																																														|
% 63.90/28.87  																																															| Combining equations (480,471) yields a new equation:
% 63.90/28.87  																																															| (397) e4 = e0
% 63.90/28.87  																																															|
% 63.90/28.87  																																															| Equations (397) can reduce 49 to:
% 63.90/28.87  																																															| (266) $false
% 63.90/28.87  																																															|
% 63.90/28.87  																																															|-The branch is then unsatisfiable
% 63.90/28.87  																																														|-Branch two:
% 63.90/28.87  																																														| (484)  ~ (all_0_39_39 = e0)
% 63.90/28.87  																																														| (485) all_0_40_40 = e0
% 63.90/28.87  																																														|
% 63.90/28.87  																																															| Equations (485) can reduce 447 to:
% 63.90/28.87  																																															| (401)  ~ (e4 = e0)
% 63.90/28.87  																																															|
% 63.90/28.87  																																															| Simplifying 401 yields:
% 63.90/28.87  																																															| (49)  ~ (e4 = e0)
% 63.90/28.87  																																															|
% 63.90/28.87  																																															| Equations (485) can reduce 2 to:
% 63.90/28.87  																																															| (541)  ~ (e3 = e0)
% 63.90/28.87  																																															|
% 63.90/28.87  																																															| Simplifying 541 yields:
% 63.90/28.87  																																															| (80)  ~ (e3 = e0)
% 63.90/28.87  																																															|
% 63.90/28.87  																																															| Equations (485) can reduce 132 to:
% 63.90/28.87  																																															| (435)  ~ (e1 = e0)
% 63.90/28.87  																																															|
% 63.90/28.87  																																															| Simplifying 435 yields:
% 63.90/28.87  																																															| (233)  ~ (e1 = e0)
% 63.90/28.87  																																															|
% 63.90/28.87  																																															+-Applying beta-rule and splitting (184), into two cases.
% 63.90/28.87  																																															|-Branch one:
% 63.90/28.87  																																															| (538) all_0_46_46 = e0
% 63.90/28.87  																																															|
% 63.90/28.87  																																																| Combining equations (770,538) yields a new equation:
% 63.90/28.87  																																																| (481) e4 = e0
% 63.90/28.87  																																																|
% 63.90/28.87  																																																| Simplifying 481 yields:
% 63.90/28.87  																																																| (397) e4 = e0
% 63.90/28.87  																																																|
% 63.90/28.87  																																																| Equations (397) can reduce 49 to:
% 63.90/28.87  																																																| (266) $false
% 63.90/28.87  																																																|
% 63.90/28.87  																																																|-The branch is then unsatisfiable
% 63.90/28.87  																																															|-Branch two:
% 63.90/28.87  																																															| (831)  ~ (all_0_46_46 = e0)
% 63.90/28.87  																																															| (832) all_0_47_47 = e0 | all_0_48_48 = e0 | all_0_49_49 = e0
% 63.90/28.87  																																															|
% 63.90/28.87  																																																| Equations (770) can reduce 831 to:
% 63.90/28.87  																																																| (49)  ~ (e4 = e0)
% 63.90/28.87  																																																|
% 63.90/28.87  																																																+-Applying beta-rule and splitting (1969), into two cases.
% 63.90/28.87  																																																|-Branch one:
% 63.90/28.87  																																																| (559) all_0_42_42 = e0
% 63.90/28.87  																																																|
% 63.90/28.87  																																																	| Equations (559) can reduce 358 to:
% 63.90/28.87  																																																	| (266) $false
% 63.90/28.87  																																																	|
% 63.90/28.87  																																																	|-The branch is then unsatisfiable
% 63.90/28.87  																																																|-Branch two:
% 63.90/28.87  																																																| (358)  ~ (all_0_42_42 = e0)
% 63.90/28.87  																																																| (2510) all_0_42_42 = e3 | all_0_42_42 = e1
% 63.90/28.87  																																																|
% 63.90/28.87  																																																	+-Applying beta-rule and splitting (441), into two cases.
% 63.90/28.87  																																																	|-Branch one:
% 63.90/28.87  																																																	| (1392) all_0_42_42 = e4
% 63.90/28.87  																																																	|
% 63.90/28.87  																																																		| Equations (1392) can reduce 1890 to:
% 63.90/28.87  																																																		| (266) $false
% 63.90/28.87  																																																		|
% 63.90/28.87  																																																		|-The branch is then unsatisfiable
% 63.90/28.87  																																																	|-Branch two:
% 63.90/28.87  																																																	| (1890)  ~ (all_0_42_42 = e4)
% 63.90/28.87  																																																	| (1891) all_0_43_43 = e4 | all_0_44_44 = e4
% 63.90/28.87  																																																	|
% 63.90/28.87  																																																		+-Applying beta-rule and splitting (558), into two cases.
% 63.90/28.87  																																																		|-Branch one:
% 63.90/28.87  																																																		| (559) all_0_42_42 = e0
% 63.90/28.87  																																																		|
% 63.90/28.87  																																																			| Equations (559) can reduce 358 to:
% 63.90/28.87  																																																			| (266) $false
% 63.90/28.87  																																																			|
% 63.90/28.87  																																																			|-The branch is then unsatisfiable
% 63.90/28.87  																																																		|-Branch two:
% 63.90/28.87  																																																		| (358)  ~ (all_0_42_42 = e0)
% 63.90/28.87  																																																		| (563) all_0_47_47 = e0 | all_0_56_56 = e0
% 63.90/28.87  																																																		|
% 63.90/28.87  																																																			+-Applying beta-rule and splitting (1891), into two cases.
% 63.90/28.87  																																																			|-Branch one:
% 63.90/28.87  																																																			| (396) all_0_43_43 = e4
% 63.90/28.87  																																																			|
% 63.90/28.87  																																																				| Combining equations (396,356) yields a new equation:
% 63.90/28.87  																																																				| (481) e4 = e0
% 63.90/28.87  																																																				|
% 63.90/28.87  																																																				| Simplifying 481 yields:
% 63.90/28.87  																																																				| (397) e4 = e0
% 63.90/28.87  																																																				|
% 63.90/28.87  																																																				| Equations (397) can reduce 49 to:
% 63.90/28.87  																																																				| (266) $false
% 63.90/28.87  																																																				|
% 63.90/28.87  																																																				|-The branch is then unsatisfiable
% 63.90/28.87  																																																			|-Branch two:
% 63.90/28.87  																																																			| (399)  ~ (all_0_43_43 = e4)
% 63.90/28.87  																																																			| (446) all_0_44_44 = e4
% 63.90/28.87  																																																			|
% 63.90/28.87  																																																				+-Applying beta-rule and splitting (112), into two cases.
% 63.90/28.87  																																																				|-Branch one:
% 63.90/28.87  																																																				| (635) all_0_44_44 = e1
% 63.90/28.87  																																																				|
% 63.90/28.87  																																																					| Combining equations (635,446) yields a new equation:
% 63.90/28.87  																																																					| (630) e4 = e1
% 63.90/28.87  																																																					|
% 63.90/28.87  																																																					| Equations (630) can reduce 110 to:
% 63.90/28.87  																																																					| (266) $false
% 63.90/28.87  																																																					|
% 63.90/28.87  																																																					|-The branch is then unsatisfiable
% 63.90/28.87  																																																				|-Branch two:
% 63.90/28.87  																																																				| (639)  ~ (all_0_44_44 = e1)
% 63.90/28.87  																																																				| (640) all_0_49_49 = e1 | all_0_53_53 = e1 | all_0_58_58 = e1
% 63.90/28.87  																																																				|
% 63.90/28.87  																																																					| Equations (446) can reduce 639 to:
% 63.90/28.87  																																																					| (110)  ~ (e4 = e1)
% 63.90/28.87  																																																					|
% 63.90/28.87  																																																					+-Applying beta-rule and splitting (563), into two cases.
% 63.90/28.87  																																																					|-Branch one:
% 63.90/28.87  																																																					| (674) all_0_47_47 = e0
% 63.90/28.87  																																																					|
% 63.90/28.87  																																																						+-Applying beta-rule and splitting (135), into two cases.
% 63.90/28.87  																																																						|-Branch one:
% 63.90/28.87  																																																						| (545) all_0_46_46 = e1
% 63.90/28.87  																																																						|
% 63.90/28.87  																																																							| Combining equations (770,545) yields a new equation:
% 63.90/28.87  																																																							| (636) e4 = e1
% 63.90/28.87  																																																							|
% 63.90/28.87  																																																							| Simplifying 636 yields:
% 63.90/28.87  																																																							| (630) e4 = e1
% 63.90/28.87  																																																							|
% 63.90/28.87  																																																							| Equations (630) can reduce 110 to:
% 63.90/28.87  																																																							| (266) $false
% 63.90/28.87  																																																							|
% 63.90/28.87  																																																							|-The branch is then unsatisfiable
% 63.90/28.87  																																																						|-Branch two:
% 63.90/28.87  																																																						| (549)  ~ (all_0_46_46 = e1)
% 63.90/28.87  																																																						| (550) all_0_47_47 = e1 | all_0_48_48 = e1 | all_0_49_49 = e1
% 63.90/28.87  																																																						|
% 63.90/28.87  																																																							| Equations (770) can reduce 549 to:
% 63.90/28.87  																																																							| (110)  ~ (e4 = e1)
% 63.90/28.87  																																																							|
% 63.90/28.87  																																																							+-Applying beta-rule and splitting (550), into two cases.
% 63.90/28.87  																																																							|-Branch one:
% 63.90/28.87  																																																							| (654) all_0_47_47 = e1
% 63.90/28.87  																																																							|
% 63.90/28.87  																																																								| Combining equations (674,654) yields a new equation:
% 63.90/28.87  																																																								| (431) e1 = e0
% 63.90/28.87  																																																								|
% 63.90/28.87  																																																								| Equations (431) can reduce 233 to:
% 63.90/28.87  																																																								| (266) $false
% 63.90/28.87  																																																								|
% 63.90/28.87  																																																								|-The branch is then unsatisfiable
% 63.90/28.87  																																																							|-Branch two:
% 63.90/28.87  																																																							| (462)  ~ (all_0_47_47 = e1)
% 63.90/28.87  																																																							| (659) all_0_48_48 = e1 | all_0_49_49 = e1
% 63.90/28.87  																																																							|
% 63.90/28.87  																																																								| Equations (674) can reduce 462 to:
% 63.90/28.87  																																																								| (435)  ~ (e1 = e0)
% 63.90/28.87  																																																								|
% 63.90/28.87  																																																								| Simplifying 435 yields:
% 63.90/28.87  																																																								| (233)  ~ (e1 = e0)
% 63.90/28.87  																																																								|
% 63.90/28.87  																																																								+-Applying beta-rule and splitting (3259), into two cases.
% 63.90/28.87  																																																								|-Branch one:
% 63.90/28.87  																																																								| (654) all_0_47_47 = e1
% 63.90/28.87  																																																								|
% 63.90/28.87  																																																									| Combining equations (674,654) yields a new equation:
% 63.90/28.87  																																																									| (431) e1 = e0
% 63.90/28.87  																																																									|
% 63.90/28.87  																																																									| Equations (431) can reduce 233 to:
% 63.90/28.87  																																																									| (266) $false
% 63.90/28.87  																																																									|
% 63.90/28.87  																																																									|-The branch is then unsatisfiable
% 63.90/28.87  																																																								|-Branch two:
% 63.90/28.87  																																																								| (462)  ~ (all_0_47_47 = e1)
% 63.90/28.87  																																																								| (3264) all_0_51_51 = e1 | all_0_56_56 = e1
% 63.90/28.87  																																																								|
% 63.90/28.87  																																																									| Equations (674) can reduce 462 to:
% 63.90/28.87  																																																									| (435)  ~ (e1 = e0)
% 63.90/28.87  																																																									|
% 63.90/28.87  																																																									| Simplifying 435 yields:
% 63.90/28.87  																																																									| (233)  ~ (e1 = e0)
% 63.90/28.87  																																																									|
% 63.90/28.87  																																																									+-Applying beta-rule and splitting (1381), into two cases.
% 63.90/28.87  																																																									|-Branch one:
% 63.90/28.87  																																																									| (430) all_0_43_43 = e1
% 63.90/28.87  																																																									|
% 63.90/28.87  																																																										| Combining equations (430,356) yields a new equation:
% 63.90/28.87  																																																										| (546) e1 = e0
% 63.90/28.87  																																																										|
% 63.90/28.87  																																																										| Simplifying 546 yields:
% 63.90/28.87  																																																										| (431) e1 = e0
% 63.90/28.87  																																																										|
% 63.90/28.87  																																																										| Equations (431) can reduce 233 to:
% 63.90/28.87  																																																										| (266) $false
% 63.90/28.87  																																																										|
% 63.90/28.87  																																																										|-The branch is then unsatisfiable
% 63.90/28.87  																																																									|-Branch two:
% 63.90/28.87  																																																									| (433)  ~ (all_0_43_43 = e1)
% 63.90/28.87  																																																									| (635) all_0_44_44 = e1
% 63.90/28.87  																																																									|
% 63.90/28.87  																																																										| Combining equations (635,446) yields a new equation:
% 63.90/28.87  																																																										| (630) e4 = e1
% 63.90/28.87  																																																										|
% 63.90/28.87  																																																										| Equations (630) can reduce 110 to:
% 63.90/28.87  																																																										| (266) $false
% 63.90/28.87  																																																										|
% 63.90/28.87  																																																										|-The branch is then unsatisfiable
% 63.90/28.87  																																																					|-Branch two:
% 63.90/28.87  																																																					| (678)  ~ (all_0_47_47 = e0)
% 63.90/28.87  																																																					| (679) all_0_56_56 = e0
% 63.90/28.87  																																																					|
% 63.90/28.87  																																																						| Combining equations (679,1097) yields a new equation:
% 63.90/28.87  																																																						| (676) e3 = e0
% 63.90/28.87  																																																						|
% 63.90/28.87  																																																						| Equations (676) can reduce 80 to:
% 63.90/28.87  																																																						| (266) $false
% 63.90/28.87  																																																						|
% 63.90/28.87  																																																						|-The branch is then unsatisfiable
% 63.90/28.87  																																											|-Branch two:
% 63.90/28.87  																																											| (1377)  ~ (all_0_39_39 = e4)
% 63.90/28.87  																																											| (2115) all_0_42_42 = e4 | all_0_47_47 = e4 | all_0_51_51 = e4 | all_0_56_56 = e4
% 63.90/28.87  																																											|
% 63.90/28.87  																																												+-Applying beta-rule and splitting (64), into two cases.
% 63.90/28.87  																																												|-Branch one:
% 63.90/28.87  																																												| (437) all_0_41_41 = e4
% 63.90/28.87  																																												|
% 63.90/28.87  																																													| Combining equations (437,403) yields a new equation:
% 63.90/28.87  																																													| (424) e4 = e3
% 63.90/28.87  																																													|
% 63.90/28.87  																																													| Simplifying 424 yields:
% 63.90/28.87  																																													| (425) e4 = e3
% 63.90/28.87  																																													|
% 63.90/28.87  																																													| Equations (425) can reduce 188 to:
% 63.90/28.87  																																													| (266) $false
% 63.90/28.87  																																													|
% 63.90/28.87  																																													|-The branch is then unsatisfiable
% 63.90/28.87  																																												|-Branch two:
% 63.90/28.87  																																												| (440)  ~ (all_0_41_41 = e4)
% 63.90/28.87  																																												| (441) all_0_42_42 = e4 | all_0_43_43 = e4 | all_0_44_44 = e4
% 63.90/28.87  																																												|
% 63.90/28.87  																																													| Equations (403) can reduce 440 to:
% 63.90/28.87  																																													| (277)  ~ (e4 = e3)
% 63.90/28.87  																																													|
% 63.90/28.87  																																													| Simplifying 277 yields:
% 63.90/28.87  																																													| (188)  ~ (e4 = e3)
% 63.90/28.87  																																													|
% 63.90/28.87  																																													+-Applying beta-rule and splitting (2115), into two cases.
% 63.90/28.87  																																													|-Branch one:
% 63.90/28.87  																																													| (1392) all_0_42_42 = e4
% 63.90/28.87  																																													|
% 63.90/28.87  																																														| Equations (1392) can reduce 1890 to:
% 63.90/28.87  																																														| (266) $false
% 63.90/28.87  																																														|
% 63.90/28.87  																																														|-The branch is then unsatisfiable
% 63.90/28.87  																																													|-Branch two:
% 63.90/28.87  																																													| (1890)  ~ (all_0_42_42 = e4)
% 63.90/28.87  																																													| (2246) all_0_47_47 = e4 | all_0_51_51 = e4 | all_0_56_56 = e4
% 63.90/28.87  																																													|
% 63.90/28.87  																																														+-Applying beta-rule and splitting (2246), into two cases.
% 63.90/28.87  																																														|-Branch one:
% 63.90/28.87  																																														| (1790) all_0_47_47 = e4
% 63.90/28.87  																																														|
% 63.90/28.87  																																															| Equations (1790) can reduce 252 to:
% 63.90/28.87  																																															| (266) $false
% 63.90/28.87  																																															|
% 63.90/28.87  																																															|-The branch is then unsatisfiable
% 63.90/28.87  																																														|-Branch two:
% 63.90/28.87  																																														| (252)  ~ (all_0_47_47 = e4)
% 63.90/28.87  																																														| (6548) all_0_51_51 = e4 | all_0_56_56 = e4
% 63.90/28.87  																																														|
% 63.90/28.87  																																															+-Applying beta-rule and splitting (6548), into two cases.
% 63.90/28.87  																																															|-Branch one:
% 63.90/28.87  																																															| (1101) all_0_51_51 = e4
% 63.90/28.87  																																															|
% 63.90/28.87  																																																| Combining equations (504,1101) yields a new equation:
% 63.90/28.87  																																																| (323) e4 = e2
% 63.90/28.87  																																																|
% 63.90/28.87  																																																| Equations (323) can reduce 48 to:
% 63.90/28.87  																																																| (266) $false
% 63.90/28.87  																																																|
% 63.90/28.87  																																																|-The branch is then unsatisfiable
% 63.90/28.87  																																															|-Branch two:
% 63.90/28.87  																																															| (475)  ~ (all_0_51_51 = e4)
% 63.90/28.87  																																															| (842) all_0_56_56 = e4
% 63.90/28.87  																																															|
% 63.90/28.87  																																																| Combining equations (1097,842) yields a new equation:
% 63.90/28.87  																																																| (425) e4 = e3
% 63.90/28.87  																																																|
% 63.90/28.87  																																																| Equations (425) can reduce 188 to:
% 63.90/28.87  																																																| (266) $false
% 63.90/28.87  																																																|
% 63.90/28.87  																																																|-The branch is then unsatisfiable
% 63.90/28.87  																																						|-Branch two:
% 63.90/28.87  																																						| (250)  ~ (all_0_46_46 = e4)
% 63.90/28.87  																																						| (774) all_0_50_50 = e4 | all_0_55_55 = e4
% 63.90/28.87  																																						|
% 63.90/28.87  																																							+-Applying beta-rule and splitting (774), into two cases.
% 63.90/28.87  																																							|-Branch one:
% 63.90/28.87  																																							| (775) all_0_50_50 = e4
% 63.90/28.87  																																							|
% 63.92/28.87  																																								| Combining equations (775,601) yields a new equation:
% 63.92/28.87  																																								| (636) e4 = e1
% 63.92/28.87  																																								|
% 63.92/28.87  																																								| Simplifying 636 yields:
% 63.92/28.87  																																								| (630) e4 = e1
% 63.92/28.87  																																								|
% 63.92/28.87  																																								| Equations (630) can reduce 110 to:
% 63.92/28.87  																																								| (266) $false
% 63.92/28.87  																																								|
% 63.92/28.87  																																								|-The branch is then unsatisfiable
% 63.92/28.87  																																							|-Branch two:
% 63.92/28.87  																																							| (566)  ~ (all_0_50_50 = e4)
% 63.92/28.87  																																							| (587) all_0_55_55 = e4
% 63.92/28.87  																																							|
% 63.92/28.87  																																								| Combining equations (858,587) yields a new equation:
% 63.92/28.87  																																								| (397) e4 = e0
% 63.92/28.87  																																								|
% 63.92/28.87  																																								| Equations (397) can reduce 49 to:
% 63.92/28.87  																																								| (266) $false
% 63.92/28.87  																																								|
% 63.92/28.87  																																								|-The branch is then unsatisfiable
% 63.92/28.87  																																				|-Branch two:
% 63.92/28.87  																																				| (803)  ~ (all_0_55_55 = e0)
% 63.92/28.87  																																				| (2315) all_0_55_55 = e3 | all_0_55_55 = e1
% 63.92/28.87  																																				|
% 63.92/28.87  																																					+-Applying beta-rule and splitting (2315), into two cases.
% 63.92/28.87  																																					|-Branch one:
% 63.92/28.87  																																					| (629) all_0_55_55 = e1
% 63.92/28.87  																																					|
% 63.92/28.87  																																						| Equations (629) can reduce 632 to:
% 63.92/28.87  																																						| (266) $false
% 63.92/28.87  																																						|
% 63.92/28.87  																																						|-The branch is then unsatisfiable
% 63.92/28.87  																																					|-Branch two:
% 63.92/28.87  																																					| (632)  ~ (all_0_55_55 = e1)
% 63.92/28.87  																																					| (2336) all_0_55_55 = e3
% 63.92/28.87  																																					|
% 63.92/28.87  																																						| Equations (2336) can reduce 270 to:
% 63.92/28.87  																																						| (266) $false
% 63.92/28.87  																																						|
% 63.92/28.87  																																						|-The branch is then unsatisfiable
% 63.92/28.87  																																|-Branch two:
% 63.92/28.87  																																| (272)  ~ (all_0_56_56 = e3)
% 63.92/28.87  																																| (795) all_0_58_58 = e3
% 63.92/28.87  																																|
% 63.92/28.87  																																	| Combining equations (624,795) yields a new equation:
% 63.92/28.87  																																	| (662) e3 = e2
% 63.92/28.87  																																	|
% 63.92/28.87  																																	| Equations (662) can reduce 212 to:
% 63.92/28.87  																																	| (266) $false
% 63.92/28.87  																																	|
% 63.92/28.87  																																	|-The branch is then unsatisfiable
% 63.92/28.88  																												|-Branch two:
% 63.92/28.88  																												| (1898)  ~ (all_0_41_41 = e3)
% 63.92/28.88  																												| (1899) all_0_42_42 = e3 | all_0_44_44 = e3
% 63.92/28.88  																												|
% 63.92/28.88  																													+-Applying beta-rule and splitting (27), into two cases.
% 63.92/28.88  																													|-Branch one:
% 63.92/28.88  																													| (437) all_0_41_41 = e4
% 63.92/28.88  																													|
% 63.92/28.88  																														| Equations (437) can reduce 149 to:
% 63.92/28.88  																														| (1903)  ~ (all_0_44_44 = e4)
% 63.92/28.88  																														|
% 63.92/28.88  																														| Simplifying 1903 yields:
% 63.92/28.88  																														| (1390)  ~ (all_0_44_44 = e4)
% 63.92/28.88  																														|
% 63.92/28.88  																														| Equations (437) can reduce 43 to:
% 63.92/28.88  																														| (249)  ~ (all_0_46_46 = e4)
% 63.92/28.88  																														|
% 63.92/28.88  																														| Simplifying 249 yields:
% 63.92/28.88  																														| (250)  ~ (all_0_46_46 = e4)
% 63.92/28.88  																														|
% 63.92/28.88  																														| Equations (437) can reduce 1898 to:
% 63.92/28.88  																														| (188)  ~ (e4 = e3)
% 63.92/28.88  																														|
% 63.92/28.88  																														+-Applying beta-rule and splitting (144), into two cases.
% 63.92/28.88  																														|-Branch one:
% 63.92/28.88  																														| (403) all_0_41_41 = e3
% 63.92/28.88  																														|
% 63.92/28.88  																															| Combining equations (403,437) yields a new equation:
% 63.92/28.88  																															| (425) e4 = e3
% 63.92/28.88  																															|
% 63.92/28.88  																															| Equations (425) can reduce 188 to:
% 63.92/28.88  																															| (266) $false
% 63.92/28.88  																															|
% 63.92/28.88  																															|-The branch is then unsatisfiable
% 63.92/28.88  																														|-Branch two:
% 63.92/28.88  																														| (1898)  ~ (all_0_41_41 = e3)
% 63.92/28.88  																														| (1923) all_0_46_46 = e3 | all_0_50_50 = e3 | all_0_55_55 = e3
% 63.92/28.88  																														|
% 63.92/28.88  																															+-Applying beta-rule and splitting (123), into two cases.
% 63.92/28.88  																															|-Branch one:
% 63.92/28.88  																															| (1794) all_0_46_46 = e2
% 63.92/28.88  																															|
% 63.92/28.88  																																| Equations (1794) can reduce 300 to:
% 63.92/28.88  																																| (266) $false
% 63.92/28.88  																																|
% 63.92/28.88  																																|-The branch is then unsatisfiable
% 63.92/28.88  																															|-Branch two:
% 63.92/28.88  																															| (300)  ~ (all_0_46_46 = e2)
% 63.92/28.88  																															| (1797) all_0_46_46 = e4 | all_0_46_46 = e3 | all_0_46_46 = e1 | all_0_46_46 = e0
% 63.92/28.88  																															|
% 63.92/28.88  																																+-Applying beta-rule and splitting (26), into two cases.
% 63.92/28.88  																																|-Branch one:
% 63.92/28.88  																																| (446) all_0_44_44 = e4
% 63.92/28.88  																																|
% 63.92/28.88  																																	| Equations (446) can reduce 1390 to:
% 63.92/28.88  																																	| (266) $false
% 63.92/28.88  																																	|
% 63.92/28.88  																																	|-The branch is then unsatisfiable
% 63.92/28.88  																																|-Branch two:
% 63.92/28.88  																																| (1390)  ~ (all_0_44_44 = e4)
% 63.92/28.88  																																| (1391) all_0_44_44 = e3 | all_0_44_44 = e1 | all_0_44_44 = e0
% 63.92/28.88  																																|
% 63.92/28.88  																																	+-Applying beta-rule and splitting (1797), into two cases.
% 63.92/28.88  																																	|-Branch one:
% 63.92/28.88  																																	| (770) all_0_46_46 = e4
% 63.92/28.88  																																	|
% 63.92/28.88  																																		| Equations (770) can reduce 250 to:
% 63.92/28.88  																																		| (266) $false
% 63.92/28.88  																																		|
% 63.92/28.88  																																		|-The branch is then unsatisfiable
% 63.92/28.88  																																	|-Branch two:
% 63.92/28.88  																																	| (250)  ~ (all_0_46_46 = e4)
% 63.92/28.88  																																	| (1801) all_0_46_46 = e3 | all_0_46_46 = e1 | all_0_46_46 = e0
% 63.92/28.88  																																	|
% 63.92/28.88  																																		+-Applying beta-rule and splitting (1899), into two cases.
% 63.92/28.88  																																		|-Branch one:
% 63.92/28.88  																																		| (516) all_0_42_42 = e3
% 63.92/28.88  																																		|
% 63.92/28.88  																																			| Equations (516) can reduce 145 to:
% 63.92/28.88  																																			| (246)  ~ (all_0_39_39 = e3)
% 63.92/28.88  																																			|
% 63.92/28.88  																																			| Equations (516) can reduce 73 to:
% 63.92/28.88  																																			| (406)  ~ (all_0_44_44 = e3)
% 63.92/28.88  																																			|
% 63.92/28.88  																																			| Simplifying 406 yields:
% 63.92/28.88  																																			| (407)  ~ (all_0_44_44 = e3)
% 63.92/28.88  																																			|
% 63.92/28.88  																																			+-Applying beta-rule and splitting (1923), into two cases.
% 63.92/28.88  																																			|-Branch one:
% 63.92/28.88  																																			| (1557) all_0_46_46 = e3
% 63.92/28.88  																																			|
% 63.92/28.88  																																				| Equations (1557) can reduce 409 to:
% 63.92/28.88  																																				| (266) $false
% 63.92/28.88  																																				|
% 63.92/28.88  																																				|-The branch is then unsatisfiable
% 63.92/28.88  																																			|-Branch two:
% 63.92/28.88  																																			| (409)  ~ (all_0_46_46 = e3)
% 63.92/28.88  																																			| (4042) all_0_50_50 = e3 | all_0_55_55 = e3
% 63.92/28.88  																																			|
% 63.92/28.88  																																				+-Applying beta-rule and splitting (1801), into two cases.
% 63.92/28.88  																																				|-Branch one:
% 63.92/28.88  																																				| (538) all_0_46_46 = e0
% 63.92/28.88  																																				|
% 63.92/28.88  																																					| Equations (538) can reduce 58 to:
% 63.92/28.88  																																					| (4444)  ~ (all_0_55_55 = e0)
% 63.92/28.88  																																					|
% 63.92/28.88  																																					| Simplifying 4444 yields:
% 63.92/28.88  																																					| (803)  ~ (all_0_55_55 = e0)
% 63.92/28.88  																																					|
% 63.92/28.88  																																					| Equations (538) can reduce 250 to:
% 63.92/28.88  																																					| (401)  ~ (e4 = e0)
% 63.92/28.88  																																					|
% 63.92/28.88  																																					| Simplifying 401 yields:
% 63.92/28.88  																																					| (49)  ~ (e4 = e0)
% 63.92/28.88  																																					|
% 63.92/28.88  																																					+-Applying beta-rule and splitting (75), into two cases.
% 63.92/28.88  																																					|-Branch one:
% 63.92/28.88  																																					| (485) all_0_40_40 = e0
% 63.92/28.88  																																					|
% 63.92/28.88  																																						| Equations (485) can reduce 143 to:
% 63.92/28.88  																																						| (359)  ~ (all_0_44_44 = e0)
% 63.92/28.88  																																						|
% 63.92/28.88  																																						| Simplifying 359 yields:
% 63.92/28.88  																																						| (360)  ~ (all_0_44_44 = e0)
% 63.92/28.88  																																						|
% 63.92/28.88  																																						| Equations (485) can reduce 296 to:
% 63.92/28.88  																																						| (365)  ~ (e2 = e0)
% 63.92/28.88  																																						|
% 63.92/28.88  																																						| Simplifying 365 yields:
% 63.92/28.88  																																						| (128)  ~ (e2 = e0)
% 63.92/28.88  																																						|
% 63.92/28.88  																																						| Equations (485) can reduce 132 to:
% 63.92/28.88  																																						| (435)  ~ (e1 = e0)
% 63.92/28.88  																																						|
% 63.92/28.88  																																						| Simplifying 435 yields:
% 63.92/28.88  																																						| (233)  ~ (e1 = e0)
% 63.92/28.88  																																						|
% 63.92/28.88  																																						| From (485) and (234) follows:
% 63.92/28.88  																																						| (3072) op(e4, e0) = e0
% 63.92/28.88  																																						|
% 63.92/28.88  																																						+-Applying beta-rule and splitting (125), into two cases.
% 63.92/28.88  																																						|-Branch one:
% 63.92/28.88  																																						| (858) all_0_55_55 = e0
% 63.92/28.88  																																						|
% 63.92/28.88  																																							| Equations (858) can reduce 803 to:
% 63.92/28.88  																																							| (266) $false
% 63.92/28.88  																																							|
% 63.92/28.88  																																							|-The branch is then unsatisfiable
% 63.92/28.88  																																						|-Branch two:
% 63.92/28.88  																																						| (803)  ~ (all_0_55_55 = e0)
% 63.92/28.88  																																						| (863) all_0_56_56 = e0 | all_0_57_57 = e0 | all_0_58_58 = e0
% 63.92/28.88  																																						|
% 63.92/28.88  																																							+-Applying beta-rule and splitting (150), into two cases.
% 63.92/28.88  																																							|-Branch one:
% 63.92/28.88  																																							| (1378) all_0_40_40 = e4
% 63.92/28.88  																																							|
% 63.92/28.88  																																								| Combining equations (1378,485) yields a new equation:
% 63.92/28.88  																																								| (481) e4 = e0
% 63.92/28.88  																																								|
% 63.92/28.88  																																								| Simplifying 481 yields:
% 63.92/28.88  																																								| (397) e4 = e0
% 63.92/28.88  																																								|
% 63.92/28.88  																																								| Equations (397) can reduce 49 to:
% 63.92/28.88  																																								| (266) $false
% 63.92/28.88  																																								|
% 63.92/28.88  																																								|-The branch is then unsatisfiable
% 63.92/28.88  																																							|-Branch two:
% 63.92/28.88  																																							| (447)  ~ (all_0_40_40 = e4)
% 63.92/28.88  																																							| (2271) all_0_44_44 = e4 | all_0_49_49 = e4 | all_0_53_53 = e4 | all_0_58_58 = e4
% 63.92/28.88  																																							|
% 63.92/28.88  																																								+-Applying beta-rule and splitting (863), into two cases.
% 63.92/28.88  																																								|-Branch one:
% 63.92/28.88  																																								| (679) all_0_56_56 = e0
% 63.92/28.88  																																								|
% 63.92/28.88  																																									| Equations (679) can reduce 154 to:
% 63.92/28.88  																																									| (484)  ~ (all_0_39_39 = e0)
% 63.92/28.88  																																									|
% 63.92/28.88  																																									+-Applying beta-rule and splitting (2271), into two cases.
% 63.92/28.88  																																									|-Branch one:
% 63.92/28.88  																																									| (446) all_0_44_44 = e4
% 63.92/28.88  																																									|
% 63.92/28.88  																																										| Equations (446) can reduce 1390 to:
% 63.92/28.88  																																										| (266) $false
% 63.92/28.88  																																										|
% 63.92/28.88  																																										|-The branch is then unsatisfiable
% 63.92/28.88  																																									|-Branch two:
% 63.92/28.88  																																									| (1390)  ~ (all_0_44_44 = e4)
% 63.92/28.88  																																									| (7998) all_0_49_49 = e4 | all_0_53_53 = e4 | all_0_58_58 = e4
% 63.92/28.88  																																									|
% 63.92/28.88  																																										+-Applying beta-rule and splitting (112), into two cases.
% 63.92/28.88  																																										|-Branch one:
% 63.92/28.88  																																										| (635) all_0_44_44 = e1
% 63.92/28.88  																																										|
% 63.92/28.88  																																											| Equations (635) can reduce 147 to:
% 63.92/28.88  																																											| (604)  ~ (e2 = e1)
% 63.92/28.88  																																											|
% 63.92/28.88  																																											| Simplifying 604 yields:
% 63.92/28.88  																																											| (122)  ~ (e2 = e1)
% 63.92/28.88  																																											|
% 63.92/28.88  																																											| Equations (635) can reduce 360 to:
% 63.92/28.88  																																											| (233)  ~ (e1 = e0)
% 63.92/28.88  																																											|
% 63.92/28.88  																																											| From (635) and (138) follows:
% 63.92/28.88  																																											| (1423) op(e3, e0) = e1
% 63.92/28.88  																																											|
% 63.92/28.88  																																											+-Applying beta-rule and splitting (164), into two cases.
% 63.92/28.88  																																											|-Branch one:
% 63.92/28.88  																																											| (471) all_0_39_39 = e4
% 63.92/28.88  																																											|
% 63.92/28.88  																																												| Equations (471) can reduce 246 to:
% 63.92/28.88  																																												| (188)  ~ (e4 = e3)
% 63.92/28.88  																																												|
% 63.92/28.88  																																												| Equations (471) can reduce 294 to:
% 63.92/28.88  																																												| (48)  ~ (e4 = e2)
% 63.92/28.88  																																												|
% 63.92/28.88  																																												| From (471) and (14) follows:
% 63.92/28.88  																																												| (4284) op(e4, e2) = e4
% 63.92/28.88  																																												|
% 63.92/28.88  																																												+-Applying beta-rule and splitting (7998), into two cases.
% 63.92/28.88  																																												|-Branch one:
% 63.92/28.88  																																												| (974) all_0_49_49 = e4
% 63.92/28.88  																																												|
% 63.92/28.88  																																													| From (974) and (55) follows:
% 63.92/28.88  																																													| (61486) op(e2, e0) = e4
% 63.92/28.88  																																													|
% 63.92/28.88  																																													+-Applying beta-rule and splitting (56), into two cases.
% 63.92/28.88  																																													|-Branch one:
% 63.92/28.88  																																													| (696) unit = e2
% 63.92/28.88  																																													|
% 63.92/28.88  																																														| From (696) and (28) follows:
% 63.92/28.88  																																														| (699) op(e1, e2) = e1
% 63.92/28.88  																																														|
% 63.92/28.88  																																														| Instantiating formula (29) with e1, e2, e1, e2 and discharging atoms op(e1, e2) = e2, op(e1, e2) = e1, yields:
% 63.92/28.88  																																														| (617) e2 = e1
% 63.92/28.88  																																														|
% 63.92/28.88  																																														| Equations (617) can reduce 122 to:
% 63.92/28.88  																																														| (266) $false
% 63.92/28.88  																																														|
% 63.92/28.88  																																														|-The branch is then unsatisfiable
% 63.92/28.88  																																													|-Branch two:
% 63.92/28.88  																																													| (707)  ~ (unit = e2)
% 63.92/28.88  																																													| (708) unit = e4 | unit = e3 | unit = e1 | unit = e0
% 63.92/28.88  																																													|
% 63.92/28.88  																																														+-Applying beta-rule and splitting (708), into two cases.
% 63.92/28.88  																																														|-Branch one:
% 63.92/28.88  																																														| (709) unit = e4
% 63.92/28.88  																																														|
% 63.92/28.88  																																															| From (709) and (15) follows:
% 63.92/28.88  																																															| (22188) op(e4, e2) = e2
% 63.92/28.88  																																															|
% 63.92/28.88  																																															| From (709) and (211) follows:
% 63.92/28.88  																																															| (22527) op(e4, e1) = e1
% 63.92/28.88  																																															|
% 63.92/28.88  																																															| From (709) and (32) follows:
% 63.92/28.88  																																															| (712) op(e2, e4) = e2
% 63.92/28.88  																																															|
% 63.92/28.88  																																															| From (709) and (42) follows:
% 63.92/28.88  																																															| (713) op(e0, e4) = e0
% 63.92/28.88  																																															|
% 63.92/28.88  																																															| Instantiating formula (29) with e4, e2, e2, e4 and discharging atoms op(e4, e2) = e4, op(e4, e2) = e2, yields:
% 63.92/28.88  																																															| (323) e4 = e2
% 63.92/28.88  																																															|
% 63.92/28.88  																																															| Instantiating formula (29) with e4, e1, e1, e3 and discharging atoms op(e4, e1) = e3, op(e4, e1) = e1, yields:
% 63.92/28.88  																																															| (455) e3 = e1
% 63.92/28.88  																																															|
% 63.92/28.88  																																															| Instantiating formula (29) with e2, e4, e2, e3 and discharging atoms op(e2, e4) = e3, op(e2, e4) = e2, yields:
% 63.92/28.88  																																															| (662) e3 = e2
% 63.92/28.88  																																															|
% 63.92/28.88  																																															| Instantiating formula (29) with e0, e4, e0, e4 and discharging atoms op(e0, e4) = e4, op(e0, e4) = e0, yields:
% 63.92/28.88  																																															| (397) e4 = e0
% 63.92/28.88  																																															|
% 63.92/28.88  																																															| Combining equations (323,397) yields a new equation:
% 63.92/28.88  																																															| (391) e2 = e0
% 63.92/28.88  																																															|
% 63.92/28.88  																																															| Simplifying 391 yields:
% 63.92/28.88  																																															| (330) e2 = e0
% 63.92/28.88  																																															|
% 63.92/28.88  																																															| Combining equations (455,662) yields a new equation:
% 63.92/28.88  																																															| (617) e2 = e1
% 63.92/28.88  																																															|
% 63.92/28.88  																																															| Combining equations (617,330) yields a new equation:
% 63.92/28.88  																																															| (546) e1 = e0
% 63.92/28.88  																																															|
% 63.92/28.88  																																															| Simplifying 546 yields:
% 63.92/28.88  																																															| (431) e1 = e0
% 63.92/28.88  																																															|
% 63.92/28.88  																																															| Equations (431) can reduce 233 to:
% 63.92/28.88  																																															| (266) $false
% 63.92/28.88  																																															|
% 63.92/28.88  																																															|-The branch is then unsatisfiable
% 63.92/28.88  																																														|-Branch two:
% 63.92/28.88  																																														| (724)  ~ (unit = e4)
% 63.92/28.88  																																														| (725) unit = e3 | unit = e1 | unit = e0
% 63.92/28.88  																																														|
% 63.92/28.88  																																															+-Applying beta-rule and splitting (725), into two cases.
% 63.92/28.88  																																															|-Branch one:
% 63.92/28.88  																																															| (726) unit = e0
% 63.92/28.88  																																															|
% 63.92/28.88  																																																| Equations (726) can reduce 707 to:
% 63.92/28.88  																																																| (365)  ~ (e2 = e0)
% 63.92/28.88  																																																|
% 63.92/28.88  																																																| Simplifying 365 yields:
% 63.92/28.88  																																																| (128)  ~ (e2 = e0)
% 63.92/28.88  																																																|
% 63.92/28.88  																																																| From (726) and (227) follows:
% 63.92/28.89  																																																| (3205) op(e4, e0) = e4
% 63.92/28.89  																																																|
% 63.92/28.89  																																																| From (726) and (32) follows:
% 63.92/28.89  																																																| (727) op(e2, e0) = e2
% 63.92/28.89  																																																|
% 63.92/28.89  																																																| Instantiating formula (29) with e4, e0, e4, e0 and discharging atoms op(e4, e0) = e4, op(e4, e0) = e0, yields:
% 63.92/28.89  																																																| (397) e4 = e0
% 63.92/28.89  																																																|
% 63.92/28.89  																																																| Instantiating formula (29) with e2, e0, e2, e4 and discharging atoms op(e2, e0) = e4, op(e2, e0) = e2, yields:
% 63.92/28.89  																																																| (323) e4 = e2
% 63.92/28.89  																																																|
% 63.92/28.89  																																																| Combining equations (323,397) yields a new equation:
% 63.92/28.89  																																																| (391) e2 = e0
% 63.92/28.89  																																																|
% 63.92/28.89  																																																| Simplifying 391 yields:
% 63.92/28.89  																																																| (330) e2 = e0
% 63.92/28.89  																																																|
% 63.92/28.89  																																																| Equations (330) can reduce 128 to:
% 63.92/28.89  																																																| (266) $false
% 63.92/28.89  																																																|
% 63.92/28.89  																																																|-The branch is then unsatisfiable
% 63.92/28.89  																																															|-Branch two:
% 63.92/28.89  																																															| (734)  ~ (unit = e0)
% 63.92/28.89  																																															| (735) unit = e3 | unit = e1
% 63.92/28.89  																																															|
% 63.92/28.89  																																																+-Applying beta-rule and splitting (735), into two cases.
% 63.92/28.89  																																																|-Branch one:
% 63.92/28.89  																																																| (736) unit = e1
% 63.92/28.89  																																																|
% 63.92/28.89  																																																	| Equations (736) can reduce 734 to:
% 63.92/28.89  																																																	| (233)  ~ (e1 = e0)
% 63.92/28.89  																																																	|
% 63.92/28.89  																																																	| From (736) and (244) follows:
% 63.92/28.89  																																																	| (738) op(e1, e4) = e4
% 63.92/28.89  																																																	|
% 63.92/28.89  																																																	| From (736) and (227) follows:
% 63.92/28.89  																																																	| (739) op(e4, e1) = e4
% 63.92/28.89  																																																	|
% 63.92/28.89  																																																	| From (736) and (28) follows:
% 63.92/28.89  																																																	| (740) op(e1, e1) = e1
% 63.92/28.89  																																																	|
% 63.92/28.89  																																																	| Instantiating formula (29) with e4, e1, e4, e3 and discharging atoms op(e4, e1) = e4, op(e4, e1) = e3, yields:
% 63.92/28.89  																																																	| (425) e4 = e3
% 63.92/28.89  																																																	|
% 63.92/28.89  																																																	| Instantiating formula (29) with e1, e4, e4, e0 and discharging atoms op(e1, e4) = e4, op(e1, e4) = e0, yields:
% 63.92/28.89  																																																	| (397) e4 = e0
% 63.92/28.89  																																																	|
% 63.92/28.89  																																																	| Instantiating formula (29) with e1, e1, e1, e4 and discharging atoms op(e1, e1) = e4, op(e1, e1) = e1, yields:
% 63.92/28.89  																																																	| (630) e4 = e1
% 63.92/28.89  																																																	|
% 63.92/28.89  																																																	| Combining equations (630,425) yields a new equation:
% 63.92/28.89  																																																	| (455) e3 = e1
% 63.92/28.89  																																																	|
% 63.92/28.89  																																																	| Combining equations (397,425) yields a new equation:
% 63.92/28.89  																																																	| (676) e3 = e0
% 63.92/28.89  																																																	|
% 63.92/28.89  																																																	| Combining equations (676,455) yields a new equation:
% 63.92/28.89  																																																	| (431) e1 = e0
% 63.92/28.89  																																																	|
% 63.92/28.89  																																																	| Equations (431) can reduce 233 to:
% 63.92/28.89  																																																	| (266) $false
% 63.92/28.89  																																																	|
% 63.92/28.89  																																																	|-The branch is then unsatisfiable
% 63.92/28.89  																																																|-Branch two:
% 63.92/28.89  																																																| (748)  ~ (unit = e1)
% 63.92/28.89  																																																| (749) unit = e3
% 63.92/28.89  																																																|
% 63.92/28.89  																																																	| From (749) and (209) follows:
% 63.92/28.89  																																																	| (1667) op(e3, e0) = e0
% 63.92/28.89  																																																	|
% 63.92/28.89  																																																	| Instantiating formula (29) with e3, e0, e0, e1 and discharging atoms op(e3, e0) = e1, op(e3, e0) = e0, yields:
% 63.92/28.89  																																																	| (431) e1 = e0
% 63.92/28.89  																																																	|
% 63.92/28.89  																																																	| Equations (431) can reduce 233 to:
% 63.92/28.89  																																																	| (266) $false
% 63.92/28.89  																																																	|
% 63.92/28.89  																																																	|-The branch is then unsatisfiable
% 63.92/28.89  																																												|-Branch two:
% 63.92/28.89  																																												| (256)  ~ (all_0_49_49 = e4)
% 63.92/28.89  																																												| (8013) all_0_53_53 = e4 | all_0_58_58 = e4
% 63.92/28.89  																																												|
% 63.92/28.89  																																													+-Applying beta-rule and splitting (8013), into two cases.
% 63.92/28.89  																																													|-Branch one:
% 63.92/28.89  																																													| (1298) all_0_53_53 = e4
% 63.92/28.89  																																													|
% 63.92/28.89  																																														| Combining equations (665,1298) yields a new equation:
% 63.92/28.89  																																														| (425) e4 = e3
% 63.92/28.89  																																														|
% 63.92/28.89  																																														| Equations (425) can reduce 188 to:
% 63.92/28.89  																																														| (266) $false
% 63.92/28.89  																																														|
% 63.92/28.89  																																														|-The branch is then unsatisfiable
% 63.92/28.89  																																													|-Branch two:
% 63.92/28.89  																																													| (1453)  ~ (all_0_53_53 = e4)
% 63.92/28.89  																																													| (910) all_0_58_58 = e4
% 63.92/28.89  																																													|
% 63.92/28.89  																																														| Combining equations (910,624) yields a new equation:
% 63.92/28.89  																																														| (322) e4 = e2
% 63.92/28.89  																																														|
% 63.92/28.89  																																														| Simplifying 322 yields:
% 63.92/28.89  																																														| (323) e4 = e2
% 63.92/28.89  																																														|
% 63.92/28.89  																																														| Equations (323) can reduce 48 to:
% 63.92/28.89  																																														| (266) $false
% 63.92/28.89  																																														|
% 63.92/28.89  																																														|-The branch is then unsatisfiable
% 63.92/28.89  																																											|-Branch two:
% 63.92/28.89  																																											| (1377)  ~ (all_0_39_39 = e4)
% 63.92/28.89  																																											| (2115) all_0_42_42 = e4 | all_0_47_47 = e4 | all_0_51_51 = e4 | all_0_56_56 = e4
% 63.92/28.89  																																											|
% 63.92/28.89  																																												+-Applying beta-rule and splitting (320), into two cases.
% 63.92/28.89  																																												|-Branch one:
% 63.92/28.89  																																												| (471) all_0_39_39 = e4
% 63.92/28.89  																																												|
% 63.92/28.89  																																													| Equations (471) can reduce 1377 to:
% 63.92/28.89  																																													| (266) $false
% 63.92/28.89  																																													|
% 63.92/28.89  																																													|-The branch is then unsatisfiable
% 63.92/28.89  																																												|-Branch two:
% 63.92/28.89  																																												| (1377)  ~ (all_0_39_39 = e4)
% 63.92/28.89  																																												| (480) all_0_39_39 = e0
% 63.92/28.89  																																												|
% 63.92/28.89  																																													| Equations (480) can reduce 484 to:
% 63.92/28.89  																																													| (266) $false
% 63.92/28.89  																																													|
% 63.92/28.89  																																													|-The branch is then unsatisfiable
% 63.92/28.89  																																										|-Branch two:
% 63.92/28.89  																																										| (639)  ~ (all_0_44_44 = e1)
% 63.92/28.89  																																										| (640) all_0_49_49 = e1 | all_0_53_53 = e1 | all_0_58_58 = e1
% 63.92/28.89  																																										|
% 63.92/28.89  																																											+-Applying beta-rule and splitting (1391), into two cases.
% 63.92/28.89  																																											|-Branch one:
% 63.92/28.89  																																											| (1414) all_0_44_44 = e0
% 63.92/28.89  																																											|
% 63.92/28.89  																																												| Equations (1414) can reduce 360 to:
% 63.92/28.89  																																												| (266) $false
% 63.92/28.89  																																												|
% 63.92/28.89  																																												|-The branch is then unsatisfiable
% 63.92/28.89  																																											|-Branch two:
% 63.92/28.89  																																											| (360)  ~ (all_0_44_44 = e0)
% 63.92/28.89  																																											| (1417) all_0_44_44 = e3 | all_0_44_44 = e1
% 63.92/28.89  																																											|
% 63.92/28.89  																																												+-Applying beta-rule and splitting (1417), into two cases.
% 63.92/28.89  																																												|-Branch one:
% 63.92/28.89  																																												| (635) all_0_44_44 = e1
% 63.92/28.89  																																												|
% 63.92/28.89  																																													| Equations (635) can reduce 639 to:
% 63.92/28.89  																																													| (266) $false
% 63.92/28.89  																																													|
% 63.92/28.89  																																													|-The branch is then unsatisfiable
% 63.92/28.89  																																												|-Branch two:
% 63.92/28.89  																																												| (639)  ~ (all_0_44_44 = e1)
% 63.92/28.89  																																												| (532) all_0_44_44 = e3
% 63.92/28.89  																																												|
% 63.92/28.89  																																													| Equations (532) can reduce 407 to:
% 63.92/28.89  																																													| (266) $false
% 63.92/28.89  																																													|
% 63.92/28.89  																																													|-The branch is then unsatisfiable
% 63.92/28.89  																																								|-Branch two:
% 63.92/28.89  																																								| (828)  ~ (all_0_56_56 = e0)
% 63.92/28.89  																																								| (924) all_0_57_57 = e0 | all_0_58_58 = e0
% 63.92/28.89  																																								|
% 63.92/28.89  																																									+-Applying beta-rule and splitting (924), into two cases.
% 63.92/28.89  																																									|-Branch one:
% 63.92/28.89  																																									| (875) all_0_57_57 = e0
% 63.92/28.89  																																									|
% 63.92/28.89  																																										| Combining equations (647,875) yields a new equation:
% 63.92/28.89  																																										| (546) e1 = e0
% 63.92/28.89  																																										|
% 63.92/28.89  																																										| Simplifying 546 yields:
% 63.92/28.89  																																										| (431) e1 = e0
% 63.92/28.89  																																										|
% 63.92/28.89  																																										| Equations (431) can reduce 233 to:
% 63.92/28.89  																																										| (266) $false
% 63.92/28.89  																																										|
% 63.92/28.89  																																										|-The branch is then unsatisfiable
% 63.92/28.89  																																									|-Branch two:
% 63.92/28.89  																																									| (364)  ~ (all_0_57_57 = e0)
% 63.92/28.89  																																									| (914) all_0_58_58 = e0
% 63.92/28.89  																																									|
% 63.92/28.89  																																										| Combining equations (624,914) yields a new equation:
% 63.92/28.89  																																										| (391) e2 = e0
% 63.92/28.89  																																										|
% 63.92/28.89  																																										| Simplifying 391 yields:
% 63.92/28.89  																																										| (330) e2 = e0
% 63.92/28.89  																																										|
% 63.92/28.89  																																										| Equations (330) can reduce 128 to:
% 63.92/28.89  																																										| (266) $false
% 63.92/28.89  																																										|
% 63.92/28.89  																																										|-The branch is then unsatisfiable
% 63.92/28.89  																																					|-Branch two:
% 63.92/28.89  																																					| (1401)  ~ (all_0_40_40 = e0)
% 63.92/28.89  																																					| (1748) all_0_44_44 = e0 | all_0_49_49 = e0 | all_0_58_58 = e0
% 63.92/28.89  																																					|
% 63.92/28.89  																																						+-Applying beta-rule and splitting (125), into two cases.
% 63.92/28.89  																																						|-Branch one:
% 63.92/28.89  																																						| (858) all_0_55_55 = e0
% 63.92/28.89  																																						|
% 63.92/28.89  																																							| Equations (858) can reduce 803 to:
% 63.92/28.89  																																							| (266) $false
% 63.92/28.89  																																							|
% 63.92/28.89  																																							|-The branch is then unsatisfiable
% 63.92/28.89  																																						|-Branch two:
% 63.92/28.89  																																						| (803)  ~ (all_0_55_55 = e0)
% 63.92/28.89  																																						| (863) all_0_56_56 = e0 | all_0_57_57 = e0 | all_0_58_58 = e0
% 63.92/28.89  																																						|
% 63.92/28.89  																																							+-Applying beta-rule and splitting (4042), into two cases.
% 63.92/28.89  																																							|-Branch one:
% 63.92/28.89  																																							| (415) all_0_50_50 = e3
% 63.92/28.89  																																							|
% 63.92/28.89  																																								| Combining equations (601,415) yields a new equation:
% 63.92/28.89  																																								| (455) e3 = e1
% 63.92/28.89  																																								|
% 63.92/28.89  																																								| Equations (455) can reduce 213 to:
% 63.92/28.89  																																								| (266) $false
% 63.92/28.89  																																								|
% 63.92/28.89  																																								|-The branch is then unsatisfiable
% 63.92/28.89  																																							|-Branch two:
% 63.92/28.89  																																							| (411)  ~ (all_0_50_50 = e3)
% 63.92/28.89  																																							| (2336) all_0_55_55 = e3
% 63.92/28.89  																																							|
% 63.92/28.89  																																								| Equations (2336) can reduce 632 to:
% 63.92/28.89  																																								| (213)  ~ (e3 = e1)
% 63.92/28.89  																																								|
% 63.92/28.89  																																								+-Applying beta-rule and splitting (863), into two cases.
% 63.92/28.89  																																								|-Branch one:
% 63.92/28.89  																																								| (679) all_0_56_56 = e0
% 63.92/28.89  																																								|
% 63.92/28.89  																																									| Equations (679) can reduce 154 to:
% 63.92/28.89  																																									| (484)  ~ (all_0_39_39 = e0)
% 63.92/28.89  																																									|
% 63.92/28.89  																																									+-Applying beta-rule and splitting (320), into two cases.
% 63.92/28.89  																																									|-Branch one:
% 63.92/28.89  																																									| (471) all_0_39_39 = e4
% 63.92/28.89  																																									|
% 63.92/28.89  																																										| Equations (471) can reduce 176 to:
% 63.92/28.89  																																										| (7398)  ~ (all_0_40_40 = e4)
% 63.92/28.89  																																										|
% 63.92/28.89  																																										| Simplifying 7398 yields:
% 63.92/28.89  																																										| (447)  ~ (all_0_40_40 = e4)
% 63.92/28.89  																																										|
% 63.92/28.89  																																										+-Applying beta-rule and splitting (316), into two cases.
% 63.92/28.89  																																										|-Branch one:
% 63.92/28.89  																																										| (1378) all_0_40_40 = e4
% 63.92/28.89  																																										|
% 63.92/28.89  																																											| Equations (1378) can reduce 447 to:
% 63.92/28.89  																																											| (266) $false
% 63.92/28.89  																																											|
% 63.92/28.89  																																											|-The branch is then unsatisfiable
% 63.92/28.89  																																										|-Branch two:
% 63.92/28.89  																																										| (447)  ~ (all_0_40_40 = e4)
% 63.92/28.89  																																										| (485) all_0_40_40 = e0
% 63.92/28.89  																																										|
% 63.92/28.89  																																											| Equations (485) can reduce 1401 to:
% 63.92/28.89  																																											| (266) $false
% 63.92/28.89  																																											|
% 63.92/28.89  																																											|-The branch is then unsatisfiable
% 63.92/28.89  																																									|-Branch two:
% 63.92/28.89  																																									| (1377)  ~ (all_0_39_39 = e4)
% 63.92/28.89  																																									| (480) all_0_39_39 = e0
% 63.92/28.89  																																									|
% 63.92/28.89  																																										| Equations (480) can reduce 484 to:
% 63.92/28.89  																																										| (266) $false
% 63.92/28.89  																																										|
% 63.92/28.89  																																										|-The branch is then unsatisfiable
% 63.92/28.89  																																								|-Branch two:
% 63.92/28.89  																																								| (828)  ~ (all_0_56_56 = e0)
% 63.92/28.89  																																								| (924) all_0_57_57 = e0 | all_0_58_58 = e0
% 63.92/28.89  																																								|
% 63.92/28.89  																																									+-Applying beta-rule and splitting (131), into two cases.
% 63.92/28.89  																																									|-Branch one:
% 63.92/28.89  																																									| (459) all_0_42_42 = e1
% 63.92/28.89  																																									|
% 63.92/28.89  																																										| Combining equations (459,516) yields a new equation:
% 63.92/28.89  																																										| (455) e3 = e1
% 63.92/28.89  																																										|
% 63.92/28.89  																																										| Equations (455) can reduce 213 to:
% 63.92/28.89  																																										| (266) $false
% 63.92/28.89  																																										|
% 63.92/28.89  																																										|-The branch is then unsatisfiable
% 63.92/28.89  																																									|-Branch two:
% 63.92/28.89  																																									| (1380)  ~ (all_0_42_42 = e1)
% 63.92/28.89  																																									| (3259) all_0_47_47 = e1 | all_0_51_51 = e1 | all_0_56_56 = e1
% 63.92/28.89  																																									|
% 63.92/28.89  																																										+-Applying beta-rule and splitting (104), into two cases.
% 63.92/28.89  																																										|-Branch one:
% 63.92/28.89  																																										| (480) all_0_39_39 = e0
% 63.92/28.89  																																										|
% 63.92/28.89  																																											| Equations (480) can reduce 79 to:
% 63.92/28.89  																																											| (1402)  ~ (all_0_47_47 = e0)
% 63.92/28.89  																																											|
% 63.92/28.89  																																											| Simplifying 1402 yields:
% 63.92/28.89  																																											| (678)  ~ (all_0_47_47 = e0)
% 63.92/28.89  																																											|
% 63.92/28.89  																																											| Equations (480) can reduce 294 to:
% 63.92/28.89  																																											| (365)  ~ (e2 = e0)
% 63.92/28.89  																																											|
% 63.92/28.89  																																											| Simplifying 365 yields:
% 63.92/28.89  																																											| (128)  ~ (e2 = e0)
% 63.92/28.89  																																											|
% 63.92/28.89  																																											+-Applying beta-rule and splitting (3259), into two cases.
% 63.92/28.89  																																											|-Branch one:
% 63.92/28.89  																																											| (654) all_0_47_47 = e1
% 63.92/28.89  																																											|
% 63.92/28.89  																																												| Equations (654) can reduce 678 to:
% 63.92/28.89  																																												| (233)  ~ (e1 = e0)
% 63.92/28.89  																																												|
% 63.92/28.89  																																												+-Applying beta-rule and splitting (924), into two cases.
% 63.92/28.89  																																												|-Branch one:
% 63.92/28.89  																																												| (875) all_0_57_57 = e0
% 63.92/28.89  																																												|
% 63.92/28.89  																																													| Combining equations (647,875) yields a new equation:
% 63.92/28.89  																																													| (546) e1 = e0
% 63.92/28.89  																																													|
% 63.92/28.89  																																													| Simplifying 546 yields:
% 63.92/28.89  																																													| (431) e1 = e0
% 63.92/28.89  																																													|
% 63.92/28.89  																																													| Equations (431) can reduce 233 to:
% 63.92/28.89  																																													| (266) $false
% 63.92/28.89  																																													|
% 63.92/28.89  																																													|-The branch is then unsatisfiable
% 63.92/28.89  																																												|-Branch two:
% 63.92/28.89  																																												| (364)  ~ (all_0_57_57 = e0)
% 63.92/28.89  																																												| (914) all_0_58_58 = e0
% 63.92/28.89  																																												|
% 63.92/28.89  																																													| Combining equations (914,624) yields a new equation:
% 63.92/28.89  																																													| (330) e2 = e0
% 63.92/28.89  																																													|
% 63.92/28.89  																																													| Equations (330) can reduce 128 to:
% 63.92/28.89  																																													| (266) $false
% 63.92/28.89  																																													|
% 63.92/28.89  																																													|-The branch is then unsatisfiable
% 63.92/28.89  																																											|-Branch two:
% 63.92/28.89  																																											| (462)  ~ (all_0_47_47 = e1)
% 63.92/28.89  																																											| (3264) all_0_51_51 = e1 | all_0_56_56 = e1
% 63.92/28.89  																																											|
% 63.92/28.89  																																												+-Applying beta-rule and splitting (3264), into two cases.
% 63.92/28.89  																																												|-Branch one:
% 63.92/28.89  																																												| (1109) all_0_51_51 = e1
% 63.92/28.89  																																												|
% 63.92/28.89  																																													| Combining equations (504,1109) yields a new equation:
% 63.92/28.89  																																													| (616) e2 = e1
% 63.92/28.89  																																													|
% 63.92/28.89  																																													| Simplifying 616 yields:
% 63.92/28.89  																																													| (617) e2 = e1
% 63.92/28.89  																																													|
% 63.92/28.89  																																													| Equations (617) can reduce 122 to:
% 63.92/28.89  																																													| (266) $false
% 63.92/28.89  																																													|
% 63.92/28.89  																																													|-The branch is then unsatisfiable
% 63.92/28.89  																																												|-Branch two:
% 63.92/28.89  																																												| (464)  ~ (all_0_51_51 = e1)
% 63.92/28.89  																																												| (1569) all_0_56_56 = e1
% 63.92/28.89  																																												|
% 63.92/28.89  																																													| Equations (1569) can reduce 466 to:
% 63.92/28.89  																																													| (266) $false
% 63.92/28.89  																																													|
% 63.92/28.89  																																													|-The branch is then unsatisfiable
% 63.92/28.89  																																										|-Branch two:
% 63.92/28.89  																																										| (484)  ~ (all_0_39_39 = e0)
% 63.92/28.89  																																										| (558) all_0_42_42 = e0 | all_0_47_47 = e0 | all_0_56_56 = e0
% 63.92/28.89  																																										|
% 63.92/28.89  																																											+-Applying beta-rule and splitting (320), into two cases.
% 63.92/28.89  																																											|-Branch one:
% 63.92/28.89  																																											| (471) all_0_39_39 = e4
% 63.92/28.89  																																											|
% 63.92/28.89  																																												| Equations (471) can reduce 246 to:
% 63.92/28.89  																																												| (188)  ~ (e4 = e3)
% 63.92/28.89  																																												|
% 63.92/28.89  																																												| Equations (471) can reduce 484 to:
% 63.92/28.89  																																												| (49)  ~ (e4 = e0)
% 63.92/28.89  																																												|
% 63.92/28.89  																																												+-Applying beta-rule and splitting (206), into two cases.
% 63.92/28.89  																																												|-Branch one:
% 63.92/28.89  																																												| (248) all_0_45_45 = e4
% 63.92/28.89  																																												|
% 63.92/28.89  																																													| Combining equations (423,248) yields a new equation:
% 63.92/28.89  																																													| (425) e4 = e3
% 63.92/28.89  																																													|
% 63.92/28.89  																																													| Equations (425) can reduce 188 to:
% 63.92/28.89  																																													| (266) $false
% 63.92/28.89  																																													|
% 63.92/28.89  																																													|-The branch is then unsatisfiable
% 63.92/28.89  																																												|-Branch two:
% 63.92/28.89  																																												| (60416)  ~ (all_0_45_45 = e4)
% 63.92/28.89  																																												| (61457) all_0_46_46 = e4 | all_0_47_47 = e4 | all_0_48_48 = e4 | all_0_49_49 = e4
% 63.92/28.89  																																												|
% 63.92/28.90  																																													+-Applying beta-rule and splitting (61457), into two cases.
% 63.92/28.90  																																													|-Branch one:
% 63.92/28.90  																																													| (770) all_0_46_46 = e4
% 63.92/28.90  																																													|
% 63.92/28.90  																																														| Combining equations (538,770) yields a new equation:
% 63.92/28.90  																																														| (397) e4 = e0
% 63.92/28.90  																																														|
% 63.92/28.90  																																														| Equations (397) can reduce 49 to:
% 63.92/28.90  																																														| (266) $false
% 63.92/28.90  																																														|
% 63.92/28.90  																																														|-The branch is then unsatisfiable
% 63.92/28.90  																																													|-Branch two:
% 63.92/28.90  																																													| (250)  ~ (all_0_46_46 = e4)
% 63.92/28.90  																																													| (61466) all_0_47_47 = e4 | all_0_48_48 = e4 | all_0_49_49 = e4
% 63.92/28.90  																																													|
% 63.92/28.90  																																														| Equations (538) can reduce 250 to:
% 63.92/28.90  																																														| (401)  ~ (e4 = e0)
% 63.92/28.90  																																														|
% 63.92/28.90  																																														| Simplifying 401 yields:
% 63.92/28.90  																																														| (49)  ~ (e4 = e0)
% 63.92/28.90  																																														|
% 63.92/28.90  																																														+-Applying beta-rule and splitting (333), into two cases.
% 63.92/28.90  																																														|-Branch one:
% 63.92/28.90  																																														| (480) all_0_39_39 = e0
% 63.92/28.90  																																														|
% 63.92/28.90  																																															| Combining equations (480,471) yields a new equation:
% 63.92/28.90  																																															| (397) e4 = e0
% 63.92/28.90  																																															|
% 63.92/28.90  																																															| Equations (397) can reduce 49 to:
% 63.92/28.90  																																															| (266) $false
% 63.92/28.90  																																															|
% 63.92/28.90  																																															|-The branch is then unsatisfiable
% 63.92/28.90  																																														|-Branch two:
% 63.92/28.90  																																														| (484)  ~ (all_0_39_39 = e0)
% 63.92/28.90  																																														| (485) all_0_40_40 = e0
% 63.92/28.90  																																														|
% 63.92/28.90  																																															| Equations (485) can reduce 1401 to:
% 63.92/28.90  																																															| (266) $false
% 63.92/28.90  																																															|
% 63.92/28.90  																																															|-The branch is then unsatisfiable
% 63.92/28.90  																																											|-Branch two:
% 63.92/28.90  																																											| (1377)  ~ (all_0_39_39 = e4)
% 63.92/28.90  																																											| (480) all_0_39_39 = e0
% 63.92/28.90  																																											|
% 63.92/28.90  																																												| Equations (480) can reduce 484 to:
% 63.92/28.90  																																												| (266) $false
% 63.92/28.90  																																												|
% 63.92/28.90  																																												|-The branch is then unsatisfiable
% 63.92/28.90  																																				|-Branch two:
% 63.92/28.90  																																				| (831)  ~ (all_0_46_46 = e0)
% 63.92/28.90  																																				| (1838) all_0_46_46 = e3 | all_0_46_46 = e1
% 63.92/28.90  																																				|
% 63.92/28.90  																																					+-Applying beta-rule and splitting (135), into two cases.
% 63.92/28.90  																																					|-Branch one:
% 63.92/28.90  																																					| (545) all_0_46_46 = e1
% 63.92/28.90  																																					|
% 63.92/28.90  																																						| Equations (545) can reduce 549 to:
% 63.92/28.90  																																						| (266) $false
% 63.92/28.90  																																						|
% 63.92/28.90  																																						|-The branch is then unsatisfiable
% 63.92/28.90  																																					|-Branch two:
% 63.92/28.90  																																					| (549)  ~ (all_0_46_46 = e1)
% 63.92/28.90  																																					| (550) all_0_47_47 = e1 | all_0_48_48 = e1 | all_0_49_49 = e1
% 63.92/28.90  																																					|
% 63.92/28.90  																																						+-Applying beta-rule and splitting (1838), into two cases.
% 63.92/28.90  																																						|-Branch one:
% 63.92/28.90  																																						| (545) all_0_46_46 = e1
% 63.92/28.90  																																						|
% 63.92/28.90  																																							| Equations (545) can reduce 549 to:
% 63.92/28.90  																																							| (266) $false
% 63.92/28.90  																																							|
% 63.92/28.90  																																							|-The branch is then unsatisfiable
% 63.92/28.90  																																						|-Branch two:
% 63.92/28.90  																																						| (549)  ~ (all_0_46_46 = e1)
% 63.92/28.90  																																						| (1557) all_0_46_46 = e3
% 63.92/28.90  																																						|
% 63.92/28.90  																																							| Equations (1557) can reduce 409 to:
% 63.92/28.90  																																							| (266) $false
% 63.92/28.90  																																							|
% 63.92/28.90  																																							|-The branch is then unsatisfiable
% 63.92/28.90  																																		|-Branch two:
% 63.92/28.90  																																		| (405)  ~ (all_0_42_42 = e3)
% 63.92/28.90  																																		| (532) all_0_44_44 = e3
% 63.92/28.90  																																		|
% 63.92/28.90  																																			| Equations (532) can reduce 407 to:
% 63.92/28.90  																																			| (266) $false
% 63.92/28.90  																																			|
% 63.92/28.90  																																			|-The branch is then unsatisfiable
% 63.92/28.90  																													|-Branch two:
% 63.92/28.90  																													| (440)  ~ (all_0_41_41 = e4)
% 63.92/28.90  																													| (4049) all_0_41_41 = e3 | all_0_41_41 = e1 | all_0_41_41 = e0
% 63.92/28.90  																													|
% 63.92/28.90  																														+-Applying beta-rule and splitting (1899), into two cases.
% 63.92/28.90  																														|-Branch one:
% 63.92/28.90  																														| (516) all_0_42_42 = e3
% 63.92/28.90  																														|
% 63.92/28.90  																															| Equations (516) can reduce 236 to:
% 63.92/28.90  																															| (271)  ~ (all_0_56_56 = e3)
% 63.92/28.90  																															|
% 63.92/28.90  																															| Simplifying 271 yields:
% 63.92/28.90  																															| (272)  ~ (all_0_56_56 = e3)
% 63.92/28.90  																															|
% 63.92/28.90  																															| Equations (516) can reduce 51 to:
% 63.92/28.90  																															| (212)  ~ (e3 = e2)
% 63.92/28.90  																															|
% 63.92/28.90  																															+-Applying beta-rule and splitting (64), into two cases.
% 63.92/28.90  																															|-Branch one:
% 63.92/28.90  																															| (437) all_0_41_41 = e4
% 63.92/28.90  																															|
% 63.92/28.90  																																| Equations (437) can reduce 440 to:
% 63.92/28.90  																																| (266) $false
% 63.92/28.90  																																|
% 63.92/28.90  																																|-The branch is then unsatisfiable
% 63.92/28.90  																															|-Branch two:
% 63.92/28.90  																															| (440)  ~ (all_0_41_41 = e4)
% 63.92/28.90  																															| (441) all_0_42_42 = e4 | all_0_43_43 = e4 | all_0_44_44 = e4
% 63.92/28.90  																															|
% 63.92/28.90  																																+-Applying beta-rule and splitting (103), into two cases.
% 63.92/28.90  																																|-Branch one:
% 63.92/28.90  																																| (453) all_0_41_41 = e1
% 63.92/28.90  																																|
% 63.92/28.90  																																	| Equations (453) can reduce 457 to:
% 63.92/28.90  																																	| (266) $false
% 63.92/28.90  																																	|
% 63.92/28.90  																																	|-The branch is then unsatisfiable
% 63.92/28.90  																																|-Branch two:
% 63.92/28.90  																																| (457)  ~ (all_0_41_41 = e1)
% 63.92/28.90  																																| (458) all_0_42_42 = e1 | all_0_43_43 = e1 | all_0_44_44 = e1
% 63.92/28.90  																																|
% 63.92/28.90  																																	+-Applying beta-rule and splitting (441), into two cases.
% 63.92/28.90  																																	|-Branch one:
% 63.92/28.90  																																	| (1392) all_0_42_42 = e4
% 63.92/28.90  																																	|
% 63.92/28.90  																																		| Combining equations (1392,516) yields a new equation:
% 63.92/28.90  																																		| (424) e4 = e3
% 63.92/28.90  																																		|
% 63.92/28.90  																																		| Simplifying 424 yields:
% 63.92/28.90  																																		| (425) e4 = e3
% 63.92/28.90  																																		|
% 63.92/28.90  																																		| Equations (425) can reduce 188 to:
% 63.92/28.90  																																		| (266) $false
% 63.92/28.90  																																		|
% 63.92/28.90  																																		|-The branch is then unsatisfiable
% 63.92/28.90  																																	|-Branch two:
% 63.92/28.90  																																	| (1890)  ~ (all_0_42_42 = e4)
% 63.92/28.90  																																	| (1891) all_0_43_43 = e4 | all_0_44_44 = e4
% 63.92/28.90  																																	|
% 63.92/28.90  																																		| Equations (516) can reduce 1890 to:
% 63.92/28.90  																																		| (277)  ~ (e4 = e3)
% 63.92/28.90  																																		|
% 63.92/28.90  																																		| Simplifying 277 yields:
% 63.92/28.90  																																		| (188)  ~ (e4 = e3)
% 63.92/28.90  																																		|
% 63.92/28.90  																																		+-Applying beta-rule and splitting (4049), into two cases.
% 63.92/28.90  																																		|-Branch one:
% 63.92/28.90  																																		| (794) all_0_41_41 = e0
% 63.92/28.90  																																		|
% 63.92/28.90  																																			| Equations (794) can reduce 357 to:
% 63.92/28.90  																																			| (266) $false
% 63.92/28.90  																																			|
% 63.92/28.90  																																			|-The branch is then unsatisfiable
% 63.92/28.90  																																		|-Branch two:
% 63.92/28.90  																																		| (357)  ~ (all_0_41_41 = e0)
% 63.92/28.90  																																		| (4053) all_0_41_41 = e3 | all_0_41_41 = e1
% 63.92/28.90  																																		|
% 63.92/28.90  																																			+-Applying beta-rule and splitting (22), into two cases.
% 63.92/28.90  																																			|-Branch one:
% 63.92/28.90  																																			| (268) all_0_54_54 = e3
% 63.92/28.90  																																			|
% 63.92/28.90  																																				| Combining equations (268,265) yields a new equation:
% 63.92/28.90  																																				| (425) e4 = e3
% 63.92/28.90  																																				|
% 63.92/28.90  																																				| Equations (425) can reduce 188 to:
% 63.92/28.90  																																				| (266) $false
% 63.92/28.90  																																				|
% 63.92/28.90  																																				|-The branch is then unsatisfiable
% 63.92/28.90  																																			|-Branch two:
% 63.92/28.90  																																			| (60427)  ~ (all_0_54_54 = e3)
% 63.92/28.90  																																			| (62553) all_0_55_55 = e3 | all_0_56_56 = e3 | all_0_58_58 = e3
% 63.92/28.90  																																			|
% 63.92/28.91  																																				+-Applying beta-rule and splitting (62553), into two cases.
% 63.92/28.91  																																				|-Branch one:
% 63.92/28.91  																																				| (2336) all_0_55_55 = e3
% 63.92/28.91  																																				|
% 63.92/28.91  																																					| Equations (2336) can reduce 191 to:
% 63.92/28.91  																																					| (1898)  ~ (all_0_41_41 = e3)
% 63.92/28.91  																																					|
% 63.92/28.91  																																					+-Applying beta-rule and splitting (4053), into two cases.
% 63.92/28.91  																																					|-Branch one:
% 63.92/28.91  																																					| (453) all_0_41_41 = e1
% 63.92/28.91  																																					|
% 63.92/28.91  																																						| Equations (453) can reduce 457 to:
% 63.92/28.91  																																						| (266) $false
% 63.92/28.91  																																						|
% 63.92/28.91  																																						|-The branch is then unsatisfiable
% 63.92/28.91  																																					|-Branch two:
% 63.92/28.91  																																					| (457)  ~ (all_0_41_41 = e1)
% 63.92/28.91  																																					| (403) all_0_41_41 = e3
% 63.92/28.91  																																					|
% 63.92/28.91  																																						| Equations (403) can reduce 1898 to:
% 63.92/28.91  																																						| (266) $false
% 63.92/28.91  																																						|
% 63.92/28.91  																																						|-The branch is then unsatisfiable
% 63.92/28.91  																																				|-Branch two:
% 63.92/28.91  																																				| (270)  ~ (all_0_55_55 = e3)
% 63.92/28.91  																																				| (62557) all_0_56_56 = e3 | all_0_58_58 = e3
% 63.92/28.91  																																				|
% 63.92/28.91  																																					+-Applying beta-rule and splitting (62557), into two cases.
% 63.92/28.91  																																					|-Branch one:
% 63.92/28.91  																																					| (1097) all_0_56_56 = e3
% 63.92/28.91  																																					|
% 63.92/28.91  																																						| Equations (1097) can reduce 272 to:
% 63.92/28.91  																																						| (266) $false
% 63.92/28.91  																																						|
% 63.92/28.91  																																						|-The branch is then unsatisfiable
% 63.92/28.91  																																					|-Branch two:
% 63.92/28.91  																																					| (272)  ~ (all_0_56_56 = e3)
% 63.92/28.91  																																					| (795) all_0_58_58 = e3
% 63.92/28.91  																																					|
% 63.92/28.91  																																						| Combining equations (624,795) yields a new equation:
% 63.92/28.91  																																						| (662) e3 = e2
% 63.92/28.91  																																						|
% 63.92/28.91  																																						| Equations (662) can reduce 212 to:
% 63.92/28.91  																																						| (266) $false
% 63.92/28.91  																																						|
% 63.92/28.91  																																						|-The branch is then unsatisfiable
% 63.95/28.91  																														|-Branch two:
% 63.95/28.91  																														| (405)  ~ (all_0_42_42 = e3)
% 63.95/28.91  																														| (532) all_0_44_44 = e3
% 63.95/28.91  																														|
% 63.95/28.91  																															| Equations (532) can reduce 407 to:
% 63.95/28.91  																															| (266) $false
% 63.95/28.91  																															|
% 63.95/28.91  																															|-The branch is then unsatisfiable
% 63.95/28.91  																						|-Branch two:
% 63.95/28.91  																						| (1099)  ~ (all_0_51_51 = e2)
% 63.95/28.91  																						| (1100) all_0_51_51 = e4 | all_0_51_51 = e3 | all_0_51_51 = e1
% 63.95/28.91  																						|
% 63.95/28.91  																							+-Applying beta-rule and splitting (385), into two cases.
% 63.95/28.91  																							|-Branch one:
% 63.95/28.91  																							| (1105) all_0_47_47 = e2
% 63.95/28.91  																							|
% 63.95/28.91  																								| Equations (1105) can reduce 338 to:
% 63.95/28.91  																								| (266) $false
% 63.95/28.91  																								|
% 63.95/28.91  																								|-The branch is then unsatisfiable
% 63.95/28.91  																							|-Branch two:
% 63.95/28.91  																							| (338)  ~ (all_0_47_47 = e2)
% 63.95/28.91  																							| (1108) all_0_51_51 = e2 | all_0_56_56 = e2
% 63.95/28.91  																							|
% 63.95/28.91  																								+-Applying beta-rule and splitting (381), into two cases.
% 63.95/28.91  																								|-Branch one:
% 63.95/28.91  																								| (504) all_0_51_51 = e2
% 63.95/28.91  																								|
% 63.95/28.91  																									| Equations (504) can reduce 1099 to:
% 63.95/28.91  																									| (266) $false
% 63.95/28.91  																									|
% 63.95/28.91  																									|-The branch is then unsatisfiable
% 63.95/28.91  																								|-Branch two:
% 63.95/28.91  																								| (1099)  ~ (all_0_51_51 = e2)
% 63.95/28.91  																								| (1152) all_0_52_52 = e2 | all_0_53_53 = e2
% 63.95/28.91  																								|
% 63.95/28.91  																									+-Applying beta-rule and splitting (1108), into two cases.
% 63.95/28.91  																									|-Branch one:
% 63.95/28.91  																									| (504) all_0_51_51 = e2
% 63.95/28.91  																									|
% 63.95/28.91  																										| Equations (504) can reduce 1099 to:
% 63.95/28.91  																										| (266) $false
% 63.95/28.91  																										|
% 63.95/28.91  																										|-The branch is then unsatisfiable
% 63.95/28.91  																									|-Branch two:
% 63.95/28.91  																									| (1099)  ~ (all_0_51_51 = e2)
% 63.95/28.91  																									| (833) all_0_56_56 = e2
% 63.95/28.91  																									|
% 63.95/28.91  																										| Equations (833) can reduce 236 to:
% 63.95/28.91  																										| (51)  ~ (all_0_42_42 = e2)
% 63.95/28.91  																										|
% 63.95/28.91  																										| Equations (833) can reduce 91 to:
% 63.95/28.91  																										| (338)  ~ (all_0_47_47 = e2)
% 63.95/28.91  																										|
% 63.95/28.91  																										| Equations (833) can reduce 44 to:
% 63.95/28.91  																										| (1186)  ~ (all_0_58_58 = e2)
% 63.95/28.91  																										|
% 63.95/28.91  																										| Simplifying 1186 yields:
% 63.95/28.91  																										| (908)  ~ (all_0_58_58 = e2)
% 63.95/28.91  																										|
% 63.95/28.91  																										| From (833) and (111) follows:
% 63.95/28.91  																										| (1508) op(e0, e2) = e2
% 63.95/28.91  																										|
% 63.95/28.91  																										+-Applying beta-rule and splitting (377), into two cases.
% 63.95/28.91  																										|-Branch one:
% 63.95/28.91  																										| (583) all_0_49_49 = e2
% 63.95/28.91  																										|
% 63.95/28.91  																											| Equations (583) can reduce 340 to:
% 63.95/28.91  																											| (266) $false
% 63.95/28.91  																											|
% 63.95/28.91  																											|-The branch is then unsatisfiable
% 63.95/28.91  																										|-Branch two:
% 63.95/28.91  																										| (340)  ~ (all_0_49_49 = e2)
% 63.95/28.91  																										| (614) all_0_53_53 = e2 | all_0_58_58 = e2
% 63.95/28.91  																										|
% 63.95/28.91  																											+-Applying beta-rule and splitting (614), into two cases.
% 63.95/28.91  																											|-Branch one:
% 63.95/28.91  																											| (607) all_0_53_53 = e2
% 63.95/28.91  																											|
% 63.95/28.91  																												| Equations (607) can reduce 162 to:
% 63.95/28.91  																												| (296)  ~ (all_0_40_40 = e2)
% 63.95/28.91  																												|
% 63.95/28.91  																												| Equations (607) can reduce 220 to:
% 63.95/28.91  																												| (147)  ~ (all_0_44_44 = e2)
% 63.95/28.91  																												|
% 63.95/28.91  																												| Equations (607) can reduce 65 to:
% 63.95/28.91  																												| (340)  ~ (all_0_49_49 = e2)
% 63.95/28.91  																												|
% 63.95/28.91  																												| Equations (607) can reduce 1453 to:
% 63.95/28.91  																												| (327)  ~ (e4 = e2)
% 63.95/28.91  																												|
% 63.95/28.91  																												| Simplifying 327 yields:
% 63.95/28.91  																												| (48)  ~ (e4 = e2)
% 63.95/28.91  																												|
% 63.95/28.91  																												| Equations (607) can reduce 1459 to:
% 63.95/28.91  																												| (122)  ~ (e2 = e1)
% 63.95/28.91  																												|
% 63.95/28.91  																												| Equations (607) can reduce 247 to:
% 63.95/28.91  																												| (128)  ~ (e2 = e0)
% 63.95/28.91  																												|
% 63.95/28.91  																												| From (607) and (84) follows:
% 63.95/28.91  																												| (2566) op(e1, e0) = e2
% 63.95/28.91  																												|
% 63.95/28.91  																												+-Applying beta-rule and splitting (418), into two cases.
% 63.95/28.91  																												|-Branch one:
% 63.95/28.91  																												| (660) all_0_51_51 = e3
% 63.95/28.91  																												|
% 63.95/28.91  																													| Equations (660) can reduce 139 to:
% 63.95/28.91  																													| (246)  ~ (all_0_39_39 = e3)
% 63.95/28.91  																													|
% 63.95/28.91  																													| Equations (660) can reduce 61 to:
% 63.95/28.91  																													| (405)  ~ (all_0_42_42 = e3)
% 63.95/28.91  																													|
% 63.95/28.91  																													| Equations (660) can reduce 464 to:
% 63.95/28.91  																													| (213)  ~ (e3 = e1)
% 63.95/28.91  																													|
% 63.95/28.91  																													| From (660) and (186) follows:
% 63.95/28.91  																													| (1552) op(e1, e2) = e3
% 63.95/28.91  																													|
% 63.95/28.91  																													+-Applying beta-rule and splitting (113), into two cases.
% 63.95/28.91  																													|-Branch one:
% 63.95/28.91  																													| (403) all_0_41_41 = e3
% 63.95/28.91  																													|
% 63.95/28.91  																														| Equations (403) can reduce 214 to:
% 63.95/28.91  																														| (404)  ~ (all_0_42_42 = e3)
% 63.95/28.91  																														|
% 63.95/28.91  																														| Simplifying 404 yields:
% 63.95/28.91  																														| (405)  ~ (all_0_42_42 = e3)
% 63.95/28.91  																														|
% 63.95/28.91  																														| Equations (403) can reduce 149 to:
% 63.95/28.91  																														| (406)  ~ (all_0_44_44 = e3)
% 63.95/28.91  																														|
% 63.95/28.91  																														| Simplifying 406 yields:
% 63.95/28.91  																														| (407)  ~ (all_0_44_44 = e3)
% 63.95/28.91  																														|
% 63.95/28.91  																														| Equations (403) can reduce 85 to:
% 63.95/28.91  																														| (212)  ~ (e3 = e2)
% 63.95/28.91  																														|
% 63.95/28.91  																														| Equations (403) can reduce 357 to:
% 63.95/28.91  																														| (80)  ~ (e3 = e0)
% 63.95/28.91  																														|
% 63.95/28.91  																														+-Applying beta-rule and splitting (189), into two cases.
% 63.95/28.91  																														|-Branch one:
% 63.95/28.91  																														| (532) all_0_44_44 = e3
% 63.95/28.91  																														|
% 63.95/28.91  																															| Equations (532) can reduce 407 to:
% 63.95/28.91  																															| (266) $false
% 63.95/28.91  																															|
% 63.95/28.91  																															|-The branch is then unsatisfiable
% 63.95/28.91  																														|-Branch two:
% 63.95/28.91  																														| (407)  ~ (all_0_44_44 = e3)
% 63.95/28.91  																														| (537) all_0_49_49 = e3 | all_0_53_53 = e3 | all_0_58_58 = e3
% 63.95/28.91  																														|
% 63.95/28.91  																															+-Applying beta-rule and splitting (537), into two cases.
% 63.95/28.91  																															|-Branch one:
% 63.95/28.91  																															| (884) all_0_49_49 = e3
% 63.95/28.91  																															|
% 63.95/28.91  																																| Equations (884) can reduce 525 to:
% 63.95/28.91  																																| (266) $false
% 63.95/28.91  																																|
% 63.95/28.91  																																|-The branch is then unsatisfiable
% 63.95/28.91  																															|-Branch two:
% 63.95/28.91  																															| (525)  ~ (all_0_49_49 = e3)
% 63.95/28.91  																															| (887) all_0_53_53 = e3 | all_0_58_58 = e3
% 63.95/28.91  																															|
% 63.95/28.91  																																+-Applying beta-rule and splitting (887), into two cases.
% 63.95/28.91  																																|-Branch one:
% 63.95/28.91  																																| (665) all_0_53_53 = e3
% 63.95/28.91  																																|
% 63.95/28.91  																																	| Combining equations (607,665) yields a new equation:
% 63.95/28.91  																																	| (662) e3 = e2
% 63.95/28.91  																																	|
% 63.95/28.91  																																	| Equations (662) can reduce 212 to:
% 63.95/28.91  																																	| (266) $false
% 63.95/28.91  																																	|
% 63.95/28.91  																																	|-The branch is then unsatisfiable
% 63.95/28.91  																																|-Branch two:
% 63.95/28.91  																																| (903)  ~ (all_0_53_53 = e3)
% 63.95/28.91  																																| (795) all_0_58_58 = e3
% 63.95/28.91  																																|
% 63.95/28.91  																																	| Equations (795) can reduce 181 to:
% 63.95/28.91  																																	| (407)  ~ (all_0_44_44 = e3)
% 63.95/28.91  																																	|
% 63.95/28.91  																																	| Equations (795) can reduce 451 to:
% 63.95/28.91  																																	| (277)  ~ (e4 = e3)
% 63.95/28.91  																																	|
% 63.95/28.91  																																	| Simplifying 277 yields:
% 63.95/28.91  																																	| (188)  ~ (e4 = e3)
% 63.95/28.91  																																	|
% 63.95/28.91  																																	| Equations (795) can reduce 880 to:
% 63.95/28.91  																																	| (213)  ~ (e3 = e1)
% 63.95/28.91  																																	|
% 63.95/28.91  																																	+-Applying beta-rule and splitting (125), into two cases.
% 63.95/28.91  																																	|-Branch one:
% 63.95/28.92  																																	| (858) all_0_55_55 = e0
% 63.95/28.92  																																	|
% 63.95/28.92  																																		| Equations (858) can reduce 763 to:
% 63.95/28.92  																																		| (401)  ~ (e4 = e0)
% 63.95/28.92  																																		|
% 63.95/28.92  																																		| Simplifying 401 yields:
% 63.95/28.92  																																		| (49)  ~ (e4 = e0)
% 63.95/28.92  																																		|
% 63.95/28.92  																																		+-Applying beta-rule and splitting (62), into two cases.
% 63.95/28.92  																																		|-Branch one:
% 63.95/28.92  																																		| (321) all_0_38_38 = e4
% 63.95/28.92  																																		|
% 63.95/28.92  																																			| Combining equations (321,292) yields a new equation:
% 63.95/28.92  																																			| (322) e4 = e2
% 63.95/28.92  																																			|
% 63.95/28.92  																																			| Simplifying 322 yields:
% 63.95/28.92  																																			| (323) e4 = e2
% 63.95/28.92  																																			|
% 63.95/28.92  																																			| Equations (323) can reduce 48 to:
% 63.95/28.92  																																			| (266) $false
% 63.95/28.92  																																			|
% 63.95/28.92  																																			|-The branch is then unsatisfiable
% 63.95/28.92  																																		|-Branch two:
% 63.95/28.92  																																		| (325)  ~ (all_0_38_38 = e4)
% 63.95/28.92  																																		| (582) all_0_41_41 = e4 | all_0_46_46 = e4 | all_0_50_50 = e4 | all_0_55_55 = e4
% 63.95/28.92  																																		|
% 63.95/28.92  																																			+-Applying beta-rule and splitting (582), into two cases.
% 63.95/28.92  																																			|-Branch one:
% 63.95/28.92  																																			| (437) all_0_41_41 = e4
% 63.95/28.92  																																			|
% 63.95/28.92  																																				| Combining equations (437,403) yields a new equation:
% 63.95/28.92  																																				| (424) e4 = e3
% 63.95/28.92  																																				|
% 63.95/28.92  																																				| Simplifying 424 yields:
% 63.95/28.92  																																				| (425) e4 = e3
% 63.95/28.92  																																				|
% 63.95/28.92  																																				| Equations (425) can reduce 188 to:
% 63.95/28.92  																																				| (266) $false
% 63.95/28.92  																																				|
% 63.95/28.92  																																				|-The branch is then unsatisfiable
% 63.95/28.92  																																			|-Branch two:
% 63.95/28.92  																																			| (440)  ~ (all_0_41_41 = e4)
% 63.95/28.92  																																			| (769) all_0_46_46 = e4 | all_0_50_50 = e4 | all_0_55_55 = e4
% 63.95/28.92  																																			|
% 63.95/28.92  																																				+-Applying beta-rule and splitting (769), into two cases.
% 63.95/28.92  																																				|-Branch one:
% 63.95/28.92  																																				| (770) all_0_46_46 = e4
% 63.95/28.92  																																				|
% 63.95/28.92  																																					| From (770) and (120) follows:
% 63.95/28.92  																																					| (72494) op(e2, e3) = e4
% 63.95/28.92  																																					|
% 63.95/28.92  																																					+-Applying beta-rule and splitting (104), into two cases.
% 63.95/28.92  																																					|-Branch one:
% 63.95/28.92  																																					| (480) all_0_39_39 = e0
% 63.95/28.92  																																					|
% 63.95/28.92  																																						| Equations (480) can reduce 176 to:
% 63.95/28.92  																																						| (1400)  ~ (all_0_40_40 = e0)
% 63.95/28.92  																																						|
% 63.95/28.92  																																						| Simplifying 1400 yields:
% 63.95/28.92  																																						| (1401)  ~ (all_0_40_40 = e0)
% 63.95/28.92  																																						|
% 63.95/28.92  																																						| Equations (480) can reduce 145 to:
% 63.95/28.92  																																						| (5565)  ~ (all_0_42_42 = e0)
% 63.95/28.92  																																						|
% 63.95/28.92  																																						| Simplifying 5565 yields:
% 63.95/28.92  																																						| (358)  ~ (all_0_42_42 = e0)
% 63.95/28.92  																																						|
% 63.95/28.92  																																						| Equations (480) can reduce 246 to:
% 63.95/28.92  																																						| (541)  ~ (e3 = e0)
% 63.95/28.92  																																						|
% 63.95/28.92  																																						| Simplifying 541 yields:
% 63.95/28.92  																																						| (80)  ~ (e3 = e0)
% 63.95/28.92  																																						|
% 63.95/28.92  																																						| From (480) and (14) follows:
% 63.95/28.92  																																						| (4090) op(e4, e2) = e0
% 63.95/28.92  																																						|
% 63.95/28.92  																																						+-Applying beta-rule and splitting (75), into two cases.
% 63.95/28.92  																																						|-Branch one:
% 63.95/28.92  																																						| (485) all_0_40_40 = e0
% 63.95/28.92  																																						|
% 63.95/28.92  																																							| Equations (485) can reduce 1401 to:
% 63.95/28.92  																																							| (266) $false
% 63.95/28.92  																																							|
% 63.95/28.92  																																							|-The branch is then unsatisfiable
% 63.95/28.92  																																						|-Branch two:
% 63.95/28.92  																																						| (1401)  ~ (all_0_40_40 = e0)
% 63.95/28.92  																																						| (1748) all_0_44_44 = e0 | all_0_49_49 = e0 | all_0_58_58 = e0
% 63.95/28.92  																																						|
% 63.95/28.92  																																							+-Applying beta-rule and splitting (316), into two cases.
% 63.95/28.92  																																							|-Branch one:
% 63.95/28.92  																																							| (1378) all_0_40_40 = e4
% 63.95/28.92  																																							|
% 63.95/28.92  																																								| Equations (1378) can reduce 143 to:
% 63.95/28.92  																																								| (1903)  ~ (all_0_44_44 = e4)
% 63.95/28.92  																																								|
% 63.95/28.92  																																								| Simplifying 1903 yields:
% 63.95/28.92  																																								| (1390)  ~ (all_0_44_44 = e4)
% 63.95/28.92  																																								|
% 63.95/28.92  																																								+-Applying beta-rule and splitting (1748), into two cases.
% 63.95/28.92  																																								|-Branch one:
% 63.95/28.92  																																								| (1414) all_0_44_44 = e0
% 63.95/28.92  																																								|
% 63.95/28.92  																																									| Equations (1414) can reduce 360 to:
% 63.95/28.92  																																									| (266) $false
% 63.95/28.92  																																									|
% 63.95/28.92  																																									|-The branch is then unsatisfiable
% 63.95/28.92  																																								|-Branch two:
% 63.95/28.92  																																								| (360)  ~ (all_0_44_44 = e0)
% 63.95/28.92  																																								| (1760) all_0_49_49 = e0 | all_0_58_58 = e0
% 63.95/28.92  																																								|
% 63.95/28.92  																																									+-Applying beta-rule and splitting (26), into two cases.
% 63.95/28.92  																																									|-Branch one:
% 63.95/28.92  																																									| (446) all_0_44_44 = e4
% 63.95/28.92  																																									|
% 63.95/28.92  																																										| Equations (446) can reduce 1390 to:
% 63.95/28.92  																																										| (266) $false
% 63.95/28.92  																																										|
% 63.95/28.92  																																										|-The branch is then unsatisfiable
% 63.95/28.92  																																									|-Branch two:
% 63.95/28.92  																																									| (1390)  ~ (all_0_44_44 = e4)
% 63.95/28.92  																																									| (1391) all_0_44_44 = e3 | all_0_44_44 = e1 | all_0_44_44 = e0
% 63.95/28.92  																																									|
% 63.95/28.92  																																										+-Applying beta-rule and splitting (1760), into two cases.
% 63.95/28.92  																																										|-Branch one:
% 63.95/28.92  																																										| (978) all_0_49_49 = e0
% 63.95/28.92  																																										|
% 63.95/28.92  																																											| Equations (978) can reduce 9 to:
% 63.95/28.92  																																											| (360)  ~ (all_0_44_44 = e0)
% 63.95/28.92  																																											|
% 63.95/28.92  																																											| Equations (978) can reduce 86 to:
% 63.95/28.92  																																											| (678)  ~ (all_0_47_47 = e0)
% 63.95/28.92  																																											|
% 63.95/28.92  																																											| From (978) and (55) follows:
% 63.95/28.92  																																											| (7585) op(e2, e0) = e0
% 63.95/28.92  																																											|
% 63.95/28.92  																																											+-Applying beta-rule and splitting (112), into two cases.
% 63.95/28.92  																																											|-Branch one:
% 63.95/28.92  																																											| (635) all_0_44_44 = e1
% 63.95/28.92  																																											|
% 63.95/28.92  																																												| Equations (635) can reduce 73 to:
% 63.95/28.92  																																												| (1380)  ~ (all_0_42_42 = e1)
% 63.95/28.92  																																												|
% 63.95/28.92  																																												| Equations (635) can reduce 407 to:
% 63.95/28.92  																																												| (467)  ~ (e3 = e1)
% 63.95/28.92  																																												|
% 63.95/28.92  																																												| Simplifying 467 yields:
% 63.95/28.92  																																												| (213)  ~ (e3 = e1)
% 63.95/28.92  																																												|
% 63.95/28.92  																																												| Equations (635) can reduce 147 to:
% 63.95/28.92  																																												| (604)  ~ (e2 = e1)
% 63.95/28.92  																																												|
% 63.95/28.92  																																												| Simplifying 604 yields:
% 63.95/28.92  																																												| (122)  ~ (e2 = e1)
% 63.95/28.92  																																												|
% 63.95/28.92  																																												| From (635) and (138) follows:
% 63.95/28.92  																																												| (1423) op(e3, e0) = e1
% 63.95/28.92  																																												|
% 63.95/28.92  																																												+-Applying beta-rule and splitting (152), into two cases.
% 63.95/28.92  																																												|-Branch one:
% 63.95/28.92  																																												| (1392) all_0_42_42 = e4
% 63.95/28.92  																																												|
% 63.95/28.92  																																													| Equations (1392) can reduce 1380 to:
% 63.95/28.92  																																													| (110)  ~ (e4 = e1)
% 63.95/28.92  																																													|
% 63.95/28.92  																																													+-Applying beta-rule and splitting (131), into two cases.
% 63.95/28.92  																																													|-Branch one:
% 63.95/28.92  																																													| (459) all_0_42_42 = e1
% 63.95/28.92  																																													|
% 63.95/28.92  																																														| Combining equations (459,1392) yields a new equation:
% 63.95/28.92  																																														| (630) e4 = e1
% 63.95/28.92  																																														|
% 63.95/28.92  																																														| Equations (630) can reduce 110 to:
% 63.95/28.92  																																														| (266) $false
% 63.95/28.92  																																														|
% 63.95/28.92  																																														|-The branch is then unsatisfiable
% 63.95/28.92  																																													|-Branch two:
% 63.95/28.92  																																													| (1380)  ~ (all_0_42_42 = e1)
% 63.95/28.92  																																													| (3259) all_0_47_47 = e1 | all_0_51_51 = e1 | all_0_56_56 = e1
% 63.95/28.92  																																													|
% 63.95/28.92  																																														+-Applying beta-rule and splitting (3259), into two cases.
% 63.95/28.92  																																														|-Branch one:
% 63.95/28.92  																																														| (654) all_0_47_47 = e1
% 63.95/28.92  																																														|
% 63.95/28.92  																																															| Equations (654) can reduce 678 to:
% 63.95/28.92  																																															| (233)  ~ (e1 = e0)
% 63.95/28.92  																																															|
% 63.95/28.92  																																															+-Applying beta-rule and splitting (56), into two cases.
% 63.95/28.92  																																															|-Branch one:
% 63.95/28.92  																																															| (696) unit = e2
% 63.95/28.92  																																															|
% 63.95/28.92  																																																| From (696) and (211) follows:
% 63.95/28.92  																																																| (1612) op(e2, e1) = e1
% 63.95/28.92  																																																|
% 63.95/28.92  																																																| From (696) and (42) follows:
% 63.95/28.92  																																																| (1613) op(e0, e2) = e0
% 63.95/28.92  																																																|
% 63.95/28.92  																																																| Instantiating formula (29) with e2, e1, e1, e2 and discharging atoms op(e2, e1) = e2, op(e2, e1) = e1, yields:
% 63.95/28.92  																																																| (617) e2 = e1
% 63.95/28.92  																																																|
% 63.95/28.92  																																																| Instantiating formula (29) with e0, e2, e0, e2 and discharging atoms op(e0, e2) = e2, op(e0, e2) = e0, yields:
% 63.95/28.92  																																																| (330) e2 = e0
% 63.95/28.92  																																																|
% 63.95/28.92  																																																| Combining equations (617,330) yields a new equation:
% 63.95/28.92  																																																| (546) e1 = e0
% 63.95/28.92  																																																|
% 63.95/28.92  																																																| Simplifying 546 yields:
% 63.95/28.92  																																																| (431) e1 = e0
% 63.95/28.92  																																																|
% 63.95/28.92  																																																| Equations (431) can reduce 233 to:
% 63.95/28.92  																																																| (266) $false
% 63.95/28.92  																																																|
% 63.95/28.92  																																																|-The branch is then unsatisfiable
% 63.95/28.92  																																															|-Branch two:
% 63.95/28.92  																																															| (707)  ~ (unit = e2)
% 63.95/28.92  																																															| (708) unit = e4 | unit = e3 | unit = e1 | unit = e0
% 63.95/28.92  																																															|
% 63.95/28.92  																																																+-Applying beta-rule and splitting (708), into two cases.
% 63.95/28.92  																																																|-Branch one:
% 63.95/28.92  																																																| (709) unit = e4
% 63.95/28.92  																																																|
% 63.95/28.92  																																																	| From (709) and (15) follows:
% 63.95/28.92  																																																	| (22188) op(e4, e2) = e2
% 63.95/28.92  																																																	|
% 63.95/28.92  																																																	| From (709) and (211) follows:
% 63.95/28.92  																																																	| (22527) op(e4, e1) = e1
% 63.95/28.92  																																																	|
% 63.95/28.92  																																																	| From (709) and (32) follows:
% 63.95/28.92  																																																	| (712) op(e2, e4) = e2
% 63.95/28.92  																																																	|
% 63.95/28.92  																																																	| Instantiating formula (29) with e4, e2, e2, e0 and discharging atoms op(e4, e2) = e2, op(e4, e2) = e0, yields:
% 63.95/28.92  																																																	| (330) e2 = e0
% 63.95/28.92  																																																	|
% 63.95/28.92  																																																	| Instantiating formula (29) with e4, e1, e1, e3 and discharging atoms op(e4, e1) = e3, op(e4, e1) = e1, yields:
% 63.95/28.92  																																																	| (455) e3 = e1
% 63.95/28.92  																																																	|
% 63.95/28.92  																																																	| Instantiating formula (29) with e2, e4, e2, e3 and discharging atoms op(e2, e4) = e3, op(e2, e4) = e2, yields:
% 63.95/28.92  																																																	| (662) e3 = e2
% 63.95/28.92  																																																	|
% 63.95/28.92  																																																	| Combining equations (455,662) yields a new equation:
% 63.95/28.92  																																																	| (617) e2 = e1
% 63.95/28.92  																																																	|
% 63.95/28.92  																																																	| Combining equations (617,330) yields a new equation:
% 63.95/28.92  																																																	| (546) e1 = e0
% 63.95/28.92  																																																	|
% 63.95/28.92  																																																	| Simplifying 546 yields:
% 63.95/28.92  																																																	| (431) e1 = e0
% 63.95/28.92  																																																	|
% 63.95/28.92  																																																	| Equations (431) can reduce 233 to:
% 63.95/28.92  																																																	| (266) $false
% 63.95/28.92  																																																	|
% 63.95/28.92  																																																	|-The branch is then unsatisfiable
% 63.95/28.92  																																																|-Branch two:
% 63.95/28.92  																																																| (724)  ~ (unit = e4)
% 63.95/28.92  																																																| (725) unit = e3 | unit = e1 | unit = e0
% 63.95/28.92  																																																|
% 63.95/28.92  																																																	+-Applying beta-rule and splitting (725), into two cases.
% 63.95/28.92  																																																	|-Branch one:
% 63.95/28.92  																																																	| (726) unit = e0
% 63.95/28.92  																																																	|
% 63.95/28.92  																																																		| From (726) and (32) follows:
% 63.95/28.92  																																																		| (727) op(e2, e0) = e2
% 63.95/28.92  																																																		|
% 63.95/28.92  																																																		| From (726) and (28) follows:
% 63.95/28.92  																																																		| (2698) op(e1, e0) = e1
% 63.95/28.92  																																																		|
% 63.95/28.92  																																																		| Instantiating formula (29) with e2, e0, e2, e0 and discharging atoms op(e2, e0) = e2, op(e2, e0) = e0, yields:
% 63.95/28.92  																																																		| (330) e2 = e0
% 63.95/28.92  																																																		|
% 63.95/28.92  																																																		| Instantiating formula (29) with e1, e0, e1, e2 and discharging atoms op(e1, e0) = e2, op(e1, e0) = e1, yields:
% 63.95/28.92  																																																		| (617) e2 = e1
% 63.95/28.92  																																																		|
% 63.95/28.92  																																																		| Combining equations (330,617) yields a new equation:
% 63.95/28.92  																																																		| (431) e1 = e0
% 63.95/28.92  																																																		|
% 63.95/28.92  																																																		| Equations (431) can reduce 233 to:
% 63.95/28.92  																																																		| (266) $false
% 63.95/28.92  																																																		|
% 63.95/28.92  																																																		|-The branch is then unsatisfiable
% 63.95/28.92  																																																	|-Branch two:
% 63.95/28.92  																																																	| (734)  ~ (unit = e0)
% 63.95/28.92  																																																	| (735) unit = e3 | unit = e1
% 63.95/28.92  																																																	|
% 63.95/28.92  																																																		+-Applying beta-rule and splitting (735), into two cases.
% 63.95/28.92  																																																		|-Branch one:
% 63.95/28.92  																																																		| (736) unit = e1
% 63.95/28.92  																																																		|
% 63.95/28.92  																																																			| Equations (736) can reduce 734 to:
% 63.95/28.92  																																																			| (233)  ~ (e1 = e0)
% 63.95/28.92  																																																			|
% 63.95/28.92  																																																			| From (736) and (15) follows:
% 63.95/28.92  																																																			| (515) op(e1, e2) = e2
% 63.95/28.92  																																																			|
% 63.95/28.92  																																																			| From (736) and (227) follows:
% 63.95/28.92  																																																			| (739) op(e4, e1) = e4
% 63.95/28.92  																																																			|
% 63.95/28.92  																																																			| From (736) and (40) follows:
% 63.95/28.92  																																																			| (1652) op(e3, e1) = e3
% 63.95/28.92  																																																			|
% 63.95/28.92  																																																			| From (736) and (28) follows:
% 63.95/28.92  																																																			| (740) op(e1, e1) = e1
% 63.95/28.92  																																																			|
% 63.95/28.92  																																																			| Instantiating formula (29) with e4, e1, e4, e3 and discharging atoms op(e4, e1) = e4, op(e4, e1) = e3, yields:
% 63.95/28.92  																																																			| (425) e4 = e3
% 63.95/28.92  																																																			|
% 63.95/28.92  																																																			| Instantiating formula (29) with e3, e1, e3, e0 and discharging atoms op(e3, e1) = e3, op(e3, e1) = e0, yields:
% 63.95/28.92  																																																			| (676) e3 = e0
% 63.95/28.92  																																																			|
% 63.95/28.92  																																																			| Instantiating formula (29) with e1, e2, e2, e3 and discharging atoms op(e1, e2) = e3, op(e1, e2) = e2, yields:
% 63.95/28.92  																																																			| (662) e3 = e2
% 63.95/28.92  																																																			|
% 63.95/28.92  																																																			| Instantiating formula (29) with e1, e1, e1, e4 and discharging atoms op(e1, e1) = e4, op(e1, e1) = e1, yields:
% 63.95/28.92  																																																			| (630) e4 = e1
% 63.95/28.92  																																																			|
% 63.95/28.92  																																																			| Combining equations (425,630) yields a new equation:
% 63.95/28.92  																																																			| (454) e3 = e1
% 63.95/28.92  																																																			|
% 63.95/28.92  																																																			| Simplifying 454 yields:
% 63.95/28.92  																																																			| (455) e3 = e1
% 63.95/28.92  																																																			|
% 63.95/28.92  																																																			| Combining equations (455,662) yields a new equation:
% 63.95/28.92  																																																			| (617) e2 = e1
% 63.95/28.92  																																																			|
% 63.95/28.92  																																																			| Combining equations (676,662) yields a new equation:
% 63.95/28.92  																																																			| (330) e2 = e0
% 63.95/28.92  																																																			|
% 63.95/28.92  																																																			| Combining equations (617,330) yields a new equation:
% 63.95/28.92  																																																			| (546) e1 = e0
% 63.95/28.92  																																																			|
% 63.95/28.92  																																																			| Simplifying 546 yields:
% 63.95/28.92  																																																			| (431) e1 = e0
% 63.95/28.92  																																																			|
% 63.95/28.92  																																																			| Equations (431) can reduce 233 to:
% 63.95/28.92  																																																			| (266) $false
% 63.95/28.92  																																																			|
% 63.95/28.92  																																																			|-The branch is then unsatisfiable
% 63.95/28.92  																																																		|-Branch two:
% 63.95/28.92  																																																		| (748)  ~ (unit = e1)
% 63.95/28.92  																																																		| (749) unit = e3
% 63.95/28.93  																																																		|
% 63.95/28.93  																																																			| From (749) and (209) follows:
% 63.95/28.93  																																																			| (1667) op(e3, e0) = e0
% 63.95/28.93  																																																			|
% 63.95/28.93  																																																			| Instantiating formula (29) with e3, e0, e0, e1 and discharging atoms op(e3, e0) = e1, op(e3, e0) = e0, yields:
% 63.95/28.93  																																																			| (431) e1 = e0
% 63.95/28.93  																																																			|
% 63.95/28.93  																																																			| Equations (431) can reduce 233 to:
% 63.95/28.93  																																																			| (266) $false
% 63.95/28.93  																																																			|
% 63.95/28.93  																																																			|-The branch is then unsatisfiable
% 63.95/28.93  																																														|-Branch two:
% 63.95/28.93  																																														| (462)  ~ (all_0_47_47 = e1)
% 63.95/28.93  																																														| (3264) all_0_51_51 = e1 | all_0_56_56 = e1
% 63.95/28.93  																																														|
% 63.95/28.93  																																															+-Applying beta-rule and splitting (3264), into two cases.
% 63.95/28.93  																																															|-Branch one:
% 63.95/28.93  																																															| (1109) all_0_51_51 = e1
% 63.95/28.93  																																															|
% 63.95/28.93  																																																| Combining equations (660,1109) yields a new equation:
% 63.95/28.93  																																																| (454) e3 = e1
% 63.95/28.93  																																																|
% 63.95/28.93  																																																| Simplifying 454 yields:
% 63.95/28.93  																																																| (455) e3 = e1
% 63.95/28.93  																																																|
% 63.95/28.93  																																																| Equations (455) can reduce 213 to:
% 63.95/28.93  																																																| (266) $false
% 63.95/28.93  																																																|
% 63.95/28.93  																																																|-The branch is then unsatisfiable
% 63.95/28.93  																																															|-Branch two:
% 63.95/28.93  																																															| (464)  ~ (all_0_51_51 = e1)
% 63.95/28.93  																																															| (1569) all_0_56_56 = e1
% 63.95/28.93  																																															|
% 63.95/28.93  																																																| Combining equations (833,1569) yields a new equation:
% 63.95/28.93  																																																| (616) e2 = e1
% 63.95/28.93  																																																|
% 63.95/28.93  																																																| Simplifying 616 yields:
% 63.95/28.93  																																																| (617) e2 = e1
% 63.95/28.93  																																																|
% 63.95/28.93  																																																| Equations (617) can reduce 122 to:
% 63.95/28.93  																																																| (266) $false
% 63.95/28.93  																																																|
% 63.95/28.93  																																																|-The branch is then unsatisfiable
% 63.95/28.93  																																												|-Branch two:
% 63.95/28.93  																																												| (1890)  ~ (all_0_42_42 = e4)
% 63.95/28.93  																																												| (1969) all_0_42_42 = e3 | all_0_42_42 = e1 | all_0_42_42 = e0
% 63.95/28.93  																																												|
% 63.95/28.93  																																													+-Applying beta-rule and splitting (131), into two cases.
% 63.95/28.93  																																													|-Branch one:
% 63.95/28.93  																																													| (459) all_0_42_42 = e1
% 63.95/28.93  																																													|
% 63.95/28.93  																																														| Equations (459) can reduce 1380 to:
% 63.95/28.93  																																														| (266) $false
% 63.95/28.93  																																														|
% 63.95/28.93  																																														|-The branch is then unsatisfiable
% 63.95/28.93  																																													|-Branch two:
% 63.95/28.93  																																													| (1380)  ~ (all_0_42_42 = e1)
% 63.95/28.93  																																													| (3259) all_0_47_47 = e1 | all_0_51_51 = e1 | all_0_56_56 = e1
% 63.95/28.93  																																													|
% 63.95/28.93  																																														+-Applying beta-rule and splitting (1969), into two cases.
% 63.95/28.93  																																														|-Branch one:
% 63.95/28.93  																																														| (559) all_0_42_42 = e0
% 63.95/28.93  																																														|
% 63.95/28.93  																																															| Equations (559) can reduce 358 to:
% 63.95/28.93  																																															| (266) $false
% 63.95/28.93  																																															|
% 63.95/28.93  																																															|-The branch is then unsatisfiable
% 63.95/28.93  																																														|-Branch two:
% 63.95/28.93  																																														| (358)  ~ (all_0_42_42 = e0)
% 63.95/28.93  																																														| (2510) all_0_42_42 = e3 | all_0_42_42 = e1
% 63.95/28.93  																																														|
% 63.95/28.93  																																															+-Applying beta-rule and splitting (2510), into two cases.
% 63.95/28.93  																																															|-Branch one:
% 63.95/28.93  																																															| (459) all_0_42_42 = e1
% 63.95/28.93  																																															|
% 63.95/28.93  																																																| Equations (459) can reduce 1380 to:
% 63.95/28.93  																																																| (266) $false
% 63.95/28.93  																																																|
% 63.95/28.93  																																																|-The branch is then unsatisfiable
% 63.95/28.93  																																															|-Branch two:
% 63.95/28.93  																																															| (1380)  ~ (all_0_42_42 = e1)
% 63.95/28.93  																																															| (516) all_0_42_42 = e3
% 63.95/28.93  																																															|
% 63.95/28.93  																																																| Equations (516) can reduce 405 to:
% 63.95/28.93  																																																| (266) $false
% 63.95/28.93  																																																|
% 63.95/28.93  																																																|-The branch is then unsatisfiable
% 63.95/28.93  																																											|-Branch two:
% 63.95/28.93  																																											| (639)  ~ (all_0_44_44 = e1)
% 63.95/28.93  																																											| (640) all_0_49_49 = e1 | all_0_53_53 = e1 | all_0_58_58 = e1
% 63.95/28.93  																																											|
% 63.95/28.93  																																												+-Applying beta-rule and splitting (1391), into two cases.
% 63.95/28.93  																																												|-Branch one:
% 63.95/28.93  																																												| (1414) all_0_44_44 = e0
% 63.95/28.93  																																												|
% 63.95/28.93  																																													| Equations (1414) can reduce 360 to:
% 63.95/28.93  																																													| (266) $false
% 63.95/28.93  																																													|
% 63.95/28.93  																																													|-The branch is then unsatisfiable
% 63.95/28.93  																																												|-Branch two:
% 63.95/28.93  																																												| (360)  ~ (all_0_44_44 = e0)
% 63.95/28.93  																																												| (1417) all_0_44_44 = e3 | all_0_44_44 = e1
% 63.95/28.93  																																												|
% 63.95/28.93  																																													+-Applying beta-rule and splitting (1417), into two cases.
% 63.95/28.93  																																													|-Branch one:
% 63.95/28.93  																																													| (635) all_0_44_44 = e1
% 63.95/28.93  																																													|
% 63.95/28.93  																																														| Equations (635) can reduce 639 to:
% 63.95/28.93  																																														| (266) $false
% 63.95/28.93  																																														|
% 63.95/28.93  																																														|-The branch is then unsatisfiable
% 63.95/28.93  																																													|-Branch two:
% 63.95/28.93  																																													| (639)  ~ (all_0_44_44 = e1)
% 63.95/28.93  																																													| (532) all_0_44_44 = e3
% 63.95/28.93  																																													|
% 63.95/28.93  																																														| Equations (532) can reduce 407 to:
% 63.95/28.93  																																														| (266) $false
% 63.95/28.93  																																														|
% 63.95/28.93  																																														|-The branch is then unsatisfiable
% 63.95/28.93  																																										|-Branch two:
% 63.95/28.93  																																										| (487)  ~ (all_0_49_49 = e0)
% 63.95/28.93  																																										| (914) all_0_58_58 = e0
% 63.95/28.93  																																										|
% 63.95/28.93  																																											| Combining equations (914,795) yields a new equation:
% 63.95/28.93  																																											| (676) e3 = e0
% 63.95/28.93  																																											|
% 63.95/28.93  																																											| Equations (676) can reduce 80 to:
% 63.95/28.93  																																											| (266) $false
% 63.95/28.93  																																											|
% 63.95/28.93  																																											|-The branch is then unsatisfiable
% 63.95/28.93  																																							|-Branch two:
% 63.95/28.93  																																							| (447)  ~ (all_0_40_40 = e4)
% 63.95/28.93  																																							| (485) all_0_40_40 = e0
% 63.95/28.93  																																							|
% 63.95/28.93  																																								| Equations (485) can reduce 1401 to:
% 63.95/28.93  																																								| (266) $false
% 63.95/28.93  																																								|
% 63.95/28.93  																																								|-The branch is then unsatisfiable
% 63.95/28.93  																																					|-Branch two:
% 63.95/28.93  																																					| (484)  ~ (all_0_39_39 = e0)
% 63.95/28.93  																																					| (558) all_0_42_42 = e0 | all_0_47_47 = e0 | all_0_56_56 = e0
% 63.95/28.93  																																					|
% 63.95/28.93  																																						+-Applying beta-rule and splitting (333), into two cases.
% 63.95/28.93  																																						|-Branch one:
% 63.95/28.93  																																						| (480) all_0_39_39 = e0
% 63.95/28.93  																																						|
% 63.95/28.93  																																							| Equations (480) can reduce 484 to:
% 63.95/28.93  																																							| (266) $false
% 63.95/28.93  																																							|
% 63.95/28.93  																																							|-The branch is then unsatisfiable
% 63.95/28.93  																																						|-Branch two:
% 63.95/28.93  																																						| (484)  ~ (all_0_39_39 = e0)
% 63.95/28.93  																																						| (485) all_0_40_40 = e0
% 63.95/28.93  																																						|
% 63.95/28.93  																																							| Equations (485) can reduce 143 to:
% 63.95/28.93  																																							| (359)  ~ (all_0_44_44 = e0)
% 63.95/28.93  																																							|
% 63.95/28.93  																																							| Simplifying 359 yields:
% 63.95/28.93  																																							| (360)  ~ (all_0_44_44 = e0)
% 63.95/28.93  																																							|
% 63.95/28.93  																																							| Equations (485) can reduce 296 to:
% 63.95/28.93  																																							| (365)  ~ (e2 = e0)
% 63.95/28.93  																																							|
% 63.95/28.93  																																							| Simplifying 365 yields:
% 63.95/28.93  																																							| (128)  ~ (e2 = e0)
% 63.95/28.93  																																							|
% 63.95/28.93  																																							| Equations (485) can reduce 132 to:
% 63.95/28.93  																																							| (435)  ~ (e1 = e0)
% 63.95/28.93  																																							|
% 63.95/28.93  																																							| Simplifying 435 yields:
% 63.95/28.93  																																							| (233)  ~ (e1 = e0)
% 63.95/28.93  																																							|
% 63.95/28.93  																																							+-Applying beta-rule and splitting (558), into two cases.
% 63.95/28.93  																																							|-Branch one:
% 63.95/28.93  																																							| (559) all_0_42_42 = e0
% 63.95/28.93  																																							|
% 63.95/28.93  																																								| Equations (559) can reduce 358 to:
% 63.95/28.93  																																								| (266) $false
% 63.95/28.93  																																								|
% 63.95/28.93  																																								|-The branch is then unsatisfiable
% 63.95/28.93  																																							|-Branch two:
% 63.95/28.93  																																							| (358)  ~ (all_0_42_42 = e0)
% 63.95/28.93  																																							| (563) all_0_47_47 = e0 | all_0_56_56 = e0
% 63.95/28.93  																																							|
% 63.95/28.93  																																								+-Applying beta-rule and splitting (563), into two cases.
% 63.95/28.93  																																								|-Branch one:
% 63.95/28.93  																																								| (674) all_0_47_47 = e0
% 63.95/28.93  																																								|
% 63.95/28.93  																																									| Equations (674) can reduce 79 to:
% 63.95/28.93  																																									| (484)  ~ (all_0_39_39 = e0)
% 63.95/28.93  																																									|
% 63.95/28.93  																																									| Equations (674) can reduce 86 to:
% 63.95/28.93  																																									| (486)  ~ (all_0_49_49 = e0)
% 63.95/28.93  																																									|
% 63.95/28.93  																																									| Simplifying 486 yields:
% 63.95/28.93  																																									| (487)  ~ (all_0_49_49 = e0)
% 63.95/28.93  																																									|
% 63.95/28.93  																																									+-Applying beta-rule and splitting (54), into two cases.
% 63.95/28.93  																																									|-Branch one:
% 63.95/28.93  																																									| (583) all_0_49_49 = e2
% 63.95/28.93  																																									|
% 63.95/28.93  																																										| Equations (583) can reduce 340 to:
% 63.95/28.93  																																										| (266) $false
% 63.95/28.93  																																										|
% 63.95/28.93  																																										|-The branch is then unsatisfiable
% 63.95/28.93  																																									|-Branch two:
% 63.95/28.93  																																									| (340)  ~ (all_0_49_49 = e2)
% 63.95/28.93  																																									| (586) all_0_49_49 = e4 | all_0_49_49 = e3 | all_0_49_49 = e1 | all_0_49_49 = e0
% 63.95/28.93  																																									|
% 63.95/28.93  																																										+-Applying beta-rule and splitting (131), into two cases.
% 63.95/28.93  																																										|-Branch one:
% 63.95/28.93  																																										| (459) all_0_42_42 = e1
% 63.95/28.93  																																										|
% 63.95/28.93  																																											| Equations (459) can reduce 73 to:
% 63.95/28.93  																																											| (4057)  ~ (all_0_44_44 = e1)
% 63.95/28.93  																																											|
% 63.95/28.93  																																											| Simplifying 4057 yields:
% 63.95/28.93  																																											| (639)  ~ (all_0_44_44 = e1)
% 63.95/28.93  																																											|
% 63.95/28.93  																																											| Equations (459) can reduce 405 to:
% 63.95/28.93  																																											| (467)  ~ (e3 = e1)
% 63.95/28.93  																																											|
% 63.95/28.93  																																											| Simplifying 467 yields:
% 63.95/28.93  																																											| (213)  ~ (e3 = e1)
% 63.95/28.93  																																											|
% 63.95/28.93  																																											| Equations (459) can reduce 51 to:
% 63.95/28.93  																																											| (604)  ~ (e2 = e1)
% 63.95/28.93  																																											|
% 63.95/28.93  																																											| Simplifying 604 yields:
% 63.95/28.93  																																											| (122)  ~ (e2 = e1)
% 63.95/28.93  																																											|
% 63.95/28.93  																																											| From (459) and (210) follows:
% 63.95/28.93  																																											| (470) op(e3, e2) = e1
% 63.95/28.93  																																											|
% 63.95/28.93  																																											+-Applying beta-rule and splitting (112), into two cases.
% 63.95/28.93  																																											|-Branch one:
% 63.95/28.93  																																											| (635) all_0_44_44 = e1
% 63.95/28.93  																																											|
% 63.95/28.93  																																												| Equations (635) can reduce 639 to:
% 63.95/28.93  																																												| (266) $false
% 63.95/28.93  																																												|
% 63.95/28.93  																																												|-The branch is then unsatisfiable
% 63.95/28.93  																																											|-Branch two:
% 63.95/28.93  																																											| (639)  ~ (all_0_44_44 = e1)
% 63.95/28.93  																																											| (640) all_0_49_49 = e1 | all_0_53_53 = e1 | all_0_58_58 = e1
% 63.95/28.93  																																											|
% 63.95/28.93  																																												+-Applying beta-rule and splitting (26), into two cases.
% 63.95/28.93  																																												|-Branch one:
% 63.95/28.93  																																												| (446) all_0_44_44 = e4
% 63.95/28.93  																																												|
% 63.95/28.93  																																													| From (446) and (138) follows:
% 63.95/28.93  																																													| (4646) op(e3, e0) = e4
% 63.95/28.93  																																													|
% 63.95/28.93  																																													+-Applying beta-rule and splitting (164), into two cases.
% 63.95/28.93  																																													|-Branch one:
% 63.95/28.93  																																													| (471) all_0_39_39 = e4
% 63.95/28.93  																																													|
% 63.95/28.93  																																														| From (471) and (14) follows:
% 63.95/28.93  																																														| (4284) op(e4, e2) = e4
% 63.95/28.93  																																														|
% 63.95/28.93  																																														+-Applying beta-rule and splitting (640), into two cases.
% 63.95/28.93  																																														|-Branch one:
% 63.95/28.93  																																														| (671) all_0_49_49 = e1
% 63.95/28.93  																																														|
% 63.95/28.93  																																															| Equations (671) can reduce 340 to:
% 63.95/28.93  																																															| (604)  ~ (e2 = e1)
% 63.95/28.93  																																															|
% 63.95/28.93  																																															| Simplifying 604 yields:
% 63.95/28.93  																																															| (122)  ~ (e2 = e1)
% 63.95/28.93  																																															|
% 63.95/28.93  																																															| Equations (671) can reduce 487 to:
% 63.95/28.93  																																															| (233)  ~ (e1 = e0)
% 63.95/28.93  																																															|
% 63.95/28.93  																																															+-Applying beta-rule and splitting (56), into two cases.
% 63.95/28.93  																																															|-Branch one:
% 63.95/28.93  																																															| (696) unit = e2
% 63.95/28.93  																																															|
% 63.95/28.93  																																																| From (696) and (211) follows:
% 63.95/28.93  																																																| (1612) op(e2, e1) = e1
% 63.95/28.93  																																																|
% 63.95/28.93  																																																| From (696) and (42) follows:
% 63.95/28.93  																																																| (1613) op(e0, e2) = e0
% 63.95/28.93  																																																|
% 63.95/28.93  																																																| Instantiating formula (29) with e2, e1, e1, e2 and discharging atoms op(e2, e1) = e2, op(e2, e1) = e1, yields:
% 63.95/28.93  																																																| (617) e2 = e1
% 63.95/28.93  																																																|
% 63.95/28.93  																																																| Instantiating formula (29) with e0, e2, e0, e2 and discharging atoms op(e0, e2) = e2, op(e0, e2) = e0, yields:
% 63.95/28.93  																																																| (330) e2 = e0
% 63.95/28.93  																																																|
% 63.95/28.93  																																																| Combining equations (330,617) yields a new equation:
% 63.95/28.93  																																																| (431) e1 = e0
% 63.95/28.93  																																																|
% 63.95/28.93  																																																| Equations (431) can reduce 233 to:
% 63.95/28.93  																																																| (266) $false
% 63.95/28.93  																																																|
% 63.95/28.93  																																																|-The branch is then unsatisfiable
% 63.95/28.93  																																															|-Branch two:
% 63.95/28.93  																																															| (707)  ~ (unit = e2)
% 63.95/28.93  																																															| (708) unit = e4 | unit = e3 | unit = e1 | unit = e0
% 63.95/28.93  																																															|
% 63.95/28.93  																																																+-Applying beta-rule and splitting (708), into two cases.
% 63.95/28.93  																																																|-Branch one:
% 63.95/28.93  																																																| (709) unit = e4
% 63.95/28.93  																																																|
% 63.95/28.93  																																																	| From (709) and (15) follows:
% 63.95/28.93  																																																	| (22188) op(e4, e2) = e2
% 63.95/28.93  																																																	|
% 63.95/28.93  																																																	| From (709) and (211) follows:
% 63.95/28.93  																																																	| (22527) op(e4, e1) = e1
% 63.95/28.93  																																																	|
% 63.95/28.93  																																																	| From (709) and (32) follows:
% 63.95/28.93  																																																	| (712) op(e2, e4) = e2
% 63.95/28.93  																																																	|
% 63.95/28.93  																																																	| From (709) and (42) follows:
% 63.95/28.93  																																																	| (713) op(e0, e4) = e0
% 63.95/28.93  																																																	|
% 63.95/28.93  																																																	| Instantiating formula (29) with e4, e2, e2, e4 and discharging atoms op(e4, e2) = e4, op(e4, e2) = e2, yields:
% 63.95/28.93  																																																	| (323) e4 = e2
% 63.95/28.93  																																																	|
% 63.95/28.93  																																																	| Instantiating formula (29) with e4, e1, e1, e3 and discharging atoms op(e4, e1) = e3, op(e4, e1) = e1, yields:
% 63.95/28.93  																																																	| (455) e3 = e1
% 63.95/28.93  																																																	|
% 63.95/28.93  																																																	| Instantiating formula (29) with e2, e4, e2, e3 and discharging atoms op(e2, e4) = e3, op(e2, e4) = e2, yields:
% 63.95/28.93  																																																	| (662) e3 = e2
% 63.95/28.93  																																																	|
% 63.95/28.93  																																																	| Instantiating formula (29) with e0, e4, e0, e4 and discharging atoms op(e0, e4) = e4, op(e0, e4) = e0, yields:
% 63.95/28.93  																																																	| (397) e4 = e0
% 63.95/28.93  																																																	|
% 63.95/28.93  																																																	| Combining equations (323,397) yields a new equation:
% 63.95/28.93  																																																	| (391) e2 = e0
% 63.95/28.93  																																																	|
% 63.95/28.93  																																																	| Simplifying 391 yields:
% 63.95/28.93  																																																	| (330) e2 = e0
% 63.95/28.93  																																																	|
% 63.95/28.93  																																																	| Combining equations (455,662) yields a new equation:
% 63.95/28.93  																																																	| (617) e2 = e1
% 63.95/28.93  																																																	|
% 63.95/28.93  																																																	| Combining equations (617,330) yields a new equation:
% 63.95/28.93  																																																	| (546) e1 = e0
% 63.95/28.93  																																																	|
% 63.95/28.93  																																																	| Simplifying 546 yields:
% 63.95/28.93  																																																	| (431) e1 = e0
% 63.95/28.93  																																																	|
% 63.95/28.93  																																																	| Equations (431) can reduce 233 to:
% 63.95/28.93  																																																	| (266) $false
% 63.95/28.93  																																																	|
% 63.95/28.93  																																																	|-The branch is then unsatisfiable
% 63.95/28.93  																																																|-Branch two:
% 63.95/28.93  																																																| (724)  ~ (unit = e4)
% 63.95/28.93  																																																| (725) unit = e3 | unit = e1 | unit = e0
% 63.95/28.93  																																																|
% 63.95/28.93  																																																	+-Applying beta-rule and splitting (725), into two cases.
% 63.95/28.93  																																																	|-Branch one:
% 63.95/28.93  																																																	| (726) unit = e0
% 63.95/28.93  																																																	|
% 63.95/28.93  																																																		| From (726) and (28) follows:
% 63.95/28.93  																																																		| (2698) op(e1, e0) = e1
% 63.95/28.93  																																																		|
% 63.95/28.93  																																																		| Instantiating formula (29) with e1, e0, e1, e2 and discharging atoms op(e1, e0) = e2, op(e1, e0) = e1, yields:
% 63.95/28.93  																																																		| (617) e2 = e1
% 63.95/28.93  																																																		|
% 63.95/28.93  																																																		| Equations (617) can reduce 122 to:
% 63.95/28.93  																																																		| (266) $false
% 63.95/28.93  																																																		|
% 63.95/28.93  																																																		|-The branch is then unsatisfiable
% 63.95/28.93  																																																	|-Branch two:
% 63.95/28.93  																																																	| (734)  ~ (unit = e0)
% 63.95/28.93  																																																	| (735) unit = e3 | unit = e1
% 63.95/28.93  																																																	|
% 63.95/28.93  																																																		+-Applying beta-rule and splitting (735), into two cases.
% 63.95/28.93  																																																		|-Branch one:
% 63.95/28.93  																																																		| (736) unit = e1
% 63.95/28.93  																																																		|
% 63.95/28.93  																																																			| Equations (736) can reduce 734 to:
% 63.95/28.93  																																																			| (233)  ~ (e1 = e0)
% 63.95/28.93  																																																			|
% 63.95/28.93  																																																			| From (736) and (15) follows:
% 63.95/28.93  																																																			| (515) op(e1, e2) = e2
% 63.95/28.93  																																																			|
% 63.95/28.93  																																																			| From (736) and (227) follows:
% 63.95/28.93  																																																			| (739) op(e4, e1) = e4
% 63.95/28.93  																																																			|
% 63.95/28.93  																																																			| From (736) and (40) follows:
% 63.95/28.93  																																																			| (1652) op(e3, e1) = e3
% 63.95/28.93  																																																			|
% 63.95/28.93  																																																			| From (736) and (28) follows:
% 63.95/28.93  																																																			| (740) op(e1, e1) = e1
% 63.95/28.93  																																																			|
% 63.95/28.93  																																																			| Instantiating formula (29) with e4, e1, e4, e3 and discharging atoms op(e4, e1) = e4, op(e4, e1) = e3, yields:
% 63.95/28.93  																																																			| (425) e4 = e3
% 63.95/28.93  																																																			|
% 63.95/28.93  																																																			| Instantiating formula (29) with e3, e1, e3, e0 and discharging atoms op(e3, e1) = e3, op(e3, e1) = e0, yields:
% 63.95/28.93  																																																			| (676) e3 = e0
% 63.95/28.93  																																																			|
% 63.95/28.93  																																																			| Instantiating formula (29) with e1, e2, e2, e3 and discharging atoms op(e1, e2) = e3, op(e1, e2) = e2, yields:
% 63.95/28.93  																																																			| (662) e3 = e2
% 63.95/28.93  																																																			|
% 63.95/28.93  																																																			| Instantiating formula (29) with e1, e1, e1, e4 and discharging atoms op(e1, e1) = e4, op(e1, e1) = e1, yields:
% 63.95/28.93  																																																			| (630) e4 = e1
% 63.95/28.93  																																																			|
% 63.95/28.93  																																																			| Combining equations (425,630) yields a new equation:
% 63.95/28.93  																																																			| (454) e3 = e1
% 63.95/28.93  																																																			|
% 63.95/28.93  																																																			| Simplifying 454 yields:
% 63.95/28.93  																																																			| (455) e3 = e1
% 63.95/28.93  																																																			|
% 63.95/28.93  																																																			| Combining equations (455,662) yields a new equation:
% 63.95/28.93  																																																			| (617) e2 = e1
% 63.95/28.93  																																																			|
% 63.95/28.93  																																																			| Combining equations (676,662) yields a new equation:
% 63.95/28.93  																																																			| (330) e2 = e0
% 63.95/28.93  																																																			|
% 63.95/28.93  																																																			| Combining equations (617,330) yields a new equation:
% 63.95/28.93  																																																			| (546) e1 = e0
% 63.95/28.93  																																																			|
% 63.95/28.93  																																																			| Simplifying 546 yields:
% 63.95/28.93  																																																			| (431) e1 = e0
% 63.95/28.93  																																																			|
% 63.95/28.93  																																																			| Equations (431) can reduce 233 to:
% 63.95/28.93  																																																			| (266) $false
% 63.95/28.93  																																																			|
% 63.95/28.93  																																																			|-The branch is then unsatisfiable
% 63.95/28.93  																																																		|-Branch two:
% 63.95/28.93  																																																		| (748)  ~ (unit = e1)
% 63.95/28.93  																																																		| (749) unit = e3
% 63.95/28.93  																																																		|
% 63.95/28.93  																																																			| From (749) and (15) follows:
% 63.99/28.93  																																																			| (751) op(e3, e2) = e2
% 63.99/28.93  																																																			|
% 63.99/28.93  																																																			| From (749) and (209) follows:
% 63.99/28.93  																																																			| (1667) op(e3, e0) = e0
% 63.99/28.93  																																																			|
% 63.99/28.93  																																																			| From (749) and (32) follows:
% 63.99/28.93  																																																			| (5793) op(e2, e3) = e2
% 63.99/28.93  																																																			|
% 63.99/28.93  																																																			| Instantiating formula (29) with e3, e2, e2, e1 and discharging atoms op(e3, e2) = e2, op(e3, e2) = e1, yields:
% 63.99/28.93  																																																			| (617) e2 = e1
% 63.99/28.93  																																																			|
% 63.99/28.93  																																																			| Instantiating formula (29) with e3, e0, e0, e4 and discharging atoms op(e3, e0) = e4, op(e3, e0) = e0, yields:
% 63.99/28.93  																																																			| (397) e4 = e0
% 63.99/28.93  																																																			|
% 63.99/28.93  																																																			| Instantiating formula (29) with e2, e3, e2, e4 and discharging atoms op(e2, e3) = e4, op(e2, e3) = e2, yields:
% 63.99/28.93  																																																			| (323) e4 = e2
% 63.99/28.93  																																																			|
% 63.99/28.93  																																																			| Combining equations (323,397) yields a new equation:
% 63.99/28.93  																																																			| (391) e2 = e0
% 63.99/28.93  																																																			|
% 63.99/28.93  																																																			| Simplifying 391 yields:
% 63.99/28.93  																																																			| (330) e2 = e0
% 63.99/28.93  																																																			|
% 63.99/28.93  																																																			| Combining equations (330,617) yields a new equation:
% 63.99/28.93  																																																			| (431) e1 = e0
% 63.99/28.93  																																																			|
% 63.99/28.93  																																																			| Equations (431) can reduce 233 to:
% 63.99/28.93  																																																			| (266) $false
% 63.99/28.93  																																																			|
% 63.99/28.93  																																																			|-The branch is then unsatisfiable
% 63.99/28.93  																																														|-Branch two:
% 63.99/28.93  																																														| (1064)  ~ (all_0_49_49 = e1)
% 63.99/28.93  																																														| (2141) all_0_53_53 = e1 | all_0_58_58 = e1
% 63.99/28.93  																																														|
% 63.99/28.93  																																															+-Applying beta-rule and splitting (2141), into two cases.
% 63.99/28.93  																																															|-Branch one:
% 63.99/28.93  																																															| (1208) all_0_53_53 = e1
% 63.99/28.93  																																															|
% 63.99/28.93  																																																| Combining equations (607,1208) yields a new equation:
% 63.99/28.93  																																																| (616) e2 = e1
% 63.99/28.93  																																																|
% 63.99/28.93  																																																| Simplifying 616 yields:
% 63.99/28.93  																																																| (617) e2 = e1
% 63.99/28.93  																																																|
% 63.99/28.93  																																																| Equations (617) can reduce 122 to:
% 63.99/28.93  																																																| (266) $false
% 63.99/28.93  																																																|
% 63.99/28.93  																																																|-The branch is then unsatisfiable
% 63.99/28.93  																																															|-Branch two:
% 63.99/28.94  																																															| (1459)  ~ (all_0_53_53 = e1)
% 63.99/28.94  																																															| (918) all_0_58_58 = e1
% 63.99/28.94  																																															|
% 63.99/28.94  																																																| Combining equations (918,795) yields a new equation:
% 63.99/28.94  																																																| (455) e3 = e1
% 63.99/28.94  																																																|
% 63.99/28.94  																																																| Equations (455) can reduce 213 to:
% 63.99/28.94  																																																| (266) $false
% 63.99/28.94  																																																|
% 63.99/28.94  																																																|-The branch is then unsatisfiable
% 63.99/28.94  																																													|-Branch two:
% 63.99/28.94  																																													| (1377)  ~ (all_0_39_39 = e4)
% 63.99/28.94  																																													| (2115) all_0_42_42 = e4 | all_0_47_47 = e4 | all_0_51_51 = e4 | all_0_56_56 = e4
% 63.99/28.94  																																													|
% 63.99/28.94  																																														+-Applying beta-rule and splitting (320), into two cases.
% 63.99/28.94  																																														|-Branch one:
% 63.99/28.94  																																														| (471) all_0_39_39 = e4
% 63.99/28.94  																																														|
% 63.99/28.94  																																															| Equations (471) can reduce 1377 to:
% 63.99/28.94  																																															| (266) $false
% 63.99/28.94  																																															|
% 63.99/28.94  																																															|-The branch is then unsatisfiable
% 63.99/28.94  																																														|-Branch two:
% 63.99/28.94  																																														| (1377)  ~ (all_0_39_39 = e4)
% 63.99/28.94  																																														| (480) all_0_39_39 = e0
% 63.99/28.94  																																														|
% 63.99/28.94  																																															| Equations (480) can reduce 484 to:
% 63.99/28.94  																																															| (266) $false
% 63.99/28.94  																																															|
% 63.99/28.94  																																															|-The branch is then unsatisfiable
% 63.99/28.94  																																												|-Branch two:
% 63.99/28.94  																																												| (1390)  ~ (all_0_44_44 = e4)
% 63.99/28.94  																																												| (1391) all_0_44_44 = e3 | all_0_44_44 = e1 | all_0_44_44 = e0
% 63.99/28.94  																																												|
% 63.99/28.94  																																													+-Applying beta-rule and splitting (1391), into two cases.
% 63.99/28.94  																																													|-Branch one:
% 63.99/28.94  																																													| (1414) all_0_44_44 = e0
% 63.99/28.94  																																													|
% 63.99/28.94  																																														| Equations (1414) can reduce 360 to:
% 63.99/28.94  																																														| (266) $false
% 63.99/28.94  																																														|
% 63.99/28.94  																																														|-The branch is then unsatisfiable
% 63.99/28.94  																																													|-Branch two:
% 63.99/28.94  																																													| (360)  ~ (all_0_44_44 = e0)
% 63.99/28.94  																																													| (1417) all_0_44_44 = e3 | all_0_44_44 = e1
% 63.99/28.94  																																													|
% 63.99/28.94  																																														+-Applying beta-rule and splitting (1417), into two cases.
% 63.99/28.94  																																														|-Branch one:
% 63.99/28.94  																																														| (635) all_0_44_44 = e1
% 63.99/28.94  																																														|
% 63.99/28.94  																																															| Equations (635) can reduce 639 to:
% 63.99/28.94  																																															| (266) $false
% 63.99/28.94  																																															|
% 63.99/28.94  																																															|-The branch is then unsatisfiable
% 63.99/28.94  																																														|-Branch two:
% 63.99/28.94  																																														| (639)  ~ (all_0_44_44 = e1)
% 63.99/28.94  																																														| (532) all_0_44_44 = e3
% 63.99/28.94  																																														|
% 63.99/28.94  																																															| Equations (532) can reduce 407 to:
% 63.99/28.94  																																															| (266) $false
% 63.99/28.94  																																															|
% 63.99/28.94  																																															|-The branch is then unsatisfiable
% 63.99/28.94  																																										|-Branch two:
% 63.99/28.94  																																										| (1380)  ~ (all_0_42_42 = e1)
% 63.99/28.94  																																										| (3259) all_0_47_47 = e1 | all_0_51_51 = e1 | all_0_56_56 = e1
% 63.99/28.94  																																										|
% 63.99/28.94  																																											+-Applying beta-rule and splitting (3259), into two cases.
% 63.99/28.94  																																											|-Branch one:
% 63.99/28.94  																																											| (654) all_0_47_47 = e1
% 63.99/28.94  																																											|
% 63.99/28.94  																																												| Combining equations (674,654) yields a new equation:
% 63.99/28.94  																																												| (431) e1 = e0
% 63.99/28.94  																																												|
% 63.99/28.94  																																												| Equations (431) can reduce 233 to:
% 63.99/28.94  																																												| (266) $false
% 63.99/28.94  																																												|
% 63.99/28.94  																																												|-The branch is then unsatisfiable
% 63.99/28.94  																																											|-Branch two:
% 63.99/28.94  																																											| (462)  ~ (all_0_47_47 = e1)
% 63.99/28.94  																																											| (3264) all_0_51_51 = e1 | all_0_56_56 = e1
% 63.99/28.94  																																											|
% 63.99/28.94  																																												+-Applying beta-rule and splitting (103), into two cases.
% 63.99/28.94  																																												|-Branch one:
% 63.99/28.94  																																												| (453) all_0_41_41 = e1
% 63.99/28.94  																																												|
% 63.99/28.94  																																													| Combining equations (453,403) yields a new equation:
% 63.99/28.94  																																													| (455) e3 = e1
% 63.99/28.94  																																													|
% 63.99/28.94  																																													| Equations (455) can reduce 213 to:
% 63.99/28.94  																																													| (266) $false
% 63.99/28.94  																																													|
% 63.99/28.94  																																													|-The branch is then unsatisfiable
% 63.99/28.94  																																												|-Branch two:
% 63.99/28.94  																																												| (457)  ~ (all_0_41_41 = e1)
% 63.99/28.94  																																												| (458) all_0_42_42 = e1 | all_0_43_43 = e1 | all_0_44_44 = e1
% 63.99/28.94  																																												|
% 63.99/28.94  																																													| Equations (403) can reduce 457 to:
% 63.99/28.94  																																													| (213)  ~ (e3 = e1)
% 63.99/28.94  																																													|
% 63.99/28.94  																																													+-Applying beta-rule and splitting (3264), into two cases.
% 63.99/28.94  																																													|-Branch one:
% 63.99/28.94  																																													| (1109) all_0_51_51 = e1
% 63.99/28.94  																																													|
% 63.99/28.94  																																														| Combining equations (660,1109) yields a new equation:
% 63.99/28.94  																																														| (454) e3 = e1
% 63.99/28.94  																																														|
% 63.99/28.94  																																														| Simplifying 454 yields:
% 63.99/28.94  																																														| (455) e3 = e1
% 63.99/28.94  																																														|
% 63.99/28.94  																																														| Equations (455) can reduce 213 to:
% 63.99/28.94  																																														| (266) $false
% 63.99/28.94  																																														|
% 63.99/28.94  																																														|-The branch is then unsatisfiable
% 63.99/28.94  																																													|-Branch two:
% 63.99/28.94  																																													| (464)  ~ (all_0_51_51 = e1)
% 63.99/28.94  																																													| (1569) all_0_56_56 = e1
% 63.99/28.94  																																													|
% 63.99/28.94  																																														| Combining equations (1569,833) yields a new equation:
% 63.99/28.94  																																														| (617) e2 = e1
% 63.99/28.94  																																														|
% 63.99/28.94  																																														| Equations (617) can reduce 122 to:
% 63.99/28.94  																																														| (266) $false
% 63.99/28.94  																																														|
% 63.99/28.94  																																														|-The branch is then unsatisfiable
% 63.99/28.94  																																								|-Branch two:
% 63.99/28.94  																																								| (678)  ~ (all_0_47_47 = e0)
% 63.99/28.94  																																								| (679) all_0_56_56 = e0
% 63.99/28.94  																																								|
% 63.99/28.94  																																									| Combining equations (833,679) yields a new equation:
% 63.99/28.94  																																									| (391) e2 = e0
% 63.99/28.94  																																									|
% 63.99/28.94  																																									| Simplifying 391 yields:
% 63.99/28.94  																																									| (330) e2 = e0
% 63.99/28.94  																																									|
% 63.99/28.94  																																									| Equations (330) can reduce 128 to:
% 63.99/28.94  																																									| (266) $false
% 63.99/28.94  																																									|
% 63.99/28.94  																																									|-The branch is then unsatisfiable
% 63.99/28.94  																																				|-Branch two:
% 63.99/28.94  																																				| (250)  ~ (all_0_46_46 = e4)
% 63.99/28.94  																																				| (774) all_0_50_50 = e4 | all_0_55_55 = e4
% 63.99/28.94  																																				|
% 63.99/28.94  																																					+-Applying beta-rule and splitting (774), into two cases.
% 63.99/28.94  																																					|-Branch one:
% 63.99/28.94  																																					| (775) all_0_50_50 = e4
% 63.99/28.94  																																					|
% 63.99/28.94  																																						| Combining equations (775,601) yields a new equation:
% 63.99/28.94  																																						| (636) e4 = e1
% 63.99/28.94  																																						|
% 63.99/28.94  																																						| Simplifying 636 yields:
% 63.99/28.94  																																						| (630) e4 = e1
% 63.99/28.94  																																						|
% 63.99/28.94  																																						| Equations (630) can reduce 110 to:
% 63.99/28.94  																																						| (266) $false
% 63.99/28.94  																																						|
% 63.99/28.94  																																						|-The branch is then unsatisfiable
% 63.99/28.94  																																					|-Branch two:
% 63.99/28.94  																																					| (566)  ~ (all_0_50_50 = e4)
% 63.99/28.94  																																					| (587) all_0_55_55 = e4
% 63.99/28.94  																																					|
% 63.99/28.94  																																						| Combining equations (858,587) yields a new equation:
% 63.99/28.94  																																						| (397) e4 = e0
% 63.99/28.94  																																						|
% 63.99/28.94  																																						| Equations (397) can reduce 49 to:
% 63.99/28.94  																																						| (266) $false
% 63.99/28.94  																																						|
% 63.99/28.94  																																						|-The branch is then unsatisfiable
% 63.99/28.94  																																	|-Branch two:
% 63.99/28.94  																																	| (803)  ~ (all_0_55_55 = e0)
% 63.99/28.94  																																	| (863) all_0_56_56 = e0 | all_0_57_57 = e0 | all_0_58_58 = e0
% 63.99/28.94  																																	|
% 63.99/28.94  																																		+-Applying beta-rule and splitting (243), into two cases.
% 63.99/28.94  																																		|-Branch one:
% 63.99/28.94  																																		| (329) all_0_38_38 = e0
% 63.99/28.94  																																		|
% 63.99/28.94  																																			| Combining equations (329,292) yields a new equation:
% 63.99/28.94  																																			| (330) e2 = e0
% 63.99/28.94  																																			|
% 63.99/28.94  																																			| Equations (330) can reduce 128 to:
% 63.99/28.94  																																			| (266) $false
% 63.99/28.94  																																			|
% 63.99/28.94  																																			|-The branch is then unsatisfiable
% 63.99/28.94  																																		|-Branch two:
% 63.99/28.94  																																		| (332)  ~ (all_0_38_38 = e0)
% 63.99/28.94  																																		| (395) all_0_41_41 = e0 | all_0_46_46 = e0 | all_0_55_55 = e0
% 63.99/28.94  																																		|
% 63.99/28.94  																																			+-Applying beta-rule and splitting (395), into two cases.
% 63.99/28.94  																																			|-Branch one:
% 63.99/28.94  																																			| (794) all_0_41_41 = e0
% 63.99/28.94  																																			|
% 63.99/28.94  																																				| Combining equations (794,403) yields a new equation:
% 63.99/28.94  																																				| (676) e3 = e0
% 63.99/28.94  																																				|
% 63.99/28.94  																																				| Equations (676) can reduce 80 to:
% 63.99/28.94  																																				| (266) $false
% 63.99/28.94  																																				|
% 63.99/28.94  																																				|-The branch is then unsatisfiable
% 63.99/28.94  																																			|-Branch two:
% 63.99/28.94  																																			| (357)  ~ (all_0_41_41 = e0)
% 63.99/28.94  																																			| (895) all_0_46_46 = e0 | all_0_55_55 = e0
% 63.99/28.94  																																			|
% 63.99/28.94  																																				+-Applying beta-rule and splitting (895), into two cases.
% 63.99/28.94  																																				|-Branch one:
% 63.99/28.94  																																				| (538) all_0_46_46 = e0
% 63.99/28.94  																																				|
% 63.99/28.94  																																					+-Applying beta-rule and splitting (62), into two cases.
% 63.99/28.94  																																					|-Branch one:
% 63.99/28.94  																																					| (321) all_0_38_38 = e4
% 63.99/28.94  																																					|
% 63.99/28.94  																																						| Combining equations (321,292) yields a new equation:
% 63.99/28.94  																																						| (322) e4 = e2
% 63.99/28.94  																																						|
% 63.99/28.94  																																						| Simplifying 322 yields:
% 63.99/28.94  																																						| (323) e4 = e2
% 63.99/28.94  																																						|
% 63.99/28.94  																																						| Equations (323) can reduce 48 to:
% 63.99/28.94  																																						| (266) $false
% 63.99/28.94  																																						|
% 63.99/28.94  																																						|-The branch is then unsatisfiable
% 63.99/28.94  																																					|-Branch two:
% 63.99/28.94  																																					| (325)  ~ (all_0_38_38 = e4)
% 63.99/28.94  																																					| (582) all_0_41_41 = e4 | all_0_46_46 = e4 | all_0_50_50 = e4 | all_0_55_55 = e4
% 63.99/28.94  																																					|
% 63.99/28.94  																																						+-Applying beta-rule and splitting (582), into two cases.
% 63.99/28.94  																																						|-Branch one:
% 63.99/28.94  																																						| (437) all_0_41_41 = e4
% 63.99/28.94  																																						|
% 63.99/28.94  																																							| Combining equations (437,403) yields a new equation:
% 63.99/28.94  																																							| (424) e4 = e3
% 63.99/28.94  																																							|
% 63.99/28.94  																																							| Simplifying 424 yields:
% 63.99/28.94  																																							| (425) e4 = e3
% 63.99/28.94  																																							|
% 63.99/28.94  																																							| Equations (425) can reduce 188 to:
% 63.99/28.94  																																							| (266) $false
% 63.99/28.94  																																							|
% 63.99/28.94  																																							|-The branch is then unsatisfiable
% 63.99/28.94  																																						|-Branch two:
% 63.99/28.94  																																						| (440)  ~ (all_0_41_41 = e4)
% 63.99/28.94  																																						| (769) all_0_46_46 = e4 | all_0_50_50 = e4 | all_0_55_55 = e4
% 63.99/28.94  																																						|
% 63.99/28.94  																																							+-Applying beta-rule and splitting (769), into two cases.
% 63.99/28.94  																																							|-Branch one:
% 63.99/28.94  																																							| (770) all_0_46_46 = e4
% 63.99/28.94  																																							|
% 63.99/28.94  																																								| Combining equations (770,538) yields a new equation:
% 63.99/28.94  																																								| (481) e4 = e0
% 63.99/28.94  																																								|
% 63.99/28.94  																																								| Simplifying 481 yields:
% 63.99/28.94  																																								| (397) e4 = e0
% 63.99/28.94  																																								|
% 63.99/28.94  																																								| Equations (397) can reduce 49 to:
% 63.99/28.94  																																								| (266) $false
% 63.99/28.94  																																								|
% 63.99/28.94  																																								|-The branch is then unsatisfiable
% 63.99/28.94  																																							|-Branch two:
% 63.99/28.94  																																							| (250)  ~ (all_0_46_46 = e4)
% 63.99/28.94  																																							| (774) all_0_50_50 = e4 | all_0_55_55 = e4
% 63.99/28.94  																																							|
% 63.99/28.94  																																								+-Applying beta-rule and splitting (774), into two cases.
% 63.99/28.94  																																								|-Branch one:
% 63.99/28.94  																																								| (775) all_0_50_50 = e4
% 63.99/28.94  																																								|
% 63.99/28.94  																																									| Combining equations (601,775) yields a new equation:
% 63.99/28.94  																																									| (630) e4 = e1
% 63.99/28.94  																																									|
% 63.99/28.94  																																									| Equations (630) can reduce 110 to:
% 63.99/28.94  																																									| (266) $false
% 63.99/28.94  																																									|
% 63.99/28.94  																																									|-The branch is then unsatisfiable
% 63.99/28.94  																																								|-Branch two:
% 63.99/28.94  																																								| (566)  ~ (all_0_50_50 = e4)
% 63.99/28.94  																																								| (587) all_0_55_55 = e4
% 63.99/28.94  																																								|
% 63.99/28.94  																																									| Equations (587) can reduce 763 to:
% 63.99/28.94  																																									| (266) $false
% 63.99/28.94  																																									|
% 63.99/28.94  																																									|-The branch is then unsatisfiable
% 63.99/28.94  																																				|-Branch two:
% 63.99/28.94  																																				| (831)  ~ (all_0_46_46 = e0)
% 63.99/28.94  																																				| (858) all_0_55_55 = e0
% 63.99/28.94  																																				|
% 63.99/28.94  																																					| Equations (858) can reduce 803 to:
% 63.99/28.94  																																					| (266) $false
% 63.99/28.94  																																					|
% 63.99/28.94  																																					|-The branch is then unsatisfiable
% 63.99/28.94  																													|-Branch two:
% 63.99/28.94  																													| (1898)  ~ (all_0_41_41 = e3)
% 63.99/28.94  																													| (1899) all_0_42_42 = e3 | all_0_44_44 = e3
% 63.99/28.94  																													|
% 63.99/28.94  																														+-Applying beta-rule and splitting (27), into two cases.
% 63.99/28.94  																														|-Branch one:
% 63.99/28.94  																														| (437) all_0_41_41 = e4
% 63.99/28.94  																														|
% 63.99/28.94  																															| Equations (437) can reduce 214 to:
% 63.99/28.94  																															| (1901)  ~ (all_0_42_42 = e4)
% 63.99/28.94  																															|
% 63.99/28.94  																															| Simplifying 1901 yields:
% 63.99/28.94  																															| (1890)  ~ (all_0_42_42 = e4)
% 63.99/28.94  																															|
% 63.99/28.94  																															| Equations (437) can reduce 149 to:
% 63.99/28.94  																															| (1903)  ~ (all_0_44_44 = e4)
% 63.99/28.94  																															|
% 63.99/28.94  																															| Simplifying 1903 yields:
% 63.99/28.94  																															| (1390)  ~ (all_0_44_44 = e4)
% 63.99/28.94  																															|
% 63.99/28.94  																															| Equations (437) can reduce 43 to:
% 63.99/28.94  																															| (249)  ~ (all_0_46_46 = e4)
% 63.99/28.94  																															|
% 63.99/28.94  																															| Simplifying 249 yields:
% 63.99/28.94  																															| (250)  ~ (all_0_46_46 = e4)
% 63.99/28.94  																															|
% 63.99/28.94  																															| Equations (437) can reduce 191 to:
% 63.99/28.94  																															| (1909)  ~ (all_0_55_55 = e4)
% 63.99/28.94  																															|
% 63.99/28.94  																															| Simplifying 1909 yields:
% 63.99/28.94  																															| (763)  ~ (all_0_55_55 = e4)
% 63.99/28.94  																															|
% 63.99/28.94  																															| Equations (437) can reduce 85 to:
% 63.99/28.94  																															| (48)  ~ (e4 = e2)
% 63.99/28.94  																															|
% 63.99/28.94  																															| Equations (437) can reduce 457 to:
% 63.99/28.94  																															| (110)  ~ (e4 = e1)
% 63.99/28.94  																															|
% 63.99/28.94  																															| Equations (437) can reduce 357 to:
% 63.99/28.94  																															| (49)  ~ (e4 = e0)
% 63.99/28.94  																															|
% 63.99/28.94  																															| From (437) and (219) follows:
% 63.99/28.94  																															| (1913) op(e3, e3) = e4
% 63.99/28.94  																															|
% 63.99/28.94  																															+-Applying beta-rule and splitting (1899), into two cases.
% 63.99/28.94  																															|-Branch one:
% 63.99/28.94  																															| (516) all_0_42_42 = e3
% 63.99/28.94  																															|
% 63.99/28.94  																																| Equations (516) can reduce 405 to:
% 63.99/28.94  																																| (266) $false
% 63.99/28.94  																																|
% 63.99/28.94  																																|-The branch is then unsatisfiable
% 63.99/28.94  																															|-Branch two:
% 63.99/28.94  																															| (405)  ~ (all_0_42_42 = e3)
% 63.99/28.94  																															| (532) all_0_44_44 = e3
% 63.99/28.94  																															|
% 63.99/28.94  																																| Equations (532) can reduce 143 to:
% 63.99/28.94  																																| (2)  ~ (all_0_40_40 = e3)
% 63.99/28.94  																																|
% 63.99/28.94  																																| Equations (532) can reduce 73 to:
% 63.99/28.94  																																| (405)  ~ (all_0_42_42 = e3)
% 63.99/28.94  																																|
% 63.99/28.94  																																| Equations (532) can reduce 1390 to:
% 63.99/28.94  																																| (277)  ~ (e4 = e3)
% 63.99/28.94  																																|
% 63.99/28.94  																																| Simplifying 277 yields:
% 63.99/28.94  																																| (188)  ~ (e4 = e3)
% 63.99/28.94  																																|
% 63.99/28.94  																																| Equations (532) can reduce 360 to:
% 63.99/28.94  																																| (80)  ~ (e3 = e0)
% 63.99/28.94  																																|
% 63.99/28.94  																																+-Applying beta-rule and splitting (112), into two cases.
% 63.99/28.94  																																|-Branch one:
% 63.99/28.94  																																| (635) all_0_44_44 = e1
% 63.99/28.94  																																|
% 63.99/28.94  																																	| Combining equations (635,532) yields a new equation:
% 63.99/28.94  																																	| (455) e3 = e1
% 63.99/28.94  																																	|
% 63.99/28.94  																																	| Equations (455) can reduce 213 to:
% 63.99/28.94  																																	| (266) $false
% 63.99/28.94  																																	|
% 63.99/28.94  																																	|-The branch is then unsatisfiable
% 63.99/28.94  																																|-Branch two:
% 63.99/28.94  																																| (639)  ~ (all_0_44_44 = e1)
% 63.99/28.94  																																| (640) all_0_49_49 = e1 | all_0_53_53 = e1 | all_0_58_58 = e1
% 63.99/28.94  																																|
% 63.99/28.94  																																	+-Applying beta-rule and splitting (640), into two cases.
% 63.99/28.94  																																	|-Branch one:
% 63.99/28.94  																																	| (671) all_0_49_49 = e1
% 63.99/28.94  																																	|
% 63.99/28.94  																																		| Equations (671) can reduce 200 to:
% 63.99/28.94  																																		| (132)  ~ (all_0_40_40 = e1)
% 63.99/28.94  																																		|
% 63.99/28.94  																																		| Equations (671) can reduce 208 to:
% 63.99/28.94  																																		| (549)  ~ (all_0_46_46 = e1)
% 63.99/28.94  																																		|
% 63.99/28.94  																																		| Equations (671) can reduce 119 to:
% 63.99/28.94  																																		| (879)  ~ (all_0_58_58 = e1)
% 63.99/28.94  																																		|
% 63.99/28.94  																																		| Simplifying 879 yields:
% 63.99/28.94  																																		| (880)  ~ (all_0_58_58 = e1)
% 63.99/28.94  																																		|
% 63.99/28.94  																																		+-Applying beta-rule and splitting (131), into two cases.
% 63.99/28.94  																																		|-Branch one:
% 63.99/28.94  																																		| (459) all_0_42_42 = e1
% 63.99/28.94  																																		|
% 63.99/28.94  																																			| Equations (459) can reduce 1890 to:
% 63.99/28.94  																																			| (602)  ~ (e4 = e1)
% 63.99/28.94  																																			|
% 63.99/28.94  																																			| Simplifying 602 yields:
% 63.99/28.94  																																			| (110)  ~ (e4 = e1)
% 63.99/28.94  																																			|
% 63.99/28.94  																																			| Equations (459) can reduce 405 to:
% 63.99/28.94  																																			| (467)  ~ (e3 = e1)
% 63.99/28.94  																																			|
% 63.99/28.94  																																			| Simplifying 467 yields:
% 63.99/28.94  																																			| (213)  ~ (e3 = e1)
% 63.99/28.94  																																			|
% 63.99/28.94  																																			| Equations (459) can reduce 51 to:
% 63.99/28.94  																																			| (604)  ~ (e2 = e1)
% 63.99/28.94  																																			|
% 63.99/28.94  																																			| Simplifying 604 yields:
% 63.99/28.94  																																			| (122)  ~ (e2 = e1)
% 63.99/28.94  																																			|
% 63.99/28.94  																																			| From (459) and (210) follows:
% 63.99/28.94  																																			| (470) op(e3, e2) = e1
% 63.99/28.94  																																			|
% 63.99/28.94  																																			+-Applying beta-rule and splitting (22), into two cases.
% 63.99/28.94  																																			|-Branch one:
% 63.99/28.94  																																			| (268) all_0_54_54 = e3
% 63.99/28.94  																																			|
% 63.99/28.94  																																				| Combining equations (265,268) yields a new equation:
% 63.99/28.94  																																				| (424) e4 = e3
% 63.99/28.94  																																				|
% 63.99/28.94  																																				| Simplifying 424 yields:
% 63.99/28.94  																																				| (425) e4 = e3
% 63.99/28.94  																																				|
% 63.99/28.94  																																				| Equations (425) can reduce 188 to:
% 63.99/28.94  																																				| (266) $false
% 63.99/28.94  																																				|
% 63.99/28.94  																																				|-The branch is then unsatisfiable
% 63.99/28.94  																																			|-Branch two:
% 63.99/28.94  																																			| (60427)  ~ (all_0_54_54 = e3)
% 63.99/28.94  																																			| (62553) all_0_55_55 = e3 | all_0_56_56 = e3 | all_0_58_58 = e3
% 63.99/28.94  																																			|
% 63.99/28.95  																																				| Equations (265) can reduce 60427 to:
% 63.99/28.95  																																				| (188)  ~ (e4 = e3)
% 63.99/28.95  																																				|
% 63.99/28.95  																																				+-Applying beta-rule and splitting (150), into two cases.
% 63.99/28.95  																																				|-Branch one:
% 63.99/28.95  																																				| (1378) all_0_40_40 = e4
% 63.99/28.95  																																				|
% 63.99/28.95  																																					| Equations (1378) can reduce 176 to:
% 63.99/28.95  																																					| (1377)  ~ (all_0_39_39 = e4)
% 63.99/28.95  																																					|
% 63.99/28.95  																																					| Equations (1378) can reduce 2 to:
% 63.99/28.95  																																					| (188)  ~ (e4 = e3)
% 63.99/28.95  																																					|
% 63.99/28.95  																																					| Equations (1378) can reduce 296 to:
% 63.99/28.95  																																					| (48)  ~ (e4 = e2)
% 63.99/28.95  																																					|
% 63.99/28.95  																																					| Equations (1378) can reduce 132 to:
% 63.99/28.95  																																					| (110)  ~ (e4 = e1)
% 63.99/28.95  																																					|
% 63.99/28.95  																																					+-Applying beta-rule and splitting (62553), into two cases.
% 63.99/28.95  																																					|-Branch one:
% 63.99/28.95  																																					| (2336) all_0_55_55 = e3
% 63.99/28.95  																																					|
% 63.99/28.95  																																						| Equations (2336) can reduce 58 to:
% 63.99/28.95  																																						| (409)  ~ (all_0_46_46 = e3)
% 63.99/28.95  																																						|
% 63.99/28.95  																																						| Equations (2336) can reduce 763 to:
% 63.99/28.95  																																						| (277)  ~ (e4 = e3)
% 63.99/28.95  																																						|
% 63.99/28.95  																																						| Simplifying 277 yields:
% 63.99/28.95  																																						| (188)  ~ (e4 = e3)
% 63.99/28.95  																																						|
% 63.99/28.95  																																						| From (2336) and (74) follows:
% 63.99/28.95  																																						| (2208) op(e0, e3) = e3
% 63.99/28.95  																																						|
% 63.99/28.95  																																						+-Applying beta-rule and splitting (206), into two cases.
% 63.99/28.95  																																						|-Branch one:
% 63.99/28.95  																																						| (248) all_0_45_45 = e4
% 63.99/28.95  																																						|
% 63.99/28.95  																																							| Combining equations (423,248) yields a new equation:
% 63.99/28.95  																																							| (425) e4 = e3
% 63.99/28.95  																																							|
% 63.99/28.95  																																							| Equations (425) can reduce 188 to:
% 63.99/28.95  																																							| (266) $false
% 63.99/28.95  																																							|
% 63.99/28.95  																																							|-The branch is then unsatisfiable
% 63.99/28.95  																																						|-Branch two:
% 63.99/28.95  																																						| (60416)  ~ (all_0_45_45 = e4)
% 63.99/28.95  																																						| (61457) all_0_46_46 = e4 | all_0_47_47 = e4 | all_0_48_48 = e4 | all_0_49_49 = e4
% 63.99/28.95  																																						|
% 63.99/28.95  																																							+-Applying beta-rule and splitting (125), into two cases.
% 63.99/28.95  																																							|-Branch one:
% 63.99/28.95  																																							| (858) all_0_55_55 = e0
% 63.99/28.95  																																							|
% 63.99/28.95  																																								| Combining equations (2336,858) yields a new equation:
% 63.99/28.95  																																								| (675) e3 = e0
% 63.99/28.95  																																								|
% 63.99/28.95  																																								| Simplifying 675 yields:
% 63.99/28.95  																																								| (676) e3 = e0
% 63.99/28.95  																																								|
% 63.99/28.95  																																								| Equations (676) can reduce 80 to:
% 63.99/28.95  																																								| (266) $false
% 63.99/28.95  																																								|
% 63.99/28.95  																																								|-The branch is then unsatisfiable
% 63.99/28.95  																																							|-Branch two:
% 63.99/28.95  																																							| (803)  ~ (all_0_55_55 = e0)
% 63.99/28.95  																																							| (863) all_0_56_56 = e0 | all_0_57_57 = e0 | all_0_58_58 = e0
% 63.99/28.95  																																							|
% 63.99/28.95  																																								+-Applying beta-rule and splitting (123), into two cases.
% 63.99/28.95  																																								|-Branch one:
% 63.99/28.95  																																								| (1794) all_0_46_46 = e2
% 63.99/28.95  																																								|
% 63.99/28.95  																																									| Equations (1794) can reduce 300 to:
% 63.99/28.95  																																									| (266) $false
% 63.99/28.95  																																									|
% 63.99/28.95  																																									|-The branch is then unsatisfiable
% 63.99/28.95  																																								|-Branch two:
% 63.99/28.95  																																								| (300)  ~ (all_0_46_46 = e2)
% 63.99/28.95  																																								| (1797) all_0_46_46 = e4 | all_0_46_46 = e3 | all_0_46_46 = e1 | all_0_46_46 = e0
% 63.99/28.95  																																								|
% 63.99/28.95  																																									+-Applying beta-rule and splitting (75), into two cases.
% 63.99/28.95  																																									|-Branch one:
% 63.99/28.95  																																									| (485) all_0_40_40 = e0
% 63.99/28.95  																																									|
% 63.99/28.95  																																										| Combining equations (485,1378) yields a new equation:
% 63.99/28.95  																																										| (397) e4 = e0
% 63.99/28.95  																																										|
% 63.99/28.95  																																										| Equations (397) can reduce 49 to:
% 63.99/28.95  																																										| (266) $false
% 63.99/28.95  																																										|
% 63.99/28.95  																																										|-The branch is then unsatisfiable
% 63.99/28.95  																																									|-Branch two:
% 63.99/28.95  																																									| (1401)  ~ (all_0_40_40 = e0)
% 63.99/28.95  																																									| (1748) all_0_44_44 = e0 | all_0_49_49 = e0 | all_0_58_58 = e0
% 63.99/28.95  																																									|
% 63.99/28.95  																																										| Equations (1378) can reduce 1401 to:
% 63.99/28.95  																																										| (49)  ~ (e4 = e0)
% 63.99/28.95  																																										|
% 63.99/28.95  																																										+-Applying beta-rule and splitting (164), into two cases.
% 63.99/28.95  																																										|-Branch one:
% 63.99/28.95  																																										| (471) all_0_39_39 = e4
% 63.99/28.95  																																										|
% 63.99/28.95  																																											| Equations (471) can reduce 1377 to:
% 63.99/28.95  																																											| (266) $false
% 63.99/28.95  																																											|
% 63.99/28.95  																																											|-The branch is then unsatisfiable
% 63.99/28.95  																																										|-Branch two:
% 63.99/28.95  																																										| (1377)  ~ (all_0_39_39 = e4)
% 63.99/28.95  																																										| (2115) all_0_42_42 = e4 | all_0_47_47 = e4 | all_0_51_51 = e4 | all_0_56_56 = e4
% 63.99/28.95  																																										|
% 63.99/28.95  																																											+-Applying beta-rule and splitting (333), into two cases.
% 63.99/28.95  																																											|-Branch one:
% 63.99/28.95  																																											| (480) all_0_39_39 = e0
% 63.99/28.95  																																											|
% 63.99/28.95  																																												| From (480) and (14) follows:
% 63.99/28.95  																																												| (4090) op(e4, e2) = e0
% 63.99/28.95  																																												|
% 63.99/28.95  																																												+-Applying beta-rule and splitting (184), into two cases.
% 63.99/28.95  																																												|-Branch one:
% 63.99/28.95  																																												| (538) all_0_46_46 = e0
% 63.99/28.95  																																												|
% 63.99/28.95  																																													| Equations (538) can reduce 250 to:
% 63.99/28.95  																																													| (401)  ~ (e4 = e0)
% 63.99/28.95  																																													|
% 63.99/28.95  																																													| Simplifying 401 yields:
% 63.99/28.95  																																													| (49)  ~ (e4 = e0)
% 63.99/28.95  																																													|
% 63.99/28.95  																																													| Equations (538) can reduce 300 to:
% 63.99/28.95  																																													| (365)  ~ (e2 = e0)
% 63.99/28.95  																																													|
% 63.99/28.95  																																													| Simplifying 365 yields:
% 63.99/28.95  																																													| (128)  ~ (e2 = e0)
% 63.99/28.95  																																													|
% 63.99/28.95  																																													| Equations (538) can reduce 549 to:
% 63.99/28.95  																																													| (435)  ~ (e1 = e0)
% 63.99/28.95  																																													|
% 63.99/28.95  																																													| Simplifying 435 yields:
% 63.99/28.95  																																													| (233)  ~ (e1 = e0)
% 63.99/28.95  																																													|
% 63.99/28.95  																																													+-Applying beta-rule and splitting (61457), into two cases.
% 63.99/28.95  																																													|-Branch one:
% 63.99/28.95  																																													| (770) all_0_46_46 = e4
% 63.99/28.95  																																													|
% 63.99/28.95  																																														| Combining equations (538,770) yields a new equation:
% 63.99/28.95  																																														| (397) e4 = e0
% 63.99/28.95  																																														|
% 63.99/28.95  																																														| Equations (397) can reduce 49 to:
% 63.99/28.95  																																														| (266) $false
% 63.99/28.95  																																														|
% 63.99/28.95  																																														|-The branch is then unsatisfiable
% 63.99/28.95  																																													|-Branch two:
% 63.99/28.95  																																													| (250)  ~ (all_0_46_46 = e4)
% 63.99/28.95  																																													| (61466) all_0_47_47 = e4 | all_0_48_48 = e4 | all_0_49_49 = e4
% 63.99/28.95  																																													|
% 63.99/28.95  																																														+-Applying beta-rule and splitting (863), into two cases.
% 63.99/28.95  																																														|-Branch one:
% 63.99/28.95  																																														| (679) all_0_56_56 = e0
% 63.99/28.95  																																														|
% 63.99/28.95  																																															| Combining equations (679,833) yields a new equation:
% 63.99/28.95  																																															| (330) e2 = e0
% 63.99/28.95  																																															|
% 63.99/28.95  																																															| Equations (330) can reduce 128 to:
% 63.99/28.95  																																															| (266) $false
% 63.99/28.95  																																															|
% 63.99/28.95  																																															|-The branch is then unsatisfiable
% 63.99/28.95  																																														|-Branch two:
% 63.99/28.95  																																														| (828)  ~ (all_0_56_56 = e0)
% 63.99/28.95  																																														| (924) all_0_57_57 = e0 | all_0_58_58 = e0
% 63.99/28.95  																																														|
% 63.99/28.95  																																															+-Applying beta-rule and splitting (924), into two cases.
% 63.99/28.95  																																															|-Branch one:
% 63.99/28.95  																																															| (875) all_0_57_57 = e0
% 63.99/28.95  																																															|
% 63.99/28.95  																																																| Combining equations (875,647) yields a new equation:
% 63.99/28.95  																																																| (431) e1 = e0
% 63.99/28.95  																																																|
% 63.99/28.95  																																																| Equations (431) can reduce 233 to:
% 63.99/28.95  																																																| (266) $false
% 63.99/28.95  																																																|
% 63.99/28.95  																																																|-The branch is then unsatisfiable
% 63.99/28.95  																																															|-Branch two:
% 63.99/28.95  																																															| (364)  ~ (all_0_57_57 = e0)
% 63.99/28.95  																																															| (914) all_0_58_58 = e0
% 63.99/28.95  																																															|
% 63.99/28.95  																																																| Equations (914) can reduce 880 to:
% 63.99/28.95  																																																| (435)  ~ (e1 = e0)
% 63.99/28.95  																																																|
% 63.99/28.95  																																																| Simplifying 435 yields:
% 63.99/28.95  																																																| (233)  ~ (e1 = e0)
% 63.99/28.95  																																																|
% 63.99/28.96  																																																+-Applying beta-rule and splitting (61466), into two cases.
% 63.99/28.96  																																																|-Branch one:
% 63.99/28.96  																																																| (1790) all_0_47_47 = e4
% 63.99/28.96  																																																|
% 63.99/28.96  																																																	| From (1790) and (23) follows:
% 63.99/28.96  																																																	| (61903) op(e2, e2) = e4
% 63.99/28.96  																																																	|
% 63.99/28.96  																																																	+-Applying beta-rule and splitting (56), into two cases.
% 63.99/28.96  																																																	|-Branch one:
% 63.99/28.96  																																																	| (696) unit = e2
% 63.99/28.96  																																																	|
% 63.99/28.96  																																																		| From (696) and (244) follows:
% 63.99/28.96  																																																		| (264) op(e2, e4) = e4
% 63.99/28.96  																																																		|
% 63.99/28.96  																																																		| From (696) and (211) follows:
% 63.99/28.96  																																																		| (1612) op(e2, e1) = e1
% 63.99/28.96  																																																		|
% 63.99/28.96  																																																		| From (696) and (227) follows:
% 63.99/28.96  																																																		| (4284) op(e4, e2) = e4
% 63.99/28.96  																																																		|
% 63.99/28.96  																																																		| From (696) and (32) follows:
% 63.99/28.96  																																																		| (698) op(e2, e2) = e2
% 63.99/28.96  																																																		|
% 63.99/28.96  																																																		| Instantiating formula (29) with e4, e2, e4, e0 and discharging atoms op(e4, e2) = e4, op(e4, e2) = e0, yields:
% 63.99/28.96  																																																		| (397) e4 = e0
% 63.99/28.96  																																																		|
% 63.99/28.96  																																																		| Instantiating formula (29) with e2, e4, e4, e3 and discharging atoms op(e2, e4) = e4, op(e2, e4) = e3, yields:
% 63.99/28.96  																																																		| (425) e4 = e3
% 63.99/28.96  																																																		|
% 63.99/28.96  																																																		| Instantiating formula (29) with e2, e2, e2, e4 and discharging atoms op(e2, e2) = e4, op(e2, e2) = e2, yields:
% 63.99/28.96  																																																		| (323) e4 = e2
% 63.99/28.96  																																																		|
% 63.99/28.96  																																																		| Instantiating formula (29) with e2, e1, e1, e2 and discharging atoms op(e2, e1) = e2, op(e2, e1) = e1, yields:
% 63.99/28.96  																																																		| (617) e2 = e1
% 63.99/28.96  																																																		|
% 63.99/28.96  																																																		| Combining equations (323,425) yields a new equation:
% 63.99/28.96  																																																		| (662) e3 = e2
% 63.99/28.96  																																																		|
% 63.99/28.96  																																																		| Combining equations (397,425) yields a new equation:
% 63.99/28.96  																																																		| (676) e3 = e0
% 63.99/28.96  																																																		|
% 63.99/28.96  																																																		| Combining equations (662,676) yields a new equation:
% 63.99/28.96  																																																		| (391) e2 = e0
% 63.99/28.96  																																																		|
% 63.99/28.96  																																																		| Simplifying 391 yields:
% 63.99/28.96  																																																		| (330) e2 = e0
% 63.99/28.96  																																																		|
% 63.99/28.96  																																																		| Combining equations (330,617) yields a new equation:
% 63.99/28.96  																																																		| (431) e1 = e0
% 63.99/28.96  																																																		|
% 63.99/28.96  																																																		| Equations (431) can reduce 233 to:
% 63.99/28.96  																																																		| (266) $false
% 63.99/28.96  																																																		|
% 63.99/28.96  																																																		|-The branch is then unsatisfiable
% 63.99/28.96  																																																	|-Branch two:
% 63.99/28.96  																																																	| (707)  ~ (unit = e2)
% 63.99/28.96  																																																	| (708) unit = e4 | unit = e3 | unit = e1 | unit = e0
% 63.99/28.96  																																																	|
% 63.99/28.96  																																																		+-Applying beta-rule and splitting (708), into two cases.
% 63.99/28.96  																																																		|-Branch one:
% 63.99/28.96  																																																		| (709) unit = e4
% 63.99/28.96  																																																		|
% 63.99/28.96  																																																			| From (709) and (15) follows:
% 63.99/28.96  																																																			| (22188) op(e4, e2) = e2
% 63.99/28.96  																																																			|
% 63.99/28.96  																																																			| From (709) and (211) follows:
% 63.99/28.96  																																																			| (22527) op(e4, e1) = e1
% 63.99/28.96  																																																			|
% 63.99/28.96  																																																			| From (709) and (32) follows:
% 63.99/28.96  																																																			| (712) op(e2, e4) = e2
% 63.99/28.96  																																																			|
% 63.99/28.96  																																																			| Instantiating formula (29) with e4, e2, e2, e0 and discharging atoms op(e4, e2) = e2, op(e4, e2) = e0, yields:
% 63.99/28.96  																																																			| (330) e2 = e0
% 63.99/28.96  																																																			|
% 63.99/28.96  																																																			| Instantiating formula (29) with e4, e1, e1, e3 and discharging atoms op(e4, e1) = e3, op(e4, e1) = e1, yields:
% 63.99/28.96  																																																			| (455) e3 = e1
% 63.99/28.96  																																																			|
% 63.99/28.96  																																																			| Instantiating formula (29) with e2, e4, e2, e3 and discharging atoms op(e2, e4) = e3, op(e2, e4) = e2, yields:
% 63.99/28.96  																																																			| (662) e3 = e2
% 63.99/28.96  																																																			|
% 63.99/28.96  																																																			| Combining equations (455,662) yields a new equation:
% 63.99/28.96  																																																			| (617) e2 = e1
% 63.99/28.96  																																																			|
% 63.99/28.96  																																																			| Combining equations (617,330) yields a new equation:
% 63.99/28.96  																																																			| (546) e1 = e0
% 63.99/28.96  																																																			|
% 63.99/28.96  																																																			| Simplifying 546 yields:
% 63.99/28.96  																																																			| (431) e1 = e0
% 63.99/28.96  																																																			|
% 63.99/28.96  																																																			| Equations (431) can reduce 233 to:
% 63.99/28.96  																																																			| (266) $false
% 63.99/28.96  																																																			|
% 63.99/28.96  																																																			|-The branch is then unsatisfiable
% 63.99/28.96  																																																		|-Branch two:
% 63.99/28.96  																																																		| (724)  ~ (unit = e4)
% 63.99/28.96  																																																		| (725) unit = e3 | unit = e1 | unit = e0
% 63.99/28.96  																																																		|
% 63.99/28.96  																																																			+-Applying beta-rule and splitting (725), into two cases.
% 63.99/28.96  																																																			|-Branch one:
% 63.99/28.96  																																																			| (726) unit = e0
% 63.99/28.96  																																																			|
% 63.99/28.96  																																																				| From (726) and (28) follows:
% 63.99/28.96  																																																				| (2698) op(e1, e0) = e1
% 63.99/28.96  																																																				|
% 63.99/28.96  																																																				| Instantiating formula (29) with e1, e0, e1, e2 and discharging atoms op(e1, e0) = e2, op(e1, e0) = e1, yields:
% 63.99/28.96  																																																				| (617) e2 = e1
% 63.99/28.96  																																																				|
% 63.99/28.96  																																																				| Equations (617) can reduce 122 to:
% 63.99/28.96  																																																				| (266) $false
% 63.99/28.96  																																																				|
% 63.99/28.96  																																																				|-The branch is then unsatisfiable
% 63.99/28.96  																																																			|-Branch two:
% 63.99/28.96  																																																			| (734)  ~ (unit = e0)
% 63.99/28.96  																																																			| (735) unit = e3 | unit = e1
% 63.99/28.96  																																																			|
% 63.99/28.96  																																																				+-Applying beta-rule and splitting (735), into two cases.
% 63.99/28.96  																																																				|-Branch one:
% 63.99/28.96  																																																				| (736) unit = e1
% 63.99/28.96  																																																				|
% 63.99/28.96  																																																					| Equations (736) can reduce 734 to:
% 63.99/28.96  																																																					| (233)  ~ (e1 = e0)
% 63.99/28.96  																																																					|
% 63.99/28.96  																																																					| From (736) and (15) follows:
% 63.99/28.96  																																																					| (515) op(e1, e2) = e2
% 63.99/28.96  																																																					|
% 63.99/28.96  																																																					| From (736) and (227) follows:
% 63.99/28.96  																																																					| (739) op(e4, e1) = e4
% 63.99/28.96  																																																					|
% 63.99/28.96  																																																					| From (736) and (40) follows:
% 63.99/28.96  																																																					| (1652) op(e3, e1) = e3
% 63.99/28.96  																																																					|
% 63.99/28.96  																																																					| From (736) and (28) follows:
% 63.99/28.96  																																																					| (740) op(e1, e1) = e1
% 63.99/28.96  																																																					|
% 63.99/28.96  																																																					| Instantiating formula (29) with e4, e1, e4, e3 and discharging atoms op(e4, e1) = e4, op(e4, e1) = e3, yields:
% 63.99/28.96  																																																					| (425) e4 = e3
% 63.99/28.96  																																																					|
% 63.99/28.96  																																																					| Instantiating formula (29) with e3, e1, e3, e0 and discharging atoms op(e3, e1) = e3, op(e3, e1) = e0, yields:
% 63.99/28.96  																																																					| (676) e3 = e0
% 63.99/28.96  																																																					|
% 63.99/28.96  																																																					| Instantiating formula (29) with e1, e2, e2, e3 and discharging atoms op(e1, e2) = e3, op(e1, e2) = e2, yields:
% 63.99/28.96  																																																					| (662) e3 = e2
% 63.99/28.96  																																																					|
% 63.99/28.96  																																																					| Instantiating formula (29) with e1, e1, e1, e4 and discharging atoms op(e1, e1) = e4, op(e1, e1) = e1, yields:
% 63.99/28.96  																																																					| (630) e4 = e1
% 63.99/28.96  																																																					|
% 63.99/28.96  																																																					| Combining equations (425,630) yields a new equation:
% 63.99/28.96  																																																					| (454) e3 = e1
% 63.99/28.96  																																																					|
% 63.99/28.96  																																																					| Simplifying 454 yields:
% 63.99/28.96  																																																					| (455) e3 = e1
% 63.99/28.96  																																																					|
% 63.99/28.96  																																																					| Combining equations (455,662) yields a new equation:
% 63.99/28.96  																																																					| (617) e2 = e1
% 63.99/28.96  																																																					|
% 63.99/28.96  																																																					| Combining equations (676,662) yields a new equation:
% 63.99/28.96  																																																					| (330) e2 = e0
% 63.99/28.96  																																																					|
% 63.99/28.96  																																																					| Combining equations (617,330) yields a new equation:
% 63.99/28.96  																																																					| (546) e1 = e0
% 63.99/28.96  																																																					|
% 63.99/28.96  																																																					| Simplifying 546 yields:
% 63.99/28.96  																																																					| (431) e1 = e0
% 63.99/28.96  																																																					|
% 63.99/28.96  																																																					| Equations (431) can reduce 233 to:
% 63.99/28.96  																																																					| (266) $false
% 63.99/28.96  																																																					|
% 63.99/28.96  																																																					|-The branch is then unsatisfiable
% 63.99/28.96  																																																				|-Branch two:
% 63.99/28.96  																																																				| (748)  ~ (unit = e1)
% 63.99/28.96  																																																				| (749) unit = e3
% 63.99/28.96  																																																				|
% 63.99/28.96  																																																					| From (749) and (244) follows:
% 63.99/28.96  																																																					| (750) op(e3, e4) = e4
% 63.99/28.96  																																																					|
% 63.99/28.96  																																																					| From (749) and (15) follows:
% 63.99/28.96  																																																					| (751) op(e3, e2) = e2
% 63.99/28.96  																																																					|
% 63.99/28.96  																																																					| From (749) and (40) follows:
% 63.99/28.96  																																																					| (3715) op(e3, e3) = e3
% 63.99/28.96  																																																					|
% 63.99/28.96  																																																					| From (749) and (42) follows:
% 63.99/28.96  																																																					| (752) op(e0, e3) = e0
% 63.99/28.96  																																																					|
% 63.99/28.96  																																																					| Instantiating formula (29) with e3, e4, e4, e2 and discharging atoms op(e3, e4) = e4, op(e3, e4) = e2, yields:
% 63.99/28.96  																																																					| (323) e4 = e2
% 63.99/28.96  																																																					|
% 63.99/28.96  																																																					| Instantiating formula (29) with e3, e3, e3, e4 and discharging atoms op(e3, e3) = e4, op(e3, e3) = e3, yields:
% 63.99/28.96  																																																					| (425) e4 = e3
% 63.99/28.96  																																																					|
% 63.99/28.96  																																																					| Instantiating formula (29) with e3, e2, e2, e1 and discharging atoms op(e3, e2) = e2, op(e3, e2) = e1, yields:
% 63.99/28.96  																																																					| (617) e2 = e1
% 63.99/28.96  																																																					|
% 63.99/28.96  																																																					| Instantiating formula (29) with e0, e3, e0, e3 and discharging atoms op(e0, e3) = e3, op(e0, e3) = e0, yields:
% 63.99/28.96  																																																					| (676) e3 = e0
% 63.99/28.96  																																																					|
% 63.99/28.96  																																																					| Combining equations (323,425) yields a new equation:
% 63.99/28.96  																																																					| (662) e3 = e2
% 63.99/28.96  																																																					|
% 63.99/28.96  																																																					| Combining equations (662,676) yields a new equation:
% 63.99/28.96  																																																					| (391) e2 = e0
% 63.99/28.96  																																																					|
% 63.99/28.96  																																																					| Simplifying 391 yields:
% 63.99/28.96  																																																					| (330) e2 = e0
% 63.99/28.96  																																																					|
% 63.99/28.96  																																																					| Combining equations (617,330) yields a new equation:
% 63.99/28.96  																																																					| (546) e1 = e0
% 63.99/28.96  																																																					|
% 63.99/28.96  																																																					| Simplifying 546 yields:
% 63.99/28.96  																																																					| (431) e1 = e0
% 63.99/28.96  																																																					|
% 63.99/28.96  																																																					| Equations (431) can reduce 233 to:
% 63.99/28.96  																																																					| (266) $false
% 63.99/28.96  																																																					|
% 63.99/28.96  																																																					|-The branch is then unsatisfiable
% 63.99/28.96  																																																|-Branch two:
% 63.99/28.96  																																																| (252)  ~ (all_0_47_47 = e4)
% 63.99/28.96  																																																| (61479) all_0_48_48 = e4 | all_0_49_49 = e4
% 63.99/28.96  																																																|
% 63.99/28.97  																																																	+-Applying beta-rule and splitting (61479), into two cases.
% 63.99/28.97  																																																	|-Branch one:
% 63.99/28.97  																																																	| (943) all_0_48_48 = e4
% 63.99/28.97  																																																	|
% 63.99/28.97  																																																		| Combining equations (335,943) yields a new equation:
% 63.99/28.97  																																																		| (323) e4 = e2
% 63.99/28.97  																																																		|
% 63.99/28.97  																																																		| Equations (323) can reduce 48 to:
% 63.99/28.97  																																																		| (266) $false
% 63.99/28.97  																																																		|
% 63.99/28.97  																																																		|-The branch is then unsatisfiable
% 63.99/28.97  																																																	|-Branch two:
% 63.99/28.97  																																																	| (254)  ~ (all_0_48_48 = e4)
% 63.99/28.97  																																																	| (974) all_0_49_49 = e4
% 63.99/28.97  																																																	|
% 63.99/28.97  																																																		| Combining equations (671,974) yields a new equation:
% 63.99/28.97  																																																		| (630) e4 = e1
% 63.99/28.97  																																																		|
% 63.99/28.97  																																																		| Equations (630) can reduce 110 to:
% 63.99/28.97  																																																		| (266) $false
% 63.99/28.97  																																																		|
% 63.99/28.97  																																																		|-The branch is then unsatisfiable
% 63.99/28.97  																																												|-Branch two:
% 63.99/28.97  																																												| (831)  ~ (all_0_46_46 = e0)
% 63.99/28.97  																																												| (832) all_0_47_47 = e0 | all_0_48_48 = e0 | all_0_49_49 = e0
% 63.99/28.97  																																												|
% 63.99/28.97  																																													+-Applying beta-rule and splitting (105), into two cases.
% 63.99/28.97  																																													|-Branch one:
% 63.99/28.97  																																													| (1105) all_0_47_47 = e2
% 63.99/28.97  																																													|
% 63.99/28.97  																																														| Equations (1105) can reduce 338 to:
% 63.99/28.97  																																														| (266) $false
% 63.99/28.97  																																														|
% 63.99/28.97  																																														|-The branch is then unsatisfiable
% 63.99/28.97  																																													|-Branch two:
% 63.99/28.97  																																													| (338)  ~ (all_0_47_47 = e2)
% 63.99/28.97  																																													| (1789) all_0_47_47 = e4 | all_0_47_47 = e3 | all_0_47_47 = e1 | all_0_47_47 = e0
% 63.99/28.97  																																													|
% 63.99/28.97  																																														+-Applying beta-rule and splitting (2115), into two cases.
% 63.99/28.97  																																														|-Branch one:
% 63.99/28.97  																																														| (1392) all_0_42_42 = e4
% 63.99/28.97  																																														|
% 63.99/28.97  																																															| Combining equations (459,1392) yields a new equation:
% 63.99/28.97  																																															| (630) e4 = e1
% 63.99/28.97  																																															|
% 63.99/28.97  																																															| Equations (630) can reduce 110 to:
% 63.99/28.97  																																															| (266) $false
% 63.99/28.97  																																															|
% 63.99/28.97  																																															|-The branch is then unsatisfiable
% 63.99/28.97  																																														|-Branch two:
% 63.99/28.97  																																														| (1890)  ~ (all_0_42_42 = e4)
% 63.99/28.97  																																														| (2246) all_0_47_47 = e4 | all_0_51_51 = e4 | all_0_56_56 = e4
% 63.99/28.97  																																														|
% 63.99/28.97  																																															| Equations (459) can reduce 1890 to:
% 63.99/28.97  																																															| (602)  ~ (e4 = e1)
% 63.99/28.97  																																															|
% 63.99/28.97  																																															| Simplifying 602 yields:
% 63.99/28.97  																																															| (110)  ~ (e4 = e1)
% 63.99/28.97  																																															|
% 63.99/28.97  																																															+-Applying beta-rule and splitting (1789), into two cases.
% 63.99/28.97  																																															|-Branch one:
% 63.99/28.97  																																															| (1790) all_0_47_47 = e4
% 63.99/28.97  																																															|
% 63.99/28.97  																																																| Equations (1790) can reduce 19 to:
% 63.99/28.97  																																																| (250)  ~ (all_0_46_46 = e4)
% 63.99/28.97  																																																|
% 63.99/28.97  																																																+-Applying beta-rule and splitting (1797), into two cases.
% 63.99/28.97  																																																|-Branch one:
% 63.99/28.97  																																																| (770) all_0_46_46 = e4
% 63.99/28.97  																																																|
% 63.99/28.97  																																																	| Equations (770) can reduce 250 to:
% 63.99/28.97  																																																	| (266) $false
% 63.99/28.97  																																																	|
% 63.99/28.97  																																																	|-The branch is then unsatisfiable
% 63.99/28.97  																																																|-Branch two:
% 63.99/28.97  																																																| (250)  ~ (all_0_46_46 = e4)
% 63.99/28.97  																																																| (1801) all_0_46_46 = e3 | all_0_46_46 = e1 | all_0_46_46 = e0
% 63.99/28.97  																																																|
% 63.99/28.97  																																																	+-Applying beta-rule and splitting (1801), into two cases.
% 63.99/28.97  																																																	|-Branch one:
% 63.99/28.97  																																																	| (538) all_0_46_46 = e0
% 63.99/28.97  																																																	|
% 63.99/28.97  																																																		| Equations (538) can reduce 831 to:
% 63.99/28.97  																																																		| (266) $false
% 63.99/28.97  																																																		|
% 63.99/28.97  																																																		|-The branch is then unsatisfiable
% 63.99/28.97  																																																	|-Branch two:
% 63.99/28.97  																																																	| (831)  ~ (all_0_46_46 = e0)
% 63.99/28.97  																																																	| (1838) all_0_46_46 = e3 | all_0_46_46 = e1
% 63.99/28.97  																																																	|
% 63.99/28.97  																																																		+-Applying beta-rule and splitting (1838), into two cases.
% 63.99/28.97  																																																		|-Branch one:
% 63.99/28.97  																																																		| (545) all_0_46_46 = e1
% 63.99/28.97  																																																		|
% 63.99/28.97  																																																			| Equations (545) can reduce 549 to:
% 63.99/28.97  																																																			| (266) $false
% 63.99/28.97  																																																			|
% 63.99/28.97  																																																			|-The branch is then unsatisfiable
% 63.99/28.97  																																																		|-Branch two:
% 63.99/28.97  																																																		| (549)  ~ (all_0_46_46 = e1)
% 63.99/28.97  																																																		| (1557) all_0_46_46 = e3
% 63.99/28.97  																																																		|
% 63.99/28.97  																																																			| Equations (1557) can reduce 409 to:
% 63.99/28.97  																																																			| (266) $false
% 63.99/28.97  																																																			|
% 63.99/28.97  																																																			|-The branch is then unsatisfiable
% 63.99/28.97  																																															|-Branch two:
% 63.99/28.97  																																															| (252)  ~ (all_0_47_47 = e4)
% 63.99/28.97  																																															| (1793) all_0_47_47 = e3 | all_0_47_47 = e1 | all_0_47_47 = e0
% 63.99/28.97  																																															|
% 63.99/28.97  																																																+-Applying beta-rule and splitting (61457), into two cases.
% 63.99/28.97  																																																|-Branch one:
% 63.99/28.97  																																																| (770) all_0_46_46 = e4
% 63.99/28.97  																																																|
% 63.99/28.97  																																																	| Equations (770) can reduce 250 to:
% 63.99/28.97  																																																	| (266) $false
% 63.99/28.97  																																																	|
% 63.99/28.97  																																																	|-The branch is then unsatisfiable
% 63.99/28.97  																																																|-Branch two:
% 63.99/28.97  																																																| (250)  ~ (all_0_46_46 = e4)
% 63.99/28.97  																																																| (61466) all_0_47_47 = e4 | all_0_48_48 = e4 | all_0_49_49 = e4
% 63.99/28.97  																																																|
% 63.99/28.97  																																																	+-Applying beta-rule and splitting (61466), into two cases.
% 63.99/28.97  																																																	|-Branch one:
% 63.99/28.97  																																																	| (1790) all_0_47_47 = e4
% 63.99/28.97  																																																	|
% 63.99/28.97  																																																		| Equations (1790) can reduce 252 to:
% 63.99/28.97  																																																		| (266) $false
% 63.99/28.97  																																																		|
% 63.99/28.97  																																																		|-The branch is then unsatisfiable
% 63.99/28.97  																																																	|-Branch two:
% 63.99/28.97  																																																	| (252)  ~ (all_0_47_47 = e4)
% 63.99/28.97  																																																	| (61479) all_0_48_48 = e4 | all_0_49_49 = e4
% 63.99/28.97  																																																	|
% 63.99/28.98  																																																		+-Applying beta-rule and splitting (61479), into two cases.
% 63.99/28.98  																																																		|-Branch one:
% 63.99/28.98  																																																		| (943) all_0_48_48 = e4
% 63.99/28.98  																																																		|
% 63.99/28.98  																																																			| Combining equations (335,943) yields a new equation:
% 63.99/28.98  																																																			| (323) e4 = e2
% 63.99/28.98  																																																			|
% 63.99/28.98  																																																			| Equations (323) can reduce 48 to:
% 63.99/28.98  																																																			| (266) $false
% 63.99/28.98  																																																			|
% 63.99/28.98  																																																			|-The branch is then unsatisfiable
% 63.99/28.98  																																																		|-Branch two:
% 63.99/28.98  																																																		| (254)  ~ (all_0_48_48 = e4)
% 63.99/28.98  																																																		| (974) all_0_49_49 = e4
% 63.99/28.98  																																																		|
% 63.99/28.98  																																																			| Combining equations (671,974) yields a new equation:
% 63.99/28.98  																																																			| (630) e4 = e1
% 63.99/28.98  																																																			|
% 63.99/28.98  																																																			| Equations (630) can reduce 110 to:
% 63.99/28.98  																																																			| (266) $false
% 63.99/28.98  																																																			|
% 63.99/28.98  																																																			|-The branch is then unsatisfiable
% 63.99/28.98  																																											|-Branch two:
% 63.99/28.98  																																											| (484)  ~ (all_0_39_39 = e0)
% 63.99/28.98  																																											| (485) all_0_40_40 = e0
% 63.99/28.98  																																											|
% 63.99/28.98  																																												| Combining equations (485,1378) yields a new equation:
% 63.99/28.98  																																												| (397) e4 = e0
% 63.99/28.98  																																												|
% 63.99/28.98  																																												| Equations (397) can reduce 49 to:
% 63.99/28.98  																																												| (266) $false
% 63.99/28.98  																																												|
% 63.99/28.98  																																												|-The branch is then unsatisfiable
% 63.99/28.98  																																					|-Branch two:
% 63.99/28.98  																																					| (270)  ~ (all_0_55_55 = e3)
% 63.99/28.98  																																					| (62557) all_0_56_56 = e3 | all_0_58_58 = e3
% 63.99/28.98  																																					|
% 63.99/28.98  																																						+-Applying beta-rule and splitting (144), into two cases.
% 63.99/28.98  																																						|-Branch one:
% 63.99/28.98  																																						| (403) all_0_41_41 = e3
% 63.99/28.98  																																						|
% 63.99/28.98  																																							| Combining equations (437,403) yields a new equation:
% 63.99/28.98  																																							| (424) e4 = e3
% 63.99/28.98  																																							|
% 63.99/28.98  																																							| Simplifying 424 yields:
% 63.99/28.98  																																							| (425) e4 = e3
% 63.99/28.98  																																							|
% 63.99/28.98  																																							| Equations (425) can reduce 188 to:
% 63.99/28.98  																																							| (266) $false
% 63.99/28.98  																																							|
% 63.99/28.98  																																							|-The branch is then unsatisfiable
% 63.99/28.98  																																						|-Branch two:
% 63.99/28.98  																																						| (1898)  ~ (all_0_41_41 = e3)
% 63.99/28.98  																																						| (1923) all_0_46_46 = e3 | all_0_50_50 = e3 | all_0_55_55 = e3
% 63.99/28.98  																																						|
% 63.99/28.98  																																							+-Applying beta-rule and splitting (1923), into two cases.
% 63.99/28.98  																																							|-Branch one:
% 63.99/28.98  																																							| (1557) all_0_46_46 = e3
% 63.99/28.98  																																							|
% 63.99/28.98  																																								| Equations (1557) can reduce 409 to:
% 63.99/28.98  																																								| (266) $false
% 63.99/28.98  																																								|
% 63.99/28.98  																																								|-The branch is then unsatisfiable
% 63.99/28.98  																																							|-Branch two:
% 63.99/28.98  																																							| (409)  ~ (all_0_46_46 = e3)
% 63.99/28.98  																																							| (4042) all_0_50_50 = e3 | all_0_55_55 = e3
% 63.99/28.98  																																							|
% 63.99/28.98  																																								+-Applying beta-rule and splitting (4042), into two cases.
% 63.99/28.98  																																								|-Branch one:
% 63.99/28.98  																																								| (415) all_0_50_50 = e3
% 63.99/28.98  																																								|
% 63.99/28.98  																																									| Combining equations (601,415) yields a new equation:
% 63.99/28.98  																																									| (455) e3 = e1
% 63.99/28.98  																																									|
% 63.99/28.98  																																									| Equations (455) can reduce 213 to:
% 63.99/28.98  																																									| (266) $false
% 63.99/28.98  																																									|
% 63.99/28.98  																																									|-The branch is then unsatisfiable
% 63.99/28.98  																																								|-Branch two:
% 63.99/28.98  																																								| (411)  ~ (all_0_50_50 = e3)
% 63.99/28.98  																																								| (2336) all_0_55_55 = e3
% 63.99/28.98  																																								|
% 63.99/28.98  																																									| Equations (2336) can reduce 270 to:
% 63.99/28.98  																																									| (266) $false
% 63.99/28.98  																																									|
% 63.99/28.98  																																									|-The branch is then unsatisfiable
% 63.99/28.98  																																				|-Branch two:
% 63.99/28.98  																																				| (447)  ~ (all_0_40_40 = e4)
% 63.99/28.98  																																				| (2271) all_0_44_44 = e4 | all_0_49_49 = e4 | all_0_53_53 = e4 | all_0_58_58 = e4
% 63.99/28.98  																																				|
% 63.99/28.98  																																					+-Applying beta-rule and splitting (2271), into two cases.
% 63.99/28.98  																																					|-Branch one:
% 63.99/28.98  																																					| (446) all_0_44_44 = e4
% 63.99/28.98  																																					|
% 63.99/28.98  																																						| Combining equations (446,532) yields a new equation:
% 63.99/28.98  																																						| (424) e4 = e3
% 63.99/28.98  																																						|
% 63.99/28.98  																																						| Simplifying 424 yields:
% 63.99/28.98  																																						| (425) e4 = e3
% 63.99/28.98  																																						|
% 63.99/28.98  																																						| Equations (425) can reduce 188 to:
% 63.99/28.98  																																						| (266) $false
% 63.99/28.98  																																						|
% 63.99/28.98  																																						|-The branch is then unsatisfiable
% 63.99/28.98  																																					|-Branch two:
% 63.99/28.98  																																					| (1390)  ~ (all_0_44_44 = e4)
% 63.99/28.98  																																					| (7998) all_0_49_49 = e4 | all_0_53_53 = e4 | all_0_58_58 = e4
% 63.99/28.98  																																					|
% 63.99/28.98  																																						+-Applying beta-rule and splitting (7998), into two cases.
% 63.99/28.98  																																						|-Branch one:
% 63.99/28.98  																																						| (974) all_0_49_49 = e4
% 63.99/28.98  																																						|
% 63.99/28.98  																																							| Combining equations (671,974) yields a new equation:
% 63.99/28.98  																																							| (630) e4 = e1
% 63.99/28.98  																																							|
% 63.99/28.98  																																							| Equations (630) can reduce 110 to:
% 63.99/28.98  																																							| (266) $false
% 63.99/28.98  																																							|
% 63.99/28.98  																																							|-The branch is then unsatisfiable
% 63.99/28.98  																																						|-Branch two:
% 63.99/28.98  																																						| (256)  ~ (all_0_49_49 = e4)
% 63.99/28.98  																																						| (8013) all_0_53_53 = e4 | all_0_58_58 = e4
% 63.99/28.98  																																						|
% 63.99/28.98  																																							+-Applying beta-rule and splitting (8013), into two cases.
% 63.99/28.98  																																							|-Branch one:
% 63.99/28.98  																																							| (1298) all_0_53_53 = e4
% 63.99/28.98  																																							|
% 63.99/28.98  																																								| Combining equations (607,1298) yields a new equation:
% 63.99/28.98  																																								| (323) e4 = e2
% 63.99/28.98  																																								|
% 63.99/28.98  																																								| Equations (323) can reduce 48 to:
% 63.99/28.98  																																								| (266) $false
% 63.99/28.98  																																								|
% 63.99/28.98  																																								|-The branch is then unsatisfiable
% 63.99/28.98  																																							|-Branch two:
% 63.99/28.98  																																							| (1453)  ~ (all_0_53_53 = e4)
% 63.99/28.98  																																							| (910) all_0_58_58 = e4
% 63.99/28.98  																																							|
% 63.99/28.98  																																								| Equations (910) can reduce 451 to:
% 63.99/28.98  																																								| (266) $false
% 63.99/28.98  																																								|
% 63.99/28.98  																																								|-The branch is then unsatisfiable
% 63.99/28.99  																																		|-Branch two:
% 63.99/28.99  																																		| (1380)  ~ (all_0_42_42 = e1)
% 63.99/28.99  																																		| (3259) all_0_47_47 = e1 | all_0_51_51 = e1 | all_0_56_56 = e1
% 63.99/28.99  																																		|
% 63.99/28.99  																																			+-Applying beta-rule and splitting (152), into two cases.
% 63.99/28.99  																																			|-Branch one:
% 63.99/28.99  																																			| (1392) all_0_42_42 = e4
% 63.99/28.99  																																			|
% 63.99/28.99  																																				| Equations (1392) can reduce 1890 to:
% 63.99/28.99  																																				| (266) $false
% 63.99/28.99  																																				|
% 63.99/28.99  																																				|-The branch is then unsatisfiable
% 63.99/28.99  																																			|-Branch two:
% 63.99/28.99  																																			| (1890)  ~ (all_0_42_42 = e4)
% 63.99/28.99  																																			| (1969) all_0_42_42 = e3 | all_0_42_42 = e1 | all_0_42_42 = e0
% 63.99/28.99  																																			|
% 63.99/28.99  																																				+-Applying beta-rule and splitting (103), into two cases.
% 63.99/28.99  																																				|-Branch one:
% 63.99/28.99  																																				| (453) all_0_41_41 = e1
% 63.99/28.99  																																				|
% 63.99/28.99  																																					| Combining equations (453,437) yields a new equation:
% 63.99/28.99  																																					| (630) e4 = e1
% 63.99/28.99  																																					|
% 63.99/28.99  																																					| Equations (630) can reduce 110 to:
% 63.99/28.99  																																					| (266) $false
% 63.99/28.99  																																					|
% 63.99/28.99  																																					|-The branch is then unsatisfiable
% 63.99/28.99  																																				|-Branch two:
% 63.99/28.99  																																				| (457)  ~ (all_0_41_41 = e1)
% 63.99/28.99  																																				| (458) all_0_42_42 = e1 | all_0_43_43 = e1 | all_0_44_44 = e1
% 63.99/28.99  																																				|
% 63.99/28.99  																																					+-Applying beta-rule and splitting (1969), into two cases.
% 63.99/28.99  																																					|-Branch one:
% 63.99/28.99  																																					| (559) all_0_42_42 = e0
% 63.99/28.99  																																					|
% 63.99/28.99  																																						| Equations (559) can reduce 358 to:
% 63.99/28.99  																																						| (266) $false
% 63.99/28.99  																																						|
% 63.99/28.99  																																						|-The branch is then unsatisfiable
% 63.99/28.99  																																					|-Branch two:
% 63.99/28.99  																																					| (358)  ~ (all_0_42_42 = e0)
% 63.99/28.99  																																					| (2510) all_0_42_42 = e3 | all_0_42_42 = e1
% 63.99/28.99  																																					|
% 63.99/28.99  																																						+-Applying beta-rule and splitting (458), into two cases.
% 63.99/28.99  																																						|-Branch one:
% 63.99/28.99  																																						| (459) all_0_42_42 = e1
% 63.99/28.99  																																						|
% 63.99/28.99  																																							| Equations (459) can reduce 1380 to:
% 63.99/28.99  																																							| (266) $false
% 63.99/28.99  																																							|
% 63.99/28.99  																																							|-The branch is then unsatisfiable
% 63.99/28.99  																																						|-Branch two:
% 63.99/28.99  																																						| (1380)  ~ (all_0_42_42 = e1)
% 63.99/28.99  																																						| (1381) all_0_43_43 = e1 | all_0_44_44 = e1
% 63.99/28.99  																																						|
% 63.99/28.99  																																							+-Applying beta-rule and splitting (2510), into two cases.
% 63.99/28.99  																																							|-Branch one:
% 63.99/28.99  																																							| (459) all_0_42_42 = e1
% 63.99/28.99  																																							|
% 63.99/28.99  																																								| Equations (459) can reduce 1380 to:
% 63.99/28.99  																																								| (266) $false
% 63.99/28.99  																																								|
% 63.99/28.99  																																								|-The branch is then unsatisfiable
% 63.99/28.99  																																							|-Branch two:
% 63.99/28.99  																																							| (1380)  ~ (all_0_42_42 = e1)
% 63.99/28.99  																																							| (516) all_0_42_42 = e3
% 63.99/28.99  																																							|
% 63.99/28.99  																																								| Equations (516) can reduce 405 to:
% 63.99/28.99  																																								| (266) $false
% 63.99/28.99  																																								|
% 63.99/28.99  																																								|-The branch is then unsatisfiable
% 63.99/28.99  																																	|-Branch two:
% 63.99/28.99  																																	| (1064)  ~ (all_0_49_49 = e1)
% 63.99/28.99  																																	| (2141) all_0_53_53 = e1 | all_0_58_58 = e1
% 63.99/28.99  																																	|
% 63.99/28.99  																																		+-Applying beta-rule and splitting (2141), into two cases.
% 63.99/28.99  																																		|-Branch one:
% 63.99/28.99  																																		| (1208) all_0_53_53 = e1
% 63.99/28.99  																																		|
% 63.99/28.99  																																			| Combining equations (607,1208) yields a new equation:
% 63.99/28.99  																																			| (616) e2 = e1
% 63.99/28.99  																																			|
% 63.99/28.99  																																			| Simplifying 616 yields:
% 63.99/28.99  																																			| (617) e2 = e1
% 63.99/28.99  																																			|
% 63.99/28.99  																																			| Equations (617) can reduce 122 to:
% 63.99/28.99  																																			| (266) $false
% 63.99/28.99  																																			|
% 63.99/28.99  																																			|-The branch is then unsatisfiable
% 63.99/28.99  																																		|-Branch two:
% 63.99/28.99  																																		| (1459)  ~ (all_0_53_53 = e1)
% 63.99/28.99  																																		| (918) all_0_58_58 = e1
% 63.99/28.99  																																		|
% 63.99/28.99  																																			| Equations (918) can reduce 880 to:
% 63.99/28.99  																																			| (266) $false
% 63.99/28.99  																																			|
% 63.99/28.99  																																			|-The branch is then unsatisfiable
% 63.99/28.99  																														|-Branch two:
% 63.99/28.99  																														| (440)  ~ (all_0_41_41 = e4)
% 63.99/28.99  																														| (4049) all_0_41_41 = e3 | all_0_41_41 = e1 | all_0_41_41 = e0
% 63.99/28.99  																														|
% 63.99/28.99  																															+-Applying beta-rule and splitting (144), into two cases.
% 63.99/28.99  																															|-Branch one:
% 63.99/28.99  																															| (403) all_0_41_41 = e3
% 63.99/28.99  																															|
% 63.99/28.99  																																| Equations (403) can reduce 1898 to:
% 63.99/28.99  																																| (266) $false
% 63.99/28.99  																																|
% 63.99/28.99  																																|-The branch is then unsatisfiable
% 63.99/28.99  																															|-Branch two:
% 63.99/28.99  																															| (1898)  ~ (all_0_41_41 = e3)
% 63.99/28.99  																															| (1923) all_0_46_46 = e3 | all_0_50_50 = e3 | all_0_55_55 = e3
% 63.99/28.99  																															|
% 63.99/28.99  																																+-Applying beta-rule and splitting (4049), into two cases.
% 63.99/28.99  																																|-Branch one:
% 63.99/28.99  																																| (794) all_0_41_41 = e0
% 63.99/28.99  																																|
% 63.99/28.99  																																	| Equations (794) can reduce 357 to:
% 63.99/28.99  																																	| (266) $false
% 63.99/28.99  																																	|
% 63.99/28.99  																																	|-The branch is then unsatisfiable
% 63.99/28.99  																																|-Branch two:
% 63.99/28.99  																																| (357)  ~ (all_0_41_41 = e0)
% 63.99/28.99  																																| (4053) all_0_41_41 = e3 | all_0_41_41 = e1
% 63.99/28.99  																																|
% 63.99/28.99  																																	+-Applying beta-rule and splitting (4053), into two cases.
% 63.99/28.99  																																	|-Branch one:
% 63.99/28.99  																																	| (453) all_0_41_41 = e1
% 63.99/28.99  																																	|
% 63.99/28.99  																																		| Equations (453) can reduce 457 to:
% 63.99/28.99  																																		| (266) $false
% 63.99/28.99  																																		|
% 63.99/28.99  																																		|-The branch is then unsatisfiable
% 63.99/28.99  																																	|-Branch two:
% 63.99/28.99  																																	| (457)  ~ (all_0_41_41 = e1)
% 63.99/28.99  																																	| (403) all_0_41_41 = e3
% 63.99/28.99  																																	|
% 63.99/28.99  																																		| Equations (403) can reduce 1898 to:
% 63.99/28.99  																																		| (266) $false
% 63.99/28.99  																																		|
% 63.99/28.99  																																		|-The branch is then unsatisfiable
% 63.99/28.99  																												|-Branch two:
% 63.99/28.99  																												| (664)  ~ (all_0_51_51 = e3)
% 63.99/28.99  																												| (665) all_0_53_53 = e3
% 63.99/28.99  																												|
% 63.99/28.99  																													| Combining equations (607,665) yields a new equation:
% 63.99/28.99  																													| (662) e3 = e2
% 63.99/28.99  																													|
% 63.99/28.99  																													| Equations (662) can reduce 212 to:
% 63.99/28.99  																													| (266) $false
% 63.99/28.99  																													|
% 63.99/28.99  																													|-The branch is then unsatisfiable
% 63.99/28.99  																											|-Branch two:
% 63.99/28.99  																											| (509)  ~ (all_0_53_53 = e2)
% 63.99/28.99  																											| (624) all_0_58_58 = e2
% 63.99/28.99  																											|
% 63.99/28.99  																												| Equations (624) can reduce 908 to:
% 63.99/28.99  																												| (266) $false
% 63.99/28.99  																												|
% 63.99/28.99  																												|-The branch is then unsatisfiable
% 63.99/28.99  																					|-Branch two:
% 63.99/28.99  																					| (759)  ~ (all_0_50_50 = e1)
% 63.99/28.99  																					| (415) all_0_50_50 = e3
% 63.99/28.99  																					|
% 63.99/28.99  																						| Equations (415) can reduce 411 to:
% 63.99/28.99  																						| (266) $false
% 63.99/28.99  																						|
% 63.99/28.99  																						|-The branch is then unsatisfiable
% 63.99/28.99  													|-Branch two:
% 63.99/28.99  													| (780)  ~ (all_0_52_52 = e4)
% 63.99/28.99  													| (642) all_0_52_52 = e1
% 63.99/28.99  													|
% 63.99/28.99  														| Equations (642) can reduce 646 to:
% 63.99/28.99  														| (266) $false
% 63.99/28.99  														|
% 63.99/28.99  														|-The branch is then unsatisfiable
% 63.99/28.99  									|-Branch two:
% 63.99/28.99  									| (5470)  ~ (all_0_43_43 = e0)
% 63.99/28.99  									| (5471) all_0_48_48 = e0 | all_0_57_57 = e0
% 63.99/28.99  									|
% 63.99/28.99  										+-Applying beta-rule and splitting (5471), into two cases.
% 63.99/28.99  										|-Branch one:
% 63.99/28.99  										| (1279) all_0_48_48 = e0
% 63.99/28.99  										|
% 63.99/28.99  											| Combining equations (1279,335) yields a new equation:
% 63.99/28.99  											| (330) e2 = e0
% 63.99/28.99  											|
% 63.99/28.99  											| Equations (330) can reduce 128 to:
% 63.99/28.99  											| (266) $false
% 63.99/28.99  											|
% 63.99/28.99  											|-The branch is then unsatisfiable
% 63.99/28.99  										|-Branch two:
% 63.99/28.99  										| (1283)  ~ (all_0_48_48 = e0)
% 63.99/28.99  										| (875) all_0_57_57 = e0
% 63.99/28.99  										|
% 63.99/28.99  											| Equations (875) can reduce 199 to:
% 63.99/28.99  											| (5470)  ~ (all_0_43_43 = e0)
% 63.99/28.99  											|
% 63.99/28.99  											| Equations (875) can reduce 11 to:
% 63.99/28.99  											| (72)  ~ (all_0_52_52 = e0)
% 63.99/28.99  											|
% 63.99/28.99  											| Equations (875) can reduce 81 to:
% 63.99/28.99  											| (803)  ~ (all_0_55_55 = e0)
% 63.99/28.99  											|
% 63.99/28.99  											| Equations (875) can reduce 148 to:
% 63.99/28.99  											| (490)  ~ (all_0_58_58 = e0)
% 63.99/28.99  											|
% 63.99/28.99  											| Simplifying 490 yields:
% 63.99/28.99  											| (491)  ~ (all_0_58_58 = e0)
% 63.99/28.99  											|
% 63.99/28.99  											| Equations (875) can reduce 67 to:
% 63.99/28.99  											| (541)  ~ (e3 = e0)
% 63.99/28.99  											|
% 63.99/28.99  											| Simplifying 541 yields:
% 63.99/28.99  											| (80)  ~ (e3 = e0)
% 63.99/28.99  											|
% 63.99/28.99  											| Equations (875) can reduce 344 to:
% 63.99/28.99  											| (365)  ~ (e2 = e0)
% 63.99/28.99  											|
% 63.99/28.99  											| Simplifying 365 yields:
% 63.99/28.99  											| (128)  ~ (e2 = e0)
% 63.99/28.99  											|
% 63.99/28.99  											| From (875) and (146) follows:
% 63.99/28.99  											| (5485) op(e0, e0) = all_0_35_35
% 63.99/28.99  											|
% 63.99/28.99  											| Instantiating formula (29) with e0, e0, all_0_35_35, all_0_58_58 and discharging atoms op(e0, e0) = all_0_35_35, op(e0, e0) = all_0_58_58, yields:
% 63.99/28.99  											| (5486) all_0_35_35 = all_0_58_58
% 63.99/28.99  											|
% 63.99/28.99  											| From (5486) and (5485) follows:
% 63.99/28.99  											| (245) op(e0, e0) = all_0_58_58
% 63.99/28.99  											|
% 63.99/28.99  											+-Applying beta-rule and splitting (195), into two cases.
% 63.99/28.99  											|-Branch one:
% 63.99/28.99  											| (396) all_0_43_43 = e4
% 63.99/28.99  											|
% 63.99/28.99  												| Equations (396) can reduce 31 to:
% 63.99/28.99  												| (440)  ~ (all_0_41_41 = e4)
% 63.99/28.99  												|
% 63.99/28.99  												| Equations (396) can reduce 240 to:
% 63.99/28.99  												| (1890)  ~ (all_0_42_42 = e4)
% 63.99/28.99  												|
% 63.99/28.99  												| Equations (396) can reduce 159 to:
% 63.99/28.99  												| (1903)  ~ (all_0_44_44 = e4)
% 63.99/28.99  												|
% 63.99/28.99  												| Simplifying 1903 yields:
% 63.99/28.99  												| (1390)  ~ (all_0_44_44 = e4)
% 63.99/28.99  												|
% 63.99/28.99  												| Equations (396) can reduce 217 to:
% 63.99/28.99  												| (958)  ~ (all_0_52_52 = e4)
% 63.99/28.99  												|
% 63.99/28.99  												| Simplifying 958 yields:
% 63.99/28.99  												| (780)  ~ (all_0_52_52 = e4)
% 63.99/28.99  												|
% 63.99/28.99  												| Equations (396) can reduce 99 to:
% 63.99/28.99  												| (188)  ~ (e4 = e3)
% 63.99/28.99  												|
% 63.99/28.99  												| Equations (396) can reduce 96 to:
% 63.99/28.99  												| (48)  ~ (e4 = e2)
% 63.99/28.99  												|
% 63.99/28.99  												| From (396) and (98) follows:
% 63.99/29.00  												| (81985) op(e4, e1) = all_0_10_10
% 63.99/29.00  												|
% 63.99/29.00  												| From (396) and (37) follows:
% 63.99/29.00  												| (5492) op(e3, e1) = e4
% 63.99/29.00  												|
% 63.99/29.00  												+-Applying beta-rule and splitting (355), into two cases.
% 63.99/29.00  												|-Branch one:
% 63.99/29.00  												| (565) all_0_52_52 = e4
% 63.99/29.00  												|
% 63.99/29.00  													| Equations (565) can reduce 780 to:
% 63.99/29.00  													| (266) $false
% 63.99/29.00  													|
% 63.99/29.00  													|-The branch is then unsatisfiable
% 63.99/29.00  												|-Branch two:
% 63.99/29.00  												| (780)  ~ (all_0_52_52 = e4)
% 63.99/29.00  												| (642) all_0_52_52 = e1
% 63.99/29.00  												|
% 63.99/29.00  													| Equations (642) can reduce 101 to:
% 63.99/29.00  													| (759)  ~ (all_0_50_50 = e1)
% 63.99/29.00  													|
% 63.99/29.00  													| Equations (642) can reduce 20 to:
% 63.99/29.00  													| (464)  ~ (all_0_51_51 = e1)
% 63.99/29.00  													|
% 63.99/29.00  													| Equations (642) can reduce 46 to:
% 63.99/29.00  													| (1458)  ~ (all_0_53_53 = e1)
% 63.99/29.00  													|
% 63.99/29.00  													| Simplifying 1458 yields:
% 63.99/29.00  													| (1459)  ~ (all_0_53_53 = e1)
% 63.99/29.00  													|
% 63.99/29.00  													| Equations (642) can reduce 780 to:
% 63.99/29.00  													| (602)  ~ (e4 = e1)
% 63.99/29.00  													|
% 63.99/29.00  													| Simplifying 602 yields:
% 63.99/29.00  													| (110)  ~ (e4 = e1)
% 63.99/29.00  													|
% 63.99/29.00  													| Equations (642) can reduce 342 to:
% 63.99/29.00  													| (604)  ~ (e2 = e1)
% 63.99/29.00  													|
% 63.99/29.00  													| Simplifying 604 yields:
% 63.99/29.00  													| (122)  ~ (e2 = e1)
% 63.99/29.00  													|
% 63.99/29.00  													| Equations (642) can reduce 72 to:
% 63.99/29.00  													| (233)  ~ (e1 = e0)
% 63.99/29.00  													|
% 63.99/29.00  													| Instantiating formula (29) with e4, e1, all_0_10_10, e3 and discharging atoms op(e4, e1) = all_0_10_10, op(e4, e1) = e3, yields:
% 63.99/29.00  													| (9622) all_0_10_10 = e3
% 63.99/29.00  													|
% 63.99/29.00  													| From (9622) and (81985) follows:
% 63.99/29.00  													| (36) op(e4, e1) = e3
% 63.99/29.00  													|
% 63.99/29.00  													+-Applying beta-rule and splitting (158), into two cases.
% 63.99/29.00  													|-Branch one:
% 63.99/29.00  													| (313) all_0_40_40 = e2
% 63.99/29.00  													|
% 63.99/29.00  														| Equations (313) can reduce 296 to:
% 63.99/29.00  														| (266) $false
% 63.99/29.00  														|
% 63.99/29.00  														|-The branch is then unsatisfiable
% 63.99/29.00  													|-Branch two:
% 63.99/29.00  													| (296)  ~ (all_0_40_40 = e2)
% 63.99/29.00  													| (377) all_0_49_49 = e2 | all_0_53_53 = e2 | all_0_58_58 = e2
% 63.99/29.00  													|
% 63.99/29.00  														+-Applying beta-rule and splitting (47), into two cases.
% 63.99/29.00  														|-Branch one:
% 63.99/29.00  														| (317) all_0_39_39 = e2
% 63.99/29.00  														|
% 63.99/29.00  															| Equations (317) can reduce 294 to:
% 63.99/29.00  															| (266) $false
% 63.99/29.00  															|
% 63.99/29.00  															|-The branch is then unsatisfiable
% 63.99/29.00  														|-Branch two:
% 63.99/29.00  														| (294)  ~ (all_0_39_39 = e2)
% 63.99/29.00  														| (385) all_0_47_47 = e2 | all_0_51_51 = e2 | all_0_56_56 = e2
% 63.99/29.00  														|
% 63.99/29.00  															+-Applying beta-rule and splitting (222), into two cases.
% 63.99/29.00  															|-Branch one:
% 63.99/29.00  															| (386) all_0_55_55 = e2
% 63.99/29.00  															|
% 63.99/29.00  																| Equations (386) can reduce 304 to:
% 63.99/29.00  																| (266) $false
% 63.99/29.00  																|
% 63.99/29.00  																|-The branch is then unsatisfiable
% 63.99/29.00  															|-Branch two:
% 63.99/29.00  															| (304)  ~ (all_0_55_55 = e2)
% 63.99/29.00  															| (389) all_0_56_56 = e2 | all_0_57_57 = e2 | all_0_58_58 = e2
% 63.99/29.00  															|
% 63.99/29.00  																+-Applying beta-rule and splitting (95), into two cases.
% 63.99/29.00  																|-Branch one:
% 63.99/29.00  																| (378) all_0_50_50 = e2
% 63.99/29.00  																|
% 63.99/29.00  																	| Equations (378) can reduce 302 to:
% 63.99/29.00  																	| (266) $false
% 63.99/29.00  																	|
% 63.99/29.00  																	|-The branch is then unsatisfiable
% 63.99/29.00  																|-Branch two:
% 63.99/29.00  																| (302)  ~ (all_0_50_50 = e2)
% 63.99/29.00  																| (381) all_0_51_51 = e2 | all_0_52_52 = e2 | all_0_53_53 = e2
% 63.99/29.00  																|
% 63.99/29.00  																	+-Applying beta-rule and splitting (243), into two cases.
% 63.99/29.00  																	|-Branch one:
% 63.99/29.00  																	| (329) all_0_38_38 = e0
% 63.99/29.00  																	|
% 63.99/29.00  																		| Combining equations (329,292) yields a new equation:
% 63.99/29.00  																		| (330) e2 = e0
% 63.99/29.00  																		|
% 63.99/29.00  																		| Equations (330) can reduce 128 to:
% 63.99/29.00  																		| (266) $false
% 63.99/29.00  																		|
% 63.99/29.00  																		|-The branch is then unsatisfiable
% 63.99/29.00  																	|-Branch two:
% 63.99/29.00  																	| (332)  ~ (all_0_38_38 = e0)
% 63.99/29.00  																	| (395) all_0_41_41 = e0 | all_0_46_46 = e0 | all_0_55_55 = e0
% 63.99/29.00  																	|
% 63.99/29.00  																		+-Applying beta-rule and splitting (241), into two cases.
% 63.99/29.00  																		|-Branch one:
% 63.99/29.00  																		| (378) all_0_50_50 = e2
% 63.99/29.00  																		|
% 63.99/29.00  																			| Equations (378) can reduce 302 to:
% 63.99/29.00  																			| (266) $false
% 63.99/29.00  																			|
% 63.99/29.00  																			|-The branch is then unsatisfiable
% 63.99/29.00  																		|-Branch two:
% 63.99/29.00  																		| (302)  ~ (all_0_50_50 = e2)
% 63.99/29.00  																		| (422) all_0_50_50 = e4 | all_0_50_50 = e3 | all_0_50_50 = e1
% 63.99/29.00  																		|
% 63.99/29.00  																			+-Applying beta-rule and splitting (168), into two cases.
% 63.99/29.00  																			|-Branch one:
% 63.99/29.00  																			| (415) all_0_50_50 = e3
% 63.99/29.00  																			|
% 63.99/29.00  																				| Equations (415) can reduce 221 to:
% 63.99/29.00  																				| (1898)  ~ (all_0_41_41 = e3)
% 63.99/29.00  																				|
% 63.99/29.00  																				| Equations (415) can reduce 59 to:
% 63.99/29.00  																				| (1925)  ~ (all_0_51_51 = e3)
% 63.99/29.00  																				|
% 63.99/29.00  																				| Simplifying 1925 yields:
% 63.99/29.00  																				| (664)  ~ (all_0_51_51 = e3)
% 63.99/29.00  																				|
% 63.99/29.00  																				| Equations (415) can reduce 759 to:
% 63.99/29.00  																				| (213)  ~ (e3 = e1)
% 63.99/29.00  																				|
% 63.99/29.00  																				| From (415) and (242) follows:
% 63.99/29.00  																				| (1934) op(e1, e3) = e3
% 63.99/29.00  																				|
% 63.99/29.00  																				+-Applying beta-rule and splitting (174), into two cases.
% 63.99/29.00  																				|-Branch one:
% 63.99/29.00  																				| (386) all_0_55_55 = e2
% 63.99/29.00  																				|
% 63.99/29.00  																					| Equations (386) can reduce 304 to:
% 63.99/29.00  																					| (266) $false
% 63.99/29.00  																					|
% 63.99/29.00  																					|-The branch is then unsatisfiable
% 63.99/29.00  																				|-Branch two:
% 63.99/29.00  																				| (304)  ~ (all_0_55_55 = e2)
% 63.99/29.00  																				| (2051) all_0_55_55 = e4 | all_0_55_55 = e3 | all_0_55_55 = e1 | all_0_55_55 = e0
% 63.99/29.00  																				|
% 63.99/29.00  																					+-Applying beta-rule and splitting (62), into two cases.
% 63.99/29.00  																					|-Branch one:
% 63.99/29.00  																					| (321) all_0_38_38 = e4
% 63.99/29.00  																					|
% 63.99/29.00  																						| Combining equations (321,292) yields a new equation:
% 63.99/29.00  																						| (322) e4 = e2
% 63.99/29.00  																						|
% 63.99/29.00  																						| Simplifying 322 yields:
% 63.99/29.00  																						| (323) e4 = e2
% 63.99/29.00  																						|
% 63.99/29.00  																						| Equations (323) can reduce 48 to:
% 63.99/29.00  																						| (266) $false
% 63.99/29.00  																						|
% 63.99/29.00  																						|-The branch is then unsatisfiable
% 63.99/29.00  																					|-Branch two:
% 63.99/29.00  																					| (325)  ~ (all_0_38_38 = e4)
% 63.99/29.00  																					| (582) all_0_41_41 = e4 | all_0_46_46 = e4 | all_0_50_50 = e4 | all_0_55_55 = e4
% 63.99/29.00  																					|
% 63.99/29.00  																						+-Applying beta-rule and splitting (582), into two cases.
% 63.99/29.00  																						|-Branch one:
% 63.99/29.00  																						| (437) all_0_41_41 = e4
% 63.99/29.00  																						|
% 63.99/29.00  																							| Equations (437) can reduce 440 to:
% 63.99/29.00  																							| (266) $false
% 63.99/29.00  																							|
% 63.99/29.00  																							|-The branch is then unsatisfiable
% 63.99/29.00  																						|-Branch two:
% 63.99/29.00  																						| (440)  ~ (all_0_41_41 = e4)
% 63.99/29.00  																						| (769) all_0_46_46 = e4 | all_0_50_50 = e4 | all_0_55_55 = e4
% 63.99/29.00  																						|
% 63.99/29.00  																							+-Applying beta-rule and splitting (2051), into two cases.
% 63.99/29.00  																							|-Branch one:
% 63.99/29.00  																							| (587) all_0_55_55 = e4
% 63.99/29.00  																							|
% 63.99/29.00  																								| Equations (587) can reduce 763 to:
% 63.99/29.00  																								| (266) $false
% 63.99/29.00  																								|
% 63.99/29.00  																								|-The branch is then unsatisfiable
% 63.99/29.00  																							|-Branch two:
% 63.99/29.00  																							| (763)  ~ (all_0_55_55 = e4)
% 63.99/29.00  																							| (2055) all_0_55_55 = e3 | all_0_55_55 = e1 | all_0_55_55 = e0
% 63.99/29.00  																							|
% 63.99/29.00  																								+-Applying beta-rule and splitting (769), into two cases.
% 63.99/29.00  																								|-Branch one:
% 63.99/29.00  																								| (770) all_0_46_46 = e4
% 63.99/29.00  																								|
% 63.99/29.00  																									| Equations (770) can reduce 19 to:
% 63.99/29.00  																									| (251)  ~ (all_0_47_47 = e4)
% 63.99/29.00  																									|
% 63.99/29.00  																									| Simplifying 251 yields:
% 63.99/29.00  																									| (252)  ~ (all_0_47_47 = e4)
% 63.99/29.00  																									|
% 63.99/29.00  																									| Equations (770) can reduce 208 to:
% 63.99/29.00  																									| (255)  ~ (all_0_49_49 = e4)
% 63.99/29.00  																									|
% 63.99/29.00  																									| Simplifying 255 yields:
% 63.99/29.00  																									| (256)  ~ (all_0_49_49 = e4)
% 63.99/29.00  																									|
% 63.99/29.00  																									+-Applying beta-rule and splitting (395), into two cases.
% 63.99/29.00  																									|-Branch one:
% 63.99/29.00  																									| (794) all_0_41_41 = e0
% 63.99/29.00  																									|
% 63.99/29.00  																										| Equations (794) can reduce 1898 to:
% 63.99/29.00  																										| (541)  ~ (e3 = e0)
% 63.99/29.00  																										|
% 63.99/29.00  																										| Simplifying 541 yields:
% 63.99/29.00  																										| (80)  ~ (e3 = e0)
% 63.99/29.00  																										|
% 63.99/29.00  																										| From (794) and (219) follows:
% 63.99/29.00  																										| (5573) op(e3, e3) = e0
% 63.99/29.00  																										|
% 63.99/29.00  																										+-Applying beta-rule and splitting (18), into two cases.
% 63.99/29.00  																										|-Branch one:
% 63.99/29.00  																										| (453) all_0_41_41 = e1
% 63.99/29.00  																										|
% 63.99/29.00  																											| Combining equations (453,794) yields a new equation:
% 63.99/29.00  																											| (546) e1 = e0
% 63.99/29.00  																											|
% 63.99/29.00  																											| Simplifying 546 yields:
% 63.99/29.00  																											| (431) e1 = e0
% 63.99/29.00  																											|
% 63.99/29.00  																											| Equations (431) can reduce 233 to:
% 63.99/29.00  																											| (266) $false
% 63.99/29.00  																											|
% 63.99/29.00  																											|-The branch is then unsatisfiable
% 63.99/29.00  																										|-Branch two:
% 63.99/29.00  																										| (457)  ~ (all_0_41_41 = e1)
% 63.99/29.00  																										| (595) all_0_46_46 = e1 | all_0_50_50 = e1 | all_0_55_55 = e1
% 63.99/29.00  																										|
% 63.99/29.00  																											+-Applying beta-rule and splitting (595), into two cases.
% 63.99/29.00  																											|-Branch one:
% 63.99/29.00  																											| (545) all_0_46_46 = e1
% 63.99/29.00  																											|
% 63.99/29.00  																												| Combining equations (770,545) yields a new equation:
% 63.99/29.00  																												| (636) e4 = e1
% 63.99/29.00  																												|
% 63.99/29.00  																												| Simplifying 636 yields:
% 63.99/29.00  																												| (630) e4 = e1
% 63.99/29.00  																												|
% 63.99/29.00  																												| Equations (630) can reduce 110 to:
% 63.99/29.00  																												| (266) $false
% 63.99/29.00  																												|
% 63.99/29.00  																												|-The branch is then unsatisfiable
% 63.99/29.00  																											|-Branch two:
% 63.99/29.00  																											| (549)  ~ (all_0_46_46 = e1)
% 63.99/29.00  																											| (600) all_0_50_50 = e1 | all_0_55_55 = e1
% 63.99/29.00  																											|
% 63.99/29.00  																												+-Applying beta-rule and splitting (600), into two cases.
% 63.99/29.00  																												|-Branch one:
% 63.99/29.00  																												| (601) all_0_50_50 = e1
% 63.99/29.00  																												|
% 63.99/29.00  																													| Combining equations (415,601) yields a new equation:
% 63.99/29.00  																													| (454) e3 = e1
% 63.99/29.00  																													|
% 63.99/29.00  																													| Simplifying 454 yields:
% 63.99/29.00  																													| (455) e3 = e1
% 63.99/29.00  																													|
% 63.99/29.00  																													| Equations (455) can reduce 213 to:
% 63.99/29.00  																													| (266) $false
% 63.99/29.00  																													|
% 63.99/29.00  																													|-The branch is then unsatisfiable
% 63.99/29.00  																												|-Branch two:
% 63.99/29.00  																												| (759)  ~ (all_0_50_50 = e1)
% 63.99/29.00  																												| (629) all_0_55_55 = e1
% 63.99/29.00  																												|
% 63.99/29.00  																													| Equations (629) can reduce 3 to:
% 63.99/29.00  																													| (879)  ~ (all_0_58_58 = e1)
% 63.99/29.00  																													|
% 63.99/29.00  																													| Simplifying 879 yields:
% 63.99/29.00  																													| (880)  ~ (all_0_58_58 = e1)
% 63.99/29.00  																													|
% 63.99/29.00  																													| From (629) and (74) follows:
% 63.99/29.00  																													| (6587) op(e0, e3) = e1
% 63.99/29.00  																													|
% 63.99/29.00  																													+-Applying beta-rule and splitting (113), into two cases.
% 63.99/29.00  																													|-Branch one:
% 63.99/29.00  																													| (403) all_0_41_41 = e3
% 63.99/29.00  																													|
% 63.99/29.00  																														| Combining equations (403,794) yields a new equation:
% 63.99/29.00  																														| (675) e3 = e0
% 63.99/29.00  																														|
% 63.99/29.00  																														| Simplifying 675 yields:
% 63.99/29.00  																														| (676) e3 = e0
% 63.99/29.00  																														|
% 63.99/29.00  																														| Equations (676) can reduce 80 to:
% 63.99/29.00  																														| (266) $false
% 63.99/29.00  																														|
% 63.99/29.00  																														|-The branch is then unsatisfiable
% 63.99/29.00  																													|-Branch two:
% 63.99/29.00  																													| (1898)  ~ (all_0_41_41 = e3)
% 63.99/29.00  																													| (1899) all_0_42_42 = e3 | all_0_44_44 = e3
% 63.99/29.00  																													|
% 63.99/29.00  																														+-Applying beta-rule and splitting (7), into two cases.
% 63.99/29.00  																														|-Branch one:
% 63.99/29.00  																														| (504) all_0_51_51 = e2
% 63.99/29.00  																														|
% 63.99/29.00  																															| Equations (504) can reduce 224 to:
% 63.99/29.00  																															| (338)  ~ (all_0_47_47 = e2)
% 63.99/29.00  																															|
% 63.99/29.00  																															| Equations (504) can reduce 6 to:
% 63.99/29.00  																															| (508)  ~ (all_0_53_53 = e2)
% 63.99/29.00  																															|
% 63.99/29.00  																															| Simplifying 508 yields:
% 63.99/29.00  																															| (509)  ~ (all_0_53_53 = e2)
% 63.99/29.00  																															|
% 63.99/29.00  																															| Equations (504) can reduce 16 to:
% 63.99/29.00  																															| (510)  ~ (all_0_56_56 = e2)
% 63.99/29.00  																															|
% 63.99/29.00  																															| Simplifying 510 yields:
% 63.99/29.00  																															| (511)  ~ (all_0_56_56 = e2)
% 63.99/29.00  																															|
% 63.99/29.00  																															| Equations (504) can reduce 664 to:
% 63.99/29.00  																															| (626)  ~ (e3 = e2)
% 63.99/29.00  																															|
% 63.99/29.00  																															| Simplifying 626 yields:
% 63.99/29.00  																															| (212)  ~ (e3 = e2)
% 63.99/29.00  																															|
% 63.99/29.00  																															| Equations (504) can reduce 464 to:
% 63.99/29.00  																															| (122)  ~ (e2 = e1)
% 63.99/29.00  																															|
% 63.99/29.00  																															| From (504) and (186) follows:
% 63.99/29.00  																															| (515) op(e1, e2) = e2
% 63.99/29.00  																															|
% 63.99/29.00  																															+-Applying beta-rule and splitting (196), into two cases.
% 63.99/29.00  																															|-Branch one:
% 63.99/29.00  																															| (607) all_0_53_53 = e2
% 63.99/29.00  																															|
% 63.99/29.00  																																| Equations (607) can reduce 509 to:
% 63.99/29.00  																																| (266) $false
% 63.99/29.00  																																|
% 63.99/29.00  																																|-The branch is then unsatisfiable
% 63.99/29.00  																															|-Branch two:
% 63.99/29.00  																															| (509)  ~ (all_0_53_53 = e2)
% 63.99/29.00  																															| (610) all_0_53_53 = e4 | all_0_53_53 = e3 | all_0_53_53 = e1
% 63.99/29.00  																															|
% 63.99/29.00  																																+-Applying beta-rule and splitting (389), into two cases.
% 63.99/29.00  																																|-Branch one:
% 63.99/29.00  																																| (833) all_0_56_56 = e2
% 63.99/29.00  																																|
% 63.99/29.00  																																	| Equations (833) can reduce 511 to:
% 63.99/29.00  																																	| (266) $false
% 63.99/29.00  																																	|
% 63.99/29.00  																																	|-The branch is then unsatisfiable
% 63.99/29.00  																																|-Branch two:
% 63.99/29.00  																																| (511)  ~ (all_0_56_56 = e2)
% 63.99/29.00  																																| (1709) all_0_57_57 = e2 | all_0_58_58 = e2
% 63.99/29.00  																																|
% 63.99/29.00  																																	+-Applying beta-rule and splitting (164), into two cases.
% 63.99/29.00  																																	|-Branch one:
% 63.99/29.00  																																	| (471) all_0_39_39 = e4
% 63.99/29.00  																																	|
% 63.99/29.00  																																		| Equations (471) can reduce 176 to:
% 63.99/29.00  																																		| (7398)  ~ (all_0_40_40 = e4)
% 63.99/29.00  																																		|
% 63.99/29.00  																																		| Simplifying 7398 yields:
% 63.99/29.00  																																		| (447)  ~ (all_0_40_40 = e4)
% 63.99/29.00  																																		|
% 63.99/29.00  																																		| From (471) and (14) follows:
% 63.99/29.00  																																		| (4284) op(e4, e2) = e4
% 63.99/29.00  																																		|
% 63.99/29.00  																																		+-Applying beta-rule and splitting (150), into two cases.
% 63.99/29.00  																																		|-Branch one:
% 63.99/29.00  																																		| (1378) all_0_40_40 = e4
% 63.99/29.00  																																		|
% 63.99/29.00  																																			| Equations (1378) can reduce 447 to:
% 63.99/29.00  																																			| (266) $false
% 63.99/29.00  																																			|
% 63.99/29.00  																																			|-The branch is then unsatisfiable
% 63.99/29.00  																																		|-Branch two:
% 63.99/29.00  																																		| (447)  ~ (all_0_40_40 = e4)
% 63.99/29.00  																																		| (2271) all_0_44_44 = e4 | all_0_49_49 = e4 | all_0_53_53 = e4 | all_0_58_58 = e4
% 63.99/29.00  																																		|
% 63.99/29.00  																																			+-Applying beta-rule and splitting (610), into two cases.
% 63.99/29.00  																																			|-Branch one:
% 63.99/29.00  																																			| (1298) all_0_53_53 = e4
% 63.99/29.01  																																			|
% 63.99/29.01  																																				| Equations (1298) can reduce 162 to:
% 63.99/29.01  																																				| (447)  ~ (all_0_40_40 = e4)
% 63.99/29.01  																																				|
% 63.99/29.01  																																				| Equations (1298) can reduce 220 to:
% 63.99/29.01  																																				| (1390)  ~ (all_0_44_44 = e4)
% 63.99/29.01  																																				|
% 63.99/29.01  																																				| Equations (1298) can reduce 65 to:
% 63.99/29.01  																																				| (256)  ~ (all_0_49_49 = e4)
% 63.99/29.01  																																				|
% 63.99/29.01  																																				| Equations (1298) can reduce 509 to:
% 63.99/29.01  																																				| (48)  ~ (e4 = e2)
% 63.99/29.01  																																				|
% 63.99/29.01  																																				| Equations (1298) can reduce 1459 to:
% 63.99/29.01  																																				| (110)  ~ (e4 = e1)
% 63.99/29.01  																																				|
% 63.99/29.01  																																				| From (1298) and (84) follows:
% 63.99/29.01  																																				| (5692) op(e1, e0) = e4
% 63.99/29.01  																																				|
% 63.99/29.01  																																				+-Applying beta-rule and splitting (316), into two cases.
% 63.99/29.01  																																				|-Branch one:
% 63.99/29.01  																																				| (1378) all_0_40_40 = e4
% 63.99/29.01  																																				|
% 63.99/29.01  																																					| Equations (1378) can reduce 447 to:
% 63.99/29.01  																																					| (266) $false
% 63.99/29.01  																																					|
% 63.99/29.01  																																					|-The branch is then unsatisfiable
% 63.99/29.01  																																				|-Branch two:
% 63.99/29.01  																																				| (447)  ~ (all_0_40_40 = e4)
% 63.99/29.01  																																				| (485) all_0_40_40 = e0
% 63.99/29.01  																																				|
% 63.99/29.01  																																					| Equations (485) can reduce 143 to:
% 63.99/29.01  																																					| (359)  ~ (all_0_44_44 = e0)
% 63.99/29.01  																																					|
% 63.99/29.01  																																					| Simplifying 359 yields:
% 63.99/29.01  																																					| (360)  ~ (all_0_44_44 = e0)
% 63.99/29.01  																																					|
% 63.99/29.01  																																					| Equations (485) can reduce 200 to:
% 63.99/29.01  																																					| (486)  ~ (all_0_49_49 = e0)
% 63.99/29.01  																																					|
% 63.99/29.01  																																					| Simplifying 486 yields:
% 63.99/29.01  																																					| (487)  ~ (all_0_49_49 = e0)
% 63.99/29.01  																																					|
% 63.99/29.01  																																					| Equations (485) can reduce 178 to:
% 63.99/29.01  																																					| (490)  ~ (all_0_58_58 = e0)
% 63.99/29.01  																																					|
% 63.99/29.01  																																					| Simplifying 490 yields:
% 63.99/29.01  																																					| (491)  ~ (all_0_58_58 = e0)
% 63.99/29.01  																																					|
% 63.99/29.01  																																					| Equations (485) can reduce 447 to:
% 63.99/29.01  																																					| (401)  ~ (e4 = e0)
% 63.99/29.01  																																					|
% 63.99/29.01  																																					| Simplifying 401 yields:
% 63.99/29.01  																																					| (49)  ~ (e4 = e0)
% 63.99/29.01  																																					|
% 63.99/29.01  																																					| Equations (485) can reduce 132 to:
% 63.99/29.01  																																					| (435)  ~ (e1 = e0)
% 63.99/29.01  																																					|
% 63.99/29.01  																																					| Simplifying 435 yields:
% 63.99/29.01  																																					| (233)  ~ (e1 = e0)
% 63.99/29.01  																																					|
% 63.99/29.01  																																					+-Applying beta-rule and splitting (54), into two cases.
% 63.99/29.01  																																					|-Branch one:
% 63.99/29.01  																																					| (583) all_0_49_49 = e2
% 63.99/29.01  																																					|
% 63.99/29.01  																																						| Equations (583) can reduce 340 to:
% 63.99/29.01  																																						| (266) $false
% 63.99/29.01  																																						|
% 63.99/29.01  																																						|-The branch is then unsatisfiable
% 63.99/29.01  																																					|-Branch two:
% 63.99/29.01  																																					| (340)  ~ (all_0_49_49 = e2)
% 63.99/29.01  																																					| (586) all_0_49_49 = e4 | all_0_49_49 = e3 | all_0_49_49 = e1 | all_0_49_49 = e0
% 63.99/29.01  																																					|
% 63.99/29.01  																																						+-Applying beta-rule and splitting (104), into two cases.
% 63.99/29.01  																																						|-Branch one:
% 63.99/29.01  																																						| (480) all_0_39_39 = e0
% 63.99/29.01  																																						|
% 63.99/29.01  																																							| Combining equations (480,471) yields a new equation:
% 63.99/29.01  																																							| (397) e4 = e0
% 63.99/29.01  																																							|
% 63.99/29.01  																																							| Equations (397) can reduce 49 to:
% 63.99/29.01  																																							| (266) $false
% 63.99/29.01  																																							|
% 63.99/29.01  																																							|-The branch is then unsatisfiable
% 63.99/29.01  																																						|-Branch two:
% 63.99/29.01  																																						| (484)  ~ (all_0_39_39 = e0)
% 63.99/29.01  																																						| (558) all_0_42_42 = e0 | all_0_47_47 = e0 | all_0_56_56 = e0
% 63.99/29.01  																																						|
% 63.99/29.01  																																							| Equations (471) can reduce 484 to:
% 63.99/29.01  																																							| (49)  ~ (e4 = e0)
% 63.99/29.01  																																							|
% 63.99/29.01  																																							+-Applying beta-rule and splitting (184), into two cases.
% 63.99/29.01  																																							|-Branch one:
% 63.99/29.01  																																							| (538) all_0_46_46 = e0
% 63.99/29.01  																																							|
% 63.99/29.01  																																								| Combining equations (538,770) yields a new equation:
% 63.99/29.01  																																								| (397) e4 = e0
% 63.99/29.01  																																								|
% 63.99/29.01  																																								| Equations (397) can reduce 49 to:
% 63.99/29.01  																																								| (266) $false
% 63.99/29.01  																																								|
% 63.99/29.01  																																								|-The branch is then unsatisfiable
% 63.99/29.01  																																							|-Branch two:
% 63.99/29.01  																																							| (831)  ~ (all_0_46_46 = e0)
% 63.99/29.01  																																							| (832) all_0_47_47 = e0 | all_0_48_48 = e0 | all_0_49_49 = e0
% 63.99/29.01  																																							|
% 63.99/29.01  																																								+-Applying beta-rule and splitting (832), into two cases.
% 63.99/29.01  																																								|-Branch one:
% 63.99/29.01  																																								| (674) all_0_47_47 = e0
% 63.99/29.01  																																								|
% 63.99/29.01  																																									| Equations (674) can reduce 198 to:
% 63.99/29.01  																																									| (358)  ~ (all_0_42_42 = e0)
% 63.99/29.01  																																									|
% 63.99/29.01  																																									| Equations (674) can reduce 86 to:
% 63.99/29.01  																																									| (486)  ~ (all_0_49_49 = e0)
% 63.99/29.01  																																									|
% 63.99/29.01  																																									| Simplifying 486 yields:
% 63.99/29.01  																																									| (487)  ~ (all_0_49_49 = e0)
% 63.99/29.01  																																									|
% 63.99/29.01  																																									| Equations (674) can reduce 1091 to:
% 63.99/29.01  																																									| (541)  ~ (e3 = e0)
% 63.99/29.01  																																									|
% 63.99/29.01  																																									| Simplifying 541 yields:
% 63.99/29.01  																																									| (80)  ~ (e3 = e0)
% 63.99/29.01  																																									|
% 63.99/29.01  																																									| Equations (674) can reduce 338 to:
% 63.99/29.01  																																									| (365)  ~ (e2 = e0)
% 63.99/29.01  																																									|
% 63.99/29.01  																																									| Simplifying 365 yields:
% 63.99/29.01  																																									| (128)  ~ (e2 = e0)
% 63.99/29.01  																																									|
% 63.99/29.01  																																									| From (674) and (23) follows:
% 63.99/29.01  																																									| (3148) op(e2, e2) = e0
% 63.99/29.01  																																									|
% 63.99/29.01  																																									+-Applying beta-rule and splitting (135), into two cases.
% 63.99/29.01  																																									|-Branch one:
% 63.99/29.01  																																									| (545) all_0_46_46 = e1
% 63.99/29.01  																																									|
% 63.99/29.01  																																										| Combining equations (545,770) yields a new equation:
% 63.99/29.01  																																										| (630) e4 = e1
% 63.99/29.01  																																										|
% 63.99/29.01  																																										| Equations (630) can reduce 110 to:
% 63.99/29.01  																																										| (266) $false
% 63.99/29.01  																																										|
% 63.99/29.01  																																										|-The branch is then unsatisfiable
% 63.99/29.01  																																									|-Branch two:
% 63.99/29.01  																																									| (549)  ~ (all_0_46_46 = e1)
% 63.99/29.01  																																									| (550) all_0_47_47 = e1 | all_0_48_48 = e1 | all_0_49_49 = e1
% 63.99/29.01  																																									|
% 63.99/29.01  																																										+-Applying beta-rule and splitting (550), into two cases.
% 63.99/29.01  																																										|-Branch one:
% 63.99/29.01  																																										| (654) all_0_47_47 = e1
% 63.99/29.01  																																										|
% 63.99/29.01  																																											| Combining equations (654,674) yields a new equation:
% 63.99/29.01  																																											| (546) e1 = e0
% 63.99/29.01  																																											|
% 63.99/29.01  																																											| Simplifying 546 yields:
% 63.99/29.01  																																											| (431) e1 = e0
% 63.99/29.01  																																											|
% 63.99/29.01  																																											| Equations (431) can reduce 233 to:
% 63.99/29.01  																																											| (266) $false
% 63.99/29.01  																																											|
% 63.99/29.01  																																											|-The branch is then unsatisfiable
% 63.99/29.01  																																										|-Branch two:
% 63.99/29.01  																																										| (462)  ~ (all_0_47_47 = e1)
% 63.99/29.01  																																										| (659) all_0_48_48 = e1 | all_0_49_49 = e1
% 63.99/29.01  																																										|
% 63.99/29.01  																																											+-Applying beta-rule and splitting (659), into two cases.
% 63.99/29.01  																																											|-Branch one:
% 63.99/29.01  																																											| (615) all_0_48_48 = e1
% 63.99/29.01  																																											|
% 63.99/29.01  																																												| Combining equations (335,615) yields a new equation:
% 63.99/29.01  																																												| (616) e2 = e1
% 63.99/29.01  																																												|
% 63.99/29.01  																																												| Simplifying 616 yields:
% 63.99/29.01  																																												| (617) e2 = e1
% 63.99/29.01  																																												|
% 63.99/29.01  																																												| Equations (617) can reduce 122 to:
% 63.99/29.01  																																												| (266) $false
% 63.99/29.01  																																												|
% 63.99/29.01  																																												|-The branch is then unsatisfiable
% 63.99/29.01  																																											|-Branch two:
% 63.99/29.01  																																											| (619)  ~ (all_0_48_48 = e1)
% 63.99/29.01  																																											| (671) all_0_49_49 = e1
% 63.99/29.01  																																											|
% 63.99/29.01  																																												| Equations (671) can reduce 9 to:
% 63.99/29.01  																																												| (639)  ~ (all_0_44_44 = e1)
% 63.99/29.01  																																												|
% 63.99/29.01  																																												| Equations (671) can reduce 256 to:
% 63.99/29.01  																																												| (602)  ~ (e4 = e1)
% 63.99/29.01  																																												|
% 63.99/29.01  																																												| Simplifying 602 yields:
% 63.99/29.01  																																												| (110)  ~ (e4 = e1)
% 63.99/29.01  																																												|
% 63.99/29.01  																																												| Equations (671) can reduce 525 to:
% 63.99/29.01  																																												| (467)  ~ (e3 = e1)
% 63.99/29.01  																																												|
% 63.99/29.01  																																												| Simplifying 467 yields:
% 63.99/29.01  																																												| (213)  ~ (e3 = e1)
% 63.99/29.01  																																												|
% 63.99/29.01  																																												| Equations (671) can reduce 487 to:
% 63.99/29.01  																																												| (233)  ~ (e1 = e0)
% 63.99/29.01  																																												|
% 63.99/29.01  																																												+-Applying beta-rule and splitting (26), into two cases.
% 63.99/29.01  																																												|-Branch one:
% 63.99/29.01  																																												| (446) all_0_44_44 = e4
% 63.99/29.01  																																												|
% 63.99/29.01  																																													| Equations (446) can reduce 1390 to:
% 63.99/29.01  																																													| (266) $false
% 63.99/29.01  																																													|
% 63.99/29.01  																																													|-The branch is then unsatisfiable
% 63.99/29.01  																																												|-Branch two:
% 63.99/29.01  																																												| (1390)  ~ (all_0_44_44 = e4)
% 63.99/29.01  																																												| (1391) all_0_44_44 = e3 | all_0_44_44 = e1 | all_0_44_44 = e0
% 63.99/29.01  																																												|
% 63.99/29.01  																																													+-Applying beta-rule and splitting (103), into two cases.
% 63.99/29.01  																																													|-Branch one:
% 63.99/29.01  																																													| (453) all_0_41_41 = e1
% 63.99/29.01  																																													|
% 63.99/29.01  																																														| Combining equations (794,453) yields a new equation:
% 63.99/29.01  																																														| (431) e1 = e0
% 63.99/29.01  																																														|
% 63.99/29.01  																																														| Equations (431) can reduce 233 to:
% 63.99/29.01  																																														| (266) $false
% 63.99/29.01  																																														|
% 63.99/29.01  																																														|-The branch is then unsatisfiable
% 63.99/29.01  																																													|-Branch two:
% 63.99/29.01  																																													| (457)  ~ (all_0_41_41 = e1)
% 63.99/29.01  																																													| (458) all_0_42_42 = e1 | all_0_43_43 = e1 | all_0_44_44 = e1
% 63.99/29.01  																																													|
% 63.99/29.01  																																														+-Applying beta-rule and splitting (131), into two cases.
% 63.99/29.01  																																														|-Branch one:
% 63.99/29.01  																																														| (459) all_0_42_42 = e1
% 63.99/29.01  																																														|
% 63.99/29.01  																																															| Equations (459) can reduce 73 to:
% 63.99/29.01  																																															| (4057)  ~ (all_0_44_44 = e1)
% 63.99/29.01  																																															|
% 63.99/29.01  																																															| Simplifying 4057 yields:
% 63.99/29.01  																																															| (639)  ~ (all_0_44_44 = e1)
% 63.99/29.01  																																															|
% 63.99/29.01  																																															| Equations (459) can reduce 358 to:
% 63.99/29.01  																																															| (233)  ~ (e1 = e0)
% 63.99/29.01  																																															|
% 63.99/29.01  																																															+-Applying beta-rule and splitting (180), into two cases.
% 63.99/29.01  																																															|-Branch one:
% 63.99/29.01  																																															| (516) all_0_42_42 = e3
% 63.99/29.01  																																															|
% 63.99/29.01  																																																| Combining equations (516,459) yields a new equation:
% 63.99/29.01  																																																| (454) e3 = e1
% 63.99/29.01  																																																|
% 63.99/29.01  																																																| Simplifying 454 yields:
% 63.99/29.01  																																																| (455) e3 = e1
% 63.99/29.01  																																																|
% 63.99/29.01  																																																| Equations (455) can reduce 213 to:
% 63.99/29.01  																																																| (266) $false
% 63.99/29.01  																																																|
% 63.99/29.01  																																																|-The branch is then unsatisfiable
% 63.99/29.01  																																															|-Branch two:
% 63.99/29.01  																																															| (405)  ~ (all_0_42_42 = e3)
% 63.99/29.01  																																															| (521) all_0_47_47 = e3 | all_0_51_51 = e3 | all_0_56_56 = e3
% 63.99/29.01  																																															|
% 63.99/29.01  																																																+-Applying beta-rule and splitting (521), into two cases.
% 63.99/29.01  																																																|-Branch one:
% 63.99/29.01  																																																| (522) all_0_47_47 = e3
% 63.99/29.01  																																																|
% 63.99/29.01  																																																	| Combining equations (674,522) yields a new equation:
% 63.99/29.01  																																																	| (676) e3 = e0
% 63.99/29.01  																																																	|
% 63.99/29.01  																																																	| Equations (676) can reduce 80 to:
% 63.99/29.01  																																																	| (266) $false
% 63.99/29.01  																																																	|
% 63.99/29.01  																																																	|-The branch is then unsatisfiable
% 63.99/29.01  																																																|-Branch two:
% 63.99/29.01  																																																| (1091)  ~ (all_0_47_47 = e3)
% 63.99/29.01  																																																| (1092) all_0_51_51 = e3 | all_0_56_56 = e3
% 63.99/29.01  																																																|
% 63.99/29.01  																																																	+-Applying beta-rule and splitting (1092), into two cases.
% 63.99/29.01  																																																	|-Branch one:
% 63.99/29.01  																																																	| (660) all_0_51_51 = e3
% 63.99/29.01  																																																	|
% 63.99/29.01  																																																		| Combining equations (660,504) yields a new equation:
% 63.99/29.01  																																																		| (661) e3 = e2
% 63.99/29.01  																																																		|
% 63.99/29.01  																																																		| Simplifying 661 yields:
% 63.99/29.01  																																																		| (662) e3 = e2
% 63.99/29.01  																																																		|
% 63.99/29.01  																																																		| Equations (662) can reduce 212 to:
% 63.99/29.01  																																																		| (266) $false
% 63.99/29.01  																																																		|
% 63.99/29.01  																																																		|-The branch is then unsatisfiable
% 63.99/29.01  																																																	|-Branch two:
% 63.99/29.01  																																																	| (664)  ~ (all_0_51_51 = e3)
% 63.99/29.01  																																																	| (1097) all_0_56_56 = e3
% 63.99/29.01  																																																	|
% 63.99/29.01  																																																		| From (1097) and (111) follows:
% 63.99/29.01  																																																		| (65099) op(e0, e2) = e3
% 63.99/29.01  																																																		|
% 63.99/29.01  																																																		+-Applying beta-rule and splitting (189), into two cases.
% 63.99/29.01  																																																		|-Branch one:
% 63.99/29.01  																																																		| (532) all_0_44_44 = e3
% 63.99/29.01  																																																		|
% 63.99/29.01  																																																			| Equations (532) can reduce 360 to:
% 63.99/29.01  																																																			| (80)  ~ (e3 = e0)
% 63.99/29.01  																																																			|
% 63.99/29.01  																																																			| From (532) and (138) follows:
% 63.99/29.01  																																																			| (1639) op(e3, e0) = e3
% 63.99/29.01  																																																			|
% 63.99/29.01  																																																			+-Applying beta-rule and splitting (108), into two cases.
% 63.99/29.01  																																																			|-Branch one:
% 63.99/29.01  																																																			| (624) all_0_58_58 = e2
% 63.99/29.01  																																																			|
% 63.99/29.01  																																																				| From (624) and (245) follows:
% 63.99/29.01  																																																				| (628) op(e0, e0) = e2
% 63.99/29.01  																																																				|
% 63.99/29.01  																																																				+-Applying beta-rule and splitting (56), into two cases.
% 63.99/29.01  																																																				|-Branch one:
% 63.99/29.01  																																																				| (696) unit = e2
% 63.99/29.01  																																																				|
% 63.99/29.01  																																																					| From (696) and (32) follows:
% 63.99/29.01  																																																					| (698) op(e2, e2) = e2
% 63.99/29.01  																																																					|
% 63.99/29.01  																																																					| From (696) and (28) follows:
% 63.99/29.01  																																																					| (699) op(e1, e2) = e1
% 63.99/29.01  																																																					|
% 63.99/29.01  																																																					| Instantiating formula (29) with e2, e2, e2, e0 and discharging atoms op(e2, e2) = e2, op(e2, e2) = e0, yields:
% 63.99/29.01  																																																					| (330) e2 = e0
% 63.99/29.01  																																																					|
% 63.99/29.01  																																																					| Instantiating formula (29) with e1, e2, e1, e2 and discharging atoms op(e1, e2) = e2, op(e1, e2) = e1, yields:
% 63.99/29.01  																																																					| (617) e2 = e1
% 63.99/29.01  																																																					|
% 63.99/29.01  																																																					| Combining equations (330,617) yields a new equation:
% 63.99/29.01  																																																					| (431) e1 = e0
% 63.99/29.01  																																																					|
% 63.99/29.01  																																																					| Equations (431) can reduce 233 to:
% 63.99/29.01  																																																					| (266) $false
% 63.99/29.01  																																																					|
% 63.99/29.01  																																																					|-The branch is then unsatisfiable
% 63.99/29.01  																																																				|-Branch two:
% 63.99/29.01  																																																				| (707)  ~ (unit = e2)
% 63.99/29.01  																																																				| (708) unit = e4 | unit = e3 | unit = e1 | unit = e0
% 63.99/29.01  																																																				|
% 63.99/29.01  																																																					+-Applying beta-rule and splitting (708), into two cases.
% 63.99/29.01  																																																					|-Branch one:
% 63.99/29.01  																																																					| (709) unit = e4
% 63.99/29.01  																																																					|
% 63.99/29.01  																																																						| From (709) and (15) follows:
% 63.99/29.01  																																																						| (22188) op(e4, e2) = e2
% 63.99/29.01  																																																						|
% 63.99/29.01  																																																						| From (709) and (211) follows:
% 63.99/29.01  																																																						| (22527) op(e4, e1) = e1
% 63.99/29.01  																																																						|
% 63.99/29.01  																																																						| From (709) and (32) follows:
% 63.99/29.01  																																																						| (712) op(e2, e4) = e2
% 63.99/29.01  																																																						|
% 63.99/29.01  																																																						| From (709) and (42) follows:
% 63.99/29.01  																																																						| (713) op(e0, e4) = e0
% 63.99/29.01  																																																						|
% 63.99/29.01  																																																						| Instantiating formula (29) with e4, e2, e2, e4 and discharging atoms op(e4, e2) = e4, op(e4, e2) = e2, yields:
% 63.99/29.01  																																																						| (323) e4 = e2
% 63.99/29.01  																																																						|
% 63.99/29.01  																																																						| Instantiating formula (29) with e4, e1, e1, e3 and discharging atoms op(e4, e1) = e3, op(e4, e1) = e1, yields:
% 63.99/29.01  																																																						| (455) e3 = e1
% 63.99/29.01  																																																						|
% 63.99/29.01  																																																						| Instantiating formula (29) with e2, e4, e2, e3 and discharging atoms op(e2, e4) = e3, op(e2, e4) = e2, yields:
% 63.99/29.01  																																																						| (662) e3 = e2
% 63.99/29.01  																																																						|
% 63.99/29.01  																																																						| Instantiating formula (29) with e0, e4, e0, e4 and discharging atoms op(e0, e4) = e4, op(e0, e4) = e0, yields:
% 63.99/29.01  																																																						| (397) e4 = e0
% 63.99/29.01  																																																						|
% 63.99/29.01  																																																						| Combining equations (323,397) yields a new equation:
% 63.99/29.01  																																																						| (391) e2 = e0
% 63.99/29.01  																																																						|
% 63.99/29.01  																																																						| Simplifying 391 yields:
% 63.99/29.01  																																																						| (330) e2 = e0
% 63.99/29.01  																																																						|
% 63.99/29.01  																																																						| Combining equations (455,662) yields a new equation:
% 63.99/29.01  																																																						| (617) e2 = e1
% 63.99/29.01  																																																						|
% 63.99/29.01  																																																						| Combining equations (617,330) yields a new equation:
% 63.99/29.01  																																																						| (546) e1 = e0
% 63.99/29.01  																																																						|
% 63.99/29.01  																																																						| Simplifying 546 yields:
% 63.99/29.01  																																																						| (431) e1 = e0
% 63.99/29.01  																																																						|
% 63.99/29.01  																																																						| Equations (431) can reduce 233 to:
% 63.99/29.01  																																																						| (266) $false
% 63.99/29.01  																																																						|
% 63.99/29.01  																																																						|-The branch is then unsatisfiable
% 63.99/29.01  																																																					|-Branch two:
% 63.99/29.01  																																																					| (724)  ~ (unit = e4)
% 63.99/29.01  																																																					| (725) unit = e3 | unit = e1 | unit = e0
% 63.99/29.01  																																																					|
% 63.99/29.01  																																																						+-Applying beta-rule and splitting (725), into two cases.
% 63.99/29.01  																																																						|-Branch one:
% 63.99/29.01  																																																						| (726) unit = e0
% 63.99/29.01  																																																						|
% 63.99/29.01  																																																							| From (726) and (24) follows:
% 63.99/29.01  																																																							| (2208) op(e0, e3) = e3
% 63.99/29.01  																																																							|
% 63.99/29.01  																																																							| From (726) and (15) follows:
% 63.99/29.01  																																																							| (1508) op(e0, e2) = e2
% 63.99/29.01  																																																							|
% 63.99/29.01  																																																							| From (726) and (42) follows:
% 63.99/29.01  																																																							| (728) op(e0, e0) = e0
% 63.99/29.01  																																																							|
% 63.99/29.01  																																																							| Instantiating formula (29) with e0, e3, e3, e1 and discharging atoms op(e0, e3) = e3, op(e0, e3) = e1, yields:
% 63.99/29.01  																																																							| (455) e3 = e1
% 63.99/29.01  																																																							|
% 63.99/29.01  																																																							| Instantiating formula (29) with e0, e2, e2, e3 and discharging atoms op(e0, e2) = e3, op(e0, e2) = e2, yields:
% 63.99/29.01  																																																							| (662) e3 = e2
% 63.99/29.01  																																																							|
% 63.99/29.01  																																																							| Instantiating formula (29) with e0, e0, e0, e2 and discharging atoms op(e0, e0) = e2, op(e0, e0) = e0, yields:
% 63.99/29.01  																																																							| (330) e2 = e0
% 63.99/29.01  																																																							|
% 63.99/29.01  																																																							| Combining equations (662,455) yields a new equation:
% 63.99/29.01  																																																							| (616) e2 = e1
% 63.99/29.01  																																																							|
% 63.99/29.01  																																																							| Simplifying 616 yields:
% 63.99/29.01  																																																							| (617) e2 = e1
% 63.99/29.01  																																																							|
% 63.99/29.01  																																																							| Combining equations (330,617) yields a new equation:
% 63.99/29.01  																																																							| (431) e1 = e0
% 63.99/29.01  																																																							|
% 63.99/29.01  																																																							| Equations (431) can reduce 233 to:
% 63.99/29.01  																																																							| (266) $false
% 63.99/29.02  																																																							|
% 63.99/29.02  																																																							|-The branch is then unsatisfiable
% 63.99/29.02  																																																						|-Branch two:
% 63.99/29.02  																																																						| (734)  ~ (unit = e0)
% 63.99/29.02  																																																						| (735) unit = e3 | unit = e1
% 63.99/29.02  																																																						|
% 63.99/29.02  																																																							+-Applying beta-rule and splitting (735), into two cases.
% 63.99/29.02  																																																							|-Branch one:
% 63.99/29.02  																																																							| (736) unit = e1
% 63.99/29.02  																																																							|
% 63.99/29.02  																																																								| From (736) and (209) follows:
% 63.99/29.02  																																																								| (2715) op(e1, e0) = e0
% 63.99/29.02  																																																								|
% 63.99/29.02  																																																								| From (736) and (40) follows:
% 63.99/29.02  																																																								| (1652) op(e3, e1) = e3
% 63.99/29.02  																																																								|
% 63.99/29.02  																																																								| Instantiating formula (29) with e3, e1, e3, e4 and discharging atoms op(e3, e1) = e4, op(e3, e1) = e3, yields:
% 63.99/29.02  																																																								| (425) e4 = e3
% 63.99/29.02  																																																								|
% 63.99/29.02  																																																								| Instantiating formula (29) with e1, e0, e0, e4 and discharging atoms op(e1, e0) = e4, op(e1, e0) = e0, yields:
% 63.99/29.02  																																																								| (397) e4 = e0
% 63.99/29.02  																																																								|
% 63.99/29.02  																																																								| Combining equations (397,425) yields a new equation:
% 63.99/29.02  																																																								| (676) e3 = e0
% 63.99/29.02  																																																								|
% 63.99/29.02  																																																								| Equations (676) can reduce 80 to:
% 63.99/29.02  																																																								| (266) $false
% 63.99/29.02  																																																								|
% 63.99/29.02  																																																								|-The branch is then unsatisfiable
% 63.99/29.02  																																																							|-Branch two:
% 63.99/29.02  																																																							| (748)  ~ (unit = e1)
% 63.99/29.02  																																																							| (749) unit = e3
% 63.99/29.02  																																																							|
% 63.99/29.02  																																																								| From (749) and (209) follows:
% 63.99/29.02  																																																								| (1667) op(e3, e0) = e0
% 63.99/29.02  																																																								|
% 63.99/29.02  																																																								| From (749) and (28) follows:
% 63.99/29.02  																																																								| (2235) op(e1, e3) = e1
% 63.99/29.02  																																																								|
% 63.99/29.02  																																																								| Instantiating formula (29) with e3, e0, e0, e3 and discharging atoms op(e3, e0) = e3, op(e3, e0) = e0, yields:
% 63.99/29.02  																																																								| (676) e3 = e0
% 63.99/29.02  																																																								|
% 63.99/29.02  																																																								| Instantiating formula (29) with e1, e3, e1, e3 and discharging atoms op(e1, e3) = e3, op(e1, e3) = e1, yields:
% 63.99/29.02  																																																								| (455) e3 = e1
% 63.99/29.02  																																																								|
% 63.99/29.02  																																																								| Combining equations (455,676) yields a new equation:
% 63.99/29.02  																																																								| (546) e1 = e0
% 63.99/29.02  																																																								|
% 63.99/29.02  																																																								| Simplifying 546 yields:
% 63.99/29.02  																																																								| (431) e1 = e0
% 63.99/29.02  																																																								|
% 63.99/29.02  																																																								| Equations (431) can reduce 233 to:
% 63.99/29.02  																																																								| (266) $false
% 63.99/29.02  																																																								|
% 63.99/29.02  																																																								|-The branch is then unsatisfiable
% 63.99/29.02  																																																			|-Branch two:
% 63.99/29.02  																																																			| (908)  ~ (all_0_58_58 = e2)
% 63.99/29.02  																																																			| (909) all_0_58_58 = e4 | all_0_58_58 = e3 | all_0_58_58 = e1 | all_0_58_58 = e0
% 63.99/29.02  																																																			|
% 63.99/29.02  																																																				+-Applying beta-rule and splitting (1709), into two cases.
% 63.99/29.02  																																																				|-Branch one:
% 63.99/29.02  																																																				| (442) all_0_57_57 = e2
% 63.99/29.02  																																																				|
% 63.99/29.02  																																																					| Combining equations (442,875) yields a new equation:
% 63.99/29.02  																																																					| (391) e2 = e0
% 63.99/29.02  																																																					|
% 63.99/29.02  																																																					| Simplifying 391 yields:
% 63.99/29.02  																																																					| (330) e2 = e0
% 63.99/29.02  																																																					|
% 63.99/29.02  																																																					| Equations (330) can reduce 128 to:
% 63.99/29.02  																																																					| (266) $false
% 63.99/29.02  																																																					|
% 63.99/29.02  																																																					|-The branch is then unsatisfiable
% 63.99/29.02  																																																				|-Branch two:
% 63.99/29.02  																																																				| (344)  ~ (all_0_57_57 = e2)
% 63.99/29.02  																																																				| (624) all_0_58_58 = e2
% 63.99/29.02  																																																				|
% 63.99/29.02  																																																					| Equations (624) can reduce 908 to:
% 63.99/29.02  																																																					| (266) $false
% 63.99/29.02  																																																					|
% 63.99/29.02  																																																					|-The branch is then unsatisfiable
% 63.99/29.02  																																																		|-Branch two:
% 63.99/29.02  																																																		| (407)  ~ (all_0_44_44 = e3)
% 63.99/29.02  																																																		| (537) all_0_49_49 = e3 | all_0_53_53 = e3 | all_0_58_58 = e3
% 63.99/29.02  																																																		|
% 63.99/29.02  																																																			+-Applying beta-rule and splitting (1391), into two cases.
% 63.99/29.02  																																																			|-Branch one:
% 63.99/29.02  																																																			| (1414) all_0_44_44 = e0
% 63.99/29.02  																																																			|
% 63.99/29.02  																																																				| Equations (1414) can reduce 360 to:
% 63.99/29.02  																																																				| (266) $false
% 63.99/29.02  																																																				|
% 63.99/29.02  																																																				|-The branch is then unsatisfiable
% 63.99/29.02  																																																			|-Branch two:
% 63.99/29.02  																																																			| (360)  ~ (all_0_44_44 = e0)
% 63.99/29.02  																																																			| (1417) all_0_44_44 = e3 | all_0_44_44 = e1
% 63.99/29.02  																																																			|
% 63.99/29.02  																																																				+-Applying beta-rule and splitting (1417), into two cases.
% 63.99/29.02  																																																				|-Branch one:
% 63.99/29.02  																																																				| (635) all_0_44_44 = e1
% 63.99/29.02  																																																				|
% 63.99/29.02  																																																					| Equations (635) can reduce 639 to:
% 63.99/29.02  																																																					| (266) $false
% 63.99/29.02  																																																					|
% 63.99/29.02  																																																					|-The branch is then unsatisfiable
% 63.99/29.02  																																																				|-Branch two:
% 63.99/29.02  																																																				| (639)  ~ (all_0_44_44 = e1)
% 63.99/29.02  																																																				| (532) all_0_44_44 = e3
% 63.99/29.02  																																																				|
% 63.99/29.02  																																																					| Equations (532) can reduce 407 to:
% 63.99/29.02  																																																					| (266) $false
% 63.99/29.02  																																																					|
% 63.99/29.02  																																																					|-The branch is then unsatisfiable
% 63.99/29.02  																																														|-Branch two:
% 63.99/29.02  																																														| (1380)  ~ (all_0_42_42 = e1)
% 63.99/29.02  																																														| (3259) all_0_47_47 = e1 | all_0_51_51 = e1 | all_0_56_56 = e1
% 63.99/29.02  																																														|
% 63.99/29.02  																																															+-Applying beta-rule and splitting (458), into two cases.
% 63.99/29.02  																																															|-Branch one:
% 63.99/29.02  																																															| (459) all_0_42_42 = e1
% 63.99/29.02  																																															|
% 63.99/29.02  																																																| Equations (459) can reduce 1380 to:
% 63.99/29.02  																																																| (266) $false
% 63.99/29.02  																																																|
% 63.99/29.02  																																																|-The branch is then unsatisfiable
% 63.99/29.02  																																															|-Branch two:
% 63.99/29.02  																																															| (1380)  ~ (all_0_42_42 = e1)
% 63.99/29.02  																																															| (1381) all_0_43_43 = e1 | all_0_44_44 = e1
% 63.99/29.02  																																															|
% 63.99/29.02  																																																+-Applying beta-rule and splitting (1381), into two cases.
% 63.99/29.02  																																																|-Branch one:
% 63.99/29.02  																																																| (430) all_0_43_43 = e1
% 63.99/29.02  																																																|
% 63.99/29.02  																																																	| Combining equations (396,430) yields a new equation:
% 63.99/29.02  																																																	| (636) e4 = e1
% 63.99/29.02  																																																	|
% 63.99/29.02  																																																	| Simplifying 636 yields:
% 63.99/29.02  																																																	| (630) e4 = e1
% 63.99/29.02  																																																	|
% 63.99/29.02  																																																	| Equations (630) can reduce 110 to:
% 63.99/29.02  																																																	| (266) $false
% 63.99/29.02  																																																	|
% 63.99/29.02  																																																	|-The branch is then unsatisfiable
% 63.99/29.02  																																																|-Branch two:
% 63.99/29.02  																																																| (433)  ~ (all_0_43_43 = e1)
% 63.99/29.02  																																																| (635) all_0_44_44 = e1
% 63.99/29.02  																																																|
% 63.99/29.02  																																																	| Equations (635) can reduce 639 to:
% 63.99/29.02  																																																	| (266) $false
% 63.99/29.02  																																																	|
% 63.99/29.02  																																																	|-The branch is then unsatisfiable
% 63.99/29.02  																																								|-Branch two:
% 63.99/29.02  																																								| (678)  ~ (all_0_47_47 = e0)
% 63.99/29.02  																																								| (1278) all_0_48_48 = e0 | all_0_49_49 = e0
% 63.99/29.02  																																								|
% 63.99/29.02  																																									+-Applying beta-rule and splitting (377), into two cases.
% 63.99/29.02  																																									|-Branch one:
% 63.99/29.02  																																									| (583) all_0_49_49 = e2
% 63.99/29.02  																																									|
% 63.99/29.02  																																										| Equations (583) can reduce 340 to:
% 63.99/29.02  																																										| (266) $false
% 63.99/29.02  																																										|
% 63.99/29.02  																																										|-The branch is then unsatisfiable
% 63.99/29.02  																																									|-Branch two:
% 63.99/29.02  																																									| (340)  ~ (all_0_49_49 = e2)
% 63.99/29.02  																																									| (614) all_0_53_53 = e2 | all_0_58_58 = e2
% 63.99/29.02  																																									|
% 63.99/29.02  																																										+-Applying beta-rule and splitting (614), into two cases.
% 63.99/29.02  																																										|-Branch one:
% 63.99/29.02  																																										| (607) all_0_53_53 = e2
% 63.99/29.02  																																										|
% 63.99/29.02  																																											| Combining equations (1298,607) yields a new equation:
% 63.99/29.02  																																											| (322) e4 = e2
% 63.99/29.02  																																											|
% 63.99/29.02  																																											| Simplifying 322 yields:
% 63.99/29.02  																																											| (323) e4 = e2
% 63.99/29.02  																																											|
% 63.99/29.02  																																											| Equations (323) can reduce 48 to:
% 63.99/29.02  																																											| (266) $false
% 63.99/29.02  																																											|
% 63.99/29.02  																																											|-The branch is then unsatisfiable
% 63.99/29.02  																																										|-Branch two:
% 63.99/29.02  																																										| (509)  ~ (all_0_53_53 = e2)
% 63.99/29.02  																																										| (624) all_0_58_58 = e2
% 63.99/29.02  																																										|
% 63.99/29.02  																																											| Equations (624) can reduce 491 to:
% 63.99/29.02  																																											| (128)  ~ (e2 = e0)
% 63.99/29.02  																																											|
% 63.99/29.02  																																											+-Applying beta-rule and splitting (1278), into two cases.
% 63.99/29.02  																																											|-Branch one:
% 63.99/29.02  																																											| (1279) all_0_48_48 = e0
% 63.99/29.02  																																											|
% 63.99/29.02  																																												| Combining equations (335,1279) yields a new equation:
% 63.99/29.02  																																												| (391) e2 = e0
% 63.99/29.02  																																												|
% 63.99/29.02  																																												| Simplifying 391 yields:
% 63.99/29.02  																																												| (330) e2 = e0
% 63.99/29.02  																																												|
% 63.99/29.02  																																												| Equations (330) can reduce 128 to:
% 63.99/29.02  																																												| (266) $false
% 63.99/29.02  																																												|
% 63.99/29.02  																																												|-The branch is then unsatisfiable
% 63.99/29.02  																																											|-Branch two:
% 63.99/29.02  																																											| (1283)  ~ (all_0_48_48 = e0)
% 63.99/29.02  																																											| (978) all_0_49_49 = e0
% 63.99/29.02  																																											|
% 63.99/29.02  																																												| Equations (978) can reduce 487 to:
% 63.99/29.02  																																												| (266) $false
% 63.99/29.02  																																												|
% 63.99/29.02  																																												|-The branch is then unsatisfiable
% 63.99/29.02  																																			|-Branch two:
% 63.99/29.02  																																			| (1453)  ~ (all_0_53_53 = e4)
% 63.99/29.02  																																			| (1694) all_0_53_53 = e3 | all_0_53_53 = e1
% 63.99/29.02  																																			|
% 63.99/29.02  																																				+-Applying beta-rule and splitting (2271), into two cases.
% 63.99/29.02  																																				|-Branch one:
% 63.99/29.02  																																				| (446) all_0_44_44 = e4
% 63.99/29.02  																																				|
% 63.99/29.02  																																					| Equations (446) can reduce 1390 to:
% 63.99/29.02  																																					| (266) $false
% 63.99/29.02  																																					|
% 63.99/29.02  																																					|-The branch is then unsatisfiable
% 63.99/29.02  																																				|-Branch two:
% 63.99/29.02  																																				| (1390)  ~ (all_0_44_44 = e4)
% 63.99/29.02  																																				| (7998) all_0_49_49 = e4 | all_0_53_53 = e4 | all_0_58_58 = e4
% 63.99/29.02  																																				|
% 63.99/29.02  																																					+-Applying beta-rule and splitting (7998), into two cases.
% 63.99/29.02  																																					|-Branch one:
% 63.99/29.02  																																					| (974) all_0_49_49 = e4
% 63.99/29.02  																																					|
% 63.99/29.02  																																						| Equations (974) can reduce 256 to:
% 63.99/29.02  																																						| (266) $false
% 63.99/29.02  																																						|
% 63.99/29.02  																																						|-The branch is then unsatisfiable
% 63.99/29.02  																																					|-Branch two:
% 63.99/29.02  																																					| (256)  ~ (all_0_49_49 = e4)
% 63.99/29.02  																																					| (8013) all_0_53_53 = e4 | all_0_58_58 = e4
% 63.99/29.02  																																					|
% 63.99/29.02  																																						+-Applying beta-rule and splitting (8013), into two cases.
% 63.99/29.02  																																						|-Branch one:
% 63.99/29.02  																																						| (1298) all_0_53_53 = e4
% 63.99/29.02  																																						|
% 63.99/29.02  																																							| Equations (1298) can reduce 1453 to:
% 63.99/29.02  																																							| (266) $false
% 63.99/29.02  																																							|
% 63.99/29.02  																																							|-The branch is then unsatisfiable
% 63.99/29.02  																																						|-Branch two:
% 63.99/29.02  																																						| (1453)  ~ (all_0_53_53 = e4)
% 63.99/29.02  																																						| (910) all_0_58_58 = e4
% 63.99/29.02  																																						|
% 63.99/29.02  																																							| Equations (910) can reduce 451 to:
% 63.99/29.02  																																							| (266) $false
% 63.99/29.02  																																							|
% 63.99/29.02  																																							|-The branch is then unsatisfiable
% 64.07/29.02  																																	|-Branch two:
% 64.07/29.02  																																	| (1377)  ~ (all_0_39_39 = e4)
% 64.07/29.02  																																	| (2115) all_0_42_42 = e4 | all_0_47_47 = e4 | all_0_51_51 = e4 | all_0_56_56 = e4
% 64.07/29.02  																																	|
% 64.07/29.02  																																		+-Applying beta-rule and splitting (326), into two cases.
% 64.07/29.02  																																		|-Branch one:
% 64.07/29.02  																																		| (471) all_0_39_39 = e4
% 64.07/29.02  																																		|
% 64.07/29.02  																																			| Equations (471) can reduce 1377 to:
% 64.07/29.02  																																			| (266) $false
% 64.07/29.02  																																			|
% 64.07/29.02  																																			|-The branch is then unsatisfiable
% 64.07/29.02  																																		|-Branch two:
% 64.07/29.02  																																		| (1377)  ~ (all_0_39_39 = e4)
% 64.07/29.02  																																		| (1378) all_0_40_40 = e4
% 64.07/29.02  																																		|
% 64.07/29.02  																																			| Equations (1378) can reduce 296 to:
% 64.07/29.02  																																			| (48)  ~ (e4 = e2)
% 64.07/29.02  																																			|
% 64.07/29.02  																																			+-Applying beta-rule and splitting (2115), into two cases.
% 64.07/29.02  																																			|-Branch one:
% 64.07/29.02  																																			| (1392) all_0_42_42 = e4
% 64.07/29.02  																																			|
% 64.07/29.02  																																				| Equations (1392) can reduce 1890 to:
% 64.07/29.02  																																				| (266) $false
% 64.07/29.02  																																				|
% 64.07/29.02  																																				|-The branch is then unsatisfiable
% 64.07/29.02  																																			|-Branch two:
% 64.07/29.02  																																			| (1890)  ~ (all_0_42_42 = e4)
% 64.07/29.02  																																			| (2246) all_0_47_47 = e4 | all_0_51_51 = e4 | all_0_56_56 = e4
% 64.07/29.02  																																			|
% 64.07/29.02  																																				+-Applying beta-rule and splitting (2246), into two cases.
% 64.07/29.02  																																				|-Branch one:
% 64.07/29.02  																																				| (1790) all_0_47_47 = e4
% 64.07/29.02  																																				|
% 64.07/29.02  																																					| Equations (1790) can reduce 252 to:
% 64.07/29.02  																																					| (266) $false
% 64.07/29.02  																																					|
% 64.07/29.02  																																					|-The branch is then unsatisfiable
% 64.07/29.02  																																				|-Branch two:
% 64.07/29.02  																																				| (252)  ~ (all_0_47_47 = e4)
% 64.07/29.02  																																				| (6548) all_0_51_51 = e4 | all_0_56_56 = e4
% 64.07/29.02  																																				|
% 64.07/29.02  																																					+-Applying beta-rule and splitting (6548), into two cases.
% 64.07/29.02  																																					|-Branch one:
% 64.07/29.02  																																					| (1101) all_0_51_51 = e4
% 64.07/29.02  																																					|
% 64.07/29.02  																																						| Combining equations (504,1101) yields a new equation:
% 64.07/29.02  																																						| (323) e4 = e2
% 64.07/29.02  																																						|
% 64.07/29.02  																																						| Equations (323) can reduce 48 to:
% 64.07/29.02  																																						| (266) $false
% 64.07/29.02  																																						|
% 64.07/29.02  																																						|-The branch is then unsatisfiable
% 64.07/29.02  																																					|-Branch two:
% 64.07/29.02  																																					| (475)  ~ (all_0_51_51 = e4)
% 64.07/29.02  																																					| (842) all_0_56_56 = e4
% 64.07/29.02  																																					|
% 64.07/29.02  																																						| Equations (842) can reduce 477 to:
% 64.07/29.02  																																						| (266) $false
% 64.07/29.02  																																						|
% 64.07/29.02  																																						|-The branch is then unsatisfiable
% 64.07/29.02  																														|-Branch two:
% 64.07/29.02  																														| (1099)  ~ (all_0_51_51 = e2)
% 64.07/29.02  																														| (1100) all_0_51_51 = e4 | all_0_51_51 = e3 | all_0_51_51 = e1
% 64.07/29.02  																														|
% 64.07/29.02  																															+-Applying beta-rule and splitting (1100), into two cases.
% 64.07/29.02  																															|-Branch one:
% 64.07/29.02  																															| (1101) all_0_51_51 = e4
% 64.07/29.02  																															|
% 64.07/29.02  																																| Equations (1101) can reduce 139 to:
% 64.07/29.02  																																| (1377)  ~ (all_0_39_39 = e4)
% 64.07/29.02  																																|
% 64.07/29.02  																																| Equations (1101) can reduce 224 to:
% 64.07/29.02  																																| (252)  ~ (all_0_47_47 = e4)
% 64.07/29.02  																																|
% 64.07/29.02  																																| Equations (1101) can reduce 1099 to:
% 64.07/29.02  																																| (48)  ~ (e4 = e2)
% 64.07/29.02  																																|
% 64.07/29.02  																																| From (1101) and (186) follows:
% 64.07/29.02  																																| (13720) op(e1, e2) = e4
% 64.07/29.02  																																|
% 64.07/29.02  																																+-Applying beta-rule and splitting (196), into two cases.
% 64.07/29.02  																																|-Branch one:
% 64.07/29.02  																																| (607) all_0_53_53 = e2
% 64.07/29.02  																																|
% 64.07/29.02  																																	| Equations (607) can reduce 65 to:
% 64.07/29.02  																																	| (340)  ~ (all_0_49_49 = e2)
% 64.07/29.02  																																	|
% 64.07/29.02  																																	| Equations (607) can reduce 10 to:
% 64.07/29.02  																																	| (1186)  ~ (all_0_58_58 = e2)
% 64.07/29.02  																																	|
% 64.07/29.02  																																	| Simplifying 1186 yields:
% 64.07/29.02  																																	| (908)  ~ (all_0_58_58 = e2)
% 64.07/29.02  																																	|
% 64.07/29.02  																																	| From (607) and (84) follows:
% 64.07/29.02  																																	| (2566) op(e1, e0) = e2
% 64.07/29.02  																																	|
% 64.07/29.02  																																	+-Applying beta-rule and splitting (320), into two cases.
% 64.07/29.02  																																	|-Branch one:
% 64.07/29.02  																																	| (471) all_0_39_39 = e4
% 64.07/29.02  																																	|
% 64.07/29.02  																																		| Equations (471) can reduce 1377 to:
% 64.07/29.02  																																		| (266) $false
% 64.07/29.02  																																		|
% 64.07/29.02  																																		|-The branch is then unsatisfiable
% 64.07/29.02  																																	|-Branch two:
% 64.07/29.02  																																	| (1377)  ~ (all_0_39_39 = e4)
% 64.07/29.02  																																	| (480) all_0_39_39 = e0
% 64.07/29.02  																																	|
% 64.07/29.02  																																		| Equations (480) can reduce 79 to:
% 64.07/29.02  																																		| (1402)  ~ (all_0_47_47 = e0)
% 64.07/29.02  																																		|
% 64.07/29.02  																																		| Simplifying 1402 yields:
% 64.07/29.02  																																		| (678)  ~ (all_0_47_47 = e0)
% 64.07/29.02  																																		|
% 64.07/29.02  																																		| Equations (480) can reduce 1377 to:
% 64.07/29.02  																																		| (401)  ~ (e4 = e0)
% 64.07/29.02  																																		|
% 64.07/29.02  																																		| Simplifying 401 yields:
% 64.07/29.02  																																		| (49)  ~ (e4 = e0)
% 64.07/29.02  																																		|
% 64.07/29.02  																																		| Equations (480) can reduce 294 to:
% 64.07/29.02  																																		| (365)  ~ (e2 = e0)
% 64.07/29.02  																																		|
% 64.07/29.02  																																		| Simplifying 365 yields:
% 64.07/29.02  																																		| (128)  ~ (e2 = e0)
% 64.07/29.02  																																		|
% 64.07/29.02  																																		| From (480) and (14) follows:
% 64.07/29.02  																																		| (4090) op(e4, e2) = e0
% 64.07/29.02  																																		|
% 64.07/29.02  																																		+-Applying beta-rule and splitting (105), into two cases.
% 64.07/29.02  																																		|-Branch one:
% 64.07/29.02  																																		| (1105) all_0_47_47 = e2
% 64.07/29.02  																																		|
% 64.07/29.02  																																			| Equations (1105) can reduce 338 to:
% 64.07/29.02  																																			| (266) $false
% 64.07/29.02  																																			|
% 64.07/29.02  																																			|-The branch is then unsatisfiable
% 64.07/29.02  																																		|-Branch two:
% 64.07/29.02  																																		| (338)  ~ (all_0_47_47 = e2)
% 64.07/29.02  																																		| (1789) all_0_47_47 = e4 | all_0_47_47 = e3 | all_0_47_47 = e1 | all_0_47_47 = e0
% 64.07/29.02  																																		|
% 64.07/29.02  																																			+-Applying beta-rule and splitting (108), into two cases.
% 64.07/29.02  																																			|-Branch one:
% 64.07/29.02  																																			| (624) all_0_58_58 = e2
% 64.07/29.02  																																			|
% 64.07/29.02  																																				| Equations (624) can reduce 908 to:
% 64.07/29.02  																																				| (266) $false
% 64.07/29.02  																																				|
% 64.07/29.02  																																				|-The branch is then unsatisfiable
% 64.07/29.02  																																			|-Branch two:
% 64.07/29.02  																																			| (908)  ~ (all_0_58_58 = e2)
% 64.07/29.02  																																			| (909) all_0_58_58 = e4 | all_0_58_58 = e3 | all_0_58_58 = e1 | all_0_58_58 = e0
% 64.07/29.02  																																			|
% 64.07/29.02  																																				+-Applying beta-rule and splitting (1789), into two cases.
% 64.07/29.02  																																				|-Branch one:
% 64.07/29.02  																																				| (1790) all_0_47_47 = e4
% 64.07/29.02  																																				|
% 64.07/29.02  																																					| Equations (1790) can reduce 252 to:
% 64.07/29.02  																																					| (266) $false
% 64.07/29.02  																																					|
% 64.07/29.02  																																					|-The branch is then unsatisfiable
% 64.07/29.02  																																				|-Branch two:
% 64.07/29.02  																																				| (252)  ~ (all_0_47_47 = e4)
% 64.07/29.02  																																				| (1793) all_0_47_47 = e3 | all_0_47_47 = e1 | all_0_47_47 = e0
% 64.07/29.02  																																				|
% 64.07/29.02  																																					+-Applying beta-rule and splitting (909), into two cases.
% 64.07/29.02  																																					|-Branch one:
% 64.07/29.02  																																					| (910) all_0_58_58 = e4
% 64.07/29.02  																																					|
% 64.07/29.02  																																						| Equations (910) can reduce 451 to:
% 64.07/29.02  																																						| (266) $false
% 64.07/29.02  																																						|
% 64.07/29.02  																																						|-The branch is then unsatisfiable
% 64.07/29.02  																																					|-Branch two:
% 64.07/29.02  																																					| (451)  ~ (all_0_58_58 = e4)
% 64.07/29.02  																																					| (913) all_0_58_58 = e3 | all_0_58_58 = e1 | all_0_58_58 = e0
% 64.07/29.03  																																					|
% 64.07/29.03  																																						+-Applying beta-rule and splitting (1793), into two cases.
% 64.07/29.03  																																						|-Branch one:
% 64.07/29.03  																																						| (674) all_0_47_47 = e0
% 64.07/29.03  																																						|
% 64.07/29.03  																																							| Equations (674) can reduce 678 to:
% 64.07/29.03  																																							| (266) $false
% 64.07/29.03  																																							|
% 64.07/29.03  																																							|-The branch is then unsatisfiable
% 64.07/29.03  																																						|-Branch two:
% 64.07/29.03  																																						| (678)  ~ (all_0_47_47 = e0)
% 64.07/29.03  																																						| (1831) all_0_47_47 = e3 | all_0_47_47 = e1
% 64.07/29.03  																																						|
% 64.07/29.03  																																							+-Applying beta-rule and splitting (913), into two cases.
% 64.07/29.03  																																							|-Branch one:
% 64.07/29.03  																																							| (914) all_0_58_58 = e0
% 64.07/29.03  																																							|
% 64.07/29.03  																																								| Equations (914) can reduce 491 to:
% 64.07/29.03  																																								| (266) $false
% 64.07/29.03  																																								|
% 64.07/29.03  																																								|-The branch is then unsatisfiable
% 64.07/29.03  																																							|-Branch two:
% 64.07/29.03  																																							| (491)  ~ (all_0_58_58 = e0)
% 64.07/29.03  																																							| (917) all_0_58_58 = e3 | all_0_58_58 = e1
% 64.07/29.03  																																							|
% 64.07/29.03  																																								+-Applying beta-rule and splitting (1831), into two cases.
% 64.07/29.03  																																								|-Branch one:
% 64.07/29.03  																																								| (654) all_0_47_47 = e1
% 64.07/29.03  																																								|
% 64.07/29.03  																																									| Equations (654) can reduce 198 to:
% 64.07/29.03  																																									| (1380)  ~ (all_0_42_42 = e1)
% 64.07/29.03  																																									|
% 64.07/29.03  																																									| Equations (654) can reduce 678 to:
% 64.07/29.03  																																									| (233)  ~ (e1 = e0)
% 64.07/29.03  																																									|
% 64.07/29.03  																																									+-Applying beta-rule and splitting (103), into two cases.
% 64.07/29.03  																																									|-Branch one:
% 64.07/29.03  																																									| (453) all_0_41_41 = e1
% 64.07/29.03  																																									|
% 64.07/29.03  																																										| Combining equations (453,794) yields a new equation:
% 64.07/29.03  																																										| (546) e1 = e0
% 64.07/29.03  																																										|
% 64.07/29.03  																																										| Simplifying 546 yields:
% 64.07/29.03  																																										| (431) e1 = e0
% 64.07/29.03  																																										|
% 64.07/29.03  																																										| Equations (431) can reduce 233 to:
% 64.07/29.03  																																										| (266) $false
% 64.07/29.03  																																										|
% 64.07/29.03  																																										|-The branch is then unsatisfiable
% 64.07/29.03  																																									|-Branch two:
% 64.07/29.03  																																									| (457)  ~ (all_0_41_41 = e1)
% 64.07/29.03  																																									| (458) all_0_42_42 = e1 | all_0_43_43 = e1 | all_0_44_44 = e1
% 64.07/29.03  																																									|
% 64.07/29.03  																																										+-Applying beta-rule and splitting (917), into two cases.
% 64.07/29.03  																																										|-Branch one:
% 64.07/29.03  																																										| (918) all_0_58_58 = e1
% 64.07/29.03  																																										|
% 64.07/29.03  																																											| Equations (918) can reduce 880 to:
% 64.07/29.03  																																											| (266) $false
% 64.07/29.03  																																											|
% 64.07/29.03  																																											|-The branch is then unsatisfiable
% 64.07/29.03  																																										|-Branch two:
% 64.07/29.03  																																										| (880)  ~ (all_0_58_58 = e1)
% 64.07/29.03  																																										| (795) all_0_58_58 = e3
% 64.07/29.03  																																										|
% 64.07/29.03  																																											| Equations (795) can reduce 181 to:
% 64.07/29.03  																																											| (407)  ~ (all_0_44_44 = e3)
% 64.07/29.03  																																											|
% 64.07/29.03  																																											| Equations (795) can reduce 119 to:
% 64.07/29.03  																																											| (525)  ~ (all_0_49_49 = e3)
% 64.07/29.03  																																											|
% 64.07/29.03  																																											+-Applying beta-rule and splitting (1899), into two cases.
% 64.07/29.03  																																											|-Branch one:
% 64.07/29.03  																																											| (516) all_0_42_42 = e3
% 64.07/29.03  																																											|
% 64.07/29.03  																																												| Equations (516) can reduce 51 to:
% 64.07/29.03  																																												| (212)  ~ (e3 = e2)
% 64.07/29.03  																																												|
% 64.07/29.03  																																												| Equations (516) can reduce 1380 to:
% 64.07/29.03  																																												| (213)  ~ (e3 = e1)
% 64.07/29.03  																																												|
% 64.07/29.03  																																												+-Applying beta-rule and splitting (326), into two cases.
% 64.07/29.03  																																												|-Branch one:
% 64.07/29.03  																																												| (471) all_0_39_39 = e4
% 64.07/29.03  																																												|
% 64.07/29.03  																																													| Combining equations (471,480) yields a new equation:
% 64.07/29.03  																																													| (481) e4 = e0
% 64.07/29.03  																																													|
% 64.07/29.03  																																													| Simplifying 481 yields:
% 64.07/29.03  																																													| (397) e4 = e0
% 64.07/29.03  																																													|
% 64.07/29.03  																																													| Equations (397) can reduce 49 to:
% 64.07/29.03  																																													| (266) $false
% 64.07/29.03  																																													|
% 64.07/29.03  																																													|-The branch is then unsatisfiable
% 64.07/29.03  																																												|-Branch two:
% 64.07/29.03  																																												| (1377)  ~ (all_0_39_39 = e4)
% 64.07/29.03  																																												| (1378) all_0_40_40 = e4
% 64.07/29.03  																																												|
% 64.07/29.03  																																													| Equations (1378) can reduce 200 to:
% 64.07/29.03  																																													| (255)  ~ (all_0_49_49 = e4)
% 64.07/29.03  																																													|
% 64.07/29.03  																																													| Simplifying 255 yields:
% 64.07/29.03  																																													| (256)  ~ (all_0_49_49 = e4)
% 64.07/29.03  																																													|
% 64.07/29.03  																																													| Equations (1378) can reduce 132 to:
% 64.07/29.03  																																													| (110)  ~ (e4 = e1)
% 64.07/29.03  																																													|
% 64.07/29.03  																																													+-Applying beta-rule and splitting (112), into two cases.
% 64.07/29.03  																																													|-Branch one:
% 64.07/29.03  																																													| (635) all_0_44_44 = e1
% 64.07/29.03  																																													|
% 64.07/29.03  																																														| Equations (635) can reduce 9 to:
% 64.07/29.03  																																														| (1419)  ~ (all_0_49_49 = e1)
% 64.07/29.03  																																														|
% 64.07/29.03  																																														| Simplifying 1419 yields:
% 64.07/29.03  																																														| (1064)  ~ (all_0_49_49 = e1)
% 64.07/29.03  																																														|
% 64.07/29.03  																																														+-Applying beta-rule and splitting (133), into two cases.
% 64.07/29.03  																																														|-Branch one:
% 64.07/29.03  																																														| (833) all_0_56_56 = e2
% 64.07/29.03  																																														|
% 64.07/29.03  																																															| From (833) and (111) follows:
% 64.07/29.03  																																															| (1508) op(e0, e2) = e2
% 64.07/29.03  																																															|
% 64.07/29.03  																																															+-Applying beta-rule and splitting (54), into two cases.
% 64.07/29.03  																																															|-Branch one:
% 64.07/29.03  																																															| (583) all_0_49_49 = e2
% 64.07/29.03  																																															|
% 64.07/29.03  																																																| Equations (583) can reduce 340 to:
% 64.07/29.03  																																																| (266) $false
% 64.07/29.03  																																																|
% 64.07/29.03  																																																|-The branch is then unsatisfiable
% 64.07/29.03  																																															|-Branch two:
% 64.07/29.03  																																															| (340)  ~ (all_0_49_49 = e2)
% 64.07/29.03  																																															| (586) all_0_49_49 = e4 | all_0_49_49 = e3 | all_0_49_49 = e1 | all_0_49_49 = e0
% 64.07/29.03  																																															|
% 64.07/29.03  																																																+-Applying beta-rule and splitting (586), into two cases.
% 64.07/29.03  																																																|-Branch one:
% 64.07/29.03  																																																| (974) all_0_49_49 = e4
% 64.07/29.03  																																																|
% 64.07/29.03  																																																	| Equations (974) can reduce 256 to:
% 64.07/29.03  																																																	| (266) $false
% 64.07/29.03  																																																	|
% 64.07/29.03  																																																	|-The branch is then unsatisfiable
% 64.07/29.03  																																																|-Branch two:
% 64.07/29.03  																																																| (256)  ~ (all_0_49_49 = e4)
% 64.07/29.03  																																																| (977) all_0_49_49 = e3 | all_0_49_49 = e1 | all_0_49_49 = e0
% 64.07/29.03  																																																|
% 64.07/29.03  																																																	+-Applying beta-rule and splitting (977), into two cases.
% 64.07/29.03  																																																	|-Branch one:
% 64.07/29.03  																																																	| (978) all_0_49_49 = e0
% 64.07/29.03  																																																	|
% 64.07/29.03  																																																		| Equations (978) can reduce 340 to:
% 64.07/29.03  																																																		| (365)  ~ (e2 = e0)
% 64.07/29.03  																																																		|
% 64.07/29.03  																																																		| Simplifying 365 yields:
% 64.07/29.03  																																																		| (128)  ~ (e2 = e0)
% 64.07/29.03  																																																		|
% 64.07/29.03  																																																		| Equations (978) can reduce 1064 to:
% 64.07/29.03  																																																		| (435)  ~ (e1 = e0)
% 64.07/29.03  																																																		|
% 64.07/29.03  																																																		| Simplifying 435 yields:
% 64.07/29.03  																																																		| (233)  ~ (e1 = e0)
% 64.07/29.03  																																																		|
% 64.07/29.03  																																																		| From (978) and (55) follows:
% 64.07/29.03  																																																		| (7585) op(e2, e0) = e0
% 64.07/29.03  																																																		|
% 64.07/29.03  																																																		+-Applying beta-rule and splitting (56), into two cases.
% 64.07/29.03  																																																		|-Branch one:
% 64.07/29.03  																																																		| (696) unit = e2
% 64.07/29.03  																																																		|
% 64.07/29.03  																																																			| From (696) and (211) follows:
% 64.07/29.03  																																																			| (1612) op(e2, e1) = e1
% 64.07/29.03  																																																			|
% 64.07/29.03  																																																			| From (696) and (42) follows:
% 64.07/29.03  																																																			| (1613) op(e0, e2) = e0
% 64.07/29.03  																																																			|
% 64.07/29.03  																																																			| Instantiating formula (29) with e2, e1, e1, e2 and discharging atoms op(e2, e1) = e2, op(e2, e1) = e1, yields:
% 64.07/29.03  																																																			| (617) e2 = e1
% 64.07/29.03  																																																			|
% 64.07/29.03  																																																			| Instantiating formula (29) with e0, e2, e0, e2 and discharging atoms op(e0, e2) = e2, op(e0, e2) = e0, yields:
% 64.07/29.03  																																																			| (330) e2 = e0
% 64.07/29.03  																																																			|
% 64.07/29.03  																																																			| Combining equations (617,330) yields a new equation:
% 64.07/29.03  																																																			| (546) e1 = e0
% 64.07/29.03  																																																			|
% 64.07/29.03  																																																			| Simplifying 546 yields:
% 64.07/29.03  																																																			| (431) e1 = e0
% 64.07/29.03  																																																			|
% 64.07/29.03  																																																			| Equations (431) can reduce 233 to:
% 64.07/29.03  																																																			| (266) $false
% 64.07/29.03  																																																			|
% 64.07/29.03  																																																			|-The branch is then unsatisfiable
% 64.07/29.03  																																																		|-Branch two:
% 64.07/29.03  																																																		| (707)  ~ (unit = e2)
% 64.07/29.03  																																																		| (708) unit = e4 | unit = e3 | unit = e1 | unit = e0
% 64.07/29.03  																																																		|
% 64.07/29.03  																																																			+-Applying beta-rule and splitting (708), into two cases.
% 64.07/29.03  																																																			|-Branch one:
% 64.07/29.03  																																																			| (709) unit = e4
% 64.07/29.03  																																																			|
% 64.07/29.03  																																																				| From (709) and (15) follows:
% 64.07/29.03  																																																				| (22188) op(e4, e2) = e2
% 64.07/29.03  																																																				|
% 64.07/29.03  																																																				| From (709) and (211) follows:
% 64.07/29.03  																																																				| (22527) op(e4, e1) = e1
% 64.07/29.03  																																																				|
% 64.07/29.03  																																																				| From (709) and (32) follows:
% 64.07/29.03  																																																				| (712) op(e2, e4) = e2
% 64.07/29.03  																																																				|
% 64.07/29.03  																																																				| Instantiating formula (29) with e4, e2, e2, e0 and discharging atoms op(e4, e2) = e2, op(e4, e2) = e0, yields:
% 64.07/29.03  																																																				| (330) e2 = e0
% 64.07/29.03  																																																				|
% 64.07/29.03  																																																				| Instantiating formula (29) with e4, e1, e1, e3 and discharging atoms op(e4, e1) = e3, op(e4, e1) = e1, yields:
% 64.07/29.03  																																																				| (455) e3 = e1
% 64.07/29.03  																																																				|
% 64.07/29.03  																																																				| Instantiating formula (29) with e2, e4, e2, e3 and discharging atoms op(e2, e4) = e3, op(e2, e4) = e2, yields:
% 64.07/29.03  																																																				| (662) e3 = e2
% 64.07/29.03  																																																				|
% 64.07/29.03  																																																				| Combining equations (455,662) yields a new equation:
% 64.07/29.03  																																																				| (617) e2 = e1
% 64.07/29.03  																																																				|
% 64.07/29.03  																																																				| Combining equations (617,330) yields a new equation:
% 64.07/29.03  																																																				| (546) e1 = e0
% 64.07/29.03  																																																				|
% 64.07/29.03  																																																				| Simplifying 546 yields:
% 64.07/29.03  																																																				| (431) e1 = e0
% 64.07/29.03  																																																				|
% 64.07/29.03  																																																				| Equations (431) can reduce 233 to:
% 64.07/29.03  																																																				| (266) $false
% 64.07/29.03  																																																				|
% 64.07/29.03  																																																				|-The branch is then unsatisfiable
% 64.07/29.03  																																																			|-Branch two:
% 64.07/29.03  																																																			| (724)  ~ (unit = e4)
% 64.07/29.03  																																																			| (725) unit = e3 | unit = e1 | unit = e0
% 64.07/29.03  																																																			|
% 64.07/29.03  																																																				+-Applying beta-rule and splitting (725), into two cases.
% 64.07/29.03  																																																				|-Branch one:
% 64.07/29.03  																																																				| (726) unit = e0
% 64.07/29.03  																																																				|
% 64.07/29.03  																																																					| From (726) and (32) follows:
% 64.07/29.03  																																																					| (727) op(e2, e0) = e2
% 64.07/29.03  																																																					|
% 64.07/29.03  																																																					| From (726) and (28) follows:
% 64.07/29.03  																																																					| (2698) op(e1, e0) = e1
% 64.07/29.03  																																																					|
% 64.07/29.03  																																																					| Instantiating formula (29) with e2, e0, e2, e0 and discharging atoms op(e2, e0) = e2, op(e2, e0) = e0, yields:
% 64.07/29.03  																																																					| (330) e2 = e0
% 64.07/29.03  																																																					|
% 64.07/29.03  																																																					| Instantiating formula (29) with e1, e0, e1, e2 and discharging atoms op(e1, e0) = e2, op(e1, e0) = e1, yields:
% 64.07/29.03  																																																					| (617) e2 = e1
% 64.07/29.03  																																																					|
% 64.07/29.03  																																																					| Combining equations (617,330) yields a new equation:
% 64.07/29.03  																																																					| (546) e1 = e0
% 64.07/29.03  																																																					|
% 64.07/29.03  																																																					| Simplifying 546 yields:
% 64.07/29.03  																																																					| (431) e1 = e0
% 64.07/29.03  																																																					|
% 64.07/29.03  																																																					| Equations (431) can reduce 233 to:
% 64.07/29.03  																																																					| (266) $false
% 64.07/29.03  																																																					|
% 64.07/29.03  																																																					|-The branch is then unsatisfiable
% 64.07/29.03  																																																				|-Branch two:
% 64.07/29.03  																																																				| (734)  ~ (unit = e0)
% 64.07/29.03  																																																				| (735) unit = e3 | unit = e1
% 64.07/29.03  																																																				|
% 64.07/29.03  																																																					+-Applying beta-rule and splitting (735), into two cases.
% 64.07/29.03  																																																					|-Branch one:
% 64.07/29.03  																																																					| (736) unit = e1
% 64.07/29.03  																																																					|
% 64.07/29.03  																																																						| From (736) and (244) follows:
% 64.07/29.03  																																																						| (738) op(e1, e4) = e4
% 64.07/29.03  																																																						|
% 64.07/29.03  																																																						| From (736) and (15) follows:
% 64.07/29.03  																																																						| (515) op(e1, e2) = e2
% 64.07/29.03  																																																						|
% 64.07/29.03  																																																						| Instantiating formula (29) with e1, e4, e4, e0 and discharging atoms op(e1, e4) = e4, op(e1, e4) = e0, yields:
% 64.07/29.03  																																																						| (397) e4 = e0
% 64.07/29.03  																																																						|
% 64.07/29.03  																																																						| Instantiating formula (29) with e1, e2, e2, e4 and discharging atoms op(e1, e2) = e4, op(e1, e2) = e2, yields:
% 64.07/29.03  																																																						| (323) e4 = e2
% 64.07/29.03  																																																						|
% 64.07/29.03  																																																						| Combining equations (323,397) yields a new equation:
% 64.07/29.03  																																																						| (391) e2 = e0
% 64.07/29.03  																																																						|
% 64.07/29.03  																																																						| Simplifying 391 yields:
% 64.07/29.03  																																																						| (330) e2 = e0
% 64.07/29.03  																																																						|
% 64.07/29.03  																																																						| Equations (330) can reduce 128 to:
% 64.07/29.03  																																																						| (266) $false
% 64.07/29.03  																																																						|
% 64.07/29.03  																																																						|-The branch is then unsatisfiable
% 64.07/29.03  																																																					|-Branch two:
% 64.07/29.03  																																																					| (748)  ~ (unit = e1)
% 64.07/29.03  																																																					| (749) unit = e3
% 64.07/29.03  																																																					|
% 64.07/29.03  																																																						| From (749) and (40) follows:
% 64.07/29.03  																																																						| (3715) op(e3, e3) = e3
% 64.07/29.03  																																																						|
% 64.07/29.03  																																																						| From (749) and (28) follows:
% 64.07/29.03  																																																						| (2235) op(e1, e3) = e1
% 64.07/29.03  																																																						|
% 64.07/29.03  																																																						| Instantiating formula (29) with e3, e3, e3, e0 and discharging atoms op(e3, e3) = e3, op(e3, e3) = e0, yields:
% 64.07/29.03  																																																						| (676) e3 = e0
% 64.07/29.03  																																																						|
% 64.07/29.03  																																																						| Instantiating formula (29) with e1, e3, e1, e3 and discharging atoms op(e1, e3) = e3, op(e1, e3) = e1, yields:
% 64.07/29.03  																																																						| (455) e3 = e1
% 64.07/29.03  																																																						|
% 64.07/29.03  																																																						| Combining equations (676,455) yields a new equation:
% 64.07/29.03  																																																						| (431) e1 = e0
% 64.07/29.03  																																																						|
% 64.07/29.03  																																																						| Equations (431) can reduce 233 to:
% 64.07/29.03  																																																						| (266) $false
% 64.07/29.03  																																																						|
% 64.07/29.03  																																																						|-The branch is then unsatisfiable
% 64.07/29.03  																																																	|-Branch two:
% 64.07/29.03  																																																	| (487)  ~ (all_0_49_49 = e0)
% 64.07/29.03  																																																	| (981) all_0_49_49 = e3 | all_0_49_49 = e1
% 64.07/29.03  																																																	|
% 64.07/29.03  																																																		+-Applying beta-rule and splitting (981), into two cases.
% 64.07/29.03  																																																		|-Branch one:
% 64.07/29.03  																																																		| (671) all_0_49_49 = e1
% 64.07/29.03  																																																		|
% 64.07/29.03  																																																			| Equations (671) can reduce 1064 to:
% 64.07/29.03  																																																			| (266) $false
% 64.07/29.03  																																																			|
% 64.07/29.03  																																																			|-The branch is then unsatisfiable
% 64.07/29.03  																																																		|-Branch two:
% 64.07/29.03  																																																		| (1064)  ~ (all_0_49_49 = e1)
% 64.07/29.03  																																																		| (884) all_0_49_49 = e3
% 64.07/29.03  																																																		|
% 64.07/29.03  																																																			| Equations (884) can reduce 525 to:
% 64.07/29.03  																																																			| (266) $false
% 64.07/29.03  																																																			|
% 64.07/29.03  																																																			|-The branch is then unsatisfiable
% 64.07/29.03  																																														|-Branch two:
% 64.07/29.03  																																														| (511)  ~ (all_0_56_56 = e2)
% 64.07/29.03  																																														| (836) all_0_56_56 = e4 | all_0_56_56 = e3 | all_0_56_56 = e1 | all_0_56_56 = e0
% 64.07/29.03  																																														|
% 64.07/29.03  																																															+-Applying beta-rule and splitting (389), into two cases.
% 64.07/29.03  																																															|-Branch one:
% 64.07/29.03  																																															| (833) all_0_56_56 = e2
% 64.07/29.03  																																															|
% 64.07/29.03  																																																| Equations (833) can reduce 511 to:
% 64.07/29.03  																																																| (266) $false
% 64.07/29.03  																																																|
% 64.07/29.03  																																																|-The branch is then unsatisfiable
% 64.07/29.03  																																															|-Branch two:
% 64.07/29.03  																																															| (511)  ~ (all_0_56_56 = e2)
% 64.07/29.03  																																															| (1709) all_0_57_57 = e2 | all_0_58_58 = e2
% 64.07/29.03  																																															|
% 64.07/29.03  																																																+-Applying beta-rule and splitting (1709), into two cases.
% 64.07/29.03  																																																|-Branch one:
% 64.07/29.03  																																																| (442) all_0_57_57 = e2
% 64.07/29.03  																																																|
% 64.07/29.03  																																																	| Combining equations (875,442) yields a new equation:
% 64.07/29.03  																																																	| (330) e2 = e0
% 64.07/29.03  																																																	|
% 64.07/29.03  																																																	| Equations (330) can reduce 128 to:
% 64.07/29.03  																																																	| (266) $false
% 64.07/29.03  																																																	|
% 64.07/29.03  																																																	|-The branch is then unsatisfiable
% 64.07/29.03  																																																|-Branch two:
% 64.07/29.03  																																																| (344)  ~ (all_0_57_57 = e2)
% 64.07/29.03  																																																| (624) all_0_58_58 = e2
% 64.07/29.03  																																																|
% 64.07/29.03  																																																	| Combining equations (624,795) yields a new equation:
% 64.07/29.03  																																																	| (662) e3 = e2
% 64.07/29.03  																																																	|
% 64.07/29.03  																																																	| Equations (662) can reduce 212 to:
% 64.07/29.03  																																																	| (266) $false
% 64.07/29.03  																																																	|
% 64.07/29.03  																																																	|-The branch is then unsatisfiable
% 64.07/29.03  																																													|-Branch two:
% 64.07/29.03  																																													| (639)  ~ (all_0_44_44 = e1)
% 64.07/29.03  																																													| (640) all_0_49_49 = e1 | all_0_53_53 = e1 | all_0_58_58 = e1
% 64.07/29.03  																																													|
% 64.07/29.03  																																														+-Applying beta-rule and splitting (458), into two cases.
% 64.07/29.03  																																														|-Branch one:
% 64.07/29.03  																																														| (459) all_0_42_42 = e1
% 64.07/29.03  																																														|
% 64.07/29.03  																																															| Combining equations (459,516) yields a new equation:
% 64.07/29.03  																																															| (455) e3 = e1
% 64.07/29.03  																																															|
% 64.07/29.03  																																															| Equations (455) can reduce 213 to:
% 64.07/29.03  																																															| (266) $false
% 64.07/29.03  																																															|
% 64.07/29.03  																																															|-The branch is then unsatisfiable
% 64.07/29.03  																																														|-Branch two:
% 64.07/29.03  																																														| (1380)  ~ (all_0_42_42 = e1)
% 64.07/29.03  																																														| (1381) all_0_43_43 = e1 | all_0_44_44 = e1
% 64.07/29.03  																																														|
% 64.07/29.03  																																															+-Applying beta-rule and splitting (1381), into two cases.
% 64.07/29.03  																																															|-Branch one:
% 64.07/29.03  																																															| (430) all_0_43_43 = e1
% 64.07/29.03  																																															|
% 64.07/29.03  																																																| Combining equations (396,430) yields a new equation:
% 64.07/29.03  																																																| (636) e4 = e1
% 64.07/29.03  																																																|
% 64.07/29.03  																																																| Simplifying 636 yields:
% 64.07/29.03  																																																| (630) e4 = e1
% 64.07/29.03  																																																|
% 64.07/29.03  																																																| Equations (630) can reduce 110 to:
% 64.07/29.03  																																																| (266) $false
% 64.07/29.03  																																																|
% 64.07/29.03  																																																|-The branch is then unsatisfiable
% 64.07/29.03  																																															|-Branch two:
% 64.07/29.03  																																															| (433)  ~ (all_0_43_43 = e1)
% 64.07/29.03  																																															| (635) all_0_44_44 = e1
% 64.07/29.03  																																															|
% 64.07/29.03  																																																| Equations (635) can reduce 639 to:
% 64.07/29.03  																																																| (266) $false
% 64.07/29.03  																																																|
% 64.07/29.03  																																																|-The branch is then unsatisfiable
% 64.07/29.03  																																											|-Branch two:
% 64.07/29.03  																																											| (405)  ~ (all_0_42_42 = e3)
% 64.07/29.03  																																											| (532) all_0_44_44 = e3
% 64.07/29.03  																																											|
% 64.07/29.03  																																												| Equations (532) can reduce 407 to:
% 64.07/29.03  																																												| (266) $false
% 64.07/29.03  																																												|
% 64.07/29.03  																																												|-The branch is then unsatisfiable
% 64.07/29.03  																																								|-Branch two:
% 64.07/29.03  																																								| (462)  ~ (all_0_47_47 = e1)
% 64.07/29.03  																																								| (522) all_0_47_47 = e3
% 64.07/29.03  																																								|
% 64.07/29.03  																																									| Equations (522) can reduce 1091 to:
% 64.07/29.03  																																									| (266) $false
% 64.07/29.03  																																									|
% 64.07/29.03  																																									|-The branch is then unsatisfiable
% 64.07/29.03  																																|-Branch two:
% 64.07/29.03  																																| (509)  ~ (all_0_53_53 = e2)
% 64.07/29.03  																																| (610) all_0_53_53 = e4 | all_0_53_53 = e3 | all_0_53_53 = e1
% 64.07/29.03  																																|
% 64.07/29.03  																																	+-Applying beta-rule and splitting (381), into two cases.
% 64.07/29.03  																																	|-Branch one:
% 64.07/29.03  																																	| (504) all_0_51_51 = e2
% 64.07/29.03  																																	|
% 64.07/29.03  																																		| Combining equations (1101,504) yields a new equation:
% 64.07/29.03  																																		| (322) e4 = e2
% 64.07/29.03  																																		|
% 64.07/29.03  																																		| Simplifying 322 yields:
% 64.07/29.03  																																		| (323) e4 = e2
% 64.07/29.03  																																		|
% 64.07/29.03  																																		| Equations (323) can reduce 48 to:
% 64.07/29.03  																																		| (266) $false
% 64.07/29.03  																																		|
% 64.07/29.03  																																		|-The branch is then unsatisfiable
% 64.07/29.03  																																	|-Branch two:
% 64.07/29.03  																																	| (1099)  ~ (all_0_51_51 = e2)
% 64.07/29.03  																																	| (1152) all_0_52_52 = e2 | all_0_53_53 = e2
% 64.07/29.03  																																	|
% 64.07/29.03  																																		+-Applying beta-rule and splitting (377), into two cases.
% 64.07/29.03  																																		|-Branch one:
% 64.07/29.03  																																		| (583) all_0_49_49 = e2
% 64.07/29.03  																																		|
% 64.07/29.03  																																			| Equations (583) can reduce 340 to:
% 64.07/29.03  																																			| (266) $false
% 64.07/29.03  																																			|
% 64.07/29.03  																																			|-The branch is then unsatisfiable
% 64.07/29.03  																																		|-Branch two:
% 64.07/29.03  																																		| (340)  ~ (all_0_49_49 = e2)
% 64.07/29.03  																																		| (614) all_0_53_53 = e2 | all_0_58_58 = e2
% 64.07/29.03  																																		|
% 64.07/29.03  																																			+-Applying beta-rule and splitting (614), into two cases.
% 64.07/29.03  																																			|-Branch one:
% 64.07/29.03  																																			| (607) all_0_53_53 = e2
% 64.07/29.03  																																			|
% 64.07/29.03  																																				| Equations (607) can reduce 509 to:
% 64.07/29.03  																																				| (266) $false
% 64.07/29.03  																																				|
% 64.07/29.03  																																				|-The branch is then unsatisfiable
% 64.07/29.03  																																			|-Branch two:
% 64.07/29.03  																																			| (509)  ~ (all_0_53_53 = e2)
% 64.07/29.03  																																			| (624) all_0_58_58 = e2
% 64.07/29.03  																																			|
% 64.07/29.03  																																				| Equations (624) can reduce 10 to:
% 64.07/29.03  																																				| (509)  ~ (all_0_53_53 = e2)
% 64.07/29.03  																																				|
% 64.07/29.03  																																				| Equations (624) can reduce 880 to:
% 64.07/29.03  																																				| (122)  ~ (e2 = e1)
% 64.07/29.03  																																				|
% 64.07/29.03  																																				+-Applying beta-rule and splitting (1152), into two cases.
% 64.07/29.03  																																				|-Branch one:
% 64.07/29.03  																																				| (352) all_0_52_52 = e2
% 64.07/29.03  																																				|
% 64.07/29.03  																																					| Combining equations (642,352) yields a new equation:
% 64.07/29.03  																																					| (617) e2 = e1
% 64.07/29.03  																																					|
% 64.07/29.03  																																					| Equations (617) can reduce 122 to:
% 64.07/29.03  																																					| (266) $false
% 64.07/29.03  																																					|
% 64.07/29.03  																																					|-The branch is then unsatisfiable
% 64.07/29.03  																																				|-Branch two:
% 64.07/29.03  																																				| (342)  ~ (all_0_52_52 = e2)
% 64.07/29.03  																																				| (607) all_0_53_53 = e2
% 64.07/29.03  																																				|
% 64.07/29.03  																																					| Equations (607) can reduce 509 to:
% 64.07/29.03  																																					| (266) $false
% 64.07/29.03  																																					|
% 64.07/29.03  																																					|-The branch is then unsatisfiable
% 64.07/29.03  																															|-Branch two:
% 64.07/29.03  																															| (475)  ~ (all_0_51_51 = e4)
% 64.07/29.03  																															| (1104) all_0_51_51 = e3 | all_0_51_51 = e1
% 64.07/29.03  																															|
% 64.07/29.03  																																+-Applying beta-rule and splitting (1104), into two cases.
% 64.07/29.03  																																|-Branch one:
% 64.07/29.03  																																| (1109) all_0_51_51 = e1
% 64.07/29.03  																																|
% 64.07/29.03  																																	| Equations (1109) can reduce 464 to:
% 64.07/29.03  																																	| (266) $false
% 64.07/29.03  																																	|
% 64.07/29.03  																																	|-The branch is then unsatisfiable
% 64.07/29.03  																																|-Branch two:
% 64.07/29.03  																																| (464)  ~ (all_0_51_51 = e1)
% 64.07/29.03  																																| (660) all_0_51_51 = e3
% 64.07/29.03  																																|
% 64.07/29.04  																																	| Equations (660) can reduce 664 to:
% 64.07/29.04  																																	| (266) $false
% 64.07/29.04  																																	|
% 64.07/29.04  																																	|-The branch is then unsatisfiable
% 64.07/29.04  																									|-Branch two:
% 64.07/29.04  																									| (357)  ~ (all_0_41_41 = e0)
% 64.07/29.04  																									| (895) all_0_46_46 = e0 | all_0_55_55 = e0
% 64.07/29.04  																									|
% 64.07/29.04  																										+-Applying beta-rule and splitting (163), into two cases.
% 64.07/29.04  																										|-Branch one:
% 64.07/29.04  																										| (565) all_0_52_52 = e4
% 64.07/29.04  																										|
% 64.07/29.04  																											| Combining equations (565,642) yields a new equation:
% 64.07/29.04  																											| (636) e4 = e1
% 64.07/29.04  																											|
% 64.07/29.04  																											| Simplifying 636 yields:
% 64.07/29.04  																											| (630) e4 = e1
% 64.07/29.04  																											|
% 64.07/29.04  																											| Equations (630) can reduce 110 to:
% 64.07/29.04  																											| (266) $false
% 64.07/29.04  																											|
% 64.07/29.04  																											|-The branch is then unsatisfiable
% 64.07/29.04  																										|-Branch two:
% 64.07/29.04  																										| (780)  ~ (all_0_52_52 = e4)
% 64.07/29.04  																										| (781) (all_0_41_41 = e0 & all_0_58_58 = e3 &  ~ (all_0_44_44 = e3)) | (all_0_41_41 = e0 & all_0_58_58 = e3 &  ~ (all_0_55_55 = e0)) | (all_0_47_47 = e1 & all_0_52_52 = e2 &  ~ (all_0_48_48 = e2)) | (all_0_47_47 = e1 & all_0_52_52 = e2 &  ~ (all_0_51_51 = e1)) | (all_0_47_47 = e0 & all_0_58_58 = e2 &  ~ (all_0_49_49 = e2)) | (all_0_47_47 = e0 & all_0_58_58 = e2 &  ~ (all_0_56_56 = e0))
% 64.07/29.04  																										|
% 64.07/29.04  																											+-Applying beta-rule and splitting (781), into two cases.
% 64.07/29.04  																											|-Branch one:
% 64.07/29.04  																											| (789) (all_0_41_41 = e0 & all_0_58_58 = e3 &  ~ (all_0_44_44 = e3)) | (all_0_41_41 = e0 & all_0_58_58 = e3 &  ~ (all_0_55_55 = e0)) | (all_0_47_47 = e1 & all_0_52_52 = e2 &  ~ (all_0_48_48 = e2)) | (all_0_47_47 = e1 & all_0_52_52 = e2 &  ~ (all_0_51_51 = e1)) | (all_0_47_47 = e0 & all_0_58_58 = e2 &  ~ (all_0_49_49 = e2))
% 64.07/29.04  																											|
% 64.07/29.04  																												+-Applying beta-rule and splitting (789), into two cases.
% 64.07/29.04  																												|-Branch one:
% 64.07/29.04  																												| (790) (all_0_41_41 = e0 & all_0_58_58 = e3 &  ~ (all_0_44_44 = e3)) | (all_0_41_41 = e0 & all_0_58_58 = e3 &  ~ (all_0_55_55 = e0)) | (all_0_47_47 = e1 & all_0_52_52 = e2 &  ~ (all_0_48_48 = e2)) | (all_0_47_47 = e1 & all_0_52_52 = e2 &  ~ (all_0_51_51 = e1))
% 64.07/29.04  																												|
% 64.07/29.04  																													+-Applying beta-rule and splitting (790), into two cases.
% 64.07/29.04  																													|-Branch one:
% 64.07/29.04  																													| (791) (all_0_41_41 = e0 & all_0_58_58 = e3 &  ~ (all_0_44_44 = e3)) | (all_0_41_41 = e0 & all_0_58_58 = e3 &  ~ (all_0_55_55 = e0)) | (all_0_47_47 = e1 & all_0_52_52 = e2 &  ~ (all_0_48_48 = e2))
% 64.07/29.04  																													|
% 64.07/29.04  																														+-Applying beta-rule and splitting (791), into two cases.
% 64.07/29.04  																														|-Branch one:
% 64.07/29.04  																														| (792) (all_0_41_41 = e0 & all_0_58_58 = e3 &  ~ (all_0_44_44 = e3)) | (all_0_41_41 = e0 & all_0_58_58 = e3 &  ~ (all_0_55_55 = e0))
% 64.07/29.04  																														|
% 64.07/29.04  																															+-Applying beta-rule and splitting (792), into two cases.
% 64.07/29.04  																															|-Branch one:
% 64.07/29.04  																															| (793) all_0_41_41 = e0 & all_0_58_58 = e3 &  ~ (all_0_44_44 = e3)
% 64.07/29.04  																															|
% 64.07/29.04  																																| Applying alpha-rule on (793) yields:
% 64.07/29.04  																																| (794) all_0_41_41 = e0
% 64.07/29.04  																																| (795) all_0_58_58 = e3
% 64.07/29.04  																																| (407)  ~ (all_0_44_44 = e3)
% 64.07/29.04  																																|
% 64.07/29.04  																																| Equations (794) can reduce 357 to:
% 64.07/29.04  																																| (266) $false
% 64.07/29.04  																																|
% 64.07/29.04  																																|-The branch is then unsatisfiable
% 64.07/29.04  																															|-Branch two:
% 64.07/29.04  																															| (800) all_0_41_41 = e0 & all_0_58_58 = e3 &  ~ (all_0_55_55 = e0)
% 64.07/29.04  																															|
% 64.07/29.04  																																| Applying alpha-rule on (800) yields:
% 64.07/29.04  																																| (794) all_0_41_41 = e0
% 64.07/29.04  																																| (795) all_0_58_58 = e3
% 64.07/29.04  																																| (803)  ~ (all_0_55_55 = e0)
% 64.07/29.04  																																|
% 64.07/29.04  																																| Equations (794) can reduce 357 to:
% 64.07/29.04  																																| (266) $false
% 64.07/29.04  																																|
% 64.07/29.04  																																|-The branch is then unsatisfiable
% 64.07/29.04  																														|-Branch two:
% 64.07/29.04  																														| (807) all_0_47_47 = e1 & all_0_52_52 = e2 &  ~ (all_0_48_48 = e2)
% 64.07/29.04  																														|
% 64.07/29.04  																															| Applying alpha-rule on (807) yields:
% 64.07/29.04  																															| (654) all_0_47_47 = e1
% 64.07/29.04  																															| (352) all_0_52_52 = e2
% 64.07/29.04  																															| (810)  ~ (all_0_48_48 = e2)
% 64.07/29.04  																															|
% 64.07/29.04  																															| Combining equations (642,352) yields a new equation:
% 64.07/29.04  																															| (617) e2 = e1
% 64.07/29.04  																															|
% 64.07/29.04  																															| Equations (617) can reduce 122 to:
% 64.07/29.04  																															| (266) $false
% 64.07/29.04  																															|
% 64.07/29.04  																															|-The branch is then unsatisfiable
% 64.07/29.04  																													|-Branch two:
% 64.07/29.04  																													| (813) all_0_47_47 = e1 & all_0_52_52 = e2 &  ~ (all_0_51_51 = e1)
% 64.07/29.04  																													|
% 64.07/29.04  																														| Applying alpha-rule on (813) yields:
% 64.07/29.04  																														| (654) all_0_47_47 = e1
% 64.07/29.04  																														| (352) all_0_52_52 = e2
% 64.07/29.04  																														| (464)  ~ (all_0_51_51 = e1)
% 64.07/29.04  																														|
% 64.07/29.04  																														| Combining equations (642,352) yields a new equation:
% 64.07/29.04  																														| (617) e2 = e1
% 64.07/29.04  																														|
% 64.07/29.04  																														| Equations (617) can reduce 122 to:
% 64.07/29.04  																														| (266) $false
% 64.07/29.04  																														|
% 64.07/29.04  																														|-The branch is then unsatisfiable
% 64.07/29.04  																												|-Branch two:
% 64.07/29.04  																												| (819) all_0_47_47 = e0 & all_0_58_58 = e2 &  ~ (all_0_49_49 = e2)
% 64.07/29.04  																												|
% 64.07/29.04  																													| Applying alpha-rule on (819) yields:
% 64.07/29.04  																													| (674) all_0_47_47 = e0
% 64.07/29.04  																													| (624) all_0_58_58 = e2
% 64.07/29.04  																													| (340)  ~ (all_0_49_49 = e2)
% 64.07/29.04  																													|
% 64.07/29.04  																													| Equations (674) can reduce 79 to:
% 64.07/29.04  																													| (484)  ~ (all_0_39_39 = e0)
% 64.07/29.04  																													|
% 64.07/29.04  																													+-Applying beta-rule and splitting (320), into two cases.
% 64.07/29.04  																													|-Branch one:
% 64.07/29.04  																													| (471) all_0_39_39 = e4
% 64.07/29.04  																													|
% 64.07/29.04  																														| Equations (471) can reduce 176 to:
% 64.07/29.04  																														| (7398)  ~ (all_0_40_40 = e4)
% 64.07/29.04  																														|
% 64.07/29.04  																														| Simplifying 7398 yields:
% 64.07/29.04  																														| (447)  ~ (all_0_40_40 = e4)
% 64.07/29.04  																														|
% 64.07/29.04  																														| Equations (471) can reduce 484 to:
% 64.07/29.04  																														| (49)  ~ (e4 = e0)
% 64.07/29.04  																														|
% 64.07/29.04  																														+-Applying beta-rule and splitting (333), into two cases.
% 64.07/29.04  																														|-Branch one:
% 64.07/29.04  																														| (480) all_0_39_39 = e0
% 64.07/29.04  																														|
% 64.07/29.04  																															| Combining equations (480,471) yields a new equation:
% 64.07/29.04  																															| (397) e4 = e0
% 64.07/29.04  																															|
% 64.07/29.04  																															| Equations (397) can reduce 49 to:
% 64.07/29.04  																															| (266) $false
% 64.07/29.04  																															|
% 64.07/29.04  																															|-The branch is then unsatisfiable
% 64.07/29.04  																														|-Branch two:
% 64.07/29.04  																														| (484)  ~ (all_0_39_39 = e0)
% 64.07/29.04  																														| (485) all_0_40_40 = e0
% 64.07/29.04  																														|
% 64.07/29.04  																															| Equations (485) can reduce 447 to:
% 64.07/29.04  																															| (401)  ~ (e4 = e0)
% 64.07/29.04  																															|
% 64.07/29.04  																															| Simplifying 401 yields:
% 64.07/29.04  																															| (49)  ~ (e4 = e0)
% 64.07/29.04  																															|
% 64.07/29.04  																															+-Applying beta-rule and splitting (150), into two cases.
% 64.07/29.04  																															|-Branch one:
% 64.07/29.04  																															| (1378) all_0_40_40 = e4
% 64.07/29.04  																															|
% 64.07/29.04  																																| Combining equations (485,1378) yields a new equation:
% 64.07/29.04  																																| (397) e4 = e0
% 64.07/29.04  																																|
% 64.07/29.04  																																| Equations (397) can reduce 49 to:
% 64.07/29.04  																																| (266) $false
% 64.07/29.04  																																|
% 64.07/29.04  																																|-The branch is then unsatisfiable
% 64.07/29.04  																															|-Branch two:
% 64.07/29.04  																															| (447)  ~ (all_0_40_40 = e4)
% 64.07/29.04  																															| (2271) all_0_44_44 = e4 | all_0_49_49 = e4 | all_0_53_53 = e4 | all_0_58_58 = e4
% 64.07/29.04  																															|
% 64.07/29.04  																																| Equations (485) can reduce 447 to:
% 64.07/29.04  																																| (401)  ~ (e4 = e0)
% 64.07/29.04  																																|
% 64.07/29.04  																																| Simplifying 401 yields:
% 64.07/29.04  																																| (49)  ~ (e4 = e0)
% 64.07/29.04  																																|
% 64.07/29.04  																																+-Applying beta-rule and splitting (895), into two cases.
% 64.07/29.04  																																|-Branch one:
% 64.07/29.04  																																| (538) all_0_46_46 = e0
% 64.07/29.04  																																|
% 64.07/29.04  																																	| Combining equations (770,538) yields a new equation:
% 64.07/29.04  																																	| (481) e4 = e0
% 64.07/29.04  																																	|
% 64.07/29.04  																																	| Simplifying 481 yields:
% 64.07/29.04  																																	| (397) e4 = e0
% 64.07/29.04  																																	|
% 64.07/29.04  																																	| Equations (397) can reduce 49 to:
% 64.07/29.04  																																	| (266) $false
% 64.07/29.04  																																	|
% 64.07/29.04  																																	|-The branch is then unsatisfiable
% 64.07/29.04  																																|-Branch two:
% 64.07/29.04  																																| (831)  ~ (all_0_46_46 = e0)
% 64.07/29.04  																																| (858) all_0_55_55 = e0
% 64.07/29.04  																																|
% 64.07/29.04  																																	| Equations (858) can reduce 803 to:
% 64.07/29.04  																																	| (266) $false
% 64.07/29.04  																																	|
% 64.07/29.04  																																	|-The branch is then unsatisfiable
% 64.07/29.04  																													|-Branch two:
% 64.07/29.04  																													| (1377)  ~ (all_0_39_39 = e4)
% 64.07/29.04  																													| (480) all_0_39_39 = e0
% 64.07/29.04  																													|
% 64.07/29.04  																														| Equations (480) can reduce 484 to:
% 64.07/29.04  																														| (266) $false
% 64.07/29.04  																														|
% 64.07/29.04  																														|-The branch is then unsatisfiable
% 64.07/29.04  																											|-Branch two:
% 64.07/29.04  																											| (825) all_0_47_47 = e0 & all_0_58_58 = e2 &  ~ (all_0_56_56 = e0)
% 64.07/29.04  																											|
% 64.07/29.04  																												| Applying alpha-rule on (825) yields:
% 64.07/29.04  																												| (674) all_0_47_47 = e0
% 64.07/29.04  																												| (624) all_0_58_58 = e2
% 64.07/29.04  																												| (828)  ~ (all_0_56_56 = e0)
% 64.07/29.04  																												|
% 64.07/29.04  																												| Equations (674) can reduce 79 to:
% 64.07/29.04  																												| (484)  ~ (all_0_39_39 = e0)
% 64.07/29.04  																												|
% 64.07/29.04  																												+-Applying beta-rule and splitting (320), into two cases.
% 64.07/29.04  																												|-Branch one:
% 64.07/29.04  																												| (471) all_0_39_39 = e4
% 64.07/29.04  																												|
% 64.07/29.04  																													| Equations (471) can reduce 176 to:
% 64.07/29.04  																													| (7398)  ~ (all_0_40_40 = e4)
% 64.07/29.04  																													|
% 64.07/29.04  																													| Simplifying 7398 yields:
% 64.07/29.04  																													| (447)  ~ (all_0_40_40 = e4)
% 64.07/29.04  																													|
% 64.07/29.04  																													| Equations (471) can reduce 484 to:
% 64.07/29.04  																													| (49)  ~ (e4 = e0)
% 64.07/29.04  																													|
% 64.07/29.04  																													+-Applying beta-rule and splitting (333), into two cases.
% 64.07/29.04  																													|-Branch one:
% 64.07/29.04  																													| (480) all_0_39_39 = e0
% 64.07/29.04  																													|
% 64.07/29.04  																														| Combining equations (480,471) yields a new equation:
% 64.07/29.04  																														| (397) e4 = e0
% 64.07/29.04  																														|
% 64.07/29.04  																														| Equations (397) can reduce 49 to:
% 64.07/29.04  																														| (266) $false
% 64.07/29.04  																														|
% 64.07/29.04  																														|-The branch is then unsatisfiable
% 64.07/29.04  																													|-Branch two:
% 64.07/29.04  																													| (484)  ~ (all_0_39_39 = e0)
% 64.07/29.04  																													| (485) all_0_40_40 = e0
% 64.07/29.04  																													|
% 64.07/29.04  																														| Equations (485) can reduce 447 to:
% 64.07/29.04  																														| (401)  ~ (e4 = e0)
% 64.07/29.04  																														|
% 64.07/29.04  																														| Simplifying 401 yields:
% 64.07/29.04  																														| (49)  ~ (e4 = e0)
% 64.07/29.04  																														|
% 64.07/29.04  																														+-Applying beta-rule and splitting (150), into two cases.
% 64.07/29.04  																														|-Branch one:
% 64.07/29.04  																														| (1378) all_0_40_40 = e4
% 64.07/29.04  																														|
% 64.07/29.04  																															| Combining equations (485,1378) yields a new equation:
% 64.07/29.04  																															| (397) e4 = e0
% 64.07/29.04  																															|
% 64.07/29.04  																															| Equations (397) can reduce 49 to:
% 64.07/29.04  																															| (266) $false
% 64.07/29.04  																															|
% 64.07/29.04  																															|-The branch is then unsatisfiable
% 64.07/29.04  																														|-Branch two:
% 64.07/29.04  																														| (447)  ~ (all_0_40_40 = e4)
% 64.07/29.04  																														| (2271) all_0_44_44 = e4 | all_0_49_49 = e4 | all_0_53_53 = e4 | all_0_58_58 = e4
% 64.07/29.04  																														|
% 64.07/29.04  																															| Equations (485) can reduce 447 to:
% 64.07/29.04  																															| (401)  ~ (e4 = e0)
% 64.07/29.04  																															|
% 64.07/29.04  																															| Simplifying 401 yields:
% 64.07/29.04  																															| (49)  ~ (e4 = e0)
% 64.07/29.04  																															|
% 64.07/29.04  																															+-Applying beta-rule and splitting (895), into two cases.
% 64.07/29.04  																															|-Branch one:
% 64.07/29.04  																															| (538) all_0_46_46 = e0
% 64.07/29.04  																															|
% 64.07/29.04  																																| Combining equations (770,538) yields a new equation:
% 64.07/29.04  																																| (481) e4 = e0
% 64.07/29.04  																																|
% 64.07/29.04  																																| Simplifying 481 yields:
% 64.07/29.04  																																| (397) e4 = e0
% 64.07/29.04  																																|
% 64.07/29.04  																																| Equations (397) can reduce 49 to:
% 64.07/29.04  																																| (266) $false
% 64.07/29.04  																																|
% 64.07/29.04  																																|-The branch is then unsatisfiable
% 64.07/29.04  																															|-Branch two:
% 64.07/29.04  																															| (831)  ~ (all_0_46_46 = e0)
% 64.07/29.04  																															| (858) all_0_55_55 = e0
% 64.07/29.04  																															|
% 64.07/29.04  																																| Equations (858) can reduce 803 to:
% 64.07/29.04  																																| (266) $false
% 64.07/29.04  																																|
% 64.07/29.04  																																|-The branch is then unsatisfiable
% 64.07/29.04  																												|-Branch two:
% 64.07/29.04  																												| (1377)  ~ (all_0_39_39 = e4)
% 64.07/29.04  																												| (480) all_0_39_39 = e0
% 64.07/29.04  																												|
% 64.07/29.04  																													| Equations (480) can reduce 484 to:
% 64.07/29.04  																													| (266) $false
% 64.07/29.04  																													|
% 64.07/29.04  																													|-The branch is then unsatisfiable
% 64.07/29.04  																								|-Branch two:
% 64.07/29.04  																								| (250)  ~ (all_0_46_46 = e4)
% 64.07/29.04  																								| (774) all_0_50_50 = e4 | all_0_55_55 = e4
% 64.07/29.04  																								|
% 64.07/29.04  																									+-Applying beta-rule and splitting (774), into two cases.
% 64.07/29.04  																									|-Branch one:
% 64.07/29.04  																									| (775) all_0_50_50 = e4
% 64.07/29.04  																									|
% 64.07/29.04  																										| Combining equations (415,775) yields a new equation:
% 64.07/29.04  																										| (425) e4 = e3
% 64.07/29.04  																										|
% 64.07/29.04  																										| Equations (425) can reduce 188 to:
% 64.07/29.04  																										| (266) $false
% 64.07/29.04  																										|
% 64.07/29.04  																										|-The branch is then unsatisfiable
% 64.07/29.04  																									|-Branch two:
% 64.07/29.04  																									| (566)  ~ (all_0_50_50 = e4)
% 64.07/29.04  																									| (587) all_0_55_55 = e4
% 64.07/29.04  																									|
% 64.07/29.04  																										| Equations (587) can reduce 763 to:
% 64.07/29.04  																										| (266) $false
% 64.07/29.04  																										|
% 64.07/29.04  																										|-The branch is then unsatisfiable
% 64.07/29.04  																			|-Branch two:
% 64.07/29.04  																			| (411)  ~ (all_0_50_50 = e3)
% 64.07/29.04  																			| (418) all_0_51_51 = e3 | all_0_53_53 = e3
% 64.07/29.04  																			|
% 64.07/29.04  																				+-Applying beta-rule and splitting (422), into two cases.
% 64.07/29.04  																				|-Branch one:
% 64.07/29.04  																				| (775) all_0_50_50 = e4
% 64.07/29.04  																				|
% 64.07/29.04  																					| Equations (775) can reduce 35 to:
% 64.07/29.04  																					| (250)  ~ (all_0_46_46 = e4)
% 64.07/29.04  																					|
% 64.07/29.04  																					| Equations (775) can reduce 59 to:
% 64.07/29.04  																					| (474)  ~ (all_0_51_51 = e4)
% 64.07/29.04  																					|
% 64.07/29.04  																					| Simplifying 474 yields:
% 64.07/29.04  																					| (475)  ~ (all_0_51_51 = e4)
% 64.07/29.04  																					|
% 64.07/29.04  																					| Equations (775) can reduce 190 to:
% 64.07/29.04  																					| (1452)  ~ (all_0_53_53 = e4)
% 64.07/29.04  																					|
% 64.07/29.04  																					| Simplifying 1452 yields:
% 64.07/29.04  																					| (1453)  ~ (all_0_53_53 = e4)
% 64.07/29.04  																					|
% 64.07/29.04  																					| Equations (775) can reduce 93 to:
% 64.07/29.04  																					| (1909)  ~ (all_0_55_55 = e4)
% 64.07/29.04  																					|
% 64.07/29.04  																					| Simplifying 1909 yields:
% 64.07/29.04  																					| (763)  ~ (all_0_55_55 = e4)
% 64.07/29.04  																					|
% 64.07/29.04  																					| Equations (775) can reduce 759 to:
% 64.07/29.04  																					| (110)  ~ (e4 = e1)
% 64.07/29.04  																					|
% 64.07/29.04  																					| Equations (775) can reduce 121 to:
% 64.07/29.04  																					| (49)  ~ (e4 = e0)
% 64.07/29.04  																					|
% 64.07/29.04  																					| From (775) and (242) follows:
% 64.07/29.04  																					| (5059) op(e1, e3) = e4
% 64.07/29.04  																					|
% 64.07/29.04  																					+-Applying beta-rule and splitting (7), into two cases.
% 64.07/29.04  																					|-Branch one:
% 64.07/29.04  																					| (504) all_0_51_51 = e2
% 64.07/29.04  																					|
% 64.07/29.04  																						| Equations (504) can reduce 139 to:
% 64.07/29.04  																						| (294)  ~ (all_0_39_39 = e2)
% 64.07/29.04  																						|
% 64.07/29.04  																						| Equations (504) can reduce 61 to:
% 64.07/29.04  																						| (51)  ~ (all_0_42_42 = e2)
% 64.07/29.04  																						|
% 64.07/29.04  																						| Equations (504) can reduce 16 to:
% 64.07/29.04  																						| (510)  ~ (all_0_56_56 = e2)
% 64.07/29.04  																						|
% 64.07/29.04  																						| Simplifying 510 yields:
% 64.07/29.04  																						| (511)  ~ (all_0_56_56 = e2)
% 64.07/29.04  																						|
% 64.07/29.04  																						| Equations (504) can reduce 464 to:
% 64.07/29.04  																						| (122)  ~ (e2 = e1)
% 64.07/29.04  																						|
% 64.07/29.04  																						| Equations (504) can reduce 115 to:
% 64.07/29.04  																						| (128)  ~ (e2 = e0)
% 64.07/29.04  																						|
% 64.07/29.04  																						| From (504) and (186) follows:
% 64.07/29.04  																						| (515) op(e1, e2) = e2
% 64.07/29.04  																						|
% 64.07/29.04  																						+-Applying beta-rule and splitting (389), into two cases.
% 64.07/29.04  																						|-Branch one:
% 64.07/29.04  																						| (833) all_0_56_56 = e2
% 64.07/29.04  																						|
% 64.07/29.04  																							| Equations (833) can reduce 511 to:
% 64.07/29.04  																							| (266) $false
% 64.07/29.04  																							|
% 64.07/29.04  																							|-The branch is then unsatisfiable
% 64.07/29.04  																						|-Branch two:
% 64.07/29.04  																						| (511)  ~ (all_0_56_56 = e2)
% 64.07/29.04  																						| (1709) all_0_57_57 = e2 | all_0_58_58 = e2
% 64.07/29.04  																						|
% 64.07/29.04  																							+-Applying beta-rule and splitting (1709), into two cases.
% 64.07/29.04  																							|-Branch one:
% 64.07/29.04  																							| (442) all_0_57_57 = e2
% 64.07/29.04  																							|
% 64.07/29.04  																								| Combining equations (442,875) yields a new equation:
% 64.07/29.04  																								| (391) e2 = e0
% 64.07/29.04  																								|
% 64.07/29.04  																								| Simplifying 391 yields:
% 64.07/29.04  																								| (330) e2 = e0
% 64.07/29.04  																								|
% 64.07/29.04  																								| Equations (330) can reduce 128 to:
% 64.07/29.04  																								| (266) $false
% 64.07/29.04  																								|
% 64.07/29.04  																								|-The branch is then unsatisfiable
% 64.07/29.04  																							|-Branch two:
% 64.07/29.04  																							| (344)  ~ (all_0_57_57 = e2)
% 64.07/29.04  																							| (624) all_0_58_58 = e2
% 64.07/29.04  																							|
% 64.07/29.04  																								| Equations (624) can reduce 119 to:
% 64.07/29.04  																								| (340)  ~ (all_0_49_49 = e2)
% 64.07/29.04  																								|
% 64.07/29.04  																								| Equations (624) can reduce 10 to:
% 64.07/29.04  																								| (509)  ~ (all_0_53_53 = e2)
% 64.07/29.04  																								|
% 64.07/29.04  																								+-Applying beta-rule and splitting (418), into two cases.
% 64.07/29.04  																								|-Branch one:
% 64.07/29.04  																								| (660) all_0_51_51 = e3
% 64.07/29.04  																								|
% 64.07/29.04  																									| Combining equations (504,660) yields a new equation:
% 64.07/29.04  																									| (662) e3 = e2
% 64.07/29.04  																									|
% 64.07/29.04  																									| Equations (662) can reduce 212 to:
% 64.07/29.04  																									| (266) $false
% 64.07/29.04  																									|
% 64.07/29.04  																									|-The branch is then unsatisfiable
% 64.07/29.04  																								|-Branch two:
% 64.07/29.04  																								| (664)  ~ (all_0_51_51 = e3)
% 64.07/29.04  																								| (665) all_0_53_53 = e3
% 64.07/29.04  																								|
% 64.07/29.04  																									| Equations (665) can reduce 162 to:
% 64.07/29.04  																									| (2)  ~ (all_0_40_40 = e3)
% 64.07/29.04  																									|
% 64.07/29.04  																									| Equations (665) can reduce 220 to:
% 64.07/29.04  																									| (407)  ~ (all_0_44_44 = e3)
% 64.07/29.04  																									|
% 64.07/29.04  																									| Equations (665) can reduce 65 to:
% 64.07/29.04  																									| (525)  ~ (all_0_49_49 = e3)
% 64.07/29.04  																									|
% 64.07/29.04  																									| Equations (665) can reduce 1453 to:
% 64.07/29.04  																									| (277)  ~ (e4 = e3)
% 64.07/29.04  																									|
% 64.07/29.04  																									| Simplifying 277 yields:
% 64.07/29.04  																									| (188)  ~ (e4 = e3)
% 64.07/29.04  																									|
% 64.07/29.04  																									| Equations (665) can reduce 509 to:
% 64.07/29.04  																									| (212)  ~ (e3 = e2)
% 64.07/29.04  																									|
% 64.07/29.04  																									| Equations (665) can reduce 1459 to:
% 64.07/29.04  																									| (213)  ~ (e3 = e1)
% 64.07/29.04  																									|
% 64.07/29.04  																									+-Applying beta-rule and splitting (163), into two cases.
% 64.07/29.04  																									|-Branch one:
% 64.07/29.04  																									| (565) all_0_52_52 = e4
% 64.07/29.04  																									|
% 64.07/29.04  																										| Combining equations (642,565) yields a new equation:
% 64.07/29.04  																										| (630) e4 = e1
% 64.07/29.04  																										|
% 64.07/29.04  																										| Equations (630) can reduce 110 to:
% 64.07/29.04  																										| (266) $false
% 64.07/29.04  																										|
% 64.07/29.04  																										|-The branch is then unsatisfiable
% 64.07/29.04  																									|-Branch two:
% 64.07/29.04  																									| (780)  ~ (all_0_52_52 = e4)
% 64.07/29.04  																									| (781) (all_0_41_41 = e0 & all_0_58_58 = e3 &  ~ (all_0_44_44 = e3)) | (all_0_41_41 = e0 & all_0_58_58 = e3 &  ~ (all_0_55_55 = e0)) | (all_0_47_47 = e1 & all_0_52_52 = e2 &  ~ (all_0_48_48 = e2)) | (all_0_47_47 = e1 & all_0_52_52 = e2 &  ~ (all_0_51_51 = e1)) | (all_0_47_47 = e0 & all_0_58_58 = e2 &  ~ (all_0_49_49 = e2)) | (all_0_47_47 = e0 & all_0_58_58 = e2 &  ~ (all_0_56_56 = e0))
% 64.07/29.04  																									|
% 64.07/29.04  																										+-Applying beta-rule and splitting (781), into two cases.
% 64.07/29.04  																										|-Branch one:
% 64.07/29.04  																										| (789) (all_0_41_41 = e0 & all_0_58_58 = e3 &  ~ (all_0_44_44 = e3)) | (all_0_41_41 = e0 & all_0_58_58 = e3 &  ~ (all_0_55_55 = e0)) | (all_0_47_47 = e1 & all_0_52_52 = e2 &  ~ (all_0_48_48 = e2)) | (all_0_47_47 = e1 & all_0_52_52 = e2 &  ~ (all_0_51_51 = e1)) | (all_0_47_47 = e0 & all_0_58_58 = e2 &  ~ (all_0_49_49 = e2))
% 64.07/29.04  																										|
% 64.07/29.04  																											+-Applying beta-rule and splitting (789), into two cases.
% 64.07/29.04  																											|-Branch one:
% 64.07/29.04  																											| (790) (all_0_41_41 = e0 & all_0_58_58 = e3 &  ~ (all_0_44_44 = e3)) | (all_0_41_41 = e0 & all_0_58_58 = e3 &  ~ (all_0_55_55 = e0)) | (all_0_47_47 = e1 & all_0_52_52 = e2 &  ~ (all_0_48_48 = e2)) | (all_0_47_47 = e1 & all_0_52_52 = e2 &  ~ (all_0_51_51 = e1))
% 64.07/29.04  																											|
% 64.07/29.04  																												+-Applying beta-rule and splitting (790), into two cases.
% 64.07/29.04  																												|-Branch one:
% 64.07/29.04  																												| (791) (all_0_41_41 = e0 & all_0_58_58 = e3 &  ~ (all_0_44_44 = e3)) | (all_0_41_41 = e0 & all_0_58_58 = e3 &  ~ (all_0_55_55 = e0)) | (all_0_47_47 = e1 & all_0_52_52 = e2 &  ~ (all_0_48_48 = e2))
% 64.07/29.04  																												|
% 64.07/29.04  																													+-Applying beta-rule and splitting (791), into two cases.
% 64.07/29.04  																													|-Branch one:
% 64.07/29.04  																													| (792) (all_0_41_41 = e0 & all_0_58_58 = e3 &  ~ (all_0_44_44 = e3)) | (all_0_41_41 = e0 & all_0_58_58 = e3 &  ~ (all_0_55_55 = e0))
% 64.07/29.04  																													|
% 64.07/29.04  																														+-Applying beta-rule and splitting (792), into two cases.
% 64.07/29.04  																														|-Branch one:
% 64.07/29.04  																														| (793) all_0_41_41 = e0 & all_0_58_58 = e3 &  ~ (all_0_44_44 = e3)
% 64.07/29.04  																														|
% 64.07/29.04  																															| Applying alpha-rule on (793) yields:
% 64.07/29.04  																															| (794) all_0_41_41 = e0
% 64.07/29.04  																															| (795) all_0_58_58 = e3
% 64.07/29.04  																															| (407)  ~ (all_0_44_44 = e3)
% 64.07/29.04  																															|
% 64.07/29.04  																															| Combining equations (795,624) yields a new equation:
% 64.07/29.04  																															| (661) e3 = e2
% 64.07/29.04  																															|
% 64.07/29.04  																															| Simplifying 661 yields:
% 64.07/29.04  																															| (662) e3 = e2
% 64.07/29.04  																															|
% 64.07/29.04  																															| Equations (662) can reduce 212 to:
% 64.07/29.04  																															| (266) $false
% 64.07/29.04  																															|
% 64.07/29.04  																															|-The branch is then unsatisfiable
% 64.07/29.04  																														|-Branch two:
% 64.07/29.04  																														| (800) all_0_41_41 = e0 & all_0_58_58 = e3 &  ~ (all_0_55_55 = e0)
% 64.07/29.04  																														|
% 64.07/29.04  																															| Applying alpha-rule on (800) yields:
% 64.07/29.04  																															| (794) all_0_41_41 = e0
% 64.07/29.04  																															| (795) all_0_58_58 = e3
% 64.07/29.04  																															| (803)  ~ (all_0_55_55 = e0)
% 64.07/29.04  																															|
% 64.07/29.04  																															| Combining equations (795,624) yields a new equation:
% 64.07/29.04  																															| (661) e3 = e2
% 64.07/29.04  																															|
% 64.07/29.04  																															| Simplifying 661 yields:
% 64.07/29.04  																															| (662) e3 = e2
% 64.07/29.04  																															|
% 64.07/29.04  																															| Equations (662) can reduce 212 to:
% 64.07/29.04  																															| (266) $false
% 64.07/29.04  																															|
% 64.07/29.04  																															|-The branch is then unsatisfiable
% 64.07/29.04  																													|-Branch two:
% 64.07/29.04  																													| (807) all_0_47_47 = e1 & all_0_52_52 = e2 &  ~ (all_0_48_48 = e2)
% 64.07/29.04  																													|
% 64.07/29.04  																														| Applying alpha-rule on (807) yields:
% 64.07/29.04  																														| (654) all_0_47_47 = e1
% 64.07/29.04  																														| (352) all_0_52_52 = e2
% 64.07/29.04  																														| (810)  ~ (all_0_48_48 = e2)
% 64.07/29.04  																														|
% 64.07/29.04  																														| Combining equations (642,352) yields a new equation:
% 64.07/29.04  																														| (617) e2 = e1
% 64.07/29.04  																														|
% 64.07/29.04  																														| Equations (617) can reduce 122 to:
% 64.07/29.04  																														| (266) $false
% 64.07/29.04  																														|
% 64.07/29.04  																														|-The branch is then unsatisfiable
% 64.07/29.04  																												|-Branch two:
% 64.07/29.04  																												| (813) all_0_47_47 = e1 & all_0_52_52 = e2 &  ~ (all_0_51_51 = e1)
% 64.07/29.04  																												|
% 64.07/29.04  																													| Applying alpha-rule on (813) yields:
% 64.07/29.04  																													| (654) all_0_47_47 = e1
% 64.07/29.04  																													| (352) all_0_52_52 = e2
% 64.07/29.04  																													| (464)  ~ (all_0_51_51 = e1)
% 64.07/29.04  																													|
% 64.07/29.04  																													| Combining equations (642,352) yields a new equation:
% 64.07/29.04  																													| (617) e2 = e1
% 64.07/29.04  																													|
% 64.07/29.04  																													| Equations (617) can reduce 122 to:
% 64.07/29.04  																													| (266) $false
% 64.07/29.04  																													|
% 64.07/29.04  																													|-The branch is then unsatisfiable
% 64.07/29.04  																											|-Branch two:
% 64.07/29.04  																											| (819) all_0_47_47 = e0 & all_0_58_58 = e2 &  ~ (all_0_49_49 = e2)
% 64.07/29.04  																											|
% 64.07/29.04  																												| Applying alpha-rule on (819) yields:
% 64.07/29.04  																												| (674) all_0_47_47 = e0
% 64.07/29.04  																												| (624) all_0_58_58 = e2
% 64.07/29.04  																												| (340)  ~ (all_0_49_49 = e2)
% 64.07/29.04  																												|
% 64.07/29.04  																												| Equations (674) can reduce 79 to:
% 64.07/29.04  																												| (484)  ~ (all_0_39_39 = e0)
% 64.07/29.04  																												|
% 64.07/29.04  																												| Equations (674) can reduce 198 to:
% 64.07/29.04  																												| (358)  ~ (all_0_42_42 = e0)
% 64.07/29.04  																												|
% 64.07/29.04  																												| Equations (674) can reduce 19 to:
% 64.07/29.04  																												| (831)  ~ (all_0_46_46 = e0)
% 64.07/29.04  																												|
% 64.07/29.04  																												| Equations (674) can reduce 91 to:
% 64.07/29.04  																												| (1181)  ~ (all_0_56_56 = e0)
% 64.07/29.04  																												|
% 64.07/29.04  																												| Simplifying 1181 yields:
% 64.07/29.04  																												| (828)  ~ (all_0_56_56 = e0)
% 64.07/29.04  																												|
% 64.07/29.04  																												| From (674) and (23) follows:
% 64.07/29.04  																												| (3148) op(e2, e2) = e0
% 64.07/29.04  																												|
% 64.07/29.04  																												+-Applying beta-rule and splitting (333), into two cases.
% 64.07/29.04  																												|-Branch one:
% 64.07/29.04  																												| (480) all_0_39_39 = e0
% 64.07/29.04  																												|
% 64.07/29.05  																													| Equations (480) can reduce 484 to:
% 64.07/29.05  																													| (266) $false
% 64.07/29.05  																													|
% 64.07/29.05  																													|-The branch is then unsatisfiable
% 64.07/29.05  																												|-Branch two:
% 64.07/29.05  																												| (484)  ~ (all_0_39_39 = e0)
% 64.07/29.05  																												| (485) all_0_40_40 = e0
% 64.07/29.05  																												|
% 64.07/29.05  																													| Equations (485) can reduce 176 to:
% 64.07/29.05  																													| (484)  ~ (all_0_39_39 = e0)
% 64.07/29.05  																													|
% 64.07/29.05  																													| Equations (485) can reduce 200 to:
% 64.07/29.05  																													| (486)  ~ (all_0_49_49 = e0)
% 64.07/29.05  																													|
% 64.07/29.05  																													| Simplifying 486 yields:
% 64.07/29.05  																													| (487)  ~ (all_0_49_49 = e0)
% 64.07/29.05  																													|
% 64.07/29.05  																													| Equations (485) can reduce 2 to:
% 64.07/29.05  																													| (541)  ~ (e3 = e0)
% 64.07/29.05  																													|
% 64.07/29.05  																													| Simplifying 541 yields:
% 64.07/29.05  																													| (80)  ~ (e3 = e0)
% 64.07/29.05  																													|
% 64.07/29.05  																													| From (485) and (234) follows:
% 64.07/29.05  																													| (3072) op(e4, e0) = e0
% 64.07/29.05  																													|
% 64.07/29.05  																													+-Applying beta-rule and splitting (165), into two cases.
% 64.07/29.05  																													|-Branch one:
% 64.07/29.05  																													| (794) all_0_41_41 = e0
% 64.07/29.05  																													|
% 64.07/29.05  																														| Equations (794) can reduce 149 to:
% 64.07/29.05  																														| (359)  ~ (all_0_44_44 = e0)
% 64.07/29.05  																														|
% 64.07/29.05  																														| Simplifying 359 yields:
% 64.07/29.05  																														| (360)  ~ (all_0_44_44 = e0)
% 64.07/29.05  																														|
% 64.07/29.05  																														| Equations (794) can reduce 43 to:
% 64.07/29.05  																														| (5567)  ~ (all_0_46_46 = e0)
% 64.07/29.05  																														|
% 64.07/29.05  																														| Simplifying 5567 yields:
% 64.07/29.05  																														| (831)  ~ (all_0_46_46 = e0)
% 64.07/29.05  																														|
% 64.07/29.05  																														| Equations (794) can reduce 191 to:
% 64.07/29.05  																														| (4444)  ~ (all_0_55_55 = e0)
% 64.07/29.05  																														|
% 64.07/29.05  																														| Simplifying 4444 yields:
% 64.07/29.05  																														| (803)  ~ (all_0_55_55 = e0)
% 64.07/29.05  																														|
% 64.07/29.05  																														+-Applying beta-rule and splitting (113), into two cases.
% 64.07/29.05  																														|-Branch one:
% 64.07/29.05  																														| (403) all_0_41_41 = e3
% 64.07/29.05  																														|
% 64.07/29.05  																															| Combining equations (403,794) yields a new equation:
% 64.07/29.05  																															| (675) e3 = e0
% 64.07/29.05  																															|
% 64.07/29.05  																															| Simplifying 675 yields:
% 64.07/29.05  																															| (676) e3 = e0
% 64.07/29.05  																															|
% 64.07/29.05  																															| Equations (676) can reduce 80 to:
% 64.07/29.05  																															| (266) $false
% 64.07/29.05  																															|
% 64.07/29.05  																															|-The branch is then unsatisfiable
% 64.07/29.05  																														|-Branch two:
% 64.07/29.05  																														| (1898)  ~ (all_0_41_41 = e3)
% 64.07/29.05  																														| (1899) all_0_42_42 = e3 | all_0_44_44 = e3
% 64.07/29.05  																														|
% 64.07/29.05  																															+-Applying beta-rule and splitting (26), into two cases.
% 64.07/29.05  																															|-Branch one:
% 64.07/29.05  																															| (446) all_0_44_44 = e4
% 64.07/29.05  																															|
% 64.07/29.05  																																| Equations (446) can reduce 1390 to:
% 64.07/29.05  																																| (266) $false
% 64.07/29.05  																																|
% 64.07/29.05  																																|-The branch is then unsatisfiable
% 64.07/29.05  																															|-Branch two:
% 64.07/29.05  																															| (1390)  ~ (all_0_44_44 = e4)
% 64.07/29.05  																															| (1391) all_0_44_44 = e3 | all_0_44_44 = e1 | all_0_44_44 = e0
% 64.07/29.05  																															|
% 64.07/29.05  																																+-Applying beta-rule and splitting (123), into two cases.
% 64.07/29.05  																																|-Branch one:
% 64.07/29.05  																																| (1794) all_0_46_46 = e2
% 64.07/29.05  																																|
% 64.07/29.05  																																	| Equations (1794) can reduce 300 to:
% 64.07/29.05  																																	| (266) $false
% 64.07/29.05  																																	|
% 64.07/29.05  																																	|-The branch is then unsatisfiable
% 64.07/29.05  																																|-Branch two:
% 64.07/29.05  																																| (300)  ~ (all_0_46_46 = e2)
% 64.07/29.05  																																| (1797) all_0_46_46 = e4 | all_0_46_46 = e3 | all_0_46_46 = e1 | all_0_46_46 = e0
% 64.07/29.05  																																|
% 64.07/29.05  																																	+-Applying beta-rule and splitting (1391), into two cases.
% 64.07/29.05  																																	|-Branch one:
% 64.07/29.05  																																	| (1414) all_0_44_44 = e0
% 64.07/29.05  																																	|
% 64.07/29.05  																																		| Equations (1414) can reduce 360 to:
% 64.07/29.05  																																		| (266) $false
% 64.07/29.05  																																		|
% 64.07/29.05  																																		|-The branch is then unsatisfiable
% 64.07/29.05  																																	|-Branch two:
% 64.07/29.05  																																	| (360)  ~ (all_0_44_44 = e0)
% 64.07/29.05  																																	| (1417) all_0_44_44 = e3 | all_0_44_44 = e1
% 64.07/29.05  																																	|
% 64.07/29.05  																																		+-Applying beta-rule and splitting (1417), into two cases.
% 64.07/29.05  																																		|-Branch one:
% 64.07/29.05  																																		| (635) all_0_44_44 = e1
% 64.07/29.05  																																		|
% 64.07/29.05  																																			| Equations (635) can reduce 73 to:
% 64.07/29.05  																																			| (1380)  ~ (all_0_42_42 = e1)
% 64.07/29.05  																																			|
% 64.07/29.05  																																			+-Applying beta-rule and splitting (1797), into two cases.
% 64.07/29.05  																																			|-Branch one:
% 64.07/29.05  																																			| (770) all_0_46_46 = e4
% 64.07/29.05  																																			|
% 64.07/29.05  																																				| Equations (770) can reduce 250 to:
% 64.07/29.05  																																				| (266) $false
% 64.07/29.05  																																				|
% 64.07/29.05  																																				|-The branch is then unsatisfiable
% 64.07/29.05  																																			|-Branch two:
% 64.07/29.05  																																			| (250)  ~ (all_0_46_46 = e4)
% 64.07/29.05  																																			| (1801) all_0_46_46 = e3 | all_0_46_46 = e1 | all_0_46_46 = e0
% 64.07/29.05  																																			|
% 64.07/29.05  																																				+-Applying beta-rule and splitting (1801), into two cases.
% 64.07/29.05  																																				|-Branch one:
% 64.07/29.05  																																				| (538) all_0_46_46 = e0
% 64.07/29.05  																																				|
% 64.07/29.05  																																					| Equations (538) can reduce 831 to:
% 64.07/29.05  																																					| (266) $false
% 64.07/29.05  																																					|
% 64.07/29.05  																																					|-The branch is then unsatisfiable
% 64.07/29.05  																																				|-Branch two:
% 64.07/29.05  																																				| (831)  ~ (all_0_46_46 = e0)
% 64.07/29.05  																																				| (1838) all_0_46_46 = e3 | all_0_46_46 = e1
% 64.07/29.05  																																				|
% 64.07/29.05  																																					+-Applying beta-rule and splitting (1838), into two cases.
% 64.07/29.05  																																					|-Branch one:
% 64.07/29.05  																																					| (545) all_0_46_46 = e1
% 64.07/29.05  																																					|
% 64.07/29.05  																																						| Equations (545) can reduce 208 to:
% 64.07/29.05  																																						| (1419)  ~ (all_0_49_49 = e1)
% 64.07/29.05  																																						|
% 64.07/29.05  																																						| Simplifying 1419 yields:
% 64.07/29.05  																																						| (1064)  ~ (all_0_49_49 = e1)
% 64.07/29.05  																																						|
% 64.07/29.05  																																						| Equations (545) can reduce 409 to:
% 64.07/29.05  																																						| (467)  ~ (e3 = e1)
% 64.07/29.05  																																						|
% 64.07/29.05  																																						| Simplifying 467 yields:
% 64.07/29.05  																																						| (213)  ~ (e3 = e1)
% 64.07/29.05  																																						|
% 64.07/29.05  																																						| Equations (545) can reduce 300 to:
% 64.07/29.05  																																						| (604)  ~ (e2 = e1)
% 64.07/29.05  																																						|
% 64.07/29.05  																																						| Simplifying 604 yields:
% 64.07/29.05  																																						| (122)  ~ (e2 = e1)
% 64.07/29.05  																																						|
% 64.07/29.05  																																						| Equations (545) can reduce 831 to:
% 64.07/29.05  																																						| (233)  ~ (e1 = e0)
% 64.07/29.05  																																						|
% 64.07/29.05  																																						+-Applying beta-rule and splitting (1899), into two cases.
% 64.07/29.05  																																						|-Branch one:
% 64.07/29.05  																																						| (516) all_0_42_42 = e3
% 64.07/29.05  																																						|
% 64.07/29.05  																																							| Equations (516) can reduce 236 to:
% 64.07/29.05  																																							| (271)  ~ (all_0_56_56 = e3)
% 64.07/29.05  																																							|
% 64.07/29.05  																																							| Simplifying 271 yields:
% 64.07/29.05  																																							| (272)  ~ (all_0_56_56 = e3)
% 64.07/29.05  																																							|
% 64.07/29.05  																																							| Equations (516) can reduce 1890 to:
% 64.07/29.05  																																							| (277)  ~ (e4 = e3)
% 64.07/29.05  																																							|
% 64.07/29.05  																																							| Simplifying 277 yields:
% 64.07/29.05  																																							| (188)  ~ (e4 = e3)
% 64.07/29.05  																																							|
% 64.07/29.05  																																							| Equations (516) can reduce 51 to:
% 64.07/29.05  																																							| (212)  ~ (e3 = e2)
% 64.07/29.05  																																							|
% 64.07/29.05  																																							| Equations (516) can reduce 1380 to:
% 64.07/29.05  																																							| (213)  ~ (e3 = e1)
% 64.07/29.05  																																							|
% 64.07/29.05  																																							| From (516) and (210) follows:
% 64.07/29.05  																																							| (4285) op(e3, e2) = e3
% 64.07/29.05  																																							|
% 64.07/29.05  																																							+-Applying beta-rule and splitting (206), into two cases.
% 64.07/29.05  																																							|-Branch one:
% 64.07/29.05  																																							| (248) all_0_45_45 = e4
% 64.07/29.05  																																							|
% 64.07/29.05  																																								| Combining equations (423,248) yields a new equation:
% 64.07/29.05  																																								| (425) e4 = e3
% 64.07/29.05  																																								|
% 64.07/29.05  																																								| Equations (425) can reduce 188 to:
% 64.07/29.05  																																								| (266) $false
% 64.07/29.05  																																								|
% 64.07/29.05  																																								|-The branch is then unsatisfiable
% 64.07/29.05  																																							|-Branch two:
% 64.07/29.05  																																							| (60416)  ~ (all_0_45_45 = e4)
% 64.07/29.05  																																							| (61457) all_0_46_46 = e4 | all_0_47_47 = e4 | all_0_48_48 = e4 | all_0_49_49 = e4
% 64.07/29.05  																																							|
% 64.07/29.05  																																								| Equations (423) can reduce 60416 to:
% 64.07/29.05  																																								| (277)  ~ (e4 = e3)
% 64.07/29.05  																																								|
% 64.07/29.05  																																								| Simplifying 277 yields:
% 64.07/29.05  																																								| (188)  ~ (e4 = e3)
% 64.07/29.05  																																								|
% 64.07/29.05  																																								+-Applying beta-rule and splitting (22), into two cases.
% 64.07/29.05  																																								|-Branch one:
% 64.07/29.05  																																								| (268) all_0_54_54 = e3
% 64.07/29.05  																																								|
% 64.07/29.05  																																									| Combining equations (265,268) yields a new equation:
% 64.07/29.05  																																									| (424) e4 = e3
% 64.07/29.05  																																									|
% 64.07/29.05  																																									| Simplifying 424 yields:
% 64.07/29.05  																																									| (425) e4 = e3
% 64.07/29.05  																																									|
% 64.07/29.05  																																									| Equations (425) can reduce 188 to:
% 64.07/29.05  																																									| (266) $false
% 64.07/29.05  																																									|
% 64.07/29.05  																																									|-The branch is then unsatisfiable
% 64.07/29.05  																																								|-Branch two:
% 64.07/29.05  																																								| (60427)  ~ (all_0_54_54 = e3)
% 64.07/29.06  																																								| (62553) all_0_55_55 = e3 | all_0_56_56 = e3 | all_0_58_58 = e3
% 64.07/29.06  																																								|
% 64.07/29.06  																																									+-Applying beta-rule and splitting (131), into two cases.
% 64.07/29.06  																																									|-Branch one:
% 64.07/29.06  																																									| (459) all_0_42_42 = e1
% 64.07/29.06  																																									|
% 64.07/29.06  																																										| Combining equations (516,459) yields a new equation:
% 64.07/29.06  																																										| (454) e3 = e1
% 64.07/29.06  																																										|
% 64.07/29.06  																																										| Simplifying 454 yields:
% 64.07/29.06  																																										| (455) e3 = e1
% 64.07/29.06  																																										|
% 64.07/29.06  																																										| Equations (455) can reduce 213 to:
% 64.07/29.06  																																										| (266) $false
% 64.07/29.06  																																										|
% 64.07/29.06  																																										|-The branch is then unsatisfiable
% 64.07/29.06  																																									|-Branch two:
% 64.07/29.06  																																									| (1380)  ~ (all_0_42_42 = e1)
% 64.07/29.06  																																									| (3259) all_0_47_47 = e1 | all_0_51_51 = e1 | all_0_56_56 = e1
% 64.07/29.06  																																									|
% 64.07/29.06  																																										+-Applying beta-rule and splitting (320), into two cases.
% 64.07/29.06  																																										|-Branch one:
% 64.07/29.06  																																										| (471) all_0_39_39 = e4
% 64.07/29.06  																																										|
% 64.07/29.06  																																											| From (471) and (14) follows:
% 64.07/29.06  																																											| (4284) op(e4, e2) = e4
% 64.07/29.06  																																											|
% 64.07/29.06  																																											+-Applying beta-rule and splitting (54), into two cases.
% 64.07/29.06  																																											|-Branch one:
% 64.07/29.06  																																											| (583) all_0_49_49 = e2
% 64.07/29.06  																																											|
% 64.07/29.06  																																												| Equations (583) can reduce 340 to:
% 64.07/29.06  																																												| (266) $false
% 64.07/29.06  																																												|
% 64.07/29.06  																																												|-The branch is then unsatisfiable
% 64.07/29.06  																																											|-Branch two:
% 64.07/29.06  																																											| (340)  ~ (all_0_49_49 = e2)
% 64.07/29.06  																																											| (586) all_0_49_49 = e4 | all_0_49_49 = e3 | all_0_49_49 = e1 | all_0_49_49 = e0
% 64.07/29.06  																																											|
% 64.07/29.06  																																												+-Applying beta-rule and splitting (62553), into two cases.
% 64.07/29.06  																																												|-Branch one:
% 64.07/29.06  																																												| (2336) all_0_55_55 = e3
% 64.07/29.06  																																												|
% 64.07/29.06  																																													| Equations (2336) can reduce 803 to:
% 64.07/29.06  																																													| (80)  ~ (e3 = e0)
% 64.07/29.06  																																													|
% 64.07/29.06  																																													| From (2336) and (74) follows:
% 64.07/29.06  																																													| (2208) op(e0, e3) = e3
% 64.07/29.06  																																													|
% 64.07/29.06  																																													+-Applying beta-rule and splitting (3259), into two cases.
% 64.07/29.06  																																													|-Branch one:
% 64.07/29.06  																																													| (654) all_0_47_47 = e1
% 64.07/29.06  																																													|
% 64.07/29.06  																																														| Combining equations (674,654) yields a new equation:
% 64.07/29.06  																																														| (431) e1 = e0
% 64.07/29.06  																																														|
% 64.07/29.06  																																														| Equations (431) can reduce 233 to:
% 64.07/29.06  																																														| (266) $false
% 64.07/29.06  																																														|
% 64.07/29.06  																																														|-The branch is then unsatisfiable
% 64.07/29.06  																																													|-Branch two:
% 64.07/29.06  																																													| (462)  ~ (all_0_47_47 = e1)
% 64.07/29.06  																																													| (3264) all_0_51_51 = e1 | all_0_56_56 = e1
% 64.07/29.06  																																													|
% 64.07/29.06  																																														+-Applying beta-rule and splitting (3264), into two cases.
% 64.07/29.06  																																														|-Branch one:
% 64.07/29.06  																																														| (1109) all_0_51_51 = e1
% 64.07/29.06  																																														|
% 64.07/29.06  																																															| Combining equations (504,1109) yields a new equation:
% 64.07/29.06  																																															| (616) e2 = e1
% 64.07/29.06  																																															|
% 64.07/29.06  																																															| Simplifying 616 yields:
% 64.07/29.06  																																															| (617) e2 = e1
% 64.07/29.06  																																															|
% 64.07/29.06  																																															| Equations (617) can reduce 122 to:
% 64.07/29.06  																																															| (266) $false
% 64.07/29.06  																																															|
% 64.07/29.06  																																															|-The branch is then unsatisfiable
% 64.07/29.06  																																														|-Branch two:
% 64.07/29.06  																																														| (464)  ~ (all_0_51_51 = e1)
% 64.07/29.06  																																														| (1569) all_0_56_56 = e1
% 64.07/29.06  																																														|
% 64.07/29.06  																																															| Equations (1569) can reduce 828 to:
% 64.07/29.06  																																															| (233)  ~ (e1 = e0)
% 64.07/29.06  																																															|
% 64.07/29.06  																																															| From (1569) and (111) follows:
% 64.07/29.06  																																															| (3175) op(e0, e2) = e1
% 64.07/29.06  																																															|
% 64.07/29.06  																																															+-Applying beta-rule and splitting (586), into two cases.
% 64.07/29.06  																																															|-Branch one:
% 64.07/29.06  																																															| (974) all_0_49_49 = e4
% 64.07/29.06  																																															|
% 64.07/29.06  																																																| From (974) and (55) follows:
% 64.07/29.06  																																																| (61486) op(e2, e0) = e4
% 64.07/29.06  																																																|
% 64.07/29.06  																																																+-Applying beta-rule and splitting (56), into two cases.
% 64.07/29.06  																																																|-Branch one:
% 64.07/29.06  																																																| (696) unit = e2
% 64.07/29.06  																																																|
% 64.07/29.06  																																																	| From (696) and (32) follows:
% 64.07/29.06  																																																	| (698) op(e2, e2) = e2
% 64.07/29.06  																																																	|
% 64.07/29.06  																																																	| From (696) and (28) follows:
% 64.07/29.06  																																																	| (699) op(e1, e2) = e1
% 64.07/29.06  																																																	|
% 64.07/29.06  																																																	| Instantiating formula (29) with e2, e2, e2, e0 and discharging atoms op(e2, e2) = e2, op(e2, e2) = e0, yields:
% 64.07/29.06  																																																	| (330) e2 = e0
% 64.07/29.06  																																																	|
% 64.07/29.06  																																																	| Instantiating formula (29) with e1, e2, e1, e2 and discharging atoms op(e1, e2) = e2, op(e1, e2) = e1, yields:
% 64.07/29.06  																																																	| (617) e2 = e1
% 64.07/29.06  																																																	|
% 64.07/29.06  																																																	| Combining equations (330,617) yields a new equation:
% 64.07/29.06  																																																	| (431) e1 = e0
% 64.07/29.06  																																																	|
% 64.07/29.06  																																																	| Equations (431) can reduce 233 to:
% 64.07/29.06  																																																	| (266) $false
% 64.07/29.06  																																																	|
% 64.07/29.06  																																																	|-The branch is then unsatisfiable
% 64.07/29.06  																																																|-Branch two:
% 64.07/29.06  																																																| (707)  ~ (unit = e2)
% 64.07/29.06  																																																| (708) unit = e4 | unit = e3 | unit = e1 | unit = e0
% 64.07/29.06  																																																|
% 64.07/29.06  																																																	+-Applying beta-rule and splitting (708), into two cases.
% 64.07/29.06  																																																	|-Branch one:
% 64.07/29.06  																																																	| (709) unit = e4
% 64.07/29.06  																																																	|
% 64.07/29.06  																																																		| From (709) and (15) follows:
% 64.07/29.06  																																																		| (22188) op(e4, e2) = e2
% 64.07/29.06  																																																		|
% 64.07/29.06  																																																		| From (709) and (211) follows:
% 64.07/29.06  																																																		| (22527) op(e4, e1) = e1
% 64.07/29.06  																																																		|
% 64.07/29.06  																																																		| From (709) and (32) follows:
% 64.07/29.06  																																																		| (712) op(e2, e4) = e2
% 64.07/29.06  																																																		|
% 64.07/29.06  																																																		| From (709) and (42) follows:
% 64.07/29.06  																																																		| (713) op(e0, e4) = e0
% 64.07/29.06  																																																		|
% 64.07/29.06  																																																		| Instantiating formula (29) with e4, e2, e2, e4 and discharging atoms op(e4, e2) = e4, op(e4, e2) = e2, yields:
% 64.07/29.06  																																																		| (323) e4 = e2
% 64.07/29.06  																																																		|
% 64.07/29.06  																																																		| Instantiating formula (29) with e4, e1, e1, e3 and discharging atoms op(e4, e1) = e3, op(e4, e1) = e1, yields:
% 64.07/29.06  																																																		| (455) e3 = e1
% 64.07/29.06  																																																		|
% 64.07/29.06  																																																		| Instantiating formula (29) with e2, e4, e2, e3 and discharging atoms op(e2, e4) = e3, op(e2, e4) = e2, yields:
% 64.07/29.06  																																																		| (662) e3 = e2
% 64.07/29.06  																																																		|
% 64.07/29.06  																																																		| Instantiating formula (29) with e0, e4, e0, e4 and discharging atoms op(e0, e4) = e4, op(e0, e4) = e0, yields:
% 64.07/29.06  																																																		| (397) e4 = e0
% 64.07/29.06  																																																		|
% 64.07/29.06  																																																		| Combining equations (323,397) yields a new equation:
% 64.07/29.06  																																																		| (391) e2 = e0
% 64.07/29.06  																																																		|
% 64.07/29.06  																																																		| Simplifying 391 yields:
% 64.07/29.06  																																																		| (330) e2 = e0
% 64.07/29.06  																																																		|
% 64.07/29.06  																																																		| Combining equations (455,662) yields a new equation:
% 64.07/29.06  																																																		| (617) e2 = e1
% 64.07/29.06  																																																		|
% 64.07/29.06  																																																		| Combining equations (617,330) yields a new equation:
% 64.07/29.06  																																																		| (546) e1 = e0
% 64.07/29.06  																																																		|
% 64.07/29.06  																																																		| Simplifying 546 yields:
% 64.07/29.06  																																																		| (431) e1 = e0
% 64.07/29.06  																																																		|
% 64.07/29.06  																																																		| Equations (431) can reduce 233 to:
% 64.07/29.06  																																																		| (266) $false
% 64.07/29.06  																																																		|
% 64.07/29.06  																																																		|-The branch is then unsatisfiable
% 64.07/29.06  																																																	|-Branch two:
% 64.07/29.06  																																																	| (724)  ~ (unit = e4)
% 64.07/29.06  																																																	| (725) unit = e3 | unit = e1 | unit = e0
% 64.07/29.06  																																																	|
% 64.07/29.06  																																																		+-Applying beta-rule and splitting (725), into two cases.
% 64.07/29.06  																																																		|-Branch one:
% 64.07/29.06  																																																		| (726) unit = e0
% 64.07/29.06  																																																		|
% 64.07/29.06  																																																			| From (726) and (15) follows:
% 64.07/29.06  																																																			| (1508) op(e0, e2) = e2
% 64.07/29.06  																																																			|
% 64.07/29.06  																																																			| From (726) and (227) follows:
% 64.07/29.06  																																																			| (3205) op(e4, e0) = e4
% 64.07/29.06  																																																			|
% 64.07/29.06  																																																			| From (726) and (32) follows:
% 64.07/29.06  																																																			| (727) op(e2, e0) = e2
% 64.07/29.06  																																																			|
% 64.07/29.06  																																																			| Instantiating formula (29) with e4, e0, e4, e0 and discharging atoms op(e4, e0) = e4, op(e4, e0) = e0, yields:
% 64.07/29.06  																																																			| (397) e4 = e0
% 64.07/29.06  																																																			|
% 64.07/29.06  																																																			| Instantiating formula (29) with e2, e0, e2, e4 and discharging atoms op(e2, e0) = e4, op(e2, e0) = e2, yields:
% 64.07/29.06  																																																			| (323) e4 = e2
% 64.07/29.06  																																																			|
% 64.07/29.06  																																																			| Instantiating formula (29) with e0, e2, e2, e1 and discharging atoms op(e0, e2) = e2, op(e0, e2) = e1, yields:
% 64.07/29.06  																																																			| (617) e2 = e1
% 64.07/29.06  																																																			|
% 64.07/29.06  																																																			| Combining equations (323,397) yields a new equation:
% 64.07/29.06  																																																			| (391) e2 = e0
% 64.07/29.06  																																																			|
% 64.07/29.06  																																																			| Simplifying 391 yields:
% 64.07/29.06  																																																			| (330) e2 = e0
% 64.07/29.06  																																																			|
% 64.07/29.06  																																																			| Combining equations (617,330) yields a new equation:
% 64.07/29.06  																																																			| (546) e1 = e0
% 64.07/29.06  																																																			|
% 64.07/29.06  																																																			| Simplifying 546 yields:
% 64.07/29.06  																																																			| (431) e1 = e0
% 64.07/29.06  																																																			|
% 64.07/29.06  																																																			| Equations (431) can reduce 233 to:
% 64.07/29.06  																																																			| (266) $false
% 64.07/29.06  																																																			|
% 64.07/29.06  																																																			|-The branch is then unsatisfiable
% 64.07/29.06  																																																		|-Branch two:
% 64.07/29.06  																																																		| (734)  ~ (unit = e0)
% 64.07/29.06  																																																		| (735) unit = e3 | unit = e1
% 64.07/29.06  																																																		|
% 64.07/29.06  																																																			+-Applying beta-rule and splitting (735), into two cases.
% 64.07/29.06  																																																			|-Branch one:
% 64.07/29.06  																																																			| (736) unit = e1
% 64.07/29.06  																																																			|
% 64.07/29.06  																																																				| From (736) and (244) follows:
% 64.07/29.06  																																																				| (738) op(e1, e4) = e4
% 64.07/29.06  																																																				|
% 64.07/29.06  																																																				| From (736) and (24) follows:
% 64.07/29.06  																																																				| (1934) op(e1, e3) = e3
% 64.07/29.06  																																																				|
% 64.07/29.06  																																																				| Instantiating formula (29) with e1, e4, e4, e0 and discharging atoms op(e1, e4) = e4, op(e1, e4) = e0, yields:
% 64.07/29.06  																																																				| (397) e4 = e0
% 64.07/29.06  																																																				|
% 64.07/29.06  																																																				| Instantiating formula (29) with e1, e3, e3, e4 and discharging atoms op(e1, e3) = e4, op(e1, e3) = e3, yields:
% 64.07/29.06  																																																				| (425) e4 = e3
% 64.07/29.06  																																																				|
% 64.07/29.06  																																																				| Combining equations (425,397) yields a new equation:
% 64.07/29.06  																																																				| (675) e3 = e0
% 64.07/29.06  																																																				|
% 64.07/29.06  																																																				| Simplifying 675 yields:
% 64.07/29.06  																																																				| (676) e3 = e0
% 64.07/29.06  																																																				|
% 64.07/29.06  																																																				| Equations (676) can reduce 80 to:
% 64.07/29.06  																																																				| (266) $false
% 64.07/29.06  																																																				|
% 64.07/29.06  																																																				|-The branch is then unsatisfiable
% 64.07/29.06  																																																			|-Branch two:
% 64.07/29.06  																																																			| (748)  ~ (unit = e1)
% 64.07/29.06  																																																			| (749) unit = e3
% 64.07/29.06  																																																			|
% 64.07/29.06  																																																				| From (749) and (244) follows:
% 64.07/29.06  																																																				| (750) op(e3, e4) = e4
% 64.07/29.06  																																																				|
% 64.07/29.06  																																																				| From (749) and (15) follows:
% 64.07/29.06  																																																				| (751) op(e3, e2) = e2
% 64.07/29.06  																																																				|
% 64.07/29.06  																																																				| From (749) and (28) follows:
% 64.07/29.06  																																																				| (2235) op(e1, e3) = e1
% 64.07/29.06  																																																				|
% 64.07/29.06  																																																				| From (749) and (42) follows:
% 64.07/29.06  																																																				| (752) op(e0, e3) = e0
% 64.07/29.06  																																																				|
% 64.07/29.06  																																																				| Instantiating formula (29) with e3, e4, e4, e2 and discharging atoms op(e3, e4) = e4, op(e3, e4) = e2, yields:
% 64.07/29.06  																																																				| (323) e4 = e2
% 64.07/29.06  																																																				|
% 64.07/29.06  																																																				| Instantiating formula (29) with e3, e2, e2, e3 and discharging atoms op(e3, e2) = e3, op(e3, e2) = e2, yields:
% 64.07/29.06  																																																				| (662) e3 = e2
% 64.07/29.06  																																																				|
% 64.07/29.06  																																																				| Instantiating formula (29) with e1, e3, e1, e4 and discharging atoms op(e1, e3) = e4, op(e1, e3) = e1, yields:
% 64.07/29.06  																																																				| (630) e4 = e1
% 64.07/29.06  																																																				|
% 64.07/29.06  																																																				| Instantiating formula (29) with e0, e3, e0, e3 and discharging atoms op(e0, e3) = e3, op(e0, e3) = e0, yields:
% 64.07/29.06  																																																				| (676) e3 = e0
% 64.07/29.06  																																																				|
% 64.07/29.06  																																																				| Combining equations (630,323) yields a new equation:
% 64.07/29.06  																																																				| (617) e2 = e1
% 64.07/29.06  																																																				|
% 64.07/29.06  																																																				| Combining equations (662,676) yields a new equation:
% 64.07/29.06  																																																				| (391) e2 = e0
% 64.07/29.06  																																																				|
% 64.07/29.06  																																																				| Simplifying 391 yields:
% 64.07/29.06  																																																				| (330) e2 = e0
% 64.07/29.06  																																																				|
% 64.07/29.06  																																																				| Combining equations (330,617) yields a new equation:
% 64.07/29.06  																																																				| (431) e1 = e0
% 64.07/29.06  																																																				|
% 64.07/29.06  																																																				| Equations (431) can reduce 233 to:
% 64.07/29.06  																																																				| (266) $false
% 64.07/29.06  																																																				|
% 64.07/29.06  																																																				|-The branch is then unsatisfiable
% 64.07/29.06  																																															|-Branch two:
% 64.07/29.06  																																															| (256)  ~ (all_0_49_49 = e4)
% 64.07/29.06  																																															| (977) all_0_49_49 = e3 | all_0_49_49 = e1 | all_0_49_49 = e0
% 64.07/29.06  																																															|
% 64.07/29.06  																																																+-Applying beta-rule and splitting (977), into two cases.
% 64.07/29.06  																																																|-Branch one:
% 64.07/29.06  																																																| (978) all_0_49_49 = e0
% 64.07/29.06  																																																|
% 64.07/29.06  																																																	| Equations (978) can reduce 487 to:
% 64.07/29.06  																																																	| (266) $false
% 64.07/29.06  																																																	|
% 64.07/29.06  																																																	|-The branch is then unsatisfiable
% 64.07/29.06  																																																|-Branch two:
% 64.07/29.06  																																																| (487)  ~ (all_0_49_49 = e0)
% 64.07/29.06  																																																| (981) all_0_49_49 = e3 | all_0_49_49 = e1
% 64.07/29.06  																																																|
% 64.07/29.06  																																																	+-Applying beta-rule and splitting (981), into two cases.
% 64.07/29.06  																																																	|-Branch one:
% 64.07/29.06  																																																	| (671) all_0_49_49 = e1
% 64.07/29.06  																																																	|
% 64.07/29.06  																																																		| Equations (671) can reduce 1064 to:
% 64.07/29.06  																																																		| (266) $false
% 64.07/29.06  																																																		|
% 64.07/29.06  																																																		|-The branch is then unsatisfiable
% 64.07/29.06  																																																	|-Branch two:
% 64.07/29.06  																																																	| (1064)  ~ (all_0_49_49 = e1)
% 64.07/29.06  																																																	| (884) all_0_49_49 = e3
% 64.07/29.06  																																																	|
% 64.07/29.07  																																																		| Equations (884) can reduce 525 to:
% 64.07/29.07  																																																		| (266) $false
% 64.07/29.07  																																																		|
% 64.07/29.07  																																																		|-The branch is then unsatisfiable
% 64.07/29.07  																																												|-Branch two:
% 64.07/29.07  																																												| (270)  ~ (all_0_55_55 = e3)
% 64.07/29.07  																																												| (62557) all_0_56_56 = e3 | all_0_58_58 = e3
% 64.07/29.07  																																												|
% 64.07/29.07  																																													+-Applying beta-rule and splitting (62557), into two cases.
% 64.07/29.07  																																													|-Branch one:
% 64.07/29.07  																																													| (1097) all_0_56_56 = e3
% 64.07/29.07  																																													|
% 64.07/29.07  																																														| Equations (1097) can reduce 272 to:
% 64.07/29.07  																																														| (266) $false
% 64.07/29.07  																																														|
% 64.07/29.07  																																														|-The branch is then unsatisfiable
% 64.07/29.07  																																													|-Branch two:
% 64.07/29.07  																																													| (272)  ~ (all_0_56_56 = e3)
% 64.07/29.07  																																													| (795) all_0_58_58 = e3
% 64.07/29.07  																																													|
% 64.07/29.07  																																														| Combining equations (795,624) yields a new equation:
% 64.07/29.07  																																														| (661) e3 = e2
% 64.07/29.07  																																														|
% 64.07/29.07  																																														| Simplifying 661 yields:
% 64.07/29.07  																																														| (662) e3 = e2
% 64.07/29.07  																																														|
% 64.07/29.07  																																														| Equations (662) can reduce 212 to:
% 64.07/29.07  																																														| (266) $false
% 64.07/29.07  																																														|
% 64.07/29.07  																																														|-The branch is then unsatisfiable
% 64.07/29.07  																																										|-Branch two:
% 64.07/29.07  																																										| (1377)  ~ (all_0_39_39 = e4)
% 64.07/29.07  																																										| (480) all_0_39_39 = e0
% 64.07/29.07  																																										|
% 64.07/29.07  																																											| Equations (480) can reduce 484 to:
% 64.07/29.07  																																											| (266) $false
% 64.07/29.07  																																											|
% 64.07/29.07  																																											|-The branch is then unsatisfiable
% 64.07/29.07  																																						|-Branch two:
% 64.07/29.07  																																						| (405)  ~ (all_0_42_42 = e3)
% 64.07/29.07  																																						| (532) all_0_44_44 = e3
% 64.07/29.07  																																						|
% 64.07/29.07  																																							| Combining equations (532,635) yields a new equation:
% 64.07/29.07  																																							| (454) e3 = e1
% 64.07/29.07  																																							|
% 64.07/29.07  																																							| Simplifying 454 yields:
% 64.07/29.07  																																							| (455) e3 = e1
% 64.07/29.07  																																							|
% 64.07/29.07  																																							| Equations (455) can reduce 213 to:
% 64.07/29.07  																																							| (266) $false
% 64.07/29.07  																																							|
% 64.07/29.07  																																							|-The branch is then unsatisfiable
% 64.07/29.07  																																					|-Branch two:
% 64.07/29.07  																																					| (549)  ~ (all_0_46_46 = e1)
% 64.07/29.07  																																					| (1557) all_0_46_46 = e3
% 64.07/29.07  																																					|
% 64.07/29.07  																																						| Equations (1557) can reduce 409 to:
% 64.07/29.07  																																						| (266) $false
% 64.07/29.07  																																						|
% 64.07/29.07  																																						|-The branch is then unsatisfiable
% 64.07/29.07  																																		|-Branch two:
% 64.07/29.07  																																		| (639)  ~ (all_0_44_44 = e1)
% 64.07/29.07  																																		| (532) all_0_44_44 = e3
% 64.07/29.07  																																		|
% 64.07/29.07  																																			| Equations (532) can reduce 407 to:
% 64.07/29.07  																																			| (266) $false
% 64.07/29.07  																																			|
% 64.07/29.07  																																			|-The branch is then unsatisfiable
% 64.07/29.07  																													|-Branch two:
% 64.07/29.07  																													| (357)  ~ (all_0_41_41 = e0)
% 64.07/29.07  																													| (6761) all_0_42_42 = e0 | all_0_43_43 = e0 | all_0_44_44 = e0
% 64.07/29.07  																													|
% 64.07/29.07  																														+-Applying beta-rule and splitting (6761), into two cases.
% 64.07/29.07  																														|-Branch one:
% 64.07/29.07  																														| (559) all_0_42_42 = e0
% 64.07/29.07  																														|
% 64.07/29.07  																															| Equations (559) can reduce 358 to:
% 64.07/29.07  																															| (266) $false
% 64.07/29.07  																															|
% 64.07/29.07  																															|-The branch is then unsatisfiable
% 64.07/29.07  																														|-Branch two:
% 64.07/29.07  																														| (358)  ~ (all_0_42_42 = e0)
% 64.07/29.07  																														| (6766) all_0_43_43 = e0 | all_0_44_44 = e0
% 64.07/29.07  																														|
% 64.07/29.07  																															+-Applying beta-rule and splitting (206), into two cases.
% 64.07/29.07  																															|-Branch one:
% 64.07/29.07  																															| (248) all_0_45_45 = e4
% 64.07/29.07  																															|
% 64.07/29.07  																																| Combining equations (248,423) yields a new equation:
% 64.07/29.07  																																| (424) e4 = e3
% 64.07/29.07  																																|
% 64.07/29.07  																																| Simplifying 424 yields:
% 64.07/29.07  																																| (425) e4 = e3
% 64.07/29.07  																																|
% 64.07/29.07  																																| Equations (425) can reduce 188 to:
% 64.07/29.07  																																| (266) $false
% 64.07/29.07  																																|
% 64.07/29.07  																																|-The branch is then unsatisfiable
% 64.07/29.07  																															|-Branch two:
% 64.07/29.07  																															| (60416)  ~ (all_0_45_45 = e4)
% 64.07/29.08  																															| (61457) all_0_46_46 = e4 | all_0_47_47 = e4 | all_0_48_48 = e4 | all_0_49_49 = e4
% 64.07/29.08  																															|
% 64.07/29.08  																																+-Applying beta-rule and splitting (326), into two cases.
% 64.07/29.08  																																|-Branch one:
% 64.07/29.08  																																| (471) all_0_39_39 = e4
% 64.07/29.08  																																|
% 64.07/29.08  																																	| Equations (471) can reduce 294 to:
% 64.07/29.08  																																	| (48)  ~ (e4 = e2)
% 64.07/29.08  																																	|
% 64.07/29.08  																																	| Equations (471) can reduce 151 to:
% 64.07/29.08  																																	| (110)  ~ (e4 = e1)
% 64.07/29.08  																																	|
% 64.07/29.08  																																	| Equations (471) can reduce 484 to:
% 64.07/29.08  																																	| (49)  ~ (e4 = e0)
% 64.07/29.08  																																	|
% 64.07/29.08  																																	+-Applying beta-rule and splitting (61457), into two cases.
% 64.07/29.08  																																	|-Branch one:
% 64.07/29.08  																																	| (770) all_0_46_46 = e4
% 64.07/29.08  																																	|
% 64.07/29.08  																																		| Equations (770) can reduce 250 to:
% 64.07/29.08  																																		| (266) $false
% 64.07/29.08  																																		|
% 64.07/29.08  																																		|-The branch is then unsatisfiable
% 64.07/29.08  																																	|-Branch two:
% 64.07/29.08  																																	| (250)  ~ (all_0_46_46 = e4)
% 64.07/29.08  																																	| (61466) all_0_47_47 = e4 | all_0_48_48 = e4 | all_0_49_49 = e4
% 64.07/29.08  																																	|
% 64.07/29.08  																																		+-Applying beta-rule and splitting (61466), into two cases.
% 64.07/29.08  																																		|-Branch one:
% 64.07/29.08  																																		| (1790) all_0_47_47 = e4
% 64.07/29.08  																																		|
% 64.07/29.08  																																			| Combining equations (1790,674) yields a new equation:
% 64.07/29.08  																																			| (481) e4 = e0
% 64.07/29.08  																																			|
% 64.07/29.08  																																			| Simplifying 481 yields:
% 64.07/29.08  																																			| (397) e4 = e0
% 64.07/29.08  																																			|
% 64.07/29.08  																																			| Equations (397) can reduce 49 to:
% 64.07/29.08  																																			| (266) $false
% 64.07/29.08  																																			|
% 64.07/29.08  																																			|-The branch is then unsatisfiable
% 64.07/29.08  																																		|-Branch two:
% 64.07/29.08  																																		| (252)  ~ (all_0_47_47 = e4)
% 64.07/29.08  																																		| (61479) all_0_48_48 = e4 | all_0_49_49 = e4
% 64.07/29.08  																																		|
% 64.07/29.08  																																			+-Applying beta-rule and splitting (61479), into two cases.
% 64.07/29.08  																																			|-Branch one:
% 64.07/29.08  																																			| (943) all_0_48_48 = e4
% 64.07/29.08  																																			|
% 64.07/29.08  																																				| Combining equations (943,335) yields a new equation:
% 64.07/29.08  																																				| (322) e4 = e2
% 64.07/29.08  																																				|
% 64.07/29.08  																																				| Simplifying 322 yields:
% 64.07/29.08  																																				| (323) e4 = e2
% 64.07/29.08  																																				|
% 64.07/29.08  																																				| Equations (323) can reduce 48 to:
% 64.07/29.08  																																				| (266) $false
% 64.07/29.08  																																				|
% 64.07/29.08  																																				|-The branch is then unsatisfiable
% 64.07/29.08  																																			|-Branch two:
% 64.07/29.08  																																			| (254)  ~ (all_0_48_48 = e4)
% 64.07/29.08  																																			| (974) all_0_49_49 = e4
% 64.07/29.08  																																			|
% 64.07/29.08  																																				| Equations (974) can reduce 208 to:
% 64.07/29.08  																																				| (250)  ~ (all_0_46_46 = e4)
% 64.07/29.08  																																				|
% 64.07/29.08  																																				| Equations (974) can reduce 487 to:
% 64.07/29.08  																																				| (49)  ~ (e4 = e0)
% 64.07/29.08  																																				|
% 64.07/29.08  																																				+-Applying beta-rule and splitting (112), into two cases.
% 64.07/29.08  																																				|-Branch one:
% 64.07/29.08  																																				| (635) all_0_44_44 = e1
% 64.07/29.08  																																				|
% 64.07/29.08  																																					+-Applying beta-rule and splitting (123), into two cases.
% 64.07/29.08  																																					|-Branch one:
% 64.07/29.08  																																					| (1794) all_0_46_46 = e2
% 64.07/29.08  																																					|
% 64.07/29.08  																																						| Equations (1794) can reduce 300 to:
% 64.07/29.08  																																						| (266) $false
% 64.07/29.08  																																						|
% 64.07/29.08  																																						|-The branch is then unsatisfiable
% 64.07/29.08  																																					|-Branch two:
% 64.07/29.08  																																					| (300)  ~ (all_0_46_46 = e2)
% 64.07/29.08  																																					| (1797) all_0_46_46 = e4 | all_0_46_46 = e3 | all_0_46_46 = e1 | all_0_46_46 = e0
% 64.07/29.08  																																					|
% 64.07/29.08  																																						+-Applying beta-rule and splitting (1797), into two cases.
% 64.07/29.08  																																						|-Branch one:
% 64.07/29.08  																																						| (770) all_0_46_46 = e4
% 64.07/29.08  																																						|
% 64.07/29.08  																																							| Equations (770) can reduce 250 to:
% 64.07/29.08  																																							| (266) $false
% 64.07/29.08  																																							|
% 64.07/29.08  																																							|-The branch is then unsatisfiable
% 64.07/29.08  																																						|-Branch two:
% 64.07/29.08  																																						| (250)  ~ (all_0_46_46 = e4)
% 64.07/29.08  																																						| (1801) all_0_46_46 = e3 | all_0_46_46 = e1 | all_0_46_46 = e0
% 64.07/29.08  																																						|
% 64.07/29.08  																																							+-Applying beta-rule and splitting (1801), into two cases.
% 64.07/29.08  																																							|-Branch one:
% 64.07/29.08  																																							| (538) all_0_46_46 = e0
% 64.07/29.08  																																							|
% 64.07/29.08  																																								| Equations (538) can reduce 831 to:
% 64.07/29.08  																																								| (266) $false
% 64.07/29.08  																																								|
% 64.07/29.08  																																								|-The branch is then unsatisfiable
% 64.07/29.08  																																							|-Branch two:
% 64.07/29.08  																																							| (831)  ~ (all_0_46_46 = e0)
% 64.07/29.08  																																							| (1838) all_0_46_46 = e3 | all_0_46_46 = e1
% 64.07/29.08  																																							|
% 64.07/29.08  																																								+-Applying beta-rule and splitting (1838), into two cases.
% 64.07/29.08  																																								|-Branch one:
% 64.07/29.08  																																								| (545) all_0_46_46 = e1
% 64.07/29.08  																																								|
% 64.07/29.08  																																									| Equations (545) can reduce 831 to:
% 64.07/29.08  																																									| (233)  ~ (e1 = e0)
% 64.07/29.08  																																									|
% 64.07/29.08  																																									+-Applying beta-rule and splitting (6766), into two cases.
% 64.07/29.08  																																									|-Branch one:
% 64.07/29.08  																																									| (356) all_0_43_43 = e0
% 64.07/29.08  																																									|
% 64.07/29.08  																																										| Combining equations (396,356) yields a new equation:
% 64.07/29.08  																																										| (481) e4 = e0
% 64.07/29.08  																																										|
% 64.07/29.08  																																										| Simplifying 481 yields:
% 64.07/29.08  																																										| (397) e4 = e0
% 64.07/29.08  																																										|
% 64.07/29.08  																																										| Equations (397) can reduce 49 to:
% 64.07/29.08  																																										| (266) $false
% 64.07/29.08  																																										|
% 64.07/29.08  																																										|-The branch is then unsatisfiable
% 64.07/29.08  																																									|-Branch two:
% 64.07/29.08  																																									| (5470)  ~ (all_0_43_43 = e0)
% 64.07/29.08  																																									| (1414) all_0_44_44 = e0
% 64.07/29.08  																																									|
% 64.07/29.08  																																										| Combining equations (1414,635) yields a new equation:
% 64.07/29.08  																																										| (431) e1 = e0
% 64.07/29.08  																																										|
% 64.07/29.08  																																										| Equations (431) can reduce 233 to:
% 64.07/29.08  																																										| (266) $false
% 64.07/29.08  																																										|
% 64.07/29.08  																																										|-The branch is then unsatisfiable
% 64.07/29.08  																																								|-Branch two:
% 64.07/29.08  																																								| (549)  ~ (all_0_46_46 = e1)
% 64.07/29.08  																																								| (1557) all_0_46_46 = e3
% 64.07/29.08  																																								|
% 64.07/29.08  																																									| Equations (1557) can reduce 409 to:
% 64.07/29.08  																																									| (266) $false
% 64.07/29.08  																																									|
% 64.07/29.08  																																									|-The branch is then unsatisfiable
% 64.13/29.08  																																				|-Branch two:
% 64.13/29.08  																																				| (639)  ~ (all_0_44_44 = e1)
% 64.13/29.08  																																				| (640) all_0_49_49 = e1 | all_0_53_53 = e1 | all_0_58_58 = e1
% 64.13/29.08  																																				|
% 64.13/29.08  																																					+-Applying beta-rule and splitting (640), into two cases.
% 64.13/29.08  																																					|-Branch one:
% 64.13/29.08  																																					| (671) all_0_49_49 = e1
% 64.13/29.08  																																					|
% 64.13/29.08  																																						| Combining equations (974,671) yields a new equation:
% 64.13/29.08  																																						| (636) e4 = e1
% 64.13/29.08  																																						|
% 64.13/29.08  																																						| Simplifying 636 yields:
% 64.13/29.08  																																						| (630) e4 = e1
% 64.13/29.08  																																						|
% 64.13/29.08  																																						| Equations (630) can reduce 110 to:
% 64.13/29.08  																																						| (266) $false
% 64.13/29.08  																																						|
% 64.13/29.08  																																						|-The branch is then unsatisfiable
% 64.13/29.08  																																					|-Branch two:
% 64.13/29.08  																																					| (1064)  ~ (all_0_49_49 = e1)
% 64.13/29.08  																																					| (2141) all_0_53_53 = e1 | all_0_58_58 = e1
% 64.13/29.08  																																					|
% 64.13/29.08  																																						+-Applying beta-rule and splitting (2141), into two cases.
% 64.13/29.08  																																						|-Branch one:
% 64.13/29.08  																																						| (1208) all_0_53_53 = e1
% 64.13/29.08  																																						|
% 64.13/29.08  																																							| Combining equations (665,1208) yields a new equation:
% 64.13/29.08  																																							| (454) e3 = e1
% 64.13/29.08  																																							|
% 64.13/29.08  																																							| Simplifying 454 yields:
% 64.13/29.08  																																							| (455) e3 = e1
% 64.13/29.08  																																							|
% 64.13/29.08  																																							| Equations (455) can reduce 213 to:
% 64.13/29.08  																																							| (266) $false
% 64.13/29.08  																																							|
% 64.13/29.08  																																							|-The branch is then unsatisfiable
% 64.13/29.08  																																						|-Branch two:
% 64.13/29.08  																																						| (1459)  ~ (all_0_53_53 = e1)
% 64.13/29.08  																																						| (918) all_0_58_58 = e1
% 64.13/29.08  																																						|
% 64.13/29.08  																																							| Combining equations (624,918) yields a new equation:
% 64.13/29.08  																																							| (616) e2 = e1
% 64.13/29.08  																																							|
% 64.13/29.08  																																							| Simplifying 616 yields:
% 64.13/29.08  																																							| (617) e2 = e1
% 64.13/29.08  																																							|
% 64.13/29.08  																																							| Equations (617) can reduce 122 to:
% 64.13/29.08  																																							| (266) $false
% 64.13/29.08  																																							|
% 64.13/29.08  																																							|-The branch is then unsatisfiable
% 64.13/29.09  																																|-Branch two:
% 64.13/29.09  																																| (1377)  ~ (all_0_39_39 = e4)
% 64.13/29.09  																																| (1378) all_0_40_40 = e4
% 64.13/29.09  																																|
% 64.13/29.09  																																	| Combining equations (1378,485) yields a new equation:
% 64.13/29.09  																																	| (481) e4 = e0
% 64.13/29.09  																																	|
% 64.13/29.09  																																	| Simplifying 481 yields:
% 64.13/29.09  																																	| (397) e4 = e0
% 64.13/29.09  																																	|
% 64.13/29.09  																																	| Equations (397) can reduce 49 to:
% 64.13/29.09  																																	| (266) $false
% 64.13/29.09  																																	|
% 64.13/29.09  																																	|-The branch is then unsatisfiable
% 64.13/29.09  																										|-Branch two:
% 64.13/29.09  																										| (825) all_0_47_47 = e0 & all_0_58_58 = e2 &  ~ (all_0_56_56 = e0)
% 64.13/29.09  																										|
% 64.13/29.09  																											| Applying alpha-rule on (825) yields:
% 64.13/29.09  																											| (674) all_0_47_47 = e0
% 64.13/29.09  																											| (624) all_0_58_58 = e2
% 64.13/29.09  																											| (828)  ~ (all_0_56_56 = e0)
% 64.13/29.09  																											|
% 64.13/29.09  																											| Equations (674) can reduce 79 to:
% 64.13/29.09  																											| (484)  ~ (all_0_39_39 = e0)
% 64.13/29.09  																											|
% 64.13/29.09  																											| Equations (674) can reduce 198 to:
% 64.13/29.09  																											| (358)  ~ (all_0_42_42 = e0)
% 64.13/29.09  																											|
% 64.13/29.09  																											| Equations (674) can reduce 19 to:
% 64.13/29.09  																											| (831)  ~ (all_0_46_46 = e0)
% 64.13/29.09  																											|
% 64.13/29.09  																											| Equations (674) can reduce 91 to:
% 64.13/29.09  																											| (1181)  ~ (all_0_56_56 = e0)
% 64.13/29.09  																											|
% 64.13/29.09  																											| Simplifying 1181 yields:
% 64.13/29.09  																											| (828)  ~ (all_0_56_56 = e0)
% 64.13/29.09  																											|
% 64.13/29.09  																											| From (674) and (23) follows:
% 64.13/29.09  																											| (3148) op(e2, e2) = e0
% 64.13/29.09  																											|
% 64.13/29.09  																											+-Applying beta-rule and splitting (333), into two cases.
% 64.13/29.09  																											|-Branch one:
% 64.13/29.09  																											| (480) all_0_39_39 = e0
% 64.13/29.09  																											|
% 64.13/29.09  																												| Equations (480) can reduce 484 to:
% 64.13/29.09  																												| (266) $false
% 64.13/29.09  																												|
% 64.13/29.09  																												|-The branch is then unsatisfiable
% 64.13/29.09  																											|-Branch two:
% 64.13/29.09  																											| (484)  ~ (all_0_39_39 = e0)
% 64.13/29.09  																											| (485) all_0_40_40 = e0
% 64.13/29.09  																											|
% 64.13/29.09  																												| Equations (485) can reduce 176 to:
% 64.13/29.09  																												| (484)  ~ (all_0_39_39 = e0)
% 64.13/29.09  																												|
% 64.13/29.09  																												| Equations (485) can reduce 200 to:
% 64.13/29.09  																												| (486)  ~ (all_0_49_49 = e0)
% 64.13/29.09  																												|
% 64.13/29.09  																												| Simplifying 486 yields:
% 64.13/29.09  																												| (487)  ~ (all_0_49_49 = e0)
% 64.13/29.09  																												|
% 64.13/29.09  																												| Equations (485) can reduce 2 to:
% 64.13/29.09  																												| (541)  ~ (e3 = e0)
% 64.13/29.09  																												|
% 64.13/29.09  																												| Simplifying 541 yields:
% 64.13/29.09  																												| (80)  ~ (e3 = e0)
% 64.13/29.09  																												|
% 64.13/29.09  																												| From (485) and (234) follows:
% 64.13/29.09  																												| (3072) op(e4, e0) = e0
% 64.13/29.09  																												|
% 64.13/29.09  																												+-Applying beta-rule and splitting (165), into two cases.
% 64.13/29.09  																												|-Branch one:
% 64.13/29.09  																												| (794) all_0_41_41 = e0
% 64.13/29.09  																												|
% 64.13/29.09  																													| Equations (794) can reduce 149 to:
% 64.13/29.09  																													| (359)  ~ (all_0_44_44 = e0)
% 64.13/29.09  																													|
% 64.13/29.09  																													| Simplifying 359 yields:
% 64.13/29.09  																													| (360)  ~ (all_0_44_44 = e0)
% 64.13/29.09  																													|
% 64.13/29.09  																													| Equations (794) can reduce 43 to:
% 64.13/29.09  																													| (5567)  ~ (all_0_46_46 = e0)
% 64.13/29.09  																													|
% 64.13/29.09  																													| Simplifying 5567 yields:
% 64.13/29.09  																													| (831)  ~ (all_0_46_46 = e0)
% 64.13/29.09  																													|
% 64.13/29.09  																													| Equations (794) can reduce 191 to:
% 64.13/29.09  																													| (4444)  ~ (all_0_55_55 = e0)
% 64.13/29.09  																													|
% 64.13/29.09  																													| Simplifying 4444 yields:
% 64.13/29.09  																													| (803)  ~ (all_0_55_55 = e0)
% 64.13/29.09  																													|
% 64.13/29.09  																													+-Applying beta-rule and splitting (113), into two cases.
% 64.13/29.09  																													|-Branch one:
% 64.13/29.09  																													| (403) all_0_41_41 = e3
% 64.13/29.09  																													|
% 64.13/29.09  																														| Combining equations (403,794) yields a new equation:
% 64.13/29.09  																														| (675) e3 = e0
% 64.13/29.09  																														|
% 64.13/29.09  																														| Simplifying 675 yields:
% 64.13/29.09  																														| (676) e3 = e0
% 64.13/29.09  																														|
% 64.13/29.09  																														| Equations (676) can reduce 80 to:
% 64.13/29.09  																														| (266) $false
% 64.13/29.09  																														|
% 64.13/29.09  																														|-The branch is then unsatisfiable
% 64.13/29.09  																													|-Branch two:
% 64.13/29.09  																													| (1898)  ~ (all_0_41_41 = e3)
% 64.13/29.09  																													| (1899) all_0_42_42 = e3 | all_0_44_44 = e3
% 64.13/29.09  																													|
% 64.13/29.09  																														+-Applying beta-rule and splitting (26), into two cases.
% 64.13/29.09  																														|-Branch one:
% 64.13/29.09  																														| (446) all_0_44_44 = e4
% 64.13/29.09  																														|
% 64.13/29.09  																															| Equations (446) can reduce 1390 to:
% 64.13/29.09  																															| (266) $false
% 64.13/29.09  																															|
% 64.13/29.09  																															|-The branch is then unsatisfiable
% 64.13/29.09  																														|-Branch two:
% 64.13/29.09  																														| (1390)  ~ (all_0_44_44 = e4)
% 64.13/29.09  																														| (1391) all_0_44_44 = e3 | all_0_44_44 = e1 | all_0_44_44 = e0
% 64.13/29.09  																														|
% 64.13/29.09  																															+-Applying beta-rule and splitting (123), into two cases.
% 64.13/29.09  																															|-Branch one:
% 64.13/29.09  																															| (1794) all_0_46_46 = e2
% 64.13/29.09  																															|
% 64.13/29.09  																																| Equations (1794) can reduce 300 to:
% 64.13/29.09  																																| (266) $false
% 64.13/29.09  																																|
% 64.13/29.09  																																|-The branch is then unsatisfiable
% 64.13/29.09  																															|-Branch two:
% 64.13/29.09  																															| (300)  ~ (all_0_46_46 = e2)
% 64.13/29.09  																															| (1797) all_0_46_46 = e4 | all_0_46_46 = e3 | all_0_46_46 = e1 | all_0_46_46 = e0
% 64.13/29.09  																															|
% 64.13/29.09  																																+-Applying beta-rule and splitting (1391), into two cases.
% 64.13/29.09  																																|-Branch one:
% 64.13/29.09  																																| (1414) all_0_44_44 = e0
% 64.13/29.09  																																|
% 64.13/29.09  																																	| Equations (1414) can reduce 360 to:
% 64.13/29.09  																																	| (266) $false
% 64.13/29.09  																																	|
% 64.13/29.09  																																	|-The branch is then unsatisfiable
% 64.13/29.09  																																|-Branch two:
% 64.13/29.09  																																| (360)  ~ (all_0_44_44 = e0)
% 64.13/29.09  																																| (1417) all_0_44_44 = e3 | all_0_44_44 = e1
% 64.13/29.09  																																|
% 64.13/29.09  																																	+-Applying beta-rule and splitting (1417), into two cases.
% 64.13/29.09  																																	|-Branch one:
% 64.13/29.09  																																	| (635) all_0_44_44 = e1
% 64.13/29.09  																																	|
% 64.13/29.09  																																		| Equations (635) can reduce 73 to:
% 64.13/29.09  																																		| (1380)  ~ (all_0_42_42 = e1)
% 64.13/29.09  																																		|
% 64.13/29.09  																																		+-Applying beta-rule and splitting (1797), into two cases.
% 64.13/29.09  																																		|-Branch one:
% 64.13/29.09  																																		| (770) all_0_46_46 = e4
% 64.13/29.09  																																		|
% 64.13/29.09  																																			| Equations (770) can reduce 250 to:
% 64.13/29.09  																																			| (266) $false
% 64.13/29.09  																																			|
% 64.13/29.09  																																			|-The branch is then unsatisfiable
% 64.13/29.09  																																		|-Branch two:
% 64.13/29.09  																																		| (250)  ~ (all_0_46_46 = e4)
% 64.13/29.09  																																		| (1801) all_0_46_46 = e3 | all_0_46_46 = e1 | all_0_46_46 = e0
% 64.13/29.09  																																		|
% 64.13/29.09  																																			+-Applying beta-rule and splitting (1801), into two cases.
% 64.13/29.09  																																			|-Branch one:
% 64.13/29.09  																																			| (538) all_0_46_46 = e0
% 64.13/29.09  																																			|
% 64.13/29.09  																																				| Equations (538) can reduce 831 to:
% 64.13/29.09  																																				| (266) $false
% 64.13/29.09  																																				|
% 64.13/29.09  																																				|-The branch is then unsatisfiable
% 64.13/29.09  																																			|-Branch two:
% 64.13/29.09  																																			| (831)  ~ (all_0_46_46 = e0)
% 64.13/29.09  																																			| (1838) all_0_46_46 = e3 | all_0_46_46 = e1
% 64.13/29.09  																																			|
% 64.13/29.09  																																				+-Applying beta-rule and splitting (1838), into two cases.
% 64.13/29.09  																																				|-Branch one:
% 64.13/29.09  																																				| (545) all_0_46_46 = e1
% 64.13/29.09  																																				|
% 64.13/29.09  																																					| Equations (545) can reduce 208 to:
% 64.13/29.09  																																					| (1419)  ~ (all_0_49_49 = e1)
% 64.13/29.09  																																					|
% 64.13/29.09  																																					| Simplifying 1419 yields:
% 64.13/29.09  																																					| (1064)  ~ (all_0_49_49 = e1)
% 64.13/29.09  																																					|
% 64.13/29.09  																																					| Equations (545) can reduce 409 to:
% 64.13/29.09  																																					| (467)  ~ (e3 = e1)
% 64.13/29.09  																																					|
% 64.13/29.09  																																					| Simplifying 467 yields:
% 64.13/29.09  																																					| (213)  ~ (e3 = e1)
% 64.13/29.09  																																					|
% 64.13/29.09  																																					| Equations (545) can reduce 300 to:
% 64.13/29.09  																																					| (604)  ~ (e2 = e1)
% 64.13/29.09  																																					|
% 64.13/29.09  																																					| Simplifying 604 yields:
% 64.13/29.09  																																					| (122)  ~ (e2 = e1)
% 64.13/29.09  																																					|
% 64.13/29.09  																																					| Equations (545) can reduce 831 to:
% 64.13/29.09  																																					| (233)  ~ (e1 = e0)
% 64.13/29.09  																																					|
% 64.13/29.09  																																					+-Applying beta-rule and splitting (1899), into two cases.
% 64.13/29.09  																																					|-Branch one:
% 64.13/29.09  																																					| (516) all_0_42_42 = e3
% 64.13/29.09  																																					|
% 64.13/29.09  																																						| Equations (516) can reduce 236 to:
% 64.13/29.09  																																						| (271)  ~ (all_0_56_56 = e3)
% 64.13/29.09  																																						|
% 64.13/29.09  																																						| Simplifying 271 yields:
% 64.13/29.09  																																						| (272)  ~ (all_0_56_56 = e3)
% 64.13/29.09  																																						|
% 64.13/29.09  																																						| Equations (516) can reduce 1890 to:
% 64.13/29.09  																																						| (277)  ~ (e4 = e3)
% 64.13/29.09  																																						|
% 64.13/29.09  																																						| Simplifying 277 yields:
% 64.13/29.09  																																						| (188)  ~ (e4 = e3)
% 64.13/29.09  																																						|
% 64.13/29.09  																																						| Equations (516) can reduce 51 to:
% 64.13/29.09  																																						| (212)  ~ (e3 = e2)
% 64.13/29.09  																																						|
% 64.13/29.09  																																						| Equations (516) can reduce 1380 to:
% 64.13/29.09  																																						| (213)  ~ (e3 = e1)
% 64.13/29.09  																																						|
% 64.13/29.09  																																						| From (516) and (210) follows:
% 64.13/29.09  																																						| (4285) op(e3, e2) = e3
% 64.13/29.09  																																						|
% 64.13/29.09  																																						+-Applying beta-rule and splitting (206), into two cases.
% 64.13/29.09  																																						|-Branch one:
% 64.13/29.09  																																						| (248) all_0_45_45 = e4
% 64.13/29.09  																																						|
% 64.13/29.09  																																							| Combining equations (423,248) yields a new equation:
% 64.13/29.09  																																							| (425) e4 = e3
% 64.13/29.09  																																							|
% 64.13/29.09  																																							| Equations (425) can reduce 188 to:
% 64.13/29.09  																																							| (266) $false
% 64.13/29.09  																																							|
% 64.13/29.09  																																							|-The branch is then unsatisfiable
% 64.13/29.09  																																						|-Branch two:
% 64.13/29.09  																																						| (60416)  ~ (all_0_45_45 = e4)
% 64.13/29.10  																																						| (61457) all_0_46_46 = e4 | all_0_47_47 = e4 | all_0_48_48 = e4 | all_0_49_49 = e4
% 64.13/29.10  																																						|
% 64.13/29.10  																																							| Equations (423) can reduce 60416 to:
% 64.13/29.10  																																							| (277)  ~ (e4 = e3)
% 64.13/29.10  																																							|
% 64.13/29.10  																																							| Simplifying 277 yields:
% 64.13/29.10  																																							| (188)  ~ (e4 = e3)
% 64.13/29.10  																																							|
% 64.13/29.10  																																							+-Applying beta-rule and splitting (22), into two cases.
% 64.13/29.10  																																							|-Branch one:
% 64.13/29.10  																																							| (268) all_0_54_54 = e3
% 64.13/29.10  																																							|
% 64.13/29.10  																																								| Combining equations (265,268) yields a new equation:
% 64.13/29.10  																																								| (424) e4 = e3
% 64.13/29.10  																																								|
% 64.13/29.10  																																								| Simplifying 424 yields:
% 64.13/29.10  																																								| (425) e4 = e3
% 64.13/29.10  																																								|
% 64.13/29.10  																																								| Equations (425) can reduce 188 to:
% 64.13/29.10  																																								| (266) $false
% 64.13/29.10  																																								|
% 64.13/29.10  																																								|-The branch is then unsatisfiable
% 64.13/29.10  																																							|-Branch two:
% 64.13/29.10  																																							| (60427)  ~ (all_0_54_54 = e3)
% 64.13/29.10  																																							| (62553) all_0_55_55 = e3 | all_0_56_56 = e3 | all_0_58_58 = e3
% 64.13/29.10  																																							|
% 64.13/29.10  																																								+-Applying beta-rule and splitting (131), into two cases.
% 64.13/29.10  																																								|-Branch one:
% 64.13/29.10  																																								| (459) all_0_42_42 = e1
% 64.13/29.10  																																								|
% 64.13/29.10  																																									| Combining equations (516,459) yields a new equation:
% 64.13/29.10  																																									| (454) e3 = e1
% 64.13/29.10  																																									|
% 64.13/29.10  																																									| Simplifying 454 yields:
% 64.13/29.10  																																									| (455) e3 = e1
% 64.13/29.10  																																									|
% 64.13/29.10  																																									| Equations (455) can reduce 213 to:
% 64.13/29.10  																																									| (266) $false
% 64.13/29.10  																																									|
% 64.13/29.10  																																									|-The branch is then unsatisfiable
% 64.13/29.10  																																								|-Branch two:
% 64.13/29.10  																																								| (1380)  ~ (all_0_42_42 = e1)
% 64.13/29.10  																																								| (3259) all_0_47_47 = e1 | all_0_51_51 = e1 | all_0_56_56 = e1
% 64.13/29.10  																																								|
% 64.13/29.10  																																									+-Applying beta-rule and splitting (320), into two cases.
% 64.13/29.10  																																									|-Branch one:
% 64.13/29.10  																																									| (471) all_0_39_39 = e4
% 64.13/29.10  																																									|
% 64.13/29.10  																																										| From (471) and (14) follows:
% 64.13/29.10  																																										| (4284) op(e4, e2) = e4
% 64.13/29.10  																																										|
% 64.13/29.10  																																										+-Applying beta-rule and splitting (54), into two cases.
% 64.13/29.10  																																										|-Branch one:
% 64.13/29.10  																																										| (583) all_0_49_49 = e2
% 64.13/29.10  																																										|
% 64.13/29.10  																																											| Equations (583) can reduce 340 to:
% 64.13/29.10  																																											| (266) $false
% 64.13/29.10  																																											|
% 64.13/29.10  																																											|-The branch is then unsatisfiable
% 64.13/29.10  																																										|-Branch two:
% 64.13/29.10  																																										| (340)  ~ (all_0_49_49 = e2)
% 64.13/29.10  																																										| (586) all_0_49_49 = e4 | all_0_49_49 = e3 | all_0_49_49 = e1 | all_0_49_49 = e0
% 64.13/29.10  																																										|
% 64.13/29.10  																																											+-Applying beta-rule and splitting (62553), into two cases.
% 64.13/29.10  																																											|-Branch one:
% 64.13/29.10  																																											| (2336) all_0_55_55 = e3
% 64.13/29.10  																																											|
% 64.13/29.10  																																												| Equations (2336) can reduce 803 to:
% 64.13/29.10  																																												| (80)  ~ (e3 = e0)
% 64.13/29.10  																																												|
% 64.13/29.10  																																												| From (2336) and (74) follows:
% 64.13/29.10  																																												| (2208) op(e0, e3) = e3
% 64.13/29.10  																																												|
% 64.13/29.10  																																												+-Applying beta-rule and splitting (3259), into two cases.
% 64.13/29.10  																																												|-Branch one:
% 64.13/29.10  																																												| (654) all_0_47_47 = e1
% 64.13/29.10  																																												|
% 64.13/29.10  																																													| Combining equations (674,654) yields a new equation:
% 64.13/29.10  																																													| (431) e1 = e0
% 64.13/29.10  																																													|
% 64.13/29.10  																																													| Equations (431) can reduce 233 to:
% 64.13/29.10  																																													| (266) $false
% 64.13/29.10  																																													|
% 64.13/29.10  																																													|-The branch is then unsatisfiable
% 64.13/29.10  																																												|-Branch two:
% 64.13/29.10  																																												| (462)  ~ (all_0_47_47 = e1)
% 64.13/29.10  																																												| (3264) all_0_51_51 = e1 | all_0_56_56 = e1
% 64.13/29.10  																																												|
% 64.13/29.10  																																													+-Applying beta-rule and splitting (3264), into two cases.
% 64.13/29.10  																																													|-Branch one:
% 64.13/29.10  																																													| (1109) all_0_51_51 = e1
% 64.13/29.10  																																													|
% 64.13/29.10  																																														| Combining equations (504,1109) yields a new equation:
% 64.13/29.10  																																														| (616) e2 = e1
% 64.13/29.10  																																														|
% 64.13/29.10  																																														| Simplifying 616 yields:
% 64.13/29.10  																																														| (617) e2 = e1
% 64.13/29.10  																																														|
% 64.13/29.10  																																														| Equations (617) can reduce 122 to:
% 64.13/29.10  																																														| (266) $false
% 64.13/29.10  																																														|
% 64.13/29.10  																																														|-The branch is then unsatisfiable
% 64.13/29.10  																																													|-Branch two:
% 64.13/29.10  																																													| (464)  ~ (all_0_51_51 = e1)
% 64.13/29.10  																																													| (1569) all_0_56_56 = e1
% 64.13/29.10  																																													|
% 64.13/29.10  																																														| Equations (1569) can reduce 828 to:
% 64.13/29.10  																																														| (233)  ~ (e1 = e0)
% 64.13/29.10  																																														|
% 64.13/29.10  																																														| From (1569) and (111) follows:
% 64.13/29.10  																																														| (3175) op(e0, e2) = e1
% 64.13/29.10  																																														|
% 64.13/29.10  																																														+-Applying beta-rule and splitting (586), into two cases.
% 64.13/29.10  																																														|-Branch one:
% 64.13/29.10  																																														| (974) all_0_49_49 = e4
% 64.13/29.10  																																														|
% 64.13/29.10  																																															| From (974) and (55) follows:
% 64.13/29.10  																																															| (61486) op(e2, e0) = e4
% 64.13/29.10  																																															|
% 64.13/29.10  																																															+-Applying beta-rule and splitting (56), into two cases.
% 64.13/29.10  																																															|-Branch one:
% 64.13/29.10  																																															| (696) unit = e2
% 64.13/29.10  																																															|
% 64.13/29.10  																																																| From (696) and (32) follows:
% 64.13/29.10  																																																| (698) op(e2, e2) = e2
% 64.13/29.10  																																																|
% 64.13/29.10  																																																| From (696) and (28) follows:
% 64.13/29.10  																																																| (699) op(e1, e2) = e1
% 64.13/29.10  																																																|
% 64.13/29.10  																																																| Instantiating formula (29) with e2, e2, e2, e0 and discharging atoms op(e2, e2) = e2, op(e2, e2) = e0, yields:
% 64.13/29.10  																																																| (330) e2 = e0
% 64.13/29.10  																																																|
% 64.13/29.10  																																																| Instantiating formula (29) with e1, e2, e1, e2 and discharging atoms op(e1, e2) = e2, op(e1, e2) = e1, yields:
% 64.13/29.10  																																																| (617) e2 = e1
% 64.13/29.10  																																																|
% 64.13/29.10  																																																| Combining equations (330,617) yields a new equation:
% 64.13/29.10  																																																| (431) e1 = e0
% 64.13/29.10  																																																|
% 64.13/29.10  																																																| Equations (431) can reduce 233 to:
% 64.13/29.10  																																																| (266) $false
% 64.13/29.10  																																																|
% 64.13/29.10  																																																|-The branch is then unsatisfiable
% 64.13/29.10  																																															|-Branch two:
% 64.13/29.10  																																															| (707)  ~ (unit = e2)
% 64.13/29.10  																																															| (708) unit = e4 | unit = e3 | unit = e1 | unit = e0
% 64.13/29.10  																																															|
% 64.13/29.10  																																																+-Applying beta-rule and splitting (708), into two cases.
% 64.13/29.10  																																																|-Branch one:
% 64.13/29.10  																																																| (709) unit = e4
% 64.13/29.10  																																																|
% 64.13/29.10  																																																	| From (709) and (15) follows:
% 64.13/29.10  																																																	| (22188) op(e4, e2) = e2
% 64.13/29.10  																																																	|
% 64.13/29.10  																																																	| From (709) and (211) follows:
% 64.13/29.11  																																																	| (22527) op(e4, e1) = e1
% 64.13/29.11  																																																	|
% 64.13/29.11  																																																	| From (709) and (32) follows:
% 64.13/29.11  																																																	| (712) op(e2, e4) = e2
% 64.13/29.11  																																																	|
% 64.13/29.11  																																																	| From (709) and (42) follows:
% 64.13/29.11  																																																	| (713) op(e0, e4) = e0
% 64.13/29.11  																																																	|
% 64.13/29.11  																																																	| Instantiating formula (29) with e4, e2, e2, e4 and discharging atoms op(e4, e2) = e4, op(e4, e2) = e2, yields:
% 64.13/29.11  																																																	| (323) e4 = e2
% 64.13/29.11  																																																	|
% 64.13/29.11  																																																	| Instantiating formula (29) with e4, e1, e1, e3 and discharging atoms op(e4, e1) = e3, op(e4, e1) = e1, yields:
% 64.13/29.11  																																																	| (455) e3 = e1
% 64.13/29.11  																																																	|
% 64.13/29.11  																																																	| Instantiating formula (29) with e2, e4, e2, e3 and discharging atoms op(e2, e4) = e3, op(e2, e4) = e2, yields:
% 64.13/29.11  																																																	| (662) e3 = e2
% 64.13/29.11  																																																	|
% 64.13/29.11  																																																	| Instantiating formula (29) with e0, e4, e0, e4 and discharging atoms op(e0, e4) = e4, op(e0, e4) = e0, yields:
% 64.13/29.11  																																																	| (397) e4 = e0
% 64.13/29.11  																																																	|
% 64.13/29.11  																																																	| Combining equations (323,397) yields a new equation:
% 64.13/29.11  																																																	| (391) e2 = e0
% 64.13/29.11  																																																	|
% 64.13/29.11  																																																	| Simplifying 391 yields:
% 64.13/29.11  																																																	| (330) e2 = e0
% 64.13/29.11  																																																	|
% 64.13/29.11  																																																	| Combining equations (455,662) yields a new equation:
% 64.13/29.11  																																																	| (617) e2 = e1
% 64.13/29.11  																																																	|
% 64.13/29.11  																																																	| Combining equations (617,330) yields a new equation:
% 64.13/29.11  																																																	| (546) e1 = e0
% 64.13/29.11  																																																	|
% 64.13/29.11  																																																	| Simplifying 546 yields:
% 64.13/29.11  																																																	| (431) e1 = e0
% 64.13/29.11  																																																	|
% 64.13/29.11  																																																	| Equations (431) can reduce 233 to:
% 64.13/29.11  																																																	| (266) $false
% 64.13/29.11  																																																	|
% 64.13/29.11  																																																	|-The branch is then unsatisfiable
% 64.13/29.11  																																																|-Branch two:
% 64.13/29.11  																																																| (724)  ~ (unit = e4)
% 64.13/29.11  																																																| (725) unit = e3 | unit = e1 | unit = e0
% 64.13/29.11  																																																|
% 64.13/29.11  																																																	+-Applying beta-rule and splitting (725), into two cases.
% 64.13/29.11  																																																	|-Branch one:
% 64.13/29.11  																																																	| (726) unit = e0
% 64.13/29.11  																																																	|
% 64.13/29.11  																																																		| From (726) and (15) follows:
% 64.13/29.11  																																																		| (1508) op(e0, e2) = e2
% 64.13/29.11  																																																		|
% 64.13/29.11  																																																		| From (726) and (227) follows:
% 64.13/29.11  																																																		| (3205) op(e4, e0) = e4
% 64.13/29.11  																																																		|
% 64.13/29.11  																																																		| From (726) and (32) follows:
% 64.13/29.11  																																																		| (727) op(e2, e0) = e2
% 64.13/29.11  																																																		|
% 64.13/29.11  																																																		| Instantiating formula (29) with e4, e0, e4, e0 and discharging atoms op(e4, e0) = e4, op(e4, e0) = e0, yields:
% 64.13/29.11  																																																		| (397) e4 = e0
% 64.13/29.11  																																																		|
% 64.13/29.11  																																																		| Instantiating formula (29) with e2, e0, e2, e4 and discharging atoms op(e2, e0) = e4, op(e2, e0) = e2, yields:
% 64.13/29.11  																																																		| (323) e4 = e2
% 64.13/29.11  																																																		|
% 64.13/29.11  																																																		| Instantiating formula (29) with e0, e2, e2, e1 and discharging atoms op(e0, e2) = e2, op(e0, e2) = e1, yields:
% 64.13/29.11  																																																		| (617) e2 = e1
% 64.13/29.11  																																																		|
% 64.13/29.11  																																																		| Combining equations (323,397) yields a new equation:
% 64.13/29.11  																																																		| (391) e2 = e0
% 64.13/29.11  																																																		|
% 64.13/29.11  																																																		| Simplifying 391 yields:
% 64.13/29.11  																																																		| (330) e2 = e0
% 64.13/29.11  																																																		|
% 64.13/29.11  																																																		| Combining equations (617,330) yields a new equation:
% 64.13/29.11  																																																		| (546) e1 = e0
% 64.13/29.11  																																																		|
% 64.13/29.11  																																																		| Simplifying 546 yields:
% 64.13/29.11  																																																		| (431) e1 = e0
% 64.13/29.11  																																																		|
% 64.13/29.11  																																																		| Equations (431) can reduce 233 to:
% 64.13/29.11  																																																		| (266) $false
% 64.13/29.11  																																																		|
% 64.13/29.11  																																																		|-The branch is then unsatisfiable
% 64.13/29.11  																																																	|-Branch two:
% 64.13/29.11  																																																	| (734)  ~ (unit = e0)
% 64.13/29.11  																																																	| (735) unit = e3 | unit = e1
% 64.13/29.11  																																																	|
% 64.13/29.11  																																																		+-Applying beta-rule and splitting (735), into two cases.
% 64.13/29.11  																																																		|-Branch one:
% 64.13/29.11  																																																		| (736) unit = e1
% 64.13/29.11  																																																		|
% 64.13/29.11  																																																			| From (736) and (244) follows:
% 64.13/29.11  																																																			| (738) op(e1, e4) = e4
% 64.13/29.11  																																																			|
% 64.13/29.11  																																																			| From (736) and (24) follows:
% 64.13/29.11  																																																			| (1934) op(e1, e3) = e3
% 64.13/29.11  																																																			|
% 64.13/29.11  																																																			| Instantiating formula (29) with e1, e4, e4, e0 and discharging atoms op(e1, e4) = e4, op(e1, e4) = e0, yields:
% 64.13/29.11  																																																			| (397) e4 = e0
% 64.13/29.11  																																																			|
% 64.13/29.11  																																																			| Instantiating formula (29) with e1, e3, e3, e4 and discharging atoms op(e1, e3) = e4, op(e1, e3) = e3, yields:
% 64.13/29.11  																																																			| (425) e4 = e3
% 64.13/29.11  																																																			|
% 64.13/29.11  																																																			| Combining equations (425,397) yields a new equation:
% 64.13/29.11  																																																			| (675) e3 = e0
% 64.13/29.11  																																																			|
% 64.13/29.11  																																																			| Simplifying 675 yields:
% 64.13/29.11  																																																			| (676) e3 = e0
% 64.13/29.11  																																																			|
% 64.13/29.11  																																																			| Equations (676) can reduce 80 to:
% 64.13/29.11  																																																			| (266) $false
% 64.13/29.11  																																																			|
% 64.13/29.11  																																																			|-The branch is then unsatisfiable
% 64.13/29.11  																																																		|-Branch two:
% 64.13/29.11  																																																		| (748)  ~ (unit = e1)
% 64.13/29.11  																																																		| (749) unit = e3
% 64.13/29.11  																																																		|
% 64.13/29.11  																																																			| From (749) and (244) follows:
% 64.13/29.11  																																																			| (750) op(e3, e4) = e4
% 64.13/29.11  																																																			|
% 64.13/29.11  																																																			| From (749) and (15) follows:
% 64.13/29.11  																																																			| (751) op(e3, e2) = e2
% 64.13/29.11  																																																			|
% 64.13/29.11  																																																			| From (749) and (28) follows:
% 64.13/29.11  																																																			| (2235) op(e1, e3) = e1
% 64.13/29.11  																																																			|
% 64.13/29.11  																																																			| From (749) and (42) follows:
% 64.13/29.11  																																																			| (752) op(e0, e3) = e0
% 64.13/29.11  																																																			|
% 64.13/29.11  																																																			| Instantiating formula (29) with e3, e4, e4, e2 and discharging atoms op(e3, e4) = e4, op(e3, e4) = e2, yields:
% 64.13/29.11  																																																			| (323) e4 = e2
% 64.13/29.11  																																																			|
% 64.13/29.11  																																																			| Instantiating formula (29) with e3, e2, e2, e3 and discharging atoms op(e3, e2) = e3, op(e3, e2) = e2, yields:
% 64.13/29.11  																																																			| (662) e3 = e2
% 64.13/29.11  																																																			|
% 64.13/29.11  																																																			| Instantiating formula (29) with e1, e3, e1, e4 and discharging atoms op(e1, e3) = e4, op(e1, e3) = e1, yields:
% 64.13/29.11  																																																			| (630) e4 = e1
% 64.13/29.11  																																																			|
% 64.13/29.11  																																																			| Instantiating formula (29) with e0, e3, e0, e3 and discharging atoms op(e0, e3) = e3, op(e0, e3) = e0, yields:
% 64.13/29.11  																																																			| (676) e3 = e0
% 64.13/29.11  																																																			|
% 64.13/29.11  																																																			| Combining equations (630,323) yields a new equation:
% 64.13/29.11  																																																			| (617) e2 = e1
% 64.13/29.11  																																																			|
% 64.13/29.11  																																																			| Combining equations (662,676) yields a new equation:
% 64.13/29.11  																																																			| (391) e2 = e0
% 64.13/29.11  																																																			|
% 64.13/29.11  																																																			| Simplifying 391 yields:
% 64.13/29.11  																																																			| (330) e2 = e0
% 64.13/29.11  																																																			|
% 64.13/29.11  																																																			| Combining equations (330,617) yields a new equation:
% 64.13/29.11  																																																			| (431) e1 = e0
% 64.13/29.11  																																																			|
% 64.13/29.11  																																																			| Equations (431) can reduce 233 to:
% 64.13/29.11  																																																			| (266) $false
% 64.13/29.11  																																																			|
% 64.13/29.11  																																																			|-The branch is then unsatisfiable
% 64.13/29.11  																																														|-Branch two:
% 64.13/29.11  																																														| (256)  ~ (all_0_49_49 = e4)
% 64.13/29.11  																																														| (977) all_0_49_49 = e3 | all_0_49_49 = e1 | all_0_49_49 = e0
% 64.13/29.11  																																														|
% 64.13/29.11  																																															+-Applying beta-rule and splitting (977), into two cases.
% 64.13/29.11  																																															|-Branch one:
% 64.13/29.11  																																															| (978) all_0_49_49 = e0
% 64.13/29.11  																																															|
% 64.13/29.11  																																																| Equations (978) can reduce 487 to:
% 64.13/29.11  																																																| (266) $false
% 64.13/29.11  																																																|
% 64.13/29.11  																																																|-The branch is then unsatisfiable
% 64.13/29.11  																																															|-Branch two:
% 64.13/29.11  																																															| (487)  ~ (all_0_49_49 = e0)
% 64.13/29.11  																																															| (981) all_0_49_49 = e3 | all_0_49_49 = e1
% 64.13/29.11  																																															|
% 64.13/29.11  																																																+-Applying beta-rule and splitting (981), into two cases.
% 64.13/29.11  																																																|-Branch one:
% 64.13/29.11  																																																| (671) all_0_49_49 = e1
% 64.13/29.11  																																																|
% 64.13/29.11  																																																	| Equations (671) can reduce 1064 to:
% 64.13/29.11  																																																	| (266) $false
% 64.13/29.11  																																																	|
% 64.13/29.11  																																																	|-The branch is then unsatisfiable
% 64.13/29.11  																																																|-Branch two:
% 64.13/29.11  																																																| (1064)  ~ (all_0_49_49 = e1)
% 64.13/29.11  																																																| (884) all_0_49_49 = e3
% 64.13/29.11  																																																|
% 64.13/29.11  																																																	| Equations (884) can reduce 525 to:
% 64.13/29.11  																																																	| (266) $false
% 64.13/29.11  																																																	|
% 64.13/29.11  																																																	|-The branch is then unsatisfiable
% 64.13/29.11  																																											|-Branch two:
% 64.13/29.11  																																											| (270)  ~ (all_0_55_55 = e3)
% 64.13/29.11  																																											| (62557) all_0_56_56 = e3 | all_0_58_58 = e3
% 64.13/29.11  																																											|
% 64.13/29.11  																																												+-Applying beta-rule and splitting (62557), into two cases.
% 64.13/29.11  																																												|-Branch one:
% 64.13/29.11  																																												| (1097) all_0_56_56 = e3
% 64.13/29.11  																																												|
% 64.13/29.11  																																													| Equations (1097) can reduce 272 to:
% 64.13/29.11  																																													| (266) $false
% 64.13/29.11  																																													|
% 64.13/29.11  																																													|-The branch is then unsatisfiable
% 64.13/29.11  																																												|-Branch two:
% 64.13/29.11  																																												| (272)  ~ (all_0_56_56 = e3)
% 64.13/29.11  																																												| (795) all_0_58_58 = e3
% 64.13/29.11  																																												|
% 64.13/29.11  																																													| Combining equations (795,624) yields a new equation:
% 64.13/29.11  																																													| (661) e3 = e2
% 64.13/29.11  																																													|
% 64.13/29.11  																																													| Simplifying 661 yields:
% 64.13/29.11  																																													| (662) e3 = e2
% 64.13/29.11  																																													|
% 64.13/29.11  																																													| Equations (662) can reduce 212 to:
% 64.13/29.11  																																													| (266) $false
% 64.13/29.11  																																													|
% 64.13/29.11  																																													|-The branch is then unsatisfiable
% 64.13/29.11  																																									|-Branch two:
% 64.13/29.11  																																									| (1377)  ~ (all_0_39_39 = e4)
% 64.13/29.11  																																									| (480) all_0_39_39 = e0
% 64.13/29.11  																																									|
% 64.13/29.11  																																										| Equations (480) can reduce 484 to:
% 64.13/29.11  																																										| (266) $false
% 64.13/29.11  																																										|
% 64.13/29.11  																																										|-The branch is then unsatisfiable
% 64.13/29.12  																																					|-Branch two:
% 64.13/29.12  																																					| (405)  ~ (all_0_42_42 = e3)
% 64.13/29.12  																																					| (532) all_0_44_44 = e3
% 64.13/29.12  																																					|
% 64.13/29.12  																																						| Combining equations (532,635) yields a new equation:
% 64.13/29.12  																																						| (454) e3 = e1
% 64.13/29.12  																																						|
% 64.13/29.12  																																						| Simplifying 454 yields:
% 64.13/29.12  																																						| (455) e3 = e1
% 64.13/29.12  																																						|
% 64.13/29.12  																																						| Equations (455) can reduce 213 to:
% 64.13/29.12  																																						| (266) $false
% 64.13/29.12  																																						|
% 64.13/29.12  																																						|-The branch is then unsatisfiable
% 64.13/29.12  																																				|-Branch two:
% 64.13/29.12  																																				| (549)  ~ (all_0_46_46 = e1)
% 64.13/29.12  																																				| (1557) all_0_46_46 = e3
% 64.13/29.12  																																				|
% 64.13/29.12  																																					| Equations (1557) can reduce 409 to:
% 64.13/29.12  																																					| (266) $false
% 64.13/29.12  																																					|
% 64.13/29.12  																																					|-The branch is then unsatisfiable
% 64.13/29.12  																																	|-Branch two:
% 64.13/29.12  																																	| (639)  ~ (all_0_44_44 = e1)
% 64.13/29.12  																																	| (532) all_0_44_44 = e3
% 64.13/29.12  																																	|
% 64.13/29.12  																																		| Equations (532) can reduce 407 to:
% 64.13/29.12  																																		| (266) $false
% 64.13/29.12  																																		|
% 64.13/29.12  																																		|-The branch is then unsatisfiable
% 64.13/29.12  																												|-Branch two:
% 64.13/29.12  																												| (357)  ~ (all_0_41_41 = e0)
% 64.13/29.12  																												| (6761) all_0_42_42 = e0 | all_0_43_43 = e0 | all_0_44_44 = e0
% 64.13/29.12  																												|
% 64.13/29.12  																													+-Applying beta-rule and splitting (6761), into two cases.
% 64.13/29.12  																													|-Branch one:
% 64.13/29.12  																													| (559) all_0_42_42 = e0
% 64.13/29.12  																													|
% 64.13/29.12  																														| Equations (559) can reduce 358 to:
% 64.13/29.12  																														| (266) $false
% 64.13/29.12  																														|
% 64.13/29.12  																														|-The branch is then unsatisfiable
% 64.13/29.12  																													|-Branch two:
% 64.13/29.12  																													| (358)  ~ (all_0_42_42 = e0)
% 64.13/29.12  																													| (6766) all_0_43_43 = e0 | all_0_44_44 = e0
% 64.13/29.12  																													|
% 64.13/29.12  																														+-Applying beta-rule and splitting (206), into two cases.
% 64.13/29.12  																														|-Branch one:
% 64.13/29.12  																														| (248) all_0_45_45 = e4
% 64.13/29.12  																														|
% 64.13/29.12  																															| Combining equations (248,423) yields a new equation:
% 64.13/29.12  																															| (424) e4 = e3
% 64.13/29.12  																															|
% 64.13/29.12  																															| Simplifying 424 yields:
% 64.13/29.12  																															| (425) e4 = e3
% 64.13/29.12  																															|
% 64.13/29.12  																															| Equations (425) can reduce 188 to:
% 64.13/29.12  																															| (266) $false
% 64.13/29.12  																															|
% 64.13/29.12  																															|-The branch is then unsatisfiable
% 64.13/29.12  																														|-Branch two:
% 64.13/29.12  																														| (60416)  ~ (all_0_45_45 = e4)
% 64.13/29.12  																														| (61457) all_0_46_46 = e4 | all_0_47_47 = e4 | all_0_48_48 = e4 | all_0_49_49 = e4
% 64.13/29.12  																														|
% 64.13/29.12  																															+-Applying beta-rule and splitting (326), into two cases.
% 64.13/29.12  																															|-Branch one:
% 64.13/29.12  																															| (471) all_0_39_39 = e4
% 64.13/29.12  																															|
% 64.13/29.12  																																| Equations (471) can reduce 294 to:
% 64.13/29.12  																																| (48)  ~ (e4 = e2)
% 64.13/29.12  																																|
% 64.13/29.12  																																| Equations (471) can reduce 151 to:
% 64.13/29.12  																																| (110)  ~ (e4 = e1)
% 64.13/29.12  																																|
% 64.13/29.12  																																| Equations (471) can reduce 484 to:
% 64.13/29.12  																																| (49)  ~ (e4 = e0)
% 64.13/29.12  																																|
% 64.13/29.12  																																+-Applying beta-rule and splitting (61457), into two cases.
% 64.13/29.12  																																|-Branch one:
% 64.13/29.12  																																| (770) all_0_46_46 = e4
% 64.13/29.12  																																|
% 64.13/29.12  																																	| Equations (770) can reduce 250 to:
% 64.13/29.12  																																	| (266) $false
% 64.13/29.12  																																	|
% 64.13/29.12  																																	|-The branch is then unsatisfiable
% 64.13/29.12  																																|-Branch two:
% 64.13/29.12  																																| (250)  ~ (all_0_46_46 = e4)
% 64.13/29.12  																																| (61466) all_0_47_47 = e4 | all_0_48_48 = e4 | all_0_49_49 = e4
% 64.13/29.12  																																|
% 64.13/29.12  																																	+-Applying beta-rule and splitting (61466), into two cases.
% 64.13/29.12  																																	|-Branch one:
% 64.13/29.12  																																	| (1790) all_0_47_47 = e4
% 64.13/29.12  																																	|
% 64.13/29.12  																																		| Combining equations (1790,674) yields a new equation:
% 64.13/29.12  																																		| (481) e4 = e0
% 64.13/29.12  																																		|
% 64.13/29.12  																																		| Simplifying 481 yields:
% 64.13/29.12  																																		| (397) e4 = e0
% 64.13/29.12  																																		|
% 64.13/29.12  																																		| Equations (397) can reduce 49 to:
% 64.13/29.12  																																		| (266) $false
% 64.13/29.12  																																		|
% 64.13/29.12  																																		|-The branch is then unsatisfiable
% 64.13/29.12  																																	|-Branch two:
% 64.13/29.12  																																	| (252)  ~ (all_0_47_47 = e4)
% 64.13/29.12  																																	| (61479) all_0_48_48 = e4 | all_0_49_49 = e4
% 64.13/29.12  																																	|
% 64.13/29.13  																																		+-Applying beta-rule and splitting (61479), into two cases.
% 64.13/29.13  																																		|-Branch one:
% 64.13/29.13  																																		| (943) all_0_48_48 = e4
% 64.13/29.13  																																		|
% 64.13/29.13  																																			| Combining equations (943,335) yields a new equation:
% 64.13/29.13  																																			| (322) e4 = e2
% 64.13/29.13  																																			|
% 64.13/29.13  																																			| Simplifying 322 yields:
% 64.13/29.13  																																			| (323) e4 = e2
% 64.13/29.13  																																			|
% 64.13/29.13  																																			| Equations (323) can reduce 48 to:
% 64.13/29.13  																																			| (266) $false
% 64.13/29.13  																																			|
% 64.13/29.13  																																			|-The branch is then unsatisfiable
% 64.13/29.13  																																		|-Branch two:
% 64.13/29.13  																																		| (254)  ~ (all_0_48_48 = e4)
% 64.13/29.13  																																		| (974) all_0_49_49 = e4
% 64.13/29.13  																																		|
% 64.13/29.13  																																			| Equations (974) can reduce 208 to:
% 64.13/29.13  																																			| (250)  ~ (all_0_46_46 = e4)
% 64.13/29.13  																																			|
% 64.13/29.13  																																			| Equations (974) can reduce 487 to:
% 64.13/29.13  																																			| (49)  ~ (e4 = e0)
% 64.13/29.13  																																			|
% 64.13/29.13  																																			+-Applying beta-rule and splitting (112), into two cases.
% 64.13/29.13  																																			|-Branch one:
% 64.13/29.13  																																			| (635) all_0_44_44 = e1
% 64.13/29.13  																																			|
% 64.13/29.13  																																				+-Applying beta-rule and splitting (123), into two cases.
% 64.13/29.13  																																				|-Branch one:
% 64.13/29.13  																																				| (1794) all_0_46_46 = e2
% 64.13/29.13  																																				|
% 64.13/29.13  																																					| Equations (1794) can reduce 300 to:
% 64.13/29.13  																																					| (266) $false
% 64.13/29.13  																																					|
% 64.13/29.13  																																					|-The branch is then unsatisfiable
% 64.13/29.13  																																				|-Branch two:
% 64.13/29.13  																																				| (300)  ~ (all_0_46_46 = e2)
% 64.13/29.13  																																				| (1797) all_0_46_46 = e4 | all_0_46_46 = e3 | all_0_46_46 = e1 | all_0_46_46 = e0
% 64.13/29.13  																																				|
% 64.13/29.13  																																					+-Applying beta-rule and splitting (1797), into two cases.
% 64.13/29.13  																																					|-Branch one:
% 64.13/29.13  																																					| (770) all_0_46_46 = e4
% 64.13/29.13  																																					|
% 64.13/29.13  																																						| Equations (770) can reduce 250 to:
% 64.13/29.13  																																						| (266) $false
% 64.13/29.13  																																						|
% 64.13/29.13  																																						|-The branch is then unsatisfiable
% 64.13/29.13  																																					|-Branch two:
% 64.13/29.13  																																					| (250)  ~ (all_0_46_46 = e4)
% 64.13/29.13  																																					| (1801) all_0_46_46 = e3 | all_0_46_46 = e1 | all_0_46_46 = e0
% 64.13/29.13  																																					|
% 64.13/29.13  																																						+-Applying beta-rule and splitting (1801), into two cases.
% 64.13/29.13  																																						|-Branch one:
% 64.13/29.13  																																						| (538) all_0_46_46 = e0
% 64.13/29.13  																																						|
% 64.13/29.13  																																							| Equations (538) can reduce 831 to:
% 64.13/29.13  																																							| (266) $false
% 64.13/29.13  																																							|
% 64.13/29.13  																																							|-The branch is then unsatisfiable
% 64.13/29.13  																																						|-Branch two:
% 64.13/29.13  																																						| (831)  ~ (all_0_46_46 = e0)
% 64.13/29.13  																																						| (1838) all_0_46_46 = e3 | all_0_46_46 = e1
% 64.13/29.13  																																						|
% 64.13/29.13  																																							+-Applying beta-rule and splitting (1838), into two cases.
% 64.13/29.13  																																							|-Branch one:
% 64.13/29.13  																																							| (545) all_0_46_46 = e1
% 64.13/29.13  																																							|
% 64.13/29.13  																																								| Equations (545) can reduce 831 to:
% 64.13/29.13  																																								| (233)  ~ (e1 = e0)
% 64.13/29.13  																																								|
% 64.13/29.13  																																								+-Applying beta-rule and splitting (6766), into two cases.
% 64.13/29.13  																																								|-Branch one:
% 64.13/29.13  																																								| (356) all_0_43_43 = e0
% 64.13/29.13  																																								|
% 64.13/29.13  																																									| Combining equations (396,356) yields a new equation:
% 64.13/29.13  																																									| (481) e4 = e0
% 64.13/29.13  																																									|
% 64.13/29.13  																																									| Simplifying 481 yields:
% 64.13/29.13  																																									| (397) e4 = e0
% 64.13/29.13  																																									|
% 64.13/29.13  																																									| Equations (397) can reduce 49 to:
% 64.13/29.13  																																									| (266) $false
% 64.13/29.13  																																									|
% 64.13/29.13  																																									|-The branch is then unsatisfiable
% 64.13/29.13  																																								|-Branch two:
% 64.13/29.13  																																								| (5470)  ~ (all_0_43_43 = e0)
% 64.13/29.13  																																								| (1414) all_0_44_44 = e0
% 64.13/29.13  																																								|
% 64.13/29.13  																																									| Combining equations (1414,635) yields a new equation:
% 64.13/29.13  																																									| (431) e1 = e0
% 64.13/29.13  																																									|
% 64.13/29.13  																																									| Equations (431) can reduce 233 to:
% 64.13/29.13  																																									| (266) $false
% 64.13/29.13  																																									|
% 64.13/29.13  																																									|-The branch is then unsatisfiable
% 64.13/29.13  																																							|-Branch two:
% 64.13/29.13  																																							| (549)  ~ (all_0_46_46 = e1)
% 64.13/29.13  																																							| (1557) all_0_46_46 = e3
% 64.13/29.13  																																							|
% 64.13/29.13  																																								| Equations (1557) can reduce 409 to:
% 64.13/29.13  																																								| (266) $false
% 64.13/29.13  																																								|
% 64.13/29.13  																																								|-The branch is then unsatisfiable
% 64.13/29.13  																																			|-Branch two:
% 64.13/29.13  																																			| (639)  ~ (all_0_44_44 = e1)
% 64.13/29.13  																																			| (640) all_0_49_49 = e1 | all_0_53_53 = e1 | all_0_58_58 = e1
% 64.13/29.13  																																			|
% 64.13/29.13  																																				+-Applying beta-rule and splitting (640), into two cases.
% 64.13/29.13  																																				|-Branch one:
% 64.13/29.13  																																				| (671) all_0_49_49 = e1
% 64.13/29.13  																																				|
% 64.13/29.13  																																					| Combining equations (974,671) yields a new equation:
% 64.13/29.13  																																					| (636) e4 = e1
% 64.13/29.13  																																					|
% 64.13/29.13  																																					| Simplifying 636 yields:
% 64.13/29.13  																																					| (630) e4 = e1
% 64.13/29.13  																																					|
% 64.13/29.13  																																					| Equations (630) can reduce 110 to:
% 64.13/29.13  																																					| (266) $false
% 64.13/29.13  																																					|
% 64.13/29.13  																																					|-The branch is then unsatisfiable
% 64.13/29.13  																																				|-Branch two:
% 64.13/29.13  																																				| (1064)  ~ (all_0_49_49 = e1)
% 64.13/29.13  																																				| (2141) all_0_53_53 = e1 | all_0_58_58 = e1
% 64.13/29.13  																																				|
% 64.13/29.13  																																					+-Applying beta-rule and splitting (2141), into two cases.
% 64.13/29.13  																																					|-Branch one:
% 64.13/29.13  																																					| (1208) all_0_53_53 = e1
% 64.13/29.13  																																					|
% 64.13/29.13  																																						| Combining equations (665,1208) yields a new equation:
% 64.13/29.13  																																						| (454) e3 = e1
% 64.13/29.13  																																						|
% 64.13/29.13  																																						| Simplifying 454 yields:
% 64.13/29.13  																																						| (455) e3 = e1
% 64.13/29.13  																																						|
% 64.13/29.13  																																						| Equations (455) can reduce 213 to:
% 64.13/29.13  																																						| (266) $false
% 64.13/29.13  																																						|
% 64.13/29.13  																																						|-The branch is then unsatisfiable
% 64.13/29.13  																																					|-Branch two:
% 64.13/29.13  																																					| (1459)  ~ (all_0_53_53 = e1)
% 64.13/29.13  																																					| (918) all_0_58_58 = e1
% 64.13/29.13  																																					|
% 64.13/29.13  																																						| Combining equations (624,918) yields a new equation:
% 64.13/29.13  																																						| (616) e2 = e1
% 64.13/29.13  																																						|
% 64.13/29.13  																																						| Simplifying 616 yields:
% 64.13/29.13  																																						| (617) e2 = e1
% 64.13/29.13  																																						|
% 64.13/29.13  																																						| Equations (617) can reduce 122 to:
% 64.13/29.13  																																						| (266) $false
% 64.13/29.13  																																						|
% 64.13/29.13  																																						|-The branch is then unsatisfiable
% 64.13/29.13  																															|-Branch two:
% 64.13/29.13  																															| (1377)  ~ (all_0_39_39 = e4)
% 64.13/29.13  																															| (1378) all_0_40_40 = e4
% 64.13/29.13  																															|
% 64.13/29.13  																																| Combining equations (1378,485) yields a new equation:
% 64.13/29.13  																																| (481) e4 = e0
% 64.13/29.13  																																|
% 64.13/29.13  																																| Simplifying 481 yields:
% 64.13/29.13  																																| (397) e4 = e0
% 64.13/29.13  																																|
% 64.13/29.13  																																| Equations (397) can reduce 49 to:
% 64.13/29.13  																																| (266) $false
% 64.13/29.13  																																|
% 64.13/29.13  																																|-The branch is then unsatisfiable
% 64.13/29.13  																					|-Branch two:
% 64.13/29.13  																					| (1099)  ~ (all_0_51_51 = e2)
% 64.13/29.13  																					| (1100) all_0_51_51 = e4 | all_0_51_51 = e3 | all_0_51_51 = e1
% 64.13/29.13  																					|
% 64.13/29.13  																						+-Applying beta-rule and splitting (381), into two cases.
% 64.13/29.13  																						|-Branch one:
% 64.13/29.13  																						| (504) all_0_51_51 = e2
% 64.13/29.13  																						|
% 64.13/29.13  																							| Equations (504) can reduce 1099 to:
% 64.13/29.13  																							| (266) $false
% 64.13/29.13  																							|
% 64.13/29.13  																							|-The branch is then unsatisfiable
% 64.13/29.13  																						|-Branch two:
% 64.13/29.13  																						| (1099)  ~ (all_0_51_51 = e2)
% 64.13/29.13  																						| (1152) all_0_52_52 = e2 | all_0_53_53 = e2
% 64.13/29.13  																						|
% 64.13/29.13  																							+-Applying beta-rule and splitting (1100), into two cases.
% 64.13/29.13  																							|-Branch one:
% 64.13/29.13  																							| (1101) all_0_51_51 = e4
% 64.13/29.13  																							|
% 64.13/29.13  																								| Equations (1101) can reduce 475 to:
% 64.13/29.13  																								| (266) $false
% 64.13/29.13  																								|
% 64.13/29.13  																								|-The branch is then unsatisfiable
% 64.13/29.13  																							|-Branch two:
% 64.13/29.13  																							| (475)  ~ (all_0_51_51 = e4)
% 64.13/29.13  																							| (1104) all_0_51_51 = e3 | all_0_51_51 = e1
% 64.13/29.13  																							|
% 64.13/29.13  																								+-Applying beta-rule and splitting (1104), into two cases.
% 64.13/29.13  																								|-Branch one:
% 64.13/29.13  																								| (1109) all_0_51_51 = e1
% 64.13/29.13  																								|
% 64.13/29.13  																									| Equations (1109) can reduce 464 to:
% 64.13/29.13  																									| (266) $false
% 64.13/29.13  																									|
% 64.13/29.13  																									|-The branch is then unsatisfiable
% 64.13/29.13  																								|-Branch two:
% 64.13/29.13  																								| (464)  ~ (all_0_51_51 = e1)
% 64.13/29.13  																								| (660) all_0_51_51 = e3
% 64.13/29.13  																								|
% 64.13/29.13  																									| Equations (660) can reduce 61 to:
% 64.13/29.13  																									| (405)  ~ (all_0_42_42 = e3)
% 64.13/29.13  																									|
% 64.13/29.13  																									| Equations (660) can reduce 6 to:
% 64.13/29.13  																									| (1114)  ~ (all_0_53_53 = e3)
% 64.13/29.13  																									|
% 64.13/29.13  																									| Simplifying 1114 yields:
% 64.13/29.13  																									| (903)  ~ (all_0_53_53 = e3)
% 64.13/29.13  																									|
% 64.13/29.13  																									| Equations (660) can reduce 464 to:
% 64.13/29.13  																									| (213)  ~ (e3 = e1)
% 64.13/29.13  																									|
% 64.13/29.13  																									+-Applying beta-rule and splitting (196), into two cases.
% 64.13/29.13  																									|-Branch one:
% 64.13/29.13  																									| (607) all_0_53_53 = e2
% 64.13/29.13  																									|
% 64.13/29.13  																										| Equations (607) can reduce 220 to:
% 64.13/29.13  																										| (147)  ~ (all_0_44_44 = e2)
% 64.13/29.13  																										|
% 64.13/29.13  																										| Equations (607) can reduce 903 to:
% 64.13/29.13  																										| (626)  ~ (e3 = e2)
% 64.13/29.13  																										|
% 64.13/29.13  																										| Simplifying 626 yields:
% 64.13/29.13  																										| (212)  ~ (e3 = e2)
% 64.13/29.13  																										|
% 64.13/29.13  																										| Equations (607) can reduce 1459 to:
% 64.13/29.13  																										| (122)  ~ (e2 = e1)
% 64.13/29.13  																										|
% 64.13/29.13  																										+-Applying beta-rule and splitting (385), into two cases.
% 64.13/29.13  																										|-Branch one:
% 64.13/29.13  																										| (1105) all_0_47_47 = e2
% 64.13/29.13  																										|
% 64.13/29.13  																											| Equations (1105) can reduce 338 to:
% 64.13/29.13  																											| (266) $false
% 64.13/29.13  																											|
% 64.13/29.13  																											|-The branch is then unsatisfiable
% 64.13/29.13  																										|-Branch two:
% 64.13/29.13  																										| (338)  ~ (all_0_47_47 = e2)
% 64.13/29.13  																										| (1108) all_0_51_51 = e2 | all_0_56_56 = e2
% 64.13/29.13  																										|
% 64.13/29.13  																											+-Applying beta-rule and splitting (389), into two cases.
% 64.13/29.13  																											|-Branch one:
% 64.13/29.13  																											| (833) all_0_56_56 = e2
% 64.13/29.13  																											|
% 64.13/29.13  																												| Equations (833) can reduce 153 to:
% 64.13/29.13  																												| (304)  ~ (all_0_55_55 = e2)
% 64.13/29.13  																												|
% 64.13/29.13  																												| Equations (833) can reduce 44 to:
% 64.13/29.13  																												| (1186)  ~ (all_0_58_58 = e2)
% 64.13/29.13  																												|
% 64.13/29.13  																												| Simplifying 1186 yields:
% 64.13/29.13  																												| (908)  ~ (all_0_58_58 = e2)
% 64.13/29.13  																												|
% 64.13/29.13  																												+-Applying beta-rule and splitting (113), into two cases.
% 64.13/29.13  																												|-Branch one:
% 64.13/29.13  																												| (403) all_0_41_41 = e3
% 64.13/29.13  																												|
% 64.13/29.13  																													| Equations (403) can reduce 149 to:
% 64.13/29.13  																													| (406)  ~ (all_0_44_44 = e3)
% 64.13/29.13  																													|
% 64.13/29.13  																													| Simplifying 406 yields:
% 64.13/29.13  																													| (407)  ~ (all_0_44_44 = e3)
% 64.13/29.13  																													|
% 64.13/29.13  																													| Equations (403) can reduce 43 to:
% 64.13/29.13  																													| (408)  ~ (all_0_46_46 = e3)
% 64.13/29.13  																													|
% 64.13/29.13  																													| Simplifying 408 yields:
% 64.13/29.13  																													| (409)  ~ (all_0_46_46 = e3)
% 64.13/29.13  																													|
% 64.13/29.13  																													| Equations (403) can reduce 85 to:
% 64.13/29.13  																													| (212)  ~ (e3 = e2)
% 64.13/29.13  																													|
% 64.13/29.13  																													+-Applying beta-rule and splitting (189), into two cases.
% 64.13/29.13  																													|-Branch one:
% 64.13/29.13  																													| (532) all_0_44_44 = e3
% 64.13/29.13  																													|
% 64.13/29.13  																														| Equations (532) can reduce 407 to:
% 64.13/29.13  																														| (266) $false
% 64.13/29.13  																														|
% 64.13/29.13  																														|-The branch is then unsatisfiable
% 64.13/29.13  																													|-Branch two:
% 64.13/29.13  																													| (407)  ~ (all_0_44_44 = e3)
% 64.13/29.13  																													| (537) all_0_49_49 = e3 | all_0_53_53 = e3 | all_0_58_58 = e3
% 64.13/29.13  																													|
% 64.13/29.13  																														+-Applying beta-rule and splitting (174), into two cases.
% 64.13/29.13  																														|-Branch one:
% 64.13/29.13  																														| (386) all_0_55_55 = e2
% 64.13/29.13  																														|
% 64.13/29.13  																															| Equations (386) can reduce 304 to:
% 64.13/29.13  																															| (266) $false
% 64.13/29.13  																															|
% 64.13/29.13  																															|-The branch is then unsatisfiable
% 64.13/29.13  																														|-Branch two:
% 64.13/29.13  																														| (304)  ~ (all_0_55_55 = e2)
% 64.13/29.13  																														| (2051) all_0_55_55 = e4 | all_0_55_55 = e3 | all_0_55_55 = e1 | all_0_55_55 = e0
% 64.13/29.13  																														|
% 64.13/29.13  																															+-Applying beta-rule and splitting (537), into two cases.
% 64.13/29.13  																															|-Branch one:
% 64.13/29.13  																															| (884) all_0_49_49 = e3
% 64.13/29.13  																															|
% 64.13/29.13  																																| Equations (884) can reduce 525 to:
% 64.13/29.13  																																| (266) $false
% 64.13/29.13  																																|
% 64.13/29.13  																																|-The branch is then unsatisfiable
% 64.13/29.13  																															|-Branch two:
% 64.13/29.13  																															| (525)  ~ (all_0_49_49 = e3)
% 64.13/29.13  																															| (887) all_0_53_53 = e3 | all_0_58_58 = e3
% 64.13/29.13  																															|
% 64.13/29.13  																																+-Applying beta-rule and splitting (887), into two cases.
% 64.13/29.13  																																|-Branch one:
% 64.13/29.13  																																| (665) all_0_53_53 = e3
% 64.13/29.13  																																|
% 64.13/29.13  																																	| Combining equations (607,665) yields a new equation:
% 64.13/29.13  																																	| (662) e3 = e2
% 64.13/29.13  																																	|
% 64.13/29.13  																																	| Equations (662) can reduce 212 to:
% 64.13/29.13  																																	| (266) $false
% 64.13/29.13  																																	|
% 64.13/29.13  																																	|-The branch is then unsatisfiable
% 64.13/29.13  																																|-Branch two:
% 64.13/29.13  																																| (903)  ~ (all_0_53_53 = e3)
% 64.13/29.13  																																| (795) all_0_58_58 = e3
% 64.13/29.13  																																|
% 64.13/29.13  																																	| Equations (795) can reduce 3 to:
% 64.13/29.13  																																	| (270)  ~ (all_0_55_55 = e3)
% 64.13/29.13  																																	|
% 64.13/29.13  																																	| Equations (795) can reduce 908 to:
% 64.13/29.13  																																	| (212)  ~ (e3 = e2)
% 64.13/29.13  																																	|
% 64.13/29.13  																																	| Equations (795) can reduce 491 to:
% 64.13/29.13  																																	| (80)  ~ (e3 = e0)
% 64.13/29.13  																																	|
% 64.13/29.13  																																	+-Applying beta-rule and splitting (395), into two cases.
% 64.13/29.13  																																	|-Branch one:
% 64.13/29.13  																																	| (794) all_0_41_41 = e0
% 64.13/29.13  																																	|
% 64.13/29.13  																																		| Combining equations (794,403) yields a new equation:
% 64.13/29.13  																																		| (676) e3 = e0
% 64.13/29.13  																																		|
% 64.13/29.13  																																		| Equations (676) can reduce 80 to:
% 64.13/29.13  																																		| (266) $false
% 64.13/29.13  																																		|
% 64.13/29.13  																																		|-The branch is then unsatisfiable
% 64.13/29.13  																																	|-Branch two:
% 64.13/29.13  																																	| (357)  ~ (all_0_41_41 = e0)
% 64.13/29.13  																																	| (895) all_0_46_46 = e0 | all_0_55_55 = e0
% 64.13/29.13  																																	|
% 64.13/29.13  																																		+-Applying beta-rule and splitting (216), into two cases.
% 64.13/29.13  																																		|-Branch one:
% 64.13/29.13  																																		| (629) all_0_55_55 = e1
% 64.13/29.13  																																		|
% 64.13/29.13  																																			| Equations (629) can reduce 763 to:
% 64.13/29.13  																																			| (602)  ~ (e4 = e1)
% 64.13/29.13  																																			|
% 64.13/29.13  																																			| Simplifying 602 yields:
% 64.13/29.13  																																			| (110)  ~ (e4 = e1)
% 64.13/29.13  																																			|
% 64.13/29.13  																																			| Equations (629) can reduce 304 to:
% 64.13/29.13  																																			| (604)  ~ (e2 = e1)
% 64.13/29.13  																																			|
% 64.13/29.13  																																			| Simplifying 604 yields:
% 64.13/29.13  																																			| (122)  ~ (e2 = e1)
% 64.13/29.13  																																			|
% 64.13/29.13  																																			| Equations (629) can reduce 803 to:
% 64.13/29.13  																																			| (233)  ~ (e1 = e0)
% 64.13/29.13  																																			|
% 64.13/29.13  																																			+-Applying beta-rule and splitting (895), into two cases.
% 64.13/29.13  																																			|-Branch one:
% 64.13/29.13  																																			| (538) all_0_46_46 = e0
% 64.13/29.13  																																			|
% 64.13/29.13  																																				| Equations (538) can reduce 409 to:
% 64.13/29.13  																																				| (541)  ~ (e3 = e0)
% 64.13/29.13  																																				|
% 64.13/29.13  																																				| Simplifying 541 yields:
% 64.13/29.13  																																				| (80)  ~ (e3 = e0)
% 64.13/29.13  																																				|
% 64.13/29.13  																																				+-Applying beta-rule and splitting (163), into two cases.
% 64.13/29.13  																																				|-Branch one:
% 64.13/29.13  																																				| (565) all_0_52_52 = e4
% 64.13/29.13  																																				|
% 64.13/29.13  																																					| Combining equations (642,565) yields a new equation:
% 64.13/29.13  																																					| (630) e4 = e1
% 64.13/29.13  																																					|
% 64.13/29.13  																																					| Equations (630) can reduce 110 to:
% 64.13/29.13  																																					| (266) $false
% 64.13/29.13  																																					|
% 64.13/29.13  																																					|-The branch is then unsatisfiable
% 64.13/29.13  																																				|-Branch two:
% 64.13/29.13  																																				| (780)  ~ (all_0_52_52 = e4)
% 64.13/29.13  																																				| (781) (all_0_41_41 = e0 & all_0_58_58 = e3 &  ~ (all_0_44_44 = e3)) | (all_0_41_41 = e0 & all_0_58_58 = e3 &  ~ (all_0_55_55 = e0)) | (all_0_47_47 = e1 & all_0_52_52 = e2 &  ~ (all_0_48_48 = e2)) | (all_0_47_47 = e1 & all_0_52_52 = e2 &  ~ (all_0_51_51 = e1)) | (all_0_47_47 = e0 & all_0_58_58 = e2 &  ~ (all_0_49_49 = e2)) | (all_0_47_47 = e0 & all_0_58_58 = e2 &  ~ (all_0_56_56 = e0))
% 64.13/29.14  																																				|
% 64.13/29.14  																																					+-Applying beta-rule and splitting (781), into two cases.
% 64.13/29.14  																																					|-Branch one:
% 64.13/29.14  																																					| (789) (all_0_41_41 = e0 & all_0_58_58 = e3 &  ~ (all_0_44_44 = e3)) | (all_0_41_41 = e0 & all_0_58_58 = e3 &  ~ (all_0_55_55 = e0)) | (all_0_47_47 = e1 & all_0_52_52 = e2 &  ~ (all_0_48_48 = e2)) | (all_0_47_47 = e1 & all_0_52_52 = e2 &  ~ (all_0_51_51 = e1)) | (all_0_47_47 = e0 & all_0_58_58 = e2 &  ~ (all_0_49_49 = e2))
% 64.13/29.14  																																					|
% 64.13/29.14  																																						+-Applying beta-rule and splitting (789), into two cases.
% 64.13/29.14  																																						|-Branch one:
% 64.13/29.14  																																						| (790) (all_0_41_41 = e0 & all_0_58_58 = e3 &  ~ (all_0_44_44 = e3)) | (all_0_41_41 = e0 & all_0_58_58 = e3 &  ~ (all_0_55_55 = e0)) | (all_0_47_47 = e1 & all_0_52_52 = e2 &  ~ (all_0_48_48 = e2)) | (all_0_47_47 = e1 & all_0_52_52 = e2 &  ~ (all_0_51_51 = e1))
% 64.13/29.14  																																						|
% 64.13/29.14  																																							+-Applying beta-rule and splitting (790), into two cases.
% 64.13/29.14  																																							|-Branch one:
% 64.13/29.14  																																							| (791) (all_0_41_41 = e0 & all_0_58_58 = e3 &  ~ (all_0_44_44 = e3)) | (all_0_41_41 = e0 & all_0_58_58 = e3 &  ~ (all_0_55_55 = e0)) | (all_0_47_47 = e1 & all_0_52_52 = e2 &  ~ (all_0_48_48 = e2))
% 64.13/29.14  																																							|
% 64.13/29.14  																																								+-Applying beta-rule and splitting (791), into two cases.
% 64.13/29.14  																																								|-Branch one:
% 64.13/29.14  																																								| (792) (all_0_41_41 = e0 & all_0_58_58 = e3 &  ~ (all_0_44_44 = e3)) | (all_0_41_41 = e0 & all_0_58_58 = e3 &  ~ (all_0_55_55 = e0))
% 64.13/29.14  																																								|
% 64.13/29.14  																																									+-Applying beta-rule and splitting (792), into two cases.
% 64.13/29.14  																																									|-Branch one:
% 64.13/29.14  																																									| (793) all_0_41_41 = e0 & all_0_58_58 = e3 &  ~ (all_0_44_44 = e3)
% 64.13/29.14  																																									|
% 64.13/29.14  																																										| Applying alpha-rule on (793) yields:
% 64.13/29.14  																																										| (794) all_0_41_41 = e0
% 64.13/29.14  																																										| (795) all_0_58_58 = e3
% 64.13/29.14  																																										| (407)  ~ (all_0_44_44 = e3)
% 64.13/29.14  																																										|
% 64.13/29.14  																																										| Combining equations (794,403) yields a new equation:
% 64.13/29.14  																																										| (676) e3 = e0
% 64.13/29.14  																																										|
% 64.13/29.14  																																										| Equations (676) can reduce 80 to:
% 64.13/29.14  																																										| (266) $false
% 64.13/29.14  																																										|
% 64.13/29.14  																																										|-The branch is then unsatisfiable
% 64.13/29.14  																																									|-Branch two:
% 64.13/29.14  																																									| (800) all_0_41_41 = e0 & all_0_58_58 = e3 &  ~ (all_0_55_55 = e0)
% 64.13/29.14  																																									|
% 64.13/29.14  																																										| Applying alpha-rule on (800) yields:
% 64.13/29.14  																																										| (794) all_0_41_41 = e0
% 64.13/29.14  																																										| (795) all_0_58_58 = e3
% 64.13/29.14  																																										| (803)  ~ (all_0_55_55 = e0)
% 64.13/29.14  																																										|
% 64.13/29.14  																																										| Combining equations (794,403) yields a new equation:
% 64.13/29.14  																																										| (676) e3 = e0
% 64.13/29.14  																																										|
% 64.13/29.14  																																										| Equations (676) can reduce 80 to:
% 64.13/29.14  																																										| (266) $false
% 64.13/29.14  																																										|
% 64.13/29.14  																																										|-The branch is then unsatisfiable
% 64.13/29.14  																																								|-Branch two:
% 64.13/29.14  																																								| (807) all_0_47_47 = e1 & all_0_52_52 = e2 &  ~ (all_0_48_48 = e2)
% 64.13/29.14  																																								|
% 64.13/29.14  																																									| Applying alpha-rule on (807) yields:
% 64.13/29.14  																																									| (654) all_0_47_47 = e1
% 64.13/29.14  																																									| (352) all_0_52_52 = e2
% 64.13/29.14  																																									| (810)  ~ (all_0_48_48 = e2)
% 64.13/29.14  																																									|
% 64.13/29.14  																																									| Combining equations (642,352) yields a new equation:
% 64.13/29.14  																																									| (617) e2 = e1
% 64.13/29.14  																																									|
% 64.13/29.14  																																									| Equations (617) can reduce 122 to:
% 64.13/29.14  																																									| (266) $false
% 64.13/29.14  																																									|
% 64.13/29.14  																																									|-The branch is then unsatisfiable
% 64.13/29.14  																																							|-Branch two:
% 64.13/29.14  																																							| (813) all_0_47_47 = e1 & all_0_52_52 = e2 &  ~ (all_0_51_51 = e1)
% 64.13/29.14  																																							|
% 64.13/29.14  																																								| Applying alpha-rule on (813) yields:
% 64.13/29.14  																																								| (654) all_0_47_47 = e1
% 64.13/29.14  																																								| (352) all_0_52_52 = e2
% 64.13/29.14  																																								| (464)  ~ (all_0_51_51 = e1)
% 64.13/29.14  																																								|
% 64.13/29.14  																																								| Combining equations (642,352) yields a new equation:
% 64.13/29.14  																																								| (617) e2 = e1
% 64.13/29.14  																																								|
% 64.13/29.14  																																								| Equations (617) can reduce 122 to:
% 64.13/29.14  																																								| (266) $false
% 64.13/29.14  																																								|
% 64.13/29.14  																																								|-The branch is then unsatisfiable
% 64.13/29.14  																																						|-Branch two:
% 64.13/29.14  																																						| (819) all_0_47_47 = e0 & all_0_58_58 = e2 &  ~ (all_0_49_49 = e2)
% 64.13/29.14  																																						|
% 64.13/29.14  																																							| Applying alpha-rule on (819) yields:
% 64.13/29.14  																																							| (674) all_0_47_47 = e0
% 64.13/29.14  																																							| (624) all_0_58_58 = e2
% 64.13/29.14  																																							| (340)  ~ (all_0_49_49 = e2)
% 64.13/29.14  																																							|
% 64.13/29.14  																																							| Combining equations (795,624) yields a new equation:
% 64.13/29.14  																																							| (661) e3 = e2
% 64.13/29.14  																																							|
% 64.13/29.14  																																							| Simplifying 661 yields:
% 64.13/29.14  																																							| (662) e3 = e2
% 64.13/29.14  																																							|
% 64.13/29.14  																																							| Equations (662) can reduce 212 to:
% 64.13/29.14  																																							| (266) $false
% 64.13/29.14  																																							|
% 64.13/29.14  																																							|-The branch is then unsatisfiable
% 64.13/29.14  																																					|-Branch two:
% 64.13/29.14  																																					| (825) all_0_47_47 = e0 & all_0_58_58 = e2 &  ~ (all_0_56_56 = e0)
% 64.13/29.14  																																					|
% 64.13/29.14  																																						| Applying alpha-rule on (825) yields:
% 64.13/29.14  																																						| (674) all_0_47_47 = e0
% 64.13/29.14  																																						| (624) all_0_58_58 = e2
% 64.13/29.14  																																						| (828)  ~ (all_0_56_56 = e0)
% 64.13/29.14  																																						|
% 64.13/29.14  																																						| Combining equations (795,624) yields a new equation:
% 64.13/29.14  																																						| (661) e3 = e2
% 64.13/29.14  																																						|
% 64.13/29.14  																																						| Simplifying 661 yields:
% 64.13/29.14  																																						| (662) e3 = e2
% 64.13/29.14  																																						|
% 64.13/29.14  																																						| Equations (662) can reduce 212 to:
% 64.13/29.14  																																						| (266) $false
% 64.13/29.14  																																						|
% 64.13/29.14  																																						|-The branch is then unsatisfiable
% 64.13/29.14  																																			|-Branch two:
% 64.13/29.14  																																			| (831)  ~ (all_0_46_46 = e0)
% 64.13/29.14  																																			| (858) all_0_55_55 = e0
% 64.13/29.14  																																			|
% 64.13/29.14  																																				| Combining equations (629,858) yields a new equation:
% 64.13/29.14  																																				| (546) e1 = e0
% 64.13/29.14  																																				|
% 64.13/29.14  																																				| Simplifying 546 yields:
% 64.13/29.14  																																				| (431) e1 = e0
% 64.13/29.14  																																				|
% 64.13/29.14  																																				| Equations (431) can reduce 233 to:
% 64.13/29.14  																																				| (266) $false
% 64.13/29.14  																																				|
% 64.13/29.14  																																				|-The branch is then unsatisfiable
% 64.13/29.14  																																		|-Branch two:
% 64.13/29.14  																																		| (632)  ~ (all_0_55_55 = e1)
% 64.13/29.14  																																		| (633) all_0_56_56 = e1 | all_0_57_57 = e1 | all_0_58_58 = e1
% 64.13/29.14  																																		|
% 64.13/29.14  																																			+-Applying beta-rule and splitting (895), into two cases.
% 64.13/29.14  																																			|-Branch one:
% 64.13/29.14  																																			| (538) all_0_46_46 = e0
% 64.13/29.14  																																			|
% 64.13/29.14  																																				| Equations (538) can reduce 58 to:
% 64.13/29.14  																																				| (4444)  ~ (all_0_55_55 = e0)
% 64.13/29.14  																																				|
% 64.13/29.14  																																				| Simplifying 4444 yields:
% 64.13/29.14  																																				| (803)  ~ (all_0_55_55 = e0)
% 64.13/29.14  																																				|
% 64.13/29.14  																																				+-Applying beta-rule and splitting (2051), into two cases.
% 64.13/29.14  																																				|-Branch one:
% 64.13/29.14  																																				| (587) all_0_55_55 = e4
% 64.13/29.14  																																				|
% 64.13/29.14  																																					| Equations (587) can reduce 763 to:
% 64.13/29.14  																																					| (266) $false
% 64.13/29.14  																																					|
% 64.13/29.14  																																					|-The branch is then unsatisfiable
% 64.13/29.14  																																				|-Branch two:
% 64.13/29.14  																																				| (763)  ~ (all_0_55_55 = e4)
% 64.13/29.14  																																				| (2055) all_0_55_55 = e3 | all_0_55_55 = e1 | all_0_55_55 = e0
% 64.13/29.14  																																				|
% 64.13/29.14  																																					+-Applying beta-rule and splitting (2055), into two cases.
% 64.13/29.14  																																					|-Branch one:
% 64.13/29.14  																																					| (858) all_0_55_55 = e0
% 64.13/29.14  																																					|
% 64.13/29.14  																																						| Equations (858) can reduce 803 to:
% 64.13/29.14  																																						| (266) $false
% 64.13/29.14  																																						|
% 64.13/29.14  																																						|-The branch is then unsatisfiable
% 64.13/29.14  																																					|-Branch two:
% 64.13/29.14  																																					| (803)  ~ (all_0_55_55 = e0)
% 64.13/29.14  																																					| (2315) all_0_55_55 = e3 | all_0_55_55 = e1
% 64.13/29.14  																																					|
% 64.13/29.14  																																						+-Applying beta-rule and splitting (2315), into two cases.
% 64.13/29.14  																																						|-Branch one:
% 64.13/29.14  																																						| (629) all_0_55_55 = e1
% 64.13/29.14  																																						|
% 64.13/29.14  																																							| Equations (629) can reduce 632 to:
% 64.13/29.14  																																							| (266) $false
% 64.13/29.14  																																							|
% 64.13/29.14  																																							|-The branch is then unsatisfiable
% 64.13/29.14  																																						|-Branch two:
% 64.13/29.14  																																						| (632)  ~ (all_0_55_55 = e1)
% 64.13/29.14  																																						| (2336) all_0_55_55 = e3
% 64.13/29.14  																																						|
% 64.13/29.14  																																							| Equations (2336) can reduce 270 to:
% 64.13/29.14  																																							| (266) $false
% 64.13/29.14  																																							|
% 64.13/29.14  																																							|-The branch is then unsatisfiable
% 64.13/29.14  																																			|-Branch two:
% 64.13/29.14  																																			| (831)  ~ (all_0_46_46 = e0)
% 64.13/29.14  																																			| (858) all_0_55_55 = e0
% 64.13/29.14  																																			|
% 64.13/29.14  																																				| Equations (858) can reduce 803 to:
% 64.13/29.14  																																				| (266) $false
% 64.13/29.14  																																				|
% 64.13/29.14  																																				|-The branch is then unsatisfiable
% 64.13/29.14  																												|-Branch two:
% 64.13/29.14  																												| (1898)  ~ (all_0_41_41 = e3)
% 64.13/29.14  																												| (1899) all_0_42_42 = e3 | all_0_44_44 = e3
% 64.13/29.14  																												|
% 64.13/29.14  																													+-Applying beta-rule and splitting (1899), into two cases.
% 64.13/29.14  																													|-Branch one:
% 64.13/29.14  																													| (516) all_0_42_42 = e3
% 64.13/29.14  																													|
% 64.13/29.14  																														| Equations (516) can reduce 405 to:
% 64.13/29.14  																														| (266) $false
% 64.13/29.14  																														|
% 64.13/29.14  																														|-The branch is then unsatisfiable
% 64.13/29.14  																													|-Branch two:
% 64.13/29.14  																													| (405)  ~ (all_0_42_42 = e3)
% 64.13/29.14  																													| (532) all_0_44_44 = e3
% 64.13/29.14  																													|
% 64.13/29.14  																														| Equations (532) can reduce 181 to:
% 64.13/29.14  																														| (275)  ~ (all_0_58_58 = e3)
% 64.13/29.14  																														|
% 64.13/29.14  																														| Simplifying 275 yields:
% 64.13/29.14  																														| (276)  ~ (all_0_58_58 = e3)
% 64.13/29.14  																														|
% 64.13/29.14  																														| Equations (532) can reduce 1390 to:
% 64.13/29.14  																														| (277)  ~ (e4 = e3)
% 64.13/29.14  																														|
% 64.13/29.14  																														| Simplifying 277 yields:
% 64.13/29.14  																														| (188)  ~ (e4 = e3)
% 64.13/29.14  																														|
% 64.13/29.14  																														| Equations (532) can reduce 147 to:
% 64.13/29.14  																														| (212)  ~ (e3 = e2)
% 64.13/29.14  																														|
% 64.13/29.14  																														+-Applying beta-rule and splitting (22), into two cases.
% 64.13/29.14  																														|-Branch one:
% 64.13/29.14  																														| (268) all_0_54_54 = e3
% 64.13/29.14  																														|
% 64.13/29.14  																															| Combining equations (268,265) yields a new equation:
% 64.13/29.14  																															| (425) e4 = e3
% 64.13/29.14  																															|
% 64.13/29.14  																															| Equations (425) can reduce 188 to:
% 64.13/29.14  																															| (266) $false
% 64.13/29.14  																															|
% 64.13/29.14  																															|-The branch is then unsatisfiable
% 64.13/29.14  																														|-Branch two:
% 64.13/29.14  																														| (60427)  ~ (all_0_54_54 = e3)
% 64.13/29.14  																														| (62553) all_0_55_55 = e3 | all_0_56_56 = e3 | all_0_58_58 = e3
% 64.13/29.14  																														|
% 64.13/29.14  																															+-Applying beta-rule and splitting (62553), into two cases.
% 64.13/29.14  																															|-Branch one:
% 64.13/29.14  																															| (2336) all_0_55_55 = e3
% 64.13/29.14  																															|
% 64.13/29.14  																																| Equations (2336) can reduce 3 to:
% 64.13/29.14  																																| (275)  ~ (all_0_58_58 = e3)
% 64.13/29.14  																																|
% 64.13/29.14  																																| Simplifying 275 yields:
% 64.13/29.14  																																| (276)  ~ (all_0_58_58 = e3)
% 64.13/29.14  																																|
% 64.13/29.14  																																+-Applying beta-rule and splitting (216), into two cases.
% 64.13/29.14  																																|-Branch one:
% 64.13/29.14  																																| (629) all_0_55_55 = e1
% 64.13/29.14  																																|
% 64.13/29.14  																																	| Combining equations (629,2336) yields a new equation:
% 64.13/29.14  																																	| (455) e3 = e1
% 64.13/29.14  																																	|
% 64.13/29.14  																																	| Equations (455) can reduce 213 to:
% 64.13/29.14  																																	| (266) $false
% 64.13/29.14  																																	|
% 64.13/29.14  																																	|-The branch is then unsatisfiable
% 64.13/29.14  																																|-Branch two:
% 64.13/29.14  																																| (632)  ~ (all_0_55_55 = e1)
% 64.13/29.14  																																| (633) all_0_56_56 = e1 | all_0_57_57 = e1 | all_0_58_58 = e1
% 64.13/29.14  																																|
% 64.13/29.14  																																	+-Applying beta-rule and splitting (633), into two cases.
% 64.13/29.14  																																	|-Branch one:
% 64.13/29.14  																																	| (1569) all_0_56_56 = e1
% 64.13/29.14  																																	|
% 64.13/29.14  																																		| Combining equations (1569,833) yields a new equation:
% 64.13/29.14  																																		| (617) e2 = e1
% 64.13/29.14  																																		|
% 64.13/29.14  																																		| Equations (617) can reduce 122 to:
% 64.13/29.14  																																		| (266) $false
% 64.13/29.14  																																		|
% 64.13/29.14  																																		|-The branch is then unsatisfiable
% 64.13/29.14  																																	|-Branch two:
% 64.13/29.14  																																	| (466)  ~ (all_0_56_56 = e1)
% 64.13/29.14  																																	| (1574) all_0_57_57 = e1 | all_0_58_58 = e1
% 64.13/29.14  																																	|
% 64.13/29.14  																																		+-Applying beta-rule and splitting (1574), into two cases.
% 64.13/29.14  																																		|-Branch one:
% 64.13/29.14  																																		| (647) all_0_57_57 = e1
% 64.13/29.14  																																		|
% 64.13/29.14  																																			| Combining equations (875,647) yields a new equation:
% 64.13/29.14  																																			| (431) e1 = e0
% 64.13/29.14  																																			|
% 64.13/29.14  																																			| Equations (431) can reduce 233 to:
% 64.13/29.14  																																			| (266) $false
% 64.13/29.14  																																			|
% 64.13/29.14  																																			|-The branch is then unsatisfiable
% 64.13/29.14  																																		|-Branch two:
% 64.13/29.14  																																		| (1670)  ~ (all_0_57_57 = e1)
% 64.13/29.14  																																		| (918) all_0_58_58 = e1
% 64.13/29.14  																																		|
% 64.13/29.14  																																			| Equations (918) can reduce 451 to:
% 64.13/29.14  																																			| (602)  ~ (e4 = e1)
% 64.13/29.14  																																			|
% 64.13/29.14  																																			| Simplifying 602 yields:
% 64.13/29.14  																																			| (110)  ~ (e4 = e1)
% 64.13/29.14  																																			|
% 64.13/29.14  																																			| Equations (918) can reduce 276 to:
% 64.13/29.14  																																			| (467)  ~ (e3 = e1)
% 64.13/29.14  																																			|
% 64.13/29.14  																																			| Simplifying 467 yields:
% 64.13/29.14  																																			| (213)  ~ (e3 = e1)
% 64.13/29.14  																																			|
% 64.13/29.14  																																			| Equations (918) can reduce 908 to:
% 64.13/29.14  																																			| (604)  ~ (e2 = e1)
% 64.13/29.14  																																			|
% 64.13/29.14  																																			| Simplifying 604 yields:
% 64.13/29.14  																																			| (122)  ~ (e2 = e1)
% 64.13/29.14  																																			|
% 64.13/29.14  																																			+-Applying beta-rule and splitting (163), into two cases.
% 64.13/29.14  																																			|-Branch one:
% 64.13/29.14  																																			| (565) all_0_52_52 = e4
% 64.13/29.14  																																			|
% 64.13/29.14  																																				| Combining equations (642,565) yields a new equation:
% 64.13/29.14  																																				| (630) e4 = e1
% 64.13/29.14  																																				|
% 64.13/29.14  																																				| Equations (630) can reduce 110 to:
% 64.13/29.14  																																				| (266) $false
% 64.13/29.14  																																				|
% 64.13/29.14  																																				|-The branch is then unsatisfiable
% 64.13/29.14  																																			|-Branch two:
% 64.13/29.14  																																			| (780)  ~ (all_0_52_52 = e4)
% 64.13/29.14  																																			| (781) (all_0_41_41 = e0 & all_0_58_58 = e3 &  ~ (all_0_44_44 = e3)) | (all_0_41_41 = e0 & all_0_58_58 = e3 &  ~ (all_0_55_55 = e0)) | (all_0_47_47 = e1 & all_0_52_52 = e2 &  ~ (all_0_48_48 = e2)) | (all_0_47_47 = e1 & all_0_52_52 = e2 &  ~ (all_0_51_51 = e1)) | (all_0_47_47 = e0 & all_0_58_58 = e2 &  ~ (all_0_49_49 = e2)) | (all_0_47_47 = e0 & all_0_58_58 = e2 &  ~ (all_0_56_56 = e0))
% 64.13/29.14  																																			|
% 64.13/29.14  																																				+-Applying beta-rule and splitting (781), into two cases.
% 64.13/29.14  																																				|-Branch one:
% 64.13/29.14  																																				| (789) (all_0_41_41 = e0 & all_0_58_58 = e3 &  ~ (all_0_44_44 = e3)) | (all_0_41_41 = e0 & all_0_58_58 = e3 &  ~ (all_0_55_55 = e0)) | (all_0_47_47 = e1 & all_0_52_52 = e2 &  ~ (all_0_48_48 = e2)) | (all_0_47_47 = e1 & all_0_52_52 = e2 &  ~ (all_0_51_51 = e1)) | (all_0_47_47 = e0 & all_0_58_58 = e2 &  ~ (all_0_49_49 = e2))
% 64.13/29.14  																																				|
% 64.13/29.14  																																					+-Applying beta-rule and splitting (789), into two cases.
% 64.13/29.14  																																					|-Branch one:
% 64.13/29.14  																																					| (790) (all_0_41_41 = e0 & all_0_58_58 = e3 &  ~ (all_0_44_44 = e3)) | (all_0_41_41 = e0 & all_0_58_58 = e3 &  ~ (all_0_55_55 = e0)) | (all_0_47_47 = e1 & all_0_52_52 = e2 &  ~ (all_0_48_48 = e2)) | (all_0_47_47 = e1 & all_0_52_52 = e2 &  ~ (all_0_51_51 = e1))
% 64.13/29.14  																																					|
% 64.13/29.14  																																						+-Applying beta-rule and splitting (790), into two cases.
% 64.13/29.14  																																						|-Branch one:
% 64.13/29.14  																																						| (791) (all_0_41_41 = e0 & all_0_58_58 = e3 &  ~ (all_0_44_44 = e3)) | (all_0_41_41 = e0 & all_0_58_58 = e3 &  ~ (all_0_55_55 = e0)) | (all_0_47_47 = e1 & all_0_52_52 = e2 &  ~ (all_0_48_48 = e2))
% 64.13/29.14  																																						|
% 64.13/29.14  																																							+-Applying beta-rule and splitting (791), into two cases.
% 64.13/29.14  																																							|-Branch one:
% 64.13/29.14  																																							| (792) (all_0_41_41 = e0 & all_0_58_58 = e3 &  ~ (all_0_44_44 = e3)) | (all_0_41_41 = e0 & all_0_58_58 = e3 &  ~ (all_0_55_55 = e0))
% 64.13/29.14  																																							|
% 64.13/29.14  																																								+-Applying beta-rule and splitting (792), into two cases.
% 64.13/29.14  																																								|-Branch one:
% 64.13/29.14  																																								| (793) all_0_41_41 = e0 & all_0_58_58 = e3 &  ~ (all_0_44_44 = e3)
% 64.13/29.14  																																								|
% 64.13/29.14  																																									| Applying alpha-rule on (793) yields:
% 64.13/29.14  																																									| (794) all_0_41_41 = e0
% 64.13/29.14  																																									| (795) all_0_58_58 = e3
% 64.13/29.14  																																									| (407)  ~ (all_0_44_44 = e3)
% 64.13/29.14  																																									|
% 64.13/29.14  																																									| Combining equations (795,918) yields a new equation:
% 64.13/29.14  																																									| (454) e3 = e1
% 64.13/29.14  																																									|
% 64.13/29.14  																																									| Simplifying 454 yields:
% 64.13/29.14  																																									| (455) e3 = e1
% 64.13/29.14  																																									|
% 64.13/29.14  																																									| Equations (455) can reduce 213 to:
% 64.13/29.15  																																									| (266) $false
% 64.13/29.15  																																									|
% 64.13/29.15  																																									|-The branch is then unsatisfiable
% 64.13/29.15  																																								|-Branch two:
% 64.13/29.15  																																								| (800) all_0_41_41 = e0 & all_0_58_58 = e3 &  ~ (all_0_55_55 = e0)
% 64.13/29.15  																																								|
% 64.13/29.15  																																									| Applying alpha-rule on (800) yields:
% 64.13/29.15  																																									| (794) all_0_41_41 = e0
% 64.13/29.15  																																									| (795) all_0_58_58 = e3
% 64.13/29.15  																																									| (803)  ~ (all_0_55_55 = e0)
% 64.13/29.15  																																									|
% 64.13/29.15  																																									| Combining equations (795,918) yields a new equation:
% 64.13/29.15  																																									| (454) e3 = e1
% 64.13/29.15  																																									|
% 64.13/29.15  																																									| Simplifying 454 yields:
% 64.13/29.15  																																									| (455) e3 = e1
% 64.13/29.15  																																									|
% 64.13/29.15  																																									| Equations (455) can reduce 213 to:
% 64.13/29.15  																																									| (266) $false
% 64.13/29.15  																																									|
% 64.13/29.15  																																									|-The branch is then unsatisfiable
% 64.13/29.15  																																							|-Branch two:
% 64.13/29.15  																																							| (807) all_0_47_47 = e1 & all_0_52_52 = e2 &  ~ (all_0_48_48 = e2)
% 64.13/29.15  																																							|
% 64.13/29.15  																																								| Applying alpha-rule on (807) yields:
% 64.13/29.15  																																								| (654) all_0_47_47 = e1
% 64.13/29.15  																																								| (352) all_0_52_52 = e2
% 64.13/29.15  																																								| (810)  ~ (all_0_48_48 = e2)
% 64.13/29.15  																																								|
% 64.13/29.15  																																								| Combining equations (642,352) yields a new equation:
% 64.13/29.15  																																								| (617) e2 = e1
% 64.13/29.15  																																								|
% 64.13/29.15  																																								| Equations (617) can reduce 122 to:
% 64.13/29.15  																																								| (266) $false
% 64.13/29.15  																																								|
% 64.13/29.15  																																								|-The branch is then unsatisfiable
% 64.13/29.15  																																						|-Branch two:
% 64.13/29.15  																																						| (813) all_0_47_47 = e1 & all_0_52_52 = e2 &  ~ (all_0_51_51 = e1)
% 64.13/29.15  																																						|
% 64.13/29.15  																																							| Applying alpha-rule on (813) yields:
% 64.13/29.15  																																							| (654) all_0_47_47 = e1
% 64.13/29.15  																																							| (352) all_0_52_52 = e2
% 64.13/29.15  																																							| (464)  ~ (all_0_51_51 = e1)
% 64.13/29.15  																																							|
% 64.13/29.15  																																							| Combining equations (642,352) yields a new equation:
% 64.13/29.15  																																							| (617) e2 = e1
% 64.13/29.15  																																							|
% 64.13/29.15  																																							| Equations (617) can reduce 122 to:
% 64.13/29.15  																																							| (266) $false
% 64.13/29.15  																																							|
% 64.13/29.15  																																							|-The branch is then unsatisfiable
% 64.13/29.15  																																					|-Branch two:
% 64.13/29.15  																																					| (819) all_0_47_47 = e0 & all_0_58_58 = e2 &  ~ (all_0_49_49 = e2)
% 64.13/29.15  																																					|
% 64.13/29.15  																																						| Applying alpha-rule on (819) yields:
% 64.13/29.15  																																						| (674) all_0_47_47 = e0
% 64.13/29.15  																																						| (624) all_0_58_58 = e2
% 64.13/29.15  																																						| (340)  ~ (all_0_49_49 = e2)
% 64.13/29.15  																																						|
% 64.13/29.15  																																						| Combining equations (624,918) yields a new equation:
% 64.13/29.15  																																						| (616) e2 = e1
% 64.13/29.15  																																						|
% 64.13/29.15  																																						| Simplifying 616 yields:
% 64.13/29.15  																																						| (617) e2 = e1
% 64.13/29.15  																																						|
% 64.13/29.15  																																						| Equations (617) can reduce 122 to:
% 64.13/29.15  																																						| (266) $false
% 64.13/29.15  																																						|
% 64.13/29.15  																																						|-The branch is then unsatisfiable
% 64.13/29.15  																																				|-Branch two:
% 64.13/29.15  																																				| (825) all_0_47_47 = e0 & all_0_58_58 = e2 &  ~ (all_0_56_56 = e0)
% 64.13/29.15  																																				|
% 64.13/29.15  																																					| Applying alpha-rule on (825) yields:
% 64.13/29.15  																																					| (674) all_0_47_47 = e0
% 64.13/29.15  																																					| (624) all_0_58_58 = e2
% 64.13/29.15  																																					| (828)  ~ (all_0_56_56 = e0)
% 64.13/29.15  																																					|
% 64.13/29.15  																																					| Combining equations (624,918) yields a new equation:
% 64.13/29.15  																																					| (616) e2 = e1
% 64.13/29.15  																																					|
% 64.13/29.15  																																					| Simplifying 616 yields:
% 64.13/29.15  																																					| (617) e2 = e1
% 64.13/29.15  																																					|
% 64.13/29.15  																																					| Equations (617) can reduce 122 to:
% 64.13/29.15  																																					| (266) $false
% 64.13/29.15  																																					|
% 64.13/29.15  																																					|-The branch is then unsatisfiable
% 64.13/29.15  																															|-Branch two:
% 64.13/29.15  																															| (270)  ~ (all_0_55_55 = e3)
% 64.13/29.15  																															| (62557) all_0_56_56 = e3 | all_0_58_58 = e3
% 64.13/29.15  																															|
% 64.13/29.15  																																+-Applying beta-rule and splitting (62557), into two cases.
% 64.13/29.15  																																|-Branch one:
% 64.13/29.15  																																| (1097) all_0_56_56 = e3
% 64.13/29.15  																																|
% 64.13/29.15  																																	| Combining equations (1097,833) yields a new equation:
% 64.13/29.15  																																	| (661) e3 = e2
% 64.13/29.15  																																	|
% 64.13/29.15  																																	| Simplifying 661 yields:
% 64.13/29.15  																																	| (662) e3 = e2
% 64.13/29.15  																																	|
% 64.13/29.15  																																	| Equations (662) can reduce 212 to:
% 64.13/29.15  																																	| (266) $false
% 64.13/29.15  																																	|
% 64.13/29.15  																																	|-The branch is then unsatisfiable
% 64.13/29.15  																																|-Branch two:
% 64.13/29.15  																																| (272)  ~ (all_0_56_56 = e3)
% 64.13/29.15  																																| (795) all_0_58_58 = e3
% 64.13/29.15  																																|
% 64.13/29.15  																																	| Equations (795) can reduce 276 to:
% 64.13/29.15  																																	| (266) $false
% 64.13/29.15  																																	|
% 64.13/29.15  																																	|-The branch is then unsatisfiable
% 64.13/29.15  																											|-Branch two:
% 64.13/29.15  																											| (511)  ~ (all_0_56_56 = e2)
% 64.13/29.15  																											| (1709) all_0_57_57 = e2 | all_0_58_58 = e2
% 64.13/29.15  																											|
% 64.13/29.15  																												+-Applying beta-rule and splitting (1108), into two cases.
% 64.13/29.15  																												|-Branch one:
% 64.13/29.15  																												| (504) all_0_51_51 = e2
% 64.13/29.15  																												|
% 64.13/29.15  																													| Combining equations (660,504) yields a new equation:
% 64.13/29.15  																													| (661) e3 = e2
% 64.13/29.15  																													|
% 64.13/29.15  																													| Simplifying 661 yields:
% 64.13/29.15  																													| (662) e3 = e2
% 64.13/29.15  																													|
% 64.13/29.15  																													| Equations (662) can reduce 212 to:
% 64.13/29.15  																													| (266) $false
% 64.13/29.15  																													|
% 64.13/29.15  																													|-The branch is then unsatisfiable
% 64.13/29.15  																												|-Branch two:
% 64.13/29.15  																												| (1099)  ~ (all_0_51_51 = e2)
% 64.13/29.15  																												| (833) all_0_56_56 = e2
% 64.13/29.15  																												|
% 64.13/29.15  																													| Equations (833) can reduce 511 to:
% 64.13/29.15  																													| (266) $false
% 64.13/29.15  																													|
% 64.13/29.15  																													|-The branch is then unsatisfiable
% 64.13/29.15  																									|-Branch two:
% 64.13/29.15  																									| (509)  ~ (all_0_53_53 = e2)
% 64.13/29.15  																									| (610) all_0_53_53 = e4 | all_0_53_53 = e3 | all_0_53_53 = e1
% 64.13/29.15  																									|
% 64.13/29.15  																										+-Applying beta-rule and splitting (1152), into two cases.
% 64.13/29.15  																										|-Branch one:
% 64.13/29.15  																										| (352) all_0_52_52 = e2
% 64.13/29.15  																										|
% 64.13/29.15  																											| Combining equations (642,352) yields a new equation:
% 64.13/29.15  																											| (617) e2 = e1
% 64.13/29.15  																											|
% 64.13/29.15  																											| Equations (617) can reduce 122 to:
% 64.13/29.15  																											| (266) $false
% 64.13/29.15  																											|
% 64.13/29.15  																											|-The branch is then unsatisfiable
% 64.13/29.15  																										|-Branch two:
% 64.13/29.15  																										| (342)  ~ (all_0_52_52 = e2)
% 64.13/29.15  																										| (607) all_0_53_53 = e2
% 64.13/29.15  																										|
% 64.13/29.15  																											| Equations (607) can reduce 509 to:
% 64.13/29.15  																											| (266) $false
% 64.13/29.15  																											|
% 64.13/29.15  																											|-The branch is then unsatisfiable
% 64.13/29.15  																				|-Branch two:
% 64.13/29.15  																				| (566)  ~ (all_0_50_50 = e4)
% 64.13/29.15  																				| (1444) all_0_50_50 = e3 | all_0_50_50 = e1
% 64.13/29.15  																				|
% 64.13/29.15  																					+-Applying beta-rule and splitting (1444), into two cases.
% 64.13/29.15  																					|-Branch one:
% 64.13/29.15  																					| (601) all_0_50_50 = e1
% 64.13/29.15  																					|
% 64.13/29.15  																						| Equations (601) can reduce 759 to:
% 64.13/29.15  																						| (266) $false
% 64.13/29.15  																						|
% 64.13/29.15  																						|-The branch is then unsatisfiable
% 64.13/29.15  																					|-Branch two:
% 64.13/29.15  																					| (759)  ~ (all_0_50_50 = e1)
% 64.13/29.15  																					| (415) all_0_50_50 = e3
% 64.13/29.15  																					|
% 64.13/29.15  																						| Equations (415) can reduce 411 to:
% 64.13/29.15  																						| (266) $false
% 64.13/29.15  																						|
% 64.13/29.15  																						|-The branch is then unsatisfiable
% 64.13/29.15  											|-Branch two:
% 64.13/29.15  											| (399)  ~ (all_0_43_43 = e4)
% 64.13/29.15  											| (6374) all_0_43_43 = e1 | all_0_43_43 = e0
% 64.13/29.15  											|
% 64.13/29.15  												+-Applying beta-rule and splitting (6374), into two cases.
% 64.13/29.15  												|-Branch one:
% 64.13/29.15  												| (356) all_0_43_43 = e0
% 64.13/29.15  												|
% 64.13/29.15  													| Equations (356) can reduce 5470 to:
% 64.13/29.15  													| (266) $false
% 64.13/29.15  													|
% 64.13/29.15  													|-The branch is then unsatisfiable
% 64.13/29.15  												|-Branch two:
% 64.13/29.15  												| (5470)  ~ (all_0_43_43 = e0)
% 64.13/29.15  												| (430) all_0_43_43 = e1
% 64.13/29.15  												|
% 64.13/29.15  													| Equations (430) can reduce 240 to:
% 64.13/29.15  													| (1380)  ~ (all_0_42_42 = e1)
% 64.13/29.15  													|
% 64.13/29.15  													| Equations (430) can reduce 159 to:
% 64.13/29.15  													| (4057)  ~ (all_0_44_44 = e1)
% 64.13/29.15  													|
% 64.13/29.15  													| Simplifying 4057 yields:
% 64.13/29.15  													| (639)  ~ (all_0_44_44 = e1)
% 64.13/29.15  													|
% 64.13/29.15  													| Equations (430) can reduce 217 to:
% 64.13/29.15  													| (3533)  ~ (all_0_52_52 = e1)
% 64.13/29.15  													|
% 64.13/29.15  													| Simplifying 3533 yields:
% 64.13/29.15  													| (646)  ~ (all_0_52_52 = e1)
% 64.13/29.15  													|
% 64.13/29.15  													| From (430) and (88) follows:
% 64.13/29.15  													| (6385) op(e1, e3) = all_0_9_9
% 64.13/29.15  													|
% 64.13/29.15  													| From (430) and (98) follows:
% 64.13/29.15  													| (6386) op(e1, e1) = all_0_10_10
% 64.13/29.15  													|
% 64.13/29.15  													+-Applying beta-rule and splitting (355), into two cases.
% 64.13/29.15  													|-Branch one:
% 64.13/29.15  													| (565) all_0_52_52 = e4
% 64.13/29.15  													|
% 64.13/29.15  														| Equations (565) can reduce 101 to:
% 64.13/29.15  														| (566)  ~ (all_0_50_50 = e4)
% 64.13/29.15  														|
% 64.13/29.15  														| Equations (565) can reduce 20 to:
% 64.13/29.15  														| (475)  ~ (all_0_51_51 = e4)
% 64.13/29.15  														|
% 64.13/29.15  														| Equations (565) can reduce 46 to:
% 64.13/29.15  														| (1452)  ~ (all_0_53_53 = e4)
% 64.13/29.15  														|
% 64.13/29.15  														| Simplifying 1452 yields:
% 64.13/29.15  														| (1453)  ~ (all_0_53_53 = e4)
% 64.13/29.15  														|
% 64.13/29.15  														| Equations (565) can reduce 166 to:
% 64.13/29.15  														| (188)  ~ (e4 = e3)
% 64.13/29.15  														|
% 64.13/29.15  														| Equations (565) can reduce 342 to:
% 64.13/29.15  														| (48)  ~ (e4 = e2)
% 64.13/29.15  														|
% 64.13/29.15  														| Equations (565) can reduce 72 to:
% 64.13/29.15  														| (49)  ~ (e4 = e0)
% 64.13/29.15  														|
% 64.13/29.15  														| From (565) and (124) follows:
% 64.13/29.15  														| (570) op(e1, e1) = e4
% 64.13/29.16  														|
% 64.13/29.16  														| Instantiating formula (29) with e1, e3, all_0_9_9, all_0_50_50 and discharging atoms op(e1, e3) = all_0_9_9, op(e1, e3) = all_0_50_50, yields:
% 64.13/29.16  														| (6393) all_0_9_9 = all_0_50_50
% 64.13/29.16  														|
% 64.13/29.16  														| Instantiating formula (29) with e1, e1, e4, all_0_10_10 and discharging atoms op(e1, e1) = all_0_10_10, op(e1, e1) = e4, yields:
% 64.13/29.16  														| (6394) all_0_10_10 = e4
% 64.13/29.16  														|
% 64.13/29.16  														| From (6393) and (6385) follows:
% 64.13/29.16  														| (242) op(e1, e3) = all_0_50_50
% 64.13/29.16  														|
% 64.13/29.16  														| From (6394) and (6386) follows:
% 64.13/29.16  														| (570) op(e1, e1) = e4
% 64.13/29.16  														|
% 64.13/29.16  														+-Applying beta-rule and splitting (158), into two cases.
% 64.13/29.16  														|-Branch one:
% 64.13/29.16  														| (313) all_0_40_40 = e2
% 64.13/29.16  														|
% 64.13/29.16  															| Equations (313) can reduce 296 to:
% 64.13/29.16  															| (266) $false
% 64.13/29.16  															|
% 64.13/29.16  															|-The branch is then unsatisfiable
% 64.13/29.16  														|-Branch two:
% 64.13/29.16  														| (296)  ~ (all_0_40_40 = e2)
% 64.13/29.16  														| (377) all_0_49_49 = e2 | all_0_53_53 = e2 | all_0_58_58 = e2
% 64.13/29.16  														|
% 64.13/29.16  															+-Applying beta-rule and splitting (95), into two cases.
% 64.13/29.16  															|-Branch one:
% 64.13/29.16  															| (378) all_0_50_50 = e2
% 64.13/29.16  															|
% 64.13/29.16  																| Equations (378) can reduce 302 to:
% 64.13/29.16  																| (266) $false
% 64.13/29.16  																|
% 64.13/29.16  																|-The branch is then unsatisfiable
% 64.13/29.16  															|-Branch two:
% 64.13/29.16  															| (302)  ~ (all_0_50_50 = e2)
% 64.13/29.16  															| (381) all_0_51_51 = e2 | all_0_52_52 = e2 | all_0_53_53 = e2
% 64.13/29.16  															|
% 64.13/29.16  																+-Applying beta-rule and splitting (47), into two cases.
% 64.13/29.16  																|-Branch one:
% 64.13/29.16  																| (317) all_0_39_39 = e2
% 64.13/29.16  																|
% 64.13/29.16  																	| Equations (317) can reduce 294 to:
% 64.13/29.16  																	| (266) $false
% 64.13/29.16  																	|
% 64.13/29.16  																	|-The branch is then unsatisfiable
% 64.13/29.16  																|-Branch two:
% 64.13/29.16  																| (294)  ~ (all_0_39_39 = e2)
% 64.13/29.16  																| (385) all_0_47_47 = e2 | all_0_51_51 = e2 | all_0_56_56 = e2
% 64.13/29.16  																|
% 64.13/29.16  																	+-Applying beta-rule and splitting (222), into two cases.
% 64.13/29.16  																	|-Branch one:
% 64.13/29.16  																	| (386) all_0_55_55 = e2
% 64.13/29.16  																	|
% 64.13/29.16  																		| Equations (386) can reduce 304 to:
% 64.13/29.16  																		| (266) $false
% 64.13/29.16  																		|
% 64.13/29.16  																		|-The branch is then unsatisfiable
% 64.13/29.16  																	|-Branch two:
% 64.13/29.16  																	| (304)  ~ (all_0_55_55 = e2)
% 64.13/29.16  																	| (389) all_0_56_56 = e2 | all_0_57_57 = e2 | all_0_58_58 = e2
% 64.13/29.16  																	|
% 64.13/29.16  																		+-Applying beta-rule and splitting (241), into two cases.
% 64.13/29.16  																		|-Branch one:
% 64.13/29.16  																		| (378) all_0_50_50 = e2
% 64.13/29.16  																		|
% 64.13/29.16  																			| Equations (378) can reduce 302 to:
% 64.13/29.16  																			| (266) $false
% 64.13/29.16  																			|
% 64.13/29.16  																			|-The branch is then unsatisfiable
% 64.13/29.16  																		|-Branch two:
% 64.13/29.16  																		| (302)  ~ (all_0_50_50 = e2)
% 64.13/29.16  																		| (422) all_0_50_50 = e4 | all_0_50_50 = e3 | all_0_50_50 = e1
% 64.13/29.16  																		|
% 64.13/29.16  																			+-Applying beta-rule and splitting (243), into two cases.
% 64.13/29.16  																			|-Branch one:
% 64.13/29.16  																			| (329) all_0_38_38 = e0
% 64.13/29.16  																			|
% 64.13/29.16  																				| Combining equations (292,329) yields a new equation:
% 64.13/29.16  																				| (391) e2 = e0
% 64.13/29.16  																				|
% 64.13/29.16  																				| Simplifying 391 yields:
% 64.13/29.16  																				| (330) e2 = e0
% 64.13/29.16  																				|
% 64.13/29.16  																				| Equations (330) can reduce 128 to:
% 64.13/29.16  																				| (266) $false
% 64.13/29.16  																				|
% 64.13/29.16  																				|-The branch is then unsatisfiable
% 64.13/29.16  																			|-Branch two:
% 64.13/29.16  																			| (332)  ~ (all_0_38_38 = e0)
% 64.13/29.16  																			| (395) all_0_41_41 = e0 | all_0_46_46 = e0 | all_0_55_55 = e0
% 64.13/29.16  																			|
% 64.13/29.16  																				+-Applying beta-rule and splitting (113), into two cases.
% 64.13/29.16  																				|-Branch one:
% 64.13/29.16  																				| (403) all_0_41_41 = e3
% 64.13/29.16  																				|
% 64.13/29.16  																					| Equations (403) can reduce 191 to:
% 64.13/29.16  																					| (269)  ~ (all_0_55_55 = e3)
% 64.13/29.16  																					|
% 64.13/29.16  																					| Simplifying 269 yields:
% 64.13/29.16  																					| (270)  ~ (all_0_55_55 = e3)
% 64.13/29.16  																					|
% 64.13/29.16  																					+-Applying beta-rule and splitting (174), into two cases.
% 64.13/29.16  																					|-Branch one:
% 64.13/29.16  																					| (386) all_0_55_55 = e2
% 64.13/29.16  																					|
% 64.13/29.16  																						| Equations (386) can reduce 304 to:
% 64.13/29.16  																						| (266) $false
% 64.13/29.16  																						|
% 64.13/29.16  																						|-The branch is then unsatisfiable
% 64.13/29.16  																					|-Branch two:
% 64.13/29.16  																					| (304)  ~ (all_0_55_55 = e2)
% 64.13/29.16  																					| (2051) all_0_55_55 = e4 | all_0_55_55 = e3 | all_0_55_55 = e1 | all_0_55_55 = e0
% 64.13/29.16  																					|
% 64.13/29.16  																						+-Applying beta-rule and splitting (395), into two cases.
% 64.13/29.16  																						|-Branch one:
% 64.13/29.16  																						| (794) all_0_41_41 = e0
% 64.13/29.16  																						|
% 64.13/29.16  																							| Combining equations (403,794) yields a new equation:
% 64.13/29.16  																							| (675) e3 = e0
% 64.13/29.16  																							|
% 64.13/29.16  																							| Simplifying 675 yields:
% 64.13/29.16  																							| (676) e3 = e0
% 64.13/29.16  																							|
% 64.13/29.16  																							| Equations (676) can reduce 80 to:
% 64.13/29.16  																							| (266) $false
% 64.13/29.16  																							|
% 64.13/29.16  																							|-The branch is then unsatisfiable
% 64.13/29.16  																						|-Branch two:
% 64.13/29.16  																						| (357)  ~ (all_0_41_41 = e0)
% 64.13/29.16  																						| (895) all_0_46_46 = e0 | all_0_55_55 = e0
% 64.13/29.16  																						|
% 64.13/29.16  																							+-Applying beta-rule and splitting (2051), into two cases.
% 64.13/29.16  																							|-Branch one:
% 64.13/29.16  																							| (587) all_0_55_55 = e4
% 64.13/29.16  																							|
% 64.13/29.16  																								| Equations (587) can reduce 763 to:
% 64.13/29.16  																								| (266) $false
% 64.13/29.16  																								|
% 64.13/29.16  																								|-The branch is then unsatisfiable
% 64.13/29.16  																							|-Branch two:
% 64.13/29.16  																							| (763)  ~ (all_0_55_55 = e4)
% 64.13/29.16  																							| (2055) all_0_55_55 = e3 | all_0_55_55 = e1 | all_0_55_55 = e0
% 64.13/29.16  																							|
% 64.13/29.16  																								+-Applying beta-rule and splitting (62), into two cases.
% 64.13/29.16  																								|-Branch one:
% 64.13/29.16  																								| (321) all_0_38_38 = e4
% 64.13/29.16  																								|
% 64.13/29.16  																									| Combining equations (292,321) yields a new equation:
% 64.13/29.16  																									| (323) e4 = e2
% 64.13/29.16  																									|
% 64.13/29.16  																									| Equations (323) can reduce 48 to:
% 64.13/29.16  																									| (266) $false
% 64.13/29.16  																									|
% 64.13/29.16  																									|-The branch is then unsatisfiable
% 64.13/29.16  																								|-Branch two:
% 64.13/29.16  																								| (325)  ~ (all_0_38_38 = e4)
% 64.13/29.16  																								| (582) all_0_41_41 = e4 | all_0_46_46 = e4 | all_0_50_50 = e4 | all_0_55_55 = e4
% 64.13/29.16  																								|
% 64.13/29.16  																									+-Applying beta-rule and splitting (582), into two cases.
% 64.13/29.16  																									|-Branch one:
% 64.13/29.16  																									| (437) all_0_41_41 = e4
% 64.13/29.16  																									|
% 64.13/29.16  																										| Combining equations (403,437) yields a new equation:
% 64.13/29.16  																										| (425) e4 = e3
% 64.13/29.16  																										|
% 64.13/29.16  																										| Equations (425) can reduce 188 to:
% 64.13/29.16  																										| (266) $false
% 64.13/29.16  																										|
% 64.13/29.16  																										|-The branch is then unsatisfiable
% 64.13/29.16  																									|-Branch two:
% 64.13/29.16  																									| (440)  ~ (all_0_41_41 = e4)
% 64.13/29.16  																									| (769) all_0_46_46 = e4 | all_0_50_50 = e4 | all_0_55_55 = e4
% 64.13/29.16  																									|
% 64.13/29.16  																										+-Applying beta-rule and splitting (769), into two cases.
% 64.13/29.16  																										|-Branch one:
% 64.13/29.16  																										| (770) all_0_46_46 = e4
% 64.13/29.16  																										|
% 64.13/29.16  																											+-Applying beta-rule and splitting (895), into two cases.
% 64.13/29.16  																											|-Branch one:
% 64.13/29.16  																											| (538) all_0_46_46 = e0
% 64.13/29.16  																											|
% 64.13/29.16  																												| Combining equations (770,538) yields a new equation:
% 64.13/29.16  																												| (481) e4 = e0
% 64.13/29.16  																												|
% 64.13/29.16  																												| Simplifying 481 yields:
% 64.13/29.16  																												| (397) e4 = e0
% 64.13/29.16  																												|
% 64.13/29.16  																												| Equations (397) can reduce 49 to:
% 64.13/29.16  																												| (266) $false
% 64.13/29.16  																												|
% 64.13/29.16  																												|-The branch is then unsatisfiable
% 64.13/29.16  																											|-Branch two:
% 64.13/29.16  																											| (831)  ~ (all_0_46_46 = e0)
% 64.13/29.16  																											| (858) all_0_55_55 = e0
% 64.13/29.16  																											|
% 64.13/29.16  																												| Equations (858) can reduce 803 to:
% 64.13/29.16  																												| (266) $false
% 64.13/29.16  																												|
% 64.13/29.16  																												|-The branch is then unsatisfiable
% 64.13/29.16  																										|-Branch two:
% 64.13/29.16  																										| (250)  ~ (all_0_46_46 = e4)
% 64.13/29.16  																										| (774) all_0_50_50 = e4 | all_0_55_55 = e4
% 64.13/29.16  																										|
% 64.13/29.16  																											+-Applying beta-rule and splitting (2055), into two cases.
% 64.13/29.16  																											|-Branch one:
% 64.13/29.16  																											| (858) all_0_55_55 = e0
% 64.13/29.16  																											|
% 64.13/29.16  																												| Equations (858) can reduce 803 to:
% 64.13/29.16  																												| (266) $false
% 64.13/29.16  																												|
% 64.13/29.16  																												|-The branch is then unsatisfiable
% 64.13/29.16  																											|-Branch two:
% 64.13/29.16  																											| (803)  ~ (all_0_55_55 = e0)
% 64.13/29.16  																											| (2315) all_0_55_55 = e3 | all_0_55_55 = e1
% 64.13/29.16  																											|
% 64.13/29.16  																												+-Applying beta-rule and splitting (2315), into two cases.
% 64.13/29.16  																												|-Branch one:
% 64.13/29.16  																												| (629) all_0_55_55 = e1
% 64.13/29.16  																												|
% 64.13/29.16  																													| Equations (629) can reduce 763 to:
% 64.13/29.16  																													| (602)  ~ (e4 = e1)
% 64.13/29.16  																													|
% 64.13/29.16  																													| Simplifying 602 yields:
% 64.13/29.16  																													| (110)  ~ (e4 = e1)
% 64.13/29.16  																													|
% 64.13/29.16  																													+-Applying beta-rule and splitting (774), into two cases.
% 64.13/29.16  																													|-Branch one:
% 64.13/29.16  																													| (775) all_0_50_50 = e4
% 64.13/29.16  																													|
% 64.13/29.16  																														| Equations (775) can reduce 566 to:
% 64.13/29.16  																														| (266) $false
% 64.13/29.16  																														|
% 64.13/29.16  																														|-The branch is then unsatisfiable
% 64.13/29.16  																													|-Branch two:
% 64.13/29.16  																													| (566)  ~ (all_0_50_50 = e4)
% 64.13/29.16  																													| (587) all_0_55_55 = e4
% 64.13/29.16  																													|
% 64.13/29.16  																														| Combining equations (587,629) yields a new equation:
% 64.13/29.16  																														| (636) e4 = e1
% 64.13/29.16  																														|
% 64.13/29.16  																														| Simplifying 636 yields:
% 64.13/29.16  																														| (630) e4 = e1
% 64.13/29.16  																														|
% 64.13/29.16  																														| Equations (630) can reduce 110 to:
% 64.13/29.16  																														| (266) $false
% 64.13/29.16  																														|
% 64.13/29.16  																														|-The branch is then unsatisfiable
% 64.13/29.16  																												|-Branch two:
% 64.13/29.16  																												| (632)  ~ (all_0_55_55 = e1)
% 64.13/29.16  																												| (2336) all_0_55_55 = e3
% 64.13/29.16  																												|
% 64.13/29.16  																													| Equations (2336) can reduce 270 to:
% 64.13/29.16  																													| (266) $false
% 64.13/29.16  																													|
% 64.13/29.16  																													|-The branch is then unsatisfiable
% 64.13/29.16  																				|-Branch two:
% 64.21/29.16  																				| (1898)  ~ (all_0_41_41 = e3)
% 64.21/29.16  																				| (1899) all_0_42_42 = e3 | all_0_44_44 = e3
% 64.21/29.16  																				|
% 64.21/29.16  																					+-Applying beta-rule and splitting (144), into two cases.
% 64.21/29.16  																					|-Branch one:
% 64.21/29.16  																					| (403) all_0_41_41 = e3
% 64.21/29.16  																					|
% 64.21/29.16  																						| Equations (403) can reduce 1898 to:
% 64.21/29.16  																						| (266) $false
% 64.21/29.16  																						|
% 64.21/29.16  																						|-The branch is then unsatisfiable
% 64.21/29.16  																					|-Branch two:
% 64.21/29.16  																					| (1898)  ~ (all_0_41_41 = e3)
% 64.21/29.16  																					| (1923) all_0_46_46 = e3 | all_0_50_50 = e3 | all_0_55_55 = e3
% 64.21/29.16  																					|
% 64.21/29.16  																						+-Applying beta-rule and splitting (168), into two cases.
% 64.21/29.16  																						|-Branch one:
% 64.21/29.16  																						| (415) all_0_50_50 = e3
% 64.21/29.16  																						|
% 64.21/29.16  																							| Equations (415) can reduce 35 to:
% 64.21/29.16  																							| (409)  ~ (all_0_46_46 = e3)
% 64.21/29.16  																							|
% 64.21/29.16  																							| Equations (415) can reduce 59 to:
% 64.21/29.16  																							| (1925)  ~ (all_0_51_51 = e3)
% 64.21/29.16  																							|
% 64.21/29.16  																							| Simplifying 1925 yields:
% 64.21/29.16  																							| (664)  ~ (all_0_51_51 = e3)
% 64.21/29.16  																							|
% 64.21/29.16  																							| Equations (415) can reduce 190 to:
% 64.21/29.16  																							| (1114)  ~ (all_0_53_53 = e3)
% 64.21/29.16  																							|
% 64.21/29.16  																							| Simplifying 1114 yields:
% 64.21/29.16  																							| (903)  ~ (all_0_53_53 = e3)
% 64.21/29.16  																							|
% 64.21/29.16  																							| Equations (415) can reduce 93 to:
% 64.21/29.16  																							| (269)  ~ (all_0_55_55 = e3)
% 64.21/29.16  																							|
% 64.21/29.16  																							| Simplifying 269 yields:
% 64.21/29.16  																							| (270)  ~ (all_0_55_55 = e3)
% 64.21/29.16  																							|
% 64.21/29.16  																							| Equations (415) can reduce 566 to:
% 64.21/29.16  																							| (277)  ~ (e4 = e3)
% 64.21/29.16  																							|
% 64.21/29.16  																							| Simplifying 277 yields:
% 64.21/29.16  																							| (188)  ~ (e4 = e3)
% 64.21/29.16  																							|
% 64.21/29.16  																							| Equations (415) can reduce 302 to:
% 64.21/29.16  																							| (212)  ~ (e3 = e2)
% 64.21/29.16  																							|
% 64.21/29.16  																							| From (415) and (8) follows:
% 64.21/29.16  																							| (5694) op(e3, e3) = all_0_23_23
% 64.21/29.16  																							|
% 64.21/29.16  																							| From (415) and (242) follows:
% 64.21/29.16  																							| (1934) op(e1, e3) = e3
% 64.21/29.16  																							|
% 64.21/29.16  																							+-Applying beta-rule and splitting (174), into two cases.
% 64.21/29.16  																							|-Branch one:
% 64.21/29.16  																							| (386) all_0_55_55 = e2
% 64.21/29.16  																							|
% 64.21/29.16  																								| Equations (386) can reduce 304 to:
% 64.21/29.16  																								| (266) $false
% 64.21/29.16  																								|
% 64.21/29.16  																								|-The branch is then unsatisfiable
% 64.21/29.16  																							|-Branch two:
% 64.21/29.16  																							| (304)  ~ (all_0_55_55 = e2)
% 64.21/29.16  																							| (2051) all_0_55_55 = e4 | all_0_55_55 = e3 | all_0_55_55 = e1 | all_0_55_55 = e0
% 64.21/29.16  																							|
% 64.21/29.16  																								+-Applying beta-rule and splitting (2051), into two cases.
% 64.21/29.16  																								|-Branch one:
% 64.21/29.16  																								| (587) all_0_55_55 = e4
% 64.21/29.16  																								|
% 64.21/29.16  																									| Equations (587) can reduce 763 to:
% 64.21/29.16  																									| (266) $false
% 64.21/29.16  																									|
% 64.21/29.16  																									|-The branch is then unsatisfiable
% 64.21/29.16  																								|-Branch two:
% 64.21/29.16  																								| (763)  ~ (all_0_55_55 = e4)
% 64.21/29.16  																								| (2055) all_0_55_55 = e3 | all_0_55_55 = e1 | all_0_55_55 = e0
% 64.21/29.16  																								|
% 64.21/29.16  																									+-Applying beta-rule and splitting (2055), into two cases.
% 64.21/29.16  																									|-Branch one:
% 64.21/29.16  																									| (858) all_0_55_55 = e0
% 64.21/29.16  																									|
% 64.21/29.16  																										| Equations (858) can reduce 803 to:
% 64.21/29.16  																										| (266) $false
% 64.21/29.16  																										|
% 64.21/29.16  																										|-The branch is then unsatisfiable
% 64.21/29.16  																									|-Branch two:
% 64.21/29.16  																									| (803)  ~ (all_0_55_55 = e0)
% 64.21/29.16  																									| (2315) all_0_55_55 = e3 | all_0_55_55 = e1
% 64.21/29.16  																									|
% 64.21/29.16  																										+-Applying beta-rule and splitting (2315), into two cases.
% 64.21/29.16  																										|-Branch one:
% 64.21/29.16  																										| (629) all_0_55_55 = e1
% 64.21/29.16  																										|
% 64.21/29.16  																											| Equations (629) can reduce 191 to:
% 64.21/29.16  																											| (457)  ~ (all_0_41_41 = e1)
% 64.21/29.16  																											|
% 64.21/29.16  																											| Equations (629) can reduce 58 to:
% 64.21/29.16  																											| (549)  ~ (all_0_46_46 = e1)
% 64.21/29.16  																											|
% 64.21/29.16  																											| Equations (629) can reduce 153 to:
% 64.21/29.16  																											| (465)  ~ (all_0_56_56 = e1)
% 64.21/29.16  																											|
% 64.21/29.16  																											| Simplifying 465 yields:
% 64.21/29.16  																											| (466)  ~ (all_0_56_56 = e1)
% 64.21/29.16  																											|
% 64.21/29.16  																											| Equations (629) can reduce 3 to:
% 64.21/29.16  																											| (879)  ~ (all_0_58_58 = e1)
% 64.21/29.16  																											|
% 64.21/29.16  																											| Simplifying 879 yields:
% 64.21/29.16  																											| (880)  ~ (all_0_58_58 = e1)
% 64.21/29.16  																											|
% 64.21/29.16  																											| Equations (629) can reduce 763 to:
% 64.21/29.16  																											| (602)  ~ (e4 = e1)
% 64.21/29.16  																											|
% 64.21/29.16  																											| Simplifying 602 yields:
% 64.21/29.16  																											| (110)  ~ (e4 = e1)
% 64.21/29.16  																											|
% 64.21/29.16  																											| From (629) and (187) follows:
% 64.21/29.16  																											| (15046) op(e1, e3) = all_0_32_32
% 64.21/29.16  																											|
% 64.21/29.16  																											| From (629) and (68) follows:
% 64.21/29.17  																											| (83761) op(e1, e0) = all_0_31_31
% 64.21/29.17  																											|
% 64.21/29.17  																											| From (629) and (74) follows:
% 64.21/29.17  																											| (6587) op(e0, e3) = e1
% 64.21/29.17  																											|
% 64.21/29.17  																											| Instantiating formula (29) with e3, e3, all_0_23_23, all_0_41_41 and discharging atoms op(e3, e3) = all_0_23_23, op(e3, e3) = all_0_41_41, yields:
% 64.21/29.17  																											| (6435) all_0_23_23 = all_0_41_41
% 64.21/29.17  																											|
% 64.21/29.17  																											| Instantiating formula (29) with e1, e3, e3, all_0_32_32 and discharging atoms op(e1, e3) = all_0_32_32, op(e1, e3) = e3, yields:
% 64.21/29.17  																											| (17648) all_0_32_32 = e3
% 64.21/29.17  																											|
% 64.21/29.17  																											| Instantiating formula (29) with e1, e0, all_0_31_31, all_0_53_53 and discharging atoms op(e1, e0) = all_0_31_31, op(e1, e0) = all_0_53_53, yields:
% 64.21/29.17  																											| (83765) all_0_31_31 = all_0_53_53
% 64.21/29.17  																											|
% 64.21/29.17  																											| From (6435) and (5694) follows:
% 64.21/29.17  																											| (219) op(e3, e3) = all_0_41_41
% 64.21/29.17  																											|
% 64.21/29.17  																											| From (17648) and (15046) follows:
% 64.21/29.17  																											| (1934) op(e1, e3) = e3
% 64.21/29.17  																											|
% 64.21/29.17  																											| From (83765) and (83761) follows:
% 64.23/29.18  																											| (84) op(e1, e0) = all_0_53_53
% 64.23/29.18  																											|
% 64.23/29.18  																											+-Applying beta-rule and splitting (196), into two cases.
% 64.23/29.18  																											|-Branch one:
% 64.23/29.18  																											| (607) all_0_53_53 = e2
% 64.23/29.18  																											|
% 64.23/29.18  																												| Equations (607) can reduce 162 to:
% 64.23/29.18  																												| (296)  ~ (all_0_40_40 = e2)
% 64.23/29.18  																												|
% 64.23/29.18  																												| Equations (607) can reduce 220 to:
% 64.23/29.18  																												| (147)  ~ (all_0_44_44 = e2)
% 64.23/29.18  																												|
% 64.23/29.18  																												| Equations (607) can reduce 6 to:
% 64.23/29.18  																												| (1099)  ~ (all_0_51_51 = e2)
% 64.23/29.18  																												|
% 64.23/29.18  																												| Equations (607) can reduce 10 to:
% 64.23/29.18  																												| (1186)  ~ (all_0_58_58 = e2)
% 64.23/29.18  																												|
% 64.23/29.18  																												| Simplifying 1186 yields:
% 64.23/29.18  																												| (908)  ~ (all_0_58_58 = e2)
% 64.23/29.18  																												|
% 64.23/29.18  																												| Equations (607) can reduce 903 to:
% 64.23/29.18  																												| (626)  ~ (e3 = e2)
% 64.23/29.18  																												|
% 64.23/29.18  																												| Simplifying 626 yields:
% 64.23/29.18  																												| (212)  ~ (e3 = e2)
% 64.23/29.18  																												|
% 64.23/29.18  																												| Equations (607) can reduce 247 to:
% 64.23/29.18  																												| (128)  ~ (e2 = e0)
% 64.23/29.18  																												|
% 64.23/29.18  																												| From (607) and (84) follows:
% 64.23/29.18  																												| (2566) op(e1, e0) = e2
% 64.23/29.18  																												|
% 64.23/29.18  																												+-Applying beta-rule and splitting (7), into two cases.
% 64.23/29.18  																												|-Branch one:
% 64.23/29.18  																												| (504) all_0_51_51 = e2
% 64.23/29.18  																												|
% 64.23/29.18  																													| Equations (504) can reduce 1099 to:
% 64.23/29.18  																													| (266) $false
% 64.23/29.18  																													|
% 64.23/29.18  																													|-The branch is then unsatisfiable
% 64.23/29.18  																												|-Branch two:
% 64.23/29.18  																												| (1099)  ~ (all_0_51_51 = e2)
% 64.23/29.18  																												| (1100) all_0_51_51 = e4 | all_0_51_51 = e3 | all_0_51_51 = e1
% 64.23/29.18  																												|
% 64.23/29.18  																													+-Applying beta-rule and splitting (112), into two cases.
% 64.23/29.18  																													|-Branch one:
% 64.23/29.18  																													| (635) all_0_44_44 = e1
% 64.23/29.18  																													|
% 64.23/29.18  																														| Equations (635) can reduce 639 to:
% 64.23/29.18  																														| (266) $false
% 64.23/29.18  																														|
% 64.23/29.18  																														|-The branch is then unsatisfiable
% 64.23/29.18  																													|-Branch two:
% 64.23/29.18  																													| (639)  ~ (all_0_44_44 = e1)
% 64.23/29.18  																													| (640) all_0_49_49 = e1 | all_0_53_53 = e1 | all_0_58_58 = e1
% 64.23/29.18  																													|
% 64.23/29.18  																														+-Applying beta-rule and splitting (640), into two cases.
% 64.23/29.18  																														|-Branch one:
% 64.23/29.18  																														| (671) all_0_49_49 = e1
% 64.23/29.18  																														|
% 64.23/29.18  																															| Equations (671) can reduce 200 to:
% 64.23/29.18  																															| (132)  ~ (all_0_40_40 = e1)
% 64.23/29.18  																															|
% 64.23/29.18  																															| Equations (671) can reduce 9 to:
% 64.23/29.18  																															| (639)  ~ (all_0_44_44 = e1)
% 64.23/29.18  																															|
% 64.23/29.18  																															| Equations (671) can reduce 86 to:
% 64.23/29.18  																															| (462)  ~ (all_0_47_47 = e1)
% 64.23/29.18  																															|
% 64.23/29.18  																															+-Applying beta-rule and splitting (389), into two cases.
% 64.23/29.18  																															|-Branch one:
% 64.23/29.18  																															| (833) all_0_56_56 = e2
% 64.23/29.18  																															|
% 64.23/29.18  																																| Equations (833) can reduce 236 to:
% 64.23/29.18  																																| (51)  ~ (all_0_42_42 = e2)
% 64.23/29.18  																																|
% 64.23/29.18  																																| Equations (833) can reduce 91 to:
% 64.23/29.18  																																| (338)  ~ (all_0_47_47 = e2)
% 64.23/29.18  																																|
% 64.23/29.18  																																| Equations (833) can reduce 477 to:
% 64.23/29.18  																																| (327)  ~ (e4 = e2)
% 64.23/29.18  																																|
% 64.23/29.18  																																| Simplifying 327 yields:
% 64.23/29.18  																																| (48)  ~ (e4 = e2)
% 64.23/29.18  																																|
% 64.23/29.18  																																| Equations (833) can reduce 466 to:
% 64.23/29.18  																																| (122)  ~ (e2 = e1)
% 64.23/29.18  																																|
% 64.23/29.18  																																| From (833) and (111) follows:
% 64.23/29.18  																																| (1508) op(e0, e2) = e2
% 64.23/29.18  																																|
% 64.23/29.18  																																+-Applying beta-rule and splitting (131), into two cases.
% 64.23/29.18  																																|-Branch one:
% 64.23/29.18  																																| (459) all_0_42_42 = e1
% 64.23/29.18  																																|
% 64.23/29.18  																																	| Equations (459) can reduce 1380 to:
% 64.23/29.18  																																	| (266) $false
% 64.23/29.18  																																	|
% 64.23/29.18  																																	|-The branch is then unsatisfiable
% 64.23/29.18  																																|-Branch two:
% 64.23/29.18  																																| (1380)  ~ (all_0_42_42 = e1)
% 64.23/29.18  																																| (3259) all_0_47_47 = e1 | all_0_51_51 = e1 | all_0_56_56 = e1
% 64.23/29.18  																																|
% 64.23/29.18  																																	+-Applying beta-rule and splitting (1100), into two cases.
% 64.23/29.18  																																	|-Branch one:
% 64.23/29.18  																																	| (1101) all_0_51_51 = e4
% 64.23/29.18  																																	|
% 64.23/29.18  																																		| Equations (1101) can reduce 475 to:
% 64.23/29.18  																																		| (266) $false
% 64.23/29.18  																																		|
% 64.23/29.18  																																		|-The branch is then unsatisfiable
% 64.23/29.18  																																	|-Branch two:
% 64.23/29.18  																																	| (475)  ~ (all_0_51_51 = e4)
% 64.23/29.18  																																	| (1104) all_0_51_51 = e3 | all_0_51_51 = e1
% 64.23/29.18  																																	|
% 64.23/29.18  																																		+-Applying beta-rule and splitting (22), into two cases.
% 64.23/29.18  																																		|-Branch one:
% 64.23/29.18  																																		| (268) all_0_54_54 = e3
% 64.23/29.18  																																		|
% 64.23/29.18  																																			| Combining equations (265,268) yields a new equation:
% 64.23/29.18  																																			| (424) e4 = e3
% 64.23/29.18  																																			|
% 64.23/29.18  																																			| Simplifying 424 yields:
% 64.23/29.18  																																			| (425) e4 = e3
% 64.23/29.18  																																			|
% 64.23/29.18  																																			| Equations (425) can reduce 188 to:
% 64.23/29.18  																																			| (266) $false
% 64.23/29.18  																																			|
% 64.23/29.18  																																			|-The branch is then unsatisfiable
% 64.23/29.18  																																		|-Branch two:
% 64.23/29.18  																																		| (60427)  ~ (all_0_54_54 = e3)
% 64.23/29.18  																																		| (62553) all_0_55_55 = e3 | all_0_56_56 = e3 | all_0_58_58 = e3
% 64.23/29.18  																																		|
% 64.23/29.18  																																			+-Applying beta-rule and splitting (180), into two cases.
% 64.23/29.18  																																			|-Branch one:
% 64.23/29.18  																																			| (516) all_0_42_42 = e3
% 64.23/29.18  																																			|
% 64.23/29.18  																																				| Equations (516) can reduce 214 to:
% 64.23/29.18  																																				| (1898)  ~ (all_0_41_41 = e3)
% 64.23/29.18  																																				|
% 64.23/29.18  																																				| Equations (516) can reduce 51 to:
% 64.23/29.18  																																				| (212)  ~ (e3 = e2)
% 64.23/29.18  																																				|
% 64.23/29.18  																																				| Equations (516) can reduce 1380 to:
% 64.23/29.18  																																				| (213)  ~ (e3 = e1)
% 64.23/29.18  																																				|
% 64.23/29.18  																																				+-Applying beta-rule and splitting (62553), into two cases.
% 64.23/29.18  																																				|-Branch one:
% 64.23/29.18  																																				| (2336) all_0_55_55 = e3
% 64.23/29.18  																																				|
% 64.23/29.18  																																					| Combining equations (629,2336) yields a new equation:
% 64.23/29.18  																																					| (455) e3 = e1
% 64.23/29.18  																																					|
% 64.23/29.18  																																					| Equations (455) can reduce 213 to:
% 64.23/29.18  																																					| (266) $false
% 64.23/29.18  																																					|
% 64.23/29.18  																																					|-The branch is then unsatisfiable
% 64.23/29.18  																																				|-Branch two:
% 64.23/29.18  																																				| (270)  ~ (all_0_55_55 = e3)
% 64.23/29.18  																																				| (62557) all_0_56_56 = e3 | all_0_58_58 = e3
% 64.23/29.18  																																				|
% 64.23/29.18  																																					+-Applying beta-rule and splitting (62557), into two cases.
% 64.23/29.18  																																					|-Branch one:
% 64.23/29.18  																																					| (1097) all_0_56_56 = e3
% 64.23/29.18  																																					|
% 64.23/29.18  																																						| Combining equations (833,1097) yields a new equation:
% 64.23/29.18  																																						| (662) e3 = e2
% 64.23/29.18  																																						|
% 64.23/29.18  																																						| Equations (662) can reduce 212 to:
% 64.23/29.18  																																						| (266) $false
% 64.23/29.18  																																						|
% 64.23/29.18  																																						|-The branch is then unsatisfiable
% 64.23/29.18  																																					|-Branch two:
% 64.23/29.18  																																					| (272)  ~ (all_0_56_56 = e3)
% 64.23/29.18  																																					| (795) all_0_58_58 = e3
% 64.23/29.18  																																					|
% 64.23/29.18  																																						| Equations (795) can reduce 178 to:
% 64.23/29.18  																																						| (2)  ~ (all_0_40_40 = e3)
% 64.23/29.18  																																						|
% 64.23/29.18  																																						| Equations (795) can reduce 451 to:
% 64.23/29.18  																																						| (277)  ~ (e4 = e3)
% 64.23/29.18  																																						|
% 64.23/29.18  																																						| Simplifying 277 yields:
% 64.23/29.18  																																						| (188)  ~ (e4 = e3)
% 64.23/29.18  																																						|
% 64.23/29.18  																																						| Equations (795) can reduce 491 to:
% 64.23/29.18  																																						| (80)  ~ (e3 = e0)
% 64.23/29.18  																																						|
% 64.23/29.18  																																						| From (795) and (245) follows:
% 64.23/29.19  																																						| (60701) op(e0, e0) = e3
% 64.23/29.19  																																						|
% 64.23/29.19  																																						+-Applying beta-rule and splitting (3259), into two cases.
% 64.23/29.19  																																						|-Branch one:
% 64.23/29.19  																																						| (654) all_0_47_47 = e1
% 64.23/29.19  																																						|
% 64.23/29.19  																																							| Equations (654) can reduce 462 to:
% 64.23/29.19  																																							| (266) $false
% 64.23/29.19  																																							|
% 64.23/29.19  																																							|-The branch is then unsatisfiable
% 64.23/29.19  																																						|-Branch two:
% 64.23/29.19  																																						| (462)  ~ (all_0_47_47 = e1)
% 64.23/29.19  																																						| (3264) all_0_51_51 = e1 | all_0_56_56 = e1
% 64.23/29.19  																																						|
% 64.23/29.19  																																							+-Applying beta-rule and splitting (3264), into two cases.
% 64.23/29.19  																																							|-Branch one:
% 64.23/29.19  																																							| (1109) all_0_51_51 = e1
% 64.23/29.19  																																							|
% 64.23/29.19  																																								| Equations (1109) can reduce 139 to:
% 64.23/29.19  																																								| (151)  ~ (all_0_39_39 = e1)
% 64.23/29.19  																																								|
% 64.23/29.19  																																								| Equations (1109) can reduce 224 to:
% 64.23/29.19  																																								| (462)  ~ (all_0_47_47 = e1)
% 64.23/29.19  																																								|
% 64.23/29.19  																																								| Equations (1109) can reduce 475 to:
% 64.23/29.19  																																								| (602)  ~ (e4 = e1)
% 64.23/29.19  																																								|
% 64.23/29.19  																																								| Simplifying 602 yields:
% 64.23/29.19  																																								| (110)  ~ (e4 = e1)
% 64.23/29.19  																																								|
% 64.23/29.19  																																								| Equations (1109) can reduce 115 to:
% 64.23/29.19  																																								| (233)  ~ (e1 = e0)
% 64.23/29.19  																																								|
% 64.23/29.19  																																								| From (1109) and (186) follows:
% 64.23/29.19  																																								| (699) op(e1, e2) = e1
% 64.23/29.19  																																								|
% 64.23/29.19  																																								+-Applying beta-rule and splitting (64), into two cases.
% 64.23/29.19  																																								|-Branch one:
% 64.23/29.19  																																								| (437) all_0_41_41 = e4
% 64.23/29.19  																																								|
% 64.23/29.19  																																									| Equations (437) can reduce 43 to:
% 64.23/29.19  																																									| (249)  ~ (all_0_46_46 = e4)
% 64.23/29.19  																																									|
% 64.23/29.19  																																									| Simplifying 249 yields:
% 64.23/29.19  																																									| (250)  ~ (all_0_46_46 = e4)
% 64.23/29.19  																																									|
% 64.23/29.19  																																									| From (437) and (219) follows:
% 64.23/29.19  																																									| (1913) op(e3, e3) = e4
% 64.23/29.19  																																									|
% 64.23/29.19  																																									+-Applying beta-rule and splitting (165), into two cases.
% 64.23/29.19  																																									|-Branch one:
% 64.23/29.19  																																									| (794) all_0_41_41 = e0
% 64.23/29.19  																																									|
% 64.23/29.19  																																										| Combining equations (794,437) yields a new equation:
% 64.23/29.19  																																										| (397) e4 = e0
% 64.23/29.19  																																										|
% 64.23/29.19  																																										| Equations (397) can reduce 49 to:
% 64.23/29.19  																																										| (266) $false
% 64.23/29.19  																																										|
% 64.23/29.19  																																										|-The branch is then unsatisfiable
% 64.23/29.19  																																									|-Branch two:
% 64.23/29.19  																																									| (357)  ~ (all_0_41_41 = e0)
% 64.23/29.19  																																									| (6761) all_0_42_42 = e0 | all_0_43_43 = e0 | all_0_44_44 = e0
% 64.23/29.19  																																									|
% 64.23/29.19  																																										+-Applying beta-rule and splitting (6761), into two cases.
% 64.23/29.19  																																										|-Branch one:
% 64.23/29.19  																																										| (559) all_0_42_42 = e0
% 64.23/29.19  																																										|
% 64.23/29.19  																																											| Combining equations (559,516) yields a new equation:
% 64.23/29.19  																																											| (676) e3 = e0
% 64.23/29.19  																																											|
% 64.23/29.19  																																											| Equations (676) can reduce 80 to:
% 64.23/29.19  																																											| (266) $false
% 64.23/29.19  																																											|
% 64.23/29.19  																																											|-The branch is then unsatisfiable
% 64.23/29.19  																																										|-Branch two:
% 64.23/29.19  																																										| (358)  ~ (all_0_42_42 = e0)
% 64.23/29.19  																																										| (6766) all_0_43_43 = e0 | all_0_44_44 = e0
% 64.23/29.19  																																										|
% 64.23/29.19  																																											+-Applying beta-rule and splitting (6766), into two cases.
% 64.23/29.19  																																											|-Branch one:
% 64.23/29.19  																																											| (356) all_0_43_43 = e0
% 64.23/29.19  																																											|
% 64.23/29.19  																																												| Combining equations (356,430) yields a new equation:
% 64.23/29.19  																																												| (431) e1 = e0
% 64.23/29.19  																																												|
% 64.23/29.19  																																												| Equations (431) can reduce 233 to:
% 64.23/29.19  																																												| (266) $false
% 64.23/29.19  																																												|
% 64.23/29.19  																																												|-The branch is then unsatisfiable
% 64.23/29.19  																																											|-Branch two:
% 64.23/29.19  																																											| (5470)  ~ (all_0_43_43 = e0)
% 64.23/29.19  																																											| (1414) all_0_44_44 = e0
% 64.23/29.19  																																											|
% 64.23/29.19  																																												| Equations (1414) can reduce 143 to:
% 64.23/29.19  																																												| (1401)  ~ (all_0_40_40 = e0)
% 64.23/29.19  																																												|
% 64.23/29.19  																																												| Equations (1414) can reduce 639 to:
% 64.23/29.19  																																												| (435)  ~ (e1 = e0)
% 64.23/29.19  																																												|
% 64.23/29.19  																																												| Simplifying 435 yields:
% 64.23/29.19  																																												| (233)  ~ (e1 = e0)
% 64.23/29.19  																																												|
% 64.23/29.19  																																												+-Applying beta-rule and splitting (150), into two cases.
% 64.23/29.19  																																												|-Branch one:
% 64.23/29.19  																																												| (1378) all_0_40_40 = e4
% 64.23/29.19  																																												|
% 64.23/29.19  																																													| Equations (1378) can reduce 176 to:
% 64.23/29.19  																																													| (1377)  ~ (all_0_39_39 = e4)
% 64.23/29.19  																																													|
% 64.23/29.19  																																													| Equations (1378) can reduce 2 to:
% 64.23/29.19  																																													| (188)  ~ (e4 = e3)
% 64.23/29.19  																																													|
% 64.23/29.19  																																													| Equations (1378) can reduce 296 to:
% 64.23/29.19  																																													| (48)  ~ (e4 = e2)
% 64.23/29.19  																																													|
% 64.23/29.19  																																													| Equations (1378) can reduce 132 to:
% 64.23/29.19  																																													| (110)  ~ (e4 = e1)
% 64.23/29.19  																																													|
% 64.23/29.19  																																													| Equations (1378) can reduce 1401 to:
% 64.23/29.19  																																													| (49)  ~ (e4 = e0)
% 64.23/29.19  																																													|
% 64.23/29.19  																																													+-Applying beta-rule and splitting (164), into two cases.
% 64.23/29.19  																																													|-Branch one:
% 64.23/29.19  																																													| (471) all_0_39_39 = e4
% 64.23/29.19  																																													|
% 64.23/29.19  																																														| Equations (471) can reduce 1377 to:
% 64.23/29.19  																																														| (266) $false
% 64.23/29.19  																																														|
% 64.23/29.19  																																														|-The branch is then unsatisfiable
% 64.23/29.19  																																													|-Branch two:
% 64.23/29.19  																																													| (1377)  ~ (all_0_39_39 = e4)
% 64.23/29.19  																																													| (2115) all_0_42_42 = e4 | all_0_47_47 = e4 | all_0_51_51 = e4 | all_0_56_56 = e4
% 64.23/29.19  																																													|
% 64.23/29.19  																																														+-Applying beta-rule and splitting (395), into two cases.
% 64.23/29.19  																																														|-Branch one:
% 64.23/29.19  																																														| (794) all_0_41_41 = e0
% 64.23/29.19  																																														|
% 64.23/29.19  																																															| Combining equations (437,794) yields a new equation:
% 64.23/29.19  																																															| (481) e4 = e0
% 64.23/29.19  																																															|
% 64.23/29.19  																																															| Simplifying 481 yields:
% 64.23/29.19  																																															| (397) e4 = e0
% 64.23/29.19  																																															|
% 64.23/29.19  																																															| Equations (397) can reduce 49 to:
% 64.23/29.19  																																															| (266) $false
% 64.23/29.19  																																															|
% 64.23/29.19  																																															|-The branch is then unsatisfiable
% 64.23/29.19  																																														|-Branch two:
% 64.23/29.19  																																														| (357)  ~ (all_0_41_41 = e0)
% 64.23/29.19  																																														| (895) all_0_46_46 = e0 | all_0_55_55 = e0
% 64.23/29.19  																																														|
% 64.23/29.19  																																															+-Applying beta-rule and splitting (206), into two cases.
% 64.23/29.19  																																															|-Branch one:
% 64.23/29.19  																																															| (248) all_0_45_45 = e4
% 64.23/29.19  																																															|
% 64.23/29.19  																																																| Combining equations (423,248) yields a new equation:
% 64.23/29.19  																																																| (425) e4 = e3
% 64.23/29.19  																																																|
% 64.23/29.19  																																																| Equations (425) can reduce 188 to:
% 64.23/29.19  																																																| (266) $false
% 64.23/29.19  																																																|
% 64.23/29.19  																																																|-The branch is then unsatisfiable
% 64.23/29.19  																																															|-Branch two:
% 64.23/29.19  																																															| (60416)  ~ (all_0_45_45 = e4)
% 64.23/29.19  																																															| (61457) all_0_46_46 = e4 | all_0_47_47 = e4 | all_0_48_48 = e4 | all_0_49_49 = e4
% 64.23/29.19  																																															|
% 64.23/29.19  																																																| Equations (423) can reduce 60416 to:
% 64.23/29.19  																																																| (277)  ~ (e4 = e3)
% 64.23/29.19  																																																|
% 64.23/29.19  																																																| Simplifying 277 yields:
% 64.23/29.19  																																																| (188)  ~ (e4 = e3)
% 64.23/29.19  																																																|
% 64.23/29.19  																																																+-Applying beta-rule and splitting (895), into two cases.
% 64.23/29.19  																																																|-Branch one:
% 64.23/29.19  																																																| (538) all_0_46_46 = e0
% 64.23/29.19  																																																|
% 64.23/29.19  																																																	| Equations (538) can reduce 250 to:
% 64.23/29.19  																																																	| (401)  ~ (e4 = e0)
% 64.23/29.19  																																																	|
% 64.23/29.19  																																																	| Simplifying 401 yields:
% 64.23/29.19  																																																	| (49)  ~ (e4 = e0)
% 64.23/29.19  																																																	|
% 64.23/29.19  																																																	| From (538) and (120) follows:
% 64.23/29.19  																																																	| (544) op(e2, e3) = e0
% 64.23/29.19  																																																	|
% 64.23/29.19  																																																	+-Applying beta-rule and splitting (104), into two cases.
% 64.23/29.19  																																																	|-Branch one:
% 64.23/29.19  																																																	| (480) all_0_39_39 = e0
% 64.23/29.19  																																																	|
% 64.23/29.19  																																																		| Equations (480) can reduce 151 to:
% 64.23/29.19  																																																		| (435)  ~ (e1 = e0)
% 64.23/29.19  																																																		|
% 64.23/29.19  																																																		| Simplifying 435 yields:
% 64.23/29.19  																																																		| (233)  ~ (e1 = e0)
% 64.23/29.19  																																																		|
% 64.23/29.19  																																																		| From (480) and (14) follows:
% 64.23/29.19  																																																		| (4090) op(e4, e2) = e0
% 64.23/29.19  																																																		|
% 64.23/29.19  																																																		+-Applying beta-rule and splitting (2115), into two cases.
% 64.23/29.19  																																																		|-Branch one:
% 64.23/29.19  																																																		| (1392) all_0_42_42 = e4
% 64.23/29.19  																																																		|
% 64.23/29.19  																																																			| Combining equations (516,1392) yields a new equation:
% 64.23/29.19  																																																			| (425) e4 = e3
% 64.23/29.19  																																																			|
% 64.23/29.19  																																																			| Equations (425) can reduce 188 to:
% 64.23/29.19  																																																			| (266) $false
% 64.23/29.19  																																																			|
% 64.23/29.19  																																																			|-The branch is then unsatisfiable
% 64.23/29.19  																																																		|-Branch two:
% 64.23/29.19  																																																		| (1890)  ~ (all_0_42_42 = e4)
% 64.23/29.19  																																																		| (2246) all_0_47_47 = e4 | all_0_51_51 = e4 | all_0_56_56 = e4
% 64.23/29.19  																																																		|
% 64.23/29.19  																																																			+-Applying beta-rule and splitting (2246), into two cases.
% 64.23/29.19  																																																			|-Branch one:
% 64.23/29.19  																																																			| (1790) all_0_47_47 = e4
% 64.23/29.19  																																																			|
% 64.23/29.19  																																																				| From (1790) and (23) follows:
% 64.23/29.20  																																																				| (61903) op(e2, e2) = e4
% 64.23/29.20  																																																				|
% 64.23/29.20  																																																				+-Applying beta-rule and splitting (56), into two cases.
% 64.23/29.20  																																																				|-Branch one:
% 64.23/29.20  																																																				| (696) unit = e2
% 64.23/29.20  																																																				|
% 64.23/29.20  																																																					| From (696) and (244) follows:
% 64.23/29.20  																																																					| (264) op(e2, e4) = e4
% 64.23/29.20  																																																					|
% 64.23/29.20  																																																					| From (696) and (211) follows:
% 64.23/29.20  																																																					| (1612) op(e2, e1) = e1
% 64.23/29.20  																																																					|
% 64.23/29.20  																																																					| From (696) and (227) follows:
% 64.23/29.20  																																																					| (4284) op(e4, e2) = e4
% 64.23/29.20  																																																					|
% 64.23/29.20  																																																					| From (696) and (32) follows:
% 64.23/29.20  																																																					| (698) op(e2, e2) = e2
% 64.23/29.20  																																																					|
% 64.23/29.20  																																																					| Instantiating formula (29) with e4, e2, e4, e0 and discharging atoms op(e4, e2) = e4, op(e4, e2) = e0, yields:
% 64.23/29.20  																																																					| (397) e4 = e0
% 64.23/29.20  																																																					|
% 64.23/29.20  																																																					| Instantiating formula (29) with e2, e4, e4, e3 and discharging atoms op(e2, e4) = e4, op(e2, e4) = e3, yields:
% 64.23/29.20  																																																					| (425) e4 = e3
% 64.23/29.20  																																																					|
% 64.23/29.20  																																																					| Instantiating formula (29) with e2, e2, e2, e4 and discharging atoms op(e2, e2) = e4, op(e2, e2) = e2, yields:
% 64.23/29.20  																																																					| (323) e4 = e2
% 64.23/29.20  																																																					|
% 64.23/29.20  																																																					| Instantiating formula (29) with e2, e1, e1, e2 and discharging atoms op(e2, e1) = e2, op(e2, e1) = e1, yields:
% 64.23/29.20  																																																					| (617) e2 = e1
% 64.23/29.20  																																																					|
% 64.23/29.20  																																																					| Combining equations (323,425) yields a new equation:
% 64.23/29.20  																																																					| (662) e3 = e2
% 64.23/29.20  																																																					|
% 64.23/29.20  																																																					| Combining equations (397,425) yields a new equation:
% 64.23/29.20  																																																					| (676) e3 = e0
% 64.23/29.20  																																																					|
% 64.23/29.20  																																																					| Combining equations (662,676) yields a new equation:
% 64.23/29.20  																																																					| (391) e2 = e0
% 64.23/29.20  																																																					|
% 64.23/29.20  																																																					| Simplifying 391 yields:
% 64.23/29.20  																																																					| (330) e2 = e0
% 64.23/29.20  																																																					|
% 64.23/29.20  																																																					| Combining equations (617,330) yields a new equation:
% 64.23/29.20  																																																					| (546) e1 = e0
% 64.23/29.20  																																																					|
% 64.23/29.20  																																																					| Simplifying 546 yields:
% 64.23/29.20  																																																					| (431) e1 = e0
% 64.23/29.20  																																																					|
% 64.23/29.20  																																																					| Equations (431) can reduce 233 to:
% 64.23/29.20  																																																					| (266) $false
% 64.23/29.20  																																																					|
% 64.23/29.20  																																																					|-The branch is then unsatisfiable
% 64.23/29.20  																																																				|-Branch two:
% 64.23/29.20  																																																				| (707)  ~ (unit = e2)
% 64.23/29.20  																																																				| (708) unit = e4 | unit = e3 | unit = e1 | unit = e0
% 64.23/29.20  																																																				|
% 64.23/29.20  																																																					+-Applying beta-rule and splitting (708), into two cases.
% 64.23/29.20  																																																					|-Branch one:
% 64.23/29.20  																																																					| (709) unit = e4
% 64.23/29.20  																																																					|
% 64.23/29.20  																																																						| From (709) and (15) follows:
% 64.23/29.20  																																																						| (22188) op(e4, e2) = e2
% 64.23/29.20  																																																						|
% 64.23/29.20  																																																						| From (709) and (211) follows:
% 64.23/29.20  																																																						| (22527) op(e4, e1) = e1
% 64.23/29.20  																																																						|
% 64.23/29.20  																																																						| From (709) and (32) follows:
% 64.23/29.20  																																																						| (712) op(e2, e4) = e2
% 64.23/29.20  																																																						|
% 64.23/29.20  																																																						| Instantiating formula (29) with e4, e2, e2, e0 and discharging atoms op(e4, e2) = e2, op(e4, e2) = e0, yields:
% 64.23/29.20  																																																						| (330) e2 = e0
% 64.23/29.20  																																																						|
% 64.23/29.20  																																																						| Instantiating formula (29) with e4, e1, e1, e3 and discharging atoms op(e4, e1) = e3, op(e4, e1) = e1, yields:
% 64.23/29.20  																																																						| (455) e3 = e1
% 64.23/29.20  																																																						|
% 64.23/29.20  																																																						| Instantiating formula (29) with e2, e4, e2, e3 and discharging atoms op(e2, e4) = e3, op(e2, e4) = e2, yields:
% 64.23/29.20  																																																						| (662) e3 = e2
% 64.23/29.20  																																																						|
% 64.23/29.20  																																																						| Combining equations (455,662) yields a new equation:
% 64.23/29.20  																																																						| (617) e2 = e1
% 64.23/29.20  																																																						|
% 64.23/29.20  																																																						| Combining equations (617,330) yields a new equation:
% 64.23/29.20  																																																						| (546) e1 = e0
% 64.23/29.20  																																																						|
% 64.23/29.20  																																																						| Simplifying 546 yields:
% 64.23/29.20  																																																						| (431) e1 = e0
% 64.23/29.20  																																																						|
% 64.23/29.20  																																																						| Equations (431) can reduce 233 to:
% 64.23/29.20  																																																						| (266) $false
% 64.23/29.20  																																																						|
% 64.23/29.20  																																																						|-The branch is then unsatisfiable
% 64.23/29.20  																																																					|-Branch two:
% 64.23/29.20  																																																					| (724)  ~ (unit = e4)
% 64.23/29.20  																																																					| (725) unit = e3 | unit = e1 | unit = e0
% 64.23/29.20  																																																					|
% 64.23/29.20  																																																						+-Applying beta-rule and splitting (725), into two cases.
% 64.23/29.20  																																																						|-Branch one:
% 64.23/29.20  																																																						| (726) unit = e0
% 64.23/29.20  																																																						|
% 64.23/29.20  																																																							| From (726) and (24) follows:
% 64.23/29.20  																																																							| (2208) op(e0, e3) = e3
% 64.23/29.20  																																																							|
% 64.23/29.20  																																																							| From (726) and (42) follows:
% 64.23/29.20  																																																							| (728) op(e0, e0) = e0
% 64.23/29.20  																																																							|
% 64.23/29.20  																																																							| Instantiating formula (29) with e0, e3, e3, e1 and discharging atoms op(e0, e3) = e3, op(e0, e3) = e1, yields:
% 64.23/29.20  																																																							| (455) e3 = e1
% 64.23/29.20  																																																							|
% 64.23/29.20  																																																							| Instantiating formula (29) with e0, e0, e0, e3 and discharging atoms op(e0, e0) = e3, op(e0, e0) = e0, yields:
% 64.23/29.20  																																																							| (676) e3 = e0
% 64.23/29.20  																																																							|
% 64.23/29.20  																																																							| Combining equations (455,676) yields a new equation:
% 64.23/29.20  																																																							| (546) e1 = e0
% 64.23/29.20  																																																							|
% 64.23/29.20  																																																							| Simplifying 546 yields:
% 64.23/29.20  																																																							| (431) e1 = e0
% 64.23/29.20  																																																							|
% 64.23/29.20  																																																							| Equations (431) can reduce 233 to:
% 64.23/29.20  																																																							| (266) $false
% 64.23/29.20  																																																							|
% 64.23/29.20  																																																							|-The branch is then unsatisfiable
% 64.23/29.20  																																																						|-Branch two:
% 64.23/29.20  																																																						| (734)  ~ (unit = e0)
% 64.23/29.20  																																																						| (735) unit = e3 | unit = e1
% 64.23/29.20  																																																						|
% 64.23/29.20  																																																							+-Applying beta-rule and splitting (735), into two cases.
% 64.23/29.20  																																																							|-Branch one:
% 64.23/29.20  																																																							| (736) unit = e1
% 64.23/29.20  																																																							|
% 64.23/29.20  																																																								| Equations (736) can reduce 734 to:
% 64.23/29.20  																																																								| (233)  ~ (e1 = e0)
% 64.23/29.20  																																																								|
% 64.23/29.20  																																																								| From (736) and (15) follows:
% 64.23/29.20  																																																								| (515) op(e1, e2) = e2
% 64.23/29.20  																																																								|
% 64.23/29.20  																																																								| From (736) and (209) follows:
% 64.23/29.20  																																																								| (2715) op(e1, e0) = e0
% 64.23/29.20  																																																								|
% 64.23/29.20  																																																								| Instantiating formula (29) with e1, e2, e2, e1 and discharging atoms op(e1, e2) = e2, op(e1, e2) = e1, yields:
% 64.23/29.20  																																																								| (617) e2 = e1
% 64.23/29.20  																																																								|
% 64.23/29.20  																																																								| Instantiating formula (29) with e1, e0, e0, e2 and discharging atoms op(e1, e0) = e2, op(e1, e0) = e0, yields:
% 64.23/29.20  																																																								| (330) e2 = e0
% 64.23/29.20  																																																								|
% 64.23/29.20  																																																								| Combining equations (330,617) yields a new equation:
% 64.23/29.20  																																																								| (431) e1 = e0
% 64.23/29.20  																																																								|
% 64.23/29.20  																																																								| Equations (431) can reduce 233 to:
% 64.23/29.20  																																																								| (266) $false
% 64.23/29.20  																																																								|
% 64.23/29.20  																																																								|-The branch is then unsatisfiable
% 64.23/29.20  																																																							|-Branch two:
% 64.23/29.20  																																																							| (748)  ~ (unit = e1)
% 64.23/29.20  																																																							| (749) unit = e3
% 64.23/29.20  																																																							|
% 64.23/29.20  																																																								| From (749) and (244) follows:
% 64.23/29.20  																																																								| (750) op(e3, e4) = e4
% 64.23/29.20  																																																								|
% 64.23/29.20  																																																								| From (749) and (40) follows:
% 64.23/29.20  																																																								| (3715) op(e3, e3) = e3
% 64.23/29.20  																																																								|
% 64.23/29.20  																																																								| From (749) and (32) follows:
% 64.23/29.20  																																																								| (5793) op(e2, e3) = e2
% 64.23/29.20  																																																								|
% 64.23/29.20  																																																								| From (749) and (28) follows:
% 64.23/29.20  																																																								| (2235) op(e1, e3) = e1
% 64.23/29.20  																																																								|
% 64.23/29.20  																																																								| Instantiating formula (29) with e3, e4, e4, e2 and discharging atoms op(e3, e4) = e4, op(e3, e4) = e2, yields:
% 64.23/29.20  																																																								| (323) e4 = e2
% 64.23/29.20  																																																								|
% 64.23/29.20  																																																								| Instantiating formula (29) with e3, e3, e3, e4 and discharging atoms op(e3, e3) = e4, op(e3, e3) = e3, yields:
% 64.23/29.20  																																																								| (425) e4 = e3
% 64.23/29.20  																																																								|
% 64.23/29.20  																																																								| Instantiating formula (29) with e2, e3, e2, e0 and discharging atoms op(e2, e3) = e2, op(e2, e3) = e0, yields:
% 64.23/29.20  																																																								| (330) e2 = e0
% 64.23/29.20  																																																								|
% 64.23/29.20  																																																								| Instantiating formula (29) with e1, e3, e1, e3 and discharging atoms op(e1, e3) = e3, op(e1, e3) = e1, yields:
% 64.23/29.20  																																																								| (455) e3 = e1
% 64.23/29.20  																																																								|
% 64.23/29.20  																																																								| Combining equations (323,425) yields a new equation:
% 64.23/29.20  																																																								| (662) e3 = e2
% 64.23/29.20  																																																								|
% 64.23/29.20  																																																								| Combining equations (662,455) yields a new equation:
% 64.23/29.20  																																																								| (616) e2 = e1
% 64.23/29.20  																																																								|
% 64.23/29.20  																																																								| Simplifying 616 yields:
% 64.23/29.20  																																																								| (617) e2 = e1
% 64.23/29.20  																																																								|
% 64.23/29.20  																																																								| Combining equations (617,330) yields a new equation:
% 64.23/29.20  																																																								| (546) e1 = e0
% 64.23/29.20  																																																								|
% 64.23/29.20  																																																								| Simplifying 546 yields:
% 64.23/29.20  																																																								| (431) e1 = e0
% 64.23/29.20  																																																								|
% 64.23/29.20  																																																								| Equations (431) can reduce 233 to:
% 64.23/29.20  																																																								| (266) $false
% 64.23/29.20  																																																								|
% 64.23/29.20  																																																								|-The branch is then unsatisfiable
% 64.23/29.20  																																																			|-Branch two:
% 64.23/29.20  																																																			| (252)  ~ (all_0_47_47 = e4)
% 64.23/29.20  																																																			| (6548) all_0_51_51 = e4 | all_0_56_56 = e4
% 64.23/29.20  																																																			|
% 64.23/29.20  																																																				+-Applying beta-rule and splitting (6548), into two cases.
% 64.23/29.20  																																																				|-Branch one:
% 64.23/29.20  																																																				| (1101) all_0_51_51 = e4
% 64.23/29.20  																																																				|
% 64.23/29.20  																																																					| Combining equations (1109,1101) yields a new equation:
% 64.23/29.20  																																																					| (630) e4 = e1
% 64.23/29.20  																																																					|
% 64.23/29.20  																																																					| Equations (630) can reduce 110 to:
% 64.23/29.20  																																																					| (266) $false
% 64.23/29.20  																																																					|
% 64.23/29.20  																																																					|-The branch is then unsatisfiable
% 64.23/29.20  																																																				|-Branch two:
% 64.23/29.20  																																																				| (475)  ~ (all_0_51_51 = e4)
% 64.23/29.20  																																																				| (842) all_0_56_56 = e4
% 64.23/29.20  																																																				|
% 64.23/29.20  																																																					| Combining equations (833,842) yields a new equation:
% 64.23/29.20  																																																					| (323) e4 = e2
% 64.23/29.20  																																																					|
% 64.23/29.20  																																																					| Equations (323) can reduce 48 to:
% 64.23/29.20  																																																					| (266) $false
% 64.23/29.20  																																																					|
% 64.23/29.20  																																																					|-The branch is then unsatisfiable
% 64.23/29.20  																																																	|-Branch two:
% 64.23/29.20  																																																	| (484)  ~ (all_0_39_39 = e0)
% 64.23/29.20  																																																	| (558) all_0_42_42 = e0 | all_0_47_47 = e0 | all_0_56_56 = e0
% 64.23/29.20  																																																	|
% 64.23/29.20  																																																		+-Applying beta-rule and splitting (333), into two cases.
% 64.23/29.20  																																																		|-Branch one:
% 64.23/29.20  																																																		| (480) all_0_39_39 = e0
% 64.23/29.20  																																																		|
% 64.23/29.20  																																																			| Equations (480) can reduce 484 to:
% 64.23/29.20  																																																			| (266) $false
% 64.23/29.20  																																																			|
% 64.23/29.20  																																																			|-The branch is then unsatisfiable
% 64.23/29.20  																																																		|-Branch two:
% 64.23/29.20  																																																		| (484)  ~ (all_0_39_39 = e0)
% 64.23/29.20  																																																		| (485) all_0_40_40 = e0
% 64.23/29.20  																																																		|
% 64.23/29.20  																																																			| Combining equations (485,1378) yields a new equation:
% 64.23/29.20  																																																			| (397) e4 = e0
% 64.23/29.20  																																																			|
% 64.23/29.20  																																																			| Equations (397) can reduce 49 to:
% 64.23/29.20  																																																			| (266) $false
% 64.23/29.20  																																																			|
% 64.23/29.20  																																																			|-The branch is then unsatisfiable
% 64.23/29.20  																																																|-Branch two:
% 64.23/29.20  																																																| (831)  ~ (all_0_46_46 = e0)
% 64.23/29.20  																																																| (858) all_0_55_55 = e0
% 64.23/29.20  																																																|
% 64.23/29.20  																																																	| Combining equations (858,629) yields a new equation:
% 64.23/29.20  																																																	| (431) e1 = e0
% 64.23/29.20  																																																	|
% 64.23/29.20  																																																	| Equations (431) can reduce 233 to:
% 64.23/29.20  																																																	| (266) $false
% 64.23/29.20  																																																	|
% 64.23/29.20  																																																	|-The branch is then unsatisfiable
% 64.23/29.20  																																												|-Branch two:
% 64.23/29.20  																																												| (447)  ~ (all_0_40_40 = e4)
% 64.23/29.20  																																												| (2271) all_0_44_44 = e4 | all_0_49_49 = e4 | all_0_53_53 = e4 | all_0_58_58 = e4
% 64.23/29.20  																																												|
% 64.23/29.20  																																													+-Applying beta-rule and splitting (333), into two cases.
% 64.23/29.20  																																													|-Branch one:
% 64.23/29.20  																																													| (480) all_0_39_39 = e0
% 64.23/29.20  																																													|
% 64.23/29.20  																																														| Equations (480) can reduce 176 to:
% 64.23/29.20  																																														| (1400)  ~ (all_0_40_40 = e0)
% 64.23/29.20  																																														|
% 64.23/29.20  																																														| Simplifying 1400 yields:
% 64.23/29.20  																																														| (1401)  ~ (all_0_40_40 = e0)
% 64.23/29.20  																																														|
% 64.23/29.20  																																														+-Applying beta-rule and splitting (316), into two cases.
% 64.23/29.20  																																														|-Branch one:
% 64.23/29.20  																																														| (1378) all_0_40_40 = e4
% 64.23/29.20  																																														|
% 64.23/29.20  																																															| Equations (1378) can reduce 447 to:
% 64.23/29.20  																																															| (266) $false
% 64.23/29.20  																																															|
% 64.23/29.20  																																															|-The branch is then unsatisfiable
% 64.23/29.20  																																														|-Branch two:
% 64.23/29.20  																																														| (447)  ~ (all_0_40_40 = e4)
% 64.23/29.20  																																														| (485) all_0_40_40 = e0
% 64.23/29.20  																																														|
% 64.23/29.20  																																															| Equations (485) can reduce 1401 to:
% 64.23/29.20  																																															| (266) $false
% 64.23/29.20  																																															|
% 64.23/29.20  																																															|-The branch is then unsatisfiable
% 64.23/29.20  																																													|-Branch two:
% 64.23/29.20  																																													| (484)  ~ (all_0_39_39 = e0)
% 64.23/29.20  																																													| (485) all_0_40_40 = e0
% 64.23/29.20  																																													|
% 64.23/29.20  																																														| Equations (485) can reduce 1401 to:
% 64.23/29.20  																																														| (266) $false
% 64.23/29.20  																																														|
% 64.23/29.20  																																														|-The branch is then unsatisfiable
% 64.23/29.20  																																								|-Branch two:
% 64.23/29.20  																																								| (440)  ~ (all_0_41_41 = e4)
% 64.23/29.20  																																								| (441) all_0_42_42 = e4 | all_0_43_43 = e4 | all_0_44_44 = e4
% 64.23/29.20  																																								|
% 64.23/29.20  																																									+-Applying beta-rule and splitting (62), into two cases.
% 64.23/29.20  																																									|-Branch one:
% 64.23/29.20  																																									| (321) all_0_38_38 = e4
% 64.23/29.20  																																									|
% 64.23/29.20  																																										| Combining equations (321,292) yields a new equation:
% 64.23/29.20  																																										| (322) e4 = e2
% 64.23/29.20  																																										|
% 64.23/29.20  																																										| Simplifying 322 yields:
% 64.23/29.20  																																										| (323) e4 = e2
% 64.23/29.20  																																										|
% 64.23/29.20  																																										| Equations (323) can reduce 48 to:
% 64.23/29.20  																																										| (266) $false
% 64.23/29.20  																																										|
% 64.23/29.20  																																										|-The branch is then unsatisfiable
% 64.23/29.20  																																									|-Branch two:
% 64.23/29.20  																																									| (325)  ~ (all_0_38_38 = e4)
% 64.23/29.20  																																									| (582) all_0_41_41 = e4 | all_0_46_46 = e4 | all_0_50_50 = e4 | all_0_55_55 = e4
% 64.23/29.20  																																									|
% 64.23/29.20  																																										+-Applying beta-rule and splitting (582), into two cases.
% 64.23/29.20  																																										|-Branch one:
% 64.23/29.20  																																										| (437) all_0_41_41 = e4
% 64.23/29.20  																																										|
% 64.23/29.20  																																											| Equations (437) can reduce 440 to:
% 64.23/29.20  																																											| (266) $false
% 64.23/29.20  																																											|
% 64.23/29.20  																																											|-The branch is then unsatisfiable
% 64.23/29.20  																																										|-Branch two:
% 64.23/29.20  																																										| (440)  ~ (all_0_41_41 = e4)
% 64.23/29.20  																																										| (769) all_0_46_46 = e4 | all_0_50_50 = e4 | all_0_55_55 = e4
% 64.23/29.20  																																										|
% 64.23/29.20  																																											+-Applying beta-rule and splitting (27), into two cases.
% 64.23/29.20  																																											|-Branch one:
% 64.23/29.20  																																											| (437) all_0_41_41 = e4
% 64.23/29.20  																																											|
% 64.23/29.20  																																												| Equations (437) can reduce 440 to:
% 64.23/29.20  																																												| (266) $false
% 64.23/29.20  																																												|
% 64.23/29.20  																																												|-The branch is then unsatisfiable
% 64.23/29.20  																																											|-Branch two:
% 64.23/29.20  																																											| (440)  ~ (all_0_41_41 = e4)
% 64.23/29.20  																																											| (4049) all_0_41_41 = e3 | all_0_41_41 = e1 | all_0_41_41 = e0
% 64.23/29.20  																																											|
% 64.23/29.20  																																												+-Applying beta-rule and splitting (769), into two cases.
% 64.23/29.20  																																												|-Branch one:
% 64.23/29.20  																																												| (770) all_0_46_46 = e4
% 64.23/29.20  																																												|
% 64.23/29.20  																																													| Equations (770) can reduce 43 to:
% 64.23/29.20  																																													| (440)  ~ (all_0_41_41 = e4)
% 64.23/29.20  																																													|
% 64.23/29.21  																																													| Equations (770) can reduce 19 to:
% 64.23/29.21  																																													| (251)  ~ (all_0_47_47 = e4)
% 64.23/29.21  																																													|
% 64.23/29.21  																																													| Simplifying 251 yields:
% 64.23/29.21  																																													| (252)  ~ (all_0_47_47 = e4)
% 64.23/29.21  																																													|
% 64.23/29.21  																																													| Equations (770) can reduce 409 to:
% 64.23/29.21  																																													| (188)  ~ (e4 = e3)
% 64.23/29.21  																																													|
% 64.23/29.21  																																													+-Applying beta-rule and splitting (4049), into two cases.
% 64.23/29.21  																																													|-Branch one:
% 64.23/29.21  																																													| (794) all_0_41_41 = e0
% 64.23/29.21  																																													|
% 64.23/29.21  																																														| Equations (794) can reduce 149 to:
% 64.23/29.21  																																														| (359)  ~ (all_0_44_44 = e0)
% 64.23/29.21  																																														|
% 64.23/29.21  																																														| Simplifying 359 yields:
% 64.23/29.21  																																														| (360)  ~ (all_0_44_44 = e0)
% 64.23/29.21  																																														|
% 64.23/29.21  																																														| Equations (794) can reduce 440 to:
% 64.23/29.21  																																														| (401)  ~ (e4 = e0)
% 64.23/29.21  																																														|
% 64.23/29.21  																																														| Simplifying 401 yields:
% 64.23/29.21  																																														| (49)  ~ (e4 = e0)
% 64.23/29.21  																																														|
% 64.23/29.21  																																														| From (794) and (219) follows:
% 64.23/29.21  																																														| (5573) op(e3, e3) = e0
% 64.23/29.21  																																														|
% 64.23/29.21  																																														+-Applying beta-rule and splitting (26), into two cases.
% 64.23/29.21  																																														|-Branch one:
% 64.23/29.21  																																														| (446) all_0_44_44 = e4
% 64.23/29.21  																																														|
% 64.23/29.21  																																															| Equations (446) can reduce 143 to:
% 64.23/29.21  																																															| (447)  ~ (all_0_40_40 = e4)
% 64.23/29.21  																																															|
% 64.23/29.21  																																															| Equations (446) can reduce 360 to:
% 64.23/29.21  																																															| (49)  ~ (e4 = e0)
% 64.23/29.21  																																															|
% 64.23/29.21  																																															| From (446) and (138) follows:
% 64.23/29.21  																																															| (4646) op(e3, e0) = e4
% 64.23/29.21  																																															|
% 64.23/29.21  																																															+-Applying beta-rule and splitting (184), into two cases.
% 64.23/29.21  																																															|-Branch one:
% 64.23/29.21  																																															| (538) all_0_46_46 = e0
% 64.23/29.21  																																															|
% 64.23/29.21  																																																| Combining equations (770,538) yields a new equation:
% 64.23/29.21  																																																| (481) e4 = e0
% 64.23/29.21  																																																|
% 64.23/29.21  																																																| Simplifying 481 yields:
% 64.23/29.21  																																																| (397) e4 = e0
% 64.23/29.21  																																																|
% 64.23/29.21  																																																| Equations (397) can reduce 49 to:
% 64.23/29.21  																																																| (266) $false
% 64.23/29.21  																																																|
% 64.23/29.21  																																																|-The branch is then unsatisfiable
% 64.23/29.21  																																															|-Branch two:
% 64.23/29.21  																																															| (831)  ~ (all_0_46_46 = e0)
% 64.23/29.21  																																															| (832) all_0_47_47 = e0 | all_0_48_48 = e0 | all_0_49_49 = e0
% 64.23/29.21  																																															|
% 64.23/29.21  																																																+-Applying beta-rule and splitting (75), into two cases.
% 64.23/29.21  																																																|-Branch one:
% 64.23/29.21  																																																| (485) all_0_40_40 = e0
% 64.23/29.21  																																																|
% 64.23/29.21  																																																	| Equations (485) can reduce 176 to:
% 64.23/29.21  																																																	| (484)  ~ (all_0_39_39 = e0)
% 64.23/29.21  																																																	|
% 64.23/29.21  																																																	| Equations (485) can reduce 2 to:
% 64.23/29.21  																																																	| (541)  ~ (e3 = e0)
% 64.23/29.21  																																																	|
% 64.23/29.21  																																																	| Simplifying 541 yields:
% 64.23/29.21  																																																	| (80)  ~ (e3 = e0)
% 64.23/29.21  																																																	|
% 64.23/29.21  																																																	| Equations (485) can reduce 296 to:
% 64.23/29.21  																																																	| (365)  ~ (e2 = e0)
% 64.23/29.21  																																																	|
% 64.23/29.21  																																																	| Simplifying 365 yields:
% 64.23/29.21  																																																	| (128)  ~ (e2 = e0)
% 64.23/29.21  																																																	|
% 64.23/29.21  																																																	| From (485) and (234) follows:
% 64.23/29.21  																																																	| (3072) op(e4, e0) = e0
% 64.23/29.21  																																																	|
% 64.23/29.21  																																																	+-Applying beta-rule and splitting (104), into two cases.
% 64.23/29.21  																																																	|-Branch one:
% 64.23/29.21  																																																	| (480) all_0_39_39 = e0
% 64.23/29.21  																																																	|
% 64.23/29.21  																																																		| Equations (480) can reduce 484 to:
% 64.23/29.21  																																																		| (266) $false
% 64.23/29.21  																																																		|
% 64.23/29.21  																																																		|-The branch is then unsatisfiable
% 64.23/29.21  																																																	|-Branch two:
% 64.23/29.21  																																																	| (484)  ~ (all_0_39_39 = e0)
% 64.23/29.21  																																																	| (558) all_0_42_42 = e0 | all_0_47_47 = e0 | all_0_56_56 = e0
% 64.23/29.21  																																																	|
% 64.23/29.21  																																																		+-Applying beta-rule and splitting (164), into two cases.
% 64.23/29.21  																																																		|-Branch one:
% 64.23/29.21  																																																		| (471) all_0_39_39 = e4
% 64.23/29.21  																																																		|
% 64.23/29.21  																																																			| From (471) and (14) follows:
% 64.23/29.21  																																																			| (4284) op(e4, e2) = e4
% 64.23/29.21  																																																			|
% 64.23/29.21  																																																			+-Applying beta-rule and splitting (832), into two cases.
% 64.23/29.21  																																																			|-Branch one:
% 64.23/29.21  																																																			| (674) all_0_47_47 = e0
% 64.23/29.21  																																																			|
% 64.23/29.21  																																																				| Equations (674) can reduce 462 to:
% 64.23/29.21  																																																				| (435)  ~ (e1 = e0)
% 64.23/29.21  																																																				|
% 64.23/29.21  																																																				| Simplifying 435 yields:
% 64.23/29.21  																																																				| (233)  ~ (e1 = e0)
% 64.23/29.21  																																																				|
% 64.23/29.21  																																																				+-Applying beta-rule and splitting (56), into two cases.
% 64.23/29.21  																																																				|-Branch one:
% 64.23/29.21  																																																				| (696) unit = e2
% 64.23/29.21  																																																				|
% 64.23/29.21  																																																					| From (696) and (211) follows:
% 64.23/29.21  																																																					| (1612) op(e2, e1) = e1
% 64.23/29.21  																																																					|
% 64.23/29.21  																																																					| From (696) and (42) follows:
% 64.23/29.21  																																																					| (1613) op(e0, e2) = e0
% 64.23/29.21  																																																					|
% 64.23/29.21  																																																					| Instantiating formula (29) with e2, e1, e1, e2 and discharging atoms op(e2, e1) = e2, op(e2, e1) = e1, yields:
% 64.23/29.21  																																																					| (617) e2 = e1
% 64.23/29.21  																																																					|
% 64.23/29.21  																																																					| Instantiating formula (29) with e0, e2, e0, e2 and discharging atoms op(e0, e2) = e2, op(e0, e2) = e0, yields:
% 64.23/29.21  																																																					| (330) e2 = e0
% 64.23/29.21  																																																					|
% 64.23/29.21  																																																					| Combining equations (617,330) yields a new equation:
% 64.23/29.21  																																																					| (546) e1 = e0
% 64.23/29.21  																																																					|
% 64.23/29.21  																																																					| Simplifying 546 yields:
% 64.23/29.21  																																																					| (431) e1 = e0
% 64.23/29.21  																																																					|
% 64.23/29.21  																																																					| Equations (431) can reduce 233 to:
% 64.23/29.21  																																																					| (266) $false
% 64.23/29.21  																																																					|
% 64.23/29.21  																																																					|-The branch is then unsatisfiable
% 64.23/29.21  																																																				|-Branch two:
% 64.23/29.21  																																																				| (707)  ~ (unit = e2)
% 64.23/29.21  																																																				| (708) unit = e4 | unit = e3 | unit = e1 | unit = e0
% 64.23/29.21  																																																				|
% 64.23/29.21  																																																					+-Applying beta-rule and splitting (708), into two cases.
% 64.23/29.21  																																																					|-Branch one:
% 64.23/29.21  																																																					| (709) unit = e4
% 64.23/29.21  																																																					|
% 64.23/29.21  																																																						| From (709) and (15) follows:
% 64.23/29.21  																																																						| (22188) op(e4, e2) = e2
% 64.23/29.21  																																																						|
% 64.23/29.21  																																																						| From (709) and (211) follows:
% 64.23/29.21  																																																						| (22527) op(e4, e1) = e1
% 64.23/29.21  																																																						|
% 64.23/29.21  																																																						| From (709) and (32) follows:
% 64.23/29.21  																																																						| (712) op(e2, e4) = e2
% 64.23/29.21  																																																						|
% 64.23/29.21  																																																						| From (709) and (42) follows:
% 64.23/29.21  																																																						| (713) op(e0, e4) = e0
% 64.23/29.21  																																																						|
% 64.23/29.21  																																																						| Instantiating formula (29) with e4, e2, e2, e4 and discharging atoms op(e4, e2) = e4, op(e4, e2) = e2, yields:
% 64.23/29.21  																																																						| (323) e4 = e2
% 64.23/29.21  																																																						|
% 64.23/29.21  																																																						| Instantiating formula (29) with e4, e1, e1, e3 and discharging atoms op(e4, e1) = e3, op(e4, e1) = e1, yields:
% 64.23/29.21  																																																						| (455) e3 = e1
% 64.23/29.21  																																																						|
% 64.23/29.21  																																																						| Instantiating formula (29) with e2, e4, e2, e3 and discharging atoms op(e2, e4) = e3, op(e2, e4) = e2, yields:
% 64.23/29.21  																																																						| (662) e3 = e2
% 64.23/29.21  																																																						|
% 64.23/29.21  																																																						| Instantiating formula (29) with e0, e4, e0, e4 and discharging atoms op(e0, e4) = e4, op(e0, e4) = e0, yields:
% 64.23/29.21  																																																						| (397) e4 = e0
% 64.23/29.21  																																																						|
% 64.23/29.21  																																																						| Combining equations (323,397) yields a new equation:
% 64.23/29.21  																																																						| (391) e2 = e0
% 64.23/29.21  																																																						|
% 64.23/29.21  																																																						| Simplifying 391 yields:
% 64.23/29.21  																																																						| (330) e2 = e0
% 64.23/29.21  																																																						|
% 64.23/29.21  																																																						| Combining equations (455,662) yields a new equation:
% 64.23/29.21  																																																						| (617) e2 = e1
% 64.23/29.21  																																																						|
% 64.23/29.21  																																																						| Combining equations (617,330) yields a new equation:
% 64.23/29.21  																																																						| (546) e1 = e0
% 64.23/29.21  																																																						|
% 64.23/29.21  																																																						| Simplifying 546 yields:
% 64.23/29.21  																																																						| (431) e1 = e0
% 64.23/29.21  																																																						|
% 64.23/29.21  																																																						| Equations (431) can reduce 233 to:
% 64.23/29.21  																																																						| (266) $false
% 64.23/29.21  																																																						|
% 64.23/29.21  																																																						|-The branch is then unsatisfiable
% 64.23/29.21  																																																					|-Branch two:
% 64.23/29.21  																																																					| (724)  ~ (unit = e4)
% 64.23/29.21  																																																					| (725) unit = e3 | unit = e1 | unit = e0
% 64.23/29.21  																																																					|
% 64.23/29.21  																																																						+-Applying beta-rule and splitting (725), into two cases.
% 64.23/29.21  																																																						|-Branch one:
% 64.23/29.21  																																																						| (726) unit = e0
% 64.23/29.21  																																																						|
% 64.23/29.21  																																																							| From (726) and (24) follows:
% 64.23/29.21  																																																							| (2208) op(e0, e3) = e3
% 64.23/29.21  																																																							|
% 64.23/29.21  																																																							| From (726) and (227) follows:
% 64.23/29.21  																																																							| (3205) op(e4, e0) = e4
% 64.23/29.21  																																																							|
% 64.23/29.21  																																																							| From (726) and (40) follows:
% 64.23/29.21  																																																							| (1639) op(e3, e0) = e3
% 64.23/29.21  																																																							|
% 64.23/29.21  																																																							| Instantiating formula (29) with e4, e0, e4, e0 and discharging atoms op(e4, e0) = e4, op(e4, e0) = e0, yields:
% 64.23/29.21  																																																							| (397) e4 = e0
% 64.23/29.21  																																																							|
% 64.23/29.21  																																																							| Instantiating formula (29) with e3, e0, e3, e4 and discharging atoms op(e3, e0) = e4, op(e3, e0) = e3, yields:
% 64.23/29.21  																																																							| (425) e4 = e3
% 64.23/29.21  																																																							|
% 64.23/29.21  																																																							| Instantiating formula (29) with e0, e3, e3, e1 and discharging atoms op(e0, e3) = e3, op(e0, e3) = e1, yields:
% 64.23/29.21  																																																							| (455) e3 = e1
% 64.23/29.21  																																																							|
% 64.23/29.21  																																																							| Combining equations (397,425) yields a new equation:
% 64.23/29.21  																																																							| (676) e3 = e0
% 64.23/29.21  																																																							|
% 64.23/29.21  																																																							| Combining equations (455,676) yields a new equation:
% 64.23/29.21  																																																							| (546) e1 = e0
% 64.23/29.21  																																																							|
% 64.23/29.21  																																																							| Simplifying 546 yields:
% 64.23/29.21  																																																							| (431) e1 = e0
% 64.23/29.21  																																																							|
% 64.26/29.21  																																																							| Equations (431) can reduce 233 to:
% 64.26/29.21  																																																							| (266) $false
% 64.26/29.21  																																																							|
% 64.26/29.21  																																																							|-The branch is then unsatisfiable
% 64.26/29.21  																																																						|-Branch two:
% 64.26/29.21  																																																						| (734)  ~ (unit = e0)
% 64.26/29.21  																																																						| (735) unit = e3 | unit = e1
% 64.26/29.21  																																																						|
% 64.26/29.21  																																																							+-Applying beta-rule and splitting (735), into two cases.
% 64.26/29.21  																																																							|-Branch one:
% 64.26/29.21  																																																							| (736) unit = e1
% 64.26/29.21  																																																							|
% 64.26/29.21  																																																								| Equations (736) can reduce 734 to:
% 64.26/29.21  																																																								| (233)  ~ (e1 = e0)
% 64.26/29.21  																																																								|
% 64.26/29.21  																																																								| From (736) and (15) follows:
% 64.26/29.21  																																																								| (515) op(e1, e2) = e2
% 64.26/29.21  																																																								|
% 64.26/29.21  																																																								| From (736) and (209) follows:
% 64.26/29.21  																																																								| (2715) op(e1, e0) = e0
% 64.26/29.21  																																																								|
% 64.26/29.21  																																																								| Instantiating formula (29) with e1, e2, e2, e1 and discharging atoms op(e1, e2) = e2, op(e1, e2) = e1, yields:
% 64.26/29.21  																																																								| (617) e2 = e1
% 64.26/29.21  																																																								|
% 64.26/29.21  																																																								| Instantiating formula (29) with e1, e0, e0, e2 and discharging atoms op(e1, e0) = e2, op(e1, e0) = e0, yields:
% 64.26/29.21  																																																								| (330) e2 = e0
% 64.26/29.21  																																																								|
% 64.26/29.21  																																																								| Combining equations (330,617) yields a new equation:
% 64.26/29.21  																																																								| (431) e1 = e0
% 64.26/29.21  																																																								|
% 64.26/29.21  																																																								| Equations (431) can reduce 233 to:
% 64.26/29.21  																																																								| (266) $false
% 64.26/29.21  																																																								|
% 64.26/29.21  																																																								|-The branch is then unsatisfiable
% 64.26/29.21  																																																							|-Branch two:
% 64.26/29.21  																																																							| (748)  ~ (unit = e1)
% 64.26/29.21  																																																							| (749) unit = e3
% 64.26/29.21  																																																							|
% 64.26/29.21  																																																								| From (749) and (40) follows:
% 64.26/29.21  																																																								| (3715) op(e3, e3) = e3
% 64.26/29.21  																																																								|
% 64.26/29.21  																																																								| From (749) and (28) follows:
% 64.26/29.21  																																																								| (2235) op(e1, e3) = e1
% 64.26/29.21  																																																								|
% 64.26/29.21  																																																								| Instantiating formula (29) with e3, e3, e3, e0 and discharging atoms op(e3, e3) = e3, op(e3, e3) = e0, yields:
% 64.26/29.21  																																																								| (676) e3 = e0
% 64.26/29.21  																																																								|
% 64.26/29.21  																																																								| Instantiating formula (29) with e1, e3, e1, e3 and discharging atoms op(e1, e3) = e3, op(e1, e3) = e1, yields:
% 64.26/29.21  																																																								| (455) e3 = e1
% 64.26/29.21  																																																								|
% 64.26/29.21  																																																								| Combining equations (455,676) yields a new equation:
% 64.26/29.21  																																																								| (546) e1 = e0
% 64.26/29.21  																																																								|
% 64.26/29.21  																																																								| Simplifying 546 yields:
% 64.26/29.21  																																																								| (431) e1 = e0
% 64.26/29.21  																																																								|
% 64.26/29.21  																																																								| Equations (431) can reduce 233 to:
% 64.26/29.21  																																																								| (266) $false
% 64.26/29.21  																																																								|
% 64.26/29.21  																																																								|-The branch is then unsatisfiable
% 64.26/29.21  																																																			|-Branch two:
% 64.26/29.21  																																																			| (678)  ~ (all_0_47_47 = e0)
% 64.26/29.21  																																																			| (1278) all_0_48_48 = e0 | all_0_49_49 = e0
% 64.26/29.21  																																																			|
% 64.26/29.21  																																																				+-Applying beta-rule and splitting (558), into two cases.
% 64.26/29.21  																																																				|-Branch one:
% 64.26/29.21  																																																				| (559) all_0_42_42 = e0
% 64.26/29.21  																																																				|
% 64.26/29.21  																																																					| Combining equations (516,559) yields a new equation:
% 64.26/29.21  																																																					| (675) e3 = e0
% 64.26/29.21  																																																					|
% 64.26/29.21  																																																					| Simplifying 675 yields:
% 64.26/29.21  																																																					| (676) e3 = e0
% 64.26/29.21  																																																					|
% 64.26/29.21  																																																					| Equations (676) can reduce 80 to:
% 64.26/29.21  																																																					| (266) $false
% 64.26/29.21  																																																					|
% 64.26/29.21  																																																					|-The branch is then unsatisfiable
% 64.26/29.21  																																																				|-Branch two:
% 64.26/29.21  																																																				| (358)  ~ (all_0_42_42 = e0)
% 64.26/29.21  																																																				| (563) all_0_47_47 = e0 | all_0_56_56 = e0
% 64.26/29.21  																																																				|
% 64.26/29.21  																																																					+-Applying beta-rule and splitting (563), into two cases.
% 64.26/29.21  																																																					|-Branch one:
% 64.26/29.21  																																																					| (674) all_0_47_47 = e0
% 64.26/29.21  																																																					|
% 64.26/29.21  																																																						| Equations (674) can reduce 678 to:
% 64.26/29.21  																																																						| (266) $false
% 64.26/29.21  																																																						|
% 64.26/29.21  																																																						|-The branch is then unsatisfiable
% 64.26/29.21  																																																					|-Branch two:
% 64.26/29.21  																																																					| (678)  ~ (all_0_47_47 = e0)
% 64.26/29.21  																																																					| (679) all_0_56_56 = e0
% 64.26/29.21  																																																					|
% 64.26/29.21  																																																						| Combining equations (833,679) yields a new equation:
% 64.26/29.21  																																																						| (391) e2 = e0
% 64.26/29.21  																																																						|
% 64.26/29.21  																																																						| Simplifying 391 yields:
% 64.26/29.21  																																																						| (330) e2 = e0
% 64.26/29.21  																																																						|
% 64.26/29.21  																																																						| Equations (330) can reduce 128 to:
% 64.26/29.21  																																																						| (266) $false
% 64.26/29.21  																																																						|
% 64.26/29.21  																																																						|-The branch is then unsatisfiable
% 64.26/29.21  																																																		|-Branch two:
% 64.26/29.21  																																																		| (1377)  ~ (all_0_39_39 = e4)
% 64.26/29.21  																																																		| (2115) all_0_42_42 = e4 | all_0_47_47 = e4 | all_0_51_51 = e4 | all_0_56_56 = e4
% 64.26/29.21  																																																		|
% 64.26/29.21  																																																			+-Applying beta-rule and splitting (558), into two cases.
% 64.26/29.21  																																																			|-Branch one:
% 64.26/29.21  																																																			| (559) all_0_42_42 = e0
% 64.26/29.21  																																																			|
% 64.26/29.21  																																																				| Combining equations (559,516) yields a new equation:
% 64.26/29.21  																																																				| (676) e3 = e0
% 64.26/29.21  																																																				|
% 64.26/29.21  																																																				| Equations (676) can reduce 80 to:
% 64.26/29.21  																																																				| (266) $false
% 64.26/29.21  																																																				|
% 64.26/29.21  																																																				|-The branch is then unsatisfiable
% 64.26/29.21  																																																			|-Branch two:
% 64.26/29.21  																																																			| (358)  ~ (all_0_42_42 = e0)
% 64.26/29.21  																																																			| (563) all_0_47_47 = e0 | all_0_56_56 = e0
% 64.26/29.21  																																																			|
% 64.26/29.21  																																																				+-Applying beta-rule and splitting (563), into two cases.
% 64.26/29.21  																																																				|-Branch one:
% 64.26/29.21  																																																				| (674) all_0_47_47 = e0
% 64.26/29.21  																																																				|
% 64.26/29.21  																																																					| Equations (674) can reduce 79 to:
% 64.26/29.21  																																																					| (484)  ~ (all_0_39_39 = e0)
% 64.26/29.21  																																																					|
% 64.26/29.21  																																																					+-Applying beta-rule and splitting (320), into two cases.
% 64.26/29.21  																																																					|-Branch one:
% 64.26/29.21  																																																					| (471) all_0_39_39 = e4
% 64.26/29.21  																																																					|
% 64.26/29.21  																																																						| Equations (471) can reduce 1377 to:
% 64.26/29.21  																																																						| (266) $false
% 64.26/29.21  																																																						|
% 64.26/29.21  																																																						|-The branch is then unsatisfiable
% 64.26/29.21  																																																					|-Branch two:
% 64.26/29.21  																																																					| (1377)  ~ (all_0_39_39 = e4)
% 64.26/29.21  																																																					| (480) all_0_39_39 = e0
% 64.26/29.21  																																																					|
% 64.26/29.21  																																																						| Equations (480) can reduce 484 to:
% 64.26/29.21  																																																						| (266) $false
% 64.26/29.21  																																																						|
% 64.26/29.21  																																																						|-The branch is then unsatisfiable
% 64.26/29.21  																																																				|-Branch two:
% 64.26/29.21  																																																				| (678)  ~ (all_0_47_47 = e0)
% 64.26/29.21  																																																				| (679) all_0_56_56 = e0
% 64.26/29.21  																																																				|
% 64.26/29.21  																																																					| Combining equations (833,679) yields a new equation:
% 64.26/29.21  																																																					| (391) e2 = e0
% 64.26/29.21  																																																					|
% 64.26/29.21  																																																					| Simplifying 391 yields:
% 64.26/29.21  																																																					| (330) e2 = e0
% 64.26/29.21  																																																					|
% 64.26/29.21  																																																					| Equations (330) can reduce 128 to:
% 64.26/29.21  																																																					| (266) $false
% 64.26/29.21  																																																					|
% 64.26/29.21  																																																					|-The branch is then unsatisfiable
% 64.26/29.21  																																																|-Branch two:
% 64.26/29.21  																																																| (1401)  ~ (all_0_40_40 = e0)
% 64.26/29.21  																																																| (1748) all_0_44_44 = e0 | all_0_49_49 = e0 | all_0_58_58 = e0
% 64.26/29.21  																																																|
% 64.26/29.21  																																																	+-Applying beta-rule and splitting (316), into two cases.
% 64.26/29.21  																																																	|-Branch one:
% 64.26/29.21  																																																	| (1378) all_0_40_40 = e4
% 64.26/29.21  																																																	|
% 64.26/29.21  																																																		| Equations (1378) can reduce 447 to:
% 64.26/29.21  																																																		| (266) $false
% 64.26/29.21  																																																		|
% 64.26/29.21  																																																		|-The branch is then unsatisfiable
% 64.26/29.21  																																																	|-Branch two:
% 64.26/29.21  																																																	| (447)  ~ (all_0_40_40 = e4)
% 64.26/29.21  																																																	| (485) all_0_40_40 = e0
% 64.26/29.21  																																																	|
% 64.26/29.21  																																																		| Equations (485) can reduce 1401 to:
% 64.26/29.21  																																																		| (266) $false
% 64.26/29.21  																																																		|
% 64.26/29.21  																																																		|-The branch is then unsatisfiable
% 64.26/29.21  																																														|-Branch two:
% 64.26/29.21  																																														| (1390)  ~ (all_0_44_44 = e4)
% 64.26/29.21  																																														| (1391) all_0_44_44 = e3 | all_0_44_44 = e1 | all_0_44_44 = e0
% 64.26/29.21  																																														|
% 64.26/29.21  																																															+-Applying beta-rule and splitting (441), into two cases.
% 64.26/29.21  																																															|-Branch one:
% 64.26/29.21  																																															| (1392) all_0_42_42 = e4
% 64.26/29.21  																																															|
% 64.26/29.21  																																																| Combining equations (1392,516) yields a new equation:
% 64.26/29.21  																																																| (424) e4 = e3
% 64.26/29.21  																																																|
% 64.26/29.21  																																																| Simplifying 424 yields:
% 64.26/29.21  																																																| (425) e4 = e3
% 64.26/29.21  																																																|
% 64.26/29.21  																																																| Equations (425) can reduce 188 to:
% 64.26/29.21  																																																| (266) $false
% 64.26/29.21  																																																|
% 64.26/29.21  																																																|-The branch is then unsatisfiable
% 64.26/29.21  																																															|-Branch two:
% 64.26/29.21  																																															| (1890)  ~ (all_0_42_42 = e4)
% 64.26/29.21  																																															| (1891) all_0_43_43 = e4 | all_0_44_44 = e4
% 64.26/29.21  																																															|
% 64.26/29.21  																																																+-Applying beta-rule and splitting (105), into two cases.
% 64.26/29.21  																																																|-Branch one:
% 64.26/29.21  																																																| (1105) all_0_47_47 = e2
% 64.26/29.21  																																																|
% 64.26/29.21  																																																	| Equations (1105) can reduce 338 to:
% 64.26/29.21  																																																	| (266) $false
% 64.26/29.21  																																																	|
% 64.26/29.21  																																																	|-The branch is then unsatisfiable
% 64.26/29.21  																																																|-Branch two:
% 64.26/29.21  																																																| (338)  ~ (all_0_47_47 = e2)
% 64.26/29.21  																																																| (1789) all_0_47_47 = e4 | all_0_47_47 = e3 | all_0_47_47 = e1 | all_0_47_47 = e0
% 64.26/29.21  																																																|
% 64.26/29.21  																																																	+-Applying beta-rule and splitting (184), into two cases.
% 64.26/29.21  																																																	|-Branch one:
% 64.26/29.21  																																																	| (538) all_0_46_46 = e0
% 64.26/29.21  																																																	|
% 64.26/29.21  																																																		| Combining equations (538,770) yields a new equation:
% 64.26/29.21  																																																		| (397) e4 = e0
% 64.26/29.21  																																																		|
% 64.26/29.21  																																																		| Equations (397) can reduce 49 to:
% 64.26/29.21  																																																		| (266) $false
% 64.26/29.21  																																																		|
% 64.26/29.21  																																																		|-The branch is then unsatisfiable
% 64.26/29.21  																																																	|-Branch two:
% 64.26/29.21  																																																	| (831)  ~ (all_0_46_46 = e0)
% 64.26/29.21  																																																	| (832) all_0_47_47 = e0 | all_0_48_48 = e0 | all_0_49_49 = e0
% 64.26/29.21  																																																	|
% 64.26/29.21  																																																		| Equations (770) can reduce 831 to:
% 64.26/29.21  																																																		| (49)  ~ (e4 = e0)
% 64.26/29.21  																																																		|
% 64.26/29.21  																																																		+-Applying beta-rule and splitting (75), into two cases.
% 64.26/29.21  																																																		|-Branch one:
% 64.26/29.21  																																																		| (485) all_0_40_40 = e0
% 64.26/29.21  																																																		|
% 64.26/29.21  																																																			+-Applying beta-rule and splitting (326), into two cases.
% 64.26/29.21  																																																			|-Branch one:
% 64.26/29.21  																																																			| (471) all_0_39_39 = e4
% 64.26/29.21  																																																			|
% 64.26/29.21  																																																				| Equations (471) can reduce 151 to:
% 64.26/29.21  																																																				| (110)  ~ (e4 = e1)
% 64.26/29.21  																																																				|
% 64.26/29.21  																																																				+-Applying beta-rule and splitting (1891), into two cases.
% 64.26/29.21  																																																				|-Branch one:
% 64.26/29.21  																																																				| (396) all_0_43_43 = e4
% 64.26/29.21  																																																				|
% 64.26/29.21  																																																					| Combining equations (430,396) yields a new equation:
% 64.26/29.21  																																																					| (630) e4 = e1
% 64.26/29.21  																																																					|
% 64.26/29.21  																																																					| Equations (630) can reduce 110 to:
% 64.26/29.21  																																																					| (266) $false
% 64.26/29.21  																																																					|
% 64.26/29.21  																																																					|-The branch is then unsatisfiable
% 64.26/29.21  																																																				|-Branch two:
% 64.26/29.21  																																																				| (399)  ~ (all_0_43_43 = e4)
% 64.26/29.21  																																																				| (446) all_0_44_44 = e4
% 64.26/29.21  																																																				|
% 64.26/29.21  																																																					| Equations (446) can reduce 1390 to:
% 64.26/29.21  																																																					| (266) $false
% 64.26/29.21  																																																					|
% 64.26/29.21  																																																					|-The branch is then unsatisfiable
% 64.26/29.21  																																																			|-Branch two:
% 64.26/29.21  																																																			| (1377)  ~ (all_0_39_39 = e4)
% 64.26/29.21  																																																			| (1378) all_0_40_40 = e4
% 64.26/29.21  																																																			|
% 64.26/29.21  																																																				| Combining equations (1378,485) yields a new equation:
% 64.26/29.21  																																																				| (481) e4 = e0
% 64.26/29.21  																																																				|
% 64.26/29.21  																																																				| Simplifying 481 yields:
% 64.26/29.21  																																																				| (397) e4 = e0
% 64.26/29.21  																																																				|
% 64.26/29.21  																																																				| Equations (397) can reduce 49 to:
% 64.26/29.21  																																																				| (266) $false
% 64.26/29.21  																																																				|
% 64.26/29.21  																																																				|-The branch is then unsatisfiable
% 64.26/29.21  																																																		|-Branch two:
% 64.26/29.22  																																																		| (1401)  ~ (all_0_40_40 = e0)
% 64.26/29.22  																																																		| (1748) all_0_44_44 = e0 | all_0_49_49 = e0 | all_0_58_58 = e0
% 64.26/29.22  																																																		|
% 64.26/29.22  																																																			+-Applying beta-rule and splitting (164), into two cases.
% 64.26/29.22  																																																			|-Branch one:
% 64.26/29.22  																																																			| (471) all_0_39_39 = e4
% 64.26/29.22  																																																			|
% 64.26/29.22  																																																				| Equations (471) can reduce 176 to:
% 64.26/29.22  																																																				| (7398)  ~ (all_0_40_40 = e4)
% 64.26/29.22  																																																				|
% 64.26/29.22  																																																				| Simplifying 7398 yields:
% 64.26/29.22  																																																				| (447)  ~ (all_0_40_40 = e4)
% 64.26/29.22  																																																				|
% 64.26/29.22  																																																				+-Applying beta-rule and splitting (316), into two cases.
% 64.26/29.22  																																																				|-Branch one:
% 64.26/29.22  																																																				| (1378) all_0_40_40 = e4
% 64.26/29.22  																																																				|
% 64.26/29.22  																																																					| Equations (1378) can reduce 447 to:
% 64.26/29.22  																																																					| (266) $false
% 64.26/29.22  																																																					|
% 64.26/29.22  																																																					|-The branch is then unsatisfiable
% 64.26/29.22  																																																				|-Branch two:
% 64.26/29.22  																																																				| (447)  ~ (all_0_40_40 = e4)
% 64.26/29.22  																																																				| (485) all_0_40_40 = e0
% 64.26/29.22  																																																				|
% 64.26/29.22  																																																					| Equations (485) can reduce 1401 to:
% 64.26/29.22  																																																					| (266) $false
% 64.26/29.22  																																																					|
% 64.26/29.22  																																																					|-The branch is then unsatisfiable
% 64.26/29.22  																																																			|-Branch two:
% 64.26/29.22  																																																			| (1377)  ~ (all_0_39_39 = e4)
% 64.26/29.22  																																																			| (2115) all_0_42_42 = e4 | all_0_47_47 = e4 | all_0_51_51 = e4 | all_0_56_56 = e4
% 64.26/29.22  																																																			|
% 64.26/29.22  																																																				+-Applying beta-rule and splitting (150), into two cases.
% 64.26/29.22  																																																				|-Branch one:
% 64.26/29.22  																																																				| (1378) all_0_40_40 = e4
% 64.26/29.22  																																																				|
% 64.26/29.22  																																																					| Equations (1378) can reduce 2 to:
% 64.26/29.22  																																																					| (188)  ~ (e4 = e3)
% 64.26/29.22  																																																					|
% 64.26/29.22  																																																					| Equations (1378) can reduce 296 to:
% 64.26/29.22  																																																					| (48)  ~ (e4 = e2)
% 64.26/29.22  																																																					|
% 64.26/29.22  																																																					| Equations (1378) can reduce 132 to:
% 64.26/29.22  																																																					| (110)  ~ (e4 = e1)
% 64.26/29.22  																																																					|
% 64.26/29.22  																																																					+-Applying beta-rule and splitting (2115), into two cases.
% 64.26/29.22  																																																					|-Branch one:
% 64.26/29.22  																																																					| (1392) all_0_42_42 = e4
% 64.26/29.22  																																																					|
% 64.26/29.22  																																																						| Combining equations (516,1392) yields a new equation:
% 64.26/29.22  																																																						| (425) e4 = e3
% 64.26/29.22  																																																						|
% 64.26/29.22  																																																						| Equations (425) can reduce 188 to:
% 64.26/29.22  																																																						| (266) $false
% 64.26/29.22  																																																						|
% 64.26/29.22  																																																						|-The branch is then unsatisfiable
% 64.26/29.22  																																																					|-Branch two:
% 64.26/29.22  																																																					| (1890)  ~ (all_0_42_42 = e4)
% 64.26/29.22  																																																					| (2246) all_0_47_47 = e4 | all_0_51_51 = e4 | all_0_56_56 = e4
% 64.26/29.22  																																																					|
% 64.26/29.22  																																																						+-Applying beta-rule and splitting (1789), into two cases.
% 64.26/29.22  																																																						|-Branch one:
% 64.26/29.22  																																																						| (1790) all_0_47_47 = e4
% 64.26/29.22  																																																						|
% 64.26/29.22  																																																							| Equations (1790) can reduce 252 to:
% 64.26/29.22  																																																							| (266) $false
% 64.26/29.22  																																																							|
% 64.26/29.22  																																																							|-The branch is then unsatisfiable
% 64.26/29.22  																																																						|-Branch two:
% 64.26/29.22  																																																						| (252)  ~ (all_0_47_47 = e4)
% 64.26/29.22  																																																						| (1793) all_0_47_47 = e3 | all_0_47_47 = e1 | all_0_47_47 = e0
% 64.26/29.22  																																																						|
% 64.26/29.22  																																																							+-Applying beta-rule and splitting (2246), into two cases.
% 64.26/29.22  																																																							|-Branch one:
% 64.26/29.22  																																																							| (1790) all_0_47_47 = e4
% 64.26/29.22  																																																							|
% 64.26/29.22  																																																								| Equations (1790) can reduce 252 to:
% 64.26/29.22  																																																								| (266) $false
% 64.26/29.22  																																																								|
% 64.26/29.22  																																																								|-The branch is then unsatisfiable
% 64.26/29.22  																																																							|-Branch two:
% 64.26/29.22  																																																							| (252)  ~ (all_0_47_47 = e4)
% 64.26/29.22  																																																							| (6548) all_0_51_51 = e4 | all_0_56_56 = e4
% 64.26/29.22  																																																							|
% 64.26/29.22  																																																								+-Applying beta-rule and splitting (6548), into two cases.
% 64.26/29.22  																																																								|-Branch one:
% 64.26/29.22  																																																								| (1101) all_0_51_51 = e4
% 64.26/29.22  																																																								|
% 64.26/29.22  																																																									| Combining equations (1109,1101) yields a new equation:
% 64.26/29.22  																																																									| (630) e4 = e1
% 64.26/29.22  																																																									|
% 64.26/29.22  																																																									| Equations (630) can reduce 110 to:
% 64.26/29.22  																																																									| (266) $false
% 64.26/29.22  																																																									|
% 64.26/29.22  																																																									|-The branch is then unsatisfiable
% 64.26/29.22  																																																								|-Branch two:
% 64.26/29.22  																																																								| (475)  ~ (all_0_51_51 = e4)
% 64.26/29.22  																																																								| (842) all_0_56_56 = e4
% 64.26/29.22  																																																								|
% 64.26/29.22  																																																									| Combining equations (833,842) yields a new equation:
% 64.26/29.22  																																																									| (323) e4 = e2
% 64.26/29.22  																																																									|
% 64.26/29.22  																																																									| Equations (323) can reduce 48 to:
% 64.26/29.22  																																																									| (266) $false
% 64.26/29.22  																																																									|
% 64.26/29.22  																																																									|-The branch is then unsatisfiable
% 64.26/29.22  																																																				|-Branch two:
% 64.26/29.22  																																																				| (447)  ~ (all_0_40_40 = e4)
% 64.26/29.22  																																																				| (2271) all_0_44_44 = e4 | all_0_49_49 = e4 | all_0_53_53 = e4 | all_0_58_58 = e4
% 64.26/29.22  																																																				|
% 64.26/29.22  																																																					+-Applying beta-rule and splitting (320), into two cases.
% 64.26/29.22  																																																					|-Branch one:
% 64.26/29.22  																																																					| (471) all_0_39_39 = e4
% 64.26/29.22  																																																					|
% 64.26/29.22  																																																						| Equations (471) can reduce 1377 to:
% 64.26/29.22  																																																						| (266) $false
% 64.26/29.22  																																																						|
% 64.26/29.22  																																																						|-The branch is then unsatisfiable
% 64.26/29.22  																																																					|-Branch two:
% 64.26/29.22  																																																					| (1377)  ~ (all_0_39_39 = e4)
% 64.26/29.22  																																																					| (480) all_0_39_39 = e0
% 64.26/29.22  																																																					|
% 64.26/29.22  																																																						| Equations (480) can reduce 1377 to:
% 64.26/29.22  																																																						| (401)  ~ (e4 = e0)
% 64.26/29.22  																																																						|
% 64.26/29.22  																																																						| Simplifying 401 yields:
% 64.26/29.22  																																																						| (49)  ~ (e4 = e0)
% 64.26/29.22  																																																						|
% 64.26/29.22  																																																						+-Applying beta-rule and splitting (326), into two cases.
% 64.26/29.22  																																																						|-Branch one:
% 64.26/29.22  																																																						| (471) all_0_39_39 = e4
% 64.26/29.22  																																																						|
% 64.26/29.22  																																																							| Combining equations (471,480) yields a new equation:
% 64.26/29.22  																																																							| (481) e4 = e0
% 64.26/29.22  																																																							|
% 64.26/29.22  																																																							| Simplifying 481 yields:
% 64.26/29.22  																																																							| (397) e4 = e0
% 64.26/29.22  																																																							|
% 64.26/29.22  																																																							| Equations (397) can reduce 49 to:
% 64.26/29.22  																																																							| (266) $false
% 64.26/29.22  																																																							|
% 64.26/29.22  																																																							|-The branch is then unsatisfiable
% 64.26/29.22  																																																						|-Branch two:
% 64.26/29.22  																																																						| (1377)  ~ (all_0_39_39 = e4)
% 64.26/29.22  																																																						| (1378) all_0_40_40 = e4
% 64.26/29.22  																																																						|
% 64.26/29.22  																																																							| Equations (1378) can reduce 447 to:
% 64.26/29.22  																																																							| (266) $false
% 64.26/29.22  																																																							|
% 64.26/29.22  																																																							|-The branch is then unsatisfiable
% 64.26/29.22  																																													|-Branch two:
% 64.26/29.22  																																													| (357)  ~ (all_0_41_41 = e0)
% 64.26/29.22  																																													| (4053) all_0_41_41 = e3 | all_0_41_41 = e1
% 64.26/29.22  																																													|
% 64.26/29.22  																																														+-Applying beta-rule and splitting (4053), into two cases.
% 64.26/29.22  																																														|-Branch one:
% 64.26/29.22  																																														| (453) all_0_41_41 = e1
% 64.26/29.22  																																														|
% 64.26/29.22  																																															| Equations (453) can reduce 457 to:
% 64.26/29.22  																																															| (266) $false
% 64.26/29.22  																																															|
% 64.26/29.22  																																															|-The branch is then unsatisfiable
% 64.26/29.22  																																														|-Branch two:
% 64.26/29.22  																																														| (457)  ~ (all_0_41_41 = e1)
% 64.26/29.22  																																														| (403) all_0_41_41 = e3
% 64.26/29.22  																																														|
% 64.26/29.22  																																															| Equations (403) can reduce 1898 to:
% 64.26/29.22  																																															| (266) $false
% 64.26/29.22  																																															|
% 64.26/29.22  																																															|-The branch is then unsatisfiable
% 64.26/29.22  																																												|-Branch two:
% 64.26/29.22  																																												| (250)  ~ (all_0_46_46 = e4)
% 64.26/29.22  																																												| (774) all_0_50_50 = e4 | all_0_55_55 = e4
% 64.26/29.22  																																												|
% 64.26/29.22  																																													+-Applying beta-rule and splitting (206), into two cases.
% 64.26/29.22  																																													|-Branch one:
% 64.26/29.22  																																													| (248) all_0_45_45 = e4
% 64.26/29.22  																																													|
% 64.26/29.22  																																														| Combining equations (248,423) yields a new equation:
% 64.26/29.22  																																														| (424) e4 = e3
% 64.26/29.22  																																														|
% 64.26/29.22  																																														| Simplifying 424 yields:
% 64.26/29.22  																																														| (425) e4 = e3
% 64.26/29.22  																																														|
% 64.26/29.22  																																														| Equations (425) can reduce 188 to:
% 64.26/29.22  																																														| (266) $false
% 64.26/29.22  																																														|
% 64.26/29.22  																																														|-The branch is then unsatisfiable
% 64.26/29.22  																																													|-Branch two:
% 64.26/29.22  																																													| (60416)  ~ (all_0_45_45 = e4)
% 64.26/29.22  																																													| (61457) all_0_46_46 = e4 | all_0_47_47 = e4 | all_0_48_48 = e4 | all_0_49_49 = e4
% 64.26/29.22  																																													|
% 64.26/29.22  																																														| Equations (423) can reduce 60416 to:
% 64.26/29.22  																																														| (277)  ~ (e4 = e3)
% 64.26/29.22  																																														|
% 64.26/29.22  																																														| Simplifying 277 yields:
% 64.26/29.22  																																														| (188)  ~ (e4 = e3)
% 64.26/29.22  																																														|
% 64.26/29.22  																																														+-Applying beta-rule and splitting (61457), into two cases.
% 64.26/29.22  																																														|-Branch one:
% 64.26/29.22  																																														| (770) all_0_46_46 = e4
% 64.26/29.22  																																														|
% 64.26/29.22  																																															| Equations (770) can reduce 250 to:
% 64.26/29.22  																																															| (266) $false
% 64.26/29.22  																																															|
% 64.26/29.22  																																															|-The branch is then unsatisfiable
% 64.26/29.22  																																														|-Branch two:
% 64.26/29.22  																																														| (250)  ~ (all_0_46_46 = e4)
% 64.26/29.23  																																														| (61466) all_0_47_47 = e4 | all_0_48_48 = e4 | all_0_49_49 = e4
% 64.26/29.23  																																														|
% 64.26/29.23  																																															+-Applying beta-rule and splitting (441), into two cases.
% 64.26/29.23  																																															|-Branch one:
% 64.26/29.23  																																															| (1392) all_0_42_42 = e4
% 64.26/29.23  																																															|
% 64.26/29.23  																																																| Combining equations (1392,516) yields a new equation:
% 64.26/29.23  																																																| (424) e4 = e3
% 64.26/29.23  																																																|
% 64.26/29.23  																																																| Simplifying 424 yields:
% 64.26/29.23  																																																| (425) e4 = e3
% 64.26/29.23  																																																|
% 64.26/29.23  																																																| Equations (425) can reduce 188 to:
% 64.26/29.23  																																																| (266) $false
% 64.26/29.23  																																																|
% 64.26/29.23  																																																|-The branch is then unsatisfiable
% 64.26/29.23  																																															|-Branch two:
% 64.26/29.23  																																															| (1890)  ~ (all_0_42_42 = e4)
% 64.26/29.23  																																															| (1891) all_0_43_43 = e4 | all_0_44_44 = e4
% 64.26/29.23  																																															|
% 64.26/29.23  																																																+-Applying beta-rule and splitting (61466), into two cases.
% 64.26/29.23  																																																|-Branch one:
% 64.26/29.23  																																																| (1790) all_0_47_47 = e4
% 64.26/29.23  																																																|
% 64.26/29.23  																																																	| Equations (1790) can reduce 79 to:
% 64.26/29.23  																																																	| (1377)  ~ (all_0_39_39 = e4)
% 64.26/29.23  																																																	|
% 64.26/29.23  																																																	+-Applying beta-rule and splitting (104), into two cases.
% 64.26/29.23  																																																	|-Branch one:
% 64.26/29.23  																																																	| (480) all_0_39_39 = e0
% 64.26/29.23  																																																	|
% 64.26/29.23  																																																		| Equations (480) can reduce 176 to:
% 64.26/29.23  																																																		| (1400)  ~ (all_0_40_40 = e0)
% 64.26/29.23  																																																		|
% 64.26/29.23  																																																		| Simplifying 1400 yields:
% 64.26/29.23  																																																		| (1401)  ~ (all_0_40_40 = e0)
% 64.26/29.23  																																																		|
% 64.26/29.23  																																																		+-Applying beta-rule and splitting (75), into two cases.
% 64.26/29.23  																																																		|-Branch one:
% 64.26/29.23  																																																		| (485) all_0_40_40 = e0
% 64.26/29.23  																																																		|
% 64.26/29.23  																																																			| Equations (485) can reduce 1401 to:
% 64.26/29.23  																																																			| (266) $false
% 64.26/29.23  																																																			|
% 64.26/29.23  																																																			|-The branch is then unsatisfiable
% 64.26/29.23  																																																		|-Branch two:
% 64.26/29.23  																																																		| (1401)  ~ (all_0_40_40 = e0)
% 64.26/29.23  																																																		| (1748) all_0_44_44 = e0 | all_0_49_49 = e0 | all_0_58_58 = e0
% 64.26/29.23  																																																		|
% 64.26/29.23  																																																			+-Applying beta-rule and splitting (316), into two cases.
% 64.26/29.23  																																																			|-Branch one:
% 64.26/29.23  																																																			| (1378) all_0_40_40 = e4
% 64.26/29.23  																																																			|
% 64.26/29.23  																																																				| Equations (1378) can reduce 143 to:
% 64.26/29.23  																																																				| (1903)  ~ (all_0_44_44 = e4)
% 64.26/29.23  																																																				|
% 64.26/29.23  																																																				| Simplifying 1903 yields:
% 64.26/29.23  																																																				| (1390)  ~ (all_0_44_44 = e4)
% 64.26/29.23  																																																				|
% 64.26/29.23  																																																				| Equations (1378) can reduce 132 to:
% 64.26/29.23  																																																				| (110)  ~ (e4 = e1)
% 64.26/29.23  																																																				|
% 64.26/29.23  																																																				+-Applying beta-rule and splitting (26), into two cases.
% 64.26/29.23  																																																				|-Branch one:
% 64.26/29.23  																																																				| (446) all_0_44_44 = e4
% 64.26/29.23  																																																				|
% 64.26/29.23  																																																					| Equations (446) can reduce 1390 to:
% 64.26/29.23  																																																					| (266) $false
% 64.26/29.23  																																																					|
% 64.26/29.23  																																																					|-The branch is then unsatisfiable
% 64.26/29.23  																																																				|-Branch two:
% 64.26/29.23  																																																				| (1390)  ~ (all_0_44_44 = e4)
% 64.26/29.23  																																																				| (1391) all_0_44_44 = e3 | all_0_44_44 = e1 | all_0_44_44 = e0
% 64.26/29.23  																																																				|
% 64.26/29.23  																																																					+-Applying beta-rule and splitting (1891), into two cases.
% 64.26/29.23  																																																					|-Branch one:
% 64.26/29.23  																																																					| (396) all_0_43_43 = e4
% 64.26/29.23  																																																					|
% 64.26/29.23  																																																						| Combining equations (430,396) yields a new equation:
% 64.26/29.23  																																																						| (630) e4 = e1
% 64.26/29.23  																																																						|
% 64.26/29.23  																																																						| Equations (630) can reduce 110 to:
% 64.26/29.23  																																																						| (266) $false
% 64.26/29.23  																																																						|
% 64.26/29.23  																																																						|-The branch is then unsatisfiable
% 64.26/29.23  																																																					|-Branch two:
% 64.26/29.23  																																																					| (399)  ~ (all_0_43_43 = e4)
% 64.26/29.23  																																																					| (446) all_0_44_44 = e4
% 64.26/29.23  																																																					|
% 64.26/29.23  																																																						| Equations (446) can reduce 1390 to:
% 64.26/29.23  																																																						| (266) $false
% 64.26/29.23  																																																						|
% 64.26/29.23  																																																						|-The branch is then unsatisfiable
% 64.26/29.23  																																																			|-Branch two:
% 64.26/29.23  																																																			| (447)  ~ (all_0_40_40 = e4)
% 64.26/29.23  																																																			| (485) all_0_40_40 = e0
% 64.26/29.23  																																																			|
% 64.26/29.23  																																																				| Equations (485) can reduce 1401 to:
% 64.26/29.23  																																																				| (266) $false
% 64.26/29.23  																																																				|
% 64.26/29.23  																																																				|-The branch is then unsatisfiable
% 64.26/29.23  																																																	|-Branch two:
% 64.26/29.23  																																																	| (484)  ~ (all_0_39_39 = e0)
% 64.26/29.23  																																																	| (558) all_0_42_42 = e0 | all_0_47_47 = e0 | all_0_56_56 = e0
% 64.26/29.23  																																																	|
% 64.26/29.23  																																																		+-Applying beta-rule and splitting (320), into two cases.
% 64.26/29.23  																																																		|-Branch one:
% 64.26/29.23  																																																		| (471) all_0_39_39 = e4
% 64.26/29.23  																																																		|
% 64.26/29.23  																																																			| Equations (471) can reduce 1377 to:
% 64.26/29.23  																																																			| (266) $false
% 64.26/29.23  																																																			|
% 64.26/29.23  																																																			|-The branch is then unsatisfiable
% 64.26/29.23  																																																		|-Branch two:
% 64.26/29.23  																																																		| (1377)  ~ (all_0_39_39 = e4)
% 64.26/29.23  																																																		| (480) all_0_39_39 = e0
% 64.26/29.23  																																																		|
% 64.26/29.23  																																																			| Equations (480) can reduce 484 to:
% 64.26/29.23  																																																			| (266) $false
% 64.26/29.23  																																																			|
% 64.26/29.23  																																																			|-The branch is then unsatisfiable
% 64.26/29.23  																																																|-Branch two:
% 64.26/29.23  																																																| (252)  ~ (all_0_47_47 = e4)
% 64.26/29.23  																																																| (61479) all_0_48_48 = e4 | all_0_49_49 = e4
% 64.26/29.23  																																																|
% 64.26/29.23  																																																	+-Applying beta-rule and splitting (1891), into two cases.
% 64.26/29.23  																																																	|-Branch one:
% 64.26/29.23  																																																	| (396) all_0_43_43 = e4
% 64.26/29.23  																																																	|
% 64.26/29.23  																																																		| Combining equations (396,430) yields a new equation:
% 64.26/29.23  																																																		| (636) e4 = e1
% 64.26/29.23  																																																		|
% 64.26/29.23  																																																		| Simplifying 636 yields:
% 64.26/29.23  																																																		| (630) e4 = e1
% 64.26/29.23  																																																		|
% 64.26/29.23  																																																		| Equations (630) can reduce 110 to:
% 64.26/29.23  																																																		| (266) $false
% 64.26/29.23  																																																		|
% 64.26/29.23  																																																		|-The branch is then unsatisfiable
% 64.26/29.23  																																																	|-Branch two:
% 64.26/29.23  																																																	| (399)  ~ (all_0_43_43 = e4)
% 64.26/29.23  																																																	| (446) all_0_44_44 = e4
% 64.26/29.23  																																																	|
% 64.26/29.23  																																																		| Equations (446) can reduce 147 to:
% 64.26/29.23  																																																		| (48)  ~ (e4 = e2)
% 64.26/29.23  																																																		|
% 64.26/29.23  																																																		| Equations (446) can reduce 639 to:
% 64.26/29.23  																																																		| (110)  ~ (e4 = e1)
% 64.26/29.23  																																																		|
% 64.26/29.23  																																																		+-Applying beta-rule and splitting (61479), into two cases.
% 64.26/29.23  																																																		|-Branch one:
% 64.26/29.23  																																																		| (943) all_0_48_48 = e4
% 64.26/29.23  																																																		|
% 64.26/29.23  																																																			| Combining equations (335,943) yields a new equation:
% 64.26/29.23  																																																			| (323) e4 = e2
% 64.26/29.23  																																																			|
% 64.26/29.23  																																																			| Equations (323) can reduce 48 to:
% 64.26/29.23  																																																			| (266) $false
% 64.26/29.23  																																																			|
% 64.26/29.23  																																																			|-The branch is then unsatisfiable
% 64.26/29.23  																																																		|-Branch two:
% 64.26/29.23  																																																		| (254)  ~ (all_0_48_48 = e4)
% 64.26/29.23  																																																		| (974) all_0_49_49 = e4
% 64.26/29.23  																																																		|
% 64.26/29.23  																																																			| Combining equations (671,974) yields a new equation:
% 64.26/29.23  																																																			| (630) e4 = e1
% 64.26/29.23  																																																			|
% 64.26/29.23  																																																			| Equations (630) can reduce 110 to:
% 64.26/29.23  																																																			| (266) $false
% 64.26/29.23  																																																			|
% 64.26/29.23  																																																			|-The branch is then unsatisfiable
% 64.28/29.24  																																							|-Branch two:
% 64.28/29.24  																																							| (464)  ~ (all_0_51_51 = e1)
% 64.28/29.24  																																							| (1569) all_0_56_56 = e1
% 64.28/29.24  																																							|
% 64.28/29.24  																																								| Combining equations (833,1569) yields a new equation:
% 64.28/29.24  																																								| (616) e2 = e1
% 64.28/29.24  																																								|
% 64.28/29.24  																																								| Simplifying 616 yields:
% 64.28/29.24  																																								| (617) e2 = e1
% 64.28/29.24  																																								|
% 64.28/29.24  																																								| Equations (617) can reduce 122 to:
% 64.28/29.24  																																								| (266) $false
% 64.28/29.24  																																								|
% 64.28/29.24  																																								|-The branch is then unsatisfiable
% 64.28/29.24  																																			|-Branch two:
% 64.28/29.24  																																			| (405)  ~ (all_0_42_42 = e3)
% 64.28/29.24  																																			| (521) all_0_47_47 = e3 | all_0_51_51 = e3 | all_0_56_56 = e3
% 64.28/29.24  																																			|
% 64.28/29.24  																																				+-Applying beta-rule and splitting (521), into two cases.
% 64.28/29.24  																																				|-Branch one:
% 64.28/29.24  																																				| (522) all_0_47_47 = e3
% 64.28/29.24  																																				|
% 64.28/29.24  																																					| Equations (522) can reduce 1091 to:
% 64.28/29.24  																																					| (266) $false
% 64.28/29.24  																																					|
% 64.28/29.24  																																					|-The branch is then unsatisfiable
% 64.28/29.24  																																				|-Branch two:
% 64.28/29.24  																																				| (1091)  ~ (all_0_47_47 = e3)
% 64.28/29.24  																																				| (1092) all_0_51_51 = e3 | all_0_56_56 = e3
% 64.28/29.24  																																				|
% 64.28/29.24  																																					+-Applying beta-rule and splitting (1104), into two cases.
% 64.28/29.24  																																					|-Branch one:
% 64.28/29.24  																																					| (1109) all_0_51_51 = e1
% 64.28/29.24  																																					|
% 64.28/29.24  																																						| Equations (1109) can reduce 664 to:
% 64.28/29.24  																																						| (467)  ~ (e3 = e1)
% 64.28/29.24  																																						|
% 64.28/29.24  																																						| Simplifying 467 yields:
% 64.28/29.24  																																						| (213)  ~ (e3 = e1)
% 64.28/29.24  																																						|
% 64.28/29.24  																																						+-Applying beta-rule and splitting (1092), into two cases.
% 64.28/29.24  																																						|-Branch one:
% 64.28/29.24  																																						| (660) all_0_51_51 = e3
% 64.28/29.24  																																						|
% 64.28/29.24  																																							| Combining equations (1109,660) yields a new equation:
% 64.28/29.24  																																							| (455) e3 = e1
% 64.28/29.24  																																							|
% 64.28/29.24  																																							| Equations (455) can reduce 213 to:
% 64.28/29.24  																																							| (266) $false
% 64.28/29.24  																																							|
% 64.28/29.24  																																							|-The branch is then unsatisfiable
% 64.28/29.24  																																						|-Branch two:
% 64.28/29.24  																																						| (664)  ~ (all_0_51_51 = e3)
% 64.28/29.24  																																						| (1097) all_0_56_56 = e3
% 64.28/29.24  																																						|
% 64.28/29.24  																																							| Combining equations (833,1097) yields a new equation:
% 64.28/29.24  																																							| (662) e3 = e2
% 64.28/29.24  																																							|
% 64.28/29.24  																																							| Equations (662) can reduce 212 to:
% 64.28/29.24  																																							| (266) $false
% 64.28/29.24  																																							|
% 64.28/29.24  																																							|-The branch is then unsatisfiable
% 64.28/29.24  																																					|-Branch two:
% 64.28/29.24  																																					| (464)  ~ (all_0_51_51 = e1)
% 64.28/29.24  																																					| (660) all_0_51_51 = e3
% 64.28/29.24  																																					|
% 64.28/29.24  																																						| Equations (660) can reduce 664 to:
% 64.28/29.24  																																						| (266) $false
% 64.28/29.24  																																						|
% 64.28/29.24  																																						|-The branch is then unsatisfiable
% 64.28/29.24  																															|-Branch two:
% 64.28/29.24  																															| (511)  ~ (all_0_56_56 = e2)
% 64.28/29.24  																															| (1709) all_0_57_57 = e2 | all_0_58_58 = e2
% 64.28/29.24  																															|
% 64.28/29.24  																																+-Applying beta-rule and splitting (1709), into two cases.
% 64.28/29.24  																																|-Branch one:
% 64.28/29.24  																																| (442) all_0_57_57 = e2
% 64.28/29.24  																																|
% 64.28/29.24  																																	| Combining equations (875,442) yields a new equation:
% 64.28/29.24  																																	| (330) e2 = e0
% 64.28/29.24  																																	|
% 64.28/29.24  																																	| Equations (330) can reduce 128 to:
% 64.28/29.24  																																	| (266) $false
% 64.28/29.24  																																	|
% 64.28/29.24  																																	|-The branch is then unsatisfiable
% 64.28/29.24  																																|-Branch two:
% 64.28/29.24  																																| (344)  ~ (all_0_57_57 = e2)
% 64.28/29.24  																																| (624) all_0_58_58 = e2
% 64.28/29.24  																																|
% 64.28/29.24  																																	| Equations (624) can reduce 908 to:
% 64.28/29.24  																																	| (266) $false
% 64.28/29.24  																																	|
% 64.28/29.24  																																	|-The branch is then unsatisfiable
% 64.28/29.24  																														|-Branch two:
% 64.28/29.24  																														| (1064)  ~ (all_0_49_49 = e1)
% 64.28/29.24  																														| (2141) all_0_53_53 = e1 | all_0_58_58 = e1
% 64.28/29.24  																														|
% 64.28/29.24  																															+-Applying beta-rule and splitting (135), into two cases.
% 64.28/29.24  																															|-Branch one:
% 64.28/29.24  																															| (545) all_0_46_46 = e1
% 64.28/29.24  																															|
% 64.28/29.24  																																| Equations (545) can reduce 549 to:
% 64.28/29.24  																																| (266) $false
% 64.28/29.24  																																|
% 64.28/29.24  																																|-The branch is then unsatisfiable
% 64.28/29.24  																															|-Branch two:
% 64.28/29.24  																															| (549)  ~ (all_0_46_46 = e1)
% 64.28/29.24  																															| (550) all_0_47_47 = e1 | all_0_48_48 = e1 | all_0_49_49 = e1
% 64.28/29.24  																															|
% 64.28/29.24  																																+-Applying beta-rule and splitting (1100), into two cases.
% 64.28/29.24  																																|-Branch one:
% 64.28/29.24  																																| (1101) all_0_51_51 = e4
% 64.28/29.24  																																|
% 64.28/29.24  																																	| Equations (1101) can reduce 475 to:
% 64.28/29.24  																																	| (266) $false
% 64.28/29.24  																																	|
% 64.28/29.24  																																	|-The branch is then unsatisfiable
% 64.28/29.24  																																|-Branch two:
% 64.28/29.24  																																| (475)  ~ (all_0_51_51 = e4)
% 64.28/29.24  																																| (1104) all_0_51_51 = e3 | all_0_51_51 = e1
% 64.28/29.24  																																|
% 64.28/29.24  																																	+-Applying beta-rule and splitting (1104), into two cases.
% 64.28/29.24  																																	|-Branch one:
% 64.28/29.24  																																	| (1109) all_0_51_51 = e1
% 64.28/29.24  																																	|
% 64.28/29.24  																																		| Equations (1109) can reduce 224 to:
% 64.28/29.24  																																		| (462)  ~ (all_0_47_47 = e1)
% 64.28/29.24  																																		|
% 64.28/29.24  																																		| Equations (1109) can reduce 1099 to:
% 64.28/29.24  																																		| (604)  ~ (e2 = e1)
% 64.28/29.24  																																		|
% 64.28/29.24  																																		| Simplifying 604 yields:
% 64.28/29.24  																																		| (122)  ~ (e2 = e1)
% 64.28/29.24  																																		|
% 64.28/29.24  																																		+-Applying beta-rule and splitting (550), into two cases.
% 64.28/29.24  																																		|-Branch one:
% 64.28/29.24  																																		| (654) all_0_47_47 = e1
% 64.28/29.24  																																		|
% 64.28/29.24  																																			| Equations (654) can reduce 462 to:
% 64.28/29.24  																																			| (266) $false
% 64.28/29.24  																																			|
% 64.28/29.24  																																			|-The branch is then unsatisfiable
% 64.28/29.24  																																		|-Branch two:
% 64.28/29.24  																																		| (462)  ~ (all_0_47_47 = e1)
% 64.28/29.24  																																		| (659) all_0_48_48 = e1 | all_0_49_49 = e1
% 64.28/29.24  																																		|
% 64.28/29.24  																																			+-Applying beta-rule and splitting (659), into two cases.
% 64.28/29.24  																																			|-Branch one:
% 64.28/29.24  																																			| (615) all_0_48_48 = e1
% 64.28/29.24  																																			|
% 64.28/29.24  																																				| Combining equations (615,335) yields a new equation:
% 64.28/29.24  																																				| (617) e2 = e1
% 64.28/29.24  																																				|
% 64.28/29.24  																																				| Equations (617) can reduce 122 to:
% 64.28/29.24  																																				| (266) $false
% 64.28/29.24  																																				|
% 64.28/29.24  																																				|-The branch is then unsatisfiable
% 64.28/29.24  																																			|-Branch two:
% 64.28/29.24  																																			| (619)  ~ (all_0_48_48 = e1)
% 64.28/29.24  																																			| (671) all_0_49_49 = e1
% 64.28/29.24  																																			|
% 64.28/29.24  																																				| Equations (671) can reduce 1064 to:
% 64.28/29.24  																																				| (266) $false
% 64.28/29.24  																																				|
% 64.28/29.24  																																				|-The branch is then unsatisfiable
% 64.28/29.24  																																	|-Branch two:
% 64.28/29.24  																																	| (464)  ~ (all_0_51_51 = e1)
% 64.28/29.24  																																	| (660) all_0_51_51 = e3
% 64.28/29.24  																																	|
% 64.28/29.24  																																		| Equations (660) can reduce 664 to:
% 64.28/29.24  																																		| (266) $false
% 64.28/29.24  																																		|
% 64.28/29.24  																																		|-The branch is then unsatisfiable
% 64.28/29.24  																											|-Branch two:
% 64.28/29.24  																											| (509)  ~ (all_0_53_53 = e2)
% 64.28/29.24  																											| (610) all_0_53_53 = e4 | all_0_53_53 = e3 | all_0_53_53 = e1
% 64.28/29.24  																											|
% 64.28/29.24  																												+-Applying beta-rule and splitting (377), into two cases.
% 64.28/29.24  																												|-Branch one:
% 64.28/29.24  																												| (583) all_0_49_49 = e2
% 64.28/29.24  																												|
% 64.28/29.24  																													| Equations (583) can reduce 340 to:
% 64.28/29.24  																													| (266) $false
% 64.28/29.24  																													|
% 64.28/29.24  																													|-The branch is then unsatisfiable
% 64.28/29.24  																												|-Branch two:
% 64.28/29.24  																												| (340)  ~ (all_0_49_49 = e2)
% 64.28/29.24  																												| (614) all_0_53_53 = e2 | all_0_58_58 = e2
% 64.28/29.24  																												|
% 64.28/29.24  																													+-Applying beta-rule and splitting (614), into two cases.
% 64.28/29.24  																													|-Branch one:
% 64.28/29.24  																													| (607) all_0_53_53 = e2
% 64.28/29.24  																													|
% 64.28/29.24  																														| Equations (607) can reduce 509 to:
% 64.28/29.24  																														| (266) $false
% 64.28/29.24  																														|
% 64.28/29.24  																														|-The branch is then unsatisfiable
% 64.28/29.24  																													|-Branch two:
% 64.28/29.24  																													| (509)  ~ (all_0_53_53 = e2)
% 64.28/29.24  																													| (624) all_0_58_58 = e2
% 64.28/29.24  																													|
% 64.28/29.24  																														| Equations (624) can reduce 119 to:
% 64.28/29.24  																														| (340)  ~ (all_0_49_49 = e2)
% 64.28/29.24  																														|
% 64.28/29.24  																														| Equations (624) can reduce 44 to:
% 64.28/29.24  																														| (511)  ~ (all_0_56_56 = e2)
% 64.28/29.24  																														|
% 64.28/29.24  																														| Equations (624) can reduce 880 to:
% 64.28/29.24  																														| (122)  ~ (e2 = e1)
% 64.28/29.24  																														|
% 64.28/29.24  																														| From (624) and (245) follows:
% 64.28/29.24  																														| (628) op(e0, e0) = e2
% 64.28/29.24  																														|
% 64.28/29.24  																														+-Applying beta-rule and splitting (189), into two cases.
% 64.28/29.24  																														|-Branch one:
% 64.28/29.24  																														| (532) all_0_44_44 = e3
% 64.28/29.24  																														|
% 64.28/29.24  																															| Equations (532) can reduce 143 to:
% 64.28/29.24  																															| (2)  ~ (all_0_40_40 = e3)
% 64.28/29.24  																															|
% 64.28/29.24  																															| Equations (532) can reduce 149 to:
% 64.28/29.24  																															| (1898)  ~ (all_0_41_41 = e3)
% 64.28/29.24  																															|
% 64.28/29.24  																															| Equations (532) can reduce 9 to:
% 64.28/29.24  																															| (524)  ~ (all_0_49_49 = e3)
% 64.28/29.24  																															|
% 64.28/29.24  																															| Simplifying 524 yields:
% 64.28/29.24  																															| (525)  ~ (all_0_49_49 = e3)
% 64.28/29.24  																															|
% 64.28/29.24  																															| Equations (532) can reduce 220 to:
% 64.28/29.24  																															| (1114)  ~ (all_0_53_53 = e3)
% 64.28/29.24  																															|
% 64.28/29.24  																															| Simplifying 1114 yields:
% 64.28/29.24  																															| (903)  ~ (all_0_53_53 = e3)
% 64.28/29.24  																															|
% 64.28/29.24  																															| Equations (532) can reduce 639 to:
% 64.28/29.24  																															| (213)  ~ (e3 = e1)
% 64.28/29.24  																															|
% 64.28/29.24  																															| From (532) and (138) follows:
% 64.28/29.24  																															| (1639) op(e3, e0) = e3
% 64.28/29.24  																															|
% 64.28/29.24  																															+-Applying beta-rule and splitting (22), into two cases.
% 64.28/29.24  																															|-Branch one:
% 64.28/29.24  																															| (268) all_0_54_54 = e3
% 64.28/29.24  																															|
% 64.28/29.24  																																| Combining equations (265,268) yields a new equation:
% 64.28/29.24  																																| (424) e4 = e3
% 64.28/29.24  																																|
% 64.28/29.24  																																| Simplifying 424 yields:
% 64.28/29.24  																																| (425) e4 = e3
% 64.28/29.24  																																|
% 64.28/29.24  																																| Equations (425) can reduce 188 to:
% 64.28/29.24  																																| (266) $false
% 64.28/29.24  																																|
% 64.28/29.24  																																|-The branch is then unsatisfiable
% 64.28/29.24  																															|-Branch two:
% 64.28/29.24  																															| (60427)  ~ (all_0_54_54 = e3)
% 64.28/29.25  																															| (62553) all_0_55_55 = e3 | all_0_56_56 = e3 | all_0_58_58 = e3
% 64.28/29.25  																															|
% 64.28/29.25  																																+-Applying beta-rule and splitting (385), into two cases.
% 64.28/29.25  																																|-Branch one:
% 64.28/29.25  																																| (1105) all_0_47_47 = e2
% 64.28/29.25  																																|
% 64.28/29.25  																																	| Equations (1105) can reduce 338 to:
% 64.28/29.25  																																	| (266) $false
% 64.28/29.25  																																	|
% 64.28/29.25  																																	|-The branch is then unsatisfiable
% 64.28/29.25  																																|-Branch two:
% 64.28/29.25  																																| (338)  ~ (all_0_47_47 = e2)
% 64.28/29.25  																																| (1108) all_0_51_51 = e2 | all_0_56_56 = e2
% 64.28/29.25  																																|
% 64.28/29.25  																																	+-Applying beta-rule and splitting (1108), into two cases.
% 64.28/29.25  																																	|-Branch one:
% 64.28/29.25  																																	| (504) all_0_51_51 = e2
% 64.28/29.25  																																	|
% 64.28/29.25  																																		| Equations (504) can reduce 139 to:
% 64.28/29.25  																																		| (294)  ~ (all_0_39_39 = e2)
% 64.28/29.25  																																		|
% 64.28/29.25  																																		| Equations (504) can reduce 224 to:
% 64.28/29.25  																																		| (338)  ~ (all_0_47_47 = e2)
% 64.28/29.25  																																		|
% 64.28/29.25  																																		| Equations (504) can reduce 6 to:
% 64.28/29.25  																																		| (508)  ~ (all_0_53_53 = e2)
% 64.28/29.25  																																		|
% 64.28/29.25  																																		| Simplifying 508 yields:
% 64.28/29.25  																																		| (509)  ~ (all_0_53_53 = e2)
% 64.28/29.25  																																		|
% 64.28/29.25  																																		| Equations (504) can reduce 664 to:
% 64.28/29.25  																																		| (626)  ~ (e3 = e2)
% 64.28/29.25  																																		|
% 64.28/29.25  																																		| Simplifying 626 yields:
% 64.28/29.25  																																		| (212)  ~ (e3 = e2)
% 64.28/29.25  																																		|
% 64.28/29.25  																																		| From (504) and (186) follows:
% 64.28/29.25  																																		| (515) op(e1, e2) = e2
% 64.28/29.25  																																		|
% 64.28/29.25  																																		+-Applying beta-rule and splitting (160), into two cases.
% 64.28/29.25  																																		|-Branch one:
% 64.28/29.25  																																		| (601) all_0_50_50 = e1
% 64.28/29.25  																																		|
% 64.28/29.25  																																			| Combining equations (415,601) yields a new equation:
% 64.28/29.25  																																			| (454) e3 = e1
% 64.28/29.25  																																			|
% 64.28/29.25  																																			| Simplifying 454 yields:
% 64.28/29.25  																																			| (455) e3 = e1
% 64.28/29.25  																																			|
% 64.28/29.25  																																			| Equations (455) can reduce 213 to:
% 64.28/29.25  																																			| (266) $false
% 64.28/29.25  																																			|
% 64.28/29.25  																																			|-The branch is then unsatisfiable
% 64.28/29.25  																																		|-Branch two:
% 64.28/29.25  																																		| (759)  ~ (all_0_50_50 = e1)
% 64.28/29.25  																																		| (1168) all_0_51_51 = e1 | all_0_52_52 = e1 | all_0_53_53 = e1
% 64.28/29.25  																																		|
% 64.28/29.25  																																			| Equations (415) can reduce 759 to:
% 64.28/29.25  																																			| (213)  ~ (e3 = e1)
% 64.28/29.25  																																			|
% 64.28/29.25  																																			+-Applying beta-rule and splitting (62553), into two cases.
% 64.28/29.25  																																			|-Branch one:
% 64.28/29.25  																																			| (2336) all_0_55_55 = e3
% 64.28/29.25  																																			|
% 64.28/29.25  																																				| Combining equations (2336,629) yields a new equation:
% 64.28/29.25  																																				| (454) e3 = e1
% 64.28/29.25  																																				|
% 64.28/29.25  																																				| Simplifying 454 yields:
% 64.28/29.25  																																				| (455) e3 = e1
% 64.28/29.25  																																				|
% 64.28/29.25  																																				| Equations (455) can reduce 213 to:
% 64.28/29.25  																																				| (266) $false
% 64.28/29.25  																																				|
% 64.28/29.25  																																				|-The branch is then unsatisfiable
% 64.28/29.25  																																			|-Branch two:
% 64.28/29.25  																																			| (270)  ~ (all_0_55_55 = e3)
% 64.28/29.25  																																			| (62557) all_0_56_56 = e3 | all_0_58_58 = e3
% 64.28/29.25  																																			|
% 64.28/29.25  																																				+-Applying beta-rule and splitting (1168), into two cases.
% 64.28/29.25  																																				|-Branch one:
% 64.28/29.25  																																				| (1109) all_0_51_51 = e1
% 64.28/29.25  																																				|
% 64.28/29.25  																																					| Combining equations (504,1109) yields a new equation:
% 64.28/29.25  																																					| (616) e2 = e1
% 64.28/29.25  																																					|
% 64.28/29.25  																																					| Simplifying 616 yields:
% 64.28/29.25  																																					| (617) e2 = e1
% 64.28/29.25  																																					|
% 64.28/29.25  																																					| Equations (617) can reduce 122 to:
% 64.28/29.25  																																					| (266) $false
% 64.28/29.25  																																					|
% 64.28/29.25  																																					|-The branch is then unsatisfiable
% 64.28/29.25  																																				|-Branch two:
% 64.28/29.25  																																				| (464)  ~ (all_0_51_51 = e1)
% 64.28/29.25  																																				| (1202) all_0_52_52 = e1 | all_0_53_53 = e1
% 64.28/29.25  																																				|
% 64.28/29.25  																																					+-Applying beta-rule and splitting (62557), into two cases.
% 64.28/29.25  																																					|-Branch one:
% 64.28/29.25  																																					| (1097) all_0_56_56 = e3
% 64.28/29.25  																																					|
% 64.28/29.25  																																						| Equations (1097) can reduce 154 to:
% 64.28/29.25  																																						| (246)  ~ (all_0_39_39 = e3)
% 64.28/29.25  																																						|
% 64.28/29.25  																																						| From (1097) and (111) follows:
% 64.28/29.25  																																						| (65099) op(e0, e2) = e3
% 64.28/29.25  																																						|
% 64.28/29.25  																																						+-Applying beta-rule and splitting (1202), into two cases.
% 64.28/29.25  																																						|-Branch one:
% 64.28/29.25  																																						| (642) all_0_52_52 = e1
% 64.28/29.25  																																						|
% 64.28/29.25  																																							| Combining equations (565,642) yields a new equation:
% 64.28/29.25  																																							| (636) e4 = e1
% 64.28/29.25  																																							|
% 64.28/29.25  																																							| Simplifying 636 yields:
% 64.28/29.25  																																							| (630) e4 = e1
% 64.28/29.25  																																							|
% 64.28/29.25  																																							| Equations (630) can reduce 110 to:
% 64.28/29.25  																																							| (266) $false
% 64.28/29.25  																																							|
% 64.28/29.25  																																							|-The branch is then unsatisfiable
% 64.28/29.25  																																						|-Branch two:
% 64.28/29.25  																																						| (646)  ~ (all_0_52_52 = e1)
% 64.28/29.25  																																						| (1208) all_0_53_53 = e1
% 64.28/29.25  																																						|
% 64.28/29.25  																																							| Equations (1208) can reduce 162 to:
% 64.28/29.25  																																							| (132)  ~ (all_0_40_40 = e1)
% 64.28/29.25  																																							|
% 64.28/29.25  																																							| Equations (1208) can reduce 903 to:
% 64.28/29.25  																																							| (467)  ~ (e3 = e1)
% 64.28/29.25  																																							|
% 64.28/29.25  																																							| Simplifying 467 yields:
% 64.28/29.25  																																							| (213)  ~ (e3 = e1)
% 64.28/29.25  																																							|
% 64.28/29.25  																																							| Equations (1208) can reduce 509 to:
% 64.28/29.25  																																							| (604)  ~ (e2 = e1)
% 64.28/29.25  																																							|
% 64.28/29.25  																																							| Simplifying 604 yields:
% 64.28/29.25  																																							| (122)  ~ (e2 = e1)
% 64.28/29.25  																																							|
% 64.28/29.25  																																							+-Applying beta-rule and splitting (131), into two cases.
% 64.28/29.25  																																							|-Branch one:
% 64.28/29.25  																																							| (459) all_0_42_42 = e1
% 64.28/29.25  																																							|
% 64.28/29.25  																																								| Equations (459) can reduce 1380 to:
% 64.28/29.25  																																								| (266) $false
% 64.28/29.25  																																								|
% 64.28/29.25  																																								|-The branch is then unsatisfiable
% 64.28/29.25  																																							|-Branch two:
% 64.28/29.25  																																							| (1380)  ~ (all_0_42_42 = e1)
% 64.28/29.25  																																							| (3259) all_0_47_47 = e1 | all_0_51_51 = e1 | all_0_56_56 = e1
% 64.28/29.25  																																							|
% 64.28/29.25  																																								+-Applying beta-rule and splitting (3259), into two cases.
% 64.28/29.25  																																								|-Branch one:
% 64.28/29.25  																																								| (654) all_0_47_47 = e1
% 64.28/29.25  																																								|
% 64.28/29.25  																																									| Equations (654) can reduce 79 to:
% 64.28/29.25  																																									| (151)  ~ (all_0_39_39 = e1)
% 64.28/29.25  																																									|
% 64.28/29.25  																																									| Equations (654) can reduce 198 to:
% 64.28/29.25  																																									| (1380)  ~ (all_0_42_42 = e1)
% 64.28/29.25  																																									|
% 64.28/29.25  																																									| Equations (654) can reduce 19 to:
% 64.28/29.25  																																									| (549)  ~ (all_0_46_46 = e1)
% 64.28/29.25  																																									|
% 64.28/29.25  																																									| Equations (654) can reduce 86 to:
% 64.28/29.25  																																									| (1419)  ~ (all_0_49_49 = e1)
% 64.28/29.25  																																									|
% 64.28/29.25  																																									| Simplifying 1419 yields:
% 64.28/29.25  																																									| (1064)  ~ (all_0_49_49 = e1)
% 64.28/29.25  																																									|
% 64.28/29.25  																																									| Equations (654) can reduce 338 to:
% 64.28/29.25  																																									| (604)  ~ (e2 = e1)
% 64.28/29.25  																																									|
% 64.28/29.25  																																									| Simplifying 604 yields:
% 64.28/29.25  																																									| (122)  ~ (e2 = e1)
% 64.28/29.25  																																									|
% 64.28/29.25  																																									+-Applying beta-rule and splitting (104), into two cases.
% 64.28/29.25  																																									|-Branch one:
% 64.28/29.25  																																									| (480) all_0_39_39 = e0
% 64.28/29.25  																																									|
% 64.28/29.25  																																										| Equations (480) can reduce 176 to:
% 64.28/29.25  																																										| (1400)  ~ (all_0_40_40 = e0)
% 64.28/29.25  																																										|
% 64.28/29.25  																																										| Simplifying 1400 yields:
% 64.28/29.25  																																										| (1401)  ~ (all_0_40_40 = e0)
% 64.28/29.25  																																										|
% 64.28/29.25  																																										| Equations (480) can reduce 145 to:
% 64.28/29.25  																																										| (5565)  ~ (all_0_42_42 = e0)
% 64.28/29.25  																																										|
% 64.28/29.25  																																										| Simplifying 5565 yields:
% 64.28/29.25  																																										| (358)  ~ (all_0_42_42 = e0)
% 64.28/29.25  																																										|
% 64.28/29.25  																																										| Equations (480) can reduce 246 to:
% 64.28/29.25  																																										| (541)  ~ (e3 = e0)
% 64.28/29.25  																																										|
% 64.28/29.25  																																										| Simplifying 541 yields:
% 64.28/29.25  																																										| (80)  ~ (e3 = e0)
% 64.28/29.25  																																										|
% 64.28/29.25  																																										| Equations (480) can reduce 151 to:
% 64.28/29.25  																																										| (435)  ~ (e1 = e0)
% 64.28/29.25  																																										|
% 64.28/29.25  																																										| Simplifying 435 yields:
% 64.28/29.25  																																										| (233)  ~ (e1 = e0)
% 64.28/29.25  																																										|
% 64.28/29.25  																																										| From (480) and (14) follows:
% 64.28/29.25  																																										| (4090) op(e4, e2) = e0
% 64.28/29.25  																																										|
% 64.28/29.25  																																										+-Applying beta-rule and splitting (316), into two cases.
% 64.28/29.25  																																										|-Branch one:
% 64.28/29.25  																																										| (1378) all_0_40_40 = e4
% 64.28/29.25  																																										|
% 64.28/29.25  																																											| Equations (1378) can reduce 1401 to:
% 64.28/29.25  																																											| (49)  ~ (e4 = e0)
% 64.28/29.25  																																											|
% 64.28/29.25  																																											+-Applying beta-rule and splitting (165), into two cases.
% 64.28/29.25  																																											|-Branch one:
% 64.28/29.25  																																											| (794) all_0_41_41 = e0
% 64.28/29.25  																																											|
% 64.28/29.25  																																												| Equations (794) can reduce 43 to:
% 64.28/29.25  																																												| (5567)  ~ (all_0_46_46 = e0)
% 64.28/29.25  																																												|
% 64.28/29.25  																																												| Simplifying 5567 yields:
% 64.28/29.25  																																												| (831)  ~ (all_0_46_46 = e0)
% 64.28/29.25  																																												|
% 64.28/29.25  																																												| Equations (794) can reduce 85 to:
% 64.28/29.25  																																												| (365)  ~ (e2 = e0)
% 64.28/29.25  																																												|
% 64.28/29.25  																																												| Simplifying 365 yields:
% 64.28/29.25  																																												| (128)  ~ (e2 = e0)
% 64.28/29.25  																																												|
% 64.28/29.25  																																												| Equations (794) can reduce 457 to:
% 64.28/29.25  																																												| (435)  ~ (e1 = e0)
% 64.28/29.25  																																												|
% 64.28/29.25  																																												| Simplifying 435 yields:
% 64.28/29.25  																																												| (233)  ~ (e1 = e0)
% 64.28/29.25  																																												|
% 64.28/29.25  																																												+-Applying beta-rule and splitting (184), into two cases.
% 64.28/29.25  																																												|-Branch one:
% 64.28/29.25  																																												| (538) all_0_46_46 = e0
% 64.28/29.25  																																												|
% 64.28/29.25  																																													| Equations (538) can reduce 831 to:
% 64.28/29.25  																																													| (266) $false
% 64.28/29.25  																																													|
% 64.28/29.25  																																													|-The branch is then unsatisfiable
% 64.28/29.25  																																												|-Branch two:
% 64.28/29.25  																																												| (831)  ~ (all_0_46_46 = e0)
% 64.28/29.25  																																												| (832) all_0_47_47 = e0 | all_0_48_48 = e0 | all_0_49_49 = e0
% 64.28/29.25  																																												|
% 64.28/29.25  																																													+-Applying beta-rule and splitting (832), into two cases.
% 64.28/29.25  																																													|-Branch one:
% 64.28/29.25  																																													| (674) all_0_47_47 = e0
% 64.28/29.25  																																													|
% 64.28/29.25  																																														| Combining equations (654,674) yields a new equation:
% 64.28/29.25  																																														| (546) e1 = e0
% 64.28/29.25  																																														|
% 64.28/29.25  																																														| Simplifying 546 yields:
% 64.28/29.25  																																														| (431) e1 = e0
% 64.28/29.25  																																														|
% 64.28/29.25  																																														| Equations (431) can reduce 233 to:
% 64.28/29.25  																																														| (266) $false
% 64.28/29.25  																																														|
% 64.28/29.25  																																														|-The branch is then unsatisfiable
% 64.28/29.25  																																													|-Branch two:
% 64.28/29.25  																																													| (678)  ~ (all_0_47_47 = e0)
% 64.28/29.25  																																													| (1278) all_0_48_48 = e0 | all_0_49_49 = e0
% 64.28/29.25  																																													|
% 64.28/29.25  																																														+-Applying beta-rule and splitting (1278), into two cases.
% 64.28/29.25  																																														|-Branch one:
% 64.28/29.25  																																														| (1279) all_0_48_48 = e0
% 64.28/29.25  																																														|
% 64.28/29.26  																																															| Combining equations (335,1279) yields a new equation:
% 64.28/29.26  																																															| (391) e2 = e0
% 64.28/29.26  																																															|
% 64.28/29.26  																																															| Simplifying 391 yields:
% 64.28/29.26  																																															| (330) e2 = e0
% 64.28/29.26  																																															|
% 64.28/29.26  																																															| Equations (330) can reduce 128 to:
% 64.28/29.26  																																															| (266) $false
% 64.28/29.26  																																															|
% 64.28/29.26  																																															|-The branch is then unsatisfiable
% 64.28/29.26  																																														|-Branch two:
% 64.28/29.26  																																														| (1283)  ~ (all_0_48_48 = e0)
% 64.28/29.26  																																														| (978) all_0_49_49 = e0
% 64.28/29.26  																																														|
% 64.28/29.26  																																															| Equations (978) can reduce 1064 to:
% 64.28/29.26  																																															| (435)  ~ (e1 = e0)
% 64.28/29.26  																																															|
% 64.28/29.26  																																															| Simplifying 435 yields:
% 64.28/29.26  																																															| (233)  ~ (e1 = e0)
% 64.28/29.26  																																															|
% 64.28/29.26  																																															+-Applying beta-rule and splitting (56), into two cases.
% 64.28/29.26  																																															|-Branch one:
% 64.28/29.26  																																															| (696) unit = e2
% 64.28/29.26  																																															|
% 64.28/29.26  																																																| From (696) and (28) follows:
% 64.28/29.26  																																																| (699) op(e1, e2) = e1
% 64.28/29.26  																																																|
% 64.28/29.26  																																																| Instantiating formula (29) with e1, e2, e1, e2 and discharging atoms op(e1, e2) = e2, op(e1, e2) = e1, yields:
% 64.28/29.26  																																																| (617) e2 = e1
% 64.28/29.26  																																																|
% 64.28/29.26  																																																| Equations (617) can reduce 122 to:
% 64.28/29.26  																																																| (266) $false
% 64.28/29.26  																																																|
% 64.28/29.26  																																																|-The branch is then unsatisfiable
% 64.28/29.26  																																															|-Branch two:
% 64.28/29.26  																																															| (707)  ~ (unit = e2)
% 64.28/29.26  																																															| (708) unit = e4 | unit = e3 | unit = e1 | unit = e0
% 64.28/29.26  																																															|
% 64.28/29.26  																																																+-Applying beta-rule and splitting (708), into two cases.
% 64.28/29.26  																																																|-Branch one:
% 64.28/29.26  																																																| (709) unit = e4
% 64.28/29.26  																																																|
% 64.28/29.26  																																																	| From (709) and (15) follows:
% 64.28/29.26  																																																	| (22188) op(e4, e2) = e2
% 64.28/29.26  																																																	|
% 64.28/29.26  																																																	| From (709) and (211) follows:
% 64.28/29.26  																																																	| (22527) op(e4, e1) = e1
% 64.28/29.26  																																																	|
% 64.28/29.26  																																																	| From (709) and (32) follows:
% 64.28/29.26  																																																	| (712) op(e2, e4) = e2
% 64.28/29.26  																																																	|
% 64.28/29.26  																																																	| Instantiating formula (29) with e4, e2, e2, e0 and discharging atoms op(e4, e2) = e2, op(e4, e2) = e0, yields:
% 64.28/29.26  																																																	| (330) e2 = e0
% 64.28/29.26  																																																	|
% 64.28/29.26  																																																	| Instantiating formula (29) with e4, e1, e1, e3 and discharging atoms op(e4, e1) = e3, op(e4, e1) = e1, yields:
% 64.28/29.26  																																																	| (455) e3 = e1
% 64.28/29.26  																																																	|
% 64.28/29.26  																																																	| Instantiating formula (29) with e2, e4, e2, e3 and discharging atoms op(e2, e4) = e3, op(e2, e4) = e2, yields:
% 64.28/29.26  																																																	| (662) e3 = e2
% 64.28/29.26  																																																	|
% 64.28/29.26  																																																	| Combining equations (455,662) yields a new equation:
% 64.28/29.26  																																																	| (617) e2 = e1
% 64.28/29.26  																																																	|
% 64.28/29.26  																																																	| Combining equations (617,330) yields a new equation:
% 64.28/29.26  																																																	| (546) e1 = e0
% 64.28/29.26  																																																	|
% 64.28/29.26  																																																	| Simplifying 546 yields:
% 64.28/29.26  																																																	| (431) e1 = e0
% 64.28/29.26  																																																	|
% 64.28/29.26  																																																	| Equations (431) can reduce 233 to:
% 64.28/29.26  																																																	| (266) $false
% 64.28/29.26  																																																	|
% 64.28/29.26  																																																	|-The branch is then unsatisfiable
% 64.28/29.26  																																																|-Branch two:
% 64.28/29.26  																																																| (724)  ~ (unit = e4)
% 64.28/29.26  																																																| (725) unit = e3 | unit = e1 | unit = e0
% 64.28/29.26  																																																|
% 64.28/29.26  																																																	+-Applying beta-rule and splitting (725), into two cases.
% 64.28/29.26  																																																	|-Branch one:
% 64.28/29.26  																																																	| (726) unit = e0
% 64.28/29.26  																																																	|
% 64.28/29.26  																																																		| From (726) and (24) follows:
% 64.28/29.26  																																																		| (2208) op(e0, e3) = e3
% 64.28/29.26  																																																		|
% 64.28/29.26  																																																		| From (726) and (15) follows:
% 64.28/29.26  																																																		| (1508) op(e0, e2) = e2
% 64.28/29.26  																																																		|
% 64.28/29.26  																																																		| From (726) and (42) follows:
% 64.28/29.26  																																																		| (728) op(e0, e0) = e0
% 64.28/29.26  																																																		|
% 64.28/29.26  																																																		| Instantiating formula (29) with e0, e3, e3, e1 and discharging atoms op(e0, e3) = e3, op(e0, e3) = e1, yields:
% 64.28/29.26  																																																		| (455) e3 = e1
% 64.28/29.26  																																																		|
% 64.28/29.26  																																																		| Instantiating formula (29) with e0, e2, e2, e3 and discharging atoms op(e0, e2) = e3, op(e0, e2) = e2, yields:
% 64.28/29.26  																																																		| (662) e3 = e2
% 64.28/29.26  																																																		|
% 64.28/29.26  																																																		| Instantiating formula (29) with e0, e0, e0, e2 and discharging atoms op(e0, e0) = e2, op(e0, e0) = e0, yields:
% 64.28/29.26  																																																		| (330) e2 = e0
% 64.28/29.26  																																																		|
% 64.28/29.26  																																																		| Combining equations (662,455) yields a new equation:
% 64.28/29.26  																																																		| (616) e2 = e1
% 64.28/29.26  																																																		|
% 64.28/29.26  																																																		| Simplifying 616 yields:
% 64.28/29.26  																																																		| (617) e2 = e1
% 64.28/29.26  																																																		|
% 64.28/29.26  																																																		| Combining equations (617,330) yields a new equation:
% 64.28/29.26  																																																		| (546) e1 = e0
% 64.28/29.26  																																																		|
% 64.28/29.26  																																																		| Simplifying 546 yields:
% 64.28/29.26  																																																		| (431) e1 = e0
% 64.28/29.26  																																																		|
% 64.28/29.26  																																																		| Equations (431) can reduce 233 to:
% 64.28/29.26  																																																		| (266) $false
% 64.28/29.26  																																																		|
% 64.28/29.26  																																																		|-The branch is then unsatisfiable
% 64.28/29.26  																																																	|-Branch two:
% 64.28/29.26  																																																	| (734)  ~ (unit = e0)
% 64.28/29.26  																																																	| (735) unit = e3 | unit = e1
% 64.28/29.26  																																																	|
% 64.28/29.26  																																																		+-Applying beta-rule and splitting (735), into two cases.
% 64.28/29.26  																																																		|-Branch one:
% 64.28/29.26  																																																		| (736) unit = e1
% 64.28/29.26  																																																		|
% 64.28/29.26  																																																			| Equations (736) can reduce 734 to:
% 64.28/29.26  																																																			| (233)  ~ (e1 = e0)
% 64.28/29.26  																																																			|
% 64.28/29.26  																																																			| From (736) and (244) follows:
% 64.28/29.26  																																																			| (738) op(e1, e4) = e4
% 64.28/29.26  																																																			|
% 64.28/29.26  																																																			| From (736) and (28) follows:
% 64.28/29.26  																																																			| (740) op(e1, e1) = e1
% 64.28/29.26  																																																			|
% 64.28/29.26  																																																			| Instantiating formula (29) with e1, e4, e4, e0 and discharging atoms op(e1, e4) = e4, op(e1, e4) = e0, yields:
% 64.28/29.26  																																																			| (397) e4 = e0
% 64.28/29.26  																																																			|
% 64.28/29.26  																																																			| Instantiating formula (29) with e1, e1, e1, e4 and discharging atoms op(e1, e1) = e4, op(e1, e1) = e1, yields:
% 64.28/29.26  																																																			| (630) e4 = e1
% 64.28/29.26  																																																			|
% 64.28/29.26  																																																			| Combining equations (397,630) yields a new equation:
% 64.28/29.26  																																																			| (431) e1 = e0
% 64.28/29.26  																																																			|
% 64.28/29.26  																																																			| Equations (431) can reduce 233 to:
% 64.28/29.26  																																																			| (266) $false
% 64.28/29.26  																																																			|
% 64.28/29.26  																																																			|-The branch is then unsatisfiable
% 64.28/29.26  																																																		|-Branch two:
% 64.28/29.26  																																																		| (748)  ~ (unit = e1)
% 64.28/29.26  																																																		| (749) unit = e3
% 64.28/29.26  																																																		|
% 64.28/29.26  																																																			| From (749) and (209) follows:
% 64.28/29.26  																																																			| (1667) op(e3, e0) = e0
% 64.28/29.26  																																																			|
% 64.28/29.26  																																																			| From (749) and (28) follows:
% 64.28/29.26  																																																			| (2235) op(e1, e3) = e1
% 64.28/29.26  																																																			|
% 64.28/29.26  																																																			| Instantiating formula (29) with e3, e0, e0, e3 and discharging atoms op(e3, e0) = e3, op(e3, e0) = e0, yields:
% 64.28/29.26  																																																			| (676) e3 = e0
% 64.28/29.26  																																																			|
% 64.28/29.26  																																																			| Instantiating formula (29) with e1, e3, e1, e3 and discharging atoms op(e1, e3) = e3, op(e1, e3) = e1, yields:
% 64.28/29.26  																																																			| (455) e3 = e1
% 64.28/29.26  																																																			|
% 64.28/29.26  																																																			| Combining equations (455,676) yields a new equation:
% 64.28/29.26  																																																			| (546) e1 = e0
% 64.28/29.26  																																																			|
% 64.28/29.26  																																																			| Simplifying 546 yields:
% 64.28/29.26  																																																			| (431) e1 = e0
% 64.28/29.26  																																																			|
% 64.28/29.26  																																																			| Equations (431) can reduce 233 to:
% 64.28/29.26  																																																			| (266) $false
% 64.28/29.26  																																																			|
% 64.28/29.26  																																																			|-The branch is then unsatisfiable
% 64.28/29.26  																																											|-Branch two:
% 64.28/29.26  																																											| (357)  ~ (all_0_41_41 = e0)
% 64.28/29.26  																																											| (6761) all_0_42_42 = e0 | all_0_43_43 = e0 | all_0_44_44 = e0
% 64.28/29.26  																																											|
% 64.28/29.26  																																												+-Applying beta-rule and splitting (164), into two cases.
% 64.28/29.26  																																												|-Branch one:
% 64.28/29.26  																																												| (471) all_0_39_39 = e4
% 64.28/29.26  																																												|
% 64.28/29.26  																																													| Combining equations (471,480) yields a new equation:
% 64.28/29.26  																																													| (481) e4 = e0
% 64.28/29.26  																																													|
% 64.28/29.26  																																													| Simplifying 481 yields:
% 64.28/29.26  																																													| (397) e4 = e0
% 64.28/29.26  																																													|
% 64.28/29.26  																																													| Equations (397) can reduce 49 to:
% 64.28/29.26  																																													| (266) $false
% 64.28/29.26  																																													|
% 64.28/29.26  																																													|-The branch is then unsatisfiable
% 64.28/29.26  																																												|-Branch two:
% 64.28/29.26  																																												| (1377)  ~ (all_0_39_39 = e4)
% 64.28/29.26  																																												| (2115) all_0_42_42 = e4 | all_0_47_47 = e4 | all_0_51_51 = e4 | all_0_56_56 = e4
% 64.28/29.26  																																												|
% 64.28/29.26  																																													| Equations (480) can reduce 1377 to:
% 64.28/29.26  																																													| (401)  ~ (e4 = e0)
% 64.28/29.26  																																													|
% 64.28/29.26  																																													| Simplifying 401 yields:
% 64.28/29.26  																																													| (49)  ~ (e4 = e0)
% 64.28/29.26  																																													|
% 64.28/29.26  																																													+-Applying beta-rule and splitting (75), into two cases.
% 64.28/29.26  																																													|-Branch one:
% 64.28/29.26  																																													| (485) all_0_40_40 = e0
% 64.28/29.26  																																													|
% 64.28/29.26  																																														| Combining equations (485,1378) yields a new equation:
% 64.28/29.26  																																														| (397) e4 = e0
% 64.28/29.26  																																														|
% 64.28/29.26  																																														| Equations (397) can reduce 49 to:
% 64.28/29.26  																																														| (266) $false
% 64.28/29.26  																																														|
% 64.28/29.26  																																														|-The branch is then unsatisfiable
% 64.28/29.26  																																													|-Branch two:
% 64.28/29.26  																																													| (1401)  ~ (all_0_40_40 = e0)
% 64.28/29.26  																																													| (1748) all_0_44_44 = e0 | all_0_49_49 = e0 | all_0_58_58 = e0
% 64.28/29.26  																																													|
% 64.28/29.26  																																														+-Applying beta-rule and splitting (6761), into two cases.
% 64.28/29.26  																																														|-Branch one:
% 64.28/29.26  																																														| (559) all_0_42_42 = e0
% 64.28/29.26  																																														|
% 64.28/29.26  																																															| Equations (559) can reduce 358 to:
% 64.28/29.26  																																															| (266) $false
% 64.28/29.26  																																															|
% 64.28/29.26  																																															|-The branch is then unsatisfiable
% 64.28/29.26  																																														|-Branch two:
% 64.28/29.26  																																														| (358)  ~ (all_0_42_42 = e0)
% 64.28/29.26  																																														| (6766) all_0_43_43 = e0 | all_0_44_44 = e0
% 64.28/29.26  																																														|
% 64.28/29.26  																																															+-Applying beta-rule and splitting (1748), into two cases.
% 64.28/29.26  																																															|-Branch one:
% 64.28/29.26  																																															| (1414) all_0_44_44 = e0
% 64.28/29.26  																																															|
% 64.28/29.26  																																																| Combining equations (1414,532) yields a new equation:
% 64.28/29.26  																																																| (676) e3 = e0
% 64.28/29.26  																																																|
% 64.28/29.26  																																																| Equations (676) can reduce 80 to:
% 64.28/29.26  																																																| (266) $false
% 64.28/29.26  																																																|
% 64.28/29.26  																																																|-The branch is then unsatisfiable
% 64.28/29.26  																																															|-Branch two:
% 64.28/29.26  																																															| (360)  ~ (all_0_44_44 = e0)
% 64.28/29.26  																																															| (1760) all_0_49_49 = e0 | all_0_58_58 = e0
% 64.28/29.26  																																															|
% 64.28/29.26  																																																| Equations (532) can reduce 360 to:
% 64.28/29.26  																																																| (80)  ~ (e3 = e0)
% 64.28/29.26  																																																|
% 64.28/29.26  																																																+-Applying beta-rule and splitting (6766), into two cases.
% 64.28/29.26  																																																|-Branch one:
% 64.28/29.26  																																																| (356) all_0_43_43 = e0
% 64.28/29.26  																																																|
% 64.28/29.26  																																																	| Combining equations (356,430) yields a new equation:
% 64.28/29.26  																																																	| (431) e1 = e0
% 64.28/29.26  																																																	|
% 64.28/29.26  																																																	| Equations (431) can reduce 233 to:
% 64.28/29.26  																																																	| (266) $false
% 64.28/29.26  																																																	|
% 64.28/29.26  																																																	|-The branch is then unsatisfiable
% 64.28/29.26  																																																|-Branch two:
% 64.28/29.26  																																																| (5470)  ~ (all_0_43_43 = e0)
% 64.28/29.26  																																																| (1414) all_0_44_44 = e0
% 64.28/29.26  																																																|
% 64.28/29.26  																																																	| Combining equations (1414,532) yields a new equation:
% 64.28/29.26  																																																	| (676) e3 = e0
% 64.28/29.26  																																																	|
% 64.28/29.26  																																																	| Equations (676) can reduce 80 to:
% 64.28/29.26  																																																	| (266) $false
% 64.28/29.26  																																																	|
% 64.28/29.26  																																																	|-The branch is then unsatisfiable
% 64.28/29.26  																																										|-Branch two:
% 64.28/29.26  																																										| (447)  ~ (all_0_40_40 = e4)
% 64.28/29.26  																																										| (485) all_0_40_40 = e0
% 64.28/29.26  																																										|
% 64.28/29.26  																																											| Equations (485) can reduce 1401 to:
% 64.28/29.26  																																											| (266) $false
% 64.28/29.26  																																											|
% 64.28/29.26  																																											|-The branch is then unsatisfiable
% 64.28/29.26  																																									|-Branch two:
% 64.28/29.26  																																									| (484)  ~ (all_0_39_39 = e0)
% 64.28/29.26  																																									| (558) all_0_42_42 = e0 | all_0_47_47 = e0 | all_0_56_56 = e0
% 64.28/29.26  																																									|
% 64.28/29.26  																																										+-Applying beta-rule and splitting (333), into two cases.
% 64.28/29.26  																																										|-Branch one:
% 64.28/29.26  																																										| (480) all_0_39_39 = e0
% 64.28/29.26  																																										|
% 64.28/29.26  																																											| Equations (480) can reduce 484 to:
% 64.28/29.26  																																											| (266) $false
% 64.28/29.26  																																											|
% 64.28/29.26  																																											|-The branch is then unsatisfiable
% 64.28/29.26  																																										|-Branch two:
% 64.28/29.26  																																										| (484)  ~ (all_0_39_39 = e0)
% 64.28/29.26  																																										| (485) all_0_40_40 = e0
% 64.28/29.26  																																										|
% 64.28/29.26  																																											| Equations (485) can reduce 2 to:
% 64.28/29.26  																																											| (541)  ~ (e3 = e0)
% 64.28/29.26  																																											|
% 64.28/29.26  																																											| Simplifying 541 yields:
% 64.28/29.26  																																											| (80)  ~ (e3 = e0)
% 64.28/29.26  																																											|
% 64.28/29.26  																																											| Equations (485) can reduce 132 to:
% 64.28/29.26  																																											| (435)  ~ (e1 = e0)
% 64.28/29.26  																																											|
% 64.28/29.26  																																											| Simplifying 435 yields:
% 64.28/29.26  																																											| (233)  ~ (e1 = e0)
% 64.28/29.26  																																											|
% 64.28/29.26  																																											| From (485) and (234) follows:
% 64.28/29.26  																																											| (3072) op(e4, e0) = e0
% 64.28/29.26  																																											|
% 64.28/29.26  																																											+-Applying beta-rule and splitting (184), into two cases.
% 64.28/29.26  																																											|-Branch one:
% 64.28/29.26  																																											| (538) all_0_46_46 = e0
% 64.28/29.26  																																											|
% 64.28/29.26  																																												| Equations (538) can reduce 43 to:
% 64.28/29.26  																																												| (357)  ~ (all_0_41_41 = e0)
% 64.28/29.26  																																												|
% 64.28/29.26  																																												| Equations (538) can reduce 208 to:
% 64.28/29.26  																																												| (486)  ~ (all_0_49_49 = e0)
% 64.28/29.26  																																												|
% 64.28/29.26  																																												| Simplifying 486 yields:
% 64.28/29.26  																																												| (487)  ~ (all_0_49_49 = e0)
% 64.28/29.26  																																												|
% 64.28/29.26  																																												| Equations (538) can reduce 409 to:
% 64.28/29.26  																																												| (541)  ~ (e3 = e0)
% 64.28/29.26  																																												|
% 64.28/29.26  																																												| Simplifying 541 yields:
% 64.28/29.26  																																												| (80)  ~ (e3 = e0)
% 64.28/29.26  																																												|
% 64.28/29.26  																																												| Equations (538) can reduce 549 to:
% 64.28/29.26  																																												| (435)  ~ (e1 = e0)
% 64.28/29.26  																																												|
% 64.28/29.26  																																												| Simplifying 435 yields:
% 64.28/29.26  																																												| (233)  ~ (e1 = e0)
% 64.28/29.26  																																												|
% 64.28/29.26  																																												+-Applying beta-rule and splitting (165), into two cases.
% 64.28/29.26  																																												|-Branch one:
% 64.28/29.26  																																												| (794) all_0_41_41 = e0
% 64.28/29.26  																																												|
% 64.28/29.26  																																													| Equations (794) can reduce 357 to:
% 64.28/29.26  																																													| (266) $false
% 64.28/29.26  																																													|
% 64.28/29.26  																																													|-The branch is then unsatisfiable
% 64.28/29.26  																																												|-Branch two:
% 64.28/29.26  																																												| (357)  ~ (all_0_41_41 = e0)
% 64.28/29.26  																																												| (6761) all_0_42_42 = e0 | all_0_43_43 = e0 | all_0_44_44 = e0
% 64.28/29.26  																																												|
% 64.28/29.26  																																													+-Applying beta-rule and splitting (27), into two cases.
% 64.28/29.26  																																													|-Branch one:
% 64.28/29.26  																																													| (437) all_0_41_41 = e4
% 64.28/29.26  																																													|
% 64.28/29.26  																																														| Equations (437) can reduce 214 to:
% 64.28/29.26  																																														| (1901)  ~ (all_0_42_42 = e4)
% 64.28/29.26  																																														|
% 64.28/29.26  																																														| Simplifying 1901 yields:
% 64.28/29.26  																																														| (1890)  ~ (all_0_42_42 = e4)
% 64.28/29.26  																																														|
% 64.28/29.26  																																														| Equations (437) can reduce 1898 to:
% 64.28/29.26  																																														| (188)  ~ (e4 = e3)
% 64.28/29.26  																																														|
% 64.28/29.26  																																														+-Applying beta-rule and splitting (152), into two cases.
% 64.28/29.26  																																														|-Branch one:
% 64.28/29.26  																																														| (1392) all_0_42_42 = e4
% 64.28/29.26  																																														|
% 64.28/29.26  																																															| Equations (1392) can reduce 1890 to:
% 64.28/29.26  																																															| (266) $false
% 64.28/29.26  																																															|
% 64.28/29.26  																																															|-The branch is then unsatisfiable
% 64.28/29.26  																																														|-Branch two:
% 64.28/29.26  																																														| (1890)  ~ (all_0_42_42 = e4)
% 64.28/29.26  																																														| (1969) all_0_42_42 = e3 | all_0_42_42 = e1 | all_0_42_42 = e0
% 64.28/29.26  																																														|
% 64.28/29.26  																																															+-Applying beta-rule and splitting (1969), into two cases.
% 64.28/29.26  																																															|-Branch one:
% 64.28/29.26  																																															| (559) all_0_42_42 = e0
% 64.28/29.26  																																															|
% 64.28/29.26  																																																| Equations (559) can reduce 145 to:
% 64.28/29.26  																																																| (484)  ~ (all_0_39_39 = e0)
% 64.28/29.26  																																																|
% 64.28/29.26  																																																| Equations (559) can reduce 1380 to:
% 64.28/29.26  																																																| (435)  ~ (e1 = e0)
% 64.28/29.26  																																																|
% 64.28/29.26  																																																| Simplifying 435 yields:
% 64.28/29.26  																																																| (233)  ~ (e1 = e0)
% 64.28/29.26  																																																|
% 64.28/29.26  																																																+-Applying beta-rule and splitting (54), into two cases.
% 64.28/29.26  																																																|-Branch one:
% 64.28/29.26  																																																| (583) all_0_49_49 = e2
% 64.28/29.26  																																																|
% 64.28/29.26  																																																	| Equations (583) can reduce 340 to:
% 64.28/29.26  																																																	| (266) $false
% 64.28/29.26  																																																	|
% 64.28/29.26  																																																	|-The branch is then unsatisfiable
% 64.28/29.26  																																																|-Branch two:
% 64.28/29.26  																																																| (340)  ~ (all_0_49_49 = e2)
% 64.28/29.26  																																																| (586) all_0_49_49 = e4 | all_0_49_49 = e3 | all_0_49_49 = e1 | all_0_49_49 = e0
% 64.28/29.26  																																																|
% 64.28/29.26  																																																	+-Applying beta-rule and splitting (206), into two cases.
% 64.28/29.26  																																																	|-Branch one:
% 64.28/29.26  																																																	| (248) all_0_45_45 = e4
% 64.28/29.26  																																																	|
% 64.28/29.26  																																																		| Combining equations (423,248) yields a new equation:
% 64.28/29.26  																																																		| (425) e4 = e3
% 64.28/29.26  																																																		|
% 64.28/29.26  																																																		| Equations (425) can reduce 188 to:
% 64.28/29.26  																																																		| (266) $false
% 64.28/29.26  																																																		|
% 64.28/29.26  																																																		|-The branch is then unsatisfiable
% 64.28/29.26  																																																	|-Branch two:
% 64.28/29.27  																																																	| (60416)  ~ (all_0_45_45 = e4)
% 64.28/29.27  																																																	| (61457) all_0_46_46 = e4 | all_0_47_47 = e4 | all_0_48_48 = e4 | all_0_49_49 = e4
% 64.28/29.27  																																																	|
% 64.28/29.27  																																																		+-Applying beta-rule and splitting (586), into two cases.
% 64.28/29.27  																																																		|-Branch one:
% 64.28/29.27  																																																		| (974) all_0_49_49 = e4
% 64.28/29.27  																																																		|
% 64.28/29.27  																																																			| Equations (974) can reduce 525 to:
% 64.28/29.27  																																																			| (188)  ~ (e4 = e3)
% 64.28/29.27  																																																			|
% 64.28/29.27  																																																			| Equations (974) can reduce 340 to:
% 64.28/29.27  																																																			| (48)  ~ (e4 = e2)
% 64.28/29.27  																																																			|
% 64.28/29.27  																																																			| Equations (974) can reduce 1064 to:
% 64.28/29.27  																																																			| (110)  ~ (e4 = e1)
% 64.28/29.27  																																																			|
% 64.28/29.27  																																																			| Equations (974) can reduce 487 to:
% 64.28/29.27  																																																			| (49)  ~ (e4 = e0)
% 64.28/29.27  																																																			|
% 64.28/29.27  																																																			| From (974) and (55) follows:
% 64.28/29.27  																																																			| (61486) op(e2, e0) = e4
% 64.28/29.27  																																																			|
% 64.28/29.27  																																																			+-Applying beta-rule and splitting (164), into two cases.
% 64.28/29.27  																																																			|-Branch one:
% 64.28/29.27  																																																			| (471) all_0_39_39 = e4
% 64.28/29.27  																																																			|
% 64.28/29.27  																																																				| From (471) and (14) follows:
% 64.28/29.27  																																																				| (4284) op(e4, e2) = e4
% 64.28/29.27  																																																				|
% 64.28/29.27  																																																				+-Applying beta-rule and splitting (56), into two cases.
% 64.28/29.27  																																																				|-Branch one:
% 64.28/29.27  																																																				| (696) unit = e2
% 64.28/29.27  																																																				|
% 64.28/29.27  																																																					| From (696) and (28) follows:
% 64.28/29.27  																																																					| (699) op(e1, e2) = e1
% 64.28/29.27  																																																					|
% 64.28/29.27  																																																					| Instantiating formula (29) with e1, e2, e1, e2 and discharging atoms op(e1, e2) = e2, op(e1, e2) = e1, yields:
% 64.28/29.27  																																																					| (617) e2 = e1
% 64.28/29.27  																																																					|
% 64.28/29.27  																																																					| Equations (617) can reduce 122 to:
% 64.28/29.27  																																																					| (266) $false
% 64.28/29.27  																																																					|
% 64.28/29.27  																																																					|-The branch is then unsatisfiable
% 64.28/29.27  																																																				|-Branch two:
% 64.28/29.27  																																																				| (707)  ~ (unit = e2)
% 64.28/29.27  																																																				| (708) unit = e4 | unit = e3 | unit = e1 | unit = e0
% 64.28/29.27  																																																				|
% 64.28/29.27  																																																					+-Applying beta-rule and splitting (708), into two cases.
% 64.28/29.27  																																																					|-Branch one:
% 64.28/29.27  																																																					| (709) unit = e4
% 64.28/29.27  																																																					|
% 64.28/29.27  																																																						| From (709) and (15) follows:
% 64.28/29.27  																																																						| (22188) op(e4, e2) = e2
% 64.28/29.27  																																																						|
% 64.28/29.27  																																																						| From (709) and (211) follows:
% 64.28/29.27  																																																						| (22527) op(e4, e1) = e1
% 64.28/29.27  																																																						|
% 64.28/29.27  																																																						| From (709) and (32) follows:
% 64.28/29.27  																																																						| (712) op(e2, e4) = e2
% 64.28/29.27  																																																						|
% 64.28/29.27  																																																						| From (709) and (42) follows:
% 64.28/29.27  																																																						| (713) op(e0, e4) = e0
% 64.28/29.27  																																																						|
% 64.28/29.27  																																																						| Instantiating formula (29) with e4, e2, e2, e4 and discharging atoms op(e4, e2) = e4, op(e4, e2) = e2, yields:
% 64.28/29.27  																																																						| (323) e4 = e2
% 64.28/29.27  																																																						|
% 64.28/29.27  																																																						| Instantiating formula (29) with e4, e1, e1, e3 and discharging atoms op(e4, e1) = e3, op(e4, e1) = e1, yields:
% 64.28/29.27  																																																						| (455) e3 = e1
% 64.28/29.27  																																																						|
% 64.28/29.27  																																																						| Instantiating formula (29) with e2, e4, e2, e3 and discharging atoms op(e2, e4) = e3, op(e2, e4) = e2, yields:
% 64.28/29.27  																																																						| (662) e3 = e2
% 64.28/29.27  																																																						|
% 64.28/29.27  																																																						| Instantiating formula (29) with e0, e4, e0, e4 and discharging atoms op(e0, e4) = e4, op(e0, e4) = e0, yields:
% 64.28/29.27  																																																						| (397) e4 = e0
% 64.28/29.27  																																																						|
% 64.28/29.27  																																																						| Combining equations (323,397) yields a new equation:
% 64.28/29.27  																																																						| (391) e2 = e0
% 64.28/29.27  																																																						|
% 64.28/29.27  																																																						| Simplifying 391 yields:
% 64.28/29.27  																																																						| (330) e2 = e0
% 64.28/29.27  																																																						|
% 64.28/29.27  																																																						| Combining equations (455,662) yields a new equation:
% 64.28/29.27  																																																						| (617) e2 = e1
% 64.28/29.27  																																																						|
% 64.28/29.27  																																																						| Combining equations (617,330) yields a new equation:
% 64.28/29.27  																																																						| (546) e1 = e0
% 64.28/29.27  																																																						|
% 64.28/29.27  																																																						| Simplifying 546 yields:
% 64.28/29.27  																																																						| (431) e1 = e0
% 64.28/29.27  																																																						|
% 64.28/29.27  																																																						| Equations (431) can reduce 233 to:
% 64.28/29.27  																																																						| (266) $false
% 64.28/29.27  																																																						|
% 64.28/29.27  																																																						|-The branch is then unsatisfiable
% 64.28/29.27  																																																					|-Branch two:
% 64.28/29.27  																																																					| (724)  ~ (unit = e4)
% 64.28/29.27  																																																					| (725) unit = e3 | unit = e1 | unit = e0
% 64.28/29.27  																																																					|
% 64.28/29.27  																																																						+-Applying beta-rule and splitting (725), into two cases.
% 64.28/29.27  																																																						|-Branch one:
% 64.28/29.27  																																																						| (726) unit = e0
% 64.28/29.27  																																																						|
% 64.28/29.27  																																																							| From (726) and (24) follows:
% 64.28/29.27  																																																							| (2208) op(e0, e3) = e3
% 64.28/29.27  																																																							|
% 64.28/29.27  																																																							| From (726) and (15) follows:
% 64.28/29.27  																																																							| (1508) op(e0, e2) = e2
% 64.28/29.27  																																																							|
% 64.28/29.27  																																																							| From (726) and (227) follows:
% 64.28/29.27  																																																							| (3205) op(e4, e0) = e4
% 64.28/29.27  																																																							|
% 64.28/29.27  																																																							| From (726) and (32) follows:
% 64.28/29.27  																																																							| (727) op(e2, e0) = e2
% 64.28/29.27  																																																							|
% 64.28/29.27  																																																							| Instantiating formula (29) with e4, e0, e4, e0 and discharging atoms op(e4, e0) = e4, op(e4, e0) = e0, yields:
% 64.28/29.27  																																																							| (397) e4 = e0
% 64.28/29.27  																																																							|
% 64.28/29.27  																																																							| Instantiating formula (29) with e2, e0, e2, e4 and discharging atoms op(e2, e0) = e4, op(e2, e0) = e2, yields:
% 64.28/29.27  																																																							| (323) e4 = e2
% 64.28/29.27  																																																							|
% 64.28/29.27  																																																							| Instantiating formula (29) with e0, e3, e3, e1 and discharging atoms op(e0, e3) = e3, op(e0, e3) = e1, yields:
% 64.28/29.27  																																																							| (455) e3 = e1
% 64.28/29.27  																																																							|
% 64.28/29.27  																																																							| Instantiating formula (29) with e0, e2, e2, e3 and discharging atoms op(e0, e2) = e3, op(e0, e2) = e2, yields:
% 64.28/29.27  																																																							| (662) e3 = e2
% 64.28/29.27  																																																							|
% 64.28/29.27  																																																							| Combining equations (397,323) yields a new equation:
% 64.28/29.27  																																																							| (330) e2 = e0
% 64.28/29.27  																																																							|
% 64.28/29.27  																																																							| Combining equations (455,662) yields a new equation:
% 64.28/29.27  																																																							| (617) e2 = e1
% 64.28/29.27  																																																							|
% 64.28/29.27  																																																							| Combining equations (617,330) yields a new equation:
% 64.28/29.27  																																																							| (546) e1 = e0
% 64.28/29.27  																																																							|
% 64.28/29.27  																																																							| Simplifying 546 yields:
% 64.28/29.27  																																																							| (431) e1 = e0
% 64.28/29.27  																																																							|
% 64.28/29.27  																																																							| Equations (431) can reduce 233 to:
% 64.28/29.27  																																																							| (266) $false
% 64.28/29.27  																																																							|
% 64.28/29.27  																																																							|-The branch is then unsatisfiable
% 64.28/29.27  																																																						|-Branch two:
% 64.28/29.27  																																																						| (734)  ~ (unit = e0)
% 64.28/29.27  																																																						| (735) unit = e3 | unit = e1
% 64.28/29.27  																																																						|
% 64.28/29.27  																																																							+-Applying beta-rule and splitting (735), into two cases.
% 64.28/29.27  																																																							|-Branch one:
% 64.28/29.27  																																																							| (736) unit = e1
% 64.28/29.27  																																																							|
% 64.28/29.27  																																																								| Equations (736) can reduce 734 to:
% 64.28/29.27  																																																								| (233)  ~ (e1 = e0)
% 64.28/29.27  																																																								|
% 64.28/29.27  																																																								| From (736) and (244) follows:
% 64.28/29.27  																																																								| (738) op(e1, e4) = e4
% 64.28/29.27  																																																								|
% 64.28/29.27  																																																								| From (736) and (28) follows:
% 64.28/29.27  																																																								| (740) op(e1, e1) = e1
% 64.28/29.27  																																																								|
% 64.28/29.27  																																																								| Instantiating formula (29) with e1, e4, e4, e0 and discharging atoms op(e1, e4) = e4, op(e1, e4) = e0, yields:
% 64.28/29.27  																																																								| (397) e4 = e0
% 64.28/29.27  																																																								|
% 64.28/29.27  																																																								| Instantiating formula (29) with e1, e1, e1, e4 and discharging atoms op(e1, e1) = e4, op(e1, e1) = e1, yields:
% 64.28/29.27  																																																								| (630) e4 = e1
% 64.28/29.27  																																																								|
% 64.28/29.27  																																																								| Combining equations (397,630) yields a new equation:
% 64.28/29.27  																																																								| (431) e1 = e0
% 64.28/29.27  																																																								|
% 64.28/29.27  																																																								| Equations (431) can reduce 233 to:
% 64.28/29.27  																																																								| (266) $false
% 64.28/29.27  																																																								|
% 64.28/29.27  																																																								|-The branch is then unsatisfiable
% 64.28/29.27  																																																							|-Branch two:
% 64.28/29.27  																																																							| (748)  ~ (unit = e1)
% 64.28/29.27  																																																							| (749) unit = e3
% 64.28/29.27  																																																							|
% 64.28/29.27  																																																								| From (749) and (209) follows:
% 64.28/29.27  																																																								| (1667) op(e3, e0) = e0
% 64.28/29.27  																																																								|
% 64.28/29.27  																																																								| From (749) and (28) follows:
% 64.28/29.27  																																																								| (2235) op(e1, e3) = e1
% 64.28/29.27  																																																								|
% 64.28/29.27  																																																								| Instantiating formula (29) with e3, e0, e0, e3 and discharging atoms op(e3, e0) = e3, op(e3, e0) = e0, yields:
% 64.28/29.27  																																																								| (676) e3 = e0
% 64.28/29.27  																																																								|
% 64.28/29.27  																																																								| Instantiating formula (29) with e1, e3, e1, e3 and discharging atoms op(e1, e3) = e3, op(e1, e3) = e1, yields:
% 64.28/29.27  																																																								| (455) e3 = e1
% 64.28/29.27  																																																								|
% 64.28/29.27  																																																								| Combining equations (455,676) yields a new equation:
% 64.28/29.27  																																																								| (546) e1 = e0
% 64.28/29.27  																																																								|
% 64.28/29.27  																																																								| Simplifying 546 yields:
% 64.28/29.27  																																																								| (431) e1 = e0
% 64.28/29.27  																																																								|
% 64.28/29.27  																																																								| Equations (431) can reduce 233 to:
% 64.28/29.27  																																																								| (266) $false
% 64.28/29.27  																																																								|
% 64.28/29.27  																																																								|-The branch is then unsatisfiable
% 64.28/29.27  																																																			|-Branch two:
% 64.28/29.27  																																																			| (1377)  ~ (all_0_39_39 = e4)
% 64.28/29.27  																																																			| (2115) all_0_42_42 = e4 | all_0_47_47 = e4 | all_0_51_51 = e4 | all_0_56_56 = e4
% 64.28/29.27  																																																			|
% 64.28/29.27  																																																				+-Applying beta-rule and splitting (2115), into two cases.
% 64.28/29.27  																																																				|-Branch one:
% 64.28/29.27  																																																				| (1392) all_0_42_42 = e4
% 64.28/29.27  																																																				|
% 64.28/29.27  																																																					| Combining equations (1392,559) yields a new equation:
% 64.28/29.27  																																																					| (481) e4 = e0
% 64.28/29.27  																																																					|
% 64.28/29.27  																																																					| Simplifying 481 yields:
% 64.28/29.27  																																																					| (397) e4 = e0
% 64.28/29.27  																																																					|
% 64.28/29.27  																																																					| Equations (397) can reduce 49 to:
% 64.28/29.27  																																																					| (266) $false
% 64.28/29.27  																																																					|
% 64.28/29.27  																																																					|-The branch is then unsatisfiable
% 64.28/29.27  																																																				|-Branch two:
% 64.28/29.27  																																																				| (1890)  ~ (all_0_42_42 = e4)
% 64.28/29.27  																																																				| (2246) all_0_47_47 = e4 | all_0_51_51 = e4 | all_0_56_56 = e4
% 64.28/29.27  																																																				|
% 64.28/29.27  																																																					+-Applying beta-rule and splitting (2246), into two cases.
% 64.28/29.27  																																																					|-Branch one:
% 64.28/29.27  																																																					| (1790) all_0_47_47 = e4
% 64.28/29.27  																																																					|
% 64.28/29.27  																																																						| Combining equations (654,1790) yields a new equation:
% 64.28/29.27  																																																						| (630) e4 = e1
% 64.28/29.27  																																																						|
% 64.28/29.27  																																																						| Equations (630) can reduce 110 to:
% 64.28/29.27  																																																						| (266) $false
% 64.28/29.27  																																																						|
% 64.28/29.27  																																																						|-The branch is then unsatisfiable
% 64.28/29.27  																																																					|-Branch two:
% 64.28/29.27  																																																					| (252)  ~ (all_0_47_47 = e4)
% 64.28/29.27  																																																					| (6548) all_0_51_51 = e4 | all_0_56_56 = e4
% 64.28/29.27  																																																					|
% 64.28/29.27  																																																						+-Applying beta-rule and splitting (6548), into two cases.
% 64.28/29.27  																																																						|-Branch one:
% 64.28/29.27  																																																						| (1101) all_0_51_51 = e4
% 64.28/29.27  																																																						|
% 64.28/29.27  																																																							| Combining equations (504,1101) yields a new equation:
% 64.28/29.27  																																																							| (323) e4 = e2
% 64.28/29.27  																																																							|
% 64.28/29.27  																																																							| Equations (323) can reduce 48 to:
% 64.28/29.27  																																																							| (266) $false
% 64.28/29.27  																																																							|
% 64.28/29.27  																																																							|-The branch is then unsatisfiable
% 64.28/29.27  																																																						|-Branch two:
% 64.28/29.27  																																																						| (475)  ~ (all_0_51_51 = e4)
% 64.28/29.27  																																																						| (842) all_0_56_56 = e4
% 64.28/29.27  																																																						|
% 64.28/29.27  																																																							| Combining equations (1097,842) yields a new equation:
% 64.28/29.27  																																																							| (425) e4 = e3
% 64.28/29.27  																																																							|
% 64.28/29.27  																																																							| Equations (425) can reduce 188 to:
% 64.28/29.27  																																																							| (266) $false
% 64.28/29.27  																																																							|
% 64.28/29.27  																																																							|-The branch is then unsatisfiable
% 64.28/29.27  																																																		|-Branch two:
% 64.28/29.27  																																																		| (256)  ~ (all_0_49_49 = e4)
% 64.28/29.27  																																																		| (977) all_0_49_49 = e3 | all_0_49_49 = e1 | all_0_49_49 = e0
% 64.28/29.27  																																																		|
% 64.28/29.27  																																																			+-Applying beta-rule and splitting (164), into two cases.
% 64.28/29.27  																																																			|-Branch one:
% 64.28/29.27  																																																			| (471) all_0_39_39 = e4
% 64.28/29.27  																																																			|
% 64.28/29.27  																																																				| Equations (471) can reduce 294 to:
% 64.28/29.27  																																																				| (48)  ~ (e4 = e2)
% 64.28/29.27  																																																				|
% 64.28/29.27  																																																				| Equations (471) can reduce 151 to:
% 64.28/29.27  																																																				| (110)  ~ (e4 = e1)
% 64.28/29.27  																																																				|
% 64.28/29.27  																																																				| Equations (471) can reduce 484 to:
% 64.28/29.27  																																																				| (49)  ~ (e4 = e0)
% 64.28/29.27  																																																				|
% 64.28/29.27  																																																				+-Applying beta-rule and splitting (150), into two cases.
% 64.28/29.27  																																																				|-Branch one:
% 64.28/29.27  																																																				| (1378) all_0_40_40 = e4
% 64.28/29.27  																																																				|
% 64.28/29.27  																																																					| Combining equations (485,1378) yields a new equation:
% 64.28/29.27  																																																					| (397) e4 = e0
% 64.28/29.27  																																																					|
% 64.28/29.27  																																																					| Equations (397) can reduce 49 to:
% 64.28/29.27  																																																					| (266) $false
% 64.28/29.27  																																																					|
% 64.28/29.27  																																																					|-The branch is then unsatisfiable
% 64.28/29.27  																																																				|-Branch two:
% 64.28/29.27  																																																				| (447)  ~ (all_0_40_40 = e4)
% 64.28/29.27  																																																				| (2271) all_0_44_44 = e4 | all_0_49_49 = e4 | all_0_53_53 = e4 | all_0_58_58 = e4
% 64.28/29.27  																																																				|
% 64.28/29.27  																																																					| Equations (485) can reduce 447 to:
% 64.28/29.27  																																																					| (401)  ~ (e4 = e0)
% 64.28/29.27  																																																					|
% 64.28/29.27  																																																					| Simplifying 401 yields:
% 64.28/29.27  																																																					| (49)  ~ (e4 = e0)
% 64.28/29.27  																																																					|
% 64.28/29.28  																																																					+-Applying beta-rule and splitting (61457), into two cases.
% 64.28/29.28  																																																					|-Branch one:
% 64.28/29.28  																																																					| (770) all_0_46_46 = e4
% 64.28/29.28  																																																					|
% 64.28/29.28  																																																						| Combining equations (538,770) yields a new equation:
% 64.28/29.28  																																																						| (397) e4 = e0
% 64.28/29.28  																																																						|
% 64.28/29.28  																																																						| Equations (397) can reduce 49 to:
% 64.28/29.28  																																																						| (266) $false
% 64.28/29.28  																																																						|
% 64.28/29.28  																																																						|-The branch is then unsatisfiable
% 64.28/29.28  																																																					|-Branch two:
% 64.28/29.28  																																																					| (250)  ~ (all_0_46_46 = e4)
% 64.28/29.28  																																																					| (61466) all_0_47_47 = e4 | all_0_48_48 = e4 | all_0_49_49 = e4
% 64.28/29.28  																																																					|
% 64.28/29.28  																																																						+-Applying beta-rule and splitting (61466), into two cases.
% 64.28/29.28  																																																						|-Branch one:
% 64.28/29.28  																																																						| (1790) all_0_47_47 = e4
% 64.28/29.28  																																																						|
% 64.28/29.28  																																																							| Combining equations (654,1790) yields a new equation:
% 64.28/29.28  																																																							| (630) e4 = e1
% 64.28/29.28  																																																							|
% 64.28/29.28  																																																							| Equations (630) can reduce 110 to:
% 64.28/29.28  																																																							| (266) $false
% 64.28/29.28  																																																							|
% 64.28/29.28  																																																							|-The branch is then unsatisfiable
% 64.28/29.28  																																																						|-Branch two:
% 64.28/29.28  																																																						| (252)  ~ (all_0_47_47 = e4)
% 64.28/29.28  																																																						| (61479) all_0_48_48 = e4 | all_0_49_49 = e4
% 64.28/29.28  																																																						|
% 64.28/29.28  																																																							+-Applying beta-rule and splitting (61479), into two cases.
% 64.28/29.28  																																																							|-Branch one:
% 64.28/29.28  																																																							| (943) all_0_48_48 = e4
% 64.28/29.28  																																																							|
% 64.28/29.28  																																																								| Combining equations (335,943) yields a new equation:
% 64.28/29.28  																																																								| (323) e4 = e2
% 64.28/29.28  																																																								|
% 64.28/29.28  																																																								| Equations (323) can reduce 48 to:
% 64.28/29.28  																																																								| (266) $false
% 64.28/29.28  																																																								|
% 64.28/29.28  																																																								|-The branch is then unsatisfiable
% 64.28/29.28  																																																							|-Branch two:
% 64.28/29.28  																																																							| (254)  ~ (all_0_48_48 = e4)
% 64.28/29.28  																																																							| (974) all_0_49_49 = e4
% 64.28/29.28  																																																							|
% 64.28/29.28  																																																								| Equations (974) can reduce 256 to:
% 64.28/29.28  																																																								| (266) $false
% 64.28/29.28  																																																								|
% 64.28/29.28  																																																								|-The branch is then unsatisfiable
% 64.28/29.28  																																																			|-Branch two:
% 64.28/29.28  																																																			| (1377)  ~ (all_0_39_39 = e4)
% 64.28/29.28  																																																			| (2115) all_0_42_42 = e4 | all_0_47_47 = e4 | all_0_51_51 = e4 | all_0_56_56 = e4
% 64.28/29.28  																																																			|
% 64.28/29.28  																																																				+-Applying beta-rule and splitting (320), into two cases.
% 64.28/29.28  																																																				|-Branch one:
% 64.28/29.28  																																																				| (471) all_0_39_39 = e4
% 64.28/29.28  																																																				|
% 64.28/29.28  																																																					| Equations (471) can reduce 1377 to:
% 64.28/29.28  																																																					| (266) $false
% 64.28/29.28  																																																					|
% 64.28/29.28  																																																					|-The branch is then unsatisfiable
% 64.28/29.28  																																																				|-Branch two:
% 64.28/29.28  																																																				| (1377)  ~ (all_0_39_39 = e4)
% 64.28/29.28  																																																				| (480) all_0_39_39 = e0
% 64.28/29.28  																																																				|
% 64.28/29.28  																																																					| Equations (480) can reduce 484 to:
% 64.28/29.28  																																																					| (266) $false
% 64.28/29.28  																																																					|
% 64.28/29.28  																																																					|-The branch is then unsatisfiable
% 64.28/29.28  																																															|-Branch two:
% 64.28/29.28  																																															| (358)  ~ (all_0_42_42 = e0)
% 64.28/29.28  																																															| (2510) all_0_42_42 = e3 | all_0_42_42 = e1
% 64.28/29.28  																																															|
% 64.28/29.28  																																																+-Applying beta-rule and splitting (6761), into two cases.
% 64.28/29.28  																																																|-Branch one:
% 64.28/29.28  																																																| (559) all_0_42_42 = e0
% 64.28/29.28  																																																|
% 64.28/29.28  																																																	| Equations (559) can reduce 358 to:
% 64.28/29.28  																																																	| (266) $false
% 64.28/29.28  																																																	|
% 64.28/29.28  																																																	|-The branch is then unsatisfiable
% 64.28/29.28  																																																|-Branch two:
% 64.28/29.28  																																																| (358)  ~ (all_0_42_42 = e0)
% 64.28/29.28  																																																| (6766) all_0_43_43 = e0 | all_0_44_44 = e0
% 64.28/29.28  																																																|
% 64.28/29.28  																																																	+-Applying beta-rule and splitting (6766), into two cases.
% 64.28/29.28  																																																	|-Branch one:
% 64.28/29.29  																																																	| (356) all_0_43_43 = e0
% 64.28/29.29  																																																	|
% 64.28/29.29  																																																		| Combining equations (430,356) yields a new equation:
% 64.28/29.29  																																																		| (546) e1 = e0
% 64.28/29.29  																																																		|
% 64.28/29.29  																																																		| Simplifying 546 yields:
% 64.28/29.29  																																																		| (431) e1 = e0
% 64.28/29.29  																																																		|
% 64.28/29.29  																																																		| Equations (431) can reduce 233 to:
% 64.28/29.29  																																																		| (266) $false
% 64.28/29.29  																																																		|
% 64.28/29.29  																																																		|-The branch is then unsatisfiable
% 64.28/29.29  																																																	|-Branch two:
% 64.28/29.29  																																																	| (5470)  ~ (all_0_43_43 = e0)
% 64.28/29.29  																																																	| (1414) all_0_44_44 = e0
% 64.28/29.29  																																																	|
% 64.28/29.29  																																																		| Combining equations (532,1414) yields a new equation:
% 64.28/29.29  																																																		| (675) e3 = e0
% 64.28/29.29  																																																		|
% 64.28/29.29  																																																		| Simplifying 675 yields:
% 64.28/29.29  																																																		| (676) e3 = e0
% 64.28/29.29  																																																		|
% 64.28/29.29  																																																		| Equations (676) can reduce 80 to:
% 64.28/29.29  																																																		| (266) $false
% 64.28/29.29  																																																		|
% 64.28/29.29  																																																		|-The branch is then unsatisfiable
% 64.28/29.29  																																													|-Branch two:
% 64.28/29.29  																																													| (440)  ~ (all_0_41_41 = e4)
% 64.28/29.29  																																													| (4049) all_0_41_41 = e3 | all_0_41_41 = e1 | all_0_41_41 = e0
% 64.28/29.29  																																													|
% 64.28/29.29  																																														+-Applying beta-rule and splitting (4049), into two cases.
% 64.28/29.29  																																														|-Branch one:
% 64.28/29.29  																																														| (794) all_0_41_41 = e0
% 64.28/29.29  																																														|
% 64.28/29.29  																																															| Equations (794) can reduce 357 to:
% 64.28/29.29  																																															| (266) $false
% 64.28/29.29  																																															|
% 64.28/29.29  																																															|-The branch is then unsatisfiable
% 64.28/29.29  																																														|-Branch two:
% 64.28/29.29  																																														| (357)  ~ (all_0_41_41 = e0)
% 64.28/29.29  																																														| (4053) all_0_41_41 = e3 | all_0_41_41 = e1
% 64.28/29.29  																																														|
% 64.28/29.29  																																															+-Applying beta-rule and splitting (4053), into two cases.
% 64.28/29.29  																																															|-Branch one:
% 64.28/29.29  																																															| (453) all_0_41_41 = e1
% 64.28/29.29  																																															|
% 64.28/29.29  																																																| Equations (453) can reduce 457 to:
% 64.28/29.29  																																																| (266) $false
% 64.28/29.29  																																																|
% 64.28/29.29  																																																|-The branch is then unsatisfiable
% 64.28/29.29  																																															|-Branch two:
% 64.28/29.29  																																															| (457)  ~ (all_0_41_41 = e1)
% 64.28/29.29  																																															| (403) all_0_41_41 = e3
% 64.28/29.29  																																															|
% 64.28/29.29  																																																| Equations (403) can reduce 1898 to:
% 64.28/29.29  																																																| (266) $false
% 64.28/29.29  																																																|
% 64.28/29.29  																																																|-The branch is then unsatisfiable
% 64.28/29.29  																																											|-Branch two:
% 64.28/29.29  																																											| (831)  ~ (all_0_46_46 = e0)
% 64.28/29.29  																																											| (832) all_0_47_47 = e0 | all_0_48_48 = e0 | all_0_49_49 = e0
% 64.28/29.29  																																											|
% 64.28/29.29  																																												+-Applying beta-rule and splitting (558), into two cases.
% 64.28/29.29  																																												|-Branch one:
% 64.28/29.29  																																												| (559) all_0_42_42 = e0
% 64.28/29.29  																																												|
% 64.28/29.29  																																													| Equations (559) can reduce 214 to:
% 64.28/29.29  																																													| (357)  ~ (all_0_41_41 = e0)
% 64.28/29.29  																																													|
% 64.28/29.29  																																													| Equations (559) can reduce 1380 to:
% 64.28/29.29  																																													| (435)  ~ (e1 = e0)
% 64.28/29.29  																																													|
% 64.28/29.29  																																													| Simplifying 435 yields:
% 64.28/29.29  																																													| (233)  ~ (e1 = e0)
% 64.28/29.29  																																													|
% 64.28/29.29  																																													+-Applying beta-rule and splitting (832), into two cases.
% 64.28/29.29  																																													|-Branch one:
% 64.28/29.29  																																													| (674) all_0_47_47 = e0
% 64.28/29.29  																																													|
% 64.28/29.29  																																														| Combining equations (654,674) yields a new equation:
% 64.28/29.29  																																														| (546) e1 = e0
% 64.28/29.29  																																														|
% 64.28/29.29  																																														| Simplifying 546 yields:
% 64.28/29.29  																																														| (431) e1 = e0
% 64.28/29.29  																																														|
% 64.28/29.29  																																														| Equations (431) can reduce 233 to:
% 64.28/29.29  																																														| (266) $false
% 64.28/29.29  																																														|
% 64.28/29.29  																																														|-The branch is then unsatisfiable
% 64.28/29.29  																																													|-Branch two:
% 64.28/29.29  																																													| (678)  ~ (all_0_47_47 = e0)
% 64.28/29.29  																																													| (1278) all_0_48_48 = e0 | all_0_49_49 = e0
% 64.28/29.29  																																													|
% 64.28/29.29  																																														| Equations (654) can reduce 678 to:
% 64.28/29.29  																																														| (233)  ~ (e1 = e0)
% 64.28/29.29  																																														|
% 64.28/29.29  																																														+-Applying beta-rule and splitting (395), into two cases.
% 64.28/29.29  																																														|-Branch one:
% 64.28/29.29  																																														| (794) all_0_41_41 = e0
% 64.28/29.29  																																														|
% 64.28/29.29  																																															| Equations (794) can reduce 357 to:
% 64.28/29.29  																																															| (266) $false
% 64.28/29.29  																																															|
% 64.28/29.29  																																															|-The branch is then unsatisfiable
% 64.28/29.29  																																														|-Branch two:
% 64.28/29.29  																																														| (357)  ~ (all_0_41_41 = e0)
% 64.28/29.29  																																														| (895) all_0_46_46 = e0 | all_0_55_55 = e0
% 64.28/29.29  																																														|
% 64.28/29.29  																																															+-Applying beta-rule and splitting (895), into two cases.
% 64.28/29.29  																																															|-Branch one:
% 64.28/29.29  																																															| (538) all_0_46_46 = e0
% 64.28/29.29  																																															|
% 64.28/29.29  																																																| Equations (538) can reduce 831 to:
% 64.28/29.29  																																																| (266) $false
% 64.28/29.29  																																																|
% 64.28/29.29  																																																|-The branch is then unsatisfiable
% 64.28/29.29  																																															|-Branch two:
% 64.28/29.29  																																															| (831)  ~ (all_0_46_46 = e0)
% 64.28/29.29  																																															| (858) all_0_55_55 = e0
% 64.28/29.29  																																															|
% 64.28/29.29  																																																| Combining equations (629,858) yields a new equation:
% 64.28/29.29  																																																| (546) e1 = e0
% 64.28/29.29  																																																|
% 64.28/29.29  																																																| Simplifying 546 yields:
% 64.28/29.29  																																																| (431) e1 = e0
% 64.28/29.29  																																																|
% 64.28/29.29  																																																| Equations (431) can reduce 233 to:
% 64.28/29.29  																																																| (266) $false
% 64.28/29.29  																																																|
% 64.28/29.29  																																																|-The branch is then unsatisfiable
% 64.28/29.29  																																												|-Branch two:
% 64.28/29.29  																																												| (358)  ~ (all_0_42_42 = e0)
% 64.28/29.29  																																												| (563) all_0_47_47 = e0 | all_0_56_56 = e0
% 64.28/29.29  																																												|
% 64.28/29.29  																																													+-Applying beta-rule and splitting (832), into two cases.
% 64.28/29.29  																																													|-Branch one:
% 64.28/29.29  																																													| (674) all_0_47_47 = e0
% 64.28/29.29  																																													|
% 64.28/29.29  																																														| Combining equations (654,674) yields a new equation:
% 64.28/29.29  																																														| (546) e1 = e0
% 64.28/29.29  																																														|
% 64.28/29.29  																																														| Simplifying 546 yields:
% 64.28/29.29  																																														| (431) e1 = e0
% 64.28/29.29  																																														|
% 64.28/29.29  																																														| Equations (431) can reduce 233 to:
% 64.28/29.29  																																														| (266) $false
% 64.28/29.29  																																														|
% 64.28/29.29  																																														|-The branch is then unsatisfiable
% 64.28/29.29  																																													|-Branch two:
% 64.28/29.29  																																													| (678)  ~ (all_0_47_47 = e0)
% 64.28/29.29  																																													| (1278) all_0_48_48 = e0 | all_0_49_49 = e0
% 64.28/29.29  																																													|
% 64.28/29.29  																																														| Equations (654) can reduce 678 to:
% 64.28/29.29  																																														| (233)  ~ (e1 = e0)
% 64.28/29.29  																																														|
% 64.28/29.29  																																														+-Applying beta-rule and splitting (563), into two cases.
% 64.28/29.29  																																														|-Branch one:
% 64.28/29.29  																																														| (674) all_0_47_47 = e0
% 64.28/29.29  																																														|
% 64.28/29.29  																																															| Combining equations (654,674) yields a new equation:
% 64.28/29.29  																																															| (546) e1 = e0
% 64.28/29.29  																																															|
% 64.28/29.29  																																															| Simplifying 546 yields:
% 64.28/29.29  																																															| (431) e1 = e0
% 64.28/29.29  																																															|
% 64.28/29.29  																																															| Equations (431) can reduce 233 to:
% 64.28/29.29  																																															| (266) $false
% 64.28/29.29  																																															|
% 64.28/29.29  																																															|-The branch is then unsatisfiable
% 64.28/29.29  																																														|-Branch two:
% 64.28/29.29  																																														| (678)  ~ (all_0_47_47 = e0)
% 64.28/29.29  																																														| (679) all_0_56_56 = e0
% 64.28/29.29  																																														|
% 64.28/29.29  																																															| Combining equations (1097,679) yields a new equation:
% 64.28/29.29  																																															| (675) e3 = e0
% 64.28/29.29  																																															|
% 64.28/29.29  																																															| Simplifying 675 yields:
% 64.28/29.29  																																															| (676) e3 = e0
% 64.28/29.29  																																															|
% 64.28/29.29  																																															| Equations (676) can reduce 80 to:
% 64.28/29.29  																																															| (266) $false
% 64.28/29.29  																																															|
% 64.28/29.29  																																															|-The branch is then unsatisfiable
% 64.28/29.29  																																								|-Branch two:
% 64.28/29.29  																																								| (462)  ~ (all_0_47_47 = e1)
% 64.28/29.29  																																								| (3264) all_0_51_51 = e1 | all_0_56_56 = e1
% 64.28/29.29  																																								|
% 64.28/29.29  																																									+-Applying beta-rule and splitting (3264), into two cases.
% 64.28/29.29  																																									|-Branch one:
% 64.28/29.29  																																									| (1109) all_0_51_51 = e1
% 64.28/29.29  																																									|
% 64.28/29.29  																																										| Combining equations (504,1109) yields a new equation:
% 64.28/29.29  																																										| (616) e2 = e1
% 64.28/29.29  																																										|
% 64.28/29.29  																																										| Simplifying 616 yields:
% 64.28/29.29  																																										| (617) e2 = e1
% 64.28/29.29  																																										|
% 64.28/29.29  																																										| Equations (617) can reduce 122 to:
% 64.28/29.29  																																										| (266) $false
% 64.28/29.29  																																										|
% 64.28/29.29  																																										|-The branch is then unsatisfiable
% 64.28/29.29  																																									|-Branch two:
% 64.28/29.29  																																									| (464)  ~ (all_0_51_51 = e1)
% 64.28/29.29  																																									| (1569) all_0_56_56 = e1
% 64.28/29.29  																																									|
% 64.28/29.29  																																										| Combining equations (1097,1569) yields a new equation:
% 64.28/29.29  																																										| (454) e3 = e1
% 64.28/29.29  																																										|
% 64.28/29.29  																																										| Simplifying 454 yields:
% 64.28/29.29  																																										| (455) e3 = e1
% 64.28/29.29  																																										|
% 64.28/29.29  																																										| Equations (455) can reduce 213 to:
% 64.28/29.29  																																										| (266) $false
% 64.28/29.29  																																										|
% 64.28/29.29  																																										|-The branch is then unsatisfiable
% 64.28/29.29  																																					|-Branch two:
% 64.28/29.29  																																					| (272)  ~ (all_0_56_56 = e3)
% 64.28/29.29  																																					| (795) all_0_58_58 = e3
% 64.28/29.29  																																					|
% 64.28/29.29  																																						| Combining equations (624,795) yields a new equation:
% 64.28/29.29  																																						| (662) e3 = e2
% 64.28/29.29  																																						|
% 64.28/29.29  																																						| Equations (662) can reduce 212 to:
% 64.28/29.29  																																						| (266) $false
% 64.28/29.29  																																						|
% 64.28/29.29  																																						|-The branch is then unsatisfiable
% 64.28/29.29  																																	|-Branch two:
% 64.28/29.29  																																	| (1099)  ~ (all_0_51_51 = e2)
% 64.28/29.29  																																	| (833) all_0_56_56 = e2
% 64.28/29.29  																																	|
% 64.28/29.29  																																		| Equations (833) can reduce 511 to:
% 64.28/29.29  																																		| (266) $false
% 64.28/29.29  																																		|
% 64.28/29.29  																																		|-The branch is then unsatisfiable
% 64.28/29.29  																														|-Branch two:
% 64.28/29.29  																														| (407)  ~ (all_0_44_44 = e3)
% 64.28/29.29  																														| (537) all_0_49_49 = e3 | all_0_53_53 = e3 | all_0_58_58 = e3
% 64.28/29.29  																														|
% 64.28/29.29  																															+-Applying beta-rule and splitting (537), into two cases.
% 64.28/29.29  																															|-Branch one:
% 64.28/29.29  																															| (884) all_0_49_49 = e3
% 64.28/29.29  																															|
% 64.28/29.29  																																| Equations (884) can reduce 525 to:
% 64.28/29.29  																																| (266) $false
% 64.28/29.29  																																|
% 64.28/29.29  																																|-The branch is then unsatisfiable
% 64.28/29.29  																															|-Branch two:
% 64.28/29.29  																															| (525)  ~ (all_0_49_49 = e3)
% 64.28/29.29  																															| (887) all_0_53_53 = e3 | all_0_58_58 = e3
% 64.28/29.29  																															|
% 64.28/29.29  																																+-Applying beta-rule and splitting (887), into two cases.
% 64.28/29.29  																																|-Branch one:
% 64.28/29.29  																																| (665) all_0_53_53 = e3
% 64.28/29.29  																																|
% 64.28/29.29  																																	| Equations (665) can reduce 903 to:
% 64.28/29.29  																																	| (266) $false
% 64.28/29.29  																																	|
% 64.28/29.29  																																	|-The branch is then unsatisfiable
% 64.28/29.29  																																|-Branch two:
% 64.28/29.29  																																| (903)  ~ (all_0_53_53 = e3)
% 64.28/29.29  																																| (795) all_0_58_58 = e3
% 64.28/29.29  																																|
% 64.28/29.29  																																	| Combining equations (795,624) yields a new equation:
% 64.28/29.29  																																	| (661) e3 = e2
% 64.28/29.29  																																	|
% 64.28/29.29  																																	| Simplifying 661 yields:
% 64.28/29.29  																																	| (662) e3 = e2
% 64.28/29.29  																																	|
% 64.28/29.29  																																	| Equations (662) can reduce 212 to:
% 64.28/29.29  																																	| (266) $false
% 64.28/29.29  																																	|
% 64.28/29.29  																																	|-The branch is then unsatisfiable
% 64.28/29.29  																										|-Branch two:
% 64.28/29.29  																										| (632)  ~ (all_0_55_55 = e1)
% 64.28/29.29  																										| (2336) all_0_55_55 = e3
% 64.28/29.29  																										|
% 64.28/29.29  																											| Equations (2336) can reduce 270 to:
% 64.28/29.29  																											| (266) $false
% 64.28/29.29  																											|
% 64.28/29.29  																											|-The branch is then unsatisfiable
% 64.28/29.29  																						|-Branch two:
% 64.28/29.29  																						| (411)  ~ (all_0_50_50 = e3)
% 64.28/29.29  																						| (418) all_0_51_51 = e3 | all_0_53_53 = e3
% 64.28/29.29  																						|
% 64.28/29.29  																							+-Applying beta-rule and splitting (422), into two cases.
% 64.28/29.29  																							|-Branch one:
% 64.28/29.29  																							| (775) all_0_50_50 = e4
% 64.28/29.29  																							|
% 64.28/29.29  																								| Equations (775) can reduce 566 to:
% 64.28/29.29  																								| (266) $false
% 64.28/29.29  																								|
% 64.28/29.29  																								|-The branch is then unsatisfiable
% 64.28/29.29  																							|-Branch two:
% 64.28/29.29  																							| (566)  ~ (all_0_50_50 = e4)
% 64.28/29.29  																							| (1444) all_0_50_50 = e3 | all_0_50_50 = e1
% 64.28/29.29  																							|
% 64.28/29.29  																								+-Applying beta-rule and splitting (1923), into two cases.
% 64.28/29.29  																								|-Branch one:
% 64.28/29.29  																								| (1557) all_0_46_46 = e3
% 64.28/29.29  																								|
% 64.28/29.29  																									| Equations (1557) can reduce 409 to:
% 64.28/29.29  																									| (266) $false
% 64.28/29.29  																									|
% 64.28/29.29  																									|-The branch is then unsatisfiable
% 64.28/29.29  																								|-Branch two:
% 64.28/29.29  																								| (409)  ~ (all_0_46_46 = e3)
% 64.28/29.29  																								| (4042) all_0_50_50 = e3 | all_0_55_55 = e3
% 64.28/29.29  																								|
% 64.28/29.29  																									+-Applying beta-rule and splitting (4042), into two cases.
% 64.28/29.29  																									|-Branch one:
% 64.28/29.29  																									| (415) all_0_50_50 = e3
% 64.28/29.29  																									|
% 64.28/29.29  																										| Equations (415) can reduce 411 to:
% 64.28/29.29  																										| (266) $false
% 64.28/29.29  																										|
% 64.28/29.29  																										|-The branch is then unsatisfiable
% 64.28/29.29  																									|-Branch two:
% 64.28/29.29  																									| (411)  ~ (all_0_50_50 = e3)
% 64.28/29.29  																									| (2336) all_0_55_55 = e3
% 64.28/29.29  																									|
% 64.28/29.29  																										| Equations (2336) can reduce 58 to:
% 64.28/29.29  																										| (409)  ~ (all_0_46_46 = e3)
% 64.28/29.29  																										|
% 64.28/29.29  																										| Equations (2336) can reduce 93 to:
% 64.28/29.29  																										| (411)  ~ (all_0_50_50 = e3)
% 64.28/29.29  																										|
% 64.28/29.29  																										| Equations (2336) can reduce 304 to:
% 64.28/29.29  																										| (212)  ~ (e3 = e2)
% 64.28/29.29  																										|
% 64.28/29.29  																										| From (2336) and (187) follows:
% 64.28/29.30  																										| (84862) op(e3, e3) = all_0_32_32
% 64.28/29.30  																										|
% 64.28/29.30  																										| From (2336) and (74) follows:
% 64.28/29.30  																										| (2208) op(e0, e3) = e3
% 64.28/29.30  																										|
% 64.28/29.30  																										+-Applying beta-rule and splitting (1444), into two cases.
% 64.28/29.30  																										|-Branch one:
% 64.28/29.30  																										| (601) all_0_50_50 = e1
% 64.28/29.30  																										|
% 64.28/29.30  																											| Equations (601) can reduce 221 to:
% 64.28/29.30  																											| (457)  ~ (all_0_41_41 = e1)
% 64.28/29.30  																											|
% 64.28/29.30  																											| Equations (601) can reduce 35 to:
% 64.28/29.30  																											| (549)  ~ (all_0_46_46 = e1)
% 64.28/29.30  																											|
% 64.28/29.30  																											| Equations (601) can reduce 59 to:
% 64.28/29.30  																											| (463)  ~ (all_0_51_51 = e1)
% 64.28/29.30  																											|
% 64.28/29.30  																											| Simplifying 463 yields:
% 64.28/29.30  																											| (464)  ~ (all_0_51_51 = e1)
% 64.28/29.30  																											|
% 64.28/29.30  																											| Equations (601) can reduce 190 to:
% 64.28/29.30  																											| (1458)  ~ (all_0_53_53 = e1)
% 64.28/29.30  																											|
% 64.28/29.30  																											| Simplifying 1458 yields:
% 64.28/29.30  																											| (1459)  ~ (all_0_53_53 = e1)
% 64.28/29.30  																											|
% 64.28/29.30  																											| Equations (601) can reduce 411 to:
% 64.28/29.30  																											| (467)  ~ (e3 = e1)
% 64.28/29.30  																											|
% 64.28/29.30  																											| Simplifying 467 yields:
% 64.28/29.30  																											| (213)  ~ (e3 = e1)
% 64.28/29.30  																											|
% 64.28/29.30  																											| Equations (601) can reduce 121 to:
% 64.28/29.30  																											| (233)  ~ (e1 = e0)
% 64.28/29.30  																											|
% 64.28/29.30  																											| From (601) and (57) follows:
% 64.28/29.30  																											| (606) op(e1, e1) = all_0_22_22
% 64.28/29.30  																											|
% 64.28/29.30  																											| Instantiating formula (29) with e3, e3, all_0_32_32, all_0_41_41 and discharging atoms op(e3, e3) = all_0_32_32, op(e3, e3) = all_0_41_41, yields:
% 64.28/29.30  																											| (84875) all_0_32_32 = all_0_41_41
% 64.28/29.30  																											|
% 64.28/29.30  																											| Instantiating formula (29) with e1, e1, all_0_22_22, e4 and discharging atoms op(e1, e1) = all_0_22_22, op(e1, e1) = e4, yields:
% 64.28/29.30  																											| (686) all_0_22_22 = e4
% 64.28/29.30  																											|
% 64.28/29.30  																											| From (84875) and (84862) follows:
% 64.28/29.31  																											| (219) op(e3, e3) = all_0_41_41
% 64.28/29.31  																											|
% 64.28/29.31  																											| From (686) and (606) follows:
% 64.28/29.31  																											| (570) op(e1, e1) = e4
% 64.28/29.31  																											|
% 64.28/29.31  																											+-Applying beta-rule and splitting (196), into two cases.
% 64.28/29.31  																											|-Branch one:
% 64.28/29.31  																											| (607) all_0_53_53 = e2
% 64.28/29.31  																											|
% 64.28/29.31  																												| Equations (607) can reduce 162 to:
% 64.28/29.31  																												| (296)  ~ (all_0_40_40 = e2)
% 64.28/29.31  																												|
% 64.28/29.31  																												| Equations (607) can reduce 220 to:
% 64.28/29.31  																												| (147)  ~ (all_0_44_44 = e2)
% 64.28/29.31  																												|
% 64.28/29.31  																												| Equations (607) can reduce 6 to:
% 64.28/29.31  																												| (1099)  ~ (all_0_51_51 = e2)
% 64.28/29.31  																												|
% 64.28/29.31  																												| Equations (607) can reduce 10 to:
% 64.28/29.31  																												| (1186)  ~ (all_0_58_58 = e2)
% 64.28/29.31  																												|
% 64.28/29.31  																												| Simplifying 1186 yields:
% 64.28/29.31  																												| (908)  ~ (all_0_58_58 = e2)
% 64.28/29.31  																												|
% 64.28/29.31  																												| Equations (607) can reduce 1459 to:
% 64.28/29.31  																												| (122)  ~ (e2 = e1)
% 64.28/29.31  																												|
% 64.28/29.31  																												| From (607) and (92) follows:
% 64.28/29.31  																												| (1555) op(e2, e1) = all_0_27_27
% 64.28/29.31  																												|
% 64.28/29.31  																												| From (607) and (175) follows:
% 64.28/29.31  																												| (1556) op(e2, e0) = all_0_28_28
% 64.28/29.31  																												|
% 64.28/29.31  																												| From (607) and (84) follows:
% 64.28/29.31  																												| (2566) op(e1, e0) = e2
% 64.28/29.31  																												|
% 64.28/29.31  																												+-Applying beta-rule and splitting (7), into two cases.
% 64.28/29.31  																												|-Branch one:
% 64.28/29.31  																												| (504) all_0_51_51 = e2
% 64.28/29.31  																												|
% 64.28/29.31  																													| Equations (504) can reduce 1099 to:
% 64.28/29.31  																													| (266) $false
% 64.28/29.31  																													|
% 64.28/29.31  																													|-The branch is then unsatisfiable
% 64.28/29.31  																												|-Branch two:
% 64.28/29.31  																												| (1099)  ~ (all_0_51_51 = e2)
% 64.28/29.31  																												| (1100) all_0_51_51 = e4 | all_0_51_51 = e3 | all_0_51_51 = e1
% 64.28/29.31  																												|
% 64.28/29.31  																													+-Applying beta-rule and splitting (108), into two cases.
% 64.28/29.31  																													|-Branch one:
% 64.28/29.31  																													| (624) all_0_58_58 = e2
% 64.28/29.31  																													|
% 64.28/29.31  																														| Equations (624) can reduce 908 to:
% 64.28/29.31  																														| (266) $false
% 64.28/29.31  																														|
% 64.28/29.31  																														|-The branch is then unsatisfiable
% 64.28/29.31  																													|-Branch two:
% 64.28/29.31  																													| (908)  ~ (all_0_58_58 = e2)
% 64.28/29.31  																													| (909) all_0_58_58 = e4 | all_0_58_58 = e3 | all_0_58_58 = e1 | all_0_58_58 = e0
% 64.28/29.31  																													|
% 64.28/29.31  																														+-Applying beta-rule and splitting (909), into two cases.
% 64.28/29.31  																														|-Branch one:
% 64.28/29.31  																														| (910) all_0_58_58 = e4
% 64.28/29.31  																														|
% 64.28/29.31  																															| Equations (910) can reduce 451 to:
% 64.28/29.31  																															| (266) $false
% 64.28/29.31  																															|
% 64.28/29.31  																															|-The branch is then unsatisfiable
% 64.28/29.31  																														|-Branch two:
% 64.28/29.31  																														| (451)  ~ (all_0_58_58 = e4)
% 64.28/29.31  																														| (913) all_0_58_58 = e3 | all_0_58_58 = e1 | all_0_58_58 = e0
% 64.28/29.31  																														|
% 64.28/29.31  																															+-Applying beta-rule and splitting (913), into two cases.
% 64.28/29.31  																															|-Branch one:
% 64.28/29.31  																															| (914) all_0_58_58 = e0
% 64.28/29.31  																															|
% 64.28/29.31  																																| Equations (914) can reduce 491 to:
% 64.28/29.31  																																| (266) $false
% 64.28/29.31  																																|
% 64.28/29.31  																																|-The branch is then unsatisfiable
% 64.28/29.31  																															|-Branch two:
% 64.28/29.31  																															| (491)  ~ (all_0_58_58 = e0)
% 64.28/29.31  																															| (917) all_0_58_58 = e3 | all_0_58_58 = e1
% 64.28/29.31  																															|
% 64.28/29.31  																																+-Applying beta-rule and splitting (389), into two cases.
% 64.28/29.31  																																|-Branch one:
% 64.28/29.31  																																| (833) all_0_56_56 = e2
% 64.28/29.31  																																|
% 64.28/29.31  																																	| Equations (833) can reduce 236 to:
% 64.28/29.31  																																	| (51)  ~ (all_0_42_42 = e2)
% 64.28/29.31  																																	|
% 64.28/29.31  																																	| Equations (833) can reduce 91 to:
% 64.28/29.31  																																	| (338)  ~ (all_0_47_47 = e2)
% 64.28/29.31  																																	|
% 64.28/29.31  																																	| Equations (833) can reduce 44 to:
% 64.28/29.31  																																	| (1186)  ~ (all_0_58_58 = e2)
% 64.28/29.31  																																	|
% 64.28/29.31  																																	| Simplifying 1186 yields:
% 64.28/29.31  																																	| (908)  ~ (all_0_58_58 = e2)
% 64.28/29.31  																																	|
% 64.28/29.31  																																	| Equations (833) can reduce 477 to:
% 64.28/29.31  																																	| (327)  ~ (e4 = e2)
% 64.28/29.31  																																	|
% 64.28/29.31  																																	| Simplifying 327 yields:
% 64.28/29.31  																																	| (48)  ~ (e4 = e2)
% 64.28/29.31  																																	|
% 64.28/29.31  																																	| From (833) and (87) follows:
% 64.28/29.31  																																	| (4151) op(e2, e2) = all_0_34_34
% 64.28/29.31  																																	|
% 64.28/29.31  																																	| From (833) and (127) follows:
% 64.28/29.31  																																	| (1507) op(e2, e0) = all_0_33_33
% 64.28/29.31  																																	|
% 64.28/29.31  																																	| From (833) and (111) follows:
% 64.28/29.31  																																	| (1508) op(e0, e2) = e2
% 64.28/29.31  																																	|
% 64.28/29.31  																																	+-Applying beta-rule and splitting (216), into two cases.
% 64.28/29.31  																																	|-Branch one:
% 64.28/29.31  																																	| (629) all_0_55_55 = e1
% 64.28/29.31  																																	|
% 64.28/29.31  																																		| Combining equations (629,2336) yields a new equation:
% 64.28/29.31  																																		| (455) e3 = e1
% 64.28/29.31  																																		|
% 64.28/29.31  																																		| Equations (455) can reduce 213 to:
% 64.28/29.31  																																		| (266) $false
% 64.28/29.31  																																		|
% 64.28/29.31  																																		|-The branch is then unsatisfiable
% 64.28/29.31  																																	|-Branch two:
% 64.28/29.31  																																	| (632)  ~ (all_0_55_55 = e1)
% 64.28/29.31  																																	| (633) all_0_56_56 = e1 | all_0_57_57 = e1 | all_0_58_58 = e1
% 64.28/29.31  																																	|
% 64.28/29.31  																																		+-Applying beta-rule and splitting (131), into two cases.
% 64.28/29.31  																																		|-Branch one:
% 64.28/29.31  																																		| (459) all_0_42_42 = e1
% 64.28/29.31  																																		|
% 64.28/29.31  																																			| Equations (459) can reduce 1380 to:
% 64.28/29.31  																																			| (266) $false
% 64.28/29.31  																																			|
% 64.28/29.31  																																			|-The branch is then unsatisfiable
% 64.28/29.31  																																		|-Branch two:
% 64.28/29.31  																																		| (1380)  ~ (all_0_42_42 = e1)
% 64.28/29.31  																																		| (3259) all_0_47_47 = e1 | all_0_51_51 = e1 | all_0_56_56 = e1
% 64.28/29.31  																																		|
% 64.28/29.31  																																			+-Applying beta-rule and splitting (633), into two cases.
% 64.28/29.31  																																			|-Branch one:
% 64.28/29.31  																																			| (1569) all_0_56_56 = e1
% 64.28/29.31  																																			|
% 64.28/29.31  																																				| Combining equations (1569,833) yields a new equation:
% 64.28/29.31  																																				| (617) e2 = e1
% 64.28/29.31  																																				|
% 64.28/29.31  																																				| Equations (617) can reduce 122 to:
% 64.28/29.31  																																				| (266) $false
% 64.28/29.31  																																				|
% 64.28/29.31  																																				|-The branch is then unsatisfiable
% 64.28/29.31  																																			|-Branch two:
% 64.28/29.31  																																			| (466)  ~ (all_0_56_56 = e1)
% 64.28/29.31  																																			| (1574) all_0_57_57 = e1 | all_0_58_58 = e1
% 64.28/29.31  																																			|
% 64.28/29.31  																																				+-Applying beta-rule and splitting (189), into two cases.
% 64.28/29.31  																																				|-Branch one:
% 64.28/29.31  																																				| (532) all_0_44_44 = e3
% 64.28/29.31  																																				|
% 64.28/29.31  																																					| Equations (532) can reduce 143 to:
% 64.28/29.31  																																					| (2)  ~ (all_0_40_40 = e3)
% 64.28/29.31  																																					|
% 64.28/29.31  																																					| Equations (532) can reduce 149 to:
% 64.28/29.31  																																					| (1898)  ~ (all_0_41_41 = e3)
% 64.28/29.31  																																					|
% 64.28/29.31  																																					| Equations (532) can reduce 73 to:
% 64.28/29.31  																																					| (405)  ~ (all_0_42_42 = e3)
% 64.28/29.31  																																					|
% 64.28/29.31  																																					| Equations (532) can reduce 9 to:
% 64.28/29.31  																																					| (524)  ~ (all_0_49_49 = e3)
% 64.28/29.31  																																					|
% 64.28/29.31  																																					| Simplifying 524 yields:
% 64.28/29.31  																																					| (525)  ~ (all_0_49_49 = e3)
% 64.28/29.31  																																					|
% 64.28/29.31  																																					| Equations (532) can reduce 147 to:
% 64.28/29.31  																																					| (212)  ~ (e3 = e2)
% 64.28/29.31  																																					|
% 64.28/29.31  																																					| From (532) and (204) follows:
% 64.28/29.31  																																					| (15591) op(e3, e3) = all_0_11_11
% 64.28/29.31  																																					|
% 64.28/29.31  																																					+-Applying beta-rule and splitting (180), into two cases.
% 64.28/29.31  																																					|-Branch one:
% 64.28/29.31  																																					| (516) all_0_42_42 = e3
% 64.28/29.31  																																					|
% 64.28/29.31  																																						| Equations (516) can reduce 405 to:
% 64.28/29.31  																																						| (266) $false
% 64.28/29.31  																																						|
% 64.28/29.31  																																						|-The branch is then unsatisfiable
% 64.28/29.31  																																					|-Branch two:
% 64.28/29.31  																																					| (405)  ~ (all_0_42_42 = e3)
% 64.28/29.31  																																					| (521) all_0_47_47 = e3 | all_0_51_51 = e3 | all_0_56_56 = e3
% 64.28/29.31  																																					|
% 64.28/29.31  																																						+-Applying beta-rule and splitting (521), into two cases.
% 64.28/29.31  																																						|-Branch one:
% 64.28/29.31  																																						| (522) all_0_47_47 = e3
% 64.28/29.31  																																						|
% 64.28/29.31  																																							| Equations (522) can reduce 1091 to:
% 64.28/29.31  																																							| (266) $false
% 64.28/29.31  																																							|
% 64.28/29.31  																																							|-The branch is then unsatisfiable
% 64.28/29.31  																																						|-Branch two:
% 64.28/29.31  																																						| (1091)  ~ (all_0_47_47 = e3)
% 64.28/29.31  																																						| (1092) all_0_51_51 = e3 | all_0_56_56 = e3
% 64.28/29.31  																																						|
% 64.28/29.31  																																							+-Applying beta-rule and splitting (1092), into two cases.
% 64.28/29.31  																																							|-Branch one:
% 64.28/29.31  																																							| (660) all_0_51_51 = e3
% 64.28/29.31  																																							|
% 64.28/29.31  																																								| Equations (660) can reduce 139 to:
% 64.28/29.31  																																								| (246)  ~ (all_0_39_39 = e3)
% 64.28/29.31  																																								|
% 64.28/29.31  																																								| Equations (660) can reduce 61 to:
% 64.28/29.31  																																								| (405)  ~ (all_0_42_42 = e3)
% 64.28/29.31  																																								|
% 64.28/29.31  																																								| Equations (660) can reduce 115 to:
% 64.28/29.31  																																								| (80)  ~ (e3 = e0)
% 64.28/29.31  																																								|
% 64.28/29.31  																																								| From (660) and (177) follows:
% 64.28/29.31  																																								| (9464) op(e3, e2) = all_0_25_25
% 64.28/29.31  																																								|
% 64.28/29.31  																																								| From (660) and (186) follows:
% 64.28/29.31  																																								| (1552) op(e1, e2) = e3
% 64.28/29.31  																																								|
% 64.28/29.31  																																								+-Applying beta-rule and splitting (1574), into two cases.
% 64.28/29.31  																																								|-Branch one:
% 64.28/29.31  																																								| (647) all_0_57_57 = e1
% 64.28/29.31  																																								|
% 64.28/29.31  																																									| Combining equations (647,875) yields a new equation:
% 64.28/29.31  																																									| (546) e1 = e0
% 64.28/29.31  																																									|
% 64.28/29.31  																																									| Simplifying 546 yields:
% 64.28/29.31  																																									| (431) e1 = e0
% 64.28/29.31  																																									|
% 64.28/29.31  																																									| Equations (431) can reduce 233 to:
% 64.28/29.31  																																									| (266) $false
% 64.28/29.31  																																									|
% 64.28/29.31  																																									|-The branch is then unsatisfiable
% 64.28/29.31  																																								|-Branch two:
% 64.28/29.31  																																								| (1670)  ~ (all_0_57_57 = e1)
% 64.28/29.31  																																								| (918) all_0_58_58 = e1
% 64.28/29.31  																																								|
% 64.28/29.31  																																									| Combining equations (918,5486) yields a new equation:
% 64.28/29.31  																																									| (9437) all_0_35_35 = e1
% 64.28/29.31  																																									|
% 64.28/29.31  																																									| Equations (918) can reduce 178 to:
% 64.28/29.31  																																									| (132)  ~ (all_0_40_40 = e1)
% 64.28/29.31  																																									|
% 64.28/29.31  																																									| Equations (918) can reduce 119 to:
% 64.28/29.31  																																									| (1064)  ~ (all_0_49_49 = e1)
% 64.28/29.31  																																									|
% 64.28/29.31  																																									| Equations (918) can reduce 908 to:
% 64.28/29.31  																																									| (604)  ~ (e2 = e1)
% 64.28/29.31  																																									|
% 64.28/29.31  																																									| Simplifying 604 yields:
% 64.28/29.31  																																									| (122)  ~ (e2 = e1)
% 64.28/29.31  																																									|
% 64.28/29.31  																																									| Equations (918) can reduce 491 to:
% 64.28/29.31  																																									| (233)  ~ (e1 = e0)
% 64.28/29.31  																																									|
% 64.28/29.31  																																									| From (918) and (245) follows:
% 64.28/29.31  																																									| (9442) op(e0, e0) = e1
% 64.28/29.31  																																									|
% 64.28/29.31  																																									+-Applying beta-rule and splitting (135), into two cases.
% 64.28/29.31  																																									|-Branch one:
% 64.28/29.31  																																									| (545) all_0_46_46 = e1
% 64.28/29.31  																																									|
% 64.28/29.31  																																										| Equations (545) can reduce 549 to:
% 64.28/29.31  																																										| (266) $false
% 64.28/29.31  																																										|
% 64.28/29.31  																																										|-The branch is then unsatisfiable
% 64.28/29.31  																																									|-Branch two:
% 64.28/29.31  																																									| (549)  ~ (all_0_46_46 = e1)
% 64.28/29.31  																																									| (550) all_0_47_47 = e1 | all_0_48_48 = e1 | all_0_49_49 = e1
% 64.28/29.31  																																									|
% 64.28/29.31  																																										+-Applying beta-rule and splitting (3259), into two cases.
% 64.28/29.31  																																										|-Branch one:
% 64.28/29.31  																																										| (654) all_0_47_47 = e1
% 64.28/29.31  																																										|
% 64.28/29.31  																																											| Combining equations (654,348) yields a new equation:
% 64.28/29.31  																																											| (9471) all_0_18_18 = e1
% 64.28/29.31  																																											|
% 64.28/29.31  																																											| Equations (654) can reduce 79 to:
% 64.28/29.31  																																											| (151)  ~ (all_0_39_39 = e1)
% 64.28/29.31  																																											|
% 64.28/29.31  																																											| Equations (654) can reduce 198 to:
% 64.28/29.31  																																											| (1380)  ~ (all_0_42_42 = e1)
% 64.28/29.31  																																											|
% 64.28/29.31  																																											| Equations (654) can reduce 19 to:
% 64.28/29.31  																																											| (549)  ~ (all_0_46_46 = e1)
% 64.28/29.31  																																											|
% 64.28/29.31  																																											| Equations (654) can reduce 86 to:
% 64.28/29.31  																																											| (1419)  ~ (all_0_49_49 = e1)
% 64.28/29.31  																																											|
% 64.28/29.31  																																											| Simplifying 1419 yields:
% 64.28/29.31  																																											| (1064)  ~ (all_0_49_49 = e1)
% 64.28/29.31  																																											|
% 64.28/29.31  																																											| Equations (654) can reduce 338 to:
% 64.28/29.31  																																											| (604)  ~ (e2 = e1)
% 64.28/29.31  																																											|
% 64.28/29.31  																																											| Simplifying 604 yields:
% 64.28/29.31  																																											| (122)  ~ (e2 = e1)
% 64.28/29.31  																																											|
% 64.28/29.31  																																											| From (654) and (23) follows:
% 64.28/29.31  																																											| (9478) op(e2, e2) = e1
% 64.28/29.31  																																											|
% 64.28/29.31  																																											| Instantiating formula (29) with e3, e3, all_0_11_11, all_0_41_41 and discharging atoms op(e3, e3) = all_0_11_11, op(e3, e3) = all_0_41_41, yields:
% 64.28/29.31  																																											| (20801) all_0_11_11 = all_0_41_41
% 64.28/29.31  																																											|
% 64.28/29.31  																																											| Instantiating formula (29) with e3, e2, all_0_25_25, all_0_42_42 and discharging atoms op(e3, e2) = all_0_25_25, op(e3, e2) = all_0_42_42, yields:
% 64.28/29.31  																																											| (9479) all_0_25_25 = all_0_42_42
% 64.28/29.31  																																											|
% 64.28/29.31  																																											| Instantiating formula (29) with e2, e2, e1, all_0_34_34 and discharging atoms op(e2, e2) = all_0_34_34, op(e2, e2) = e1, yields:
% 64.28/29.31  																																											| (9480) all_0_34_34 = e1
% 64.28/29.31  																																											|
% 64.28/29.31  																																											| Instantiating formula (29) with e2, e1, all_0_27_27, e2 and discharging atoms op(e2, e1) = all_0_27_27, op(e2, e1) = e2, yields:
% 64.28/29.31  																																											| (1590) all_0_27_27 = e2
% 64.28/29.31  																																											|
% 64.28/29.31  																																											| Instantiating formula (29) with e2, e0, all_0_28_28, all_0_49_49 and discharging atoms op(e2, e0) = all_0_28_28, op(e2, e0) = all_0_49_49, yields:
% 64.28/29.31  																																											| (7482) all_0_28_28 = all_0_49_49
% 64.28/29.31  																																											|
% 64.28/29.31  																																											| Instantiating formula (29) with e2, e0, all_0_33_33, all_0_28_28 and discharging atoms op(e2, e0) = all_0_28_28, op(e2, e0) = all_0_33_33, yields:
% 64.28/29.31  																																											| (1591) all_0_28_28 = all_0_33_33
% 64.28/29.31  																																											|
% 64.28/29.31  																																											| Combining equations (7482,1591) yields a new equation:
% 64.28/29.32  																																											| (7486) all_0_33_33 = all_0_49_49
% 64.28/29.32  																																											|
% 64.28/29.32  																																											| Combining equations (7486,1591) yields a new equation:
% 64.28/29.32  																																											| (7482) all_0_28_28 = all_0_49_49
% 64.28/29.32  																																											|
% 64.28/29.32  																																											| From (20801) and (15591) follows:
% 64.28/29.32  																																											| (219) op(e3, e3) = all_0_41_41
% 64.28/29.32  																																											|
% 64.28/29.32  																																											| From (1590) and (1555) follows:
% 64.28/29.32  																																											| (347) op(e2, e1) = e2
% 64.28/29.32  																																											|
% 64.28/29.32  																																											| From (7486) and (1507) follows:
% 64.28/29.32  																																											| (55) op(e2, e0) = all_0_49_49
% 64.28/29.32  																																											|
% 64.28/29.32  																																											+-Applying beta-rule and splitting (165), into two cases.
% 64.28/29.32  																																											|-Branch one:
% 64.28/29.32  																																											| (794) all_0_41_41 = e0
% 64.28/29.32  																																											|
% 64.28/29.32  																																												| Equations (794) can reduce 43 to:
% 64.28/29.32  																																												| (5567)  ~ (all_0_46_46 = e0)
% 64.28/29.32  																																												|
% 64.28/29.32  																																												| Simplifying 5567 yields:
% 64.28/29.32  																																												| (831)  ~ (all_0_46_46 = e0)
% 64.28/29.32  																																												|
% 64.28/29.32  																																												| Equations (794) can reduce 457 to:
% 64.28/29.32  																																												| (435)  ~ (e1 = e0)
% 64.28/29.32  																																												|
% 64.28/29.32  																																												| Simplifying 435 yields:
% 64.28/29.32  																																												| (233)  ~ (e1 = e0)
% 64.28/29.32  																																												|
% 64.28/29.32  																																												+-Applying beta-rule and splitting (184), into two cases.
% 64.28/29.32  																																												|-Branch one:
% 64.28/29.32  																																												| (538) all_0_46_46 = e0
% 64.28/29.32  																																												|
% 64.28/29.32  																																													| Equations (538) can reduce 831 to:
% 64.28/29.32  																																													| (266) $false
% 64.28/29.32  																																													|
% 64.28/29.32  																																													|-The branch is then unsatisfiable
% 64.28/29.32  																																												|-Branch two:
% 64.28/29.32  																																												| (831)  ~ (all_0_46_46 = e0)
% 64.28/29.32  																																												| (832) all_0_47_47 = e0 | all_0_48_48 = e0 | all_0_49_49 = e0
% 64.28/29.32  																																												|
% 64.28/29.32  																																													+-Applying beta-rule and splitting (832), into two cases.
% 64.28/29.32  																																													|-Branch one:
% 64.28/29.32  																																													| (674) all_0_47_47 = e0
% 64.28/29.32  																																													|
% 64.28/29.32  																																														| Combining equations (654,674) yields a new equation:
% 64.28/29.32  																																														| (546) e1 = e0
% 64.28/29.32  																																														|
% 64.28/29.32  																																														| Simplifying 546 yields:
% 64.28/29.32  																																														| (431) e1 = e0
% 64.28/29.32  																																														|
% 64.28/29.32  																																														| Equations (431) can reduce 233 to:
% 64.28/29.32  																																														| (266) $false
% 64.28/29.32  																																														|
% 64.28/29.32  																																														|-The branch is then unsatisfiable
% 64.28/29.32  																																													|-Branch two:
% 64.28/29.32  																																													| (678)  ~ (all_0_47_47 = e0)
% 64.28/29.32  																																													| (1278) all_0_48_48 = e0 | all_0_49_49 = e0
% 64.28/29.32  																																													|
% 64.28/29.32  																																														+-Applying beta-rule and splitting (64), into two cases.
% 64.28/29.32  																																														|-Branch one:
% 64.28/29.32  																																														| (437) all_0_41_41 = e4
% 64.28/29.32  																																														|
% 64.28/29.32  																																															| Combining equations (794,437) yields a new equation:
% 64.28/29.32  																																															| (397) e4 = e0
% 64.28/29.32  																																															|
% 64.28/29.32  																																															| Equations (397) can reduce 49 to:
% 64.28/29.32  																																															| (266) $false
% 64.28/29.32  																																															|
% 64.28/29.32  																																															|-The branch is then unsatisfiable
% 64.28/29.32  																																														|-Branch two:
% 64.28/29.32  																																														| (440)  ~ (all_0_41_41 = e4)
% 64.28/29.32  																																														| (441) all_0_42_42 = e4 | all_0_43_43 = e4 | all_0_44_44 = e4
% 64.28/29.32  																																														|
% 64.28/29.32  																																															| Equations (794) can reduce 440 to:
% 64.28/29.32  																																															| (401)  ~ (e4 = e0)
% 64.28/29.32  																																															|
% 64.28/29.32  																																															| Simplifying 401 yields:
% 64.28/29.32  																																															| (49)  ~ (e4 = e0)
% 64.28/29.32  																																															|
% 64.28/29.32  																																															+-Applying beta-rule and splitting (104), into two cases.
% 64.28/29.32  																																															|-Branch one:
% 64.28/29.32  																																															| (480) all_0_39_39 = e0
% 64.28/29.32  																																															|
% 64.28/29.32  																																																| Equations (480) can reduce 176 to:
% 64.28/29.32  																																																| (1400)  ~ (all_0_40_40 = e0)
% 64.28/29.32  																																																|
% 64.28/29.32  																																																| Simplifying 1400 yields:
% 64.28/29.32  																																																| (1401)  ~ (all_0_40_40 = e0)
% 64.28/29.32  																																																|
% 64.28/29.32  																																																| Equations (480) can reduce 145 to:
% 64.28/29.32  																																																| (5565)  ~ (all_0_42_42 = e0)
% 64.28/29.32  																																																|
% 64.28/29.32  																																																| Simplifying 5565 yields:
% 64.28/29.32  																																																| (358)  ~ (all_0_42_42 = e0)
% 64.28/29.32  																																																|
% 64.28/29.32  																																																| Equations (480) can reduce 246 to:
% 64.28/29.32  																																																| (541)  ~ (e3 = e0)
% 64.28/29.32  																																																|
% 64.28/29.32  																																																| Simplifying 541 yields:
% 64.28/29.32  																																																| (80)  ~ (e3 = e0)
% 64.28/29.32  																																																|
% 64.28/29.32  																																																| Equations (480) can reduce 151 to:
% 64.28/29.32  																																																| (435)  ~ (e1 = e0)
% 64.28/29.32  																																																|
% 64.28/29.32  																																																| Simplifying 435 yields:
% 64.28/29.32  																																																| (233)  ~ (e1 = e0)
% 64.28/29.32  																																																|
% 64.28/29.32  																																																| From (480) and (38) follows:
% 64.28/29.32  																																																| (1413) op(e0, e2) = all_0_3_3
% 64.28/29.32  																																																|
% 64.28/29.32  																																																| From (480) and (14) follows:
% 64.28/29.32  																																																| (4090) op(e4, e2) = e0
% 64.28/29.32  																																																|
% 64.28/29.32  																																																+-Applying beta-rule and splitting (152), into two cases.
% 64.28/29.32  																																																|-Branch one:
% 64.28/29.32  																																																| (1392) all_0_42_42 = e4
% 64.28/29.32  																																																|
% 64.28/29.32  																																																	| Combining equations (1392,9479) yields a new equation:
% 64.28/29.32  																																																	| (15138) all_0_25_25 = e4
% 64.28/29.32  																																																	|
% 64.28/29.32  																																																	| Combining equations (1392,60459) yields a new equation:
% 64.28/29.32  																																																	| (85024) all_0_13_13 = e4
% 64.28/29.32  																																																	|
% 64.28/29.32  																																																	| Equations (1392) can reduce 405 to:
% 64.28/29.32  																																																	| (188)  ~ (e4 = e3)
% 64.28/29.32  																																																	|
% 64.28/29.32  																																																	| Equations (1392) can reduce 51 to:
% 64.28/29.32  																																																	| (48)  ~ (e4 = e2)
% 64.28/29.32  																																																	|
% 64.28/29.32  																																																	| Equations (1392) can reduce 1380 to:
% 64.28/29.32  																																																	| (110)  ~ (e4 = e1)
% 64.28/29.32  																																																	|
% 64.28/29.32  																																																	| Equations (1392) can reduce 358 to:
% 64.28/29.32  																																																	| (49)  ~ (e4 = e0)
% 64.28/29.32  																																																	|
% 64.28/29.32  																																																	| From (1392) and (225) follows:
% 64.28/29.32  																																																	| (4073) op(e4, e2) = all_0_8_8
% 64.28/29.32  																																																	|
% 64.28/29.32  																																																	+-Applying beta-rule and splitting (75), into two cases.
% 64.28/29.32  																																																	|-Branch one:
% 64.28/29.32  																																																	| (485) all_0_40_40 = e0
% 64.28/29.32  																																																	|
% 64.28/29.32  																																																		| Equations (485) can reduce 1401 to:
% 64.28/29.32  																																																		| (266) $false
% 64.28/29.32  																																																		|
% 64.28/29.32  																																																		|-The branch is then unsatisfiable
% 64.28/29.32  																																																	|-Branch two:
% 64.28/29.32  																																																	| (1401)  ~ (all_0_40_40 = e0)
% 64.28/29.32  																																																	| (1748) all_0_44_44 = e0 | all_0_49_49 = e0 | all_0_58_58 = e0
% 64.28/29.32  																																																	|
% 64.28/29.32  																																																		+-Applying beta-rule and splitting (123), into two cases.
% 64.28/29.32  																																																		|-Branch one:
% 64.28/29.32  																																																		| (1794) all_0_46_46 = e2
% 64.28/29.32  																																																		|
% 64.28/29.32  																																																			| Equations (1794) can reduce 300 to:
% 64.28/29.32  																																																			| (266) $false
% 64.28/29.32  																																																			|
% 64.28/29.32  																																																			|-The branch is then unsatisfiable
% 64.28/29.32  																																																		|-Branch two:
% 64.28/29.32  																																																		| (300)  ~ (all_0_46_46 = e2)
% 64.28/29.32  																																																		| (1797) all_0_46_46 = e4 | all_0_46_46 = e3 | all_0_46_46 = e1 | all_0_46_46 = e0
% 64.28/29.32  																																																		|
% 64.28/29.32  																																																			+-Applying beta-rule and splitting (62), into two cases.
% 64.28/29.32  																																																			|-Branch one:
% 64.28/29.32  																																																			| (321) all_0_38_38 = e4
% 64.28/29.32  																																																			|
% 64.28/29.32  																																																				| Combining equations (292,321) yields a new equation:
% 64.28/29.32  																																																				| (323) e4 = e2
% 64.28/29.32  																																																				|
% 64.28/29.32  																																																				| Equations (323) can reduce 48 to:
% 64.28/29.32  																																																				| (266) $false
% 64.28/29.32  																																																				|
% 64.28/29.32  																																																				|-The branch is then unsatisfiable
% 64.28/29.32  																																																			|-Branch two:
% 64.28/29.32  																																																			| (325)  ~ (all_0_38_38 = e4)
% 64.28/29.32  																																																			| (582) all_0_41_41 = e4 | all_0_46_46 = e4 | all_0_50_50 = e4 | all_0_55_55 = e4
% 64.28/29.32  																																																			|
% 64.28/29.32  																																																				+-Applying beta-rule and splitting (1797), into two cases.
% 64.28/29.32  																																																				|-Branch one:
% 64.28/29.32  																																																				| (770) all_0_46_46 = e4
% 64.28/29.32  																																																				|
% 64.28/29.32  																																																					| Equations (770) can reduce 831 to:
% 64.28/29.32  																																																					| (49)  ~ (e4 = e0)
% 64.28/29.32  																																																					|
% 64.28/29.32  																																																					+-Applying beta-rule and splitting (326), into two cases.
% 64.28/29.32  																																																					|-Branch one:
% 64.28/29.32  																																																					| (471) all_0_39_39 = e4
% 64.28/29.32  																																																					|
% 64.28/29.32  																																																						| Combining equations (480,471) yields a new equation:
% 64.28/29.32  																																																						| (397) e4 = e0
% 64.28/29.32  																																																						|
% 64.28/29.32  																																																						| Equations (397) can reduce 49 to:
% 64.28/29.33  																																																						| (266) $false
% 64.28/29.33  																																																						|
% 64.28/29.33  																																																						|-The branch is then unsatisfiable
% 64.28/29.33  																																																					|-Branch two:
% 64.28/29.33  																																																					| (1377)  ~ (all_0_39_39 = e4)
% 64.28/29.33  																																																					| (1378) all_0_40_40 = e4
% 64.28/29.33  																																																					|
% 64.28/29.33  																																																						| Equations (1378) can reduce 2 to:
% 64.28/29.33  																																																						| (188)  ~ (e4 = e3)
% 64.28/29.33  																																																						|
% 64.28/29.33  																																																						| Equations (1378) can reduce 296 to:
% 64.28/29.33  																																																						| (48)  ~ (e4 = e2)
% 64.28/29.33  																																																						|
% 64.28/29.33  																																																						| Equations (1378) can reduce 132 to:
% 64.28/29.33  																																																						| (110)  ~ (e4 = e1)
% 64.28/29.33  																																																						|
% 64.28/29.33  																																																						+-Applying beta-rule and splitting (1748), into two cases.
% 64.28/29.33  																																																						|-Branch one:
% 64.28/29.33  																																																						| (1414) all_0_44_44 = e0
% 64.28/29.33  																																																						|
% 64.28/29.33  																																																							| Combining equations (532,1414) yields a new equation:
% 64.28/29.33  																																																							| (675) e3 = e0
% 64.28/29.33  																																																							|
% 64.28/29.33  																																																							| Simplifying 675 yields:
% 64.28/29.33  																																																							| (676) e3 = e0
% 64.28/29.33  																																																							|
% 64.28/29.33  																																																							| Equations (676) can reduce 80 to:
% 64.28/29.33  																																																							| (266) $false
% 64.28/29.33  																																																							|
% 64.28/29.33  																																																							|-The branch is then unsatisfiable
% 64.28/29.33  																																																						|-Branch two:
% 64.28/29.33  																																																						| (360)  ~ (all_0_44_44 = e0)
% 64.28/29.33  																																																						| (1760) all_0_49_49 = e0 | all_0_58_58 = e0
% 64.28/29.33  																																																						|
% 64.28/29.33  																																																							+-Applying beta-rule and splitting (1760), into two cases.
% 64.28/29.33  																																																							|-Branch one:
% 64.28/29.33  																																																							| (978) all_0_49_49 = e0
% 64.28/29.33  																																																							|
% 64.28/29.33  																																																								| Combining equations (978,7482) yields a new equation:
% 64.28/29.33  																																																								| (5708) all_0_28_28 = e0
% 64.28/29.33  																																																								|
% 64.28/29.33  																																																								| Equations (978) can reduce 525 to:
% 64.28/29.33  																																																								| (541)  ~ (e3 = e0)
% 64.28/29.33  																																																								|
% 64.28/29.33  																																																								| Simplifying 541 yields:
% 64.28/29.33  																																																								| (80)  ~ (e3 = e0)
% 64.28/29.33  																																																								|
% 64.28/29.33  																																																								| Equations (978) can reduce 1064 to:
% 64.28/29.33  																																																								| (435)  ~ (e1 = e0)
% 64.28/29.33  																																																								|
% 64.28/29.33  																																																								| Simplifying 435 yields:
% 64.28/29.33  																																																								| (233)  ~ (e1 = e0)
% 64.28/29.33  																																																								|
% 64.28/29.33  																																																								| From (978) and (129) follows:
% 64.28/29.33  																																																								| (2097) op(e0, e2) = all_0_20_20
% 64.28/29.33  																																																								|
% 64.28/29.33  																																																								| From (978) and (66) follows:
% 64.28/29.33  																																																								| (52707) op(e0, e0) = all_0_21_21
% 64.28/29.33  																																																								|
% 64.28/29.33  																																																								| Instantiating formula (29) with e4, e2, e0, all_0_8_8 and discharging atoms op(e4, e2) = all_0_8_8, op(e4, e2) = e0, yields:
% 64.28/29.33  																																																								| (4262) all_0_8_8 = e0
% 64.28/29.33  																																																								|
% 64.28/29.33  																																																								| Instantiating formula (29) with e0, e2, all_0_3_3, e2 and discharging atoms op(e0, e2) = all_0_3_3, op(e0, e2) = e2, yields:
% 64.28/29.33  																																																								| (1597) all_0_3_3 = e2
% 64.28/29.33  																																																								|
% 64.28/29.33  																																																								| Instantiating formula (29) with e0, e2, all_0_20_20, all_0_3_3 and discharging atoms op(e0, e2) = all_0_3_3, op(e0, e2) = all_0_20_20, yields:
% 64.28/29.33  																																																								| (2164) all_0_3_3 = all_0_20_20
% 64.28/29.33  																																																								|
% 64.28/29.33  																																																								| Instantiating formula (29) with e0, e0, all_0_21_21, e1 and discharging atoms op(e0, e0) = all_0_21_21, op(e0, e0) = e1, yields:
% 64.28/29.33  																																																								| (1589) all_0_21_21 = e1
% 64.28/29.33  																																																								|
% 64.28/29.33  																																																								| Combining equations (1597,2164) yields a new equation:
% 64.28/29.33  																																																								| (684) all_0_20_20 = e2
% 64.28/29.33  																																																								|
% 64.28/29.33  																																																								| Combining equations (684,2164) yields a new equation:
% 64.28/29.33  																																																								| (1597) all_0_3_3 = e2
% 64.28/29.33  																																																								|
% 64.28/29.33  																																																								+-Applying beta-rule and splitting (238), into two cases.
% 64.28/29.33  																																																								|-Branch one:
% 64.28/29.33  																																																								| (396) all_0_43_43 = e4
% 64.28/29.33  																																																								|
% 64.28/29.33  																																																									| Combining equations (396,430) yields a new equation:
% 64.28/29.33  																																																									| (636) e4 = e1
% 64.28/29.33  																																																									|
% 64.28/29.33  																																																									| Simplifying 636 yields:
% 64.28/29.33  																																																									| (630) e4 = e1
% 64.28/29.33  																																																									|
% 64.28/29.33  																																																									| Equations (630) can reduce 110 to:
% 64.28/29.33  																																																									| (266) $false
% 64.28/29.33  																																																									|
% 64.28/29.33  																																																									|-The branch is then unsatisfiable
% 64.28/29.33  																																																								|-Branch two:
% 64.28/29.33  																																																								| (399)  ~ (all_0_43_43 = e4)
% 64.28/29.33  																																																								| (9578) (all_0_1_1 = e4 &  ~ (all_0_0_0 = e3) &  ~ (all_0_38_38 = e2)) | (all_0_3_3 = e4 &  ~ (all_0_2_2 = e2) &  ~ (all_0_39_39 = all_0_45_45)) | (all_0_5_5 = e4 &  ~ (all_0_4_4 = e0) &  ~ (all_0_40_40 = all_0_54_54)) | (all_0_8_8 = e3 &  ~ (all_0_7_7 = e2) &  ~ (all_0_42_42 = all_0_46_46)) | (all_0_10_10 = e3 &  ~ (all_0_9_9 = e1) &  ~ (all_0_43_43 = all_0_50_50)) | (all_0_12_12 = e3 &  ~ (all_0_11_11 = e0) &  ~ (all_0_44_44 = all_0_55_55)) | (all_0_14_14 = e2 &  ~ (all_0_13_13 = e4) &  ~ (all_0_39_39 = all_0_45_45)) | (all_0_16_16 = e2 &  ~ (all_0_15_15 = e3) &  ~ (all_0_42_42 = all_0_46_46)) | (all_0_19_19 = e2 &  ~ (all_0_18_18 = e1) &  ~ (all_0_48_48 = all_0_51_51)) | (all_0_21_21 = e2 &  ~ (all_0_20_20 = e0) &  ~ (all_0_49_49 = all_0_56_56)) | (all_0_23_23 = e1 &  ~ (all_0_22_22 = e3) &  ~ (all_0_43_43 = all_0_50_50)) | (all_0_25_25 = e1 &  ~ (all_0_24_24 = e2) &  ~ (all_0_48_48 = all_0_51_51)) | (all_0_28_28 = e1 &  ~ (all_0_27_27 = e0) &  ~ (all_0_53_53 = all_0_57_57)) | (all_0_30_30 = e0 &  ~ (all_0_29_29 = e4) &  ~ (all_0_40_40 = all_0_54_54)) | (all_0_32_32 = e0 &  ~ (all_0_31_31 = e3) &  ~ (all_0_44_44 = all_0_55_55)) | (all_0_34_34 = e0 &  ~ (all_0_33_33 = e2) &  ~ (all_0_49_49 = all_0_56_56)) | (all_0_36_36 = e0 &  ~ (all_0_35_35 = e1) &  ~ (all_0_53_53 = all_0_57_57)) | (all_0_45_45 = e3 &  ~ (all_0_38_38 = e2) &  ~ (all_0_46_46 = e4))
% 64.28/29.33  																																																								|
% 64.28/29.33  																																																									| Equations (430) can reduce 399 to:
% 64.28/29.33  																																																									| (602)  ~ (e4 = e1)
% 64.28/29.33  																																																									|
% 64.28/29.33  																																																									| Simplifying 602 yields:
% 64.28/29.33  																																																									| (110)  ~ (e4 = e1)
% 64.28/29.33  																																																									|
% 64.28/29.33  																																																									+-Applying beta-rule and splitting (9578), into two cases.
% 64.28/29.33  																																																									|-Branch one:
% 64.28/29.33  																																																									| (9581) (all_0_1_1 = e4 &  ~ (all_0_0_0 = e3) &  ~ (all_0_38_38 = e2)) | (all_0_3_3 = e4 &  ~ (all_0_2_2 = e2) &  ~ (all_0_39_39 = all_0_45_45)) | (all_0_5_5 = e4 &  ~ (all_0_4_4 = e0) &  ~ (all_0_40_40 = all_0_54_54)) | (all_0_8_8 = e3 &  ~ (all_0_7_7 = e2) &  ~ (all_0_42_42 = all_0_46_46)) | (all_0_10_10 = e3 &  ~ (all_0_9_9 = e1) &  ~ (all_0_43_43 = all_0_50_50)) | (all_0_12_12 = e3 &  ~ (all_0_11_11 = e0) &  ~ (all_0_44_44 = all_0_55_55)) | (all_0_14_14 = e2 &  ~ (all_0_13_13 = e4) &  ~ (all_0_39_39 = all_0_45_45)) | (all_0_16_16 = e2 &  ~ (all_0_15_15 = e3) &  ~ (all_0_42_42 = all_0_46_46)) | (all_0_19_19 = e2 &  ~ (all_0_18_18 = e1) &  ~ (all_0_48_48 = all_0_51_51)) | (all_0_21_21 = e2 &  ~ (all_0_20_20 = e0) &  ~ (all_0_49_49 = all_0_56_56)) | (all_0_23_23 = e1 &  ~ (all_0_22_22 = e3) &  ~ (all_0_43_43 = all_0_50_50)) | (all_0_25_25 = e1 &  ~ (all_0_24_24 = e2) &  ~ (all_0_48_48 = all_0_51_51)) | (all_0_28_28 = e1 &  ~ (all_0_27_27 = e0) &  ~ (all_0_53_53 = all_0_57_57)) | (all_0_30_30 = e0 &  ~ (all_0_29_29 = e4) &  ~ (all_0_40_40 = all_0_54_54)) | (all_0_32_32 = e0 &  ~ (all_0_31_31 = e3) &  ~ (all_0_44_44 = all_0_55_55)) | (all_0_34_34 = e0 &  ~ (all_0_33_33 = e2) &  ~ (all_0_49_49 = all_0_56_56)) | (all_0_36_36 = e0 &  ~ (all_0_35_35 = e1) &  ~ (all_0_53_53 = all_0_57_57))
% 64.28/29.33  																																																									|
% 64.28/29.33  																																																										+-Applying beta-rule and splitting (9581), into two cases.
% 64.28/29.33  																																																										|-Branch one:
% 64.28/29.33  																																																										| (9582) (all_0_1_1 = e4 &  ~ (all_0_0_0 = e3) &  ~ (all_0_38_38 = e2)) | (all_0_3_3 = e4 &  ~ (all_0_2_2 = e2) &  ~ (all_0_39_39 = all_0_45_45)) | (all_0_5_5 = e4 &  ~ (all_0_4_4 = e0) &  ~ (all_0_40_40 = all_0_54_54)) | (all_0_8_8 = e3 &  ~ (all_0_7_7 = e2) &  ~ (all_0_42_42 = all_0_46_46)) | (all_0_10_10 = e3 &  ~ (all_0_9_9 = e1) &  ~ (all_0_43_43 = all_0_50_50)) | (all_0_12_12 = e3 &  ~ (all_0_11_11 = e0) &  ~ (all_0_44_44 = all_0_55_55)) | (all_0_14_14 = e2 &  ~ (all_0_13_13 = e4) &  ~ (all_0_39_39 = all_0_45_45)) | (all_0_16_16 = e2 &  ~ (all_0_15_15 = e3) &  ~ (all_0_42_42 = all_0_46_46)) | (all_0_19_19 = e2 &  ~ (all_0_18_18 = e1) &  ~ (all_0_48_48 = all_0_51_51)) | (all_0_21_21 = e2 &  ~ (all_0_20_20 = e0) &  ~ (all_0_49_49 = all_0_56_56)) | (all_0_23_23 = e1 &  ~ (all_0_22_22 = e3) &  ~ (all_0_43_43 = all_0_50_50)) | (all_0_25_25 = e1 &  ~ (all_0_24_24 = e2) &  ~ (all_0_48_48 = all_0_51_51)) | (all_0_28_28 = e1 &  ~ (all_0_27_27 = e0) &  ~ (all_0_53_53 = all_0_57_57)) | (all_0_30_30 = e0 &  ~ (all_0_29_29 = e4) &  ~ (all_0_40_40 = all_0_54_54)) | (all_0_32_32 = e0 &  ~ (all_0_31_31 = e3) &  ~ (all_0_44_44 = all_0_55_55)) | (all_0_34_34 = e0 &  ~ (all_0_33_33 = e2) &  ~ (all_0_49_49 = all_0_56_56))
% 64.28/29.33  																																																										|
% 64.28/29.33  																																																											+-Applying beta-rule and splitting (9582), into two cases.
% 64.28/29.33  																																																											|-Branch one:
% 64.28/29.33  																																																											| (9583) (all_0_1_1 = e4 &  ~ (all_0_0_0 = e3) &  ~ (all_0_38_38 = e2)) | (all_0_3_3 = e4 &  ~ (all_0_2_2 = e2) &  ~ (all_0_39_39 = all_0_45_45)) | (all_0_5_5 = e4 &  ~ (all_0_4_4 = e0) &  ~ (all_0_40_40 = all_0_54_54)) | (all_0_8_8 = e3 &  ~ (all_0_7_7 = e2) &  ~ (all_0_42_42 = all_0_46_46)) | (all_0_10_10 = e3 &  ~ (all_0_9_9 = e1) &  ~ (all_0_43_43 = all_0_50_50)) | (all_0_12_12 = e3 &  ~ (all_0_11_11 = e0) &  ~ (all_0_44_44 = all_0_55_55)) | (all_0_14_14 = e2 &  ~ (all_0_13_13 = e4) &  ~ (all_0_39_39 = all_0_45_45)) | (all_0_16_16 = e2 &  ~ (all_0_15_15 = e3) &  ~ (all_0_42_42 = all_0_46_46)) | (all_0_19_19 = e2 &  ~ (all_0_18_18 = e1) &  ~ (all_0_48_48 = all_0_51_51)) | (all_0_21_21 = e2 &  ~ (all_0_20_20 = e0) &  ~ (all_0_49_49 = all_0_56_56)) | (all_0_23_23 = e1 &  ~ (all_0_22_22 = e3) &  ~ (all_0_43_43 = all_0_50_50)) | (all_0_25_25 = e1 &  ~ (all_0_24_24 = e2) &  ~ (all_0_48_48 = all_0_51_51)) | (all_0_28_28 = e1 &  ~ (all_0_27_27 = e0) &  ~ (all_0_53_53 = all_0_57_57)) | (all_0_30_30 = e0 &  ~ (all_0_29_29 = e4) &  ~ (all_0_40_40 = all_0_54_54)) | (all_0_32_32 = e0 &  ~ (all_0_31_31 = e3) &  ~ (all_0_44_44 = all_0_55_55))
% 64.28/29.33  																																																											|
% 64.28/29.33  																																																												+-Applying beta-rule and splitting (9583), into two cases.
% 64.28/29.33  																																																												|-Branch one:
% 64.28/29.33  																																																												| (9584) (all_0_1_1 = e4 &  ~ (all_0_0_0 = e3) &  ~ (all_0_38_38 = e2)) | (all_0_3_3 = e4 &  ~ (all_0_2_2 = e2) &  ~ (all_0_39_39 = all_0_45_45)) | (all_0_5_5 = e4 &  ~ (all_0_4_4 = e0) &  ~ (all_0_40_40 = all_0_54_54)) | (all_0_8_8 = e3 &  ~ (all_0_7_7 = e2) &  ~ (all_0_42_42 = all_0_46_46)) | (all_0_10_10 = e3 &  ~ (all_0_9_9 = e1) &  ~ (all_0_43_43 = all_0_50_50)) | (all_0_12_12 = e3 &  ~ (all_0_11_11 = e0) &  ~ (all_0_44_44 = all_0_55_55)) | (all_0_14_14 = e2 &  ~ (all_0_13_13 = e4) &  ~ (all_0_39_39 = all_0_45_45)) | (all_0_16_16 = e2 &  ~ (all_0_15_15 = e3) &  ~ (all_0_42_42 = all_0_46_46)) | (all_0_19_19 = e2 &  ~ (all_0_18_18 = e1) &  ~ (all_0_48_48 = all_0_51_51)) | (all_0_21_21 = e2 &  ~ (all_0_20_20 = e0) &  ~ (all_0_49_49 = all_0_56_56)) | (all_0_23_23 = e1 &  ~ (all_0_22_22 = e3) &  ~ (all_0_43_43 = all_0_50_50)) | (all_0_25_25 = e1 &  ~ (all_0_24_24 = e2) &  ~ (all_0_48_48 = all_0_51_51)) | (all_0_28_28 = e1 &  ~ (all_0_27_27 = e0) &  ~ (all_0_53_53 = all_0_57_57)) | (all_0_30_30 = e0 &  ~ (all_0_29_29 = e4) &  ~ (all_0_40_40 = all_0_54_54))
% 64.28/29.33  																																																												|
% 64.28/29.33  																																																													+-Applying beta-rule and splitting (9584), into two cases.
% 64.28/29.33  																																																													|-Branch one:
% 64.28/29.33  																																																													| (9585) (all_0_1_1 = e4 &  ~ (all_0_0_0 = e3) &  ~ (all_0_38_38 = e2)) | (all_0_3_3 = e4 &  ~ (all_0_2_2 = e2) &  ~ (all_0_39_39 = all_0_45_45)) | (all_0_5_5 = e4 &  ~ (all_0_4_4 = e0) &  ~ (all_0_40_40 = all_0_54_54)) | (all_0_8_8 = e3 &  ~ (all_0_7_7 = e2) &  ~ (all_0_42_42 = all_0_46_46)) | (all_0_10_10 = e3 &  ~ (all_0_9_9 = e1) &  ~ (all_0_43_43 = all_0_50_50)) | (all_0_12_12 = e3 &  ~ (all_0_11_11 = e0) &  ~ (all_0_44_44 = all_0_55_55)) | (all_0_14_14 = e2 &  ~ (all_0_13_13 = e4) &  ~ (all_0_39_39 = all_0_45_45)) | (all_0_16_16 = e2 &  ~ (all_0_15_15 = e3) &  ~ (all_0_42_42 = all_0_46_46)) | (all_0_19_19 = e2 &  ~ (all_0_18_18 = e1) &  ~ (all_0_48_48 = all_0_51_51)) | (all_0_21_21 = e2 &  ~ (all_0_20_20 = e0) &  ~ (all_0_49_49 = all_0_56_56)) | (all_0_23_23 = e1 &  ~ (all_0_22_22 = e3) &  ~ (all_0_43_43 = all_0_50_50)) | (all_0_25_25 = e1 &  ~ (all_0_24_24 = e2) &  ~ (all_0_48_48 = all_0_51_51)) | (all_0_28_28 = e1 &  ~ (all_0_27_27 = e0) &  ~ (all_0_53_53 = all_0_57_57))
% 64.28/29.33  																																																													|
% 64.28/29.33  																																																														+-Applying beta-rule and splitting (9585), into two cases.
% 64.28/29.33  																																																														|-Branch one:
% 64.28/29.33  																																																														| (9586) (all_0_1_1 = e4 &  ~ (all_0_0_0 = e3) &  ~ (all_0_38_38 = e2)) | (all_0_3_3 = e4 &  ~ (all_0_2_2 = e2) &  ~ (all_0_39_39 = all_0_45_45)) | (all_0_5_5 = e4 &  ~ (all_0_4_4 = e0) &  ~ (all_0_40_40 = all_0_54_54)) | (all_0_8_8 = e3 &  ~ (all_0_7_7 = e2) &  ~ (all_0_42_42 = all_0_46_46)) | (all_0_10_10 = e3 &  ~ (all_0_9_9 = e1) &  ~ (all_0_43_43 = all_0_50_50)) | (all_0_12_12 = e3 &  ~ (all_0_11_11 = e0) &  ~ (all_0_44_44 = all_0_55_55)) | (all_0_14_14 = e2 &  ~ (all_0_13_13 = e4) &  ~ (all_0_39_39 = all_0_45_45)) | (all_0_16_16 = e2 &  ~ (all_0_15_15 = e3) &  ~ (all_0_42_42 = all_0_46_46)) | (all_0_19_19 = e2 &  ~ (all_0_18_18 = e1) &  ~ (all_0_48_48 = all_0_51_51)) | (all_0_21_21 = e2 &  ~ (all_0_20_20 = e0) &  ~ (all_0_49_49 = all_0_56_56)) | (all_0_23_23 = e1 &  ~ (all_0_22_22 = e3) &  ~ (all_0_43_43 = all_0_50_50)) | (all_0_25_25 = e1 &  ~ (all_0_24_24 = e2) &  ~ (all_0_48_48 = all_0_51_51))
% 64.28/29.33  																																																														|
% 64.28/29.33  																																																															+-Applying beta-rule and splitting (9586), into two cases.
% 64.28/29.33  																																																															|-Branch one:
% 64.28/29.33  																																																															| (9587) (all_0_1_1 = e4 &  ~ (all_0_0_0 = e3) &  ~ (all_0_38_38 = e2)) | (all_0_3_3 = e4 &  ~ (all_0_2_2 = e2) &  ~ (all_0_39_39 = all_0_45_45)) | (all_0_5_5 = e4 &  ~ (all_0_4_4 = e0) &  ~ (all_0_40_40 = all_0_54_54)) | (all_0_8_8 = e3 &  ~ (all_0_7_7 = e2) &  ~ (all_0_42_42 = all_0_46_46)) | (all_0_10_10 = e3 &  ~ (all_0_9_9 = e1) &  ~ (all_0_43_43 = all_0_50_50)) | (all_0_12_12 = e3 &  ~ (all_0_11_11 = e0) &  ~ (all_0_44_44 = all_0_55_55)) | (all_0_14_14 = e2 &  ~ (all_0_13_13 = e4) &  ~ (all_0_39_39 = all_0_45_45)) | (all_0_16_16 = e2 &  ~ (all_0_15_15 = e3) &  ~ (all_0_42_42 = all_0_46_46)) | (all_0_19_19 = e2 &  ~ (all_0_18_18 = e1) &  ~ (all_0_48_48 = all_0_51_51)) | (all_0_21_21 = e2 &  ~ (all_0_20_20 = e0) &  ~ (all_0_49_49 = all_0_56_56)) | (all_0_23_23 = e1 &  ~ (all_0_22_22 = e3) &  ~ (all_0_43_43 = all_0_50_50))
% 64.28/29.33  																																																															|
% 64.28/29.34  																																																																+-Applying beta-rule and splitting (9587), into two cases.
% 64.28/29.34  																																																																|-Branch one:
% 64.28/29.34  																																																																| (9588) (all_0_1_1 = e4 &  ~ (all_0_0_0 = e3) &  ~ (all_0_38_38 = e2)) | (all_0_3_3 = e4 &  ~ (all_0_2_2 = e2) &  ~ (all_0_39_39 = all_0_45_45)) | (all_0_5_5 = e4 &  ~ (all_0_4_4 = e0) &  ~ (all_0_40_40 = all_0_54_54)) | (all_0_8_8 = e3 &  ~ (all_0_7_7 = e2) &  ~ (all_0_42_42 = all_0_46_46)) | (all_0_10_10 = e3 &  ~ (all_0_9_9 = e1) &  ~ (all_0_43_43 = all_0_50_50)) | (all_0_12_12 = e3 &  ~ (all_0_11_11 = e0) &  ~ (all_0_44_44 = all_0_55_55)) | (all_0_14_14 = e2 &  ~ (all_0_13_13 = e4) &  ~ (all_0_39_39 = all_0_45_45)) | (all_0_16_16 = e2 &  ~ (all_0_15_15 = e3) &  ~ (all_0_42_42 = all_0_46_46)) | (all_0_19_19 = e2 &  ~ (all_0_18_18 = e1) &  ~ (all_0_48_48 = all_0_51_51)) | (all_0_21_21 = e2 &  ~ (all_0_20_20 = e0) &  ~ (all_0_49_49 = all_0_56_56))
% 64.28/29.34  																																																																|
% 64.28/29.34  																																																																	+-Applying beta-rule and splitting (9588), into two cases.
% 64.28/29.34  																																																																	|-Branch one:
% 64.28/29.34  																																																																	| (9589) (all_0_1_1 = e4 &  ~ (all_0_0_0 = e3) &  ~ (all_0_38_38 = e2)) | (all_0_3_3 = e4 &  ~ (all_0_2_2 = e2) &  ~ (all_0_39_39 = all_0_45_45)) | (all_0_5_5 = e4 &  ~ (all_0_4_4 = e0) &  ~ (all_0_40_40 = all_0_54_54)) | (all_0_8_8 = e3 &  ~ (all_0_7_7 = e2) &  ~ (all_0_42_42 = all_0_46_46)) | (all_0_10_10 = e3 &  ~ (all_0_9_9 = e1) &  ~ (all_0_43_43 = all_0_50_50)) | (all_0_12_12 = e3 &  ~ (all_0_11_11 = e0) &  ~ (all_0_44_44 = all_0_55_55)) | (all_0_14_14 = e2 &  ~ (all_0_13_13 = e4) &  ~ (all_0_39_39 = all_0_45_45)) | (all_0_16_16 = e2 &  ~ (all_0_15_15 = e3) &  ~ (all_0_42_42 = all_0_46_46)) | (all_0_19_19 = e2 &  ~ (all_0_18_18 = e1) &  ~ (all_0_48_48 = all_0_51_51))
% 64.28/29.34  																																																																	|
% 64.28/29.34  																																																																		+-Applying beta-rule and splitting (9589), into two cases.
% 64.28/29.34  																																																																		|-Branch one:
% 64.28/29.34  																																																																		| (9590) (all_0_1_1 = e4 &  ~ (all_0_0_0 = e3) &  ~ (all_0_38_38 = e2)) | (all_0_3_3 = e4 &  ~ (all_0_2_2 = e2) &  ~ (all_0_39_39 = all_0_45_45)) | (all_0_5_5 = e4 &  ~ (all_0_4_4 = e0) &  ~ (all_0_40_40 = all_0_54_54)) | (all_0_8_8 = e3 &  ~ (all_0_7_7 = e2) &  ~ (all_0_42_42 = all_0_46_46)) | (all_0_10_10 = e3 &  ~ (all_0_9_9 = e1) &  ~ (all_0_43_43 = all_0_50_50)) | (all_0_12_12 = e3 &  ~ (all_0_11_11 = e0) &  ~ (all_0_44_44 = all_0_55_55)) | (all_0_14_14 = e2 &  ~ (all_0_13_13 = e4) &  ~ (all_0_39_39 = all_0_45_45)) | (all_0_16_16 = e2 &  ~ (all_0_15_15 = e3) &  ~ (all_0_42_42 = all_0_46_46))
% 64.28/29.34  																																																																		|
% 64.39/29.34  																																																																			+-Applying beta-rule and splitting (9590), into two cases.
% 64.39/29.34  																																																																			|-Branch one:
% 64.39/29.34  																																																																			| (9591) (all_0_1_1 = e4 &  ~ (all_0_0_0 = e3) &  ~ (all_0_38_38 = e2)) | (all_0_3_3 = e4 &  ~ (all_0_2_2 = e2) &  ~ (all_0_39_39 = all_0_45_45)) | (all_0_5_5 = e4 &  ~ (all_0_4_4 = e0) &  ~ (all_0_40_40 = all_0_54_54)) | (all_0_8_8 = e3 &  ~ (all_0_7_7 = e2) &  ~ (all_0_42_42 = all_0_46_46)) | (all_0_10_10 = e3 &  ~ (all_0_9_9 = e1) &  ~ (all_0_43_43 = all_0_50_50)) | (all_0_12_12 = e3 &  ~ (all_0_11_11 = e0) &  ~ (all_0_44_44 = all_0_55_55)) | (all_0_14_14 = e2 &  ~ (all_0_13_13 = e4) &  ~ (all_0_39_39 = all_0_45_45))
% 64.39/29.34  																																																																			|
% 64.39/29.34  																																																																				+-Applying beta-rule and splitting (9591), into two cases.
% 64.39/29.34  																																																																				|-Branch one:
% 64.39/29.34  																																																																				| (9592) (all_0_1_1 = e4 &  ~ (all_0_0_0 = e3) &  ~ (all_0_38_38 = e2)) | (all_0_3_3 = e4 &  ~ (all_0_2_2 = e2) &  ~ (all_0_39_39 = all_0_45_45)) | (all_0_5_5 = e4 &  ~ (all_0_4_4 = e0) &  ~ (all_0_40_40 = all_0_54_54)) | (all_0_8_8 = e3 &  ~ (all_0_7_7 = e2) &  ~ (all_0_42_42 = all_0_46_46)) | (all_0_10_10 = e3 &  ~ (all_0_9_9 = e1) &  ~ (all_0_43_43 = all_0_50_50)) | (all_0_12_12 = e3 &  ~ (all_0_11_11 = e0) &  ~ (all_0_44_44 = all_0_55_55))
% 64.39/29.34  																																																																				|
% 64.39/29.34  																																																																					+-Applying beta-rule and splitting (9592), into two cases.
% 64.39/29.34  																																																																					|-Branch one:
% 64.39/29.34  																																																																					| (9593) (all_0_1_1 = e4 &  ~ (all_0_0_0 = e3) &  ~ (all_0_38_38 = e2)) | (all_0_3_3 = e4 &  ~ (all_0_2_2 = e2) &  ~ (all_0_39_39 = all_0_45_45)) | (all_0_5_5 = e4 &  ~ (all_0_4_4 = e0) &  ~ (all_0_40_40 = all_0_54_54)) | (all_0_8_8 = e3 &  ~ (all_0_7_7 = e2) &  ~ (all_0_42_42 = all_0_46_46)) | (all_0_10_10 = e3 &  ~ (all_0_9_9 = e1) &  ~ (all_0_43_43 = all_0_50_50))
% 64.39/29.34  																																																																					|
% 64.39/29.34  																																																																						+-Applying beta-rule and splitting (9593), into two cases.
% 64.39/29.34  																																																																						|-Branch one:
% 64.39/29.34  																																																																						| (9594) (all_0_1_1 = e4 &  ~ (all_0_0_0 = e3) &  ~ (all_0_38_38 = e2)) | (all_0_3_3 = e4 &  ~ (all_0_2_2 = e2) &  ~ (all_0_39_39 = all_0_45_45)) | (all_0_5_5 = e4 &  ~ (all_0_4_4 = e0) &  ~ (all_0_40_40 = all_0_54_54)) | (all_0_8_8 = e3 &  ~ (all_0_7_7 = e2) &  ~ (all_0_42_42 = all_0_46_46))
% 64.39/29.34  																																																																						|
% 64.39/29.34  																																																																							+-Applying beta-rule and splitting (9594), into two cases.
% 64.39/29.34  																																																																							|-Branch one:
% 64.39/29.34  																																																																							| (9595) (all_0_1_1 = e4 &  ~ (all_0_0_0 = e3) &  ~ (all_0_38_38 = e2)) | (all_0_3_3 = e4 &  ~ (all_0_2_2 = e2) &  ~ (all_0_39_39 = all_0_45_45)) | (all_0_5_5 = e4 &  ~ (all_0_4_4 = e0) &  ~ (all_0_40_40 = all_0_54_54))
% 64.39/29.34  																																																																							|
% 64.39/29.34  																																																																								+-Applying beta-rule and splitting (9595), into two cases.
% 64.39/29.34  																																																																								|-Branch one:
% 64.39/29.34  																																																																								| (9596) (all_0_1_1 = e4 &  ~ (all_0_0_0 = e3) &  ~ (all_0_38_38 = e2)) | (all_0_3_3 = e4 &  ~ (all_0_2_2 = e2) &  ~ (all_0_39_39 = all_0_45_45))
% 64.39/29.34  																																																																								|
% 64.39/29.34  																																																																									+-Applying beta-rule and splitting (9596), into two cases.
% 64.39/29.34  																																																																									|-Branch one:
% 64.39/29.34  																																																																									| (9597) all_0_1_1 = e4 &  ~ (all_0_0_0 = e3) &  ~ (all_0_38_38 = e2)
% 64.39/29.34  																																																																									|
% 64.39/29.34  																																																																										| Applying alpha-rule on (9597) yields:
% 64.39/29.34  																																																																										| (9598) all_0_1_1 = e4
% 64.39/29.34  																																																																										| (9599)  ~ (all_0_0_0 = e3)
% 64.39/29.34  																																																																										| (9600)  ~ (all_0_38_38 = e2)
% 64.39/29.34  																																																																										|
% 64.39/29.34  																																																																										| Equations (292) can reduce 9600 to:
% 64.39/29.34  																																																																										| (266) $false
% 64.39/29.34  																																																																										|
% 64.39/29.34  																																																																										|-The branch is then unsatisfiable
% 64.39/29.34  																																																																									|-Branch two:
% 64.39/29.34  																																																																									| (9604) all_0_3_3 = e4 &  ~ (all_0_2_2 = e2) &  ~ (all_0_39_39 = all_0_45_45)
% 64.39/29.34  																																																																									|
% 64.39/29.34  																																																																										| Applying alpha-rule on (9604) yields:
% 64.39/29.34  																																																																										| (2165) all_0_3_3 = e4
% 64.39/29.34  																																																																										| (9606)  ~ (all_0_2_2 = e2)
% 64.39/29.34  																																																																										| (9607)  ~ (all_0_39_39 = all_0_45_45)
% 64.39/29.34  																																																																										|
% 64.39/29.34  																																																																										| Combining equations (2165,1597) yields a new equation:
% 64.39/29.34  																																																																										| (322) e4 = e2
% 64.39/29.34  																																																																										|
% 64.39/29.34  																																																																										| Simplifying 322 yields:
% 64.39/29.34  																																																																										| (323) e4 = e2
% 64.39/29.34  																																																																										|
% 64.39/29.34  																																																																										| Equations (323) can reduce 48 to:
% 64.39/29.34  																																																																										| (266) $false
% 64.39/29.34  																																																																										|
% 64.39/29.34  																																																																										|-The branch is then unsatisfiable
% 64.39/29.34  																																																																								|-Branch two:
% 64.39/29.34  																																																																								| (9609) all_0_5_5 = e4 &  ~ (all_0_4_4 = e0) &  ~ (all_0_40_40 = all_0_54_54)
% 64.39/29.34  																																																																								|
% 64.39/29.34  																																																																									| Applying alpha-rule on (9609) yields:
% 64.39/29.34  																																																																									| (9610) all_0_5_5 = e4
% 64.39/29.34  																																																																									| (9611)  ~ (all_0_4_4 = e0)
% 64.39/29.34  																																																																									| (9612)  ~ (all_0_40_40 = all_0_54_54)
% 64.39/29.34  																																																																									|
% 64.39/29.34  																																																																									| Equations (1378,265) can reduce 9612 to:
% 64.39/29.34  																																																																									| (266) $false
% 64.39/29.34  																																																																									|
% 64.39/29.34  																																																																									|-The branch is then unsatisfiable
% 64.39/29.34  																																																																							|-Branch two:
% 64.39/29.34  																																																																							| (9616) all_0_8_8 = e3 &  ~ (all_0_7_7 = e2) &  ~ (all_0_42_42 = all_0_46_46)
% 64.39/29.34  																																																																							|
% 64.39/29.35  																																																																								| Applying alpha-rule on (9616) yields:
% 64.39/29.35  																																																																								| (4675) all_0_8_8 = e3
% 64.39/29.35  																																																																								| (9618)  ~ (all_0_7_7 = e2)
% 64.39/29.35  																																																																								| (9619)  ~ (all_0_42_42 = all_0_46_46)
% 64.39/29.35  																																																																								|
% 64.39/29.35  																																																																								| Combining equations (4675,4262) yields a new equation:
% 64.39/29.35  																																																																								| (675) e3 = e0
% 64.39/29.35  																																																																								|
% 64.39/29.35  																																																																								| Simplifying 675 yields:
% 64.39/29.35  																																																																								| (676) e3 = e0
% 64.39/29.35  																																																																								|
% 64.39/29.35  																																																																								| Equations (676) can reduce 80 to:
% 64.39/29.35  																																																																								| (266) $false
% 64.39/29.35  																																																																								|
% 64.39/29.35  																																																																								|-The branch is then unsatisfiable
% 64.39/29.35  																																																																						|-Branch two:
% 64.39/29.35  																																																																						| (9621) all_0_10_10 = e3 &  ~ (all_0_9_9 = e1) &  ~ (all_0_43_43 = all_0_50_50)
% 64.39/29.35  																																																																						|
% 64.39/29.35  																																																																							| Applying alpha-rule on (9621) yields:
% 64.39/29.35  																																																																							| (9622) all_0_10_10 = e3
% 64.39/29.35  																																																																							| (9623)  ~ (all_0_9_9 = e1)
% 64.39/29.35  																																																																							| (9624)  ~ (all_0_43_43 = all_0_50_50)
% 64.39/29.35  																																																																							|
% 64.39/29.35  																																																																							| Combining equations (9622,6394) yields a new equation:
% 64.39/29.35  																																																																							| (425) e4 = e3
% 64.39/29.35  																																																																							|
% 64.39/29.35  																																																																							| Equations (425) can reduce 188 to:
% 64.39/29.35  																																																																							| (266) $false
% 64.39/29.35  																																																																							|
% 64.39/29.35  																																																																							|-The branch is then unsatisfiable
% 64.39/29.35  																																																																					|-Branch two:
% 64.39/29.35  																																																																					| (9627) all_0_12_12 = e3 &  ~ (all_0_11_11 = e0) &  ~ (all_0_44_44 = all_0_55_55)
% 64.39/29.35  																																																																					|
% 64.39/29.35  																																																																						| Applying alpha-rule on (9627) yields:
% 64.39/29.35  																																																																						| (2156) all_0_12_12 = e3
% 64.39/29.35  																																																																						| (9629)  ~ (all_0_11_11 = e0)
% 64.39/29.35  																																																																						| (9630)  ~ (all_0_44_44 = all_0_55_55)
% 64.39/29.35  																																																																						|
% 64.39/29.35  																																																																						| Equations (532,2336) can reduce 9630 to:
% 64.39/29.35  																																																																						| (266) $false
% 64.39/29.35  																																																																						|
% 64.39/29.35  																																																																						|-The branch is then unsatisfiable
% 64.39/29.35  																																																																				|-Branch two:
% 64.39/29.35  																																																																				| (9632) all_0_14_14 = e2 &  ~ (all_0_13_13 = e4) &  ~ (all_0_39_39 = all_0_45_45)
% 64.39/29.35  																																																																				|
% 64.39/29.35  																																																																					| Applying alpha-rule on (9632) yields:
% 64.39/29.35  																																																																					| (9633) all_0_14_14 = e2
% 64.39/29.35  																																																																					| (9634)  ~ (all_0_13_13 = e4)
% 64.39/29.35  																																																																					| (9607)  ~ (all_0_39_39 = all_0_45_45)
% 64.39/29.35  																																																																					|
% 64.39/29.36  																																																																					| Equations (85024) can reduce 9634 to:
% 64.39/29.36  																																																																					| (266) $false
% 64.39/29.36  																																																																					|
% 64.39/29.36  																																																																					|-The branch is then unsatisfiable
% 64.39/29.36  																																																																			|-Branch two:
% 64.39/29.36  																																																																			| (9638) all_0_16_16 = e2 &  ~ (all_0_15_15 = e3) &  ~ (all_0_42_42 = all_0_46_46)
% 64.39/29.36  																																																																			|
% 64.39/29.36  																																																																				| Applying alpha-rule on (9638) yields:
% 64.39/29.36  																																																																				| (9639) all_0_16_16 = e2
% 64.39/29.36  																																																																				| (9640)  ~ (all_0_15_15 = e3)
% 64.39/29.36  																																																																				| (9619)  ~ (all_0_42_42 = all_0_46_46)
% 64.39/29.36  																																																																				|
% 64.39/29.36  																																																																				| Equations (1392,770) can reduce 9619 to:
% 64.39/29.36  																																																																				| (266) $false
% 64.39/29.36  																																																																				|
% 64.39/29.36  																																																																				|-The branch is then unsatisfiable
% 64.39/29.36  																																																																		|-Branch two:
% 64.39/29.36  																																																																		| (9644) all_0_19_19 = e2 &  ~ (all_0_18_18 = e1) &  ~ (all_0_48_48 = all_0_51_51)
% 64.39/29.36  																																																																		|
% 64.39/29.36  																																																																			| Applying alpha-rule on (9644) yields:
% 64.39/29.36  																																																																			| (349) all_0_19_19 = e2
% 64.39/29.36  																																																																			| (9646)  ~ (all_0_18_18 = e1)
% 64.39/29.36  																																																																			| (9647)  ~ (all_0_48_48 = all_0_51_51)
% 64.39/29.36  																																																																			|
% 64.39/29.36  																																																																			| Equations (9471) can reduce 9646 to:
% 64.39/29.36  																																																																			| (266) $false
% 64.39/29.36  																																																																			|
% 64.39/29.36  																																																																			|-The branch is then unsatisfiable
% 64.39/29.36  																																																																	|-Branch two:
% 64.39/29.36  																																																																	| (9649) all_0_21_21 = e2 &  ~ (all_0_20_20 = e0) &  ~ (all_0_49_49 = all_0_56_56)
% 64.39/29.36  																																																																	|
% 64.39/29.36  																																																																		| Applying alpha-rule on (9649) yields:
% 64.39/29.36  																																																																		| (4269) all_0_21_21 = e2
% 64.39/29.36  																																																																		| (9651)  ~ (all_0_20_20 = e0)
% 64.39/29.36  																																																																		| (9652)  ~ (all_0_49_49 = all_0_56_56)
% 64.39/29.36  																																																																		|
% 64.39/29.36  																																																																		| Combining equations (4269,1589) yields a new equation:
% 64.39/29.36  																																																																		| (616) e2 = e1
% 64.39/29.36  																																																																		|
% 64.39/29.36  																																																																		| Simplifying 616 yields:
% 64.39/29.36  																																																																		| (617) e2 = e1
% 64.39/29.36  																																																																		|
% 64.39/29.36  																																																																		| Equations (617) can reduce 122 to:
% 64.39/29.36  																																																																		| (266) $false
% 64.39/29.36  																																																																		|
% 64.39/29.36  																																																																		|-The branch is then unsatisfiable
% 64.39/29.36  																																																																|-Branch two:
% 64.39/29.36  																																																																| (9656) all_0_23_23 = e1 &  ~ (all_0_22_22 = e3) &  ~ (all_0_43_43 = all_0_50_50)
% 64.39/29.36  																																																																|
% 64.39/29.36  																																																																	| Applying alpha-rule on (9656) yields:
% 64.39/29.36  																																																																	| (9657) all_0_23_23 = e1
% 64.39/29.36  																																																																	| (9658)  ~ (all_0_22_22 = e3)
% 64.39/29.36  																																																																	| (9624)  ~ (all_0_43_43 = all_0_50_50)
% 64.39/29.36  																																																																	|
% 64.39/29.37  																																																																	| Equations (430,601) can reduce 9624 to:
% 64.39/29.37  																																																																	| (266) $false
% 64.39/29.37  																																																																	|
% 64.39/29.37  																																																																	|-The branch is then unsatisfiable
% 64.39/29.37  																																																															|-Branch two:
% 64.39/29.37  																																																															| (9661) all_0_25_25 = e1 &  ~ (all_0_24_24 = e2) &  ~ (all_0_48_48 = all_0_51_51)
% 64.39/29.37  																																																															|
% 64.39/29.37  																																																																| Applying alpha-rule on (9661) yields:
% 64.39/29.37  																																																																| (4271) all_0_25_25 = e1
% 64.39/29.37  																																																																| (9663)  ~ (all_0_24_24 = e2)
% 64.39/29.37  																																																																| (9647)  ~ (all_0_48_48 = all_0_51_51)
% 64.39/29.37  																																																																|
% 64.39/29.37  																																																																| Combining equations (4271,15138) yields a new equation:
% 64.39/29.37  																																																																| (630) e4 = e1
% 64.39/29.37  																																																																|
% 64.39/29.37  																																																																| Equations (630) can reduce 110 to:
% 64.39/29.37  																																																																| (266) $false
% 64.39/29.37  																																																																|
% 64.39/29.37  																																																																|-The branch is then unsatisfiable
% 64.39/29.37  																																																														|-Branch two:
% 64.39/29.37  																																																														| (9668) all_0_28_28 = e1 &  ~ (all_0_27_27 = e0) &  ~ (all_0_53_53 = all_0_57_57)
% 64.39/29.37  																																																														|
% 64.39/29.37  																																																															| Applying alpha-rule on (9668) yields:
% 64.39/29.37  																																																															| (9669) all_0_28_28 = e1
% 64.39/29.37  																																																															| (9670)  ~ (all_0_27_27 = e0)
% 64.39/29.37  																																																															| (9671)  ~ (all_0_53_53 = all_0_57_57)
% 64.39/29.37  																																																															|
% 64.39/29.37  																																																															| Combining equations (9669,5708) yields a new equation:
% 64.39/29.37  																																																															| (546) e1 = e0
% 64.39/29.37  																																																															|
% 64.39/29.37  																																																															| Simplifying 546 yields:
% 64.39/29.37  																																																															| (431) e1 = e0
% 64.39/29.37  																																																															|
% 64.39/29.37  																																																															| Equations (431) can reduce 233 to:
% 64.39/29.37  																																																															| (266) $false
% 64.39/29.37  																																																															|
% 64.39/29.37  																																																															|-The branch is then unsatisfiable
% 64.39/29.37  																																																													|-Branch two:
% 64.39/29.37  																																																													| (9674) all_0_30_30 = e0 &  ~ (all_0_29_29 = e4) &  ~ (all_0_40_40 = all_0_54_54)
% 64.39/29.37  																																																													|
% 64.39/29.37  																																																														| Applying alpha-rule on (9674) yields:
% 64.39/29.37  																																																														| (9675) all_0_30_30 = e0
% 64.39/29.37  																																																														| (9676)  ~ (all_0_29_29 = e4)
% 64.39/29.37  																																																														| (9612)  ~ (all_0_40_40 = all_0_54_54)
% 64.39/29.37  																																																														|
% 64.39/29.37  																																																														| Combining equations (60456,9675) yields a new equation:
% 64.39/29.37  																																																														| (546) e1 = e0
% 64.39/29.37  																																																														|
% 64.39/29.37  																																																														| Simplifying 546 yields:
% 64.39/29.37  																																																														| (431) e1 = e0
% 64.39/29.37  																																																														|
% 64.39/29.37  																																																														| Equations (431) can reduce 233 to:
% 64.39/29.37  																																																														| (266) $false
% 64.39/29.37  																																																														|
% 64.39/29.37  																																																														|-The branch is then unsatisfiable
% 64.39/29.37  																																																												|-Branch two:
% 64.39/29.37  																																																												| (9680) all_0_32_32 = e0 &  ~ (all_0_31_31 = e3) &  ~ (all_0_44_44 = all_0_55_55)
% 64.39/29.37  																																																												|
% 64.39/29.37  																																																													| Applying alpha-rule on (9680) yields:
% 64.39/29.37  																																																													| (2163) all_0_32_32 = e0
% 64.39/29.37  																																																													| (9682)  ~ (all_0_31_31 = e3)
% 64.39/29.38  																																																													| (9630)  ~ (all_0_44_44 = all_0_55_55)
% 64.39/29.38  																																																													|
% 64.39/29.38  																																																													| Equations (532,2336) can reduce 9630 to:
% 64.39/29.38  																																																													| (266) $false
% 64.39/29.38  																																																													|
% 64.39/29.38  																																																													|-The branch is then unsatisfiable
% 64.39/29.38  																																																											|-Branch two:
% 64.39/29.38  																																																											| (9686) all_0_34_34 = e0 &  ~ (all_0_33_33 = e2) &  ~ (all_0_49_49 = all_0_56_56)
% 64.39/29.38  																																																											|
% 64.39/29.38  																																																												| Applying alpha-rule on (9686) yields:
% 64.39/29.38  																																																												| (9687) all_0_34_34 = e0
% 64.39/29.38  																																																												| (9688)  ~ (all_0_33_33 = e2)
% 64.39/29.38  																																																												| (9652)  ~ (all_0_49_49 = all_0_56_56)
% 64.39/29.38  																																																												|
% 64.39/29.38  																																																												| Combining equations (9480,9687) yields a new equation:
% 64.39/29.38  																																																												| (546) e1 = e0
% 64.39/29.38  																																																												|
% 64.39/29.38  																																																												| Simplifying 546 yields:
% 64.39/29.38  																																																												| (431) e1 = e0
% 64.39/29.38  																																																												|
% 64.39/29.38  																																																												| Equations (431) can reduce 233 to:
% 64.39/29.38  																																																												| (266) $false
% 64.39/29.38  																																																												|
% 64.39/29.38  																																																												|-The branch is then unsatisfiable
% 64.39/29.38  																																																										|-Branch two:
% 64.39/29.38  																																																										| (9693) all_0_36_36 = e0 &  ~ (all_0_35_35 = e1) &  ~ (all_0_53_53 = all_0_57_57)
% 64.39/29.38  																																																										|
% 64.39/29.38  																																																											| Applying alpha-rule on (9693) yields:
% 64.39/29.38  																																																											| (9694) all_0_36_36 = e0
% 64.39/29.38  																																																											| (9695)  ~ (all_0_35_35 = e1)
% 64.39/29.38  																																																											| (9671)  ~ (all_0_53_53 = all_0_57_57)
% 64.39/29.38  																																																											|
% 64.39/29.38  																																																											| Equations (9437) can reduce 9695 to:
% 64.39/29.38  																																																											| (266) $false
% 64.39/29.38  																																																											|
% 64.39/29.38  																																																											|-The branch is then unsatisfiable
% 64.39/29.38  																																																									|-Branch two:
% 64.39/29.38  																																																									| (9698) all_0_45_45 = e3 &  ~ (all_0_38_38 = e2) &  ~ (all_0_46_46 = e4)
% 64.39/29.38  																																																									|
% 64.39/29.38  																																																										| Applying alpha-rule on (9698) yields:
% 64.39/29.38  																																																										| (423) all_0_45_45 = e3
% 64.39/29.38  																																																										| (9600)  ~ (all_0_38_38 = e2)
% 64.39/29.38  																																																										| (250)  ~ (all_0_46_46 = e4)
% 64.39/29.38  																																																										|
% 64.39/29.38  																																																										| Equations (770) can reduce 250 to:
% 64.39/29.38  																																																										| (266) $false
% 64.39/29.38  																																																										|
% 64.39/29.38  																																																										|-The branch is then unsatisfiable
% 64.39/29.38  																																																							|-Branch two:
% 64.39/29.38  																																																							| (487)  ~ (all_0_49_49 = e0)
% 64.39/29.38  																																																							| (914) all_0_58_58 = e0
% 64.39/29.38  																																																							|
% 64.39/29.38  																																																								| Combining equations (918,914) yields a new equation:
% 64.39/29.38  																																																								| (546) e1 = e0
% 64.39/29.38  																																																								|
% 64.39/29.38  																																																								| Simplifying 546 yields:
% 64.39/29.38  																																																								| (431) e1 = e0
% 64.39/29.38  																																																								|
% 64.39/29.38  																																																								| Equations (431) can reduce 233 to:
% 64.39/29.38  																																																								| (266) $false
% 64.39/29.38  																																																								|
% 64.39/29.38  																																																								|-The branch is then unsatisfiable
% 64.39/29.38  																																																				|-Branch two:
% 64.39/29.38  																																																				| (250)  ~ (all_0_46_46 = e4)
% 64.39/29.38  																																																				| (1801) all_0_46_46 = e3 | all_0_46_46 = e1 | all_0_46_46 = e0
% 64.39/29.38  																																																				|
% 64.39/29.38  																																																					+-Applying beta-rule and splitting (206), into two cases.
% 64.39/29.38  																																																					|-Branch one:
% 64.39/29.38  																																																					| (248) all_0_45_45 = e4
% 64.39/29.38  																																																					|
% 64.39/29.38  																																																						| Combining equations (423,248) yields a new equation:
% 64.39/29.38  																																																						| (425) e4 = e3
% 64.39/29.38  																																																						|
% 64.39/29.38  																																																						| Equations (425) can reduce 188 to:
% 64.39/29.38  																																																						| (266) $false
% 64.39/29.38  																																																						|
% 64.39/29.38  																																																						|-The branch is then unsatisfiable
% 64.39/29.38  																																																					|-Branch two:
% 64.39/29.38  																																																					| (60416)  ~ (all_0_45_45 = e4)
% 64.39/29.38  																																																					| (61457) all_0_46_46 = e4 | all_0_47_47 = e4 | all_0_48_48 = e4 | all_0_49_49 = e4
% 64.39/29.38  																																																					|
% 64.39/29.39  																																																						| Equations (423) can reduce 60416 to:
% 64.39/29.39  																																																						| (277)  ~ (e4 = e3)
% 64.39/29.39  																																																						|
% 64.39/29.39  																																																						| Simplifying 277 yields:
% 64.39/29.39  																																																						| (188)  ~ (e4 = e3)
% 64.39/29.39  																																																						|
% 64.39/29.39  																																																						+-Applying beta-rule and splitting (582), into two cases.
% 64.39/29.39  																																																						|-Branch one:
% 64.39/29.39  																																																						| (437) all_0_41_41 = e4
% 64.39/29.39  																																																						|
% 64.39/29.39  																																																							| Combining equations (794,437) yields a new equation:
% 64.39/29.39  																																																							| (397) e4 = e0
% 64.39/29.39  																																																							|
% 64.39/29.39  																																																							| Equations (397) can reduce 49 to:
% 64.39/29.39  																																																							| (266) $false
% 64.39/29.39  																																																							|
% 64.39/29.39  																																																							|-The branch is then unsatisfiable
% 64.39/29.39  																																																						|-Branch two:
% 64.39/29.39  																																																						| (440)  ~ (all_0_41_41 = e4)
% 64.39/29.39  																																																						| (769) all_0_46_46 = e4 | all_0_50_50 = e4 | all_0_55_55 = e4
% 64.39/29.39  																																																						|
% 64.39/29.39  																																																							+-Applying beta-rule and splitting (61457), into two cases.
% 64.39/29.39  																																																							|-Branch one:
% 64.39/29.39  																																																							| (770) all_0_46_46 = e4
% 64.39/29.39  																																																							|
% 64.39/29.39  																																																								| Equations (770) can reduce 250 to:
% 64.39/29.39  																																																								| (266) $false
% 64.39/29.39  																																																								|
% 64.39/29.39  																																																								|-The branch is then unsatisfiable
% 64.39/29.39  																																																							|-Branch two:
% 64.39/29.39  																																																							| (250)  ~ (all_0_46_46 = e4)
% 64.39/29.39  																																																							| (61466) all_0_47_47 = e4 | all_0_48_48 = e4 | all_0_49_49 = e4
% 64.39/29.39  																																																							|
% 64.39/29.39  																																																								+-Applying beta-rule and splitting (769), into two cases.
% 64.39/29.39  																																																								|-Branch one:
% 64.39/29.39  																																																								| (770) all_0_46_46 = e4
% 64.39/29.39  																																																								|
% 64.39/29.39  																																																									| Equations (770) can reduce 250 to:
% 64.39/29.39  																																																									| (266) $false
% 64.39/29.39  																																																									|
% 64.39/29.39  																																																									|-The branch is then unsatisfiable
% 64.39/29.39  																																																								|-Branch two:
% 64.39/29.39  																																																								| (250)  ~ (all_0_46_46 = e4)
% 64.39/29.39  																																																								| (774) all_0_50_50 = e4 | all_0_55_55 = e4
% 64.39/29.39  																																																								|
% 64.39/29.39  																																																									+-Applying beta-rule and splitting (61466), into two cases.
% 64.39/29.39  																																																									|-Branch one:
% 64.39/29.39  																																																									| (1790) all_0_47_47 = e4
% 64.39/29.39  																																																									|
% 64.39/29.39  																																																										| Combining equations (654,1790) yields a new equation:
% 64.39/29.39  																																																										| (630) e4 = e1
% 64.39/29.39  																																																										|
% 64.39/29.39  																																																										| Equations (630) can reduce 110 to:
% 64.39/29.39  																																																										| (266) $false
% 64.39/29.39  																																																										|
% 64.39/29.39  																																																										|-The branch is then unsatisfiable
% 64.39/29.39  																																																									|-Branch two:
% 64.39/29.39  																																																									| (252)  ~ (all_0_47_47 = e4)
% 64.39/29.39  																																																									| (61479) all_0_48_48 = e4 | all_0_49_49 = e4
% 64.39/29.39  																																																									|
% 64.39/29.39  																																																										| Equations (654) can reduce 252 to:
% 64.39/29.39  																																																										| (602)  ~ (e4 = e1)
% 64.39/29.39  																																																										|
% 64.39/29.39  																																																										| Simplifying 602 yields:
% 64.39/29.39  																																																										| (110)  ~ (e4 = e1)
% 64.39/29.39  																																																										|
% 64.39/29.39  																																																										+-Applying beta-rule and splitting (774), into two cases.
% 64.39/29.39  																																																										|-Branch one:
% 64.39/29.39  																																																										| (775) all_0_50_50 = e4
% 64.39/29.39  																																																										|
% 64.39/29.39  																																																											| Combining equations (775,601) yields a new equation:
% 64.39/29.39  																																																											| (636) e4 = e1
% 64.39/29.39  																																																											|
% 64.39/29.39  																																																											| Simplifying 636 yields:
% 64.39/29.39  																																																											| (630) e4 = e1
% 64.39/29.39  																																																											|
% 64.39/29.39  																																																											| Equations (630) can reduce 110 to:
% 64.39/29.39  																																																											| (266) $false
% 64.39/29.39  																																																											|
% 64.39/29.39  																																																											|-The branch is then unsatisfiable
% 64.39/29.39  																																																										|-Branch two:
% 64.39/29.39  																																																										| (566)  ~ (all_0_50_50 = e4)
% 64.39/29.39  																																																										| (587) all_0_55_55 = e4
% 64.39/29.39  																																																										|
% 64.39/29.39  																																																											| Combining equations (2336,587) yields a new equation:
% 64.39/29.39  																																																											| (425) e4 = e3
% 64.39/29.39  																																																											|
% 64.39/29.39  																																																											| Equations (425) can reduce 188 to:
% 64.39/29.39  																																																											| (266) $false
% 64.39/29.39  																																																											|
% 64.39/29.39  																																																											|-The branch is then unsatisfiable
% 64.39/29.40  																																																|-Branch two:
% 64.39/29.40  																																																| (1890)  ~ (all_0_42_42 = e4)
% 64.39/29.40  																																																| (1969) all_0_42_42 = e3 | all_0_42_42 = e1 | all_0_42_42 = e0
% 64.39/29.40  																																																|
% 64.39/29.40  																																																	+-Applying beta-rule and splitting (75), into two cases.
% 64.39/29.40  																																																	|-Branch one:
% 64.39/29.40  																																																	| (485) all_0_40_40 = e0
% 64.39/29.40  																																																	|
% 64.39/29.40  																																																		| Equations (485) can reduce 1401 to:
% 64.39/29.40  																																																		| (266) $false
% 64.39/29.40  																																																		|
% 64.39/29.40  																																																		|-The branch is then unsatisfiable
% 64.39/29.40  																																																	|-Branch two:
% 64.39/29.40  																																																	| (1401)  ~ (all_0_40_40 = e0)
% 64.39/29.40  																																																	| (1748) all_0_44_44 = e0 | all_0_49_49 = e0 | all_0_58_58 = e0
% 64.39/29.40  																																																	|
% 64.39/29.40  																																																		+-Applying beta-rule and splitting (164), into two cases.
% 64.39/29.40  																																																		|-Branch one:
% 64.39/29.40  																																																		| (471) all_0_39_39 = e4
% 64.39/29.40  																																																		|
% 64.39/29.40  																																																			| Combining equations (480,471) yields a new equation:
% 64.39/29.40  																																																			| (397) e4 = e0
% 64.39/29.40  																																																			|
% 64.39/29.40  																																																			| Equations (397) can reduce 49 to:
% 64.39/29.40  																																																			| (266) $false
% 64.39/29.40  																																																			|
% 64.39/29.40  																																																			|-The branch is then unsatisfiable
% 64.39/29.40  																																																		|-Branch two:
% 64.39/29.40  																																																		| (1377)  ~ (all_0_39_39 = e4)
% 64.39/29.40  																																																		| (2115) all_0_42_42 = e4 | all_0_47_47 = e4 | all_0_51_51 = e4 | all_0_56_56 = e4
% 64.39/29.40  																																																		|
% 64.39/29.40  																																																			| Equations (480) can reduce 1377 to:
% 64.39/29.40  																																																			| (401)  ~ (e4 = e0)
% 64.39/29.40  																																																			|
% 64.39/29.40  																																																			| Simplifying 401 yields:
% 64.39/29.40  																																																			| (49)  ~ (e4 = e0)
% 64.39/29.40  																																																			|
% 64.39/29.40  																																																			+-Applying beta-rule and splitting (62), into two cases.
% 64.39/29.40  																																																			|-Branch one:
% 64.39/29.40  																																																			| (321) all_0_38_38 = e4
% 64.39/29.40  																																																			|
% 64.39/29.40  																																																				| Combining equations (292,321) yields a new equation:
% 64.39/29.40  																																																				| (323) e4 = e2
% 64.39/29.40  																																																				|
% 64.39/29.40  																																																				| Equations (323) can reduce 48 to:
% 64.39/29.40  																																																				| (266) $false
% 64.39/29.40  																																																				|
% 64.39/29.40  																																																				|-The branch is then unsatisfiable
% 64.39/29.40  																																																			|-Branch two:
% 64.39/29.40  																																																			| (325)  ~ (all_0_38_38 = e4)
% 64.39/29.40  																																																			| (582) all_0_41_41 = e4 | all_0_46_46 = e4 | all_0_50_50 = e4 | all_0_55_55 = e4
% 64.39/29.40  																																																			|
% 64.39/29.40  																																																				+-Applying beta-rule and splitting (326), into two cases.
% 64.39/29.40  																																																				|-Branch one:
% 64.39/29.40  																																																				| (471) all_0_39_39 = e4
% 64.39/29.40  																																																				|
% 64.39/29.40  																																																					| Combining equations (480,471) yields a new equation:
% 64.39/29.40  																																																					| (397) e4 = e0
% 64.39/29.40  																																																					|
% 64.39/29.40  																																																					| Equations (397) can reduce 49 to:
% 64.39/29.40  																																																					| (266) $false
% 64.39/29.40  																																																					|
% 64.39/29.40  																																																					|-The branch is then unsatisfiable
% 64.39/29.40  																																																				|-Branch two:
% 64.39/29.40  																																																				| (1377)  ~ (all_0_39_39 = e4)
% 64.39/29.40  																																																				| (1378) all_0_40_40 = e4
% 64.39/29.40  																																																				|
% 64.39/29.40  																																																					| Equations (1378) can reduce 2 to:
% 64.39/29.40  																																																					| (188)  ~ (e4 = e3)
% 64.39/29.40  																																																					|
% 64.39/29.40  																																																					| Equations (1378) can reduce 132 to:
% 64.39/29.40  																																																					| (110)  ~ (e4 = e1)
% 64.39/29.40  																																																					|
% 64.39/29.40  																																																					| Equations (1378) can reduce 1401 to:
% 64.39/29.40  																																																					| (49)  ~ (e4 = e0)
% 64.39/29.40  																																																					|
% 64.39/29.40  																																																					+-Applying beta-rule and splitting (206), into two cases.
% 64.39/29.40  																																																					|-Branch one:
% 64.39/29.40  																																																					| (248) all_0_45_45 = e4
% 64.39/29.40  																																																					|
% 64.39/29.40  																																																						| Combining equations (423,248) yields a new equation:
% 64.39/29.40  																																																						| (425) e4 = e3
% 64.39/29.40  																																																						|
% 64.39/29.40  																																																						| Equations (425) can reduce 188 to:
% 64.39/29.40  																																																						| (266) $false
% 64.39/29.40  																																																						|
% 64.39/29.40  																																																						|-The branch is then unsatisfiable
% 64.39/29.40  																																																					|-Branch two:
% 64.39/29.40  																																																					| (60416)  ~ (all_0_45_45 = e4)
% 64.45/29.40  																																																					| (61457) all_0_46_46 = e4 | all_0_47_47 = e4 | all_0_48_48 = e4 | all_0_49_49 = e4
% 64.45/29.40  																																																					|
% 64.45/29.40  																																																						| Equations (423) can reduce 60416 to:
% 64.45/29.40  																																																						| (277)  ~ (e4 = e3)
% 64.45/29.40  																																																						|
% 64.45/29.40  																																																						| Simplifying 277 yields:
% 64.45/29.40  																																																						| (188)  ~ (e4 = e3)
% 64.45/29.40  																																																						|
% 64.45/29.40  																																																						+-Applying beta-rule and splitting (582), into two cases.
% 64.45/29.40  																																																						|-Branch one:
% 64.45/29.40  																																																						| (437) all_0_41_41 = e4
% 64.45/29.40  																																																						|
% 64.45/29.40  																																																							| Combining equations (794,437) yields a new equation:
% 64.45/29.40  																																																							| (397) e4 = e0
% 64.45/29.40  																																																							|
% 64.45/29.40  																																																							| Equations (397) can reduce 49 to:
% 64.45/29.40  																																																							| (266) $false
% 64.45/29.40  																																																							|
% 64.45/29.40  																																																							|-The branch is then unsatisfiable
% 64.45/29.40  																																																						|-Branch two:
% 64.45/29.40  																																																						| (440)  ~ (all_0_41_41 = e4)
% 64.45/29.40  																																																						| (769) all_0_46_46 = e4 | all_0_50_50 = e4 | all_0_55_55 = e4
% 64.45/29.40  																																																						|
% 64.45/29.40  																																																							+-Applying beta-rule and splitting (769), into two cases.
% 64.45/29.40  																																																							|-Branch one:
% 64.45/29.40  																																																							| (770) all_0_46_46 = e4
% 64.45/29.40  																																																							|
% 64.45/29.40  																																																								| Equations (770) can reduce 409 to:
% 64.45/29.40  																																																								| (188)  ~ (e4 = e3)
% 64.45/29.40  																																																								|
% 64.45/29.40  																																																								| Equations (770) can reduce 549 to:
% 64.45/29.40  																																																								| (110)  ~ (e4 = e1)
% 64.45/29.40  																																																								|
% 64.45/29.40  																																																								+-Applying beta-rule and splitting (2115), into two cases.
% 64.45/29.40  																																																								|-Branch one:
% 64.45/29.40  																																																								| (1392) all_0_42_42 = e4
% 64.45/29.40  																																																								|
% 64.45/29.40  																																																									| Equations (1392) can reduce 1890 to:
% 64.45/29.40  																																																									| (266) $false
% 64.45/29.40  																																																									|
% 64.45/29.40  																																																									|-The branch is then unsatisfiable
% 64.45/29.40  																																																								|-Branch two:
% 64.45/29.40  																																																								| (1890)  ~ (all_0_42_42 = e4)
% 64.45/29.40  																																																								| (2246) all_0_47_47 = e4 | all_0_51_51 = e4 | all_0_56_56 = e4
% 64.45/29.40  																																																								|
% 64.45/29.40  																																																									+-Applying beta-rule and splitting (441), into two cases.
% 64.45/29.40  																																																									|-Branch one:
% 64.45/29.40  																																																									| (1392) all_0_42_42 = e4
% 64.45/29.40  																																																									|
% 64.45/29.40  																																																										| Equations (1392) can reduce 1890 to:
% 64.45/29.40  																																																										| (266) $false
% 64.45/29.40  																																																										|
% 64.45/29.40  																																																										|-The branch is then unsatisfiable
% 64.45/29.40  																																																									|-Branch two:
% 64.45/29.40  																																																									| (1890)  ~ (all_0_42_42 = e4)
% 64.45/29.40  																																																									| (1891) all_0_43_43 = e4 | all_0_44_44 = e4
% 64.45/29.40  																																																									|
% 64.45/29.40  																																																										+-Applying beta-rule and splitting (1891), into two cases.
% 64.45/29.40  																																																										|-Branch one:
% 64.45/29.40  																																																										| (396) all_0_43_43 = e4
% 64.45/29.40  																																																										|
% 64.45/29.40  																																																											| Combining equations (430,396) yields a new equation:
% 64.45/29.40  																																																											| (630) e4 = e1
% 64.45/29.40  																																																											|
% 64.45/29.40  																																																											| Equations (630) can reduce 110 to:
% 64.45/29.40  																																																											| (266) $false
% 64.45/29.40  																																																											|
% 64.45/29.40  																																																											|-The branch is then unsatisfiable
% 64.45/29.40  																																																										|-Branch two:
% 64.45/29.40  																																																										| (399)  ~ (all_0_43_43 = e4)
% 64.45/29.40  																																																										| (446) all_0_44_44 = e4
% 64.45/29.40  																																																										|
% 64.45/29.40  																																																											| Combining equations (532,446) yields a new equation:
% 64.45/29.40  																																																											| (425) e4 = e3
% 64.45/29.40  																																																											|
% 64.45/29.40  																																																											| Equations (425) can reduce 188 to:
% 64.45/29.40  																																																											| (266) $false
% 64.45/29.40  																																																											|
% 64.45/29.40  																																																											|-The branch is then unsatisfiable
% 64.45/29.40  																																																							|-Branch two:
% 64.45/29.40  																																																							| (250)  ~ (all_0_46_46 = e4)
% 64.45/29.40  																																																							| (774) all_0_50_50 = e4 | all_0_55_55 = e4
% 64.45/29.40  																																																							|
% 64.45/29.40  																																																								+-Applying beta-rule and splitting (774), into two cases.
% 64.45/29.40  																																																								|-Branch one:
% 64.45/29.40  																																																								| (775) all_0_50_50 = e4
% 64.45/29.40  																																																								|
% 64.45/29.40  																																																									| Combining equations (775,601) yields a new equation:
% 64.45/29.40  																																																									| (636) e4 = e1
% 64.45/29.40  																																																									|
% 64.45/29.40  																																																									| Simplifying 636 yields:
% 64.45/29.40  																																																									| (630) e4 = e1
% 64.45/29.40  																																																									|
% 64.45/29.40  																																																									| Equations (630) can reduce 110 to:
% 64.45/29.40  																																																									| (266) $false
% 64.45/29.40  																																																									|
% 64.45/29.40  																																																									|-The branch is then unsatisfiable
% 64.45/29.40  																																																								|-Branch two:
% 64.45/29.40  																																																								| (566)  ~ (all_0_50_50 = e4)
% 64.45/29.40  																																																								| (587) all_0_55_55 = e4
% 64.45/29.40  																																																								|
% 64.45/29.40  																																																									| Combining equations (587,2336) yields a new equation:
% 64.45/29.40  																																																									| (424) e4 = e3
% 64.45/29.40  																																																									|
% 64.45/29.40  																																																									| Simplifying 424 yields:
% 64.45/29.40  																																																									| (425) e4 = e3
% 64.45/29.40  																																																									|
% 64.45/29.40  																																																									| Equations (425) can reduce 188 to:
% 64.45/29.40  																																																									| (266) $false
% 64.45/29.40  																																																									|
% 64.45/29.40  																																																									|-The branch is then unsatisfiable
% 64.45/29.40  																																															|-Branch two:
% 64.45/29.40  																																															| (484)  ~ (all_0_39_39 = e0)
% 64.45/29.40  																																															| (558) all_0_42_42 = e0 | all_0_47_47 = e0 | all_0_56_56 = e0
% 64.45/29.40  																																															|
% 64.45/29.40  																																																+-Applying beta-rule and splitting (333), into two cases.
% 64.45/29.40  																																																|-Branch one:
% 64.45/29.40  																																																| (480) all_0_39_39 = e0
% 64.45/29.40  																																																|
% 64.45/29.40  																																																	| Equations (480) can reduce 484 to:
% 64.45/29.40  																																																	| (266) $false
% 64.45/29.40  																																																	|
% 64.45/29.40  																																																	|-The branch is then unsatisfiable
% 64.45/29.40  																																																|-Branch two:
% 64.45/29.40  																																																| (484)  ~ (all_0_39_39 = e0)
% 64.45/29.40  																																																| (485) all_0_40_40 = e0
% 64.45/29.40  																																																|
% 64.45/29.40  																																																	| Equations (485) can reduce 200 to:
% 64.45/29.40  																																																	| (486)  ~ (all_0_49_49 = e0)
% 64.45/29.40  																																																	|
% 64.45/29.40  																																																	| Simplifying 486 yields:
% 64.45/29.40  																																																	| (487)  ~ (all_0_49_49 = e0)
% 64.45/29.40  																																																	|
% 64.45/29.40  																																																	| Equations (485) can reduce 296 to:
% 64.45/29.40  																																																	| (365)  ~ (e2 = e0)
% 64.45/29.40  																																																	|
% 64.45/29.40  																																																	| Simplifying 365 yields:
% 64.45/29.40  																																																	| (128)  ~ (e2 = e0)
% 64.45/29.40  																																																	|
% 64.45/29.40  																																																	+-Applying beta-rule and splitting (1278), into two cases.
% 64.45/29.40  																																																	|-Branch one:
% 64.45/29.40  																																																	| (1279) all_0_48_48 = e0
% 64.45/29.40  																																																	|
% 64.45/29.40  																																																		| Combining equations (1279,335) yields a new equation:
% 64.45/29.40  																																																		| (330) e2 = e0
% 64.45/29.40  																																																		|
% 64.45/29.40  																																																		| Equations (330) can reduce 128 to:
% 64.45/29.40  																																																		| (266) $false
% 64.45/29.40  																																																		|
% 64.45/29.40  																																																		|-The branch is then unsatisfiable
% 64.45/29.40  																																																	|-Branch two:
% 64.45/29.41  																																																	| (1283)  ~ (all_0_48_48 = e0)
% 64.45/29.41  																																																	| (978) all_0_49_49 = e0
% 64.45/29.41  																																																	|
% 64.45/29.41  																																																		| Equations (978) can reduce 487 to:
% 64.45/29.41  																																																		| (266) $false
% 64.45/29.41  																																																		|
% 64.45/29.41  																																																		|-The branch is then unsatisfiable
% 64.45/29.41  																																											|-Branch two:
% 64.45/29.41  																																											| (357)  ~ (all_0_41_41 = e0)
% 64.45/29.41  																																											| (6761) all_0_42_42 = e0 | all_0_43_43 = e0 | all_0_44_44 = e0
% 64.45/29.41  																																											|
% 64.45/29.41  																																												+-Applying beta-rule and splitting (6761), into two cases.
% 64.45/29.41  																																												|-Branch one:
% 64.45/29.41  																																												| (559) all_0_42_42 = e0
% 64.45/29.41  																																												|
% 64.45/29.41  																																													| Equations (559) can reduce 145 to:
% 64.45/29.41  																																													| (484)  ~ (all_0_39_39 = e0)
% 64.45/29.41  																																													|
% 64.45/29.41  																																													| Equations (559) can reduce 214 to:
% 64.45/29.41  																																													| (357)  ~ (all_0_41_41 = e0)
% 64.45/29.41  																																													|
% 64.45/29.41  																																													| Equations (559) can reduce 405 to:
% 64.45/29.41  																																													| (541)  ~ (e3 = e0)
% 64.45/29.41  																																													|
% 64.45/29.41  																																													| Simplifying 541 yields:
% 64.45/29.41  																																													| (80)  ~ (e3 = e0)
% 64.45/29.41  																																													|
% 64.45/29.41  																																													| From (559) and (226) follows:
% 64.45/29.41  																																													| (15579) op(e0, e3) = all_0_7_7
% 64.45/29.41  																																													|
% 64.45/29.41  																																													| From (559) and (225) follows:
% 64.45/29.41  																																													| (15580) op(e0, e2) = all_0_8_8
% 64.45/29.41  																																													|
% 64.45/29.41  																																													+-Applying beta-rule and splitting (164), into two cases.
% 64.45/29.41  																																													|-Branch one:
% 64.45/29.41  																																													| (471) all_0_39_39 = e4
% 64.45/29.41  																																													|
% 64.45/29.41  																																														| From (471) and (38) follows:
% 64.45/29.41  																																														| (85336) op(e4, e2) = all_0_3_3
% 64.45/29.41  																																														|
% 64.45/29.41  																																														| From (471) and (14) follows:
% 64.45/29.41  																																														| (4284) op(e4, e2) = e4
% 64.45/29.41  																																														|
% 64.45/29.41  																																														+-Applying beta-rule and splitting (27), into two cases.
% 64.45/29.41  																																														|-Branch one:
% 64.45/29.41  																																														| (437) all_0_41_41 = e4
% 64.45/29.41  																																														|
% 64.45/29.41  																																															| Equations (437) can reduce 43 to:
% 64.45/29.41  																																															| (249)  ~ (all_0_46_46 = e4)
% 64.45/29.41  																																															|
% 64.45/29.41  																																															| Simplifying 249 yields:
% 64.45/29.41  																																															| (250)  ~ (all_0_46_46 = e4)
% 64.45/29.41  																																															|
% 64.45/29.41  																																															| Equations (437) can reduce 1898 to:
% 64.45/29.41  																																															| (188)  ~ (e4 = e3)
% 64.45/29.41  																																															|
% 64.45/29.41  																																															| Equations (437) can reduce 85 to:
% 64.45/29.41  																																															| (48)  ~ (e4 = e2)
% 64.45/29.41  																																															|
% 64.45/29.41  																																															| Equations (437) can reduce 457 to:
% 64.45/29.41  																																															| (110)  ~ (e4 = e1)
% 64.45/29.41  																																															|
% 64.45/29.41  																																															| From (437) and (219) follows:
% 64.45/29.41  																																															| (1913) op(e3, e3) = e4
% 64.45/29.41  																																															|
% 64.45/29.41  																																															+-Applying beta-rule and splitting (206), into two cases.
% 64.45/29.41  																																															|-Branch one:
% 64.45/29.41  																																															| (248) all_0_45_45 = e4
% 64.45/29.41  																																															|
% 64.45/29.41  																																																| Combining equations (423,248) yields a new equation:
% 64.45/29.41  																																																| (425) e4 = e3
% 64.45/29.41  																																																|
% 64.45/29.41  																																																| Equations (425) can reduce 188 to:
% 64.45/29.41  																																																| (266) $false
% 64.45/29.41  																																																|
% 64.45/29.41  																																																|-The branch is then unsatisfiable
% 64.45/29.41  																																															|-Branch two:
% 64.45/29.41  																																															| (60416)  ~ (all_0_45_45 = e4)
% 64.45/29.41  																																															| (61457) all_0_46_46 = e4 | all_0_47_47 = e4 | all_0_48_48 = e4 | all_0_49_49 = e4
% 64.45/29.41  																																															|
% 64.45/29.41  																																																+-Applying beta-rule and splitting (123), into two cases.
% 64.45/29.41  																																																|-Branch one:
% 64.45/29.41  																																																| (1794) all_0_46_46 = e2
% 64.45/29.41  																																																|
% 64.45/29.41  																																																	| Equations (1794) can reduce 300 to:
% 64.45/29.41  																																																	| (266) $false
% 64.45/29.41  																																																	|
% 64.45/29.41  																																																	|-The branch is then unsatisfiable
% 64.45/29.41  																																																|-Branch two:
% 64.45/29.41  																																																| (300)  ~ (all_0_46_46 = e2)
% 64.45/29.41  																																																| (1797) all_0_46_46 = e4 | all_0_46_46 = e3 | all_0_46_46 = e1 | all_0_46_46 = e0
% 64.45/29.41  																																																|
% 64.45/29.42  																																																	+-Applying beta-rule and splitting (61457), into two cases.
% 64.45/29.42  																																																	|-Branch one:
% 64.45/29.42  																																																	| (770) all_0_46_46 = e4
% 64.45/29.42  																																																	|
% 64.45/29.42  																																																		| Equations (770) can reduce 250 to:
% 64.45/29.42  																																																		| (266) $false
% 64.45/29.42  																																																		|
% 64.45/29.42  																																																		|-The branch is then unsatisfiable
% 64.45/29.42  																																																	|-Branch two:
% 64.45/29.42  																																																	| (250)  ~ (all_0_46_46 = e4)
% 64.45/29.42  																																																	| (61466) all_0_47_47 = e4 | all_0_48_48 = e4 | all_0_49_49 = e4
% 64.45/29.42  																																																	|
% 64.45/29.42  																																																		+-Applying beta-rule and splitting (61466), into two cases.
% 64.45/29.42  																																																		|-Branch one:
% 64.45/29.42  																																																		| (1790) all_0_47_47 = e4
% 64.45/29.42  																																																		|
% 64.45/29.42  																																																			| Combining equations (654,1790) yields a new equation:
% 64.45/29.42  																																																			| (630) e4 = e1
% 64.45/29.42  																																																			|
% 64.45/29.42  																																																			| Equations (630) can reduce 110 to:
% 64.45/29.42  																																																			| (266) $false
% 64.45/29.42  																																																			|
% 64.45/29.42  																																																			|-The branch is then unsatisfiable
% 64.45/29.42  																																																		|-Branch two:
% 64.45/29.42  																																																		| (252)  ~ (all_0_47_47 = e4)
% 64.45/29.42  																																																		| (61479) all_0_48_48 = e4 | all_0_49_49 = e4
% 64.45/29.42  																																																		|
% 64.45/29.42  																																																			+-Applying beta-rule and splitting (61479), into two cases.
% 64.45/29.42  																																																			|-Branch one:
% 64.45/29.42  																																																			| (943) all_0_48_48 = e4
% 64.45/29.42  																																																			|
% 64.45/29.42  																																																				| Combining equations (943,335) yields a new equation:
% 64.45/29.42  																																																				| (322) e4 = e2
% 64.45/29.42  																																																				|
% 64.45/29.42  																																																				| Simplifying 322 yields:
% 64.45/29.42  																																																				| (323) e4 = e2
% 64.45/29.42  																																																				|
% 64.45/29.42  																																																				| Equations (323) can reduce 48 to:
% 64.45/29.42  																																																				| (266) $false
% 64.45/29.42  																																																				|
% 64.45/29.42  																																																				|-The branch is then unsatisfiable
% 64.45/29.42  																																																			|-Branch two:
% 64.45/29.42  																																																			| (254)  ~ (all_0_48_48 = e4)
% 64.45/29.42  																																																			| (974) all_0_49_49 = e4
% 64.45/29.42  																																																			|
% 64.45/29.42  																																																				| Equations (974) can reduce 200 to:
% 64.45/29.42  																																																				| (447)  ~ (all_0_40_40 = e4)
% 64.45/29.42  																																																				|
% 64.45/29.42  																																																				| From (974) and (129) follows:
% 64.45/29.42  																																																				| (85370) op(e4, e2) = all_0_20_20
% 64.45/29.42  																																																				|
% 64.45/29.42  																																																				| From (974) and (66) follows:
% 64.45/29.43  																																																				| (85371) op(e4, e0) = all_0_21_21
% 64.45/29.43  																																																				|
% 64.45/29.43  																																																				| From (974) and (55) follows:
% 64.45/29.43  																																																				| (61486) op(e2, e0) = e4
% 64.45/29.43  																																																				|
% 64.45/29.43  																																																				+-Applying beta-rule and splitting (75), into two cases.
% 64.45/29.43  																																																				|-Branch one:
% 64.45/29.43  																																																				| (485) all_0_40_40 = e0
% 64.45/29.43  																																																				|
% 64.45/29.43  																																																					| Equations (485) can reduce 447 to:
% 64.45/29.43  																																																					| (401)  ~ (e4 = e0)
% 64.45/29.43  																																																					|
% 64.45/29.43  																																																					| Simplifying 401 yields:
% 64.45/29.43  																																																					| (49)  ~ (e4 = e0)
% 64.45/29.43  																																																					|
% 64.45/29.43  																																																					| Equations (485) can reduce 296 to:
% 64.45/29.43  																																																					| (365)  ~ (e2 = e0)
% 64.45/29.43  																																																					|
% 64.45/29.43  																																																					| Simplifying 365 yields:
% 64.45/29.43  																																																					| (128)  ~ (e2 = e0)
% 64.45/29.43  																																																					|
% 64.45/29.43  																																																					| Equations (485) can reduce 132 to:
% 64.45/29.43  																																																					| (435)  ~ (e1 = e0)
% 64.45/29.43  																																																					|
% 64.45/29.43  																																																					| Simplifying 435 yields:
% 64.45/29.43  																																																					| (233)  ~ (e1 = e0)
% 64.45/29.43  																																																					|
% 64.45/29.43  																																																					| From (485) and (34) follows:
% 64.45/29.43  																																																					| (494) op(e0, e4) = all_0_4_4
% 64.45/29.43  																																																					|
% 64.45/29.43  																																																					| From (485) and (234) follows:
% 64.45/29.43  																																																					| (3072) op(e4, e0) = e0
% 64.45/29.43  																																																					|
% 64.45/29.43  																																																					+-Applying beta-rule and splitting (184), into two cases.
% 64.45/29.43  																																																					|-Branch one:
% 64.45/29.43  																																																					| (538) all_0_46_46 = e0
% 64.45/29.43  																																																					|
% 64.45/29.43  																																																						| Equations (538) can reduce 300 to:
% 64.45/29.43  																																																						| (365)  ~ (e2 = e0)
% 64.45/29.43  																																																						|
% 64.45/29.43  																																																						| Simplifying 365 yields:
% 64.45/29.43  																																																						| (128)  ~ (e2 = e0)
% 64.45/29.43  																																																						|
% 64.45/29.43  																																																						| Equations (538) can reduce 549 to:
% 64.45/29.43  																																																						| (435)  ~ (e1 = e0)
% 64.45/29.43  																																																						|
% 64.45/29.43  																																																						| Simplifying 435 yields:
% 64.45/29.43  																																																						| (233)  ~ (e1 = e0)
% 64.45/29.43  																																																						|
% 64.45/29.43  																																																						| From (538) and (33) follows:
% 64.45/29.43  																																																						| (543) op(e0, e3) = all_0_16_16
% 64.45/29.43  																																																						|
% 64.45/29.43  																																																						| From (538) and (179) follows:
% 64.45/29.43  																																																						| (1544) op(e0, e2) = all_0_15_15
% 64.45/29.43  																																																						|
% 64.45/29.43  																																																						| Instantiating formula (29) with e4, e2, all_0_20_20, all_0_3_3 and discharging atoms op(e4, e2) = all_0_3_3, op(e4, e2) = all_0_20_20, yields:
% 64.45/29.43  																																																						| (2164) all_0_3_3 = all_0_20_20
% 64.45/29.43  																																																						|
% 64.45/29.43  																																																						| Instantiating formula (29) with e4, e2, e4, all_0_3_3 and discharging atoms op(e4, e2) = all_0_3_3, op(e4, e2) = e4, yields:
% 64.45/29.43  																																																						| (2165) all_0_3_3 = e4
% 64.45/29.43  																																																						|
% 64.45/29.43  																																																						| Instantiating formula (29) with e4, e0, e0, all_0_21_21 and discharging atoms op(e4, e0) = all_0_21_21, op(e4, e0) = e0, yields:
% 64.45/29.43  																																																						| (85391) all_0_21_21 = e0
% 64.45/29.43  																																																						|
% 64.45/29.43  																																																						| Instantiating formula (29) with e0, e4, all_0_4_4, e4 and discharging atoms op(e0, e4) = all_0_4_4, op(e0, e4) = e4, yields:
% 64.45/29.43  																																																						| (44179) all_0_4_4 = e4
% 64.45/29.43  																																																						|
% 64.45/29.43  																																																						| Instantiating formula (29) with e0, e3, all_0_7_7, e3 and discharging atoms op(e0, e3) = all_0_7_7, op(e0, e3) = e3, yields:
% 64.45/29.43  																																																						| (2158) all_0_7_7 = e3
% 64.45/29.43  																																																						|
% 64.45/29.43  																																																						| Instantiating formula (29) with e0, e3, all_0_16_16, all_0_7_7 and discharging atoms op(e0, e3) = all_0_7_7, op(e0, e3) = all_0_16_16, yields:
% 64.45/29.43  																																																						| (2159) all_0_7_7 = all_0_16_16
% 64.45/29.43  																																																						|
% 64.45/29.43  																																																						| Instantiating formula (29) with e0, e2, all_0_8_8, e2 and discharging atoms op(e0, e2) = all_0_8_8, op(e0, e2) = e2, yields:
% 64.45/29.43  																																																						| (15601) all_0_8_8 = e2
% 64.45/29.43  																																																						|
% 64.45/29.43  																																																						| Instantiating formula (29) with e0, e2, all_0_15_15, all_0_8_8 and discharging atoms op(e0, e2) = all_0_8_8, op(e0, e2) = all_0_15_15, yields:
% 64.45/29.43  																																																						| (85396) all_0_8_8 = all_0_15_15
% 64.45/29.43  																																																						|
% 64.45/29.43  																																																						| Combining equations (2165,2164) yields a new equation:
% 64.45/29.43  																																																						| (2166) all_0_20_20 = e4
% 64.45/29.43  																																																						|
% 64.45/29.43  																																																						| Combining equations (2158,2159) yields a new equation:
% 64.45/29.44  																																																						| (2167) all_0_16_16 = e3
% 64.45/29.44  																																																						|
% 64.45/29.44  																																																						| Combining equations (15601,85396) yields a new equation:
% 64.45/29.44  																																																						| (1599) all_0_15_15 = e2
% 64.45/29.44  																																																						|
% 64.45/29.44  																																																						| From (2166) and (85370) follows:
% 64.45/29.44  																																																						| (4284) op(e4, e2) = e4
% 64.45/29.44  																																																						|
% 64.45/29.44  																																																						| From (85391) and (85371) follows:
% 64.45/29.44  																																																						| (3072) op(e4, e0) = e0
% 64.45/29.44  																																																						|
% 64.45/29.44  																																																						| From (44179) and (494) follows:
% 64.45/29.45  																																																						| (2207) op(e0, e4) = e4
% 64.45/29.45  																																																						|
% 64.45/29.45  																																																						| From (2167) and (543) follows:
% 64.45/29.45  																																																						| (2208) op(e0, e3) = e3
% 64.45/29.45  																																																						|
% 64.45/29.45  																																																						| From (1599) and (1544) follows:
% 64.45/29.45  																																																						| (1508) op(e0, e2) = e2
% 64.45/29.45  																																																						|
% 64.45/29.45  																																																						+-Applying beta-rule and splitting (56), into two cases.
% 64.45/29.45  																																																						|-Branch one:
% 64.45/29.45  																																																						| (696) unit = e2
% 64.45/29.45  																																																						|
% 64.45/29.45  																																																							| From (696) and (211) follows:
% 64.45/29.45  																																																							| (1612) op(e2, e1) = e1
% 64.45/29.45  																																																							|
% 64.45/29.45  																																																							| From (696) and (42) follows:
% 64.45/29.45  																																																							| (1613) op(e0, e2) = e0
% 64.45/29.45  																																																							|
% 64.45/29.45  																																																							| Instantiating formula (29) with e2, e1, e1, e2 and discharging atoms op(e2, e1) = e2, op(e2, e1) = e1, yields:
% 64.45/29.45  																																																							| (617) e2 = e1
% 64.45/29.45  																																																							|
% 64.45/29.45  																																																							| Instantiating formula (29) with e0, e2, e0, e2 and discharging atoms op(e0, e2) = e2, op(e0, e2) = e0, yields:
% 64.45/29.45  																																																							| (330) e2 = e0
% 64.45/29.45  																																																							|
% 64.45/29.45  																																																							| Combining equations (330,617) yields a new equation:
% 64.45/29.45  																																																							| (431) e1 = e0
% 64.45/29.45  																																																							|
% 64.45/29.45  																																																							| Equations (431) can reduce 233 to:
% 64.45/29.45  																																																							| (266) $false
% 64.45/29.45  																																																							|
% 64.45/29.45  																																																							|-The branch is then unsatisfiable
% 64.45/29.45  																																																						|-Branch two:
% 64.45/29.45  																																																						| (707)  ~ (unit = e2)
% 64.45/29.45  																																																						| (708) unit = e4 | unit = e3 | unit = e1 | unit = e0
% 64.45/29.45  																																																						|
% 64.45/29.45  																																																							+-Applying beta-rule and splitting (708), into two cases.
% 64.45/29.45  																																																							|-Branch one:
% 64.45/29.45  																																																							| (709) unit = e4
% 64.45/29.45  																																																							|
% 64.45/29.45  																																																								| From (709) and (15) follows:
% 64.45/29.45  																																																								| (22188) op(e4, e2) = e2
% 64.45/29.45  																																																								|
% 64.45/29.45  																																																								| From (709) and (211) follows:
% 64.45/29.45  																																																								| (22527) op(e4, e1) = e1
% 64.45/29.45  																																																								|
% 64.45/29.45  																																																								| From (709) and (32) follows:
% 64.45/29.45  																																																								| (712) op(e2, e4) = e2
% 64.45/29.45  																																																								|
% 64.45/29.45  																																																								| From (709) and (42) follows:
% 64.45/29.45  																																																								| (713) op(e0, e4) = e0
% 64.45/29.45  																																																								|
% 64.45/29.45  																																																								| Instantiating formula (29) with e4, e2, e2, e4 and discharging atoms op(e4, e2) = e4, op(e4, e2) = e2, yields:
% 64.45/29.45  																																																								| (323) e4 = e2
% 64.45/29.45  																																																								|
% 64.45/29.45  																																																								| Instantiating formula (29) with e4, e1, e1, e3 and discharging atoms op(e4, e1) = e3, op(e4, e1) = e1, yields:
% 64.45/29.45  																																																								| (455) e3 = e1
% 64.45/29.45  																																																								|
% 64.45/29.45  																																																								| Instantiating formula (29) with e2, e4, e2, e3 and discharging atoms op(e2, e4) = e3, op(e2, e4) = e2, yields:
% 64.45/29.45  																																																								| (662) e3 = e2
% 64.45/29.45  																																																								|
% 64.45/29.45  																																																								| Instantiating formula (29) with e0, e4, e0, e4 and discharging atoms op(e0, e4) = e4, op(e0, e4) = e0, yields:
% 64.45/29.45  																																																								| (397) e4 = e0
% 64.45/29.45  																																																								|
% 64.45/29.45  																																																								| Combining equations (323,397) yields a new equation:
% 64.45/29.45  																																																								| (391) e2 = e0
% 64.45/29.45  																																																								|
% 64.45/29.45  																																																								| Simplifying 391 yields:
% 64.45/29.45  																																																								| (330) e2 = e0
% 64.45/29.45  																																																								|
% 64.45/29.45  																																																								| Combining equations (455,662) yields a new equation:
% 64.45/29.45  																																																								| (617) e2 = e1
% 64.45/29.45  																																																								|
% 64.45/29.45  																																																								| Combining equations (617,330) yields a new equation:
% 64.45/29.45  																																																								| (546) e1 = e0
% 64.45/29.45  																																																								|
% 64.45/29.45  																																																								| Simplifying 546 yields:
% 64.45/29.45  																																																								| (431) e1 = e0
% 64.45/29.45  																																																								|
% 64.45/29.45  																																																								| Equations (431) can reduce 233 to:
% 64.45/29.45  																																																								| (266) $false
% 64.45/29.45  																																																								|
% 64.45/29.45  																																																								|-The branch is then unsatisfiable
% 64.45/29.45  																																																							|-Branch two:
% 64.45/29.45  																																																							| (724)  ~ (unit = e4)
% 64.45/29.45  																																																							| (725) unit = e3 | unit = e1 | unit = e0
% 64.45/29.45  																																																							|
% 64.45/29.45  																																																								+-Applying beta-rule and splitting (725), into two cases.
% 64.45/29.45  																																																								|-Branch one:
% 64.45/29.45  																																																								| (726) unit = e0
% 64.45/29.45  																																																								|
% 64.45/29.45  																																																									| From (726) and (227) follows:
% 64.45/29.45  																																																									| (3205) op(e4, e0) = e4
% 64.45/29.45  																																																									|
% 64.45/29.45  																																																									| From (726) and (32) follows:
% 64.45/29.45  																																																									| (727) op(e2, e0) = e2
% 64.45/29.45  																																																									|
% 64.45/29.45  																																																									| From (726) and (28) follows:
% 64.45/29.45  																																																									| (2698) op(e1, e0) = e1
% 64.45/29.45  																																																									|
% 64.45/29.45  																																																									| Instantiating formula (29) with e4, e0, e4, e0 and discharging atoms op(e4, e0) = e4, op(e4, e0) = e0, yields:
% 64.45/29.45  																																																									| (397) e4 = e0
% 64.45/29.45  																																																									|
% 64.45/29.45  																																																									| Instantiating formula (29) with e2, e0, e2, e4 and discharging atoms op(e2, e0) = e4, op(e2, e0) = e2, yields:
% 64.45/29.45  																																																									| (323) e4 = e2
% 64.45/29.45  																																																									|
% 64.45/29.45  																																																									| Instantiating formula (29) with e1, e0, e1, e2 and discharging atoms op(e1, e0) = e2, op(e1, e0) = e1, yields:
% 64.45/29.45  																																																									| (617) e2 = e1
% 64.45/29.45  																																																									|
% 64.45/29.45  																																																									| Combining equations (397,323) yields a new equation:
% 64.45/29.45  																																																									| (330) e2 = e0
% 64.45/29.45  																																																									|
% 64.45/29.45  																																																									| Combining equations (330,617) yields a new equation:
% 64.45/29.45  																																																									| (431) e1 = e0
% 64.45/29.45  																																																									|
% 64.45/29.45  																																																									| Equations (431) can reduce 233 to:
% 64.45/29.45  																																																									| (266) $false
% 64.45/29.45  																																																									|
% 64.45/29.45  																																																									|-The branch is then unsatisfiable
% 64.45/29.45  																																																								|-Branch two:
% 64.45/29.45  																																																								| (734)  ~ (unit = e0)
% 64.45/29.45  																																																								| (735) unit = e3 | unit = e1
% 64.45/29.45  																																																								|
% 64.45/29.45  																																																									+-Applying beta-rule and splitting (735), into two cases.
% 64.45/29.45  																																																									|-Branch one:
% 64.45/29.45  																																																									| (736) unit = e1
% 64.45/29.45  																																																									|
% 64.45/29.45  																																																										| Equations (736) can reduce 734 to:
% 64.45/29.45  																																																										| (233)  ~ (e1 = e0)
% 64.45/29.45  																																																										|
% 64.45/29.45  																																																										| From (736) and (244) follows:
% 64.45/29.45  																																																										| (738) op(e1, e4) = e4
% 64.45/29.45  																																																										|
% 64.45/29.45  																																																										| From (736) and (15) follows:
% 64.45/29.45  																																																										| (515) op(e1, e2) = e2
% 64.45/29.45  																																																										|
% 64.45/29.45  																																																										| From (736) and (227) follows:
% 64.45/29.45  																																																										| (739) op(e4, e1) = e4
% 64.45/29.45  																																																										|
% 64.45/29.45  																																																										| From (736) and (28) follows:
% 64.45/29.45  																																																										| (740) op(e1, e1) = e1
% 64.45/29.45  																																																										|
% 64.45/29.45  																																																										| Instantiating formula (29) with e4, e1, e4, e3 and discharging atoms op(e4, e1) = e4, op(e4, e1) = e3, yields:
% 64.45/29.45  																																																										| (425) e4 = e3
% 64.45/29.45  																																																										|
% 64.45/29.45  																																																										| Instantiating formula (29) with e1, e4, e4, e0 and discharging atoms op(e1, e4) = e4, op(e1, e4) = e0, yields:
% 64.45/29.45  																																																										| (397) e4 = e0
% 64.45/29.45  																																																										|
% 64.45/29.45  																																																										| Instantiating formula (29) with e1, e2, e2, e3 and discharging atoms op(e1, e2) = e3, op(e1, e2) = e2, yields:
% 64.45/29.45  																																																										| (662) e3 = e2
% 64.45/29.45  																																																										|
% 64.45/29.45  																																																										| Instantiating formula (29) with e1, e1, e1, e4 and discharging atoms op(e1, e1) = e4, op(e1, e1) = e1, yields:
% 64.45/29.45  																																																										| (630) e4 = e1
% 64.45/29.45  																																																										|
% 64.45/29.45  																																																										| Combining equations (630,425) yields a new equation:
% 64.45/29.45  																																																										| (455) e3 = e1
% 64.45/29.45  																																																										|
% 64.45/29.45  																																																										| Combining equations (397,425) yields a new equation:
% 64.45/29.45  																																																										| (676) e3 = e0
% 64.45/29.45  																																																										|
% 64.45/29.45  																																																										| Combining equations (676,662) yields a new equation:
% 64.45/29.45  																																																										| (330) e2 = e0
% 64.45/29.45  																																																										|
% 64.45/29.45  																																																										| Combining equations (455,662) yields a new equation:
% 64.45/29.45  																																																										| (617) e2 = e1
% 64.45/29.45  																																																										|
% 64.45/29.45  																																																										| Combining equations (617,330) yields a new equation:
% 64.45/29.45  																																																										| (546) e1 = e0
% 64.45/29.45  																																																										|
% 64.45/29.45  																																																										| Simplifying 546 yields:
% 64.45/29.45  																																																										| (431) e1 = e0
% 64.45/29.45  																																																										|
% 64.45/29.45  																																																										| Equations (431) can reduce 233 to:
% 64.45/29.45  																																																										| (266) $false
% 64.45/29.45  																																																										|
% 64.45/29.45  																																																										|-The branch is then unsatisfiable
% 64.45/29.45  																																																									|-Branch two:
% 64.45/29.45  																																																									| (748)  ~ (unit = e1)
% 64.45/29.45  																																																									| (749) unit = e3
% 64.45/29.45  																																																									|
% 64.45/29.45  																																																										| From (749) and (244) follows:
% 64.45/29.45  																																																										| (750) op(e3, e4) = e4
% 64.45/29.45  																																																										|
% 64.45/29.45  																																																										| From (749) and (40) follows:
% 64.45/29.45  																																																										| (3715) op(e3, e3) = e3
% 64.45/29.45  																																																										|
% 64.45/29.45  																																																										| From (749) and (42) follows:
% 64.45/29.45  																																																										| (752) op(e0, e3) = e0
% 64.45/29.45  																																																										|
% 64.45/29.45  																																																										| Instantiating formula (29) with e3, e4, e4, e2 and discharging atoms op(e3, e4) = e4, op(e3, e4) = e2, yields:
% 64.45/29.45  																																																										| (323) e4 = e2
% 64.45/29.45  																																																										|
% 64.45/29.45  																																																										| Instantiating formula (29) with e3, e3, e3, e4 and discharging atoms op(e3, e3) = e4, op(e3, e3) = e3, yields:
% 64.45/29.45  																																																										| (425) e4 = e3
% 64.45/29.45  																																																										|
% 64.45/29.45  																																																										| Instantiating formula (29) with e0, e3, e0, e3 and discharging atoms op(e0, e3) = e3, op(e0, e3) = e0, yields:
% 64.45/29.45  																																																										| (676) e3 = e0
% 64.45/29.45  																																																										|
% 64.45/29.45  																																																										| Combining equations (323,425) yields a new equation:
% 64.45/29.45  																																																										| (662) e3 = e2
% 64.45/29.45  																																																										|
% 64.45/29.45  																																																										| Combining equations (662,676) yields a new equation:
% 64.45/29.45  																																																										| (391) e2 = e0
% 64.45/29.45  																																																										|
% 64.45/29.45  																																																										| Simplifying 391 yields:
% 64.45/29.45  																																																										| (330) e2 = e0
% 64.45/29.45  																																																										|
% 64.45/29.45  																																																										| Equations (330) can reduce 128 to:
% 64.45/29.45  																																																										| (266) $false
% 64.45/29.45  																																																										|
% 64.45/29.45  																																																										|-The branch is then unsatisfiable
% 64.45/29.45  																																																					|-Branch two:
% 64.45/29.45  																																																					| (831)  ~ (all_0_46_46 = e0)
% 64.45/29.45  																																																					| (832) all_0_47_47 = e0 | all_0_48_48 = e0 | all_0_49_49 = e0
% 64.45/29.45  																																																					|
% 64.45/29.45  																																																						+-Applying beta-rule and splitting (832), into two cases.
% 64.45/29.45  																																																						|-Branch one:
% 64.45/29.45  																																																						| (674) all_0_47_47 = e0
% 64.45/29.45  																																																						|
% 64.45/29.45  																																																							| Combining equations (654,674) yields a new equation:
% 64.45/29.45  																																																							| (546) e1 = e0
% 64.45/29.45  																																																							|
% 64.45/29.45  																																																							| Simplifying 546 yields:
% 64.45/29.45  																																																							| (431) e1 = e0
% 64.45/29.45  																																																							|
% 64.45/29.45  																																																							| Equations (431) can reduce 233 to:
% 64.45/29.45  																																																							| (266) $false
% 64.45/29.45  																																																							|
% 64.45/29.45  																																																							|-The branch is then unsatisfiable
% 64.45/29.45  																																																						|-Branch two:
% 64.45/29.45  																																																						| (678)  ~ (all_0_47_47 = e0)
% 64.45/29.45  																																																						| (1278) all_0_48_48 = e0 | all_0_49_49 = e0
% 64.45/29.45  																																																						|
% 64.45/29.45  																																																							+-Applying beta-rule and splitting (395), into two cases.
% 64.45/29.45  																																																							|-Branch one:
% 64.45/29.45  																																																							| (794) all_0_41_41 = e0
% 64.45/29.45  																																																							|
% 64.45/29.45  																																																								| Combining equations (437,794) yields a new equation:
% 64.45/29.45  																																																								| (481) e4 = e0
% 64.45/29.45  																																																								|
% 64.45/29.45  																																																								| Simplifying 481 yields:
% 64.45/29.45  																																																								| (397) e4 = e0
% 64.45/29.45  																																																								|
% 64.45/29.45  																																																								| Equations (397) can reduce 49 to:
% 64.45/29.45  																																																								| (266) $false
% 64.45/29.45  																																																								|
% 64.45/29.45  																																																								|-The branch is then unsatisfiable
% 64.45/29.45  																																																							|-Branch two:
% 64.45/29.45  																																																							| (357)  ~ (all_0_41_41 = e0)
% 64.45/29.45  																																																							| (895) all_0_46_46 = e0 | all_0_55_55 = e0
% 64.45/29.45  																																																							|
% 64.45/29.45  																																																								| Equations (437) can reduce 357 to:
% 64.45/29.45  																																																								| (49)  ~ (e4 = e0)
% 64.45/29.45  																																																								|
% 64.45/29.45  																																																								+-Applying beta-rule and splitting (1278), into two cases.
% 64.45/29.45  																																																								|-Branch one:
% 64.45/29.45  																																																								| (1279) all_0_48_48 = e0
% 64.45/29.45  																																																								|
% 64.45/29.45  																																																									| Combining equations (1279,335) yields a new equation:
% 64.45/29.45  																																																									| (330) e2 = e0
% 64.45/29.45  																																																									|
% 64.45/29.45  																																																									| Equations (330) can reduce 128 to:
% 64.45/29.45  																																																									| (266) $false
% 64.45/29.45  																																																									|
% 64.45/29.45  																																																									|-The branch is then unsatisfiable
% 64.45/29.45  																																																								|-Branch two:
% 64.45/29.45  																																																								| (1283)  ~ (all_0_48_48 = e0)
% 64.45/29.45  																																																								| (978) all_0_49_49 = e0
% 64.45/29.45  																																																								|
% 64.45/29.45  																																																									| Combining equations (974,978) yields a new equation:
% 64.45/29.45  																																																									| (481) e4 = e0
% 64.45/29.45  																																																									|
% 64.45/29.45  																																																									| Simplifying 481 yields:
% 64.45/29.45  																																																									| (397) e4 = e0
% 64.45/29.45  																																																									|
% 64.45/29.45  																																																									| Equations (397) can reduce 49 to:
% 64.45/29.45  																																																									| (266) $false
% 64.45/29.45  																																																									|
% 64.45/29.45  																																																									|-The branch is then unsatisfiable
% 64.45/29.45  																																																				|-Branch two:
% 64.45/29.45  																																																				| (1401)  ~ (all_0_40_40 = e0)
% 64.45/29.45  																																																				| (1748) all_0_44_44 = e0 | all_0_49_49 = e0 | all_0_58_58 = e0
% 64.45/29.45  																																																				|
% 64.45/29.45  																																																					+-Applying beta-rule and splitting (316), into two cases.
% 64.45/29.45  																																																					|-Branch one:
% 64.45/29.45  																																																					| (1378) all_0_40_40 = e4
% 64.45/29.45  																																																					|
% 64.45/29.45  																																																						| Equations (1378) can reduce 447 to:
% 64.45/29.45  																																																						| (266) $false
% 64.45/29.45  																																																						|
% 64.45/29.45  																																																						|-The branch is then unsatisfiable
% 64.45/29.45  																																																					|-Branch two:
% 64.45/29.45  																																																					| (447)  ~ (all_0_40_40 = e4)
% 64.45/29.45  																																																					| (485) all_0_40_40 = e0
% 64.45/29.45  																																																					|
% 64.45/29.45  																																																						| Equations (485) can reduce 1401 to:
% 64.45/29.45  																																																						| (266) $false
% 64.45/29.45  																																																						|
% 64.45/29.45  																																																						|-The branch is then unsatisfiable
% 64.45/29.46  																																														|-Branch two:
% 64.45/29.46  																																														| (440)  ~ (all_0_41_41 = e4)
% 64.45/29.46  																																														| (4049) all_0_41_41 = e3 | all_0_41_41 = e1 | all_0_41_41 = e0
% 64.45/29.46  																																														|
% 64.45/29.46  																																															+-Applying beta-rule and splitting (395), into two cases.
% 64.45/29.46  																																															|-Branch one:
% 64.45/29.46  																																															| (794) all_0_41_41 = e0
% 64.45/29.46  																																															|
% 64.45/29.46  																																																| Equations (794) can reduce 357 to:
% 64.45/29.46  																																																| (266) $false
% 64.45/29.46  																																																|
% 64.45/29.46  																																																|-The branch is then unsatisfiable
% 64.45/29.46  																																															|-Branch two:
% 64.45/29.46  																																															| (357)  ~ (all_0_41_41 = e0)
% 64.45/29.46  																																															| (895) all_0_46_46 = e0 | all_0_55_55 = e0
% 64.45/29.46  																																															|
% 64.45/29.46  																																																+-Applying beta-rule and splitting (895), into two cases.
% 64.45/29.46  																																																|-Branch one:
% 64.45/29.46  																																																| (538) all_0_46_46 = e0
% 64.45/29.46  																																																|
% 64.45/29.46  																																																	| Equations (538) can reduce 43 to:
% 64.45/29.46  																																																	| (357)  ~ (all_0_41_41 = e0)
% 64.45/29.46  																																																	|
% 64.45/29.46  																																																	+-Applying beta-rule and splitting (4049), into two cases.
% 64.45/29.46  																																																	|-Branch one:
% 64.45/29.46  																																																	| (794) all_0_41_41 = e0
% 64.45/29.46  																																																	|
% 64.45/29.46  																																																		| Equations (794) can reduce 357 to:
% 64.45/29.46  																																																		| (266) $false
% 64.45/29.46  																																																		|
% 64.45/29.46  																																																		|-The branch is then unsatisfiable
% 64.45/29.46  																																																	|-Branch two:
% 64.45/29.46  																																																	| (357)  ~ (all_0_41_41 = e0)
% 64.45/29.46  																																																	| (4053) all_0_41_41 = e3 | all_0_41_41 = e1
% 64.45/29.46  																																																	|
% 64.45/29.46  																																																		+-Applying beta-rule and splitting (4053), into two cases.
% 64.45/29.46  																																																		|-Branch one:
% 64.45/29.46  																																																		| (453) all_0_41_41 = e1
% 64.45/29.46  																																																		|
% 64.45/29.46  																																																			| Equations (453) can reduce 457 to:
% 64.45/29.46  																																																			| (266) $false
% 64.45/29.46  																																																			|
% 64.45/29.46  																																																			|-The branch is then unsatisfiable
% 64.45/29.46  																																																		|-Branch two:
% 64.45/29.46  																																																		| (457)  ~ (all_0_41_41 = e1)
% 64.45/29.46  																																																		| (403) all_0_41_41 = e3
% 64.45/29.46  																																																		|
% 64.45/29.46  																																																			| Equations (403) can reduce 1898 to:
% 64.45/29.46  																																																			| (266) $false
% 64.45/29.46  																																																			|
% 64.45/29.46  																																																			|-The branch is then unsatisfiable
% 64.45/29.46  																																																|-Branch two:
% 64.45/29.46  																																																| (831)  ~ (all_0_46_46 = e0)
% 64.45/29.46  																																																| (858) all_0_55_55 = e0
% 64.45/29.46  																																																|
% 64.45/29.46  																																																	| Combining equations (2336,858) yields a new equation:
% 64.45/29.46  																																																	| (675) e3 = e0
% 64.45/29.46  																																																	|
% 64.45/29.46  																																																	| Simplifying 675 yields:
% 64.45/29.46  																																																	| (676) e3 = e0
% 64.45/29.46  																																																	|
% 64.45/29.46  																																																	| Equations (676) can reduce 80 to:
% 64.45/29.46  																																																	| (266) $false
% 64.45/29.46  																																																	|
% 64.45/29.46  																																																	|-The branch is then unsatisfiable
% 64.45/29.46  																																													|-Branch two:
% 64.45/29.46  																																													| (1377)  ~ (all_0_39_39 = e4)
% 64.45/29.46  																																													| (2115) all_0_42_42 = e4 | all_0_47_47 = e4 | all_0_51_51 = e4 | all_0_56_56 = e4
% 64.45/29.46  																																													|
% 64.45/29.46  																																														+-Applying beta-rule and splitting (320), into two cases.
% 64.45/29.46  																																														|-Branch one:
% 64.45/29.46  																																														| (471) all_0_39_39 = e4
% 64.45/29.46  																																														|
% 64.45/29.46  																																															| Equations (471) can reduce 1377 to:
% 64.45/29.46  																																															| (266) $false
% 64.45/29.46  																																															|
% 64.45/29.46  																																															|-The branch is then unsatisfiable
% 64.45/29.46  																																														|-Branch two:
% 64.45/29.46  																																														| (1377)  ~ (all_0_39_39 = e4)
% 64.45/29.46  																																														| (480) all_0_39_39 = e0
% 64.45/29.46  																																														|
% 64.45/29.46  																																															| Equations (480) can reduce 484 to:
% 64.45/29.46  																																															| (266) $false
% 64.45/29.46  																																															|
% 64.45/29.46  																																															|-The branch is then unsatisfiable
% 64.45/29.46  																																												|-Branch two:
% 64.45/29.46  																																												| (358)  ~ (all_0_42_42 = e0)
% 64.45/29.46  																																												| (6766) all_0_43_43 = e0 | all_0_44_44 = e0
% 64.45/29.46  																																												|
% 64.45/29.46  																																													+-Applying beta-rule and splitting (6766), into two cases.
% 64.45/29.46  																																													|-Branch one:
% 64.45/29.46  																																													| (356) all_0_43_43 = e0
% 64.45/29.46  																																													|
% 64.45/29.46  																																														| Combining equations (430,356) yields a new equation:
% 64.45/29.46  																																														| (546) e1 = e0
% 64.45/29.46  																																														|
% 64.45/29.46  																																														| Simplifying 546 yields:
% 64.45/29.46  																																														| (431) e1 = e0
% 64.45/29.46  																																														|
% 64.45/29.46  																																														| Equations (431) can reduce 233 to:
% 64.45/29.46  																																														| (266) $false
% 64.45/29.46  																																														|
% 64.45/29.46  																																														|-The branch is then unsatisfiable
% 64.45/29.46  																																													|-Branch two:
% 64.45/29.46  																																													| (5470)  ~ (all_0_43_43 = e0)
% 64.45/29.46  																																													| (1414) all_0_44_44 = e0
% 64.45/29.46  																																													|
% 64.45/29.46  																																														| Combining equations (532,1414) yields a new equation:
% 64.45/29.46  																																														| (675) e3 = e0
% 64.45/29.46  																																														|
% 64.45/29.46  																																														| Simplifying 675 yields:
% 64.45/29.46  																																														| (676) e3 = e0
% 64.45/29.46  																																														|
% 64.45/29.46  																																														| Equations (676) can reduce 80 to:
% 64.45/29.46  																																														| (266) $false
% 64.45/29.46  																																														|
% 64.45/29.46  																																														|-The branch is then unsatisfiable
% 64.45/29.46  																																										|-Branch two:
% 64.45/29.46  																																										| (462)  ~ (all_0_47_47 = e1)
% 64.45/29.46  																																										| (3264) all_0_51_51 = e1 | all_0_56_56 = e1
% 64.45/29.46  																																										|
% 64.45/29.46  																																											+-Applying beta-rule and splitting (550), into two cases.
% 64.45/29.46  																																											|-Branch one:
% 64.45/29.46  																																											| (654) all_0_47_47 = e1
% 64.45/29.46  																																											|
% 64.45/29.46  																																												| Equations (654) can reduce 462 to:
% 64.45/29.46  																																												| (266) $false
% 64.45/29.46  																																												|
% 64.45/29.46  																																												|-The branch is then unsatisfiable
% 64.45/29.46  																																											|-Branch two:
% 64.45/29.46  																																											| (462)  ~ (all_0_47_47 = e1)
% 64.45/29.46  																																											| (659) all_0_48_48 = e1 | all_0_49_49 = e1
% 64.45/29.46  																																											|
% 64.45/29.46  																																												+-Applying beta-rule and splitting (659), into two cases.
% 64.45/29.46  																																												|-Branch one:
% 64.45/29.46  																																												| (615) all_0_48_48 = e1
% 64.45/29.46  																																												|
% 64.45/29.46  																																													| Combining equations (335,615) yields a new equation:
% 64.45/29.46  																																													| (616) e2 = e1
% 64.45/29.46  																																													|
% 64.45/29.46  																																													| Simplifying 616 yields:
% 64.45/29.46  																																													| (617) e2 = e1
% 64.45/29.46  																																													|
% 64.45/29.46  																																													| Equations (617) can reduce 122 to:
% 64.45/29.46  																																													| (266) $false
% 64.45/29.46  																																													|
% 64.45/29.46  																																													|-The branch is then unsatisfiable
% 64.45/29.46  																																												|-Branch two:
% 64.45/29.46  																																												| (619)  ~ (all_0_48_48 = e1)
% 64.45/29.46  																																												| (671) all_0_49_49 = e1
% 64.45/29.46  																																												|
% 64.45/29.46  																																													| Equations (671) can reduce 1064 to:
% 64.45/29.46  																																													| (266) $false
% 64.45/29.46  																																													|
% 64.45/29.46  																																													|-The branch is then unsatisfiable
% 64.45/29.46  																																							|-Branch two:
% 64.45/29.46  																																							| (664)  ~ (all_0_51_51 = e3)
% 64.45/29.46  																																							| (1097) all_0_56_56 = e3
% 64.45/29.46  																																							|
% 64.45/29.46  																																								| Combining equations (1097,833) yields a new equation:
% 64.45/29.46  																																								| (661) e3 = e2
% 64.45/29.46  																																								|
% 64.45/29.46  																																								| Simplifying 661 yields:
% 64.45/29.46  																																								| (662) e3 = e2
% 64.45/29.46  																																								|
% 64.45/29.46  																																								| Equations (662) can reduce 212 to:
% 64.45/29.46  																																								| (266) $false
% 64.45/29.46  																																								|
% 64.45/29.46  																																								|-The branch is then unsatisfiable
% 64.45/29.46  																																				|-Branch two:
% 64.45/29.46  																																				| (407)  ~ (all_0_44_44 = e3)
% 64.45/29.46  																																				| (537) all_0_49_49 = e3 | all_0_53_53 = e3 | all_0_58_58 = e3
% 64.45/29.46  																																				|
% 64.45/29.46  																																					+-Applying beta-rule and splitting (1899), into two cases.
% 64.45/29.46  																																					|-Branch one:
% 64.45/29.46  																																					| (516) all_0_42_42 = e3
% 64.45/29.46  																																					|
% 64.45/29.46  																																						| Equations (516) can reduce 61 to:
% 64.45/29.46  																																						| (1925)  ~ (all_0_51_51 = e3)
% 64.45/29.46  																																						|
% 64.45/29.46  																																						| Simplifying 1925 yields:
% 64.45/29.46  																																						| (664)  ~ (all_0_51_51 = e3)
% 64.45/29.46  																																						|
% 64.45/29.46  																																						| Equations (516) can reduce 51 to:
% 64.45/29.46  																																						| (212)  ~ (e3 = e2)
% 64.45/29.46  																																						|
% 64.45/29.46  																																						+-Applying beta-rule and splitting (418), into two cases.
% 64.45/29.46  																																						|-Branch one:
% 64.45/29.46  																																						| (660) all_0_51_51 = e3
% 64.45/29.46  																																						|
% 64.45/29.46  																																							| Equations (660) can reduce 664 to:
% 64.45/29.46  																																							| (266) $false
% 64.45/29.46  																																							|
% 64.45/29.46  																																							|-The branch is then unsatisfiable
% 64.45/29.46  																																						|-Branch two:
% 64.45/29.46  																																						| (664)  ~ (all_0_51_51 = e3)
% 64.45/29.46  																																						| (665) all_0_53_53 = e3
% 64.45/29.46  																																						|
% 64.45/29.46  																																							| Combining equations (665,607) yields a new equation:
% 64.45/29.46  																																							| (661) e3 = e2
% 64.45/29.46  																																							|
% 64.45/29.46  																																							| Simplifying 661 yields:
% 64.45/29.46  																																							| (662) e3 = e2
% 64.45/29.46  																																							|
% 64.45/29.46  																																							| Equations (662) can reduce 212 to:
% 64.45/29.46  																																							| (266) $false
% 64.45/29.46  																																							|
% 64.45/29.46  																																							|-The branch is then unsatisfiable
% 64.45/29.46  																																					|-Branch two:
% 64.45/29.46  																																					| (405)  ~ (all_0_42_42 = e3)
% 64.45/29.46  																																					| (532) all_0_44_44 = e3
% 64.45/29.46  																																					|
% 64.45/29.46  																																						| Equations (532) can reduce 407 to:
% 64.45/29.46  																																						| (266) $false
% 64.45/29.46  																																						|
% 64.45/29.46  																																						|-The branch is then unsatisfiable
% 64.45/29.46  																																|-Branch two:
% 64.45/29.46  																																| (511)  ~ (all_0_56_56 = e2)
% 64.45/29.46  																																| (1709) all_0_57_57 = e2 | all_0_58_58 = e2
% 64.45/29.46  																																|
% 64.45/29.46  																																	+-Applying beta-rule and splitting (133), into two cases.
% 64.45/29.46  																																	|-Branch one:
% 64.45/29.46  																																	| (833) all_0_56_56 = e2
% 64.45/29.46  																																	|
% 64.45/29.46  																																		| Equations (833) can reduce 511 to:
% 64.45/29.46  																																		| (266) $false
% 64.45/29.46  																																		|
% 64.45/29.46  																																		|-The branch is then unsatisfiable
% 64.45/29.46  																																	|-Branch two:
% 64.45/29.46  																																	| (511)  ~ (all_0_56_56 = e2)
% 64.45/29.46  																																	| (836) all_0_56_56 = e4 | all_0_56_56 = e3 | all_0_56_56 = e1 | all_0_56_56 = e0
% 64.45/29.46  																																	|
% 64.45/29.46  																																		+-Applying beta-rule and splitting (385), into two cases.
% 64.45/29.46  																																		|-Branch one:
% 64.45/29.46  																																		| (1105) all_0_47_47 = e2
% 64.45/29.46  																																		|
% 64.45/29.46  																																			| Equations (1105) can reduce 338 to:
% 64.45/29.46  																																			| (266) $false
% 64.45/29.46  																																			|
% 64.45/29.46  																																			|-The branch is then unsatisfiable
% 64.45/29.46  																																		|-Branch two:
% 64.45/29.46  																																		| (338)  ~ (all_0_47_47 = e2)
% 64.45/29.46  																																		| (1108) all_0_51_51 = e2 | all_0_56_56 = e2
% 64.45/29.46  																																		|
% 64.45/29.46  																																			+-Applying beta-rule and splitting (1108), into two cases.
% 64.45/29.46  																																			|-Branch one:
% 64.45/29.46  																																			| (504) all_0_51_51 = e2
% 64.45/29.46  																																			|
% 64.45/29.46  																																				| Equations (504) can reduce 1099 to:
% 64.45/29.46  																																				| (266) $false
% 64.45/29.46  																																				|
% 64.45/29.46  																																				|-The branch is then unsatisfiable
% 64.45/29.46  																																			|-Branch two:
% 64.45/29.46  																																			| (1099)  ~ (all_0_51_51 = e2)
% 64.45/29.46  																																			| (833) all_0_56_56 = e2
% 64.45/29.46  																																			|
% 64.45/29.46  																																				| Equations (833) can reduce 511 to:
% 64.45/29.46  																																				| (266) $false
% 64.45/29.46  																																				|
% 64.45/29.46  																																				|-The branch is then unsatisfiable
% 64.45/29.46  																											|-Branch two:
% 64.45/29.46  																											| (509)  ~ (all_0_53_53 = e2)
% 64.45/29.46  																											| (610) all_0_53_53 = e4 | all_0_53_53 = e3 | all_0_53_53 = e1
% 64.45/29.46  																											|
% 64.45/29.46  																												+-Applying beta-rule and splitting (381), into two cases.
% 64.45/29.46  																												|-Branch one:
% 64.45/29.46  																												| (504) all_0_51_51 = e2
% 64.45/29.46  																												|
% 64.45/29.46  																													| Equations (504) can reduce 139 to:
% 64.45/29.46  																													| (294)  ~ (all_0_39_39 = e2)
% 64.45/29.46  																													|
% 64.45/29.46  																													| Equations (504) can reduce 224 to:
% 64.45/29.46  																													| (338)  ~ (all_0_47_47 = e2)
% 64.45/29.46  																													|
% 64.45/29.46  																													| Equations (504) can reduce 16 to:
% 64.45/29.46  																													| (510)  ~ (all_0_56_56 = e2)
% 64.45/29.46  																													|
% 64.45/29.46  																													| Simplifying 510 yields:
% 64.45/29.46  																													| (511)  ~ (all_0_56_56 = e2)
% 64.45/29.46  																													|
% 64.45/29.46  																													| Equations (504) can reduce 464 to:
% 64.45/29.46  																													| (122)  ~ (e2 = e1)
% 64.45/29.46  																													|
% 64.45/29.46  																													| Equations (504) can reduce 115 to:
% 64.45/29.46  																													| (128)  ~ (e2 = e0)
% 64.45/29.46  																													|
% 64.45/29.46  																													| From (504) and (177) follows:
% 64.45/29.46  																													| (514) op(e2, e2) = all_0_25_25
% 64.45/29.46  																													|
% 64.45/29.46  																													| From (504) and (186) follows:
% 64.45/29.46  																													| (515) op(e1, e2) = e2
% 64.45/29.46  																													|
% 64.45/29.46  																													+-Applying beta-rule and splitting (180), into two cases.
% 64.45/29.46  																													|-Branch one:
% 64.45/29.46  																													| (516) all_0_42_42 = e3
% 64.45/29.46  																													|
% 64.45/29.46  																														| Equations (516) can reduce 145 to:
% 64.45/29.46  																														| (246)  ~ (all_0_39_39 = e3)
% 64.45/29.46  																														|
% 64.45/29.46  																														| Equations (516) can reduce 214 to:
% 64.45/29.46  																														| (1898)  ~ (all_0_41_41 = e3)
% 64.45/29.46  																														|
% 64.45/29.46  																														| From (516) and (226) follows:
% 64.45/29.46  																														| (5629) op(e3, e3) = all_0_7_7
% 64.45/29.46  																														|
% 64.45/29.46  																														| From (516) and (225) follows:
% 64.45/29.46  																														| (4633) op(e3, e2) = all_0_8_8
% 64.45/29.46  																														|
% 64.45/29.46  																														| From (516) and (210) follows:
% 64.45/29.46  																														| (4285) op(e3, e2) = e3
% 64.45/29.46  																														|
% 64.45/29.46  																														+-Applying beta-rule and splitting (389), into two cases.
% 64.45/29.46  																														|-Branch one:
% 64.45/29.46  																														| (833) all_0_56_56 = e2
% 64.45/29.46  																														|
% 64.45/29.46  																															| Equations (833) can reduce 511 to:
% 64.45/29.46  																															| (266) $false
% 64.45/29.46  																															|
% 64.45/29.46  																															|-The branch is then unsatisfiable
% 64.45/29.46  																														|-Branch two:
% 64.45/29.46  																														| (511)  ~ (all_0_56_56 = e2)
% 64.45/29.46  																														| (1709) all_0_57_57 = e2 | all_0_58_58 = e2
% 64.45/29.46  																														|
% 64.45/29.46  																															+-Applying beta-rule and splitting (610), into two cases.
% 64.45/29.46  																															|-Branch one:
% 64.45/29.46  																															| (1298) all_0_53_53 = e4
% 64.45/29.46  																															|
% 64.45/29.46  																																| Equations (1298) can reduce 1453 to:
% 64.45/29.46  																																| (266) $false
% 64.45/29.46  																																|
% 64.45/29.46  																																|-The branch is then unsatisfiable
% 64.45/29.46  																															|-Branch two:
% 64.45/29.46  																															| (1453)  ~ (all_0_53_53 = e4)
% 64.45/29.46  																															| (1694) all_0_53_53 = e3 | all_0_53_53 = e1
% 64.45/29.46  																															|
% 64.45/29.46  																																+-Applying beta-rule and splitting (1694), into two cases.
% 64.45/29.46  																																|-Branch one:
% 64.45/29.46  																																| (1208) all_0_53_53 = e1
% 64.45/29.46  																																|
% 64.45/29.46  																																	| Equations (1208) can reduce 1459 to:
% 64.45/29.46  																																	| (266) $false
% 64.45/29.46  																																	|
% 64.45/29.46  																																	|-The branch is then unsatisfiable
% 64.45/29.46  																																|-Branch two:
% 64.45/29.46  																																| (1459)  ~ (all_0_53_53 = e1)
% 64.45/29.46  																																| (665) all_0_53_53 = e3
% 64.45/29.46  																																|
% 64.45/29.46  																																	| Equations (665) can reduce 162 to:
% 64.45/29.46  																																	| (2)  ~ (all_0_40_40 = e3)
% 64.45/29.46  																																	|
% 64.45/29.46  																																	| Equations (665) can reduce 220 to:
% 64.45/29.46  																																	| (407)  ~ (all_0_44_44 = e3)
% 64.45/29.46  																																	|
% 64.45/29.46  																																	| Equations (665) can reduce 1459 to:
% 64.45/29.46  																																	| (213)  ~ (e3 = e1)
% 64.45/29.46  																																	|
% 64.45/29.46  																																	| From (665) and (84) follows:
% 64.45/29.46  																																	| (3786) op(e1, e0) = e3
% 64.45/29.46  																																	|
% 64.45/29.46  																																	+-Applying beta-rule and splitting (1709), into two cases.
% 64.45/29.46  																																	|-Branch one:
% 64.45/29.46  																																	| (442) all_0_57_57 = e2
% 64.45/29.46  																																	|
% 64.45/29.46  																																		| Combining equations (875,442) yields a new equation:
% 64.45/29.46  																																		| (330) e2 = e0
% 64.45/29.46  																																		|
% 64.45/29.46  																																		| Equations (330) can reduce 128 to:
% 64.45/29.46  																																		| (266) $false
% 64.45/29.46  																																		|
% 64.45/29.46  																																		|-The branch is then unsatisfiable
% 64.45/29.46  																																	|-Branch two:
% 64.45/29.46  																																	| (344)  ~ (all_0_57_57 = e2)
% 64.45/29.46  																																	| (624) all_0_58_58 = e2
% 64.45/29.46  																																	|
% 64.45/29.46  																																		| Equations (624) can reduce 181 to:
% 64.45/29.46  																																		| (147)  ~ (all_0_44_44 = e2)
% 64.45/29.46  																																		|
% 64.45/29.46  																																		| Equations (624) can reduce 119 to:
% 64.45/29.46  																																		| (340)  ~ (all_0_49_49 = e2)
% 64.45/29.46  																																		|
% 64.45/29.46  																																		| Equations (624) can reduce 44 to:
% 64.45/29.46  																																		| (511)  ~ (all_0_56_56 = e2)
% 64.45/29.46  																																		|
% 64.45/29.46  																																		| From (624) and (245) follows:
% 64.45/29.46  																																		| (628) op(e0, e0) = e2
% 64.45/29.46  																																		|
% 64.45/29.46  																																		+-Applying beta-rule and splitting (216), into two cases.
% 64.45/29.46  																																		|-Branch one:
% 64.45/29.46  																																		| (629) all_0_55_55 = e1
% 64.45/29.46  																																		|
% 64.45/29.46  																																			| Combining equations (2336,629) yields a new equation:
% 64.45/29.46  																																			| (454) e3 = e1
% 64.45/29.46  																																			|
% 64.45/29.46  																																			| Simplifying 454 yields:
% 64.45/29.46  																																			| (455) e3 = e1
% 64.45/29.46  																																			|
% 64.45/29.46  																																			| Equations (455) can reduce 213 to:
% 64.45/29.46  																																			| (266) $false
% 64.45/29.46  																																			|
% 64.45/29.46  																																			|-The branch is then unsatisfiable
% 64.45/29.46  																																		|-Branch two:
% 64.45/29.46  																																		| (632)  ~ (all_0_55_55 = e1)
% 64.45/29.46  																																		| (633) all_0_56_56 = e1 | all_0_57_57 = e1 | all_0_58_58 = e1
% 64.45/29.46  																																		|
% 64.45/29.46  																																			| Equations (2336) can reduce 632 to:
% 64.45/29.46  																																			| (213)  ~ (e3 = e1)
% 64.45/29.46  																																			|
% 64.45/29.46  																																			+-Applying beta-rule and splitting (633), into two cases.
% 64.45/29.46  																																			|-Branch one:
% 64.45/29.46  																																			| (1569) all_0_56_56 = e1
% 64.45/29.46  																																			|
% 64.45/29.46  																																				| Equations (1569) can reduce 154 to:
% 64.45/29.46  																																				| (151)  ~ (all_0_39_39 = e1)
% 64.45/29.46  																																				|
% 64.45/29.47  																																				| Equations (1569) can reduce 91 to:
% 64.45/29.47  																																				| (462)  ~ (all_0_47_47 = e1)
% 64.45/29.47  																																				|
% 64.45/29.47  																																				| Equations (1569) can reduce 511 to:
% 64.45/29.47  																																				| (604)  ~ (e2 = e1)
% 64.45/29.47  																																				|
% 64.45/29.47  																																				| Simplifying 604 yields:
% 64.45/29.47  																																				| (122)  ~ (e2 = e1)
% 64.45/29.47  																																				|
% 64.45/29.47  																																				| From (1569) and (87) follows:
% 64.45/29.47  																																				| (5145) op(e1, e2) = all_0_34_34
% 64.45/29.47  																																				|
% 64.45/29.47  																																				| From (1569) and (127) follows:
% 64.45/29.47  																																				| (5595) op(e1, e0) = all_0_33_33
% 64.45/29.47  																																				|
% 64.45/29.47  																																				| From (1569) and (111) follows:
% 64.45/29.47  																																				| (3175) op(e0, e2) = e1
% 64.45/29.47  																																				|
% 64.45/29.47  																																				+-Applying beta-rule and splitting (135), into two cases.
% 64.45/29.47  																																				|-Branch one:
% 64.45/29.47  																																				| (545) all_0_46_46 = e1
% 64.45/29.47  																																				|
% 64.45/29.47  																																					| Equations (545) can reduce 549 to:
% 64.45/29.47  																																					| (266) $false
% 64.45/29.47  																																					|
% 64.45/29.47  																																					|-The branch is then unsatisfiable
% 64.45/29.47  																																				|-Branch two:
% 64.45/29.47  																																				| (549)  ~ (all_0_46_46 = e1)
% 64.45/29.47  																																				| (550) all_0_47_47 = e1 | all_0_48_48 = e1 | all_0_49_49 = e1
% 64.45/29.47  																																				|
% 64.45/29.47  																																					+-Applying beta-rule and splitting (550), into two cases.
% 64.45/29.47  																																					|-Branch one:
% 64.45/29.47  																																					| (654) all_0_47_47 = e1
% 64.45/29.47  																																					|
% 64.45/29.47  																																						| Equations (654) can reduce 462 to:
% 64.45/29.47  																																						| (266) $false
% 64.45/29.47  																																						|
% 64.45/29.47  																																						|-The branch is then unsatisfiable
% 64.45/29.47  																																					|-Branch two:
% 64.45/29.47  																																					| (462)  ~ (all_0_47_47 = e1)
% 64.45/29.47  																																					| (659) all_0_48_48 = e1 | all_0_49_49 = e1
% 64.45/29.47  																																					|
% 64.45/29.47  																																						+-Applying beta-rule and splitting (112), into two cases.
% 64.45/29.47  																																						|-Branch one:
% 64.45/29.47  																																						| (635) all_0_44_44 = e1
% 64.45/29.47  																																						|
% 64.45/29.47  																																							| Equations (635) can reduce 639 to:
% 64.45/29.47  																																							| (266) $false
% 64.45/29.47  																																							|
% 64.45/29.47  																																							|-The branch is then unsatisfiable
% 64.45/29.47  																																						|-Branch two:
% 64.45/29.47  																																						| (639)  ~ (all_0_44_44 = e1)
% 64.45/29.47  																																						| (640) all_0_49_49 = e1 | all_0_53_53 = e1 | all_0_58_58 = e1
% 64.45/29.47  																																						|
% 64.45/29.47  																																							+-Applying beta-rule and splitting (640), into two cases.
% 64.45/29.47  																																							|-Branch one:
% 64.45/29.47  																																							| (671) all_0_49_49 = e1
% 64.45/29.47  																																							|
% 64.45/29.47  																																								| Equations (671) can reduce 200 to:
% 64.45/29.47  																																								| (132)  ~ (all_0_40_40 = e1)
% 64.45/29.47  																																								|
% 64.45/29.47  																																								| Equations (671) can reduce 9 to:
% 64.45/29.47  																																								| (639)  ~ (all_0_44_44 = e1)
% 64.45/29.47  																																								|
% 64.45/29.47  																																								| Equations (671) can reduce 208 to:
% 64.45/29.47  																																								| (549)  ~ (all_0_46_46 = e1)
% 64.45/29.47  																																								|
% 64.45/29.47  																																								| Equations (671) can reduce 86 to:
% 64.45/29.47  																																								| (462)  ~ (all_0_47_47 = e1)
% 64.45/29.47  																																								|
% 64.45/29.47  																																								| From (671) and (129) follows:
% 64.45/29.47  																																								| (672) op(e1, e2) = all_0_20_20
% 64.45/29.47  																																								|
% 64.45/29.47  																																								| From (671) and (66) follows:
% 64.45/29.47  																																								| (4238) op(e1, e0) = all_0_21_21
% 64.45/29.47  																																								|
% 64.45/29.47  																																								| Instantiating formula (29) with e3, e3, all_0_7_7, all_0_41_41 and discharging atoms op(e3, e3) = all_0_7_7, op(e3, e3) = all_0_41_41, yields:
% 64.45/29.47  																																								| (20177) all_0_7_7 = all_0_41_41
% 64.45/29.47  																																								|
% 64.45/29.47  																																								| Instantiating formula (29) with e3, e2, e3, all_0_8_8 and discharging atoms op(e3, e2) = all_0_8_8, op(e3, e2) = e3, yields:
% 64.45/29.47  																																								| (4675) all_0_8_8 = e3
% 64.45/29.47  																																								|
% 64.45/29.47  																																								| Instantiating formula (29) with e2, e2, all_0_25_25, all_0_47_47 and discharging atoms op(e2, e2) = all_0_25_25, op(e2, e2) = all_0_47_47, yields:
% 64.45/29.47  																																								| (6482) all_0_25_25 = all_0_47_47
% 64.45/29.47  																																								|
% 64.45/29.47  																																								| Instantiating formula (29) with e1, e2, all_0_34_34, all_0_20_20 and discharging atoms op(e1, e2) = all_0_20_20, op(e1, e2) = all_0_34_34, yields:
% 64.45/29.47  																																								| (5157) all_0_20_20 = all_0_34_34
% 64.45/29.47  																																								|
% 64.45/29.47  																																								| Instantiating formula (29) with e1, e2, e2, all_0_20_20 and discharging atoms op(e1, e2) = all_0_20_20, op(e1, e2) = e2, yields:
% 64.45/29.47  																																								| (684) all_0_20_20 = e2
% 64.45/29.47  																																								|
% 64.45/29.47  																																								| Instantiating formula (29) with e1, e0, all_0_33_33, all_0_21_21 and discharging atoms op(e1, e0) = all_0_21_21, op(e1, e0) = all_0_33_33, yields:
% 64.45/29.47  																																								| (8825) all_0_21_21 = all_0_33_33
% 64.45/29.47  																																								|
% 64.45/29.47  																																								| Instantiating formula (29) with e1, e0, e3, all_0_21_21 and discharging atoms op(e1, e0) = all_0_21_21, op(e1, e0) = e3, yields:
% 64.45/29.47  																																								| (8826) all_0_21_21 = e3
% 64.45/29.47  																																								|
% 64.45/29.47  																																								| Combining equations (5157,684) yields a new equation:
% 64.45/29.47  																																								| (5726) all_0_34_34 = e2
% 64.45/29.47  																																								|
% 64.45/29.47  																																								| Simplifying 5726 yields:
% 64.45/29.47  																																								| (5160) all_0_34_34 = e2
% 64.45/29.47  																																								|
% 64.45/29.47  																																								| Combining equations (8826,8825) yields a new equation:
% 64.45/29.47  																																								| (1602) all_0_33_33 = e3
% 64.45/29.47  																																								|
% 64.45/29.47  																																								| From (20177) and (5629) follows:
% 64.45/29.47  																																								| (219) op(e3, e3) = all_0_41_41
% 64.45/29.47  																																								|
% 64.45/29.47  																																								| From (4675) and (4633) follows:
% 64.45/29.47  																																								| (4285) op(e3, e2) = e3
% 64.45/29.47  																																								|
% 64.45/29.47  																																								| From (6482) and (514) follows:
% 64.45/29.47  																																								| (23) op(e2, e2) = all_0_47_47
% 64.45/29.47  																																								|
% 64.45/29.47  																																								| From (5160) and (5145) follows:
% 64.45/29.47  																																								| (515) op(e1, e2) = e2
% 64.45/29.47  																																								|
% 64.45/29.47  																																								| From (1602) and (5595) follows:
% 64.45/29.47  																																								| (3786) op(e1, e0) = e3
% 64.45/29.47  																																								|
% 64.45/29.47  																																								+-Applying beta-rule and splitting (104), into two cases.
% 64.45/29.47  																																								|-Branch one:
% 64.45/29.47  																																								| (480) all_0_39_39 = e0
% 64.45/29.47  																																								|
% 64.45/29.47  																																									| Equations (480) can reduce 176 to:
% 64.45/29.47  																																									| (1400)  ~ (all_0_40_40 = e0)
% 64.45/29.47  																																									|
% 64.45/29.47  																																									| Simplifying 1400 yields:
% 64.45/29.47  																																									| (1401)  ~ (all_0_40_40 = e0)
% 64.45/29.47  																																									|
% 64.45/29.47  																																									| Equations (480) can reduce 79 to:
% 64.45/29.47  																																									| (1402)  ~ (all_0_47_47 = e0)
% 64.45/29.47  																																									|
% 64.45/29.47  																																									| Simplifying 1402 yields:
% 64.45/29.47  																																									| (678)  ~ (all_0_47_47 = e0)
% 64.45/29.47  																																									|
% 64.45/29.47  																																									| Equations (480) can reduce 294 to:
% 64.45/29.47  																																									| (365)  ~ (e2 = e0)
% 64.45/29.47  																																									|
% 64.45/29.47  																																									| Simplifying 365 yields:
% 64.45/29.47  																																									| (128)  ~ (e2 = e0)
% 64.45/29.47  																																									|
% 64.45/29.47  																																									| Equations (480) can reduce 151 to:
% 64.45/29.47  																																									| (435)  ~ (e1 = e0)
% 64.45/29.47  																																									|
% 64.45/29.47  																																									| Simplifying 435 yields:
% 64.45/29.47  																																									| (233)  ~ (e1 = e0)
% 64.45/29.47  																																									|
% 64.45/29.47  																																									| From (480) and (14) follows:
% 64.45/29.47  																																									| (4090) op(e4, e2) = e0
% 64.45/29.47  																																									|
% 64.45/29.47  																																									+-Applying beta-rule and splitting (164), into two cases.
% 64.45/29.47  																																									|-Branch one:
% 64.45/29.47  																																									| (471) all_0_39_39 = e4
% 64.45/29.47  																																									|
% 64.45/29.47  																																										| Combining equations (471,480) yields a new equation:
% 64.45/29.47  																																										| (481) e4 = e0
% 64.45/29.47  																																										|
% 64.45/29.47  																																										| Simplifying 481 yields:
% 64.45/29.47  																																										| (397) e4 = e0
% 64.45/29.47  																																										|
% 64.45/29.47  																																										| Equations (397) can reduce 49 to:
% 64.45/29.47  																																										| (266) $false
% 64.45/29.47  																																										|
% 64.45/29.47  																																										|-The branch is then unsatisfiable
% 64.45/29.47  																																									|-Branch two:
% 64.45/29.47  																																									| (1377)  ~ (all_0_39_39 = e4)
% 64.45/29.47  																																									| (2115) all_0_42_42 = e4 | all_0_47_47 = e4 | all_0_51_51 = e4 | all_0_56_56 = e4
% 64.45/29.47  																																									|
% 64.45/29.47  																																										+-Applying beta-rule and splitting (316), into two cases.
% 64.45/29.47  																																										|-Branch one:
% 64.45/29.47  																																										| (1378) all_0_40_40 = e4
% 64.45/29.47  																																										|
% 64.45/29.47  																																											| Equations (1378) can reduce 1401 to:
% 64.45/29.47  																																											| (49)  ~ (e4 = e0)
% 64.45/29.47  																																											|
% 64.45/29.47  																																											+-Applying beta-rule and splitting (64), into two cases.
% 64.45/29.47  																																											|-Branch one:
% 64.45/29.47  																																											| (437) all_0_41_41 = e4
% 64.45/29.47  																																											|
% 64.45/29.47  																																												| Equations (437) can reduce 43 to:
% 64.45/29.47  																																												| (249)  ~ (all_0_46_46 = e4)
% 64.45/29.47  																																												|
% 64.45/29.47  																																												| Simplifying 249 yields:
% 64.45/29.47  																																												| (250)  ~ (all_0_46_46 = e4)
% 64.45/29.47  																																												|
% 64.45/29.47  																																												| Equations (437) can reduce 1898 to:
% 64.45/29.47  																																												| (188)  ~ (e4 = e3)
% 64.45/29.47  																																												|
% 64.45/29.47  																																												| Equations (437) can reduce 85 to:
% 64.45/29.47  																																												| (48)  ~ (e4 = e2)
% 64.45/29.47  																																												|
% 64.45/29.47  																																												| Equations (437) can reduce 457 to:
% 64.45/29.47  																																												| (110)  ~ (e4 = e1)
% 64.45/29.47  																																												|
% 64.45/29.47  																																												| From (437) and (219) follows:
% 64.45/29.47  																																												| (1913) op(e3, e3) = e4
% 64.45/29.47  																																												|
% 64.45/29.47  																																												+-Applying beta-rule and splitting (2115), into two cases.
% 64.45/29.47  																																												|-Branch one:
% 64.45/29.47  																																												| (1392) all_0_42_42 = e4
% 64.45/29.47  																																												|
% 64.45/29.47  																																													| Combining equations (516,1392) yields a new equation:
% 64.45/29.47  																																													| (425) e4 = e3
% 64.45/29.47  																																													|
% 64.45/29.47  																																													| Equations (425) can reduce 188 to:
% 64.45/29.47  																																													| (266) $false
% 64.45/29.47  																																													|
% 64.45/29.47  																																													|-The branch is then unsatisfiable
% 64.45/29.47  																																												|-Branch two:
% 64.45/29.47  																																												| (1890)  ~ (all_0_42_42 = e4)
% 64.45/29.47  																																												| (2246) all_0_47_47 = e4 | all_0_51_51 = e4 | all_0_56_56 = e4
% 64.45/29.47  																																												|
% 64.45/29.47  																																													+-Applying beta-rule and splitting (165), into two cases.
% 64.45/29.47  																																													|-Branch one:
% 64.45/29.47  																																													| (794) all_0_41_41 = e0
% 64.45/29.47  																																													|
% 64.45/29.47  																																														| Combining equations (794,437) yields a new equation:
% 64.45/29.47  																																														| (397) e4 = e0
% 64.45/29.47  																																														|
% 64.45/29.47  																																														| Equations (397) can reduce 49 to:
% 64.45/29.47  																																														| (266) $false
% 64.45/29.47  																																														|
% 64.45/29.47  																																														|-The branch is then unsatisfiable
% 64.45/29.47  																																													|-Branch two:
% 64.45/29.47  																																													| (357)  ~ (all_0_41_41 = e0)
% 64.45/29.47  																																													| (6761) all_0_42_42 = e0 | all_0_43_43 = e0 | all_0_44_44 = e0
% 64.45/29.47  																																													|
% 64.45/29.47  																																														| Equations (437) can reduce 357 to:
% 64.45/29.47  																																														| (49)  ~ (e4 = e0)
% 64.45/29.47  																																														|
% 64.45/29.47  																																														+-Applying beta-rule and splitting (75), into two cases.
% 64.45/29.47  																																														|-Branch one:
% 64.45/29.47  																																														| (485) all_0_40_40 = e0
% 64.45/29.47  																																														|
% 64.45/29.47  																																															| Combining equations (1378,485) yields a new equation:
% 64.45/29.47  																																															| (481) e4 = e0
% 64.45/29.47  																																															|
% 64.45/29.47  																																															| Simplifying 481 yields:
% 64.45/29.47  																																															| (397) e4 = e0
% 64.45/29.47  																																															|
% 64.45/29.47  																																															| Equations (397) can reduce 49 to:
% 64.45/29.47  																																															| (266) $false
% 64.45/29.47  																																															|
% 64.45/29.47  																																															|-The branch is then unsatisfiable
% 64.45/29.47  																																														|-Branch two:
% 64.45/29.47  																																														| (1401)  ~ (all_0_40_40 = e0)
% 64.45/29.47  																																														| (1748) all_0_44_44 = e0 | all_0_49_49 = e0 | all_0_58_58 = e0
% 64.45/29.47  																																														|
% 64.45/29.47  																																															+-Applying beta-rule and splitting (184), into two cases.
% 64.45/29.47  																																															|-Branch one:
% 64.45/29.47  																																															| (538) all_0_46_46 = e0
% 64.45/29.47  																																															|
% 64.45/29.47  																																																| Equations (538) can reduce 409 to:
% 64.45/29.47  																																																| (541)  ~ (e3 = e0)
% 64.45/29.47  																																																|
% 64.45/29.47  																																																| Simplifying 541 yields:
% 64.45/29.47  																																																| (80)  ~ (e3 = e0)
% 64.45/29.47  																																																|
% 64.45/29.47  																																																| Equations (538) can reduce 549 to:
% 64.45/29.47  																																																| (435)  ~ (e1 = e0)
% 64.45/29.47  																																																|
% 64.45/29.47  																																																| Simplifying 435 yields:
% 64.45/29.47  																																																| (233)  ~ (e1 = e0)
% 64.45/29.47  																																																|
% 64.45/29.47  																																																+-Applying beta-rule and splitting (2246), into two cases.
% 64.45/29.47  																																																|-Branch one:
% 64.45/29.47  																																																| (1790) all_0_47_47 = e4
% 64.45/29.47  																																																|
% 64.45/29.47  																																																	| From (1790) and (23) follows:
% 64.45/29.48  																																																	| (61903) op(e2, e2) = e4
% 64.45/29.48  																																																	|
% 64.45/29.48  																																																	+-Applying beta-rule and splitting (6761), into two cases.
% 64.45/29.48  																																																	|-Branch one:
% 64.45/29.48  																																																	| (559) all_0_42_42 = e0
% 64.45/29.48  																																																	|
% 64.45/29.48  																																																		| Combining equations (516,559) yields a new equation:
% 64.45/29.48  																																																		| (675) e3 = e0
% 64.45/29.48  																																																		|
% 64.45/29.48  																																																		| Simplifying 675 yields:
% 64.45/29.48  																																																		| (676) e3 = e0
% 64.45/29.48  																																																		|
% 64.45/29.48  																																																		| Equations (676) can reduce 80 to:
% 64.45/29.48  																																																		| (266) $false
% 64.45/29.48  																																																		|
% 64.45/29.48  																																																		|-The branch is then unsatisfiable
% 64.45/29.48  																																																	|-Branch two:
% 64.45/29.48  																																																	| (358)  ~ (all_0_42_42 = e0)
% 64.45/29.48  																																																	| (6766) all_0_43_43 = e0 | all_0_44_44 = e0
% 64.45/29.48  																																																	|
% 64.45/29.48  																																																		+-Applying beta-rule and splitting (1748), into two cases.
% 64.45/29.48  																																																		|-Branch one:
% 64.45/29.48  																																																		| (1414) all_0_44_44 = e0
% 64.45/29.48  																																																		|
% 64.45/29.48  																																																			| Equations (1414) can reduce 147 to:
% 64.45/29.48  																																																			| (365)  ~ (e2 = e0)
% 64.45/29.48  																																																			|
% 64.45/29.48  																																																			| Simplifying 365 yields:
% 64.45/29.48  																																																			| (128)  ~ (e2 = e0)
% 64.45/29.48  																																																			|
% 64.45/29.48  																																																			| Equations (1414) can reduce 639 to:
% 64.45/29.48  																																																			| (435)  ~ (e1 = e0)
% 64.45/29.48  																																																			|
% 64.45/29.48  																																																			| Simplifying 435 yields:
% 64.45/29.48  																																																			| (233)  ~ (e1 = e0)
% 64.45/29.48  																																																			|
% 64.45/29.48  																																																			+-Applying beta-rule and splitting (56), into two cases.
% 64.45/29.48  																																																			|-Branch one:
% 64.45/29.48  																																																			| (696) unit = e2
% 64.45/29.48  																																																			|
% 64.45/29.48  																																																				| From (696) and (244) follows:
% 64.45/29.48  																																																				| (264) op(e2, e4) = e4
% 64.53/29.48  																																																				|
% 64.53/29.48  																																																				| From (696) and (227) follows:
% 64.53/29.48  																																																				| (4284) op(e4, e2) = e4
% 64.53/29.48  																																																				|
% 64.53/29.48  																																																				| From (696) and (32) follows:
% 64.53/29.48  																																																				| (698) op(e2, e2) = e2
% 64.53/29.48  																																																				|
% 64.53/29.48  																																																				| From (696) and (28) follows:
% 64.53/29.48  																																																				| (699) op(e1, e2) = e1
% 64.53/29.48  																																																				|
% 64.53/29.48  																																																				| Instantiating formula (29) with e4, e2, e4, e0 and discharging atoms op(e4, e2) = e4, op(e4, e2) = e0, yields:
% 64.53/29.48  																																																				| (397) e4 = e0
% 64.53/29.48  																																																				|
% 64.53/29.48  																																																				| Instantiating formula (29) with e2, e4, e4, e3 and discharging atoms op(e2, e4) = e4, op(e2, e4) = e3, yields:
% 64.53/29.48  																																																				| (425) e4 = e3
% 64.53/29.48  																																																				|
% 64.53/29.48  																																																				| Instantiating formula (29) with e2, e2, e2, e4 and discharging atoms op(e2, e2) = e4, op(e2, e2) = e2, yields:
% 64.53/29.48  																																																				| (323) e4 = e2
% 64.53/29.48  																																																				|
% 64.53/29.48  																																																				| Instantiating formula (29) with e1, e2, e1, e2 and discharging atoms op(e1, e2) = e2, op(e1, e2) = e1, yields:
% 64.53/29.48  																																																				| (617) e2 = e1
% 64.53/29.48  																																																				|
% 64.53/29.48  																																																				| Combining equations (397,425) yields a new equation:
% 64.53/29.48  																																																				| (676) e3 = e0
% 64.53/29.48  																																																				|
% 64.53/29.48  																																																				| Combining equations (323,425) yields a new equation:
% 64.53/29.48  																																																				| (662) e3 = e2
% 64.53/29.48  																																																				|
% 64.53/29.48  																																																				| Combining equations (662,676) yields a new equation:
% 64.53/29.48  																																																				| (391) e2 = e0
% 64.53/29.48  																																																				|
% 64.53/29.48  																																																				| Simplifying 391 yields:
% 64.53/29.48  																																																				| (330) e2 = e0
% 64.53/29.48  																																																				|
% 64.53/29.48  																																																				| Combining equations (330,617) yields a new equation:
% 64.53/29.48  																																																				| (431) e1 = e0
% 64.53/29.48  																																																				|
% 64.53/29.48  																																																				| Equations (431) can reduce 233 to:
% 64.53/29.48  																																																				| (266) $false
% 64.53/29.48  																																																				|
% 64.53/29.48  																																																				|-The branch is then unsatisfiable
% 64.53/29.48  																																																			|-Branch two:
% 64.53/29.48  																																																			| (707)  ~ (unit = e2)
% 64.53/29.48  																																																			| (708) unit = e4 | unit = e3 | unit = e1 | unit = e0
% 64.53/29.48  																																																			|
% 64.53/29.48  																																																				+-Applying beta-rule and splitting (708), into two cases.
% 64.53/29.48  																																																				|-Branch one:
% 64.53/29.48  																																																				| (709) unit = e4
% 64.53/29.48  																																																				|
% 64.53/29.48  																																																					| From (709) and (15) follows:
% 64.53/29.48  																																																					| (22188) op(e4, e2) = e2
% 64.53/29.48  																																																					|
% 64.53/29.48  																																																					| From (709) and (211) follows:
% 64.53/29.48  																																																					| (22527) op(e4, e1) = e1
% 64.53/29.48  																																																					|
% 64.53/29.48  																																																					| From (709) and (32) follows:
% 64.53/29.48  																																																					| (712) op(e2, e4) = e2
% 64.53/29.48  																																																					|
% 64.53/29.48  																																																					| Instantiating formula (29) with e4, e2, e2, e0 and discharging atoms op(e4, e2) = e2, op(e4, e2) = e0, yields:
% 64.53/29.48  																																																					| (330) e2 = e0
% 64.53/29.48  																																																					|
% 64.53/29.48  																																																					| Instantiating formula (29) with e4, e1, e1, e3 and discharging atoms op(e4, e1) = e3, op(e4, e1) = e1, yields:
% 64.53/29.48  																																																					| (455) e3 = e1
% 64.53/29.48  																																																					|
% 64.53/29.48  																																																					| Instantiating formula (29) with e2, e4, e2, e3 and discharging atoms op(e2, e4) = e3, op(e2, e4) = e2, yields:
% 64.53/29.48  																																																					| (662) e3 = e2
% 64.53/29.48  																																																					|
% 64.53/29.48  																																																					| Combining equations (455,662) yields a new equation:
% 64.53/29.48  																																																					| (617) e2 = e1
% 64.53/29.48  																																																					|
% 64.53/29.48  																																																					| Combining equations (617,330) yields a new equation:
% 64.53/29.48  																																																					| (546) e1 = e0
% 64.53/29.48  																																																					|
% 64.53/29.48  																																																					| Simplifying 546 yields:
% 64.53/29.48  																																																					| (431) e1 = e0
% 64.53/29.48  																																																					|
% 64.53/29.48  																																																					| Equations (431) can reduce 233 to:
% 64.53/29.48  																																																					| (266) $false
% 64.53/29.48  																																																					|
% 64.53/29.48  																																																					|-The branch is then unsatisfiable
% 64.53/29.48  																																																				|-Branch two:
% 64.53/29.48  																																																				| (724)  ~ (unit = e4)
% 64.53/29.48  																																																				| (725) unit = e3 | unit = e1 | unit = e0
% 64.53/29.48  																																																				|
% 64.53/29.48  																																																					+-Applying beta-rule and splitting (725), into two cases.
% 64.53/29.48  																																																					|-Branch one:
% 64.53/29.48  																																																					| (726) unit = e0
% 64.53/29.48  																																																					|
% 64.53/29.48  																																																						| From (726) and (15) follows:
% 64.53/29.48  																																																						| (1508) op(e0, e2) = e2
% 64.53/29.48  																																																						|
% 64.53/29.48  																																																						| From (726) and (42) follows:
% 64.53/29.48  																																																						| (728) op(e0, e0) = e0
% 64.53/29.48  																																																						|
% 64.53/29.48  																																																						| Instantiating formula (29) with e0, e2, e2, e1 and discharging atoms op(e0, e2) = e2, op(e0, e2) = e1, yields:
% 64.53/29.48  																																																						| (617) e2 = e1
% 64.53/29.48  																																																						|
% 64.53/29.48  																																																						| Instantiating formula (29) with e0, e0, e0, e2 and discharging atoms op(e0, e0) = e2, op(e0, e0) = e0, yields:
% 64.53/29.48  																																																						| (330) e2 = e0
% 64.53/29.48  																																																						|
% 64.53/29.48  																																																						| Combining equations (330,617) yields a new equation:
% 64.53/29.48  																																																						| (431) e1 = e0
% 64.53/29.48  																																																						|
% 64.53/29.48  																																																						| Equations (431) can reduce 233 to:
% 64.53/29.48  																																																						| (266) $false
% 64.53/29.48  																																																						|
% 64.53/29.48  																																																						|-The branch is then unsatisfiable
% 64.53/29.48  																																																					|-Branch two:
% 64.53/29.48  																																																					| (734)  ~ (unit = e0)
% 64.53/29.48  																																																					| (735) unit = e3 | unit = e1
% 64.53/29.48  																																																					|
% 64.53/29.48  																																																						+-Applying beta-rule and splitting (735), into two cases.
% 64.53/29.48  																																																						|-Branch one:
% 64.53/29.48  																																																						| (736) unit = e1
% 64.53/29.48  																																																						|
% 64.53/29.48  																																																							| Equations (736) can reduce 734 to:
% 64.53/29.48  																																																							| (233)  ~ (e1 = e0)
% 64.53/29.48  																																																							|
% 64.53/29.48  																																																							| From (736) and (209) follows:
% 64.53/29.48  																																																							| (2715) op(e1, e0) = e0
% 64.53/29.48  																																																							|
% 64.53/29.48  																																																							| From (736) and (227) follows:
% 64.53/29.48  																																																							| (739) op(e4, e1) = e4
% 64.53/29.48  																																																							|
% 64.53/29.48  																																																							| From (736) and (28) follows:
% 64.53/29.48  																																																							| (740) op(e1, e1) = e1
% 64.53/29.48  																																																							|
% 64.53/29.48  																																																							| Instantiating formula (29) with e4, e1, e4, e3 and discharging atoms op(e4, e1) = e4, op(e4, e1) = e3, yields:
% 64.53/29.48  																																																							| (425) e4 = e3
% 64.53/29.48  																																																							|
% 64.53/29.48  																																																							| Instantiating formula (29) with e1, e1, e1, e4 and discharging atoms op(e1, e1) = e4, op(e1, e1) = e1, yields:
% 64.53/29.48  																																																							| (630) e4 = e1
% 64.53/29.48  																																																							|
% 64.53/29.48  																																																							| Instantiating formula (29) with e1, e0, e0, e3 and discharging atoms op(e1, e0) = e3, op(e1, e0) = e0, yields:
% 64.53/29.48  																																																							| (676) e3 = e0
% 64.53/29.48  																																																							|
% 64.53/29.48  																																																							| Combining equations (425,630) yields a new equation:
% 64.53/29.48  																																																							| (454) e3 = e1
% 64.53/29.48  																																																							|
% 64.53/29.48  																																																							| Simplifying 454 yields:
% 64.53/29.48  																																																							| (455) e3 = e1
% 64.53/29.48  																																																							|
% 64.53/29.48  																																																							| Combining equations (676,455) yields a new equation:
% 64.53/29.48  																																																							| (431) e1 = e0
% 64.53/29.48  																																																							|
% 64.53/29.48  																																																							| Equations (431) can reduce 233 to:
% 64.53/29.48  																																																							| (266) $false
% 64.53/29.48  																																																							|
% 64.53/29.48  																																																							|-The branch is then unsatisfiable
% 64.53/29.48  																																																						|-Branch two:
% 64.53/29.48  																																																						| (748)  ~ (unit = e1)
% 64.53/29.48  																																																						| (749) unit = e3
% 64.53/29.48  																																																						|
% 64.53/29.48  																																																							| From (749) and (244) follows:
% 64.53/29.48  																																																							| (750) op(e3, e4) = e4
% 64.53/29.48  																																																							|
% 64.53/29.48  																																																							| From (749) and (40) follows:
% 64.53/29.48  																																																							| (3715) op(e3, e3) = e3
% 64.53/29.48  																																																							|
% 64.53/29.48  																																																							| From (749) and (42) follows:
% 64.53/29.48  																																																							| (752) op(e0, e3) = e0
% 64.53/29.48  																																																							|
% 64.53/29.48  																																																							| Instantiating formula (29) with e3, e4, e4, e2 and discharging atoms op(e3, e4) = e4, op(e3, e4) = e2, yields:
% 64.53/29.48  																																																							| (323) e4 = e2
% 64.53/29.48  																																																							|
% 64.53/29.48  																																																							| Instantiating formula (29) with e3, e3, e3, e4 and discharging atoms op(e3, e3) = e4, op(e3, e3) = e3, yields:
% 64.53/29.48  																																																							| (425) e4 = e3
% 64.53/29.48  																																																							|
% 64.53/29.48  																																																							| Instantiating formula (29) with e0, e3, e0, e3 and discharging atoms op(e0, e3) = e3, op(e0, e3) = e0, yields:
% 64.53/29.48  																																																							| (676) e3 = e0
% 64.53/29.48  																																																							|
% 64.53/29.48  																																																							| Combining equations (323,425) yields a new equation:
% 64.53/29.48  																																																							| (662) e3 = e2
% 64.53/29.48  																																																							|
% 64.53/29.48  																																																							| Combining equations (662,676) yields a new equation:
% 64.53/29.48  																																																							| (391) e2 = e0
% 64.53/29.48  																																																							|
% 64.53/29.48  																																																							| Simplifying 391 yields:
% 64.53/29.48  																																																							| (330) e2 = e0
% 64.53/29.48  																																																							|
% 64.53/29.48  																																																							| Equations (330) can reduce 128 to:
% 64.53/29.48  																																																							| (266) $false
% 64.53/29.48  																																																							|
% 64.53/29.48  																																																							|-The branch is then unsatisfiable
% 64.53/29.48  																																																		|-Branch two:
% 64.53/29.48  																																																		| (360)  ~ (all_0_44_44 = e0)
% 64.53/29.48  																																																		| (1760) all_0_49_49 = e0 | all_0_58_58 = e0
% 64.53/29.48  																																																		|
% 64.53/29.48  																																																			+-Applying beta-rule and splitting (6766), into two cases.
% 64.53/29.48  																																																			|-Branch one:
% 64.53/29.48  																																																			| (356) all_0_43_43 = e0
% 64.53/29.48  																																																			|
% 64.53/29.48  																																																				| Combining equations (430,356) yields a new equation:
% 64.53/29.48  																																																				| (546) e1 = e0
% 64.53/29.48  																																																				|
% 64.53/29.48  																																																				| Simplifying 546 yields:
% 64.53/29.48  																																																				| (431) e1 = e0
% 64.53/29.48  																																																				|
% 64.53/29.48  																																																				| Equations (431) can reduce 233 to:
% 64.53/29.48  																																																				| (266) $false
% 64.53/29.48  																																																				|
% 64.53/29.48  																																																				|-The branch is then unsatisfiable
% 64.53/29.48  																																																			|-Branch two:
% 64.53/29.48  																																																			| (5470)  ~ (all_0_43_43 = e0)
% 64.53/29.48  																																																			| (1414) all_0_44_44 = e0
% 64.53/29.48  																																																			|
% 64.53/29.48  																																																				| Equations (1414) can reduce 360 to:
% 64.53/29.48  																																																				| (266) $false
% 64.53/29.48  																																																				|
% 64.53/29.48  																																																				|-The branch is then unsatisfiable
% 64.53/29.48  																																																|-Branch two:
% 64.53/29.48  																																																| (252)  ~ (all_0_47_47 = e4)
% 64.53/29.48  																																																| (6548) all_0_51_51 = e4 | all_0_56_56 = e4
% 64.53/29.48  																																																|
% 64.53/29.48  																																																	+-Applying beta-rule and splitting (6548), into two cases.
% 64.53/29.48  																																																	|-Branch one:
% 64.53/29.48  																																																	| (1101) all_0_51_51 = e4
% 64.53/29.48  																																																	|
% 64.53/29.48  																																																		| Combining equations (504,1101) yields a new equation:
% 64.53/29.48  																																																		| (323) e4 = e2
% 64.53/29.48  																																																		|
% 64.53/29.48  																																																		| Equations (323) can reduce 48 to:
% 64.53/29.48  																																																		| (266) $false
% 64.53/29.48  																																																		|
% 64.53/29.48  																																																		|-The branch is then unsatisfiable
% 64.53/29.48  																																																	|-Branch two:
% 64.53/29.48  																																																	| (475)  ~ (all_0_51_51 = e4)
% 64.53/29.48  																																																	| (842) all_0_56_56 = e4
% 64.53/29.48  																																																	|
% 64.53/29.48  																																																		| Combining equations (1569,842) yields a new equation:
% 64.53/29.48  																																																		| (630) e4 = e1
% 64.53/29.48  																																																		|
% 64.53/29.48  																																																		| Equations (630) can reduce 110 to:
% 64.53/29.48  																																																		| (266) $false
% 64.53/29.48  																																																		|
% 64.53/29.48  																																																		|-The branch is then unsatisfiable
% 64.53/29.48  																																															|-Branch two:
% 64.53/29.48  																																															| (831)  ~ (all_0_46_46 = e0)
% 64.53/29.48  																																															| (832) all_0_47_47 = e0 | all_0_48_48 = e0 | all_0_49_49 = e0
% 64.53/29.48  																																															|
% 64.53/29.48  																																																+-Applying beta-rule and splitting (123), into two cases.
% 64.53/29.48  																																																|-Branch one:
% 64.53/29.48  																																																| (1794) all_0_46_46 = e2
% 64.53/29.48  																																																|
% 64.53/29.48  																																																	| Equations (1794) can reduce 300 to:
% 64.53/29.48  																																																	| (266) $false
% 64.53/29.48  																																																	|
% 64.53/29.48  																																																	|-The branch is then unsatisfiable
% 64.53/29.48  																																																|-Branch two:
% 64.53/29.48  																																																| (300)  ~ (all_0_46_46 = e2)
% 64.53/29.48  																																																| (1797) all_0_46_46 = e4 | all_0_46_46 = e3 | all_0_46_46 = e1 | all_0_46_46 = e0
% 64.53/29.48  																																																|
% 64.53/29.48  																																																	+-Applying beta-rule and splitting (1797), into two cases.
% 64.53/29.48  																																																	|-Branch one:
% 64.53/29.48  																																																	| (770) all_0_46_46 = e4
% 64.53/29.48  																																																	|
% 64.53/29.48  																																																		| Equations (770) can reduce 250 to:
% 64.53/29.48  																																																		| (266) $false
% 64.53/29.48  																																																		|
% 64.53/29.48  																																																		|-The branch is then unsatisfiable
% 64.53/29.48  																																																	|-Branch two:
% 64.53/29.48  																																																	| (250)  ~ (all_0_46_46 = e4)
% 64.53/29.48  																																																	| (1801) all_0_46_46 = e3 | all_0_46_46 = e1 | all_0_46_46 = e0
% 64.53/29.48  																																																	|
% 64.53/29.48  																																																		+-Applying beta-rule and splitting (1801), into two cases.
% 64.53/29.48  																																																		|-Branch one:
% 64.53/29.48  																																																		| (538) all_0_46_46 = e0
% 64.53/29.48  																																																		|
% 64.53/29.48  																																																			| Equations (538) can reduce 831 to:
% 64.53/29.48  																																																			| (266) $false
% 64.53/29.48  																																																			|
% 64.53/29.48  																																																			|-The branch is then unsatisfiable
% 64.53/29.48  																																																		|-Branch two:
% 64.53/29.48  																																																		| (831)  ~ (all_0_46_46 = e0)
% 64.53/29.48  																																																		| (1838) all_0_46_46 = e3 | all_0_46_46 = e1
% 64.53/29.48  																																																		|
% 64.53/29.48  																																																			+-Applying beta-rule and splitting (1838), into two cases.
% 64.53/29.48  																																																			|-Branch one:
% 64.53/29.48  																																																			| (545) all_0_46_46 = e1
% 64.53/29.48  																																																			|
% 64.53/29.48  																																																				| Equations (545) can reduce 549 to:
% 64.53/29.48  																																																				| (266) $false
% 64.53/29.48  																																																				|
% 64.53/29.48  																																																				|-The branch is then unsatisfiable
% 64.53/29.48  																																																			|-Branch two:
% 64.53/29.48  																																																			| (549)  ~ (all_0_46_46 = e1)
% 64.53/29.48  																																																			| (1557) all_0_46_46 = e3
% 64.53/29.48  																																																			|
% 64.53/29.48  																																																				| Equations (1557) can reduce 409 to:
% 64.53/29.48  																																																				| (266) $false
% 64.53/29.48  																																																				|
% 64.53/29.48  																																																				|-The branch is then unsatisfiable
% 64.53/29.48  																																											|-Branch two:
% 64.53/29.48  																																											| (440)  ~ (all_0_41_41 = e4)
% 64.53/29.48  																																											| (441) all_0_42_42 = e4 | all_0_43_43 = e4 | all_0_44_44 = e4
% 64.53/29.48  																																											|
% 64.53/29.48  																																												+-Applying beta-rule and splitting (27), into two cases.
% 64.53/29.48  																																												|-Branch one:
% 64.53/29.48  																																												| (437) all_0_41_41 = e4
% 64.53/29.48  																																												|
% 64.53/29.48  																																													| Equations (437) can reduce 440 to:
% 64.53/29.48  																																													| (266) $false
% 64.53/29.48  																																													|
% 64.53/29.48  																																													|-The branch is then unsatisfiable
% 64.53/29.48  																																												|-Branch two:
% 64.53/29.48  																																												| (440)  ~ (all_0_41_41 = e4)
% 64.53/29.48  																																												| (4049) all_0_41_41 = e3 | all_0_41_41 = e1 | all_0_41_41 = e0
% 64.53/29.48  																																												|
% 64.53/29.48  																																													+-Applying beta-rule and splitting (184), into two cases.
% 64.53/29.48  																																													|-Branch one:
% 64.53/29.48  																																													| (538) all_0_46_46 = e0
% 64.53/29.48  																																													|
% 64.53/29.48  																																														| Equations (538) can reduce 43 to:
% 64.53/29.48  																																														| (357)  ~ (all_0_41_41 = e0)
% 64.53/29.48  																																														|
% 64.53/29.48  																																														+-Applying beta-rule and splitting (165), into two cases.
% 64.53/29.48  																																														|-Branch one:
% 64.53/29.48  																																														| (794) all_0_41_41 = e0
% 64.53/29.48  																																														|
% 64.53/29.48  																																															| Equations (794) can reduce 357 to:
% 64.53/29.48  																																															| (266) $false
% 64.53/29.48  																																															|
% 64.53/29.48  																																															|-The branch is then unsatisfiable
% 64.53/29.48  																																														|-Branch two:
% 64.53/29.48  																																														| (357)  ~ (all_0_41_41 = e0)
% 64.53/29.48  																																														| (6761) all_0_42_42 = e0 | all_0_43_43 = e0 | all_0_44_44 = e0
% 64.53/29.48  																																														|
% 64.53/29.48  																																															+-Applying beta-rule and splitting (4049), into two cases.
% 64.53/29.48  																																															|-Branch one:
% 64.53/29.48  																																															| (794) all_0_41_41 = e0
% 64.53/29.48  																																															|
% 64.53/29.48  																																																| Equations (794) can reduce 357 to:
% 64.53/29.48  																																																| (266) $false
% 64.53/29.48  																																																|
% 64.53/29.48  																																																|-The branch is then unsatisfiable
% 64.53/29.48  																																															|-Branch two:
% 64.53/29.48  																																															| (357)  ~ (all_0_41_41 = e0)
% 64.53/29.49  																																															| (4053) all_0_41_41 = e3 | all_0_41_41 = e1
% 64.53/29.49  																																															|
% 64.53/29.49  																																																+-Applying beta-rule and splitting (4053), into two cases.
% 64.53/29.49  																																																|-Branch one:
% 64.53/29.49  																																																| (453) all_0_41_41 = e1
% 64.53/29.49  																																																|
% 64.53/29.49  																																																	| Equations (453) can reduce 457 to:
% 64.53/29.49  																																																	| (266) $false
% 64.53/29.49  																																																	|
% 64.53/29.49  																																																	|-The branch is then unsatisfiable
% 64.53/29.49  																																																|-Branch two:
% 64.53/29.49  																																																| (457)  ~ (all_0_41_41 = e1)
% 64.53/29.49  																																																| (403) all_0_41_41 = e3
% 64.53/29.49  																																																|
% 64.53/29.49  																																																	| Equations (403) can reduce 1898 to:
% 64.53/29.49  																																																	| (266) $false
% 64.53/29.49  																																																	|
% 64.53/29.49  																																																	|-The branch is then unsatisfiable
% 64.53/29.49  																																													|-Branch two:
% 64.53/29.49  																																													| (831)  ~ (all_0_46_46 = e0)
% 64.53/29.49  																																													| (832) all_0_47_47 = e0 | all_0_48_48 = e0 | all_0_49_49 = e0
% 64.53/29.49  																																													|
% 64.53/29.49  																																														+-Applying beta-rule and splitting (832), into two cases.
% 64.53/29.49  																																														|-Branch one:
% 64.53/29.49  																																														| (674) all_0_47_47 = e0
% 64.53/29.49  																																														|
% 64.53/29.49  																																															| Equations (674) can reduce 678 to:
% 64.53/29.49  																																															| (266) $false
% 64.53/29.49  																																															|
% 64.53/29.49  																																															|-The branch is then unsatisfiable
% 64.53/29.49  																																														|-Branch two:
% 64.53/29.49  																																														| (678)  ~ (all_0_47_47 = e0)
% 64.53/29.49  																																														| (1278) all_0_48_48 = e0 | all_0_49_49 = e0
% 64.53/29.49  																																														|
% 64.53/29.49  																																															+-Applying beta-rule and splitting (1278), into two cases.
% 64.53/29.49  																																															|-Branch one:
% 64.53/29.49  																																															| (1279) all_0_48_48 = e0
% 64.53/29.49  																																															|
% 64.53/29.49  																																																| Combining equations (335,1279) yields a new equation:
% 64.53/29.49  																																																| (391) e2 = e0
% 64.53/29.49  																																																|
% 64.53/29.49  																																																| Simplifying 391 yields:
% 64.53/29.49  																																																| (330) e2 = e0
% 64.53/29.49  																																																|
% 64.53/29.49  																																																| Equations (330) can reduce 128 to:
% 64.53/29.49  																																																| (266) $false
% 64.53/29.49  																																																|
% 64.53/29.49  																																																|-The branch is then unsatisfiable
% 64.53/29.49  																																															|-Branch two:
% 64.53/29.49  																																															| (1283)  ~ (all_0_48_48 = e0)
% 64.53/29.49  																																															| (978) all_0_49_49 = e0
% 64.53/29.49  																																															|
% 64.53/29.49  																																																| Combining equations (671,978) yields a new equation:
% 64.53/29.49  																																																| (546) e1 = e0
% 64.53/29.49  																																																|
% 64.53/29.49  																																																| Simplifying 546 yields:
% 64.53/29.49  																																																| (431) e1 = e0
% 64.53/29.49  																																																|
% 64.53/29.49  																																																| Equations (431) can reduce 233 to:
% 64.53/29.49  																																																| (266) $false
% 64.53/29.49  																																																|
% 64.53/29.49  																																																|-The branch is then unsatisfiable
% 64.53/29.49  																																										|-Branch two:
% 64.53/29.49  																																										| (447)  ~ (all_0_40_40 = e4)
% 64.53/29.49  																																										| (485) all_0_40_40 = e0
% 64.53/29.49  																																										|
% 64.53/29.49  																																											| Equations (485) can reduce 1401 to:
% 64.53/29.49  																																											| (266) $false
% 64.53/29.49  																																											|
% 64.53/29.49  																																											|-The branch is then unsatisfiable
% 64.53/29.49  																																								|-Branch two:
% 64.53/29.49  																																								| (484)  ~ (all_0_39_39 = e0)
% 64.53/29.49  																																								| (558) all_0_42_42 = e0 | all_0_47_47 = e0 | all_0_56_56 = e0
% 64.53/29.49  																																								|
% 64.53/29.49  																																									+-Applying beta-rule and splitting (320), into two cases.
% 64.53/29.49  																																									|-Branch one:
% 64.53/29.49  																																									| (471) all_0_39_39 = e4
% 64.53/29.49  																																									|
% 64.53/29.49  																																										| Equations (471) can reduce 79 to:
% 64.53/29.49  																																										| (251)  ~ (all_0_47_47 = e4)
% 64.53/29.49  																																										|
% 64.53/29.49  																																										| Simplifying 251 yields:
% 64.53/29.49  																																										| (252)  ~ (all_0_47_47 = e4)
% 64.53/29.49  																																										|
% 64.53/29.49  																																										| Equations (471) can reduce 246 to:
% 64.53/29.49  																																										| (188)  ~ (e4 = e3)
% 64.53/29.49  																																										|
% 64.53/29.49  																																										| Equations (471) can reduce 484 to:
% 64.53/29.49  																																										| (49)  ~ (e4 = e0)
% 64.53/29.49  																																										|
% 64.53/29.49  																																										| From (471) and (14) follows:
% 64.53/29.49  																																										| (4284) op(e4, e2) = e4
% 64.53/29.49  																																										|
% 64.53/29.49  																																										+-Applying beta-rule and splitting (105), into two cases.
% 64.53/29.49  																																										|-Branch one:
% 64.53/29.49  																																										| (1105) all_0_47_47 = e2
% 64.53/29.49  																																										|
% 64.53/29.49  																																											| Equations (1105) can reduce 338 to:
% 64.53/29.49  																																											| (266) $false
% 64.53/29.49  																																											|
% 64.53/29.49  																																											|-The branch is then unsatisfiable
% 64.53/29.49  																																										|-Branch two:
% 64.53/29.49  																																										| (338)  ~ (all_0_47_47 = e2)
% 64.53/29.49  																																										| (1789) all_0_47_47 = e4 | all_0_47_47 = e3 | all_0_47_47 = e1 | all_0_47_47 = e0
% 64.53/29.49  																																										|
% 64.53/29.49  																																											+-Applying beta-rule and splitting (206), into two cases.
% 64.53/29.49  																																											|-Branch one:
% 64.53/29.49  																																											| (248) all_0_45_45 = e4
% 64.53/29.49  																																											|
% 64.53/29.49  																																												| Combining equations (248,423) yields a new equation:
% 64.53/29.49  																																												| (424) e4 = e3
% 64.53/29.49  																																												|
% 64.53/29.49  																																												| Simplifying 424 yields:
% 64.53/29.49  																																												| (425) e4 = e3
% 64.53/29.49  																																												|
% 64.53/29.49  																																												| Equations (425) can reduce 188 to:
% 64.53/29.49  																																												| (266) $false
% 64.53/29.49  																																												|
% 64.53/29.49  																																												|-The branch is then unsatisfiable
% 64.53/29.49  																																											|-Branch two:
% 64.53/29.49  																																											| (60416)  ~ (all_0_45_45 = e4)
% 64.53/29.49  																																											| (61457) all_0_46_46 = e4 | all_0_47_47 = e4 | all_0_48_48 = e4 | all_0_49_49 = e4
% 64.53/29.49  																																											|
% 64.53/29.49  																																												+-Applying beta-rule and splitting (333), into two cases.
% 64.53/29.49  																																												|-Branch one:
% 64.53/29.49  																																												| (480) all_0_39_39 = e0
% 64.53/29.49  																																												|
% 64.53/29.49  																																													| Combining equations (480,471) yields a new equation:
% 64.53/29.49  																																													| (397) e4 = e0
% 64.53/29.49  																																													|
% 64.53/29.49  																																													| Equations (397) can reduce 49 to:
% 64.53/29.49  																																													| (266) $false
% 64.53/29.49  																																													|
% 64.53/29.49  																																													|-The branch is then unsatisfiable
% 64.53/29.49  																																												|-Branch two:
% 64.53/29.49  																																												| (484)  ~ (all_0_39_39 = e0)
% 64.53/29.49  																																												| (485) all_0_40_40 = e0
% 64.53/29.49  																																												|
% 64.53/29.49  																																													| Equations (485) can reduce 143 to:
% 64.53/29.49  																																													| (359)  ~ (all_0_44_44 = e0)
% 64.53/29.49  																																													|
% 64.53/29.49  																																													| Simplifying 359 yields:
% 64.53/29.49  																																													| (360)  ~ (all_0_44_44 = e0)
% 64.53/29.49  																																													|
% 64.53/29.49  																																													| Equations (485) can reduce 2 to:
% 64.53/29.49  																																													| (541)  ~ (e3 = e0)
% 64.53/29.49  																																													|
% 64.53/29.49  																																													| Simplifying 541 yields:
% 64.53/29.49  																																													| (80)  ~ (e3 = e0)
% 64.53/29.49  																																													|
% 64.53/29.49  																																													| Equations (485) can reduce 132 to:
% 64.53/29.49  																																													| (435)  ~ (e1 = e0)
% 64.53/29.49  																																													|
% 64.53/29.49  																																													| Simplifying 435 yields:
% 64.53/29.49  																																													| (233)  ~ (e1 = e0)
% 64.53/29.49  																																													|
% 64.53/29.49  																																													+-Applying beta-rule and splitting (26), into two cases.
% 64.53/29.49  																																													|-Branch one:
% 64.53/29.49  																																													| (446) all_0_44_44 = e4
% 64.53/29.49  																																													|
% 64.53/29.49  																																														| Equations (446) can reduce 147 to:
% 64.53/29.49  																																														| (48)  ~ (e4 = e2)
% 64.53/29.49  																																														|
% 64.53/29.49  																																														| Equations (446) can reduce 639 to:
% 64.53/29.49  																																														| (110)  ~ (e4 = e1)
% 64.53/29.49  																																														|
% 64.53/29.49  																																														+-Applying beta-rule and splitting (558), into two cases.
% 64.53/29.49  																																														|-Branch one:
% 64.53/29.49  																																														| (559) all_0_42_42 = e0
% 64.53/29.49  																																														|
% 64.53/29.49  																																															| Combining equations (559,516) yields a new equation:
% 64.53/29.49  																																															| (676) e3 = e0
% 64.53/29.49  																																															|
% 64.53/29.49  																																															| Equations (676) can reduce 80 to:
% 64.53/29.49  																																															| (266) $false
% 64.53/29.49  																																															|
% 64.53/29.49  																																															|-The branch is then unsatisfiable
% 64.53/29.49  																																														|-Branch two:
% 64.53/29.49  																																														| (358)  ~ (all_0_42_42 = e0)
% 64.53/29.49  																																														| (563) all_0_47_47 = e0 | all_0_56_56 = e0
% 64.53/29.49  																																														|
% 64.53/29.49  																																															| Equations (516) can reduce 358 to:
% 64.53/29.49  																																															| (80)  ~ (e3 = e0)
% 64.53/29.49  																																															|
% 64.53/29.49  																																															+-Applying beta-rule and splitting (61457), into two cases.
% 64.53/29.49  																																															|-Branch one:
% 64.53/29.49  																																															| (770) all_0_46_46 = e4
% 64.53/29.49  																																															|
% 64.53/29.49  																																																| Equations (770) can reduce 19 to:
% 64.53/29.49  																																																| (251)  ~ (all_0_47_47 = e4)
% 64.53/29.49  																																																|
% 64.53/29.49  																																																| Simplifying 251 yields:
% 64.53/29.49  																																																| (252)  ~ (all_0_47_47 = e4)
% 64.53/29.49  																																																|
% 64.53/29.49  																																																+-Applying beta-rule and splitting (165), into two cases.
% 64.53/29.49  																																																|-Branch one:
% 64.53/29.49  																																																| (794) all_0_41_41 = e0
% 64.53/29.49  																																																|
% 64.53/29.49  																																																	| Equations (794) can reduce 457 to:
% 64.53/29.49  																																																	| (435)  ~ (e1 = e0)
% 64.53/29.49  																																																	|
% 64.53/29.49  																																																	| Simplifying 435 yields:
% 64.53/29.49  																																																	| (233)  ~ (e1 = e0)
% 64.53/29.49  																																																	|
% 64.53/29.49  																																																	+-Applying beta-rule and splitting (563), into two cases.
% 64.53/29.49  																																																	|-Branch one:
% 64.53/29.49  																																																	| (674) all_0_47_47 = e0
% 64.53/29.49  																																																	|
% 64.53/29.49  																																																		| Equations (674) can reduce 338 to:
% 64.53/29.49  																																																		| (365)  ~ (e2 = e0)
% 64.53/29.49  																																																		|
% 64.53/29.49  																																																		| Simplifying 365 yields:
% 64.53/29.49  																																																		| (128)  ~ (e2 = e0)
% 64.53/29.49  																																																		|
% 64.53/29.49  																																																		| Equations (674) can reduce 462 to:
% 64.53/29.49  																																																		| (435)  ~ (e1 = e0)
% 64.53/29.49  																																																		|
% 64.53/29.49  																																																		| Simplifying 435 yields:
% 64.53/29.49  																																																		| (233)  ~ (e1 = e0)
% 64.53/29.49  																																																		|
% 64.53/29.49  																																																		| From (674) and (23) follows:
% 64.53/29.49  																																																		| (3148) op(e2, e2) = e0
% 64.53/29.49  																																																		|
% 64.53/29.49  																																																		+-Applying beta-rule and splitting (56), into two cases.
% 64.53/29.49  																																																		|-Branch one:
% 64.53/29.49  																																																		| (696) unit = e2
% 64.53/29.49  																																																		|
% 64.53/29.49  																																																			| From (696) and (32) follows:
% 64.53/29.49  																																																			| (698) op(e2, e2) = e2
% 64.53/29.49  																																																			|
% 64.53/29.49  																																																			| From (696) and (28) follows:
% 64.53/29.49  																																																			| (699) op(e1, e2) = e1
% 64.53/29.49  																																																			|
% 64.53/29.49  																																																			| Instantiating formula (29) with e2, e2, e2, e0 and discharging atoms op(e2, e2) = e2, op(e2, e2) = e0, yields:
% 64.53/29.49  																																																			| (330) e2 = e0
% 64.53/29.49  																																																			|
% 64.53/29.49  																																																			| Instantiating formula (29) with e1, e2, e1, e2 and discharging atoms op(e1, e2) = e2, op(e1, e2) = e1, yields:
% 64.53/29.49  																																																			| (617) e2 = e1
% 64.53/29.49  																																																			|
% 64.53/29.49  																																																			| Combining equations (617,330) yields a new equation:
% 64.53/29.49  																																																			| (546) e1 = e0
% 64.53/29.49  																																																			|
% 64.53/29.49  																																																			| Simplifying 546 yields:
% 64.53/29.49  																																																			| (431) e1 = e0
% 64.53/29.49  																																																			|
% 64.53/29.49  																																																			| Equations (431) can reduce 233 to:
% 64.53/29.49  																																																			| (266) $false
% 64.53/29.49  																																																			|
% 64.53/29.49  																																																			|-The branch is then unsatisfiable
% 64.53/29.49  																																																		|-Branch two:
% 64.53/29.49  																																																		| (707)  ~ (unit = e2)
% 64.53/29.49  																																																		| (708) unit = e4 | unit = e3 | unit = e1 | unit = e0
% 64.53/29.49  																																																		|
% 64.53/29.49  																																																			+-Applying beta-rule and splitting (708), into two cases.
% 64.53/29.49  																																																			|-Branch one:
% 64.53/29.49  																																																			| (709) unit = e4
% 64.53/29.49  																																																			|
% 64.53/29.49  																																																				| From (709) and (15) follows:
% 64.53/29.49  																																																				| (22188) op(e4, e2) = e2
% 64.53/29.49  																																																				|
% 64.53/29.49  																																																				| From (709) and (211) follows:
% 64.53/29.49  																																																				| (22527) op(e4, e1) = e1
% 64.53/29.49  																																																				|
% 64.53/29.49  																																																				| From (709) and (32) follows:
% 64.53/29.49  																																																				| (712) op(e2, e4) = e2
% 64.53/29.49  																																																				|
% 64.53/29.49  																																																				| From (709) and (42) follows:
% 64.53/29.49  																																																				| (713) op(e0, e4) = e0
% 64.53/29.49  																																																				|
% 64.53/29.49  																																																				| Instantiating formula (29) with e4, e2, e2, e4 and discharging atoms op(e4, e2) = e4, op(e4, e2) = e2, yields:
% 64.53/29.49  																																																				| (323) e4 = e2
% 64.53/29.49  																																																				|
% 64.53/29.49  																																																				| Instantiating formula (29) with e4, e1, e1, e3 and discharging atoms op(e4, e1) = e3, op(e4, e1) = e1, yields:
% 64.53/29.49  																																																				| (455) e3 = e1
% 64.53/29.49  																																																				|
% 64.53/29.49  																																																				| Instantiating formula (29) with e2, e4, e2, e3 and discharging atoms op(e2, e4) = e3, op(e2, e4) = e2, yields:
% 64.53/29.49  																																																				| (662) e3 = e2
% 64.53/29.49  																																																				|
% 64.53/29.49  																																																				| Instantiating formula (29) with e0, e4, e0, e4 and discharging atoms op(e0, e4) = e4, op(e0, e4) = e0, yields:
% 64.53/29.49  																																																				| (397) e4 = e0
% 64.53/29.49  																																																				|
% 64.53/29.49  																																																				| Combining equations (323,397) yields a new equation:
% 64.53/29.49  																																																				| (391) e2 = e0
% 64.53/29.49  																																																				|
% 64.53/29.49  																																																				| Simplifying 391 yields:
% 64.53/29.49  																																																				| (330) e2 = e0
% 64.53/29.49  																																																				|
% 64.53/29.49  																																																				| Combining equations (455,662) yields a new equation:
% 64.53/29.49  																																																				| (617) e2 = e1
% 64.53/29.49  																																																				|
% 64.53/29.50  																																																				| Combining equations (617,330) yields a new equation:
% 64.53/29.50  																																																				| (546) e1 = e0
% 64.53/29.50  																																																				|
% 64.53/29.50  																																																				| Simplifying 546 yields:
% 64.53/29.50  																																																				| (431) e1 = e0
% 64.53/29.50  																																																				|
% 64.53/29.50  																																																				| Equations (431) can reduce 233 to:
% 64.53/29.50  																																																				| (266) $false
% 64.53/29.50  																																																				|
% 64.53/29.50  																																																				|-The branch is then unsatisfiable
% 64.53/29.50  																																																			|-Branch two:
% 64.53/29.50  																																																			| (724)  ~ (unit = e4)
% 64.53/29.50  																																																			| (725) unit = e3 | unit = e1 | unit = e0
% 64.53/29.50  																																																			|
% 64.53/29.50  																																																				+-Applying beta-rule and splitting (725), into two cases.
% 64.53/29.50  																																																				|-Branch one:
% 64.53/29.50  																																																				| (726) unit = e0
% 64.53/29.50  																																																				|
% 64.53/29.50  																																																					| From (726) and (15) follows:
% 64.53/29.50  																																																					| (1508) op(e0, e2) = e2
% 64.53/29.50  																																																					|
% 64.53/29.50  																																																					| From (726) and (42) follows:
% 64.53/29.50  																																																					| (728) op(e0, e0) = e0
% 64.53/29.50  																																																					|
% 64.53/29.50  																																																					| Instantiating formula (29) with e0, e2, e2, e1 and discharging atoms op(e0, e2) = e2, op(e0, e2) = e1, yields:
% 64.53/29.50  																																																					| (617) e2 = e1
% 64.53/29.50  																																																					|
% 64.53/29.50  																																																					| Instantiating formula (29) with e0, e0, e0, e2 and discharging atoms op(e0, e0) = e2, op(e0, e0) = e0, yields:
% 64.53/29.50  																																																					| (330) e2 = e0
% 64.53/29.50  																																																					|
% 64.53/29.50  																																																					| Combining equations (617,330) yields a new equation:
% 64.53/29.50  																																																					| (546) e1 = e0
% 64.53/29.50  																																																					|
% 64.53/29.50  																																																					| Simplifying 546 yields:
% 64.53/29.50  																																																					| (431) e1 = e0
% 64.53/29.50  																																																					|
% 64.53/29.50  																																																					| Equations (431) can reduce 233 to:
% 64.53/29.50  																																																					| (266) $false
% 64.53/29.50  																																																					|
% 64.53/29.50  																																																					|-The branch is then unsatisfiable
% 64.53/29.50  																																																				|-Branch two:
% 64.53/29.50  																																																				| (734)  ~ (unit = e0)
% 64.53/29.50  																																																				| (735) unit = e3 | unit = e1
% 64.53/29.50  																																																				|
% 64.53/29.50  																																																					+-Applying beta-rule and splitting (735), into two cases.
% 64.53/29.50  																																																					|-Branch one:
% 64.53/29.50  																																																					| (736) unit = e1
% 64.53/29.50  																																																					|
% 64.53/29.50  																																																						| Equations (736) can reduce 734 to:
% 64.53/29.50  																																																						| (233)  ~ (e1 = e0)
% 64.53/29.50  																																																						|
% 64.53/29.50  																																																						| From (736) and (209) follows:
% 64.53/29.50  																																																						| (2715) op(e1, e0) = e0
% 64.53/29.50  																																																						|
% 64.53/29.50  																																																						| From (736) and (227) follows:
% 64.53/29.50  																																																						| (739) op(e4, e1) = e4
% 64.53/29.50  																																																						|
% 64.53/29.50  																																																						| From (736) and (28) follows:
% 64.53/29.50  																																																						| (740) op(e1, e1) = e1
% 64.53/29.50  																																																						|
% 64.53/29.50  																																																						| Instantiating formula (29) with e4, e1, e4, e3 and discharging atoms op(e4, e1) = e4, op(e4, e1) = e3, yields:
% 64.53/29.50  																																																						| (425) e4 = e3
% 64.53/29.50  																																																						|
% 64.53/29.50  																																																						| Instantiating formula (29) with e1, e1, e1, e4 and discharging atoms op(e1, e1) = e4, op(e1, e1) = e1, yields:
% 64.53/29.50  																																																						| (630) e4 = e1
% 64.53/29.50  																																																						|
% 64.53/29.50  																																																						| Instantiating formula (29) with e1, e0, e0, e3 and discharging atoms op(e1, e0) = e3, op(e1, e0) = e0, yields:
% 64.53/29.50  																																																						| (676) e3 = e0
% 64.53/29.50  																																																						|
% 64.53/29.50  																																																						| Combining equations (425,630) yields a new equation:
% 64.53/29.50  																																																						| (454) e3 = e1
% 64.53/29.50  																																																						|
% 64.53/29.50  																																																						| Simplifying 454 yields:
% 64.53/29.50  																																																						| (455) e3 = e1
% 64.53/29.50  																																																						|
% 64.53/29.50  																																																						| Combining equations (676,455) yields a new equation:
% 64.53/29.50  																																																						| (431) e1 = e0
% 64.53/29.50  																																																						|
% 64.53/29.50  																																																						| Equations (431) can reduce 233 to:
% 64.53/29.50  																																																						| (266) $false
% 64.53/29.50  																																																						|
% 64.53/29.50  																																																						|-The branch is then unsatisfiable
% 64.53/29.50  																																																					|-Branch two:
% 64.53/29.50  																																																					| (748)  ~ (unit = e1)
% 64.53/29.50  																																																					| (749) unit = e3
% 64.53/29.50  																																																					|
% 64.53/29.50  																																																						| From (749) and (15) follows:
% 64.53/29.50  																																																						| (751) op(e3, e2) = e2
% 64.53/29.50  																																																						|
% 64.53/29.50  																																																						| From (749) and (42) follows:
% 64.53/29.50  																																																						| (752) op(e0, e3) = e0
% 64.53/29.50  																																																						|
% 64.53/29.50  																																																						| Instantiating formula (29) with e3, e2, e2, e3 and discharging atoms op(e3, e2) = e3, op(e3, e2) = e2, yields:
% 64.53/29.50  																																																						| (662) e3 = e2
% 64.53/29.50  																																																						|
% 64.53/29.50  																																																						| Instantiating formula (29) with e0, e3, e0, e3 and discharging atoms op(e0, e3) = e3, op(e0, e3) = e0, yields:
% 64.53/29.50  																																																						| (676) e3 = e0
% 64.53/29.50  																																																						|
% 64.53/29.50  																																																						| Combining equations (676,662) yields a new equation:
% 64.53/29.50  																																																						| (330) e2 = e0
% 64.53/29.50  																																																						|
% 64.53/29.50  																																																						| Equations (330) can reduce 128 to:
% 64.53/29.50  																																																						| (266) $false
% 64.53/29.50  																																																						|
% 64.53/29.50  																																																						|-The branch is then unsatisfiable
% 64.53/29.50  																																																	|-Branch two:
% 64.53/29.50  																																																	| (678)  ~ (all_0_47_47 = e0)
% 64.53/29.50  																																																	| (679) all_0_56_56 = e0
% 64.53/29.50  																																																	|
% 64.53/29.50  																																																		| Combining equations (1569,679) yields a new equation:
% 64.53/29.50  																																																		| (546) e1 = e0
% 64.53/29.50  																																																		|
% 64.53/29.50  																																																		| Simplifying 546 yields:
% 64.53/29.50  																																																		| (431) e1 = e0
% 64.53/29.50  																																																		|
% 64.53/29.50  																																																		| Equations (431) can reduce 233 to:
% 64.53/29.50  																																																		| (266) $false
% 64.53/29.50  																																																		|
% 64.53/29.50  																																																		|-The branch is then unsatisfiable
% 64.53/29.50  																																																|-Branch two:
% 64.53/29.50  																																																| (357)  ~ (all_0_41_41 = e0)
% 64.53/29.50  																																																| (6761) all_0_42_42 = e0 | all_0_43_43 = e0 | all_0_44_44 = e0
% 64.53/29.50  																																																|
% 64.53/29.50  																																																	+-Applying beta-rule and splitting (6761), into two cases.
% 64.53/29.50  																																																	|-Branch one:
% 64.53/29.50  																																																	| (559) all_0_42_42 = e0
% 64.53/29.50  																																																	|
% 64.53/29.50  																																																		| Combining equations (559,516) yields a new equation:
% 64.53/29.50  																																																		| (676) e3 = e0
% 64.53/29.50  																																																		|
% 64.53/29.50  																																																		| Equations (676) can reduce 80 to:
% 64.53/29.50  																																																		| (266) $false
% 64.53/29.50  																																																		|
% 64.53/29.50  																																																		|-The branch is then unsatisfiable
% 64.53/29.50  																																																	|-Branch two:
% 64.53/29.50  																																																	| (358)  ~ (all_0_42_42 = e0)
% 64.53/29.50  																																																	| (6766) all_0_43_43 = e0 | all_0_44_44 = e0
% 64.53/29.50  																																																	|
% 64.53/29.50  																																																		+-Applying beta-rule and splitting (563), into two cases.
% 64.53/29.50  																																																		|-Branch one:
% 64.53/29.50  																																																		| (674) all_0_47_47 = e0
% 64.53/29.50  																																																		|
% 64.53/29.50  																																																			| Equations (674) can reduce 252 to:
% 64.53/29.50  																																																			| (401)  ~ (e4 = e0)
% 64.53/29.50  																																																			|
% 64.53/29.50  																																																			| Simplifying 401 yields:
% 64.53/29.50  																																																			| (49)  ~ (e4 = e0)
% 64.53/29.50  																																																			|
% 64.53/29.50  																																																			| Equations (674) can reduce 462 to:
% 64.53/29.50  																																																			| (435)  ~ (e1 = e0)
% 64.53/29.50  																																																			|
% 64.53/29.50  																																																			| Simplifying 435 yields:
% 64.53/29.50  																																																			| (233)  ~ (e1 = e0)
% 64.53/29.50  																																																			|
% 64.53/29.50  																																																			+-Applying beta-rule and splitting (6766), into two cases.
% 64.53/29.50  																																																			|-Branch one:
% 64.53/29.50  																																																			| (356) all_0_43_43 = e0
% 64.53/29.50  																																																			|
% 64.53/29.50  																																																				| Combining equations (430,356) yields a new equation:
% 64.53/29.50  																																																				| (546) e1 = e0
% 64.53/29.50  																																																				|
% 64.53/29.50  																																																				| Simplifying 546 yields:
% 64.53/29.50  																																																				| (431) e1 = e0
% 64.53/29.50  																																																				|
% 64.53/29.50  																																																				| Equations (431) can reduce 233 to:
% 64.53/29.50  																																																				| (266) $false
% 64.53/29.50  																																																				|
% 64.53/29.50  																																																				|-The branch is then unsatisfiable
% 64.53/29.50  																																																			|-Branch two:
% 64.53/29.50  																																																			| (5470)  ~ (all_0_43_43 = e0)
% 64.53/29.50  																																																			| (1414) all_0_44_44 = e0
% 64.53/29.50  																																																			|
% 64.53/29.50  																																																				| Combining equations (446,1414) yields a new equation:
% 64.53/29.50  																																																				| (481) e4 = e0
% 64.53/29.50  																																																				|
% 64.53/29.50  																																																				| Simplifying 481 yields:
% 64.53/29.50  																																																				| (397) e4 = e0
% 64.53/29.50  																																																				|
% 64.53/29.50  																																																				| Equations (397) can reduce 49 to:
% 64.53/29.50  																																																				| (266) $false
% 64.53/29.50  																																																				|
% 64.53/29.50  																																																				|-The branch is then unsatisfiable
% 64.53/29.50  																																																		|-Branch two:
% 64.53/29.50  																																																		| (678)  ~ (all_0_47_47 = e0)
% 64.53/29.50  																																																		| (679) all_0_56_56 = e0
% 64.53/29.50  																																																		|
% 64.53/29.50  																																																			| Combining equations (1569,679) yields a new equation:
% 64.53/29.50  																																																			| (546) e1 = e0
% 64.53/29.50  																																																			|
% 64.53/29.50  																																																			| Simplifying 546 yields:
% 64.53/29.50  																																																			| (431) e1 = e0
% 64.53/29.50  																																																			|
% 64.53/29.50  																																																			| Equations (431) can reduce 233 to:
% 64.53/29.50  																																																			| (266) $false
% 64.53/29.50  																																																			|
% 64.53/29.50  																																																			|-The branch is then unsatisfiable
% 64.53/29.50  																																															|-Branch two:
% 64.53/29.50  																																															| (250)  ~ (all_0_46_46 = e4)
% 64.53/29.50  																																															| (61466) all_0_47_47 = e4 | all_0_48_48 = e4 | all_0_49_49 = e4
% 64.53/29.50  																																															|
% 64.53/29.50  																																																+-Applying beta-rule and splitting (62), into two cases.
% 64.53/29.50  																																																|-Branch one:
% 64.53/29.50  																																																| (321) all_0_38_38 = e4
% 64.53/29.50  																																																|
% 64.53/29.50  																																																	| Combining equations (321,292) yields a new equation:
% 64.53/29.50  																																																	| (322) e4 = e2
% 64.53/29.50  																																																	|
% 64.53/29.50  																																																	| Simplifying 322 yields:
% 64.53/29.50  																																																	| (323) e4 = e2
% 64.53/29.50  																																																	|
% 64.53/29.50  																																																	| Equations (323) can reduce 48 to:
% 64.53/29.50  																																																	| (266) $false
% 64.53/29.50  																																																	|
% 64.53/29.50  																																																	|-The branch is then unsatisfiable
% 64.53/29.50  																																																|-Branch two:
% 64.53/29.50  																																																| (325)  ~ (all_0_38_38 = e4)
% 64.53/29.50  																																																| (582) all_0_41_41 = e4 | all_0_46_46 = e4 | all_0_50_50 = e4 | all_0_55_55 = e4
% 64.53/29.50  																																																|
% 64.53/29.50  																																																	| Equations (292) can reduce 325 to:
% 64.53/29.50  																																																	| (327)  ~ (e4 = e2)
% 64.53/29.50  																																																	|
% 64.53/29.50  																																																	| Simplifying 327 yields:
% 64.53/29.50  																																																	| (48)  ~ (e4 = e2)
% 64.53/29.50  																																																	|
% 64.53/29.50  																																																	+-Applying beta-rule and splitting (61466), into two cases.
% 64.53/29.50  																																																	|-Branch one:
% 64.53/29.50  																																																	| (1790) all_0_47_47 = e4
% 64.53/29.50  																																																	|
% 64.53/29.50  																																																		| Equations (1790) can reduce 252 to:
% 64.53/29.50  																																																		| (266) $false
% 64.53/29.50  																																																		|
% 64.53/29.50  																																																		|-The branch is then unsatisfiable
% 64.53/29.50  																																																	|-Branch two:
% 64.53/29.50  																																																	| (252)  ~ (all_0_47_47 = e4)
% 64.53/29.50  																																																	| (61479) all_0_48_48 = e4 | all_0_49_49 = e4
% 64.53/29.50  																																																	|
% 64.53/29.50  																																																		+-Applying beta-rule and splitting (61479), into two cases.
% 64.53/29.50  																																																		|-Branch one:
% 64.53/29.50  																																																		| (943) all_0_48_48 = e4
% 64.53/29.50  																																																		|
% 64.53/29.50  																																																			| Combining equations (335,943) yields a new equation:
% 64.53/29.50  																																																			| (323) e4 = e2
% 64.53/29.50  																																																			|
% 64.53/29.50  																																																			| Equations (323) can reduce 48 to:
% 64.53/29.50  																																																			| (266) $false
% 64.53/29.50  																																																			|
% 64.53/29.50  																																																			|-The branch is then unsatisfiable
% 64.53/29.50  																																																		|-Branch two:
% 64.53/29.50  																																																		| (254)  ~ (all_0_48_48 = e4)
% 64.53/29.50  																																																		| (974) all_0_49_49 = e4
% 64.53/29.50  																																																		|
% 64.53/29.50  																																																			| Combining equations (671,974) yields a new equation:
% 64.53/29.50  																																																			| (630) e4 = e1
% 64.53/29.50  																																																			|
% 64.53/29.50  																																																			| Equations (630) can reduce 110 to:
% 64.53/29.50  																																																			| (266) $false
% 64.53/29.50  																																																			|
% 64.53/29.50  																																																			|-The branch is then unsatisfiable
% 64.53/29.51  																																													|-Branch two:
% 64.53/29.51  																																													| (1390)  ~ (all_0_44_44 = e4)
% 64.53/29.51  																																													| (1391) all_0_44_44 = e3 | all_0_44_44 = e1 | all_0_44_44 = e0
% 64.53/29.51  																																													|
% 64.53/29.51  																																														+-Applying beta-rule and splitting (165), into two cases.
% 64.53/29.51  																																														|-Branch one:
% 64.53/29.51  																																														| (794) all_0_41_41 = e0
% 64.53/29.51  																																														|
% 64.53/29.51  																																															| Equations (794) can reduce 149 to:
% 64.53/29.51  																																															| (359)  ~ (all_0_44_44 = e0)
% 64.53/29.51  																																															|
% 64.53/29.51  																																															| Simplifying 359 yields:
% 64.53/29.51  																																															| (360)  ~ (all_0_44_44 = e0)
% 64.53/29.51  																																															|
% 64.53/29.51  																																															+-Applying beta-rule and splitting (1391), into two cases.
% 64.53/29.51  																																															|-Branch one:
% 64.53/29.51  																																															| (1414) all_0_44_44 = e0
% 64.53/29.51  																																															|
% 64.53/29.51  																																																| Equations (1414) can reduce 360 to:
% 64.53/29.51  																																																| (266) $false
% 64.53/29.51  																																																|
% 64.53/29.51  																																																|-The branch is then unsatisfiable
% 64.53/29.51  																																															|-Branch two:
% 64.53/29.51  																																															| (360)  ~ (all_0_44_44 = e0)
% 64.53/29.51  																																															| (1417) all_0_44_44 = e3 | all_0_44_44 = e1
% 64.53/29.51  																																															|
% 64.53/29.51  																																																+-Applying beta-rule and splitting (1417), into two cases.
% 64.53/29.51  																																																|-Branch one:
% 64.53/29.51  																																																| (635) all_0_44_44 = e1
% 64.53/29.51  																																																|
% 64.53/29.51  																																																	| Equations (635) can reduce 639 to:
% 64.53/29.51  																																																	| (266) $false
% 64.53/29.51  																																																	|
% 64.53/29.51  																																																	|-The branch is then unsatisfiable
% 64.53/29.51  																																																|-Branch two:
% 64.53/29.51  																																																| (639)  ~ (all_0_44_44 = e1)
% 64.53/29.51  																																																| (532) all_0_44_44 = e3
% 64.53/29.51  																																																|
% 64.53/29.51  																																																	| Equations (532) can reduce 407 to:
% 64.53/29.51  																																																	| (266) $false
% 64.53/29.51  																																																	|
% 64.53/29.51  																																																	|-The branch is then unsatisfiable
% 64.53/29.51  																																														|-Branch two:
% 64.53/29.51  																																														| (357)  ~ (all_0_41_41 = e0)
% 64.53/29.51  																																														| (6761) all_0_42_42 = e0 | all_0_43_43 = e0 | all_0_44_44 = e0
% 64.53/29.51  																																														|
% 64.53/29.51  																																															+-Applying beta-rule and splitting (6761), into two cases.
% 64.53/29.51  																																															|-Branch one:
% 64.53/29.51  																																															| (559) all_0_42_42 = e0
% 64.53/29.51  																																															|
% 64.53/29.51  																																																| Combining equations (559,516) yields a new equation:
% 64.53/29.51  																																																| (676) e3 = e0
% 64.53/29.51  																																																|
% 64.53/29.51  																																																| Equations (676) can reduce 80 to:
% 64.53/29.51  																																																| (266) $false
% 64.53/29.51  																																																|
% 64.53/29.51  																																																|-The branch is then unsatisfiable
% 64.53/29.51  																																															|-Branch two:
% 64.53/29.51  																																															| (358)  ~ (all_0_42_42 = e0)
% 64.53/29.51  																																															| (6766) all_0_43_43 = e0 | all_0_44_44 = e0
% 64.53/29.51  																																															|
% 64.53/29.51  																																																+-Applying beta-rule and splitting (6766), into two cases.
% 64.53/29.51  																																																|-Branch one:
% 64.53/29.51  																																																| (356) all_0_43_43 = e0
% 64.53/29.51  																																																|
% 64.53/29.51  																																																	| Combining equations (430,356) yields a new equation:
% 64.53/29.51  																																																	| (546) e1 = e0
% 64.53/29.51  																																																	|
% 64.53/29.51  																																																	| Simplifying 546 yields:
% 64.53/29.51  																																																	| (431) e1 = e0
% 64.53/29.51  																																																	|
% 64.53/29.51  																																																	| Equations (431) can reduce 233 to:
% 64.53/29.51  																																																	| (266) $false
% 64.53/29.51  																																																	|
% 64.53/29.51  																																																	|-The branch is then unsatisfiable
% 64.53/29.51  																																																|-Branch two:
% 64.53/29.51  																																																| (5470)  ~ (all_0_43_43 = e0)
% 64.53/29.51  																																																| (1414) all_0_44_44 = e0
% 64.53/29.51  																																																|
% 64.53/29.51  																																																	| Equations (1414) can reduce 360 to:
% 64.53/29.51  																																																	| (266) $false
% 64.53/29.51  																																																	|
% 64.53/29.51  																																																	|-The branch is then unsatisfiable
% 64.53/29.51  																																									|-Branch two:
% 64.53/29.51  																																									| (1377)  ~ (all_0_39_39 = e4)
% 64.53/29.51  																																									| (480) all_0_39_39 = e0
% 64.53/29.51  																																									|
% 64.53/29.51  																																										| Equations (480) can reduce 484 to:
% 64.53/29.51  																																										| (266) $false
% 64.53/29.51  																																										|
% 64.53/29.51  																																										|-The branch is then unsatisfiable
% 64.53/29.51  																																							|-Branch two:
% 64.53/29.51  																																							| (1064)  ~ (all_0_49_49 = e1)
% 64.53/29.51  																																							| (2141) all_0_53_53 = e1 | all_0_58_58 = e1
% 64.53/29.51  																																							|
% 64.53/29.51  																																								+-Applying beta-rule and splitting (659), into two cases.
% 64.53/29.51  																																								|-Branch one:
% 64.53/29.51  																																								| (615) all_0_48_48 = e1
% 64.53/29.51  																																								|
% 64.53/29.51  																																									| Combining equations (335,615) yields a new equation:
% 64.53/29.51  																																									| (616) e2 = e1
% 64.53/29.51  																																									|
% 64.53/29.51  																																									| Simplifying 616 yields:
% 64.53/29.51  																																									| (617) e2 = e1
% 64.53/29.51  																																									|
% 64.53/29.51  																																									| Equations (617) can reduce 122 to:
% 64.53/29.51  																																									| (266) $false
% 64.53/29.51  																																									|
% 64.53/29.51  																																									|-The branch is then unsatisfiable
% 64.53/29.51  																																								|-Branch two:
% 64.53/29.51  																																								| (619)  ~ (all_0_48_48 = e1)
% 64.53/29.51  																																								| (671) all_0_49_49 = e1
% 64.53/29.51  																																								|
% 64.53/29.51  																																									| Equations (671) can reduce 1064 to:
% 64.53/29.51  																																									| (266) $false
% 64.53/29.51  																																									|
% 64.53/29.51  																																									|-The branch is then unsatisfiable
% 64.53/29.51  																																			|-Branch two:
% 64.53/29.51  																																			| (466)  ~ (all_0_56_56 = e1)
% 64.53/29.51  																																			| (1574) all_0_57_57 = e1 | all_0_58_58 = e1
% 64.53/29.51  																																			|
% 64.53/29.51  																																				+-Applying beta-rule and splitting (131), into two cases.
% 64.53/29.51  																																				|-Branch one:
% 64.53/29.51  																																				| (459) all_0_42_42 = e1
% 64.53/29.51  																																				|
% 64.53/29.51  																																					| Combining equations (516,459) yields a new equation:
% 64.53/29.51  																																					| (454) e3 = e1
% 64.53/29.51  																																					|
% 64.53/29.51  																																					| Simplifying 454 yields:
% 64.53/29.51  																																					| (455) e3 = e1
% 64.53/29.51  																																					|
% 64.53/29.51  																																					| Equations (455) can reduce 213 to:
% 64.53/29.51  																																					| (266) $false
% 64.53/29.51  																																					|
% 64.53/29.51  																																					|-The branch is then unsatisfiable
% 64.53/29.51  																																				|-Branch two:
% 64.53/29.51  																																				| (1380)  ~ (all_0_42_42 = e1)
% 64.53/29.51  																																				| (3259) all_0_47_47 = e1 | all_0_51_51 = e1 | all_0_56_56 = e1
% 64.53/29.51  																																				|
% 64.53/29.51  																																					| Equations (516) can reduce 1380 to:
% 64.53/29.51  																																					| (213)  ~ (e3 = e1)
% 64.53/29.51  																																					|
% 64.53/29.51  																																					+-Applying beta-rule and splitting (112), into two cases.
% 64.53/29.51  																																					|-Branch one:
% 64.53/29.51  																																					| (635) all_0_44_44 = e1
% 64.53/29.51  																																					|
% 64.53/29.51  																																						| Equations (635) can reduce 639 to:
% 64.53/29.51  																																						| (266) $false
% 64.53/29.51  																																						|
% 64.53/29.51  																																						|-The branch is then unsatisfiable
% 64.53/29.51  																																					|-Branch two:
% 64.53/29.51  																																					| (639)  ~ (all_0_44_44 = e1)
% 64.53/29.51  																																					| (640) all_0_49_49 = e1 | all_0_53_53 = e1 | all_0_58_58 = e1
% 64.53/29.51  																																					|
% 64.53/29.51  																																						+-Applying beta-rule and splitting (640), into two cases.
% 64.53/29.51  																																						|-Branch one:
% 64.53/29.51  																																						| (671) all_0_49_49 = e1
% 64.53/29.51  																																						|
% 64.53/29.51  																																							| Equations (671) can reduce 340 to:
% 64.53/29.51  																																							| (604)  ~ (e2 = e1)
% 64.53/29.51  																																							|
% 64.53/29.51  																																							| Simplifying 604 yields:
% 64.53/29.51  																																							| (122)  ~ (e2 = e1)
% 64.53/29.51  																																							|
% 64.53/29.51  																																							+-Applying beta-rule and splitting (1574), into two cases.
% 64.53/29.51  																																							|-Branch one:
% 64.53/29.51  																																							| (647) all_0_57_57 = e1
% 64.53/29.51  																																							|
% 64.53/29.51  																																								| Combining equations (875,647) yields a new equation:
% 64.53/29.51  																																								| (431) e1 = e0
% 64.53/29.51  																																								|
% 64.53/29.51  																																								| Equations (431) can reduce 233 to:
% 64.53/29.51  																																								| (266) $false
% 64.53/29.51  																																								|
% 64.53/29.51  																																								|-The branch is then unsatisfiable
% 64.53/29.51  																																							|-Branch two:
% 64.53/29.51  																																							| (1670)  ~ (all_0_57_57 = e1)
% 64.53/29.51  																																							| (918) all_0_58_58 = e1
% 64.53/29.51  																																							|
% 64.53/29.51  																																								| Combining equations (918,624) yields a new equation:
% 64.53/29.51  																																								| (617) e2 = e1
% 64.53/29.51  																																								|
% 64.53/29.51  																																								| Equations (617) can reduce 122 to:
% 64.53/29.51  																																								| (266) $false
% 64.53/29.51  																																								|
% 64.53/29.51  																																								|-The branch is then unsatisfiable
% 64.53/29.51  																																						|-Branch two:
% 64.53/29.51  																																						| (1064)  ~ (all_0_49_49 = e1)
% 64.53/29.51  																																						| (2141) all_0_53_53 = e1 | all_0_58_58 = e1
% 64.53/29.51  																																						|
% 64.53/29.51  																																							+-Applying beta-rule and splitting (2141), into two cases.
% 64.53/29.51  																																							|-Branch one:
% 64.53/29.51  																																							| (1208) all_0_53_53 = e1
% 64.53/29.51  																																							|
% 64.53/29.51  																																								| Combining equations (665,1208) yields a new equation:
% 64.53/29.51  																																								| (454) e3 = e1
% 64.53/29.51  																																								|
% 64.53/29.51  																																								| Simplifying 454 yields:
% 64.53/29.51  																																								| (455) e3 = e1
% 64.53/29.51  																																								|
% 64.53/29.51  																																								| Equations (455) can reduce 213 to:
% 64.53/29.51  																																								| (266) $false
% 64.53/29.51  																																								|
% 64.53/29.51  																																								|-The branch is then unsatisfiable
% 64.53/29.51  																																							|-Branch two:
% 64.53/29.51  																																							| (1459)  ~ (all_0_53_53 = e1)
% 64.53/29.51  																																							| (918) all_0_58_58 = e1
% 64.53/29.51  																																							|
% 64.53/29.51  																																								| Combining equations (918,624) yields a new equation:
% 64.53/29.51  																																								| (617) e2 = e1
% 64.53/29.51  																																								|
% 64.53/29.51  																																								| Equations (617) can reduce 122 to:
% 64.53/29.51  																																								| (266) $false
% 64.53/29.51  																																								|
% 64.53/29.51  																																								|-The branch is then unsatisfiable
% 64.53/29.51  																													|-Branch two:
% 64.53/29.51  																													| (405)  ~ (all_0_42_42 = e3)
% 64.53/29.51  																													| (521) all_0_47_47 = e3 | all_0_51_51 = e3 | all_0_56_56 = e3
% 64.53/29.51  																													|
% 64.53/29.51  																														+-Applying beta-rule and splitting (418), into two cases.
% 64.53/29.51  																														|-Branch one:
% 64.53/29.51  																														| (660) all_0_51_51 = e3
% 64.53/29.51  																														|
% 64.53/29.51  																															| Combining equations (504,660) yields a new equation:
% 64.53/29.51  																															| (662) e3 = e2
% 64.53/29.51  																															|
% 64.53/29.51  																															| Equations (662) can reduce 212 to:
% 64.53/29.51  																															| (266) $false
% 64.53/29.51  																															|
% 64.53/29.51  																															|-The branch is then unsatisfiable
% 64.53/29.51  																														|-Branch two:
% 64.53/29.51  																														| (664)  ~ (all_0_51_51 = e3)
% 64.53/29.51  																														| (665) all_0_53_53 = e3
% 64.53/29.51  																														|
% 64.53/29.51  																															| Equations (665) can reduce 220 to:
% 64.53/29.51  																															| (407)  ~ (all_0_44_44 = e3)
% 64.53/29.51  																															|
% 64.53/29.51  																															+-Applying beta-rule and splitting (1899), into two cases.
% 64.53/29.51  																															|-Branch one:
% 64.53/29.51  																															| (516) all_0_42_42 = e3
% 64.53/29.51  																															|
% 64.53/29.51  																																| Equations (516) can reduce 405 to:
% 64.53/29.51  																																| (266) $false
% 64.53/29.51  																																|
% 64.53/29.51  																																|-The branch is then unsatisfiable
% 64.53/29.51  																															|-Branch two:
% 64.53/29.51  																															| (405)  ~ (all_0_42_42 = e3)
% 64.53/29.51  																															| (532) all_0_44_44 = e3
% 64.53/29.51  																															|
% 64.53/29.51  																																| Equations (532) can reduce 407 to:
% 64.53/29.51  																																| (266) $false
% 64.53/29.51  																																|
% 64.53/29.51  																																|-The branch is then unsatisfiable
% 64.53/29.51  																												|-Branch two:
% 64.53/29.51  																												| (1099)  ~ (all_0_51_51 = e2)
% 64.53/29.51  																												| (1152) all_0_52_52 = e2 | all_0_53_53 = e2
% 64.53/29.51  																												|
% 64.53/29.51  																													+-Applying beta-rule and splitting (7), into two cases.
% 64.53/29.51  																													|-Branch one:
% 64.53/29.51  																													| (504) all_0_51_51 = e2
% 64.53/29.51  																													|
% 64.53/29.51  																														| Equations (504) can reduce 1099 to:
% 64.53/29.51  																														| (266) $false
% 64.53/29.51  																														|
% 64.53/29.51  																														|-The branch is then unsatisfiable
% 64.53/29.51  																													|-Branch two:
% 64.53/29.51  																													| (1099)  ~ (all_0_51_51 = e2)
% 64.53/29.51  																													| (1100) all_0_51_51 = e4 | all_0_51_51 = e3 | all_0_51_51 = e1
% 64.53/29.51  																													|
% 64.53/29.51  																														+-Applying beta-rule and splitting (385), into two cases.
% 64.53/29.51  																														|-Branch one:
% 64.53/29.51  																														| (1105) all_0_47_47 = e2
% 64.53/29.51  																														|
% 64.53/29.51  																															| Equations (1105) can reduce 338 to:
% 64.53/29.51  																															| (266) $false
% 64.53/29.51  																															|
% 64.53/29.51  																															|-The branch is then unsatisfiable
% 64.53/29.51  																														|-Branch two:
% 64.53/29.51  																														| (338)  ~ (all_0_47_47 = e2)
% 64.53/29.51  																														| (1108) all_0_51_51 = e2 | all_0_56_56 = e2
% 64.53/29.51  																														|
% 64.53/29.51  																															+-Applying beta-rule and splitting (1108), into two cases.
% 64.53/29.51  																															|-Branch one:
% 64.53/29.51  																															| (504) all_0_51_51 = e2
% 64.53/29.51  																															|
% 64.53/29.51  																																| Equations (504) can reduce 1099 to:
% 64.53/29.51  																																| (266) $false
% 64.53/29.51  																																|
% 64.53/29.51  																																|-The branch is then unsatisfiable
% 64.53/29.51  																															|-Branch two:
% 64.53/29.51  																															| (1099)  ~ (all_0_51_51 = e2)
% 64.53/29.51  																															| (833) all_0_56_56 = e2
% 64.53/29.51  																															|
% 64.53/29.51  																																| Equations (833) can reduce 44 to:
% 64.53/29.51  																																| (1186)  ~ (all_0_58_58 = e2)
% 64.53/29.51  																																|
% 64.53/29.51  																																| Simplifying 1186 yields:
% 64.53/29.51  																																| (908)  ~ (all_0_58_58 = e2)
% 64.53/29.51  																																|
% 64.53/29.51  																																+-Applying beta-rule and splitting (377), into two cases.
% 64.53/29.51  																																|-Branch one:
% 64.53/29.51  																																| (583) all_0_49_49 = e2
% 64.53/29.51  																																|
% 64.53/29.51  																																	| Equations (583) can reduce 340 to:
% 64.53/29.51  																																	| (266) $false
% 64.53/29.51  																																	|
% 64.53/29.51  																																	|-The branch is then unsatisfiable
% 64.53/29.51  																																|-Branch two:
% 64.53/29.51  																																| (340)  ~ (all_0_49_49 = e2)
% 64.53/29.51  																																| (614) all_0_53_53 = e2 | all_0_58_58 = e2
% 64.53/29.51  																																|
% 64.53/29.51  																																	+-Applying beta-rule and splitting (614), into two cases.
% 64.53/29.51  																																	|-Branch one:
% 64.53/29.51  																																	| (607) all_0_53_53 = e2
% 64.53/29.51  																																	|
% 64.53/29.51  																																		| Equations (607) can reduce 509 to:
% 64.53/29.51  																																		| (266) $false
% 64.53/29.51  																																		|
% 64.53/29.51  																																		|-The branch is then unsatisfiable
% 64.53/29.51  																																	|-Branch two:
% 64.53/29.51  																																	| (509)  ~ (all_0_53_53 = e2)
% 64.53/29.51  																																	| (624) all_0_58_58 = e2
% 64.53/29.51  																																	|
% 64.53/29.51  																																		| Equations (624) can reduce 908 to:
% 64.53/29.51  																																		| (266) $false
% 64.53/29.51  																																		|
% 64.53/29.51  																																		|-The branch is then unsatisfiable
% 64.53/29.51  																										|-Branch two:
% 64.53/29.51  																										| (759)  ~ (all_0_50_50 = e1)
% 64.53/29.51  																										| (415) all_0_50_50 = e3
% 64.53/29.51  																										|
% 64.53/29.51  																											| Equations (415) can reduce 411 to:
% 64.53/29.51  																											| (266) $false
% 64.53/29.51  																											|
% 64.53/29.51  																											|-The branch is then unsatisfiable
% 64.53/29.51  													|-Branch two:
% 64.53/29.51  													| (780)  ~ (all_0_52_52 = e4)
% 64.53/29.51  													| (642) all_0_52_52 = e1
% 64.53/29.51  													|
% 64.53/29.51  														| Equations (642) can reduce 646 to:
% 64.53/29.51  														| (266) $false
% 64.53/29.51  														|
% 64.53/29.51  														|-The branch is then unsatisfiable
% 64.53/29.52  							|-Branch two:
% 64.53/29.52  							| (810)  ~ (all_0_48_48 = e2)
% 64.53/29.52  							| (10167) all_0_52_52 = e2 | all_0_57_57 = e2
% 64.53/29.52  							|
% 64.53/29.52  								+-Applying beta-rule and splitting (53), into two cases.
% 64.53/29.52  								|-Branch one:
% 64.53/29.52  								| (1794) all_0_46_46 = e2
% 64.53/29.52  								|
% 64.53/29.52  									| Equations (1794) can reduce 300 to:
% 64.53/29.52  									| (266) $false
% 64.53/29.52  									|
% 64.53/29.52  									|-The branch is then unsatisfiable
% 64.53/29.52  								|-Branch two:
% 64.53/29.52  								| (300)  ~ (all_0_46_46 = e2)
% 64.53/29.52  								| (10171) all_0_47_47 = e2 | all_0_48_48 = e2 | all_0_49_49 = e2
% 64.53/29.52  								|
% 64.53/29.52  									+-Applying beta-rule and splitting (109), into two cases.
% 64.53/29.52  									|-Branch one:
% 64.53/29.52  									| (352) all_0_52_52 = e2
% 64.53/29.52  									|
% 64.53/29.52  										| Equations (352) can reduce 217 to:
% 64.53/29.52  										| (96)  ~ (all_0_43_43 = e2)
% 64.53/29.52  										|
% 64.53/29.52  										| Equations (352) can reduce 202 to:
% 64.53/29.52  										| (810)  ~ (all_0_48_48 = e2)
% 64.53/29.52  										|
% 64.53/29.52  										| Equations (352) can reduce 101 to:
% 64.53/29.52  										| (302)  ~ (all_0_50_50 = e2)
% 64.53/29.52  										|
% 64.53/29.52  										| Equations (352) can reduce 20 to:
% 64.53/29.52  										| (1099)  ~ (all_0_51_51 = e2)
% 64.53/29.52  										|
% 64.53/29.52  										| Equations (352) can reduce 46 to:
% 64.53/29.52  										| (508)  ~ (all_0_53_53 = e2)
% 64.53/29.52  										|
% 64.53/29.52  										| Simplifying 508 yields:
% 64.53/29.52  										| (509)  ~ (all_0_53_53 = e2)
% 64.53/29.52  										|
% 64.53/29.52  										| Equations (352) can reduce 11 to:
% 64.53/29.52  										| (343)  ~ (all_0_57_57 = e2)
% 64.53/29.52  										|
% 64.53/29.52  										| Simplifying 343 yields:
% 64.53/29.52  										| (344)  ~ (all_0_57_57 = e2)
% 64.53/29.52  										|
% 64.53/29.52  										| Equations (352) can reduce 72 to:
% 64.53/29.52  										| (128)  ~ (e2 = e0)
% 64.53/29.52  										|
% 64.53/29.52  										| From (352) and (124) follows:
% 64.53/29.52  										| (10182) op(e1, e1) = e2
% 64.53/29.52  										|
% 64.53/29.52  										+-Applying beta-rule and splitting (158), into two cases.
% 64.53/29.52  										|-Branch one:
% 64.53/29.52  										| (313) all_0_40_40 = e2
% 64.53/29.52  										|
% 64.53/29.52  											| Equations (313) can reduce 296 to:
% 64.53/29.52  											| (266) $false
% 64.53/29.52  											|
% 64.53/29.52  											|-The branch is then unsatisfiable
% 64.53/29.52  										|-Branch two:
% 64.53/29.52  										| (296)  ~ (all_0_40_40 = e2)
% 64.53/29.52  										| (377) all_0_49_49 = e2 | all_0_53_53 = e2 | all_0_58_58 = e2
% 64.53/29.52  										|
% 64.53/29.52  											+-Applying beta-rule and splitting (222), into two cases.
% 64.53/29.52  											|-Branch one:
% 64.53/29.52  											| (386) all_0_55_55 = e2
% 64.53/29.52  											|
% 64.53/29.52  												| Equations (386) can reduce 304 to:
% 64.53/29.52  												| (266) $false
% 64.53/29.52  												|
% 64.53/29.52  												|-The branch is then unsatisfiable
% 64.53/29.52  											|-Branch two:
% 64.53/29.52  											| (304)  ~ (all_0_55_55 = e2)
% 64.53/29.52  											| (389) all_0_56_56 = e2 | all_0_57_57 = e2 | all_0_58_58 = e2
% 64.53/29.52  											|
% 64.53/29.52  												+-Applying beta-rule and splitting (47), into two cases.
% 64.53/29.52  												|-Branch one:
% 64.53/29.52  												| (317) all_0_39_39 = e2
% 64.53/29.52  												|
% 64.53/29.52  													| Equations (317) can reduce 294 to:
% 64.53/29.52  													| (266) $false
% 64.53/29.52  													|
% 64.53/29.52  													|-The branch is then unsatisfiable
% 64.53/29.52  												|-Branch two:
% 64.53/29.52  												| (294)  ~ (all_0_39_39 = e2)
% 64.53/29.52  												| (385) all_0_47_47 = e2 | all_0_51_51 = e2 | all_0_56_56 = e2
% 64.53/29.52  												|
% 64.53/29.52  													+-Applying beta-rule and splitting (12), into two cases.
% 64.53/29.52  													|-Branch one:
% 64.53/29.52  													| (442) all_0_57_57 = e2
% 64.53/29.52  													|
% 64.53/29.52  														| Equations (442) can reduce 344 to:
% 64.53/29.52  														| (266) $false
% 64.53/29.52  														|
% 64.53/29.52  														|-The branch is then unsatisfiable
% 64.53/29.52  													|-Branch two:
% 64.53/29.52  													| (344)  ~ (all_0_57_57 = e2)
% 64.53/29.52  													| (445) all_0_57_57 = e4 | all_0_57_57 = e1 | all_0_57_57 = e0
% 64.53/29.52  													|
% 64.53/29.52  														+-Applying beta-rule and splitting (168), into two cases.
% 64.53/29.52  														|-Branch one:
% 64.53/29.52  														| (415) all_0_50_50 = e3
% 64.53/29.52  														|
% 64.53/29.52  															| Equations (415) can reduce 221 to:
% 64.53/29.52  															| (1898)  ~ (all_0_41_41 = e3)
% 64.53/29.52  															|
% 64.53/29.52  															| Equations (415) can reduce 35 to:
% 64.53/29.52  															| (409)  ~ (all_0_46_46 = e3)
% 64.53/29.52  															|
% 64.53/29.52  															| Equations (415) can reduce 93 to:
% 64.53/29.52  															| (269)  ~ (all_0_55_55 = e3)
% 64.53/29.52  															|
% 64.53/29.52  															| Simplifying 269 yields:
% 64.53/29.52  															| (270)  ~ (all_0_55_55 = e3)
% 64.53/29.52  															|
% 64.53/29.52  															| Equations (415) can reduce 121 to:
% 64.53/29.52  															| (80)  ~ (e3 = e0)
% 64.53/29.52  															|
% 64.53/29.52  															| From (415) and (8) follows:
% 64.53/29.52  															| (5694) op(e3, e3) = all_0_23_23
% 64.53/29.52  															|
% 64.53/29.52  															| From (415) and (242) follows:
% 64.53/29.52  															| (1934) op(e1, e3) = e3
% 64.53/29.52  															|
% 64.53/29.52  															| Instantiating formula (29) with e3, e3, all_0_23_23, all_0_41_41 and discharging atoms op(e3, e3) = all_0_23_23, op(e3, e3) = all_0_41_41, yields:
% 64.53/29.52  															| (6435) all_0_23_23 = all_0_41_41
% 64.53/29.52  															|
% 64.53/29.52  															| From (6435) and (5694) follows:
% 64.53/29.52  															| (219) op(e3, e3) = all_0_41_41
% 64.53/29.52  															|
% 64.53/29.52  															+-Applying beta-rule and splitting (113), into two cases.
% 64.53/29.52  															|-Branch one:
% 64.53/29.52  															| (403) all_0_41_41 = e3
% 64.53/29.52  															|
% 64.53/29.52  																| Equations (403) can reduce 1898 to:
% 64.53/29.52  																| (266) $false
% 64.53/29.52  																|
% 64.53/29.52  																|-The branch is then unsatisfiable
% 64.53/29.52  															|-Branch two:
% 64.53/29.52  															| (1898)  ~ (all_0_41_41 = e3)
% 64.53/29.52  															| (1899) all_0_42_42 = e3 | all_0_44_44 = e3
% 64.53/29.52  															|
% 64.53/29.52  																+-Applying beta-rule and splitting (22), into two cases.
% 64.53/29.52  																|-Branch one:
% 64.53/29.52  																| (268) all_0_54_54 = e3
% 64.53/29.52  																|
% 64.53/29.52  																	| Combining equations (268,265) yields a new equation:
% 64.53/29.52  																	| (425) e4 = e3
% 64.53/29.52  																	|
% 64.53/29.52  																	| Equations (425) can reduce 188 to:
% 64.53/29.52  																	| (266) $false
% 64.53/29.52  																	|
% 64.53/29.52  																	|-The branch is then unsatisfiable
% 64.53/29.52  																|-Branch two:
% 64.53/29.52  																| (60427)  ~ (all_0_54_54 = e3)
% 64.53/29.52  																| (62553) all_0_55_55 = e3 | all_0_56_56 = e3 | all_0_58_58 = e3
% 64.53/29.52  																|
% 64.53/29.52  																	+-Applying beta-rule and splitting (180), into two cases.
% 64.53/29.52  																	|-Branch one:
% 64.53/29.52  																	| (516) all_0_42_42 = e3
% 64.53/29.52  																	|
% 64.53/29.52  																		| Equations (516) can reduce 145 to:
% 64.53/29.52  																		| (246)  ~ (all_0_39_39 = e3)
% 64.53/29.52  																		|
% 64.53/29.52  																		| Equations (516) can reduce 214 to:
% 64.53/29.52  																		| (1898)  ~ (all_0_41_41 = e3)
% 64.53/29.52  																		|
% 64.53/29.52  																		| Equations (516) can reduce 240 to:
% 64.53/29.52  																		| (47205)  ~ (all_0_43_43 = e3)
% 64.53/29.52  																		|
% 64.53/29.52  																		| Simplifying 47205 yields:
% 64.53/29.52  																		| (99)  ~ (all_0_43_43 = e3)
% 64.53/29.52  																		|
% 64.53/29.52  																		| Equations (516) can reduce 198 to:
% 64.53/29.52  																		| (2538)  ~ (all_0_47_47 = e3)
% 64.53/29.52  																		|
% 64.53/29.52  																		| Simplifying 2538 yields:
% 64.53/29.52  																		| (1091)  ~ (all_0_47_47 = e3)
% 64.53/29.52  																		|
% 64.53/29.52  																		| Equations (516) can reduce 236 to:
% 64.53/29.52  																		| (271)  ~ (all_0_56_56 = e3)
% 64.53/29.52  																		|
% 64.53/29.52  																		| Simplifying 271 yields:
% 64.53/29.52  																		| (272)  ~ (all_0_56_56 = e3)
% 64.53/29.52  																		|
% 64.53/29.52  																		| From (516) and (226) follows:
% 64.53/29.52  																		| (5629) op(e3, e3) = all_0_7_7
% 64.53/29.52  																		|
% 64.53/29.52  																		| From (516) and (225) follows:
% 64.53/29.52  																		| (4633) op(e3, e2) = all_0_8_8
% 64.53/29.52  																		|
% 64.53/29.52  																		| From (516) and (210) follows:
% 64.53/29.52  																		| (4285) op(e3, e2) = e3
% 64.53/29.52  																		|
% 64.53/29.53  																		+-Applying beta-rule and splitting (62553), into two cases.
% 64.53/29.53  																		|-Branch one:
% 64.53/29.53  																		| (2336) all_0_55_55 = e3
% 64.53/29.53  																		|
% 64.53/29.53  																			| Equations (2336) can reduce 270 to:
% 64.53/29.53  																			| (266) $false
% 64.53/29.53  																			|
% 64.53/29.53  																			|-The branch is then unsatisfiable
% 64.53/29.53  																		|-Branch two:
% 64.53/29.53  																		| (270)  ~ (all_0_55_55 = e3)
% 64.53/29.53  																		| (62557) all_0_56_56 = e3 | all_0_58_58 = e3
% 64.53/29.53  																		|
% 64.53/29.53  																			+-Applying beta-rule and splitting (62557), into two cases.
% 64.53/29.53  																			|-Branch one:
% 64.53/29.53  																			| (1097) all_0_56_56 = e3
% 64.53/29.53  																			|
% 64.53/29.53  																				| Equations (1097) can reduce 272 to:
% 64.53/29.53  																				| (266) $false
% 64.53/29.53  																				|
% 64.53/29.53  																				|-The branch is then unsatisfiable
% 64.53/29.53  																			|-Branch two:
% 64.53/29.53  																			| (272)  ~ (all_0_56_56 = e3)
% 64.53/29.53  																			| (795) all_0_58_58 = e3
% 64.53/29.53  																			|
% 64.53/29.53  																				| Equations (795) can reduce 178 to:
% 64.53/29.53  																				| (2)  ~ (all_0_40_40 = e3)
% 64.53/29.53  																				|
% 64.53/29.53  																				| Equations (795) can reduce 181 to:
% 64.53/29.53  																				| (407)  ~ (all_0_44_44 = e3)
% 64.53/29.53  																				|
% 64.53/29.53  																				| Equations (795) can reduce 119 to:
% 64.53/29.53  																				| (525)  ~ (all_0_49_49 = e3)
% 64.53/29.53  																				|
% 64.53/29.53  																				| Equations (795) can reduce 10 to:
% 64.53/29.53  																				| (903)  ~ (all_0_53_53 = e3)
% 64.53/29.53  																				|
% 64.53/29.53  																				| Equations (795) can reduce 3 to:
% 64.53/29.53  																				| (270)  ~ (all_0_55_55 = e3)
% 64.53/29.53  																				|
% 64.53/29.53  																				| From (795) and (245) follows:
% 64.53/29.53  																				| (60701) op(e0, e0) = e3
% 64.53/29.53  																				|
% 64.53/29.53  																				+-Applying beta-rule and splitting (389), into two cases.
% 64.53/29.53  																				|-Branch one:
% 64.53/29.53  																				| (833) all_0_56_56 = e2
% 64.53/29.53  																				|
% 64.53/29.53  																					| Equations (833) can reduce 154 to:
% 64.53/29.53  																					| (294)  ~ (all_0_39_39 = e2)
% 64.53/29.53  																					|
% 64.53/29.53  																					| Equations (833) can reduce 91 to:
% 64.53/29.53  																					| (338)  ~ (all_0_47_47 = e2)
% 64.53/29.53  																					|
% 64.53/29.53  																					| Equations (833) can reduce 16 to:
% 64.53/29.53  																					| (1099)  ~ (all_0_51_51 = e2)
% 64.53/29.53  																					|
% 64.53/29.53  																					| Equations (833) can reduce 153 to:
% 64.53/29.53  																					| (304)  ~ (all_0_55_55 = e2)
% 64.53/29.53  																					|
% 64.53/29.53  																					| Equations (833) can reduce 140 to:
% 64.53/29.53  																					| (343)  ~ (all_0_57_57 = e2)
% 64.53/29.53  																					|
% 64.53/29.53  																					| Simplifying 343 yields:
% 64.53/29.53  																					| (344)  ~ (all_0_57_57 = e2)
% 64.53/29.53  																					|
% 64.53/29.53  																					| Equations (833) can reduce 477 to:
% 64.53/29.53  																					| (327)  ~ (e4 = e2)
% 64.53/29.53  																					|
% 64.53/29.53  																					| Simplifying 327 yields:
% 64.53/29.53  																					| (48)  ~ (e4 = e2)
% 64.53/29.53  																					|
% 64.53/29.53  																					| From (833) and (87) follows:
% 64.53/29.53  																					| (4151) op(e2, e2) = all_0_34_34
% 64.53/29.53  																					|
% 64.53/29.53  																					| From (833) and (111) follows:
% 64.53/29.53  																					| (1508) op(e0, e2) = e2
% 64.53/29.53  																					|
% 64.53/29.53  																					+-Applying beta-rule and splitting (10171), into two cases.
% 64.53/29.53  																					|-Branch one:
% 64.53/29.53  																					| (1105) all_0_47_47 = e2
% 64.53/29.53  																					|
% 64.53/29.53  																						| Equations (1105) can reduce 338 to:
% 64.53/29.53  																						| (266) $false
% 64.53/29.53  																						|
% 64.53/29.53  																						|-The branch is then unsatisfiable
% 64.53/29.53  																					|-Branch two:
% 64.53/29.53  																					| (338)  ~ (all_0_47_47 = e2)
% 64.53/29.53  																					| (10761) all_0_48_48 = e2 | all_0_49_49 = e2
% 64.53/29.53  																					|
% 64.53/29.53  																						+-Applying beta-rule and splitting (10761), into two cases.
% 64.53/29.53  																						|-Branch one:
% 64.53/29.53  																						| (335) all_0_48_48 = e2
% 64.53/29.53  																						|
% 64.53/29.53  																							| Equations (335) can reduce 810 to:
% 64.53/29.53  																							| (266) $false
% 64.53/29.53  																							|
% 64.53/29.53  																							|-The branch is then unsatisfiable
% 64.53/29.53  																						|-Branch two:
% 64.53/29.53  																						| (810)  ~ (all_0_48_48 = e2)
% 64.53/29.53  																						| (583) all_0_49_49 = e2
% 64.53/29.53  																						|
% 64.53/29.53  																							| Equations (583) can reduce 200 to:
% 64.53/29.53  																							| (296)  ~ (all_0_40_40 = e2)
% 64.53/29.53  																							|
% 64.53/29.53  																							| Equations (583) can reduce 9 to:
% 64.53/29.53  																							| (147)  ~ (all_0_44_44 = e2)
% 64.53/29.53  																							|
% 64.53/29.53  																							| Equations (583) can reduce 208 to:
% 64.53/29.53  																							| (300)  ~ (all_0_46_46 = e2)
% 64.53/29.53  																							|
% 64.53/29.53  																							| Equations (583) can reduce 86 to:
% 64.53/29.53  																							| (338)  ~ (all_0_47_47 = e2)
% 64.53/29.53  																							|
% 64.53/29.53  																							| Equations (583) can reduce 185 to:
% 64.53/29.53  																							| (810)  ~ (all_0_48_48 = e2)
% 64.53/29.53  																							|
% 64.53/29.53  																							| Equations (583) can reduce 65 to:
% 64.53/29.53  																							| (508)  ~ (all_0_53_53 = e2)
% 64.53/29.53  																							|
% 64.53/29.53  																							| Simplifying 508 yields:
% 64.53/29.53  																							| (509)  ~ (all_0_53_53 = e2)
% 64.53/29.53  																							|
% 64.53/29.53  																							| Equations (583) can reduce 525 to:
% 64.53/29.53  																							| (626)  ~ (e3 = e2)
% 64.53/29.53  																							|
% 64.53/29.53  																							| Simplifying 626 yields:
% 64.53/29.53  																							| (212)  ~ (e3 = e2)
% 64.53/29.53  																							|
% 64.53/29.53  																							| From (583) and (129) follows:
% 64.53/29.53  																							| (14996) op(e2, e2) = all_0_20_20
% 64.53/29.53  																							|
% 64.53/29.53  																							| Instantiating formula (29) with e3, e3, all_0_7_7, all_0_41_41 and discharging atoms op(e3, e3) = all_0_7_7, op(e3, e3) = all_0_41_41, yields:
% 64.53/29.53  																							| (20177) all_0_7_7 = all_0_41_41
% 64.53/29.53  																							|
% 64.53/29.53  																							| Instantiating formula (29) with e3, e2, e3, all_0_8_8 and discharging atoms op(e3, e2) = all_0_8_8, op(e3, e2) = e3, yields:
% 64.53/29.53  																							| (4675) all_0_8_8 = e3
% 64.53/29.53  																							|
% 64.53/29.53  																							| Instantiating formula (29) with e2, e2, all_0_20_20, all_0_47_47 and discharging atoms op(e2, e2) = all_0_20_20, op(e2, e2) = all_0_47_47, yields:
% 64.53/29.54  																							| (86266) all_0_20_20 = all_0_47_47
% 64.53/29.54  																							|
% 64.53/29.54  																							| Instantiating formula (29) with e2, e2, all_0_34_34, all_0_20_20 and discharging atoms op(e2, e2) = all_0_20_20, op(e2, e2) = all_0_34_34, yields:
% 64.53/29.54  																							| (5157) all_0_20_20 = all_0_34_34
% 64.53/29.54  																							|
% 64.53/29.54  																							| Combining equations (86266,5157) yields a new equation:
% 64.53/29.54  																							| (7480) all_0_34_34 = all_0_47_47
% 64.53/29.54  																							|
% 64.53/29.54  																							| From (20177) and (5629) follows:
% 64.53/29.54  																							| (219) op(e3, e3) = all_0_41_41
% 64.53/29.54  																							|
% 64.53/29.54  																							| From (4675) and (4633) follows:
% 64.53/29.54  																							| (4285) op(e3, e2) = e3
% 64.53/29.54  																							|
% 64.53/29.54  																							| From (7480) and (4151) follows:
% 64.53/29.54  																							| (23) op(e2, e2) = all_0_47_47
% 64.53/29.54  																							|
% 64.53/29.54  																							+-Applying beta-rule and splitting (7), into two cases.
% 64.53/29.54  																							|-Branch one:
% 64.53/29.54  																							| (504) all_0_51_51 = e2
% 64.53/29.54  																							|
% 64.53/29.54  																								| Equations (504) can reduce 1099 to:
% 64.53/29.54  																								| (266) $false
% 64.53/29.54  																								|
% 64.53/29.54  																								|-The branch is then unsatisfiable
% 64.53/29.54  																							|-Branch two:
% 64.53/29.54  																							| (1099)  ~ (all_0_51_51 = e2)
% 64.53/29.54  																							| (1100) all_0_51_51 = e4 | all_0_51_51 = e3 | all_0_51_51 = e1
% 64.53/29.54  																							|
% 64.53/29.54  																								+-Applying beta-rule and splitting (216), into two cases.
% 64.53/29.54  																								|-Branch one:
% 64.53/29.54  																								| (629) all_0_55_55 = e1
% 64.53/29.54  																								|
% 64.53/29.54  																									| Equations (629) can reduce 191 to:
% 64.53/29.54  																									| (457)  ~ (all_0_41_41 = e1)
% 64.53/29.54  																									|
% 64.53/29.54  																									| Equations (629) can reduce 58 to:
% 64.53/29.54  																									| (549)  ~ (all_0_46_46 = e1)
% 64.53/29.54  																									|
% 64.53/29.54  																									| Equations (629) can reduce 270 to:
% 64.53/29.54  																									| (467)  ~ (e3 = e1)
% 64.53/29.54  																									|
% 64.53/29.54  																									| Simplifying 467 yields:
% 64.53/29.54  																									| (213)  ~ (e3 = e1)
% 64.53/29.54  																									|
% 64.53/29.54  																									| From (629) and (74) follows:
% 64.53/29.54  																									| (6587) op(e0, e3) = e1
% 64.53/29.54  																									|
% 64.53/29.54  																									+-Applying beta-rule and splitting (125), into two cases.
% 64.53/29.54  																									|-Branch one:
% 64.53/29.54  																									| (858) all_0_55_55 = e0
% 64.53/29.54  																									|
% 64.53/29.54  																										| Combining equations (858,629) yields a new equation:
% 64.53/29.54  																										| (431) e1 = e0
% 64.53/29.54  																										|
% 64.53/29.54  																										| Equations (431) can reduce 233 to:
% 64.53/29.54  																										| (266) $false
% 64.53/29.54  																										|
% 64.53/29.54  																										|-The branch is then unsatisfiable
% 64.53/29.54  																									|-Branch two:
% 64.53/29.54  																									| (803)  ~ (all_0_55_55 = e0)
% 64.53/29.54  																									| (863) all_0_56_56 = e0 | all_0_57_57 = e0 | all_0_58_58 = e0
% 64.53/29.54  																									|
% 64.53/29.54  																										+-Applying beta-rule and splitting (863), into two cases.
% 64.53/29.54  																										|-Branch one:
% 64.53/29.54  																										| (679) all_0_56_56 = e0
% 64.53/29.54  																										|
% 64.53/29.54  																											| Combining equations (833,679) yields a new equation:
% 64.53/29.54  																											| (391) e2 = e0
% 64.53/29.54  																											|
% 64.53/29.54  																											| Simplifying 391 yields:
% 64.53/29.54  																											| (330) e2 = e0
% 64.53/29.54  																											|
% 64.53/29.54  																											| Equations (330) can reduce 128 to:
% 64.53/29.54  																											| (266) $false
% 64.53/29.54  																											|
% 64.53/29.54  																											|-The branch is then unsatisfiable
% 64.53/29.54  																										|-Branch two:
% 64.53/29.54  																										| (828)  ~ (all_0_56_56 = e0)
% 64.53/29.54  																										| (924) all_0_57_57 = e0 | all_0_58_58 = e0
% 64.53/29.54  																										|
% 64.53/29.54  																											+-Applying beta-rule and splitting (924), into two cases.
% 64.53/29.54  																											|-Branch one:
% 64.53/29.54  																											| (875) all_0_57_57 = e0
% 64.53/29.54  																											|
% 64.53/29.54  																												| Equations (875) can reduce 199 to:
% 64.53/29.54  																												| (5470)  ~ (all_0_43_43 = e0)
% 64.53/29.54  																												|
% 64.53/29.54  																												| Equations (875) can reduce 239 to:
% 64.53/29.54  																												| (1283)  ~ (all_0_48_48 = e0)
% 64.53/29.54  																												|
% 64.53/29.54  																												+-Applying beta-rule and splitting (195), into two cases.
% 64.53/29.54  																												|-Branch one:
% 64.53/29.54  																												| (396) all_0_43_43 = e4
% 64.53/29.54  																												|
% 64.53/29.54  																													| Equations (396) can reduce 31 to:
% 64.53/29.54  																													| (440)  ~ (all_0_41_41 = e4)
% 64.53/29.54  																													|
% 64.53/29.54  																													| Equations (396) can reduce 159 to:
% 64.53/29.54  																													| (1903)  ~ (all_0_44_44 = e4)
% 64.53/29.54  																													|
% 64.53/29.54  																													| Simplifying 1903 yields:
% 64.53/29.54  																													| (1390)  ~ (all_0_44_44 = e4)
% 64.53/29.54  																													|
% 64.53/29.54  																													| Equations (396) can reduce 17 to:
% 64.53/29.54  																													| (253)  ~ (all_0_48_48 = e4)
% 64.53/29.54  																													|
% 64.53/29.54  																													| Simplifying 253 yields:
% 64.53/29.54  																													| (254)  ~ (all_0_48_48 = e4)
% 64.53/29.54  																													|
% 64.53/29.54  																													| Equations (396) can reduce 99 to:
% 64.53/29.54  																													| (188)  ~ (e4 = e3)
% 64.53/29.54  																													|
% 64.53/29.54  																													| Equations (396) can reduce 96 to:
% 64.53/29.54  																													| (48)  ~ (e4 = e2)
% 64.53/29.54  																													|
% 64.53/29.54  																													| Equations (396) can reduce 5470 to:
% 64.53/29.54  																													| (49)  ~ (e4 = e0)
% 64.53/29.54  																													|
% 64.53/29.54  																													+-Applying beta-rule and splitting (27), into two cases.
% 64.53/29.54  																													|-Branch one:
% 64.53/29.54  																													| (437) all_0_41_41 = e4
% 64.53/29.54  																													|
% 64.53/29.54  																														| Equations (437) can reduce 440 to:
% 64.53/29.54  																														| (266) $false
% 64.53/29.54  																														|
% 64.53/29.54  																														|-The branch is then unsatisfiable
% 64.53/29.54  																													|-Branch two:
% 64.53/29.54  																													| (440)  ~ (all_0_41_41 = e4)
% 64.53/29.54  																													| (4049) all_0_41_41 = e3 | all_0_41_41 = e1 | all_0_41_41 = e0
% 64.53/29.54  																													|
% 64.53/29.54  																														+-Applying beta-rule and splitting (103), into two cases.
% 64.53/29.54  																														|-Branch one:
% 64.53/29.54  																														| (453) all_0_41_41 = e1
% 64.53/29.54  																														|
% 64.53/29.54  																															| Equations (453) can reduce 457 to:
% 64.53/29.54  																															| (266) $false
% 64.53/29.54  																															|
% 64.53/29.54  																															|-The branch is then unsatisfiable
% 64.53/29.54  																														|-Branch two:
% 64.53/29.54  																														| (457)  ~ (all_0_41_41 = e1)
% 64.53/29.54  																														| (458) all_0_42_42 = e1 | all_0_43_43 = e1 | all_0_44_44 = e1
% 64.53/29.54  																														|
% 64.53/29.54  																															+-Applying beta-rule and splitting (62), into two cases.
% 64.53/29.54  																															|-Branch one:
% 64.53/29.54  																															| (321) all_0_38_38 = e4
% 64.53/29.54  																															|
% 64.53/29.54  																																| Combining equations (321,292) yields a new equation:
% 64.53/29.54  																																| (322) e4 = e2
% 64.53/29.54  																																|
% 64.53/29.54  																																| Simplifying 322 yields:
% 64.53/29.54  																																| (323) e4 = e2
% 64.53/29.54  																																|
% 64.53/29.54  																																| Equations (323) can reduce 48 to:
% 64.53/29.54  																																| (266) $false
% 64.53/29.54  																																|
% 64.53/29.54  																																|-The branch is then unsatisfiable
% 64.53/29.54  																															|-Branch two:
% 64.53/29.54  																															| (325)  ~ (all_0_38_38 = e4)
% 64.53/29.54  																															| (582) all_0_41_41 = e4 | all_0_46_46 = e4 | all_0_50_50 = e4 | all_0_55_55 = e4
% 64.53/29.54  																															|
% 64.53/29.54  																																+-Applying beta-rule and splitting (228), into two cases.
% 64.53/29.54  																																|-Branch one:
% 64.53/29.54  																																| (335) all_0_48_48 = e2
% 64.53/29.54  																																|
% 64.53/29.54  																																	| Equations (335) can reduce 810 to:
% 64.53/29.54  																																	| (266) $false
% 64.53/29.54  																																	|
% 64.53/29.54  																																	|-The branch is then unsatisfiable
% 64.53/29.54  																																|-Branch two:
% 64.53/29.54  																																| (810)  ~ (all_0_48_48 = e2)
% 64.53/29.54  																																| (10218) all_0_48_48 = e4 | all_0_48_48 = e1 | all_0_48_48 = e0
% 64.53/29.54  																																|
% 64.53/29.54  																																	+-Applying beta-rule and splitting (582), into two cases.
% 64.53/29.54  																																	|-Branch one:
% 64.53/29.54  																																	| (437) all_0_41_41 = e4
% 64.53/29.54  																																	|
% 64.53/29.54  																																		| Equations (437) can reduce 440 to:
% 64.53/29.54  																																		| (266) $false
% 64.53/29.54  																																		|
% 64.53/29.54  																																		|-The branch is then unsatisfiable
% 64.53/29.54  																																	|-Branch two:
% 64.53/29.54  																																	| (440)  ~ (all_0_41_41 = e4)
% 64.53/29.54  																																	| (769) all_0_46_46 = e4 | all_0_50_50 = e4 | all_0_55_55 = e4
% 64.53/29.54  																																	|
% 64.53/29.54  																																		+-Applying beta-rule and splitting (10218), into two cases.
% 64.53/29.54  																																		|-Branch one:
% 64.53/29.54  																																		| (943) all_0_48_48 = e4
% 64.53/29.54  																																		|
% 64.53/29.54  																																			| Equations (943) can reduce 254 to:
% 64.53/29.54  																																			| (266) $false
% 64.53/29.54  																																			|
% 64.53/29.54  																																			|-The branch is then unsatisfiable
% 64.53/29.54  																																		|-Branch two:
% 64.53/29.54  																																		| (254)  ~ (all_0_48_48 = e4)
% 64.53/29.54  																																		| (10222) all_0_48_48 = e1 | all_0_48_48 = e0
% 64.53/29.54  																																		|
% 64.53/29.54  																																			+-Applying beta-rule and splitting (458), into two cases.
% 64.53/29.54  																																			|-Branch one:
% 64.53/29.54  																																			| (459) all_0_42_42 = e1
% 64.53/29.54  																																			|
% 64.53/29.54  																																				| Combining equations (459,516) yields a new equation:
% 64.53/29.54  																																				| (455) e3 = e1
% 64.53/29.54  																																				|
% 64.53/29.54  																																				| Equations (455) can reduce 213 to:
% 64.53/29.54  																																				| (266) $false
% 64.53/29.54  																																				|
% 64.53/29.54  																																				|-The branch is then unsatisfiable
% 64.53/29.54  																																			|-Branch two:
% 64.53/29.54  																																			| (1380)  ~ (all_0_42_42 = e1)
% 64.53/29.54  																																			| (1381) all_0_43_43 = e1 | all_0_44_44 = e1
% 64.53/29.54  																																			|
% 64.53/29.54  																																				+-Applying beta-rule and splitting (769), into two cases.
% 64.53/29.54  																																				|-Branch one:
% 64.53/29.54  																																				| (770) all_0_46_46 = e4
% 64.53/29.54  																																				|
% 64.53/29.54  																																					| Equations (770) can reduce 30 to:
% 64.53/29.54  																																					| (253)  ~ (all_0_48_48 = e4)
% 64.53/29.54  																																					|
% 64.53/29.54  																																					| Simplifying 253 yields:
% 64.53/29.54  																																					| (254)  ~ (all_0_48_48 = e4)
% 64.53/29.54  																																					|
% 64.53/29.54  																																					+-Applying beta-rule and splitting (184), into two cases.
% 64.53/29.54  																																					|-Branch one:
% 64.53/29.54  																																					| (538) all_0_46_46 = e0
% 64.53/29.54  																																					|
% 64.53/29.54  																																						| Combining equations (538,770) yields a new equation:
% 64.53/29.54  																																						| (397) e4 = e0
% 64.53/29.54  																																						|
% 64.53/29.54  																																						| Equations (397) can reduce 49 to:
% 64.53/29.54  																																						| (266) $false
% 64.53/29.54  																																						|
% 64.53/29.54  																																						|-The branch is then unsatisfiable
% 64.53/29.54  																																					|-Branch two:
% 64.53/29.54  																																					| (831)  ~ (all_0_46_46 = e0)
% 64.53/29.54  																																					| (832) all_0_47_47 = e0 | all_0_48_48 = e0 | all_0_49_49 = e0
% 64.53/29.54  																																					|
% 64.53/29.55  																																						+-Applying beta-rule and splitting (832), into two cases.
% 64.53/29.55  																																						|-Branch one:
% 64.53/29.55  																																						| (674) all_0_47_47 = e0
% 64.53/29.55  																																						|
% 64.53/29.55  																																							| Equations (674) can reduce 79 to:
% 64.53/29.55  																																							| (484)  ~ (all_0_39_39 = e0)
% 64.53/29.55  																																							|
% 64.53/29.55  																																							| Equations (674) can reduce 114 to:
% 64.53/29.55  																																							| (10200)  ~ (all_0_48_48 = e0)
% 64.53/29.55  																																							|
% 64.53/29.55  																																							| Simplifying 10200 yields:
% 64.53/29.55  																																							| (1283)  ~ (all_0_48_48 = e0)
% 64.53/29.55  																																							|
% 64.53/29.55  																																							| Equations (674) can reduce 224 to:
% 64.53/29.55  																																							| (1404)  ~ (all_0_51_51 = e0)
% 64.53/29.55  																																							|
% 64.53/29.55  																																							| Simplifying 1404 yields:
% 64.53/29.55  																																							| (115)  ~ (all_0_51_51 = e0)
% 64.53/29.55  																																							|
% 64.53/29.55  																																							+-Applying beta-rule and splitting (320), into two cases.
% 64.53/29.55  																																							|-Branch one:
% 64.53/29.55  																																							| (471) all_0_39_39 = e4
% 64.53/29.55  																																							|
% 64.53/29.55  																																								| Equations (471) can reduce 176 to:
% 64.53/29.55  																																								| (7398)  ~ (all_0_40_40 = e4)
% 64.53/29.55  																																								|
% 64.53/29.55  																																								| Simplifying 7398 yields:
% 64.53/29.55  																																								| (447)  ~ (all_0_40_40 = e4)
% 64.53/29.55  																																								|
% 64.53/29.55  																																								| From (471) and (14) follows:
% 64.53/29.55  																																								| (4284) op(e4, e2) = e4
% 64.53/29.55  																																								|
% 64.53/29.55  																																								+-Applying beta-rule and splitting (10222), into two cases.
% 64.53/29.55  																																								|-Branch one:
% 64.53/29.55  																																								| (1279) all_0_48_48 = e0
% 64.53/29.55  																																								|
% 64.53/29.55  																																									| Equations (1279) can reduce 1283 to:
% 64.53/29.55  																																									| (266) $false
% 64.53/29.55  																																									|
% 64.53/29.55  																																									|-The branch is then unsatisfiable
% 64.53/29.55  																																								|-Branch two:
% 64.53/29.55  																																								| (1283)  ~ (all_0_48_48 = e0)
% 64.53/29.55  																																								| (615) all_0_48_48 = e1
% 64.53/29.55  																																								|
% 64.53/29.55  																																									| Equations (615) can reduce 254 to:
% 64.53/29.55  																																									| (602)  ~ (e4 = e1)
% 64.53/29.55  																																									|
% 64.53/29.55  																																									| Simplifying 602 yields:
% 64.53/29.55  																																									| (110)  ~ (e4 = e1)
% 64.53/29.55  																																									|
% 64.53/29.55  																																									+-Applying beta-rule and splitting (150), into two cases.
% 64.53/29.55  																																									|-Branch one:
% 64.53/29.55  																																									| (1378) all_0_40_40 = e4
% 64.53/29.55  																																									|
% 64.53/29.55  																																										| Equations (1378) can reduce 447 to:
% 64.53/29.55  																																										| (266) $false
% 64.53/29.55  																																										|
% 64.53/29.55  																																										|-The branch is then unsatisfiable
% 64.53/29.55  																																									|-Branch two:
% 64.53/29.55  																																									| (447)  ~ (all_0_40_40 = e4)
% 64.53/29.55  																																									| (2271) all_0_44_44 = e4 | all_0_49_49 = e4 | all_0_53_53 = e4 | all_0_58_58 = e4
% 64.53/29.55  																																									|
% 64.53/29.55  																																										+-Applying beta-rule and splitting (1381), into two cases.
% 64.53/29.55  																																										|-Branch one:
% 64.53/29.55  																																										| (430) all_0_43_43 = e1
% 64.53/29.55  																																										|
% 64.53/29.55  																																											| Combining equations (430,396) yields a new equation:
% 64.53/29.55  																																											| (630) e4 = e1
% 64.53/29.55  																																											|
% 64.53/29.55  																																											| Equations (630) can reduce 110 to:
% 64.53/29.55  																																											| (266) $false
% 64.53/29.55  																																											|
% 64.53/29.55  																																											|-The branch is then unsatisfiable
% 64.53/29.55  																																										|-Branch two:
% 64.53/29.55  																																										| (433)  ~ (all_0_43_43 = e1)
% 64.53/29.55  																																										| (635) all_0_44_44 = e1
% 64.53/29.55  																																										|
% 64.53/29.55  																																											| Equations (635) can reduce 149 to:
% 64.53/29.55  																																											| (457)  ~ (all_0_41_41 = e1)
% 64.53/29.55  																																											|
% 64.53/29.55  																																											| Equations (635) can reduce 220 to:
% 64.53/29.55  																																											| (1458)  ~ (all_0_53_53 = e1)
% 64.53/29.55  																																											|
% 64.53/29.55  																																											| Simplifying 1458 yields:
% 64.53/29.55  																																											| (1459)  ~ (all_0_53_53 = e1)
% 64.53/29.55  																																											|
% 64.53/29.55  																																											| Equations (635) can reduce 407 to:
% 64.53/29.55  																																											| (467)  ~ (e3 = e1)
% 64.53/29.55  																																											|
% 64.53/29.55  																																											| Simplifying 467 yields:
% 64.53/29.55  																																											| (213)  ~ (e3 = e1)
% 64.53/29.55  																																											|
% 64.53/29.55  																																											| Equations (635) can reduce 147 to:
% 64.53/29.55  																																											| (604)  ~ (e2 = e1)
% 64.53/29.55  																																											|
% 64.53/29.55  																																											| Simplifying 604 yields:
% 64.53/29.55  																																											| (122)  ~ (e2 = e1)
% 64.53/29.55  																																											|
% 64.53/29.55  																																											+-Applying beta-rule and splitting (165), into two cases.
% 64.53/29.55  																																											|-Branch one:
% 64.53/29.55  																																											| (794) all_0_41_41 = e0
% 64.53/29.55  																																											|
% 64.53/29.55  																																												| From (794) and (219) follows:
% 64.53/29.55  																																												| (5573) op(e3, e3) = e0
% 64.53/29.55  																																												|
% 64.53/29.55  																																												+-Applying beta-rule and splitting (160), into two cases.
% 64.53/29.55  																																												|-Branch one:
% 64.53/29.55  																																												| (601) all_0_50_50 = e1
% 64.53/29.55  																																												|
% 64.53/29.55  																																													| Combining equations (415,601) yields a new equation:
% 64.53/29.55  																																													| (454) e3 = e1
% 64.53/29.55  																																													|
% 64.53/29.55  																																													| Simplifying 454 yields:
% 64.53/29.55  																																													| (455) e3 = e1
% 64.53/29.55  																																													|
% 64.53/29.55  																																													| Equations (455) can reduce 213 to:
% 64.53/29.55  																																													| (266) $false
% 64.53/29.55  																																													|
% 64.53/29.55  																																													|-The branch is then unsatisfiable
% 64.53/29.55  																																												|-Branch two:
% 64.53/29.55  																																												| (759)  ~ (all_0_50_50 = e1)
% 64.53/29.55  																																												| (1168) all_0_51_51 = e1 | all_0_52_52 = e1 | all_0_53_53 = e1
% 64.53/29.55  																																												|
% 64.53/29.55  																																													+-Applying beta-rule and splitting (75), into two cases.
% 64.53/29.55  																																													|-Branch one:
% 64.53/29.55  																																													| (485) all_0_40_40 = e0
% 64.53/29.55  																																													|
% 64.53/29.55  																																														| Equations (485) can reduce 296 to:
% 64.53/29.55  																																														| (365)  ~ (e2 = e0)
% 64.53/29.55  																																														|
% 64.53/29.55  																																														| Simplifying 365 yields:
% 64.53/29.55  																																														| (128)  ~ (e2 = e0)
% 64.53/29.55  																																														|
% 64.53/29.55  																																														+-Applying beta-rule and splitting (1168), into two cases.
% 64.53/29.55  																																														|-Branch one:
% 64.53/29.55  																																														| (1109) all_0_51_51 = e1
% 64.53/29.55  																																														|
% 64.53/29.55  																																															| Equations (1109) can reduce 115 to:
% 64.53/29.55  																																															| (233)  ~ (e1 = e0)
% 64.53/29.55  																																															|
% 64.53/29.55  																																															+-Applying beta-rule and splitting (56), into two cases.
% 64.53/29.55  																																															|-Branch one:
% 64.53/29.55  																																															| (696) unit = e2
% 64.53/29.55  																																															|
% 64.53/29.55  																																																| From (696) and (42) follows:
% 64.53/29.55  																																																| (1613) op(e0, e2) = e0
% 64.53/29.55  																																																|
% 64.53/29.55  																																																| Instantiating formula (29) with e0, e2, e0, e2 and discharging atoms op(e0, e2) = e2, op(e0, e2) = e0, yields:
% 64.53/29.55  																																																| (330) e2 = e0
% 64.53/29.55  																																																|
% 64.53/29.55  																																																| Equations (330) can reduce 128 to:
% 64.53/29.55  																																																| (266) $false
% 64.53/29.55  																																																|
% 64.53/29.55  																																																|-The branch is then unsatisfiable
% 64.53/29.55  																																															|-Branch two:
% 64.53/29.55  																																															| (707)  ~ (unit = e2)
% 64.53/29.55  																																															| (708) unit = e4 | unit = e3 | unit = e1 | unit = e0
% 64.53/29.55  																																															|
% 64.53/29.55  																																																+-Applying beta-rule and splitting (708), into two cases.
% 64.53/29.55  																																																|-Branch one:
% 64.53/29.55  																																																| (709) unit = e4
% 64.53/29.55  																																																|
% 64.53/29.55  																																																	| From (709) and (15) follows:
% 64.53/29.55  																																																	| (22188) op(e4, e2) = e2
% 64.53/29.55  																																																	|
% 64.53/29.55  																																																	| From (709) and (211) follows:
% 64.53/29.55  																																																	| (22527) op(e4, e1) = e1
% 64.53/29.55  																																																	|
% 64.53/29.55  																																																	| From (709) and (32) follows:
% 64.53/29.55  																																																	| (712) op(e2, e4) = e2
% 64.53/29.55  																																																	|
% 64.53/29.55  																																																	| From (709) and (42) follows:
% 64.53/29.55  																																																	| (713) op(e0, e4) = e0
% 64.53/29.55  																																																	|
% 64.53/29.55  																																																	| Instantiating formula (29) with e4, e2, e2, e4 and discharging atoms op(e4, e2) = e4, op(e4, e2) = e2, yields:
% 64.53/29.55  																																																	| (323) e4 = e2
% 64.53/29.55  																																																	|
% 64.53/29.55  																																																	| Instantiating formula (29) with e4, e1, e1, e3 and discharging atoms op(e4, e1) = e3, op(e4, e1) = e1, yields:
% 64.53/29.55  																																																	| (455) e3 = e1
% 64.53/29.55  																																																	|
% 64.53/29.55  																																																	| Instantiating formula (29) with e2, e4, e2, e3 and discharging atoms op(e2, e4) = e3, op(e2, e4) = e2, yields:
% 64.53/29.55  																																																	| (662) e3 = e2
% 64.53/29.55  																																																	|
% 64.53/29.55  																																																	| Instantiating formula (29) with e0, e4, e0, e4 and discharging atoms op(e0, e4) = e4, op(e0, e4) = e0, yields:
% 64.53/29.55  																																																	| (397) e4 = e0
% 64.53/29.55  																																																	|
% 64.53/29.55  																																																	| Combining equations (323,397) yields a new equation:
% 64.53/29.55  																																																	| (391) e2 = e0
% 64.53/29.55  																																																	|
% 64.53/29.55  																																																	| Simplifying 391 yields:
% 64.53/29.55  																																																	| (330) e2 = e0
% 64.53/29.55  																																																	|
% 64.53/29.55  																																																	| Combining equations (455,662) yields a new equation:
% 64.53/29.55  																																																	| (617) e2 = e1
% 64.53/29.55  																																																	|
% 64.53/29.55  																																																	| Combining equations (617,330) yields a new equation:
% 64.53/29.55  																																																	| (546) e1 = e0
% 64.53/29.55  																																																	|
% 64.53/29.55  																																																	| Simplifying 546 yields:
% 64.53/29.55  																																																	| (431) e1 = e0
% 64.53/29.55  																																																	|
% 64.53/29.55  																																																	| Equations (431) can reduce 233 to:
% 64.53/29.55  																																																	| (266) $false
% 64.53/29.55  																																																	|
% 64.53/29.55  																																																	|-The branch is then unsatisfiable
% 64.53/29.55  																																																|-Branch two:
% 64.53/29.55  																																																| (724)  ~ (unit = e4)
% 64.53/29.55  																																																| (725) unit = e3 | unit = e1 | unit = e0
% 64.53/29.55  																																																|
% 64.53/29.55  																																																	+-Applying beta-rule and splitting (725), into two cases.
% 64.53/29.55  																																																	|-Branch one:
% 64.53/29.55  																																																	| (726) unit = e0
% 64.53/29.55  																																																	|
% 64.53/29.55  																																																		| From (726) and (24) follows:
% 64.53/29.55  																																																		| (2208) op(e0, e3) = e3
% 64.53/29.55  																																																		|
% 64.53/29.55  																																																		| From (726) and (42) follows:
% 64.53/29.55  																																																		| (728) op(e0, e0) = e0
% 64.53/29.55  																																																		|
% 64.53/29.55  																																																		| Instantiating formula (29) with e0, e3, e3, e1 and discharging atoms op(e0, e3) = e3, op(e0, e3) = e1, yields:
% 64.53/29.55  																																																		| (455) e3 = e1
% 64.53/29.55  																																																		|
% 64.53/29.55  																																																		| Instantiating formula (29) with e0, e0, e0, e3 and discharging atoms op(e0, e0) = e3, op(e0, e0) = e0, yields:
% 64.53/29.55  																																																		| (676) e3 = e0
% 64.53/29.55  																																																		|
% 64.53/29.55  																																																		| Combining equations (676,455) yields a new equation:
% 64.53/29.55  																																																		| (431) e1 = e0
% 64.53/29.55  																																																		|
% 64.53/29.55  																																																		| Equations (431) can reduce 233 to:
% 64.53/29.55  																																																		| (266) $false
% 64.53/29.55  																																																		|
% 64.53/29.55  																																																		|-The branch is then unsatisfiable
% 64.53/29.55  																																																	|-Branch two:
% 64.53/29.55  																																																	| (734)  ~ (unit = e0)
% 64.53/29.55  																																																	| (735) unit = e3 | unit = e1
% 64.53/29.55  																																																	|
% 64.53/29.55  																																																		+-Applying beta-rule and splitting (735), into two cases.
% 64.53/29.55  																																																		|-Branch one:
% 64.53/29.55  																																																		| (736) unit = e1
% 64.53/29.55  																																																		|
% 64.53/29.55  																																																			| Equations (736) can reduce 707 to:
% 64.53/29.55  																																																			| (604)  ~ (e2 = e1)
% 64.53/29.55  																																																			|
% 64.53/29.55  																																																			| Simplifying 604 yields:
% 64.53/29.55  																																																			| (122)  ~ (e2 = e1)
% 64.53/29.55  																																																			|
% 64.53/29.55  																																																			| From (736) and (28) follows:
% 64.53/29.55  																																																			| (740) op(e1, e1) = e1
% 64.53/29.55  																																																			|
% 64.53/29.55  																																																			| Instantiating formula (29) with e1, e1, e1, e2 and discharging atoms op(e1, e1) = e2, op(e1, e1) = e1, yields:
% 64.53/29.55  																																																			| (617) e2 = e1
% 64.53/29.55  																																																			|
% 64.53/29.55  																																																			| Equations (617) can reduce 122 to:
% 64.53/29.55  																																																			| (266) $false
% 64.53/29.55  																																																			|
% 64.53/29.55  																																																			|-The branch is then unsatisfiable
% 64.53/29.55  																																																		|-Branch two:
% 64.53/29.55  																																																		| (748)  ~ (unit = e1)
% 64.53/29.55  																																																		| (749) unit = e3
% 64.53/29.55  																																																		|
% 64.53/29.55  																																																			| From (749) and (40) follows:
% 64.53/29.55  																																																			| (3715) op(e3, e3) = e3
% 64.53/29.55  																																																			|
% 64.53/29.55  																																																			| From (749) and (28) follows:
% 64.53/29.55  																																																			| (2235) op(e1, e3) = e1
% 64.53/29.55  																																																			|
% 64.53/29.55  																																																			| Instantiating formula (29) with e3, e3, e3, e0 and discharging atoms op(e3, e3) = e3, op(e3, e3) = e0, yields:
% 64.53/29.55  																																																			| (676) e3 = e0
% 64.53/29.55  																																																			|
% 64.53/29.55  																																																			| Instantiating formula (29) with e1, e3, e1, e3 and discharging atoms op(e1, e3) = e3, op(e1, e3) = e1, yields:
% 64.53/29.55  																																																			| (455) e3 = e1
% 64.53/29.55  																																																			|
% 64.53/29.55  																																																			| Combining equations (676,455) yields a new equation:
% 64.53/29.55  																																																			| (431) e1 = e0
% 64.53/29.55  																																																			|
% 64.53/29.55  																																																			| Equations (431) can reduce 233 to:
% 64.53/29.55  																																																			| (266) $false
% 64.53/29.55  																																																			|
% 64.53/29.55  																																																			|-The branch is then unsatisfiable
% 64.53/29.55  																																														|-Branch two:
% 64.53/29.55  																																														| (464)  ~ (all_0_51_51 = e1)
% 64.53/29.55  																																														| (1202) all_0_52_52 = e1 | all_0_53_53 = e1
% 64.53/29.55  																																														|
% 64.53/29.55  																																															+-Applying beta-rule and splitting (1202), into two cases.
% 64.53/29.55  																																															|-Branch one:
% 64.53/29.55  																																															| (642) all_0_52_52 = e1
% 64.53/29.55  																																															|
% 64.53/29.55  																																																| Combining equations (352,642) yields a new equation:
% 64.53/29.55  																																																| (616) e2 = e1
% 64.53/29.55  																																																|
% 64.53/29.55  																																																| Simplifying 616 yields:
% 64.53/29.55  																																																| (617) e2 = e1
% 64.53/29.55  																																																|
% 64.53/29.55  																																																| Equations (617) can reduce 122 to:
% 64.53/29.55  																																																| (266) $false
% 64.53/29.55  																																																|
% 64.53/29.55  																																																|-The branch is then unsatisfiable
% 64.53/29.55  																																															|-Branch two:
% 64.53/29.55  																																															| (646)  ~ (all_0_52_52 = e1)
% 64.53/29.55  																																															| (1208) all_0_53_53 = e1
% 64.53/29.55  																																															|
% 64.53/29.55  																																																| Equations (1208) can reduce 1459 to:
% 64.53/29.55  																																																| (266) $false
% 64.53/29.55  																																																|
% 64.53/29.55  																																																|-The branch is then unsatisfiable
% 64.53/29.55  																																													|-Branch two:
% 64.53/29.55  																																													| (1401)  ~ (all_0_40_40 = e0)
% 64.53/29.55  																																													| (1748) all_0_44_44 = e0 | all_0_49_49 = e0 | all_0_58_58 = e0
% 64.53/29.55  																																													|
% 64.53/29.55  																																														+-Applying beta-rule and splitting (316), into two cases.
% 64.53/29.55  																																														|-Branch one:
% 64.53/29.55  																																														| (1378) all_0_40_40 = e4
% 64.53/29.55  																																														|
% 64.53/29.55  																																															| Equations (1378) can reduce 447 to:
% 64.53/29.55  																																															| (266) $false
% 64.53/29.55  																																															|
% 64.53/29.55  																																															|-The branch is then unsatisfiable
% 64.53/29.55  																																														|-Branch two:
% 64.53/29.55  																																														| (447)  ~ (all_0_40_40 = e4)
% 64.53/29.55  																																														| (485) all_0_40_40 = e0
% 64.53/29.55  																																														|
% 64.53/29.55  																																															| Equations (485) can reduce 1401 to:
% 64.53/29.55  																																															| (266) $false
% 64.53/29.55  																																															|
% 64.53/29.55  																																															|-The branch is then unsatisfiable
% 64.53/29.55  																																											|-Branch two:
% 64.53/29.55  																																											| (357)  ~ (all_0_41_41 = e0)
% 64.53/29.55  																																											| (6761) all_0_42_42 = e0 | all_0_43_43 = e0 | all_0_44_44 = e0
% 64.53/29.55  																																											|
% 64.53/29.55  																																												+-Applying beta-rule and splitting (4049), into two cases.
% 64.53/29.55  																																												|-Branch one:
% 64.53/29.55  																																												| (794) all_0_41_41 = e0
% 64.53/29.55  																																												|
% 64.53/29.55  																																													| Equations (794) can reduce 357 to:
% 64.53/29.55  																																													| (266) $false
% 64.53/29.55  																																													|
% 64.53/29.55  																																													|-The branch is then unsatisfiable
% 64.53/29.55  																																												|-Branch two:
% 64.53/29.55  																																												| (357)  ~ (all_0_41_41 = e0)
% 64.53/29.55  																																												| (4053) all_0_41_41 = e3 | all_0_41_41 = e1
% 64.53/29.55  																																												|
% 64.53/29.55  																																													+-Applying beta-rule and splitting (4053), into two cases.
% 64.53/29.55  																																													|-Branch one:
% 64.53/29.55  																																													| (453) all_0_41_41 = e1
% 64.53/29.55  																																													|
% 64.53/29.55  																																														| Equations (453) can reduce 457 to:
% 64.53/29.55  																																														| (266) $false
% 64.53/29.55  																																														|
% 64.53/29.55  																																														|-The branch is then unsatisfiable
% 64.53/29.55  																																													|-Branch two:
% 64.53/29.55  																																													| (457)  ~ (all_0_41_41 = e1)
% 64.53/29.55  																																													| (403) all_0_41_41 = e3
% 64.53/29.55  																																													|
% 64.53/29.55  																																														| Equations (403) can reduce 1898 to:
% 64.53/29.55  																																														| (266) $false
% 64.53/29.55  																																														|
% 64.53/29.55  																																														|-The branch is then unsatisfiable
% 64.53/29.55  																																							|-Branch two:
% 64.53/29.55  																																							| (1377)  ~ (all_0_39_39 = e4)
% 64.53/29.55  																																							| (480) all_0_39_39 = e0
% 64.53/29.55  																																							|
% 64.53/29.55  																																								| Equations (480) can reduce 484 to:
% 64.53/29.55  																																								| (266) $false
% 64.53/29.55  																																								|
% 64.53/29.55  																																								|-The branch is then unsatisfiable
% 64.53/29.55  																																						|-Branch two:
% 64.53/29.55  																																						| (678)  ~ (all_0_47_47 = e0)
% 64.53/29.55  																																						| (1278) all_0_48_48 = e0 | all_0_49_49 = e0
% 64.53/29.55  																																						|
% 64.53/29.55  																																							+-Applying beta-rule and splitting (104), into two cases.
% 64.53/29.55  																																							|-Branch one:
% 64.53/29.55  																																							| (480) all_0_39_39 = e0
% 64.53/29.55  																																							|
% 64.53/29.55  																																								| Equations (480) can reduce 176 to:
% 64.53/29.55  																																								| (1400)  ~ (all_0_40_40 = e0)
% 64.53/29.55  																																								|
% 64.53/29.55  																																								| Simplifying 1400 yields:
% 64.53/29.55  																																								| (1401)  ~ (all_0_40_40 = e0)
% 64.53/29.55  																																								|
% 64.53/29.55  																																								| Equations (480) can reduce 246 to:
% 64.53/29.55  																																								| (541)  ~ (e3 = e0)
% 64.53/29.55  																																								|
% 64.53/29.55  																																								| Simplifying 541 yields:
% 64.53/29.55  																																								| (80)  ~ (e3 = e0)
% 64.53/29.55  																																								|
% 64.53/29.55  																																								| Equations (480) can reduce 294 to:
% 64.53/29.55  																																								| (365)  ~ (e2 = e0)
% 64.53/29.55  																																								|
% 64.53/29.55  																																								| Simplifying 365 yields:
% 64.53/29.55  																																								| (128)  ~ (e2 = e0)
% 64.53/29.55  																																								|
% 64.53/29.55  																																								+-Applying beta-rule and splitting (75), into two cases.
% 64.53/29.55  																																								|-Branch one:
% 64.53/29.55  																																								| (485) all_0_40_40 = e0
% 64.53/29.55  																																								|
% 64.53/29.55  																																									| Equations (485) can reduce 1401 to:
% 64.53/29.55  																																									| (266) $false
% 64.53/29.55  																																									|
% 64.53/29.55  																																									|-The branch is then unsatisfiable
% 64.53/29.55  																																								|-Branch two:
% 64.53/29.55  																																								| (1401)  ~ (all_0_40_40 = e0)
% 64.53/29.55  																																								| (1748) all_0_44_44 = e0 | all_0_49_49 = e0 | all_0_58_58 = e0
% 64.53/29.55  																																								|
% 64.53/29.55  																																									+-Applying beta-rule and splitting (1748), into two cases.
% 64.53/29.55  																																									|-Branch one:
% 64.53/29.55  																																									| (1414) all_0_44_44 = e0
% 64.53/29.55  																																									|
% 64.53/29.55  																																										| Equations (1414) can reduce 147 to:
% 64.53/29.55  																																										| (365)  ~ (e2 = e0)
% 64.53/29.55  																																										|
% 64.53/29.55  																																										| Simplifying 365 yields:
% 64.53/29.55  																																										| (128)  ~ (e2 = e0)
% 64.53/29.55  																																										|
% 64.53/29.55  																																										+-Applying beta-rule and splitting (1278), into two cases.
% 64.53/29.55  																																										|-Branch one:
% 64.53/29.55  																																										| (1279) all_0_48_48 = e0
% 64.53/29.55  																																										|
% 64.53/29.55  																																											| Equations (1279) can reduce 1283 to:
% 64.53/29.55  																																											| (266) $false
% 64.53/29.55  																																											|
% 64.53/29.55  																																											|-The branch is then unsatisfiable
% 64.53/29.55  																																										|-Branch two:
% 64.53/29.55  																																										| (1283)  ~ (all_0_48_48 = e0)
% 64.53/29.55  																																										| (978) all_0_49_49 = e0
% 64.53/29.55  																																										|
% 64.53/29.55  																																											| Combining equations (583,978) yields a new equation:
% 64.53/29.55  																																											| (391) e2 = e0
% 64.53/29.55  																																											|
% 64.53/29.55  																																											| Simplifying 391 yields:
% 64.53/29.55  																																											| (330) e2 = e0
% 64.53/29.55  																																											|
% 64.53/29.55  																																											| Equations (330) can reduce 128 to:
% 64.53/29.55  																																											| (266) $false
% 64.53/29.55  																																											|
% 64.53/29.55  																																											|-The branch is then unsatisfiable
% 64.53/29.56  																																									|-Branch two:
% 64.53/29.56  																																									| (360)  ~ (all_0_44_44 = e0)
% 64.53/29.56  																																									| (1760) all_0_49_49 = e0 | all_0_58_58 = e0
% 64.53/29.56  																																									|
% 64.53/29.56  																																										+-Applying beta-rule and splitting (1760), into two cases.
% 64.53/29.56  																																										|-Branch one:
% 64.53/29.56  																																										| (978) all_0_49_49 = e0
% 64.53/29.56  																																										|
% 64.53/29.56  																																											| Combining equations (583,978) yields a new equation:
% 64.53/29.56  																																											| (391) e2 = e0
% 64.53/29.56  																																											|
% 64.53/29.56  																																											| Simplifying 391 yields:
% 64.53/29.56  																																											| (330) e2 = e0
% 64.53/29.56  																																											|
% 64.53/29.56  																																											| Equations (330) can reduce 128 to:
% 64.53/29.56  																																											| (266) $false
% 64.53/29.56  																																											|
% 64.53/29.56  																																											|-The branch is then unsatisfiable
% 64.53/29.56  																																										|-Branch two:
% 64.53/29.56  																																										| (487)  ~ (all_0_49_49 = e0)
% 64.53/29.56  																																										| (914) all_0_58_58 = e0
% 64.53/29.56  																																										|
% 64.53/29.56  																																											| Combining equations (914,795) yields a new equation:
% 64.53/29.56  																																											| (676) e3 = e0
% 64.53/29.56  																																											|
% 64.53/29.56  																																											| Equations (676) can reduce 80 to:
% 64.53/29.56  																																											| (266) $false
% 64.53/29.56  																																											|
% 64.53/29.56  																																											|-The branch is then unsatisfiable
% 64.53/29.56  																																							|-Branch two:
% 64.53/29.56  																																							| (484)  ~ (all_0_39_39 = e0)
% 64.53/29.56  																																							| (558) all_0_42_42 = e0 | all_0_47_47 = e0 | all_0_56_56 = e0
% 64.53/29.56  																																							|
% 64.53/29.56  																																								+-Applying beta-rule and splitting (320), into two cases.
% 64.53/29.56  																																								|-Branch one:
% 64.53/29.56  																																								| (471) all_0_39_39 = e4
% 64.53/29.56  																																								|
% 64.53/29.56  																																									| Equations (471) can reduce 176 to:
% 64.53/29.56  																																									| (7398)  ~ (all_0_40_40 = e4)
% 64.53/29.56  																																									|
% 64.53/29.56  																																									| Simplifying 7398 yields:
% 64.53/29.56  																																									| (447)  ~ (all_0_40_40 = e4)
% 64.53/29.56  																																									|
% 64.53/29.56  																																									+-Applying beta-rule and splitting (316), into two cases.
% 64.53/29.56  																																									|-Branch one:
% 64.53/29.56  																																									| (1378) all_0_40_40 = e4
% 64.53/29.56  																																									|
% 64.53/29.56  																																										| Equations (1378) can reduce 447 to:
% 64.53/29.56  																																										| (266) $false
% 64.53/29.56  																																										|
% 64.53/29.56  																																										|-The branch is then unsatisfiable
% 64.53/29.56  																																									|-Branch two:
% 64.53/29.56  																																									| (447)  ~ (all_0_40_40 = e4)
% 64.53/29.56  																																									| (485) all_0_40_40 = e0
% 64.53/29.56  																																									|
% 64.53/29.56  																																										| Equations (485) can reduce 296 to:
% 64.53/29.56  																																										| (365)  ~ (e2 = e0)
% 64.53/29.56  																																										|
% 64.53/29.56  																																										| Simplifying 365 yields:
% 64.53/29.56  																																										| (128)  ~ (e2 = e0)
% 64.53/29.56  																																										|
% 64.53/29.56  																																										+-Applying beta-rule and splitting (1278), into two cases.
% 64.53/29.56  																																										|-Branch one:
% 64.53/29.56  																																										| (1279) all_0_48_48 = e0
% 64.53/29.56  																																										|
% 64.53/29.56  																																											| Equations (1279) can reduce 1283 to:
% 64.53/29.56  																																											| (266) $false
% 64.53/29.56  																																											|
% 64.53/29.56  																																											|-The branch is then unsatisfiable
% 64.53/29.56  																																										|-Branch two:
% 64.53/29.56  																																										| (1283)  ~ (all_0_48_48 = e0)
% 64.53/29.56  																																										| (978) all_0_49_49 = e0
% 64.53/29.56  																																										|
% 64.53/29.56  																																											| Combining equations (583,978) yields a new equation:
% 64.53/29.56  																																											| (391) e2 = e0
% 64.53/29.56  																																											|
% 64.53/29.56  																																											| Simplifying 391 yields:
% 64.53/29.56  																																											| (330) e2 = e0
% 64.53/29.56  																																											|
% 64.53/29.56  																																											| Equations (330) can reduce 128 to:
% 64.53/29.56  																																											| (266) $false
% 64.53/29.56  																																											|
% 64.53/29.56  																																											|-The branch is then unsatisfiable
% 64.53/29.56  																																								|-Branch two:
% 64.53/29.56  																																								| (1377)  ~ (all_0_39_39 = e4)
% 64.53/29.56  																																								| (480) all_0_39_39 = e0
% 64.53/29.56  																																								|
% 64.53/29.56  																																									| Equations (480) can reduce 484 to:
% 64.53/29.56  																																									| (266) $false
% 64.53/29.56  																																									|
% 64.53/29.56  																																									|-The branch is then unsatisfiable
% 64.53/29.56  																																				|-Branch two:
% 64.53/29.56  																																				| (250)  ~ (all_0_46_46 = e4)
% 64.53/29.56  																																				| (774) all_0_50_50 = e4 | all_0_55_55 = e4
% 64.53/29.56  																																				|
% 64.53/29.56  																																					+-Applying beta-rule and splitting (10222), into two cases.
% 64.53/29.56  																																					|-Branch one:
% 64.53/29.56  																																					| (1279) all_0_48_48 = e0
% 64.53/29.56  																																					|
% 64.53/29.56  																																						| Equations (1279) can reduce 1283 to:
% 64.53/29.56  																																						| (266) $false
% 64.53/29.56  																																						|
% 64.53/29.56  																																						|-The branch is then unsatisfiable
% 64.53/29.56  																																					|-Branch two:
% 64.53/29.56  																																					| (1283)  ~ (all_0_48_48 = e0)
% 64.53/29.56  																																					| (615) all_0_48_48 = e1
% 64.53/29.56  																																					|
% 64.53/29.56  																																						| Equations (615) can reduce 254 to:
% 64.53/29.56  																																						| (602)  ~ (e4 = e1)
% 64.53/29.56  																																						|
% 64.53/29.56  																																						| Simplifying 602 yields:
% 64.53/29.56  																																						| (110)  ~ (e4 = e1)
% 64.53/29.56  																																						|
% 64.53/29.56  																																						+-Applying beta-rule and splitting (1381), into two cases.
% 64.53/29.56  																																						|-Branch one:
% 64.53/29.56  																																						| (430) all_0_43_43 = e1
% 64.53/29.56  																																						|
% 64.53/29.56  																																							| Combining equations (430,396) yields a new equation:
% 64.53/29.56  																																							| (630) e4 = e1
% 64.53/29.56  																																							|
% 64.53/29.56  																																							| Equations (630) can reduce 110 to:
% 64.53/29.56  																																							| (266) $false
% 64.53/29.56  																																							|
% 64.53/29.56  																																							|-The branch is then unsatisfiable
% 64.53/29.56  																																						|-Branch two:
% 64.53/29.56  																																						| (433)  ~ (all_0_43_43 = e1)
% 64.53/29.56  																																						| (635) all_0_44_44 = e1
% 64.53/29.56  																																						|
% 64.53/29.56  																																							| Equations (635) can reduce 1390 to:
% 64.53/29.56  																																							| (602)  ~ (e4 = e1)
% 64.53/29.56  																																							|
% 64.53/29.56  																																							| Simplifying 602 yields:
% 64.53/29.56  																																							| (110)  ~ (e4 = e1)
% 64.53/29.56  																																							|
% 64.53/29.56  																																							+-Applying beta-rule and splitting (774), into two cases.
% 64.53/29.56  																																							|-Branch one:
% 64.53/29.56  																																							| (775) all_0_50_50 = e4
% 64.53/29.56  																																							|
% 64.53/29.56  																																								| Combining equations (415,775) yields a new equation:
% 64.53/29.56  																																								| (425) e4 = e3
% 64.53/29.56  																																								|
% 64.53/29.56  																																								| Equations (425) can reduce 188 to:
% 64.53/29.56  																																								| (266) $false
% 64.53/29.56  																																								|
% 64.53/29.56  																																								|-The branch is then unsatisfiable
% 64.53/29.56  																																							|-Branch two:
% 64.53/29.56  																																							| (566)  ~ (all_0_50_50 = e4)
% 64.53/29.56  																																							| (587) all_0_55_55 = e4
% 64.53/29.56  																																							|
% 64.53/29.56  																																								| Combining equations (629,587) yields a new equation:
% 64.53/29.56  																																								| (630) e4 = e1
% 64.53/29.56  																																								|
% 64.53/29.56  																																								| Equations (630) can reduce 110 to:
% 64.53/29.56  																																								| (266) $false
% 64.53/29.56  																																								|
% 64.53/29.56  																																								|-The branch is then unsatisfiable
% 64.53/29.56  																												|-Branch two:
% 64.53/29.56  																												| (399)  ~ (all_0_43_43 = e4)
% 64.53/29.56  																												| (6374) all_0_43_43 = e1 | all_0_43_43 = e0
% 64.53/29.56  																												|
% 64.53/29.56  																													+-Applying beta-rule and splitting (6374), into two cases.
% 64.53/29.56  																													|-Branch one:
% 64.53/29.56  																													| (356) all_0_43_43 = e0
% 64.53/29.56  																													|
% 64.53/29.56  																														| Equations (356) can reduce 5470 to:
% 64.53/29.56  																														| (266) $false
% 64.53/29.56  																														|
% 64.53/29.56  																														|-The branch is then unsatisfiable
% 64.53/29.56  																													|-Branch two:
% 64.53/29.56  																													| (5470)  ~ (all_0_43_43 = e0)
% 64.53/29.56  																													| (430) all_0_43_43 = e1
% 64.53/29.56  																													|
% 64.53/29.56  																														| Equations (430) can reduce 31 to:
% 64.53/29.56  																														| (457)  ~ (all_0_41_41 = e1)
% 64.53/29.56  																														|
% 64.53/29.56  																														| Equations (430) can reduce 159 to:
% 64.53/29.56  																														| (4057)  ~ (all_0_44_44 = e1)
% 64.53/29.56  																														|
% 64.53/29.56  																														| Simplifying 4057 yields:
% 64.53/29.56  																														| (639)  ~ (all_0_44_44 = e1)
% 64.53/29.56  																														|
% 64.53/29.56  																														| Equations (430) can reduce 17 to:
% 64.53/29.56  																														| (11581)  ~ (all_0_48_48 = e1)
% 64.53/29.56  																														|
% 64.53/29.56  																														| Simplifying 11581 yields:
% 64.53/29.56  																														| (619)  ~ (all_0_48_48 = e1)
% 64.53/29.56  																														|
% 64.53/29.56  																														| Equations (430) can reduce 96 to:
% 64.53/29.56  																														| (604)  ~ (e2 = e1)
% 64.53/29.56  																														|
% 64.53/29.56  																														| Simplifying 604 yields:
% 64.53/29.56  																														| (122)  ~ (e2 = e1)
% 64.53/29.56  																														|
% 64.53/29.56  																														+-Applying beta-rule and splitting (112), into two cases.
% 64.53/29.56  																														|-Branch one:
% 64.53/29.56  																														| (635) all_0_44_44 = e1
% 64.53/29.56  																														|
% 64.53/29.56  																															| Equations (635) can reduce 639 to:
% 64.53/29.56  																															| (266) $false
% 64.53/29.56  																															|
% 64.53/29.56  																															|-The branch is then unsatisfiable
% 64.53/29.56  																														|-Branch two:
% 64.53/29.56  																														| (639)  ~ (all_0_44_44 = e1)
% 64.53/29.56  																														| (640) all_0_49_49 = e1 | all_0_53_53 = e1 | all_0_58_58 = e1
% 64.53/29.56  																														|
% 64.53/29.56  																															+-Applying beta-rule and splitting (135), into two cases.
% 64.53/29.56  																															|-Branch one:
% 64.53/29.56  																															| (545) all_0_46_46 = e1
% 64.53/29.56  																															|
% 64.53/29.56  																																| Equations (545) can reduce 549 to:
% 64.53/29.56  																																| (266) $false
% 64.53/29.56  																																|
% 64.53/29.56  																																|-The branch is then unsatisfiable
% 64.53/29.56  																															|-Branch two:
% 64.53/29.56  																															| (549)  ~ (all_0_46_46 = e1)
% 64.53/29.56  																															| (550) all_0_47_47 = e1 | all_0_48_48 = e1 | all_0_49_49 = e1
% 64.53/29.56  																															|
% 64.53/29.56  																																+-Applying beta-rule and splitting (640), into two cases.
% 64.53/29.56  																																|-Branch one:
% 64.53/29.56  																																| (671) all_0_49_49 = e1
% 64.53/29.56  																																|
% 64.53/29.56  																																	| Combining equations (671,583) yields a new equation:
% 64.53/29.56  																																	| (617) e2 = e1
% 64.53/29.56  																																	|
% 64.53/29.56  																																	| Equations (617) can reduce 122 to:
% 64.53/29.56  																																	| (266) $false
% 64.53/29.56  																																	|
% 64.53/29.56  																																	|-The branch is then unsatisfiable
% 64.53/29.56  																																|-Branch two:
% 64.53/29.56  																																| (1064)  ~ (all_0_49_49 = e1)
% 64.53/29.56  																																| (2141) all_0_53_53 = e1 | all_0_58_58 = e1
% 64.53/29.56  																																|
% 64.53/29.56  																																	| Equations (583) can reduce 1064 to:
% 64.53/29.56  																																	| (122)  ~ (e2 = e1)
% 64.53/29.56  																																	|
% 64.53/29.56  																																	+-Applying beta-rule and splitting (228), into two cases.
% 64.53/29.56  																																	|-Branch one:
% 64.53/29.56  																																	| (335) all_0_48_48 = e2
% 64.53/29.56  																																	|
% 64.53/29.56  																																		| Equations (335) can reduce 810 to:
% 64.53/29.56  																																		| (266) $false
% 64.53/29.56  																																		|
% 64.53/29.56  																																		|-The branch is then unsatisfiable
% 64.53/29.56  																																	|-Branch two:
% 64.53/29.56  																																	| (810)  ~ (all_0_48_48 = e2)
% 64.53/29.56  																																	| (10218) all_0_48_48 = e4 | all_0_48_48 = e1 | all_0_48_48 = e0
% 64.53/29.56  																																	|
% 64.53/29.56  																																		+-Applying beta-rule and splitting (10218), into two cases.
% 64.53/29.56  																																		|-Branch one:
% 64.53/29.56  																																		| (943) all_0_48_48 = e4
% 64.53/29.56  																																		|
% 64.53/29.56  																																			| Equations (943) can reduce 30 to:
% 64.53/29.56  																																			| (250)  ~ (all_0_46_46 = e4)
% 64.53/29.56  																																			|
% 64.53/29.56  																																			| Equations (943) can reduce 215 to:
% 64.53/29.56  																																			| (188)  ~ (e4 = e3)
% 64.53/29.56  																																			|
% 64.53/29.56  																																			| Equations (943) can reduce 810 to:
% 64.53/29.56  																																			| (48)  ~ (e4 = e2)
% 64.53/29.56  																																			|
% 64.53/29.56  																																			| Equations (943) can reduce 619 to:
% 64.53/29.56  																																			| (110)  ~ (e4 = e1)
% 64.53/29.56  																																			|
% 64.53/29.56  																																			| Equations (943) can reduce 1283 to:
% 64.53/29.56  																																			| (49)  ~ (e4 = e0)
% 64.53/29.56  																																			|
% 64.53/29.56  																																			+-Applying beta-rule and splitting (62), into two cases.
% 64.53/29.56  																																			|-Branch one:
% 64.53/29.56  																																			| (321) all_0_38_38 = e4
% 64.53/29.56  																																			|
% 64.53/29.56  																																				| Combining equations (321,292) yields a new equation:
% 64.53/29.56  																																				| (322) e4 = e2
% 64.53/29.56  																																				|
% 64.53/29.56  																																				| Simplifying 322 yields:
% 64.53/29.56  																																				| (323) e4 = e2
% 64.53/29.56  																																				|
% 64.53/29.56  																																				| Equations (323) can reduce 48 to:
% 64.53/29.56  																																				| (266) $false
% 64.53/29.56  																																				|
% 64.53/29.56  																																				|-The branch is then unsatisfiable
% 64.53/29.56  																																			|-Branch two:
% 64.53/29.56  																																			| (325)  ~ (all_0_38_38 = e4)
% 64.53/29.56  																																			| (582) all_0_41_41 = e4 | all_0_46_46 = e4 | all_0_50_50 = e4 | all_0_55_55 = e4
% 64.53/29.56  																																			|
% 64.53/29.56  																																				+-Applying beta-rule and splitting (582), into two cases.
% 64.53/29.56  																																				|-Branch one:
% 64.53/29.56  																																				| (437) all_0_41_41 = e4
% 64.53/29.56  																																				|
% 64.53/29.56  																																					| Equations (437) can reduce 43 to:
% 64.53/29.56  																																					| (249)  ~ (all_0_46_46 = e4)
% 64.53/29.56  																																					|
% 64.53/29.56  																																					| Simplifying 249 yields:
% 64.53/29.56  																																					| (250)  ~ (all_0_46_46 = e4)
% 64.53/29.56  																																					|
% 64.53/29.56  																																					| Equations (437) can reduce 457 to:
% 64.53/29.56  																																					| (110)  ~ (e4 = e1)
% 64.53/29.56  																																					|
% 64.53/29.56  																																					| From (437) and (219) follows:
% 64.53/29.56  																																					| (1913) op(e3, e3) = e4
% 64.53/29.56  																																					|
% 64.53/29.56  																																					+-Applying beta-rule and splitting (165), into two cases.
% 64.53/29.56  																																					|-Branch one:
% 64.53/29.56  																																					| (794) all_0_41_41 = e0
% 64.53/29.56  																																					|
% 64.53/29.56  																																						| Combining equations (794,437) yields a new equation:
% 64.53/29.56  																																						| (397) e4 = e0
% 64.53/29.56  																																						|
% 64.53/29.56  																																						| Equations (397) can reduce 49 to:
% 64.53/29.56  																																						| (266) $false
% 64.53/29.56  																																						|
% 64.53/29.56  																																						|-The branch is then unsatisfiable
% 64.53/29.56  																																					|-Branch two:
% 64.53/29.56  																																					| (357)  ~ (all_0_41_41 = e0)
% 64.53/29.56  																																					| (6761) all_0_42_42 = e0 | all_0_43_43 = e0 | all_0_44_44 = e0
% 64.53/29.56  																																					|
% 64.53/29.56  																																						+-Applying beta-rule and splitting (550), into two cases.
% 64.53/29.56  																																						|-Branch one:
% 64.53/29.56  																																						| (654) all_0_47_47 = e1
% 64.53/29.56  																																						|
% 64.53/29.56  																																							| Equations (654) can reduce 19 to:
% 64.53/29.56  																																							| (549)  ~ (all_0_46_46 = e1)
% 64.53/29.56  																																							|
% 64.53/29.56  																																							| Equations (654) can reduce 1091 to:
% 64.53/29.56  																																							| (467)  ~ (e3 = e1)
% 64.53/29.56  																																							|
% 64.53/29.56  																																							| Simplifying 467 yields:
% 64.53/29.56  																																							| (213)  ~ (e3 = e1)
% 64.53/29.56  																																							|
% 64.53/29.56  																																							| From (654) and (23) follows:
% 64.53/29.56  																																							| (9478) op(e2, e2) = e1
% 64.53/29.56  																																							|
% 64.53/29.56  																																							+-Applying beta-rule and splitting (184), into two cases.
% 64.53/29.56  																																							|-Branch one:
% 64.53/29.56  																																							| (538) all_0_46_46 = e0
% 64.53/29.56  																																							|
% 64.53/29.56  																																								| Equations (538) can reduce 409 to:
% 64.53/29.56  																																								| (541)  ~ (e3 = e0)
% 64.53/29.56  																																								|
% 64.53/29.56  																																								| Simplifying 541 yields:
% 64.53/29.56  																																								| (80)  ~ (e3 = e0)
% 64.53/29.56  																																								|
% 64.53/29.56  																																								| Equations (538) can reduce 549 to:
% 64.53/29.56  																																								| (435)  ~ (e1 = e0)
% 64.53/29.56  																																								|
% 64.53/29.56  																																								| Simplifying 435 yields:
% 64.53/29.56  																																								| (233)  ~ (e1 = e0)
% 64.53/29.56  																																								|
% 64.53/29.56  																																								| From (538) and (120) follows:
% 64.53/29.56  																																								| (544) op(e2, e3) = e0
% 64.53/29.56  																																								|
% 64.53/29.56  																																								+-Applying beta-rule and splitting (160), into two cases.
% 64.53/29.56  																																								|-Branch one:
% 64.53/29.56  																																								| (601) all_0_50_50 = e1
% 64.53/29.56  																																								|
% 64.53/29.56  																																									| Combining equations (415,601) yields a new equation:
% 64.53/29.56  																																									| (454) e3 = e1
% 64.53/29.56  																																									|
% 64.53/29.56  																																									| Simplifying 454 yields:
% 64.53/29.56  																																									| (455) e3 = e1
% 64.53/29.56  																																									|
% 64.53/29.56  																																									| Equations (455) can reduce 213 to:
% 64.53/29.56  																																									| (266) $false
% 64.53/29.56  																																									|
% 64.53/29.56  																																									|-The branch is then unsatisfiable
% 64.53/29.56  																																								|-Branch two:
% 64.53/29.56  																																								| (759)  ~ (all_0_50_50 = e1)
% 64.53/29.56  																																								| (1168) all_0_51_51 = e1 | all_0_52_52 = e1 | all_0_53_53 = e1
% 64.53/29.56  																																								|
% 64.53/29.56  																																									| Equations (415) can reduce 759 to:
% 64.53/29.56  																																									| (213)  ~ (e3 = e1)
% 64.53/29.56  																																									|
% 64.53/29.56  																																									+-Applying beta-rule and splitting (6761), into two cases.
% 64.53/29.56  																																									|-Branch one:
% 64.53/29.56  																																									| (559) all_0_42_42 = e0
% 64.53/29.56  																																									|
% 64.53/29.56  																																										| Combining equations (516,559) yields a new equation:
% 64.53/29.56  																																										| (675) e3 = e0
% 64.53/29.56  																																										|
% 64.53/29.56  																																										| Simplifying 675 yields:
% 64.53/29.56  																																										| (676) e3 = e0
% 64.53/29.56  																																										|
% 64.53/29.56  																																										| Equations (676) can reduce 80 to:
% 64.53/29.56  																																										| (266) $false
% 64.53/29.56  																																										|
% 64.53/29.56  																																										|-The branch is then unsatisfiable
% 64.53/29.56  																																									|-Branch two:
% 64.53/29.56  																																									| (358)  ~ (all_0_42_42 = e0)
% 64.53/29.56  																																									| (6766) all_0_43_43 = e0 | all_0_44_44 = e0
% 64.53/29.56  																																									|
% 64.53/29.56  																																										+-Applying beta-rule and splitting (6766), into two cases.
% 64.53/29.56  																																										|-Branch one:
% 64.53/29.56  																																										| (356) all_0_43_43 = e0
% 64.53/29.56  																																										|
% 64.53/29.56  																																											| Combining equations (356,430) yields a new equation:
% 64.53/29.56  																																											| (431) e1 = e0
% 64.53/29.56  																																											|
% 64.53/29.56  																																											| Equations (431) can reduce 233 to:
% 64.53/29.56  																																											| (266) $false
% 64.53/29.56  																																											|
% 64.53/29.56  																																											|-The branch is then unsatisfiable
% 64.53/29.56  																																										|-Branch two:
% 64.53/29.56  																																										| (5470)  ~ (all_0_43_43 = e0)
% 64.53/29.56  																																										| (1414) all_0_44_44 = e0
% 64.53/29.56  																																										|
% 64.53/29.56  																																											| Equations (1414) can reduce 143 to:
% 64.53/29.56  																																											| (1401)  ~ (all_0_40_40 = e0)
% 64.53/29.56  																																											|
% 64.53/29.56  																																											| Equations (1414) can reduce 220 to:
% 64.53/29.56  																																											| (488)  ~ (all_0_53_53 = e0)
% 64.53/29.56  																																											|
% 64.53/29.56  																																											| Simplifying 488 yields:
% 64.53/29.56  																																											| (247)  ~ (all_0_53_53 = e0)
% 64.53/29.56  																																											|
% 64.53/29.56  																																											+-Applying beta-rule and splitting (333), into two cases.
% 64.53/29.56  																																											|-Branch one:
% 64.53/29.56  																																											| (480) all_0_39_39 = e0
% 64.53/29.56  																																											|
% 64.53/29.56  																																												| Equations (480) can reduce 176 to:
% 64.53/29.56  																																												| (1400)  ~ (all_0_40_40 = e0)
% 64.53/29.56  																																												|
% 64.53/29.56  																																												| Simplifying 1400 yields:
% 64.53/29.56  																																												| (1401)  ~ (all_0_40_40 = e0)
% 64.53/29.56  																																												|
% 64.53/29.56  																																												| From (480) and (14) follows:
% 64.53/29.56  																																												| (4090) op(e4, e2) = e0
% 64.53/29.56  																																												|
% 64.53/29.56  																																												+-Applying beta-rule and splitting (316), into two cases.
% 64.53/29.56  																																												|-Branch one:
% 64.53/29.56  																																												| (1378) all_0_40_40 = e4
% 64.53/29.56  																																												|
% 64.53/29.56  																																													| Equations (1378) can reduce 2 to:
% 64.53/29.56  																																													| (188)  ~ (e4 = e3)
% 64.53/29.56  																																													|
% 64.53/29.56  																																													| Equations (1378) can reduce 296 to:
% 64.53/29.56  																																													| (48)  ~ (e4 = e2)
% 64.53/29.56  																																													|
% 64.53/29.56  																																													| Equations (1378) can reduce 132 to:
% 64.53/29.56  																																													| (110)  ~ (e4 = e1)
% 64.53/29.56  																																													|
% 64.53/29.56  																																													| Equations (1378) can reduce 1401 to:
% 64.53/29.56  																																													| (49)  ~ (e4 = e0)
% 64.53/29.56  																																													|
% 64.53/29.56  																																													+-Applying beta-rule and splitting (231), into two cases.
% 64.53/29.56  																																													|-Branch one:
% 64.53/29.56  																																													| (775) all_0_50_50 = e4
% 64.53/29.56  																																													|
% 64.53/29.56  																																														| Combining equations (415,775) yields a new equation:
% 64.53/29.56  																																														| (425) e4 = e3
% 64.53/29.56  																																														|
% 64.53/29.56  																																														| Equations (425) can reduce 188 to:
% 64.53/29.56  																																														| (266) $false
% 64.53/29.56  																																														|
% 64.53/29.56  																																														|-The branch is then unsatisfiable
% 64.53/29.56  																																													|-Branch two:
% 64.53/29.56  																																													| (566)  ~ (all_0_50_50 = e4)
% 64.53/29.57  																																													| (1071) all_0_51_51 = e4 | all_0_52_52 = e4 | all_0_53_53 = e4
% 64.53/29.57  																																													|
% 64.53/29.57  																																														| Equations (415) can reduce 566 to:
% 64.53/29.57  																																														| (277)  ~ (e4 = e3)
% 64.53/29.57  																																														|
% 64.53/29.57  																																														| Simplifying 277 yields:
% 64.53/29.57  																																														| (188)  ~ (e4 = e3)
% 64.53/29.57  																																														|
% 64.53/29.57  																																														+-Applying beta-rule and splitting (164), into two cases.
% 64.53/29.57  																																														|-Branch one:
% 64.53/29.57  																																														| (471) all_0_39_39 = e4
% 64.53/29.57  																																														|
% 64.53/29.57  																																															| Combining equations (471,480) yields a new equation:
% 64.53/29.57  																																															| (481) e4 = e0
% 64.53/29.57  																																															|
% 64.53/29.57  																																															| Simplifying 481 yields:
% 64.53/29.57  																																															| (397) e4 = e0
% 64.53/29.57  																																															|
% 64.53/29.57  																																															| Equations (397) can reduce 49 to:
% 64.53/29.57  																																															| (266) $false
% 64.53/29.57  																																															|
% 64.53/29.57  																																															|-The branch is then unsatisfiable
% 64.53/29.57  																																														|-Branch two:
% 64.53/29.57  																																														| (1377)  ~ (all_0_39_39 = e4)
% 64.53/29.57  																																														| (2115) all_0_42_42 = e4 | all_0_47_47 = e4 | all_0_51_51 = e4 | all_0_56_56 = e4
% 64.53/29.57  																																														|
% 64.53/29.57  																																															+-Applying beta-rule and splitting (1100), into two cases.
% 64.53/29.57  																																															|-Branch one:
% 64.53/29.57  																																															| (1101) all_0_51_51 = e4
% 64.53/29.57  																																															|
% 64.53/29.57  																																																| From (1101) and (186) follows:
% 64.53/29.57  																																																| (13720) op(e1, e2) = e4
% 64.53/29.57  																																																|
% 64.53/29.57  																																																+-Applying beta-rule and splitting (2141), into two cases.
% 64.53/29.57  																																																|-Branch one:
% 64.53/29.57  																																																| (1208) all_0_53_53 = e1
% 64.53/29.57  																																																|
% 64.53/29.57  																																																	| Equations (1208) can reduce 247 to:
% 64.53/29.57  																																																	| (233)  ~ (e1 = e0)
% 64.53/29.57  																																																	|
% 64.53/29.57  																																																	+-Applying beta-rule and splitting (56), into two cases.
% 64.53/29.57  																																																	|-Branch one:
% 64.53/29.57  																																																	| (696) unit = e2
% 64.53/29.57  																																																	|
% 64.53/29.57  																																																		| From (696) and (32) follows:
% 64.53/29.57  																																																		| (698) op(e2, e2) = e2
% 64.53/29.57  																																																		|
% 64.53/29.57  																																																		| From (696) and (42) follows:
% 64.53/29.57  																																																		| (1613) op(e0, e2) = e0
% 64.53/29.57  																																																		|
% 64.53/29.57  																																																		| Instantiating formula (29) with e2, e2, e2, e1 and discharging atoms op(e2, e2) = e2, op(e2, e2) = e1, yields:
% 64.53/29.57  																																																		| (617) e2 = e1
% 64.53/29.57  																																																		|
% 64.53/29.57  																																																		| Instantiating formula (29) with e0, e2, e0, e2 and discharging atoms op(e0, e2) = e2, op(e0, e2) = e0, yields:
% 64.53/29.57  																																																		| (330) e2 = e0
% 64.53/29.57  																																																		|
% 64.53/29.57  																																																		| Combining equations (330,617) yields a new equation:
% 64.53/29.57  																																																		| (431) e1 = e0
% 64.53/29.57  																																																		|
% 64.53/29.57  																																																		| Equations (431) can reduce 233 to:
% 64.53/29.57  																																																		| (266) $false
% 64.53/29.57  																																																		|
% 64.53/29.57  																																																		|-The branch is then unsatisfiable
% 64.53/29.57  																																																	|-Branch two:
% 64.53/29.57  																																																	| (707)  ~ (unit = e2)
% 64.53/29.57  																																																	| (708) unit = e4 | unit = e3 | unit = e1 | unit = e0
% 64.53/29.57  																																																	|
% 64.53/29.57  																																																		+-Applying beta-rule and splitting (708), into two cases.
% 64.53/29.57  																																																		|-Branch one:
% 64.53/29.57  																																																		| (709) unit = e4
% 64.53/29.57  																																																		|
% 64.53/29.57  																																																			| From (709) and (15) follows:
% 64.53/29.57  																																																			| (22188) op(e4, e2) = e2
% 64.53/29.57  																																																			|
% 64.53/29.57  																																																			| From (709) and (211) follows:
% 64.53/29.57  																																																			| (22527) op(e4, e1) = e1
% 64.53/29.57  																																																			|
% 64.53/29.57  																																																			| From (709) and (32) follows:
% 64.53/29.57  																																																			| (712) op(e2, e4) = e2
% 64.53/29.57  																																																			|
% 64.53/29.57  																																																			| Instantiating formula (29) with e4, e2, e2, e0 and discharging atoms op(e4, e2) = e2, op(e4, e2) = e0, yields:
% 64.53/29.57  																																																			| (330) e2 = e0
% 64.53/29.57  																																																			|
% 64.53/29.57  																																																			| Instantiating formula (29) with e4, e1, e1, e3 and discharging atoms op(e4, e1) = e3, op(e4, e1) = e1, yields:
% 64.53/29.57  																																																			| (455) e3 = e1
% 64.53/29.57  																																																			|
% 64.53/29.57  																																																			| Instantiating formula (29) with e2, e4, e2, e3 and discharging atoms op(e2, e4) = e3, op(e2, e4) = e2, yields:
% 64.53/29.57  																																																			| (662) e3 = e2
% 64.53/29.57  																																																			|
% 64.53/29.57  																																																			| Combining equations (455,662) yields a new equation:
% 64.53/29.57  																																																			| (617) e2 = e1
% 64.53/29.57  																																																			|
% 64.53/29.57  																																																			| Combining equations (617,330) yields a new equation:
% 64.53/29.57  																																																			| (546) e1 = e0
% 64.53/29.57  																																																			|
% 64.53/29.57  																																																			| Simplifying 546 yields:
% 64.53/29.57  																																																			| (431) e1 = e0
% 64.53/29.57  																																																			|
% 64.53/29.57  																																																			| Equations (431) can reduce 233 to:
% 64.53/29.57  																																																			| (266) $false
% 64.53/29.57  																																																			|
% 64.53/29.57  																																																			|-The branch is then unsatisfiable
% 64.53/29.57  																																																		|-Branch two:
% 64.53/29.57  																																																		| (724)  ~ (unit = e4)
% 64.53/29.57  																																																		| (725) unit = e3 | unit = e1 | unit = e0
% 64.53/29.57  																																																		|
% 64.53/29.57  																																																			+-Applying beta-rule and splitting (725), into two cases.
% 64.53/29.57  																																																			|-Branch one:
% 64.53/29.57  																																																			| (726) unit = e0
% 64.53/29.57  																																																			|
% 64.53/29.57  																																																				| From (726) and (24) follows:
% 64.53/29.57  																																																				| (2208) op(e0, e3) = e3
% 64.53/29.57  																																																				|
% 64.53/29.57  																																																				| From (726) and (42) follows:
% 64.53/29.57  																																																				| (728) op(e0, e0) = e0
% 64.53/29.57  																																																				|
% 64.53/29.57  																																																				| Instantiating formula (29) with e0, e3, e3, e1 and discharging atoms op(e0, e3) = e3, op(e0, e3) = e1, yields:
% 64.53/29.57  																																																				| (455) e3 = e1
% 64.53/29.57  																																																				|
% 64.53/29.57  																																																				| Instantiating formula (29) with e0, e0, e0, e3 and discharging atoms op(e0, e0) = e3, op(e0, e0) = e0, yields:
% 64.53/29.57  																																																				| (676) e3 = e0
% 64.53/29.57  																																																				|
% 64.53/29.57  																																																				| Combining equations (676,455) yields a new equation:
% 64.53/29.57  																																																				| (431) e1 = e0
% 64.53/29.57  																																																				|
% 64.53/29.57  																																																				| Equations (431) can reduce 233 to:
% 64.53/29.57  																																																				| (266) $false
% 64.53/29.57  																																																				|
% 64.53/29.57  																																																				|-The branch is then unsatisfiable
% 64.53/29.57  																																																			|-Branch two:
% 64.53/29.57  																																																			| (734)  ~ (unit = e0)
% 64.53/29.57  																																																			| (735) unit = e3 | unit = e1
% 64.53/29.57  																																																			|
% 64.53/29.57  																																																				+-Applying beta-rule and splitting (735), into two cases.
% 64.53/29.57  																																																				|-Branch one:
% 64.53/29.57  																																																				| (736) unit = e1
% 64.53/29.57  																																																				|
% 64.53/29.57  																																																					| Equations (736) can reduce 734 to:
% 64.53/29.57  																																																					| (233)  ~ (e1 = e0)
% 64.53/29.57  																																																					|
% 64.53/29.57  																																																					| From (736) and (244) follows:
% 64.53/29.57  																																																					| (738) op(e1, e4) = e4
% 64.53/29.57  																																																					|
% 64.53/29.57  																																																					| From (736) and (15) follows:
% 64.53/29.57  																																																					| (515) op(e1, e2) = e2
% 64.53/29.57  																																																					|
% 64.53/29.57  																																																					| From (736) and (28) follows:
% 64.53/29.57  																																																					| (740) op(e1, e1) = e1
% 64.53/29.57  																																																					|
% 64.53/29.57  																																																					| Instantiating formula (29) with e1, e4, e4, e0 and discharging atoms op(e1, e4) = e4, op(e1, e4) = e0, yields:
% 64.53/29.57  																																																					| (397) e4 = e0
% 64.53/29.57  																																																					|
% 64.53/29.57  																																																					| Instantiating formula (29) with e1, e2, e2, e4 and discharging atoms op(e1, e2) = e4, op(e1, e2) = e2, yields:
% 64.53/29.57  																																																					| (323) e4 = e2
% 64.53/29.57  																																																					|
% 64.53/29.57  																																																					| Instantiating formula (29) with e1, e1, e1, e2 and discharging atoms op(e1, e1) = e2, op(e1, e1) = e1, yields:
% 64.53/29.57  																																																					| (617) e2 = e1
% 64.53/29.57  																																																					|
% 64.53/29.57  																																																					| Combining equations (323,397) yields a new equation:
% 64.53/29.57  																																																					| (391) e2 = e0
% 64.53/29.57  																																																					|
% 64.53/29.57  																																																					| Simplifying 391 yields:
% 64.53/29.57  																																																					| (330) e2 = e0
% 64.53/29.57  																																																					|
% 64.53/29.57  																																																					| Combining equations (617,330) yields a new equation:
% 64.53/29.57  																																																					| (546) e1 = e0
% 64.53/29.57  																																																					|
% 64.53/29.57  																																																					| Simplifying 546 yields:
% 64.53/29.57  																																																					| (431) e1 = e0
% 64.53/29.57  																																																					|
% 64.53/29.57  																																																					| Equations (431) can reduce 233 to:
% 64.53/29.57  																																																					| (266) $false
% 64.53/29.57  																																																					|
% 64.53/29.57  																																																					|-The branch is then unsatisfiable
% 64.53/29.57  																																																				|-Branch two:
% 64.53/29.57  																																																				| (748)  ~ (unit = e1)
% 64.53/29.57  																																																				| (749) unit = e3
% 64.53/29.57  																																																				|
% 64.53/29.57  																																																					| From (749) and (244) follows:
% 64.53/29.57  																																																					| (750) op(e3, e4) = e4
% 64.53/29.57  																																																					|
% 64.53/29.57  																																																					| From (749) and (40) follows:
% 64.53/29.57  																																																					| (3715) op(e3, e3) = e3
% 64.53/29.57  																																																					|
% 64.53/29.57  																																																					| From (749) and (32) follows:
% 64.53/29.57  																																																					| (5793) op(e2, e3) = e2
% 64.53/29.57  																																																					|
% 64.53/29.57  																																																					| From (749) and (28) follows:
% 64.53/29.57  																																																					| (2235) op(e1, e3) = e1
% 64.53/29.57  																																																					|
% 64.53/29.57  																																																					| Instantiating formula (29) with e3, e4, e4, e2 and discharging atoms op(e3, e4) = e4, op(e3, e4) = e2, yields:
% 64.53/29.57  																																																					| (323) e4 = e2
% 64.53/29.57  																																																					|
% 64.53/29.57  																																																					| Instantiating formula (29) with e3, e3, e3, e4 and discharging atoms op(e3, e3) = e4, op(e3, e3) = e3, yields:
% 64.53/29.57  																																																					| (425) e4 = e3
% 64.53/29.57  																																																					|
% 64.53/29.57  																																																					| Instantiating formula (29) with e2, e3, e2, e0 and discharging atoms op(e2, e3) = e2, op(e2, e3) = e0, yields:
% 64.53/29.57  																																																					| (330) e2 = e0
% 64.53/29.57  																																																					|
% 64.53/29.57  																																																					| Instantiating formula (29) with e1, e3, e1, e3 and discharging atoms op(e1, e3) = e3, op(e1, e3) = e1, yields:
% 64.53/29.57  																																																					| (455) e3 = e1
% 64.53/29.57  																																																					|
% 64.53/29.57  																																																					| Combining equations (323,425) yields a new equation:
% 64.53/29.57  																																																					| (662) e3 = e2
% 64.53/29.57  																																																					|
% 64.53/29.57  																																																					| Combining equations (662,455) yields a new equation:
% 64.53/29.57  																																																					| (616) e2 = e1
% 64.53/29.57  																																																					|
% 64.53/29.57  																																																					| Simplifying 616 yields:
% 64.53/29.57  																																																					| (617) e2 = e1
% 64.53/29.57  																																																					|
% 64.53/29.57  																																																					| Combining equations (617,330) yields a new equation:
% 64.53/29.57  																																																					| (546) e1 = e0
% 64.53/29.57  																																																					|
% 64.53/29.57  																																																					| Simplifying 546 yields:
% 64.53/29.57  																																																					| (431) e1 = e0
% 64.53/29.57  																																																					|
% 64.53/29.57  																																																					| Equations (431) can reduce 233 to:
% 64.53/29.57  																																																					| (266) $false
% 64.53/29.57  																																																					|
% 64.53/29.57  																																																					|-The branch is then unsatisfiable
% 64.53/29.57  																																																|-Branch two:
% 64.53/29.57  																																																| (1459)  ~ (all_0_53_53 = e1)
% 64.53/29.57  																																																| (918) all_0_58_58 = e1
% 64.53/29.57  																																																|
% 64.53/29.57  																																																	| Combining equations (918,795) yields a new equation:
% 64.53/29.57  																																																	| (455) e3 = e1
% 64.53/29.57  																																																	|
% 64.53/29.57  																																																	| Equations (455) can reduce 213 to:
% 64.53/29.57  																																																	| (266) $false
% 64.53/29.57  																																																	|
% 64.53/29.57  																																																	|-The branch is then unsatisfiable
% 64.53/29.57  																																															|-Branch two:
% 64.53/29.57  																																															| (475)  ~ (all_0_51_51 = e4)
% 64.53/29.57  																																															| (1104) all_0_51_51 = e3 | all_0_51_51 = e1
% 64.53/29.57  																																															|
% 64.53/29.57  																																																+-Applying beta-rule and splitting (2115), into two cases.
% 64.53/29.57  																																																|-Branch one:
% 64.53/29.57  																																																| (1392) all_0_42_42 = e4
% 64.53/29.57  																																																|
% 64.53/29.57  																																																	| Combining equations (516,1392) yields a new equation:
% 64.53/29.57  																																																	| (425) e4 = e3
% 64.53/29.57  																																																	|
% 64.53/29.57  																																																	| Equations (425) can reduce 188 to:
% 64.53/29.57  																																																	| (266) $false
% 64.53/29.57  																																																	|
% 64.53/29.57  																																																	|-The branch is then unsatisfiable
% 64.53/29.57  																																																|-Branch two:
% 64.53/29.57  																																																| (1890)  ~ (all_0_42_42 = e4)
% 64.53/29.57  																																																| (2246) all_0_47_47 = e4 | all_0_51_51 = e4 | all_0_56_56 = e4
% 64.53/29.57  																																																|
% 64.53/29.57  																																																	+-Applying beta-rule and splitting (2246), into two cases.
% 64.53/29.57  																																																	|-Branch one:
% 64.53/29.57  																																																	| (1790) all_0_47_47 = e4
% 64.53/29.57  																																																	|
% 64.53/29.57  																																																		| Combining equations (654,1790) yields a new equation:
% 64.53/29.57  																																																		| (630) e4 = e1
% 64.53/29.57  																																																		|
% 64.53/29.57  																																																		| Equations (630) can reduce 110 to:
% 64.53/29.57  																																																		| (266) $false
% 64.53/29.57  																																																		|
% 64.53/29.57  																																																		|-The branch is then unsatisfiable
% 64.53/29.57  																																																	|-Branch two:
% 64.53/29.57  																																																	| (252)  ~ (all_0_47_47 = e4)
% 64.53/29.57  																																																	| (6548) all_0_51_51 = e4 | all_0_56_56 = e4
% 64.53/29.57  																																																	|
% 64.53/29.57  																																																		+-Applying beta-rule and splitting (6548), into two cases.
% 64.53/29.57  																																																		|-Branch one:
% 64.53/29.57  																																																		| (1101) all_0_51_51 = e4
% 64.53/29.57  																																																		|
% 64.53/29.57  																																																			| Equations (1101) can reduce 475 to:
% 64.53/29.57  																																																			| (266) $false
% 64.53/29.57  																																																			|
% 64.53/29.57  																																																			|-The branch is then unsatisfiable
% 64.53/29.57  																																																		|-Branch two:
% 64.53/29.57  																																																		| (475)  ~ (all_0_51_51 = e4)
% 64.53/29.57  																																																		| (842) all_0_56_56 = e4
% 64.53/29.57  																																																		|
% 64.53/29.57  																																																			| Combining equations (842,833) yields a new equation:
% 64.53/29.57  																																																			| (322) e4 = e2
% 64.53/29.57  																																																			|
% 64.53/29.57  																																																			| Simplifying 322 yields:
% 64.53/29.57  																																																			| (323) e4 = e2
% 64.53/29.57  																																																			|
% 64.53/29.57  																																																			| Equations (323) can reduce 48 to:
% 64.53/29.57  																																																			| (266) $false
% 64.53/29.57  																																																			|
% 64.53/29.57  																																																			|-The branch is then unsatisfiable
% 64.53/29.57  																																												|-Branch two:
% 64.53/29.57  																																												| (447)  ~ (all_0_40_40 = e4)
% 64.53/29.57  																																												| (485) all_0_40_40 = e0
% 64.53/29.57  																																												|
% 64.53/29.57  																																													| Equations (485) can reduce 1401 to:
% 64.53/29.57  																																													| (266) $false
% 64.53/29.57  																																													|
% 64.53/29.57  																																													|-The branch is then unsatisfiable
% 64.53/29.57  																																											|-Branch two:
% 64.53/29.57  																																											| (484)  ~ (all_0_39_39 = e0)
% 64.53/29.57  																																											| (485) all_0_40_40 = e0
% 64.53/29.57  																																											|
% 64.53/29.57  																																												| Equations (485) can reduce 1401 to:
% 64.53/29.57  																																												| (266) $false
% 64.53/29.57  																																												|
% 64.53/29.57  																																												|-The branch is then unsatisfiable
% 64.53/29.57  																																							|-Branch two:
% 64.53/29.57  																																							| (831)  ~ (all_0_46_46 = e0)
% 64.53/29.57  																																							| (832) all_0_47_47 = e0 | all_0_48_48 = e0 | all_0_49_49 = e0
% 64.53/29.57  																																							|
% 64.53/29.57  																																								+-Applying beta-rule and splitting (123), into two cases.
% 64.53/29.57  																																								|-Branch one:
% 64.53/29.57  																																								| (1794) all_0_46_46 = e2
% 64.53/29.57  																																								|
% 64.53/29.57  																																									| Equations (1794) can reduce 300 to:
% 64.53/29.57  																																									| (266) $false
% 64.53/29.57  																																									|
% 64.53/29.57  																																									|-The branch is then unsatisfiable
% 64.53/29.57  																																								|-Branch two:
% 64.53/29.57  																																								| (300)  ~ (all_0_46_46 = e2)
% 64.53/29.57  																																								| (1797) all_0_46_46 = e4 | all_0_46_46 = e3 | all_0_46_46 = e1 | all_0_46_46 = e0
% 64.53/29.57  																																								|
% 64.53/29.57  																																									+-Applying beta-rule and splitting (1797), into two cases.
% 64.53/29.57  																																									|-Branch one:
% 64.53/29.57  																																									| (770) all_0_46_46 = e4
% 64.53/29.57  																																									|
% 64.53/29.57  																																										| Equations (770) can reduce 250 to:
% 64.53/29.57  																																										| (266) $false
% 64.53/29.57  																																										|
% 64.53/29.57  																																										|-The branch is then unsatisfiable
% 64.53/29.57  																																									|-Branch two:
% 64.53/29.57  																																									| (250)  ~ (all_0_46_46 = e4)
% 64.53/29.57  																																									| (1801) all_0_46_46 = e3 | all_0_46_46 = e1 | all_0_46_46 = e0
% 64.53/29.57  																																									|
% 64.53/29.57  																																										+-Applying beta-rule and splitting (1801), into two cases.
% 64.53/29.57  																																										|-Branch one:
% 64.53/29.57  																																										| (538) all_0_46_46 = e0
% 64.53/29.57  																																										|
% 64.53/29.57  																																											| Equations (538) can reduce 831 to:
% 64.53/29.57  																																											| (266) $false
% 64.53/29.57  																																											|
% 64.53/29.57  																																											|-The branch is then unsatisfiable
% 64.53/29.57  																																										|-Branch two:
% 64.53/29.57  																																										| (831)  ~ (all_0_46_46 = e0)
% 64.53/29.57  																																										| (1838) all_0_46_46 = e3 | all_0_46_46 = e1
% 64.53/29.57  																																										|
% 64.53/29.57  																																											+-Applying beta-rule and splitting (1838), into two cases.
% 64.53/29.57  																																											|-Branch one:
% 64.53/29.57  																																											| (545) all_0_46_46 = e1
% 64.53/29.57  																																											|
% 64.53/29.57  																																												| Equations (545) can reduce 549 to:
% 64.53/29.57  																																												| (266) $false
% 64.53/29.57  																																												|
% 64.53/29.57  																																												|-The branch is then unsatisfiable
% 64.53/29.57  																																											|-Branch two:
% 64.53/29.57  																																											| (549)  ~ (all_0_46_46 = e1)
% 64.62/29.57  																																											| (1557) all_0_46_46 = e3
% 64.62/29.57  																																											|
% 64.62/29.57  																																												| Equations (1557) can reduce 409 to:
% 64.62/29.57  																																												| (266) $false
% 64.62/29.57  																																												|
% 64.62/29.57  																																												|-The branch is then unsatisfiable
% 64.62/29.57  																																						|-Branch two:
% 64.62/29.57  																																						| (462)  ~ (all_0_47_47 = e1)
% 64.62/29.57  																																						| (659) all_0_48_48 = e1 | all_0_49_49 = e1
% 64.62/29.57  																																						|
% 64.62/29.57  																																							+-Applying beta-rule and splitting (659), into two cases.
% 64.62/29.57  																																							|-Branch one:
% 64.62/29.57  																																							| (615) all_0_48_48 = e1
% 64.62/29.57  																																							|
% 64.62/29.57  																																								| Combining equations (615,943) yields a new equation:
% 64.62/29.57  																																								| (630) e4 = e1
% 64.62/29.57  																																								|
% 64.62/29.57  																																								| Equations (630) can reduce 110 to:
% 64.62/29.57  																																								| (266) $false
% 64.62/29.57  																																								|
% 64.62/29.57  																																								|-The branch is then unsatisfiable
% 64.62/29.57  																																							|-Branch two:
% 64.62/29.57  																																							| (619)  ~ (all_0_48_48 = e1)
% 64.62/29.57  																																							| (671) all_0_49_49 = e1
% 64.62/29.57  																																							|
% 64.62/29.57  																																								| Combining equations (583,671) yields a new equation:
% 64.62/29.57  																																								| (616) e2 = e1
% 64.62/29.57  																																								|
% 64.62/29.57  																																								| Simplifying 616 yields:
% 64.62/29.57  																																								| (617) e2 = e1
% 64.62/29.57  																																								|
% 64.62/29.57  																																								| Equations (617) can reduce 122 to:
% 64.62/29.57  																																								| (266) $false
% 64.62/29.57  																																								|
% 64.62/29.57  																																								|-The branch is then unsatisfiable
% 64.62/29.57  																																				|-Branch two:
% 64.62/29.57  																																				| (440)  ~ (all_0_41_41 = e4)
% 64.62/29.57  																																				| (769) all_0_46_46 = e4 | all_0_50_50 = e4 | all_0_55_55 = e4
% 64.62/29.57  																																				|
% 64.62/29.57  																																					+-Applying beta-rule and splitting (769), into two cases.
% 64.62/29.57  																																					|-Branch one:
% 64.62/29.57  																																					| (770) all_0_46_46 = e4
% 64.62/29.57  																																					|
% 64.62/29.57  																																						| Equations (770) can reduce 250 to:
% 64.62/29.57  																																						| (266) $false
% 64.62/29.57  																																						|
% 64.62/29.57  																																						|-The branch is then unsatisfiable
% 64.62/29.57  																																					|-Branch two:
% 64.62/29.57  																																					| (250)  ~ (all_0_46_46 = e4)
% 64.62/29.57  																																					| (774) all_0_50_50 = e4 | all_0_55_55 = e4
% 64.62/29.57  																																					|
% 64.62/29.57  																																						+-Applying beta-rule and splitting (774), into two cases.
% 64.62/29.57  																																						|-Branch one:
% 64.62/29.57  																																						| (775) all_0_50_50 = e4
% 64.62/29.57  																																						|
% 64.62/29.57  																																							| Combining equations (415,775) yields a new equation:
% 64.62/29.57  																																							| (425) e4 = e3
% 64.62/29.57  																																							|
% 64.62/29.57  																																							| Equations (425) can reduce 188 to:
% 64.62/29.57  																																							| (266) $false
% 64.62/29.57  																																							|
% 64.62/29.57  																																							|-The branch is then unsatisfiable
% 64.62/29.57  																																						|-Branch two:
% 64.62/29.57  																																						| (566)  ~ (all_0_50_50 = e4)
% 64.62/29.57  																																						| (587) all_0_55_55 = e4
% 64.62/29.57  																																						|
% 64.62/29.57  																																							| Combining equations (629,587) yields a new equation:
% 64.62/29.57  																																							| (630) e4 = e1
% 64.62/29.57  																																							|
% 64.62/29.57  																																							| Equations (630) can reduce 110 to:
% 64.62/29.57  																																							| (266) $false
% 64.62/29.57  																																							|
% 64.62/29.57  																																							|-The branch is then unsatisfiable
% 64.62/29.57  																																		|-Branch two:
% 64.62/29.57  																																		| (254)  ~ (all_0_48_48 = e4)
% 64.62/29.58  																																		| (10222) all_0_48_48 = e1 | all_0_48_48 = e0
% 64.62/29.58  																																		|
% 64.62/29.58  																																			+-Applying beta-rule and splitting (10222), into two cases.
% 64.62/29.58  																																			|-Branch one:
% 64.62/29.58  																																			| (1279) all_0_48_48 = e0
% 64.62/29.58  																																			|
% 64.62/29.58  																																				| Equations (1279) can reduce 1283 to:
% 64.62/29.58  																																				| (266) $false
% 64.62/29.58  																																				|
% 64.62/29.58  																																				|-The branch is then unsatisfiable
% 64.62/29.58  																																			|-Branch two:
% 64.62/29.58  																																			| (1283)  ~ (all_0_48_48 = e0)
% 64.62/29.58  																																			| (615) all_0_48_48 = e1
% 64.62/29.58  																																			|
% 64.62/29.58  																																				| Equations (615) can reduce 619 to:
% 64.62/29.58  																																				| (266) $false
% 64.62/29.58  																																				|
% 64.62/29.58  																																				|-The branch is then unsatisfiable
% 64.62/29.58  																											|-Branch two:
% 64.62/29.58  																											| (364)  ~ (all_0_57_57 = e0)
% 64.62/29.58  																											| (914) all_0_58_58 = e0
% 64.62/29.58  																											|
% 64.62/29.58  																												| Combining equations (914,795) yields a new equation:
% 64.62/29.58  																												| (676) e3 = e0
% 64.62/29.58  																												|
% 64.62/29.58  																												| Equations (676) can reduce 80 to:
% 64.62/29.58  																												| (266) $false
% 64.62/29.58  																												|
% 64.62/29.58  																												|-The branch is then unsatisfiable
% 64.62/29.58  																								|-Branch two:
% 64.62/29.58  																								| (632)  ~ (all_0_55_55 = e1)
% 64.62/29.58  																								| (633) all_0_56_56 = e1 | all_0_57_57 = e1 | all_0_58_58 = e1
% 64.62/29.58  																								|
% 64.62/29.58  																									+-Applying beta-rule and splitting (174), into two cases.
% 64.62/29.58  																									|-Branch one:
% 64.62/29.58  																									| (386) all_0_55_55 = e2
% 64.62/29.58  																									|
% 64.62/29.58  																										| Equations (386) can reduce 304 to:
% 64.62/29.58  																										| (266) $false
% 64.62/29.58  																										|
% 64.62/29.58  																										|-The branch is then unsatisfiable
% 64.62/29.58  																									|-Branch two:
% 64.62/29.58  																									| (304)  ~ (all_0_55_55 = e2)
% 64.62/29.58  																									| (2051) all_0_55_55 = e4 | all_0_55_55 = e3 | all_0_55_55 = e1 | all_0_55_55 = e0
% 64.62/29.58  																									|
% 64.62/29.58  																										+-Applying beta-rule and splitting (2051), into two cases.
% 64.62/29.58  																										|-Branch one:
% 64.62/29.58  																										| (587) all_0_55_55 = e4
% 64.62/29.58  																										|
% 64.62/29.58  																											| Equations (587) can reduce 763 to:
% 64.62/29.58  																											| (266) $false
% 64.62/29.58  																											|
% 64.62/29.58  																											|-The branch is then unsatisfiable
% 64.62/29.58  																										|-Branch two:
% 64.62/29.58  																										| (763)  ~ (all_0_55_55 = e4)
% 64.62/29.58  																										| (2055) all_0_55_55 = e3 | all_0_55_55 = e1 | all_0_55_55 = e0
% 64.62/29.58  																										|
% 64.62/29.58  																											+-Applying beta-rule and splitting (2055), into two cases.
% 64.62/29.58  																											|-Branch one:
% 64.62/29.58  																											| (858) all_0_55_55 = e0
% 64.62/29.58  																											|
% 64.62/29.58  																												| Equations (858) can reduce 191 to:
% 64.62/29.58  																												| (357)  ~ (all_0_41_41 = e0)
% 64.62/29.58  																												|
% 64.62/29.58  																												| Equations (858) can reduce 58 to:
% 64.62/29.58  																												| (831)  ~ (all_0_46_46 = e0)
% 64.62/29.58  																												|
% 64.62/29.58  																												| Equations (858) can reduce 304 to:
% 64.62/29.58  																												| (365)  ~ (e2 = e0)
% 64.62/29.58  																												|
% 64.62/29.58  																												| Simplifying 365 yields:
% 64.62/29.58  																												| (128)  ~ (e2 = e0)
% 64.62/29.58  																												|
% 64.62/29.58  																												| Equations (858) can reduce 632 to:
% 64.62/29.58  																												| (435)  ~ (e1 = e0)
% 64.62/29.58  																												|
% 64.62/29.58  																												| Simplifying 435 yields:
% 64.62/29.58  																												| (233)  ~ (e1 = e0)
% 64.62/29.58  																												|
% 64.62/29.58  																												+-Applying beta-rule and splitting (163), into two cases.
% 64.62/29.58  																												|-Branch one:
% 64.62/29.58  																												| (565) all_0_52_52 = e4
% 64.62/29.58  																												|
% 64.62/29.58  																													| Combining equations (352,565) yields a new equation:
% 64.62/29.58  																													| (323) e4 = e2
% 64.62/29.58  																													|
% 64.62/29.58  																													| Equations (323) can reduce 48 to:
% 64.62/29.58  																													| (266) $false
% 64.62/29.58  																													|
% 64.62/29.58  																													|-The branch is then unsatisfiable
% 64.62/29.58  																												|-Branch two:
% 64.62/29.58  																												| (780)  ~ (all_0_52_52 = e4)
% 64.62/29.58  																												| (781) (all_0_41_41 = e0 & all_0_58_58 = e3 &  ~ (all_0_44_44 = e3)) | (all_0_41_41 = e0 & all_0_58_58 = e3 &  ~ (all_0_55_55 = e0)) | (all_0_47_47 = e1 & all_0_52_52 = e2 &  ~ (all_0_48_48 = e2)) | (all_0_47_47 = e1 & all_0_52_52 = e2 &  ~ (all_0_51_51 = e1)) | (all_0_47_47 = e0 & all_0_58_58 = e2 &  ~ (all_0_49_49 = e2)) | (all_0_47_47 = e0 & all_0_58_58 = e2 &  ~ (all_0_56_56 = e0))
% 64.62/29.58  																												|
% 64.62/29.58  																													+-Applying beta-rule and splitting (781), into two cases.
% 64.62/29.58  																													|-Branch one:
% 64.62/29.58  																													| (789) (all_0_41_41 = e0 & all_0_58_58 = e3 &  ~ (all_0_44_44 = e3)) | (all_0_41_41 = e0 & all_0_58_58 = e3 &  ~ (all_0_55_55 = e0)) | (all_0_47_47 = e1 & all_0_52_52 = e2 &  ~ (all_0_48_48 = e2)) | (all_0_47_47 = e1 & all_0_52_52 = e2 &  ~ (all_0_51_51 = e1)) | (all_0_47_47 = e0 & all_0_58_58 = e2 &  ~ (all_0_49_49 = e2))
% 64.62/29.58  																													|
% 64.62/29.58  																														+-Applying beta-rule and splitting (789), into two cases.
% 64.62/29.58  																														|-Branch one:
% 64.62/29.58  																														| (790) (all_0_41_41 = e0 & all_0_58_58 = e3 &  ~ (all_0_44_44 = e3)) | (all_0_41_41 = e0 & all_0_58_58 = e3 &  ~ (all_0_55_55 = e0)) | (all_0_47_47 = e1 & all_0_52_52 = e2 &  ~ (all_0_48_48 = e2)) | (all_0_47_47 = e1 & all_0_52_52 = e2 &  ~ (all_0_51_51 = e1))
% 64.62/29.58  																														|
% 64.62/29.58  																															+-Applying beta-rule and splitting (790), into two cases.
% 64.62/29.58  																															|-Branch one:
% 64.62/29.58  																															| (791) (all_0_41_41 = e0 & all_0_58_58 = e3 &  ~ (all_0_44_44 = e3)) | (all_0_41_41 = e0 & all_0_58_58 = e3 &  ~ (all_0_55_55 = e0)) | (all_0_47_47 = e1 & all_0_52_52 = e2 &  ~ (all_0_48_48 = e2))
% 64.62/29.58  																															|
% 64.62/29.58  																																+-Applying beta-rule and splitting (791), into two cases.
% 64.62/29.58  																																|-Branch one:
% 64.62/29.58  																																| (792) (all_0_41_41 = e0 & all_0_58_58 = e3 &  ~ (all_0_44_44 = e3)) | (all_0_41_41 = e0 & all_0_58_58 = e3 &  ~ (all_0_55_55 = e0))
% 64.62/29.58  																																|
% 64.62/29.58  																																	+-Applying beta-rule and splitting (792), into two cases.
% 64.62/29.58  																																	|-Branch one:
% 64.62/29.58  																																	| (793) all_0_41_41 = e0 & all_0_58_58 = e3 &  ~ (all_0_44_44 = e3)
% 64.62/29.58  																																	|
% 64.62/29.58  																																		| Applying alpha-rule on (793) yields:
% 64.62/29.58  																																		| (794) all_0_41_41 = e0
% 64.62/29.58  																																		| (795) all_0_58_58 = e3
% 64.62/29.58  																																		| (407)  ~ (all_0_44_44 = e3)
% 64.62/29.58  																																		|
% 64.62/29.58  																																		| Equations (794) can reduce 357 to:
% 64.62/29.58  																																		| (266) $false
% 64.62/29.58  																																		|
% 64.62/29.58  																																		|-The branch is then unsatisfiable
% 64.62/29.58  																																	|-Branch two:
% 64.62/29.58  																																	| (800) all_0_41_41 = e0 & all_0_58_58 = e3 &  ~ (all_0_55_55 = e0)
% 64.62/29.58  																																	|
% 64.62/29.58  																																		| Applying alpha-rule on (800) yields:
% 64.62/29.58  																																		| (794) all_0_41_41 = e0
% 64.62/29.58  																																		| (795) all_0_58_58 = e3
% 64.62/29.58  																																		| (803)  ~ (all_0_55_55 = e0)
% 64.62/29.58  																																		|
% 64.62/29.58  																																		| Equations (858) can reduce 803 to:
% 64.62/29.58  																																		| (266) $false
% 64.62/29.58  																																		|
% 64.62/29.58  																																		|-The branch is then unsatisfiable
% 64.62/29.58  																																|-Branch two:
% 64.62/29.58  																																| (807) all_0_47_47 = e1 & all_0_52_52 = e2 &  ~ (all_0_48_48 = e2)
% 64.62/29.58  																																|
% 64.62/29.58  																																	| Applying alpha-rule on (807) yields:
% 64.62/29.58  																																	| (654) all_0_47_47 = e1
% 64.62/29.58  																																	| (352) all_0_52_52 = e2
% 64.62/29.58  																																	| (810)  ~ (all_0_48_48 = e2)
% 64.62/29.58  																																	|
% 64.62/29.58  																																	| Equations (654) can reduce 19 to:
% 64.62/29.58  																																	| (549)  ~ (all_0_46_46 = e1)
% 64.62/29.58  																																	|
% 64.62/29.58  																																	| Equations (654) can reduce 114 to:
% 64.62/29.58  																																	| (11581)  ~ (all_0_48_48 = e1)
% 64.62/29.58  																																	|
% 64.62/29.58  																																	| Simplifying 11581 yields:
% 64.62/29.58  																																	| (619)  ~ (all_0_48_48 = e1)
% 64.62/29.58  																																	|
% 64.62/29.58  																																	| Equations (654) can reduce 224 to:
% 64.62/29.58  																																	| (463)  ~ (all_0_51_51 = e1)
% 64.62/29.58  																																	|
% 64.62/29.58  																																	| Simplifying 463 yields:
% 64.62/29.58  																																	| (464)  ~ (all_0_51_51 = e1)
% 64.62/29.58  																																	|
% 64.62/29.58  																																	| Equations (654) can reduce 1091 to:
% 64.62/29.58  																																	| (467)  ~ (e3 = e1)
% 64.62/29.58  																																	|
% 64.62/29.58  																																	| Simplifying 467 yields:
% 64.62/29.58  																																	| (213)  ~ (e3 = e1)
% 64.62/29.58  																																	|
% 64.62/29.58  																																	| Equations (654) can reduce 338 to:
% 64.62/29.58  																																	| (604)  ~ (e2 = e1)
% 64.62/29.58  																																	|
% 64.62/29.58  																																	| Simplifying 604 yields:
% 64.62/29.58  																																	| (122)  ~ (e2 = e1)
% 64.62/29.58  																																	|
% 64.62/29.58  																																	| From (654) and (23) follows:
% 64.62/29.58  																																	| (9478) op(e2, e2) = e1
% 64.62/29.58  																																	|
% 64.62/29.58  																																	+-Applying beta-rule and splitting (184), into two cases.
% 64.62/29.58  																																	|-Branch one:
% 64.62/29.58  																																	| (538) all_0_46_46 = e0
% 64.62/29.58  																																	|
% 64.62/29.58  																																		| Equations (538) can reduce 831 to:
% 64.62/29.58  																																		| (266) $false
% 64.62/29.58  																																		|
% 64.62/29.58  																																		|-The branch is then unsatisfiable
% 64.62/29.58  																																	|-Branch two:
% 64.62/29.58  																																	| (831)  ~ (all_0_46_46 = e0)
% 64.62/29.58  																																	| (832) all_0_47_47 = e0 | all_0_48_48 = e0 | all_0_49_49 = e0
% 64.62/29.58  																																	|
% 64.62/29.58  																																		+-Applying beta-rule and splitting (832), into two cases.
% 64.62/29.58  																																		|-Branch one:
% 64.62/29.58  																																		| (674) all_0_47_47 = e0
% 64.62/29.58  																																		|
% 64.62/29.58  																																			| Combining equations (674,654) yields a new equation:
% 64.62/29.58  																																			| (431) e1 = e0
% 64.62/29.58  																																			|
% 64.62/29.58  																																			| Equations (431) can reduce 233 to:
% 64.62/29.58  																																			| (266) $false
% 64.62/29.58  																																			|
% 64.62/29.58  																																			|-The branch is then unsatisfiable
% 64.62/29.58  																																		|-Branch two:
% 64.62/29.58  																																		| (678)  ~ (all_0_47_47 = e0)
% 64.62/29.58  																																		| (1278) all_0_48_48 = e0 | all_0_49_49 = e0
% 64.62/29.58  																																		|
% 64.62/29.58  																																			+-Applying beta-rule and splitting (1278), into two cases.
% 64.62/29.58  																																			|-Branch one:
% 64.62/29.58  																																			| (1279) all_0_48_48 = e0
% 64.62/29.58  																																			|
% 64.62/29.58  																																				| Equations (1279) can reduce 17 to:
% 64.62/29.58  																																				| (5470)  ~ (all_0_43_43 = e0)
% 64.62/29.58  																																				|
% 64.62/29.58  																																				| Equations (1279) can reduce 239 to:
% 64.62/29.58  																																				| (363)  ~ (all_0_57_57 = e0)
% 64.62/29.58  																																				|
% 64.62/29.58  																																				| Simplifying 363 yields:
% 64.62/29.58  																																				| (364)  ~ (all_0_57_57 = e0)
% 64.62/29.58  																																				|
% 64.62/29.58  																																				| Equations (1279) can reduce 619 to:
% 64.62/29.58  																																				| (435)  ~ (e1 = e0)
% 64.62/29.58  																																				|
% 64.62/29.58  																																				| Simplifying 435 yields:
% 64.62/29.58  																																				| (233)  ~ (e1 = e0)
% 64.62/29.58  																																				|
% 64.62/29.58  																																				+-Applying beta-rule and splitting (165), into two cases.
% 64.62/29.58  																																				|-Branch one:
% 64.62/29.58  																																				| (794) all_0_41_41 = e0
% 64.62/29.58  																																				|
% 64.62/29.58  																																					| Equations (794) can reduce 357 to:
% 64.62/29.58  																																					| (266) $false
% 64.62/29.58  																																					|
% 64.62/29.58  																																					|-The branch is then unsatisfiable
% 64.62/29.58  																																				|-Branch two:
% 64.62/29.58  																																				| (357)  ~ (all_0_41_41 = e0)
% 64.62/29.58  																																				| (6761) all_0_42_42 = e0 | all_0_43_43 = e0 | all_0_44_44 = e0
% 64.62/29.58  																																				|
% 64.62/29.58  																																					+-Applying beta-rule and splitting (230), into two cases.
% 64.62/29.58  																																					|-Branch one:
% 64.62/29.58  																																					| (396) all_0_43_43 = e4
% 64.62/29.58  																																					|
% 64.62/29.58  																																						| Equations (396) can reduce 31 to:
% 64.62/29.58  																																						| (440)  ~ (all_0_41_41 = e4)
% 64.62/29.58  																																						|
% 64.62/29.58  																																						| Equations (396) can reduce 159 to:
% 64.62/29.58  																																						| (1903)  ~ (all_0_44_44 = e4)
% 64.62/29.58  																																						|
% 64.62/29.58  																																						| Simplifying 1903 yields:
% 64.62/29.58  																																						| (1390)  ~ (all_0_44_44 = e4)
% 64.62/29.58  																																						|
% 64.62/29.58  																																						| Equations (396) can reduce 5470 to:
% 64.62/29.58  																																						| (49)  ~ (e4 = e0)
% 64.62/29.58  																																						|
% 64.62/29.58  																																						+-Applying beta-rule and splitting (160), into two cases.
% 64.62/29.58  																																						|-Branch one:
% 64.62/29.58  																																						| (601) all_0_50_50 = e1
% 64.62/29.58  																																						|
% 64.62/29.58  																																							| Combining equations (415,601) yields a new equation:
% 64.62/29.58  																																							| (454) e3 = e1
% 64.62/29.58  																																							|
% 64.62/29.58  																																							| Simplifying 454 yields:
% 64.62/29.58  																																							| (455) e3 = e1
% 64.62/29.58  																																							|
% 64.62/29.58  																																							| Equations (455) can reduce 213 to:
% 64.62/29.58  																																							| (266) $false
% 64.62/29.58  																																							|
% 64.62/29.58  																																							|-The branch is then unsatisfiable
% 64.62/29.58  																																						|-Branch two:
% 64.62/29.58  																																						| (759)  ~ (all_0_50_50 = e1)
% 64.62/29.58  																																						| (1168) all_0_51_51 = e1 | all_0_52_52 = e1 | all_0_53_53 = e1
% 64.62/29.58  																																						|
% 64.62/29.58  																																							+-Applying beta-rule and splitting (18), into two cases.
% 64.62/29.58  																																							|-Branch one:
% 64.62/29.58  																																							| (453) all_0_41_41 = e1
% 64.62/29.58  																																							|
% 64.62/29.58  																																								| Equations (453) can reduce 149 to:
% 64.62/29.58  																																								| (4057)  ~ (all_0_44_44 = e1)
% 64.62/29.58  																																								|
% 64.62/29.58  																																								| Simplifying 4057 yields:
% 64.62/29.58  																																								| (639)  ~ (all_0_44_44 = e1)
% 64.62/29.58  																																								|
% 64.62/29.58  																																								| Equations (453) can reduce 43 to:
% 64.62/29.58  																																								| (4059)  ~ (all_0_46_46 = e1)
% 64.62/29.58  																																								|
% 64.62/29.58  																																								| Simplifying 4059 yields:
% 64.62/29.58  																																								| (549)  ~ (all_0_46_46 = e1)
% 64.62/29.58  																																								|
% 64.62/29.58  																																								| Equations (453) can reduce 440 to:
% 64.62/29.58  																																								| (602)  ~ (e4 = e1)
% 64.62/29.58  																																								|
% 64.62/29.58  																																								| Simplifying 602 yields:
% 64.62/29.58  																																								| (110)  ~ (e4 = e1)
% 64.62/29.58  																																								|
% 64.62/29.58  																																								| Equations (453) can reduce 1898 to:
% 64.62/29.58  																																								| (467)  ~ (e3 = e1)
% 64.62/29.58  																																								|
% 64.62/29.58  																																								| Simplifying 467 yields:
% 64.62/29.58  																																								| (213)  ~ (e3 = e1)
% 64.62/29.58  																																								|
% 64.62/29.58  																																								| Equations (453) can reduce 85 to:
% 64.62/29.58  																																								| (604)  ~ (e2 = e1)
% 64.62/29.58  																																								|
% 64.62/29.58  																																								| Simplifying 604 yields:
% 64.62/29.58  																																								| (122)  ~ (e2 = e1)
% 64.62/29.58  																																								|
% 64.62/29.58  																																								+-Applying beta-rule and splitting (104), into two cases.
% 64.62/29.58  																																								|-Branch one:
% 64.62/29.58  																																								| (480) all_0_39_39 = e0
% 64.62/29.58  																																								|
% 64.62/29.58  																																									| Equations (480) can reduce 176 to:
% 64.62/29.58  																																									| (1400)  ~ (all_0_40_40 = e0)
% 64.62/29.58  																																									|
% 64.62/29.58  																																									| Simplifying 1400 yields:
% 64.62/29.58  																																									| (1401)  ~ (all_0_40_40 = e0)
% 64.62/29.58  																																									|
% 64.62/29.58  																																									| Equations (480) can reduce 139 to:
% 64.62/29.58  																																									| (1404)  ~ (all_0_51_51 = e0)
% 64.62/29.58  																																									|
% 64.62/29.58  																																									| Simplifying 1404 yields:
% 64.62/29.58  																																									| (115)  ~ (all_0_51_51 = e0)
% 64.62/29.58  																																									|
% 64.62/29.58  																																									| Equations (480) can reduce 246 to:
% 64.62/29.58  																																									| (541)  ~ (e3 = e0)
% 64.62/29.58  																																									|
% 64.62/29.58  																																									| Simplifying 541 yields:
% 64.62/29.58  																																									| (80)  ~ (e3 = e0)
% 64.62/29.58  																																									|
% 64.62/29.58  																																									| From (480) and (14) follows:
% 64.62/29.58  																																									| (4090) op(e4, e2) = e0
% 64.62/29.58  																																									|
% 64.62/29.58  																																									+-Applying beta-rule and splitting (130), into two cases.
% 64.62/29.58  																																									|-Branch one:
% 64.62/29.58  																																									| (430) all_0_43_43 = e1
% 64.62/29.58  																																									|
% 64.62/29.58  																																										| Combining equations (430,396) yields a new equation:
% 64.62/29.58  																																										| (630) e4 = e1
% 64.62/29.58  																																										|
% 64.62/29.58  																																										| Equations (630) can reduce 110 to:
% 64.62/29.58  																																										| (266) $false
% 64.62/29.58  																																										|
% 64.62/29.58  																																										|-The branch is then unsatisfiable
% 64.62/29.58  																																									|-Branch two:
% 64.62/29.58  																																									| (433)  ~ (all_0_43_43 = e1)
% 64.62/29.58  																																									| (434) all_0_48_48 = e1 | all_0_52_52 = e1 | all_0_57_57 = e1
% 64.62/29.58  																																									|
% 64.62/29.58  																																										+-Applying beta-rule and splitting (326), into two cases.
% 64.62/29.58  																																										|-Branch one:
% 64.62/29.58  																																										| (471) all_0_39_39 = e4
% 64.62/29.58  																																										|
% 64.62/29.58  																																											| Combining equations (471,480) yields a new equation:
% 64.62/29.58  																																											| (481) e4 = e0
% 64.62/29.58  																																											|
% 64.62/29.58  																																											| Simplifying 481 yields:
% 64.62/29.58  																																											| (397) e4 = e0
% 64.62/29.58  																																											|
% 64.62/29.58  																																											| Equations (397) can reduce 49 to:
% 64.62/29.58  																																											| (266) $false
% 64.62/29.58  																																											|
% 64.62/29.58  																																											|-The branch is then unsatisfiable
% 64.62/29.58  																																										|-Branch two:
% 64.62/29.58  																																										| (1377)  ~ (all_0_39_39 = e4)
% 64.62/29.58  																																										| (1378) all_0_40_40 = e4
% 64.62/29.58  																																										|
% 64.62/29.58  																																											| Equations (1378) can reduce 162 to:
% 64.62/29.58  																																											| (1452)  ~ (all_0_53_53 = e4)
% 64.62/29.58  																																											|
% 64.62/29.58  																																											| Simplifying 1452 yields:
% 64.62/29.58  																																											| (1453)  ~ (all_0_53_53 = e4)
% 64.62/29.58  																																											|
% 64.62/29.58  																																											| Equations (1378) can reduce 2 to:
% 64.62/29.58  																																											| (188)  ~ (e4 = e3)
% 64.62/29.58  																																											|
% 64.62/29.58  																																											| Equations (1378) can reduce 296 to:
% 64.62/29.58  																																											| (48)  ~ (e4 = e2)
% 64.62/29.58  																																											|
% 64.62/29.58  																																											| Equations (1378) can reduce 1401 to:
% 64.62/29.58  																																											| (49)  ~ (e4 = e0)
% 64.62/29.58  																																											|
% 64.62/29.58  																																											+-Applying beta-rule and splitting (231), into two cases.
% 64.62/29.58  																																											|-Branch one:
% 64.62/29.58  																																											| (775) all_0_50_50 = e4
% 64.62/29.58  																																											|
% 64.62/29.58  																																												| Combining equations (415,775) yields a new equation:
% 64.62/29.58  																																												| (425) e4 = e3
% 64.62/29.58  																																												|
% 64.62/29.58  																																												| Equations (425) can reduce 188 to:
% 64.62/29.58  																																												| (266) $false
% 64.62/29.58  																																												|
% 64.62/29.58  																																												|-The branch is then unsatisfiable
% 64.62/29.58  																																											|-Branch two:
% 64.62/29.58  																																											| (566)  ~ (all_0_50_50 = e4)
% 64.62/29.58  																																											| (1071) all_0_51_51 = e4 | all_0_52_52 = e4 | all_0_53_53 = e4
% 64.62/29.58  																																											|
% 64.62/29.58  																																												| Equations (415) can reduce 566 to:
% 64.62/29.58  																																												| (277)  ~ (e4 = e3)
% 64.62/29.58  																																												|
% 64.62/29.58  																																												| Simplifying 277 yields:
% 64.62/29.58  																																												| (188)  ~ (e4 = e3)
% 64.62/29.58  																																												|
% 64.62/29.58  																																												+-Applying beta-rule and splitting (196), into two cases.
% 64.62/29.58  																																												|-Branch one:
% 64.62/29.58  																																												| (607) all_0_53_53 = e2
% 64.62/29.58  																																												|
% 64.62/29.58  																																													| Equations (607) can reduce 509 to:
% 64.62/29.58  																																													| (266) $false
% 64.62/29.58  																																													|
% 64.62/29.58  																																													|-The branch is then unsatisfiable
% 64.62/29.58  																																												|-Branch two:
% 64.62/29.58  																																												| (509)  ~ (all_0_53_53 = e2)
% 64.62/29.58  																																												| (610) all_0_53_53 = e4 | all_0_53_53 = e3 | all_0_53_53 = e1
% 64.62/29.58  																																												|
% 64.62/29.58  																																													+-Applying beta-rule and splitting (75), into two cases.
% 64.62/29.58  																																													|-Branch one:
% 64.62/29.58  																																													| (485) all_0_40_40 = e0
% 64.62/29.58  																																													|
% 64.62/29.58  																																														| Combining equations (1378,485) yields a new equation:
% 64.62/29.58  																																														| (481) e4 = e0
% 64.62/29.58  																																														|
% 64.62/29.58  																																														| Simplifying 481 yields:
% 64.62/29.58  																																														| (397) e4 = e0
% 64.62/29.58  																																														|
% 64.62/29.58  																																														| Equations (397) can reduce 49 to:
% 64.62/29.58  																																														| (266) $false
% 64.62/29.58  																																														|
% 64.62/29.58  																																														|-The branch is then unsatisfiable
% 64.62/29.58  																																													|-Branch two:
% 64.62/29.58  																																													| (1401)  ~ (all_0_40_40 = e0)
% 64.62/29.58  																																													| (1748) all_0_44_44 = e0 | all_0_49_49 = e0 | all_0_58_58 = e0
% 64.62/29.58  																																													|
% 64.62/29.58  																																														| Equations (1378) can reduce 1401 to:
% 64.62/29.58  																																														| (49)  ~ (e4 = e0)
% 64.62/29.58  																																														|
% 64.62/29.58  																																														+-Applying beta-rule and splitting (164), into two cases.
% 64.62/29.58  																																														|-Branch one:
% 64.62/29.58  																																														| (471) all_0_39_39 = e4
% 64.62/29.58  																																														|
% 64.62/29.58  																																															| Combining equations (471,480) yields a new equation:
% 64.62/29.58  																																															| (481) e4 = e0
% 64.62/29.58  																																															|
% 64.62/29.58  																																															| Simplifying 481 yields:
% 64.62/29.58  																																															| (397) e4 = e0
% 64.62/29.58  																																															|
% 64.62/29.58  																																															| Equations (397) can reduce 49 to:
% 64.62/29.58  																																															| (266) $false
% 64.62/29.58  																																															|
% 64.62/29.58  																																															|-The branch is then unsatisfiable
% 64.62/29.58  																																														|-Branch two:
% 64.62/29.58  																																														| (1377)  ~ (all_0_39_39 = e4)
% 64.62/29.58  																																														| (2115) all_0_42_42 = e4 | all_0_47_47 = e4 | all_0_51_51 = e4 | all_0_56_56 = e4
% 64.62/29.58  																																														|
% 64.62/29.58  																																															+-Applying beta-rule and splitting (112), into two cases.
% 64.62/29.58  																																															|-Branch one:
% 64.62/29.58  																																															| (635) all_0_44_44 = e1
% 64.62/29.58  																																															|
% 64.62/29.58  																																																| Equations (635) can reduce 639 to:
% 64.62/29.58  																																																| (266) $false
% 64.62/29.58  																																																|
% 64.62/29.58  																																																|-The branch is then unsatisfiable
% 64.62/29.58  																																															|-Branch two:
% 64.62/29.58  																																															| (639)  ~ (all_0_44_44 = e1)
% 64.62/29.58  																																															| (640) all_0_49_49 = e1 | all_0_53_53 = e1 | all_0_58_58 = e1
% 64.62/29.58  																																															|
% 64.62/29.58  																																																+-Applying beta-rule and splitting (123), into two cases.
% 64.62/29.58  																																																|-Branch one:
% 64.62/29.58  																																																| (1794) all_0_46_46 = e2
% 64.62/29.58  																																																|
% 64.62/29.58  																																																	| Equations (1794) can reduce 300 to:
% 64.62/29.58  																																																	| (266) $false
% 64.62/29.58  																																																	|
% 64.62/29.58  																																																	|-The branch is then unsatisfiable
% 64.62/29.58  																																																|-Branch two:
% 64.62/29.58  																																																| (300)  ~ (all_0_46_46 = e2)
% 64.62/29.58  																																																| (1797) all_0_46_46 = e4 | all_0_46_46 = e3 | all_0_46_46 = e1 | all_0_46_46 = e0
% 64.62/29.58  																																																|
% 64.62/29.59  																																																	+-Applying beta-rule and splitting (1797), into two cases.
% 64.62/29.59  																																																	|-Branch one:
% 64.62/29.59  																																																	| (770) all_0_46_46 = e4
% 64.62/29.59  																																																	|
% 64.62/29.59  																																																		| Equations (770) can reduce 409 to:
% 64.62/29.59  																																																		| (188)  ~ (e4 = e3)
% 64.62/29.59  																																																		|
% 64.62/29.59  																																																		| Equations (770) can reduce 300 to:
% 64.62/29.59  																																																		| (48)  ~ (e4 = e2)
% 64.62/29.59  																																																		|
% 64.62/29.59  																																																		| Equations (770) can reduce 549 to:
% 64.62/29.59  																																																		| (110)  ~ (e4 = e1)
% 64.62/29.59  																																																		|
% 64.62/29.59  																																																		+-Applying beta-rule and splitting (1100), into two cases.
% 64.62/29.59  																																																		|-Branch one:
% 64.62/29.59  																																																		| (1101) all_0_51_51 = e4
% 64.62/29.59  																																																		|
% 64.62/29.59  																																																			| Equations (1101) can reduce 464 to:
% 64.62/29.59  																																																			| (110)  ~ (e4 = e1)
% 64.62/29.59  																																																			|
% 64.62/29.59  																																																			| Equations (1101) can reduce 115 to:
% 64.62/29.59  																																																			| (49)  ~ (e4 = e0)
% 64.62/29.59  																																																			|
% 64.62/29.59  																																																			| From (1101) and (186) follows:
% 64.62/29.59  																																																			| (13720) op(e1, e2) = e4
% 64.62/29.59  																																																			|
% 64.62/29.59  																																																			+-Applying beta-rule and splitting (6761), into two cases.
% 64.62/29.59  																																																			|-Branch one:
% 64.62/29.59  																																																			| (559) all_0_42_42 = e0
% 64.62/29.59  																																																			|
% 64.62/29.59  																																																				| Combining equations (516,559) yields a new equation:
% 64.62/29.59  																																																				| (675) e3 = e0
% 64.62/29.59  																																																				|
% 64.62/29.59  																																																				| Simplifying 675 yields:
% 64.62/29.59  																																																				| (676) e3 = e0
% 64.62/29.59  																																																				|
% 64.62/29.59  																																																				| Equations (676) can reduce 80 to:
% 64.62/29.59  																																																				| (266) $false
% 64.62/29.59  																																																				|
% 64.62/29.59  																																																				|-The branch is then unsatisfiable
% 64.62/29.59  																																																			|-Branch two:
% 64.62/29.59  																																																			| (358)  ~ (all_0_42_42 = e0)
% 64.62/29.59  																																																			| (6766) all_0_43_43 = e0 | all_0_44_44 = e0
% 64.62/29.59  																																																			|
% 64.62/29.59  																																																				+-Applying beta-rule and splitting (640), into two cases.
% 64.62/29.59  																																																				|-Branch one:
% 64.62/29.59  																																																				| (671) all_0_49_49 = e1
% 64.62/29.59  																																																				|
% 64.62/29.59  																																																					| Combining equations (583,671) yields a new equation:
% 64.62/29.59  																																																					| (616) e2 = e1
% 64.62/29.59  																																																					|
% 64.62/29.59  																																																					| Simplifying 616 yields:
% 64.62/29.59  																																																					| (617) e2 = e1
% 64.62/29.59  																																																					|
% 64.62/29.59  																																																					| Equations (617) can reduce 122 to:
% 64.62/29.59  																																																					| (266) $false
% 64.62/29.59  																																																					|
% 64.62/29.59  																																																					|-The branch is then unsatisfiable
% 64.62/29.59  																																																				|-Branch two:
% 64.62/29.59  																																																				| (1064)  ~ (all_0_49_49 = e1)
% 64.62/29.59  																																																				| (2141) all_0_53_53 = e1 | all_0_58_58 = e1
% 64.62/29.59  																																																				|
% 64.62/29.59  																																																					| Equations (583) can reduce 1064 to:
% 64.62/29.59  																																																					| (122)  ~ (e2 = e1)
% 64.62/29.59  																																																					|
% 64.62/29.59  																																																					+-Applying beta-rule and splitting (6766), into two cases.
% 64.62/29.59  																																																					|-Branch one:
% 64.62/29.59  																																																					| (356) all_0_43_43 = e0
% 64.62/29.59  																																																					|
% 64.62/29.59  																																																						| Combining equations (396,356) yields a new equation:
% 64.62/29.59  																																																						| (481) e4 = e0
% 64.62/29.59  																																																						|
% 64.62/29.59  																																																						| Simplifying 481 yields:
% 64.62/29.59  																																																						| (397) e4 = e0
% 64.62/29.59  																																																						|
% 64.62/29.59  																																																						| Equations (397) can reduce 49 to:
% 64.62/29.59  																																																						| (266) $false
% 64.62/29.59  																																																						|
% 64.62/29.59  																																																						|-The branch is then unsatisfiable
% 64.62/29.59  																																																					|-Branch two:
% 64.62/29.59  																																																					| (5470)  ~ (all_0_43_43 = e0)
% 64.62/29.59  																																																					| (1414) all_0_44_44 = e0
% 64.62/29.59  																																																					|
% 64.62/29.59  																																																						| Equations (1414) can reduce 407 to:
% 64.62/29.59  																																																						| (541)  ~ (e3 = e0)
% 64.62/29.59  																																																						|
% 64.62/29.59  																																																						| Simplifying 541 yields:
% 64.62/29.59  																																																						| (80)  ~ (e3 = e0)
% 64.62/29.59  																																																						|
% 64.62/29.59  																																																						| Equations (1414) can reduce 639 to:
% 64.62/29.59  																																																						| (435)  ~ (e1 = e0)
% 64.62/29.59  																																																						|
% 64.62/29.59  																																																						| Simplifying 435 yields:
% 64.62/29.59  																																																						| (233)  ~ (e1 = e0)
% 64.62/29.59  																																																						|
% 64.62/29.59  																																																						+-Applying beta-rule and splitting (434), into two cases.
% 64.62/29.59  																																																						|-Branch one:
% 64.62/29.59  																																																						| (615) all_0_48_48 = e1
% 64.62/29.59  																																																						|
% 64.62/29.59  																																																							| Combining equations (1279,615) yields a new equation:
% 64.62/29.59  																																																							| (431) e1 = e0
% 64.62/29.59  																																																							|
% 64.62/29.59  																																																							| Equations (431) can reduce 233 to:
% 64.62/29.59  																																																							| (266) $false
% 64.62/29.59  																																																							|
% 64.62/29.59  																																																							|-The branch is then unsatisfiable
% 64.62/29.59  																																																						|-Branch two:
% 64.62/29.59  																																																						| (619)  ~ (all_0_48_48 = e1)
% 64.62/29.59  																																																						| (620) all_0_52_52 = e1 | all_0_57_57 = e1
% 64.62/29.59  																																																						|
% 64.62/29.59  																																																							+-Applying beta-rule and splitting (633), into two cases.
% 64.62/29.59  																																																							|-Branch one:
% 64.62/29.59  																																																							| (1569) all_0_56_56 = e1
% 64.62/29.59  																																																							|
% 64.62/29.59  																																																								| Combining equations (1569,833) yields a new equation:
% 64.62/29.59  																																																								| (617) e2 = e1
% 64.62/29.59  																																																								|
% 64.62/29.59  																																																								| Equations (617) can reduce 122 to:
% 64.62/29.59  																																																								| (266) $false
% 64.62/29.59  																																																								|
% 64.62/29.59  																																																								|-The branch is then unsatisfiable
% 64.62/29.59  																																																							|-Branch two:
% 64.62/29.59  																																																							| (466)  ~ (all_0_56_56 = e1)
% 64.62/29.59  																																																							| (1574) all_0_57_57 = e1 | all_0_58_58 = e1
% 64.62/29.59  																																																							|
% 64.62/29.59  																																																								| Equations (833) can reduce 466 to:
% 64.62/29.59  																																																								| (122)  ~ (e2 = e1)
% 64.62/29.59  																																																								|
% 64.62/29.59  																																																								+-Applying beta-rule and splitting (1168), into two cases.
% 64.62/29.59  																																																								|-Branch one:
% 64.62/29.59  																																																								| (1109) all_0_51_51 = e1
% 64.62/29.59  																																																								|
% 64.62/29.59  																																																									| Combining equations (1101,1109) yields a new equation:
% 64.62/29.59  																																																									| (636) e4 = e1
% 64.62/29.59  																																																									|
% 64.62/29.59  																																																									| Simplifying 636 yields:
% 64.62/29.59  																																																									| (630) e4 = e1
% 64.62/29.59  																																																									|
% 64.62/29.59  																																																									| Equations (630) can reduce 110 to:
% 64.62/29.59  																																																									| (266) $false
% 64.62/29.59  																																																									|
% 64.62/29.59  																																																									|-The branch is then unsatisfiable
% 64.62/29.59  																																																								|-Branch two:
% 64.62/29.59  																																																								| (464)  ~ (all_0_51_51 = e1)
% 64.62/29.59  																																																								| (1202) all_0_52_52 = e1 | all_0_53_53 = e1
% 64.62/29.59  																																																								|
% 64.62/29.59  																																																									+-Applying beta-rule and splitting (1202), into two cases.
% 64.62/29.59  																																																									|-Branch one:
% 64.62/29.59  																																																									| (642) all_0_52_52 = e1
% 64.62/29.59  																																																									|
% 64.62/29.59  																																																										| Combining equations (642,352) yields a new equation:
% 64.62/29.59  																																																										| (617) e2 = e1
% 64.62/29.59  																																																										|
% 64.62/29.59  																																																										| Equations (617) can reduce 122 to:
% 64.62/29.59  																																																										| (266) $false
% 64.62/29.59  																																																										|
% 64.62/29.59  																																																										|-The branch is then unsatisfiable
% 64.62/29.59  																																																									|-Branch two:
% 64.62/29.59  																																																									| (646)  ~ (all_0_52_52 = e1)
% 64.62/29.59  																																																									| (1208) all_0_53_53 = e1
% 64.62/29.59  																																																									|
% 64.62/29.59  																																																										| Equations (1208) can reduce 509 to:
% 64.62/29.59  																																																										| (604)  ~ (e2 = e1)
% 64.62/29.59  																																																										|
% 64.62/29.59  																																																										| Simplifying 604 yields:
% 64.62/29.59  																																																										| (122)  ~ (e2 = e1)
% 64.62/29.59  																																																										|
% 64.62/29.59  																																																										+-Applying beta-rule and splitting (620), into two cases.
% 64.62/29.59  																																																										|-Branch one:
% 64.62/29.59  																																																										| (642) all_0_52_52 = e1
% 64.62/29.59  																																																										|
% 64.62/29.59  																																																											| Combining equations (352,642) yields a new equation:
% 64.62/29.59  																																																											| (616) e2 = e1
% 64.62/29.59  																																																											|
% 64.62/29.59  																																																											| Simplifying 616 yields:
% 64.62/29.59  																																																											| (617) e2 = e1
% 64.62/29.59  																																																											|
% 64.62/29.59  																																																											| Equations (617) can reduce 122 to:
% 64.62/29.59  																																																											| (266) $false
% 64.62/29.59  																																																											|
% 64.62/29.59  																																																											|-The branch is then unsatisfiable
% 64.62/29.59  																																																										|-Branch two:
% 64.62/29.59  																																																										| (646)  ~ (all_0_52_52 = e1)
% 64.62/29.59  																																																										| (647) all_0_57_57 = e1
% 64.62/29.59  																																																										|
% 64.62/29.59  																																																											| Equations (647) can reduce 344 to:
% 64.62/29.59  																																																											| (604)  ~ (e2 = e1)
% 64.62/29.59  																																																											|
% 64.62/29.59  																																																											| Simplifying 604 yields:
% 64.62/29.59  																																																											| (122)  ~ (e2 = e1)
% 64.62/29.59  																																																											|
% 64.62/29.59  																																																											| Equations (647) can reduce 364 to:
% 64.62/29.59  																																																											| (233)  ~ (e1 = e0)
% 64.62/29.59  																																																											|
% 64.62/29.59  																																																											+-Applying beta-rule and splitting (56), into two cases.
% 64.62/29.59  																																																											|-Branch one:
% 64.62/29.59  																																																											| (696) unit = e2
% 64.62/29.59  																																																											|
% 64.62/29.59  																																																												| From (696) and (32) follows:
% 64.62/29.59  																																																												| (698) op(e2, e2) = e2
% 64.62/29.59  																																																												|
% 64.62/29.59  																																																												| From (696) and (42) follows:
% 64.62/29.59  																																																												| (1613) op(e0, e2) = e0
% 64.62/29.59  																																																												|
% 64.62/29.59  																																																												| Instantiating formula (29) with e2, e2, e2, e1 and discharging atoms op(e2, e2) = e2, op(e2, e2) = e1, yields:
% 64.62/29.59  																																																												| (617) e2 = e1
% 64.62/29.59  																																																												|
% 64.62/29.59  																																																												| Instantiating formula (29) with e0, e2, e0, e2 and discharging atoms op(e0, e2) = e2, op(e0, e2) = e0, yields:
% 64.62/29.59  																																																												| (330) e2 = e0
% 64.62/29.59  																																																												|
% 64.62/29.59  																																																												| Combining equations (617,330) yields a new equation:
% 64.62/29.59  																																																												| (546) e1 = e0
% 64.62/29.59  																																																												|
% 64.62/29.59  																																																												| Simplifying 546 yields:
% 64.62/29.59  																																																												| (431) e1 = e0
% 64.62/29.59  																																																												|
% 64.62/29.59  																																																												| Equations (431) can reduce 233 to:
% 64.62/29.59  																																																												| (266) $false
% 64.62/29.59  																																																												|
% 64.62/29.59  																																																												|-The branch is then unsatisfiable
% 64.62/29.59  																																																											|-Branch two:
% 64.62/29.59  																																																											| (707)  ~ (unit = e2)
% 64.62/29.59  																																																											| (708) unit = e4 | unit = e3 | unit = e1 | unit = e0
% 64.62/29.59  																																																											|
% 64.62/29.59  																																																												+-Applying beta-rule and splitting (708), into two cases.
% 64.62/29.59  																																																												|-Branch one:
% 64.62/29.59  																																																												| (709) unit = e4
% 64.62/29.59  																																																												|
% 64.62/29.59  																																																													| From (709) and (15) follows:
% 64.62/29.59  																																																													| (22188) op(e4, e2) = e2
% 64.62/29.59  																																																													|
% 64.62/29.59  																																																													| From (709) and (211) follows:
% 64.62/29.59  																																																													| (22527) op(e4, e1) = e1
% 64.62/29.59  																																																													|
% 64.62/29.59  																																																													| From (709) and (32) follows:
% 64.62/29.59  																																																													| (712) op(e2, e4) = e2
% 64.62/29.59  																																																													|
% 64.62/29.59  																																																													| Instantiating formula (29) with e4, e2, e2, e0 and discharging atoms op(e4, e2) = e2, op(e4, e2) = e0, yields:
% 64.62/29.59  																																																													| (330) e2 = e0
% 64.62/29.59  																																																													|
% 64.62/29.59  																																																													| Instantiating formula (29) with e4, e1, e1, e3 and discharging atoms op(e4, e1) = e3, op(e4, e1) = e1, yields:
% 64.62/29.59  																																																													| (455) e3 = e1
% 64.62/29.59  																																																													|
% 64.62/29.59  																																																													| Instantiating formula (29) with e2, e4, e2, e3 and discharging atoms op(e2, e4) = e3, op(e2, e4) = e2, yields:
% 64.62/29.59  																																																													| (662) e3 = e2
% 64.62/29.59  																																																													|
% 64.62/29.59  																																																													| Combining equations (455,662) yields a new equation:
% 64.62/29.59  																																																													| (617) e2 = e1
% 64.62/29.59  																																																													|
% 64.62/29.59  																																																													| Combining equations (617,330) yields a new equation:
% 64.62/29.59  																																																													| (546) e1 = e0
% 64.62/29.59  																																																													|
% 64.62/29.59  																																																													| Simplifying 546 yields:
% 64.62/29.59  																																																													| (431) e1 = e0
% 64.62/29.59  																																																													|
% 64.62/29.59  																																																													| Equations (431) can reduce 233 to:
% 64.62/29.59  																																																													| (266) $false
% 64.62/29.59  																																																													|
% 64.62/29.59  																																																													|-The branch is then unsatisfiable
% 64.62/29.59  																																																												|-Branch two:
% 64.62/29.59  																																																												| (724)  ~ (unit = e4)
% 64.62/29.59  																																																												| (725) unit = e3 | unit = e1 | unit = e0
% 64.62/29.59  																																																												|
% 64.62/29.59  																																																													+-Applying beta-rule and splitting (725), into two cases.
% 64.62/29.59  																																																													|-Branch one:
% 64.62/29.59  																																																													| (726) unit = e0
% 64.62/29.59  																																																													|
% 64.62/29.59  																																																														| From (726) and (42) follows:
% 64.62/29.59  																																																														| (728) op(e0, e0) = e0
% 64.62/29.59  																																																														|
% 64.62/29.59  																																																														| Instantiating formula (29) with e0, e0, e0, e3 and discharging atoms op(e0, e0) = e3, op(e0, e0) = e0, yields:
% 64.62/29.59  																																																														| (676) e3 = e0
% 64.62/29.59  																																																														|
% 64.62/29.59  																																																														| Equations (676) can reduce 80 to:
% 64.62/29.59  																																																														| (266) $false
% 64.62/29.59  																																																														|
% 64.62/29.59  																																																														|-The branch is then unsatisfiable
% 64.62/29.59  																																																													|-Branch two:
% 64.62/29.59  																																																													| (734)  ~ (unit = e0)
% 64.62/29.59  																																																													| (735) unit = e3 | unit = e1
% 64.62/29.59  																																																													|
% 64.62/29.59  																																																														+-Applying beta-rule and splitting (735), into two cases.
% 64.62/29.59  																																																														|-Branch one:
% 64.62/29.59  																																																														| (736) unit = e1
% 64.62/29.59  																																																														|
% 64.62/29.59  																																																															| Equations (736) can reduce 734 to:
% 64.62/29.59  																																																															| (233)  ~ (e1 = e0)
% 64.62/29.59  																																																															|
% 64.62/29.59  																																																															| From (736) and (244) follows:
% 64.62/29.59  																																																															| (738) op(e1, e4) = e4
% 64.62/29.59  																																																															|
% 64.62/29.59  																																																															| From (736) and (15) follows:
% 64.62/29.59  																																																															| (515) op(e1, e2) = e2
% 64.62/29.59  																																																															|
% 64.62/29.59  																																																															| From (736) and (28) follows:
% 64.62/29.59  																																																															| (740) op(e1, e1) = e1
% 64.62/29.59  																																																															|
% 64.62/29.59  																																																															| Instantiating formula (29) with e1, e4, e4, e0 and discharging atoms op(e1, e4) = e4, op(e1, e4) = e0, yields:
% 64.62/29.59  																																																															| (397) e4 = e0
% 64.62/29.59  																																																															|
% 64.62/29.59  																																																															| Instantiating formula (29) with e1, e2, e2, e4 and discharging atoms op(e1, e2) = e4, op(e1, e2) = e2, yields:
% 64.62/29.59  																																																															| (323) e4 = e2
% 64.62/29.59  																																																															|
% 64.62/29.59  																																																															| Instantiating formula (29) with e1, e1, e1, e2 and discharging atoms op(e1, e1) = e2, op(e1, e1) = e1, yields:
% 64.62/29.59  																																																															| (617) e2 = e1
% 64.62/29.59  																																																															|
% 64.62/29.59  																																																															| Combining equations (397,323) yields a new equation:
% 64.62/29.59  																																																															| (330) e2 = e0
% 64.62/29.59  																																																															|
% 64.62/29.59  																																																															| Combining equations (617,330) yields a new equation:
% 64.62/29.59  																																																															| (546) e1 = e0
% 64.62/29.59  																																																															|
% 64.62/29.59  																																																															| Simplifying 546 yields:
% 64.62/29.59  																																																															| (431) e1 = e0
% 64.62/29.59  																																																															|
% 64.62/29.59  																																																															| Equations (431) can reduce 233 to:
% 64.62/29.59  																																																															| (266) $false
% 64.62/29.59  																																																															|
% 64.62/29.59  																																																															|-The branch is then unsatisfiable
% 64.62/29.59  																																																														|-Branch two:
% 64.62/29.59  																																																														| (748)  ~ (unit = e1)
% 64.62/29.59  																																																														| (749) unit = e3
% 64.62/29.59  																																																														|
% 64.62/29.59  																																																															| From (749) and (15) follows:
% 64.62/29.59  																																																															| (751) op(e3, e2) = e2
% 64.62/29.59  																																																															|
% 64.62/29.59  																																																															| From (749) and (28) follows:
% 64.62/29.59  																																																															| (2235) op(e1, e3) = e1
% 64.62/29.59  																																																															|
% 64.62/29.59  																																																															| Instantiating formula (29) with e3, e2, e2, e3 and discharging atoms op(e3, e2) = e3, op(e3, e2) = e2, yields:
% 64.62/29.59  																																																															| (662) e3 = e2
% 64.62/29.59  																																																															|
% 64.62/29.59  																																																															| Instantiating formula (29) with e1, e3, e1, e3 and discharging atoms op(e1, e3) = e3, op(e1, e3) = e1, yields:
% 64.62/29.59  																																																															| (455) e3 = e1
% 64.62/29.59  																																																															|
% 64.62/29.59  																																																															| Combining equations (455,662) yields a new equation:
% 64.62/29.59  																																																															| (617) e2 = e1
% 64.62/29.59  																																																															|
% 64.62/29.59  																																																															| Equations (617) can reduce 122 to:
% 64.62/29.59  																																																															| (266) $false
% 64.62/29.59  																																																															|
% 64.62/29.59  																																																															|-The branch is then unsatisfiable
% 64.62/29.59  																																																		|-Branch two:
% 64.62/29.59  																																																		| (475)  ~ (all_0_51_51 = e4)
% 64.62/29.59  																																																		| (1104) all_0_51_51 = e3 | all_0_51_51 = e1
% 64.62/29.59  																																																		|
% 64.62/29.59  																																																			+-Applying beta-rule and splitting (2115), into two cases.
% 64.62/29.59  																																																			|-Branch one:
% 64.62/29.59  																																																			| (1392) all_0_42_42 = e4
% 64.62/29.59  																																																			|
% 64.62/29.59  																																																				| Combining equations (516,1392) yields a new equation:
% 64.62/29.59  																																																				| (425) e4 = e3
% 64.62/29.59  																																																				|
% 64.62/29.59  																																																				| Equations (425) can reduce 188 to:
% 64.62/29.59  																																																				| (266) $false
% 64.62/29.59  																																																				|
% 64.62/29.59  																																																				|-The branch is then unsatisfiable
% 64.62/29.59  																																																			|-Branch two:
% 64.62/29.59  																																																			| (1890)  ~ (all_0_42_42 = e4)
% 64.62/29.59  																																																			| (2246) all_0_47_47 = e4 | all_0_51_51 = e4 | all_0_56_56 = e4
% 64.62/29.59  																																																			|
% 64.62/29.59  																																																				+-Applying beta-rule and splitting (2246), into two cases.
% 64.62/29.59  																																																				|-Branch one:
% 64.62/29.59  																																																				| (1790) all_0_47_47 = e4
% 64.62/29.59  																																																				|
% 64.62/29.59  																																																					| Combining equations (654,1790) yields a new equation:
% 64.62/29.59  																																																					| (630) e4 = e1
% 64.62/29.59  																																																					|
% 64.62/29.59  																																																					| Equations (630) can reduce 110 to:
% 64.62/29.59  																																																					| (266) $false
% 64.62/29.59  																																																					|
% 64.62/29.59  																																																					|-The branch is then unsatisfiable
% 64.62/29.59  																																																				|-Branch two:
% 64.62/29.59  																																																				| (252)  ~ (all_0_47_47 = e4)
% 64.62/29.59  																																																				| (6548) all_0_51_51 = e4 | all_0_56_56 = e4
% 64.62/29.59  																																																				|
% 64.62/29.59  																																																					+-Applying beta-rule and splitting (6548), into two cases.
% 64.62/29.59  																																																					|-Branch one:
% 64.62/29.59  																																																					| (1101) all_0_51_51 = e4
% 64.62/29.59  																																																					|
% 64.62/29.59  																																																						| Equations (1101) can reduce 475 to:
% 64.62/29.59  																																																						| (266) $false
% 64.62/29.59  																																																						|
% 64.62/29.59  																																																						|-The branch is then unsatisfiable
% 64.62/29.59  																																																					|-Branch two:
% 64.62/29.59  																																																					| (475)  ~ (all_0_51_51 = e4)
% 64.62/29.59  																																																					| (842) all_0_56_56 = e4
% 64.62/29.59  																																																					|
% 64.62/29.59  																																																						| Combining equations (833,842) yields a new equation:
% 64.62/29.59  																																																						| (323) e4 = e2
% 64.62/29.59  																																																						|
% 64.62/29.59  																																																						| Equations (323) can reduce 48 to:
% 64.62/29.59  																																																						| (266) $false
% 64.62/29.59  																																																						|
% 64.62/29.59  																																																						|-The branch is then unsatisfiable
% 64.64/29.59  																																																	|-Branch two:
% 64.64/29.59  																																																	| (250)  ~ (all_0_46_46 = e4)
% 64.64/29.59  																																																	| (1801) all_0_46_46 = e3 | all_0_46_46 = e1 | all_0_46_46 = e0
% 64.64/29.59  																																																	|
% 64.64/29.59  																																																		+-Applying beta-rule and splitting (206), into two cases.
% 64.64/29.59  																																																		|-Branch one:
% 64.64/29.59  																																																		| (248) all_0_45_45 = e4
% 64.64/29.59  																																																		|
% 64.64/29.59  																																																			| Combining equations (423,248) yields a new equation:
% 64.64/29.59  																																																			| (425) e4 = e3
% 64.64/29.59  																																																			|
% 64.64/29.59  																																																			| Equations (425) can reduce 188 to:
% 64.64/29.59  																																																			| (266) $false
% 64.64/29.59  																																																			|
% 64.64/29.59  																																																			|-The branch is then unsatisfiable
% 64.64/29.59  																																																		|-Branch two:
% 64.64/29.60  																																																		| (60416)  ~ (all_0_45_45 = e4)
% 64.64/29.60  																																																		| (61457) all_0_46_46 = e4 | all_0_47_47 = e4 | all_0_48_48 = e4 | all_0_49_49 = e4
% 64.64/29.60  																																																		|
% 64.64/29.60  																																																			+-Applying beta-rule and splitting (62), into two cases.
% 64.64/29.60  																																																			|-Branch one:
% 64.64/29.60  																																																			| (321) all_0_38_38 = e4
% 64.64/29.60  																																																			|
% 64.64/29.60  																																																				| Combining equations (321,292) yields a new equation:
% 64.64/29.60  																																																				| (322) e4 = e2
% 64.64/29.60  																																																				|
% 64.64/29.60  																																																				| Simplifying 322 yields:
% 64.64/29.60  																																																				| (323) e4 = e2
% 64.64/29.60  																																																				|
% 64.64/29.60  																																																				| Equations (323) can reduce 48 to:
% 64.64/29.60  																																																				| (266) $false
% 64.64/29.60  																																																				|
% 64.64/29.60  																																																				|-The branch is then unsatisfiable
% 64.64/29.60  																																																			|-Branch two:
% 64.64/29.60  																																																			| (325)  ~ (all_0_38_38 = e4)
% 64.64/29.60  																																																			| (582) all_0_41_41 = e4 | all_0_46_46 = e4 | all_0_50_50 = e4 | all_0_55_55 = e4
% 64.64/29.60  																																																			|
% 64.64/29.60  																																																				| Equations (292) can reduce 325 to:
% 64.64/29.60  																																																				| (327)  ~ (e4 = e2)
% 64.64/29.60  																																																				|
% 64.64/29.60  																																																				| Simplifying 327 yields:
% 64.64/29.60  																																																				| (48)  ~ (e4 = e2)
% 64.64/29.60  																																																				|
% 64.64/29.60  																																																				+-Applying beta-rule and splitting (61457), into two cases.
% 64.64/29.60  																																																				|-Branch one:
% 64.64/29.60  																																																				| (770) all_0_46_46 = e4
% 64.64/29.60  																																																				|
% 64.64/29.60  																																																					| Equations (770) can reduce 250 to:
% 64.64/29.60  																																																					| (266) $false
% 64.64/29.60  																																																					|
% 64.64/29.60  																																																					|-The branch is then unsatisfiable
% 64.64/29.60  																																																				|-Branch two:
% 64.64/29.60  																																																				| (250)  ~ (all_0_46_46 = e4)
% 64.64/29.60  																																																				| (61466) all_0_47_47 = e4 | all_0_48_48 = e4 | all_0_49_49 = e4
% 64.64/29.60  																																																				|
% 64.64/29.60  																																																					+-Applying beta-rule and splitting (1071), into two cases.
% 64.64/29.60  																																																					|-Branch one:
% 64.64/29.60  																																																					| (1101) all_0_51_51 = e4
% 64.64/29.60  																																																					|
% 64.64/29.60  																																																						| Equations (1101) can reduce 1099 to:
% 64.64/29.60  																																																						| (48)  ~ (e4 = e2)
% 64.64/29.60  																																																						|
% 64.64/29.60  																																																						| Equations (1101) can reduce 464 to:
% 64.64/29.60  																																																						| (110)  ~ (e4 = e1)
% 64.64/29.60  																																																						|
% 64.64/29.60  																																																						| Equations (1101) can reduce 115 to:
% 64.64/29.60  																																																						| (49)  ~ (e4 = e0)
% 64.64/29.60  																																																						|
% 64.64/29.60  																																																						+-Applying beta-rule and splitting (61466), into two cases.
% 64.64/29.60  																																																						|-Branch one:
% 64.64/29.60  																																																						| (1790) all_0_47_47 = e4
% 64.64/29.60  																																																						|
% 64.64/29.60  																																																							| Combining equations (654,1790) yields a new equation:
% 64.64/29.60  																																																							| (630) e4 = e1
% 64.64/29.60  																																																							|
% 64.64/29.60  																																																							| Equations (630) can reduce 110 to:
% 64.64/29.60  																																																							| (266) $false
% 64.64/29.60  																																																							|
% 64.64/29.60  																																																							|-The branch is then unsatisfiable
% 64.64/29.60  																																																						|-Branch two:
% 64.64/29.60  																																																						| (252)  ~ (all_0_47_47 = e4)
% 64.64/29.60  																																																						| (61479) all_0_48_48 = e4 | all_0_49_49 = e4
% 64.64/29.60  																																																						|
% 64.64/29.60  																																																							+-Applying beta-rule and splitting (61479), into two cases.
% 64.64/29.60  																																																							|-Branch one:
% 64.64/29.60  																																																							| (943) all_0_48_48 = e4
% 64.64/29.60  																																																							|
% 64.64/29.60  																																																								| Combining equations (1279,943) yields a new equation:
% 64.64/29.60  																																																								| (397) e4 = e0
% 64.64/29.60  																																																								|
% 64.64/29.60  																																																								| Equations (397) can reduce 49 to:
% 64.64/29.60  																																																								| (266) $false
% 64.64/29.60  																																																								|
% 64.64/29.60  																																																								|-The branch is then unsatisfiable
% 64.64/29.60  																																																							|-Branch two:
% 64.64/29.60  																																																							| (254)  ~ (all_0_48_48 = e4)
% 64.64/29.60  																																																							| (974) all_0_49_49 = e4
% 64.64/29.60  																																																							|
% 64.64/29.60  																																																								| Combining equations (583,974) yields a new equation:
% 64.64/29.60  																																																								| (323) e4 = e2
% 64.64/29.60  																																																								|
% 64.64/29.60  																																																								| Equations (323) can reduce 48 to:
% 64.64/29.60  																																																								| (266) $false
% 64.64/29.60  																																																								|
% 64.64/29.60  																																																								|-The branch is then unsatisfiable
% 64.64/29.61  																																																					|-Branch two:
% 64.64/29.61  																																																					| (475)  ~ (all_0_51_51 = e4)
% 64.64/29.61  																																																					| (1294) all_0_52_52 = e4 | all_0_53_53 = e4
% 64.64/29.61  																																																					|
% 64.64/29.61  																																																						+-Applying beta-rule and splitting (1294), into two cases.
% 64.64/29.61  																																																						|-Branch one:
% 64.64/29.61  																																																						| (565) all_0_52_52 = e4
% 64.64/29.61  																																																						|
% 64.64/29.61  																																																							| Combining equations (352,565) yields a new equation:
% 64.64/29.61  																																																							| (323) e4 = e2
% 64.64/29.61  																																																							|
% 64.64/29.61  																																																							| Equations (323) can reduce 48 to:
% 64.64/29.61  																																																							| (266) $false
% 64.64/29.61  																																																							|
% 64.64/29.61  																																																							|-The branch is then unsatisfiable
% 64.64/29.61  																																																						|-Branch two:
% 64.64/29.61  																																																						| (780)  ~ (all_0_52_52 = e4)
% 64.64/29.61  																																																						| (1298) all_0_53_53 = e4
% 64.64/29.61  																																																						|
% 64.64/29.61  																																																							| Equations (1298) can reduce 1453 to:
% 64.64/29.61  																																																							| (266) $false
% 64.64/29.61  																																																							|
% 64.64/29.61  																																																							|-The branch is then unsatisfiable
% 64.64/29.61  																																								|-Branch two:
% 64.64/29.61  																																								| (484)  ~ (all_0_39_39 = e0)
% 64.64/29.61  																																								| (558) all_0_42_42 = e0 | all_0_47_47 = e0 | all_0_56_56 = e0
% 64.64/29.61  																																								|
% 64.64/29.61  																																									+-Applying beta-rule and splitting (112), into two cases.
% 64.64/29.61  																																									|-Branch one:
% 64.64/29.61  																																									| (635) all_0_44_44 = e1
% 64.64/29.61  																																									|
% 64.64/29.61  																																										| Equations (635) can reduce 639 to:
% 64.64/29.61  																																										| (266) $false
% 64.64/29.61  																																										|
% 64.64/29.61  																																										|-The branch is then unsatisfiable
% 64.64/29.61  																																									|-Branch two:
% 64.64/29.61  																																									| (639)  ~ (all_0_44_44 = e1)
% 64.64/29.61  																																									| (640) all_0_49_49 = e1 | all_0_53_53 = e1 | all_0_58_58 = e1
% 64.64/29.61  																																									|
% 64.64/29.61  																																										+-Applying beta-rule and splitting (640), into two cases.
% 64.64/29.61  																																										|-Branch one:
% 64.64/29.61  																																										| (671) all_0_49_49 = e1
% 64.64/29.61  																																										|
% 64.64/29.61  																																											| Combining equations (583,671) yields a new equation:
% 64.64/29.61  																																											| (616) e2 = e1
% 64.64/29.61  																																											|
% 64.64/29.61  																																											| Simplifying 616 yields:
% 64.64/29.61  																																											| (617) e2 = e1
% 64.64/29.61  																																											|
% 64.64/29.61  																																											| Equations (617) can reduce 122 to:
% 64.64/29.61  																																											| (266) $false
% 64.64/29.61  																																											|
% 64.64/29.61  																																											|-The branch is then unsatisfiable
% 64.64/29.61  																																										|-Branch two:
% 64.64/29.61  																																										| (1064)  ~ (all_0_49_49 = e1)
% 64.64/29.61  																																										| (2141) all_0_53_53 = e1 | all_0_58_58 = e1
% 64.64/29.61  																																										|
% 64.64/29.61  																																											+-Applying beta-rule and splitting (2141), into two cases.
% 64.64/29.61  																																											|-Branch one:
% 64.64/29.61  																																											| (1208) all_0_53_53 = e1
% 64.64/29.61  																																											|
% 64.64/29.61  																																												| Equations (1208) can reduce 220 to:
% 64.64/29.61  																																												| (639)  ~ (all_0_44_44 = e1)
% 64.64/29.61  																																												|
% 64.64/29.61  																																												+-Applying beta-rule and splitting (26), into two cases.
% 64.64/29.61  																																												|-Branch one:
% 64.64/29.61  																																												| (446) all_0_44_44 = e4
% 64.64/29.61  																																												|
% 64.64/29.61  																																													| Equations (446) can reduce 1390 to:
% 64.64/29.61  																																													| (266) $false
% 64.64/29.61  																																													|
% 64.64/29.61  																																													|-The branch is then unsatisfiable
% 64.64/29.61  																																												|-Branch two:
% 64.64/29.61  																																												| (1390)  ~ (all_0_44_44 = e4)
% 64.64/29.61  																																												| (1391) all_0_44_44 = e3 | all_0_44_44 = e1 | all_0_44_44 = e0
% 64.64/29.61  																																												|
% 64.64/29.61  																																													+-Applying beta-rule and splitting (1391), into two cases.
% 64.64/29.61  																																													|-Branch one:
% 64.64/29.61  																																													| (1414) all_0_44_44 = e0
% 64.64/29.61  																																													|
% 64.64/29.61  																																														| Equations (1414) can reduce 143 to:
% 64.64/29.61  																																														| (1401)  ~ (all_0_40_40 = e0)
% 64.64/29.61  																																														|
% 64.64/29.61  																																														+-Applying beta-rule and splitting (316), into two cases.
% 64.64/29.61  																																														|-Branch one:
% 64.64/29.61  																																														| (1378) all_0_40_40 = e4
% 64.64/29.61  																																														|
% 64.64/29.61  																																															| Equations (1378) can reduce 1401 to:
% 64.64/29.61  																																															| (49)  ~ (e4 = e0)
% 64.64/29.61  																																															|
% 64.64/29.61  																																															+-Applying beta-rule and splitting (333), into two cases.
% 64.64/29.61  																																															|-Branch one:
% 64.64/29.61  																																															| (480) all_0_39_39 = e0
% 64.64/29.61  																																															|
% 64.64/29.61  																																																| Equations (480) can reduce 484 to:
% 64.64/29.61  																																																| (266) $false
% 64.64/29.61  																																																|
% 64.64/29.61  																																																|-The branch is then unsatisfiable
% 64.64/29.61  																																															|-Branch two:
% 64.64/29.61  																																															| (484)  ~ (all_0_39_39 = e0)
% 64.64/29.61  																																															| (485) all_0_40_40 = e0
% 64.64/29.61  																																															|
% 64.64/29.61  																																																| Combining equations (485,1378) yields a new equation:
% 64.64/29.61  																																																| (397) e4 = e0
% 64.64/29.61  																																																|
% 64.64/29.61  																																																| Equations (397) can reduce 49 to:
% 64.64/29.61  																																																| (266) $false
% 64.64/29.61  																																																|
% 64.64/29.61  																																																|-The branch is then unsatisfiable
% 64.64/29.61  																																														|-Branch two:
% 64.64/29.61  																																														| (447)  ~ (all_0_40_40 = e4)
% 64.64/29.61  																																														| (485) all_0_40_40 = e0
% 64.64/29.61  																																														|
% 64.64/29.61  																																															| Equations (485) can reduce 1401 to:
% 64.64/29.61  																																															| (266) $false
% 64.64/29.61  																																															|
% 64.64/29.61  																																															|-The branch is then unsatisfiable
% 64.64/29.61  																																													|-Branch two:
% 64.64/29.61  																																													| (360)  ~ (all_0_44_44 = e0)
% 64.64/29.61  																																													| (1417) all_0_44_44 = e3 | all_0_44_44 = e1
% 64.64/29.61  																																													|
% 64.64/29.61  																																														+-Applying beta-rule and splitting (1417), into two cases.
% 64.64/29.61  																																														|-Branch one:
% 64.64/29.61  																																														| (635) all_0_44_44 = e1
% 64.64/29.61  																																														|
% 64.64/29.61  																																															| Equations (635) can reduce 639 to:
% 64.64/29.61  																																															| (266) $false
% 64.64/29.61  																																															|
% 64.64/29.61  																																															|-The branch is then unsatisfiable
% 64.64/29.61  																																														|-Branch two:
% 64.64/29.61  																																														| (639)  ~ (all_0_44_44 = e1)
% 64.64/29.61  																																														| (532) all_0_44_44 = e3
% 64.64/29.61  																																														|
% 64.64/29.61  																																															| Equations (532) can reduce 407 to:
% 64.64/29.61  																																															| (266) $false
% 64.64/29.61  																																															|
% 64.64/29.61  																																															|-The branch is then unsatisfiable
% 64.64/29.61  																																											|-Branch two:
% 64.64/29.61  																																											| (1459)  ~ (all_0_53_53 = e1)
% 64.64/29.61  																																											| (918) all_0_58_58 = e1
% 64.64/29.61  																																											|
% 64.64/29.61  																																												| Combining equations (918,795) yields a new equation:
% 64.64/29.61  																																												| (455) e3 = e1
% 64.64/29.61  																																												|
% 64.64/29.61  																																												| Equations (455) can reduce 213 to:
% 64.64/29.61  																																												| (266) $false
% 64.64/29.61  																																												|
% 64.64/29.61  																																												|-The branch is then unsatisfiable
% 64.64/29.61  																																							|-Branch two:
% 64.64/29.61  																																							| (457)  ~ (all_0_41_41 = e1)
% 64.64/29.61  																																							| (595) all_0_46_46 = e1 | all_0_50_50 = e1 | all_0_55_55 = e1
% 64.64/29.61  																																							|
% 64.64/29.61  																																								+-Applying beta-rule and splitting (1168), into two cases.
% 64.64/29.61  																																								|-Branch one:
% 64.64/29.61  																																								| (1109) all_0_51_51 = e1
% 64.64/29.61  																																								|
% 64.64/29.61  																																									| Equations (1109) can reduce 464 to:
% 64.64/29.61  																																									| (266) $false
% 64.64/29.61  																																									|
% 64.64/29.61  																																									|-The branch is then unsatisfiable
% 64.64/29.61  																																								|-Branch two:
% 64.64/29.61  																																								| (464)  ~ (all_0_51_51 = e1)
% 64.64/29.61  																																								| (1202) all_0_52_52 = e1 | all_0_53_53 = e1
% 64.64/29.61  																																								|
% 64.64/29.61  																																									+-Applying beta-rule and splitting (1202), into two cases.
% 64.64/29.61  																																									|-Branch one:
% 64.64/29.61  																																									| (642) all_0_52_52 = e1
% 64.64/29.61  																																									|
% 64.64/29.61  																																										| Combining equations (352,642) yields a new equation:
% 64.64/29.61  																																										| (616) e2 = e1
% 64.64/29.61  																																										|
% 64.64/29.61  																																										| Simplifying 616 yields:
% 64.64/29.61  																																										| (617) e2 = e1
% 64.64/29.61  																																										|
% 64.64/29.61  																																										| Equations (617) can reduce 122 to:
% 64.64/29.61  																																										| (266) $false
% 64.64/29.61  																																										|
% 64.64/29.61  																																										|-The branch is then unsatisfiable
% 64.64/29.61  																																									|-Branch two:
% 64.64/29.61  																																									| (646)  ~ (all_0_52_52 = e1)
% 64.64/29.61  																																									| (1208) all_0_53_53 = e1
% 64.64/29.61  																																									|
% 64.64/29.61  																																										| Equations (1208) can reduce 162 to:
% 64.64/29.61  																																										| (132)  ~ (all_0_40_40 = e1)
% 64.64/29.61  																																										|
% 64.64/29.61  																																										| Equations (1208) can reduce 220 to:
% 64.64/29.61  																																										| (639)  ~ (all_0_44_44 = e1)
% 64.64/29.61  																																										|
% 64.64/29.61  																																										| Equations (1208) can reduce 903 to:
% 64.64/29.61  																																										| (467)  ~ (e3 = e1)
% 64.64/29.61  																																										|
% 64.64/29.61  																																										| Simplifying 467 yields:
% 64.64/29.61  																																										| (213)  ~ (e3 = e1)
% 64.64/29.61  																																										|
% 64.64/29.61  																																										+-Applying beta-rule and splitting (26), into two cases.
% 64.64/29.61  																																										|-Branch one:
% 64.64/29.61  																																										| (446) all_0_44_44 = e4
% 64.64/29.61  																																										|
% 64.64/29.61  																																											| Equations (446) can reduce 1390 to:
% 64.64/29.61  																																											| (266) $false
% 64.64/29.61  																																											|
% 64.64/29.61  																																											|-The branch is then unsatisfiable
% 64.64/29.61  																																										|-Branch two:
% 64.64/29.61  																																										| (1390)  ~ (all_0_44_44 = e4)
% 64.64/29.61  																																										| (1391) all_0_44_44 = e3 | all_0_44_44 = e1 | all_0_44_44 = e0
% 64.64/29.61  																																										|
% 64.64/29.61  																																											+-Applying beta-rule and splitting (103), into two cases.
% 64.64/29.61  																																											|-Branch one:
% 64.64/29.61  																																											| (453) all_0_41_41 = e1
% 64.64/29.61  																																											|
% 64.64/29.61  																																												| Equations (453) can reduce 457 to:
% 64.64/29.61  																																												| (266) $false
% 64.64/29.61  																																												|
% 64.64/29.61  																																												|-The branch is then unsatisfiable
% 64.64/29.61  																																											|-Branch two:
% 64.64/29.61  																																											| (457)  ~ (all_0_41_41 = e1)
% 64.64/29.61  																																											| (458) all_0_42_42 = e1 | all_0_43_43 = e1 | all_0_44_44 = e1
% 64.64/29.61  																																											|
% 64.64/29.61  																																												+-Applying beta-rule and splitting (1391), into two cases.
% 64.64/29.61  																																												|-Branch one:
% 64.64/29.61  																																												| (1414) all_0_44_44 = e0
% 64.64/29.61  																																												|
% 64.64/29.61  																																													| Equations (1414) can reduce 143 to:
% 64.64/29.61  																																													| (1401)  ~ (all_0_40_40 = e0)
% 64.64/29.61  																																													|
% 64.64/29.61  																																													| Equations (1414) can reduce 639 to:
% 64.64/29.61  																																													| (435)  ~ (e1 = e0)
% 64.64/29.61  																																													|
% 64.64/29.61  																																													| Simplifying 435 yields:
% 64.64/29.61  																																													| (233)  ~ (e1 = e0)
% 64.64/29.61  																																													|
% 64.64/29.61  																																													+-Applying beta-rule and splitting (150), into two cases.
% 64.64/29.61  																																													|-Branch one:
% 64.64/29.61  																																													| (1378) all_0_40_40 = e4
% 64.64/29.61  																																													|
% 64.64/29.61  																																														| Equations (1378) can reduce 132 to:
% 64.64/29.61  																																														| (110)  ~ (e4 = e1)
% 64.64/29.61  																																														|
% 64.64/29.61  																																														+-Applying beta-rule and splitting (458), into two cases.
% 64.64/29.61  																																														|-Branch one:
% 64.64/29.61  																																														| (459) all_0_42_42 = e1
% 64.64/29.61  																																														|
% 64.64/29.61  																																															| Combining equations (459,516) yields a new equation:
% 64.64/29.61  																																															| (455) e3 = e1
% 64.64/29.61  																																															|
% 64.64/29.61  																																															| Equations (455) can reduce 213 to:
% 64.64/29.61  																																															| (266) $false
% 64.64/29.61  																																															|
% 64.64/29.61  																																															|-The branch is then unsatisfiable
% 64.64/29.61  																																														|-Branch two:
% 64.64/29.61  																																														| (1380)  ~ (all_0_42_42 = e1)
% 64.64/29.61  																																														| (1381) all_0_43_43 = e1 | all_0_44_44 = e1
% 64.64/29.61  																																														|
% 64.64/29.61  																																															+-Applying beta-rule and splitting (1381), into two cases.
% 64.64/29.61  																																															|-Branch one:
% 64.64/29.61  																																															| (430) all_0_43_43 = e1
% 64.64/29.61  																																															|
% 64.64/29.61  																																																| Combining equations (396,430) yields a new equation:
% 64.64/29.61  																																																| (636) e4 = e1
% 64.64/29.61  																																																|
% 64.64/29.61  																																																| Simplifying 636 yields:
% 64.64/29.61  																																																| (630) e4 = e1
% 64.64/29.61  																																																|
% 64.64/29.61  																																																| Equations (630) can reduce 110 to:
% 64.64/29.61  																																																| (266) $false
% 64.64/29.61  																																																|
% 64.64/29.61  																																																|-The branch is then unsatisfiable
% 64.64/29.61  																																															|-Branch two:
% 64.64/29.61  																																															| (433)  ~ (all_0_43_43 = e1)
% 64.64/29.61  																																															| (635) all_0_44_44 = e1
% 64.64/29.61  																																															|
% 64.64/29.61  																																																| Combining equations (1414,635) yields a new equation:
% 64.64/29.61  																																																| (431) e1 = e0
% 64.64/29.61  																																																|
% 64.64/29.61  																																																| Equations (431) can reduce 233 to:
% 64.64/29.61  																																																| (266) $false
% 64.64/29.61  																																																|
% 64.64/29.61  																																																|-The branch is then unsatisfiable
% 64.64/29.61  																																													|-Branch two:
% 64.64/29.61  																																													| (447)  ~ (all_0_40_40 = e4)
% 64.64/29.61  																																													| (2271) all_0_44_44 = e4 | all_0_49_49 = e4 | all_0_53_53 = e4 | all_0_58_58 = e4
% 64.64/29.61  																																													|
% 64.64/29.61  																																														+-Applying beta-rule and splitting (316), into two cases.
% 64.64/29.61  																																														|-Branch one:
% 64.64/29.61  																																														| (1378) all_0_40_40 = e4
% 64.64/29.61  																																														|
% 64.64/29.61  																																															| Equations (1378) can reduce 447 to:
% 64.64/29.61  																																															| (266) $false
% 64.64/29.61  																																															|
% 64.64/29.61  																																															|-The branch is then unsatisfiable
% 64.64/29.61  																																														|-Branch two:
% 64.64/29.61  																																														| (447)  ~ (all_0_40_40 = e4)
% 64.64/29.61  																																														| (485) all_0_40_40 = e0
% 64.64/29.61  																																														|
% 64.64/29.61  																																															| Equations (485) can reduce 1401 to:
% 64.64/29.61  																																															| (266) $false
% 64.64/29.61  																																															|
% 64.64/29.61  																																															|-The branch is then unsatisfiable
% 64.64/29.61  																																												|-Branch two:
% 64.64/29.61  																																												| (360)  ~ (all_0_44_44 = e0)
% 64.64/29.61  																																												| (1417) all_0_44_44 = e3 | all_0_44_44 = e1
% 64.64/29.61  																																												|
% 64.64/29.61  																																													+-Applying beta-rule and splitting (1417), into two cases.
% 64.64/29.61  																																													|-Branch one:
% 64.64/29.61  																																													| (635) all_0_44_44 = e1
% 64.64/29.61  																																													|
% 64.64/29.61  																																														| Equations (635) can reduce 639 to:
% 64.64/29.61  																																														| (266) $false
% 64.64/29.61  																																														|
% 64.64/29.61  																																														|-The branch is then unsatisfiable
% 64.64/29.61  																																													|-Branch two:
% 64.64/29.61  																																													| (639)  ~ (all_0_44_44 = e1)
% 64.64/29.61  																																													| (532) all_0_44_44 = e3
% 64.64/29.61  																																													|
% 64.64/29.61  																																														| Equations (532) can reduce 407 to:
% 64.64/29.61  																																														| (266) $false
% 64.64/29.61  																																														|
% 64.64/29.61  																																														|-The branch is then unsatisfiable
% 64.64/29.61  																																					|-Branch two:
% 64.64/29.61  																																					| (399)  ~ (all_0_43_43 = e4)
% 64.64/29.61  																																					| (400) all_0_48_48 = e4 | all_0_52_52 = e4 | all_0_57_57 = e4
% 64.64/29.61  																																					|
% 64.64/29.61  																																						+-Applying beta-rule and splitting (160), into two cases.
% 64.64/29.61  																																						|-Branch one:
% 64.64/29.61  																																						| (601) all_0_50_50 = e1
% 64.64/29.61  																																						|
% 64.64/29.61  																																							| Combining equations (415,601) yields a new equation:
% 64.64/29.61  																																							| (454) e3 = e1
% 64.64/29.61  																																							|
% 64.64/29.61  																																							| Simplifying 454 yields:
% 64.64/29.61  																																							| (455) e3 = e1
% 64.64/29.61  																																							|
% 64.64/29.61  																																							| Equations (455) can reduce 213 to:
% 64.64/29.61  																																							| (266) $false
% 64.64/29.61  																																							|
% 64.64/29.61  																																							|-The branch is then unsatisfiable
% 64.64/29.61  																																						|-Branch two:
% 64.64/29.61  																																						| (759)  ~ (all_0_50_50 = e1)
% 64.64/29.61  																																						| (1168) all_0_51_51 = e1 | all_0_52_52 = e1 | all_0_53_53 = e1
% 64.64/29.61  																																						|
% 64.64/29.61  																																							| Equations (415) can reduce 759 to:
% 64.64/29.61  																																							| (213)  ~ (e3 = e1)
% 64.64/29.61  																																							|
% 64.64/29.61  																																							+-Applying beta-rule and splitting (18), into two cases.
% 64.64/29.61  																																							|-Branch one:
% 64.64/29.61  																																							| (453) all_0_41_41 = e1
% 64.64/29.61  																																							|
% 64.64/29.61  																																								| Equations (453) can reduce 31 to:
% 64.64/29.62  																																								| (57842)  ~ (all_0_43_43 = e1)
% 64.64/29.62  																																								|
% 64.64/29.62  																																								| Simplifying 57842 yields:
% 64.64/29.62  																																								| (433)  ~ (all_0_43_43 = e1)
% 64.64/29.62  																																								|
% 64.64/29.62  																																								+-Applying beta-rule and splitting (195), into two cases.
% 64.64/29.62  																																								|-Branch one:
% 64.64/29.62  																																								| (396) all_0_43_43 = e4
% 64.64/29.62  																																								|
% 64.64/29.62  																																									| Equations (396) can reduce 399 to:
% 64.64/29.62  																																									| (266) $false
% 64.64/29.62  																																									|
% 64.64/29.62  																																									|-The branch is then unsatisfiable
% 64.64/29.62  																																								|-Branch two:
% 64.64/29.62  																																								| (399)  ~ (all_0_43_43 = e4)
% 64.64/29.62  																																								| (6374) all_0_43_43 = e1 | all_0_43_43 = e0
% 64.64/29.62  																																								|
% 64.64/29.62  																																									+-Applying beta-rule and splitting (130), into two cases.
% 64.64/29.62  																																									|-Branch one:
% 64.64/29.62  																																									| (430) all_0_43_43 = e1
% 64.64/29.62  																																									|
% 64.64/29.62  																																										| Equations (430) can reduce 433 to:
% 64.64/29.62  																																										| (266) $false
% 64.64/29.62  																																										|
% 64.64/29.62  																																										|-The branch is then unsatisfiable
% 64.64/29.62  																																									|-Branch two:
% 64.64/29.62  																																									| (433)  ~ (all_0_43_43 = e1)
% 64.64/29.62  																																									| (434) all_0_48_48 = e1 | all_0_52_52 = e1 | all_0_57_57 = e1
% 64.64/29.62  																																									|
% 64.67/29.62  																																										+-Applying beta-rule and splitting (6374), into two cases.
% 64.67/29.62  																																										|-Branch one:
% 64.67/29.62  																																										| (356) all_0_43_43 = e0
% 64.67/29.62  																																										|
% 64.67/29.62  																																											| Equations (356) can reduce 5470 to:
% 64.67/29.62  																																											| (266) $false
% 64.67/29.62  																																											|
% 64.67/29.62  																																											|-The branch is then unsatisfiable
% 64.67/29.62  																																										|-Branch two:
% 64.67/29.62  																																										| (5470)  ~ (all_0_43_43 = e0)
% 64.67/29.62  																																										| (430) all_0_43_43 = e1
% 64.67/29.62  																																										|
% 64.67/29.62  																																											| Equations (430) can reduce 433 to:
% 64.67/29.62  																																											| (266) $false
% 64.67/29.62  																																											|
% 64.67/29.62  																																											|-The branch is then unsatisfiable
% 64.67/29.62  																																							|-Branch two:
% 64.67/29.62  																																							| (457)  ~ (all_0_41_41 = e1)
% 64.67/29.62  																																							| (595) all_0_46_46 = e1 | all_0_50_50 = e1 | all_0_55_55 = e1
% 64.67/29.62  																																							|
% 64.67/29.62  																																								+-Applying beta-rule and splitting (595), into two cases.
% 64.67/29.62  																																								|-Branch one:
% 64.67/29.62  																																								| (545) all_0_46_46 = e1
% 64.67/29.62  																																								|
% 64.67/29.62  																																									| Equations (545) can reduce 549 to:
% 64.67/29.62  																																									| (266) $false
% 64.67/29.62  																																									|
% 64.67/29.62  																																									|-The branch is then unsatisfiable
% 64.67/29.62  																																								|-Branch two:
% 64.67/29.62  																																								| (549)  ~ (all_0_46_46 = e1)
% 64.67/29.62  																																								| (600) all_0_50_50 = e1 | all_0_55_55 = e1
% 64.67/29.62  																																								|
% 64.67/29.62  																																									+-Applying beta-rule and splitting (600), into two cases.
% 64.67/29.62  																																									|-Branch one:
% 64.67/29.62  																																									| (601) all_0_50_50 = e1
% 64.67/29.62  																																									|
% 64.67/29.62  																																										| Combining equations (415,601) yields a new equation:
% 64.67/29.62  																																										| (454) e3 = e1
% 64.67/29.62  																																										|
% 64.67/29.62  																																										| Simplifying 454 yields:
% 64.67/29.62  																																										| (455) e3 = e1
% 64.67/29.62  																																										|
% 64.67/29.62  																																										| Equations (455) can reduce 213 to:
% 64.67/29.62  																																										| (266) $false
% 64.67/29.62  																																										|
% 64.67/29.62  																																										|-The branch is then unsatisfiable
% 64.67/29.62  																																									|-Branch two:
% 64.67/29.62  																																									| (759)  ~ (all_0_50_50 = e1)
% 64.67/29.62  																																									| (629) all_0_55_55 = e1
% 64.67/29.62  																																									|
% 64.67/29.62  																																										| Combining equations (629,858) yields a new equation:
% 64.67/29.62  																																										| (546) e1 = e0
% 64.67/29.62  																																										|
% 64.67/29.62  																																										| Simplifying 546 yields:
% 64.67/29.62  																																										| (431) e1 = e0
% 64.67/29.62  																																										|
% 64.67/29.62  																																										| Equations (431) can reduce 233 to:
% 64.67/29.62  																																										| (266) $false
% 64.67/29.62  																																										|
% 64.67/29.62  																																										|-The branch is then unsatisfiable
% 64.67/29.62  																																			|-Branch two:
% 64.67/29.62  																																			| (1283)  ~ (all_0_48_48 = e0)
% 64.67/29.62  																																			| (978) all_0_49_49 = e0
% 64.67/29.62  																																			|
% 64.67/29.62  																																				| Combining equations (583,978) yields a new equation:
% 64.67/29.62  																																				| (391) e2 = e0
% 64.67/29.62  																																				|
% 64.67/29.62  																																				| Simplifying 391 yields:
% 64.67/29.62  																																				| (330) e2 = e0
% 64.67/29.62  																																				|
% 64.67/29.62  																																				| Equations (330) can reduce 128 to:
% 64.67/29.62  																																				| (266) $false
% 64.67/29.62  																																				|
% 64.67/29.62  																																				|-The branch is then unsatisfiable
% 64.67/29.62  																															|-Branch two:
% 64.67/29.62  																															| (813) all_0_47_47 = e1 & all_0_52_52 = e2 &  ~ (all_0_51_51 = e1)
% 64.67/29.62  																															|
% 64.67/29.62  																																| Applying alpha-rule on (813) yields:
% 64.67/29.62  																																| (654) all_0_47_47 = e1
% 64.67/29.62  																																| (352) all_0_52_52 = e2
% 64.67/29.62  																																| (464)  ~ (all_0_51_51 = e1)
% 64.67/29.62  																																|
% 64.67/29.62  																																| Equations (654) can reduce 19 to:
% 64.67/29.62  																																| (549)  ~ (all_0_46_46 = e1)
% 64.67/29.62  																																|
% 64.67/29.62  																																| Equations (654) can reduce 114 to:
% 64.67/29.62  																																| (11581)  ~ (all_0_48_48 = e1)
% 64.67/29.62  																																|
% 64.67/29.62  																																| Simplifying 11581 yields:
% 64.67/29.62  																																| (619)  ~ (all_0_48_48 = e1)
% 64.67/29.62  																																|
% 64.67/29.62  																																| Equations (654) can reduce 224 to:
% 64.67/29.62  																																| (463)  ~ (all_0_51_51 = e1)
% 64.67/29.62  																																|
% 64.67/29.62  																																| Simplifying 463 yields:
% 64.67/29.62  																																| (464)  ~ (all_0_51_51 = e1)
% 64.67/29.62  																																|
% 64.67/29.62  																																| Equations (654) can reduce 1091 to:
% 64.67/29.62  																																| (467)  ~ (e3 = e1)
% 64.67/29.62  																																|
% 64.67/29.62  																																| Simplifying 467 yields:
% 64.67/29.62  																																| (213)  ~ (e3 = e1)
% 64.67/29.62  																																|
% 64.67/29.62  																																| Equations (654) can reduce 338 to:
% 64.67/29.62  																																| (604)  ~ (e2 = e1)
% 64.67/29.62  																																|
% 64.67/29.62  																																| Simplifying 604 yields:
% 64.67/29.62  																																| (122)  ~ (e2 = e1)
% 64.67/29.62  																																|
% 64.67/29.62  																																| From (654) and (23) follows:
% 64.67/29.62  																																| (9478) op(e2, e2) = e1
% 64.67/29.62  																																|
% 64.67/29.62  																																+-Applying beta-rule and splitting (184), into two cases.
% 64.67/29.62  																																|-Branch one:
% 64.67/29.62  																																| (538) all_0_46_46 = e0
% 64.67/29.62  																																|
% 64.67/29.62  																																	| Equations (538) can reduce 831 to:
% 64.67/29.62  																																	| (266) $false
% 64.67/29.62  																																	|
% 64.67/29.62  																																	|-The branch is then unsatisfiable
% 64.67/29.62  																																|-Branch two:
% 64.67/29.62  																																| (831)  ~ (all_0_46_46 = e0)
% 64.67/29.62  																																| (832) all_0_47_47 = e0 | all_0_48_48 = e0 | all_0_49_49 = e0
% 64.67/29.62  																																|
% 64.67/29.62  																																	+-Applying beta-rule and splitting (832), into two cases.
% 64.67/29.62  																																	|-Branch one:
% 64.67/29.62  																																	| (674) all_0_47_47 = e0
% 64.67/29.62  																																	|
% 64.67/29.62  																																		| Combining equations (674,654) yields a new equation:
% 64.67/29.62  																																		| (431) e1 = e0
% 64.67/29.62  																																		|
% 64.67/29.62  																																		| Equations (431) can reduce 233 to:
% 64.67/29.62  																																		| (266) $false
% 64.67/29.62  																																		|
% 64.67/29.62  																																		|-The branch is then unsatisfiable
% 64.67/29.62  																																	|-Branch two:
% 64.67/29.62  																																	| (678)  ~ (all_0_47_47 = e0)
% 64.67/29.62  																																	| (1278) all_0_48_48 = e0 | all_0_49_49 = e0
% 64.67/29.62  																																	|
% 64.67/29.62  																																		+-Applying beta-rule and splitting (1278), into two cases.
% 64.67/29.62  																																		|-Branch one:
% 64.67/29.62  																																		| (1279) all_0_48_48 = e0
% 64.67/29.62  																																		|
% 64.67/29.62  																																			| Equations (1279) can reduce 17 to:
% 64.67/29.62  																																			| (5470)  ~ (all_0_43_43 = e0)
% 64.67/29.62  																																			|
% 64.67/29.62  																																			| Equations (1279) can reduce 239 to:
% 64.67/29.62  																																			| (363)  ~ (all_0_57_57 = e0)
% 64.67/29.62  																																			|
% 64.67/29.62  																																			| Simplifying 363 yields:
% 64.67/29.62  																																			| (364)  ~ (all_0_57_57 = e0)
% 64.67/29.62  																																			|
% 64.67/29.62  																																			| Equations (1279) can reduce 619 to:
% 64.67/29.62  																																			| (435)  ~ (e1 = e0)
% 64.67/29.62  																																			|
% 64.67/29.62  																																			| Simplifying 435 yields:
% 64.67/29.62  																																			| (233)  ~ (e1 = e0)
% 64.67/29.62  																																			|
% 64.67/29.62  																																			+-Applying beta-rule and splitting (165), into two cases.
% 64.67/29.62  																																			|-Branch one:
% 64.67/29.62  																																			| (794) all_0_41_41 = e0
% 64.67/29.62  																																			|
% 64.67/29.62  																																				| Equations (794) can reduce 357 to:
% 64.67/29.62  																																				| (266) $false
% 64.67/29.62  																																				|
% 64.67/29.62  																																				|-The branch is then unsatisfiable
% 64.67/29.62  																																			|-Branch two:
% 64.67/29.62  																																			| (357)  ~ (all_0_41_41 = e0)
% 64.67/29.62  																																			| (6761) all_0_42_42 = e0 | all_0_43_43 = e0 | all_0_44_44 = e0
% 64.67/29.62  																																			|
% 64.67/29.62  																																				+-Applying beta-rule and splitting (230), into two cases.
% 64.67/29.62  																																				|-Branch one:
% 64.67/29.62  																																				| (396) all_0_43_43 = e4
% 64.67/29.62  																																				|
% 64.67/29.62  																																					| Equations (396) can reduce 31 to:
% 64.67/29.62  																																					| (440)  ~ (all_0_41_41 = e4)
% 64.67/29.62  																																					|
% 64.67/29.62  																																					| Equations (396) can reduce 159 to:
% 64.67/29.62  																																					| (1903)  ~ (all_0_44_44 = e4)
% 64.67/29.62  																																					|
% 64.67/29.62  																																					| Simplifying 1903 yields:
% 64.67/29.62  																																					| (1390)  ~ (all_0_44_44 = e4)
% 64.67/29.62  																																					|
% 64.67/29.62  																																					| Equations (396) can reduce 5470 to:
% 64.67/29.62  																																					| (49)  ~ (e4 = e0)
% 64.67/29.62  																																					|
% 64.67/29.62  																																					+-Applying beta-rule and splitting (160), into two cases.
% 64.67/29.62  																																					|-Branch one:
% 64.67/29.62  																																					| (601) all_0_50_50 = e1
% 64.67/29.62  																																					|
% 64.67/29.62  																																						| Combining equations (415,601) yields a new equation:
% 64.67/29.62  																																						| (454) e3 = e1
% 64.67/29.62  																																						|
% 64.67/29.62  																																						| Simplifying 454 yields:
% 64.67/29.62  																																						| (455) e3 = e1
% 64.67/29.62  																																						|
% 64.67/29.62  																																						| Equations (455) can reduce 213 to:
% 64.67/29.62  																																						| (266) $false
% 64.67/29.62  																																						|
% 64.67/29.62  																																						|-The branch is then unsatisfiable
% 64.67/29.62  																																					|-Branch two:
% 64.67/29.62  																																					| (759)  ~ (all_0_50_50 = e1)
% 64.67/29.62  																																					| (1168) all_0_51_51 = e1 | all_0_52_52 = e1 | all_0_53_53 = e1
% 64.67/29.62  																																					|
% 64.67/29.62  																																						+-Applying beta-rule and splitting (18), into two cases.
% 64.67/29.62  																																						|-Branch one:
% 64.67/29.62  																																						| (453) all_0_41_41 = e1
% 64.67/29.62  																																						|
% 64.67/29.62  																																							| Equations (453) can reduce 149 to:
% 64.67/29.62  																																							| (4057)  ~ (all_0_44_44 = e1)
% 64.67/29.62  																																							|
% 64.67/29.62  																																							| Simplifying 4057 yields:
% 64.67/29.62  																																							| (639)  ~ (all_0_44_44 = e1)
% 64.67/29.62  																																							|
% 64.67/29.62  																																							| Equations (453) can reduce 43 to:
% 64.67/29.62  																																							| (4059)  ~ (all_0_46_46 = e1)
% 64.67/29.62  																																							|
% 64.67/29.62  																																							| Simplifying 4059 yields:
% 64.67/29.62  																																							| (549)  ~ (all_0_46_46 = e1)
% 64.67/29.62  																																							|
% 64.67/29.62  																																							| Equations (453) can reduce 440 to:
% 64.67/29.62  																																							| (602)  ~ (e4 = e1)
% 64.67/29.62  																																							|
% 64.67/29.62  																																							| Simplifying 602 yields:
% 64.67/29.62  																																							| (110)  ~ (e4 = e1)
% 64.67/29.62  																																							|
% 64.67/29.62  																																							| Equations (453) can reduce 1898 to:
% 64.67/29.62  																																							| (467)  ~ (e3 = e1)
% 64.67/29.62  																																							|
% 64.67/29.62  																																							| Simplifying 467 yields:
% 64.67/29.62  																																							| (213)  ~ (e3 = e1)
% 64.67/29.62  																																							|
% 64.67/29.62  																																							| Equations (453) can reduce 85 to:
% 64.67/29.62  																																							| (604)  ~ (e2 = e1)
% 64.67/29.62  																																							|
% 64.67/29.62  																																							| Simplifying 604 yields:
% 64.67/29.62  																																							| (122)  ~ (e2 = e1)
% 64.67/29.62  																																							|
% 64.67/29.62  																																							+-Applying beta-rule and splitting (104), into two cases.
% 64.67/29.62  																																							|-Branch one:
% 64.67/29.62  																																							| (480) all_0_39_39 = e0
% 64.67/29.62  																																							|
% 64.67/29.62  																																								| Equations (480) can reduce 176 to:
% 64.67/29.62  																																								| (1400)  ~ (all_0_40_40 = e0)
% 64.67/29.62  																																								|
% 64.67/29.62  																																								| Simplifying 1400 yields:
% 64.67/29.62  																																								| (1401)  ~ (all_0_40_40 = e0)
% 64.67/29.62  																																								|
% 64.67/29.62  																																								| Equations (480) can reduce 139 to:
% 64.67/29.62  																																								| (1404)  ~ (all_0_51_51 = e0)
% 64.67/29.62  																																								|
% 64.67/29.62  																																								| Simplifying 1404 yields:
% 64.67/29.62  																																								| (115)  ~ (all_0_51_51 = e0)
% 64.67/29.62  																																								|
% 64.67/29.62  																																								| Equations (480) can reduce 246 to:
% 64.67/29.62  																																								| (541)  ~ (e3 = e0)
% 64.67/29.62  																																								|
% 64.67/29.62  																																								| Simplifying 541 yields:
% 64.67/29.62  																																								| (80)  ~ (e3 = e0)
% 64.67/29.62  																																								|
% 64.67/29.62  																																								| From (480) and (14) follows:
% 64.67/29.62  																																								| (4090) op(e4, e2) = e0
% 64.67/29.62  																																								|
% 64.67/29.62  																																								+-Applying beta-rule and splitting (130), into two cases.
% 64.67/29.62  																																								|-Branch one:
% 64.67/29.62  																																								| (430) all_0_43_43 = e1
% 64.67/29.62  																																								|
% 64.67/29.62  																																									| Combining equations (430,396) yields a new equation:
% 64.67/29.62  																																									| (630) e4 = e1
% 64.67/29.62  																																									|
% 64.67/29.62  																																									| Equations (630) can reduce 110 to:
% 64.67/29.62  																																									| (266) $false
% 64.67/29.62  																																									|
% 64.67/29.62  																																									|-The branch is then unsatisfiable
% 64.67/29.62  																																								|-Branch two:
% 64.67/29.62  																																								| (433)  ~ (all_0_43_43 = e1)
% 64.67/29.62  																																								| (434) all_0_48_48 = e1 | all_0_52_52 = e1 | all_0_57_57 = e1
% 64.67/29.62  																																								|
% 64.67/29.62  																																									+-Applying beta-rule and splitting (326), into two cases.
% 64.67/29.62  																																									|-Branch one:
% 64.67/29.62  																																									| (471) all_0_39_39 = e4
% 64.67/29.62  																																									|
% 64.67/29.62  																																										| Combining equations (471,480) yields a new equation:
% 64.67/29.62  																																										| (481) e4 = e0
% 64.67/29.62  																																										|
% 64.67/29.62  																																										| Simplifying 481 yields:
% 64.67/29.62  																																										| (397) e4 = e0
% 64.67/29.62  																																										|
% 64.67/29.62  																																										| Equations (397) can reduce 49 to:
% 64.67/29.62  																																										| (266) $false
% 64.67/29.62  																																										|
% 64.67/29.62  																																										|-The branch is then unsatisfiable
% 64.67/29.62  																																									|-Branch two:
% 64.67/29.62  																																									| (1377)  ~ (all_0_39_39 = e4)
% 64.67/29.62  																																									| (1378) all_0_40_40 = e4
% 64.67/29.62  																																									|
% 64.67/29.62  																																										| Equations (1378) can reduce 162 to:
% 64.67/29.62  																																										| (1452)  ~ (all_0_53_53 = e4)
% 64.67/29.62  																																										|
% 64.67/29.62  																																										| Simplifying 1452 yields:
% 64.67/29.62  																																										| (1453)  ~ (all_0_53_53 = e4)
% 64.67/29.62  																																										|
% 64.67/29.62  																																										| Equations (1378) can reduce 2 to:
% 64.67/29.62  																																										| (188)  ~ (e4 = e3)
% 64.67/29.62  																																										|
% 64.67/29.62  																																										| Equations (1378) can reduce 296 to:
% 64.67/29.62  																																										| (48)  ~ (e4 = e2)
% 64.67/29.62  																																										|
% 64.67/29.62  																																										| Equations (1378) can reduce 1401 to:
% 64.67/29.62  																																										| (49)  ~ (e4 = e0)
% 64.67/29.62  																																										|
% 64.67/29.62  																																										+-Applying beta-rule and splitting (231), into two cases.
% 64.67/29.62  																																										|-Branch one:
% 64.67/29.62  																																										| (775) all_0_50_50 = e4
% 64.67/29.62  																																										|
% 64.67/29.62  																																											| Combining equations (415,775) yields a new equation:
% 64.67/29.62  																																											| (425) e4 = e3
% 64.67/29.62  																																											|
% 64.67/29.62  																																											| Equations (425) can reduce 188 to:
% 64.67/29.62  																																											| (266) $false
% 64.67/29.62  																																											|
% 64.67/29.62  																																											|-The branch is then unsatisfiable
% 64.67/29.62  																																										|-Branch two:
% 64.67/29.62  																																										| (566)  ~ (all_0_50_50 = e4)
% 64.67/29.62  																																										| (1071) all_0_51_51 = e4 | all_0_52_52 = e4 | all_0_53_53 = e4
% 64.67/29.62  																																										|
% 64.67/29.62  																																											| Equations (415) can reduce 566 to:
% 64.67/29.62  																																											| (277)  ~ (e4 = e3)
% 64.67/29.62  																																											|
% 64.67/29.62  																																											| Simplifying 277 yields:
% 64.67/29.62  																																											| (188)  ~ (e4 = e3)
% 64.67/29.62  																																											|
% 64.67/29.62  																																											+-Applying beta-rule and splitting (196), into two cases.
% 64.67/29.62  																																											|-Branch one:
% 64.67/29.62  																																											| (607) all_0_53_53 = e2
% 64.67/29.62  																																											|
% 64.67/29.62  																																												| Equations (607) can reduce 509 to:
% 64.67/29.62  																																												| (266) $false
% 64.67/29.62  																																												|
% 64.67/29.62  																																												|-The branch is then unsatisfiable
% 64.67/29.62  																																											|-Branch two:
% 64.67/29.62  																																											| (509)  ~ (all_0_53_53 = e2)
% 64.67/29.62  																																											| (610) all_0_53_53 = e4 | all_0_53_53 = e3 | all_0_53_53 = e1
% 64.67/29.62  																																											|
% 64.67/29.62  																																												+-Applying beta-rule and splitting (75), into two cases.
% 64.67/29.62  																																												|-Branch one:
% 64.67/29.62  																																												| (485) all_0_40_40 = e0
% 64.67/29.62  																																												|
% 64.67/29.62  																																													| Combining equations (1378,485) yields a new equation:
% 64.67/29.62  																																													| (481) e4 = e0
% 64.67/29.62  																																													|
% 64.67/29.62  																																													| Simplifying 481 yields:
% 64.67/29.62  																																													| (397) e4 = e0
% 64.67/29.62  																																													|
% 64.67/29.62  																																													| Equations (397) can reduce 49 to:
% 64.67/29.62  																																													| (266) $false
% 64.67/29.62  																																													|
% 64.67/29.62  																																													|-The branch is then unsatisfiable
% 64.67/29.62  																																												|-Branch two:
% 64.67/29.62  																																												| (1401)  ~ (all_0_40_40 = e0)
% 64.67/29.62  																																												| (1748) all_0_44_44 = e0 | all_0_49_49 = e0 | all_0_58_58 = e0
% 64.67/29.62  																																												|
% 64.67/29.62  																																													| Equations (1378) can reduce 1401 to:
% 64.67/29.62  																																													| (49)  ~ (e4 = e0)
% 64.67/29.62  																																													|
% 64.67/29.62  																																													+-Applying beta-rule and splitting (164), into two cases.
% 64.67/29.62  																																													|-Branch one:
% 64.67/29.62  																																													| (471) all_0_39_39 = e4
% 64.67/29.62  																																													|
% 64.67/29.63  																																														| Combining equations (471,480) yields a new equation:
% 64.67/29.63  																																														| (481) e4 = e0
% 64.67/29.63  																																														|
% 64.67/29.63  																																														| Simplifying 481 yields:
% 64.67/29.63  																																														| (397) e4 = e0
% 64.67/29.63  																																														|
% 64.67/29.63  																																														| Equations (397) can reduce 49 to:
% 64.67/29.63  																																														| (266) $false
% 64.67/29.63  																																														|
% 64.67/29.63  																																														|-The branch is then unsatisfiable
% 64.67/29.63  																																													|-Branch two:
% 64.67/29.63  																																													| (1377)  ~ (all_0_39_39 = e4)
% 64.67/29.63  																																													| (2115) all_0_42_42 = e4 | all_0_47_47 = e4 | all_0_51_51 = e4 | all_0_56_56 = e4
% 64.67/29.63  																																													|
% 64.67/29.63  																																														+-Applying beta-rule and splitting (112), into two cases.
% 64.67/29.63  																																														|-Branch one:
% 64.67/29.63  																																														| (635) all_0_44_44 = e1
% 64.67/29.63  																																														|
% 64.67/29.63  																																															| Equations (635) can reduce 639 to:
% 64.67/29.63  																																															| (266) $false
% 64.67/29.63  																																															|
% 64.67/29.63  																																															|-The branch is then unsatisfiable
% 64.67/29.63  																																														|-Branch two:
% 64.67/29.63  																																														| (639)  ~ (all_0_44_44 = e1)
% 64.67/29.63  																																														| (640) all_0_49_49 = e1 | all_0_53_53 = e1 | all_0_58_58 = e1
% 64.67/29.63  																																														|
% 64.67/29.63  																																															+-Applying beta-rule and splitting (123), into two cases.
% 64.67/29.63  																																															|-Branch one:
% 64.67/29.63  																																															| (1794) all_0_46_46 = e2
% 64.67/29.63  																																															|
% 64.67/29.63  																																																| Equations (1794) can reduce 300 to:
% 64.67/29.63  																																																| (266) $false
% 64.67/29.63  																																																|
% 64.67/29.63  																																																|-The branch is then unsatisfiable
% 64.67/29.63  																																															|-Branch two:
% 64.67/29.63  																																															| (300)  ~ (all_0_46_46 = e2)
% 64.67/29.63  																																															| (1797) all_0_46_46 = e4 | all_0_46_46 = e3 | all_0_46_46 = e1 | all_0_46_46 = e0
% 64.67/29.63  																																															|
% 64.67/29.63  																																																+-Applying beta-rule and splitting (1797), into two cases.
% 64.67/29.63  																																																|-Branch one:
% 64.67/29.63  																																																| (770) all_0_46_46 = e4
% 64.67/29.63  																																																|
% 64.67/29.63  																																																	| Equations (770) can reduce 409 to:
% 64.67/29.63  																																																	| (188)  ~ (e4 = e3)
% 64.67/29.63  																																																	|
% 64.67/29.63  																																																	| Equations (770) can reduce 300 to:
% 64.67/29.63  																																																	| (48)  ~ (e4 = e2)
% 64.67/29.63  																																																	|
% 64.67/29.63  																																																	| Equations (770) can reduce 549 to:
% 64.67/29.63  																																																	| (110)  ~ (e4 = e1)
% 64.67/29.63  																																																	|
% 64.67/29.63  																																																	+-Applying beta-rule and splitting (1100), into two cases.
% 64.67/29.63  																																																	|-Branch one:
% 64.67/29.63  																																																	| (1101) all_0_51_51 = e4
% 64.67/29.63  																																																	|
% 64.67/29.63  																																																		| Equations (1101) can reduce 464 to:
% 64.67/29.63  																																																		| (110)  ~ (e4 = e1)
% 64.67/29.63  																																																		|
% 64.67/29.63  																																																		| Equations (1101) can reduce 115 to:
% 64.67/29.63  																																																		| (49)  ~ (e4 = e0)
% 64.67/29.63  																																																		|
% 64.67/29.63  																																																		| From (1101) and (186) follows:
% 64.67/29.63  																																																		| (13720) op(e1, e2) = e4
% 64.67/29.63  																																																		|
% 64.67/29.63  																																																		+-Applying beta-rule and splitting (6761), into two cases.
% 64.67/29.63  																																																		|-Branch one:
% 64.67/29.63  																																																		| (559) all_0_42_42 = e0
% 64.67/29.63  																																																		|
% 64.67/29.63  																																																			| Combining equations (516,559) yields a new equation:
% 64.67/29.63  																																																			| (675) e3 = e0
% 64.67/29.63  																																																			|
% 64.67/29.63  																																																			| Simplifying 675 yields:
% 64.67/29.63  																																																			| (676) e3 = e0
% 64.67/29.63  																																																			|
% 64.67/29.63  																																																			| Equations (676) can reduce 80 to:
% 64.67/29.63  																																																			| (266) $false
% 64.67/29.63  																																																			|
% 64.67/29.63  																																																			|-The branch is then unsatisfiable
% 64.67/29.63  																																																		|-Branch two:
% 64.67/29.63  																																																		| (358)  ~ (all_0_42_42 = e0)
% 64.67/29.63  																																																		| (6766) all_0_43_43 = e0 | all_0_44_44 = e0
% 64.67/29.63  																																																		|
% 64.67/29.63  																																																			+-Applying beta-rule and splitting (640), into two cases.
% 64.67/29.63  																																																			|-Branch one:
% 64.67/29.63  																																																			| (671) all_0_49_49 = e1
% 64.67/29.63  																																																			|
% 64.67/29.63  																																																				| Combining equations (583,671) yields a new equation:
% 64.67/29.63  																																																				| (616) e2 = e1
% 64.67/29.63  																																																				|
% 64.67/29.63  																																																				| Simplifying 616 yields:
% 64.67/29.63  																																																				| (617) e2 = e1
% 64.67/29.63  																																																				|
% 64.67/29.63  																																																				| Equations (617) can reduce 122 to:
% 64.67/29.63  																																																				| (266) $false
% 64.67/29.63  																																																				|
% 64.67/29.63  																																																				|-The branch is then unsatisfiable
% 64.67/29.63  																																																			|-Branch two:
% 64.67/29.63  																																																			| (1064)  ~ (all_0_49_49 = e1)
% 64.67/29.63  																																																			| (2141) all_0_53_53 = e1 | all_0_58_58 = e1
% 64.67/29.63  																																																			|
% 64.67/29.63  																																																				| Equations (583) can reduce 1064 to:
% 64.67/29.63  																																																				| (122)  ~ (e2 = e1)
% 64.67/29.63  																																																				|
% 64.67/29.63  																																																				+-Applying beta-rule and splitting (6766), into two cases.
% 64.67/29.63  																																																				|-Branch one:
% 64.67/29.63  																																																				| (356) all_0_43_43 = e0
% 64.67/29.63  																																																				|
% 64.67/29.63  																																																					| Combining equations (396,356) yields a new equation:
% 64.67/29.63  																																																					| (481) e4 = e0
% 64.67/29.63  																																																					|
% 64.67/29.63  																																																					| Simplifying 481 yields:
% 64.67/29.63  																																																					| (397) e4 = e0
% 64.67/29.63  																																																					|
% 64.67/29.63  																																																					| Equations (397) can reduce 49 to:
% 64.67/29.63  																																																					| (266) $false
% 64.67/29.63  																																																					|
% 64.67/29.63  																																																					|-The branch is then unsatisfiable
% 64.67/29.63  																																																				|-Branch two:
% 64.67/29.63  																																																				| (5470)  ~ (all_0_43_43 = e0)
% 64.67/29.63  																																																				| (1414) all_0_44_44 = e0
% 64.67/29.63  																																																				|
% 64.67/29.63  																																																					| Equations (1414) can reduce 407 to:
% 64.67/29.63  																																																					| (541)  ~ (e3 = e0)
% 64.67/29.63  																																																					|
% 64.67/29.63  																																																					| Simplifying 541 yields:
% 64.67/29.63  																																																					| (80)  ~ (e3 = e0)
% 64.67/29.63  																																																					|
% 64.67/29.63  																																																					| Equations (1414) can reduce 639 to:
% 64.67/29.63  																																																					| (435)  ~ (e1 = e0)
% 64.67/29.63  																																																					|
% 64.67/29.63  																																																					| Simplifying 435 yields:
% 64.67/29.63  																																																					| (233)  ~ (e1 = e0)
% 64.67/29.63  																																																					|
% 64.67/29.63  																																																					+-Applying beta-rule and splitting (434), into two cases.
% 64.67/29.63  																																																					|-Branch one:
% 64.67/29.63  																																																					| (615) all_0_48_48 = e1
% 64.67/29.63  																																																					|
% 64.67/29.63  																																																						| Combining equations (1279,615) yields a new equation:
% 64.67/29.63  																																																						| (431) e1 = e0
% 64.67/29.63  																																																						|
% 64.67/29.63  																																																						| Equations (431) can reduce 233 to:
% 64.67/29.63  																																																						| (266) $false
% 64.67/29.63  																																																						|
% 64.67/29.63  																																																						|-The branch is then unsatisfiable
% 64.67/29.63  																																																					|-Branch two:
% 64.67/29.63  																																																					| (619)  ~ (all_0_48_48 = e1)
% 64.67/29.63  																																																					| (620) all_0_52_52 = e1 | all_0_57_57 = e1
% 64.67/29.63  																																																					|
% 64.67/29.63  																																																						+-Applying beta-rule and splitting (633), into two cases.
% 64.67/29.63  																																																						|-Branch one:
% 64.67/29.63  																																																						| (1569) all_0_56_56 = e1
% 64.67/29.63  																																																						|
% 64.67/29.63  																																																							| Combining equations (1569,833) yields a new equation:
% 64.67/29.63  																																																							| (617) e2 = e1
% 64.67/29.63  																																																							|
% 64.67/29.63  																																																							| Equations (617) can reduce 122 to:
% 64.67/29.63  																																																							| (266) $false
% 64.67/29.63  																																																							|
% 64.67/29.63  																																																							|-The branch is then unsatisfiable
% 64.67/29.63  																																																						|-Branch two:
% 64.67/29.63  																																																						| (466)  ~ (all_0_56_56 = e1)
% 64.67/29.63  																																																						| (1574) all_0_57_57 = e1 | all_0_58_58 = e1
% 64.67/29.63  																																																						|
% 64.67/29.63  																																																							| Equations (833) can reduce 466 to:
% 64.67/29.63  																																																							| (122)  ~ (e2 = e1)
% 64.67/29.63  																																																							|
% 64.67/29.63  																																																							+-Applying beta-rule and splitting (1168), into two cases.
% 64.67/29.63  																																																							|-Branch one:
% 64.67/29.63  																																																							| (1109) all_0_51_51 = e1
% 64.67/29.63  																																																							|
% 64.67/29.63  																																																								| Combining equations (1101,1109) yields a new equation:
% 64.67/29.63  																																																								| (636) e4 = e1
% 64.67/29.63  																																																								|
% 64.67/29.63  																																																								| Simplifying 636 yields:
% 64.67/29.63  																																																								| (630) e4 = e1
% 64.67/29.63  																																																								|
% 64.67/29.63  																																																								| Equations (630) can reduce 110 to:
% 64.67/29.63  																																																								| (266) $false
% 64.67/29.63  																																																								|
% 64.67/29.63  																																																								|-The branch is then unsatisfiable
% 64.67/29.63  																																																							|-Branch two:
% 64.67/29.63  																																																							| (464)  ~ (all_0_51_51 = e1)
% 64.67/29.63  																																																							| (1202) all_0_52_52 = e1 | all_0_53_53 = e1
% 64.67/29.63  																																																							|
% 64.67/29.63  																																																								+-Applying beta-rule and splitting (1202), into two cases.
% 64.67/29.63  																																																								|-Branch one:
% 64.67/29.63  																																																								| (642) all_0_52_52 = e1
% 64.67/29.63  																																																								|
% 64.67/29.63  																																																									| Combining equations (642,352) yields a new equation:
% 64.67/29.63  																																																									| (617) e2 = e1
% 64.67/29.63  																																																									|
% 64.67/29.63  																																																									| Equations (617) can reduce 122 to:
% 64.67/29.63  																																																									| (266) $false
% 64.67/29.63  																																																									|
% 64.67/29.63  																																																									|-The branch is then unsatisfiable
% 64.67/29.63  																																																								|-Branch two:
% 64.67/29.63  																																																								| (646)  ~ (all_0_52_52 = e1)
% 64.67/29.63  																																																								| (1208) all_0_53_53 = e1
% 64.67/29.63  																																																								|
% 64.67/29.63  																																																									| Equations (1208) can reduce 509 to:
% 64.67/29.63  																																																									| (604)  ~ (e2 = e1)
% 64.67/29.63  																																																									|
% 64.67/29.63  																																																									| Simplifying 604 yields:
% 64.67/29.63  																																																									| (122)  ~ (e2 = e1)
% 64.67/29.63  																																																									|
% 64.67/29.63  																																																									+-Applying beta-rule and splitting (620), into two cases.
% 64.67/29.63  																																																									|-Branch one:
% 64.67/29.63  																																																									| (642) all_0_52_52 = e1
% 64.67/29.63  																																																									|
% 64.67/29.63  																																																										| Combining equations (352,642) yields a new equation:
% 64.67/29.63  																																																										| (616) e2 = e1
% 64.67/29.63  																																																										|
% 64.67/29.63  																																																										| Simplifying 616 yields:
% 64.67/29.63  																																																										| (617) e2 = e1
% 64.67/29.63  																																																										|
% 64.67/29.63  																																																										| Equations (617) can reduce 122 to:
% 64.67/29.63  																																																										| (266) $false
% 64.67/29.63  																																																										|
% 64.67/29.63  																																																										|-The branch is then unsatisfiable
% 64.67/29.63  																																																									|-Branch two:
% 64.67/29.63  																																																									| (646)  ~ (all_0_52_52 = e1)
% 64.67/29.63  																																																									| (647) all_0_57_57 = e1
% 64.67/29.63  																																																									|
% 64.67/29.63  																																																										| Equations (647) can reduce 344 to:
% 64.67/29.63  																																																										| (604)  ~ (e2 = e1)
% 64.67/29.63  																																																										|
% 64.67/29.63  																																																										| Simplifying 604 yields:
% 64.67/29.63  																																																										| (122)  ~ (e2 = e1)
% 64.67/29.63  																																																										|
% 64.67/29.63  																																																										| Equations (647) can reduce 364 to:
% 64.67/29.63  																																																										| (233)  ~ (e1 = e0)
% 64.67/29.63  																																																										|
% 64.67/29.63  																																																										+-Applying beta-rule and splitting (56), into two cases.
% 64.67/29.63  																																																										|-Branch one:
% 64.67/29.63  																																																										| (696) unit = e2
% 64.67/29.63  																																																										|
% 64.67/29.63  																																																											| From (696) and (32) follows:
% 64.67/29.63  																																																											| (698) op(e2, e2) = e2
% 64.67/29.63  																																																											|
% 64.67/29.63  																																																											| From (696) and (42) follows:
% 64.67/29.63  																																																											| (1613) op(e0, e2) = e0
% 64.67/29.63  																																																											|
% 64.67/29.63  																																																											| Instantiating formula (29) with e2, e2, e2, e1 and discharging atoms op(e2, e2) = e2, op(e2, e2) = e1, yields:
% 64.67/29.63  																																																											| (617) e2 = e1
% 64.67/29.63  																																																											|
% 64.67/29.63  																																																											| Instantiating formula (29) with e0, e2, e0, e2 and discharging atoms op(e0, e2) = e2, op(e0, e2) = e0, yields:
% 64.67/29.63  																																																											| (330) e2 = e0
% 64.67/29.63  																																																											|
% 64.67/29.63  																																																											| Combining equations (617,330) yields a new equation:
% 64.67/29.63  																																																											| (546) e1 = e0
% 64.67/29.63  																																																											|
% 64.67/29.63  																																																											| Simplifying 546 yields:
% 64.67/29.63  																																																											| (431) e1 = e0
% 64.67/29.63  																																																											|
% 64.67/29.63  																																																											| Equations (431) can reduce 233 to:
% 64.67/29.63  																																																											| (266) $false
% 64.67/29.63  																																																											|
% 64.67/29.63  																																																											|-The branch is then unsatisfiable
% 64.67/29.63  																																																										|-Branch two:
% 64.67/29.63  																																																										| (707)  ~ (unit = e2)
% 64.67/29.63  																																																										| (708) unit = e4 | unit = e3 | unit = e1 | unit = e0
% 64.67/29.63  																																																										|
% 64.67/29.63  																																																											+-Applying beta-rule and splitting (708), into two cases.
% 64.67/29.63  																																																											|-Branch one:
% 64.67/29.63  																																																											| (709) unit = e4
% 64.67/29.63  																																																											|
% 64.67/29.63  																																																												| From (709) and (15) follows:
% 64.67/29.63  																																																												| (22188) op(e4, e2) = e2
% 64.67/29.63  																																																												|
% 64.67/29.63  																																																												| From (709) and (211) follows:
% 64.67/29.63  																																																												| (22527) op(e4, e1) = e1
% 64.67/29.63  																																																												|
% 64.67/29.63  																																																												| From (709) and (32) follows:
% 64.67/29.63  																																																												| (712) op(e2, e4) = e2
% 64.67/29.63  																																																												|
% 64.67/29.63  																																																												| Instantiating formula (29) with e4, e2, e2, e0 and discharging atoms op(e4, e2) = e2, op(e4, e2) = e0, yields:
% 64.67/29.63  																																																												| (330) e2 = e0
% 64.67/29.63  																																																												|
% 64.67/29.63  																																																												| Instantiating formula (29) with e4, e1, e1, e3 and discharging atoms op(e4, e1) = e3, op(e4, e1) = e1, yields:
% 64.67/29.63  																																																												| (455) e3 = e1
% 64.67/29.63  																																																												|
% 64.67/29.63  																																																												| Instantiating formula (29) with e2, e4, e2, e3 and discharging atoms op(e2, e4) = e3, op(e2, e4) = e2, yields:
% 64.67/29.63  																																																												| (662) e3 = e2
% 64.67/29.63  																																																												|
% 64.67/29.63  																																																												| Combining equations (455,662) yields a new equation:
% 64.67/29.63  																																																												| (617) e2 = e1
% 64.67/29.63  																																																												|
% 64.67/29.63  																																																												| Combining equations (617,330) yields a new equation:
% 64.67/29.63  																																																												| (546) e1 = e0
% 64.67/29.63  																																																												|
% 64.67/29.63  																																																												| Simplifying 546 yields:
% 64.67/29.63  																																																												| (431) e1 = e0
% 64.67/29.63  																																																												|
% 64.67/29.63  																																																												| Equations (431) can reduce 233 to:
% 64.67/29.63  																																																												| (266) $false
% 64.67/29.63  																																																												|
% 64.67/29.63  																																																												|-The branch is then unsatisfiable
% 64.67/29.63  																																																											|-Branch two:
% 64.67/29.63  																																																											| (724)  ~ (unit = e4)
% 64.67/29.63  																																																											| (725) unit = e3 | unit = e1 | unit = e0
% 64.67/29.63  																																																											|
% 64.67/29.63  																																																												+-Applying beta-rule and splitting (725), into two cases.
% 64.67/29.63  																																																												|-Branch one:
% 64.67/29.63  																																																												| (726) unit = e0
% 64.67/29.63  																																																												|
% 64.67/29.63  																																																													| From (726) and (42) follows:
% 64.67/29.63  																																																													| (728) op(e0, e0) = e0
% 64.67/29.63  																																																													|
% 64.67/29.63  																																																													| Instantiating formula (29) with e0, e0, e0, e3 and discharging atoms op(e0, e0) = e3, op(e0, e0) = e0, yields:
% 64.67/29.63  																																																													| (676) e3 = e0
% 64.67/29.63  																																																													|
% 64.67/29.63  																																																													| Equations (676) can reduce 80 to:
% 64.67/29.63  																																																													| (266) $false
% 64.67/29.63  																																																													|
% 64.67/29.63  																																																													|-The branch is then unsatisfiable
% 64.67/29.63  																																																												|-Branch two:
% 64.67/29.63  																																																												| (734)  ~ (unit = e0)
% 64.67/29.63  																																																												| (735) unit = e3 | unit = e1
% 64.67/29.63  																																																												|
% 64.67/29.63  																																																													+-Applying beta-rule and splitting (735), into two cases.
% 64.67/29.63  																																																													|-Branch one:
% 64.67/29.63  																																																													| (736) unit = e1
% 64.67/29.63  																																																													|
% 64.67/29.63  																																																														| Equations (736) can reduce 734 to:
% 64.67/29.63  																																																														| (233)  ~ (e1 = e0)
% 64.67/29.63  																																																														|
% 64.67/29.63  																																																														| From (736) and (244) follows:
% 64.67/29.63  																																																														| (738) op(e1, e4) = e4
% 64.67/29.63  																																																														|
% 64.67/29.63  																																																														| From (736) and (15) follows:
% 64.67/29.63  																																																														| (515) op(e1, e2) = e2
% 64.67/29.63  																																																														|
% 64.67/29.63  																																																														| From (736) and (28) follows:
% 64.67/29.63  																																																														| (740) op(e1, e1) = e1
% 64.67/29.63  																																																														|
% 64.67/29.63  																																																														| Instantiating formula (29) with e1, e4, e4, e0 and discharging atoms op(e1, e4) = e4, op(e1, e4) = e0, yields:
% 64.67/29.63  																																																														| (397) e4 = e0
% 64.67/29.63  																																																														|
% 64.67/29.63  																																																														| Instantiating formula (29) with e1, e2, e2, e4 and discharging atoms op(e1, e2) = e4, op(e1, e2) = e2, yields:
% 64.67/29.63  																																																														| (323) e4 = e2
% 64.67/29.63  																																																														|
% 64.67/29.63  																																																														| Instantiating formula (29) with e1, e1, e1, e2 and discharging atoms op(e1, e1) = e2, op(e1, e1) = e1, yields:
% 64.67/29.63  																																																														| (617) e2 = e1
% 64.67/29.63  																																																														|
% 64.67/29.63  																																																														| Combining equations (397,323) yields a new equation:
% 64.67/29.63  																																																														| (330) e2 = e0
% 64.67/29.63  																																																														|
% 64.67/29.63  																																																														| Combining equations (617,330) yields a new equation:
% 64.67/29.63  																																																														| (546) e1 = e0
% 64.67/29.63  																																																														|
% 64.67/29.63  																																																														| Simplifying 546 yields:
% 64.67/29.63  																																																														| (431) e1 = e0
% 64.67/29.63  																																																														|
% 64.67/29.63  																																																														| Equations (431) can reduce 233 to:
% 64.67/29.63  																																																														| (266) $false
% 64.67/29.63  																																																														|
% 64.67/29.63  																																																														|-The branch is then unsatisfiable
% 64.67/29.63  																																																													|-Branch two:
% 64.67/29.63  																																																													| (748)  ~ (unit = e1)
% 64.67/29.63  																																																													| (749) unit = e3
% 64.67/29.63  																																																													|
% 64.67/29.63  																																																														| From (749) and (15) follows:
% 64.67/29.63  																																																														| (751) op(e3, e2) = e2
% 64.67/29.63  																																																														|
% 64.67/29.63  																																																														| From (749) and (28) follows:
% 64.67/29.63  																																																														| (2235) op(e1, e3) = e1
% 64.67/29.63  																																																														|
% 64.67/29.63  																																																														| Instantiating formula (29) with e3, e2, e2, e3 and discharging atoms op(e3, e2) = e3, op(e3, e2) = e2, yields:
% 64.67/29.63  																																																														| (662) e3 = e2
% 64.67/29.63  																																																														|
% 64.67/29.63  																																																														| Instantiating formula (29) with e1, e3, e1, e3 and discharging atoms op(e1, e3) = e3, op(e1, e3) = e1, yields:
% 64.67/29.63  																																																														| (455) e3 = e1
% 64.67/29.63  																																																														|
% 64.67/29.63  																																																														| Combining equations (455,662) yields a new equation:
% 64.67/29.63  																																																														| (617) e2 = e1
% 64.67/29.63  																																																														|
% 64.67/29.63  																																																														| Equations (617) can reduce 122 to:
% 64.67/29.63  																																																														| (266) $false
% 64.67/29.63  																																																														|
% 64.67/29.63  																																																														|-The branch is then unsatisfiable
% 64.67/29.63  																																																	|-Branch two:
% 64.67/29.63  																																																	| (475)  ~ (all_0_51_51 = e4)
% 64.67/29.63  																																																	| (1104) all_0_51_51 = e3 | all_0_51_51 = e1
% 64.67/29.63  																																																	|
% 64.67/29.63  																																																		+-Applying beta-rule and splitting (2115), into two cases.
% 64.67/29.63  																																																		|-Branch one:
% 64.67/29.63  																																																		| (1392) all_0_42_42 = e4
% 64.67/29.63  																																																		|
% 64.67/29.63  																																																			| Combining equations (516,1392) yields a new equation:
% 64.67/29.63  																																																			| (425) e4 = e3
% 64.67/29.63  																																																			|
% 64.67/29.63  																																																			| Equations (425) can reduce 188 to:
% 64.67/29.63  																																																			| (266) $false
% 64.67/29.63  																																																			|
% 64.67/29.63  																																																			|-The branch is then unsatisfiable
% 64.67/29.63  																																																		|-Branch two:
% 64.67/29.63  																																																		| (1890)  ~ (all_0_42_42 = e4)
% 64.67/29.63  																																																		| (2246) all_0_47_47 = e4 | all_0_51_51 = e4 | all_0_56_56 = e4
% 64.67/29.63  																																																		|
% 64.67/29.63  																																																			+-Applying beta-rule and splitting (2246), into two cases.
% 64.67/29.63  																																																			|-Branch one:
% 64.67/29.63  																																																			| (1790) all_0_47_47 = e4
% 64.67/29.63  																																																			|
% 64.67/29.63  																																																				| Combining equations (654,1790) yields a new equation:
% 64.67/29.63  																																																				| (630) e4 = e1
% 64.67/29.63  																																																				|
% 64.67/29.63  																																																				| Equations (630) can reduce 110 to:
% 64.67/29.63  																																																				| (266) $false
% 64.67/29.63  																																																				|
% 64.67/29.63  																																																				|-The branch is then unsatisfiable
% 64.67/29.63  																																																			|-Branch two:
% 64.67/29.63  																																																			| (252)  ~ (all_0_47_47 = e4)
% 64.67/29.63  																																																			| (6548) all_0_51_51 = e4 | all_0_56_56 = e4
% 64.67/29.63  																																																			|
% 64.67/29.63  																																																				+-Applying beta-rule and splitting (6548), into two cases.
% 64.67/29.63  																																																				|-Branch one:
% 64.67/29.63  																																																				| (1101) all_0_51_51 = e4
% 64.67/29.63  																																																				|
% 64.67/29.63  																																																					| Equations (1101) can reduce 475 to:
% 64.67/29.63  																																																					| (266) $false
% 64.67/29.63  																																																					|
% 64.67/29.63  																																																					|-The branch is then unsatisfiable
% 64.67/29.63  																																																				|-Branch two:
% 64.67/29.63  																																																				| (475)  ~ (all_0_51_51 = e4)
% 64.67/29.63  																																																				| (842) all_0_56_56 = e4
% 64.67/29.63  																																																				|
% 64.67/29.63  																																																					| Combining equations (833,842) yields a new equation:
% 64.67/29.63  																																																					| (323) e4 = e2
% 64.67/29.63  																																																					|
% 64.67/29.63  																																																					| Equations (323) can reduce 48 to:
% 64.67/29.63  																																																					| (266) $false
% 64.67/29.63  																																																					|
% 64.67/29.63  																																																					|-The branch is then unsatisfiable
% 64.67/29.64  																																																|-Branch two:
% 64.67/29.64  																																																| (250)  ~ (all_0_46_46 = e4)
% 64.67/29.64  																																																| (1801) all_0_46_46 = e3 | all_0_46_46 = e1 | all_0_46_46 = e0
% 64.67/29.64  																																																|
% 64.67/29.64  																																																	+-Applying beta-rule and splitting (206), into two cases.
% 64.67/29.64  																																																	|-Branch one:
% 64.67/29.64  																																																	| (248) all_0_45_45 = e4
% 64.67/29.64  																																																	|
% 64.67/29.64  																																																		| Combining equations (423,248) yields a new equation:
% 64.67/29.64  																																																		| (425) e4 = e3
% 64.67/29.64  																																																		|
% 64.67/29.64  																																																		| Equations (425) can reduce 188 to:
% 64.67/29.64  																																																		| (266) $false
% 64.67/29.64  																																																		|
% 64.67/29.64  																																																		|-The branch is then unsatisfiable
% 64.67/29.64  																																																	|-Branch two:
% 64.67/29.64  																																																	| (60416)  ~ (all_0_45_45 = e4)
% 64.67/29.64  																																																	| (61457) all_0_46_46 = e4 | all_0_47_47 = e4 | all_0_48_48 = e4 | all_0_49_49 = e4
% 64.67/29.64  																																																	|
% 64.67/29.64  																																																		+-Applying beta-rule and splitting (62), into two cases.
% 64.67/29.64  																																																		|-Branch one:
% 64.67/29.64  																																																		| (321) all_0_38_38 = e4
% 64.67/29.64  																																																		|
% 64.67/29.64  																																																			| Combining equations (321,292) yields a new equation:
% 64.67/29.64  																																																			| (322) e4 = e2
% 64.67/29.64  																																																			|
% 64.67/29.64  																																																			| Simplifying 322 yields:
% 64.67/29.64  																																																			| (323) e4 = e2
% 64.67/29.64  																																																			|
% 64.67/29.64  																																																			| Equations (323) can reduce 48 to:
% 64.67/29.64  																																																			| (266) $false
% 64.67/29.64  																																																			|
% 64.67/29.64  																																																			|-The branch is then unsatisfiable
% 64.67/29.64  																																																		|-Branch two:
% 64.67/29.64  																																																		| (325)  ~ (all_0_38_38 = e4)
% 64.67/29.64  																																																		| (582) all_0_41_41 = e4 | all_0_46_46 = e4 | all_0_50_50 = e4 | all_0_55_55 = e4
% 64.67/29.64  																																																		|
% 64.67/29.64  																																																			| Equations (292) can reduce 325 to:
% 64.67/29.64  																																																			| (327)  ~ (e4 = e2)
% 64.67/29.64  																																																			|
% 64.67/29.64  																																																			| Simplifying 327 yields:
% 64.67/29.64  																																																			| (48)  ~ (e4 = e2)
% 64.67/29.64  																																																			|
% 64.67/29.64  																																																			+-Applying beta-rule and splitting (61457), into two cases.
% 64.67/29.64  																																																			|-Branch one:
% 64.67/29.64  																																																			| (770) all_0_46_46 = e4
% 64.67/29.64  																																																			|
% 64.67/29.64  																																																				| Equations (770) can reduce 250 to:
% 64.67/29.64  																																																				| (266) $false
% 64.67/29.64  																																																				|
% 64.67/29.64  																																																				|-The branch is then unsatisfiable
% 64.67/29.64  																																																			|-Branch two:
% 64.67/29.64  																																																			| (250)  ~ (all_0_46_46 = e4)
% 64.67/29.64  																																																			| (61466) all_0_47_47 = e4 | all_0_48_48 = e4 | all_0_49_49 = e4
% 64.67/29.64  																																																			|
% 64.67/29.64  																																																				+-Applying beta-rule and splitting (1071), into two cases.
% 64.67/29.64  																																																				|-Branch one:
% 64.67/29.64  																																																				| (1101) all_0_51_51 = e4
% 64.67/29.64  																																																				|
% 64.67/29.64  																																																					| Equations (1101) can reduce 1099 to:
% 64.67/29.64  																																																					| (48)  ~ (e4 = e2)
% 64.67/29.64  																																																					|
% 64.67/29.64  																																																					| Equations (1101) can reduce 464 to:
% 64.67/29.64  																																																					| (110)  ~ (e4 = e1)
% 64.67/29.64  																																																					|
% 64.67/29.64  																																																					| Equations (1101) can reduce 115 to:
% 64.67/29.64  																																																					| (49)  ~ (e4 = e0)
% 64.67/29.64  																																																					|
% 64.67/29.64  																																																					+-Applying beta-rule and splitting (61466), into two cases.
% 64.67/29.64  																																																					|-Branch one:
% 64.67/29.64  																																																					| (1790) all_0_47_47 = e4
% 64.67/29.64  																																																					|
% 64.67/29.64  																																																						| Combining equations (654,1790) yields a new equation:
% 64.67/29.64  																																																						| (630) e4 = e1
% 64.67/29.64  																																																						|
% 64.67/29.64  																																																						| Equations (630) can reduce 110 to:
% 64.67/29.64  																																																						| (266) $false
% 64.67/29.64  																																																						|
% 64.67/29.64  																																																						|-The branch is then unsatisfiable
% 64.67/29.64  																																																					|-Branch two:
% 64.67/29.64  																																																					| (252)  ~ (all_0_47_47 = e4)
% 64.67/29.64  																																																					| (61479) all_0_48_48 = e4 | all_0_49_49 = e4
% 64.67/29.64  																																																					|
% 64.67/29.64  																																																						+-Applying beta-rule and splitting (61479), into two cases.
% 64.67/29.64  																																																						|-Branch one:
% 64.67/29.64  																																																						| (943) all_0_48_48 = e4
% 64.67/29.64  																																																						|
% 64.67/29.64  																																																							| Combining equations (1279,943) yields a new equation:
% 64.67/29.64  																																																							| (397) e4 = e0
% 64.67/29.64  																																																							|
% 64.67/29.64  																																																							| Equations (397) can reduce 49 to:
% 64.67/29.64  																																																							| (266) $false
% 64.67/29.64  																																																							|
% 64.67/29.64  																																																							|-The branch is then unsatisfiable
% 64.67/29.64  																																																						|-Branch two:
% 64.67/29.64  																																																						| (254)  ~ (all_0_48_48 = e4)
% 64.67/29.64  																																																						| (974) all_0_49_49 = e4
% 64.67/29.64  																																																						|
% 64.67/29.64  																																																							| Combining equations (583,974) yields a new equation:
% 64.67/29.64  																																																							| (323) e4 = e2
% 64.67/29.64  																																																							|
% 64.67/29.64  																																																							| Equations (323) can reduce 48 to:
% 64.67/29.64  																																																							| (266) $false
% 64.67/29.64  																																																							|
% 64.67/29.64  																																																							|-The branch is then unsatisfiable
% 64.67/29.65  																																																				|-Branch two:
% 64.67/29.65  																																																				| (475)  ~ (all_0_51_51 = e4)
% 64.67/29.65  																																																				| (1294) all_0_52_52 = e4 | all_0_53_53 = e4
% 64.67/29.65  																																																				|
% 64.67/29.65  																																																					+-Applying beta-rule and splitting (1294), into two cases.
% 64.67/29.65  																																																					|-Branch one:
% 64.67/29.65  																																																					| (565) all_0_52_52 = e4
% 64.67/29.65  																																																					|
% 64.67/29.65  																																																						| Combining equations (352,565) yields a new equation:
% 64.67/29.65  																																																						| (323) e4 = e2
% 64.67/29.65  																																																						|
% 64.67/29.65  																																																						| Equations (323) can reduce 48 to:
% 64.67/29.65  																																																						| (266) $false
% 64.67/29.65  																																																						|
% 64.67/29.65  																																																						|-The branch is then unsatisfiable
% 64.67/29.65  																																																					|-Branch two:
% 64.67/29.65  																																																					| (780)  ~ (all_0_52_52 = e4)
% 64.67/29.65  																																																					| (1298) all_0_53_53 = e4
% 64.67/29.65  																																																					|
% 64.67/29.65  																																																						| Equations (1298) can reduce 1453 to:
% 64.67/29.65  																																																						| (266) $false
% 64.67/29.65  																																																						|
% 64.67/29.65  																																																						|-The branch is then unsatisfiable
% 64.67/29.65  																																							|-Branch two:
% 64.67/29.65  																																							| (484)  ~ (all_0_39_39 = e0)
% 64.67/29.65  																																							| (558) all_0_42_42 = e0 | all_0_47_47 = e0 | all_0_56_56 = e0
% 64.67/29.65  																																							|
% 64.67/29.65  																																								+-Applying beta-rule and splitting (112), into two cases.
% 64.67/29.65  																																								|-Branch one:
% 64.67/29.65  																																								| (635) all_0_44_44 = e1
% 64.67/29.65  																																								|
% 64.67/29.65  																																									| Equations (635) can reduce 639 to:
% 64.67/29.65  																																									| (266) $false
% 64.67/29.65  																																									|
% 64.67/29.65  																																									|-The branch is then unsatisfiable
% 64.67/29.65  																																								|-Branch two:
% 64.67/29.65  																																								| (639)  ~ (all_0_44_44 = e1)
% 64.67/29.65  																																								| (640) all_0_49_49 = e1 | all_0_53_53 = e1 | all_0_58_58 = e1
% 64.67/29.65  																																								|
% 64.67/29.65  																																									+-Applying beta-rule and splitting (640), into two cases.
% 64.67/29.65  																																									|-Branch one:
% 64.67/29.65  																																									| (671) all_0_49_49 = e1
% 64.67/29.65  																																									|
% 64.67/29.65  																																										| Combining equations (583,671) yields a new equation:
% 64.67/29.65  																																										| (616) e2 = e1
% 64.67/29.65  																																										|
% 64.67/29.65  																																										| Simplifying 616 yields:
% 64.67/29.65  																																										| (617) e2 = e1
% 64.67/29.65  																																										|
% 64.67/29.65  																																										| Equations (617) can reduce 122 to:
% 64.67/29.65  																																										| (266) $false
% 64.67/29.65  																																										|
% 64.67/29.65  																																										|-The branch is then unsatisfiable
% 64.67/29.65  																																									|-Branch two:
% 64.67/29.65  																																									| (1064)  ~ (all_0_49_49 = e1)
% 64.67/29.65  																																									| (2141) all_0_53_53 = e1 | all_0_58_58 = e1
% 64.67/29.65  																																									|
% 64.67/29.65  																																										+-Applying beta-rule and splitting (2141), into two cases.
% 64.67/29.65  																																										|-Branch one:
% 64.67/29.65  																																										| (1208) all_0_53_53 = e1
% 64.67/29.65  																																										|
% 64.67/29.65  																																											| Equations (1208) can reduce 220 to:
% 64.67/29.65  																																											| (639)  ~ (all_0_44_44 = e1)
% 64.67/29.65  																																											|
% 64.67/29.65  																																											+-Applying beta-rule and splitting (26), into two cases.
% 64.67/29.65  																																											|-Branch one:
% 64.67/29.65  																																											| (446) all_0_44_44 = e4
% 64.67/29.65  																																											|
% 64.67/29.65  																																												| Equations (446) can reduce 1390 to:
% 64.67/29.65  																																												| (266) $false
% 64.67/29.65  																																												|
% 64.67/29.65  																																												|-The branch is then unsatisfiable
% 64.67/29.65  																																											|-Branch two:
% 64.67/29.65  																																											| (1390)  ~ (all_0_44_44 = e4)
% 64.67/29.65  																																											| (1391) all_0_44_44 = e3 | all_0_44_44 = e1 | all_0_44_44 = e0
% 64.67/29.65  																																											|
% 64.67/29.65  																																												+-Applying beta-rule and splitting (1391), into two cases.
% 64.67/29.65  																																												|-Branch one:
% 64.67/29.65  																																												| (1414) all_0_44_44 = e0
% 64.67/29.65  																																												|
% 64.67/29.65  																																													| Equations (1414) can reduce 143 to:
% 64.67/29.65  																																													| (1401)  ~ (all_0_40_40 = e0)
% 64.67/29.65  																																													|
% 64.67/29.65  																																													+-Applying beta-rule and splitting (316), into two cases.
% 64.67/29.65  																																													|-Branch one:
% 64.67/29.65  																																													| (1378) all_0_40_40 = e4
% 64.67/29.65  																																													|
% 64.67/29.65  																																														| Equations (1378) can reduce 1401 to:
% 64.67/29.65  																																														| (49)  ~ (e4 = e0)
% 64.67/29.65  																																														|
% 64.67/29.65  																																														+-Applying beta-rule and splitting (333), into two cases.
% 64.67/29.65  																																														|-Branch one:
% 64.67/29.65  																																														| (480) all_0_39_39 = e0
% 64.67/29.65  																																														|
% 64.67/29.65  																																															| Equations (480) can reduce 484 to:
% 64.67/29.65  																																															| (266) $false
% 64.67/29.65  																																															|
% 64.67/29.65  																																															|-The branch is then unsatisfiable
% 64.67/29.65  																																														|-Branch two:
% 64.67/29.65  																																														| (484)  ~ (all_0_39_39 = e0)
% 64.67/29.65  																																														| (485) all_0_40_40 = e0
% 64.67/29.65  																																														|
% 64.67/29.65  																																															| Combining equations (485,1378) yields a new equation:
% 64.67/29.65  																																															| (397) e4 = e0
% 64.67/29.65  																																															|
% 64.67/29.65  																																															| Equations (397) can reduce 49 to:
% 64.67/29.65  																																															| (266) $false
% 64.67/29.65  																																															|
% 64.67/29.65  																																															|-The branch is then unsatisfiable
% 64.67/29.65  																																													|-Branch two:
% 64.67/29.65  																																													| (447)  ~ (all_0_40_40 = e4)
% 64.67/29.65  																																													| (485) all_0_40_40 = e0
% 64.67/29.65  																																													|
% 64.67/29.65  																																														| Equations (485) can reduce 1401 to:
% 64.67/29.65  																																														| (266) $false
% 64.67/29.65  																																														|
% 64.67/29.65  																																														|-The branch is then unsatisfiable
% 64.67/29.65  																																												|-Branch two:
% 64.67/29.65  																																												| (360)  ~ (all_0_44_44 = e0)
% 64.67/29.65  																																												| (1417) all_0_44_44 = e3 | all_0_44_44 = e1
% 64.67/29.65  																																												|
% 64.67/29.65  																																													+-Applying beta-rule and splitting (1417), into two cases.
% 64.67/29.65  																																													|-Branch one:
% 64.67/29.65  																																													| (635) all_0_44_44 = e1
% 64.67/29.65  																																													|
% 64.67/29.65  																																														| Equations (635) can reduce 639 to:
% 64.67/29.65  																																														| (266) $false
% 64.67/29.65  																																														|
% 64.67/29.65  																																														|-The branch is then unsatisfiable
% 64.67/29.65  																																													|-Branch two:
% 64.67/29.65  																																													| (639)  ~ (all_0_44_44 = e1)
% 64.67/29.65  																																													| (532) all_0_44_44 = e3
% 64.67/29.65  																																													|
% 64.67/29.65  																																														| Equations (532) can reduce 407 to:
% 64.67/29.65  																																														| (266) $false
% 64.67/29.65  																																														|
% 64.67/29.65  																																														|-The branch is then unsatisfiable
% 64.67/29.65  																																										|-Branch two:
% 64.67/29.65  																																										| (1459)  ~ (all_0_53_53 = e1)
% 64.67/29.65  																																										| (918) all_0_58_58 = e1
% 64.67/29.65  																																										|
% 64.67/29.65  																																											| Combining equations (918,795) yields a new equation:
% 64.67/29.65  																																											| (455) e3 = e1
% 64.67/29.65  																																											|
% 64.67/29.65  																																											| Equations (455) can reduce 213 to:
% 64.67/29.65  																																											| (266) $false
% 64.67/29.65  																																											|
% 64.67/29.65  																																											|-The branch is then unsatisfiable
% 64.67/29.65  																																						|-Branch two:
% 64.67/29.65  																																						| (457)  ~ (all_0_41_41 = e1)
% 64.67/29.65  																																						| (595) all_0_46_46 = e1 | all_0_50_50 = e1 | all_0_55_55 = e1
% 64.67/29.65  																																						|
% 64.67/29.65  																																							+-Applying beta-rule and splitting (1168), into two cases.
% 64.67/29.65  																																							|-Branch one:
% 64.67/29.65  																																							| (1109) all_0_51_51 = e1
% 64.67/29.65  																																							|
% 64.67/29.65  																																								| Equations (1109) can reduce 464 to:
% 64.67/29.65  																																								| (266) $false
% 64.67/29.65  																																								|
% 64.67/29.65  																																								|-The branch is then unsatisfiable
% 64.67/29.65  																																							|-Branch two:
% 64.67/29.65  																																							| (464)  ~ (all_0_51_51 = e1)
% 64.67/29.65  																																							| (1202) all_0_52_52 = e1 | all_0_53_53 = e1
% 64.67/29.65  																																							|
% 64.67/29.65  																																								+-Applying beta-rule and splitting (1202), into two cases.
% 64.67/29.65  																																								|-Branch one:
% 64.67/29.65  																																								| (642) all_0_52_52 = e1
% 64.67/29.65  																																								|
% 64.67/29.65  																																									| Combining equations (352,642) yields a new equation:
% 64.67/29.65  																																									| (616) e2 = e1
% 64.67/29.65  																																									|
% 64.67/29.65  																																									| Simplifying 616 yields:
% 64.67/29.65  																																									| (617) e2 = e1
% 64.67/29.65  																																									|
% 64.67/29.65  																																									| Equations (617) can reduce 122 to:
% 64.67/29.65  																																									| (266) $false
% 64.67/29.65  																																									|
% 64.67/29.65  																																									|-The branch is then unsatisfiable
% 64.67/29.65  																																								|-Branch two:
% 64.67/29.65  																																								| (646)  ~ (all_0_52_52 = e1)
% 64.67/29.65  																																								| (1208) all_0_53_53 = e1
% 64.67/29.65  																																								|
% 64.67/29.65  																																									| Equations (1208) can reduce 162 to:
% 64.67/29.65  																																									| (132)  ~ (all_0_40_40 = e1)
% 64.67/29.65  																																									|
% 64.67/29.65  																																									| Equations (1208) can reduce 220 to:
% 64.67/29.65  																																									| (639)  ~ (all_0_44_44 = e1)
% 64.67/29.65  																																									|
% 64.67/29.65  																																									| Equations (1208) can reduce 903 to:
% 64.67/29.65  																																									| (467)  ~ (e3 = e1)
% 64.67/29.65  																																									|
% 64.67/29.65  																																									| Simplifying 467 yields:
% 64.67/29.65  																																									| (213)  ~ (e3 = e1)
% 64.67/29.65  																																									|
% 64.67/29.65  																																									+-Applying beta-rule and splitting (26), into two cases.
% 64.67/29.65  																																									|-Branch one:
% 64.67/29.65  																																									| (446) all_0_44_44 = e4
% 64.67/29.65  																																									|
% 64.67/29.65  																																										| Equations (446) can reduce 1390 to:
% 64.67/29.65  																																										| (266) $false
% 64.67/29.65  																																										|
% 64.67/29.65  																																										|-The branch is then unsatisfiable
% 64.67/29.65  																																									|-Branch two:
% 64.67/29.65  																																									| (1390)  ~ (all_0_44_44 = e4)
% 64.67/29.65  																																									| (1391) all_0_44_44 = e3 | all_0_44_44 = e1 | all_0_44_44 = e0
% 64.67/29.65  																																									|
% 64.67/29.65  																																										+-Applying beta-rule and splitting (103), into two cases.
% 64.67/29.65  																																										|-Branch one:
% 64.67/29.65  																																										| (453) all_0_41_41 = e1
% 64.67/29.65  																																										|
% 64.67/29.65  																																											| Equations (453) can reduce 457 to:
% 64.67/29.65  																																											| (266) $false
% 64.67/29.65  																																											|
% 64.67/29.65  																																											|-The branch is then unsatisfiable
% 64.67/29.65  																																										|-Branch two:
% 64.67/29.65  																																										| (457)  ~ (all_0_41_41 = e1)
% 64.67/29.65  																																										| (458) all_0_42_42 = e1 | all_0_43_43 = e1 | all_0_44_44 = e1
% 64.67/29.65  																																										|
% 64.67/29.65  																																											+-Applying beta-rule and splitting (1391), into two cases.
% 64.67/29.65  																																											|-Branch one:
% 64.67/29.65  																																											| (1414) all_0_44_44 = e0
% 64.67/29.65  																																											|
% 64.67/29.65  																																												| Equations (1414) can reduce 143 to:
% 64.67/29.65  																																												| (1401)  ~ (all_0_40_40 = e0)
% 64.67/29.65  																																												|
% 64.67/29.65  																																												| Equations (1414) can reduce 639 to:
% 64.67/29.65  																																												| (435)  ~ (e1 = e0)
% 64.67/29.65  																																												|
% 64.67/29.65  																																												| Simplifying 435 yields:
% 64.67/29.65  																																												| (233)  ~ (e1 = e0)
% 64.67/29.65  																																												|
% 64.67/29.65  																																												+-Applying beta-rule and splitting (150), into two cases.
% 64.67/29.65  																																												|-Branch one:
% 64.67/29.65  																																												| (1378) all_0_40_40 = e4
% 64.67/29.65  																																												|
% 64.67/29.65  																																													| Equations (1378) can reduce 132 to:
% 64.67/29.65  																																													| (110)  ~ (e4 = e1)
% 64.67/29.65  																																													|
% 64.67/29.65  																																													+-Applying beta-rule and splitting (458), into two cases.
% 64.67/29.65  																																													|-Branch one:
% 64.67/29.65  																																													| (459) all_0_42_42 = e1
% 64.67/29.65  																																													|
% 64.67/29.65  																																														| Combining equations (459,516) yields a new equation:
% 64.67/29.65  																																														| (455) e3 = e1
% 64.67/29.65  																																														|
% 64.67/29.65  																																														| Equations (455) can reduce 213 to:
% 64.67/29.65  																																														| (266) $false
% 64.67/29.65  																																														|
% 64.67/29.65  																																														|-The branch is then unsatisfiable
% 64.67/29.65  																																													|-Branch two:
% 64.67/29.65  																																													| (1380)  ~ (all_0_42_42 = e1)
% 64.67/29.65  																																													| (1381) all_0_43_43 = e1 | all_0_44_44 = e1
% 64.67/29.65  																																													|
% 64.67/29.65  																																														+-Applying beta-rule and splitting (1381), into two cases.
% 64.67/29.65  																																														|-Branch one:
% 64.67/29.65  																																														| (430) all_0_43_43 = e1
% 64.67/29.65  																																														|
% 64.67/29.65  																																															| Combining equations (396,430) yields a new equation:
% 64.67/29.65  																																															| (636) e4 = e1
% 64.67/29.65  																																															|
% 64.67/29.65  																																															| Simplifying 636 yields:
% 64.67/29.65  																																															| (630) e4 = e1
% 64.67/29.65  																																															|
% 64.67/29.65  																																															| Equations (630) can reduce 110 to:
% 64.67/29.65  																																															| (266) $false
% 64.67/29.65  																																															|
% 64.67/29.65  																																															|-The branch is then unsatisfiable
% 64.67/29.65  																																														|-Branch two:
% 64.67/29.65  																																														| (433)  ~ (all_0_43_43 = e1)
% 64.67/29.65  																																														| (635) all_0_44_44 = e1
% 64.67/29.65  																																														|
% 64.67/29.65  																																															| Combining equations (1414,635) yields a new equation:
% 64.67/29.65  																																															| (431) e1 = e0
% 64.67/29.65  																																															|
% 64.67/29.65  																																															| Equations (431) can reduce 233 to:
% 64.67/29.65  																																															| (266) $false
% 64.67/29.65  																																															|
% 64.67/29.65  																																															|-The branch is then unsatisfiable
% 64.67/29.65  																																												|-Branch two:
% 64.67/29.65  																																												| (447)  ~ (all_0_40_40 = e4)
% 64.67/29.65  																																												| (2271) all_0_44_44 = e4 | all_0_49_49 = e4 | all_0_53_53 = e4 | all_0_58_58 = e4
% 64.67/29.65  																																												|
% 64.67/29.65  																																													+-Applying beta-rule and splitting (316), into two cases.
% 64.67/29.65  																																													|-Branch one:
% 64.67/29.65  																																													| (1378) all_0_40_40 = e4
% 64.67/29.65  																																													|
% 64.67/29.65  																																														| Equations (1378) can reduce 447 to:
% 64.67/29.65  																																														| (266) $false
% 64.67/29.65  																																														|
% 64.67/29.65  																																														|-The branch is then unsatisfiable
% 64.67/29.65  																																													|-Branch two:
% 64.67/29.65  																																													| (447)  ~ (all_0_40_40 = e4)
% 64.67/29.65  																																													| (485) all_0_40_40 = e0
% 64.67/29.65  																																													|
% 64.67/29.65  																																														| Equations (485) can reduce 1401 to:
% 64.67/29.65  																																														| (266) $false
% 64.67/29.65  																																														|
% 64.67/29.65  																																														|-The branch is then unsatisfiable
% 64.67/29.65  																																											|-Branch two:
% 64.67/29.65  																																											| (360)  ~ (all_0_44_44 = e0)
% 64.67/29.65  																																											| (1417) all_0_44_44 = e3 | all_0_44_44 = e1
% 64.67/29.65  																																											|
% 64.67/29.65  																																												+-Applying beta-rule and splitting (1417), into two cases.
% 64.67/29.65  																																												|-Branch one:
% 64.67/29.65  																																												| (635) all_0_44_44 = e1
% 64.67/29.65  																																												|
% 64.67/29.65  																																													| Equations (635) can reduce 639 to:
% 64.67/29.65  																																													| (266) $false
% 64.67/29.65  																																													|
% 64.67/29.65  																																													|-The branch is then unsatisfiable
% 64.67/29.65  																																												|-Branch two:
% 64.67/29.65  																																												| (639)  ~ (all_0_44_44 = e1)
% 64.67/29.65  																																												| (532) all_0_44_44 = e3
% 64.67/29.65  																																												|
% 64.67/29.65  																																													| Equations (532) can reduce 407 to:
% 64.67/29.65  																																													| (266) $false
% 64.67/29.65  																																													|
% 64.67/29.65  																																													|-The branch is then unsatisfiable
% 64.67/29.65  																																				|-Branch two:
% 64.67/29.65  																																				| (399)  ~ (all_0_43_43 = e4)
% 64.67/29.65  																																				| (400) all_0_48_48 = e4 | all_0_52_52 = e4 | all_0_57_57 = e4
% 64.67/29.65  																																				|
% 64.67/29.65  																																					+-Applying beta-rule and splitting (160), into two cases.
% 64.67/29.65  																																					|-Branch one:
% 64.67/29.65  																																					| (601) all_0_50_50 = e1
% 64.67/29.65  																																					|
% 64.67/29.65  																																						| Combining equations (415,601) yields a new equation:
% 64.67/29.65  																																						| (454) e3 = e1
% 64.67/29.65  																																						|
% 64.67/29.65  																																						| Simplifying 454 yields:
% 64.67/29.65  																																						| (455) e3 = e1
% 64.67/29.65  																																						|
% 64.67/29.65  																																						| Equations (455) can reduce 213 to:
% 64.67/29.65  																																						| (266) $false
% 64.67/29.65  																																						|
% 64.67/29.65  																																						|-The branch is then unsatisfiable
% 64.67/29.65  																																					|-Branch two:
% 64.67/29.65  																																					| (759)  ~ (all_0_50_50 = e1)
% 64.67/29.65  																																					| (1168) all_0_51_51 = e1 | all_0_52_52 = e1 | all_0_53_53 = e1
% 64.67/29.65  																																					|
% 64.67/29.65  																																						| Equations (415) can reduce 759 to:
% 64.67/29.65  																																						| (213)  ~ (e3 = e1)
% 64.67/29.65  																																						|
% 64.67/29.65  																																						+-Applying beta-rule and splitting (18), into two cases.
% 64.67/29.65  																																						|-Branch one:
% 64.67/29.65  																																						| (453) all_0_41_41 = e1
% 64.67/29.65  																																						|
% 64.67/29.65  																																							| Equations (453) can reduce 31 to:
% 64.67/29.66  																																							| (57842)  ~ (all_0_43_43 = e1)
% 64.67/29.66  																																							|
% 64.67/29.66  																																							| Simplifying 57842 yields:
% 64.67/29.66  																																							| (433)  ~ (all_0_43_43 = e1)
% 64.67/29.66  																																							|
% 64.67/29.66  																																							+-Applying beta-rule and splitting (195), into two cases.
% 64.67/29.66  																																							|-Branch one:
% 64.67/29.66  																																							| (396) all_0_43_43 = e4
% 64.67/29.66  																																							|
% 64.67/29.66  																																								| Equations (396) can reduce 399 to:
% 64.67/29.66  																																								| (266) $false
% 64.67/29.66  																																								|
% 64.67/29.66  																																								|-The branch is then unsatisfiable
% 64.67/29.66  																																							|-Branch two:
% 64.67/29.66  																																							| (399)  ~ (all_0_43_43 = e4)
% 64.67/29.66  																																							| (6374) all_0_43_43 = e1 | all_0_43_43 = e0
% 64.67/29.66  																																							|
% 64.67/29.66  																																								+-Applying beta-rule and splitting (130), into two cases.
% 64.67/29.66  																																								|-Branch one:
% 64.67/29.66  																																								| (430) all_0_43_43 = e1
% 64.67/29.66  																																								|
% 64.67/29.66  																																									| Equations (430) can reduce 433 to:
% 64.67/29.66  																																									| (266) $false
% 64.67/29.66  																																									|
% 64.67/29.66  																																									|-The branch is then unsatisfiable
% 64.67/29.66  																																								|-Branch two:
% 64.67/29.66  																																								| (433)  ~ (all_0_43_43 = e1)
% 64.67/29.66  																																								| (434) all_0_48_48 = e1 | all_0_52_52 = e1 | all_0_57_57 = e1
% 64.67/29.66  																																								|
% 64.67/29.66  																																									+-Applying beta-rule and splitting (6374), into two cases.
% 64.67/29.66  																																									|-Branch one:
% 64.67/29.66  																																									| (356) all_0_43_43 = e0
% 64.67/29.66  																																									|
% 64.67/29.66  																																										| Equations (356) can reduce 5470 to:
% 64.67/29.66  																																										| (266) $false
% 64.67/29.66  																																										|
% 64.67/29.66  																																										|-The branch is then unsatisfiable
% 64.67/29.66  																																									|-Branch two:
% 64.67/29.66  																																									| (5470)  ~ (all_0_43_43 = e0)
% 64.67/29.66  																																									| (430) all_0_43_43 = e1
% 64.67/29.66  																																									|
% 64.67/29.66  																																										| Equations (430) can reduce 433 to:
% 64.67/29.66  																																										| (266) $false
% 64.67/29.66  																																										|
% 64.67/29.66  																																										|-The branch is then unsatisfiable
% 64.67/29.66  																																						|-Branch two:
% 64.67/29.66  																																						| (457)  ~ (all_0_41_41 = e1)
% 64.67/29.66  																																						| (595) all_0_46_46 = e1 | all_0_50_50 = e1 | all_0_55_55 = e1
% 64.67/29.66  																																						|
% 64.67/29.66  																																							+-Applying beta-rule and splitting (595), into two cases.
% 64.67/29.66  																																							|-Branch one:
% 64.67/29.66  																																							| (545) all_0_46_46 = e1
% 64.67/29.66  																																							|
% 64.67/29.66  																																								| Equations (545) can reduce 549 to:
% 64.67/29.66  																																								| (266) $false
% 64.67/29.66  																																								|
% 64.67/29.66  																																								|-The branch is then unsatisfiable
% 64.67/29.66  																																							|-Branch two:
% 64.67/29.66  																																							| (549)  ~ (all_0_46_46 = e1)
% 64.67/29.66  																																							| (600) all_0_50_50 = e1 | all_0_55_55 = e1
% 64.67/29.66  																																							|
% 64.67/29.66  																																								+-Applying beta-rule and splitting (600), into two cases.
% 64.67/29.66  																																								|-Branch one:
% 64.67/29.66  																																								| (601) all_0_50_50 = e1
% 64.67/29.66  																																								|
% 64.67/29.66  																																									| Combining equations (415,601) yields a new equation:
% 64.67/29.66  																																									| (454) e3 = e1
% 64.67/29.66  																																									|
% 64.67/29.66  																																									| Simplifying 454 yields:
% 64.67/29.66  																																									| (455) e3 = e1
% 64.67/29.66  																																									|
% 64.67/29.66  																																									| Equations (455) can reduce 213 to:
% 64.67/29.66  																																									| (266) $false
% 64.67/29.66  																																									|
% 64.67/29.66  																																									|-The branch is then unsatisfiable
% 64.67/29.66  																																								|-Branch two:
% 64.67/29.66  																																								| (759)  ~ (all_0_50_50 = e1)
% 64.67/29.66  																																								| (629) all_0_55_55 = e1
% 64.67/29.66  																																								|
% 64.67/29.66  																																									| Combining equations (629,858) yields a new equation:
% 64.67/29.66  																																									| (546) e1 = e0
% 64.67/29.66  																																									|
% 64.67/29.66  																																									| Simplifying 546 yields:
% 64.67/29.66  																																									| (431) e1 = e0
% 64.67/29.66  																																									|
% 64.67/29.66  																																									| Equations (431) can reduce 233 to:
% 64.67/29.66  																																									| (266) $false
% 64.67/29.66  																																									|
% 64.67/29.66  																																									|-The branch is then unsatisfiable
% 64.67/29.66  																																		|-Branch two:
% 64.67/29.66  																																		| (1283)  ~ (all_0_48_48 = e0)
% 64.67/29.66  																																		| (978) all_0_49_49 = e0
% 64.67/29.66  																																		|
% 64.67/29.66  																																			| Combining equations (583,978) yields a new equation:
% 64.67/29.66  																																			| (391) e2 = e0
% 64.67/29.66  																																			|
% 64.67/29.66  																																			| Simplifying 391 yields:
% 64.67/29.66  																																			| (330) e2 = e0
% 64.67/29.66  																																			|
% 64.67/29.66  																																			| Equations (330) can reduce 128 to:
% 64.67/29.66  																																			| (266) $false
% 64.67/29.66  																																			|
% 64.67/29.66  																																			|-The branch is then unsatisfiable
% 64.67/29.66  																														|-Branch two:
% 64.67/29.66  																														| (819) all_0_47_47 = e0 & all_0_58_58 = e2 &  ~ (all_0_49_49 = e2)
% 64.67/29.66  																														|
% 64.67/29.66  																															| Applying alpha-rule on (819) yields:
% 64.67/29.66  																															| (674) all_0_47_47 = e0
% 64.67/29.66  																															| (624) all_0_58_58 = e2
% 64.67/29.66  																															| (340)  ~ (all_0_49_49 = e2)
% 64.67/29.66  																															|
% 64.67/29.66  																															| Combining equations (795,624) yields a new equation:
% 64.67/29.66  																															| (661) e3 = e2
% 64.67/29.66  																															|
% 64.67/29.66  																															| Simplifying 661 yields:
% 64.67/29.66  																															| (662) e3 = e2
% 64.67/29.66  																															|
% 64.67/29.66  																															| Equations (662) can reduce 212 to:
% 64.67/29.66  																															| (266) $false
% 64.67/29.66  																															|
% 64.67/29.66  																															|-The branch is then unsatisfiable
% 64.67/29.66  																													|-Branch two:
% 64.67/29.66  																													| (825) all_0_47_47 = e0 & all_0_58_58 = e2 &  ~ (all_0_56_56 = e0)
% 64.67/29.66  																													|
% 64.67/29.66  																														| Applying alpha-rule on (825) yields:
% 64.67/29.66  																														| (674) all_0_47_47 = e0
% 64.67/29.66  																														| (624) all_0_58_58 = e2
% 64.67/29.66  																														| (828)  ~ (all_0_56_56 = e0)
% 64.67/29.66  																														|
% 64.67/29.66  																														| Combining equations (795,624) yields a new equation:
% 64.67/29.66  																														| (661) e3 = e2
% 64.67/29.66  																														|
% 64.67/29.66  																														| Simplifying 661 yields:
% 64.67/29.66  																														| (662) e3 = e2
% 64.67/29.66  																														|
% 64.67/29.66  																														| Equations (662) can reduce 212 to:
% 64.67/29.66  																														| (266) $false
% 64.67/29.66  																														|
% 64.67/29.66  																														|-The branch is then unsatisfiable
% 64.67/29.66  																											|-Branch two:
% 64.67/29.66  																											| (803)  ~ (all_0_55_55 = e0)
% 64.67/29.66  																											| (2315) all_0_55_55 = e3 | all_0_55_55 = e1
% 64.67/29.66  																											|
% 64.67/29.66  																												+-Applying beta-rule and splitting (2315), into two cases.
% 64.67/29.66  																												|-Branch one:
% 64.67/29.66  																												| (629) all_0_55_55 = e1
% 64.67/29.66  																												|
% 64.67/29.66  																													| Equations (629) can reduce 632 to:
% 64.67/29.66  																													| (266) $false
% 64.67/29.66  																													|
% 64.67/29.66  																													|-The branch is then unsatisfiable
% 64.67/29.66  																												|-Branch two:
% 64.67/29.66  																												| (632)  ~ (all_0_55_55 = e1)
% 64.67/29.66  																												| (2336) all_0_55_55 = e3
% 64.67/29.66  																												|
% 64.67/29.66  																													| Equations (2336) can reduce 270 to:
% 64.67/29.66  																													| (266) $false
% 64.67/29.66  																													|
% 64.67/29.66  																													|-The branch is then unsatisfiable
% 64.67/29.66  																				|-Branch two:
% 64.67/29.66  																				| (511)  ~ (all_0_56_56 = e2)
% 64.67/29.66  																				| (1709) all_0_57_57 = e2 | all_0_58_58 = e2
% 64.67/29.66  																				|
% 64.67/29.66  																					+-Applying beta-rule and splitting (385), into two cases.
% 64.67/29.66  																					|-Branch one:
% 64.67/29.66  																					| (1105) all_0_47_47 = e2
% 64.67/29.66  																					|
% 64.67/29.66  																						| Equations (1105) can reduce 1091 to:
% 64.67/29.66  																						| (626)  ~ (e3 = e2)
% 64.67/29.66  																						|
% 64.67/29.66  																						| Simplifying 626 yields:
% 64.67/29.66  																						| (212)  ~ (e3 = e2)
% 64.67/29.66  																						|
% 64.67/29.66  																						+-Applying beta-rule and splitting (1709), into two cases.
% 64.67/29.66  																						|-Branch one:
% 64.67/29.66  																						| (442) all_0_57_57 = e2
% 64.67/29.66  																						|
% 64.67/29.66  																							| Equations (442) can reduce 344 to:
% 64.67/29.66  																							| (266) $false
% 64.67/29.66  																							|
% 64.67/29.66  																							|-The branch is then unsatisfiable
% 64.67/29.66  																						|-Branch two:
% 64.67/29.66  																						| (344)  ~ (all_0_57_57 = e2)
% 64.67/29.66  																						| (624) all_0_58_58 = e2
% 64.67/29.66  																						|
% 64.67/29.66  																							| Combining equations (624,795) yields a new equation:
% 64.67/29.66  																							| (662) e3 = e2
% 64.67/29.66  																							|
% 64.67/29.66  																							| Equations (662) can reduce 212 to:
% 64.67/29.66  																							| (266) $false
% 64.67/29.66  																							|
% 64.67/29.66  																							|-The branch is then unsatisfiable
% 64.67/29.66  																					|-Branch two:
% 64.67/29.66  																					| (338)  ~ (all_0_47_47 = e2)
% 64.67/29.66  																					| (1108) all_0_51_51 = e2 | all_0_56_56 = e2
% 64.67/29.66  																					|
% 64.67/29.66  																						+-Applying beta-rule and splitting (1108), into two cases.
% 64.67/29.66  																						|-Branch one:
% 64.67/29.66  																						| (504) all_0_51_51 = e2
% 64.67/29.66  																						|
% 64.67/29.66  																							| Equations (504) can reduce 1099 to:
% 64.67/29.66  																							| (266) $false
% 64.67/29.66  																							|
% 64.67/29.66  																							|-The branch is then unsatisfiable
% 64.67/29.66  																						|-Branch two:
% 64.67/29.66  																						| (1099)  ~ (all_0_51_51 = e2)
% 64.67/29.66  																						| (833) all_0_56_56 = e2
% 64.67/29.66  																						|
% 64.67/29.66  																							| Equations (833) can reduce 511 to:
% 64.67/29.66  																							| (266) $false
% 64.67/29.66  																							|
% 64.67/29.66  																							|-The branch is then unsatisfiable
% 64.67/29.66  																	|-Branch two:
% 64.67/29.66  																	| (405)  ~ (all_0_42_42 = e3)
% 64.67/29.66  																	| (521) all_0_47_47 = e3 | all_0_51_51 = e3 | all_0_56_56 = e3
% 64.67/29.66  																	|
% 64.67/29.66  																		+-Applying beta-rule and splitting (1899), into two cases.
% 64.67/29.66  																		|-Branch one:
% 64.67/29.66  																		| (516) all_0_42_42 = e3
% 64.67/29.66  																		|
% 64.67/29.66  																			| Equations (516) can reduce 405 to:
% 64.67/29.66  																			| (266) $false
% 64.67/29.66  																			|
% 64.67/29.66  																			|-The branch is then unsatisfiable
% 64.67/29.66  																		|-Branch two:
% 64.67/29.66  																		| (405)  ~ (all_0_42_42 = e3)
% 64.67/29.66  																		| (532) all_0_44_44 = e3
% 64.67/29.66  																		|
% 64.67/29.66  																			| Equations (532) can reduce 181 to:
% 64.67/29.66  																			| (275)  ~ (all_0_58_58 = e3)
% 64.67/29.66  																			|
% 64.67/29.66  																			| Simplifying 275 yields:
% 64.67/29.66  																			| (276)  ~ (all_0_58_58 = e3)
% 64.67/29.66  																			|
% 64.67/29.66  																			| Equations (532) can reduce 147 to:
% 64.67/29.66  																			| (212)  ~ (e3 = e2)
% 64.67/29.66  																			|
% 64.67/29.66  																			+-Applying beta-rule and splitting (62553), into two cases.
% 64.67/29.66  																			|-Branch one:
% 64.67/29.66  																			| (2336) all_0_55_55 = e3
% 64.67/29.66  																			|
% 64.67/29.66  																				| Equations (2336) can reduce 270 to:
% 64.67/29.66  																				| (266) $false
% 64.67/29.66  																				|
% 64.67/29.66  																				|-The branch is then unsatisfiable
% 64.67/29.66  																			|-Branch two:
% 64.67/29.66  																			| (270)  ~ (all_0_55_55 = e3)
% 64.67/29.67  																			| (62557) all_0_56_56 = e3 | all_0_58_58 = e3
% 64.67/29.67  																			|
% 64.67/29.67  																				+-Applying beta-rule and splitting (62557), into two cases.
% 64.67/29.67  																				|-Branch one:
% 64.67/29.67  																				| (1097) all_0_56_56 = e3
% 64.67/29.67  																				|
% 64.67/29.67  																					| Equations (1097) can reduce 44 to:
% 64.67/29.67  																					| (275)  ~ (all_0_58_58 = e3)
% 64.67/29.67  																					|
% 64.67/29.67  																					| Simplifying 275 yields:
% 64.67/29.67  																					| (276)  ~ (all_0_58_58 = e3)
% 64.67/29.67  																					|
% 64.67/29.67  																					+-Applying beta-rule and splitting (385), into two cases.
% 64.67/29.67  																					|-Branch one:
% 64.67/29.67  																					| (1105) all_0_47_47 = e2
% 64.67/29.67  																					|
% 64.67/29.67  																						+-Applying beta-rule and splitting (163), into two cases.
% 64.67/29.67  																						|-Branch one:
% 64.67/29.67  																						| (565) all_0_52_52 = e4
% 64.67/29.67  																						|
% 64.67/29.67  																							| Combining equations (352,565) yields a new equation:
% 64.67/29.67  																							| (323) e4 = e2
% 64.67/29.67  																							|
% 64.67/29.67  																							| Equations (323) can reduce 48 to:
% 64.67/29.67  																							| (266) $false
% 64.67/29.67  																							|
% 64.67/29.67  																							|-The branch is then unsatisfiable
% 64.67/29.67  																						|-Branch two:
% 64.67/29.67  																						| (780)  ~ (all_0_52_52 = e4)
% 64.67/29.67  																						| (781) (all_0_41_41 = e0 & all_0_58_58 = e3 &  ~ (all_0_44_44 = e3)) | (all_0_41_41 = e0 & all_0_58_58 = e3 &  ~ (all_0_55_55 = e0)) | (all_0_47_47 = e1 & all_0_52_52 = e2 &  ~ (all_0_48_48 = e2)) | (all_0_47_47 = e1 & all_0_52_52 = e2 &  ~ (all_0_51_51 = e1)) | (all_0_47_47 = e0 & all_0_58_58 = e2 &  ~ (all_0_49_49 = e2)) | (all_0_47_47 = e0 & all_0_58_58 = e2 &  ~ (all_0_56_56 = e0))
% 64.67/29.67  																						|
% 64.67/29.67  																							+-Applying beta-rule and splitting (781), into two cases.
% 64.67/29.67  																							|-Branch one:
% 64.67/29.67  																							| (789) (all_0_41_41 = e0 & all_0_58_58 = e3 &  ~ (all_0_44_44 = e3)) | (all_0_41_41 = e0 & all_0_58_58 = e3 &  ~ (all_0_55_55 = e0)) | (all_0_47_47 = e1 & all_0_52_52 = e2 &  ~ (all_0_48_48 = e2)) | (all_0_47_47 = e1 & all_0_52_52 = e2 &  ~ (all_0_51_51 = e1)) | (all_0_47_47 = e0 & all_0_58_58 = e2 &  ~ (all_0_49_49 = e2))
% 64.67/29.67  																							|
% 64.67/29.67  																								+-Applying beta-rule and splitting (789), into two cases.
% 64.67/29.67  																								|-Branch one:
% 64.67/29.67  																								| (790) (all_0_41_41 = e0 & all_0_58_58 = e3 &  ~ (all_0_44_44 = e3)) | (all_0_41_41 = e0 & all_0_58_58 = e3 &  ~ (all_0_55_55 = e0)) | (all_0_47_47 = e1 & all_0_52_52 = e2 &  ~ (all_0_48_48 = e2)) | (all_0_47_47 = e1 & all_0_52_52 = e2 &  ~ (all_0_51_51 = e1))
% 64.67/29.67  																								|
% 64.67/29.67  																									+-Applying beta-rule and splitting (790), into two cases.
% 64.67/29.67  																									|-Branch one:
% 64.67/29.67  																									| (791) (all_0_41_41 = e0 & all_0_58_58 = e3 &  ~ (all_0_44_44 = e3)) | (all_0_41_41 = e0 & all_0_58_58 = e3 &  ~ (all_0_55_55 = e0)) | (all_0_47_47 = e1 & all_0_52_52 = e2 &  ~ (all_0_48_48 = e2))
% 64.67/29.67  																									|
% 64.67/29.67  																										+-Applying beta-rule and splitting (791), into two cases.
% 64.67/29.67  																										|-Branch one:
% 64.67/29.67  																										| (792) (all_0_41_41 = e0 & all_0_58_58 = e3 &  ~ (all_0_44_44 = e3)) | (all_0_41_41 = e0 & all_0_58_58 = e3 &  ~ (all_0_55_55 = e0))
% 64.67/29.67  																										|
% 64.67/29.67  																											+-Applying beta-rule and splitting (792), into two cases.
% 64.67/29.67  																											|-Branch one:
% 64.67/29.67  																											| (793) all_0_41_41 = e0 & all_0_58_58 = e3 &  ~ (all_0_44_44 = e3)
% 64.67/29.67  																											|
% 64.67/29.67  																												| Applying alpha-rule on (793) yields:
% 64.67/29.67  																												| (794) all_0_41_41 = e0
% 64.67/29.67  																												| (795) all_0_58_58 = e3
% 64.67/29.67  																												| (407)  ~ (all_0_44_44 = e3)
% 64.67/29.67  																												|
% 64.67/29.67  																												| Equations (795) can reduce 276 to:
% 64.67/29.67  																												| (266) $false
% 64.67/29.67  																												|
% 64.67/29.67  																												|-The branch is then unsatisfiable
% 64.67/29.67  																											|-Branch two:
% 64.67/29.67  																											| (800) all_0_41_41 = e0 & all_0_58_58 = e3 &  ~ (all_0_55_55 = e0)
% 64.67/29.67  																											|
% 64.67/29.67  																												| Applying alpha-rule on (800) yields:
% 64.67/29.67  																												| (794) all_0_41_41 = e0
% 64.67/29.67  																												| (795) all_0_58_58 = e3
% 64.67/29.67  																												| (803)  ~ (all_0_55_55 = e0)
% 64.67/29.67  																												|
% 64.67/29.67  																												| Equations (795) can reduce 276 to:
% 64.67/29.67  																												| (266) $false
% 64.67/29.67  																												|
% 64.67/29.67  																												|-The branch is then unsatisfiable
% 64.67/29.67  																										|-Branch two:
% 64.67/29.67  																										| (807) all_0_47_47 = e1 & all_0_52_52 = e2 &  ~ (all_0_48_48 = e2)
% 64.67/29.67  																										|
% 64.67/29.67  																											| Applying alpha-rule on (807) yields:
% 64.67/29.67  																											| (654) all_0_47_47 = e1
% 64.67/29.67  																											| (352) all_0_52_52 = e2
% 64.67/29.67  																											| (810)  ~ (all_0_48_48 = e2)
% 64.67/29.67  																											|
% 64.67/29.67  																											| Combining equations (1105,654) yields a new equation:
% 64.67/29.67  																											| (616) e2 = e1
% 64.67/29.67  																											|
% 64.67/29.67  																											| Simplifying 616 yields:
% 64.67/29.67  																											| (617) e2 = e1
% 64.67/29.67  																											|
% 64.67/29.67  																											| Equations (617) can reduce 122 to:
% 64.67/29.67  																											| (266) $false
% 64.67/29.67  																											|
% 64.67/29.67  																											|-The branch is then unsatisfiable
% 64.67/29.67  																									|-Branch two:
% 64.67/29.67  																									| (813) all_0_47_47 = e1 & all_0_52_52 = e2 &  ~ (all_0_51_51 = e1)
% 64.67/29.67  																									|
% 64.67/29.67  																										| Applying alpha-rule on (813) yields:
% 64.67/29.67  																										| (654) all_0_47_47 = e1
% 64.67/29.67  																										| (352) all_0_52_52 = e2
% 64.67/29.67  																										| (464)  ~ (all_0_51_51 = e1)
% 64.67/29.67  																										|
% 64.67/29.67  																										| Combining equations (1105,654) yields a new equation:
% 64.67/29.67  																										| (616) e2 = e1
% 64.67/29.67  																										|
% 64.67/29.67  																										| Simplifying 616 yields:
% 64.67/29.67  																										| (617) e2 = e1
% 64.67/29.67  																										|
% 64.67/29.67  																										| Equations (617) can reduce 122 to:
% 64.67/29.67  																										| (266) $false
% 64.67/29.67  																										|
% 64.67/29.67  																										|-The branch is then unsatisfiable
% 64.67/29.67  																								|-Branch two:
% 64.67/29.67  																								| (819) all_0_47_47 = e0 & all_0_58_58 = e2 &  ~ (all_0_49_49 = e2)
% 64.67/29.67  																								|
% 64.67/29.67  																									| Applying alpha-rule on (819) yields:
% 64.67/29.67  																									| (674) all_0_47_47 = e0
% 64.67/29.67  																									| (624) all_0_58_58 = e2
% 64.67/29.67  																									| (340)  ~ (all_0_49_49 = e2)
% 64.67/29.67  																									|
% 64.67/29.67  																									| Combining equations (1105,674) yields a new equation:
% 64.67/29.67  																									| (391) e2 = e0
% 64.67/29.67  																									|
% 64.67/29.67  																									| Simplifying 391 yields:
% 64.67/29.67  																									| (330) e2 = e0
% 64.67/29.67  																									|
% 64.67/29.67  																									| Equations (330) can reduce 128 to:
% 64.67/29.67  																									| (266) $false
% 64.67/29.67  																									|
% 64.67/29.67  																									|-The branch is then unsatisfiable
% 64.67/29.67  																							|-Branch two:
% 64.67/29.67  																							| (825) all_0_47_47 = e0 & all_0_58_58 = e2 &  ~ (all_0_56_56 = e0)
% 64.67/29.67  																							|
% 64.67/29.67  																								| Applying alpha-rule on (825) yields:
% 64.67/29.67  																								| (674) all_0_47_47 = e0
% 64.67/29.67  																								| (624) all_0_58_58 = e2
% 64.67/29.67  																								| (828)  ~ (all_0_56_56 = e0)
% 64.67/29.67  																								|
% 64.67/29.67  																								| Combining equations (1105,674) yields a new equation:
% 64.67/29.67  																								| (391) e2 = e0
% 64.67/29.67  																								|
% 64.67/29.67  																								| Simplifying 391 yields:
% 64.67/29.67  																								| (330) e2 = e0
% 64.67/29.67  																								|
% 64.67/29.67  																								| Equations (330) can reduce 128 to:
% 64.67/29.67  																								| (266) $false
% 64.67/29.67  																								|
% 64.67/29.67  																								|-The branch is then unsatisfiable
% 64.67/29.67  																					|-Branch two:
% 64.67/29.67  																					| (338)  ~ (all_0_47_47 = e2)
% 64.67/29.67  																					| (1108) all_0_51_51 = e2 | all_0_56_56 = e2
% 64.67/29.67  																					|
% 64.67/29.67  																						+-Applying beta-rule and splitting (1108), into two cases.
% 64.67/29.67  																						|-Branch one:
% 64.67/29.67  																						| (504) all_0_51_51 = e2
% 64.67/29.67  																						|
% 64.67/29.67  																							| Equations (504) can reduce 1099 to:
% 64.67/29.67  																							| (266) $false
% 64.67/29.67  																							|
% 64.67/29.67  																							|-The branch is then unsatisfiable
% 64.67/29.67  																						|-Branch two:
% 64.67/29.67  																						| (1099)  ~ (all_0_51_51 = e2)
% 64.67/29.67  																						| (833) all_0_56_56 = e2
% 64.67/29.67  																						|
% 64.67/29.67  																							| Combining equations (833,1097) yields a new equation:
% 64.67/29.67  																							| (662) e3 = e2
% 64.67/29.67  																							|
% 64.67/29.67  																							| Equations (662) can reduce 212 to:
% 64.67/29.67  																							| (266) $false
% 64.67/29.67  																							|
% 64.67/29.67  																							|-The branch is then unsatisfiable
% 64.67/29.67  																				|-Branch two:
% 64.67/29.67  																				| (272)  ~ (all_0_56_56 = e3)
% 64.67/29.67  																				| (795) all_0_58_58 = e3
% 64.67/29.67  																				|
% 64.67/29.67  																					| Equations (795) can reduce 276 to:
% 64.67/29.67  																					| (266) $false
% 64.67/29.67  																					|
% 64.67/29.67  																					|-The branch is then unsatisfiable
% 64.67/29.67  														|-Branch two:
% 64.67/29.67  														| (411)  ~ (all_0_50_50 = e3)
% 64.67/29.67  														| (418) all_0_51_51 = e3 | all_0_53_53 = e3
% 64.67/29.67  														|
% 64.67/29.67  															+-Applying beta-rule and splitting (241), into two cases.
% 64.67/29.67  															|-Branch one:
% 64.67/29.67  															| (378) all_0_50_50 = e2
% 64.67/29.67  															|
% 64.67/29.67  																| Equations (378) can reduce 302 to:
% 64.67/29.67  																| (266) $false
% 64.67/29.67  																|
% 64.67/29.67  																|-The branch is then unsatisfiable
% 64.67/29.67  															|-Branch two:
% 64.67/29.67  															| (302)  ~ (all_0_50_50 = e2)
% 64.67/29.67  															| (422) all_0_50_50 = e4 | all_0_50_50 = e3 | all_0_50_50 = e1
% 64.67/29.67  															|
% 64.67/29.67  																+-Applying beta-rule and splitting (230), into two cases.
% 64.67/29.67  																|-Branch one:
% 64.67/29.67  																| (396) all_0_43_43 = e4
% 64.67/29.67  																|
% 64.67/29.67  																	| Equations (396) can reduce 31 to:
% 64.67/29.67  																	| (440)  ~ (all_0_41_41 = e4)
% 64.67/29.67  																	|
% 64.67/29.67  																	| Equations (396) can reduce 240 to:
% 64.67/29.67  																	| (1890)  ~ (all_0_42_42 = e4)
% 64.67/29.67  																	|
% 64.67/29.67  																	| Equations (396) can reduce 159 to:
% 64.67/29.67  																	| (1903)  ~ (all_0_44_44 = e4)
% 64.67/29.67  																	|
% 64.67/29.67  																	| Simplifying 1903 yields:
% 64.67/29.67  																	| (1390)  ~ (all_0_44_44 = e4)
% 64.67/29.67  																	|
% 64.67/29.67  																	| Equations (396) can reduce 17 to:
% 64.67/29.67  																	| (253)  ~ (all_0_48_48 = e4)
% 64.67/29.67  																	|
% 64.67/29.67  																	| Simplifying 253 yields:
% 64.67/29.67  																	| (254)  ~ (all_0_48_48 = e4)
% 64.67/29.67  																	|
% 64.67/29.67  																	| Equations (396) can reduce 199 to:
% 64.67/29.67  																	| (838)  ~ (all_0_57_57 = e4)
% 64.67/29.67  																	|
% 64.67/29.67  																	| Simplifying 838 yields:
% 64.67/29.67  																	| (839)  ~ (all_0_57_57 = e4)
% 64.67/29.67  																	|
% 64.67/29.67  																	| Equations (396) can reduce 96 to:
% 64.67/29.67  																	| (48)  ~ (e4 = e2)
% 64.67/29.67  																	|
% 64.67/29.67  																	| From (396) and (98) follows:
% 64.67/29.68  																	| (81985) op(e4, e1) = all_0_10_10
% 64.67/29.68  																	|
% 64.67/29.68  																	| From (396) and (37) follows:
% 64.67/29.68  																	| (5492) op(e3, e1) = e4
% 64.67/29.68  																	|
% 64.67/29.68  																	| Instantiating formula (29) with e4, e1, all_0_10_10, e3 and discharging atoms op(e4, e1) = all_0_10_10, op(e4, e1) = e3, yields:
% 64.67/29.68  																	| (9622) all_0_10_10 = e3
% 64.67/29.68  																	|
% 64.67/29.68  																	| From (9622) and (81985) follows:
% 64.67/29.68  																	| (36) op(e4, e1) = e3
% 64.67/29.68  																	|
% 64.67/29.68  																	+-Applying beta-rule and splitting (4), into two cases.
% 64.67/29.68  																	|-Branch one:
% 64.67/29.68  																	| (356) all_0_43_43 = e0
% 64.67/29.68  																	|
% 64.67/29.68  																		| Combining equations (356,396) yields a new equation:
% 64.67/29.68  																		| (397) e4 = e0
% 64.67/29.68  																		|
% 64.67/29.68  																		| Equations (397) can reduce 49 to:
% 64.67/29.68  																		| (266) $false
% 64.67/29.68  																		|
% 64.67/29.68  																		|-The branch is then unsatisfiable
% 64.67/29.68  																	|-Branch two:
% 64.67/29.68  																	| (5470)  ~ (all_0_43_43 = e0)
% 64.67/29.68  																	| (5471) all_0_48_48 = e0 | all_0_57_57 = e0
% 64.67/29.68  																	|
% 64.67/29.68  																		| Equations (396) can reduce 5470 to:
% 64.67/29.68  																		| (49)  ~ (e4 = e0)
% 64.67/29.68  																		|
% 64.67/29.68  																		+-Applying beta-rule and splitting (130), into two cases.
% 64.67/29.68  																		|-Branch one:
% 64.67/29.68  																		| (430) all_0_43_43 = e1
% 64.67/29.68  																		|
% 64.67/29.68  																			| Combining equations (430,396) yields a new equation:
% 64.67/29.68  																			| (630) e4 = e1
% 64.67/29.68  																			|
% 64.67/29.68  																			| Equations (630) can reduce 110 to:
% 64.67/29.68  																			| (266) $false
% 64.67/29.68  																			|
% 64.67/29.68  																			|-The branch is then unsatisfiable
% 64.67/29.68  																		|-Branch two:
% 64.67/29.68  																		| (433)  ~ (all_0_43_43 = e1)
% 64.67/29.68  																		| (434) all_0_48_48 = e1 | all_0_52_52 = e1 | all_0_57_57 = e1
% 64.67/29.68  																		|
% 64.67/29.68  																			| Equations (396) can reduce 433 to:
% 64.67/29.68  																			| (110)  ~ (e4 = e1)
% 64.67/29.68  																			|
% 64.67/29.68  																			+-Applying beta-rule and splitting (113), into two cases.
% 64.67/29.68  																			|-Branch one:
% 64.67/29.68  																			| (403) all_0_41_41 = e3
% 64.67/29.68  																			|
% 64.67/29.68  																				| Equations (403) can reduce 214 to:
% 64.67/29.68  																				| (404)  ~ (all_0_42_42 = e3)
% 64.67/29.68  																				|
% 64.67/29.68  																				| Simplifying 404 yields:
% 64.67/29.68  																				| (405)  ~ (all_0_42_42 = e3)
% 64.67/29.68  																				|
% 64.67/29.68  																				| Equations (403) can reduce 43 to:
% 64.67/29.68  																				| (408)  ~ (all_0_46_46 = e3)
% 64.67/29.68  																				|
% 64.67/29.68  																				| Simplifying 408 yields:
% 64.67/29.68  																				| (409)  ~ (all_0_46_46 = e3)
% 64.67/29.68  																				|
% 64.67/29.68  																				| Equations (403) can reduce 221 to:
% 64.67/29.68  																				| (410)  ~ (all_0_50_50 = e3)
% 64.67/29.68  																				|
% 64.67/29.68  																				| Simplifying 410 yields:
% 64.67/29.68  																				| (411)  ~ (all_0_50_50 = e3)
% 64.67/29.68  																				|
% 64.67/29.68  																				| Equations (403) can reduce 191 to:
% 64.67/29.68  																				| (269)  ~ (all_0_55_55 = e3)
% 64.67/29.68  																				|
% 64.67/29.68  																				| Simplifying 269 yields:
% 64.67/29.68  																				| (270)  ~ (all_0_55_55 = e3)
% 64.67/29.68  																				|
% 64.67/29.68  																				| Equations (403) can reduce 440 to:
% 64.67/29.68  																				| (277)  ~ (e4 = e3)
% 64.67/29.68  																				|
% 64.67/29.68  																				| Simplifying 277 yields:
% 64.67/29.68  																				| (188)  ~ (e4 = e3)
% 64.67/29.68  																				|
% 64.67/29.68  																				| Equations (403) can reduce 85 to:
% 64.67/29.68  																				| (212)  ~ (e3 = e2)
% 64.67/29.68  																				|
% 64.67/29.68  																				+-Applying beta-rule and splitting (165), into two cases.
% 64.67/29.68  																				|-Branch one:
% 64.67/29.68  																				| (794) all_0_41_41 = e0
% 64.67/29.68  																				|
% 64.67/29.68  																					| Combining equations (794,403) yields a new equation:
% 64.67/29.68  																					| (676) e3 = e0
% 64.67/29.68  																					|
% 64.67/29.68  																					| Equations (676) can reduce 80 to:
% 64.67/29.68  																					| (266) $false
% 64.67/29.68  																					|
% 64.67/29.68  																					|-The branch is then unsatisfiable
% 64.67/29.68  																				|-Branch two:
% 64.67/29.68  																				| (357)  ~ (all_0_41_41 = e0)
% 64.67/29.68  																				| (6761) all_0_42_42 = e0 | all_0_43_43 = e0 | all_0_44_44 = e0
% 64.67/29.68  																				|
% 64.67/29.68  																					| Equations (403) can reduce 357 to:
% 64.67/29.68  																					| (80)  ~ (e3 = e0)
% 64.67/29.68  																					|
% 64.67/29.68  																					+-Applying beta-rule and splitting (228), into two cases.
% 64.67/29.68  																					|-Branch one:
% 64.67/29.68  																					| (335) all_0_48_48 = e2
% 64.67/29.68  																					|
% 64.67/29.68  																						| Equations (335) can reduce 810 to:
% 64.67/29.68  																						| (266) $false
% 64.67/29.68  																						|
% 64.67/29.68  																						|-The branch is then unsatisfiable
% 64.67/29.68  																					|-Branch two:
% 64.67/29.68  																					| (810)  ~ (all_0_48_48 = e2)
% 64.67/29.68  																					| (10218) all_0_48_48 = e4 | all_0_48_48 = e1 | all_0_48_48 = e0
% 64.67/29.68  																					|
% 64.67/29.68  																						+-Applying beta-rule and splitting (152), into two cases.
% 64.67/29.68  																						|-Branch one:
% 64.67/29.68  																						| (1392) all_0_42_42 = e4
% 64.67/29.68  																						|
% 64.67/29.68  																							| Equations (1392) can reduce 1890 to:
% 64.67/29.68  																							| (266) $false
% 64.67/29.68  																							|
% 64.67/29.68  																							|-The branch is then unsatisfiable
% 64.67/29.68  																						|-Branch two:
% 64.67/29.68  																						| (1890)  ~ (all_0_42_42 = e4)
% 64.67/29.68  																						| (1969) all_0_42_42 = e3 | all_0_42_42 = e1 | all_0_42_42 = e0
% 64.67/29.68  																						|
% 64.67/29.68  																							+-Applying beta-rule and splitting (26), into two cases.
% 64.67/29.68  																							|-Branch one:
% 64.67/29.68  																							| (446) all_0_44_44 = e4
% 64.67/29.68  																							|
% 64.67/29.68  																								| Equations (446) can reduce 1390 to:
% 64.67/29.68  																								| (266) $false
% 64.67/29.68  																								|
% 64.67/29.68  																								|-The branch is then unsatisfiable
% 64.67/29.68  																							|-Branch two:
% 64.67/29.68  																							| (1390)  ~ (all_0_44_44 = e4)
% 64.67/29.68  																							| (1391) all_0_44_44 = e3 | all_0_44_44 = e1 | all_0_44_44 = e0
% 64.67/29.68  																							|
% 64.67/29.68  																								+-Applying beta-rule and splitting (103), into two cases.
% 64.67/29.68  																								|-Branch one:
% 64.67/29.68  																								| (453) all_0_41_41 = e1
% 64.67/29.68  																								|
% 64.67/29.68  																									| Combining equations (453,403) yields a new equation:
% 64.67/29.68  																									| (455) e3 = e1
% 64.67/29.68  																									|
% 64.67/29.68  																									| Equations (455) can reduce 213 to:
% 64.67/29.68  																									| (266) $false
% 64.67/29.68  																									|
% 64.67/29.68  																									|-The branch is then unsatisfiable
% 64.67/29.68  																								|-Branch two:
% 64.67/29.68  																								| (457)  ~ (all_0_41_41 = e1)
% 64.67/29.68  																								| (458) all_0_42_42 = e1 | all_0_43_43 = e1 | all_0_44_44 = e1
% 64.67/29.68  																								|
% 64.67/29.68  																									+-Applying beta-rule and splitting (243), into two cases.
% 64.67/29.68  																									|-Branch one:
% 64.67/29.68  																									| (329) all_0_38_38 = e0
% 64.67/29.68  																									|
% 64.67/29.68  																										| Combining equations (329,292) yields a new equation:
% 64.67/29.68  																										| (330) e2 = e0
% 64.67/29.68  																										|
% 64.67/29.68  																										| Equations (330) can reduce 128 to:
% 64.67/29.68  																										| (266) $false
% 64.67/29.68  																										|
% 64.67/29.68  																										|-The branch is then unsatisfiable
% 64.67/29.68  																									|-Branch two:
% 64.67/29.68  																									| (332)  ~ (all_0_38_38 = e0)
% 64.67/29.68  																									| (395) all_0_41_41 = e0 | all_0_46_46 = e0 | all_0_55_55 = e0
% 64.67/29.68  																									|
% 64.67/29.68  																										+-Applying beta-rule and splitting (180), into two cases.
% 64.67/29.68  																										|-Branch one:
% 64.67/29.68  																										| (516) all_0_42_42 = e3
% 64.67/29.68  																										|
% 64.67/29.68  																											| Equations (516) can reduce 405 to:
% 64.67/29.68  																											| (266) $false
% 64.67/29.68  																											|
% 64.67/29.68  																											|-The branch is then unsatisfiable
% 64.67/29.68  																										|-Branch two:
% 64.67/29.68  																										| (405)  ~ (all_0_42_42 = e3)
% 64.67/29.68  																										| (521) all_0_47_47 = e3 | all_0_51_51 = e3 | all_0_56_56 = e3
% 64.67/29.68  																										|
% 64.67/29.68  																											+-Applying beta-rule and splitting (22), into two cases.
% 64.67/29.68  																											|-Branch one:
% 64.67/29.68  																											| (268) all_0_54_54 = e3
% 64.67/29.68  																											|
% 64.67/29.68  																												| Combining equations (268,265) yields a new equation:
% 64.67/29.68  																												| (425) e4 = e3
% 64.67/29.68  																												|
% 64.67/29.68  																												| Equations (425) can reduce 188 to:
% 64.67/29.68  																												| (266) $false
% 64.67/29.68  																												|
% 64.67/29.68  																												|-The branch is then unsatisfiable
% 64.67/29.68  																											|-Branch two:
% 64.67/29.68  																											| (60427)  ~ (all_0_54_54 = e3)
% 64.67/29.69  																											| (62553) all_0_55_55 = e3 | all_0_56_56 = e3 | all_0_58_58 = e3
% 64.67/29.69  																											|
% 64.67/29.69  																												| Equations (265) can reduce 60427 to:
% 64.67/29.69  																												| (188)  ~ (e4 = e3)
% 64.67/29.69  																												|
% 64.67/29.69  																												+-Applying beta-rule and splitting (174), into two cases.
% 64.67/29.69  																												|-Branch one:
% 64.67/29.69  																												| (386) all_0_55_55 = e2
% 64.67/29.69  																												|
% 64.67/29.69  																													| Equations (386) can reduce 304 to:
% 64.67/29.69  																													| (266) $false
% 64.67/29.69  																													|
% 64.67/29.69  																													|-The branch is then unsatisfiable
% 64.67/29.69  																												|-Branch two:
% 64.67/29.69  																												| (304)  ~ (all_0_55_55 = e2)
% 64.67/29.69  																												| (2051) all_0_55_55 = e4 | all_0_55_55 = e3 | all_0_55_55 = e1 | all_0_55_55 = e0
% 64.67/29.69  																												|
% 64.67/29.69  																													+-Applying beta-rule and splitting (196), into two cases.
% 64.67/29.69  																													|-Branch one:
% 64.67/29.69  																													| (607) all_0_53_53 = e2
% 64.67/29.69  																													|
% 64.67/29.69  																														| Equations (607) can reduce 509 to:
% 64.67/29.69  																														| (266) $false
% 64.67/29.69  																														|
% 64.67/29.69  																														|-The branch is then unsatisfiable
% 64.67/29.69  																													|-Branch two:
% 64.67/29.69  																													| (509)  ~ (all_0_53_53 = e2)
% 64.67/29.69  																													| (610) all_0_53_53 = e4 | all_0_53_53 = e3 | all_0_53_53 = e1
% 64.67/29.69  																													|
% 64.67/29.69  																														+-Applying beta-rule and splitting (7), into two cases.
% 64.67/29.69  																														|-Branch one:
% 64.67/29.69  																														| (504) all_0_51_51 = e2
% 64.67/29.69  																														|
% 64.67/29.69  																															| Equations (504) can reduce 1099 to:
% 64.67/29.69  																															| (266) $false
% 64.67/29.69  																															|
% 64.67/29.69  																															|-The branch is then unsatisfiable
% 64.67/29.69  																														|-Branch two:
% 64.67/29.69  																														| (1099)  ~ (all_0_51_51 = e2)
% 64.67/29.69  																														| (1100) all_0_51_51 = e4 | all_0_51_51 = e3 | all_0_51_51 = e1
% 64.67/29.69  																														|
% 64.67/29.69  																															+-Applying beta-rule and splitting (231), into two cases.
% 64.67/29.69  																															|-Branch one:
% 64.67/29.69  																															| (775) all_0_50_50 = e4
% 64.67/29.69  																															|
% 64.67/29.69  																																| Equations (775) can reduce 190 to:
% 64.67/29.69  																																| (1452)  ~ (all_0_53_53 = e4)
% 64.67/29.69  																																|
% 64.67/29.69  																																| Simplifying 1452 yields:
% 64.67/29.69  																																| (1453)  ~ (all_0_53_53 = e4)
% 64.67/29.69  																																|
% 64.67/29.69  																																+-Applying beta-rule and splitting (160), into two cases.
% 64.67/29.69  																																|-Branch one:
% 64.67/29.69  																																| (601) all_0_50_50 = e1
% 64.67/29.69  																																|
% 64.67/29.69  																																	| Combining equations (601,775) yields a new equation:
% 64.67/29.69  																																	| (630) e4 = e1
% 64.67/29.69  																																	|
% 64.67/29.69  																																	| Equations (630) can reduce 110 to:
% 64.67/29.69  																																	| (266) $false
% 64.67/29.69  																																	|
% 64.67/29.69  																																	|-The branch is then unsatisfiable
% 64.67/29.69  																																|-Branch two:
% 64.67/29.69  																																| (759)  ~ (all_0_50_50 = e1)
% 64.67/29.69  																																| (1168) all_0_51_51 = e1 | all_0_52_52 = e1 | all_0_53_53 = e1
% 64.67/29.69  																																|
% 64.67/29.69  																																	+-Applying beta-rule and splitting (164), into two cases.
% 64.67/29.69  																																	|-Branch one:
% 64.67/29.69  																																	| (471) all_0_39_39 = e4
% 64.67/29.69  																																	|
% 64.67/29.69  																																		| Equations (471) can reduce 176 to:
% 64.67/29.69  																																		| (7398)  ~ (all_0_40_40 = e4)
% 64.67/29.69  																																		|
% 64.67/29.69  																																		| Simplifying 7398 yields:
% 64.67/29.69  																																		| (447)  ~ (all_0_40_40 = e4)
% 64.67/29.69  																																		|
% 64.67/29.69  																																		| Equations (471) can reduce 139 to:
% 64.67/29.69  																																		| (474)  ~ (all_0_51_51 = e4)
% 64.67/29.69  																																		|
% 64.67/29.69  																																		| Simplifying 474 yields:
% 64.67/29.69  																																		| (475)  ~ (all_0_51_51 = e4)
% 64.67/29.69  																																		|
% 64.67/29.69  																																		| Equations (471) can reduce 294 to:
% 64.67/29.69  																																		| (48)  ~ (e4 = e2)
% 64.67/29.69  																																		|
% 64.67/29.69  																																		+-Applying beta-rule and splitting (150), into two cases.
% 64.67/29.69  																																		|-Branch one:
% 64.67/29.69  																																		| (1378) all_0_40_40 = e4
% 64.67/29.69  																																		|
% 64.67/29.69  																																			| Equations (1378) can reduce 447 to:
% 64.67/29.69  																																			| (266) $false
% 64.67/29.69  																																			|
% 64.67/29.69  																																			|-The branch is then unsatisfiable
% 64.67/29.69  																																		|-Branch two:
% 64.67/29.69  																																		| (447)  ~ (all_0_40_40 = e4)
% 64.67/29.69  																																		| (2271) all_0_44_44 = e4 | all_0_49_49 = e4 | all_0_53_53 = e4 | all_0_58_58 = e4
% 64.67/29.69  																																		|
% 64.67/29.69  																																			+-Applying beta-rule and splitting (2271), into two cases.
% 64.67/29.69  																																			|-Branch one:
% 64.67/29.69  																																			| (446) all_0_44_44 = e4
% 64.67/29.69  																																			|
% 64.67/29.69  																																				| Equations (446) can reduce 1390 to:
% 64.67/29.69  																																				| (266) $false
% 64.67/29.69  																																				|
% 64.67/29.69  																																				|-The branch is then unsatisfiable
% 64.67/29.69  																																			|-Branch two:
% 64.67/29.69  																																			| (1390)  ~ (all_0_44_44 = e4)
% 64.67/29.69  																																			| (7998) all_0_49_49 = e4 | all_0_53_53 = e4 | all_0_58_58 = e4
% 64.67/29.69  																																			|
% 64.67/29.69  																																				+-Applying beta-rule and splitting (316), into two cases.
% 64.67/29.69  																																				|-Branch one:
% 64.67/29.69  																																				| (1378) all_0_40_40 = e4
% 64.67/29.69  																																				|
% 64.67/29.69  																																					| Equations (1378) can reduce 447 to:
% 64.67/29.69  																																					| (266) $false
% 64.67/29.69  																																					|
% 64.67/29.69  																																					|-The branch is then unsatisfiable
% 64.67/29.69  																																				|-Branch two:
% 64.67/29.69  																																				| (447)  ~ (all_0_40_40 = e4)
% 64.67/29.69  																																				| (485) all_0_40_40 = e0
% 64.67/29.69  																																				|
% 64.67/29.69  																																					| Equations (485) can reduce 200 to:
% 64.67/29.69  																																					| (486)  ~ (all_0_49_49 = e0)
% 64.67/29.69  																																					|
% 64.67/29.69  																																					| Simplifying 486 yields:
% 64.67/29.69  																																					| (487)  ~ (all_0_49_49 = e0)
% 64.67/29.69  																																					|
% 64.67/29.69  																																					+-Applying beta-rule and splitting (7998), into two cases.
% 64.67/29.69  																																					|-Branch one:
% 64.67/29.69  																																					| (974) all_0_49_49 = e4
% 64.67/29.69  																																					|
% 64.67/29.69  																																						| Equations (974) can reduce 86 to:
% 64.67/29.69  																																						| (252)  ~ (all_0_47_47 = e4)
% 64.67/29.69  																																						|
% 64.67/29.69  																																						| Equations (974) can reduce 119 to:
% 64.67/29.69  																																						| (450)  ~ (all_0_58_58 = e4)
% 64.67/29.69  																																						|
% 64.67/29.69  																																						| Simplifying 450 yields:
% 64.67/29.69  																																						| (451)  ~ (all_0_58_58 = e4)
% 64.67/29.69  																																						|
% 64.67/29.69  																																						| Equations (974) can reduce 487 to:
% 64.67/29.69  																																						| (49)  ~ (e4 = e0)
% 64.67/29.69  																																						|
% 64.67/29.69  																																						+-Applying beta-rule and splitting (10171), into two cases.
% 64.67/29.69  																																						|-Branch one:
% 64.67/29.69  																																						| (1105) all_0_47_47 = e2
% 64.67/29.69  																																						|
% 64.67/29.69  																																							| Equations (1105) can reduce 198 to:
% 64.67/29.69  																																							| (51)  ~ (all_0_42_42 = e2)
% 64.67/29.69  																																							|
% 64.67/29.69  																																							| Equations (1105) can reduce 224 to:
% 64.67/29.69  																																							| (17668)  ~ (all_0_51_51 = e2)
% 64.67/29.69  																																							|
% 64.67/29.69  																																							| Simplifying 17668 yields:
% 64.67/29.69  																																							| (1099)  ~ (all_0_51_51 = e2)
% 64.67/29.69  																																							|
% 64.67/29.69  																																							| Equations (1105) can reduce 252 to:
% 64.67/29.69  																																							| (327)  ~ (e4 = e2)
% 64.67/29.69  																																							|
% 64.67/29.69  																																							| Simplifying 327 yields:
% 64.67/29.69  																																							| (48)  ~ (e4 = e2)
% 64.67/29.69  																																							|
% 64.67/29.69  																																							| Equations (1105) can reduce 1091 to:
% 64.67/29.69  																																							| (626)  ~ (e3 = e2)
% 64.67/29.69  																																							|
% 64.67/29.69  																																							| Simplifying 626 yields:
% 64.67/29.69  																																							| (212)  ~ (e3 = e2)
% 64.67/29.69  																																							|
% 64.67/29.69  																																							+-Applying beta-rule and splitting (377), into two cases.
% 64.67/29.69  																																							|-Branch one:
% 64.67/29.69  																																							| (583) all_0_49_49 = e2
% 64.67/29.69  																																							|
% 64.67/29.69  																																								| Combining equations (583,974) yields a new equation:
% 64.67/29.69  																																								| (323) e4 = e2
% 64.67/29.69  																																								|
% 64.67/29.69  																																								| Equations (323) can reduce 48 to:
% 64.67/29.69  																																								| (266) $false
% 64.67/29.69  																																								|
% 64.67/29.69  																																								|-The branch is then unsatisfiable
% 64.67/29.69  																																							|-Branch two:
% 64.67/29.69  																																							| (340)  ~ (all_0_49_49 = e2)
% 64.67/29.69  																																							| (614) all_0_53_53 = e2 | all_0_58_58 = e2
% 64.67/29.69  																																							|
% 64.67/29.69  																																								+-Applying beta-rule and splitting (614), into two cases.
% 64.67/29.69  																																								|-Branch one:
% 64.67/29.69  																																								| (607) all_0_53_53 = e2
% 64.67/29.69  																																								|
% 64.67/29.69  																																									| Equations (607) can reduce 509 to:
% 64.67/29.69  																																									| (266) $false
% 64.67/29.69  																																									|
% 64.67/29.69  																																									|-The branch is then unsatisfiable
% 64.67/29.69  																																								|-Branch two:
% 64.67/29.69  																																								| (509)  ~ (all_0_53_53 = e2)
% 64.67/29.69  																																								| (624) all_0_58_58 = e2
% 64.67/29.69  																																								|
% 64.67/29.69  																																									| Equations (624) can reduce 451 to:
% 64.67/29.69  																																									| (327)  ~ (e4 = e2)
% 64.67/29.69  																																									|
% 64.67/29.69  																																									| Simplifying 327 yields:
% 64.67/29.69  																																									| (48)  ~ (e4 = e2)
% 64.67/29.69  																																									|
% 64.67/29.69  																																									+-Applying beta-rule and splitting (62553), into two cases.
% 64.67/29.69  																																									|-Branch one:
% 64.67/29.69  																																									| (2336) all_0_55_55 = e3
% 64.67/29.69  																																									|
% 64.67/29.69  																																										| Equations (2336) can reduce 270 to:
% 64.67/29.69  																																										| (266) $false
% 64.67/29.69  																																										|
% 64.67/29.69  																																										|-The branch is then unsatisfiable
% 64.67/29.69  																																									|-Branch two:
% 64.67/29.69  																																									| (270)  ~ (all_0_55_55 = e3)
% 64.67/29.69  																																									| (62557) all_0_56_56 = e3 | all_0_58_58 = e3
% 64.67/29.69  																																									|
% 64.67/29.69  																																										+-Applying beta-rule and splitting (62557), into two cases.
% 64.67/29.69  																																										|-Branch one:
% 64.67/29.69  																																										| (1097) all_0_56_56 = e3
% 64.67/29.69  																																										|
% 64.67/29.69  																																											| Equations (1097) can reduce 236 to:
% 64.67/29.69  																																											| (405)  ~ (all_0_42_42 = e3)
% 64.67/29.69  																																											|
% 64.67/29.69  																																											| Equations (1097) can reduce 16 to:
% 64.67/29.69  																																											| (664)  ~ (all_0_51_51 = e3)
% 64.67/29.69  																																											|
% 64.67/29.69  																																											+-Applying beta-rule and splitting (104), into two cases.
% 64.67/29.69  																																											|-Branch one:
% 64.67/29.69  																																											| (480) all_0_39_39 = e0
% 64.67/29.69  																																											|
% 64.67/29.69  																																												| Combining equations (480,471) yields a new equation:
% 64.67/29.69  																																												| (397) e4 = e0
% 64.67/29.69  																																												|
% 64.67/29.69  																																												| Equations (397) can reduce 49 to:
% 64.67/29.69  																																												| (266) $false
% 64.67/29.69  																																												|
% 64.67/29.69  																																												|-The branch is then unsatisfiable
% 64.67/29.69  																																											|-Branch two:
% 64.67/29.69  																																											| (484)  ~ (all_0_39_39 = e0)
% 64.67/29.69  																																											| (558) all_0_42_42 = e0 | all_0_47_47 = e0 | all_0_56_56 = e0
% 64.67/29.69  																																											|
% 64.67/29.69  																																												+-Applying beta-rule and splitting (418), into two cases.
% 64.67/29.69  																																												|-Branch one:
% 64.67/29.69  																																												| (660) all_0_51_51 = e3
% 64.67/29.69  																																												|
% 64.67/29.69  																																													| Equations (660) can reduce 664 to:
% 64.67/29.69  																																													| (266) $false
% 64.67/29.69  																																													|
% 64.67/29.69  																																													|-The branch is then unsatisfiable
% 64.67/29.69  																																												|-Branch two:
% 64.67/29.69  																																												| (664)  ~ (all_0_51_51 = e3)
% 64.67/29.69  																																												| (665) all_0_53_53 = e3
% 64.67/29.69  																																												|
% 64.67/29.69  																																													| Equations (665) can reduce 6 to:
% 64.67/29.69  																																													| (664)  ~ (all_0_51_51 = e3)
% 64.67/29.69  																																													|
% 64.67/29.69  																																													+-Applying beta-rule and splitting (1100), into two cases.
% 64.67/29.69  																																													|-Branch one:
% 64.67/29.69  																																													| (1101) all_0_51_51 = e4
% 64.67/29.69  																																													|
% 64.67/29.69  																																														| Equations (1101) can reduce 475 to:
% 64.67/29.69  																																														| (266) $false
% 64.67/29.69  																																														|
% 64.67/29.69  																																														|-The branch is then unsatisfiable
% 64.67/29.69  																																													|-Branch two:
% 64.67/29.69  																																													| (475)  ~ (all_0_51_51 = e4)
% 64.67/29.69  																																													| (1104) all_0_51_51 = e3 | all_0_51_51 = e1
% 64.67/29.69  																																													|
% 64.67/29.69  																																														+-Applying beta-rule and splitting (1168), into two cases.
% 64.67/29.69  																																														|-Branch one:
% 64.67/29.69  																																														| (1109) all_0_51_51 = e1
% 64.67/29.69  																																														|
% 64.67/29.70  																																															| Equations (1109) can reduce 61 to:
% 64.67/29.70  																																															| (1380)  ~ (all_0_42_42 = e1)
% 64.67/29.70  																																															|
% 64.67/29.70  																																															| Equations (1109) can reduce 1099 to:
% 64.67/29.70  																																															| (604)  ~ (e2 = e1)
% 64.67/29.70  																																															|
% 64.67/29.70  																																															| Simplifying 604 yields:
% 64.67/29.70  																																															| (122)  ~ (e2 = e1)
% 64.67/29.70  																																															|
% 64.67/29.70  																																															+-Applying beta-rule and splitting (558), into two cases.
% 64.67/29.70  																																															|-Branch one:
% 64.67/29.70  																																															| (559) all_0_42_42 = e0
% 64.67/29.70  																																															|
% 64.67/29.70  																																																| Equations (559) can reduce 51 to:
% 64.67/29.70  																																																| (365)  ~ (e2 = e0)
% 64.67/29.70  																																																|
% 64.67/29.70  																																																| Simplifying 365 yields:
% 64.67/29.70  																																																| (128)  ~ (e2 = e0)
% 64.67/29.70  																																																|
% 64.67/29.70  																																																+-Applying beta-rule and splitting (163), into two cases.
% 64.67/29.70  																																																|-Branch one:
% 64.67/29.70  																																																| (565) all_0_52_52 = e4
% 64.67/29.70  																																																|
% 64.67/29.70  																																																	| Combining equations (352,565) yields a new equation:
% 64.67/29.70  																																																	| (323) e4 = e2
% 64.67/29.70  																																																	|
% 64.67/29.70  																																																	| Equations (323) can reduce 48 to:
% 64.67/29.70  																																																	| (266) $false
% 64.67/29.70  																																																	|
% 64.67/29.70  																																																	|-The branch is then unsatisfiable
% 64.67/29.70  																																																|-Branch two:
% 64.67/29.70  																																																| (780)  ~ (all_0_52_52 = e4)
% 64.67/29.70  																																																| (781) (all_0_41_41 = e0 & all_0_58_58 = e3 &  ~ (all_0_44_44 = e3)) | (all_0_41_41 = e0 & all_0_58_58 = e3 &  ~ (all_0_55_55 = e0)) | (all_0_47_47 = e1 & all_0_52_52 = e2 &  ~ (all_0_48_48 = e2)) | (all_0_47_47 = e1 & all_0_52_52 = e2 &  ~ (all_0_51_51 = e1)) | (all_0_47_47 = e0 & all_0_58_58 = e2 &  ~ (all_0_49_49 = e2)) | (all_0_47_47 = e0 & all_0_58_58 = e2 &  ~ (all_0_56_56 = e0))
% 64.67/29.70  																																																|
% 64.67/29.70  																																																	+-Applying beta-rule and splitting (781), into two cases.
% 64.67/29.70  																																																	|-Branch one:
% 64.67/29.70  																																																	| (789) (all_0_41_41 = e0 & all_0_58_58 = e3 &  ~ (all_0_44_44 = e3)) | (all_0_41_41 = e0 & all_0_58_58 = e3 &  ~ (all_0_55_55 = e0)) | (all_0_47_47 = e1 & all_0_52_52 = e2 &  ~ (all_0_48_48 = e2)) | (all_0_47_47 = e1 & all_0_52_52 = e2 &  ~ (all_0_51_51 = e1)) | (all_0_47_47 = e0 & all_0_58_58 = e2 &  ~ (all_0_49_49 = e2))
% 64.67/29.70  																																																	|
% 64.67/29.70  																																																		+-Applying beta-rule and splitting (789), into two cases.
% 64.67/29.70  																																																		|-Branch one:
% 64.67/29.70  																																																		| (790) (all_0_41_41 = e0 & all_0_58_58 = e3 &  ~ (all_0_44_44 = e3)) | (all_0_41_41 = e0 & all_0_58_58 = e3 &  ~ (all_0_55_55 = e0)) | (all_0_47_47 = e1 & all_0_52_52 = e2 &  ~ (all_0_48_48 = e2)) | (all_0_47_47 = e1 & all_0_52_52 = e2 &  ~ (all_0_51_51 = e1))
% 64.67/29.70  																																																		|
% 64.67/29.70  																																																			+-Applying beta-rule and splitting (790), into two cases.
% 64.67/29.70  																																																			|-Branch one:
% 64.67/29.70  																																																			| (791) (all_0_41_41 = e0 & all_0_58_58 = e3 &  ~ (all_0_44_44 = e3)) | (all_0_41_41 = e0 & all_0_58_58 = e3 &  ~ (all_0_55_55 = e0)) | (all_0_47_47 = e1 & all_0_52_52 = e2 &  ~ (all_0_48_48 = e2))
% 64.67/29.70  																																																			|
% 64.67/29.70  																																																				+-Applying beta-rule and splitting (791), into two cases.
% 64.67/29.70  																																																				|-Branch one:
% 64.67/29.70  																																																				| (792) (all_0_41_41 = e0 & all_0_58_58 = e3 &  ~ (all_0_44_44 = e3)) | (all_0_41_41 = e0 & all_0_58_58 = e3 &  ~ (all_0_55_55 = e0))
% 64.67/29.70  																																																				|
% 64.67/29.70  																																																					+-Applying beta-rule and splitting (792), into two cases.
% 64.67/29.70  																																																					|-Branch one:
% 64.67/29.70  																																																					| (793) all_0_41_41 = e0 & all_0_58_58 = e3 &  ~ (all_0_44_44 = e3)
% 64.67/29.70  																																																					|
% 64.67/29.70  																																																						| Applying alpha-rule on (793) yields:
% 64.67/29.70  																																																						| (794) all_0_41_41 = e0
% 64.67/29.70  																																																						| (795) all_0_58_58 = e3
% 64.67/29.70  																																																						| (407)  ~ (all_0_44_44 = e3)
% 64.67/29.70  																																																						|
% 64.67/29.70  																																																						| Combining equations (403,794) yields a new equation:
% 64.67/29.70  																																																						| (675) e3 = e0
% 64.67/29.70  																																																						|
% 64.67/29.70  																																																						| Simplifying 675 yields:
% 64.67/29.70  																																																						| (676) e3 = e0
% 64.67/29.70  																																																						|
% 64.67/29.70  																																																						| Combining equations (624,795) yields a new equation:
% 64.67/29.70  																																																						| (662) e3 = e2
% 64.67/29.70  																																																						|
% 64.67/29.70  																																																						| Combining equations (662,676) yields a new equation:
% 64.67/29.70  																																																						| (391) e2 = e0
% 64.67/29.70  																																																						|
% 64.67/29.70  																																																						| Simplifying 391 yields:
% 64.67/29.70  																																																						| (330) e2 = e0
% 64.67/29.70  																																																						|
% 64.67/29.70  																																																						| Equations (330) can reduce 128 to:
% 64.67/29.70  																																																						| (266) $false
% 64.67/29.70  																																																						|
% 64.67/29.70  																																																						|-The branch is then unsatisfiable
% 64.67/29.70  																																																					|-Branch two:
% 64.67/29.70  																																																					| (800) all_0_41_41 = e0 & all_0_58_58 = e3 &  ~ (all_0_55_55 = e0)
% 64.67/29.70  																																																					|
% 64.67/29.70  																																																						| Applying alpha-rule on (800) yields:
% 64.67/29.70  																																																						| (794) all_0_41_41 = e0
% 64.67/29.70  																																																						| (795) all_0_58_58 = e3
% 64.67/29.70  																																																						| (803)  ~ (all_0_55_55 = e0)
% 64.67/29.70  																																																						|
% 64.67/29.70  																																																						| Combining equations (403,794) yields a new equation:
% 64.67/29.70  																																																						| (675) e3 = e0
% 64.67/29.70  																																																						|
% 64.67/29.70  																																																						| Simplifying 675 yields:
% 64.67/29.70  																																																						| (676) e3 = e0
% 64.67/29.70  																																																						|
% 64.67/29.70  																																																						| Combining equations (624,795) yields a new equation:
% 64.67/29.70  																																																						| (662) e3 = e2
% 64.67/29.70  																																																						|
% 64.67/29.70  																																																						| Combining equations (662,676) yields a new equation:
% 64.67/29.70  																																																						| (391) e2 = e0
% 64.67/29.70  																																																						|
% 64.67/29.70  																																																						| Simplifying 391 yields:
% 64.67/29.70  																																																						| (330) e2 = e0
% 64.67/29.70  																																																						|
% 64.67/29.70  																																																						| Equations (330) can reduce 128 to:
% 64.67/29.70  																																																						| (266) $false
% 64.67/29.70  																																																						|
% 64.67/29.70  																																																						|-The branch is then unsatisfiable
% 64.67/29.70  																																																				|-Branch two:
% 64.67/29.70  																																																				| (807) all_0_47_47 = e1 & all_0_52_52 = e2 &  ~ (all_0_48_48 = e2)
% 64.67/29.70  																																																				|
% 64.67/29.70  																																																					| Applying alpha-rule on (807) yields:
% 64.67/29.70  																																																					| (654) all_0_47_47 = e1
% 64.67/29.70  																																																					| (352) all_0_52_52 = e2
% 64.67/29.70  																																																					| (810)  ~ (all_0_48_48 = e2)
% 64.67/29.70  																																																					|
% 64.67/29.70  																																																					| Combining equations (654,1105) yields a new equation:
% 64.67/29.70  																																																					| (617) e2 = e1
% 64.67/29.70  																																																					|
% 64.67/29.70  																																																					| Equations (617) can reduce 122 to:
% 64.67/29.70  																																																					| (266) $false
% 64.67/29.70  																																																					|
% 64.67/29.70  																																																					|-The branch is then unsatisfiable
% 64.67/29.70  																																																			|-Branch two:
% 64.67/29.70  																																																			| (813) all_0_47_47 = e1 & all_0_52_52 = e2 &  ~ (all_0_51_51 = e1)
% 64.67/29.70  																																																			|
% 64.67/29.70  																																																				| Applying alpha-rule on (813) yields:
% 64.67/29.70  																																																				| (654) all_0_47_47 = e1
% 64.67/29.70  																																																				| (352) all_0_52_52 = e2
% 64.67/29.70  																																																				| (464)  ~ (all_0_51_51 = e1)
% 64.67/29.70  																																																				|
% 64.67/29.70  																																																				| Combining equations (654,1105) yields a new equation:
% 64.67/29.70  																																																				| (617) e2 = e1
% 64.67/29.70  																																																				|
% 64.67/29.70  																																																				| Equations (617) can reduce 122 to:
% 64.67/29.70  																																																				| (266) $false
% 64.67/29.70  																																																				|
% 64.67/29.70  																																																				|-The branch is then unsatisfiable
% 64.67/29.70  																																																		|-Branch two:
% 64.67/29.70  																																																		| (819) all_0_47_47 = e0 & all_0_58_58 = e2 &  ~ (all_0_49_49 = e2)
% 64.67/29.70  																																																		|
% 64.67/29.70  																																																			| Applying alpha-rule on (819) yields:
% 64.67/29.70  																																																			| (674) all_0_47_47 = e0
% 64.67/29.70  																																																			| (624) all_0_58_58 = e2
% 64.67/29.70  																																																			| (340)  ~ (all_0_49_49 = e2)
% 64.67/29.70  																																																			|
% 64.67/29.70  																																																			| Combining equations (674,1105) yields a new equation:
% 64.67/29.70  																																																			| (330) e2 = e0
% 64.67/29.70  																																																			|
% 64.67/29.70  																																																			| Equations (330) can reduce 128 to:
% 64.67/29.70  																																																			| (266) $false
% 64.67/29.70  																																																			|
% 64.67/29.70  																																																			|-The branch is then unsatisfiable
% 64.67/29.70  																																																	|-Branch two:
% 64.67/29.70  																																																	| (825) all_0_47_47 = e0 & all_0_58_58 = e2 &  ~ (all_0_56_56 = e0)
% 64.67/29.70  																																																	|
% 64.67/29.70  																																																		| Applying alpha-rule on (825) yields:
% 64.67/29.70  																																																		| (674) all_0_47_47 = e0
% 64.67/29.70  																																																		| (624) all_0_58_58 = e2
% 64.67/29.70  																																																		| (828)  ~ (all_0_56_56 = e0)
% 64.67/29.70  																																																		|
% 64.67/29.70  																																																		| Combining equations (674,1105) yields a new equation:
% 64.67/29.70  																																																		| (330) e2 = e0
% 64.67/29.70  																																																		|
% 64.67/29.70  																																																		| Equations (330) can reduce 128 to:
% 64.67/29.70  																																																		| (266) $false
% 64.67/29.70  																																																		|
% 64.67/29.70  																																																		|-The branch is then unsatisfiable
% 64.67/29.70  																																															|-Branch two:
% 64.67/29.70  																																															| (358)  ~ (all_0_42_42 = e0)
% 64.67/29.70  																																															| (563) all_0_47_47 = e0 | all_0_56_56 = e0
% 64.67/29.70  																																															|
% 64.67/29.70  																																																+-Applying beta-rule and splitting (1969), into two cases.
% 64.67/29.70  																																																|-Branch one:
% 64.67/29.70  																																																| (559) all_0_42_42 = e0
% 64.67/29.70  																																																|
% 64.67/29.70  																																																	| Equations (559) can reduce 358 to:
% 64.67/29.70  																																																	| (266) $false
% 64.67/29.70  																																																	|
% 64.67/29.70  																																																	|-The branch is then unsatisfiable
% 64.67/29.70  																																																|-Branch two:
% 64.67/29.70  																																																| (358)  ~ (all_0_42_42 = e0)
% 64.67/29.70  																																																| (2510) all_0_42_42 = e3 | all_0_42_42 = e1
% 64.67/29.70  																																																|
% 64.67/29.70  																																																	+-Applying beta-rule and splitting (2510), into two cases.
% 64.67/29.70  																																																	|-Branch one:
% 64.67/29.70  																																																	| (459) all_0_42_42 = e1
% 64.67/29.70  																																																	|
% 64.67/29.70  																																																		| Equations (459) can reduce 1380 to:
% 64.67/29.70  																																																		| (266) $false
% 64.67/29.70  																																																		|
% 64.67/29.70  																																																		|-The branch is then unsatisfiable
% 64.67/29.70  																																																	|-Branch two:
% 64.67/29.70  																																																	| (1380)  ~ (all_0_42_42 = e1)
% 64.67/29.70  																																																	| (516) all_0_42_42 = e3
% 64.67/29.70  																																																	|
% 64.67/29.70  																																																		| Equations (516) can reduce 405 to:
% 64.67/29.70  																																																		| (266) $false
% 64.67/29.70  																																																		|
% 64.67/29.70  																																																		|-The branch is then unsatisfiable
% 64.67/29.70  																																														|-Branch two:
% 64.67/29.70  																																														| (464)  ~ (all_0_51_51 = e1)
% 64.67/29.70  																																														| (1202) all_0_52_52 = e1 | all_0_53_53 = e1
% 64.67/29.70  																																														|
% 64.67/29.70  																																															+-Applying beta-rule and splitting (1104), into two cases.
% 64.67/29.70  																																															|-Branch one:
% 64.67/29.70  																																															| (1109) all_0_51_51 = e1
% 64.67/29.70  																																															|
% 64.67/29.70  																																																| Equations (1109) can reduce 464 to:
% 64.67/29.70  																																																| (266) $false
% 64.67/29.70  																																																|
% 64.67/29.70  																																																|-The branch is then unsatisfiable
% 64.67/29.70  																																															|-Branch two:
% 64.67/29.70  																																															| (464)  ~ (all_0_51_51 = e1)
% 64.67/29.70  																																															| (660) all_0_51_51 = e3
% 64.67/29.70  																																															|
% 64.67/29.70  																																																| Equations (660) can reduce 664 to:
% 64.67/29.70  																																																| (266) $false
% 64.67/29.70  																																																|
% 64.67/29.70  																																																|-The branch is then unsatisfiable
% 64.67/29.70  																																										|-Branch two:
% 64.67/29.70  																																										| (272)  ~ (all_0_56_56 = e3)
% 64.67/29.70  																																										| (795) all_0_58_58 = e3
% 64.67/29.70  																																										|
% 64.67/29.70  																																											| Combining equations (795,624) yields a new equation:
% 64.67/29.70  																																											| (661) e3 = e2
% 64.67/29.70  																																											|
% 64.67/29.70  																																											| Simplifying 661 yields:
% 64.67/29.70  																																											| (662) e3 = e2
% 64.67/29.70  																																											|
% 64.67/29.70  																																											| Equations (662) can reduce 212 to:
% 64.67/29.70  																																											| (266) $false
% 64.67/29.70  																																											|
% 64.67/29.70  																																											|-The branch is then unsatisfiable
% 64.75/29.70  																																						|-Branch two:
% 64.75/29.70  																																						| (338)  ~ (all_0_47_47 = e2)
% 64.75/29.70  																																						| (10761) all_0_48_48 = e2 | all_0_49_49 = e2
% 64.75/29.70  																																						|
% 64.75/29.70  																																							+-Applying beta-rule and splitting (10761), into two cases.
% 64.75/29.70  																																							|-Branch one:
% 64.75/29.70  																																							| (335) all_0_48_48 = e2
% 64.75/29.70  																																							|
% 64.75/29.70  																																								| Equations (335) can reduce 810 to:
% 64.75/29.70  																																								| (266) $false
% 64.75/29.70  																																								|
% 64.75/29.70  																																								|-The branch is then unsatisfiable
% 64.75/29.70  																																							|-Branch two:
% 64.75/29.70  																																							| (810)  ~ (all_0_48_48 = e2)
% 64.75/29.70  																																							| (583) all_0_49_49 = e2
% 64.75/29.70  																																							|
% 64.75/29.70  																																								| Combining equations (974,583) yields a new equation:
% 64.75/29.70  																																								| (322) e4 = e2
% 64.75/29.70  																																								|
% 64.75/29.70  																																								| Simplifying 322 yields:
% 64.75/29.70  																																								| (323) e4 = e2
% 64.75/29.70  																																								|
% 64.75/29.70  																																								| Equations (323) can reduce 48 to:
% 64.75/29.70  																																								| (266) $false
% 64.75/29.70  																																								|
% 64.75/29.70  																																								|-The branch is then unsatisfiable
% 64.75/29.70  																																					|-Branch two:
% 64.75/29.70  																																					| (256)  ~ (all_0_49_49 = e4)
% 64.75/29.70  																																					| (8013) all_0_53_53 = e4 | all_0_58_58 = e4
% 64.75/29.70  																																					|
% 64.75/29.70  																																						+-Applying beta-rule and splitting (8013), into two cases.
% 64.75/29.70  																																						|-Branch one:
% 64.75/29.70  																																						| (1298) all_0_53_53 = e4
% 64.75/29.70  																																						|
% 64.75/29.70  																																							| Equations (1298) can reduce 1453 to:
% 64.75/29.70  																																							| (266) $false
% 64.75/29.70  																																							|
% 64.75/29.70  																																							|-The branch is then unsatisfiable
% 64.75/29.70  																																						|-Branch two:
% 64.75/29.70  																																						| (1453)  ~ (all_0_53_53 = e4)
% 64.75/29.70  																																						| (910) all_0_58_58 = e4
% 64.75/29.70  																																						|
% 64.75/29.70  																																							| Equations (910) can reduce 451 to:
% 64.75/29.70  																																							| (266) $false
% 64.75/29.70  																																							|
% 64.75/29.70  																																							|-The branch is then unsatisfiable
% 64.75/29.70  																																	|-Branch two:
% 64.75/29.70  																																	| (1377)  ~ (all_0_39_39 = e4)
% 64.75/29.70  																																	| (2115) all_0_42_42 = e4 | all_0_47_47 = e4 | all_0_51_51 = e4 | all_0_56_56 = e4
% 64.75/29.70  																																	|
% 64.75/29.70  																																		+-Applying beta-rule and splitting (326), into two cases.
% 64.75/29.70  																																		|-Branch one:
% 64.75/29.70  																																		| (471) all_0_39_39 = e4
% 64.75/29.70  																																		|
% 64.75/29.70  																																			| Equations (471) can reduce 1377 to:
% 64.75/29.70  																																			| (266) $false
% 64.75/29.70  																																			|
% 64.75/29.70  																																			|-The branch is then unsatisfiable
% 64.75/29.70  																																		|-Branch two:
% 64.75/29.70  																																		| (1377)  ~ (all_0_39_39 = e4)
% 64.75/29.70  																																		| (1378) all_0_40_40 = e4
% 64.75/29.70  																																		|
% 64.75/29.70  																																			| Equations (1378) can reduce 176 to:
% 64.75/29.70  																																			| (1377)  ~ (all_0_39_39 = e4)
% 64.75/29.70  																																			|
% 64.75/29.70  																																			| Equations (1378) can reduce 296 to:
% 64.75/29.70  																																			| (48)  ~ (e4 = e2)
% 64.75/29.70  																																			|
% 64.75/29.70  																																			| Equations (1378) can reduce 132 to:
% 64.75/29.70  																																			| (110)  ~ (e4 = e1)
% 64.75/29.70  																																			|
% 64.75/29.70  																																			+-Applying beta-rule and splitting (320), into two cases.
% 64.75/29.70  																																			|-Branch one:
% 64.75/29.70  																																			| (471) all_0_39_39 = e4
% 64.75/29.70  																																			|
% 64.75/29.70  																																				| Equations (471) can reduce 1377 to:
% 64.75/29.70  																																				| (266) $false
% 64.75/29.70  																																				|
% 64.75/29.70  																																				|-The branch is then unsatisfiable
% 64.75/29.70  																																			|-Branch two:
% 64.75/29.70  																																			| (1377)  ~ (all_0_39_39 = e4)
% 64.75/29.70  																																			| (480) all_0_39_39 = e0
% 64.75/29.70  																																			|
% 64.75/29.70  																																				| Equations (480) can reduce 145 to:
% 64.75/29.70  																																				| (5565)  ~ (all_0_42_42 = e0)
% 64.75/29.70  																																				|
% 64.75/29.70  																																				| Simplifying 5565 yields:
% 64.75/29.70  																																				| (358)  ~ (all_0_42_42 = e0)
% 64.75/29.70  																																				|
% 64.75/29.70  																																				| Equations (480) can reduce 79 to:
% 64.75/29.70  																																				| (1402)  ~ (all_0_47_47 = e0)
% 64.75/29.70  																																				|
% 64.75/29.70  																																				| Simplifying 1402 yields:
% 64.75/29.70  																																				| (678)  ~ (all_0_47_47 = e0)
% 64.75/29.70  																																				|
% 64.75/29.70  																																				| Equations (480) can reduce 246 to:
% 64.75/29.70  																																				| (541)  ~ (e3 = e0)
% 64.75/29.70  																																				|
% 64.75/29.70  																																				| Simplifying 541 yields:
% 64.75/29.70  																																				| (80)  ~ (e3 = e0)
% 64.75/29.70  																																				|
% 64.75/29.70  																																				+-Applying beta-rule and splitting (1969), into two cases.
% 64.75/29.70  																																				|-Branch one:
% 64.75/29.70  																																				| (559) all_0_42_42 = e0
% 64.75/29.70  																																				|
% 64.75/29.70  																																					| Equations (559) can reduce 358 to:
% 64.75/29.70  																																					| (266) $false
% 64.75/29.70  																																					|
% 64.75/29.70  																																					|-The branch is then unsatisfiable
% 64.75/29.70  																																				|-Branch two:
% 64.75/29.70  																																				| (358)  ~ (all_0_42_42 = e0)
% 64.75/29.70  																																				| (2510) all_0_42_42 = e3 | all_0_42_42 = e1
% 64.75/29.70  																																				|
% 64.75/29.70  																																					+-Applying beta-rule and splitting (163), into two cases.
% 64.75/29.70  																																					|-Branch one:
% 64.75/29.70  																																					| (565) all_0_52_52 = e4
% 64.75/29.70  																																					|
% 64.75/29.70  																																						| Combining equations (352,565) yields a new equation:
% 64.75/29.70  																																						| (323) e4 = e2
% 64.75/29.70  																																						|
% 64.75/29.70  																																						| Equations (323) can reduce 48 to:
% 64.75/29.70  																																						| (266) $false
% 64.75/29.70  																																						|
% 64.75/29.70  																																						|-The branch is then unsatisfiable
% 64.75/29.70  																																					|-Branch two:
% 64.75/29.70  																																					| (780)  ~ (all_0_52_52 = e4)
% 64.75/29.70  																																					| (781) (all_0_41_41 = e0 & all_0_58_58 = e3 &  ~ (all_0_44_44 = e3)) | (all_0_41_41 = e0 & all_0_58_58 = e3 &  ~ (all_0_55_55 = e0)) | (all_0_47_47 = e1 & all_0_52_52 = e2 &  ~ (all_0_48_48 = e2)) | (all_0_47_47 = e1 & all_0_52_52 = e2 &  ~ (all_0_51_51 = e1)) | (all_0_47_47 = e0 & all_0_58_58 = e2 &  ~ (all_0_49_49 = e2)) | (all_0_47_47 = e0 & all_0_58_58 = e2 &  ~ (all_0_56_56 = e0))
% 64.75/29.70  																																					|
% 64.75/29.70  																																						+-Applying beta-rule and splitting (781), into two cases.
% 64.75/29.70  																																						|-Branch one:
% 64.75/29.70  																																						| (789) (all_0_41_41 = e0 & all_0_58_58 = e3 &  ~ (all_0_44_44 = e3)) | (all_0_41_41 = e0 & all_0_58_58 = e3 &  ~ (all_0_55_55 = e0)) | (all_0_47_47 = e1 & all_0_52_52 = e2 &  ~ (all_0_48_48 = e2)) | (all_0_47_47 = e1 & all_0_52_52 = e2 &  ~ (all_0_51_51 = e1)) | (all_0_47_47 = e0 & all_0_58_58 = e2 &  ~ (all_0_49_49 = e2))
% 64.75/29.70  																																						|
% 64.75/29.70  																																							+-Applying beta-rule and splitting (789), into two cases.
% 64.75/29.70  																																							|-Branch one:
% 64.75/29.70  																																							| (790) (all_0_41_41 = e0 & all_0_58_58 = e3 &  ~ (all_0_44_44 = e3)) | (all_0_41_41 = e0 & all_0_58_58 = e3 &  ~ (all_0_55_55 = e0)) | (all_0_47_47 = e1 & all_0_52_52 = e2 &  ~ (all_0_48_48 = e2)) | (all_0_47_47 = e1 & all_0_52_52 = e2 &  ~ (all_0_51_51 = e1))
% 64.75/29.70  																																							|
% 64.75/29.70  																																								+-Applying beta-rule and splitting (790), into two cases.
% 64.75/29.70  																																								|-Branch one:
% 64.75/29.70  																																								| (791) (all_0_41_41 = e0 & all_0_58_58 = e3 &  ~ (all_0_44_44 = e3)) | (all_0_41_41 = e0 & all_0_58_58 = e3 &  ~ (all_0_55_55 = e0)) | (all_0_47_47 = e1 & all_0_52_52 = e2 &  ~ (all_0_48_48 = e2))
% 64.75/29.70  																																								|
% 64.75/29.70  																																									+-Applying beta-rule and splitting (791), into two cases.
% 64.75/29.70  																																									|-Branch one:
% 64.75/29.70  																																									| (792) (all_0_41_41 = e0 & all_0_58_58 = e3 &  ~ (all_0_44_44 = e3)) | (all_0_41_41 = e0 & all_0_58_58 = e3 &  ~ (all_0_55_55 = e0))
% 64.75/29.70  																																									|
% 64.75/29.70  																																										+-Applying beta-rule and splitting (792), into two cases.
% 64.75/29.70  																																										|-Branch one:
% 64.75/29.70  																																										| (793) all_0_41_41 = e0 & all_0_58_58 = e3 &  ~ (all_0_44_44 = e3)
% 64.75/29.70  																																										|
% 64.75/29.70  																																											| Applying alpha-rule on (793) yields:
% 64.75/29.70  																																											| (794) all_0_41_41 = e0
% 64.75/29.70  																																											| (795) all_0_58_58 = e3
% 64.75/29.70  																																											| (407)  ~ (all_0_44_44 = e3)
% 64.75/29.70  																																											|
% 64.75/29.70  																																											| Combining equations (403,794) yields a new equation:
% 64.75/29.70  																																											| (675) e3 = e0
% 64.75/29.70  																																											|
% 64.75/29.70  																																											| Simplifying 675 yields:
% 64.75/29.70  																																											| (676) e3 = e0
% 64.75/29.70  																																											|
% 64.75/29.70  																																											| Equations (676) can reduce 80 to:
% 64.75/29.70  																																											| (266) $false
% 64.75/29.70  																																											|
% 64.75/29.70  																																											|-The branch is then unsatisfiable
% 64.75/29.70  																																										|-Branch two:
% 64.75/29.70  																																										| (800) all_0_41_41 = e0 & all_0_58_58 = e3 &  ~ (all_0_55_55 = e0)
% 64.75/29.70  																																										|
% 64.75/29.70  																																											| Applying alpha-rule on (800) yields:
% 64.75/29.70  																																											| (794) all_0_41_41 = e0
% 64.75/29.70  																																											| (795) all_0_58_58 = e3
% 64.75/29.70  																																											| (803)  ~ (all_0_55_55 = e0)
% 64.75/29.70  																																											|
% 64.75/29.70  																																											| Combining equations (403,794) yields a new equation:
% 64.75/29.70  																																											| (675) e3 = e0
% 64.75/29.70  																																											|
% 64.75/29.70  																																											| Simplifying 675 yields:
% 64.75/29.70  																																											| (676) e3 = e0
% 64.75/29.70  																																											|
% 64.75/29.70  																																											| Equations (676) can reduce 80 to:
% 64.75/29.70  																																											| (266) $false
% 64.75/29.70  																																											|
% 64.75/29.70  																																											|-The branch is then unsatisfiable
% 64.75/29.70  																																									|-Branch two:
% 64.75/29.70  																																									| (807) all_0_47_47 = e1 & all_0_52_52 = e2 &  ~ (all_0_48_48 = e2)
% 64.75/29.71  																																									|
% 64.75/29.71  																																										| Applying alpha-rule on (807) yields:
% 64.75/29.71  																																										| (654) all_0_47_47 = e1
% 64.75/29.71  																																										| (352) all_0_52_52 = e2
% 64.75/29.71  																																										| (810)  ~ (all_0_48_48 = e2)
% 64.75/29.71  																																										|
% 64.75/29.71  																																										| Equations (654) can reduce 198 to:
% 64.75/29.71  																																										| (1380)  ~ (all_0_42_42 = e1)
% 64.75/29.71  																																										|
% 64.75/29.71  																																										+-Applying beta-rule and splitting (458), into two cases.
% 64.75/29.71  																																										|-Branch one:
% 64.75/29.71  																																										| (459) all_0_42_42 = e1
% 64.75/29.71  																																										|
% 64.75/29.71  																																											| Equations (459) can reduce 1380 to:
% 64.75/29.71  																																											| (266) $false
% 64.75/29.71  																																											|
% 64.75/29.71  																																											|-The branch is then unsatisfiable
% 64.75/29.71  																																										|-Branch two:
% 64.75/29.71  																																										| (1380)  ~ (all_0_42_42 = e1)
% 64.75/29.71  																																										| (1381) all_0_43_43 = e1 | all_0_44_44 = e1
% 64.75/29.71  																																										|
% 64.75/29.71  																																											+-Applying beta-rule and splitting (1381), into two cases.
% 64.75/29.71  																																											|-Branch one:
% 64.75/29.71  																																											| (430) all_0_43_43 = e1
% 64.75/29.71  																																											|
% 64.75/29.71  																																												| Combining equations (396,430) yields a new equation:
% 64.75/29.71  																																												| (636) e4 = e1
% 64.75/29.71  																																												|
% 64.75/29.71  																																												| Simplifying 636 yields:
% 64.75/29.71  																																												| (630) e4 = e1
% 64.75/29.71  																																												|
% 64.75/29.71  																																												| Equations (630) can reduce 110 to:
% 64.75/29.71  																																												| (266) $false
% 64.75/29.71  																																												|
% 64.75/29.71  																																												|-The branch is then unsatisfiable
% 64.75/29.71  																																											|-Branch two:
% 64.75/29.71  																																											| (433)  ~ (all_0_43_43 = e1)
% 64.75/29.71  																																											| (635) all_0_44_44 = e1
% 64.75/29.71  																																											|
% 64.75/29.71  																																												| Equations (635) can reduce 73 to:
% 64.75/29.71  																																												| (1380)  ~ (all_0_42_42 = e1)
% 64.75/29.71  																																												|
% 64.75/29.71  																																												+-Applying beta-rule and splitting (2510), into two cases.
% 64.75/29.71  																																												|-Branch one:
% 64.75/29.71  																																												| (459) all_0_42_42 = e1
% 64.75/29.71  																																												|
% 64.75/29.71  																																													| Equations (459) can reduce 1380 to:
% 64.75/29.71  																																													| (266) $false
% 64.75/29.71  																																													|
% 64.75/29.71  																																													|-The branch is then unsatisfiable
% 64.75/29.71  																																												|-Branch two:
% 64.75/29.71  																																												| (1380)  ~ (all_0_42_42 = e1)
% 64.75/29.71  																																												| (516) all_0_42_42 = e3
% 64.75/29.71  																																												|
% 64.75/29.71  																																													| Equations (516) can reduce 405 to:
% 64.75/29.71  																																													| (266) $false
% 64.75/29.71  																																													|
% 64.75/29.71  																																													|-The branch is then unsatisfiable
% 64.75/29.71  																																								|-Branch two:
% 64.75/29.71  																																								| (813) all_0_47_47 = e1 & all_0_52_52 = e2 &  ~ (all_0_51_51 = e1)
% 64.75/29.71  																																								|
% 64.75/29.71  																																									| Applying alpha-rule on (813) yields:
% 64.75/29.71  																																									| (654) all_0_47_47 = e1
% 64.75/29.71  																																									| (352) all_0_52_52 = e2
% 64.75/29.71  																																									| (464)  ~ (all_0_51_51 = e1)
% 64.75/29.71  																																									|
% 64.75/29.71  																																									| Equations (654) can reduce 198 to:
% 64.75/29.71  																																									| (1380)  ~ (all_0_42_42 = e1)
% 64.75/29.71  																																									|
% 64.75/29.71  																																									+-Applying beta-rule and splitting (458), into two cases.
% 64.75/29.71  																																									|-Branch one:
% 64.75/29.71  																																									| (459) all_0_42_42 = e1
% 64.75/29.71  																																									|
% 64.75/29.71  																																										| Equations (459) can reduce 1380 to:
% 64.75/29.71  																																										| (266) $false
% 64.75/29.71  																																										|
% 64.75/29.71  																																										|-The branch is then unsatisfiable
% 64.75/29.71  																																									|-Branch two:
% 64.75/29.71  																																									| (1380)  ~ (all_0_42_42 = e1)
% 64.75/29.71  																																									| (1381) all_0_43_43 = e1 | all_0_44_44 = e1
% 64.75/29.71  																																									|
% 64.75/29.71  																																										+-Applying beta-rule and splitting (1381), into two cases.
% 64.75/29.71  																																										|-Branch one:
% 64.75/29.71  																																										| (430) all_0_43_43 = e1
% 64.75/29.71  																																										|
% 64.75/29.71  																																											| Combining equations (396,430) yields a new equation:
% 64.75/29.71  																																											| (636) e4 = e1
% 64.75/29.71  																																											|
% 64.75/29.71  																																											| Simplifying 636 yields:
% 64.75/29.71  																																											| (630) e4 = e1
% 64.75/29.71  																																											|
% 64.75/29.71  																																											| Equations (630) can reduce 110 to:
% 64.75/29.71  																																											| (266) $false
% 64.75/29.71  																																											|
% 64.75/29.71  																																											|-The branch is then unsatisfiable
% 64.75/29.71  																																										|-Branch two:
% 64.75/29.71  																																										| (433)  ~ (all_0_43_43 = e1)
% 64.75/29.71  																																										| (635) all_0_44_44 = e1
% 64.75/29.71  																																										|
% 64.75/29.71  																																											| Equations (635) can reduce 73 to:
% 64.75/29.71  																																											| (1380)  ~ (all_0_42_42 = e1)
% 64.75/29.71  																																											|
% 64.75/29.71  																																											+-Applying beta-rule and splitting (2510), into two cases.
% 64.75/29.71  																																											|-Branch one:
% 64.75/29.71  																																											| (459) all_0_42_42 = e1
% 64.75/29.71  																																											|
% 64.75/29.71  																																												| Equations (459) can reduce 1380 to:
% 64.75/29.71  																																												| (266) $false
% 64.75/29.71  																																												|
% 64.75/29.71  																																												|-The branch is then unsatisfiable
% 64.75/29.71  																																											|-Branch two:
% 64.75/29.71  																																											| (1380)  ~ (all_0_42_42 = e1)
% 64.75/29.71  																																											| (516) all_0_42_42 = e3
% 64.75/29.71  																																											|
% 64.75/29.71  																																												| Equations (516) can reduce 405 to:
% 64.75/29.71  																																												| (266) $false
% 64.75/29.71  																																												|
% 64.75/29.71  																																												|-The branch is then unsatisfiable
% 64.75/29.71  																																							|-Branch two:
% 64.75/29.71  																																							| (819) all_0_47_47 = e0 & all_0_58_58 = e2 &  ~ (all_0_49_49 = e2)
% 64.75/29.71  																																							|
% 64.75/29.71  																																								| Applying alpha-rule on (819) yields:
% 64.75/29.71  																																								| (674) all_0_47_47 = e0
% 64.75/29.71  																																								| (624) all_0_58_58 = e2
% 64.75/29.71  																																								| (340)  ~ (all_0_49_49 = e2)
% 64.75/29.71  																																								|
% 64.75/29.71  																																								| Equations (674) can reduce 678 to:
% 64.75/29.71  																																								| (266) $false
% 64.75/29.71  																																								|
% 64.75/29.71  																																								|-The branch is then unsatisfiable
% 64.75/29.71  																																						|-Branch two:
% 64.75/29.71  																																						| (825) all_0_47_47 = e0 & all_0_58_58 = e2 &  ~ (all_0_56_56 = e0)
% 64.75/29.71  																																						|
% 64.75/29.71  																																							| Applying alpha-rule on (825) yields:
% 64.75/29.71  																																							| (674) all_0_47_47 = e0
% 64.75/29.71  																																							| (624) all_0_58_58 = e2
% 64.75/29.71  																																							| (828)  ~ (all_0_56_56 = e0)
% 64.75/29.71  																																							|
% 64.75/29.71  																																							| Equations (674) can reduce 678 to:
% 64.75/29.71  																																							| (266) $false
% 64.75/29.71  																																							|
% 64.75/29.71  																																							|-The branch is then unsatisfiable
% 64.75/29.71  																															|-Branch two:
% 64.75/29.71  																															| (566)  ~ (all_0_50_50 = e4)
% 64.75/29.71  																															| (1071) all_0_51_51 = e4 | all_0_52_52 = e4 | all_0_53_53 = e4
% 64.75/29.71  																															|
% 64.75/29.71  																																+-Applying beta-rule and splitting (62), into two cases.
% 64.75/29.71  																																|-Branch one:
% 64.75/29.71  																																| (321) all_0_38_38 = e4
% 64.75/29.71  																																|
% 64.75/29.71  																																	| Combining equations (321,292) yields a new equation:
% 64.75/29.71  																																	| (322) e4 = e2
% 64.75/29.71  																																	|
% 64.75/29.71  																																	| Simplifying 322 yields:
% 64.75/29.71  																																	| (323) e4 = e2
% 64.75/29.71  																																	|
% 64.75/29.71  																																	| Equations (323) can reduce 48 to:
% 64.75/29.71  																																	| (266) $false
% 64.75/29.71  																																	|
% 64.75/29.71  																																	|-The branch is then unsatisfiable
% 64.75/29.71  																																|-Branch two:
% 64.75/29.71  																																| (325)  ~ (all_0_38_38 = e4)
% 64.75/29.71  																																| (582) all_0_41_41 = e4 | all_0_46_46 = e4 | all_0_50_50 = e4 | all_0_55_55 = e4
% 64.75/29.71  																																|
% 64.75/29.71  																																	+-Applying beta-rule and splitting (582), into two cases.
% 64.75/29.71  																																	|-Branch one:
% 64.75/29.71  																																	| (437) all_0_41_41 = e4
% 64.75/29.71  																																	|
% 64.75/29.71  																																		| Combining equations (437,403) yields a new equation:
% 64.75/29.71  																																		| (424) e4 = e3
% 64.75/29.71  																																		|
% 64.75/29.71  																																		| Simplifying 424 yields:
% 64.75/29.71  																																		| (425) e4 = e3
% 64.75/29.71  																																		|
% 64.75/29.71  																																		| Equations (425) can reduce 188 to:
% 64.75/29.71  																																		| (266) $false
% 64.75/29.71  																																		|
% 64.75/29.71  																																		|-The branch is then unsatisfiable
% 64.75/29.71  																																	|-Branch two:
% 64.75/29.71  																																	| (440)  ~ (all_0_41_41 = e4)
% 64.75/29.71  																																	| (769) all_0_46_46 = e4 | all_0_50_50 = e4 | all_0_55_55 = e4
% 64.75/29.71  																																	|
% 64.75/29.71  																																		+-Applying beta-rule and splitting (422), into two cases.
% 64.75/29.71  																																		|-Branch one:
% 64.75/29.71  																																		| (775) all_0_50_50 = e4
% 64.75/29.71  																																		|
% 64.75/29.71  																																			| Equations (775) can reduce 566 to:
% 64.75/29.71  																																			| (266) $false
% 64.75/29.71  																																			|
% 64.75/29.71  																																			|-The branch is then unsatisfiable
% 64.75/29.71  																																		|-Branch two:
% 64.75/29.71  																																		| (566)  ~ (all_0_50_50 = e4)
% 64.75/29.71  																																		| (1444) all_0_50_50 = e3 | all_0_50_50 = e1
% 64.75/29.71  																																		|
% 64.75/29.71  																																			+-Applying beta-rule and splitting (1444), into two cases.
% 64.75/29.71  																																			|-Branch one:
% 64.75/29.71  																																			| (601) all_0_50_50 = e1
% 64.75/29.71  																																			|
% 64.75/29.71  																																				| Equations (601) can reduce 190 to:
% 64.75/29.71  																																				| (1458)  ~ (all_0_53_53 = e1)
% 64.75/29.71  																																				|
% 64.75/29.71  																																				| Simplifying 1458 yields:
% 64.75/29.71  																																				| (1459)  ~ (all_0_53_53 = e1)
% 64.75/29.71  																																				|
% 64.75/29.71  																																				| Equations (601) can reduce 93 to:
% 64.75/29.71  																																				| (2331)  ~ (all_0_55_55 = e1)
% 64.75/29.71  																																				|
% 64.75/29.71  																																				| Simplifying 2331 yields:
% 64.75/29.71  																																				| (632)  ~ (all_0_55_55 = e1)
% 64.75/29.71  																																				|
% 64.75/29.71  																																				| Equations (601) can reduce 566 to:
% 64.75/29.71  																																				| (602)  ~ (e4 = e1)
% 64.75/29.71  																																				|
% 64.75/29.71  																																				| Simplifying 602 yields:
% 64.75/29.71  																																				| (110)  ~ (e4 = e1)
% 64.75/29.71  																																				|
% 64.75/29.71  																																				| Equations (601) can reduce 302 to:
% 64.75/29.71  																																				| (604)  ~ (e2 = e1)
% 64.75/29.71  																																				|
% 64.75/29.71  																																				| Simplifying 604 yields:
% 64.75/29.71  																																				| (122)  ~ (e2 = e1)
% 64.75/29.71  																																				|
% 64.75/29.71  																																				| From (601) and (242) follows:
% 64.75/29.71  																																				| (2235) op(e1, e3) = e1
% 64.75/29.71  																																				|
% 64.75/29.71  																																				+-Applying beta-rule and splitting (2051), into two cases.
% 64.75/29.71  																																				|-Branch one:
% 64.75/29.71  																																				| (587) all_0_55_55 = e4
% 64.75/29.71  																																				|
% 64.75/29.71  																																					| Equations (587) can reduce 763 to:
% 64.75/29.71  																																					| (266) $false
% 64.75/29.71  																																					|
% 64.75/29.71  																																					|-The branch is then unsatisfiable
% 64.75/29.71  																																				|-Branch two:
% 64.75/29.71  																																				| (763)  ~ (all_0_55_55 = e4)
% 64.75/29.71  																																				| (2055) all_0_55_55 = e3 | all_0_55_55 = e1 | all_0_55_55 = e0
% 64.75/29.71  																																				|
% 64.75/29.71  																																					+-Applying beta-rule and splitting (769), into two cases.
% 64.75/29.71  																																					|-Branch one:
% 64.75/29.71  																																					| (770) all_0_46_46 = e4
% 64.75/29.71  																																					|
% 64.75/29.71  																																						| Equations (770) can reduce 409 to:
% 64.75/29.71  																																						| (188)  ~ (e4 = e3)
% 64.75/29.71  																																						|
% 64.75/29.71  																																						| Equations (770) can reduce 300 to:
% 64.75/29.71  																																						| (48)  ~ (e4 = e2)
% 64.75/29.71  																																						|
% 64.75/29.71  																																						| From (770) and (120) follows:
% 64.75/29.71  																																						| (72494) op(e2, e3) = e4
% 64.75/29.71  																																						|
% 64.75/29.71  																																						+-Applying beta-rule and splitting (395), into two cases.
% 64.75/29.71  																																						|-Branch one:
% 64.75/29.71  																																						| (794) all_0_41_41 = e0
% 64.75/29.71  																																						|
% 64.75/29.71  																																							| Combining equations (794,403) yields a new equation:
% 64.75/29.71  																																							| (676) e3 = e0
% 64.75/29.71  																																							|
% 64.75/29.71  																																							| Equations (676) can reduce 80 to:
% 64.75/29.71  																																							| (266) $false
% 64.75/29.71  																																							|
% 64.75/29.71  																																							|-The branch is then unsatisfiable
% 64.75/29.71  																																						|-Branch two:
% 64.75/29.71  																																						| (357)  ~ (all_0_41_41 = e0)
% 64.75/29.71  																																						| (895) all_0_46_46 = e0 | all_0_55_55 = e0
% 64.75/29.71  																																						|
% 64.75/29.71  																																							+-Applying beta-rule and splitting (2055), into two cases.
% 64.75/29.71  																																							|-Branch one:
% 64.75/29.71  																																							| (858) all_0_55_55 = e0
% 64.75/29.71  																																							|
% 64.75/29.71  																																								| Equations (858) can reduce 81 to:
% 64.75/29.71  																																								| (363)  ~ (all_0_57_57 = e0)
% 64.75/29.71  																																								|
% 64.75/29.71  																																								| Simplifying 363 yields:
% 64.75/29.71  																																								| (364)  ~ (all_0_57_57 = e0)
% 64.75/29.71  																																								|
% 64.75/29.71  																																								| Equations (858) can reduce 3 to:
% 64.75/29.71  																																								| (490)  ~ (all_0_58_58 = e0)
% 64.75/29.71  																																								|
% 64.75/29.71  																																								| Simplifying 490 yields:
% 64.75/29.71  																																								| (491)  ~ (all_0_58_58 = e0)
% 64.75/29.71  																																								|
% 64.75/29.71  																																								| Equations (858) can reduce 632 to:
% 64.75/29.71  																																								| (435)  ~ (e1 = e0)
% 64.75/29.71  																																								|
% 64.75/29.71  																																								| Simplifying 435 yields:
% 64.75/29.71  																																								| (233)  ~ (e1 = e0)
% 64.75/29.71  																																								|
% 64.75/29.71  																																								+-Applying beta-rule and splitting (5471), into two cases.
% 64.75/29.71  																																								|-Branch one:
% 64.75/29.71  																																								| (1279) all_0_48_48 = e0
% 64.75/29.71  																																								|
% 64.75/29.71  																																									| Equations (1279) can reduce 114 to:
% 64.75/29.71  																																									| (678)  ~ (all_0_47_47 = e0)
% 64.75/29.71  																																									|
% 64.75/29.71  																																									| Equations (1279) can reduce 215 to:
% 64.75/29.71  																																									| (541)  ~ (e3 = e0)
% 64.75/29.71  																																									|
% 64.75/29.71  																																									| Simplifying 541 yields:
% 64.75/29.71  																																									| (80)  ~ (e3 = e0)
% 64.75/29.71  																																									|
% 64.75/29.71  																																									| From (1279) and (192) follows:
% 64.75/29.71  																																									| (14938) op(e2, e1) = e0
% 64.75/29.71  																																									|
% 64.75/29.71  																																									+-Applying beta-rule and splitting (434), into two cases.
% 64.75/29.71  																																									|-Branch one:
% 64.75/29.71  																																									| (615) all_0_48_48 = e1
% 64.75/29.71  																																									|
% 64.75/29.71  																																										| Combining equations (1279,615) yields a new equation:
% 64.75/29.71  																																										| (431) e1 = e0
% 64.75/29.71  																																										|
% 64.75/29.71  																																										| Equations (431) can reduce 233 to:
% 64.75/29.71  																																										| (266) $false
% 64.75/29.71  																																										|
% 64.75/29.71  																																										|-The branch is then unsatisfiable
% 64.75/29.71  																																									|-Branch two:
% 64.75/29.71  																																									| (619)  ~ (all_0_48_48 = e1)
% 64.75/29.71  																																									| (620) all_0_52_52 = e1 | all_0_57_57 = e1
% 64.75/29.71  																																									|
% 64.75/29.71  																																										+-Applying beta-rule and splitting (620), into two cases.
% 64.75/29.71  																																										|-Branch one:
% 64.75/29.71  																																										| (642) all_0_52_52 = e1
% 64.75/29.71  																																										|
% 64.75/29.71  																																											| Combining equations (352,642) yields a new equation:
% 64.75/29.71  																																											| (616) e2 = e1
% 64.75/29.71  																																											|
% 64.75/29.71  																																											| Simplifying 616 yields:
% 64.75/29.71  																																											| (617) e2 = e1
% 64.75/29.71  																																											|
% 64.75/29.71  																																											| Equations (617) can reduce 122 to:
% 64.75/29.71  																																											| (266) $false
% 64.75/29.71  																																											|
% 64.75/29.71  																																											|-The branch is then unsatisfiable
% 64.75/29.71  																																										|-Branch two:
% 64.75/29.71  																																										| (646)  ~ (all_0_52_52 = e1)
% 64.75/29.71  																																										| (647) all_0_57_57 = e1
% 64.75/29.71  																																										|
% 64.75/29.71  																																											| Equations (647) can reduce 148 to:
% 64.75/29.71  																																											| (879)  ~ (all_0_58_58 = e1)
% 64.75/29.71  																																											|
% 64.75/29.71  																																											| Simplifying 879 yields:
% 64.75/29.71  																																											| (880)  ~ (all_0_58_58 = e1)
% 64.75/29.71  																																											|
% 64.75/29.71  																																											| Equations (647) can reduce 344 to:
% 64.75/29.71  																																											| (604)  ~ (e2 = e1)
% 64.75/29.71  																																											|
% 64.75/29.71  																																											| Simplifying 604 yields:
% 64.75/29.71  																																											| (122)  ~ (e2 = e1)
% 64.75/29.71  																																											|
% 64.75/29.71  																																											+-Applying beta-rule and splitting (163), into two cases.
% 64.75/29.71  																																											|-Branch one:
% 64.75/29.71  																																											| (565) all_0_52_52 = e4
% 64.75/29.71  																																											|
% 64.75/29.71  																																												| Combining equations (565,352) yields a new equation:
% 64.75/29.71  																																												| (322) e4 = e2
% 64.75/29.71  																																												|
% 64.75/29.71  																																												| Simplifying 322 yields:
% 64.75/29.71  																																												| (323) e4 = e2
% 64.75/29.71  																																												|
% 64.75/29.71  																																												| Equations (323) can reduce 48 to:
% 64.75/29.71  																																												| (266) $false
% 64.75/29.71  																																												|
% 64.75/29.71  																																												|-The branch is then unsatisfiable
% 64.75/29.71  																																											|-Branch two:
% 64.75/29.71  																																											| (780)  ~ (all_0_52_52 = e4)
% 64.75/29.71  																																											| (781) (all_0_41_41 = e0 & all_0_58_58 = e3 &  ~ (all_0_44_44 = e3)) | (all_0_41_41 = e0 & all_0_58_58 = e3 &  ~ (all_0_55_55 = e0)) | (all_0_47_47 = e1 & all_0_52_52 = e2 &  ~ (all_0_48_48 = e2)) | (all_0_47_47 = e1 & all_0_52_52 = e2 &  ~ (all_0_51_51 = e1)) | (all_0_47_47 = e0 & all_0_58_58 = e2 &  ~ (all_0_49_49 = e2)) | (all_0_47_47 = e0 & all_0_58_58 = e2 &  ~ (all_0_56_56 = e0))
% 64.75/29.71  																																											|
% 64.75/29.71  																																												+-Applying beta-rule and splitting (781), into two cases.
% 64.75/29.71  																																												|-Branch one:
% 64.75/29.71  																																												| (789) (all_0_41_41 = e0 & all_0_58_58 = e3 &  ~ (all_0_44_44 = e3)) | (all_0_41_41 = e0 & all_0_58_58 = e3 &  ~ (all_0_55_55 = e0)) | (all_0_47_47 = e1 & all_0_52_52 = e2 &  ~ (all_0_48_48 = e2)) | (all_0_47_47 = e1 & all_0_52_52 = e2 &  ~ (all_0_51_51 = e1)) | (all_0_47_47 = e0 & all_0_58_58 = e2 &  ~ (all_0_49_49 = e2))
% 64.75/29.71  																																												|
% 64.75/29.71  																																													+-Applying beta-rule and splitting (789), into two cases.
% 64.75/29.71  																																													|-Branch one:
% 64.75/29.71  																																													| (790) (all_0_41_41 = e0 & all_0_58_58 = e3 &  ~ (all_0_44_44 = e3)) | (all_0_41_41 = e0 & all_0_58_58 = e3 &  ~ (all_0_55_55 = e0)) | (all_0_47_47 = e1 & all_0_52_52 = e2 &  ~ (all_0_48_48 = e2)) | (all_0_47_47 = e1 & all_0_52_52 = e2 &  ~ (all_0_51_51 = e1))
% 64.75/29.71  																																													|
% 64.75/29.71  																																														+-Applying beta-rule and splitting (790), into two cases.
% 64.75/29.71  																																														|-Branch one:
% 64.75/29.71  																																														| (791) (all_0_41_41 = e0 & all_0_58_58 = e3 &  ~ (all_0_44_44 = e3)) | (all_0_41_41 = e0 & all_0_58_58 = e3 &  ~ (all_0_55_55 = e0)) | (all_0_47_47 = e1 & all_0_52_52 = e2 &  ~ (all_0_48_48 = e2))
% 64.75/29.71  																																														|
% 64.75/29.71  																																															+-Applying beta-rule and splitting (791), into two cases.
% 64.75/29.71  																																															|-Branch one:
% 64.75/29.71  																																															| (792) (all_0_41_41 = e0 & all_0_58_58 = e3 &  ~ (all_0_44_44 = e3)) | (all_0_41_41 = e0 & all_0_58_58 = e3 &  ~ (all_0_55_55 = e0))
% 64.75/29.71  																																															|
% 64.75/29.71  																																																+-Applying beta-rule and splitting (792), into two cases.
% 64.75/29.71  																																																|-Branch one:
% 64.75/29.71  																																																| (793) all_0_41_41 = e0 & all_0_58_58 = e3 &  ~ (all_0_44_44 = e3)
% 64.75/29.71  																																																|
% 64.75/29.71  																																																	| Applying alpha-rule on (793) yields:
% 64.75/29.71  																																																	| (794) all_0_41_41 = e0
% 64.75/29.71  																																																	| (795) all_0_58_58 = e3
% 64.75/29.71  																																																	| (407)  ~ (all_0_44_44 = e3)
% 64.75/29.71  																																																	|
% 64.75/29.71  																																																	| Combining equations (794,403) yields a new equation:
% 64.75/29.71  																																																	| (676) e3 = e0
% 64.75/29.71  																																																	|
% 64.75/29.71  																																																	| Equations (676) can reduce 80 to:
% 64.75/29.71  																																																	| (266) $false
% 64.75/29.71  																																																	|
% 64.75/29.71  																																																	|-The branch is then unsatisfiable
% 64.75/29.71  																																																|-Branch two:
% 64.75/29.71  																																																| (800) all_0_41_41 = e0 & all_0_58_58 = e3 &  ~ (all_0_55_55 = e0)
% 64.75/29.71  																																																|
% 64.75/29.71  																																																	| Applying alpha-rule on (800) yields:
% 64.75/29.71  																																																	| (794) all_0_41_41 = e0
% 64.75/29.71  																																																	| (795) all_0_58_58 = e3
% 64.75/29.71  																																																	| (803)  ~ (all_0_55_55 = e0)
% 64.75/29.71  																																																	|
% 64.75/29.71  																																																	| Combining equations (794,403) yields a new equation:
% 64.75/29.71  																																																	| (676) e3 = e0
% 64.75/29.71  																																																	|
% 64.75/29.71  																																																	| Equations (676) can reduce 80 to:
% 64.75/29.71  																																																	| (266) $false
% 64.75/29.71  																																																	|
% 64.75/29.71  																																																	|-The branch is then unsatisfiable
% 64.75/29.71  																																															|-Branch two:
% 64.75/29.71  																																															| (807) all_0_47_47 = e1 & all_0_52_52 = e2 &  ~ (all_0_48_48 = e2)
% 64.75/29.71  																																															|
% 64.75/29.71  																																																| Applying alpha-rule on (807) yields:
% 64.75/29.71  																																																| (654) all_0_47_47 = e1
% 64.75/29.71  																																																| (352) all_0_52_52 = e2
% 64.75/29.71  																																																| (810)  ~ (all_0_48_48 = e2)
% 64.75/29.71  																																																|
% 64.75/29.71  																																																| Equations (654) can reduce 86 to:
% 64.75/29.72  																																																| (1419)  ~ (all_0_49_49 = e1)
% 64.75/29.72  																																																|
% 64.75/29.72  																																																| Simplifying 1419 yields:
% 64.75/29.72  																																																| (1064)  ~ (all_0_49_49 = e1)
% 64.75/29.72  																																																|
% 64.75/29.72  																																																| Equations (654) can reduce 224 to:
% 64.75/29.72  																																																| (463)  ~ (all_0_51_51 = e1)
% 64.75/29.72  																																																|
% 64.75/29.72  																																																| Simplifying 463 yields:
% 64.75/29.72  																																																| (464)  ~ (all_0_51_51 = e1)
% 64.75/29.72  																																																|
% 64.75/29.72  																																																| Equations (654) can reduce 91 to:
% 64.75/29.72  																																																| (465)  ~ (all_0_56_56 = e1)
% 64.75/29.72  																																																|
% 64.75/29.72  																																																| Simplifying 465 yields:
% 64.75/29.72  																																																| (466)  ~ (all_0_56_56 = e1)
% 64.75/29.72  																																																|
% 64.75/29.72  																																																| Equations (654) can reduce 1091 to:
% 64.75/29.72  																																																| (467)  ~ (e3 = e1)
% 64.75/29.72  																																																|
% 64.75/29.72  																																																| Simplifying 467 yields:
% 64.75/29.72  																																																| (213)  ~ (e3 = e1)
% 64.75/29.72  																																																|
% 64.75/29.72  																																																| From (654) and (23) follows:
% 64.75/29.72  																																																| (9478) op(e2, e2) = e1
% 64.75/29.72  																																																|
% 64.75/29.72  																																																+-Applying beta-rule and splitting (54), into two cases.
% 64.75/29.72  																																																|-Branch one:
% 64.75/29.72  																																																| (583) all_0_49_49 = e2
% 64.75/29.72  																																																|
% 64.75/29.72  																																																	| Equations (583) can reduce 200 to:
% 64.75/29.72  																																																	| (296)  ~ (all_0_40_40 = e2)
% 64.75/29.72  																																																	|
% 64.75/29.72  																																																	| Equations (583) can reduce 119 to:
% 64.75/29.72  																																																	| (1186)  ~ (all_0_58_58 = e2)
% 64.75/29.72  																																																	|
% 64.75/29.72  																																																	| Simplifying 1186 yields:
% 64.75/29.72  																																																	| (908)  ~ (all_0_58_58 = e2)
% 64.75/29.72  																																																	|
% 64.75/29.72  																																																	| Equations (583) can reduce 525 to:
% 64.75/29.72  																																																	| (626)  ~ (e3 = e2)
% 64.75/29.72  																																																	|
% 64.75/29.72  																																																	| Simplifying 626 yields:
% 64.75/29.72  																																																	| (212)  ~ (e3 = e2)
% 64.75/29.72  																																																	|
% 64.75/29.72  																																																	| Equations (583) can reduce 1064 to:
% 64.75/29.72  																																																	| (122)  ~ (e2 = e1)
% 64.75/29.72  																																																	|
% 64.75/29.72  																																																	+-Applying beta-rule and splitting (108), into two cases.
% 64.75/29.72  																																																	|-Branch one:
% 64.75/29.72  																																																	| (624) all_0_58_58 = e2
% 64.75/29.72  																																																	|
% 64.75/29.72  																																																		| Equations (624) can reduce 908 to:
% 64.75/29.72  																																																		| (266) $false
% 64.75/29.72  																																																		|
% 64.75/29.72  																																																		|-The branch is then unsatisfiable
% 64.75/29.72  																																																	|-Branch two:
% 64.75/29.72  																																																	| (908)  ~ (all_0_58_58 = e2)
% 64.75/29.72  																																																	| (909) all_0_58_58 = e4 | all_0_58_58 = e3 | all_0_58_58 = e1 | all_0_58_58 = e0
% 64.75/29.72  																																																	|
% 64.75/29.72  																																																		+-Applying beta-rule and splitting (389), into two cases.
% 64.75/29.72  																																																		|-Branch one:
% 64.75/29.72  																																																		| (833) all_0_56_56 = e2
% 64.75/29.72  																																																		|
% 64.75/29.72  																																																			| Equations (833) can reduce 466 to:
% 64.75/29.72  																																																			| (122)  ~ (e2 = e1)
% 64.75/29.72  																																																			|
% 64.75/29.72  																																																			| From (833) and (111) follows:
% 64.75/29.72  																																																			| (1508) op(e0, e2) = e2
% 64.75/29.72  																																																			|
% 64.75/29.72  																																																			+-Applying beta-rule and splitting (112), into two cases.
% 64.75/29.72  																																																			|-Branch one:
% 64.75/29.72  																																																			| (635) all_0_44_44 = e1
% 64.75/29.72  																																																			|
% 64.75/29.72  																																																				| Equations (635) can reduce 143 to:
% 64.75/29.72  																																																				| (132)  ~ (all_0_40_40 = e1)
% 64.75/29.72  																																																				|
% 64.75/29.72  																																																				| Equations (635) can reduce 73 to:
% 64.75/29.72  																																																				| (1380)  ~ (all_0_42_42 = e1)
% 64.75/29.72  																																																				|
% 64.75/29.72  																																																				| From (635) and (138) follows:
% 64.75/29.72  																																																				| (1423) op(e3, e0) = e1
% 64.75/29.72  																																																				|
% 64.75/29.72  																																																				+-Applying beta-rule and splitting (1969), into two cases.
% 64.75/29.72  																																																				|-Branch one:
% 64.75/29.72  																																																				| (559) all_0_42_42 = e0
% 64.75/29.72  																																																				|
% 64.75/29.72  																																																					| Equations (559) can reduce 145 to:
% 64.75/29.72  																																																					| (484)  ~ (all_0_39_39 = e0)
% 64.75/29.72  																																																					|
% 64.75/29.72  																																																					| Equations (559) can reduce 405 to:
% 64.75/29.72  																																																					| (541)  ~ (e3 = e0)
% 64.75/29.72  																																																					|
% 64.75/29.72  																																																					| Simplifying 541 yields:
% 64.75/29.72  																																																					| (80)  ~ (e3 = e0)
% 64.75/29.72  																																																					|
% 64.75/29.72  																																																					| From (559) and (210) follows:
% 64.75/29.72  																																																					| (20848) op(e3, e2) = e0
% 64.75/29.72  																																																					|
% 64.75/29.72  																																																					+-Applying beta-rule and splitting (62553), into two cases.
% 64.75/29.72  																																																					|-Branch one:
% 64.75/29.72  																																																					| (2336) all_0_55_55 = e3
% 64.75/29.72  																																																					|
% 64.75/29.72  																																																						| Combining equations (2336,858) yields a new equation:
% 64.75/29.72  																																																						| (675) e3 = e0
% 64.75/29.72  																																																						|
% 64.75/29.72  																																																						| Simplifying 675 yields:
% 64.75/29.72  																																																						| (676) e3 = e0
% 64.75/29.72  																																																						|
% 64.75/29.72  																																																						| Equations (676) can reduce 80 to:
% 64.75/29.72  																																																						| (266) $false
% 64.75/29.72  																																																						|
% 64.75/29.72  																																																						|-The branch is then unsatisfiable
% 64.75/29.72  																																																					|-Branch two:
% 64.75/29.72  																																																					| (270)  ~ (all_0_55_55 = e3)
% 64.75/29.72  																																																					| (62557) all_0_56_56 = e3 | all_0_58_58 = e3
% 64.75/29.72  																																																					|
% 64.75/29.72  																																																						+-Applying beta-rule and splitting (75), into two cases.
% 64.75/29.72  																																																						|-Branch one:
% 64.75/29.72  																																																						| (485) all_0_40_40 = e0
% 64.75/29.72  																																																						|
% 64.75/29.72  																																																							| Equations (485) can reduce 176 to:
% 64.75/29.72  																																																							| (484)  ~ (all_0_39_39 = e0)
% 64.75/29.72  																																																							|
% 64.75/29.72  																																																							| Equations (485) can reduce 132 to:
% 64.75/29.72  																																																							| (435)  ~ (e1 = e0)
% 64.75/29.72  																																																							|
% 64.75/29.72  																																																							| Simplifying 435 yields:
% 64.75/29.72  																																																							| (233)  ~ (e1 = e0)
% 64.75/29.72  																																																							|
% 64.75/29.72  																																																							+-Applying beta-rule and splitting (62557), into two cases.
% 64.75/29.72  																																																							|-Branch one:
% 64.75/29.72  																																																							| (1097) all_0_56_56 = e3
% 64.75/29.72  																																																							|
% 64.75/29.72  																																																								| Combining equations (833,1097) yields a new equation:
% 64.75/29.72  																																																								| (662) e3 = e2
% 64.75/29.72  																																																								|
% 64.75/29.72  																																																								| Equations (662) can reduce 212 to:
% 64.75/29.72  																																																								| (266) $false
% 64.75/29.72  																																																								|
% 64.75/29.72  																																																								|-The branch is then unsatisfiable
% 64.75/29.72  																																																							|-Branch two:
% 64.75/29.72  																																																							| (272)  ~ (all_0_56_56 = e3)
% 64.75/29.72  																																																							| (795) all_0_58_58 = e3
% 64.75/29.72  																																																							|
% 64.75/29.72  																																																								| From (795) and (245) follows:
% 64.75/29.72  																																																								| (60701) op(e0, e0) = e3
% 64.75/29.72  																																																								|
% 64.75/29.72  																																																								+-Applying beta-rule and splitting (164), into two cases.
% 64.75/29.72  																																																								|-Branch one:
% 64.75/29.72  																																																								| (471) all_0_39_39 = e4
% 64.75/29.72  																																																								|
% 64.75/29.72  																																																									| Equations (471) can reduce 139 to:
% 64.75/29.72  																																																									| (474)  ~ (all_0_51_51 = e4)
% 64.75/29.72  																																																									|
% 64.75/29.72  																																																									| Simplifying 474 yields:
% 64.75/29.72  																																																									| (475)  ~ (all_0_51_51 = e4)
% 64.75/29.72  																																																									|
% 64.75/29.72  																																																									| From (471) and (14) follows:
% 64.75/29.72  																																																									| (4284) op(e4, e2) = e4
% 64.75/29.72  																																																									|
% 64.75/29.72  																																																									+-Applying beta-rule and splitting (1100), into two cases.
% 64.75/29.72  																																																									|-Branch one:
% 64.75/29.72  																																																									| (1101) all_0_51_51 = e4
% 64.75/29.72  																																																									|
% 64.75/29.72  																																																										| Equations (1101) can reduce 475 to:
% 64.75/29.72  																																																										| (266) $false
% 64.75/29.72  																																																										|
% 64.75/29.72  																																																										|-The branch is then unsatisfiable
% 64.75/29.72  																																																									|-Branch two:
% 64.75/29.72  																																																									| (475)  ~ (all_0_51_51 = e4)
% 64.75/29.72  																																																									| (1104) all_0_51_51 = e3 | all_0_51_51 = e1
% 64.75/29.72  																																																									|
% 64.75/29.72  																																																										+-Applying beta-rule and splitting (1104), into two cases.
% 64.75/29.72  																																																										|-Branch one:
% 64.75/29.72  																																																										| (1109) all_0_51_51 = e1
% 64.75/29.72  																																																										|
% 64.75/29.72  																																																											| Equations (1109) can reduce 464 to:
% 64.75/29.72  																																																											| (266) $false
% 64.75/29.72  																																																											|
% 64.75/29.72  																																																											|-The branch is then unsatisfiable
% 64.75/29.72  																																																										|-Branch two:
% 64.75/29.72  																																																										| (464)  ~ (all_0_51_51 = e1)
% 64.75/29.72  																																																										| (660) all_0_51_51 = e3
% 64.75/29.72  																																																										|
% 64.75/29.72  																																																											| From (660) and (186) follows:
% 64.75/29.72  																																																											| (1552) op(e1, e2) = e3
% 64.75/29.72  																																																											|
% 64.75/29.72  																																																											+-Applying beta-rule and splitting (56), into two cases.
% 64.75/29.72  																																																											|-Branch one:
% 64.75/29.72  																																																											| (696) unit = e2
% 64.75/29.72  																																																											|
% 64.75/29.72  																																																												| From (696) and (32) follows:
% 64.75/29.72  																																																												| (698) op(e2, e2) = e2
% 64.75/29.72  																																																												|
% 64.75/29.72  																																																												| From (696) and (42) follows:
% 64.75/29.72  																																																												| (1613) op(e0, e2) = e0
% 64.75/29.72  																																																												|
% 64.75/29.72  																																																												| Instantiating formula (29) with e2, e2, e2, e1 and discharging atoms op(e2, e2) = e2, op(e2, e2) = e1, yields:
% 64.75/29.72  																																																												| (617) e2 = e1
% 64.75/29.72  																																																												|
% 64.75/29.72  																																																												| Instantiating formula (29) with e0, e2, e0, e2 and discharging atoms op(e0, e2) = e2, op(e0, e2) = e0, yields:
% 64.75/29.72  																																																												| (330) e2 = e0
% 64.75/29.72  																																																												|
% 64.75/29.72  																																																												| Combining equations (617,330) yields a new equation:
% 64.75/29.72  																																																												| (546) e1 = e0
% 64.75/29.72  																																																												|
% 64.75/29.72  																																																												| Simplifying 546 yields:
% 64.75/29.72  																																																												| (431) e1 = e0
% 64.75/29.72  																																																												|
% 64.75/29.72  																																																												| Equations (431) can reduce 233 to:
% 64.75/29.72  																																																												| (266) $false
% 64.75/29.72  																																																												|
% 64.75/29.72  																																																												|-The branch is then unsatisfiable
% 64.75/29.72  																																																											|-Branch two:
% 64.75/29.72  																																																											| (707)  ~ (unit = e2)
% 64.75/29.72  																																																											| (708) unit = e4 | unit = e3 | unit = e1 | unit = e0
% 64.75/29.72  																																																											|
% 64.75/29.72  																																																												+-Applying beta-rule and splitting (708), into two cases.
% 64.75/29.72  																																																												|-Branch one:
% 64.75/29.72  																																																												| (709) unit = e4
% 64.75/29.72  																																																												|
% 64.75/29.72  																																																													| From (709) and (15) follows:
% 64.75/29.73  																																																													| (22188) op(e4, e2) = e2
% 64.75/29.73  																																																													|
% 64.75/29.73  																																																													| From (709) and (211) follows:
% 64.75/29.73  																																																													| (22527) op(e4, e1) = e1
% 64.75/29.73  																																																													|
% 64.75/29.73  																																																													| From (709) and (32) follows:
% 64.75/29.73  																																																													| (712) op(e2, e4) = e2
% 64.75/29.73  																																																													|
% 64.75/29.73  																																																													| From (709) and (42) follows:
% 64.75/29.73  																																																													| (713) op(e0, e4) = e0
% 64.75/29.73  																																																													|
% 64.75/29.73  																																																													| Instantiating formula (29) with e4, e2, e2, e4 and discharging atoms op(e4, e2) = e4, op(e4, e2) = e2, yields:
% 64.75/29.73  																																																													| (323) e4 = e2
% 64.75/29.73  																																																													|
% 64.75/29.73  																																																													| Instantiating formula (29) with e4, e1, e1, e3 and discharging atoms op(e4, e1) = e3, op(e4, e1) = e1, yields:
% 64.75/29.73  																																																													| (455) e3 = e1
% 64.75/29.73  																																																													|
% 64.75/29.73  																																																													| Instantiating formula (29) with e2, e4, e2, e3 and discharging atoms op(e2, e4) = e3, op(e2, e4) = e2, yields:
% 64.75/29.73  																																																													| (662) e3 = e2
% 64.75/29.73  																																																													|
% 64.75/29.73  																																																													| Instantiating formula (29) with e0, e4, e0, e4 and discharging atoms op(e0, e4) = e4, op(e0, e4) = e0, yields:
% 64.75/29.73  																																																													| (397) e4 = e0
% 64.75/29.73  																																																													|
% 64.75/29.73  																																																													| Combining equations (323,397) yields a new equation:
% 64.75/29.73  																																																													| (391) e2 = e0
% 64.75/29.73  																																																													|
% 64.75/29.73  																																																													| Simplifying 391 yields:
% 64.75/29.73  																																																													| (330) e2 = e0
% 64.75/29.73  																																																													|
% 64.75/29.73  																																																													| Combining equations (455,662) yields a new equation:
% 64.75/29.73  																																																													| (617) e2 = e1
% 64.75/29.73  																																																													|
% 64.75/29.73  																																																													| Combining equations (617,330) yields a new equation:
% 64.75/29.73  																																																													| (546) e1 = e0
% 64.75/29.73  																																																													|
% 64.75/29.73  																																																													| Simplifying 546 yields:
% 64.75/29.73  																																																													| (431) e1 = e0
% 64.75/29.73  																																																													|
% 64.75/29.73  																																																													| Equations (431) can reduce 233 to:
% 64.75/29.73  																																																													| (266) $false
% 64.75/29.73  																																																													|
% 64.75/29.73  																																																													|-The branch is then unsatisfiable
% 64.75/29.73  																																																												|-Branch two:
% 64.75/29.73  																																																												| (724)  ~ (unit = e4)
% 64.75/29.73  																																																												| (725) unit = e3 | unit = e1 | unit = e0
% 64.75/29.73  																																																												|
% 64.75/29.73  																																																													+-Applying beta-rule and splitting (725), into two cases.
% 64.75/29.73  																																																													|-Branch one:
% 64.75/29.73  																																																													| (726) unit = e0
% 64.75/29.73  																																																													|
% 64.75/29.73  																																																														| From (726) and (40) follows:
% 64.75/29.73  																																																														| (1639) op(e3, e0) = e3
% 64.75/29.73  																																																														|
% 64.75/29.73  																																																														| From (726) and (42) follows:
% 64.75/29.73  																																																														| (728) op(e0, e0) = e0
% 64.75/29.73  																																																														|
% 64.75/29.73  																																																														| Instantiating formula (29) with e3, e0, e3, e1 and discharging atoms op(e3, e0) = e3, op(e3, e0) = e1, yields:
% 64.75/29.73  																																																														| (455) e3 = e1
% 64.75/29.73  																																																														|
% 64.75/29.73  																																																														| Instantiating formula (29) with e0, e0, e0, e3 and discharging atoms op(e0, e0) = e3, op(e0, e0) = e0, yields:
% 64.75/29.73  																																																														| (676) e3 = e0
% 64.75/29.73  																																																														|
% 64.75/29.73  																																																														| Combining equations (455,676) yields a new equation:
% 64.75/29.73  																																																														| (546) e1 = e0
% 64.75/29.73  																																																														|
% 64.75/29.73  																																																														| Simplifying 546 yields:
% 64.75/29.73  																																																														| (431) e1 = e0
% 64.75/29.73  																																																														|
% 64.75/29.73  																																																														| Equations (431) can reduce 233 to:
% 64.75/29.73  																																																														| (266) $false
% 64.75/29.73  																																																														|
% 64.75/29.73  																																																														|-The branch is then unsatisfiable
% 64.75/29.73  																																																													|-Branch two:
% 64.75/29.73  																																																													| (734)  ~ (unit = e0)
% 64.75/29.73  																																																													| (735) unit = e3 | unit = e1
% 64.75/29.73  																																																													|
% 64.75/29.73  																																																														+-Applying beta-rule and splitting (735), into two cases.
% 64.75/29.73  																																																														|-Branch one:
% 64.75/29.73  																																																														| (736) unit = e1
% 64.75/29.73  																																																														|
% 64.75/29.73  																																																															| Equations (736) can reduce 734 to:
% 64.75/29.73  																																																															| (233)  ~ (e1 = e0)
% 64.75/29.73  																																																															|
% 64.75/29.73  																																																															| From (736) and (24) follows:
% 64.75/29.73  																																																															| (1934) op(e1, e3) = e3
% 64.75/29.73  																																																															|
% 64.75/29.73  																																																															| From (736) and (15) follows:
% 64.75/29.73  																																																															| (515) op(e1, e2) = e2
% 64.75/29.73  																																																															|
% 64.75/29.73  																																																															| From (736) and (32) follows:
% 64.75/29.73  																																																															| (347) op(e2, e1) = e2
% 64.75/29.73  																																																															|
% 64.75/29.73  																																																															| Instantiating formula (29) with e2, e1, e2, e0 and discharging atoms op(e2, e1) = e2, op(e2, e1) = e0, yields:
% 64.75/29.73  																																																															| (330) e2 = e0
% 64.75/29.73  																																																															|
% 64.75/29.73  																																																															| Instantiating formula (29) with e1, e3, e3, e1 and discharging atoms op(e1, e3) = e3, op(e1, e3) = e1, yields:
% 64.75/29.73  																																																															| (455) e3 = e1
% 64.75/29.73  																																																															|
% 64.75/29.73  																																																															| Instantiating formula (29) with e1, e2, e2, e3 and discharging atoms op(e1, e2) = e3, op(e1, e2) = e2, yields:
% 64.75/29.73  																																																															| (662) e3 = e2
% 64.75/29.73  																																																															|
% 64.75/29.73  																																																															| Combining equations (662,455) yields a new equation:
% 64.75/29.73  																																																															| (616) e2 = e1
% 64.75/29.73  																																																															|
% 64.75/29.73  																																																															| Simplifying 616 yields:
% 64.75/29.73  																																																															| (617) e2 = e1
% 64.75/29.73  																																																															|
% 64.75/29.73  																																																															| Combining equations (330,617) yields a new equation:
% 64.75/29.73  																																																															| (431) e1 = e0
% 64.75/29.73  																																																															|
% 64.75/29.73  																																																															| Equations (431) can reduce 233 to:
% 64.75/29.73  																																																															| (266) $false
% 64.75/29.73  																																																															|
% 64.75/29.73  																																																															|-The branch is then unsatisfiable
% 64.75/29.73  																																																														|-Branch two:
% 64.75/29.73  																																																														| (748)  ~ (unit = e1)
% 64.75/29.73  																																																														| (749) unit = e3
% 64.75/29.73  																																																														|
% 64.75/29.73  																																																															| From (749) and (15) follows:
% 64.75/29.73  																																																															| (751) op(e3, e2) = e2
% 64.75/29.73  																																																															|
% 64.75/29.73  																																																															| From (749) and (211) follows:
% 64.75/29.73  																																																															| (13877) op(e3, e1) = e1
% 64.75/29.73  																																																															|
% 64.75/29.73  																																																															| From (749) and (32) follows:
% 64.75/29.73  																																																															| (5793) op(e2, e3) = e2
% 64.75/29.73  																																																															|
% 64.75/29.73  																																																															| Instantiating formula (29) with e3, e2, e2, e0 and discharging atoms op(e3, e2) = e2, op(e3, e2) = e0, yields:
% 64.75/29.73  																																																															| (330) e2 = e0
% 64.75/29.73  																																																															|
% 64.75/29.73  																																																															| Instantiating formula (29) with e3, e1, e1, e4 and discharging atoms op(e3, e1) = e4, op(e3, e1) = e1, yields:
% 64.75/29.73  																																																															| (630) e4 = e1
% 64.75/29.73  																																																															|
% 64.75/29.73  																																																															| Instantiating formula (29) with e2, e3, e2, e4 and discharging atoms op(e2, e3) = e4, op(e2, e3) = e2, yields:
% 64.75/29.73  																																																															| (323) e4 = e2
% 64.75/29.73  																																																															|
% 64.75/29.73  																																																															| Combining equations (630,323) yields a new equation:
% 64.75/29.73  																																																															| (617) e2 = e1
% 64.75/29.73  																																																															|
% 64.75/29.73  																																																															| Combining equations (617,330) yields a new equation:
% 64.75/29.73  																																																															| (546) e1 = e0
% 64.75/29.73  																																																															|
% 64.75/29.73  																																																															| Simplifying 546 yields:
% 64.75/29.73  																																																															| (431) e1 = e0
% 64.75/29.73  																																																															|
% 64.75/29.73  																																																															| Equations (431) can reduce 233 to:
% 64.75/29.73  																																																															| (266) $false
% 64.75/29.73  																																																															|
% 64.75/29.73  																																																															|-The branch is then unsatisfiable
% 64.75/29.73  																																																								|-Branch two:
% 64.75/29.73  																																																								| (1377)  ~ (all_0_39_39 = e4)
% 64.75/29.73  																																																								| (2115) all_0_42_42 = e4 | all_0_47_47 = e4 | all_0_51_51 = e4 | all_0_56_56 = e4
% 64.75/29.73  																																																								|
% 64.75/29.73  																																																									+-Applying beta-rule and splitting (320), into two cases.
% 64.75/29.73  																																																									|-Branch one:
% 64.75/29.73  																																																									| (471) all_0_39_39 = e4
% 64.75/29.73  																																																									|
% 64.75/29.73  																																																										| Equations (471) can reduce 1377 to:
% 64.75/29.73  																																																										| (266) $false
% 64.75/29.73  																																																										|
% 64.75/29.73  																																																										|-The branch is then unsatisfiable
% 64.75/29.73  																																																									|-Branch two:
% 64.75/29.73  																																																									| (1377)  ~ (all_0_39_39 = e4)
% 64.75/29.73  																																																									| (480) all_0_39_39 = e0
% 64.75/29.73  																																																									|
% 64.75/29.73  																																																										| Equations (480) can reduce 484 to:
% 64.75/29.73  																																																										| (266) $false
% 64.75/29.73  																																																										|
% 64.75/29.73  																																																										|-The branch is then unsatisfiable
% 64.75/29.73  																																																						|-Branch two:
% 64.75/29.73  																																																						| (1401)  ~ (all_0_40_40 = e0)
% 64.75/29.73  																																																						| (1748) all_0_44_44 = e0 | all_0_49_49 = e0 | all_0_58_58 = e0
% 64.75/29.73  																																																						|
% 64.75/29.73  																																																							+-Applying beta-rule and splitting (316), into two cases.
% 64.75/29.73  																																																							|-Branch one:
% 64.75/29.73  																																																							| (1378) all_0_40_40 = e4
% 64.75/29.73  																																																							|
% 64.75/29.73  																																																								| Equations (1378) can reduce 162 to:
% 64.75/29.73  																																																								| (1452)  ~ (all_0_53_53 = e4)
% 64.75/29.73  																																																								|
% 64.75/29.73  																																																								| Simplifying 1452 yields:
% 64.75/29.73  																																																								| (1453)  ~ (all_0_53_53 = e4)
% 64.75/29.73  																																																								|
% 64.75/29.73  																																																								| Equations (1378) can reduce 296 to:
% 64.75/29.73  																																																								| (48)  ~ (e4 = e2)
% 64.75/29.73  																																																								|
% 64.75/29.73  																																																								+-Applying beta-rule and splitting (1071), into two cases.
% 64.75/29.73  																																																								|-Branch one:
% 64.75/29.73  																																																								| (1101) all_0_51_51 = e4
% 64.75/29.73  																																																								|
% 64.75/29.73  																																																									| Equations (1101) can reduce 139 to:
% 64.75/29.73  																																																									| (1377)  ~ (all_0_39_39 = e4)
% 64.75/29.73  																																																									|
% 64.75/29.73  																																																									+-Applying beta-rule and splitting (320), into two cases.
% 64.75/29.73  																																																									|-Branch one:
% 64.75/29.73  																																																									| (471) all_0_39_39 = e4
% 64.75/29.73  																																																									|
% 64.75/29.73  																																																										| Equations (471) can reduce 1377 to:
% 64.75/29.73  																																																										| (266) $false
% 64.75/29.73  																																																										|
% 64.75/29.73  																																																										|-The branch is then unsatisfiable
% 64.75/29.73  																																																									|-Branch two:
% 64.75/29.73  																																																									| (1377)  ~ (all_0_39_39 = e4)
% 64.75/29.73  																																																									| (480) all_0_39_39 = e0
% 64.75/29.73  																																																									|
% 64.75/29.73  																																																										| Equations (480) can reduce 484 to:
% 64.75/29.73  																																																										| (266) $false
% 64.75/29.73  																																																										|
% 64.75/29.73  																																																										|-The branch is then unsatisfiable
% 64.75/29.73  																																																								|-Branch two:
% 64.75/29.73  																																																								| (475)  ~ (all_0_51_51 = e4)
% 64.75/29.73  																																																								| (1294) all_0_52_52 = e4 | all_0_53_53 = e4
% 64.75/29.73  																																																								|
% 64.75/29.73  																																																									+-Applying beta-rule and splitting (1294), into two cases.
% 64.75/29.73  																																																									|-Branch one:
% 64.75/29.73  																																																									| (565) all_0_52_52 = e4
% 64.75/29.73  																																																									|
% 64.75/29.73  																																																										| Combining equations (352,565) yields a new equation:
% 64.75/29.73  																																																										| (323) e4 = e2
% 64.75/29.73  																																																										|
% 64.75/29.73  																																																										| Equations (323) can reduce 48 to:
% 64.75/29.73  																																																										| (266) $false
% 64.75/29.73  																																																										|
% 64.75/29.73  																																																										|-The branch is then unsatisfiable
% 64.75/29.73  																																																									|-Branch two:
% 64.75/29.73  																																																									| (780)  ~ (all_0_52_52 = e4)
% 64.75/29.73  																																																									| (1298) all_0_53_53 = e4
% 64.75/29.73  																																																									|
% 64.75/29.73  																																																										| Equations (1298) can reduce 1453 to:
% 64.75/29.73  																																																										| (266) $false
% 64.75/29.73  																																																										|
% 64.75/29.73  																																																										|-The branch is then unsatisfiable
% 64.75/29.73  																																																							|-Branch two:
% 64.75/29.73  																																																							| (447)  ~ (all_0_40_40 = e4)
% 64.75/29.73  																																																							| (485) all_0_40_40 = e0
% 64.75/29.73  																																																							|
% 64.75/29.73  																																																								| Equations (485) can reduce 1401 to:
% 64.75/29.73  																																																								| (266) $false
% 64.75/29.73  																																																								|
% 64.75/29.73  																																																								|-The branch is then unsatisfiable
% 64.75/29.73  																																																				|-Branch two:
% 64.75/29.73  																																																				| (358)  ~ (all_0_42_42 = e0)
% 64.75/29.73  																																																				| (2510) all_0_42_42 = e3 | all_0_42_42 = e1
% 64.75/29.73  																																																				|
% 64.75/29.73  																																																					+-Applying beta-rule and splitting (2510), into two cases.
% 64.75/29.73  																																																					|-Branch one:
% 64.75/29.73  																																																					| (459) all_0_42_42 = e1
% 64.75/29.73  																																																					|
% 64.75/29.73  																																																						| Equations (459) can reduce 1380 to:
% 64.75/29.73  																																																						| (266) $false
% 64.75/29.73  																																																						|
% 64.75/29.73  																																																						|-The branch is then unsatisfiable
% 64.75/29.73  																																																					|-Branch two:
% 64.75/29.73  																																																					| (1380)  ~ (all_0_42_42 = e1)
% 64.75/29.73  																																																					| (516) all_0_42_42 = e3
% 64.75/29.73  																																																					|
% 64.75/29.73  																																																						| Equations (516) can reduce 405 to:
% 64.75/29.73  																																																						| (266) $false
% 64.75/29.73  																																																						|
% 64.75/29.73  																																																						|-The branch is then unsatisfiable
% 64.75/29.73  																																																			|-Branch two:
% 64.75/29.73  																																																			| (639)  ~ (all_0_44_44 = e1)
% 64.75/29.73  																																																			| (640) all_0_49_49 = e1 | all_0_53_53 = e1 | all_0_58_58 = e1
% 64.75/29.73  																																																			|
% 64.75/29.73  																																																				+-Applying beta-rule and splitting (909), into two cases.
% 64.75/29.73  																																																				|-Branch one:
% 64.75/29.73  																																																				| (910) all_0_58_58 = e4
% 64.75/29.73  																																																				|
% 64.75/29.73  																																																					| Equations (910) can reduce 451 to:
% 64.75/29.73  																																																					| (266) $false
% 64.75/29.73  																																																					|
% 64.75/29.73  																																																					|-The branch is then unsatisfiable
% 64.75/29.73  																																																				|-Branch two:
% 64.75/29.73  																																																				| (451)  ~ (all_0_58_58 = e4)
% 64.75/29.73  																																																				| (913) all_0_58_58 = e3 | all_0_58_58 = e1 | all_0_58_58 = e0
% 64.75/29.73  																																																				|
% 64.75/29.73  																																																					+-Applying beta-rule and splitting (913), into two cases.
% 64.75/29.73  																																																					|-Branch one:
% 64.75/29.73  																																																					| (914) all_0_58_58 = e0
% 64.75/29.73  																																																					|
% 64.75/29.73  																																																						| Equations (914) can reduce 491 to:
% 64.75/29.73  																																																						| (266) $false
% 64.75/29.73  																																																						|
% 64.75/29.73  																																																						|-The branch is then unsatisfiable
% 64.75/29.73  																																																					|-Branch two:
% 64.75/29.73  																																																					| (491)  ~ (all_0_58_58 = e0)
% 64.75/29.73  																																																					| (917) all_0_58_58 = e3 | all_0_58_58 = e1
% 64.75/29.73  																																																					|
% 64.75/29.73  																																																						+-Applying beta-rule and splitting (640), into two cases.
% 64.75/29.73  																																																						|-Branch one:
% 64.75/29.73  																																																						| (671) all_0_49_49 = e1
% 64.75/29.73  																																																						|
% 64.75/29.73  																																																							| Combining equations (583,671) yields a new equation:
% 64.75/29.73  																																																							| (616) e2 = e1
% 64.75/29.73  																																																							|
% 64.75/29.73  																																																							| Simplifying 616 yields:
% 64.75/29.73  																																																							| (617) e2 = e1
% 64.75/29.73  																																																							|
% 64.75/29.73  																																																							| Equations (617) can reduce 122 to:
% 64.75/29.73  																																																							| (266) $false
% 64.75/29.73  																																																							|
% 64.75/29.73  																																																							|-The branch is then unsatisfiable
% 64.75/29.73  																																																						|-Branch two:
% 64.75/29.73  																																																						| (1064)  ~ (all_0_49_49 = e1)
% 64.75/29.73  																																																						| (2141) all_0_53_53 = e1 | all_0_58_58 = e1
% 64.75/29.73  																																																						|
% 64.75/29.73  																																																							+-Applying beta-rule and splitting (917), into two cases.
% 64.75/29.73  																																																							|-Branch one:
% 64.75/29.73  																																																							| (918) all_0_58_58 = e1
% 64.75/29.73  																																																							|
% 64.75/29.73  																																																								| Equations (918) can reduce 880 to:
% 64.75/29.73  																																																								| (266) $false
% 64.75/29.73  																																																								|
% 64.75/29.73  																																																								|-The branch is then unsatisfiable
% 64.75/29.73  																																																							|-Branch two:
% 64.75/29.73  																																																							| (880)  ~ (all_0_58_58 = e1)
% 64.75/29.73  																																																							| (795) all_0_58_58 = e3
% 64.75/29.73  																																																							|
% 64.75/29.73  																																																								| Equations (795) can reduce 10 to:
% 64.75/29.73  																																																								| (903)  ~ (all_0_53_53 = e3)
% 64.75/29.73  																																																								|
% 64.75/29.73  																																																								+-Applying beta-rule and splitting (418), into two cases.
% 64.75/29.73  																																																								|-Branch one:
% 64.75/29.73  																																																								| (660) all_0_51_51 = e3
% 64.75/29.73  																																																								|
% 64.75/29.73  																																																									| Equations (660) can reduce 464 to:
% 64.75/29.73  																																																									| (213)  ~ (e3 = e1)
% 64.75/29.73  																																																									|
% 64.75/29.73  																																																									+-Applying beta-rule and splitting (2141), into two cases.
% 64.75/29.73  																																																									|-Branch one:
% 64.75/29.73  																																																									| (1208) all_0_53_53 = e1
% 64.75/29.73  																																																									|
% 64.75/29.73  																																																										| Equations (1208) can reduce 1459 to:
% 64.75/29.73  																																																										| (266) $false
% 64.75/29.73  																																																										|
% 64.75/29.73  																																																										|-The branch is then unsatisfiable
% 64.75/29.73  																																																									|-Branch two:
% 64.75/29.73  																																																									| (1459)  ~ (all_0_53_53 = e1)
% 64.75/29.73  																																																									| (918) all_0_58_58 = e1
% 64.75/29.73  																																																									|
% 64.75/29.73  																																																										| Combining equations (918,795) yields a new equation:
% 64.75/29.73  																																																										| (455) e3 = e1
% 64.75/29.73  																																																										|
% 64.75/29.73  																																																										| Equations (455) can reduce 213 to:
% 64.75/29.73  																																																										| (266) $false
% 64.75/29.73  																																																										|
% 64.75/29.73  																																																										|-The branch is then unsatisfiable
% 64.75/29.73  																																																								|-Branch two:
% 64.75/29.73  																																																								| (664)  ~ (all_0_51_51 = e3)
% 64.75/29.73  																																																								| (665) all_0_53_53 = e3
% 64.75/29.73  																																																								|
% 64.75/29.73  																																																									| Equations (665) can reduce 903 to:
% 64.75/29.73  																																																									| (266) $false
% 64.75/29.73  																																																									|
% 64.75/29.73  																																																									|-The branch is then unsatisfiable
% 64.75/29.73  																																																		|-Branch two:
% 64.75/29.73  																																																		| (511)  ~ (all_0_56_56 = e2)
% 64.75/29.73  																																																		| (1709) all_0_57_57 = e2 | all_0_58_58 = e2
% 64.75/29.73  																																																		|
% 64.75/29.73  																																																			+-Applying beta-rule and splitting (385), into two cases.
% 64.75/29.73  																																																			|-Branch one:
% 64.75/29.73  																																																			| (1105) all_0_47_47 = e2
% 64.75/29.73  																																																			|
% 64.75/29.73  																																																				| Combining equations (654,1105) yields a new equation:
% 64.75/29.73  																																																				| (617) e2 = e1
% 64.75/29.73  																																																				|
% 64.75/29.73  																																																				| Equations (617) can reduce 122 to:
% 64.75/29.73  																																																				| (266) $false
% 64.75/29.73  																																																				|
% 64.75/29.73  																																																				|-The branch is then unsatisfiable
% 64.75/29.73  																																																			|-Branch two:
% 64.75/29.73  																																																			| (338)  ~ (all_0_47_47 = e2)
% 64.75/29.73  																																																			| (1108) all_0_51_51 = e2 | all_0_56_56 = e2
% 64.75/29.73  																																																			|
% 64.75/29.73  																																																				| Equations (654) can reduce 338 to:
% 64.75/29.73  																																																				| (604)  ~ (e2 = e1)
% 64.75/29.73  																																																				|
% 64.75/29.73  																																																				| Simplifying 604 yields:
% 64.75/29.73  																																																				| (122)  ~ (e2 = e1)
% 64.75/29.73  																																																				|
% 64.75/29.73  																																																				+-Applying beta-rule and splitting (1709), into two cases.
% 64.75/29.73  																																																				|-Branch one:
% 64.75/29.73  																																																				| (442) all_0_57_57 = e2
% 64.75/29.73  																																																				|
% 64.75/29.73  																																																					| Combining equations (647,442) yields a new equation:
% 64.75/29.73  																																																					| (617) e2 = e1
% 64.75/29.73  																																																					|
% 64.75/29.73  																																																					| Equations (617) can reduce 122 to:
% 64.75/29.73  																																																					| (266) $false
% 64.75/29.73  																																																					|
% 64.75/29.73  																																																					|-The branch is then unsatisfiable
% 64.75/29.73  																																																				|-Branch two:
% 64.75/29.73  																																																				| (344)  ~ (all_0_57_57 = e2)
% 64.75/29.73  																																																				| (624) all_0_58_58 = e2
% 64.75/29.73  																																																				|
% 64.75/29.73  																																																					| Equations (624) can reduce 908 to:
% 64.75/29.73  																																																					| (266) $false
% 64.75/29.73  																																																					|
% 64.75/29.73  																																																					|-The branch is then unsatisfiable
% 64.75/29.73  																																																|-Branch two:
% 64.75/29.73  																																																| (340)  ~ (all_0_49_49 = e2)
% 64.75/29.73  																																																| (586) all_0_49_49 = e4 | all_0_49_49 = e3 | all_0_49_49 = e1 | all_0_49_49 = e0
% 64.75/29.73  																																																|
% 64.75/29.73  																																																	+-Applying beta-rule and splitting (10171), into two cases.
% 64.75/29.73  																																																	|-Branch one:
% 64.75/29.73  																																																	| (1105) all_0_47_47 = e2
% 64.75/29.73  																																																	|
% 64.75/29.73  																																																		| Combining equations (654,1105) yields a new equation:
% 64.75/29.73  																																																		| (617) e2 = e1
% 64.75/29.73  																																																		|
% 64.75/29.73  																																																		| Equations (617) can reduce 122 to:
% 64.75/29.73  																																																		| (266) $false
% 64.75/29.73  																																																		|
% 64.75/29.73  																																																		|-The branch is then unsatisfiable
% 64.75/29.73  																																																	|-Branch two:
% 64.75/29.73  																																																	| (338)  ~ (all_0_47_47 = e2)
% 64.75/29.73  																																																	| (10761) all_0_48_48 = e2 | all_0_49_49 = e2
% 64.75/29.73  																																																	|
% 64.75/29.74  																																																		| Equations (654) can reduce 338 to:
% 64.75/29.74  																																																		| (604)  ~ (e2 = e1)
% 64.75/29.74  																																																		|
% 64.75/29.74  																																																		| Simplifying 604 yields:
% 64.75/29.74  																																																		| (122)  ~ (e2 = e1)
% 64.75/29.74  																																																		|
% 64.75/29.74  																																																		+-Applying beta-rule and splitting (377), into two cases.
% 64.75/29.74  																																																		|-Branch one:
% 64.75/29.74  																																																		| (583) all_0_49_49 = e2
% 64.75/29.74  																																																		|
% 64.75/29.74  																																																			| Equations (583) can reduce 340 to:
% 64.75/29.74  																																																			| (266) $false
% 64.75/29.74  																																																			|
% 64.75/29.74  																																																			|-The branch is then unsatisfiable
% 64.75/29.74  																																																		|-Branch two:
% 64.75/29.74  																																																		| (340)  ~ (all_0_49_49 = e2)
% 64.75/29.74  																																																		| (614) all_0_53_53 = e2 | all_0_58_58 = e2
% 64.75/29.74  																																																		|
% 64.75/29.74  																																																			+-Applying beta-rule and splitting (385), into two cases.
% 64.75/29.74  																																																			|-Branch one:
% 64.75/29.74  																																																			| (1105) all_0_47_47 = e2
% 64.75/29.74  																																																			|
% 64.75/29.74  																																																				| Combining equations (654,1105) yields a new equation:
% 64.75/29.74  																																																				| (617) e2 = e1
% 64.75/29.74  																																																				|
% 64.75/29.74  																																																				| Equations (617) can reduce 122 to:
% 64.75/29.74  																																																				| (266) $false
% 64.75/29.74  																																																				|
% 64.75/29.74  																																																				|-The branch is then unsatisfiable
% 64.75/29.74  																																																			|-Branch two:
% 64.75/29.74  																																																			| (338)  ~ (all_0_47_47 = e2)
% 64.75/29.74  																																																			| (1108) all_0_51_51 = e2 | all_0_56_56 = e2
% 64.75/29.74  																																																			|
% 64.75/29.74  																																																				+-Applying beta-rule and splitting (1108), into two cases.
% 64.75/29.74  																																																				|-Branch one:
% 64.75/29.74  																																																				| (504) all_0_51_51 = e2
% 64.75/29.74  																																																				|
% 64.75/29.74  																																																					| Equations (504) can reduce 1099 to:
% 64.75/29.74  																																																					| (266) $false
% 64.75/29.74  																																																					|
% 64.75/29.74  																																																					|-The branch is then unsatisfiable
% 64.75/29.74  																																																				|-Branch two:
% 64.75/29.74  																																																				| (1099)  ~ (all_0_51_51 = e2)
% 64.75/29.74  																																																				| (833) all_0_56_56 = e2
% 64.75/29.74  																																																				|
% 64.75/29.74  																																																					| Equations (833) can reduce 44 to:
% 64.75/29.74  																																																					| (1186)  ~ (all_0_58_58 = e2)
% 64.75/29.74  																																																					|
% 64.75/29.74  																																																					| Simplifying 1186 yields:
% 64.75/29.74  																																																					| (908)  ~ (all_0_58_58 = e2)
% 64.75/29.74  																																																					|
% 64.75/29.74  																																																					| Equations (833) can reduce 477 to:
% 64.75/29.74  																																																					| (327)  ~ (e4 = e2)
% 64.75/29.74  																																																					|
% 64.75/29.74  																																																					| Simplifying 327 yields:
% 64.75/29.74  																																																					| (48)  ~ (e4 = e2)
% 64.75/29.74  																																																					|
% 64.75/29.74  																																																					+-Applying beta-rule and splitting (521), into two cases.
% 64.75/29.74  																																																					|-Branch one:
% 64.75/29.74  																																																					| (522) all_0_47_47 = e3
% 64.75/29.74  																																																					|
% 64.75/29.74  																																																						| Combining equations (654,522) yields a new equation:
% 64.75/29.74  																																																						| (455) e3 = e1
% 64.75/29.74  																																																						|
% 64.75/29.74  																																																						| Equations (455) can reduce 213 to:
% 64.75/29.74  																																																						| (266) $false
% 64.75/29.74  																																																						|
% 64.75/29.74  																																																						|-The branch is then unsatisfiable
% 64.75/29.74  																																																					|-Branch two:
% 64.75/29.74  																																																					| (1091)  ~ (all_0_47_47 = e3)
% 64.75/29.74  																																																					| (1092) all_0_51_51 = e3 | all_0_56_56 = e3
% 64.75/29.74  																																																					|
% 64.75/29.74  																																																						+-Applying beta-rule and splitting (1092), into two cases.
% 64.75/29.74  																																																						|-Branch one:
% 64.75/29.74  																																																						| (660) all_0_51_51 = e3
% 64.75/29.74  																																																						|
% 64.75/29.74  																																																							+-Applying beta-rule and splitting (108), into two cases.
% 64.75/29.74  																																																							|-Branch one:
% 64.75/29.74  																																																							| (624) all_0_58_58 = e2
% 64.75/29.74  																																																							|
% 64.75/29.74  																																																								| Equations (624) can reduce 908 to:
% 64.75/29.74  																																																								| (266) $false
% 64.75/29.74  																																																								|
% 64.75/29.74  																																																								|-The branch is then unsatisfiable
% 64.75/29.74  																																																							|-Branch two:
% 64.75/29.74  																																																							| (908)  ~ (all_0_58_58 = e2)
% 64.75/29.74  																																																							| (909) all_0_58_58 = e4 | all_0_58_58 = e3 | all_0_58_58 = e1 | all_0_58_58 = e0
% 64.75/29.74  																																																							|
% 64.75/29.74  																																																								+-Applying beta-rule and splitting (1071), into two cases.
% 64.75/29.74  																																																								|-Branch one:
% 64.75/29.74  																																																								| (1101) all_0_51_51 = e4
% 64.75/29.74  																																																								|
% 64.75/29.74  																																																									| Combining equations (660,1101) yields a new equation:
% 64.75/29.74  																																																									| (425) e4 = e3
% 64.75/29.74  																																																									|
% 64.75/29.74  																																																									| Equations (425) can reduce 188 to:
% 64.75/29.74  																																																									| (266) $false
% 64.75/29.74  																																																									|
% 64.75/29.74  																																																									|-The branch is then unsatisfiable
% 64.75/29.74  																																																								|-Branch two:
% 64.75/29.74  																																																								| (475)  ~ (all_0_51_51 = e4)
% 64.75/29.74  																																																								| (1294) all_0_52_52 = e4 | all_0_53_53 = e4
% 64.75/29.74  																																																								|
% 64.75/29.74  																																																									+-Applying beta-rule and splitting (909), into two cases.
% 64.75/29.74  																																																									|-Branch one:
% 64.75/29.74  																																																									| (910) all_0_58_58 = e4
% 64.75/29.74  																																																									|
% 64.75/29.74  																																																										| Equations (910) can reduce 451 to:
% 64.75/29.74  																																																										| (266) $false
% 64.75/29.74  																																																										|
% 64.75/29.74  																																																										|-The branch is then unsatisfiable
% 64.75/29.74  																																																									|-Branch two:
% 64.75/29.74  																																																									| (451)  ~ (all_0_58_58 = e4)
% 64.75/29.74  																																																									| (913) all_0_58_58 = e3 | all_0_58_58 = e1 | all_0_58_58 = e0
% 64.75/29.74  																																																									|
% 64.75/29.74  																																																										+-Applying beta-rule and splitting (1294), into two cases.
% 64.75/29.74  																																																										|-Branch one:
% 64.75/29.74  																																																										| (565) all_0_52_52 = e4
% 64.75/29.74  																																																										|
% 64.75/29.74  																																																											| Combining equations (352,565) yields a new equation:
% 64.75/29.74  																																																											| (323) e4 = e2
% 64.75/29.74  																																																											|
% 64.75/29.74  																																																											| Equations (323) can reduce 48 to:
% 64.75/29.74  																																																											| (266) $false
% 64.75/29.74  																																																											|
% 64.75/29.74  																																																											|-The branch is then unsatisfiable
% 64.75/29.74  																																																										|-Branch two:
% 64.75/29.74  																																																										| (780)  ~ (all_0_52_52 = e4)
% 64.75/29.74  																																																										| (1298) all_0_53_53 = e4
% 64.75/29.74  																																																										|
% 64.75/29.74  																																																											| Equations (1298) can reduce 162 to:
% 64.75/29.74  																																																											| (447)  ~ (all_0_40_40 = e4)
% 64.75/29.74  																																																											|
% 64.75/29.74  																																																											| Equations (1298) can reduce 509 to:
% 64.75/29.74  																																																											| (48)  ~ (e4 = e2)
% 64.75/29.74  																																																											|
% 64.75/29.74  																																																											+-Applying beta-rule and splitting (316), into two cases.
% 64.75/29.74  																																																											|-Branch one:
% 64.75/29.74  																																																											| (1378) all_0_40_40 = e4
% 64.75/29.74  																																																											|
% 64.75/29.74  																																																												| Equations (1378) can reduce 447 to:
% 64.75/29.74  																																																												| (266) $false
% 64.75/29.74  																																																												|
% 64.75/29.74  																																																												|-The branch is then unsatisfiable
% 64.75/29.74  																																																											|-Branch two:
% 64.75/29.74  																																																											| (447)  ~ (all_0_40_40 = e4)
% 64.75/29.74  																																																											| (485) all_0_40_40 = e0
% 64.75/29.74  																																																											|
% 64.75/29.74  																																																												| Equations (485) can reduce 178 to:
% 64.75/29.74  																																																												| (490)  ~ (all_0_58_58 = e0)
% 64.75/29.74  																																																												|
% 64.75/29.74  																																																												| Simplifying 490 yields:
% 64.75/29.74  																																																												| (491)  ~ (all_0_58_58 = e0)
% 64.75/29.74  																																																												|
% 64.75/29.74  																																																												+-Applying beta-rule and splitting (913), into two cases.
% 64.75/29.74  																																																												|-Branch one:
% 64.75/29.74  																																																												| (914) all_0_58_58 = e0
% 64.75/29.74  																																																												|
% 64.75/29.74  																																																													| Equations (914) can reduce 491 to:
% 64.75/29.74  																																																													| (266) $false
% 64.75/29.74  																																																													|
% 64.75/29.74  																																																													|-The branch is then unsatisfiable
% 64.75/29.74  																																																												|-Branch two:
% 64.75/29.74  																																																												| (491)  ~ (all_0_58_58 = e0)
% 64.75/29.74  																																																												| (917) all_0_58_58 = e3 | all_0_58_58 = e1
% 64.75/29.74  																																																												|
% 64.75/29.74  																																																													+-Applying beta-rule and splitting (917), into two cases.
% 64.75/29.74  																																																													|-Branch one:
% 64.75/29.74  																																																													| (918) all_0_58_58 = e1
% 64.75/29.74  																																																													|
% 64.75/29.74  																																																														| Equations (918) can reduce 880 to:
% 64.75/29.74  																																																														| (266) $false
% 64.75/29.74  																																																														|
% 64.75/29.74  																																																														|-The branch is then unsatisfiable
% 64.75/29.74  																																																													|-Branch two:
% 64.75/29.74  																																																													| (880)  ~ (all_0_58_58 = e1)
% 64.75/29.74  																																																													| (795) all_0_58_58 = e3
% 64.75/29.74  																																																													|
% 64.75/29.74  																																																														| Equations (795) can reduce 908 to:
% 64.75/29.74  																																																														| (212)  ~ (e3 = e2)
% 64.75/29.74  																																																														|
% 64.75/29.74  																																																														+-Applying beta-rule and splitting (614), into two cases.
% 64.75/29.74  																																																														|-Branch one:
% 64.75/29.74  																																																														| (607) all_0_53_53 = e2
% 64.75/29.74  																																																														|
% 64.75/29.74  																																																															| Combining equations (1298,607) yields a new equation:
% 64.75/29.74  																																																															| (322) e4 = e2
% 64.75/29.74  																																																															|
% 64.75/29.74  																																																															| Simplifying 322 yields:
% 64.75/29.74  																																																															| (323) e4 = e2
% 64.75/29.74  																																																															|
% 64.75/29.74  																																																															| Equations (323) can reduce 48 to:
% 64.75/29.74  																																																															| (266) $false
% 64.75/29.74  																																																															|
% 64.75/29.74  																																																															|-The branch is then unsatisfiable
% 64.75/29.74  																																																														|-Branch two:
% 64.75/29.74  																																																														| (509)  ~ (all_0_53_53 = e2)
% 64.75/29.74  																																																														| (624) all_0_58_58 = e2
% 64.75/29.74  																																																														|
% 64.75/29.74  																																																															| Combining equations (624,795) yields a new equation:
% 64.75/29.74  																																																															| (662) e3 = e2
% 64.75/29.74  																																																															|
% 64.75/29.74  																																																															| Equations (662) can reduce 212 to:
% 64.75/29.74  																																																															| (266) $false
% 64.75/29.74  																																																															|
% 64.75/29.74  																																																															|-The branch is then unsatisfiable
% 64.75/29.74  																																																						|-Branch two:
% 64.75/29.74  																																																						| (664)  ~ (all_0_51_51 = e3)
% 64.75/29.74  																																																						| (1097) all_0_56_56 = e3
% 64.75/29.74  																																																						|
% 64.75/29.74  																																																							| Combining equations (1097,833) yields a new equation:
% 64.75/29.74  																																																							| (661) e3 = e2
% 64.75/29.74  																																																							|
% 64.75/29.74  																																																							| Simplifying 661 yields:
% 64.75/29.74  																																																							| (662) e3 = e2
% 64.75/29.74  																																																							|
% 64.75/29.74  																																																							| Equations (662) can reduce 212 to:
% 64.75/29.74  																																																							| (266) $false
% 64.75/29.74  																																																							|
% 64.75/29.74  																																																							|-The branch is then unsatisfiable
% 64.75/29.74  																																														|-Branch two:
% 64.75/29.74  																																														| (813) all_0_47_47 = e1 & all_0_52_52 = e2 &  ~ (all_0_51_51 = e1)
% 64.75/29.74  																																														|
% 64.75/29.74  																																															| Applying alpha-rule on (813) yields:
% 64.75/29.74  																																															| (654) all_0_47_47 = e1
% 64.75/29.74  																																															| (352) all_0_52_52 = e2
% 64.75/29.74  																																															| (464)  ~ (all_0_51_51 = e1)
% 64.75/29.74  																																															|
% 64.75/29.74  																																															| Equations (654) can reduce 86 to:
% 64.75/29.74  																																															| (1419)  ~ (all_0_49_49 = e1)
% 64.75/29.74  																																															|
% 64.75/29.74  																																															| Simplifying 1419 yields:
% 64.75/29.74  																																															| (1064)  ~ (all_0_49_49 = e1)
% 64.75/29.74  																																															|
% 64.75/29.74  																																															| Equations (654) can reduce 224 to:
% 64.75/29.74  																																															| (463)  ~ (all_0_51_51 = e1)
% 64.75/29.74  																																															|
% 64.75/29.74  																																															| Simplifying 463 yields:
% 64.75/29.74  																																															| (464)  ~ (all_0_51_51 = e1)
% 64.75/29.74  																																															|
% 64.75/29.74  																																															| Equations (654) can reduce 91 to:
% 64.75/29.74  																																															| (465)  ~ (all_0_56_56 = e1)
% 64.75/29.74  																																															|
% 64.75/29.74  																																															| Simplifying 465 yields:
% 64.75/29.74  																																															| (466)  ~ (all_0_56_56 = e1)
% 64.75/29.74  																																															|
% 64.75/29.74  																																															| Equations (654) can reduce 1091 to:
% 64.75/29.74  																																															| (467)  ~ (e3 = e1)
% 64.75/29.74  																																															|
% 64.75/29.74  																																															| Simplifying 467 yields:
% 64.75/29.74  																																															| (213)  ~ (e3 = e1)
% 64.75/29.74  																																															|
% 64.75/29.74  																																															| From (654) and (23) follows:
% 64.75/29.74  																																															| (9478) op(e2, e2) = e1
% 64.75/29.74  																																															|
% 64.75/29.74  																																															+-Applying beta-rule and splitting (54), into two cases.
% 64.75/29.74  																																															|-Branch one:
% 64.75/29.74  																																															| (583) all_0_49_49 = e2
% 64.75/29.74  																																															|
% 64.75/29.74  																																																| Equations (583) can reduce 200 to:
% 64.75/29.74  																																																| (296)  ~ (all_0_40_40 = e2)
% 64.75/29.74  																																																|
% 64.75/29.74  																																																| Equations (583) can reduce 119 to:
% 64.75/29.74  																																																| (1186)  ~ (all_0_58_58 = e2)
% 64.75/29.74  																																																|
% 64.75/29.74  																																																| Simplifying 1186 yields:
% 64.75/29.74  																																																| (908)  ~ (all_0_58_58 = e2)
% 64.75/29.74  																																																|
% 64.75/29.74  																																																| Equations (583) can reduce 525 to:
% 64.75/29.74  																																																| (626)  ~ (e3 = e2)
% 64.75/29.74  																																																|
% 64.75/29.74  																																																| Simplifying 626 yields:
% 64.75/29.74  																																																| (212)  ~ (e3 = e2)
% 64.75/29.74  																																																|
% 64.75/29.74  																																																| Equations (583) can reduce 1064 to:
% 64.75/29.74  																																																| (122)  ~ (e2 = e1)
% 64.75/29.74  																																																|
% 64.75/29.74  																																																+-Applying beta-rule and splitting (108), into two cases.
% 64.75/29.74  																																																|-Branch one:
% 64.75/29.74  																																																| (624) all_0_58_58 = e2
% 64.75/29.74  																																																|
% 64.75/29.74  																																																	| Equations (624) can reduce 908 to:
% 64.75/29.74  																																																	| (266) $false
% 64.75/29.74  																																																	|
% 64.75/29.74  																																																	|-The branch is then unsatisfiable
% 64.75/29.74  																																																|-Branch two:
% 64.75/29.74  																																																| (908)  ~ (all_0_58_58 = e2)
% 64.75/29.74  																																																| (909) all_0_58_58 = e4 | all_0_58_58 = e3 | all_0_58_58 = e1 | all_0_58_58 = e0
% 64.75/29.74  																																																|
% 64.75/29.74  																																																	+-Applying beta-rule and splitting (389), into two cases.
% 64.75/29.74  																																																	|-Branch one:
% 64.75/29.74  																																																	| (833) all_0_56_56 = e2
% 64.75/29.74  																																																	|
% 64.75/29.74  																																																		| Equations (833) can reduce 466 to:
% 64.75/29.74  																																																		| (122)  ~ (e2 = e1)
% 64.75/29.74  																																																		|
% 64.75/29.74  																																																		| From (833) and (111) follows:
% 64.75/29.74  																																																		| (1508) op(e0, e2) = e2
% 64.75/29.74  																																																		|
% 64.75/29.74  																																																		+-Applying beta-rule and splitting (112), into two cases.
% 64.75/29.74  																																																		|-Branch one:
% 64.75/29.74  																																																		| (635) all_0_44_44 = e1
% 64.75/29.74  																																																		|
% 64.75/29.74  																																																			| Equations (635) can reduce 143 to:
% 64.75/29.74  																																																			| (132)  ~ (all_0_40_40 = e1)
% 64.75/29.74  																																																			|
% 64.75/29.74  																																																			| Equations (635) can reduce 73 to:
% 64.75/29.74  																																																			| (1380)  ~ (all_0_42_42 = e1)
% 64.75/29.74  																																																			|
% 64.75/29.74  																																																			| From (635) and (138) follows:
% 64.75/29.74  																																																			| (1423) op(e3, e0) = e1
% 64.75/29.74  																																																			|
% 64.75/29.74  																																																			+-Applying beta-rule and splitting (1969), into two cases.
% 64.75/29.74  																																																			|-Branch one:
% 64.75/29.74  																																																			| (559) all_0_42_42 = e0
% 64.75/29.74  																																																			|
% 64.75/29.74  																																																				| Equations (559) can reduce 145 to:
% 64.75/29.74  																																																				| (484)  ~ (all_0_39_39 = e0)
% 64.75/29.74  																																																				|
% 64.75/29.74  																																																				| Equations (559) can reduce 405 to:
% 64.75/29.74  																																																				| (541)  ~ (e3 = e0)
% 64.75/29.74  																																																				|
% 64.75/29.74  																																																				| Simplifying 541 yields:
% 64.75/29.74  																																																				| (80)  ~ (e3 = e0)
% 64.75/29.74  																																																				|
% 64.75/29.74  																																																				| From (559) and (210) follows:
% 64.75/29.74  																																																				| (20848) op(e3, e2) = e0
% 64.75/29.74  																																																				|
% 64.75/29.74  																																																				+-Applying beta-rule and splitting (62553), into two cases.
% 64.75/29.74  																																																				|-Branch one:
% 64.75/29.74  																																																				| (2336) all_0_55_55 = e3
% 64.75/29.74  																																																				|
% 64.75/29.74  																																																					| Combining equations (2336,858) yields a new equation:
% 64.75/29.74  																																																					| (675) e3 = e0
% 64.75/29.74  																																																					|
% 64.75/29.74  																																																					| Simplifying 675 yields:
% 64.75/29.74  																																																					| (676) e3 = e0
% 64.75/29.74  																																																					|
% 64.75/29.74  																																																					| Equations (676) can reduce 80 to:
% 64.75/29.74  																																																					| (266) $false
% 64.75/29.74  																																																					|
% 64.75/29.74  																																																					|-The branch is then unsatisfiable
% 64.75/29.74  																																																				|-Branch two:
% 64.75/29.74  																																																				| (270)  ~ (all_0_55_55 = e3)
% 64.75/29.74  																																																				| (62557) all_0_56_56 = e3 | all_0_58_58 = e3
% 64.75/29.74  																																																				|
% 64.75/29.74  																																																					+-Applying beta-rule and splitting (75), into two cases.
% 64.75/29.74  																																																					|-Branch one:
% 64.75/29.74  																																																					| (485) all_0_40_40 = e0
% 64.75/29.74  																																																					|
% 64.75/29.74  																																																						| Equations (485) can reduce 176 to:
% 64.75/29.74  																																																						| (484)  ~ (all_0_39_39 = e0)
% 64.75/29.74  																																																						|
% 64.75/29.74  																																																						| Equations (485) can reduce 132 to:
% 64.75/29.74  																																																						| (435)  ~ (e1 = e0)
% 64.75/29.74  																																																						|
% 64.75/29.74  																																																						| Simplifying 435 yields:
% 64.75/29.74  																																																						| (233)  ~ (e1 = e0)
% 64.75/29.74  																																																						|
% 64.75/29.75  																																																						+-Applying beta-rule and splitting (62557), into two cases.
% 64.75/29.75  																																																						|-Branch one:
% 64.75/29.75  																																																						| (1097) all_0_56_56 = e3
% 64.75/29.75  																																																						|
% 64.75/29.75  																																																							| Combining equations (833,1097) yields a new equation:
% 64.75/29.75  																																																							| (662) e3 = e2
% 64.75/29.75  																																																							|
% 64.75/29.75  																																																							| Equations (662) can reduce 212 to:
% 64.75/29.75  																																																							| (266) $false
% 64.75/29.75  																																																							|
% 64.75/29.75  																																																							|-The branch is then unsatisfiable
% 64.75/29.75  																																																						|-Branch two:
% 64.75/29.75  																																																						| (272)  ~ (all_0_56_56 = e3)
% 64.75/29.75  																																																						| (795) all_0_58_58 = e3
% 64.75/29.75  																																																						|
% 64.75/29.75  																																																							| From (795) and (245) follows:
% 64.75/29.75  																																																							| (60701) op(e0, e0) = e3
% 64.75/29.75  																																																							|
% 64.75/29.75  																																																							+-Applying beta-rule and splitting (164), into two cases.
% 64.75/29.75  																																																							|-Branch one:
% 64.75/29.75  																																																							| (471) all_0_39_39 = e4
% 64.75/29.75  																																																							|
% 64.75/29.75  																																																								| Equations (471) can reduce 139 to:
% 64.75/29.75  																																																								| (474)  ~ (all_0_51_51 = e4)
% 64.75/29.75  																																																								|
% 64.75/29.75  																																																								| Simplifying 474 yields:
% 64.75/29.75  																																																								| (475)  ~ (all_0_51_51 = e4)
% 64.75/29.75  																																																								|
% 64.75/29.75  																																																								| From (471) and (14) follows:
% 64.75/29.75  																																																								| (4284) op(e4, e2) = e4
% 64.75/29.75  																																																								|
% 64.75/29.75  																																																								+-Applying beta-rule and splitting (1100), into two cases.
% 64.75/29.75  																																																								|-Branch one:
% 64.75/29.75  																																																								| (1101) all_0_51_51 = e4
% 64.75/29.75  																																																								|
% 64.75/29.75  																																																									| Equations (1101) can reduce 475 to:
% 64.75/29.75  																																																									| (266) $false
% 64.75/29.75  																																																									|
% 64.75/29.75  																																																									|-The branch is then unsatisfiable
% 64.75/29.75  																																																								|-Branch two:
% 64.75/29.75  																																																								| (475)  ~ (all_0_51_51 = e4)
% 64.75/29.75  																																																								| (1104) all_0_51_51 = e3 | all_0_51_51 = e1
% 64.75/29.75  																																																								|
% 64.75/29.75  																																																									+-Applying beta-rule and splitting (1104), into two cases.
% 64.75/29.75  																																																									|-Branch one:
% 64.75/29.75  																																																									| (1109) all_0_51_51 = e1
% 64.75/29.75  																																																									|
% 64.75/29.75  																																																										| Equations (1109) can reduce 464 to:
% 64.75/29.75  																																																										| (266) $false
% 64.75/29.75  																																																										|
% 64.75/29.75  																																																										|-The branch is then unsatisfiable
% 64.75/29.75  																																																									|-Branch two:
% 64.75/29.75  																																																									| (464)  ~ (all_0_51_51 = e1)
% 64.75/29.75  																																																									| (660) all_0_51_51 = e3
% 64.75/29.75  																																																									|
% 64.75/29.75  																																																										| From (660) and (186) follows:
% 64.75/29.75  																																																										| (1552) op(e1, e2) = e3
% 64.75/29.75  																																																										|
% 64.75/29.75  																																																										+-Applying beta-rule and splitting (56), into two cases.
% 64.75/29.75  																																																										|-Branch one:
% 64.75/29.75  																																																										| (696) unit = e2
% 64.75/29.75  																																																										|
% 64.75/29.75  																																																											| From (696) and (32) follows:
% 64.75/29.75  																																																											| (698) op(e2, e2) = e2
% 64.75/29.75  																																																											|
% 64.75/29.75  																																																											| From (696) and (42) follows:
% 64.75/29.75  																																																											| (1613) op(e0, e2) = e0
% 64.75/29.75  																																																											|
% 64.75/29.75  																																																											| Instantiating formula (29) with e2, e2, e2, e1 and discharging atoms op(e2, e2) = e2, op(e2, e2) = e1, yields:
% 64.75/29.75  																																																											| (617) e2 = e1
% 64.75/29.75  																																																											|
% 64.75/29.75  																																																											| Instantiating formula (29) with e0, e2, e0, e2 and discharging atoms op(e0, e2) = e2, op(e0, e2) = e0, yields:
% 64.75/29.75  																																																											| (330) e2 = e0
% 64.75/29.75  																																																											|
% 64.75/29.75  																																																											| Combining equations (617,330) yields a new equation:
% 64.75/29.75  																																																											| (546) e1 = e0
% 64.75/29.75  																																																											|
% 64.75/29.75  																																																											| Simplifying 546 yields:
% 64.75/29.75  																																																											| (431) e1 = e0
% 64.75/29.75  																																																											|
% 64.75/29.75  																																																											| Equations (431) can reduce 233 to:
% 64.75/29.75  																																																											| (266) $false
% 64.75/29.75  																																																											|
% 64.75/29.75  																																																											|-The branch is then unsatisfiable
% 64.75/29.75  																																																										|-Branch two:
% 64.75/29.75  																																																										| (707)  ~ (unit = e2)
% 64.75/29.75  																																																										| (708) unit = e4 | unit = e3 | unit = e1 | unit = e0
% 64.75/29.75  																																																										|
% 64.75/29.75  																																																											+-Applying beta-rule and splitting (708), into two cases.
% 64.75/29.75  																																																											|-Branch one:
% 64.75/29.75  																																																											| (709) unit = e4
% 64.75/29.75  																																																											|
% 64.75/29.75  																																																												| From (709) and (15) follows:
% 64.75/29.75  																																																												| (22188) op(e4, e2) = e2
% 64.75/29.75  																																																												|
% 64.75/29.75  																																																												| From (709) and (211) follows:
% 64.75/29.75  																																																												| (22527) op(e4, e1) = e1
% 64.75/29.75  																																																												|
% 64.75/29.75  																																																												| From (709) and (32) follows:
% 64.75/29.75  																																																												| (712) op(e2, e4) = e2
% 64.75/29.75  																																																												|
% 64.75/29.75  																																																												| From (709) and (42) follows:
% 64.75/29.75  																																																												| (713) op(e0, e4) = e0
% 64.75/29.75  																																																												|
% 64.75/29.75  																																																												| Instantiating formula (29) with e4, e2, e2, e4 and discharging atoms op(e4, e2) = e4, op(e4, e2) = e2, yields:
% 64.75/29.75  																																																												| (323) e4 = e2
% 64.75/29.75  																																																												|
% 64.75/29.75  																																																												| Instantiating formula (29) with e4, e1, e1, e3 and discharging atoms op(e4, e1) = e3, op(e4, e1) = e1, yields:
% 64.75/29.75  																																																												| (455) e3 = e1
% 64.75/29.75  																																																												|
% 64.75/29.75  																																																												| Instantiating formula (29) with e2, e4, e2, e3 and discharging atoms op(e2, e4) = e3, op(e2, e4) = e2, yields:
% 64.75/29.75  																																																												| (662) e3 = e2
% 64.75/29.75  																																																												|
% 64.75/29.75  																																																												| Instantiating formula (29) with e0, e4, e0, e4 and discharging atoms op(e0, e4) = e4, op(e0, e4) = e0, yields:
% 64.75/29.75  																																																												| (397) e4 = e0
% 64.75/29.75  																																																												|
% 64.75/29.75  																																																												| Combining equations (323,397) yields a new equation:
% 64.75/29.75  																																																												| (391) e2 = e0
% 64.75/29.75  																																																												|
% 64.75/29.75  																																																												| Simplifying 391 yields:
% 64.75/29.75  																																																												| (330) e2 = e0
% 64.75/29.75  																																																												|
% 64.75/29.75  																																																												| Combining equations (455,662) yields a new equation:
% 64.75/29.75  																																																												| (617) e2 = e1
% 64.75/29.75  																																																												|
% 64.75/29.75  																																																												| Combining equations (617,330) yields a new equation:
% 64.75/29.75  																																																												| (546) e1 = e0
% 64.75/29.75  																																																												|
% 64.75/29.75  																																																												| Simplifying 546 yields:
% 64.75/29.75  																																																												| (431) e1 = e0
% 64.75/29.75  																																																												|
% 64.75/29.75  																																																												| Equations (431) can reduce 233 to:
% 64.75/29.75  																																																												| (266) $false
% 64.75/29.75  																																																												|
% 64.75/29.75  																																																												|-The branch is then unsatisfiable
% 64.75/29.75  																																																											|-Branch two:
% 64.75/29.75  																																																											| (724)  ~ (unit = e4)
% 64.75/29.75  																																																											| (725) unit = e3 | unit = e1 | unit = e0
% 64.75/29.75  																																																											|
% 64.75/29.75  																																																												+-Applying beta-rule and splitting (725), into two cases.
% 64.75/29.75  																																																												|-Branch one:
% 64.75/29.75  																																																												| (726) unit = e0
% 64.75/29.75  																																																												|
% 64.75/29.75  																																																													| From (726) and (40) follows:
% 64.75/29.75  																																																													| (1639) op(e3, e0) = e3
% 64.75/29.75  																																																													|
% 64.75/29.75  																																																													| From (726) and (42) follows:
% 64.75/29.75  																																																													| (728) op(e0, e0) = e0
% 64.75/29.75  																																																													|
% 64.75/29.75  																																																													| Instantiating formula (29) with e3, e0, e3, e1 and discharging atoms op(e3, e0) = e3, op(e3, e0) = e1, yields:
% 64.75/29.75  																																																													| (455) e3 = e1
% 64.75/29.75  																																																													|
% 64.75/29.75  																																																													| Instantiating formula (29) with e0, e0, e0, e3 and discharging atoms op(e0, e0) = e3, op(e0, e0) = e0, yields:
% 64.75/29.75  																																																													| (676) e3 = e0
% 64.75/29.75  																																																													|
% 64.75/29.75  																																																													| Combining equations (455,676) yields a new equation:
% 64.75/29.75  																																																													| (546) e1 = e0
% 64.75/29.75  																																																													|
% 64.75/29.75  																																																													| Simplifying 546 yields:
% 64.75/29.75  																																																													| (431) e1 = e0
% 64.75/29.75  																																																													|
% 64.75/29.75  																																																													| Equations (431) can reduce 233 to:
% 64.75/29.75  																																																													| (266) $false
% 64.75/29.75  																																																													|
% 64.75/29.75  																																																													|-The branch is then unsatisfiable
% 64.75/29.75  																																																												|-Branch two:
% 64.75/29.75  																																																												| (734)  ~ (unit = e0)
% 64.75/29.75  																																																												| (735) unit = e3 | unit = e1
% 64.75/29.75  																																																												|
% 64.75/29.75  																																																													+-Applying beta-rule and splitting (735), into two cases.
% 64.75/29.75  																																																													|-Branch one:
% 64.75/29.75  																																																													| (736) unit = e1
% 64.75/29.75  																																																													|
% 64.75/29.75  																																																														| Equations (736) can reduce 734 to:
% 64.75/29.75  																																																														| (233)  ~ (e1 = e0)
% 64.75/29.75  																																																														|
% 64.75/29.75  																																																														| From (736) and (24) follows:
% 64.75/29.75  																																																														| (1934) op(e1, e3) = e3
% 64.75/29.75  																																																														|
% 64.75/29.75  																																																														| From (736) and (15) follows:
% 64.75/29.75  																																																														| (515) op(e1, e2) = e2
% 64.75/29.75  																																																														|
% 64.75/29.75  																																																														| From (736) and (32) follows:
% 64.75/29.75  																																																														| (347) op(e2, e1) = e2
% 64.75/29.75  																																																														|
% 64.75/29.75  																																																														| Instantiating formula (29) with e2, e1, e2, e0 and discharging atoms op(e2, e1) = e2, op(e2, e1) = e0, yields:
% 64.75/29.75  																																																														| (330) e2 = e0
% 64.75/29.75  																																																														|
% 64.75/29.75  																																																														| Instantiating formula (29) with e1, e3, e3, e1 and discharging atoms op(e1, e3) = e3, op(e1, e3) = e1, yields:
% 64.75/29.75  																																																														| (455) e3 = e1
% 64.75/29.75  																																																														|
% 64.75/29.75  																																																														| Instantiating formula (29) with e1, e2, e2, e3 and discharging atoms op(e1, e2) = e3, op(e1, e2) = e2, yields:
% 64.75/29.75  																																																														| (662) e3 = e2
% 64.75/29.75  																																																														|
% 64.75/29.75  																																																														| Combining equations (662,455) yields a new equation:
% 64.75/29.75  																																																														| (616) e2 = e1
% 64.75/29.75  																																																														|
% 64.75/29.75  																																																														| Simplifying 616 yields:
% 64.75/29.75  																																																														| (617) e2 = e1
% 64.75/29.75  																																																														|
% 64.75/29.75  																																																														| Combining equations (330,617) yields a new equation:
% 64.75/29.75  																																																														| (431) e1 = e0
% 64.75/29.75  																																																														|
% 64.75/29.75  																																																														| Equations (431) can reduce 233 to:
% 64.75/29.75  																																																														| (266) $false
% 64.75/29.75  																																																														|
% 64.75/29.75  																																																														|-The branch is then unsatisfiable
% 64.75/29.75  																																																													|-Branch two:
% 64.75/29.75  																																																													| (748)  ~ (unit = e1)
% 64.75/29.75  																																																													| (749) unit = e3
% 64.75/29.75  																																																													|
% 64.75/29.75  																																																														| From (749) and (15) follows:
% 64.75/29.75  																																																														| (751) op(e3, e2) = e2
% 64.75/29.75  																																																														|
% 64.75/29.75  																																																														| From (749) and (211) follows:
% 64.75/29.75  																																																														| (13877) op(e3, e1) = e1
% 64.75/29.75  																																																														|
% 64.75/29.75  																																																														| From (749) and (32) follows:
% 64.75/29.75  																																																														| (5793) op(e2, e3) = e2
% 64.75/29.75  																																																														|
% 64.75/29.75  																																																														| Instantiating formula (29) with e3, e2, e2, e0 and discharging atoms op(e3, e2) = e2, op(e3, e2) = e0, yields:
% 64.75/29.75  																																																														| (330) e2 = e0
% 64.75/29.75  																																																														|
% 64.75/29.75  																																																														| Instantiating formula (29) with e3, e1, e1, e4 and discharging atoms op(e3, e1) = e4, op(e3, e1) = e1, yields:
% 64.75/29.75  																																																														| (630) e4 = e1
% 64.75/29.75  																																																														|
% 64.75/29.75  																																																														| Instantiating formula (29) with e2, e3, e2, e4 and discharging atoms op(e2, e3) = e4, op(e2, e3) = e2, yields:
% 64.75/29.75  																																																														| (323) e4 = e2
% 64.75/29.75  																																																														|
% 64.75/29.75  																																																														| Combining equations (630,323) yields a new equation:
% 64.75/29.75  																																																														| (617) e2 = e1
% 64.75/29.75  																																																														|
% 64.75/29.75  																																																														| Combining equations (617,330) yields a new equation:
% 64.75/29.75  																																																														| (546) e1 = e0
% 64.75/29.75  																																																														|
% 64.75/29.75  																																																														| Simplifying 546 yields:
% 64.75/29.75  																																																														| (431) e1 = e0
% 64.75/29.75  																																																														|
% 64.75/29.75  																																																														| Equations (431) can reduce 233 to:
% 64.75/29.75  																																																														| (266) $false
% 64.75/29.75  																																																														|
% 64.75/29.75  																																																														|-The branch is then unsatisfiable
% 64.75/29.75  																																																							|-Branch two:
% 64.75/29.75  																																																							| (1377)  ~ (all_0_39_39 = e4)
% 64.75/29.75  																																																							| (2115) all_0_42_42 = e4 | all_0_47_47 = e4 | all_0_51_51 = e4 | all_0_56_56 = e4
% 64.75/29.75  																																																							|
% 64.75/29.75  																																																								+-Applying beta-rule and splitting (320), into two cases.
% 64.75/29.75  																																																								|-Branch one:
% 64.75/29.75  																																																								| (471) all_0_39_39 = e4
% 64.75/29.75  																																																								|
% 64.75/29.75  																																																									| Equations (471) can reduce 1377 to:
% 64.75/29.75  																																																									| (266) $false
% 64.75/29.75  																																																									|
% 64.75/29.75  																																																									|-The branch is then unsatisfiable
% 64.75/29.75  																																																								|-Branch two:
% 64.75/29.75  																																																								| (1377)  ~ (all_0_39_39 = e4)
% 64.75/29.75  																																																								| (480) all_0_39_39 = e0
% 64.75/29.75  																																																								|
% 64.75/29.75  																																																									| Equations (480) can reduce 484 to:
% 64.75/29.75  																																																									| (266) $false
% 64.75/29.75  																																																									|
% 64.75/29.75  																																																									|-The branch is then unsatisfiable
% 64.75/29.75  																																																					|-Branch two:
% 64.75/29.75  																																																					| (1401)  ~ (all_0_40_40 = e0)
% 64.75/29.75  																																																					| (1748) all_0_44_44 = e0 | all_0_49_49 = e0 | all_0_58_58 = e0
% 64.75/29.75  																																																					|
% 64.75/29.75  																																																						+-Applying beta-rule and splitting (316), into two cases.
% 64.75/29.75  																																																						|-Branch one:
% 64.75/29.75  																																																						| (1378) all_0_40_40 = e4
% 64.75/29.75  																																																						|
% 64.75/29.75  																																																							| Equations (1378) can reduce 162 to:
% 64.75/29.75  																																																							| (1452)  ~ (all_0_53_53 = e4)
% 64.75/29.75  																																																							|
% 64.75/29.75  																																																							| Simplifying 1452 yields:
% 64.75/29.75  																																																							| (1453)  ~ (all_0_53_53 = e4)
% 64.75/29.75  																																																							|
% 64.75/29.75  																																																							| Equations (1378) can reduce 296 to:
% 64.75/29.75  																																																							| (48)  ~ (e4 = e2)
% 64.75/29.75  																																																							|
% 64.75/29.75  																																																							+-Applying beta-rule and splitting (1071), into two cases.
% 64.75/29.75  																																																							|-Branch one:
% 64.75/29.75  																																																							| (1101) all_0_51_51 = e4
% 64.75/29.75  																																																							|
% 64.75/29.75  																																																								| Equations (1101) can reduce 139 to:
% 64.75/29.75  																																																								| (1377)  ~ (all_0_39_39 = e4)
% 64.75/29.75  																																																								|
% 64.75/29.75  																																																								+-Applying beta-rule and splitting (320), into two cases.
% 64.75/29.75  																																																								|-Branch one:
% 64.75/29.75  																																																								| (471) all_0_39_39 = e4
% 64.75/29.75  																																																								|
% 64.75/29.75  																																																									| Equations (471) can reduce 1377 to:
% 64.75/29.75  																																																									| (266) $false
% 64.75/29.75  																																																									|
% 64.75/29.75  																																																									|-The branch is then unsatisfiable
% 64.75/29.75  																																																								|-Branch two:
% 64.75/29.75  																																																								| (1377)  ~ (all_0_39_39 = e4)
% 64.75/29.75  																																																								| (480) all_0_39_39 = e0
% 64.75/29.75  																																																								|
% 64.75/29.75  																																																									| Equations (480) can reduce 484 to:
% 64.75/29.75  																																																									| (266) $false
% 64.75/29.75  																																																									|
% 64.75/29.75  																																																									|-The branch is then unsatisfiable
% 64.75/29.75  																																																							|-Branch two:
% 64.75/29.75  																																																							| (475)  ~ (all_0_51_51 = e4)
% 64.75/29.75  																																																							| (1294) all_0_52_52 = e4 | all_0_53_53 = e4
% 64.75/29.75  																																																							|
% 64.75/29.75  																																																								+-Applying beta-rule and splitting (1294), into two cases.
% 64.75/29.75  																																																								|-Branch one:
% 64.75/29.75  																																																								| (565) all_0_52_52 = e4
% 64.75/29.75  																																																								|
% 64.75/29.75  																																																									| Combining equations (352,565) yields a new equation:
% 64.75/29.75  																																																									| (323) e4 = e2
% 64.75/29.75  																																																									|
% 64.75/29.75  																																																									| Equations (323) can reduce 48 to:
% 64.75/29.75  																																																									| (266) $false
% 64.75/29.75  																																																									|
% 64.75/29.75  																																																									|-The branch is then unsatisfiable
% 64.75/29.75  																																																								|-Branch two:
% 64.75/29.75  																																																								| (780)  ~ (all_0_52_52 = e4)
% 64.75/29.75  																																																								| (1298) all_0_53_53 = e4
% 64.75/29.75  																																																								|
% 64.75/29.75  																																																									| Equations (1298) can reduce 1453 to:
% 64.75/29.75  																																																									| (266) $false
% 64.75/29.75  																																																									|
% 64.75/29.75  																																																									|-The branch is then unsatisfiable
% 64.75/29.75  																																																						|-Branch two:
% 64.75/29.75  																																																						| (447)  ~ (all_0_40_40 = e4)
% 64.75/29.75  																																																						| (485) all_0_40_40 = e0
% 64.75/29.75  																																																						|
% 64.75/29.75  																																																							| Equations (485) can reduce 1401 to:
% 64.75/29.75  																																																							| (266) $false
% 64.75/29.75  																																																							|
% 64.75/29.75  																																																							|-The branch is then unsatisfiable
% 64.75/29.76  																																																			|-Branch two:
% 64.75/29.76  																																																			| (358)  ~ (all_0_42_42 = e0)
% 64.75/29.76  																																																			| (2510) all_0_42_42 = e3 | all_0_42_42 = e1
% 64.75/29.76  																																																			|
% 64.75/29.76  																																																				+-Applying beta-rule and splitting (2510), into two cases.
% 64.75/29.76  																																																				|-Branch one:
% 64.75/29.76  																																																				| (459) all_0_42_42 = e1
% 64.75/29.76  																																																				|
% 64.75/29.76  																																																					| Equations (459) can reduce 1380 to:
% 64.75/29.76  																																																					| (266) $false
% 64.75/29.76  																																																					|
% 64.75/29.76  																																																					|-The branch is then unsatisfiable
% 64.75/29.76  																																																				|-Branch two:
% 64.75/29.76  																																																				| (1380)  ~ (all_0_42_42 = e1)
% 64.75/29.76  																																																				| (516) all_0_42_42 = e3
% 64.75/29.76  																																																				|
% 64.75/29.76  																																																					| Equations (516) can reduce 405 to:
% 64.75/29.76  																																																					| (266) $false
% 64.75/29.76  																																																					|
% 64.75/29.76  																																																					|-The branch is then unsatisfiable
% 64.75/29.76  																																																		|-Branch two:
% 64.75/29.76  																																																		| (639)  ~ (all_0_44_44 = e1)
% 64.75/29.76  																																																		| (640) all_0_49_49 = e1 | all_0_53_53 = e1 | all_0_58_58 = e1
% 64.75/29.76  																																																		|
% 64.75/29.76  																																																			+-Applying beta-rule and splitting (909), into two cases.
% 64.75/29.76  																																																			|-Branch one:
% 64.75/29.76  																																																			| (910) all_0_58_58 = e4
% 64.75/29.76  																																																			|
% 64.75/29.76  																																																				| Equations (910) can reduce 451 to:
% 64.75/29.76  																																																				| (266) $false
% 64.75/29.76  																																																				|
% 64.75/29.76  																																																				|-The branch is then unsatisfiable
% 64.75/29.76  																																																			|-Branch two:
% 64.75/29.76  																																																			| (451)  ~ (all_0_58_58 = e4)
% 64.75/29.76  																																																			| (913) all_0_58_58 = e3 | all_0_58_58 = e1 | all_0_58_58 = e0
% 64.75/29.76  																																																			|
% 64.75/29.76  																																																				+-Applying beta-rule and splitting (913), into two cases.
% 64.75/29.76  																																																				|-Branch one:
% 64.75/29.76  																																																				| (914) all_0_58_58 = e0
% 64.75/29.76  																																																				|
% 64.75/29.76  																																																					| Equations (914) can reduce 491 to:
% 64.75/29.76  																																																					| (266) $false
% 64.75/29.76  																																																					|
% 64.75/29.76  																																																					|-The branch is then unsatisfiable
% 64.75/29.76  																																																				|-Branch two:
% 64.75/29.76  																																																				| (491)  ~ (all_0_58_58 = e0)
% 64.75/29.76  																																																				| (917) all_0_58_58 = e3 | all_0_58_58 = e1
% 64.75/29.76  																																																				|
% 64.75/29.76  																																																					+-Applying beta-rule and splitting (640), into two cases.
% 64.75/29.76  																																																					|-Branch one:
% 64.75/29.76  																																																					| (671) all_0_49_49 = e1
% 64.75/29.76  																																																					|
% 64.75/29.76  																																																						| Combining equations (583,671) yields a new equation:
% 64.75/29.76  																																																						| (616) e2 = e1
% 64.75/29.76  																																																						|
% 64.75/29.76  																																																						| Simplifying 616 yields:
% 64.75/29.76  																																																						| (617) e2 = e1
% 64.75/29.76  																																																						|
% 64.75/29.76  																																																						| Equations (617) can reduce 122 to:
% 64.75/29.76  																																																						| (266) $false
% 64.75/29.76  																																																						|
% 64.75/29.76  																																																						|-The branch is then unsatisfiable
% 64.75/29.76  																																																					|-Branch two:
% 64.75/29.76  																																																					| (1064)  ~ (all_0_49_49 = e1)
% 64.75/29.76  																																																					| (2141) all_0_53_53 = e1 | all_0_58_58 = e1
% 64.75/29.76  																																																					|
% 64.75/29.76  																																																						+-Applying beta-rule and splitting (917), into two cases.
% 64.75/29.76  																																																						|-Branch one:
% 64.75/29.76  																																																						| (918) all_0_58_58 = e1
% 64.75/29.76  																																																						|
% 64.75/29.76  																																																							| Equations (918) can reduce 880 to:
% 64.75/29.76  																																																							| (266) $false
% 64.75/29.76  																																																							|
% 64.75/29.76  																																																							|-The branch is then unsatisfiable
% 64.75/29.76  																																																						|-Branch two:
% 64.75/29.76  																																																						| (880)  ~ (all_0_58_58 = e1)
% 64.75/29.76  																																																						| (795) all_0_58_58 = e3
% 64.75/29.76  																																																						|
% 64.75/29.76  																																																							| Equations (795) can reduce 10 to:
% 64.75/29.76  																																																							| (903)  ~ (all_0_53_53 = e3)
% 64.75/29.76  																																																							|
% 64.75/29.76  																																																							+-Applying beta-rule and splitting (418), into two cases.
% 64.75/29.76  																																																							|-Branch one:
% 64.75/29.76  																																																							| (660) all_0_51_51 = e3
% 64.75/29.76  																																																							|
% 64.75/29.76  																																																								| Equations (660) can reduce 464 to:
% 64.75/29.76  																																																								| (213)  ~ (e3 = e1)
% 64.75/29.76  																																																								|
% 64.75/29.76  																																																								+-Applying beta-rule and splitting (2141), into two cases.
% 64.75/29.76  																																																								|-Branch one:
% 64.75/29.76  																																																								| (1208) all_0_53_53 = e1
% 64.75/29.76  																																																								|
% 64.75/29.76  																																																									| Equations (1208) can reduce 1459 to:
% 64.75/29.76  																																																									| (266) $false
% 64.75/29.76  																																																									|
% 64.75/29.76  																																																									|-The branch is then unsatisfiable
% 64.75/29.76  																																																								|-Branch two:
% 64.75/29.76  																																																								| (1459)  ~ (all_0_53_53 = e1)
% 64.75/29.76  																																																								| (918) all_0_58_58 = e1
% 64.75/29.76  																																																								|
% 64.75/29.76  																																																									| Combining equations (918,795) yields a new equation:
% 64.75/29.76  																																																									| (455) e3 = e1
% 64.75/29.76  																																																									|
% 64.75/29.76  																																																									| Equations (455) can reduce 213 to:
% 64.75/29.76  																																																									| (266) $false
% 64.75/29.76  																																																									|
% 64.75/29.76  																																																									|-The branch is then unsatisfiable
% 64.75/29.76  																																																							|-Branch two:
% 64.75/29.76  																																																							| (664)  ~ (all_0_51_51 = e3)
% 64.75/29.76  																																																							| (665) all_0_53_53 = e3
% 64.75/29.76  																																																							|
% 64.75/29.76  																																																								| Equations (665) can reduce 903 to:
% 64.75/29.76  																																																								| (266) $false
% 64.75/29.76  																																																								|
% 64.75/29.76  																																																								|-The branch is then unsatisfiable
% 64.75/29.76  																																																	|-Branch two:
% 64.75/29.76  																																																	| (511)  ~ (all_0_56_56 = e2)
% 64.75/29.76  																																																	| (1709) all_0_57_57 = e2 | all_0_58_58 = e2
% 64.75/29.76  																																																	|
% 64.75/29.76  																																																		+-Applying beta-rule and splitting (385), into two cases.
% 64.75/29.76  																																																		|-Branch one:
% 64.75/29.76  																																																		| (1105) all_0_47_47 = e2
% 64.75/29.76  																																																		|
% 64.75/29.76  																																																			| Combining equations (654,1105) yields a new equation:
% 64.75/29.76  																																																			| (617) e2 = e1
% 64.75/29.76  																																																			|
% 64.75/29.76  																																																			| Equations (617) can reduce 122 to:
% 64.75/29.76  																																																			| (266) $false
% 64.75/29.76  																																																			|
% 64.75/29.76  																																																			|-The branch is then unsatisfiable
% 64.75/29.76  																																																		|-Branch two:
% 64.75/29.76  																																																		| (338)  ~ (all_0_47_47 = e2)
% 64.75/29.76  																																																		| (1108) all_0_51_51 = e2 | all_0_56_56 = e2
% 64.75/29.76  																																																		|
% 64.75/29.76  																																																			| Equations (654) can reduce 338 to:
% 64.75/29.76  																																																			| (604)  ~ (e2 = e1)
% 64.75/29.76  																																																			|
% 64.75/29.76  																																																			| Simplifying 604 yields:
% 64.75/29.76  																																																			| (122)  ~ (e2 = e1)
% 64.75/29.76  																																																			|
% 64.75/29.76  																																																			+-Applying beta-rule and splitting (1709), into two cases.
% 64.75/29.76  																																																			|-Branch one:
% 64.75/29.76  																																																			| (442) all_0_57_57 = e2
% 64.75/29.76  																																																			|
% 64.75/29.76  																																																				| Combining equations (647,442) yields a new equation:
% 64.75/29.76  																																																				| (617) e2 = e1
% 64.75/29.76  																																																				|
% 64.75/29.76  																																																				| Equations (617) can reduce 122 to:
% 64.75/29.76  																																																				| (266) $false
% 64.75/29.76  																																																				|
% 64.75/29.76  																																																				|-The branch is then unsatisfiable
% 64.75/29.76  																																																			|-Branch two:
% 64.75/29.76  																																																			| (344)  ~ (all_0_57_57 = e2)
% 64.75/29.76  																																																			| (624) all_0_58_58 = e2
% 64.75/29.76  																																																			|
% 64.75/29.76  																																																				| Equations (624) can reduce 908 to:
% 64.75/29.76  																																																				| (266) $false
% 64.75/29.76  																																																				|
% 64.75/29.76  																																																				|-The branch is then unsatisfiable
% 64.75/29.76  																																															|-Branch two:
% 64.75/29.76  																																															| (340)  ~ (all_0_49_49 = e2)
% 64.75/29.76  																																															| (586) all_0_49_49 = e4 | all_0_49_49 = e3 | all_0_49_49 = e1 | all_0_49_49 = e0
% 64.75/29.76  																																															|
% 64.75/29.76  																																																+-Applying beta-rule and splitting (10171), into two cases.
% 64.75/29.76  																																																|-Branch one:
% 64.75/29.76  																																																| (1105) all_0_47_47 = e2
% 64.75/29.76  																																																|
% 64.75/29.76  																																																	| Combining equations (654,1105) yields a new equation:
% 64.75/29.76  																																																	| (617) e2 = e1
% 64.75/29.76  																																																	|
% 64.75/29.76  																																																	| Equations (617) can reduce 122 to:
% 64.75/29.76  																																																	| (266) $false
% 64.75/29.76  																																																	|
% 64.75/29.76  																																																	|-The branch is then unsatisfiable
% 64.75/29.76  																																																|-Branch two:
% 64.75/29.76  																																																| (338)  ~ (all_0_47_47 = e2)
% 64.75/29.76  																																																| (10761) all_0_48_48 = e2 | all_0_49_49 = e2
% 64.75/29.76  																																																|
% 64.75/29.76  																																																	| Equations (654) can reduce 338 to:
% 64.75/29.76  																																																	| (604)  ~ (e2 = e1)
% 64.75/29.76  																																																	|
% 64.75/29.76  																																																	| Simplifying 604 yields:
% 64.75/29.76  																																																	| (122)  ~ (e2 = e1)
% 64.75/29.76  																																																	|
% 64.75/29.76  																																																	+-Applying beta-rule and splitting (377), into two cases.
% 64.75/29.76  																																																	|-Branch one:
% 64.75/29.76  																																																	| (583) all_0_49_49 = e2
% 64.75/29.76  																																																	|
% 64.75/29.76  																																																		| Equations (583) can reduce 340 to:
% 64.75/29.76  																																																		| (266) $false
% 64.75/29.76  																																																		|
% 64.75/29.76  																																																		|-The branch is then unsatisfiable
% 64.75/29.76  																																																	|-Branch two:
% 64.75/29.76  																																																	| (340)  ~ (all_0_49_49 = e2)
% 64.75/29.76  																																																	| (614) all_0_53_53 = e2 | all_0_58_58 = e2
% 64.75/29.76  																																																	|
% 64.75/29.76  																																																		+-Applying beta-rule and splitting (385), into two cases.
% 64.75/29.76  																																																		|-Branch one:
% 64.75/29.76  																																																		| (1105) all_0_47_47 = e2
% 64.75/29.76  																																																		|
% 64.75/29.76  																																																			| Combining equations (654,1105) yields a new equation:
% 64.75/29.76  																																																			| (617) e2 = e1
% 64.75/29.76  																																																			|
% 64.75/29.76  																																																			| Equations (617) can reduce 122 to:
% 64.75/29.76  																																																			| (266) $false
% 64.75/29.76  																																																			|
% 64.75/29.76  																																																			|-The branch is then unsatisfiable
% 64.75/29.76  																																																		|-Branch two:
% 64.75/29.76  																																																		| (338)  ~ (all_0_47_47 = e2)
% 64.75/29.76  																																																		| (1108) all_0_51_51 = e2 | all_0_56_56 = e2
% 64.75/29.76  																																																		|
% 64.75/29.76  																																																			+-Applying beta-rule and splitting (1108), into two cases.
% 64.75/29.76  																																																			|-Branch one:
% 64.75/29.76  																																																			| (504) all_0_51_51 = e2
% 64.75/29.76  																																																			|
% 64.75/29.76  																																																				| Equations (504) can reduce 1099 to:
% 64.75/29.76  																																																				| (266) $false
% 64.75/29.76  																																																				|
% 64.75/29.76  																																																				|-The branch is then unsatisfiable
% 64.75/29.76  																																																			|-Branch two:
% 64.75/29.76  																																																			| (1099)  ~ (all_0_51_51 = e2)
% 64.75/29.76  																																																			| (833) all_0_56_56 = e2
% 64.75/29.76  																																																			|
% 64.75/29.76  																																																				| Equations (833) can reduce 44 to:
% 64.75/29.76  																																																				| (1186)  ~ (all_0_58_58 = e2)
% 64.75/29.76  																																																				|
% 64.75/29.76  																																																				| Simplifying 1186 yields:
% 64.75/29.76  																																																				| (908)  ~ (all_0_58_58 = e2)
% 64.75/29.76  																																																				|
% 64.75/29.76  																																																				| Equations (833) can reduce 477 to:
% 64.75/29.76  																																																				| (327)  ~ (e4 = e2)
% 64.75/29.76  																																																				|
% 64.75/29.76  																																																				| Simplifying 327 yields:
% 64.75/29.76  																																																				| (48)  ~ (e4 = e2)
% 64.75/29.76  																																																				|
% 64.75/29.76  																																																				+-Applying beta-rule and splitting (521), into two cases.
% 64.75/29.76  																																																				|-Branch one:
% 64.75/29.76  																																																				| (522) all_0_47_47 = e3
% 64.75/29.76  																																																				|
% 64.75/29.76  																																																					| Combining equations (654,522) yields a new equation:
% 64.75/29.76  																																																					| (455) e3 = e1
% 64.75/29.76  																																																					|
% 64.75/29.76  																																																					| Equations (455) can reduce 213 to:
% 64.75/29.76  																																																					| (266) $false
% 64.75/29.76  																																																					|
% 64.75/29.76  																																																					|-The branch is then unsatisfiable
% 64.75/29.76  																																																				|-Branch two:
% 64.75/29.76  																																																				| (1091)  ~ (all_0_47_47 = e3)
% 64.75/29.76  																																																				| (1092) all_0_51_51 = e3 | all_0_56_56 = e3
% 64.75/29.76  																																																				|
% 64.75/29.76  																																																					+-Applying beta-rule and splitting (1092), into two cases.
% 64.75/29.76  																																																					|-Branch one:
% 64.75/29.76  																																																					| (660) all_0_51_51 = e3
% 64.75/29.76  																																																					|
% 64.75/29.76  																																																						+-Applying beta-rule and splitting (108), into two cases.
% 64.75/29.76  																																																						|-Branch one:
% 64.75/29.76  																																																						| (624) all_0_58_58 = e2
% 64.75/29.76  																																																						|
% 64.75/29.76  																																																							| Equations (624) can reduce 908 to:
% 64.75/29.76  																																																							| (266) $false
% 64.75/29.76  																																																							|
% 64.75/29.76  																																																							|-The branch is then unsatisfiable
% 64.75/29.76  																																																						|-Branch two:
% 64.75/29.76  																																																						| (908)  ~ (all_0_58_58 = e2)
% 64.75/29.76  																																																						| (909) all_0_58_58 = e4 | all_0_58_58 = e3 | all_0_58_58 = e1 | all_0_58_58 = e0
% 64.75/29.76  																																																						|
% 64.75/29.76  																																																							+-Applying beta-rule and splitting (1071), into two cases.
% 64.75/29.76  																																																							|-Branch one:
% 64.75/29.76  																																																							| (1101) all_0_51_51 = e4
% 64.75/29.76  																																																							|
% 64.75/29.76  																																																								| Combining equations (660,1101) yields a new equation:
% 64.75/29.76  																																																								| (425) e4 = e3
% 64.75/29.76  																																																								|
% 64.75/29.76  																																																								| Equations (425) can reduce 188 to:
% 64.75/29.76  																																																								| (266) $false
% 64.75/29.76  																																																								|
% 64.75/29.76  																																																								|-The branch is then unsatisfiable
% 64.75/29.76  																																																							|-Branch two:
% 64.75/29.76  																																																							| (475)  ~ (all_0_51_51 = e4)
% 64.75/29.76  																																																							| (1294) all_0_52_52 = e4 | all_0_53_53 = e4
% 64.75/29.76  																																																							|
% 64.75/29.76  																																																								+-Applying beta-rule and splitting (909), into two cases.
% 64.75/29.76  																																																								|-Branch one:
% 64.75/29.76  																																																								| (910) all_0_58_58 = e4
% 64.75/29.76  																																																								|
% 64.75/29.76  																																																									| Equations (910) can reduce 451 to:
% 64.75/29.76  																																																									| (266) $false
% 64.75/29.76  																																																									|
% 64.75/29.76  																																																									|-The branch is then unsatisfiable
% 64.75/29.76  																																																								|-Branch two:
% 64.75/29.76  																																																								| (451)  ~ (all_0_58_58 = e4)
% 64.75/29.76  																																																								| (913) all_0_58_58 = e3 | all_0_58_58 = e1 | all_0_58_58 = e0
% 64.75/29.76  																																																								|
% 64.75/29.76  																																																									+-Applying beta-rule and splitting (1294), into two cases.
% 64.75/29.76  																																																									|-Branch one:
% 64.75/29.76  																																																									| (565) all_0_52_52 = e4
% 64.75/29.76  																																																									|
% 64.75/29.76  																																																										| Combining equations (352,565) yields a new equation:
% 64.75/29.76  																																																										| (323) e4 = e2
% 64.75/29.76  																																																										|
% 64.75/29.76  																																																										| Equations (323) can reduce 48 to:
% 64.75/29.76  																																																										| (266) $false
% 64.75/29.76  																																																										|
% 64.75/29.76  																																																										|-The branch is then unsatisfiable
% 64.75/29.76  																																																									|-Branch two:
% 64.75/29.76  																																																									| (780)  ~ (all_0_52_52 = e4)
% 64.75/29.76  																																																									| (1298) all_0_53_53 = e4
% 64.75/29.76  																																																									|
% 64.75/29.76  																																																										| Equations (1298) can reduce 162 to:
% 64.75/29.76  																																																										| (447)  ~ (all_0_40_40 = e4)
% 64.75/29.76  																																																										|
% 64.75/29.76  																																																										| Equations (1298) can reduce 509 to:
% 64.75/29.76  																																																										| (48)  ~ (e4 = e2)
% 64.75/29.76  																																																										|
% 64.75/29.76  																																																										+-Applying beta-rule and splitting (316), into two cases.
% 64.75/29.76  																																																										|-Branch one:
% 64.75/29.76  																																																										| (1378) all_0_40_40 = e4
% 64.75/29.76  																																																										|
% 64.75/29.76  																																																											| Equations (1378) can reduce 447 to:
% 64.75/29.76  																																																											| (266) $false
% 64.75/29.76  																																																											|
% 64.75/29.76  																																																											|-The branch is then unsatisfiable
% 64.75/29.76  																																																										|-Branch two:
% 64.75/29.76  																																																										| (447)  ~ (all_0_40_40 = e4)
% 64.75/29.76  																																																										| (485) all_0_40_40 = e0
% 64.75/29.76  																																																										|
% 64.75/29.76  																																																											| Equations (485) can reduce 178 to:
% 64.75/29.76  																																																											| (490)  ~ (all_0_58_58 = e0)
% 64.75/29.76  																																																											|
% 64.75/29.76  																																																											| Simplifying 490 yields:
% 64.75/29.76  																																																											| (491)  ~ (all_0_58_58 = e0)
% 64.75/29.76  																																																											|
% 64.75/29.76  																																																											+-Applying beta-rule and splitting (913), into two cases.
% 64.75/29.76  																																																											|-Branch one:
% 64.75/29.76  																																																											| (914) all_0_58_58 = e0
% 64.75/29.76  																																																											|
% 64.75/29.76  																																																												| Equations (914) can reduce 491 to:
% 64.75/29.76  																																																												| (266) $false
% 64.75/29.76  																																																												|
% 64.75/29.76  																																																												|-The branch is then unsatisfiable
% 64.75/29.76  																																																											|-Branch two:
% 64.75/29.76  																																																											| (491)  ~ (all_0_58_58 = e0)
% 64.75/29.76  																																																											| (917) all_0_58_58 = e3 | all_0_58_58 = e1
% 64.75/29.76  																																																											|
% 64.75/29.76  																																																												+-Applying beta-rule and splitting (917), into two cases.
% 64.75/29.76  																																																												|-Branch one:
% 64.75/29.76  																																																												| (918) all_0_58_58 = e1
% 64.75/29.76  																																																												|
% 64.75/29.76  																																																													| Equations (918) can reduce 880 to:
% 64.75/29.76  																																																													| (266) $false
% 64.75/29.76  																																																													|
% 64.75/29.76  																																																													|-The branch is then unsatisfiable
% 64.75/29.76  																																																												|-Branch two:
% 64.75/29.76  																																																												| (880)  ~ (all_0_58_58 = e1)
% 64.75/29.76  																																																												| (795) all_0_58_58 = e3
% 64.75/29.76  																																																												|
% 64.75/29.76  																																																													| Equations (795) can reduce 908 to:
% 64.75/29.76  																																																													| (212)  ~ (e3 = e2)
% 64.75/29.76  																																																													|
% 64.75/29.76  																																																													+-Applying beta-rule and splitting (614), into two cases.
% 64.75/29.76  																																																													|-Branch one:
% 64.75/29.76  																																																													| (607) all_0_53_53 = e2
% 64.75/29.76  																																																													|
% 64.75/29.76  																																																														| Combining equations (1298,607) yields a new equation:
% 64.75/29.76  																																																														| (322) e4 = e2
% 64.75/29.76  																																																														|
% 64.75/29.76  																																																														| Simplifying 322 yields:
% 64.75/29.76  																																																														| (323) e4 = e2
% 64.75/29.76  																																																														|
% 64.75/29.76  																																																														| Equations (323) can reduce 48 to:
% 64.75/29.76  																																																														| (266) $false
% 64.75/29.76  																																																														|
% 64.75/29.76  																																																														|-The branch is then unsatisfiable
% 64.75/29.76  																																																													|-Branch two:
% 64.75/29.76  																																																													| (509)  ~ (all_0_53_53 = e2)
% 64.75/29.76  																																																													| (624) all_0_58_58 = e2
% 64.75/29.76  																																																													|
% 64.75/29.76  																																																														| Combining equations (624,795) yields a new equation:
% 64.75/29.76  																																																														| (662) e3 = e2
% 64.75/29.76  																																																														|
% 64.75/29.76  																																																														| Equations (662) can reduce 212 to:
% 64.75/29.76  																																																														| (266) $false
% 64.75/29.76  																																																														|
% 64.75/29.76  																																																														|-The branch is then unsatisfiable
% 64.75/29.76  																																																					|-Branch two:
% 64.75/29.76  																																																					| (664)  ~ (all_0_51_51 = e3)
% 64.75/29.76  																																																					| (1097) all_0_56_56 = e3
% 64.75/29.76  																																																					|
% 64.75/29.76  																																																						| Combining equations (1097,833) yields a new equation:
% 64.75/29.76  																																																						| (661) e3 = e2
% 64.75/29.76  																																																						|
% 64.75/29.76  																																																						| Simplifying 661 yields:
% 64.75/29.76  																																																						| (662) e3 = e2
% 64.75/29.76  																																																						|
% 64.75/29.76  																																																						| Equations (662) can reduce 212 to:
% 64.75/29.76  																																																						| (266) $false
% 64.75/29.76  																																																						|
% 64.75/29.76  																																																						|-The branch is then unsatisfiable
% 64.75/29.76  																																													|-Branch two:
% 64.75/29.76  																																													| (819) all_0_47_47 = e0 & all_0_58_58 = e2 &  ~ (all_0_49_49 = e2)
% 64.75/29.76  																																													|
% 64.75/29.76  																																														| Applying alpha-rule on (819) yields:
% 64.75/29.76  																																														| (674) all_0_47_47 = e0
% 64.75/29.76  																																														| (624) all_0_58_58 = e2
% 64.75/29.76  																																														| (340)  ~ (all_0_49_49 = e2)
% 64.75/29.76  																																														|
% 64.75/29.76  																																														| Equations (674) can reduce 678 to:
% 64.75/29.76  																																														| (266) $false
% 64.75/29.76  																																														|
% 64.75/29.76  																																														|-The branch is then unsatisfiable
% 64.75/29.76  																																												|-Branch two:
% 64.75/29.76  																																												| (825) all_0_47_47 = e0 & all_0_58_58 = e2 &  ~ (all_0_56_56 = e0)
% 64.75/29.76  																																												|
% 64.75/29.76  																																													| Applying alpha-rule on (825) yields:
% 64.75/29.76  																																													| (674) all_0_47_47 = e0
% 64.75/29.76  																																													| (624) all_0_58_58 = e2
% 64.75/29.76  																																													| (828)  ~ (all_0_56_56 = e0)
% 64.75/29.76  																																													|
% 64.75/29.76  																																													| Equations (674) can reduce 678 to:
% 64.75/29.76  																																													| (266) $false
% 64.75/29.76  																																													|
% 64.75/29.76  																																													|-The branch is then unsatisfiable
% 64.75/29.76  																																								|-Branch two:
% 64.75/29.76  																																								| (1283)  ~ (all_0_48_48 = e0)
% 64.75/29.76  																																								| (875) all_0_57_57 = e0
% 64.75/29.76  																																								|
% 64.75/29.76  																																									| Equations (875) can reduce 364 to:
% 64.75/29.76  																																									| (266) $false
% 64.75/29.76  																																									|
% 64.75/29.76  																																									|-The branch is then unsatisfiable
% 64.75/29.76  																																							|-Branch two:
% 64.75/29.76  																																							| (803)  ~ (all_0_55_55 = e0)
% 64.75/29.76  																																							| (2315) all_0_55_55 = e3 | all_0_55_55 = e1
% 64.75/29.76  																																							|
% 64.75/29.76  																																								+-Applying beta-rule and splitting (895), into two cases.
% 64.75/29.76  																																								|-Branch one:
% 64.75/29.76  																																								| (538) all_0_46_46 = e0
% 64.75/29.76  																																								|
% 64.75/29.76  																																									| Combining equations (538,770) yields a new equation:
% 64.75/29.76  																																									| (397) e4 = e0
% 64.75/29.76  																																									|
% 64.75/29.76  																																									| Equations (397) can reduce 49 to:
% 64.75/29.76  																																									| (266) $false
% 64.75/29.76  																																									|
% 64.75/29.76  																																									|-The branch is then unsatisfiable
% 64.75/29.76  																																								|-Branch two:
% 64.75/29.76  																																								| (831)  ~ (all_0_46_46 = e0)
% 64.75/29.76  																																								| (858) all_0_55_55 = e0
% 64.75/29.76  																																								|
% 64.75/29.76  																																									| Equations (858) can reduce 803 to:
% 64.75/29.76  																																									| (266) $false
% 64.75/29.76  																																									|
% 64.75/29.76  																																									|-The branch is then unsatisfiable
% 64.75/29.76  																																					|-Branch two:
% 64.75/29.76  																																					| (250)  ~ (all_0_46_46 = e4)
% 64.75/29.76  																																					| (774) all_0_50_50 = e4 | all_0_55_55 = e4
% 64.75/29.76  																																					|
% 64.75/29.76  																																						+-Applying beta-rule and splitting (774), into two cases.
% 64.75/29.76  																																						|-Branch one:
% 64.75/29.76  																																						| (775) all_0_50_50 = e4
% 64.75/29.76  																																						|
% 64.75/29.76  																																							| Combining equations (601,775) yields a new equation:
% 64.75/29.76  																																							| (630) e4 = e1
% 64.75/29.76  																																							|
% 64.75/29.76  																																							| Equations (630) can reduce 110 to:
% 64.75/29.76  																																							| (266) $false
% 64.75/29.76  																																							|
% 64.75/29.76  																																							|-The branch is then unsatisfiable
% 64.75/29.76  																																						|-Branch two:
% 64.75/29.76  																																						| (566)  ~ (all_0_50_50 = e4)
% 64.75/29.76  																																						| (587) all_0_55_55 = e4
% 64.75/29.76  																																						|
% 64.75/29.76  																																							| Equations (587) can reduce 763 to:
% 64.75/29.76  																																							| (266) $false
% 64.75/29.76  																																							|
% 64.75/29.76  																																							|-The branch is then unsatisfiable
% 64.75/29.76  																																			|-Branch two:
% 64.75/29.76  																																			| (759)  ~ (all_0_50_50 = e1)
% 64.75/29.76  																																			| (415) all_0_50_50 = e3
% 64.75/29.76  																																			|
% 64.75/29.76  																																				| Equations (415) can reduce 411 to:
% 64.75/29.76  																																				| (266) $false
% 64.75/29.76  																																				|
% 64.75/29.76  																																				|-The branch is then unsatisfiable
% 64.75/29.77  																			|-Branch two:
% 64.75/29.77  																			| (1898)  ~ (all_0_41_41 = e3)
% 64.75/29.77  																			| (1899) all_0_42_42 = e3 | all_0_44_44 = e3
% 64.75/29.77  																			|
% 64.75/29.77  																				+-Applying beta-rule and splitting (144), into two cases.
% 64.75/29.77  																				|-Branch one:
% 64.75/29.77  																				| (403) all_0_41_41 = e3
% 64.75/29.77  																				|
% 64.75/29.77  																					| Equations (403) can reduce 1898 to:
% 64.75/29.77  																					| (266) $false
% 64.75/29.77  																					|
% 64.75/29.77  																					|-The branch is then unsatisfiable
% 64.75/29.77  																				|-Branch two:
% 64.75/29.77  																				| (1898)  ~ (all_0_41_41 = e3)
% 64.75/29.77  																				| (1923) all_0_46_46 = e3 | all_0_50_50 = e3 | all_0_55_55 = e3
% 64.75/29.77  																				|
% 64.75/29.77  																					+-Applying beta-rule and splitting (1923), into two cases.
% 64.75/29.77  																					|-Branch one:
% 64.75/29.77  																					| (1557) all_0_46_46 = e3
% 64.75/29.77  																					|
% 64.75/29.77  																						| Equations (1557) can reduce 409 to:
% 64.75/29.77  																						| (266) $false
% 64.75/29.77  																						|
% 64.75/29.77  																						|-The branch is then unsatisfiable
% 64.75/29.77  																					|-Branch two:
% 64.75/29.77  																					| (409)  ~ (all_0_46_46 = e3)
% 64.75/29.77  																					| (4042) all_0_50_50 = e3 | all_0_55_55 = e3
% 64.75/29.77  																					|
% 64.75/29.77  																						+-Applying beta-rule and splitting (4042), into two cases.
% 64.75/29.77  																						|-Branch one:
% 64.75/29.77  																						| (415) all_0_50_50 = e3
% 64.75/29.77  																						|
% 64.75/29.77  																							| Equations (415) can reduce 411 to:
% 64.75/29.77  																							| (266) $false
% 64.75/29.77  																							|
% 64.75/29.77  																							|-The branch is then unsatisfiable
% 64.75/29.77  																						|-Branch two:
% 64.75/29.77  																						| (411)  ~ (all_0_50_50 = e3)
% 64.75/29.77  																						| (2336) all_0_55_55 = e3
% 64.75/29.77  																						|
% 64.75/29.77  																							| Equations (2336) can reduce 58 to:
% 64.75/29.77  																							| (409)  ~ (all_0_46_46 = e3)
% 64.75/29.77  																							|
% 64.75/29.77  																							| Equations (2336) can reduce 81 to:
% 64.75/29.77  																							| (273)  ~ (all_0_57_57 = e3)
% 64.75/29.77  																							|
% 64.75/29.77  																							| Simplifying 273 yields:
% 64.75/29.77  																							| (67)  ~ (all_0_57_57 = e3)
% 64.75/29.77  																							|
% 64.75/29.77  																							| From (2336) and (74) follows:
% 64.75/29.77  																							| (2208) op(e0, e3) = e3
% 64.75/29.77  																							|
% 64.75/29.77  																							+-Applying beta-rule and splitting (189), into two cases.
% 64.75/29.77  																							|-Branch one:
% 64.75/29.77  																							| (532) all_0_44_44 = e3
% 64.75/29.77  																							|
% 64.75/29.77  																								| Equations (532) can reduce 143 to:
% 64.75/29.77  																								| (2)  ~ (all_0_40_40 = e3)
% 64.75/29.77  																								|
% 64.75/29.77  																								| Equations (532) can reduce 149 to:
% 64.75/29.77  																								| (1898)  ~ (all_0_41_41 = e3)
% 64.75/29.77  																								|
% 64.75/29.77  																								| Equations (532) can reduce 9 to:
% 64.75/29.77  																								| (524)  ~ (all_0_49_49 = e3)
% 64.75/29.77  																								|
% 64.75/29.77  																								| Simplifying 524 yields:
% 64.75/29.77  																								| (525)  ~ (all_0_49_49 = e3)
% 64.75/29.77  																								|
% 64.75/29.77  																								| Equations (532) can reduce 220 to:
% 64.75/29.77  																								| (1114)  ~ (all_0_53_53 = e3)
% 64.75/29.77  																								|
% 64.75/29.77  																								| Simplifying 1114 yields:
% 64.75/29.77  																								| (903)  ~ (all_0_53_53 = e3)
% 64.75/29.77  																								|
% 64.75/29.77  																								| Equations (532) can reduce 181 to:
% 64.75/29.77  																								| (275)  ~ (all_0_58_58 = e3)
% 64.75/29.77  																								|
% 64.75/29.77  																								| Simplifying 275 yields:
% 64.75/29.77  																								| (276)  ~ (all_0_58_58 = e3)
% 64.75/29.77  																								|
% 64.75/29.77  																								| Equations (532) can reduce 1390 to:
% 64.75/29.77  																								| (277)  ~ (e4 = e3)
% 64.75/29.77  																								|
% 64.75/29.77  																								| Simplifying 277 yields:
% 64.75/29.77  																								| (188)  ~ (e4 = e3)
% 64.75/29.77  																								|
% 64.75/29.77  																								+-Applying beta-rule and splitting (418), into two cases.
% 64.75/29.77  																								|-Branch one:
% 64.75/29.77  																								| (660) all_0_51_51 = e3
% 64.75/29.77  																								|
% 64.75/29.77  																									| Equations (660) can reduce 61 to:
% 64.75/29.77  																									| (405)  ~ (all_0_42_42 = e3)
% 64.75/29.77  																									|
% 64.75/29.77  																									| Equations (660) can reduce 59 to:
% 64.75/29.77  																									| (411)  ~ (all_0_50_50 = e3)
% 64.75/29.77  																									|
% 64.75/29.77  																									| Equations (660) can reduce 6 to:
% 64.75/29.77  																									| (1114)  ~ (all_0_53_53 = e3)
% 64.75/29.77  																									|
% 64.75/29.77  																									| Simplifying 1114 yields:
% 64.75/29.77  																									| (903)  ~ (all_0_53_53 = e3)
% 64.75/29.77  																									|
% 64.75/29.77  																									+-Applying beta-rule and splitting (196), into two cases.
% 64.75/29.77  																									|-Branch one:
% 64.75/29.77  																									| (607) all_0_53_53 = e2
% 64.75/29.77  																									|
% 64.75/29.77  																										| Equations (607) can reduce 509 to:
% 64.75/29.77  																										| (266) $false
% 64.75/29.77  																										|
% 64.75/29.77  																										|-The branch is then unsatisfiable
% 64.75/29.77  																									|-Branch two:
% 64.75/29.77  																									| (509)  ~ (all_0_53_53 = e2)
% 64.75/29.77  																									| (610) all_0_53_53 = e4 | all_0_53_53 = e3 | all_0_53_53 = e1
% 64.75/29.77  																									|
% 64.75/29.77  																										+-Applying beta-rule and splitting (27), into two cases.
% 64.75/29.77  																										|-Branch one:
% 64.75/29.77  																										| (437) all_0_41_41 = e4
% 64.75/29.77  																										|
% 64.75/29.77  																											| Equations (437) can reduce 440 to:
% 64.75/29.77  																											| (266) $false
% 64.75/29.77  																											|
% 64.75/29.77  																											|-The branch is then unsatisfiable
% 64.75/29.77  																										|-Branch two:
% 64.75/29.77  																										| (440)  ~ (all_0_41_41 = e4)
% 64.75/29.77  																										| (4049) all_0_41_41 = e3 | all_0_41_41 = e1 | all_0_41_41 = e0
% 64.75/29.77  																										|
% 64.75/29.77  																											+-Applying beta-rule and splitting (160), into two cases.
% 64.75/29.77  																											|-Branch one:
% 64.75/29.77  																											| (601) all_0_50_50 = e1
% 64.75/29.77  																											|
% 64.75/29.77  																												| Equations (601) can reduce 221 to:
% 64.75/29.77  																												| (457)  ~ (all_0_41_41 = e1)
% 64.75/29.77  																												|
% 64.75/29.77  																												| Equations (601) can reduce 190 to:
% 64.75/29.77  																												| (1458)  ~ (all_0_53_53 = e1)
% 64.75/29.77  																												|
% 64.75/29.77  																												| Simplifying 1458 yields:
% 64.75/29.77  																												| (1459)  ~ (all_0_53_53 = e1)
% 64.75/29.77  																												|
% 64.75/29.77  																												| Equations (601) can reduce 411 to:
% 64.75/29.77  																												| (467)  ~ (e3 = e1)
% 64.75/29.77  																												|
% 64.75/29.77  																												| Simplifying 467 yields:
% 64.75/29.77  																												| (213)  ~ (e3 = e1)
% 64.75/29.77  																												|
% 64.75/29.77  																												+-Applying beta-rule and splitting (231), into two cases.
% 64.75/29.77  																												|-Branch one:
% 64.75/29.77  																												| (775) all_0_50_50 = e4
% 64.75/29.77  																												|
% 64.75/29.77  																													| Combining equations (601,775) yields a new equation:
% 64.75/29.77  																													| (630) e4 = e1
% 64.75/29.77  																													|
% 64.75/29.77  																													| Equations (630) can reduce 110 to:
% 64.75/29.77  																													| (266) $false
% 64.75/29.77  																													|
% 64.75/29.77  																													|-The branch is then unsatisfiable
% 64.75/29.77  																												|-Branch two:
% 64.75/29.77  																												| (566)  ~ (all_0_50_50 = e4)
% 64.75/29.77  																												| (1071) all_0_51_51 = e4 | all_0_52_52 = e4 | all_0_53_53 = e4
% 64.75/29.77  																												|
% 64.75/29.77  																													+-Applying beta-rule and splitting (1071), into two cases.
% 64.75/29.77  																													|-Branch one:
% 64.75/29.77  																													| (1101) all_0_51_51 = e4
% 64.75/29.77  																													|
% 64.75/29.77  																														| Combining equations (660,1101) yields a new equation:
% 64.75/29.77  																														| (425) e4 = e3
% 64.75/29.77  																														|
% 64.75/29.77  																														| Equations (425) can reduce 188 to:
% 64.75/29.77  																														| (266) $false
% 64.75/29.77  																														|
% 64.75/29.77  																														|-The branch is then unsatisfiable
% 64.75/29.77  																													|-Branch two:
% 64.75/29.77  																													| (475)  ~ (all_0_51_51 = e4)
% 64.75/29.77  																													| (1294) all_0_52_52 = e4 | all_0_53_53 = e4
% 64.75/29.77  																													|
% 64.75/29.77  																														+-Applying beta-rule and splitting (103), into two cases.
% 64.75/29.77  																														|-Branch one:
% 64.75/29.77  																														| (453) all_0_41_41 = e1
% 64.75/29.77  																														|
% 64.75/29.77  																															| Equations (453) can reduce 457 to:
% 64.75/29.77  																															| (266) $false
% 64.75/29.77  																															|
% 64.75/29.77  																															|-The branch is then unsatisfiable
% 64.75/29.77  																														|-Branch two:
% 64.75/29.77  																														| (457)  ~ (all_0_41_41 = e1)
% 64.75/29.77  																														| (458) all_0_42_42 = e1 | all_0_43_43 = e1 | all_0_44_44 = e1
% 64.75/29.77  																														|
% 64.75/29.77  																															+-Applying beta-rule and splitting (1294), into two cases.
% 64.75/29.77  																															|-Branch one:
% 64.75/29.77  																															| (565) all_0_52_52 = e4
% 64.75/29.77  																															|
% 64.75/29.77  																																| Combining equations (352,565) yields a new equation:
% 64.75/29.77  																																| (323) e4 = e2
% 64.75/29.77  																																|
% 64.75/29.77  																																| Equations (323) can reduce 48 to:
% 64.75/29.77  																																| (266) $false
% 64.75/29.77  																																|
% 64.75/29.77  																																|-The branch is then unsatisfiable
% 64.75/29.77  																															|-Branch two:
% 64.75/29.77  																															| (780)  ~ (all_0_52_52 = e4)
% 64.75/29.77  																															| (1298) all_0_53_53 = e4
% 64.75/29.77  																															|
% 64.75/29.77  																																| Equations (1298) can reduce 162 to:
% 64.75/29.77  																																| (447)  ~ (all_0_40_40 = e4)
% 64.75/29.77  																																|
% 64.75/29.77  																																| Equations (1298) can reduce 10 to:
% 64.75/29.77  																																| (450)  ~ (all_0_58_58 = e4)
% 64.75/29.77  																																|
% 64.75/29.77  																																| Simplifying 450 yields:
% 64.75/29.77  																																| (451)  ~ (all_0_58_58 = e4)
% 64.75/29.77  																																|
% 64.75/29.77  																																| Equations (1298) can reduce 903 to:
% 64.75/29.77  																																| (188)  ~ (e4 = e3)
% 64.75/29.77  																																|
% 64.75/29.77  																																| Equations (1298) can reduce 509 to:
% 64.75/29.77  																																| (48)  ~ (e4 = e2)
% 64.75/29.77  																																|
% 64.75/29.77  																																| Equations (1298) can reduce 1459 to:
% 64.75/29.77  																																| (110)  ~ (e4 = e1)
% 64.75/29.77  																																|
% 64.75/29.77  																																+-Applying beta-rule and splitting (62), into two cases.
% 64.75/29.77  																																|-Branch one:
% 64.75/29.77  																																| (321) all_0_38_38 = e4
% 64.75/29.77  																																|
% 64.75/29.77  																																	| Combining equations (321,292) yields a new equation:
% 64.75/29.77  																																	| (322) e4 = e2
% 64.75/29.77  																																	|
% 64.75/29.77  																																	| Simplifying 322 yields:
% 64.75/29.77  																																	| (323) e4 = e2
% 64.75/29.77  																																	|
% 64.75/29.77  																																	| Equations (323) can reduce 48 to:
% 64.75/29.77  																																	| (266) $false
% 64.75/29.77  																																	|
% 64.75/29.77  																																	|-The branch is then unsatisfiable
% 64.75/29.77  																																|-Branch two:
% 64.75/29.77  																																| (325)  ~ (all_0_38_38 = e4)
% 64.75/29.77  																																| (582) all_0_41_41 = e4 | all_0_46_46 = e4 | all_0_50_50 = e4 | all_0_55_55 = e4
% 64.75/29.77  																																|
% 64.75/29.77  																																	+-Applying beta-rule and splitting (582), into two cases.
% 64.75/29.77  																																	|-Branch one:
% 64.75/29.77  																																	| (437) all_0_41_41 = e4
% 64.75/29.77  																																	|
% 64.75/29.77  																																		| Equations (437) can reduce 440 to:
% 64.75/29.77  																																		| (266) $false
% 64.75/29.77  																																		|
% 64.75/29.77  																																		|-The branch is then unsatisfiable
% 64.75/29.77  																																	|-Branch two:
% 64.75/29.77  																																	| (440)  ~ (all_0_41_41 = e4)
% 64.75/29.77  																																	| (769) all_0_46_46 = e4 | all_0_50_50 = e4 | all_0_55_55 = e4
% 64.75/29.77  																																	|
% 64.75/29.77  																																		+-Applying beta-rule and splitting (769), into two cases.
% 64.75/29.77  																																		|-Branch one:
% 64.75/29.77  																																		| (770) all_0_46_46 = e4
% 64.75/29.77  																																		|
% 64.75/29.77  																																			| Equations (770) can reduce 208 to:
% 64.75/29.77  																																			| (255)  ~ (all_0_49_49 = e4)
% 64.75/29.77  																																			|
% 64.75/29.77  																																			| Simplifying 255 yields:
% 64.75/29.77  																																			| (256)  ~ (all_0_49_49 = e4)
% 64.75/29.77  																																			|
% 64.75/29.77  																																			+-Applying beta-rule and splitting (326), into two cases.
% 64.75/29.77  																																			|-Branch one:
% 64.75/29.77  																																			| (471) all_0_39_39 = e4
% 64.75/29.77  																																			|
% 64.75/29.77  																																				| Equations (471) can reduce 176 to:
% 64.75/29.77  																																				| (7398)  ~ (all_0_40_40 = e4)
% 64.75/29.77  																																				|
% 64.75/29.77  																																				| Simplifying 7398 yields:
% 64.75/29.77  																																				| (447)  ~ (all_0_40_40 = e4)
% 64.75/29.77  																																				|
% 64.75/29.77  																																				| Equations (471) can reduce 79 to:
% 64.75/29.77  																																				| (251)  ~ (all_0_47_47 = e4)
% 64.75/29.77  																																				|
% 64.75/29.77  																																				| Simplifying 251 yields:
% 64.75/29.77  																																				| (252)  ~ (all_0_47_47 = e4)
% 64.75/29.77  																																				|
% 64.75/29.77  																																				| Equations (471) can reduce 151 to:
% 64.75/29.77  																																				| (110)  ~ (e4 = e1)
% 64.75/29.77  																																				|
% 64.75/29.77  																																				+-Applying beta-rule and splitting (458), into two cases.
% 64.75/29.77  																																				|-Branch one:
% 64.75/29.77  																																				| (459) all_0_42_42 = e1
% 64.75/29.77  																																				|
% 64.75/29.77  																																					| Equations (459) can reduce 198 to:
% 64.75/29.77  																																					| (461)  ~ (all_0_47_47 = e1)
% 64.75/29.77  																																					|
% 64.75/29.77  																																					| Simplifying 461 yields:
% 64.75/29.77  																																					| (462)  ~ (all_0_47_47 = e1)
% 64.75/29.77  																																					|
% 64.75/29.77  																																					+-Applying beta-rule and splitting (316), into two cases.
% 64.75/29.77  																																					|-Branch one:
% 64.75/29.77  																																					| (1378) all_0_40_40 = e4
% 64.75/29.77  																																					|
% 64.75/29.77  																																						| Equations (1378) can reduce 447 to:
% 64.75/29.77  																																						| (266) $false
% 64.75/29.77  																																						|
% 64.75/29.77  																																						|-The branch is then unsatisfiable
% 64.75/29.77  																																					|-Branch two:
% 64.75/29.77  																																					| (447)  ~ (all_0_40_40 = e4)
% 64.75/29.77  																																					| (485) all_0_40_40 = e0
% 64.75/29.77  																																					|
% 64.75/29.77  																																						| Equations (485) can reduce 200 to:
% 64.75/29.77  																																						| (486)  ~ (all_0_49_49 = e0)
% 64.75/29.77  																																						|
% 64.75/29.77  																																						| Simplifying 486 yields:
% 64.75/29.77  																																						| (487)  ~ (all_0_49_49 = e0)
% 64.75/29.77  																																						|
% 64.75/29.77  																																						| Equations (485) can reduce 447 to:
% 64.75/29.77  																																						| (401)  ~ (e4 = e0)
% 64.75/29.77  																																						|
% 64.75/29.77  																																						| Simplifying 401 yields:
% 64.75/29.77  																																						| (49)  ~ (e4 = e0)
% 64.75/29.77  																																						|
% 64.75/29.77  																																						| Equations (485) can reduce 296 to:
% 64.75/29.77  																																						| (365)  ~ (e2 = e0)
% 64.75/29.77  																																						|
% 64.75/29.77  																																						| Simplifying 365 yields:
% 64.75/29.77  																																						| (128)  ~ (e2 = e0)
% 64.75/29.77  																																						|
% 64.75/29.77  																																						| Equations (485) can reduce 132 to:
% 64.75/29.77  																																						| (435)  ~ (e1 = e0)
% 64.75/29.77  																																						|
% 64.75/29.77  																																						| Simplifying 435 yields:
% 64.75/29.77  																																						| (233)  ~ (e1 = e0)
% 64.75/29.77  																																						|
% 64.75/29.77  																																						+-Applying beta-rule and splitting (104), into two cases.
% 64.75/29.77  																																						|-Branch one:
% 64.75/29.77  																																						| (480) all_0_39_39 = e0
% 64.75/29.77  																																						|
% 64.75/29.77  																																							| Combining equations (480,471) yields a new equation:
% 64.75/29.77  																																							| (397) e4 = e0
% 64.75/29.77  																																							|
% 64.75/29.77  																																							| Equations (397) can reduce 49 to:
% 64.75/29.77  																																							| (266) $false
% 64.75/29.77  																																							|
% 64.75/29.77  																																							|-The branch is then unsatisfiable
% 64.75/29.77  																																						|-Branch two:
% 64.75/29.77  																																						| (484)  ~ (all_0_39_39 = e0)
% 64.75/29.77  																																						| (558) all_0_42_42 = e0 | all_0_47_47 = e0 | all_0_56_56 = e0
% 64.75/29.77  																																						|
% 64.75/29.77  																																							+-Applying beta-rule and splitting (228), into two cases.
% 64.75/29.77  																																							|-Branch one:
% 64.75/29.77  																																							| (335) all_0_48_48 = e2
% 64.75/29.77  																																							|
% 64.75/29.77  																																								| Equations (335) can reduce 810 to:
% 64.75/29.77  																																								| (266) $false
% 64.75/29.77  																																								|
% 64.75/29.77  																																								|-The branch is then unsatisfiable
% 64.75/29.77  																																							|-Branch two:
% 64.75/29.77  																																							| (810)  ~ (all_0_48_48 = e2)
% 64.75/29.77  																																							| (10218) all_0_48_48 = e4 | all_0_48_48 = e1 | all_0_48_48 = e0
% 64.75/29.77  																																							|
% 64.75/29.77  																																								+-Applying beta-rule and splitting (105), into two cases.
% 64.75/29.77  																																								|-Branch one:
% 64.75/29.77  																																								| (1105) all_0_47_47 = e2
% 64.75/29.77  																																								|
% 64.75/29.77  																																									| Equations (1105) can reduce 114 to:
% 64.75/29.77  																																									| (12342)  ~ (all_0_48_48 = e2)
% 64.75/29.77  																																									|
% 64.75/29.77  																																									| Simplifying 12342 yields:
% 64.75/29.77  																																									| (810)  ~ (all_0_48_48 = e2)
% 64.75/29.77  																																									|
% 64.75/29.77  																																									| Equations (1105) can reduce 86 to:
% 64.75/29.77  																																									| (339)  ~ (all_0_49_49 = e2)
% 64.75/29.77  																																									|
% 64.75/29.77  																																									| Simplifying 339 yields:
% 64.75/29.77  																																									| (340)  ~ (all_0_49_49 = e2)
% 64.75/29.77  																																									|
% 64.75/29.77  																																									| Equations (1105) can reduce 252 to:
% 64.75/29.77  																																									| (327)  ~ (e4 = e2)
% 64.75/29.77  																																									|
% 64.75/29.77  																																									| Simplifying 327 yields:
% 64.75/29.77  																																									| (48)  ~ (e4 = e2)
% 64.75/29.77  																																									|
% 64.75/29.77  																																									+-Applying beta-rule and splitting (54), into two cases.
% 64.75/29.77  																																									|-Branch one:
% 64.75/29.77  																																									| (583) all_0_49_49 = e2
% 64.75/29.77  																																									|
% 64.75/29.77  																																										| Equations (583) can reduce 340 to:
% 64.75/29.77  																																										| (266) $false
% 64.75/29.77  																																										|
% 64.75/29.77  																																										|-The branch is then unsatisfiable
% 64.75/29.77  																																									|-Branch two:
% 64.75/29.77  																																									| (340)  ~ (all_0_49_49 = e2)
% 64.75/29.77  																																									| (586) all_0_49_49 = e4 | all_0_49_49 = e3 | all_0_49_49 = e1 | all_0_49_49 = e0
% 64.75/29.77  																																									|
% 64.75/29.77  																																										+-Applying beta-rule and splitting (558), into two cases.
% 64.75/29.77  																																										|-Branch one:
% 64.75/29.77  																																										| (559) all_0_42_42 = e0
% 64.75/29.77  																																										|
% 64.75/29.77  																																											| Combining equations (559,459) yields a new equation:
% 64.75/29.77  																																											| (431) e1 = e0
% 64.75/29.77  																																											|
% 64.75/29.77  																																											| Equations (431) can reduce 233 to:
% 64.75/29.77  																																											| (266) $false
% 64.75/29.77  																																											|
% 64.75/29.77  																																											|-The branch is then unsatisfiable
% 64.75/29.77  																																										|-Branch two:
% 64.75/29.77  																																										| (358)  ~ (all_0_42_42 = e0)
% 64.75/29.77  																																										| (563) all_0_47_47 = e0 | all_0_56_56 = e0
% 64.75/29.77  																																										|
% 64.75/29.77  																																											+-Applying beta-rule and splitting (563), into two cases.
% 64.75/29.77  																																											|-Branch one:
% 64.75/29.77  																																											| (674) all_0_47_47 = e0
% 64.75/29.77  																																											|
% 64.75/29.77  																																												| Combining equations (1105,674) yields a new equation:
% 64.75/29.77  																																												| (391) e2 = e0
% 64.75/29.77  																																												|
% 64.75/29.77  																																												| Simplifying 391 yields:
% 64.75/29.77  																																												| (330) e2 = e0
% 64.75/29.77  																																												|
% 64.75/29.77  																																												| Equations (330) can reduce 128 to:
% 64.75/29.77  																																												| (266) $false
% 64.75/29.77  																																												|
% 64.75/29.77  																																												|-The branch is then unsatisfiable
% 64.75/29.77  																																											|-Branch two:
% 64.75/29.77  																																											| (678)  ~ (all_0_47_47 = e0)
% 64.75/29.77  																																											| (679) all_0_56_56 = e0
% 64.75/29.77  																																											|
% 64.75/29.77  																																												| Equations (679) can reduce 140 to:
% 64.75/29.77  																																												| (363)  ~ (all_0_57_57 = e0)
% 64.75/29.77  																																												|
% 64.75/29.77  																																												| Simplifying 363 yields:
% 64.75/29.77  																																												| (364)  ~ (all_0_57_57 = e0)
% 64.75/29.77  																																												|
% 64.75/29.77  																																												+-Applying beta-rule and splitting (586), into two cases.
% 64.75/29.77  																																												|-Branch one:
% 64.75/29.77  																																												| (974) all_0_49_49 = e4
% 64.75/29.77  																																												|
% 64.75/29.77  																																													| Equations (974) can reduce 256 to:
% 64.75/29.77  																																													| (266) $false
% 64.75/29.77  																																													|
% 64.75/29.77  																																													|-The branch is then unsatisfiable
% 64.75/29.77  																																												|-Branch two:
% 64.75/29.77  																																												| (256)  ~ (all_0_49_49 = e4)
% 64.75/29.77  																																												| (977) all_0_49_49 = e3 | all_0_49_49 = e1 | all_0_49_49 = e0
% 64.75/29.77  																																												|
% 64.75/29.77  																																													+-Applying beta-rule and splitting (977), into two cases.
% 64.75/29.77  																																													|-Branch one:
% 64.75/29.77  																																													| (978) all_0_49_49 = e0
% 64.75/29.77  																																													|
% 64.75/29.77  																																														| Equations (978) can reduce 487 to:
% 64.75/29.77  																																														| (266) $false
% 64.75/29.77  																																														|
% 64.75/29.77  																																														|-The branch is then unsatisfiable
% 64.75/29.77  																																													|-Branch two:
% 64.75/29.77  																																													| (487)  ~ (all_0_49_49 = e0)
% 64.75/29.77  																																													| (981) all_0_49_49 = e3 | all_0_49_49 = e1
% 64.75/29.77  																																													|
% 64.75/29.77  																																														+-Applying beta-rule and splitting (981), into two cases.
% 64.75/29.77  																																														|-Branch one:
% 64.75/29.77  																																														| (671) all_0_49_49 = e1
% 64.75/29.77  																																														|
% 64.75/29.77  																																															| Equations (671) can reduce 185 to:
% 64.75/29.77  																																															| (619)  ~ (all_0_48_48 = e1)
% 64.75/29.77  																																															|
% 64.75/29.77  																																															| Equations (671) can reduce 119 to:
% 64.75/29.77  																																															| (879)  ~ (all_0_58_58 = e1)
% 64.75/29.77  																																															|
% 64.75/29.77  																																															| Simplifying 879 yields:
% 64.75/29.77  																																															| (880)  ~ (all_0_58_58 = e1)
% 64.75/29.77  																																															|
% 64.75/29.77  																																															| Equations (671) can reduce 340 to:
% 64.75/29.77  																																															| (604)  ~ (e2 = e1)
% 64.75/29.77  																																															|
% 64.75/29.77  																																															| Simplifying 604 yields:
% 64.75/29.77  																																															| (122)  ~ (e2 = e1)
% 64.75/29.77  																																															|
% 64.75/29.77  																																															+-Applying beta-rule and splitting (108), into two cases.
% 64.75/29.77  																																															|-Branch one:
% 64.75/29.77  																																															| (624) all_0_58_58 = e2
% 64.75/29.77  																																															|
% 64.75/29.77  																																																| Equations (624) can reduce 148 to:
% 64.75/29.77  																																																| (344)  ~ (all_0_57_57 = e2)
% 64.75/29.77  																																																|
% 64.75/29.77  																																																| Equations (624) can reduce 451 to:
% 64.75/29.77  																																																| (327)  ~ (e4 = e2)
% 64.75/29.77  																																																|
% 64.75/29.77  																																																| Simplifying 327 yields:
% 64.75/29.77  																																																| (48)  ~ (e4 = e2)
% 64.75/29.77  																																																|
% 64.75/29.77  																																																| Equations (624) can reduce 276 to:
% 64.75/29.77  																																																| (626)  ~ (e3 = e2)
% 64.75/29.77  																																																|
% 64.75/29.77  																																																| Simplifying 626 yields:
% 64.75/29.77  																																																| (212)  ~ (e3 = e2)
% 64.75/29.77  																																																|
% 64.75/29.77  																																																| Equations (624) can reduce 880 to:
% 64.75/29.77  																																																| (122)  ~ (e2 = e1)
% 64.75/29.77  																																																|
% 64.75/29.77  																																																+-Applying beta-rule and splitting (163), into two cases.
% 64.75/29.77  																																																|-Branch one:
% 64.75/29.77  																																																| (565) all_0_52_52 = e4
% 64.75/29.77  																																																|
% 64.75/29.77  																																																	| Combining equations (352,565) yields a new equation:
% 64.75/29.77  																																																	| (323) e4 = e2
% 64.75/29.77  																																																	|
% 64.75/29.77  																																																	| Equations (323) can reduce 48 to:
% 64.75/29.77  																																																	| (266) $false
% 64.75/29.77  																																																	|
% 64.75/29.77  																																																	|-The branch is then unsatisfiable
% 64.75/29.77  																																																|-Branch two:
% 64.75/29.77  																																																| (780)  ~ (all_0_52_52 = e4)
% 64.75/29.77  																																																| (781) (all_0_41_41 = e0 & all_0_58_58 = e3 &  ~ (all_0_44_44 = e3)) | (all_0_41_41 = e0 & all_0_58_58 = e3 &  ~ (all_0_55_55 = e0)) | (all_0_47_47 = e1 & all_0_52_52 = e2 &  ~ (all_0_48_48 = e2)) | (all_0_47_47 = e1 & all_0_52_52 = e2 &  ~ (all_0_51_51 = e1)) | (all_0_47_47 = e0 & all_0_58_58 = e2 &  ~ (all_0_49_49 = e2)) | (all_0_47_47 = e0 & all_0_58_58 = e2 &  ~ (all_0_56_56 = e0))
% 64.75/29.78  																																																|
% 64.75/29.78  																																																	+-Applying beta-rule and splitting (5471), into two cases.
% 64.75/29.78  																																																	|-Branch one:
% 64.75/29.78  																																																	| (1279) all_0_48_48 = e0
% 64.75/29.78  																																																	|
% 64.75/29.78  																																																		| Equations (1279) can reduce 810 to:
% 64.75/29.78  																																																		| (365)  ~ (e2 = e0)
% 64.75/29.78  																																																		|
% 64.75/29.78  																																																		| Simplifying 365 yields:
% 64.75/29.78  																																																		| (128)  ~ (e2 = e0)
% 64.75/29.78  																																																		|
% 64.75/29.78  																																																		| Equations (1279) can reduce 619 to:
% 64.75/29.78  																																																		| (435)  ~ (e1 = e0)
% 64.75/29.78  																																																		|
% 64.75/29.78  																																																		| Simplifying 435 yields:
% 64.75/29.78  																																																		| (233)  ~ (e1 = e0)
% 64.75/29.78  																																																		|
% 64.75/29.78  																																																		+-Applying beta-rule and splitting (434), into two cases.
% 64.75/29.78  																																																		|-Branch one:
% 64.75/29.78  																																																		| (615) all_0_48_48 = e1
% 64.75/29.78  																																																		|
% 64.75/29.78  																																																			| Combining equations (615,1279) yields a new equation:
% 64.75/29.78  																																																			| (546) e1 = e0
% 64.75/29.78  																																																			|
% 64.75/29.78  																																																			| Simplifying 546 yields:
% 64.75/29.78  																																																			| (431) e1 = e0
% 64.75/29.78  																																																			|
% 64.75/29.78  																																																			| Equations (431) can reduce 233 to:
% 64.75/29.78  																																																			| (266) $false
% 64.75/29.78  																																																			|
% 64.75/29.78  																																																			|-The branch is then unsatisfiable
% 64.75/29.78  																																																		|-Branch two:
% 64.75/29.78  																																																		| (619)  ~ (all_0_48_48 = e1)
% 64.75/29.78  																																																		| (620) all_0_52_52 = e1 | all_0_57_57 = e1
% 64.75/29.78  																																																		|
% 64.75/29.78  																																																			+-Applying beta-rule and splitting (620), into two cases.
% 64.75/29.78  																																																			|-Branch one:
% 64.75/29.78  																																																			| (642) all_0_52_52 = e1
% 64.75/29.78  																																																			|
% 64.75/29.78  																																																				| Combining equations (352,642) yields a new equation:
% 64.75/29.78  																																																				| (616) e2 = e1
% 64.75/29.78  																																																				|
% 64.75/29.78  																																																				| Simplifying 616 yields:
% 64.75/29.78  																																																				| (617) e2 = e1
% 64.75/29.78  																																																				|
% 64.75/29.78  																																																				| Equations (617) can reduce 122 to:
% 64.75/29.78  																																																				| (266) $false
% 64.75/29.78  																																																				|
% 64.75/29.78  																																																				|-The branch is then unsatisfiable
% 64.75/29.78  																																																			|-Branch two:
% 64.75/29.78  																																																			| (646)  ~ (all_0_52_52 = e1)
% 64.75/29.78  																																																			| (647) all_0_57_57 = e1
% 64.75/29.78  																																																			|
% 64.75/29.78  																																																				| Equations (647) can reduce 344 to:
% 64.75/29.78  																																																				| (604)  ~ (e2 = e1)
% 64.75/29.78  																																																				|
% 64.84/29.78  																																																				| Simplifying 604 yields:
% 64.84/29.78  																																																				| (122)  ~ (e2 = e1)
% 64.84/29.78  																																																				|
% 64.84/29.78  																																																				+-Applying beta-rule and splitting (781), into two cases.
% 64.84/29.78  																																																				|-Branch one:
% 64.84/29.78  																																																				| (789) (all_0_41_41 = e0 & all_0_58_58 = e3 &  ~ (all_0_44_44 = e3)) | (all_0_41_41 = e0 & all_0_58_58 = e3 &  ~ (all_0_55_55 = e0)) | (all_0_47_47 = e1 & all_0_52_52 = e2 &  ~ (all_0_48_48 = e2)) | (all_0_47_47 = e1 & all_0_52_52 = e2 &  ~ (all_0_51_51 = e1)) | (all_0_47_47 = e0 & all_0_58_58 = e2 &  ~ (all_0_49_49 = e2))
% 64.84/29.78  																																																				|
% 64.84/29.78  																																																					+-Applying beta-rule and splitting (789), into two cases.
% 64.84/29.78  																																																					|-Branch one:
% 64.84/29.78  																																																					| (790) (all_0_41_41 = e0 & all_0_58_58 = e3 &  ~ (all_0_44_44 = e3)) | (all_0_41_41 = e0 & all_0_58_58 = e3 &  ~ (all_0_55_55 = e0)) | (all_0_47_47 = e1 & all_0_52_52 = e2 &  ~ (all_0_48_48 = e2)) | (all_0_47_47 = e1 & all_0_52_52 = e2 &  ~ (all_0_51_51 = e1))
% 64.84/29.78  																																																					|
% 64.84/29.78  																																																						+-Applying beta-rule and splitting (790), into two cases.
% 64.84/29.78  																																																						|-Branch one:
% 64.84/29.78  																																																						| (791) (all_0_41_41 = e0 & all_0_58_58 = e3 &  ~ (all_0_44_44 = e3)) | (all_0_41_41 = e0 & all_0_58_58 = e3 &  ~ (all_0_55_55 = e0)) | (all_0_47_47 = e1 & all_0_52_52 = e2 &  ~ (all_0_48_48 = e2))
% 64.84/29.78  																																																						|
% 64.84/29.78  																																																							+-Applying beta-rule and splitting (791), into two cases.
% 64.84/29.78  																																																							|-Branch one:
% 64.84/29.78  																																																							| (792) (all_0_41_41 = e0 & all_0_58_58 = e3 &  ~ (all_0_44_44 = e3)) | (all_0_41_41 = e0 & all_0_58_58 = e3 &  ~ (all_0_55_55 = e0))
% 64.84/29.78  																																																							|
% 64.84/29.78  																																																								+-Applying beta-rule and splitting (792), into two cases.
% 64.84/29.78  																																																								|-Branch one:
% 64.84/29.78  																																																								| (793) all_0_41_41 = e0 & all_0_58_58 = e3 &  ~ (all_0_44_44 = e3)
% 64.84/29.78  																																																								|
% 64.84/29.78  																																																									| Applying alpha-rule on (793) yields:
% 64.84/29.78  																																																									| (794) all_0_41_41 = e0
% 64.84/29.78  																																																									| (795) all_0_58_58 = e3
% 64.84/29.78  																																																									| (407)  ~ (all_0_44_44 = e3)
% 64.84/29.78  																																																									|
% 64.84/29.78  																																																									| Combining equations (795,624) yields a new equation:
% 64.84/29.78  																																																									| (661) e3 = e2
% 64.84/29.78  																																																									|
% 64.84/29.78  																																																									| Simplifying 661 yields:
% 64.84/29.78  																																																									| (662) e3 = e2
% 64.84/29.78  																																																									|
% 64.84/29.78  																																																									| Equations (662) can reduce 212 to:
% 64.84/29.78  																																																									| (266) $false
% 64.84/29.78  																																																									|
% 64.84/29.78  																																																									|-The branch is then unsatisfiable
% 64.84/29.78  																																																								|-Branch two:
% 64.84/29.78  																																																								| (800) all_0_41_41 = e0 & all_0_58_58 = e3 &  ~ (all_0_55_55 = e0)
% 64.84/29.78  																																																								|
% 64.84/29.78  																																																									| Applying alpha-rule on (800) yields:
% 64.84/29.78  																																																									| (794) all_0_41_41 = e0
% 64.84/29.78  																																																									| (795) all_0_58_58 = e3
% 64.84/29.78  																																																									| (803)  ~ (all_0_55_55 = e0)
% 64.84/29.78  																																																									|
% 64.84/29.78  																																																									| Combining equations (795,624) yields a new equation:
% 64.84/29.78  																																																									| (661) e3 = e2
% 64.84/29.78  																																																									|
% 64.84/29.78  																																																									| Simplifying 661 yields:
% 64.84/29.78  																																																									| (662) e3 = e2
% 64.84/29.78  																																																									|
% 64.84/29.78  																																																									| Equations (662) can reduce 212 to:
% 64.84/29.78  																																																									| (266) $false
% 64.84/29.78  																																																									|
% 64.84/29.78  																																																									|-The branch is then unsatisfiable
% 64.84/29.78  																																																							|-Branch two:
% 64.84/29.78  																																																							| (807) all_0_47_47 = e1 & all_0_52_52 = e2 &  ~ (all_0_48_48 = e2)
% 64.84/29.78  																																																							|
% 64.84/29.78  																																																								| Applying alpha-rule on (807) yields:
% 64.84/29.78  																																																								| (654) all_0_47_47 = e1
% 64.84/29.78  																																																								| (352) all_0_52_52 = e2
% 64.84/29.78  																																																								| (810)  ~ (all_0_48_48 = e2)
% 64.84/29.78  																																																								|
% 64.84/29.78  																																																								| Combining equations (654,1105) yields a new equation:
% 64.84/29.78  																																																								| (617) e2 = e1
% 64.84/29.78  																																																								|
% 64.84/29.78  																																																								| Equations (617) can reduce 122 to:
% 64.84/29.78  																																																								| (266) $false
% 64.84/29.78  																																																								|
% 64.84/29.78  																																																								|-The branch is then unsatisfiable
% 64.84/29.78  																																																						|-Branch two:
% 64.84/29.78  																																																						| (813) all_0_47_47 = e1 & all_0_52_52 = e2 &  ~ (all_0_51_51 = e1)
% 64.84/29.78  																																																						|
% 64.84/29.78  																																																							| Applying alpha-rule on (813) yields:
% 64.84/29.78  																																																							| (654) all_0_47_47 = e1
% 64.84/29.78  																																																							| (352) all_0_52_52 = e2
% 64.84/29.78  																																																							| (464)  ~ (all_0_51_51 = e1)
% 64.84/29.78  																																																							|
% 64.84/29.78  																																																							| Combining equations (654,1105) yields a new equation:
% 64.84/29.78  																																																							| (617) e2 = e1
% 64.84/29.78  																																																							|
% 64.84/29.78  																																																							| Equations (617) can reduce 122 to:
% 64.84/29.78  																																																							| (266) $false
% 64.84/29.78  																																																							|
% 64.84/29.78  																																																							|-The branch is then unsatisfiable
% 64.84/29.78  																																																					|-Branch two:
% 64.84/29.78  																																																					| (819) all_0_47_47 = e0 & all_0_58_58 = e2 &  ~ (all_0_49_49 = e2)
% 64.84/29.78  																																																					|
% 64.84/29.78  																																																						| Applying alpha-rule on (819) yields:
% 64.84/29.78  																																																						| (674) all_0_47_47 = e0
% 64.84/29.78  																																																						| (624) all_0_58_58 = e2
% 64.84/29.78  																																																						| (340)  ~ (all_0_49_49 = e2)
% 64.84/29.78  																																																						|
% 64.84/29.78  																																																						| Combining equations (674,1105) yields a new equation:
% 64.84/29.78  																																																						| (330) e2 = e0
% 64.84/29.78  																																																						|
% 64.84/29.78  																																																						| Equations (330) can reduce 128 to:
% 64.84/29.78  																																																						| (266) $false
% 64.84/29.78  																																																						|
% 64.84/29.78  																																																						|-The branch is then unsatisfiable
% 64.84/29.78  																																																				|-Branch two:
% 64.84/29.78  																																																				| (825) all_0_47_47 = e0 & all_0_58_58 = e2 &  ~ (all_0_56_56 = e0)
% 64.84/29.78  																																																				|
% 64.84/29.78  																																																					| Applying alpha-rule on (825) yields:
% 64.84/29.78  																																																					| (674) all_0_47_47 = e0
% 64.84/29.78  																																																					| (624) all_0_58_58 = e2
% 64.84/29.78  																																																					| (828)  ~ (all_0_56_56 = e0)
% 64.84/29.78  																																																					|
% 64.84/29.78  																																																					| Combining equations (674,1105) yields a new equation:
% 64.84/29.78  																																																					| (330) e2 = e0
% 64.84/29.78  																																																					|
% 64.84/29.78  																																																					| Equations (330) can reduce 128 to:
% 64.84/29.78  																																																					| (266) $false
% 64.84/29.78  																																																					|
% 64.84/29.78  																																																					|-The branch is then unsatisfiable
% 64.84/29.78  																																																	|-Branch two:
% 64.84/29.78  																																																	| (1283)  ~ (all_0_48_48 = e0)
% 64.84/29.78  																																																	| (875) all_0_57_57 = e0
% 64.84/29.78  																																																	|
% 64.84/29.78  																																																		| Equations (875) can reduce 364 to:
% 64.84/29.78  																																																		| (266) $false
% 64.84/29.78  																																																		|
% 64.84/29.78  																																																		|-The branch is then unsatisfiable
% 64.84/29.78  																																															|-Branch two:
% 64.84/29.78  																																															| (908)  ~ (all_0_58_58 = e2)
% 64.84/29.78  																																															| (909) all_0_58_58 = e4 | all_0_58_58 = e3 | all_0_58_58 = e1 | all_0_58_58 = e0
% 64.84/29.78  																																															|
% 64.84/29.78  																																																+-Applying beta-rule and splitting (163), into two cases.
% 64.84/29.78  																																																|-Branch one:
% 64.84/29.78  																																																| (565) all_0_52_52 = e4
% 64.84/29.78  																																																|
% 64.84/29.78  																																																	| Combining equations (352,565) yields a new equation:
% 64.84/29.78  																																																	| (323) e4 = e2
% 64.84/29.78  																																																	|
% 64.84/29.78  																																																	| Equations (323) can reduce 48 to:
% 64.84/29.78  																																																	| (266) $false
% 64.84/29.78  																																																	|
% 64.84/29.78  																																																	|-The branch is then unsatisfiable
% 64.84/29.78  																																																|-Branch two:
% 64.84/29.78  																																																| (780)  ~ (all_0_52_52 = e4)
% 64.84/29.78  																																																| (781) (all_0_41_41 = e0 & all_0_58_58 = e3 &  ~ (all_0_44_44 = e3)) | (all_0_41_41 = e0 & all_0_58_58 = e3 &  ~ (all_0_55_55 = e0)) | (all_0_47_47 = e1 & all_0_52_52 = e2 &  ~ (all_0_48_48 = e2)) | (all_0_47_47 = e1 & all_0_52_52 = e2 &  ~ (all_0_51_51 = e1)) | (all_0_47_47 = e0 & all_0_58_58 = e2 &  ~ (all_0_49_49 = e2)) | (all_0_47_47 = e0 & all_0_58_58 = e2 &  ~ (all_0_56_56 = e0))
% 64.84/29.78  																																																|
% 64.84/29.78  																																																	| Equations (352) can reduce 780 to:
% 64.84/29.78  																																																	| (327)  ~ (e4 = e2)
% 64.84/29.78  																																																	|
% 64.84/29.78  																																																	| Simplifying 327 yields:
% 64.84/29.78  																																																	| (48)  ~ (e4 = e2)
% 64.84/29.78  																																																	|
% 64.84/29.78  																																																	+-Applying beta-rule and splitting (377), into two cases.
% 64.84/29.78  																																																	|-Branch one:
% 64.84/29.78  																																																	| (583) all_0_49_49 = e2
% 64.84/29.78  																																																	|
% 64.84/29.78  																																																		| Combining equations (671,583) yields a new equation:
% 64.84/29.78  																																																		| (617) e2 = e1
% 64.84/29.78  																																																		|
% 64.84/29.78  																																																		| Equations (617) can reduce 122 to:
% 64.84/29.78  																																																		| (266) $false
% 64.84/29.78  																																																		|
% 64.84/29.78  																																																		|-The branch is then unsatisfiable
% 64.84/29.78  																																																	|-Branch two:
% 64.84/29.78  																																																	| (340)  ~ (all_0_49_49 = e2)
% 64.84/29.78  																																																	| (614) all_0_53_53 = e2 | all_0_58_58 = e2
% 64.84/29.78  																																																	|
% 64.84/29.78  																																																		+-Applying beta-rule and splitting (614), into two cases.
% 64.84/29.78  																																																		|-Branch one:
% 64.84/29.78  																																																		| (607) all_0_53_53 = e2
% 64.84/29.78  																																																		|
% 64.84/29.78  																																																			| Combining equations (607,1298) yields a new equation:
% 64.84/29.78  																																																			| (323) e4 = e2
% 64.84/29.78  																																																			|
% 64.84/29.78  																																																			| Equations (323) can reduce 48 to:
% 64.84/29.78  																																																			| (266) $false
% 64.84/29.78  																																																			|
% 64.84/29.78  																																																			|-The branch is then unsatisfiable
% 64.84/29.78  																																																		|-Branch two:
% 64.84/29.78  																																																		| (509)  ~ (all_0_53_53 = e2)
% 64.84/29.78  																																																		| (624) all_0_58_58 = e2
% 64.84/29.78  																																																		|
% 64.84/29.78  																																																			| Equations (624) can reduce 908 to:
% 64.84/29.78  																																																			| (266) $false
% 64.84/29.78  																																																			|
% 64.84/29.78  																																																			|-The branch is then unsatisfiable
% 64.84/29.78  																																														|-Branch two:
% 64.84/29.78  																																														| (1064)  ~ (all_0_49_49 = e1)
% 64.84/29.78  																																														| (884) all_0_49_49 = e3
% 64.84/29.78  																																														|
% 64.84/29.78  																																															| Equations (884) can reduce 525 to:
% 64.84/29.78  																																															| (266) $false
% 64.84/29.78  																																															|
% 64.84/29.78  																																															|-The branch is then unsatisfiable
% 64.84/29.78  																																								|-Branch two:
% 64.84/29.78  																																								| (338)  ~ (all_0_47_47 = e2)
% 64.84/29.78  																																								| (1789) all_0_47_47 = e4 | all_0_47_47 = e3 | all_0_47_47 = e1 | all_0_47_47 = e0
% 64.84/29.78  																																								|
% 64.84/29.78  																																									+-Applying beta-rule and splitting (10171), into two cases.
% 64.84/29.78  																																									|-Branch one:
% 64.84/29.78  																																									| (1105) all_0_47_47 = e2
% 64.84/29.78  																																									|
% 64.84/29.78  																																										| Equations (1105) can reduce 338 to:
% 64.84/29.78  																																										| (266) $false
% 64.84/29.78  																																										|
% 64.84/29.78  																																										|-The branch is then unsatisfiable
% 64.84/29.78  																																									|-Branch two:
% 64.84/29.78  																																									| (338)  ~ (all_0_47_47 = e2)
% 64.84/29.78  																																									| (10761) all_0_48_48 = e2 | all_0_49_49 = e2
% 64.84/29.78  																																									|
% 64.84/29.78  																																										+-Applying beta-rule and splitting (385), into two cases.
% 64.84/29.78  																																										|-Branch one:
% 64.84/29.78  																																										| (1105) all_0_47_47 = e2
% 64.84/29.78  																																										|
% 64.84/29.78  																																											| Equations (1105) can reduce 338 to:
% 64.84/29.78  																																											| (266) $false
% 64.84/29.78  																																											|
% 64.84/29.78  																																											|-The branch is then unsatisfiable
% 64.84/29.78  																																										|-Branch two:
% 64.84/29.78  																																										| (338)  ~ (all_0_47_47 = e2)
% 64.84/29.78  																																										| (1108) all_0_51_51 = e2 | all_0_56_56 = e2
% 64.84/29.78  																																										|
% 64.84/29.78  																																											+-Applying beta-rule and splitting (10761), into two cases.
% 64.84/29.78  																																											|-Branch one:
% 64.84/29.78  																																											| (335) all_0_48_48 = e2
% 64.84/29.78  																																											|
% 64.84/29.78  																																												| Equations (335) can reduce 810 to:
% 64.84/29.78  																																												| (266) $false
% 64.84/29.78  																																												|
% 64.84/29.78  																																												|-The branch is then unsatisfiable
% 64.84/29.78  																																											|-Branch two:
% 64.84/29.78  																																											| (810)  ~ (all_0_48_48 = e2)
% 64.84/29.78  																																											| (583) all_0_49_49 = e2
% 64.84/29.78  																																											|
% 64.84/29.78  																																												| Equations (583) can reduce 256 to:
% 64.84/29.78  																																												| (327)  ~ (e4 = e2)
% 64.84/29.78  																																												|
% 64.84/29.78  																																												| Simplifying 327 yields:
% 64.84/29.78  																																												| (48)  ~ (e4 = e2)
% 64.84/29.78  																																												|
% 64.84/29.78  																																												| Equations (583) can reduce 525 to:
% 64.84/29.78  																																												| (626)  ~ (e3 = e2)
% 64.84/29.78  																																												|
% 64.84/29.78  																																												| Simplifying 626 yields:
% 64.84/29.78  																																												| (212)  ~ (e3 = e2)
% 64.84/29.78  																																												|
% 64.84/29.78  																																												+-Applying beta-rule and splitting (163), into two cases.
% 64.84/29.78  																																												|-Branch one:
% 64.84/29.78  																																												| (565) all_0_52_52 = e4
% 64.84/29.78  																																												|
% 64.84/29.78  																																													| Combining equations (352,565) yields a new equation:
% 64.84/29.78  																																													| (323) e4 = e2
% 64.84/29.78  																																													|
% 64.84/29.78  																																													| Equations (323) can reduce 48 to:
% 64.84/29.78  																																													| (266) $false
% 64.84/29.78  																																													|
% 64.84/29.78  																																													|-The branch is then unsatisfiable
% 64.84/29.78  																																												|-Branch two:
% 64.84/29.78  																																												| (780)  ~ (all_0_52_52 = e4)
% 64.84/29.78  																																												| (781) (all_0_41_41 = e0 & all_0_58_58 = e3 &  ~ (all_0_44_44 = e3)) | (all_0_41_41 = e0 & all_0_58_58 = e3 &  ~ (all_0_55_55 = e0)) | (all_0_47_47 = e1 & all_0_52_52 = e2 &  ~ (all_0_48_48 = e2)) | (all_0_47_47 = e1 & all_0_52_52 = e2 &  ~ (all_0_51_51 = e1)) | (all_0_47_47 = e0 & all_0_58_58 = e2 &  ~ (all_0_49_49 = e2)) | (all_0_47_47 = e0 & all_0_58_58 = e2 &  ~ (all_0_56_56 = e0))
% 64.84/29.78  																																												|
% 64.84/29.78  																																													+-Applying beta-rule and splitting (389), into two cases.
% 64.84/29.78  																																													|-Branch one:
% 64.84/29.78  																																													| (833) all_0_56_56 = e2
% 64.84/29.78  																																													|
% 64.84/29.78  																																														| Equations (833) can reduce 44 to:
% 64.84/29.78  																																														| (1186)  ~ (all_0_58_58 = e2)
% 64.84/29.78  																																														|
% 64.84/29.78  																																														| Simplifying 1186 yields:
% 64.84/29.78  																																														| (908)  ~ (all_0_58_58 = e2)
% 64.84/29.78  																																														|
% 64.84/29.78  																																														+-Applying beta-rule and splitting (781), into two cases.
% 64.84/29.78  																																														|-Branch one:
% 64.84/29.78  																																														| (789) (all_0_41_41 = e0 & all_0_58_58 = e3 &  ~ (all_0_44_44 = e3)) | (all_0_41_41 = e0 & all_0_58_58 = e3 &  ~ (all_0_55_55 = e0)) | (all_0_47_47 = e1 & all_0_52_52 = e2 &  ~ (all_0_48_48 = e2)) | (all_0_47_47 = e1 & all_0_52_52 = e2 &  ~ (all_0_51_51 = e1)) | (all_0_47_47 = e0 & all_0_58_58 = e2 &  ~ (all_0_49_49 = e2))
% 64.84/29.78  																																														|
% 64.84/29.78  																																															+-Applying beta-rule and splitting (789), into two cases.
% 64.84/29.78  																																															|-Branch one:
% 64.84/29.78  																																															| (790) (all_0_41_41 = e0 & all_0_58_58 = e3 &  ~ (all_0_44_44 = e3)) | (all_0_41_41 = e0 & all_0_58_58 = e3 &  ~ (all_0_55_55 = e0)) | (all_0_47_47 = e1 & all_0_52_52 = e2 &  ~ (all_0_48_48 = e2)) | (all_0_47_47 = e1 & all_0_52_52 = e2 &  ~ (all_0_51_51 = e1))
% 64.84/29.78  																																															|
% 64.84/29.78  																																																+-Applying beta-rule and splitting (790), into two cases.
% 64.84/29.78  																																																|-Branch one:
% 64.84/29.78  																																																| (791) (all_0_41_41 = e0 & all_0_58_58 = e3 &  ~ (all_0_44_44 = e3)) | (all_0_41_41 = e0 & all_0_58_58 = e3 &  ~ (all_0_55_55 = e0)) | (all_0_47_47 = e1 & all_0_52_52 = e2 &  ~ (all_0_48_48 = e2))
% 64.84/29.78  																																																|
% 64.84/29.78  																																																	+-Applying beta-rule and splitting (791), into two cases.
% 64.84/29.78  																																																	|-Branch one:
% 64.84/29.78  																																																	| (792) (all_0_41_41 = e0 & all_0_58_58 = e3 &  ~ (all_0_44_44 = e3)) | (all_0_41_41 = e0 & all_0_58_58 = e3 &  ~ (all_0_55_55 = e0))
% 64.84/29.78  																																																	|
% 64.84/29.78  																																																		+-Applying beta-rule and splitting (792), into two cases.
% 64.84/29.78  																																																		|-Branch one:
% 64.84/29.78  																																																		| (793) all_0_41_41 = e0 & all_0_58_58 = e3 &  ~ (all_0_44_44 = e3)
% 64.84/29.78  																																																		|
% 64.84/29.78  																																																			| Applying alpha-rule on (793) yields:
% 64.84/29.78  																																																			| (794) all_0_41_41 = e0
% 64.84/29.78  																																																			| (795) all_0_58_58 = e3
% 64.84/29.78  																																																			| (407)  ~ (all_0_44_44 = e3)
% 64.84/29.78  																																																			|
% 64.84/29.78  																																																			| Equations (795) can reduce 276 to:
% 64.84/29.78  																																																			| (266) $false
% 64.84/29.78  																																																			|
% 64.84/29.78  																																																			|-The branch is then unsatisfiable
% 64.84/29.78  																																																		|-Branch two:
% 64.84/29.78  																																																		| (800) all_0_41_41 = e0 & all_0_58_58 = e3 &  ~ (all_0_55_55 = e0)
% 64.84/29.78  																																																		|
% 64.84/29.78  																																																			| Applying alpha-rule on (800) yields:
% 64.84/29.78  																																																			| (794) all_0_41_41 = e0
% 64.84/29.78  																																																			| (795) all_0_58_58 = e3
% 64.84/29.78  																																																			| (803)  ~ (all_0_55_55 = e0)
% 64.84/29.78  																																																			|
% 64.84/29.78  																																																			| Equations (795) can reduce 276 to:
% 64.84/29.78  																																																			| (266) $false
% 64.84/29.78  																																																			|
% 64.84/29.78  																																																			|-The branch is then unsatisfiable
% 64.84/29.78  																																																	|-Branch two:
% 64.84/29.78  																																																	| (807) all_0_47_47 = e1 & all_0_52_52 = e2 &  ~ (all_0_48_48 = e2)
% 64.84/29.78  																																																	|
% 64.84/29.78  																																																		| Applying alpha-rule on (807) yields:
% 64.84/29.78  																																																		| (654) all_0_47_47 = e1
% 64.84/29.78  																																																		| (352) all_0_52_52 = e2
% 64.84/29.78  																																																		| (810)  ~ (all_0_48_48 = e2)
% 64.84/29.78  																																																		|
% 64.84/29.78  																																																		| Equations (654) can reduce 462 to:
% 64.84/29.78  																																																		| (266) $false
% 64.84/29.78  																																																		|
% 64.84/29.78  																																																		|-The branch is then unsatisfiable
% 64.84/29.78  																																																|-Branch two:
% 64.84/29.78  																																																| (813) all_0_47_47 = e1 & all_0_52_52 = e2 &  ~ (all_0_51_51 = e1)
% 64.84/29.78  																																																|
% 64.84/29.78  																																																	| Applying alpha-rule on (813) yields:
% 64.84/29.78  																																																	| (654) all_0_47_47 = e1
% 64.84/29.78  																																																	| (352) all_0_52_52 = e2
% 64.84/29.78  																																																	| (464)  ~ (all_0_51_51 = e1)
% 64.84/29.78  																																																	|
% 64.84/29.78  																																																	| Equations (654) can reduce 462 to:
% 64.84/29.78  																																																	| (266) $false
% 64.84/29.78  																																																	|
% 64.84/29.78  																																																	|-The branch is then unsatisfiable
% 64.84/29.78  																																															|-Branch two:
% 64.84/29.78  																																															| (819) all_0_47_47 = e0 & all_0_58_58 = e2 &  ~ (all_0_49_49 = e2)
% 64.84/29.78  																																															|
% 64.84/29.78  																																																| Applying alpha-rule on (819) yields:
% 64.84/29.78  																																																| (674) all_0_47_47 = e0
% 64.84/29.78  																																																| (624) all_0_58_58 = e2
% 64.84/29.78  																																																| (340)  ~ (all_0_49_49 = e2)
% 64.84/29.78  																																																|
% 64.84/29.78  																																																| Equations (624) can reduce 908 to:
% 64.84/29.78  																																																| (266) $false
% 64.84/29.78  																																																|
% 64.84/29.78  																																																|-The branch is then unsatisfiable
% 64.84/29.78  																																														|-Branch two:
% 64.84/29.78  																																														| (825) all_0_47_47 = e0 & all_0_58_58 = e2 &  ~ (all_0_56_56 = e0)
% 64.84/29.78  																																														|
% 64.84/29.78  																																															| Applying alpha-rule on (825) yields:
% 64.84/29.78  																																															| (674) all_0_47_47 = e0
% 64.84/29.78  																																															| (624) all_0_58_58 = e2
% 64.84/29.78  																																															| (828)  ~ (all_0_56_56 = e0)
% 64.84/29.78  																																															|
% 64.84/29.78  																																															| Equations (624) can reduce 908 to:
% 64.84/29.78  																																															| (266) $false
% 64.84/29.78  																																															|
% 64.84/29.78  																																															|-The branch is then unsatisfiable
% 64.84/29.78  																																													|-Branch two:
% 64.84/29.78  																																													| (511)  ~ (all_0_56_56 = e2)
% 64.84/29.78  																																													| (1709) all_0_57_57 = e2 | all_0_58_58 = e2
% 64.84/29.78  																																													|
% 64.84/29.78  																																														+-Applying beta-rule and splitting (133), into two cases.
% 64.84/29.78  																																														|-Branch one:
% 64.84/29.78  																																														| (833) all_0_56_56 = e2
% 64.84/29.78  																																														|
% 64.84/29.78  																																															| Equations (833) can reduce 511 to:
% 64.84/29.78  																																															| (266) $false
% 64.84/29.78  																																															|
% 64.84/29.78  																																															|-The branch is then unsatisfiable
% 64.84/29.78  																																														|-Branch two:
% 64.84/29.78  																																														| (511)  ~ (all_0_56_56 = e2)
% 64.84/29.78  																																														| (836) all_0_56_56 = e4 | all_0_56_56 = e3 | all_0_56_56 = e1 | all_0_56_56 = e0
% 64.84/29.78  																																														|
% 64.84/29.78  																																															+-Applying beta-rule and splitting (1108), into two cases.
% 64.84/29.78  																																															|-Branch one:
% 64.84/29.78  																																															| (504) all_0_51_51 = e2
% 64.84/29.78  																																															|
% 64.84/29.78  																																																| Combining equations (660,504) yields a new equation:
% 64.84/29.78  																																																| (661) e3 = e2
% 64.84/29.78  																																																|
% 64.84/29.78  																																																| Simplifying 661 yields:
% 64.84/29.78  																																																| (662) e3 = e2
% 64.84/29.78  																																																|
% 64.84/29.78  																																																| Equations (662) can reduce 212 to:
% 64.84/29.78  																																																| (266) $false
% 64.84/29.78  																																																|
% 64.84/29.78  																																																|-The branch is then unsatisfiable
% 64.84/29.78  																																															|-Branch two:
% 64.84/29.78  																																															| (1099)  ~ (all_0_51_51 = e2)
% 64.84/29.78  																																															| (833) all_0_56_56 = e2
% 64.84/29.78  																																															|
% 64.84/29.78  																																																| Equations (833) can reduce 511 to:
% 64.84/29.78  																																																| (266) $false
% 64.84/29.78  																																																|
% 64.84/29.78  																																																|-The branch is then unsatisfiable
% 64.84/29.78  																																				|-Branch two:
% 64.84/29.78  																																				| (1380)  ~ (all_0_42_42 = e1)
% 64.84/29.78  																																				| (1381) all_0_43_43 = e1 | all_0_44_44 = e1
% 64.84/29.78  																																				|
% 64.84/29.78  																																					+-Applying beta-rule and splitting (1381), into two cases.
% 64.84/29.78  																																					|-Branch one:
% 64.84/29.78  																																					| (430) all_0_43_43 = e1
% 64.84/29.78  																																					|
% 64.84/29.78  																																						| Combining equations (430,396) yields a new equation:
% 64.84/29.78  																																						| (630) e4 = e1
% 64.84/29.78  																																						|
% 64.84/29.78  																																						| Equations (630) can reduce 110 to:
% 64.84/29.78  																																						| (266) $false
% 64.84/29.78  																																						|
% 64.84/29.78  																																						|-The branch is then unsatisfiable
% 64.84/29.78  																																					|-Branch two:
% 64.84/29.78  																																					| (433)  ~ (all_0_43_43 = e1)
% 64.84/29.78  																																					| (635) all_0_44_44 = e1
% 64.84/29.78  																																					|
% 64.84/29.78  																																						| Combining equations (635,532) yields a new equation:
% 64.84/29.78  																																						| (455) e3 = e1
% 64.84/29.78  																																						|
% 64.84/29.78  																																						| Equations (455) can reduce 213 to:
% 64.84/29.78  																																						| (266) $false
% 64.84/29.78  																																						|
% 64.84/29.78  																																						|-The branch is then unsatisfiable
% 64.84/29.78  																																			|-Branch two:
% 64.84/29.78  																																			| (1377)  ~ (all_0_39_39 = e4)
% 64.84/29.78  																																			| (1378) all_0_40_40 = e4
% 64.84/29.78  																																			|
% 64.84/29.78  																																				| Equations (1378) can reduce 447 to:
% 64.84/29.78  																																				| (266) $false
% 64.84/29.78  																																				|
% 64.84/29.78  																																				|-The branch is then unsatisfiable
% 64.84/29.78  																																		|-Branch two:
% 64.84/29.78  																																		| (250)  ~ (all_0_46_46 = e4)
% 64.84/29.78  																																		| (774) all_0_50_50 = e4 | all_0_55_55 = e4
% 64.84/29.78  																																		|
% 64.84/29.78  																																			+-Applying beta-rule and splitting (774), into two cases.
% 64.84/29.78  																																			|-Branch one:
% 64.84/29.78  																																			| (775) all_0_50_50 = e4
% 64.84/29.78  																																			|
% 64.84/29.79  																																				| Combining equations (601,775) yields a new equation:
% 64.84/29.79  																																				| (630) e4 = e1
% 64.84/29.79  																																				|
% 64.84/29.79  																																				| Equations (630) can reduce 110 to:
% 64.84/29.79  																																				| (266) $false
% 64.84/29.79  																																				|
% 64.84/29.79  																																				|-The branch is then unsatisfiable
% 64.84/29.79  																																			|-Branch two:
% 64.84/29.79  																																			| (566)  ~ (all_0_50_50 = e4)
% 64.84/29.79  																																			| (587) all_0_55_55 = e4
% 64.84/29.79  																																			|
% 64.84/29.79  																																				| Combining equations (587,2336) yields a new equation:
% 64.84/29.79  																																				| (424) e4 = e3
% 64.84/29.79  																																				|
% 64.84/29.79  																																				| Simplifying 424 yields:
% 64.84/29.79  																																				| (425) e4 = e3
% 64.84/29.79  																																				|
% 64.84/29.79  																																				| Equations (425) can reduce 188 to:
% 64.84/29.79  																																				| (266) $false
% 64.84/29.79  																																				|
% 64.84/29.79  																																				|-The branch is then unsatisfiable
% 64.84/29.79  																											|-Branch two:
% 64.84/29.79  																											| (759)  ~ (all_0_50_50 = e1)
% 64.84/29.79  																											| (1168) all_0_51_51 = e1 | all_0_52_52 = e1 | all_0_53_53 = e1
% 64.84/29.79  																											|
% 64.84/29.79  																												+-Applying beta-rule and splitting (422), into two cases.
% 64.84/29.79  																												|-Branch one:
% 64.84/29.79  																												| (775) all_0_50_50 = e4
% 64.84/29.79  																												|
% 64.84/29.79  																													| Equations (775) can reduce 35 to:
% 64.84/29.79  																													| (250)  ~ (all_0_46_46 = e4)
% 64.84/29.79  																													|
% 64.84/29.79  																													| Equations (775) can reduce 190 to:
% 64.84/29.79  																													| (1452)  ~ (all_0_53_53 = e4)
% 64.84/29.79  																													|
% 64.84/29.79  																													| Simplifying 1452 yields:
% 64.84/29.79  																													| (1453)  ~ (all_0_53_53 = e4)
% 64.84/29.79  																													|
% 64.84/29.79  																													| Equations (775) can reduce 302 to:
% 64.84/29.79  																													| (48)  ~ (e4 = e2)
% 64.84/29.79  																													|
% 64.84/29.79  																													+-Applying beta-rule and splitting (1168), into two cases.
% 64.84/29.79  																													|-Branch one:
% 64.84/29.79  																													| (1109) all_0_51_51 = e1
% 64.84/29.79  																													|
% 64.84/29.79  																														| Combining equations (660,1109) yields a new equation:
% 64.84/29.79  																														| (454) e3 = e1
% 64.84/29.79  																														|
% 64.84/29.79  																														| Simplifying 454 yields:
% 64.84/29.79  																														| (455) e3 = e1
% 64.84/29.79  																														|
% 64.84/29.79  																														| Equations (455) can reduce 213 to:
% 64.84/29.79  																														| (266) $false
% 64.84/29.79  																														|
% 64.84/29.79  																														|-The branch is then unsatisfiable
% 64.84/29.79  																													|-Branch two:
% 64.84/29.79  																													| (464)  ~ (all_0_51_51 = e1)
% 64.84/29.79  																													| (1202) all_0_52_52 = e1 | all_0_53_53 = e1
% 64.84/29.79  																													|
% 64.84/29.79  																														+-Applying beta-rule and splitting (1202), into two cases.
% 64.84/29.79  																														|-Branch one:
% 64.84/29.79  																														| (642) all_0_52_52 = e1
% 64.84/29.79  																														|
% 64.84/29.79  																															| Combining equations (352,642) yields a new equation:
% 64.84/29.79  																															| (616) e2 = e1
% 64.84/29.79  																															|
% 64.84/29.79  																															| Simplifying 616 yields:
% 64.84/29.79  																															| (617) e2 = e1
% 64.84/29.79  																															|
% 64.84/29.79  																															| Equations (617) can reduce 122 to:
% 64.84/29.79  																															| (266) $false
% 64.84/29.79  																															|
% 64.84/29.79  																															|-The branch is then unsatisfiable
% 64.84/29.79  																														|-Branch two:
% 64.84/29.79  																														| (646)  ~ (all_0_52_52 = e1)
% 64.84/29.79  																														| (1208) all_0_53_53 = e1
% 64.84/29.79  																														|
% 64.84/29.79  																															| Equations (1208) can reduce 162 to:
% 64.84/29.79  																															| (132)  ~ (all_0_40_40 = e1)
% 64.84/29.79  																															|
% 64.84/29.79  																															| Equations (1208) can reduce 10 to:
% 64.84/29.79  																															| (879)  ~ (all_0_58_58 = e1)
% 64.84/29.79  																															|
% 64.84/29.79  																															| Simplifying 879 yields:
% 64.84/29.79  																															| (880)  ~ (all_0_58_58 = e1)
% 64.84/29.79  																															|
% 64.84/29.79  																															| Equations (1208) can reduce 1453 to:
% 64.84/29.79  																															| (602)  ~ (e4 = e1)
% 64.84/29.79  																															|
% 64.84/29.79  																															| Simplifying 602 yields:
% 64.84/29.79  																															| (110)  ~ (e4 = e1)
% 64.84/29.79  																															|
% 64.84/29.79  																															| Equations (1208) can reduce 903 to:
% 64.84/29.79  																															| (467)  ~ (e3 = e1)
% 64.84/29.79  																															|
% 64.84/29.79  																															| Simplifying 467 yields:
% 64.84/29.79  																															| (213)  ~ (e3 = e1)
% 64.84/29.79  																															|
% 64.84/29.79  																															+-Applying beta-rule and splitting (152), into two cases.
% 64.84/29.79  																															|-Branch one:
% 64.84/29.79  																															| (1392) all_0_42_42 = e4
% 64.84/29.79  																															|
% 64.84/29.79  																																| Equations (1392) can reduce 1890 to:
% 64.84/29.79  																																| (266) $false
% 64.84/29.79  																																|
% 64.84/29.79  																																|-The branch is then unsatisfiable
% 64.84/29.79  																															|-Branch two:
% 64.84/29.79  																															| (1890)  ~ (all_0_42_42 = e4)
% 64.84/29.79  																															| (1969) all_0_42_42 = e3 | all_0_42_42 = e1 | all_0_42_42 = e0
% 64.84/29.79  																															|
% 64.84/29.79  																																+-Applying beta-rule and splitting (18), into two cases.
% 64.84/29.79  																																|-Branch one:
% 64.84/29.79  																																| (453) all_0_41_41 = e1
% 64.84/29.79  																																|
% 64.84/29.79  																																	| Equations (453) can reduce 214 to:
% 64.84/29.79  																																	| (4055)  ~ (all_0_42_42 = e1)
% 64.84/29.79  																																	|
% 64.84/29.79  																																	| Simplifying 4055 yields:
% 64.84/29.79  																																	| (1380)  ~ (all_0_42_42 = e1)
% 64.84/29.79  																																	|
% 64.84/29.79  																																	| Equations (453) can reduce 43 to:
% 64.84/29.79  																																	| (4059)  ~ (all_0_46_46 = e1)
% 64.84/29.79  																																	|
% 64.84/29.79  																																	| Simplifying 4059 yields:
% 64.84/29.79  																																	| (549)  ~ (all_0_46_46 = e1)
% 64.84/29.79  																																	|
% 64.84/29.79  																																	| Equations (453) can reduce 1898 to:
% 64.84/29.79  																																	| (467)  ~ (e3 = e1)
% 64.84/29.79  																																	|
% 64.84/29.79  																																	| Simplifying 467 yields:
% 64.84/29.79  																																	| (213)  ~ (e3 = e1)
% 64.84/29.79  																																	|
% 64.84/29.79  																																	| Equations (453) can reduce 85 to:
% 64.84/29.79  																																	| (604)  ~ (e2 = e1)
% 64.84/29.79  																																	|
% 64.84/29.79  																																	| Simplifying 604 yields:
% 64.84/29.79  																																	| (122)  ~ (e2 = e1)
% 64.84/29.79  																																	|
% 64.84/29.79  																																	+-Applying beta-rule and splitting (1969), into two cases.
% 64.84/29.79  																																	|-Branch one:
% 64.84/29.79  																																	| (559) all_0_42_42 = e0
% 64.84/29.79  																																	|
% 64.84/29.79  																																		| Equations (559) can reduce 145 to:
% 64.84/29.79  																																		| (484)  ~ (all_0_39_39 = e0)
% 64.84/29.79  																																		|
% 64.84/29.79  																																		| Equations (559) can reduce 236 to:
% 64.84/29.79  																																		| (1181)  ~ (all_0_56_56 = e0)
% 64.84/29.79  																																		|
% 64.84/29.79  																																		| Simplifying 1181 yields:
% 64.84/29.79  																																		| (828)  ~ (all_0_56_56 = e0)
% 64.84/29.79  																																		|
% 64.84/29.79  																																		+-Applying beta-rule and splitting (333), into two cases.
% 64.84/29.79  																																		|-Branch one:
% 64.84/29.79  																																		| (480) all_0_39_39 = e0
% 64.84/29.79  																																		|
% 64.84/29.79  																																			| Equations (480) can reduce 484 to:
% 64.84/29.79  																																			| (266) $false
% 64.84/29.79  																																			|
% 64.84/29.79  																																			|-The branch is then unsatisfiable
% 64.84/29.79  																																		|-Branch two:
% 64.84/29.79  																																		| (484)  ~ (all_0_39_39 = e0)
% 64.84/29.79  																																		| (485) all_0_40_40 = e0
% 64.84/29.79  																																		|
% 64.84/29.79  																																			| Equations (485) can reduce 176 to:
% 64.84/29.79  																																			| (484)  ~ (all_0_39_39 = e0)
% 64.84/29.79  																																			|
% 64.84/29.79  																																			| Equations (485) can reduce 178 to:
% 64.84/29.79  																																			| (490)  ~ (all_0_58_58 = e0)
% 64.84/29.79  																																			|
% 64.84/29.79  																																			| Simplifying 490 yields:
% 64.84/29.79  																																			| (491)  ~ (all_0_58_58 = e0)
% 64.84/29.79  																																			|
% 64.84/29.79  																																			| Equations (485) can reduce 2 to:
% 64.84/29.79  																																			| (541)  ~ (e3 = e0)
% 64.84/29.79  																																			|
% 64.84/29.79  																																			| Simplifying 541 yields:
% 64.84/29.79  																																			| (80)  ~ (e3 = e0)
% 64.84/29.79  																																			|
% 64.84/29.79  																																			| Equations (485) can reduce 132 to:
% 64.84/29.79  																																			| (435)  ~ (e1 = e0)
% 64.84/29.79  																																			|
% 64.84/29.79  																																			| Simplifying 435 yields:
% 64.84/29.79  																																			| (233)  ~ (e1 = e0)
% 64.84/29.79  																																			|
% 64.84/29.79  																																			+-Applying beta-rule and splitting (108), into two cases.
% 64.84/29.79  																																			|-Branch one:
% 64.84/29.79  																																			| (624) all_0_58_58 = e2
% 64.84/29.79  																																			|
% 64.84/29.79  																																				| Equations (624) can reduce 44 to:
% 64.84/29.79  																																				| (511)  ~ (all_0_56_56 = e2)
% 64.84/29.79  																																				|
% 64.84/29.79  																																				| Equations (624) can reduce 148 to:
% 64.84/29.79  																																				| (344)  ~ (all_0_57_57 = e2)
% 64.84/29.79  																																				|
% 64.84/29.79  																																				| Equations (624) can reduce 276 to:
% 64.84/29.79  																																				| (626)  ~ (e3 = e2)
% 64.84/29.79  																																				|
% 64.84/29.79  																																				| Simplifying 626 yields:
% 64.84/29.79  																																				| (212)  ~ (e3 = e2)
% 64.84/29.79  																																				|
% 64.84/29.79  																																				+-Applying beta-rule and splitting (123), into two cases.
% 64.84/29.79  																																				|-Branch one:
% 64.84/29.79  																																				| (1794) all_0_46_46 = e2
% 64.84/29.79  																																				|
% 64.84/29.79  																																					| Equations (1794) can reduce 300 to:
% 64.84/29.79  																																					| (266) $false
% 64.84/29.79  																																					|
% 64.84/29.79  																																					|-The branch is then unsatisfiable
% 64.84/29.79  																																				|-Branch two:
% 64.84/29.79  																																				| (300)  ~ (all_0_46_46 = e2)
% 64.84/29.79  																																				| (1797) all_0_46_46 = e4 | all_0_46_46 = e3 | all_0_46_46 = e1 | all_0_46_46 = e0
% 64.84/29.79  																																				|
% 64.84/29.79  																																					+-Applying beta-rule and splitting (1797), into two cases.
% 64.84/29.79  																																					|-Branch one:
% 64.84/29.79  																																					| (770) all_0_46_46 = e4
% 64.84/29.79  																																					|
% 64.84/29.79  																																						| Equations (770) can reduce 250 to:
% 64.84/29.79  																																						| (266) $false
% 64.84/29.79  																																						|
% 64.84/29.79  																																						|-The branch is then unsatisfiable
% 64.84/29.79  																																					|-Branch two:
% 64.84/29.79  																																					| (250)  ~ (all_0_46_46 = e4)
% 64.84/29.79  																																					| (1801) all_0_46_46 = e3 | all_0_46_46 = e1 | all_0_46_46 = e0
% 64.84/29.79  																																					|
% 64.84/29.79  																																						+-Applying beta-rule and splitting (1801), into two cases.
% 64.84/29.79  																																						|-Branch one:
% 64.84/29.79  																																						| (538) all_0_46_46 = e0
% 64.84/29.79  																																						|
% 64.84/29.79  																																							| Equations (538) can reduce 30 to:
% 64.84/29.79  																																							| (10200)  ~ (all_0_48_48 = e0)
% 64.84/29.79  																																							|
% 64.84/29.79  																																							| Simplifying 10200 yields:
% 64.84/29.79  																																							| (1283)  ~ (all_0_48_48 = e0)
% 64.84/29.79  																																							|
% 64.84/29.79  																																							+-Applying beta-rule and splitting (228), into two cases.
% 64.84/29.79  																																							|-Branch one:
% 64.84/29.79  																																							| (335) all_0_48_48 = e2
% 64.84/29.79  																																							|
% 64.84/29.79  																																								| Equations (335) can reduce 810 to:
% 64.84/29.79  																																								| (266) $false
% 64.84/29.79  																																								|
% 64.84/29.79  																																								|-The branch is then unsatisfiable
% 64.84/29.79  																																							|-Branch two:
% 64.84/29.79  																																							| (810)  ~ (all_0_48_48 = e2)
% 64.84/29.79  																																							| (10218) all_0_48_48 = e4 | all_0_48_48 = e1 | all_0_48_48 = e0
% 64.84/29.79  																																							|
% 64.84/29.79  																																								+-Applying beta-rule and splitting (10218), into two cases.
% 64.84/29.79  																																								|-Branch one:
% 64.84/29.79  																																								| (943) all_0_48_48 = e4
% 64.84/29.79  																																								|
% 64.84/29.79  																																									| Equations (943) can reduce 254 to:
% 64.84/29.79  																																									| (266) $false
% 64.84/29.79  																																									|
% 64.84/29.79  																																									|-The branch is then unsatisfiable
% 64.84/29.79  																																								|-Branch two:
% 64.84/29.79  																																								| (254)  ~ (all_0_48_48 = e4)
% 64.84/29.79  																																								| (10222) all_0_48_48 = e1 | all_0_48_48 = e0
% 64.84/29.79  																																								|
% 64.84/29.79  																																									+-Applying beta-rule and splitting (10222), into two cases.
% 64.84/29.79  																																									|-Branch one:
% 64.84/29.79  																																									| (1279) all_0_48_48 = e0
% 64.84/29.79  																																									|
% 64.84/29.79  																																										| Equations (1279) can reduce 1283 to:
% 64.84/29.79  																																										| (266) $false
% 64.84/29.79  																																										|
% 64.84/29.79  																																										|-The branch is then unsatisfiable
% 64.84/29.79  																																									|-Branch two:
% 64.84/29.79  																																									| (1283)  ~ (all_0_48_48 = e0)
% 64.84/29.79  																																									| (615) all_0_48_48 = e1
% 64.84/29.79  																																									|
% 64.84/29.79  																																										| Equations (615) can reduce 114 to:
% 64.84/29.79  																																										| (462)  ~ (all_0_47_47 = e1)
% 64.84/29.79  																																										|
% 64.84/29.79  																																										| Equations (615) can reduce 215 to:
% 64.84/29.79  																																										| (467)  ~ (e3 = e1)
% 64.84/29.79  																																										|
% 64.84/29.79  																																										| Simplifying 467 yields:
% 64.84/29.79  																																										| (213)  ~ (e3 = e1)
% 64.84/29.79  																																										|
% 64.84/29.79  																																										| Equations (615) can reduce 1283 to:
% 64.84/29.79  																																										| (233)  ~ (e1 = e0)
% 64.84/29.79  																																										|
% 64.84/29.79  																																										+-Applying beta-rule and splitting (216), into two cases.
% 64.84/29.79  																																										|-Branch one:
% 64.84/29.79  																																										| (629) all_0_55_55 = e1
% 64.84/29.79  																																										|
% 64.84/29.79  																																											| Combining equations (2336,629) yields a new equation:
% 64.84/29.79  																																											| (454) e3 = e1
% 64.84/29.79  																																											|
% 64.84/29.79  																																											| Simplifying 454 yields:
% 64.84/29.79  																																											| (455) e3 = e1
% 64.84/29.79  																																											|
% 64.84/29.79  																																											| Equations (455) can reduce 213 to:
% 64.84/29.79  																																											| (266) $false
% 64.84/29.79  																																											|
% 64.84/29.79  																																											|-The branch is then unsatisfiable
% 64.84/29.79  																																										|-Branch two:
% 64.84/29.79  																																										| (632)  ~ (all_0_55_55 = e1)
% 64.84/29.79  																																										| (633) all_0_56_56 = e1 | all_0_57_57 = e1 | all_0_58_58 = e1
% 64.84/29.79  																																										|
% 64.84/29.79  																																											| Equations (2336) can reduce 632 to:
% 64.84/29.79  																																											| (213)  ~ (e3 = e1)
% 64.84/29.79  																																											|
% 64.84/29.79  																																											+-Applying beta-rule and splitting (133), into two cases.
% 64.84/29.79  																																											|-Branch one:
% 64.84/29.79  																																											| (833) all_0_56_56 = e2
% 64.84/29.79  																																											|
% 64.84/29.79  																																												| Equations (833) can reduce 511 to:
% 64.84/29.79  																																												| (266) $false
% 64.84/29.79  																																												|
% 64.84/29.79  																																												|-The branch is then unsatisfiable
% 64.84/29.79  																																											|-Branch two:
% 64.84/29.79  																																											| (511)  ~ (all_0_56_56 = e2)
% 64.84/29.79  																																											| (836) all_0_56_56 = e4 | all_0_56_56 = e3 | all_0_56_56 = e1 | all_0_56_56 = e0
% 64.84/29.79  																																											|
% 64.84/29.79  																																												+-Applying beta-rule and splitting (10171), into two cases.
% 64.84/29.79  																																												|-Branch one:
% 64.84/29.79  																																												| (1105) all_0_47_47 = e2
% 64.84/29.79  																																												|
% 64.84/29.79  																																													| Equations (1105) can reduce 79 to:
% 64.84/29.79  																																													| (294)  ~ (all_0_39_39 = e2)
% 64.84/29.79  																																													|
% 64.84/29.79  																																													| Equations (1105) can reduce 91 to:
% 64.84/29.79  																																													| (510)  ~ (all_0_56_56 = e2)
% 64.84/29.79  																																													|
% 64.84/29.79  																																													| Simplifying 510 yields:
% 64.84/29.79  																																													| (511)  ~ (all_0_56_56 = e2)
% 64.84/29.79  																																													|
% 64.84/29.79  																																													| Equations (1105) can reduce 462 to:
% 64.84/29.79  																																													| (122)  ~ (e2 = e1)
% 64.84/29.79  																																													|
% 64.84/29.79  																																													+-Applying beta-rule and splitting (164), into two cases.
% 64.84/29.79  																																													|-Branch one:
% 64.84/29.79  																																													| (471) all_0_39_39 = e4
% 64.84/29.79  																																													|
% 64.84/29.79  																																														| Equations (471) can reduce 294 to:
% 64.84/29.79  																																														| (48)  ~ (e4 = e2)
% 64.84/29.79  																																														|
% 64.84/29.79  																																														+-Applying beta-rule and splitting (131), into two cases.
% 64.84/29.79  																																														|-Branch one:
% 64.84/29.79  																																														| (459) all_0_42_42 = e1
% 64.84/29.79  																																														|
% 64.84/29.79  																																															| Combining equations (459,559) yields a new equation:
% 64.84/29.79  																																															| (546) e1 = e0
% 64.84/29.79  																																															|
% 64.84/29.79  																																															| Simplifying 546 yields:
% 64.84/29.79  																																															| (431) e1 = e0
% 64.84/29.79  																																															|
% 64.84/29.79  																																															| Equations (431) can reduce 233 to:
% 64.84/29.79  																																															| (266) $false
% 64.84/29.79  																																															|
% 64.84/29.79  																																															|-The branch is then unsatisfiable
% 64.84/29.79  																																														|-Branch two:
% 64.84/29.79  																																														| (1380)  ~ (all_0_42_42 = e1)
% 64.84/29.79  																																														| (3259) all_0_47_47 = e1 | all_0_51_51 = e1 | all_0_56_56 = e1
% 64.84/29.79  																																														|
% 64.84/29.79  																																															+-Applying beta-rule and splitting (3259), into two cases.
% 64.84/29.79  																																															|-Branch one:
% 64.84/29.79  																																															| (654) all_0_47_47 = e1
% 64.84/29.79  																																															|
% 64.84/29.79  																																																| Combining equations (1105,654) yields a new equation:
% 64.84/29.79  																																																| (616) e2 = e1
% 64.84/29.79  																																																|
% 64.84/29.79  																																																| Simplifying 616 yields:
% 64.84/29.79  																																																| (617) e2 = e1
% 64.84/29.79  																																																|
% 64.84/29.79  																																																| Equations (617) can reduce 122 to:
% 64.84/29.79  																																																| (266) $false
% 64.84/29.79  																																																|
% 64.84/29.79  																																																|-The branch is then unsatisfiable
% 64.84/29.79  																																															|-Branch two:
% 64.84/29.79  																																															| (462)  ~ (all_0_47_47 = e1)
% 64.84/29.79  																																															| (3264) all_0_51_51 = e1 | all_0_56_56 = e1
% 64.84/29.79  																																															|
% 64.84/29.79  																																																+-Applying beta-rule and splitting (163), into two cases.
% 64.84/29.79  																																																|-Branch one:
% 64.84/29.79  																																																| (565) all_0_52_52 = e4
% 64.84/29.79  																																																|
% 64.84/29.79  																																																	| Combining equations (352,565) yields a new equation:
% 64.84/29.79  																																																	| (323) e4 = e2
% 64.84/29.79  																																																	|
% 64.84/29.79  																																																	| Equations (323) can reduce 48 to:
% 64.84/29.79  																																																	| (266) $false
% 64.84/29.79  																																																	|
% 64.84/29.79  																																																	|-The branch is then unsatisfiable
% 64.84/29.79  																																																|-Branch two:
% 64.84/29.79  																																																| (780)  ~ (all_0_52_52 = e4)
% 64.84/29.79  																																																| (781) (all_0_41_41 = e0 & all_0_58_58 = e3 &  ~ (all_0_44_44 = e3)) | (all_0_41_41 = e0 & all_0_58_58 = e3 &  ~ (all_0_55_55 = e0)) | (all_0_47_47 = e1 & all_0_52_52 = e2 &  ~ (all_0_48_48 = e2)) | (all_0_47_47 = e1 & all_0_52_52 = e2 &  ~ (all_0_51_51 = e1)) | (all_0_47_47 = e0 & all_0_58_58 = e2 &  ~ (all_0_49_49 = e2)) | (all_0_47_47 = e0 & all_0_58_58 = e2 &  ~ (all_0_56_56 = e0))
% 64.84/29.79  																																																|
% 64.84/29.79  																																																	+-Applying beta-rule and splitting (3264), into two cases.
% 64.84/29.79  																																																	|-Branch one:
% 64.84/29.79  																																																	| (1109) all_0_51_51 = e1
% 64.84/29.79  																																																	|
% 64.84/29.79  																																																		| Combining equations (660,1109) yields a new equation:
% 64.84/29.79  																																																		| (454) e3 = e1
% 64.84/29.79  																																																		|
% 64.84/29.79  																																																		| Simplifying 454 yields:
% 64.84/29.79  																																																		| (455) e3 = e1
% 64.84/29.79  																																																		|
% 64.84/29.79  																																																		| Equations (455) can reduce 213 to:
% 64.84/29.79  																																																		| (266) $false
% 64.84/29.79  																																																		|
% 64.84/29.79  																																																		|-The branch is then unsatisfiable
% 64.84/29.79  																																																	|-Branch two:
% 64.84/29.79  																																																	| (464)  ~ (all_0_51_51 = e1)
% 64.84/29.79  																																																	| (1569) all_0_56_56 = e1
% 64.84/29.79  																																																	|
% 64.84/29.79  																																																		| Equations (1569) can reduce 140 to:
% 64.84/29.79  																																																		| (2437)  ~ (all_0_57_57 = e1)
% 64.84/29.79  																																																		|
% 64.84/29.79  																																																		| Simplifying 2437 yields:
% 64.84/29.79  																																																		| (1670)  ~ (all_0_57_57 = e1)
% 64.84/29.79  																																																		|
% 64.84/29.79  																																																		| Equations (1569) can reduce 511 to:
% 64.84/29.79  																																																		| (604)  ~ (e2 = e1)
% 64.84/29.79  																																																		|
% 64.84/29.79  																																																		| Simplifying 604 yields:
% 64.84/29.79  																																																		| (122)  ~ (e2 = e1)
% 64.84/29.79  																																																		|
% 64.84/29.79  																																																		| Equations (1569) can reduce 828 to:
% 64.84/29.79  																																																		| (233)  ~ (e1 = e0)
% 64.84/29.79  																																																		|
% 64.84/29.79  																																																		+-Applying beta-rule and splitting (5471), into two cases.
% 64.84/29.79  																																																		|-Branch one:
% 64.84/29.79  																																																		| (1279) all_0_48_48 = e0
% 64.84/29.79  																																																		|
% 64.84/29.79  																																																			| Combining equations (615,1279) yields a new equation:
% 64.84/29.79  																																																			| (546) e1 = e0
% 64.84/29.79  																																																			|
% 64.84/29.79  																																																			| Simplifying 546 yields:
% 64.84/29.79  																																																			| (431) e1 = e0
% 64.84/29.79  																																																			|
% 64.84/29.79  																																																			| Equations (431) can reduce 233 to:
% 64.84/29.79  																																																			| (266) $false
% 64.84/29.79  																																																			|
% 64.84/29.79  																																																			|-The branch is then unsatisfiable
% 64.84/29.79  																																																		|-Branch two:
% 64.84/29.79  																																																		| (1283)  ~ (all_0_48_48 = e0)
% 64.84/29.79  																																																		| (875) all_0_57_57 = e0
% 64.84/29.79  																																																		|
% 64.84/29.79  																																																			| Equations (875) can reduce 344 to:
% 64.84/29.79  																																																			| (365)  ~ (e2 = e0)
% 64.84/29.79  																																																			|
% 64.84/29.79  																																																			| Simplifying 365 yields:
% 64.84/29.79  																																																			| (128)  ~ (e2 = e0)
% 64.84/29.79  																																																			|
% 64.84/29.79  																																																			| Equations (875) can reduce 1670 to:
% 64.84/29.79  																																																			| (435)  ~ (e1 = e0)
% 64.84/29.79  																																																			|
% 64.84/29.79  																																																			| Simplifying 435 yields:
% 64.84/29.79  																																																			| (233)  ~ (e1 = e0)
% 64.84/29.79  																																																			|
% 64.84/29.79  																																																			+-Applying beta-rule and splitting (781), into two cases.
% 64.84/29.79  																																																			|-Branch one:
% 64.84/29.79  																																																			| (789) (all_0_41_41 = e0 & all_0_58_58 = e3 &  ~ (all_0_44_44 = e3)) | (all_0_41_41 = e0 & all_0_58_58 = e3 &  ~ (all_0_55_55 = e0)) | (all_0_47_47 = e1 & all_0_52_52 = e2 &  ~ (all_0_48_48 = e2)) | (all_0_47_47 = e1 & all_0_52_52 = e2 &  ~ (all_0_51_51 = e1)) | (all_0_47_47 = e0 & all_0_58_58 = e2 &  ~ (all_0_49_49 = e2))
% 64.84/29.79  																																																			|
% 64.84/29.79  																																																				+-Applying beta-rule and splitting (789), into two cases.
% 64.84/29.79  																																																				|-Branch one:
% 64.84/29.79  																																																				| (790) (all_0_41_41 = e0 & all_0_58_58 = e3 &  ~ (all_0_44_44 = e3)) | (all_0_41_41 = e0 & all_0_58_58 = e3 &  ~ (all_0_55_55 = e0)) | (all_0_47_47 = e1 & all_0_52_52 = e2 &  ~ (all_0_48_48 = e2)) | (all_0_47_47 = e1 & all_0_52_52 = e2 &  ~ (all_0_51_51 = e1))
% 64.84/29.79  																																																				|
% 64.84/29.79  																																																					+-Applying beta-rule and splitting (790), into two cases.
% 64.84/29.79  																																																					|-Branch one:
% 64.84/29.79  																																																					| (791) (all_0_41_41 = e0 & all_0_58_58 = e3 &  ~ (all_0_44_44 = e3)) | (all_0_41_41 = e0 & all_0_58_58 = e3 &  ~ (all_0_55_55 = e0)) | (all_0_47_47 = e1 & all_0_52_52 = e2 &  ~ (all_0_48_48 = e2))
% 64.84/29.79  																																																					|
% 64.84/29.79  																																																						+-Applying beta-rule and splitting (791), into two cases.
% 64.84/29.79  																																																						|-Branch one:
% 64.84/29.79  																																																						| (792) (all_0_41_41 = e0 & all_0_58_58 = e3 &  ~ (all_0_44_44 = e3)) | (all_0_41_41 = e0 & all_0_58_58 = e3 &  ~ (all_0_55_55 = e0))
% 64.84/29.79  																																																						|
% 64.84/29.79  																																																							+-Applying beta-rule and splitting (792), into two cases.
% 64.84/29.79  																																																							|-Branch one:
% 64.84/29.79  																																																							| (793) all_0_41_41 = e0 & all_0_58_58 = e3 &  ~ (all_0_44_44 = e3)
% 64.84/29.79  																																																							|
% 64.84/29.79  																																																								| Applying alpha-rule on (793) yields:
% 64.84/29.79  																																																								| (794) all_0_41_41 = e0
% 64.84/29.79  																																																								| (795) all_0_58_58 = e3
% 64.84/29.79  																																																								| (407)  ~ (all_0_44_44 = e3)
% 64.84/29.79  																																																								|
% 64.84/29.79  																																																								| Combining equations (453,794) yields a new equation:
% 64.84/29.79  																																																								| (546) e1 = e0
% 64.84/29.79  																																																								|
% 64.84/29.79  																																																								| Simplifying 546 yields:
% 64.84/29.79  																																																								| (431) e1 = e0
% 64.84/29.79  																																																								|
% 64.84/29.79  																																																								| Equations (431) can reduce 233 to:
% 64.84/29.79  																																																								| (266) $false
% 64.84/29.79  																																																								|
% 64.84/29.79  																																																								|-The branch is then unsatisfiable
% 64.84/29.80  																																																							|-Branch two:
% 64.84/29.80  																																																							| (800) all_0_41_41 = e0 & all_0_58_58 = e3 &  ~ (all_0_55_55 = e0)
% 64.84/29.80  																																																							|
% 64.84/29.80  																																																								| Applying alpha-rule on (800) yields:
% 64.84/29.80  																																																								| (794) all_0_41_41 = e0
% 64.84/29.80  																																																								| (795) all_0_58_58 = e3
% 64.84/29.80  																																																								| (803)  ~ (all_0_55_55 = e0)
% 64.84/29.80  																																																								|
% 64.84/29.80  																																																								| Combining equations (453,794) yields a new equation:
% 64.84/29.80  																																																								| (546) e1 = e0
% 64.84/29.80  																																																								|
% 64.84/29.80  																																																								| Simplifying 546 yields:
% 64.84/29.80  																																																								| (431) e1 = e0
% 64.84/29.80  																																																								|
% 64.84/29.80  																																																								| Equations (431) can reduce 233 to:
% 64.84/29.80  																																																								| (266) $false
% 64.84/29.80  																																																								|
% 64.84/29.80  																																																								|-The branch is then unsatisfiable
% 64.84/29.80  																																																						|-Branch two:
% 64.84/29.80  																																																						| (807) all_0_47_47 = e1 & all_0_52_52 = e2 &  ~ (all_0_48_48 = e2)
% 64.84/29.80  																																																						|
% 64.84/29.80  																																																							| Applying alpha-rule on (807) yields:
% 64.84/29.80  																																																							| (654) all_0_47_47 = e1
% 64.84/29.80  																																																							| (352) all_0_52_52 = e2
% 64.84/29.80  																																																							| (810)  ~ (all_0_48_48 = e2)
% 64.84/29.80  																																																							|
% 64.84/29.80  																																																							| Combining equations (654,1105) yields a new equation:
% 64.84/29.80  																																																							| (617) e2 = e1
% 64.84/29.80  																																																							|
% 64.84/29.80  																																																							| Equations (617) can reduce 122 to:
% 64.84/29.80  																																																							| (266) $false
% 64.84/29.80  																																																							|
% 64.84/29.80  																																																							|-The branch is then unsatisfiable
% 64.84/29.80  																																																					|-Branch two:
% 64.84/29.80  																																																					| (813) all_0_47_47 = e1 & all_0_52_52 = e2 &  ~ (all_0_51_51 = e1)
% 64.84/29.80  																																																					|
% 64.84/29.80  																																																						| Applying alpha-rule on (813) yields:
% 64.84/29.80  																																																						| (654) all_0_47_47 = e1
% 64.84/29.80  																																																						| (352) all_0_52_52 = e2
% 64.84/29.80  																																																						| (464)  ~ (all_0_51_51 = e1)
% 64.84/29.80  																																																						|
% 64.84/29.80  																																																						| Combining equations (654,1105) yields a new equation:
% 64.84/29.80  																																																						| (617) e2 = e1
% 64.84/29.80  																																																						|
% 64.84/29.80  																																																						| Equations (617) can reduce 122 to:
% 64.84/29.80  																																																						| (266) $false
% 64.84/29.80  																																																						|
% 64.84/29.80  																																																						|-The branch is then unsatisfiable
% 64.84/29.80  																																																				|-Branch two:
% 64.84/29.80  																																																				| (819) all_0_47_47 = e0 & all_0_58_58 = e2 &  ~ (all_0_49_49 = e2)
% 64.84/29.80  																																																				|
% 64.84/29.80  																																																					| Applying alpha-rule on (819) yields:
% 64.84/29.80  																																																					| (674) all_0_47_47 = e0
% 64.84/29.80  																																																					| (624) all_0_58_58 = e2
% 64.84/29.80  																																																					| (340)  ~ (all_0_49_49 = e2)
% 64.84/29.80  																																																					|
% 64.84/29.80  																																																					| Combining equations (674,1105) yields a new equation:
% 64.84/29.80  																																																					| (330) e2 = e0
% 64.84/29.80  																																																					|
% 64.84/29.80  																																																					| Equations (330) can reduce 128 to:
% 64.84/29.80  																																																					| (266) $false
% 64.84/29.80  																																																					|
% 64.84/29.80  																																																					|-The branch is then unsatisfiable
% 64.84/29.80  																																																			|-Branch two:
% 64.84/29.80  																																																			| (825) all_0_47_47 = e0 & all_0_58_58 = e2 &  ~ (all_0_56_56 = e0)
% 64.84/29.80  																																																			|
% 64.84/29.80  																																																				| Applying alpha-rule on (825) yields:
% 64.84/29.80  																																																				| (674) all_0_47_47 = e0
% 64.84/29.80  																																																				| (624) all_0_58_58 = e2
% 64.84/29.80  																																																				| (828)  ~ (all_0_56_56 = e0)
% 64.84/29.80  																																																				|
% 64.84/29.80  																																																				| Combining equations (674,1105) yields a new equation:
% 64.84/29.80  																																																				| (330) e2 = e0
% 64.84/29.80  																																																				|
% 64.84/29.80  																																																				| Equations (330) can reduce 128 to:
% 64.84/29.80  																																																				| (266) $false
% 64.84/29.80  																																																				|
% 64.84/29.80  																																																				|-The branch is then unsatisfiable
% 64.84/29.80  																																													|-Branch two:
% 64.84/29.80  																																													| (1377)  ~ (all_0_39_39 = e4)
% 64.84/29.80  																																													| (2115) all_0_42_42 = e4 | all_0_47_47 = e4 | all_0_51_51 = e4 | all_0_56_56 = e4
% 64.84/29.80  																																													|
% 64.84/29.80  																																														+-Applying beta-rule and splitting (320), into two cases.
% 64.84/29.80  																																														|-Branch one:
% 64.84/29.80  																																														| (471) all_0_39_39 = e4
% 64.84/29.80  																																														|
% 64.84/29.80  																																															| Equations (471) can reduce 1377 to:
% 64.84/29.80  																																															| (266) $false
% 64.84/29.80  																																															|
% 64.84/29.80  																																															|-The branch is then unsatisfiable
% 64.84/29.80  																																														|-Branch two:
% 64.84/29.80  																																														| (1377)  ~ (all_0_39_39 = e4)
% 64.84/29.80  																																														| (480) all_0_39_39 = e0
% 64.84/29.80  																																														|
% 64.84/29.80  																																															| Equations (480) can reduce 484 to:
% 64.84/29.80  																																															| (266) $false
% 64.84/29.80  																																															|
% 64.84/29.80  																																															|-The branch is then unsatisfiable
% 64.84/29.80  																																												|-Branch two:
% 64.84/29.80  																																												| (338)  ~ (all_0_47_47 = e2)
% 64.84/29.80  																																												| (10761) all_0_48_48 = e2 | all_0_49_49 = e2
% 64.84/29.80  																																												|
% 64.84/29.80  																																													+-Applying beta-rule and splitting (105), into two cases.
% 64.84/29.80  																																													|-Branch one:
% 64.84/29.80  																																													| (1105) all_0_47_47 = e2
% 64.84/29.80  																																													|
% 64.84/29.80  																																														| Equations (1105) can reduce 338 to:
% 64.84/29.80  																																														| (266) $false
% 64.84/29.80  																																														|
% 64.84/29.80  																																														|-The branch is then unsatisfiable
% 64.84/29.80  																																													|-Branch two:
% 64.84/29.80  																																													| (338)  ~ (all_0_47_47 = e2)
% 64.84/29.80  																																													| (1789) all_0_47_47 = e4 | all_0_47_47 = e3 | all_0_47_47 = e1 | all_0_47_47 = e0
% 64.84/29.80  																																													|
% 64.84/29.80  																																														+-Applying beta-rule and splitting (385), into two cases.
% 64.84/29.80  																																														|-Branch one:
% 64.84/29.80  																																														| (1105) all_0_47_47 = e2
% 64.84/29.80  																																														|
% 64.84/29.80  																																															| Equations (1105) can reduce 338 to:
% 64.84/29.80  																																															| (266) $false
% 64.84/29.80  																																															|
% 64.84/29.80  																																															|-The branch is then unsatisfiable
% 64.84/29.80  																																														|-Branch two:
% 64.84/29.80  																																														| (338)  ~ (all_0_47_47 = e2)
% 64.84/29.80  																																														| (1108) all_0_51_51 = e2 | all_0_56_56 = e2
% 64.84/29.80  																																														|
% 64.84/29.80  																																															+-Applying beta-rule and splitting (1108), into two cases.
% 64.84/29.80  																																															|-Branch one:
% 64.84/29.80  																																															| (504) all_0_51_51 = e2
% 64.84/29.80  																																															|
% 64.84/29.80  																																																| Combining equations (504,660) yields a new equation:
% 64.84/29.80  																																																| (662) e3 = e2
% 64.84/29.80  																																																|
% 64.84/29.80  																																																| Equations (662) can reduce 212 to:
% 64.84/29.80  																																																| (266) $false
% 64.84/29.80  																																																|
% 64.84/29.80  																																																|-The branch is then unsatisfiable
% 64.84/29.80  																																															|-Branch two:
% 64.84/29.80  																																															| (1099)  ~ (all_0_51_51 = e2)
% 64.84/29.80  																																															| (833) all_0_56_56 = e2
% 64.84/29.80  																																															|
% 64.84/29.80  																																																| Equations (833) can reduce 511 to:
% 64.84/29.80  																																																| (266) $false
% 64.84/29.80  																																																|
% 64.84/29.80  																																																|-The branch is then unsatisfiable
% 64.84/29.80  																																						|-Branch two:
% 64.84/29.80  																																						| (831)  ~ (all_0_46_46 = e0)
% 64.84/29.80  																																						| (1838) all_0_46_46 = e3 | all_0_46_46 = e1
% 64.84/29.80  																																						|
% 64.84/29.80  																																							+-Applying beta-rule and splitting (1838), into two cases.
% 64.84/29.80  																																							|-Branch one:
% 64.84/29.80  																																							| (545) all_0_46_46 = e1
% 64.84/29.80  																																							|
% 64.84/29.80  																																								| Equations (545) can reduce 549 to:
% 64.84/29.80  																																								| (266) $false
% 64.84/29.80  																																								|
% 64.84/29.80  																																								|-The branch is then unsatisfiable
% 64.84/29.80  																																							|-Branch two:
% 64.84/29.80  																																							| (549)  ~ (all_0_46_46 = e1)
% 64.84/29.80  																																							| (1557) all_0_46_46 = e3
% 64.84/29.80  																																							|
% 64.84/29.80  																																								| Equations (1557) can reduce 409 to:
% 64.84/29.80  																																								| (266) $false
% 64.84/29.80  																																								|
% 64.84/29.80  																																								|-The branch is then unsatisfiable
% 64.84/29.80  																																			|-Branch two:
% 64.84/29.80  																																			| (908)  ~ (all_0_58_58 = e2)
% 64.84/29.80  																																			| (909) all_0_58_58 = e4 | all_0_58_58 = e3 | all_0_58_58 = e1 | all_0_58_58 = e0
% 64.84/29.80  																																			|
% 64.84/29.80  																																				+-Applying beta-rule and splitting (389), into two cases.
% 64.84/29.80  																																				|-Branch one:
% 64.84/29.80  																																				| (833) all_0_56_56 = e2
% 64.84/29.80  																																				|
% 64.84/29.80  																																					| Equations (833) can reduce 828 to:
% 64.84/29.80  																																					| (128)  ~ (e2 = e0)
% 64.84/29.80  																																					|
% 64.84/29.80  																																					+-Applying beta-rule and splitting (216), into two cases.
% 64.84/29.80  																																					|-Branch one:
% 64.84/29.80  																																					| (629) all_0_55_55 = e1
% 64.84/29.80  																																					|
% 64.84/29.80  																																						| Combining equations (2336,629) yields a new equation:
% 64.84/29.80  																																						| (454) e3 = e1
% 64.84/29.80  																																						|
% 64.84/29.80  																																						| Simplifying 454 yields:
% 64.84/29.80  																																						| (455) e3 = e1
% 64.84/29.80  																																						|
% 64.84/29.80  																																						| Equations (455) can reduce 213 to:
% 64.84/29.80  																																						| (266) $false
% 64.84/29.80  																																						|
% 64.84/29.80  																																						|-The branch is then unsatisfiable
% 64.84/29.80  																																					|-Branch two:
% 64.84/29.80  																																					| (632)  ~ (all_0_55_55 = e1)
% 64.84/29.80  																																					| (633) all_0_56_56 = e1 | all_0_57_57 = e1 | all_0_58_58 = e1
% 64.84/29.80  																																					|
% 64.84/29.80  																																						+-Applying beta-rule and splitting (633), into two cases.
% 64.84/29.80  																																						|-Branch one:
% 64.84/29.80  																																						| (1569) all_0_56_56 = e1
% 64.84/29.80  																																						|
% 64.84/29.80  																																							| Combining equations (1569,833) yields a new equation:
% 64.84/29.80  																																							| (617) e2 = e1
% 64.84/29.80  																																							|
% 64.84/29.80  																																							| Equations (617) can reduce 122 to:
% 64.84/29.80  																																							| (266) $false
% 64.84/29.80  																																							|
% 64.84/29.80  																																							|-The branch is then unsatisfiable
% 64.84/29.80  																																						|-Branch two:
% 64.84/29.80  																																						| (466)  ~ (all_0_56_56 = e1)
% 64.84/29.80  																																						| (1574) all_0_57_57 = e1 | all_0_58_58 = e1
% 64.84/29.80  																																						|
% 64.84/29.80  																																							+-Applying beta-rule and splitting (125), into two cases.
% 64.84/29.80  																																							|-Branch one:
% 64.84/29.80  																																							| (858) all_0_55_55 = e0
% 64.84/29.80  																																							|
% 64.84/29.80  																																								| Combining equations (2336,858) yields a new equation:
% 64.84/29.80  																																								| (675) e3 = e0
% 64.84/29.80  																																								|
% 64.84/29.80  																																								| Simplifying 675 yields:
% 64.84/29.80  																																								| (676) e3 = e0
% 64.84/29.80  																																								|
% 64.84/29.80  																																								| Equations (676) can reduce 80 to:
% 64.84/29.80  																																								| (266) $false
% 64.84/29.80  																																								|
% 64.84/29.80  																																								|-The branch is then unsatisfiable
% 64.84/29.80  																																							|-Branch two:
% 64.84/29.80  																																							| (803)  ~ (all_0_55_55 = e0)
% 64.84/29.80  																																							| (863) all_0_56_56 = e0 | all_0_57_57 = e0 | all_0_58_58 = e0
% 64.84/29.80  																																							|
% 64.84/29.80  																																								+-Applying beta-rule and splitting (863), into two cases.
% 64.84/29.80  																																								|-Branch one:
% 64.84/29.80  																																								| (679) all_0_56_56 = e0
% 64.84/29.80  																																								|
% 64.84/29.80  																																									| Combining equations (679,833) yields a new equation:
% 64.84/29.80  																																									| (330) e2 = e0
% 64.84/29.80  																																									|
% 64.84/29.80  																																									| Equations (330) can reduce 128 to:
% 64.84/29.80  																																									| (266) $false
% 64.84/29.80  																																									|
% 64.84/29.80  																																									|-The branch is then unsatisfiable
% 64.84/29.80  																																								|-Branch two:
% 64.84/29.80  																																								| (828)  ~ (all_0_56_56 = e0)
% 64.84/29.80  																																								| (924) all_0_57_57 = e0 | all_0_58_58 = e0
% 64.84/29.80  																																								|
% 64.84/29.80  																																									+-Applying beta-rule and splitting (924), into two cases.
% 64.84/29.80  																																									|-Branch one:
% 64.84/29.80  																																									| (875) all_0_57_57 = e0
% 64.84/29.80  																																									|
% 64.84/29.80  																																										+-Applying beta-rule and splitting (131), into two cases.
% 64.84/29.80  																																										|-Branch one:
% 64.84/29.80  																																										| (459) all_0_42_42 = e1
% 64.84/29.80  																																										|
% 64.84/29.80  																																											| Combining equations (459,559) yields a new equation:
% 64.84/29.80  																																											| (546) e1 = e0
% 64.84/29.80  																																											|
% 64.84/29.80  																																											| Simplifying 546 yields:
% 64.84/29.80  																																											| (431) e1 = e0
% 64.84/29.80  																																											|
% 64.84/29.80  																																											| Equations (431) can reduce 233 to:
% 64.84/29.80  																																											| (266) $false
% 64.84/29.80  																																											|
% 64.84/29.80  																																											|-The branch is then unsatisfiable
% 64.84/29.80  																																										|-Branch two:
% 64.84/29.80  																																										| (1380)  ~ (all_0_42_42 = e1)
% 64.84/29.80  																																										| (3259) all_0_47_47 = e1 | all_0_51_51 = e1 | all_0_56_56 = e1
% 64.84/29.80  																																										|
% 64.84/29.80  																																											| Equations (559) can reduce 1380 to:
% 64.84/29.80  																																											| (435)  ~ (e1 = e0)
% 64.84/29.80  																																											|
% 64.84/29.80  																																											| Simplifying 435 yields:
% 64.84/29.80  																																											| (233)  ~ (e1 = e0)
% 64.84/29.80  																																											|
% 64.84/29.80  																																											+-Applying beta-rule and splitting (1574), into two cases.
% 64.84/29.80  																																											|-Branch one:
% 64.84/29.80  																																											| (647) all_0_57_57 = e1
% 64.84/29.80  																																											|
% 64.84/29.80  																																												| Combining equations (875,647) yields a new equation:
% 64.84/29.80  																																												| (431) e1 = e0
% 64.84/29.80  																																												|
% 64.84/29.80  																																												| Equations (431) can reduce 233 to:
% 64.84/29.80  																																												| (266) $false
% 64.84/29.80  																																												|
% 64.84/29.80  																																												|-The branch is then unsatisfiable
% 64.84/29.80  																																											|-Branch two:
% 64.84/29.80  																																											| (1670)  ~ (all_0_57_57 = e1)
% 64.84/29.80  																																											| (918) all_0_58_58 = e1
% 64.84/29.80  																																											|
% 64.84/29.80  																																												| Equations (918) can reduce 880 to:
% 64.84/29.80  																																												| (266) $false
% 64.84/29.80  																																												|
% 64.84/29.80  																																												|-The branch is then unsatisfiable
% 64.84/29.80  																																									|-Branch two:
% 64.84/29.80  																																									| (364)  ~ (all_0_57_57 = e0)
% 64.84/29.80  																																									| (914) all_0_58_58 = e0
% 64.84/29.80  																																									|
% 64.84/29.80  																																										| Equations (914) can reduce 491 to:
% 64.84/29.80  																																										| (266) $false
% 64.84/29.80  																																										|
% 64.84/29.80  																																										|-The branch is then unsatisfiable
% 64.84/29.80  																																				|-Branch two:
% 64.84/29.80  																																				| (511)  ~ (all_0_56_56 = e2)
% 64.84/29.80  																																				| (1709) all_0_57_57 = e2 | all_0_58_58 = e2
% 64.84/29.80  																																				|
% 64.84/29.80  																																					+-Applying beta-rule and splitting (1709), into two cases.
% 64.84/29.80  																																					|-Branch one:
% 64.84/29.80  																																					| (442) all_0_57_57 = e2
% 64.84/29.80  																																					|
% 64.84/29.80  																																						| Equations (442) can reduce 344 to:
% 64.84/29.80  																																						| (266) $false
% 64.84/29.80  																																						|
% 64.84/29.80  																																						|-The branch is then unsatisfiable
% 64.84/29.80  																																					|-Branch two:
% 64.84/29.80  																																					| (344)  ~ (all_0_57_57 = e2)
% 64.84/29.80  																																					| (624) all_0_58_58 = e2
% 64.84/29.80  																																					|
% 64.84/29.80  																																						| Equations (624) can reduce 908 to:
% 64.84/29.80  																																						| (266) $false
% 64.84/29.80  																																						|
% 64.84/29.80  																																						|-The branch is then unsatisfiable
% 64.84/29.80  																																	|-Branch two:
% 64.84/29.80  																																	| (358)  ~ (all_0_42_42 = e0)
% 64.84/29.80  																																	| (2510) all_0_42_42 = e3 | all_0_42_42 = e1
% 64.84/29.80  																																	|
% 64.84/29.80  																																		+-Applying beta-rule and splitting (131), into two cases.
% 64.84/29.80  																																		|-Branch one:
% 64.84/29.80  																																		| (459) all_0_42_42 = e1
% 64.84/29.80  																																		|
% 64.84/29.80  																																			| Equations (459) can reduce 1380 to:
% 64.84/29.80  																																			| (266) $false
% 64.84/29.80  																																			|
% 64.84/29.80  																																			|-The branch is then unsatisfiable
% 64.84/29.80  																																		|-Branch two:
% 64.84/29.80  																																		| (1380)  ~ (all_0_42_42 = e1)
% 64.84/29.80  																																		| (3259) all_0_47_47 = e1 | all_0_51_51 = e1 | all_0_56_56 = e1
% 64.84/29.80  																																		|
% 64.84/29.80  																																			+-Applying beta-rule and splitting (2510), into two cases.
% 64.84/29.80  																																			|-Branch one:
% 64.84/29.80  																																			| (459) all_0_42_42 = e1
% 64.84/29.80  																																			|
% 64.84/29.80  																																				| Equations (459) can reduce 1380 to:
% 64.84/29.80  																																				| (266) $false
% 64.84/29.80  																																				|
% 64.84/29.80  																																				|-The branch is then unsatisfiable
% 64.84/29.80  																																			|-Branch two:
% 64.84/29.80  																																			| (1380)  ~ (all_0_42_42 = e1)
% 64.84/29.80  																																			| (516) all_0_42_42 = e3
% 64.84/29.80  																																			|
% 64.84/29.80  																																				| Equations (516) can reduce 405 to:
% 64.84/29.80  																																				| (266) $false
% 64.84/29.80  																																				|
% 64.84/29.80  																																				|-The branch is then unsatisfiable
% 64.84/29.80  																																|-Branch two:
% 64.84/29.80  																																| (457)  ~ (all_0_41_41 = e1)
% 64.84/29.80  																																| (595) all_0_46_46 = e1 | all_0_50_50 = e1 | all_0_55_55 = e1
% 64.84/29.80  																																|
% 64.84/29.80  																																	+-Applying beta-rule and splitting (4049), into two cases.
% 64.84/29.80  																																	|-Branch one:
% 64.84/29.80  																																	| (794) all_0_41_41 = e0
% 64.84/29.80  																																	|
% 64.84/29.80  																																		| Equations (794) can reduce 43 to:
% 64.84/29.80  																																		| (5567)  ~ (all_0_46_46 = e0)
% 64.84/29.80  																																		|
% 64.84/29.80  																																		| Simplifying 5567 yields:
% 64.84/29.80  																																		| (831)  ~ (all_0_46_46 = e0)
% 64.84/29.80  																																		|
% 64.84/29.80  																																		+-Applying beta-rule and splitting (123), into two cases.
% 64.84/29.80  																																		|-Branch one:
% 64.84/29.80  																																		| (1794) all_0_46_46 = e2
% 64.84/29.80  																																		|
% 64.84/29.80  																																			| Equations (1794) can reduce 300 to:
% 64.84/29.80  																																			| (266) $false
% 64.84/29.80  																																			|
% 64.84/29.80  																																			|-The branch is then unsatisfiable
% 64.84/29.80  																																		|-Branch two:
% 64.84/29.80  																																		| (300)  ~ (all_0_46_46 = e2)
% 64.84/29.80  																																		| (1797) all_0_46_46 = e4 | all_0_46_46 = e3 | all_0_46_46 = e1 | all_0_46_46 = e0
% 64.84/29.80  																																		|
% 64.84/29.80  																																			+-Applying beta-rule and splitting (595), into two cases.
% 64.84/29.80  																																			|-Branch one:
% 64.84/29.80  																																			| (545) all_0_46_46 = e1
% 64.84/29.80  																																			|
% 64.84/29.80  																																				| Equations (545) can reduce 30 to:
% 64.84/29.80  																																				| (11581)  ~ (all_0_48_48 = e1)
% 64.84/29.80  																																				|
% 64.84/29.80  																																				| Simplifying 11581 yields:
% 64.84/29.80  																																				| (619)  ~ (all_0_48_48 = e1)
% 64.84/29.80  																																				|
% 64.84/29.80  																																				| Equations (545) can reduce 300 to:
% 64.84/29.80  																																				| (604)  ~ (e2 = e1)
% 64.84/29.80  																																				|
% 64.84/29.80  																																				| Simplifying 604 yields:
% 64.84/29.80  																																				| (122)  ~ (e2 = e1)
% 64.84/29.80  																																				|
% 64.84/29.80  																																				| Equations (545) can reduce 831 to:
% 64.84/29.80  																																				| (233)  ~ (e1 = e0)
% 64.84/29.80  																																				|
% 64.84/29.80  																																				+-Applying beta-rule and splitting (103), into two cases.
% 64.84/29.80  																																				|-Branch one:
% 64.84/29.80  																																				| (453) all_0_41_41 = e1
% 64.84/29.80  																																				|
% 64.84/29.80  																																					| Combining equations (453,794) yields a new equation:
% 64.84/29.80  																																					| (546) e1 = e0
% 64.84/29.80  																																					|
% 64.84/29.80  																																					| Simplifying 546 yields:
% 64.84/29.80  																																					| (431) e1 = e0
% 64.84/29.80  																																					|
% 64.84/29.80  																																					| Equations (431) can reduce 233 to:
% 64.84/29.80  																																					| (266) $false
% 64.84/29.80  																																					|
% 64.84/29.80  																																					|-The branch is then unsatisfiable
% 64.84/29.80  																																				|-Branch two:
% 64.84/29.80  																																				| (457)  ~ (all_0_41_41 = e1)
% 64.84/29.80  																																				| (458) all_0_42_42 = e1 | all_0_43_43 = e1 | all_0_44_44 = e1
% 64.84/29.80  																																				|
% 64.84/29.80  																																					| Equations (794) can reduce 457 to:
% 64.84/29.80  																																					| (435)  ~ (e1 = e0)
% 64.84/29.80  																																					|
% 64.84/29.80  																																					| Simplifying 435 yields:
% 64.84/29.80  																																					| (233)  ~ (e1 = e0)
% 64.84/29.80  																																					|
% 64.84/29.80  																																					+-Applying beta-rule and splitting (434), into two cases.
% 64.84/29.80  																																					|-Branch one:
% 64.84/29.80  																																					| (615) all_0_48_48 = e1
% 64.84/29.80  																																					|
% 64.84/29.80  																																						| Equations (615) can reduce 619 to:
% 64.84/29.80  																																						| (266) $false
% 64.84/29.80  																																						|
% 64.84/29.80  																																						|-The branch is then unsatisfiable
% 64.84/29.80  																																					|-Branch two:
% 64.84/29.80  																																					| (619)  ~ (all_0_48_48 = e1)
% 64.84/29.80  																																					| (620) all_0_52_52 = e1 | all_0_57_57 = e1
% 64.84/29.80  																																					|
% 64.84/29.80  																																						+-Applying beta-rule and splitting (620), into two cases.
% 64.84/29.80  																																						|-Branch one:
% 64.84/29.80  																																						| (642) all_0_52_52 = e1
% 64.84/29.80  																																						|
% 64.84/29.80  																																							| Combining equations (642,352) yields a new equation:
% 64.84/29.80  																																							| (617) e2 = e1
% 64.84/29.80  																																							|
% 64.84/29.80  																																							| Equations (617) can reduce 122 to:
% 64.84/29.80  																																							| (266) $false
% 64.84/29.80  																																							|
% 64.84/29.80  																																							|-The branch is then unsatisfiable
% 64.84/29.80  																																						|-Branch two:
% 64.84/29.80  																																						| (646)  ~ (all_0_52_52 = e1)
% 64.84/29.80  																																						| (647) all_0_57_57 = e1
% 64.84/29.80  																																						|
% 64.84/29.80  																																							| Equations (647) can reduce 839 to:
% 64.84/29.80  																																							| (602)  ~ (e4 = e1)
% 64.84/29.80  																																							|
% 64.84/29.80  																																							| Simplifying 602 yields:
% 64.84/29.80  																																							| (110)  ~ (e4 = e1)
% 64.84/29.80  																																							|
% 64.84/29.80  																																							| Equations (647) can reduce 67 to:
% 64.84/29.80  																																							| (467)  ~ (e3 = e1)
% 64.84/29.80  																																							|
% 64.84/29.80  																																							| Simplifying 467 yields:
% 64.84/29.80  																																							| (213)  ~ (e3 = e1)
% 64.84/29.80  																																							|
% 64.84/29.80  																																							+-Applying beta-rule and splitting (5471), into two cases.
% 64.84/29.80  																																							|-Branch one:
% 64.84/29.81  																																							| (1279) all_0_48_48 = e0
% 64.84/29.81  																																							|
% 64.84/29.81  																																								| Equations (1279) can reduce 114 to:
% 64.84/29.81  																																								| (678)  ~ (all_0_47_47 = e0)
% 64.84/29.81  																																								|
% 64.84/29.81  																																								+-Applying beta-rule and splitting (163), into two cases.
% 64.84/29.81  																																								|-Branch one:
% 64.84/29.81  																																								| (565) all_0_52_52 = e4
% 64.84/29.81  																																								|
% 64.84/29.81  																																									| Combining equations (352,565) yields a new equation:
% 64.84/29.81  																																									| (323) e4 = e2
% 64.84/29.81  																																									|
% 64.84/29.81  																																									| Equations (323) can reduce 48 to:
% 64.84/29.81  																																									| (266) $false
% 64.84/29.81  																																									|
% 64.84/29.81  																																									|-The branch is then unsatisfiable
% 64.84/29.81  																																								|-Branch two:
% 64.84/29.81  																																								| (780)  ~ (all_0_52_52 = e4)
% 64.84/29.81  																																								| (781) (all_0_41_41 = e0 & all_0_58_58 = e3 &  ~ (all_0_44_44 = e3)) | (all_0_41_41 = e0 & all_0_58_58 = e3 &  ~ (all_0_55_55 = e0)) | (all_0_47_47 = e1 & all_0_52_52 = e2 &  ~ (all_0_48_48 = e2)) | (all_0_47_47 = e1 & all_0_52_52 = e2 &  ~ (all_0_51_51 = e1)) | (all_0_47_47 = e0 & all_0_58_58 = e2 &  ~ (all_0_49_49 = e2)) | (all_0_47_47 = e0 & all_0_58_58 = e2 &  ~ (all_0_56_56 = e0))
% 64.84/29.81  																																								|
% 64.84/29.81  																																									+-Applying beta-rule and splitting (458), into two cases.
% 64.84/29.81  																																									|-Branch one:
% 64.84/29.81  																																									| (459) all_0_42_42 = e1
% 64.84/29.81  																																									|
% 64.84/29.81  																																										| Equations (459) can reduce 198 to:
% 64.84/29.81  																																										| (461)  ~ (all_0_47_47 = e1)
% 64.84/29.81  																																										|
% 64.84/29.81  																																										| Simplifying 461 yields:
% 64.84/29.81  																																										| (462)  ~ (all_0_47_47 = e1)
% 64.84/29.81  																																										|
% 64.84/29.81  																																										+-Applying beta-rule and splitting (781), into two cases.
% 64.84/29.81  																																										|-Branch one:
% 64.84/29.81  																																										| (789) (all_0_41_41 = e0 & all_0_58_58 = e3 &  ~ (all_0_44_44 = e3)) | (all_0_41_41 = e0 & all_0_58_58 = e3 &  ~ (all_0_55_55 = e0)) | (all_0_47_47 = e1 & all_0_52_52 = e2 &  ~ (all_0_48_48 = e2)) | (all_0_47_47 = e1 & all_0_52_52 = e2 &  ~ (all_0_51_51 = e1)) | (all_0_47_47 = e0 & all_0_58_58 = e2 &  ~ (all_0_49_49 = e2))
% 64.84/29.81  																																										|
% 64.84/29.81  																																											+-Applying beta-rule and splitting (789), into two cases.
% 64.84/29.81  																																											|-Branch one:
% 64.84/29.81  																																											| (790) (all_0_41_41 = e0 & all_0_58_58 = e3 &  ~ (all_0_44_44 = e3)) | (all_0_41_41 = e0 & all_0_58_58 = e3 &  ~ (all_0_55_55 = e0)) | (all_0_47_47 = e1 & all_0_52_52 = e2 &  ~ (all_0_48_48 = e2)) | (all_0_47_47 = e1 & all_0_52_52 = e2 &  ~ (all_0_51_51 = e1))
% 64.84/29.81  																																											|
% 64.84/29.81  																																												+-Applying beta-rule and splitting (790), into two cases.
% 64.84/29.81  																																												|-Branch one:
% 64.84/29.81  																																												| (791) (all_0_41_41 = e0 & all_0_58_58 = e3 &  ~ (all_0_44_44 = e3)) | (all_0_41_41 = e0 & all_0_58_58 = e3 &  ~ (all_0_55_55 = e0)) | (all_0_47_47 = e1 & all_0_52_52 = e2 &  ~ (all_0_48_48 = e2))
% 64.84/29.81  																																												|
% 64.84/29.81  																																													+-Applying beta-rule and splitting (791), into two cases.
% 64.84/29.81  																																													|-Branch one:
% 64.84/29.81  																																													| (792) (all_0_41_41 = e0 & all_0_58_58 = e3 &  ~ (all_0_44_44 = e3)) | (all_0_41_41 = e0 & all_0_58_58 = e3 &  ~ (all_0_55_55 = e0))
% 64.84/29.81  																																													|
% 64.84/29.81  																																														+-Applying beta-rule and splitting (792), into two cases.
% 64.84/29.81  																																														|-Branch one:
% 64.84/29.81  																																														| (793) all_0_41_41 = e0 & all_0_58_58 = e3 &  ~ (all_0_44_44 = e3)
% 64.84/29.81  																																														|
% 64.84/29.81  																																															| Applying alpha-rule on (793) yields:
% 64.84/29.81  																																															| (794) all_0_41_41 = e0
% 64.84/29.81  																																															| (795) all_0_58_58 = e3
% 64.84/29.81  																																															| (407)  ~ (all_0_44_44 = e3)
% 64.84/29.81  																																															|
% 64.84/29.81  																																															| Equations (795) can reduce 276 to:
% 64.84/29.81  																																															| (266) $false
% 64.84/29.81  																																															|
% 64.84/29.81  																																															|-The branch is then unsatisfiable
% 64.84/29.81  																																														|-Branch two:
% 64.84/29.81  																																														| (800) all_0_41_41 = e0 & all_0_58_58 = e3 &  ~ (all_0_55_55 = e0)
% 64.84/29.81  																																														|
% 64.84/29.81  																																															| Applying alpha-rule on (800) yields:
% 64.84/29.81  																																															| (794) all_0_41_41 = e0
% 64.84/29.81  																																															| (795) all_0_58_58 = e3
% 64.84/29.81  																																															| (803)  ~ (all_0_55_55 = e0)
% 64.84/29.81  																																															|
% 64.84/29.81  																																															| Equations (795) can reduce 276 to:
% 64.84/29.81  																																															| (266) $false
% 64.84/29.81  																																															|
% 64.84/29.81  																																															|-The branch is then unsatisfiable
% 64.84/29.81  																																													|-Branch two:
% 64.84/29.81  																																													| (807) all_0_47_47 = e1 & all_0_52_52 = e2 &  ~ (all_0_48_48 = e2)
% 64.84/29.81  																																													|
% 64.84/29.81  																																														| Applying alpha-rule on (807) yields:
% 64.84/29.81  																																														| (654) all_0_47_47 = e1
% 64.84/29.81  																																														| (352) all_0_52_52 = e2
% 64.84/29.81  																																														| (810)  ~ (all_0_48_48 = e2)
% 64.84/29.81  																																														|
% 64.84/29.81  																																														| Equations (654) can reduce 462 to:
% 64.84/29.81  																																														| (266) $false
% 64.84/29.81  																																														|
% 64.84/29.81  																																														|-The branch is then unsatisfiable
% 64.84/29.81  																																												|-Branch two:
% 64.84/29.81  																																												| (813) all_0_47_47 = e1 & all_0_52_52 = e2 &  ~ (all_0_51_51 = e1)
% 64.84/29.81  																																												|
% 64.84/29.81  																																													| Applying alpha-rule on (813) yields:
% 64.84/29.81  																																													| (654) all_0_47_47 = e1
% 64.84/29.81  																																													| (352) all_0_52_52 = e2
% 64.84/29.81  																																													| (464)  ~ (all_0_51_51 = e1)
% 64.84/29.81  																																													|
% 64.84/29.81  																																													| Equations (654) can reduce 462 to:
% 64.84/29.81  																																													| (266) $false
% 64.84/29.81  																																													|
% 64.84/29.81  																																													|-The branch is then unsatisfiable
% 64.84/29.81  																																											|-Branch two:
% 64.84/29.81  																																											| (819) all_0_47_47 = e0 & all_0_58_58 = e2 &  ~ (all_0_49_49 = e2)
% 64.84/29.81  																																											|
% 64.84/29.81  																																												| Applying alpha-rule on (819) yields:
% 64.84/29.81  																																												| (674) all_0_47_47 = e0
% 64.84/29.81  																																												| (624) all_0_58_58 = e2
% 64.84/29.81  																																												| (340)  ~ (all_0_49_49 = e2)
% 64.84/29.81  																																												|
% 64.84/29.81  																																												| Equations (674) can reduce 678 to:
% 64.84/29.81  																																												| (266) $false
% 64.84/29.81  																																												|
% 64.84/29.81  																																												|-The branch is then unsatisfiable
% 64.84/29.81  																																										|-Branch two:
% 64.84/29.81  																																										| (825) all_0_47_47 = e0 & all_0_58_58 = e2 &  ~ (all_0_56_56 = e0)
% 64.84/29.81  																																										|
% 64.84/29.81  																																											| Applying alpha-rule on (825) yields:
% 64.84/29.81  																																											| (674) all_0_47_47 = e0
% 64.84/29.81  																																											| (624) all_0_58_58 = e2
% 64.84/29.81  																																											| (828)  ~ (all_0_56_56 = e0)
% 64.84/29.81  																																											|
% 64.84/29.81  																																											| Equations (674) can reduce 678 to:
% 64.84/29.81  																																											| (266) $false
% 64.84/29.81  																																											|
% 64.84/29.81  																																											|-The branch is then unsatisfiable
% 64.84/29.81  																																									|-Branch two:
% 64.84/29.81  																																									| (1380)  ~ (all_0_42_42 = e1)
% 64.84/29.81  																																									| (1381) all_0_43_43 = e1 | all_0_44_44 = e1
% 64.84/29.81  																																									|
% 64.84/29.81  																																										+-Applying beta-rule and splitting (1381), into two cases.
% 64.84/29.81  																																										|-Branch one:
% 64.84/29.81  																																										| (430) all_0_43_43 = e1
% 64.84/29.81  																																										|
% 64.84/29.81  																																											| Combining equations (430,396) yields a new equation:
% 64.84/29.81  																																											| (630) e4 = e1
% 64.84/29.81  																																											|
% 64.84/29.81  																																											| Equations (630) can reduce 110 to:
% 64.84/29.81  																																											| (266) $false
% 64.84/29.81  																																											|
% 64.84/29.81  																																											|-The branch is then unsatisfiable
% 64.84/29.81  																																										|-Branch two:
% 64.84/29.81  																																										| (433)  ~ (all_0_43_43 = e1)
% 64.84/29.81  																																										| (635) all_0_44_44 = e1
% 64.84/29.81  																																										|
% 64.84/29.81  																																											| Combining equations (635,532) yields a new equation:
% 64.84/29.81  																																											| (455) e3 = e1
% 64.84/29.81  																																											|
% 64.84/29.81  																																											| Equations (455) can reduce 213 to:
% 64.84/29.81  																																											| (266) $false
% 64.84/29.81  																																											|
% 64.84/29.81  																																											|-The branch is then unsatisfiable
% 64.84/29.81  																																							|-Branch two:
% 64.84/29.81  																																							| (1283)  ~ (all_0_48_48 = e0)
% 64.84/29.81  																																							| (875) all_0_57_57 = e0
% 64.84/29.81  																																							|
% 64.84/29.81  																																								| Combining equations (647,875) yields a new equation:
% 64.84/29.81  																																								| (546) e1 = e0
% 64.84/29.81  																																								|
% 64.84/29.81  																																								| Simplifying 546 yields:
% 64.84/29.81  																																								| (431) e1 = e0
% 64.84/29.81  																																								|
% 64.84/29.81  																																								| Equations (431) can reduce 233 to:
% 64.84/29.81  																																								| (266) $false
% 64.84/29.81  																																								|
% 64.84/29.81  																																								|-The branch is then unsatisfiable
% 64.84/29.81  																																			|-Branch two:
% 64.84/29.81  																																			| (549)  ~ (all_0_46_46 = e1)
% 64.84/29.81  																																			| (600) all_0_50_50 = e1 | all_0_55_55 = e1
% 64.84/29.81  																																			|
% 64.84/29.81  																																				+-Applying beta-rule and splitting (600), into two cases.
% 64.84/29.81  																																				|-Branch one:
% 64.84/29.81  																																				| (601) all_0_50_50 = e1
% 64.84/29.81  																																				|
% 64.84/29.81  																																					| Combining equations (775,601) yields a new equation:
% 64.84/29.81  																																					| (636) e4 = e1
% 64.84/29.81  																																					|
% 64.84/29.81  																																					| Simplifying 636 yields:
% 64.84/29.81  																																					| (630) e4 = e1
% 64.84/29.81  																																					|
% 64.84/29.81  																																					| Equations (630) can reduce 110 to:
% 64.84/29.81  																																					| (266) $false
% 64.84/29.81  																																					|
% 64.84/29.81  																																					|-The branch is then unsatisfiable
% 64.84/29.81  																																				|-Branch two:
% 64.84/29.81  																																				| (759)  ~ (all_0_50_50 = e1)
% 64.84/29.81  																																				| (629) all_0_55_55 = e1
% 64.84/29.81  																																				|
% 64.84/29.81  																																					| Combining equations (629,2336) yields a new equation:
% 64.84/29.81  																																					| (455) e3 = e1
% 64.84/29.81  																																					|
% 64.84/29.81  																																					| Equations (455) can reduce 213 to:
% 64.84/29.81  																																					| (266) $false
% 64.84/29.81  																																					|
% 64.84/29.81  																																					|-The branch is then unsatisfiable
% 64.84/29.81  																																	|-Branch two:
% 64.84/29.81  																																	| (357)  ~ (all_0_41_41 = e0)
% 64.84/29.81  																																	| (4053) all_0_41_41 = e3 | all_0_41_41 = e1
% 64.84/29.81  																																	|
% 64.84/29.81  																																		+-Applying beta-rule and splitting (4053), into two cases.
% 64.84/29.81  																																		|-Branch one:
% 64.84/29.81  																																		| (453) all_0_41_41 = e1
% 64.84/29.81  																																		|
% 64.84/29.81  																																			| Equations (453) can reduce 457 to:
% 64.84/29.81  																																			| (266) $false
% 64.84/29.81  																																			|
% 64.84/29.81  																																			|-The branch is then unsatisfiable
% 64.84/29.81  																																		|-Branch two:
% 64.84/29.81  																																		| (457)  ~ (all_0_41_41 = e1)
% 64.84/29.81  																																		| (403) all_0_41_41 = e3
% 64.84/29.81  																																		|
% 64.84/29.81  																																			| Equations (403) can reduce 1898 to:
% 64.84/29.81  																																			| (266) $false
% 64.84/29.81  																																			|
% 64.84/29.81  																																			|-The branch is then unsatisfiable
% 64.84/29.81  																												|-Branch two:
% 64.84/29.81  																												| (566)  ~ (all_0_50_50 = e4)
% 64.84/29.81  																												| (1444) all_0_50_50 = e3 | all_0_50_50 = e1
% 64.84/29.81  																												|
% 64.84/29.81  																													+-Applying beta-rule and splitting (1168), into two cases.
% 64.84/29.81  																													|-Branch one:
% 64.84/29.81  																													| (1109) all_0_51_51 = e1
% 64.84/29.81  																													|
% 64.84/29.81  																														| Combining equations (1109,660) yields a new equation:
% 64.84/29.81  																														| (455) e3 = e1
% 64.84/29.81  																														|
% 64.84/29.81  																														| Equations (455) can reduce 213 to:
% 64.84/29.81  																														| (266) $false
% 64.84/29.81  																														|
% 64.84/29.81  																														|-The branch is then unsatisfiable
% 64.84/29.81  																													|-Branch two:
% 64.84/29.81  																													| (464)  ~ (all_0_51_51 = e1)
% 64.84/29.81  																													| (1202) all_0_52_52 = e1 | all_0_53_53 = e1
% 64.84/29.81  																													|
% 64.84/29.81  																														+-Applying beta-rule and splitting (1202), into two cases.
% 64.84/29.81  																														|-Branch one:
% 64.84/29.81  																														| (642) all_0_52_52 = e1
% 64.84/29.81  																														|
% 64.84/29.81  																															| Combining equations (352,642) yields a new equation:
% 64.84/29.81  																															| (616) e2 = e1
% 64.84/29.81  																															|
% 64.84/29.81  																															| Simplifying 616 yields:
% 64.84/29.81  																															| (617) e2 = e1
% 64.84/29.81  																															|
% 64.84/29.81  																															| Equations (617) can reduce 122 to:
% 64.84/29.81  																															| (266) $false
% 64.84/29.81  																															|
% 64.84/29.81  																															|-The branch is then unsatisfiable
% 64.84/29.81  																														|-Branch two:
% 64.84/29.81  																														| (646)  ~ (all_0_52_52 = e1)
% 64.84/29.81  																														| (1208) all_0_53_53 = e1
% 64.84/29.81  																														|
% 64.84/29.81  																															| Equations (1208) can reduce 190 to:
% 64.84/29.81  																															| (759)  ~ (all_0_50_50 = e1)
% 64.84/29.81  																															|
% 64.84/29.81  																															+-Applying beta-rule and splitting (1444), into two cases.
% 64.84/29.81  																															|-Branch one:
% 64.84/29.81  																															| (601) all_0_50_50 = e1
% 64.84/29.81  																															|
% 64.84/29.81  																																| Equations (601) can reduce 759 to:
% 64.84/29.81  																																| (266) $false
% 64.84/29.81  																																|
% 64.84/29.81  																																|-The branch is then unsatisfiable
% 64.84/29.81  																															|-Branch two:
% 64.84/29.81  																															| (759)  ~ (all_0_50_50 = e1)
% 64.84/29.81  																															| (415) all_0_50_50 = e3
% 64.84/29.81  																															|
% 64.84/29.81  																																| Equations (415) can reduce 411 to:
% 64.84/29.81  																																| (266) $false
% 64.84/29.81  																																|
% 64.84/29.81  																																|-The branch is then unsatisfiable
% 64.84/29.81  																								|-Branch two:
% 64.84/29.81  																								| (664)  ~ (all_0_51_51 = e3)
% 64.84/29.81  																								| (665) all_0_53_53 = e3
% 64.84/29.81  																								|
% 64.84/29.81  																									| Equations (665) can reduce 903 to:
% 64.84/29.81  																									| (266) $false
% 64.84/29.81  																									|
% 64.84/29.81  																									|-The branch is then unsatisfiable
% 64.84/29.81  																							|-Branch two:
% 64.84/29.81  																							| (407)  ~ (all_0_44_44 = e3)
% 64.84/29.81  																							| (537) all_0_49_49 = e3 | all_0_53_53 = e3 | all_0_58_58 = e3
% 64.84/29.81  																							|
% 64.84/29.81  																								+-Applying beta-rule and splitting (1899), into two cases.
% 64.84/29.81  																								|-Branch one:
% 64.84/29.81  																								| (516) all_0_42_42 = e3
% 64.84/29.81  																								|
% 64.84/29.81  																									| Equations (516) can reduce 145 to:
% 64.84/29.81  																									| (246)  ~ (all_0_39_39 = e3)
% 64.84/29.81  																									|
% 64.84/29.81  																									| Equations (516) can reduce 214 to:
% 64.84/29.81  																									| (1898)  ~ (all_0_41_41 = e3)
% 64.84/29.81  																									|
% 64.84/29.81  																									| Equations (516) can reduce 61 to:
% 64.84/29.81  																									| (1925)  ~ (all_0_51_51 = e3)
% 64.84/29.81  																									|
% 64.84/29.81  																									| Simplifying 1925 yields:
% 64.84/29.81  																									| (664)  ~ (all_0_51_51 = e3)
% 64.84/29.81  																									|
% 64.84/29.81  																									| Equations (516) can reduce 236 to:
% 64.84/29.81  																									| (271)  ~ (all_0_56_56 = e3)
% 64.84/29.81  																									|
% 64.84/29.81  																									| Simplifying 271 yields:
% 64.84/29.81  																									| (272)  ~ (all_0_56_56 = e3)
% 64.84/29.81  																									|
% 64.84/29.81  																									| From (516) and (210) follows:
% 64.84/29.81  																									| (4285) op(e3, e2) = e3
% 64.84/29.81  																									|
% 64.84/29.81  																									+-Applying beta-rule and splitting (418), into two cases.
% 64.84/29.81  																									|-Branch one:
% 64.84/29.81  																									| (660) all_0_51_51 = e3
% 64.84/29.81  																									|
% 64.84/29.81  																										| Equations (660) can reduce 664 to:
% 64.84/29.81  																										| (266) $false
% 64.84/29.81  																										|
% 64.84/29.81  																										|-The branch is then unsatisfiable
% 64.84/29.81  																									|-Branch two:
% 64.84/29.81  																									| (664)  ~ (all_0_51_51 = e3)
% 64.84/29.81  																									| (665) all_0_53_53 = e3
% 64.84/29.81  																									|
% 64.84/29.81  																										| Equations (665) can reduce 162 to:
% 64.84/29.81  																										| (2)  ~ (all_0_40_40 = e3)
% 64.84/29.81  																										|
% 64.84/29.81  																										| Equations (665) can reduce 220 to:
% 64.84/29.81  																										| (407)  ~ (all_0_44_44 = e3)
% 64.84/29.81  																										|
% 64.84/29.81  																										| Equations (665) can reduce 65 to:
% 64.84/29.81  																										| (525)  ~ (all_0_49_49 = e3)
% 64.84/29.81  																										|
% 64.84/29.81  																										| Equations (665) can reduce 190 to:
% 64.84/29.81  																										| (411)  ~ (all_0_50_50 = e3)
% 64.84/29.81  																										|
% 64.84/29.81  																										| Equations (665) can reduce 6 to:
% 64.84/29.81  																										| (664)  ~ (all_0_51_51 = e3)
% 64.84/29.81  																										|
% 64.84/29.81  																										| Equations (665) can reduce 10 to:
% 64.84/29.81  																										| (275)  ~ (all_0_58_58 = e3)
% 64.84/29.81  																										|
% 64.84/29.81  																										| Simplifying 275 yields:
% 64.84/29.81  																										| (276)  ~ (all_0_58_58 = e3)
% 64.84/29.81  																										|
% 64.84/29.81  																										| Equations (665) can reduce 247 to:
% 64.84/29.81  																										| (80)  ~ (e3 = e0)
% 64.84/29.81  																										|
% 64.84/29.81  																										| From (665) and (84) follows:
% 64.84/29.81  																										| (3786) op(e1, e0) = e3
% 64.84/29.81  																										|
% 64.84/29.81  																										+-Applying beta-rule and splitting (160), into two cases.
% 64.84/29.81  																										|-Branch one:
% 64.84/29.81  																										| (601) all_0_50_50 = e1
% 64.84/29.81  																										|
% 64.84/29.81  																											| Equations (601) can reduce 221 to:
% 64.84/29.81  																											| (457)  ~ (all_0_41_41 = e1)
% 64.84/29.81  																											|
% 64.84/29.81  																											| Equations (601) can reduce 59 to:
% 64.84/29.81  																											| (463)  ~ (all_0_51_51 = e1)
% 64.84/29.81  																											|
% 64.84/29.81  																											| Simplifying 463 yields:
% 64.84/29.81  																											| (464)  ~ (all_0_51_51 = e1)
% 64.84/29.81  																											|
% 64.84/29.81  																											| Equations (601) can reduce 302 to:
% 64.84/29.81  																											| (604)  ~ (e2 = e1)
% 64.84/29.81  																											|
% 64.84/29.81  																											| Simplifying 604 yields:
% 64.84/29.81  																											| (122)  ~ (e2 = e1)
% 64.84/29.81  																											|
% 64.84/29.81  																											+-Applying beta-rule and splitting (7), into two cases.
% 64.84/29.81  																											|-Branch one:
% 64.84/29.81  																											| (504) all_0_51_51 = e2
% 64.84/29.81  																											|
% 64.84/29.81  																												| Equations (504) can reduce 1099 to:
% 64.84/29.81  																												| (266) $false
% 64.84/29.81  																												|
% 64.84/29.81  																												|-The branch is then unsatisfiable
% 64.84/29.81  																											|-Branch two:
% 64.84/29.81  																											| (1099)  ~ (all_0_51_51 = e2)
% 64.84/29.81  																											| (1100) all_0_51_51 = e4 | all_0_51_51 = e3 | all_0_51_51 = e1
% 64.84/29.81  																											|
% 64.84/29.81  																												+-Applying beta-rule and splitting (27), into two cases.
% 64.84/29.81  																												|-Branch one:
% 64.84/29.81  																												| (437) all_0_41_41 = e4
% 64.84/29.81  																												|
% 64.84/29.81  																													| Equations (437) can reduce 440 to:
% 64.84/29.81  																													| (266) $false
% 64.84/29.81  																													|
% 64.84/29.81  																													|-The branch is then unsatisfiable
% 64.84/29.81  																												|-Branch two:
% 64.84/29.81  																												| (440)  ~ (all_0_41_41 = e4)
% 64.84/29.81  																												| (4049) all_0_41_41 = e3 | all_0_41_41 = e1 | all_0_41_41 = e0
% 64.84/29.81  																												|
% 64.84/29.81  																													+-Applying beta-rule and splitting (1100), into two cases.
% 64.84/29.81  																													|-Branch one:
% 64.84/29.81  																													| (1101) all_0_51_51 = e4
% 64.84/29.81  																													|
% 64.84/29.81  																														| Equations (1101) can reduce 139 to:
% 64.84/29.81  																														| (1377)  ~ (all_0_39_39 = e4)
% 64.84/29.81  																														|
% 64.84/29.81  																														| Equations (1101) can reduce 1099 to:
% 64.84/29.81  																														| (48)  ~ (e4 = e2)
% 64.84/29.81  																														|
% 64.84/29.81  																														| From (1101) and (186) follows:
% 64.84/29.81  																														| (13720) op(e1, e2) = e4
% 64.84/29.81  																														|
% 64.84/29.81  																														+-Applying beta-rule and splitting (4049), into two cases.
% 64.84/29.81  																														|-Branch one:
% 64.84/29.81  																														| (794) all_0_41_41 = e0
% 64.84/29.81  																														|
% 64.84/29.81  																															| Equations (794) can reduce 149 to:
% 64.84/29.81  																															| (359)  ~ (all_0_44_44 = e0)
% 64.84/29.81  																															|
% 64.84/29.81  																															| Simplifying 359 yields:
% 64.84/29.81  																															| (360)  ~ (all_0_44_44 = e0)
% 64.84/29.81  																															|
% 64.84/29.81  																															| Equations (794) can reduce 457 to:
% 64.84/29.81  																															| (435)  ~ (e1 = e0)
% 64.84/29.81  																															|
% 64.84/29.81  																															| Simplifying 435 yields:
% 64.84/29.81  																															| (233)  ~ (e1 = e0)
% 64.84/29.81  																															|
% 64.84/29.81  																															+-Applying beta-rule and splitting (103), into two cases.
% 64.84/29.81  																															|-Branch one:
% 64.84/29.81  																															| (453) all_0_41_41 = e1
% 64.84/29.81  																															|
% 64.84/29.81  																																| Combining equations (453,794) yields a new equation:
% 64.84/29.81  																																| (546) e1 = e0
% 64.84/29.81  																																|
% 64.84/29.81  																																| Simplifying 546 yields:
% 64.84/29.81  																																| (431) e1 = e0
% 64.84/29.81  																																|
% 64.84/29.81  																																| Equations (431) can reduce 233 to:
% 64.84/29.81  																																| (266) $false
% 64.84/29.81  																																|
% 64.84/29.81  																																|-The branch is then unsatisfiable
% 64.84/29.81  																															|-Branch two:
% 64.84/29.81  																															| (457)  ~ (all_0_41_41 = e1)
% 64.84/29.81  																															| (458) all_0_42_42 = e1 | all_0_43_43 = e1 | all_0_44_44 = e1
% 64.84/29.81  																															|
% 64.84/29.81  																																+-Applying beta-rule and splitting (123), into two cases.
% 64.84/29.81  																																|-Branch one:
% 64.84/29.81  																																| (1794) all_0_46_46 = e2
% 64.84/29.81  																																|
% 64.84/29.81  																																	| Equations (1794) can reduce 300 to:
% 64.84/29.81  																																	| (266) $false
% 64.84/29.81  																																	|
% 64.84/29.81  																																	|-The branch is then unsatisfiable
% 64.84/29.81  																																|-Branch two:
% 64.84/29.81  																																| (300)  ~ (all_0_46_46 = e2)
% 64.84/29.81  																																| (1797) all_0_46_46 = e4 | all_0_46_46 = e3 | all_0_46_46 = e1 | all_0_46_46 = e0
% 64.84/29.81  																																|
% 64.84/29.81  																																	+-Applying beta-rule and splitting (62), into two cases.
% 64.84/29.81  																																	|-Branch one:
% 64.84/29.81  																																	| (321) all_0_38_38 = e4
% 64.84/29.81  																																	|
% 64.84/29.81  																																		| Combining equations (321,292) yields a new equation:
% 64.84/29.81  																																		| (322) e4 = e2
% 64.84/29.81  																																		|
% 64.84/29.81  																																		| Simplifying 322 yields:
% 64.84/29.81  																																		| (323) e4 = e2
% 64.84/29.81  																																		|
% 64.84/29.81  																																		| Equations (323) can reduce 48 to:
% 64.84/29.81  																																		| (266) $false
% 64.84/29.81  																																		|
% 64.84/29.81  																																		|-The branch is then unsatisfiable
% 64.84/29.81  																																	|-Branch two:
% 64.84/29.81  																																	| (325)  ~ (all_0_38_38 = e4)
% 64.84/29.81  																																	| (582) all_0_41_41 = e4 | all_0_46_46 = e4 | all_0_50_50 = e4 | all_0_55_55 = e4
% 64.84/29.81  																																	|
% 64.84/29.81  																																		| Equations (292) can reduce 325 to:
% 64.84/29.81  																																		| (327)  ~ (e4 = e2)
% 64.84/29.81  																																		|
% 64.84/29.81  																																		| Simplifying 327 yields:
% 64.84/29.81  																																		| (48)  ~ (e4 = e2)
% 64.84/29.81  																																		|
% 64.84/29.81  																																		+-Applying beta-rule and splitting (320), into two cases.
% 64.84/29.81  																																		|-Branch one:
% 64.84/29.81  																																		| (471) all_0_39_39 = e4
% 64.84/29.81  																																		|
% 64.84/29.81  																																			| Equations (471) can reduce 1377 to:
% 64.84/29.81  																																			| (266) $false
% 64.84/29.81  																																			|
% 64.84/29.81  																																			|-The branch is then unsatisfiable
% 64.84/29.81  																																		|-Branch two:
% 64.84/29.81  																																		| (1377)  ~ (all_0_39_39 = e4)
% 64.84/29.81  																																		| (480) all_0_39_39 = e0
% 64.84/29.81  																																		|
% 64.84/29.81  																																			| Equations (480) can reduce 79 to:
% 64.84/29.81  																																			| (1402)  ~ (all_0_47_47 = e0)
% 64.84/29.81  																																			|
% 64.84/29.81  																																			| Simplifying 1402 yields:
% 64.84/29.81  																																			| (678)  ~ (all_0_47_47 = e0)
% 64.84/29.81  																																			|
% 64.84/29.81  																																			| Equations (480) can reduce 246 to:
% 64.84/29.81  																																			| (541)  ~ (e3 = e0)
% 64.84/29.81  																																			|
% 64.84/29.81  																																			| Simplifying 541 yields:
% 64.84/29.81  																																			| (80)  ~ (e3 = e0)
% 64.84/29.81  																																			|
% 64.84/29.81  																																			| From (480) and (14) follows:
% 64.84/29.81  																																			| (4090) op(e4, e2) = e0
% 64.84/29.81  																																			|
% 64.84/29.81  																																			+-Applying beta-rule and splitting (163), into two cases.
% 64.84/29.81  																																			|-Branch one:
% 64.84/29.81  																																			| (565) all_0_52_52 = e4
% 64.84/29.81  																																			|
% 64.84/29.81  																																				| Combining equations (565,352) yields a new equation:
% 64.84/29.81  																																				| (322) e4 = e2
% 64.84/29.81  																																				|
% 64.84/29.81  																																				| Simplifying 322 yields:
% 64.84/29.81  																																				| (323) e4 = e2
% 64.84/29.81  																																				|
% 64.84/29.81  																																				| Equations (323) can reduce 48 to:
% 64.84/29.81  																																				| (266) $false
% 64.84/29.81  																																				|
% 64.84/29.81  																																				|-The branch is then unsatisfiable
% 64.84/29.81  																																			|-Branch two:
% 64.84/29.81  																																			| (780)  ~ (all_0_52_52 = e4)
% 64.84/29.81  																																			| (781) (all_0_41_41 = e0 & all_0_58_58 = e3 &  ~ (all_0_44_44 = e3)) | (all_0_41_41 = e0 & all_0_58_58 = e3 &  ~ (all_0_55_55 = e0)) | (all_0_47_47 = e1 & all_0_52_52 = e2 &  ~ (all_0_48_48 = e2)) | (all_0_47_47 = e1 & all_0_52_52 = e2 &  ~ (all_0_51_51 = e1)) | (all_0_47_47 = e0 & all_0_58_58 = e2 &  ~ (all_0_49_49 = e2)) | (all_0_47_47 = e0 & all_0_58_58 = e2 &  ~ (all_0_56_56 = e0))
% 64.84/29.81  																																			|
% 64.84/29.81  																																				| Equations (352) can reduce 780 to:
% 64.84/29.81  																																				| (327)  ~ (e4 = e2)
% 64.84/29.81  																																				|
% 64.84/29.81  																																				| Simplifying 327 yields:
% 64.84/29.81  																																				| (48)  ~ (e4 = e2)
% 64.84/29.81  																																				|
% 64.84/29.81  																																				+-Applying beta-rule and splitting (781), into two cases.
% 64.84/29.81  																																				|-Branch one:
% 64.84/29.81  																																				| (789) (all_0_41_41 = e0 & all_0_58_58 = e3 &  ~ (all_0_44_44 = e3)) | (all_0_41_41 = e0 & all_0_58_58 = e3 &  ~ (all_0_55_55 = e0)) | (all_0_47_47 = e1 & all_0_52_52 = e2 &  ~ (all_0_48_48 = e2)) | (all_0_47_47 = e1 & all_0_52_52 = e2 &  ~ (all_0_51_51 = e1)) | (all_0_47_47 = e0 & all_0_58_58 = e2 &  ~ (all_0_49_49 = e2))
% 64.84/29.81  																																				|
% 64.84/29.81  																																					+-Applying beta-rule and splitting (789), into two cases.
% 64.84/29.81  																																					|-Branch one:
% 64.84/29.81  																																					| (790) (all_0_41_41 = e0 & all_0_58_58 = e3 &  ~ (all_0_44_44 = e3)) | (all_0_41_41 = e0 & all_0_58_58 = e3 &  ~ (all_0_55_55 = e0)) | (all_0_47_47 = e1 & all_0_52_52 = e2 &  ~ (all_0_48_48 = e2)) | (all_0_47_47 = e1 & all_0_52_52 = e2 &  ~ (all_0_51_51 = e1))
% 64.84/29.81  																																					|
% 64.84/29.81  																																						+-Applying beta-rule and splitting (790), into two cases.
% 64.84/29.81  																																						|-Branch one:
% 64.84/29.81  																																						| (791) (all_0_41_41 = e0 & all_0_58_58 = e3 &  ~ (all_0_44_44 = e3)) | (all_0_41_41 = e0 & all_0_58_58 = e3 &  ~ (all_0_55_55 = e0)) | (all_0_47_47 = e1 & all_0_52_52 = e2 &  ~ (all_0_48_48 = e2))
% 64.84/29.81  																																						|
% 64.84/29.81  																																							+-Applying beta-rule and splitting (791), into two cases.
% 64.84/29.81  																																							|-Branch one:
% 64.84/29.81  																																							| (792) (all_0_41_41 = e0 & all_0_58_58 = e3 &  ~ (all_0_44_44 = e3)) | (all_0_41_41 = e0 & all_0_58_58 = e3 &  ~ (all_0_55_55 = e0))
% 64.84/29.81  																																							|
% 64.84/29.81  																																								+-Applying beta-rule and splitting (792), into two cases.
% 64.84/29.81  																																								|-Branch one:
% 64.84/29.81  																																								| (793) all_0_41_41 = e0 & all_0_58_58 = e3 &  ~ (all_0_44_44 = e3)
% 64.84/29.81  																																								|
% 64.84/29.81  																																									| Applying alpha-rule on (793) yields:
% 64.84/29.81  																																									| (794) all_0_41_41 = e0
% 64.84/29.81  																																									| (795) all_0_58_58 = e3
% 64.84/29.81  																																									| (407)  ~ (all_0_44_44 = e3)
% 64.84/29.81  																																									|
% 64.84/29.81  																																									| Equations (795) can reduce 276 to:
% 64.84/29.81  																																									| (266) $false
% 64.84/29.81  																																									|
% 64.84/29.81  																																									|-The branch is then unsatisfiable
% 64.84/29.81  																																								|-Branch two:
% 64.84/29.81  																																								| (800) all_0_41_41 = e0 & all_0_58_58 = e3 &  ~ (all_0_55_55 = e0)
% 64.84/29.81  																																								|
% 64.84/29.81  																																									| Applying alpha-rule on (800) yields:
% 64.84/29.81  																																									| (794) all_0_41_41 = e0
% 64.84/29.82  																																									| (795) all_0_58_58 = e3
% 64.84/29.82  																																									| (803)  ~ (all_0_55_55 = e0)
% 64.84/29.82  																																									|
% 64.84/29.82  																																									| Equations (795) can reduce 276 to:
% 64.84/29.82  																																									| (266) $false
% 64.84/29.82  																																									|
% 64.84/29.82  																																									|-The branch is then unsatisfiable
% 64.84/29.82  																																							|-Branch two:
% 64.84/29.82  																																							| (807) all_0_47_47 = e1 & all_0_52_52 = e2 &  ~ (all_0_48_48 = e2)
% 64.84/29.82  																																							|
% 64.84/29.82  																																								| Applying alpha-rule on (807) yields:
% 64.84/29.82  																																								| (654) all_0_47_47 = e1
% 64.84/29.82  																																								| (352) all_0_52_52 = e2
% 64.84/29.82  																																								| (810)  ~ (all_0_48_48 = e2)
% 64.84/29.82  																																								|
% 64.84/29.82  																																								| Equations (654) can reduce 19 to:
% 64.84/29.82  																																								| (549)  ~ (all_0_46_46 = e1)
% 64.84/29.82  																																								|
% 64.84/29.82  																																								| Equations (654) can reduce 114 to:
% 64.84/29.82  																																								| (11581)  ~ (all_0_48_48 = e1)
% 64.84/29.82  																																								|
% 64.84/29.82  																																								| Simplifying 11581 yields:
% 64.84/29.82  																																								| (619)  ~ (all_0_48_48 = e1)
% 64.84/29.82  																																								|
% 64.84/29.82  																																								| Equations (654) can reduce 86 to:
% 64.84/29.82  																																								| (1419)  ~ (all_0_49_49 = e1)
% 64.84/29.82  																																								|
% 64.84/29.82  																																								| Simplifying 1419 yields:
% 64.84/29.82  																																								| (1064)  ~ (all_0_49_49 = e1)
% 64.84/29.82  																																								|
% 64.84/29.82  																																								| From (654) and (23) follows:
% 64.84/29.82  																																								| (9478) op(e2, e2) = e1
% 64.84/29.82  																																								|
% 64.84/29.82  																																								+-Applying beta-rule and splitting (228), into two cases.
% 64.84/29.82  																																								|-Branch one:
% 64.84/29.82  																																								| (335) all_0_48_48 = e2
% 64.84/29.82  																																								|
% 64.84/29.82  																																									| Equations (335) can reduce 810 to:
% 64.84/29.82  																																									| (266) $false
% 64.84/29.82  																																									|
% 64.84/29.82  																																									|-The branch is then unsatisfiable
% 64.84/29.82  																																								|-Branch two:
% 64.84/29.82  																																								| (810)  ~ (all_0_48_48 = e2)
% 64.84/29.82  																																								| (10218) all_0_48_48 = e4 | all_0_48_48 = e1 | all_0_48_48 = e0
% 64.84/29.82  																																								|
% 64.84/29.82  																																									+-Applying beta-rule and splitting (385), into two cases.
% 64.84/29.82  																																									|-Branch one:
% 64.84/29.82  																																									| (1105) all_0_47_47 = e2
% 64.84/29.82  																																									|
% 64.84/29.82  																																										| Combining equations (654,1105) yields a new equation:
% 64.84/29.82  																																										| (617) e2 = e1
% 64.84/29.82  																																										|
% 64.84/29.82  																																										| Equations (617) can reduce 122 to:
% 64.84/29.82  																																										| (266) $false
% 64.84/29.82  																																										|
% 64.84/29.82  																																										|-The branch is then unsatisfiable
% 64.84/29.82  																																									|-Branch two:
% 64.84/29.82  																																									| (338)  ~ (all_0_47_47 = e2)
% 64.84/29.82  																																									| (1108) all_0_51_51 = e2 | all_0_56_56 = e2
% 64.84/29.82  																																									|
% 64.84/29.82  																																										+-Applying beta-rule and splitting (1108), into two cases.
% 64.84/29.82  																																										|-Branch one:
% 64.84/29.82  																																										| (504) all_0_51_51 = e2
% 64.84/29.82  																																										|
% 64.84/29.82  																																											| Combining equations (1101,504) yields a new equation:
% 64.84/29.82  																																											| (322) e4 = e2
% 64.84/29.82  																																											|
% 64.84/29.82  																																											| Simplifying 322 yields:
% 64.84/29.82  																																											| (323) e4 = e2
% 64.84/29.82  																																											|
% 64.84/29.82  																																											| Equations (323) can reduce 48 to:
% 64.84/29.82  																																											| (266) $false
% 64.84/29.82  																																											|
% 64.84/29.82  																																											|-The branch is then unsatisfiable
% 64.84/29.82  																																										|-Branch two:
% 64.84/29.82  																																										| (1099)  ~ (all_0_51_51 = e2)
% 64.84/29.82  																																										| (833) all_0_56_56 = e2
% 64.84/29.82  																																										|
% 64.84/29.82  																																											| Equations (833) can reduce 44 to:
% 64.84/29.82  																																											| (1186)  ~ (all_0_58_58 = e2)
% 64.84/29.82  																																											|
% 64.84/29.82  																																											| Simplifying 1186 yields:
% 64.84/29.82  																																											| (908)  ~ (all_0_58_58 = e2)
% 64.84/29.82  																																											|
% 64.84/29.82  																																											| Equations (833) can reduce 272 to:
% 64.84/29.82  																																											| (626)  ~ (e3 = e2)
% 64.84/29.82  																																											|
% 64.84/29.82  																																											| Simplifying 626 yields:
% 64.84/29.82  																																											| (212)  ~ (e3 = e2)
% 64.84/29.82  																																											|
% 64.84/29.82  																																											| From (833) and (111) follows:
% 64.84/29.82  																																											| (1508) op(e0, e2) = e2
% 64.84/29.82  																																											|
% 64.84/29.82  																																											+-Applying beta-rule and splitting (1797), into two cases.
% 64.84/29.82  																																											|-Branch one:
% 64.84/29.82  																																											| (770) all_0_46_46 = e4
% 64.84/29.82  																																											|
% 64.84/29.82  																																												| From (770) and (120) follows:
% 64.84/29.82  																																												| (72494) op(e2, e3) = e4
% 64.84/29.82  																																												|
% 64.84/29.82  																																												+-Applying beta-rule and splitting (434), into two cases.
% 64.84/29.82  																																												|-Branch one:
% 64.84/29.82  																																												| (615) all_0_48_48 = e1
% 64.84/29.82  																																												|
% 64.84/29.82  																																													| Equations (615) can reduce 619 to:
% 64.84/29.82  																																													| (266) $false
% 64.84/29.82  																																													|
% 64.84/29.82  																																													|-The branch is then unsatisfiable
% 64.84/29.82  																																												|-Branch two:
% 64.84/29.82  																																												| (619)  ~ (all_0_48_48 = e1)
% 64.84/29.82  																																												| (620) all_0_52_52 = e1 | all_0_57_57 = e1
% 64.84/29.82  																																												|
% 64.84/29.82  																																													+-Applying beta-rule and splitting (377), into two cases.
% 64.84/29.82  																																													|-Branch one:
% 64.84/29.82  																																													| (583) all_0_49_49 = e2
% 64.84/29.82  																																													|
% 64.84/29.82  																																														| Equations (583) can reduce 185 to:
% 64.84/29.82  																																														| (810)  ~ (all_0_48_48 = e2)
% 64.84/29.82  																																														|
% 64.84/29.82  																																														| Equations (583) can reduce 1064 to:
% 64.84/29.82  																																														| (122)  ~ (e2 = e1)
% 64.84/29.82  																																														|
% 64.84/29.82  																																														+-Applying beta-rule and splitting (620), into two cases.
% 64.84/29.82  																																														|-Branch one:
% 64.84/29.82  																																														| (642) all_0_52_52 = e1
% 64.84/29.82  																																														|
% 64.84/29.82  																																															| Combining equations (352,642) yields a new equation:
% 64.84/29.82  																																															| (616) e2 = e1
% 64.84/29.82  																																															|
% 64.84/29.82  																																															| Simplifying 616 yields:
% 64.84/29.82  																																															| (617) e2 = e1
% 64.84/29.82  																																															|
% 64.84/29.82  																																															| Equations (617) can reduce 122 to:
% 64.84/29.82  																																															| (266) $false
% 64.84/29.82  																																															|
% 64.84/29.82  																																															|-The branch is then unsatisfiable
% 64.84/29.82  																																														|-Branch two:
% 64.84/29.82  																																														| (646)  ~ (all_0_52_52 = e1)
% 64.84/29.82  																																														| (647) all_0_57_57 = e1
% 64.84/29.82  																																														|
% 64.84/29.82  																																															| Equations (647) can reduce 239 to:
% 64.84/29.82  																																															| (619)  ~ (all_0_48_48 = e1)
% 64.84/29.82  																																															|
% 64.84/29.82  																																															| Equations (647) can reduce 839 to:
% 64.84/29.82  																																															| (602)  ~ (e4 = e1)
% 64.84/29.82  																																															|
% 64.84/29.82  																																															| Simplifying 602 yields:
% 64.84/29.82  																																															| (110)  ~ (e4 = e1)
% 64.84/29.82  																																															|
% 64.84/29.82  																																															| Equations (647) can reduce 67 to:
% 64.84/29.82  																																															| (467)  ~ (e3 = e1)
% 64.84/29.82  																																															|
% 64.84/29.82  																																															| Simplifying 467 yields:
% 64.84/29.82  																																															| (213)  ~ (e3 = e1)
% 64.84/29.82  																																															|
% 64.84/29.82  																																															+-Applying beta-rule and splitting (125), into two cases.
% 64.84/29.82  																																															|-Branch one:
% 64.84/29.82  																																															| (858) all_0_55_55 = e0
% 64.84/29.82  																																															|
% 64.84/29.82  																																																| Combining equations (858,2336) yields a new equation:
% 64.84/29.82  																																																| (676) e3 = e0
% 64.84/29.82  																																																|
% 64.84/29.82  																																																| Equations (676) can reduce 80 to:
% 64.84/29.82  																																																| (266) $false
% 64.84/29.82  																																																|
% 64.84/29.82  																																																|-The branch is then unsatisfiable
% 64.84/29.82  																																															|-Branch two:
% 64.84/29.82  																																															| (803)  ~ (all_0_55_55 = e0)
% 64.84/29.82  																																															| (863) all_0_56_56 = e0 | all_0_57_57 = e0 | all_0_58_58 = e0
% 64.84/29.82  																																															|
% 64.84/29.82  																																																+-Applying beta-rule and splitting (112), into two cases.
% 64.84/29.82  																																																|-Branch one:
% 64.84/29.82  																																																| (635) all_0_44_44 = e1
% 64.84/29.82  																																																|
% 64.84/29.82  																																																	| Equations (635) can reduce 181 to:
% 64.84/29.82  																																																	| (879)  ~ (all_0_58_58 = e1)
% 64.84/29.82  																																																	|
% 64.84/29.82  																																																	| Simplifying 879 yields:
% 64.84/29.82  																																																	| (880)  ~ (all_0_58_58 = e1)
% 64.84/29.82  																																																	|
% 64.84/29.82  																																																	| Equations (635) can reduce 407 to:
% 64.84/29.82  																																																	| (467)  ~ (e3 = e1)
% 64.84/29.82  																																																	|
% 64.84/29.82  																																																	| Simplifying 467 yields:
% 64.84/29.82  																																																	| (213)  ~ (e3 = e1)
% 64.84/29.82  																																																	|
% 64.84/29.82  																																																	| Equations (635) can reduce 360 to:
% 64.84/29.82  																																																	| (233)  ~ (e1 = e0)
% 64.84/29.82  																																																	|
% 64.84/29.82  																																																	+-Applying beta-rule and splitting (5471), into two cases.
% 64.84/29.82  																																																	|-Branch one:
% 64.84/29.82  																																																	| (1279) all_0_48_48 = e0
% 64.84/29.82  																																																	|
% 64.84/29.82  																																																		| Equations (1279) can reduce 810 to:
% 64.84/29.82  																																																		| (365)  ~ (e2 = e0)
% 64.84/29.82  																																																		|
% 64.84/29.82  																																																		| Simplifying 365 yields:
% 64.84/29.82  																																																		| (128)  ~ (e2 = e0)
% 64.84/29.82  																																																		|
% 64.84/29.82  																																																		| Equations (1279) can reduce 619 to:
% 64.84/29.82  																																																		| (435)  ~ (e1 = e0)
% 64.84/29.82  																																																		|
% 64.84/29.82  																																																		| Simplifying 435 yields:
% 64.84/29.82  																																																		| (233)  ~ (e1 = e0)
% 64.84/29.82  																																																		|
% 64.84/29.82  																																																		+-Applying beta-rule and splitting (863), into two cases.
% 64.84/29.82  																																																		|-Branch one:
% 64.84/29.82  																																																		| (679) all_0_56_56 = e0
% 64.84/29.82  																																																		|
% 64.84/29.82  																																																			| Combining equations (833,679) yields a new equation:
% 64.84/29.82  																																																			| (391) e2 = e0
% 64.84/29.82  																																																			|
% 64.84/29.82  																																																			| Simplifying 391 yields:
% 64.84/29.82  																																																			| (330) e2 = e0
% 64.84/29.82  																																																			|
% 64.84/29.82  																																																			| Equations (330) can reduce 128 to:
% 64.84/29.82  																																																			| (266) $false
% 64.84/29.82  																																																			|
% 64.84/29.82  																																																			|-The branch is then unsatisfiable
% 64.84/29.82  																																																		|-Branch two:
% 64.84/29.82  																																																		| (828)  ~ (all_0_56_56 = e0)
% 64.84/29.82  																																																		| (924) all_0_57_57 = e0 | all_0_58_58 = e0
% 64.84/29.82  																																																		|
% 64.84/29.82  																																																			+-Applying beta-rule and splitting (924), into two cases.
% 64.84/29.82  																																																			|-Branch one:
% 64.84/29.82  																																																			| (875) all_0_57_57 = e0
% 64.84/29.82  																																																			|
% 64.84/29.82  																																																				| Combining equations (875,647) yields a new equation:
% 64.84/29.82  																																																				| (431) e1 = e0
% 64.84/29.82  																																																				|
% 64.84/29.82  																																																				| Equations (431) can reduce 233 to:
% 64.84/29.82  																																																				| (266) $false
% 64.84/29.82  																																																				|
% 64.84/29.82  																																																				|-The branch is then unsatisfiable
% 64.84/29.82  																																																			|-Branch two:
% 64.84/29.82  																																																			| (364)  ~ (all_0_57_57 = e0)
% 64.84/29.82  																																																			| (914) all_0_58_58 = e0
% 64.84/29.82  																																																			|
% 64.84/29.82  																																																				| Equations (914) can reduce 880 to:
% 64.84/29.82  																																																				| (435)  ~ (e1 = e0)
% 64.84/29.82  																																																				|
% 64.84/29.82  																																																				| Simplifying 435 yields:
% 64.84/29.82  																																																				| (233)  ~ (e1 = e0)
% 64.84/29.82  																																																				|
% 64.84/29.82  																																																				+-Applying beta-rule and splitting (56), into two cases.
% 64.84/29.82  																																																				|-Branch one:
% 64.84/29.82  																																																				| (696) unit = e2
% 64.84/29.82  																																																				|
% 64.84/29.82  																																																					| From (696) and (32) follows:
% 64.84/29.82  																																																					| (698) op(e2, e2) = e2
% 64.84/29.82  																																																					|
% 64.84/29.82  																																																					| From (696) and (42) follows:
% 64.84/29.82  																																																					| (1613) op(e0, e2) = e0
% 64.84/29.82  																																																					|
% 64.84/29.82  																																																					| Instantiating formula (29) with e2, e2, e2, e1 and discharging atoms op(e2, e2) = e2, op(e2, e2) = e1, yields:
% 64.84/29.82  																																																					| (617) e2 = e1
% 64.84/29.82  																																																					|
% 64.84/29.82  																																																					| Instantiating formula (29) with e0, e2, e0, e2 and discharging atoms op(e0, e2) = e2, op(e0, e2) = e0, yields:
% 64.84/29.82  																																																					| (330) e2 = e0
% 64.84/29.82  																																																					|
% 64.84/29.82  																																																					| Combining equations (617,330) yields a new equation:
% 64.84/29.82  																																																					| (546) e1 = e0
% 64.84/29.82  																																																					|
% 64.84/29.82  																																																					| Simplifying 546 yields:
% 64.84/29.82  																																																					| (431) e1 = e0
% 64.84/29.82  																																																					|
% 64.84/29.82  																																																					| Equations (431) can reduce 233 to:
% 64.84/29.82  																																																					| (266) $false
% 64.84/29.82  																																																					|
% 64.84/29.82  																																																					|-The branch is then unsatisfiable
% 64.84/29.82  																																																				|-Branch two:
% 64.84/29.82  																																																				| (707)  ~ (unit = e2)
% 64.84/29.82  																																																				| (708) unit = e4 | unit = e3 | unit = e1 | unit = e0
% 64.84/29.82  																																																				|
% 64.84/29.82  																																																					+-Applying beta-rule and splitting (708), into two cases.
% 64.84/29.82  																																																					|-Branch one:
% 64.84/29.82  																																																					| (709) unit = e4
% 64.84/29.82  																																																					|
% 64.84/29.82  																																																						| From (709) and (15) follows:
% 64.84/29.82  																																																						| (22188) op(e4, e2) = e2
% 64.84/29.82  																																																						|
% 64.84/29.82  																																																						| From (709) and (211) follows:
% 64.84/29.82  																																																						| (22527) op(e4, e1) = e1
% 64.84/29.82  																																																						|
% 64.84/29.82  																																																						| From (709) and (32) follows:
% 64.84/29.82  																																																						| (712) op(e2, e4) = e2
% 64.84/29.82  																																																						|
% 64.84/29.82  																																																						| Instantiating formula (29) with e4, e2, e2, e0 and discharging atoms op(e4, e2) = e2, op(e4, e2) = e0, yields:
% 64.84/29.82  																																																						| (330) e2 = e0
% 64.84/29.82  																																																						|
% 64.84/29.82  																																																						| Instantiating formula (29) with e4, e1, e1, e3 and discharging atoms op(e4, e1) = e3, op(e4, e1) = e1, yields:
% 64.84/29.82  																																																						| (455) e3 = e1
% 64.84/29.82  																																																						|
% 64.84/29.82  																																																						| Instantiating formula (29) with e2, e4, e2, e3 and discharging atoms op(e2, e4) = e3, op(e2, e4) = e2, yields:
% 64.84/29.82  																																																						| (662) e3 = e2
% 64.84/29.82  																																																						|
% 64.84/29.82  																																																						| Combining equations (455,662) yields a new equation:
% 64.84/29.82  																																																						| (617) e2 = e1
% 64.84/29.82  																																																						|
% 64.84/29.82  																																																						| Combining equations (617,330) yields a new equation:
% 64.84/29.82  																																																						| (546) e1 = e0
% 64.84/29.82  																																																						|
% 64.84/29.82  																																																						| Simplifying 546 yields:
% 64.84/29.82  																																																						| (431) e1 = e0
% 64.84/29.82  																																																						|
% 64.84/29.82  																																																						| Equations (431) can reduce 233 to:
% 64.84/29.82  																																																						| (266) $false
% 64.84/29.82  																																																						|
% 64.84/29.82  																																																						|-The branch is then unsatisfiable
% 64.84/29.82  																																																					|-Branch two:
% 64.84/29.82  																																																					| (724)  ~ (unit = e4)
% 64.84/29.82  																																																					| (725) unit = e3 | unit = e1 | unit = e0
% 64.84/29.82  																																																					|
% 64.84/29.83  																																																						+-Applying beta-rule and splitting (725), into two cases.
% 64.84/29.83  																																																						|-Branch one:
% 64.84/29.83  																																																						| (726) unit = e0
% 64.84/29.83  																																																						|
% 64.84/29.83  																																																							| From (726) and (28) follows:
% 64.84/29.83  																																																							| (2698) op(e1, e0) = e1
% 64.84/29.83  																																																							|
% 64.84/29.83  																																																							| Instantiating formula (29) with e1, e0, e1, e3 and discharging atoms op(e1, e0) = e3, op(e1, e0) = e1, yields:
% 64.84/29.83  																																																							| (455) e3 = e1
% 64.84/29.83  																																																							|
% 64.84/29.83  																																																							| Equations (455) can reduce 213 to:
% 64.84/29.83  																																																							| (266) $false
% 64.84/29.83  																																																							|
% 64.84/29.83  																																																							|-The branch is then unsatisfiable
% 64.84/29.83  																																																						|-Branch two:
% 64.84/29.83  																																																						| (734)  ~ (unit = e0)
% 64.84/29.83  																																																						| (735) unit = e3 | unit = e1
% 64.84/29.83  																																																						|
% 64.84/29.83  																																																							+-Applying beta-rule and splitting (735), into two cases.
% 64.84/29.83  																																																							|-Branch one:
% 64.84/29.83  																																																							| (736) unit = e1
% 64.84/29.83  																																																							|
% 64.84/29.83  																																																								| Equations (736) can reduce 734 to:
% 64.84/29.83  																																																								| (233)  ~ (e1 = e0)
% 64.84/29.83  																																																								|
% 64.84/29.83  																																																								| From (736) and (244) follows:
% 64.84/29.83  																																																								| (738) op(e1, e4) = e4
% 64.84/29.83  																																																								|
% 64.84/29.83  																																																								| From (736) and (15) follows:
% 64.84/29.83  																																																								| (515) op(e1, e2) = e2
% 64.84/29.83  																																																								|
% 64.84/29.83  																																																								| From (736) and (28) follows:
% 64.84/29.83  																																																								| (740) op(e1, e1) = e1
% 64.84/29.83  																																																								|
% 64.84/29.83  																																																								| Instantiating formula (29) with e1, e4, e4, e0 and discharging atoms op(e1, e4) = e4, op(e1, e4) = e0, yields:
% 64.84/29.83  																																																								| (397) e4 = e0
% 64.84/29.83  																																																								|
% 64.84/29.83  																																																								| Instantiating formula (29) with e1, e2, e2, e4 and discharging atoms op(e1, e2) = e4, op(e1, e2) = e2, yields:
% 64.84/29.83  																																																								| (323) e4 = e2
% 64.84/29.83  																																																								|
% 64.84/29.83  																																																								| Instantiating formula (29) with e1, e1, e1, e2 and discharging atoms op(e1, e1) = e2, op(e1, e1) = e1, yields:
% 64.84/29.83  																																																								| (617) e2 = e1
% 64.84/29.83  																																																								|
% 64.84/29.83  																																																								| Combining equations (323,397) yields a new equation:
% 64.84/29.83  																																																								| (391) e2 = e0
% 64.84/29.83  																																																								|
% 64.84/29.83  																																																								| Simplifying 391 yields:
% 64.84/29.83  																																																								| (330) e2 = e0
% 64.84/29.83  																																																								|
% 64.84/29.83  																																																								| Combining equations (330,617) yields a new equation:
% 64.84/29.83  																																																								| (431) e1 = e0
% 64.84/29.83  																																																								|
% 64.84/29.83  																																																								| Equations (431) can reduce 233 to:
% 64.84/29.83  																																																								| (266) $false
% 64.84/29.83  																																																								|
% 64.84/29.83  																																																								|-The branch is then unsatisfiable
% 64.84/29.83  																																																							|-Branch two:
% 64.84/29.83  																																																							| (748)  ~ (unit = e1)
% 64.84/29.83  																																																							| (749) unit = e3
% 64.84/29.83  																																																							|
% 64.84/29.83  																																																								| From (749) and (15) follows:
% 64.84/29.83  																																																								| (751) op(e3, e2) = e2
% 64.84/29.83  																																																								|
% 64.84/29.83  																																																								| From (749) and (211) follows:
% 64.84/29.83  																																																								| (13877) op(e3, e1) = e1
% 64.84/29.83  																																																								|
% 64.84/29.83  																																																								| From (749) and (32) follows:
% 64.84/29.83  																																																								| (5793) op(e2, e3) = e2
% 64.84/29.83  																																																								|
% 64.84/29.83  																																																								| From (749) and (42) follows:
% 64.84/29.83  																																																								| (752) op(e0, e3) = e0
% 64.84/29.83  																																																								|
% 64.84/29.83  																																																								| Instantiating formula (29) with e3, e2, e2, e3 and discharging atoms op(e3, e2) = e3, op(e3, e2) = e2, yields:
% 64.84/29.83  																																																								| (662) e3 = e2
% 64.84/29.83  																																																								|
% 64.84/29.83  																																																								| Instantiating formula (29) with e3, e1, e1, e4 and discharging atoms op(e3, e1) = e4, op(e3, e1) = e1, yields:
% 64.84/29.83  																																																								| (630) e4 = e1
% 64.84/29.83  																																																								|
% 64.84/29.83  																																																								| Instantiating formula (29) with e2, e3, e2, e4 and discharging atoms op(e2, e3) = e4, op(e2, e3) = e2, yields:
% 64.84/29.83  																																																								| (323) e4 = e2
% 64.84/29.83  																																																								|
% 64.84/29.83  																																																								| Instantiating formula (29) with e0, e3, e0, e3 and discharging atoms op(e0, e3) = e3, op(e0, e3) = e0, yields:
% 64.84/29.83  																																																								| (676) e3 = e0
% 64.84/29.83  																																																								|
% 64.84/29.83  																																																								| Combining equations (630,323) yields a new equation:
% 64.84/29.83  																																																								| (617) e2 = e1
% 64.84/29.83  																																																								|
% 64.84/29.83  																																																								| Combining equations (676,662) yields a new equation:
% 64.84/29.83  																																																								| (330) e2 = e0
% 64.84/29.83  																																																								|
% 64.84/29.83  																																																								| Combining equations (330,617) yields a new equation:
% 64.84/29.83  																																																								| (431) e1 = e0
% 64.84/29.83  																																																								|
% 64.84/29.83  																																																								| Equations (431) can reduce 233 to:
% 64.84/29.83  																																																								| (266) $false
% 64.84/29.83  																																																								|
% 64.84/29.83  																																																								|-The branch is then unsatisfiable
% 64.84/29.83  																																																	|-Branch two:
% 64.84/29.83  																																																	| (1283)  ~ (all_0_48_48 = e0)
% 64.84/29.83  																																																	| (875) all_0_57_57 = e0
% 64.84/29.83  																																																	|
% 64.84/29.83  																																																		| Combining equations (875,647) yields a new equation:
% 64.84/29.83  																																																		| (431) e1 = e0
% 64.84/29.83  																																																		|
% 64.84/29.83  																																																		| Equations (431) can reduce 233 to:
% 64.84/29.83  																																																		| (266) $false
% 64.84/29.83  																																																		|
% 64.84/29.83  																																																		|-The branch is then unsatisfiable
% 64.84/29.83  																																																|-Branch two:
% 64.84/29.83  																																																| (639)  ~ (all_0_44_44 = e1)
% 64.84/29.83  																																																| (640) all_0_49_49 = e1 | all_0_53_53 = e1 | all_0_58_58 = e1
% 64.84/29.83  																																																|
% 64.84/29.83  																																																	+-Applying beta-rule and splitting (458), into two cases.
% 64.84/29.83  																																																	|-Branch one:
% 64.84/29.83  																																																	| (459) all_0_42_42 = e1
% 64.84/29.83  																																																	|
% 64.84/29.83  																																																		| Combining equations (516,459) yields a new equation:
% 64.84/29.83  																																																		| (454) e3 = e1
% 64.84/29.83  																																																		|
% 64.84/29.83  																																																		| Simplifying 454 yields:
% 64.84/29.83  																																																		| (455) e3 = e1
% 64.84/29.83  																																																		|
% 64.84/29.83  																																																		| Equations (455) can reduce 213 to:
% 64.84/29.83  																																																		| (266) $false
% 64.84/29.83  																																																		|
% 64.84/29.83  																																																		|-The branch is then unsatisfiable
% 64.84/29.83  																																																	|-Branch two:
% 64.84/29.83  																																																	| (1380)  ~ (all_0_42_42 = e1)
% 64.84/29.83  																																																	| (1381) all_0_43_43 = e1 | all_0_44_44 = e1
% 64.84/29.83  																																																	|
% 64.84/29.83  																																																		+-Applying beta-rule and splitting (1381), into two cases.
% 64.84/29.83  																																																		|-Branch one:
% 64.84/29.83  																																																		| (430) all_0_43_43 = e1
% 64.84/29.83  																																																		|
% 64.84/29.83  																																																			| Combining equations (396,430) yields a new equation:
% 64.84/29.83  																																																			| (636) e4 = e1
% 64.84/29.83  																																																			|
% 64.84/29.83  																																																			| Simplifying 636 yields:
% 64.84/29.83  																																																			| (630) e4 = e1
% 64.84/29.83  																																																			|
% 64.84/29.83  																																																			| Equations (630) can reduce 110 to:
% 64.84/29.83  																																																			| (266) $false
% 64.84/29.83  																																																			|
% 64.84/29.83  																																																			|-The branch is then unsatisfiable
% 64.84/29.83  																																																		|-Branch two:
% 64.84/29.83  																																																		| (433)  ~ (all_0_43_43 = e1)
% 64.84/29.83  																																																		| (635) all_0_44_44 = e1
% 64.84/29.83  																																																		|
% 64.84/29.83  																																																			| Equations (635) can reduce 639 to:
% 64.84/29.83  																																																			| (266) $false
% 64.84/29.83  																																																			|
% 64.84/29.83  																																																			|-The branch is then unsatisfiable
% 64.84/29.83  																																													|-Branch two:
% 64.84/29.83  																																													| (340)  ~ (all_0_49_49 = e2)
% 64.84/29.83  																																													| (614) all_0_53_53 = e2 | all_0_58_58 = e2
% 64.84/29.83  																																													|
% 64.84/29.83  																																														+-Applying beta-rule and splitting (108), into two cases.
% 64.84/29.83  																																														|-Branch one:
% 64.84/29.83  																																														| (624) all_0_58_58 = e2
% 64.84/29.83  																																														|
% 64.84/29.83  																																															| Equations (624) can reduce 908 to:
% 64.84/29.83  																																															| (266) $false
% 64.84/29.83  																																															|
% 64.84/29.83  																																															|-The branch is then unsatisfiable
% 64.84/29.83  																																														|-Branch two:
% 64.84/29.83  																																														| (908)  ~ (all_0_58_58 = e2)
% 64.84/29.83  																																														| (909) all_0_58_58 = e4 | all_0_58_58 = e3 | all_0_58_58 = e1 | all_0_58_58 = e0
% 64.84/29.83  																																														|
% 64.84/29.83  																																															+-Applying beta-rule and splitting (614), into two cases.
% 64.84/29.83  																																															|-Branch one:
% 64.84/29.83  																																															| (607) all_0_53_53 = e2
% 64.84/29.83  																																															|
% 64.84/29.83  																																																| Combining equations (607,665) yields a new equation:
% 64.84/29.83  																																																| (662) e3 = e2
% 64.84/29.83  																																																|
% 64.84/29.83  																																																| Equations (662) can reduce 212 to:
% 64.84/29.83  																																																| (266) $false
% 64.84/29.83  																																																|
% 64.84/29.83  																																																|-The branch is then unsatisfiable
% 64.84/29.83  																																															|-Branch two:
% 64.84/29.83  																																															| (509)  ~ (all_0_53_53 = e2)
% 64.84/29.83  																																															| (624) all_0_58_58 = e2
% 64.84/29.83  																																															|
% 64.84/29.83  																																																| Equations (624) can reduce 908 to:
% 64.84/29.83  																																																| (266) $false
% 64.84/29.83  																																																|
% 64.84/29.83  																																																|-The branch is then unsatisfiable
% 64.84/29.83  																																											|-Branch two:
% 64.84/29.83  																																											| (250)  ~ (all_0_46_46 = e4)
% 64.84/29.83  																																											| (1801) all_0_46_46 = e3 | all_0_46_46 = e1 | all_0_46_46 = e0
% 64.84/29.83  																																											|
% 64.84/29.83  																																												+-Applying beta-rule and splitting (10218), into two cases.
% 64.84/29.83  																																												|-Branch one:
% 64.84/29.83  																																												| (943) all_0_48_48 = e4
% 64.84/29.83  																																												|
% 64.84/29.83  																																													| Equations (943) can reduce 254 to:
% 64.84/29.83  																																													| (266) $false
% 64.84/29.83  																																													|
% 64.84/29.83  																																													|-The branch is then unsatisfiable
% 64.84/29.83  																																												|-Branch two:
% 64.84/29.83  																																												| (254)  ~ (all_0_48_48 = e4)
% 64.84/29.83  																																												| (10222) all_0_48_48 = e1 | all_0_48_48 = e0
% 64.84/29.83  																																												|
% 64.84/29.83  																																													+-Applying beta-rule and splitting (10222), into two cases.
% 64.84/29.83  																																													|-Branch one:
% 64.84/29.83  																																													| (1279) all_0_48_48 = e0
% 64.84/29.83  																																													|
% 64.84/29.83  																																														| Equations (1279) can reduce 30 to:
% 64.84/29.83  																																														| (831)  ~ (all_0_46_46 = e0)
% 64.84/29.83  																																														|
% 64.84/29.83  																																														+-Applying beta-rule and splitting (1801), into two cases.
% 64.84/29.83  																																														|-Branch one:
% 64.84/29.83  																																														| (538) all_0_46_46 = e0
% 64.84/29.83  																																														|
% 64.84/29.83  																																															| Equations (538) can reduce 831 to:
% 64.84/29.83  																																															| (266) $false
% 64.84/29.83  																																															|
% 64.84/29.83  																																															|-The branch is then unsatisfiable
% 64.84/29.83  																																														|-Branch two:
% 64.84/29.83  																																														| (831)  ~ (all_0_46_46 = e0)
% 64.84/29.83  																																														| (1838) all_0_46_46 = e3 | all_0_46_46 = e1
% 64.84/29.83  																																														|
% 64.84/29.83  																																															+-Applying beta-rule and splitting (1838), into two cases.
% 64.84/29.83  																																															|-Branch one:
% 64.84/29.83  																																															| (545) all_0_46_46 = e1
% 64.84/29.83  																																															|
% 64.84/29.83  																																																| Equations (545) can reduce 549 to:
% 64.84/29.83  																																																| (266) $false
% 64.84/29.83  																																																|
% 64.84/29.83  																																																|-The branch is then unsatisfiable
% 64.84/29.83  																																															|-Branch two:
% 64.84/29.83  																																															| (549)  ~ (all_0_46_46 = e1)
% 64.84/29.83  																																															| (1557) all_0_46_46 = e3
% 64.84/29.83  																																															|
% 64.84/29.83  																																																| Equations (1557) can reduce 409 to:
% 64.84/29.83  																																																| (266) $false
% 64.84/29.83  																																																|
% 64.84/29.83  																																																|-The branch is then unsatisfiable
% 64.84/29.83  																																													|-Branch two:
% 64.84/29.83  																																													| (1283)  ~ (all_0_48_48 = e0)
% 64.84/29.83  																																													| (615) all_0_48_48 = e1
% 64.84/29.83  																																													|
% 64.84/29.83  																																														| Equations (615) can reduce 619 to:
% 64.84/29.83  																																														| (266) $false
% 64.84/29.83  																																														|
% 64.84/29.83  																																														|-The branch is then unsatisfiable
% 64.84/29.83  																																						|-Branch two:
% 64.84/29.83  																																						| (813) all_0_47_47 = e1 & all_0_52_52 = e2 &  ~ (all_0_51_51 = e1)
% 64.84/29.83  																																						|
% 64.84/29.83  																																							| Applying alpha-rule on (813) yields:
% 64.84/29.83  																																							| (654) all_0_47_47 = e1
% 64.84/29.83  																																							| (352) all_0_52_52 = e2
% 64.84/29.83  																																							| (464)  ~ (all_0_51_51 = e1)
% 64.84/29.83  																																							|
% 64.84/29.83  																																							| Equations (654) can reduce 19 to:
% 64.84/29.83  																																							| (549)  ~ (all_0_46_46 = e1)
% 64.84/29.83  																																							|
% 64.84/29.83  																																							| Equations (654) can reduce 114 to:
% 64.84/29.83  																																							| (11581)  ~ (all_0_48_48 = e1)
% 64.84/29.83  																																							|
% 64.84/29.83  																																							| Simplifying 11581 yields:
% 64.84/29.83  																																							| (619)  ~ (all_0_48_48 = e1)
% 64.84/29.83  																																							|
% 64.84/29.83  																																							| Equations (654) can reduce 86 to:
% 64.84/29.83  																																							| (1419)  ~ (all_0_49_49 = e1)
% 64.84/29.83  																																							|
% 64.84/29.83  																																							| Simplifying 1419 yields:
% 64.84/29.83  																																							| (1064)  ~ (all_0_49_49 = e1)
% 64.84/29.83  																																							|
% 64.84/29.83  																																							| From (654) and (23) follows:
% 64.84/29.83  																																							| (9478) op(e2, e2) = e1
% 64.84/29.83  																																							|
% 64.84/29.83  																																							+-Applying beta-rule and splitting (228), into two cases.
% 64.84/29.83  																																							|-Branch one:
% 64.84/29.83  																																							| (335) all_0_48_48 = e2
% 64.84/29.83  																																							|
% 64.84/29.83  																																								| Equations (335) can reduce 810 to:
% 64.84/29.83  																																								| (266) $false
% 64.84/29.83  																																								|
% 64.84/29.83  																																								|-The branch is then unsatisfiable
% 64.84/29.83  																																							|-Branch two:
% 64.84/29.83  																																							| (810)  ~ (all_0_48_48 = e2)
% 64.84/29.83  																																							| (10218) all_0_48_48 = e4 | all_0_48_48 = e1 | all_0_48_48 = e0
% 64.84/29.83  																																							|
% 64.84/29.83  																																								+-Applying beta-rule and splitting (385), into two cases.
% 64.84/29.83  																																								|-Branch one:
% 64.84/29.83  																																								| (1105) all_0_47_47 = e2
% 64.84/29.83  																																								|
% 64.84/29.83  																																									| Combining equations (654,1105) yields a new equation:
% 64.84/29.83  																																									| (617) e2 = e1
% 64.84/29.83  																																									|
% 64.84/29.83  																																									| Equations (617) can reduce 122 to:
% 64.84/29.83  																																									| (266) $false
% 64.84/29.83  																																									|
% 64.84/29.83  																																									|-The branch is then unsatisfiable
% 64.84/29.83  																																								|-Branch two:
% 64.84/29.83  																																								| (338)  ~ (all_0_47_47 = e2)
% 64.84/29.83  																																								| (1108) all_0_51_51 = e2 | all_0_56_56 = e2
% 64.84/29.83  																																								|
% 64.84/29.83  																																									+-Applying beta-rule and splitting (1108), into two cases.
% 64.84/29.83  																																									|-Branch one:
% 64.84/29.83  																																									| (504) all_0_51_51 = e2
% 64.84/29.83  																																									|
% 64.84/29.83  																																										| Combining equations (1101,504) yields a new equation:
% 64.84/29.83  																																										| (322) e4 = e2
% 64.84/29.83  																																										|
% 64.84/29.83  																																										| Simplifying 322 yields:
% 64.84/29.83  																																										| (323) e4 = e2
% 64.84/29.83  																																										|
% 64.84/29.83  																																										| Equations (323) can reduce 48 to:
% 64.84/29.83  																																										| (266) $false
% 64.84/29.83  																																										|
% 64.84/29.83  																																										|-The branch is then unsatisfiable
% 64.84/29.83  																																									|-Branch two:
% 64.84/29.83  																																									| (1099)  ~ (all_0_51_51 = e2)
% 64.84/29.83  																																									| (833) all_0_56_56 = e2
% 64.84/29.83  																																									|
% 64.84/29.83  																																										| Equations (833) can reduce 44 to:
% 64.84/29.83  																																										| (1186)  ~ (all_0_58_58 = e2)
% 64.84/29.83  																																										|
% 64.84/29.83  																																										| Simplifying 1186 yields:
% 64.84/29.83  																																										| (908)  ~ (all_0_58_58 = e2)
% 64.84/29.83  																																										|
% 64.84/29.83  																																										| Equations (833) can reduce 272 to:
% 64.84/29.83  																																										| (626)  ~ (e3 = e2)
% 64.84/29.83  																																										|
% 64.84/29.83  																																										| Simplifying 626 yields:
% 64.84/29.83  																																										| (212)  ~ (e3 = e2)
% 64.84/29.83  																																										|
% 64.84/29.83  																																										| From (833) and (111) follows:
% 64.84/29.83  																																										| (1508) op(e0, e2) = e2
% 64.84/29.83  																																										|
% 64.84/29.83  																																										+-Applying beta-rule and splitting (1797), into two cases.
% 64.84/29.83  																																										|-Branch one:
% 64.84/29.83  																																										| (770) all_0_46_46 = e4
% 64.84/29.83  																																										|
% 64.84/29.83  																																											| From (770) and (120) follows:
% 64.84/29.84  																																											| (72494) op(e2, e3) = e4
% 64.84/29.84  																																											|
% 64.84/29.84  																																											+-Applying beta-rule and splitting (434), into two cases.
% 64.84/29.84  																																											|-Branch one:
% 64.84/29.84  																																											| (615) all_0_48_48 = e1
% 64.84/29.84  																																											|
% 64.84/29.84  																																												| Equations (615) can reduce 619 to:
% 64.84/29.84  																																												| (266) $false
% 64.84/29.84  																																												|
% 64.84/29.84  																																												|-The branch is then unsatisfiable
% 64.84/29.84  																																											|-Branch two:
% 64.84/29.84  																																											| (619)  ~ (all_0_48_48 = e1)
% 64.84/29.84  																																											| (620) all_0_52_52 = e1 | all_0_57_57 = e1
% 64.84/29.84  																																											|
% 64.84/29.84  																																												+-Applying beta-rule and splitting (377), into two cases.
% 64.84/29.84  																																												|-Branch one:
% 64.84/29.84  																																												| (583) all_0_49_49 = e2
% 64.84/29.84  																																												|
% 64.84/29.84  																																													| Equations (583) can reduce 185 to:
% 64.84/29.84  																																													| (810)  ~ (all_0_48_48 = e2)
% 64.84/29.84  																																													|
% 64.84/29.84  																																													| Equations (583) can reduce 1064 to:
% 64.84/29.84  																																													| (122)  ~ (e2 = e1)
% 64.84/29.84  																																													|
% 64.84/29.84  																																													+-Applying beta-rule and splitting (620), into two cases.
% 64.84/29.84  																																													|-Branch one:
% 64.84/29.84  																																													| (642) all_0_52_52 = e1
% 64.84/29.84  																																													|
% 64.84/29.84  																																														| Combining equations (352,642) yields a new equation:
% 64.84/29.84  																																														| (616) e2 = e1
% 64.84/29.84  																																														|
% 64.84/29.84  																																														| Simplifying 616 yields:
% 64.84/29.84  																																														| (617) e2 = e1
% 64.84/29.84  																																														|
% 64.84/29.84  																																														| Equations (617) can reduce 122 to:
% 64.84/29.84  																																														| (266) $false
% 64.84/29.84  																																														|
% 64.84/29.84  																																														|-The branch is then unsatisfiable
% 64.84/29.84  																																													|-Branch two:
% 64.84/29.84  																																													| (646)  ~ (all_0_52_52 = e1)
% 64.84/29.84  																																													| (647) all_0_57_57 = e1
% 64.84/29.84  																																													|
% 64.84/29.84  																																														| Equations (647) can reduce 239 to:
% 64.84/29.84  																																														| (619)  ~ (all_0_48_48 = e1)
% 64.84/29.84  																																														|
% 64.84/29.84  																																														| Equations (647) can reduce 839 to:
% 64.84/29.84  																																														| (602)  ~ (e4 = e1)
% 64.84/29.84  																																														|
% 64.84/29.84  																																														| Simplifying 602 yields:
% 64.84/29.84  																																														| (110)  ~ (e4 = e1)
% 64.84/29.84  																																														|
% 64.84/29.84  																																														| Equations (647) can reduce 67 to:
% 64.84/29.84  																																														| (467)  ~ (e3 = e1)
% 64.84/29.84  																																														|
% 64.84/29.84  																																														| Simplifying 467 yields:
% 64.84/29.84  																																														| (213)  ~ (e3 = e1)
% 64.84/29.84  																																														|
% 64.84/29.84  																																														+-Applying beta-rule and splitting (125), into two cases.
% 64.84/29.84  																																														|-Branch one:
% 64.84/29.84  																																														| (858) all_0_55_55 = e0
% 64.84/29.84  																																														|
% 64.84/29.84  																																															| Combining equations (858,2336) yields a new equation:
% 64.84/29.84  																																															| (676) e3 = e0
% 64.84/29.84  																																															|
% 64.84/29.84  																																															| Equations (676) can reduce 80 to:
% 64.84/29.84  																																															| (266) $false
% 64.84/29.84  																																															|
% 64.84/29.84  																																															|-The branch is then unsatisfiable
% 64.84/29.84  																																														|-Branch two:
% 64.84/29.84  																																														| (803)  ~ (all_0_55_55 = e0)
% 64.84/29.84  																																														| (863) all_0_56_56 = e0 | all_0_57_57 = e0 | all_0_58_58 = e0
% 64.84/29.84  																																														|
% 64.84/29.84  																																															+-Applying beta-rule and splitting (112), into two cases.
% 64.84/29.84  																																															|-Branch one:
% 64.84/29.84  																																															| (635) all_0_44_44 = e1
% 64.84/29.84  																																															|
% 64.84/29.84  																																																| Equations (635) can reduce 181 to:
% 64.84/29.84  																																																| (879)  ~ (all_0_58_58 = e1)
% 64.84/29.84  																																																|
% 64.84/29.84  																																																| Simplifying 879 yields:
% 64.84/29.84  																																																| (880)  ~ (all_0_58_58 = e1)
% 64.84/29.84  																																																|
% 64.84/29.84  																																																| Equations (635) can reduce 407 to:
% 64.84/29.84  																																																| (467)  ~ (e3 = e1)
% 64.84/29.84  																																																|
% 64.84/29.84  																																																| Simplifying 467 yields:
% 64.84/29.84  																																																| (213)  ~ (e3 = e1)
% 64.84/29.84  																																																|
% 64.84/29.84  																																																| Equations (635) can reduce 360 to:
% 64.84/29.84  																																																| (233)  ~ (e1 = e0)
% 64.84/29.84  																																																|
% 64.84/29.84  																																																+-Applying beta-rule and splitting (5471), into two cases.
% 64.84/29.84  																																																|-Branch one:
% 64.84/29.84  																																																| (1279) all_0_48_48 = e0
% 64.84/29.84  																																																|
% 64.84/29.84  																																																	| Equations (1279) can reduce 810 to:
% 64.84/29.84  																																																	| (365)  ~ (e2 = e0)
% 64.84/29.84  																																																	|
% 64.84/29.84  																																																	| Simplifying 365 yields:
% 64.84/29.84  																																																	| (128)  ~ (e2 = e0)
% 64.84/29.84  																																																	|
% 64.84/29.84  																																																	| Equations (1279) can reduce 619 to:
% 64.84/29.84  																																																	| (435)  ~ (e1 = e0)
% 64.84/29.84  																																																	|
% 64.84/29.84  																																																	| Simplifying 435 yields:
% 64.84/29.84  																																																	| (233)  ~ (e1 = e0)
% 64.84/29.84  																																																	|
% 64.84/29.84  																																																	+-Applying beta-rule and splitting (863), into two cases.
% 64.84/29.84  																																																	|-Branch one:
% 64.84/29.84  																																																	| (679) all_0_56_56 = e0
% 64.84/29.84  																																																	|
% 64.84/29.84  																																																		| Combining equations (833,679) yields a new equation:
% 64.84/29.84  																																																		| (391) e2 = e0
% 64.84/29.84  																																																		|
% 64.84/29.84  																																																		| Simplifying 391 yields:
% 64.84/29.84  																																																		| (330) e2 = e0
% 64.84/29.84  																																																		|
% 64.84/29.84  																																																		| Equations (330) can reduce 128 to:
% 64.84/29.84  																																																		| (266) $false
% 64.84/29.84  																																																		|
% 64.84/29.84  																																																		|-The branch is then unsatisfiable
% 64.84/29.84  																																																	|-Branch two:
% 64.84/29.84  																																																	| (828)  ~ (all_0_56_56 = e0)
% 64.84/29.84  																																																	| (924) all_0_57_57 = e0 | all_0_58_58 = e0
% 64.84/29.84  																																																	|
% 64.84/29.84  																																																		+-Applying beta-rule and splitting (924), into two cases.
% 64.84/29.84  																																																		|-Branch one:
% 64.84/29.84  																																																		| (875) all_0_57_57 = e0
% 64.84/29.84  																																																		|
% 64.84/29.84  																																																			| Combining equations (875,647) yields a new equation:
% 64.84/29.84  																																																			| (431) e1 = e0
% 64.84/29.84  																																																			|
% 64.84/29.84  																																																			| Equations (431) can reduce 233 to:
% 64.84/29.84  																																																			| (266) $false
% 64.84/29.84  																																																			|
% 64.84/29.84  																																																			|-The branch is then unsatisfiable
% 64.84/29.84  																																																		|-Branch two:
% 64.84/29.84  																																																		| (364)  ~ (all_0_57_57 = e0)
% 64.84/29.84  																																																		| (914) all_0_58_58 = e0
% 64.84/29.84  																																																		|
% 64.84/29.84  																																																			| Equations (914) can reduce 880 to:
% 64.84/29.84  																																																			| (435)  ~ (e1 = e0)
% 64.84/29.84  																																																			|
% 64.84/29.84  																																																			| Simplifying 435 yields:
% 64.84/29.84  																																																			| (233)  ~ (e1 = e0)
% 64.84/29.84  																																																			|
% 64.84/29.84  																																																			+-Applying beta-rule and splitting (56), into two cases.
% 64.84/29.84  																																																			|-Branch one:
% 64.84/29.84  																																																			| (696) unit = e2
% 64.84/29.84  																																																			|
% 64.84/29.84  																																																				| From (696) and (32) follows:
% 64.84/29.84  																																																				| (698) op(e2, e2) = e2
% 64.84/29.84  																																																				|
% 64.84/29.84  																																																				| From (696) and (42) follows:
% 64.84/29.84  																																																				| (1613) op(e0, e2) = e0
% 64.84/29.84  																																																				|
% 64.84/29.84  																																																				| Instantiating formula (29) with e2, e2, e2, e1 and discharging atoms op(e2, e2) = e2, op(e2, e2) = e1, yields:
% 64.84/29.84  																																																				| (617) e2 = e1
% 64.84/29.84  																																																				|
% 64.84/29.84  																																																				| Instantiating formula (29) with e0, e2, e0, e2 and discharging atoms op(e0, e2) = e2, op(e0, e2) = e0, yields:
% 64.84/29.84  																																																				| (330) e2 = e0
% 64.84/29.84  																																																				|
% 64.84/29.84  																																																				| Combining equations (617,330) yields a new equation:
% 64.84/29.84  																																																				| (546) e1 = e0
% 64.84/29.84  																																																				|
% 64.84/29.84  																																																				| Simplifying 546 yields:
% 64.84/29.84  																																																				| (431) e1 = e0
% 64.84/29.84  																																																				|
% 64.84/29.84  																																																				| Equations (431) can reduce 233 to:
% 64.84/29.84  																																																				| (266) $false
% 64.84/29.84  																																																				|
% 64.84/29.84  																																																				|-The branch is then unsatisfiable
% 64.84/29.84  																																																			|-Branch two:
% 64.84/29.84  																																																			| (707)  ~ (unit = e2)
% 64.84/29.84  																																																			| (708) unit = e4 | unit = e3 | unit = e1 | unit = e0
% 64.84/29.84  																																																			|
% 64.84/29.84  																																																				+-Applying beta-rule and splitting (708), into two cases.
% 64.84/29.84  																																																				|-Branch one:
% 64.84/29.84  																																																				| (709) unit = e4
% 64.84/29.84  																																																				|
% 64.84/29.84  																																																					| From (709) and (15) follows:
% 64.84/29.84  																																																					| (22188) op(e4, e2) = e2
% 64.84/29.84  																																																					|
% 64.84/29.84  																																																					| From (709) and (211) follows:
% 64.84/29.84  																																																					| (22527) op(e4, e1) = e1
% 64.84/29.84  																																																					|
% 64.84/29.84  																																																					| From (709) and (32) follows:
% 64.84/29.84  																																																					| (712) op(e2, e4) = e2
% 64.84/29.84  																																																					|
% 64.84/29.84  																																																					| Instantiating formula (29) with e4, e2, e2, e0 and discharging atoms op(e4, e2) = e2, op(e4, e2) = e0, yields:
% 64.84/29.84  																																																					| (330) e2 = e0
% 64.84/29.84  																																																					|
% 64.84/29.84  																																																					| Instantiating formula (29) with e4, e1, e1, e3 and discharging atoms op(e4, e1) = e3, op(e4, e1) = e1, yields:
% 64.84/29.84  																																																					| (455) e3 = e1
% 64.84/29.84  																																																					|
% 64.84/29.84  																																																					| Instantiating formula (29) with e2, e4, e2, e3 and discharging atoms op(e2, e4) = e3, op(e2, e4) = e2, yields:
% 64.84/29.84  																																																					| (662) e3 = e2
% 64.84/29.84  																																																					|
% 64.84/29.84  																																																					| Combining equations (455,662) yields a new equation:
% 64.84/29.84  																																																					| (617) e2 = e1
% 64.84/29.84  																																																					|
% 64.84/29.84  																																																					| Combining equations (617,330) yields a new equation:
% 64.84/29.84  																																																					| (546) e1 = e0
% 64.84/29.84  																																																					|
% 64.84/29.84  																																																					| Simplifying 546 yields:
% 64.84/29.84  																																																					| (431) e1 = e0
% 64.84/29.84  																																																					|
% 64.84/29.84  																																																					| Equations (431) can reduce 233 to:
% 64.84/29.84  																																																					| (266) $false
% 64.84/29.84  																																																					|
% 64.84/29.84  																																																					|-The branch is then unsatisfiable
% 64.84/29.84  																																																				|-Branch two:
% 64.84/29.84  																																																				| (724)  ~ (unit = e4)
% 64.84/29.84  																																																				| (725) unit = e3 | unit = e1 | unit = e0
% 64.84/29.84  																																																				|
% 64.84/29.84  																																																					+-Applying beta-rule and splitting (725), into two cases.
% 64.84/29.84  																																																					|-Branch one:
% 64.84/29.84  																																																					| (726) unit = e0
% 64.84/29.84  																																																					|
% 64.84/29.84  																																																						| From (726) and (28) follows:
% 64.84/29.84  																																																						| (2698) op(e1, e0) = e1
% 64.84/29.84  																																																						|
% 64.84/29.84  																																																						| Instantiating formula (29) with e1, e0, e1, e3 and discharging atoms op(e1, e0) = e3, op(e1, e0) = e1, yields:
% 64.84/29.84  																																																						| (455) e3 = e1
% 64.84/29.84  																																																						|
% 64.84/29.84  																																																						| Equations (455) can reduce 213 to:
% 64.84/29.84  																																																						| (266) $false
% 64.84/29.84  																																																						|
% 64.84/29.84  																																																						|-The branch is then unsatisfiable
% 64.84/29.84  																																																					|-Branch two:
% 64.84/29.84  																																																					| (734)  ~ (unit = e0)
% 64.84/29.84  																																																					| (735) unit = e3 | unit = e1
% 64.84/29.84  																																																					|
% 64.84/29.84  																																																						+-Applying beta-rule and splitting (735), into two cases.
% 64.84/29.84  																																																						|-Branch one:
% 64.84/29.84  																																																						| (736) unit = e1
% 64.84/29.84  																																																						|
% 64.84/29.84  																																																							| Equations (736) can reduce 734 to:
% 64.84/29.84  																																																							| (233)  ~ (e1 = e0)
% 64.84/29.84  																																																							|
% 64.84/29.84  																																																							| From (736) and (244) follows:
% 64.84/29.84  																																																							| (738) op(e1, e4) = e4
% 64.84/29.84  																																																							|
% 64.84/29.84  																																																							| From (736) and (15) follows:
% 64.84/29.84  																																																							| (515) op(e1, e2) = e2
% 64.84/29.84  																																																							|
% 64.84/29.84  																																																							| From (736) and (28) follows:
% 64.84/29.84  																																																							| (740) op(e1, e1) = e1
% 64.84/29.84  																																																							|
% 64.84/29.84  																																																							| Instantiating formula (29) with e1, e4, e4, e0 and discharging atoms op(e1, e4) = e4, op(e1, e4) = e0, yields:
% 64.84/29.84  																																																							| (397) e4 = e0
% 64.84/29.84  																																																							|
% 64.84/29.84  																																																							| Instantiating formula (29) with e1, e2, e2, e4 and discharging atoms op(e1, e2) = e4, op(e1, e2) = e2, yields:
% 64.84/29.84  																																																							| (323) e4 = e2
% 64.84/29.84  																																																							|
% 64.84/29.84  																																																							| Instantiating formula (29) with e1, e1, e1, e2 and discharging atoms op(e1, e1) = e2, op(e1, e1) = e1, yields:
% 64.84/29.84  																																																							| (617) e2 = e1
% 64.84/29.84  																																																							|
% 64.84/29.84  																																																							| Combining equations (323,397) yields a new equation:
% 64.84/29.84  																																																							| (391) e2 = e0
% 64.84/29.84  																																																							|
% 64.84/29.84  																																																							| Simplifying 391 yields:
% 64.84/29.84  																																																							| (330) e2 = e0
% 64.84/29.84  																																																							|
% 64.84/29.84  																																																							| Combining equations (330,617) yields a new equation:
% 64.84/29.84  																																																							| (431) e1 = e0
% 64.84/29.84  																																																							|
% 64.84/29.84  																																																							| Equations (431) can reduce 233 to:
% 64.84/29.84  																																																							| (266) $false
% 64.84/29.84  																																																							|
% 64.84/29.84  																																																							|-The branch is then unsatisfiable
% 64.84/29.84  																																																						|-Branch two:
% 64.84/29.84  																																																						| (748)  ~ (unit = e1)
% 64.84/29.84  																																																						| (749) unit = e3
% 64.84/29.84  																																																						|
% 64.84/29.84  																																																							| From (749) and (15) follows:
% 64.84/29.84  																																																							| (751) op(e3, e2) = e2
% 64.84/29.84  																																																							|
% 64.84/29.84  																																																							| From (749) and (211) follows:
% 64.84/29.84  																																																							| (13877) op(e3, e1) = e1
% 64.84/29.84  																																																							|
% 64.84/29.84  																																																							| From (749) and (32) follows:
% 64.84/29.84  																																																							| (5793) op(e2, e3) = e2
% 64.84/29.84  																																																							|
% 64.84/29.84  																																																							| From (749) and (42) follows:
% 64.84/29.84  																																																							| (752) op(e0, e3) = e0
% 64.84/29.84  																																																							|
% 64.84/29.84  																																																							| Instantiating formula (29) with e3, e2, e2, e3 and discharging atoms op(e3, e2) = e3, op(e3, e2) = e2, yields:
% 64.84/29.84  																																																							| (662) e3 = e2
% 64.84/29.84  																																																							|
% 64.84/29.84  																																																							| Instantiating formula (29) with e3, e1, e1, e4 and discharging atoms op(e3, e1) = e4, op(e3, e1) = e1, yields:
% 64.84/29.84  																																																							| (630) e4 = e1
% 64.84/29.84  																																																							|
% 64.84/29.84  																																																							| Instantiating formula (29) with e2, e3, e2, e4 and discharging atoms op(e2, e3) = e4, op(e2, e3) = e2, yields:
% 64.84/29.84  																																																							| (323) e4 = e2
% 64.84/29.84  																																																							|
% 64.84/29.84  																																																							| Instantiating formula (29) with e0, e3, e0, e3 and discharging atoms op(e0, e3) = e3, op(e0, e3) = e0, yields:
% 64.84/29.84  																																																							| (676) e3 = e0
% 64.84/29.84  																																																							|
% 64.84/29.84  																																																							| Combining equations (630,323) yields a new equation:
% 64.84/29.84  																																																							| (617) e2 = e1
% 64.84/29.84  																																																							|
% 64.84/29.84  																																																							| Combining equations (676,662) yields a new equation:
% 64.84/29.84  																																																							| (330) e2 = e0
% 64.84/29.84  																																																							|
% 64.84/29.84  																																																							| Combining equations (330,617) yields a new equation:
% 64.84/29.84  																																																							| (431) e1 = e0
% 64.84/29.84  																																																							|
% 64.84/29.84  																																																							| Equations (431) can reduce 233 to:
% 64.84/29.84  																																																							| (266) $false
% 64.84/29.84  																																																							|
% 64.84/29.84  																																																							|-The branch is then unsatisfiable
% 64.84/29.84  																																																|-Branch two:
% 64.84/29.84  																																																| (1283)  ~ (all_0_48_48 = e0)
% 64.84/29.84  																																																| (875) all_0_57_57 = e0
% 64.84/29.84  																																																|
% 64.84/29.84  																																																	| Combining equations (875,647) yields a new equation:
% 64.84/29.84  																																																	| (431) e1 = e0
% 64.84/29.84  																																																	|
% 64.84/29.84  																																																	| Equations (431) can reduce 233 to:
% 64.84/29.84  																																																	| (266) $false
% 64.84/29.84  																																																	|
% 64.84/29.84  																																																	|-The branch is then unsatisfiable
% 64.84/29.84  																																															|-Branch two:
% 64.84/29.84  																																															| (639)  ~ (all_0_44_44 = e1)
% 64.84/29.84  																																															| (640) all_0_49_49 = e1 | all_0_53_53 = e1 | all_0_58_58 = e1
% 64.84/29.84  																																															|
% 64.84/29.84  																																																+-Applying beta-rule and splitting (458), into two cases.
% 64.84/29.84  																																																|-Branch one:
% 64.84/29.84  																																																| (459) all_0_42_42 = e1
% 64.84/29.84  																																																|
% 64.84/29.84  																																																	| Combining equations (516,459) yields a new equation:
% 64.84/29.84  																																																	| (454) e3 = e1
% 64.84/29.84  																																																	|
% 64.84/29.84  																																																	| Simplifying 454 yields:
% 64.84/29.84  																																																	| (455) e3 = e1
% 64.84/29.84  																																																	|
% 64.84/29.84  																																																	| Equations (455) can reduce 213 to:
% 64.84/29.84  																																																	| (266) $false
% 64.84/29.84  																																																	|
% 64.84/29.84  																																																	|-The branch is then unsatisfiable
% 64.84/29.84  																																																|-Branch two:
% 64.84/29.84  																																																| (1380)  ~ (all_0_42_42 = e1)
% 64.84/29.84  																																																| (1381) all_0_43_43 = e1 | all_0_44_44 = e1
% 64.84/29.84  																																																|
% 64.84/29.84  																																																	+-Applying beta-rule and splitting (1381), into two cases.
% 64.84/29.84  																																																	|-Branch one:
% 64.84/29.84  																																																	| (430) all_0_43_43 = e1
% 64.84/29.84  																																																	|
% 64.84/29.84  																																																		| Combining equations (396,430) yields a new equation:
% 64.84/29.84  																																																		| (636) e4 = e1
% 64.84/29.84  																																																		|
% 64.84/29.84  																																																		| Simplifying 636 yields:
% 64.84/29.84  																																																		| (630) e4 = e1
% 64.84/29.84  																																																		|
% 64.84/29.84  																																																		| Equations (630) can reduce 110 to:
% 64.84/29.84  																																																		| (266) $false
% 64.84/29.84  																																																		|
% 64.84/29.84  																																																		|-The branch is then unsatisfiable
% 64.84/29.84  																																																	|-Branch two:
% 64.84/29.84  																																																	| (433)  ~ (all_0_43_43 = e1)
% 64.84/29.84  																																																	| (635) all_0_44_44 = e1
% 64.84/29.84  																																																	|
% 64.84/29.84  																																																		| Equations (635) can reduce 639 to:
% 64.84/29.84  																																																		| (266) $false
% 64.84/29.84  																																																		|
% 64.84/29.84  																																																		|-The branch is then unsatisfiable
% 64.84/29.84  																																												|-Branch two:
% 64.84/29.84  																																												| (340)  ~ (all_0_49_49 = e2)
% 64.84/29.84  																																												| (614) all_0_53_53 = e2 | all_0_58_58 = e2
% 64.84/29.84  																																												|
% 64.84/29.84  																																													+-Applying beta-rule and splitting (108), into two cases.
% 64.84/29.84  																																													|-Branch one:
% 64.84/29.84  																																													| (624) all_0_58_58 = e2
% 64.84/29.84  																																													|
% 64.84/29.84  																																														| Equations (624) can reduce 908 to:
% 64.84/29.84  																																														| (266) $false
% 64.84/29.84  																																														|
% 64.84/29.84  																																														|-The branch is then unsatisfiable
% 64.84/29.84  																																													|-Branch two:
% 64.84/29.84  																																													| (908)  ~ (all_0_58_58 = e2)
% 64.84/29.84  																																													| (909) all_0_58_58 = e4 | all_0_58_58 = e3 | all_0_58_58 = e1 | all_0_58_58 = e0
% 64.84/29.84  																																													|
% 64.84/29.84  																																														+-Applying beta-rule and splitting (614), into two cases.
% 64.84/29.84  																																														|-Branch one:
% 64.84/29.84  																																														| (607) all_0_53_53 = e2
% 64.84/29.84  																																														|
% 64.84/29.84  																																															| Combining equations (607,665) yields a new equation:
% 64.84/29.84  																																															| (662) e3 = e2
% 64.84/29.84  																																															|
% 64.84/29.84  																																															| Equations (662) can reduce 212 to:
% 64.84/29.84  																																															| (266) $false
% 64.84/29.84  																																															|
% 64.84/29.84  																																															|-The branch is then unsatisfiable
% 64.84/29.84  																																														|-Branch two:
% 64.84/29.84  																																														| (509)  ~ (all_0_53_53 = e2)
% 64.84/29.84  																																														| (624) all_0_58_58 = e2
% 64.84/29.84  																																														|
% 64.84/29.84  																																															| Equations (624) can reduce 908 to:
% 64.84/29.84  																																															| (266) $false
% 64.84/29.84  																																															|
% 64.84/29.84  																																															|-The branch is then unsatisfiable
% 64.84/29.84  																																										|-Branch two:
% 64.84/29.84  																																										| (250)  ~ (all_0_46_46 = e4)
% 64.84/29.84  																																										| (1801) all_0_46_46 = e3 | all_0_46_46 = e1 | all_0_46_46 = e0
% 64.84/29.84  																																										|
% 64.84/29.84  																																											+-Applying beta-rule and splitting (10218), into two cases.
% 64.84/29.84  																																											|-Branch one:
% 64.84/29.84  																																											| (943) all_0_48_48 = e4
% 64.84/29.84  																																											|
% 64.84/29.84  																																												| Equations (943) can reduce 254 to:
% 64.84/29.84  																																												| (266) $false
% 64.84/29.84  																																												|
% 64.84/29.84  																																												|-The branch is then unsatisfiable
% 64.84/29.84  																																											|-Branch two:
% 64.84/29.84  																																											| (254)  ~ (all_0_48_48 = e4)
% 64.84/29.84  																																											| (10222) all_0_48_48 = e1 | all_0_48_48 = e0
% 64.84/29.84  																																											|
% 64.84/29.84  																																												+-Applying beta-rule and splitting (10222), into two cases.
% 64.84/29.84  																																												|-Branch one:
% 64.84/29.84  																																												| (1279) all_0_48_48 = e0
% 64.84/29.84  																																												|
% 64.84/29.84  																																													| Equations (1279) can reduce 30 to:
% 64.84/29.84  																																													| (831)  ~ (all_0_46_46 = e0)
% 64.84/29.84  																																													|
% 64.84/29.84  																																													+-Applying beta-rule and splitting (1801), into two cases.
% 64.84/29.84  																																													|-Branch one:
% 64.84/29.84  																																													| (538) all_0_46_46 = e0
% 64.84/29.84  																																													|
% 64.84/29.84  																																														| Equations (538) can reduce 831 to:
% 64.84/29.84  																																														| (266) $false
% 64.84/29.84  																																														|
% 64.84/29.84  																																														|-The branch is then unsatisfiable
% 64.84/29.84  																																													|-Branch two:
% 64.84/29.84  																																													| (831)  ~ (all_0_46_46 = e0)
% 64.84/29.84  																																													| (1838) all_0_46_46 = e3 | all_0_46_46 = e1
% 64.84/29.84  																																													|
% 64.84/29.84  																																														+-Applying beta-rule and splitting (1838), into two cases.
% 64.84/29.84  																																														|-Branch one:
% 64.84/29.84  																																														| (545) all_0_46_46 = e1
% 64.84/29.84  																																														|
% 64.84/29.84  																																															| Equations (545) can reduce 549 to:
% 64.84/29.84  																																															| (266) $false
% 64.84/29.84  																																															|
% 64.84/29.84  																																															|-The branch is then unsatisfiable
% 64.84/29.84  																																														|-Branch two:
% 64.84/29.84  																																														| (549)  ~ (all_0_46_46 = e1)
% 64.84/29.84  																																														| (1557) all_0_46_46 = e3
% 64.84/29.84  																																														|
% 64.84/29.84  																																															| Equations (1557) can reduce 409 to:
% 64.84/29.84  																																															| (266) $false
% 64.84/29.84  																																															|
% 64.84/29.84  																																															|-The branch is then unsatisfiable
% 64.84/29.84  																																												|-Branch two:
% 64.84/29.84  																																												| (1283)  ~ (all_0_48_48 = e0)
% 64.84/29.84  																																												| (615) all_0_48_48 = e1
% 64.84/29.84  																																												|
% 64.84/29.84  																																													| Equations (615) can reduce 619 to:
% 64.84/29.84  																																													| (266) $false
% 64.84/29.84  																																													|
% 64.84/29.84  																																													|-The branch is then unsatisfiable
% 64.84/29.85  																																					|-Branch two:
% 64.84/29.85  																																					| (819) all_0_47_47 = e0 & all_0_58_58 = e2 &  ~ (all_0_49_49 = e2)
% 64.84/29.85  																																					|
% 64.84/29.85  																																						| Applying alpha-rule on (819) yields:
% 64.84/29.85  																																						| (674) all_0_47_47 = e0
% 64.84/29.85  																																						| (624) all_0_58_58 = e2
% 64.84/29.85  																																						| (340)  ~ (all_0_49_49 = e2)
% 64.84/29.85  																																						|
% 64.84/29.85  																																						| Equations (674) can reduce 678 to:
% 64.84/29.85  																																						| (266) $false
% 64.84/29.85  																																						|
% 64.84/29.85  																																						|-The branch is then unsatisfiable
% 64.84/29.85  																																				|-Branch two:
% 64.84/29.85  																																				| (825) all_0_47_47 = e0 & all_0_58_58 = e2 &  ~ (all_0_56_56 = e0)
% 64.84/29.85  																																				|
% 64.84/29.85  																																					| Applying alpha-rule on (825) yields:
% 64.84/29.85  																																					| (674) all_0_47_47 = e0
% 64.84/29.85  																																					| (624) all_0_58_58 = e2
% 64.84/29.85  																																					| (828)  ~ (all_0_56_56 = e0)
% 64.84/29.85  																																					|
% 64.84/29.85  																																					| Equations (674) can reduce 678 to:
% 64.84/29.85  																																					| (266) $false
% 64.84/29.85  																																					|
% 64.84/29.85  																																					|-The branch is then unsatisfiable
% 64.84/29.85  																														|-Branch two:
% 64.84/29.85  																														| (357)  ~ (all_0_41_41 = e0)
% 64.84/29.85  																														| (4053) all_0_41_41 = e3 | all_0_41_41 = e1
% 64.84/29.85  																														|
% 64.84/29.85  																															+-Applying beta-rule and splitting (4053), into two cases.
% 64.84/29.85  																															|-Branch one:
% 64.84/29.85  																															| (453) all_0_41_41 = e1
% 64.84/29.85  																															|
% 64.84/29.85  																																| Equations (453) can reduce 457 to:
% 64.84/29.85  																																| (266) $false
% 64.84/29.85  																																|
% 64.84/29.85  																																|-The branch is then unsatisfiable
% 64.84/29.85  																															|-Branch two:
% 64.84/29.85  																															| (457)  ~ (all_0_41_41 = e1)
% 64.84/29.85  																															| (403) all_0_41_41 = e3
% 64.84/29.85  																															|
% 64.84/29.85  																																| Equations (403) can reduce 1898 to:
% 64.84/29.85  																																| (266) $false
% 64.84/29.85  																																|
% 64.84/29.85  																																|-The branch is then unsatisfiable
% 64.84/29.85  																													|-Branch two:
% 64.84/29.85  																													| (475)  ~ (all_0_51_51 = e4)
% 64.84/29.85  																													| (1104) all_0_51_51 = e3 | all_0_51_51 = e1
% 64.84/29.85  																													|
% 64.84/29.85  																														+-Applying beta-rule and splitting (1104), into two cases.
% 64.84/29.85  																														|-Branch one:
% 64.84/29.85  																														| (1109) all_0_51_51 = e1
% 64.84/29.85  																														|
% 64.84/29.85  																															| Equations (1109) can reduce 464 to:
% 64.84/29.85  																															| (266) $false
% 64.84/29.85  																															|
% 64.84/29.85  																															|-The branch is then unsatisfiable
% 64.84/29.85  																														|-Branch two:
% 64.84/29.85  																														| (464)  ~ (all_0_51_51 = e1)
% 64.84/29.85  																														| (660) all_0_51_51 = e3
% 64.84/29.85  																														|
% 64.84/29.85  																															| Equations (660) can reduce 664 to:
% 64.84/29.85  																															| (266) $false
% 64.84/29.85  																															|
% 64.84/29.85  																															|-The branch is then unsatisfiable
% 64.84/29.85  																										|-Branch two:
% 64.84/29.85  																										| (759)  ~ (all_0_50_50 = e1)
% 64.84/29.85  																										| (1168) all_0_51_51 = e1 | all_0_52_52 = e1 | all_0_53_53 = e1
% 64.84/29.85  																										|
% 64.84/29.85  																											+-Applying beta-rule and splitting (422), into two cases.
% 64.84/29.85  																											|-Branch one:
% 64.84/29.85  																											| (775) all_0_50_50 = e4
% 64.84/29.85  																											|
% 64.84/29.85  																												| Equations (775) can reduce 35 to:
% 64.84/29.85  																												| (250)  ~ (all_0_46_46 = e4)
% 64.84/29.85  																												|
% 64.84/29.85  																												| Equations (775) can reduce 59 to:
% 64.84/29.85  																												| (474)  ~ (all_0_51_51 = e4)
% 64.84/29.85  																												|
% 64.84/29.85  																												| Simplifying 474 yields:
% 64.84/29.85  																												| (475)  ~ (all_0_51_51 = e4)
% 64.84/29.85  																												|
% 64.84/29.85  																												| Equations (775) can reduce 302 to:
% 64.84/29.85  																												| (48)  ~ (e4 = e2)
% 64.84/29.85  																												|
% 64.84/29.85  																												| Equations (775) can reduce 121 to:
% 64.84/29.85  																												| (49)  ~ (e4 = e0)
% 64.84/29.85  																												|
% 64.84/29.85  																												+-Applying beta-rule and splitting (1168), into two cases.
% 64.84/29.85  																												|-Branch one:
% 64.84/29.85  																												| (1109) all_0_51_51 = e1
% 64.84/29.85  																												|
% 64.84/29.85  																													| Equations (1109) can reduce 224 to:
% 64.84/29.85  																													| (462)  ~ (all_0_47_47 = e1)
% 64.84/29.85  																													|
% 64.84/29.85  																													| Equations (1109) can reduce 16 to:
% 64.84/29.85  																													| (465)  ~ (all_0_56_56 = e1)
% 64.84/29.85  																													|
% 64.84/29.85  																													| Simplifying 465 yields:
% 64.84/29.85  																													| (466)  ~ (all_0_56_56 = e1)
% 64.84/29.85  																													|
% 64.84/29.85  																													| Equations (1109) can reduce 475 to:
% 64.84/29.85  																													| (602)  ~ (e4 = e1)
% 64.84/29.85  																													|
% 64.84/29.85  																													| Simplifying 602 yields:
% 64.84/29.85  																													| (110)  ~ (e4 = e1)
% 64.84/29.85  																													|
% 64.84/29.85  																													| Equations (1109) can reduce 664 to:
% 64.84/29.85  																													| (467)  ~ (e3 = e1)
% 64.84/29.85  																													|
% 64.84/29.85  																													| Simplifying 467 yields:
% 64.84/29.85  																													| (213)  ~ (e3 = e1)
% 64.84/29.85  																													|
% 64.84/29.85  																													| Equations (1109) can reduce 115 to:
% 64.84/29.85  																													| (233)  ~ (e1 = e0)
% 64.84/29.85  																													|
% 64.84/29.85  																													+-Applying beta-rule and splitting (243), into two cases.
% 64.84/29.85  																													|-Branch one:
% 64.84/29.85  																													| (329) all_0_38_38 = e0
% 64.84/29.85  																													|
% 64.84/29.85  																														| Combining equations (329,292) yields a new equation:
% 64.84/29.85  																														| (330) e2 = e0
% 64.84/29.85  																														|
% 64.84/29.85  																														| Equations (330) can reduce 128 to:
% 64.84/29.85  																														| (266) $false
% 64.84/29.85  																														|
% 64.84/29.85  																														|-The branch is then unsatisfiable
% 64.84/29.85  																													|-Branch two:
% 64.84/29.85  																													| (332)  ~ (all_0_38_38 = e0)
% 64.84/29.85  																													| (395) all_0_41_41 = e0 | all_0_46_46 = e0 | all_0_55_55 = e0
% 64.84/29.85  																													|
% 64.84/29.85  																														+-Applying beta-rule and splitting (18), into two cases.
% 64.84/29.85  																														|-Branch one:
% 64.84/29.85  																														| (453) all_0_41_41 = e1
% 64.84/29.85  																														|
% 64.84/29.85  																															| Equations (453) can reduce 43 to:
% 64.84/29.85  																															| (4059)  ~ (all_0_46_46 = e1)
% 64.84/29.85  																															|
% 64.84/29.85  																															| Simplifying 4059 yields:
% 64.84/29.85  																															| (549)  ~ (all_0_46_46 = e1)
% 64.84/29.85  																															|
% 64.84/29.85  																															+-Applying beta-rule and splitting (165), into two cases.
% 64.84/29.85  																															|-Branch one:
% 64.84/29.85  																															| (794) all_0_41_41 = e0
% 64.84/29.85  																															|
% 64.84/29.85  																																| Combining equations (794,453) yields a new equation:
% 64.84/29.85  																																| (431) e1 = e0
% 64.84/29.85  																																|
% 64.84/29.85  																																| Equations (431) can reduce 233 to:
% 64.84/29.85  																																| (266) $false
% 64.84/29.85  																																|
% 64.84/29.85  																																|-The branch is then unsatisfiable
% 64.84/29.85  																															|-Branch two:
% 64.84/29.85  																															| (357)  ~ (all_0_41_41 = e0)
% 64.84/29.85  																															| (6761) all_0_42_42 = e0 | all_0_43_43 = e0 | all_0_44_44 = e0
% 64.84/29.85  																															|
% 64.84/29.85  																																| Equations (453) can reduce 357 to:
% 64.84/29.85  																																| (233)  ~ (e1 = e0)
% 64.84/29.85  																																|
% 64.84/29.85  																																+-Applying beta-rule and splitting (26), into two cases.
% 64.84/29.85  																																|-Branch one:
% 64.84/29.85  																																| (446) all_0_44_44 = e4
% 64.84/29.85  																																|
% 64.84/29.85  																																	| Equations (446) can reduce 1390 to:
% 64.84/29.85  																																	| (266) $false
% 64.84/29.85  																																	|
% 64.84/29.85  																																	|-The branch is then unsatisfiable
% 64.84/29.85  																																|-Branch two:
% 64.84/29.85  																																| (1390)  ~ (all_0_44_44 = e4)
% 64.84/29.85  																																| (1391) all_0_44_44 = e3 | all_0_44_44 = e1 | all_0_44_44 = e0
% 64.84/29.85  																																|
% 64.84/29.85  																																	+-Applying beta-rule and splitting (395), into two cases.
% 64.84/29.85  																																	|-Branch one:
% 64.84/29.85  																																	| (794) all_0_41_41 = e0
% 64.84/29.85  																																	|
% 64.84/29.85  																																		| Combining equations (794,453) yields a new equation:
% 64.84/29.85  																																		| (431) e1 = e0
% 64.84/29.85  																																		|
% 64.84/29.85  																																		| Equations (431) can reduce 233 to:
% 64.84/29.85  																																		| (266) $false
% 64.84/29.85  																																		|
% 64.84/29.85  																																		|-The branch is then unsatisfiable
% 64.84/29.85  																																	|-Branch two:
% 64.84/29.85  																																	| (357)  ~ (all_0_41_41 = e0)
% 64.84/29.85  																																	| (895) all_0_46_46 = e0 | all_0_55_55 = e0
% 64.84/29.85  																																	|
% 64.84/29.85  																																		+-Applying beta-rule and splitting (6761), into two cases.
% 64.84/29.85  																																		|-Branch one:
% 64.84/29.85  																																		| (559) all_0_42_42 = e0
% 64.84/29.85  																																		|
% 64.84/29.85  																																			| Combining equations (559,516) yields a new equation:
% 64.84/29.85  																																			| (676) e3 = e0
% 64.84/29.85  																																			|
% 64.84/29.85  																																			| Equations (676) can reduce 80 to:
% 64.84/29.85  																																			| (266) $false
% 64.84/29.85  																																			|
% 64.84/29.85  																																			|-The branch is then unsatisfiable
% 64.84/29.85  																																		|-Branch two:
% 64.84/29.85  																																		| (358)  ~ (all_0_42_42 = e0)
% 64.84/29.85  																																		| (6766) all_0_43_43 = e0 | all_0_44_44 = e0
% 64.84/29.85  																																		|
% 64.84/29.85  																																			+-Applying beta-rule and splitting (1391), into two cases.
% 64.84/29.85  																																			|-Branch one:
% 64.84/29.85  																																			| (1414) all_0_44_44 = e0
% 64.84/29.85  																																			|
% 64.84/29.85  																																				| Equations (1414) can reduce 143 to:
% 64.84/29.85  																																				| (1401)  ~ (all_0_40_40 = e0)
% 64.84/29.85  																																				|
% 64.84/29.85  																																				| Equations (1414) can reduce 9 to:
% 64.84/29.85  																																				| (486)  ~ (all_0_49_49 = e0)
% 64.84/29.85  																																				|
% 64.84/29.85  																																				| Simplifying 486 yields:
% 64.84/29.85  																																				| (487)  ~ (all_0_49_49 = e0)
% 64.84/29.85  																																				|
% 64.84/29.85  																																				| Equations (1414) can reduce 181 to:
% 64.84/29.85  																																				| (490)  ~ (all_0_58_58 = e0)
% 64.84/29.85  																																				|
% 64.84/29.85  																																				| Simplifying 490 yields:
% 64.84/29.85  																																				| (491)  ~ (all_0_58_58 = e0)
% 64.84/29.85  																																				|
% 64.84/29.85  																																				| Equations (1414) can reduce 1390 to:
% 64.84/29.85  																																				| (401)  ~ (e4 = e0)
% 64.84/29.85  																																				|
% 64.84/29.85  																																				| Simplifying 401 yields:
% 64.84/29.85  																																				| (49)  ~ (e4 = e0)
% 64.84/29.85  																																				|
% 64.84/29.85  																																				+-Applying beta-rule and splitting (333), into two cases.
% 64.84/29.85  																																				|-Branch one:
% 64.84/29.85  																																				| (480) all_0_39_39 = e0
% 64.84/29.85  																																				|
% 64.84/29.85  																																					| Equations (480) can reduce 176 to:
% 64.84/29.85  																																					| (1400)  ~ (all_0_40_40 = e0)
% 64.84/29.85  																																					|
% 64.84/29.85  																																					| Simplifying 1400 yields:
% 64.84/29.85  																																					| (1401)  ~ (all_0_40_40 = e0)
% 64.84/29.85  																																					|
% 64.84/29.85  																																					| Equations (480) can reduce 154 to:
% 64.84/29.85  																																					| (1181)  ~ (all_0_56_56 = e0)
% 64.84/29.85  																																					|
% 64.84/29.85  																																					| Simplifying 1181 yields:
% 64.84/29.85  																																					| (828)  ~ (all_0_56_56 = e0)
% 64.84/29.85  																																					|
% 64.84/29.85  																																					| Equations (480) can reduce 246 to:
% 64.84/29.85  																																					| (541)  ~ (e3 = e0)
% 64.84/29.85  																																					|
% 64.84/29.85  																																					| Simplifying 541 yields:
% 64.84/29.85  																																					| (80)  ~ (e3 = e0)
% 64.84/29.85  																																					|
% 64.84/29.85  																																					+-Applying beta-rule and splitting (133), into two cases.
% 64.84/29.85  																																					|-Branch one:
% 64.84/29.85  																																					| (833) all_0_56_56 = e2
% 64.84/29.85  																																					|
% 64.84/29.85  																																						| Equations (833) can reduce 91 to:
% 64.84/29.85  																																						| (338)  ~ (all_0_47_47 = e2)
% 64.84/29.85  																																						|
% 64.84/29.85  																																						| Equations (833) can reduce 466 to:
% 64.84/29.85  																																						| (122)  ~ (e2 = e1)
% 64.84/29.85  																																						|
% 64.84/29.85  																																						+-Applying beta-rule and splitting (125), into two cases.
% 64.84/29.85  																																						|-Branch one:
% 64.84/29.85  																																						| (858) all_0_55_55 = e0
% 64.84/29.85  																																						|
% 64.84/29.85  																																							| Combining equations (858,2336) yields a new equation:
% 64.84/29.85  																																							| (676) e3 = e0
% 64.84/29.85  																																							|
% 64.84/29.85  																																							| Equations (676) can reduce 80 to:
% 64.84/29.85  																																							| (266) $false
% 64.84/29.85  																																							|
% 64.84/29.85  																																							|-The branch is then unsatisfiable
% 64.84/29.85  																																						|-Branch two:
% 64.84/29.85  																																						| (803)  ~ (all_0_55_55 = e0)
% 64.84/29.85  																																						| (863) all_0_56_56 = e0 | all_0_57_57 = e0 | all_0_58_58 = e0
% 64.84/29.85  																																						|
% 64.84/29.85  																																							| Equations (2336) can reduce 803 to:
% 64.84/29.85  																																							| (80)  ~ (e3 = e0)
% 64.84/29.85  																																							|
% 64.84/29.85  																																							+-Applying beta-rule and splitting (316), into two cases.
% 64.84/29.85  																																							|-Branch one:
% 64.84/29.85  																																							| (1378) all_0_40_40 = e4
% 64.84/29.85  																																							|
% 64.84/29.85  																																								| Equations (1378) can reduce 200 to:
% 64.84/29.85  																																								| (255)  ~ (all_0_49_49 = e4)
% 64.84/29.85  																																								|
% 64.84/29.85  																																								| Simplifying 255 yields:
% 64.84/29.85  																																								| (256)  ~ (all_0_49_49 = e4)
% 64.84/29.85  																																								|
% 64.84/29.85  																																								| Equations (1378) can reduce 178 to:
% 64.84/29.85  																																								| (450)  ~ (all_0_58_58 = e4)
% 64.84/29.85  																																								|
% 64.84/29.85  																																								| Simplifying 450 yields:
% 64.84/29.85  																																								| (451)  ~ (all_0_58_58 = e4)
% 64.84/29.85  																																								|
% 64.84/29.85  																																								| Equations (1378) can reduce 2 to:
% 64.84/29.85  																																								| (188)  ~ (e4 = e3)
% 64.84/29.85  																																								|
% 64.84/29.85  																																								+-Applying beta-rule and splitting (10171), into two cases.
% 64.84/29.85  																																								|-Branch one:
% 64.84/29.85  																																								| (1105) all_0_47_47 = e2
% 64.84/29.85  																																								|
% 64.84/29.85  																																									| Equations (1105) can reduce 338 to:
% 64.84/29.85  																																									| (266) $false
% 64.84/29.85  																																									|
% 64.84/29.85  																																									|-The branch is then unsatisfiable
% 64.84/29.85  																																								|-Branch two:
% 64.84/29.85  																																								| (338)  ~ (all_0_47_47 = e2)
% 64.84/29.85  																																								| (10761) all_0_48_48 = e2 | all_0_49_49 = e2
% 64.84/29.85  																																								|
% 64.84/29.85  																																									+-Applying beta-rule and splitting (10761), into two cases.
% 64.84/29.85  																																									|-Branch one:
% 64.84/29.85  																																									| (335) all_0_48_48 = e2
% 64.84/29.85  																																									|
% 64.84/29.85  																																										| Equations (335) can reduce 810 to:
% 64.84/29.85  																																										| (266) $false
% 64.84/29.85  																																										|
% 64.84/29.85  																																										|-The branch is then unsatisfiable
% 64.84/29.85  																																									|-Branch two:
% 64.84/29.85  																																									| (810)  ~ (all_0_48_48 = e2)
% 64.84/29.85  																																									| (583) all_0_49_49 = e2
% 64.84/29.85  																																									|
% 64.84/29.85  																																										| Equations (583) can reduce 185 to:
% 64.84/29.85  																																										| (810)  ~ (all_0_48_48 = e2)
% 64.84/29.85  																																										|
% 64.84/29.85  																																										| Equations (583) can reduce 119 to:
% 64.84/29.85  																																										| (1186)  ~ (all_0_58_58 = e2)
% 64.84/29.85  																																										|
% 64.84/29.85  																																										| Simplifying 1186 yields:
% 64.84/29.85  																																										| (908)  ~ (all_0_58_58 = e2)
% 64.84/29.85  																																										|
% 64.84/29.85  																																										| Equations (583) can reduce 256 to:
% 64.84/29.85  																																										| (327)  ~ (e4 = e2)
% 64.84/29.85  																																										|
% 64.84/29.85  																																										| Simplifying 327 yields:
% 64.84/29.85  																																										| (48)  ~ (e4 = e2)
% 64.84/29.85  																																										|
% 64.84/29.85  																																										+-Applying beta-rule and splitting (135), into two cases.
% 64.84/29.85  																																										|-Branch one:
% 64.84/29.85  																																										| (545) all_0_46_46 = e1
% 64.84/29.85  																																										|
% 64.84/29.85  																																											| Equations (545) can reduce 549 to:
% 64.84/29.85  																																											| (266) $false
% 64.84/29.85  																																											|
% 64.84/29.85  																																											|-The branch is then unsatisfiable
% 64.84/29.85  																																										|-Branch two:
% 64.84/29.85  																																										| (549)  ~ (all_0_46_46 = e1)
% 64.84/29.85  																																										| (550) all_0_47_47 = e1 | all_0_48_48 = e1 | all_0_49_49 = e1
% 64.84/29.85  																																										|
% 64.84/29.85  																																											+-Applying beta-rule and splitting (550), into two cases.
% 64.84/29.85  																																											|-Branch one:
% 64.84/29.85  																																											| (654) all_0_47_47 = e1
% 64.84/29.85  																																											|
% 64.84/29.85  																																												| Equations (654) can reduce 462 to:
% 64.84/29.85  																																												| (266) $false
% 64.84/29.85  																																												|
% 64.84/29.85  																																												|-The branch is then unsatisfiable
% 64.84/29.85  																																											|-Branch two:
% 64.84/29.85  																																											| (462)  ~ (all_0_47_47 = e1)
% 64.84/29.85  																																											| (659) all_0_48_48 = e1 | all_0_49_49 = e1
% 64.84/29.85  																																											|
% 64.84/29.85  																																												+-Applying beta-rule and splitting (659), into two cases.
% 64.84/29.85  																																												|-Branch one:
% 64.84/29.85  																																												| (615) all_0_48_48 = e1
% 64.84/29.85  																																												|
% 64.84/29.85  																																													| Equations (615) can reduce 239 to:
% 64.84/29.85  																																													| (2437)  ~ (all_0_57_57 = e1)
% 64.84/29.85  																																													|
% 64.84/29.85  																																													| Simplifying 2437 yields:
% 64.84/29.85  																																													| (1670)  ~ (all_0_57_57 = e1)
% 64.84/29.85  																																													|
% 64.84/29.85  																																													| Equations (615) can reduce 215 to:
% 64.84/29.85  																																													| (467)  ~ (e3 = e1)
% 64.84/29.85  																																													|
% 64.84/29.85  																																													| Simplifying 467 yields:
% 64.84/29.85  																																													| (213)  ~ (e3 = e1)
% 64.84/29.85  																																													|
% 64.84/29.85  																																													| Equations (615) can reduce 810 to:
% 64.84/29.85  																																													| (604)  ~ (e2 = e1)
% 64.84/29.85  																																													|
% 64.84/29.85  																																													| Simplifying 604 yields:
% 64.84/29.85  																																													| (122)  ~ (e2 = e1)
% 64.84/29.85  																																													|
% 64.84/29.85  																																													+-Applying beta-rule and splitting (216), into two cases.
% 64.84/29.85  																																													|-Branch one:
% 64.84/29.85  																																													| (629) all_0_55_55 = e1
% 64.84/29.85  																																													|
% 64.84/29.85  																																														| Combining equations (2336,629) yields a new equation:
% 64.84/29.85  																																														| (454) e3 = e1
% 64.84/29.85  																																														|
% 64.84/29.85  																																														| Simplifying 454 yields:
% 64.84/29.85  																																														| (455) e3 = e1
% 64.84/29.85  																																														|
% 64.84/29.85  																																														| Equations (455) can reduce 213 to:
% 64.84/29.85  																																														| (266) $false
% 64.84/29.85  																																														|
% 64.84/29.85  																																														|-The branch is then unsatisfiable
% 64.84/29.85  																																													|-Branch two:
% 64.84/29.85  																																													| (632)  ~ (all_0_55_55 = e1)
% 64.84/29.85  																																													| (633) all_0_56_56 = e1 | all_0_57_57 = e1 | all_0_58_58 = e1
% 64.84/29.85  																																													|
% 64.84/29.85  																																														+-Applying beta-rule and splitting (206), into two cases.
% 64.84/29.85  																																														|-Branch one:
% 64.84/29.85  																																														| (248) all_0_45_45 = e4
% 64.84/29.85  																																														|
% 64.84/29.85  																																															| Combining equations (423,248) yields a new equation:
% 64.84/29.85  																																															| (425) e4 = e3
% 64.84/29.85  																																															|
% 64.84/29.85  																																															| Equations (425) can reduce 188 to:
% 64.84/29.85  																																															| (266) $false
% 64.84/29.85  																																															|
% 64.84/29.85  																																															|-The branch is then unsatisfiable
% 64.84/29.85  																																														|-Branch two:
% 64.84/29.85  																																														| (60416)  ~ (all_0_45_45 = e4)
% 64.84/29.86  																																														| (61457) all_0_46_46 = e4 | all_0_47_47 = e4 | all_0_48_48 = e4 | all_0_49_49 = e4
% 64.84/29.86  																																														|
% 64.84/29.86  																																															+-Applying beta-rule and splitting (108), into two cases.
% 64.84/29.86  																																															|-Branch one:
% 64.84/29.86  																																															| (624) all_0_58_58 = e2
% 64.84/29.86  																																															|
% 64.84/29.86  																																																| Equations (624) can reduce 908 to:
% 64.84/29.86  																																																| (266) $false
% 64.84/29.86  																																																|
% 64.84/29.86  																																																|-The branch is then unsatisfiable
% 64.84/29.86  																																															|-Branch two:
% 64.84/29.86  																																															| (908)  ~ (all_0_58_58 = e2)
% 64.84/29.86  																																															| (909) all_0_58_58 = e4 | all_0_58_58 = e3 | all_0_58_58 = e1 | all_0_58_58 = e0
% 64.84/29.86  																																															|
% 64.84/29.86  																																																+-Applying beta-rule and splitting (184), into two cases.
% 64.84/29.86  																																																|-Branch one:
% 64.84/29.86  																																																| (538) all_0_46_46 = e0
% 64.84/29.86  																																																|
% 64.84/29.86  																																																	| Equations (538) can reduce 250 to:
% 64.84/29.86  																																																	| (401)  ~ (e4 = e0)
% 64.84/29.86  																																																	|
% 64.84/29.86  																																																	| Simplifying 401 yields:
% 64.84/29.86  																																																	| (49)  ~ (e4 = e0)
% 64.84/29.86  																																																	|
% 64.84/29.86  																																																	+-Applying beta-rule and splitting (163), into two cases.
% 64.84/29.86  																																																	|-Branch one:
% 64.84/29.86  																																																	| (565) all_0_52_52 = e4
% 64.84/29.86  																																																	|
% 64.84/29.86  																																																		| Combining equations (352,565) yields a new equation:
% 64.84/29.86  																																																		| (323) e4 = e2
% 64.84/29.86  																																																		|
% 64.84/29.86  																																																		| Equations (323) can reduce 48 to:
% 64.84/29.86  																																																		| (266) $false
% 64.84/29.86  																																																		|
% 64.84/29.86  																																																		|-The branch is then unsatisfiable
% 64.84/29.86  																																																	|-Branch two:
% 64.84/29.86  																																																	| (780)  ~ (all_0_52_52 = e4)
% 64.84/29.86  																																																	| (781) (all_0_41_41 = e0 & all_0_58_58 = e3 &  ~ (all_0_44_44 = e3)) | (all_0_41_41 = e0 & all_0_58_58 = e3 &  ~ (all_0_55_55 = e0)) | (all_0_47_47 = e1 & all_0_52_52 = e2 &  ~ (all_0_48_48 = e2)) | (all_0_47_47 = e1 & all_0_52_52 = e2 &  ~ (all_0_51_51 = e1)) | (all_0_47_47 = e0 & all_0_58_58 = e2 &  ~ (all_0_49_49 = e2)) | (all_0_47_47 = e0 & all_0_58_58 = e2 &  ~ (all_0_56_56 = e0))
% 64.84/29.86  																																																	|
% 64.84/29.86  																																																		| Equations (352) can reduce 780 to:
% 64.84/29.86  																																																		| (327)  ~ (e4 = e2)
% 64.84/29.86  																																																		|
% 64.84/29.86  																																																		| Simplifying 327 yields:
% 64.84/29.86  																																																		| (48)  ~ (e4 = e2)
% 64.84/29.86  																																																		|
% 64.84/29.86  																																																		+-Applying beta-rule and splitting (909), into two cases.
% 64.84/29.86  																																																		|-Branch one:
% 64.84/29.86  																																																		| (910) all_0_58_58 = e4
% 64.84/29.86  																																																		|
% 64.84/29.86  																																																			| Equations (910) can reduce 451 to:
% 64.84/29.86  																																																			| (266) $false
% 64.84/29.86  																																																			|
% 64.84/29.86  																																																			|-The branch is then unsatisfiable
% 64.84/29.86  																																																		|-Branch two:
% 64.84/29.86  																																																		| (451)  ~ (all_0_58_58 = e4)
% 64.84/29.86  																																																		| (913) all_0_58_58 = e3 | all_0_58_58 = e1 | all_0_58_58 = e0
% 64.84/29.86  																																																		|
% 64.84/29.86  																																																			+-Applying beta-rule and splitting (61457), into two cases.
% 64.84/29.86  																																																			|-Branch one:
% 64.84/29.86  																																																			| (770) all_0_46_46 = e4
% 64.84/29.86  																																																			|
% 64.84/29.86  																																																				| Combining equations (538,770) yields a new equation:
% 64.84/29.86  																																																				| (397) e4 = e0
% 64.84/29.86  																																																				|
% 64.84/29.86  																																																				| Equations (397) can reduce 49 to:
% 64.84/29.86  																																																				| (266) $false
% 64.84/29.86  																																																				|
% 64.84/29.86  																																																				|-The branch is then unsatisfiable
% 64.84/29.86  																																																			|-Branch two:
% 64.84/29.86  																																																			| (250)  ~ (all_0_46_46 = e4)
% 64.84/29.86  																																																			| (61466) all_0_47_47 = e4 | all_0_48_48 = e4 | all_0_49_49 = e4
% 64.84/29.86  																																																			|
% 64.84/29.86  																																																				+-Applying beta-rule and splitting (913), into two cases.
% 64.84/29.86  																																																				|-Branch one:
% 64.84/29.86  																																																				| (914) all_0_58_58 = e0
% 64.84/29.86  																																																				|
% 64.84/29.86  																																																					| Equations (914) can reduce 491 to:
% 64.84/29.86  																																																					| (266) $false
% 64.84/29.86  																																																					|
% 64.84/29.86  																																																					|-The branch is then unsatisfiable
% 64.84/29.86  																																																				|-Branch two:
% 64.84/29.86  																																																				| (491)  ~ (all_0_58_58 = e0)
% 64.84/29.86  																																																				| (917) all_0_58_58 = e3 | all_0_58_58 = e1
% 64.84/29.86  																																																				|
% 64.84/29.86  																																																					+-Applying beta-rule and splitting (633), into two cases.
% 64.84/29.86  																																																					|-Branch one:
% 64.84/29.86  																																																					| (1569) all_0_56_56 = e1
% 64.84/29.86  																																																					|
% 64.84/29.86  																																																						| Combining equations (1569,833) yields a new equation:
% 64.84/29.86  																																																						| (617) e2 = e1
% 64.84/29.86  																																																						|
% 64.84/29.86  																																																						| Equations (617) can reduce 122 to:
% 64.84/29.86  																																																						| (266) $false
% 64.84/29.86  																																																						|
% 64.84/29.86  																																																						|-The branch is then unsatisfiable
% 64.84/29.86  																																																					|-Branch two:
% 64.84/29.86  																																																					| (466)  ~ (all_0_56_56 = e1)
% 64.84/29.86  																																																					| (1574) all_0_57_57 = e1 | all_0_58_58 = e1
% 64.84/29.86  																																																					|
% 64.84/29.86  																																																						+-Applying beta-rule and splitting (61466), into two cases.
% 64.84/29.86  																																																						|-Branch one:
% 64.84/29.86  																																																						| (1790) all_0_47_47 = e4
% 64.84/29.86  																																																						|
% 64.84/29.86  																																																							+-Applying beta-rule and splitting (1574), into two cases.
% 64.84/29.86  																																																							|-Branch one:
% 64.84/29.86  																																																							| (647) all_0_57_57 = e1
% 64.84/29.86  																																																							|
% 64.84/29.86  																																																								| Equations (647) can reduce 1670 to:
% 64.84/29.86  																																																								| (266) $false
% 64.84/29.86  																																																								|
% 64.84/29.86  																																																								|-The branch is then unsatisfiable
% 64.84/29.86  																																																							|-Branch two:
% 64.84/29.86  																																																							| (1670)  ~ (all_0_57_57 = e1)
% 64.84/29.86  																																																							| (918) all_0_58_58 = e1
% 64.84/29.86  																																																							|
% 64.84/29.86  																																																								| Equations (918) can reduce 451 to:
% 64.84/29.86  																																																								| (602)  ~ (e4 = e1)
% 64.84/29.86  																																																								|
% 64.84/29.86  																																																								| Simplifying 602 yields:
% 64.84/29.86  																																																								| (110)  ~ (e4 = e1)
% 64.84/29.86  																																																								|
% 64.84/29.86  																																																								| Equations (918) can reduce 908 to:
% 64.84/29.86  																																																								| (604)  ~ (e2 = e1)
% 64.84/29.86  																																																								|
% 64.84/29.86  																																																								| Simplifying 604 yields:
% 64.84/29.86  																																																								| (122)  ~ (e2 = e1)
% 64.84/29.86  																																																								|
% 64.84/29.86  																																																								| Equations (918) can reduce 491 to:
% 64.84/29.86  																																																								| (233)  ~ (e1 = e0)
% 64.84/29.86  																																																								|
% 64.84/29.86  																																																								+-Applying beta-rule and splitting (781), into two cases.
% 64.84/29.86  																																																								|-Branch one:
% 64.84/29.86  																																																								| (789) (all_0_41_41 = e0 & all_0_58_58 = e3 &  ~ (all_0_44_44 = e3)) | (all_0_41_41 = e0 & all_0_58_58 = e3 &  ~ (all_0_55_55 = e0)) | (all_0_47_47 = e1 & all_0_52_52 = e2 &  ~ (all_0_48_48 = e2)) | (all_0_47_47 = e1 & all_0_52_52 = e2 &  ~ (all_0_51_51 = e1)) | (all_0_47_47 = e0 & all_0_58_58 = e2 &  ~ (all_0_49_49 = e2))
% 64.84/29.86  																																																								|
% 64.84/29.86  																																																									+-Applying beta-rule and splitting (789), into two cases.
% 64.84/29.86  																																																									|-Branch one:
% 64.84/29.86  																																																									| (790) (all_0_41_41 = e0 & all_0_58_58 = e3 &  ~ (all_0_44_44 = e3)) | (all_0_41_41 = e0 & all_0_58_58 = e3 &  ~ (all_0_55_55 = e0)) | (all_0_47_47 = e1 & all_0_52_52 = e2 &  ~ (all_0_48_48 = e2)) | (all_0_47_47 = e1 & all_0_52_52 = e2 &  ~ (all_0_51_51 = e1))
% 64.84/29.86  																																																									|
% 64.84/29.86  																																																										+-Applying beta-rule and splitting (790), into two cases.
% 64.84/29.86  																																																										|-Branch one:
% 64.84/29.86  																																																										| (791) (all_0_41_41 = e0 & all_0_58_58 = e3 &  ~ (all_0_44_44 = e3)) | (all_0_41_41 = e0 & all_0_58_58 = e3 &  ~ (all_0_55_55 = e0)) | (all_0_47_47 = e1 & all_0_52_52 = e2 &  ~ (all_0_48_48 = e2))
% 64.84/29.86  																																																										|
% 64.84/29.86  																																																											+-Applying beta-rule and splitting (791), into two cases.
% 64.84/29.86  																																																											|-Branch one:
% 64.84/29.86  																																																											| (792) (all_0_41_41 = e0 & all_0_58_58 = e3 &  ~ (all_0_44_44 = e3)) | (all_0_41_41 = e0 & all_0_58_58 = e3 &  ~ (all_0_55_55 = e0))
% 64.84/29.86  																																																											|
% 64.84/29.86  																																																												+-Applying beta-rule and splitting (792), into two cases.
% 64.84/29.86  																																																												|-Branch one:
% 64.84/29.86  																																																												| (793) all_0_41_41 = e0 & all_0_58_58 = e3 &  ~ (all_0_44_44 = e3)
% 64.84/29.86  																																																												|
% 64.84/29.86  																																																													| Applying alpha-rule on (793) yields:
% 64.84/29.86  																																																													| (794) all_0_41_41 = e0
% 64.84/29.86  																																																													| (795) all_0_58_58 = e3
% 64.84/29.86  																																																													| (407)  ~ (all_0_44_44 = e3)
% 64.84/29.86  																																																													|
% 64.84/29.86  																																																													| Combining equations (453,794) yields a new equation:
% 64.84/29.86  																																																													| (546) e1 = e0
% 64.84/29.86  																																																													|
% 64.84/29.86  																																																													| Simplifying 546 yields:
% 64.84/29.86  																																																													| (431) e1 = e0
% 64.84/29.86  																																																													|
% 64.84/29.86  																																																													| Equations (431) can reduce 233 to:
% 64.84/29.86  																																																													| (266) $false
% 64.84/29.86  																																																													|
% 64.84/29.86  																																																													|-The branch is then unsatisfiable
% 64.84/29.86  																																																												|-Branch two:
% 64.84/29.86  																																																												| (800) all_0_41_41 = e0 & all_0_58_58 = e3 &  ~ (all_0_55_55 = e0)
% 64.84/29.86  																																																												|
% 64.84/29.86  																																																													| Applying alpha-rule on (800) yields:
% 64.84/29.86  																																																													| (794) all_0_41_41 = e0
% 64.84/29.86  																																																													| (795) all_0_58_58 = e3
% 64.84/29.86  																																																													| (803)  ~ (all_0_55_55 = e0)
% 64.84/29.86  																																																													|
% 64.84/29.86  																																																													| Combining equations (453,794) yields a new equation:
% 64.84/29.86  																																																													| (546) e1 = e0
% 64.84/29.86  																																																													|
% 64.84/29.86  																																																													| Simplifying 546 yields:
% 64.84/29.86  																																																													| (431) e1 = e0
% 64.84/29.86  																																																													|
% 64.84/29.86  																																																													| Equations (431) can reduce 233 to:
% 64.84/29.86  																																																													| (266) $false
% 64.84/29.86  																																																													|
% 64.84/29.86  																																																													|-The branch is then unsatisfiable
% 64.84/29.86  																																																											|-Branch two:
% 64.84/29.86  																																																											| (807) all_0_47_47 = e1 & all_0_52_52 = e2 &  ~ (all_0_48_48 = e2)
% 64.84/29.86  																																																											|
% 64.84/29.86  																																																												| Applying alpha-rule on (807) yields:
% 64.84/29.86  																																																												| (654) all_0_47_47 = e1
% 64.84/29.86  																																																												| (352) all_0_52_52 = e2
% 64.84/29.86  																																																												| (810)  ~ (all_0_48_48 = e2)
% 64.84/29.86  																																																												|
% 64.84/29.86  																																																												| Combining equations (654,1790) yields a new equation:
% 64.84/29.86  																																																												| (630) e4 = e1
% 64.84/29.86  																																																												|
% 64.84/29.86  																																																												| Equations (630) can reduce 110 to:
% 64.84/29.86  																																																												| (266) $false
% 64.84/29.86  																																																												|
% 64.84/29.86  																																																												|-The branch is then unsatisfiable
% 64.84/29.86  																																																										|-Branch two:
% 64.84/29.86  																																																										| (813) all_0_47_47 = e1 & all_0_52_52 = e2 &  ~ (all_0_51_51 = e1)
% 64.84/29.86  																																																										|
% 64.84/29.86  																																																											| Applying alpha-rule on (813) yields:
% 64.84/29.86  																																																											| (654) all_0_47_47 = e1
% 64.84/29.86  																																																											| (352) all_0_52_52 = e2
% 64.84/29.86  																																																											| (464)  ~ (all_0_51_51 = e1)
% 64.84/29.86  																																																											|
% 64.84/29.86  																																																											| Combining equations (654,1790) yields a new equation:
% 64.84/29.86  																																																											| (630) e4 = e1
% 64.84/29.86  																																																											|
% 64.84/29.86  																																																											| Equations (630) can reduce 110 to:
% 64.84/29.86  																																																											| (266) $false
% 64.84/29.86  																																																											|
% 64.84/29.86  																																																											|-The branch is then unsatisfiable
% 64.84/29.86  																																																									|-Branch two:
% 64.84/29.86  																																																									| (819) all_0_47_47 = e0 & all_0_58_58 = e2 &  ~ (all_0_49_49 = e2)
% 64.84/29.86  																																																									|
% 64.84/29.86  																																																										| Applying alpha-rule on (819) yields:
% 64.84/29.86  																																																										| (674) all_0_47_47 = e0
% 64.84/29.86  																																																										| (624) all_0_58_58 = e2
% 64.84/29.86  																																																										| (340)  ~ (all_0_49_49 = e2)
% 64.84/29.86  																																																										|
% 64.84/29.86  																																																										| Combining equations (624,918) yields a new equation:
% 64.84/29.86  																																																										| (616) e2 = e1
% 64.84/29.86  																																																										|
% 64.84/29.86  																																																										| Simplifying 616 yields:
% 64.84/29.86  																																																										| (617) e2 = e1
% 64.84/29.86  																																																										|
% 64.84/29.86  																																																										| Equations (617) can reduce 122 to:
% 64.84/29.86  																																																										| (266) $false
% 64.84/29.86  																																																										|
% 64.84/29.86  																																																										|-The branch is then unsatisfiable
% 64.84/29.86  																																																								|-Branch two:
% 64.84/29.86  																																																								| (825) all_0_47_47 = e0 & all_0_58_58 = e2 &  ~ (all_0_56_56 = e0)
% 64.84/29.86  																																																								|
% 64.84/29.86  																																																									| Applying alpha-rule on (825) yields:
% 64.84/29.86  																																																									| (674) all_0_47_47 = e0
% 64.84/29.86  																																																									| (624) all_0_58_58 = e2
% 64.84/29.86  																																																									| (828)  ~ (all_0_56_56 = e0)
% 64.84/29.86  																																																									|
% 64.84/29.86  																																																									| Combining equations (624,918) yields a new equation:
% 64.84/29.86  																																																									| (616) e2 = e1
% 64.84/29.86  																																																									|
% 64.84/29.86  																																																									| Simplifying 616 yields:
% 64.84/29.86  																																																									| (617) e2 = e1
% 64.84/29.86  																																																									|
% 64.84/29.86  																																																									| Equations (617) can reduce 122 to:
% 64.84/29.86  																																																									| (266) $false
% 64.84/29.86  																																																									|
% 64.84/29.86  																																																									|-The branch is then unsatisfiable
% 64.84/29.86  																																																						|-Branch two:
% 64.84/29.86  																																																						| (252)  ~ (all_0_47_47 = e4)
% 64.84/29.86  																																																						| (61479) all_0_48_48 = e4 | all_0_49_49 = e4
% 64.84/29.86  																																																						|
% 64.84/29.86  																																																							+-Applying beta-rule and splitting (1574), into two cases.
% 64.84/29.86  																																																							|-Branch one:
% 64.84/29.86  																																																							| (647) all_0_57_57 = e1
% 64.84/29.86  																																																							|
% 64.84/29.86  																																																								| Equations (647) can reduce 1670 to:
% 64.84/29.86  																																																								| (266) $false
% 64.84/29.86  																																																								|
% 64.84/29.86  																																																								|-The branch is then unsatisfiable
% 64.84/29.86  																																																							|-Branch two:
% 64.84/29.86  																																																							| (1670)  ~ (all_0_57_57 = e1)
% 64.84/29.86  																																																							| (918) all_0_58_58 = e1
% 64.84/29.86  																																																							|
% 64.84/29.86  																																																								| Equations (918) can reduce 451 to:
% 64.84/29.86  																																																								| (602)  ~ (e4 = e1)
% 64.84/29.86  																																																								|
% 64.84/29.86  																																																								| Simplifying 602 yields:
% 64.84/29.86  																																																								| (110)  ~ (e4 = e1)
% 64.84/29.86  																																																								|
% 64.84/29.87  																																																								+-Applying beta-rule and splitting (61479), into two cases.
% 64.84/29.87  																																																								|-Branch one:
% 64.84/29.87  																																																								| (943) all_0_48_48 = e4
% 64.84/29.87  																																																								|
% 64.84/29.87  																																																									| Combining equations (615,943) yields a new equation:
% 64.84/29.87  																																																									| (630) e4 = e1
% 64.84/29.87  																																																									|
% 64.84/29.87  																																																									| Equations (630) can reduce 110 to:
% 64.84/29.87  																																																									| (266) $false
% 64.84/29.87  																																																									|
% 64.84/29.87  																																																									|-The branch is then unsatisfiable
% 64.84/29.87  																																																								|-Branch two:
% 64.84/29.87  																																																								| (254)  ~ (all_0_48_48 = e4)
% 64.84/29.87  																																																								| (974) all_0_49_49 = e4
% 64.84/29.87  																																																								|
% 64.84/29.87  																																																									| Combining equations (583,974) yields a new equation:
% 64.84/29.87  																																																									| (323) e4 = e2
% 64.84/29.87  																																																									|
% 64.84/29.87  																																																									| Equations (323) can reduce 48 to:
% 64.84/29.87  																																																									| (266) $false
% 64.84/29.87  																																																									|
% 64.84/29.87  																																																									|-The branch is then unsatisfiable
% 64.84/29.87  																																																|-Branch two:
% 64.84/29.87  																																																| (831)  ~ (all_0_46_46 = e0)
% 64.84/29.87  																																																| (832) all_0_47_47 = e0 | all_0_48_48 = e0 | all_0_49_49 = e0
% 64.84/29.87  																																																|
% 64.84/29.87  																																																	+-Applying beta-rule and splitting (895), into two cases.
% 64.84/29.87  																																																	|-Branch one:
% 64.84/29.87  																																																	| (538) all_0_46_46 = e0
% 64.84/29.87  																																																	|
% 64.84/29.87  																																																		| Equations (538) can reduce 831 to:
% 64.84/29.87  																																																		| (266) $false
% 64.84/29.87  																																																		|
% 64.84/29.87  																																																		|-The branch is then unsatisfiable
% 64.84/29.87  																																																	|-Branch two:
% 64.84/29.87  																																																	| (831)  ~ (all_0_46_46 = e0)
% 64.84/29.87  																																																	| (858) all_0_55_55 = e0
% 64.84/29.87  																																																	|
% 64.84/29.87  																																																		| Combining equations (2336,858) yields a new equation:
% 64.84/29.87  																																																		| (675) e3 = e0
% 64.84/29.87  																																																		|
% 64.84/29.87  																																																		| Simplifying 675 yields:
% 64.84/29.87  																																																		| (676) e3 = e0
% 64.84/29.87  																																																		|
% 64.84/29.87  																																																		| Equations (676) can reduce 80 to:
% 64.84/29.87  																																																		| (266) $false
% 64.84/29.87  																																																		|
% 64.84/29.87  																																																		|-The branch is then unsatisfiable
% 64.84/29.87  																																												|-Branch two:
% 64.84/29.87  																																												| (619)  ~ (all_0_48_48 = e1)
% 64.84/29.87  																																												| (671) all_0_49_49 = e1
% 64.84/29.87  																																												|
% 64.84/29.87  																																													| Combining equations (583,671) yields a new equation:
% 64.84/29.87  																																													| (616) e2 = e1
% 64.84/29.87  																																													|
% 64.84/29.87  																																													| Simplifying 616 yields:
% 64.84/29.87  																																													| (617) e2 = e1
% 64.84/29.87  																																													|
% 64.84/29.87  																																													| Equations (617) can reduce 122 to:
% 64.84/29.87  																																													| (266) $false
% 64.84/29.87  																																													|
% 64.84/29.87  																																													|-The branch is then unsatisfiable
% 64.84/29.87  																																							|-Branch two:
% 64.84/29.87  																																							| (447)  ~ (all_0_40_40 = e4)
% 64.84/29.87  																																							| (485) all_0_40_40 = e0
% 64.84/29.87  																																							|
% 64.84/29.87  																																								| Equations (485) can reduce 1401 to:
% 64.84/29.87  																																								| (266) $false
% 64.84/29.87  																																								|
% 64.84/29.87  																																								|-The branch is then unsatisfiable
% 64.84/29.87  																																					|-Branch two:
% 64.84/29.87  																																					| (511)  ~ (all_0_56_56 = e2)
% 64.84/29.87  																																					| (836) all_0_56_56 = e4 | all_0_56_56 = e3 | all_0_56_56 = e1 | all_0_56_56 = e0
% 64.84/29.87  																																					|
% 64.84/29.87  																																						+-Applying beta-rule and splitting (164), into two cases.
% 64.84/29.87  																																						|-Branch one:
% 64.84/29.87  																																						| (471) all_0_39_39 = e4
% 64.84/29.87  																																						|
% 64.84/29.87  																																							| Combining equations (471,480) yields a new equation:
% 64.84/29.87  																																							| (481) e4 = e0
% 64.84/29.87  																																							|
% 64.84/29.87  																																							| Simplifying 481 yields:
% 64.84/29.87  																																							| (397) e4 = e0
% 64.84/29.87  																																							|
% 64.84/29.87  																																							| Equations (397) can reduce 49 to:
% 64.84/29.87  																																							| (266) $false
% 64.84/29.87  																																							|
% 64.84/29.87  																																							|-The branch is then unsatisfiable
% 64.84/29.87  																																						|-Branch two:
% 64.84/29.87  																																						| (1377)  ~ (all_0_39_39 = e4)
% 64.84/29.87  																																						| (2115) all_0_42_42 = e4 | all_0_47_47 = e4 | all_0_51_51 = e4 | all_0_56_56 = e4
% 64.84/29.87  																																						|
% 64.84/29.87  																																							| Equations (480) can reduce 1377 to:
% 64.84/29.87  																																							| (401)  ~ (e4 = e0)
% 64.84/29.87  																																							|
% 64.84/29.87  																																							| Simplifying 401 yields:
% 64.84/29.87  																																							| (49)  ~ (e4 = e0)
% 64.84/29.87  																																							|
% 64.84/29.87  																																							+-Applying beta-rule and splitting (326), into two cases.
% 64.84/29.87  																																							|-Branch one:
% 64.84/29.87  																																							| (471) all_0_39_39 = e4
% 64.84/29.87  																																							|
% 64.84/29.87  																																								| Combining equations (471,480) yields a new equation:
% 64.84/29.87  																																								| (481) e4 = e0
% 64.84/29.87  																																								|
% 64.84/29.87  																																								| Simplifying 481 yields:
% 64.84/29.87  																																								| (397) e4 = e0
% 64.84/29.87  																																								|
% 64.84/29.87  																																								| Equations (397) can reduce 49 to:
% 64.84/29.87  																																								| (266) $false
% 64.84/29.87  																																								|
% 64.84/29.87  																																								|-The branch is then unsatisfiable
% 64.84/29.87  																																							|-Branch two:
% 64.84/29.87  																																							| (1377)  ~ (all_0_39_39 = e4)
% 64.84/29.87  																																							| (1378) all_0_40_40 = e4
% 64.84/29.87  																																							|
% 64.84/29.87  																																								| Equations (1378) can reduce 200 to:
% 64.84/29.87  																																								| (255)  ~ (all_0_49_49 = e4)
% 64.84/29.87  																																								|
% 64.84/29.87  																																								| Simplifying 255 yields:
% 64.84/29.87  																																								| (256)  ~ (all_0_49_49 = e4)
% 64.84/29.87  																																								|
% 64.84/29.87  																																								| Equations (1378) can reduce 178 to:
% 64.84/29.87  																																								| (450)  ~ (all_0_58_58 = e4)
% 64.84/29.87  																																								|
% 64.84/29.87  																																								| Simplifying 450 yields:
% 64.84/29.87  																																								| (451)  ~ (all_0_58_58 = e4)
% 64.84/29.87  																																								|
% 64.84/29.87  																																								+-Applying beta-rule and splitting (125), into two cases.
% 64.84/29.87  																																								|-Branch one:
% 64.84/29.87  																																								| (858) all_0_55_55 = e0
% 64.84/29.87  																																								|
% 64.84/29.87  																																									| Combining equations (2336,858) yields a new equation:
% 64.84/29.87  																																									| (675) e3 = e0
% 64.84/29.87  																																									|
% 64.84/29.87  																																									| Simplifying 675 yields:
% 64.84/29.87  																																									| (676) e3 = e0
% 64.84/29.87  																																									|
% 64.84/29.87  																																									| Equations (676) can reduce 80 to:
% 64.84/29.87  																																									| (266) $false
% 64.84/29.87  																																									|
% 64.84/29.87  																																									|-The branch is then unsatisfiable
% 64.84/29.87  																																								|-Branch two:
% 64.84/29.87  																																								| (803)  ~ (all_0_55_55 = e0)
% 64.84/29.87  																																								| (863) all_0_56_56 = e0 | all_0_57_57 = e0 | all_0_58_58 = e0
% 64.84/29.87  																																								|
% 64.84/29.87  																																									+-Applying beta-rule and splitting (863), into two cases.
% 64.84/29.87  																																									|-Branch one:
% 64.84/29.87  																																									| (679) all_0_56_56 = e0
% 64.84/29.87  																																									|
% 64.84/29.87  																																										| Equations (679) can reduce 828 to:
% 64.84/29.87  																																										| (266) $false
% 64.84/29.87  																																										|
% 64.84/29.87  																																										|-The branch is then unsatisfiable
% 64.84/29.87  																																									|-Branch two:
% 64.84/29.87  																																									| (828)  ~ (all_0_56_56 = e0)
% 64.84/29.87  																																									| (924) all_0_57_57 = e0 | all_0_58_58 = e0
% 64.84/29.87  																																									|
% 64.84/29.87  																																										+-Applying beta-rule and splitting (924), into two cases.
% 64.84/29.87  																																										|-Branch one:
% 64.84/29.87  																																										| (875) all_0_57_57 = e0
% 64.84/29.87  																																										|
% 64.84/29.87  																																											| Equations (875) can reduce 148 to:
% 64.84/29.87  																																											| (490)  ~ (all_0_58_58 = e0)
% 64.84/29.87  																																											|
% 64.84/29.87  																																											| Simplifying 490 yields:
% 64.84/29.87  																																											| (491)  ~ (all_0_58_58 = e0)
% 64.84/29.87  																																											|
% 64.84/29.87  																																											| Equations (875) can reduce 344 to:
% 64.84/29.87  																																											| (365)  ~ (e2 = e0)
% 64.84/29.87  																																											|
% 64.84/29.87  																																											| Simplifying 365 yields:
% 64.84/29.87  																																											| (128)  ~ (e2 = e0)
% 64.84/29.87  																																											|
% 64.84/29.87  																																											+-Applying beta-rule and splitting (434), into two cases.
% 64.84/29.87  																																											|-Branch one:
% 64.84/29.87  																																											| (615) all_0_48_48 = e1
% 64.84/29.87  																																											|
% 64.84/29.87  																																												| Equations (615) can reduce 185 to:
% 64.84/29.87  																																												| (1419)  ~ (all_0_49_49 = e1)
% 64.84/29.87  																																												|
% 64.84/29.87  																																												| Simplifying 1419 yields:
% 64.84/29.87  																																												| (1064)  ~ (all_0_49_49 = e1)
% 64.84/29.87  																																												|
% 64.84/29.87  																																												+-Applying beta-rule and splitting (389), into two cases.
% 64.84/29.87  																																												|-Branch one:
% 64.84/29.87  																																												| (833) all_0_56_56 = e2
% 64.84/29.87  																																												|
% 64.84/29.87  																																													| Equations (833) can reduce 511 to:
% 64.84/29.87  																																													| (266) $false
% 64.84/29.87  																																													|
% 64.84/29.87  																																													|-The branch is then unsatisfiable
% 64.84/29.87  																																												|-Branch two:
% 64.84/29.87  																																												| (511)  ~ (all_0_56_56 = e2)
% 64.84/29.87  																																												| (1709) all_0_57_57 = e2 | all_0_58_58 = e2
% 64.84/29.87  																																												|
% 64.84/29.87  																																													+-Applying beta-rule and splitting (1709), into two cases.
% 64.84/29.87  																																													|-Branch one:
% 64.84/29.87  																																													| (442) all_0_57_57 = e2
% 64.84/29.87  																																													|
% 64.84/29.87  																																														| Combining equations (875,442) yields a new equation:
% 64.84/29.87  																																														| (330) e2 = e0
% 64.84/29.87  																																														|
% 64.84/29.87  																																														| Equations (330) can reduce 128 to:
% 64.84/29.87  																																														| (266) $false
% 64.84/29.87  																																														|
% 64.84/29.87  																																														|-The branch is then unsatisfiable
% 64.84/29.87  																																													|-Branch two:
% 64.84/29.87  																																													| (344)  ~ (all_0_57_57 = e2)
% 64.84/29.87  																																													| (624) all_0_58_58 = e2
% 64.84/29.87  																																													|
% 64.84/29.87  																																														| Equations (624) can reduce 119 to:
% 64.84/29.87  																																														| (340)  ~ (all_0_49_49 = e2)
% 64.84/29.87  																																														|
% 64.84/29.87  																																														+-Applying beta-rule and splitting (54), into two cases.
% 64.84/29.87  																																														|-Branch one:
% 64.84/29.87  																																														| (583) all_0_49_49 = e2
% 64.84/29.87  																																														|
% 64.84/29.87  																																															| Equations (583) can reduce 340 to:
% 64.84/29.87  																																															| (266) $false
% 64.84/29.87  																																															|
% 64.84/29.87  																																															|-The branch is then unsatisfiable
% 64.84/29.87  																																														|-Branch two:
% 64.84/29.87  																																														| (340)  ~ (all_0_49_49 = e2)
% 64.84/29.87  																																														| (586) all_0_49_49 = e4 | all_0_49_49 = e3 | all_0_49_49 = e1 | all_0_49_49 = e0
% 64.84/29.87  																																														|
% 64.84/29.87  																																															+-Applying beta-rule and splitting (586), into two cases.
% 64.84/29.87  																																															|-Branch one:
% 64.84/29.87  																																															| (974) all_0_49_49 = e4
% 64.84/29.87  																																															|
% 64.84/29.87  																																																| Equations (974) can reduce 256 to:
% 64.84/29.87  																																																| (266) $false
% 64.84/29.87  																																																|
% 64.84/29.87  																																																|-The branch is then unsatisfiable
% 64.84/29.87  																																															|-Branch two:
% 64.84/29.87  																																															| (256)  ~ (all_0_49_49 = e4)
% 64.84/29.87  																																															| (977) all_0_49_49 = e3 | all_0_49_49 = e1 | all_0_49_49 = e0
% 64.84/29.87  																																															|
% 64.84/29.87  																																																+-Applying beta-rule and splitting (977), into two cases.
% 64.84/29.87  																																																|-Branch one:
% 64.84/29.87  																																																| (978) all_0_49_49 = e0
% 64.84/29.87  																																																|
% 64.84/29.87  																																																	| Equations (978) can reduce 487 to:
% 64.84/29.87  																																																	| (266) $false
% 64.84/29.87  																																																	|
% 64.84/29.87  																																																	|-The branch is then unsatisfiable
% 64.84/29.87  																																																|-Branch two:
% 64.84/29.87  																																																| (487)  ~ (all_0_49_49 = e0)
% 64.84/29.87  																																																| (981) all_0_49_49 = e3 | all_0_49_49 = e1
% 64.84/29.87  																																																|
% 64.84/29.87  																																																	+-Applying beta-rule and splitting (981), into two cases.
% 64.84/29.87  																																																	|-Branch one:
% 64.84/29.87  																																																	| (671) all_0_49_49 = e1
% 64.84/29.87  																																																	|
% 64.84/29.87  																																																		| Equations (671) can reduce 1064 to:
% 64.84/29.87  																																																		| (266) $false
% 64.84/29.87  																																																		|
% 64.84/29.87  																																																		|-The branch is then unsatisfiable
% 64.84/29.87  																																																	|-Branch two:
% 64.84/29.87  																																																	| (1064)  ~ (all_0_49_49 = e1)
% 64.84/29.87  																																																	| (884) all_0_49_49 = e3
% 64.84/29.87  																																																	|
% 64.84/29.87  																																																		| Equations (884) can reduce 525 to:
% 64.84/29.87  																																																		| (266) $false
% 64.84/29.87  																																																		|
% 64.84/29.87  																																																		|-The branch is then unsatisfiable
% 64.95/29.87  																																											|-Branch two:
% 64.95/29.87  																																											| (619)  ~ (all_0_48_48 = e1)
% 64.95/29.87  																																											| (620) all_0_52_52 = e1 | all_0_57_57 = e1
% 64.95/29.87  																																											|
% 64.95/29.87  																																												+-Applying beta-rule and splitting (135), into two cases.
% 64.95/29.87  																																												|-Branch one:
% 64.95/29.87  																																												| (545) all_0_46_46 = e1
% 64.95/29.87  																																												|
% 64.95/29.87  																																													| Equations (545) can reduce 549 to:
% 64.95/29.87  																																													| (266) $false
% 64.95/29.87  																																													|
% 64.95/29.87  																																													|-The branch is then unsatisfiable
% 64.95/29.87  																																												|-Branch two:
% 64.95/29.87  																																												| (549)  ~ (all_0_46_46 = e1)
% 64.95/29.87  																																												| (550) all_0_47_47 = e1 | all_0_48_48 = e1 | all_0_49_49 = e1
% 64.95/29.87  																																												|
% 64.95/29.87  																																													+-Applying beta-rule and splitting (550), into two cases.
% 64.95/29.87  																																													|-Branch one:
% 64.95/29.87  																																													| (654) all_0_47_47 = e1
% 64.95/29.87  																																													|
% 64.95/29.87  																																														| Equations (654) can reduce 462 to:
% 64.95/29.87  																																														| (266) $false
% 64.95/29.87  																																														|
% 64.95/29.87  																																														|-The branch is then unsatisfiable
% 64.95/29.87  																																													|-Branch two:
% 64.95/29.87  																																													| (462)  ~ (all_0_47_47 = e1)
% 64.95/29.87  																																													| (659) all_0_48_48 = e1 | all_0_49_49 = e1
% 64.95/29.87  																																													|
% 64.95/29.87  																																														+-Applying beta-rule and splitting (659), into two cases.
% 64.95/29.87  																																														|-Branch one:
% 64.95/29.87  																																														| (615) all_0_48_48 = e1
% 64.95/29.87  																																														|
% 64.95/29.87  																																															| Equations (615) can reduce 619 to:
% 64.95/29.87  																																															| (266) $false
% 64.95/29.87  																																															|
% 64.95/29.87  																																															|-The branch is then unsatisfiable
% 64.95/29.87  																																														|-Branch two:
% 64.95/29.87  																																														| (619)  ~ (all_0_48_48 = e1)
% 64.95/29.87  																																														| (671) all_0_49_49 = e1
% 64.95/29.87  																																														|
% 64.95/29.87  																																															| Equations (671) can reduce 119 to:
% 64.95/29.87  																																															| (879)  ~ (all_0_58_58 = e1)
% 64.95/29.87  																																															|
% 64.95/29.87  																																															| Simplifying 879 yields:
% 64.95/29.87  																																															| (880)  ~ (all_0_58_58 = e1)
% 64.95/29.87  																																															|
% 64.95/29.87  																																															| Equations (671) can reduce 487 to:
% 64.95/29.87  																																															| (233)  ~ (e1 = e0)
% 64.95/29.87  																																															|
% 64.95/29.87  																																															+-Applying beta-rule and splitting (108), into two cases.
% 64.95/29.87  																																															|-Branch one:
% 64.95/29.87  																																															| (624) all_0_58_58 = e2
% 64.95/29.87  																																															|
% 64.95/29.87  																																																| Equations (624) can reduce 880 to:
% 64.95/29.87  																																																| (122)  ~ (e2 = e1)
% 64.95/29.87  																																																|
% 64.95/29.87  																																																+-Applying beta-rule and splitting (620), into two cases.
% 64.95/29.87  																																																|-Branch one:
% 64.95/29.87  																																																| (642) all_0_52_52 = e1
% 64.95/29.87  																																																|
% 64.95/29.87  																																																	| Combining equations (352,642) yields a new equation:
% 64.95/29.87  																																																	| (616) e2 = e1
% 64.95/29.87  																																																	|
% 64.95/29.87  																																																	| Simplifying 616 yields:
% 64.95/29.87  																																																	| (617) e2 = e1
% 64.95/29.87  																																																	|
% 64.95/29.87  																																																	| Equations (617) can reduce 122 to:
% 64.95/29.87  																																																	| (266) $false
% 64.95/29.87  																																																	|
% 64.95/29.87  																																																	|-The branch is then unsatisfiable
% 64.95/29.87  																																																|-Branch two:
% 64.95/29.87  																																																| (646)  ~ (all_0_52_52 = e1)
% 64.95/29.87  																																																| (647) all_0_57_57 = e1
% 64.95/29.87  																																																|
% 64.95/29.87  																																																	| Combining equations (875,647) yields a new equation:
% 64.95/29.87  																																																	| (431) e1 = e0
% 64.95/29.87  																																																	|
% 64.95/29.87  																																																	| Equations (431) can reduce 233 to:
% 64.95/29.87  																																																	| (266) $false
% 64.95/29.87  																																																	|
% 64.95/29.87  																																																	|-The branch is then unsatisfiable
% 64.95/29.87  																																															|-Branch two:
% 64.95/29.87  																																															| (908)  ~ (all_0_58_58 = e2)
% 64.95/29.87  																																															| (909) all_0_58_58 = e4 | all_0_58_58 = e3 | all_0_58_58 = e1 | all_0_58_58 = e0
% 64.95/29.88  																																															|
% 64.95/29.88  																																																+-Applying beta-rule and splitting (909), into two cases.
% 64.95/29.88  																																																|-Branch one:
% 64.95/29.88  																																																| (910) all_0_58_58 = e4
% 64.95/29.88  																																																|
% 64.95/29.88  																																																	| Equations (910) can reduce 451 to:
% 64.95/29.88  																																																	| (266) $false
% 64.95/29.88  																																																	|
% 64.95/29.88  																																																	|-The branch is then unsatisfiable
% 64.95/29.88  																																																|-Branch two:
% 64.95/29.88  																																																| (451)  ~ (all_0_58_58 = e4)
% 64.95/29.88  																																																| (913) all_0_58_58 = e3 | all_0_58_58 = e1 | all_0_58_58 = e0
% 64.95/29.88  																																																|
% 64.95/29.88  																																																	+-Applying beta-rule and splitting (913), into two cases.
% 64.95/29.88  																																																	|-Branch one:
% 64.95/29.88  																																																	| (914) all_0_58_58 = e0
% 64.95/29.88  																																																	|
% 64.95/29.88  																																																		| Equations (914) can reduce 491 to:
% 64.95/29.88  																																																		| (266) $false
% 64.95/29.88  																																																		|
% 64.95/29.88  																																																		|-The branch is then unsatisfiable
% 64.95/29.88  																																																	|-Branch two:
% 64.95/29.88  																																																	| (491)  ~ (all_0_58_58 = e0)
% 64.95/29.88  																																																	| (917) all_0_58_58 = e3 | all_0_58_58 = e1
% 64.95/29.88  																																																	|
% 64.95/29.88  																																																		+-Applying beta-rule and splitting (917), into two cases.
% 64.95/29.88  																																																		|-Branch one:
% 64.95/29.88  																																																		| (918) all_0_58_58 = e1
% 64.95/29.88  																																																		|
% 64.95/29.88  																																																			| Equations (918) can reduce 880 to:
% 64.95/29.88  																																																			| (266) $false
% 64.95/29.88  																																																			|
% 64.95/29.88  																																																			|-The branch is then unsatisfiable
% 64.95/29.88  																																																		|-Branch two:
% 64.95/29.88  																																																		| (880)  ~ (all_0_58_58 = e1)
% 64.95/29.88  																																																		| (795) all_0_58_58 = e3
% 64.95/29.88  																																																		|
% 64.95/29.88  																																																			| Equations (795) can reduce 276 to:
% 64.95/29.88  																																																			| (266) $false
% 64.95/29.88  																																																			|
% 64.95/29.88  																																																			|-The branch is then unsatisfiable
% 64.95/29.88  																																										|-Branch two:
% 64.95/29.88  																																										| (364)  ~ (all_0_57_57 = e0)
% 64.95/29.88  																																										| (914) all_0_58_58 = e0
% 64.95/29.88  																																										|
% 64.95/29.88  																																											| Equations (914) can reduce 491 to:
% 64.95/29.88  																																											| (266) $false
% 64.95/29.88  																																											|
% 64.95/29.88  																																											|-The branch is then unsatisfiable
% 64.95/29.88  																																				|-Branch two:
% 64.95/29.88  																																				| (484)  ~ (all_0_39_39 = e0)
% 64.95/29.88  																																				| (485) all_0_40_40 = e0
% 64.95/29.88  																																				|
% 64.95/29.88  																																					| Equations (485) can reduce 1401 to:
% 64.95/29.88  																																					| (266) $false
% 64.95/29.88  																																					|
% 64.95/29.88  																																					|-The branch is then unsatisfiable
% 64.95/29.88  																																			|-Branch two:
% 64.95/29.88  																																			| (360)  ~ (all_0_44_44 = e0)
% 64.95/29.88  																																			| (1417) all_0_44_44 = e3 | all_0_44_44 = e1
% 64.95/29.88  																																			|
% 64.95/29.88  																																				+-Applying beta-rule and splitting (6766), into two cases.
% 64.95/29.88  																																				|-Branch one:
% 64.95/29.88  																																				| (356) all_0_43_43 = e0
% 64.95/29.88  																																				|
% 64.95/29.88  																																					| Combining equations (396,356) yields a new equation:
% 64.95/29.88  																																					| (481) e4 = e0
% 64.95/29.88  																																					|
% 64.95/29.88  																																					| Simplifying 481 yields:
% 64.95/29.88  																																					| (397) e4 = e0
% 64.95/29.88  																																					|
% 64.95/29.88  																																					| Equations (397) can reduce 49 to:
% 64.95/29.88  																																					| (266) $false
% 64.95/29.88  																																					|
% 64.95/29.88  																																					|-The branch is then unsatisfiable
% 64.95/29.88  																																				|-Branch two:
% 64.95/29.88  																																				| (5470)  ~ (all_0_43_43 = e0)
% 64.95/29.88  																																				| (1414) all_0_44_44 = e0
% 64.95/29.88  																																				|
% 64.95/29.88  																																					| Equations (1414) can reduce 360 to:
% 64.95/29.88  																																					| (266) $false
% 64.95/29.88  																																					|
% 64.95/29.88  																																					|-The branch is then unsatisfiable
% 64.95/29.88  																														|-Branch two:
% 64.95/29.88  																														| (457)  ~ (all_0_41_41 = e1)
% 64.95/29.88  																														| (595) all_0_46_46 = e1 | all_0_50_50 = e1 | all_0_55_55 = e1
% 64.95/29.88  																														|
% 64.95/29.88  																															+-Applying beta-rule and splitting (103), into two cases.
% 64.95/29.88  																															|-Branch one:
% 64.95/29.88  																															| (453) all_0_41_41 = e1
% 64.95/29.88  																															|
% 64.95/29.88  																																| Equations (453) can reduce 457 to:
% 64.95/29.88  																																| (266) $false
% 64.95/29.88  																																|
% 64.95/29.88  																																|-The branch is then unsatisfiable
% 64.95/29.88  																															|-Branch two:
% 64.95/29.88  																															| (457)  ~ (all_0_41_41 = e1)
% 64.95/29.88  																															| (458) all_0_42_42 = e1 | all_0_43_43 = e1 | all_0_44_44 = e1
% 64.95/29.88  																															|
% 64.95/29.88  																																+-Applying beta-rule and splitting (595), into two cases.
% 64.95/29.88  																																|-Branch one:
% 64.95/29.88  																																| (545) all_0_46_46 = e1
% 64.95/29.88  																																|
% 64.95/29.88  																																	| Equations (545) can reduce 19 to:
% 64.95/29.88  																																	| (461)  ~ (all_0_47_47 = e1)
% 64.95/29.88  																																	|
% 64.95/29.88  																																	| Simplifying 461 yields:
% 64.95/29.88  																																	| (462)  ~ (all_0_47_47 = e1)
% 64.95/29.88  																																	|
% 64.95/29.88  																																	| Equations (545) can reduce 250 to:
% 64.95/29.88  																																	| (602)  ~ (e4 = e1)
% 64.95/29.88  																																	|
% 64.95/29.88  																																	| Simplifying 602 yields:
% 64.95/29.88  																																	| (110)  ~ (e4 = e1)
% 64.95/29.88  																																	|
% 64.95/29.88  																																	| Equations (545) can reduce 409 to:
% 64.95/29.88  																																	| (467)  ~ (e3 = e1)
% 64.95/29.88  																																	|
% 64.95/29.88  																																	| Simplifying 467 yields:
% 64.95/29.88  																																	| (213)  ~ (e3 = e1)
% 64.95/29.88  																																	|
% 64.95/29.88  																																	+-Applying beta-rule and splitting (395), into two cases.
% 64.95/29.88  																																	|-Branch one:
% 64.95/29.88  																																	| (794) all_0_41_41 = e0
% 64.95/29.88  																																	|
% 64.95/29.88  																																		| Equations (794) can reduce 149 to:
% 64.95/29.88  																																		| (359)  ~ (all_0_44_44 = e0)
% 64.95/29.88  																																		|
% 64.95/29.88  																																		| Simplifying 359 yields:
% 64.95/29.88  																																		| (360)  ~ (all_0_44_44 = e0)
% 64.95/29.88  																																		|
% 64.95/29.88  																																		+-Applying beta-rule and splitting (26), into two cases.
% 64.95/29.88  																																		|-Branch one:
% 64.95/29.88  																																		| (446) all_0_44_44 = e4
% 64.95/29.88  																																		|
% 64.95/29.88  																																			| Equations (446) can reduce 1390 to:
% 64.95/29.88  																																			| (266) $false
% 64.95/29.88  																																			|
% 64.95/29.88  																																			|-The branch is then unsatisfiable
% 64.95/29.88  																																		|-Branch two:
% 64.95/29.88  																																		| (1390)  ~ (all_0_44_44 = e4)
% 64.95/29.88  																																		| (1391) all_0_44_44 = e3 | all_0_44_44 = e1 | all_0_44_44 = e0
% 64.95/29.88  																																		|
% 64.95/29.88  																																			+-Applying beta-rule and splitting (1391), into two cases.
% 64.95/29.88  																																			|-Branch one:
% 64.95/29.88  																																			| (1414) all_0_44_44 = e0
% 64.95/29.88  																																			|
% 64.95/29.88  																																				| Equations (1414) can reduce 360 to:
% 64.95/29.88  																																				| (266) $false
% 64.95/29.88  																																				|
% 64.95/29.88  																																				|-The branch is then unsatisfiable
% 64.95/29.88  																																			|-Branch two:
% 64.95/29.88  																																			| (360)  ~ (all_0_44_44 = e0)
% 64.95/29.88  																																			| (1417) all_0_44_44 = e3 | all_0_44_44 = e1
% 64.95/29.88  																																			|
% 64.95/29.88  																																				+-Applying beta-rule and splitting (458), into two cases.
% 64.95/29.88  																																				|-Branch one:
% 64.95/29.88  																																				| (459) all_0_42_42 = e1
% 64.95/29.88  																																				|
% 64.95/29.88  																																					| Combining equations (459,516) yields a new equation:
% 64.95/29.88  																																					| (455) e3 = e1
% 64.95/29.88  																																					|
% 64.95/29.88  																																					| Equations (455) can reduce 213 to:
% 64.95/29.88  																																					| (266) $false
% 64.95/29.88  																																					|
% 64.95/29.88  																																					|-The branch is then unsatisfiable
% 64.95/29.88  																																				|-Branch two:
% 64.95/29.88  																																				| (1380)  ~ (all_0_42_42 = e1)
% 64.95/29.88  																																				| (1381) all_0_43_43 = e1 | all_0_44_44 = e1
% 64.95/29.88  																																				|
% 64.95/29.88  																																					+-Applying beta-rule and splitting (1381), into two cases.
% 64.95/29.88  																																					|-Branch one:
% 64.95/29.88  																																					| (430) all_0_43_43 = e1
% 64.95/29.88  																																					|
% 64.95/29.88  																																						| Combining equations (396,430) yields a new equation:
% 64.95/29.88  																																						| (636) e4 = e1
% 64.95/29.88  																																						|
% 64.95/29.88  																																						| Simplifying 636 yields:
% 64.95/29.88  																																						| (630) e4 = e1
% 64.95/29.88  																																						|
% 64.95/29.88  																																						| Equations (630) can reduce 110 to:
% 64.95/29.88  																																						| (266) $false
% 64.95/29.88  																																						|
% 64.95/29.88  																																						|-The branch is then unsatisfiable
% 64.95/29.88  																																					|-Branch two:
% 64.95/29.88  																																					| (433)  ~ (all_0_43_43 = e1)
% 64.95/29.88  																																					| (635) all_0_44_44 = e1
% 64.95/29.88  																																					|
% 64.95/29.88  																																						| Equations (635) can reduce 181 to:
% 64.95/29.88  																																						| (879)  ~ (all_0_58_58 = e1)
% 64.95/29.88  																																						|
% 64.95/29.88  																																						| Simplifying 879 yields:
% 64.95/29.88  																																						| (880)  ~ (all_0_58_58 = e1)
% 64.95/29.88  																																						|
% 64.95/29.88  																																						| Equations (635) can reduce 407 to:
% 64.95/29.88  																																						| (467)  ~ (e3 = e1)
% 64.95/29.88  																																						|
% 64.95/29.88  																																						| Simplifying 467 yields:
% 64.95/29.88  																																						| (213)  ~ (e3 = e1)
% 64.95/29.88  																																						|
% 64.95/29.88  																																						| Equations (635) can reduce 360 to:
% 64.95/29.88  																																						| (233)  ~ (e1 = e0)
% 64.95/29.88  																																						|
% 64.95/29.88  																																						+-Applying beta-rule and splitting (216), into two cases.
% 64.95/29.88  																																						|-Branch one:
% 64.95/29.88  																																						| (629) all_0_55_55 = e1
% 64.95/29.88  																																						|
% 64.95/29.88  																																							| Combining equations (2336,629) yields a new equation:
% 64.95/29.88  																																							| (454) e3 = e1
% 64.95/29.88  																																							|
% 64.95/29.88  																																							| Simplifying 454 yields:
% 64.95/29.88  																																							| (455) e3 = e1
% 64.95/29.88  																																							|
% 64.95/29.88  																																							| Equations (455) can reduce 213 to:
% 64.95/29.88  																																							| (266) $false
% 64.95/29.88  																																							|
% 64.95/29.88  																																							|-The branch is then unsatisfiable
% 64.95/29.88  																																						|-Branch two:
% 64.95/29.88  																																						| (632)  ~ (all_0_55_55 = e1)
% 64.95/29.88  																																						| (633) all_0_56_56 = e1 | all_0_57_57 = e1 | all_0_58_58 = e1
% 64.95/29.88  																																						|
% 64.95/29.88  																																							+-Applying beta-rule and splitting (633), into two cases.
% 64.95/29.88  																																							|-Branch one:
% 64.95/29.88  																																							| (1569) all_0_56_56 = e1
% 64.95/29.88  																																							|
% 64.95/29.88  																																								| Equations (1569) can reduce 466 to:
% 64.95/29.88  																																								| (266) $false
% 64.95/29.88  																																								|
% 64.95/29.88  																																								|-The branch is then unsatisfiable
% 64.95/29.88  																																							|-Branch two:
% 64.95/29.88  																																							| (466)  ~ (all_0_56_56 = e1)
% 64.95/29.88  																																							| (1574) all_0_57_57 = e1 | all_0_58_58 = e1
% 64.95/29.88  																																							|
% 64.95/29.88  																																								+-Applying beta-rule and splitting (1574), into two cases.
% 64.95/29.88  																																								|-Branch one:
% 64.95/29.88  																																								| (647) all_0_57_57 = e1
% 64.95/29.88  																																								|
% 64.95/29.88  																																									+-Applying beta-rule and splitting (5471), into two cases.
% 64.95/29.88  																																									|-Branch one:
% 64.95/29.88  																																									| (1279) all_0_48_48 = e0
% 64.95/29.88  																																									|
% 64.95/29.88  																																										| Equations (1279) can reduce 114 to:
% 64.95/29.88  																																										| (678)  ~ (all_0_47_47 = e0)
% 64.95/29.88  																																										|
% 64.95/29.88  																																										+-Applying beta-rule and splitting (163), into two cases.
% 64.95/29.88  																																										|-Branch one:
% 64.95/29.88  																																										| (565) all_0_52_52 = e4
% 64.95/29.88  																																										|
% 64.95/29.88  																																											| Combining equations (352,565) yields a new equation:
% 64.95/29.88  																																											| (323) e4 = e2
% 64.95/29.88  																																											|
% 64.95/29.88  																																											| Equations (323) can reduce 48 to:
% 64.95/29.88  																																											| (266) $false
% 64.95/29.88  																																											|
% 64.95/29.88  																																											|-The branch is then unsatisfiable
% 64.95/29.88  																																										|-Branch two:
% 64.95/29.88  																																										| (780)  ~ (all_0_52_52 = e4)
% 64.95/29.88  																																										| (781) (all_0_41_41 = e0 & all_0_58_58 = e3 &  ~ (all_0_44_44 = e3)) | (all_0_41_41 = e0 & all_0_58_58 = e3 &  ~ (all_0_55_55 = e0)) | (all_0_47_47 = e1 & all_0_52_52 = e2 &  ~ (all_0_48_48 = e2)) | (all_0_47_47 = e1 & all_0_52_52 = e2 &  ~ (all_0_51_51 = e1)) | (all_0_47_47 = e0 & all_0_58_58 = e2 &  ~ (all_0_49_49 = e2)) | (all_0_47_47 = e0 & all_0_58_58 = e2 &  ~ (all_0_56_56 = e0))
% 64.95/29.88  																																										|
% 64.95/29.88  																																											+-Applying beta-rule and splitting (781), into two cases.
% 64.95/29.88  																																											|-Branch one:
% 64.95/29.88  																																											| (789) (all_0_41_41 = e0 & all_0_58_58 = e3 &  ~ (all_0_44_44 = e3)) | (all_0_41_41 = e0 & all_0_58_58 = e3 &  ~ (all_0_55_55 = e0)) | (all_0_47_47 = e1 & all_0_52_52 = e2 &  ~ (all_0_48_48 = e2)) | (all_0_47_47 = e1 & all_0_52_52 = e2 &  ~ (all_0_51_51 = e1)) | (all_0_47_47 = e0 & all_0_58_58 = e2 &  ~ (all_0_49_49 = e2))
% 64.95/29.88  																																											|
% 64.95/29.88  																																												+-Applying beta-rule and splitting (789), into two cases.
% 64.95/29.88  																																												|-Branch one:
% 64.95/29.88  																																												| (790) (all_0_41_41 = e0 & all_0_58_58 = e3 &  ~ (all_0_44_44 = e3)) | (all_0_41_41 = e0 & all_0_58_58 = e3 &  ~ (all_0_55_55 = e0)) | (all_0_47_47 = e1 & all_0_52_52 = e2 &  ~ (all_0_48_48 = e2)) | (all_0_47_47 = e1 & all_0_52_52 = e2 &  ~ (all_0_51_51 = e1))
% 64.95/29.88  																																												|
% 64.95/29.88  																																													+-Applying beta-rule and splitting (790), into two cases.
% 64.95/29.88  																																													|-Branch one:
% 64.95/29.88  																																													| (791) (all_0_41_41 = e0 & all_0_58_58 = e3 &  ~ (all_0_44_44 = e3)) | (all_0_41_41 = e0 & all_0_58_58 = e3 &  ~ (all_0_55_55 = e0)) | (all_0_47_47 = e1 & all_0_52_52 = e2 &  ~ (all_0_48_48 = e2))
% 64.95/29.88  																																													|
% 64.95/29.88  																																														+-Applying beta-rule and splitting (791), into two cases.
% 64.95/29.88  																																														|-Branch one:
% 64.95/29.88  																																														| (792) (all_0_41_41 = e0 & all_0_58_58 = e3 &  ~ (all_0_44_44 = e3)) | (all_0_41_41 = e0 & all_0_58_58 = e3 &  ~ (all_0_55_55 = e0))
% 64.95/29.88  																																														|
% 64.95/29.88  																																															+-Applying beta-rule and splitting (792), into two cases.
% 64.95/29.88  																																															|-Branch one:
% 64.95/29.88  																																															| (793) all_0_41_41 = e0 & all_0_58_58 = e3 &  ~ (all_0_44_44 = e3)
% 64.95/29.88  																																															|
% 64.95/29.88  																																																| Applying alpha-rule on (793) yields:
% 64.95/29.88  																																																| (794) all_0_41_41 = e0
% 64.95/29.88  																																																| (795) all_0_58_58 = e3
% 64.95/29.88  																																																| (407)  ~ (all_0_44_44 = e3)
% 64.95/29.88  																																																|
% 64.95/29.88  																																																| Equations (795) can reduce 276 to:
% 64.95/29.88  																																																| (266) $false
% 64.95/29.88  																																																|
% 64.95/29.88  																																																|-The branch is then unsatisfiable
% 64.95/29.88  																																															|-Branch two:
% 64.95/29.88  																																															| (800) all_0_41_41 = e0 & all_0_58_58 = e3 &  ~ (all_0_55_55 = e0)
% 64.95/29.88  																																															|
% 64.95/29.88  																																																| Applying alpha-rule on (800) yields:
% 64.95/29.88  																																																| (794) all_0_41_41 = e0
% 64.95/29.88  																																																| (795) all_0_58_58 = e3
% 64.95/29.88  																																																| (803)  ~ (all_0_55_55 = e0)
% 64.95/29.88  																																																|
% 64.95/29.88  																																																| Equations (795) can reduce 276 to:
% 64.95/29.88  																																																| (266) $false
% 64.95/29.88  																																																|
% 64.95/29.88  																																																|-The branch is then unsatisfiable
% 64.95/29.88  																																														|-Branch two:
% 64.95/29.88  																																														| (807) all_0_47_47 = e1 & all_0_52_52 = e2 &  ~ (all_0_48_48 = e2)
% 64.95/29.88  																																														|
% 64.95/29.88  																																															| Applying alpha-rule on (807) yields:
% 64.95/29.88  																																															| (654) all_0_47_47 = e1
% 64.95/29.88  																																															| (352) all_0_52_52 = e2
% 64.95/29.88  																																															| (810)  ~ (all_0_48_48 = e2)
% 64.95/29.88  																																															|
% 64.95/29.88  																																															| Equations (654) can reduce 462 to:
% 64.95/29.88  																																															| (266) $false
% 64.95/29.88  																																															|
% 64.95/29.88  																																															|-The branch is then unsatisfiable
% 64.95/29.88  																																													|-Branch two:
% 64.95/29.88  																																													| (813) all_0_47_47 = e1 & all_0_52_52 = e2 &  ~ (all_0_51_51 = e1)
% 64.95/29.88  																																													|
% 64.95/29.88  																																														| Applying alpha-rule on (813) yields:
% 64.95/29.88  																																														| (654) all_0_47_47 = e1
% 64.95/29.88  																																														| (352) all_0_52_52 = e2
% 64.95/29.88  																																														| (464)  ~ (all_0_51_51 = e1)
% 64.95/29.88  																																														|
% 64.95/29.88  																																														| Equations (1109) can reduce 464 to:
% 64.95/29.88  																																														| (266) $false
% 64.95/29.88  																																														|
% 64.95/29.88  																																														|-The branch is then unsatisfiable
% 64.95/29.88  																																												|-Branch two:
% 64.95/29.88  																																												| (819) all_0_47_47 = e0 & all_0_58_58 = e2 &  ~ (all_0_49_49 = e2)
% 64.95/29.88  																																												|
% 64.95/29.88  																																													| Applying alpha-rule on (819) yields:
% 64.95/29.88  																																													| (674) all_0_47_47 = e0
% 64.95/29.88  																																													| (624) all_0_58_58 = e2
% 64.95/29.88  																																													| (340)  ~ (all_0_49_49 = e2)
% 64.95/29.88  																																													|
% 64.95/29.88  																																													| Equations (674) can reduce 678 to:
% 64.95/29.88  																																													| (266) $false
% 64.95/29.88  																																													|
% 64.95/29.88  																																													|-The branch is then unsatisfiable
% 64.95/29.88  																																											|-Branch two:
% 64.95/29.88  																																											| (825) all_0_47_47 = e0 & all_0_58_58 = e2 &  ~ (all_0_56_56 = e0)
% 64.95/29.88  																																											|
% 64.95/29.88  																																												| Applying alpha-rule on (825) yields:
% 64.95/29.88  																																												| (674) all_0_47_47 = e0
% 64.95/29.88  																																												| (624) all_0_58_58 = e2
% 64.95/29.88  																																												| (828)  ~ (all_0_56_56 = e0)
% 64.95/29.88  																																												|
% 64.95/29.88  																																												| Equations (674) can reduce 678 to:
% 64.95/29.88  																																												| (266) $false
% 64.95/29.88  																																												|
% 64.95/29.88  																																												|-The branch is then unsatisfiable
% 64.95/29.88  																																									|-Branch two:
% 64.95/29.88  																																									| (1283)  ~ (all_0_48_48 = e0)
% 64.95/29.88  																																									| (875) all_0_57_57 = e0
% 64.95/29.88  																																									|
% 64.95/29.88  																																										| Combining equations (647,875) yields a new equation:
% 64.95/29.88  																																										| (546) e1 = e0
% 64.95/29.88  																																										|
% 64.95/29.88  																																										| Simplifying 546 yields:
% 64.95/29.88  																																										| (431) e1 = e0
% 64.95/29.88  																																										|
% 64.95/29.88  																																										| Equations (431) can reduce 233 to:
% 64.95/29.88  																																										| (266) $false
% 64.95/29.88  																																										|
% 64.95/29.88  																																										|-The branch is then unsatisfiable
% 64.95/29.88  																																								|-Branch two:
% 64.95/29.88  																																								| (1670)  ~ (all_0_57_57 = e1)
% 64.95/29.88  																																								| (918) all_0_58_58 = e1
% 64.95/29.88  																																								|
% 64.95/29.88  																																									| Equations (918) can reduce 880 to:
% 64.95/29.88  																																									| (266) $false
% 64.95/29.88  																																									|
% 64.95/29.88  																																									|-The branch is then unsatisfiable
% 64.95/29.88  																																	|-Branch two:
% 64.95/29.88  																																	| (357)  ~ (all_0_41_41 = e0)
% 64.95/29.88  																																	| (895) all_0_46_46 = e0 | all_0_55_55 = e0
% 64.95/29.88  																																	|
% 64.95/29.88  																																		+-Applying beta-rule and splitting (165), into two cases.
% 64.95/29.88  																																		|-Branch one:
% 64.95/29.88  																																		| (794) all_0_41_41 = e0
% 64.95/29.88  																																		|
% 64.95/29.88  																																			| Equations (794) can reduce 357 to:
% 64.95/29.88  																																			| (266) $false
% 64.95/29.88  																																			|
% 64.95/29.88  																																			|-The branch is then unsatisfiable
% 64.95/29.88  																																		|-Branch two:
% 64.95/29.88  																																		| (357)  ~ (all_0_41_41 = e0)
% 64.95/29.88  																																		| (6761) all_0_42_42 = e0 | all_0_43_43 = e0 | all_0_44_44 = e0
% 64.95/29.88  																																		|
% 64.95/29.88  																																			+-Applying beta-rule and splitting (6761), into two cases.
% 64.95/29.88  																																			|-Branch one:
% 64.95/29.88  																																			| (559) all_0_42_42 = e0
% 64.95/29.88  																																			|
% 64.95/29.88  																																				| Combining equations (559,516) yields a new equation:
% 64.95/29.88  																																				| (676) e3 = e0
% 64.95/29.88  																																				|
% 64.95/29.88  																																				| Equations (676) can reduce 80 to:
% 64.95/29.88  																																				| (266) $false
% 64.95/29.88  																																				|
% 64.95/29.88  																																				|-The branch is then unsatisfiable
% 64.95/29.88  																																			|-Branch two:
% 64.95/29.88  																																			| (358)  ~ (all_0_42_42 = e0)
% 64.95/29.88  																																			| (6766) all_0_43_43 = e0 | all_0_44_44 = e0
% 64.95/29.88  																																			|
% 64.95/29.88  																																				| Equations (516) can reduce 358 to:
% 64.95/29.88  																																				| (80)  ~ (e3 = e0)
% 64.95/29.88  																																				|
% 64.95/29.88  																																				+-Applying beta-rule and splitting (895), into two cases.
% 64.95/29.88  																																				|-Branch one:
% 64.95/29.88  																																				| (538) all_0_46_46 = e0
% 64.95/29.88  																																				|
% 64.95/29.88  																																					| Combining equations (538,545) yields a new equation:
% 64.95/29.88  																																					| (431) e1 = e0
% 64.95/29.88  																																					|
% 64.95/29.88  																																					| Equations (431) can reduce 233 to:
% 64.95/29.88  																																					| (266) $false
% 64.95/29.88  																																					|
% 64.95/29.88  																																					|-The branch is then unsatisfiable
% 64.95/29.88  																																				|-Branch two:
% 64.95/29.88  																																				| (831)  ~ (all_0_46_46 = e0)
% 64.95/29.88  																																				| (858) all_0_55_55 = e0
% 64.95/29.88  																																				|
% 64.95/29.88  																																					| Combining equations (858,2336) yields a new equation:
% 64.95/29.88  																																					| (676) e3 = e0
% 64.95/29.88  																																					|
% 64.95/29.88  																																					| Equations (676) can reduce 80 to:
% 64.95/29.88  																																					| (266) $false
% 64.95/29.88  																																					|
% 64.95/29.88  																																					|-The branch is then unsatisfiable
% 64.95/29.88  																																|-Branch two:
% 64.95/29.88  																																| (549)  ~ (all_0_46_46 = e1)
% 64.95/29.88  																																| (600) all_0_50_50 = e1 | all_0_55_55 = e1
% 64.95/29.88  																																|
% 64.95/29.88  																																	+-Applying beta-rule and splitting (458), into two cases.
% 64.95/29.88  																																	|-Branch one:
% 64.95/29.88  																																	| (459) all_0_42_42 = e1
% 64.95/29.88  																																	|
% 64.95/29.88  																																		| Combining equations (459,516) yields a new equation:
% 64.95/29.88  																																		| (455) e3 = e1
% 64.95/29.88  																																		|
% 64.95/29.88  																																		| Equations (455) can reduce 213 to:
% 64.95/29.88  																																		| (266) $false
% 64.95/29.88  																																		|
% 64.95/29.88  																																		|-The branch is then unsatisfiable
% 64.95/29.88  																																	|-Branch two:
% 64.95/29.88  																																	| (1380)  ~ (all_0_42_42 = e1)
% 64.95/29.88  																																	| (1381) all_0_43_43 = e1 | all_0_44_44 = e1
% 64.95/29.88  																																	|
% 64.95/29.88  																																		| Equations (516) can reduce 1380 to:
% 64.95/29.88  																																		| (213)  ~ (e3 = e1)
% 64.95/29.88  																																		|
% 64.95/29.88  																																		+-Applying beta-rule and splitting (600), into two cases.
% 64.95/29.88  																																		|-Branch one:
% 64.95/29.88  																																		| (601) all_0_50_50 = e1
% 64.95/29.88  																																		|
% 64.95/29.88  																																			| Combining equations (775,601) yields a new equation:
% 64.95/29.88  																																			| (636) e4 = e1
% 64.95/29.88  																																			|
% 64.95/29.88  																																			| Simplifying 636 yields:
% 64.95/29.88  																																			| (630) e4 = e1
% 64.95/29.88  																																			|
% 64.95/29.88  																																			| Equations (630) can reduce 110 to:
% 64.95/29.88  																																			| (266) $false
% 64.95/29.88  																																			|
% 64.95/29.88  																																			|-The branch is then unsatisfiable
% 64.95/29.88  																																		|-Branch two:
% 64.95/29.88  																																		| (759)  ~ (all_0_50_50 = e1)
% 64.95/29.88  																																		| (629) all_0_55_55 = e1
% 64.95/29.88  																																		|
% 64.95/29.88  																																			| Combining equations (629,2336) yields a new equation:
% 64.95/29.88  																																			| (455) e3 = e1
% 64.95/29.88  																																			|
% 64.95/29.88  																																			| Equations (455) can reduce 213 to:
% 64.95/29.88  																																			| (266) $false
% 64.95/29.88  																																			|
% 64.95/29.88  																																			|-The branch is then unsatisfiable
% 64.95/29.88  																												|-Branch two:
% 64.95/29.88  																												| (464)  ~ (all_0_51_51 = e1)
% 64.95/29.88  																												| (1202) all_0_52_52 = e1 | all_0_53_53 = e1
% 64.95/29.88  																												|
% 64.95/29.88  																													+-Applying beta-rule and splitting (1202), into two cases.
% 64.95/29.88  																													|-Branch one:
% 64.95/29.88  																													| (642) all_0_52_52 = e1
% 64.95/29.88  																													|
% 64.95/29.88  																														| Combining equations (352,642) yields a new equation:
% 64.95/29.88  																														| (616) e2 = e1
% 64.95/29.88  																														|
% 64.95/29.88  																														| Simplifying 616 yields:
% 64.95/29.88  																														| (617) e2 = e1
% 64.95/29.88  																														|
% 64.95/29.88  																														| Equations (617) can reduce 122 to:
% 64.95/29.88  																														| (266) $false
% 64.95/29.89  																														|
% 64.95/29.89  																														|-The branch is then unsatisfiable
% 64.95/29.89  																													|-Branch two:
% 64.95/29.89  																													| (646)  ~ (all_0_52_52 = e1)
% 64.95/29.89  																													| (1208) all_0_53_53 = e1
% 64.95/29.89  																													|
% 64.95/29.89  																														| Combining equations (665,1208) yields a new equation:
% 64.95/29.89  																														| (454) e3 = e1
% 64.95/29.89  																														|
% 64.95/29.89  																														| Simplifying 454 yields:
% 64.95/29.89  																														| (455) e3 = e1
% 64.95/29.89  																														|
% 64.95/29.89  																														| Equations (455) can reduce 213 to:
% 64.95/29.89  																														| (266) $false
% 64.95/29.89  																														|
% 64.95/29.89  																														|-The branch is then unsatisfiable
% 64.95/29.89  																											|-Branch two:
% 64.95/29.89  																											| (566)  ~ (all_0_50_50 = e4)
% 64.95/29.89  																											| (1444) all_0_50_50 = e3 | all_0_50_50 = e1
% 64.95/29.89  																											|
% 64.95/29.89  																												+-Applying beta-rule and splitting (1444), into two cases.
% 64.95/29.89  																												|-Branch one:
% 64.95/29.89  																												| (601) all_0_50_50 = e1
% 64.95/29.89  																												|
% 64.95/29.89  																													| Equations (601) can reduce 759 to:
% 64.95/29.89  																													| (266) $false
% 64.95/29.89  																													|
% 64.95/29.89  																													|-The branch is then unsatisfiable
% 64.95/29.89  																												|-Branch two:
% 64.95/29.89  																												| (759)  ~ (all_0_50_50 = e1)
% 64.95/29.89  																												| (415) all_0_50_50 = e3
% 64.95/29.89  																												|
% 64.95/29.89  																													| Equations (415) can reduce 411 to:
% 64.95/29.89  																													| (266) $false
% 64.95/29.89  																													|
% 64.95/29.89  																													|-The branch is then unsatisfiable
% 64.95/29.89  																								|-Branch two:
% 64.95/29.89  																								| (405)  ~ (all_0_42_42 = e3)
% 64.95/29.89  																								| (532) all_0_44_44 = e3
% 64.95/29.89  																								|
% 64.95/29.89  																									| Equations (532) can reduce 407 to:
% 64.95/29.89  																									| (266) $false
% 64.95/29.89  																									|
% 64.95/29.89  																									|-The branch is then unsatisfiable
% 64.95/29.89  																|-Branch two:
% 64.95/29.89  																| (399)  ~ (all_0_43_43 = e4)
% 64.95/29.89  																| (400) all_0_48_48 = e4 | all_0_52_52 = e4 | all_0_57_57 = e4
% 64.95/29.89  																|
% 64.95/29.89  																	+-Applying beta-rule and splitting (400), into two cases.
% 64.95/29.89  																	|-Branch one:
% 64.95/29.89  																	| (943) all_0_48_48 = e4
% 64.95/29.89  																	|
% 64.95/29.89  																		| Equations (943) can reduce 17 to:
% 64.95/29.89  																		| (399)  ~ (all_0_43_43 = e4)
% 64.95/29.89  																		|
% 64.95/29.89  																		| Equations (943) can reduce 30 to:
% 64.95/29.89  																		| (250)  ~ (all_0_46_46 = e4)
% 64.95/29.89  																		|
% 64.95/29.89  																		| Equations (943) can reduce 114 to:
% 64.95/29.89  																		| (252)  ~ (all_0_47_47 = e4)
% 64.95/29.89  																		|
% 64.95/29.89  																		| Equations (943) can reduce 185 to:
% 64.95/29.89  																		| (255)  ~ (all_0_49_49 = e4)
% 64.95/29.89  																		|
% 64.95/29.89  																		| Simplifying 255 yields:
% 64.95/29.89  																		| (256)  ~ (all_0_49_49 = e4)
% 64.95/29.89  																		|
% 64.95/29.89  																		| Equations (943) can reduce 239 to:
% 64.95/29.89  																		| (838)  ~ (all_0_57_57 = e4)
% 64.95/29.89  																		|
% 64.95/29.89  																		| Simplifying 838 yields:
% 64.95/29.89  																		| (839)  ~ (all_0_57_57 = e4)
% 64.95/29.89  																		|
% 64.95/29.89  																		| Equations (943) can reduce 215 to:
% 64.95/29.89  																		| (188)  ~ (e4 = e3)
% 64.95/29.89  																		|
% 64.95/29.89  																		| Equations (943) can reduce 810 to:
% 64.95/29.89  																		| (48)  ~ (e4 = e2)
% 64.95/29.89  																		|
% 64.95/29.89  																		| From (943) and (169) follows:
% 64.95/29.89  																		| (90638) op(e4, e2) = all_0_18_18
% 64.95/29.89  																		|
% 64.95/29.89  																		| From (943) and (21) follows:
% 64.95/29.89  																		| (90639) op(e4, e1) = all_0_19_19
% 64.95/29.89  																		|
% 64.95/29.89  																		| From (943) and (192) follows:
% 64.97/29.90  																		| (63092) op(e2, e1) = e4
% 64.97/29.90  																		|
% 64.97/29.90  																		| Instantiating formula (29) with e4, e2, all_0_18_18, all_0_39_39 and discharging atoms op(e4, e2) = all_0_18_18, op(e4, e2) = all_0_39_39, yields:
% 64.97/29.90  																		| (90641) all_0_18_18 = all_0_39_39
% 64.97/29.90  																		|
% 64.97/29.90  																		| Instantiating formula (29) with e4, e1, all_0_19_19, e3 and discharging atoms op(e4, e1) = all_0_19_19, op(e4, e1) = e3, yields:
% 64.97/29.90  																		| (90642) all_0_19_19 = e3
% 64.97/29.90  																		|
% 64.97/29.90  																		| From (90641) and (90638) follows:
% 64.97/29.91  																		| (14) op(e4, e2) = all_0_39_39
% 64.97/29.91  																		|
% 64.97/29.91  																		| From (90642) and (90639) follows:
% 64.97/29.91  																		| (36) op(e4, e1) = e3
% 64.97/29.91  																		|
% 64.97/29.91  																		+-Applying beta-rule and splitting (195), into two cases.
% 64.97/29.91  																		|-Branch one:
% 64.97/29.91  																		| (396) all_0_43_43 = e4
% 64.97/29.91  																		|
% 64.97/29.91  																			| Equations (396) can reduce 399 to:
% 64.97/29.91  																			| (266) $false
% 64.97/29.91  																			|
% 64.97/29.91  																			|-The branch is then unsatisfiable
% 64.97/29.91  																		|-Branch two:
% 64.97/29.91  																		| (399)  ~ (all_0_43_43 = e4)
% 64.97/29.91  																		| (6374) all_0_43_43 = e1 | all_0_43_43 = e0
% 64.97/29.91  																		|
% 64.97/29.91  																			+-Applying beta-rule and splitting (4), into two cases.
% 64.97/29.91  																			|-Branch one:
% 64.97/29.91  																			| (356) all_0_43_43 = e0
% 64.97/29.91  																			|
% 64.97/29.91  																				| Equations (356) can reduce 31 to:
% 64.97/29.91  																				| (357)  ~ (all_0_41_41 = e0)
% 64.97/29.91  																				|
% 64.97/29.91  																				| Equations (356) can reduce 240 to:
% 64.97/29.91  																				| (358)  ~ (all_0_42_42 = e0)
% 64.97/29.91  																				|
% 64.97/29.91  																				| Equations (356) can reduce 159 to:
% 64.97/29.91  																				| (359)  ~ (all_0_44_44 = e0)
% 64.97/29.91  																				|
% 64.97/29.91  																				| Simplifying 359 yields:
% 64.97/29.91  																				| (360)  ~ (all_0_44_44 = e0)
% 64.97/29.91  																				|
% 64.97/29.91  																				| Equations (356) can reduce 99 to:
% 64.97/29.91  																				| (541)  ~ (e3 = e0)
% 64.97/29.91  																				|
% 64.97/29.91  																				| Simplifying 541 yields:
% 64.97/29.91  																				| (80)  ~ (e3 = e0)
% 64.97/29.91  																				|
% 64.97/29.91  																				| Equations (356) can reduce 96 to:
% 64.97/29.91  																				| (365)  ~ (e2 = e0)
% 64.97/29.91  																				|
% 64.97/29.91  																				| Simplifying 365 yields:
% 64.97/29.91  																				| (128)  ~ (e2 = e0)
% 64.97/29.91  																				|
% 64.97/29.91  																				| From (356) and (88) follows:
% 64.97/29.91  																				| (367) op(e0, e3) = all_0_9_9
% 64.97/29.91  																				|
% 64.97/29.91  																				| From (356) and (98) follows:
% 64.97/29.91  																				| (368) op(e0, e1) = all_0_10_10
% 64.97/29.91  																				|
% 64.97/29.91  																				+-Applying beta-rule and splitting (130), into two cases.
% 64.97/29.91  																				|-Branch one:
% 64.97/29.91  																				| (430) all_0_43_43 = e1
% 64.97/29.91  																				|
% 64.97/29.91  																					| Combining equations (356,430) yields a new equation:
% 64.97/29.91  																					| (431) e1 = e0
% 64.97/29.91  																					|
% 64.97/29.91  																					| Equations (431) can reduce 233 to:
% 64.97/29.91  																					| (266) $false
% 64.97/29.91  																					|
% 64.97/29.91  																					|-The branch is then unsatisfiable
% 64.97/29.91  																				|-Branch two:
% 64.97/29.91  																				| (433)  ~ (all_0_43_43 = e1)
% 64.97/29.91  																				| (434) all_0_48_48 = e1 | all_0_52_52 = e1 | all_0_57_57 = e1
% 64.97/29.91  																				|
% 64.97/29.91  																					+-Applying beta-rule and splitting (434), into two cases.
% 64.97/29.91  																					|-Branch one:
% 64.97/29.91  																					| (615) all_0_48_48 = e1
% 64.97/29.91  																					|
% 64.97/29.91  																						| Combining equations (943,615) yields a new equation:
% 64.97/29.91  																						| (636) e4 = e1
% 64.97/29.91  																						|
% 64.97/29.91  																						| Simplifying 636 yields:
% 64.97/29.91  																						| (630) e4 = e1
% 64.97/29.91  																						|
% 64.97/29.91  																						| Equations (630) can reduce 110 to:
% 64.97/29.91  																						| (266) $false
% 64.97/29.91  																						|
% 64.97/29.91  																						|-The branch is then unsatisfiable
% 64.97/29.91  																					|-Branch two:
% 64.97/29.91  																					| (619)  ~ (all_0_48_48 = e1)
% 64.97/29.91  																					| (620) all_0_52_52 = e1 | all_0_57_57 = e1
% 64.97/29.91  																					|
% 64.97/29.91  																						+-Applying beta-rule and splitting (620), into two cases.
% 64.97/29.91  																						|-Branch one:
% 64.97/29.91  																						| (642) all_0_52_52 = e1
% 64.97/29.91  																						|
% 64.97/29.91  																							| Combining equations (352,642) yields a new equation:
% 64.97/29.91  																							| (616) e2 = e1
% 64.97/29.91  																							|
% 64.97/29.91  																							| Simplifying 616 yields:
% 64.97/29.91  																							| (617) e2 = e1
% 64.97/29.91  																							|
% 64.97/29.91  																							| Equations (617) can reduce 122 to:
% 64.97/29.91  																							| (266) $false
% 64.97/29.91  																							|
% 64.97/29.91  																							|-The branch is then unsatisfiable
% 64.97/29.91  																						|-Branch two:
% 64.97/29.91  																						| (646)  ~ (all_0_52_52 = e1)
% 64.97/29.91  																						| (647) all_0_57_57 = e1
% 64.97/29.91  																						|
% 64.97/29.91  																							| Equations (647) can reduce 81 to:
% 64.97/29.91  																							| (632)  ~ (all_0_55_55 = e1)
% 64.97/29.91  																							|
% 64.97/29.91  																							| Equations (647) can reduce 148 to:
% 64.97/29.91  																							| (879)  ~ (all_0_58_58 = e1)
% 64.97/29.91  																							|
% 64.97/29.91  																							| Simplifying 879 yields:
% 64.97/29.91  																							| (880)  ~ (all_0_58_58 = e1)
% 64.97/29.91  																							|
% 64.97/29.91  																							| Equations (647) can reduce 67 to:
% 64.97/29.91  																							| (467)  ~ (e3 = e1)
% 64.97/29.91  																							|
% 64.97/29.91  																							| Simplifying 467 yields:
% 64.97/29.91  																							| (213)  ~ (e3 = e1)
% 64.97/29.91  																							|
% 64.97/29.91  																							| Equations (647) can reduce 344 to:
% 64.97/29.91  																							| (604)  ~ (e2 = e1)
% 64.97/29.91  																							|
% 64.97/29.91  																							| Simplifying 604 yields:
% 64.97/29.91  																							| (122)  ~ (e2 = e1)
% 64.97/29.91  																							|
% 64.97/29.91  																							| From (647) and (45) follows:
% 64.97/29.91  																							| (653) op(e1, e1) = all_0_36_36
% 64.97/29.91  																							|
% 64.97/29.91  																							| From (647) and (146) follows:
% 64.97/29.91  																							| (3580) op(e1, e0) = all_0_35_35
% 64.97/29.91  																							|
% 64.97/29.91  																							| From (647) and (83) follows:
% 64.97/29.91  																							| (15180) op(e0, e1) = e1
% 64.97/29.91  																							|
% 64.97/29.91  																							| Instantiating formula (29) with e1, e1, all_0_36_36, e2 and discharging atoms op(e1, e1) = all_0_36_36, op(e1, e1) = e2, yields:
% 64.97/29.92  																							| (90687) all_0_36_36 = e2
% 64.97/29.92  																							|
% 64.97/29.92  																							| Instantiating formula (29) with e1, e0, all_0_35_35, all_0_53_53 and discharging atoms op(e1, e0) = all_0_35_35, op(e1, e0) = all_0_53_53, yields:
% 64.97/29.92  																							| (3585) all_0_35_35 = all_0_53_53
% 64.97/29.92  																							|
% 64.97/29.92  																							| Instantiating formula (29) with e0, e3, all_0_9_9, all_0_55_55 and discharging atoms op(e0, e3) = all_0_9_9, op(e0, e3) = all_0_55_55, yields:
% 64.97/29.92  																							| (370) all_0_9_9 = all_0_55_55
% 64.97/29.92  																							|
% 64.97/29.92  																							| Instantiating formula (29) with e0, e1, e1, all_0_10_10 and discharging atoms op(e0, e1) = all_0_10_10, op(e0, e1) = e1, yields:
% 64.97/29.92  																							| (90690) all_0_10_10 = e1
% 64.97/29.92  																							|
% 64.97/29.92  																							| From (90687) and (653) follows:
% 64.97/29.92  																							| (10182) op(e1, e1) = e2
% 64.97/29.92  																							|
% 64.97/29.92  																							| From (3585) and (3580) follows:
% 64.97/29.92  																							| (84) op(e1, e0) = all_0_53_53
% 64.97/29.92  																							|
% 64.97/29.92  																							| From (370) and (367) follows:
% 64.97/29.92  																							| (74) op(e0, e3) = all_0_55_55
% 64.97/29.92  																							|
% 64.97/29.92  																							+-Applying beta-rule and splitting (144), into two cases.
% 64.97/29.92  																							|-Branch one:
% 64.97/29.92  																							| (403) all_0_41_41 = e3
% 64.97/29.92  																							|
% 64.97/29.92  																								| Equations (403) can reduce 214 to:
% 64.97/29.92  																								| (404)  ~ (all_0_42_42 = e3)
% 64.97/29.92  																								|
% 64.97/29.92  																								| Simplifying 404 yields:
% 64.97/29.92  																								| (405)  ~ (all_0_42_42 = e3)
% 64.97/29.92  																								|
% 64.97/29.92  																								| Equations (403) can reduce 149 to:
% 64.97/29.92  																								| (406)  ~ (all_0_44_44 = e3)
% 64.97/29.92  																								|
% 64.97/29.92  																								| Simplifying 406 yields:
% 64.97/29.92  																								| (407)  ~ (all_0_44_44 = e3)
% 64.97/29.92  																								|
% 64.97/29.92  																								| Equations (403) can reduce 43 to:
% 64.97/29.92  																								| (408)  ~ (all_0_46_46 = e3)
% 64.97/29.92  																								|
% 64.97/29.92  																								| Simplifying 408 yields:
% 64.97/29.92  																								| (409)  ~ (all_0_46_46 = e3)
% 64.97/29.92  																								|
% 64.97/29.92  																								| Equations (403) can reduce 191 to:
% 64.97/29.92  																								| (269)  ~ (all_0_55_55 = e3)
% 64.97/29.92  																								|
% 64.97/29.92  																								| Simplifying 269 yields:
% 64.97/29.92  																								| (270)  ~ (all_0_55_55 = e3)
% 64.97/29.92  																								|
% 64.97/29.92  																								+-Applying beta-rule and splitting (174), into two cases.
% 64.97/29.92  																								|-Branch one:
% 64.97/29.92  																								| (386) all_0_55_55 = e2
% 64.97/29.92  																								|
% 64.97/29.92  																									| Equations (386) can reduce 304 to:
% 64.97/29.92  																									| (266) $false
% 64.97/29.92  																									|
% 64.97/29.92  																									|-The branch is then unsatisfiable
% 64.97/29.92  																								|-Branch two:
% 64.97/29.92  																								| (304)  ~ (all_0_55_55 = e2)
% 64.97/29.92  																								| (2051) all_0_55_55 = e4 | all_0_55_55 = e3 | all_0_55_55 = e1 | all_0_55_55 = e0
% 64.97/29.92  																								|
% 64.97/29.92  																									+-Applying beta-rule and splitting (62), into two cases.
% 64.97/29.92  																									|-Branch one:
% 64.97/29.92  																									| (321) all_0_38_38 = e4
% 64.97/29.92  																									|
% 64.97/29.92  																										| Combining equations (292,321) yields a new equation:
% 64.97/29.92  																										| (323) e4 = e2
% 64.97/29.92  																										|
% 64.97/29.92  																										| Equations (323) can reduce 48 to:
% 64.97/29.92  																										| (266) $false
% 64.97/29.92  																										|
% 64.97/29.92  																										|-The branch is then unsatisfiable
% 64.97/29.92  																									|-Branch two:
% 64.97/29.92  																									| (325)  ~ (all_0_38_38 = e4)
% 64.97/29.92  																									| (582) all_0_41_41 = e4 | all_0_46_46 = e4 | all_0_50_50 = e4 | all_0_55_55 = e4
% 64.97/29.92  																									|
% 64.97/29.92  																										+-Applying beta-rule and splitting (582), into two cases.
% 64.97/29.92  																										|-Branch one:
% 64.97/29.92  																										| (437) all_0_41_41 = e4
% 64.97/29.92  																										|
% 64.97/29.92  																											| Combining equations (403,437) yields a new equation:
% 64.97/29.92  																											| (425) e4 = e3
% 64.97/29.92  																											|
% 64.97/29.92  																											| Equations (425) can reduce 188 to:
% 64.97/29.92  																											| (266) $false
% 64.97/29.92  																											|
% 64.97/29.92  																											|-The branch is then unsatisfiable
% 64.97/29.92  																										|-Branch two:
% 64.97/29.92  																										| (440)  ~ (all_0_41_41 = e4)
% 64.97/29.92  																										| (769) all_0_46_46 = e4 | all_0_50_50 = e4 | all_0_55_55 = e4
% 64.97/29.92  																										|
% 64.97/29.92  																											+-Applying beta-rule and splitting (769), into two cases.
% 64.97/29.92  																											|-Branch one:
% 64.97/29.92  																											| (770) all_0_46_46 = e4
% 64.97/29.92  																											|
% 64.97/29.92  																												| Equations (770) can reduce 250 to:
% 64.97/29.92  																												| (266) $false
% 64.97/29.92  																												|
% 64.97/29.92  																												|-The branch is then unsatisfiable
% 64.97/29.92  																											|-Branch two:
% 64.97/29.92  																											| (250)  ~ (all_0_46_46 = e4)
% 64.97/29.92  																											| (774) all_0_50_50 = e4 | all_0_55_55 = e4
% 64.97/29.92  																											|
% 64.97/29.92  																												+-Applying beta-rule and splitting (2051), into two cases.
% 64.97/29.92  																												|-Branch one:
% 64.97/29.92  																												| (587) all_0_55_55 = e4
% 64.97/29.92  																												|
% 64.97/29.92  																													| Equations (587) can reduce 763 to:
% 64.97/29.92  																													| (266) $false
% 64.97/29.92  																													|
% 64.97/29.92  																													|-The branch is then unsatisfiable
% 64.97/29.92  																												|-Branch two:
% 64.97/29.92  																												| (763)  ~ (all_0_55_55 = e4)
% 64.97/29.92  																												| (2055) all_0_55_55 = e3 | all_0_55_55 = e1 | all_0_55_55 = e0
% 64.97/29.92  																												|
% 64.97/29.92  																													+-Applying beta-rule and splitting (774), into two cases.
% 64.97/29.92  																													|-Branch one:
% 64.97/29.92  																													| (775) all_0_50_50 = e4
% 64.97/29.92  																													|
% 64.97/29.92  																														| Equations (775) can reduce 35 to:
% 64.97/29.92  																														| (250)  ~ (all_0_46_46 = e4)
% 64.97/29.92  																														|
% 64.97/29.92  																														| Equations (775) can reduce 59 to:
% 64.97/29.92  																														| (474)  ~ (all_0_51_51 = e4)
% 64.97/29.92  																														|
% 64.97/29.92  																														| Simplifying 474 yields:
% 64.97/29.92  																														| (475)  ~ (all_0_51_51 = e4)
% 64.97/29.92  																														|
% 64.97/29.92  																														+-Applying beta-rule and splitting (2055), into two cases.
% 64.97/29.92  																														|-Branch one:
% 64.97/29.92  																														| (858) all_0_55_55 = e0
% 64.97/29.92  																														|
% 64.97/29.92  																															| Equations (858) can reduce 58 to:
% 64.97/29.92  																															| (831)  ~ (all_0_46_46 = e0)
% 64.97/29.92  																															|
% 64.97/29.92  																															| Equations (858) can reduce 153 to:
% 64.97/29.92  																															| (1181)  ~ (all_0_56_56 = e0)
% 64.97/29.92  																															|
% 64.97/29.92  																															| Simplifying 1181 yields:
% 64.97/29.92  																															| (828)  ~ (all_0_56_56 = e0)
% 64.97/29.92  																															|
% 64.97/29.92  																															| Equations (858) can reduce 3 to:
% 64.97/29.92  																															| (490)  ~ (all_0_58_58 = e0)
% 64.97/29.92  																															|
% 64.97/29.92  																															| Simplifying 490 yields:
% 64.97/29.92  																															| (491)  ~ (all_0_58_58 = e0)
% 64.97/29.92  																															|
% 64.97/29.92  																															+-Applying beta-rule and splitting (18), into two cases.
% 64.97/29.92  																															|-Branch one:
% 64.97/29.92  																															| (453) all_0_41_41 = e1
% 64.97/29.92  																															|
% 64.97/29.92  																																| Combining equations (403,453) yields a new equation:
% 64.97/29.92  																																| (454) e3 = e1
% 64.97/29.92  																																|
% 64.97/29.92  																																| Simplifying 454 yields:
% 64.97/29.92  																																| (455) e3 = e1
% 64.97/29.92  																																|
% 64.97/29.92  																																| Equations (455) can reduce 213 to:
% 64.97/29.92  																																| (266) $false
% 64.97/29.92  																																|
% 64.97/29.92  																																|-The branch is then unsatisfiable
% 64.97/29.92  																															|-Branch two:
% 64.97/29.92  																															| (457)  ~ (all_0_41_41 = e1)
% 64.97/29.92  																															| (595) all_0_46_46 = e1 | all_0_50_50 = e1 | all_0_55_55 = e1
% 64.97/29.92  																															|
% 64.97/29.92  																																+-Applying beta-rule and splitting (595), into two cases.
% 64.97/29.92  																																|-Branch one:
% 64.97/29.92  																																| (545) all_0_46_46 = e1
% 64.97/29.92  																																|
% 64.97/29.92  																																	| Equations (545) can reduce 208 to:
% 64.97/29.92  																																	| (1419)  ~ (all_0_49_49 = e1)
% 64.97/29.92  																																	|
% 64.97/29.92  																																	| Simplifying 1419 yields:
% 64.97/29.92  																																	| (1064)  ~ (all_0_49_49 = e1)
% 64.97/29.92  																																	|
% 64.97/29.92  																																	| Equations (545) can reduce 409 to:
% 64.97/29.92  																																	| (467)  ~ (e3 = e1)
% 64.97/29.92  																																	|
% 64.97/29.92  																																	| Simplifying 467 yields:
% 64.97/29.92  																																	| (213)  ~ (e3 = e1)
% 64.97/29.92  																																	|
% 64.97/29.92  																																	| Equations (545) can reduce 831 to:
% 64.97/29.92  																																	| (233)  ~ (e1 = e0)
% 64.97/29.92  																																	|
% 64.97/29.92  																																	+-Applying beta-rule and splitting (131), into two cases.
% 64.97/29.92  																																	|-Branch one:
% 64.97/29.92  																																	| (459) all_0_42_42 = e1
% 64.97/29.92  																																	|
% 64.97/29.92  																																		| Equations (459) can reduce 73 to:
% 64.97/29.92  																																		| (4057)  ~ (all_0_44_44 = e1)
% 64.97/29.92  																																		|
% 64.97/29.92  																																		| Simplifying 4057 yields:
% 64.97/29.92  																																		| (639)  ~ (all_0_44_44 = e1)
% 64.97/29.92  																																		|
% 64.97/29.92  																																		| Equations (459) can reduce 198 to:
% 64.97/29.92  																																		| (461)  ~ (all_0_47_47 = e1)
% 64.97/29.92  																																		|
% 64.97/29.92  																																		| Simplifying 461 yields:
% 64.97/29.92  																																		| (462)  ~ (all_0_47_47 = e1)
% 64.97/29.92  																																		|
% 64.97/29.92  																																		| Equations (459) can reduce 61 to:
% 64.97/29.92  																																		| (463)  ~ (all_0_51_51 = e1)
% 64.97/29.92  																																		|
% 64.97/29.92  																																		| Simplifying 463 yields:
% 64.97/29.92  																																		| (464)  ~ (all_0_51_51 = e1)
% 64.97/29.92  																																		|
% 64.97/29.92  																																		| Equations (459) can reduce 236 to:
% 64.97/29.92  																																		| (465)  ~ (all_0_56_56 = e1)
% 64.97/29.92  																																		|
% 64.97/29.92  																																		| Simplifying 465 yields:
% 64.97/29.92  																																		| (466)  ~ (all_0_56_56 = e1)
% 64.97/29.92  																																		|
% 64.97/29.92  																																		+-Applying beta-rule and splitting (7), into two cases.
% 64.97/29.92  																																		|-Branch one:
% 64.97/29.92  																																		| (504) all_0_51_51 = e2
% 64.97/29.92  																																		|
% 64.97/29.92  																																			| Equations (504) can reduce 1099 to:
% 64.97/29.92  																																			| (266) $false
% 64.97/29.92  																																			|
% 64.97/29.92  																																			|-The branch is then unsatisfiable
% 64.97/29.92  																																		|-Branch two:
% 64.97/29.92  																																		| (1099)  ~ (all_0_51_51 = e2)
% 64.97/29.92  																																		| (1100) all_0_51_51 = e4 | all_0_51_51 = e3 | all_0_51_51 = e1
% 64.97/29.93  																																		|
% 64.97/29.93  																																			+-Applying beta-rule and splitting (112), into two cases.
% 64.97/29.93  																																			|-Branch one:
% 64.97/29.93  																																			| (635) all_0_44_44 = e1
% 64.97/29.93  																																			|
% 64.97/29.93  																																				| Equations (635) can reduce 639 to:
% 64.97/29.93  																																				| (266) $false
% 64.97/29.93  																																				|
% 64.97/29.93  																																				|-The branch is then unsatisfiable
% 64.97/29.93  																																			|-Branch two:
% 64.97/29.93  																																			| (639)  ~ (all_0_44_44 = e1)
% 64.97/29.93  																																			| (640) all_0_49_49 = e1 | all_0_53_53 = e1 | all_0_58_58 = e1
% 64.97/29.93  																																			|
% 64.97/29.93  																																				+-Applying beta-rule and splitting (1100), into two cases.
% 64.97/29.93  																																				|-Branch one:
% 64.97/29.93  																																				| (1101) all_0_51_51 = e4
% 64.97/29.93  																																				|
% 64.97/29.93  																																					| Equations (1101) can reduce 475 to:
% 64.97/29.93  																																					| (266) $false
% 64.97/29.93  																																					|
% 64.97/29.93  																																					|-The branch is then unsatisfiable
% 64.97/29.93  																																				|-Branch two:
% 64.97/29.93  																																				| (475)  ~ (all_0_51_51 = e4)
% 64.97/29.93  																																				| (1104) all_0_51_51 = e3 | all_0_51_51 = e1
% 64.97/29.93  																																				|
% 64.97/29.93  																																					+-Applying beta-rule and splitting (1104), into two cases.
% 64.97/29.93  																																					|-Branch one:
% 64.97/29.93  																																					| (1109) all_0_51_51 = e1
% 64.97/29.93  																																					|
% 64.97/29.93  																																						| Equations (1109) can reduce 464 to:
% 64.97/29.93  																																						| (266) $false
% 64.97/29.93  																																						|
% 64.97/29.93  																																						|-The branch is then unsatisfiable
% 64.97/29.93  																																					|-Branch two:
% 64.97/29.93  																																					| (464)  ~ (all_0_51_51 = e1)
% 64.97/29.93  																																					| (660) all_0_51_51 = e3
% 64.97/29.93  																																					|
% 64.97/29.93  																																						| Equations (660) can reduce 224 to:
% 64.97/29.93  																																						| (1091)  ~ (all_0_47_47 = e3)
% 64.97/29.93  																																						|
% 64.97/29.93  																																						| Equations (660) can reduce 6 to:
% 64.97/29.93  																																						| (1114)  ~ (all_0_53_53 = e3)
% 64.97/29.93  																																						|
% 64.97/29.93  																																						| Simplifying 1114 yields:
% 64.97/29.93  																																						| (903)  ~ (all_0_53_53 = e3)
% 64.97/29.93  																																						|
% 64.97/29.93  																																						+-Applying beta-rule and splitting (189), into two cases.
% 64.97/29.93  																																						|-Branch one:
% 64.97/29.93  																																						| (532) all_0_44_44 = e3
% 64.97/29.93  																																						|
% 64.97/29.93  																																							| Equations (532) can reduce 407 to:
% 64.97/29.93  																																							| (266) $false
% 64.97/29.93  																																							|
% 64.97/29.93  																																							|-The branch is then unsatisfiable
% 64.97/29.93  																																						|-Branch two:
% 64.97/29.93  																																						| (407)  ~ (all_0_44_44 = e3)
% 64.97/29.93  																																						| (537) all_0_49_49 = e3 | all_0_53_53 = e3 | all_0_58_58 = e3
% 64.97/29.93  																																						|
% 64.97/29.93  																																							+-Applying beta-rule and splitting (640), into two cases.
% 64.97/29.93  																																							|-Branch one:
% 64.97/29.93  																																							| (671) all_0_49_49 = e1
% 64.97/29.93  																																							|
% 64.97/29.93  																																								| Equations (671) can reduce 1064 to:
% 64.97/29.93  																																								| (266) $false
% 64.97/29.93  																																								|
% 64.97/29.93  																																								|-The branch is then unsatisfiable
% 64.97/29.93  																																							|-Branch two:
% 64.97/29.93  																																							| (1064)  ~ (all_0_49_49 = e1)
% 64.97/29.93  																																							| (2141) all_0_53_53 = e1 | all_0_58_58 = e1
% 64.97/29.93  																																							|
% 64.97/29.93  																																								+-Applying beta-rule and splitting (537), into two cases.
% 64.97/29.93  																																								|-Branch one:
% 64.97/29.93  																																								| (884) all_0_49_49 = e3
% 64.97/29.93  																																								|
% 64.97/29.93  																																									| Equations (884) can reduce 525 to:
% 64.97/29.93  																																									| (266) $false
% 64.97/29.93  																																									|
% 64.97/29.93  																																									|-The branch is then unsatisfiable
% 64.97/29.93  																																								|-Branch two:
% 64.97/29.93  																																								| (525)  ~ (all_0_49_49 = e3)
% 64.97/29.93  																																								| (887) all_0_53_53 = e3 | all_0_58_58 = e3
% 64.97/29.93  																																								|
% 64.97/29.93  																																									+-Applying beta-rule and splitting (2141), into two cases.
% 64.97/29.93  																																									|-Branch one:
% 64.97/29.93  																																									| (1208) all_0_53_53 = e1
% 64.97/29.93  																																									|
% 64.97/29.93  																																										| Equations (1208) can reduce 162 to:
% 64.97/29.93  																																										| (132)  ~ (all_0_40_40 = e1)
% 64.97/29.93  																																										|
% 64.97/29.93  																																										| Equations (1208) can reduce 220 to:
% 64.97/29.93  																																										| (639)  ~ (all_0_44_44 = e1)
% 64.97/29.93  																																										|
% 64.97/29.93  																																										| Equations (1208) can reduce 903 to:
% 64.97/29.93  																																										| (467)  ~ (e3 = e1)
% 64.97/29.93  																																										|
% 64.97/29.93  																																										| Simplifying 467 yields:
% 64.97/29.93  																																										| (213)  ~ (e3 = e1)
% 64.97/29.93  																																										|
% 64.97/29.93  																																										+-Applying beta-rule and splitting (887), into two cases.
% 64.97/29.93  																																										|-Branch one:
% 64.97/29.93  																																										| (665) all_0_53_53 = e3
% 64.97/29.93  																																										|
% 64.97/29.93  																																											| Combining equations (1208,665) yields a new equation:
% 64.97/29.93  																																											| (455) e3 = e1
% 64.97/29.93  																																											|
% 64.97/29.93  																																											| Equations (455) can reduce 213 to:
% 64.97/29.93  																																											| (266) $false
% 64.97/29.93  																																											|
% 64.97/29.93  																																											|-The branch is then unsatisfiable
% 64.97/29.93  																																										|-Branch two:
% 64.97/29.93  																																										| (903)  ~ (all_0_53_53 = e3)
% 64.97/29.93  																																										| (795) all_0_58_58 = e3
% 64.97/29.93  																																										|
% 64.97/29.93  																																											| Equations (795) can reduce 181 to:
% 64.97/29.93  																																											| (407)  ~ (all_0_44_44 = e3)
% 64.97/29.93  																																											|
% 64.97/29.93  																																											| Equations (795) can reduce 119 to:
% 64.97/29.93  																																											| (525)  ~ (all_0_49_49 = e3)
% 64.97/29.93  																																											|
% 64.97/29.93  																																											| Equations (795) can reduce 44 to:
% 64.97/29.93  																																											| (272)  ~ (all_0_56_56 = e3)
% 64.97/29.93  																																											|
% 64.97/29.93  																																											+-Applying beta-rule and splitting (26), into two cases.
% 64.97/29.93  																																											|-Branch one:
% 64.97/29.93  																																											| (446) all_0_44_44 = e4
% 64.97/29.93  																																											|
% 64.97/29.93  																																												| Equations (446) can reduce 143 to:
% 64.97/29.93  																																												| (447)  ~ (all_0_40_40 = e4)
% 64.97/29.93  																																												|
% 64.97/29.93  																																												+-Applying beta-rule and splitting (133), into two cases.
% 64.97/29.93  																																												|-Branch one:
% 64.97/29.93  																																												| (833) all_0_56_56 = e2
% 64.97/29.93  																																												|
% 64.97/29.93  																																													| Equations (833) can reduce 154 to:
% 64.97/29.93  																																													| (294)  ~ (all_0_39_39 = e2)
% 64.97/29.93  																																													|
% 64.97/29.93  																																													| Equations (833) can reduce 91 to:
% 64.97/29.93  																																													| (338)  ~ (all_0_47_47 = e2)
% 64.97/29.93  																																													|
% 64.97/29.93  																																													| Equations (833) can reduce 477 to:
% 64.97/29.93  																																													| (327)  ~ (e4 = e2)
% 64.97/29.93  																																													|
% 64.97/29.93  																																													| Simplifying 327 yields:
% 64.97/29.93  																																													| (48)  ~ (e4 = e2)
% 64.97/29.93  																																													|
% 64.97/29.93  																																													+-Applying beta-rule and splitting (10171), into two cases.
% 64.97/29.93  																																													|-Branch one:
% 64.97/29.93  																																													| (1105) all_0_47_47 = e2
% 64.97/29.93  																																													|
% 64.97/29.93  																																														| Equations (1105) can reduce 338 to:
% 64.97/29.93  																																														| (266) $false
% 64.97/29.93  																																														|
% 64.97/29.93  																																														|-The branch is then unsatisfiable
% 64.97/29.93  																																													|-Branch two:
% 64.97/29.93  																																													| (338)  ~ (all_0_47_47 = e2)
% 64.97/29.93  																																													| (10761) all_0_48_48 = e2 | all_0_49_49 = e2
% 64.97/29.93  																																													|
% 64.97/29.93  																																														+-Applying beta-rule and splitting (10761), into two cases.
% 64.97/29.93  																																														|-Branch one:
% 64.97/29.93  																																														| (335) all_0_48_48 = e2
% 64.97/29.93  																																														|
% 64.97/29.93  																																															| Combining equations (943,335) yields a new equation:
% 64.97/29.93  																																															| (322) e4 = e2
% 64.97/29.93  																																															|
% 64.97/29.93  																																															| Simplifying 322 yields:
% 64.97/29.93  																																															| (323) e4 = e2
% 64.97/29.93  																																															|
% 64.97/29.93  																																															| Equations (323) can reduce 48 to:
% 64.97/29.93  																																															| (266) $false
% 64.97/29.93  																																															|
% 64.97/29.93  																																															|-The branch is then unsatisfiable
% 64.97/29.93  																																														|-Branch two:
% 64.97/29.93  																																														| (810)  ~ (all_0_48_48 = e2)
% 64.97/29.93  																																														| (583) all_0_49_49 = e2
% 64.97/29.93  																																														|
% 64.97/29.93  																																															| Equations (583) can reduce 200 to:
% 64.97/29.93  																																															| (296)  ~ (all_0_40_40 = e2)
% 64.97/29.93  																																															|
% 64.97/29.93  																																															| Equations (583) can reduce 525 to:
% 64.97/29.93  																																															| (626)  ~ (e3 = e2)
% 64.97/29.93  																																															|
% 64.97/29.93  																																															| Simplifying 626 yields:
% 64.97/29.93  																																															| (212)  ~ (e3 = e2)
% 64.97/29.93  																																															|
% 64.97/29.93  																																															+-Applying beta-rule and splitting (75), into two cases.
% 64.97/29.93  																																															|-Branch one:
% 64.97/29.93  																																															| (485) all_0_40_40 = e0
% 64.97/29.93  																																															|
% 64.97/29.93  																																																| Equations (485) can reduce 176 to:
% 64.97/29.93  																																																| (484)  ~ (all_0_39_39 = e0)
% 64.97/29.93  																																																|
% 64.97/29.93  																																																| Equations (485) can reduce 296 to:
% 64.97/29.93  																																																| (365)  ~ (e2 = e0)
% 64.97/29.93  																																																|
% 64.97/29.93  																																																| Simplifying 365 yields:
% 64.97/29.93  																																																| (128)  ~ (e2 = e0)
% 64.97/29.93  																																																|
% 64.97/29.93  																																																| Equations (485) can reduce 132 to:
% 64.97/29.93  																																																| (435)  ~ (e1 = e0)
% 64.97/29.93  																																																|
% 64.97/29.93  																																																| Simplifying 435 yields:
% 64.97/29.93  																																																| (233)  ~ (e1 = e0)
% 64.97/29.93  																																																|
% 64.97/29.93  																																																+-Applying beta-rule and splitting (104), into two cases.
% 64.97/29.93  																																																|-Branch one:
% 64.97/29.93  																																																| (480) all_0_39_39 = e0
% 64.97/29.93  																																																|
% 64.97/29.93  																																																	| Equations (480) can reduce 484 to:
% 64.97/29.93  																																																	| (266) $false
% 64.97/29.93  																																																	|
% 64.97/29.93  																																																	|-The branch is then unsatisfiable
% 64.97/29.93  																																																|-Branch two:
% 64.97/29.93  																																																| (484)  ~ (all_0_39_39 = e0)
% 64.97/29.93  																																																| (558) all_0_42_42 = e0 | all_0_47_47 = e0 | all_0_56_56 = e0
% 64.97/29.93  																																																|
% 64.97/29.93  																																																	+-Applying beta-rule and splitting (164), into two cases.
% 64.97/29.93  																																																	|-Branch one:
% 64.97/29.93  																																																	| (471) all_0_39_39 = e4
% 64.97/29.93  																																																	|
% 64.97/29.93  																																																		| Equations (471) can reduce 294 to:
% 64.97/29.93  																																																		| (48)  ~ (e4 = e2)
% 64.97/29.93  																																																		|
% 64.97/29.93  																																																		+-Applying beta-rule and splitting (558), into two cases.
% 64.97/29.93  																																																		|-Branch one:
% 64.97/29.93  																																																		| (559) all_0_42_42 = e0
% 64.97/29.93  																																																		|
% 64.97/29.93  																																																			| Combining equations (559,459) yields a new equation:
% 64.97/29.93  																																																			| (431) e1 = e0
% 64.97/29.93  																																																			|
% 64.97/29.93  																																																			| Equations (431) can reduce 233 to:
% 64.97/29.93  																																																			| (266) $false
% 64.97/29.93  																																																			|
% 64.97/29.93  																																																			|-The branch is then unsatisfiable
% 64.97/29.93  																																																		|-Branch two:
% 64.97/29.93  																																																		| (358)  ~ (all_0_42_42 = e0)
% 64.97/29.93  																																																		| (563) all_0_47_47 = e0 | all_0_56_56 = e0
% 64.97/29.93  																																																		|
% 64.97/29.93  																																																			+-Applying beta-rule and splitting (163), into two cases.
% 64.97/29.93  																																																			|-Branch one:
% 64.97/29.93  																																																			| (565) all_0_52_52 = e4
% 64.97/29.93  																																																			|
% 64.97/29.93  																																																				| Combining equations (352,565) yields a new equation:
% 64.97/29.93  																																																				| (323) e4 = e2
% 64.97/29.93  																																																				|
% 64.97/29.93  																																																				| Equations (323) can reduce 48 to:
% 64.97/29.93  																																																				| (266) $false
% 64.97/29.93  																																																				|
% 64.97/29.93  																																																				|-The branch is then unsatisfiable
% 64.97/29.93  																																																			|-Branch two:
% 64.97/29.93  																																																			| (780)  ~ (all_0_52_52 = e4)
% 64.97/29.93  																																																			| (781) (all_0_41_41 = e0 & all_0_58_58 = e3 &  ~ (all_0_44_44 = e3)) | (all_0_41_41 = e0 & all_0_58_58 = e3 &  ~ (all_0_55_55 = e0)) | (all_0_47_47 = e1 & all_0_52_52 = e2 &  ~ (all_0_48_48 = e2)) | (all_0_47_47 = e1 & all_0_52_52 = e2 &  ~ (all_0_51_51 = e1)) | (all_0_47_47 = e0 & all_0_58_58 = e2 &  ~ (all_0_49_49 = e2)) | (all_0_47_47 = e0 & all_0_58_58 = e2 &  ~ (all_0_56_56 = e0))
% 64.97/29.93  																																																			|
% 64.97/29.93  																																																				+-Applying beta-rule and splitting (563), into two cases.
% 64.97/29.93  																																																				|-Branch one:
% 64.97/29.93  																																																				| (674) all_0_47_47 = e0
% 64.97/29.93  																																																				|
% 64.97/29.93  																																																					| Equations (674) can reduce 1091 to:
% 64.97/29.93  																																																					| (541)  ~ (e3 = e0)
% 64.97/29.93  																																																					|
% 64.97/29.93  																																																					| Simplifying 541 yields:
% 64.97/29.93  																																																					| (80)  ~ (e3 = e0)
% 64.97/29.93  																																																					|
% 64.97/29.93  																																																					| Equations (674) can reduce 462 to:
% 64.97/29.93  																																																					| (435)  ~ (e1 = e0)
% 64.97/29.93  																																																					|
% 64.97/29.93  																																																					| Simplifying 435 yields:
% 64.97/29.93  																																																					| (233)  ~ (e1 = e0)
% 64.97/29.93  																																																					|
% 64.97/29.93  																																																					+-Applying beta-rule and splitting (781), into two cases.
% 64.97/29.93  																																																					|-Branch one:
% 64.97/29.93  																																																					| (789) (all_0_41_41 = e0 & all_0_58_58 = e3 &  ~ (all_0_44_44 = e3)) | (all_0_41_41 = e0 & all_0_58_58 = e3 &  ~ (all_0_55_55 = e0)) | (all_0_47_47 = e1 & all_0_52_52 = e2 &  ~ (all_0_48_48 = e2)) | (all_0_47_47 = e1 & all_0_52_52 = e2 &  ~ (all_0_51_51 = e1)) | (all_0_47_47 = e0 & all_0_58_58 = e2 &  ~ (all_0_49_49 = e2))
% 64.97/29.93  																																																					|
% 64.97/29.93  																																																						+-Applying beta-rule and splitting (789), into two cases.
% 64.97/29.93  																																																						|-Branch one:
% 64.97/29.93  																																																						| (790) (all_0_41_41 = e0 & all_0_58_58 = e3 &  ~ (all_0_44_44 = e3)) | (all_0_41_41 = e0 & all_0_58_58 = e3 &  ~ (all_0_55_55 = e0)) | (all_0_47_47 = e1 & all_0_52_52 = e2 &  ~ (all_0_48_48 = e2)) | (all_0_47_47 = e1 & all_0_52_52 = e2 &  ~ (all_0_51_51 = e1))
% 64.97/29.93  																																																						|
% 64.97/29.93  																																																							+-Applying beta-rule and splitting (790), into two cases.
% 64.97/29.93  																																																							|-Branch one:
% 64.97/29.93  																																																							| (791) (all_0_41_41 = e0 & all_0_58_58 = e3 &  ~ (all_0_44_44 = e3)) | (all_0_41_41 = e0 & all_0_58_58 = e3 &  ~ (all_0_55_55 = e0)) | (all_0_47_47 = e1 & all_0_52_52 = e2 &  ~ (all_0_48_48 = e2))
% 64.97/29.93  																																																							|
% 64.97/29.93  																																																								+-Applying beta-rule and splitting (791), into two cases.
% 64.97/29.93  																																																								|-Branch one:
% 64.97/29.93  																																																								| (792) (all_0_41_41 = e0 & all_0_58_58 = e3 &  ~ (all_0_44_44 = e3)) | (all_0_41_41 = e0 & all_0_58_58 = e3 &  ~ (all_0_55_55 = e0))
% 64.97/29.93  																																																								|
% 64.97/29.93  																																																									+-Applying beta-rule and splitting (792), into two cases.
% 64.97/29.93  																																																									|-Branch one:
% 64.97/29.93  																																																									| (793) all_0_41_41 = e0 & all_0_58_58 = e3 &  ~ (all_0_44_44 = e3)
% 64.97/29.93  																																																									|
% 64.97/29.93  																																																										| Applying alpha-rule on (793) yields:
% 64.97/29.93  																																																										| (794) all_0_41_41 = e0
% 64.97/29.93  																																																										| (795) all_0_58_58 = e3
% 64.97/29.93  																																																										| (407)  ~ (all_0_44_44 = e3)
% 64.97/29.93  																																																										|
% 64.97/29.93  																																																										| Combining equations (794,403) yields a new equation:
% 64.97/29.93  																																																										| (676) e3 = e0
% 64.97/29.93  																																																										|
% 64.97/29.93  																																																										| Equations (676) can reduce 80 to:
% 64.97/29.93  																																																										| (266) $false
% 64.97/29.93  																																																										|
% 64.97/29.93  																																																										|-The branch is then unsatisfiable
% 64.97/29.93  																																																									|-Branch two:
% 64.97/29.93  																																																									| (800) all_0_41_41 = e0 & all_0_58_58 = e3 &  ~ (all_0_55_55 = e0)
% 64.97/29.93  																																																									|
% 64.97/29.93  																																																										| Applying alpha-rule on (800) yields:
% 64.97/29.93  																																																										| (794) all_0_41_41 = e0
% 64.97/29.93  																																																										| (795) all_0_58_58 = e3
% 64.97/29.93  																																																										| (803)  ~ (all_0_55_55 = e0)
% 64.97/29.93  																																																										|
% 64.97/29.93  																																																										| Combining equations (794,403) yields a new equation:
% 64.97/29.93  																																																										| (676) e3 = e0
% 64.97/29.93  																																																										|
% 64.97/29.93  																																																										| Equations (676) can reduce 80 to:
% 64.97/29.93  																																																										| (266) $false
% 64.97/29.93  																																																										|
% 64.97/29.93  																																																										|-The branch is then unsatisfiable
% 64.97/29.93  																																																								|-Branch two:
% 64.97/29.93  																																																								| (807) all_0_47_47 = e1 & all_0_52_52 = e2 &  ~ (all_0_48_48 = e2)
% 64.97/29.93  																																																								|
% 64.97/29.93  																																																									| Applying alpha-rule on (807) yields:
% 64.97/29.93  																																																									| (654) all_0_47_47 = e1
% 64.97/29.93  																																																									| (352) all_0_52_52 = e2
% 64.97/29.93  																																																									| (810)  ~ (all_0_48_48 = e2)
% 64.97/29.93  																																																									|
% 64.97/29.93  																																																									| Combining equations (674,654) yields a new equation:
% 64.97/29.93  																																																									| (431) e1 = e0
% 64.97/29.93  																																																									|
% 64.97/29.93  																																																									| Equations (431) can reduce 233 to:
% 64.97/29.93  																																																									| (266) $false
% 64.97/29.93  																																																									|
% 64.97/29.93  																																																									|-The branch is then unsatisfiable
% 64.97/29.93  																																																							|-Branch two:
% 64.97/29.93  																																																							| (813) all_0_47_47 = e1 & all_0_52_52 = e2 &  ~ (all_0_51_51 = e1)
% 64.97/29.93  																																																							|
% 64.97/29.93  																																																								| Applying alpha-rule on (813) yields:
% 64.97/29.93  																																																								| (654) all_0_47_47 = e1
% 64.97/29.93  																																																								| (352) all_0_52_52 = e2
% 64.97/29.93  																																																								| (464)  ~ (all_0_51_51 = e1)
% 64.97/29.93  																																																								|
% 64.97/29.93  																																																								| Combining equations (674,654) yields a new equation:
% 64.97/29.93  																																																								| (431) e1 = e0
% 64.97/29.93  																																																								|
% 64.97/29.93  																																																								| Equations (431) can reduce 233 to:
% 64.97/29.93  																																																								| (266) $false
% 64.97/29.93  																																																								|
% 64.97/29.93  																																																								|-The branch is then unsatisfiable
% 64.97/29.93  																																																						|-Branch two:
% 64.97/29.93  																																																						| (819) all_0_47_47 = e0 & all_0_58_58 = e2 &  ~ (all_0_49_49 = e2)
% 64.97/29.93  																																																						|
% 64.97/29.93  																																																							| Applying alpha-rule on (819) yields:
% 64.97/29.93  																																																							| (674) all_0_47_47 = e0
% 64.97/29.93  																																																							| (624) all_0_58_58 = e2
% 64.97/29.93  																																																							| (340)  ~ (all_0_49_49 = e2)
% 64.97/29.93  																																																							|
% 64.97/29.93  																																																							| Combining equations (795,624) yields a new equation:
% 64.97/29.93  																																																							| (661) e3 = e2
% 64.97/29.93  																																																							|
% 64.97/29.93  																																																							| Simplifying 661 yields:
% 64.97/29.93  																																																							| (662) e3 = e2
% 64.97/29.93  																																																							|
% 64.97/29.93  																																																							| Equations (662) can reduce 212 to:
% 64.97/29.93  																																																							| (266) $false
% 64.97/29.93  																																																							|
% 64.97/29.93  																																																							|-The branch is then unsatisfiable
% 64.97/29.93  																																																					|-Branch two:
% 64.97/29.93  																																																					| (825) all_0_47_47 = e0 & all_0_58_58 = e2 &  ~ (all_0_56_56 = e0)
% 64.97/29.93  																																																					|
% 64.97/29.93  																																																						| Applying alpha-rule on (825) yields:
% 64.97/29.93  																																																						| (674) all_0_47_47 = e0
% 64.97/29.93  																																																						| (624) all_0_58_58 = e2
% 64.97/29.93  																																																						| (828)  ~ (all_0_56_56 = e0)
% 64.97/29.93  																																																						|
% 64.97/29.93  																																																						| Combining equations (795,624) yields a new equation:
% 64.97/29.93  																																																						| (661) e3 = e2
% 64.97/29.93  																																																						|
% 64.97/29.93  																																																						| Simplifying 661 yields:
% 64.97/29.93  																																																						| (662) e3 = e2
% 64.97/29.93  																																																						|
% 64.97/29.93  																																																						| Equations (662) can reduce 212 to:
% 64.97/29.93  																																																						| (266) $false
% 64.97/29.93  																																																						|
% 64.97/29.93  																																																						|-The branch is then unsatisfiable
% 64.97/29.93  																																																				|-Branch two:
% 64.97/29.93  																																																				| (678)  ~ (all_0_47_47 = e0)
% 64.97/29.93  																																																				| (679) all_0_56_56 = e0
% 64.97/29.93  																																																				|
% 64.97/29.93  																																																					| Combining equations (833,679) yields a new equation:
% 64.97/29.93  																																																					| (391) e2 = e0
% 64.97/29.93  																																																					|
% 64.97/29.93  																																																					| Simplifying 391 yields:
% 64.97/29.93  																																																					| (330) e2 = e0
% 64.97/29.93  																																																					|
% 64.97/29.93  																																																					| Equations (330) can reduce 128 to:
% 64.97/29.93  																																																					| (266) $false
% 64.97/29.93  																																																					|
% 64.97/29.93  																																																					|-The branch is then unsatisfiable
% 64.97/29.93  																																																	|-Branch two:
% 64.97/29.93  																																																	| (1377)  ~ (all_0_39_39 = e4)
% 64.97/29.93  																																																	| (2115) all_0_42_42 = e4 | all_0_47_47 = e4 | all_0_51_51 = e4 | all_0_56_56 = e4
% 64.97/29.93  																																																	|
% 64.97/29.93  																																																		+-Applying beta-rule and splitting (320), into two cases.
% 64.97/29.93  																																																		|-Branch one:
% 64.97/29.93  																																																		| (471) all_0_39_39 = e4
% 64.97/29.93  																																																		|
% 64.97/29.93  																																																			| Equations (471) can reduce 1377 to:
% 64.97/29.93  																																																			| (266) $false
% 64.97/29.93  																																																			|
% 64.97/29.93  																																																			|-The branch is then unsatisfiable
% 64.97/29.93  																																																		|-Branch two:
% 64.97/29.93  																																																		| (1377)  ~ (all_0_39_39 = e4)
% 64.97/29.93  																																																		| (480) all_0_39_39 = e0
% 64.97/29.93  																																																		|
% 64.97/29.93  																																																			| Equations (480) can reduce 484 to:
% 64.97/29.93  																																																			| (266) $false
% 64.97/29.93  																																																			|
% 64.97/29.93  																																																			|-The branch is then unsatisfiable
% 64.97/29.93  																																															|-Branch two:
% 64.97/29.93  																																															| (1401)  ~ (all_0_40_40 = e0)
% 64.97/29.93  																																															| (1748) all_0_44_44 = e0 | all_0_49_49 = e0 | all_0_58_58 = e0
% 64.97/29.93  																																															|
% 64.97/29.93  																																																+-Applying beta-rule and splitting (104), into two cases.
% 64.97/29.93  																																																|-Branch one:
% 64.97/29.93  																																																| (480) all_0_39_39 = e0
% 64.97/29.93  																																																|
% 64.97/29.93  																																																	| Equations (480) can reduce 176 to:
% 64.97/29.93  																																																	| (1400)  ~ (all_0_40_40 = e0)
% 64.97/29.93  																																																	|
% 64.97/29.93  																																																	| Simplifying 1400 yields:
% 64.97/29.93  																																																	| (1401)  ~ (all_0_40_40 = e0)
% 64.97/29.93  																																																	|
% 64.97/29.93  																																																	+-Applying beta-rule and splitting (316), into two cases.
% 64.97/29.93  																																																	|-Branch one:
% 64.97/29.93  																																																	| (1378) all_0_40_40 = e4
% 64.97/29.93  																																																	|
% 64.97/29.93  																																																		| Equations (1378) can reduce 447 to:
% 64.97/29.93  																																																		| (266) $false
% 64.97/29.93  																																																		|
% 64.97/29.93  																																																		|-The branch is then unsatisfiable
% 64.97/29.93  																																																	|-Branch two:
% 64.97/29.93  																																																	| (447)  ~ (all_0_40_40 = e4)
% 64.97/29.93  																																																	| (485) all_0_40_40 = e0
% 64.97/29.93  																																																	|
% 64.97/29.93  																																																		| Equations (485) can reduce 1401 to:
% 64.97/29.93  																																																		| (266) $false
% 64.97/29.93  																																																		|
% 64.97/29.93  																																																		|-The branch is then unsatisfiable
% 64.97/29.93  																																																|-Branch two:
% 64.97/29.93  																																																| (484)  ~ (all_0_39_39 = e0)
% 64.97/29.93  																																																| (558) all_0_42_42 = e0 | all_0_47_47 = e0 | all_0_56_56 = e0
% 64.97/29.93  																																																|
% 64.97/29.93  																																																	+-Applying beta-rule and splitting (164), into two cases.
% 64.97/29.93  																																																	|-Branch one:
% 64.97/29.93  																																																	| (471) all_0_39_39 = e4
% 64.97/29.93  																																																	|
% 64.97/29.93  																																																		| Equations (471) can reduce 484 to:
% 64.97/29.93  																																																		| (49)  ~ (e4 = e0)
% 64.97/29.93  																																																		|
% 64.97/29.93  																																																		+-Applying beta-rule and splitting (333), into two cases.
% 64.97/29.93  																																																		|-Branch one:
% 64.97/29.93  																																																		| (480) all_0_39_39 = e0
% 64.97/29.93  																																																		|
% 64.97/29.93  																																																			| Combining equations (471,480) yields a new equation:
% 64.97/29.93  																																																			| (481) e4 = e0
% 64.97/29.93  																																																			|
% 64.97/29.93  																																																			| Simplifying 481 yields:
% 64.97/29.93  																																																			| (397) e4 = e0
% 64.97/29.93  																																																			|
% 64.97/29.93  																																																			| Equations (397) can reduce 49 to:
% 64.97/29.93  																																																			| (266) $false
% 64.97/29.93  																																																			|
% 64.97/29.93  																																																			|-The branch is then unsatisfiable
% 64.97/29.93  																																																		|-Branch two:
% 64.97/29.93  																																																		| (484)  ~ (all_0_39_39 = e0)
% 64.97/29.93  																																																		| (485) all_0_40_40 = e0
% 64.97/29.93  																																																		|
% 64.97/29.93  																																																			| Equations (485) can reduce 1401 to:
% 64.97/29.93  																																																			| (266) $false
% 64.97/29.93  																																																			|
% 64.97/29.93  																																																			|-The branch is then unsatisfiable
% 64.97/29.93  																																																	|-Branch two:
% 64.97/29.93  																																																	| (1377)  ~ (all_0_39_39 = e4)
% 64.97/29.93  																																																	| (2115) all_0_42_42 = e4 | all_0_47_47 = e4 | all_0_51_51 = e4 | all_0_56_56 = e4
% 64.97/29.93  																																																	|
% 64.97/29.93  																																																		+-Applying beta-rule and splitting (320), into two cases.
% 64.97/29.93  																																																		|-Branch one:
% 64.97/29.93  																																																		| (471) all_0_39_39 = e4
% 64.97/29.93  																																																		|
% 64.97/29.93  																																																			| Equations (471) can reduce 1377 to:
% 64.97/29.93  																																																			| (266) $false
% 64.97/29.93  																																																			|
% 64.97/29.93  																																																			|-The branch is then unsatisfiable
% 64.97/29.93  																																																		|-Branch two:
% 64.97/29.93  																																																		| (1377)  ~ (all_0_39_39 = e4)
% 64.97/29.93  																																																		| (480) all_0_39_39 = e0
% 64.97/29.93  																																																		|
% 64.97/29.93  																																																			| Equations (480) can reduce 484 to:
% 64.97/29.93  																																																			| (266) $false
% 64.97/29.93  																																																			|
% 64.97/29.93  																																																			|-The branch is then unsatisfiable
% 64.97/29.93  																																												|-Branch two:
% 64.97/29.93  																																												| (511)  ~ (all_0_56_56 = e2)
% 64.97/29.93  																																												| (836) all_0_56_56 = e4 | all_0_56_56 = e3 | all_0_56_56 = e1 | all_0_56_56 = e0
% 64.97/29.93  																																												|
% 64.97/29.93  																																													+-Applying beta-rule and splitting (836), into two cases.
% 64.97/29.93  																																													|-Branch one:
% 64.97/29.93  																																													| (842) all_0_56_56 = e4
% 64.97/29.93  																																													|
% 64.97/29.93  																																														| Equations (842) can reduce 477 to:
% 64.97/29.93  																																														| (266) $false
% 64.97/29.93  																																														|
% 64.97/29.93  																																														|-The branch is then unsatisfiable
% 64.97/29.93  																																													|-Branch two:
% 64.97/29.93  																																													| (477)  ~ (all_0_56_56 = e4)
% 64.97/29.93  																																													| (845) all_0_56_56 = e3 | all_0_56_56 = e1 | all_0_56_56 = e0
% 64.97/29.93  																																													|
% 64.97/29.93  																																														+-Applying beta-rule and splitting (845), into two cases.
% 64.97/29.93  																																														|-Branch one:
% 64.97/29.93  																																														| (679) all_0_56_56 = e0
% 64.97/29.93  																																														|
% 64.97/29.93  																																															| Equations (679) can reduce 828 to:
% 64.97/29.93  																																															| (266) $false
% 64.97/29.93  																																															|
% 64.97/29.93  																																															|-The branch is then unsatisfiable
% 64.97/29.93  																																														|-Branch two:
% 64.97/29.93  																																														| (828)  ~ (all_0_56_56 = e0)
% 64.97/29.93  																																														| (3172) all_0_56_56 = e3 | all_0_56_56 = e1
% 64.97/29.93  																																														|
% 64.97/29.93  																																															+-Applying beta-rule and splitting (3172), into two cases.
% 64.97/29.93  																																															|-Branch one:
% 64.97/29.93  																																															| (1569) all_0_56_56 = e1
% 64.97/29.93  																																															|
% 64.97/29.93  																																																| Equations (1569) can reduce 466 to:
% 64.97/29.93  																																																| (266) $false
% 64.97/29.93  																																																|
% 64.97/29.93  																																																|-The branch is then unsatisfiable
% 64.97/29.93  																																															|-Branch two:
% 64.97/29.93  																																															| (466)  ~ (all_0_56_56 = e1)
% 64.97/29.93  																																															| (1097) all_0_56_56 = e3
% 64.97/29.93  																																															|
% 64.97/29.93  																																																| Equations (1097) can reduce 272 to:
% 64.97/29.93  																																																| (266) $false
% 64.97/29.93  																																																|
% 64.97/29.93  																																																|-The branch is then unsatisfiable
% 65.00/29.93  																																											|-Branch two:
% 65.00/29.93  																																											| (1390)  ~ (all_0_44_44 = e4)
% 65.00/29.93  																																											| (1391) all_0_44_44 = e3 | all_0_44_44 = e1 | all_0_44_44 = e0
% 65.00/29.93  																																											|
% 65.00/29.93  																																												+-Applying beta-rule and splitting (1391), into two cases.
% 65.00/29.93  																																												|-Branch one:
% 65.00/29.93  																																												| (1414) all_0_44_44 = e0
% 65.00/29.93  																																												|
% 65.00/29.93  																																													| Equations (1414) can reduce 360 to:
% 65.00/29.93  																																													| (266) $false
% 65.00/29.93  																																													|
% 65.00/29.93  																																													|-The branch is then unsatisfiable
% 65.00/29.93  																																												|-Branch two:
% 65.00/29.93  																																												| (360)  ~ (all_0_44_44 = e0)
% 65.00/29.93  																																												| (1417) all_0_44_44 = e3 | all_0_44_44 = e1
% 65.00/29.93  																																												|
% 65.00/29.93  																																													+-Applying beta-rule and splitting (1417), into two cases.
% 65.00/29.93  																																													|-Branch one:
% 65.00/29.93  																																													| (635) all_0_44_44 = e1
% 65.00/29.93  																																													|
% 65.00/29.93  																																														| Equations (635) can reduce 639 to:
% 65.00/29.93  																																														| (266) $false
% 65.00/29.93  																																														|
% 65.00/29.93  																																														|-The branch is then unsatisfiable
% 65.00/29.93  																																													|-Branch two:
% 65.00/29.93  																																													| (639)  ~ (all_0_44_44 = e1)
% 65.00/29.93  																																													| (532) all_0_44_44 = e3
% 65.00/29.93  																																													|
% 65.00/29.93  																																														| Equations (532) can reduce 407 to:
% 65.00/29.93  																																														| (266) $false
% 65.00/29.93  																																														|
% 65.00/29.93  																																														|-The branch is then unsatisfiable
% 65.00/29.93  																																									|-Branch two:
% 65.00/29.93  																																									| (1459)  ~ (all_0_53_53 = e1)
% 65.00/29.94  																																									| (918) all_0_58_58 = e1
% 65.00/29.94  																																									|
% 65.00/29.94  																																										| Equations (918) can reduce 880 to:
% 65.00/29.94  																																										| (266) $false
% 65.00/29.94  																																										|
% 65.00/29.94  																																										|-The branch is then unsatisfiable
% 65.00/29.94  																																	|-Branch two:
% 65.00/29.94  																																	| (1380)  ~ (all_0_42_42 = e1)
% 65.00/29.94  																																	| (3259) all_0_47_47 = e1 | all_0_51_51 = e1 | all_0_56_56 = e1
% 65.00/29.94  																																	|
% 65.00/29.94  																																		+-Applying beta-rule and splitting (103), into two cases.
% 65.00/29.94  																																		|-Branch one:
% 65.00/29.94  																																		| (453) all_0_41_41 = e1
% 65.00/29.94  																																		|
% 65.00/29.94  																																			| Combining equations (403,453) yields a new equation:
% 65.00/29.94  																																			| (454) e3 = e1
% 65.00/29.94  																																			|
% 65.00/29.94  																																			| Simplifying 454 yields:
% 65.00/29.94  																																			| (455) e3 = e1
% 65.00/29.94  																																			|
% 65.00/29.94  																																			| Equations (455) can reduce 213 to:
% 65.00/29.94  																																			| (266) $false
% 65.00/29.94  																																			|
% 65.00/29.94  																																			|-The branch is then unsatisfiable
% 65.00/29.94  																																		|-Branch two:
% 65.00/29.94  																																		| (457)  ~ (all_0_41_41 = e1)
% 65.00/29.94  																																		| (458) all_0_42_42 = e1 | all_0_43_43 = e1 | all_0_44_44 = e1
% 65.00/29.94  																																		|
% 65.00/29.94  																																			+-Applying beta-rule and splitting (152), into two cases.
% 65.00/29.94  																																			|-Branch one:
% 65.00/29.94  																																			| (1392) all_0_42_42 = e4
% 65.00/29.94  																																			|
% 65.00/29.94  																																				| Equations (1392) can reduce 145 to:
% 65.00/29.94  																																				| (1377)  ~ (all_0_39_39 = e4)
% 65.00/29.94  																																				|
% 65.00/29.94  																																				| Equations (1392) can reduce 73 to:
% 65.00/29.94  																																				| (1903)  ~ (all_0_44_44 = e4)
% 65.00/29.94  																																				|
% 65.00/29.94  																																				| Simplifying 1903 yields:
% 65.00/29.94  																																				| (1390)  ~ (all_0_44_44 = e4)
% 65.00/29.94  																																				|
% 65.00/29.94  																																				| Equations (1392) can reduce 198 to:
% 65.00/29.94  																																				| (251)  ~ (all_0_47_47 = e4)
% 65.00/29.94  																																				|
% 65.00/29.94  																																				| Simplifying 251 yields:
% 65.00/29.94  																																				| (252)  ~ (all_0_47_47 = e4)
% 65.00/29.94  																																				|
% 65.00/29.94  																																				| Equations (1392) can reduce 1380 to:
% 65.00/29.94  																																				| (110)  ~ (e4 = e1)
% 65.00/29.94  																																				|
% 65.00/29.94  																																				| Equations (1392) can reduce 358 to:
% 65.00/29.94  																																				| (49)  ~ (e4 = e0)
% 65.00/29.94  																																				|
% 65.00/29.94  																																				+-Applying beta-rule and splitting (26), into two cases.
% 65.00/29.94  																																				|-Branch one:
% 65.00/29.94  																																				| (446) all_0_44_44 = e4
% 65.00/29.94  																																				|
% 65.00/29.94  																																					| Equations (446) can reduce 1390 to:
% 65.00/29.94  																																					| (266) $false
% 65.00/29.94  																																					|
% 65.00/29.94  																																					|-The branch is then unsatisfiable
% 65.00/29.94  																																				|-Branch two:
% 65.00/29.94  																																				| (1390)  ~ (all_0_44_44 = e4)
% 65.01/29.94  																																				| (1391) all_0_44_44 = e3 | all_0_44_44 = e1 | all_0_44_44 = e0
% 65.01/29.94  																																				|
% 65.01/29.94  																																					+-Applying beta-rule and splitting (458), into two cases.
% 65.01/29.94  																																					|-Branch one:
% 65.01/29.94  																																					| (459) all_0_42_42 = e1
% 65.01/29.94  																																					|
% 65.01/29.94  																																						| Combining equations (1392,459) yields a new equation:
% 65.01/29.94  																																						| (636) e4 = e1
% 65.01/29.94  																																						|
% 65.01/29.94  																																						| Simplifying 636 yields:
% 65.01/29.94  																																						| (630) e4 = e1
% 65.01/29.94  																																						|
% 65.01/29.94  																																						| Equations (630) can reduce 110 to:
% 65.01/29.94  																																						| (266) $false
% 65.01/29.94  																																						|
% 65.01/29.94  																																						|-The branch is then unsatisfiable
% 65.01/29.94  																																					|-Branch two:
% 65.01/29.94  																																					| (1380)  ~ (all_0_42_42 = e1)
% 65.01/29.94  																																					| (1381) all_0_43_43 = e1 | all_0_44_44 = e1
% 65.01/29.94  																																					|
% 65.01/29.94  																																						+-Applying beta-rule and splitting (150), into two cases.
% 65.01/29.94  																																						|-Branch one:
% 65.01/29.94  																																						| (1378) all_0_40_40 = e4
% 65.01/29.94  																																						|
% 65.01/29.94  																																							| Equations (1378) can reduce 176 to:
% 65.01/29.94  																																							| (1377)  ~ (all_0_39_39 = e4)
% 65.01/29.94  																																							|
% 65.01/29.94  																																							+-Applying beta-rule and splitting (333), into two cases.
% 65.01/29.94  																																							|-Branch one:
% 65.01/29.94  																																							| (480) all_0_39_39 = e0
% 65.01/29.94  																																							|
% 65.01/29.94  																																								| Equations (480) can reduce 79 to:
% 65.01/29.94  																																								| (1402)  ~ (all_0_47_47 = e0)
% 65.01/29.94  																																								|
% 65.01/29.94  																																								| Simplifying 1402 yields:
% 65.01/29.94  																																								| (678)  ~ (all_0_47_47 = e0)
% 65.01/29.94  																																								|
% 65.01/29.94  																																								| Equations (480) can reduce 1377 to:
% 65.01/29.94  																																								| (401)  ~ (e4 = e0)
% 65.01/29.94  																																								|
% 65.01/29.94  																																								| Simplifying 401 yields:
% 65.01/29.94  																																								| (49)  ~ (e4 = e0)
% 65.01/29.94  																																								|
% 65.01/29.94  																																								| Equations (480) can reduce 246 to:
% 65.01/29.94  																																								| (541)  ~ (e3 = e0)
% 65.01/29.94  																																								|
% 65.01/29.94  																																								| Simplifying 541 yields:
% 65.01/29.94  																																								| (80)  ~ (e3 = e0)
% 65.01/29.94  																																								|
% 65.01/29.94  																																								| Equations (480) can reduce 294 to:
% 65.01/29.94  																																								| (365)  ~ (e2 = e0)
% 65.01/29.94  																																								|
% 65.01/29.94  																																								| Simplifying 365 yields:
% 65.01/29.94  																																								| (128)  ~ (e2 = e0)
% 65.01/29.94  																																								|
% 65.01/29.94  																																								| Equations (480) can reduce 151 to:
% 65.01/29.94  																																								| (435)  ~ (e1 = e0)
% 65.01/29.94  																																								|
% 65.01/29.94  																																								| Simplifying 435 yields:
% 65.01/29.94  																																								| (233)  ~ (e1 = e0)
% 65.01/29.94  																																								|
% 65.01/29.94  																																								+-Applying beta-rule and splitting (75), into two cases.
% 65.01/29.94  																																								|-Branch one:
% 65.01/29.94  																																								| (485) all_0_40_40 = e0
% 65.01/29.94  																																								|
% 65.01/29.94  																																									| Combining equations (1378,485) yields a new equation:
% 65.01/29.94  																																									| (481) e4 = e0
% 65.01/29.94  																																									|
% 65.01/29.94  																																									| Simplifying 481 yields:
% 65.01/29.94  																																									| (397) e4 = e0
% 65.01/29.94  																																									|
% 65.01/29.94  																																									| Equations (397) can reduce 49 to:
% 65.01/29.94  																																									| (266) $false
% 65.01/29.94  																																									|
% 65.01/29.94  																																									|-The branch is then unsatisfiable
% 65.01/29.94  																																								|-Branch two:
% 65.01/29.94  																																								| (1401)  ~ (all_0_40_40 = e0)
% 65.01/29.94  																																								| (1748) all_0_44_44 = e0 | all_0_49_49 = e0 | all_0_58_58 = e0
% 65.01/29.94  																																								|
% 65.01/29.94  																																									+-Applying beta-rule and splitting (184), into two cases.
% 65.01/29.94  																																									|-Branch one:
% 65.01/29.94  																																									| (538) all_0_46_46 = e0
% 65.01/29.94  																																									|
% 65.01/29.94  																																										| Combining equations (538,545) yields a new equation:
% 65.01/29.94  																																										| (431) e1 = e0
% 65.01/29.94  																																										|
% 65.01/29.94  																																										| Equations (431) can reduce 233 to:
% 65.01/29.94  																																										| (266) $false
% 65.01/29.94  																																										|
% 65.01/29.94  																																										|-The branch is then unsatisfiable
% 65.01/29.94  																																									|-Branch two:
% 65.01/29.94  																																									| (831)  ~ (all_0_46_46 = e0)
% 65.01/29.94  																																									| (832) all_0_47_47 = e0 | all_0_48_48 = e0 | all_0_49_49 = e0
% 65.01/29.94  																																									|
% 65.01/29.94  																																										| Equations (545) can reduce 831 to:
% 65.01/29.94  																																										| (233)  ~ (e1 = e0)
% 65.01/29.94  																																										|
% 65.01/29.94  																																										+-Applying beta-rule and splitting (1391), into two cases.
% 65.01/29.94  																																										|-Branch one:
% 65.01/29.94  																																										| (1414) all_0_44_44 = e0
% 65.01/29.94  																																										|
% 65.01/29.94  																																											| Equations (1414) can reduce 360 to:
% 65.01/29.94  																																											| (266) $false
% 65.01/29.94  																																											|
% 65.01/29.94  																																											|-The branch is then unsatisfiable
% 65.01/29.94  																																										|-Branch two:
% 65.01/29.94  																																										| (360)  ~ (all_0_44_44 = e0)
% 65.01/29.94  																																										| (1417) all_0_44_44 = e3 | all_0_44_44 = e1
% 65.01/29.94  																																										|
% 65.01/29.94  																																											+-Applying beta-rule and splitting (105), into two cases.
% 65.01/29.94  																																											|-Branch one:
% 65.01/29.94  																																											| (1105) all_0_47_47 = e2
% 65.01/29.94  																																											|
% 65.01/29.94  																																												| Equations (1105) can reduce 252 to:
% 65.01/29.94  																																												| (327)  ~ (e4 = e2)
% 65.01/29.94  																																												|
% 65.01/29.94  																																												| Simplifying 327 yields:
% 65.01/29.94  																																												| (48)  ~ (e4 = e2)
% 65.01/29.94  																																												|
% 65.01/29.94  																																												| Equations (1105) can reduce 678 to:
% 65.01/29.94  																																												| (128)  ~ (e2 = e0)
% 65.01/29.94  																																												|
% 65.01/29.94  																																												+-Applying beta-rule and splitting (163), into two cases.
% 65.01/29.94  																																												|-Branch one:
% 65.01/29.94  																																												| (565) all_0_52_52 = e4
% 65.01/29.94  																																												|
% 65.01/29.94  																																													| Combining equations (352,565) yields a new equation:
% 65.01/29.94  																																													| (323) e4 = e2
% 65.01/29.94  																																													|
% 65.01/29.94  																																													| Equations (323) can reduce 48 to:
% 65.01/29.94  																																													| (266) $false
% 65.01/29.94  																																													|
% 65.01/29.94  																																													|-The branch is then unsatisfiable
% 65.01/29.94  																																												|-Branch two:
% 65.01/29.94  																																												| (780)  ~ (all_0_52_52 = e4)
% 65.01/29.94  																																												| (781) (all_0_41_41 = e0 & all_0_58_58 = e3 &  ~ (all_0_44_44 = e3)) | (all_0_41_41 = e0 & all_0_58_58 = e3 &  ~ (all_0_55_55 = e0)) | (all_0_47_47 = e1 & all_0_52_52 = e2 &  ~ (all_0_48_48 = e2)) | (all_0_47_47 = e1 & all_0_52_52 = e2 &  ~ (all_0_51_51 = e1)) | (all_0_47_47 = e0 & all_0_58_58 = e2 &  ~ (all_0_49_49 = e2)) | (all_0_47_47 = e0 & all_0_58_58 = e2 &  ~ (all_0_56_56 = e0))
% 65.01/29.94  																																												|
% 65.01/29.94  																																													+-Applying beta-rule and splitting (1381), into two cases.
% 65.01/29.94  																																													|-Branch one:
% 65.01/29.94  																																													| (430) all_0_43_43 = e1
% 65.01/29.94  																																													|
% 65.01/29.94  																																														| Combining equations (356,430) yields a new equation:
% 65.01/29.94  																																														| (431) e1 = e0
% 65.01/29.94  																																														|
% 65.01/29.94  																																														| Equations (431) can reduce 233 to:
% 65.01/29.94  																																														| (266) $false
% 65.01/29.94  																																														|
% 65.01/29.94  																																														|-The branch is then unsatisfiable
% 65.01/29.94  																																													|-Branch two:
% 65.01/29.94  																																													| (433)  ~ (all_0_43_43 = e1)
% 65.01/29.94  																																													| (635) all_0_44_44 = e1
% 65.01/29.94  																																													|
% 65.01/29.94  																																														| Equations (635) can reduce 147 to:
% 65.01/29.94  																																														| (604)  ~ (e2 = e1)
% 65.01/29.94  																																														|
% 65.01/29.94  																																														| Simplifying 604 yields:
% 65.01/29.94  																																														| (122)  ~ (e2 = e1)
% 65.01/29.94  																																														|
% 65.01/29.94  																																														+-Applying beta-rule and splitting (781), into two cases.
% 65.01/29.94  																																														|-Branch one:
% 65.01/29.94  																																														| (789) (all_0_41_41 = e0 & all_0_58_58 = e3 &  ~ (all_0_44_44 = e3)) | (all_0_41_41 = e0 & all_0_58_58 = e3 &  ~ (all_0_55_55 = e0)) | (all_0_47_47 = e1 & all_0_52_52 = e2 &  ~ (all_0_48_48 = e2)) | (all_0_47_47 = e1 & all_0_52_52 = e2 &  ~ (all_0_51_51 = e1)) | (all_0_47_47 = e0 & all_0_58_58 = e2 &  ~ (all_0_49_49 = e2))
% 65.01/29.94  																																														|
% 65.01/29.94  																																															+-Applying beta-rule and splitting (789), into two cases.
% 65.01/29.94  																																															|-Branch one:
% 65.01/29.94  																																															| (790) (all_0_41_41 = e0 & all_0_58_58 = e3 &  ~ (all_0_44_44 = e3)) | (all_0_41_41 = e0 & all_0_58_58 = e3 &  ~ (all_0_55_55 = e0)) | (all_0_47_47 = e1 & all_0_52_52 = e2 &  ~ (all_0_48_48 = e2)) | (all_0_47_47 = e1 & all_0_52_52 = e2 &  ~ (all_0_51_51 = e1))
% 65.01/29.94  																																															|
% 65.01/29.94  																																																+-Applying beta-rule and splitting (790), into two cases.
% 65.01/29.94  																																																|-Branch one:
% 65.01/29.94  																																																| (791) (all_0_41_41 = e0 & all_0_58_58 = e3 &  ~ (all_0_44_44 = e3)) | (all_0_41_41 = e0 & all_0_58_58 = e3 &  ~ (all_0_55_55 = e0)) | (all_0_47_47 = e1 & all_0_52_52 = e2 &  ~ (all_0_48_48 = e2))
% 65.01/29.94  																																																|
% 65.01/29.94  																																																	+-Applying beta-rule and splitting (791), into two cases.
% 65.01/29.94  																																																	|-Branch one:
% 65.01/29.94  																																																	| (792) (all_0_41_41 = e0 & all_0_58_58 = e3 &  ~ (all_0_44_44 = e3)) | (all_0_41_41 = e0 & all_0_58_58 = e3 &  ~ (all_0_55_55 = e0))
% 65.01/29.94  																																																	|
% 65.01/29.94  																																																		+-Applying beta-rule and splitting (792), into two cases.
% 65.01/29.94  																																																		|-Branch one:
% 65.01/29.94  																																																		| (793) all_0_41_41 = e0 & all_0_58_58 = e3 &  ~ (all_0_44_44 = e3)
% 65.01/29.94  																																																		|
% 65.01/29.94  																																																			| Applying alpha-rule on (793) yields:
% 65.01/29.94  																																																			| (794) all_0_41_41 = e0
% 65.01/29.94  																																																			| (795) all_0_58_58 = e3
% 65.01/29.94  																																																			| (407)  ~ (all_0_44_44 = e3)
% 65.01/29.94  																																																			|
% 65.01/29.94  																																																			| Combining equations (794,403) yields a new equation:
% 65.01/29.94  																																																			| (676) e3 = e0
% 65.01/29.94  																																																			|
% 65.01/29.94  																																																			| Equations (676) can reduce 80 to:
% 65.01/29.94  																																																			| (266) $false
% 65.01/29.94  																																																			|
% 65.01/29.94  																																																			|-The branch is then unsatisfiable
% 65.01/29.94  																																																		|-Branch two:
% 65.01/29.94  																																																		| (800) all_0_41_41 = e0 & all_0_58_58 = e3 &  ~ (all_0_55_55 = e0)
% 65.01/29.94  																																																		|
% 65.01/29.94  																																																			| Applying alpha-rule on (800) yields:
% 65.01/29.94  																																																			| (794) all_0_41_41 = e0
% 65.01/29.94  																																																			| (795) all_0_58_58 = e3
% 65.01/29.94  																																																			| (803)  ~ (all_0_55_55 = e0)
% 65.01/29.94  																																																			|
% 65.01/29.94  																																																			| Combining equations (794,403) yields a new equation:
% 65.01/29.94  																																																			| (676) e3 = e0
% 65.01/29.94  																																																			|
% 65.01/29.94  																																																			| Equations (676) can reduce 80 to:
% 65.01/29.94  																																																			| (266) $false
% 65.01/29.94  																																																			|
% 65.01/29.94  																																																			|-The branch is then unsatisfiable
% 65.01/29.94  																																																	|-Branch two:
% 65.01/29.94  																																																	| (807) all_0_47_47 = e1 & all_0_52_52 = e2 &  ~ (all_0_48_48 = e2)
% 65.01/29.94  																																																	|
% 65.01/29.94  																																																		| Applying alpha-rule on (807) yields:
% 65.01/29.94  																																																		| (654) all_0_47_47 = e1
% 65.01/29.94  																																																		| (352) all_0_52_52 = e2
% 65.01/29.94  																																																		| (810)  ~ (all_0_48_48 = e2)
% 65.01/29.94  																																																		|
% 65.01/29.94  																																																		| Combining equations (654,1105) yields a new equation:
% 65.01/29.94  																																																		| (617) e2 = e1
% 65.01/29.94  																																																		|
% 65.01/29.94  																																																		| Equations (617) can reduce 122 to:
% 65.01/29.94  																																																		| (266) $false
% 65.01/29.94  																																																		|
% 65.01/29.94  																																																		|-The branch is then unsatisfiable
% 65.01/29.94  																																																|-Branch two:
% 65.01/29.94  																																																| (813) all_0_47_47 = e1 & all_0_52_52 = e2 &  ~ (all_0_51_51 = e1)
% 65.01/29.94  																																																|
% 65.01/29.94  																																																	| Applying alpha-rule on (813) yields:
% 65.01/29.94  																																																	| (654) all_0_47_47 = e1
% 65.01/29.94  																																																	| (352) all_0_52_52 = e2
% 65.01/29.94  																																																	| (464)  ~ (all_0_51_51 = e1)
% 65.01/29.94  																																																	|
% 65.01/29.94  																																																	| Combining equations (654,1105) yields a new equation:
% 65.01/29.94  																																																	| (617) e2 = e1
% 65.01/29.94  																																																	|
% 65.01/29.94  																																																	| Equations (617) can reduce 122 to:
% 65.01/29.94  																																																	| (266) $false
% 65.01/29.94  																																																	|
% 65.01/29.94  																																																	|-The branch is then unsatisfiable
% 65.01/29.94  																																															|-Branch two:
% 65.01/29.94  																																															| (819) all_0_47_47 = e0 & all_0_58_58 = e2 &  ~ (all_0_49_49 = e2)
% 65.01/29.94  																																															|
% 65.01/29.94  																																																| Applying alpha-rule on (819) yields:
% 65.01/29.94  																																																| (674) all_0_47_47 = e0
% 65.01/29.94  																																																| (624) all_0_58_58 = e2
% 65.01/29.94  																																																| (340)  ~ (all_0_49_49 = e2)
% 65.01/29.94  																																																|
% 65.01/29.94  																																																| Combining equations (674,1105) yields a new equation:
% 65.01/29.94  																																																| (330) e2 = e0
% 65.01/29.94  																																																|
% 65.01/29.94  																																																| Equations (330) can reduce 128 to:
% 65.01/29.94  																																																| (266) $false
% 65.01/29.94  																																																|
% 65.01/29.94  																																																|-The branch is then unsatisfiable
% 65.01/29.94  																																														|-Branch two:
% 65.01/29.94  																																														| (825) all_0_47_47 = e0 & all_0_58_58 = e2 &  ~ (all_0_56_56 = e0)
% 65.01/29.94  																																														|
% 65.01/29.94  																																															| Applying alpha-rule on (825) yields:
% 65.01/29.94  																																															| (674) all_0_47_47 = e0
% 65.01/29.94  																																															| (624) all_0_58_58 = e2
% 65.01/29.94  																																															| (828)  ~ (all_0_56_56 = e0)
% 65.01/29.94  																																															|
% 65.01/29.94  																																															| Combining equations (674,1105) yields a new equation:
% 65.01/29.94  																																															| (330) e2 = e0
% 65.01/29.94  																																															|
% 65.01/29.94  																																															| Equations (330) can reduce 128 to:
% 65.01/29.94  																																															| (266) $false
% 65.01/29.94  																																															|
% 65.01/29.94  																																															|-The branch is then unsatisfiable
% 65.01/29.94  																																											|-Branch two:
% 65.01/29.94  																																											| (338)  ~ (all_0_47_47 = e2)
% 65.01/29.94  																																											| (1789) all_0_47_47 = e4 | all_0_47_47 = e3 | all_0_47_47 = e1 | all_0_47_47 = e0
% 65.01/29.94  																																											|
% 65.01/29.94  																																												+-Applying beta-rule and splitting (1748), into two cases.
% 65.01/29.94  																																												|-Branch one:
% 65.01/29.94  																																												| (1414) all_0_44_44 = e0
% 65.01/29.94  																																												|
% 65.01/29.94  																																													| Equations (1414) can reduce 360 to:
% 65.01/29.94  																																													| (266) $false
% 65.01/29.94  																																													|
% 65.01/29.94  																																													|-The branch is then unsatisfiable
% 65.01/29.94  																																												|-Branch two:
% 65.01/29.94  																																												| (360)  ~ (all_0_44_44 = e0)
% 65.01/29.94  																																												| (1760) all_0_49_49 = e0 | all_0_58_58 = e0
% 65.01/29.94  																																												|
% 65.01/29.94  																																													+-Applying beta-rule and splitting (1760), into two cases.
% 65.01/29.94  																																													|-Branch one:
% 65.01/29.94  																																													| (978) all_0_49_49 = e0
% 65.01/29.94  																																													|
% 65.01/29.94  																																														+-Applying beta-rule and splitting (377), into two cases.
% 65.01/29.94  																																														|-Branch one:
% 65.01/29.94  																																														| (583) all_0_49_49 = e2
% 65.01/29.94  																																														|
% 65.01/29.94  																																															| Combining equations (583,978) yields a new equation:
% 65.01/29.94  																																															| (391) e2 = e0
% 65.01/29.94  																																															|
% 65.01/29.94  																																															| Simplifying 391 yields:
% 65.01/29.94  																																															| (330) e2 = e0
% 65.01/29.94  																																															|
% 65.01/29.94  																																															| Equations (330) can reduce 128 to:
% 65.01/29.94  																																															| (266) $false
% 65.01/29.94  																																															|
% 65.01/29.94  																																															|-The branch is then unsatisfiable
% 65.01/29.94  																																														|-Branch two:
% 65.01/29.94  																																														| (340)  ~ (all_0_49_49 = e2)
% 65.01/29.94  																																														| (614) all_0_53_53 = e2 | all_0_58_58 = e2
% 65.01/29.94  																																														|
% 65.01/29.94  																																															+-Applying beta-rule and splitting (614), into two cases.
% 65.01/29.94  																																															|-Branch one:
% 65.01/29.94  																																															| (607) all_0_53_53 = e2
% 65.01/29.94  																																															|
% 65.01/29.94  																																																| Equations (607) can reduce 509 to:
% 65.01/29.94  																																																| (266) $false
% 65.01/29.94  																																																|
% 65.01/29.94  																																																|-The branch is then unsatisfiable
% 65.01/29.94  																																															|-Branch two:
% 65.01/29.94  																																															| (509)  ~ (all_0_53_53 = e2)
% 65.01/29.94  																																															| (624) all_0_58_58 = e2
% 65.01/29.94  																																															|
% 65.01/29.94  																																																| Equations (624) can reduce 44 to:
% 65.01/29.94  																																																| (511)  ~ (all_0_56_56 = e2)
% 65.01/29.94  																																																|
% 65.01/29.94  																																																+-Applying beta-rule and splitting (7), into two cases.
% 65.01/29.94  																																																|-Branch one:
% 65.01/29.94  																																																| (504) all_0_51_51 = e2
% 65.01/29.94  																																																|
% 65.01/29.94  																																																	| Equations (504) can reduce 1099 to:
% 65.01/29.94  																																																	| (266) $false
% 65.01/29.94  																																																	|
% 65.01/29.94  																																																	|-The branch is then unsatisfiable
% 65.01/29.94  																																																|-Branch two:
% 65.01/29.94  																																																| (1099)  ~ (all_0_51_51 = e2)
% 65.01/29.94  																																																| (1100) all_0_51_51 = e4 | all_0_51_51 = e3 | all_0_51_51 = e1
% 65.01/29.94  																																																|
% 65.01/29.94  																																																	+-Applying beta-rule and splitting (133), into two cases.
% 65.01/29.94  																																																	|-Branch one:
% 65.01/29.94  																																																	| (833) all_0_56_56 = e2
% 65.01/29.94  																																																	|
% 65.01/29.94  																																																		| Equations (833) can reduce 511 to:
% 65.01/29.94  																																																		| (266) $false
% 65.01/29.94  																																																		|
% 65.01/29.94  																																																		|-The branch is then unsatisfiable
% 65.01/29.94  																																																	|-Branch two:
% 65.01/29.94  																																																	| (511)  ~ (all_0_56_56 = e2)
% 65.01/29.94  																																																	| (836) all_0_56_56 = e4 | all_0_56_56 = e3 | all_0_56_56 = e1 | all_0_56_56 = e0
% 65.01/29.94  																																																	|
% 65.01/29.94  																																																		+-Applying beta-rule and splitting (385), into two cases.
% 65.01/29.94  																																																		|-Branch one:
% 65.01/29.94  																																																		| (1105) all_0_47_47 = e2
% 65.01/29.94  																																																		|
% 65.01/29.94  																																																			| Equations (1105) can reduce 338 to:
% 65.01/29.94  																																																			| (266) $false
% 65.01/29.94  																																																			|
% 65.01/29.94  																																																			|-The branch is then unsatisfiable
% 65.01/29.94  																																																		|-Branch two:
% 65.01/29.94  																																																		| (338)  ~ (all_0_47_47 = e2)
% 65.01/29.94  																																																		| (1108) all_0_51_51 = e2 | all_0_56_56 = e2
% 65.01/29.94  																																																		|
% 65.01/29.94  																																																			+-Applying beta-rule and splitting (1108), into two cases.
% 65.01/29.94  																																																			|-Branch one:
% 65.01/29.94  																																																			| (504) all_0_51_51 = e2
% 65.01/29.94  																																																			|
% 65.01/29.94  																																																				| Equations (504) can reduce 1099 to:
% 65.01/29.94  																																																				| (266) $false
% 65.01/29.94  																																																				|
% 65.01/29.94  																																																				|-The branch is then unsatisfiable
% 65.01/29.94  																																																			|-Branch two:
% 65.01/29.94  																																																			| (1099)  ~ (all_0_51_51 = e2)
% 65.01/29.94  																																																			| (833) all_0_56_56 = e2
% 65.01/29.94  																																																			|
% 65.01/29.94  																																																				| Equations (833) can reduce 511 to:
% 65.01/29.94  																																																				| (266) $false
% 65.01/29.94  																																																				|
% 65.01/29.94  																																																				|-The branch is then unsatisfiable
% 65.01/29.94  																																													|-Branch two:
% 65.01/29.94  																																													| (487)  ~ (all_0_49_49 = e0)
% 65.01/29.94  																																													| (914) all_0_58_58 = e0
% 65.01/29.94  																																													|
% 65.01/29.94  																																														| Equations (914) can reduce 491 to:
% 65.01/29.94  																																														| (266) $false
% 65.01/29.94  																																														|
% 65.01/29.94  																																														|-The branch is then unsatisfiable
% 65.01/29.94  																																							|-Branch two:
% 65.01/29.94  																																							| (484)  ~ (all_0_39_39 = e0)
% 65.01/29.94  																																							| (485) all_0_40_40 = e0
% 65.01/29.94  																																							|
% 65.01/29.94  																																								| Combining equations (1378,485) yields a new equation:
% 65.01/29.94  																																								| (481) e4 = e0
% 65.01/29.94  																																								|
% 65.01/29.94  																																								| Simplifying 481 yields:
% 65.01/29.94  																																								| (397) e4 = e0
% 65.01/29.94  																																								|
% 65.01/29.94  																																								| Equations (397) can reduce 49 to:
% 65.01/29.94  																																								| (266) $false
% 65.01/29.94  																																								|
% 65.01/29.94  																																								|-The branch is then unsatisfiable
% 65.01/29.94  																																						|-Branch two:
% 65.01/29.94  																																						| (447)  ~ (all_0_40_40 = e4)
% 65.01/29.94  																																						| (2271) all_0_44_44 = e4 | all_0_49_49 = e4 | all_0_53_53 = e4 | all_0_58_58 = e4
% 65.01/29.94  																																						|
% 65.01/29.94  																																							+-Applying beta-rule and splitting (326), into two cases.
% 65.01/29.94  																																							|-Branch one:
% 65.01/29.94  																																							| (471) all_0_39_39 = e4
% 65.01/29.94  																																							|
% 65.01/29.94  																																								| Equations (471) can reduce 1377 to:
% 65.01/29.94  																																								| (266) $false
% 65.01/29.94  																																								|
% 65.01/29.94  																																								|-The branch is then unsatisfiable
% 65.01/29.94  																																							|-Branch two:
% 65.01/29.94  																																							| (1377)  ~ (all_0_39_39 = e4)
% 65.01/29.94  																																							| (1378) all_0_40_40 = e4
% 65.01/29.94  																																							|
% 65.01/29.94  																																								| Equations (1378) can reduce 447 to:
% 65.01/29.94  																																								| (266) $false
% 65.01/29.94  																																								|
% 65.01/29.94  																																								|-The branch is then unsatisfiable
% 65.01/29.94  																																			|-Branch two:
% 65.01/29.94  																																			| (1890)  ~ (all_0_42_42 = e4)
% 65.01/29.94  																																			| (1969) all_0_42_42 = e3 | all_0_42_42 = e1 | all_0_42_42 = e0
% 65.01/29.94  																																			|
% 65.01/29.94  																																				+-Applying beta-rule and splitting (458), into two cases.
% 65.01/29.94  																																				|-Branch one:
% 65.01/29.94  																																				| (459) all_0_42_42 = e1
% 65.01/29.94  																																				|
% 65.01/29.94  																																					| Equations (459) can reduce 1380 to:
% 65.01/29.94  																																					| (266) $false
% 65.01/29.94  																																					|
% 65.01/29.94  																																					|-The branch is then unsatisfiable
% 65.01/29.94  																																				|-Branch two:
% 65.01/29.94  																																				| (1380)  ~ (all_0_42_42 = e1)
% 65.01/29.94  																																				| (1381) all_0_43_43 = e1 | all_0_44_44 = e1
% 65.01/29.94  																																				|
% 65.01/29.94  																																					+-Applying beta-rule and splitting (1381), into two cases.
% 65.01/29.94  																																					|-Branch one:
% 65.01/29.94  																																					| (430) all_0_43_43 = e1
% 65.01/29.94  																																					|
% 65.01/29.94  																																						| Combining equations (356,430) yields a new equation:
% 65.01/29.94  																																						| (431) e1 = e0
% 65.01/29.94  																																						|
% 65.01/29.94  																																						| Equations (431) can reduce 233 to:
% 65.01/29.94  																																						| (266) $false
% 65.01/29.94  																																						|
% 65.01/29.94  																																						|-The branch is then unsatisfiable
% 65.01/29.94  																																					|-Branch two:
% 65.01/29.94  																																					| (433)  ~ (all_0_43_43 = e1)
% 65.01/29.94  																																					| (635) all_0_44_44 = e1
% 65.01/29.94  																																					|
% 65.01/29.94  																																						| Equations (635) can reduce 73 to:
% 65.01/29.94  																																						| (1380)  ~ (all_0_42_42 = e1)
% 65.01/29.94  																																						|
% 65.01/29.94  																																						+-Applying beta-rule and splitting (1969), into two cases.
% 65.01/29.94  																																						|-Branch one:
% 65.01/29.94  																																						| (559) all_0_42_42 = e0
% 65.01/29.94  																																						|
% 65.01/29.94  																																							| Equations (559) can reduce 358 to:
% 65.01/29.94  																																							| (266) $false
% 65.01/29.94  																																							|
% 65.01/29.94  																																							|-The branch is then unsatisfiable
% 65.01/29.94  																																						|-Branch two:
% 65.01/29.94  																																						| (358)  ~ (all_0_42_42 = e0)
% 65.01/29.94  																																						| (2510) all_0_42_42 = e3 | all_0_42_42 = e1
% 65.01/29.94  																																						|
% 65.01/29.94  																																							+-Applying beta-rule and splitting (2510), into two cases.
% 65.01/29.94  																																							|-Branch one:
% 65.01/29.94  																																							| (459) all_0_42_42 = e1
% 65.01/29.94  																																							|
% 65.01/29.94  																																								| Equations (459) can reduce 1380 to:
% 65.01/29.94  																																								| (266) $false
% 65.01/29.94  																																								|
% 65.01/29.94  																																								|-The branch is then unsatisfiable
% 65.01/29.94  																																							|-Branch two:
% 65.01/29.94  																																							| (1380)  ~ (all_0_42_42 = e1)
% 65.01/29.94  																																							| (516) all_0_42_42 = e3
% 65.01/29.94  																																							|
% 65.01/29.94  																																								| Equations (516) can reduce 405 to:
% 65.01/29.94  																																								| (266) $false
% 65.01/29.94  																																								|
% 65.01/29.94  																																								|-The branch is then unsatisfiable
% 65.01/29.94  																																|-Branch two:
% 65.01/29.94  																																| (549)  ~ (all_0_46_46 = e1)
% 65.01/29.94  																																| (600) all_0_50_50 = e1 | all_0_55_55 = e1
% 65.01/29.94  																																|
% 65.01/29.94  																																	+-Applying beta-rule and splitting (123), into two cases.
% 65.01/29.94  																																	|-Branch one:
% 65.01/29.94  																																	| (1794) all_0_46_46 = e2
% 65.01/29.94  																																	|
% 65.01/29.94  																																		| Equations (1794) can reduce 300 to:
% 65.01/29.94  																																		| (266) $false
% 65.01/29.94  																																		|
% 65.01/29.94  																																		|-The branch is then unsatisfiable
% 65.01/29.94  																																	|-Branch two:
% 65.01/29.94  																																	| (300)  ~ (all_0_46_46 = e2)
% 65.01/29.95  																																	| (1797) all_0_46_46 = e4 | all_0_46_46 = e3 | all_0_46_46 = e1 | all_0_46_46 = e0
% 65.01/29.95  																																	|
% 65.01/29.95  																																		+-Applying beta-rule and splitting (1797), into two cases.
% 65.01/29.95  																																		|-Branch one:
% 65.01/29.95  																																		| (770) all_0_46_46 = e4
% 65.01/29.95  																																		|
% 65.01/29.95  																																			| Equations (770) can reduce 250 to:
% 65.01/29.95  																																			| (266) $false
% 65.01/29.95  																																			|
% 65.01/29.95  																																			|-The branch is then unsatisfiable
% 65.01/29.95  																																		|-Branch two:
% 65.01/29.95  																																		| (250)  ~ (all_0_46_46 = e4)
% 65.01/29.95  																																		| (1801) all_0_46_46 = e3 | all_0_46_46 = e1 | all_0_46_46 = e0
% 65.01/29.95  																																		|
% 65.01/29.95  																																			+-Applying beta-rule and splitting (1801), into two cases.
% 65.01/29.95  																																			|-Branch one:
% 65.01/29.95  																																			| (538) all_0_46_46 = e0
% 65.01/29.95  																																			|
% 65.01/29.95  																																				| Equations (538) can reduce 831 to:
% 65.01/29.95  																																				| (266) $false
% 65.01/29.95  																																				|
% 65.01/29.95  																																				|-The branch is then unsatisfiable
% 65.01/29.95  																																			|-Branch two:
% 65.01/29.95  																																			| (831)  ~ (all_0_46_46 = e0)
% 65.01/29.95  																																			| (1838) all_0_46_46 = e3 | all_0_46_46 = e1
% 65.01/29.95  																																			|
% 65.01/29.95  																																				+-Applying beta-rule and splitting (1838), into two cases.
% 65.01/29.95  																																				|-Branch one:
% 65.01/29.95  																																				| (545) all_0_46_46 = e1
% 65.01/29.95  																																				|
% 65.01/29.95  																																					| Equations (545) can reduce 549 to:
% 65.01/29.95  																																					| (266) $false
% 65.01/29.95  																																					|
% 65.01/29.95  																																					|-The branch is then unsatisfiable
% 65.01/29.95  																																				|-Branch two:
% 65.01/29.95  																																				| (549)  ~ (all_0_46_46 = e1)
% 65.01/29.95  																																				| (1557) all_0_46_46 = e3
% 65.01/29.95  																																				|
% 65.01/29.95  																																					| Equations (1557) can reduce 409 to:
% 65.01/29.95  																																					| (266) $false
% 65.01/29.95  																																					|
% 65.01/29.95  																																					|-The branch is then unsatisfiable
% 65.01/29.95  																														|-Branch two:
% 65.01/29.95  																														| (803)  ~ (all_0_55_55 = e0)
% 65.01/29.95  																														| (2315) all_0_55_55 = e3 | all_0_55_55 = e1
% 65.01/29.95  																														|
% 65.01/29.95  																															+-Applying beta-rule and splitting (2315), into two cases.
% 65.01/29.95  																															|-Branch one:
% 65.01/29.95  																															| (629) all_0_55_55 = e1
% 65.01/29.95  																															|
% 65.01/29.95  																																| Equations (629) can reduce 632 to:
% 65.01/29.95  																																| (266) $false
% 65.01/29.95  																																|
% 65.01/29.95  																																|-The branch is then unsatisfiable
% 65.01/29.95  																															|-Branch two:
% 65.01/29.95  																															| (632)  ~ (all_0_55_55 = e1)
% 65.01/29.95  																															| (2336) all_0_55_55 = e3
% 65.01/29.95  																															|
% 65.01/29.95  																																| Equations (2336) can reduce 270 to:
% 65.01/29.95  																																| (266) $false
% 65.01/29.95  																																|
% 65.01/29.95  																																|-The branch is then unsatisfiable
% 65.01/29.95  																													|-Branch two:
% 65.01/29.95  																													| (566)  ~ (all_0_50_50 = e4)
% 65.01/29.95  																													| (587) all_0_55_55 = e4
% 65.01/29.95  																													|
% 65.01/29.95  																														| Equations (587) can reduce 763 to:
% 65.01/29.95  																														| (266) $false
% 65.01/29.95  																														|
% 65.01/29.95  																														|-The branch is then unsatisfiable
% 65.01/29.95  																							|-Branch two:
% 65.01/29.95  																							| (1898)  ~ (all_0_41_41 = e3)
% 65.01/29.95  																							| (1923) all_0_46_46 = e3 | all_0_50_50 = e3 | all_0_55_55 = e3
% 65.01/29.95  																							|
% 65.01/29.95  																								+-Applying beta-rule and splitting (1923), into two cases.
% 65.01/29.95  																								|-Branch one:
% 65.01/29.95  																								| (1557) all_0_46_46 = e3
% 65.01/29.95  																								|
% 65.01/29.95  																									| Equations (1557) can reduce 409 to:
% 65.01/29.95  																									| (266) $false
% 65.01/29.95  																									|
% 65.01/29.95  																									|-The branch is then unsatisfiable
% 65.01/29.95  																								|-Branch two:
% 65.01/29.95  																								| (409)  ~ (all_0_46_46 = e3)
% 65.01/29.95  																								| (4042) all_0_50_50 = e3 | all_0_55_55 = e3
% 65.01/29.95  																								|
% 65.01/29.95  																									+-Applying beta-rule and splitting (4042), into two cases.
% 65.01/29.95  																									|-Branch one:
% 65.01/29.95  																									| (415) all_0_50_50 = e3
% 65.01/29.95  																									|
% 65.01/29.95  																										| Equations (415) can reduce 411 to:
% 65.01/29.95  																										| (266) $false
% 65.01/29.95  																										|
% 65.01/29.95  																										|-The branch is then unsatisfiable
% 65.01/29.95  																									|-Branch two:
% 65.01/29.95  																									| (411)  ~ (all_0_50_50 = e3)
% 65.01/29.95  																									| (2336) all_0_55_55 = e3
% 65.01/29.95  																									|
% 65.01/29.95  																										| Equations (2336) can reduce 191 to:
% 65.01/29.95  																										| (1898)  ~ (all_0_41_41 = e3)
% 65.01/29.95  																										|
% 65.01/29.95  																										| Equations (2336) can reduce 93 to:
% 65.01/29.95  																										| (411)  ~ (all_0_50_50 = e3)
% 65.01/29.95  																										|
% 65.01/29.95  																										| Equations (2336) can reduce 3 to:
% 65.01/29.95  																										| (275)  ~ (all_0_58_58 = e3)
% 65.01/29.95  																										|
% 65.01/29.95  																										| Simplifying 275 yields:
% 65.01/29.95  																										| (276)  ~ (all_0_58_58 = e3)
% 65.01/29.95  																										|
% 65.01/29.95  																										| From (2336) and (187) follows:
% 65.01/29.95  																										| (84862) op(e3, e3) = all_0_32_32
% 65.01/29.95  																										|
% 65.01/29.95  																										| From (2336) and (68) follows:
% 65.01/29.96  																										| (91184) op(e3, e0) = all_0_31_31
% 65.01/29.96  																										|
% 65.01/29.96  																										| From (2336) and (74) follows:
% 65.01/29.96  																										| (2208) op(e0, e3) = e3
% 65.01/29.96  																										|
% 65.01/29.96  																										+-Applying beta-rule and splitting (243), into two cases.
% 65.01/29.96  																										|-Branch one:
% 65.01/29.96  																										| (329) all_0_38_38 = e0
% 65.01/29.96  																										|
% 65.01/29.96  																											| Combining equations (292,329) yields a new equation:
% 65.01/29.96  																											| (391) e2 = e0
% 65.01/29.96  																											|
% 65.01/29.96  																											| Simplifying 391 yields:
% 65.01/29.96  																											| (330) e2 = e0
% 65.01/29.96  																											|
% 65.01/29.96  																											| Equations (330) can reduce 128 to:
% 65.01/29.96  																											| (266) $false
% 65.01/29.96  																											|
% 65.01/29.96  																											|-The branch is then unsatisfiable
% 65.01/29.96  																										|-Branch two:
% 65.01/29.96  																										| (332)  ~ (all_0_38_38 = e0)
% 65.01/29.96  																										| (395) all_0_41_41 = e0 | all_0_46_46 = e0 | all_0_55_55 = e0
% 65.01/29.96  																										|
% 65.01/29.96  																											+-Applying beta-rule and splitting (395), into two cases.
% 65.01/29.96  																											|-Branch one:
% 65.01/29.96  																											| (794) all_0_41_41 = e0
% 65.01/29.96  																											|
% 65.01/29.96  																												| Equations (794) can reduce 357 to:
% 65.01/29.96  																												| (266) $false
% 65.01/29.96  																												|
% 65.01/29.96  																												|-The branch is then unsatisfiable
% 65.01/29.96  																											|-Branch two:
% 65.01/29.96  																											| (357)  ~ (all_0_41_41 = e0)
% 65.01/29.96  																											| (895) all_0_46_46 = e0 | all_0_55_55 = e0
% 65.01/29.96  																											|
% 65.01/29.96  																												+-Applying beta-rule and splitting (895), into two cases.
% 65.01/29.96  																												|-Branch one:
% 65.01/29.96  																												| (538) all_0_46_46 = e0
% 65.01/29.96  																												|
% 65.01/29.96  																													| Combining equations (538,310) yields a new equation:
% 65.01/29.96  																													| (9529) all_0_1_1 = e0
% 65.01/29.96  																													|
% 65.01/29.96  																													| Equations (538) can reduce 43 to:
% 65.01/29.96  																													| (357)  ~ (all_0_41_41 = e0)
% 65.01/29.96  																													|
% 65.01/29.96  																													| Equations (538) can reduce 19 to:
% 65.01/29.96  																													| (1402)  ~ (all_0_47_47 = e0)
% 65.01/29.96  																													|
% 65.01/29.96  																													| Simplifying 1402 yields:
% 65.01/29.96  																													| (678)  ~ (all_0_47_47 = e0)
% 65.01/29.96  																													|
% 65.01/29.96  																													| Equations (538) can reduce 35 to:
% 65.01/29.96  																													| (22202)  ~ (all_0_50_50 = e0)
% 65.01/29.96  																													|
% 65.01/29.96  																													| Simplifying 22202 yields:
% 65.01/29.96  																													| (121)  ~ (all_0_50_50 = e0)
% 65.01/29.96  																													|
% 65.01/29.96  																													| Equations (538) can reduce 300 to:
% 65.01/29.96  																													| (365)  ~ (e2 = e0)
% 65.01/29.96  																													|
% 65.01/29.96  																													| Simplifying 365 yields:
% 65.01/29.96  																													| (128)  ~ (e2 = e0)
% 65.01/29.96  																													|
% 65.01/29.96  																													| From (538) and (33) follows:
% 65.01/29.96  																													| (543) op(e0, e3) = all_0_16_16
% 65.01/29.96  																													|
% 65.01/29.96  																													| From (538) and (179) follows:
% 65.01/29.96  																													| (1544) op(e0, e2) = all_0_15_15
% 65.01/29.96  																													|
% 65.01/29.96  																													+-Applying beta-rule and splitting (163), into two cases.
% 65.01/29.96  																													|-Branch one:
% 65.01/29.96  																													| (565) all_0_52_52 = e4
% 65.01/29.96  																													|
% 65.01/29.96  																														| Combining equations (565,352) yields a new equation:
% 65.01/29.96  																														| (322) e4 = e2
% 65.01/29.96  																														|
% 65.01/29.96  																														| Simplifying 322 yields:
% 65.01/29.96  																														| (323) e4 = e2
% 65.01/29.96  																														|
% 65.01/29.96  																														| Equations (323) can reduce 48 to:
% 65.01/29.96  																														| (266) $false
% 65.01/29.96  																														|
% 65.01/29.96  																														|-The branch is then unsatisfiable
% 65.01/29.96  																													|-Branch two:
% 65.01/29.96  																													| (780)  ~ (all_0_52_52 = e4)
% 65.01/29.96  																													| (781) (all_0_41_41 = e0 & all_0_58_58 = e3 &  ~ (all_0_44_44 = e3)) | (all_0_41_41 = e0 & all_0_58_58 = e3 &  ~ (all_0_55_55 = e0)) | (all_0_47_47 = e1 & all_0_52_52 = e2 &  ~ (all_0_48_48 = e2)) | (all_0_47_47 = e1 & all_0_52_52 = e2 &  ~ (all_0_51_51 = e1)) | (all_0_47_47 = e0 & all_0_58_58 = e2 &  ~ (all_0_49_49 = e2)) | (all_0_47_47 = e0 & all_0_58_58 = e2 &  ~ (all_0_56_56 = e0))
% 65.01/29.96  																													|
% 65.01/29.96  																														+-Applying beta-rule and splitting (781), into two cases.
% 65.01/29.96  																														|-Branch one:
% 65.01/29.96  																														| (789) (all_0_41_41 = e0 & all_0_58_58 = e3 &  ~ (all_0_44_44 = e3)) | (all_0_41_41 = e0 & all_0_58_58 = e3 &  ~ (all_0_55_55 = e0)) | (all_0_47_47 = e1 & all_0_52_52 = e2 &  ~ (all_0_48_48 = e2)) | (all_0_47_47 = e1 & all_0_52_52 = e2 &  ~ (all_0_51_51 = e1)) | (all_0_47_47 = e0 & all_0_58_58 = e2 &  ~ (all_0_49_49 = e2))
% 65.01/29.96  																														|
% 65.01/29.96  																															+-Applying beta-rule and splitting (789), into two cases.
% 65.01/29.96  																															|-Branch one:
% 65.01/29.96  																															| (790) (all_0_41_41 = e0 & all_0_58_58 = e3 &  ~ (all_0_44_44 = e3)) | (all_0_41_41 = e0 & all_0_58_58 = e3 &  ~ (all_0_55_55 = e0)) | (all_0_47_47 = e1 & all_0_52_52 = e2 &  ~ (all_0_48_48 = e2)) | (all_0_47_47 = e1 & all_0_52_52 = e2 &  ~ (all_0_51_51 = e1))
% 65.01/29.96  																															|
% 65.01/29.96  																																+-Applying beta-rule and splitting (790), into two cases.
% 65.01/29.96  																																|-Branch one:
% 65.01/29.96  																																| (791) (all_0_41_41 = e0 & all_0_58_58 = e3 &  ~ (all_0_44_44 = e3)) | (all_0_41_41 = e0 & all_0_58_58 = e3 &  ~ (all_0_55_55 = e0)) | (all_0_47_47 = e1 & all_0_52_52 = e2 &  ~ (all_0_48_48 = e2))
% 65.01/29.96  																																|
% 65.01/29.96  																																	+-Applying beta-rule and splitting (791), into two cases.
% 65.01/29.96  																																	|-Branch one:
% 65.01/29.96  																																	| (792) (all_0_41_41 = e0 & all_0_58_58 = e3 &  ~ (all_0_44_44 = e3)) | (all_0_41_41 = e0 & all_0_58_58 = e3 &  ~ (all_0_55_55 = e0))
% 65.01/29.96  																																	|
% 65.01/29.96  																																		+-Applying beta-rule and splitting (792), into two cases.
% 65.01/29.96  																																		|-Branch one:
% 65.01/29.96  																																		| (793) all_0_41_41 = e0 & all_0_58_58 = e3 &  ~ (all_0_44_44 = e3)
% 65.01/29.96  																																		|
% 65.01/29.96  																																			| Applying alpha-rule on (793) yields:
% 65.01/29.96  																																			| (794) all_0_41_41 = e0
% 65.01/29.96  																																			| (795) all_0_58_58 = e3
% 65.01/29.96  																																			| (407)  ~ (all_0_44_44 = e3)
% 65.01/29.96  																																			|
% 65.01/29.96  																																			| Equations (795) can reduce 276 to:
% 65.01/29.96  																																			| (266) $false
% 65.01/29.96  																																			|
% 65.01/29.96  																																			|-The branch is then unsatisfiable
% 65.01/29.96  																																		|-Branch two:
% 65.01/29.96  																																		| (800) all_0_41_41 = e0 & all_0_58_58 = e3 &  ~ (all_0_55_55 = e0)
% 65.01/29.96  																																		|
% 65.01/29.96  																																			| Applying alpha-rule on (800) yields:
% 65.01/29.96  																																			| (794) all_0_41_41 = e0
% 65.01/29.96  																																			| (795) all_0_58_58 = e3
% 65.01/29.96  																																			| (803)  ~ (all_0_55_55 = e0)
% 65.01/29.96  																																			|
% 65.01/29.96  																																			| Equations (795) can reduce 276 to:
% 65.01/29.96  																																			| (266) $false
% 65.01/29.96  																																			|
% 65.01/29.96  																																			|-The branch is then unsatisfiable
% 65.01/29.96  																																	|-Branch two:
% 65.01/29.96  																																	| (807) all_0_47_47 = e1 & all_0_52_52 = e2 &  ~ (all_0_48_48 = e2)
% 65.01/29.96  																																	|
% 65.01/29.96  																																		| Applying alpha-rule on (807) yields:
% 65.01/29.96  																																		| (654) all_0_47_47 = e1
% 65.01/29.96  																																		| (352) all_0_52_52 = e2
% 65.01/29.96  																																		| (810)  ~ (all_0_48_48 = e2)
% 65.01/29.96  																																		|
% 65.01/29.96  																																		| Equations (654) can reduce 198 to:
% 65.01/29.96  																																		| (1380)  ~ (all_0_42_42 = e1)
% 65.01/29.96  																																		|
% 65.01/29.96  																																		| Equations (654) can reduce 224 to:
% 65.01/29.96  																																		| (463)  ~ (all_0_51_51 = e1)
% 65.01/29.96  																																		|
% 65.01/29.96  																																		| Simplifying 463 yields:
% 65.01/29.96  																																		| (464)  ~ (all_0_51_51 = e1)
% 65.01/29.96  																																		|
% 65.01/29.96  																																		| Equations (654) can reduce 91 to:
% 65.01/29.96  																																		| (465)  ~ (all_0_56_56 = e1)
% 65.01/29.96  																																		|
% 65.01/29.96  																																		| Simplifying 465 yields:
% 65.01/29.96  																																		| (466)  ~ (all_0_56_56 = e1)
% 65.01/29.96  																																		|
% 65.01/29.96  																																		| Equations (654) can reduce 1091 to:
% 65.01/29.96  																																		| (467)  ~ (e3 = e1)
% 65.01/29.96  																																		|
% 65.01/29.96  																																		| Simplifying 467 yields:
% 65.01/29.96  																																		| (213)  ~ (e3 = e1)
% 65.01/29.96  																																		|
% 65.01/29.96  																																		| Equations (654) can reduce 678 to:
% 65.01/29.96  																																		| (233)  ~ (e1 = e0)
% 65.01/29.96  																																		|
% 65.01/29.96  																																		| From (654) and (23) follows:
% 65.01/29.96  																																		| (9478) op(e2, e2) = e1
% 65.01/29.96  																																		|
% 65.01/29.96  																																		+-Applying beta-rule and splitting (385), into two cases.
% 65.01/29.96  																																		|-Branch one:
% 65.01/29.96  																																		| (1105) all_0_47_47 = e2
% 65.01/29.96  																																		|
% 65.01/29.96  																																			| Combining equations (1105,654) yields a new equation:
% 65.01/29.96  																																			| (616) e2 = e1
% 65.01/29.96  																																			|
% 65.01/29.96  																																			| Simplifying 616 yields:
% 65.01/29.96  																																			| (617) e2 = e1
% 65.01/29.96  																																			|
% 65.01/29.96  																																			| Equations (617) can reduce 122 to:
% 65.01/29.96  																																			| (266) $false
% 65.01/29.96  																																			|
% 65.01/29.96  																																			|-The branch is then unsatisfiable
% 65.01/29.96  																																		|-Branch two:
% 65.01/29.96  																																		| (338)  ~ (all_0_47_47 = e2)
% 65.01/29.96  																																		| (1108) all_0_51_51 = e2 | all_0_56_56 = e2
% 65.01/29.96  																																		|
% 65.01/29.96  																																			+-Applying beta-rule and splitting (1108), into two cases.
% 65.01/29.96  																																			|-Branch one:
% 65.01/29.96  																																			| (504) all_0_51_51 = e2
% 65.01/29.96  																																			|
% 65.01/29.96  																																				| Equations (504) can reduce 1099 to:
% 65.01/29.96  																																				| (266) $false
% 65.01/29.96  																																				|
% 65.01/29.96  																																				|-The branch is then unsatisfiable
% 65.01/29.96  																																			|-Branch two:
% 65.01/29.96  																																			| (1099)  ~ (all_0_51_51 = e2)
% 65.01/29.96  																																			| (833) all_0_56_56 = e2
% 65.01/29.96  																																			|
% 65.01/29.96  																																				| Equations (833) can reduce 236 to:
% 65.01/29.96  																																				| (51)  ~ (all_0_42_42 = e2)
% 65.01/29.96  																																				|
% 65.01/29.96  																																				| Equations (833) can reduce 16 to:
% 65.01/29.96  																																				| (1099)  ~ (all_0_51_51 = e2)
% 65.01/29.96  																																				|
% 65.01/29.96  																																				| Equations (833) can reduce 44 to:
% 65.01/29.96  																																				| (1186)  ~ (all_0_58_58 = e2)
% 65.01/29.96  																																				|
% 65.01/29.96  																																				| Simplifying 1186 yields:
% 65.01/29.96  																																				| (908)  ~ (all_0_58_58 = e2)
% 65.01/29.96  																																				|
% 65.01/29.96  																																				| Equations (833) can reduce 477 to:
% 65.01/29.96  																																				| (327)  ~ (e4 = e2)
% 65.01/29.96  																																				|
% 65.01/29.96  																																				| Simplifying 327 yields:
% 65.01/29.96  																																				| (48)  ~ (e4 = e2)
% 65.01/29.96  																																				|
% 65.01/29.96  																																				| Equations (833) can reduce 466 to:
% 65.01/29.96  																																				| (122)  ~ (e2 = e1)
% 65.01/29.96  																																				|
% 65.01/29.96  																																				| From (833) and (87) follows:
% 65.01/29.96  																																				| (4151) op(e2, e2) = all_0_34_34
% 65.01/29.96  																																				|
% 65.01/29.96  																																				| From (833) and (111) follows:
% 65.01/29.96  																																				| (1508) op(e0, e2) = e2
% 65.01/29.96  																																				|
% 65.01/29.96  																																				+-Applying beta-rule and splitting (104), into two cases.
% 65.01/29.96  																																				|-Branch one:
% 65.01/29.96  																																				| (480) all_0_39_39 = e0
% 65.01/29.96  																																				|
% 65.01/29.96  																																					| Equations (480) can reduce 145 to:
% 65.01/29.96  																																					| (5565)  ~ (all_0_42_42 = e0)
% 65.01/29.96  																																					|
% 65.01/29.96  																																					| Simplifying 5565 yields:
% 65.01/29.96  																																					| (358)  ~ (all_0_42_42 = e0)
% 65.01/29.96  																																					|
% 65.01/29.96  																																					| Equations (480) can reduce 139 to:
% 65.01/29.96  																																					| (1404)  ~ (all_0_51_51 = e0)
% 65.01/29.96  																																					|
% 65.01/29.96  																																					| Simplifying 1404 yields:
% 65.01/29.96  																																					| (115)  ~ (all_0_51_51 = e0)
% 65.01/29.96  																																					|
% 65.01/29.96  																																					| From (480) and (38) follows:
% 65.01/29.96  																																					| (1413) op(e0, e2) = all_0_3_3
% 65.01/29.96  																																					|
% 65.01/29.96  																																					| From (480) and (14) follows:
% 65.01/29.96  																																					| (4090) op(e4, e2) = e0
% 65.01/29.96  																																					|
% 65.01/29.96  																																					+-Applying beta-rule and splitting (10171), into two cases.
% 65.01/29.96  																																					|-Branch one:
% 65.01/29.96  																																					| (1105) all_0_47_47 = e2
% 65.01/29.96  																																					|
% 65.01/29.96  																																						| Combining equations (654,1105) yields a new equation:
% 65.01/29.96  																																						| (617) e2 = e1
% 65.01/29.96  																																						|
% 65.01/29.96  																																						| Equations (617) can reduce 122 to:
% 65.01/29.96  																																						| (266) $false
% 65.01/29.96  																																						|
% 65.01/29.96  																																						|-The branch is then unsatisfiable
% 65.01/29.96  																																					|-Branch two:
% 65.01/29.96  																																					| (338)  ~ (all_0_47_47 = e2)
% 65.01/29.96  																																					| (10761) all_0_48_48 = e2 | all_0_49_49 = e2
% 65.01/29.96  																																					|
% 65.01/29.96  																																						+-Applying beta-rule and splitting (108), into two cases.
% 65.01/29.96  																																						|-Branch one:
% 65.01/29.96  																																						| (624) all_0_58_58 = e2
% 65.01/29.96  																																						|
% 65.01/29.96  																																							| Equations (624) can reduce 908 to:
% 65.01/29.96  																																							| (266) $false
% 65.01/29.96  																																							|
% 65.01/29.96  																																							|-The branch is then unsatisfiable
% 65.01/29.96  																																						|-Branch two:
% 65.01/29.96  																																						| (908)  ~ (all_0_58_58 = e2)
% 65.01/29.96  																																						| (909) all_0_58_58 = e4 | all_0_58_58 = e3 | all_0_58_58 = e1 | all_0_58_58 = e0
% 65.01/29.96  																																						|
% 65.01/29.96  																																							+-Applying beta-rule and splitting (909), into two cases.
% 65.01/29.96  																																							|-Branch one:
% 65.01/29.96  																																							| (910) all_0_58_58 = e4
% 65.01/29.96  																																							|
% 65.01/29.96  																																								| Equations (910) can reduce 451 to:
% 65.01/29.96  																																								| (266) $false
% 65.01/29.96  																																								|
% 65.01/29.96  																																								|-The branch is then unsatisfiable
% 65.01/29.96  																																							|-Branch two:
% 65.01/29.96  																																							| (451)  ~ (all_0_58_58 = e4)
% 65.01/29.96  																																							| (913) all_0_58_58 = e3 | all_0_58_58 = e1 | all_0_58_58 = e0
% 65.01/29.96  																																							|
% 65.01/29.96  																																								+-Applying beta-rule and splitting (913), into two cases.
% 65.01/29.96  																																								|-Branch one:
% 65.01/29.96  																																								| (914) all_0_58_58 = e0
% 65.01/29.96  																																								|
% 65.01/29.96  																																									| Equations (914) can reduce 178 to:
% 65.01/29.96  																																									| (1401)  ~ (all_0_40_40 = e0)
% 65.01/29.96  																																									|
% 65.01/29.96  																																									| Equations (914) can reduce 181 to:
% 65.01/29.96  																																									| (360)  ~ (all_0_44_44 = e0)
% 65.01/29.96  																																									|
% 65.01/29.96  																																									| Equations (914) can reduce 119 to:
% 65.01/29.96  																																									| (487)  ~ (all_0_49_49 = e0)
% 65.01/29.96  																																									|
% 65.01/29.96  																																									| Equations (914) can reduce 10 to:
% 65.01/29.96  																																									| (247)  ~ (all_0_53_53 = e0)
% 65.01/29.96  																																									|
% 65.01/29.96  																																									| Equations (914) can reduce 880 to:
% 65.01/29.96  																																									| (435)  ~ (e1 = e0)
% 65.01/29.96  																																									|
% 65.01/29.96  																																									| Simplifying 435 yields:
% 65.01/29.96  																																									| (233)  ~ (e1 = e0)
% 65.01/29.96  																																									|
% 65.01/29.96  																																									+-Applying beta-rule and splitting (10761), into two cases.
% 65.01/29.96  																																									|-Branch one:
% 65.01/29.96  																																									| (335) all_0_48_48 = e2
% 65.01/29.96  																																									|
% 65.01/29.96  																																										| Combining equations (943,335) yields a new equation:
% 65.01/29.96  																																										| (322) e4 = e2
% 65.01/29.96  																																										|
% 65.01/29.96  																																										| Simplifying 322 yields:
% 65.01/29.96  																																										| (323) e4 = e2
% 65.01/29.96  																																										|
% 65.01/29.96  																																										| Equations (323) can reduce 48 to:
% 65.01/29.96  																																										| (266) $false
% 65.01/29.96  																																										|
% 65.01/29.96  																																										|-The branch is then unsatisfiable
% 65.01/29.96  																																									|-Branch two:
% 65.01/29.96  																																									| (810)  ~ (all_0_48_48 = e2)
% 65.01/29.96  																																									| (583) all_0_49_49 = e2
% 65.01/29.96  																																									|
% 65.01/29.96  																																										| Equations (583) can reduce 65 to:
% 65.01/29.96  																																										| (508)  ~ (all_0_53_53 = e2)
% 65.01/29.96  																																										|
% 65.01/29.96  																																										| Simplifying 508 yields:
% 65.01/29.96  																																										| (509)  ~ (all_0_53_53 = e2)
% 65.01/29.96  																																										|
% 65.01/29.96  																																										| Equations (583) can reduce 487 to:
% 65.01/29.96  																																										| (128)  ~ (e2 = e0)
% 65.01/29.96  																																										|
% 65.01/29.96  																																										| From (583) and (129) follows:
% 65.01/29.96  																																										| (14996) op(e2, e2) = all_0_20_20
% 65.01/29.96  																																										|
% 65.01/29.96  																																										+-Applying beta-rule and splitting (316), into two cases.
% 65.01/29.96  																																										|-Branch one:
% 65.01/29.96  																																										| (1378) all_0_40_40 = e4
% 65.01/29.96  																																										|
% 65.01/29.96  																																											| Equations (1378) can reduce 162 to:
% 65.01/29.96  																																											| (1452)  ~ (all_0_53_53 = e4)
% 65.01/29.96  																																											|
% 65.01/29.96  																																											| Simplifying 1452 yields:
% 65.01/29.96  																																											| (1453)  ~ (all_0_53_53 = e4)
% 65.01/29.96  																																											|
% 65.01/29.96  																																											| Equations (1378) can reduce 2 to:
% 65.01/29.96  																																											| (188)  ~ (e4 = e3)
% 65.01/29.96  																																											|
% 65.01/29.96  																																											| Instantiating formula (29) with e3, e3, all_0_32_32, all_0_41_41 and discharging atoms op(e3, e3) = all_0_32_32, op(e3, e3) = all_0_41_41, yields:
% 65.01/29.97  																																											| (84875) all_0_32_32 = all_0_41_41
% 65.01/29.97  																																											|
% 65.01/29.97  																																											| Instantiating formula (29) with e3, e0, all_0_31_31, all_0_44_44 and discharging atoms op(e3, e0) = all_0_31_31, op(e3, e0) = all_0_44_44, yields:
% 65.01/29.97  																																											| (91301) all_0_31_31 = all_0_44_44
% 65.01/29.97  																																											|
% 65.01/29.97  																																											| Instantiating formula (29) with e2, e2, all_0_34_34, all_0_20_20 and discharging atoms op(e2, e2) = all_0_20_20, op(e2, e2) = all_0_34_34, yields:
% 65.01/29.97  																																											| (5157) all_0_20_20 = all_0_34_34
% 65.01/29.97  																																											|
% 65.01/29.97  																																											| Instantiating formula (29) with e2, e2, e1, all_0_20_20 and discharging atoms op(e2, e2) = all_0_20_20, op(e2, e2) = e1, yields:
% 65.01/29.97  																																											| (4267) all_0_20_20 = e1
% 65.01/29.97  																																											|
% 65.01/29.97  																																											| Instantiating formula (29) with e0, e3, e3, all_0_16_16 and discharging atoms op(e0, e3) = all_0_16_16, op(e0, e3) = e3, yields:
% 65.01/29.97  																																											| (2167) all_0_16_16 = e3
% 65.01/29.97  																																											|
% 65.01/29.97  																																											| Instantiating formula (29) with e0, e2, all_0_15_15, all_0_3_3 and discharging atoms op(e0, e2) = all_0_3_3, op(e0, e2) = all_0_15_15, yields:
% 65.01/29.97  																																											| (1596) all_0_3_3 = all_0_15_15
% 65.01/29.97  																																											|
% 65.01/29.97  																																											| Instantiating formula (29) with e0, e2, e2, all_0_3_3 and discharging atoms op(e0, e2) = all_0_3_3, op(e0, e2) = e2, yields:
% 65.01/29.97  																																											| (1597) all_0_3_3 = e2
% 65.01/29.97  																																											|
% 65.01/29.97  																																											| Combining equations (1597,1596) yields a new equation:
% 65.01/29.97  																																											| (1599) all_0_15_15 = e2
% 65.01/29.97  																																											|
% 65.01/29.97  																																											| Combining equations (5157,4267) yields a new equation:
% 65.01/29.97  																																											| (15020) all_0_34_34 = e1
% 65.01/29.97  																																											|
% 65.01/29.97  																																											| Simplifying 15020 yields:
% 65.01/29.97  																																											| (9480) all_0_34_34 = e1
% 65.01/29.97  																																											|
% 65.01/29.97  																																											| Combining equations (1599,1596) yields a new equation:
% 65.01/29.97  																																											| (1597) all_0_3_3 = e2
% 65.01/29.97  																																											|
% 65.01/29.97  																																											| From (91301) and (91184) follows:
% 65.01/29.98  																																											| (138) op(e3, e0) = all_0_44_44
% 65.01/29.98  																																											|
% 65.01/29.98  																																											| From (9480) and (4151) follows:
% 65.01/29.98  																																											| (9478) op(e2, e2) = e1
% 65.01/29.98  																																											|
% 65.01/29.98  																																											| From (1599) and (1544) follows:
% 65.01/29.98  																																											| (1508) op(e0, e2) = e2
% 65.01/29.98  																																											|
% 65.01/29.98  																																											+-Applying beta-rule and splitting (113), into two cases.
% 65.01/29.98  																																											|-Branch one:
% 65.01/29.98  																																											| (403) all_0_41_41 = e3
% 65.01/29.98  																																											|
% 65.01/29.98  																																												| Equations (403) can reduce 1898 to:
% 65.01/29.98  																																												| (266) $false
% 65.01/29.98  																																												|
% 65.01/29.98  																																												|-The branch is then unsatisfiable
% 65.01/29.98  																																											|-Branch two:
% 65.01/29.98  																																											| (1898)  ~ (all_0_41_41 = e3)
% 65.01/29.98  																																											| (1899) all_0_42_42 = e3 | all_0_44_44 = e3
% 65.01/29.98  																																											|
% 65.01/29.98  																																												+-Applying beta-rule and splitting (196), into two cases.
% 65.01/29.98  																																												|-Branch one:
% 65.01/29.98  																																												| (607) all_0_53_53 = e2
% 65.01/29.98  																																												|
% 65.01/29.98  																																													| Equations (607) can reduce 509 to:
% 65.01/29.98  																																													| (266) $false
% 65.01/29.98  																																													|
% 65.01/29.98  																																													|-The branch is then unsatisfiable
% 65.01/29.98  																																												|-Branch two:
% 65.01/29.98  																																												| (509)  ~ (all_0_53_53 = e2)
% 65.01/29.98  																																												| (610) all_0_53_53 = e4 | all_0_53_53 = e3 | all_0_53_53 = e1
% 65.01/29.98  																																												|
% 65.01/29.98  																																													+-Applying beta-rule and splitting (152), into two cases.
% 65.01/29.98  																																													|-Branch one:
% 65.01/29.98  																																													| (1392) all_0_42_42 = e4
% 65.01/29.98  																																													|
% 65.01/29.98  																																														| Combining equations (1392,60459) yields a new equation:
% 65.01/29.98  																																														| (85024) all_0_13_13 = e4
% 65.01/29.98  																																														|
% 65.01/29.98  																																														| Equations (1392) can reduce 61 to:
% 65.01/29.98  																																														| (474)  ~ (all_0_51_51 = e4)
% 65.01/29.98  																																														|
% 65.01/29.98  																																														| Simplifying 474 yields:
% 65.01/29.98  																																														| (475)  ~ (all_0_51_51 = e4)
% 65.01/29.98  																																														|
% 65.01/29.98  																																														| Equations (1392) can reduce 51 to:
% 65.01/29.98  																																														| (48)  ~ (e4 = e2)
% 65.01/29.98  																																														|
% 65.01/29.98  																																														| Equations (1392) can reduce 1380 to:
% 65.01/29.98  																																														| (110)  ~ (e4 = e1)
% 65.01/29.98  																																														|
% 65.01/29.98  																																														| From (1392) and (226) follows:
% 65.01/29.98  																																														| (91328) op(e4, e3) = all_0_7_7
% 65.01/29.98  																																														|
% 65.01/29.98  																																														| From (1392) and (225) follows:
% 65.01/29.98  																																														| (4073) op(e4, e2) = all_0_8_8
% 65.01/29.98  																																														|
% 65.01/29.98  																																														| From (1392) and (210) follows:
% 65.01/29.98  																																														| (4074) op(e3, e2) = e4
% 65.01/29.98  																																														|
% 65.01/29.98  																																														+-Applying beta-rule and splitting (180), into two cases.
% 65.01/29.98  																																														|-Branch one:
% 65.01/29.98  																																														| (516) all_0_42_42 = e3
% 65.01/29.98  																																														|
% 65.01/29.98  																																															| Combining equations (1392,516) yields a new equation:
% 65.01/29.98  																																															| (424) e4 = e3
% 65.01/29.98  																																															|
% 65.01/29.98  																																															| Simplifying 424 yields:
% 65.01/29.98  																																															| (425) e4 = e3
% 65.01/29.98  																																															|
% 65.01/29.98  																																															| Equations (425) can reduce 188 to:
% 65.01/29.98  																																															| (266) $false
% 65.01/29.98  																																															|
% 65.01/29.98  																																															|-The branch is then unsatisfiable
% 65.01/29.98  																																														|-Branch two:
% 65.01/29.98  																																														| (405)  ~ (all_0_42_42 = e3)
% 65.01/29.98  																																														| (521) all_0_47_47 = e3 | all_0_51_51 = e3 | all_0_56_56 = e3
% 65.01/29.98  																																														|
% 65.01/29.98  																																															| Equations (1392) can reduce 405 to:
% 65.01/29.98  																																															| (188)  ~ (e4 = e3)
% 65.01/29.98  																																															|
% 65.01/29.98  																																															+-Applying beta-rule and splitting (7), into two cases.
% 65.01/29.98  																																															|-Branch one:
% 65.01/29.98  																																															| (504) all_0_51_51 = e2
% 65.01/29.98  																																															|
% 65.01/29.98  																																																| Equations (504) can reduce 1099 to:
% 65.01/29.98  																																																| (266) $false
% 65.01/29.98  																																																|
% 65.01/29.98  																																																|-The branch is then unsatisfiable
% 65.01/29.98  																																															|-Branch two:
% 65.01/29.98  																																															| (1099)  ~ (all_0_51_51 = e2)
% 65.01/29.98  																																															| (1100) all_0_51_51 = e4 | all_0_51_51 = e3 | all_0_51_51 = e1
% 65.01/29.98  																																															|
% 65.01/29.98  																																																+-Applying beta-rule and splitting (62), into two cases.
% 65.01/29.98  																																																|-Branch one:
% 65.01/29.98  																																																| (321) all_0_38_38 = e4
% 65.01/29.98  																																																|
% 65.01/29.98  																																																	| Combining equations (292,321) yields a new equation:
% 65.01/29.98  																																																	| (323) e4 = e2
% 65.01/29.98  																																																	|
% 65.01/29.98  																																																	| Equations (323) can reduce 48 to:
% 65.01/29.98  																																																	| (266) $false
% 65.01/29.98  																																																	|
% 65.01/29.98  																																																	|-The branch is then unsatisfiable
% 65.01/29.98  																																																|-Branch two:
% 65.01/29.98  																																																| (325)  ~ (all_0_38_38 = e4)
% 65.01/29.99  																																																| (582) all_0_41_41 = e4 | all_0_46_46 = e4 | all_0_50_50 = e4 | all_0_55_55 = e4
% 65.01/29.99  																																																|
% 65.01/29.99  																																																	| Equations (292) can reduce 325 to:
% 65.01/29.99  																																																	| (327)  ~ (e4 = e2)
% 65.01/29.99  																																																	|
% 65.01/29.99  																																																	| Simplifying 327 yields:
% 65.01/29.99  																																																	| (48)  ~ (e4 = e2)
% 65.01/29.99  																																																	|
% 65.01/29.99  																																																	+-Applying beta-rule and splitting (231), into two cases.
% 65.01/29.99  																																																	|-Branch one:
% 65.01/29.99  																																																	| (775) all_0_50_50 = e4
% 65.01/29.99  																																																	|
% 65.01/29.99  																																																		| Equations (775) can reduce 190 to:
% 65.01/29.99  																																																		| (1452)  ~ (all_0_53_53 = e4)
% 65.01/29.99  																																																		|
% 65.01/29.99  																																																		| Simplifying 1452 yields:
% 65.01/29.99  																																																		| (1453)  ~ (all_0_53_53 = e4)
% 65.01/29.99  																																																		|
% 65.01/29.99  																																																		| Equations (775) can reduce 411 to:
% 65.01/29.99  																																																		| (188)  ~ (e4 = e3)
% 65.01/29.99  																																																		|
% 65.01/29.99  																																																		| Equations (775) can reduce 302 to:
% 65.01/29.99  																																																		| (48)  ~ (e4 = e2)
% 65.01/29.99  																																																		|
% 65.01/29.99  																																																		| Equations (775) can reduce 121 to:
% 65.01/29.99  																																																		| (49)  ~ (e4 = e0)
% 65.01/29.99  																																																		|
% 65.01/29.99  																																																		| From (775) and (8) follows:
% 65.01/29.99  																																																		| (91355) op(e4, e3) = all_0_23_23
% 65.01/29.99  																																																		|
% 65.01/29.99  																																																		+-Applying beta-rule and splitting (160), into two cases.
% 65.01/29.99  																																																		|-Branch one:
% 65.01/29.99  																																																		| (601) all_0_50_50 = e1
% 65.01/29.99  																																																		|
% 65.01/29.99  																																																			| Combining equations (601,775) yields a new equation:
% 65.01/29.99  																																																			| (630) e4 = e1
% 65.01/29.99  																																																			|
% 65.01/29.99  																																																			| Equations (630) can reduce 110 to:
% 65.01/29.99  																																																			| (266) $false
% 65.01/29.99  																																																			|
% 65.01/29.99  																																																			|-The branch is then unsatisfiable
% 65.01/29.99  																																																		|-Branch two:
% 65.01/29.99  																																																		| (759)  ~ (all_0_50_50 = e1)
% 65.01/29.99  																																																		| (1168) all_0_51_51 = e1 | all_0_52_52 = e1 | all_0_53_53 = e1
% 65.01/29.99  																																																		|
% 65.01/29.99  																																																			| Equations (775) can reduce 759 to:
% 65.01/29.99  																																																			| (110)  ~ (e4 = e1)
% 65.01/29.99  																																																			|
% 65.01/29.99  																																																			+-Applying beta-rule and splitting (1899), into two cases.
% 65.01/29.99  																																																			|-Branch one:
% 65.01/29.99  																																																			| (516) all_0_42_42 = e3
% 65.01/29.99  																																																			|
% 65.01/29.99  																																																				| Combining equations (1392,516) yields a new equation:
% 65.01/29.99  																																																				| (424) e4 = e3
% 65.01/29.99  																																																				|
% 65.01/29.99  																																																				| Simplifying 424 yields:
% 65.01/29.99  																																																				| (425) e4 = e3
% 65.01/29.99  																																																				|
% 65.01/29.99  																																																				| Equations (425) can reduce 188 to:
% 65.01/29.99  																																																				| (266) $false
% 65.01/29.99  																																																				|
% 65.01/29.99  																																																				|-The branch is then unsatisfiable
% 65.01/29.99  																																																			|-Branch two:
% 65.01/29.99  																																																			| (405)  ~ (all_0_42_42 = e3)
% 65.01/29.99  																																																			| (532) all_0_44_44 = e3
% 65.01/29.99  																																																			|
% 65.01/29.99  																																																				| Equations (532) can reduce 220 to:
% 65.01/29.99  																																																				| (1114)  ~ (all_0_53_53 = e3)
% 65.01/29.99  																																																				|
% 65.01/29.99  																																																				| Simplifying 1114 yields:
% 65.01/29.99  																																																				| (903)  ~ (all_0_53_53 = e3)
% 65.01/29.99  																																																				|
% 65.01/29.99  																																																				+-Applying beta-rule and splitting (112), into two cases.
% 65.01/29.99  																																																				|-Branch one:
% 65.01/29.99  																																																				| (635) all_0_44_44 = e1
% 65.01/29.99  																																																				|
% 65.01/29.99  																																																					| Combining equations (532,635) yields a new equation:
% 65.01/29.99  																																																					| (454) e3 = e1
% 65.01/29.99  																																																					|
% 65.01/29.99  																																																					| Simplifying 454 yields:
% 65.01/29.99  																																																					| (455) e3 = e1
% 65.01/29.99  																																																					|
% 65.01/29.99  																																																					| Equations (455) can reduce 213 to:
% 65.01/29.99  																																																					| (266) $false
% 65.01/29.99  																																																					|
% 65.01/29.99  																																																					|-The branch is then unsatisfiable
% 65.01/29.99  																																																				|-Branch two:
% 65.01/29.99  																																																				| (639)  ~ (all_0_44_44 = e1)
% 65.01/29.99  																																																				| (640) all_0_49_49 = e1 | all_0_53_53 = e1 | all_0_58_58 = e1
% 65.01/29.99  																																																				|
% 65.01/29.99  																																																					+-Applying beta-rule and splitting (18), into two cases.
% 65.01/29.99  																																																					|-Branch one:
% 65.01/29.99  																																																					| (453) all_0_41_41 = e1
% 65.01/29.99  																																																					|
% 65.01/29.99  																																																						| Combining equations (453,84875) yields a new equation:
% 65.01/29.99  																																																						| (91377) all_0_32_32 = e1
% 65.01/29.99  																																																						|
% 65.01/29.99  																																																						| Equations (453) can reduce 85 to:
% 65.01/29.99  																																																						| (604)  ~ (e2 = e1)
% 65.01/29.99  																																																						|
% 65.01/29.99  																																																						| Simplifying 604 yields:
% 65.01/29.99  																																																						| (122)  ~ (e2 = e1)
% 65.01/29.99  																																																						|
% 65.01/29.99  																																																						| Equations (453) can reduce 357 to:
% 65.01/29.99  																																																						| (233)  ~ (e1 = e0)
% 65.01/29.99  																																																						|
% 65.01/29.99  																																																						+-Applying beta-rule and splitting (640), into two cases.
% 65.01/29.99  																																																						|-Branch one:
% 65.01/29.99  																																																						| (671) all_0_49_49 = e1
% 65.01/29.99  																																																						|
% 65.01/29.99  																																																							| Combining equations (671,583) yields a new equation:
% 65.01/29.99  																																																							| (617) e2 = e1
% 65.01/29.99  																																																							|
% 65.01/29.99  																																																							| Equations (617) can reduce 122 to:
% 65.01/29.99  																																																							| (266) $false
% 65.01/29.99  																																																							|
% 65.01/29.99  																																																							|-The branch is then unsatisfiable
% 65.01/29.99  																																																						|-Branch two:
% 65.01/29.99  																																																						| (1064)  ~ (all_0_49_49 = e1)
% 65.01/29.99  																																																						| (2141) all_0_53_53 = e1 | all_0_58_58 = e1
% 65.01/29.99  																																																						|
% 65.01/29.99  																																																							+-Applying beta-rule and splitting (418), into two cases.
% 65.01/29.99  																																																							|-Branch one:
% 65.01/29.99  																																																							| (660) all_0_51_51 = e3
% 65.01/29.99  																																																							|
% 65.01/29.99  																																																								| Equations (660) can reduce 6 to:
% 65.01/29.99  																																																								| (1114)  ~ (all_0_53_53 = e3)
% 65.01/29.99  																																																								|
% 65.01/29.99  																																																								| Simplifying 1114 yields:
% 65.01/29.99  																																																								| (903)  ~ (all_0_53_53 = e3)
% 65.01/29.99  																																																								|
% 65.01/29.99  																																																								| Equations (660) can reduce 1099 to:
% 65.01/29.99  																																																								| (212)  ~ (e3 = e2)
% 65.01/29.99  																																																								|
% 65.01/29.99  																																																								| Equations (660) can reduce 115 to:
% 65.01/29.99  																																																								| (80)  ~ (e3 = e0)
% 65.01/29.99  																																																								|
% 65.01/29.99  																																																								| From (660) and (177) follows:
% 65.01/29.99  																																																								| (9464) op(e3, e2) = all_0_25_25
% 65.01/29.99  																																																								|
% 65.01/29.99  																																																								+-Applying beta-rule and splitting (610), into two cases.
% 65.01/29.99  																																																								|-Branch one:
% 65.01/29.99  																																																								| (1298) all_0_53_53 = e4
% 65.01/29.99  																																																								|
% 65.01/29.99  																																																									| Equations (1298) can reduce 1453 to:
% 65.01/29.99  																																																									| (266) $false
% 65.01/29.99  																																																									|
% 65.01/29.99  																																																									|-The branch is then unsatisfiable
% 65.01/29.99  																																																								|-Branch two:
% 65.01/29.99  																																																								| (1453)  ~ (all_0_53_53 = e4)
% 65.01/30.00  																																																								| (1694) all_0_53_53 = e3 | all_0_53_53 = e1
% 65.01/30.00  																																																								|
% 65.01/30.00  																																																									+-Applying beta-rule and splitting (2141), into two cases.
% 65.01/30.00  																																																									|-Branch one:
% 65.01/30.00  																																																									| (1208) all_0_53_53 = e1
% 65.01/30.00  																																																									|
% 65.01/30.00  																																																										| Equations (1208) can reduce 1453 to:
% 65.01/30.00  																																																										| (602)  ~ (e4 = e1)
% 65.01/30.00  																																																										|
% 65.01/30.00  																																																										| Simplifying 602 yields:
% 65.01/30.00  																																																										| (110)  ~ (e4 = e1)
% 65.01/30.00  																																																										|
% 65.01/30.00  																																																										| Equations (1208) can reduce 903 to:
% 65.01/30.00  																																																										| (467)  ~ (e3 = e1)
% 65.01/30.00  																																																										|
% 65.01/30.00  																																																										| Simplifying 467 yields:
% 65.01/30.00  																																																										| (213)  ~ (e3 = e1)
% 65.01/30.00  																																																										|
% 65.01/30.00  																																																										| Equations (1208) can reduce 509 to:
% 65.01/30.00  																																																										| (604)  ~ (e2 = e1)
% 65.01/30.00  																																																										|
% 65.01/30.00  																																																										| Simplifying 604 yields:
% 65.01/30.00  																																																										| (122)  ~ (e2 = e1)
% 65.01/30.00  																																																										|
% 65.01/30.00  																																																										| Equations (1208) can reduce 247 to:
% 65.01/30.00  																																																										| (233)  ~ (e1 = e0)
% 65.01/30.00  																																																										|
% 65.01/30.00  																																																										| Instantiating formula (29) with e4, e3, all_0_7_7, e2 and discharging atoms op(e4, e3) = all_0_7_7, op(e4, e3) = e2, yields:
% 65.01/30.00  																																																										| (59496) all_0_7_7 = e2
% 65.01/30.00  																																																										|
% 65.01/30.00  																																																										| Instantiating formula (29) with e4, e3, all_0_23_23, all_0_7_7 and discharging atoms op(e4, e3) = all_0_7_7, op(e4, e3) = all_0_23_23, yields:
% 65.01/30.00  																																																										| (5709) all_0_7_7 = all_0_23_23
% 65.01/30.00  																																																										|
% 65.01/30.00  																																																										| Instantiating formula (29) with e4, e2, all_0_8_8, e0 and discharging atoms op(e4, e2) = all_0_8_8, op(e4, e2) = e0, yields:
% 65.01/30.00  																																																										| (4262) all_0_8_8 = e0
% 65.01/30.00  																																																										|
% 65.01/30.00  																																																										| Instantiating formula (29) with e3, e2, e4, all_0_25_25 and discharging atoms op(e3, e2) = all_0_25_25, op(e3, e2) = e4, yields:
% 65.01/30.00  																																																										| (15138) all_0_25_25 = e4
% 65.01/30.00  																																																										|
% 65.01/30.00  																																																										| Combining equations (5709,59496) yields a new equation:
% 65.01/30.00  																																																										| (91408) all_0_23_23 = e2
% 65.01/30.00  																																																										|
% 65.01/30.00  																																																										| Simplifying 91408 yields:
% 65.01/30.01  																																																										| (91409) all_0_23_23 = e2
% 65.01/30.01  																																																										|
% 65.01/30.01  																																																										+-Applying beta-rule and splitting (238), into two cases.
% 65.01/30.01  																																																										|-Branch one:
% 65.01/30.01  																																																										| (396) all_0_43_43 = e4
% 65.01/30.01  																																																										|
% 65.01/30.01  																																																											| Combining equations (356,396) yields a new equation:
% 65.01/30.01  																																																											| (397) e4 = e0
% 65.01/30.01  																																																											|
% 65.01/30.01  																																																											| Equations (397) can reduce 49 to:
% 65.01/30.01  																																																											| (266) $false
% 65.01/30.01  																																																											|
% 65.01/30.01  																																																											|-The branch is then unsatisfiable
% 65.01/30.01  																																																										|-Branch two:
% 65.01/30.01  																																																										| (399)  ~ (all_0_43_43 = e4)
% 65.01/30.01  																																																										| (9578) (all_0_1_1 = e4 &  ~ (all_0_0_0 = e3) &  ~ (all_0_38_38 = e2)) | (all_0_3_3 = e4 &  ~ (all_0_2_2 = e2) &  ~ (all_0_39_39 = all_0_45_45)) | (all_0_5_5 = e4 &  ~ (all_0_4_4 = e0) &  ~ (all_0_40_40 = all_0_54_54)) | (all_0_8_8 = e3 &  ~ (all_0_7_7 = e2) &  ~ (all_0_42_42 = all_0_46_46)) | (all_0_10_10 = e3 &  ~ (all_0_9_9 = e1) &  ~ (all_0_43_43 = all_0_50_50)) | (all_0_12_12 = e3 &  ~ (all_0_11_11 = e0) &  ~ (all_0_44_44 = all_0_55_55)) | (all_0_14_14 = e2 &  ~ (all_0_13_13 = e4) &  ~ (all_0_39_39 = all_0_45_45)) | (all_0_16_16 = e2 &  ~ (all_0_15_15 = e3) &  ~ (all_0_42_42 = all_0_46_46)) | (all_0_19_19 = e2 &  ~ (all_0_18_18 = e1) &  ~ (all_0_48_48 = all_0_51_51)) | (all_0_21_21 = e2 &  ~ (all_0_20_20 = e0) &  ~ (all_0_49_49 = all_0_56_56)) | (all_0_23_23 = e1 &  ~ (all_0_22_22 = e3) &  ~ (all_0_43_43 = all_0_50_50)) | (all_0_25_25 = e1 &  ~ (all_0_24_24 = e2) &  ~ (all_0_48_48 = all_0_51_51)) | (all_0_28_28 = e1 &  ~ (all_0_27_27 = e0) &  ~ (all_0_53_53 = all_0_57_57)) | (all_0_30_30 = e0 &  ~ (all_0_29_29 = e4) &  ~ (all_0_40_40 = all_0_54_54)) | (all_0_32_32 = e0 &  ~ (all_0_31_31 = e3) &  ~ (all_0_44_44 = all_0_55_55)) | (all_0_34_34 = e0 &  ~ (all_0_33_33 = e2) &  ~ (all_0_49_49 = all_0_56_56)) | (all_0_36_36 = e0 &  ~ (all_0_35_35 = e1) &  ~ (all_0_53_53 = all_0_57_57)) | (all_0_45_45 = e3 &  ~ (all_0_38_38 = e2) &  ~ (all_0_46_46 = e4))
% 65.01/30.01  																																																										|
% 65.01/30.01  																																																											| Equations (356) can reduce 399 to:
% 65.01/30.01  																																																											| (401)  ~ (e4 = e0)
% 65.01/30.01  																																																											|
% 65.01/30.01  																																																											| Simplifying 401 yields:
% 65.01/30.01  																																																											| (49)  ~ (e4 = e0)
% 65.01/30.01  																																																											|
% 65.01/30.01  																																																											+-Applying beta-rule and splitting (9578), into two cases.
% 65.01/30.01  																																																											|-Branch one:
% 65.01/30.01  																																																											| (9581) (all_0_1_1 = e4 &  ~ (all_0_0_0 = e3) &  ~ (all_0_38_38 = e2)) | (all_0_3_3 = e4 &  ~ (all_0_2_2 = e2) &  ~ (all_0_39_39 = all_0_45_45)) | (all_0_5_5 = e4 &  ~ (all_0_4_4 = e0) &  ~ (all_0_40_40 = all_0_54_54)) | (all_0_8_8 = e3 &  ~ (all_0_7_7 = e2) &  ~ (all_0_42_42 = all_0_46_46)) | (all_0_10_10 = e3 &  ~ (all_0_9_9 = e1) &  ~ (all_0_43_43 = all_0_50_50)) | (all_0_12_12 = e3 &  ~ (all_0_11_11 = e0) &  ~ (all_0_44_44 = all_0_55_55)) | (all_0_14_14 = e2 &  ~ (all_0_13_13 = e4) &  ~ (all_0_39_39 = all_0_45_45)) | (all_0_16_16 = e2 &  ~ (all_0_15_15 = e3) &  ~ (all_0_42_42 = all_0_46_46)) | (all_0_19_19 = e2 &  ~ (all_0_18_18 = e1) &  ~ (all_0_48_48 = all_0_51_51)) | (all_0_21_21 = e2 &  ~ (all_0_20_20 = e0) &  ~ (all_0_49_49 = all_0_56_56)) | (all_0_23_23 = e1 &  ~ (all_0_22_22 = e3) &  ~ (all_0_43_43 = all_0_50_50)) | (all_0_25_25 = e1 &  ~ (all_0_24_24 = e2) &  ~ (all_0_48_48 = all_0_51_51)) | (all_0_28_28 = e1 &  ~ (all_0_27_27 = e0) &  ~ (all_0_53_53 = all_0_57_57)) | (all_0_30_30 = e0 &  ~ (all_0_29_29 = e4) &  ~ (all_0_40_40 = all_0_54_54)) | (all_0_32_32 = e0 &  ~ (all_0_31_31 = e3) &  ~ (all_0_44_44 = all_0_55_55)) | (all_0_34_34 = e0 &  ~ (all_0_33_33 = e2) &  ~ (all_0_49_49 = all_0_56_56)) | (all_0_36_36 = e0 &  ~ (all_0_35_35 = e1) &  ~ (all_0_53_53 = all_0_57_57))
% 65.01/30.01  																																																											|
% 65.01/30.01  																																																												+-Applying beta-rule and splitting (9581), into two cases.
% 65.01/30.01  																																																												|-Branch one:
% 65.01/30.01  																																																												| (9582) (all_0_1_1 = e4 &  ~ (all_0_0_0 = e3) &  ~ (all_0_38_38 = e2)) | (all_0_3_3 = e4 &  ~ (all_0_2_2 = e2) &  ~ (all_0_39_39 = all_0_45_45)) | (all_0_5_5 = e4 &  ~ (all_0_4_4 = e0) &  ~ (all_0_40_40 = all_0_54_54)) | (all_0_8_8 = e3 &  ~ (all_0_7_7 = e2) &  ~ (all_0_42_42 = all_0_46_46)) | (all_0_10_10 = e3 &  ~ (all_0_9_9 = e1) &  ~ (all_0_43_43 = all_0_50_50)) | (all_0_12_12 = e3 &  ~ (all_0_11_11 = e0) &  ~ (all_0_44_44 = all_0_55_55)) | (all_0_14_14 = e2 &  ~ (all_0_13_13 = e4) &  ~ (all_0_39_39 = all_0_45_45)) | (all_0_16_16 = e2 &  ~ (all_0_15_15 = e3) &  ~ (all_0_42_42 = all_0_46_46)) | (all_0_19_19 = e2 &  ~ (all_0_18_18 = e1) &  ~ (all_0_48_48 = all_0_51_51)) | (all_0_21_21 = e2 &  ~ (all_0_20_20 = e0) &  ~ (all_0_49_49 = all_0_56_56)) | (all_0_23_23 = e1 &  ~ (all_0_22_22 = e3) &  ~ (all_0_43_43 = all_0_50_50)) | (all_0_25_25 = e1 &  ~ (all_0_24_24 = e2) &  ~ (all_0_48_48 = all_0_51_51)) | (all_0_28_28 = e1 &  ~ (all_0_27_27 = e0) &  ~ (all_0_53_53 = all_0_57_57)) | (all_0_30_30 = e0 &  ~ (all_0_29_29 = e4) &  ~ (all_0_40_40 = all_0_54_54)) | (all_0_32_32 = e0 &  ~ (all_0_31_31 = e3) &  ~ (all_0_44_44 = all_0_55_55)) | (all_0_34_34 = e0 &  ~ (all_0_33_33 = e2) &  ~ (all_0_49_49 = all_0_56_56))
% 65.01/30.01  																																																												|
% 65.01/30.01  																																																													+-Applying beta-rule and splitting (9582), into two cases.
% 65.01/30.01  																																																													|-Branch one:
% 65.01/30.01  																																																													| (9583) (all_0_1_1 = e4 &  ~ (all_0_0_0 = e3) &  ~ (all_0_38_38 = e2)) | (all_0_3_3 = e4 &  ~ (all_0_2_2 = e2) &  ~ (all_0_39_39 = all_0_45_45)) | (all_0_5_5 = e4 &  ~ (all_0_4_4 = e0) &  ~ (all_0_40_40 = all_0_54_54)) | (all_0_8_8 = e3 &  ~ (all_0_7_7 = e2) &  ~ (all_0_42_42 = all_0_46_46)) | (all_0_10_10 = e3 &  ~ (all_0_9_9 = e1) &  ~ (all_0_43_43 = all_0_50_50)) | (all_0_12_12 = e3 &  ~ (all_0_11_11 = e0) &  ~ (all_0_44_44 = all_0_55_55)) | (all_0_14_14 = e2 &  ~ (all_0_13_13 = e4) &  ~ (all_0_39_39 = all_0_45_45)) | (all_0_16_16 = e2 &  ~ (all_0_15_15 = e3) &  ~ (all_0_42_42 = all_0_46_46)) | (all_0_19_19 = e2 &  ~ (all_0_18_18 = e1) &  ~ (all_0_48_48 = all_0_51_51)) | (all_0_21_21 = e2 &  ~ (all_0_20_20 = e0) &  ~ (all_0_49_49 = all_0_56_56)) | (all_0_23_23 = e1 &  ~ (all_0_22_22 = e3) &  ~ (all_0_43_43 = all_0_50_50)) | (all_0_25_25 = e1 &  ~ (all_0_24_24 = e2) &  ~ (all_0_48_48 = all_0_51_51)) | (all_0_28_28 = e1 &  ~ (all_0_27_27 = e0) &  ~ (all_0_53_53 = all_0_57_57)) | (all_0_30_30 = e0 &  ~ (all_0_29_29 = e4) &  ~ (all_0_40_40 = all_0_54_54)) | (all_0_32_32 = e0 &  ~ (all_0_31_31 = e3) &  ~ (all_0_44_44 = all_0_55_55))
% 65.01/30.01  																																																													|
% 65.01/30.01  																																																														+-Applying beta-rule and splitting (9583), into two cases.
% 65.01/30.01  																																																														|-Branch one:
% 65.01/30.01  																																																														| (9584) (all_0_1_1 = e4 &  ~ (all_0_0_0 = e3) &  ~ (all_0_38_38 = e2)) | (all_0_3_3 = e4 &  ~ (all_0_2_2 = e2) &  ~ (all_0_39_39 = all_0_45_45)) | (all_0_5_5 = e4 &  ~ (all_0_4_4 = e0) &  ~ (all_0_40_40 = all_0_54_54)) | (all_0_8_8 = e3 &  ~ (all_0_7_7 = e2) &  ~ (all_0_42_42 = all_0_46_46)) | (all_0_10_10 = e3 &  ~ (all_0_9_9 = e1) &  ~ (all_0_43_43 = all_0_50_50)) | (all_0_12_12 = e3 &  ~ (all_0_11_11 = e0) &  ~ (all_0_44_44 = all_0_55_55)) | (all_0_14_14 = e2 &  ~ (all_0_13_13 = e4) &  ~ (all_0_39_39 = all_0_45_45)) | (all_0_16_16 = e2 &  ~ (all_0_15_15 = e3) &  ~ (all_0_42_42 = all_0_46_46)) | (all_0_19_19 = e2 &  ~ (all_0_18_18 = e1) &  ~ (all_0_48_48 = all_0_51_51)) | (all_0_21_21 = e2 &  ~ (all_0_20_20 = e0) &  ~ (all_0_49_49 = all_0_56_56)) | (all_0_23_23 = e1 &  ~ (all_0_22_22 = e3) &  ~ (all_0_43_43 = all_0_50_50)) | (all_0_25_25 = e1 &  ~ (all_0_24_24 = e2) &  ~ (all_0_48_48 = all_0_51_51)) | (all_0_28_28 = e1 &  ~ (all_0_27_27 = e0) &  ~ (all_0_53_53 = all_0_57_57)) | (all_0_30_30 = e0 &  ~ (all_0_29_29 = e4) &  ~ (all_0_40_40 = all_0_54_54))
% 65.01/30.01  																																																														|
% 65.01/30.01  																																																															+-Applying beta-rule and splitting (9584), into two cases.
% 65.01/30.01  																																																															|-Branch one:
% 65.01/30.01  																																																															| (9585) (all_0_1_1 = e4 &  ~ (all_0_0_0 = e3) &  ~ (all_0_38_38 = e2)) | (all_0_3_3 = e4 &  ~ (all_0_2_2 = e2) &  ~ (all_0_39_39 = all_0_45_45)) | (all_0_5_5 = e4 &  ~ (all_0_4_4 = e0) &  ~ (all_0_40_40 = all_0_54_54)) | (all_0_8_8 = e3 &  ~ (all_0_7_7 = e2) &  ~ (all_0_42_42 = all_0_46_46)) | (all_0_10_10 = e3 &  ~ (all_0_9_9 = e1) &  ~ (all_0_43_43 = all_0_50_50)) | (all_0_12_12 = e3 &  ~ (all_0_11_11 = e0) &  ~ (all_0_44_44 = all_0_55_55)) | (all_0_14_14 = e2 &  ~ (all_0_13_13 = e4) &  ~ (all_0_39_39 = all_0_45_45)) | (all_0_16_16 = e2 &  ~ (all_0_15_15 = e3) &  ~ (all_0_42_42 = all_0_46_46)) | (all_0_19_19 = e2 &  ~ (all_0_18_18 = e1) &  ~ (all_0_48_48 = all_0_51_51)) | (all_0_21_21 = e2 &  ~ (all_0_20_20 = e0) &  ~ (all_0_49_49 = all_0_56_56)) | (all_0_23_23 = e1 &  ~ (all_0_22_22 = e3) &  ~ (all_0_43_43 = all_0_50_50)) | (all_0_25_25 = e1 &  ~ (all_0_24_24 = e2) &  ~ (all_0_48_48 = all_0_51_51)) | (all_0_28_28 = e1 &  ~ (all_0_27_27 = e0) &  ~ (all_0_53_53 = all_0_57_57))
% 65.01/30.01  																																																															|
% 65.01/30.01  																																																																+-Applying beta-rule and splitting (9585), into two cases.
% 65.01/30.01  																																																																|-Branch one:
% 65.01/30.01  																																																																| (9586) (all_0_1_1 = e4 &  ~ (all_0_0_0 = e3) &  ~ (all_0_38_38 = e2)) | (all_0_3_3 = e4 &  ~ (all_0_2_2 = e2) &  ~ (all_0_39_39 = all_0_45_45)) | (all_0_5_5 = e4 &  ~ (all_0_4_4 = e0) &  ~ (all_0_40_40 = all_0_54_54)) | (all_0_8_8 = e3 &  ~ (all_0_7_7 = e2) &  ~ (all_0_42_42 = all_0_46_46)) | (all_0_10_10 = e3 &  ~ (all_0_9_9 = e1) &  ~ (all_0_43_43 = all_0_50_50)) | (all_0_12_12 = e3 &  ~ (all_0_11_11 = e0) &  ~ (all_0_44_44 = all_0_55_55)) | (all_0_14_14 = e2 &  ~ (all_0_13_13 = e4) &  ~ (all_0_39_39 = all_0_45_45)) | (all_0_16_16 = e2 &  ~ (all_0_15_15 = e3) &  ~ (all_0_42_42 = all_0_46_46)) | (all_0_19_19 = e2 &  ~ (all_0_18_18 = e1) &  ~ (all_0_48_48 = all_0_51_51)) | (all_0_21_21 = e2 &  ~ (all_0_20_20 = e0) &  ~ (all_0_49_49 = all_0_56_56)) | (all_0_23_23 = e1 &  ~ (all_0_22_22 = e3) &  ~ (all_0_43_43 = all_0_50_50)) | (all_0_25_25 = e1 &  ~ (all_0_24_24 = e2) &  ~ (all_0_48_48 = all_0_51_51))
% 65.01/30.01  																																																																|
% 65.01/30.01  																																																																	+-Applying beta-rule and splitting (9586), into two cases.
% 65.01/30.01  																																																																	|-Branch one:
% 65.01/30.01  																																																																	| (9587) (all_0_1_1 = e4 &  ~ (all_0_0_0 = e3) &  ~ (all_0_38_38 = e2)) | (all_0_3_3 = e4 &  ~ (all_0_2_2 = e2) &  ~ (all_0_39_39 = all_0_45_45)) | (all_0_5_5 = e4 &  ~ (all_0_4_4 = e0) &  ~ (all_0_40_40 = all_0_54_54)) | (all_0_8_8 = e3 &  ~ (all_0_7_7 = e2) &  ~ (all_0_42_42 = all_0_46_46)) | (all_0_10_10 = e3 &  ~ (all_0_9_9 = e1) &  ~ (all_0_43_43 = all_0_50_50)) | (all_0_12_12 = e3 &  ~ (all_0_11_11 = e0) &  ~ (all_0_44_44 = all_0_55_55)) | (all_0_14_14 = e2 &  ~ (all_0_13_13 = e4) &  ~ (all_0_39_39 = all_0_45_45)) | (all_0_16_16 = e2 &  ~ (all_0_15_15 = e3) &  ~ (all_0_42_42 = all_0_46_46)) | (all_0_19_19 = e2 &  ~ (all_0_18_18 = e1) &  ~ (all_0_48_48 = all_0_51_51)) | (all_0_21_21 = e2 &  ~ (all_0_20_20 = e0) &  ~ (all_0_49_49 = all_0_56_56)) | (all_0_23_23 = e1 &  ~ (all_0_22_22 = e3) &  ~ (all_0_43_43 = all_0_50_50))
% 65.01/30.01  																																																																	|
% 65.01/30.01  																																																																		+-Applying beta-rule and splitting (9587), into two cases.
% 65.01/30.01  																																																																		|-Branch one:
% 65.01/30.01  																																																																		| (9588) (all_0_1_1 = e4 &  ~ (all_0_0_0 = e3) &  ~ (all_0_38_38 = e2)) | (all_0_3_3 = e4 &  ~ (all_0_2_2 = e2) &  ~ (all_0_39_39 = all_0_45_45)) | (all_0_5_5 = e4 &  ~ (all_0_4_4 = e0) &  ~ (all_0_40_40 = all_0_54_54)) | (all_0_8_8 = e3 &  ~ (all_0_7_7 = e2) &  ~ (all_0_42_42 = all_0_46_46)) | (all_0_10_10 = e3 &  ~ (all_0_9_9 = e1) &  ~ (all_0_43_43 = all_0_50_50)) | (all_0_12_12 = e3 &  ~ (all_0_11_11 = e0) &  ~ (all_0_44_44 = all_0_55_55)) | (all_0_14_14 = e2 &  ~ (all_0_13_13 = e4) &  ~ (all_0_39_39 = all_0_45_45)) | (all_0_16_16 = e2 &  ~ (all_0_15_15 = e3) &  ~ (all_0_42_42 = all_0_46_46)) | (all_0_19_19 = e2 &  ~ (all_0_18_18 = e1) &  ~ (all_0_48_48 = all_0_51_51)) | (all_0_21_21 = e2 &  ~ (all_0_20_20 = e0) &  ~ (all_0_49_49 = all_0_56_56))
% 65.01/30.01  																																																																		|
% 65.01/30.01  																																																																			+-Applying beta-rule and splitting (9588), into two cases.
% 65.01/30.01  																																																																			|-Branch one:
% 65.01/30.01  																																																																			| (9589) (all_0_1_1 = e4 &  ~ (all_0_0_0 = e3) &  ~ (all_0_38_38 = e2)) | (all_0_3_3 = e4 &  ~ (all_0_2_2 = e2) &  ~ (all_0_39_39 = all_0_45_45)) | (all_0_5_5 = e4 &  ~ (all_0_4_4 = e0) &  ~ (all_0_40_40 = all_0_54_54)) | (all_0_8_8 = e3 &  ~ (all_0_7_7 = e2) &  ~ (all_0_42_42 = all_0_46_46)) | (all_0_10_10 = e3 &  ~ (all_0_9_9 = e1) &  ~ (all_0_43_43 = all_0_50_50)) | (all_0_12_12 = e3 &  ~ (all_0_11_11 = e0) &  ~ (all_0_44_44 = all_0_55_55)) | (all_0_14_14 = e2 &  ~ (all_0_13_13 = e4) &  ~ (all_0_39_39 = all_0_45_45)) | (all_0_16_16 = e2 &  ~ (all_0_15_15 = e3) &  ~ (all_0_42_42 = all_0_46_46)) | (all_0_19_19 = e2 &  ~ (all_0_18_18 = e1) &  ~ (all_0_48_48 = all_0_51_51))
% 65.01/30.01  																																																																			|
% 65.01/30.01  																																																																				+-Applying beta-rule and splitting (9589), into two cases.
% 65.01/30.01  																																																																				|-Branch one:
% 65.01/30.01  																																																																				| (9590) (all_0_1_1 = e4 &  ~ (all_0_0_0 = e3) &  ~ (all_0_38_38 = e2)) | (all_0_3_3 = e4 &  ~ (all_0_2_2 = e2) &  ~ (all_0_39_39 = all_0_45_45)) | (all_0_5_5 = e4 &  ~ (all_0_4_4 = e0) &  ~ (all_0_40_40 = all_0_54_54)) | (all_0_8_8 = e3 &  ~ (all_0_7_7 = e2) &  ~ (all_0_42_42 = all_0_46_46)) | (all_0_10_10 = e3 &  ~ (all_0_9_9 = e1) &  ~ (all_0_43_43 = all_0_50_50)) | (all_0_12_12 = e3 &  ~ (all_0_11_11 = e0) &  ~ (all_0_44_44 = all_0_55_55)) | (all_0_14_14 = e2 &  ~ (all_0_13_13 = e4) &  ~ (all_0_39_39 = all_0_45_45)) | (all_0_16_16 = e2 &  ~ (all_0_15_15 = e3) &  ~ (all_0_42_42 = all_0_46_46))
% 65.01/30.01  																																																																				|
% 65.01/30.01  																																																																					+-Applying beta-rule and splitting (9590), into two cases.
% 65.01/30.01  																																																																					|-Branch one:
% 65.01/30.01  																																																																					| (9591) (all_0_1_1 = e4 &  ~ (all_0_0_0 = e3) &  ~ (all_0_38_38 = e2)) | (all_0_3_3 = e4 &  ~ (all_0_2_2 = e2) &  ~ (all_0_39_39 = all_0_45_45)) | (all_0_5_5 = e4 &  ~ (all_0_4_4 = e0) &  ~ (all_0_40_40 = all_0_54_54)) | (all_0_8_8 = e3 &  ~ (all_0_7_7 = e2) &  ~ (all_0_42_42 = all_0_46_46)) | (all_0_10_10 = e3 &  ~ (all_0_9_9 = e1) &  ~ (all_0_43_43 = all_0_50_50)) | (all_0_12_12 = e3 &  ~ (all_0_11_11 = e0) &  ~ (all_0_44_44 = all_0_55_55)) | (all_0_14_14 = e2 &  ~ (all_0_13_13 = e4) &  ~ (all_0_39_39 = all_0_45_45))
% 65.01/30.01  																																																																					|
% 65.01/30.01  																																																																						+-Applying beta-rule and splitting (9591), into two cases.
% 65.01/30.01  																																																																						|-Branch one:
% 65.01/30.01  																																																																						| (9592) (all_0_1_1 = e4 &  ~ (all_0_0_0 = e3) &  ~ (all_0_38_38 = e2)) | (all_0_3_3 = e4 &  ~ (all_0_2_2 = e2) &  ~ (all_0_39_39 = all_0_45_45)) | (all_0_5_5 = e4 &  ~ (all_0_4_4 = e0) &  ~ (all_0_40_40 = all_0_54_54)) | (all_0_8_8 = e3 &  ~ (all_0_7_7 = e2) &  ~ (all_0_42_42 = all_0_46_46)) | (all_0_10_10 = e3 &  ~ (all_0_9_9 = e1) &  ~ (all_0_43_43 = all_0_50_50)) | (all_0_12_12 = e3 &  ~ (all_0_11_11 = e0) &  ~ (all_0_44_44 = all_0_55_55))
% 65.01/30.01  																																																																						|
% 65.01/30.01  																																																																							+-Applying beta-rule and splitting (9592), into two cases.
% 65.01/30.01  																																																																							|-Branch one:
% 65.01/30.01  																																																																							| (9593) (all_0_1_1 = e4 &  ~ (all_0_0_0 = e3) &  ~ (all_0_38_38 = e2)) | (all_0_3_3 = e4 &  ~ (all_0_2_2 = e2) &  ~ (all_0_39_39 = all_0_45_45)) | (all_0_5_5 = e4 &  ~ (all_0_4_4 = e0) &  ~ (all_0_40_40 = all_0_54_54)) | (all_0_8_8 = e3 &  ~ (all_0_7_7 = e2) &  ~ (all_0_42_42 = all_0_46_46)) | (all_0_10_10 = e3 &  ~ (all_0_9_9 = e1) &  ~ (all_0_43_43 = all_0_50_50))
% 65.01/30.01  																																																																							|
% 65.01/30.01  																																																																								+-Applying beta-rule and splitting (9593), into two cases.
% 65.01/30.01  																																																																								|-Branch one:
% 65.01/30.02  																																																																								| (9594) (all_0_1_1 = e4 &  ~ (all_0_0_0 = e3) &  ~ (all_0_38_38 = e2)) | (all_0_3_3 = e4 &  ~ (all_0_2_2 = e2) &  ~ (all_0_39_39 = all_0_45_45)) | (all_0_5_5 = e4 &  ~ (all_0_4_4 = e0) &  ~ (all_0_40_40 = all_0_54_54)) | (all_0_8_8 = e3 &  ~ (all_0_7_7 = e2) &  ~ (all_0_42_42 = all_0_46_46))
% 65.01/30.02  																																																																								|
% 65.01/30.02  																																																																									+-Applying beta-rule and splitting (9594), into two cases.
% 65.01/30.02  																																																																									|-Branch one:
% 65.09/30.02  																																																																									| (9595) (all_0_1_1 = e4 &  ~ (all_0_0_0 = e3) &  ~ (all_0_38_38 = e2)) | (all_0_3_3 = e4 &  ~ (all_0_2_2 = e2) &  ~ (all_0_39_39 = all_0_45_45)) | (all_0_5_5 = e4 &  ~ (all_0_4_4 = e0) &  ~ (all_0_40_40 = all_0_54_54))
% 65.09/30.02  																																																																									|
% 65.09/30.02  																																																																										+-Applying beta-rule and splitting (9595), into two cases.
% 65.09/30.02  																																																																										|-Branch one:
% 65.09/30.02  																																																																										| (9596) (all_0_1_1 = e4 &  ~ (all_0_0_0 = e3) &  ~ (all_0_38_38 = e2)) | (all_0_3_3 = e4 &  ~ (all_0_2_2 = e2) &  ~ (all_0_39_39 = all_0_45_45))
% 65.09/30.02  																																																																										|
% 65.09/30.02  																																																																											+-Applying beta-rule and splitting (9596), into two cases.
% 65.09/30.02  																																																																											|-Branch one:
% 65.09/30.02  																																																																											| (9597) all_0_1_1 = e4 &  ~ (all_0_0_0 = e3) &  ~ (all_0_38_38 = e2)
% 65.09/30.02  																																																																											|
% 65.09/30.02  																																																																												| Applying alpha-rule on (9597) yields:
% 65.09/30.02  																																																																												| (9598) all_0_1_1 = e4
% 65.09/30.02  																																																																												| (9599)  ~ (all_0_0_0 = e3)
% 65.09/30.02  																																																																												| (9600)  ~ (all_0_38_38 = e2)
% 65.09/30.02  																																																																												|
% 65.09/30.02  																																																																												| Combining equations (9598,9529) yields a new equation:
% 65.09/30.02  																																																																												| (481) e4 = e0
% 65.09/30.02  																																																																												|
% 65.09/30.02  																																																																												| Simplifying 481 yields:
% 65.09/30.02  																																																																												| (397) e4 = e0
% 65.09/30.02  																																																																												|
% 65.09/30.02  																																																																												| Equations (397) can reduce 49 to:
% 65.09/30.02  																																																																												| (266) $false
% 65.09/30.02  																																																																												|
% 65.09/30.02  																																																																												|-The branch is then unsatisfiable
% 65.09/30.02  																																																																											|-Branch two:
% 65.09/30.02  																																																																											| (9604) all_0_3_3 = e4 &  ~ (all_0_2_2 = e2) &  ~ (all_0_39_39 = all_0_45_45)
% 65.09/30.02  																																																																											|
% 65.09/30.02  																																																																												| Applying alpha-rule on (9604) yields:
% 65.09/30.02  																																																																												| (2165) all_0_3_3 = e4
% 65.09/30.02  																																																																												| (9606)  ~ (all_0_2_2 = e2)
% 65.09/30.02  																																																																												| (9607)  ~ (all_0_39_39 = all_0_45_45)
% 65.09/30.02  																																																																												|
% 65.09/30.02  																																																																												| Combining equations (2165,1597) yields a new equation:
% 65.09/30.02  																																																																												| (322) e4 = e2
% 65.09/30.02  																																																																												|
% 65.09/30.02  																																																																												| Simplifying 322 yields:
% 65.09/30.02  																																																																												| (323) e4 = e2
% 65.09/30.02  																																																																												|
% 65.09/30.02  																																																																												| Equations (323) can reduce 48 to:
% 65.09/30.02  																																																																												| (266) $false
% 65.09/30.02  																																																																												|
% 65.09/30.02  																																																																												|-The branch is then unsatisfiable
% 65.09/30.02  																																																																										|-Branch two:
% 65.09/30.02  																																																																										| (9609) all_0_5_5 = e4 &  ~ (all_0_4_4 = e0) &  ~ (all_0_40_40 = all_0_54_54)
% 65.09/30.02  																																																																										|
% 65.09/30.02  																																																																											| Applying alpha-rule on (9609) yields:
% 65.09/30.02  																																																																											| (9610) all_0_5_5 = e4
% 65.09/30.02  																																																																											| (9611)  ~ (all_0_4_4 = e0)
% 65.09/30.02  																																																																											| (9612)  ~ (all_0_40_40 = all_0_54_54)
% 65.09/30.02  																																																																											|
% 65.09/30.02  																																																																											| Equations (1378,265) can reduce 9612 to:
% 65.09/30.02  																																																																											| (266) $false
% 65.09/30.02  																																																																											|
% 65.09/30.02  																																																																											|-The branch is then unsatisfiable
% 65.09/30.02  																																																																									|-Branch two:
% 65.09/30.02  																																																																									| (9616) all_0_8_8 = e3 &  ~ (all_0_7_7 = e2) &  ~ (all_0_42_42 = all_0_46_46)
% 65.09/30.02  																																																																									|
% 65.09/30.02  																																																																										| Applying alpha-rule on (9616) yields:
% 65.09/30.02  																																																																										| (4675) all_0_8_8 = e3
% 65.09/30.02  																																																																										| (9618)  ~ (all_0_7_7 = e2)
% 65.09/30.02  																																																																										| (9619)  ~ (all_0_42_42 = all_0_46_46)
% 65.09/30.02  																																																																										|
% 65.09/30.02  																																																																										| Combining equations (4675,4262) yields a new equation:
% 65.09/30.02  																																																																										| (675) e3 = e0
% 65.09/30.02  																																																																										|
% 65.09/30.02  																																																																										| Simplifying 675 yields:
% 65.09/30.02  																																																																										| (676) e3 = e0
% 65.09/30.02  																																																																										|
% 65.09/30.02  																																																																										| Equations (676) can reduce 80 to:
% 65.09/30.02  																																																																										| (266) $false
% 65.09/30.02  																																																																										|
% 65.09/30.02  																																																																										|-The branch is then unsatisfiable
% 65.09/30.02  																																																																								|-Branch two:
% 65.09/30.02  																																																																								| (9621) all_0_10_10 = e3 &  ~ (all_0_9_9 = e1) &  ~ (all_0_43_43 = all_0_50_50)
% 65.09/30.02  																																																																								|
% 65.09/30.02  																																																																									| Applying alpha-rule on (9621) yields:
% 65.09/30.02  																																																																									| (9622) all_0_10_10 = e3
% 65.09/30.02  																																																																									| (9623)  ~ (all_0_9_9 = e1)
% 65.09/30.02  																																																																									| (9624)  ~ (all_0_43_43 = all_0_50_50)
% 65.09/30.02  																																																																									|
% 65.09/30.03  																																																																									| Combining equations (9622,90690) yields a new equation:
% 65.09/30.03  																																																																									| (454) e3 = e1
% 65.09/30.03  																																																																									|
% 65.09/30.03  																																																																									| Simplifying 454 yields:
% 65.09/30.03  																																																																									| (455) e3 = e1
% 65.09/30.03  																																																																									|
% 65.09/30.03  																																																																									| Equations (455) can reduce 213 to:
% 65.09/30.03  																																																																									| (266) $false
% 65.09/30.03  																																																																									|
% 65.09/30.03  																																																																									|-The branch is then unsatisfiable
% 65.09/30.03  																																																																							|-Branch two:
% 65.09/30.03  																																																																							| (9627) all_0_12_12 = e3 &  ~ (all_0_11_11 = e0) &  ~ (all_0_44_44 = all_0_55_55)
% 65.09/30.03  																																																																							|
% 65.09/30.03  																																																																								| Applying alpha-rule on (9627) yields:
% 65.09/30.03  																																																																								| (2156) all_0_12_12 = e3
% 65.09/30.03  																																																																								| (9629)  ~ (all_0_11_11 = e0)
% 65.09/30.03  																																																																								| (9630)  ~ (all_0_44_44 = all_0_55_55)
% 65.09/30.03  																																																																								|
% 65.09/30.03  																																																																								| Equations (532,2336) can reduce 9630 to:
% 65.09/30.03  																																																																								| (266) $false
% 65.09/30.03  																																																																								|
% 65.09/30.03  																																																																								|-The branch is then unsatisfiable
% 65.09/30.03  																																																																						|-Branch two:
% 65.09/30.03  																																																																						| (9632) all_0_14_14 = e2 &  ~ (all_0_13_13 = e4) &  ~ (all_0_39_39 = all_0_45_45)
% 65.09/30.03  																																																																						|
% 65.09/30.03  																																																																							| Applying alpha-rule on (9632) yields:
% 65.09/30.03  																																																																							| (9633) all_0_14_14 = e2
% 65.09/30.03  																																																																							| (9634)  ~ (all_0_13_13 = e4)
% 65.09/30.03  																																																																							| (9607)  ~ (all_0_39_39 = all_0_45_45)
% 65.09/30.03  																																																																							|
% 65.09/30.03  																																																																							| Equations (85024) can reduce 9634 to:
% 65.09/30.03  																																																																							| (266) $false
% 65.09/30.03  																																																																							|
% 65.09/30.03  																																																																							|-The branch is then unsatisfiable
% 65.09/30.03  																																																																					|-Branch two:
% 65.09/30.03  																																																																					| (9638) all_0_16_16 = e2 &  ~ (all_0_15_15 = e3) &  ~ (all_0_42_42 = all_0_46_46)
% 65.09/30.03  																																																																					|
% 65.09/30.03  																																																																						| Applying alpha-rule on (9638) yields:
% 65.09/30.03  																																																																						| (9639) all_0_16_16 = e2
% 65.09/30.03  																																																																						| (9640)  ~ (all_0_15_15 = e3)
% 65.09/30.04  																																																																						| (9619)  ~ (all_0_42_42 = all_0_46_46)
% 65.09/30.04  																																																																						|
% 65.09/30.04  																																																																						| Combining equations (9639,2167) yields a new equation:
% 65.09/30.04  																																																																						| (662) e3 = e2
% 65.09/30.04  																																																																						|
% 65.09/30.04  																																																																						| Equations (662) can reduce 212 to:
% 65.09/30.04  																																																																						| (266) $false
% 65.09/30.04  																																																																						|
% 65.09/30.04  																																																																						|-The branch is then unsatisfiable
% 65.09/30.04  																																																																				|-Branch two:
% 65.09/30.04  																																																																				| (9644) all_0_19_19 = e2 &  ~ (all_0_18_18 = e1) &  ~ (all_0_48_48 = all_0_51_51)
% 65.09/30.04  																																																																				|
% 65.09/30.04  																																																																					| Applying alpha-rule on (9644) yields:
% 65.09/30.04  																																																																					| (349) all_0_19_19 = e2
% 65.09/30.04  																																																																					| (9646)  ~ (all_0_18_18 = e1)
% 65.09/30.04  																																																																					| (9647)  ~ (all_0_48_48 = all_0_51_51)
% 65.09/30.04  																																																																					|
% 65.09/30.04  																																																																					| Combining equations (349,90642) yields a new equation:
% 65.09/30.04  																																																																					| (662) e3 = e2
% 65.09/30.04  																																																																					|
% 65.09/30.04  																																																																					| Equations (662) can reduce 212 to:
% 65.09/30.04  																																																																					| (266) $false
% 65.09/30.04  																																																																					|
% 65.09/30.04  																																																																					|-The branch is then unsatisfiable
% 65.09/30.04  																																																																			|-Branch two:
% 65.09/30.04  																																																																			| (9649) all_0_21_21 = e2 &  ~ (all_0_20_20 = e0) &  ~ (all_0_49_49 = all_0_56_56)
% 65.09/30.04  																																																																			|
% 65.09/30.04  																																																																				| Applying alpha-rule on (9649) yields:
% 65.09/30.04  																																																																				| (4269) all_0_21_21 = e2
% 65.09/30.04  																																																																				| (9651)  ~ (all_0_20_20 = e0)
% 65.09/30.04  																																																																				| (9652)  ~ (all_0_49_49 = all_0_56_56)
% 65.09/30.04  																																																																				|
% 65.09/30.04  																																																																				| Equations (583,833) can reduce 9652 to:
% 65.09/30.04  																																																																				| (266) $false
% 65.09/30.04  																																																																				|
% 65.09/30.04  																																																																				|-The branch is then unsatisfiable
% 65.09/30.04  																																																																		|-Branch two:
% 65.09/30.04  																																																																		| (9656) all_0_23_23 = e1 &  ~ (all_0_22_22 = e3) &  ~ (all_0_43_43 = all_0_50_50)
% 65.09/30.04  																																																																		|
% 65.09/30.04  																																																																			| Applying alpha-rule on (9656) yields:
% 65.09/30.04  																																																																			| (9657) all_0_23_23 = e1
% 65.09/30.04  																																																																			| (9658)  ~ (all_0_22_22 = e3)
% 65.09/30.04  																																																																			| (9624)  ~ (all_0_43_43 = all_0_50_50)
% 65.09/30.04  																																																																			|
% 65.09/30.05  																																																																			| Combining equations (9657,91409) yields a new equation:
% 65.09/30.05  																																																																			| (617) e2 = e1
% 65.09/30.05  																																																																			|
% 65.09/30.05  																																																																			| Equations (617) can reduce 122 to:
% 65.09/30.05  																																																																			| (266) $false
% 65.09/30.05  																																																																			|
% 65.09/30.05  																																																																			|-The branch is then unsatisfiable
% 65.09/30.05  																																																																	|-Branch two:
% 65.09/30.05  																																																																	| (9661) all_0_25_25 = e1 &  ~ (all_0_24_24 = e2) &  ~ (all_0_48_48 = all_0_51_51)
% 65.09/30.05  																																																																	|
% 65.09/30.05  																																																																		| Applying alpha-rule on (9661) yields:
% 65.09/30.05  																																																																		| (4271) all_0_25_25 = e1
% 65.09/30.05  																																																																		| (9663)  ~ (all_0_24_24 = e2)
% 65.09/30.05  																																																																		| (9647)  ~ (all_0_48_48 = all_0_51_51)
% 65.09/30.05  																																																																		|
% 65.09/30.05  																																																																		| Combining equations (4271,15138) yields a new equation:
% 65.09/30.05  																																																																		| (630) e4 = e1
% 65.09/30.05  																																																																		|
% 65.09/30.05  																																																																		| Equations (630) can reduce 110 to:
% 65.09/30.05  																																																																		| (266) $false
% 65.09/30.05  																																																																		|
% 65.09/30.05  																																																																		|-The branch is then unsatisfiable
% 65.09/30.05  																																																																|-Branch two:
% 65.09/30.05  																																																																| (9668) all_0_28_28 = e1 &  ~ (all_0_27_27 = e0) &  ~ (all_0_53_53 = all_0_57_57)
% 65.09/30.05  																																																																|
% 65.09/30.05  																																																																	| Applying alpha-rule on (9668) yields:
% 65.09/30.05  																																																																	| (9669) all_0_28_28 = e1
% 65.09/30.05  																																																																	| (9670)  ~ (all_0_27_27 = e0)
% 65.09/30.05  																																																																	| (9671)  ~ (all_0_53_53 = all_0_57_57)
% 65.09/30.05  																																																																	|
% 65.09/30.05  																																																																	| Equations (1208,647) can reduce 9671 to:
% 65.09/30.05  																																																																	| (266) $false
% 65.09/30.05  																																																																	|
% 65.09/30.05  																																																																	|-The branch is then unsatisfiable
% 65.09/30.05  																																																															|-Branch two:
% 65.09/30.05  																																																															| (9674) all_0_30_30 = e0 &  ~ (all_0_29_29 = e4) &  ~ (all_0_40_40 = all_0_54_54)
% 65.09/30.05  																																																															|
% 65.09/30.05  																																																																| Applying alpha-rule on (9674) yields:
% 65.09/30.05  																																																																| (9675) all_0_30_30 = e0
% 65.09/30.05  																																																																| (9676)  ~ (all_0_29_29 = e4)
% 65.09/30.05  																																																																| (9612)  ~ (all_0_40_40 = all_0_54_54)
% 65.09/30.05  																																																																|
% 65.09/30.05  																																																																| Combining equations (60456,9675) yields a new equation:
% 65.09/30.05  																																																																| (546) e1 = e0
% 65.09/30.05  																																																																|
% 65.09/30.05  																																																																| Simplifying 546 yields:
% 65.09/30.05  																																																																| (431) e1 = e0
% 65.09/30.05  																																																																|
% 65.09/30.05  																																																																| Equations (431) can reduce 233 to:
% 65.09/30.05  																																																																| (266) $false
% 65.09/30.05  																																																																|
% 65.09/30.05  																																																																|-The branch is then unsatisfiable
% 65.09/30.05  																																																														|-Branch two:
% 65.09/30.05  																																																														| (9680) all_0_32_32 = e0 &  ~ (all_0_31_31 = e3) &  ~ (all_0_44_44 = all_0_55_55)
% 65.09/30.05  																																																														|
% 65.09/30.05  																																																															| Applying alpha-rule on (9680) yields:
% 65.09/30.05  																																																															| (2163) all_0_32_32 = e0
% 65.09/30.05  																																																															| (9682)  ~ (all_0_31_31 = e3)
% 65.09/30.05  																																																															| (9630)  ~ (all_0_44_44 = all_0_55_55)
% 65.09/30.05  																																																															|
% 65.09/30.06  																																																															| Combining equations (91377,2163) yields a new equation:
% 65.09/30.06  																																																															| (546) e1 = e0
% 65.09/30.06  																																																															|
% 65.09/30.06  																																																															| Simplifying 546 yields:
% 65.09/30.06  																																																															| (431) e1 = e0
% 65.09/30.06  																																																															|
% 65.09/30.06  																																																															| Equations (431) can reduce 233 to:
% 65.09/30.06  																																																															| (266) $false
% 65.09/30.06  																																																															|
% 65.09/30.06  																																																															|-The branch is then unsatisfiable
% 65.09/30.06  																																																													|-Branch two:
% 65.09/30.06  																																																													| (9686) all_0_34_34 = e0 &  ~ (all_0_33_33 = e2) &  ~ (all_0_49_49 = all_0_56_56)
% 65.09/30.06  																																																													|
% 65.09/30.06  																																																														| Applying alpha-rule on (9686) yields:
% 65.09/30.06  																																																														| (9687) all_0_34_34 = e0
% 65.09/30.06  																																																														| (9688)  ~ (all_0_33_33 = e2)
% 65.09/30.06  																																																														| (9652)  ~ (all_0_49_49 = all_0_56_56)
% 65.09/30.06  																																																														|
% 65.09/30.06  																																																														| Combining equations (9480,9687) yields a new equation:
% 65.09/30.06  																																																														| (546) e1 = e0
% 65.09/30.06  																																																														|
% 65.09/30.06  																																																														| Simplifying 546 yields:
% 65.09/30.06  																																																														| (431) e1 = e0
% 65.09/30.06  																																																														|
% 65.09/30.06  																																																														| Equations (431) can reduce 233 to:
% 65.09/30.06  																																																														| (266) $false
% 65.09/30.06  																																																														|
% 65.09/30.06  																																																														|-The branch is then unsatisfiable
% 65.09/30.06  																																																												|-Branch two:
% 65.09/30.06  																																																												| (9693) all_0_36_36 = e0 &  ~ (all_0_35_35 = e1) &  ~ (all_0_53_53 = all_0_57_57)
% 65.09/30.06  																																																												|
% 65.09/30.06  																																																													| Applying alpha-rule on (9693) yields:
% 65.09/30.06  																																																													| (9694) all_0_36_36 = e0
% 65.09/30.06  																																																													| (9695)  ~ (all_0_35_35 = e1)
% 65.09/30.06  																																																													| (9671)  ~ (all_0_53_53 = all_0_57_57)
% 65.09/30.06  																																																													|
% 65.09/30.06  																																																													| Combining equations (90687,9694) yields a new equation:
% 65.09/30.06  																																																													| (391) e2 = e0
% 65.09/30.06  																																																													|
% 65.09/30.06  																																																													| Simplifying 391 yields:
% 65.09/30.06  																																																													| (330) e2 = e0
% 65.09/30.06  																																																													|
% 65.09/30.06  																																																													| Equations (330) can reduce 128 to:
% 65.09/30.06  																																																													| (266) $false
% 65.09/30.06  																																																													|
% 65.09/30.06  																																																													|-The branch is then unsatisfiable
% 65.09/30.06  																																																											|-Branch two:
% 65.09/30.06  																																																											| (9698) all_0_45_45 = e3 &  ~ (all_0_38_38 = e2) &  ~ (all_0_46_46 = e4)
% 65.09/30.06  																																																											|
% 65.09/30.06  																																																												| Applying alpha-rule on (9698) yields:
% 65.09/30.07  																																																												| (423) all_0_45_45 = e3
% 65.09/30.07  																																																												| (9600)  ~ (all_0_38_38 = e2)
% 65.09/30.07  																																																												| (250)  ~ (all_0_46_46 = e4)
% 65.09/30.07  																																																												|
% 65.09/30.07  																																																												| Equations (292) can reduce 9600 to:
% 65.09/30.07  																																																												| (266) $false
% 65.09/30.07  																																																												|
% 65.09/30.07  																																																												|-The branch is then unsatisfiable
% 65.09/30.07  																																																									|-Branch two:
% 65.09/30.07  																																																									| (1459)  ~ (all_0_53_53 = e1)
% 65.09/30.07  																																																									| (918) all_0_58_58 = e1
% 65.09/30.07  																																																									|
% 65.09/30.07  																																																										| Combining equations (914,918) yields a new equation:
% 65.09/30.07  																																																										| (431) e1 = e0
% 65.09/30.07  																																																										|
% 65.09/30.07  																																																										| Equations (431) can reduce 233 to:
% 65.09/30.07  																																																										| (266) $false
% 65.09/30.07  																																																										|
% 65.09/30.07  																																																										|-The branch is then unsatisfiable
% 65.09/30.07  																																																							|-Branch two:
% 65.09/30.07  																																																							| (664)  ~ (all_0_51_51 = e3)
% 65.09/30.07  																																																							| (665) all_0_53_53 = e3
% 65.09/30.07  																																																							|
% 65.09/30.07  																																																								| Equations (665) can reduce 903 to:
% 65.09/30.07  																																																								| (266) $false
% 65.09/30.07  																																																								|
% 65.09/30.07  																																																								|-The branch is then unsatisfiable
% 65.09/30.07  																																																					|-Branch two:
% 65.09/30.07  																																																					| (457)  ~ (all_0_41_41 = e1)
% 65.09/30.07  																																																					| (595) all_0_46_46 = e1 | all_0_50_50 = e1 | all_0_55_55 = e1
% 65.09/30.07  																																																					|
% 65.09/30.07  																																																						+-Applying beta-rule and splitting (595), into two cases.
% 65.09/30.07  																																																						|-Branch one:
% 65.09/30.07  																																																						| (545) all_0_46_46 = e1
% 65.09/30.07  																																																						|
% 65.09/30.07  																																																							| Combining equations (538,545) yields a new equation:
% 65.09/30.07  																																																							| (431) e1 = e0
% 65.09/30.07  																																																							|
% 65.09/30.07  																																																							| Equations (431) can reduce 233 to:
% 65.09/30.07  																																																							| (266) $false
% 65.09/30.07  																																																							|
% 65.09/30.07  																																																							|-The branch is then unsatisfiable
% 65.09/30.07  																																																						|-Branch two:
% 65.09/30.07  																																																						| (549)  ~ (all_0_46_46 = e1)
% 65.09/30.07  																																																						| (600) all_0_50_50 = e1 | all_0_55_55 = e1
% 65.09/30.07  																																																						|
% 65.09/30.07  																																																							+-Applying beta-rule and splitting (418), into two cases.
% 65.09/30.07  																																																							|-Branch one:
% 65.09/30.07  																																																							| (660) all_0_51_51 = e3
% 65.09/30.07  																																																							|
% 65.09/30.07  																																																								| Equations (660) can reduce 464 to:
% 65.09/30.07  																																																								| (213)  ~ (e3 = e1)
% 65.09/30.07  																																																								|
% 65.09/30.07  																																																								+-Applying beta-rule and splitting (1168), into two cases.
% 65.09/30.07  																																																								|-Branch one:
% 65.09/30.07  																																																								| (1109) all_0_51_51 = e1
% 65.09/30.07  																																																								|
% 65.09/30.07  																																																									| Combining equations (1109,660) yields a new equation:
% 65.09/30.07  																																																									| (455) e3 = e1
% 65.09/30.07  																																																									|
% 65.09/30.07  																																																									| Equations (455) can reduce 213 to:
% 65.09/30.07  																																																									| (266) $false
% 65.09/30.07  																																																									|
% 65.09/30.07  																																																									|-The branch is then unsatisfiable
% 65.09/30.07  																																																								|-Branch two:
% 65.09/30.07  																																																								| (464)  ~ (all_0_51_51 = e1)
% 65.09/30.07  																																																								| (1202) all_0_52_52 = e1 | all_0_53_53 = e1
% 65.09/30.07  																																																								|
% 65.09/30.07  																																																									| Equations (660) can reduce 464 to:
% 65.09/30.07  																																																									| (213)  ~ (e3 = e1)
% 65.09/30.07  																																																									|
% 65.09/30.07  																																																									+-Applying beta-rule and splitting (600), into two cases.
% 65.09/30.07  																																																									|-Branch one:
% 65.09/30.07  																																																									| (601) all_0_50_50 = e1
% 65.09/30.07  																																																									|
% 65.09/30.07  																																																										| Combining equations (601,775) yields a new equation:
% 65.09/30.07  																																																										| (630) e4 = e1
% 65.09/30.07  																																																										|
% 65.09/30.07  																																																										| Equations (630) can reduce 110 to:
% 65.09/30.07  																																																										| (266) $false
% 65.09/30.07  																																																										|
% 65.09/30.07  																																																										|-The branch is then unsatisfiable
% 65.09/30.07  																																																									|-Branch two:
% 65.09/30.07  																																																									| (759)  ~ (all_0_50_50 = e1)
% 65.09/30.07  																																																									| (629) all_0_55_55 = e1
% 65.09/30.07  																																																									|
% 65.09/30.07  																																																										| Combining equations (629,2336) yields a new equation:
% 65.09/30.07  																																																										| (455) e3 = e1
% 65.09/30.07  																																																										|
% 65.09/30.07  																																																										| Equations (455) can reduce 213 to:
% 65.09/30.07  																																																										| (266) $false
% 65.09/30.07  																																																										|
% 65.09/30.07  																																																										|-The branch is then unsatisfiable
% 65.09/30.07  																																																							|-Branch two:
% 65.09/30.07  																																																							| (664)  ~ (all_0_51_51 = e3)
% 65.09/30.07  																																																							| (665) all_0_53_53 = e3
% 65.09/30.07  																																																							|
% 65.09/30.07  																																																								| Equations (665) can reduce 903 to:
% 65.09/30.07  																																																								| (266) $false
% 65.09/30.07  																																																								|
% 65.09/30.07  																																																								|-The branch is then unsatisfiable
% 65.09/30.07  																																																	|-Branch two:
% 65.09/30.07  																																																	| (566)  ~ (all_0_50_50 = e4)
% 65.09/30.07  																																																	| (1071) all_0_51_51 = e4 | all_0_52_52 = e4 | all_0_53_53 = e4
% 65.09/30.07  																																																	|
% 65.09/30.07  																																																		+-Applying beta-rule and splitting (1899), into two cases.
% 65.09/30.07  																																																		|-Branch one:
% 65.09/30.07  																																																		| (516) all_0_42_42 = e3
% 65.09/30.07  																																																		|
% 65.09/30.07  																																																			| Combining equations (1392,516) yields a new equation:
% 65.09/30.07  																																																			| (424) e4 = e3
% 65.09/30.07  																																																			|
% 65.09/30.07  																																																			| Simplifying 424 yields:
% 65.09/30.07  																																																			| (425) e4 = e3
% 65.09/30.07  																																																			|
% 65.09/30.07  																																																			| Equations (425) can reduce 188 to:
% 65.09/30.07  																																																			| (266) $false
% 65.09/30.07  																																																			|
% 65.09/30.07  																																																			|-The branch is then unsatisfiable
% 65.09/30.07  																																																		|-Branch two:
% 65.09/30.07  																																																		| (405)  ~ (all_0_42_42 = e3)
% 65.09/30.07  																																																		| (532) all_0_44_44 = e3
% 65.09/30.07  																																																		|
% 65.09/30.07  																																																			| Equations (532) can reduce 220 to:
% 65.09/30.07  																																																			| (1114)  ~ (all_0_53_53 = e3)
% 65.09/30.07  																																																			|
% 65.09/30.07  																																																			| Simplifying 1114 yields:
% 65.09/30.07  																																																			| (903)  ~ (all_0_53_53 = e3)
% 65.09/30.07  																																																			|
% 65.09/30.07  																																																			+-Applying beta-rule and splitting (418), into two cases.
% 65.09/30.07  																																																			|-Branch one:
% 65.09/30.07  																																																			| (660) all_0_51_51 = e3
% 65.09/30.07  																																																			|
% 65.09/30.07  																																																				| Equations (660) can reduce 475 to:
% 65.09/30.07  																																																				| (277)  ~ (e4 = e3)
% 65.09/30.07  																																																				|
% 65.09/30.07  																																																				| Simplifying 277 yields:
% 65.09/30.07  																																																				| (188)  ~ (e4 = e3)
% 65.09/30.07  																																																				|
% 65.09/30.07  																																																				+-Applying beta-rule and splitting (1071), into two cases.
% 65.09/30.07  																																																				|-Branch one:
% 65.09/30.07  																																																				| (1101) all_0_51_51 = e4
% 65.09/30.07  																																																				|
% 65.09/30.07  																																																					| Combining equations (1101,660) yields a new equation:
% 65.09/30.07  																																																					| (424) e4 = e3
% 65.09/30.07  																																																					|
% 65.09/30.07  																																																					| Simplifying 424 yields:
% 65.09/30.07  																																																					| (425) e4 = e3
% 65.09/30.07  																																																					|
% 65.09/30.07  																																																					| Equations (425) can reduce 188 to:
% 65.09/30.07  																																																					| (266) $false
% 65.09/30.07  																																																					|
% 65.09/30.07  																																																					|-The branch is then unsatisfiable
% 65.09/30.07  																																																				|-Branch two:
% 65.09/30.07  																																																				| (475)  ~ (all_0_51_51 = e4)
% 65.09/30.07  																																																				| (1294) all_0_52_52 = e4 | all_0_53_53 = e4
% 65.09/30.07  																																																				|
% 65.09/30.07  																																																					+-Applying beta-rule and splitting (1294), into two cases.
% 65.09/30.07  																																																					|-Branch one:
% 65.09/30.07  																																																					| (565) all_0_52_52 = e4
% 65.09/30.07  																																																					|
% 65.09/30.07  																																																						| Combining equations (565,352) yields a new equation:
% 65.09/30.07  																																																						| (322) e4 = e2
% 65.09/30.07  																																																						|
% 65.09/30.07  																																																						| Simplifying 322 yields:
% 65.09/30.07  																																																						| (323) e4 = e2
% 65.09/30.07  																																																						|
% 65.09/30.07  																																																						| Equations (323) can reduce 48 to:
% 65.09/30.07  																																																						| (266) $false
% 65.09/30.07  																																																						|
% 65.09/30.07  																																																						|-The branch is then unsatisfiable
% 65.09/30.07  																																																					|-Branch two:
% 65.09/30.07  																																																					| (780)  ~ (all_0_52_52 = e4)
% 65.09/30.07  																																																					| (1298) all_0_53_53 = e4
% 65.09/30.07  																																																					|
% 65.09/30.07  																																																						| Equations (1298) can reduce 1453 to:
% 65.09/30.07  																																																						| (266) $false
% 65.09/30.07  																																																						|
% 65.09/30.07  																																																						|-The branch is then unsatisfiable
% 65.09/30.07  																																																			|-Branch two:
% 65.09/30.07  																																																			| (664)  ~ (all_0_51_51 = e3)
% 65.09/30.07  																																																			| (665) all_0_53_53 = e3
% 65.09/30.07  																																																			|
% 65.09/30.07  																																																				| Equations (665) can reduce 903 to:
% 65.09/30.07  																																																				| (266) $false
% 65.09/30.07  																																																				|
% 65.09/30.07  																																																				|-The branch is then unsatisfiable
% 65.09/30.07  																																													|-Branch two:
% 65.09/30.07  																																													| (1890)  ~ (all_0_42_42 = e4)
% 65.09/30.07  																																													| (1969) all_0_42_42 = e3 | all_0_42_42 = e1 | all_0_42_42 = e0
% 65.09/30.07  																																													|
% 65.09/30.07  																																														+-Applying beta-rule and splitting (1969), into two cases.
% 65.09/30.07  																																														|-Branch one:
% 65.09/30.07  																																														| (559) all_0_42_42 = e0
% 65.09/30.07  																																														|
% 65.09/30.07  																																															| Equations (559) can reduce 358 to:
% 65.09/30.07  																																															| (266) $false
% 65.09/30.07  																																															|
% 65.09/30.07  																																															|-The branch is then unsatisfiable
% 65.09/30.07  																																														|-Branch two:
% 65.09/30.07  																																														| (358)  ~ (all_0_42_42 = e0)
% 65.09/30.07  																																														| (2510) all_0_42_42 = e3 | all_0_42_42 = e1
% 65.09/30.07  																																														|
% 65.09/30.07  																																															+-Applying beta-rule and splitting (64), into two cases.
% 65.09/30.07  																																															|-Branch one:
% 65.09/30.07  																																															| (437) all_0_41_41 = e4
% 65.09/30.07  																																															|
% 65.09/30.07  																																																| Equations (437) can reduce 149 to:
% 65.09/30.07  																																																| (1903)  ~ (all_0_44_44 = e4)
% 65.09/30.07  																																																|
% 65.09/30.07  																																																| Simplifying 1903 yields:
% 65.09/30.07  																																																| (1390)  ~ (all_0_44_44 = e4)
% 65.09/30.07  																																																|
% 65.09/30.07  																																																| Equations (437) can reduce 221 to:
% 65.09/30.07  																																																| (1907)  ~ (all_0_50_50 = e4)
% 65.09/30.07  																																																|
% 65.09/30.07  																																																| Simplifying 1907 yields:
% 65.09/30.07  																																																| (566)  ~ (all_0_50_50 = e4)
% 65.09/30.07  																																																|
% 65.09/30.07  																																																| Equations (437) can reduce 85 to:
% 65.09/30.07  																																																| (48)  ~ (e4 = e2)
% 65.09/30.07  																																																|
% 65.09/30.07  																																																| Equations (437) can reduce 357 to:
% 65.09/30.07  																																																| (49)  ~ (e4 = e0)
% 65.09/30.07  																																																|
% 65.09/30.07  																																																+-Applying beta-rule and splitting (2510), into two cases.
% 65.09/30.07  																																																|-Branch one:
% 65.09/30.07  																																																| (459) all_0_42_42 = e1
% 65.09/30.07  																																																|
% 65.09/30.07  																																																	| Equations (459) can reduce 1380 to:
% 65.09/30.07  																																																	| (266) $false
% 65.09/30.07  																																																	|
% 65.09/30.07  																																																	|-The branch is then unsatisfiable
% 65.09/30.07  																																																|-Branch two:
% 65.09/30.07  																																																| (1380)  ~ (all_0_42_42 = e1)
% 65.09/30.07  																																																| (516) all_0_42_42 = e3
% 65.09/30.07  																																																|
% 65.09/30.07  																																																	| Equations (516) can reduce 73 to:
% 65.09/30.07  																																																	| (406)  ~ (all_0_44_44 = e3)
% 65.09/30.07  																																																	|
% 65.09/30.07  																																																	| Simplifying 406 yields:
% 65.09/30.07  																																																	| (407)  ~ (all_0_44_44 = e3)
% 65.09/30.07  																																																	|
% 65.09/30.07  																																																	| Equations (516) can reduce 61 to:
% 65.09/30.07  																																																	| (1925)  ~ (all_0_51_51 = e3)
% 65.09/30.07  																																																	|
% 65.09/30.07  																																																	| Simplifying 1925 yields:
% 65.09/30.07  																																																	| (664)  ~ (all_0_51_51 = e3)
% 65.09/30.07  																																																	|
% 65.09/30.07  																																																	| Equations (516) can reduce 51 to:
% 65.09/30.07  																																																	| (212)  ~ (e3 = e2)
% 65.09/30.07  																																																	|
% 65.09/30.07  																																																	| Equations (516) can reduce 358 to:
% 65.09/30.07  																																																	| (80)  ~ (e3 = e0)
% 65.09/30.07  																																																	|
% 65.09/30.07  																																																	+-Applying beta-rule and splitting (189), into two cases.
% 65.09/30.07  																																																	|-Branch one:
% 65.09/30.07  																																																	| (532) all_0_44_44 = e3
% 65.09/30.07  																																																	|
% 65.09/30.07  																																																		| Equations (532) can reduce 407 to:
% 65.09/30.07  																																																		| (266) $false
% 65.09/30.07  																																																		|
% 65.09/30.07  																																																		|-The branch is then unsatisfiable
% 65.09/30.07  																																																	|-Branch two:
% 65.09/30.07  																																																	| (407)  ~ (all_0_44_44 = e3)
% 65.09/30.07  																																																	| (537) all_0_49_49 = e3 | all_0_53_53 = e3 | all_0_58_58 = e3
% 65.09/30.07  																																																	|
% 65.09/30.07  																																																		+-Applying beta-rule and splitting (26), into two cases.
% 65.09/30.07  																																																		|-Branch one:
% 65.09/30.07  																																																		| (446) all_0_44_44 = e4
% 65.09/30.07  																																																		|
% 65.09/30.07  																																																			| Equations (446) can reduce 1390 to:
% 65.09/30.07  																																																			| (266) $false
% 65.09/30.07  																																																			|
% 65.09/30.07  																																																			|-The branch is then unsatisfiable
% 65.09/30.07  																																																		|-Branch two:
% 65.09/30.07  																																																		| (1390)  ~ (all_0_44_44 = e4)
% 65.09/30.07  																																																		| (1391) all_0_44_44 = e3 | all_0_44_44 = e1 | all_0_44_44 = e0
% 65.09/30.07  																																																		|
% 65.09/30.07  																																																			+-Applying beta-rule and splitting (231), into two cases.
% 65.09/30.07  																																																			|-Branch one:
% 65.09/30.07  																																																			| (775) all_0_50_50 = e4
% 65.09/30.07  																																																			|
% 65.09/30.07  																																																				| Equations (775) can reduce 566 to:
% 65.09/30.07  																																																				| (266) $false
% 65.09/30.07  																																																				|
% 65.09/30.07  																																																				|-The branch is then unsatisfiable
% 65.09/30.07  																																																			|-Branch two:
% 65.09/30.07  																																																			| (566)  ~ (all_0_50_50 = e4)
% 65.09/30.07  																																																			| (1071) all_0_51_51 = e4 | all_0_52_52 = e4 | all_0_53_53 = e4
% 65.09/30.07  																																																			|
% 65.09/30.07  																																																				+-Applying beta-rule and splitting (1391), into two cases.
% 65.09/30.07  																																																				|-Branch one:
% 65.09/30.07  																																																				| (1414) all_0_44_44 = e0
% 65.09/30.07  																																																				|
% 65.09/30.07  																																																					| Equations (1414) can reduce 360 to:
% 65.09/30.07  																																																					| (266) $false
% 65.09/30.07  																																																					|
% 65.09/30.07  																																																					|-The branch is then unsatisfiable
% 65.09/30.07  																																																				|-Branch two:
% 65.09/30.07  																																																				| (360)  ~ (all_0_44_44 = e0)
% 65.09/30.07  																																																				| (1417) all_0_44_44 = e3 | all_0_44_44 = e1
% 65.09/30.07  																																																				|
% 65.09/30.07  																																																					+-Applying beta-rule and splitting (1417), into two cases.
% 65.09/30.07  																																																					|-Branch one:
% 65.09/30.07  																																																					| (635) all_0_44_44 = e1
% 65.09/30.07  																																																					|
% 65.09/30.07  																																																						| From (635) and (70) follows:
% 65.09/30.07  																																																						| (2555) op(e1, e0) = all_0_12_12
% 65.09/30.07  																																																						|
% 65.09/30.07  																																																						| From (635) and (138) follows:
% 65.09/30.07  																																																						| (1423) op(e3, e0) = e1
% 65.09/30.07  																																																						|
% 65.09/30.07  																																																						+-Applying beta-rule and splitting (160), into two cases.
% 65.09/30.07  																																																						|-Branch one:
% 65.09/30.07  																																																						| (601) all_0_50_50 = e1
% 65.09/30.07  																																																						|
% 65.09/30.07  																																																							| Equations (601) can reduce 190 to:
% 65.09/30.07  																																																							| (1458)  ~ (all_0_53_53 = e1)
% 65.09/30.07  																																																							|
% 65.09/30.07  																																																							| Simplifying 1458 yields:
% 65.09/30.07  																																																							| (1459)  ~ (all_0_53_53 = e1)
% 65.09/30.07  																																																							|
% 65.09/30.07  																																																							| Equations (601) can reduce 566 to:
% 65.09/30.07  																																																							| (602)  ~ (e4 = e1)
% 65.09/30.07  																																																							|
% 65.09/30.07  																																																							| Simplifying 602 yields:
% 65.09/30.07  																																																							| (110)  ~ (e4 = e1)
% 65.09/30.07  																																																							|
% 65.09/30.07  																																																							| Equations (601) can reduce 121 to:
% 65.09/30.07  																																																							| (233)  ~ (e1 = e0)
% 65.09/30.07  																																																							|
% 65.09/30.07  																																																							| From (601) and (57) follows:
% 65.09/30.07  																																																							| (606) op(e1, e1) = all_0_22_22
% 65.09/30.07  																																																							|
% 65.09/30.07  																																																							+-Applying beta-rule and splitting (164), into two cases.
% 65.09/30.07  																																																							|-Branch one:
% 65.09/30.07  																																																							| (471) all_0_39_39 = e4
% 65.09/30.07  																																																							|
% 65.09/30.07  																																																								| Combining equations (480,471) yields a new equation:
% 65.09/30.07  																																																								| (397) e4 = e0
% 65.09/30.07  																																																								|
% 65.09/30.07  																																																								| Equations (397) can reduce 49 to:
% 65.09/30.07  																																																								| (266) $false
% 65.09/30.07  																																																								|
% 65.09/30.07  																																																								|-The branch is then unsatisfiable
% 65.09/30.07  																																																							|-Branch two:
% 65.09/30.07  																																																							| (1377)  ~ (all_0_39_39 = e4)
% 65.09/30.07  																																																							| (2115) all_0_42_42 = e4 | all_0_47_47 = e4 | all_0_51_51 = e4 | all_0_56_56 = e4
% 65.09/30.07  																																																							|
% 65.09/30.07  																																																								+-Applying beta-rule and splitting (537), into two cases.
% 65.09/30.07  																																																								|-Branch one:
% 65.09/30.07  																																																								| (884) all_0_49_49 = e3
% 65.09/30.07  																																																								|
% 65.09/30.07  																																																									| Combining equations (884,583) yields a new equation:
% 65.09/30.07  																																																									| (661) e3 = e2
% 65.09/30.07  																																																									|
% 65.09/30.07  																																																									| Simplifying 661 yields:
% 65.09/30.07  																																																									| (662) e3 = e2
% 65.09/30.07  																																																									|
% 65.09/30.07  																																																									| Equations (662) can reduce 212 to:
% 65.09/30.07  																																																									| (266) $false
% 65.09/30.07  																																																									|
% 65.09/30.07  																																																									|-The branch is then unsatisfiable
% 65.09/30.07  																																																								|-Branch two:
% 65.09/30.07  																																																								| (525)  ~ (all_0_49_49 = e3)
% 65.09/30.07  																																																								| (887) all_0_53_53 = e3 | all_0_58_58 = e3
% 65.09/30.07  																																																								|
% 65.09/30.07  																																																									+-Applying beta-rule and splitting (887), into two cases.
% 65.09/30.07  																																																									|-Branch one:
% 65.09/30.07  																																																									| (665) all_0_53_53 = e3
% 65.09/30.07  																																																									|
% 65.09/30.07  																																																										| Equations (665) can reduce 1453 to:
% 65.09/30.07  																																																										| (277)  ~ (e4 = e3)
% 65.09/30.07  																																																										|
% 65.09/30.07  																																																										| Simplifying 277 yields:
% 65.09/30.07  																																																										| (188)  ~ (e4 = e3)
% 65.09/30.07  																																																										|
% 65.09/30.07  																																																										| Equations (665) can reduce 1459 to:
% 65.09/30.07  																																																										| (213)  ~ (e3 = e1)
% 65.09/30.07  																																																										|
% 65.09/30.07  																																																										| From (665) and (175) follows:
% 65.09/30.07  																																																										| (5031) op(e3, e0) = all_0_28_28
% 65.09/30.07  																																																										|
% 65.09/30.07  																																																										| From (665) and (84) follows:
% 65.09/30.07  																																																										| (3786) op(e1, e0) = e3
% 65.09/30.07  																																																										|
% 65.09/30.07  																																																										+-Applying beta-rule and splitting (2115), into two cases.
% 65.09/30.07  																																																										|-Branch one:
% 65.09/30.07  																																																										| (1392) all_0_42_42 = e4
% 65.09/30.07  																																																										|
% 65.09/30.07  																																																											| Combining equations (516,1392) yields a new equation:
% 65.09/30.07  																																																											| (425) e4 = e3
% 65.09/30.07  																																																											|
% 65.09/30.07  																																																											| Equations (425) can reduce 188 to:
% 65.09/30.07  																																																											| (266) $false
% 65.09/30.07  																																																											|
% 65.09/30.07  																																																											|-The branch is then unsatisfiable
% 65.09/30.07  																																																										|-Branch two:
% 65.09/30.07  																																																										| (1890)  ~ (all_0_42_42 = e4)
% 65.09/30.07  																																																										| (2246) all_0_47_47 = e4 | all_0_51_51 = e4 | all_0_56_56 = e4
% 65.09/30.07  																																																										|
% 65.09/30.07  																																																											+-Applying beta-rule and splitting (2246), into two cases.
% 65.09/30.07  																																																											|-Branch one:
% 65.09/30.07  																																																											| (1790) all_0_47_47 = e4
% 65.09/30.07  																																																											|
% 65.09/30.07  																																																												| Combining equations (1790,654) yields a new equation:
% 65.09/30.07  																																																												| (636) e4 = e1
% 65.09/30.07  																																																												|
% 65.09/30.07  																																																												| Simplifying 636 yields:
% 65.09/30.07  																																																												| (630) e4 = e1
% 65.09/30.07  																																																												|
% 65.09/30.07  																																																												| Equations (630) can reduce 110 to:
% 65.09/30.07  																																																												| (266) $false
% 65.09/30.07  																																																												|
% 65.09/30.07  																																																												|-The branch is then unsatisfiable
% 65.09/30.07  																																																											|-Branch two:
% 65.09/30.07  																																																											| (252)  ~ (all_0_47_47 = e4)
% 65.09/30.07  																																																											| (6548) all_0_51_51 = e4 | all_0_56_56 = e4
% 65.09/30.07  																																																											|
% 65.09/30.07  																																																												+-Applying beta-rule and splitting (6548), into two cases.
% 65.09/30.07  																																																												|-Branch one:
% 65.09/30.07  																																																												| (1101) all_0_51_51 = e4
% 65.09/30.07  																																																												|
% 65.09/30.07  																																																													| From (1101) and (177) follows:
% 65.15/30.08  																																																													| (91682) op(e4, e2) = all_0_25_25
% 65.15/30.08  																																																													|
% 65.15/30.08  																																																													| From (1101) and (157) follows:
% 65.15/30.08  																																																													| (91683) op(e4, e1) = all_0_24_24
% 65.15/30.08  																																																													|
% 65.15/30.08  																																																													| From (1101) and (186) follows:
% 65.15/30.08  																																																													| (13720) op(e1, e2) = e4
% 65.15/30.08  																																																													|
% 65.15/30.08  																																																													| Instantiating formula (29) with e4, e2, all_0_25_25, e0 and discharging atoms op(e4, e2) = all_0_25_25, op(e4, e2) = e0, yields:
% 65.15/30.08  																																																													| (5156) all_0_25_25 = e0
% 65.15/30.08  																																																													|
% 65.15/30.08  																																																													| Instantiating formula (29) with e4, e1, all_0_24_24, e3 and discharging atoms op(e4, e1) = all_0_24_24, op(e4, e1) = e3, yields:
% 65.15/30.08  																																																													| (91686) all_0_24_24 = e3
% 65.15/30.08  																																																													|
% 65.15/30.08  																																																													| Instantiating formula (29) with e3, e0, e1, all_0_28_28 and discharging atoms op(e3, e0) = all_0_28_28, op(e3, e0) = e1, yields:
% 65.15/30.08  																																																													| (9669) all_0_28_28 = e1
% 65.15/30.08  																																																													|
% 65.15/30.08  																																																													| Instantiating formula (29) with e1, e1, all_0_22_22, e2 and discharging atoms op(e1, e1) = all_0_22_22, op(e1, e1) = e2, yields:
% 65.15/30.08  																																																													| (15362) all_0_22_22 = e2
% 65.15/30.08  																																																													|
% 65.15/30.08  																																																													| Instantiating formula (29) with e1, e0, e3, all_0_12_12 and discharging atoms op(e1, e0) = all_0_12_12, op(e1, e0) = e3, yields:
% 65.15/30.08  																																																													| (2156) all_0_12_12 = e3
% 65.15/30.08  																																																													|
% 65.15/30.08  																																																													| From (5156) and (91682) follows:
% 65.15/30.09  																																																													| (4090) op(e4, e2) = e0
% 65.15/30.09  																																																													|
% 65.15/30.09  																																																													| From (91686) and (91683) follows:
% 65.15/30.09  																																																													| (36) op(e4, e1) = e3
% 65.15/30.09  																																																													|
% 65.15/30.09  																																																													| From (9669) and (5031) follows:
% 65.15/30.09  																																																													| (1423) op(e3, e0) = e1
% 65.15/30.09  																																																													|
% 65.15/30.09  																																																													| From (15362) and (606) follows:
% 65.15/30.09  																																																													| (10182) op(e1, e1) = e2
% 65.15/30.09  																																																													|
% 65.15/30.09  																																																													| From (2156) and (2555) follows:
% 65.15/30.09  																																																													| (3786) op(e1, e0) = e3
% 65.15/30.09  																																																													|
% 65.15/30.09  																																																													+-Applying beta-rule and splitting (56), into two cases.
% 65.15/30.09  																																																													|-Branch one:
% 65.15/30.09  																																																													| (696) unit = e2
% 65.15/30.09  																																																													|
% 65.15/30.09  																																																														| From (696) and (32) follows:
% 65.15/30.09  																																																														| (698) op(e2, e2) = e2
% 65.15/30.09  																																																														|
% 65.15/30.09  																																																														| From (696) and (42) follows:
% 65.15/30.09  																																																														| (1613) op(e0, e2) = e0
% 65.15/30.09  																																																														|
% 65.15/30.09  																																																														| Instantiating formula (29) with e2, e2, e2, e1 and discharging atoms op(e2, e2) = e2, op(e2, e2) = e1, yields:
% 65.15/30.09  																																																														| (617) e2 = e1
% 65.15/30.09  																																																														|
% 65.15/30.09  																																																														| Instantiating formula (29) with e0, e2, e0, e2 and discharging atoms op(e0, e2) = e2, op(e0, e2) = e0, yields:
% 65.15/30.09  																																																														| (330) e2 = e0
% 65.15/30.09  																																																														|
% 65.15/30.09  																																																														| Combining equations (330,617) yields a new equation:
% 65.15/30.09  																																																														| (431) e1 = e0
% 65.15/30.09  																																																														|
% 65.15/30.09  																																																														| Equations (431) can reduce 233 to:
% 65.15/30.09  																																																														| (266) $false
% 65.15/30.09  																																																														|
% 65.15/30.09  																																																														|-The branch is then unsatisfiable
% 65.15/30.09  																																																													|-Branch two:
% 65.15/30.09  																																																													| (707)  ~ (unit = e2)
% 65.15/30.09  																																																													| (708) unit = e4 | unit = e3 | unit = e1 | unit = e0
% 65.15/30.09  																																																													|
% 65.15/30.09  																																																														+-Applying beta-rule and splitting (708), into two cases.
% 65.15/30.09  																																																														|-Branch one:
% 65.15/30.09  																																																														| (709) unit = e4
% 65.15/30.09  																																																														|
% 65.15/30.09  																																																															| From (709) and (15) follows:
% 65.15/30.09  																																																															| (22188) op(e4, e2) = e2
% 65.15/30.09  																																																															|
% 65.15/30.09  																																																															| From (709) and (211) follows:
% 65.15/30.09  																																																															| (22527) op(e4, e1) = e1
% 65.15/30.09  																																																															|
% 65.15/30.09  																																																															| From (709) and (32) follows:
% 65.15/30.09  																																																															| (712) op(e2, e4) = e2
% 65.15/30.09  																																																															|
% 65.15/30.09  																																																															| Instantiating formula (29) with e4, e2, e2, e0 and discharging atoms op(e4, e2) = e2, op(e4, e2) = e0, yields:
% 65.15/30.09  																																																															| (330) e2 = e0
% 65.15/30.09  																																																															|
% 65.15/30.09  																																																															| Instantiating formula (29) with e4, e1, e1, e3 and discharging atoms op(e4, e1) = e3, op(e4, e1) = e1, yields:
% 65.15/30.09  																																																															| (455) e3 = e1
% 65.15/30.09  																																																															|
% 65.15/30.09  																																																															| Instantiating formula (29) with e2, e4, e2, e3 and discharging atoms op(e2, e4) = e3, op(e2, e4) = e2, yields:
% 65.15/30.09  																																																															| (662) e3 = e2
% 65.15/30.09  																																																															|
% 65.15/30.09  																																																															| Combining equations (455,662) yields a new equation:
% 65.15/30.09  																																																															| (617) e2 = e1
% 65.15/30.09  																																																															|
% 65.15/30.09  																																																															| Combining equations (617,330) yields a new equation:
% 65.15/30.09  																																																															| (546) e1 = e0
% 65.15/30.09  																																																															|
% 65.15/30.09  																																																															| Simplifying 546 yields:
% 65.15/30.09  																																																															| (431) e1 = e0
% 65.15/30.09  																																																															|
% 65.15/30.09  																																																															| Equations (431) can reduce 233 to:
% 65.15/30.09  																																																															| (266) $false
% 65.15/30.09  																																																															|
% 65.15/30.09  																																																															|-The branch is then unsatisfiable
% 65.15/30.09  																																																														|-Branch two:
% 65.15/30.09  																																																														| (724)  ~ (unit = e4)
% 65.15/30.09  																																																														| (725) unit = e3 | unit = e1 | unit = e0
% 65.15/30.09  																																																														|
% 65.15/30.09  																																																															+-Applying beta-rule and splitting (725), into two cases.
% 65.15/30.09  																																																															|-Branch one:
% 65.15/30.09  																																																															| (726) unit = e0
% 65.15/30.09  																																																															|
% 65.15/30.09  																																																																| From (726) and (28) follows:
% 65.15/30.10  																																																																| (2698) op(e1, e0) = e1
% 65.15/30.10  																																																																|
% 65.15/30.10  																																																																| Instantiating formula (29) with e1, e0, e1, e3 and discharging atoms op(e1, e0) = e3, op(e1, e0) = e1, yields:
% 65.15/30.10  																																																																| (455) e3 = e1
% 65.15/30.10  																																																																|
% 65.15/30.10  																																																																| Equations (455) can reduce 213 to:
% 65.15/30.10  																																																																| (266) $false
% 65.15/30.10  																																																																|
% 65.15/30.10  																																																																|-The branch is then unsatisfiable
% 65.15/30.10  																																																															|-Branch two:
% 65.15/30.10  																																																															| (734)  ~ (unit = e0)
% 65.15/30.10  																																																															| (735) unit = e3 | unit = e1
% 65.15/30.10  																																																															|
% 65.15/30.10  																																																																+-Applying beta-rule and splitting (735), into two cases.
% 65.15/30.10  																																																																|-Branch one:
% 65.15/30.10  																																																																| (736) unit = e1
% 65.15/30.10  																																																																|
% 65.15/30.10  																																																																	| Equations (736) can reduce 734 to:
% 65.15/30.10  																																																																	| (233)  ~ (e1 = e0)
% 65.15/30.10  																																																																	|
% 65.15/30.10  																																																																	| From (736) and (15) follows:
% 65.15/30.10  																																																																	| (515) op(e1, e2) = e2
% 65.15/30.10  																																																																	|
% 65.15/30.10  																																																																	| From (736) and (209) follows:
% 65.15/30.10  																																																																	| (2715) op(e1, e0) = e0
% 65.15/30.10  																																																																	|
% 65.15/30.10  																																																																	| From (736) and (227) follows:
% 65.15/30.10  																																																																	| (739) op(e4, e1) = e4
% 65.15/30.10  																																																																	|
% 65.15/30.10  																																																																	| From (736) and (28) follows:
% 65.15/30.10  																																																																	| (740) op(e1, e1) = e1
% 65.15/30.10  																																																																	|
% 65.15/30.10  																																																																	| Instantiating formula (29) with e4, e1, e4, e3 and discharging atoms op(e4, e1) = e4, op(e4, e1) = e3, yields:
% 65.15/30.10  																																																																	| (425) e4 = e3
% 65.15/30.10  																																																																	|
% 65.15/30.10  																																																																	| Instantiating formula (29) with e1, e2, e2, e4 and discharging atoms op(e1, e2) = e4, op(e1, e2) = e2, yields:
% 65.15/30.10  																																																																	| (323) e4 = e2
% 65.15/30.10  																																																																	|
% 65.15/30.10  																																																																	| Instantiating formula (29) with e1, e1, e1, e2 and discharging atoms op(e1, e1) = e2, op(e1, e1) = e1, yields:
% 65.15/30.10  																																																																	| (617) e2 = e1
% 65.15/30.10  																																																																	|
% 65.15/30.10  																																																																	| Instantiating formula (29) with e1, e0, e0, e3 and discharging atoms op(e1, e0) = e3, op(e1, e0) = e0, yields:
% 65.15/30.10  																																																																	| (676) e3 = e0
% 65.15/30.10  																																																																	|
% 65.15/30.10  																																																																	| Combining equations (425,323) yields a new equation:
% 65.15/30.10  																																																																	| (661) e3 = e2
% 65.15/30.10  																																																																	|
% 65.15/30.10  																																																																	| Simplifying 661 yields:
% 65.15/30.10  																																																																	| (662) e3 = e2
% 65.15/30.10  																																																																	|
% 65.15/30.10  																																																																	| Combining equations (662,676) yields a new equation:
% 65.15/30.10  																																																																	| (391) e2 = e0
% 65.15/30.10  																																																																	|
% 65.15/30.10  																																																																	| Simplifying 391 yields:
% 65.15/30.10  																																																																	| (330) e2 = e0
% 65.15/30.10  																																																																	|
% 65.15/30.10  																																																																	| Combining equations (330,617) yields a new equation:
% 65.15/30.10  																																																																	| (431) e1 = e0
% 65.15/30.10  																																																																	|
% 65.15/30.10  																																																																	| Equations (431) can reduce 233 to:
% 65.15/30.10  																																																																	| (266) $false
% 65.15/30.10  																																																																	|
% 65.15/30.10  																																																																	|-The branch is then unsatisfiable
% 65.15/30.10  																																																																|-Branch two:
% 65.15/30.10  																																																																| (748)  ~ (unit = e1)
% 65.15/30.10  																																																																| (749) unit = e3
% 65.15/30.10  																																																																|
% 65.15/30.10  																																																																	| From (749) and (209) follows:
% 65.15/30.10  																																																																	| (1667) op(e3, e0) = e0
% 65.15/30.10  																																																																	|
% 65.15/30.10  																																																																	| Instantiating formula (29) with e3, e0, e0, e1 and discharging atoms op(e3, e0) = e1, op(e3, e0) = e0, yields:
% 65.15/30.10  																																																																	| (431) e1 = e0
% 65.15/30.10  																																																																	|
% 65.15/30.10  																																																																	| Equations (431) can reduce 233 to:
% 65.15/30.10  																																																																	| (266) $false
% 65.15/30.10  																																																																	|
% 65.15/30.10  																																																																	|-The branch is then unsatisfiable
% 65.15/30.10  																																																												|-Branch two:
% 65.15/30.10  																																																												| (475)  ~ (all_0_51_51 = e4)
% 65.15/30.10  																																																												| (842) all_0_56_56 = e4
% 65.15/30.10  																																																												|
% 65.15/30.10  																																																													| Combining equations (842,833) yields a new equation:
% 65.15/30.10  																																																													| (322) e4 = e2
% 65.15/30.10  																																																													|
% 65.15/30.10  																																																													| Simplifying 322 yields:
% 65.15/30.10  																																																													| (323) e4 = e2
% 65.15/30.10  																																																													|
% 65.15/30.10  																																																													| Equations (323) can reduce 48 to:
% 65.15/30.10  																																																													| (266) $false
% 65.15/30.10  																																																													|
% 65.15/30.10  																																																													|-The branch is then unsatisfiable
% 65.15/30.10  																																																									|-Branch two:
% 65.15/30.10  																																																									| (903)  ~ (all_0_53_53 = e3)
% 65.15/30.10  																																																									| (795) all_0_58_58 = e3
% 65.15/30.10  																																																									|
% 65.15/30.10  																																																										| Combining equations (914,795) yields a new equation:
% 65.15/30.10  																																																										| (676) e3 = e0
% 65.15/30.10  																																																										|
% 65.15/30.10  																																																										| Equations (676) can reduce 80 to:
% 65.15/30.10  																																																										| (266) $false
% 65.15/30.10  																																																										|
% 65.15/30.10  																																																										|-The branch is then unsatisfiable
% 65.15/30.10  																																																						|-Branch two:
% 65.15/30.10  																																																						| (759)  ~ (all_0_50_50 = e1)
% 65.15/30.10  																																																						| (1168) all_0_51_51 = e1 | all_0_52_52 = e1 | all_0_53_53 = e1
% 65.15/30.10  																																																						|
% 65.15/30.10  																																																							+-Applying beta-rule and splitting (418), into two cases.
% 65.15/30.10  																																																							|-Branch one:
% 65.15/30.10  																																																							| (660) all_0_51_51 = e3
% 65.15/30.10  																																																							|
% 65.15/30.10  																																																								| Equations (660) can reduce 664 to:
% 65.15/30.10  																																																								| (266) $false
% 65.15/30.10  																																																								|
% 65.15/30.10  																																																								|-The branch is then unsatisfiable
% 65.15/30.10  																																																							|-Branch two:
% 65.15/30.10  																																																							| (664)  ~ (all_0_51_51 = e3)
% 65.15/30.10  																																																							| (665) all_0_53_53 = e3
% 65.15/30.10  																																																							|
% 65.15/30.10  																																																								| Equations (665) can reduce 190 to:
% 65.15/30.10  																																																								| (411)  ~ (all_0_50_50 = e3)
% 65.15/30.10  																																																								|
% 65.15/30.10  																																																								+-Applying beta-rule and splitting (422), into two cases.
% 65.15/30.10  																																																								|-Branch one:
% 65.15/30.10  																																																								| (775) all_0_50_50 = e4
% 65.15/30.10  																																																								|
% 65.15/30.10  																																																									| Equations (775) can reduce 566 to:
% 65.15/30.10  																																																									| (266) $false
% 65.15/30.10  																																																									|
% 65.15/30.10  																																																									|-The branch is then unsatisfiable
% 65.15/30.10  																																																								|-Branch two:
% 65.15/30.10  																																																								| (566)  ~ (all_0_50_50 = e4)
% 65.15/30.10  																																																								| (1444) all_0_50_50 = e3 | all_0_50_50 = e1
% 65.15/30.10  																																																								|
% 65.15/30.10  																																																									+-Applying beta-rule and splitting (1444), into two cases.
% 65.15/30.10  																																																									|-Branch one:
% 65.15/30.10  																																																									| (601) all_0_50_50 = e1
% 65.15/30.10  																																																									|
% 65.15/30.10  																																																										| Equations (601) can reduce 759 to:
% 65.15/30.10  																																																										| (266) $false
% 65.15/30.10  																																																										|
% 65.15/30.10  																																																										|-The branch is then unsatisfiable
% 65.15/30.10  																																																									|-Branch two:
% 65.15/30.10  																																																									| (759)  ~ (all_0_50_50 = e1)
% 65.15/30.10  																																																									| (415) all_0_50_50 = e3
% 65.15/30.10  																																																									|
% 65.15/30.10  																																																										| Equations (415) can reduce 411 to:
% 65.15/30.10  																																																										| (266) $false
% 65.15/30.10  																																																										|
% 65.15/30.10  																																																										|-The branch is then unsatisfiable
% 65.15/30.10  																																																					|-Branch two:
% 65.15/30.10  																																																					| (639)  ~ (all_0_44_44 = e1)
% 65.15/30.10  																																																					| (532) all_0_44_44 = e3
% 65.15/30.10  																																																					|
% 65.15/30.10  																																																						| Equations (532) can reduce 407 to:
% 65.15/30.10  																																																						| (266) $false
% 65.15/30.10  																																																						|
% 65.15/30.10  																																																						|-The branch is then unsatisfiable
% 65.15/30.10  																																															|-Branch two:
% 65.15/30.10  																																															| (440)  ~ (all_0_41_41 = e4)
% 65.15/30.10  																																															| (441) all_0_42_42 = e4 | all_0_43_43 = e4 | all_0_44_44 = e4
% 65.15/30.10  																																															|
% 65.15/30.10  																																																+-Applying beta-rule and splitting (2510), into two cases.
% 65.15/30.10  																																																|-Branch one:
% 65.15/30.10  																																																| (459) all_0_42_42 = e1
% 65.15/30.10  																																																|
% 65.15/30.10  																																																	| Equations (459) can reduce 1380 to:
% 65.15/30.10  																																																	| (266) $false
% 65.15/30.10  																																																	|
% 65.15/30.10  																																																	|-The branch is then unsatisfiable
% 65.15/30.10  																																																|-Branch two:
% 65.15/30.10  																																																| (1380)  ~ (all_0_42_42 = e1)
% 65.15/30.10  																																																| (516) all_0_42_42 = e3
% 65.15/30.10  																																																|
% 65.15/30.10  																																																	| Equations (516) can reduce 214 to:
% 65.15/30.10  																																																	| (1898)  ~ (all_0_41_41 = e3)
% 65.15/30.10  																																																	|
% 65.15/30.10  																																																	| Equations (516) can reduce 61 to:
% 65.15/30.10  																																																	| (1925)  ~ (all_0_51_51 = e3)
% 65.15/30.10  																																																	|
% 65.15/30.10  																																																	| Simplifying 1925 yields:
% 65.15/30.10  																																																	| (664)  ~ (all_0_51_51 = e3)
% 65.15/30.10  																																																	|
% 65.15/30.10  																																																	+-Applying beta-rule and splitting (27), into two cases.
% 65.15/30.10  																																																	|-Branch one:
% 65.15/30.10  																																																	| (437) all_0_41_41 = e4
% 65.15/30.10  																																																	|
% 65.15/30.10  																																																		| Equations (437) can reduce 440 to:
% 65.15/30.10  																																																		| (266) $false
% 65.15/30.10  																																																		|
% 65.15/30.10  																																																		|-The branch is then unsatisfiable
% 65.15/30.10  																																																	|-Branch two:
% 65.15/30.10  																																																	| (440)  ~ (all_0_41_41 = e4)
% 65.15/30.10  																																																	| (4049) all_0_41_41 = e3 | all_0_41_41 = e1 | all_0_41_41 = e0
% 65.15/30.10  																																																	|
% 65.15/30.10  																																																		+-Applying beta-rule and splitting (4049), into two cases.
% 65.15/30.10  																																																		|-Branch one:
% 65.15/30.10  																																																		| (794) all_0_41_41 = e0
% 65.15/30.10  																																																		|
% 65.15/30.10  																																																			| Equations (794) can reduce 357 to:
% 65.15/30.10  																																																			| (266) $false
% 65.15/30.10  																																																			|
% 65.15/30.10  																																																			|-The branch is then unsatisfiable
% 65.15/30.10  																																																		|-Branch two:
% 65.15/30.10  																																																		| (357)  ~ (all_0_41_41 = e0)
% 65.15/30.10  																																																		| (4053) all_0_41_41 = e3 | all_0_41_41 = e1
% 65.15/30.10  																																																		|
% 65.15/30.10  																																																			+-Applying beta-rule and splitting (4053), into two cases.
% 65.15/30.10  																																																			|-Branch one:
% 65.15/30.10  																																																			| (453) all_0_41_41 = e1
% 65.15/30.10  																																																			|
% 65.15/30.10  																																																				| Equations (453) can reduce 221 to:
% 65.15/30.10  																																																				| (1136)  ~ (all_0_50_50 = e1)
% 65.15/30.10  																																																				|
% 65.15/30.10  																																																				| Simplifying 1136 yields:
% 65.15/30.10  																																																				| (759)  ~ (all_0_50_50 = e1)
% 65.15/30.10  																																																				|
% 65.15/30.10  																																																				| Equations (453) can reduce 1898 to:
% 65.15/30.10  																																																				| (467)  ~ (e3 = e1)
% 65.15/30.10  																																																				|
% 65.15/30.10  																																																				| Simplifying 467 yields:
% 65.15/30.10  																																																				| (213)  ~ (e3 = e1)
% 65.15/30.10  																																																				|
% 65.15/30.10  																																																				| Equations (453) can reduce 85 to:
% 65.15/30.10  																																																				| (604)  ~ (e2 = e1)
% 65.15/30.10  																																																				|
% 65.15/30.10  																																																				| Simplifying 604 yields:
% 65.15/30.10  																																																				| (122)  ~ (e2 = e1)
% 65.15/30.10  																																																				|
% 65.15/30.10  																																																				+-Applying beta-rule and splitting (7), into two cases.
% 65.15/30.10  																																																				|-Branch one:
% 65.15/30.10  																																																				| (504) all_0_51_51 = e2
% 65.15/30.10  																																																				|
% 65.15/30.10  																																																					| Equations (504) can reduce 1099 to:
% 65.15/30.10  																																																					| (266) $false
% 65.15/30.10  																																																					|
% 65.15/30.10  																																																					|-The branch is then unsatisfiable
% 65.15/30.10  																																																				|-Branch two:
% 65.15/30.10  																																																				| (1099)  ~ (all_0_51_51 = e2)
% 65.15/30.10  																																																				| (1100) all_0_51_51 = e4 | all_0_51_51 = e3 | all_0_51_51 = e1
% 65.15/30.10  																																																				|
% 65.15/30.10  																																																					+-Applying beta-rule and splitting (160), into two cases.
% 65.15/30.10  																																																					|-Branch one:
% 65.15/30.10  																																																					| (601) all_0_50_50 = e1
% 65.15/30.10  																																																					|
% 65.15/30.10  																																																						| Equations (601) can reduce 759 to:
% 65.15/30.10  																																																						| (266) $false
% 65.15/30.10  																																																						|
% 65.15/30.10  																																																						|-The branch is then unsatisfiable
% 65.15/30.10  																																																					|-Branch two:
% 65.15/30.10  																																																					| (759)  ~ (all_0_50_50 = e1)
% 65.15/30.10  																																																					| (1168) all_0_51_51 = e1 | all_0_52_52 = e1 | all_0_53_53 = e1
% 65.15/30.10  																																																					|
% 65.15/30.10  																																																						+-Applying beta-rule and splitting (1100), into two cases.
% 65.15/30.10  																																																						|-Branch one:
% 65.15/30.10  																																																						| (1101) all_0_51_51 = e4
% 65.15/30.10  																																																						|
% 65.15/30.10  																																																							| Equations (1101) can reduce 664 to:
% 65.15/30.10  																																																							| (188)  ~ (e4 = e3)
% 65.15/30.10  																																																							|
% 65.15/30.10  																																																							| Equations (1101) can reduce 464 to:
% 65.15/30.10  																																																							| (110)  ~ (e4 = e1)
% 65.15/30.10  																																																							|
% 65.15/30.10  																																																							+-Applying beta-rule and splitting (1168), into two cases.
% 65.15/30.10  																																																							|-Branch one:
% 65.15/30.10  																																																							| (1109) all_0_51_51 = e1
% 65.15/30.10  																																																							|
% 65.15/30.10  																																																								| Combining equations (1109,1101) yields a new equation:
% 65.15/30.10  																																																								| (630) e4 = e1
% 65.15/30.10  																																																								|
% 65.15/30.10  																																																								| Equations (630) can reduce 110 to:
% 65.15/30.10  																																																								| (266) $false
% 65.15/30.10  																																																								|
% 65.15/30.10  																																																								|-The branch is then unsatisfiable
% 65.15/30.10  																																																							|-Branch two:
% 65.15/30.10  																																																							| (464)  ~ (all_0_51_51 = e1)
% 65.15/30.10  																																																							| (1202) all_0_52_52 = e1 | all_0_53_53 = e1
% 65.15/30.10  																																																							|
% 65.15/30.10  																																																								+-Applying beta-rule and splitting (1202), into two cases.
% 65.15/30.10  																																																								|-Branch one:
% 65.15/30.10  																																																								| (642) all_0_52_52 = e1
% 65.15/30.10  																																																								|
% 65.15/30.10  																																																									| Combining equations (642,352) yields a new equation:
% 65.15/30.10  																																																									| (617) e2 = e1
% 65.15/30.10  																																																									|
% 65.15/30.10  																																																									| Equations (617) can reduce 122 to:
% 65.15/30.10  																																																									| (266) $false
% 65.15/30.10  																																																									|
% 65.15/30.10  																																																									|-The branch is then unsatisfiable
% 65.15/30.10  																																																								|-Branch two:
% 65.15/30.10  																																																								| (646)  ~ (all_0_52_52 = e1)
% 65.15/30.10  																																																								| (1208) all_0_53_53 = e1
% 65.15/30.10  																																																								|
% 65.15/30.10  																																																									+-Applying beta-rule and splitting (418), into two cases.
% 65.15/30.10  																																																									|-Branch one:
% 65.15/30.10  																																																									| (660) all_0_51_51 = e3
% 65.15/30.10  																																																									|
% 65.15/30.10  																																																										| Combining equations (660,1101) yields a new equation:
% 65.15/30.10  																																																										| (425) e4 = e3
% 65.15/30.10  																																																										|
% 65.15/30.10  																																																										| Equations (425) can reduce 188 to:
% 65.15/30.10  																																																										| (266) $false
% 65.15/30.10  																																																										|
% 65.15/30.10  																																																										|-The branch is then unsatisfiable
% 65.15/30.10  																																																									|-Branch two:
% 65.15/30.10  																																																									| (664)  ~ (all_0_51_51 = e3)
% 65.15/30.10  																																																									| (665) all_0_53_53 = e3
% 65.15/30.10  																																																									|
% 65.15/30.10  																																																										| Combining equations (665,1208) yields a new equation:
% 65.15/30.10  																																																										| (454) e3 = e1
% 65.15/30.10  																																																										|
% 65.15/30.10  																																																										| Simplifying 454 yields:
% 65.15/30.10  																																																										| (455) e3 = e1
% 65.15/30.10  																																																										|
% 65.15/30.10  																																																										| Equations (455) can reduce 213 to:
% 65.15/30.10  																																																										| (266) $false
% 65.15/30.10  																																																										|
% 65.15/30.10  																																																										|-The branch is then unsatisfiable
% 65.15/30.10  																																																						|-Branch two:
% 65.15/30.10  																																																						| (475)  ~ (all_0_51_51 = e4)
% 65.15/30.10  																																																						| (1104) all_0_51_51 = e3 | all_0_51_51 = e1
% 65.15/30.10  																																																						|
% 65.15/30.10  																																																							+-Applying beta-rule and splitting (1168), into two cases.
% 65.15/30.10  																																																							|-Branch one:
% 65.15/30.10  																																																							| (1109) all_0_51_51 = e1
% 65.15/30.10  																																																							|
% 65.15/30.10  																																																								| Equations (1109) can reduce 464 to:
% 65.15/30.10  																																																								| (266) $false
% 65.15/30.10  																																																								|
% 65.15/30.10  																																																								|-The branch is then unsatisfiable
% 65.15/30.10  																																																							|-Branch two:
% 65.15/30.10  																																																							| (464)  ~ (all_0_51_51 = e1)
% 65.15/30.10  																																																							| (1202) all_0_52_52 = e1 | all_0_53_53 = e1
% 65.15/30.10  																																																							|
% 65.15/30.10  																																																								+-Applying beta-rule and splitting (1104), into two cases.
% 65.15/30.10  																																																								|-Branch one:
% 65.15/30.10  																																																								| (1109) all_0_51_51 = e1
% 65.15/30.10  																																																								|
% 65.15/30.10  																																																									| Equations (1109) can reduce 464 to:
% 65.15/30.10  																																																									| (266) $false
% 65.15/30.10  																																																									|
% 65.15/30.10  																																																									|-The branch is then unsatisfiable
% 65.15/30.10  																																																								|-Branch two:
% 65.15/30.10  																																																								| (464)  ~ (all_0_51_51 = e1)
% 65.15/30.10  																																																								| (660) all_0_51_51 = e3
% 65.15/30.10  																																																								|
% 65.15/30.10  																																																									| Equations (660) can reduce 664 to:
% 65.15/30.10  																																																									| (266) $false
% 65.15/30.10  																																																									|
% 65.15/30.10  																																																									|-The branch is then unsatisfiable
% 65.15/30.10  																																																			|-Branch two:
% 65.15/30.10  																																																			| (457)  ~ (all_0_41_41 = e1)
% 65.15/30.10  																																																			| (403) all_0_41_41 = e3
% 65.15/30.10  																																																			|
% 65.15/30.10  																																																				| Equations (403) can reduce 1898 to:
% 65.15/30.10  																																																				| (266) $false
% 65.15/30.10  																																																				|
% 65.15/30.10  																																																				|-The branch is then unsatisfiable
% 65.15/30.10  																																										|-Branch two:
% 65.15/30.10  																																										| (447)  ~ (all_0_40_40 = e4)
% 65.15/30.10  																																										| (485) all_0_40_40 = e0
% 65.15/30.10  																																										|
% 65.15/30.10  																																											| Equations (485) can reduce 1401 to:
% 65.15/30.10  																																											| (266) $false
% 65.15/30.10  																																											|
% 65.15/30.10  																																											|-The branch is then unsatisfiable
% 65.15/30.10  																																								|-Branch two:
% 65.15/30.10  																																								| (491)  ~ (all_0_58_58 = e0)
% 65.15/30.10  																																								| (917) all_0_58_58 = e3 | all_0_58_58 = e1
% 65.15/30.10  																																								|
% 65.15/30.10  																																									+-Applying beta-rule and splitting (917), into two cases.
% 65.15/30.10  																																									|-Branch one:
% 65.15/30.10  																																									| (918) all_0_58_58 = e1
% 65.15/30.10  																																									|
% 65.15/30.10  																																										| Equations (918) can reduce 880 to:
% 65.15/30.10  																																										| (266) $false
% 65.15/30.10  																																										|
% 65.15/30.10  																																										|-The branch is then unsatisfiable
% 65.15/30.10  																																									|-Branch two:
% 65.15/30.10  																																									| (880)  ~ (all_0_58_58 = e1)
% 65.15/30.10  																																									| (795) all_0_58_58 = e3
% 65.15/30.10  																																									|
% 65.15/30.10  																																										| Equations (795) can reduce 276 to:
% 65.15/30.10  																																										| (266) $false
% 65.15/30.10  																																										|
% 65.15/30.10  																																										|-The branch is then unsatisfiable
% 65.15/30.10  																																				|-Branch two:
% 65.15/30.10  																																				| (484)  ~ (all_0_39_39 = e0)
% 65.15/30.10  																																				| (558) all_0_42_42 = e0 | all_0_47_47 = e0 | all_0_56_56 = e0
% 65.15/30.10  																																				|
% 65.15/30.10  																																					+-Applying beta-rule and splitting (558), into two cases.
% 65.15/30.10  																																					|-Branch one:
% 65.15/30.10  																																					| (559) all_0_42_42 = e0
% 65.15/30.10  																																					|
% 65.15/30.10  																																						| Equations (559) can reduce 358 to:
% 65.15/30.10  																																						| (266) $false
% 65.15/30.10  																																						|
% 65.15/30.10  																																						|-The branch is then unsatisfiable
% 65.15/30.10  																																					|-Branch two:
% 65.15/30.10  																																					| (358)  ~ (all_0_42_42 = e0)
% 65.15/30.10  																																					| (563) all_0_47_47 = e0 | all_0_56_56 = e0
% 65.15/30.10  																																					|
% 65.15/30.10  																																						+-Applying beta-rule and splitting (563), into two cases.
% 65.15/30.10  																																						|-Branch one:
% 65.15/30.10  																																						| (674) all_0_47_47 = e0
% 65.15/30.10  																																						|
% 65.15/30.10  																																							| Combining equations (654,674) yields a new equation:
% 65.15/30.10  																																							| (546) e1 = e0
% 65.15/30.10  																																							|
% 65.15/30.10  																																							| Simplifying 546 yields:
% 65.15/30.10  																																							| (431) e1 = e0
% 65.15/30.10  																																							|
% 65.15/30.10  																																							| Equations (431) can reduce 233 to:
% 65.15/30.10  																																							| (266) $false
% 65.15/30.10  																																							|
% 65.15/30.10  																																							|-The branch is then unsatisfiable
% 65.15/30.10  																																						|-Branch two:
% 65.15/30.10  																																						| (678)  ~ (all_0_47_47 = e0)
% 65.15/30.10  																																						| (679) all_0_56_56 = e0
% 65.15/30.10  																																						|
% 65.15/30.10  																																							| Combining equations (833,679) yields a new equation:
% 65.15/30.10  																																							| (391) e2 = e0
% 65.15/30.10  																																							|
% 65.15/30.10  																																							| Simplifying 391 yields:
% 65.15/30.10  																																							| (330) e2 = e0
% 65.15/30.10  																																							|
% 65.15/30.10  																																							| Equations (330) can reduce 128 to:
% 65.15/30.10  																																							| (266) $false
% 65.15/30.10  																																							|
% 65.15/30.10  																																							|-The branch is then unsatisfiable
% 65.15/30.10  																																|-Branch two:
% 65.15/30.10  																																| (813) all_0_47_47 = e1 & all_0_52_52 = e2 &  ~ (all_0_51_51 = e1)
% 65.15/30.10  																																|
% 65.15/30.10  																																	| Applying alpha-rule on (813) yields:
% 65.15/30.10  																																	| (654) all_0_47_47 = e1
% 65.15/30.10  																																	| (352) all_0_52_52 = e2
% 65.15/30.10  																																	| (464)  ~ (all_0_51_51 = e1)
% 65.15/30.10  																																	|
% 65.15/30.10  																																	| Equations (654) can reduce 198 to:
% 65.15/30.10  																																	| (1380)  ~ (all_0_42_42 = e1)
% 65.15/30.10  																																	|
% 65.15/30.10  																																	| Equations (654) can reduce 224 to:
% 65.15/30.10  																																	| (463)  ~ (all_0_51_51 = e1)
% 65.15/30.10  																																	|
% 65.15/30.10  																																	| Simplifying 463 yields:
% 65.15/30.10  																																	| (464)  ~ (all_0_51_51 = e1)
% 65.15/30.10  																																	|
% 65.15/30.10  																																	| Equations (654) can reduce 91 to:
% 65.15/30.10  																																	| (465)  ~ (all_0_56_56 = e1)
% 65.15/30.10  																																	|
% 65.15/30.10  																																	| Simplifying 465 yields:
% 65.15/30.10  																																	| (466)  ~ (all_0_56_56 = e1)
% 65.15/30.10  																																	|
% 65.15/30.10  																																	| Equations (654) can reduce 1091 to:
% 65.15/30.10  																																	| (467)  ~ (e3 = e1)
% 65.15/30.10  																																	|
% 65.15/30.10  																																	| Simplifying 467 yields:
% 65.15/30.10  																																	| (213)  ~ (e3 = e1)
% 65.15/30.10  																																	|
% 65.15/30.10  																																	| Equations (654) can reduce 678 to:
% 65.15/30.10  																																	| (233)  ~ (e1 = e0)
% 65.15/30.10  																																	|
% 65.15/30.10  																																	| From (654) and (23) follows:
% 65.15/30.10  																																	| (9478) op(e2, e2) = e1
% 65.15/30.10  																																	|
% 65.15/30.10  																																	+-Applying beta-rule and splitting (385), into two cases.
% 65.15/30.10  																																	|-Branch one:
% 65.15/30.10  																																	| (1105) all_0_47_47 = e2
% 65.15/30.10  																																	|
% 65.15/30.10  																																		| Combining equations (1105,654) yields a new equation:
% 65.15/30.10  																																		| (616) e2 = e1
% 65.15/30.10  																																		|
% 65.15/30.10  																																		| Simplifying 616 yields:
% 65.15/30.10  																																		| (617) e2 = e1
% 65.15/30.10  																																		|
% 65.15/30.10  																																		| Equations (617) can reduce 122 to:
% 65.15/30.10  																																		| (266) $false
% 65.15/30.10  																																		|
% 65.15/30.10  																																		|-The branch is then unsatisfiable
% 65.15/30.10  																																	|-Branch two:
% 65.15/30.10  																																	| (338)  ~ (all_0_47_47 = e2)
% 65.15/30.10  																																	| (1108) all_0_51_51 = e2 | all_0_56_56 = e2
% 65.15/30.10  																																	|
% 65.15/30.10  																																		+-Applying beta-rule and splitting (1108), into two cases.
% 65.15/30.10  																																		|-Branch one:
% 65.15/30.10  																																		| (504) all_0_51_51 = e2
% 65.15/30.10  																																		|
% 65.15/30.10  																																			| Equations (504) can reduce 1099 to:
% 65.15/30.10  																																			| (266) $false
% 65.15/30.10  																																			|
% 65.15/30.10  																																			|-The branch is then unsatisfiable
% 65.15/30.10  																																		|-Branch two:
% 65.15/30.10  																																		| (1099)  ~ (all_0_51_51 = e2)
% 65.15/30.10  																																		| (833) all_0_56_56 = e2
% 65.15/30.10  																																		|
% 65.15/30.10  																																			| Equations (833) can reduce 236 to:
% 65.15/30.10  																																			| (51)  ~ (all_0_42_42 = e2)
% 65.15/30.10  																																			|
% 65.15/30.10  																																			| Equations (833) can reduce 16 to:
% 65.15/30.10  																																			| (1099)  ~ (all_0_51_51 = e2)
% 65.15/30.11  																																			|
% 65.15/30.11  																																			| Equations (833) can reduce 44 to:
% 65.15/30.11  																																			| (1186)  ~ (all_0_58_58 = e2)
% 65.15/30.11  																																			|
% 65.15/30.11  																																			| Simplifying 1186 yields:
% 65.15/30.11  																																			| (908)  ~ (all_0_58_58 = e2)
% 65.15/30.11  																																			|
% 65.15/30.11  																																			| Equations (833) can reduce 477 to:
% 65.15/30.11  																																			| (327)  ~ (e4 = e2)
% 65.15/30.11  																																			|
% 65.15/30.11  																																			| Simplifying 327 yields:
% 65.15/30.11  																																			| (48)  ~ (e4 = e2)
% 65.15/30.11  																																			|
% 65.15/30.11  																																			| Equations (833) can reduce 466 to:
% 65.15/30.11  																																			| (122)  ~ (e2 = e1)
% 65.15/30.11  																																			|
% 65.15/30.11  																																			| From (833) and (87) follows:
% 65.15/30.11  																																			| (4151) op(e2, e2) = all_0_34_34
% 65.15/30.11  																																			|
% 65.15/30.11  																																			| From (833) and (111) follows:
% 65.15/30.11  																																			| (1508) op(e0, e2) = e2
% 65.15/30.11  																																			|
% 65.15/30.11  																																			+-Applying beta-rule and splitting (104), into two cases.
% 65.15/30.11  																																			|-Branch one:
% 65.15/30.11  																																			| (480) all_0_39_39 = e0
% 65.15/30.11  																																			|
% 65.15/30.11  																																				| Equations (480) can reduce 145 to:
% 65.15/30.11  																																				| (5565)  ~ (all_0_42_42 = e0)
% 65.15/30.11  																																				|
% 65.15/30.11  																																				| Simplifying 5565 yields:
% 65.15/30.11  																																				| (358)  ~ (all_0_42_42 = e0)
% 65.15/30.11  																																				|
% 65.15/30.11  																																				| Equations (480) can reduce 139 to:
% 65.15/30.11  																																				| (1404)  ~ (all_0_51_51 = e0)
% 65.15/30.11  																																				|
% 65.15/30.11  																																				| Simplifying 1404 yields:
% 65.15/30.11  																																				| (115)  ~ (all_0_51_51 = e0)
% 65.15/30.11  																																				|
% 65.15/30.11  																																				| From (480) and (38) follows:
% 65.15/30.11  																																				| (1413) op(e0, e2) = all_0_3_3
% 65.15/30.11  																																				|
% 65.15/30.11  																																				| From (480) and (14) follows:
% 65.15/30.11  																																				| (4090) op(e4, e2) = e0
% 65.15/30.11  																																				|
% 65.15/30.11  																																				+-Applying beta-rule and splitting (10171), into two cases.
% 65.15/30.11  																																				|-Branch one:
% 65.15/30.11  																																				| (1105) all_0_47_47 = e2
% 65.15/30.11  																																				|
% 65.15/30.11  																																					| Combining equations (654,1105) yields a new equation:
% 65.15/30.11  																																					| (617) e2 = e1
% 65.15/30.11  																																					|
% 65.15/30.11  																																					| Equations (617) can reduce 122 to:
% 65.15/30.11  																																					| (266) $false
% 65.15/30.11  																																					|
% 65.15/30.11  																																					|-The branch is then unsatisfiable
% 65.15/30.11  																																				|-Branch two:
% 65.15/30.11  																																				| (338)  ~ (all_0_47_47 = e2)
% 65.15/30.11  																																				| (10761) all_0_48_48 = e2 | all_0_49_49 = e2
% 65.15/30.11  																																				|
% 65.15/30.11  																																					+-Applying beta-rule and splitting (108), into two cases.
% 65.15/30.11  																																					|-Branch one:
% 65.15/30.11  																																					| (624) all_0_58_58 = e2
% 65.15/30.11  																																					|
% 65.15/30.11  																																						| Equations (624) can reduce 908 to:
% 65.15/30.11  																																						| (266) $false
% 65.15/30.11  																																						|
% 65.15/30.11  																																						|-The branch is then unsatisfiable
% 65.15/30.11  																																					|-Branch two:
% 65.15/30.11  																																					| (908)  ~ (all_0_58_58 = e2)
% 65.15/30.11  																																					| (909) all_0_58_58 = e4 | all_0_58_58 = e3 | all_0_58_58 = e1 | all_0_58_58 = e0
% 65.15/30.11  																																					|
% 65.15/30.11  																																						+-Applying beta-rule and splitting (909), into two cases.
% 65.15/30.11  																																						|-Branch one:
% 65.15/30.11  																																						| (910) all_0_58_58 = e4
% 65.15/30.11  																																						|
% 65.15/30.11  																																							| Equations (910) can reduce 451 to:
% 65.15/30.11  																																							| (266) $false
% 65.15/30.11  																																							|
% 65.15/30.11  																																							|-The branch is then unsatisfiable
% 65.15/30.11  																																						|-Branch two:
% 65.15/30.11  																																						| (451)  ~ (all_0_58_58 = e4)
% 65.15/30.11  																																						| (913) all_0_58_58 = e3 | all_0_58_58 = e1 | all_0_58_58 = e0
% 65.15/30.11  																																						|
% 65.15/30.11  																																							+-Applying beta-rule and splitting (913), into two cases.
% 65.15/30.11  																																							|-Branch one:
% 65.15/30.11  																																							| (914) all_0_58_58 = e0
% 65.15/30.11  																																							|
% 65.15/30.11  																																								| Equations (914) can reduce 178 to:
% 65.15/30.11  																																								| (1401)  ~ (all_0_40_40 = e0)
% 65.15/30.11  																																								|
% 65.15/30.11  																																								| Equations (914) can reduce 181 to:
% 65.15/30.11  																																								| (360)  ~ (all_0_44_44 = e0)
% 65.15/30.11  																																								|
% 65.15/30.11  																																								| Equations (914) can reduce 119 to:
% 65.15/30.11  																																								| (487)  ~ (all_0_49_49 = e0)
% 65.15/30.11  																																								|
% 65.15/30.11  																																								| Equations (914) can reduce 10 to:
% 65.15/30.11  																																								| (247)  ~ (all_0_53_53 = e0)
% 65.15/30.11  																																								|
% 65.15/30.11  																																								| Equations (914) can reduce 880 to:
% 65.15/30.11  																																								| (435)  ~ (e1 = e0)
% 65.15/30.11  																																								|
% 65.15/30.11  																																								| Simplifying 435 yields:
% 65.15/30.11  																																								| (233)  ~ (e1 = e0)
% 65.15/30.11  																																								|
% 65.15/30.11  																																								+-Applying beta-rule and splitting (10761), into two cases.
% 65.15/30.11  																																								|-Branch one:
% 65.15/30.11  																																								| (335) all_0_48_48 = e2
% 65.15/30.11  																																								|
% 65.15/30.11  																																									| Combining equations (943,335) yields a new equation:
% 65.15/30.11  																																									| (322) e4 = e2
% 65.15/30.11  																																									|
% 65.15/30.11  																																									| Simplifying 322 yields:
% 65.15/30.11  																																									| (323) e4 = e2
% 65.15/30.11  																																									|
% 65.15/30.11  																																									| Equations (323) can reduce 48 to:
% 65.15/30.11  																																									| (266) $false
% 65.15/30.11  																																									|
% 65.15/30.11  																																									|-The branch is then unsatisfiable
% 65.15/30.11  																																								|-Branch two:
% 65.15/30.11  																																								| (810)  ~ (all_0_48_48 = e2)
% 65.15/30.11  																																								| (583) all_0_49_49 = e2
% 65.15/30.11  																																								|
% 65.15/30.11  																																									| Equations (583) can reduce 65 to:
% 65.15/30.11  																																									| (508)  ~ (all_0_53_53 = e2)
% 65.15/30.11  																																									|
% 65.15/30.11  																																									| Simplifying 508 yields:
% 65.15/30.11  																																									| (509)  ~ (all_0_53_53 = e2)
% 65.15/30.11  																																									|
% 65.15/30.11  																																									| Equations (583) can reduce 487 to:
% 65.15/30.11  																																									| (128)  ~ (e2 = e0)
% 65.15/30.11  																																									|
% 65.15/30.11  																																									| From (583) and (129) follows:
% 65.15/30.11  																																									| (14996) op(e2, e2) = all_0_20_20
% 65.15/30.11  																																									|
% 65.15/30.11  																																									+-Applying beta-rule and splitting (316), into two cases.
% 65.15/30.11  																																									|-Branch one:
% 65.15/30.11  																																									| (1378) all_0_40_40 = e4
% 65.15/30.11  																																									|
% 65.15/30.11  																																										| Equations (1378) can reduce 162 to:
% 65.15/30.11  																																										| (1452)  ~ (all_0_53_53 = e4)
% 65.15/30.11  																																										|
% 65.15/30.11  																																										| Simplifying 1452 yields:
% 65.15/30.11  																																										| (1453)  ~ (all_0_53_53 = e4)
% 65.15/30.11  																																										|
% 65.15/30.11  																																										| Equations (1378) can reduce 2 to:
% 65.15/30.11  																																										| (188)  ~ (e4 = e3)
% 65.15/30.11  																																										|
% 65.15/30.11  																																										| Instantiating formula (29) with e3, e3, all_0_32_32, all_0_41_41 and discharging atoms op(e3, e3) = all_0_32_32, op(e3, e3) = all_0_41_41, yields:
% 65.15/30.11  																																										| (84875) all_0_32_32 = all_0_41_41
% 65.15/30.11  																																										|
% 65.15/30.11  																																										| Instantiating formula (29) with e3, e0, all_0_31_31, all_0_44_44 and discharging atoms op(e3, e0) = all_0_31_31, op(e3, e0) = all_0_44_44, yields:
% 65.15/30.11  																																										| (91301) all_0_31_31 = all_0_44_44
% 65.15/30.11  																																										|
% 65.15/30.11  																																										| Instantiating formula (29) with e2, e2, all_0_34_34, all_0_20_20 and discharging atoms op(e2, e2) = all_0_20_20, op(e2, e2) = all_0_34_34, yields:
% 65.15/30.11  																																										| (5157) all_0_20_20 = all_0_34_34
% 65.15/30.11  																																										|
% 65.15/30.11  																																										| Instantiating formula (29) with e2, e2, e1, all_0_20_20 and discharging atoms op(e2, e2) = all_0_20_20, op(e2, e2) = e1, yields:
% 65.15/30.11  																																										| (4267) all_0_20_20 = e1
% 65.15/30.11  																																										|
% 65.15/30.11  																																										| Instantiating formula (29) with e0, e3, e3, all_0_16_16 and discharging atoms op(e0, e3) = all_0_16_16, op(e0, e3) = e3, yields:
% 65.15/30.11  																																										| (2167) all_0_16_16 = e3
% 65.15/30.11  																																										|
% 65.15/30.11  																																										| Instantiating formula (29) with e0, e2, all_0_15_15, all_0_3_3 and discharging atoms op(e0, e2) = all_0_3_3, op(e0, e2) = all_0_15_15, yields:
% 65.15/30.11  																																										| (1596) all_0_3_3 = all_0_15_15
% 65.15/30.11  																																										|
% 65.15/30.11  																																										| Instantiating formula (29) with e0, e2, e2, all_0_3_3 and discharging atoms op(e0, e2) = all_0_3_3, op(e0, e2) = e2, yields:
% 65.15/30.11  																																										| (1597) all_0_3_3 = e2
% 65.15/30.11  																																										|
% 65.15/30.11  																																										| Combining equations (1597,1596) yields a new equation:
% 65.15/30.11  																																										| (1599) all_0_15_15 = e2
% 65.15/30.11  																																										|
% 65.15/30.11  																																										| Combining equations (5157,4267) yields a new equation:
% 65.15/30.12  																																										| (15020) all_0_34_34 = e1
% 65.15/30.12  																																										|
% 65.15/30.12  																																										| Simplifying 15020 yields:
% 65.15/30.12  																																										| (9480) all_0_34_34 = e1
% 65.15/30.12  																																										|
% 65.15/30.12  																																										| Combining equations (1599,1596) yields a new equation:
% 65.15/30.12  																																										| (1597) all_0_3_3 = e2
% 65.15/30.12  																																										|
% 65.15/30.12  																																										| From (91301) and (91184) follows:
% 65.15/30.12  																																										| (138) op(e3, e0) = all_0_44_44
% 65.15/30.12  																																										|
% 65.15/30.12  																																										| From (9480) and (4151) follows:
% 65.15/30.12  																																										| (9478) op(e2, e2) = e1
% 65.15/30.12  																																										|
% 65.15/30.12  																																										| From (1599) and (1544) follows:
% 65.15/30.12  																																										| (1508) op(e0, e2) = e2
% 65.15/30.12  																																										|
% 65.15/30.12  																																										+-Applying beta-rule and splitting (113), into two cases.
% 65.15/30.12  																																										|-Branch one:
% 65.15/30.12  																																										| (403) all_0_41_41 = e3
% 65.15/30.12  																																										|
% 65.15/30.12  																																											| Equations (403) can reduce 1898 to:
% 65.15/30.12  																																											| (266) $false
% 65.15/30.12  																																											|
% 65.15/30.12  																																											|-The branch is then unsatisfiable
% 65.15/30.12  																																										|-Branch two:
% 65.15/30.12  																																										| (1898)  ~ (all_0_41_41 = e3)
% 65.15/30.12  																																										| (1899) all_0_42_42 = e3 | all_0_44_44 = e3
% 65.15/30.12  																																										|
% 65.15/30.12  																																											+-Applying beta-rule and splitting (196), into two cases.
% 65.15/30.12  																																											|-Branch one:
% 65.15/30.12  																																											| (607) all_0_53_53 = e2
% 65.15/30.12  																																											|
% 65.15/30.12  																																												| Equations (607) can reduce 509 to:
% 65.15/30.12  																																												| (266) $false
% 65.15/30.12  																																												|
% 65.15/30.12  																																												|-The branch is then unsatisfiable
% 65.15/30.12  																																											|-Branch two:
% 65.15/30.12  																																											| (509)  ~ (all_0_53_53 = e2)
% 65.15/30.12  																																											| (610) all_0_53_53 = e4 | all_0_53_53 = e3 | all_0_53_53 = e1
% 65.15/30.12  																																											|
% 65.15/30.12  																																												+-Applying beta-rule and splitting (152), into two cases.
% 65.15/30.12  																																												|-Branch one:
% 65.15/30.12  																																												| (1392) all_0_42_42 = e4
% 65.15/30.12  																																												|
% 65.15/30.12  																																													| Combining equations (1392,60459) yields a new equation:
% 65.15/30.13  																																													| (85024) all_0_13_13 = e4
% 65.15/30.13  																																													|
% 65.15/30.13  																																													| Equations (1392) can reduce 61 to:
% 65.15/30.13  																																													| (474)  ~ (all_0_51_51 = e4)
% 65.15/30.13  																																													|
% 65.15/30.13  																																													| Simplifying 474 yields:
% 65.15/30.13  																																													| (475)  ~ (all_0_51_51 = e4)
% 65.15/30.13  																																													|
% 65.15/30.13  																																													| Equations (1392) can reduce 51 to:
% 65.15/30.13  																																													| (48)  ~ (e4 = e2)
% 65.15/30.13  																																													|
% 65.15/30.13  																																													| Equations (1392) can reduce 1380 to:
% 65.15/30.13  																																													| (110)  ~ (e4 = e1)
% 65.15/30.13  																																													|
% 65.15/30.13  																																													| From (1392) and (226) follows:
% 65.15/30.13  																																													| (91328) op(e4, e3) = all_0_7_7
% 65.15/30.13  																																													|
% 65.15/30.13  																																													| From (1392) and (225) follows:
% 65.15/30.13  																																													| (4073) op(e4, e2) = all_0_8_8
% 65.15/30.13  																																													|
% 65.15/30.13  																																													| From (1392) and (210) follows:
% 65.15/30.13  																																													| (4074) op(e3, e2) = e4
% 65.15/30.13  																																													|
% 65.15/30.13  																																													+-Applying beta-rule and splitting (180), into two cases.
% 65.15/30.13  																																													|-Branch one:
% 65.15/30.13  																																													| (516) all_0_42_42 = e3
% 65.15/30.13  																																													|
% 65.15/30.13  																																														| Combining equations (1392,516) yields a new equation:
% 65.15/30.13  																																														| (424) e4 = e3
% 65.15/30.13  																																														|
% 65.15/30.13  																																														| Simplifying 424 yields:
% 65.15/30.13  																																														| (425) e4 = e3
% 65.15/30.13  																																														|
% 65.15/30.13  																																														| Equations (425) can reduce 188 to:
% 65.15/30.13  																																														| (266) $false
% 65.15/30.13  																																														|
% 65.15/30.13  																																														|-The branch is then unsatisfiable
% 65.15/30.13  																																													|-Branch two:
% 65.15/30.13  																																													| (405)  ~ (all_0_42_42 = e3)
% 65.15/30.13  																																													| (521) all_0_47_47 = e3 | all_0_51_51 = e3 | all_0_56_56 = e3
% 65.15/30.13  																																													|
% 65.15/30.13  																																														| Equations (1392) can reduce 405 to:
% 65.15/30.13  																																														| (188)  ~ (e4 = e3)
% 65.15/30.13  																																														|
% 65.15/30.13  																																														+-Applying beta-rule and splitting (7), into two cases.
% 65.15/30.13  																																														|-Branch one:
% 65.15/30.13  																																														| (504) all_0_51_51 = e2
% 65.15/30.13  																																														|
% 65.15/30.13  																																															| Equations (504) can reduce 1099 to:
% 65.15/30.13  																																															| (266) $false
% 65.15/30.13  																																															|
% 65.15/30.13  																																															|-The branch is then unsatisfiable
% 65.15/30.13  																																														|-Branch two:
% 65.15/30.13  																																														| (1099)  ~ (all_0_51_51 = e2)
% 65.15/30.13  																																														| (1100) all_0_51_51 = e4 | all_0_51_51 = e3 | all_0_51_51 = e1
% 65.15/30.13  																																														|
% 65.15/30.13  																																															+-Applying beta-rule and splitting (62), into two cases.
% 65.15/30.13  																																															|-Branch one:
% 65.15/30.13  																																															| (321) all_0_38_38 = e4
% 65.15/30.13  																																															|
% 65.15/30.13  																																																| Combining equations (292,321) yields a new equation:
% 65.15/30.13  																																																| (323) e4 = e2
% 65.15/30.13  																																																|
% 65.15/30.13  																																																| Equations (323) can reduce 48 to:
% 65.15/30.13  																																																| (266) $false
% 65.15/30.13  																																																|
% 65.15/30.13  																																																|-The branch is then unsatisfiable
% 65.15/30.13  																																															|-Branch two:
% 65.15/30.13  																																															| (325)  ~ (all_0_38_38 = e4)
% 65.15/30.13  																																															| (582) all_0_41_41 = e4 | all_0_46_46 = e4 | all_0_50_50 = e4 | all_0_55_55 = e4
% 65.15/30.13  																																															|
% 65.15/30.13  																																																| Equations (292) can reduce 325 to:
% 65.15/30.13  																																																| (327)  ~ (e4 = e2)
% 65.15/30.13  																																																|
% 65.15/30.13  																																																| Simplifying 327 yields:
% 65.15/30.13  																																																| (48)  ~ (e4 = e2)
% 65.15/30.13  																																																|
% 65.15/30.13  																																																+-Applying beta-rule and splitting (231), into two cases.
% 65.15/30.13  																																																|-Branch one:
% 65.15/30.13  																																																| (775) all_0_50_50 = e4
% 65.15/30.13  																																																|
% 65.15/30.13  																																																	| Equations (775) can reduce 190 to:
% 65.15/30.13  																																																	| (1452)  ~ (all_0_53_53 = e4)
% 65.15/30.13  																																																	|
% 65.15/30.13  																																																	| Simplifying 1452 yields:
% 65.15/30.13  																																																	| (1453)  ~ (all_0_53_53 = e4)
% 65.15/30.13  																																																	|
% 65.15/30.13  																																																	| Equations (775) can reduce 411 to:
% 65.15/30.13  																																																	| (188)  ~ (e4 = e3)
% 65.15/30.13  																																																	|
% 65.15/30.13  																																																	| Equations (775) can reduce 302 to:
% 65.15/30.13  																																																	| (48)  ~ (e4 = e2)
% 65.15/30.13  																																																	|
% 65.15/30.13  																																																	| Equations (775) can reduce 121 to:
% 65.15/30.13  																																																	| (49)  ~ (e4 = e0)
% 65.15/30.13  																																																	|
% 65.15/30.13  																																																	| From (775) and (8) follows:
% 65.15/30.13  																																																	| (91355) op(e4, e3) = all_0_23_23
% 65.15/30.13  																																																	|
% 65.15/30.13  																																																	+-Applying beta-rule and splitting (160), into two cases.
% 65.15/30.13  																																																	|-Branch one:
% 65.15/30.13  																																																	| (601) all_0_50_50 = e1
% 65.15/30.13  																																																	|
% 65.15/30.13  																																																		| Combining equations (601,775) yields a new equation:
% 65.15/30.13  																																																		| (630) e4 = e1
% 65.15/30.13  																																																		|
% 65.15/30.13  																																																		| Equations (630) can reduce 110 to:
% 65.15/30.13  																																																		| (266) $false
% 65.15/30.13  																																																		|
% 65.15/30.13  																																																		|-The branch is then unsatisfiable
% 65.15/30.13  																																																	|-Branch two:
% 65.15/30.13  																																																	| (759)  ~ (all_0_50_50 = e1)
% 65.15/30.13  																																																	| (1168) all_0_51_51 = e1 | all_0_52_52 = e1 | all_0_53_53 = e1
% 65.15/30.13  																																																	|
% 65.15/30.13  																																																		| Equations (775) can reduce 759 to:
% 65.15/30.13  																																																		| (110)  ~ (e4 = e1)
% 65.15/30.13  																																																		|
% 65.15/30.13  																																																		+-Applying beta-rule and splitting (1899), into two cases.
% 65.15/30.13  																																																		|-Branch one:
% 65.15/30.13  																																																		| (516) all_0_42_42 = e3
% 65.15/30.13  																																																		|
% 65.15/30.13  																																																			| Combining equations (1392,516) yields a new equation:
% 65.15/30.13  																																																			| (424) e4 = e3
% 65.15/30.13  																																																			|
% 65.15/30.13  																																																			| Simplifying 424 yields:
% 65.15/30.13  																																																			| (425) e4 = e3
% 65.15/30.13  																																																			|
% 65.15/30.13  																																																			| Equations (425) can reduce 188 to:
% 65.15/30.13  																																																			| (266) $false
% 65.15/30.13  																																																			|
% 65.15/30.13  																																																			|-The branch is then unsatisfiable
% 65.15/30.13  																																																		|-Branch two:
% 65.15/30.13  																																																		| (405)  ~ (all_0_42_42 = e3)
% 65.15/30.13  																																																		| (532) all_0_44_44 = e3
% 65.15/30.13  																																																		|
% 65.15/30.13  																																																			| Equations (532) can reduce 220 to:
% 65.15/30.13  																																																			| (1114)  ~ (all_0_53_53 = e3)
% 65.15/30.13  																																																			|
% 65.15/30.13  																																																			| Simplifying 1114 yields:
% 65.15/30.13  																																																			| (903)  ~ (all_0_53_53 = e3)
% 65.15/30.13  																																																			|
% 65.15/30.13  																																																			+-Applying beta-rule and splitting (112), into two cases.
% 65.15/30.13  																																																			|-Branch one:
% 65.15/30.13  																																																			| (635) all_0_44_44 = e1
% 65.15/30.13  																																																			|
% 65.15/30.13  																																																				| Combining equations (532,635) yields a new equation:
% 65.15/30.13  																																																				| (454) e3 = e1
% 65.15/30.13  																																																				|
% 65.15/30.13  																																																				| Simplifying 454 yields:
% 65.15/30.13  																																																				| (455) e3 = e1
% 65.15/30.13  																																																				|
% 65.15/30.13  																																																				| Equations (455) can reduce 213 to:
% 65.15/30.13  																																																				| (266) $false
% 65.15/30.13  																																																				|
% 65.15/30.13  																																																				|-The branch is then unsatisfiable
% 65.15/30.13  																																																			|-Branch two:
% 65.15/30.13  																																																			| (639)  ~ (all_0_44_44 = e1)
% 65.15/30.13  																																																			| (640) all_0_49_49 = e1 | all_0_53_53 = e1 | all_0_58_58 = e1
% 65.15/30.13  																																																			|
% 65.15/30.13  																																																				+-Applying beta-rule and splitting (18), into two cases.
% 65.15/30.13  																																																				|-Branch one:
% 65.15/30.13  																																																				| (453) all_0_41_41 = e1
% 65.15/30.13  																																																				|
% 65.15/30.14  																																																					| Combining equations (453,84875) yields a new equation:
% 65.15/30.14  																																																					| (91377) all_0_32_32 = e1
% 65.15/30.14  																																																					|
% 65.15/30.14  																																																					| Equations (453) can reduce 85 to:
% 65.15/30.14  																																																					| (604)  ~ (e2 = e1)
% 65.15/30.14  																																																					|
% 65.15/30.14  																																																					| Simplifying 604 yields:
% 65.15/30.14  																																																					| (122)  ~ (e2 = e1)
% 65.15/30.14  																																																					|
% 65.15/30.14  																																																					| Equations (453) can reduce 357 to:
% 65.15/30.14  																																																					| (233)  ~ (e1 = e0)
% 65.15/30.14  																																																					|
% 65.15/30.14  																																																					+-Applying beta-rule and splitting (640), into two cases.
% 65.15/30.14  																																																					|-Branch one:
% 65.15/30.14  																																																					| (671) all_0_49_49 = e1
% 65.15/30.14  																																																					|
% 65.15/30.14  																																																						| Combining equations (671,583) yields a new equation:
% 65.15/30.14  																																																						| (617) e2 = e1
% 65.15/30.14  																																																						|
% 65.15/30.14  																																																						| Equations (617) can reduce 122 to:
% 65.15/30.14  																																																						| (266) $false
% 65.15/30.14  																																																						|
% 65.15/30.14  																																																						|-The branch is then unsatisfiable
% 65.15/30.14  																																																					|-Branch two:
% 65.15/30.14  																																																					| (1064)  ~ (all_0_49_49 = e1)
% 65.15/30.14  																																																					| (2141) all_0_53_53 = e1 | all_0_58_58 = e1
% 65.15/30.14  																																																					|
% 65.15/30.14  																																																						+-Applying beta-rule and splitting (418), into two cases.
% 65.15/30.14  																																																						|-Branch one:
% 65.15/30.14  																																																						| (660) all_0_51_51 = e3
% 65.15/30.14  																																																						|
% 65.15/30.14  																																																							| Equations (660) can reduce 6 to:
% 65.15/30.14  																																																							| (1114)  ~ (all_0_53_53 = e3)
% 65.15/30.14  																																																							|
% 65.15/30.14  																																																							| Simplifying 1114 yields:
% 65.15/30.14  																																																							| (903)  ~ (all_0_53_53 = e3)
% 65.15/30.14  																																																							|
% 65.15/30.14  																																																							| Equations (660) can reduce 1099 to:
% 65.15/30.14  																																																							| (212)  ~ (e3 = e2)
% 65.15/30.14  																																																							|
% 65.15/30.14  																																																							| Equations (660) can reduce 115 to:
% 65.15/30.14  																																																							| (80)  ~ (e3 = e0)
% 65.15/30.14  																																																							|
% 65.15/30.14  																																																							| From (660) and (177) follows:
% 65.15/30.14  																																																							| (9464) op(e3, e2) = all_0_25_25
% 65.15/30.14  																																																							|
% 65.15/30.14  																																																							+-Applying beta-rule and splitting (610), into two cases.
% 65.15/30.14  																																																							|-Branch one:
% 65.15/30.14  																																																							| (1298) all_0_53_53 = e4
% 65.15/30.14  																																																							|
% 65.15/30.14  																																																								| Equations (1298) can reduce 1453 to:
% 65.15/30.14  																																																								| (266) $false
% 65.15/30.14  																																																								|
% 65.15/30.14  																																																								|-The branch is then unsatisfiable
% 65.15/30.14  																																																							|-Branch two:
% 65.15/30.14  																																																							| (1453)  ~ (all_0_53_53 = e4)
% 65.15/30.14  																																																							| (1694) all_0_53_53 = e3 | all_0_53_53 = e1
% 65.15/30.14  																																																							|
% 65.15/30.14  																																																								+-Applying beta-rule and splitting (2141), into two cases.
% 65.15/30.14  																																																								|-Branch one:
% 65.15/30.14  																																																								| (1208) all_0_53_53 = e1
% 65.15/30.14  																																																								|
% 65.15/30.14  																																																									| Equations (1208) can reduce 1453 to:
% 65.15/30.14  																																																									| (602)  ~ (e4 = e1)
% 65.15/30.14  																																																									|
% 65.15/30.14  																																																									| Simplifying 602 yields:
% 65.15/30.14  																																																									| (110)  ~ (e4 = e1)
% 65.15/30.14  																																																									|
% 65.15/30.14  																																																									| Equations (1208) can reduce 903 to:
% 65.15/30.14  																																																									| (467)  ~ (e3 = e1)
% 65.15/30.14  																																																									|
% 65.15/30.14  																																																									| Simplifying 467 yields:
% 65.15/30.14  																																																									| (213)  ~ (e3 = e1)
% 65.15/30.14  																																																									|
% 65.15/30.14  																																																									| Equations (1208) can reduce 509 to:
% 65.15/30.14  																																																									| (604)  ~ (e2 = e1)
% 65.15/30.14  																																																									|
% 65.15/30.14  																																																									| Simplifying 604 yields:
% 65.15/30.14  																																																									| (122)  ~ (e2 = e1)
% 65.15/30.14  																																																									|
% 65.15/30.14  																																																									| Equations (1208) can reduce 247 to:
% 65.15/30.14  																																																									| (233)  ~ (e1 = e0)
% 65.15/30.14  																																																									|
% 65.15/30.14  																																																									| Instantiating formula (29) with e4, e3, all_0_7_7, e2 and discharging atoms op(e4, e3) = all_0_7_7, op(e4, e3) = e2, yields:
% 65.15/30.14  																																																									| (59496) all_0_7_7 = e2
% 65.15/30.14  																																																									|
% 65.15/30.14  																																																									| Instantiating formula (29) with e4, e3, all_0_23_23, all_0_7_7 and discharging atoms op(e4, e3) = all_0_7_7, op(e4, e3) = all_0_23_23, yields:
% 65.15/30.14  																																																									| (5709) all_0_7_7 = all_0_23_23
% 65.15/30.14  																																																									|
% 65.15/30.14  																																																									| Instantiating formula (29) with e4, e2, all_0_8_8, e0 and discharging atoms op(e4, e2) = all_0_8_8, op(e4, e2) = e0, yields:
% 65.15/30.14  																																																									| (4262) all_0_8_8 = e0
% 65.15/30.14  																																																									|
% 65.15/30.14  																																																									| Instantiating formula (29) with e3, e2, e4, all_0_25_25 and discharging atoms op(e3, e2) = all_0_25_25, op(e3, e2) = e4, yields:
% 65.15/30.14  																																																									| (15138) all_0_25_25 = e4
% 65.15/30.14  																																																									|
% 65.15/30.14  																																																									| Combining equations (5709,59496) yields a new equation:
% 65.15/30.15  																																																									| (91408) all_0_23_23 = e2
% 65.15/30.15  																																																									|
% 65.15/30.15  																																																									| Simplifying 91408 yields:
% 65.15/30.15  																																																									| (91409) all_0_23_23 = e2
% 65.15/30.15  																																																									|
% 65.15/30.15  																																																									+-Applying beta-rule and splitting (238), into two cases.
% 65.15/30.15  																																																									|-Branch one:
% 65.15/30.15  																																																									| (396) all_0_43_43 = e4
% 65.15/30.15  																																																									|
% 65.15/30.15  																																																										| Combining equations (356,396) yields a new equation:
% 65.15/30.15  																																																										| (397) e4 = e0
% 65.15/30.15  																																																										|
% 65.15/30.15  																																																										| Equations (397) can reduce 49 to:
% 65.15/30.15  																																																										| (266) $false
% 65.15/30.15  																																																										|
% 65.15/30.15  																																																										|-The branch is then unsatisfiable
% 65.15/30.15  																																																									|-Branch two:
% 65.15/30.15  																																																									| (399)  ~ (all_0_43_43 = e4)
% 65.15/30.15  																																																									| (9578) (all_0_1_1 = e4 &  ~ (all_0_0_0 = e3) &  ~ (all_0_38_38 = e2)) | (all_0_3_3 = e4 &  ~ (all_0_2_2 = e2) &  ~ (all_0_39_39 = all_0_45_45)) | (all_0_5_5 = e4 &  ~ (all_0_4_4 = e0) &  ~ (all_0_40_40 = all_0_54_54)) | (all_0_8_8 = e3 &  ~ (all_0_7_7 = e2) &  ~ (all_0_42_42 = all_0_46_46)) | (all_0_10_10 = e3 &  ~ (all_0_9_9 = e1) &  ~ (all_0_43_43 = all_0_50_50)) | (all_0_12_12 = e3 &  ~ (all_0_11_11 = e0) &  ~ (all_0_44_44 = all_0_55_55)) | (all_0_14_14 = e2 &  ~ (all_0_13_13 = e4) &  ~ (all_0_39_39 = all_0_45_45)) | (all_0_16_16 = e2 &  ~ (all_0_15_15 = e3) &  ~ (all_0_42_42 = all_0_46_46)) | (all_0_19_19 = e2 &  ~ (all_0_18_18 = e1) &  ~ (all_0_48_48 = all_0_51_51)) | (all_0_21_21 = e2 &  ~ (all_0_20_20 = e0) &  ~ (all_0_49_49 = all_0_56_56)) | (all_0_23_23 = e1 &  ~ (all_0_22_22 = e3) &  ~ (all_0_43_43 = all_0_50_50)) | (all_0_25_25 = e1 &  ~ (all_0_24_24 = e2) &  ~ (all_0_48_48 = all_0_51_51)) | (all_0_28_28 = e1 &  ~ (all_0_27_27 = e0) &  ~ (all_0_53_53 = all_0_57_57)) | (all_0_30_30 = e0 &  ~ (all_0_29_29 = e4) &  ~ (all_0_40_40 = all_0_54_54)) | (all_0_32_32 = e0 &  ~ (all_0_31_31 = e3) &  ~ (all_0_44_44 = all_0_55_55)) | (all_0_34_34 = e0 &  ~ (all_0_33_33 = e2) &  ~ (all_0_49_49 = all_0_56_56)) | (all_0_36_36 = e0 &  ~ (all_0_35_35 = e1) &  ~ (all_0_53_53 = all_0_57_57)) | (all_0_45_45 = e3 &  ~ (all_0_38_38 = e2) &  ~ (all_0_46_46 = e4))
% 65.15/30.15  																																																									|
% 65.15/30.15  																																																										| Equations (356) can reduce 399 to:
% 65.15/30.15  																																																										| (401)  ~ (e4 = e0)
% 65.15/30.15  																																																										|
% 65.15/30.15  																																																										| Simplifying 401 yields:
% 65.15/30.15  																																																										| (49)  ~ (e4 = e0)
% 65.15/30.15  																																																										|
% 65.15/30.15  																																																										+-Applying beta-rule and splitting (9578), into two cases.
% 65.15/30.15  																																																										|-Branch one:
% 65.15/30.15  																																																										| (9581) (all_0_1_1 = e4 &  ~ (all_0_0_0 = e3) &  ~ (all_0_38_38 = e2)) | (all_0_3_3 = e4 &  ~ (all_0_2_2 = e2) &  ~ (all_0_39_39 = all_0_45_45)) | (all_0_5_5 = e4 &  ~ (all_0_4_4 = e0) &  ~ (all_0_40_40 = all_0_54_54)) | (all_0_8_8 = e3 &  ~ (all_0_7_7 = e2) &  ~ (all_0_42_42 = all_0_46_46)) | (all_0_10_10 = e3 &  ~ (all_0_9_9 = e1) &  ~ (all_0_43_43 = all_0_50_50)) | (all_0_12_12 = e3 &  ~ (all_0_11_11 = e0) &  ~ (all_0_44_44 = all_0_55_55)) | (all_0_14_14 = e2 &  ~ (all_0_13_13 = e4) &  ~ (all_0_39_39 = all_0_45_45)) | (all_0_16_16 = e2 &  ~ (all_0_15_15 = e3) &  ~ (all_0_42_42 = all_0_46_46)) | (all_0_19_19 = e2 &  ~ (all_0_18_18 = e1) &  ~ (all_0_48_48 = all_0_51_51)) | (all_0_21_21 = e2 &  ~ (all_0_20_20 = e0) &  ~ (all_0_49_49 = all_0_56_56)) | (all_0_23_23 = e1 &  ~ (all_0_22_22 = e3) &  ~ (all_0_43_43 = all_0_50_50)) | (all_0_25_25 = e1 &  ~ (all_0_24_24 = e2) &  ~ (all_0_48_48 = all_0_51_51)) | (all_0_28_28 = e1 &  ~ (all_0_27_27 = e0) &  ~ (all_0_53_53 = all_0_57_57)) | (all_0_30_30 = e0 &  ~ (all_0_29_29 = e4) &  ~ (all_0_40_40 = all_0_54_54)) | (all_0_32_32 = e0 &  ~ (all_0_31_31 = e3) &  ~ (all_0_44_44 = all_0_55_55)) | (all_0_34_34 = e0 &  ~ (all_0_33_33 = e2) &  ~ (all_0_49_49 = all_0_56_56)) | (all_0_36_36 = e0 &  ~ (all_0_35_35 = e1) &  ~ (all_0_53_53 = all_0_57_57))
% 65.15/30.15  																																																										|
% 65.15/30.15  																																																											+-Applying beta-rule and splitting (9581), into two cases.
% 65.15/30.15  																																																											|-Branch one:
% 65.15/30.15  																																																											| (9582) (all_0_1_1 = e4 &  ~ (all_0_0_0 = e3) &  ~ (all_0_38_38 = e2)) | (all_0_3_3 = e4 &  ~ (all_0_2_2 = e2) &  ~ (all_0_39_39 = all_0_45_45)) | (all_0_5_5 = e4 &  ~ (all_0_4_4 = e0) &  ~ (all_0_40_40 = all_0_54_54)) | (all_0_8_8 = e3 &  ~ (all_0_7_7 = e2) &  ~ (all_0_42_42 = all_0_46_46)) | (all_0_10_10 = e3 &  ~ (all_0_9_9 = e1) &  ~ (all_0_43_43 = all_0_50_50)) | (all_0_12_12 = e3 &  ~ (all_0_11_11 = e0) &  ~ (all_0_44_44 = all_0_55_55)) | (all_0_14_14 = e2 &  ~ (all_0_13_13 = e4) &  ~ (all_0_39_39 = all_0_45_45)) | (all_0_16_16 = e2 &  ~ (all_0_15_15 = e3) &  ~ (all_0_42_42 = all_0_46_46)) | (all_0_19_19 = e2 &  ~ (all_0_18_18 = e1) &  ~ (all_0_48_48 = all_0_51_51)) | (all_0_21_21 = e2 &  ~ (all_0_20_20 = e0) &  ~ (all_0_49_49 = all_0_56_56)) | (all_0_23_23 = e1 &  ~ (all_0_22_22 = e3) &  ~ (all_0_43_43 = all_0_50_50)) | (all_0_25_25 = e1 &  ~ (all_0_24_24 = e2) &  ~ (all_0_48_48 = all_0_51_51)) | (all_0_28_28 = e1 &  ~ (all_0_27_27 = e0) &  ~ (all_0_53_53 = all_0_57_57)) | (all_0_30_30 = e0 &  ~ (all_0_29_29 = e4) &  ~ (all_0_40_40 = all_0_54_54)) | (all_0_32_32 = e0 &  ~ (all_0_31_31 = e3) &  ~ (all_0_44_44 = all_0_55_55)) | (all_0_34_34 = e0 &  ~ (all_0_33_33 = e2) &  ~ (all_0_49_49 = all_0_56_56))
% 65.15/30.15  																																																											|
% 65.15/30.15  																																																												+-Applying beta-rule and splitting (9582), into two cases.
% 65.15/30.15  																																																												|-Branch one:
% 65.15/30.15  																																																												| (9583) (all_0_1_1 = e4 &  ~ (all_0_0_0 = e3) &  ~ (all_0_38_38 = e2)) | (all_0_3_3 = e4 &  ~ (all_0_2_2 = e2) &  ~ (all_0_39_39 = all_0_45_45)) | (all_0_5_5 = e4 &  ~ (all_0_4_4 = e0) &  ~ (all_0_40_40 = all_0_54_54)) | (all_0_8_8 = e3 &  ~ (all_0_7_7 = e2) &  ~ (all_0_42_42 = all_0_46_46)) | (all_0_10_10 = e3 &  ~ (all_0_9_9 = e1) &  ~ (all_0_43_43 = all_0_50_50)) | (all_0_12_12 = e3 &  ~ (all_0_11_11 = e0) &  ~ (all_0_44_44 = all_0_55_55)) | (all_0_14_14 = e2 &  ~ (all_0_13_13 = e4) &  ~ (all_0_39_39 = all_0_45_45)) | (all_0_16_16 = e2 &  ~ (all_0_15_15 = e3) &  ~ (all_0_42_42 = all_0_46_46)) | (all_0_19_19 = e2 &  ~ (all_0_18_18 = e1) &  ~ (all_0_48_48 = all_0_51_51)) | (all_0_21_21 = e2 &  ~ (all_0_20_20 = e0) &  ~ (all_0_49_49 = all_0_56_56)) | (all_0_23_23 = e1 &  ~ (all_0_22_22 = e3) &  ~ (all_0_43_43 = all_0_50_50)) | (all_0_25_25 = e1 &  ~ (all_0_24_24 = e2) &  ~ (all_0_48_48 = all_0_51_51)) | (all_0_28_28 = e1 &  ~ (all_0_27_27 = e0) &  ~ (all_0_53_53 = all_0_57_57)) | (all_0_30_30 = e0 &  ~ (all_0_29_29 = e4) &  ~ (all_0_40_40 = all_0_54_54)) | (all_0_32_32 = e0 &  ~ (all_0_31_31 = e3) &  ~ (all_0_44_44 = all_0_55_55))
% 65.15/30.15  																																																												|
% 65.15/30.15  																																																													+-Applying beta-rule and splitting (9583), into two cases.
% 65.15/30.15  																																																													|-Branch one:
% 65.15/30.15  																																																													| (9584) (all_0_1_1 = e4 &  ~ (all_0_0_0 = e3) &  ~ (all_0_38_38 = e2)) | (all_0_3_3 = e4 &  ~ (all_0_2_2 = e2) &  ~ (all_0_39_39 = all_0_45_45)) | (all_0_5_5 = e4 &  ~ (all_0_4_4 = e0) &  ~ (all_0_40_40 = all_0_54_54)) | (all_0_8_8 = e3 &  ~ (all_0_7_7 = e2) &  ~ (all_0_42_42 = all_0_46_46)) | (all_0_10_10 = e3 &  ~ (all_0_9_9 = e1) &  ~ (all_0_43_43 = all_0_50_50)) | (all_0_12_12 = e3 &  ~ (all_0_11_11 = e0) &  ~ (all_0_44_44 = all_0_55_55)) | (all_0_14_14 = e2 &  ~ (all_0_13_13 = e4) &  ~ (all_0_39_39 = all_0_45_45)) | (all_0_16_16 = e2 &  ~ (all_0_15_15 = e3) &  ~ (all_0_42_42 = all_0_46_46)) | (all_0_19_19 = e2 &  ~ (all_0_18_18 = e1) &  ~ (all_0_48_48 = all_0_51_51)) | (all_0_21_21 = e2 &  ~ (all_0_20_20 = e0) &  ~ (all_0_49_49 = all_0_56_56)) | (all_0_23_23 = e1 &  ~ (all_0_22_22 = e3) &  ~ (all_0_43_43 = all_0_50_50)) | (all_0_25_25 = e1 &  ~ (all_0_24_24 = e2) &  ~ (all_0_48_48 = all_0_51_51)) | (all_0_28_28 = e1 &  ~ (all_0_27_27 = e0) &  ~ (all_0_53_53 = all_0_57_57)) | (all_0_30_30 = e0 &  ~ (all_0_29_29 = e4) &  ~ (all_0_40_40 = all_0_54_54))
% 65.15/30.15  																																																													|
% 65.15/30.15  																																																														+-Applying beta-rule and splitting (9584), into two cases.
% 65.15/30.15  																																																														|-Branch one:
% 65.15/30.16  																																																														| (9585) (all_0_1_1 = e4 &  ~ (all_0_0_0 = e3) &  ~ (all_0_38_38 = e2)) | (all_0_3_3 = e4 &  ~ (all_0_2_2 = e2) &  ~ (all_0_39_39 = all_0_45_45)) | (all_0_5_5 = e4 &  ~ (all_0_4_4 = e0) &  ~ (all_0_40_40 = all_0_54_54)) | (all_0_8_8 = e3 &  ~ (all_0_7_7 = e2) &  ~ (all_0_42_42 = all_0_46_46)) | (all_0_10_10 = e3 &  ~ (all_0_9_9 = e1) &  ~ (all_0_43_43 = all_0_50_50)) | (all_0_12_12 = e3 &  ~ (all_0_11_11 = e0) &  ~ (all_0_44_44 = all_0_55_55)) | (all_0_14_14 = e2 &  ~ (all_0_13_13 = e4) &  ~ (all_0_39_39 = all_0_45_45)) | (all_0_16_16 = e2 &  ~ (all_0_15_15 = e3) &  ~ (all_0_42_42 = all_0_46_46)) | (all_0_19_19 = e2 &  ~ (all_0_18_18 = e1) &  ~ (all_0_48_48 = all_0_51_51)) | (all_0_21_21 = e2 &  ~ (all_0_20_20 = e0) &  ~ (all_0_49_49 = all_0_56_56)) | (all_0_23_23 = e1 &  ~ (all_0_22_22 = e3) &  ~ (all_0_43_43 = all_0_50_50)) | (all_0_25_25 = e1 &  ~ (all_0_24_24 = e2) &  ~ (all_0_48_48 = all_0_51_51)) | (all_0_28_28 = e1 &  ~ (all_0_27_27 = e0) &  ~ (all_0_53_53 = all_0_57_57))
% 65.15/30.16  																																																														|
% 65.15/30.16  																																																															+-Applying beta-rule and splitting (9585), into two cases.
% 65.15/30.16  																																																															|-Branch one:
% 65.15/30.16  																																																															| (9586) (all_0_1_1 = e4 &  ~ (all_0_0_0 = e3) &  ~ (all_0_38_38 = e2)) | (all_0_3_3 = e4 &  ~ (all_0_2_2 = e2) &  ~ (all_0_39_39 = all_0_45_45)) | (all_0_5_5 = e4 &  ~ (all_0_4_4 = e0) &  ~ (all_0_40_40 = all_0_54_54)) | (all_0_8_8 = e3 &  ~ (all_0_7_7 = e2) &  ~ (all_0_42_42 = all_0_46_46)) | (all_0_10_10 = e3 &  ~ (all_0_9_9 = e1) &  ~ (all_0_43_43 = all_0_50_50)) | (all_0_12_12 = e3 &  ~ (all_0_11_11 = e0) &  ~ (all_0_44_44 = all_0_55_55)) | (all_0_14_14 = e2 &  ~ (all_0_13_13 = e4) &  ~ (all_0_39_39 = all_0_45_45)) | (all_0_16_16 = e2 &  ~ (all_0_15_15 = e3) &  ~ (all_0_42_42 = all_0_46_46)) | (all_0_19_19 = e2 &  ~ (all_0_18_18 = e1) &  ~ (all_0_48_48 = all_0_51_51)) | (all_0_21_21 = e2 &  ~ (all_0_20_20 = e0) &  ~ (all_0_49_49 = all_0_56_56)) | (all_0_23_23 = e1 &  ~ (all_0_22_22 = e3) &  ~ (all_0_43_43 = all_0_50_50)) | (all_0_25_25 = e1 &  ~ (all_0_24_24 = e2) &  ~ (all_0_48_48 = all_0_51_51))
% 65.15/30.16  																																																															|
% 65.15/30.16  																																																																+-Applying beta-rule and splitting (9586), into two cases.
% 65.15/30.16  																																																																|-Branch one:
% 65.15/30.16  																																																																| (9587) (all_0_1_1 = e4 &  ~ (all_0_0_0 = e3) &  ~ (all_0_38_38 = e2)) | (all_0_3_3 = e4 &  ~ (all_0_2_2 = e2) &  ~ (all_0_39_39 = all_0_45_45)) | (all_0_5_5 = e4 &  ~ (all_0_4_4 = e0) &  ~ (all_0_40_40 = all_0_54_54)) | (all_0_8_8 = e3 &  ~ (all_0_7_7 = e2) &  ~ (all_0_42_42 = all_0_46_46)) | (all_0_10_10 = e3 &  ~ (all_0_9_9 = e1) &  ~ (all_0_43_43 = all_0_50_50)) | (all_0_12_12 = e3 &  ~ (all_0_11_11 = e0) &  ~ (all_0_44_44 = all_0_55_55)) | (all_0_14_14 = e2 &  ~ (all_0_13_13 = e4) &  ~ (all_0_39_39 = all_0_45_45)) | (all_0_16_16 = e2 &  ~ (all_0_15_15 = e3) &  ~ (all_0_42_42 = all_0_46_46)) | (all_0_19_19 = e2 &  ~ (all_0_18_18 = e1) &  ~ (all_0_48_48 = all_0_51_51)) | (all_0_21_21 = e2 &  ~ (all_0_20_20 = e0) &  ~ (all_0_49_49 = all_0_56_56)) | (all_0_23_23 = e1 &  ~ (all_0_22_22 = e3) &  ~ (all_0_43_43 = all_0_50_50))
% 65.15/30.16  																																																																|
% 65.15/30.16  																																																																	+-Applying beta-rule and splitting (9587), into two cases.
% 65.15/30.16  																																																																	|-Branch one:
% 65.15/30.16  																																																																	| (9588) (all_0_1_1 = e4 &  ~ (all_0_0_0 = e3) &  ~ (all_0_38_38 = e2)) | (all_0_3_3 = e4 &  ~ (all_0_2_2 = e2) &  ~ (all_0_39_39 = all_0_45_45)) | (all_0_5_5 = e4 &  ~ (all_0_4_4 = e0) &  ~ (all_0_40_40 = all_0_54_54)) | (all_0_8_8 = e3 &  ~ (all_0_7_7 = e2) &  ~ (all_0_42_42 = all_0_46_46)) | (all_0_10_10 = e3 &  ~ (all_0_9_9 = e1) &  ~ (all_0_43_43 = all_0_50_50)) | (all_0_12_12 = e3 &  ~ (all_0_11_11 = e0) &  ~ (all_0_44_44 = all_0_55_55)) | (all_0_14_14 = e2 &  ~ (all_0_13_13 = e4) &  ~ (all_0_39_39 = all_0_45_45)) | (all_0_16_16 = e2 &  ~ (all_0_15_15 = e3) &  ~ (all_0_42_42 = all_0_46_46)) | (all_0_19_19 = e2 &  ~ (all_0_18_18 = e1) &  ~ (all_0_48_48 = all_0_51_51)) | (all_0_21_21 = e2 &  ~ (all_0_20_20 = e0) &  ~ (all_0_49_49 = all_0_56_56))
% 65.15/30.16  																																																																	|
% 65.23/30.16  																																																																		+-Applying beta-rule and splitting (9588), into two cases.
% 65.23/30.16  																																																																		|-Branch one:
% 65.23/30.16  																																																																		| (9589) (all_0_1_1 = e4 &  ~ (all_0_0_0 = e3) &  ~ (all_0_38_38 = e2)) | (all_0_3_3 = e4 &  ~ (all_0_2_2 = e2) &  ~ (all_0_39_39 = all_0_45_45)) | (all_0_5_5 = e4 &  ~ (all_0_4_4 = e0) &  ~ (all_0_40_40 = all_0_54_54)) | (all_0_8_8 = e3 &  ~ (all_0_7_7 = e2) &  ~ (all_0_42_42 = all_0_46_46)) | (all_0_10_10 = e3 &  ~ (all_0_9_9 = e1) &  ~ (all_0_43_43 = all_0_50_50)) | (all_0_12_12 = e3 &  ~ (all_0_11_11 = e0) &  ~ (all_0_44_44 = all_0_55_55)) | (all_0_14_14 = e2 &  ~ (all_0_13_13 = e4) &  ~ (all_0_39_39 = all_0_45_45)) | (all_0_16_16 = e2 &  ~ (all_0_15_15 = e3) &  ~ (all_0_42_42 = all_0_46_46)) | (all_0_19_19 = e2 &  ~ (all_0_18_18 = e1) &  ~ (all_0_48_48 = all_0_51_51))
% 65.23/30.16  																																																																		|
% 65.23/30.16  																																																																			+-Applying beta-rule and splitting (9589), into two cases.
% 65.23/30.16  																																																																			|-Branch one:
% 65.23/30.16  																																																																			| (9590) (all_0_1_1 = e4 &  ~ (all_0_0_0 = e3) &  ~ (all_0_38_38 = e2)) | (all_0_3_3 = e4 &  ~ (all_0_2_2 = e2) &  ~ (all_0_39_39 = all_0_45_45)) | (all_0_5_5 = e4 &  ~ (all_0_4_4 = e0) &  ~ (all_0_40_40 = all_0_54_54)) | (all_0_8_8 = e3 &  ~ (all_0_7_7 = e2) &  ~ (all_0_42_42 = all_0_46_46)) | (all_0_10_10 = e3 &  ~ (all_0_9_9 = e1) &  ~ (all_0_43_43 = all_0_50_50)) | (all_0_12_12 = e3 &  ~ (all_0_11_11 = e0) &  ~ (all_0_44_44 = all_0_55_55)) | (all_0_14_14 = e2 &  ~ (all_0_13_13 = e4) &  ~ (all_0_39_39 = all_0_45_45)) | (all_0_16_16 = e2 &  ~ (all_0_15_15 = e3) &  ~ (all_0_42_42 = all_0_46_46))
% 65.23/30.16  																																																																			|
% 65.23/30.16  																																																																				+-Applying beta-rule and splitting (9590), into two cases.
% 65.23/30.16  																																																																				|-Branch one:
% 65.23/30.16  																																																																				| (9591) (all_0_1_1 = e4 &  ~ (all_0_0_0 = e3) &  ~ (all_0_38_38 = e2)) | (all_0_3_3 = e4 &  ~ (all_0_2_2 = e2) &  ~ (all_0_39_39 = all_0_45_45)) | (all_0_5_5 = e4 &  ~ (all_0_4_4 = e0) &  ~ (all_0_40_40 = all_0_54_54)) | (all_0_8_8 = e3 &  ~ (all_0_7_7 = e2) &  ~ (all_0_42_42 = all_0_46_46)) | (all_0_10_10 = e3 &  ~ (all_0_9_9 = e1) &  ~ (all_0_43_43 = all_0_50_50)) | (all_0_12_12 = e3 &  ~ (all_0_11_11 = e0) &  ~ (all_0_44_44 = all_0_55_55)) | (all_0_14_14 = e2 &  ~ (all_0_13_13 = e4) &  ~ (all_0_39_39 = all_0_45_45))
% 65.23/30.16  																																																																				|
% 65.23/30.16  																																																																					+-Applying beta-rule and splitting (9591), into two cases.
% 65.23/30.16  																																																																					|-Branch one:
% 65.23/30.16  																																																																					| (9592) (all_0_1_1 = e4 &  ~ (all_0_0_0 = e3) &  ~ (all_0_38_38 = e2)) | (all_0_3_3 = e4 &  ~ (all_0_2_2 = e2) &  ~ (all_0_39_39 = all_0_45_45)) | (all_0_5_5 = e4 &  ~ (all_0_4_4 = e0) &  ~ (all_0_40_40 = all_0_54_54)) | (all_0_8_8 = e3 &  ~ (all_0_7_7 = e2) &  ~ (all_0_42_42 = all_0_46_46)) | (all_0_10_10 = e3 &  ~ (all_0_9_9 = e1) &  ~ (all_0_43_43 = all_0_50_50)) | (all_0_12_12 = e3 &  ~ (all_0_11_11 = e0) &  ~ (all_0_44_44 = all_0_55_55))
% 65.23/30.16  																																																																					|
% 65.23/30.16  																																																																						+-Applying beta-rule and splitting (9592), into two cases.
% 65.23/30.16  																																																																						|-Branch one:
% 65.23/30.16  																																																																						| (9593) (all_0_1_1 = e4 &  ~ (all_0_0_0 = e3) &  ~ (all_0_38_38 = e2)) | (all_0_3_3 = e4 &  ~ (all_0_2_2 = e2) &  ~ (all_0_39_39 = all_0_45_45)) | (all_0_5_5 = e4 &  ~ (all_0_4_4 = e0) &  ~ (all_0_40_40 = all_0_54_54)) | (all_0_8_8 = e3 &  ~ (all_0_7_7 = e2) &  ~ (all_0_42_42 = all_0_46_46)) | (all_0_10_10 = e3 &  ~ (all_0_9_9 = e1) &  ~ (all_0_43_43 = all_0_50_50))
% 65.23/30.16  																																																																						|
% 65.23/30.16  																																																																							+-Applying beta-rule and splitting (9593), into two cases.
% 65.23/30.16  																																																																							|-Branch one:
% 65.23/30.16  																																																																							| (9594) (all_0_1_1 = e4 &  ~ (all_0_0_0 = e3) &  ~ (all_0_38_38 = e2)) | (all_0_3_3 = e4 &  ~ (all_0_2_2 = e2) &  ~ (all_0_39_39 = all_0_45_45)) | (all_0_5_5 = e4 &  ~ (all_0_4_4 = e0) &  ~ (all_0_40_40 = all_0_54_54)) | (all_0_8_8 = e3 &  ~ (all_0_7_7 = e2) &  ~ (all_0_42_42 = all_0_46_46))
% 65.23/30.16  																																																																							|
% 65.23/30.16  																																																																								+-Applying beta-rule and splitting (9594), into two cases.
% 65.23/30.16  																																																																								|-Branch one:
% 65.23/30.16  																																																																								| (9595) (all_0_1_1 = e4 &  ~ (all_0_0_0 = e3) &  ~ (all_0_38_38 = e2)) | (all_0_3_3 = e4 &  ~ (all_0_2_2 = e2) &  ~ (all_0_39_39 = all_0_45_45)) | (all_0_5_5 = e4 &  ~ (all_0_4_4 = e0) &  ~ (all_0_40_40 = all_0_54_54))
% 65.23/30.16  																																																																								|
% 65.23/30.16  																																																																									+-Applying beta-rule and splitting (9595), into two cases.
% 65.23/30.16  																																																																									|-Branch one:
% 65.23/30.16  																																																																									| (9596) (all_0_1_1 = e4 &  ~ (all_0_0_0 = e3) &  ~ (all_0_38_38 = e2)) | (all_0_3_3 = e4 &  ~ (all_0_2_2 = e2) &  ~ (all_0_39_39 = all_0_45_45))
% 65.23/30.16  																																																																									|
% 65.23/30.16  																																																																										+-Applying beta-rule and splitting (9596), into two cases.
% 65.23/30.16  																																																																										|-Branch one:
% 65.23/30.16  																																																																										| (9597) all_0_1_1 = e4 &  ~ (all_0_0_0 = e3) &  ~ (all_0_38_38 = e2)
% 65.23/30.16  																																																																										|
% 65.23/30.16  																																																																											| Applying alpha-rule on (9597) yields:
% 65.23/30.16  																																																																											| (9598) all_0_1_1 = e4
% 65.23/30.16  																																																																											| (9599)  ~ (all_0_0_0 = e3)
% 65.23/30.16  																																																																											| (9600)  ~ (all_0_38_38 = e2)
% 65.23/30.16  																																																																											|
% 65.23/30.16  																																																																											| Combining equations (9598,9529) yields a new equation:
% 65.23/30.16  																																																																											| (481) e4 = e0
% 65.23/30.16  																																																																											|
% 65.23/30.16  																																																																											| Simplifying 481 yields:
% 65.23/30.16  																																																																											| (397) e4 = e0
% 65.23/30.16  																																																																											|
% 65.23/30.16  																																																																											| Equations (397) can reduce 49 to:
% 65.23/30.16  																																																																											| (266) $false
% 65.23/30.16  																																																																											|
% 65.23/30.16  																																																																											|-The branch is then unsatisfiable
% 65.23/30.16  																																																																										|-Branch two:
% 65.23/30.16  																																																																										| (9604) all_0_3_3 = e4 &  ~ (all_0_2_2 = e2) &  ~ (all_0_39_39 = all_0_45_45)
% 65.23/30.16  																																																																										|
% 65.23/30.16  																																																																											| Applying alpha-rule on (9604) yields:
% 65.23/30.16  																																																																											| (2165) all_0_3_3 = e4
% 65.23/30.16  																																																																											| (9606)  ~ (all_0_2_2 = e2)
% 65.23/30.16  																																																																											| (9607)  ~ (all_0_39_39 = all_0_45_45)
% 65.23/30.16  																																																																											|
% 65.23/30.16  																																																																											| Combining equations (2165,1597) yields a new equation:
% 65.23/30.16  																																																																											| (322) e4 = e2
% 65.23/30.16  																																																																											|
% 65.23/30.16  																																																																											| Simplifying 322 yields:
% 65.23/30.16  																																																																											| (323) e4 = e2
% 65.23/30.16  																																																																											|
% 65.23/30.16  																																																																											| Equations (323) can reduce 48 to:
% 65.23/30.16  																																																																											| (266) $false
% 65.23/30.16  																																																																											|
% 65.23/30.16  																																																																											|-The branch is then unsatisfiable
% 65.23/30.16  																																																																									|-Branch two:
% 65.23/30.16  																																																																									| (9609) all_0_5_5 = e4 &  ~ (all_0_4_4 = e0) &  ~ (all_0_40_40 = all_0_54_54)
% 65.23/30.16  																																																																									|
% 65.23/30.16  																																																																										| Applying alpha-rule on (9609) yields:
% 65.23/30.16  																																																																										| (9610) all_0_5_5 = e4
% 65.23/30.17  																																																																										| (9611)  ~ (all_0_4_4 = e0)
% 65.23/30.17  																																																																										| (9612)  ~ (all_0_40_40 = all_0_54_54)
% 65.23/30.17  																																																																										|
% 65.23/30.17  																																																																										| Equations (1378,265) can reduce 9612 to:
% 65.23/30.17  																																																																										| (266) $false
% 65.23/30.17  																																																																										|
% 65.23/30.17  																																																																										|-The branch is then unsatisfiable
% 65.23/30.17  																																																																								|-Branch two:
% 65.23/30.17  																																																																								| (9616) all_0_8_8 = e3 &  ~ (all_0_7_7 = e2) &  ~ (all_0_42_42 = all_0_46_46)
% 65.23/30.17  																																																																								|
% 65.23/30.17  																																																																									| Applying alpha-rule on (9616) yields:
% 65.23/30.17  																																																																									| (4675) all_0_8_8 = e3
% 65.23/30.17  																																																																									| (9618)  ~ (all_0_7_7 = e2)
% 65.23/30.17  																																																																									| (9619)  ~ (all_0_42_42 = all_0_46_46)
% 65.23/30.17  																																																																									|
% 65.23/30.17  																																																																									| Combining equations (4675,4262) yields a new equation:
% 65.23/30.17  																																																																									| (675) e3 = e0
% 65.23/30.17  																																																																									|
% 65.23/30.17  																																																																									| Simplifying 675 yields:
% 65.23/30.17  																																																																									| (676) e3 = e0
% 65.23/30.17  																																																																									|
% 65.23/30.17  																																																																									| Equations (676) can reduce 80 to:
% 65.23/30.17  																																																																									| (266) $false
% 65.23/30.17  																																																																									|
% 65.23/30.17  																																																																									|-The branch is then unsatisfiable
% 65.23/30.17  																																																																							|-Branch two:
% 65.23/30.17  																																																																							| (9621) all_0_10_10 = e3 &  ~ (all_0_9_9 = e1) &  ~ (all_0_43_43 = all_0_50_50)
% 65.23/30.17  																																																																							|
% 65.23/30.17  																																																																								| Applying alpha-rule on (9621) yields:
% 65.23/30.17  																																																																								| (9622) all_0_10_10 = e3
% 65.23/30.17  																																																																								| (9623)  ~ (all_0_9_9 = e1)
% 65.23/30.17  																																																																								| (9624)  ~ (all_0_43_43 = all_0_50_50)
% 65.23/30.17  																																																																								|
% 65.23/30.17  																																																																								| Combining equations (9622,90690) yields a new equation:
% 65.23/30.17  																																																																								| (454) e3 = e1
% 65.23/30.17  																																																																								|
% 65.23/30.17  																																																																								| Simplifying 454 yields:
% 65.23/30.17  																																																																								| (455) e3 = e1
% 65.23/30.17  																																																																								|
% 65.23/30.17  																																																																								| Equations (455) can reduce 213 to:
% 65.23/30.17  																																																																								| (266) $false
% 65.23/30.17  																																																																								|
% 65.23/30.17  																																																																								|-The branch is then unsatisfiable
% 65.23/30.17  																																																																						|-Branch two:
% 65.23/30.17  																																																																						| (9627) all_0_12_12 = e3 &  ~ (all_0_11_11 = e0) &  ~ (all_0_44_44 = all_0_55_55)
% 65.23/30.17  																																																																						|
% 65.23/30.17  																																																																							| Applying alpha-rule on (9627) yields:
% 65.23/30.17  																																																																							| (2156) all_0_12_12 = e3
% 65.23/30.17  																																																																							| (9629)  ~ (all_0_11_11 = e0)
% 65.23/30.17  																																																																							| (9630)  ~ (all_0_44_44 = all_0_55_55)
% 65.23/30.17  																																																																							|
% 65.23/30.17  																																																																							| Equations (532,2336) can reduce 9630 to:
% 65.23/30.17  																																																																							| (266) $false
% 65.23/30.17  																																																																							|
% 65.23/30.17  																																																																							|-The branch is then unsatisfiable
% 65.23/30.17  																																																																					|-Branch two:
% 65.23/30.17  																																																																					| (9632) all_0_14_14 = e2 &  ~ (all_0_13_13 = e4) &  ~ (all_0_39_39 = all_0_45_45)
% 65.23/30.17  																																																																					|
% 65.23/30.17  																																																																						| Applying alpha-rule on (9632) yields:
% 65.23/30.17  																																																																						| (9633) all_0_14_14 = e2
% 65.23/30.17  																																																																						| (9634)  ~ (all_0_13_13 = e4)
% 65.23/30.18  																																																																						| (9607)  ~ (all_0_39_39 = all_0_45_45)
% 65.23/30.18  																																																																						|
% 65.26/30.18  																																																																						| Equations (85024) can reduce 9634 to:
% 65.26/30.18  																																																																						| (266) $false
% 65.26/30.18  																																																																						|
% 65.26/30.18  																																																																						|-The branch is then unsatisfiable
% 65.26/30.18  																																																																				|-Branch two:
% 65.26/30.18  																																																																				| (9638) all_0_16_16 = e2 &  ~ (all_0_15_15 = e3) &  ~ (all_0_42_42 = all_0_46_46)
% 65.26/30.18  																																																																				|
% 65.26/30.18  																																																																					| Applying alpha-rule on (9638) yields:
% 65.26/30.18  																																																																					| (9639) all_0_16_16 = e2
% 65.26/30.18  																																																																					| (9640)  ~ (all_0_15_15 = e3)
% 65.26/30.18  																																																																					| (9619)  ~ (all_0_42_42 = all_0_46_46)
% 65.26/30.18  																																																																					|
% 65.26/30.18  																																																																					| Combining equations (9639,2167) yields a new equation:
% 65.26/30.18  																																																																					| (662) e3 = e2
% 65.26/30.18  																																																																					|
% 65.26/30.18  																																																																					| Equations (662) can reduce 212 to:
% 65.26/30.18  																																																																					| (266) $false
% 65.26/30.18  																																																																					|
% 65.26/30.18  																																																																					|-The branch is then unsatisfiable
% 65.26/30.18  																																																																			|-Branch two:
% 65.26/30.18  																																																																			| (9644) all_0_19_19 = e2 &  ~ (all_0_18_18 = e1) &  ~ (all_0_48_48 = all_0_51_51)
% 65.26/30.18  																																																																			|
% 65.26/30.18  																																																																				| Applying alpha-rule on (9644) yields:
% 65.26/30.18  																																																																				| (349) all_0_19_19 = e2
% 65.26/30.18  																																																																				| (9646)  ~ (all_0_18_18 = e1)
% 65.26/30.18  																																																																				| (9647)  ~ (all_0_48_48 = all_0_51_51)
% 65.26/30.18  																																																																				|
% 65.26/30.18  																																																																				| Combining equations (349,90642) yields a new equation:
% 65.26/30.18  																																																																				| (662) e3 = e2
% 65.26/30.18  																																																																				|
% 65.26/30.18  																																																																				| Equations (662) can reduce 212 to:
% 65.26/30.18  																																																																				| (266) $false
% 65.26/30.18  																																																																				|
% 65.26/30.18  																																																																				|-The branch is then unsatisfiable
% 65.26/30.18  																																																																		|-Branch two:
% 65.26/30.18  																																																																		| (9649) all_0_21_21 = e2 &  ~ (all_0_20_20 = e0) &  ~ (all_0_49_49 = all_0_56_56)
% 65.26/30.18  																																																																		|
% 65.26/30.19  																																																																			| Applying alpha-rule on (9649) yields:
% 65.26/30.19  																																																																			| (4269) all_0_21_21 = e2
% 65.26/30.19  																																																																			| (9651)  ~ (all_0_20_20 = e0)
% 65.26/30.19  																																																																			| (9652)  ~ (all_0_49_49 = all_0_56_56)
% 65.26/30.19  																																																																			|
% 65.26/30.19  																																																																			| Equations (583,833) can reduce 9652 to:
% 65.26/30.19  																																																																			| (266) $false
% 65.26/30.19  																																																																			|
% 65.26/30.19  																																																																			|-The branch is then unsatisfiable
% 65.26/30.19  																																																																	|-Branch two:
% 65.26/30.19  																																																																	| (9656) all_0_23_23 = e1 &  ~ (all_0_22_22 = e3) &  ~ (all_0_43_43 = all_0_50_50)
% 65.26/30.19  																																																																	|
% 65.26/30.19  																																																																		| Applying alpha-rule on (9656) yields:
% 65.26/30.19  																																																																		| (9657) all_0_23_23 = e1
% 65.26/30.19  																																																																		| (9658)  ~ (all_0_22_22 = e3)
% 65.26/30.19  																																																																		| (9624)  ~ (all_0_43_43 = all_0_50_50)
% 65.26/30.19  																																																																		|
% 65.26/30.19  																																																																		| Combining equations (9657,91409) yields a new equation:
% 65.26/30.19  																																																																		| (617) e2 = e1
% 65.26/30.19  																																																																		|
% 65.26/30.19  																																																																		| Equations (617) can reduce 122 to:
% 65.26/30.19  																																																																		| (266) $false
% 65.26/30.19  																																																																		|
% 65.26/30.19  																																																																		|-The branch is then unsatisfiable
% 65.26/30.19  																																																																|-Branch two:
% 65.26/30.19  																																																																| (9661) all_0_25_25 = e1 &  ~ (all_0_24_24 = e2) &  ~ (all_0_48_48 = all_0_51_51)
% 65.26/30.19  																																																																|
% 65.26/30.19  																																																																	| Applying alpha-rule on (9661) yields:
% 65.26/30.19  																																																																	| (4271) all_0_25_25 = e1
% 65.26/30.19  																																																																	| (9663)  ~ (all_0_24_24 = e2)
% 65.26/30.19  																																																																	| (9647)  ~ (all_0_48_48 = all_0_51_51)
% 65.26/30.19  																																																																	|
% 65.26/30.19  																																																																	| Combining equations (4271,15138) yields a new equation:
% 65.26/30.19  																																																																	| (630) e4 = e1
% 65.26/30.19  																																																																	|
% 65.26/30.19  																																																																	| Equations (630) can reduce 110 to:
% 65.26/30.19  																																																																	| (266) $false
% 65.26/30.19  																																																																	|
% 65.26/30.19  																																																																	|-The branch is then unsatisfiable
% 65.26/30.19  																																																															|-Branch two:
% 65.26/30.19  																																																															| (9668) all_0_28_28 = e1 &  ~ (all_0_27_27 = e0) &  ~ (all_0_53_53 = all_0_57_57)
% 65.26/30.19  																																																															|
% 65.26/30.19  																																																																| Applying alpha-rule on (9668) yields:
% 65.26/30.19  																																																																| (9669) all_0_28_28 = e1
% 65.26/30.19  																																																																| (9670)  ~ (all_0_27_27 = e0)
% 65.26/30.19  																																																																| (9671)  ~ (all_0_53_53 = all_0_57_57)
% 65.26/30.19  																																																																|
% 65.26/30.19  																																																																| Equations (1208,647) can reduce 9671 to:
% 65.26/30.19  																																																																| (266) $false
% 65.26/30.19  																																																																|
% 65.26/30.19  																																																																|-The branch is then unsatisfiable
% 65.26/30.19  																																																														|-Branch two:
% 65.26/30.20  																																																														| (9674) all_0_30_30 = e0 &  ~ (all_0_29_29 = e4) &  ~ (all_0_40_40 = all_0_54_54)
% 65.26/30.20  																																																														|
% 65.26/30.20  																																																															| Applying alpha-rule on (9674) yields:
% 65.26/30.20  																																																															| (9675) all_0_30_30 = e0
% 65.26/30.20  																																																															| (9676)  ~ (all_0_29_29 = e4)
% 65.26/30.20  																																																															| (9612)  ~ (all_0_40_40 = all_0_54_54)
% 65.26/30.20  																																																															|
% 65.26/30.20  																																																															| Combining equations (60456,9675) yields a new equation:
% 65.26/30.20  																																																															| (546) e1 = e0
% 65.26/30.20  																																																															|
% 65.26/30.20  																																																															| Simplifying 546 yields:
% 65.26/30.20  																																																															| (431) e1 = e0
% 65.26/30.20  																																																															|
% 65.26/30.20  																																																															| Equations (431) can reduce 233 to:
% 65.26/30.20  																																																															| (266) $false
% 65.26/30.20  																																																															|
% 65.26/30.20  																																																															|-The branch is then unsatisfiable
% 65.26/30.20  																																																													|-Branch two:
% 65.26/30.20  																																																													| (9680) all_0_32_32 = e0 &  ~ (all_0_31_31 = e3) &  ~ (all_0_44_44 = all_0_55_55)
% 65.26/30.20  																																																													|
% 65.26/30.20  																																																														| Applying alpha-rule on (9680) yields:
% 65.26/30.20  																																																														| (2163) all_0_32_32 = e0
% 65.26/30.20  																																																														| (9682)  ~ (all_0_31_31 = e3)
% 65.26/30.20  																																																														| (9630)  ~ (all_0_44_44 = all_0_55_55)
% 65.26/30.20  																																																														|
% 65.26/30.20  																																																														| Combining equations (91377,2163) yields a new equation:
% 65.26/30.20  																																																														| (546) e1 = e0
% 65.26/30.20  																																																														|
% 65.26/30.20  																																																														| Simplifying 546 yields:
% 65.26/30.20  																																																														| (431) e1 = e0
% 65.26/30.20  																																																														|
% 65.26/30.20  																																																														| Equations (431) can reduce 233 to:
% 65.26/30.20  																																																														| (266) $false
% 65.26/30.20  																																																														|
% 65.26/30.20  																																																														|-The branch is then unsatisfiable
% 65.26/30.20  																																																												|-Branch two:
% 65.26/30.20  																																																												| (9686) all_0_34_34 = e0 &  ~ (all_0_33_33 = e2) &  ~ (all_0_49_49 = all_0_56_56)
% 65.26/30.20  																																																												|
% 65.26/30.20  																																																													| Applying alpha-rule on (9686) yields:
% 65.26/30.20  																																																													| (9687) all_0_34_34 = e0
% 65.26/30.20  																																																													| (9688)  ~ (all_0_33_33 = e2)
% 65.26/30.20  																																																													| (9652)  ~ (all_0_49_49 = all_0_56_56)
% 65.26/30.20  																																																													|
% 65.26/30.21  																																																													| Combining equations (9480,9687) yields a new equation:
% 65.26/30.21  																																																													| (546) e1 = e0
% 65.26/30.21  																																																													|
% 65.26/30.21  																																																													| Simplifying 546 yields:
% 65.26/30.21  																																																													| (431) e1 = e0
% 65.26/30.21  																																																													|
% 65.26/30.21  																																																													| Equations (431) can reduce 233 to:
% 65.26/30.21  																																																													| (266) $false
% 65.26/30.21  																																																													|
% 65.26/30.21  																																																													|-The branch is then unsatisfiable
% 65.26/30.21  																																																											|-Branch two:
% 65.26/30.21  																																																											| (9693) all_0_36_36 = e0 &  ~ (all_0_35_35 = e1) &  ~ (all_0_53_53 = all_0_57_57)
% 65.26/30.21  																																																											|
% 65.26/30.21  																																																												| Applying alpha-rule on (9693) yields:
% 65.26/30.21  																																																												| (9694) all_0_36_36 = e0
% 65.26/30.21  																																																												| (9695)  ~ (all_0_35_35 = e1)
% 65.26/30.21  																																																												| (9671)  ~ (all_0_53_53 = all_0_57_57)
% 65.26/30.21  																																																												|
% 65.26/30.21  																																																												| Combining equations (90687,9694) yields a new equation:
% 65.26/30.21  																																																												| (391) e2 = e0
% 65.26/30.21  																																																												|
% 65.26/30.21  																																																												| Simplifying 391 yields:
% 65.26/30.21  																																																												| (330) e2 = e0
% 65.26/30.21  																																																												|
% 65.26/30.21  																																																												| Equations (330) can reduce 128 to:
% 65.26/30.21  																																																												| (266) $false
% 65.26/30.21  																																																												|
% 65.26/30.21  																																																												|-The branch is then unsatisfiable
% 65.26/30.21  																																																										|-Branch two:
% 65.26/30.21  																																																										| (9698) all_0_45_45 = e3 &  ~ (all_0_38_38 = e2) &  ~ (all_0_46_46 = e4)
% 65.26/30.21  																																																										|
% 65.26/30.21  																																																											| Applying alpha-rule on (9698) yields:
% 65.26/30.21  																																																											| (423) all_0_45_45 = e3
% 65.26/30.21  																																																											| (9600)  ~ (all_0_38_38 = e2)
% 65.26/30.21  																																																											| (250)  ~ (all_0_46_46 = e4)
% 65.26/30.21  																																																											|
% 65.26/30.21  																																																											| Equations (292) can reduce 9600 to:
% 65.26/30.21  																																																											| (266) $false
% 65.26/30.21  																																																											|
% 65.26/30.21  																																																											|-The branch is then unsatisfiable
% 65.26/30.21  																																																								|-Branch two:
% 65.26/30.21  																																																								| (1459)  ~ (all_0_53_53 = e1)
% 65.26/30.21  																																																								| (918) all_0_58_58 = e1
% 65.26/30.21  																																																								|
% 65.26/30.21  																																																									| Combining equations (914,918) yields a new equation:
% 65.26/30.21  																																																									| (431) e1 = e0
% 65.26/30.21  																																																									|
% 65.26/30.21  																																																									| Equations (431) can reduce 233 to:
% 65.26/30.21  																																																									| (266) $false
% 65.26/30.21  																																																									|
% 65.26/30.21  																																																									|-The branch is then unsatisfiable
% 65.26/30.21  																																																						|-Branch two:
% 65.26/30.21  																																																						| (664)  ~ (all_0_51_51 = e3)
% 65.26/30.21  																																																						| (665) all_0_53_53 = e3
% 65.26/30.21  																																																						|
% 65.26/30.21  																																																							| Equations (665) can reduce 903 to:
% 65.26/30.21  																																																							| (266) $false
% 65.26/30.21  																																																							|
% 65.26/30.21  																																																							|-The branch is then unsatisfiable
% 65.26/30.21  																																																				|-Branch two:
% 65.26/30.21  																																																				| (457)  ~ (all_0_41_41 = e1)
% 65.26/30.21  																																																				| (595) all_0_46_46 = e1 | all_0_50_50 = e1 | all_0_55_55 = e1
% 65.26/30.21  																																																				|
% 65.26/30.21  																																																					+-Applying beta-rule and splitting (595), into two cases.
% 65.26/30.21  																																																					|-Branch one:
% 65.26/30.21  																																																					| (545) all_0_46_46 = e1
% 65.26/30.21  																																																					|
% 65.26/30.21  																																																						| Combining equations (538,545) yields a new equation:
% 65.26/30.21  																																																						| (431) e1 = e0
% 65.26/30.21  																																																						|
% 65.26/30.21  																																																						| Equations (431) can reduce 233 to:
% 65.26/30.21  																																																						| (266) $false
% 65.26/30.21  																																																						|
% 65.26/30.21  																																																						|-The branch is then unsatisfiable
% 65.26/30.21  																																																					|-Branch two:
% 65.26/30.21  																																																					| (549)  ~ (all_0_46_46 = e1)
% 65.26/30.21  																																																					| (600) all_0_50_50 = e1 | all_0_55_55 = e1
% 65.26/30.21  																																																					|
% 65.26/30.21  																																																						+-Applying beta-rule and splitting (418), into two cases.
% 65.26/30.21  																																																						|-Branch one:
% 65.26/30.21  																																																						| (660) all_0_51_51 = e3
% 65.26/30.21  																																																						|
% 65.26/30.21  																																																							| Equations (660) can reduce 464 to:
% 65.26/30.21  																																																							| (213)  ~ (e3 = e1)
% 65.26/30.21  																																																							|
% 65.26/30.21  																																																							+-Applying beta-rule and splitting (1168), into two cases.
% 65.26/30.21  																																																							|-Branch one:
% 65.26/30.21  																																																							| (1109) all_0_51_51 = e1
% 65.26/30.21  																																																							|
% 65.26/30.21  																																																								| Combining equations (1109,660) yields a new equation:
% 65.26/30.21  																																																								| (455) e3 = e1
% 65.26/30.21  																																																								|
% 65.26/30.21  																																																								| Equations (455) can reduce 213 to:
% 65.26/30.21  																																																								| (266) $false
% 65.26/30.21  																																																								|
% 65.26/30.21  																																																								|-The branch is then unsatisfiable
% 65.26/30.21  																																																							|-Branch two:
% 65.26/30.21  																																																							| (464)  ~ (all_0_51_51 = e1)
% 65.26/30.21  																																																							| (1202) all_0_52_52 = e1 | all_0_53_53 = e1
% 65.26/30.21  																																																							|
% 65.26/30.21  																																																								| Equations (660) can reduce 464 to:
% 65.26/30.21  																																																								| (213)  ~ (e3 = e1)
% 65.26/30.21  																																																								|
% 65.26/30.21  																																																								+-Applying beta-rule and splitting (600), into two cases.
% 65.26/30.21  																																																								|-Branch one:
% 65.26/30.21  																																																								| (601) all_0_50_50 = e1
% 65.26/30.21  																																																								|
% 65.26/30.21  																																																									| Combining equations (601,775) yields a new equation:
% 65.26/30.21  																																																									| (630) e4 = e1
% 65.26/30.21  																																																									|
% 65.26/30.21  																																																									| Equations (630) can reduce 110 to:
% 65.26/30.21  																																																									| (266) $false
% 65.26/30.21  																																																									|
% 65.26/30.21  																																																									|-The branch is then unsatisfiable
% 65.26/30.21  																																																								|-Branch two:
% 65.26/30.21  																																																								| (759)  ~ (all_0_50_50 = e1)
% 65.26/30.21  																																																								| (629) all_0_55_55 = e1
% 65.26/30.21  																																																								|
% 65.26/30.21  																																																									| Combining equations (629,2336) yields a new equation:
% 65.26/30.21  																																																									| (455) e3 = e1
% 65.26/30.21  																																																									|
% 65.26/30.21  																																																									| Equations (455) can reduce 213 to:
% 65.26/30.21  																																																									| (266) $false
% 65.26/30.21  																																																									|
% 65.26/30.21  																																																									|-The branch is then unsatisfiable
% 65.26/30.21  																																																						|-Branch two:
% 65.26/30.21  																																																						| (664)  ~ (all_0_51_51 = e3)
% 65.26/30.21  																																																						| (665) all_0_53_53 = e3
% 65.26/30.21  																																																						|
% 65.26/30.21  																																																							| Equations (665) can reduce 903 to:
% 65.26/30.21  																																																							| (266) $false
% 65.26/30.21  																																																							|
% 65.26/30.21  																																																							|-The branch is then unsatisfiable
% 65.26/30.21  																																																|-Branch two:
% 65.26/30.21  																																																| (566)  ~ (all_0_50_50 = e4)
% 65.26/30.21  																																																| (1071) all_0_51_51 = e4 | all_0_52_52 = e4 | all_0_53_53 = e4
% 65.26/30.21  																																																|
% 65.26/30.21  																																																	+-Applying beta-rule and splitting (1899), into two cases.
% 65.26/30.21  																																																	|-Branch one:
% 65.26/30.21  																																																	| (516) all_0_42_42 = e3
% 65.26/30.21  																																																	|
% 65.26/30.21  																																																		| Combining equations (1392,516) yields a new equation:
% 65.26/30.21  																																																		| (424) e4 = e3
% 65.26/30.21  																																																		|
% 65.26/30.21  																																																		| Simplifying 424 yields:
% 65.26/30.21  																																																		| (425) e4 = e3
% 65.26/30.21  																																																		|
% 65.26/30.21  																																																		| Equations (425) can reduce 188 to:
% 65.26/30.21  																																																		| (266) $false
% 65.26/30.21  																																																		|
% 65.26/30.21  																																																		|-The branch is then unsatisfiable
% 65.26/30.21  																																																	|-Branch two:
% 65.26/30.21  																																																	| (405)  ~ (all_0_42_42 = e3)
% 65.26/30.21  																																																	| (532) all_0_44_44 = e3
% 65.26/30.21  																																																	|
% 65.26/30.21  																																																		| Equations (532) can reduce 220 to:
% 65.26/30.21  																																																		| (1114)  ~ (all_0_53_53 = e3)
% 65.26/30.21  																																																		|
% 65.26/30.21  																																																		| Simplifying 1114 yields:
% 65.26/30.21  																																																		| (903)  ~ (all_0_53_53 = e3)
% 65.26/30.21  																																																		|
% 65.26/30.21  																																																		+-Applying beta-rule and splitting (418), into two cases.
% 65.26/30.21  																																																		|-Branch one:
% 65.26/30.21  																																																		| (660) all_0_51_51 = e3
% 65.26/30.21  																																																		|
% 65.26/30.21  																																																			| Equations (660) can reduce 475 to:
% 65.26/30.21  																																																			| (277)  ~ (e4 = e3)
% 65.26/30.21  																																																			|
% 65.26/30.21  																																																			| Simplifying 277 yields:
% 65.26/30.21  																																																			| (188)  ~ (e4 = e3)
% 65.26/30.21  																																																			|
% 65.26/30.21  																																																			+-Applying beta-rule and splitting (1071), into two cases.
% 65.26/30.21  																																																			|-Branch one:
% 65.26/30.21  																																																			| (1101) all_0_51_51 = e4
% 65.26/30.21  																																																			|
% 65.26/30.21  																																																				| Combining equations (1101,660) yields a new equation:
% 65.26/30.21  																																																				| (424) e4 = e3
% 65.26/30.21  																																																				|
% 65.26/30.21  																																																				| Simplifying 424 yields:
% 65.26/30.21  																																																				| (425) e4 = e3
% 65.26/30.21  																																																				|
% 65.26/30.21  																																																				| Equations (425) can reduce 188 to:
% 65.26/30.21  																																																				| (266) $false
% 65.26/30.21  																																																				|
% 65.26/30.21  																																																				|-The branch is then unsatisfiable
% 65.26/30.21  																																																			|-Branch two:
% 65.26/30.21  																																																			| (475)  ~ (all_0_51_51 = e4)
% 65.26/30.21  																																																			| (1294) all_0_52_52 = e4 | all_0_53_53 = e4
% 65.26/30.21  																																																			|
% 65.26/30.21  																																																				+-Applying beta-rule and splitting (1294), into two cases.
% 65.26/30.21  																																																				|-Branch one:
% 65.26/30.21  																																																				| (565) all_0_52_52 = e4
% 65.26/30.21  																																																				|
% 65.26/30.21  																																																					| Combining equations (565,352) yields a new equation:
% 65.26/30.21  																																																					| (322) e4 = e2
% 65.26/30.21  																																																					|
% 65.26/30.21  																																																					| Simplifying 322 yields:
% 65.26/30.21  																																																					| (323) e4 = e2
% 65.26/30.21  																																																					|
% 65.26/30.21  																																																					| Equations (323) can reduce 48 to:
% 65.26/30.21  																																																					| (266) $false
% 65.26/30.21  																																																					|
% 65.26/30.21  																																																					|-The branch is then unsatisfiable
% 65.26/30.21  																																																				|-Branch two:
% 65.26/30.21  																																																				| (780)  ~ (all_0_52_52 = e4)
% 65.26/30.21  																																																				| (1298) all_0_53_53 = e4
% 65.26/30.21  																																																				|
% 65.26/30.21  																																																					| Equations (1298) can reduce 1453 to:
% 65.26/30.21  																																																					| (266) $false
% 65.26/30.21  																																																					|
% 65.26/30.21  																																																					|-The branch is then unsatisfiable
% 65.26/30.21  																																																		|-Branch two:
% 65.26/30.21  																																																		| (664)  ~ (all_0_51_51 = e3)
% 65.26/30.21  																																																		| (665) all_0_53_53 = e3
% 65.26/30.21  																																																		|
% 65.26/30.21  																																																			| Equations (665) can reduce 903 to:
% 65.26/30.21  																																																			| (266) $false
% 65.26/30.21  																																																			|
% 65.26/30.21  																																																			|-The branch is then unsatisfiable
% 65.26/30.21  																																												|-Branch two:
% 65.26/30.21  																																												| (1890)  ~ (all_0_42_42 = e4)
% 65.26/30.21  																																												| (1969) all_0_42_42 = e3 | all_0_42_42 = e1 | all_0_42_42 = e0
% 65.26/30.21  																																												|
% 65.26/30.21  																																													+-Applying beta-rule and splitting (1969), into two cases.
% 65.26/30.21  																																													|-Branch one:
% 65.26/30.21  																																													| (559) all_0_42_42 = e0
% 65.26/30.21  																																													|
% 65.26/30.21  																																														| Equations (559) can reduce 358 to:
% 65.26/30.22  																																														| (266) $false
% 65.26/30.22  																																														|
% 65.26/30.22  																																														|-The branch is then unsatisfiable
% 65.26/30.22  																																													|-Branch two:
% 65.26/30.22  																																													| (358)  ~ (all_0_42_42 = e0)
% 65.26/30.22  																																													| (2510) all_0_42_42 = e3 | all_0_42_42 = e1
% 65.26/30.22  																																													|
% 65.26/30.22  																																														+-Applying beta-rule and splitting (64), into two cases.
% 65.26/30.22  																																														|-Branch one:
% 65.26/30.22  																																														| (437) all_0_41_41 = e4
% 65.26/30.22  																																														|
% 65.26/30.22  																																															| Equations (437) can reduce 149 to:
% 65.26/30.22  																																															| (1903)  ~ (all_0_44_44 = e4)
% 65.26/30.22  																																															|
% 65.26/30.22  																																															| Simplifying 1903 yields:
% 65.26/30.22  																																															| (1390)  ~ (all_0_44_44 = e4)
% 65.26/30.22  																																															|
% 65.26/30.22  																																															| Equations (437) can reduce 221 to:
% 65.26/30.22  																																															| (1907)  ~ (all_0_50_50 = e4)
% 65.26/30.22  																																															|
% 65.26/30.22  																																															| Simplifying 1907 yields:
% 65.26/30.22  																																															| (566)  ~ (all_0_50_50 = e4)
% 65.26/30.22  																																															|
% 65.26/30.22  																																															| Equations (437) can reduce 85 to:
% 65.26/30.22  																																															| (48)  ~ (e4 = e2)
% 65.26/30.22  																																															|
% 65.26/30.22  																																															| Equations (437) can reduce 357 to:
% 65.26/30.22  																																															| (49)  ~ (e4 = e0)
% 65.26/30.22  																																															|
% 65.26/30.22  																																															+-Applying beta-rule and splitting (2510), into two cases.
% 65.26/30.22  																																															|-Branch one:
% 65.26/30.22  																																															| (459) all_0_42_42 = e1
% 65.26/30.22  																																															|
% 65.26/30.22  																																																| Equations (459) can reduce 1380 to:
% 65.26/30.22  																																																| (266) $false
% 65.26/30.22  																																																|
% 65.26/30.22  																																																|-The branch is then unsatisfiable
% 65.26/30.22  																																															|-Branch two:
% 65.26/30.22  																																															| (1380)  ~ (all_0_42_42 = e1)
% 65.26/30.22  																																															| (516) all_0_42_42 = e3
% 65.26/30.22  																																															|
% 65.26/30.22  																																																| Equations (516) can reduce 73 to:
% 65.26/30.22  																																																| (406)  ~ (all_0_44_44 = e3)
% 65.26/30.22  																																																|
% 65.26/30.22  																																																| Simplifying 406 yields:
% 65.26/30.22  																																																| (407)  ~ (all_0_44_44 = e3)
% 65.26/30.22  																																																|
% 65.26/30.22  																																																| Equations (516) can reduce 61 to:
% 65.26/30.22  																																																| (1925)  ~ (all_0_51_51 = e3)
% 65.26/30.22  																																																|
% 65.26/30.22  																																																| Simplifying 1925 yields:
% 65.26/30.22  																																																| (664)  ~ (all_0_51_51 = e3)
% 65.26/30.22  																																																|
% 65.26/30.22  																																																| Equations (516) can reduce 51 to:
% 65.26/30.22  																																																| (212)  ~ (e3 = e2)
% 65.26/30.22  																																																|
% 65.26/30.22  																																																| Equations (516) can reduce 358 to:
% 65.26/30.22  																																																| (80)  ~ (e3 = e0)
% 65.26/30.22  																																																|
% 65.26/30.22  																																																+-Applying beta-rule and splitting (189), into two cases.
% 65.26/30.22  																																																|-Branch one:
% 65.26/30.22  																																																| (532) all_0_44_44 = e3
% 65.26/30.22  																																																|
% 65.26/30.22  																																																	| Equations (532) can reduce 407 to:
% 65.26/30.22  																																																	| (266) $false
% 65.26/30.22  																																																	|
% 65.26/30.22  																																																	|-The branch is then unsatisfiable
% 65.26/30.22  																																																|-Branch two:
% 65.26/30.22  																																																| (407)  ~ (all_0_44_44 = e3)
% 65.26/30.22  																																																| (537) all_0_49_49 = e3 | all_0_53_53 = e3 | all_0_58_58 = e3
% 65.26/30.22  																																																|
% 65.26/30.22  																																																	+-Applying beta-rule and splitting (26), into two cases.
% 65.26/30.22  																																																	|-Branch one:
% 65.26/30.22  																																																	| (446) all_0_44_44 = e4
% 65.26/30.22  																																																	|
% 65.26/30.22  																																																		| Equations (446) can reduce 1390 to:
% 65.26/30.22  																																																		| (266) $false
% 65.26/30.22  																																																		|
% 65.26/30.22  																																																		|-The branch is then unsatisfiable
% 65.26/30.22  																																																	|-Branch two:
% 65.26/30.22  																																																	| (1390)  ~ (all_0_44_44 = e4)
% 65.26/30.22  																																																	| (1391) all_0_44_44 = e3 | all_0_44_44 = e1 | all_0_44_44 = e0
% 65.26/30.22  																																																	|
% 65.26/30.22  																																																		+-Applying beta-rule and splitting (231), into two cases.
% 65.26/30.22  																																																		|-Branch one:
% 65.26/30.22  																																																		| (775) all_0_50_50 = e4
% 65.26/30.22  																																																		|
% 65.26/30.22  																																																			| Equations (775) can reduce 566 to:
% 65.26/30.22  																																																			| (266) $false
% 65.26/30.22  																																																			|
% 65.26/30.22  																																																			|-The branch is then unsatisfiable
% 65.26/30.22  																																																		|-Branch two:
% 65.26/30.22  																																																		| (566)  ~ (all_0_50_50 = e4)
% 65.26/30.22  																																																		| (1071) all_0_51_51 = e4 | all_0_52_52 = e4 | all_0_53_53 = e4
% 65.26/30.22  																																																		|
% 65.26/30.22  																																																			+-Applying beta-rule and splitting (1391), into two cases.
% 65.26/30.22  																																																			|-Branch one:
% 65.26/30.22  																																																			| (1414) all_0_44_44 = e0
% 65.26/30.22  																																																			|
% 65.26/30.22  																																																				| Equations (1414) can reduce 360 to:
% 65.26/30.22  																																																				| (266) $false
% 65.26/30.22  																																																				|
% 65.26/30.22  																																																				|-The branch is then unsatisfiable
% 65.26/30.22  																																																			|-Branch two:
% 65.26/30.22  																																																			| (360)  ~ (all_0_44_44 = e0)
% 65.26/30.22  																																																			| (1417) all_0_44_44 = e3 | all_0_44_44 = e1
% 65.26/30.22  																																																			|
% 65.26/30.22  																																																				+-Applying beta-rule and splitting (1417), into two cases.
% 65.26/30.22  																																																				|-Branch one:
% 65.26/30.22  																																																				| (635) all_0_44_44 = e1
% 65.26/30.22  																																																				|
% 65.26/30.22  																																																					| From (635) and (70) follows:
% 65.26/30.22  																																																					| (2555) op(e1, e0) = all_0_12_12
% 65.26/30.22  																																																					|
% 65.26/30.22  																																																					| From (635) and (138) follows:
% 65.26/30.22  																																																					| (1423) op(e3, e0) = e1
% 65.26/30.22  																																																					|
% 65.26/30.22  																																																					+-Applying beta-rule and splitting (160), into two cases.
% 65.26/30.22  																																																					|-Branch one:
% 65.26/30.22  																																																					| (601) all_0_50_50 = e1
% 65.26/30.22  																																																					|
% 65.26/30.22  																																																						| Equations (601) can reduce 190 to:
% 65.26/30.22  																																																						| (1458)  ~ (all_0_53_53 = e1)
% 65.26/30.22  																																																						|
% 65.26/30.22  																																																						| Simplifying 1458 yields:
% 65.26/30.22  																																																						| (1459)  ~ (all_0_53_53 = e1)
% 65.26/30.22  																																																						|
% 65.26/30.22  																																																						| Equations (601) can reduce 566 to:
% 65.26/30.22  																																																						| (602)  ~ (e4 = e1)
% 65.26/30.22  																																																						|
% 65.26/30.22  																																																						| Simplifying 602 yields:
% 65.26/30.22  																																																						| (110)  ~ (e4 = e1)
% 65.26/30.22  																																																						|
% 65.26/30.22  																																																						| Equations (601) can reduce 121 to:
% 65.26/30.22  																																																						| (233)  ~ (e1 = e0)
% 65.26/30.22  																																																						|
% 65.26/30.22  																																																						| From (601) and (57) follows:
% 65.26/30.22  																																																						| (606) op(e1, e1) = all_0_22_22
% 65.26/30.22  																																																						|
% 65.26/30.22  																																																						+-Applying beta-rule and splitting (164), into two cases.
% 65.26/30.22  																																																						|-Branch one:
% 65.26/30.22  																																																						| (471) all_0_39_39 = e4
% 65.26/30.22  																																																						|
% 65.26/30.22  																																																							| Combining equations (480,471) yields a new equation:
% 65.26/30.22  																																																							| (397) e4 = e0
% 65.26/30.22  																																																							|
% 65.26/30.22  																																																							| Equations (397) can reduce 49 to:
% 65.26/30.22  																																																							| (266) $false
% 65.26/30.22  																																																							|
% 65.26/30.22  																																																							|-The branch is then unsatisfiable
% 65.26/30.22  																																																						|-Branch two:
% 65.26/30.22  																																																						| (1377)  ~ (all_0_39_39 = e4)
% 65.26/30.22  																																																						| (2115) all_0_42_42 = e4 | all_0_47_47 = e4 | all_0_51_51 = e4 | all_0_56_56 = e4
% 65.30/30.22  																																																						|
% 65.30/30.22  																																																							+-Applying beta-rule and splitting (537), into two cases.
% 65.30/30.22  																																																							|-Branch one:
% 65.30/30.22  																																																							| (884) all_0_49_49 = e3
% 65.30/30.22  																																																							|
% 65.30/30.22  																																																								| Combining equations (884,583) yields a new equation:
% 65.30/30.22  																																																								| (661) e3 = e2
% 65.30/30.22  																																																								|
% 65.30/30.22  																																																								| Simplifying 661 yields:
% 65.30/30.22  																																																								| (662) e3 = e2
% 65.30/30.22  																																																								|
% 65.30/30.22  																																																								| Equations (662) can reduce 212 to:
% 65.30/30.22  																																																								| (266) $false
% 65.30/30.22  																																																								|
% 65.30/30.22  																																																								|-The branch is then unsatisfiable
% 65.30/30.22  																																																							|-Branch two:
% 65.30/30.22  																																																							| (525)  ~ (all_0_49_49 = e3)
% 65.30/30.22  																																																							| (887) all_0_53_53 = e3 | all_0_58_58 = e3
% 65.30/30.22  																																																							|
% 65.30/30.22  																																																								+-Applying beta-rule and splitting (887), into two cases.
% 65.30/30.22  																																																								|-Branch one:
% 65.30/30.22  																																																								| (665) all_0_53_53 = e3
% 65.30/30.22  																																																								|
% 65.30/30.22  																																																									| Equations (665) can reduce 1453 to:
% 65.30/30.22  																																																									| (277)  ~ (e4 = e3)
% 65.30/30.22  																																																									|
% 65.30/30.22  																																																									| Simplifying 277 yields:
% 65.30/30.22  																																																									| (188)  ~ (e4 = e3)
% 65.30/30.22  																																																									|
% 65.30/30.22  																																																									| Equations (665) can reduce 1459 to:
% 65.30/30.22  																																																									| (213)  ~ (e3 = e1)
% 65.30/30.22  																																																									|
% 65.30/30.22  																																																									| From (665) and (175) follows:
% 65.30/30.22  																																																									| (5031) op(e3, e0) = all_0_28_28
% 65.30/30.22  																																																									|
% 65.30/30.22  																																																									| From (665) and (84) follows:
% 65.30/30.22  																																																									| (3786) op(e1, e0) = e3
% 65.30/30.22  																																																									|
% 65.30/30.22  																																																									+-Applying beta-rule and splitting (2115), into two cases.
% 65.30/30.22  																																																									|-Branch one:
% 65.30/30.22  																																																									| (1392) all_0_42_42 = e4
% 65.30/30.22  																																																									|
% 65.30/30.22  																																																										| Combining equations (516,1392) yields a new equation:
% 65.30/30.22  																																																										| (425) e4 = e3
% 65.30/30.22  																																																										|
% 65.30/30.22  																																																										| Equations (425) can reduce 188 to:
% 65.30/30.22  																																																										| (266) $false
% 65.30/30.22  																																																										|
% 65.30/30.22  																																																										|-The branch is then unsatisfiable
% 65.30/30.22  																																																									|-Branch two:
% 65.30/30.22  																																																									| (1890)  ~ (all_0_42_42 = e4)
% 65.30/30.22  																																																									| (2246) all_0_47_47 = e4 | all_0_51_51 = e4 | all_0_56_56 = e4
% 65.30/30.22  																																																									|
% 65.30/30.22  																																																										+-Applying beta-rule and splitting (2246), into two cases.
% 65.30/30.22  																																																										|-Branch one:
% 65.30/30.22  																																																										| (1790) all_0_47_47 = e4
% 65.30/30.22  																																																										|
% 65.30/30.22  																																																											| Combining equations (1790,654) yields a new equation:
% 65.30/30.22  																																																											| (636) e4 = e1
% 65.30/30.22  																																																											|
% 65.30/30.22  																																																											| Simplifying 636 yields:
% 65.30/30.22  																																																											| (630) e4 = e1
% 65.30/30.22  																																																											|
% 65.30/30.22  																																																											| Equations (630) can reduce 110 to:
% 65.30/30.22  																																																											| (266) $false
% 65.30/30.22  																																																											|
% 65.30/30.22  																																																											|-The branch is then unsatisfiable
% 65.30/30.22  																																																										|-Branch two:
% 65.30/30.22  																																																										| (252)  ~ (all_0_47_47 = e4)
% 65.30/30.22  																																																										| (6548) all_0_51_51 = e4 | all_0_56_56 = e4
% 65.30/30.22  																																																										|
% 65.30/30.22  																																																											+-Applying beta-rule and splitting (6548), into two cases.
% 65.30/30.22  																																																											|-Branch one:
% 65.30/30.22  																																																											| (1101) all_0_51_51 = e4
% 65.30/30.22  																																																											|
% 65.30/30.22  																																																												| From (1101) and (177) follows:
% 65.30/30.22  																																																												| (91682) op(e4, e2) = all_0_25_25
% 65.30/30.22  																																																												|
% 65.30/30.22  																																																												| From (1101) and (157) follows:
% 65.30/30.23  																																																												| (91683) op(e4, e1) = all_0_24_24
% 65.30/30.23  																																																												|
% 65.30/30.23  																																																												| From (1101) and (186) follows:
% 65.30/30.23  																																																												| (13720) op(e1, e2) = e4
% 65.30/30.23  																																																												|
% 65.30/30.23  																																																												| Instantiating formula (29) with e4, e2, all_0_25_25, e0 and discharging atoms op(e4, e2) = all_0_25_25, op(e4, e2) = e0, yields:
% 65.30/30.23  																																																												| (5156) all_0_25_25 = e0
% 65.30/30.23  																																																												|
% 65.30/30.23  																																																												| Instantiating formula (29) with e4, e1, all_0_24_24, e3 and discharging atoms op(e4, e1) = all_0_24_24, op(e4, e1) = e3, yields:
% 65.30/30.23  																																																												| (91686) all_0_24_24 = e3
% 65.30/30.23  																																																												|
% 65.30/30.23  																																																												| Instantiating formula (29) with e3, e0, e1, all_0_28_28 and discharging atoms op(e3, e0) = all_0_28_28, op(e3, e0) = e1, yields:
% 65.30/30.23  																																																												| (9669) all_0_28_28 = e1
% 65.30/30.23  																																																												|
% 65.30/30.23  																																																												| Instantiating formula (29) with e1, e1, all_0_22_22, e2 and discharging atoms op(e1, e1) = all_0_22_22, op(e1, e1) = e2, yields:
% 65.30/30.23  																																																												| (15362) all_0_22_22 = e2
% 65.30/30.23  																																																												|
% 65.30/30.23  																																																												| Instantiating formula (29) with e1, e0, e3, all_0_12_12 and discharging atoms op(e1, e0) = all_0_12_12, op(e1, e0) = e3, yields:
% 65.30/30.23  																																																												| (2156) all_0_12_12 = e3
% 65.30/30.23  																																																												|
% 65.30/30.23  																																																												| From (5156) and (91682) follows:
% 65.30/30.23  																																																												| (4090) op(e4, e2) = e0
% 65.30/30.23  																																																												|
% 65.30/30.23  																																																												| From (91686) and (91683) follows:
% 65.31/30.24  																																																												| (36) op(e4, e1) = e3
% 65.31/30.24  																																																												|
% 65.31/30.24  																																																												| From (9669) and (5031) follows:
% 65.31/30.24  																																																												| (1423) op(e3, e0) = e1
% 65.31/30.24  																																																												|
% 65.31/30.24  																																																												| From (15362) and (606) follows:
% 65.31/30.24  																																																												| (10182) op(e1, e1) = e2
% 65.31/30.24  																																																												|
% 65.31/30.24  																																																												| From (2156) and (2555) follows:
% 65.31/30.24  																																																												| (3786) op(e1, e0) = e3
% 65.31/30.24  																																																												|
% 65.31/30.24  																																																												+-Applying beta-rule and splitting (56), into two cases.
% 65.31/30.24  																																																												|-Branch one:
% 65.31/30.24  																																																												| (696) unit = e2
% 65.31/30.24  																																																												|
% 65.31/30.24  																																																													| From (696) and (32) follows:
% 65.31/30.24  																																																													| (698) op(e2, e2) = e2
% 65.31/30.24  																																																													|
% 65.31/30.24  																																																													| From (696) and (42) follows:
% 65.31/30.24  																																																													| (1613) op(e0, e2) = e0
% 65.31/30.24  																																																													|
% 65.31/30.24  																																																													| Instantiating formula (29) with e2, e2, e2, e1 and discharging atoms op(e2, e2) = e2, op(e2, e2) = e1, yields:
% 65.31/30.24  																																																													| (617) e2 = e1
% 65.31/30.24  																																																													|
% 65.31/30.24  																																																													| Instantiating formula (29) with e0, e2, e0, e2 and discharging atoms op(e0, e2) = e2, op(e0, e2) = e0, yields:
% 65.31/30.24  																																																													| (330) e2 = e0
% 65.31/30.24  																																																													|
% 65.31/30.24  																																																													| Combining equations (330,617) yields a new equation:
% 65.31/30.24  																																																													| (431) e1 = e0
% 65.31/30.24  																																																													|
% 65.31/30.24  																																																													| Equations (431) can reduce 233 to:
% 65.31/30.24  																																																													| (266) $false
% 65.31/30.24  																																																													|
% 65.31/30.24  																																																													|-The branch is then unsatisfiable
% 65.31/30.24  																																																												|-Branch two:
% 65.31/30.24  																																																												| (707)  ~ (unit = e2)
% 65.31/30.24  																																																												| (708) unit = e4 | unit = e3 | unit = e1 | unit = e0
% 65.31/30.24  																																																												|
% 65.31/30.24  																																																													+-Applying beta-rule and splitting (708), into two cases.
% 65.31/30.24  																																																													|-Branch one:
% 65.31/30.24  																																																													| (709) unit = e4
% 65.31/30.24  																																																													|
% 65.31/30.24  																																																														| From (709) and (15) follows:
% 65.31/30.24  																																																														| (22188) op(e4, e2) = e2
% 65.31/30.24  																																																														|
% 65.31/30.24  																																																														| From (709) and (211) follows:
% 65.31/30.24  																																																														| (22527) op(e4, e1) = e1
% 65.31/30.24  																																																														|
% 65.31/30.24  																																																														| From (709) and (32) follows:
% 65.31/30.24  																																																														| (712) op(e2, e4) = e2
% 65.31/30.24  																																																														|
% 65.31/30.24  																																																														| Instantiating formula (29) with e4, e2, e2, e0 and discharging atoms op(e4, e2) = e2, op(e4, e2) = e0, yields:
% 65.31/30.24  																																																														| (330) e2 = e0
% 65.31/30.24  																																																														|
% 65.31/30.24  																																																														| Instantiating formula (29) with e4, e1, e1, e3 and discharging atoms op(e4, e1) = e3, op(e4, e1) = e1, yields:
% 65.31/30.24  																																																														| (455) e3 = e1
% 65.31/30.24  																																																														|
% 65.31/30.24  																																																														| Instantiating formula (29) with e2, e4, e2, e3 and discharging atoms op(e2, e4) = e3, op(e2, e4) = e2, yields:
% 65.31/30.24  																																																														| (662) e3 = e2
% 65.31/30.24  																																																														|
% 65.31/30.24  																																																														| Combining equations (455,662) yields a new equation:
% 65.31/30.24  																																																														| (617) e2 = e1
% 65.31/30.24  																																																														|
% 65.31/30.24  																																																														| Combining equations (617,330) yields a new equation:
% 65.31/30.24  																																																														| (546) e1 = e0
% 65.31/30.24  																																																														|
% 65.31/30.24  																																																														| Simplifying 546 yields:
% 65.31/30.24  																																																														| (431) e1 = e0
% 65.31/30.24  																																																														|
% 65.31/30.24  																																																														| Equations (431) can reduce 233 to:
% 65.31/30.24  																																																														| (266) $false
% 65.31/30.24  																																																														|
% 65.31/30.24  																																																														|-The branch is then unsatisfiable
% 65.31/30.24  																																																													|-Branch two:
% 65.31/30.24  																																																													| (724)  ~ (unit = e4)
% 65.31/30.24  																																																													| (725) unit = e3 | unit = e1 | unit = e0
% 65.31/30.24  																																																													|
% 65.31/30.24  																																																														+-Applying beta-rule and splitting (725), into two cases.
% 65.31/30.24  																																																														|-Branch one:
% 65.31/30.24  																																																														| (726) unit = e0
% 65.31/30.24  																																																														|
% 65.31/30.24  																																																															| From (726) and (28) follows:
% 65.31/30.24  																																																															| (2698) op(e1, e0) = e1
% 65.31/30.24  																																																															|
% 65.31/30.24  																																																															| Instantiating formula (29) with e1, e0, e1, e3 and discharging atoms op(e1, e0) = e3, op(e1, e0) = e1, yields:
% 65.31/30.24  																																																															| (455) e3 = e1
% 65.31/30.24  																																																															|
% 65.31/30.24  																																																															| Equations (455) can reduce 213 to:
% 65.31/30.24  																																																															| (266) $false
% 65.31/30.24  																																																															|
% 65.31/30.24  																																																															|-The branch is then unsatisfiable
% 65.31/30.24  																																																														|-Branch two:
% 65.31/30.24  																																																														| (734)  ~ (unit = e0)
% 65.31/30.24  																																																														| (735) unit = e3 | unit = e1
% 65.31/30.24  																																																														|
% 65.31/30.24  																																																															+-Applying beta-rule and splitting (735), into two cases.
% 65.31/30.24  																																																															|-Branch one:
% 65.31/30.24  																																																															| (736) unit = e1
% 65.31/30.24  																																																															|
% 65.31/30.24  																																																																| Equations (736) can reduce 734 to:
% 65.31/30.24  																																																																| (233)  ~ (e1 = e0)
% 65.31/30.24  																																																																|
% 65.31/30.24  																																																																| From (736) and (15) follows:
% 65.31/30.24  																																																																| (515) op(e1, e2) = e2
% 65.31/30.24  																																																																|
% 65.31/30.24  																																																																| From (736) and (209) follows:
% 65.31/30.24  																																																																| (2715) op(e1, e0) = e0
% 65.31/30.24  																																																																|
% 65.31/30.24  																																																																| From (736) and (227) follows:
% 65.31/30.24  																																																																| (739) op(e4, e1) = e4
% 65.31/30.24  																																																																|
% 65.31/30.24  																																																																| From (736) and (28) follows:
% 65.31/30.24  																																																																| (740) op(e1, e1) = e1
% 65.31/30.24  																																																																|
% 65.31/30.24  																																																																| Instantiating formula (29) with e4, e1, e4, e3 and discharging atoms op(e4, e1) = e4, op(e4, e1) = e3, yields:
% 65.31/30.24  																																																																| (425) e4 = e3
% 65.31/30.24  																																																																|
% 65.31/30.24  																																																																| Instantiating formula (29) with e1, e2, e2, e4 and discharging atoms op(e1, e2) = e4, op(e1, e2) = e2, yields:
% 65.31/30.24  																																																																| (323) e4 = e2
% 65.31/30.24  																																																																|
% 65.31/30.24  																																																																| Instantiating formula (29) with e1, e1, e1, e2 and discharging atoms op(e1, e1) = e2, op(e1, e1) = e1, yields:
% 65.31/30.24  																																																																| (617) e2 = e1
% 65.31/30.24  																																																																|
% 65.31/30.24  																																																																| Instantiating formula (29) with e1, e0, e0, e3 and discharging atoms op(e1, e0) = e3, op(e1, e0) = e0, yields:
% 65.31/30.24  																																																																| (676) e3 = e0
% 65.31/30.24  																																																																|
% 65.31/30.24  																																																																| Combining equations (425,323) yields a new equation:
% 65.31/30.24  																																																																| (661) e3 = e2
% 65.31/30.24  																																																																|
% 65.31/30.24  																																																																| Simplifying 661 yields:
% 65.31/30.24  																																																																| (662) e3 = e2
% 65.31/30.24  																																																																|
% 65.31/30.24  																																																																| Combining equations (662,676) yields a new equation:
% 65.31/30.24  																																																																| (391) e2 = e0
% 65.31/30.24  																																																																|
% 65.31/30.24  																																																																| Simplifying 391 yields:
% 65.31/30.24  																																																																| (330) e2 = e0
% 65.31/30.24  																																																																|
% 65.31/30.24  																																																																| Combining equations (330,617) yields a new equation:
% 65.31/30.24  																																																																| (431) e1 = e0
% 65.31/30.24  																																																																|
% 65.31/30.24  																																																																| Equations (431) can reduce 233 to:
% 65.31/30.24  																																																																| (266) $false
% 65.31/30.24  																																																																|
% 65.31/30.24  																																																																|-The branch is then unsatisfiable
% 65.31/30.24  																																																															|-Branch two:
% 65.31/30.24  																																																															| (748)  ~ (unit = e1)
% 65.31/30.24  																																																															| (749) unit = e3
% 65.31/30.24  																																																															|
% 65.31/30.24  																																																																| From (749) and (209) follows:
% 65.31/30.24  																																																																| (1667) op(e3, e0) = e0
% 65.31/30.24  																																																																|
% 65.31/30.24  																																																																| Instantiating formula (29) with e3, e0, e0, e1 and discharging atoms op(e3, e0) = e1, op(e3, e0) = e0, yields:
% 65.31/30.24  																																																																| (431) e1 = e0
% 65.31/30.24  																																																																|
% 65.31/30.24  																																																																| Equations (431) can reduce 233 to:
% 65.31/30.24  																																																																| (266) $false
% 65.31/30.24  																																																																|
% 65.31/30.24  																																																																|-The branch is then unsatisfiable
% 65.31/30.24  																																																											|-Branch two:
% 65.31/30.24  																																																											| (475)  ~ (all_0_51_51 = e4)
% 65.31/30.24  																																																											| (842) all_0_56_56 = e4
% 65.31/30.24  																																																											|
% 65.31/30.24  																																																												| Combining equations (842,833) yields a new equation:
% 65.31/30.24  																																																												| (322) e4 = e2
% 65.31/30.24  																																																												|
% 65.31/30.24  																																																												| Simplifying 322 yields:
% 65.31/30.24  																																																												| (323) e4 = e2
% 65.31/30.24  																																																												|
% 65.31/30.24  																																																												| Equations (323) can reduce 48 to:
% 65.31/30.24  																																																												| (266) $false
% 65.31/30.24  																																																												|
% 65.31/30.24  																																																												|-The branch is then unsatisfiable
% 65.31/30.24  																																																								|-Branch two:
% 65.31/30.24  																																																								| (903)  ~ (all_0_53_53 = e3)
% 65.31/30.24  																																																								| (795) all_0_58_58 = e3
% 65.31/30.24  																																																								|
% 65.31/30.24  																																																									| Combining equations (914,795) yields a new equation:
% 65.31/30.24  																																																									| (676) e3 = e0
% 65.31/30.24  																																																									|
% 65.31/30.24  																																																									| Equations (676) can reduce 80 to:
% 65.31/30.24  																																																									| (266) $false
% 65.31/30.24  																																																									|
% 65.31/30.24  																																																									|-The branch is then unsatisfiable
% 65.31/30.24  																																																					|-Branch two:
% 65.31/30.24  																																																					| (759)  ~ (all_0_50_50 = e1)
% 65.31/30.24  																																																					| (1168) all_0_51_51 = e1 | all_0_52_52 = e1 | all_0_53_53 = e1
% 65.31/30.24  																																																					|
% 65.31/30.24  																																																						+-Applying beta-rule and splitting (418), into two cases.
% 65.31/30.24  																																																						|-Branch one:
% 65.31/30.24  																																																						| (660) all_0_51_51 = e3
% 65.31/30.24  																																																						|
% 65.31/30.24  																																																							| Equations (660) can reduce 664 to:
% 65.31/30.24  																																																							| (266) $false
% 65.31/30.24  																																																							|
% 65.31/30.24  																																																							|-The branch is then unsatisfiable
% 65.31/30.24  																																																						|-Branch two:
% 65.31/30.24  																																																						| (664)  ~ (all_0_51_51 = e3)
% 65.31/30.24  																																																						| (665) all_0_53_53 = e3
% 65.31/30.24  																																																						|
% 65.31/30.24  																																																							| Equations (665) can reduce 190 to:
% 65.31/30.24  																																																							| (411)  ~ (all_0_50_50 = e3)
% 65.31/30.24  																																																							|
% 65.31/30.24  																																																							+-Applying beta-rule and splitting (422), into two cases.
% 65.31/30.24  																																																							|-Branch one:
% 65.31/30.24  																																																							| (775) all_0_50_50 = e4
% 65.31/30.24  																																																							|
% 65.31/30.24  																																																								| Equations (775) can reduce 566 to:
% 65.31/30.24  																																																								| (266) $false
% 65.31/30.24  																																																								|
% 65.31/30.24  																																																								|-The branch is then unsatisfiable
% 65.31/30.24  																																																							|-Branch two:
% 65.31/30.24  																																																							| (566)  ~ (all_0_50_50 = e4)
% 65.31/30.24  																																																							| (1444) all_0_50_50 = e3 | all_0_50_50 = e1
% 65.31/30.24  																																																							|
% 65.31/30.24  																																																								+-Applying beta-rule and splitting (1444), into two cases.
% 65.31/30.24  																																																								|-Branch one:
% 65.31/30.24  																																																								| (601) all_0_50_50 = e1
% 65.31/30.24  																																																								|
% 65.31/30.24  																																																									| Equations (601) can reduce 759 to:
% 65.31/30.24  																																																									| (266) $false
% 65.31/30.24  																																																									|
% 65.31/30.24  																																																									|-The branch is then unsatisfiable
% 65.31/30.24  																																																								|-Branch two:
% 65.31/30.24  																																																								| (759)  ~ (all_0_50_50 = e1)
% 65.31/30.24  																																																								| (415) all_0_50_50 = e3
% 65.31/30.24  																																																								|
% 65.31/30.24  																																																									| Equations (415) can reduce 411 to:
% 65.31/30.24  																																																									| (266) $false
% 65.31/30.24  																																																									|
% 65.31/30.24  																																																									|-The branch is then unsatisfiable
% 65.31/30.24  																																																				|-Branch two:
% 65.31/30.24  																																																				| (639)  ~ (all_0_44_44 = e1)
% 65.31/30.24  																																																				| (532) all_0_44_44 = e3
% 65.31/30.24  																																																				|
% 65.31/30.24  																																																					| Equations (532) can reduce 407 to:
% 65.31/30.24  																																																					| (266) $false
% 65.31/30.24  																																																					|
% 65.31/30.24  																																																					|-The branch is then unsatisfiable
% 65.31/30.24  																																														|-Branch two:
% 65.31/30.24  																																														| (440)  ~ (all_0_41_41 = e4)
% 65.31/30.24  																																														| (441) all_0_42_42 = e4 | all_0_43_43 = e4 | all_0_44_44 = e4
% 65.31/30.24  																																														|
% 65.31/30.24  																																															+-Applying beta-rule and splitting (2510), into two cases.
% 65.31/30.24  																																															|-Branch one:
% 65.31/30.24  																																															| (459) all_0_42_42 = e1
% 65.31/30.24  																																															|
% 65.31/30.24  																																																| Equations (459) can reduce 1380 to:
% 65.31/30.24  																																																| (266) $false
% 65.31/30.24  																																																|
% 65.31/30.24  																																																|-The branch is then unsatisfiable
% 65.31/30.24  																																															|-Branch two:
% 65.31/30.24  																																															| (1380)  ~ (all_0_42_42 = e1)
% 65.31/30.24  																																															| (516) all_0_42_42 = e3
% 65.31/30.24  																																															|
% 65.31/30.24  																																																| Equations (516) can reduce 214 to:
% 65.31/30.24  																																																| (1898)  ~ (all_0_41_41 = e3)
% 65.31/30.24  																																																|
% 65.31/30.24  																																																| Equations (516) can reduce 61 to:
% 65.31/30.24  																																																| (1925)  ~ (all_0_51_51 = e3)
% 65.31/30.24  																																																|
% 65.31/30.24  																																																| Simplifying 1925 yields:
% 65.31/30.24  																																																| (664)  ~ (all_0_51_51 = e3)
% 65.31/30.24  																																																|
% 65.31/30.24  																																																+-Applying beta-rule and splitting (27), into two cases.
% 65.31/30.24  																																																|-Branch one:
% 65.31/30.24  																																																| (437) all_0_41_41 = e4
% 65.31/30.24  																																																|
% 65.31/30.24  																																																	| Equations (437) can reduce 440 to:
% 65.31/30.24  																																																	| (266) $false
% 65.31/30.24  																																																	|
% 65.31/30.24  																																																	|-The branch is then unsatisfiable
% 65.31/30.24  																																																|-Branch two:
% 65.31/30.24  																																																| (440)  ~ (all_0_41_41 = e4)
% 65.31/30.24  																																																| (4049) all_0_41_41 = e3 | all_0_41_41 = e1 | all_0_41_41 = e0
% 65.31/30.24  																																																|
% 65.31/30.24  																																																	+-Applying beta-rule and splitting (4049), into two cases.
% 65.31/30.24  																																																	|-Branch one:
% 65.31/30.24  																																																	| (794) all_0_41_41 = e0
% 65.31/30.24  																																																	|
% 65.31/30.24  																																																		| Equations (794) can reduce 357 to:
% 65.31/30.24  																																																		| (266) $false
% 65.31/30.24  																																																		|
% 65.31/30.24  																																																		|-The branch is then unsatisfiable
% 65.31/30.24  																																																	|-Branch two:
% 65.31/30.24  																																																	| (357)  ~ (all_0_41_41 = e0)
% 65.31/30.24  																																																	| (4053) all_0_41_41 = e3 | all_0_41_41 = e1
% 65.31/30.24  																																																	|
% 65.31/30.25  																																																		+-Applying beta-rule and splitting (4053), into two cases.
% 65.31/30.25  																																																		|-Branch one:
% 65.31/30.25  																																																		| (453) all_0_41_41 = e1
% 65.31/30.25  																																																		|
% 65.31/30.25  																																																			| Equations (453) can reduce 221 to:
% 65.31/30.25  																																																			| (1136)  ~ (all_0_50_50 = e1)
% 65.31/30.25  																																																			|
% 65.31/30.25  																																																			| Simplifying 1136 yields:
% 65.31/30.25  																																																			| (759)  ~ (all_0_50_50 = e1)
% 65.31/30.25  																																																			|
% 65.31/30.25  																																																			| Equations (453) can reduce 1898 to:
% 65.31/30.25  																																																			| (467)  ~ (e3 = e1)
% 65.31/30.25  																																																			|
% 65.31/30.25  																																																			| Simplifying 467 yields:
% 65.31/30.25  																																																			| (213)  ~ (e3 = e1)
% 65.31/30.25  																																																			|
% 65.31/30.25  																																																			| Equations (453) can reduce 85 to:
% 65.31/30.25  																																																			| (604)  ~ (e2 = e1)
% 65.31/30.25  																																																			|
% 65.31/30.25  																																																			| Simplifying 604 yields:
% 65.31/30.25  																																																			| (122)  ~ (e2 = e1)
% 65.31/30.25  																																																			|
% 65.31/30.25  																																																			+-Applying beta-rule and splitting (7), into two cases.
% 65.31/30.25  																																																			|-Branch one:
% 65.31/30.25  																																																			| (504) all_0_51_51 = e2
% 65.31/30.25  																																																			|
% 65.31/30.25  																																																				| Equations (504) can reduce 1099 to:
% 65.31/30.25  																																																				| (266) $false
% 65.31/30.25  																																																				|
% 65.31/30.25  																																																				|-The branch is then unsatisfiable
% 65.31/30.25  																																																			|-Branch two:
% 65.31/30.25  																																																			| (1099)  ~ (all_0_51_51 = e2)
% 65.31/30.25  																																																			| (1100) all_0_51_51 = e4 | all_0_51_51 = e3 | all_0_51_51 = e1
% 65.31/30.25  																																																			|
% 65.31/30.25  																																																				+-Applying beta-rule and splitting (160), into two cases.
% 65.31/30.25  																																																				|-Branch one:
% 65.31/30.25  																																																				| (601) all_0_50_50 = e1
% 65.31/30.25  																																																				|
% 65.31/30.25  																																																					| Equations (601) can reduce 759 to:
% 65.31/30.25  																																																					| (266) $false
% 65.31/30.25  																																																					|
% 65.31/30.25  																																																					|-The branch is then unsatisfiable
% 65.31/30.25  																																																				|-Branch two:
% 65.31/30.25  																																																				| (759)  ~ (all_0_50_50 = e1)
% 65.31/30.25  																																																				| (1168) all_0_51_51 = e1 | all_0_52_52 = e1 | all_0_53_53 = e1
% 65.31/30.25  																																																				|
% 65.31/30.25  																																																					+-Applying beta-rule and splitting (1100), into two cases.
% 65.31/30.25  																																																					|-Branch one:
% 65.31/30.25  																																																					| (1101) all_0_51_51 = e4
% 65.31/30.25  																																																					|
% 65.31/30.25  																																																						| Equations (1101) can reduce 664 to:
% 65.31/30.25  																																																						| (188)  ~ (e4 = e3)
% 65.31/30.25  																																																						|
% 65.31/30.25  																																																						| Equations (1101) can reduce 464 to:
% 65.31/30.25  																																																						| (110)  ~ (e4 = e1)
% 65.31/30.25  																																																						|
% 65.31/30.25  																																																						+-Applying beta-rule and splitting (1168), into two cases.
% 65.31/30.25  																																																						|-Branch one:
% 65.31/30.25  																																																						| (1109) all_0_51_51 = e1
% 65.31/30.25  																																																						|
% 65.31/30.25  																																																							| Combining equations (1109,1101) yields a new equation:
% 65.31/30.25  																																																							| (630) e4 = e1
% 65.31/30.25  																																																							|
% 65.31/30.25  																																																							| Equations (630) can reduce 110 to:
% 65.31/30.25  																																																							| (266) $false
% 65.31/30.25  																																																							|
% 65.31/30.25  																																																							|-The branch is then unsatisfiable
% 65.31/30.25  																																																						|-Branch two:
% 65.31/30.25  																																																						| (464)  ~ (all_0_51_51 = e1)
% 65.31/30.25  																																																						| (1202) all_0_52_52 = e1 | all_0_53_53 = e1
% 65.31/30.25  																																																						|
% 65.31/30.25  																																																							+-Applying beta-rule and splitting (1202), into two cases.
% 65.31/30.25  																																																							|-Branch one:
% 65.31/30.25  																																																							| (642) all_0_52_52 = e1
% 65.31/30.25  																																																							|
% 65.31/30.25  																																																								| Combining equations (642,352) yields a new equation:
% 65.31/30.25  																																																								| (617) e2 = e1
% 65.31/30.25  																																																								|
% 65.31/30.25  																																																								| Equations (617) can reduce 122 to:
% 65.31/30.25  																																																								| (266) $false
% 65.31/30.25  																																																								|
% 65.31/30.25  																																																								|-The branch is then unsatisfiable
% 65.31/30.25  																																																							|-Branch two:
% 65.31/30.25  																																																							| (646)  ~ (all_0_52_52 = e1)
% 65.31/30.25  																																																							| (1208) all_0_53_53 = e1
% 65.31/30.25  																																																							|
% 65.31/30.25  																																																								+-Applying beta-rule and splitting (418), into two cases.
% 65.31/30.25  																																																								|-Branch one:
% 65.31/30.25  																																																								| (660) all_0_51_51 = e3
% 65.31/30.25  																																																								|
% 65.31/30.25  																																																									| Combining equations (660,1101) yields a new equation:
% 65.31/30.25  																																																									| (425) e4 = e3
% 65.31/30.25  																																																									|
% 65.31/30.25  																																																									| Equations (425) can reduce 188 to:
% 65.31/30.25  																																																									| (266) $false
% 65.31/30.25  																																																									|
% 65.31/30.25  																																																									|-The branch is then unsatisfiable
% 65.31/30.25  																																																								|-Branch two:
% 65.31/30.25  																																																								| (664)  ~ (all_0_51_51 = e3)
% 65.31/30.25  																																																								| (665) all_0_53_53 = e3
% 65.31/30.25  																																																								|
% 65.31/30.25  																																																									| Combining equations (665,1208) yields a new equation:
% 65.31/30.25  																																																									| (454) e3 = e1
% 65.31/30.25  																																																									|
% 65.31/30.25  																																																									| Simplifying 454 yields:
% 65.31/30.25  																																																									| (455) e3 = e1
% 65.31/30.25  																																																									|
% 65.31/30.25  																																																									| Equations (455) can reduce 213 to:
% 65.31/30.25  																																																									| (266) $false
% 65.31/30.25  																																																									|
% 65.31/30.25  																																																									|-The branch is then unsatisfiable
% 65.31/30.25  																																																					|-Branch two:
% 65.31/30.25  																																																					| (475)  ~ (all_0_51_51 = e4)
% 65.31/30.25  																																																					| (1104) all_0_51_51 = e3 | all_0_51_51 = e1
% 65.31/30.25  																																																					|
% 65.31/30.25  																																																						+-Applying beta-rule and splitting (1168), into two cases.
% 65.31/30.25  																																																						|-Branch one:
% 65.31/30.25  																																																						| (1109) all_0_51_51 = e1
% 65.31/30.25  																																																						|
% 65.31/30.25  																																																							| Equations (1109) can reduce 464 to:
% 65.31/30.25  																																																							| (266) $false
% 65.31/30.25  																																																							|
% 65.31/30.25  																																																							|-The branch is then unsatisfiable
% 65.31/30.25  																																																						|-Branch two:
% 65.31/30.25  																																																						| (464)  ~ (all_0_51_51 = e1)
% 65.31/30.25  																																																						| (1202) all_0_52_52 = e1 | all_0_53_53 = e1
% 65.31/30.25  																																																						|
% 65.31/30.25  																																																							+-Applying beta-rule and splitting (1104), into two cases.
% 65.31/30.25  																																																							|-Branch one:
% 65.31/30.25  																																																							| (1109) all_0_51_51 = e1
% 65.31/30.25  																																																							|
% 65.31/30.25  																																																								| Equations (1109) can reduce 464 to:
% 65.31/30.25  																																																								| (266) $false
% 65.31/30.25  																																																								|
% 65.31/30.25  																																																								|-The branch is then unsatisfiable
% 65.31/30.25  																																																							|-Branch two:
% 65.31/30.25  																																																							| (464)  ~ (all_0_51_51 = e1)
% 65.31/30.25  																																																							| (660) all_0_51_51 = e3
% 65.31/30.25  																																																							|
% 65.31/30.25  																																																								| Equations (660) can reduce 664 to:
% 65.31/30.25  																																																								| (266) $false
% 65.31/30.25  																																																								|
% 65.31/30.25  																																																								|-The branch is then unsatisfiable
% 65.31/30.25  																																																		|-Branch two:
% 65.31/30.25  																																																		| (457)  ~ (all_0_41_41 = e1)
% 65.31/30.25  																																																		| (403) all_0_41_41 = e3
% 65.31/30.25  																																																		|
% 65.31/30.25  																																																			| Equations (403) can reduce 1898 to:
% 65.31/30.25  																																																			| (266) $false
% 65.31/30.25  																																																			|
% 65.31/30.25  																																																			|-The branch is then unsatisfiable
% 65.31/30.25  																																									|-Branch two:
% 65.31/30.25  																																									| (447)  ~ (all_0_40_40 = e4)
% 65.31/30.25  																																									| (485) all_0_40_40 = e0
% 65.31/30.25  																																									|
% 65.31/30.25  																																										| Equations (485) can reduce 1401 to:
% 65.31/30.25  																																										| (266) $false
% 65.31/30.25  																																										|
% 65.31/30.25  																																										|-The branch is then unsatisfiable
% 65.31/30.25  																																							|-Branch two:
% 65.31/30.25  																																							| (491)  ~ (all_0_58_58 = e0)
% 65.31/30.25  																																							| (917) all_0_58_58 = e3 | all_0_58_58 = e1
% 65.31/30.25  																																							|
% 65.31/30.25  																																								+-Applying beta-rule and splitting (917), into two cases.
% 65.31/30.25  																																								|-Branch one:
% 65.31/30.25  																																								| (918) all_0_58_58 = e1
% 65.31/30.25  																																								|
% 65.31/30.25  																																									| Equations (918) can reduce 880 to:
% 65.31/30.25  																																									| (266) $false
% 65.31/30.25  																																									|
% 65.31/30.25  																																									|-The branch is then unsatisfiable
% 65.31/30.25  																																								|-Branch two:
% 65.31/30.25  																																								| (880)  ~ (all_0_58_58 = e1)
% 65.31/30.25  																																								| (795) all_0_58_58 = e3
% 65.31/30.25  																																								|
% 65.31/30.25  																																									| Equations (795) can reduce 276 to:
% 65.31/30.25  																																									| (266) $false
% 65.31/30.25  																																									|
% 65.31/30.25  																																									|-The branch is then unsatisfiable
% 65.31/30.25  																																			|-Branch two:
% 65.31/30.25  																																			| (484)  ~ (all_0_39_39 = e0)
% 65.31/30.25  																																			| (558) all_0_42_42 = e0 | all_0_47_47 = e0 | all_0_56_56 = e0
% 65.31/30.25  																																			|
% 65.31/30.25  																																				+-Applying beta-rule and splitting (558), into two cases.
% 65.31/30.25  																																				|-Branch one:
% 65.31/30.25  																																				| (559) all_0_42_42 = e0
% 65.31/30.25  																																				|
% 65.31/30.25  																																					| Equations (559) can reduce 358 to:
% 65.31/30.25  																																					| (266) $false
% 65.31/30.25  																																					|
% 65.31/30.25  																																					|-The branch is then unsatisfiable
% 65.31/30.25  																																				|-Branch two:
% 65.31/30.25  																																				| (358)  ~ (all_0_42_42 = e0)
% 65.31/30.25  																																				| (563) all_0_47_47 = e0 | all_0_56_56 = e0
% 65.31/30.25  																																				|
% 65.31/30.25  																																					+-Applying beta-rule and splitting (563), into two cases.
% 65.31/30.25  																																					|-Branch one:
% 65.31/30.25  																																					| (674) all_0_47_47 = e0
% 65.31/30.25  																																					|
% 65.31/30.25  																																						| Combining equations (654,674) yields a new equation:
% 65.31/30.25  																																						| (546) e1 = e0
% 65.31/30.25  																																						|
% 65.31/30.25  																																						| Simplifying 546 yields:
% 65.31/30.25  																																						| (431) e1 = e0
% 65.31/30.25  																																						|
% 65.31/30.25  																																						| Equations (431) can reduce 233 to:
% 65.31/30.25  																																						| (266) $false
% 65.31/30.25  																																						|
% 65.31/30.25  																																						|-The branch is then unsatisfiable
% 65.31/30.25  																																					|-Branch two:
% 65.31/30.25  																																					| (678)  ~ (all_0_47_47 = e0)
% 65.31/30.25  																																					| (679) all_0_56_56 = e0
% 65.31/30.25  																																					|
% 65.31/30.25  																																						| Combining equations (833,679) yields a new equation:
% 65.31/30.25  																																						| (391) e2 = e0
% 65.31/30.25  																																						|
% 65.31/30.25  																																						| Simplifying 391 yields:
% 65.31/30.25  																																						| (330) e2 = e0
% 65.31/30.25  																																						|
% 65.31/30.25  																																						| Equations (330) can reduce 128 to:
% 65.31/30.25  																																						| (266) $false
% 65.31/30.25  																																						|
% 65.31/30.25  																																						|-The branch is then unsatisfiable
% 65.31/30.25  																															|-Branch two:
% 65.31/30.25  																															| (819) all_0_47_47 = e0 & all_0_58_58 = e2 &  ~ (all_0_49_49 = e2)
% 65.31/30.25  																															|
% 65.31/30.25  																																| Applying alpha-rule on (819) yields:
% 65.31/30.25  																																| (674) all_0_47_47 = e0
% 65.31/30.25  																																| (624) all_0_58_58 = e2
% 65.31/30.25  																																| (340)  ~ (all_0_49_49 = e2)
% 65.31/30.25  																																|
% 65.31/30.25  																																| Equations (674) can reduce 678 to:
% 65.31/30.25  																																| (266) $false
% 65.31/30.25  																																|
% 65.31/30.25  																																|-The branch is then unsatisfiable
% 65.31/30.25  																														|-Branch two:
% 65.31/30.25  																														| (825) all_0_47_47 = e0 & all_0_58_58 = e2 &  ~ (all_0_56_56 = e0)
% 65.31/30.25  																														|
% 65.31/30.25  																															| Applying alpha-rule on (825) yields:
% 65.31/30.25  																															| (674) all_0_47_47 = e0
% 65.31/30.25  																															| (624) all_0_58_58 = e2
% 65.31/30.25  																															| (828)  ~ (all_0_56_56 = e0)
% 65.31/30.25  																															|
% 65.31/30.25  																															| Equations (674) can reduce 678 to:
% 65.31/30.25  																															| (266) $false
% 65.31/30.25  																															|
% 65.31/30.25  																															|-The branch is then unsatisfiable
% 65.31/30.25  																												|-Branch two:
% 65.31/30.25  																												| (831)  ~ (all_0_46_46 = e0)
% 65.31/30.25  																												| (858) all_0_55_55 = e0
% 65.31/30.25  																												|
% 65.31/30.25  																													| Combining equations (2336,858) yields a new equation:
% 65.31/30.25  																													| (675) e3 = e0
% 65.31/30.25  																													|
% 65.31/30.25  																													| Simplifying 675 yields:
% 65.31/30.25  																													| (676) e3 = e0
% 65.31/30.25  																													|
% 65.31/30.25  																													| Equations (676) can reduce 80 to:
% 65.31/30.25  																													| (266) $false
% 65.31/30.25  																													|
% 65.31/30.25  																													|-The branch is then unsatisfiable
% 65.31/30.25  																			|-Branch two:
% 65.31/30.25  																			| (5470)  ~ (all_0_43_43 = e0)
% 65.31/30.25  																			| (5471) all_0_48_48 = e0 | all_0_57_57 = e0
% 65.31/30.25  																			|
% 65.31/30.25  																				+-Applying beta-rule and splitting (6374), into two cases.
% 65.31/30.25  																				|-Branch one:
% 65.31/30.25  																				| (356) all_0_43_43 = e0
% 65.31/30.25  																				|
% 65.31/30.25  																					| Equations (356) can reduce 5470 to:
% 65.31/30.25  																					| (266) $false
% 65.31/30.25  																					|
% 65.31/30.25  																					|-The branch is then unsatisfiable
% 65.31/30.25  																				|-Branch two:
% 65.31/30.25  																				| (5470)  ~ (all_0_43_43 = e0)
% 65.31/30.25  																				| (430) all_0_43_43 = e1
% 65.31/30.25  																				|
% 65.31/30.25  																					| Equations (430) can reduce 31 to:
% 65.31/30.25  																					| (457)  ~ (all_0_41_41 = e1)
% 65.31/30.25  																					|
% 65.31/30.25  																					| From (430) and (88) follows:
% 65.31/30.25  																					| (6385) op(e1, e3) = all_0_9_9
% 65.31/30.25  																					|
% 65.31/30.25  																					| From (430) and (98) follows:
% 65.31/30.25  																					| (6386) op(e1, e1) = all_0_10_10
% 65.31/30.25  																					|
% 65.31/30.25  																					| From (430) and (37) follows:
% 65.31/30.25  																					| (13877) op(e3, e1) = e1
% 65.31/30.25  																					|
% 65.31/30.25  																					+-Applying beta-rule and splitting (5471), into two cases.
% 65.31/30.25  																					|-Branch one:
% 65.31/30.25  																					| (1279) all_0_48_48 = e0
% 65.31/30.25  																					|
% 65.31/30.25  																						| Combining equations (943,1279) yields a new equation:
% 65.31/30.25  																						| (481) e4 = e0
% 65.31/30.25  																						|
% 65.31/30.25  																						| Simplifying 481 yields:
% 65.31/30.25  																						| (397) e4 = e0
% 65.31/30.25  																						|
% 65.31/30.25  																						| Equations (397) can reduce 49 to:
% 65.31/30.25  																						| (266) $false
% 65.31/30.25  																						|
% 65.31/30.25  																						|-The branch is then unsatisfiable
% 65.31/30.25  																					|-Branch two:
% 65.31/30.25  																					| (1283)  ~ (all_0_48_48 = e0)
% 65.31/30.25  																					| (875) all_0_57_57 = e0
% 65.31/30.25  																					|
% 65.31/30.25  																						| Equations (875) can reduce 81 to:
% 65.31/30.25  																						| (803)  ~ (all_0_55_55 = e0)
% 65.31/30.25  																						|
% 65.31/30.25  																						| Equations (875) can reduce 140 to:
% 65.31/30.25  																						| (828)  ~ (all_0_56_56 = e0)
% 65.31/30.25  																						|
% 65.31/30.25  																						| Equations (875) can reduce 148 to:
% 65.31/30.25  																						| (490)  ~ (all_0_58_58 = e0)
% 65.31/30.25  																						|
% 65.31/30.25  																						| Simplifying 490 yields:
% 65.31/30.25  																						| (491)  ~ (all_0_58_58 = e0)
% 65.31/30.25  																						|
% 65.31/30.25  																						| Equations (875) can reduce 839 to:
% 65.31/30.25  																						| (401)  ~ (e4 = e0)
% 65.31/30.25  																						|
% 65.31/30.25  																						| Simplifying 401 yields:
% 65.31/30.25  																						| (49)  ~ (e4 = e0)
% 65.31/30.25  																						|
% 65.31/30.25  																						| Equations (875) can reduce 67 to:
% 65.31/30.25  																						| (541)  ~ (e3 = e0)
% 65.31/30.25  																						|
% 65.31/30.25  																						| Simplifying 541 yields:
% 65.31/30.25  																						| (80)  ~ (e3 = e0)
% 65.31/30.25  																						|
% 65.31/30.25  																						| Equations (875) can reduce 344 to:
% 65.31/30.25  																						| (365)  ~ (e2 = e0)
% 65.31/30.25  																						|
% 65.31/30.25  																						| Simplifying 365 yields:
% 65.31/30.25  																						| (128)  ~ (e2 = e0)
% 65.31/30.25  																						|
% 65.31/30.25  																						| From (875) and (146) follows:
% 65.31/30.25  																						| (5485) op(e0, e0) = all_0_35_35
% 65.31/30.25  																						|
% 65.31/30.25  																						| Instantiating formula (29) with e1, e3, all_0_9_9, all_0_50_50 and discharging atoms op(e1, e3) = all_0_9_9, op(e1, e3) = all_0_50_50, yields:
% 65.31/30.25  																						| (6393) all_0_9_9 = all_0_50_50
% 65.31/30.25  																						|
% 65.31/30.25  																						| Instantiating formula (29) with e1, e1, all_0_10_10, e2 and discharging atoms op(e1, e1) = all_0_10_10, op(e1, e1) = e2, yields:
% 65.31/30.25  																						| (15017) all_0_10_10 = e2
% 65.31/30.25  																						|
% 65.31/30.25  																						| Instantiating formula (29) with e0, e0, all_0_35_35, all_0_58_58 and discharging atoms op(e0, e0) = all_0_35_35, op(e0, e0) = all_0_58_58, yields:
% 65.31/30.25  																						| (5486) all_0_35_35 = all_0_58_58
% 65.31/30.25  																						|
% 65.31/30.25  																						| From (6393) and (6385) follows:
% 65.31/30.25  																						| (242) op(e1, e3) = all_0_50_50
% 65.31/30.25  																						|
% 65.31/30.25  																						| From (15017) and (6386) follows:
% 65.31/30.25  																						| (10182) op(e1, e1) = e2
% 65.31/30.25  																						|
% 65.31/30.25  																						| From (5486) and (5485) follows:
% 65.31/30.26  																						| (245) op(e0, e0) = all_0_58_58
% 65.31/30.26  																						|
% 65.31/30.26  																						+-Applying beta-rule and splitting (113), into two cases.
% 65.31/30.26  																						|-Branch one:
% 65.31/30.26  																						| (403) all_0_41_41 = e3
% 65.31/30.26  																						|
% 65.31/30.26  																							| Equations (403) can reduce 43 to:
% 65.31/30.26  																							| (408)  ~ (all_0_46_46 = e3)
% 65.31/30.26  																							|
% 65.31/30.26  																							| Simplifying 408 yields:
% 65.31/30.26  																							| (409)  ~ (all_0_46_46 = e3)
% 65.31/30.26  																							|
% 65.31/30.26  																							| Equations (403) can reduce 221 to:
% 65.31/30.26  																							| (410)  ~ (all_0_50_50 = e3)
% 65.31/30.26  																							|
% 65.31/30.26  																							| Simplifying 410 yields:
% 65.31/30.26  																							| (411)  ~ (all_0_50_50 = e3)
% 65.31/30.26  																							|
% 65.31/30.26  																							| Equations (403) can reduce 191 to:
% 65.31/30.26  																							| (269)  ~ (all_0_55_55 = e3)
% 65.31/30.26  																							|
% 65.31/30.26  																							| Simplifying 269 yields:
% 65.31/30.26  																							| (270)  ~ (all_0_55_55 = e3)
% 65.31/30.26  																							|
% 65.31/30.26  																							+-Applying beta-rule and splitting (243), into two cases.
% 65.31/30.26  																							|-Branch one:
% 65.31/30.26  																							| (329) all_0_38_38 = e0
% 65.31/30.26  																							|
% 65.31/30.26  																								| Combining equations (292,329) yields a new equation:
% 65.31/30.26  																								| (391) e2 = e0
% 65.31/30.26  																								|
% 65.31/30.26  																								| Simplifying 391 yields:
% 65.31/30.26  																								| (330) e2 = e0
% 65.31/30.26  																								|
% 65.31/30.26  																								| Equations (330) can reduce 128 to:
% 65.31/30.26  																								| (266) $false
% 65.31/30.26  																								|
% 65.31/30.26  																								|-The branch is then unsatisfiable
% 65.31/30.26  																							|-Branch two:
% 65.31/30.26  																							| (332)  ~ (all_0_38_38 = e0)
% 65.31/30.26  																							| (395) all_0_41_41 = e0 | all_0_46_46 = e0 | all_0_55_55 = e0
% 65.31/30.26  																							|
% 65.31/30.26  																								+-Applying beta-rule and splitting (174), into two cases.
% 65.31/30.26  																								|-Branch one:
% 65.31/30.26  																								| (386) all_0_55_55 = e2
% 65.31/30.26  																								|
% 65.31/30.26  																									| Equations (386) can reduce 304 to:
% 65.31/30.26  																									| (266) $false
% 65.31/30.26  																									|
% 65.31/30.26  																									|-The branch is then unsatisfiable
% 65.31/30.26  																								|-Branch two:
% 65.31/30.26  																								| (304)  ~ (all_0_55_55 = e2)
% 65.31/30.26  																								| (2051) all_0_55_55 = e4 | all_0_55_55 = e3 | all_0_55_55 = e1 | all_0_55_55 = e0
% 65.31/30.26  																								|
% 65.31/30.26  																									+-Applying beta-rule and splitting (395), into two cases.
% 65.31/30.26  																									|-Branch one:
% 65.31/30.26  																									| (794) all_0_41_41 = e0
% 65.31/30.26  																									|
% 65.31/30.26  																										| Combining equations (403,794) yields a new equation:
% 65.31/30.26  																										| (675) e3 = e0
% 65.31/30.26  																										|
% 65.31/30.26  																										| Simplifying 675 yields:
% 65.31/30.26  																										| (676) e3 = e0
% 65.31/30.26  																										|
% 65.31/30.26  																										| Equations (676) can reduce 80 to:
% 65.31/30.26  																										| (266) $false
% 65.31/30.26  																										|
% 65.31/30.26  																										|-The branch is then unsatisfiable
% 65.31/30.26  																									|-Branch two:
% 65.31/30.26  																									| (357)  ~ (all_0_41_41 = e0)
% 65.31/30.26  																									| (895) all_0_46_46 = e0 | all_0_55_55 = e0
% 65.31/30.26  																									|
% 65.31/30.26  																										+-Applying beta-rule and splitting (2051), into two cases.
% 65.31/30.26  																										|-Branch one:
% 65.31/30.26  																										| (587) all_0_55_55 = e4
% 65.31/30.26  																										|
% 65.31/30.26  																											| Equations (587) can reduce 763 to:
% 65.31/30.26  																											| (266) $false
% 65.31/30.26  																											|
% 65.31/30.26  																											|-The branch is then unsatisfiable
% 65.31/30.26  																										|-Branch two:
% 65.31/30.26  																										| (763)  ~ (all_0_55_55 = e4)
% 65.31/30.26  																										| (2055) all_0_55_55 = e3 | all_0_55_55 = e1 | all_0_55_55 = e0
% 65.31/30.26  																										|
% 65.31/30.26  																											+-Applying beta-rule and splitting (2055), into two cases.
% 65.31/30.26  																											|-Branch one:
% 65.31/30.26  																											| (858) all_0_55_55 = e0
% 65.31/30.26  																											|
% 65.31/30.26  																												| Equations (858) can reduce 803 to:
% 65.31/30.26  																												| (266) $false
% 65.31/30.26  																												|
% 65.31/30.26  																												|-The branch is then unsatisfiable
% 65.31/30.26  																											|-Branch two:
% 65.31/30.26  																											| (803)  ~ (all_0_55_55 = e0)
% 65.31/30.26  																											| (2315) all_0_55_55 = e3 | all_0_55_55 = e1
% 65.31/30.26  																											|
% 65.31/30.26  																												+-Applying beta-rule and splitting (895), into two cases.
% 65.31/30.26  																												|-Branch one:
% 65.31/30.26  																												| (538) all_0_46_46 = e0
% 65.31/30.26  																												|
% 65.31/30.26  																													| Equations (538) can reduce 19 to:
% 65.31/30.26  																													| (1402)  ~ (all_0_47_47 = e0)
% 65.31/30.26  																													|
% 65.31/30.26  																													| Simplifying 1402 yields:
% 65.31/30.26  																													| (678)  ~ (all_0_47_47 = e0)
% 65.31/30.26  																													|
% 65.31/30.26  																													| Equations (538) can reduce 208 to:
% 65.31/30.26  																													| (486)  ~ (all_0_49_49 = e0)
% 65.31/30.26  																													|
% 65.31/30.26  																													| Simplifying 486 yields:
% 65.31/30.26  																													| (487)  ~ (all_0_49_49 = e0)
% 65.31/30.26  																													|
% 65.31/30.26  																													| Equations (538) can reduce 250 to:
% 65.31/30.26  																													| (401)  ~ (e4 = e0)
% 65.31/30.26  																													|
% 65.31/30.26  																													| Simplifying 401 yields:
% 65.31/30.26  																													| (49)  ~ (e4 = e0)
% 65.31/30.26  																													|
% 65.31/30.26  																													| Equations (538) can reduce 409 to:
% 65.31/30.26  																													| (541)  ~ (e3 = e0)
% 65.31/30.26  																													|
% 65.31/30.26  																													| Simplifying 541 yields:
% 65.31/30.26  																													| (80)  ~ (e3 = e0)
% 65.31/30.26  																													|
% 65.31/30.26  																													| From (538) and (33) follows:
% 65.31/30.26  																													| (543) op(e0, e3) = all_0_16_16
% 65.31/30.26  																													|
% 65.31/30.26  																													| From (538) and (179) follows:
% 65.31/30.26  																													| (1544) op(e0, e2) = all_0_15_15
% 65.31/30.26  																													|
% 65.31/30.26  																													| From (538) and (120) follows:
% 65.31/30.26  																													| (544) op(e2, e3) = e0
% 65.31/30.26  																													|
% 65.31/30.26  																													+-Applying beta-rule and splitting (163), into two cases.
% 65.31/30.26  																													|-Branch one:
% 65.31/30.26  																													| (565) all_0_52_52 = e4
% 65.31/30.26  																													|
% 65.31/30.26  																														| Combining equations (352,565) yields a new equation:
% 65.31/30.26  																														| (323) e4 = e2
% 65.31/30.26  																														|
% 65.31/30.26  																														| Equations (323) can reduce 48 to:
% 65.31/30.26  																														| (266) $false
% 65.31/30.26  																														|
% 65.31/30.26  																														|-The branch is then unsatisfiable
% 65.31/30.26  																													|-Branch two:
% 65.31/30.26  																													| (780)  ~ (all_0_52_52 = e4)
% 65.31/30.26  																													| (781) (all_0_41_41 = e0 & all_0_58_58 = e3 &  ~ (all_0_44_44 = e3)) | (all_0_41_41 = e0 & all_0_58_58 = e3 &  ~ (all_0_55_55 = e0)) | (all_0_47_47 = e1 & all_0_52_52 = e2 &  ~ (all_0_48_48 = e2)) | (all_0_47_47 = e1 & all_0_52_52 = e2 &  ~ (all_0_51_51 = e1)) | (all_0_47_47 = e0 & all_0_58_58 = e2 &  ~ (all_0_49_49 = e2)) | (all_0_47_47 = e0 & all_0_58_58 = e2 &  ~ (all_0_56_56 = e0))
% 65.31/30.26  																													|
% 65.31/30.26  																														+-Applying beta-rule and splitting (2315), into two cases.
% 65.31/30.26  																														|-Branch one:
% 65.31/30.26  																														| (629) all_0_55_55 = e1
% 65.31/30.26  																														|
% 65.31/30.26  																															| Equations (629) can reduce 93 to:
% 65.31/30.26  																															| (759)  ~ (all_0_50_50 = e1)
% 65.31/30.26  																															|
% 65.31/30.26  																															| Equations (629) can reduce 3 to:
% 65.31/30.26  																															| (879)  ~ (all_0_58_58 = e1)
% 65.31/30.26  																															|
% 65.31/30.26  																															| Simplifying 879 yields:
% 65.31/30.26  																															| (880)  ~ (all_0_58_58 = e1)
% 65.31/30.26  																															|
% 65.31/30.26  																															| From (629) and (187) follows:
% 65.31/30.26  																															| (15046) op(e1, e3) = all_0_32_32
% 65.31/30.26  																															|
% 65.31/30.26  																															| From (629) and (74) follows:
% 65.31/30.26  																															| (6587) op(e0, e3) = e1
% 65.31/30.26  																															|
% 65.31/30.26  																															+-Applying beta-rule and splitting (781), into two cases.
% 65.31/30.26  																															|-Branch one:
% 65.31/30.26  																															| (789) (all_0_41_41 = e0 & all_0_58_58 = e3 &  ~ (all_0_44_44 = e3)) | (all_0_41_41 = e0 & all_0_58_58 = e3 &  ~ (all_0_55_55 = e0)) | (all_0_47_47 = e1 & all_0_52_52 = e2 &  ~ (all_0_48_48 = e2)) | (all_0_47_47 = e1 & all_0_52_52 = e2 &  ~ (all_0_51_51 = e1)) | (all_0_47_47 = e0 & all_0_58_58 = e2 &  ~ (all_0_49_49 = e2))
% 65.31/30.26  																															|
% 65.31/30.26  																																+-Applying beta-rule and splitting (789), into two cases.
% 65.31/30.26  																																|-Branch one:
% 65.31/30.26  																																| (790) (all_0_41_41 = e0 & all_0_58_58 = e3 &  ~ (all_0_44_44 = e3)) | (all_0_41_41 = e0 & all_0_58_58 = e3 &  ~ (all_0_55_55 = e0)) | (all_0_47_47 = e1 & all_0_52_52 = e2 &  ~ (all_0_48_48 = e2)) | (all_0_47_47 = e1 & all_0_52_52 = e2 &  ~ (all_0_51_51 = e1))
% 65.31/30.26  																																|
% 65.31/30.26  																																	+-Applying beta-rule and splitting (790), into two cases.
% 65.31/30.26  																																	|-Branch one:
% 65.31/30.26  																																	| (791) (all_0_41_41 = e0 & all_0_58_58 = e3 &  ~ (all_0_44_44 = e3)) | (all_0_41_41 = e0 & all_0_58_58 = e3 &  ~ (all_0_55_55 = e0)) | (all_0_47_47 = e1 & all_0_52_52 = e2 &  ~ (all_0_48_48 = e2))
% 65.31/30.26  																																	|
% 65.31/30.26  																																		+-Applying beta-rule and splitting (791), into two cases.
% 65.31/30.26  																																		|-Branch one:
% 65.31/30.26  																																		| (792) (all_0_41_41 = e0 & all_0_58_58 = e3 &  ~ (all_0_44_44 = e3)) | (all_0_41_41 = e0 & all_0_58_58 = e3 &  ~ (all_0_55_55 = e0))
% 65.31/30.26  																																		|
% 65.31/30.26  																																			+-Applying beta-rule and splitting (792), into two cases.
% 65.31/30.26  																																			|-Branch one:
% 65.31/30.26  																																			| (793) all_0_41_41 = e0 & all_0_58_58 = e3 &  ~ (all_0_44_44 = e3)
% 65.31/30.26  																																			|
% 65.31/30.26  																																				| Applying alpha-rule on (793) yields:
% 65.31/30.26  																																				| (794) all_0_41_41 = e0
% 65.31/30.26  																																				| (795) all_0_58_58 = e3
% 65.31/30.26  																																				| (407)  ~ (all_0_44_44 = e3)
% 65.31/30.26  																																				|
% 65.31/30.26  																																				| Combining equations (403,794) yields a new equation:
% 65.31/30.26  																																				| (675) e3 = e0
% 65.31/30.26  																																				|
% 65.31/30.26  																																				| Simplifying 675 yields:
% 65.31/30.26  																																				| (676) e3 = e0
% 65.31/30.26  																																				|
% 65.31/30.26  																																				| Equations (676) can reduce 80 to:
% 65.31/30.26  																																				| (266) $false
% 65.31/30.26  																																				|
% 65.31/30.26  																																				|-The branch is then unsatisfiable
% 65.31/30.26  																																			|-Branch two:
% 65.31/30.26  																																			| (800) all_0_41_41 = e0 & all_0_58_58 = e3 &  ~ (all_0_55_55 = e0)
% 65.31/30.26  																																			|
% 65.31/30.26  																																				| Applying alpha-rule on (800) yields:
% 65.31/30.26  																																				| (794) all_0_41_41 = e0
% 65.31/30.26  																																				| (795) all_0_58_58 = e3
% 65.31/30.26  																																				| (803)  ~ (all_0_55_55 = e0)
% 65.31/30.26  																																				|
% 65.31/30.26  																																				| Combining equations (403,794) yields a new equation:
% 65.31/30.26  																																				| (675) e3 = e0
% 65.31/30.26  																																				|
% 65.31/30.26  																																				| Simplifying 675 yields:
% 65.31/30.26  																																				| (676) e3 = e0
% 65.31/30.26  																																				|
% 65.31/30.26  																																				| Equations (676) can reduce 80 to:
% 65.31/30.26  																																				| (266) $false
% 65.31/30.26  																																				|
% 65.31/30.26  																																				|-The branch is then unsatisfiable
% 65.31/30.26  																																		|-Branch two:
% 65.31/30.26  																																		| (807) all_0_47_47 = e1 & all_0_52_52 = e2 &  ~ (all_0_48_48 = e2)
% 65.31/30.26  																																		|
% 65.31/30.26  																																			| Applying alpha-rule on (807) yields:
% 65.31/30.26  																																			| (654) all_0_47_47 = e1
% 65.31/30.26  																																			| (352) all_0_52_52 = e2
% 65.31/30.26  																																			| (810)  ~ (all_0_48_48 = e2)
% 65.31/30.26  																																			|
% 65.31/30.26  																																			| Equations (654) can reduce 79 to:
% 65.31/30.26  																																			| (151)  ~ (all_0_39_39 = e1)
% 65.31/30.26  																																			|
% 65.31/30.26  																																			| Equations (654) can reduce 198 to:
% 65.31/30.26  																																			| (1380)  ~ (all_0_42_42 = e1)
% 65.31/30.26  																																			|
% 65.31/30.26  																																			| Equations (654) can reduce 86 to:
% 65.31/30.26  																																			| (1419)  ~ (all_0_49_49 = e1)
% 65.31/30.26  																																			|
% 65.31/30.26  																																			| Simplifying 1419 yields:
% 65.31/30.26  																																			| (1064)  ~ (all_0_49_49 = e1)
% 65.31/30.26  																																			|
% 65.31/30.26  																																			| Equations (654) can reduce 224 to:
% 65.31/30.26  																																			| (463)  ~ (all_0_51_51 = e1)
% 65.31/30.26  																																			|
% 65.31/30.26  																																			| Simplifying 463 yields:
% 65.31/30.26  																																			| (464)  ~ (all_0_51_51 = e1)
% 65.31/30.26  																																			|
% 65.31/30.26  																																			| Equations (654) can reduce 252 to:
% 65.31/30.26  																																			| (602)  ~ (e4 = e1)
% 65.31/30.26  																																			|
% 65.31/30.26  																																			| Simplifying 602 yields:
% 65.31/30.26  																																			| (110)  ~ (e4 = e1)
% 65.31/30.26  																																			|
% 65.31/30.26  																																			| From (654) and (23) follows:
% 65.31/30.26  																																			| (9478) op(e2, e2) = e1
% 65.31/30.26  																																			|
% 65.31/30.26  																																			+-Applying beta-rule and splitting (54), into two cases.
% 65.31/30.26  																																			|-Branch one:
% 65.31/30.26  																																			| (583) all_0_49_49 = e2
% 65.31/30.26  																																			|
% 65.31/30.26  																																				| Equations (583) can reduce 119 to:
% 65.31/30.26  																																				| (1186)  ~ (all_0_58_58 = e2)
% 65.31/30.26  																																				|
% 65.31/30.26  																																				| Simplifying 1186 yields:
% 65.31/30.26  																																				| (908)  ~ (all_0_58_58 = e2)
% 65.31/30.26  																																				|
% 65.31/30.26  																																				| Equations (583) can reduce 1064 to:
% 65.31/30.26  																																				| (122)  ~ (e2 = e1)
% 65.31/30.26  																																				|
% 65.31/30.26  																																				| Equations (583) can reduce 487 to:
% 65.31/30.26  																																				| (128)  ~ (e2 = e0)
% 65.31/30.26  																																				|
% 65.31/30.26  																																				| From (583) and (129) follows:
% 65.31/30.26  																																				| (14996) op(e2, e2) = all_0_20_20
% 65.31/30.26  																																				|
% 65.31/30.26  																																				+-Applying beta-rule and splitting (160), into two cases.
% 65.31/30.26  																																				|-Branch one:
% 65.31/30.26  																																				| (601) all_0_50_50 = e1
% 65.31/30.26  																																				|
% 65.31/30.26  																																					| Equations (601) can reduce 759 to:
% 65.31/30.26  																																					| (266) $false
% 65.31/30.26  																																					|
% 65.31/30.26  																																					|-The branch is then unsatisfiable
% 65.31/30.26  																																				|-Branch two:
% 65.31/30.26  																																				| (759)  ~ (all_0_50_50 = e1)
% 65.31/30.26  																																				| (1168) all_0_51_51 = e1 | all_0_52_52 = e1 | all_0_53_53 = e1
% 65.31/30.26  																																				|
% 65.31/30.26  																																					+-Applying beta-rule and splitting (108), into two cases.
% 65.31/30.26  																																					|-Branch one:
% 65.31/30.26  																																					| (624) all_0_58_58 = e2
% 65.31/30.26  																																					|
% 65.31/30.26  																																						| Equations (624) can reduce 908 to:
% 65.31/30.26  																																						| (266) $false
% 65.31/30.26  																																						|
% 65.31/30.26  																																						|-The branch is then unsatisfiable
% 65.31/30.26  																																					|-Branch two:
% 65.31/30.26  																																					| (908)  ~ (all_0_58_58 = e2)
% 65.31/30.26  																																					| (909) all_0_58_58 = e4 | all_0_58_58 = e3 | all_0_58_58 = e1 | all_0_58_58 = e0
% 65.31/30.26  																																					|
% 65.31/30.26  																																						+-Applying beta-rule and splitting (1168), into two cases.
% 65.31/30.26  																																						|-Branch one:
% 65.31/30.26  																																						| (1109) all_0_51_51 = e1
% 65.31/30.26  																																						|
% 65.31/30.26  																																							| Equations (1109) can reduce 464 to:
% 65.31/30.26  																																							| (266) $false
% 65.31/30.26  																																							|
% 65.31/30.26  																																							|-The branch is then unsatisfiable
% 65.31/30.26  																																						|-Branch two:
% 65.31/30.26  																																						| (464)  ~ (all_0_51_51 = e1)
% 65.31/30.26  																																						| (1202) all_0_52_52 = e1 | all_0_53_53 = e1
% 65.31/30.26  																																						|
% 65.31/30.26  																																							+-Applying beta-rule and splitting (1202), into two cases.
% 65.31/30.26  																																							|-Branch one:
% 65.31/30.26  																																							| (642) all_0_52_52 = e1
% 65.31/30.26  																																							|
% 65.31/30.26  																																								| Combining equations (352,642) yields a new equation:
% 65.31/30.26  																																								| (616) e2 = e1
% 65.31/30.26  																																								|
% 65.31/30.26  																																								| Simplifying 616 yields:
% 65.31/30.26  																																								| (617) e2 = e1
% 65.31/30.26  																																								|
% 65.31/30.26  																																								| Equations (617) can reduce 122 to:
% 65.31/30.26  																																								| (266) $false
% 65.31/30.26  																																								|
% 65.31/30.26  																																								|-The branch is then unsatisfiable
% 65.31/30.26  																																							|-Branch two:
% 65.31/30.26  																																							| (646)  ~ (all_0_52_52 = e1)
% 65.31/30.26  																																							| (1208) all_0_53_53 = e1
% 65.31/30.26  																																							|
% 65.31/30.26  																																								| Equations (1208) can reduce 162 to:
% 65.31/30.26  																																								| (132)  ~ (all_0_40_40 = e1)
% 65.31/30.26  																																								|
% 65.31/30.26  																																								| Equations (1208) can reduce 220 to:
% 65.31/30.26  																																								| (639)  ~ (all_0_44_44 = e1)
% 65.31/30.26  																																								|
% 65.31/30.26  																																								| Equations (1208) can reduce 10 to:
% 65.31/30.26  																																								| (879)  ~ (all_0_58_58 = e1)
% 65.31/30.26  																																								|
% 65.31/30.26  																																								| Simplifying 879 yields:
% 65.31/30.26  																																								| (880)  ~ (all_0_58_58 = e1)
% 65.31/30.26  																																								|
% 65.31/30.26  																																								+-Applying beta-rule and splitting (909), into two cases.
% 65.31/30.26  																																								|-Branch one:
% 65.31/30.26  																																								| (910) all_0_58_58 = e4
% 65.31/30.26  																																								|
% 65.31/30.26  																																									| Equations (910) can reduce 451 to:
% 65.31/30.26  																																									| (266) $false
% 65.31/30.26  																																									|
% 65.31/30.26  																																									|-The branch is then unsatisfiable
% 65.31/30.26  																																								|-Branch two:
% 65.31/30.26  																																								| (451)  ~ (all_0_58_58 = e4)
% 65.31/30.26  																																								| (913) all_0_58_58 = e3 | all_0_58_58 = e1 | all_0_58_58 = e0
% 65.31/30.26  																																								|
% 65.31/30.26  																																									+-Applying beta-rule and splitting (913), into two cases.
% 65.31/30.26  																																									|-Branch one:
% 65.31/30.26  																																									| (914) all_0_58_58 = e0
% 65.31/30.26  																																									|
% 65.31/30.26  																																										| Equations (914) can reduce 491 to:
% 65.31/30.26  																																										| (266) $false
% 65.31/30.26  																																										|
% 65.31/30.26  																																										|-The branch is then unsatisfiable
% 65.31/30.26  																																									|-Branch two:
% 65.31/30.26  																																									| (491)  ~ (all_0_58_58 = e0)
% 65.31/30.26  																																									| (917) all_0_58_58 = e3 | all_0_58_58 = e1
% 65.31/30.26  																																									|
% 65.31/30.26  																																										+-Applying beta-rule and splitting (917), into two cases.
% 65.31/30.26  																																										|-Branch one:
% 65.31/30.26  																																										| (918) all_0_58_58 = e1
% 65.31/30.26  																																										|
% 65.31/30.26  																																											| Equations (918) can reduce 880 to:
% 65.31/30.26  																																											| (266) $false
% 65.31/30.26  																																											|
% 65.31/30.26  																																											|-The branch is then unsatisfiable
% 65.31/30.26  																																										|-Branch two:
% 65.31/30.26  																																										| (880)  ~ (all_0_58_58 = e1)
% 65.31/30.26  																																										| (795) all_0_58_58 = e3
% 65.31/30.26  																																										|
% 65.31/30.26  																																											| Equations (795) can reduce 451 to:
% 65.31/30.26  																																											| (277)  ~ (e4 = e3)
% 65.31/30.26  																																											|
% 65.31/30.26  																																											| Simplifying 277 yields:
% 65.31/30.26  																																											| (188)  ~ (e4 = e3)
% 65.31/30.26  																																											|
% 65.31/30.26  																																											| Equations (795) can reduce 880 to:
% 65.31/30.26  																																											| (213)  ~ (e3 = e1)
% 65.31/30.26  																																											|
% 65.31/30.26  																																											| From (795) and (245) follows:
% 65.31/30.26  																																											| (60701) op(e0, e0) = e3
% 65.31/30.26  																																											|
% 65.31/30.26  																																											+-Applying beta-rule and splitting (133), into two cases.
% 65.31/30.26  																																											|-Branch one:
% 65.31/30.26  																																											| (833) all_0_56_56 = e2
% 65.31/30.26  																																											|
% 65.31/30.26  																																												| Equations (833) can reduce 154 to:
% 65.31/30.26  																																												| (294)  ~ (all_0_39_39 = e2)
% 65.31/30.26  																																												|
% 65.31/30.26  																																												| Equations (833) can reduce 477 to:
% 65.31/30.26  																																												| (327)  ~ (e4 = e2)
% 65.31/30.26  																																												|
% 65.31/30.26  																																												| Simplifying 327 yields:
% 65.31/30.26  																																												| (48)  ~ (e4 = e2)
% 65.31/30.26  																																												|
% 65.31/30.26  																																												| From (833) and (87) follows:
% 65.31/30.26  																																												| (4151) op(e2, e2) = all_0_34_34
% 65.31/30.26  																																												|
% 65.31/30.26  																																												| From (833) and (111) follows:
% 65.31/30.27  																																												| (1508) op(e0, e2) = e2
% 65.31/30.27  																																												|
% 65.31/30.27  																																												+-Applying beta-rule and splitting (418), into two cases.
% 65.31/30.27  																																												|-Branch one:
% 65.31/30.27  																																												| (660) all_0_51_51 = e3
% 65.31/30.27  																																												|
% 65.31/30.27  																																													| Equations (660) can reduce 139 to:
% 65.31/30.27  																																													| (246)  ~ (all_0_39_39 = e3)
% 65.31/30.27  																																													|
% 65.31/30.27  																																													| Equations (660) can reduce 61 to:
% 65.31/30.27  																																													| (405)  ~ (all_0_42_42 = e3)
% 65.31/30.27  																																													|
% 65.31/30.27  																																													| Equations (660) can reduce 59 to:
% 65.31/30.27  																																													| (411)  ~ (all_0_50_50 = e3)
% 65.31/30.27  																																													|
% 65.31/30.27  																																													| From (660) and (177) follows:
% 65.31/30.27  																																													| (9464) op(e3, e2) = all_0_25_25
% 65.31/30.27  																																													|
% 65.31/30.27  																																													| From (660) and (157) follows:
% 65.31/30.27  																																													| (1551) op(e3, e1) = all_0_24_24
% 65.31/30.27  																																													|
% 65.31/30.27  																																													+-Applying beta-rule and splitting (422), into two cases.
% 65.31/30.27  																																													|-Branch one:
% 65.31/30.27  																																													| (775) all_0_50_50 = e4
% 65.31/30.27  																																													|
% 65.31/30.27  																																														| Equations (775) can reduce 411 to:
% 65.31/30.27  																																														| (188)  ~ (e4 = e3)
% 65.31/30.27  																																														|
% 65.31/30.27  																																														| From (775) and (57) follows:
% 65.31/30.27  																																														| (92692) op(e4, e1) = all_0_22_22
% 65.31/30.27  																																														|
% 65.31/30.27  																																														| From (775) and (242) follows:
% 65.31/30.27  																																														| (5059) op(e1, e3) = e4
% 65.31/30.27  																																														|
% 65.31/30.27  																																														| Instantiating formula (29) with e4, e1, all_0_22_22, e3 and discharging atoms op(e4, e1) = all_0_22_22, op(e4, e1) = e3, yields:
% 65.31/30.27  																																														| (92694) all_0_22_22 = e3
% 65.31/30.27  																																														|
% 65.31/30.27  																																														| Instantiating formula (29) with e3, e2, all_0_25_25, all_0_42_42 and discharging atoms op(e3, e2) = all_0_25_25, op(e3, e2) = all_0_42_42, yields:
% 65.31/30.27  																																														| (9479) all_0_25_25 = all_0_42_42
% 65.31/30.27  																																														|
% 65.31/30.27  																																														| Instantiating formula (29) with e3, e1, all_0_24_24, e1 and discharging atoms op(e3, e1) = all_0_24_24, op(e3, e1) = e1, yields:
% 65.31/30.27  																																														| (15139) all_0_24_24 = e1
% 65.31/30.27  																																														|
% 65.31/30.27  																																														| Instantiating formula (29) with e2, e2, all_0_34_34, all_0_20_20 and discharging atoms op(e2, e2) = all_0_20_20, op(e2, e2) = all_0_34_34, yields:
% 65.31/30.27  																																														| (5157) all_0_20_20 = all_0_34_34
% 65.31/30.27  																																														|
% 65.31/30.27  																																														| Instantiating formula (29) with e2, e2, e1, all_0_20_20 and discharging atoms op(e2, e2) = all_0_20_20, op(e2, e2) = e1, yields:
% 65.31/30.27  																																														| (4267) all_0_20_20 = e1
% 65.31/30.27  																																														|
% 65.31/30.27  																																														| Instantiating formula (29) with e1, e3, e4, all_0_32_32 and discharging atoms op(e1, e3) = all_0_32_32, op(e1, e3) = e4, yields:
% 65.31/30.27  																																														| (15141) all_0_32_32 = e4
% 65.31/30.27  																																														|
% 65.31/30.27  																																														| Instantiating formula (29) with e0, e3, e1, all_0_16_16 and discharging atoms op(e0, e3) = all_0_16_16, op(e0, e3) = e1, yields:
% 65.31/30.27  																																														| (17649) all_0_16_16 = e1
% 65.31/30.27  																																														|
% 65.31/30.27  																																														| Instantiating formula (29) with e0, e2, e2, all_0_15_15 and discharging atoms op(e0, e2) = all_0_15_15, op(e0, e2) = e2, yields:
% 65.31/30.27  																																														| (1599) all_0_15_15 = e2
% 65.31/30.27  																																														|
% 65.31/30.27  																																														| Combining equations (5157,4267) yields a new equation:
% 65.31/30.27  																																														| (15020) all_0_34_34 = e1
% 65.31/30.27  																																														|
% 65.31/30.28  																																														| Simplifying 15020 yields:
% 65.31/30.28  																																														| (9480) all_0_34_34 = e1
% 65.31/30.28  																																														|
% 65.31/30.28  																																														| From (92694) and (92692) follows:
% 65.31/30.28  																																														| (36) op(e4, e1) = e3
% 65.31/30.28  																																														|
% 65.31/30.28  																																														| From (9479) and (9464) follows:
% 65.31/30.28  																																														| (210) op(e3, e2) = all_0_42_42
% 65.31/30.28  																																														|
% 65.31/30.28  																																														| From (15139) and (1551) follows:
% 65.31/30.28  																																														| (13877) op(e3, e1) = e1
% 65.31/30.28  																																														|
% 65.31/30.28  																																														| From (9480) and (4151) follows:
% 65.31/30.28  																																														| (9478) op(e2, e2) = e1
% 65.31/30.28  																																														|
% 65.31/30.28  																																														| From (15141) and (15046) follows:
% 65.31/30.28  																																														| (5059) op(e1, e3) = e4
% 65.31/30.28  																																														|
% 65.31/30.28  																																														| From (17649) and (543) follows:
% 65.31/30.28  																																														| (6587) op(e0, e3) = e1
% 65.31/30.28  																																														|
% 65.31/30.28  																																														| From (1599) and (1544) follows:
% 65.31/30.28  																																														| (1508) op(e0, e2) = e2
% 65.31/30.28  																																														|
% 65.31/30.28  																																														+-Applying beta-rule and splitting (64), into two cases.
% 65.31/30.28  																																														|-Branch one:
% 65.31/30.28  																																														| (437) all_0_41_41 = e4
% 65.31/30.28  																																														|
% 65.31/30.28  																																															| Combining equations (437,403) yields a new equation:
% 65.31/30.28  																																															| (424) e4 = e3
% 65.31/30.28  																																															|
% 65.31/30.28  																																															| Simplifying 424 yields:
% 65.31/30.28  																																															| (425) e4 = e3
% 65.31/30.28  																																															|
% 65.31/30.28  																																															| Equations (425) can reduce 188 to:
% 65.31/30.28  																																															| (266) $false
% 65.31/30.28  																																															|
% 65.31/30.28  																																															|-The branch is then unsatisfiable
% 65.31/30.28  																																														|-Branch two:
% 65.31/30.28  																																														| (440)  ~ (all_0_41_41 = e4)
% 65.31/30.28  																																														| (441) all_0_42_42 = e4 | all_0_43_43 = e4 | all_0_44_44 = e4
% 65.31/30.28  																																														|
% 65.31/30.28  																																															+-Applying beta-rule and splitting (104), into two cases.
% 65.31/30.28  																																															|-Branch one:
% 65.31/30.28  																																															| (480) all_0_39_39 = e0
% 65.31/30.28  																																															|
% 65.31/30.28  																																																| Equations (480) can reduce 176 to:
% 65.31/30.28  																																																| (1400)  ~ (all_0_40_40 = e0)
% 65.31/30.28  																																																|
% 65.31/30.28  																																																| Simplifying 1400 yields:
% 65.31/30.28  																																																| (1401)  ~ (all_0_40_40 = e0)
% 65.31/30.28  																																																|
% 65.31/30.28  																																																| Equations (480) can reduce 145 to:
% 65.31/30.28  																																																| (5565)  ~ (all_0_42_42 = e0)
% 65.31/30.28  																																																|
% 65.31/30.29  																																																| Simplifying 5565 yields:
% 65.31/30.29  																																																| (358)  ~ (all_0_42_42 = e0)
% 65.31/30.29  																																																|
% 65.31/30.29  																																																| Equations (480) can reduce 246 to:
% 65.31/30.29  																																																| (541)  ~ (e3 = e0)
% 65.31/30.29  																																																|
% 65.31/30.29  																																																| Simplifying 541 yields:
% 65.31/30.29  																																																| (80)  ~ (e3 = e0)
% 65.31/30.29  																																																|
% 65.31/30.29  																																																| Equations (480) can reduce 151 to:
% 65.31/30.29  																																																| (435)  ~ (e1 = e0)
% 65.31/30.29  																																																|
% 65.31/30.29  																																																| Simplifying 435 yields:
% 65.31/30.29  																																																| (233)  ~ (e1 = e0)
% 65.31/30.29  																																																|
% 65.31/30.29  																																																| From (480) and (14) follows:
% 65.31/30.29  																																																| (4090) op(e4, e2) = e0
% 65.31/30.29  																																																|
% 65.31/30.29  																																																+-Applying beta-rule and splitting (75), into two cases.
% 65.31/30.29  																																																|-Branch one:
% 65.31/30.29  																																																| (485) all_0_40_40 = e0
% 65.31/30.29  																																																|
% 65.31/30.29  																																																	| Equations (485) can reduce 1401 to:
% 65.31/30.29  																																																	| (266) $false
% 65.31/30.29  																																																	|
% 65.31/30.29  																																																	|-The branch is then unsatisfiable
% 65.31/30.29  																																																|-Branch two:
% 65.31/30.29  																																																| (1401)  ~ (all_0_40_40 = e0)
% 65.31/30.29  																																																| (1748) all_0_44_44 = e0 | all_0_49_49 = e0 | all_0_58_58 = e0
% 65.31/30.29  																																																|
% 65.31/30.29  																																																	+-Applying beta-rule and splitting (152), into two cases.
% 65.31/30.29  																																																	|-Branch one:
% 65.31/30.29  																																																	| (1392) all_0_42_42 = e4
% 65.31/30.29  																																																	|
% 65.31/30.29  																																																		| From (1392) and (210) follows:
% 65.31/30.29  																																																		| (4074) op(e3, e2) = e4
% 65.31/30.29  																																																		|
% 65.31/30.29  																																																		+-Applying beta-rule and splitting (165), into two cases.
% 65.31/30.29  																																																		|-Branch one:
% 65.31/30.29  																																																		| (794) all_0_41_41 = e0
% 65.31/30.29  																																																		|
% 65.31/30.29  																																																			| Combining equations (794,403) yields a new equation:
% 65.31/30.29  																																																			| (676) e3 = e0
% 65.31/30.29  																																																			|
% 65.31/30.29  																																																			| Equations (676) can reduce 80 to:
% 65.31/30.29  																																																			| (266) $false
% 65.31/30.29  																																																			|
% 65.31/30.29  																																																			|-The branch is then unsatisfiable
% 65.31/30.29  																																																		|-Branch two:
% 65.31/30.29  																																																		| (357)  ~ (all_0_41_41 = e0)
% 65.31/30.29  																																																		| (6761) all_0_42_42 = e0 | all_0_43_43 = e0 | all_0_44_44 = e0
% 65.31/30.29  																																																		|
% 65.31/30.29  																																																			+-Applying beta-rule and splitting (150), into two cases.
% 65.31/30.29  																																																			|-Branch one:
% 65.31/30.29  																																																			| (1378) all_0_40_40 = e4
% 65.31/30.29  																																																			|
% 65.31/30.29  																																																				| Equations (1378) can reduce 1401 to:
% 65.31/30.29  																																																				| (49)  ~ (e4 = e0)
% 65.31/30.29  																																																				|
% 65.31/30.29  																																																				+-Applying beta-rule and splitting (6761), into two cases.
% 65.31/30.29  																																																				|-Branch one:
% 65.31/30.29  																																																				| (559) all_0_42_42 = e0
% 65.31/30.29  																																																				|
% 65.31/30.29  																																																					| Combining equations (559,1392) yields a new equation:
% 65.31/30.29  																																																					| (397) e4 = e0
% 65.31/30.29  																																																					|
% 65.31/30.29  																																																					| Equations (397) can reduce 49 to:
% 65.31/30.29  																																																					| (266) $false
% 65.31/30.29  																																																					|
% 65.31/30.29  																																																					|-The branch is then unsatisfiable
% 65.31/30.29  																																																				|-Branch two:
% 65.31/30.29  																																																				| (358)  ~ (all_0_42_42 = e0)
% 65.31/30.29  																																																				| (6766) all_0_43_43 = e0 | all_0_44_44 = e0
% 65.31/30.29  																																																				|
% 65.31/30.29  																																																					+-Applying beta-rule and splitting (6766), into two cases.
% 65.31/30.29  																																																					|-Branch one:
% 65.31/30.29  																																																					| (356) all_0_43_43 = e0
% 65.31/30.29  																																																					|
% 65.31/30.29  																																																						| Combining equations (356,430) yields a new equation:
% 65.31/30.29  																																																						| (431) e1 = e0
% 65.31/30.29  																																																						|
% 65.31/30.29  																																																						| Equations (431) can reduce 233 to:
% 65.31/30.29  																																																						| (266) $false
% 65.31/30.29  																																																						|
% 65.31/30.29  																																																						|-The branch is then unsatisfiable
% 65.31/30.29  																																																					|-Branch two:
% 65.31/30.29  																																																					| (5470)  ~ (all_0_43_43 = e0)
% 65.31/30.29  																																																					| (1414) all_0_44_44 = e0
% 65.31/30.29  																																																					|
% 65.31/30.29  																																																						| Equations (1414) can reduce 639 to:
% 65.31/30.29  																																																						| (435)  ~ (e1 = e0)
% 65.31/30.29  																																																						|
% 65.31/30.29  																																																						| Simplifying 435 yields:
% 65.31/30.29  																																																						| (233)  ~ (e1 = e0)
% 65.31/30.29  																																																						|
% 65.31/30.29  																																																						+-Applying beta-rule and splitting (56), into two cases.
% 65.31/30.29  																																																						|-Branch one:
% 65.31/30.29  																																																						| (696) unit = e2
% 65.31/30.29  																																																						|
% 65.31/30.29  																																																							| From (696) and (32) follows:
% 65.31/30.29  																																																							| (698) op(e2, e2) = e2
% 65.31/30.29  																																																							|
% 65.31/30.29  																																																							| From (696) and (42) follows:
% 65.31/30.29  																																																							| (1613) op(e0, e2) = e0
% 65.31/30.29  																																																							|
% 65.31/30.29  																																																							| Instantiating formula (29) with e2, e2, e2, e1 and discharging atoms op(e2, e2) = e2, op(e2, e2) = e1, yields:
% 65.31/30.29  																																																							| (617) e2 = e1
% 65.31/30.29  																																																							|
% 65.31/30.29  																																																							| Instantiating formula (29) with e0, e2, e0, e2 and discharging atoms op(e0, e2) = e2, op(e0, e2) = e0, yields:
% 65.31/30.29  																																																							| (330) e2 = e0
% 65.31/30.29  																																																							|
% 65.31/30.29  																																																							| Combining equations (330,617) yields a new equation:
% 65.31/30.29  																																																							| (431) e1 = e0
% 65.31/30.29  																																																							|
% 65.31/30.29  																																																							| Equations (431) can reduce 233 to:
% 65.31/30.29  																																																							| (266) $false
% 65.31/30.29  																																																							|
% 65.31/30.29  																																																							|-The branch is then unsatisfiable
% 65.31/30.29  																																																						|-Branch two:
% 65.31/30.29  																																																						| (707)  ~ (unit = e2)
% 65.31/30.29  																																																						| (708) unit = e4 | unit = e3 | unit = e1 | unit = e0
% 65.31/30.29  																																																						|
% 65.31/30.29  																																																							+-Applying beta-rule and splitting (708), into two cases.
% 65.31/30.29  																																																							|-Branch one:
% 65.31/30.29  																																																							| (709) unit = e4
% 65.31/30.29  																																																							|
% 65.31/30.29  																																																								| From (709) and (15) follows:
% 65.31/30.29  																																																								| (22188) op(e4, e2) = e2
% 65.31/30.29  																																																								|
% 65.31/30.29  																																																								| From (709) and (211) follows:
% 65.31/30.29  																																																								| (22527) op(e4, e1) = e1
% 65.31/30.29  																																																								|
% 65.31/30.29  																																																								| From (709) and (32) follows:
% 65.31/30.29  																																																								| (712) op(e2, e4) = e2
% 65.31/30.29  																																																								|
% 65.31/30.29  																																																								| Instantiating formula (29) with e4, e2, e2, e0 and discharging atoms op(e4, e2) = e2, op(e4, e2) = e0, yields:
% 65.31/30.29  																																																								| (330) e2 = e0
% 65.31/30.29  																																																								|
% 65.31/30.29  																																																								| Instantiating formula (29) with e4, e1, e1, e3 and discharging atoms op(e4, e1) = e3, op(e4, e1) = e1, yields:
% 65.31/30.29  																																																								| (455) e3 = e1
% 65.31/30.29  																																																								|
% 65.31/30.29  																																																								| Instantiating formula (29) with e2, e4, e2, e3 and discharging atoms op(e2, e4) = e3, op(e2, e4) = e2, yields:
% 65.31/30.29  																																																								| (662) e3 = e2
% 65.31/30.29  																																																								|
% 65.31/30.29  																																																								| Combining equations (455,662) yields a new equation:
% 65.31/30.29  																																																								| (617) e2 = e1
% 65.31/30.29  																																																								|
% 65.31/30.29  																																																								| Combining equations (617,330) yields a new equation:
% 65.31/30.29  																																																								| (546) e1 = e0
% 65.31/30.29  																																																								|
% 65.31/30.29  																																																								| Simplifying 546 yields:
% 65.31/30.29  																																																								| (431) e1 = e0
% 65.31/30.29  																																																								|
% 65.31/30.29  																																																								| Equations (431) can reduce 233 to:
% 65.31/30.29  																																																								| (266) $false
% 65.31/30.29  																																																								|
% 65.31/30.29  																																																								|-The branch is then unsatisfiable
% 65.31/30.29  																																																							|-Branch two:
% 65.31/30.29  																																																							| (724)  ~ (unit = e4)
% 65.31/30.29  																																																							| (725) unit = e3 | unit = e1 | unit = e0
% 65.31/30.29  																																																							|
% 65.31/30.29  																																																								+-Applying beta-rule and splitting (725), into two cases.
% 65.31/30.29  																																																								|-Branch one:
% 65.31/30.29  																																																								| (726) unit = e0
% 65.31/30.29  																																																								|
% 65.31/30.29  																																																									| From (726) and (24) follows:
% 65.31/30.29  																																																									| (2208) op(e0, e3) = e3
% 65.31/30.29  																																																									|
% 65.31/30.29  																																																									| From (726) and (42) follows:
% 65.31/30.29  																																																									| (728) op(e0, e0) = e0
% 65.31/30.29  																																																									|
% 65.31/30.29  																																																									| Instantiating formula (29) with e0, e3, e3, e1 and discharging atoms op(e0, e3) = e3, op(e0, e3) = e1, yields:
% 65.31/30.29  																																																									| (455) e3 = e1
% 65.31/30.29  																																																									|
% 65.31/30.29  																																																									| Instantiating formula (29) with e0, e0, e0, e3 and discharging atoms op(e0, e0) = e3, op(e0, e0) = e0, yields:
% 65.31/30.29  																																																									| (676) e3 = e0
% 65.31/30.29  																																																									|
% 65.31/30.29  																																																									| Combining equations (676,455) yields a new equation:
% 65.31/30.29  																																																									| (431) e1 = e0
% 65.31/30.29  																																																									|
% 65.31/30.29  																																																									| Equations (431) can reduce 233 to:
% 65.31/30.29  																																																									| (266) $false
% 65.31/30.29  																																																									|
% 65.31/30.29  																																																									|-The branch is then unsatisfiable
% 65.31/30.29  																																																								|-Branch two:
% 65.31/30.29  																																																								| (734)  ~ (unit = e0)
% 65.31/30.29  																																																								| (735) unit = e3 | unit = e1
% 65.31/30.29  																																																								|
% 65.31/30.29  																																																									+-Applying beta-rule and splitting (735), into two cases.
% 65.31/30.29  																																																									|-Branch one:
% 65.31/30.29  																																																									| (736) unit = e1
% 65.31/30.29  																																																									|
% 65.31/30.29  																																																										| Equations (736) can reduce 734 to:
% 65.31/30.29  																																																										| (233)  ~ (e1 = e0)
% 65.31/30.29  																																																										|
% 65.31/30.29  																																																										| From (736) and (244) follows:
% 65.31/30.29  																																																										| (738) op(e1, e4) = e4
% 65.31/30.29  																																																										|
% 65.31/30.29  																																																										| From (736) and (24) follows:
% 65.31/30.29  																																																										| (1934) op(e1, e3) = e3
% 65.31/30.29  																																																										|
% 65.31/30.29  																																																										| From (736) and (40) follows:
% 65.31/30.29  																																																										| (1652) op(e3, e1) = e3
% 65.31/30.29  																																																										|
% 65.31/30.29  																																																										| From (736) and (32) follows:
% 65.31/30.29  																																																										| (347) op(e2, e1) = e2
% 65.31/30.29  																																																										|
% 65.31/30.29  																																																										| Instantiating formula (29) with e3, e1, e3, e1 and discharging atoms op(e3, e1) = e3, op(e3, e1) = e1, yields:
% 65.31/30.29  																																																										| (455) e3 = e1
% 65.31/30.29  																																																										|
% 65.31/30.29  																																																										| Instantiating formula (29) with e2, e1, e2, e4 and discharging atoms op(e2, e1) = e4, op(e2, e1) = e2, yields:
% 65.31/30.29  																																																										| (323) e4 = e2
% 65.31/30.29  																																																										|
% 65.31/30.29  																																																										| Instantiating formula (29) with e1, e4, e4, e0 and discharging atoms op(e1, e4) = e4, op(e1, e4) = e0, yields:
% 65.31/30.29  																																																										| (397) e4 = e0
% 65.31/30.29  																																																										|
% 65.31/30.29  																																																										| Instantiating formula (29) with e1, e3, e3, e4 and discharging atoms op(e1, e3) = e4, op(e1, e3) = e3, yields:
% 65.31/30.29  																																																										| (425) e4 = e3
% 65.31/30.29  																																																										|
% 65.31/30.29  																																																										| Combining equations (397,323) yields a new equation:
% 65.31/30.29  																																																										| (330) e2 = e0
% 65.31/30.29  																																																										|
% 65.31/30.29  																																																										| Combining equations (425,323) yields a new equation:
% 65.31/30.29  																																																										| (661) e3 = e2
% 65.31/30.29  																																																										|
% 65.31/30.29  																																																										| Simplifying 661 yields:
% 65.31/30.29  																																																										| (662) e3 = e2
% 65.31/30.29  																																																										|
% 65.31/30.29  																																																										| Combining equations (662,455) yields a new equation:
% 65.31/30.29  																																																										| (616) e2 = e1
% 65.31/30.29  																																																										|
% 65.31/30.29  																																																										| Simplifying 616 yields:
% 65.31/30.29  																																																										| (617) e2 = e1
% 65.31/30.29  																																																										|
% 65.31/30.29  																																																										| Combining equations (330,617) yields a new equation:
% 65.31/30.29  																																																										| (431) e1 = e0
% 65.31/30.29  																																																										|
% 65.31/30.29  																																																										| Equations (431) can reduce 233 to:
% 65.31/30.29  																																																										| (266) $false
% 65.31/30.29  																																																										|
% 65.31/30.29  																																																										|-The branch is then unsatisfiable
% 65.31/30.29  																																																									|-Branch two:
% 65.31/30.29  																																																									| (748)  ~ (unit = e1)
% 65.31/30.29  																																																									| (749) unit = e3
% 65.31/30.29  																																																									|
% 65.31/30.29  																																																										| From (749) and (15) follows:
% 65.31/30.29  																																																										| (751) op(e3, e2) = e2
% 65.31/30.29  																																																										|
% 65.31/30.29  																																																										| From (749) and (32) follows:
% 65.31/30.29  																																																										| (5793) op(e2, e3) = e2
% 65.31/30.29  																																																										|
% 65.31/30.29  																																																										| From (749) and (28) follows:
% 65.31/30.29  																																																										| (2235) op(e1, e3) = e1
% 65.31/30.29  																																																										|
% 65.31/30.29  																																																										| Instantiating formula (29) with e3, e2, e2, e4 and discharging atoms op(e3, e2) = e4, op(e3, e2) = e2, yields:
% 65.31/30.29  																																																										| (323) e4 = e2
% 65.31/30.29  																																																										|
% 65.31/30.29  																																																										| Instantiating formula (29) with e2, e3, e2, e0 and discharging atoms op(e2, e3) = e2, op(e2, e3) = e0, yields:
% 65.31/30.29  																																																										| (330) e2 = e0
% 65.31/30.29  																																																										|
% 65.31/30.29  																																																										| Instantiating formula (29) with e1, e3, e1, e4 and discharging atoms op(e1, e3) = e4, op(e1, e3) = e1, yields:
% 65.31/30.29  																																																										| (630) e4 = e1
% 65.31/30.29  																																																										|
% 65.31/30.29  																																																										| Combining equations (630,323) yields a new equation:
% 65.31/30.29  																																																										| (617) e2 = e1
% 65.31/30.29  																																																										|
% 65.31/30.29  																																																										| Combining equations (617,330) yields a new equation:
% 65.31/30.29  																																																										| (546) e1 = e0
% 65.31/30.29  																																																										|
% 65.31/30.29  																																																										| Simplifying 546 yields:
% 65.31/30.29  																																																										| (431) e1 = e0
% 65.31/30.29  																																																										|
% 65.31/30.29  																																																										| Equations (431) can reduce 233 to:
% 65.31/30.29  																																																										| (266) $false
% 65.31/30.29  																																																										|
% 65.31/30.29  																																																										|-The branch is then unsatisfiable
% 65.31/30.29  																																																			|-Branch two:
% 65.31/30.29  																																																			| (447)  ~ (all_0_40_40 = e4)
% 65.31/30.29  																																																			| (2271) all_0_44_44 = e4 | all_0_49_49 = e4 | all_0_53_53 = e4 | all_0_58_58 = e4
% 65.31/30.29  																																																			|
% 65.31/30.29  																																																				+-Applying beta-rule and splitting (316), into two cases.
% 65.31/30.29  																																																				|-Branch one:
% 65.31/30.29  																																																				| (1378) all_0_40_40 = e4
% 65.31/30.29  																																																				|
% 65.31/30.29  																																																					| Equations (1378) can reduce 447 to:
% 65.31/30.29  																																																					| (266) $false
% 65.31/30.29  																																																					|
% 65.31/30.29  																																																					|-The branch is then unsatisfiable
% 65.31/30.29  																																																				|-Branch two:
% 65.31/30.29  																																																				| (447)  ~ (all_0_40_40 = e4)
% 65.31/30.29  																																																				| (485) all_0_40_40 = e0
% 65.31/30.29  																																																				|
% 65.31/30.29  																																																					| Equations (485) can reduce 1401 to:
% 65.31/30.29  																																																					| (266) $false
% 65.31/30.29  																																																					|
% 65.31/30.29  																																																					|-The branch is then unsatisfiable
% 65.31/30.29  																																																	|-Branch two:
% 65.31/30.29  																																																	| (1890)  ~ (all_0_42_42 = e4)
% 65.31/30.29  																																																	| (1969) all_0_42_42 = e3 | all_0_42_42 = e1 | all_0_42_42 = e0
% 65.31/30.29  																																																	|
% 65.31/30.29  																																																		+-Applying beta-rule and splitting (165), into two cases.
% 65.31/30.29  																																																		|-Branch one:
% 65.31/30.29  																																																		| (794) all_0_41_41 = e0
% 65.31/30.29  																																																		|
% 65.31/30.29  																																																			| Combining equations (794,403) yields a new equation:
% 65.31/30.29  																																																			| (676) e3 = e0
% 65.31/30.29  																																																			|
% 65.31/30.29  																																																			| Equations (676) can reduce 80 to:
% 65.31/30.29  																																																			| (266) $false
% 65.31/30.29  																																																			|
% 65.31/30.29  																																																			|-The branch is then unsatisfiable
% 65.31/30.29  																																																		|-Branch two:
% 65.31/30.29  																																																		| (357)  ~ (all_0_41_41 = e0)
% 65.31/30.29  																																																		| (6761) all_0_42_42 = e0 | all_0_43_43 = e0 | all_0_44_44 = e0
% 65.31/30.29  																																																		|
% 65.31/30.29  																																																			+-Applying beta-rule and splitting (316), into two cases.
% 65.31/30.29  																																																			|-Branch one:
% 65.31/30.29  																																																			| (1378) all_0_40_40 = e4
% 65.31/30.29  																																																			|
% 65.31/30.29  																																																				| Equations (1378) can reduce 143 to:
% 65.31/30.29  																																																				| (1903)  ~ (all_0_44_44 = e4)
% 65.31/30.29  																																																				|
% 65.31/30.29  																																																				| Simplifying 1903 yields:
% 65.31/30.29  																																																				| (1390)  ~ (all_0_44_44 = e4)
% 65.31/30.29  																																																				|
% 65.31/30.29  																																																				| Equations (1378) can reduce 132 to:
% 65.31/30.29  																																																				| (110)  ~ (e4 = e1)
% 65.31/30.29  																																																				|
% 65.31/30.29  																																																				+-Applying beta-rule and splitting (26), into two cases.
% 65.31/30.29  																																																				|-Branch one:
% 65.31/30.29  																																																				| (446) all_0_44_44 = e4
% 65.31/30.29  																																																				|
% 65.31/30.29  																																																					| Equations (446) can reduce 1390 to:
% 65.31/30.29  																																																					| (266) $false
% 65.31/30.29  																																																					|
% 65.31/30.29  																																																					|-The branch is then unsatisfiable
% 65.31/30.29  																																																				|-Branch two:
% 65.31/30.29  																																																				| (1390)  ~ (all_0_44_44 = e4)
% 65.31/30.29  																																																				| (1391) all_0_44_44 = e3 | all_0_44_44 = e1 | all_0_44_44 = e0
% 65.31/30.29  																																																				|
% 65.31/30.29  																																																					+-Applying beta-rule and splitting (6761), into two cases.
% 65.31/30.29  																																																					|-Branch one:
% 65.31/30.29  																																																					| (559) all_0_42_42 = e0
% 65.31/30.29  																																																					|
% 65.31/30.29  																																																						| Equations (559) can reduce 358 to:
% 65.31/30.29  																																																						| (266) $false
% 65.31/30.29  																																																						|
% 65.31/30.29  																																																						|-The branch is then unsatisfiable
% 65.31/30.29  																																																					|-Branch two:
% 65.31/30.29  																																																					| (358)  ~ (all_0_42_42 = e0)
% 65.31/30.29  																																																					| (6766) all_0_43_43 = e0 | all_0_44_44 = e0
% 65.31/30.29  																																																					|
% 65.31/30.29  																																																						+-Applying beta-rule and splitting (441), into two cases.
% 65.31/30.29  																																																						|-Branch one:
% 65.31/30.29  																																																						| (1392) all_0_42_42 = e4
% 65.31/30.29  																																																						|
% 65.31/30.29  																																																							| Equations (1392) can reduce 1890 to:
% 65.31/30.29  																																																							| (266) $false
% 65.31/30.29  																																																							|
% 65.31/30.29  																																																							|-The branch is then unsatisfiable
% 65.31/30.29  																																																						|-Branch two:
% 65.31/30.29  																																																						| (1890)  ~ (all_0_42_42 = e4)
% 65.31/30.29  																																																						| (1891) all_0_43_43 = e4 | all_0_44_44 = e4
% 65.31/30.29  																																																						|
% 65.31/30.29  																																																							+-Applying beta-rule and splitting (6766), into two cases.
% 65.31/30.29  																																																							|-Branch one:
% 65.31/30.29  																																																							| (356) all_0_43_43 = e0
% 65.31/30.29  																																																							|
% 65.31/30.29  																																																								| Combining equations (356,430) yields a new equation:
% 65.31/30.29  																																																								| (431) e1 = e0
% 65.31/30.29  																																																								|
% 65.31/30.29  																																																								| Equations (431) can reduce 233 to:
% 65.31/30.29  																																																								| (266) $false
% 65.31/30.29  																																																								|
% 65.31/30.29  																																																								|-The branch is then unsatisfiable
% 65.31/30.29  																																																							|-Branch two:
% 65.31/30.29  																																																							| (5470)  ~ (all_0_43_43 = e0)
% 65.31/30.29  																																																							| (1414) all_0_44_44 = e0
% 65.31/30.29  																																																							|
% 65.31/30.29  																																																								| Equations (1414) can reduce 1390 to:
% 65.31/30.29  																																																								| (401)  ~ (e4 = e0)
% 65.31/30.29  																																																								|
% 65.31/30.29  																																																								| Simplifying 401 yields:
% 65.31/30.29  																																																								| (49)  ~ (e4 = e0)
% 65.31/30.29  																																																								|
% 65.31/30.29  																																																								+-Applying beta-rule and splitting (1891), into two cases.
% 65.31/30.29  																																																								|-Branch one:
% 65.31/30.29  																																																								| (396) all_0_43_43 = e4
% 65.31/30.29  																																																								|
% 65.31/30.29  																																																									| Combining equations (396,430) yields a new equation:
% 65.31/30.29  																																																									| (636) e4 = e1
% 65.31/30.29  																																																									|
% 65.31/30.29  																																																									| Simplifying 636 yields:
% 65.31/30.29  																																																									| (630) e4 = e1
% 65.31/30.29  																																																									|
% 65.31/30.29  																																																									| Equations (630) can reduce 110 to:
% 65.31/30.29  																																																									| (266) $false
% 65.31/30.29  																																																									|
% 65.31/30.29  																																																									|-The branch is then unsatisfiable
% 65.31/30.29  																																																								|-Branch two:
% 65.31/30.29  																																																								| (399)  ~ (all_0_43_43 = e4)
% 65.31/30.29  																																																								| (446) all_0_44_44 = e4
% 65.31/30.29  																																																								|
% 65.31/30.29  																																																									| Combining equations (446,1414) yields a new equation:
% 65.31/30.29  																																																									| (481) e4 = e0
% 65.31/30.29  																																																									|
% 65.31/30.29  																																																									| Simplifying 481 yields:
% 65.31/30.29  																																																									| (397) e4 = e0
% 65.31/30.29  																																																									|
% 65.31/30.29  																																																									| Equations (397) can reduce 49 to:
% 65.31/30.29  																																																									| (266) $false
% 65.31/30.29  																																																									|
% 65.31/30.29  																																																									|-The branch is then unsatisfiable
% 65.31/30.30  																																																			|-Branch two:
% 65.31/30.30  																																																			| (447)  ~ (all_0_40_40 = e4)
% 65.31/30.30  																																																			| (485) all_0_40_40 = e0
% 65.31/30.30  																																																			|
% 65.31/30.30  																																																				| Equations (485) can reduce 1401 to:
% 65.31/30.30  																																																				| (266) $false
% 65.31/30.30  																																																				|
% 65.31/30.30  																																																				|-The branch is then unsatisfiable
% 65.31/30.30  																																															|-Branch two:
% 65.31/30.30  																																															| (484)  ~ (all_0_39_39 = e0)
% 65.31/30.30  																																															| (558) all_0_42_42 = e0 | all_0_47_47 = e0 | all_0_56_56 = e0
% 65.31/30.30  																																															|
% 65.31/30.30  																																																+-Applying beta-rule and splitting (320), into two cases.
% 65.31/30.30  																																																|-Branch one:
% 65.31/30.30  																																																| (471) all_0_39_39 = e4
% 65.31/30.30  																																																|
% 65.31/30.30  																																																	| Equations (471) can reduce 176 to:
% 65.31/30.30  																																																	| (7398)  ~ (all_0_40_40 = e4)
% 65.31/30.30  																																																	|
% 65.31/30.30  																																																	| Simplifying 7398 yields:
% 65.31/30.30  																																																	| (447)  ~ (all_0_40_40 = e4)
% 65.31/30.30  																																																	|
% 65.31/30.30  																																																	| Equations (471) can reduce 145 to:
% 65.31/30.30  																																																	| (1901)  ~ (all_0_42_42 = e4)
% 65.31/30.30  																																																	|
% 65.31/30.30  																																																	| Simplifying 1901 yields:
% 65.31/30.30  																																																	| (1890)  ~ (all_0_42_42 = e4)
% 65.31/30.30  																																																	|
% 65.31/30.30  																																																	| Equations (471) can reduce 246 to:
% 65.31/30.30  																																																	| (188)  ~ (e4 = e3)
% 65.31/30.30  																																																	|
% 65.31/30.30  																																																	| Equations (471) can reduce 294 to:
% 65.31/30.30  																																																	| (48)  ~ (e4 = e2)
% 65.31/30.30  																																																	|
% 65.31/30.30  																																																	| Equations (471) can reduce 151 to:
% 65.31/30.30  																																																	| (110)  ~ (e4 = e1)
% 65.31/30.30  																																																	|
% 65.31/30.30  																																																	| Equations (471) can reduce 484 to:
% 65.31/30.30  																																																	| (49)  ~ (e4 = e0)
% 65.31/30.30  																																																	|
% 65.31/30.30  																																																	| From (471) and (14) follows:
% 65.31/30.30  																																																	| (4284) op(e4, e2) = e4
% 65.31/30.30  																																																	|
% 65.31/30.30  																																																	+-Applying beta-rule and splitting (150), into two cases.
% 65.31/30.30  																																																	|-Branch one:
% 65.31/30.30  																																																	| (1378) all_0_40_40 = e4
% 65.31/30.30  																																																	|
% 65.31/30.30  																																																		| Equations (1378) can reduce 447 to:
% 65.31/30.30  																																																		| (266) $false
% 65.31/30.30  																																																		|
% 65.31/30.30  																																																		|-The branch is then unsatisfiable
% 65.31/30.30  																																																	|-Branch two:
% 65.31/30.30  																																																	| (447)  ~ (all_0_40_40 = e4)
% 65.31/30.30  																																																	| (2271) all_0_44_44 = e4 | all_0_49_49 = e4 | all_0_53_53 = e4 | all_0_58_58 = e4
% 65.31/30.30  																																																	|
% 65.31/30.30  																																																		+-Applying beta-rule and splitting (333), into two cases.
% 65.31/30.30  																																																		|-Branch one:
% 65.31/30.30  																																																		| (480) all_0_39_39 = e0
% 65.31/30.30  																																																		|
% 65.31/30.30  																																																			| Combining equations (480,471) yields a new equation:
% 65.31/30.30  																																																			| (397) e4 = e0
% 65.31/30.30  																																																			|
% 65.31/30.30  																																																			| Equations (397) can reduce 49 to:
% 65.31/30.30  																																																			| (266) $false
% 65.31/30.30  																																																			|
% 65.31/30.30  																																																			|-The branch is then unsatisfiable
% 65.31/30.30  																																																		|-Branch two:
% 65.31/30.30  																																																		| (484)  ~ (all_0_39_39 = e0)
% 65.31/30.30  																																																		| (485) all_0_40_40 = e0
% 65.31/30.30  																																																		|
% 65.31/30.30  																																																			| From (485) and (234) follows:
% 65.31/30.30  																																																			| (3072) op(e4, e0) = e0
% 65.31/30.30  																																																			|
% 65.31/30.30  																																																			+-Applying beta-rule and splitting (152), into two cases.
% 65.31/30.30  																																																			|-Branch one:
% 65.31/30.30  																																																			| (1392) all_0_42_42 = e4
% 65.31/30.30  																																																			|
% 65.31/30.30  																																																				| Equations (1392) can reduce 1890 to:
% 65.31/30.30  																																																				| (266) $false
% 65.31/30.30  																																																				|
% 65.31/30.30  																																																				|-The branch is then unsatisfiable
% 65.31/30.30  																																																			|-Branch two:
% 65.31/30.30  																																																			| (1890)  ~ (all_0_42_42 = e4)
% 65.31/30.30  																																																			| (1969) all_0_42_42 = e3 | all_0_42_42 = e1 | all_0_42_42 = e0
% 65.31/30.30  																																																			|
% 65.31/30.30  																																																				+-Applying beta-rule and splitting (26), into two cases.
% 65.31/30.30  																																																				|-Branch one:
% 65.31/30.30  																																																				| (446) all_0_44_44 = e4
% 65.31/30.30  																																																				|
% 65.31/30.30  																																																					| From (446) and (138) follows:
% 65.31/30.30  																																																					| (4646) op(e3, e0) = e4
% 65.31/30.30  																																																					|
% 65.31/30.30  																																																					+-Applying beta-rule and splitting (1969), into two cases.
% 65.31/30.30  																																																					|-Branch one:
% 65.31/30.30  																																																					| (559) all_0_42_42 = e0
% 65.31/30.30  																																																					|
% 65.31/30.30  																																																						| Equations (559) can reduce 1380 to:
% 65.31/30.30  																																																						| (435)  ~ (e1 = e0)
% 65.31/30.30  																																																						|
% 65.31/30.30  																																																						| Simplifying 435 yields:
% 65.31/30.30  																																																						| (233)  ~ (e1 = e0)
% 65.31/30.30  																																																						|
% 65.31/30.30  																																																						+-Applying beta-rule and splitting (56), into two cases.
% 65.31/30.30  																																																						|-Branch one:
% 65.31/30.30  																																																						| (696) unit = e2
% 65.31/30.30  																																																						|
% 65.31/30.30  																																																							| From (696) and (32) follows:
% 65.31/30.30  																																																							| (698) op(e2, e2) = e2
% 65.31/30.30  																																																							|
% 65.31/30.30  																																																							| From (696) and (42) follows:
% 65.31/30.30  																																																							| (1613) op(e0, e2) = e0
% 65.31/30.30  																																																							|
% 65.31/30.30  																																																							| Instantiating formula (29) with e2, e2, e2, e1 and discharging atoms op(e2, e2) = e2, op(e2, e2) = e1, yields:
% 65.31/30.30  																																																							| (617) e2 = e1
% 65.31/30.30  																																																							|
% 65.31/30.30  																																																							| Instantiating formula (29) with e0, e2, e0, e2 and discharging atoms op(e0, e2) = e2, op(e0, e2) = e0, yields:
% 65.31/30.30  																																																							| (330) e2 = e0
% 65.31/30.30  																																																							|
% 65.31/30.30  																																																							| Combining equations (617,330) yields a new equation:
% 65.31/30.30  																																																							| (546) e1 = e0
% 65.31/30.30  																																																							|
% 65.31/30.30  																																																							| Simplifying 546 yields:
% 65.31/30.30  																																																							| (431) e1 = e0
% 65.31/30.30  																																																							|
% 65.31/30.30  																																																							| Equations (431) can reduce 233 to:
% 65.31/30.30  																																																							| (266) $false
% 65.31/30.30  																																																							|
% 65.31/30.30  																																																							|-The branch is then unsatisfiable
% 65.31/30.30  																																																						|-Branch two:
% 65.31/30.30  																																																						| (707)  ~ (unit = e2)
% 65.31/30.30  																																																						| (708) unit = e4 | unit = e3 | unit = e1 | unit = e0
% 65.31/30.30  																																																						|
% 65.31/30.30  																																																							+-Applying beta-rule and splitting (708), into two cases.
% 65.31/30.30  																																																							|-Branch one:
% 65.31/30.30  																																																							| (709) unit = e4
% 65.31/30.30  																																																							|
% 65.31/30.30  																																																								| From (709) and (15) follows:
% 65.31/30.30  																																																								| (22188) op(e4, e2) = e2
% 65.31/30.30  																																																								|
% 65.31/30.30  																																																								| From (709) and (211) follows:
% 65.31/30.30  																																																								| (22527) op(e4, e1) = e1
% 65.31/30.30  																																																								|
% 65.31/30.30  																																																								| From (709) and (32) follows:
% 65.31/30.30  																																																								| (712) op(e2, e4) = e2
% 65.31/30.30  																																																								|
% 65.31/30.30  																																																								| From (709) and (42) follows:
% 65.31/30.30  																																																								| (713) op(e0, e4) = e0
% 65.31/30.30  																																																								|
% 65.31/30.30  																																																								| Instantiating formula (29) with e4, e2, e2, e4 and discharging atoms op(e4, e2) = e4, op(e4, e2) = e2, yields:
% 65.31/30.30  																																																								| (323) e4 = e2
% 65.31/30.30  																																																								|
% 65.31/30.30  																																																								| Instantiating formula (29) with e4, e1, e1, e3 and discharging atoms op(e4, e1) = e3, op(e4, e1) = e1, yields:
% 65.31/30.30  																																																								| (455) e3 = e1
% 65.31/30.30  																																																								|
% 65.31/30.30  																																																								| Instantiating formula (29) with e2, e4, e2, e3 and discharging atoms op(e2, e4) = e3, op(e2, e4) = e2, yields:
% 65.31/30.30  																																																								| (662) e3 = e2
% 65.31/30.30  																																																								|
% 65.31/30.30  																																																								| Instantiating formula (29) with e0, e4, e0, e4 and discharging atoms op(e0, e4) = e4, op(e0, e4) = e0, yields:
% 65.31/30.30  																																																								| (397) e4 = e0
% 65.31/30.30  																																																								|
% 65.31/30.30  																																																								| Combining equations (323,397) yields a new equation:
% 65.31/30.30  																																																								| (391) e2 = e0
% 65.31/30.30  																																																								|
% 65.31/30.30  																																																								| Simplifying 391 yields:
% 65.31/30.30  																																																								| (330) e2 = e0
% 65.31/30.30  																																																								|
% 65.31/30.30  																																																								| Combining equations (455,662) yields a new equation:
% 65.31/30.30  																																																								| (617) e2 = e1
% 65.31/30.30  																																																								|
% 65.31/30.30  																																																								| Combining equations (617,330) yields a new equation:
% 65.31/30.30  																																																								| (546) e1 = e0
% 65.31/30.30  																																																								|
% 65.31/30.30  																																																								| Simplifying 546 yields:
% 65.31/30.30  																																																								| (431) e1 = e0
% 65.31/30.30  																																																								|
% 65.31/30.30  																																																								| Equations (431) can reduce 233 to:
% 65.31/30.30  																																																								| (266) $false
% 65.31/30.30  																																																								|
% 65.31/30.30  																																																								|-The branch is then unsatisfiable
% 65.31/30.30  																																																							|-Branch two:
% 65.31/30.30  																																																							| (724)  ~ (unit = e4)
% 65.31/30.30  																																																							| (725) unit = e3 | unit = e1 | unit = e0
% 65.31/30.30  																																																							|
% 65.31/30.30  																																																								+-Applying beta-rule and splitting (725), into two cases.
% 65.31/30.30  																																																								|-Branch one:
% 65.31/30.30  																																																								| (726) unit = e0
% 65.31/30.30  																																																								|
% 65.31/30.30  																																																									| From (726) and (24) follows:
% 65.31/30.30  																																																									| (2208) op(e0, e3) = e3
% 65.31/30.30  																																																									|
% 65.31/30.30  																																																									| From (726) and (227) follows:
% 65.31/30.30  																																																									| (3205) op(e4, e0) = e4
% 65.31/30.30  																																																									|
% 65.31/30.30  																																																									| From (726) and (40) follows:
% 65.31/30.30  																																																									| (1639) op(e3, e0) = e3
% 65.31/30.30  																																																									|
% 65.31/30.30  																																																									| Instantiating formula (29) with e4, e0, e4, e0 and discharging atoms op(e4, e0) = e4, op(e4, e0) = e0, yields:
% 65.31/30.30  																																																									| (397) e4 = e0
% 65.31/30.30  																																																									|
% 65.31/30.30  																																																									| Instantiating formula (29) with e3, e0, e3, e4 and discharging atoms op(e3, e0) = e4, op(e3, e0) = e3, yields:
% 65.31/30.30  																																																									| (425) e4 = e3
% 65.31/30.30  																																																									|
% 65.31/30.30  																																																									| Instantiating formula (29) with e0, e3, e3, e1 and discharging atoms op(e0, e3) = e3, op(e0, e3) = e1, yields:
% 65.31/30.30  																																																									| (455) e3 = e1
% 65.31/30.30  																																																									|
% 65.31/30.30  																																																									| Combining equations (397,425) yields a new equation:
% 65.31/30.30  																																																									| (676) e3 = e0
% 65.31/30.30  																																																									|
% 65.31/30.30  																																																									| Combining equations (455,676) yields a new equation:
% 65.31/30.30  																																																									| (546) e1 = e0
% 65.31/30.30  																																																									|
% 65.31/30.30  																																																									| Simplifying 546 yields:
% 65.31/30.30  																																																									| (431) e1 = e0
% 65.31/30.30  																																																									|
% 65.31/30.30  																																																									| Equations (431) can reduce 233 to:
% 65.31/30.30  																																																									| (266) $false
% 65.31/30.30  																																																									|
% 65.31/30.30  																																																									|-The branch is then unsatisfiable
% 65.31/30.30  																																																								|-Branch two:
% 65.31/30.30  																																																								| (734)  ~ (unit = e0)
% 65.31/30.30  																																																								| (735) unit = e3 | unit = e1
% 65.31/30.30  																																																								|
% 65.31/30.30  																																																									+-Applying beta-rule and splitting (735), into two cases.
% 65.31/30.30  																																																									|-Branch one:
% 65.31/30.30  																																																									| (736) unit = e1
% 65.31/30.30  																																																									|
% 65.31/30.30  																																																										| Equations (736) can reduce 734 to:
% 65.31/30.30  																																																										| (233)  ~ (e1 = e0)
% 65.31/30.30  																																																										|
% 65.31/30.30  																																																										| From (736) and (244) follows:
% 65.31/30.30  																																																										| (738) op(e1, e4) = e4
% 65.31/30.30  																																																										|
% 65.31/30.30  																																																										| From (736) and (24) follows:
% 65.31/30.30  																																																										| (1934) op(e1, e3) = e3
% 65.31/30.30  																																																										|
% 65.31/30.30  																																																										| From (736) and (40) follows:
% 65.31/30.30  																																																										| (1652) op(e3, e1) = e3
% 65.31/30.30  																																																										|
% 65.31/30.30  																																																										| From (736) and (32) follows:
% 65.31/30.30  																																																										| (347) op(e2, e1) = e2
% 65.31/30.30  																																																										|
% 65.31/30.30  																																																										| Instantiating formula (29) with e3, e1, e3, e1 and discharging atoms op(e3, e1) = e3, op(e3, e1) = e1, yields:
% 65.31/30.30  																																																										| (455) e3 = e1
% 65.31/30.30  																																																										|
% 65.31/30.30  																																																										| Instantiating formula (29) with e2, e1, e2, e4 and discharging atoms op(e2, e1) = e4, op(e2, e1) = e2, yields:
% 65.31/30.30  																																																										| (323) e4 = e2
% 65.31/30.30  																																																										|
% 65.31/30.30  																																																										| Instantiating formula (29) with e1, e4, e4, e0 and discharging atoms op(e1, e4) = e4, op(e1, e4) = e0, yields:
% 65.31/30.30  																																																										| (397) e4 = e0
% 65.31/30.30  																																																										|
% 65.31/30.30  																																																										| Instantiating formula (29) with e1, e3, e3, e4 and discharging atoms op(e1, e3) = e4, op(e1, e3) = e3, yields:
% 65.31/30.30  																																																										| (425) e4 = e3
% 65.31/30.30  																																																										|
% 65.31/30.30  																																																										| Combining equations (397,323) yields a new equation:
% 65.31/30.30  																																																										| (330) e2 = e0
% 65.31/30.30  																																																										|
% 65.31/30.30  																																																										| Combining equations (425,323) yields a new equation:
% 65.31/30.30  																																																										| (661) e3 = e2
% 65.31/30.30  																																																										|
% 65.31/30.30  																																																										| Simplifying 661 yields:
% 65.31/30.30  																																																										| (662) e3 = e2
% 65.31/30.30  																																																										|
% 65.31/30.30  																																																										| Combining equations (662,455) yields a new equation:
% 65.31/30.30  																																																										| (616) e2 = e1
% 65.31/30.30  																																																										|
% 65.31/30.30  																																																										| Simplifying 616 yields:
% 65.31/30.30  																																																										| (617) e2 = e1
% 65.31/30.30  																																																										|
% 65.31/30.30  																																																										| Combining equations (330,617) yields a new equation:
% 65.31/30.30  																																																										| (431) e1 = e0
% 65.31/30.30  																																																										|
% 65.31/30.30  																																																										| Equations (431) can reduce 233 to:
% 65.31/30.30  																																																										| (266) $false
% 65.31/30.30  																																																										|
% 65.31/30.30  																																																										|-The branch is then unsatisfiable
% 65.31/30.30  																																																									|-Branch two:
% 65.31/30.30  																																																									| (748)  ~ (unit = e1)
% 65.31/30.30  																																																									| (749) unit = e3
% 65.31/30.30  																																																									|
% 65.31/30.30  																																																										| From (749) and (244) follows:
% 65.31/30.30  																																																										| (750) op(e3, e4) = e4
% 65.31/30.30  																																																										|
% 65.31/30.30  																																																										| From (749) and (32) follows:
% 65.31/30.30  																																																										| (5793) op(e2, e3) = e2
% 65.31/30.30  																																																										|
% 65.31/30.30  																																																										| From (749) and (28) follows:
% 65.31/30.30  																																																										| (2235) op(e1, e3) = e1
% 65.31/30.30  																																																										|
% 65.31/30.30  																																																										| Instantiating formula (29) with e3, e4, e4, e2 and discharging atoms op(e3, e4) = e4, op(e3, e4) = e2, yields:
% 65.31/30.30  																																																										| (323) e4 = e2
% 65.31/30.30  																																																										|
% 65.31/30.30  																																																										| Instantiating formula (29) with e2, e3, e2, e0 and discharging atoms op(e2, e3) = e2, op(e2, e3) = e0, yields:
% 65.31/30.30  																																																										| (330) e2 = e0
% 65.31/30.30  																																																										|
% 65.31/30.30  																																																										| Instantiating formula (29) with e1, e3, e1, e4 and discharging atoms op(e1, e3) = e4, op(e1, e3) = e1, yields:
% 65.31/30.30  																																																										| (630) e4 = e1
% 65.31/30.30  																																																										|
% 65.31/30.30  																																																										| Combining equations (323,630) yields a new equation:
% 65.31/30.30  																																																										| (616) e2 = e1
% 65.31/30.30  																																																										|
% 65.31/30.30  																																																										| Simplifying 616 yields:
% 65.31/30.30  																																																										| (617) e2 = e1
% 65.31/30.30  																																																										|
% 65.31/30.30  																																																										| Combining equations (617,330) yields a new equation:
% 65.31/30.30  																																																										| (546) e1 = e0
% 65.31/30.30  																																																										|
% 65.31/30.30  																																																										| Simplifying 546 yields:
% 65.31/30.30  																																																										| (431) e1 = e0
% 65.31/30.30  																																																										|
% 65.31/30.30  																																																										| Equations (431) can reduce 233 to:
% 65.31/30.30  																																																										| (266) $false
% 65.31/30.30  																																																										|
% 65.31/30.30  																																																										|-The branch is then unsatisfiable
% 65.31/30.30  																																																					|-Branch two:
% 65.31/30.30  																																																					| (358)  ~ (all_0_42_42 = e0)
% 65.31/30.30  																																																					| (2510) all_0_42_42 = e3 | all_0_42_42 = e1
% 65.31/30.30  																																																					|
% 65.31/30.30  																																																						+-Applying beta-rule and splitting (2510), into two cases.
% 65.31/30.30  																																																						|-Branch one:
% 65.31/30.30  																																																						| (459) all_0_42_42 = e1
% 65.31/30.30  																																																						|
% 65.31/30.30  																																																							| Equations (459) can reduce 1380 to:
% 65.31/30.30  																																																							| (266) $false
% 65.31/30.30  																																																							|
% 65.31/30.30  																																																							|-The branch is then unsatisfiable
% 65.31/30.30  																																																						|-Branch two:
% 65.31/30.30  																																																						| (1380)  ~ (all_0_42_42 = e1)
% 65.31/30.30  																																																						| (516) all_0_42_42 = e3
% 65.31/30.30  																																																						|
% 65.31/30.30  																																																							| Equations (516) can reduce 405 to:
% 65.31/30.30  																																																							| (266) $false
% 65.31/30.30  																																																							|
% 65.31/30.30  																																																							|-The branch is then unsatisfiable
% 65.31/30.30  																																																				|-Branch two:
% 65.31/30.30  																																																				| (1390)  ~ (all_0_44_44 = e4)
% 65.31/30.30  																																																				| (1391) all_0_44_44 = e3 | all_0_44_44 = e1 | all_0_44_44 = e0
% 65.31/30.30  																																																				|
% 65.31/30.30  																																																					+-Applying beta-rule and splitting (2271), into two cases.
% 65.31/30.30  																																																					|-Branch one:
% 65.31/30.30  																																																					| (446) all_0_44_44 = e4
% 65.31/30.30  																																																					|
% 65.31/30.30  																																																						| Equations (446) can reduce 1390 to:
% 65.31/30.30  																																																						| (266) $false
% 65.31/30.30  																																																						|
% 65.31/30.30  																																																						|-The branch is then unsatisfiable
% 65.31/30.30  																																																					|-Branch two:
% 65.31/30.30  																																																					| (1390)  ~ (all_0_44_44 = e4)
% 65.31/30.30  																																																					| (7998) all_0_49_49 = e4 | all_0_53_53 = e4 | all_0_58_58 = e4
% 65.31/30.30  																																																					|
% 65.31/30.30  																																																						+-Applying beta-rule and splitting (7998), into two cases.
% 65.31/30.30  																																																						|-Branch one:
% 65.31/30.30  																																																						| (974) all_0_49_49 = e4
% 65.31/30.30  																																																						|
% 65.31/30.30  																																																							| Combining equations (583,974) yields a new equation:
% 65.31/30.30  																																																							| (323) e4 = e2
% 65.31/30.30  																																																							|
% 65.31/30.30  																																																							| Equations (323) can reduce 48 to:
% 65.31/30.30  																																																							| (266) $false
% 65.31/30.30  																																																							|
% 65.31/30.30  																																																							|-The branch is then unsatisfiable
% 65.31/30.30  																																																						|-Branch two:
% 65.31/30.30  																																																						| (256)  ~ (all_0_49_49 = e4)
% 65.31/30.30  																																																						| (8013) all_0_53_53 = e4 | all_0_58_58 = e4
% 65.31/30.30  																																																						|
% 65.31/30.30  																																																							+-Applying beta-rule and splitting (8013), into two cases.
% 65.31/30.30  																																																							|-Branch one:
% 65.31/30.30  																																																							| (1298) all_0_53_53 = e4
% 65.31/30.30  																																																							|
% 65.31/30.30  																																																								| Combining equations (1298,1208) yields a new equation:
% 65.31/30.30  																																																								| (636) e4 = e1
% 65.31/30.30  																																																								|
% 65.31/30.30  																																																								| Simplifying 636 yields:
% 65.31/30.30  																																																								| (630) e4 = e1
% 65.31/30.30  																																																								|
% 65.31/30.30  																																																								| Equations (630) can reduce 110 to:
% 65.31/30.30  																																																								| (266) $false
% 65.31/30.30  																																																								|
% 65.31/30.30  																																																								|-The branch is then unsatisfiable
% 65.31/30.30  																																																							|-Branch two:
% 65.31/30.30  																																																							| (1453)  ~ (all_0_53_53 = e4)
% 65.31/30.30  																																																							| (910) all_0_58_58 = e4
% 65.31/30.30  																																																							|
% 65.31/30.30  																																																								| Combining equations (795,910) yields a new equation:
% 65.31/30.30  																																																								| (425) e4 = e3
% 65.31/30.30  																																																								|
% 65.31/30.30  																																																								| Equations (425) can reduce 188 to:
% 65.31/30.30  																																																								| (266) $false
% 65.31/30.30  																																																								|
% 65.31/30.30  																																																								|-The branch is then unsatisfiable
% 65.31/30.30  																																																|-Branch two:
% 65.31/30.30  																																																| (1377)  ~ (all_0_39_39 = e4)
% 65.31/30.30  																																																| (480) all_0_39_39 = e0
% 65.31/30.30  																																																|
% 65.31/30.30  																																																	| Equations (480) can reduce 484 to:
% 65.31/30.30  																																																	| (266) $false
% 65.31/30.30  																																																	|
% 65.31/30.30  																																																	|-The branch is then unsatisfiable
% 65.31/30.30  																																													|-Branch two:
% 65.31/30.31  																																													| (566)  ~ (all_0_50_50 = e4)
% 65.31/30.31  																																													| (1444) all_0_50_50 = e3 | all_0_50_50 = e1
% 65.31/30.31  																																													|
% 65.31/30.31  																																														+-Applying beta-rule and splitting (231), into two cases.
% 65.31/30.31  																																														|-Branch one:
% 65.31/30.31  																																														| (775) all_0_50_50 = e4
% 65.31/30.31  																																														|
% 65.31/30.31  																																															| Equations (775) can reduce 566 to:
% 65.31/30.31  																																															| (266) $false
% 65.31/30.31  																																															|
% 65.31/30.31  																																															|-The branch is then unsatisfiable
% 65.31/30.31  																																														|-Branch two:
% 65.31/30.31  																																														| (566)  ~ (all_0_50_50 = e4)
% 65.31/30.31  																																														| (1071) all_0_51_51 = e4 | all_0_52_52 = e4 | all_0_53_53 = e4
% 65.31/30.31  																																														|
% 65.31/30.31  																																															+-Applying beta-rule and splitting (62), into two cases.
% 65.31/30.31  																																															|-Branch one:
% 65.31/30.31  																																															| (321) all_0_38_38 = e4
% 65.31/30.31  																																															|
% 65.31/30.31  																																																| Combining equations (321,292) yields a new equation:
% 65.31/30.31  																																																| (322) e4 = e2
% 65.31/30.31  																																																|
% 65.31/30.31  																																																| Simplifying 322 yields:
% 65.31/30.31  																																																| (323) e4 = e2
% 65.31/30.31  																																																|
% 65.31/30.31  																																																| Equations (323) can reduce 48 to:
% 65.31/30.31  																																																| (266) $false
% 65.31/30.31  																																																|
% 65.31/30.31  																																																|-The branch is then unsatisfiable
% 65.31/30.31  																																															|-Branch two:
% 65.31/30.31  																																															| (325)  ~ (all_0_38_38 = e4)
% 65.31/30.31  																																															| (582) all_0_41_41 = e4 | all_0_46_46 = e4 | all_0_50_50 = e4 | all_0_55_55 = e4
% 65.31/30.31  																																															|
% 65.31/30.31  																																																+-Applying beta-rule and splitting (582), into two cases.
% 65.31/30.31  																																																|-Branch one:
% 65.31/30.31  																																																| (437) all_0_41_41 = e4
% 65.31/30.31  																																																|
% 65.31/30.31  																																																	| Combining equations (403,437) yields a new equation:
% 65.31/30.31  																																																	| (425) e4 = e3
% 65.31/30.31  																																																	|
% 65.31/30.31  																																																	| Equations (425) can reduce 188 to:
% 65.31/30.31  																																																	| (266) $false
% 65.31/30.31  																																																	|
% 65.31/30.31  																																																	|-The branch is then unsatisfiable
% 65.31/30.31  																																																|-Branch two:
% 65.31/30.31  																																																| (440)  ~ (all_0_41_41 = e4)
% 65.31/30.31  																																																| (769) all_0_46_46 = e4 | all_0_50_50 = e4 | all_0_55_55 = e4
% 65.31/30.31  																																																|
% 65.31/30.31  																																																	+-Applying beta-rule and splitting (769), into two cases.
% 65.31/30.31  																																																	|-Branch one:
% 65.31/30.31  																																																	| (770) all_0_46_46 = e4
% 65.31/30.31  																																																	|
% 65.31/30.31  																																																		| Combining equations (538,770) yields a new equation:
% 65.31/30.31  																																																		| (397) e4 = e0
% 65.31/30.31  																																																		|
% 65.31/30.31  																																																		| Equations (397) can reduce 49 to:
% 65.31/30.31  																																																		| (266) $false
% 65.31/30.31  																																																		|
% 65.31/30.31  																																																		|-The branch is then unsatisfiable
% 65.31/30.31  																																																	|-Branch two:
% 65.31/30.31  																																																	| (250)  ~ (all_0_46_46 = e4)
% 65.31/30.31  																																																	| (774) all_0_50_50 = e4 | all_0_55_55 = e4
% 65.31/30.31  																																																	|
% 65.31/30.31  																																																		+-Applying beta-rule and splitting (774), into two cases.
% 65.31/30.31  																																																		|-Branch one:
% 65.31/30.31  																																																		| (775) all_0_50_50 = e4
% 65.31/30.31  																																																		|
% 65.31/30.31  																																																			| Equations (775) can reduce 566 to:
% 65.31/30.31  																																																			| (266) $false
% 65.31/30.31  																																																			|
% 65.31/30.31  																																																			|-The branch is then unsatisfiable
% 65.31/30.31  																																																		|-Branch two:
% 65.31/30.31  																																																		| (566)  ~ (all_0_50_50 = e4)
% 65.31/30.31  																																																		| (587) all_0_55_55 = e4
% 65.31/30.31  																																																		|
% 65.31/30.31  																																																			| Combining equations (629,587) yields a new equation:
% 65.31/30.31  																																																			| (630) e4 = e1
% 65.31/30.31  																																																			|
% 65.31/30.31  																																																			| Equations (630) can reduce 110 to:
% 65.31/30.31  																																																			| (266) $false
% 65.31/30.31  																																																			|
% 65.31/30.31  																																																			|-The branch is then unsatisfiable
% 65.31/30.31  																																												|-Branch two:
% 65.31/30.31  																																												| (664)  ~ (all_0_51_51 = e3)
% 65.31/30.31  																																												| (665) all_0_53_53 = e3
% 65.31/30.31  																																												|
% 65.31/30.31  																																													| Combining equations (665,1208) yields a new equation:
% 65.31/30.31  																																													| (454) e3 = e1
% 65.31/30.31  																																													|
% 65.31/30.31  																																													| Simplifying 454 yields:
% 65.31/30.31  																																													| (455) e3 = e1
% 65.31/30.31  																																													|
% 65.31/30.31  																																													| Equations (455) can reduce 213 to:
% 65.31/30.31  																																													| (266) $false
% 65.31/30.31  																																													|
% 65.31/30.31  																																													|-The branch is then unsatisfiable
% 65.31/30.31  																																											|-Branch two:
% 65.31/30.31  																																											| (511)  ~ (all_0_56_56 = e2)
% 65.31/30.31  																																											| (836) all_0_56_56 = e4 | all_0_56_56 = e3 | all_0_56_56 = e1 | all_0_56_56 = e0
% 65.31/30.31  																																											|
% 65.31/30.31  																																												+-Applying beta-rule and splitting (389), into two cases.
% 65.31/30.31  																																												|-Branch one:
% 65.31/30.31  																																												| (833) all_0_56_56 = e2
% 65.31/30.31  																																												|
% 65.31/30.31  																																													| Equations (833) can reduce 511 to:
% 65.31/30.31  																																													| (266) $false
% 65.31/30.31  																																													|
% 65.31/30.31  																																													|-The branch is then unsatisfiable
% 65.31/30.31  																																												|-Branch two:
% 65.31/30.31  																																												| (511)  ~ (all_0_56_56 = e2)
% 65.31/30.31  																																												| (1709) all_0_57_57 = e2 | all_0_58_58 = e2
% 65.31/30.31  																																												|
% 65.31/30.31  																																													+-Applying beta-rule and splitting (418), into two cases.
% 65.31/30.31  																																													|-Branch one:
% 65.31/30.31  																																													| (660) all_0_51_51 = e3
% 65.31/30.31  																																													|
% 65.31/30.31  																																														| Equations (660) can reduce 1099 to:
% 65.31/30.31  																																														| (212)  ~ (e3 = e2)
% 65.31/30.31  																																														|
% 65.31/30.31  																																														+-Applying beta-rule and splitting (1709), into two cases.
% 65.31/30.31  																																														|-Branch one:
% 65.31/30.31  																																														| (442) all_0_57_57 = e2
% 65.31/30.31  																																														|
% 65.31/30.31  																																															| Combining equations (442,875) yields a new equation:
% 65.31/30.31  																																															| (391) e2 = e0
% 65.31/30.31  																																															|
% 65.31/30.31  																																															| Simplifying 391 yields:
% 65.31/30.31  																																															| (330) e2 = e0
% 65.31/30.31  																																															|
% 65.31/30.31  																																															| Equations (330) can reduce 128 to:
% 65.31/30.31  																																															| (266) $false
% 65.31/30.31  																																															|
% 65.31/30.31  																																															|-The branch is then unsatisfiable
% 65.31/30.31  																																														|-Branch two:
% 65.31/30.31  																																														| (344)  ~ (all_0_57_57 = e2)
% 65.31/30.31  																																														| (624) all_0_58_58 = e2
% 65.31/30.31  																																														|
% 65.31/30.31  																																															| Combining equations (795,624) yields a new equation:
% 65.31/30.31  																																															| (661) e3 = e2
% 65.31/30.31  																																															|
% 65.31/30.31  																																															| Simplifying 661 yields:
% 65.31/30.31  																																															| (662) e3 = e2
% 65.31/30.31  																																															|
% 65.31/30.31  																																															| Equations (662) can reduce 212 to:
% 65.31/30.31  																																															| (266) $false
% 65.31/30.31  																																															|
% 65.31/30.31  																																															|-The branch is then unsatisfiable
% 65.31/30.31  																																													|-Branch two:
% 65.31/30.31  																																													| (664)  ~ (all_0_51_51 = e3)
% 65.31/30.31  																																													| (665) all_0_53_53 = e3
% 65.31/30.31  																																													|
% 65.31/30.31  																																														| Combining equations (1208,665) yields a new equation:
% 65.31/30.31  																																														| (455) e3 = e1
% 65.31/30.31  																																														|
% 65.31/30.31  																																														| Equations (455) can reduce 213 to:
% 65.31/30.31  																																														| (266) $false
% 65.31/30.31  																																														|
% 65.31/30.31  																																														|-The branch is then unsatisfiable
% 65.31/30.31  																																			|-Branch two:
% 65.31/30.31  																																			| (340)  ~ (all_0_49_49 = e2)
% 65.31/30.31  																																			| (586) all_0_49_49 = e4 | all_0_49_49 = e3 | all_0_49_49 = e1 | all_0_49_49 = e0
% 65.31/30.31  																																			|
% 65.31/30.31  																																				+-Applying beta-rule and splitting (377), into two cases.
% 65.31/30.31  																																				|-Branch one:
% 65.31/30.31  																																				| (583) all_0_49_49 = e2
% 65.31/30.31  																																				|
% 65.31/30.31  																																					| Equations (583) can reduce 340 to:
% 65.31/30.31  																																					| (266) $false
% 65.31/30.31  																																					|
% 65.31/30.31  																																					|-The branch is then unsatisfiable
% 65.31/30.31  																																				|-Branch two:
% 65.31/30.31  																																				| (340)  ~ (all_0_49_49 = e2)
% 65.31/30.31  																																				| (614) all_0_53_53 = e2 | all_0_58_58 = e2
% 65.31/30.31  																																				|
% 65.31/30.31  																																					+-Applying beta-rule and splitting (614), into two cases.
% 65.31/30.31  																																					|-Branch one:
% 65.31/30.31  																																					| (607) all_0_53_53 = e2
% 65.31/30.31  																																					|
% 65.31/30.31  																																						| Equations (607) can reduce 509 to:
% 65.31/30.31  																																						| (266) $false
% 65.31/30.31  																																						|
% 65.31/30.31  																																						|-The branch is then unsatisfiable
% 65.31/30.31  																																					|-Branch two:
% 65.31/30.31  																																					| (509)  ~ (all_0_53_53 = e2)
% 65.31/30.31  																																					| (624) all_0_58_58 = e2
% 65.31/30.31  																																					|
% 65.31/30.31  																																						| Equations (624) can reduce 44 to:
% 65.31/30.31  																																						| (511)  ~ (all_0_56_56 = e2)
% 65.31/30.31  																																						|
% 65.31/30.31  																																						| Equations (624) can reduce 880 to:
% 65.31/30.31  																																						| (122)  ~ (e2 = e1)
% 65.31/30.31  																																						|
% 65.31/30.31  																																						+-Applying beta-rule and splitting (160), into two cases.
% 65.31/30.31  																																						|-Branch one:
% 65.31/30.31  																																						| (601) all_0_50_50 = e1
% 65.31/30.31  																																						|
% 65.31/30.31  																																							| Equations (601) can reduce 759 to:
% 65.31/30.31  																																							| (266) $false
% 65.31/30.31  																																							|
% 65.31/30.31  																																							|-The branch is then unsatisfiable
% 65.31/30.31  																																						|-Branch two:
% 65.31/30.31  																																						| (759)  ~ (all_0_50_50 = e1)
% 65.31/30.31  																																						| (1168) all_0_51_51 = e1 | all_0_52_52 = e1 | all_0_53_53 = e1
% 65.31/30.31  																																						|
% 65.31/30.31  																																							+-Applying beta-rule and splitting (133), into two cases.
% 65.31/30.31  																																							|-Branch one:
% 65.31/30.31  																																							| (833) all_0_56_56 = e2
% 65.31/30.31  																																							|
% 65.31/30.31  																																								| Equations (833) can reduce 511 to:
% 65.31/30.31  																																								| (266) $false
% 65.31/30.31  																																								|
% 65.31/30.31  																																								|-The branch is then unsatisfiable
% 65.31/30.31  																																							|-Branch two:
% 65.31/30.31  																																							| (511)  ~ (all_0_56_56 = e2)
% 65.31/30.31  																																							| (836) all_0_56_56 = e4 | all_0_56_56 = e3 | all_0_56_56 = e1 | all_0_56_56 = e0
% 65.31/30.31  																																							|
% 65.31/30.31  																																								+-Applying beta-rule and splitting (422), into two cases.
% 65.31/30.31  																																								|-Branch one:
% 65.31/30.31  																																								| (775) all_0_50_50 = e4
% 65.31/30.31  																																								|
% 65.31/30.31  																																									| Equations (775) can reduce 59 to:
% 65.31/30.31  																																									| (474)  ~ (all_0_51_51 = e4)
% 65.31/30.31  																																									|
% 65.31/30.31  																																									| Simplifying 474 yields:
% 65.31/30.31  																																									| (475)  ~ (all_0_51_51 = e4)
% 65.31/30.31  																																									|
% 65.31/30.31  																																									+-Applying beta-rule and splitting (7), into two cases.
% 65.31/30.31  																																									|-Branch one:
% 65.31/30.31  																																									| (504) all_0_51_51 = e2
% 65.31/30.31  																																									|
% 65.31/30.31  																																										| Equations (504) can reduce 1099 to:
% 65.31/30.31  																																										| (266) $false
% 65.31/30.31  																																										|
% 65.31/30.31  																																										|-The branch is then unsatisfiable
% 65.31/30.31  																																									|-Branch two:
% 65.31/30.31  																																									| (1099)  ~ (all_0_51_51 = e2)
% 65.31/30.31  																																									| (1100) all_0_51_51 = e4 | all_0_51_51 = e3 | all_0_51_51 = e1
% 65.31/30.31  																																									|
% 65.31/30.31  																																										+-Applying beta-rule and splitting (10171), into two cases.
% 65.31/30.31  																																										|-Branch one:
% 65.31/30.31  																																										| (1105) all_0_47_47 = e2
% 65.31/30.31  																																										|
% 65.31/30.31  																																											| Combining equations (654,1105) yields a new equation:
% 65.31/30.31  																																											| (617) e2 = e1
% 65.31/30.31  																																											|
% 65.31/30.31  																																											| Equations (617) can reduce 122 to:
% 65.31/30.31  																																											| (266) $false
% 65.31/30.31  																																											|
% 65.31/30.31  																																											|-The branch is then unsatisfiable
% 65.31/30.31  																																										|-Branch two:
% 65.31/30.31  																																										| (338)  ~ (all_0_47_47 = e2)
% 65.31/30.31  																																										| (10761) all_0_48_48 = e2 | all_0_49_49 = e2
% 65.31/30.31  																																										|
% 65.31/30.31  																																											| Equations (654) can reduce 338 to:
% 65.31/30.31  																																											| (604)  ~ (e2 = e1)
% 65.31/30.31  																																											|
% 65.31/30.31  																																											| Simplifying 604 yields:
% 65.31/30.31  																																											| (122)  ~ (e2 = e1)
% 65.31/30.31  																																											|
% 65.31/30.31  																																											+-Applying beta-rule and splitting (1100), into two cases.
% 65.31/30.31  																																											|-Branch one:
% 65.31/30.31  																																											| (1101) all_0_51_51 = e4
% 65.31/30.31  																																											|
% 65.31/30.31  																																												| Equations (1101) can reduce 475 to:
% 65.31/30.31  																																												| (266) $false
% 65.31/30.31  																																												|
% 65.31/30.31  																																												|-The branch is then unsatisfiable
% 65.31/30.31  																																											|-Branch two:
% 65.31/30.31  																																											| (475)  ~ (all_0_51_51 = e4)
% 65.31/30.31  																																											| (1104) all_0_51_51 = e3 | all_0_51_51 = e1
% 65.31/30.31  																																											|
% 65.31/30.31  																																												+-Applying beta-rule and splitting (1104), into two cases.
% 65.31/30.31  																																												|-Branch one:
% 65.31/30.31  																																												| (1109) all_0_51_51 = e1
% 65.31/30.31  																																												|
% 65.31/30.31  																																													| Equations (1109) can reduce 464 to:
% 65.31/30.31  																																													| (266) $false
% 65.31/30.31  																																													|
% 65.31/30.31  																																													|-The branch is then unsatisfiable
% 65.31/30.31  																																												|-Branch two:
% 65.31/30.31  																																												| (464)  ~ (all_0_51_51 = e1)
% 65.31/30.31  																																												| (660) all_0_51_51 = e3
% 65.31/30.31  																																												|
% 65.31/30.31  																																													| Equations (660) can reduce 1099 to:
% 65.31/30.31  																																													| (212)  ~ (e3 = e2)
% 65.31/30.31  																																													|
% 65.31/30.31  																																													+-Applying beta-rule and splitting (385), into two cases.
% 65.31/30.31  																																													|-Branch one:
% 65.31/30.31  																																													| (1105) all_0_47_47 = e2
% 65.31/30.31  																																													|
% 65.31/30.31  																																														| Combining equations (654,1105) yields a new equation:
% 65.31/30.31  																																														| (617) e2 = e1
% 65.31/30.31  																																														|
% 65.31/30.31  																																														| Equations (617) can reduce 122 to:
% 65.31/30.31  																																														| (266) $false
% 65.31/30.31  																																														|
% 65.31/30.31  																																														|-The branch is then unsatisfiable
% 65.31/30.31  																																													|-Branch two:
% 65.31/30.31  																																													| (338)  ~ (all_0_47_47 = e2)
% 65.31/30.31  																																													| (1108) all_0_51_51 = e2 | all_0_56_56 = e2
% 65.31/30.31  																																													|
% 65.31/30.31  																																														+-Applying beta-rule and splitting (1108), into two cases.
% 65.31/30.31  																																														|-Branch one:
% 65.31/30.31  																																														| (504) all_0_51_51 = e2
% 65.31/30.31  																																														|
% 65.31/30.31  																																															| Combining equations (660,504) yields a new equation:
% 65.31/30.31  																																															| (661) e3 = e2
% 65.31/30.31  																																															|
% 65.31/30.31  																																															| Simplifying 661 yields:
% 65.31/30.31  																																															| (662) e3 = e2
% 65.31/30.31  																																															|
% 65.31/30.31  																																															| Equations (662) can reduce 212 to:
% 65.31/30.31  																																															| (266) $false
% 65.31/30.31  																																															|
% 65.31/30.31  																																															|-The branch is then unsatisfiable
% 65.31/30.31  																																														|-Branch two:
% 65.31/30.31  																																														| (1099)  ~ (all_0_51_51 = e2)
% 65.31/30.31  																																														| (833) all_0_56_56 = e2
% 65.31/30.31  																																														|
% 65.31/30.31  																																															| Equations (833) can reduce 511 to:
% 65.31/30.31  																																															| (266) $false
% 65.31/30.31  																																															|
% 65.31/30.31  																																															|-The branch is then unsatisfiable
% 65.31/30.31  																																								|-Branch two:
% 65.31/30.31  																																								| (566)  ~ (all_0_50_50 = e4)
% 65.31/30.31  																																								| (1444) all_0_50_50 = e3 | all_0_50_50 = e1
% 65.31/30.31  																																								|
% 65.31/30.31  																																									+-Applying beta-rule and splitting (1444), into two cases.
% 65.31/30.31  																																									|-Branch one:
% 65.31/30.31  																																									| (601) all_0_50_50 = e1
% 65.31/30.31  																																									|
% 65.31/30.31  																																										| Equations (601) can reduce 759 to:
% 65.31/30.31  																																										| (266) $false
% 65.31/30.31  																																										|
% 65.31/30.31  																																										|-The branch is then unsatisfiable
% 65.31/30.31  																																									|-Branch two:
% 65.31/30.31  																																									| (759)  ~ (all_0_50_50 = e1)
% 65.31/30.31  																																									| (415) all_0_50_50 = e3
% 65.31/30.31  																																									|
% 65.31/30.31  																																										| Equations (415) can reduce 411 to:
% 65.31/30.31  																																										| (266) $false
% 65.31/30.31  																																										|
% 65.31/30.31  																																										|-The branch is then unsatisfiable
% 65.31/30.31  																																	|-Branch two:
% 65.31/30.31  																																	| (813) all_0_47_47 = e1 & all_0_52_52 = e2 &  ~ (all_0_51_51 = e1)
% 65.31/30.31  																																	|
% 65.31/30.31  																																		| Applying alpha-rule on (813) yields:
% 65.31/30.31  																																		| (654) all_0_47_47 = e1
% 65.31/30.31  																																		| (352) all_0_52_52 = e2
% 65.31/30.31  																																		| (464)  ~ (all_0_51_51 = e1)
% 65.31/30.31  																																		|
% 65.31/30.31  																																		| Equations (654) can reduce 79 to:
% 65.31/30.31  																																		| (151)  ~ (all_0_39_39 = e1)
% 65.31/30.31  																																		|
% 65.31/30.31  																																		| Equations (654) can reduce 198 to:
% 65.31/30.31  																																		| (1380)  ~ (all_0_42_42 = e1)
% 65.31/30.31  																																		|
% 65.31/30.31  																																		| Equations (654) can reduce 86 to:
% 65.31/30.31  																																		| (1419)  ~ (all_0_49_49 = e1)
% 65.31/30.31  																																		|
% 65.31/30.31  																																		| Simplifying 1419 yields:
% 65.31/30.31  																																		| (1064)  ~ (all_0_49_49 = e1)
% 65.31/30.31  																																		|
% 65.31/30.31  																																		| Equations (654) can reduce 224 to:
% 65.31/30.31  																																		| (463)  ~ (all_0_51_51 = e1)
% 65.31/30.31  																																		|
% 65.31/30.31  																																		| Simplifying 463 yields:
% 65.31/30.31  																																		| (464)  ~ (all_0_51_51 = e1)
% 65.31/30.31  																																		|
% 65.31/30.31  																																		| Equations (654) can reduce 252 to:
% 65.31/30.31  																																		| (602)  ~ (e4 = e1)
% 65.31/30.31  																																		|
% 65.31/30.31  																																		| Simplifying 602 yields:
% 65.31/30.31  																																		| (110)  ~ (e4 = e1)
% 65.31/30.31  																																		|
% 65.31/30.31  																																		| From (654) and (23) follows:
% 65.31/30.31  																																		| (9478) op(e2, e2) = e1
% 65.31/30.31  																																		|
% 65.31/30.31  																																		+-Applying beta-rule and splitting (54), into two cases.
% 65.31/30.31  																																		|-Branch one:
% 65.31/30.31  																																		| (583) all_0_49_49 = e2
% 65.31/30.31  																																		|
% 65.31/30.31  																																			| Equations (583) can reduce 119 to:
% 65.31/30.31  																																			| (1186)  ~ (all_0_58_58 = e2)
% 65.31/30.31  																																			|
% 65.31/30.31  																																			| Simplifying 1186 yields:
% 65.31/30.31  																																			| (908)  ~ (all_0_58_58 = e2)
% 65.31/30.31  																																			|
% 65.31/30.31  																																			| Equations (583) can reduce 1064 to:
% 65.31/30.31  																																			| (122)  ~ (e2 = e1)
% 65.31/30.31  																																			|
% 65.31/30.31  																																			| Equations (583) can reduce 487 to:
% 65.31/30.31  																																			| (128)  ~ (e2 = e0)
% 65.31/30.31  																																			|
% 65.31/30.31  																																			| From (583) and (129) follows:
% 65.31/30.31  																																			| (14996) op(e2, e2) = all_0_20_20
% 65.31/30.31  																																			|
% 65.31/30.31  																																			+-Applying beta-rule and splitting (160), into two cases.
% 65.31/30.31  																																			|-Branch one:
% 65.31/30.31  																																			| (601) all_0_50_50 = e1
% 65.31/30.31  																																			|
% 65.31/30.31  																																				| Equations (601) can reduce 759 to:
% 65.31/30.31  																																				| (266) $false
% 65.31/30.31  																																				|
% 65.31/30.31  																																				|-The branch is then unsatisfiable
% 65.31/30.31  																																			|-Branch two:
% 65.31/30.31  																																			| (759)  ~ (all_0_50_50 = e1)
% 65.31/30.31  																																			| (1168) all_0_51_51 = e1 | all_0_52_52 = e1 | all_0_53_53 = e1
% 65.31/30.31  																																			|
% 65.31/30.31  																																				+-Applying beta-rule and splitting (108), into two cases.
% 65.31/30.31  																																				|-Branch one:
% 65.31/30.31  																																				| (624) all_0_58_58 = e2
% 65.31/30.31  																																				|
% 65.31/30.31  																																					| Equations (624) can reduce 908 to:
% 65.31/30.31  																																					| (266) $false
% 65.31/30.31  																																					|
% 65.31/30.31  																																					|-The branch is then unsatisfiable
% 65.31/30.31  																																				|-Branch two:
% 65.31/30.31  																																				| (908)  ~ (all_0_58_58 = e2)
% 65.31/30.31  																																				| (909) all_0_58_58 = e4 | all_0_58_58 = e3 | all_0_58_58 = e1 | all_0_58_58 = e0
% 65.31/30.31  																																				|
% 65.31/30.31  																																					+-Applying beta-rule and splitting (1168), into two cases.
% 65.31/30.31  																																					|-Branch one:
% 65.31/30.31  																																					| (1109) all_0_51_51 = e1
% 65.31/30.31  																																					|
% 65.31/30.31  																																						| Equations (1109) can reduce 464 to:
% 65.31/30.31  																																						| (266) $false
% 65.31/30.31  																																						|
% 65.31/30.31  																																						|-The branch is then unsatisfiable
% 65.31/30.31  																																					|-Branch two:
% 65.31/30.31  																																					| (464)  ~ (all_0_51_51 = e1)
% 65.31/30.31  																																					| (1202) all_0_52_52 = e1 | all_0_53_53 = e1
% 65.31/30.31  																																					|
% 65.31/30.31  																																						+-Applying beta-rule and splitting (1202), into two cases.
% 65.31/30.31  																																						|-Branch one:
% 65.31/30.31  																																						| (642) all_0_52_52 = e1
% 65.31/30.31  																																						|
% 65.31/30.31  																																							| Combining equations (352,642) yields a new equation:
% 65.31/30.31  																																							| (616) e2 = e1
% 65.31/30.31  																																							|
% 65.31/30.31  																																							| Simplifying 616 yields:
% 65.31/30.31  																																							| (617) e2 = e1
% 65.31/30.31  																																							|
% 65.31/30.31  																																							| Equations (617) can reduce 122 to:
% 65.31/30.31  																																							| (266) $false
% 65.31/30.31  																																							|
% 65.31/30.31  																																							|-The branch is then unsatisfiable
% 65.31/30.31  																																						|-Branch two:
% 65.31/30.31  																																						| (646)  ~ (all_0_52_52 = e1)
% 65.31/30.31  																																						| (1208) all_0_53_53 = e1
% 65.31/30.31  																																						|
% 65.31/30.31  																																							| Equations (1208) can reduce 162 to:
% 65.31/30.31  																																							| (132)  ~ (all_0_40_40 = e1)
% 65.31/30.31  																																							|
% 65.31/30.31  																																							| Equations (1208) can reduce 220 to:
% 65.31/30.31  																																							| (639)  ~ (all_0_44_44 = e1)
% 65.31/30.31  																																							|
% 65.31/30.31  																																							| Equations (1208) can reduce 10 to:
% 65.31/30.31  																																							| (879)  ~ (all_0_58_58 = e1)
% 65.31/30.31  																																							|
% 65.31/30.31  																																							| Simplifying 879 yields:
% 65.31/30.31  																																							| (880)  ~ (all_0_58_58 = e1)
% 65.31/30.31  																																							|
% 65.31/30.31  																																							+-Applying beta-rule and splitting (909), into two cases.
% 65.31/30.31  																																							|-Branch one:
% 65.31/30.31  																																							| (910) all_0_58_58 = e4
% 65.31/30.31  																																							|
% 65.31/30.31  																																								| Equations (910) can reduce 451 to:
% 65.31/30.31  																																								| (266) $false
% 65.31/30.31  																																								|
% 65.31/30.31  																																								|-The branch is then unsatisfiable
% 65.31/30.31  																																							|-Branch two:
% 65.31/30.31  																																							| (451)  ~ (all_0_58_58 = e4)
% 65.31/30.31  																																							| (913) all_0_58_58 = e3 | all_0_58_58 = e1 | all_0_58_58 = e0
% 65.31/30.31  																																							|
% 65.31/30.31  																																								+-Applying beta-rule and splitting (913), into two cases.
% 65.31/30.31  																																								|-Branch one:
% 65.31/30.31  																																								| (914) all_0_58_58 = e0
% 65.31/30.31  																																								|
% 65.31/30.31  																																									| Equations (914) can reduce 491 to:
% 65.31/30.31  																																									| (266) $false
% 65.31/30.31  																																									|
% 65.31/30.31  																																									|-The branch is then unsatisfiable
% 65.31/30.31  																																								|-Branch two:
% 65.31/30.31  																																								| (491)  ~ (all_0_58_58 = e0)
% 65.31/30.31  																																								| (917) all_0_58_58 = e3 | all_0_58_58 = e1
% 65.31/30.31  																																								|
% 65.31/30.31  																																									+-Applying beta-rule and splitting (917), into two cases.
% 65.31/30.31  																																									|-Branch one:
% 65.31/30.31  																																									| (918) all_0_58_58 = e1
% 65.31/30.31  																																									|
% 65.31/30.31  																																										| Equations (918) can reduce 880 to:
% 65.31/30.31  																																										| (266) $false
% 65.31/30.31  																																										|
% 65.31/30.31  																																										|-The branch is then unsatisfiable
% 65.31/30.31  																																									|-Branch two:
% 65.31/30.31  																																									| (880)  ~ (all_0_58_58 = e1)
% 65.31/30.31  																																									| (795) all_0_58_58 = e3
% 65.31/30.31  																																									|
% 65.31/30.31  																																										| Equations (795) can reduce 451 to:
% 65.31/30.31  																																										| (277)  ~ (e4 = e3)
% 65.31/30.31  																																										|
% 65.31/30.31  																																										| Simplifying 277 yields:
% 65.31/30.31  																																										| (188)  ~ (e4 = e3)
% 65.31/30.31  																																										|
% 65.31/30.31  																																										| Equations (795) can reduce 880 to:
% 65.31/30.31  																																										| (213)  ~ (e3 = e1)
% 65.31/30.31  																																										|
% 65.31/30.31  																																										| From (795) and (245) follows:
% 65.39/30.32  																																										| (60701) op(e0, e0) = e3
% 65.39/30.32  																																										|
% 65.39/30.32  																																										+-Applying beta-rule and splitting (133), into two cases.
% 65.39/30.32  																																										|-Branch one:
% 65.39/30.32  																																										| (833) all_0_56_56 = e2
% 65.39/30.32  																																										|
% 65.39/30.32  																																											| Equations (833) can reduce 154 to:
% 65.39/30.32  																																											| (294)  ~ (all_0_39_39 = e2)
% 65.39/30.32  																																											|
% 65.39/30.32  																																											| Equations (833) can reduce 477 to:
% 65.39/30.32  																																											| (327)  ~ (e4 = e2)
% 65.39/30.32  																																											|
% 65.39/30.32  																																											| Simplifying 327 yields:
% 65.39/30.32  																																											| (48)  ~ (e4 = e2)
% 65.39/30.32  																																											|
% 65.39/30.32  																																											| From (833) and (87) follows:
% 65.39/30.32  																																											| (4151) op(e2, e2) = all_0_34_34
% 65.39/30.32  																																											|
% 65.39/30.32  																																											| From (833) and (111) follows:
% 65.39/30.32  																																											| (1508) op(e0, e2) = e2
% 65.39/30.32  																																											|
% 65.39/30.32  																																											+-Applying beta-rule and splitting (418), into two cases.
% 65.39/30.32  																																											|-Branch one:
% 65.39/30.32  																																											| (660) all_0_51_51 = e3
% 65.39/30.32  																																											|
% 65.39/30.32  																																												| Equations (660) can reduce 139 to:
% 65.39/30.32  																																												| (246)  ~ (all_0_39_39 = e3)
% 65.39/30.32  																																												|
% 65.39/30.32  																																												| Equations (660) can reduce 61 to:
% 65.39/30.32  																																												| (405)  ~ (all_0_42_42 = e3)
% 65.39/30.32  																																												|
% 65.39/30.32  																																												| Equations (660) can reduce 59 to:
% 65.39/30.32  																																												| (411)  ~ (all_0_50_50 = e3)
% 65.39/30.32  																																												|
% 65.39/30.32  																																												| From (660) and (177) follows:
% 65.39/30.32  																																												| (9464) op(e3, e2) = all_0_25_25
% 65.39/30.32  																																												|
% 65.39/30.32  																																												| From (660) and (157) follows:
% 65.39/30.32  																																												| (1551) op(e3, e1) = all_0_24_24
% 65.39/30.32  																																												|
% 65.39/30.32  																																												+-Applying beta-rule and splitting (422), into two cases.
% 65.39/30.32  																																												|-Branch one:
% 65.39/30.32  																																												| (775) all_0_50_50 = e4
% 65.39/30.32  																																												|
% 65.39/30.32  																																													| Equations (775) can reduce 411 to:
% 65.39/30.32  																																													| (188)  ~ (e4 = e3)
% 65.39/30.32  																																													|
% 65.39/30.32  																																													| From (775) and (57) follows:
% 65.39/30.32  																																													| (92692) op(e4, e1) = all_0_22_22
% 65.39/30.32  																																													|
% 65.39/30.32  																																													| From (775) and (242) follows:
% 65.39/30.32  																																													| (5059) op(e1, e3) = e4
% 65.39/30.32  																																													|
% 65.39/30.32  																																													| Instantiating formula (29) with e4, e1, all_0_22_22, e3 and discharging atoms op(e4, e1) = all_0_22_22, op(e4, e1) = e3, yields:
% 65.39/30.32  																																													| (92694) all_0_22_22 = e3
% 65.39/30.32  																																													|
% 65.39/30.32  																																													| Instantiating formula (29) with e3, e2, all_0_25_25, all_0_42_42 and discharging atoms op(e3, e2) = all_0_25_25, op(e3, e2) = all_0_42_42, yields:
% 65.39/30.32  																																													| (9479) all_0_25_25 = all_0_42_42
% 65.39/30.32  																																													|
% 65.39/30.33  																																													| Instantiating formula (29) with e3, e1, all_0_24_24, e1 and discharging atoms op(e3, e1) = all_0_24_24, op(e3, e1) = e1, yields:
% 65.39/30.33  																																													| (15139) all_0_24_24 = e1
% 65.39/30.33  																																													|
% 65.39/30.33  																																													| Instantiating formula (29) with e2, e2, all_0_34_34, all_0_20_20 and discharging atoms op(e2, e2) = all_0_20_20, op(e2, e2) = all_0_34_34, yields:
% 65.39/30.33  																																													| (5157) all_0_20_20 = all_0_34_34
% 65.39/30.33  																																													|
% 65.39/30.33  																																													| Instantiating formula (29) with e2, e2, e1, all_0_20_20 and discharging atoms op(e2, e2) = all_0_20_20, op(e2, e2) = e1, yields:
% 65.39/30.33  																																													| (4267) all_0_20_20 = e1
% 65.39/30.33  																																													|
% 65.39/30.33  																																													| Instantiating formula (29) with e1, e3, e4, all_0_32_32 and discharging atoms op(e1, e3) = all_0_32_32, op(e1, e3) = e4, yields:
% 65.39/30.33  																																													| (15141) all_0_32_32 = e4
% 65.39/30.33  																																													|
% 65.39/30.33  																																													| Instantiating formula (29) with e0, e3, e1, all_0_16_16 and discharging atoms op(e0, e3) = all_0_16_16, op(e0, e3) = e1, yields:
% 65.39/30.33  																																													| (17649) all_0_16_16 = e1
% 65.39/30.33  																																													|
% 65.39/30.33  																																													| Instantiating formula (29) with e0, e2, e2, all_0_15_15 and discharging atoms op(e0, e2) = all_0_15_15, op(e0, e2) = e2, yields:
% 65.39/30.33  																																													| (1599) all_0_15_15 = e2
% 65.39/30.33  																																													|
% 65.39/30.33  																																													| Combining equations (5157,4267) yields a new equation:
% 65.39/30.33  																																													| (15020) all_0_34_34 = e1
% 65.39/30.33  																																													|
% 65.39/30.33  																																													| Simplifying 15020 yields:
% 65.39/30.33  																																													| (9480) all_0_34_34 = e1
% 65.39/30.33  																																													|
% 65.39/30.33  																																													| From (92694) and (92692) follows:
% 65.39/30.33  																																													| (36) op(e4, e1) = e3
% 65.39/30.33  																																													|
% 65.39/30.33  																																													| From (9479) and (9464) follows:
% 65.39/30.33  																																													| (210) op(e3, e2) = all_0_42_42
% 65.39/30.33  																																													|
% 65.39/30.33  																																													| From (15139) and (1551) follows:
% 65.39/30.33  																																													| (13877) op(e3, e1) = e1
% 65.39/30.33  																																													|
% 65.39/30.33  																																													| From (9480) and (4151) follows:
% 65.39/30.34  																																													| (9478) op(e2, e2) = e1
% 65.39/30.34  																																													|
% 65.39/30.34  																																													| From (15141) and (15046) follows:
% 65.39/30.34  																																													| (5059) op(e1, e3) = e4
% 65.39/30.34  																																													|
% 65.39/30.34  																																													| From (17649) and (543) follows:
% 65.39/30.34  																																													| (6587) op(e0, e3) = e1
% 65.39/30.34  																																													|
% 65.39/30.34  																																													| From (1599) and (1544) follows:
% 65.39/30.34  																																													| (1508) op(e0, e2) = e2
% 65.39/30.34  																																													|
% 65.39/30.34  																																													+-Applying beta-rule and splitting (64), into two cases.
% 65.39/30.34  																																													|-Branch one:
% 65.39/30.34  																																													| (437) all_0_41_41 = e4
% 65.39/30.34  																																													|
% 65.39/30.34  																																														| Combining equations (437,403) yields a new equation:
% 65.39/30.34  																																														| (424) e4 = e3
% 65.39/30.34  																																														|
% 65.39/30.34  																																														| Simplifying 424 yields:
% 65.39/30.34  																																														| (425) e4 = e3
% 65.39/30.34  																																														|
% 65.39/30.34  																																														| Equations (425) can reduce 188 to:
% 65.39/30.34  																																														| (266) $false
% 65.39/30.34  																																														|
% 65.39/30.34  																																														|-The branch is then unsatisfiable
% 65.39/30.34  																																													|-Branch two:
% 65.39/30.34  																																													| (440)  ~ (all_0_41_41 = e4)
% 65.39/30.34  																																													| (441) all_0_42_42 = e4 | all_0_43_43 = e4 | all_0_44_44 = e4
% 65.39/30.34  																																													|
% 65.39/30.34  																																														+-Applying beta-rule and splitting (104), into two cases.
% 65.39/30.34  																																														|-Branch one:
% 65.39/30.34  																																														| (480) all_0_39_39 = e0
% 65.39/30.34  																																														|
% 65.39/30.34  																																															| Equations (480) can reduce 176 to:
% 65.39/30.34  																																															| (1400)  ~ (all_0_40_40 = e0)
% 65.39/30.34  																																															|
% 65.39/30.34  																																															| Simplifying 1400 yields:
% 65.39/30.34  																																															| (1401)  ~ (all_0_40_40 = e0)
% 65.39/30.34  																																															|
% 65.39/30.34  																																															| Equations (480) can reduce 145 to:
% 65.39/30.34  																																															| (5565)  ~ (all_0_42_42 = e0)
% 65.39/30.34  																																															|
% 65.39/30.34  																																															| Simplifying 5565 yields:
% 65.39/30.34  																																															| (358)  ~ (all_0_42_42 = e0)
% 65.39/30.34  																																															|
% 65.39/30.34  																																															| Equations (480) can reduce 246 to:
% 65.39/30.34  																																															| (541)  ~ (e3 = e0)
% 65.39/30.34  																																															|
% 65.39/30.34  																																															| Simplifying 541 yields:
% 65.39/30.34  																																															| (80)  ~ (e3 = e0)
% 65.39/30.34  																																															|
% 65.39/30.34  																																															| Equations (480) can reduce 151 to:
% 65.39/30.34  																																															| (435)  ~ (e1 = e0)
% 65.39/30.34  																																															|
% 65.39/30.34  																																															| Simplifying 435 yields:
% 65.39/30.34  																																															| (233)  ~ (e1 = e0)
% 65.39/30.34  																																															|
% 65.39/30.34  																																															| From (480) and (14) follows:
% 65.39/30.34  																																															| (4090) op(e4, e2) = e0
% 65.39/30.34  																																															|
% 65.39/30.34  																																															+-Applying beta-rule and splitting (75), into two cases.
% 65.39/30.34  																																															|-Branch one:
% 65.39/30.34  																																															| (485) all_0_40_40 = e0
% 65.39/30.34  																																															|
% 65.39/30.34  																																																| Equations (485) can reduce 1401 to:
% 65.39/30.34  																																																| (266) $false
% 65.39/30.34  																																																|
% 65.39/30.34  																																																|-The branch is then unsatisfiable
% 65.39/30.34  																																															|-Branch two:
% 65.39/30.34  																																															| (1401)  ~ (all_0_40_40 = e0)
% 65.39/30.34  																																															| (1748) all_0_44_44 = e0 | all_0_49_49 = e0 | all_0_58_58 = e0
% 65.39/30.34  																																															|
% 65.39/30.34  																																																+-Applying beta-rule and splitting (152), into two cases.
% 65.39/30.34  																																																|-Branch one:
% 65.39/30.34  																																																| (1392) all_0_42_42 = e4
% 65.39/30.34  																																																|
% 65.39/30.34  																																																	| From (1392) and (210) follows:
% 65.39/30.34  																																																	| (4074) op(e3, e2) = e4
% 65.39/30.34  																																																	|
% 65.39/30.34  																																																	+-Applying beta-rule and splitting (165), into two cases.
% 65.39/30.34  																																																	|-Branch one:
% 65.39/30.34  																																																	| (794) all_0_41_41 = e0
% 65.39/30.34  																																																	|
% 65.39/30.34  																																																		| Combining equations (794,403) yields a new equation:
% 65.39/30.34  																																																		| (676) e3 = e0
% 65.39/30.34  																																																		|
% 65.39/30.34  																																																		| Equations (676) can reduce 80 to:
% 65.39/30.34  																																																		| (266) $false
% 65.39/30.34  																																																		|
% 65.39/30.34  																																																		|-The branch is then unsatisfiable
% 65.39/30.34  																																																	|-Branch two:
% 65.39/30.34  																																																	| (357)  ~ (all_0_41_41 = e0)
% 65.39/30.34  																																																	| (6761) all_0_42_42 = e0 | all_0_43_43 = e0 | all_0_44_44 = e0
% 65.39/30.34  																																																	|
% 65.39/30.34  																																																		+-Applying beta-rule and splitting (150), into two cases.
% 65.39/30.34  																																																		|-Branch one:
% 65.39/30.34  																																																		| (1378) all_0_40_40 = e4
% 65.39/30.34  																																																		|
% 65.39/30.34  																																																			| Equations (1378) can reduce 1401 to:
% 65.39/30.34  																																																			| (49)  ~ (e4 = e0)
% 65.39/30.34  																																																			|
% 65.39/30.34  																																																			+-Applying beta-rule and splitting (6761), into two cases.
% 65.39/30.34  																																																			|-Branch one:
% 65.39/30.34  																																																			| (559) all_0_42_42 = e0
% 65.39/30.34  																																																			|
% 65.39/30.34  																																																				| Combining equations (559,1392) yields a new equation:
% 65.39/30.34  																																																				| (397) e4 = e0
% 65.39/30.34  																																																				|
% 65.39/30.34  																																																				| Equations (397) can reduce 49 to:
% 65.39/30.34  																																																				| (266) $false
% 65.39/30.34  																																																				|
% 65.39/30.34  																																																				|-The branch is then unsatisfiable
% 65.39/30.34  																																																			|-Branch two:
% 65.39/30.34  																																																			| (358)  ~ (all_0_42_42 = e0)
% 65.39/30.34  																																																			| (6766) all_0_43_43 = e0 | all_0_44_44 = e0
% 65.39/30.34  																																																			|
% 65.39/30.34  																																																				+-Applying beta-rule and splitting (6766), into two cases.
% 65.39/30.34  																																																				|-Branch one:
% 65.39/30.34  																																																				| (356) all_0_43_43 = e0
% 65.39/30.34  																																																				|
% 65.39/30.34  																																																					| Combining equations (356,430) yields a new equation:
% 65.39/30.34  																																																					| (431) e1 = e0
% 65.39/30.34  																																																					|
% 65.39/30.34  																																																					| Equations (431) can reduce 233 to:
% 65.39/30.34  																																																					| (266) $false
% 65.39/30.34  																																																					|
% 65.39/30.34  																																																					|-The branch is then unsatisfiable
% 65.39/30.34  																																																				|-Branch two:
% 65.39/30.34  																																																				| (5470)  ~ (all_0_43_43 = e0)
% 65.39/30.34  																																																				| (1414) all_0_44_44 = e0
% 65.39/30.34  																																																				|
% 65.39/30.34  																																																					| Equations (1414) can reduce 639 to:
% 65.39/30.34  																																																					| (435)  ~ (e1 = e0)
% 65.39/30.34  																																																					|
% 65.39/30.34  																																																					| Simplifying 435 yields:
% 65.39/30.34  																																																					| (233)  ~ (e1 = e0)
% 65.39/30.34  																																																					|
% 65.39/30.34  																																																					+-Applying beta-rule and splitting (56), into two cases.
% 65.39/30.34  																																																					|-Branch one:
% 65.39/30.34  																																																					| (696) unit = e2
% 65.39/30.34  																																																					|
% 65.39/30.34  																																																						| From (696) and (32) follows:
% 65.39/30.34  																																																						| (698) op(e2, e2) = e2
% 65.39/30.34  																																																						|
% 65.39/30.34  																																																						| From (696) and (42) follows:
% 65.39/30.34  																																																						| (1613) op(e0, e2) = e0
% 65.39/30.34  																																																						|
% 65.39/30.34  																																																						| Instantiating formula (29) with e2, e2, e2, e1 and discharging atoms op(e2, e2) = e2, op(e2, e2) = e1, yields:
% 65.39/30.34  																																																						| (617) e2 = e1
% 65.39/30.34  																																																						|
% 65.39/30.34  																																																						| Instantiating formula (29) with e0, e2, e0, e2 and discharging atoms op(e0, e2) = e2, op(e0, e2) = e0, yields:
% 65.39/30.34  																																																						| (330) e2 = e0
% 65.39/30.34  																																																						|
% 65.39/30.34  																																																						| Combining equations (330,617) yields a new equation:
% 65.39/30.34  																																																						| (431) e1 = e0
% 65.39/30.34  																																																						|
% 65.39/30.34  																																																						| Equations (431) can reduce 233 to:
% 65.39/30.34  																																																						| (266) $false
% 65.39/30.34  																																																						|
% 65.39/30.34  																																																						|-The branch is then unsatisfiable
% 65.39/30.34  																																																					|-Branch two:
% 65.39/30.34  																																																					| (707)  ~ (unit = e2)
% 65.39/30.34  																																																					| (708) unit = e4 | unit = e3 | unit = e1 | unit = e0
% 65.39/30.34  																																																					|
% 65.39/30.34  																																																						+-Applying beta-rule and splitting (708), into two cases.
% 65.39/30.34  																																																						|-Branch one:
% 65.39/30.34  																																																						| (709) unit = e4
% 65.39/30.34  																																																						|
% 65.39/30.34  																																																							| From (709) and (15) follows:
% 65.39/30.34  																																																							| (22188) op(e4, e2) = e2
% 65.39/30.34  																																																							|
% 65.39/30.34  																																																							| From (709) and (211) follows:
% 65.39/30.34  																																																							| (22527) op(e4, e1) = e1
% 65.39/30.34  																																																							|
% 65.39/30.34  																																																							| From (709) and (32) follows:
% 65.39/30.34  																																																							| (712) op(e2, e4) = e2
% 65.39/30.34  																																																							|
% 65.39/30.34  																																																							| Instantiating formula (29) with e4, e2, e2, e0 and discharging atoms op(e4, e2) = e2, op(e4, e2) = e0, yields:
% 65.39/30.34  																																																							| (330) e2 = e0
% 65.39/30.34  																																																							|
% 65.39/30.34  																																																							| Instantiating formula (29) with e4, e1, e1, e3 and discharging atoms op(e4, e1) = e3, op(e4, e1) = e1, yields:
% 65.39/30.34  																																																							| (455) e3 = e1
% 65.39/30.34  																																																							|
% 65.39/30.34  																																																							| Instantiating formula (29) with e2, e4, e2, e3 and discharging atoms op(e2, e4) = e3, op(e2, e4) = e2, yields:
% 65.39/30.34  																																																							| (662) e3 = e2
% 65.39/30.34  																																																							|
% 65.39/30.34  																																																							| Combining equations (455,662) yields a new equation:
% 65.39/30.34  																																																							| (617) e2 = e1
% 65.39/30.34  																																																							|
% 65.39/30.34  																																																							| Combining equations (617,330) yields a new equation:
% 65.39/30.34  																																																							| (546) e1 = e0
% 65.39/30.34  																																																							|
% 65.39/30.34  																																																							| Simplifying 546 yields:
% 65.39/30.34  																																																							| (431) e1 = e0
% 65.39/30.34  																																																							|
% 65.39/30.34  																																																							| Equations (431) can reduce 233 to:
% 65.39/30.34  																																																							| (266) $false
% 65.39/30.34  																																																							|
% 65.39/30.34  																																																							|-The branch is then unsatisfiable
% 65.39/30.34  																																																						|-Branch two:
% 65.39/30.34  																																																						| (724)  ~ (unit = e4)
% 65.39/30.34  																																																						| (725) unit = e3 | unit = e1 | unit = e0
% 65.39/30.34  																																																						|
% 65.39/30.34  																																																							+-Applying beta-rule and splitting (725), into two cases.
% 65.39/30.34  																																																							|-Branch one:
% 65.39/30.34  																																																							| (726) unit = e0
% 65.39/30.34  																																																							|
% 65.39/30.34  																																																								| From (726) and (24) follows:
% 65.39/30.34  																																																								| (2208) op(e0, e3) = e3
% 65.39/30.34  																																																								|
% 65.39/30.34  																																																								| From (726) and (42) follows:
% 65.39/30.34  																																																								| (728) op(e0, e0) = e0
% 65.39/30.34  																																																								|
% 65.39/30.34  																																																								| Instantiating formula (29) with e0, e3, e3, e1 and discharging atoms op(e0, e3) = e3, op(e0, e3) = e1, yields:
% 65.39/30.34  																																																								| (455) e3 = e1
% 65.39/30.34  																																																								|
% 65.39/30.34  																																																								| Instantiating formula (29) with e0, e0, e0, e3 and discharging atoms op(e0, e0) = e3, op(e0, e0) = e0, yields:
% 65.39/30.34  																																																								| (676) e3 = e0
% 65.39/30.34  																																																								|
% 65.39/30.34  																																																								| Combining equations (676,455) yields a new equation:
% 65.39/30.34  																																																								| (431) e1 = e0
% 65.39/30.34  																																																								|
% 65.39/30.34  																																																								| Equations (431) can reduce 233 to:
% 65.39/30.34  																																																								| (266) $false
% 65.39/30.34  																																																								|
% 65.39/30.34  																																																								|-The branch is then unsatisfiable
% 65.39/30.34  																																																							|-Branch two:
% 65.39/30.34  																																																							| (734)  ~ (unit = e0)
% 65.39/30.34  																																																							| (735) unit = e3 | unit = e1
% 65.39/30.34  																																																							|
% 65.39/30.34  																																																								+-Applying beta-rule and splitting (735), into two cases.
% 65.39/30.34  																																																								|-Branch one:
% 65.39/30.34  																																																								| (736) unit = e1
% 65.39/30.34  																																																								|
% 65.39/30.34  																																																									| Equations (736) can reduce 734 to:
% 65.39/30.34  																																																									| (233)  ~ (e1 = e0)
% 65.39/30.34  																																																									|
% 65.39/30.34  																																																									| From (736) and (244) follows:
% 65.39/30.34  																																																									| (738) op(e1, e4) = e4
% 65.39/30.34  																																																									|
% 65.39/30.34  																																																									| From (736) and (24) follows:
% 65.39/30.34  																																																									| (1934) op(e1, e3) = e3
% 65.39/30.34  																																																									|
% 65.39/30.34  																																																									| From (736) and (40) follows:
% 65.39/30.34  																																																									| (1652) op(e3, e1) = e3
% 65.39/30.34  																																																									|
% 65.39/30.34  																																																									| From (736) and (32) follows:
% 65.39/30.34  																																																									| (347) op(e2, e1) = e2
% 65.39/30.34  																																																									|
% 65.39/30.34  																																																									| Instantiating formula (29) with e3, e1, e3, e1 and discharging atoms op(e3, e1) = e3, op(e3, e1) = e1, yields:
% 65.39/30.34  																																																									| (455) e3 = e1
% 65.39/30.34  																																																									|
% 65.39/30.34  																																																									| Instantiating formula (29) with e2, e1, e2, e4 and discharging atoms op(e2, e1) = e4, op(e2, e1) = e2, yields:
% 65.39/30.34  																																																									| (323) e4 = e2
% 65.39/30.34  																																																									|
% 65.39/30.34  																																																									| Instantiating formula (29) with e1, e4, e4, e0 and discharging atoms op(e1, e4) = e4, op(e1, e4) = e0, yields:
% 65.39/30.34  																																																									| (397) e4 = e0
% 65.39/30.34  																																																									|
% 65.39/30.34  																																																									| Instantiating formula (29) with e1, e3, e3, e4 and discharging atoms op(e1, e3) = e4, op(e1, e3) = e3, yields:
% 65.39/30.34  																																																									| (425) e4 = e3
% 65.39/30.34  																																																									|
% 65.39/30.34  																																																									| Combining equations (397,323) yields a new equation:
% 65.39/30.34  																																																									| (330) e2 = e0
% 65.39/30.34  																																																									|
% 65.39/30.34  																																																									| Combining equations (425,323) yields a new equation:
% 65.39/30.34  																																																									| (661) e3 = e2
% 65.39/30.34  																																																									|
% 65.39/30.34  																																																									| Simplifying 661 yields:
% 65.39/30.34  																																																									| (662) e3 = e2
% 65.39/30.34  																																																									|
% 65.39/30.34  																																																									| Combining equations (662,455) yields a new equation:
% 65.39/30.34  																																																									| (616) e2 = e1
% 65.39/30.34  																																																									|
% 65.39/30.34  																																																									| Simplifying 616 yields:
% 65.39/30.34  																																																									| (617) e2 = e1
% 65.39/30.34  																																																									|
% 65.39/30.34  																																																									| Combining equations (330,617) yields a new equation:
% 65.39/30.34  																																																									| (431) e1 = e0
% 65.39/30.34  																																																									|
% 65.39/30.34  																																																									| Equations (431) can reduce 233 to:
% 65.39/30.34  																																																									| (266) $false
% 65.39/30.34  																																																									|
% 65.39/30.34  																																																									|-The branch is then unsatisfiable
% 65.39/30.34  																																																								|-Branch two:
% 65.39/30.34  																																																								| (748)  ~ (unit = e1)
% 65.39/30.34  																																																								| (749) unit = e3
% 65.39/30.34  																																																								|
% 65.39/30.34  																																																									| From (749) and (15) follows:
% 65.39/30.34  																																																									| (751) op(e3, e2) = e2
% 65.39/30.34  																																																									|
% 65.39/30.34  																																																									| From (749) and (32) follows:
% 65.39/30.34  																																																									| (5793) op(e2, e3) = e2
% 65.39/30.34  																																																									|
% 65.39/30.34  																																																									| From (749) and (28) follows:
% 65.39/30.34  																																																									| (2235) op(e1, e3) = e1
% 65.39/30.34  																																																									|
% 65.39/30.34  																																																									| Instantiating formula (29) with e3, e2, e2, e4 and discharging atoms op(e3, e2) = e4, op(e3, e2) = e2, yields:
% 65.39/30.34  																																																									| (323) e4 = e2
% 65.39/30.34  																																																									|
% 65.39/30.34  																																																									| Instantiating formula (29) with e2, e3, e2, e0 and discharging atoms op(e2, e3) = e2, op(e2, e3) = e0, yields:
% 65.39/30.34  																																																									| (330) e2 = e0
% 65.39/30.34  																																																									|
% 65.39/30.34  																																																									| Instantiating formula (29) with e1, e3, e1, e4 and discharging atoms op(e1, e3) = e4, op(e1, e3) = e1, yields:
% 65.39/30.34  																																																									| (630) e4 = e1
% 65.39/30.34  																																																									|
% 65.39/30.34  																																																									| Combining equations (630,323) yields a new equation:
% 65.39/30.34  																																																									| (617) e2 = e1
% 65.39/30.34  																																																									|
% 65.39/30.34  																																																									| Combining equations (617,330) yields a new equation:
% 65.39/30.34  																																																									| (546) e1 = e0
% 65.39/30.34  																																																									|
% 65.39/30.34  																																																									| Simplifying 546 yields:
% 65.39/30.34  																																																									| (431) e1 = e0
% 65.39/30.34  																																																									|
% 65.39/30.34  																																																									| Equations (431) can reduce 233 to:
% 65.39/30.34  																																																									| (266) $false
% 65.39/30.34  																																																									|
% 65.39/30.34  																																																									|-The branch is then unsatisfiable
% 65.39/30.34  																																																		|-Branch two:
% 65.39/30.34  																																																		| (447)  ~ (all_0_40_40 = e4)
% 65.39/30.34  																																																		| (2271) all_0_44_44 = e4 | all_0_49_49 = e4 | all_0_53_53 = e4 | all_0_58_58 = e4
% 65.39/30.34  																																																		|
% 65.39/30.34  																																																			+-Applying beta-rule and splitting (316), into two cases.
% 65.39/30.34  																																																			|-Branch one:
% 65.39/30.34  																																																			| (1378) all_0_40_40 = e4
% 65.39/30.34  																																																			|
% 65.39/30.34  																																																				| Equations (1378) can reduce 447 to:
% 65.39/30.34  																																																				| (266) $false
% 65.39/30.34  																																																				|
% 65.39/30.34  																																																				|-The branch is then unsatisfiable
% 65.39/30.34  																																																			|-Branch two:
% 65.39/30.34  																																																			| (447)  ~ (all_0_40_40 = e4)
% 65.39/30.34  																																																			| (485) all_0_40_40 = e0
% 65.39/30.34  																																																			|
% 65.39/30.34  																																																				| Equations (485) can reduce 1401 to:
% 65.39/30.34  																																																				| (266) $false
% 65.39/30.34  																																																				|
% 65.39/30.34  																																																				|-The branch is then unsatisfiable
% 65.39/30.35  																																																|-Branch two:
% 65.39/30.35  																																																| (1890)  ~ (all_0_42_42 = e4)
% 65.39/30.35  																																																| (1969) all_0_42_42 = e3 | all_0_42_42 = e1 | all_0_42_42 = e0
% 65.39/30.35  																																																|
% 65.39/30.35  																																																	+-Applying beta-rule and splitting (165), into two cases.
% 65.39/30.35  																																																	|-Branch one:
% 65.39/30.35  																																																	| (794) all_0_41_41 = e0
% 65.39/30.35  																																																	|
% 65.39/30.35  																																																		| Combining equations (794,403) yields a new equation:
% 65.39/30.35  																																																		| (676) e3 = e0
% 65.39/30.35  																																																		|
% 65.39/30.35  																																																		| Equations (676) can reduce 80 to:
% 65.39/30.35  																																																		| (266) $false
% 65.39/30.35  																																																		|
% 65.39/30.35  																																																		|-The branch is then unsatisfiable
% 65.39/30.35  																																																	|-Branch two:
% 65.39/30.35  																																																	| (357)  ~ (all_0_41_41 = e0)
% 65.39/30.35  																																																	| (6761) all_0_42_42 = e0 | all_0_43_43 = e0 | all_0_44_44 = e0
% 65.39/30.35  																																																	|
% 65.39/30.35  																																																		+-Applying beta-rule and splitting (316), into two cases.
% 65.39/30.35  																																																		|-Branch one:
% 65.39/30.35  																																																		| (1378) all_0_40_40 = e4
% 65.39/30.35  																																																		|
% 65.39/30.35  																																																			| Equations (1378) can reduce 143 to:
% 65.39/30.35  																																																			| (1903)  ~ (all_0_44_44 = e4)
% 65.39/30.35  																																																			|
% 65.39/30.35  																																																			| Simplifying 1903 yields:
% 65.39/30.35  																																																			| (1390)  ~ (all_0_44_44 = e4)
% 65.39/30.35  																																																			|
% 65.39/30.35  																																																			| Equations (1378) can reduce 132 to:
% 65.39/30.35  																																																			| (110)  ~ (e4 = e1)
% 65.39/30.35  																																																			|
% 65.39/30.35  																																																			+-Applying beta-rule and splitting (26), into two cases.
% 65.39/30.35  																																																			|-Branch one:
% 65.39/30.35  																																																			| (446) all_0_44_44 = e4
% 65.39/30.35  																																																			|
% 65.39/30.35  																																																				| Equations (446) can reduce 1390 to:
% 65.39/30.35  																																																				| (266) $false
% 65.39/30.35  																																																				|
% 65.39/30.35  																																																				|-The branch is then unsatisfiable
% 65.39/30.35  																																																			|-Branch two:
% 65.39/30.35  																																																			| (1390)  ~ (all_0_44_44 = e4)
% 65.39/30.35  																																																			| (1391) all_0_44_44 = e3 | all_0_44_44 = e1 | all_0_44_44 = e0
% 65.39/30.35  																																																			|
% 65.39/30.35  																																																				+-Applying beta-rule and splitting (6761), into two cases.
% 65.39/30.35  																																																				|-Branch one:
% 65.39/30.35  																																																				| (559) all_0_42_42 = e0
% 65.39/30.35  																																																				|
% 65.39/30.35  																																																					| Equations (559) can reduce 358 to:
% 65.39/30.35  																																																					| (266) $false
% 65.39/30.35  																																																					|
% 65.39/30.35  																																																					|-The branch is then unsatisfiable
% 65.39/30.35  																																																				|-Branch two:
% 65.39/30.35  																																																				| (358)  ~ (all_0_42_42 = e0)
% 65.39/30.35  																																																				| (6766) all_0_43_43 = e0 | all_0_44_44 = e0
% 65.39/30.35  																																																				|
% 65.39/30.35  																																																					+-Applying beta-rule and splitting (441), into two cases.
% 65.39/30.35  																																																					|-Branch one:
% 65.39/30.35  																																																					| (1392) all_0_42_42 = e4
% 65.39/30.35  																																																					|
% 65.39/30.35  																																																						| Equations (1392) can reduce 1890 to:
% 65.39/30.35  																																																						| (266) $false
% 65.39/30.35  																																																						|
% 65.39/30.35  																																																						|-The branch is then unsatisfiable
% 65.39/30.35  																																																					|-Branch two:
% 65.39/30.35  																																																					| (1890)  ~ (all_0_42_42 = e4)
% 65.39/30.35  																																																					| (1891) all_0_43_43 = e4 | all_0_44_44 = e4
% 65.39/30.35  																																																					|
% 65.39/30.35  																																																						+-Applying beta-rule and splitting (6766), into two cases.
% 65.39/30.35  																																																						|-Branch one:
% 65.39/30.35  																																																						| (356) all_0_43_43 = e0
% 65.39/30.35  																																																						|
% 65.39/30.35  																																																							| Combining equations (356,430) yields a new equation:
% 65.39/30.35  																																																							| (431) e1 = e0
% 65.39/30.35  																																																							|
% 65.39/30.35  																																																							| Equations (431) can reduce 233 to:
% 65.39/30.35  																																																							| (266) $false
% 65.39/30.35  																																																							|
% 65.39/30.35  																																																							|-The branch is then unsatisfiable
% 65.39/30.35  																																																						|-Branch two:
% 65.39/30.35  																																																						| (5470)  ~ (all_0_43_43 = e0)
% 65.39/30.35  																																																						| (1414) all_0_44_44 = e0
% 65.39/30.35  																																																						|
% 65.39/30.35  																																																							| Equations (1414) can reduce 1390 to:
% 65.39/30.35  																																																							| (401)  ~ (e4 = e0)
% 65.39/30.35  																																																							|
% 65.39/30.35  																																																							| Simplifying 401 yields:
% 65.39/30.35  																																																							| (49)  ~ (e4 = e0)
% 65.39/30.35  																																																							|
% 65.39/30.35  																																																							+-Applying beta-rule and splitting (1891), into two cases.
% 65.39/30.35  																																																							|-Branch one:
% 65.39/30.35  																																																							| (396) all_0_43_43 = e4
% 65.39/30.35  																																																							|
% 65.39/30.35  																																																								| Combining equations (396,430) yields a new equation:
% 65.39/30.35  																																																								| (636) e4 = e1
% 65.39/30.35  																																																								|
% 65.39/30.35  																																																								| Simplifying 636 yields:
% 65.39/30.35  																																																								| (630) e4 = e1
% 65.39/30.35  																																																								|
% 65.39/30.35  																																																								| Equations (630) can reduce 110 to:
% 65.39/30.35  																																																								| (266) $false
% 65.39/30.35  																																																								|
% 65.39/30.35  																																																								|-The branch is then unsatisfiable
% 65.39/30.35  																																																							|-Branch two:
% 65.39/30.35  																																																							| (399)  ~ (all_0_43_43 = e4)
% 65.39/30.35  																																																							| (446) all_0_44_44 = e4
% 65.39/30.35  																																																							|
% 65.39/30.35  																																																								| Combining equations (446,1414) yields a new equation:
% 65.39/30.35  																																																								| (481) e4 = e0
% 65.39/30.35  																																																								|
% 65.39/30.35  																																																								| Simplifying 481 yields:
% 65.39/30.35  																																																								| (397) e4 = e0
% 65.39/30.35  																																																								|
% 65.39/30.35  																																																								| Equations (397) can reduce 49 to:
% 65.39/30.35  																																																								| (266) $false
% 65.39/30.35  																																																								|
% 65.39/30.35  																																																								|-The branch is then unsatisfiable
% 65.39/30.35  																																																		|-Branch two:
% 65.39/30.35  																																																		| (447)  ~ (all_0_40_40 = e4)
% 65.39/30.35  																																																		| (485) all_0_40_40 = e0
% 65.39/30.35  																																																		|
% 65.39/30.35  																																																			| Equations (485) can reduce 1401 to:
% 65.39/30.35  																																																			| (266) $false
% 65.39/30.35  																																																			|
% 65.39/30.35  																																																			|-The branch is then unsatisfiable
% 65.39/30.35  																																														|-Branch two:
% 65.39/30.35  																																														| (484)  ~ (all_0_39_39 = e0)
% 65.39/30.35  																																														| (558) all_0_42_42 = e0 | all_0_47_47 = e0 | all_0_56_56 = e0
% 65.39/30.35  																																														|
% 65.39/30.35  																																															+-Applying beta-rule and splitting (320), into two cases.
% 65.39/30.35  																																															|-Branch one:
% 65.39/30.35  																																															| (471) all_0_39_39 = e4
% 65.39/30.35  																																															|
% 65.39/30.35  																																																| Equations (471) can reduce 176 to:
% 65.39/30.35  																																																| (7398)  ~ (all_0_40_40 = e4)
% 65.39/30.35  																																																|
% 65.39/30.35  																																																| Simplifying 7398 yields:
% 65.39/30.35  																																																| (447)  ~ (all_0_40_40 = e4)
% 65.39/30.35  																																																|
% 65.39/30.35  																																																| Equations (471) can reduce 145 to:
% 65.39/30.35  																																																| (1901)  ~ (all_0_42_42 = e4)
% 65.39/30.35  																																																|
% 65.39/30.35  																																																| Simplifying 1901 yields:
% 65.39/30.35  																																																| (1890)  ~ (all_0_42_42 = e4)
% 65.39/30.35  																																																|
% 65.39/30.35  																																																| Equations (471) can reduce 246 to:
% 65.39/30.35  																																																| (188)  ~ (e4 = e3)
% 65.39/30.35  																																																|
% 65.39/30.35  																																																| Equations (471) can reduce 294 to:
% 65.39/30.35  																																																| (48)  ~ (e4 = e2)
% 65.39/30.35  																																																|
% 65.39/30.35  																																																| Equations (471) can reduce 151 to:
% 65.39/30.35  																																																| (110)  ~ (e4 = e1)
% 65.39/30.35  																																																|
% 65.39/30.35  																																																| Equations (471) can reduce 484 to:
% 65.39/30.35  																																																| (49)  ~ (e4 = e0)
% 65.39/30.35  																																																|
% 65.39/30.35  																																																| From (471) and (14) follows:
% 65.39/30.35  																																																| (4284) op(e4, e2) = e4
% 65.39/30.35  																																																|
% 65.39/30.35  																																																+-Applying beta-rule and splitting (150), into two cases.
% 65.39/30.35  																																																|-Branch one:
% 65.39/30.35  																																																| (1378) all_0_40_40 = e4
% 65.39/30.35  																																																|
% 65.39/30.35  																																																	| Equations (1378) can reduce 447 to:
% 65.39/30.35  																																																	| (266) $false
% 65.39/30.35  																																																	|
% 65.39/30.35  																																																	|-The branch is then unsatisfiable
% 65.39/30.35  																																																|-Branch two:
% 65.39/30.35  																																																| (447)  ~ (all_0_40_40 = e4)
% 65.39/30.35  																																																| (2271) all_0_44_44 = e4 | all_0_49_49 = e4 | all_0_53_53 = e4 | all_0_58_58 = e4
% 65.39/30.35  																																																|
% 65.39/30.35  																																																	+-Applying beta-rule and splitting (333), into two cases.
% 65.39/30.35  																																																	|-Branch one:
% 65.39/30.35  																																																	| (480) all_0_39_39 = e0
% 65.39/30.35  																																																	|
% 65.39/30.35  																																																		| Combining equations (480,471) yields a new equation:
% 65.39/30.35  																																																		| (397) e4 = e0
% 65.39/30.35  																																																		|
% 65.39/30.35  																																																		| Equations (397) can reduce 49 to:
% 65.39/30.35  																																																		| (266) $false
% 65.39/30.35  																																																		|
% 65.39/30.35  																																																		|-The branch is then unsatisfiable
% 65.39/30.35  																																																	|-Branch two:
% 65.39/30.35  																																																	| (484)  ~ (all_0_39_39 = e0)
% 65.39/30.35  																																																	| (485) all_0_40_40 = e0
% 65.39/30.35  																																																	|
% 65.39/30.35  																																																		| From (485) and (234) follows:
% 65.39/30.35  																																																		| (3072) op(e4, e0) = e0
% 65.39/30.35  																																																		|
% 65.39/30.35  																																																		+-Applying beta-rule and splitting (152), into two cases.
% 65.39/30.35  																																																		|-Branch one:
% 65.39/30.35  																																																		| (1392) all_0_42_42 = e4
% 65.39/30.35  																																																		|
% 65.39/30.35  																																																			| Equations (1392) can reduce 1890 to:
% 65.39/30.35  																																																			| (266) $false
% 65.39/30.35  																																																			|
% 65.39/30.35  																																																			|-The branch is then unsatisfiable
% 65.39/30.35  																																																		|-Branch two:
% 65.39/30.35  																																																		| (1890)  ~ (all_0_42_42 = e4)
% 65.39/30.35  																																																		| (1969) all_0_42_42 = e3 | all_0_42_42 = e1 | all_0_42_42 = e0
% 65.39/30.35  																																																		|
% 65.39/30.35  																																																			+-Applying beta-rule and splitting (26), into two cases.
% 65.39/30.35  																																																			|-Branch one:
% 65.39/30.35  																																																			| (446) all_0_44_44 = e4
% 65.39/30.35  																																																			|
% 65.39/30.35  																																																				| From (446) and (138) follows:
% 65.39/30.35  																																																				| (4646) op(e3, e0) = e4
% 65.39/30.35  																																																				|
% 65.39/30.35  																																																				+-Applying beta-rule and splitting (1969), into two cases.
% 65.39/30.35  																																																				|-Branch one:
% 65.39/30.35  																																																				| (559) all_0_42_42 = e0
% 65.39/30.35  																																																				|
% 65.39/30.35  																																																					| Equations (559) can reduce 1380 to:
% 65.39/30.35  																																																					| (435)  ~ (e1 = e0)
% 65.39/30.35  																																																					|
% 65.39/30.35  																																																					| Simplifying 435 yields:
% 65.39/30.35  																																																					| (233)  ~ (e1 = e0)
% 65.39/30.35  																																																					|
% 65.39/30.35  																																																					+-Applying beta-rule and splitting (56), into two cases.
% 65.39/30.35  																																																					|-Branch one:
% 65.39/30.35  																																																					| (696) unit = e2
% 65.39/30.35  																																																					|
% 65.39/30.35  																																																						| From (696) and (32) follows:
% 65.39/30.35  																																																						| (698) op(e2, e2) = e2
% 65.39/30.35  																																																						|
% 65.39/30.35  																																																						| From (696) and (42) follows:
% 65.39/30.35  																																																						| (1613) op(e0, e2) = e0
% 65.39/30.35  																																																						|
% 65.39/30.35  																																																						| Instantiating formula (29) with e2, e2, e2, e1 and discharging atoms op(e2, e2) = e2, op(e2, e2) = e1, yields:
% 65.39/30.35  																																																						| (617) e2 = e1
% 65.39/30.35  																																																						|
% 65.39/30.35  																																																						| Instantiating formula (29) with e0, e2, e0, e2 and discharging atoms op(e0, e2) = e2, op(e0, e2) = e0, yields:
% 65.39/30.35  																																																						| (330) e2 = e0
% 65.39/30.35  																																																						|
% 65.39/30.35  																																																						| Combining equations (617,330) yields a new equation:
% 65.39/30.35  																																																						| (546) e1 = e0
% 65.39/30.35  																																																						|
% 65.39/30.35  																																																						| Simplifying 546 yields:
% 65.39/30.35  																																																						| (431) e1 = e0
% 65.39/30.35  																																																						|
% 65.39/30.35  																																																						| Equations (431) can reduce 233 to:
% 65.39/30.35  																																																						| (266) $false
% 65.39/30.35  																																																						|
% 65.39/30.35  																																																						|-The branch is then unsatisfiable
% 65.39/30.35  																																																					|-Branch two:
% 65.39/30.35  																																																					| (707)  ~ (unit = e2)
% 65.39/30.35  																																																					| (708) unit = e4 | unit = e3 | unit = e1 | unit = e0
% 65.39/30.35  																																																					|
% 65.39/30.35  																																																						+-Applying beta-rule and splitting (708), into two cases.
% 65.39/30.35  																																																						|-Branch one:
% 65.39/30.35  																																																						| (709) unit = e4
% 65.39/30.35  																																																						|
% 65.39/30.35  																																																							| From (709) and (15) follows:
% 65.39/30.35  																																																							| (22188) op(e4, e2) = e2
% 65.39/30.35  																																																							|
% 65.39/30.35  																																																							| From (709) and (211) follows:
% 65.39/30.35  																																																							| (22527) op(e4, e1) = e1
% 65.39/30.35  																																																							|
% 65.39/30.35  																																																							| From (709) and (32) follows:
% 65.39/30.35  																																																							| (712) op(e2, e4) = e2
% 65.39/30.35  																																																							|
% 65.39/30.35  																																																							| From (709) and (42) follows:
% 65.39/30.35  																																																							| (713) op(e0, e4) = e0
% 65.39/30.35  																																																							|
% 65.39/30.35  																																																							| Instantiating formula (29) with e4, e2, e2, e4 and discharging atoms op(e4, e2) = e4, op(e4, e2) = e2, yields:
% 65.39/30.35  																																																							| (323) e4 = e2
% 65.39/30.35  																																																							|
% 65.39/30.35  																																																							| Instantiating formula (29) with e4, e1, e1, e3 and discharging atoms op(e4, e1) = e3, op(e4, e1) = e1, yields:
% 65.39/30.35  																																																							| (455) e3 = e1
% 65.39/30.35  																																																							|
% 65.39/30.35  																																																							| Instantiating formula (29) with e2, e4, e2, e3 and discharging atoms op(e2, e4) = e3, op(e2, e4) = e2, yields:
% 65.39/30.35  																																																							| (662) e3 = e2
% 65.39/30.35  																																																							|
% 65.39/30.35  																																																							| Instantiating formula (29) with e0, e4, e0, e4 and discharging atoms op(e0, e4) = e4, op(e0, e4) = e0, yields:
% 65.39/30.35  																																																							| (397) e4 = e0
% 65.39/30.35  																																																							|
% 65.39/30.35  																																																							| Combining equations (323,397) yields a new equation:
% 65.39/30.35  																																																							| (391) e2 = e0
% 65.39/30.35  																																																							|
% 65.39/30.35  																																																							| Simplifying 391 yields:
% 65.39/30.35  																																																							| (330) e2 = e0
% 65.39/30.35  																																																							|
% 65.39/30.35  																																																							| Combining equations (455,662) yields a new equation:
% 65.39/30.35  																																																							| (617) e2 = e1
% 65.39/30.35  																																																							|
% 65.39/30.35  																																																							| Combining equations (617,330) yields a new equation:
% 65.39/30.35  																																																							| (546) e1 = e0
% 65.39/30.35  																																																							|
% 65.39/30.35  																																																							| Simplifying 546 yields:
% 65.39/30.35  																																																							| (431) e1 = e0
% 65.39/30.35  																																																							|
% 65.39/30.35  																																																							| Equations (431) can reduce 233 to:
% 65.39/30.35  																																																							| (266) $false
% 65.39/30.35  																																																							|
% 65.39/30.35  																																																							|-The branch is then unsatisfiable
% 65.39/30.35  																																																						|-Branch two:
% 65.39/30.35  																																																						| (724)  ~ (unit = e4)
% 65.39/30.35  																																																						| (725) unit = e3 | unit = e1 | unit = e0
% 65.39/30.35  																																																						|
% 65.39/30.35  																																																							+-Applying beta-rule and splitting (725), into two cases.
% 65.39/30.35  																																																							|-Branch one:
% 65.39/30.35  																																																							| (726) unit = e0
% 65.39/30.35  																																																							|
% 65.39/30.35  																																																								| From (726) and (24) follows:
% 65.39/30.35  																																																								| (2208) op(e0, e3) = e3
% 65.39/30.35  																																																								|
% 65.39/30.35  																																																								| From (726) and (227) follows:
% 65.39/30.35  																																																								| (3205) op(e4, e0) = e4
% 65.39/30.35  																																																								|
% 65.39/30.35  																																																								| From (726) and (40) follows:
% 65.39/30.35  																																																								| (1639) op(e3, e0) = e3
% 65.39/30.35  																																																								|
% 65.39/30.35  																																																								| Instantiating formula (29) with e4, e0, e4, e0 and discharging atoms op(e4, e0) = e4, op(e4, e0) = e0, yields:
% 65.39/30.35  																																																								| (397) e4 = e0
% 65.39/30.35  																																																								|
% 65.39/30.35  																																																								| Instantiating formula (29) with e3, e0, e3, e4 and discharging atoms op(e3, e0) = e4, op(e3, e0) = e3, yields:
% 65.39/30.35  																																																								| (425) e4 = e3
% 65.39/30.35  																																																								|
% 65.39/30.35  																																																								| Instantiating formula (29) with e0, e3, e3, e1 and discharging atoms op(e0, e3) = e3, op(e0, e3) = e1, yields:
% 65.39/30.35  																																																								| (455) e3 = e1
% 65.39/30.35  																																																								|
% 65.39/30.35  																																																								| Combining equations (397,425) yields a new equation:
% 65.39/30.35  																																																								| (676) e3 = e0
% 65.39/30.35  																																																								|
% 65.39/30.35  																																																								| Combining equations (455,676) yields a new equation:
% 65.39/30.35  																																																								| (546) e1 = e0
% 65.39/30.35  																																																								|
% 65.39/30.35  																																																								| Simplifying 546 yields:
% 65.39/30.35  																																																								| (431) e1 = e0
% 65.39/30.35  																																																								|
% 65.39/30.35  																																																								| Equations (431) can reduce 233 to:
% 65.39/30.35  																																																								| (266) $false
% 65.39/30.35  																																																								|
% 65.39/30.35  																																																								|-The branch is then unsatisfiable
% 65.39/30.35  																																																							|-Branch two:
% 65.39/30.35  																																																							| (734)  ~ (unit = e0)
% 65.39/30.35  																																																							| (735) unit = e3 | unit = e1
% 65.39/30.35  																																																							|
% 65.39/30.35  																																																								+-Applying beta-rule and splitting (735), into two cases.
% 65.39/30.35  																																																								|-Branch one:
% 65.39/30.35  																																																								| (736) unit = e1
% 65.39/30.35  																																																								|
% 65.39/30.35  																																																									| Equations (736) can reduce 734 to:
% 65.39/30.35  																																																									| (233)  ~ (e1 = e0)
% 65.39/30.35  																																																									|
% 65.39/30.35  																																																									| From (736) and (244) follows:
% 65.39/30.35  																																																									| (738) op(e1, e4) = e4
% 65.39/30.35  																																																									|
% 65.39/30.35  																																																									| From (736) and (24) follows:
% 65.39/30.35  																																																									| (1934) op(e1, e3) = e3
% 65.39/30.35  																																																									|
% 65.39/30.35  																																																									| From (736) and (40) follows:
% 65.39/30.35  																																																									| (1652) op(e3, e1) = e3
% 65.39/30.35  																																																									|
% 65.39/30.35  																																																									| From (736) and (32) follows:
% 65.39/30.35  																																																									| (347) op(e2, e1) = e2
% 65.39/30.35  																																																									|
% 65.39/30.35  																																																									| Instantiating formula (29) with e3, e1, e3, e1 and discharging atoms op(e3, e1) = e3, op(e3, e1) = e1, yields:
% 65.39/30.35  																																																									| (455) e3 = e1
% 65.39/30.35  																																																									|
% 65.39/30.35  																																																									| Instantiating formula (29) with e2, e1, e2, e4 and discharging atoms op(e2, e1) = e4, op(e2, e1) = e2, yields:
% 65.39/30.35  																																																									| (323) e4 = e2
% 65.39/30.35  																																																									|
% 65.39/30.35  																																																									| Instantiating formula (29) with e1, e4, e4, e0 and discharging atoms op(e1, e4) = e4, op(e1, e4) = e0, yields:
% 65.39/30.35  																																																									| (397) e4 = e0
% 65.39/30.35  																																																									|
% 65.39/30.35  																																																									| Instantiating formula (29) with e1, e3, e3, e4 and discharging atoms op(e1, e3) = e4, op(e1, e3) = e3, yields:
% 65.39/30.35  																																																									| (425) e4 = e3
% 65.39/30.35  																																																									|
% 65.39/30.35  																																																									| Combining equations (397,323) yields a new equation:
% 65.39/30.35  																																																									| (330) e2 = e0
% 65.39/30.35  																																																									|
% 65.39/30.35  																																																									| Combining equations (425,323) yields a new equation:
% 65.39/30.35  																																																									| (661) e3 = e2
% 65.39/30.35  																																																									|
% 65.39/30.35  																																																									| Simplifying 661 yields:
% 65.39/30.35  																																																									| (662) e3 = e2
% 65.39/30.35  																																																									|
% 65.39/30.35  																																																									| Combining equations (662,455) yields a new equation:
% 65.39/30.35  																																																									| (616) e2 = e1
% 65.39/30.35  																																																									|
% 65.39/30.35  																																																									| Simplifying 616 yields:
% 65.39/30.35  																																																									| (617) e2 = e1
% 65.39/30.35  																																																									|
% 65.39/30.35  																																																									| Combining equations (330,617) yields a new equation:
% 65.39/30.35  																																																									| (431) e1 = e0
% 65.39/30.35  																																																									|
% 65.39/30.35  																																																									| Equations (431) can reduce 233 to:
% 65.39/30.35  																																																									| (266) $false
% 65.39/30.35  																																																									|
% 65.39/30.35  																																																									|-The branch is then unsatisfiable
% 65.39/30.35  																																																								|-Branch two:
% 65.39/30.35  																																																								| (748)  ~ (unit = e1)
% 65.39/30.35  																																																								| (749) unit = e3
% 65.39/30.35  																																																								|
% 65.39/30.35  																																																									| From (749) and (244) follows:
% 65.39/30.35  																																																									| (750) op(e3, e4) = e4
% 65.39/30.35  																																																									|
% 65.39/30.35  																																																									| From (749) and (32) follows:
% 65.39/30.35  																																																									| (5793) op(e2, e3) = e2
% 65.39/30.35  																																																									|
% 65.39/30.35  																																																									| From (749) and (28) follows:
% 65.39/30.35  																																																									| (2235) op(e1, e3) = e1
% 65.39/30.35  																																																									|
% 65.39/30.35  																																																									| Instantiating formula (29) with e3, e4, e4, e2 and discharging atoms op(e3, e4) = e4, op(e3, e4) = e2, yields:
% 65.39/30.35  																																																									| (323) e4 = e2
% 65.39/30.35  																																																									|
% 65.39/30.35  																																																									| Instantiating formula (29) with e2, e3, e2, e0 and discharging atoms op(e2, e3) = e2, op(e2, e3) = e0, yields:
% 65.39/30.35  																																																									| (330) e2 = e0
% 65.39/30.35  																																																									|
% 65.39/30.35  																																																									| Instantiating formula (29) with e1, e3, e1, e4 and discharging atoms op(e1, e3) = e4, op(e1, e3) = e1, yields:
% 65.39/30.35  																																																									| (630) e4 = e1
% 65.39/30.35  																																																									|
% 65.39/30.35  																																																									| Combining equations (323,630) yields a new equation:
% 65.39/30.35  																																																									| (616) e2 = e1
% 65.39/30.35  																																																									|
% 65.39/30.35  																																																									| Simplifying 616 yields:
% 65.39/30.35  																																																									| (617) e2 = e1
% 65.39/30.35  																																																									|
% 65.39/30.35  																																																									| Combining equations (617,330) yields a new equation:
% 65.39/30.35  																																																									| (546) e1 = e0
% 65.39/30.35  																																																									|
% 65.39/30.35  																																																									| Simplifying 546 yields:
% 65.39/30.35  																																																									| (431) e1 = e0
% 65.39/30.35  																																																									|
% 65.39/30.35  																																																									| Equations (431) can reduce 233 to:
% 65.39/30.35  																																																									| (266) $false
% 65.39/30.35  																																																									|
% 65.39/30.35  																																																									|-The branch is then unsatisfiable
% 65.39/30.36  																																																				|-Branch two:
% 65.39/30.36  																																																				| (358)  ~ (all_0_42_42 = e0)
% 65.39/30.36  																																																				| (2510) all_0_42_42 = e3 | all_0_42_42 = e1
% 65.39/30.36  																																																				|
% 65.39/30.36  																																																					+-Applying beta-rule and splitting (2510), into two cases.
% 65.39/30.36  																																																					|-Branch one:
% 65.39/30.36  																																																					| (459) all_0_42_42 = e1
% 65.39/30.36  																																																					|
% 65.39/30.36  																																																						| Equations (459) can reduce 1380 to:
% 65.39/30.36  																																																						| (266) $false
% 65.39/30.36  																																																						|
% 65.39/30.36  																																																						|-The branch is then unsatisfiable
% 65.39/30.36  																																																					|-Branch two:
% 65.39/30.36  																																																					| (1380)  ~ (all_0_42_42 = e1)
% 65.39/30.36  																																																					| (516) all_0_42_42 = e3
% 65.39/30.36  																																																					|
% 65.39/30.36  																																																						| Equations (516) can reduce 405 to:
% 65.39/30.36  																																																						| (266) $false
% 65.39/30.36  																																																						|
% 65.39/30.36  																																																						|-The branch is then unsatisfiable
% 65.39/30.36  																																																			|-Branch two:
% 65.39/30.36  																																																			| (1390)  ~ (all_0_44_44 = e4)
% 65.39/30.36  																																																			| (1391) all_0_44_44 = e3 | all_0_44_44 = e1 | all_0_44_44 = e0
% 65.39/30.36  																																																			|
% 65.39/30.36  																																																				+-Applying beta-rule and splitting (2271), into two cases.
% 65.39/30.36  																																																				|-Branch one:
% 65.39/30.36  																																																				| (446) all_0_44_44 = e4
% 65.39/30.36  																																																				|
% 65.39/30.36  																																																					| Equations (446) can reduce 1390 to:
% 65.39/30.36  																																																					| (266) $false
% 65.39/30.36  																																																					|
% 65.39/30.36  																																																					|-The branch is then unsatisfiable
% 65.39/30.36  																																																				|-Branch two:
% 65.39/30.36  																																																				| (1390)  ~ (all_0_44_44 = e4)
% 65.39/30.36  																																																				| (7998) all_0_49_49 = e4 | all_0_53_53 = e4 | all_0_58_58 = e4
% 65.39/30.36  																																																				|
% 65.39/30.36  																																																					+-Applying beta-rule and splitting (7998), into two cases.
% 65.39/30.36  																																																					|-Branch one:
% 65.39/30.36  																																																					| (974) all_0_49_49 = e4
% 65.39/30.36  																																																					|
% 65.39/30.36  																																																						| Combining equations (583,974) yields a new equation:
% 65.39/30.36  																																																						| (323) e4 = e2
% 65.39/30.36  																																																						|
% 65.39/30.36  																																																						| Equations (323) can reduce 48 to:
% 65.39/30.36  																																																						| (266) $false
% 65.39/30.36  																																																						|
% 65.39/30.36  																																																						|-The branch is then unsatisfiable
% 65.39/30.36  																																																					|-Branch two:
% 65.39/30.36  																																																					| (256)  ~ (all_0_49_49 = e4)
% 65.39/30.36  																																																					| (8013) all_0_53_53 = e4 | all_0_58_58 = e4
% 65.39/30.36  																																																					|
% 65.39/30.36  																																																						+-Applying beta-rule and splitting (8013), into two cases.
% 65.39/30.36  																																																						|-Branch one:
% 65.39/30.36  																																																						| (1298) all_0_53_53 = e4
% 65.39/30.36  																																																						|
% 65.39/30.36  																																																							| Combining equations (1298,1208) yields a new equation:
% 65.39/30.36  																																																							| (636) e4 = e1
% 65.39/30.36  																																																							|
% 65.39/30.36  																																																							| Simplifying 636 yields:
% 65.39/30.36  																																																							| (630) e4 = e1
% 65.39/30.36  																																																							|
% 65.39/30.36  																																																							| Equations (630) can reduce 110 to:
% 65.39/30.36  																																																							| (266) $false
% 65.39/30.36  																																																							|
% 65.39/30.36  																																																							|-The branch is then unsatisfiable
% 65.39/30.36  																																																						|-Branch two:
% 65.39/30.36  																																																						| (1453)  ~ (all_0_53_53 = e4)
% 65.39/30.36  																																																						| (910) all_0_58_58 = e4
% 65.39/30.36  																																																						|
% 65.39/30.36  																																																							| Combining equations (795,910) yields a new equation:
% 65.39/30.36  																																																							| (425) e4 = e3
% 65.39/30.36  																																																							|
% 65.39/30.36  																																																							| Equations (425) can reduce 188 to:
% 65.39/30.36  																																																							| (266) $false
% 65.39/30.36  																																																							|
% 65.39/30.36  																																																							|-The branch is then unsatisfiable
% 65.39/30.36  																																															|-Branch two:
% 65.39/30.36  																																															| (1377)  ~ (all_0_39_39 = e4)
% 65.39/30.36  																																															| (480) all_0_39_39 = e0
% 65.39/30.36  																																															|
% 65.39/30.36  																																																| Equations (480) can reduce 484 to:
% 65.39/30.36  																																																| (266) $false
% 65.39/30.36  																																																|
% 65.39/30.36  																																																|-The branch is then unsatisfiable
% 65.39/30.36  																																												|-Branch two:
% 65.39/30.36  																																												| (566)  ~ (all_0_50_50 = e4)
% 65.39/30.36  																																												| (1444) all_0_50_50 = e3 | all_0_50_50 = e1
% 65.39/30.36  																																												|
% 65.39/30.36  																																													+-Applying beta-rule and splitting (231), into two cases.
% 65.39/30.36  																																													|-Branch one:
% 65.39/30.36  																																													| (775) all_0_50_50 = e4
% 65.39/30.36  																																													|
% 65.39/30.36  																																														| Equations (775) can reduce 566 to:
% 65.39/30.36  																																														| (266) $false
% 65.39/30.36  																																														|
% 65.39/30.36  																																														|-The branch is then unsatisfiable
% 65.39/30.36  																																													|-Branch two:
% 65.39/30.36  																																													| (566)  ~ (all_0_50_50 = e4)
% 65.39/30.36  																																													| (1071) all_0_51_51 = e4 | all_0_52_52 = e4 | all_0_53_53 = e4
% 65.39/30.36  																																													|
% 65.39/30.36  																																														+-Applying beta-rule and splitting (62), into two cases.
% 65.39/30.36  																																														|-Branch one:
% 65.39/30.36  																																														| (321) all_0_38_38 = e4
% 65.39/30.36  																																														|
% 65.39/30.36  																																															| Combining equations (321,292) yields a new equation:
% 65.39/30.36  																																															| (322) e4 = e2
% 65.39/30.36  																																															|
% 65.39/30.36  																																															| Simplifying 322 yields:
% 65.39/30.36  																																															| (323) e4 = e2
% 65.39/30.36  																																															|
% 65.39/30.36  																																															| Equations (323) can reduce 48 to:
% 65.39/30.36  																																															| (266) $false
% 65.39/30.36  																																															|
% 65.39/30.36  																																															|-The branch is then unsatisfiable
% 65.39/30.36  																																														|-Branch two:
% 65.39/30.36  																																														| (325)  ~ (all_0_38_38 = e4)
% 65.39/30.36  																																														| (582) all_0_41_41 = e4 | all_0_46_46 = e4 | all_0_50_50 = e4 | all_0_55_55 = e4
% 65.39/30.36  																																														|
% 65.39/30.36  																																															+-Applying beta-rule and splitting (582), into two cases.
% 65.39/30.36  																																															|-Branch one:
% 65.39/30.36  																																															| (437) all_0_41_41 = e4
% 65.39/30.36  																																															|
% 65.39/30.36  																																																| Combining equations (403,437) yields a new equation:
% 65.39/30.36  																																																| (425) e4 = e3
% 65.39/30.36  																																																|
% 65.39/30.36  																																																| Equations (425) can reduce 188 to:
% 65.39/30.36  																																																| (266) $false
% 65.39/30.36  																																																|
% 65.39/30.36  																																																|-The branch is then unsatisfiable
% 65.39/30.36  																																															|-Branch two:
% 65.39/30.36  																																															| (440)  ~ (all_0_41_41 = e4)
% 65.39/30.36  																																															| (769) all_0_46_46 = e4 | all_0_50_50 = e4 | all_0_55_55 = e4
% 65.39/30.36  																																															|
% 65.39/30.36  																																																+-Applying beta-rule and splitting (769), into two cases.
% 65.39/30.36  																																																|-Branch one:
% 65.39/30.36  																																																| (770) all_0_46_46 = e4
% 65.39/30.36  																																																|
% 65.39/30.36  																																																	| Combining equations (538,770) yields a new equation:
% 65.39/30.36  																																																	| (397) e4 = e0
% 65.39/30.36  																																																	|
% 65.39/30.36  																																																	| Equations (397) can reduce 49 to:
% 65.39/30.36  																																																	| (266) $false
% 65.39/30.36  																																																	|
% 65.39/30.36  																																																	|-The branch is then unsatisfiable
% 65.39/30.36  																																																|-Branch two:
% 65.39/30.36  																																																| (250)  ~ (all_0_46_46 = e4)
% 65.39/30.36  																																																| (774) all_0_50_50 = e4 | all_0_55_55 = e4
% 65.39/30.36  																																																|
% 65.39/30.36  																																																	+-Applying beta-rule and splitting (774), into two cases.
% 65.39/30.36  																																																	|-Branch one:
% 65.39/30.36  																																																	| (775) all_0_50_50 = e4
% 65.39/30.36  																																																	|
% 65.39/30.36  																																																		| Equations (775) can reduce 566 to:
% 65.39/30.36  																																																		| (266) $false
% 65.39/30.36  																																																		|
% 65.39/30.36  																																																		|-The branch is then unsatisfiable
% 65.39/30.36  																																																	|-Branch two:
% 65.39/30.36  																																																	| (566)  ~ (all_0_50_50 = e4)
% 65.39/30.36  																																																	| (587) all_0_55_55 = e4
% 65.39/30.36  																																																	|
% 65.39/30.36  																																																		| Combining equations (629,587) yields a new equation:
% 65.39/30.36  																																																		| (630) e4 = e1
% 65.39/30.36  																																																		|
% 65.39/30.36  																																																		| Equations (630) can reduce 110 to:
% 65.39/30.36  																																																		| (266) $false
% 65.39/30.36  																																																		|
% 65.39/30.36  																																																		|-The branch is then unsatisfiable
% 65.39/30.36  																																											|-Branch two:
% 65.39/30.36  																																											| (664)  ~ (all_0_51_51 = e3)
% 65.39/30.36  																																											| (665) all_0_53_53 = e3
% 65.39/30.36  																																											|
% 65.39/30.36  																																												| Combining equations (665,1208) yields a new equation:
% 65.39/30.36  																																												| (454) e3 = e1
% 65.39/30.36  																																												|
% 65.39/30.36  																																												| Simplifying 454 yields:
% 65.39/30.36  																																												| (455) e3 = e1
% 65.39/30.36  																																												|
% 65.39/30.36  																																												| Equations (455) can reduce 213 to:
% 65.39/30.36  																																												| (266) $false
% 65.39/30.36  																																												|
% 65.39/30.36  																																												|-The branch is then unsatisfiable
% 65.39/30.36  																																										|-Branch two:
% 65.39/30.36  																																										| (511)  ~ (all_0_56_56 = e2)
% 65.39/30.36  																																										| (836) all_0_56_56 = e4 | all_0_56_56 = e3 | all_0_56_56 = e1 | all_0_56_56 = e0
% 65.39/30.36  																																										|
% 65.39/30.36  																																											+-Applying beta-rule and splitting (389), into two cases.
% 65.39/30.36  																																											|-Branch one:
% 65.39/30.36  																																											| (833) all_0_56_56 = e2
% 65.39/30.36  																																											|
% 65.39/30.36  																																												| Equations (833) can reduce 511 to:
% 65.39/30.36  																																												| (266) $false
% 65.39/30.36  																																												|
% 65.39/30.36  																																												|-The branch is then unsatisfiable
% 65.39/30.36  																																											|-Branch two:
% 65.39/30.36  																																											| (511)  ~ (all_0_56_56 = e2)
% 65.39/30.36  																																											| (1709) all_0_57_57 = e2 | all_0_58_58 = e2
% 65.39/30.36  																																											|
% 65.39/30.36  																																												+-Applying beta-rule and splitting (418), into two cases.
% 65.39/30.36  																																												|-Branch one:
% 65.39/30.36  																																												| (660) all_0_51_51 = e3
% 65.39/30.36  																																												|
% 65.39/30.36  																																													| Equations (660) can reduce 1099 to:
% 65.39/30.36  																																													| (212)  ~ (e3 = e2)
% 65.39/30.36  																																													|
% 65.39/30.36  																																													+-Applying beta-rule and splitting (1709), into two cases.
% 65.39/30.36  																																													|-Branch one:
% 65.39/30.36  																																													| (442) all_0_57_57 = e2
% 65.39/30.36  																																													|
% 65.39/30.36  																																														| Combining equations (442,875) yields a new equation:
% 65.39/30.36  																																														| (391) e2 = e0
% 65.39/30.36  																																														|
% 65.39/30.36  																																														| Simplifying 391 yields:
% 65.39/30.36  																																														| (330) e2 = e0
% 65.39/30.36  																																														|
% 65.39/30.36  																																														| Equations (330) can reduce 128 to:
% 65.39/30.36  																																														| (266) $false
% 65.39/30.36  																																														|
% 65.39/30.36  																																														|-The branch is then unsatisfiable
% 65.39/30.36  																																													|-Branch two:
% 65.39/30.36  																																													| (344)  ~ (all_0_57_57 = e2)
% 65.39/30.36  																																													| (624) all_0_58_58 = e2
% 65.39/30.36  																																													|
% 65.39/30.36  																																														| Combining equations (795,624) yields a new equation:
% 65.39/30.36  																																														| (661) e3 = e2
% 65.39/30.36  																																														|
% 65.39/30.36  																																														| Simplifying 661 yields:
% 65.39/30.36  																																														| (662) e3 = e2
% 65.39/30.36  																																														|
% 65.39/30.36  																																														| Equations (662) can reduce 212 to:
% 65.39/30.36  																																														| (266) $false
% 65.39/30.36  																																														|
% 65.39/30.36  																																														|-The branch is then unsatisfiable
% 65.39/30.36  																																												|-Branch two:
% 65.39/30.36  																																												| (664)  ~ (all_0_51_51 = e3)
% 65.39/30.36  																																												| (665) all_0_53_53 = e3
% 65.39/30.36  																																												|
% 65.39/30.36  																																													| Combining equations (1208,665) yields a new equation:
% 65.39/30.36  																																													| (455) e3 = e1
% 65.39/30.36  																																													|
% 65.39/30.36  																																													| Equations (455) can reduce 213 to:
% 65.39/30.36  																																													| (266) $false
% 65.39/30.36  																																													|
% 65.39/30.36  																																													|-The branch is then unsatisfiable
% 65.39/30.36  																																		|-Branch two:
% 65.39/30.36  																																		| (340)  ~ (all_0_49_49 = e2)
% 65.39/30.36  																																		| (586) all_0_49_49 = e4 | all_0_49_49 = e3 | all_0_49_49 = e1 | all_0_49_49 = e0
% 65.39/30.36  																																		|
% 65.39/30.36  																																			+-Applying beta-rule and splitting (377), into two cases.
% 65.39/30.36  																																			|-Branch one:
% 65.39/30.36  																																			| (583) all_0_49_49 = e2
% 65.39/30.36  																																			|
% 65.39/30.36  																																				| Equations (583) can reduce 340 to:
% 65.39/30.36  																																				| (266) $false
% 65.39/30.36  																																				|
% 65.39/30.36  																																				|-The branch is then unsatisfiable
% 65.39/30.36  																																			|-Branch two:
% 65.39/30.36  																																			| (340)  ~ (all_0_49_49 = e2)
% 65.39/30.36  																																			| (614) all_0_53_53 = e2 | all_0_58_58 = e2
% 65.39/30.36  																																			|
% 65.39/30.36  																																				+-Applying beta-rule and splitting (614), into two cases.
% 65.39/30.36  																																				|-Branch one:
% 65.39/30.36  																																				| (607) all_0_53_53 = e2
% 65.39/30.36  																																				|
% 65.39/30.36  																																					| Equations (607) can reduce 509 to:
% 65.39/30.36  																																					| (266) $false
% 65.39/30.36  																																					|
% 65.39/30.36  																																					|-The branch is then unsatisfiable
% 65.39/30.36  																																				|-Branch two:
% 65.39/30.36  																																				| (509)  ~ (all_0_53_53 = e2)
% 65.39/30.36  																																				| (624) all_0_58_58 = e2
% 65.39/30.36  																																				|
% 65.39/30.36  																																					| Equations (624) can reduce 44 to:
% 65.39/30.36  																																					| (511)  ~ (all_0_56_56 = e2)
% 65.39/30.36  																																					|
% 65.39/30.36  																																					| Equations (624) can reduce 880 to:
% 65.39/30.36  																																					| (122)  ~ (e2 = e1)
% 65.39/30.36  																																					|
% 65.39/30.36  																																					+-Applying beta-rule and splitting (160), into two cases.
% 65.39/30.36  																																					|-Branch one:
% 65.39/30.36  																																					| (601) all_0_50_50 = e1
% 65.39/30.36  																																					|
% 65.39/30.36  																																						| Equations (601) can reduce 759 to:
% 65.39/30.36  																																						| (266) $false
% 65.39/30.36  																																						|
% 65.39/30.36  																																						|-The branch is then unsatisfiable
% 65.39/30.36  																																					|-Branch two:
% 65.39/30.36  																																					| (759)  ~ (all_0_50_50 = e1)
% 65.39/30.36  																																					| (1168) all_0_51_51 = e1 | all_0_52_52 = e1 | all_0_53_53 = e1
% 65.39/30.36  																																					|
% 65.39/30.36  																																						+-Applying beta-rule and splitting (133), into two cases.
% 65.39/30.36  																																						|-Branch one:
% 65.39/30.36  																																						| (833) all_0_56_56 = e2
% 65.39/30.36  																																						|
% 65.39/30.36  																																							| Equations (833) can reduce 511 to:
% 65.39/30.36  																																							| (266) $false
% 65.39/30.36  																																							|
% 65.39/30.36  																																							|-The branch is then unsatisfiable
% 65.39/30.36  																																						|-Branch two:
% 65.39/30.36  																																						| (511)  ~ (all_0_56_56 = e2)
% 65.39/30.36  																																						| (836) all_0_56_56 = e4 | all_0_56_56 = e3 | all_0_56_56 = e1 | all_0_56_56 = e0
% 65.39/30.36  																																						|
% 65.39/30.36  																																							+-Applying beta-rule and splitting (422), into two cases.
% 65.39/30.36  																																							|-Branch one:
% 65.39/30.36  																																							| (775) all_0_50_50 = e4
% 65.39/30.36  																																							|
% 65.39/30.36  																																								| Equations (775) can reduce 59 to:
% 65.39/30.36  																																								| (474)  ~ (all_0_51_51 = e4)
% 65.39/30.36  																																								|
% 65.39/30.36  																																								| Simplifying 474 yields:
% 65.39/30.36  																																								| (475)  ~ (all_0_51_51 = e4)
% 65.39/30.36  																																								|
% 65.39/30.36  																																								+-Applying beta-rule and splitting (7), into two cases.
% 65.39/30.36  																																								|-Branch one:
% 65.39/30.36  																																								| (504) all_0_51_51 = e2
% 65.39/30.36  																																								|
% 65.39/30.36  																																									| Equations (504) can reduce 1099 to:
% 65.39/30.36  																																									| (266) $false
% 65.39/30.36  																																									|
% 65.39/30.36  																																									|-The branch is then unsatisfiable
% 65.39/30.36  																																								|-Branch two:
% 65.39/30.36  																																								| (1099)  ~ (all_0_51_51 = e2)
% 65.39/30.36  																																								| (1100) all_0_51_51 = e4 | all_0_51_51 = e3 | all_0_51_51 = e1
% 65.39/30.36  																																								|
% 65.39/30.36  																																									+-Applying beta-rule and splitting (10171), into two cases.
% 65.39/30.36  																																									|-Branch one:
% 65.39/30.36  																																									| (1105) all_0_47_47 = e2
% 65.39/30.36  																																									|
% 65.39/30.36  																																										| Combining equations (654,1105) yields a new equation:
% 65.39/30.36  																																										| (617) e2 = e1
% 65.39/30.36  																																										|
% 65.39/30.36  																																										| Equations (617) can reduce 122 to:
% 65.39/30.36  																																										| (266) $false
% 65.39/30.36  																																										|
% 65.39/30.36  																																										|-The branch is then unsatisfiable
% 65.39/30.36  																																									|-Branch two:
% 65.39/30.36  																																									| (338)  ~ (all_0_47_47 = e2)
% 65.39/30.36  																																									| (10761) all_0_48_48 = e2 | all_0_49_49 = e2
% 65.39/30.36  																																									|
% 65.39/30.36  																																										| Equations (654) can reduce 338 to:
% 65.39/30.36  																																										| (604)  ~ (e2 = e1)
% 65.39/30.36  																																										|
% 65.39/30.36  																																										| Simplifying 604 yields:
% 65.39/30.36  																																										| (122)  ~ (e2 = e1)
% 65.39/30.36  																																										|
% 65.39/30.36  																																										+-Applying beta-rule and splitting (1100), into two cases.
% 65.39/30.36  																																										|-Branch one:
% 65.39/30.36  																																										| (1101) all_0_51_51 = e4
% 65.39/30.36  																																										|
% 65.39/30.36  																																											| Equations (1101) can reduce 475 to:
% 65.39/30.36  																																											| (266) $false
% 65.39/30.36  																																											|
% 65.39/30.36  																																											|-The branch is then unsatisfiable
% 65.39/30.36  																																										|-Branch two:
% 65.39/30.36  																																										| (475)  ~ (all_0_51_51 = e4)
% 65.39/30.36  																																										| (1104) all_0_51_51 = e3 | all_0_51_51 = e1
% 65.39/30.36  																																										|
% 65.39/30.36  																																											+-Applying beta-rule and splitting (1104), into two cases.
% 65.39/30.36  																																											|-Branch one:
% 65.39/30.36  																																											| (1109) all_0_51_51 = e1
% 65.39/30.36  																																											|
% 65.39/30.36  																																												| Equations (1109) can reduce 464 to:
% 65.39/30.36  																																												| (266) $false
% 65.39/30.36  																																												|
% 65.39/30.36  																																												|-The branch is then unsatisfiable
% 65.39/30.36  																																											|-Branch two:
% 65.39/30.36  																																											| (464)  ~ (all_0_51_51 = e1)
% 65.39/30.36  																																											| (660) all_0_51_51 = e3
% 65.39/30.36  																																											|
% 65.39/30.36  																																												| Equations (660) can reduce 1099 to:
% 65.39/30.36  																																												| (212)  ~ (e3 = e2)
% 65.39/30.36  																																												|
% 65.39/30.36  																																												+-Applying beta-rule and splitting (385), into two cases.
% 65.39/30.36  																																												|-Branch one:
% 65.39/30.36  																																												| (1105) all_0_47_47 = e2
% 65.39/30.36  																																												|
% 65.39/30.36  																																													| Combining equations (654,1105) yields a new equation:
% 65.39/30.36  																																													| (617) e2 = e1
% 65.39/30.36  																																													|
% 65.39/30.36  																																													| Equations (617) can reduce 122 to:
% 65.39/30.36  																																													| (266) $false
% 65.39/30.36  																																													|
% 65.39/30.36  																																													|-The branch is then unsatisfiable
% 65.39/30.36  																																												|-Branch two:
% 65.39/30.36  																																												| (338)  ~ (all_0_47_47 = e2)
% 65.39/30.36  																																												| (1108) all_0_51_51 = e2 | all_0_56_56 = e2
% 65.39/30.36  																																												|
% 65.39/30.36  																																													+-Applying beta-rule and splitting (1108), into two cases.
% 65.39/30.36  																																													|-Branch one:
% 65.39/30.36  																																													| (504) all_0_51_51 = e2
% 65.39/30.36  																																													|
% 65.39/30.36  																																														| Combining equations (660,504) yields a new equation:
% 65.39/30.36  																																														| (661) e3 = e2
% 65.39/30.36  																																														|
% 65.39/30.36  																																														| Simplifying 661 yields:
% 65.39/30.36  																																														| (662) e3 = e2
% 65.39/30.36  																																														|
% 65.39/30.36  																																														| Equations (662) can reduce 212 to:
% 65.39/30.36  																																														| (266) $false
% 65.39/30.36  																																														|
% 65.39/30.36  																																														|-The branch is then unsatisfiable
% 65.39/30.36  																																													|-Branch two:
% 65.39/30.36  																																													| (1099)  ~ (all_0_51_51 = e2)
% 65.39/30.36  																																													| (833) all_0_56_56 = e2
% 65.39/30.36  																																													|
% 65.39/30.36  																																														| Equations (833) can reduce 511 to:
% 65.39/30.36  																																														| (266) $false
% 65.39/30.36  																																														|
% 65.39/30.36  																																														|-The branch is then unsatisfiable
% 65.39/30.36  																																							|-Branch two:
% 65.39/30.36  																																							| (566)  ~ (all_0_50_50 = e4)
% 65.39/30.36  																																							| (1444) all_0_50_50 = e3 | all_0_50_50 = e1
% 65.39/30.36  																																							|
% 65.39/30.36  																																								+-Applying beta-rule and splitting (1444), into two cases.
% 65.39/30.36  																																								|-Branch one:
% 65.39/30.36  																																								| (601) all_0_50_50 = e1
% 65.39/30.36  																																								|
% 65.39/30.36  																																									| Equations (601) can reduce 759 to:
% 65.39/30.36  																																									| (266) $false
% 65.39/30.36  																																									|
% 65.39/30.36  																																									|-The branch is then unsatisfiable
% 65.39/30.36  																																								|-Branch two:
% 65.39/30.36  																																								| (759)  ~ (all_0_50_50 = e1)
% 65.39/30.36  																																								| (415) all_0_50_50 = e3
% 65.39/30.36  																																								|
% 65.39/30.36  																																									| Equations (415) can reduce 411 to:
% 65.39/30.36  																																									| (266) $false
% 65.39/30.36  																																									|
% 65.39/30.36  																																									|-The branch is then unsatisfiable
% 65.39/30.36  																																|-Branch two:
% 65.39/30.36  																																| (819) all_0_47_47 = e0 & all_0_58_58 = e2 &  ~ (all_0_49_49 = e2)
% 65.39/30.36  																																|
% 65.39/30.36  																																	| Applying alpha-rule on (819) yields:
% 65.39/30.36  																																	| (674) all_0_47_47 = e0
% 65.39/30.36  																																	| (624) all_0_58_58 = e2
% 65.39/30.36  																																	| (340)  ~ (all_0_49_49 = e2)
% 65.39/30.36  																																	|
% 65.39/30.36  																																	| Equations (674) can reduce 678 to:
% 65.39/30.36  																																	| (266) $false
% 65.39/30.36  																																	|
% 65.39/30.36  																																	|-The branch is then unsatisfiable
% 65.39/30.36  																															|-Branch two:
% 65.39/30.36  																															| (825) all_0_47_47 = e0 & all_0_58_58 = e2 &  ~ (all_0_56_56 = e0)
% 65.39/30.36  																															|
% 65.39/30.36  																																| Applying alpha-rule on (825) yields:
% 65.39/30.36  																																| (674) all_0_47_47 = e0
% 65.39/30.36  																																| (624) all_0_58_58 = e2
% 65.39/30.36  																																| (828)  ~ (all_0_56_56 = e0)
% 65.39/30.36  																																|
% 65.39/30.36  																																| Equations (674) can reduce 678 to:
% 65.39/30.36  																																| (266) $false
% 65.39/30.36  																																|
% 65.39/30.36  																																|-The branch is then unsatisfiable
% 65.39/30.36  																														|-Branch two:
% 65.39/30.36  																														| (632)  ~ (all_0_55_55 = e1)
% 65.39/30.36  																														| (2336) all_0_55_55 = e3
% 65.39/30.36  																														|
% 65.39/30.36  																															| Equations (2336) can reduce 270 to:
% 65.39/30.36  																															| (266) $false
% 65.39/30.36  																															|
% 65.39/30.36  																															|-The branch is then unsatisfiable
% 65.39/30.36  																												|-Branch two:
% 65.39/30.36  																												| (831)  ~ (all_0_46_46 = e0)
% 65.39/30.36  																												| (858) all_0_55_55 = e0
% 65.39/30.36  																												|
% 65.39/30.36  																													| Equations (858) can reduce 803 to:
% 65.39/30.36  																													| (266) $false
% 65.39/30.36  																													|
% 65.39/30.36  																													|-The branch is then unsatisfiable
% 65.39/30.36  																						|-Branch two:
% 65.39/30.36  																						| (1898)  ~ (all_0_41_41 = e3)
% 65.39/30.36  																						| (1899) all_0_42_42 = e3 | all_0_44_44 = e3
% 65.39/30.36  																						|
% 65.39/30.36  																							+-Applying beta-rule and splitting (144), into two cases.
% 65.39/30.36  																							|-Branch one:
% 65.39/30.36  																							| (403) all_0_41_41 = e3
% 65.39/30.36  																							|
% 65.39/30.37  																								| Equations (403) can reduce 1898 to:
% 65.39/30.37  																								| (266) $false
% 65.39/30.37  																								|
% 65.39/30.37  																								|-The branch is then unsatisfiable
% 65.39/30.37  																							|-Branch two:
% 65.39/30.37  																							| (1898)  ~ (all_0_41_41 = e3)
% 65.39/30.37  																							| (1923) all_0_46_46 = e3 | all_0_50_50 = e3 | all_0_55_55 = e3
% 65.39/30.37  																							|
% 65.39/30.37  																								+-Applying beta-rule and splitting (1923), into two cases.
% 65.39/30.37  																								|-Branch one:
% 65.39/30.37  																								| (1557) all_0_46_46 = e3
% 65.39/30.37  																								|
% 65.39/30.37  																									| Equations (1557) can reduce 409 to:
% 65.39/30.37  																									| (266) $false
% 65.39/30.37  																									|
% 65.39/30.37  																									|-The branch is then unsatisfiable
% 65.39/30.37  																								|-Branch two:
% 65.39/30.37  																								| (409)  ~ (all_0_46_46 = e3)
% 65.39/30.37  																								| (4042) all_0_50_50 = e3 | all_0_55_55 = e3
% 65.39/30.37  																								|
% 65.39/30.37  																									+-Applying beta-rule and splitting (4042), into two cases.
% 65.39/30.37  																									|-Branch one:
% 65.39/30.37  																									| (415) all_0_50_50 = e3
% 65.39/30.37  																									|
% 65.39/30.37  																										| Equations (415) can reduce 411 to:
% 65.39/30.37  																										| (266) $false
% 65.39/30.37  																										|
% 65.39/30.37  																										|-The branch is then unsatisfiable
% 65.39/30.37  																									|-Branch two:
% 65.39/30.37  																									| (411)  ~ (all_0_50_50 = e3)
% 65.39/30.37  																									| (2336) all_0_55_55 = e3
% 65.39/30.37  																									|
% 65.39/30.37  																										| Equations (2336) can reduce 191 to:
% 65.39/30.37  																										| (1898)  ~ (all_0_41_41 = e3)
% 65.39/30.37  																										|
% 65.39/30.37  																										| Equations (2336) can reduce 58 to:
% 65.39/30.37  																										| (409)  ~ (all_0_46_46 = e3)
% 65.39/30.37  																										|
% 65.39/30.37  																										| Equations (2336) can reduce 93 to:
% 65.39/30.37  																										| (411)  ~ (all_0_50_50 = e3)
% 65.39/30.37  																										|
% 65.39/30.37  																										| Equations (2336) can reduce 3 to:
% 65.39/30.37  																										| (275)  ~ (all_0_58_58 = e3)
% 65.39/30.37  																										|
% 65.39/30.37  																										| Simplifying 275 yields:
% 65.39/30.37  																										| (276)  ~ (all_0_58_58 = e3)
% 65.39/30.37  																										|
% 65.39/30.37  																										| Equations (2336) can reduce 763 to:
% 65.39/30.37  																										| (277)  ~ (e4 = e3)
% 65.39/30.37  																										|
% 65.39/30.37  																										| Simplifying 277 yields:
% 65.39/30.37  																										| (188)  ~ (e4 = e3)
% 65.39/30.37  																										|
% 65.39/30.37  																										| Equations (2336) can reduce 803 to:
% 65.39/30.37  																										| (80)  ~ (e3 = e0)
% 65.39/30.37  																										|
% 65.39/30.37  																										| From (2336) and (187) follows:
% 65.39/30.37  																										| (84862) op(e3, e3) = all_0_32_32
% 65.39/30.37  																										|
% 65.39/30.37  																										| From (2336) and (68) follows:
% 65.39/30.38  																										| (91184) op(e3, e0) = all_0_31_31
% 65.39/30.38  																										|
% 65.39/30.38  																										| From (2336) and (74) follows:
% 65.39/30.38  																										| (2208) op(e0, e3) = e3
% 65.39/30.38  																										|
% 65.39/30.38  																										| Instantiating formula (29) with e3, e3, all_0_32_32, all_0_41_41 and discharging atoms op(e3, e3) = all_0_32_32, op(e3, e3) = all_0_41_41, yields:
% 65.45/30.38  																										| (84875) all_0_32_32 = all_0_41_41
% 65.45/30.38  																										|
% 65.45/30.38  																										| Instantiating formula (29) with e3, e0, all_0_31_31, all_0_44_44 and discharging atoms op(e3, e0) = all_0_31_31, op(e3, e0) = all_0_44_44, yields:
% 65.45/30.38  																										| (91301) all_0_31_31 = all_0_44_44
% 65.45/30.38  																										|
% 65.45/30.38  																										| From (84875) and (84862) follows:
% 65.45/30.39  																										| (219) op(e3, e3) = all_0_41_41
% 65.45/30.39  																										|
% 65.45/30.39  																										| From (91301) and (91184) follows:
% 65.45/30.39  																										| (138) op(e3, e0) = all_0_44_44
% 65.45/30.39  																										|
% 65.45/30.39  																										+-Applying beta-rule and splitting (243), into two cases.
% 65.45/30.39  																										|-Branch one:
% 65.45/30.39  																										| (329) all_0_38_38 = e0
% 65.45/30.39  																										|
% 65.45/30.39  																											| Combining equations (292,329) yields a new equation:
% 65.45/30.39  																											| (391) e2 = e0
% 65.45/30.39  																											|
% 65.45/30.39  																											| Simplifying 391 yields:
% 65.45/30.39  																											| (330) e2 = e0
% 65.45/30.39  																											|
% 65.45/30.39  																											| Equations (330) can reduce 128 to:
% 65.45/30.39  																											| (266) $false
% 65.45/30.39  																											|
% 65.45/30.39  																											|-The branch is then unsatisfiable
% 65.45/30.39  																										|-Branch two:
% 65.45/30.39  																										| (332)  ~ (all_0_38_38 = e0)
% 65.45/30.39  																										| (395) all_0_41_41 = e0 | all_0_46_46 = e0 | all_0_55_55 = e0
% 65.45/30.39  																										|
% 65.45/30.39  																											+-Applying beta-rule and splitting (27), into two cases.
% 65.45/30.39  																											|-Branch one:
% 65.45/30.39  																											| (437) all_0_41_41 = e4
% 65.45/30.39  																											|
% 65.45/30.39  																												| Equations (437) can reduce 214 to:
% 65.45/30.39  																												| (1901)  ~ (all_0_42_42 = e4)
% 65.45/30.39  																												|
% 65.45/30.39  																												| Simplifying 1901 yields:
% 65.45/30.39  																												| (1890)  ~ (all_0_42_42 = e4)
% 65.45/30.39  																												|
% 65.45/30.39  																												| Equations (437) can reduce 149 to:
% 65.45/30.39  																												| (1903)  ~ (all_0_44_44 = e4)
% 65.45/30.39  																												|
% 65.45/30.39  																												| Simplifying 1903 yields:
% 65.45/30.39  																												| (1390)  ~ (all_0_44_44 = e4)
% 65.45/30.39  																												|
% 65.45/30.39  																												| Equations (437) can reduce 43 to:
% 65.45/30.39  																												| (249)  ~ (all_0_46_46 = e4)
% 65.45/30.39  																												|
% 65.45/30.39  																												| Simplifying 249 yields:
% 65.45/30.39  																												| (250)  ~ (all_0_46_46 = e4)
% 65.45/30.39  																												|
% 65.45/30.39  																												| Equations (437) can reduce 221 to:
% 65.45/30.39  																												| (1907)  ~ (all_0_50_50 = e4)
% 65.45/30.39  																												|
% 65.45/30.39  																												| Simplifying 1907 yields:
% 65.45/30.39  																												| (566)  ~ (all_0_50_50 = e4)
% 65.45/30.39  																												|
% 65.45/30.39  																												| Equations (437) can reduce 85 to:
% 65.45/30.39  																												| (48)  ~ (e4 = e2)
% 65.45/30.39  																												|
% 65.45/30.39  																												| From (437) and (219) follows:
% 65.45/30.40  																												| (1913) op(e3, e3) = e4
% 65.45/30.40  																												|
% 65.45/30.40  																												+-Applying beta-rule and splitting (395), into two cases.
% 65.45/30.40  																												|-Branch one:
% 65.45/30.40  																												| (794) all_0_41_41 = e0
% 65.45/30.40  																												|
% 65.45/30.40  																													| Combining equations (437,794) yields a new equation:
% 65.45/30.40  																													| (481) e4 = e0
% 65.45/30.40  																													|
% 65.45/30.40  																													| Simplifying 481 yields:
% 65.45/30.40  																													| (397) e4 = e0
% 65.45/30.40  																													|
% 65.45/30.40  																													| Equations (397) can reduce 49 to:
% 65.45/30.40  																													| (266) $false
% 65.45/30.40  																													|
% 65.45/30.40  																													|-The branch is then unsatisfiable
% 65.45/30.40  																												|-Branch two:
% 65.45/30.40  																												| (357)  ~ (all_0_41_41 = e0)
% 65.45/30.40  																												| (895) all_0_46_46 = e0 | all_0_55_55 = e0
% 65.45/30.40  																												|
% 65.45/30.40  																													+-Applying beta-rule and splitting (422), into two cases.
% 65.45/30.40  																													|-Branch one:
% 65.45/30.40  																													| (775) all_0_50_50 = e4
% 65.45/30.40  																													|
% 65.45/30.40  																														| Equations (775) can reduce 566 to:
% 65.45/30.40  																														| (266) $false
% 65.45/30.40  																														|
% 65.45/30.40  																														|-The branch is then unsatisfiable
% 65.45/30.40  																													|-Branch two:
% 65.45/30.40  																													| (566)  ~ (all_0_50_50 = e4)
% 65.45/30.40  																													| (1444) all_0_50_50 = e3 | all_0_50_50 = e1
% 65.45/30.40  																													|
% 65.45/30.40  																														+-Applying beta-rule and splitting (895), into two cases.
% 65.45/30.40  																														|-Branch one:
% 65.45/30.40  																														| (538) all_0_46_46 = e0
% 65.45/30.40  																														|
% 65.45/30.40  																															| Equations (538) can reduce 19 to:
% 65.45/30.40  																															| (1402)  ~ (all_0_47_47 = e0)
% 65.45/30.40  																															|
% 65.45/30.40  																															| Simplifying 1402 yields:
% 65.45/30.40  																															| (678)  ~ (all_0_47_47 = e0)
% 65.45/30.40  																															|
% 65.45/30.40  																															| Equations (538) can reduce 250 to:
% 65.45/30.40  																															| (401)  ~ (e4 = e0)
% 65.45/30.40  																															|
% 65.45/30.40  																															| Simplifying 401 yields:
% 65.45/30.40  																															| (49)  ~ (e4 = e0)
% 65.45/30.40  																															|
% 65.45/30.40  																															| From (538) and (33) follows:
% 65.45/30.40  																															| (543) op(e0, e3) = all_0_16_16
% 65.45/30.40  																															|
% 65.45/30.40  																															| From (538) and (179) follows:
% 65.45/30.40  																															| (1544) op(e0, e2) = all_0_15_15
% 65.45/30.40  																															|
% 65.45/30.40  																															+-Applying beta-rule and splitting (1444), into two cases.
% 65.45/30.40  																															|-Branch one:
% 65.45/30.40  																															| (601) all_0_50_50 = e1
% 65.45/30.40  																															|
% 65.45/30.40  																																| Equations (601) can reduce 302 to:
% 65.45/30.40  																																| (604)  ~ (e2 = e1)
% 65.45/30.40  																																|
% 65.45/30.40  																																| Simplifying 604 yields:
% 65.45/30.40  																																| (122)  ~ (e2 = e1)
% 65.45/30.40  																																|
% 65.45/30.40  																																| From (601) and (8) follows:
% 65.45/30.40  																																| (15351) op(e1, e3) = all_0_23_23
% 65.45/30.40  																																|
% 65.45/30.40  																																| From (601) and (57) follows:
% 65.45/30.40  																																| (606) op(e1, e1) = all_0_22_22
% 65.45/30.40  																																|
% 65.45/30.40  																																| From (601) and (242) follows:
% 65.45/30.40  																																| (2235) op(e1, e3) = e1
% 65.45/30.40  																																|
% 65.45/30.40  																																+-Applying beta-rule and splitting (163), into two cases.
% 65.45/30.40  																																|-Branch one:
% 65.45/30.40  																																| (565) all_0_52_52 = e4
% 65.45/30.40  																																|
% 65.45/30.40  																																	| Combining equations (352,565) yields a new equation:
% 65.45/30.40  																																	| (323) e4 = e2
% 65.45/30.40  																																	|
% 65.45/30.40  																																	| Equations (323) can reduce 48 to:
% 65.45/30.40  																																	| (266) $false
% 65.45/30.40  																																	|
% 65.45/30.40  																																	|-The branch is then unsatisfiable
% 65.45/30.40  																																|-Branch two:
% 65.45/30.40  																																| (780)  ~ (all_0_52_52 = e4)
% 65.45/30.40  																																| (781) (all_0_41_41 = e0 & all_0_58_58 = e3 &  ~ (all_0_44_44 = e3)) | (all_0_41_41 = e0 & all_0_58_58 = e3 &  ~ (all_0_55_55 = e0)) | (all_0_47_47 = e1 & all_0_52_52 = e2 &  ~ (all_0_48_48 = e2)) | (all_0_47_47 = e1 & all_0_52_52 = e2 &  ~ (all_0_51_51 = e1)) | (all_0_47_47 = e0 & all_0_58_58 = e2 &  ~ (all_0_49_49 = e2)) | (all_0_47_47 = e0 & all_0_58_58 = e2 &  ~ (all_0_56_56 = e0))
% 65.45/30.40  																																|
% 65.45/30.40  																																	| Equations (352) can reduce 780 to:
% 65.45/30.40  																																	| (327)  ~ (e4 = e2)
% 65.45/30.40  																																	|
% 65.45/30.40  																																	| Simplifying 327 yields:
% 65.45/30.40  																																	| (48)  ~ (e4 = e2)
% 65.45/30.40  																																	|
% 65.45/30.40  																																	+-Applying beta-rule and splitting (781), into two cases.
% 65.45/30.40  																																	|-Branch one:
% 65.45/30.40  																																	| (789) (all_0_41_41 = e0 & all_0_58_58 = e3 &  ~ (all_0_44_44 = e3)) | (all_0_41_41 = e0 & all_0_58_58 = e3 &  ~ (all_0_55_55 = e0)) | (all_0_47_47 = e1 & all_0_52_52 = e2 &  ~ (all_0_48_48 = e2)) | (all_0_47_47 = e1 & all_0_52_52 = e2 &  ~ (all_0_51_51 = e1)) | (all_0_47_47 = e0 & all_0_58_58 = e2 &  ~ (all_0_49_49 = e2))
% 65.45/30.40  																																	|
% 65.45/30.40  																																		+-Applying beta-rule and splitting (789), into two cases.
% 65.45/30.40  																																		|-Branch one:
% 65.45/30.40  																																		| (790) (all_0_41_41 = e0 & all_0_58_58 = e3 &  ~ (all_0_44_44 = e3)) | (all_0_41_41 = e0 & all_0_58_58 = e3 &  ~ (all_0_55_55 = e0)) | (all_0_47_47 = e1 & all_0_52_52 = e2 &  ~ (all_0_48_48 = e2)) | (all_0_47_47 = e1 & all_0_52_52 = e2 &  ~ (all_0_51_51 = e1))
% 65.45/30.40  																																		|
% 65.45/30.40  																																			+-Applying beta-rule and splitting (790), into two cases.
% 65.45/30.40  																																			|-Branch one:
% 65.45/30.40  																																			| (791) (all_0_41_41 = e0 & all_0_58_58 = e3 &  ~ (all_0_44_44 = e3)) | (all_0_41_41 = e0 & all_0_58_58 = e3 &  ~ (all_0_55_55 = e0)) | (all_0_47_47 = e1 & all_0_52_52 = e2 &  ~ (all_0_48_48 = e2))
% 65.45/30.40  																																			|
% 65.45/30.40  																																				+-Applying beta-rule and splitting (791), into two cases.
% 65.45/30.40  																																				|-Branch one:
% 65.45/30.40  																																				| (792) (all_0_41_41 = e0 & all_0_58_58 = e3 &  ~ (all_0_44_44 = e3)) | (all_0_41_41 = e0 & all_0_58_58 = e3 &  ~ (all_0_55_55 = e0))
% 65.45/30.40  																																				|
% 65.45/30.40  																																					+-Applying beta-rule and splitting (792), into two cases.
% 65.45/30.40  																																					|-Branch one:
% 65.45/30.40  																																					| (793) all_0_41_41 = e0 & all_0_58_58 = e3 &  ~ (all_0_44_44 = e3)
% 65.45/30.40  																																					|
% 65.45/30.40  																																						| Applying alpha-rule on (793) yields:
% 65.45/30.40  																																						| (794) all_0_41_41 = e0
% 65.45/30.40  																																						| (795) all_0_58_58 = e3
% 65.45/30.40  																																						| (407)  ~ (all_0_44_44 = e3)
% 65.45/30.40  																																						|
% 65.45/30.40  																																						| Combining equations (794,437) yields a new equation:
% 65.45/30.40  																																						| (397) e4 = e0
% 65.45/30.40  																																						|
% 65.45/30.40  																																						| Equations (397) can reduce 49 to:
% 65.45/30.40  																																						| (266) $false
% 65.45/30.40  																																						|
% 65.45/30.40  																																						|-The branch is then unsatisfiable
% 65.45/30.40  																																					|-Branch two:
% 65.45/30.40  																																					| (800) all_0_41_41 = e0 & all_0_58_58 = e3 &  ~ (all_0_55_55 = e0)
% 65.45/30.40  																																					|
% 65.45/30.40  																																						| Applying alpha-rule on (800) yields:
% 65.45/30.40  																																						| (794) all_0_41_41 = e0
% 65.45/30.40  																																						| (795) all_0_58_58 = e3
% 65.45/30.40  																																						| (803)  ~ (all_0_55_55 = e0)
% 65.45/30.40  																																						|
% 65.45/30.40  																																						| Combining equations (794,437) yields a new equation:
% 65.45/30.40  																																						| (397) e4 = e0
% 65.45/30.40  																																						|
% 65.45/30.40  																																						| Equations (397) can reduce 49 to:
% 65.45/30.40  																																						| (266) $false
% 65.45/30.40  																																						|
% 65.45/30.40  																																						|-The branch is then unsatisfiable
% 65.45/30.40  																																				|-Branch two:
% 65.45/30.40  																																				| (807) all_0_47_47 = e1 & all_0_52_52 = e2 &  ~ (all_0_48_48 = e2)
% 65.45/30.40  																																				|
% 65.45/30.40  																																					| Applying alpha-rule on (807) yields:
% 65.45/30.40  																																					| (654) all_0_47_47 = e1
% 65.45/30.40  																																					| (352) all_0_52_52 = e2
% 65.45/30.40  																																					| (810)  ~ (all_0_48_48 = e2)
% 65.45/30.40  																																					|
% 65.45/30.40  																																					| Equations (654) can reduce 79 to:
% 65.45/30.40  																																					| (151)  ~ (all_0_39_39 = e1)
% 65.45/30.40  																																					|
% 65.45/30.40  																																					| Equations (654) can reduce 198 to:
% 65.45/30.40  																																					| (1380)  ~ (all_0_42_42 = e1)
% 65.45/30.40  																																					|
% 65.45/30.40  																																					| Equations (654) can reduce 224 to:
% 65.45/30.40  																																					| (463)  ~ (all_0_51_51 = e1)
% 65.45/30.40  																																					|
% 65.45/30.40  																																					| Simplifying 463 yields:
% 65.45/30.40  																																					| (464)  ~ (all_0_51_51 = e1)
% 65.45/30.40  																																					|
% 65.45/30.40  																																					| Equations (943) can reduce 810 to:
% 65.45/30.40  																																					| (48)  ~ (e4 = e2)
% 65.45/30.40  																																					|
% 65.45/30.40  																																					| From (654) and (23) follows:
% 65.45/30.40  																																					| (9478) op(e2, e2) = e1
% 65.45/30.40  																																					|
% 65.45/30.40  																																					+-Applying beta-rule and splitting (385), into two cases.
% 65.45/30.40  																																					|-Branch one:
% 65.45/30.40  																																					| (1105) all_0_47_47 = e2
% 65.45/30.40  																																					|
% 65.45/30.40  																																						| Combining equations (654,1105) yields a new equation:
% 65.45/30.40  																																						| (617) e2 = e1
% 65.45/30.40  																																						|
% 65.45/30.40  																																						| Equations (617) can reduce 122 to:
% 65.45/30.40  																																						| (266) $false
% 65.45/30.40  																																						|
% 65.45/30.40  																																						|-The branch is then unsatisfiable
% 65.45/30.40  																																					|-Branch two:
% 65.45/30.40  																																					| (338)  ~ (all_0_47_47 = e2)
% 65.45/30.40  																																					| (1108) all_0_51_51 = e2 | all_0_56_56 = e2
% 65.45/30.40  																																					|
% 65.45/30.40  																																						| Equations (654) can reduce 338 to:
% 65.45/30.40  																																						| (604)  ~ (e2 = e1)
% 65.45/30.40  																																						|
% 65.45/30.40  																																						| Simplifying 604 yields:
% 65.45/30.40  																																						| (122)  ~ (e2 = e1)
% 65.45/30.40  																																						|
% 65.45/30.40  																																						+-Applying beta-rule and splitting (10171), into two cases.
% 65.45/30.40  																																						|-Branch one:
% 65.45/30.40  																																						| (1105) all_0_47_47 = e2
% 65.45/30.40  																																						|
% 65.45/30.40  																																							| Combining equations (654,1105) yields a new equation:
% 65.45/30.40  																																							| (617) e2 = e1
% 65.45/30.40  																																							|
% 65.45/30.40  																																							| Equations (617) can reduce 122 to:
% 65.45/30.40  																																							| (266) $false
% 65.45/30.40  																																							|
% 65.45/30.40  																																							|-The branch is then unsatisfiable
% 65.45/30.40  																																						|-Branch two:
% 65.45/30.40  																																						| (338)  ~ (all_0_47_47 = e2)
% 65.45/30.40  																																						| (10761) all_0_48_48 = e2 | all_0_49_49 = e2
% 65.45/30.40  																																						|
% 65.45/30.40  																																							+-Applying beta-rule and splitting (10761), into two cases.
% 65.45/30.40  																																							|-Branch one:
% 65.45/30.40  																																							| (335) all_0_48_48 = e2
% 65.45/30.40  																																							|
% 65.45/30.40  																																								| Combining equations (943,335) yields a new equation:
% 65.45/30.40  																																								| (322) e4 = e2
% 65.45/30.40  																																								|
% 65.45/30.40  																																								| Simplifying 322 yields:
% 65.45/30.40  																																								| (323) e4 = e2
% 65.45/30.40  																																								|
% 65.45/30.40  																																								| Equations (323) can reduce 48 to:
% 65.45/30.40  																																								| (266) $false
% 65.45/30.40  																																								|
% 65.45/30.40  																																								|-The branch is then unsatisfiable
% 65.45/30.40  																																							|-Branch two:
% 65.45/30.40  																																							| (810)  ~ (all_0_48_48 = e2)
% 65.45/30.40  																																							| (583) all_0_49_49 = e2
% 65.45/30.40  																																							|
% 65.45/30.40  																																								| Equations (583) can reduce 9 to:
% 65.45/30.40  																																								| (147)  ~ (all_0_44_44 = e2)
% 65.45/30.40  																																								|
% 65.45/30.40  																																								| Equations (583) can reduce 65 to:
% 65.45/30.40  																																								| (508)  ~ (all_0_53_53 = e2)
% 65.45/30.40  																																								|
% 65.45/30.40  																																								| Simplifying 508 yields:
% 65.45/30.40  																																								| (509)  ~ (all_0_53_53 = e2)
% 65.45/30.40  																																								|
% 65.45/30.40  																																								| From (583) and (129) follows:
% 65.45/30.40  																																								| (14996) op(e2, e2) = all_0_20_20
% 65.45/30.40  																																								|
% 65.45/30.40  																																								+-Applying beta-rule and splitting (1108), into two cases.
% 65.45/30.40  																																								|-Branch one:
% 65.45/30.40  																																								| (504) all_0_51_51 = e2
% 65.45/30.40  																																								|
% 65.45/30.40  																																									| Equations (504) can reduce 1099 to:
% 65.45/30.40  																																									| (266) $false
% 65.45/30.40  																																									|
% 65.45/30.40  																																									|-The branch is then unsatisfiable
% 65.45/30.40  																																								|-Branch two:
% 65.45/30.40  																																								| (1099)  ~ (all_0_51_51 = e2)
% 65.45/30.40  																																								| (833) all_0_56_56 = e2
% 65.45/30.40  																																								|
% 65.45/30.40  																																									| Equations (833) can reduce 236 to:
% 65.45/30.40  																																									| (51)  ~ (all_0_42_42 = e2)
% 65.45/30.40  																																									|
% 65.45/30.40  																																									| Equations (833) can reduce 16 to:
% 65.45/30.40  																																									| (1099)  ~ (all_0_51_51 = e2)
% 65.45/30.40  																																									|
% 65.45/30.40  																																									| Equations (833) can reduce 44 to:
% 65.45/30.40  																																									| (1186)  ~ (all_0_58_58 = e2)
% 65.45/30.40  																																									|
% 65.45/30.40  																																									| Simplifying 1186 yields:
% 65.45/30.40  																																									| (908)  ~ (all_0_58_58 = e2)
% 65.45/30.40  																																									|
% 65.45/30.40  																																									| From (833) and (87) follows:
% 65.45/30.40  																																									| (4151) op(e2, e2) = all_0_34_34
% 65.45/30.40  																																									|
% 65.45/30.40  																																									| From (833) and (111) follows:
% 65.45/30.40  																																									| (1508) op(e0, e2) = e2
% 65.45/30.40  																																									|
% 65.45/30.40  																																									+-Applying beta-rule and splitting (108), into two cases.
% 65.45/30.40  																																									|-Branch one:
% 65.45/30.40  																																									| (624) all_0_58_58 = e2
% 65.45/30.40  																																									|
% 65.45/30.40  																																										| Equations (624) can reduce 908 to:
% 65.45/30.40  																																										| (266) $false
% 65.45/30.40  																																										|
% 65.45/30.40  																																										|-The branch is then unsatisfiable
% 65.45/30.40  																																									|-Branch two:
% 65.45/30.40  																																									| (908)  ~ (all_0_58_58 = e2)
% 65.45/30.40  																																									| (909) all_0_58_58 = e4 | all_0_58_58 = e3 | all_0_58_58 = e1 | all_0_58_58 = e0
% 65.45/30.40  																																									|
% 65.45/30.40  																																										+-Applying beta-rule and splitting (909), into two cases.
% 65.45/30.40  																																										|-Branch one:
% 65.45/30.40  																																										| (910) all_0_58_58 = e4
% 65.45/30.40  																																										|
% 65.45/30.40  																																											| Equations (910) can reduce 451 to:
% 65.45/30.40  																																											| (266) $false
% 65.45/30.40  																																											|
% 65.45/30.40  																																											|-The branch is then unsatisfiable
% 65.45/30.40  																																										|-Branch two:
% 65.45/30.40  																																										| (451)  ~ (all_0_58_58 = e4)
% 65.45/30.40  																																										| (913) all_0_58_58 = e3 | all_0_58_58 = e1 | all_0_58_58 = e0
% 65.45/30.40  																																										|
% 65.45/30.40  																																											+-Applying beta-rule and splitting (913), into two cases.
% 65.45/30.40  																																											|-Branch one:
% 65.45/30.40  																																											| (914) all_0_58_58 = e0
% 65.45/30.40  																																											|
% 65.45/30.40  																																												| Equations (914) can reduce 491 to:
% 65.45/30.40  																																												| (266) $false
% 65.45/30.40  																																												|
% 65.45/30.40  																																												|-The branch is then unsatisfiable
% 65.45/30.40  																																											|-Branch two:
% 65.45/30.40  																																											| (491)  ~ (all_0_58_58 = e0)
% 65.45/30.40  																																											| (917) all_0_58_58 = e3 | all_0_58_58 = e1
% 65.45/30.40  																																											|
% 65.45/30.40  																																												+-Applying beta-rule and splitting (917), into two cases.
% 65.45/30.40  																																												|-Branch one:
% 65.45/30.40  																																												| (918) all_0_58_58 = e1
% 65.45/30.40  																																												|
% 65.45/30.40  																																													| Equations (918) can reduce 181 to:
% 65.45/30.40  																																													| (639)  ~ (all_0_44_44 = e1)
% 65.45/30.40  																																													|
% 65.45/30.40  																																													| Equations (918) can reduce 10 to:
% 65.45/30.40  																																													| (1459)  ~ (all_0_53_53 = e1)
% 65.45/30.40  																																													|
% 65.45/30.40  																																													| Equations (918) can reduce 276 to:
% 65.45/30.40  																																													| (467)  ~ (e3 = e1)
% 65.45/30.40  																																													|
% 65.45/30.40  																																													| Simplifying 467 yields:
% 65.45/30.40  																																													| (213)  ~ (e3 = e1)
% 65.45/30.40  																																													|
% 65.45/30.40  																																													| Instantiating formula (29) with e2, e2, all_0_34_34, all_0_20_20 and discharging atoms op(e2, e2) = all_0_20_20, op(e2, e2) = all_0_34_34, yields:
% 65.45/30.40  																																													| (5157) all_0_20_20 = all_0_34_34
% 65.45/30.40  																																													|
% 65.45/30.40  																																													| Instantiating formula (29) with e2, e2, e1, all_0_20_20 and discharging atoms op(e2, e2) = all_0_20_20, op(e2, e2) = e1, yields:
% 65.45/30.40  																																													| (4267) all_0_20_20 = e1
% 65.45/30.40  																																													|
% 65.45/30.40  																																													| Instantiating formula (29) with e1, e3, e1, all_0_23_23 and discharging atoms op(e1, e3) = all_0_23_23, op(e1, e3) = e1, yields:
% 65.45/30.40  																																													| (9657) all_0_23_23 = e1
% 65.45/30.40  																																													|
% 65.45/30.40  																																													| Instantiating formula (29) with e1, e1, all_0_22_22, e2 and discharging atoms op(e1, e1) = all_0_22_22, op(e1, e1) = e2, yields:
% 65.45/30.40  																																													| (15362) all_0_22_22 = e2
% 65.45/30.40  																																													|
% 65.45/30.40  																																													| Instantiating formula (29) with e0, e3, all_0_16_16, e3 and discharging atoms op(e0, e3) = all_0_16_16, op(e0, e3) = e3, yields:
% 65.45/30.40  																																													| (2167) all_0_16_16 = e3
% 65.45/30.40  																																													|
% 65.45/30.40  																																													| Instantiating formula (29) with e0, e2, e2, all_0_15_15 and discharging atoms op(e0, e2) = all_0_15_15, op(e0, e2) = e2, yields:
% 65.45/30.40  																																													| (1599) all_0_15_15 = e2
% 65.45/30.40  																																													|
% 65.45/30.40  																																													| Combining equations (5157,4267) yields a new equation:
% 65.45/30.40  																																													| (15020) all_0_34_34 = e1
% 65.45/30.40  																																													|
% 65.45/30.41  																																													| Simplifying 15020 yields:
% 65.45/30.41  																																													| (9480) all_0_34_34 = e1
% 65.45/30.41  																																													|
% 65.45/30.41  																																													| From (9480) and (4151) follows:
% 65.45/30.41  																																													| (9478) op(e2, e2) = e1
% 65.45/30.41  																																													|
% 65.45/30.41  																																													| From (9657) and (15351) follows:
% 65.45/30.41  																																													| (2235) op(e1, e3) = e1
% 65.45/30.41  																																													|
% 65.45/30.41  																																													| From (15362) and (606) follows:
% 65.45/30.41  																																													| (10182) op(e1, e1) = e2
% 65.45/30.41  																																													|
% 65.45/30.41  																																													| From (2167) and (543) follows:
% 65.45/30.41  																																													| (2208) op(e0, e3) = e3
% 65.45/30.41  																																													|
% 65.45/30.41  																																													| From (1599) and (1544) follows:
% 65.45/30.41  																																													| (1508) op(e0, e2) = e2
% 65.45/30.41  																																													|
% 65.45/30.41  																																													+-Applying beta-rule and splitting (180), into two cases.
% 65.45/30.41  																																													|-Branch one:
% 65.45/30.41  																																													| (516) all_0_42_42 = e3
% 65.45/30.41  																																													|
% 65.45/30.41  																																														| Equations (516) can reduce 61 to:
% 65.45/30.41  																																														| (1925)  ~ (all_0_51_51 = e3)
% 65.45/30.41  																																														|
% 65.45/30.41  																																														| Simplifying 1925 yields:
% 65.45/30.41  																																														| (664)  ~ (all_0_51_51 = e3)
% 65.45/30.41  																																														|
% 65.45/30.41  																																														+-Applying beta-rule and splitting (104), into two cases.
% 65.45/30.41  																																														|-Branch one:
% 65.45/30.41  																																														| (480) all_0_39_39 = e0
% 65.45/30.41  																																														|
% 65.45/30.41  																																															| Equations (480) can reduce 176 to:
% 65.45/30.41  																																															| (1400)  ~ (all_0_40_40 = e0)
% 65.45/30.41  																																															|
% 65.45/30.41  																																															| Simplifying 1400 yields:
% 65.45/30.41  																																															| (1401)  ~ (all_0_40_40 = e0)
% 65.45/30.41  																																															|
% 65.45/30.41  																																															| Equations (480) can reduce 151 to:
% 65.45/30.41  																																															| (435)  ~ (e1 = e0)
% 65.45/30.41  																																															|
% 65.45/30.41  																																															| Simplifying 435 yields:
% 65.45/30.41  																																															| (233)  ~ (e1 = e0)
% 65.45/30.41  																																															|
% 65.45/30.41  																																															| From (480) and (14) follows:
% 65.45/30.41  																																															| (4090) op(e4, e2) = e0
% 65.45/30.41  																																															|
% 65.45/30.41  																																															+-Applying beta-rule and splitting (316), into two cases.
% 65.45/30.41  																																															|-Branch one:
% 65.45/30.41  																																															| (1378) all_0_40_40 = e4
% 65.45/30.41  																																															|
% 65.45/30.41  																																																| Equations (1378) can reduce 1401 to:
% 65.45/30.41  																																																| (49)  ~ (e4 = e0)
% 65.45/30.41  																																																|
% 65.45/30.41  																																																+-Applying beta-rule and splitting (7), into two cases.
% 65.45/30.41  																																																|-Branch one:
% 65.45/30.41  																																																| (504) all_0_51_51 = e2
% 65.45/30.41  																																																|
% 65.45/30.41  																																																	| Equations (504) can reduce 1099 to:
% 65.45/30.41  																																																	| (266) $false
% 65.45/30.41  																																																	|
% 65.45/30.41  																																																	|-The branch is then unsatisfiable
% 65.45/30.41  																																																|-Branch two:
% 65.45/30.41  																																																| (1099)  ~ (all_0_51_51 = e2)
% 65.45/30.41  																																																| (1100) all_0_51_51 = e4 | all_0_51_51 = e3 | all_0_51_51 = e1
% 65.45/30.41  																																																|
% 65.45/30.41  																																																	+-Applying beta-rule and splitting (75), into two cases.
% 65.45/30.41  																																																	|-Branch one:
% 65.45/30.41  																																																	| (485) all_0_40_40 = e0
% 65.45/30.41  																																																	|
% 65.45/30.41  																																																		| Combining equations (485,1378) yields a new equation:
% 65.45/30.41  																																																		| (397) e4 = e0
% 65.45/30.41  																																																		|
% 65.45/30.41  																																																		| Equations (397) can reduce 49 to:
% 65.45/30.41  																																																		| (266) $false
% 65.45/30.41  																																																		|
% 65.45/30.41  																																																		|-The branch is then unsatisfiable
% 65.45/30.41  																																																	|-Branch two:
% 65.45/30.41  																																																	| (1401)  ~ (all_0_40_40 = e0)
% 65.45/30.41  																																																	| (1748) all_0_44_44 = e0 | all_0_49_49 = e0 | all_0_58_58 = e0
% 65.45/30.41  																																																	|
% 65.45/30.41  																																																		| Equations (1378) can reduce 1401 to:
% 65.45/30.41  																																																		| (49)  ~ (e4 = e0)
% 65.45/30.41  																																																		|
% 65.45/30.41  																																																		+-Applying beta-rule and splitting (165), into two cases.
% 65.45/30.41  																																																		|-Branch one:
% 65.45/30.41  																																																		| (794) all_0_41_41 = e0
% 65.45/30.41  																																																		|
% 65.45/30.41  																																																			| Combining equations (794,437) yields a new equation:
% 65.45/30.41  																																																			| (397) e4 = e0
% 65.45/30.41  																																																			|
% 65.45/30.41  																																																			| Equations (397) can reduce 49 to:
% 65.45/30.41  																																																			| (266) $false
% 65.45/30.41  																																																			|
% 65.45/30.41  																																																			|-The branch is then unsatisfiable
% 65.45/30.41  																																																		|-Branch two:
% 65.45/30.41  																																																		| (357)  ~ (all_0_41_41 = e0)
% 65.45/30.41  																																																		| (6761) all_0_42_42 = e0 | all_0_43_43 = e0 | all_0_44_44 = e0
% 65.45/30.41  																																																		|
% 65.45/30.41  																																																			+-Applying beta-rule and splitting (418), into two cases.
% 65.45/30.41  																																																			|-Branch one:
% 65.45/30.41  																																																			| (660) all_0_51_51 = e3
% 65.45/30.41  																																																			|
% 65.45/30.41  																																																				| Equations (660) can reduce 664 to:
% 65.45/30.41  																																																				| (266) $false
% 65.45/30.41  																																																				|
% 65.45/30.41  																																																				|-The branch is then unsatisfiable
% 65.45/30.41  																																																			|-Branch two:
% 65.45/30.41  																																																			| (664)  ~ (all_0_51_51 = e3)
% 65.45/30.41  																																																			| (665) all_0_53_53 = e3
% 65.45/30.41  																																																			|
% 65.45/30.41  																																																				| Equations (665) can reduce 6 to:
% 65.45/30.41  																																																				| (664)  ~ (all_0_51_51 = e3)
% 65.45/30.41  																																																				|
% 65.45/30.41  																																																				| Equations (665) can reduce 247 to:
% 65.45/30.41  																																																				| (80)  ~ (e3 = e0)
% 65.45/30.41  																																																				|
% 65.45/30.41  																																																				| From (665) and (84) follows:
% 65.45/30.41  																																																				| (3786) op(e1, e0) = e3
% 65.45/30.41  																																																				|
% 65.45/30.41  																																																				+-Applying beta-rule and splitting (1100), into two cases.
% 65.45/30.41  																																																				|-Branch one:
% 65.45/30.41  																																																				| (1101) all_0_51_51 = e4
% 65.45/30.41  																																																				|
% 65.45/30.41  																																																					| From (1101) and (186) follows:
% 65.45/30.41  																																																					| (13720) op(e1, e2) = e4
% 65.45/30.41  																																																					|
% 65.45/30.41  																																																					+-Applying beta-rule and splitting (6761), into two cases.
% 65.45/30.41  																																																					|-Branch one:
% 65.45/30.41  																																																					| (559) all_0_42_42 = e0
% 65.45/30.41  																																																					|
% 65.45/30.41  																																																						| Combining equations (559,516) yields a new equation:
% 65.45/30.41  																																																						| (676) e3 = e0
% 65.45/30.41  																																																						|
% 65.45/30.41  																																																						| Equations (676) can reduce 80 to:
% 65.45/30.41  																																																						| (266) $false
% 65.45/30.41  																																																						|
% 65.45/30.41  																																																						|-The branch is then unsatisfiable
% 65.45/30.41  																																																					|-Branch two:
% 65.45/30.41  																																																					| (358)  ~ (all_0_42_42 = e0)
% 65.45/30.41  																																																					| (6766) all_0_43_43 = e0 | all_0_44_44 = e0
% 65.45/30.41  																																																					|
% 65.45/30.41  																																																						+-Applying beta-rule and splitting (6766), into two cases.
% 65.45/30.41  																																																						|-Branch one:
% 65.45/30.41  																																																						| (356) all_0_43_43 = e0
% 65.45/30.41  																																																						|
% 65.45/30.41  																																																							| Combining equations (356,430) yields a new equation:
% 65.45/30.41  																																																							| (431) e1 = e0
% 65.45/30.41  																																																							|
% 65.45/30.41  																																																							| Equations (431) can reduce 233 to:
% 65.45/30.41  																																																							| (266) $false
% 65.45/30.41  																																																							|
% 65.45/30.41  																																																							|-The branch is then unsatisfiable
% 65.45/30.41  																																																						|-Branch two:
% 65.45/30.41  																																																						| (5470)  ~ (all_0_43_43 = e0)
% 65.45/30.41  																																																						| (1414) all_0_44_44 = e0
% 65.45/30.41  																																																						|
% 65.45/30.41  																																																							| Equations (1414) can reduce 147 to:
% 65.45/30.41  																																																							| (365)  ~ (e2 = e0)
% 65.45/30.41  																																																							|
% 65.45/30.41  																																																							| Simplifying 365 yields:
% 65.45/30.41  																																																							| (128)  ~ (e2 = e0)
% 65.45/30.41  																																																							|
% 65.45/30.41  																																																							| Equations (1414) can reduce 639 to:
% 65.45/30.41  																																																							| (435)  ~ (e1 = e0)
% 65.45/30.41  																																																							|
% 65.45/30.41  																																																							| Simplifying 435 yields:
% 65.45/30.41  																																																							| (233)  ~ (e1 = e0)
% 65.45/30.41  																																																							|
% 65.45/30.41  																																																							| From (1414) and (138) follows:
% 65.45/30.41  																																																							| (1667) op(e3, e0) = e0
% 65.45/30.41  																																																							|
% 65.45/30.41  																																																							+-Applying beta-rule and splitting (56), into two cases.
% 65.45/30.41  																																																							|-Branch one:
% 65.45/30.41  																																																							| (696) unit = e2
% 65.45/30.41  																																																							|
% 65.45/30.41  																																																								| From (696) and (32) follows:
% 65.45/30.41  																																																								| (698) op(e2, e2) = e2
% 65.45/30.41  																																																								|
% 65.45/30.41  																																																								| From (696) and (42) follows:
% 65.45/30.41  																																																								| (1613) op(e0, e2) = e0
% 65.45/30.41  																																																								|
% 65.45/30.41  																																																								| Instantiating formula (29) with e2, e2, e2, e1 and discharging atoms op(e2, e2) = e2, op(e2, e2) = e1, yields:
% 65.45/30.41  																																																								| (617) e2 = e1
% 65.45/30.41  																																																								|
% 65.45/30.41  																																																								| Instantiating formula (29) with e0, e2, e0, e2 and discharging atoms op(e0, e2) = e2, op(e0, e2) = e0, yields:
% 65.45/30.41  																																																								| (330) e2 = e0
% 65.45/30.41  																																																								|
% 65.45/30.41  																																																								| Combining equations (330,617) yields a new equation:
% 65.45/30.41  																																																								| (431) e1 = e0
% 65.45/30.41  																																																								|
% 65.45/30.41  																																																								| Equations (431) can reduce 233 to:
% 65.45/30.41  																																																								| (266) $false
% 65.45/30.41  																																																								|
% 65.45/30.41  																																																								|-The branch is then unsatisfiable
% 65.45/30.41  																																																							|-Branch two:
% 65.45/30.41  																																																							| (707)  ~ (unit = e2)
% 65.45/30.41  																																																							| (708) unit = e4 | unit = e3 | unit = e1 | unit = e0
% 65.45/30.41  																																																							|
% 65.45/30.41  																																																								+-Applying beta-rule and splitting (708), into two cases.
% 65.45/30.41  																																																								|-Branch one:
% 65.45/30.41  																																																								| (709) unit = e4
% 65.45/30.41  																																																								|
% 65.45/30.41  																																																									| From (709) and (15) follows:
% 65.45/30.41  																																																									| (22188) op(e4, e2) = e2
% 65.45/30.41  																																																									|
% 65.45/30.41  																																																									| From (709) and (211) follows:
% 65.45/30.41  																																																									| (22527) op(e4, e1) = e1
% 65.45/30.41  																																																									|
% 65.45/30.41  																																																									| From (709) and (32) follows:
% 65.45/30.41  																																																									| (712) op(e2, e4) = e2
% 65.45/30.41  																																																									|
% 65.45/30.41  																																																									| Instantiating formula (29) with e4, e2, e2, e0 and discharging atoms op(e4, e2) = e2, op(e4, e2) = e0, yields:
% 65.45/30.41  																																																									| (330) e2 = e0
% 65.45/30.41  																																																									|
% 65.45/30.41  																																																									| Instantiating formula (29) with e4, e1, e1, e3 and discharging atoms op(e4, e1) = e3, op(e4, e1) = e1, yields:
% 65.45/30.41  																																																									| (455) e3 = e1
% 65.45/30.41  																																																									|
% 65.45/30.41  																																																									| Instantiating formula (29) with e2, e4, e2, e3 and discharging atoms op(e2, e4) = e3, op(e2, e4) = e2, yields:
% 65.45/30.41  																																																									| (662) e3 = e2
% 65.45/30.41  																																																									|
% 65.45/30.41  																																																									| Combining equations (455,662) yields a new equation:
% 65.45/30.41  																																																									| (617) e2 = e1
% 65.45/30.41  																																																									|
% 65.45/30.41  																																																									| Combining equations (617,330) yields a new equation:
% 65.45/30.41  																																																									| (546) e1 = e0
% 65.45/30.41  																																																									|
% 65.45/30.41  																																																									| Simplifying 546 yields:
% 65.45/30.41  																																																									| (431) e1 = e0
% 65.45/30.41  																																																									|
% 65.45/30.41  																																																									| Equations (431) can reduce 233 to:
% 65.45/30.41  																																																									| (266) $false
% 65.45/30.41  																																																									|
% 65.45/30.41  																																																									|-The branch is then unsatisfiable
% 65.45/30.41  																																																								|-Branch two:
% 65.45/30.41  																																																								| (724)  ~ (unit = e4)
% 65.45/30.41  																																																								| (725) unit = e3 | unit = e1 | unit = e0
% 65.45/30.41  																																																								|
% 65.45/30.41  																																																									+-Applying beta-rule and splitting (725), into two cases.
% 65.45/30.41  																																																									|-Branch one:
% 65.45/30.41  																																																									| (726) unit = e0
% 65.45/30.41  																																																									|
% 65.45/30.41  																																																										| From (726) and (40) follows:
% 65.45/30.41  																																																										| (1639) op(e3, e0) = e3
% 65.45/30.41  																																																										|
% 65.45/30.41  																																																										| From (726) and (28) follows:
% 65.45/30.41  																																																										| (2698) op(e1, e0) = e1
% 65.45/30.41  																																																										|
% 65.45/30.41  																																																										| Instantiating formula (29) with e3, e0, e3, e0 and discharging atoms op(e3, e0) = e3, op(e3, e0) = e0, yields:
% 65.45/30.41  																																																										| (676) e3 = e0
% 65.45/30.41  																																																										|
% 65.45/30.41  																																																										| Instantiating formula (29) with e1, e0, e1, e3 and discharging atoms op(e1, e0) = e3, op(e1, e0) = e1, yields:
% 65.45/30.41  																																																										| (455) e3 = e1
% 65.45/30.41  																																																										|
% 65.45/30.41  																																																										| Combining equations (676,455) yields a new equation:
% 65.45/30.41  																																																										| (431) e1 = e0
% 65.45/30.41  																																																										|
% 65.45/30.41  																																																										| Equations (431) can reduce 233 to:
% 65.45/30.41  																																																										| (266) $false
% 65.45/30.41  																																																										|
% 65.45/30.41  																																																										|-The branch is then unsatisfiable
% 65.45/30.41  																																																									|-Branch two:
% 65.45/30.41  																																																									| (734)  ~ (unit = e0)
% 65.45/30.41  																																																									| (735) unit = e3 | unit = e1
% 65.45/30.41  																																																									|
% 65.45/30.41  																																																										+-Applying beta-rule and splitting (735), into two cases.
% 65.45/30.41  																																																										|-Branch one:
% 65.45/30.41  																																																										| (736) unit = e1
% 65.45/30.41  																																																										|
% 65.45/30.42  																																																											| Equations (736) can reduce 734 to:
% 65.45/30.42  																																																											| (233)  ~ (e1 = e0)
% 65.45/30.42  																																																											|
% 65.45/30.42  																																																											| From (736) and (244) follows:
% 65.45/30.42  																																																											| (738) op(e1, e4) = e4
% 65.45/30.42  																																																											|
% 65.45/30.42  																																																											| From (736) and (15) follows:
% 65.45/30.42  																																																											| (515) op(e1, e2) = e2
% 65.45/30.42  																																																											|
% 65.45/30.42  																																																											| From (736) and (28) follows:
% 65.45/30.42  																																																											| (740) op(e1, e1) = e1
% 65.45/30.42  																																																											|
% 65.45/30.42  																																																											| Instantiating formula (29) with e1, e4, e4, e0 and discharging atoms op(e1, e4) = e4, op(e1, e4) = e0, yields:
% 65.45/30.42  																																																											| (397) e4 = e0
% 65.45/30.42  																																																											|
% 65.45/30.42  																																																											| Instantiating formula (29) with e1, e2, e2, e4 and discharging atoms op(e1, e2) = e4, op(e1, e2) = e2, yields:
% 65.45/30.42  																																																											| (323) e4 = e2
% 65.45/30.42  																																																											|
% 65.45/30.42  																																																											| Instantiating formula (29) with e1, e1, e1, e2 and discharging atoms op(e1, e1) = e2, op(e1, e1) = e1, yields:
% 65.45/30.42  																																																											| (617) e2 = e1
% 65.45/30.42  																																																											|
% 65.45/30.42  																																																											| Combining equations (323,397) yields a new equation:
% 65.45/30.42  																																																											| (391) e2 = e0
% 65.45/30.42  																																																											|
% 65.45/30.42  																																																											| Simplifying 391 yields:
% 65.45/30.42  																																																											| (330) e2 = e0
% 65.45/30.42  																																																											|
% 65.45/30.42  																																																											| Combining equations (330,617) yields a new equation:
% 65.45/30.42  																																																											| (431) e1 = e0
% 65.45/30.42  																																																											|
% 65.45/30.42  																																																											| Equations (431) can reduce 233 to:
% 65.45/30.42  																																																											| (266) $false
% 65.45/30.42  																																																											|
% 65.45/30.42  																																																											|-The branch is then unsatisfiable
% 65.45/30.42  																																																										|-Branch two:
% 65.45/30.42  																																																										| (748)  ~ (unit = e1)
% 65.45/30.42  																																																										| (749) unit = e3
% 65.45/30.42  																																																										|
% 65.45/30.42  																																																											| From (749) and (244) follows:
% 65.45/30.42  																																																											| (750) op(e3, e4) = e4
% 65.45/30.42  																																																											|
% 65.45/30.42  																																																											| From (749) and (40) follows:
% 65.45/30.42  																																																											| (3715) op(e3, e3) = e3
% 65.45/30.42  																																																											|
% 65.45/30.42  																																																											| From (749) and (42) follows:
% 65.45/30.42  																																																											| (752) op(e0, e3) = e0
% 65.45/30.42  																																																											|
% 65.45/30.42  																																																											| Instantiating formula (29) with e3, e4, e4, e2 and discharging atoms op(e3, e4) = e4, op(e3, e4) = e2, yields:
% 65.45/30.42  																																																											| (323) e4 = e2
% 65.45/30.42  																																																											|
% 65.45/30.42  																																																											| Instantiating formula (29) with e3, e3, e3, e4 and discharging atoms op(e3, e3) = e4, op(e3, e3) = e3, yields:
% 65.45/30.42  																																																											| (425) e4 = e3
% 65.45/30.42  																																																											|
% 65.45/30.42  																																																											| Instantiating formula (29) with e0, e3, e0, e3 and discharging atoms op(e0, e3) = e3, op(e0, e3) = e0, yields:
% 65.45/30.42  																																																											| (676) e3 = e0
% 65.45/30.42  																																																											|
% 65.45/30.42  																																																											| Combining equations (323,425) yields a new equation:
% 65.45/30.42  																																																											| (662) e3 = e2
% 65.45/30.42  																																																											|
% 65.45/30.42  																																																											| Combining equations (662,676) yields a new equation:
% 65.45/30.42  																																																											| (391) e2 = e0
% 65.45/30.42  																																																											|
% 65.45/30.42  																																																											| Simplifying 391 yields:
% 65.45/30.42  																																																											| (330) e2 = e0
% 65.45/30.42  																																																											|
% 65.45/30.42  																																																											| Equations (330) can reduce 128 to:
% 65.45/30.42  																																																											| (266) $false
% 65.45/30.42  																																																											|
% 65.45/30.42  																																																											|-The branch is then unsatisfiable
% 65.45/30.42  																																																				|-Branch two:
% 65.45/30.42  																																																				| (475)  ~ (all_0_51_51 = e4)
% 65.45/30.42  																																																				| (1104) all_0_51_51 = e3 | all_0_51_51 = e1
% 65.45/30.42  																																																				|
% 65.45/30.42  																																																					+-Applying beta-rule and splitting (1104), into two cases.
% 65.45/30.42  																																																					|-Branch one:
% 65.45/30.42  																																																					| (1109) all_0_51_51 = e1
% 65.45/30.42  																																																					|
% 65.45/30.42  																																																						| Equations (1109) can reduce 464 to:
% 65.45/30.42  																																																						| (266) $false
% 65.45/30.42  																																																						|
% 65.45/30.42  																																																						|-The branch is then unsatisfiable
% 65.45/30.42  																																																					|-Branch two:
% 65.45/30.42  																																																					| (464)  ~ (all_0_51_51 = e1)
% 65.45/30.42  																																																					| (660) all_0_51_51 = e3
% 65.45/30.42  																																																					|
% 65.45/30.42  																																																						| Equations (660) can reduce 664 to:
% 65.45/30.42  																																																						| (266) $false
% 65.45/30.42  																																																						|
% 65.45/30.42  																																																						|-The branch is then unsatisfiable
% 65.45/30.42  																																															|-Branch two:
% 65.45/30.42  																																															| (447)  ~ (all_0_40_40 = e4)
% 65.45/30.42  																																															| (485) all_0_40_40 = e0
% 65.45/30.42  																																															|
% 65.45/30.42  																																																| Equations (485) can reduce 1401 to:
% 65.45/30.42  																																																| (266) $false
% 65.45/30.42  																																																|
% 65.45/30.42  																																																|-The branch is then unsatisfiable
% 65.45/30.42  																																														|-Branch two:
% 65.45/30.42  																																														| (484)  ~ (all_0_39_39 = e0)
% 65.45/30.42  																																														| (558) all_0_42_42 = e0 | all_0_47_47 = e0 | all_0_56_56 = e0
% 65.45/30.42  																																														|
% 65.45/30.42  																																															+-Applying beta-rule and splitting (26), into two cases.
% 65.45/30.42  																																															|-Branch one:
% 65.45/30.42  																																															| (446) all_0_44_44 = e4
% 65.45/30.42  																																															|
% 65.45/30.42  																																																| Equations (446) can reduce 1390 to:
% 65.45/30.42  																																																| (266) $false
% 65.45/30.42  																																																|
% 65.45/30.42  																																																|-The branch is then unsatisfiable
% 65.45/30.42  																																															|-Branch two:
% 65.45/30.42  																																															| (1390)  ~ (all_0_44_44 = e4)
% 65.45/30.42  																																															| (1391) all_0_44_44 = e3 | all_0_44_44 = e1 | all_0_44_44 = e0
% 65.45/30.42  																																															|
% 65.45/30.42  																																																+-Applying beta-rule and splitting (418), into two cases.
% 65.45/30.42  																																																|-Branch one:
% 65.45/30.42  																																																| (660) all_0_51_51 = e3
% 65.45/30.42  																																																|
% 65.45/30.42  																																																	| Equations (660) can reduce 664 to:
% 65.45/30.42  																																																	| (266) $false
% 65.45/30.42  																																																	|
% 65.45/30.42  																																																	|-The branch is then unsatisfiable
% 65.45/30.42  																																																|-Branch two:
% 65.45/30.42  																																																| (664)  ~ (all_0_51_51 = e3)
% 65.45/30.42  																																																| (665) all_0_53_53 = e3
% 65.45/30.42  																																																|
% 65.45/30.42  																																																	| Equations (665) can reduce 220 to:
% 65.45/30.42  																																																	| (407)  ~ (all_0_44_44 = e3)
% 65.45/30.42  																																																	|
% 65.45/30.42  																																																	+-Applying beta-rule and splitting (1391), into two cases.
% 65.45/30.42  																																																	|-Branch one:
% 65.45/30.42  																																																	| (1414) all_0_44_44 = e0
% 65.45/30.42  																																																	|
% 65.45/30.42  																																																		| Equations (1414) can reduce 143 to:
% 65.45/30.42  																																																		| (1401)  ~ (all_0_40_40 = e0)
% 65.45/30.42  																																																		|
% 65.45/30.42  																																																		+-Applying beta-rule and splitting (333), into two cases.
% 65.45/30.42  																																																		|-Branch one:
% 65.45/30.42  																																																		| (480) all_0_39_39 = e0
% 65.45/30.42  																																																		|
% 65.45/30.42  																																																			| Equations (480) can reduce 484 to:
% 65.45/30.42  																																																			| (266) $false
% 65.45/30.42  																																																			|
% 65.45/30.42  																																																			|-The branch is then unsatisfiable
% 65.45/30.42  																																																		|-Branch two:
% 65.45/30.42  																																																		| (484)  ~ (all_0_39_39 = e0)
% 65.45/30.42  																																																		| (485) all_0_40_40 = e0
% 65.45/30.42  																																																		|
% 65.45/30.42  																																																			| Equations (485) can reduce 1401 to:
% 65.45/30.42  																																																			| (266) $false
% 65.45/30.42  																																																			|
% 65.45/30.42  																																																			|-The branch is then unsatisfiable
% 65.45/30.42  																																																	|-Branch two:
% 65.45/30.42  																																																	| (360)  ~ (all_0_44_44 = e0)
% 65.45/30.42  																																																	| (1417) all_0_44_44 = e3 | all_0_44_44 = e1
% 65.45/30.42  																																																	|
% 65.45/30.42  																																																		+-Applying beta-rule and splitting (1417), into two cases.
% 65.45/30.42  																																																		|-Branch one:
% 65.45/30.42  																																																		| (635) all_0_44_44 = e1
% 65.45/30.42  																																																		|
% 65.45/30.42  																																																			| Equations (635) can reduce 639 to:
% 65.45/30.42  																																																			| (266) $false
% 65.45/30.42  																																																			|
% 65.45/30.42  																																																			|-The branch is then unsatisfiable
% 65.45/30.42  																																																		|-Branch two:
% 65.45/30.42  																																																		| (639)  ~ (all_0_44_44 = e1)
% 65.45/30.42  																																																		| (532) all_0_44_44 = e3
% 65.45/30.42  																																																		|
% 65.45/30.42  																																																			| Equations (532) can reduce 407 to:
% 65.45/30.42  																																																			| (266) $false
% 65.45/30.42  																																																			|
% 65.45/30.42  																																																			|-The branch is then unsatisfiable
% 65.45/30.42  																																													|-Branch two:
% 65.45/30.42  																																													| (405)  ~ (all_0_42_42 = e3)
% 65.45/30.42  																																													| (521) all_0_47_47 = e3 | all_0_51_51 = e3 | all_0_56_56 = e3
% 65.45/30.42  																																													|
% 65.45/30.42  																																														+-Applying beta-rule and splitting (521), into two cases.
% 65.45/30.42  																																														|-Branch one:
% 65.45/30.42  																																														| (522) all_0_47_47 = e3
% 65.45/30.42  																																														|
% 65.45/30.42  																																															| Combining equations (654,522) yields a new equation:
% 65.45/30.42  																																															| (455) e3 = e1
% 65.45/30.42  																																															|
% 65.45/30.42  																																															| Equations (455) can reduce 213 to:
% 65.45/30.42  																																															| (266) $false
% 65.45/30.42  																																															|
% 65.45/30.42  																																															|-The branch is then unsatisfiable
% 65.45/30.42  																																														|-Branch two:
% 65.45/30.42  																																														| (1091)  ~ (all_0_47_47 = e3)
% 65.45/30.42  																																														| (1092) all_0_51_51 = e3 | all_0_56_56 = e3
% 65.45/30.42  																																														|
% 65.45/30.42  																																															+-Applying beta-rule and splitting (1899), into two cases.
% 65.45/30.42  																																															|-Branch one:
% 65.45/30.42  																																															| (516) all_0_42_42 = e3
% 65.45/30.42  																																															|
% 65.45/30.42  																																																| Equations (516) can reduce 405 to:
% 65.45/30.42  																																																| (266) $false
% 65.45/30.42  																																																|
% 65.45/30.42  																																																|-The branch is then unsatisfiable
% 65.45/30.42  																																															|-Branch two:
% 65.45/30.42  																																															| (405)  ~ (all_0_42_42 = e3)
% 65.45/30.42  																																															| (532) all_0_44_44 = e3
% 65.45/30.42  																																															|
% 65.45/30.42  																																																| Equations (532) can reduce 147 to:
% 65.45/30.42  																																																| (212)  ~ (e3 = e2)
% 65.45/30.42  																																																|
% 65.45/30.42  																																																+-Applying beta-rule and splitting (196), into two cases.
% 65.45/30.42  																																																|-Branch one:
% 65.45/30.42  																																																| (607) all_0_53_53 = e2
% 65.45/30.42  																																																|
% 65.45/30.42  																																																	| Equations (607) can reduce 509 to:
% 65.45/30.42  																																																	| (266) $false
% 65.45/30.42  																																																	|
% 65.45/30.42  																																																	|-The branch is then unsatisfiable
% 65.45/30.42  																																																|-Branch two:
% 65.45/30.42  																																																| (509)  ~ (all_0_53_53 = e2)
% 65.45/30.42  																																																| (610) all_0_53_53 = e4 | all_0_53_53 = e3 | all_0_53_53 = e1
% 65.45/30.42  																																																|
% 65.45/30.42  																																																	+-Applying beta-rule and splitting (1092), into two cases.
% 65.45/30.42  																																																	|-Branch one:
% 65.45/30.42  																																																	| (660) all_0_51_51 = e3
% 65.45/30.42  																																																	|
% 65.45/30.42  																																																		| Equations (660) can reduce 61 to:
% 65.45/30.42  																																																		| (405)  ~ (all_0_42_42 = e3)
% 65.45/30.42  																																																		|
% 65.45/30.42  																																																		| Equations (660) can reduce 6 to:
% 65.45/30.42  																																																		| (1114)  ~ (all_0_53_53 = e3)
% 65.45/30.42  																																																		|
% 65.45/30.42  																																																		| Simplifying 1114 yields:
% 65.45/30.42  																																																		| (903)  ~ (all_0_53_53 = e3)
% 65.45/30.42  																																																		|
% 65.45/30.42  																																																		| From (660) and (186) follows:
% 65.45/30.42  																																																		| (1552) op(e1, e2) = e3
% 65.45/30.42  																																																		|
% 65.45/30.42  																																																		+-Applying beta-rule and splitting (610), into two cases.
% 65.45/30.42  																																																		|-Branch one:
% 65.45/30.42  																																																		| (1298) all_0_53_53 = e4
% 65.45/30.42  																																																		|
% 65.45/30.42  																																																			| Equations (1298) can reduce 162 to:
% 65.45/30.42  																																																			| (447)  ~ (all_0_40_40 = e4)
% 65.45/30.42  																																																			|
% 65.45/30.42  																																																			| Equations (1298) can reduce 247 to:
% 65.45/30.42  																																																			| (49)  ~ (e4 = e0)
% 65.45/30.42  																																																			|
% 65.45/30.42  																																																			| From (1298) and (84) follows:
% 65.45/30.42  																																																			| (5692) op(e1, e0) = e4
% 65.45/30.42  																																																			|
% 65.45/30.42  																																																			+-Applying beta-rule and splitting (152), into two cases.
% 65.45/30.42  																																																			|-Branch one:
% 65.45/30.42  																																																			| (1392) all_0_42_42 = e4
% 65.45/30.42  																																																			|
% 65.45/30.42  																																																				| Equations (1392) can reduce 1890 to:
% 65.45/30.42  																																																				| (266) $false
% 65.45/30.42  																																																				|
% 65.45/30.42  																																																				|-The branch is then unsatisfiable
% 65.45/30.42  																																																			|-Branch two:
% 65.45/30.42  																																																			| (1890)  ~ (all_0_42_42 = e4)
% 65.45/30.42  																																																			| (1969) all_0_42_42 = e3 | all_0_42_42 = e1 | all_0_42_42 = e0
% 65.45/30.42  																																																			|
% 65.45/30.42  																																																				+-Applying beta-rule and splitting (75), into two cases.
% 65.45/30.42  																																																				|-Branch one:
% 65.45/30.42  																																																				| (485) all_0_40_40 = e0
% 65.45/30.42  																																																				|
% 65.45/30.42  																																																					| Equations (485) can reduce 447 to:
% 65.45/30.42  																																																					| (401)  ~ (e4 = e0)
% 65.45/30.42  																																																					|
% 65.45/30.42  																																																					| Simplifying 401 yields:
% 65.45/30.42  																																																					| (49)  ~ (e4 = e0)
% 65.45/30.42  																																																					|
% 65.45/30.42  																																																					| From (485) and (234) follows:
% 65.45/30.42  																																																					| (3072) op(e4, e0) = e0
% 65.45/30.42  																																																					|
% 65.45/30.42  																																																					+-Applying beta-rule and splitting (165), into two cases.
% 65.45/30.42  																																																					|-Branch one:
% 65.45/30.42  																																																					| (794) all_0_41_41 = e0
% 65.45/30.42  																																																					|
% 65.45/30.42  																																																						| Combining equations (794,437) yields a new equation:
% 65.45/30.42  																																																						| (397) e4 = e0
% 65.45/30.42  																																																						|
% 65.45/30.42  																																																						| Equations (397) can reduce 49 to:
% 65.45/30.42  																																																						| (266) $false
% 65.45/30.42  																																																						|
% 65.45/30.42  																																																						|-The branch is then unsatisfiable
% 65.45/30.42  																																																					|-Branch two:
% 65.45/30.42  																																																					| (357)  ~ (all_0_41_41 = e0)
% 65.45/30.42  																																																					| (6761) all_0_42_42 = e0 | all_0_43_43 = e0 | all_0_44_44 = e0
% 65.45/30.42  																																																					|
% 65.45/30.42  																																																						| Equations (437) can reduce 357 to:
% 65.45/30.42  																																																						| (49)  ~ (e4 = e0)
% 65.45/30.42  																																																						|
% 65.45/30.42  																																																						+-Applying beta-rule and splitting (326), into two cases.
% 65.45/30.42  																																																						|-Branch one:
% 65.45/30.42  																																																						| (471) all_0_39_39 = e4
% 65.45/30.42  																																																						|
% 65.45/30.42  																																																							| From (471) and (14) follows:
% 65.45/30.42  																																																							| (4284) op(e4, e2) = e4
% 65.45/30.42  																																																							|
% 65.45/30.42  																																																							+-Applying beta-rule and splitting (6761), into two cases.
% 65.45/30.42  																																																							|-Branch one:
% 65.45/30.42  																																																							| (559) all_0_42_42 = e0
% 65.45/30.42  																																																							|
% 65.45/30.42  																																																								| Equations (559) can reduce 51 to:
% 65.45/30.42  																																																								| (365)  ~ (e2 = e0)
% 65.45/30.42  																																																								|
% 65.45/30.42  																																																								| Simplifying 365 yields:
% 65.45/30.42  																																																								| (128)  ~ (e2 = e0)
% 65.45/30.42  																																																								|
% 65.45/30.42  																																																								| Equations (559) can reduce 1380 to:
% 65.45/30.42  																																																								| (435)  ~ (e1 = e0)
% 65.45/30.42  																																																								|
% 65.45/30.42  																																																								| Simplifying 435 yields:
% 65.45/30.42  																																																								| (233)  ~ (e1 = e0)
% 65.45/30.42  																																																								|
% 65.45/30.42  																																																								+-Applying beta-rule and splitting (56), into two cases.
% 65.45/30.42  																																																								|-Branch one:
% 65.45/30.42  																																																								| (696) unit = e2
% 65.45/30.42  																																																								|
% 65.45/30.42  																																																									| From (696) and (32) follows:
% 65.45/30.42  																																																									| (698) op(e2, e2) = e2
% 65.45/30.42  																																																									|
% 65.45/30.42  																																																									| From (696) and (42) follows:
% 65.45/30.42  																																																									| (1613) op(e0, e2) = e0
% 65.45/30.42  																																																									|
% 65.45/30.42  																																																									| Instantiating formula (29) with e2, e2, e2, e1 and discharging atoms op(e2, e2) = e2, op(e2, e2) = e1, yields:
% 65.45/30.42  																																																									| (617) e2 = e1
% 65.45/30.42  																																																									|
% 65.45/30.42  																																																									| Instantiating formula (29) with e0, e2, e0, e2 and discharging atoms op(e0, e2) = e2, op(e0, e2) = e0, yields:
% 65.45/30.42  																																																									| (330) e2 = e0
% 65.45/30.42  																																																									|
% 65.45/30.42  																																																									| Combining equations (617,330) yields a new equation:
% 65.45/30.42  																																																									| (546) e1 = e0
% 65.45/30.42  																																																									|
% 65.45/30.42  																																																									| Simplifying 546 yields:
% 65.45/30.42  																																																									| (431) e1 = e0
% 65.45/30.42  																																																									|
% 65.45/30.42  																																																									| Equations (431) can reduce 233 to:
% 65.45/30.42  																																																									| (266) $false
% 65.45/30.42  																																																									|
% 65.45/30.42  																																																									|-The branch is then unsatisfiable
% 65.45/30.42  																																																								|-Branch two:
% 65.45/30.42  																																																								| (707)  ~ (unit = e2)
% 65.45/30.42  																																																								| (708) unit = e4 | unit = e3 | unit = e1 | unit = e0
% 65.45/30.42  																																																								|
% 65.45/30.42  																																																									+-Applying beta-rule and splitting (708), into two cases.
% 65.45/30.42  																																																									|-Branch one:
% 65.45/30.42  																																																									| (709) unit = e4
% 65.45/30.42  																																																									|
% 65.45/30.42  																																																										| From (709) and (15) follows:
% 65.45/30.42  																																																										| (22188) op(e4, e2) = e2
% 65.45/30.42  																																																										|
% 65.45/30.42  																																																										| From (709) and (211) follows:
% 65.45/30.42  																																																										| (22527) op(e4, e1) = e1
% 65.45/30.42  																																																										|
% 65.45/30.42  																																																										| From (709) and (32) follows:
% 65.45/30.42  																																																										| (712) op(e2, e4) = e2
% 65.45/30.42  																																																										|
% 65.45/30.42  																																																										| From (709) and (42) follows:
% 65.45/30.42  																																																										| (713) op(e0, e4) = e0
% 65.45/30.42  																																																										|
% 65.45/30.42  																																																										| Instantiating formula (29) with e4, e2, e2, e4 and discharging atoms op(e4, e2) = e4, op(e4, e2) = e2, yields:
% 65.45/30.42  																																																										| (323) e4 = e2
% 65.45/30.42  																																																										|
% 65.45/30.42  																																																										| Instantiating formula (29) with e4, e1, e1, e3 and discharging atoms op(e4, e1) = e3, op(e4, e1) = e1, yields:
% 65.45/30.42  																																																										| (455) e3 = e1
% 65.45/30.42  																																																										|
% 65.45/30.42  																																																										| Instantiating formula (29) with e2, e4, e2, e3 and discharging atoms op(e2, e4) = e3, op(e2, e4) = e2, yields:
% 65.45/30.42  																																																										| (662) e3 = e2
% 65.45/30.42  																																																										|
% 65.45/30.42  																																																										| Instantiating formula (29) with e0, e4, e0, e4 and discharging atoms op(e0, e4) = e4, op(e0, e4) = e0, yields:
% 65.45/30.42  																																																										| (397) e4 = e0
% 65.45/30.42  																																																										|
% 65.45/30.42  																																																										| Combining equations (323,397) yields a new equation:
% 65.45/30.42  																																																										| (391) e2 = e0
% 65.45/30.42  																																																										|
% 65.45/30.42  																																																										| Simplifying 391 yields:
% 65.45/30.42  																																																										| (330) e2 = e0
% 65.45/30.42  																																																										|
% 65.45/30.42  																																																										| Combining equations (455,662) yields a new equation:
% 65.45/30.42  																																																										| (617) e2 = e1
% 65.45/30.42  																																																										|
% 65.45/30.42  																																																										| Combining equations (617,330) yields a new equation:
% 65.45/30.42  																																																										| (546) e1 = e0
% 65.45/30.42  																																																										|
% 65.45/30.42  																																																										| Simplifying 546 yields:
% 65.45/30.42  																																																										| (431) e1 = e0
% 65.45/30.42  																																																										|
% 65.45/30.42  																																																										| Equations (431) can reduce 233 to:
% 65.45/30.42  																																																										| (266) $false
% 65.45/30.42  																																																										|
% 65.45/30.42  																																																										|-The branch is then unsatisfiable
% 65.45/30.42  																																																									|-Branch two:
% 65.45/30.42  																																																									| (724)  ~ (unit = e4)
% 65.45/30.42  																																																									| (725) unit = e3 | unit = e1 | unit = e0
% 65.45/30.42  																																																									|
% 65.45/30.42  																																																										+-Applying beta-rule and splitting (725), into two cases.
% 65.45/30.42  																																																										|-Branch one:
% 65.45/30.42  																																																										| (726) unit = e0
% 65.45/30.42  																																																										|
% 65.45/30.42  																																																											| From (726) and (227) follows:
% 65.45/30.42  																																																											| (3205) op(e4, e0) = e4
% 65.45/30.42  																																																											|
% 65.45/30.42  																																																											| From (726) and (28) follows:
% 65.45/30.42  																																																											| (2698) op(e1, e0) = e1
% 65.45/30.42  																																																											|
% 65.45/30.42  																																																											| Instantiating formula (29) with e4, e0, e4, e0 and discharging atoms op(e4, e0) = e4, op(e4, e0) = e0, yields:
% 65.45/30.42  																																																											| (397) e4 = e0
% 65.45/30.42  																																																											|
% 65.45/30.42  																																																											| Instantiating formula (29) with e1, e0, e1, e4 and discharging atoms op(e1, e0) = e4, op(e1, e0) = e1, yields:
% 65.45/30.42  																																																											| (630) e4 = e1
% 65.45/30.42  																																																											|
% 65.45/30.42  																																																											| Combining equations (397,630) yields a new equation:
% 65.45/30.42  																																																											| (431) e1 = e0
% 65.45/30.42  																																																											|
% 65.45/30.42  																																																											| Equations (431) can reduce 233 to:
% 65.45/30.42  																																																											| (266) $false
% 65.45/30.42  																																																											|
% 65.45/30.42  																																																											|-The branch is then unsatisfiable
% 65.45/30.42  																																																										|-Branch two:
% 65.45/30.42  																																																										| (734)  ~ (unit = e0)
% 65.45/30.42  																																																										| (735) unit = e3 | unit = e1
% 65.45/30.42  																																																										|
% 65.45/30.42  																																																											+-Applying beta-rule and splitting (735), into two cases.
% 65.45/30.42  																																																											|-Branch one:
% 65.45/30.42  																																																											| (736) unit = e1
% 65.45/30.42  																																																											|
% 65.45/30.42  																																																												| Equations (736) can reduce 734 to:
% 65.45/30.42  																																																												| (233)  ~ (e1 = e0)
% 65.45/30.42  																																																												|
% 65.45/30.42  																																																												| From (736) and (24) follows:
% 65.45/30.42  																																																												| (1934) op(e1, e3) = e3
% 65.45/30.42  																																																												|
% 65.45/30.42  																																																												| From (736) and (15) follows:
% 65.45/30.42  																																																												| (515) op(e1, e2) = e2
% 65.45/30.42  																																																												|
% 65.45/30.42  																																																												| From (736) and (209) follows:
% 65.45/30.42  																																																												| (2715) op(e1, e0) = e0
% 65.45/30.42  																																																												|
% 65.45/30.42  																																																												| From (736) and (227) follows:
% 65.45/30.42  																																																												| (739) op(e4, e1) = e4
% 65.45/30.42  																																																												|
% 65.45/30.42  																																																												| Instantiating formula (29) with e4, e1, e4, e3 and discharging atoms op(e4, e1) = e4, op(e4, e1) = e3, yields:
% 65.45/30.42  																																																												| (425) e4 = e3
% 65.45/30.42  																																																												|
% 65.45/30.42  																																																												| Instantiating formula (29) with e1, e3, e3, e1 and discharging atoms op(e1, e3) = e3, op(e1, e3) = e1, yields:
% 65.45/30.42  																																																												| (455) e3 = e1
% 65.45/30.42  																																																												|
% 65.45/30.42  																																																												| Instantiating formula (29) with e1, e2, e2, e3 and discharging atoms op(e1, e2) = e3, op(e1, e2) = e2, yields:
% 65.45/30.43  																																																												| (662) e3 = e2
% 65.45/30.43  																																																												|
% 65.45/30.43  																																																												| Instantiating formula (29) with e1, e0, e0, e4 and discharging atoms op(e1, e0) = e4, op(e1, e0) = e0, yields:
% 65.45/30.43  																																																												| (397) e4 = e0
% 65.45/30.43  																																																												|
% 65.45/30.43  																																																												| Combining equations (425,397) yields a new equation:
% 65.45/30.43  																																																												| (675) e3 = e0
% 65.45/30.43  																																																												|
% 65.45/30.43  																																																												| Simplifying 675 yields:
% 65.45/30.43  																																																												| (676) e3 = e0
% 65.45/30.43  																																																												|
% 65.45/30.43  																																																												| Combining equations (676,662) yields a new equation:
% 65.45/30.43  																																																												| (330) e2 = e0
% 65.45/30.43  																																																												|
% 65.45/30.43  																																																												| Combining equations (455,662) yields a new equation:
% 65.45/30.43  																																																												| (617) e2 = e1
% 65.45/30.43  																																																												|
% 65.45/30.43  																																																												| Combining equations (330,617) yields a new equation:
% 65.45/30.43  																																																												| (431) e1 = e0
% 65.45/30.43  																																																												|
% 65.45/30.43  																																																												| Equations (431) can reduce 233 to:
% 65.45/30.43  																																																												| (266) $false
% 65.45/30.43  																																																												|
% 65.45/30.43  																																																												|-The branch is then unsatisfiable
% 65.45/30.43  																																																											|-Branch two:
% 65.45/30.43  																																																											| (748)  ~ (unit = e1)
% 65.45/30.43  																																																											| (749) unit = e3
% 65.45/30.43  																																																											|
% 65.45/30.43  																																																												| From (749) and (244) follows:
% 65.45/30.43  																																																												| (750) op(e3, e4) = e4
% 65.45/30.43  																																																												|
% 65.45/30.43  																																																												| From (749) and (40) follows:
% 65.45/30.43  																																																												| (3715) op(e3, e3) = e3
% 65.45/30.43  																																																												|
% 65.45/30.43  																																																												| From (749) and (42) follows:
% 65.45/30.43  																																																												| (752) op(e0, e3) = e0
% 65.45/30.43  																																																												|
% 65.45/30.43  																																																												| Instantiating formula (29) with e3, e4, e4, e2 and discharging atoms op(e3, e4) = e4, op(e3, e4) = e2, yields:
% 65.45/30.43  																																																												| (323) e4 = e2
% 65.45/30.43  																																																												|
% 65.45/30.43  																																																												| Instantiating formula (29) with e3, e3, e3, e4 and discharging atoms op(e3, e3) = e4, op(e3, e3) = e3, yields:
% 65.45/30.43  																																																												| (425) e4 = e3
% 65.45/30.43  																																																												|
% 65.45/30.43  																																																												| Instantiating formula (29) with e0, e3, e0, e3 and discharging atoms op(e0, e3) = e3, op(e0, e3) = e0, yields:
% 65.45/30.43  																																																												| (676) e3 = e0
% 65.45/30.43  																																																												|
% 65.45/30.43  																																																												| Combining equations (323,425) yields a new equation:
% 65.45/30.43  																																																												| (662) e3 = e2
% 65.45/30.43  																																																												|
% 65.45/30.43  																																																												| Combining equations (662,676) yields a new equation:
% 65.45/30.43  																																																												| (391) e2 = e0
% 65.45/30.43  																																																												|
% 65.45/30.43  																																																												| Simplifying 391 yields:
% 65.45/30.43  																																																												| (330) e2 = e0
% 65.45/30.43  																																																												|
% 65.45/30.43  																																																												| Equations (330) can reduce 128 to:
% 65.45/30.43  																																																												| (266) $false
% 65.45/30.43  																																																												|
% 65.45/30.43  																																																												|-The branch is then unsatisfiable
% 65.45/30.43  																																																							|-Branch two:
% 65.45/30.43  																																																							| (358)  ~ (all_0_42_42 = e0)
% 65.45/30.43  																																																							| (6766) all_0_43_43 = e0 | all_0_44_44 = e0
% 65.45/30.43  																																																							|
% 65.45/30.43  																																																								+-Applying beta-rule and splitting (1969), into two cases.
% 65.45/30.43  																																																								|-Branch one:
% 65.45/30.43  																																																								| (559) all_0_42_42 = e0
% 65.45/30.43  																																																								|
% 65.45/30.43  																																																									| Equations (559) can reduce 358 to:
% 65.45/30.43  																																																									| (266) $false
% 65.45/30.43  																																																									|
% 65.45/30.43  																																																									|-The branch is then unsatisfiable
% 65.45/30.43  																																																								|-Branch two:
% 65.45/30.43  																																																								| (358)  ~ (all_0_42_42 = e0)
% 65.45/30.43  																																																								| (2510) all_0_42_42 = e3 | all_0_42_42 = e1
% 65.45/30.43  																																																								|
% 65.45/30.43  																																																									+-Applying beta-rule and splitting (2510), into two cases.
% 65.45/30.43  																																																									|-Branch one:
% 65.45/30.43  																																																									| (459) all_0_42_42 = e1
% 65.45/30.43  																																																									|
% 65.45/30.43  																																																										| Equations (459) can reduce 1380 to:
% 65.45/30.43  																																																										| (266) $false
% 65.45/30.43  																																																										|
% 65.45/30.43  																																																										|-The branch is then unsatisfiable
% 65.45/30.43  																																																									|-Branch two:
% 65.45/30.43  																																																									| (1380)  ~ (all_0_42_42 = e1)
% 65.45/30.43  																																																									| (516) all_0_42_42 = e3
% 65.45/30.43  																																																									|
% 65.45/30.43  																																																										| Equations (516) can reduce 405 to:
% 65.45/30.43  																																																										| (266) $false
% 65.45/30.43  																																																										|
% 65.45/30.43  																																																										|-The branch is then unsatisfiable
% 65.45/30.43  																																																						|-Branch two:
% 65.45/30.43  																																																						| (1377)  ~ (all_0_39_39 = e4)
% 65.45/30.43  																																																						| (1378) all_0_40_40 = e4
% 65.45/30.43  																																																						|
% 65.45/30.43  																																																							| Combining equations (1378,485) yields a new equation:
% 65.45/30.43  																																																							| (481) e4 = e0
% 65.45/30.43  																																																							|
% 65.45/30.43  																																																							| Simplifying 481 yields:
% 65.45/30.43  																																																							| (397) e4 = e0
% 65.45/30.43  																																																							|
% 65.45/30.43  																																																							| Equations (397) can reduce 49 to:
% 65.45/30.43  																																																							| (266) $false
% 65.45/30.43  																																																							|
% 65.45/30.43  																																																							|-The branch is then unsatisfiable
% 65.45/30.43  																																																				|-Branch two:
% 65.45/30.43  																																																				| (1401)  ~ (all_0_40_40 = e0)
% 65.45/30.43  																																																				| (1748) all_0_44_44 = e0 | all_0_49_49 = e0 | all_0_58_58 = e0
% 65.45/30.43  																																																				|
% 65.45/30.43  																																																					+-Applying beta-rule and splitting (165), into two cases.
% 65.45/30.43  																																																					|-Branch one:
% 65.45/30.43  																																																					| (794) all_0_41_41 = e0
% 65.45/30.43  																																																					|
% 65.45/30.43  																																																						| Combining equations (794,437) yields a new equation:
% 65.45/30.43  																																																						| (397) e4 = e0
% 65.45/30.43  																																																						|
% 65.45/30.43  																																																						| Equations (397) can reduce 49 to:
% 65.45/30.43  																																																						| (266) $false
% 65.45/30.43  																																																						|
% 65.45/30.43  																																																						|-The branch is then unsatisfiable
% 65.45/30.43  																																																					|-Branch two:
% 65.45/30.43  																																																					| (357)  ~ (all_0_41_41 = e0)
% 65.45/30.43  																																																					| (6761) all_0_42_42 = e0 | all_0_43_43 = e0 | all_0_44_44 = e0
% 65.45/30.43  																																																					|
% 65.45/30.43  																																																						| Equations (437) can reduce 357 to:
% 65.45/30.43  																																																						| (49)  ~ (e4 = e0)
% 65.45/30.43  																																																						|
% 65.45/30.43  																																																						+-Applying beta-rule and splitting (333), into two cases.
% 65.45/30.43  																																																						|-Branch one:
% 65.45/30.43  																																																						| (480) all_0_39_39 = e0
% 65.45/30.43  																																																						|
% 65.45/30.43  																																																							+-Applying beta-rule and splitting (326), into two cases.
% 65.45/30.43  																																																							|-Branch one:
% 65.45/30.43  																																																							| (471) all_0_39_39 = e4
% 65.45/30.43  																																																							|
% 65.45/30.43  																																																								| Combining equations (471,480) yields a new equation:
% 65.45/30.43  																																																								| (481) e4 = e0
% 65.45/30.43  																																																								|
% 65.45/30.43  																																																								| Simplifying 481 yields:
% 65.45/30.43  																																																								| (397) e4 = e0
% 65.45/30.43  																																																								|
% 65.45/30.43  																																																								| Equations (397) can reduce 49 to:
% 65.45/30.43  																																																								| (266) $false
% 65.45/30.43  																																																								|
% 65.45/30.43  																																																								|-The branch is then unsatisfiable
% 65.45/30.43  																																																							|-Branch two:
% 65.45/30.43  																																																							| (1377)  ~ (all_0_39_39 = e4)
% 65.45/30.43  																																																							| (1378) all_0_40_40 = e4
% 65.45/30.43  																																																							|
% 65.45/30.43  																																																								| Equations (1378) can reduce 447 to:
% 65.45/30.43  																																																								| (266) $false
% 65.45/30.43  																																																								|
% 65.45/30.43  																																																								|-The branch is then unsatisfiable
% 65.45/30.43  																																																						|-Branch two:
% 65.45/30.43  																																																						| (484)  ~ (all_0_39_39 = e0)
% 65.45/30.43  																																																						| (485) all_0_40_40 = e0
% 65.45/30.43  																																																						|
% 65.45/30.43  																																																							| Equations (485) can reduce 1401 to:
% 65.45/30.43  																																																							| (266) $false
% 65.45/30.43  																																																							|
% 65.45/30.43  																																																							|-The branch is then unsatisfiable
% 65.45/30.43  																																																		|-Branch two:
% 65.45/30.43  																																																		| (1453)  ~ (all_0_53_53 = e4)
% 65.45/30.43  																																																		| (1694) all_0_53_53 = e3 | all_0_53_53 = e1
% 65.45/30.43  																																																		|
% 65.45/30.43  																																																			+-Applying beta-rule and splitting (1694), into two cases.
% 65.45/30.43  																																																			|-Branch one:
% 65.45/30.43  																																																			| (1208) all_0_53_53 = e1
% 65.45/30.43  																																																			|
% 65.45/30.43  																																																				| Equations (1208) can reduce 1459 to:
% 65.45/30.43  																																																				| (266) $false
% 65.45/30.43  																																																				|
% 65.45/30.43  																																																				|-The branch is then unsatisfiable
% 65.45/30.43  																																																			|-Branch two:
% 65.45/30.43  																																																			| (1459)  ~ (all_0_53_53 = e1)
% 65.45/30.43  																																																			| (665) all_0_53_53 = e3
% 65.45/30.43  																																																			|
% 65.45/30.43  																																																				| Equations (665) can reduce 903 to:
% 65.45/30.43  																																																				| (266) $false
% 65.45/30.43  																																																				|
% 65.45/30.43  																																																				|-The branch is then unsatisfiable
% 65.45/30.43  																																																	|-Branch two:
% 65.45/30.43  																																																	| (664)  ~ (all_0_51_51 = e3)
% 65.45/30.43  																																																	| (1097) all_0_56_56 = e3
% 65.45/30.43  																																																	|
% 65.45/30.43  																																																		| Combining equations (833,1097) yields a new equation:
% 65.45/30.43  																																																		| (662) e3 = e2
% 65.45/30.43  																																																		|
% 65.45/30.43  																																																		| Equations (662) can reduce 212 to:
% 65.45/30.43  																																																		| (266) $false
% 65.45/30.43  																																																		|
% 65.45/30.43  																																																		|-The branch is then unsatisfiable
% 65.45/30.43  																																												|-Branch two:
% 65.45/30.43  																																												| (880)  ~ (all_0_58_58 = e1)
% 65.45/30.43  																																												| (795) all_0_58_58 = e3
% 65.45/30.43  																																												|
% 65.45/30.43  																																													| Equations (795) can reduce 276 to:
% 65.45/30.43  																																													| (266) $false
% 65.45/30.43  																																													|
% 65.45/30.43  																																													|-The branch is then unsatisfiable
% 65.45/30.43  																																			|-Branch two:
% 65.45/30.43  																																			| (813) all_0_47_47 = e1 & all_0_52_52 = e2 &  ~ (all_0_51_51 = e1)
% 65.45/30.43  																																			|
% 65.45/30.43  																																				| Applying alpha-rule on (813) yields:
% 65.45/30.43  																																				| (654) all_0_47_47 = e1
% 65.45/30.43  																																				| (352) all_0_52_52 = e2
% 65.45/30.43  																																				| (464)  ~ (all_0_51_51 = e1)
% 65.45/30.43  																																				|
% 65.45/30.43  																																				| Equations (654) can reduce 79 to:
% 65.45/30.43  																																				| (151)  ~ (all_0_39_39 = e1)
% 65.45/30.43  																																				|
% 65.45/30.43  																																				| Equations (654) can reduce 198 to:
% 65.45/30.43  																																				| (1380)  ~ (all_0_42_42 = e1)
% 65.45/30.43  																																				|
% 65.45/30.43  																																				| Equations (654) can reduce 224 to:
% 65.45/30.43  																																				| (463)  ~ (all_0_51_51 = e1)
% 65.45/30.43  																																				|
% 65.45/30.43  																																				| Simplifying 463 yields:
% 65.45/30.43  																																				| (464)  ~ (all_0_51_51 = e1)
% 65.45/30.43  																																				|
% 65.45/30.43  																																				| From (654) and (23) follows:
% 65.45/30.43  																																				| (9478) op(e2, e2) = e1
% 65.45/30.43  																																				|
% 65.45/30.43  																																				+-Applying beta-rule and splitting (385), into two cases.
% 65.45/30.43  																																				|-Branch one:
% 65.45/30.43  																																				| (1105) all_0_47_47 = e2
% 65.45/30.43  																																				|
% 65.45/30.43  																																					| Combining equations (654,1105) yields a new equation:
% 65.45/30.43  																																					| (617) e2 = e1
% 65.45/30.43  																																					|
% 65.45/30.43  																																					| Equations (617) can reduce 122 to:
% 65.45/30.43  																																					| (266) $false
% 65.45/30.43  																																					|
% 65.45/30.43  																																					|-The branch is then unsatisfiable
% 65.45/30.43  																																				|-Branch two:
% 65.45/30.43  																																				| (338)  ~ (all_0_47_47 = e2)
% 65.45/30.43  																																				| (1108) all_0_51_51 = e2 | all_0_56_56 = e2
% 65.45/30.43  																																				|
% 65.45/30.43  																																					| Equations (654) can reduce 338 to:
% 65.45/30.43  																																					| (604)  ~ (e2 = e1)
% 65.45/30.43  																																					|
% 65.45/30.43  																																					| Simplifying 604 yields:
% 65.45/30.43  																																					| (122)  ~ (e2 = e1)
% 65.45/30.43  																																					|
% 65.45/30.43  																																					+-Applying beta-rule and splitting (10171), into two cases.
% 65.45/30.43  																																					|-Branch one:
% 65.45/30.43  																																					| (1105) all_0_47_47 = e2
% 65.45/30.43  																																					|
% 65.45/30.43  																																						| Combining equations (654,1105) yields a new equation:
% 65.45/30.43  																																						| (617) e2 = e1
% 65.45/30.43  																																						|
% 65.45/30.43  																																						| Equations (617) can reduce 122 to:
% 65.45/30.43  																																						| (266) $false
% 65.45/30.43  																																						|
% 65.45/30.43  																																						|-The branch is then unsatisfiable
% 65.45/30.43  																																					|-Branch two:
% 65.45/30.43  																																					| (338)  ~ (all_0_47_47 = e2)
% 65.45/30.43  																																					| (10761) all_0_48_48 = e2 | all_0_49_49 = e2
% 65.45/30.43  																																					|
% 65.45/30.43  																																						+-Applying beta-rule and splitting (10761), into two cases.
% 65.45/30.43  																																						|-Branch one:
% 65.45/30.43  																																						| (335) all_0_48_48 = e2
% 65.45/30.43  																																						|
% 65.45/30.43  																																							| Combining equations (943,335) yields a new equation:
% 65.45/30.43  																																							| (322) e4 = e2
% 65.45/30.43  																																							|
% 65.45/30.43  																																							| Simplifying 322 yields:
% 65.45/30.43  																																							| (323) e4 = e2
% 65.45/30.43  																																							|
% 65.45/30.43  																																							| Equations (323) can reduce 48 to:
% 65.45/30.43  																																							| (266) $false
% 65.45/30.43  																																							|
% 65.45/30.43  																																							|-The branch is then unsatisfiable
% 65.45/30.43  																																						|-Branch two:
% 65.45/30.43  																																						| (810)  ~ (all_0_48_48 = e2)
% 65.45/30.43  																																						| (583) all_0_49_49 = e2
% 65.45/30.43  																																						|
% 65.45/30.43  																																							| Equations (583) can reduce 9 to:
% 65.45/30.43  																																							| (147)  ~ (all_0_44_44 = e2)
% 65.45/30.43  																																							|
% 65.45/30.43  																																							| Equations (583) can reduce 65 to:
% 65.45/30.43  																																							| (508)  ~ (all_0_53_53 = e2)
% 65.45/30.43  																																							|
% 65.45/30.43  																																							| Simplifying 508 yields:
% 65.45/30.43  																																							| (509)  ~ (all_0_53_53 = e2)
% 65.45/30.43  																																							|
% 65.45/30.43  																																							| From (583) and (129) follows:
% 65.45/30.43  																																							| (14996) op(e2, e2) = all_0_20_20
% 65.45/30.43  																																							|
% 65.45/30.43  																																							+-Applying beta-rule and splitting (1108), into two cases.
% 65.45/30.43  																																							|-Branch one:
% 65.45/30.43  																																							| (504) all_0_51_51 = e2
% 65.45/30.43  																																							|
% 65.45/30.43  																																								| Equations (504) can reduce 1099 to:
% 65.45/30.43  																																								| (266) $false
% 65.45/30.43  																																								|
% 65.45/30.43  																																								|-The branch is then unsatisfiable
% 65.45/30.43  																																							|-Branch two:
% 65.45/30.43  																																							| (1099)  ~ (all_0_51_51 = e2)
% 65.45/30.43  																																							| (833) all_0_56_56 = e2
% 65.45/30.43  																																							|
% 65.45/30.43  																																								| Equations (833) can reduce 236 to:
% 65.45/30.43  																																								| (51)  ~ (all_0_42_42 = e2)
% 65.45/30.43  																																								|
% 65.45/30.43  																																								| Equations (833) can reduce 16 to:
% 65.45/30.43  																																								| (1099)  ~ (all_0_51_51 = e2)
% 65.45/30.43  																																								|
% 65.45/30.43  																																								| Equations (833) can reduce 44 to:
% 65.45/30.43  																																								| (1186)  ~ (all_0_58_58 = e2)
% 65.45/30.43  																																								|
% 65.45/30.43  																																								| Simplifying 1186 yields:
% 65.45/30.43  																																								| (908)  ~ (all_0_58_58 = e2)
% 65.45/30.43  																																								|
% 65.45/30.43  																																								| From (833) and (87) follows:
% 65.45/30.43  																																								| (4151) op(e2, e2) = all_0_34_34
% 65.45/30.43  																																								|
% 65.45/30.43  																																								| From (833) and (111) follows:
% 65.45/30.43  																																								| (1508) op(e0, e2) = e2
% 65.45/30.43  																																								|
% 65.45/30.43  																																								+-Applying beta-rule and splitting (108), into two cases.
% 65.45/30.43  																																								|-Branch one:
% 65.45/30.43  																																								| (624) all_0_58_58 = e2
% 65.45/30.43  																																								|
% 65.45/30.43  																																									| Equations (624) can reduce 908 to:
% 65.45/30.43  																																									| (266) $false
% 65.45/30.43  																																									|
% 65.45/30.43  																																									|-The branch is then unsatisfiable
% 65.45/30.43  																																								|-Branch two:
% 65.45/30.43  																																								| (908)  ~ (all_0_58_58 = e2)
% 65.45/30.43  																																								| (909) all_0_58_58 = e4 | all_0_58_58 = e3 | all_0_58_58 = e1 | all_0_58_58 = e0
% 65.45/30.43  																																								|
% 65.45/30.43  																																									+-Applying beta-rule and splitting (909), into two cases.
% 65.45/30.43  																																									|-Branch one:
% 65.45/30.43  																																									| (910) all_0_58_58 = e4
% 65.45/30.43  																																									|
% 65.45/30.43  																																										| Equations (910) can reduce 451 to:
% 65.45/30.43  																																										| (266) $false
% 65.45/30.43  																																										|
% 65.45/30.43  																																										|-The branch is then unsatisfiable
% 65.45/30.43  																																									|-Branch two:
% 65.45/30.43  																																									| (451)  ~ (all_0_58_58 = e4)
% 65.45/30.43  																																									| (913) all_0_58_58 = e3 | all_0_58_58 = e1 | all_0_58_58 = e0
% 65.45/30.43  																																									|
% 65.45/30.43  																																										+-Applying beta-rule and splitting (913), into two cases.
% 65.45/30.43  																																										|-Branch one:
% 65.45/30.43  																																										| (914) all_0_58_58 = e0
% 65.45/30.43  																																										|
% 65.45/30.43  																																											| Equations (914) can reduce 491 to:
% 65.45/30.43  																																											| (266) $false
% 65.45/30.43  																																											|
% 65.45/30.43  																																											|-The branch is then unsatisfiable
% 65.45/30.43  																																										|-Branch two:
% 65.45/30.43  																																										| (491)  ~ (all_0_58_58 = e0)
% 65.45/30.43  																																										| (917) all_0_58_58 = e3 | all_0_58_58 = e1
% 65.45/30.43  																																										|
% 65.45/30.43  																																											+-Applying beta-rule and splitting (917), into two cases.
% 65.45/30.43  																																											|-Branch one:
% 65.45/30.43  																																											| (918) all_0_58_58 = e1
% 65.45/30.43  																																											|
% 65.45/30.43  																																												| Equations (918) can reduce 181 to:
% 65.45/30.43  																																												| (639)  ~ (all_0_44_44 = e1)
% 65.45/30.43  																																												|
% 65.45/30.43  																																												| Equations (918) can reduce 10 to:
% 65.45/30.43  																																												| (1459)  ~ (all_0_53_53 = e1)
% 65.45/30.43  																																												|
% 65.45/30.43  																																												| Equations (918) can reduce 276 to:
% 65.45/30.43  																																												| (467)  ~ (e3 = e1)
% 65.45/30.43  																																												|
% 65.45/30.43  																																												| Simplifying 467 yields:
% 65.45/30.43  																																												| (213)  ~ (e3 = e1)
% 65.45/30.43  																																												|
% 65.45/30.43  																																												| Instantiating formula (29) with e2, e2, all_0_34_34, all_0_20_20 and discharging atoms op(e2, e2) = all_0_20_20, op(e2, e2) = all_0_34_34, yields:
% 65.45/30.43  																																												| (5157) all_0_20_20 = all_0_34_34
% 65.45/30.43  																																												|
% 65.45/30.43  																																												| Instantiating formula (29) with e2, e2, e1, all_0_20_20 and discharging atoms op(e2, e2) = all_0_20_20, op(e2, e2) = e1, yields:
% 65.45/30.43  																																												| (4267) all_0_20_20 = e1
% 65.45/30.43  																																												|
% 65.45/30.43  																																												| Instantiating formula (29) with e1, e3, e1, all_0_23_23 and discharging atoms op(e1, e3) = all_0_23_23, op(e1, e3) = e1, yields:
% 65.45/30.43  																																												| (9657) all_0_23_23 = e1
% 65.45/30.43  																																												|
% 65.45/30.43  																																												| Instantiating formula (29) with e1, e1, all_0_22_22, e2 and discharging atoms op(e1, e1) = all_0_22_22, op(e1, e1) = e2, yields:
% 65.45/30.43  																																												| (15362) all_0_22_22 = e2
% 65.45/30.43  																																												|
% 65.45/30.43  																																												| Instantiating formula (29) with e0, e3, all_0_16_16, e3 and discharging atoms op(e0, e3) = all_0_16_16, op(e0, e3) = e3, yields:
% 65.45/30.43  																																												| (2167) all_0_16_16 = e3
% 65.45/30.43  																																												|
% 65.45/30.43  																																												| Instantiating formula (29) with e0, e2, e2, all_0_15_15 and discharging atoms op(e0, e2) = all_0_15_15, op(e0, e2) = e2, yields:
% 65.45/30.43  																																												| (1599) all_0_15_15 = e2
% 65.45/30.43  																																												|
% 65.45/30.44  																																												| Combining equations (5157,4267) yields a new equation:
% 65.45/30.44  																																												| (15020) all_0_34_34 = e1
% 65.45/30.44  																																												|
% 65.45/30.44  																																												| Simplifying 15020 yields:
% 65.45/30.44  																																												| (9480) all_0_34_34 = e1
% 65.45/30.44  																																												|
% 65.45/30.44  																																												| From (9480) and (4151) follows:
% 65.45/30.44  																																												| (9478) op(e2, e2) = e1
% 65.45/30.44  																																												|
% 65.45/30.44  																																												| From (9657) and (15351) follows:
% 65.45/30.44  																																												| (2235) op(e1, e3) = e1
% 65.45/30.44  																																												|
% 65.45/30.44  																																												| From (15362) and (606) follows:
% 65.45/30.44  																																												| (10182) op(e1, e1) = e2
% 65.45/30.44  																																												|
% 65.45/30.44  																																												| From (2167) and (543) follows:
% 65.45/30.44  																																												| (2208) op(e0, e3) = e3
% 65.45/30.44  																																												|
% 65.45/30.44  																																												| From (1599) and (1544) follows:
% 65.45/30.44  																																												| (1508) op(e0, e2) = e2
% 65.45/30.44  																																												|
% 65.45/30.44  																																												+-Applying beta-rule and splitting (180), into two cases.
% 65.45/30.44  																																												|-Branch one:
% 65.45/30.44  																																												| (516) all_0_42_42 = e3
% 65.45/30.44  																																												|
% 65.45/30.44  																																													| Equations (516) can reduce 61 to:
% 65.45/30.44  																																													| (1925)  ~ (all_0_51_51 = e3)
% 65.45/30.44  																																													|
% 65.45/30.44  																																													| Simplifying 1925 yields:
% 65.45/30.44  																																													| (664)  ~ (all_0_51_51 = e3)
% 65.45/30.44  																																													|
% 65.45/30.44  																																													+-Applying beta-rule and splitting (104), into two cases.
% 65.45/30.44  																																													|-Branch one:
% 65.45/30.44  																																													| (480) all_0_39_39 = e0
% 65.45/30.44  																																													|
% 65.45/30.44  																																														| Equations (480) can reduce 176 to:
% 65.45/30.44  																																														| (1400)  ~ (all_0_40_40 = e0)
% 65.45/30.44  																																														|
% 65.45/30.44  																																														| Simplifying 1400 yields:
% 65.45/30.44  																																														| (1401)  ~ (all_0_40_40 = e0)
% 65.45/30.44  																																														|
% 65.45/30.44  																																														| Equations (480) can reduce 151 to:
% 65.45/30.44  																																														| (435)  ~ (e1 = e0)
% 65.45/30.44  																																														|
% 65.45/30.44  																																														| Simplifying 435 yields:
% 65.45/30.44  																																														| (233)  ~ (e1 = e0)
% 65.45/30.44  																																														|
% 65.45/30.44  																																														| From (480) and (14) follows:
% 65.45/30.44  																																														| (4090) op(e4, e2) = e0
% 65.45/30.44  																																														|
% 65.45/30.44  																																														+-Applying beta-rule and splitting (316), into two cases.
% 65.45/30.44  																																														|-Branch one:
% 65.45/30.44  																																														| (1378) all_0_40_40 = e4
% 65.45/30.44  																																														|
% 65.45/30.44  																																															| Equations (1378) can reduce 1401 to:
% 65.45/30.44  																																															| (49)  ~ (e4 = e0)
% 65.45/30.44  																																															|
% 65.45/30.44  																																															+-Applying beta-rule and splitting (7), into two cases.
% 65.45/30.44  																																															|-Branch one:
% 65.45/30.44  																																															| (504) all_0_51_51 = e2
% 65.45/30.44  																																															|
% 65.45/30.44  																																																| Equations (504) can reduce 1099 to:
% 65.45/30.44  																																																| (266) $false
% 65.45/30.44  																																																|
% 65.45/30.44  																																																|-The branch is then unsatisfiable
% 65.45/30.44  																																															|-Branch two:
% 65.45/30.44  																																															| (1099)  ~ (all_0_51_51 = e2)
% 65.45/30.44  																																															| (1100) all_0_51_51 = e4 | all_0_51_51 = e3 | all_0_51_51 = e1
% 65.45/30.44  																																															|
% 65.45/30.44  																																																+-Applying beta-rule and splitting (75), into two cases.
% 65.45/30.44  																																																|-Branch one:
% 65.45/30.44  																																																| (485) all_0_40_40 = e0
% 65.45/30.44  																																																|
% 65.45/30.44  																																																	| Combining equations (485,1378) yields a new equation:
% 65.45/30.44  																																																	| (397) e4 = e0
% 65.45/30.44  																																																	|
% 65.45/30.44  																																																	| Equations (397) can reduce 49 to:
% 65.45/30.44  																																																	| (266) $false
% 65.45/30.44  																																																	|
% 65.45/30.44  																																																	|-The branch is then unsatisfiable
% 65.45/30.44  																																																|-Branch two:
% 65.45/30.44  																																																| (1401)  ~ (all_0_40_40 = e0)
% 65.45/30.44  																																																| (1748) all_0_44_44 = e0 | all_0_49_49 = e0 | all_0_58_58 = e0
% 65.45/30.44  																																																|
% 65.45/30.44  																																																	| Equations (1378) can reduce 1401 to:
% 65.45/30.44  																																																	| (49)  ~ (e4 = e0)
% 65.45/30.44  																																																	|
% 65.45/30.44  																																																	+-Applying beta-rule and splitting (165), into two cases.
% 65.45/30.44  																																																	|-Branch one:
% 65.45/30.44  																																																	| (794) all_0_41_41 = e0
% 65.45/30.44  																																																	|
% 65.45/30.44  																																																		| Combining equations (794,437) yields a new equation:
% 65.45/30.44  																																																		| (397) e4 = e0
% 65.45/30.44  																																																		|
% 65.45/30.44  																																																		| Equations (397) can reduce 49 to:
% 65.45/30.44  																																																		| (266) $false
% 65.45/30.44  																																																		|
% 65.45/30.44  																																																		|-The branch is then unsatisfiable
% 65.45/30.44  																																																	|-Branch two:
% 65.45/30.44  																																																	| (357)  ~ (all_0_41_41 = e0)
% 65.45/30.44  																																																	| (6761) all_0_42_42 = e0 | all_0_43_43 = e0 | all_0_44_44 = e0
% 65.45/30.44  																																																	|
% 65.45/30.44  																																																		+-Applying beta-rule and splitting (418), into two cases.
% 65.45/30.44  																																																		|-Branch one:
% 65.45/30.44  																																																		| (660) all_0_51_51 = e3
% 65.45/30.44  																																																		|
% 65.45/30.44  																																																			| Equations (660) can reduce 664 to:
% 65.45/30.44  																																																			| (266) $false
% 65.45/30.44  																																																			|
% 65.45/30.44  																																																			|-The branch is then unsatisfiable
% 65.45/30.44  																																																		|-Branch two:
% 65.45/30.44  																																																		| (664)  ~ (all_0_51_51 = e3)
% 65.45/30.44  																																																		| (665) all_0_53_53 = e3
% 65.45/30.44  																																																		|
% 65.45/30.44  																																																			| Equations (665) can reduce 6 to:
% 65.45/30.44  																																																			| (664)  ~ (all_0_51_51 = e3)
% 65.45/30.44  																																																			|
% 65.45/30.44  																																																			| Equations (665) can reduce 247 to:
% 65.45/30.44  																																																			| (80)  ~ (e3 = e0)
% 65.45/30.44  																																																			|
% 65.45/30.44  																																																			| From (665) and (84) follows:
% 65.45/30.44  																																																			| (3786) op(e1, e0) = e3
% 65.45/30.44  																																																			|
% 65.45/30.44  																																																			+-Applying beta-rule and splitting (1100), into two cases.
% 65.45/30.44  																																																			|-Branch one:
% 65.45/30.44  																																																			| (1101) all_0_51_51 = e4
% 65.45/30.44  																																																			|
% 65.45/30.44  																																																				| From (1101) and (186) follows:
% 65.45/30.44  																																																				| (13720) op(e1, e2) = e4
% 65.45/30.44  																																																				|
% 65.45/30.44  																																																				+-Applying beta-rule and splitting (6761), into two cases.
% 65.45/30.44  																																																				|-Branch one:
% 65.45/30.44  																																																				| (559) all_0_42_42 = e0
% 65.45/30.44  																																																				|
% 65.45/30.44  																																																					| Combining equations (559,516) yields a new equation:
% 65.45/30.44  																																																					| (676) e3 = e0
% 65.45/30.44  																																																					|
% 65.45/30.44  																																																					| Equations (676) can reduce 80 to:
% 65.45/30.44  																																																					| (266) $false
% 65.45/30.44  																																																					|
% 65.45/30.44  																																																					|-The branch is then unsatisfiable
% 65.45/30.44  																																																				|-Branch two:
% 65.45/30.44  																																																				| (358)  ~ (all_0_42_42 = e0)
% 65.45/30.44  																																																				| (6766) all_0_43_43 = e0 | all_0_44_44 = e0
% 65.45/30.44  																																																				|
% 65.45/30.44  																																																					+-Applying beta-rule and splitting (6766), into two cases.
% 65.45/30.44  																																																					|-Branch one:
% 65.45/30.44  																																																					| (356) all_0_43_43 = e0
% 65.45/30.44  																																																					|
% 65.45/30.44  																																																						| Combining equations (356,430) yields a new equation:
% 65.45/30.44  																																																						| (431) e1 = e0
% 65.45/30.44  																																																						|
% 65.45/30.44  																																																						| Equations (431) can reduce 233 to:
% 65.45/30.44  																																																						| (266) $false
% 65.45/30.44  																																																						|
% 65.45/30.44  																																																						|-The branch is then unsatisfiable
% 65.45/30.44  																																																					|-Branch two:
% 65.45/30.44  																																																					| (5470)  ~ (all_0_43_43 = e0)
% 65.45/30.44  																																																					| (1414) all_0_44_44 = e0
% 65.45/30.44  																																																					|
% 65.45/30.44  																																																						| Equations (1414) can reduce 147 to:
% 65.45/30.44  																																																						| (365)  ~ (e2 = e0)
% 65.45/30.44  																																																						|
% 65.45/30.44  																																																						| Simplifying 365 yields:
% 65.45/30.44  																																																						| (128)  ~ (e2 = e0)
% 65.45/30.44  																																																						|
% 65.45/30.44  																																																						| Equations (1414) can reduce 639 to:
% 65.45/30.44  																																																						| (435)  ~ (e1 = e0)
% 65.45/30.44  																																																						|
% 65.45/30.44  																																																						| Simplifying 435 yields:
% 65.45/30.44  																																																						| (233)  ~ (e1 = e0)
% 65.45/30.44  																																																						|
% 65.45/30.44  																																																						| From (1414) and (138) follows:
% 65.45/30.44  																																																						| (1667) op(e3, e0) = e0
% 65.45/30.44  																																																						|
% 65.45/30.44  																																																						+-Applying beta-rule and splitting (56), into two cases.
% 65.45/30.44  																																																						|-Branch one:
% 65.45/30.44  																																																						| (696) unit = e2
% 65.45/30.44  																																																						|
% 65.45/30.44  																																																							| From (696) and (32) follows:
% 65.45/30.44  																																																							| (698) op(e2, e2) = e2
% 65.45/30.44  																																																							|
% 65.45/30.44  																																																							| From (696) and (42) follows:
% 65.45/30.44  																																																							| (1613) op(e0, e2) = e0
% 65.45/30.44  																																																							|
% 65.45/30.44  																																																							| Instantiating formula (29) with e2, e2, e2, e1 and discharging atoms op(e2, e2) = e2, op(e2, e2) = e1, yields:
% 65.45/30.44  																																																							| (617) e2 = e1
% 65.45/30.44  																																																							|
% 65.45/30.44  																																																							| Instantiating formula (29) with e0, e2, e0, e2 and discharging atoms op(e0, e2) = e2, op(e0, e2) = e0, yields:
% 65.45/30.44  																																																							| (330) e2 = e0
% 65.45/30.44  																																																							|
% 65.45/30.44  																																																							| Combining equations (330,617) yields a new equation:
% 65.45/30.44  																																																							| (431) e1 = e0
% 65.45/30.44  																																																							|
% 65.45/30.44  																																																							| Equations (431) can reduce 233 to:
% 65.45/30.44  																																																							| (266) $false
% 65.45/30.44  																																																							|
% 65.45/30.44  																																																							|-The branch is then unsatisfiable
% 65.45/30.44  																																																						|-Branch two:
% 65.45/30.44  																																																						| (707)  ~ (unit = e2)
% 65.45/30.44  																																																						| (708) unit = e4 | unit = e3 | unit = e1 | unit = e0
% 65.45/30.44  																																																						|
% 65.45/30.44  																																																							+-Applying beta-rule and splitting (708), into two cases.
% 65.45/30.44  																																																							|-Branch one:
% 65.45/30.44  																																																							| (709) unit = e4
% 65.45/30.44  																																																							|
% 65.45/30.44  																																																								| From (709) and (15) follows:
% 65.45/30.44  																																																								| (22188) op(e4, e2) = e2
% 65.45/30.44  																																																								|
% 65.45/30.44  																																																								| From (709) and (211) follows:
% 65.45/30.44  																																																								| (22527) op(e4, e1) = e1
% 65.45/30.44  																																																								|
% 65.45/30.44  																																																								| From (709) and (32) follows:
% 65.45/30.44  																																																								| (712) op(e2, e4) = e2
% 65.45/30.44  																																																								|
% 65.45/30.44  																																																								| Instantiating formula (29) with e4, e2, e2, e0 and discharging atoms op(e4, e2) = e2, op(e4, e2) = e0, yields:
% 65.45/30.44  																																																								| (330) e2 = e0
% 65.45/30.44  																																																								|
% 65.45/30.44  																																																								| Instantiating formula (29) with e4, e1, e1, e3 and discharging atoms op(e4, e1) = e3, op(e4, e1) = e1, yields:
% 65.45/30.44  																																																								| (455) e3 = e1
% 65.45/30.44  																																																								|
% 65.45/30.44  																																																								| Instantiating formula (29) with e2, e4, e2, e3 and discharging atoms op(e2, e4) = e3, op(e2, e4) = e2, yields:
% 65.45/30.44  																																																								| (662) e3 = e2
% 65.45/30.44  																																																								|
% 65.45/30.44  																																																								| Combining equations (455,662) yields a new equation:
% 65.45/30.44  																																																								| (617) e2 = e1
% 65.45/30.44  																																																								|
% 65.45/30.44  																																																								| Combining equations (617,330) yields a new equation:
% 65.45/30.44  																																																								| (546) e1 = e0
% 65.45/30.44  																																																								|
% 65.45/30.44  																																																								| Simplifying 546 yields:
% 65.45/30.44  																																																								| (431) e1 = e0
% 65.45/30.44  																																																								|
% 65.45/30.44  																																																								| Equations (431) can reduce 233 to:
% 65.45/30.44  																																																								| (266) $false
% 65.45/30.44  																																																								|
% 65.45/30.44  																																																								|-The branch is then unsatisfiable
% 65.45/30.44  																																																							|-Branch two:
% 65.45/30.44  																																																							| (724)  ~ (unit = e4)
% 65.45/30.44  																																																							| (725) unit = e3 | unit = e1 | unit = e0
% 65.45/30.44  																																																							|
% 65.45/30.44  																																																								+-Applying beta-rule and splitting (725), into two cases.
% 65.45/30.44  																																																								|-Branch one:
% 65.45/30.44  																																																								| (726) unit = e0
% 65.45/30.44  																																																								|
% 65.45/30.44  																																																									| From (726) and (40) follows:
% 65.45/30.44  																																																									| (1639) op(e3, e0) = e3
% 65.45/30.44  																																																									|
% 65.45/30.44  																																																									| From (726) and (28) follows:
% 65.45/30.44  																																																									| (2698) op(e1, e0) = e1
% 65.45/30.44  																																																									|
% 65.45/30.44  																																																									| Instantiating formula (29) with e3, e0, e3, e0 and discharging atoms op(e3, e0) = e3, op(e3, e0) = e0, yields:
% 65.45/30.44  																																																									| (676) e3 = e0
% 65.45/30.44  																																																									|
% 65.45/30.44  																																																									| Instantiating formula (29) with e1, e0, e1, e3 and discharging atoms op(e1, e0) = e3, op(e1, e0) = e1, yields:
% 65.45/30.44  																																																									| (455) e3 = e1
% 65.45/30.44  																																																									|
% 65.45/30.44  																																																									| Combining equations (676,455) yields a new equation:
% 65.45/30.44  																																																									| (431) e1 = e0
% 65.45/30.44  																																																									|
% 65.45/30.44  																																																									| Equations (431) can reduce 233 to:
% 65.45/30.44  																																																									| (266) $false
% 65.45/30.44  																																																									|
% 65.45/30.44  																																																									|-The branch is then unsatisfiable
% 65.45/30.44  																																																								|-Branch two:
% 65.45/30.44  																																																								| (734)  ~ (unit = e0)
% 65.45/30.44  																																																								| (735) unit = e3 | unit = e1
% 65.45/30.44  																																																								|
% 65.45/30.44  																																																									+-Applying beta-rule and splitting (735), into two cases.
% 65.45/30.44  																																																									|-Branch one:
% 65.45/30.44  																																																									| (736) unit = e1
% 65.45/30.44  																																																									|
% 65.45/30.44  																																																										| Equations (736) can reduce 734 to:
% 65.45/30.44  																																																										| (233)  ~ (e1 = e0)
% 65.45/30.44  																																																										|
% 65.45/30.44  																																																										| From (736) and (244) follows:
% 65.45/30.45  																																																										| (738) op(e1, e4) = e4
% 65.45/30.45  																																																										|
% 65.45/30.45  																																																										| From (736) and (15) follows:
% 65.45/30.45  																																																										| (515) op(e1, e2) = e2
% 65.45/30.45  																																																										|
% 65.45/30.45  																																																										| From (736) and (28) follows:
% 65.45/30.45  																																																										| (740) op(e1, e1) = e1
% 65.45/30.45  																																																										|
% 65.45/30.45  																																																										| Instantiating formula (29) with e1, e4, e4, e0 and discharging atoms op(e1, e4) = e4, op(e1, e4) = e0, yields:
% 65.45/30.45  																																																										| (397) e4 = e0
% 65.45/30.45  																																																										|
% 65.45/30.45  																																																										| Instantiating formula (29) with e1, e2, e2, e4 and discharging atoms op(e1, e2) = e4, op(e1, e2) = e2, yields:
% 65.45/30.45  																																																										| (323) e4 = e2
% 65.45/30.45  																																																										|
% 65.45/30.45  																																																										| Instantiating formula (29) with e1, e1, e1, e2 and discharging atoms op(e1, e1) = e2, op(e1, e1) = e1, yields:
% 65.45/30.45  																																																										| (617) e2 = e1
% 65.45/30.45  																																																										|
% 65.45/30.45  																																																										| Combining equations (323,397) yields a new equation:
% 65.45/30.45  																																																										| (391) e2 = e0
% 65.45/30.45  																																																										|
% 65.45/30.45  																																																										| Simplifying 391 yields:
% 65.45/30.45  																																																										| (330) e2 = e0
% 65.45/30.45  																																																										|
% 65.45/30.45  																																																										| Combining equations (330,617) yields a new equation:
% 65.45/30.45  																																																										| (431) e1 = e0
% 65.45/30.45  																																																										|
% 65.45/30.45  																																																										| Equations (431) can reduce 233 to:
% 65.45/30.45  																																																										| (266) $false
% 65.45/30.45  																																																										|
% 65.45/30.45  																																																										|-The branch is then unsatisfiable
% 65.45/30.45  																																																									|-Branch two:
% 65.45/30.45  																																																									| (748)  ~ (unit = e1)
% 65.45/30.45  																																																									| (749) unit = e3
% 65.45/30.45  																																																									|
% 65.45/30.45  																																																										| From (749) and (244) follows:
% 65.45/30.45  																																																										| (750) op(e3, e4) = e4
% 65.45/30.45  																																																										|
% 65.45/30.45  																																																										| From (749) and (40) follows:
% 65.45/30.45  																																																										| (3715) op(e3, e3) = e3
% 65.45/30.45  																																																										|
% 65.45/30.45  																																																										| From (749) and (42) follows:
% 65.45/30.45  																																																										| (752) op(e0, e3) = e0
% 65.45/30.45  																																																										|
% 65.45/30.45  																																																										| Instantiating formula (29) with e3, e4, e4, e2 and discharging atoms op(e3, e4) = e4, op(e3, e4) = e2, yields:
% 65.45/30.45  																																																										| (323) e4 = e2
% 65.45/30.45  																																																										|
% 65.45/30.45  																																																										| Instantiating formula (29) with e3, e3, e3, e4 and discharging atoms op(e3, e3) = e4, op(e3, e3) = e3, yields:
% 65.45/30.45  																																																										| (425) e4 = e3
% 65.45/30.45  																																																										|
% 65.45/30.45  																																																										| Instantiating formula (29) with e0, e3, e0, e3 and discharging atoms op(e0, e3) = e3, op(e0, e3) = e0, yields:
% 65.45/30.45  																																																										| (676) e3 = e0
% 65.45/30.45  																																																										|
% 65.45/30.45  																																																										| Combining equations (323,425) yields a new equation:
% 65.45/30.45  																																																										| (662) e3 = e2
% 65.45/30.45  																																																										|
% 65.45/30.45  																																																										| Combining equations (662,676) yields a new equation:
% 65.45/30.45  																																																										| (391) e2 = e0
% 65.45/30.45  																																																										|
% 65.45/30.45  																																																										| Simplifying 391 yields:
% 65.45/30.45  																																																										| (330) e2 = e0
% 65.45/30.45  																																																										|
% 65.45/30.45  																																																										| Equations (330) can reduce 128 to:
% 65.45/30.45  																																																										| (266) $false
% 65.45/30.45  																																																										|
% 65.45/30.45  																																																										|-The branch is then unsatisfiable
% 65.45/30.45  																																																			|-Branch two:
% 65.45/30.45  																																																			| (475)  ~ (all_0_51_51 = e4)
% 65.45/30.45  																																																			| (1104) all_0_51_51 = e3 | all_0_51_51 = e1
% 65.45/30.45  																																																			|
% 65.45/30.45  																																																				+-Applying beta-rule and splitting (1104), into two cases.
% 65.45/30.45  																																																				|-Branch one:
% 65.45/30.45  																																																				| (1109) all_0_51_51 = e1
% 65.45/30.45  																																																				|
% 65.45/30.45  																																																					| Equations (1109) can reduce 464 to:
% 65.45/30.45  																																																					| (266) $false
% 65.45/30.45  																																																					|
% 65.45/30.45  																																																					|-The branch is then unsatisfiable
% 65.45/30.45  																																																				|-Branch two:
% 65.45/30.45  																																																				| (464)  ~ (all_0_51_51 = e1)
% 65.45/30.45  																																																				| (660) all_0_51_51 = e3
% 65.45/30.45  																																																				|
% 65.45/30.45  																																																					| Equations (660) can reduce 664 to:
% 65.45/30.45  																																																					| (266) $false
% 65.45/30.45  																																																					|
% 65.45/30.45  																																																					|-The branch is then unsatisfiable
% 65.45/30.45  																																														|-Branch two:
% 65.45/30.45  																																														| (447)  ~ (all_0_40_40 = e4)
% 65.45/30.45  																																														| (485) all_0_40_40 = e0
% 65.45/30.45  																																														|
% 65.45/30.45  																																															| Equations (485) can reduce 1401 to:
% 65.45/30.45  																																															| (266) $false
% 65.45/30.45  																																															|
% 65.45/30.45  																																															|-The branch is then unsatisfiable
% 65.45/30.45  																																													|-Branch two:
% 65.45/30.45  																																													| (484)  ~ (all_0_39_39 = e0)
% 65.45/30.45  																																													| (558) all_0_42_42 = e0 | all_0_47_47 = e0 | all_0_56_56 = e0
% 65.45/30.45  																																													|
% 65.45/30.45  																																														+-Applying beta-rule and splitting (26), into two cases.
% 65.45/30.45  																																														|-Branch one:
% 65.45/30.45  																																														| (446) all_0_44_44 = e4
% 65.45/30.45  																																														|
% 65.45/30.45  																																															| Equations (446) can reduce 1390 to:
% 65.45/30.45  																																															| (266) $false
% 65.45/30.45  																																															|
% 65.45/30.45  																																															|-The branch is then unsatisfiable
% 65.45/30.45  																																														|-Branch two:
% 65.45/30.45  																																														| (1390)  ~ (all_0_44_44 = e4)
% 65.45/30.45  																																														| (1391) all_0_44_44 = e3 | all_0_44_44 = e1 | all_0_44_44 = e0
% 65.45/30.45  																																														|
% 65.45/30.45  																																															+-Applying beta-rule and splitting (418), into two cases.
% 65.45/30.45  																																															|-Branch one:
% 65.45/30.45  																																															| (660) all_0_51_51 = e3
% 65.45/30.45  																																															|
% 65.45/30.45  																																																| Equations (660) can reduce 664 to:
% 65.45/30.45  																																																| (266) $false
% 65.45/30.45  																																																|
% 65.45/30.45  																																																|-The branch is then unsatisfiable
% 65.45/30.45  																																															|-Branch two:
% 65.45/30.45  																																															| (664)  ~ (all_0_51_51 = e3)
% 65.45/30.45  																																															| (665) all_0_53_53 = e3
% 65.45/30.45  																																															|
% 65.45/30.45  																																																| Equations (665) can reduce 220 to:
% 65.45/30.45  																																																| (407)  ~ (all_0_44_44 = e3)
% 65.45/30.45  																																																|
% 65.45/30.45  																																																+-Applying beta-rule and splitting (1391), into two cases.
% 65.45/30.45  																																																|-Branch one:
% 65.45/30.45  																																																| (1414) all_0_44_44 = e0
% 65.45/30.45  																																																|
% 65.45/30.45  																																																	| Equations (1414) can reduce 143 to:
% 65.45/30.45  																																																	| (1401)  ~ (all_0_40_40 = e0)
% 65.45/30.45  																																																	|
% 65.45/30.45  																																																	+-Applying beta-rule and splitting (333), into two cases.
% 65.45/30.45  																																																	|-Branch one:
% 65.45/30.45  																																																	| (480) all_0_39_39 = e0
% 65.45/30.45  																																																	|
% 65.45/30.45  																																																		| Equations (480) can reduce 484 to:
% 65.45/30.45  																																																		| (266) $false
% 65.45/30.45  																																																		|
% 65.45/30.45  																																																		|-The branch is then unsatisfiable
% 65.45/30.45  																																																	|-Branch two:
% 65.45/30.45  																																																	| (484)  ~ (all_0_39_39 = e0)
% 65.45/30.45  																																																	| (485) all_0_40_40 = e0
% 65.45/30.45  																																																	|
% 65.45/30.45  																																																		| Equations (485) can reduce 1401 to:
% 65.45/30.45  																																																		| (266) $false
% 65.45/30.45  																																																		|
% 65.45/30.45  																																																		|-The branch is then unsatisfiable
% 65.45/30.45  																																																|-Branch two:
% 65.45/30.45  																																																| (360)  ~ (all_0_44_44 = e0)
% 65.45/30.45  																																																| (1417) all_0_44_44 = e3 | all_0_44_44 = e1
% 65.45/30.45  																																																|
% 65.45/30.45  																																																	+-Applying beta-rule and splitting (1417), into two cases.
% 65.45/30.45  																																																	|-Branch one:
% 65.45/30.45  																																																	| (635) all_0_44_44 = e1
% 65.45/30.45  																																																	|
% 65.45/30.45  																																																		| Equations (635) can reduce 639 to:
% 65.45/30.45  																																																		| (266) $false
% 65.45/30.45  																																																		|
% 65.45/30.45  																																																		|-The branch is then unsatisfiable
% 65.45/30.45  																																																	|-Branch two:
% 65.45/30.45  																																																	| (639)  ~ (all_0_44_44 = e1)
% 65.45/30.45  																																																	| (532) all_0_44_44 = e3
% 65.45/30.45  																																																	|
% 65.45/30.45  																																																		| Equations (532) can reduce 407 to:
% 65.45/30.45  																																																		| (266) $false
% 65.45/30.45  																																																		|
% 65.45/30.45  																																																		|-The branch is then unsatisfiable
% 65.45/30.45  																																												|-Branch two:
% 65.45/30.45  																																												| (405)  ~ (all_0_42_42 = e3)
% 65.45/30.45  																																												| (521) all_0_47_47 = e3 | all_0_51_51 = e3 | all_0_56_56 = e3
% 65.45/30.45  																																												|
% 65.45/30.45  																																													+-Applying beta-rule and splitting (521), into two cases.
% 65.45/30.45  																																													|-Branch one:
% 65.45/30.45  																																													| (522) all_0_47_47 = e3
% 65.45/30.45  																																													|
% 65.45/30.45  																																														| Combining equations (654,522) yields a new equation:
% 65.45/30.45  																																														| (455) e3 = e1
% 65.45/30.45  																																														|
% 65.45/30.45  																																														| Equations (455) can reduce 213 to:
% 65.45/30.45  																																														| (266) $false
% 65.45/30.45  																																														|
% 65.45/30.45  																																														|-The branch is then unsatisfiable
% 65.45/30.45  																																													|-Branch two:
% 65.45/30.45  																																													| (1091)  ~ (all_0_47_47 = e3)
% 65.45/30.45  																																													| (1092) all_0_51_51 = e3 | all_0_56_56 = e3
% 65.45/30.45  																																													|
% 65.45/30.45  																																														+-Applying beta-rule and splitting (1899), into two cases.
% 65.45/30.45  																																														|-Branch one:
% 65.45/30.45  																																														| (516) all_0_42_42 = e3
% 65.45/30.45  																																														|
% 65.45/30.45  																																															| Equations (516) can reduce 405 to:
% 65.45/30.45  																																															| (266) $false
% 65.45/30.45  																																															|
% 65.45/30.45  																																															|-The branch is then unsatisfiable
% 65.45/30.45  																																														|-Branch two:
% 65.45/30.45  																																														| (405)  ~ (all_0_42_42 = e3)
% 65.45/30.45  																																														| (532) all_0_44_44 = e3
% 65.45/30.45  																																														|
% 65.45/30.45  																																															| Equations (532) can reduce 147 to:
% 65.45/30.45  																																															| (212)  ~ (e3 = e2)
% 65.45/30.45  																																															|
% 65.45/30.45  																																															+-Applying beta-rule and splitting (196), into two cases.
% 65.45/30.45  																																															|-Branch one:
% 65.45/30.45  																																															| (607) all_0_53_53 = e2
% 65.45/30.45  																																															|
% 65.45/30.45  																																																| Equations (607) can reduce 509 to:
% 65.45/30.45  																																																| (266) $false
% 65.45/30.45  																																																|
% 65.45/30.45  																																																|-The branch is then unsatisfiable
% 65.45/30.45  																																															|-Branch two:
% 65.45/30.45  																																															| (509)  ~ (all_0_53_53 = e2)
% 65.45/30.45  																																															| (610) all_0_53_53 = e4 | all_0_53_53 = e3 | all_0_53_53 = e1
% 65.45/30.45  																																															|
% 65.45/30.45  																																																+-Applying beta-rule and splitting (1092), into two cases.
% 65.45/30.45  																																																|-Branch one:
% 65.45/30.45  																																																| (660) all_0_51_51 = e3
% 65.45/30.45  																																																|
% 65.45/30.45  																																																	| Equations (660) can reduce 61 to:
% 65.45/30.45  																																																	| (405)  ~ (all_0_42_42 = e3)
% 65.45/30.45  																																																	|
% 65.45/30.45  																																																	| Equations (660) can reduce 6 to:
% 65.45/30.45  																																																	| (1114)  ~ (all_0_53_53 = e3)
% 65.45/30.45  																																																	|
% 65.45/30.45  																																																	| Simplifying 1114 yields:
% 65.45/30.45  																																																	| (903)  ~ (all_0_53_53 = e3)
% 65.45/30.45  																																																	|
% 65.45/30.45  																																																	| From (660) and (186) follows:
% 65.45/30.45  																																																	| (1552) op(e1, e2) = e3
% 65.45/30.45  																																																	|
% 65.45/30.45  																																																	+-Applying beta-rule and splitting (610), into two cases.
% 65.45/30.45  																																																	|-Branch one:
% 65.45/30.45  																																																	| (1298) all_0_53_53 = e4
% 65.45/30.45  																																																	|
% 65.45/30.45  																																																		| Equations (1298) can reduce 162 to:
% 65.45/30.45  																																																		| (447)  ~ (all_0_40_40 = e4)
% 65.45/30.45  																																																		|
% 65.45/30.45  																																																		| Equations (1298) can reduce 247 to:
% 65.45/30.45  																																																		| (49)  ~ (e4 = e0)
% 65.45/30.45  																																																		|
% 65.45/30.45  																																																		| From (1298) and (84) follows:
% 65.45/30.45  																																																		| (5692) op(e1, e0) = e4
% 65.45/30.45  																																																		|
% 65.45/30.45  																																																		+-Applying beta-rule and splitting (152), into two cases.
% 65.45/30.45  																																																		|-Branch one:
% 65.45/30.45  																																																		| (1392) all_0_42_42 = e4
% 65.45/30.45  																																																		|
% 65.45/30.45  																																																			| Equations (1392) can reduce 1890 to:
% 65.45/30.45  																																																			| (266) $false
% 65.45/30.45  																																																			|
% 65.45/30.45  																																																			|-The branch is then unsatisfiable
% 65.45/30.45  																																																		|-Branch two:
% 65.45/30.45  																																																		| (1890)  ~ (all_0_42_42 = e4)
% 65.45/30.45  																																																		| (1969) all_0_42_42 = e3 | all_0_42_42 = e1 | all_0_42_42 = e0
% 65.45/30.45  																																																		|
% 65.45/30.45  																																																			+-Applying beta-rule and splitting (75), into two cases.
% 65.45/30.45  																																																			|-Branch one:
% 65.45/30.45  																																																			| (485) all_0_40_40 = e0
% 65.45/30.45  																																																			|
% 65.45/30.45  																																																				| Equations (485) can reduce 447 to:
% 65.45/30.45  																																																				| (401)  ~ (e4 = e0)
% 65.45/30.45  																																																				|
% 65.45/30.45  																																																				| Simplifying 401 yields:
% 65.45/30.45  																																																				| (49)  ~ (e4 = e0)
% 65.45/30.45  																																																				|
% 65.45/30.45  																																																				| From (485) and (234) follows:
% 65.45/30.45  																																																				| (3072) op(e4, e0) = e0
% 65.45/30.45  																																																				|
% 65.45/30.45  																																																				+-Applying beta-rule and splitting (165), into two cases.
% 65.45/30.45  																																																				|-Branch one:
% 65.45/30.45  																																																				| (794) all_0_41_41 = e0
% 65.45/30.45  																																																				|
% 65.45/30.45  																																																					| Combining equations (794,437) yields a new equation:
% 65.45/30.45  																																																					| (397) e4 = e0
% 65.45/30.45  																																																					|
% 65.45/30.45  																																																					| Equations (397) can reduce 49 to:
% 65.45/30.45  																																																					| (266) $false
% 65.45/30.45  																																																					|
% 65.45/30.45  																																																					|-The branch is then unsatisfiable
% 65.45/30.45  																																																				|-Branch two:
% 65.45/30.45  																																																				| (357)  ~ (all_0_41_41 = e0)
% 65.45/30.45  																																																				| (6761) all_0_42_42 = e0 | all_0_43_43 = e0 | all_0_44_44 = e0
% 65.45/30.45  																																																				|
% 65.45/30.45  																																																					| Equations (437) can reduce 357 to:
% 65.45/30.45  																																																					| (49)  ~ (e4 = e0)
% 65.45/30.45  																																																					|
% 65.45/30.45  																																																					+-Applying beta-rule and splitting (326), into two cases.
% 65.45/30.45  																																																					|-Branch one:
% 65.45/30.45  																																																					| (471) all_0_39_39 = e4
% 65.45/30.45  																																																					|
% 65.45/30.45  																																																						| From (471) and (14) follows:
% 65.45/30.45  																																																						| (4284) op(e4, e2) = e4
% 65.45/30.45  																																																						|
% 65.45/30.45  																																																						+-Applying beta-rule and splitting (6761), into two cases.
% 65.45/30.45  																																																						|-Branch one:
% 65.45/30.45  																																																						| (559) all_0_42_42 = e0
% 65.45/30.45  																																																						|
% 65.45/30.45  																																																							| Equations (559) can reduce 51 to:
% 65.45/30.45  																																																							| (365)  ~ (e2 = e0)
% 65.45/30.45  																																																							|
% 65.45/30.45  																																																							| Simplifying 365 yields:
% 65.45/30.45  																																																							| (128)  ~ (e2 = e0)
% 65.45/30.45  																																																							|
% 65.45/30.45  																																																							| Equations (559) can reduce 1380 to:
% 65.45/30.45  																																																							| (435)  ~ (e1 = e0)
% 65.45/30.45  																																																							|
% 65.45/30.45  																																																							| Simplifying 435 yields:
% 65.45/30.45  																																																							| (233)  ~ (e1 = e0)
% 65.45/30.45  																																																							|
% 65.45/30.45  																																																							+-Applying beta-rule and splitting (56), into two cases.
% 65.45/30.45  																																																							|-Branch one:
% 65.45/30.45  																																																							| (696) unit = e2
% 65.45/30.45  																																																							|
% 65.45/30.45  																																																								| From (696) and (32) follows:
% 65.45/30.45  																																																								| (698) op(e2, e2) = e2
% 65.45/30.45  																																																								|
% 65.45/30.45  																																																								| From (696) and (42) follows:
% 65.45/30.45  																																																								| (1613) op(e0, e2) = e0
% 65.45/30.45  																																																								|
% 65.45/30.45  																																																								| Instantiating formula (29) with e2, e2, e2, e1 and discharging atoms op(e2, e2) = e2, op(e2, e2) = e1, yields:
% 65.45/30.45  																																																								| (617) e2 = e1
% 65.45/30.45  																																																								|
% 65.45/30.45  																																																								| Instantiating formula (29) with e0, e2, e0, e2 and discharging atoms op(e0, e2) = e2, op(e0, e2) = e0, yields:
% 65.45/30.45  																																																								| (330) e2 = e0
% 65.45/30.45  																																																								|
% 65.45/30.45  																																																								| Combining equations (617,330) yields a new equation:
% 65.45/30.45  																																																								| (546) e1 = e0
% 65.45/30.45  																																																								|
% 65.45/30.45  																																																								| Simplifying 546 yields:
% 65.45/30.45  																																																								| (431) e1 = e0
% 65.45/30.45  																																																								|
% 65.45/30.45  																																																								| Equations (431) can reduce 233 to:
% 65.45/30.45  																																																								| (266) $false
% 65.45/30.45  																																																								|
% 65.45/30.45  																																																								|-The branch is then unsatisfiable
% 65.45/30.45  																																																							|-Branch two:
% 65.45/30.45  																																																							| (707)  ~ (unit = e2)
% 65.45/30.45  																																																							| (708) unit = e4 | unit = e3 | unit = e1 | unit = e0
% 65.45/30.45  																																																							|
% 65.45/30.45  																																																								+-Applying beta-rule and splitting (708), into two cases.
% 65.45/30.45  																																																								|-Branch one:
% 65.45/30.45  																																																								| (709) unit = e4
% 65.45/30.45  																																																								|
% 65.45/30.45  																																																									| From (709) and (15) follows:
% 65.45/30.45  																																																									| (22188) op(e4, e2) = e2
% 65.45/30.45  																																																									|
% 65.45/30.45  																																																									| From (709) and (211) follows:
% 65.45/30.45  																																																									| (22527) op(e4, e1) = e1
% 65.45/30.45  																																																									|
% 65.45/30.45  																																																									| From (709) and (32) follows:
% 65.45/30.45  																																																									| (712) op(e2, e4) = e2
% 65.45/30.45  																																																									|
% 65.45/30.45  																																																									| From (709) and (42) follows:
% 65.45/30.45  																																																									| (713) op(e0, e4) = e0
% 65.45/30.45  																																																									|
% 65.45/30.45  																																																									| Instantiating formula (29) with e4, e2, e2, e4 and discharging atoms op(e4, e2) = e4, op(e4, e2) = e2, yields:
% 65.45/30.45  																																																									| (323) e4 = e2
% 65.45/30.45  																																																									|
% 65.45/30.45  																																																									| Instantiating formula (29) with e4, e1, e1, e3 and discharging atoms op(e4, e1) = e3, op(e4, e1) = e1, yields:
% 65.45/30.45  																																																									| (455) e3 = e1
% 65.45/30.45  																																																									|
% 65.45/30.45  																																																									| Instantiating formula (29) with e2, e4, e2, e3 and discharging atoms op(e2, e4) = e3, op(e2, e4) = e2, yields:
% 65.45/30.45  																																																									| (662) e3 = e2
% 65.45/30.45  																																																									|
% 65.45/30.45  																																																									| Instantiating formula (29) with e0, e4, e0, e4 and discharging atoms op(e0, e4) = e4, op(e0, e4) = e0, yields:
% 65.45/30.45  																																																									| (397) e4 = e0
% 65.45/30.45  																																																									|
% 65.45/30.45  																																																									| Combining equations (323,397) yields a new equation:
% 65.45/30.45  																																																									| (391) e2 = e0
% 65.45/30.45  																																																									|
% 65.45/30.45  																																																									| Simplifying 391 yields:
% 65.45/30.45  																																																									| (330) e2 = e0
% 65.45/30.45  																																																									|
% 65.45/30.45  																																																									| Combining equations (455,662) yields a new equation:
% 65.45/30.45  																																																									| (617) e2 = e1
% 65.45/30.45  																																																									|
% 65.45/30.45  																																																									| Combining equations (617,330) yields a new equation:
% 65.45/30.45  																																																									| (546) e1 = e0
% 65.45/30.45  																																																									|
% 65.45/30.45  																																																									| Simplifying 546 yields:
% 65.45/30.45  																																																									| (431) e1 = e0
% 65.45/30.45  																																																									|
% 65.45/30.45  																																																									| Equations (431) can reduce 233 to:
% 65.45/30.45  																																																									| (266) $false
% 65.45/30.45  																																																									|
% 65.45/30.45  																																																									|-The branch is then unsatisfiable
% 65.45/30.45  																																																								|-Branch two:
% 65.45/30.45  																																																								| (724)  ~ (unit = e4)
% 65.45/30.45  																																																								| (725) unit = e3 | unit = e1 | unit = e0
% 65.45/30.45  																																																								|
% 65.45/30.45  																																																									+-Applying beta-rule and splitting (725), into two cases.
% 65.45/30.45  																																																									|-Branch one:
% 65.45/30.45  																																																									| (726) unit = e0
% 65.45/30.45  																																																									|
% 65.45/30.45  																																																										| From (726) and (227) follows:
% 65.45/30.45  																																																										| (3205) op(e4, e0) = e4
% 65.45/30.45  																																																										|
% 65.45/30.45  																																																										| From (726) and (28) follows:
% 65.45/30.45  																																																										| (2698) op(e1, e0) = e1
% 65.45/30.45  																																																										|
% 65.45/30.45  																																																										| Instantiating formula (29) with e4, e0, e4, e0 and discharging atoms op(e4, e0) = e4, op(e4, e0) = e0, yields:
% 65.45/30.45  																																																										| (397) e4 = e0
% 65.45/30.45  																																																										|
% 65.45/30.45  																																																										| Instantiating formula (29) with e1, e0, e1, e4 and discharging atoms op(e1, e0) = e4, op(e1, e0) = e1, yields:
% 65.45/30.45  																																																										| (630) e4 = e1
% 65.45/30.45  																																																										|
% 65.45/30.45  																																																										| Combining equations (397,630) yields a new equation:
% 65.45/30.45  																																																										| (431) e1 = e0
% 65.45/30.45  																																																										|
% 65.45/30.45  																																																										| Equations (431) can reduce 233 to:
% 65.45/30.45  																																																										| (266) $false
% 65.45/30.45  																																																										|
% 65.45/30.45  																																																										|-The branch is then unsatisfiable
% 65.45/30.45  																																																									|-Branch two:
% 65.45/30.45  																																																									| (734)  ~ (unit = e0)
% 65.45/30.45  																																																									| (735) unit = e3 | unit = e1
% 65.45/30.45  																																																									|
% 65.45/30.45  																																																										+-Applying beta-rule and splitting (735), into two cases.
% 65.45/30.45  																																																										|-Branch one:
% 65.45/30.45  																																																										| (736) unit = e1
% 65.45/30.45  																																																										|
% 65.45/30.45  																																																											| Equations (736) can reduce 734 to:
% 65.45/30.45  																																																											| (233)  ~ (e1 = e0)
% 65.45/30.45  																																																											|
% 65.45/30.45  																																																											| From (736) and (24) follows:
% 65.45/30.45  																																																											| (1934) op(e1, e3) = e3
% 65.45/30.45  																																																											|
% 65.45/30.45  																																																											| From (736) and (15) follows:
% 65.45/30.45  																																																											| (515) op(e1, e2) = e2
% 65.45/30.45  																																																											|
% 65.45/30.45  																																																											| From (736) and (209) follows:
% 65.45/30.45  																																																											| (2715) op(e1, e0) = e0
% 65.45/30.45  																																																											|
% 65.45/30.45  																																																											| From (736) and (227) follows:
% 65.45/30.45  																																																											| (739) op(e4, e1) = e4
% 65.45/30.45  																																																											|
% 65.45/30.45  																																																											| Instantiating formula (29) with e4, e1, e4, e3 and discharging atoms op(e4, e1) = e4, op(e4, e1) = e3, yields:
% 65.45/30.45  																																																											| (425) e4 = e3
% 65.45/30.45  																																																											|
% 65.45/30.45  																																																											| Instantiating formula (29) with e1, e3, e3, e1 and discharging atoms op(e1, e3) = e3, op(e1, e3) = e1, yields:
% 65.45/30.45  																																																											| (455) e3 = e1
% 65.45/30.45  																																																											|
% 65.45/30.45  																																																											| Instantiating formula (29) with e1, e2, e2, e3 and discharging atoms op(e1, e2) = e3, op(e1, e2) = e2, yields:
% 65.45/30.45  																																																											| (662) e3 = e2
% 65.45/30.45  																																																											|
% 65.45/30.45  																																																											| Instantiating formula (29) with e1, e0, e0, e4 and discharging atoms op(e1, e0) = e4, op(e1, e0) = e0, yields:
% 65.45/30.45  																																																											| (397) e4 = e0
% 65.45/30.45  																																																											|
% 65.45/30.45  																																																											| Combining equations (425,397) yields a new equation:
% 65.45/30.45  																																																											| (675) e3 = e0
% 65.45/30.45  																																																											|
% 65.45/30.45  																																																											| Simplifying 675 yields:
% 65.45/30.45  																																																											| (676) e3 = e0
% 65.45/30.45  																																																											|
% 65.45/30.45  																																																											| Combining equations (676,662) yields a new equation:
% 65.45/30.45  																																																											| (330) e2 = e0
% 65.45/30.45  																																																											|
% 65.45/30.45  																																																											| Combining equations (455,662) yields a new equation:
% 65.45/30.45  																																																											| (617) e2 = e1
% 65.45/30.45  																																																											|
% 65.45/30.45  																																																											| Combining equations (330,617) yields a new equation:
% 65.45/30.45  																																																											| (431) e1 = e0
% 65.45/30.45  																																																											|
% 65.45/30.45  																																																											| Equations (431) can reduce 233 to:
% 65.45/30.45  																																																											| (266) $false
% 65.45/30.45  																																																											|
% 65.45/30.45  																																																											|-The branch is then unsatisfiable
% 65.45/30.45  																																																										|-Branch two:
% 65.45/30.45  																																																										| (748)  ~ (unit = e1)
% 65.45/30.45  																																																										| (749) unit = e3
% 65.45/30.45  																																																										|
% 65.45/30.45  																																																											| From (749) and (244) follows:
% 65.45/30.45  																																																											| (750) op(e3, e4) = e4
% 65.45/30.45  																																																											|
% 65.45/30.45  																																																											| From (749) and (40) follows:
% 65.45/30.46  																																																											| (3715) op(e3, e3) = e3
% 65.45/30.46  																																																											|
% 65.45/30.46  																																																											| From (749) and (42) follows:
% 65.45/30.46  																																																											| (752) op(e0, e3) = e0
% 65.45/30.46  																																																											|
% 65.45/30.46  																																																											| Instantiating formula (29) with e3, e4, e4, e2 and discharging atoms op(e3, e4) = e4, op(e3, e4) = e2, yields:
% 65.45/30.46  																																																											| (323) e4 = e2
% 65.45/30.46  																																																											|
% 65.45/30.46  																																																											| Instantiating formula (29) with e3, e3, e3, e4 and discharging atoms op(e3, e3) = e4, op(e3, e3) = e3, yields:
% 65.45/30.46  																																																											| (425) e4 = e3
% 65.45/30.46  																																																											|
% 65.45/30.46  																																																											| Instantiating formula (29) with e0, e3, e0, e3 and discharging atoms op(e0, e3) = e3, op(e0, e3) = e0, yields:
% 65.45/30.46  																																																											| (676) e3 = e0
% 65.45/30.46  																																																											|
% 65.45/30.46  																																																											| Combining equations (323,425) yields a new equation:
% 65.45/30.46  																																																											| (662) e3 = e2
% 65.45/30.46  																																																											|
% 65.45/30.46  																																																											| Combining equations (662,676) yields a new equation:
% 65.45/30.46  																																																											| (391) e2 = e0
% 65.45/30.46  																																																											|
% 65.45/30.46  																																																											| Simplifying 391 yields:
% 65.45/30.46  																																																											| (330) e2 = e0
% 65.45/30.46  																																																											|
% 65.45/30.46  																																																											| Equations (330) can reduce 128 to:
% 65.45/30.46  																																																											| (266) $false
% 65.45/30.46  																																																											|
% 65.45/30.46  																																																											|-The branch is then unsatisfiable
% 65.45/30.46  																																																						|-Branch two:
% 65.45/30.46  																																																						| (358)  ~ (all_0_42_42 = e0)
% 65.45/30.46  																																																						| (6766) all_0_43_43 = e0 | all_0_44_44 = e0
% 65.45/30.46  																																																						|
% 65.45/30.46  																																																							+-Applying beta-rule and splitting (1969), into two cases.
% 65.45/30.46  																																																							|-Branch one:
% 65.45/30.46  																																																							| (559) all_0_42_42 = e0
% 65.45/30.46  																																																							|
% 65.45/30.46  																																																								| Equations (559) can reduce 358 to:
% 65.45/30.46  																																																								| (266) $false
% 65.45/30.46  																																																								|
% 65.45/30.46  																																																								|-The branch is then unsatisfiable
% 65.45/30.46  																																																							|-Branch two:
% 65.45/30.46  																																																							| (358)  ~ (all_0_42_42 = e0)
% 65.45/30.46  																																																							| (2510) all_0_42_42 = e3 | all_0_42_42 = e1
% 65.45/30.46  																																																							|
% 65.45/30.46  																																																								+-Applying beta-rule and splitting (2510), into two cases.
% 65.45/30.46  																																																								|-Branch one:
% 65.45/30.46  																																																								| (459) all_0_42_42 = e1
% 65.45/30.46  																																																								|
% 65.45/30.46  																																																									| Equations (459) can reduce 1380 to:
% 65.45/30.46  																																																									| (266) $false
% 65.45/30.46  																																																									|
% 65.45/30.46  																																																									|-The branch is then unsatisfiable
% 65.45/30.46  																																																								|-Branch two:
% 65.45/30.46  																																																								| (1380)  ~ (all_0_42_42 = e1)
% 65.45/30.46  																																																								| (516) all_0_42_42 = e3
% 65.45/30.46  																																																								|
% 65.45/30.46  																																																									| Equations (516) can reduce 405 to:
% 65.45/30.46  																																																									| (266) $false
% 65.45/30.46  																																																									|
% 65.45/30.46  																																																									|-The branch is then unsatisfiable
% 65.45/30.46  																																																					|-Branch two:
% 65.45/30.46  																																																					| (1377)  ~ (all_0_39_39 = e4)
% 65.45/30.46  																																																					| (1378) all_0_40_40 = e4
% 65.45/30.46  																																																					|
% 65.45/30.46  																																																						| Combining equations (1378,485) yields a new equation:
% 65.45/30.46  																																																						| (481) e4 = e0
% 65.45/30.46  																																																						|
% 65.45/30.46  																																																						| Simplifying 481 yields:
% 65.45/30.46  																																																						| (397) e4 = e0
% 65.45/30.46  																																																						|
% 65.45/30.46  																																																						| Equations (397) can reduce 49 to:
% 65.45/30.46  																																																						| (266) $false
% 65.45/30.46  																																																						|
% 65.45/30.46  																																																						|-The branch is then unsatisfiable
% 65.45/30.46  																																																			|-Branch two:
% 65.45/30.46  																																																			| (1401)  ~ (all_0_40_40 = e0)
% 65.45/30.46  																																																			| (1748) all_0_44_44 = e0 | all_0_49_49 = e0 | all_0_58_58 = e0
% 65.45/30.46  																																																			|
% 65.45/30.46  																																																				+-Applying beta-rule and splitting (165), into two cases.
% 65.45/30.46  																																																				|-Branch one:
% 65.45/30.46  																																																				| (794) all_0_41_41 = e0
% 65.45/30.46  																																																				|
% 65.45/30.46  																																																					| Combining equations (794,437) yields a new equation:
% 65.45/30.46  																																																					| (397) e4 = e0
% 65.45/30.46  																																																					|
% 65.45/30.46  																																																					| Equations (397) can reduce 49 to:
% 65.45/30.46  																																																					| (266) $false
% 65.45/30.46  																																																					|
% 65.45/30.46  																																																					|-The branch is then unsatisfiable
% 65.45/30.46  																																																				|-Branch two:
% 65.45/30.46  																																																				| (357)  ~ (all_0_41_41 = e0)
% 65.54/30.46  																																																				| (6761) all_0_42_42 = e0 | all_0_43_43 = e0 | all_0_44_44 = e0
% 65.54/30.46  																																																				|
% 65.54/30.46  																																																					| Equations (437) can reduce 357 to:
% 65.54/30.46  																																																					| (49)  ~ (e4 = e0)
% 65.54/30.46  																																																					|
% 65.54/30.46  																																																					+-Applying beta-rule and splitting (333), into two cases.
% 65.54/30.46  																																																					|-Branch one:
% 65.54/30.46  																																																					| (480) all_0_39_39 = e0
% 65.54/30.46  																																																					|
% 65.54/30.46  																																																						+-Applying beta-rule and splitting (326), into two cases.
% 65.54/30.46  																																																						|-Branch one:
% 65.54/30.46  																																																						| (471) all_0_39_39 = e4
% 65.54/30.46  																																																						|
% 65.54/30.46  																																																							| Combining equations (471,480) yields a new equation:
% 65.54/30.46  																																																							| (481) e4 = e0
% 65.54/30.46  																																																							|
% 65.54/30.46  																																																							| Simplifying 481 yields:
% 65.54/30.46  																																																							| (397) e4 = e0
% 65.54/30.46  																																																							|
% 65.54/30.46  																																																							| Equations (397) can reduce 49 to:
% 65.54/30.46  																																																							| (266) $false
% 65.54/30.46  																																																							|
% 65.54/30.46  																																																							|-The branch is then unsatisfiable
% 65.54/30.46  																																																						|-Branch two:
% 65.54/30.46  																																																						| (1377)  ~ (all_0_39_39 = e4)
% 65.54/30.46  																																																						| (1378) all_0_40_40 = e4
% 65.54/30.46  																																																						|
% 65.54/30.46  																																																							| Equations (1378) can reduce 447 to:
% 65.54/30.46  																																																							| (266) $false
% 65.54/30.46  																																																							|
% 65.54/30.46  																																																							|-The branch is then unsatisfiable
% 65.54/30.46  																																																					|-Branch two:
% 65.54/30.46  																																																					| (484)  ~ (all_0_39_39 = e0)
% 65.54/30.46  																																																					| (485) all_0_40_40 = e0
% 65.54/30.46  																																																					|
% 65.54/30.46  																																																						| Equations (485) can reduce 1401 to:
% 65.54/30.46  																																																						| (266) $false
% 65.54/30.46  																																																						|
% 65.54/30.46  																																																						|-The branch is then unsatisfiable
% 65.54/30.46  																																																	|-Branch two:
% 65.54/30.46  																																																	| (1453)  ~ (all_0_53_53 = e4)
% 65.54/30.46  																																																	| (1694) all_0_53_53 = e3 | all_0_53_53 = e1
% 65.54/30.46  																																																	|
% 65.54/30.46  																																																		+-Applying beta-rule and splitting (1694), into two cases.
% 65.54/30.46  																																																		|-Branch one:
% 65.54/30.46  																																																		| (1208) all_0_53_53 = e1
% 65.54/30.46  																																																		|
% 65.54/30.46  																																																			| Equations (1208) can reduce 1459 to:
% 65.54/30.46  																																																			| (266) $false
% 65.54/30.46  																																																			|
% 65.54/30.46  																																																			|-The branch is then unsatisfiable
% 65.54/30.46  																																																		|-Branch two:
% 65.54/30.46  																																																		| (1459)  ~ (all_0_53_53 = e1)
% 65.54/30.46  																																																		| (665) all_0_53_53 = e3
% 65.54/30.46  																																																		|
% 65.54/30.46  																																																			| Equations (665) can reduce 903 to:
% 65.54/30.46  																																																			| (266) $false
% 65.54/30.46  																																																			|
% 65.54/30.46  																																																			|-The branch is then unsatisfiable
% 65.54/30.46  																																																|-Branch two:
% 65.54/30.46  																																																| (664)  ~ (all_0_51_51 = e3)
% 65.54/30.46  																																																| (1097) all_0_56_56 = e3
% 65.54/30.46  																																																|
% 65.54/30.46  																																																	| Combining equations (833,1097) yields a new equation:
% 65.54/30.46  																																																	| (662) e3 = e2
% 65.54/30.46  																																																	|
% 65.54/30.46  																																																	| Equations (662) can reduce 212 to:
% 65.54/30.46  																																																	| (266) $false
% 65.54/30.46  																																																	|
% 65.54/30.46  																																																	|-The branch is then unsatisfiable
% 65.54/30.46  																																											|-Branch two:
% 65.54/30.46  																																											| (880)  ~ (all_0_58_58 = e1)
% 65.54/30.46  																																											| (795) all_0_58_58 = e3
% 65.54/30.46  																																											|
% 65.54/30.46  																																												| Equations (795) can reduce 276 to:
% 65.54/30.46  																																												| (266) $false
% 65.54/30.46  																																												|
% 65.54/30.46  																																												|-The branch is then unsatisfiable
% 65.54/30.46  																																		|-Branch two:
% 65.54/30.46  																																		| (819) all_0_47_47 = e0 & all_0_58_58 = e2 &  ~ (all_0_49_49 = e2)
% 65.54/30.46  																																		|
% 65.54/30.46  																																			| Applying alpha-rule on (819) yields:
% 65.54/30.46  																																			| (674) all_0_47_47 = e0
% 65.54/30.46  																																			| (624) all_0_58_58 = e2
% 65.54/30.46  																																			| (340)  ~ (all_0_49_49 = e2)
% 65.54/30.46  																																			|
% 65.54/30.46  																																			| Equations (674) can reduce 678 to:
% 65.54/30.46  																																			| (266) $false
% 65.54/30.46  																																			|
% 65.54/30.46  																																			|-The branch is then unsatisfiable
% 65.54/30.46  																																	|-Branch two:
% 65.54/30.46  																																	| (825) all_0_47_47 = e0 & all_0_58_58 = e2 &  ~ (all_0_56_56 = e0)
% 65.54/30.46  																																	|
% 65.54/30.46  																																		| Applying alpha-rule on (825) yields:
% 65.54/30.46  																																		| (674) all_0_47_47 = e0
% 65.54/30.46  																																		| (624) all_0_58_58 = e2
% 65.54/30.46  																																		| (828)  ~ (all_0_56_56 = e0)
% 65.54/30.46  																																		|
% 65.54/30.46  																																		| Equations (674) can reduce 678 to:
% 65.54/30.46  																																		| (266) $false
% 65.54/30.46  																																		|
% 65.54/30.46  																																		|-The branch is then unsatisfiable
% 65.54/30.46  																															|-Branch two:
% 65.54/30.46  																															| (759)  ~ (all_0_50_50 = e1)
% 65.54/30.46  																															| (415) all_0_50_50 = e3
% 65.54/30.46  																															|
% 65.54/30.46  																																| Equations (415) can reduce 411 to:
% 65.54/30.46  																																| (266) $false
% 65.54/30.46  																																|
% 65.54/30.46  																																|-The branch is then unsatisfiable
% 65.54/30.46  																														|-Branch two:
% 65.54/30.46  																														| (831)  ~ (all_0_46_46 = e0)
% 65.54/30.46  																														| (858) all_0_55_55 = e0
% 65.54/30.46  																														|
% 65.54/30.46  																															| Combining equations (2336,858) yields a new equation:
% 65.54/30.46  																															| (675) e3 = e0
% 65.54/30.46  																															|
% 65.54/30.46  																															| Simplifying 675 yields:
% 65.54/30.46  																															| (676) e3 = e0
% 65.54/30.46  																															|
% 65.54/30.46  																															| Equations (676) can reduce 80 to:
% 65.54/30.46  																															| (266) $false
% 65.54/30.46  																															|
% 65.54/30.46  																															|-The branch is then unsatisfiable
% 65.54/30.46  																											|-Branch two:
% 65.54/30.46  																											| (440)  ~ (all_0_41_41 = e4)
% 65.54/30.46  																											| (4049) all_0_41_41 = e3 | all_0_41_41 = e1 | all_0_41_41 = e0
% 65.54/30.46  																											|
% 65.54/30.46  																												+-Applying beta-rule and splitting (4049), into two cases.
% 65.54/30.46  																												|-Branch one:
% 65.54/30.46  																												| (794) all_0_41_41 = e0
% 65.54/30.46  																												|
% 65.54/30.46  																													| Equations (794) can reduce 214 to:
% 65.54/30.46  																													| (5565)  ~ (all_0_42_42 = e0)
% 65.54/30.46  																													|
% 65.54/30.46  																													| Simplifying 5565 yields:
% 65.54/30.46  																													| (358)  ~ (all_0_42_42 = e0)
% 65.54/30.46  																													|
% 65.54/30.46  																													| Equations (794) can reduce 43 to:
% 65.54/30.46  																													| (5567)  ~ (all_0_46_46 = e0)
% 65.54/30.46  																													|
% 65.54/30.46  																													| Simplifying 5567 yields:
% 65.54/30.46  																													| (831)  ~ (all_0_46_46 = e0)
% 65.54/30.46  																													|
% 65.54/30.46  																													| Equations (794) can reduce 440 to:
% 65.54/30.46  																													| (401)  ~ (e4 = e0)
% 65.54/30.46  																													|
% 65.54/30.46  																													| Simplifying 401 yields:
% 65.54/30.46  																													| (49)  ~ (e4 = e0)
% 65.54/30.46  																													|
% 65.54/30.46  																													+-Applying beta-rule and splitting (62), into two cases.
% 65.54/30.46  																													|-Branch one:
% 65.54/30.46  																													| (321) all_0_38_38 = e4
% 65.54/30.46  																													|
% 65.54/30.46  																														| Combining equations (321,292) yields a new equation:
% 65.54/30.46  																														| (322) e4 = e2
% 65.54/30.46  																														|
% 65.54/30.46  																														| Simplifying 322 yields:
% 65.54/30.46  																														| (323) e4 = e2
% 65.54/30.46  																														|
% 65.54/30.46  																														| Equations (323) can reduce 48 to:
% 65.54/30.46  																														| (266) $false
% 65.54/30.46  																														|
% 65.54/30.46  																														|-The branch is then unsatisfiable
% 65.54/30.46  																													|-Branch two:
% 65.54/30.46  																													| (325)  ~ (all_0_38_38 = e4)
% 65.54/30.46  																													| (582) all_0_41_41 = e4 | all_0_46_46 = e4 | all_0_50_50 = e4 | all_0_55_55 = e4
% 65.54/30.46  																													|
% 65.54/30.46  																														+-Applying beta-rule and splitting (123), into two cases.
% 65.54/30.46  																														|-Branch one:
% 65.54/30.46  																														| (1794) all_0_46_46 = e2
% 65.54/30.46  																														|
% 65.54/30.46  																															| Equations (1794) can reduce 300 to:
% 65.54/30.46  																															| (266) $false
% 65.54/30.46  																															|
% 65.54/30.46  																															|-The branch is then unsatisfiable
% 65.54/30.46  																														|-Branch two:
% 65.54/30.46  																														| (300)  ~ (all_0_46_46 = e2)
% 65.54/30.46  																														| (1797) all_0_46_46 = e4 | all_0_46_46 = e3 | all_0_46_46 = e1 | all_0_46_46 = e0
% 65.54/30.46  																														|
% 65.54/30.46  																															+-Applying beta-rule and splitting (1797), into two cases.
% 65.54/30.46  																															|-Branch one:
% 65.54/30.46  																															| (770) all_0_46_46 = e4
% 65.54/30.46  																															|
% 65.54/30.46  																																| Equations (770) can reduce 250 to:
% 65.54/30.46  																																| (266) $false
% 65.54/30.46  																																|
% 65.54/30.46  																																|-The branch is then unsatisfiable
% 65.54/30.46  																															|-Branch two:
% 65.54/30.46  																															| (250)  ~ (all_0_46_46 = e4)
% 65.54/30.46  																															| (1801) all_0_46_46 = e3 | all_0_46_46 = e1 | all_0_46_46 = e0
% 65.54/30.46  																															|
% 65.54/30.46  																																+-Applying beta-rule and splitting (1801), into two cases.
% 65.54/30.46  																																|-Branch one:
% 65.54/30.46  																																| (538) all_0_46_46 = e0
% 65.54/30.46  																																|
% 65.54/30.46  																																	| Equations (538) can reduce 831 to:
% 65.54/30.46  																																	| (266) $false
% 65.54/30.46  																																	|
% 65.54/30.46  																																	|-The branch is then unsatisfiable
% 65.54/30.46  																																|-Branch two:
% 65.54/30.46  																																| (831)  ~ (all_0_46_46 = e0)
% 65.54/30.46  																																| (1838) all_0_46_46 = e3 | all_0_46_46 = e1
% 65.54/30.46  																																|
% 65.54/30.46  																																	+-Applying beta-rule and splitting (582), into two cases.
% 65.54/30.46  																																	|-Branch one:
% 65.54/30.46  																																	| (437) all_0_41_41 = e4
% 65.54/30.46  																																	|
% 65.54/30.46  																																		| Combining equations (794,437) yields a new equation:
% 65.54/30.46  																																		| (397) e4 = e0
% 65.54/30.46  																																		|
% 65.54/30.46  																																		| Equations (397) can reduce 49 to:
% 65.54/30.46  																																		| (266) $false
% 65.54/30.46  																																		|
% 65.54/30.46  																																		|-The branch is then unsatisfiable
% 65.54/30.46  																																	|-Branch two:
% 65.54/30.46  																																	| (440)  ~ (all_0_41_41 = e4)
% 65.54/30.46  																																	| (769) all_0_46_46 = e4 | all_0_50_50 = e4 | all_0_55_55 = e4
% 65.54/30.46  																																	|
% 65.54/30.46  																																		+-Applying beta-rule and splitting (1838), into two cases.
% 65.54/30.46  																																		|-Branch one:
% 65.54/30.46  																																		| (545) all_0_46_46 = e1
% 65.54/30.46  																																		|
% 65.54/30.46  																																			| Equations (545) can reduce 19 to:
% 65.54/30.46  																																			| (461)  ~ (all_0_47_47 = e1)
% 65.54/30.46  																																			|
% 65.54/30.46  																																			| Simplifying 461 yields:
% 65.54/30.46  																																			| (462)  ~ (all_0_47_47 = e1)
% 65.54/30.46  																																			|
% 65.54/30.46  																																			| Equations (545) can reduce 208 to:
% 65.54/30.46  																																			| (1419)  ~ (all_0_49_49 = e1)
% 65.54/30.46  																																			|
% 65.54/30.46  																																			| Simplifying 1419 yields:
% 65.54/30.46  																																			| (1064)  ~ (all_0_49_49 = e1)
% 65.54/30.46  																																			|
% 65.54/30.46  																																			| Equations (545) can reduce 250 to:
% 65.54/30.46  																																			| (602)  ~ (e4 = e1)
% 65.54/30.46  																																			|
% 65.54/30.46  																																			| Simplifying 602 yields:
% 65.54/30.46  																																			| (110)  ~ (e4 = e1)
% 65.54/30.46  																																			|
% 65.54/30.46  																																			+-Applying beta-rule and splitting (769), into two cases.
% 65.54/30.46  																																			|-Branch one:
% 65.54/30.46  																																			| (770) all_0_46_46 = e4
% 65.54/30.46  																																			|
% 65.54/30.46  																																				| Combining equations (545,770) yields a new equation:
% 65.54/30.46  																																				| (630) e4 = e1
% 65.54/30.46  																																				|
% 65.54/30.46  																																				| Equations (630) can reduce 110 to:
% 65.54/30.46  																																				| (266) $false
% 65.54/30.46  																																				|
% 65.54/30.46  																																				|-The branch is then unsatisfiable
% 65.54/30.46  																																			|-Branch two:
% 65.54/30.46  																																			| (250)  ~ (all_0_46_46 = e4)
% 65.54/30.46  																																			| (774) all_0_50_50 = e4 | all_0_55_55 = e4
% 65.54/30.46  																																			|
% 65.54/30.46  																																				+-Applying beta-rule and splitting (422), into two cases.
% 65.54/30.46  																																				|-Branch one:
% 65.54/30.46  																																				| (775) all_0_50_50 = e4
% 65.54/30.46  																																				|
% 65.54/30.46  																																					+-Applying beta-rule and splitting (75), into two cases.
% 65.54/30.46  																																					|-Branch one:
% 65.54/30.46  																																					| (485) all_0_40_40 = e0
% 65.54/30.46  																																					|
% 65.54/30.46  																																						| Equations (485) can reduce 176 to:
% 65.54/30.46  																																						| (484)  ~ (all_0_39_39 = e0)
% 65.54/30.46  																																						|
% 65.54/30.46  																																						| Equations (485) can reduce 200 to:
% 65.54/30.46  																																						| (486)  ~ (all_0_49_49 = e0)
% 65.54/30.46  																																						|
% 65.54/30.46  																																						| Simplifying 486 yields:
% 65.54/30.46  																																						| (487)  ~ (all_0_49_49 = e0)
% 65.54/30.46  																																						|
% 65.54/30.46  																																						| Equations (485) can reduce 178 to:
% 65.54/30.46  																																						| (490)  ~ (all_0_58_58 = e0)
% 65.54/30.46  																																						|
% 65.54/30.46  																																						| Simplifying 490 yields:
% 65.54/30.46  																																						| (491)  ~ (all_0_58_58 = e0)
% 65.54/30.46  																																						|
% 65.54/30.46  																																						+-Applying beta-rule and splitting (104), into two cases.
% 65.54/30.46  																																						|-Branch one:
% 65.54/30.46  																																						| (480) all_0_39_39 = e0
% 65.54/30.46  																																						|
% 65.54/30.46  																																							| Equations (480) can reduce 484 to:
% 65.54/30.46  																																							| (266) $false
% 65.54/30.46  																																							|
% 65.54/30.46  																																							|-The branch is then unsatisfiable
% 65.54/30.46  																																						|-Branch two:
% 65.54/30.46  																																						| (484)  ~ (all_0_39_39 = e0)
% 65.54/30.46  																																						| (558) all_0_42_42 = e0 | all_0_47_47 = e0 | all_0_56_56 = e0
% 65.54/30.46  																																						|
% 65.54/30.46  																																							+-Applying beta-rule and splitting (320), into two cases.
% 65.54/30.46  																																							|-Branch one:
% 65.54/30.46  																																							| (471) all_0_39_39 = e4
% 65.54/30.46  																																							|
% 65.54/30.46  																																								| Equations (471) can reduce 145 to:
% 65.54/30.46  																																								| (1901)  ~ (all_0_42_42 = e4)
% 65.54/30.46  																																								|
% 65.54/30.46  																																								| Simplifying 1901 yields:
% 65.54/30.46  																																								| (1890)  ~ (all_0_42_42 = e4)
% 65.54/30.46  																																								|
% 65.54/30.46  																																								| Equations (471) can reduce 154 to:
% 65.54/30.46  																																								| (476)  ~ (all_0_56_56 = e4)
% 65.54/30.46  																																								|
% 65.54/30.46  																																								| Simplifying 476 yields:
% 65.54/30.46  																																								| (477)  ~ (all_0_56_56 = e4)
% 65.54/30.46  																																								|
% 65.54/30.46  																																								+-Applying beta-rule and splitting (558), into two cases.
% 65.54/30.46  																																								|-Branch one:
% 65.54/30.46  																																								| (559) all_0_42_42 = e0
% 65.54/30.46  																																								|
% 65.54/30.46  																																									| Equations (559) can reduce 358 to:
% 65.54/30.46  																																									| (266) $false
% 65.54/30.46  																																									|
% 65.54/30.46  																																									|-The branch is then unsatisfiable
% 65.54/30.46  																																								|-Branch two:
% 65.54/30.46  																																								| (358)  ~ (all_0_42_42 = e0)
% 65.54/30.46  																																								| (563) all_0_47_47 = e0 | all_0_56_56 = e0
% 65.54/30.46  																																								|
% 65.54/30.46  																																									+-Applying beta-rule and splitting (54), into two cases.
% 65.54/30.46  																																									|-Branch one:
% 65.54/30.46  																																									| (583) all_0_49_49 = e2
% 65.54/30.46  																																									|
% 65.54/30.46  																																										| Equations (583) can reduce 86 to:
% 65.54/30.46  																																										| (338)  ~ (all_0_47_47 = e2)
% 65.54/30.46  																																										|
% 65.54/30.46  																																										| Equations (583) can reduce 119 to:
% 65.54/30.46  																																										| (1186)  ~ (all_0_58_58 = e2)
% 65.54/30.46  																																										|
% 65.54/30.46  																																										| Simplifying 1186 yields:
% 65.54/30.46  																																										| (908)  ~ (all_0_58_58 = e2)
% 65.54/30.46  																																										|
% 65.54/30.46  																																										+-Applying beta-rule and splitting (152), into two cases.
% 65.54/30.46  																																										|-Branch one:
% 65.54/30.46  																																										| (1392) all_0_42_42 = e4
% 65.54/30.46  																																										|
% 65.54/30.46  																																											| Equations (1392) can reduce 1890 to:
% 65.54/30.46  																																											| (266) $false
% 65.54/30.46  																																											|
% 65.54/30.46  																																											|-The branch is then unsatisfiable
% 65.54/30.46  																																										|-Branch two:
% 65.54/30.46  																																										| (1890)  ~ (all_0_42_42 = e4)
% 65.54/30.46  																																										| (1969) all_0_42_42 = e3 | all_0_42_42 = e1 | all_0_42_42 = e0
% 65.54/30.46  																																										|
% 65.54/30.46  																																											+-Applying beta-rule and splitting (108), into two cases.
% 65.54/30.46  																																											|-Branch one:
% 65.54/30.46  																																											| (624) all_0_58_58 = e2
% 65.54/30.46  																																											|
% 65.54/30.46  																																												| Equations (624) can reduce 908 to:
% 65.54/30.46  																																												| (266) $false
% 65.54/30.46  																																												|
% 65.54/30.46  																																												|-The branch is then unsatisfiable
% 65.54/30.46  																																											|-Branch two:
% 65.54/30.46  																																											| (908)  ~ (all_0_58_58 = e2)
% 65.54/30.46  																																											| (909) all_0_58_58 = e4 | all_0_58_58 = e3 | all_0_58_58 = e1 | all_0_58_58 = e0
% 65.54/30.46  																																											|
% 65.54/30.46  																																												+-Applying beta-rule and splitting (563), into two cases.
% 65.54/30.46  																																												|-Branch one:
% 65.54/30.46  																																												| (674) all_0_47_47 = e0
% 65.54/30.46  																																												|
% 65.54/30.46  																																													| Equations (674) can reduce 198 to:
% 65.54/30.46  																																													| (358)  ~ (all_0_42_42 = e0)
% 65.54/30.46  																																													|
% 65.54/30.46  																																													| Equations (674) can reduce 224 to:
% 65.54/30.46  																																													| (1404)  ~ (all_0_51_51 = e0)
% 65.54/30.46  																																													|
% 65.54/30.46  																																													| Simplifying 1404 yields:
% 65.54/30.46  																																													| (115)  ~ (all_0_51_51 = e0)
% 65.54/30.46  																																													|
% 65.54/30.46  																																													| Equations (674) can reduce 338 to:
% 65.54/30.46  																																													| (365)  ~ (e2 = e0)
% 65.54/30.46  																																													|
% 65.54/30.46  																																													| Simplifying 365 yields:
% 65.54/30.46  																																													| (128)  ~ (e2 = e0)
% 65.54/30.46  																																													|
% 65.54/30.46  																																													+-Applying beta-rule and splitting (909), into two cases.
% 65.54/30.46  																																													|-Branch one:
% 65.54/30.46  																																													| (910) all_0_58_58 = e4
% 65.54/30.46  																																													|
% 65.54/30.46  																																														| Equations (910) can reduce 451 to:
% 65.54/30.46  																																														| (266) $false
% 65.54/30.46  																																														|
% 65.54/30.46  																																														|-The branch is then unsatisfiable
% 65.54/30.46  																																													|-Branch two:
% 65.54/30.46  																																													| (451)  ~ (all_0_58_58 = e4)
% 65.54/30.46  																																													| (913) all_0_58_58 = e3 | all_0_58_58 = e1 | all_0_58_58 = e0
% 65.54/30.46  																																													|
% 65.54/30.46  																																														+-Applying beta-rule and splitting (913), into two cases.
% 65.54/30.46  																																														|-Branch one:
% 65.54/30.46  																																														| (914) all_0_58_58 = e0
% 65.54/30.46  																																														|
% 65.54/30.46  																																															| Equations (914) can reduce 491 to:
% 65.54/30.46  																																															| (266) $false
% 65.54/30.46  																																															|
% 65.54/30.46  																																															|-The branch is then unsatisfiable
% 65.54/30.46  																																														|-Branch two:
% 65.54/30.46  																																														| (491)  ~ (all_0_58_58 = e0)
% 65.54/30.46  																																														| (917) all_0_58_58 = e3 | all_0_58_58 = e1
% 65.54/30.46  																																														|
% 65.54/30.46  																																															+-Applying beta-rule and splitting (917), into two cases.
% 65.54/30.46  																																															|-Branch one:
% 65.54/30.46  																																															| (918) all_0_58_58 = e1
% 65.54/30.46  																																															|
% 65.54/30.46  																																																| Equations (918) can reduce 10 to:
% 65.54/30.46  																																																| (1459)  ~ (all_0_53_53 = e1)
% 65.54/30.46  																																																|
% 65.54/30.47  																																																| Equations (918) can reduce 44 to:
% 65.54/30.47  																																																| (466)  ~ (all_0_56_56 = e1)
% 65.54/30.47  																																																|
% 65.54/30.47  																																																| Equations (918) can reduce 451 to:
% 65.54/30.47  																																																| (602)  ~ (e4 = e1)
% 65.54/30.47  																																																|
% 65.54/30.47  																																																| Simplifying 602 yields:
% 65.54/30.47  																																																| (110)  ~ (e4 = e1)
% 65.54/30.47  																																																|
% 65.54/30.47  																																																| Equations (918) can reduce 908 to:
% 65.54/30.47  																																																| (604)  ~ (e2 = e1)
% 65.54/30.47  																																																|
% 65.54/30.47  																																																| Simplifying 604 yields:
% 65.54/30.47  																																																| (122)  ~ (e2 = e1)
% 65.54/30.47  																																																|
% 65.54/30.47  																																																+-Applying beta-rule and splitting (160), into two cases.
% 65.54/30.47  																																																|-Branch one:
% 65.54/30.47  																																																| (601) all_0_50_50 = e1
% 65.54/30.47  																																																|
% 65.54/30.47  																																																	| Combining equations (775,601) yields a new equation:
% 65.54/30.47  																																																	| (636) e4 = e1
% 65.54/30.47  																																																	|
% 65.54/30.47  																																																	| Simplifying 636 yields:
% 65.54/30.47  																																																	| (630) e4 = e1
% 65.54/30.47  																																																	|
% 65.54/30.47  																																																	| Equations (630) can reduce 110 to:
% 65.54/30.47  																																																	| (266) $false
% 65.54/30.47  																																																	|
% 65.54/30.47  																																																	|-The branch is then unsatisfiable
% 65.54/30.47  																																																|-Branch two:
% 65.54/30.47  																																																| (759)  ~ (all_0_50_50 = e1)
% 65.54/30.47  																																																| (1168) all_0_51_51 = e1 | all_0_52_52 = e1 | all_0_53_53 = e1
% 65.54/30.47  																																																|
% 65.54/30.47  																																																	+-Applying beta-rule and splitting (1969), into two cases.
% 65.54/30.47  																																																	|-Branch one:
% 65.54/30.47  																																																	| (559) all_0_42_42 = e0
% 65.54/30.47  																																																	|
% 65.54/30.47  																																																		| Equations (559) can reduce 358 to:
% 65.54/30.47  																																																		| (266) $false
% 65.54/30.47  																																																		|
% 65.54/30.47  																																																		|-The branch is then unsatisfiable
% 65.54/30.47  																																																	|-Branch two:
% 65.54/30.47  																																																	| (358)  ~ (all_0_42_42 = e0)
% 65.54/30.47  																																																	| (2510) all_0_42_42 = e3 | all_0_42_42 = e1
% 65.54/30.47  																																																	|
% 65.54/30.47  																																																		+-Applying beta-rule and splitting (1168), into two cases.
% 65.54/30.47  																																																		|-Branch one:
% 65.54/30.47  																																																		| (1109) all_0_51_51 = e1
% 65.54/30.47  																																																		|
% 65.54/30.47  																																																			| Equations (1109) can reduce 61 to:
% 65.54/30.47  																																																			| (1380)  ~ (all_0_42_42 = e1)
% 65.54/30.47  																																																			|
% 65.54/30.47  																																																			| Equations (1109) can reduce 6 to:
% 65.54/30.47  																																																			| (1458)  ~ (all_0_53_53 = e1)
% 65.54/30.47  																																																			|
% 65.54/30.47  																																																			| Simplifying 1458 yields:
% 65.54/30.47  																																																			| (1459)  ~ (all_0_53_53 = e1)
% 65.54/30.47  																																																			|
% 65.54/30.47  																																																			| Equations (1109) can reduce 16 to:
% 65.54/30.47  																																																			| (465)  ~ (all_0_56_56 = e1)
% 65.54/30.47  																																																			|
% 65.54/30.47  																																																			| Simplifying 465 yields:
% 65.54/30.47  																																																			| (466)  ~ (all_0_56_56 = e1)
% 65.54/30.47  																																																			|
% 65.54/30.47  																																																			| Equations (1109) can reduce 1099 to:
% 65.54/30.47  																																																			| (604)  ~ (e2 = e1)
% 65.54/30.47  																																																			|
% 65.54/30.47  																																																			| Simplifying 604 yields:
% 65.54/30.47  																																																			| (122)  ~ (e2 = e1)
% 65.54/30.47  																																																			|
% 65.54/30.47  																																																			| Equations (1109) can reduce 115 to:
% 65.54/30.47  																																																			| (233)  ~ (e1 = e0)
% 65.54/30.47  																																																			|
% 65.54/30.47  																																																			+-Applying beta-rule and splitting (180), into two cases.
% 65.54/30.47  																																																			|-Branch one:
% 65.54/30.47  																																																			| (516) all_0_42_42 = e3
% 65.54/30.47  																																																			|
% 65.54/30.47  																																																				| Equations (516) can reduce 1380 to:
% 65.54/30.47  																																																				| (213)  ~ (e3 = e1)
% 65.54/30.47  																																																				|
% 65.54/30.47  																																																				+-Applying beta-rule and splitting (133), into two cases.
% 65.54/30.47  																																																				|-Branch one:
% 65.54/30.47  																																																				| (833) all_0_56_56 = e2
% 65.54/30.47  																																																				|
% 65.54/30.47  																																																					| Equations (833) can reduce 477 to:
% 65.54/30.47  																																																					| (327)  ~ (e4 = e2)
% 65.54/30.47  																																																					|
% 65.54/30.47  																																																					| Simplifying 327 yields:
% 65.54/30.47  																																																					| (48)  ~ (e4 = e2)
% 65.54/30.47  																																																					|
% 65.54/30.47  																																																					| Equations (833) can reduce 466 to:
% 65.54/30.47  																																																					| (122)  ~ (e2 = e1)
% 65.54/30.47  																																																					|
% 65.54/30.47  																																																					+-Applying beta-rule and splitting (163), into two cases.
% 65.54/30.47  																																																					|-Branch one:
% 65.54/30.47  																																																					| (565) all_0_52_52 = e4
% 65.54/30.47  																																																					|
% 65.54/30.47  																																																						| Combining equations (565,352) yields a new equation:
% 65.54/30.47  																																																						| (322) e4 = e2
% 65.54/30.47  																																																						|
% 65.54/30.47  																																																						| Simplifying 322 yields:
% 65.54/30.47  																																																						| (323) e4 = e2
% 65.54/30.47  																																																						|
% 65.54/30.47  																																																						| Equations (323) can reduce 48 to:
% 65.54/30.47  																																																						| (266) $false
% 65.54/30.47  																																																						|
% 65.54/30.47  																																																						|-The branch is then unsatisfiable
% 65.54/30.47  																																																					|-Branch two:
% 65.54/30.47  																																																					| (780)  ~ (all_0_52_52 = e4)
% 65.54/30.47  																																																					| (781) (all_0_41_41 = e0 & all_0_58_58 = e3 &  ~ (all_0_44_44 = e3)) | (all_0_41_41 = e0 & all_0_58_58 = e3 &  ~ (all_0_55_55 = e0)) | (all_0_47_47 = e1 & all_0_52_52 = e2 &  ~ (all_0_48_48 = e2)) | (all_0_47_47 = e1 & all_0_52_52 = e2 &  ~ (all_0_51_51 = e1)) | (all_0_47_47 = e0 & all_0_58_58 = e2 &  ~ (all_0_49_49 = e2)) | (all_0_47_47 = e0 & all_0_58_58 = e2 &  ~ (all_0_56_56 = e0))
% 65.54/30.47  																																																					|
% 65.54/30.47  																																																						+-Applying beta-rule and splitting (418), into two cases.
% 65.54/30.47  																																																						|-Branch one:
% 65.54/30.47  																																																						| (660) all_0_51_51 = e3
% 65.54/30.47  																																																						|
% 65.54/30.47  																																																							| Combining equations (1109,660) yields a new equation:
% 65.54/30.47  																																																							| (455) e3 = e1
% 65.54/30.47  																																																							|
% 65.54/30.47  																																																							| Equations (455) can reduce 213 to:
% 65.54/30.47  																																																							| (266) $false
% 65.54/30.47  																																																							|
% 65.54/30.47  																																																							|-The branch is then unsatisfiable
% 65.54/30.47  																																																						|-Branch two:
% 65.54/30.47  																																																						| (664)  ~ (all_0_51_51 = e3)
% 65.54/30.47  																																																						| (665) all_0_53_53 = e3
% 65.54/30.47  																																																						|
% 65.54/30.47  																																																							| Equations (665) can reduce 1459 to:
% 65.54/30.47  																																																							| (213)  ~ (e3 = e1)
% 65.54/30.47  																																																							|
% 65.54/30.47  																																																							+-Applying beta-rule and splitting (781), into two cases.
% 65.54/30.47  																																																							|-Branch one:
% 65.54/30.47  																																																							| (789) (all_0_41_41 = e0 & all_0_58_58 = e3 &  ~ (all_0_44_44 = e3)) | (all_0_41_41 = e0 & all_0_58_58 = e3 &  ~ (all_0_55_55 = e0)) | (all_0_47_47 = e1 & all_0_52_52 = e2 &  ~ (all_0_48_48 = e2)) | (all_0_47_47 = e1 & all_0_52_52 = e2 &  ~ (all_0_51_51 = e1)) | (all_0_47_47 = e0 & all_0_58_58 = e2 &  ~ (all_0_49_49 = e2))
% 65.54/30.47  																																																							|
% 65.54/30.47  																																																								+-Applying beta-rule and splitting (789), into two cases.
% 65.54/30.47  																																																								|-Branch one:
% 65.54/30.47  																																																								| (790) (all_0_41_41 = e0 & all_0_58_58 = e3 &  ~ (all_0_44_44 = e3)) | (all_0_41_41 = e0 & all_0_58_58 = e3 &  ~ (all_0_55_55 = e0)) | (all_0_47_47 = e1 & all_0_52_52 = e2 &  ~ (all_0_48_48 = e2)) | (all_0_47_47 = e1 & all_0_52_52 = e2 &  ~ (all_0_51_51 = e1))
% 65.54/30.47  																																																								|
% 65.54/30.47  																																																									+-Applying beta-rule and splitting (790), into two cases.
% 65.54/30.47  																																																									|-Branch one:
% 65.54/30.47  																																																									| (791) (all_0_41_41 = e0 & all_0_58_58 = e3 &  ~ (all_0_44_44 = e3)) | (all_0_41_41 = e0 & all_0_58_58 = e3 &  ~ (all_0_55_55 = e0)) | (all_0_47_47 = e1 & all_0_52_52 = e2 &  ~ (all_0_48_48 = e2))
% 65.54/30.47  																																																									|
% 65.54/30.47  																																																										+-Applying beta-rule and splitting (791), into two cases.
% 65.54/30.47  																																																										|-Branch one:
% 65.54/30.47  																																																										| (792) (all_0_41_41 = e0 & all_0_58_58 = e3 &  ~ (all_0_44_44 = e3)) | (all_0_41_41 = e0 & all_0_58_58 = e3 &  ~ (all_0_55_55 = e0))
% 65.54/30.47  																																																										|
% 65.54/30.47  																																																											+-Applying beta-rule and splitting (792), into two cases.
% 65.54/30.47  																																																											|-Branch one:
% 65.54/30.47  																																																											| (793) all_0_41_41 = e0 & all_0_58_58 = e3 &  ~ (all_0_44_44 = e3)
% 65.54/30.47  																																																											|
% 65.54/30.47  																																																												| Applying alpha-rule on (793) yields:
% 65.54/30.47  																																																												| (794) all_0_41_41 = e0
% 65.54/30.47  																																																												| (795) all_0_58_58 = e3
% 65.54/30.47  																																																												| (407)  ~ (all_0_44_44 = e3)
% 65.54/30.47  																																																												|
% 65.54/30.47  																																																												| Combining equations (795,918) yields a new equation:
% 65.54/30.47  																																																												| (454) e3 = e1
% 65.54/30.47  																																																												|
% 65.54/30.47  																																																												| Simplifying 454 yields:
% 65.54/30.47  																																																												| (455) e3 = e1
% 65.54/30.47  																																																												|
% 65.54/30.47  																																																												| Equations (455) can reduce 213 to:
% 65.54/30.47  																																																												| (266) $false
% 65.54/30.47  																																																												|
% 65.54/30.47  																																																												|-The branch is then unsatisfiable
% 65.54/30.47  																																																											|-Branch two:
% 65.54/30.47  																																																											| (800) all_0_41_41 = e0 & all_0_58_58 = e3 &  ~ (all_0_55_55 = e0)
% 65.54/30.47  																																																											|
% 65.54/30.47  																																																												| Applying alpha-rule on (800) yields:
% 65.54/30.47  																																																												| (794) all_0_41_41 = e0
% 65.54/30.47  																																																												| (795) all_0_58_58 = e3
% 65.54/30.47  																																																												| (803)  ~ (all_0_55_55 = e0)
% 65.54/30.47  																																																												|
% 65.54/30.47  																																																												| Combining equations (795,918) yields a new equation:
% 65.54/30.47  																																																												| (454) e3 = e1
% 65.54/30.47  																																																												|
% 65.54/30.47  																																																												| Simplifying 454 yields:
% 65.54/30.47  																																																												| (455) e3 = e1
% 65.54/30.47  																																																												|
% 65.54/30.47  																																																												| Equations (455) can reduce 213 to:
% 65.54/30.47  																																																												| (266) $false
% 65.54/30.47  																																																												|
% 65.54/30.47  																																																												|-The branch is then unsatisfiable
% 65.54/30.47  																																																										|-Branch two:
% 65.54/30.47  																																																										| (807) all_0_47_47 = e1 & all_0_52_52 = e2 &  ~ (all_0_48_48 = e2)
% 65.54/30.47  																																																										|
% 65.54/30.47  																																																											| Applying alpha-rule on (807) yields:
% 65.54/30.47  																																																											| (654) all_0_47_47 = e1
% 65.54/30.47  																																																											| (352) all_0_52_52 = e2
% 65.54/30.47  																																																											| (810)  ~ (all_0_48_48 = e2)
% 65.54/30.47  																																																											|
% 65.54/30.47  																																																											| Combining equations (674,654) yields a new equation:
% 65.54/30.47  																																																											| (431) e1 = e0
% 65.54/30.47  																																																											|
% 65.54/30.47  																																																											| Equations (431) can reduce 233 to:
% 65.54/30.47  																																																											| (266) $false
% 65.54/30.47  																																																											|
% 65.54/30.47  																																																											|-The branch is then unsatisfiable
% 65.54/30.47  																																																									|-Branch two:
% 65.54/30.47  																																																									| (813) all_0_47_47 = e1 & all_0_52_52 = e2 &  ~ (all_0_51_51 = e1)
% 65.54/30.47  																																																									|
% 65.54/30.47  																																																										| Applying alpha-rule on (813) yields:
% 65.54/30.47  																																																										| (654) all_0_47_47 = e1
% 65.54/30.47  																																																										| (352) all_0_52_52 = e2
% 65.54/30.47  																																																										| (464)  ~ (all_0_51_51 = e1)
% 65.54/30.47  																																																										|
% 65.54/30.47  																																																										| Combining equations (674,654) yields a new equation:
% 65.54/30.47  																																																										| (431) e1 = e0
% 65.54/30.47  																																																										|
% 65.54/30.47  																																																										| Equations (431) can reduce 233 to:
% 65.54/30.47  																																																										| (266) $false
% 65.54/30.47  																																																										|
% 65.54/30.47  																																																										|-The branch is then unsatisfiable
% 65.54/30.47  																																																								|-Branch two:
% 65.54/30.47  																																																								| (819) all_0_47_47 = e0 & all_0_58_58 = e2 &  ~ (all_0_49_49 = e2)
% 65.54/30.47  																																																								|
% 65.54/30.47  																																																									| Applying alpha-rule on (819) yields:
% 65.54/30.47  																																																									| (674) all_0_47_47 = e0
% 65.54/30.47  																																																									| (624) all_0_58_58 = e2
% 65.54/30.47  																																																									| (340)  ~ (all_0_49_49 = e2)
% 65.54/30.47  																																																									|
% 65.54/30.47  																																																									| Combining equations (918,624) yields a new equation:
% 65.54/30.47  																																																									| (617) e2 = e1
% 65.54/30.47  																																																									|
% 65.54/30.47  																																																									| Equations (617) can reduce 122 to:
% 65.54/30.47  																																																									| (266) $false
% 65.54/30.47  																																																									|
% 65.54/30.47  																																																									|-The branch is then unsatisfiable
% 65.54/30.47  																																																							|-Branch two:
% 65.54/30.47  																																																							| (825) all_0_47_47 = e0 & all_0_58_58 = e2 &  ~ (all_0_56_56 = e0)
% 65.54/30.47  																																																							|
% 65.54/30.47  																																																								| Applying alpha-rule on (825) yields:
% 65.54/30.47  																																																								| (674) all_0_47_47 = e0
% 65.54/30.47  																																																								| (624) all_0_58_58 = e2
% 65.54/30.47  																																																								| (828)  ~ (all_0_56_56 = e0)
% 65.54/30.47  																																																								|
% 65.54/30.47  																																																								| Combining equations (918,624) yields a new equation:
% 65.54/30.47  																																																								| (617) e2 = e1
% 65.54/30.47  																																																								|
% 65.54/30.47  																																																								| Equations (617) can reduce 122 to:
% 65.54/30.47  																																																								| (266) $false
% 65.54/30.47  																																																								|
% 65.54/30.47  																																																								|-The branch is then unsatisfiable
% 65.54/30.47  																																																				|-Branch two:
% 65.54/30.47  																																																				| (511)  ~ (all_0_56_56 = e2)
% 65.54/30.47  																																																				| (836) all_0_56_56 = e4 | all_0_56_56 = e3 | all_0_56_56 = e1 | all_0_56_56 = e0
% 65.54/30.47  																																																				|
% 65.54/30.47  																																																					+-Applying beta-rule and splitting (389), into two cases.
% 65.54/30.47  																																																					|-Branch one:
% 65.54/30.47  																																																					| (833) all_0_56_56 = e2
% 65.54/30.47  																																																					|
% 65.54/30.47  																																																						| Equations (833) can reduce 511 to:
% 65.54/30.47  																																																						| (266) $false
% 65.54/30.47  																																																						|
% 65.54/30.47  																																																						|-The branch is then unsatisfiable
% 65.54/30.47  																																																					|-Branch two:
% 65.54/30.47  																																																					| (511)  ~ (all_0_56_56 = e2)
% 65.54/30.47  																																																					| (1709) all_0_57_57 = e2 | all_0_58_58 = e2
% 65.54/30.47  																																																					|
% 65.54/30.47  																																																						+-Applying beta-rule and splitting (385), into two cases.
% 65.54/30.47  																																																						|-Branch one:
% 65.54/30.47  																																																						| (1105) all_0_47_47 = e2
% 65.54/30.47  																																																						|
% 65.54/30.47  																																																							| Combining equations (674,1105) yields a new equation:
% 65.54/30.47  																																																							| (330) e2 = e0
% 65.54/30.47  																																																							|
% 65.54/30.47  																																																							| Equations (330) can reduce 128 to:
% 65.54/30.47  																																																							| (266) $false
% 65.54/30.47  																																																							|
% 65.54/30.47  																																																							|-The branch is then unsatisfiable
% 65.54/30.47  																																																						|-Branch two:
% 65.54/30.47  																																																						| (338)  ~ (all_0_47_47 = e2)
% 65.54/30.47  																																																						| (1108) all_0_51_51 = e2 | all_0_56_56 = e2
% 65.54/30.47  																																																						|
% 65.54/30.47  																																																							+-Applying beta-rule and splitting (1108), into two cases.
% 65.54/30.47  																																																							|-Branch one:
% 65.54/30.47  																																																							| (504) all_0_51_51 = e2
% 65.54/30.47  																																																							|
% 65.54/30.47  																																																								| Combining equations (1109,504) yields a new equation:
% 65.54/30.47  																																																								| (617) e2 = e1
% 65.54/30.47  																																																								|
% 65.54/30.47  																																																								| Equations (617) can reduce 122 to:
% 65.54/30.47  																																																								| (266) $false
% 65.54/30.47  																																																								|
% 65.54/30.47  																																																								|-The branch is then unsatisfiable
% 65.54/30.47  																																																							|-Branch two:
% 65.54/30.47  																																																							| (1099)  ~ (all_0_51_51 = e2)
% 65.54/30.47  																																																							| (833) all_0_56_56 = e2
% 65.54/30.47  																																																							|
% 65.54/30.47  																																																								| Equations (833) can reduce 511 to:
% 65.54/30.47  																																																								| (266) $false
% 65.54/30.47  																																																								|
% 65.54/30.47  																																																								|-The branch is then unsatisfiable
% 65.54/30.47  																																																			|-Branch two:
% 65.54/30.47  																																																			| (405)  ~ (all_0_42_42 = e3)
% 65.54/30.47  																																																			| (521) all_0_47_47 = e3 | all_0_51_51 = e3 | all_0_56_56 = e3
% 65.54/30.47  																																																			|
% 65.54/30.47  																																																				+-Applying beta-rule and splitting (2510), into two cases.
% 65.54/30.47  																																																				|-Branch one:
% 65.54/30.47  																																																				| (459) all_0_42_42 = e1
% 65.54/30.47  																																																				|
% 65.54/30.47  																																																					| Equations (459) can reduce 1380 to:
% 65.54/30.47  																																																					| (266) $false
% 65.54/30.47  																																																					|
% 65.54/30.47  																																																					|-The branch is then unsatisfiable
% 65.54/30.47  																																																				|-Branch two:
% 65.54/30.47  																																																				| (1380)  ~ (all_0_42_42 = e1)
% 65.54/30.47  																																																				| (516) all_0_42_42 = e3
% 65.54/30.47  																																																				|
% 65.54/30.47  																																																					| Equations (516) can reduce 405 to:
% 65.54/30.47  																																																					| (266) $false
% 65.54/30.47  																																																					|
% 65.54/30.47  																																																					|-The branch is then unsatisfiable
% 65.54/30.47  																																																		|-Branch two:
% 65.54/30.47  																																																		| (464)  ~ (all_0_51_51 = e1)
% 65.54/30.47  																																																		| (1202) all_0_52_52 = e1 | all_0_53_53 = e1
% 65.54/30.47  																																																		|
% 65.54/30.47  																																																			+-Applying beta-rule and splitting (133), into two cases.
% 65.54/30.47  																																																			|-Branch one:
% 65.54/30.47  																																																			| (833) all_0_56_56 = e2
% 65.54/30.47  																																																			|
% 65.54/30.47  																																																				| Equations (833) can reduce 466 to:
% 65.54/30.47  																																																				| (122)  ~ (e2 = e1)
% 65.54/30.47  																																																				|
% 65.54/30.47  																																																				+-Applying beta-rule and splitting (1202), into two cases.
% 65.54/30.47  																																																				|-Branch one:
% 65.54/30.47  																																																				| (642) all_0_52_52 = e1
% 65.54/30.47  																																																				|
% 65.54/30.47  																																																					| Combining equations (642,352) yields a new equation:
% 65.54/30.47  																																																					| (617) e2 = e1
% 65.54/30.47  																																																					|
% 65.54/30.47  																																																					| Equations (617) can reduce 122 to:
% 65.54/30.47  																																																					| (266) $false
% 65.54/30.47  																																																					|
% 65.54/30.47  																																																					|-The branch is then unsatisfiable
% 65.54/30.47  																																																				|-Branch two:
% 65.54/30.47  																																																				| (646)  ~ (all_0_52_52 = e1)
% 65.54/30.47  																																																				| (1208) all_0_53_53 = e1
% 65.54/30.47  																																																				|
% 65.54/30.47  																																																					| Equations (1208) can reduce 1459 to:
% 65.54/30.47  																																																					| (266) $false
% 65.54/30.47  																																																					|
% 65.54/30.47  																																																					|-The branch is then unsatisfiable
% 65.54/30.47  																																																			|-Branch two:
% 65.54/30.47  																																																			| (511)  ~ (all_0_56_56 = e2)
% 65.54/30.47  																																																			| (836) all_0_56_56 = e4 | all_0_56_56 = e3 | all_0_56_56 = e1 | all_0_56_56 = e0
% 65.54/30.47  																																																			|
% 65.54/30.47  																																																				+-Applying beta-rule and splitting (385), into two cases.
% 65.54/30.47  																																																				|-Branch one:
% 65.54/30.47  																																																				| (1105) all_0_47_47 = e2
% 65.54/30.47  																																																				|
% 65.54/30.47  																																																					| Combining equations (674,1105) yields a new equation:
% 65.54/30.47  																																																					| (330) e2 = e0
% 65.54/30.47  																																																					|
% 65.54/30.47  																																																					| Equations (330) can reduce 128 to:
% 65.54/30.47  																																																					| (266) $false
% 65.54/30.47  																																																					|
% 65.54/30.47  																																																					|-The branch is then unsatisfiable
% 65.54/30.47  																																																				|-Branch two:
% 65.54/30.47  																																																				| (338)  ~ (all_0_47_47 = e2)
% 65.54/30.47  																																																				| (1108) all_0_51_51 = e2 | all_0_56_56 = e2
% 65.54/30.47  																																																				|
% 65.54/30.47  																																																					| Equations (674) can reduce 338 to:
% 65.54/30.47  																																																					| (365)  ~ (e2 = e0)
% 65.54/30.47  																																																					|
% 65.54/30.47  																																																					| Simplifying 365 yields:
% 65.54/30.47  																																																					| (128)  ~ (e2 = e0)
% 65.54/30.47  																																																					|
% 65.54/30.47  																																																					+-Applying beta-rule and splitting (389), into two cases.
% 65.54/30.47  																																																					|-Branch one:
% 65.54/30.47  																																																					| (833) all_0_56_56 = e2
% 65.54/30.47  																																																					|
% 65.54/30.47  																																																						| Equations (833) can reduce 511 to:
% 65.54/30.47  																																																						| (266) $false
% 65.54/30.47  																																																						|
% 65.54/30.47  																																																						|-The branch is then unsatisfiable
% 65.54/30.47  																																																					|-Branch two:
% 65.54/30.47  																																																					| (511)  ~ (all_0_56_56 = e2)
% 65.54/30.47  																																																					| (1709) all_0_57_57 = e2 | all_0_58_58 = e2
% 65.54/30.47  																																																					|
% 65.54/30.47  																																																						+-Applying beta-rule and splitting (1709), into two cases.
% 65.54/30.47  																																																						|-Branch one:
% 65.54/30.47  																																																						| (442) all_0_57_57 = e2
% 65.54/30.47  																																																						|
% 65.54/30.47  																																																							| Combining equations (875,442) yields a new equation:
% 65.54/30.47  																																																							| (330) e2 = e0
% 65.54/30.47  																																																							|
% 65.54/30.47  																																																							| Equations (330) can reduce 128 to:
% 65.54/30.47  																																																							| (266) $false
% 65.54/30.47  																																																							|
% 65.54/30.47  																																																							|-The branch is then unsatisfiable
% 65.54/30.47  																																																						|-Branch two:
% 65.54/30.47  																																																						| (344)  ~ (all_0_57_57 = e2)
% 65.54/30.47  																																																						| (624) all_0_58_58 = e2
% 65.54/30.47  																																																						|
% 65.54/30.47  																																																							| Combining equations (624,918) yields a new equation:
% 65.54/30.47  																																																							| (616) e2 = e1
% 65.54/30.47  																																																							|
% 65.54/30.47  																																																							| Simplifying 616 yields:
% 65.54/30.47  																																																							| (617) e2 = e1
% 65.54/30.47  																																																							|
% 65.54/30.47  																																																							| Equations (617) can reduce 122 to:
% 65.54/30.47  																																																							| (266) $false
% 65.54/30.47  																																																							|
% 65.54/30.47  																																																							|-The branch is then unsatisfiable
% 65.54/30.47  																																															|-Branch two:
% 65.54/30.47  																																															| (880)  ~ (all_0_58_58 = e1)
% 65.54/30.47  																																															| (795) all_0_58_58 = e3
% 65.54/30.47  																																															|
% 65.54/30.47  																																																| Equations (795) can reduce 276 to:
% 65.54/30.47  																																																| (266) $false
% 65.54/30.47  																																																|
% 65.54/30.47  																																																|-The branch is then unsatisfiable
% 65.54/30.47  																																												|-Branch two:
% 65.54/30.47  																																												| (678)  ~ (all_0_47_47 = e0)
% 65.54/30.47  																																												| (679) all_0_56_56 = e0
% 65.54/30.47  																																												|
% 65.54/30.47  																																													| Equations (679) can reduce 828 to:
% 65.54/30.47  																																													| (266) $false
% 65.54/30.47  																																													|
% 65.54/30.47  																																													|-The branch is then unsatisfiable
% 65.54/30.47  																																									|-Branch two:
% 65.54/30.47  																																									| (340)  ~ (all_0_49_49 = e2)
% 65.54/30.47  																																									| (586) all_0_49_49 = e4 | all_0_49_49 = e3 | all_0_49_49 = e1 | all_0_49_49 = e0
% 65.54/30.47  																																									|
% 65.54/30.47  																																										+-Applying beta-rule and splitting (586), into two cases.
% 65.54/30.47  																																										|-Branch one:
% 65.54/30.47  																																										| (974) all_0_49_49 = e4
% 65.54/30.47  																																										|
% 65.54/30.47  																																											| Equations (974) can reduce 256 to:
% 65.54/30.47  																																											| (266) $false
% 65.54/30.47  																																											|
% 65.54/30.47  																																											|-The branch is then unsatisfiable
% 65.54/30.47  																																										|-Branch two:
% 65.54/30.47  																																										| (256)  ~ (all_0_49_49 = e4)
% 65.54/30.47  																																										| (977) all_0_49_49 = e3 | all_0_49_49 = e1 | all_0_49_49 = e0
% 65.54/30.47  																																										|
% 65.54/30.47  																																											+-Applying beta-rule and splitting (977), into two cases.
% 65.54/30.47  																																											|-Branch one:
% 65.54/30.47  																																											| (978) all_0_49_49 = e0
% 65.54/30.47  																																											|
% 65.54/30.47  																																												| Equations (978) can reduce 487 to:
% 65.54/30.47  																																												| (266) $false
% 65.54/30.47  																																												|
% 65.54/30.47  																																												|-The branch is then unsatisfiable
% 65.54/30.47  																																											|-Branch two:
% 65.54/30.47  																																											| (487)  ~ (all_0_49_49 = e0)
% 65.54/30.47  																																											| (981) all_0_49_49 = e3 | all_0_49_49 = e1
% 65.54/30.47  																																											|
% 65.54/30.47  																																												+-Applying beta-rule and splitting (981), into two cases.
% 65.54/30.47  																																												|-Branch one:
% 65.54/30.47  																																												| (671) all_0_49_49 = e1
% 65.54/30.47  																																												|
% 65.54/30.47  																																													| Equations (671) can reduce 1064 to:
% 65.54/30.47  																																													| (266) $false
% 65.54/30.47  																																													|
% 65.54/30.47  																																													|-The branch is then unsatisfiable
% 65.54/30.47  																																												|-Branch two:
% 65.54/30.47  																																												| (1064)  ~ (all_0_49_49 = e1)
% 65.54/30.47  																																												| (884) all_0_49_49 = e3
% 65.54/30.47  																																												|
% 65.54/30.47  																																													| Equations (884) can reduce 525 to:
% 65.54/30.47  																																													| (266) $false
% 65.54/30.47  																																													|
% 65.54/30.47  																																													|-The branch is then unsatisfiable
% 65.54/30.47  																																							|-Branch two:
% 65.54/30.47  																																							| (1377)  ~ (all_0_39_39 = e4)
% 65.54/30.47  																																							| (480) all_0_39_39 = e0
% 65.54/30.47  																																							|
% 65.54/30.47  																																								| Equations (480) can reduce 484 to:
% 65.54/30.47  																																								| (266) $false
% 65.54/30.47  																																								|
% 65.54/30.47  																																								|-The branch is then unsatisfiable
% 65.54/30.47  																																					|-Branch two:
% 65.54/30.47  																																					| (1401)  ~ (all_0_40_40 = e0)
% 65.54/30.47  																																					| (1748) all_0_44_44 = e0 | all_0_49_49 = e0 | all_0_58_58 = e0
% 65.54/30.47  																																					|
% 65.54/30.47  																																						+-Applying beta-rule and splitting (316), into two cases.
% 65.54/30.47  																																						|-Branch one:
% 65.54/30.47  																																						| (1378) all_0_40_40 = e4
% 65.54/30.47  																																						|
% 65.54/30.47  																																							| Equations (1378) can reduce 296 to:
% 65.54/30.47  																																							| (48)  ~ (e4 = e2)
% 65.54/30.47  																																							|
% 65.54/30.47  																																							| Equations (1378) can reduce 1401 to:
% 65.54/30.47  																																							| (49)  ~ (e4 = e0)
% 65.54/30.47  																																							|
% 65.54/30.47  																																							+-Applying beta-rule and splitting (333), into two cases.
% 65.54/30.47  																																							|-Branch one:
% 65.54/30.47  																																							| (480) all_0_39_39 = e0
% 65.54/30.47  																																							|
% 65.54/30.47  																																								| Equations (480) can reduce 79 to:
% 65.54/30.47  																																								| (1402)  ~ (all_0_47_47 = e0)
% 65.54/30.47  																																								|
% 65.54/30.47  																																								| Simplifying 1402 yields:
% 65.54/30.47  																																								| (678)  ~ (all_0_47_47 = e0)
% 65.54/30.47  																																								|
% 65.54/30.47  																																								| Equations (480) can reduce 151 to:
% 65.54/30.47  																																								| (435)  ~ (e1 = e0)
% 65.54/30.47  																																								|
% 65.54/30.47  																																								| Simplifying 435 yields:
% 65.54/30.47  																																								| (233)  ~ (e1 = e0)
% 65.54/30.47  																																								|
% 65.54/30.47  																																								+-Applying beta-rule and splitting (184), into two cases.
% 65.54/30.47  																																								|-Branch one:
% 65.54/30.47  																																								| (538) all_0_46_46 = e0
% 65.54/30.47  																																								|
% 65.54/30.47  																																									| Combining equations (545,538) yields a new equation:
% 65.54/30.47  																																									| (546) e1 = e0
% 65.54/30.47  																																									|
% 65.54/30.47  																																									| Simplifying 546 yields:
% 65.54/30.47  																																									| (431) e1 = e0
% 65.54/30.47  																																									|
% 65.54/30.47  																																									| Equations (431) can reduce 233 to:
% 65.54/30.47  																																									| (266) $false
% 65.54/30.47  																																									|
% 65.54/30.47  																																									|-The branch is then unsatisfiable
% 65.54/30.47  																																								|-Branch two:
% 65.54/30.47  																																								| (831)  ~ (all_0_46_46 = e0)
% 65.54/30.47  																																								| (832) all_0_47_47 = e0 | all_0_48_48 = e0 | all_0_49_49 = e0
% 65.54/30.47  																																								|
% 65.54/30.47  																																									+-Applying beta-rule and splitting (832), into two cases.
% 65.54/30.47  																																									|-Branch one:
% 65.54/30.47  																																									| (674) all_0_47_47 = e0
% 65.54/30.47  																																									|
% 65.54/30.47  																																										| Equations (674) can reduce 678 to:
% 65.54/30.47  																																										| (266) $false
% 65.54/30.47  																																										|
% 65.54/30.47  																																										|-The branch is then unsatisfiable
% 65.54/30.47  																																									|-Branch two:
% 65.54/30.47  																																									| (678)  ~ (all_0_47_47 = e0)
% 65.54/30.47  																																									| (1278) all_0_48_48 = e0 | all_0_49_49 = e0
% 65.54/30.47  																																									|
% 65.54/30.47  																																										+-Applying beta-rule and splitting (163), into two cases.
% 65.54/30.47  																																										|-Branch one:
% 65.54/30.47  																																										| (565) all_0_52_52 = e4
% 65.54/30.47  																																										|
% 65.54/30.47  																																											| Combining equations (352,565) yields a new equation:
% 65.54/30.47  																																											| (323) e4 = e2
% 65.54/30.47  																																											|
% 65.54/30.47  																																											| Equations (323) can reduce 48 to:
% 65.54/30.47  																																											| (266) $false
% 65.54/30.47  																																											|
% 65.54/30.47  																																											|-The branch is then unsatisfiable
% 65.54/30.47  																																										|-Branch two:
% 65.54/30.47  																																										| (780)  ~ (all_0_52_52 = e4)
% 65.54/30.47  																																										| (781) (all_0_41_41 = e0 & all_0_58_58 = e3 &  ~ (all_0_44_44 = e3)) | (all_0_41_41 = e0 & all_0_58_58 = e3 &  ~ (all_0_55_55 = e0)) | (all_0_47_47 = e1 & all_0_52_52 = e2 &  ~ (all_0_48_48 = e2)) | (all_0_47_47 = e1 & all_0_52_52 = e2 &  ~ (all_0_51_51 = e1)) | (all_0_47_47 = e0 & all_0_58_58 = e2 &  ~ (all_0_49_49 = e2)) | (all_0_47_47 = e0 & all_0_58_58 = e2 &  ~ (all_0_56_56 = e0))
% 65.54/30.47  																																										|
% 65.54/30.47  																																											+-Applying beta-rule and splitting (781), into two cases.
% 65.54/30.47  																																											|-Branch one:
% 65.54/30.47  																																											| (789) (all_0_41_41 = e0 & all_0_58_58 = e3 &  ~ (all_0_44_44 = e3)) | (all_0_41_41 = e0 & all_0_58_58 = e3 &  ~ (all_0_55_55 = e0)) | (all_0_47_47 = e1 & all_0_52_52 = e2 &  ~ (all_0_48_48 = e2)) | (all_0_47_47 = e1 & all_0_52_52 = e2 &  ~ (all_0_51_51 = e1)) | (all_0_47_47 = e0 & all_0_58_58 = e2 &  ~ (all_0_49_49 = e2))
% 65.54/30.47  																																											|
% 65.54/30.47  																																												+-Applying beta-rule and splitting (789), into two cases.
% 65.54/30.47  																																												|-Branch one:
% 65.54/30.47  																																												| (790) (all_0_41_41 = e0 & all_0_58_58 = e3 &  ~ (all_0_44_44 = e3)) | (all_0_41_41 = e0 & all_0_58_58 = e3 &  ~ (all_0_55_55 = e0)) | (all_0_47_47 = e1 & all_0_52_52 = e2 &  ~ (all_0_48_48 = e2)) | (all_0_47_47 = e1 & all_0_52_52 = e2 &  ~ (all_0_51_51 = e1))
% 65.54/30.47  																																												|
% 65.54/30.47  																																													+-Applying beta-rule and splitting (790), into two cases.
% 65.54/30.47  																																													|-Branch one:
% 65.54/30.47  																																													| (791) (all_0_41_41 = e0 & all_0_58_58 = e3 &  ~ (all_0_44_44 = e3)) | (all_0_41_41 = e0 & all_0_58_58 = e3 &  ~ (all_0_55_55 = e0)) | (all_0_47_47 = e1 & all_0_52_52 = e2 &  ~ (all_0_48_48 = e2))
% 65.54/30.47  																																													|
% 65.54/30.47  																																														+-Applying beta-rule and splitting (791), into two cases.
% 65.54/30.47  																																														|-Branch one:
% 65.54/30.47  																																														| (792) (all_0_41_41 = e0 & all_0_58_58 = e3 &  ~ (all_0_44_44 = e3)) | (all_0_41_41 = e0 & all_0_58_58 = e3 &  ~ (all_0_55_55 = e0))
% 65.54/30.47  																																														|
% 65.54/30.47  																																															+-Applying beta-rule and splitting (792), into two cases.
% 65.54/30.47  																																															|-Branch one:
% 65.54/30.47  																																															| (793) all_0_41_41 = e0 & all_0_58_58 = e3 &  ~ (all_0_44_44 = e3)
% 65.54/30.47  																																															|
% 65.54/30.47  																																																| Applying alpha-rule on (793) yields:
% 65.54/30.47  																																																| (794) all_0_41_41 = e0
% 65.54/30.47  																																																| (795) all_0_58_58 = e3
% 65.54/30.47  																																																| (407)  ~ (all_0_44_44 = e3)
% 65.54/30.47  																																																|
% 65.54/30.47  																																																| Equations (795) can reduce 276 to:
% 65.54/30.47  																																																| (266) $false
% 65.54/30.47  																																																|
% 65.54/30.47  																																																|-The branch is then unsatisfiable
% 65.54/30.47  																																															|-Branch two:
% 65.54/30.47  																																															| (800) all_0_41_41 = e0 & all_0_58_58 = e3 &  ~ (all_0_55_55 = e0)
% 65.54/30.47  																																															|
% 65.54/30.47  																																																| Applying alpha-rule on (800) yields:
% 65.54/30.47  																																																| (794) all_0_41_41 = e0
% 65.54/30.47  																																																| (795) all_0_58_58 = e3
% 65.54/30.47  																																																| (803)  ~ (all_0_55_55 = e0)
% 65.54/30.47  																																																|
% 65.54/30.47  																																																| Equations (795) can reduce 276 to:
% 65.54/30.47  																																																| (266) $false
% 65.54/30.47  																																																|
% 65.54/30.47  																																																|-The branch is then unsatisfiable
% 65.54/30.47  																																														|-Branch two:
% 65.54/30.47  																																														| (807) all_0_47_47 = e1 & all_0_52_52 = e2 &  ~ (all_0_48_48 = e2)
% 65.54/30.47  																																														|
% 65.54/30.47  																																															| Applying alpha-rule on (807) yields:
% 65.54/30.47  																																															| (654) all_0_47_47 = e1
% 65.54/30.47  																																															| (352) all_0_52_52 = e2
% 65.54/30.47  																																															| (810)  ~ (all_0_48_48 = e2)
% 65.54/30.47  																																															|
% 65.54/30.47  																																															| Equations (654) can reduce 462 to:
% 65.54/30.47  																																															| (266) $false
% 65.54/30.47  																																															|
% 65.54/30.47  																																															|-The branch is then unsatisfiable
% 65.54/30.48  																																													|-Branch two:
% 65.54/30.48  																																													| (813) all_0_47_47 = e1 & all_0_52_52 = e2 &  ~ (all_0_51_51 = e1)
% 65.54/30.48  																																													|
% 65.54/30.48  																																														| Applying alpha-rule on (813) yields:
% 65.54/30.48  																																														| (654) all_0_47_47 = e1
% 65.54/30.48  																																														| (352) all_0_52_52 = e2
% 65.54/30.48  																																														| (464)  ~ (all_0_51_51 = e1)
% 65.54/30.48  																																														|
% 65.54/30.48  																																														| Equations (654) can reduce 462 to:
% 65.54/30.48  																																														| (266) $false
% 65.54/30.48  																																														|
% 65.54/30.48  																																														|-The branch is then unsatisfiable
% 65.54/30.48  																																												|-Branch two:
% 65.54/30.48  																																												| (819) all_0_47_47 = e0 & all_0_58_58 = e2 &  ~ (all_0_49_49 = e2)
% 65.54/30.48  																																												|
% 65.54/30.48  																																													| Applying alpha-rule on (819) yields:
% 65.54/30.48  																																													| (674) all_0_47_47 = e0
% 65.54/30.48  																																													| (624) all_0_58_58 = e2
% 65.54/30.48  																																													| (340)  ~ (all_0_49_49 = e2)
% 65.54/30.48  																																													|
% 65.54/30.48  																																													| Equations (674) can reduce 678 to:
% 65.54/30.48  																																													| (266) $false
% 65.54/30.48  																																													|
% 65.54/30.48  																																													|-The branch is then unsatisfiable
% 65.54/30.48  																																											|-Branch two:
% 65.54/30.48  																																											| (825) all_0_47_47 = e0 & all_0_58_58 = e2 &  ~ (all_0_56_56 = e0)
% 65.54/30.48  																																											|
% 65.54/30.48  																																												| Applying alpha-rule on (825) yields:
% 65.54/30.48  																																												| (674) all_0_47_47 = e0
% 65.54/30.48  																																												| (624) all_0_58_58 = e2
% 65.54/30.48  																																												| (828)  ~ (all_0_56_56 = e0)
% 65.54/30.48  																																												|
% 65.54/30.48  																																												| Equations (674) can reduce 678 to:
% 65.54/30.48  																																												| (266) $false
% 65.54/30.48  																																												|
% 65.54/30.48  																																												|-The branch is then unsatisfiable
% 65.54/30.48  																																							|-Branch two:
% 65.54/30.48  																																							| (484)  ~ (all_0_39_39 = e0)
% 65.54/30.48  																																							| (485) all_0_40_40 = e0
% 65.54/30.48  																																							|
% 65.54/30.48  																																								| Combining equations (1378,485) yields a new equation:
% 65.54/30.48  																																								| (481) e4 = e0
% 65.54/30.48  																																								|
% 65.54/30.48  																																								| Simplifying 481 yields:
% 65.54/30.48  																																								| (397) e4 = e0
% 65.54/30.48  																																								|
% 65.54/30.48  																																								| Equations (397) can reduce 49 to:
% 65.54/30.48  																																								| (266) $false
% 65.54/30.48  																																								|
% 65.54/30.48  																																								|-The branch is then unsatisfiable
% 65.54/30.48  																																						|-Branch two:
% 65.54/30.48  																																						| (447)  ~ (all_0_40_40 = e4)
% 65.54/30.48  																																						| (485) all_0_40_40 = e0
% 65.54/30.48  																																						|
% 65.54/30.48  																																							| Equations (485) can reduce 1401 to:
% 65.54/30.48  																																							| (266) $false
% 65.54/30.48  																																							|
% 65.54/30.48  																																							|-The branch is then unsatisfiable
% 65.54/30.48  																																				|-Branch two:
% 65.54/30.48  																																				| (566)  ~ (all_0_50_50 = e4)
% 65.54/30.48  																																				| (1444) all_0_50_50 = e3 | all_0_50_50 = e1
% 65.54/30.48  																																				|
% 65.54/30.48  																																					+-Applying beta-rule and splitting (774), into two cases.
% 65.54/30.48  																																					|-Branch one:
% 65.54/30.48  																																					| (775) all_0_50_50 = e4
% 65.54/30.48  																																					|
% 65.54/30.48  																																						| Equations (775) can reduce 566 to:
% 65.54/30.48  																																						| (266) $false
% 65.54/30.48  																																						|
% 65.54/30.48  																																						|-The branch is then unsatisfiable
% 65.54/30.48  																																					|-Branch two:
% 65.54/30.48  																																					| (566)  ~ (all_0_50_50 = e4)
% 65.54/30.48  																																					| (587) all_0_55_55 = e4
% 65.54/30.48  																																					|
% 65.54/30.48  																																						| Combining equations (2336,587) yields a new equation:
% 65.54/30.48  																																						| (425) e4 = e3
% 65.54/30.48  																																						|
% 65.54/30.48  																																						| Equations (425) can reduce 188 to:
% 65.54/30.48  																																						| (266) $false
% 65.54/30.48  																																						|
% 65.54/30.48  																																						|-The branch is then unsatisfiable
% 65.54/30.48  																																		|-Branch two:
% 65.54/30.48  																																		| (549)  ~ (all_0_46_46 = e1)
% 65.54/30.48  																																		| (1557) all_0_46_46 = e3
% 65.54/30.48  																																		|
% 65.54/30.48  																																			| Equations (1557) can reduce 409 to:
% 65.54/30.48  																																			| (266) $false
% 65.54/30.48  																																			|
% 65.54/30.48  																																			|-The branch is then unsatisfiable
% 65.54/30.48  																												|-Branch two:
% 65.54/30.48  																												| (357)  ~ (all_0_41_41 = e0)
% 65.54/30.48  																												| (4053) all_0_41_41 = e3 | all_0_41_41 = e1
% 65.54/30.48  																												|
% 65.54/30.48  																													+-Applying beta-rule and splitting (4053), into two cases.
% 65.54/30.48  																													|-Branch one:
% 65.54/30.48  																													| (453) all_0_41_41 = e1
% 65.54/30.48  																													|
% 65.54/30.48  																														| Equations (453) can reduce 457 to:
% 65.54/30.48  																														| (266) $false
% 65.54/30.48  																														|
% 65.54/30.48  																														|-The branch is then unsatisfiable
% 65.54/30.48  																													|-Branch two:
% 65.54/30.48  																													| (457)  ~ (all_0_41_41 = e1)
% 65.54/30.48  																													| (403) all_0_41_41 = e3
% 65.54/30.48  																													|
% 65.54/30.48  																														| Equations (403) can reduce 1898 to:
% 65.54/30.48  																														| (266) $false
% 65.54/30.48  																														|
% 65.54/30.48  																														|-The branch is then unsatisfiable
% 65.54/30.48  																	|-Branch two:
% 65.54/30.48  																	| (254)  ~ (all_0_48_48 = e4)
% 65.54/30.48  																	| (947) all_0_52_52 = e4 | all_0_57_57 = e4
% 65.54/30.48  																	|
% 65.54/30.48  																		+-Applying beta-rule and splitting (947), into two cases.
% 65.54/30.48  																		|-Branch one:
% 65.54/30.48  																		| (565) all_0_52_52 = e4
% 65.54/30.48  																		|
% 65.54/30.48  																			| Combining equations (352,565) yields a new equation:
% 65.54/30.48  																			| (323) e4 = e2
% 65.54/30.48  																			|
% 65.54/30.48  																			| Equations (323) can reduce 48 to:
% 65.54/30.48  																			| (266) $false
% 65.54/30.48  																			|
% 65.54/30.48  																			|-The branch is then unsatisfiable
% 65.54/30.48  																		|-Branch two:
% 65.54/30.48  																		| (780)  ~ (all_0_52_52 = e4)
% 65.54/30.48  																		| (871) all_0_57_57 = e4
% 65.54/30.48  																		|
% 65.54/30.48  																			| Equations (871) can reduce 839 to:
% 65.54/30.48  																			| (266) $false
% 65.54/30.48  																			|
% 65.54/30.48  																			|-The branch is then unsatisfiable
% 65.54/30.48  									|-Branch two:
% 65.54/30.48  									| (342)  ~ (all_0_52_52 = e2)
% 65.54/30.48  									| (355) all_0_52_52 = e4 | all_0_52_52 = e1
% 65.54/30.48  									|
% 65.54/30.48  										+-Applying beta-rule and splitting (10167), into two cases.
% 65.54/30.48  										|-Branch one:
% 65.54/30.48  										| (352) all_0_52_52 = e2
% 65.54/30.48  										|
% 65.54/30.48  											| Equations (352) can reduce 342 to:
% 65.54/30.48  											| (266) $false
% 65.54/30.48  											|
% 65.54/30.48  											|-The branch is then unsatisfiable
% 65.54/30.48  										|-Branch two:
% 65.54/30.48  										| (342)  ~ (all_0_52_52 = e2)
% 65.54/30.48  										| (442) all_0_57_57 = e2
% 65.54/30.48  										|
% 65.54/30.48  											| Equations (442) can reduce 199 to:
% 65.54/30.48  											| (96)  ~ (all_0_43_43 = e2)
% 65.54/30.48  											|
% 65.54/30.48  											| Equations (442) can reduce 239 to:
% 65.54/30.48  											| (810)  ~ (all_0_48_48 = e2)
% 65.54/30.48  											|
% 65.54/30.48  											| Equations (442) can reduce 11 to:
% 65.54/30.48  											| (342)  ~ (all_0_52_52 = e2)
% 65.54/30.48  											|
% 65.54/30.48  											| Equations (442) can reduce 81 to:
% 65.54/30.48  											| (304)  ~ (all_0_55_55 = e2)
% 65.54/30.48  											|
% 65.54/30.48  											| Equations (442) can reduce 140 to:
% 65.54/30.48  											| (511)  ~ (all_0_56_56 = e2)
% 65.54/30.48  											|
% 65.54/30.48  											| Equations (442) can reduce 148 to:
% 65.54/30.48  											| (1186)  ~ (all_0_58_58 = e2)
% 65.54/30.48  											|
% 65.54/30.48  											| Simplifying 1186 yields:
% 65.54/30.48  											| (908)  ~ (all_0_58_58 = e2)
% 65.54/30.48  											|
% 65.54/30.48  											| From (442) and (45) follows:
% 65.54/30.48  											| (16560) op(e2, e1) = all_0_36_36
% 65.54/30.48  											|
% 65.54/30.48  											| From (442) and (146) follows:
% 65.54/30.48  											| (16561) op(e2, e0) = all_0_35_35
% 65.54/30.48  											|
% 65.54/30.48  											| From (442) and (83) follows:
% 65.54/30.48  											| (16562) op(e0, e1) = e2
% 65.54/30.48  											|
% 65.54/30.48  											| Instantiating formula (29) with e2, e1, all_0_36_36, all_0_48_48 and discharging atoms op(e2, e1) = all_0_36_36, op(e2, e1) = all_0_48_48, yields:
% 65.54/30.48  											| (16573) all_0_36_36 = all_0_48_48
% 65.54/30.48  											|
% 65.54/30.48  											| Instantiating formula (29) with e2, e0, all_0_35_35, all_0_49_49 and discharging atoms op(e2, e0) = all_0_35_35, op(e2, e0) = all_0_49_49, yields:
% 65.54/30.48  											| (16574) all_0_35_35 = all_0_49_49
% 65.54/30.48  											|
% 65.54/30.48  											| From (16573) and (16560) follows:
% 65.54/30.48  											| (192) op(e2, e1) = all_0_48_48
% 65.54/30.48  											|
% 65.54/30.48  											| From (16574) and (16561) follows:
% 65.54/30.48  											| (55) op(e2, e0) = all_0_49_49
% 65.54/30.48  											|
% 65.54/30.48  											+-Applying beta-rule and splitting (4), into two cases.
% 65.54/30.48  											|-Branch one:
% 65.54/30.48  											| (356) all_0_43_43 = e0
% 65.54/30.48  											|
% 65.54/30.48  												| Equations (356) can reduce 31 to:
% 65.54/30.48  												| (357)  ~ (all_0_41_41 = e0)
% 65.54/30.48  												|
% 65.54/30.48  												| Equations (356) can reduce 240 to:
% 65.54/30.48  												| (358)  ~ (all_0_42_42 = e0)
% 65.54/30.48  												|
% 65.54/30.48  												| Equations (356) can reduce 159 to:
% 65.54/30.48  												| (359)  ~ (all_0_44_44 = e0)
% 65.54/30.48  												|
% 65.54/30.48  												| Simplifying 359 yields:
% 65.54/30.48  												| (360)  ~ (all_0_44_44 = e0)
% 65.54/30.48  												|
% 65.54/30.48  												| Equations (356) can reduce 17 to:
% 65.54/30.48  												| (10200)  ~ (all_0_48_48 = e0)
% 65.54/30.48  												|
% 65.54/30.48  												| Simplifying 10200 yields:
% 65.54/30.48  												| (1283)  ~ (all_0_48_48 = e0)
% 65.54/30.48  												|
% 65.54/30.48  												| Equations (356) can reduce 217 to:
% 65.54/30.48  												| (361)  ~ (all_0_52_52 = e0)
% 65.54/30.48  												|
% 65.54/30.48  												| Simplifying 361 yields:
% 65.54/30.48  												| (72)  ~ (all_0_52_52 = e0)
% 65.54/30.48  												|
% 65.54/30.48  												| From (356) and (88) follows:
% 65.54/30.48  												| (367) op(e0, e3) = all_0_9_9
% 65.54/30.48  												|
% 65.54/30.48  												| From (356) and (98) follows:
% 65.54/30.48  												| (368) op(e0, e1) = all_0_10_10
% 65.54/30.48  												|
% 65.54/30.48  												+-Applying beta-rule and splitting (163), into two cases.
% 65.54/30.48  												|-Branch one:
% 65.54/30.48  												| (565) all_0_52_52 = e4
% 65.54/30.48  												|
% 65.54/30.48  													| Equations (565) can reduce 202 to:
% 65.54/30.48  													| (254)  ~ (all_0_48_48 = e4)
% 65.54/30.48  													|
% 65.54/30.48  													| Equations (565) can reduce 101 to:
% 65.54/30.48  													| (566)  ~ (all_0_50_50 = e4)
% 65.54/30.48  													|
% 65.54/30.48  													| Equations (565) can reduce 20 to:
% 65.54/30.48  													| (475)  ~ (all_0_51_51 = e4)
% 65.54/30.48  													|
% 65.54/30.48  													| Equations (565) can reduce 46 to:
% 65.54/30.48  													| (1452)  ~ (all_0_53_53 = e4)
% 65.54/30.48  													|
% 65.54/30.48  													| Simplifying 1452 yields:
% 65.54/30.48  													| (1453)  ~ (all_0_53_53 = e4)
% 65.54/30.48  													|
% 65.54/30.48  													| Equations (565) can reduce 342 to:
% 65.54/30.48  													| (48)  ~ (e4 = e2)
% 65.54/30.48  													|
% 65.54/30.48  													| Equations (565) can reduce 72 to:
% 65.54/30.48  													| (49)  ~ (e4 = e0)
% 65.54/30.48  													|
% 65.54/30.48  													+-Applying beta-rule and splitting (130), into two cases.
% 65.54/30.48  													|-Branch one:
% 65.54/30.48  													| (430) all_0_43_43 = e1
% 65.54/30.48  													|
% 65.54/30.48  														| Combining equations (356,430) yields a new equation:
% 65.54/30.48  														| (431) e1 = e0
% 65.54/30.48  														|
% 65.54/30.48  														| Equations (431) can reduce 233 to:
% 65.54/30.48  														| (266) $false
% 65.54/30.48  														|
% 65.54/30.48  														|-The branch is then unsatisfiable
% 65.54/30.48  													|-Branch two:
% 65.54/30.48  													| (433)  ~ (all_0_43_43 = e1)
% 65.54/30.48  													| (434) all_0_48_48 = e1 | all_0_52_52 = e1 | all_0_57_57 = e1
% 65.54/30.48  													|
% 65.54/30.48  														+-Applying beta-rule and splitting (228), into two cases.
% 65.54/30.48  														|-Branch one:
% 65.54/30.48  														| (335) all_0_48_48 = e2
% 65.54/30.48  														|
% 65.54/30.48  															| Equations (335) can reduce 810 to:
% 65.54/30.48  															| (266) $false
% 65.54/30.48  															|
% 65.54/30.48  															|-The branch is then unsatisfiable
% 65.54/30.48  														|-Branch two:
% 65.54/30.48  														| (810)  ~ (all_0_48_48 = e2)
% 65.54/30.49  														| (10218) all_0_48_48 = e4 | all_0_48_48 = e1 | all_0_48_48 = e0
% 65.54/30.49  														|
% 65.54/30.49  															+-Applying beta-rule and splitting (10218), into two cases.
% 65.54/30.49  															|-Branch one:
% 65.54/30.49  															| (943) all_0_48_48 = e4
% 65.54/30.49  															|
% 65.54/30.49  																| Equations (943) can reduce 254 to:
% 65.54/30.49  																| (266) $false
% 65.54/30.49  																|
% 65.54/30.49  																|-The branch is then unsatisfiable
% 65.54/30.49  															|-Branch two:
% 65.54/30.49  															| (254)  ~ (all_0_48_48 = e4)
% 65.54/30.49  															| (10222) all_0_48_48 = e1 | all_0_48_48 = e0
% 65.54/30.49  															|
% 65.54/30.49  																+-Applying beta-rule and splitting (434), into two cases.
% 65.54/30.49  																|-Branch one:
% 65.54/30.49  																| (615) all_0_48_48 = e1
% 65.54/30.49  																|
% 65.54/30.49  																	| Equations (615) can reduce 30 to:
% 65.54/30.49  																	| (549)  ~ (all_0_46_46 = e1)
% 65.54/30.49  																	|
% 65.54/30.49  																	| Equations (615) can reduce 114 to:
% 65.54/30.49  																	| (462)  ~ (all_0_47_47 = e1)
% 65.54/30.49  																	|
% 65.54/30.49  																	| Equations (615) can reduce 185 to:
% 65.54/30.49  																	| (1419)  ~ (all_0_49_49 = e1)
% 65.54/30.49  																	|
% 65.54/30.49  																	| Simplifying 1419 yields:
% 65.54/30.49  																	| (1064)  ~ (all_0_49_49 = e1)
% 65.54/30.49  																	|
% 65.54/30.49  																	| Equations (615) can reduce 254 to:
% 65.54/30.49  																	| (602)  ~ (e4 = e1)
% 65.54/30.49  																	|
% 65.54/30.49  																	| Simplifying 602 yields:
% 65.54/30.49  																	| (110)  ~ (e4 = e1)
% 65.54/30.49  																	|
% 65.54/30.49  																	| Equations (615) can reduce 215 to:
% 65.54/30.49  																	| (467)  ~ (e3 = e1)
% 65.54/30.49  																	|
% 65.54/30.49  																	| Simplifying 467 yields:
% 65.54/30.49  																	| (213)  ~ (e3 = e1)
% 65.54/30.49  																	|
% 65.54/30.49  																	| Equations (615) can reduce 810 to:
% 65.54/30.49  																	| (604)  ~ (e2 = e1)
% 65.54/30.49  																	|
% 65.54/30.49  																	| Simplifying 604 yields:
% 65.54/30.49  																	| (122)  ~ (e2 = e1)
% 65.54/30.49  																	|
% 65.54/30.49  																	| From (615) and (169) follows:
% 65.54/30.49  																	| (16609) op(e1, e2) = all_0_18_18
% 65.54/30.49  																	|
% 65.54/30.49  																	| From (615) and (192) follows:
% 65.54/30.49  																	| (1612) op(e2, e1) = e1
% 65.54/30.49  																	|
% 65.54/30.49  																	| Instantiating formula (29) with e1, e2, all_0_18_18, all_0_51_51 and discharging atoms op(e1, e2) = all_0_18_18, op(e1, e2) = all_0_51_51, yields:
% 65.54/30.49  																	| (16611) all_0_18_18 = all_0_51_51
% 65.54/30.49  																	|
% 65.54/30.49  																	| Instantiating formula (29) with e0, e3, all_0_9_9, all_0_55_55 and discharging atoms op(e0, e3) = all_0_9_9, op(e0, e3) = all_0_55_55, yields:
% 65.54/30.49  																	| (370) all_0_9_9 = all_0_55_55
% 65.54/30.49  																	|
% 65.54/30.49  																	| Instantiating formula (29) with e0, e1, all_0_10_10, e2 and discharging atoms op(e0, e1) = all_0_10_10, op(e0, e1) = e2, yields:
% 65.54/30.49  																	| (15017) all_0_10_10 = e2
% 65.54/30.49  																	|
% 65.54/30.49  																	| From (16611) and (16609) follows:
% 65.54/30.49  																	| (186) op(e1, e2) = all_0_51_51
% 65.54/30.49  																	|
% 65.54/30.49  																	| From (370) and (367) follows:
% 65.54/30.49  																	| (74) op(e0, e3) = all_0_55_55
% 65.54/30.49  																	|
% 65.54/30.49  																	| From (15017) and (368) follows:
% 65.54/30.49  																	| (16562) op(e0, e1) = e2
% 65.54/30.49  																	|
% 65.54/30.49  																	+-Applying beta-rule and splitting (47), into two cases.
% 65.54/30.49  																	|-Branch one:
% 65.54/30.49  																	| (317) all_0_39_39 = e2
% 65.54/30.49  																	|
% 65.54/30.49  																		| Equations (317) can reduce 294 to:
% 65.54/30.49  																		| (266) $false
% 65.54/30.49  																		|
% 65.54/30.49  																		|-The branch is then unsatisfiable
% 65.54/30.49  																	|-Branch two:
% 65.54/30.49  																	| (294)  ~ (all_0_39_39 = e2)
% 65.54/30.49  																	| (385) all_0_47_47 = e2 | all_0_51_51 = e2 | all_0_56_56 = e2
% 65.54/30.49  																	|
% 65.54/30.49  																		+-Applying beta-rule and splitting (95), into two cases.
% 65.54/30.49  																		|-Branch one:
% 65.54/30.49  																		| (378) all_0_50_50 = e2
% 65.54/30.49  																		|
% 65.54/30.49  																			| Equations (378) can reduce 302 to:
% 65.54/30.49  																			| (266) $false
% 65.54/30.49  																			|
% 65.54/30.49  																			|-The branch is then unsatisfiable
% 65.54/30.49  																		|-Branch two:
% 65.54/30.49  																		| (302)  ~ (all_0_50_50 = e2)
% 65.54/30.49  																		| (381) all_0_51_51 = e2 | all_0_52_52 = e2 | all_0_53_53 = e2
% 65.54/30.49  																		|
% 65.54/30.49  																			+-Applying beta-rule and splitting (158), into two cases.
% 65.54/30.49  																			|-Branch one:
% 65.54/30.49  																			| (313) all_0_40_40 = e2
% 65.54/30.49  																			|
% 65.54/30.49  																				| Equations (313) can reduce 296 to:
% 65.54/30.49  																				| (266) $false
% 65.54/30.49  																				|
% 65.54/30.49  																				|-The branch is then unsatisfiable
% 65.54/30.49  																			|-Branch two:
% 65.54/30.49  																			| (296)  ~ (all_0_40_40 = e2)
% 65.54/30.49  																			| (377) all_0_49_49 = e2 | all_0_53_53 = e2 | all_0_58_58 = e2
% 65.54/30.49  																			|
% 65.54/30.49  																				+-Applying beta-rule and splitting (168), into two cases.
% 65.54/30.49  																				|-Branch one:
% 65.54/30.49  																				| (415) all_0_50_50 = e3
% 65.54/30.49  																				|
% 65.54/30.49  																					| Equations (415) can reduce 221 to:
% 65.54/30.49  																					| (1898)  ~ (all_0_41_41 = e3)
% 65.54/30.49  																					|
% 65.54/30.49  																					| Equations (415) can reduce 35 to:
% 65.54/30.49  																					| (409)  ~ (all_0_46_46 = e3)
% 65.54/30.49  																					|
% 65.54/30.49  																					| Equations (415) can reduce 59 to:
% 65.54/30.49  																					| (1925)  ~ (all_0_51_51 = e3)
% 65.54/30.49  																					|
% 65.54/30.49  																					| Simplifying 1925 yields:
% 65.54/30.49  																					| (664)  ~ (all_0_51_51 = e3)
% 65.54/30.49  																					|
% 65.54/30.49  																					| Equations (415) can reduce 190 to:
% 65.54/30.49  																					| (1114)  ~ (all_0_53_53 = e3)
% 65.54/30.49  																					|
% 65.54/30.49  																					| Simplifying 1114 yields:
% 65.54/30.49  																					| (903)  ~ (all_0_53_53 = e3)
% 65.54/30.49  																					|
% 65.54/30.49  																					| Equations (415) can reduce 93 to:
% 65.54/30.49  																					| (269)  ~ (all_0_55_55 = e3)
% 65.54/30.49  																					|
% 65.54/30.49  																					| Simplifying 269 yields:
% 65.54/30.49  																					| (270)  ~ (all_0_55_55 = e3)
% 65.54/30.49  																					|
% 65.54/30.49  																					| Equations (415) can reduce 566 to:
% 65.54/30.49  																					| (277)  ~ (e4 = e3)
% 65.54/30.49  																					|
% 65.54/30.49  																					| Simplifying 277 yields:
% 65.54/30.49  																					| (188)  ~ (e4 = e3)
% 65.54/30.49  																					|
% 65.54/30.49  																					| From (415) and (8) follows:
% 65.54/30.49  																					| (5694) op(e3, e3) = all_0_23_23
% 65.54/30.49  																					|
% 65.54/30.49  																					| From (415) and (242) follows:
% 65.54/30.49  																					| (1934) op(e1, e3) = e3
% 65.54/30.49  																					|
% 65.54/30.49  																					| Instantiating formula (29) with e3, e3, all_0_23_23, all_0_41_41 and discharging atoms op(e3, e3) = all_0_23_23, op(e3, e3) = all_0_41_41, yields:
% 65.54/30.49  																					| (6435) all_0_23_23 = all_0_41_41
% 65.54/30.49  																					|
% 65.54/30.49  																					| From (6435) and (5694) follows:
% 65.54/30.49  																					| (219) op(e3, e3) = all_0_41_41
% 65.54/30.49  																					|
% 65.54/30.49  																					+-Applying beta-rule and splitting (113), into two cases.
% 65.54/30.49  																					|-Branch one:
% 65.54/30.49  																					| (403) all_0_41_41 = e3
% 65.54/30.49  																					|
% 65.54/30.49  																						| Equations (403) can reduce 1898 to:
% 65.54/30.49  																						| (266) $false
% 65.54/30.49  																						|
% 65.54/30.49  																						|-The branch is then unsatisfiable
% 65.54/30.49  																					|-Branch two:
% 65.54/30.49  																					| (1898)  ~ (all_0_41_41 = e3)
% 65.54/30.49  																					| (1899) all_0_42_42 = e3 | all_0_44_44 = e3
% 65.54/30.49  																					|
% 65.54/30.49  																						+-Applying beta-rule and splitting (196), into two cases.
% 65.54/30.49  																						|-Branch one:
% 65.54/30.49  																						| (607) all_0_53_53 = e2
% 65.54/30.49  																						|
% 65.54/30.49  																							| Equations (607) can reduce 162 to:
% 65.54/30.49  																							| (296)  ~ (all_0_40_40 = e2)
% 65.54/30.49  																							|
% 65.54/30.49  																							| Equations (607) can reduce 65 to:
% 65.54/30.49  																							| (340)  ~ (all_0_49_49 = e2)
% 65.54/30.49  																							|
% 65.54/30.49  																							| Equations (607) can reduce 247 to:
% 65.54/30.49  																							| (128)  ~ (e2 = e0)
% 65.54/30.49  																							|
% 65.54/30.49  																							| From (607) and (175) follows:
% 65.54/30.49  																							| (1556) op(e2, e0) = all_0_28_28
% 65.54/30.49  																							|
% 65.54/30.49  																							+-Applying beta-rule and splitting (160), into two cases.
% 65.54/30.49  																							|-Branch one:
% 65.54/30.49  																							| (601) all_0_50_50 = e1
% 65.54/30.49  																							|
% 65.54/30.49  																								| Combining equations (415,601) yields a new equation:
% 65.54/30.49  																								| (454) e3 = e1
% 65.54/30.49  																								|
% 65.54/30.49  																								| Simplifying 454 yields:
% 65.54/30.49  																								| (455) e3 = e1
% 65.54/30.49  																								|
% 65.54/30.49  																								| Equations (455) can reduce 213 to:
% 65.54/30.49  																								| (266) $false
% 65.54/30.49  																								|
% 65.54/30.49  																								|-The branch is then unsatisfiable
% 65.54/30.49  																							|-Branch two:
% 65.54/30.49  																							| (759)  ~ (all_0_50_50 = e1)
% 65.54/30.49  																							| (1168) all_0_51_51 = e1 | all_0_52_52 = e1 | all_0_53_53 = e1
% 65.54/30.49  																							|
% 65.54/30.49  																								+-Applying beta-rule and splitting (10171), into two cases.
% 65.54/30.49  																								|-Branch one:
% 65.54/30.49  																								| (1105) all_0_47_47 = e2
% 65.54/30.49  																								|
% 65.54/30.49  																									| Equations (1105) can reduce 79 to:
% 65.54/30.49  																									| (294)  ~ (all_0_39_39 = e2)
% 65.54/30.49  																									|
% 65.54/30.49  																									| Equations (1105) can reduce 198 to:
% 65.54/30.49  																									| (51)  ~ (all_0_42_42 = e2)
% 65.54/30.49  																									|
% 65.54/30.49  																									| Equations (1105) can reduce 86 to:
% 65.54/30.49  																									| (339)  ~ (all_0_49_49 = e2)
% 65.54/30.49  																									|
% 65.54/30.49  																									| Simplifying 339 yields:
% 65.54/30.49  																									| (340)  ~ (all_0_49_49 = e2)
% 65.54/30.49  																									|
% 65.54/30.49  																									| Equations (1105) can reduce 91 to:
% 65.54/30.49  																									| (510)  ~ (all_0_56_56 = e2)
% 65.54/30.49  																									|
% 65.54/30.49  																									| Simplifying 510 yields:
% 65.54/30.49  																									| (511)  ~ (all_0_56_56 = e2)
% 65.54/30.49  																									|
% 65.54/30.49  																									| Equations (1105) can reduce 462 to:
% 65.54/30.49  																									| (122)  ~ (e2 = e1)
% 65.54/30.49  																									|
% 65.54/30.49  																									+-Applying beta-rule and splitting (1168), into two cases.
% 65.54/30.49  																									|-Branch one:
% 65.54/30.49  																									| (1109) all_0_51_51 = e1
% 65.54/30.49  																									|
% 65.54/30.49  																										| Equations (1109) can reduce 139 to:
% 65.54/30.49  																										| (151)  ~ (all_0_39_39 = e1)
% 65.54/30.49  																										|
% 65.54/30.49  																										| Equations (1109) can reduce 61 to:
% 65.54/30.49  																										| (1380)  ~ (all_0_42_42 = e1)
% 65.54/30.49  																										|
% 65.54/30.49  																										| Equations (1109) can reduce 16 to:
% 65.54/30.49  																										| (465)  ~ (all_0_56_56 = e1)
% 65.54/30.49  																										|
% 65.54/30.49  																										| Simplifying 465 yields:
% 65.54/30.49  																										| (466)  ~ (all_0_56_56 = e1)
% 65.54/30.49  																										|
% 65.54/30.49  																										| Equations (1109) can reduce 475 to:
% 65.54/30.49  																										| (602)  ~ (e4 = e1)
% 65.54/30.49  																										|
% 65.54/30.49  																										| Simplifying 602 yields:
% 65.54/30.49  																										| (110)  ~ (e4 = e1)
% 65.54/30.49  																										|
% 65.54/30.49  																										| Equations (1109) can reduce 664 to:
% 65.54/30.49  																										| (467)  ~ (e3 = e1)
% 65.54/30.49  																										|
% 65.54/30.49  																										| Simplifying 467 yields:
% 65.54/30.49  																										| (213)  ~ (e3 = e1)
% 65.54/30.49  																										|
% 65.54/30.49  																										| Equations (1109) can reduce 115 to:
% 65.54/30.49  																										| (233)  ~ (e1 = e0)
% 65.54/30.49  																										|
% 65.54/30.49  																										| From (1109) and (177) follows:
% 65.54/30.49  																										| (4211) op(e1, e2) = all_0_25_25
% 65.54/30.49  																										|
% 65.54/30.49  																										| From (1109) and (186) follows:
% 65.54/30.49  																										| (699) op(e1, e2) = e1
% 65.54/30.49  																										|
% 65.54/30.49  																										| Instantiating formula (29) with e2, e0, all_0_28_28, all_0_49_49 and discharging atoms op(e2, e0) = all_0_28_28, op(e2, e0) = all_0_49_49, yields:
% 65.54/30.49  																										| (7482) all_0_28_28 = all_0_49_49
% 65.54/30.49  																										|
% 65.54/30.49  																										| Instantiating formula (29) with e1, e2, e1, all_0_25_25 and discharging atoms op(e1, e2) = all_0_25_25, op(e1, e2) = e1, yields:
% 65.54/30.49  																										| (4271) all_0_25_25 = e1
% 65.54/30.49  																										|
% 65.54/30.49  																										| From (7482) and (1556) follows:
% 65.54/30.49  																										| (55) op(e2, e0) = all_0_49_49
% 65.54/30.49  																										|
% 65.54/30.49  																										| From (4271) and (4211) follows:
% 65.57/30.49  																										| (699) op(e1, e2) = e1
% 65.57/30.49  																										|
% 65.57/30.49  																										+-Applying beta-rule and splitting (189), into two cases.
% 65.57/30.49  																										|-Branch one:
% 65.57/30.49  																										| (532) all_0_44_44 = e3
% 65.57/30.49  																										|
% 65.57/30.49  																											| Equations (532) can reduce 143 to:
% 65.57/30.49  																											| (2)  ~ (all_0_40_40 = e3)
% 65.57/30.49  																											|
% 65.57/30.49  																											| Equations (532) can reduce 181 to:
% 65.57/30.49  																											| (275)  ~ (all_0_58_58 = e3)
% 65.57/30.49  																											|
% 65.57/30.49  																											| Simplifying 275 yields:
% 65.57/30.49  																											| (276)  ~ (all_0_58_58 = e3)
% 65.57/30.49  																											|
% 65.57/30.49  																											| From (532) and (70) follows:
% 65.57/30.49  																											| (1954) op(e3, e0) = all_0_12_12
% 65.57/30.49  																											|
% 65.57/30.49  																											| From (532) and (138) follows:
% 65.57/30.49  																											| (1639) op(e3, e0) = e3
% 65.57/30.49  																											|
% 65.57/30.49  																											+-Applying beta-rule and splitting (103), into two cases.
% 65.57/30.49  																											|-Branch one:
% 65.57/30.49  																											| (453) all_0_41_41 = e1
% 65.57/30.49  																											|
% 65.57/30.49  																												| Equations (453) can reduce 191 to:
% 65.57/30.49  																												| (2331)  ~ (all_0_55_55 = e1)
% 65.57/30.49  																												|
% 65.57/30.50  																												| Simplifying 2331 yields:
% 65.57/30.50  																												| (632)  ~ (all_0_55_55 = e1)
% 65.57/30.50  																												|
% 65.57/30.50  																												| Equations (453) can reduce 85 to:
% 65.57/30.50  																												| (604)  ~ (e2 = e1)
% 65.57/30.50  																												|
% 65.57/30.50  																												| Simplifying 604 yields:
% 65.57/30.50  																												| (122)  ~ (e2 = e1)
% 65.57/30.50  																												|
% 65.57/30.50  																												+-Applying beta-rule and splitting (174), into two cases.
% 65.57/30.50  																												|-Branch one:
% 65.57/30.50  																												| (386) all_0_55_55 = e2
% 65.57/30.50  																												|
% 65.57/30.50  																													| Equations (386) can reduce 304 to:
% 65.57/30.50  																													| (266) $false
% 65.57/30.50  																													|
% 65.57/30.50  																													|-The branch is then unsatisfiable
% 65.57/30.50  																												|-Branch two:
% 65.57/30.50  																												| (304)  ~ (all_0_55_55 = e2)
% 65.57/30.50  																												| (2051) all_0_55_55 = e4 | all_0_55_55 = e3 | all_0_55_55 = e1 | all_0_55_55 = e0
% 65.57/30.50  																												|
% 65.57/30.50  																													+-Applying beta-rule and splitting (152), into two cases.
% 65.57/30.50  																													|-Branch one:
% 65.57/30.50  																													| (1392) all_0_42_42 = e4
% 65.57/30.50  																													|
% 65.57/30.50  																														| Equations (1392) can reduce 145 to:
% 65.57/30.50  																														| (1377)  ~ (all_0_39_39 = e4)
% 65.57/30.50  																														|
% 65.57/30.50  																														| Equations (1392) can reduce 358 to:
% 65.57/30.50  																														| (49)  ~ (e4 = e0)
% 65.57/30.50  																														|
% 65.57/30.50  																														| From (1392) and (225) follows:
% 65.57/30.50  																														| (4073) op(e4, e2) = all_0_8_8
% 65.57/30.50  																														|
% 65.57/30.50  																														+-Applying beta-rule and splitting (216), into two cases.
% 65.57/30.50  																														|-Branch one:
% 65.57/30.50  																														| (629) all_0_55_55 = e1
% 65.57/30.50  																														|
% 65.57/30.50  																															| Equations (629) can reduce 632 to:
% 65.57/30.50  																															| (266) $false
% 65.57/30.50  																															|
% 65.57/30.50  																															|-The branch is then unsatisfiable
% 65.57/30.50  																														|-Branch two:
% 65.57/30.50  																														| (632)  ~ (all_0_55_55 = e1)
% 65.57/30.50  																														| (633) all_0_56_56 = e1 | all_0_57_57 = e1 | all_0_58_58 = e1
% 65.57/30.50  																														|
% 65.57/30.50  																															+-Applying beta-rule and splitting (326), into two cases.
% 65.57/30.50  																															|-Branch one:
% 65.57/30.50  																															| (471) all_0_39_39 = e4
% 65.57/30.50  																															|
% 65.57/30.50  																																| Equations (471) can reduce 1377 to:
% 65.57/30.50  																																| (266) $false
% 65.57/30.50  																																|
% 65.57/30.50  																																|-The branch is then unsatisfiable
% 65.57/30.50  																															|-Branch two:
% 65.57/30.50  																															| (1377)  ~ (all_0_39_39 = e4)
% 65.57/30.50  																															| (1378) all_0_40_40 = e4
% 65.57/30.50  																															|
% 65.57/30.50  																																| Equations (1378) can reduce 2 to:
% 65.57/30.50  																																| (188)  ~ (e4 = e3)
% 65.57/30.50  																																|
% 65.57/30.50  																																| Equations (1378) can reduce 296 to:
% 65.57/30.50  																																| (48)  ~ (e4 = e2)
% 65.57/30.50  																																|
% 65.57/30.50  																																| Equations (1378) can reduce 132 to:
% 65.57/30.50  																																| (110)  ~ (e4 = e1)
% 65.57/30.50  																																|
% 65.57/30.50  																																+-Applying beta-rule and splitting (62), into two cases.
% 65.57/30.50  																																|-Branch one:
% 65.57/30.50  																																| (321) all_0_38_38 = e4
% 65.57/30.50  																																|
% 65.57/30.50  																																	| Combining equations (292,321) yields a new equation:
% 65.57/30.50  																																	| (323) e4 = e2
% 65.57/30.50  																																	|
% 65.57/30.50  																																	| Equations (323) can reduce 48 to:
% 65.57/30.50  																																	| (266) $false
% 65.57/30.50  																																	|
% 65.57/30.50  																																	|-The branch is then unsatisfiable
% 65.57/30.50  																																|-Branch two:
% 65.57/30.50  																																| (325)  ~ (all_0_38_38 = e4)
% 65.57/30.50  																																| (582) all_0_41_41 = e4 | all_0_46_46 = e4 | all_0_50_50 = e4 | all_0_55_55 = e4
% 65.57/30.50  																																|
% 65.57/30.50  																																	+-Applying beta-rule and splitting (582), into two cases.
% 65.57/30.50  																																	|-Branch one:
% 65.57/30.50  																																	| (437) all_0_41_41 = e4
% 65.57/30.50  																																	|
% 65.57/30.50  																																		| Combining equations (453,437) yields a new equation:
% 65.57/30.50  																																		| (630) e4 = e1
% 65.57/30.50  																																		|
% 65.57/30.50  																																		| Equations (630) can reduce 110 to:
% 65.57/30.50  																																		| (266) $false
% 65.57/30.50  																																		|
% 65.57/30.50  																																		|-The branch is then unsatisfiable
% 65.57/30.50  																																	|-Branch two:
% 65.57/30.50  																																	| (440)  ~ (all_0_41_41 = e4)
% 65.57/30.50  																																	| (769) all_0_46_46 = e4 | all_0_50_50 = e4 | all_0_55_55 = e4
% 65.57/30.50  																																	|
% 65.57/30.50  																																		+-Applying beta-rule and splitting (769), into two cases.
% 65.57/30.50  																																		|-Branch one:
% 65.57/30.50  																																		| (770) all_0_46_46 = e4
% 65.57/30.50  																																		|
% 65.57/30.50  																																			| Equations (770) can reduce 208 to:
% 65.57/30.50  																																			| (255)  ~ (all_0_49_49 = e4)
% 65.57/30.50  																																			|
% 65.57/30.50  																																			| Simplifying 255 yields:
% 65.57/30.50  																																			| (256)  ~ (all_0_49_49 = e4)
% 65.57/30.50  																																			|
% 65.57/30.50  																																			| Equations (770) can reduce 58 to:
% 65.57/30.50  																																			| (1909)  ~ (all_0_55_55 = e4)
% 65.57/30.50  																																			|
% 65.57/30.50  																																			| Simplifying 1909 yields:
% 65.57/30.50  																																			| (763)  ~ (all_0_55_55 = e4)
% 65.57/30.50  																																			|
% 65.57/30.50  																																			| Equations (770) can reduce 409 to:
% 65.57/30.50  																																			| (188)  ~ (e4 = e3)
% 65.57/30.50  																																			|
% 65.57/30.50  																																			| From (770) and (179) follows:
% 65.57/30.50  																																			| (94991) op(e4, e2) = all_0_15_15
% 65.57/30.50  																																			|
% 65.57/30.50  																																			| From (770) and (120) follows:
% 65.57/30.51  																																			| (72494) op(e2, e3) = e4
% 65.57/30.51  																																			|
% 65.57/30.51  																																			+-Applying beta-rule and splitting (184), into two cases.
% 65.57/30.51  																																			|-Branch one:
% 65.57/30.51  																																			| (538) all_0_46_46 = e0
% 65.57/30.51  																																			|
% 65.57/30.51  																																				| Combining equations (770,538) yields a new equation:
% 65.57/30.51  																																				| (481) e4 = e0
% 65.57/30.51  																																				|
% 65.57/30.51  																																				| Simplifying 481 yields:
% 65.57/30.51  																																				| (397) e4 = e0
% 65.57/30.51  																																				|
% 65.57/30.51  																																				| Equations (397) can reduce 49 to:
% 65.57/30.51  																																				| (266) $false
% 65.57/30.51  																																				|
% 65.57/30.51  																																				|-The branch is then unsatisfiable
% 65.57/30.51  																																			|-Branch two:
% 65.57/30.51  																																			| (831)  ~ (all_0_46_46 = e0)
% 65.57/30.51  																																			| (832) all_0_47_47 = e0 | all_0_48_48 = e0 | all_0_49_49 = e0
% 65.57/30.51  																																			|
% 65.57/30.51  																																				| Equations (770) can reduce 831 to:
% 65.57/30.51  																																				| (49)  ~ (e4 = e0)
% 65.57/30.51  																																				|
% 65.57/30.51  																																				+-Applying beta-rule and splitting (243), into two cases.
% 65.57/30.51  																																				|-Branch one:
% 65.57/30.51  																																				| (329) all_0_38_38 = e0
% 65.57/30.51  																																				|
% 65.57/30.51  																																					| Combining equations (292,329) yields a new equation:
% 65.57/30.51  																																					| (391) e2 = e0
% 65.57/30.51  																																					|
% 65.57/30.51  																																					| Simplifying 391 yields:
% 65.57/30.51  																																					| (330) e2 = e0
% 65.57/30.51  																																					|
% 65.57/30.51  																																					| Equations (330) can reduce 128 to:
% 65.57/30.51  																																					| (266) $false
% 65.57/30.51  																																					|
% 65.57/30.51  																																					|-The branch is then unsatisfiable
% 65.57/30.51  																																				|-Branch two:
% 65.57/30.51  																																				| (332)  ~ (all_0_38_38 = e0)
% 65.57/30.51  																																				| (395) all_0_41_41 = e0 | all_0_46_46 = e0 | all_0_55_55 = e0
% 65.57/30.51  																																				|
% 65.57/30.51  																																					+-Applying beta-rule and splitting (22), into two cases.
% 65.57/30.51  																																					|-Branch one:
% 65.57/30.51  																																					| (268) all_0_54_54 = e3
% 65.57/30.51  																																					|
% 65.57/30.51  																																						| Combining equations (268,265) yields a new equation:
% 65.57/30.51  																																						| (425) e4 = e3
% 65.57/30.51  																																						|
% 65.57/30.51  																																						| Equations (425) can reduce 188 to:
% 65.57/30.51  																																						| (266) $false
% 65.57/30.51  																																						|
% 65.57/30.51  																																						|-The branch is then unsatisfiable
% 65.57/30.51  																																					|-Branch two:
% 65.57/30.51  																																					| (60427)  ~ (all_0_54_54 = e3)
% 65.57/30.51  																																					| (62553) all_0_55_55 = e3 | all_0_56_56 = e3 | all_0_58_58 = e3
% 65.57/30.51  																																					|
% 65.57/30.51  																																						+-Applying beta-rule and splitting (633), into two cases.
% 65.57/30.51  																																						|-Branch one:
% 65.57/30.51  																																						| (1569) all_0_56_56 = e1
% 65.57/30.51  																																						|
% 65.57/30.51  																																							| Equations (1569) can reduce 466 to:
% 65.57/30.51  																																							| (266) $false
% 65.57/30.51  																																							|
% 65.57/30.51  																																							|-The branch is then unsatisfiable
% 65.57/30.51  																																						|-Branch two:
% 65.57/30.51  																																						| (466)  ~ (all_0_56_56 = e1)
% 65.57/30.51  																																						| (1574) all_0_57_57 = e1 | all_0_58_58 = e1
% 65.57/30.51  																																						|
% 65.57/30.51  																																							+-Applying beta-rule and splitting (2051), into two cases.
% 65.57/30.51  																																							|-Branch one:
% 65.57/30.51  																																							| (587) all_0_55_55 = e4
% 65.57/30.51  																																							|
% 65.57/30.51  																																								| Equations (587) can reduce 763 to:
% 65.57/30.51  																																								| (266) $false
% 65.57/30.51  																																								|
% 65.57/30.51  																																								|-The branch is then unsatisfiable
% 65.57/30.51  																																							|-Branch two:
% 65.57/30.51  																																							| (763)  ~ (all_0_55_55 = e4)
% 65.57/30.51  																																							| (2055) all_0_55_55 = e3 | all_0_55_55 = e1 | all_0_55_55 = e0
% 65.57/30.51  																																							|
% 65.57/30.51  																																								+-Applying beta-rule and splitting (333), into two cases.
% 65.57/30.51  																																								|-Branch one:
% 65.57/30.51  																																								| (480) all_0_39_39 = e0
% 65.57/30.51  																																								|
% 65.57/30.51  																																									| Equations (480) can reduce 294 to:
% 65.57/30.51  																																									| (365)  ~ (e2 = e0)
% 65.57/30.51  																																									|
% 65.57/30.51  																																									| Simplifying 365 yields:
% 65.57/30.51  																																									| (128)  ~ (e2 = e0)
% 65.57/30.51  																																									|
% 65.57/30.51  																																									| Equations (480) can reduce 151 to:
% 65.57/30.51  																																									| (435)  ~ (e1 = e0)
% 65.57/30.51  																																									|
% 65.57/30.51  																																									| Simplifying 435 yields:
% 65.57/30.51  																																									| (233)  ~ (e1 = e0)
% 65.57/30.51  																																									|
% 65.57/30.51  																																									| From (480) and (38) follows:
% 65.57/30.51  																																									| (1413) op(e0, e2) = all_0_3_3
% 65.57/30.51  																																									|
% 65.57/30.51  																																									| From (480) and (14) follows:
% 65.57/30.51  																																									| (4090) op(e4, e2) = e0
% 65.57/30.51  																																									|
% 65.57/30.51  																																									+-Applying beta-rule and splitting (832), into two cases.
% 65.57/30.51  																																									|-Branch one:
% 65.57/30.51  																																									| (674) all_0_47_47 = e0
% 65.57/30.51  																																									|
% 65.57/30.51  																																										| Combining equations (1105,674) yields a new equation:
% 65.57/30.51  																																										| (391) e2 = e0
% 65.57/30.51  																																										|
% 65.57/30.51  																																										| Simplifying 391 yields:
% 65.57/30.51  																																										| (330) e2 = e0
% 65.57/30.51  																																										|
% 65.57/30.51  																																										| Equations (330) can reduce 128 to:
% 65.57/30.51  																																										| (266) $false
% 65.57/30.51  																																										|
% 65.57/30.51  																																										|-The branch is then unsatisfiable
% 65.57/30.51  																																									|-Branch two:
% 65.57/30.51  																																									| (678)  ~ (all_0_47_47 = e0)
% 65.57/30.51  																																									| (1278) all_0_48_48 = e0 | all_0_49_49 = e0
% 65.57/30.51  																																									|
% 65.57/30.51  																																										+-Applying beta-rule and splitting (1278), into two cases.
% 65.57/30.51  																																										|-Branch one:
% 65.57/30.51  																																										| (1279) all_0_48_48 = e0
% 65.57/30.51  																																										|
% 65.57/30.51  																																											| Combining equations (615,1279) yields a new equation:
% 65.57/30.51  																																											| (546) e1 = e0
% 65.57/30.51  																																											|
% 65.57/30.51  																																											| Simplifying 546 yields:
% 65.57/30.51  																																											| (431) e1 = e0
% 65.57/30.51  																																											|
% 65.57/30.51  																																											| Equations (431) can reduce 233 to:
% 65.57/30.51  																																											| (266) $false
% 65.57/30.51  																																											|
% 65.57/30.51  																																											|-The branch is then unsatisfiable
% 65.57/30.51  																																										|-Branch two:
% 65.57/30.51  																																										| (1283)  ~ (all_0_48_48 = e0)
% 65.57/30.51  																																										| (978) all_0_49_49 = e0
% 65.57/30.51  																																										|
% 65.57/30.51  																																											| Equations (978) can reduce 256 to:
% 65.57/30.51  																																											| (401)  ~ (e4 = e0)
% 65.57/30.51  																																											|
% 65.57/30.51  																																											| Simplifying 401 yields:
% 65.57/30.51  																																											| (49)  ~ (e4 = e0)
% 65.57/30.51  																																											|
% 65.57/30.51  																																											| Equations (978) can reduce 1064 to:
% 65.57/30.51  																																											| (435)  ~ (e1 = e0)
% 65.57/30.51  																																											|
% 65.57/30.51  																																											| Simplifying 435 yields:
% 65.57/30.51  																																											| (233)  ~ (e1 = e0)
% 65.57/30.51  																																											|
% 65.57/30.51  																																											| From (978) and (129) follows:
% 65.57/30.51  																																											| (2097) op(e0, e2) = all_0_20_20
% 65.57/30.51  																																											|
% 65.57/30.51  																																											+-Applying beta-rule and splitting (125), into two cases.
% 65.57/30.51  																																											|-Branch one:
% 65.57/30.51  																																											| (858) all_0_55_55 = e0
% 65.57/30.51  																																											|
% 65.57/30.51  																																												| Equations (858) can reduce 153 to:
% 65.57/30.51  																																												| (1181)  ~ (all_0_56_56 = e0)
% 65.57/30.51  																																												|
% 65.57/30.51  																																												| Simplifying 1181 yields:
% 65.57/30.51  																																												| (828)  ~ (all_0_56_56 = e0)
% 65.57/30.51  																																												|
% 65.57/30.51  																																												| Equations (858) can reduce 3 to:
% 65.57/30.51  																																												| (490)  ~ (all_0_58_58 = e0)
% 65.57/30.51  																																												|
% 65.57/30.51  																																												| Simplifying 490 yields:
% 65.57/30.51  																																												| (491)  ~ (all_0_58_58 = e0)
% 65.57/30.51  																																												|
% 65.57/30.51  																																												| Equations (858) can reduce 270 to:
% 65.57/30.51  																																												| (541)  ~ (e3 = e0)
% 65.57/30.51  																																												|
% 65.57/30.51  																																												| Simplifying 541 yields:
% 65.57/30.51  																																												| (80)  ~ (e3 = e0)
% 65.57/30.51  																																												|
% 65.57/30.51  																																												| From (858) and (187) follows:
% 65.57/30.51  																																												| (2064) op(e0, e3) = all_0_32_32
% 65.57/30.51  																																												|
% 65.57/30.51  																																												| From (858) and (74) follows:
% 65.57/30.51  																																												| (752) op(e0, e3) = e0
% 65.57/30.51  																																												|
% 65.57/30.51  																																												+-Applying beta-rule and splitting (1574), into two cases.
% 65.57/30.51  																																												|-Branch one:
% 65.57/30.51  																																												| (647) all_0_57_57 = e1
% 65.57/30.51  																																												|
% 65.57/30.51  																																													| Combining equations (647,442) yields a new equation:
% 65.57/30.51  																																													| (617) e2 = e1
% 65.57/30.51  																																													|
% 65.57/30.51  																																													| Equations (617) can reduce 122 to:
% 65.57/30.51  																																													| (266) $false
% 65.57/30.51  																																													|
% 65.57/30.51  																																													|-The branch is then unsatisfiable
% 65.57/30.51  																																												|-Branch two:
% 65.57/30.51  																																												| (1670)  ~ (all_0_57_57 = e1)
% 65.57/30.51  																																												| (918) all_0_58_58 = e1
% 65.57/30.51  																																												|
% 65.57/30.51  																																													| Equations (918) can reduce 276 to:
% 65.57/30.51  																																													| (467)  ~ (e3 = e1)
% 65.57/30.51  																																													|
% 65.57/30.51  																																													| Simplifying 467 yields:
% 65.57/30.51  																																													| (213)  ~ (e3 = e1)
% 65.57/30.51  																																													|
% 65.57/30.51  																																													| Equations (918) can reduce 491 to:
% 65.57/30.51  																																													| (233)  ~ (e1 = e0)
% 65.57/30.51  																																													|
% 65.57/30.51  																																													+-Applying beta-rule and splitting (62553), into two cases.
% 65.57/30.51  																																													|-Branch one:
% 65.57/30.51  																																													| (2336) all_0_55_55 = e3
% 65.57/30.51  																																													|
% 65.57/30.51  																																														| Combining equations (858,2336) yields a new equation:
% 65.57/30.51  																																														| (676) e3 = e0
% 65.57/30.51  																																														|
% 65.57/30.51  																																														| Equations (676) can reduce 80 to:
% 65.57/30.51  																																														| (266) $false
% 65.57/30.51  																																														|
% 65.57/30.51  																																														|-The branch is then unsatisfiable
% 65.57/30.51  																																													|-Branch two:
% 65.57/30.51  																																													| (270)  ~ (all_0_55_55 = e3)
% 65.57/30.52  																																													| (62557) all_0_56_56 = e3 | all_0_58_58 = e3
% 65.57/30.52  																																													|
% 65.57/30.52  																																														+-Applying beta-rule and splitting (62557), into two cases.
% 65.57/30.52  																																														|-Branch one:
% 65.57/30.52  																																														| (1097) all_0_56_56 = e3
% 65.57/30.52  																																														|
% 65.57/30.52  																																															| Equations (1097) can reduce 828 to:
% 65.57/30.52  																																															| (80)  ~ (e3 = e0)
% 65.57/30.52  																																															|
% 65.57/30.52  																																															| From (1097) and (127) follows:
% 65.57/30.52  																																															| (79680) op(e3, e0) = all_0_33_33
% 65.57/30.52  																																															|
% 65.57/30.52  																																															| From (1097) and (111) follows:
% 65.57/30.52  																																															| (65099) op(e0, e2) = e3
% 65.57/30.52  																																															|
% 65.57/30.52  																																															| Instantiating formula (29) with e4, e2, all_0_15_15, all_0_8_8 and discharging atoms op(e4, e2) = all_0_8_8, op(e4, e2) = all_0_15_15, yields:
% 65.57/30.52  																																															| (85396) all_0_8_8 = all_0_15_15
% 65.57/30.52  																																															|
% 65.57/30.52  																																															| Instantiating formula (29) with e4, e2, e0, all_0_8_8 and discharging atoms op(e4, e2) = all_0_8_8, op(e4, e2) = e0, yields:
% 65.57/30.52  																																															| (4262) all_0_8_8 = e0
% 65.57/30.52  																																															|
% 65.57/30.52  																																															| Instantiating formula (29) with e3, e0, all_0_33_33, all_0_12_12 and discharging atoms op(e3, e0) = all_0_12_12, op(e3, e0) = all_0_33_33, yields:
% 65.57/30.52  																																															| (5717) all_0_12_12 = all_0_33_33
% 65.57/30.52  																																															|
% 65.57/30.52  																																															| Instantiating formula (29) with e3, e0, e3, all_0_12_12 and discharging atoms op(e3, e0) = all_0_12_12, op(e3, e0) = e3, yields:
% 65.57/30.52  																																															| (2156) all_0_12_12 = e3
% 65.57/30.52  																																															|
% 65.57/30.52  																																															| Instantiating formula (29) with e0, e3, e0, all_0_32_32 and discharging atoms op(e0, e3) = all_0_32_32, op(e0, e3) = e0, yields:
% 65.57/30.52  																																															| (2163) all_0_32_32 = e0
% 65.57/30.52  																																															|
% 65.57/30.52  																																															| Instantiating formula (29) with e0, e2, all_0_20_20, all_0_3_3 and discharging atoms op(e0, e2) = all_0_3_3, op(e0, e2) = all_0_20_20, yields:
% 65.57/30.52  																																															| (2164) all_0_3_3 = all_0_20_20
% 65.57/30.52  																																															|
% 65.57/30.52  																																															| Instantiating formula (29) with e0, e2, e3, all_0_3_3 and discharging atoms op(e0, e2) = all_0_3_3, op(e0, e2) = e3, yields:
% 65.57/30.53  																																															| (95075) all_0_3_3 = e3
% 65.57/30.53  																																															|
% 65.57/30.53  																																															| Combining equations (95075,2164) yields a new equation:
% 65.57/30.53  																																															| (4837) all_0_20_20 = e3
% 65.57/30.53  																																															|
% 65.57/30.53  																																															| Combining equations (85396,4262) yields a new equation:
% 65.61/30.54  																																															| (95077) all_0_15_15 = e0
% 65.61/30.54  																																															|
% 65.61/30.54  																																															| Simplifying 95077 yields:
% 65.61/30.54  																																															| (95078) all_0_15_15 = e0
% 65.61/30.54  																																															|
% 65.61/30.54  																																															| Combining equations (5717,2156) yields a new equation:
% 65.61/30.54  																																															| (1601) all_0_33_33 = e3
% 65.61/30.54  																																															|
% 65.61/30.54  																																															| Simplifying 1601 yields:
% 65.61/30.54  																																															| (1602) all_0_33_33 = e3
% 65.61/30.54  																																															|
% 65.61/30.54  																																															| From (95078) and (94991) follows:
% 65.61/30.55  																																															| (4090) op(e4, e2) = e0
% 65.61/30.55  																																															|
% 65.61/30.55  																																															| From (1602) and (79680) follows:
% 65.61/30.55  																																															| (1639) op(e3, e0) = e3
% 65.61/30.55  																																															|
% 65.61/30.55  																																															| From (2163) and (2064) follows:
% 65.61/30.55  																																															| (752) op(e0, e3) = e0
% 65.61/30.55  																																															|
% 65.61/30.55  																																															| From (4837) and (2097) follows:
% 65.61/30.55  																																															| (65099) op(e0, e2) = e3
% 65.61/30.55  																																															|
% 65.61/30.55  																																															+-Applying beta-rule and splitting (56), into two cases.
% 65.61/30.55  																																															|-Branch one:
% 65.61/30.55  																																															| (696) unit = e2
% 65.61/30.55  																																															|
% 65.61/30.55  																																																| From (696) and (24) follows:
% 65.61/30.55  																																																| (697) op(e2, e3) = e3
% 65.61/30.55  																																																|
% 65.61/30.55  																																																| From (696) and (227) follows:
% 65.61/30.55  																																																| (4284) op(e4, e2) = e4
% 65.61/30.55  																																																|
% 65.61/30.55  																																																| Instantiating formula (29) with e4, e2, e4, e0 and discharging atoms op(e4, e2) = e4, op(e4, e2) = e0, yields:
% 65.61/30.55  																																																| (397) e4 = e0
% 65.61/30.55  																																																|
% 65.61/30.55  																																																| Instantiating formula (29) with e2, e3, e3, e4 and discharging atoms op(e2, e3) = e4, op(e2, e3) = e3, yields:
% 65.61/30.55  																																																| (425) e4 = e3
% 65.61/30.55  																																																|
% 65.61/30.55  																																																| Combining equations (397,425) yields a new equation:
% 65.61/30.55  																																																| (676) e3 = e0
% 65.61/30.55  																																																|
% 65.61/30.55  																																																| Equations (676) can reduce 80 to:
% 65.61/30.55  																																																| (266) $false
% 65.61/30.55  																																																|
% 65.61/30.55  																																																|-The branch is then unsatisfiable
% 65.61/30.55  																																															|-Branch two:
% 65.61/30.55  																																															| (707)  ~ (unit = e2)
% 65.61/30.55  																																															| (708) unit = e4 | unit = e3 | unit = e1 | unit = e0
% 65.61/30.55  																																															|
% 65.61/30.55  																																																+-Applying beta-rule and splitting (708), into two cases.
% 65.61/30.55  																																																|-Branch one:
% 65.61/30.55  																																																| (709) unit = e4
% 65.61/30.55  																																																|
% 65.61/30.55  																																																	| From (709) and (15) follows:
% 65.61/30.55  																																																	| (22188) op(e4, e2) = e2
% 65.61/30.55  																																																	|
% 65.61/30.55  																																																	| From (709) and (211) follows:
% 65.63/30.55  																																																	| (22527) op(e4, e1) = e1
% 65.63/30.55  																																																	|
% 65.63/30.55  																																																	| From (709) and (32) follows:
% 65.63/30.55  																																																	| (712) op(e2, e4) = e2
% 65.63/30.55  																																																	|
% 65.63/30.55  																																																	| Instantiating formula (29) with e4, e2, e2, e0 and discharging atoms op(e4, e2) = e2, op(e4, e2) = e0, yields:
% 65.63/30.55  																																																	| (330) e2 = e0
% 65.63/30.55  																																																	|
% 65.63/30.55  																																																	| Instantiating formula (29) with e4, e1, e1, e3 and discharging atoms op(e4, e1) = e3, op(e4, e1) = e1, yields:
% 65.63/30.55  																																																	| (455) e3 = e1
% 65.63/30.55  																																																	|
% 65.63/30.55  																																																	| Instantiating formula (29) with e2, e4, e2, e3 and discharging atoms op(e2, e4) = e3, op(e2, e4) = e2, yields:
% 65.63/30.55  																																																	| (662) e3 = e2
% 65.63/30.55  																																																	|
% 65.63/30.55  																																																	| Combining equations (455,662) yields a new equation:
% 65.63/30.55  																																																	| (617) e2 = e1
% 65.63/30.55  																																																	|
% 65.63/30.55  																																																	| Combining equations (617,330) yields a new equation:
% 65.63/30.55  																																																	| (546) e1 = e0
% 65.63/30.55  																																																	|
% 65.63/30.55  																																																	| Simplifying 546 yields:
% 65.63/30.55  																																																	| (431) e1 = e0
% 65.63/30.55  																																																	|
% 65.63/30.55  																																																	| Equations (431) can reduce 233 to:
% 65.63/30.55  																																																	| (266) $false
% 65.63/30.55  																																																	|
% 65.63/30.55  																																																	|-The branch is then unsatisfiable
% 65.63/30.55  																																																|-Branch two:
% 65.63/30.55  																																																| (724)  ~ (unit = e4)
% 65.63/30.55  																																																| (725) unit = e3 | unit = e1 | unit = e0
% 65.63/30.55  																																																|
% 65.63/30.55  																																																	+-Applying beta-rule and splitting (725), into two cases.
% 65.63/30.55  																																																	|-Branch one:
% 65.63/30.55  																																																	| (726) unit = e0
% 65.63/30.55  																																																	|
% 65.63/30.55  																																																		| From (726) and (24) follows:
% 65.63/30.55  																																																		| (2208) op(e0, e3) = e3
% 65.63/30.55  																																																		|
% 65.63/30.55  																																																		| From (726) and (15) follows:
% 65.63/30.55  																																																		| (1508) op(e0, e2) = e2
% 65.63/30.55  																																																		|
% 65.63/30.55  																																																		| From (726) and (211) follows:
% 65.63/30.55  																																																		| (15180) op(e0, e1) = e1
% 65.63/30.55  																																																		|
% 65.63/30.55  																																																		| Instantiating formula (29) with e0, e3, e3, e0 and discharging atoms op(e0, e3) = e3, op(e0, e3) = e0, yields:
% 65.63/30.55  																																																		| (676) e3 = e0
% 65.63/30.55  																																																		|
% 65.63/30.55  																																																		| Instantiating formula (29) with e0, e2, e2, e3 and discharging atoms op(e0, e2) = e3, op(e0, e2) = e2, yields:
% 65.63/30.55  																																																		| (662) e3 = e2
% 65.63/30.55  																																																		|
% 65.63/30.55  																																																		| Instantiating formula (29) with e0, e1, e1, e2 and discharging atoms op(e0, e1) = e2, op(e0, e1) = e1, yields:
% 65.63/30.55  																																																		| (617) e2 = e1
% 65.63/30.55  																																																		|
% 65.63/30.55  																																																		| Combining equations (676,662) yields a new equation:
% 65.63/30.55  																																																		| (330) e2 = e0
% 65.63/30.55  																																																		|
% 65.63/30.55  																																																		| Combining equations (330,617) yields a new equation:
% 65.63/30.55  																																																		| (431) e1 = e0
% 65.63/30.55  																																																		|
% 65.63/30.55  																																																		| Equations (431) can reduce 233 to:
% 65.63/30.55  																																																		| (266) $false
% 65.63/30.55  																																																		|
% 65.63/30.55  																																																		|-The branch is then unsatisfiable
% 65.63/30.55  																																																	|-Branch two:
% 65.63/30.55  																																																	| (734)  ~ (unit = e0)
% 65.63/30.55  																																																	| (735) unit = e3 | unit = e1
% 65.63/30.55  																																																	|
% 65.63/30.55  																																																		+-Applying beta-rule and splitting (735), into two cases.
% 65.63/30.55  																																																		|-Branch one:
% 65.63/30.55  																																																		| (736) unit = e1
% 65.63/30.55  																																																		|
% 65.63/30.55  																																																			| Equations (736) can reduce 734 to:
% 65.63/30.55  																																																			| (233)  ~ (e1 = e0)
% 65.63/30.55  																																																			|
% 65.63/30.55  																																																			| From (736) and (15) follows:
% 65.63/30.55  																																																			| (515) op(e1, e2) = e2
% 65.63/30.55  																																																			|
% 65.63/30.55  																																																			| From (736) and (42) follows:
% 65.63/30.55  																																																			| (3221) op(e0, e1) = e0
% 65.63/30.55  																																																			|
% 65.63/30.55  																																																			| Instantiating formula (29) with e1, e2, e2, e1 and discharging atoms op(e1, e2) = e2, op(e1, e2) = e1, yields:
% 65.63/30.55  																																																			| (617) e2 = e1
% 65.63/30.55  																																																			|
% 65.63/30.55  																																																			| Instantiating formula (29) with e0, e1, e0, e2 and discharging atoms op(e0, e1) = e2, op(e0, e1) = e0, yields:
% 65.63/30.55  																																																			| (330) e2 = e0
% 65.63/30.55  																																																			|
% 65.63/30.55  																																																			| Combining equations (617,330) yields a new equation:
% 65.63/30.55  																																																			| (546) e1 = e0
% 65.63/30.55  																																																			|
% 65.63/30.55  																																																			| Simplifying 546 yields:
% 65.63/30.55  																																																			| (431) e1 = e0
% 65.63/30.55  																																																			|
% 65.63/30.55  																																																			| Equations (431) can reduce 233 to:
% 65.63/30.55  																																																			| (266) $false
% 65.63/30.55  																																																			|
% 65.63/30.55  																																																			|-The branch is then unsatisfiable
% 65.63/30.55  																																																		|-Branch two:
% 65.63/30.55  																																																		| (748)  ~ (unit = e1)
% 65.63/30.55  																																																		| (749) unit = e3
% 65.63/30.55  																																																		|
% 65.63/30.55  																																																			| From (749) and (209) follows:
% 65.63/30.55  																																																			| (1667) op(e3, e0) = e0
% 65.63/30.55  																																																			|
% 65.63/30.55  																																																			| From (749) and (28) follows:
% 65.63/30.56  																																																			| (2235) op(e1, e3) = e1
% 65.63/30.56  																																																			|
% 65.63/30.56  																																																			| Instantiating formula (29) with e3, e0, e0, e3 and discharging atoms op(e3, e0) = e3, op(e3, e0) = e0, yields:
% 65.63/30.56  																																																			| (676) e3 = e0
% 65.63/30.56  																																																			|
% 65.63/30.56  																																																			| Instantiating formula (29) with e1, e3, e1, e3 and discharging atoms op(e1, e3) = e3, op(e1, e3) = e1, yields:
% 65.63/30.56  																																																			| (455) e3 = e1
% 65.63/30.56  																																																			|
% 65.63/30.56  																																																			| Combining equations (455,676) yields a new equation:
% 65.63/30.56  																																																			| (546) e1 = e0
% 65.63/30.56  																																																			|
% 65.63/30.56  																																																			| Simplifying 546 yields:
% 65.63/30.56  																																																			| (431) e1 = e0
% 65.63/30.56  																																																			|
% 65.63/30.56  																																																			| Equations (431) can reduce 233 to:
% 65.63/30.56  																																																			| (266) $false
% 65.63/30.56  																																																			|
% 65.63/30.56  																																																			|-The branch is then unsatisfiable
% 65.63/30.56  																																														|-Branch two:
% 65.63/30.56  																																														| (272)  ~ (all_0_56_56 = e3)
% 65.63/30.56  																																														| (795) all_0_58_58 = e3
% 65.63/30.56  																																														|
% 65.63/30.56  																																															| Combining equations (795,918) yields a new equation:
% 65.63/30.56  																																															| (454) e3 = e1
% 65.63/30.56  																																															|
% 65.63/30.56  																																															| Simplifying 454 yields:
% 65.63/30.56  																																															| (455) e3 = e1
% 65.63/30.56  																																															|
% 65.63/30.56  																																															| Equations (455) can reduce 213 to:
% 65.63/30.56  																																															| (266) $false
% 65.63/30.56  																																															|
% 65.63/30.56  																																															|-The branch is then unsatisfiable
% 65.63/30.56  																																											|-Branch two:
% 65.63/30.56  																																											| (803)  ~ (all_0_55_55 = e0)
% 65.63/30.56  																																											| (863) all_0_56_56 = e0 | all_0_57_57 = e0 | all_0_58_58 = e0
% 65.63/30.56  																																											|
% 65.63/30.56  																																												+-Applying beta-rule and splitting (2055), into two cases.
% 65.63/30.56  																																												|-Branch one:
% 65.63/30.56  																																												| (858) all_0_55_55 = e0
% 65.63/30.56  																																												|
% 65.63/30.56  																																													| Equations (858) can reduce 803 to:
% 65.63/30.56  																																													| (266) $false
% 65.63/30.56  																																													|
% 65.63/30.56  																																													|-The branch is then unsatisfiable
% 65.63/30.56  																																												|-Branch two:
% 65.63/30.56  																																												| (803)  ~ (all_0_55_55 = e0)
% 65.63/30.56  																																												| (2315) all_0_55_55 = e3 | all_0_55_55 = e1
% 65.63/30.56  																																												|
% 65.63/30.56  																																													+-Applying beta-rule and splitting (395), into two cases.
% 65.63/30.56  																																													|-Branch one:
% 65.63/30.56  																																													| (794) all_0_41_41 = e0
% 65.63/30.56  																																													|
% 65.63/30.56  																																														| Combining equations (453,794) yields a new equation:
% 65.63/30.56  																																														| (546) e1 = e0
% 65.63/30.56  																																														|
% 65.63/30.56  																																														| Simplifying 546 yields:
% 65.63/30.56  																																														| (431) e1 = e0
% 65.63/30.56  																																														|
% 65.63/30.56  																																														| Equations (431) can reduce 233 to:
% 65.63/30.56  																																														| (266) $false
% 65.63/30.56  																																														|
% 65.63/30.56  																																														|-The branch is then unsatisfiable
% 65.63/30.56  																																													|-Branch two:
% 65.63/30.56  																																													| (357)  ~ (all_0_41_41 = e0)
% 65.63/30.56  																																													| (895) all_0_46_46 = e0 | all_0_55_55 = e0
% 65.63/30.56  																																													|
% 65.63/30.56  																																														+-Applying beta-rule and splitting (895), into two cases.
% 65.63/30.56  																																														|-Branch one:
% 65.63/30.56  																																														| (538) all_0_46_46 = e0
% 65.63/30.56  																																														|
% 65.63/30.56  																																															| Combining equations (538,770) yields a new equation:
% 65.63/30.56  																																															| (397) e4 = e0
% 65.63/30.56  																																															|
% 65.63/30.56  																																															| Equations (397) can reduce 49 to:
% 65.63/30.56  																																															| (266) $false
% 65.63/30.56  																																															|
% 65.63/30.56  																																															|-The branch is then unsatisfiable
% 65.63/30.56  																																														|-Branch two:
% 65.63/30.56  																																														| (831)  ~ (all_0_46_46 = e0)
% 65.63/30.56  																																														| (858) all_0_55_55 = e0
% 65.63/30.56  																																														|
% 65.63/30.56  																																															| Equations (858) can reduce 803 to:
% 65.63/30.56  																																															| (266) $false
% 65.63/30.56  																																															|
% 65.63/30.56  																																															|-The branch is then unsatisfiable
% 65.63/30.56  																																								|-Branch two:
% 65.63/30.56  																																								| (484)  ~ (all_0_39_39 = e0)
% 65.63/30.56  																																								| (485) all_0_40_40 = e0
% 65.63/30.56  																																								|
% 65.63/30.56  																																									| Combining equations (1378,485) yields a new equation:
% 65.63/30.56  																																									| (481) e4 = e0
% 65.63/30.56  																																									|
% 65.63/30.56  																																									| Simplifying 481 yields:
% 65.63/30.56  																																									| (397) e4 = e0
% 65.63/30.56  																																									|
% 65.63/30.56  																																									| Equations (397) can reduce 49 to:
% 65.63/30.56  																																									| (266) $false
% 65.63/30.56  																																									|
% 65.63/30.56  																																									|-The branch is then unsatisfiable
% 65.63/30.56  																																		|-Branch two:
% 65.63/30.56  																																		| (250)  ~ (all_0_46_46 = e4)
% 65.63/30.56  																																		| (774) all_0_50_50 = e4 | all_0_55_55 = e4
% 65.63/30.56  																																		|
% 65.63/30.56  																																			+-Applying beta-rule and splitting (22), into two cases.
% 65.63/30.56  																																			|-Branch one:
% 65.63/30.56  																																			| (268) all_0_54_54 = e3
% 65.63/30.56  																																			|
% 65.63/30.56  																																				| Combining equations (265,268) yields a new equation:
% 65.63/30.56  																																				| (424) e4 = e3
% 65.63/30.56  																																				|
% 65.63/30.56  																																				| Simplifying 424 yields:
% 65.63/30.56  																																				| (425) e4 = e3
% 65.63/30.56  																																				|
% 65.63/30.56  																																				| Equations (425) can reduce 188 to:
% 65.63/30.56  																																				| (266) $false
% 65.63/30.56  																																				|
% 65.63/30.56  																																				|-The branch is then unsatisfiable
% 65.63/30.56  																																			|-Branch two:
% 65.63/30.56  																																			| (60427)  ~ (all_0_54_54 = e3)
% 65.63/30.56  																																			| (62553) all_0_55_55 = e3 | all_0_56_56 = e3 | all_0_58_58 = e3
% 65.63/30.56  																																			|
% 65.63/30.56  																																				| Equations (265) can reduce 60427 to:
% 65.63/30.56  																																				| (188)  ~ (e4 = e3)
% 65.63/30.56  																																				|
% 65.63/30.56  																																				+-Applying beta-rule and splitting (774), into two cases.
% 65.63/30.56  																																				|-Branch one:
% 65.63/30.56  																																				| (775) all_0_50_50 = e4
% 65.63/30.56  																																				|
% 65.63/30.56  																																					| Combining equations (415,775) yields a new equation:
% 65.63/30.56  																																					| (425) e4 = e3
% 65.63/30.56  																																					|
% 65.63/30.56  																																					| Equations (425) can reduce 188 to:
% 65.63/30.56  																																					| (266) $false
% 65.63/30.56  																																					|
% 65.63/30.56  																																					|-The branch is then unsatisfiable
% 65.63/30.56  																																				|-Branch two:
% 65.63/30.56  																																				| (566)  ~ (all_0_50_50 = e4)
% 65.63/30.56  																																				| (587) all_0_55_55 = e4
% 65.63/30.56  																																				|
% 65.63/30.56  																																					| Equations (587) can reduce 763 to:
% 65.63/30.56  																																					| (266) $false
% 65.63/30.56  																																					|
% 65.63/30.56  																																					|-The branch is then unsatisfiable
% 65.63/30.57  																													|-Branch two:
% 65.63/30.57  																													| (1890)  ~ (all_0_42_42 = e4)
% 65.63/30.57  																													| (1969) all_0_42_42 = e3 | all_0_42_42 = e1 | all_0_42_42 = e0
% 65.63/30.57  																													|
% 65.63/30.57  																														+-Applying beta-rule and splitting (64), into two cases.
% 65.63/30.57  																														|-Branch one:
% 65.63/30.57  																														| (437) all_0_41_41 = e4
% 65.63/30.57  																														|
% 65.63/30.57  																															| Combining equations (453,437) yields a new equation:
% 65.63/30.57  																															| (630) e4 = e1
% 65.63/30.57  																															|
% 65.63/30.57  																															| Equations (630) can reduce 110 to:
% 65.63/30.57  																															| (266) $false
% 65.63/30.57  																															|
% 65.63/30.57  																															|-The branch is then unsatisfiable
% 65.63/30.57  																														|-Branch two:
% 65.63/30.57  																														| (440)  ~ (all_0_41_41 = e4)
% 65.63/30.57  																														| (441) all_0_42_42 = e4 | all_0_43_43 = e4 | all_0_44_44 = e4
% 65.63/30.57  																														|
% 65.63/30.57  																															+-Applying beta-rule and splitting (441), into two cases.
% 65.63/30.57  																															|-Branch one:
% 65.63/30.57  																															| (1392) all_0_42_42 = e4
% 65.63/30.57  																															|
% 65.63/30.57  																																| Equations (1392) can reduce 1890 to:
% 65.63/30.57  																																| (266) $false
% 65.63/30.57  																																|
% 65.63/30.57  																																|-The branch is then unsatisfiable
% 65.63/30.57  																															|-Branch two:
% 65.63/30.57  																															| (1890)  ~ (all_0_42_42 = e4)
% 65.63/30.57  																															| (1891) all_0_43_43 = e4 | all_0_44_44 = e4
% 65.63/30.57  																															|
% 65.63/30.57  																																+-Applying beta-rule and splitting (1891), into two cases.
% 65.63/30.57  																																|-Branch one:
% 65.63/30.57  																																| (396) all_0_43_43 = e4
% 65.63/30.57  																																|
% 65.63/30.57  																																	| Combining equations (356,396) yields a new equation:
% 65.63/30.57  																																	| (397) e4 = e0
% 65.63/30.57  																																	|
% 65.63/30.57  																																	| Equations (397) can reduce 49 to:
% 65.63/30.57  																																	| (266) $false
% 65.63/30.57  																																	|
% 65.63/30.57  																																	|-The branch is then unsatisfiable
% 65.63/30.57  																																|-Branch two:
% 65.63/30.57  																																| (399)  ~ (all_0_43_43 = e4)
% 65.63/30.57  																																| (446) all_0_44_44 = e4
% 65.63/30.57  																																|
% 65.63/30.57  																																	| Combining equations (532,446) yields a new equation:
% 65.63/30.57  																																	| (425) e4 = e3
% 65.63/30.57  																																	|
% 65.63/30.57  																																	| Equations (425) can reduce 188 to:
% 65.63/30.57  																																	| (266) $false
% 65.63/30.57  																																	|
% 65.63/30.57  																																	|-The branch is then unsatisfiable
% 65.63/30.57  																											|-Branch two:
% 65.63/30.57  																											| (457)  ~ (all_0_41_41 = e1)
% 65.63/30.57  																											| (458) all_0_42_42 = e1 | all_0_43_43 = e1 | all_0_44_44 = e1
% 65.63/30.57  																											|
% 65.63/30.57  																												+-Applying beta-rule and splitting (458), into two cases.
% 65.63/30.57  																												|-Branch one:
% 65.63/30.57  																												| (459) all_0_42_42 = e1
% 65.63/30.57  																												|
% 65.63/30.57  																													| Equations (459) can reduce 1380 to:
% 65.63/30.57  																													| (266) $false
% 65.63/30.57  																													|
% 65.63/30.57  																													|-The branch is then unsatisfiable
% 65.63/30.57  																												|-Branch two:
% 65.63/30.57  																												| (1380)  ~ (all_0_42_42 = e1)
% 65.63/30.57  																												| (1381) all_0_43_43 = e1 | all_0_44_44 = e1
% 65.63/30.57  																												|
% 65.63/30.57  																													+-Applying beta-rule and splitting (112), into two cases.
% 65.63/30.57  																													|-Branch one:
% 65.63/30.57  																													| (635) all_0_44_44 = e1
% 65.63/30.57  																													|
% 65.63/30.57  																														| Combining equations (532,635) yields a new equation:
% 65.63/30.57  																														| (454) e3 = e1
% 65.63/30.57  																														|
% 65.63/30.57  																														| Simplifying 454 yields:
% 65.63/30.57  																														| (455) e3 = e1
% 65.63/30.57  																														|
% 65.63/30.57  																														| Equations (455) can reduce 213 to:
% 65.63/30.57  																														| (266) $false
% 65.63/30.57  																														|
% 65.63/30.57  																														|-The branch is then unsatisfiable
% 65.63/30.57  																													|-Branch two:
% 65.63/30.57  																													| (639)  ~ (all_0_44_44 = e1)
% 65.63/30.57  																													| (640) all_0_49_49 = e1 | all_0_53_53 = e1 | all_0_58_58 = e1
% 65.63/30.57  																													|
% 65.63/30.57  																														| Equations (532) can reduce 639 to:
% 65.63/30.57  																														| (213)  ~ (e3 = e1)
% 65.63/30.57  																														|
% 65.63/30.57  																														+-Applying beta-rule and splitting (1381), into two cases.
% 65.63/30.57  																														|-Branch one:
% 65.63/30.57  																														| (430) all_0_43_43 = e1
% 65.63/30.57  																														|
% 65.63/30.57  																															| Combining equations (356,430) yields a new equation:
% 65.63/30.57  																															| (431) e1 = e0
% 65.63/30.57  																															|
% 65.63/30.57  																															| Equations (431) can reduce 233 to:
% 65.63/30.57  																															| (266) $false
% 65.63/30.57  																															|
% 65.63/30.57  																															|-The branch is then unsatisfiable
% 65.63/30.57  																														|-Branch two:
% 65.63/30.57  																														| (433)  ~ (all_0_43_43 = e1)
% 65.63/30.57  																														| (635) all_0_44_44 = e1
% 65.63/30.57  																														|
% 65.63/30.57  																															| Combining equations (532,635) yields a new equation:
% 65.63/30.57  																															| (454) e3 = e1
% 65.63/30.57  																															|
% 65.63/30.57  																															| Simplifying 454 yields:
% 65.63/30.57  																															| (455) e3 = e1
% 65.63/30.57  																															|
% 65.63/30.57  																															| Equations (455) can reduce 213 to:
% 65.63/30.57  																															| (266) $false
% 65.63/30.57  																															|
% 65.63/30.57  																															|-The branch is then unsatisfiable
% 65.63/30.57  																										|-Branch two:
% 65.63/30.57  																										| (407)  ~ (all_0_44_44 = e3)
% 65.63/30.57  																										| (537) all_0_49_49 = e3 | all_0_53_53 = e3 | all_0_58_58 = e3
% 65.63/30.57  																										|
% 65.63/30.57  																											+-Applying beta-rule and splitting (537), into two cases.
% 65.63/30.57  																											|-Branch one:
% 65.63/30.57  																											| (884) all_0_49_49 = e3
% 65.63/30.57  																											|
% 65.63/30.57  																												| Equations (884) can reduce 525 to:
% 65.63/30.57  																												| (266) $false
% 65.63/30.57  																												|
% 65.63/30.57  																												|-The branch is then unsatisfiable
% 65.63/30.57  																											|-Branch two:
% 65.63/30.57  																											| (525)  ~ (all_0_49_49 = e3)
% 65.63/30.57  																											| (887) all_0_53_53 = e3 | all_0_58_58 = e3
% 65.63/30.57  																											|
% 65.63/30.57  																												+-Applying beta-rule and splitting (1899), into two cases.
% 65.63/30.57  																												|-Branch one:
% 65.63/30.57  																												| (516) all_0_42_42 = e3
% 65.63/30.57  																												|
% 65.63/30.57  																													| Equations (516) can reduce 214 to:
% 65.63/30.57  																													| (1898)  ~ (all_0_41_41 = e3)
% 65.63/30.57  																													|
% 65.63/30.57  																													| Equations (516) can reduce 51 to:
% 65.63/30.57  																													| (212)  ~ (e3 = e2)
% 65.63/30.57  																													|
% 65.63/30.57  																													| Equations (516) can reduce 1380 to:
% 65.63/30.57  																													| (213)  ~ (e3 = e1)
% 65.63/30.57  																													|
% 65.63/30.57  																													| From (516) and (226) follows:
% 65.63/30.57  																													| (5629) op(e3, e3) = all_0_7_7
% 65.63/30.57  																													|
% 65.63/30.57  																													+-Applying beta-rule and splitting (887), into two cases.
% 65.63/30.57  																													|-Branch one:
% 65.63/30.57  																													| (665) all_0_53_53 = e3
% 65.63/30.57  																													|
% 65.63/30.57  																														| Combining equations (607,665) yields a new equation:
% 65.63/30.57  																														| (662) e3 = e2
% 65.63/30.57  																														|
% 65.63/30.57  																														| Equations (662) can reduce 212 to:
% 65.63/30.57  																														| (266) $false
% 65.63/30.57  																														|
% 65.63/30.57  																														|-The branch is then unsatisfiable
% 65.63/30.57  																													|-Branch two:
% 65.63/30.57  																													| (903)  ~ (all_0_53_53 = e3)
% 65.63/30.57  																													| (795) all_0_58_58 = e3
% 65.63/30.57  																													|
% 65.63/30.57  																														| Equations (795) can reduce 178 to:
% 65.63/30.57  																														| (2)  ~ (all_0_40_40 = e3)
% 65.63/30.57  																														|
% 65.63/30.57  																														| Equations (795) can reduce 119 to:
% 65.63/30.57  																														| (525)  ~ (all_0_49_49 = e3)
% 65.63/30.57  																														|
% 65.63/30.57  																														| Equations (795) can reduce 3 to:
% 65.63/30.57  																														| (270)  ~ (all_0_55_55 = e3)
% 65.63/30.57  																														|
% 65.63/30.57  																														| Equations (795) can reduce 44 to:
% 65.63/30.57  																														| (272)  ~ (all_0_56_56 = e3)
% 65.63/30.57  																														|
% 65.63/30.57  																														+-Applying beta-rule and splitting (216), into two cases.
% 65.63/30.57  																														|-Branch one:
% 65.63/30.57  																														| (629) all_0_55_55 = e1
% 65.63/30.57  																														|
% 65.63/30.57  																															| Equations (629) can reduce 191 to:
% 65.63/30.57  																															| (457)  ~ (all_0_41_41 = e1)
% 65.63/30.57  																															|
% 65.63/30.57  																															| Equations (629) can reduce 58 to:
% 65.63/30.57  																															| (549)  ~ (all_0_46_46 = e1)
% 65.63/30.57  																															|
% 65.63/30.57  																															| Equations (629) can reduce 153 to:
% 65.63/30.57  																															| (465)  ~ (all_0_56_56 = e1)
% 65.63/30.57  																															|
% 65.63/30.57  																															| Simplifying 465 yields:
% 65.63/30.57  																															| (466)  ~ (all_0_56_56 = e1)
% 65.63/30.57  																															|
% 65.63/30.57  																															| Equations (629) can reduce 270 to:
% 65.63/30.57  																															| (467)  ~ (e3 = e1)
% 65.63/30.57  																															|
% 65.63/30.57  																															| Simplifying 467 yields:
% 65.63/30.57  																															| (213)  ~ (e3 = e1)
% 65.63/30.57  																															|
% 65.63/30.57  																															| Equations (629) can reduce 304 to:
% 65.63/30.57  																															| (604)  ~ (e2 = e1)
% 65.63/30.57  																															|
% 65.63/30.57  																															| Simplifying 604 yields:
% 65.63/30.57  																															| (122)  ~ (e2 = e1)
% 65.63/30.57  																															|
% 65.63/30.57  																															| From (629) and (187) follows:
% 65.63/30.57  																															| (15046) op(e1, e3) = all_0_32_32
% 65.63/30.57  																															|
% 65.63/30.57  																															+-Applying beta-rule and splitting (164), into two cases.
% 65.63/30.57  																															|-Branch one:
% 65.63/30.57  																															| (471) all_0_39_39 = e4
% 65.63/30.57  																															|
% 65.63/30.57  																																| Equations (471) can reduce 154 to:
% 65.63/30.57  																																| (476)  ~ (all_0_56_56 = e4)
% 65.63/30.57  																																|
% 65.63/30.57  																																| Simplifying 476 yields:
% 65.63/30.57  																																| (477)  ~ (all_0_56_56 = e4)
% 65.63/30.57  																																|
% 65.63/30.57  																																| From (471) and (38) follows:
% 65.63/30.57  																																| (85336) op(e4, e2) = all_0_3_3
% 65.63/30.57  																																|
% 65.63/30.57  																																| From (471) and (14) follows:
% 65.63/30.57  																																| (4284) op(e4, e2) = e4
% 65.63/30.57  																																|
% 65.63/30.57  																																+-Applying beta-rule and splitting (27), into two cases.
% 65.63/30.57  																																|-Branch one:
% 65.63/30.57  																																| (437) all_0_41_41 = e4
% 65.63/30.57  																																|
% 65.63/30.57  																																	| From (437) and (219) follows:
% 65.63/30.57  																																	| (1913) op(e3, e3) = e4
% 65.63/30.57  																																	|
% 65.63/30.57  																																	+-Applying beta-rule and splitting (243), into two cases.
% 65.63/30.57  																																	|-Branch one:
% 65.63/30.57  																																	| (329) all_0_38_38 = e0
% 65.63/30.57  																																	|
% 65.63/30.57  																																		| Combining equations (292,329) yields a new equation:
% 65.63/30.57  																																		| (391) e2 = e0
% 65.63/30.57  																																		|
% 65.63/30.57  																																		| Simplifying 391 yields:
% 65.63/30.57  																																		| (330) e2 = e0
% 65.63/30.57  																																		|
% 65.63/30.57  																																		| Equations (330) can reduce 128 to:
% 65.63/30.57  																																		| (266) $false
% 65.63/30.57  																																		|
% 65.63/30.57  																																		|-The branch is then unsatisfiable
% 65.63/30.57  																																	|-Branch two:
% 65.63/30.57  																																	| (332)  ~ (all_0_38_38 = e0)
% 65.63/30.57  																																	| (395) all_0_41_41 = e0 | all_0_46_46 = e0 | all_0_55_55 = e0
% 65.63/30.57  																																	|
% 65.63/30.57  																																		+-Applying beta-rule and splitting (112), into two cases.
% 65.63/30.57  																																		|-Branch one:
% 65.63/30.57  																																		| (635) all_0_44_44 = e1
% 65.63/30.57  																																		|
% 65.63/30.57  																																			| Equations (635) can reduce 143 to:
% 65.63/30.57  																																			| (132)  ~ (all_0_40_40 = e1)
% 65.63/30.57  																																			|
% 65.63/30.57  																																			| Equations (635) can reduce 9 to:
% 65.63/30.57  																																			| (1419)  ~ (all_0_49_49 = e1)
% 65.63/30.57  																																			|
% 65.63/30.57  																																			| Simplifying 1419 yields:
% 65.63/30.57  																																			| (1064)  ~ (all_0_49_49 = e1)
% 65.63/30.57  																																			|
% 65.63/30.57  																																			| From (635) and (204) follows:
% 65.63/30.57  																																			| (17689) op(e1, e3) = all_0_11_11
% 65.63/30.57  																																			|
% 65.63/30.57  																																			+-Applying beta-rule and splitting (133), into two cases.
% 65.63/30.57  																																			|-Branch one:
% 65.63/30.57  																																			| (833) all_0_56_56 = e2
% 65.63/30.57  																																			|
% 65.63/30.57  																																				| Equations (833) can reduce 511 to:
% 65.63/30.57  																																				| (266) $false
% 65.63/30.57  																																				|
% 65.63/30.57  																																				|-The branch is then unsatisfiable
% 65.63/30.57  																																			|-Branch two:
% 65.63/30.57  																																			| (511)  ~ (all_0_56_56 = e2)
% 65.63/30.57  																																			| (836) all_0_56_56 = e4 | all_0_56_56 = e3 | all_0_56_56 = e1 | all_0_56_56 = e0
% 65.63/30.57  																																			|
% 65.63/30.57  																																				+-Applying beta-rule and splitting (836), into two cases.
% 65.63/30.57  																																				|-Branch one:
% 65.63/30.57  																																				| (842) all_0_56_56 = e4
% 65.63/30.57  																																				|
% 65.63/30.57  																																					| Equations (842) can reduce 477 to:
% 65.63/30.57  																																					| (266) $false
% 65.63/30.57  																																					|
% 65.63/30.57  																																					|-The branch is then unsatisfiable
% 65.63/30.57  																																				|-Branch two:
% 65.63/30.57  																																				| (477)  ~ (all_0_56_56 = e4)
% 65.63/30.57  																																				| (845) all_0_56_56 = e3 | all_0_56_56 = e1 | all_0_56_56 = e0
% 65.63/30.57  																																				|
% 65.63/30.57  																																					+-Applying beta-rule and splitting (845), into two cases.
% 65.63/30.57  																																					|-Branch one:
% 65.63/30.57  																																					| (679) all_0_56_56 = e0
% 65.63/30.57  																																					|
% 65.63/30.57  																																						| Equations (679) can reduce 477 to:
% 65.63/30.57  																																						| (401)  ~ (e4 = e0)
% 65.63/30.57  																																						|
% 65.63/30.57  																																						| Simplifying 401 yields:
% 65.63/30.57  																																						| (49)  ~ (e4 = e0)
% 65.63/30.57  																																						|
% 65.63/30.57  																																						| Equations (679) can reduce 466 to:
% 65.63/30.57  																																						| (435)  ~ (e1 = e0)
% 65.63/30.57  																																						|
% 65.63/30.57  																																						| Simplifying 435 yields:
% 65.63/30.57  																																						| (233)  ~ (e1 = e0)
% 65.63/30.57  																																						|
% 65.63/30.57  																																						+-Applying beta-rule and splitting (395), into two cases.
% 65.63/30.57  																																						|-Branch one:
% 65.63/30.57  																																						| (794) all_0_41_41 = e0
% 65.63/30.57  																																						|
% 65.63/30.57  																																							| Combining equations (437,794) yields a new equation:
% 65.63/30.57  																																							| (481) e4 = e0
% 65.63/30.57  																																							|
% 65.63/30.57  																																							| Simplifying 481 yields:
% 65.63/30.57  																																							| (397) e4 = e0
% 65.63/30.57  																																							|
% 65.63/30.57  																																							| Equations (397) can reduce 49 to:
% 65.63/30.57  																																							| (266) $false
% 65.63/30.57  																																							|
% 65.63/30.57  																																							|-The branch is then unsatisfiable
% 65.63/30.57  																																						|-Branch two:
% 65.63/30.57  																																						| (357)  ~ (all_0_41_41 = e0)
% 65.63/30.57  																																						| (895) all_0_46_46 = e0 | all_0_55_55 = e0
% 65.63/30.57  																																						|
% 65.63/30.57  																																							+-Applying beta-rule and splitting (895), into two cases.
% 65.63/30.57  																																							|-Branch one:
% 65.63/30.57  																																							| (538) all_0_46_46 = e0
% 65.63/30.57  																																							|
% 65.63/30.57  																																								| Equations (538) can reduce 208 to:
% 65.63/30.57  																																								| (486)  ~ (all_0_49_49 = e0)
% 65.63/30.57  																																								|
% 65.63/30.57  																																								| Simplifying 486 yields:
% 65.63/30.57  																																								| (487)  ~ (all_0_49_49 = e0)
% 65.63/30.57  																																								|
% 65.63/30.57  																																								| Equations (538) can reduce 409 to:
% 65.63/30.57  																																								| (541)  ~ (e3 = e0)
% 65.63/30.57  																																								|
% 65.63/30.57  																																								| Simplifying 541 yields:
% 65.63/30.57  																																								| (80)  ~ (e3 = e0)
% 65.63/30.57  																																								|
% 65.63/30.57  																																								| Equations (538) can reduce 549 to:
% 65.63/30.57  																																								| (435)  ~ (e1 = e0)
% 65.63/30.57  																																								|
% 65.63/30.57  																																								| Simplifying 435 yields:
% 65.63/30.57  																																								| (233)  ~ (e1 = e0)
% 65.63/30.57  																																								|
% 65.63/30.57  																																								| From (538) and (120) follows:
% 65.63/30.57  																																								| (544) op(e2, e3) = e0
% 65.63/30.57  																																								|
% 65.63/30.57  																																								+-Applying beta-rule and splitting (75), into two cases.
% 65.63/30.57  																																								|-Branch one:
% 65.63/30.57  																																								| (485) all_0_40_40 = e0
% 65.63/30.57  																																								|
% 65.63/30.57  																																									| Equations (485) can reduce 200 to:
% 65.63/30.57  																																									| (486)  ~ (all_0_49_49 = e0)
% 65.63/30.57  																																									|
% 65.63/30.57  																																									| Simplifying 486 yields:
% 65.63/30.57  																																									| (487)  ~ (all_0_49_49 = e0)
% 65.63/30.57  																																									|
% 65.63/30.57  																																									| Equations (485) can reduce 2 to:
% 65.63/30.57  																																									| (541)  ~ (e3 = e0)
% 65.63/30.57  																																									|
% 65.63/30.57  																																									| Simplifying 541 yields:
% 65.63/30.57  																																									| (80)  ~ (e3 = e0)
% 65.63/30.57  																																									|
% 65.63/30.57  																																									| Equations (485) can reduce 132 to:
% 65.63/30.57  																																									| (435)  ~ (e1 = e0)
% 65.63/30.57  																																									|
% 65.63/30.57  																																									| Simplifying 435 yields:
% 65.63/30.57  																																									| (233)  ~ (e1 = e0)
% 65.63/30.57  																																									|
% 65.63/30.57  																																									| From (485) and (34) follows:
% 65.63/30.57  																																									| (494) op(e0, e4) = all_0_4_4
% 65.63/30.57  																																									|
% 65.63/30.57  																																									| From (485) and (234) follows:
% 65.63/30.57  																																									| (3072) op(e4, e0) = e0
% 65.63/30.57  																																									|
% 65.63/30.57  																																									+-Applying beta-rule and splitting (54), into two cases.
% 65.63/30.57  																																									|-Branch one:
% 65.63/30.57  																																									| (583) all_0_49_49 = e2
% 65.63/30.57  																																									|
% 65.63/30.57  																																										| Equations (583) can reduce 340 to:
% 65.63/30.57  																																										| (266) $false
% 65.63/30.57  																																										|
% 65.63/30.57  																																										|-The branch is then unsatisfiable
% 65.63/30.57  																																									|-Branch two:
% 65.63/30.57  																																									| (340)  ~ (all_0_49_49 = e2)
% 65.63/30.57  																																									| (586) all_0_49_49 = e4 | all_0_49_49 = e3 | all_0_49_49 = e1 | all_0_49_49 = e0
% 65.63/30.57  																																									|
% 65.63/30.57  																																										+-Applying beta-rule and splitting (586), into two cases.
% 65.63/30.57  																																										|-Branch one:
% 65.63/30.57  																																										| (974) all_0_49_49 = e4
% 65.63/30.57  																																										|
% 65.63/30.57  																																											| From (974) and (129) follows:
% 65.63/30.58  																																											| (85370) op(e4, e2) = all_0_20_20
% 65.63/30.58  																																											|
% 65.63/30.58  																																											| From (974) and (66) follows:
% 65.63/30.58  																																											| (85371) op(e4, e0) = all_0_21_21
% 65.63/30.58  																																											|
% 65.63/30.58  																																											| From (974) and (55) follows:
% 65.63/30.58  																																											| (61486) op(e2, e0) = e4
% 65.63/30.58  																																											|
% 65.63/30.58  																																											| Instantiating formula (29) with e4, e2, all_0_20_20, all_0_3_3 and discharging atoms op(e4, e2) = all_0_3_3, op(e4, e2) = all_0_20_20, yields:
% 65.63/30.58  																																											| (2164) all_0_3_3 = all_0_20_20
% 65.63/30.58  																																											|
% 65.63/30.58  																																											| Instantiating formula (29) with e4, e2, e4, all_0_3_3 and discharging atoms op(e4, e2) = all_0_3_3, op(e4, e2) = e4, yields:
% 65.63/30.58  																																											| (2165) all_0_3_3 = e4
% 65.63/30.58  																																											|
% 65.63/30.58  																																											| Instantiating formula (29) with e4, e0, e0, all_0_21_21 and discharging atoms op(e4, e0) = all_0_21_21, op(e4, e0) = e0, yields:
% 65.63/30.58  																																											| (85391) all_0_21_21 = e0
% 65.63/30.58  																																											|
% 65.63/30.58  																																											| Instantiating formula (29) with e3, e3, e4, all_0_7_7 and discharging atoms op(e3, e3) = all_0_7_7, op(e3, e3) = e4, yields:
% 65.63/30.58  																																											| (15433) all_0_7_7 = e4
% 65.63/30.58  																																											|
% 65.63/30.58  																																											| Instantiating formula (29) with e1, e3, all_0_11_11, e3 and discharging atoms op(e1, e3) = all_0_11_11, op(e1, e3) = e3, yields:
% 65.63/30.58  																																											| (17721) all_0_11_11 = e3
% 65.63/30.58  																																											|
% 65.63/30.58  																																											| Instantiating formula (29) with e1, e3, all_0_32_32, all_0_11_11 and discharging atoms op(e1, e3) = all_0_11_11, op(e1, e3) = all_0_32_32, yields:
% 65.63/30.59  																																											| (95316) all_0_11_11 = all_0_32_32
% 65.63/30.59  																																											|
% 65.63/30.59  																																											| Instantiating formula (29) with e0, e4, all_0_4_4, e4 and discharging atoms op(e0, e4) = all_0_4_4, op(e0, e4) = e4, yields:
% 65.63/30.59  																																											| (44179) all_0_4_4 = e4
% 65.63/30.59  																																											|
% 65.63/30.59  																																											| Combining equations (2164,2165) yields a new equation:
% 65.63/30.59  																																											| (95318) all_0_20_20 = e4
% 65.63/30.59  																																											|
% 65.63/30.59  																																											| Simplifying 95318 yields:
% 65.63/30.59  																																											| (2166) all_0_20_20 = e4
% 65.63/30.59  																																											|
% 65.63/30.60  																																											| Combining equations (17721,95316) yields a new equation:
% 65.63/30.60  																																											| (17648) all_0_32_32 = e3
% 65.63/30.60  																																											|
% 65.63/30.60  																																											| From (2166) and (85370) follows:
% 65.63/30.60  																																											| (4284) op(e4, e2) = e4
% 65.63/30.60  																																											|
% 65.63/30.60  																																											| From (85391) and (85371) follows:
% 65.63/30.60  																																											| (3072) op(e4, e0) = e0
% 65.63/30.60  																																											|
% 65.63/30.60  																																											| From (15433) and (5629) follows:
% 65.63/30.61  																																											| (1913) op(e3, e3) = e4
% 65.63/30.61  																																											|
% 65.63/30.61  																																											| From (17648) and (15046) follows:
% 65.63/30.61  																																											| (1934) op(e1, e3) = e3
% 65.63/30.61  																																											|
% 65.63/30.61  																																											| From (44179) and (494) follows:
% 65.63/30.61  																																											| (2207) op(e0, e4) = e4
% 65.63/30.61  																																											|
% 65.63/30.61  																																											+-Applying beta-rule and splitting (56), into two cases.
% 65.63/30.61  																																											|-Branch one:
% 65.63/30.61  																																											| (696) unit = e2
% 65.63/30.61  																																											|
% 65.63/30.61  																																												| From (696) and (244) follows:
% 65.63/30.61  																																												| (264) op(e2, e4) = e4
% 65.63/30.61  																																												|
% 65.63/30.61  																																												| From (696) and (209) follows:
% 65.63/30.61  																																												| (7585) op(e2, e0) = e0
% 65.63/30.61  																																												|
% 65.63/30.61  																																												| Instantiating formula (29) with e2, e4, e4, e3 and discharging atoms op(e2, e4) = e4, op(e2, e4) = e3, yields:
% 65.63/30.61  																																												| (425) e4 = e3
% 65.63/30.61  																																												|
% 65.63/30.61  																																												| Instantiating formula (29) with e2, e0, e0, e4 and discharging atoms op(e2, e0) = e4, op(e2, e0) = e0, yields:
% 65.63/30.61  																																												| (397) e4 = e0
% 65.63/30.61  																																												|
% 65.63/30.61  																																												| Combining equations (425,397) yields a new equation:
% 65.63/30.61  																																												| (675) e3 = e0
% 65.63/30.61  																																												|
% 65.63/30.61  																																												| Simplifying 675 yields:
% 65.63/30.61  																																												| (676) e3 = e0
% 65.63/30.61  																																												|
% 65.63/30.61  																																												| Equations (676) can reduce 80 to:
% 65.63/30.61  																																												| (266) $false
% 65.63/30.61  																																												|
% 65.63/30.61  																																												|-The branch is then unsatisfiable
% 65.63/30.61  																																											|-Branch two:
% 65.63/30.61  																																											| (707)  ~ (unit = e2)
% 65.63/30.61  																																											| (708) unit = e4 | unit = e3 | unit = e1 | unit = e0
% 65.63/30.61  																																											|
% 65.63/30.61  																																												+-Applying beta-rule and splitting (708), into two cases.
% 65.63/30.61  																																												|-Branch one:
% 65.63/30.61  																																												| (709) unit = e4
% 65.63/30.61  																																												|
% 65.63/30.61  																																													| From (709) and (15) follows:
% 65.63/30.61  																																													| (22188) op(e4, e2) = e2
% 65.63/30.61  																																													|
% 65.63/30.61  																																													| From (709) and (211) follows:
% 65.63/30.61  																																													| (22527) op(e4, e1) = e1
% 65.63/30.61  																																													|
% 65.63/30.61  																																													| From (709) and (32) follows:
% 65.63/30.61  																																													| (712) op(e2, e4) = e2
% 65.63/30.61  																																													|
% 65.63/30.61  																																													| From (709) and (42) follows:
% 65.63/30.61  																																													| (713) op(e0, e4) = e0
% 65.63/30.61  																																													|
% 65.63/30.61  																																													| Instantiating formula (29) with e4, e2, e2, e4 and discharging atoms op(e4, e2) = e4, op(e4, e2) = e2, yields:
% 65.63/30.61  																																													| (323) e4 = e2
% 65.63/30.61  																																													|
% 65.63/30.61  																																													| Instantiating formula (29) with e4, e1, e1, e3 and discharging atoms op(e4, e1) = e3, op(e4, e1) = e1, yields:
% 65.63/30.61  																																													| (455) e3 = e1
% 65.63/30.61  																																													|
% 65.63/30.61  																																													| Instantiating formula (29) with e2, e4, e2, e3 and discharging atoms op(e2, e4) = e3, op(e2, e4) = e2, yields:
% 65.63/30.61  																																													| (662) e3 = e2
% 65.63/30.61  																																													|
% 65.63/30.61  																																													| Instantiating formula (29) with e0, e4, e0, e4 and discharging atoms op(e0, e4) = e4, op(e0, e4) = e0, yields:
% 65.63/30.61  																																													| (397) e4 = e0
% 65.63/30.61  																																													|
% 65.63/30.61  																																													| Combining equations (323,397) yields a new equation:
% 65.63/30.61  																																													| (391) e2 = e0
% 65.63/30.61  																																													|
% 65.63/30.61  																																													| Simplifying 391 yields:
% 65.63/30.61  																																													| (330) e2 = e0
% 65.63/30.61  																																													|
% 65.63/30.61  																																													| Combining equations (455,662) yields a new equation:
% 65.63/30.61  																																													| (617) e2 = e1
% 65.63/30.61  																																													|
% 65.63/30.61  																																													| Combining equations (617,330) yields a new equation:
% 65.63/30.61  																																													| (546) e1 = e0
% 65.63/30.61  																																													|
% 65.63/30.61  																																													| Simplifying 546 yields:
% 65.63/30.61  																																													| (431) e1 = e0
% 65.63/30.61  																																													|
% 65.63/30.61  																																													| Equations (431) can reduce 233 to:
% 65.63/30.61  																																													| (266) $false
% 65.63/30.61  																																													|
% 65.63/30.61  																																													|-The branch is then unsatisfiable
% 65.63/30.61  																																												|-Branch two:
% 65.63/30.61  																																												| (724)  ~ (unit = e4)
% 65.63/30.61  																																												| (725) unit = e3 | unit = e1 | unit = e0
% 65.63/30.61  																																												|
% 65.63/30.61  																																													+-Applying beta-rule and splitting (725), into two cases.
% 65.63/30.61  																																													|-Branch one:
% 65.63/30.61  																																													| (726) unit = e0
% 65.63/30.61  																																													|
% 65.63/30.61  																																														| From (726) and (211) follows:
% 65.63/30.61  																																														| (15180) op(e0, e1) = e1
% 65.63/30.61  																																														|
% 65.63/30.61  																																														| From (726) and (227) follows:
% 65.63/30.61  																																														| (3205) op(e4, e0) = e4
% 65.63/30.61  																																														|
% 65.63/30.61  																																														| From (726) and (32) follows:
% 65.63/30.61  																																														| (727) op(e2, e0) = e2
% 65.63/30.61  																																														|
% 65.63/30.61  																																														| Instantiating formula (29) with e4, e0, e4, e0 and discharging atoms op(e4, e0) = e4, op(e4, e0) = e0, yields:
% 65.63/30.61  																																														| (397) e4 = e0
% 65.63/30.61  																																														|
% 65.63/30.61  																																														| Instantiating formula (29) with e2, e0, e2, e4 and discharging atoms op(e2, e0) = e4, op(e2, e0) = e2, yields:
% 65.63/30.61  																																														| (323) e4 = e2
% 65.63/30.61  																																														|
% 65.63/30.61  																																														| Instantiating formula (29) with e0, e1, e1, e2 and discharging atoms op(e0, e1) = e2, op(e0, e1) = e1, yields:
% 65.63/30.61  																																														| (617) e2 = e1
% 65.63/30.61  																																														|
% 65.63/30.61  																																														| Combining equations (323,397) yields a new equation:
% 65.63/30.61  																																														| (391) e2 = e0
% 65.63/30.61  																																														|
% 65.63/30.61  																																														| Simplifying 391 yields:
% 65.63/30.61  																																														| (330) e2 = e0
% 65.63/30.61  																																														|
% 65.63/30.61  																																														| Combining equations (330,617) yields a new equation:
% 65.63/30.61  																																														| (431) e1 = e0
% 65.63/30.61  																																														|
% 65.63/30.61  																																														| Equations (431) can reduce 233 to:
% 65.63/30.61  																																														| (266) $false
% 65.63/30.61  																																														|
% 65.63/30.61  																																														|-The branch is then unsatisfiable
% 65.63/30.61  																																													|-Branch two:
% 65.63/30.61  																																													| (734)  ~ (unit = e0)
% 65.63/30.61  																																													| (735) unit = e3 | unit = e1
% 65.63/30.61  																																													|
% 65.63/30.61  																																														+-Applying beta-rule and splitting (735), into two cases.
% 65.63/30.61  																																														|-Branch one:
% 65.63/30.61  																																														| (736) unit = e1
% 65.63/30.61  																																														|
% 65.63/30.61  																																															| Equations (736) can reduce 734 to:
% 65.63/30.61  																																															| (233)  ~ (e1 = e0)
% 65.63/30.61  																																															|
% 65.63/30.61  																																															| From (736) and (15) follows:
% 65.63/30.61  																																															| (515) op(e1, e2) = e2
% 65.63/30.61  																																															|
% 65.63/30.61  																																															| From (736) and (42) follows:
% 65.63/30.61  																																															| (3221) op(e0, e1) = e0
% 65.63/30.61  																																															|
% 65.63/30.61  																																															| Instantiating formula (29) with e1, e2, e2, e1 and discharging atoms op(e1, e2) = e2, op(e1, e2) = e1, yields:
% 65.63/30.61  																																															| (617) e2 = e1
% 65.63/30.61  																																															|
% 65.63/30.61  																																															| Instantiating formula (29) with e0, e1, e0, e2 and discharging atoms op(e0, e1) = e2, op(e0, e1) = e0, yields:
% 65.63/30.61  																																															| (330) e2 = e0
% 65.63/30.61  																																															|
% 65.63/30.61  																																															| Combining equations (617,330) yields a new equation:
% 65.63/30.61  																																															| (546) e1 = e0
% 65.63/30.61  																																															|
% 65.63/30.61  																																															| Simplifying 546 yields:
% 65.63/30.61  																																															| (431) e1 = e0
% 65.63/30.61  																																															|
% 65.63/30.61  																																															| Equations (431) can reduce 233 to:
% 65.63/30.61  																																															| (266) $false
% 65.63/30.61  																																															|
% 65.63/30.61  																																															|-The branch is then unsatisfiable
% 65.63/30.61  																																														|-Branch two:
% 65.63/30.61  																																														| (748)  ~ (unit = e1)
% 65.63/30.61  																																														| (749) unit = e3
% 65.63/30.61  																																														|
% 65.63/30.61  																																															| From (749) and (244) follows:
% 65.63/30.61  																																															| (750) op(e3, e4) = e4
% 65.63/30.61  																																															|
% 65.63/30.61  																																															| From (749) and (40) follows:
% 65.63/30.61  																																															| (3715) op(e3, e3) = e3
% 65.63/30.61  																																															|
% 65.63/30.61  																																															| From (749) and (32) follows:
% 65.63/30.61  																																															| (5793) op(e2, e3) = e2
% 65.63/30.61  																																															|
% 65.63/30.61  																																															| From (749) and (28) follows:
% 65.63/30.61  																																															| (2235) op(e1, e3) = e1
% 65.63/30.61  																																															|
% 65.63/30.61  																																															| Instantiating formula (29) with e3, e4, e4, e2 and discharging atoms op(e3, e4) = e4, op(e3, e4) = e2, yields:
% 65.63/30.61  																																															| (323) e4 = e2
% 65.63/30.61  																																															|
% 65.63/30.61  																																															| Instantiating formula (29) with e3, e3, e3, e4 and discharging atoms op(e3, e3) = e4, op(e3, e3) = e3, yields:
% 65.63/30.61  																																															| (425) e4 = e3
% 65.63/30.61  																																															|
% 65.63/30.61  																																															| Instantiating formula (29) with e2, e3, e2, e0 and discharging atoms op(e2, e3) = e2, op(e2, e3) = e0, yields:
% 65.63/30.61  																																															| (330) e2 = e0
% 65.63/30.61  																																															|
% 65.63/30.61  																																															| Instantiating formula (29) with e1, e3, e1, e3 and discharging atoms op(e1, e3) = e3, op(e1, e3) = e1, yields:
% 65.63/30.61  																																															| (455) e3 = e1
% 65.63/30.61  																																															|
% 65.63/30.61  																																															| Combining equations (323,425) yields a new equation:
% 65.63/30.61  																																															| (662) e3 = e2
% 65.63/30.61  																																															|
% 65.63/30.61  																																															| Combining equations (662,455) yields a new equation:
% 65.63/30.61  																																															| (616) e2 = e1
% 65.63/30.61  																																															|
% 65.63/30.61  																																															| Simplifying 616 yields:
% 65.63/30.61  																																															| (617) e2 = e1
% 65.63/30.61  																																															|
% 65.63/30.61  																																															| Combining equations (617,330) yields a new equation:
% 65.63/30.61  																																															| (546) e1 = e0
% 65.63/30.61  																																															|
% 65.63/30.61  																																															| Simplifying 546 yields:
% 65.63/30.61  																																															| (431) e1 = e0
% 65.63/30.61  																																															|
% 65.63/30.61  																																															| Equations (431) can reduce 233 to:
% 65.63/30.61  																																															| (266) $false
% 65.63/30.61  																																															|
% 65.63/30.61  																																															|-The branch is then unsatisfiable
% 65.63/30.61  																																										|-Branch two:
% 65.63/30.61  																																										| (256)  ~ (all_0_49_49 = e4)
% 65.63/30.61  																																										| (977) all_0_49_49 = e3 | all_0_49_49 = e1 | all_0_49_49 = e0
% 65.63/30.61  																																										|
% 65.63/30.61  																																											+-Applying beta-rule and splitting (977), into two cases.
% 65.63/30.61  																																											|-Branch one:
% 65.63/30.61  																																											| (978) all_0_49_49 = e0
% 65.63/30.61  																																											|
% 65.63/30.61  																																												| Equations (978) can reduce 487 to:
% 65.63/30.61  																																												| (266) $false
% 65.63/30.61  																																												|
% 65.63/30.61  																																												|-The branch is then unsatisfiable
% 65.63/30.61  																																											|-Branch two:
% 65.63/30.61  																																											| (487)  ~ (all_0_49_49 = e0)
% 65.63/30.61  																																											| (981) all_0_49_49 = e3 | all_0_49_49 = e1
% 65.63/30.61  																																											|
% 65.63/30.61  																																												+-Applying beta-rule and splitting (981), into two cases.
% 65.63/30.61  																																												|-Branch one:
% 65.63/30.61  																																												| (671) all_0_49_49 = e1
% 65.63/30.61  																																												|
% 65.63/30.61  																																													| Equations (671) can reduce 1064 to:
% 65.63/30.61  																																													| (266) $false
% 65.63/30.61  																																													|
% 65.63/30.61  																																													|-The branch is then unsatisfiable
% 65.63/30.61  																																												|-Branch two:
% 65.63/30.61  																																												| (1064)  ~ (all_0_49_49 = e1)
% 65.63/30.61  																																												| (884) all_0_49_49 = e3
% 65.63/30.61  																																												|
% 65.63/30.61  																																													| Equations (884) can reduce 525 to:
% 65.63/30.61  																																													| (266) $false
% 65.63/30.61  																																													|
% 65.63/30.61  																																													|-The branch is then unsatisfiable
% 65.63/30.61  																																								|-Branch two:
% 65.63/30.61  																																								| (1401)  ~ (all_0_40_40 = e0)
% 65.63/30.61  																																								| (1748) all_0_44_44 = e0 | all_0_49_49 = e0 | all_0_58_58 = e0
% 65.63/30.61  																																								|
% 65.63/30.61  																																									+-Applying beta-rule and splitting (1748), into two cases.
% 65.63/30.61  																																									|-Branch one:
% 65.63/30.61  																																									| (1414) all_0_44_44 = e0
% 65.63/30.61  																																									|
% 65.63/30.61  																																										| Combining equations (635,1414) yields a new equation:
% 65.63/30.61  																																										| (546) e1 = e0
% 65.63/30.61  																																										|
% 65.63/30.61  																																										| Simplifying 546 yields:
% 65.63/30.61  																																										| (431) e1 = e0
% 65.63/30.61  																																										|
% 65.63/30.61  																																										| Equations (431) can reduce 233 to:
% 65.63/30.61  																																										| (266) $false
% 65.63/30.61  																																										|
% 65.63/30.61  																																										|-The branch is then unsatisfiable
% 65.63/30.61  																																									|-Branch two:
% 65.63/30.61  																																									| (360)  ~ (all_0_44_44 = e0)
% 65.63/30.61  																																									| (1760) all_0_49_49 = e0 | all_0_58_58 = e0
% 65.63/30.61  																																									|
% 65.63/30.61  																																										+-Applying beta-rule and splitting (1760), into two cases.
% 65.63/30.61  																																										|-Branch one:
% 65.63/30.61  																																										| (978) all_0_49_49 = e0
% 65.63/30.61  																																										|
% 65.63/30.61  																																											| Equations (978) can reduce 487 to:
% 65.63/30.61  																																											| (266) $false
% 65.63/30.61  																																											|
% 65.63/30.61  																																											|-The branch is then unsatisfiable
% 65.63/30.61  																																										|-Branch two:
% 65.63/30.61  																																										| (487)  ~ (all_0_49_49 = e0)
% 65.63/30.61  																																										| (914) all_0_58_58 = e0
% 65.63/30.61  																																										|
% 65.63/30.61  																																											| Combining equations (914,795) yields a new equation:
% 65.63/30.61  																																											| (676) e3 = e0
% 65.63/30.61  																																											|
% 65.63/30.61  																																											| Equations (676) can reduce 80 to:
% 65.63/30.61  																																											| (266) $false
% 65.63/30.61  																																											|
% 65.63/30.61  																																											|-The branch is then unsatisfiable
% 65.63/30.61  																																							|-Branch two:
% 65.63/30.61  																																							| (831)  ~ (all_0_46_46 = e0)
% 65.63/30.61  																																							| (858) all_0_55_55 = e0
% 65.63/30.61  																																							|
% 65.63/30.61  																																								| Combining equations (629,858) yields a new equation:
% 65.63/30.61  																																								| (546) e1 = e0
% 65.63/30.61  																																								|
% 65.63/30.61  																																								| Simplifying 546 yields:
% 65.63/30.61  																																								| (431) e1 = e0
% 65.63/30.61  																																								|
% 65.63/30.61  																																								| Equations (431) can reduce 233 to:
% 65.63/30.61  																																								| (266) $false
% 65.63/30.61  																																								|
% 65.63/30.61  																																								|-The branch is then unsatisfiable
% 65.63/30.61  																																					|-Branch two:
% 65.63/30.61  																																					| (828)  ~ (all_0_56_56 = e0)
% 65.63/30.61  																																					| (3172) all_0_56_56 = e3 | all_0_56_56 = e1
% 65.63/30.61  																																					|
% 65.63/30.61  																																						+-Applying beta-rule and splitting (3172), into two cases.
% 65.63/30.61  																																						|-Branch one:
% 65.63/30.61  																																						| (1569) all_0_56_56 = e1
% 65.63/30.61  																																						|
% 65.63/30.61  																																							| Equations (1569) can reduce 466 to:
% 65.63/30.61  																																							| (266) $false
% 65.63/30.61  																																							|
% 65.63/30.61  																																							|-The branch is then unsatisfiable
% 65.63/30.61  																																						|-Branch two:
% 65.63/30.61  																																						| (466)  ~ (all_0_56_56 = e1)
% 65.63/30.61  																																						| (1097) all_0_56_56 = e3
% 65.63/30.61  																																						|
% 65.63/30.61  																																							| Equations (1097) can reduce 272 to:
% 65.63/30.61  																																							| (266) $false
% 65.63/30.61  																																							|
% 65.63/30.61  																																							|-The branch is then unsatisfiable
% 65.63/30.62  																																		|-Branch two:
% 65.63/30.62  																																		| (639)  ~ (all_0_44_44 = e1)
% 65.63/30.62  																																		| (640) all_0_49_49 = e1 | all_0_53_53 = e1 | all_0_58_58 = e1
% 65.63/30.62  																																		|
% 65.63/30.62  																																			+-Applying beta-rule and splitting (640), into two cases.
% 65.63/30.62  																																			|-Branch one:
% 65.63/30.62  																																			| (671) all_0_49_49 = e1
% 65.63/30.62  																																			|
% 65.69/30.62  																																				| Equations (671) can reduce 1064 to:
% 65.69/30.62  																																				| (266) $false
% 65.69/30.62  																																				|
% 65.69/30.62  																																				|-The branch is then unsatisfiable
% 65.69/30.62  																																			|-Branch two:
% 65.69/30.62  																																			| (1064)  ~ (all_0_49_49 = e1)
% 65.69/30.62  																																			| (2141) all_0_53_53 = e1 | all_0_58_58 = e1
% 65.69/30.62  																																			|
% 65.69/30.62  																																				+-Applying beta-rule and splitting (2141), into two cases.
% 65.69/30.62  																																				|-Branch one:
% 65.69/30.62  																																				| (1208) all_0_53_53 = e1
% 65.69/30.62  																																				|
% 65.69/30.62  																																					| Combining equations (607,1208) yields a new equation:
% 65.69/30.62  																																					| (616) e2 = e1
% 65.69/30.62  																																					|
% 65.69/30.62  																																					| Simplifying 616 yields:
% 65.69/30.62  																																					| (617) e2 = e1
% 65.69/30.62  																																					|
% 65.69/30.62  																																					| Equations (617) can reduce 122 to:
% 65.69/30.62  																																					| (266) $false
% 65.69/30.62  																																					|
% 65.69/30.62  																																					|-The branch is then unsatisfiable
% 65.69/30.62  																																				|-Branch two:
% 65.69/30.62  																																				| (1459)  ~ (all_0_53_53 = e1)
% 65.69/30.62  																																				| (918) all_0_58_58 = e1
% 65.69/30.62  																																				|
% 65.69/30.62  																																					| Combining equations (918,795) yields a new equation:
% 65.69/30.62  																																					| (455) e3 = e1
% 65.69/30.62  																																					|
% 65.69/30.62  																																					| Equations (455) can reduce 213 to:
% 65.69/30.62  																																					| (266) $false
% 65.69/30.62  																																					|
% 65.69/30.62  																																					|-The branch is then unsatisfiable
% 65.69/30.62  																																|-Branch two:
% 65.69/30.62  																																| (440)  ~ (all_0_41_41 = e4)
% 65.69/30.62  																																| (4049) all_0_41_41 = e3 | all_0_41_41 = e1 | all_0_41_41 = e0
% 65.69/30.62  																																|
% 65.69/30.62  																																	+-Applying beta-rule and splitting (243), into two cases.
% 65.69/30.62  																																	|-Branch one:
% 65.69/30.62  																																	| (329) all_0_38_38 = e0
% 65.69/30.62  																																	|
% 65.69/30.62  																																		| Combining equations (292,329) yields a new equation:
% 65.69/30.62  																																		| (391) e2 = e0
% 65.69/30.62  																																		|
% 65.69/30.62  																																		| Simplifying 391 yields:
% 65.69/30.62  																																		| (330) e2 = e0
% 65.69/30.62  																																		|
% 65.69/30.62  																																		| Equations (330) can reduce 128 to:
% 65.69/30.62  																																		| (266) $false
% 65.69/30.62  																																		|
% 65.69/30.62  																																		|-The branch is then unsatisfiable
% 65.69/30.62  																																	|-Branch two:
% 65.69/30.62  																																	| (332)  ~ (all_0_38_38 = e0)
% 65.69/30.62  																																	| (395) all_0_41_41 = e0 | all_0_46_46 = e0 | all_0_55_55 = e0
% 65.69/30.62  																																	|
% 65.69/30.62  																																		+-Applying beta-rule and splitting (103), into two cases.
% 65.69/30.62  																																		|-Branch one:
% 65.69/30.62  																																		| (453) all_0_41_41 = e1
% 65.69/30.62  																																		|
% 65.69/30.62  																																			| Equations (453) can reduce 457 to:
% 65.69/30.62  																																			| (266) $false
% 65.69/30.62  																																			|
% 65.69/30.62  																																			|-The branch is then unsatisfiable
% 65.69/30.62  																																		|-Branch two:
% 65.69/30.62  																																		| (457)  ~ (all_0_41_41 = e1)
% 65.69/30.62  																																		| (458) all_0_42_42 = e1 | all_0_43_43 = e1 | all_0_44_44 = e1
% 65.69/30.62  																																		|
% 65.69/30.62  																																			+-Applying beta-rule and splitting (395), into two cases.
% 65.69/30.62  																																			|-Branch one:
% 65.69/30.62  																																			| (794) all_0_41_41 = e0
% 65.69/30.62  																																			|
% 65.69/30.62  																																				| Equations (794) can reduce 357 to:
% 65.69/30.62  																																				| (266) $false
% 65.69/30.62  																																				|
% 65.69/30.62  																																				|-The branch is then unsatisfiable
% 65.69/30.62  																																			|-Branch two:
% 65.69/30.62  																																			| (357)  ~ (all_0_41_41 = e0)
% 65.69/30.62  																																			| (895) all_0_46_46 = e0 | all_0_55_55 = e0
% 65.69/30.62  																																			|
% 65.69/30.62  																																				+-Applying beta-rule and splitting (4049), into two cases.
% 65.69/30.62  																																				|-Branch one:
% 65.69/30.62  																																				| (794) all_0_41_41 = e0
% 65.69/30.62  																																				|
% 65.69/30.62  																																					| Equations (794) can reduce 357 to:
% 65.69/30.62  																																					| (266) $false
% 65.69/30.62  																																					|
% 65.69/30.62  																																					|-The branch is then unsatisfiable
% 65.69/30.62  																																				|-Branch two:
% 65.69/30.62  																																				| (357)  ~ (all_0_41_41 = e0)
% 65.69/30.62  																																				| (4053) all_0_41_41 = e3 | all_0_41_41 = e1
% 65.69/30.62  																																				|
% 65.69/30.62  																																					+-Applying beta-rule and splitting (4053), into two cases.
% 65.69/30.62  																																					|-Branch one:
% 65.69/30.62  																																					| (453) all_0_41_41 = e1
% 65.69/30.62  																																					|
% 65.69/30.62  																																						| Equations (453) can reduce 457 to:
% 65.69/30.62  																																						| (266) $false
% 65.69/30.62  																																						|
% 65.69/30.62  																																						|-The branch is then unsatisfiable
% 65.69/30.62  																																					|-Branch two:
% 65.69/30.62  																																					| (457)  ~ (all_0_41_41 = e1)
% 65.69/30.62  																																					| (403) all_0_41_41 = e3
% 65.69/30.62  																																					|
% 65.69/30.62  																																						| Equations (403) can reduce 1898 to:
% 65.69/30.62  																																						| (266) $false
% 65.69/30.62  																																						|
% 65.69/30.62  																																						|-The branch is then unsatisfiable
% 65.69/30.62  																															|-Branch two:
% 65.69/30.62  																															| (1377)  ~ (all_0_39_39 = e4)
% 65.69/30.62  																															| (2115) all_0_42_42 = e4 | all_0_47_47 = e4 | all_0_51_51 = e4 | all_0_56_56 = e4
% 65.69/30.62  																															|
% 65.69/30.62  																																+-Applying beta-rule and splitting (320), into two cases.
% 65.69/30.62  																																|-Branch one:
% 65.69/30.62  																																| (471) all_0_39_39 = e4
% 65.69/30.62  																																|
% 65.69/30.62  																																	| Equations (471) can reduce 1377 to:
% 65.69/30.62  																																	| (266) $false
% 65.69/30.62  																																	|
% 65.69/30.62  																																	|-The branch is then unsatisfiable
% 65.69/30.62  																																|-Branch two:
% 65.69/30.62  																																| (1377)  ~ (all_0_39_39 = e4)
% 65.69/30.62  																																| (480) all_0_39_39 = e0
% 65.69/30.62  																																|
% 65.69/30.62  																																	| Equations (480) can reduce 176 to:
% 65.69/30.62  																																	| (1400)  ~ (all_0_40_40 = e0)
% 65.69/30.62  																																	|
% 65.69/30.62  																																	| Simplifying 1400 yields:
% 65.69/30.62  																																	| (1401)  ~ (all_0_40_40 = e0)
% 65.69/30.62  																																	|
% 65.69/30.62  																																	| Equations (480) can reduce 294 to:
% 65.69/30.62  																																	| (365)  ~ (e2 = e0)
% 65.69/30.62  																																	|
% 65.69/30.62  																																	| Simplifying 365 yields:
% 65.69/30.62  																																	| (128)  ~ (e2 = e0)
% 65.69/30.62  																																	|
% 65.69/30.62  																																	+-Applying beta-rule and splitting (27), into two cases.
% 65.69/30.62  																																	|-Branch one:
% 65.69/30.62  																																	| (437) all_0_41_41 = e4
% 65.69/30.62  																																	|
% 65.69/30.62  																																		| Equations (437) can reduce 457 to:
% 65.69/30.62  																																		| (110)  ~ (e4 = e1)
% 65.69/30.62  																																		|
% 65.69/30.62  																																		| Equations (437) can reduce 357 to:
% 65.69/30.62  																																		| (49)  ~ (e4 = e0)
% 65.69/30.62  																																		|
% 65.69/30.62  																																		+-Applying beta-rule and splitting (112), into two cases.
% 65.69/30.62  																																		|-Branch one:
% 65.69/30.62  																																		| (635) all_0_44_44 = e1
% 65.69/30.62  																																		|
% 65.69/30.62  																																			| Equations (635) can reduce 360 to:
% 65.69/30.62  																																			| (233)  ~ (e1 = e0)
% 65.69/30.62  																																			|
% 65.69/30.62  																																			+-Applying beta-rule and splitting (75), into two cases.
% 65.69/30.62  																																			|-Branch one:
% 65.69/30.62  																																			| (485) all_0_40_40 = e0
% 65.69/30.62  																																			|
% 65.69/30.62  																																				| Equations (485) can reduce 1401 to:
% 65.69/30.62  																																				| (266) $false
% 65.69/30.62  																																				|
% 65.69/30.62  																																				|-The branch is then unsatisfiable
% 65.69/30.62  																																			|-Branch two:
% 65.69/30.62  																																			| (1401)  ~ (all_0_40_40 = e0)
% 65.69/30.62  																																			| (1748) all_0_44_44 = e0 | all_0_49_49 = e0 | all_0_58_58 = e0
% 65.69/30.62  																																			|
% 65.69/30.62  																																				+-Applying beta-rule and splitting (243), into two cases.
% 65.69/30.62  																																				|-Branch one:
% 65.69/30.62  																																				| (329) all_0_38_38 = e0
% 65.69/30.62  																																				|
% 65.69/30.62  																																					| Combining equations (292,329) yields a new equation:
% 65.69/30.62  																																					| (391) e2 = e0
% 65.69/30.62  																																					|
% 65.69/30.62  																																					| Simplifying 391 yields:
% 65.69/30.62  																																					| (330) e2 = e0
% 65.69/30.62  																																					|
% 65.69/30.62  																																					| Equations (330) can reduce 128 to:
% 65.69/30.62  																																					| (266) $false
% 65.69/30.62  																																					|
% 65.69/30.62  																																					|-The branch is then unsatisfiable
% 65.69/30.62  																																				|-Branch two:
% 65.69/30.62  																																				| (332)  ~ (all_0_38_38 = e0)
% 65.69/30.62  																																				| (395) all_0_41_41 = e0 | all_0_46_46 = e0 | all_0_55_55 = e0
% 65.69/30.62  																																				|
% 65.69/30.62  																																					+-Applying beta-rule and splitting (125), into two cases.
% 65.69/30.62  																																					|-Branch one:
% 65.69/30.62  																																					| (858) all_0_55_55 = e0
% 65.69/30.62  																																					|
% 65.69/30.62  																																						| Combining equations (629,858) yields a new equation:
% 65.69/30.62  																																						| (546) e1 = e0
% 65.69/30.62  																																						|
% 65.69/30.62  																																						| Simplifying 546 yields:
% 65.69/30.62  																																						| (431) e1 = e0
% 65.69/30.62  																																						|
% 65.69/30.62  																																						| Equations (431) can reduce 233 to:
% 65.69/30.62  																																						| (266) $false
% 65.69/30.62  																																						|
% 65.69/30.62  																																						|-The branch is then unsatisfiable
% 65.69/30.62  																																					|-Branch two:
% 65.69/30.62  																																					| (803)  ~ (all_0_55_55 = e0)
% 65.69/30.62  																																					| (863) all_0_56_56 = e0 | all_0_57_57 = e0 | all_0_58_58 = e0
% 65.69/30.62  																																					|
% 65.69/30.62  																																						| Equations (629) can reduce 803 to:
% 65.69/30.62  																																						| (233)  ~ (e1 = e0)
% 65.69/30.62  																																						|
% 65.69/30.62  																																						+-Applying beta-rule and splitting (395), into two cases.
% 65.69/30.62  																																						|-Branch one:
% 65.69/30.62  																																						| (794) all_0_41_41 = e0
% 65.69/30.62  																																						|
% 65.69/30.62  																																							| Combining equations (437,794) yields a new equation:
% 65.69/30.62  																																							| (481) e4 = e0
% 65.69/30.62  																																							|
% 65.69/30.62  																																							| Simplifying 481 yields:
% 65.69/30.62  																																							| (397) e4 = e0
% 65.69/30.62  																																							|
% 65.69/30.62  																																							| Equations (397) can reduce 49 to:
% 65.69/30.62  																																							| (266) $false
% 65.69/30.62  																																							|
% 65.69/30.62  																																							|-The branch is then unsatisfiable
% 65.69/30.62  																																						|-Branch two:
% 65.69/30.62  																																						| (357)  ~ (all_0_41_41 = e0)
% 65.69/30.62  																																						| (895) all_0_46_46 = e0 | all_0_55_55 = e0
% 65.69/30.62  																																						|
% 65.69/30.62  																																							+-Applying beta-rule and splitting (1748), into two cases.
% 65.69/30.62  																																							|-Branch one:
% 65.69/30.62  																																							| (1414) all_0_44_44 = e0
% 65.69/30.62  																																							|
% 65.69/30.62  																																								| Combining equations (635,1414) yields a new equation:
% 65.69/30.62  																																								| (546) e1 = e0
% 65.69/30.62  																																								|
% 65.69/30.62  																																								| Simplifying 546 yields:
% 65.69/30.62  																																								| (431) e1 = e0
% 65.69/30.62  																																								|
% 65.69/30.62  																																								| Equations (431) can reduce 233 to:
% 65.69/30.62  																																								| (266) $false
% 65.69/30.62  																																								|
% 65.69/30.62  																																								|-The branch is then unsatisfiable
% 65.69/30.62  																																							|-Branch two:
% 65.69/30.62  																																							| (360)  ~ (all_0_44_44 = e0)
% 65.69/30.62  																																							| (1760) all_0_49_49 = e0 | all_0_58_58 = e0
% 65.69/30.62  																																							|
% 65.69/30.62  																																								| Equations (635) can reduce 360 to:
% 65.69/30.62  																																								| (233)  ~ (e1 = e0)
% 65.69/30.62  																																								|
% 65.69/30.62  																																								+-Applying beta-rule and splitting (895), into two cases.
% 65.69/30.62  																																								|-Branch one:
% 65.69/30.62  																																								| (538) all_0_46_46 = e0
% 65.69/30.62  																																								|
% 65.69/30.62  																																									| Equations (538) can reduce 208 to:
% 65.69/30.62  																																									| (486)  ~ (all_0_49_49 = e0)
% 65.69/30.62  																																									|
% 65.69/30.62  																																									| Simplifying 486 yields:
% 65.69/30.62  																																									| (487)  ~ (all_0_49_49 = e0)
% 65.69/30.62  																																									|
% 65.69/30.62  																																									| Equations (538) can reduce 409 to:
% 65.69/30.62  																																									| (541)  ~ (e3 = e0)
% 65.69/30.62  																																									|
% 65.69/30.62  																																									| Simplifying 541 yields:
% 65.69/30.62  																																									| (80)  ~ (e3 = e0)
% 65.69/30.62  																																									|
% 65.69/30.62  																																									+-Applying beta-rule and splitting (1760), into two cases.
% 65.69/30.62  																																									|-Branch one:
% 65.69/30.62  																																									| (978) all_0_49_49 = e0
% 65.69/30.62  																																									|
% 65.69/30.62  																																										| Equations (978) can reduce 487 to:
% 65.69/30.62  																																										| (266) $false
% 65.69/30.62  																																										|
% 65.69/30.62  																																										|-The branch is then unsatisfiable
% 65.69/30.62  																																									|-Branch two:
% 65.69/30.62  																																									| (487)  ~ (all_0_49_49 = e0)
% 65.69/30.62  																																									| (914) all_0_58_58 = e0
% 65.69/30.62  																																									|
% 65.69/30.62  																																										| Combining equations (914,795) yields a new equation:
% 65.69/30.62  																																										| (676) e3 = e0
% 65.69/30.62  																																										|
% 65.69/30.62  																																										| Equations (676) can reduce 80 to:
% 65.69/30.62  																																										| (266) $false
% 65.69/30.62  																																										|
% 65.69/30.62  																																										|-The branch is then unsatisfiable
% 65.69/30.62  																																								|-Branch two:
% 65.69/30.62  																																								| (831)  ~ (all_0_46_46 = e0)
% 65.69/30.62  																																								| (858) all_0_55_55 = e0
% 65.69/30.62  																																								|
% 65.69/30.62  																																									| Combining equations (629,858) yields a new equation:
% 65.69/30.62  																																									| (546) e1 = e0
% 65.69/30.62  																																									|
% 65.69/30.62  																																									| Simplifying 546 yields:
% 65.69/30.62  																																									| (431) e1 = e0
% 65.69/30.62  																																									|
% 65.69/30.62  																																									| Equations (431) can reduce 233 to:
% 65.69/30.62  																																									| (266) $false
% 65.69/30.62  																																									|
% 65.69/30.62  																																									|-The branch is then unsatisfiable
% 65.69/30.62  																																		|-Branch two:
% 65.69/30.62  																																		| (639)  ~ (all_0_44_44 = e1)
% 65.69/30.62  																																		| (640) all_0_49_49 = e1 | all_0_53_53 = e1 | all_0_58_58 = e1
% 65.69/30.62  																																		|
% 65.69/30.62  																																			+-Applying beta-rule and splitting (103), into two cases.
% 65.69/30.62  																																			|-Branch one:
% 65.69/30.62  																																			| (453) all_0_41_41 = e1
% 65.69/30.62  																																			|
% 65.69/30.62  																																				| Combining equations (437,453) yields a new equation:
% 65.69/30.62  																																				| (636) e4 = e1
% 65.69/30.62  																																				|
% 65.69/30.62  																																				| Simplifying 636 yields:
% 65.69/30.62  																																				| (630) e4 = e1
% 65.69/30.62  																																				|
% 65.69/30.62  																																				| Equations (630) can reduce 110 to:
% 65.69/30.62  																																				| (266) $false
% 65.69/30.62  																																				|
% 65.69/30.62  																																				|-The branch is then unsatisfiable
% 65.69/30.62  																																			|-Branch two:
% 65.69/30.62  																																			| (457)  ~ (all_0_41_41 = e1)
% 65.69/30.62  																																			| (458) all_0_42_42 = e1 | all_0_43_43 = e1 | all_0_44_44 = e1
% 65.69/30.62  																																			|
% 65.69/30.62  																																				+-Applying beta-rule and splitting (458), into two cases.
% 65.69/30.62  																																				|-Branch one:
% 65.69/30.62  																																				| (459) all_0_42_42 = e1
% 65.69/30.62  																																				|
% 65.69/30.62  																																					| Combining equations (516,459) yields a new equation:
% 65.69/30.62  																																					| (454) e3 = e1
% 65.69/30.62  																																					|
% 65.69/30.62  																																					| Simplifying 454 yields:
% 65.69/30.62  																																					| (455) e3 = e1
% 65.69/30.62  																																					|
% 65.69/30.62  																																					| Equations (455) can reduce 213 to:
% 65.69/30.62  																																					| (266) $false
% 65.69/30.62  																																					|
% 65.69/30.62  																																					|-The branch is then unsatisfiable
% 65.69/30.62  																																				|-Branch two:
% 65.69/30.62  																																				| (1380)  ~ (all_0_42_42 = e1)
% 65.69/30.62  																																				| (1381) all_0_43_43 = e1 | all_0_44_44 = e1
% 65.69/30.62  																																				|
% 65.69/30.62  																																					| Equations (516) can reduce 1380 to:
% 65.69/30.62  																																					| (213)  ~ (e3 = e1)
% 65.69/30.62  																																					|
% 65.69/30.62  																																					+-Applying beta-rule and splitting (640), into two cases.
% 65.69/30.62  																																					|-Branch one:
% 65.69/30.62  																																					| (671) all_0_49_49 = e1
% 65.69/30.62  																																					|
% 65.69/30.62  																																						| Equations (671) can reduce 1064 to:
% 65.69/30.62  																																						| (266) $false
% 65.69/30.62  																																						|
% 65.69/30.62  																																						|-The branch is then unsatisfiable
% 65.69/30.62  																																					|-Branch two:
% 65.69/30.62  																																					| (1064)  ~ (all_0_49_49 = e1)
% 65.69/30.62  																																					| (2141) all_0_53_53 = e1 | all_0_58_58 = e1
% 65.69/30.62  																																					|
% 65.69/30.62  																																						+-Applying beta-rule and splitting (2141), into two cases.
% 65.69/30.62  																																						|-Branch one:
% 65.69/30.62  																																						| (1208) all_0_53_53 = e1
% 65.69/30.62  																																						|
% 65.69/30.62  																																							| Combining equations (607,1208) yields a new equation:
% 65.69/30.62  																																							| (616) e2 = e1
% 65.69/30.62  																																							|
% 65.69/30.62  																																							| Simplifying 616 yields:
% 65.69/30.62  																																							| (617) e2 = e1
% 65.69/30.62  																																							|
% 65.69/30.62  																																							| Equations (617) can reduce 122 to:
% 65.69/30.62  																																							| (266) $false
% 65.69/30.62  																																							|
% 65.69/30.62  																																							|-The branch is then unsatisfiable
% 65.69/30.62  																																						|-Branch two:
% 65.69/30.62  																																						| (1459)  ~ (all_0_53_53 = e1)
% 65.69/30.62  																																						| (918) all_0_58_58 = e1
% 65.69/30.62  																																						|
% 65.69/30.62  																																							| Combining equations (795,918) yields a new equation:
% 65.69/30.62  																																							| (454) e3 = e1
% 65.69/30.62  																																							|
% 65.69/30.62  																																							| Simplifying 454 yields:
% 65.69/30.62  																																							| (455) e3 = e1
% 65.69/30.62  																																							|
% 65.69/30.62  																																							| Equations (455) can reduce 213 to:
% 65.69/30.62  																																							| (266) $false
% 65.69/30.62  																																							|
% 65.69/30.62  																																							|-The branch is then unsatisfiable
% 65.69/30.62  																																	|-Branch two:
% 65.69/30.62  																																	| (440)  ~ (all_0_41_41 = e4)
% 65.69/30.62  																																	| (4049) all_0_41_41 = e3 | all_0_41_41 = e1 | all_0_41_41 = e0
% 65.69/30.62  																																	|
% 65.69/30.62  																																		+-Applying beta-rule and splitting (4049), into two cases.
% 65.69/30.62  																																		|-Branch one:
% 65.69/30.62  																																		| (794) all_0_41_41 = e0
% 65.69/30.62  																																		|
% 65.69/30.62  																																			| Equations (794) can reduce 357 to:
% 65.69/30.62  																																			| (266) $false
% 65.69/30.62  																																			|
% 65.69/30.62  																																			|-The branch is then unsatisfiable
% 65.69/30.62  																																		|-Branch two:
% 65.69/30.62  																																		| (357)  ~ (all_0_41_41 = e0)
% 65.69/30.62  																																		| (4053) all_0_41_41 = e3 | all_0_41_41 = e1
% 65.69/30.62  																																		|
% 65.69/30.62  																																			+-Applying beta-rule and splitting (4053), into two cases.
% 65.69/30.62  																																			|-Branch one:
% 65.69/30.62  																																			| (453) all_0_41_41 = e1
% 65.69/30.62  																																			|
% 65.69/30.62  																																				| Equations (453) can reduce 457 to:
% 65.69/30.62  																																				| (266) $false
% 65.69/30.62  																																				|
% 65.69/30.62  																																				|-The branch is then unsatisfiable
% 65.69/30.62  																																			|-Branch two:
% 65.69/30.62  																																			| (457)  ~ (all_0_41_41 = e1)
% 65.69/30.62  																																			| (403) all_0_41_41 = e3
% 65.69/30.62  																																			|
% 65.69/30.62  																																				| Equations (403) can reduce 1898 to:
% 65.69/30.62  																																				| (266) $false
% 65.69/30.62  																																				|
% 65.69/30.62  																																				|-The branch is then unsatisfiable
% 65.69/30.62  																														|-Branch two:
% 65.69/30.62  																														| (632)  ~ (all_0_55_55 = e1)
% 65.69/30.62  																														| (633) all_0_56_56 = e1 | all_0_57_57 = e1 | all_0_58_58 = e1
% 65.69/30.62  																														|
% 65.69/30.62  																															+-Applying beta-rule and splitting (18), into two cases.
% 65.69/30.62  																															|-Branch one:
% 65.69/30.62  																															| (453) all_0_41_41 = e1
% 65.69/30.62  																															|
% 65.69/30.62  																																| Equations (453) can reduce 1898 to:
% 65.69/30.62  																																| (467)  ~ (e3 = e1)
% 65.69/30.62  																																|
% 65.69/30.62  																																| Simplifying 467 yields:
% 65.69/30.62  																																| (213)  ~ (e3 = e1)
% 65.69/30.62  																																|
% 65.69/30.62  																																| Equations (453) can reduce 85 to:
% 65.69/30.62  																																| (604)  ~ (e2 = e1)
% 65.69/30.62  																																|
% 65.69/30.62  																																| Simplifying 604 yields:
% 65.69/30.62  																																| (122)  ~ (e2 = e1)
% 65.69/30.62  																																|
% 65.69/30.62  																																+-Applying beta-rule and splitting (633), into two cases.
% 65.69/30.62  																																|-Branch one:
% 65.69/30.62  																																| (1569) all_0_56_56 = e1
% 65.69/30.62  																																|
% 65.69/30.62  																																	| Equations (1569) can reduce 466 to:
% 65.69/30.62  																																	| (266) $false
% 65.69/30.62  																																	|
% 65.69/30.62  																																	|-The branch is then unsatisfiable
% 65.69/30.62  																																|-Branch two:
% 65.69/30.62  																																| (466)  ~ (all_0_56_56 = e1)
% 65.69/30.62  																																| (1574) all_0_57_57 = e1 | all_0_58_58 = e1
% 65.69/30.62  																																|
% 65.69/30.62  																																	+-Applying beta-rule and splitting (1574), into two cases.
% 65.69/30.62  																																	|-Branch one:
% 65.69/30.62  																																	| (647) all_0_57_57 = e1
% 65.69/30.62  																																	|
% 65.69/30.62  																																		| Combining equations (647,442) yields a new equation:
% 65.69/30.62  																																		| (617) e2 = e1
% 65.69/30.62  																																		|
% 65.69/30.62  																																		| Equations (617) can reduce 122 to:
% 65.69/30.62  																																		| (266) $false
% 65.69/30.62  																																		|
% 65.69/30.62  																																		|-The branch is then unsatisfiable
% 65.69/30.62  																																	|-Branch two:
% 65.69/30.62  																																	| (1670)  ~ (all_0_57_57 = e1)
% 65.69/30.62  																																	| (918) all_0_58_58 = e1
% 65.69/30.62  																																	|
% 65.69/30.62  																																		| Combining equations (918,795) yields a new equation:
% 65.69/30.62  																																		| (455) e3 = e1
% 65.69/30.62  																																		|
% 65.69/30.62  																																		| Equations (455) can reduce 213 to:
% 65.69/30.62  																																		| (266) $false
% 65.69/30.62  																																		|
% 65.69/30.62  																																		|-The branch is then unsatisfiable
% 65.69/30.62  																															|-Branch two:
% 65.69/30.62  																															| (457)  ~ (all_0_41_41 = e1)
% 65.69/30.62  																															| (595) all_0_46_46 = e1 | all_0_50_50 = e1 | all_0_55_55 = e1
% 65.69/30.62  																															|
% 65.69/30.62  																																+-Applying beta-rule and splitting (595), into two cases.
% 65.69/30.62  																																|-Branch one:
% 65.69/30.62  																																| (545) all_0_46_46 = e1
% 65.69/30.62  																																|
% 65.69/30.62  																																	| Equations (545) can reduce 549 to:
% 65.69/30.62  																																	| (266) $false
% 65.69/30.62  																																	|
% 65.69/30.62  																																	|-The branch is then unsatisfiable
% 65.69/30.62  																																|-Branch two:
% 65.69/30.62  																																| (549)  ~ (all_0_46_46 = e1)
% 65.69/30.62  																																| (600) all_0_50_50 = e1 | all_0_55_55 = e1
% 65.69/30.62  																																|
% 65.69/30.62  																																	+-Applying beta-rule and splitting (600), into two cases.
% 65.69/30.62  																																	|-Branch one:
% 65.69/30.62  																																	| (601) all_0_50_50 = e1
% 65.69/30.62  																																	|
% 65.69/30.62  																																		| Combining equations (601,415) yields a new equation:
% 65.69/30.62  																																		| (455) e3 = e1
% 65.69/30.62  																																		|
% 65.69/30.62  																																		| Equations (455) can reduce 213 to:
% 65.69/30.62  																																		| (266) $false
% 65.69/30.62  																																		|
% 65.69/30.62  																																		|-The branch is then unsatisfiable
% 65.69/30.62  																																	|-Branch two:
% 65.69/30.62  																																	| (759)  ~ (all_0_50_50 = e1)
% 65.69/30.62  																																	| (629) all_0_55_55 = e1
% 65.69/30.62  																																	|
% 65.69/30.62  																																		| Equations (629) can reduce 632 to:
% 65.69/30.62  																																		| (266) $false
% 65.69/30.62  																																		|
% 65.69/30.62  																																		|-The branch is then unsatisfiable
% 65.69/30.62  																												|-Branch two:
% 65.69/30.62  																												| (405)  ~ (all_0_42_42 = e3)
% 65.69/30.62  																												| (532) all_0_44_44 = e3
% 65.69/30.62  																												|
% 65.69/30.62  																													| Equations (532) can reduce 407 to:
% 65.69/30.62  																													| (266) $false
% 65.69/30.62  																													|
% 65.69/30.62  																													|-The branch is then unsatisfiable
% 65.69/30.62  																									|-Branch two:
% 65.69/30.62  																									| (464)  ~ (all_0_51_51 = e1)
% 65.69/30.62  																									| (1202) all_0_52_52 = e1 | all_0_53_53 = e1
% 65.69/30.62  																									|
% 65.69/30.62  																										+-Applying beta-rule and splitting (1202), into two cases.
% 65.69/30.62  																										|-Branch one:
% 65.69/30.62  																										| (642) all_0_52_52 = e1
% 65.69/30.62  																										|
% 65.69/30.62  																											| Combining equations (565,642) yields a new equation:
% 65.69/30.62  																											| (636) e4 = e1
% 65.69/30.62  																											|
% 65.69/30.62  																											| Simplifying 636 yields:
% 65.69/30.62  																											| (630) e4 = e1
% 65.69/30.62  																											|
% 65.69/30.62  																											| Equations (630) can reduce 110 to:
% 65.69/30.62  																											| (266) $false
% 65.69/30.62  																											|
% 65.69/30.62  																											|-The branch is then unsatisfiable
% 65.69/30.62  																										|-Branch two:
% 65.69/30.62  																										| (646)  ~ (all_0_52_52 = e1)
% 65.69/30.62  																										| (1208) all_0_53_53 = e1
% 65.69/30.62  																										|
% 65.69/30.62  																											| Combining equations (1208,607) yields a new equation:
% 65.69/30.62  																											| (617) e2 = e1
% 65.69/30.62  																											|
% 65.69/30.62  																											| Equations (617) can reduce 122 to:
% 65.69/30.62  																											| (266) $false
% 65.69/30.62  																											|
% 65.69/30.62  																											|-The branch is then unsatisfiable
% 65.69/30.62  																								|-Branch two:
% 65.69/30.62  																								| (338)  ~ (all_0_47_47 = e2)
% 65.69/30.62  																								| (10761) all_0_48_48 = e2 | all_0_49_49 = e2
% 65.69/30.62  																								|
% 65.69/30.62  																									+-Applying beta-rule and splitting (10761), into two cases.
% 65.69/30.62  																									|-Branch one:
% 65.69/30.62  																									| (335) all_0_48_48 = e2
% 65.69/30.62  																									|
% 65.69/30.62  																										| Combining equations (335,615) yields a new equation:
% 65.69/30.62  																										| (616) e2 = e1
% 65.69/30.62  																										|
% 65.69/30.62  																										| Simplifying 616 yields:
% 65.69/30.62  																										| (617) e2 = e1
% 65.69/30.62  																										|
% 65.69/30.62  																										| Equations (617) can reduce 122 to:
% 65.69/30.62  																										| (266) $false
% 65.69/30.62  																										|
% 65.69/30.62  																										|-The branch is then unsatisfiable
% 65.69/30.62  																									|-Branch two:
% 65.69/30.62  																									| (810)  ~ (all_0_48_48 = e2)
% 65.69/30.63  																									| (583) all_0_49_49 = e2
% 65.69/30.63  																									|
% 65.69/30.63  																										| Equations (583) can reduce 340 to:
% 65.69/30.63  																										| (266) $false
% 65.69/30.63  																										|
% 65.69/30.63  																										|-The branch is then unsatisfiable
% 65.69/30.63  																						|-Branch two:
% 65.69/30.63  																						| (509)  ~ (all_0_53_53 = e2)
% 65.69/30.63  																						| (610) all_0_53_53 = e4 | all_0_53_53 = e3 | all_0_53_53 = e1
% 65.69/30.63  																						|
% 65.69/30.63  																							+-Applying beta-rule and splitting (381), into two cases.
% 65.69/30.63  																							|-Branch one:
% 65.69/30.63  																							| (504) all_0_51_51 = e2
% 65.69/30.63  																							|
% 65.69/30.63  																								| Equations (504) can reduce 61 to:
% 65.69/30.63  																								| (51)  ~ (all_0_42_42 = e2)
% 65.69/30.63  																								|
% 65.69/30.63  																								| Equations (504) can reduce 224 to:
% 65.69/30.63  																								| (338)  ~ (all_0_47_47 = e2)
% 65.69/30.63  																								|
% 65.69/30.63  																								| Equations (504) can reduce 16 to:
% 65.69/30.63  																								| (510)  ~ (all_0_56_56 = e2)
% 65.69/30.63  																								|
% 65.69/30.63  																								| Simplifying 510 yields:
% 65.69/30.63  																								| (511)  ~ (all_0_56_56 = e2)
% 65.69/30.63  																								|
% 65.69/30.63  																								| Equations (504) can reduce 115 to:
% 65.69/30.63  																								| (128)  ~ (e2 = e0)
% 65.69/30.63  																								|
% 65.69/30.63  																								| From (504) and (177) follows:
% 65.69/30.63  																								| (514) op(e2, e2) = all_0_25_25
% 65.69/30.63  																								|
% 65.69/30.63  																								| From (504) and (157) follows:
% 65.69/30.63  																								| (18123) op(e2, e1) = all_0_24_24
% 65.69/30.63  																								|
% 65.69/30.63  																								| From (504) and (186) follows:
% 65.69/30.63  																								| (515) op(e1, e2) = e2
% 65.69/30.63  																								|
% 65.69/30.63  																								+-Applying beta-rule and splitting (10171), into two cases.
% 65.69/30.63  																								|-Branch one:
% 65.69/30.63  																								| (1105) all_0_47_47 = e2
% 65.69/30.63  																								|
% 65.69/30.63  																									| Equations (1105) can reduce 338 to:
% 65.69/30.63  																									| (266) $false
% 65.69/30.63  																									|
% 65.69/30.63  																									|-The branch is then unsatisfiable
% 65.69/30.63  																								|-Branch two:
% 65.69/30.63  																								| (338)  ~ (all_0_47_47 = e2)
% 65.69/30.63  																								| (10761) all_0_48_48 = e2 | all_0_49_49 = e2
% 65.69/30.63  																								|
% 65.69/30.63  																									+-Applying beta-rule and splitting (10761), into two cases.
% 65.69/30.63  																									|-Branch one:
% 65.69/30.63  																									| (335) all_0_48_48 = e2
% 65.69/30.63  																									|
% 65.69/30.63  																										| Combining equations (335,615) yields a new equation:
% 65.69/30.63  																										| (616) e2 = e1
% 65.69/30.63  																										|
% 65.69/30.63  																										| Simplifying 616 yields:
% 65.69/30.63  																										| (617) e2 = e1
% 65.69/30.63  																										|
% 65.69/30.63  																										| Equations (617) can reduce 122 to:
% 65.69/30.63  																										| (266) $false
% 65.69/30.63  																										|
% 65.69/30.63  																										|-The branch is then unsatisfiable
% 65.69/30.63  																									|-Branch two:
% 65.69/30.63  																									| (810)  ~ (all_0_48_48 = e2)
% 65.69/30.63  																									| (583) all_0_49_49 = e2
% 65.69/30.63  																									|
% 65.69/30.63  																										| Equations (583) can reduce 200 to:
% 65.69/30.63  																										| (296)  ~ (all_0_40_40 = e2)
% 65.69/30.63  																										|
% 65.69/30.63  																										| Equations (583) can reduce 9 to:
% 65.69/30.63  																										| (147)  ~ (all_0_44_44 = e2)
% 65.69/30.63  																										|
% 65.69/30.63  																										| Equations (583) can reduce 208 to:
% 65.69/30.63  																										| (300)  ~ (all_0_46_46 = e2)
% 65.69/30.63  																										|
% 65.69/30.63  																										| Equations (583) can reduce 86 to:
% 65.69/30.63  																										| (338)  ~ (all_0_47_47 = e2)
% 65.69/30.63  																										|
% 65.69/30.63  																										| Equations (583) can reduce 65 to:
% 65.69/30.63  																										| (508)  ~ (all_0_53_53 = e2)
% 65.69/30.63  																										|
% 65.69/30.63  																										| Simplifying 508 yields:
% 65.69/30.63  																										| (509)  ~ (all_0_53_53 = e2)
% 65.69/30.63  																										|
% 65.69/30.63  																										| Equations (583) can reduce 119 to:
% 65.69/30.63  																										| (1186)  ~ (all_0_58_58 = e2)
% 65.69/30.63  																										|
% 65.69/30.63  																										| Simplifying 1186 yields:
% 65.69/30.63  																										| (908)  ~ (all_0_58_58 = e2)
% 65.69/30.63  																										|
% 65.69/30.63  																										| Equations (583) can reduce 525 to:
% 65.69/30.63  																										| (626)  ~ (e3 = e2)
% 65.69/30.63  																										|
% 65.69/30.63  																										| Simplifying 626 yields:
% 65.69/30.63  																										| (212)  ~ (e3 = e2)
% 65.69/30.63  																										|
% 65.69/30.63  																										| Equations (583) can reduce 1064 to:
% 65.69/30.63  																										| (122)  ~ (e2 = e1)
% 65.69/30.63  																										|
% 65.69/30.63  																										| From (583) and (129) follows:
% 65.69/30.63  																										| (14996) op(e2, e2) = all_0_20_20
% 65.69/30.63  																										|
% 65.69/30.63  																										| From (583) and (66) follows:
% 65.69/30.63  																										| (20781) op(e2, e0) = all_0_21_21
% 65.69/30.63  																										|
% 65.69/30.63  																										| From (583) and (55) follows:
% 65.69/30.63  																										| (727) op(e2, e0) = e2
% 65.69/30.63  																										|
% 65.69/30.63  																										+-Applying beta-rule and splitting (160), into two cases.
% 65.69/30.63  																										|-Branch one:
% 65.69/30.63  																										| (601) all_0_50_50 = e1
% 65.69/30.63  																										|
% 65.69/30.63  																											| Combining equations (415,601) yields a new equation:
% 65.69/30.63  																											| (454) e3 = e1
% 65.69/30.63  																											|
% 65.69/30.63  																											| Simplifying 454 yields:
% 65.69/30.63  																											| (455) e3 = e1
% 65.69/30.63  																											|
% 65.69/30.63  																											| Equations (455) can reduce 213 to:
% 65.69/30.63  																											| (266) $false
% 65.69/30.63  																											|
% 65.69/30.63  																											|-The branch is then unsatisfiable
% 65.69/30.63  																										|-Branch two:
% 65.69/30.63  																										| (759)  ~ (all_0_50_50 = e1)
% 65.69/30.63  																										| (1168) all_0_51_51 = e1 | all_0_52_52 = e1 | all_0_53_53 = e1
% 65.69/30.63  																										|
% 65.69/30.63  																											+-Applying beta-rule and splitting (1168), into two cases.
% 65.69/30.63  																											|-Branch one:
% 65.69/30.63  																											| (1109) all_0_51_51 = e1
% 65.69/30.63  																											|
% 65.69/30.63  																												| Combining equations (504,1109) yields a new equation:
% 65.69/30.63  																												| (616) e2 = e1
% 65.69/30.63  																												|
% 65.69/30.63  																												| Simplifying 616 yields:
% 65.69/30.63  																												| (617) e2 = e1
% 65.69/30.63  																												|
% 65.69/30.63  																												| Equations (617) can reduce 122 to:
% 65.69/30.63  																												| (266) $false
% 65.69/30.63  																												|
% 65.69/30.63  																												|-The branch is then unsatisfiable
% 65.69/30.63  																											|-Branch two:
% 65.69/30.63  																											| (464)  ~ (all_0_51_51 = e1)
% 65.69/30.63  																											| (1202) all_0_52_52 = e1 | all_0_53_53 = e1
% 65.69/30.63  																											|
% 65.69/30.63  																												+-Applying beta-rule and splitting (1202), into two cases.
% 65.69/30.63  																												|-Branch one:
% 65.69/30.63  																												| (642) all_0_52_52 = e1
% 65.69/30.63  																												|
% 65.69/30.63  																													| Combining equations (642,565) yields a new equation:
% 65.69/30.63  																													| (630) e4 = e1
% 65.69/30.63  																													|
% 65.69/30.63  																													| Equations (630) can reduce 110 to:
% 65.69/30.63  																													| (266) $false
% 65.69/30.63  																													|
% 65.69/30.63  																													|-The branch is then unsatisfiable
% 65.69/30.63  																												|-Branch two:
% 65.69/30.63  																												| (646)  ~ (all_0_52_52 = e1)
% 65.69/30.63  																												| (1208) all_0_53_53 = e1
% 65.69/30.63  																												|
% 65.69/30.63  																													| Equations (1208) can reduce 162 to:
% 65.69/30.63  																													| (132)  ~ (all_0_40_40 = e1)
% 65.69/30.63  																													|
% 65.69/30.63  																													| Equations (1208) can reduce 220 to:
% 65.69/30.63  																													| (639)  ~ (all_0_44_44 = e1)
% 65.69/30.63  																													|
% 65.69/30.63  																													| Equations (1208) can reduce 10 to:
% 65.69/30.63  																													| (879)  ~ (all_0_58_58 = e1)
% 65.69/30.63  																													|
% 65.69/30.63  																													| Simplifying 879 yields:
% 65.69/30.63  																													| (880)  ~ (all_0_58_58 = e1)
% 65.69/30.63  																													|
% 65.69/30.63  																													| Equations (1208) can reduce 903 to:
% 65.69/30.63  																													| (467)  ~ (e3 = e1)
% 65.69/30.63  																													|
% 65.69/30.63  																													| Simplifying 467 yields:
% 65.69/30.63  																													| (213)  ~ (e3 = e1)
% 65.69/30.63  																													|
% 65.69/30.63  																													| Equations (1208) can reduce 509 to:
% 65.69/30.63  																													| (604)  ~ (e2 = e1)
% 65.69/30.63  																													|
% 65.69/30.63  																													| Simplifying 604 yields:
% 65.69/30.63  																													| (122)  ~ (e2 = e1)
% 65.69/30.63  																													|
% 65.69/30.63  																													| Instantiating formula (29) with e2, e2, all_0_20_20, all_0_47_47 and discharging atoms op(e2, e2) = all_0_20_20, op(e2, e2) = all_0_47_47, yields:
% 65.69/30.63  																													| (86266) all_0_20_20 = all_0_47_47
% 65.69/30.63  																													|
% 65.69/30.63  																													| Instantiating formula (29) with e2, e2, all_0_25_25, all_0_20_20 and discharging atoms op(e2, e2) = all_0_20_20, op(e2, e2) = all_0_25_25, yields:
% 65.69/30.63  																													| (4266) all_0_20_20 = all_0_25_25
% 65.69/30.63  																													|
% 65.69/30.63  																													| Instantiating formula (29) with e2, e1, all_0_24_24, e1 and discharging atoms op(e2, e1) = all_0_24_24, op(e2, e1) = e1, yields:
% 65.69/30.63  																													| (15139) all_0_24_24 = e1
% 65.69/30.63  																													|
% 65.69/30.63  																													| Instantiating formula (29) with e2, e0, e2, all_0_21_21 and discharging atoms op(e2, e0) = all_0_21_21, op(e2, e0) = e2, yields:
% 65.69/30.63  																													| (4269) all_0_21_21 = e2
% 65.69/30.63  																													|
% 65.69/30.64  																													| Combining equations (4266,86266) yields a new equation:
% 65.69/30.64  																													| (95683) all_0_25_25 = all_0_47_47
% 65.69/30.64  																													|
% 65.69/30.64  																													| Simplifying 95683 yields:
% 65.69/30.64  																													| (6482) all_0_25_25 = all_0_47_47
% 65.69/30.64  																													|
% 65.69/30.64  																													| From (6482) and (514) follows:
% 65.69/30.64  																													| (23) op(e2, e2) = all_0_47_47
% 65.69/30.64  																													|
% 65.69/30.64  																													| From (15139) and (18123) follows:
% 65.69/30.64  																													| (1612) op(e2, e1) = e1
% 65.69/30.64  																													|
% 65.69/30.64  																													| From (4269) and (20781) follows:
% 65.69/30.64  																													| (727) op(e2, e0) = e2
% 65.69/30.64  																													|
% 65.69/30.64  																													+-Applying beta-rule and splitting (189), into two cases.
% 65.69/30.64  																													|-Branch one:
% 65.69/30.64  																													| (532) all_0_44_44 = e3
% 65.69/30.64  																													|
% 65.69/30.64  																														| Equations (532) can reduce 143 to:
% 65.69/30.64  																														| (2)  ~ (all_0_40_40 = e3)
% 65.69/30.64  																														|
% 65.69/30.64  																														| Equations (532) can reduce 149 to:
% 65.69/30.64  																														| (1898)  ~ (all_0_41_41 = e3)
% 65.69/30.64  																														|
% 65.69/30.64  																														| Equations (532) can reduce 73 to:
% 65.69/30.64  																														| (405)  ~ (all_0_42_42 = e3)
% 65.69/30.64  																														|
% 65.69/30.64  																														| Equations (532) can reduce 181 to:
% 65.69/30.64  																														| (275)  ~ (all_0_58_58 = e3)
% 65.69/30.64  																														|
% 65.69/30.64  																														| Simplifying 275 yields:
% 65.69/30.64  																														| (276)  ~ (all_0_58_58 = e3)
% 65.69/30.64  																														|
% 65.69/30.64  																														| Equations (532) can reduce 147 to:
% 65.69/30.64  																														| (212)  ~ (e3 = e2)
% 65.69/30.64  																														|
% 65.69/30.64  																														| Equations (532) can reduce 639 to:
% 65.69/30.64  																														| (213)  ~ (e3 = e1)
% 65.69/30.64  																														|
% 65.69/30.64  																														+-Applying beta-rule and splitting (22), into two cases.
% 65.69/30.64  																														|-Branch one:
% 65.69/30.64  																														| (268) all_0_54_54 = e3
% 65.69/30.64  																														|
% 65.69/30.64  																															| Combining equations (268,265) yields a new equation:
% 65.69/30.64  																															| (425) e4 = e3
% 65.69/30.64  																															|
% 65.69/30.64  																															| Equations (425) can reduce 188 to:
% 65.69/30.64  																															| (266) $false
% 65.69/30.64  																															|
% 65.69/30.64  																															|-The branch is then unsatisfiable
% 65.69/30.64  																														|-Branch two:
% 65.69/30.65  																														| (60427)  ~ (all_0_54_54 = e3)
% 65.69/30.65  																														| (62553) all_0_55_55 = e3 | all_0_56_56 = e3 | all_0_58_58 = e3
% 65.69/30.65  																														|
% 65.69/30.65  																															+-Applying beta-rule and splitting (180), into two cases.
% 65.69/30.65  																															|-Branch one:
% 65.69/30.65  																															| (516) all_0_42_42 = e3
% 65.69/30.65  																															|
% 65.69/30.65  																																| Equations (516) can reduce 405 to:
% 65.69/30.65  																																| (266) $false
% 65.69/30.65  																																|
% 65.69/30.65  																																|-The branch is then unsatisfiable
% 65.69/30.65  																															|-Branch two:
% 65.69/30.65  																															| (405)  ~ (all_0_42_42 = e3)
% 65.69/30.65  																															| (521) all_0_47_47 = e3 | all_0_51_51 = e3 | all_0_56_56 = e3
% 65.69/30.65  																															|
% 65.69/30.65  																																+-Applying beta-rule and splitting (150), into two cases.
% 65.69/30.65  																																|-Branch one:
% 65.69/30.65  																																| (1378) all_0_40_40 = e4
% 65.69/30.65  																																|
% 65.69/30.65  																																	| Equations (1378) can reduce 176 to:
% 65.69/30.65  																																	| (1377)  ~ (all_0_39_39 = e4)
% 65.69/30.65  																																	|
% 65.69/30.65  																																	| Equations (1378) can reduce 178 to:
% 65.69/30.65  																																	| (450)  ~ (all_0_58_58 = e4)
% 65.69/30.65  																																	|
% 65.69/30.65  																																	| Simplifying 450 yields:
% 65.69/30.65  																																	| (451)  ~ (all_0_58_58 = e4)
% 65.69/30.65  																																	|
% 65.69/30.65  																																	+-Applying beta-rule and splitting (108), into two cases.
% 65.69/30.65  																																	|-Branch one:
% 65.69/30.65  																																	| (624) all_0_58_58 = e2
% 65.69/30.65  																																	|
% 65.69/30.65  																																		| Equations (624) can reduce 908 to:
% 65.69/30.65  																																		| (266) $false
% 65.69/30.65  																																		|
% 65.69/30.65  																																		|-The branch is then unsatisfiable
% 65.69/30.65  																																	|-Branch two:
% 65.69/30.65  																																	| (908)  ~ (all_0_58_58 = e2)
% 65.69/30.65  																																	| (909) all_0_58_58 = e4 | all_0_58_58 = e3 | all_0_58_58 = e1 | all_0_58_58 = e0
% 65.69/30.65  																																	|
% 65.69/30.65  																																		+-Applying beta-rule and splitting (909), into two cases.
% 65.69/30.65  																																		|-Branch one:
% 65.69/30.65  																																		| (910) all_0_58_58 = e4
% 65.69/30.65  																																		|
% 65.69/30.65  																																			| Equations (910) can reduce 451 to:
% 65.69/30.65  																																			| (266) $false
% 65.69/30.65  																																			|
% 65.69/30.65  																																			|-The branch is then unsatisfiable
% 65.69/30.65  																																		|-Branch two:
% 65.69/30.65  																																		| (451)  ~ (all_0_58_58 = e4)
% 65.69/30.65  																																		| (913) all_0_58_58 = e3 | all_0_58_58 = e1 | all_0_58_58 = e0
% 65.69/30.65  																																		|
% 65.69/30.65  																																			+-Applying beta-rule and splitting (521), into two cases.
% 65.69/30.65  																																			|-Branch one:
% 65.69/30.65  																																			| (522) all_0_47_47 = e3
% 65.69/30.65  																																			|
% 65.69/30.65  																																				| Equations (522) can reduce 1091 to:
% 65.69/30.65  																																				| (266) $false
% 65.69/30.65  																																				|
% 65.69/30.65  																																				|-The branch is then unsatisfiable
% 65.69/30.65  																																			|-Branch two:
% 65.69/30.65  																																			| (1091)  ~ (all_0_47_47 = e3)
% 65.69/30.65  																																			| (1092) all_0_51_51 = e3 | all_0_56_56 = e3
% 65.69/30.65  																																			|
% 65.69/30.65  																																				+-Applying beta-rule and splitting (1092), into two cases.
% 65.69/30.65  																																				|-Branch one:
% 65.69/30.65  																																				| (660) all_0_51_51 = e3
% 65.69/30.65  																																				|
% 65.69/30.65  																																					| Combining equations (504,660) yields a new equation:
% 65.69/30.65  																																					| (662) e3 = e2
% 65.69/30.65  																																					|
% 65.69/30.65  																																					| Equations (662) can reduce 212 to:
% 65.69/30.65  																																					| (266) $false
% 65.69/30.65  																																					|
% 65.69/30.65  																																					|-The branch is then unsatisfiable
% 65.69/30.65  																																				|-Branch two:
% 65.69/30.65  																																				| (664)  ~ (all_0_51_51 = e3)
% 65.69/30.65  																																				| (1097) all_0_56_56 = e3
% 65.69/30.65  																																				|
% 65.69/30.65  																																					| Equations (1097) can reduce 153 to:
% 65.69/30.65  																																					| (270)  ~ (all_0_55_55 = e3)
% 65.69/30.65  																																					|
% 65.69/30.65  																																					| Equations (1097) can reduce 44 to:
% 65.69/30.65  																																					| (275)  ~ (all_0_58_58 = e3)
% 65.69/30.65  																																					|
% 65.69/30.65  																																					| Simplifying 275 yields:
% 65.69/30.65  																																					| (276)  ~ (all_0_58_58 = e3)
% 65.69/30.65  																																					|
% 65.69/30.65  																																					| From (1097) and (111) follows:
% 65.69/30.65  																																					| (65099) op(e0, e2) = e3
% 65.69/30.65  																																					|
% 65.69/30.65  																																					+-Applying beta-rule and splitting (913), into two cases.
% 65.69/30.65  																																					|-Branch one:
% 65.69/30.65  																																					| (914) all_0_58_58 = e0
% 65.69/30.65  																																					|
% 65.69/30.65  																																						| Equations (914) can reduce 3 to:
% 65.69/30.65  																																						| (803)  ~ (all_0_55_55 = e0)
% 65.69/30.65  																																						|
% 65.69/30.65  																																						| Equations (914) can reduce 908 to:
% 65.69/30.65  																																						| (365)  ~ (e2 = e0)
% 65.69/30.65  																																						|
% 65.69/30.65  																																						| Simplifying 365 yields:
% 65.69/30.65  																																						| (128)  ~ (e2 = e0)
% 65.69/30.65  																																						|
% 65.69/30.65  																																						| Equations (914) can reduce 880 to:
% 65.69/30.65  																																						| (435)  ~ (e1 = e0)
% 65.69/30.65  																																						|
% 65.69/30.65  																																						| Simplifying 435 yields:
% 65.69/30.65  																																						| (233)  ~ (e1 = e0)
% 65.69/30.65  																																						|
% 65.69/30.65  																																						+-Applying beta-rule and splitting (216), into two cases.
% 65.69/30.65  																																						|-Branch one:
% 65.69/30.65  																																						| (629) all_0_55_55 = e1
% 65.69/30.65  																																						|
% 65.69/30.65  																																							| Equations (629) can reduce 191 to:
% 65.69/30.65  																																							| (457)  ~ (all_0_41_41 = e1)
% 65.69/30.65  																																							|
% 65.69/30.65  																																							| Equations (629) can reduce 270 to:
% 65.69/30.65  																																							| (467)  ~ (e3 = e1)
% 65.69/30.65  																																							|
% 65.69/30.65  																																							| Simplifying 467 yields:
% 65.69/30.65  																																							| (213)  ~ (e3 = e1)
% 65.69/30.65  																																							|
% 65.69/30.65  																																							| Equations (629) can reduce 304 to:
% 65.69/30.65  																																							| (604)  ~ (e2 = e1)
% 65.69/30.65  																																							|
% 65.69/30.65  																																							| Simplifying 604 yields:
% 65.69/30.65  																																							| (122)  ~ (e2 = e1)
% 65.69/30.65  																																							|
% 65.69/30.65  																																							| Equations (629) can reduce 803 to:
% 65.69/30.65  																																							| (233)  ~ (e1 = e0)
% 65.69/30.65  																																							|
% 65.69/30.65  																																							| From (629) and (74) follows:
% 65.69/30.65  																																							| (6587) op(e0, e3) = e1
% 65.69/30.65  																																							|
% 65.69/30.65  																																							+-Applying beta-rule and splitting (243), into two cases.
% 65.69/30.65  																																							|-Branch one:
% 65.69/30.65  																																							| (329) all_0_38_38 = e0
% 65.69/30.65  																																							|
% 65.69/30.65  																																								| Combining equations (329,292) yields a new equation:
% 65.69/30.65  																																								| (330) e2 = e0
% 65.69/30.65  																																								|
% 65.69/30.65  																																								| Equations (330) can reduce 128 to:
% 65.69/30.65  																																								| (266) $false
% 65.69/30.65  																																								|
% 65.69/30.65  																																								|-The branch is then unsatisfiable
% 65.69/30.65  																																							|-Branch two:
% 65.69/30.65  																																							| (332)  ~ (all_0_38_38 = e0)
% 65.69/30.65  																																							| (395) all_0_41_41 = e0 | all_0_46_46 = e0 | all_0_55_55 = e0
% 65.69/30.65  																																							|
% 65.69/30.65  																																								+-Applying beta-rule and splitting (395), into two cases.
% 65.69/30.65  																																								|-Branch one:
% 65.69/30.65  																																								| (794) all_0_41_41 = e0
% 65.69/30.65  																																								|
% 65.69/30.65  																																									| Equations (794) can reduce 357 to:
% 65.69/30.65  																																									| (266) $false
% 65.69/30.65  																																									|
% 65.69/30.65  																																									|-The branch is then unsatisfiable
% 65.69/30.65  																																								|-Branch two:
% 65.69/30.65  																																								| (357)  ~ (all_0_41_41 = e0)
% 65.69/30.65  																																								| (895) all_0_46_46 = e0 | all_0_55_55 = e0
% 65.69/30.65  																																								|
% 65.69/30.65  																																									+-Applying beta-rule and splitting (895), into two cases.
% 65.69/30.65  																																									|-Branch one:
% 65.69/30.65  																																									| (538) all_0_46_46 = e0
% 65.69/30.65  																																									|
% 65.69/30.65  																																										| Equations (538) can reduce 43 to:
% 65.69/30.65  																																										| (357)  ~ (all_0_41_41 = e0)
% 65.69/30.65  																																										|
% 65.69/30.65  																																										| From (538) and (120) follows:
% 65.69/30.65  																																										| (544) op(e2, e3) = e0
% 65.69/30.65  																																										|
% 65.69/30.65  																																										+-Applying beta-rule and splitting (27), into two cases.
% 65.69/30.65  																																										|-Branch one:
% 65.69/30.65  																																										| (437) all_0_41_41 = e4
% 65.69/30.65  																																										|
% 65.69/30.65  																																											| Equations (437) can reduce 214 to:
% 65.69/30.65  																																											| (1901)  ~ (all_0_42_42 = e4)
% 65.69/30.65  																																											|
% 65.69/30.65  																																											| Simplifying 1901 yields:
% 65.69/30.65  																																											| (1890)  ~ (all_0_42_42 = e4)
% 65.69/30.65  																																											|
% 65.69/30.65  																																											| Equations (437) can reduce 1898 to:
% 65.69/30.65  																																											| (188)  ~ (e4 = e3)
% 65.69/30.65  																																											|
% 65.69/30.65  																																											| Equations (437) can reduce 85 to:
% 65.69/30.65  																																											| (48)  ~ (e4 = e2)
% 65.69/30.65  																																											|
% 65.69/30.65  																																											| From (437) and (219) follows:
% 65.69/30.65  																																											| (1913) op(e3, e3) = e4
% 65.69/30.65  																																											|
% 65.69/30.65  																																											+-Applying beta-rule and splitting (131), into two cases.
% 65.69/30.65  																																											|-Branch one:
% 65.69/30.65  																																											| (459) all_0_42_42 = e1
% 65.69/30.65  																																											|
% 65.69/30.65  																																												| Equations (459) can reduce 145 to:
% 65.69/30.65  																																												| (151)  ~ (all_0_39_39 = e1)
% 65.69/30.65  																																												|
% 65.69/30.65  																																												| Equations (459) can reduce 1890 to:
% 65.69/30.65  																																												| (602)  ~ (e4 = e1)
% 65.69/30.65  																																												|
% 65.69/30.65  																																												| Simplifying 602 yields:
% 65.69/30.65  																																												| (110)  ~ (e4 = e1)
% 65.69/30.65  																																												|
% 65.69/30.65  																																												| Equations (459) can reduce 51 to:
% 65.69/30.65  																																												| (604)  ~ (e2 = e1)
% 65.69/30.65  																																												|
% 65.69/30.65  																																												| Simplifying 604 yields:
% 65.69/30.65  																																												| (122)  ~ (e2 = e1)
% 65.69/30.65  																																												|
% 65.69/30.65  																																												| From (459) and (210) follows:
% 65.69/30.65  																																												| (470) op(e3, e2) = e1
% 65.69/30.65  																																												|
% 65.69/30.65  																																												+-Applying beta-rule and splitting (164), into two cases.
% 65.69/30.65  																																												|-Branch one:
% 65.69/30.65  																																												| (471) all_0_39_39 = e4
% 65.69/30.65  																																												|
% 65.69/30.65  																																													| Equations (471) can reduce 1377 to:
% 65.69/30.65  																																													| (266) $false
% 65.69/30.65  																																													|
% 65.69/30.65  																																													|-The branch is then unsatisfiable
% 65.69/30.65  																																												|-Branch two:
% 65.69/30.65  																																												| (1377)  ~ (all_0_39_39 = e4)
% 65.69/30.65  																																												| (2115) all_0_42_42 = e4 | all_0_47_47 = e4 | all_0_51_51 = e4 | all_0_56_56 = e4
% 65.69/30.65  																																												|
% 65.69/30.65  																																													+-Applying beta-rule and splitting (105), into two cases.
% 65.69/30.65  																																													|-Branch one:
% 65.69/30.65  																																													| (1105) all_0_47_47 = e2
% 65.69/30.65  																																													|
% 65.69/30.65  																																														| Equations (1105) can reduce 338 to:
% 65.69/30.65  																																														| (266) $false
% 65.69/30.65  																																														|
% 65.69/30.65  																																														|-The branch is then unsatisfiable
% 65.69/30.65  																																													|-Branch two:
% 65.69/30.65  																																													| (338)  ~ (all_0_47_47 = e2)
% 65.69/30.65  																																													| (1789) all_0_47_47 = e4 | all_0_47_47 = e3 | all_0_47_47 = e1 | all_0_47_47 = e0
% 65.69/30.65  																																													|
% 65.69/30.65  																																														+-Applying beta-rule and splitting (104), into two cases.
% 65.69/30.65  																																														|-Branch one:
% 65.69/30.65  																																														| (480) all_0_39_39 = e0
% 65.69/30.65  																																														|
% 65.69/30.65  																																															| Equations (480) can reduce 151 to:
% 65.69/30.65  																																															| (435)  ~ (e1 = e0)
% 65.69/30.65  																																															|
% 65.69/30.65  																																															| Simplifying 435 yields:
% 65.69/30.65  																																															| (233)  ~ (e1 = e0)
% 65.69/30.65  																																															|
% 65.69/30.65  																																															| From (480) and (14) follows:
% 65.69/30.65  																																															| (4090) op(e4, e2) = e0
% 65.69/30.65  																																															|
% 65.69/30.65  																																															+-Applying beta-rule and splitting (1789), into two cases.
% 65.69/30.65  																																															|-Branch one:
% 65.69/30.65  																																															| (1790) all_0_47_47 = e4
% 65.69/30.65  																																															|
% 65.69/30.65  																																																| From (1790) and (23) follows:
% 65.69/30.66  																																																| (61903) op(e2, e2) = e4
% 65.69/30.66  																																																|
% 65.69/30.66  																																																+-Applying beta-rule and splitting (56), into two cases.
% 65.69/30.66  																																																|-Branch one:
% 65.69/30.66  																																																| (696) unit = e2
% 65.69/30.66  																																																|
% 65.69/30.66  																																																	| From (696) and (244) follows:
% 65.69/30.66  																																																	| (264) op(e2, e4) = e4
% 65.69/30.66  																																																	|
% 65.69/30.66  																																																	| From (696) and (209) follows:
% 65.69/30.66  																																																	| (7585) op(e2, e0) = e0
% 65.69/30.66  																																																	|
% 65.69/30.66  																																																	| From (696) and (40) follows:
% 65.69/30.66  																																																	| (4285) op(e3, e2) = e3
% 65.69/30.66  																																																	|
% 65.69/30.66  																																																	| From (696) and (32) follows:
% 65.69/30.66  																																																	| (698) op(e2, e2) = e2
% 65.69/30.66  																																																	|
% 65.69/30.66  																																																	| Instantiating formula (29) with e3, e2, e3, e1 and discharging atoms op(e3, e2) = e3, op(e3, e2) = e1, yields:
% 65.69/30.66  																																																	| (455) e3 = e1
% 65.69/30.66  																																																	|
% 65.69/30.66  																																																	| Instantiating formula (29) with e2, e4, e4, e3 and discharging atoms op(e2, e4) = e4, op(e2, e4) = e3, yields:
% 65.69/30.66  																																																	| (425) e4 = e3
% 65.69/30.66  																																																	|
% 65.69/30.66  																																																	| Instantiating formula (29) with e2, e2, e2, e4 and discharging atoms op(e2, e2) = e4, op(e2, e2) = e2, yields:
% 65.69/30.66  																																																	| (323) e4 = e2
% 65.69/30.66  																																																	|
% 65.69/30.66  																																																	| Instantiating formula (29) with e2, e0, e0, e2 and discharging atoms op(e2, e0) = e2, op(e2, e0) = e0, yields:
% 65.69/30.66  																																																	| (330) e2 = e0
% 65.69/30.66  																																																	|
% 65.69/30.66  																																																	| Combining equations (323,425) yields a new equation:
% 65.69/30.66  																																																	| (662) e3 = e2
% 65.69/30.66  																																																	|
% 65.69/30.66  																																																	| Combining equations (662,455) yields a new equation:
% 65.69/30.66  																																																	| (616) e2 = e1
% 65.69/30.66  																																																	|
% 65.69/30.66  																																																	| Simplifying 616 yields:
% 65.69/30.66  																																																	| (617) e2 = e1
% 65.69/30.66  																																																	|
% 65.69/30.66  																																																	| Combining equations (330,617) yields a new equation:
% 65.69/30.66  																																																	| (431) e1 = e0
% 65.69/30.66  																																																	|
% 65.69/30.66  																																																	| Equations (431) can reduce 233 to:
% 65.69/30.66  																																																	| (266) $false
% 65.69/30.66  																																																	|
% 65.69/30.66  																																																	|-The branch is then unsatisfiable
% 65.69/30.66  																																																|-Branch two:
% 65.69/30.66  																																																| (707)  ~ (unit = e2)
% 65.69/30.66  																																																| (708) unit = e4 | unit = e3 | unit = e1 | unit = e0
% 65.69/30.66  																																																|
% 65.69/30.66  																																																	+-Applying beta-rule and splitting (708), into two cases.
% 65.69/30.66  																																																	|-Branch one:
% 65.69/30.66  																																																	| (709) unit = e4
% 65.69/30.66  																																																	|
% 65.69/30.66  																																																		| From (709) and (15) follows:
% 65.69/30.66  																																																		| (22188) op(e4, e2) = e2
% 65.69/30.66  																																																		|
% 65.69/30.66  																																																		| From (709) and (211) follows:
% 65.69/30.66  																																																		| (22527) op(e4, e1) = e1
% 65.69/30.66  																																																		|
% 65.69/30.66  																																																		| From (709) and (32) follows:
% 65.69/30.66  																																																		| (712) op(e2, e4) = e2
% 65.69/30.66  																																																		|
% 65.69/30.66  																																																		| Instantiating formula (29) with e4, e2, e2, e0 and discharging atoms op(e4, e2) = e2, op(e4, e2) = e0, yields:
% 65.69/30.66  																																																		| (330) e2 = e0
% 65.69/30.66  																																																		|
% 65.69/30.66  																																																		| Instantiating formula (29) with e4, e1, e1, e3 and discharging atoms op(e4, e1) = e3, op(e4, e1) = e1, yields:
% 65.69/30.66  																																																		| (455) e3 = e1
% 65.69/30.66  																																																		|
% 65.69/30.66  																																																		| Instantiating formula (29) with e2, e4, e2, e3 and discharging atoms op(e2, e4) = e3, op(e2, e4) = e2, yields:
% 65.69/30.66  																																																		| (662) e3 = e2
% 65.69/30.66  																																																		|
% 65.69/30.66  																																																		| Combining equations (455,662) yields a new equation:
% 65.69/30.66  																																																		| (617) e2 = e1
% 65.69/30.66  																																																		|
% 65.69/30.66  																																																		| Combining equations (617,330) yields a new equation:
% 65.69/30.66  																																																		| (546) e1 = e0
% 65.69/30.66  																																																		|
% 65.69/30.66  																																																		| Simplifying 546 yields:
% 65.69/30.66  																																																		| (431) e1 = e0
% 65.69/30.66  																																																		|
% 65.69/30.66  																																																		| Equations (431) can reduce 233 to:
% 65.69/30.66  																																																		| (266) $false
% 65.69/30.66  																																																		|
% 65.69/30.66  																																																		|-The branch is then unsatisfiable
% 65.69/30.66  																																																	|-Branch two:
% 65.69/30.66  																																																	| (724)  ~ (unit = e4)
% 65.69/30.66  																																																	| (725) unit = e3 | unit = e1 | unit = e0
% 65.69/30.66  																																																	|
% 65.69/30.66  																																																		+-Applying beta-rule and splitting (725), into two cases.
% 65.69/30.66  																																																		|-Branch one:
% 65.69/30.66  																																																		| (726) unit = e0
% 65.69/30.66  																																																		|
% 65.69/30.66  																																																			| From (726) and (24) follows:
% 65.69/30.66  																																																			| (2208) op(e0, e3) = e3
% 65.69/30.66  																																																			|
% 65.69/30.66  																																																			| From (726) and (15) follows:
% 65.69/30.66  																																																			| (1508) op(e0, e2) = e2
% 65.69/30.66  																																																			|
% 65.69/30.66  																																																			| Instantiating formula (29) with e0, e3, e3, e1 and discharging atoms op(e0, e3) = e3, op(e0, e3) = e1, yields:
% 65.69/30.66  																																																			| (455) e3 = e1
% 65.69/30.66  																																																			|
% 65.69/30.66  																																																			| Instantiating formula (29) with e0, e2, e2, e3 and discharging atoms op(e0, e2) = e3, op(e0, e2) = e2, yields:
% 65.69/30.66  																																																			| (662) e3 = e2
% 65.69/30.66  																																																			|
% 65.69/30.66  																																																			| Combining equations (455,662) yields a new equation:
% 65.69/30.66  																																																			| (617) e2 = e1
% 65.69/30.66  																																																			|
% 65.69/30.66  																																																			| Equations (617) can reduce 122 to:
% 65.69/30.66  																																																			| (266) $false
% 65.69/30.66  																																																			|
% 65.69/30.66  																																																			|-The branch is then unsatisfiable
% 65.69/30.66  																																																		|-Branch two:
% 65.69/30.66  																																																		| (734)  ~ (unit = e0)
% 65.69/30.66  																																																		| (735) unit = e3 | unit = e1
% 65.69/30.66  																																																		|
% 65.69/30.66  																																																			+-Applying beta-rule and splitting (735), into two cases.
% 65.69/30.66  																																																			|-Branch one:
% 65.69/30.66  																																																			| (736) unit = e1
% 65.69/30.66  																																																			|
% 65.69/30.66  																																																				| Equations (736) can reduce 734 to:
% 65.69/30.66  																																																				| (233)  ~ (e1 = e0)
% 65.69/30.66  																																																				|
% 65.69/30.66  																																																				| From (736) and (32) follows:
% 65.69/30.66  																																																				| (347) op(e2, e1) = e2
% 65.69/30.66  																																																				|
% 65.69/30.66  																																																				| From (736) and (42) follows:
% 65.69/30.66  																																																				| (3221) op(e0, e1) = e0
% 65.69/30.66  																																																				|
% 65.69/30.66  																																																				| Instantiating formula (29) with e2, e1, e2, e1 and discharging atoms op(e2, e1) = e2, op(e2, e1) = e1, yields:
% 65.69/30.66  																																																				| (617) e2 = e1
% 65.69/30.66  																																																				|
% 65.69/30.66  																																																				| Instantiating formula (29) with e0, e1, e0, e2 and discharging atoms op(e0, e1) = e2, op(e0, e1) = e0, yields:
% 65.69/30.66  																																																				| (330) e2 = e0
% 65.69/30.66  																																																				|
% 65.69/30.66  																																																				| Combining equations (617,330) yields a new equation:
% 65.69/30.66  																																																				| (546) e1 = e0
% 65.69/30.66  																																																				|
% 65.69/30.66  																																																				| Simplifying 546 yields:
% 65.69/30.66  																																																				| (431) e1 = e0
% 65.69/30.66  																																																				|
% 65.69/30.66  																																																				| Equations (431) can reduce 233 to:
% 65.69/30.66  																																																				| (266) $false
% 65.69/30.66  																																																				|
% 65.69/30.66  																																																				|-The branch is then unsatisfiable
% 65.69/30.66  																																																			|-Branch two:
% 65.69/30.66  																																																			| (748)  ~ (unit = e1)
% 65.69/30.66  																																																			| (749) unit = e3
% 65.69/30.66  																																																			|
% 65.69/30.66  																																																				| From (749) and (244) follows:
% 65.69/30.66  																																																				| (750) op(e3, e4) = e4
% 65.69/30.66  																																																				|
% 65.69/30.66  																																																				| From (749) and (40) follows:
% 65.69/30.66  																																																				| (3715) op(e3, e3) = e3
% 65.69/30.66  																																																				|
% 65.69/30.66  																																																				| From (749) and (32) follows:
% 65.69/30.66  																																																				| (5793) op(e2, e3) = e2
% 65.69/30.66  																																																				|
% 65.69/30.66  																																																				| From (749) and (28) follows:
% 65.69/30.66  																																																				| (2235) op(e1, e3) = e1
% 65.69/30.66  																																																				|
% 65.74/30.66  																																																				| Instantiating formula (29) with e3, e4, e4, e2 and discharging atoms op(e3, e4) = e4, op(e3, e4) = e2, yields:
% 65.74/30.66  																																																				| (323) e4 = e2
% 65.74/30.66  																																																				|
% 65.74/30.66  																																																				| Instantiating formula (29) with e3, e3, e3, e4 and discharging atoms op(e3, e3) = e4, op(e3, e3) = e3, yields:
% 65.74/30.66  																																																				| (425) e4 = e3
% 65.74/30.66  																																																				|
% 65.74/30.66  																																																				| Instantiating formula (29) with e2, e3, e2, e0 and discharging atoms op(e2, e3) = e2, op(e2, e3) = e0, yields:
% 65.74/30.66  																																																				| (330) e2 = e0
% 65.74/30.66  																																																				|
% 65.74/30.66  																																																				| Instantiating formula (29) with e1, e3, e1, e3 and discharging atoms op(e1, e3) = e3, op(e1, e3) = e1, yields:
% 65.74/30.66  																																																				| (455) e3 = e1
% 65.74/30.66  																																																				|
% 65.74/30.66  																																																				| Combining equations (323,425) yields a new equation:
% 65.74/30.66  																																																				| (662) e3 = e2
% 65.74/30.66  																																																				|
% 65.74/30.66  																																																				| Combining equations (662,455) yields a new equation:
% 65.74/30.66  																																																				| (616) e2 = e1
% 65.74/30.66  																																																				|
% 65.74/30.66  																																																				| Simplifying 616 yields:
% 65.74/30.66  																																																				| (617) e2 = e1
% 65.74/30.66  																																																				|
% 65.74/30.66  																																																				| Combining equations (330,617) yields a new equation:
% 65.74/30.66  																																																				| (431) e1 = e0
% 65.74/30.66  																																																				|
% 65.74/30.66  																																																				| Equations (431) can reduce 233 to:
% 65.74/30.66  																																																				| (266) $false
% 65.74/30.66  																																																				|
% 65.74/30.66  																																																				|-The branch is then unsatisfiable
% 65.74/30.66  																																															|-Branch two:
% 65.74/30.66  																																															| (252)  ~ (all_0_47_47 = e4)
% 65.74/30.66  																																															| (1793) all_0_47_47 = e3 | all_0_47_47 = e1 | all_0_47_47 = e0
% 65.74/30.66  																																															|
% 65.74/30.66  																																																+-Applying beta-rule and splitting (2115), into two cases.
% 65.74/30.66  																																																|-Branch one:
% 65.74/30.66  																																																| (1392) all_0_42_42 = e4
% 65.74/30.66  																																																|
% 65.74/30.66  																																																	| Combining equations (1392,459) yields a new equation:
% 65.74/30.66  																																																	| (636) e4 = e1
% 65.74/30.66  																																																	|
% 65.74/30.66  																																																	| Simplifying 636 yields:
% 65.74/30.66  																																																	| (630) e4 = e1
% 65.74/30.66  																																																	|
% 65.74/30.66  																																																	| Equations (630) can reduce 110 to:
% 65.74/30.66  																																																	| (266) $false
% 65.74/30.66  																																																	|
% 65.74/30.66  																																																	|-The branch is then unsatisfiable
% 65.74/30.66  																																																|-Branch two:
% 65.74/30.66  																																																| (1890)  ~ (all_0_42_42 = e4)
% 65.74/30.66  																																																| (2246) all_0_47_47 = e4 | all_0_51_51 = e4 | all_0_56_56 = e4
% 65.74/30.66  																																																|
% 65.74/30.66  																																																	+-Applying beta-rule and splitting (2246), into two cases.
% 65.74/30.66  																																																	|-Branch one:
% 65.74/30.66  																																																	| (1790) all_0_47_47 = e4
% 65.74/30.66  																																																	|
% 65.74/30.66  																																																		| Equations (1790) can reduce 252 to:
% 65.74/30.66  																																																		| (266) $false
% 65.74/30.66  																																																		|
% 65.74/30.66  																																																		|-The branch is then unsatisfiable
% 65.74/30.66  																																																	|-Branch two:
% 65.74/30.66  																																																	| (252)  ~ (all_0_47_47 = e4)
% 65.74/30.66  																																																	| (6548) all_0_51_51 = e4 | all_0_56_56 = e4
% 65.74/30.66  																																																	|
% 65.74/30.66  																																																		+-Applying beta-rule and splitting (6548), into two cases.
% 65.74/30.66  																																																		|-Branch one:
% 65.74/30.66  																																																		| (1101) all_0_51_51 = e4
% 65.74/30.66  																																																		|
% 65.74/30.66  																																																			| Combining equations (504,1101) yields a new equation:
% 65.74/30.66  																																																			| (323) e4 = e2
% 65.74/30.66  																																																			|
% 65.74/30.66  																																																			| Equations (323) can reduce 48 to:
% 65.74/30.66  																																																			| (266) $false
% 65.74/30.66  																																																			|
% 65.74/30.66  																																																			|-The branch is then unsatisfiable
% 65.74/30.66  																																																		|-Branch two:
% 65.74/30.66  																																																		| (475)  ~ (all_0_51_51 = e4)
% 65.74/30.66  																																																		| (842) all_0_56_56 = e4
% 65.74/30.66  																																																		|
% 65.74/30.66  																																																			| Combining equations (842,1097) yields a new equation:
% 65.74/30.66  																																																			| (424) e4 = e3
% 65.74/30.66  																																																			|
% 65.74/30.66  																																																			| Simplifying 424 yields:
% 65.74/30.66  																																																			| (425) e4 = e3
% 65.74/30.66  																																																			|
% 65.74/30.66  																																																			| Equations (425) can reduce 188 to:
% 65.74/30.66  																																																			| (266) $false
% 65.74/30.66  																																																			|
% 65.74/30.66  																																																			|-The branch is then unsatisfiable
% 65.74/30.66  																																														|-Branch two:
% 65.74/30.66  																																														| (484)  ~ (all_0_39_39 = e0)
% 65.74/30.66  																																														| (558) all_0_42_42 = e0 | all_0_47_47 = e0 | all_0_56_56 = e0
% 65.74/30.66  																																														|
% 65.74/30.66  																																															+-Applying beta-rule and splitting (320), into two cases.
% 65.74/30.66  																																															|-Branch one:
% 65.74/30.66  																																															| (471) all_0_39_39 = e4
% 65.74/30.66  																																															|
% 65.74/30.66  																																																| Equations (471) can reduce 1377 to:
% 65.74/30.66  																																																| (266) $false
% 65.74/30.66  																																																|
% 65.74/30.66  																																																|-The branch is then unsatisfiable
% 65.74/30.66  																																															|-Branch two:
% 65.74/30.66  																																															| (1377)  ~ (all_0_39_39 = e4)
% 65.74/30.66  																																															| (480) all_0_39_39 = e0
% 65.74/30.66  																																															|
% 65.74/30.66  																																																| Equations (480) can reduce 484 to:
% 65.74/30.66  																																																| (266) $false
% 65.74/30.66  																																																|
% 65.74/30.66  																																																|-The branch is then unsatisfiable
% 65.74/30.66  																																											|-Branch two:
% 65.74/30.66  																																											| (1380)  ~ (all_0_42_42 = e1)
% 65.74/30.66  																																											| (3259) all_0_47_47 = e1 | all_0_51_51 = e1 | all_0_56_56 = e1
% 65.74/30.66  																																											|
% 65.74/30.66  																																												+-Applying beta-rule and splitting (3259), into two cases.
% 65.74/30.66  																																												|-Branch one:
% 65.74/30.66  																																												| (654) all_0_47_47 = e1
% 65.74/30.66  																																												|
% 65.74/30.66  																																													| Equations (654) can reduce 462 to:
% 65.74/30.66  																																													| (266) $false
% 65.74/30.66  																																													|
% 65.74/30.66  																																													|-The branch is then unsatisfiable
% 65.74/30.66  																																												|-Branch two:
% 65.74/30.66  																																												| (462)  ~ (all_0_47_47 = e1)
% 65.74/30.66  																																												| (3264) all_0_51_51 = e1 | all_0_56_56 = e1
% 65.74/30.66  																																												|
% 65.74/30.66  																																													+-Applying beta-rule and splitting (3264), into two cases.
% 65.74/30.66  																																													|-Branch one:
% 65.74/30.66  																																													| (1109) all_0_51_51 = e1
% 65.74/30.66  																																													|
% 65.74/30.66  																																														| Combining equations (504,1109) yields a new equation:
% 65.74/30.66  																																														| (616) e2 = e1
% 65.74/30.66  																																														|
% 65.74/30.66  																																														| Simplifying 616 yields:
% 65.74/30.66  																																														| (617) e2 = e1
% 65.74/30.66  																																														|
% 65.74/30.66  																																														| Equations (617) can reduce 122 to:
% 65.74/30.66  																																														| (266) $false
% 65.74/30.66  																																														|
% 65.74/30.66  																																														|-The branch is then unsatisfiable
% 65.74/30.66  																																													|-Branch two:
% 65.74/30.66  																																													| (464)  ~ (all_0_51_51 = e1)
% 65.74/30.66  																																													| (1569) all_0_56_56 = e1
% 65.74/30.66  																																													|
% 65.74/30.66  																																														| Combining equations (1097,1569) yields a new equation:
% 65.74/30.66  																																														| (454) e3 = e1
% 65.74/30.66  																																														|
% 65.74/30.66  																																														| Simplifying 454 yields:
% 65.74/30.66  																																														| (455) e3 = e1
% 65.74/30.66  																																														|
% 65.74/30.66  																																														| Equations (455) can reduce 213 to:
% 65.74/30.66  																																														| (266) $false
% 65.74/30.66  																																														|
% 65.74/30.66  																																														|-The branch is then unsatisfiable
% 65.74/30.66  																																										|-Branch two:
% 65.74/30.66  																																										| (440)  ~ (all_0_41_41 = e4)
% 65.74/30.66  																																										| (4049) all_0_41_41 = e3 | all_0_41_41 = e1 | all_0_41_41 = e0
% 65.74/30.66  																																										|
% 65.74/30.66  																																											+-Applying beta-rule and splitting (103), into two cases.
% 65.74/30.66  																																											|-Branch one:
% 65.74/30.66  																																											| (453) all_0_41_41 = e1
% 65.74/30.66  																																											|
% 65.74/30.66  																																												| Equations (453) can reduce 457 to:
% 65.74/30.66  																																												| (266) $false
% 65.74/30.66  																																												|
% 65.74/30.66  																																												|-The branch is then unsatisfiable
% 65.74/30.66  																																											|-Branch two:
% 65.74/30.66  																																											| (457)  ~ (all_0_41_41 = e1)
% 65.74/30.66  																																											| (458) all_0_42_42 = e1 | all_0_43_43 = e1 | all_0_44_44 = e1
% 65.74/30.66  																																											|
% 65.74/30.66  																																												+-Applying beta-rule and splitting (131), into two cases.
% 65.74/30.66  																																												|-Branch one:
% 65.74/30.66  																																												| (459) all_0_42_42 = e1
% 65.74/30.66  																																												|
% 65.74/30.66  																																													| Equations (459) can reduce 214 to:
% 65.74/30.66  																																													| (457)  ~ (all_0_41_41 = e1)
% 65.74/30.66  																																													|
% 65.74/30.66  																																													+-Applying beta-rule and splitting (4049), into two cases.
% 65.74/30.66  																																													|-Branch one:
% 65.74/30.66  																																													| (794) all_0_41_41 = e0
% 65.74/30.66  																																													|
% 65.74/30.66  																																														| Equations (794) can reduce 357 to:
% 65.74/30.66  																																														| (266) $false
% 65.74/30.66  																																														|
% 65.74/30.66  																																														|-The branch is then unsatisfiable
% 65.74/30.66  																																													|-Branch two:
% 65.74/30.66  																																													| (357)  ~ (all_0_41_41 = e0)
% 65.74/30.66  																																													| (4053) all_0_41_41 = e3 | all_0_41_41 = e1
% 65.74/30.66  																																													|
% 65.74/30.66  																																														+-Applying beta-rule and splitting (4053), into two cases.
% 65.74/30.66  																																														|-Branch one:
% 65.74/30.66  																																														| (453) all_0_41_41 = e1
% 65.74/30.66  																																														|
% 65.74/30.66  																																															| Equations (453) can reduce 457 to:
% 65.74/30.66  																																															| (266) $false
% 65.74/30.66  																																															|
% 65.74/30.66  																																															|-The branch is then unsatisfiable
% 65.74/30.66  																																														|-Branch two:
% 65.74/30.66  																																														| (457)  ~ (all_0_41_41 = e1)
% 65.74/30.66  																																														| (403) all_0_41_41 = e3
% 65.74/30.66  																																														|
% 65.74/30.66  																																															| Equations (403) can reduce 1898 to:
% 65.74/30.66  																																															| (266) $false
% 65.74/30.66  																																															|
% 65.74/30.66  																																															|-The branch is then unsatisfiable
% 65.74/30.66  																																												|-Branch two:
% 65.74/30.66  																																												| (1380)  ~ (all_0_42_42 = e1)
% 65.74/30.66  																																												| (3259) all_0_47_47 = e1 | all_0_51_51 = e1 | all_0_56_56 = e1
% 65.74/30.66  																																												|
% 65.74/30.66  																																													+-Applying beta-rule and splitting (104), into two cases.
% 65.74/30.66  																																													|-Branch one:
% 65.74/30.66  																																													| (480) all_0_39_39 = e0
% 65.74/30.66  																																													|
% 65.74/30.66  																																														| Equations (480) can reduce 151 to:
% 65.74/30.66  																																														| (435)  ~ (e1 = e0)
% 65.74/30.66  																																														|
% 65.74/30.66  																																														| Simplifying 435 yields:
% 65.74/30.66  																																														| (233)  ~ (e1 = e0)
% 65.74/30.66  																																														|
% 65.74/30.66  																																														+-Applying beta-rule and splitting (458), into two cases.
% 65.74/30.66  																																														|-Branch one:
% 65.74/30.66  																																														| (459) all_0_42_42 = e1
% 65.74/30.66  																																														|
% 65.74/30.66  																																															| Equations (459) can reduce 1380 to:
% 65.74/30.66  																																															| (266) $false
% 65.74/30.66  																																															|
% 65.74/30.66  																																															|-The branch is then unsatisfiable
% 65.74/30.66  																																														|-Branch two:
% 65.74/30.66  																																														| (1380)  ~ (all_0_42_42 = e1)
% 65.74/30.66  																																														| (1381) all_0_43_43 = e1 | all_0_44_44 = e1
% 65.74/30.66  																																														|
% 65.74/30.66  																																															+-Applying beta-rule and splitting (1381), into two cases.
% 65.74/30.66  																																															|-Branch one:
% 65.74/30.66  																																															| (430) all_0_43_43 = e1
% 65.74/30.66  																																															|
% 65.74/30.66  																																																| Combining equations (430,356) yields a new equation:
% 65.74/30.66  																																																| (546) e1 = e0
% 65.74/30.66  																																																|
% 65.74/30.66  																																																| Simplifying 546 yields:
% 65.74/30.66  																																																| (431) e1 = e0
% 65.74/30.66  																																																|
% 65.74/30.66  																																																| Equations (431) can reduce 233 to:
% 65.74/30.66  																																																| (266) $false
% 65.74/30.66  																																																|
% 65.74/30.66  																																																|-The branch is then unsatisfiable
% 65.74/30.66  																																															|-Branch two:
% 65.74/30.66  																																															| (433)  ~ (all_0_43_43 = e1)
% 65.74/30.66  																																															| (635) all_0_44_44 = e1
% 65.74/30.66  																																															|
% 65.74/30.66  																																																| Combining equations (532,635) yields a new equation:
% 65.74/30.66  																																																| (454) e3 = e1
% 65.74/30.66  																																																|
% 65.74/30.66  																																																| Simplifying 454 yields:
% 65.74/30.66  																																																| (455) e3 = e1
% 65.74/30.66  																																																|
% 65.74/30.66  																																																| Equations (455) can reduce 213 to:
% 65.74/30.66  																																																| (266) $false
% 65.74/30.66  																																																|
% 65.74/30.66  																																																|-The branch is then unsatisfiable
% 65.74/30.66  																																													|-Branch two:
% 65.74/30.66  																																													| (484)  ~ (all_0_39_39 = e0)
% 65.74/30.66  																																													| (558) all_0_42_42 = e0 | all_0_47_47 = e0 | all_0_56_56 = e0
% 65.74/30.66  																																													|
% 65.74/30.66  																																														+-Applying beta-rule and splitting (164), into two cases.
% 65.74/30.66  																																														|-Branch one:
% 65.74/30.66  																																														| (471) all_0_39_39 = e4
% 65.74/30.66  																																														|
% 65.74/30.67  																																															| Equations (471) can reduce 1377 to:
% 65.74/30.67  																																															| (266) $false
% 65.74/30.67  																																															|
% 65.74/30.67  																																															|-The branch is then unsatisfiable
% 65.74/30.67  																																														|-Branch two:
% 65.74/30.67  																																														| (1377)  ~ (all_0_39_39 = e4)
% 65.74/30.67  																																														| (2115) all_0_42_42 = e4 | all_0_47_47 = e4 | all_0_51_51 = e4 | all_0_56_56 = e4
% 65.74/30.67  																																														|
% 65.74/30.67  																																															+-Applying beta-rule and splitting (320), into two cases.
% 65.74/30.67  																																															|-Branch one:
% 65.74/30.67  																																															| (471) all_0_39_39 = e4
% 65.74/30.67  																																															|
% 65.74/30.67  																																																| Equations (471) can reduce 1377 to:
% 65.74/30.67  																																																| (266) $false
% 65.74/30.67  																																																|
% 65.74/30.67  																																																|-The branch is then unsatisfiable
% 65.74/30.67  																																															|-Branch two:
% 65.74/30.67  																																															| (1377)  ~ (all_0_39_39 = e4)
% 65.74/30.67  																																															| (480) all_0_39_39 = e0
% 65.74/30.67  																																															|
% 65.74/30.67  																																																| Equations (480) can reduce 484 to:
% 65.74/30.67  																																																| (266) $false
% 65.74/30.67  																																																|
% 65.74/30.67  																																																|-The branch is then unsatisfiable
% 65.74/30.67  																																									|-Branch two:
% 65.74/30.67  																																									| (831)  ~ (all_0_46_46 = e0)
% 65.74/30.67  																																									| (858) all_0_55_55 = e0
% 65.74/30.67  																																									|
% 65.74/30.67  																																										| Combining equations (629,858) yields a new equation:
% 65.74/30.67  																																										| (546) e1 = e0
% 65.74/30.67  																																										|
% 65.74/30.67  																																										| Simplifying 546 yields:
% 65.74/30.67  																																										| (431) e1 = e0
% 65.74/30.67  																																										|
% 65.74/30.67  																																										| Equations (431) can reduce 233 to:
% 65.74/30.67  																																										| (266) $false
% 65.74/30.67  																																										|
% 65.74/30.67  																																										|-The branch is then unsatisfiable
% 65.74/30.67  																																						|-Branch two:
% 65.74/30.67  																																						| (632)  ~ (all_0_55_55 = e1)
% 65.74/30.67  																																						| (633) all_0_56_56 = e1 | all_0_57_57 = e1 | all_0_58_58 = e1
% 65.74/30.67  																																						|
% 65.74/30.67  																																							+-Applying beta-rule and splitting (633), into two cases.
% 65.74/30.67  																																							|-Branch one:
% 65.74/30.67  																																							| (1569) all_0_56_56 = e1
% 65.74/30.67  																																							|
% 65.74/30.67  																																								| Combining equations (1097,1569) yields a new equation:
% 65.74/30.67  																																								| (454) e3 = e1
% 65.74/30.67  																																								|
% 65.74/30.67  																																								| Simplifying 454 yields:
% 65.74/30.67  																																								| (455) e3 = e1
% 65.74/30.67  																																								|
% 65.74/30.67  																																								| Equations (455) can reduce 213 to:
% 65.74/30.67  																																								| (266) $false
% 65.74/30.67  																																								|
% 65.74/30.67  																																								|-The branch is then unsatisfiable
% 65.74/30.67  																																							|-Branch two:
% 65.74/30.67  																																							| (466)  ~ (all_0_56_56 = e1)
% 65.74/30.67  																																							| (1574) all_0_57_57 = e1 | all_0_58_58 = e1
% 65.74/30.67  																																							|
% 65.74/30.67  																																								+-Applying beta-rule and splitting (1574), into two cases.
% 65.74/30.67  																																								|-Branch one:
% 65.74/30.67  																																								| (647) all_0_57_57 = e1
% 65.74/30.67  																																								|
% 65.74/30.67  																																									| Combining equations (442,647) yields a new equation:
% 65.74/30.67  																																									| (616) e2 = e1
% 65.74/30.67  																																									|
% 65.74/30.67  																																									| Simplifying 616 yields:
% 65.74/30.67  																																									| (617) e2 = e1
% 65.74/30.67  																																									|
% 65.74/30.67  																																									| Equations (617) can reduce 122 to:
% 65.74/30.67  																																									| (266) $false
% 65.74/30.67  																																									|
% 65.74/30.67  																																									|-The branch is then unsatisfiable
% 65.74/30.67  																																								|-Branch two:
% 65.74/30.67  																																								| (1670)  ~ (all_0_57_57 = e1)
% 65.74/30.67  																																								| (918) all_0_58_58 = e1
% 65.74/30.67  																																								|
% 65.74/30.67  																																									| Combining equations (914,918) yields a new equation:
% 65.74/30.67  																																									| (431) e1 = e0
% 65.74/30.67  																																									|
% 65.74/30.67  																																									| Equations (431) can reduce 233 to:
% 65.74/30.67  																																									| (266) $false
% 65.74/30.67  																																									|
% 65.74/30.67  																																									|-The branch is then unsatisfiable
% 65.74/30.67  																																					|-Branch two:
% 65.74/30.67  																																					| (491)  ~ (all_0_58_58 = e0)
% 65.74/30.67  																																					| (917) all_0_58_58 = e3 | all_0_58_58 = e1
% 65.74/30.67  																																					|
% 65.74/30.67  																																						+-Applying beta-rule and splitting (917), into two cases.
% 65.74/30.67  																																						|-Branch one:
% 65.74/30.67  																																						| (918) all_0_58_58 = e1
% 65.74/30.67  																																						|
% 65.74/30.67  																																							| Equations (918) can reduce 880 to:
% 65.74/30.67  																																							| (266) $false
% 65.74/30.67  																																							|
% 65.74/30.67  																																							|-The branch is then unsatisfiable
% 65.74/30.67  																																						|-Branch two:
% 65.74/30.67  																																						| (880)  ~ (all_0_58_58 = e1)
% 65.74/30.67  																																						| (795) all_0_58_58 = e3
% 65.74/30.67  																																						|
% 65.74/30.67  																																							| Equations (795) can reduce 276 to:
% 65.74/30.67  																																							| (266) $false
% 65.74/30.67  																																							|
% 65.74/30.67  																																							|-The branch is then unsatisfiable
% 65.74/30.67  																																|-Branch two:
% 65.74/30.67  																																| (447)  ~ (all_0_40_40 = e4)
% 65.74/30.67  																																| (2271) all_0_44_44 = e4 | all_0_49_49 = e4 | all_0_53_53 = e4 | all_0_58_58 = e4
% 65.74/30.67  																																|
% 65.74/30.67  																																	+-Applying beta-rule and splitting (62553), into two cases.
% 65.74/30.67  																																	|-Branch one:
% 65.74/30.67  																																	| (2336) all_0_55_55 = e3
% 65.74/30.67  																																	|
% 65.74/30.67  																																		| Equations (2336) can reduce 270 to:
% 65.74/30.67  																																		| (266) $false
% 65.74/30.67  																																		|
% 65.74/30.67  																																		|-The branch is then unsatisfiable
% 65.74/30.67  																																	|-Branch two:
% 65.74/30.67  																																	| (270)  ~ (all_0_55_55 = e3)
% 65.74/30.67  																																	| (62557) all_0_56_56 = e3 | all_0_58_58 = e3
% 65.74/30.67  																																	|
% 65.74/30.67  																																		+-Applying beta-rule and splitting (62557), into two cases.
% 65.74/30.67  																																		|-Branch one:
% 65.74/30.67  																																		| (1097) all_0_56_56 = e3
% 65.74/30.67  																																		|
% 65.74/30.67  																																			| Equations (1097) can reduce 236 to:
% 65.74/30.67  																																			| (405)  ~ (all_0_42_42 = e3)
% 65.74/30.67  																																			|
% 65.74/30.67  																																			| Equations (1097) can reduce 153 to:
% 65.74/30.67  																																			| (270)  ~ (all_0_55_55 = e3)
% 65.74/30.67  																																			|
% 65.74/30.67  																																			+-Applying beta-rule and splitting (131), into two cases.
% 65.74/30.67  																																			|-Branch one:
% 65.74/30.67  																																			| (459) all_0_42_42 = e1
% 65.74/30.67  																																			|
% 65.74/30.67  																																				| Equations (459) can reduce 214 to:
% 65.74/30.67  																																				| (457)  ~ (all_0_41_41 = e1)
% 65.74/30.67  																																				|
% 65.74/30.67  																																				| Equations (459) can reduce 405 to:
% 65.74/30.67  																																				| (467)  ~ (e3 = e1)
% 65.74/30.67  																																				|
% 65.74/30.67  																																				| Simplifying 467 yields:
% 65.74/30.67  																																				| (213)  ~ (e3 = e1)
% 65.74/30.67  																																				|
% 65.74/30.67  																																				+-Applying beta-rule and splitting (18), into two cases.
% 65.74/30.67  																																				|-Branch one:
% 65.74/30.67  																																				| (453) all_0_41_41 = e1
% 65.74/30.67  																																				|
% 65.74/30.67  																																					| Equations (453) can reduce 457 to:
% 65.74/30.67  																																					| (266) $false
% 65.74/30.67  																																					|
% 65.74/30.67  																																					|-The branch is then unsatisfiable
% 65.74/30.67  																																				|-Branch two:
% 65.74/30.67  																																				| (457)  ~ (all_0_41_41 = e1)
% 65.74/30.67  																																				| (595) all_0_46_46 = e1 | all_0_50_50 = e1 | all_0_55_55 = e1
% 65.74/30.67  																																				|
% 65.74/30.67  																																					+-Applying beta-rule and splitting (595), into two cases.
% 65.74/30.67  																																					|-Branch one:
% 65.74/30.67  																																					| (545) all_0_46_46 = e1
% 65.74/30.67  																																					|
% 65.74/30.67  																																						| Equations (545) can reduce 549 to:
% 65.74/30.67  																																						| (266) $false
% 65.74/30.67  																																						|
% 65.74/30.67  																																						|-The branch is then unsatisfiable
% 65.74/30.67  																																					|-Branch two:
% 65.74/30.67  																																					| (549)  ~ (all_0_46_46 = e1)
% 65.74/30.67  																																					| (600) all_0_50_50 = e1 | all_0_55_55 = e1
% 65.74/30.67  																																					|
% 65.74/30.67  																																						+-Applying beta-rule and splitting (27), into two cases.
% 65.74/30.67  																																						|-Branch one:
% 65.74/30.67  																																						| (437) all_0_41_41 = e4
% 65.74/30.67  																																						|
% 65.74/30.67  																																							| Equations (437) can reduce 43 to:
% 65.74/30.67  																																							| (249)  ~ (all_0_46_46 = e4)
% 65.74/30.67  																																							|
% 65.74/30.67  																																							| Simplifying 249 yields:
% 65.74/30.67  																																							| (250)  ~ (all_0_46_46 = e4)
% 65.74/30.67  																																							|
% 65.74/30.67  																																							| Equations (437) can reduce 1898 to:
% 65.74/30.67  																																							| (188)  ~ (e4 = e3)
% 65.74/30.67  																																							|
% 65.74/30.67  																																							+-Applying beta-rule and splitting (216), into two cases.
% 65.74/30.67  																																							|-Branch one:
% 65.74/30.67  																																							| (629) all_0_55_55 = e1
% 65.74/30.67  																																							|
% 65.74/30.67  																																								| Equations (629) can reduce 58 to:
% 65.74/30.67  																																								| (549)  ~ (all_0_46_46 = e1)
% 65.74/30.67  																																								|
% 65.74/30.67  																																								+-Applying beta-rule and splitting (123), into two cases.
% 65.74/30.67  																																								|-Branch one:
% 65.74/30.67  																																								| (1794) all_0_46_46 = e2
% 65.74/30.67  																																								|
% 65.74/30.67  																																									| Equations (1794) can reduce 300 to:
% 65.74/30.67  																																									| (266) $false
% 65.74/30.67  																																									|
% 65.74/30.67  																																									|-The branch is then unsatisfiable
% 65.74/30.67  																																								|-Branch two:
% 65.74/30.67  																																								| (300)  ~ (all_0_46_46 = e2)
% 65.74/30.67  																																								| (1797) all_0_46_46 = e4 | all_0_46_46 = e3 | all_0_46_46 = e1 | all_0_46_46 = e0
% 65.74/30.67  																																								|
% 65.74/30.67  																																									+-Applying beta-rule and splitting (206), into two cases.
% 65.74/30.67  																																									|-Branch one:
% 65.74/30.67  																																									| (248) all_0_45_45 = e4
% 65.74/30.67  																																									|
% 65.74/30.67  																																										| Combining equations (423,248) yields a new equation:
% 65.74/30.67  																																										| (425) e4 = e3
% 65.74/30.67  																																										|
% 65.74/30.67  																																										| Equations (425) can reduce 188 to:
% 65.74/30.67  																																										| (266) $false
% 65.74/30.67  																																										|
% 65.74/30.67  																																										|-The branch is then unsatisfiable
% 65.74/30.67  																																									|-Branch two:
% 65.74/30.67  																																									| (60416)  ~ (all_0_45_45 = e4)
% 65.74/30.67  																																									| (61457) all_0_46_46 = e4 | all_0_47_47 = e4 | all_0_48_48 = e4 | all_0_49_49 = e4
% 65.74/30.67  																																									|
% 65.74/30.67  																																										+-Applying beta-rule and splitting (1797), into two cases.
% 65.74/30.67  																																										|-Branch one:
% 65.74/30.67  																																										| (770) all_0_46_46 = e4
% 65.74/30.67  																																										|
% 65.74/30.67  																																											| Equations (770) can reduce 250 to:
% 65.74/30.67  																																											| (266) $false
% 65.74/30.67  																																											|
% 65.74/30.67  																																											|-The branch is then unsatisfiable
% 65.74/30.67  																																										|-Branch two:
% 65.74/30.67  																																										| (250)  ~ (all_0_46_46 = e4)
% 65.74/30.67  																																										| (1801) all_0_46_46 = e3 | all_0_46_46 = e1 | all_0_46_46 = e0
% 65.74/30.67  																																										|
% 65.74/30.67  																																											+-Applying beta-rule and splitting (1801), into two cases.
% 65.74/30.67  																																											|-Branch one:
% 65.74/30.67  																																											| (538) all_0_46_46 = e0
% 65.74/30.67  																																											|
% 65.74/30.67  																																												| Equations (538) can reduce 19 to:
% 65.74/30.67  																																												| (1402)  ~ (all_0_47_47 = e0)
% 65.74/30.67  																																												|
% 65.74/30.67  																																												| Simplifying 1402 yields:
% 65.74/30.67  																																												| (678)  ~ (all_0_47_47 = e0)
% 65.74/30.67  																																												|
% 65.74/30.67  																																												| Equations (538) can reduce 250 to:
% 65.74/30.68  																																												| (401)  ~ (e4 = e0)
% 65.74/30.68  																																												|
% 65.74/30.68  																																												| Simplifying 401 yields:
% 65.74/30.68  																																												| (49)  ~ (e4 = e0)
% 65.74/30.68  																																												|
% 65.74/30.68  																																												+-Applying beta-rule and splitting (104), into two cases.
% 65.74/30.68  																																												|-Branch one:
% 65.74/30.68  																																												| (480) all_0_39_39 = e0
% 65.74/30.68  																																												|
% 65.74/30.68  																																													+-Applying beta-rule and splitting (61457), into two cases.
% 65.74/30.68  																																													|-Branch one:
% 65.74/30.68  																																													| (770) all_0_46_46 = e4
% 65.74/30.68  																																													|
% 65.74/30.68  																																														| Combining equations (770,538) yields a new equation:
% 65.74/30.68  																																														| (481) e4 = e0
% 65.74/30.68  																																														|
% 65.74/30.68  																																														| Simplifying 481 yields:
% 65.74/30.68  																																														| (397) e4 = e0
% 65.74/30.68  																																														|
% 65.74/30.68  																																														| Equations (397) can reduce 49 to:
% 65.74/30.68  																																														| (266) $false
% 65.74/30.68  																																														|
% 65.74/30.68  																																														|-The branch is then unsatisfiable
% 65.74/30.68  																																													|-Branch two:
% 65.74/30.68  																																													| (250)  ~ (all_0_46_46 = e4)
% 65.74/30.68  																																													| (61466) all_0_47_47 = e4 | all_0_48_48 = e4 | all_0_49_49 = e4
% 65.74/30.68  																																													|
% 65.74/30.68  																																														| Equations (538) can reduce 250 to:
% 65.74/30.68  																																														| (401)  ~ (e4 = e0)
% 65.74/30.68  																																														|
% 65.74/30.68  																																														| Simplifying 401 yields:
% 65.74/30.68  																																														| (49)  ~ (e4 = e0)
% 65.74/30.68  																																														|
% 65.74/30.68  																																														+-Applying beta-rule and splitting (164), into two cases.
% 65.74/30.68  																																														|-Branch one:
% 65.74/30.68  																																														| (471) all_0_39_39 = e4
% 65.74/30.68  																																														|
% 65.74/30.68  																																															| Combining equations (471,480) yields a new equation:
% 65.74/30.68  																																															| (481) e4 = e0
% 65.74/30.68  																																															|
% 65.74/30.68  																																															| Simplifying 481 yields:
% 65.74/30.68  																																															| (397) e4 = e0
% 65.74/30.68  																																															|
% 65.74/30.68  																																															| Equations (397) can reduce 49 to:
% 65.74/30.68  																																															| (266) $false
% 65.74/30.68  																																															|
% 65.74/30.68  																																															|-The branch is then unsatisfiable
% 65.74/30.68  																																														|-Branch two:
% 65.74/30.68  																																														| (1377)  ~ (all_0_39_39 = e4)
% 65.74/30.68  																																														| (2115) all_0_42_42 = e4 | all_0_47_47 = e4 | all_0_51_51 = e4 | all_0_56_56 = e4
% 65.74/30.68  																																														|
% 65.74/30.68  																																															| Equations (480) can reduce 1377 to:
% 65.74/30.68  																																															| (401)  ~ (e4 = e0)
% 65.74/30.68  																																															|
% 65.74/30.68  																																															| Simplifying 401 yields:
% 65.74/30.68  																																															| (49)  ~ (e4 = e0)
% 65.74/30.68  																																															|
% 65.74/30.68  																																															+-Applying beta-rule and splitting (326), into two cases.
% 65.74/30.68  																																															|-Branch one:
% 65.74/30.68  																																															| (471) all_0_39_39 = e4
% 65.74/30.68  																																															|
% 65.74/30.68  																																																| Combining equations (471,480) yields a new equation:
% 65.74/30.68  																																																| (481) e4 = e0
% 65.74/30.68  																																																|
% 65.74/30.68  																																																| Simplifying 481 yields:
% 65.74/30.68  																																																| (397) e4 = e0
% 65.74/30.68  																																																|
% 65.74/30.68  																																																| Equations (397) can reduce 49 to:
% 65.74/30.68  																																																| (266) $false
% 65.74/30.68  																																																|
% 65.74/30.68  																																																|-The branch is then unsatisfiable
% 65.74/30.68  																																															|-Branch two:
% 65.74/30.68  																																															| (1377)  ~ (all_0_39_39 = e4)
% 65.74/30.68  																																															| (1378) all_0_40_40 = e4
% 65.74/30.68  																																															|
% 65.74/30.68  																																																| Equations (1378) can reduce 447 to:
% 65.74/30.68  																																																| (266) $false
% 65.74/30.68  																																																|
% 65.74/30.68  																																																|-The branch is then unsatisfiable
% 65.74/30.68  																																												|-Branch two:
% 65.74/30.68  																																												| (484)  ~ (all_0_39_39 = e0)
% 65.74/30.68  																																												| (558) all_0_42_42 = e0 | all_0_47_47 = e0 | all_0_56_56 = e0
% 65.74/30.68  																																												|
% 65.74/30.68  																																													+-Applying beta-rule and splitting (316), into two cases.
% 65.74/30.68  																																													|-Branch one:
% 65.74/30.68  																																													| (1378) all_0_40_40 = e4
% 65.74/30.68  																																													|
% 65.74/30.68  																																														| Equations (1378) can reduce 447 to:
% 65.74/30.68  																																														| (266) $false
% 65.74/30.68  																																														|
% 65.74/30.68  																																														|-The branch is then unsatisfiable
% 65.74/30.68  																																													|-Branch two:
% 65.74/30.68  																																													| (447)  ~ (all_0_40_40 = e4)
% 65.74/30.68  																																													| (485) all_0_40_40 = e0
% 65.74/30.68  																																													|
% 65.74/30.68  																																														| Equations (485) can reduce 2 to:
% 65.74/30.68  																																														| (541)  ~ (e3 = e0)
% 65.74/30.68  																																														|
% 65.74/30.68  																																														| Simplifying 541 yields:
% 65.74/30.68  																																														| (80)  ~ (e3 = e0)
% 65.74/30.68  																																														|
% 65.74/30.68  																																														| Equations (485) can reduce 132 to:
% 65.74/30.68  																																														| (435)  ~ (e1 = e0)
% 65.74/30.68  																																														|
% 65.74/30.68  																																														| Simplifying 435 yields:
% 65.74/30.68  																																														| (233)  ~ (e1 = e0)
% 65.74/30.68  																																														|
% 65.74/30.68  																																														+-Applying beta-rule and splitting (558), into two cases.
% 65.74/30.68  																																														|-Branch one:
% 65.74/30.68  																																														| (559) all_0_42_42 = e0
% 65.74/30.68  																																														|
% 65.74/30.68  																																															| Combining equations (459,559) yields a new equation:
% 65.74/30.68  																																															| (546) e1 = e0
% 65.74/30.68  																																															|
% 65.74/30.68  																																															| Simplifying 546 yields:
% 65.74/30.68  																																															| (431) e1 = e0
% 65.74/30.68  																																															|
% 65.74/30.68  																																															| Equations (431) can reduce 233 to:
% 65.74/30.68  																																															| (266) $false
% 65.74/30.68  																																															|
% 65.74/30.68  																																															|-The branch is then unsatisfiable
% 65.74/30.68  																																														|-Branch two:
% 65.74/30.68  																																														| (358)  ~ (all_0_42_42 = e0)
% 65.74/30.68  																																														| (563) all_0_47_47 = e0 | all_0_56_56 = e0
% 65.74/30.68  																																														|
% 65.74/30.68  																																															+-Applying beta-rule and splitting (563), into two cases.
% 65.74/30.68  																																															|-Branch one:
% 65.74/30.68  																																															| (674) all_0_47_47 = e0
% 65.74/30.68  																																															|
% 65.74/30.68  																																																| Equations (674) can reduce 678 to:
% 65.74/30.68  																																																| (266) $false
% 65.74/30.68  																																																|
% 65.74/30.68  																																																|-The branch is then unsatisfiable
% 65.74/30.68  																																															|-Branch two:
% 65.74/30.68  																																															| (678)  ~ (all_0_47_47 = e0)
% 65.74/30.68  																																															| (679) all_0_56_56 = e0
% 65.74/30.68  																																															|
% 65.74/30.68  																																																| Combining equations (679,1097) yields a new equation:
% 65.74/30.68  																																																| (676) e3 = e0
% 65.74/30.68  																																																|
% 65.74/30.68  																																																| Equations (676) can reduce 80 to:
% 65.74/30.68  																																																| (266) $false
% 65.74/30.68  																																																|
% 65.74/30.68  																																																|-The branch is then unsatisfiable
% 65.74/30.68  																																											|-Branch two:
% 65.74/30.68  																																											| (831)  ~ (all_0_46_46 = e0)
% 65.74/30.68  																																											| (1838) all_0_46_46 = e3 | all_0_46_46 = e1
% 65.74/30.68  																																											|
% 65.74/30.68  																																												+-Applying beta-rule and splitting (1838), into two cases.
% 65.74/30.68  																																												|-Branch one:
% 65.74/30.68  																																												| (545) all_0_46_46 = e1
% 65.74/30.68  																																												|
% 65.74/30.68  																																													| Equations (545) can reduce 549 to:
% 65.74/30.68  																																													| (266) $false
% 65.74/30.68  																																													|
% 65.74/30.68  																																													|-The branch is then unsatisfiable
% 65.74/30.68  																																												|-Branch two:
% 65.74/30.68  																																												| (549)  ~ (all_0_46_46 = e1)
% 65.74/30.68  																																												| (1557) all_0_46_46 = e3
% 65.74/30.68  																																												|
% 65.74/30.68  																																													| Equations (1557) can reduce 409 to:
% 65.74/30.68  																																													| (266) $false
% 65.74/30.68  																																													|
% 65.74/30.68  																																													|-The branch is then unsatisfiable
% 65.74/30.68  																																							|-Branch two:
% 65.74/30.68  																																							| (632)  ~ (all_0_55_55 = e1)
% 65.74/30.68  																																							| (633) all_0_56_56 = e1 | all_0_57_57 = e1 | all_0_58_58 = e1
% 65.74/30.68  																																							|
% 65.74/30.68  																																								+-Applying beta-rule and splitting (600), into two cases.
% 65.74/30.68  																																								|-Branch one:
% 65.74/30.68  																																								| (601) all_0_50_50 = e1
% 65.74/30.68  																																								|
% 65.74/30.68  																																									| Combining equations (601,415) yields a new equation:
% 65.74/30.68  																																									| (455) e3 = e1
% 65.74/30.68  																																									|
% 65.74/30.68  																																									| Equations (455) can reduce 213 to:
% 65.74/30.68  																																									| (266) $false
% 65.74/30.68  																																									|
% 65.74/30.68  																																									|-The branch is then unsatisfiable
% 65.74/30.68  																																								|-Branch two:
% 65.74/30.68  																																								| (759)  ~ (all_0_50_50 = e1)
% 65.74/30.68  																																								| (629) all_0_55_55 = e1
% 65.74/30.68  																																								|
% 65.74/30.68  																																									| Equations (629) can reduce 632 to:
% 65.74/30.68  																																									| (266) $false
% 65.74/30.68  																																									|
% 65.74/30.68  																																									|-The branch is then unsatisfiable
% 65.74/30.68  																																						|-Branch two:
% 65.74/30.68  																																						| (440)  ~ (all_0_41_41 = e4)
% 65.74/30.68  																																						| (4049) all_0_41_41 = e3 | all_0_41_41 = e1 | all_0_41_41 = e0
% 65.74/30.68  																																						|
% 65.74/30.68  																																							+-Applying beta-rule and splitting (4049), into two cases.
% 65.74/30.68  																																							|-Branch one:
% 65.74/30.68  																																							| (794) all_0_41_41 = e0
% 65.74/30.68  																																							|
% 65.74/30.68  																																								| Equations (794) can reduce 357 to:
% 65.74/30.68  																																								| (266) $false
% 65.74/30.68  																																								|
% 65.74/30.68  																																								|-The branch is then unsatisfiable
% 65.74/30.68  																																							|-Branch two:
% 65.74/30.68  																																							| (357)  ~ (all_0_41_41 = e0)
% 65.74/30.68  																																							| (4053) all_0_41_41 = e3 | all_0_41_41 = e1
% 65.74/30.68  																																							|
% 65.74/30.68  																																								+-Applying beta-rule and splitting (4053), into two cases.
% 65.74/30.68  																																								|-Branch one:
% 65.74/30.68  																																								| (453) all_0_41_41 = e1
% 65.74/30.68  																																								|
% 65.74/30.68  																																									| Equations (453) can reduce 457 to:
% 65.74/30.68  																																									| (266) $false
% 65.74/30.68  																																									|
% 65.74/30.68  																																									|-The branch is then unsatisfiable
% 65.74/30.68  																																								|-Branch two:
% 65.74/30.68  																																								| (457)  ~ (all_0_41_41 = e1)
% 65.74/30.68  																																								| (403) all_0_41_41 = e3
% 65.74/30.68  																																								|
% 65.74/30.68  																																									| Equations (403) can reduce 1898 to:
% 65.74/30.68  																																									| (266) $false
% 65.74/30.68  																																									|
% 65.74/30.68  																																									|-The branch is then unsatisfiable
% 65.74/30.68  																																			|-Branch two:
% 65.74/30.68  																																			| (1380)  ~ (all_0_42_42 = e1)
% 65.74/30.68  																																			| (3259) all_0_47_47 = e1 | all_0_51_51 = e1 | all_0_56_56 = e1
% 65.74/30.68  																																			|
% 65.74/30.68  																																				+-Applying beta-rule and splitting (216), into two cases.
% 65.74/30.68  																																				|-Branch one:
% 65.74/30.68  																																				| (629) all_0_55_55 = e1
% 65.74/30.68  																																				|
% 65.74/30.68  																																					| Equations (629) can reduce 270 to:
% 65.74/30.68  																																					| (467)  ~ (e3 = e1)
% 65.74/30.68  																																					|
% 65.74/30.68  																																					| Simplifying 467 yields:
% 65.74/30.68  																																					| (213)  ~ (e3 = e1)
% 65.74/30.68  																																					|
% 65.74/30.68  																																					| Equations (629) can reduce 304 to:
% 65.74/30.68  																																					| (604)  ~ (e2 = e1)
% 65.74/30.68  																																					|
% 65.74/30.68  																																					| Simplifying 604 yields:
% 65.74/30.68  																																					| (122)  ~ (e2 = e1)
% 65.74/30.68  																																					|
% 65.74/30.68  																																					+-Applying beta-rule and splitting (3259), into two cases.
% 65.74/30.68  																																					|-Branch one:
% 65.74/30.68  																																					| (654) all_0_47_47 = e1
% 65.74/30.68  																																					|
% 65.74/30.68  																																						| Equations (654) can reduce 462 to:
% 65.74/30.68  																																						| (266) $false
% 65.74/30.68  																																						|
% 65.74/30.68  																																						|-The branch is then unsatisfiable
% 65.74/30.68  																																					|-Branch two:
% 65.74/30.68  																																					| (462)  ~ (all_0_47_47 = e1)
% 65.74/30.68  																																					| (3264) all_0_51_51 = e1 | all_0_56_56 = e1
% 65.74/30.68  																																					|
% 65.74/30.68  																																						+-Applying beta-rule and splitting (3264), into two cases.
% 65.74/30.68  																																						|-Branch one:
% 65.74/30.68  																																						| (1109) all_0_51_51 = e1
% 65.74/30.68  																																						|
% 65.74/30.68  																																							| Combining equations (1109,504) yields a new equation:
% 65.74/30.68  																																							| (617) e2 = e1
% 65.74/30.68  																																							|
% 65.74/30.68  																																							| Equations (617) can reduce 122 to:
% 65.74/30.68  																																							| (266) $false
% 65.74/30.68  																																							|
% 65.74/30.68  																																							|-The branch is then unsatisfiable
% 65.74/30.68  																																						|-Branch two:
% 65.74/30.68  																																						| (464)  ~ (all_0_51_51 = e1)
% 65.74/30.68  																																						| (1569) all_0_56_56 = e1
% 65.74/30.68  																																						|
% 65.74/30.68  																																							| Combining equations (1097,1569) yields a new equation:
% 65.74/30.68  																																							| (454) e3 = e1
% 65.74/30.68  																																							|
% 65.74/30.68  																																							| Simplifying 454 yields:
% 65.74/30.68  																																							| (455) e3 = e1
% 65.74/30.68  																																							|
% 65.74/30.68  																																							| Equations (455) can reduce 213 to:
% 65.74/30.68  																																							| (266) $false
% 65.74/30.68  																																							|
% 65.74/30.68  																																							|-The branch is then unsatisfiable
% 65.74/30.68  																																				|-Branch two:
% 65.74/30.68  																																				| (632)  ~ (all_0_55_55 = e1)
% 65.74/30.68  																																				| (633) all_0_56_56 = e1 | all_0_57_57 = e1 | all_0_58_58 = e1
% 65.74/30.68  																																				|
% 65.74/30.68  																																					+-Applying beta-rule and splitting (3259), into two cases.
% 65.74/30.68  																																					|-Branch one:
% 65.74/30.68  																																					| (654) all_0_47_47 = e1
% 65.74/30.68  																																					|
% 65.74/30.68  																																						| Equations (654) can reduce 462 to:
% 65.74/30.68  																																						| (266) $false
% 65.74/30.68  																																						|
% 65.74/30.68  																																						|-The branch is then unsatisfiable
% 65.74/30.68  																																					|-Branch two:
% 65.74/30.68  																																					| (462)  ~ (all_0_47_47 = e1)
% 65.74/30.68  																																					| (3264) all_0_51_51 = e1 | all_0_56_56 = e1
% 65.74/30.68  																																					|
% 65.74/30.68  																																						+-Applying beta-rule and splitting (633), into two cases.
% 65.74/30.68  																																						|-Branch one:
% 65.74/30.68  																																						| (1569) all_0_56_56 = e1
% 65.74/30.68  																																						|
% 65.74/30.68  																																							| Combining equations (1097,1569) yields a new equation:
% 65.74/30.68  																																							| (454) e3 = e1
% 65.74/30.68  																																							|
% 65.74/30.68  																																							| Simplifying 454 yields:
% 65.74/30.68  																																							| (455) e3 = e1
% 65.74/30.68  																																							|
% 65.74/30.68  																																							| Equations (455) can reduce 213 to:
% 65.74/30.68  																																							| (266) $false
% 65.74/30.68  																																							|
% 65.74/30.68  																																							|-The branch is then unsatisfiable
% 65.74/30.68  																																						|-Branch two:
% 65.74/30.68  																																						| (466)  ~ (all_0_56_56 = e1)
% 65.74/30.68  																																						| (1574) all_0_57_57 = e1 | all_0_58_58 = e1
% 65.74/30.68  																																						|
% 65.74/30.68  																																							| Equations (1097) can reduce 466 to:
% 65.74/30.68  																																							| (213)  ~ (e3 = e1)
% 65.74/30.68  																																							|
% 65.74/30.68  																																							+-Applying beta-rule and splitting (3264), into two cases.
% 65.74/30.68  																																							|-Branch one:
% 65.74/30.68  																																							| (1109) all_0_51_51 = e1
% 65.74/30.68  																																							|
% 65.74/30.68  																																								| Combining equations (1109,504) yields a new equation:
% 65.74/30.68  																																								| (617) e2 = e1
% 65.74/30.68  																																								|
% 65.74/30.68  																																								| Equations (617) can reduce 122 to:
% 65.74/30.68  																																								| (266) $false
% 65.74/30.68  																																								|
% 65.74/30.68  																																								|-The branch is then unsatisfiable
% 65.74/30.68  																																							|-Branch two:
% 65.74/30.68  																																							| (464)  ~ (all_0_51_51 = e1)
% 65.74/30.68  																																							| (1569) all_0_56_56 = e1
% 65.74/30.68  																																							|
% 65.74/30.69  																																								| Combining equations (1097,1569) yields a new equation:
% 65.74/30.69  																																								| (454) e3 = e1
% 65.74/30.69  																																								|
% 65.74/30.69  																																								| Simplifying 454 yields:
% 65.74/30.69  																																								| (455) e3 = e1
% 65.74/30.69  																																								|
% 65.74/30.69  																																								| Equations (455) can reduce 213 to:
% 65.74/30.69  																																								| (266) $false
% 65.74/30.69  																																								|
% 65.74/30.69  																																								|-The branch is then unsatisfiable
% 65.74/30.69  																																		|-Branch two:
% 65.74/30.69  																																		| (272)  ~ (all_0_56_56 = e3)
% 65.74/30.69  																																		| (795) all_0_58_58 = e3
% 65.74/30.69  																																		|
% 65.74/30.69  																																			| Equations (795) can reduce 276 to:
% 65.74/30.69  																																			| (266) $false
% 65.74/30.69  																																			|
% 65.74/30.69  																																			|-The branch is then unsatisfiable
% 65.74/30.69  																													|-Branch two:
% 65.74/30.69  																													| (407)  ~ (all_0_44_44 = e3)
% 65.74/30.69  																													| (537) all_0_49_49 = e3 | all_0_53_53 = e3 | all_0_58_58 = e3
% 65.74/30.69  																													|
% 65.74/30.69  																														+-Applying beta-rule and splitting (537), into two cases.
% 65.74/30.69  																														|-Branch one:
% 65.74/30.69  																														| (884) all_0_49_49 = e3
% 65.74/30.69  																														|
% 65.74/30.69  																															| Combining equations (583,884) yields a new equation:
% 65.74/30.69  																															| (662) e3 = e2
% 65.74/30.69  																															|
% 65.74/30.69  																															| Equations (662) can reduce 212 to:
% 65.74/30.69  																															| (266) $false
% 65.74/30.69  																															|
% 65.74/30.69  																															|-The branch is then unsatisfiable
% 65.74/30.69  																														|-Branch two:
% 65.74/30.69  																														| (525)  ~ (all_0_49_49 = e3)
% 65.74/30.69  																														| (887) all_0_53_53 = e3 | all_0_58_58 = e3
% 65.74/30.69  																														|
% 65.74/30.69  																															+-Applying beta-rule and splitting (887), into two cases.
% 65.74/30.69  																															|-Branch one:
% 65.74/30.69  																															| (665) all_0_53_53 = e3
% 65.74/30.69  																															|
% 65.74/30.69  																																| Combining equations (665,1208) yields a new equation:
% 65.74/30.69  																																| (454) e3 = e1
% 65.74/30.69  																																|
% 65.74/30.69  																																| Simplifying 454 yields:
% 65.74/30.69  																																| (455) e3 = e1
% 65.74/30.69  																																|
% 65.74/30.69  																																| Equations (455) can reduce 213 to:
% 65.74/30.69  																																| (266) $false
% 65.74/30.69  																																|
% 65.74/30.69  																																|-The branch is then unsatisfiable
% 65.74/30.69  																															|-Branch two:
% 65.74/30.69  																															| (903)  ~ (all_0_53_53 = e3)
% 65.74/30.69  																															| (795) all_0_58_58 = e3
% 65.74/30.69  																															|
% 65.74/30.69  																																| Equations (795) can reduce 181 to:
% 65.74/30.69  																																| (407)  ~ (all_0_44_44 = e3)
% 65.74/30.69  																																|
% 65.74/30.69  																																| Equations (795) can reduce 3 to:
% 65.74/30.69  																																| (270)  ~ (all_0_55_55 = e3)
% 65.74/30.69  																																|
% 65.74/30.69  																																| Equations (795) can reduce 880 to:
% 65.74/30.69  																																| (213)  ~ (e3 = e1)
% 65.74/30.69  																																|
% 65.74/30.69  																																+-Applying beta-rule and splitting (75), into two cases.
% 65.74/30.69  																																|-Branch one:
% 65.74/30.69  																																| (485) all_0_40_40 = e0
% 65.74/30.69  																																|
% 65.74/30.69  																																	| Equations (485) can reduce 176 to:
% 65.74/30.69  																																	| (484)  ~ (all_0_39_39 = e0)
% 65.74/30.69  																																	|
% 65.74/30.69  																																	| Equations (485) can reduce 143 to:
% 65.74/30.69  																																	| (359)  ~ (all_0_44_44 = e0)
% 65.74/30.69  																																	|
% 65.74/30.69  																																	| Simplifying 359 yields:
% 65.74/30.69  																																	| (360)  ~ (all_0_44_44 = e0)
% 65.74/30.69  																																	|
% 65.74/30.69  																																	| Equations (485) can reduce 296 to:
% 65.74/30.69  																																	| (365)  ~ (e2 = e0)
% 65.74/30.69  																																	|
% 65.74/30.69  																																	| Simplifying 365 yields:
% 65.74/30.69  																																	| (128)  ~ (e2 = e0)
% 65.74/30.69  																																	|
% 65.74/30.69  																																	| Equations (485) can reduce 132 to:
% 65.74/30.69  																																	| (435)  ~ (e1 = e0)
% 65.74/30.69  																																	|
% 65.74/30.69  																																	| Simplifying 435 yields:
% 65.74/30.69  																																	| (233)  ~ (e1 = e0)
% 65.74/30.69  																																	|
% 65.74/30.69  																																	+-Applying beta-rule and splitting (180), into two cases.
% 65.74/30.69  																																	|-Branch one:
% 65.74/30.69  																																	| (516) all_0_42_42 = e3
% 65.74/30.69  																																	|
% 65.74/30.69  																																		| Equations (516) can reduce 214 to:
% 65.74/30.69  																																		| (1898)  ~ (all_0_41_41 = e3)
% 65.74/30.69  																																		|
% 65.74/30.69  																																		| Equations (516) can reduce 73 to:
% 65.74/30.69  																																		| (406)  ~ (all_0_44_44 = e3)
% 65.74/30.69  																																		|
% 65.74/30.69  																																		| Simplifying 406 yields:
% 65.74/30.69  																																		| (407)  ~ (all_0_44_44 = e3)
% 65.74/30.69  																																		|
% 65.74/30.69  																																		| Equations (516) can reduce 198 to:
% 65.74/30.69  																																		| (2538)  ~ (all_0_47_47 = e3)
% 65.74/30.69  																																		|
% 65.74/30.69  																																		| Simplifying 2538 yields:
% 65.74/30.69  																																		| (1091)  ~ (all_0_47_47 = e3)
% 65.74/30.69  																																		|
% 65.74/30.69  																																		| From (516) and (210) follows:
% 65.74/30.69  																																		| (4285) op(e3, e2) = e3
% 65.74/30.69  																																		|
% 65.74/30.69  																																		+-Applying beta-rule and splitting (320), into two cases.
% 65.74/30.69  																																		|-Branch one:
% 65.74/30.69  																																		| (471) all_0_39_39 = e4
% 65.74/30.69  																																		|
% 65.74/30.69  																																			| Equations (471) can reduce 79 to:
% 65.74/30.69  																																			| (251)  ~ (all_0_47_47 = e4)
% 65.74/30.69  																																			|
% 65.74/30.69  																																			| Simplifying 251 yields:
% 65.74/30.69  																																			| (252)  ~ (all_0_47_47 = e4)
% 65.74/30.69  																																			|
% 65.74/30.69  																																			| Equations (471) can reduce 154 to:
% 65.74/30.69  																																			| (476)  ~ (all_0_56_56 = e4)
% 65.74/30.69  																																			|
% 65.74/30.69  																																			| Simplifying 476 yields:
% 65.74/30.69  																																			| (477)  ~ (all_0_56_56 = e4)
% 65.74/30.69  																																			|
% 65.74/30.69  																																			| From (471) and (14) follows:
% 65.74/30.69  																																			| (4284) op(e4, e2) = e4
% 65.74/30.69  																																			|
% 65.74/30.69  																																			+-Applying beta-rule and splitting (26), into two cases.
% 65.74/30.69  																																			|-Branch one:
% 65.74/30.69  																																			| (446) all_0_44_44 = e4
% 65.74/30.69  																																			|
% 65.74/30.69  																																				| Equations (446) can reduce 149 to:
% 65.74/30.69  																																				| (440)  ~ (all_0_41_41 = e4)
% 65.74/30.69  																																				|
% 65.74/30.69  																																				| Equations (446) can reduce 407 to:
% 65.74/30.69  																																				| (188)  ~ (e4 = e3)
% 65.74/30.69  																																				|
% 65.74/30.69  																																				| Equations (446) can reduce 147 to:
% 65.74/30.69  																																				| (48)  ~ (e4 = e2)
% 65.74/30.69  																																				|
% 65.74/30.69  																																				| Equations (446) can reduce 639 to:
% 65.74/30.69  																																				| (110)  ~ (e4 = e1)
% 65.74/30.69  																																				|
% 65.74/30.69  																																				| From (446) and (138) follows:
% 65.74/30.69  																																				| (4646) op(e3, e0) = e4
% 65.74/30.69  																																				|
% 65.74/30.69  																																				+-Applying beta-rule and splitting (103), into two cases.
% 65.74/30.69  																																				|-Branch one:
% 65.74/30.69  																																				| (453) all_0_41_41 = e1
% 65.74/30.69  																																				|
% 65.74/30.69  																																					| Equations (453) can reduce 191 to:
% 65.74/30.69  																																					| (2331)  ~ (all_0_55_55 = e1)
% 65.74/30.69  																																					|
% 65.74/30.69  																																					| Simplifying 2331 yields:
% 65.74/30.69  																																					| (632)  ~ (all_0_55_55 = e1)
% 65.74/30.69  																																					|
% 65.74/30.69  																																					| Equations (453) can reduce 440 to:
% 65.74/30.69  																																					| (602)  ~ (e4 = e1)
% 65.74/30.69  																																					|
% 65.74/30.69  																																					| Simplifying 602 yields:
% 65.74/30.69  																																					| (110)  ~ (e4 = e1)
% 65.74/30.69  																																					|
% 65.74/30.69  																																					| Equations (453) can reduce 1898 to:
% 65.74/30.69  																																					| (467)  ~ (e3 = e1)
% 65.74/30.69  																																					|
% 65.74/30.69  																																					| Simplifying 467 yields:
% 65.74/30.69  																																					| (213)  ~ (e3 = e1)
% 65.74/30.69  																																					|
% 65.74/30.69  																																					| Equations (453) can reduce 85 to:
% 65.74/30.69  																																					| (604)  ~ (e2 = e1)
% 65.74/30.69  																																					|
% 65.74/30.69  																																					| Simplifying 604 yields:
% 65.74/30.69  																																					| (122)  ~ (e2 = e1)
% 65.74/30.69  																																					|
% 65.74/30.69  																																					+-Applying beta-rule and splitting (216), into two cases.
% 65.74/30.69  																																					|-Branch one:
% 65.74/30.69  																																					| (629) all_0_55_55 = e1
% 65.74/30.69  																																					|
% 65.74/30.69  																																						| Equations (629) can reduce 632 to:
% 65.74/30.69  																																						| (266) $false
% 65.74/30.69  																																						|
% 65.74/30.69  																																						|-The branch is then unsatisfiable
% 65.74/30.69  																																					|-Branch two:
% 65.74/30.69  																																					| (632)  ~ (all_0_55_55 = e1)
% 65.74/30.69  																																					| (633) all_0_56_56 = e1 | all_0_57_57 = e1 | all_0_58_58 = e1
% 65.74/30.69  																																					|
% 65.74/30.69  																																						+-Applying beta-rule and splitting (131), into two cases.
% 65.74/30.69  																																						|-Branch one:
% 65.74/30.69  																																						| (459) all_0_42_42 = e1
% 65.74/30.69  																																						|
% 65.74/30.69  																																							| Combining equations (516,459) yields a new equation:
% 65.74/30.69  																																							| (454) e3 = e1
% 65.74/30.69  																																							|
% 65.74/30.69  																																							| Simplifying 454 yields:
% 65.74/30.69  																																							| (455) e3 = e1
% 65.74/30.69  																																							|
% 65.74/30.69  																																							| Equations (455) can reduce 213 to:
% 65.74/30.69  																																							| (266) $false
% 65.74/30.69  																																							|
% 65.74/30.69  																																							|-The branch is then unsatisfiable
% 65.74/30.69  																																						|-Branch two:
% 65.74/30.69  																																						| (1380)  ~ (all_0_42_42 = e1)
% 65.74/30.69  																																						| (3259) all_0_47_47 = e1 | all_0_51_51 = e1 | all_0_56_56 = e1
% 65.74/30.69  																																						|
% 65.74/30.69  																																							| Equations (516) can reduce 1380 to:
% 65.74/30.69  																																							| (213)  ~ (e3 = e1)
% 65.74/30.69  																																							|
% 65.74/30.69  																																							+-Applying beta-rule and splitting (174), into two cases.
% 65.74/30.69  																																							|-Branch one:
% 65.74/30.69  																																							| (386) all_0_55_55 = e2
% 65.74/30.69  																																							|
% 65.74/30.69  																																								| Equations (386) can reduce 304 to:
% 65.74/30.69  																																								| (266) $false
% 65.74/30.69  																																								|
% 65.74/30.69  																																								|-The branch is then unsatisfiable
% 65.74/30.69  																																							|-Branch two:
% 65.74/30.69  																																							| (304)  ~ (all_0_55_55 = e2)
% 65.74/30.69  																																							| (2051) all_0_55_55 = e4 | all_0_55_55 = e3 | all_0_55_55 = e1 | all_0_55_55 = e0
% 65.74/30.69  																																							|
% 65.74/30.69  																																								+-Applying beta-rule and splitting (62), into two cases.
% 65.74/30.69  																																								|-Branch one:
% 65.74/30.69  																																								| (321) all_0_38_38 = e4
% 65.74/30.69  																																								|
% 65.74/30.69  																																									| Combining equations (321,292) yields a new equation:
% 65.74/30.69  																																									| (322) e4 = e2
% 65.74/30.69  																																									|
% 65.74/30.69  																																									| Simplifying 322 yields:
% 65.74/30.69  																																									| (323) e4 = e2
% 65.74/30.69  																																									|
% 65.74/30.69  																																									| Equations (323) can reduce 48 to:
% 65.74/30.69  																																									| (266) $false
% 65.74/30.69  																																									|
% 65.74/30.69  																																									|-The branch is then unsatisfiable
% 65.74/30.69  																																								|-Branch two:
% 65.74/30.69  																																								| (325)  ~ (all_0_38_38 = e4)
% 65.74/30.69  																																								| (582) all_0_41_41 = e4 | all_0_46_46 = e4 | all_0_50_50 = e4 | all_0_55_55 = e4
% 65.74/30.69  																																								|
% 65.74/30.69  																																									| Equations (292) can reduce 325 to:
% 65.74/30.69  																																									| (327)  ~ (e4 = e2)
% 65.74/30.69  																																									|
% 65.74/30.69  																																									| Simplifying 327 yields:
% 65.74/30.69  																																									| (48)  ~ (e4 = e2)
% 65.74/30.69  																																									|
% 65.74/30.69  																																									+-Applying beta-rule and splitting (2051), into two cases.
% 65.74/30.69  																																									|-Branch one:
% 65.74/30.69  																																									| (587) all_0_55_55 = e4
% 65.74/30.69  																																									|
% 65.74/30.69  																																										| Equations (587) can reduce 763 to:
% 65.74/30.69  																																										| (266) $false
% 65.74/30.69  																																										|
% 65.74/30.69  																																										|-The branch is then unsatisfiable
% 65.74/30.69  																																									|-Branch two:
% 65.74/30.69  																																									| (763)  ~ (all_0_55_55 = e4)
% 65.74/30.69  																																									| (2055) all_0_55_55 = e3 | all_0_55_55 = e1 | all_0_55_55 = e0
% 65.74/30.69  																																									|
% 65.74/30.69  																																										+-Applying beta-rule and splitting (582), into two cases.
% 65.74/30.69  																																										|-Branch one:
% 65.74/30.69  																																										| (437) all_0_41_41 = e4
% 65.74/30.69  																																										|
% 65.74/30.69  																																											| Combining equations (437,453) yields a new equation:
% 65.74/30.69  																																											| (636) e4 = e1
% 65.74/30.69  																																											|
% 65.74/30.69  																																											| Simplifying 636 yields:
% 65.74/30.69  																																											| (630) e4 = e1
% 65.74/30.69  																																											|
% 65.74/30.69  																																											| Equations (630) can reduce 110 to:
% 65.74/30.69  																																											| (266) $false
% 65.74/30.69  																																											|
% 65.74/30.69  																																											|-The branch is then unsatisfiable
% 65.74/30.69  																																										|-Branch two:
% 65.74/30.69  																																										| (440)  ~ (all_0_41_41 = e4)
% 65.74/30.69  																																										| (769) all_0_46_46 = e4 | all_0_50_50 = e4 | all_0_55_55 = e4
% 65.74/30.69  																																										|
% 65.74/30.69  																																											+-Applying beta-rule and splitting (769), into two cases.
% 65.74/30.69  																																											|-Branch one:
% 65.74/30.69  																																											| (770) all_0_46_46 = e4
% 65.74/30.69  																																											|
% 65.74/30.69  																																												| Equations (770) can reduce 19 to:
% 65.74/30.69  																																												| (251)  ~ (all_0_47_47 = e4)
% 65.74/30.69  																																												|
% 65.74/30.69  																																												| Simplifying 251 yields:
% 65.74/30.69  																																												| (252)  ~ (all_0_47_47 = e4)
% 65.74/30.69  																																												|
% 65.74/30.69  																																												| From (770) and (120) follows:
% 65.74/30.69  																																												| (72494) op(e2, e3) = e4
% 65.74/30.69  																																												|
% 65.74/30.69  																																												+-Applying beta-rule and splitting (105), into two cases.
% 65.74/30.69  																																												|-Branch one:
% 65.74/30.69  																																												| (1105) all_0_47_47 = e2
% 65.74/30.69  																																												|
% 65.74/30.69  																																													| Equations (1105) can reduce 338 to:
% 65.74/30.69  																																													| (266) $false
% 65.74/30.69  																																													|
% 65.74/30.69  																																													|-The branch is then unsatisfiable
% 65.74/30.69  																																												|-Branch two:
% 65.74/30.69  																																												| (338)  ~ (all_0_47_47 = e2)
% 65.74/30.69  																																												| (1789) all_0_47_47 = e4 | all_0_47_47 = e3 | all_0_47_47 = e1 | all_0_47_47 = e0
% 65.74/30.69  																																												|
% 65.74/30.69  																																													+-Applying beta-rule and splitting (1789), into two cases.
% 65.74/30.69  																																													|-Branch one:
% 65.74/30.69  																																													| (1790) all_0_47_47 = e4
% 65.74/30.69  																																													|
% 65.74/30.69  																																														| Equations (1790) can reduce 252 to:
% 65.74/30.69  																																														| (266) $false
% 65.74/30.69  																																														|
% 65.74/30.69  																																														|-The branch is then unsatisfiable
% 65.74/30.69  																																													|-Branch two:
% 65.74/30.69  																																													| (252)  ~ (all_0_47_47 = e4)
% 65.74/30.69  																																													| (1793) all_0_47_47 = e3 | all_0_47_47 = e1 | all_0_47_47 = e0
% 65.74/30.69  																																													|
% 65.74/30.69  																																														+-Applying beta-rule and splitting (1793), into two cases.
% 65.74/30.69  																																														|-Branch one:
% 65.74/30.69  																																														| (674) all_0_47_47 = e0
% 65.74/30.69  																																														|
% 65.74/30.69  																																															+-Applying beta-rule and splitting (133), into two cases.
% 65.74/30.69  																																															|-Branch one:
% 65.74/30.69  																																															| (833) all_0_56_56 = e2
% 65.74/30.69  																																															|
% 65.74/30.69  																																																| Equations (833) can reduce 511 to:
% 65.74/30.69  																																																| (266) $false
% 65.74/30.69  																																																|
% 65.74/30.69  																																																|-The branch is then unsatisfiable
% 65.74/30.69  																																															|-Branch two:
% 65.74/30.69  																																															| (511)  ~ (all_0_56_56 = e2)
% 65.74/30.69  																																															| (836) all_0_56_56 = e4 | all_0_56_56 = e3 | all_0_56_56 = e1 | all_0_56_56 = e0
% 65.74/30.69  																																															|
% 65.74/30.69  																																																+-Applying beta-rule and splitting (2055), into two cases.
% 65.74/30.69  																																																|-Branch one:
% 65.74/30.69  																																																| (858) all_0_55_55 = e0
% 65.74/30.69  																																																|
% 65.74/30.69  																																																	| Equations (858) can reduce 153 to:
% 65.74/30.69  																																																	| (1181)  ~ (all_0_56_56 = e0)
% 65.74/30.70  																																																	|
% 65.74/30.70  																																																	| Simplifying 1181 yields:
% 65.74/30.70  																																																	| (828)  ~ (all_0_56_56 = e0)
% 65.74/30.70  																																																	|
% 65.74/30.70  																																																	| Equations (858) can reduce 632 to:
% 65.74/30.70  																																																	| (435)  ~ (e1 = e0)
% 65.74/30.70  																																																	|
% 65.74/30.70  																																																	| Simplifying 435 yields:
% 65.74/30.70  																																																	| (233)  ~ (e1 = e0)
% 65.74/30.70  																																																	|
% 65.74/30.70  																																																	+-Applying beta-rule and splitting (3259), into two cases.
% 65.74/30.70  																																																	|-Branch one:
% 65.74/30.70  																																																	| (654) all_0_47_47 = e1
% 65.74/30.70  																																																	|
% 65.74/30.70  																																																		| Combining equations (674,654) yields a new equation:
% 65.74/30.70  																																																		| (431) e1 = e0
% 65.74/30.70  																																																		|
% 65.74/30.70  																																																		| Equations (431) can reduce 233 to:
% 65.74/30.70  																																																		| (266) $false
% 65.74/30.70  																																																		|
% 65.74/30.70  																																																		|-The branch is then unsatisfiable
% 65.74/30.70  																																																	|-Branch two:
% 65.74/30.70  																																																	| (462)  ~ (all_0_47_47 = e1)
% 65.74/30.70  																																																	| (3264) all_0_51_51 = e1 | all_0_56_56 = e1
% 65.74/30.70  																																																	|
% 65.74/30.70  																																																		+-Applying beta-rule and splitting (633), into two cases.
% 65.74/30.70  																																																		|-Branch one:
% 65.74/30.70  																																																		| (1569) all_0_56_56 = e1
% 65.74/30.70  																																																		|
% 65.74/30.70  																																																			| Equations (1569) can reduce 511 to:
% 65.74/30.70  																																																			| (604)  ~ (e2 = e1)
% 65.74/30.70  																																																			|
% 65.74/30.70  																																																			| Simplifying 604 yields:
% 65.74/30.70  																																																			| (122)  ~ (e2 = e1)
% 65.74/30.70  																																																			|
% 65.74/30.70  																																																			| Equations (1569) can reduce 828 to:
% 65.74/30.70  																																																			| (233)  ~ (e1 = e0)
% 65.74/30.70  																																																			|
% 65.74/30.70  																																																			+-Applying beta-rule and splitting (56), into two cases.
% 65.74/30.70  																																																			|-Branch one:
% 65.74/30.70  																																																			| (696) unit = e2
% 65.74/30.70  																																																			|
% 65.74/30.70  																																																				| From (696) and (209) follows:
% 65.74/30.70  																																																				| (7585) op(e2, e0) = e0
% 65.74/30.70  																																																				|
% 65.74/30.70  																																																				| From (696) and (28) follows:
% 65.74/30.70  																																																				| (699) op(e1, e2) = e1
% 65.74/30.70  																																																				|
% 65.74/30.70  																																																				| Instantiating formula (29) with e2, e0, e0, e2 and discharging atoms op(e2, e0) = e2, op(e2, e0) = e0, yields:
% 65.74/30.70  																																																				| (330) e2 = e0
% 65.74/30.70  																																																				|
% 65.74/30.70  																																																				| Instantiating formula (29) with e1, e2, e1, e2 and discharging atoms op(e1, e2) = e2, op(e1, e2) = e1, yields:
% 65.74/30.70  																																																				| (617) e2 = e1
% 65.74/30.70  																																																				|
% 65.74/30.70  																																																				| Combining equations (617,330) yields a new equation:
% 65.74/30.70  																																																				| (546) e1 = e0
% 65.74/30.70  																																																				|
% 65.74/30.70  																																																				| Simplifying 546 yields:
% 65.74/30.70  																																																				| (431) e1 = e0
% 65.74/30.70  																																																				|
% 65.74/30.70  																																																				| Equations (431) can reduce 233 to:
% 65.74/30.70  																																																				| (266) $false
% 65.74/30.70  																																																				|
% 65.74/30.70  																																																				|-The branch is then unsatisfiable
% 65.74/30.70  																																																			|-Branch two:
% 65.74/30.70  																																																			| (707)  ~ (unit = e2)
% 65.74/30.70  																																																			| (708) unit = e4 | unit = e3 | unit = e1 | unit = e0
% 65.74/30.70  																																																			|
% 65.74/30.70  																																																				+-Applying beta-rule and splitting (708), into two cases.
% 65.74/30.70  																																																				|-Branch one:
% 65.74/30.70  																																																				| (709) unit = e4
% 65.74/30.70  																																																				|
% 65.74/30.70  																																																					| From (709) and (15) follows:
% 65.74/30.70  																																																					| (22188) op(e4, e2) = e2
% 65.74/30.70  																																																					|
% 65.74/30.70  																																																					| From (709) and (211) follows:
% 65.74/30.70  																																																					| (22527) op(e4, e1) = e1
% 65.74/30.70  																																																					|
% 65.74/30.70  																																																					| From (709) and (32) follows:
% 65.74/30.70  																																																					| (712) op(e2, e4) = e2
% 65.74/30.70  																																																					|
% 65.74/30.70  																																																					| From (709) and (42) follows:
% 65.74/30.70  																																																					| (713) op(e0, e4) = e0
% 65.74/30.70  																																																					|
% 65.74/30.70  																																																					| Instantiating formula (29) with e4, e2, e2, e4 and discharging atoms op(e4, e2) = e4, op(e4, e2) = e2, yields:
% 65.74/30.70  																																																					| (323) e4 = e2
% 65.74/30.70  																																																					|
% 65.74/30.70  																																																					| Instantiating formula (29) with e4, e1, e1, e3 and discharging atoms op(e4, e1) = e3, op(e4, e1) = e1, yields:
% 65.74/30.70  																																																					| (455) e3 = e1
% 65.74/30.70  																																																					|
% 65.74/30.70  																																																					| Instantiating formula (29) with e2, e4, e2, e3 and discharging atoms op(e2, e4) = e3, op(e2, e4) = e2, yields:
% 65.74/30.70  																																																					| (662) e3 = e2
% 65.74/30.70  																																																					|
% 65.74/30.70  																																																					| Instantiating formula (29) with e0, e4, e0, e4 and discharging atoms op(e0, e4) = e4, op(e0, e4) = e0, yields:
% 65.74/30.70  																																																					| (397) e4 = e0
% 65.74/30.70  																																																					|
% 65.74/30.70  																																																					| Combining equations (323,397) yields a new equation:
% 65.74/30.70  																																																					| (391) e2 = e0
% 65.74/30.70  																																																					|
% 65.74/30.70  																																																					| Simplifying 391 yields:
% 65.74/30.70  																																																					| (330) e2 = e0
% 65.74/30.70  																																																					|
% 65.74/30.70  																																																					| Combining equations (455,662) yields a new equation:
% 65.74/30.70  																																																					| (617) e2 = e1
% 65.74/30.70  																																																					|
% 65.74/30.70  																																																					| Combining equations (617,330) yields a new equation:
% 65.74/30.70  																																																					| (546) e1 = e0
% 65.74/30.70  																																																					|
% 65.74/30.70  																																																					| Simplifying 546 yields:
% 65.74/30.70  																																																					| (431) e1 = e0
% 65.74/30.70  																																																					|
% 65.74/30.70  																																																					| Equations (431) can reduce 233 to:
% 65.74/30.70  																																																					| (266) $false
% 65.74/30.70  																																																					|
% 65.74/30.70  																																																					|-The branch is then unsatisfiable
% 65.74/30.70  																																																				|-Branch two:
% 65.74/30.70  																																																				| (724)  ~ (unit = e4)
% 65.74/30.70  																																																				| (725) unit = e3 | unit = e1 | unit = e0
% 65.74/30.70  																																																				|
% 65.74/30.70  																																																					+-Applying beta-rule and splitting (725), into two cases.
% 65.74/30.70  																																																					|-Branch one:
% 65.74/30.70  																																																					| (726) unit = e0
% 65.74/30.70  																																																					|
% 65.74/30.70  																																																						| From (726) and (211) follows:
% 65.74/30.70  																																																						| (15180) op(e0, e1) = e1
% 65.74/30.70  																																																						|
% 65.74/30.70  																																																						| Instantiating formula (29) with e0, e1, e1, e2 and discharging atoms op(e0, e1) = e2, op(e0, e1) = e1, yields:
% 65.74/30.70  																																																						| (617) e2 = e1
% 65.74/30.70  																																																						|
% 65.74/30.70  																																																						| Equations (617) can reduce 122 to:
% 65.74/30.70  																																																						| (266) $false
% 65.74/30.70  																																																						|
% 65.74/30.70  																																																						|-The branch is then unsatisfiable
% 65.74/30.70  																																																					|-Branch two:
% 65.74/30.70  																																																					| (734)  ~ (unit = e0)
% 65.74/30.70  																																																					| (735) unit = e3 | unit = e1
% 65.74/30.70  																																																					|
% 65.74/30.70  																																																						+-Applying beta-rule and splitting (735), into two cases.
% 65.74/30.70  																																																						|-Branch one:
% 65.74/30.70  																																																						| (736) unit = e1
% 65.74/30.70  																																																						|
% 65.74/30.70  																																																							| Equations (736) can reduce 734 to:
% 65.74/30.70  																																																							| (233)  ~ (e1 = e0)
% 65.74/30.70  																																																							|
% 65.74/30.70  																																																							| From (736) and (32) follows:
% 65.74/30.70  																																																							| (347) op(e2, e1) = e2
% 65.74/30.70  																																																							|
% 65.74/30.70  																																																							| From (736) and (42) follows:
% 65.74/30.70  																																																							| (3221) op(e0, e1) = e0
% 65.74/30.70  																																																							|
% 65.74/30.70  																																																							| Instantiating formula (29) with e2, e1, e2, e1 and discharging atoms op(e2, e1) = e2, op(e2, e1) = e1, yields:
% 65.74/30.70  																																																							| (617) e2 = e1
% 65.74/30.70  																																																							|
% 65.74/30.70  																																																							| Instantiating formula (29) with e0, e1, e0, e2 and discharging atoms op(e0, e1) = e2, op(e0, e1) = e0, yields:
% 65.74/30.70  																																																							| (330) e2 = e0
% 65.74/30.70  																																																							|
% 65.74/30.70  																																																							| Combining equations (617,330) yields a new equation:
% 65.74/30.70  																																																							| (546) e1 = e0
% 65.74/30.70  																																																							|
% 65.74/30.70  																																																							| Simplifying 546 yields:
% 65.74/30.70  																																																							| (431) e1 = e0
% 65.74/30.70  																																																							|
% 65.74/30.70  																																																							| Equations (431) can reduce 233 to:
% 65.74/30.70  																																																							| (266) $false
% 65.74/30.70  																																																							|
% 65.74/30.70  																																																							|-The branch is then unsatisfiable
% 65.74/30.70  																																																						|-Branch two:
% 65.74/30.70  																																																						| (748)  ~ (unit = e1)
% 65.74/30.70  																																																						| (749) unit = e3
% 65.74/30.70  																																																						|
% 65.74/30.70  																																																							| From (749) and (15) follows:
% 65.74/30.70  																																																							| (751) op(e3, e2) = e2
% 65.74/30.70  																																																							|
% 65.74/30.70  																																																							| From (749) and (209) follows:
% 65.74/30.70  																																																							| (1667) op(e3, e0) = e0
% 65.74/30.70  																																																							|
% 65.74/30.70  																																																							| From (749) and (32) follows:
% 65.74/30.70  																																																							| (5793) op(e2, e3) = e2
% 65.74/30.70  																																																							|
% 65.74/30.70  																																																							| From (749) and (28) follows:
% 65.74/30.70  																																																							| (2235) op(e1, e3) = e1
% 65.74/30.70  																																																							|
% 65.74/30.70  																																																							| Instantiating formula (29) with e3, e2, e2, e3 and discharging atoms op(e3, e2) = e3, op(e3, e2) = e2, yields:
% 65.74/30.70  																																																							| (662) e3 = e2
% 65.74/30.70  																																																							|
% 65.74/30.70  																																																							| Instantiating formula (29) with e3, e0, e0, e4 and discharging atoms op(e3, e0) = e4, op(e3, e0) = e0, yields:
% 65.74/30.70  																																																							| (397) e4 = e0
% 65.74/30.70  																																																							|
% 65.74/30.70  																																																							| Instantiating formula (29) with e2, e3, e2, e4 and discharging atoms op(e2, e3) = e4, op(e2, e3) = e2, yields:
% 65.74/30.70  																																																							| (323) e4 = e2
% 65.74/30.70  																																																							|
% 65.74/30.70  																																																							| Instantiating formula (29) with e1, e3, e1, e3 and discharging atoms op(e1, e3) = e3, op(e1, e3) = e1, yields:
% 65.74/30.70  																																																							| (455) e3 = e1
% 65.74/30.70  																																																							|
% 65.74/30.70  																																																							| Combining equations (323,397) yields a new equation:
% 65.74/30.70  																																																							| (391) e2 = e0
% 65.74/30.70  																																																							|
% 65.74/30.70  																																																							| Simplifying 391 yields:
% 65.74/30.70  																																																							| (330) e2 = e0
% 65.74/30.70  																																																							|
% 65.74/30.70  																																																							| Combining equations (662,455) yields a new equation:
% 65.74/30.70  																																																							| (616) e2 = e1
% 65.74/30.70  																																																							|
% 65.74/30.70  																																																							| Simplifying 616 yields:
% 65.74/30.70  																																																							| (617) e2 = e1
% 65.74/30.70  																																																							|
% 65.74/30.70  																																																							| Combining equations (617,330) yields a new equation:
% 65.74/30.70  																																																							| (546) e1 = e0
% 65.74/30.70  																																																							|
% 65.74/30.70  																																																							| Simplifying 546 yields:
% 65.74/30.70  																																																							| (431) e1 = e0
% 65.74/30.70  																																																							|
% 65.74/30.70  																																																							| Equations (431) can reduce 233 to:
% 65.74/30.70  																																																							| (266) $false
% 65.74/30.70  																																																							|
% 65.74/30.70  																																																							|-The branch is then unsatisfiable
% 65.74/30.70  																																																		|-Branch two:
% 65.74/30.70  																																																		| (466)  ~ (all_0_56_56 = e1)
% 65.74/30.70  																																																		| (1574) all_0_57_57 = e1 | all_0_58_58 = e1
% 65.74/30.70  																																																		|
% 65.74/30.70  																																																			+-Applying beta-rule and splitting (3264), into two cases.
% 65.74/30.70  																																																			|-Branch one:
% 65.74/30.70  																																																			| (1109) all_0_51_51 = e1
% 65.74/30.70  																																																			|
% 65.74/30.70  																																																				| Combining equations (504,1109) yields a new equation:
% 65.74/30.70  																																																				| (616) e2 = e1
% 65.74/30.70  																																																				|
% 65.74/30.70  																																																				| Simplifying 616 yields:
% 65.74/30.70  																																																				| (617) e2 = e1
% 65.74/30.70  																																																				|
% 65.74/30.70  																																																				| Equations (617) can reduce 122 to:
% 65.74/30.70  																																																				| (266) $false
% 65.74/30.70  																																																				|
% 65.74/30.70  																																																				|-The branch is then unsatisfiable
% 65.74/30.70  																																																			|-Branch two:
% 65.74/30.70  																																																			| (464)  ~ (all_0_51_51 = e1)
% 65.74/30.70  																																																			| (1569) all_0_56_56 = e1
% 65.74/30.70  																																																			|
% 65.74/30.70  																																																				| Equations (1569) can reduce 466 to:
% 65.74/30.70  																																																				| (266) $false
% 65.74/30.70  																																																				|
% 65.74/30.70  																																																				|-The branch is then unsatisfiable
% 65.74/30.70  																																																|-Branch two:
% 65.74/30.70  																																																| (803)  ~ (all_0_55_55 = e0)
% 65.74/30.70  																																																| (2315) all_0_55_55 = e3 | all_0_55_55 = e1
% 65.74/30.70  																																																|
% 65.74/30.70  																																																	+-Applying beta-rule and splitting (2315), into two cases.
% 65.74/30.70  																																																	|-Branch one:
% 65.74/30.70  																																																	| (629) all_0_55_55 = e1
% 65.74/30.70  																																																	|
% 65.74/30.70  																																																		| Equations (629) can reduce 632 to:
% 65.74/30.70  																																																		| (266) $false
% 65.74/30.70  																																																		|
% 65.74/30.70  																																																		|-The branch is then unsatisfiable
% 65.74/30.70  																																																	|-Branch two:
% 65.74/30.70  																																																	| (632)  ~ (all_0_55_55 = e1)
% 65.74/30.70  																																																	| (2336) all_0_55_55 = e3
% 65.74/30.70  																																																	|
% 65.74/30.70  																																																		| Equations (2336) can reduce 270 to:
% 65.74/30.70  																																																		| (266) $false
% 65.74/30.70  																																																		|
% 65.74/30.70  																																																		|-The branch is then unsatisfiable
% 65.74/30.70  																																														|-Branch two:
% 65.74/30.70  																																														| (678)  ~ (all_0_47_47 = e0)
% 65.74/30.70  																																														| (1831) all_0_47_47 = e3 | all_0_47_47 = e1
% 65.74/30.70  																																														|
% 65.74/30.70  																																															+-Applying beta-rule and splitting (633), into two cases.
% 65.74/30.70  																																															|-Branch one:
% 65.74/30.70  																																															| (1569) all_0_56_56 = e1
% 65.74/30.70  																																															|
% 65.74/30.70  																																																| Equations (1569) can reduce 91 to:
% 65.74/30.70  																																																| (462)  ~ (all_0_47_47 = e1)
% 65.74/30.70  																																																|
% 65.74/30.70  																																																+-Applying beta-rule and splitting (1831), into two cases.
% 65.74/30.70  																																																|-Branch one:
% 65.74/30.70  																																																| (654) all_0_47_47 = e1
% 65.74/30.70  																																																|
% 65.74/30.70  																																																	| Equations (654) can reduce 462 to:
% 65.74/30.70  																																																	| (266) $false
% 65.74/30.70  																																																	|
% 65.74/30.70  																																																	|-The branch is then unsatisfiable
% 65.74/30.70  																																																|-Branch two:
% 65.74/30.70  																																																| (462)  ~ (all_0_47_47 = e1)
% 65.74/30.70  																																																| (522) all_0_47_47 = e3
% 65.74/30.70  																																																|
% 65.74/30.70  																																																	| Equations (522) can reduce 1091 to:
% 65.74/30.70  																																																	| (266) $false
% 65.74/30.70  																																																	|
% 65.74/30.70  																																																	|-The branch is then unsatisfiable
% 65.74/30.70  																																															|-Branch two:
% 65.74/30.70  																																															| (466)  ~ (all_0_56_56 = e1)
% 65.74/30.70  																																															| (1574) all_0_57_57 = e1 | all_0_58_58 = e1
% 65.74/30.70  																																															|
% 65.74/30.70  																																																+-Applying beta-rule and splitting (1574), into two cases.
% 65.74/30.70  																																																|-Branch one:
% 65.74/30.70  																																																| (647) all_0_57_57 = e1
% 65.74/30.70  																																																|
% 65.74/30.70  																																																	| Combining equations (647,442) yields a new equation:
% 65.74/30.70  																																																	| (617) e2 = e1
% 65.74/30.70  																																																	|
% 65.74/30.70  																																																	| Equations (617) can reduce 122 to:
% 65.74/30.70  																																																	| (266) $false
% 65.74/30.70  																																																	|
% 65.74/30.70  																																																	|-The branch is then unsatisfiable
% 65.74/30.70  																																																|-Branch two:
% 65.74/30.70  																																																| (1670)  ~ (all_0_57_57 = e1)
% 65.74/30.70  																																																| (918) all_0_58_58 = e1
% 65.74/30.70  																																																|
% 65.74/30.70  																																																	| Combining equations (918,795) yields a new equation:
% 65.74/30.70  																																																	| (455) e3 = e1
% 65.74/30.70  																																																	|
% 65.74/30.70  																																																	| Equations (455) can reduce 213 to:
% 65.74/30.70  																																																	| (266) $false
% 65.74/30.70  																																																	|
% 65.74/30.70  																																																	|-The branch is then unsatisfiable
% 65.74/30.70  																																											|-Branch two:
% 65.74/30.70  																																											| (250)  ~ (all_0_46_46 = e4)
% 65.74/30.70  																																											| (774) all_0_50_50 = e4 | all_0_55_55 = e4
% 65.74/30.70  																																											|
% 65.74/30.70  																																												+-Applying beta-rule and splitting (206), into two cases.
% 65.74/30.70  																																												|-Branch one:
% 65.74/30.70  																																												| (248) all_0_45_45 = e4
% 65.74/30.70  																																												|
% 65.74/30.70  																																													| Combining equations (423,248) yields a new equation:
% 65.74/30.70  																																													| (425) e4 = e3
% 65.74/30.70  																																													|
% 65.74/30.70  																																													| Equations (425) can reduce 188 to:
% 65.74/30.70  																																													| (266) $false
% 65.74/30.70  																																													|
% 65.74/30.70  																																													|-The branch is then unsatisfiable
% 65.74/30.70  																																												|-Branch two:
% 65.74/30.70  																																												| (60416)  ~ (all_0_45_45 = e4)
% 65.74/30.71  																																												| (61457) all_0_46_46 = e4 | all_0_47_47 = e4 | all_0_48_48 = e4 | all_0_49_49 = e4
% 65.74/30.71  																																												|
% 65.74/30.71  																																													+-Applying beta-rule and splitting (105), into two cases.
% 65.74/30.71  																																													|-Branch one:
% 65.74/30.71  																																													| (1105) all_0_47_47 = e2
% 65.74/30.71  																																													|
% 65.74/30.71  																																														| Equations (1105) can reduce 338 to:
% 65.74/30.71  																																														| (266) $false
% 65.74/30.71  																																														|
% 65.74/30.71  																																														|-The branch is then unsatisfiable
% 65.74/30.71  																																													|-Branch two:
% 65.74/30.71  																																													| (338)  ~ (all_0_47_47 = e2)
% 65.74/30.71  																																													| (1789) all_0_47_47 = e4 | all_0_47_47 = e3 | all_0_47_47 = e1 | all_0_47_47 = e0
% 65.74/30.71  																																													|
% 65.74/30.71  																																														+-Applying beta-rule and splitting (61457), into two cases.
% 65.74/30.71  																																														|-Branch one:
% 65.74/30.71  																																														| (770) all_0_46_46 = e4
% 65.74/30.71  																																														|
% 65.74/30.71  																																															| Equations (770) can reduce 250 to:
% 65.74/30.71  																																															| (266) $false
% 65.74/30.71  																																															|
% 65.74/30.71  																																															|-The branch is then unsatisfiable
% 65.74/30.71  																																														|-Branch two:
% 65.74/30.71  																																														| (250)  ~ (all_0_46_46 = e4)
% 65.74/30.71  																																														| (61466) all_0_47_47 = e4 | all_0_48_48 = e4 | all_0_49_49 = e4
% 65.74/30.71  																																														|
% 65.74/30.71  																																															+-Applying beta-rule and splitting (1789), into two cases.
% 65.74/30.71  																																															|-Branch one:
% 65.74/30.71  																																															| (1790) all_0_47_47 = e4
% 65.74/30.71  																																															|
% 65.74/30.71  																																																| Equations (1790) can reduce 252 to:
% 65.74/30.71  																																																| (266) $false
% 65.74/30.71  																																																|
% 65.74/30.71  																																																|-The branch is then unsatisfiable
% 65.74/30.71  																																															|-Branch two:
% 65.74/30.71  																																															| (252)  ~ (all_0_47_47 = e4)
% 65.74/30.71  																																															| (1793) all_0_47_47 = e3 | all_0_47_47 = e1 | all_0_47_47 = e0
% 65.74/30.71  																																															|
% 65.74/30.71  																																																+-Applying beta-rule and splitting (633), into two cases.
% 65.74/30.71  																																																|-Branch one:
% 65.74/30.71  																																																| (1569) all_0_56_56 = e1
% 65.74/30.71  																																																|
% 65.74/30.71  																																																	| Equations (1569) can reduce 477 to:
% 65.74/30.71  																																																	| (602)  ~ (e4 = e1)
% 65.74/30.71  																																																	|
% 65.74/30.71  																																																	| Simplifying 602 yields:
% 65.74/30.71  																																																	| (110)  ~ (e4 = e1)
% 65.74/30.71  																																																	|
% 65.74/30.71  																																																	+-Applying beta-rule and splitting (61466), into two cases.
% 65.74/30.71  																																																	|-Branch one:
% 65.74/30.71  																																																	| (1790) all_0_47_47 = e4
% 65.74/30.71  																																																	|
% 65.74/30.71  																																																		| Equations (1790) can reduce 252 to:
% 65.74/30.71  																																																		| (266) $false
% 65.74/30.71  																																																		|
% 65.74/30.71  																																																		|-The branch is then unsatisfiable
% 65.74/30.71  																																																	|-Branch two:
% 65.74/30.71  																																																	| (252)  ~ (all_0_47_47 = e4)
% 65.74/30.71  																																																	| (61479) all_0_48_48 = e4 | all_0_49_49 = e4
% 65.74/30.71  																																																	|
% 65.74/30.71  																																																		+-Applying beta-rule and splitting (61479), into two cases.
% 65.74/30.71  																																																		|-Branch one:
% 65.74/30.71  																																																		| (943) all_0_48_48 = e4
% 65.74/30.71  																																																		|
% 65.74/30.71  																																																			| Combining equations (615,943) yields a new equation:
% 65.74/30.71  																																																			| (630) e4 = e1
% 65.74/30.71  																																																			|
% 65.74/30.71  																																																			| Equations (630) can reduce 110 to:
% 65.74/30.71  																																																			| (266) $false
% 65.74/30.71  																																																			|
% 65.74/30.71  																																																			|-The branch is then unsatisfiable
% 65.74/30.71  																																																		|-Branch two:
% 65.74/30.71  																																																		| (254)  ~ (all_0_48_48 = e4)
% 65.74/30.71  																																																		| (974) all_0_49_49 = e4
% 65.74/30.71  																																																		|
% 65.74/30.71  																																																			| Combining equations (583,974) yields a new equation:
% 65.74/30.71  																																																			| (323) e4 = e2
% 65.74/30.71  																																																			|
% 65.74/30.71  																																																			| Equations (323) can reduce 48 to:
% 65.74/30.71  																																																			| (266) $false
% 65.74/30.71  																																																			|
% 65.74/30.71  																																																			|-The branch is then unsatisfiable
% 65.74/30.71  																																																|-Branch two:
% 65.74/30.71  																																																| (466)  ~ (all_0_56_56 = e1)
% 65.74/30.71  																																																| (1574) all_0_57_57 = e1 | all_0_58_58 = e1
% 65.74/30.71  																																																|
% 65.74/30.71  																																																	+-Applying beta-rule and splitting (1574), into two cases.
% 65.74/30.71  																																																	|-Branch one:
% 65.74/30.71  																																																	| (647) all_0_57_57 = e1
% 65.74/30.71  																																																	|
% 65.74/30.71  																																																		| Combining equations (442,647) yields a new equation:
% 65.74/30.71  																																																		| (616) e2 = e1
% 65.74/30.71  																																																		|
% 65.74/30.71  																																																		| Simplifying 616 yields:
% 65.74/30.71  																																																		| (617) e2 = e1
% 65.74/30.71  																																																		|
% 65.74/30.71  																																																		| Equations (617) can reduce 122 to:
% 65.74/30.71  																																																		| (266) $false
% 65.74/30.71  																																																		|
% 65.74/30.71  																																																		|-The branch is then unsatisfiable
% 65.74/30.71  																																																	|-Branch two:
% 65.74/30.71  																																																	| (1670)  ~ (all_0_57_57 = e1)
% 65.74/30.71  																																																	| (918) all_0_58_58 = e1
% 65.74/30.71  																																																	|
% 65.74/30.71  																																																		| Combining equations (918,795) yields a new equation:
% 65.74/30.71  																																																		| (455) e3 = e1
% 65.74/30.71  																																																		|
% 65.74/30.71  																																																		| Equations (455) can reduce 213 to:
% 65.74/30.71  																																																		| (266) $false
% 65.74/30.71  																																																		|
% 65.74/30.71  																																																		|-The branch is then unsatisfiable
% 65.74/30.72  																																				|-Branch two:
% 65.74/30.72  																																				| (457)  ~ (all_0_41_41 = e1)
% 65.74/30.72  																																				| (458) all_0_42_42 = e1 | all_0_43_43 = e1 | all_0_44_44 = e1
% 65.74/30.72  																																				|
% 65.74/30.72  																																					+-Applying beta-rule and splitting (18), into two cases.
% 65.74/30.72  																																					|-Branch one:
% 65.74/30.72  																																					| (453) all_0_41_41 = e1
% 65.74/30.72  																																					|
% 65.74/30.72  																																						| Equations (453) can reduce 457 to:
% 65.74/30.72  																																						| (266) $false
% 65.74/30.72  																																						|
% 65.74/30.72  																																						|-The branch is then unsatisfiable
% 65.74/30.72  																																					|-Branch two:
% 65.74/30.72  																																					| (457)  ~ (all_0_41_41 = e1)
% 65.74/30.72  																																					| (595) all_0_46_46 = e1 | all_0_50_50 = e1 | all_0_55_55 = e1
% 65.74/30.72  																																					|
% 65.74/30.72  																																						+-Applying beta-rule and splitting (206), into two cases.
% 65.74/30.72  																																						|-Branch one:
% 65.74/30.72  																																						| (248) all_0_45_45 = e4
% 65.74/30.72  																																						|
% 65.74/30.72  																																							| Combining equations (423,248) yields a new equation:
% 65.74/30.72  																																							| (425) e4 = e3
% 65.74/30.72  																																							|
% 65.74/30.72  																																							| Equations (425) can reduce 188 to:
% 65.74/30.72  																																							| (266) $false
% 65.74/30.72  																																							|
% 65.74/30.72  																																							|-The branch is then unsatisfiable
% 65.74/30.72  																																						|-Branch two:
% 65.74/30.72  																																						| (60416)  ~ (all_0_45_45 = e4)
% 65.74/30.72  																																						| (61457) all_0_46_46 = e4 | all_0_47_47 = e4 | all_0_48_48 = e4 | all_0_49_49 = e4
% 65.74/30.72  																																						|
% 65.74/30.72  																																							+-Applying beta-rule and splitting (595), into two cases.
% 65.74/30.72  																																							|-Branch one:
% 65.74/30.72  																																							| (545) all_0_46_46 = e1
% 65.74/30.72  																																							|
% 65.74/30.72  																																								| Equations (545) can reduce 549 to:
% 65.74/30.72  																																								| (266) $false
% 65.74/30.72  																																								|
% 65.74/30.72  																																								|-The branch is then unsatisfiable
% 65.74/30.72  																																							|-Branch two:
% 65.74/30.72  																																							| (549)  ~ (all_0_46_46 = e1)
% 65.74/30.72  																																							| (600) all_0_50_50 = e1 | all_0_55_55 = e1
% 65.74/30.72  																																							|
% 65.74/30.72  																																								+-Applying beta-rule and splitting (131), into two cases.
% 65.74/30.72  																																								|-Branch one:
% 65.74/30.72  																																								| (459) all_0_42_42 = e1
% 65.74/30.72  																																								|
% 65.74/30.72  																																									| Combining equations (459,516) yields a new equation:
% 65.74/30.72  																																									| (455) e3 = e1
% 65.74/30.72  																																									|
% 65.74/30.72  																																									| Equations (455) can reduce 213 to:
% 65.74/30.72  																																									| (266) $false
% 65.74/30.72  																																									|
% 65.74/30.72  																																									|-The branch is then unsatisfiable
% 65.74/30.72  																																								|-Branch two:
% 65.74/30.72  																																								| (1380)  ~ (all_0_42_42 = e1)
% 65.74/30.72  																																								| (3259) all_0_47_47 = e1 | all_0_51_51 = e1 | all_0_56_56 = e1
% 65.74/30.72  																																								|
% 65.74/30.72  																																									| Equations (516) can reduce 1380 to:
% 65.74/30.72  																																									| (213)  ~ (e3 = e1)
% 65.74/30.72  																																									|
% 65.74/30.72  																																									+-Applying beta-rule and splitting (458), into two cases.
% 65.74/30.72  																																									|-Branch one:
% 65.74/30.72  																																									| (459) all_0_42_42 = e1
% 65.74/30.72  																																									|
% 65.74/30.72  																																										| Combining equations (459,516) yields a new equation:
% 65.74/30.72  																																										| (455) e3 = e1
% 65.74/30.72  																																										|
% 65.74/30.72  																																										| Equations (455) can reduce 213 to:
% 65.74/30.72  																																										| (266) $false
% 65.74/30.72  																																										|
% 65.74/30.72  																																										|-The branch is then unsatisfiable
% 65.74/30.72  																																									|-Branch two:
% 65.74/30.72  																																									| (1380)  ~ (all_0_42_42 = e1)
% 65.74/30.72  																																									| (1381) all_0_43_43 = e1 | all_0_44_44 = e1
% 65.74/30.72  																																									|
% 65.74/30.72  																																										+-Applying beta-rule and splitting (61457), into two cases.
% 65.74/30.72  																																										|-Branch one:
% 65.74/30.72  																																										| (770) all_0_46_46 = e4
% 65.74/30.72  																																										|
% 65.74/30.72  																																											| Equations (770) can reduce 549 to:
% 65.74/30.72  																																											| (110)  ~ (e4 = e1)
% 65.74/30.72  																																											|
% 65.74/30.72  																																											+-Applying beta-rule and splitting (1381), into two cases.
% 65.74/30.72  																																											|-Branch one:
% 65.74/30.72  																																											| (430) all_0_43_43 = e1
% 65.74/30.72  																																											|
% 65.74/30.72  																																												| Combining equations (356,430) yields a new equation:
% 65.74/30.72  																																												| (431) e1 = e0
% 65.74/30.72  																																												|
% 65.74/30.72  																																												| Equations (431) can reduce 233 to:
% 65.74/30.72  																																												| (266) $false
% 65.74/30.72  																																												|
% 65.74/30.72  																																												|-The branch is then unsatisfiable
% 65.74/30.72  																																											|-Branch two:
% 65.74/30.72  																																											| (433)  ~ (all_0_43_43 = e1)
% 65.74/30.72  																																											| (635) all_0_44_44 = e1
% 65.74/30.72  																																											|
% 65.74/30.72  																																												| Combining equations (446,635) yields a new equation:
% 65.74/30.72  																																												| (636) e4 = e1
% 65.74/30.72  																																												|
% 65.74/30.72  																																												| Simplifying 636 yields:
% 65.74/30.72  																																												| (630) e4 = e1
% 65.74/30.72  																																												|
% 65.74/30.72  																																												| Equations (630) can reduce 110 to:
% 65.74/30.72  																																												| (266) $false
% 65.74/30.72  																																												|
% 65.74/30.72  																																												|-The branch is then unsatisfiable
% 65.74/30.72  																																										|-Branch two:
% 65.74/30.72  																																										| (250)  ~ (all_0_46_46 = e4)
% 65.74/30.72  																																										| (61466) all_0_47_47 = e4 | all_0_48_48 = e4 | all_0_49_49 = e4
% 65.74/30.72  																																										|
% 65.74/30.72  																																											+-Applying beta-rule and splitting (61466), into two cases.
% 65.74/30.72  																																											|-Branch one:
% 65.74/30.72  																																											| (1790) all_0_47_47 = e4
% 65.74/30.72  																																											|
% 65.74/30.72  																																												| Equations (1790) can reduce 252 to:
% 65.74/30.72  																																												| (266) $false
% 65.74/30.72  																																												|
% 65.74/30.72  																																												|-The branch is then unsatisfiable
% 65.74/30.72  																																											|-Branch two:
% 65.74/30.72  																																											| (252)  ~ (all_0_47_47 = e4)
% 65.74/30.73  																																											| (61479) all_0_48_48 = e4 | all_0_49_49 = e4
% 65.74/30.73  																																											|
% 65.74/30.73  																																												+-Applying beta-rule and splitting (61479), into two cases.
% 65.74/30.73  																																												|-Branch one:
% 65.74/30.73  																																												| (943) all_0_48_48 = e4
% 65.74/30.73  																																												|
% 65.74/30.73  																																													| Combining equations (615,943) yields a new equation:
% 65.74/30.73  																																													| (630) e4 = e1
% 65.74/30.73  																																													|
% 65.74/30.73  																																													| Equations (630) can reduce 110 to:
% 65.74/30.73  																																													| (266) $false
% 65.74/30.73  																																													|
% 65.74/30.73  																																													|-The branch is then unsatisfiable
% 65.74/30.73  																																												|-Branch two:
% 65.74/30.73  																																												| (254)  ~ (all_0_48_48 = e4)
% 65.74/30.73  																																												| (974) all_0_49_49 = e4
% 65.74/30.73  																																												|
% 65.74/30.73  																																													| Combining equations (583,974) yields a new equation:
% 65.74/30.73  																																													| (323) e4 = e2
% 65.74/30.73  																																													|
% 65.74/30.73  																																													| Equations (323) can reduce 48 to:
% 65.74/30.73  																																													| (266) $false
% 65.74/30.73  																																													|
% 65.74/30.73  																																													|-The branch is then unsatisfiable
% 65.74/30.73  																																			|-Branch two:
% 65.74/30.73  																																			| (1390)  ~ (all_0_44_44 = e4)
% 65.74/30.73  																																			| (1391) all_0_44_44 = e3 | all_0_44_44 = e1 | all_0_44_44 = e0
% 65.74/30.73  																																			|
% 65.74/30.73  																																				+-Applying beta-rule and splitting (103), into two cases.
% 65.74/30.73  																																				|-Branch one:
% 65.74/30.73  																																				| (453) all_0_41_41 = e1
% 65.74/30.73  																																				|
% 65.74/30.73  																																					| Equations (453) can reduce 149 to:
% 65.74/30.73  																																					| (4057)  ~ (all_0_44_44 = e1)
% 65.74/30.73  																																					|
% 65.74/30.73  																																					| Simplifying 4057 yields:
% 65.74/30.73  																																					| (639)  ~ (all_0_44_44 = e1)
% 65.74/30.73  																																					|
% 65.74/30.73  																																					+-Applying beta-rule and splitting (1391), into two cases.
% 65.74/30.73  																																					|-Branch one:
% 65.74/30.73  																																					| (1414) all_0_44_44 = e0
% 65.74/30.73  																																					|
% 65.74/30.73  																																						| Equations (1414) can reduce 360 to:
% 65.74/30.73  																																						| (266) $false
% 65.74/30.73  																																						|
% 65.74/30.73  																																						|-The branch is then unsatisfiable
% 65.74/30.73  																																					|-Branch two:
% 65.74/30.73  																																					| (360)  ~ (all_0_44_44 = e0)
% 65.74/30.73  																																					| (1417) all_0_44_44 = e3 | all_0_44_44 = e1
% 65.74/30.73  																																					|
% 65.74/30.73  																																						+-Applying beta-rule and splitting (1417), into two cases.
% 65.74/30.73  																																						|-Branch one:
% 65.74/30.73  																																						| (635) all_0_44_44 = e1
% 65.74/30.73  																																						|
% 65.74/30.73  																																							| Equations (635) can reduce 639 to:
% 65.74/30.73  																																							| (266) $false
% 65.74/30.73  																																							|
% 65.74/30.73  																																							|-The branch is then unsatisfiable
% 65.74/30.73  																																						|-Branch two:
% 65.74/30.73  																																						| (639)  ~ (all_0_44_44 = e1)
% 65.74/30.73  																																						| (532) all_0_44_44 = e3
% 65.74/30.73  																																						|
% 65.74/30.73  																																							| Equations (532) can reduce 407 to:
% 65.74/30.73  																																							| (266) $false
% 65.74/30.73  																																							|
% 65.74/30.73  																																							|-The branch is then unsatisfiable
% 65.74/30.73  																																				|-Branch two:
% 65.74/30.73  																																				| (457)  ~ (all_0_41_41 = e1)
% 65.74/30.73  																																				| (458) all_0_42_42 = e1 | all_0_43_43 = e1 | all_0_44_44 = e1
% 65.74/30.73  																																				|
% 65.74/30.73  																																					+-Applying beta-rule and splitting (18), into two cases.
% 65.74/30.73  																																					|-Branch one:
% 65.74/30.73  																																					| (453) all_0_41_41 = e1
% 65.74/30.73  																																					|
% 65.74/30.73  																																						| Equations (453) can reduce 457 to:
% 65.74/30.73  																																						| (266) $false
% 65.74/30.73  																																						|
% 65.74/30.73  																																						|-The branch is then unsatisfiable
% 65.74/30.73  																																					|-Branch two:
% 65.74/30.73  																																					| (457)  ~ (all_0_41_41 = e1)
% 65.74/30.73  																																					| (595) all_0_46_46 = e1 | all_0_50_50 = e1 | all_0_55_55 = e1
% 65.74/30.73  																																					|
% 65.74/30.73  																																						+-Applying beta-rule and splitting (27), into two cases.
% 65.74/30.73  																																						|-Branch one:
% 65.74/30.73  																																						| (437) all_0_41_41 = e4
% 65.74/30.73  																																						|
% 65.74/30.73  																																							| Equations (437) can reduce 357 to:
% 65.74/30.73  																																							| (49)  ~ (e4 = e0)
% 65.74/30.73  																																							|
% 65.74/30.73  																																							+-Applying beta-rule and splitting (595), into two cases.
% 65.74/30.73  																																							|-Branch one:
% 65.74/30.73  																																							| (545) all_0_46_46 = e1
% 65.74/30.73  																																							|
% 65.74/30.73  																																								| Equations (545) can reduce 549 to:
% 65.74/30.73  																																								| (266) $false
% 65.74/30.73  																																								|
% 65.74/30.73  																																								|-The branch is then unsatisfiable
% 65.74/30.73  																																							|-Branch two:
% 65.74/30.73  																																							| (549)  ~ (all_0_46_46 = e1)
% 65.74/30.73  																																							| (600) all_0_50_50 = e1 | all_0_55_55 = e1
% 65.74/30.73  																																							|
% 65.74/30.73  																																								+-Applying beta-rule and splitting (123), into two cases.
% 65.74/30.73  																																								|-Branch one:
% 65.74/30.73  																																								| (1794) all_0_46_46 = e2
% 65.74/30.73  																																								|
% 65.74/30.73  																																									| Equations (1794) can reduce 300 to:
% 65.74/30.73  																																									| (266) $false
% 65.74/30.73  																																									|
% 65.74/30.73  																																									|-The branch is then unsatisfiable
% 65.74/30.73  																																								|-Branch two:
% 65.74/30.73  																																								| (300)  ~ (all_0_46_46 = e2)
% 65.74/30.73  																																								| (1797) all_0_46_46 = e4 | all_0_46_46 = e3 | all_0_46_46 = e1 | all_0_46_46 = e0
% 65.74/30.73  																																								|
% 65.74/30.73  																																									+-Applying beta-rule and splitting (131), into two cases.
% 65.74/30.73  																																									|-Branch one:
% 65.74/30.73  																																									| (459) all_0_42_42 = e1
% 65.74/30.73  																																									|
% 65.74/30.73  																																										| Combining equations (516,459) yields a new equation:
% 65.74/30.73  																																										| (454) e3 = e1
% 65.74/30.73  																																										|
% 65.74/30.73  																																										| Simplifying 454 yields:
% 65.74/30.73  																																										| (455) e3 = e1
% 65.74/30.73  																																										|
% 65.74/30.73  																																										| Equations (455) can reduce 213 to:
% 65.74/30.73  																																										| (266) $false
% 65.74/30.73  																																										|
% 65.74/30.73  																																										|-The branch is then unsatisfiable
% 65.74/30.73  																																									|-Branch two:
% 65.74/30.73  																																									| (1380)  ~ (all_0_42_42 = e1)
% 65.74/30.73  																																									| (3259) all_0_47_47 = e1 | all_0_51_51 = e1 | all_0_56_56 = e1
% 65.74/30.73  																																									|
% 65.74/30.73  																																										| Equations (516) can reduce 1380 to:
% 65.74/30.73  																																										| (213)  ~ (e3 = e1)
% 65.74/30.73  																																										|
% 65.74/30.73  																																										+-Applying beta-rule and splitting (3259), into two cases.
% 65.74/30.73  																																										|-Branch one:
% 65.74/30.73  																																										| (654) all_0_47_47 = e1
% 65.74/30.73  																																										|
% 65.74/30.73  																																											| Equations (654) can reduce 462 to:
% 65.74/30.73  																																											| (266) $false
% 65.74/30.73  																																											|
% 65.74/30.73  																																											|-The branch is then unsatisfiable
% 65.74/30.73  																																										|-Branch two:
% 65.74/30.73  																																										| (462)  ~ (all_0_47_47 = e1)
% 65.74/30.73  																																										| (3264) all_0_51_51 = e1 | all_0_56_56 = e1
% 65.74/30.73  																																										|
% 65.74/30.73  																																											+-Applying beta-rule and splitting (600), into two cases.
% 65.74/30.73  																																											|-Branch one:
% 65.74/30.73  																																											| (601) all_0_50_50 = e1
% 65.74/30.73  																																											|
% 65.74/30.73  																																												| Combining equations (415,601) yields a new equation:
% 65.74/30.73  																																												| (454) e3 = e1
% 65.74/30.73  																																												|
% 65.74/30.73  																																												| Simplifying 454 yields:
% 65.74/30.73  																																												| (455) e3 = e1
% 65.74/30.73  																																												|
% 65.74/30.73  																																												| Equations (455) can reduce 213 to:
% 65.74/30.73  																																												| (266) $false
% 65.74/30.73  																																												|
% 65.74/30.73  																																												|-The branch is then unsatisfiable
% 65.74/30.73  																																											|-Branch two:
% 65.74/30.73  																																											| (759)  ~ (all_0_50_50 = e1)
% 65.74/30.73  																																											| (629) all_0_55_55 = e1
% 65.74/30.73  																																											|
% 65.74/30.73  																																												| Equations (629) can reduce 58 to:
% 65.74/30.73  																																												| (549)  ~ (all_0_46_46 = e1)
% 65.74/30.73  																																												|
% 65.74/30.73  																																												+-Applying beta-rule and splitting (105), into two cases.
% 65.74/30.73  																																												|-Branch one:
% 65.74/30.73  																																												| (1105) all_0_47_47 = e2
% 65.74/30.73  																																												|
% 65.74/30.73  																																													| Equations (1105) can reduce 338 to:
% 65.74/30.73  																																													| (266) $false
% 65.74/30.73  																																													|
% 65.74/30.73  																																													|-The branch is then unsatisfiable
% 65.74/30.73  																																												|-Branch two:
% 65.74/30.73  																																												| (338)  ~ (all_0_47_47 = e2)
% 65.74/30.73  																																												| (1789) all_0_47_47 = e4 | all_0_47_47 = e3 | all_0_47_47 = e1 | all_0_47_47 = e0
% 65.74/30.73  																																												|
% 65.74/30.73  																																													+-Applying beta-rule and splitting (243), into two cases.
% 65.74/30.73  																																													|-Branch one:
% 65.74/30.73  																																													| (329) all_0_38_38 = e0
% 65.74/30.73  																																													|
% 65.74/30.73  																																														| Combining equations (329,292) yields a new equation:
% 65.74/30.73  																																														| (330) e2 = e0
% 65.74/30.73  																																														|
% 65.74/30.73  																																														| Equations (330) can reduce 128 to:
% 65.74/30.73  																																														| (266) $false
% 65.74/30.73  																																														|
% 65.74/30.73  																																														|-The branch is then unsatisfiable
% 65.74/30.73  																																													|-Branch two:
% 65.74/30.73  																																													| (332)  ~ (all_0_38_38 = e0)
% 65.74/30.73  																																													| (395) all_0_41_41 = e0 | all_0_46_46 = e0 | all_0_55_55 = e0
% 65.74/30.73  																																													|
% 65.74/30.73  																																														+-Applying beta-rule and splitting (395), into two cases.
% 65.74/30.73  																																														|-Branch one:
% 65.74/30.73  																																														| (794) all_0_41_41 = e0
% 65.74/30.73  																																														|
% 65.74/30.73  																																															| Combining equations (794,437) yields a new equation:
% 65.74/30.73  																																															| (397) e4 = e0
% 65.74/30.73  																																															|
% 65.74/30.73  																																															| Equations (397) can reduce 49 to:
% 65.74/30.73  																																															| (266) $false
% 65.74/30.73  																																															|
% 65.74/30.73  																																															|-The branch is then unsatisfiable
% 65.74/30.73  																																														|-Branch two:
% 65.74/30.73  																																														| (357)  ~ (all_0_41_41 = e0)
% 65.74/30.73  																																														| (895) all_0_46_46 = e0 | all_0_55_55 = e0
% 65.74/30.73  																																														|
% 65.74/30.73  																																															+-Applying beta-rule and splitting (895), into two cases.
% 65.74/30.73  																																															|-Branch one:
% 65.74/30.73  																																															| (538) all_0_46_46 = e0
% 65.74/30.73  																																															|
% 65.74/30.73  																																																| Equations (538) can reduce 409 to:
% 65.74/30.73  																																																| (541)  ~ (e3 = e0)
% 65.74/30.73  																																																|
% 65.74/30.73  																																																| Simplifying 541 yields:
% 65.74/30.73  																																																| (80)  ~ (e3 = e0)
% 65.74/30.73  																																																|
% 65.74/30.73  																																																| Equations (538) can reduce 300 to:
% 65.74/30.73  																																																| (365)  ~ (e2 = e0)
% 65.74/30.73  																																																|
% 65.74/30.73  																																																| Simplifying 365 yields:
% 65.74/30.73  																																																| (128)  ~ (e2 = e0)
% 65.74/30.73  																																																|
% 65.74/30.73  																																																| Equations (538) can reduce 549 to:
% 65.74/30.73  																																																| (435)  ~ (e1 = e0)
% 65.74/30.73  																																																|
% 65.74/30.73  																																																| Simplifying 435 yields:
% 65.74/30.73  																																																| (233)  ~ (e1 = e0)
% 65.74/30.73  																																																|
% 65.74/30.73  																																																+-Applying beta-rule and splitting (125), into two cases.
% 65.74/30.73  																																																|-Branch one:
% 65.74/30.73  																																																| (858) all_0_55_55 = e0
% 65.74/30.73  																																																|
% 65.74/30.73  																																																	| Combining equations (858,629) yields a new equation:
% 65.74/30.73  																																																	| (431) e1 = e0
% 65.74/30.73  																																																	|
% 65.74/30.73  																																																	| Equations (431) can reduce 233 to:
% 65.74/30.73  																																																	| (266) $false
% 65.74/30.73  																																																	|
% 65.74/30.73  																																																	|-The branch is then unsatisfiable
% 65.74/30.73  																																																|-Branch two:
% 65.74/30.73  																																																| (803)  ~ (all_0_55_55 = e0)
% 65.74/30.73  																																																| (863) all_0_56_56 = e0 | all_0_57_57 = e0 | all_0_58_58 = e0
% 65.74/30.73  																																																|
% 65.74/30.73  																																																	+-Applying beta-rule and splitting (863), into two cases.
% 65.74/30.73  																																																	|-Branch one:
% 65.74/30.73  																																																	| (679) all_0_56_56 = e0
% 65.74/30.73  																																																	|
% 65.74/30.73  																																																		| Equations (679) can reduce 91 to:
% 65.74/30.73  																																																		| (678)  ~ (all_0_47_47 = e0)
% 65.74/30.73  																																																		|
% 65.74/30.73  																																																		+-Applying beta-rule and splitting (1789), into two cases.
% 65.74/30.73  																																																		|-Branch one:
% 65.74/30.73  																																																		| (1790) all_0_47_47 = e4
% 65.74/30.73  																																																		|
% 65.74/30.73  																																																			| Equations (1790) can reduce 252 to:
% 65.74/30.73  																																																			| (266) $false
% 65.74/30.73  																																																			|
% 65.74/30.73  																																																			|-The branch is then unsatisfiable
% 65.74/30.73  																																																		|-Branch two:
% 65.74/30.73  																																																		| (252)  ~ (all_0_47_47 = e4)
% 65.74/30.73  																																																		| (1793) all_0_47_47 = e3 | all_0_47_47 = e1 | all_0_47_47 = e0
% 65.74/30.73  																																																		|
% 65.74/30.73  																																																			+-Applying beta-rule and splitting (1793), into two cases.
% 65.74/30.73  																																																			|-Branch one:
% 65.74/30.73  																																																			| (674) all_0_47_47 = e0
% 65.74/30.73  																																																			|
% 65.74/30.73  																																																				| Equations (674) can reduce 678 to:
% 65.74/30.73  																																																				| (266) $false
% 65.74/30.73  																																																				|
% 65.74/30.73  																																																				|-The branch is then unsatisfiable
% 65.74/30.73  																																																			|-Branch two:
% 65.74/30.73  																																																			| (678)  ~ (all_0_47_47 = e0)
% 65.74/30.73  																																																			| (1831) all_0_47_47 = e3 | all_0_47_47 = e1
% 65.74/30.73  																																																			|
% 65.74/30.73  																																																				+-Applying beta-rule and splitting (1831), into two cases.
% 65.74/30.73  																																																				|-Branch one:
% 65.74/30.73  																																																				| (654) all_0_47_47 = e1
% 65.74/30.73  																																																				|
% 65.74/30.73  																																																					| Equations (654) can reduce 462 to:
% 65.74/30.73  																																																					| (266) $false
% 65.74/30.73  																																																					|
% 65.74/30.73  																																																					|-The branch is then unsatisfiable
% 65.74/30.73  																																																				|-Branch two:
% 65.74/30.73  																																																				| (462)  ~ (all_0_47_47 = e1)
% 65.74/30.73  																																																				| (522) all_0_47_47 = e3
% 65.74/30.73  																																																				|
% 65.74/30.73  																																																					| Equations (522) can reduce 1091 to:
% 65.74/30.73  																																																					| (266) $false
% 65.74/30.73  																																																					|
% 65.74/30.73  																																																					|-The branch is then unsatisfiable
% 65.74/30.73  																																																	|-Branch two:
% 65.74/30.73  																																																	| (828)  ~ (all_0_56_56 = e0)
% 65.74/30.73  																																																	| (924) all_0_57_57 = e0 | all_0_58_58 = e0
% 65.74/30.73  																																																	|
% 65.74/30.73  																																																		+-Applying beta-rule and splitting (924), into two cases.
% 65.74/30.73  																																																		|-Branch one:
% 65.74/30.73  																																																		| (875) all_0_57_57 = e0
% 65.74/30.73  																																																		|
% 65.74/30.73  																																																			| Combining equations (442,875) yields a new equation:
% 65.74/30.73  																																																			| (391) e2 = e0
% 65.74/30.73  																																																			|
% 65.74/30.73  																																																			| Simplifying 391 yields:
% 65.74/30.73  																																																			| (330) e2 = e0
% 65.74/30.73  																																																			|
% 65.74/30.73  																																																			| Equations (330) can reduce 128 to:
% 65.74/30.73  																																																			| (266) $false
% 65.74/30.73  																																																			|
% 65.74/30.73  																																																			|-The branch is then unsatisfiable
% 65.74/30.73  																																																		|-Branch two:
% 65.74/30.73  																																																		| (364)  ~ (all_0_57_57 = e0)
% 65.74/30.73  																																																		| (914) all_0_58_58 = e0
% 65.74/30.73  																																																		|
% 65.74/30.73  																																																			| Combining equations (914,795) yields a new equation:
% 65.74/30.73  																																																			| (676) e3 = e0
% 65.74/30.73  																																																			|
% 65.74/30.73  																																																			| Equations (676) can reduce 80 to:
% 65.74/30.73  																																																			| (266) $false
% 65.74/30.73  																																																			|
% 65.74/30.73  																																																			|-The branch is then unsatisfiable
% 65.74/30.73  																																															|-Branch two:
% 65.74/30.73  																																															| (831)  ~ (all_0_46_46 = e0)
% 65.74/30.73  																																															| (858) all_0_55_55 = e0
% 65.74/30.73  																																															|
% 65.74/30.73  																																																| Combining equations (629,858) yields a new equation:
% 65.74/30.73  																																																| (546) e1 = e0
% 65.74/30.73  																																																|
% 65.74/30.73  																																																| Simplifying 546 yields:
% 65.74/30.73  																																																| (431) e1 = e0
% 65.74/30.73  																																																|
% 65.74/30.73  																																																| Equations (431) can reduce 233 to:
% 65.74/30.73  																																																| (266) $false
% 65.74/30.73  																																																|
% 65.74/30.73  																																																|-The branch is then unsatisfiable
% 65.74/30.74  																																						|-Branch two:
% 65.74/30.74  																																						| (440)  ~ (all_0_41_41 = e4)
% 65.74/30.74  																																						| (4049) all_0_41_41 = e3 | all_0_41_41 = e1 | all_0_41_41 = e0
% 65.74/30.74  																																						|
% 65.74/30.74  																																							+-Applying beta-rule and splitting (4049), into two cases.
% 65.74/30.74  																																							|-Branch one:
% 65.74/30.74  																																							| (794) all_0_41_41 = e0
% 65.74/30.74  																																							|
% 65.74/30.74  																																								| Equations (794) can reduce 357 to:
% 65.74/30.74  																																								| (266) $false
% 65.74/30.74  																																								|
% 65.74/30.74  																																								|-The branch is then unsatisfiable
% 65.74/30.74  																																							|-Branch two:
% 65.74/30.74  																																							| (357)  ~ (all_0_41_41 = e0)
% 65.74/30.74  																																							| (4053) all_0_41_41 = e3 | all_0_41_41 = e1
% 65.74/30.74  																																							|
% 65.74/30.74  																																								+-Applying beta-rule and splitting (4053), into two cases.
% 65.74/30.74  																																								|-Branch one:
% 65.74/30.74  																																								| (453) all_0_41_41 = e1
% 65.74/30.74  																																								|
% 65.74/30.74  																																									| Equations (453) can reduce 457 to:
% 65.74/30.74  																																									| (266) $false
% 65.74/30.74  																																									|
% 65.74/30.74  																																									|-The branch is then unsatisfiable
% 65.74/30.74  																																								|-Branch two:
% 65.74/30.74  																																								| (457)  ~ (all_0_41_41 = e1)
% 65.74/30.74  																																								| (403) all_0_41_41 = e3
% 65.74/30.74  																																								|
% 65.74/30.74  																																									| Equations (403) can reduce 1898 to:
% 65.74/30.74  																																									| (266) $false
% 65.74/30.74  																																									|
% 65.74/30.74  																																									|-The branch is then unsatisfiable
% 65.74/30.74  																																		|-Branch two:
% 65.74/30.74  																																		| (1377)  ~ (all_0_39_39 = e4)
% 65.74/30.74  																																		| (480) all_0_39_39 = e0
% 65.74/30.74  																																		|
% 65.74/30.74  																																			| Equations (480) can reduce 484 to:
% 65.74/30.74  																																			| (266) $false
% 65.74/30.74  																																			|
% 65.74/30.74  																																			|-The branch is then unsatisfiable
% 65.74/30.74  																																	|-Branch two:
% 65.74/30.74  																																	| (405)  ~ (all_0_42_42 = e3)
% 65.74/30.74  																																	| (521) all_0_47_47 = e3 | all_0_51_51 = e3 | all_0_56_56 = e3
% 65.74/30.74  																																	|
% 65.74/30.74  																																		+-Applying beta-rule and splitting (320), into two cases.
% 65.74/30.74  																																		|-Branch one:
% 65.74/30.74  																																		| (471) all_0_39_39 = e4
% 65.74/30.74  																																		|
% 65.74/30.74  																																			| Equations (471) can reduce 145 to:
% 65.74/30.74  																																			| (1901)  ~ (all_0_42_42 = e4)
% 65.74/30.74  																																			|
% 65.74/30.74  																																			| Simplifying 1901 yields:
% 65.74/30.74  																																			| (1890)  ~ (all_0_42_42 = e4)
% 65.74/30.74  																																			|
% 65.74/30.74  																																			+-Applying beta-rule and splitting (152), into two cases.
% 65.74/30.74  																																			|-Branch one:
% 65.74/30.74  																																			| (1392) all_0_42_42 = e4
% 65.74/30.74  																																			|
% 65.74/30.74  																																				| Equations (1392) can reduce 1890 to:
% 65.74/30.74  																																				| (266) $false
% 65.74/30.74  																																				|
% 65.74/30.74  																																				|-The branch is then unsatisfiable
% 65.74/30.74  																																			|-Branch two:
% 65.74/30.74  																																			| (1890)  ~ (all_0_42_42 = e4)
% 65.74/30.74  																																			| (1969) all_0_42_42 = e3 | all_0_42_42 = e1 | all_0_42_42 = e0
% 65.74/30.74  																																			|
% 65.74/30.74  																																				+-Applying beta-rule and splitting (1969), into two cases.
% 65.74/30.74  																																				|-Branch one:
% 65.74/30.74  																																				| (559) all_0_42_42 = e0
% 65.74/30.74  																																				|
% 65.74/30.74  																																					| Equations (559) can reduce 358 to:
% 65.74/30.74  																																					| (266) $false
% 65.74/30.74  																																					|
% 65.74/30.74  																																					|-The branch is then unsatisfiable
% 65.74/30.74  																																				|-Branch two:
% 65.74/30.74  																																				| (358)  ~ (all_0_42_42 = e0)
% 65.74/30.74  																																				| (2510) all_0_42_42 = e3 | all_0_42_42 = e1
% 65.74/30.74  																																				|
% 65.74/30.74  																																					+-Applying beta-rule and splitting (2510), into two cases.
% 65.74/30.74  																																					|-Branch one:
% 65.74/30.74  																																					| (459) all_0_42_42 = e1
% 65.74/30.74  																																					|
% 65.74/30.74  																																						| Equations (459) can reduce 405 to:
% 65.74/30.74  																																						| (467)  ~ (e3 = e1)
% 65.74/30.74  																																						|
% 65.74/30.74  																																						| Simplifying 467 yields:
% 65.74/30.74  																																						| (213)  ~ (e3 = e1)
% 65.74/30.74  																																						|
% 65.74/30.74  																																						+-Applying beta-rule and splitting (1899), into two cases.
% 65.74/30.74  																																						|-Branch one:
% 65.74/30.74  																																						| (516) all_0_42_42 = e3
% 65.74/30.74  																																						|
% 65.74/30.74  																																							| Combining equations (459,516) yields a new equation:
% 65.74/30.74  																																							| (455) e3 = e1
% 65.74/30.74  																																							|
% 65.74/30.74  																																							| Equations (455) can reduce 213 to:
% 65.74/30.74  																																							| (266) $false
% 65.74/30.74  																																							|
% 65.74/30.74  																																							|-The branch is then unsatisfiable
% 65.74/30.74  																																						|-Branch two:
% 65.74/30.74  																																						| (405)  ~ (all_0_42_42 = e3)
% 65.74/30.74  																																						| (532) all_0_44_44 = e3
% 65.74/30.74  																																						|
% 65.74/30.74  																																							| Equations (532) can reduce 407 to:
% 65.74/30.74  																																							| (266) $false
% 65.74/30.74  																																							|
% 65.74/30.74  																																							|-The branch is then unsatisfiable
% 65.74/30.74  																																					|-Branch two:
% 65.74/30.74  																																					| (1380)  ~ (all_0_42_42 = e1)
% 65.74/30.74  																																					| (516) all_0_42_42 = e3
% 65.74/30.74  																																					|
% 65.74/30.74  																																						| Equations (516) can reduce 405 to:
% 65.74/30.74  																																						| (266) $false
% 65.74/30.74  																																						|
% 65.74/30.74  																																						|-The branch is then unsatisfiable
% 65.74/30.74  																																		|-Branch two:
% 65.74/30.74  																																		| (1377)  ~ (all_0_39_39 = e4)
% 65.74/30.74  																																		| (480) all_0_39_39 = e0
% 65.74/30.74  																																		|
% 65.74/30.74  																																			| Equations (480) can reduce 484 to:
% 65.74/30.74  																																			| (266) $false
% 65.74/30.74  																																			|
% 65.74/30.74  																																			|-The branch is then unsatisfiable
% 65.74/30.74  																																|-Branch two:
% 65.74/30.74  																																| (1401)  ~ (all_0_40_40 = e0)
% 65.74/30.74  																																| (1748) all_0_44_44 = e0 | all_0_49_49 = e0 | all_0_58_58 = e0
% 65.74/30.74  																																|
% 65.74/30.74  																																	+-Applying beta-rule and splitting (1899), into two cases.
% 65.74/30.74  																																	|-Branch one:
% 65.74/30.74  																																	| (516) all_0_42_42 = e3
% 65.74/30.74  																																	|
% 65.74/30.74  																																		| Equations (516) can reduce 358 to:
% 65.74/30.74  																																		| (80)  ~ (e3 = e0)
% 65.74/30.74  																																		|
% 65.74/30.74  																																		+-Applying beta-rule and splitting (1748), into two cases.
% 65.74/30.74  																																		|-Branch one:
% 65.74/30.74  																																		| (1414) all_0_44_44 = e0
% 65.74/30.74  																																		|
% 65.74/30.74  																																			| Equations (1414) can reduce 360 to:
% 65.74/30.74  																																			| (266) $false
% 65.74/30.74  																																			|
% 65.74/30.74  																																			|-The branch is then unsatisfiable
% 65.74/30.74  																																		|-Branch two:
% 65.74/30.74  																																		| (360)  ~ (all_0_44_44 = e0)
% 65.74/30.74  																																		| (1760) all_0_49_49 = e0 | all_0_58_58 = e0
% 65.74/30.74  																																		|
% 65.74/30.74  																																			+-Applying beta-rule and splitting (1760), into two cases.
% 65.74/30.74  																																			|-Branch one:
% 65.74/30.74  																																			| (978) all_0_49_49 = e0
% 65.74/30.74  																																			|
% 65.74/30.74  																																				| Combining equations (583,978) yields a new equation:
% 65.74/30.74  																																				| (391) e2 = e0
% 65.74/30.74  																																				|
% 65.74/30.74  																																				| Simplifying 391 yields:
% 65.74/30.74  																																				| (330) e2 = e0
% 65.74/30.74  																																				|
% 65.74/30.74  																																				| Equations (330) can reduce 128 to:
% 65.74/30.74  																																				| (266) $false
% 65.74/30.74  																																				|
% 65.74/30.74  																																				|-The branch is then unsatisfiable
% 65.74/30.74  																																			|-Branch two:
% 65.74/30.74  																																			| (487)  ~ (all_0_49_49 = e0)
% 65.74/30.74  																																			| (914) all_0_58_58 = e0
% 65.74/30.74  																																			|
% 65.74/30.74  																																				| Combining equations (795,914) yields a new equation:
% 65.74/30.74  																																				| (675) e3 = e0
% 65.74/30.74  																																				|
% 65.74/30.74  																																				| Simplifying 675 yields:
% 65.74/30.74  																																				| (676) e3 = e0
% 65.74/30.74  																																				|
% 65.74/30.74  																																				| Equations (676) can reduce 80 to:
% 65.74/30.74  																																				| (266) $false
% 65.74/30.74  																																				|
% 65.74/30.74  																																				|-The branch is then unsatisfiable
% 65.74/30.74  																																	|-Branch two:
% 65.74/30.74  																																	| (405)  ~ (all_0_42_42 = e3)
% 65.74/30.74  																																	| (532) all_0_44_44 = e3
% 65.74/30.74  																																	|
% 65.74/30.74  																																		| Equations (532) can reduce 407 to:
% 65.74/30.74  																																		| (266) $false
% 65.74/30.74  																																		|
% 65.74/30.74  																																		|-The branch is then unsatisfiable
% 65.74/30.74  																							|-Branch two:
% 65.74/30.74  																							| (1099)  ~ (all_0_51_51 = e2)
% 65.74/30.74  																							| (1152) all_0_52_52 = e2 | all_0_53_53 = e2
% 65.74/30.74  																							|
% 65.74/30.74  																								+-Applying beta-rule and splitting (1152), into two cases.
% 65.74/30.74  																								|-Branch one:
% 65.74/30.74  																								| (352) all_0_52_52 = e2
% 65.74/30.74  																								|
% 65.74/30.74  																									| Combining equations (352,565) yields a new equation:
% 65.74/30.74  																									| (323) e4 = e2
% 65.74/30.74  																									|
% 65.74/30.74  																									| Equations (323) can reduce 48 to:
% 65.74/30.74  																									| (266) $false
% 65.74/30.74  																									|
% 65.74/30.74  																									|-The branch is then unsatisfiable
% 65.74/30.74  																								|-Branch two:
% 65.74/30.74  																								| (342)  ~ (all_0_52_52 = e2)
% 65.74/30.74  																								| (607) all_0_53_53 = e2
% 65.74/30.74  																								|
% 65.74/30.74  																									| Equations (607) can reduce 509 to:
% 65.74/30.74  																									| (266) $false
% 65.74/30.74  																									|
% 65.74/30.74  																									|-The branch is then unsatisfiable
% 65.74/30.74  																				|-Branch two:
% 65.74/30.74  																				| (411)  ~ (all_0_50_50 = e3)
% 65.74/30.74  																				| (418) all_0_51_51 = e3 | all_0_53_53 = e3
% 65.74/30.74  																				|
% 65.74/30.74  																					+-Applying beta-rule and splitting (241), into two cases.
% 65.74/30.74  																					|-Branch one:
% 65.74/30.74  																					| (378) all_0_50_50 = e2
% 65.74/30.74  																					|
% 65.74/30.74  																						| Equations (378) can reduce 302 to:
% 65.74/30.74  																						| (266) $false
% 65.74/30.74  																						|
% 65.74/30.74  																						|-The branch is then unsatisfiable
% 65.74/30.74  																					|-Branch two:
% 65.74/30.74  																					| (302)  ~ (all_0_50_50 = e2)
% 65.74/30.74  																					| (422) all_0_50_50 = e4 | all_0_50_50 = e3 | all_0_50_50 = e1
% 65.74/30.74  																					|
% 65.74/30.74  																						+-Applying beta-rule and splitting (422), into two cases.
% 65.74/30.74  																						|-Branch one:
% 65.74/30.74  																						| (775) all_0_50_50 = e4
% 65.74/30.74  																						|
% 65.74/30.74  																							| Equations (775) can reduce 566 to:
% 65.74/30.74  																							| (266) $false
% 65.74/30.74  																							|
% 65.74/30.74  																							|-The branch is then unsatisfiable
% 65.74/30.74  																						|-Branch two:
% 65.74/30.74  																						| (566)  ~ (all_0_50_50 = e4)
% 65.74/30.74  																						| (1444) all_0_50_50 = e3 | all_0_50_50 = e1
% 65.74/30.74  																						|
% 65.74/30.74  																							+-Applying beta-rule and splitting (1444), into two cases.
% 65.74/30.74  																							|-Branch one:
% 65.74/30.74  																							| (601) all_0_50_50 = e1
% 65.74/30.74  																							|
% 65.74/30.74  																								| Equations (601) can reduce 221 to:
% 65.74/30.74  																								| (457)  ~ (all_0_41_41 = e1)
% 65.74/30.74  																								|
% 65.74/30.74  																								| Equations (601) can reduce 35 to:
% 65.74/30.74  																								| (549)  ~ (all_0_46_46 = e1)
% 65.74/30.74  																								|
% 65.74/30.74  																								| Equations (601) can reduce 59 to:
% 65.74/30.74  																								| (463)  ~ (all_0_51_51 = e1)
% 65.74/30.74  																								|
% 65.74/30.74  																								| Simplifying 463 yields:
% 65.74/30.74  																								| (464)  ~ (all_0_51_51 = e1)
% 65.74/30.74  																								|
% 65.74/30.74  																								| Equations (601) can reduce 190 to:
% 65.74/30.74  																								| (1458)  ~ (all_0_53_53 = e1)
% 65.74/30.74  																								|
% 65.74/30.74  																								| Simplifying 1458 yields:
% 65.74/30.74  																								| (1459)  ~ (all_0_53_53 = e1)
% 65.74/30.74  																								|
% 65.74/30.74  																								| Equations (601) can reduce 93 to:
% 65.74/30.74  																								| (2331)  ~ (all_0_55_55 = e1)
% 65.74/30.74  																								|
% 65.74/30.74  																								| Simplifying 2331 yields:
% 65.74/30.74  																								| (632)  ~ (all_0_55_55 = e1)
% 65.74/30.74  																								|
% 65.74/30.74  																								| Equations (601) can reduce 566 to:
% 65.74/30.74  																								| (602)  ~ (e4 = e1)
% 65.74/30.74  																								|
% 65.74/30.74  																								| Simplifying 602 yields:
% 65.74/30.74  																								| (110)  ~ (e4 = e1)
% 65.74/30.74  																								|
% 65.74/30.74  																								| Equations (601) can reduce 121 to:
% 65.74/30.74  																								| (233)  ~ (e1 = e0)
% 65.74/30.74  																								|
% 65.74/30.74  																								| From (601) and (8) follows:
% 65.82/30.74  																								| (15351) op(e1, e3) = all_0_23_23
% 65.82/30.74  																								|
% 65.82/30.74  																								| From (601) and (242) follows:
% 65.82/30.74  																								| (2235) op(e1, e3) = e1
% 65.82/30.74  																								|
% 65.82/30.74  																								| Instantiating formula (29) with e1, e3, e1, all_0_23_23 and discharging atoms op(e1, e3) = all_0_23_23, op(e1, e3) = e1, yields:
% 65.82/30.74  																								| (9657) all_0_23_23 = e1
% 65.82/30.74  																								|
% 65.82/30.74  																								| From (9657) and (15351) follows:
% 65.82/30.74  																								| (2235) op(e1, e3) = e1
% 65.82/30.74  																								|
% 65.82/30.74  																								+-Applying beta-rule and splitting (196), into two cases.
% 65.82/30.74  																								|-Branch one:
% 65.82/30.74  																								| (607) all_0_53_53 = e2
% 65.82/30.74  																								|
% 65.82/30.74  																									| Equations (607) can reduce 162 to:
% 65.82/30.74  																									| (296)  ~ (all_0_40_40 = e2)
% 65.82/30.74  																									|
% 65.82/30.74  																									| Equations (607) can reduce 220 to:
% 65.82/30.74  																									| (147)  ~ (all_0_44_44 = e2)
% 65.82/30.74  																									|
% 65.82/30.74  																									| Equations (607) can reduce 6 to:
% 65.82/30.74  																									| (1099)  ~ (all_0_51_51 = e2)
% 65.82/30.74  																									|
% 65.82/30.74  																									| Equations (607) can reduce 1453 to:
% 65.82/30.74  																									| (327)  ~ (e4 = e2)
% 65.82/30.74  																									|
% 65.82/30.74  																									| Simplifying 327 yields:
% 65.82/30.74  																									| (48)  ~ (e4 = e2)
% 65.82/30.74  																									|
% 65.82/30.74  																									| Equations (607) can reduce 247 to:
% 65.82/30.74  																									| (128)  ~ (e2 = e0)
% 65.82/30.74  																									|
% 65.82/30.74  																									+-Applying beta-rule and splitting (7), into two cases.
% 65.82/30.74  																									|-Branch one:
% 65.82/30.74  																									| (504) all_0_51_51 = e2
% 65.82/30.74  																									|
% 65.82/30.74  																										| Equations (504) can reduce 1099 to:
% 65.82/30.74  																										| (266) $false
% 65.82/30.74  																										|
% 65.82/30.74  																										|-The branch is then unsatisfiable
% 65.82/30.74  																									|-Branch two:
% 65.82/30.74  																									| (1099)  ~ (all_0_51_51 = e2)
% 65.82/30.74  																									| (1100) all_0_51_51 = e4 | all_0_51_51 = e3 | all_0_51_51 = e1
% 65.82/30.74  																									|
% 65.82/30.74  																										+-Applying beta-rule and splitting (385), into two cases.
% 65.82/30.74  																										|-Branch one:
% 65.82/30.74  																										| (1105) all_0_47_47 = e2
% 65.82/30.74  																										|
% 65.82/30.74  																											| Equations (1105) can reduce 79 to:
% 65.82/30.74  																											| (294)  ~ (all_0_39_39 = e2)
% 65.82/30.74  																											|
% 65.82/30.74  																											| Equations (1105) can reduce 198 to:
% 65.82/30.74  																											| (51)  ~ (all_0_42_42 = e2)
% 65.82/30.74  																											|
% 65.82/30.74  																											| Equations (1105) can reduce 19 to:
% 65.82/30.74  																											| (300)  ~ (all_0_46_46 = e2)
% 65.82/30.74  																											|
% 65.82/30.74  																											| Equations (1105) can reduce 86 to:
% 65.82/30.74  																											| (339)  ~ (all_0_49_49 = e2)
% 65.82/30.74  																											|
% 65.82/30.74  																											| Simplifying 339 yields:
% 65.82/30.74  																											| (340)  ~ (all_0_49_49 = e2)
% 65.82/30.74  																											|
% 65.82/30.74  																											| Equations (1105) can reduce 1091 to:
% 65.82/30.74  																											| (626)  ~ (e3 = e2)
% 65.82/30.74  																											|
% 65.82/30.74  																											| Simplifying 626 yields:
% 65.82/30.74  																											| (212)  ~ (e3 = e2)
% 65.82/30.74  																											|
% 65.82/30.74  																											| Equations (1105) can reduce 462 to:
% 65.82/30.74  																											| (122)  ~ (e2 = e1)
% 65.82/30.74  																											|
% 65.82/30.74  																											+-Applying beta-rule and splitting (418), into two cases.
% 65.82/30.74  																											|-Branch one:
% 65.82/30.74  																											| (660) all_0_51_51 = e3
% 65.82/30.74  																											|
% 65.82/30.74  																												| Equations (660) can reduce 139 to:
% 65.82/30.74  																												| (246)  ~ (all_0_39_39 = e3)
% 65.82/30.74  																												|
% 65.82/30.74  																												| Equations (660) can reduce 61 to:
% 65.82/30.74  																												| (405)  ~ (all_0_42_42 = e3)
% 65.82/30.74  																												|
% 65.82/30.74  																												| Equations (660) can reduce 475 to:
% 65.82/30.74  																												| (277)  ~ (e4 = e3)
% 65.82/30.74  																												|
% 65.82/30.74  																												| Simplifying 277 yields:
% 65.82/30.74  																												| (188)  ~ (e4 = e3)
% 65.82/30.74  																												|
% 65.82/30.74  																												| From (660) and (186) follows:
% 65.82/30.74  																												| (1552) op(e1, e2) = e3
% 65.82/30.74  																												|
% 65.82/30.74  																												+-Applying beta-rule and splitting (113), into two cases.
% 65.82/30.74  																												|-Branch one:
% 65.82/30.74  																												| (403) all_0_41_41 = e3
% 65.82/30.74  																												|
% 65.82/30.74  																													| Equations (403) can reduce 214 to:
% 65.82/30.74  																													| (404)  ~ (all_0_42_42 = e3)
% 65.82/30.74  																													|
% 65.82/30.74  																													| Simplifying 404 yields:
% 65.82/30.74  																													| (405)  ~ (all_0_42_42 = e3)
% 65.82/30.74  																													|
% 65.82/30.74  																													| Equations (403) can reduce 149 to:
% 65.82/30.74  																													| (406)  ~ (all_0_44_44 = e3)
% 65.82/30.74  																													|
% 65.82/30.74  																													| Simplifying 406 yields:
% 65.82/30.74  																													| (407)  ~ (all_0_44_44 = e3)
% 65.82/30.74  																													|
% 65.82/30.74  																													| Equations (403) can reduce 43 to:
% 65.82/30.74  																													| (408)  ~ (all_0_46_46 = e3)
% 65.82/30.74  																													|
% 65.82/30.74  																													| Simplifying 408 yields:
% 65.82/30.74  																													| (409)  ~ (all_0_46_46 = e3)
% 65.82/30.74  																													|
% 65.82/30.74  																													| Equations (403) can reduce 191 to:
% 65.82/30.74  																													| (269)  ~ (all_0_55_55 = e3)
% 65.82/30.74  																													|
% 65.82/30.74  																													| Simplifying 269 yields:
% 65.82/30.74  																													| (270)  ~ (all_0_55_55 = e3)
% 65.82/30.74  																													|
% 65.82/30.74  																													| Equations (403) can reduce 85 to:
% 65.82/30.74  																													| (212)  ~ (e3 = e2)
% 65.82/30.74  																													|
% 65.82/30.74  																													| Equations (403) can reduce 457 to:
% 65.82/30.74  																													| (213)  ~ (e3 = e1)
% 65.82/30.74  																													|
% 65.82/30.74  																													+-Applying beta-rule and splitting (62), into two cases.
% 65.82/30.74  																													|-Branch one:
% 65.82/30.74  																													| (321) all_0_38_38 = e4
% 65.82/30.74  																													|
% 65.82/30.74  																														| Combining equations (321,292) yields a new equation:
% 65.82/30.74  																														| (322) e4 = e2
% 65.82/30.74  																														|
% 65.82/30.74  																														| Simplifying 322 yields:
% 65.82/30.74  																														| (323) e4 = e2
% 65.82/30.74  																														|
% 65.82/30.74  																														| Equations (323) can reduce 48 to:
% 65.82/30.74  																														| (266) $false
% 65.82/30.74  																														|
% 65.82/30.74  																														|-The branch is then unsatisfiable
% 65.82/30.74  																													|-Branch two:
% 65.82/30.74  																													| (325)  ~ (all_0_38_38 = e4)
% 65.82/30.74  																													| (582) all_0_41_41 = e4 | all_0_46_46 = e4 | all_0_50_50 = e4 | all_0_55_55 = e4
% 65.82/30.74  																													|
% 65.82/30.74  																														+-Applying beta-rule and splitting (189), into two cases.
% 65.82/30.74  																														|-Branch one:
% 65.82/30.74  																														| (532) all_0_44_44 = e3
% 65.82/30.74  																														|
% 65.82/30.74  																															| Equations (532) can reduce 407 to:
% 65.82/30.74  																															| (266) $false
% 65.82/30.74  																															|
% 65.82/30.74  																															|-The branch is then unsatisfiable
% 65.82/30.74  																														|-Branch two:
% 65.82/30.74  																														| (407)  ~ (all_0_44_44 = e3)
% 65.82/30.74  																														| (537) all_0_49_49 = e3 | all_0_53_53 = e3 | all_0_58_58 = e3
% 65.82/30.74  																														|
% 65.82/30.74  																															+-Applying beta-rule and splitting (22), into two cases.
% 65.82/30.74  																															|-Branch one:
% 65.82/30.74  																															| (268) all_0_54_54 = e3
% 65.82/30.74  																															|
% 65.82/30.74  																																| Combining equations (268,265) yields a new equation:
% 65.82/30.74  																																| (425) e4 = e3
% 65.82/30.74  																																|
% 65.82/30.74  																																| Equations (425) can reduce 188 to:
% 65.82/30.74  																																| (266) $false
% 65.82/30.74  																																|
% 65.82/30.74  																																|-The branch is then unsatisfiable
% 65.82/30.74  																															|-Branch two:
% 65.82/30.75  																															| (60427)  ~ (all_0_54_54 = e3)
% 65.82/30.75  																															| (62553) all_0_55_55 = e3 | all_0_56_56 = e3 | all_0_58_58 = e3
% 65.82/30.75  																															|
% 65.82/30.75  																																| Equations (265) can reduce 60427 to:
% 65.82/30.75  																																| (188)  ~ (e4 = e3)
% 65.82/30.75  																																|
% 65.82/30.75  																																+-Applying beta-rule and splitting (537), into two cases.
% 65.82/30.75  																																|-Branch one:
% 65.82/30.75  																																| (884) all_0_49_49 = e3
% 65.82/30.75  																																|
% 65.82/30.75  																																	| Equations (884) can reduce 525 to:
% 65.82/30.75  																																	| (266) $false
% 65.82/30.75  																																	|
% 65.82/30.75  																																	|-The branch is then unsatisfiable
% 65.82/30.75  																																|-Branch two:
% 65.82/30.75  																																| (525)  ~ (all_0_49_49 = e3)
% 65.82/30.75  																																| (887) all_0_53_53 = e3 | all_0_58_58 = e3
% 65.82/30.75  																																|
% 65.82/30.75  																																	+-Applying beta-rule and splitting (582), into two cases.
% 65.82/30.75  																																	|-Branch one:
% 65.82/30.75  																																	| (437) all_0_41_41 = e4
% 65.82/30.75  																																	|
% 65.82/30.75  																																		| Combining equations (437,403) yields a new equation:
% 65.82/30.75  																																		| (424) e4 = e3
% 65.82/30.75  																																		|
% 65.82/30.75  																																		| Simplifying 424 yields:
% 65.82/30.75  																																		| (425) e4 = e3
% 65.82/30.75  																																		|
% 65.82/30.75  																																		| Equations (425) can reduce 188 to:
% 65.82/30.75  																																		| (266) $false
% 65.82/30.75  																																		|
% 65.82/30.75  																																		|-The branch is then unsatisfiable
% 65.82/30.75  																																	|-Branch two:
% 65.82/30.75  																																	| (440)  ~ (all_0_41_41 = e4)
% 65.82/30.75  																																	| (769) all_0_46_46 = e4 | all_0_50_50 = e4 | all_0_55_55 = e4
% 65.82/30.75  																																	|
% 65.82/30.75  																																		+-Applying beta-rule and splitting (174), into two cases.
% 65.82/30.75  																																		|-Branch one:
% 65.82/30.75  																																		| (386) all_0_55_55 = e2
% 65.82/30.75  																																		|
% 65.82/30.75  																																			| Equations (386) can reduce 304 to:
% 65.82/30.75  																																			| (266) $false
% 65.82/30.75  																																			|
% 65.82/30.75  																																			|-The branch is then unsatisfiable
% 65.82/30.75  																																		|-Branch two:
% 65.82/30.75  																																		| (304)  ~ (all_0_55_55 = e2)
% 65.82/30.75  																																		| (2051) all_0_55_55 = e4 | all_0_55_55 = e3 | all_0_55_55 = e1 | all_0_55_55 = e0
% 65.82/30.75  																																		|
% 65.82/30.75  																																			+-Applying beta-rule and splitting (2051), into two cases.
% 65.82/30.75  																																			|-Branch one:
% 65.82/30.75  																																			| (587) all_0_55_55 = e4
% 65.82/30.75  																																			|
% 65.82/30.75  																																				| Equations (587) can reduce 763 to:
% 65.82/30.75  																																				| (266) $false
% 65.82/30.75  																																				|
% 65.82/30.75  																																				|-The branch is then unsatisfiable
% 65.82/30.75  																																			|-Branch two:
% 65.82/30.75  																																			| (763)  ~ (all_0_55_55 = e4)
% 65.82/30.75  																																			| (2055) all_0_55_55 = e3 | all_0_55_55 = e1 | all_0_55_55 = e0
% 65.82/30.75  																																			|
% 65.82/30.75  																																				+-Applying beta-rule and splitting (769), into two cases.
% 65.82/30.75  																																				|-Branch one:
% 65.82/30.75  																																				| (770) all_0_46_46 = e4
% 65.82/30.75  																																				|
% 65.82/30.75  																																					| Equations (770) can reduce 208 to:
% 65.82/30.75  																																					| (255)  ~ (all_0_49_49 = e4)
% 65.82/30.75  																																					|
% 65.82/30.75  																																					| Simplifying 255 yields:
% 65.82/30.75  																																					| (256)  ~ (all_0_49_49 = e4)
% 65.82/30.75  																																					|
% 65.82/30.75  																																					| From (770) and (120) follows:
% 65.82/30.75  																																					| (72494) op(e2, e3) = e4
% 65.82/30.75  																																					|
% 65.82/30.75  																																					+-Applying beta-rule and splitting (887), into two cases.
% 65.82/30.75  																																					|-Branch one:
% 65.82/30.75  																																					| (665) all_0_53_53 = e3
% 65.82/30.75  																																					|
% 65.82/30.75  																																						| Combining equations (665,607) yields a new equation:
% 65.82/30.75  																																						| (661) e3 = e2
% 65.82/30.75  																																						|
% 65.82/30.75  																																						| Simplifying 661 yields:
% 65.82/30.75  																																						| (662) e3 = e2
% 65.82/30.75  																																						|
% 65.82/30.75  																																						| Equations (662) can reduce 212 to:
% 65.82/30.75  																																						| (266) $false
% 65.82/30.75  																																						|
% 65.82/30.75  																																						|-The branch is then unsatisfiable
% 65.82/30.75  																																					|-Branch two:
% 65.82/30.75  																																					| (903)  ~ (all_0_53_53 = e3)
% 65.82/30.75  																																					| (795) all_0_58_58 = e3
% 65.82/30.75  																																					|
% 65.82/30.75  																																						| Equations (795) can reduce 181 to:
% 65.82/30.75  																																						| (407)  ~ (all_0_44_44 = e3)
% 65.82/30.75  																																						|
% 65.82/30.75  																																						| Equations (795) can reduce 119 to:
% 65.82/30.75  																																						| (525)  ~ (all_0_49_49 = e3)
% 65.82/30.75  																																						|
% 65.82/30.75  																																						| Equations (795) can reduce 3 to:
% 65.82/30.75  																																						| (270)  ~ (all_0_55_55 = e3)
% 65.82/30.75  																																						|
% 65.82/30.75  																																						| Equations (795) can reduce 44 to:
% 65.82/30.75  																																						| (272)  ~ (all_0_56_56 = e3)
% 65.82/30.75  																																						|
% 65.82/30.75  																																						| Equations (795) can reduce 451 to:
% 65.82/30.75  																																						| (277)  ~ (e4 = e3)
% 65.82/30.75  																																						|
% 65.82/30.75  																																						| Simplifying 277 yields:
% 65.82/30.75  																																						| (188)  ~ (e4 = e3)
% 65.82/30.75  																																						|
% 65.82/30.75  																																						+-Applying beta-rule and splitting (54), into two cases.
% 65.82/30.75  																																						|-Branch one:
% 65.82/30.75  																																						| (583) all_0_49_49 = e2
% 65.82/30.75  																																						|
% 65.82/30.75  																																							| Equations (583) can reduce 340 to:
% 65.82/30.75  																																							| (266) $false
% 65.82/30.75  																																							|
% 65.82/30.75  																																							|-The branch is then unsatisfiable
% 65.82/30.75  																																						|-Branch two:
% 65.82/30.75  																																						| (340)  ~ (all_0_49_49 = e2)
% 65.82/30.75  																																						| (586) all_0_49_49 = e4 | all_0_49_49 = e3 | all_0_49_49 = e1 | all_0_49_49 = e0
% 65.82/30.75  																																						|
% 65.82/30.75  																																							+-Applying beta-rule and splitting (243), into two cases.
% 65.82/30.75  																																							|-Branch one:
% 65.82/30.75  																																							| (329) all_0_38_38 = e0
% 65.82/30.75  																																							|
% 65.82/30.75  																																								| Combining equations (329,292) yields a new equation:
% 65.82/30.75  																																								| (330) e2 = e0
% 65.82/30.75  																																								|
% 65.82/30.75  																																								| Equations (330) can reduce 128 to:
% 65.82/30.75  																																								| (266) $false
% 65.82/30.75  																																								|
% 65.82/30.75  																																								|-The branch is then unsatisfiable
% 65.82/30.75  																																							|-Branch two:
% 65.82/30.75  																																							| (332)  ~ (all_0_38_38 = e0)
% 65.82/30.75  																																							| (395) all_0_41_41 = e0 | all_0_46_46 = e0 | all_0_55_55 = e0
% 65.82/30.75  																																							|
% 65.82/30.75  																																								| Equations (292) can reduce 332 to:
% 65.82/30.75  																																								| (128)  ~ (e2 = e0)
% 65.82/30.75  																																								|
% 65.82/30.75  																																								+-Applying beta-rule and splitting (216), into two cases.
% 65.82/30.75  																																								|-Branch one:
% 65.82/30.75  																																								| (629) all_0_55_55 = e1
% 65.82/30.75  																																								|
% 65.82/30.75  																																									| Equations (629) can reduce 632 to:
% 65.82/30.75  																																									| (266) $false
% 65.82/30.75  																																									|
% 65.82/30.75  																																									|-The branch is then unsatisfiable
% 65.82/30.75  																																								|-Branch two:
% 65.82/30.75  																																								| (632)  ~ (all_0_55_55 = e1)
% 65.82/30.75  																																								| (633) all_0_56_56 = e1 | all_0_57_57 = e1 | all_0_58_58 = e1
% 65.82/30.75  																																								|
% 65.82/30.75  																																									+-Applying beta-rule and splitting (586), into two cases.
% 65.82/30.75  																																									|-Branch one:
% 65.82/30.75  																																									| (974) all_0_49_49 = e4
% 65.82/30.75  																																									|
% 65.82/30.75  																																										| Equations (974) can reduce 256 to:
% 65.82/30.75  																																										| (266) $false
% 65.82/30.75  																																										|
% 65.82/30.75  																																										|-The branch is then unsatisfiable
% 65.82/30.75  																																									|-Branch two:
% 65.82/30.75  																																									| (256)  ~ (all_0_49_49 = e4)
% 65.82/30.75  																																									| (977) all_0_49_49 = e3 | all_0_49_49 = e1 | all_0_49_49 = e0
% 65.82/30.75  																																									|
% 65.82/30.75  																																										+-Applying beta-rule and splitting (184), into two cases.
% 65.82/30.75  																																										|-Branch one:
% 65.82/30.75  																																										| (538) all_0_46_46 = e0
% 65.82/30.75  																																										|
% 65.82/30.75  																																											| Combining equations (538,770) yields a new equation:
% 65.82/30.75  																																											| (397) e4 = e0
% 65.82/30.75  																																											|
% 65.82/30.75  																																											| Equations (397) can reduce 49 to:
% 65.82/30.75  																																											| (266) $false
% 65.82/30.75  																																											|
% 65.82/30.75  																																											|-The branch is then unsatisfiable
% 65.82/30.75  																																										|-Branch two:
% 65.82/30.75  																																										| (831)  ~ (all_0_46_46 = e0)
% 65.82/30.75  																																										| (832) all_0_47_47 = e0 | all_0_48_48 = e0 | all_0_49_49 = e0
% 65.82/30.75  																																										|
% 65.82/30.75  																																											+-Applying beta-rule and splitting (112), into two cases.
% 65.82/30.75  																																											|-Branch one:
% 65.82/30.75  																																											| (635) all_0_44_44 = e1
% 65.82/30.75  																																											|
% 65.82/30.75  																																												| Equations (635) can reduce 73 to:
% 65.82/30.75  																																												| (1380)  ~ (all_0_42_42 = e1)
% 65.82/30.75  																																												|
% 65.82/30.75  																																												| Equations (635) can reduce 9 to:
% 65.82/30.75  																																												| (1419)  ~ (all_0_49_49 = e1)
% 65.82/30.75  																																												|
% 65.82/30.75  																																												| Simplifying 1419 yields:
% 65.82/30.75  																																												| (1064)  ~ (all_0_49_49 = e1)
% 65.82/30.75  																																												|
% 65.82/30.75  																																												| Equations (635) can reduce 407 to:
% 65.82/30.75  																																												| (467)  ~ (e3 = e1)
% 65.82/30.75  																																												|
% 65.82/30.75  																																												| Simplifying 467 yields:
% 65.82/30.75  																																												| (213)  ~ (e3 = e1)
% 65.82/30.75  																																												|
% 65.82/30.75  																																												| Equations (635) can reduce 147 to:
% 65.82/30.75  																																												| (604)  ~ (e2 = e1)
% 65.82/30.75  																																												|
% 65.82/30.75  																																												| Simplifying 604 yields:
% 65.82/30.75  																																												| (122)  ~ (e2 = e1)
% 65.82/30.75  																																												|
% 65.82/30.75  																																												| From (635) and (138) follows:
% 65.82/30.75  																																												| (1423) op(e3, e0) = e1
% 65.82/30.75  																																												|
% 65.82/30.75  																																												+-Applying beta-rule and splitting (131), into two cases.
% 65.82/30.75  																																												|-Branch one:
% 65.82/30.75  																																												| (459) all_0_42_42 = e1
% 65.82/30.75  																																												|
% 65.82/30.75  																																													| Equations (459) can reduce 1380 to:
% 65.82/30.75  																																													| (266) $false
% 65.82/30.75  																																													|
% 65.82/30.75  																																													|-The branch is then unsatisfiable
% 65.82/30.75  																																												|-Branch two:
% 65.82/30.75  																																												| (1380)  ~ (all_0_42_42 = e1)
% 65.82/30.75  																																												| (3259) all_0_47_47 = e1 | all_0_51_51 = e1 | all_0_56_56 = e1
% 65.82/30.75  																																												|
% 65.82/30.75  																																													+-Applying beta-rule and splitting (152), into two cases.
% 65.82/30.75  																																													|-Branch one:
% 65.82/30.75  																																													| (1392) all_0_42_42 = e4
% 65.82/30.75  																																													|
% 65.82/30.75  																																														| Equations (1392) can reduce 145 to:
% 65.82/30.75  																																														| (1377)  ~ (all_0_39_39 = e4)
% 65.82/30.75  																																														|
% 65.82/30.75  																																														+-Applying beta-rule and splitting (832), into two cases.
% 65.82/30.75  																																														|-Branch one:
% 65.82/30.75  																																														| (674) all_0_47_47 = e0
% 65.82/30.75  																																														|
% 65.82/30.75  																																															| Combining equations (1105,674) yields a new equation:
% 65.82/30.75  																																															| (391) e2 = e0
% 65.82/30.75  																																															|
% 65.82/30.75  																																															| Simplifying 391 yields:
% 65.82/30.75  																																															| (330) e2 = e0
% 65.82/30.75  																																															|
% 65.82/30.75  																																															| Equations (330) can reduce 128 to:
% 65.82/30.75  																																															| (266) $false
% 65.82/30.75  																																															|
% 65.82/30.75  																																															|-The branch is then unsatisfiable
% 65.82/30.75  																																														|-Branch two:
% 65.82/30.75  																																														| (678)  ~ (all_0_47_47 = e0)
% 65.82/30.75  																																														| (1278) all_0_48_48 = e0 | all_0_49_49 = e0
% 65.82/30.75  																																														|
% 65.82/30.75  																																															+-Applying beta-rule and splitting (633), into two cases.
% 65.82/30.75  																																															|-Branch one:
% 65.82/30.75  																																															| (1569) all_0_56_56 = e1
% 65.82/30.75  																																															|
% 65.82/30.75  																																																| Equations (1569) can reduce 153 to:
% 65.82/30.75  																																																| (632)  ~ (all_0_55_55 = e1)
% 65.82/30.75  																																																|
% 65.82/30.75  																																																+-Applying beta-rule and splitting (104), into two cases.
% 65.82/30.75  																																																|-Branch one:
% 65.82/30.75  																																																| (480) all_0_39_39 = e0
% 65.82/30.75  																																																|
% 65.82/30.75  																																																	| Equations (480) can reduce 176 to:
% 65.82/30.75  																																																	| (1400)  ~ (all_0_40_40 = e0)
% 65.82/30.75  																																																	|
% 65.82/30.75  																																																	| Simplifying 1400 yields:
% 65.82/30.75  																																																	| (1401)  ~ (all_0_40_40 = e0)
% 65.82/30.75  																																																	|
% 65.82/30.75  																																																	| Equations (480) can reduce 246 to:
% 65.82/30.75  																																																	| (541)  ~ (e3 = e0)
% 65.82/30.75  																																																	|
% 65.82/30.75  																																																	| Simplifying 541 yields:
% 65.82/30.75  																																																	| (80)  ~ (e3 = e0)
% 65.82/30.75  																																																	|
% 65.82/30.75  																																																	| From (480) and (14) follows:
% 65.82/30.75  																																																	| (4090) op(e4, e2) = e0
% 65.82/30.75  																																																	|
% 65.82/30.75  																																																	+-Applying beta-rule and splitting (395), into two cases.
% 65.82/30.75  																																																	|-Branch one:
% 65.82/30.75  																																																	| (794) all_0_41_41 = e0
% 65.82/30.75  																																																	|
% 65.82/30.75  																																																		| Combining equations (403,794) yields a new equation:
% 65.82/30.75  																																																		| (675) e3 = e0
% 65.82/30.75  																																																		|
% 65.82/30.75  																																																		| Simplifying 675 yields:
% 65.82/30.75  																																																		| (676) e3 = e0
% 65.82/30.75  																																																		|
% 65.82/30.75  																																																		| Equations (676) can reduce 80 to:
% 65.82/30.75  																																																		| (266) $false
% 65.82/30.75  																																																		|
% 65.82/30.75  																																																		|-The branch is then unsatisfiable
% 65.82/30.75  																																																	|-Branch two:
% 65.82/30.75  																																																	| (357)  ~ (all_0_41_41 = e0)
% 65.82/30.75  																																																	| (895) all_0_46_46 = e0 | all_0_55_55 = e0
% 65.82/30.75  																																																	|
% 65.82/30.75  																																																		+-Applying beta-rule and splitting (150), into two cases.
% 65.82/30.75  																																																		|-Branch one:
% 65.82/30.75  																																																		| (1378) all_0_40_40 = e4
% 65.82/30.75  																																																		|
% 65.82/30.75  																																																			| Equations (1378) can reduce 1401 to:
% 65.82/30.75  																																																			| (49)  ~ (e4 = e0)
% 65.82/30.75  																																																			|
% 65.82/30.75  																																																			+-Applying beta-rule and splitting (75), into two cases.
% 65.82/30.75  																																																			|-Branch one:
% 65.82/30.75  																																																			| (485) all_0_40_40 = e0
% 65.82/30.75  																																																			|
% 65.82/30.75  																																																				| Combining equations (1378,485) yields a new equation:
% 65.82/30.75  																																																				| (481) e4 = e0
% 65.82/30.75  																																																				|
% 65.82/30.75  																																																				| Simplifying 481 yields:
% 65.82/30.75  																																																				| (397) e4 = e0
% 65.82/30.75  																																																				|
% 65.82/30.75  																																																				| Equations (397) can reduce 49 to:
% 65.82/30.75  																																																				| (266) $false
% 65.82/30.75  																																																				|
% 65.82/30.75  																																																				|-The branch is then unsatisfiable
% 65.82/30.75  																																																			|-Branch two:
% 65.82/30.75  																																																			| (1401)  ~ (all_0_40_40 = e0)
% 65.82/30.76  																																																			| (1748) all_0_44_44 = e0 | all_0_49_49 = e0 | all_0_58_58 = e0
% 65.82/30.76  																																																			|
% 65.82/30.76  																																																				| Equations (1378) can reduce 1401 to:
% 65.82/30.76  																																																				| (49)  ~ (e4 = e0)
% 65.82/30.76  																																																				|
% 65.82/30.76  																																																				+-Applying beta-rule and splitting (125), into two cases.
% 65.82/30.76  																																																				|-Branch one:
% 65.82/30.76  																																																				| (858) all_0_55_55 = e0
% 65.82/30.76  																																																				|
% 65.82/30.76  																																																					| Equations (858) can reduce 632 to:
% 65.82/30.76  																																																					| (435)  ~ (e1 = e0)
% 65.82/30.76  																																																					|
% 65.82/30.76  																																																					| Simplifying 435 yields:
% 65.82/30.76  																																																					| (233)  ~ (e1 = e0)
% 65.82/30.76  																																																					|
% 65.82/30.76  																																																					+-Applying beta-rule and splitting (1278), into two cases.
% 65.82/30.76  																																																					|-Branch one:
% 65.82/30.76  																																																					| (1279) all_0_48_48 = e0
% 65.82/30.76  																																																					|
% 65.82/30.76  																																																						| Combining equations (615,1279) yields a new equation:
% 65.82/30.76  																																																						| (546) e1 = e0
% 65.82/30.76  																																																						|
% 65.82/30.76  																																																						| Simplifying 546 yields:
% 65.82/30.76  																																																						| (431) e1 = e0
% 65.82/30.76  																																																						|
% 65.82/30.76  																																																						| Equations (431) can reduce 233 to:
% 65.82/30.76  																																																						| (266) $false
% 65.82/30.76  																																																						|
% 65.82/30.76  																																																						|-The branch is then unsatisfiable
% 65.82/30.76  																																																					|-Branch two:
% 65.82/30.76  																																																					| (1283)  ~ (all_0_48_48 = e0)
% 65.82/30.76  																																																					| (978) all_0_49_49 = e0
% 65.82/30.76  																																																					|
% 65.82/30.76  																																																						| Equations (978) can reduce 1064 to:
% 65.82/30.76  																																																						| (435)  ~ (e1 = e0)
% 65.82/30.76  																																																						|
% 65.82/30.76  																																																						| Simplifying 435 yields:
% 65.82/30.76  																																																						| (233)  ~ (e1 = e0)
% 65.82/30.76  																																																						|
% 65.82/30.76  																																																						| From (978) and (55) follows:
% 65.82/30.76  																																																						| (7585) op(e2, e0) = e0
% 65.82/30.76  																																																						|
% 65.82/30.76  																																																						+-Applying beta-rule and splitting (56), into two cases.
% 65.82/30.76  																																																						|-Branch one:
% 65.82/30.76  																																																						| (696) unit = e2
% 65.82/30.76  																																																						|
% 65.82/30.76  																																																							| From (696) and (24) follows:
% 65.82/30.76  																																																							| (697) op(e2, e3) = e3
% 65.82/30.76  																																																							|
% 65.82/30.76  																																																							| From (696) and (227) follows:
% 65.82/30.76  																																																							| (4284) op(e4, e2) = e4
% 65.82/30.76  																																																							|
% 65.82/30.76  																																																							| From (696) and (28) follows:
% 65.82/30.76  																																																							| (699) op(e1, e2) = e1
% 65.82/30.76  																																																							|
% 65.82/30.76  																																																							| Instantiating formula (29) with e4, e2, e4, e0 and discharging atoms op(e4, e2) = e4, op(e4, e2) = e0, yields:
% 65.82/30.76  																																																							| (397) e4 = e0
% 65.82/30.76  																																																							|
% 65.82/30.76  																																																							| Instantiating formula (29) with e2, e3, e3, e4 and discharging atoms op(e2, e3) = e4, op(e2, e3) = e3, yields:
% 65.82/30.76  																																																							| (425) e4 = e3
% 65.82/30.76  																																																							|
% 65.82/30.76  																																																							| Instantiating formula (29) with e1, e2, e1, e3 and discharging atoms op(e1, e2) = e3, op(e1, e2) = e1, yields:
% 65.82/30.76  																																																							| (455) e3 = e1
% 65.82/30.76  																																																							|
% 65.82/30.76  																																																							| Combining equations (397,425) yields a new equation:
% 65.82/30.76  																																																							| (676) e3 = e0
% 65.82/30.76  																																																							|
% 65.82/30.76  																																																							| Combining equations (676,455) yields a new equation:
% 65.82/30.76  																																																							| (431) e1 = e0
% 65.82/30.76  																																																							|
% 65.82/30.76  																																																							| Equations (431) can reduce 233 to:
% 65.82/30.76  																																																							| (266) $false
% 65.82/30.76  																																																							|
% 65.82/30.76  																																																							|-The branch is then unsatisfiable
% 65.82/30.76  																																																						|-Branch two:
% 65.82/30.76  																																																						| (707)  ~ (unit = e2)
% 65.82/30.76  																																																						| (708) unit = e4 | unit = e3 | unit = e1 | unit = e0
% 65.82/30.76  																																																						|
% 65.82/30.76  																																																							+-Applying beta-rule and splitting (708), into two cases.
% 65.82/30.76  																																																							|-Branch one:
% 65.82/30.76  																																																							| (709) unit = e4
% 65.82/30.76  																																																							|
% 65.82/30.76  																																																								| From (709) and (15) follows:
% 65.82/30.76  																																																								| (22188) op(e4, e2) = e2
% 65.82/30.76  																																																								|
% 65.82/30.76  																																																								| From (709) and (211) follows:
% 65.82/30.76  																																																								| (22527) op(e4, e1) = e1
% 65.82/30.76  																																																								|
% 65.82/30.76  																																																								| From (709) and (32) follows:
% 65.82/30.76  																																																								| (712) op(e2, e4) = e2
% 65.82/30.76  																																																								|
% 65.82/30.76  																																																								| Instantiating formula (29) with e4, e2, e2, e0 and discharging atoms op(e4, e2) = e2, op(e4, e2) = e0, yields:
% 65.82/30.76  																																																								| (330) e2 = e0
% 65.82/30.76  																																																								|
% 65.82/30.76  																																																								| Instantiating formula (29) with e4, e1, e1, e3 and discharging atoms op(e4, e1) = e3, op(e4, e1) = e1, yields:
% 65.82/30.76  																																																								| (455) e3 = e1
% 65.82/30.76  																																																								|
% 65.82/30.76  																																																								| Instantiating formula (29) with e2, e4, e2, e3 and discharging atoms op(e2, e4) = e3, op(e2, e4) = e2, yields:
% 65.82/30.76  																																																								| (662) e3 = e2
% 65.82/30.76  																																																								|
% 65.82/30.76  																																																								| Combining equations (455,662) yields a new equation:
% 65.82/30.76  																																																								| (617) e2 = e1
% 65.82/30.76  																																																								|
% 65.82/30.76  																																																								| Combining equations (617,330) yields a new equation:
% 65.82/30.76  																																																								| (546) e1 = e0
% 65.82/30.76  																																																								|
% 65.82/30.76  																																																								| Simplifying 546 yields:
% 65.82/30.76  																																																								| (431) e1 = e0
% 65.82/30.76  																																																								|
% 65.82/30.76  																																																								| Equations (431) can reduce 233 to:
% 65.82/30.76  																																																								| (266) $false
% 65.82/30.76  																																																								|
% 65.82/30.76  																																																								|-The branch is then unsatisfiable
% 65.82/30.76  																																																							|-Branch two:
% 65.82/30.76  																																																							| (724)  ~ (unit = e4)
% 65.82/30.76  																																																							| (725) unit = e3 | unit = e1 | unit = e0
% 65.82/30.76  																																																							|
% 65.82/30.76  																																																								+-Applying beta-rule and splitting (725), into two cases.
% 65.82/30.76  																																																								|-Branch one:
% 65.82/30.76  																																																								| (726) unit = e0
% 65.82/30.76  																																																								|
% 65.82/30.76  																																																									| From (726) and (211) follows:
% 65.82/30.76  																																																									| (15180) op(e0, e1) = e1
% 65.82/30.76  																																																									|
% 65.82/30.76  																																																									| From (726) and (32) follows:
% 65.82/30.76  																																																									| (727) op(e2, e0) = e2
% 65.82/30.76  																																																									|
% 65.82/30.76  																																																									| Instantiating formula (29) with e2, e0, e2, e0 and discharging atoms op(e2, e0) = e2, op(e2, e0) = e0, yields:
% 65.82/30.76  																																																									| (330) e2 = e0
% 65.82/30.76  																																																									|
% 65.82/30.76  																																																									| Instantiating formula (29) with e0, e1, e1, e2 and discharging atoms op(e0, e1) = e2, op(e0, e1) = e1, yields:
% 65.82/30.76  																																																									| (617) e2 = e1
% 65.82/30.76  																																																									|
% 65.82/30.76  																																																									| Combining equations (330,617) yields a new equation:
% 65.82/30.76  																																																									| (431) e1 = e0
% 65.82/30.76  																																																									|
% 65.82/30.76  																																																									| Equations (431) can reduce 233 to:
% 65.82/30.76  																																																									| (266) $false
% 65.82/30.76  																																																									|
% 65.82/30.76  																																																									|-The branch is then unsatisfiable
% 65.82/30.76  																																																								|-Branch two:
% 65.82/30.76  																																																								| (734)  ~ (unit = e0)
% 65.82/30.76  																																																								| (735) unit = e3 | unit = e1
% 65.82/30.76  																																																								|
% 65.82/30.76  																																																									+-Applying beta-rule and splitting (735), into two cases.
% 65.82/30.76  																																																									|-Branch one:
% 65.82/30.76  																																																									| (736) unit = e1
% 65.82/30.76  																																																									|
% 65.82/30.76  																																																										| Equations (736) can reduce 734 to:
% 65.82/30.76  																																																										| (233)  ~ (e1 = e0)
% 65.82/30.76  																																																										|
% 65.82/30.76  																																																										| From (736) and (24) follows:
% 65.82/30.76  																																																										| (1934) op(e1, e3) = e3
% 65.82/30.76  																																																										|
% 65.82/30.76  																																																										| From (736) and (15) follows:
% 65.82/30.76  																																																										| (515) op(e1, e2) = e2
% 65.82/30.76  																																																										|
% 65.82/30.76  																																																										| From (736) and (42) follows:
% 65.82/30.76  																																																										| (3221) op(e0, e1) = e0
% 65.82/30.76  																																																										|
% 65.82/30.76  																																																										| Instantiating formula (29) with e1, e3, e3, e1 and discharging atoms op(e1, e3) = e3, op(e1, e3) = e1, yields:
% 65.82/30.76  																																																										| (455) e3 = e1
% 65.82/30.76  																																																										|
% 65.82/30.76  																																																										| Instantiating formula (29) with e1, e2, e2, e3 and discharging atoms op(e1, e2) = e3, op(e1, e2) = e2, yields:
% 65.82/30.76  																																																										| (662) e3 = e2
% 65.82/30.76  																																																										|
% 65.82/30.76  																																																										| Instantiating formula (29) with e0, e1, e0, e2 and discharging atoms op(e0, e1) = e2, op(e0, e1) = e0, yields:
% 65.82/30.76  																																																										| (330) e2 = e0
% 65.82/30.76  																																																										|
% 65.82/30.76  																																																										| Combining equations (662,455) yields a new equation:
% 65.82/30.76  																																																										| (616) e2 = e1
% 65.82/30.76  																																																										|
% 65.82/30.76  																																																										| Simplifying 616 yields:
% 65.82/30.76  																																																										| (617) e2 = e1
% 65.82/30.76  																																																										|
% 65.82/30.76  																																																										| Combining equations (617,330) yields a new equation:
% 65.82/30.76  																																																										| (546) e1 = e0
% 65.82/30.76  																																																										|
% 65.82/30.76  																																																										| Simplifying 546 yields:
% 65.82/30.76  																																																										| (431) e1 = e0
% 65.82/30.76  																																																										|
% 65.82/30.76  																																																										| Equations (431) can reduce 233 to:
% 65.82/30.76  																																																										| (266) $false
% 65.82/30.76  																																																										|
% 65.82/30.76  																																																										|-The branch is then unsatisfiable
% 65.82/30.76  																																																									|-Branch two:
% 65.82/30.76  																																																									| (748)  ~ (unit = e1)
% 65.82/30.76  																																																									| (749) unit = e3
% 65.82/30.76  																																																									|
% 65.82/30.76  																																																										| From (749) and (209) follows:
% 65.82/30.76  																																																										| (1667) op(e3, e0) = e0
% 65.82/30.76  																																																										|
% 65.82/30.76  																																																										| Instantiating formula (29) with e3, e0, e0, e1 and discharging atoms op(e3, e0) = e1, op(e3, e0) = e0, yields:
% 65.82/30.76  																																																										| (431) e1 = e0
% 65.82/30.76  																																																										|
% 65.82/30.76  																																																										| Equations (431) can reduce 233 to:
% 65.82/30.76  																																																										| (266) $false
% 65.82/30.76  																																																										|
% 65.82/30.76  																																																										|-The branch is then unsatisfiable
% 65.82/30.76  																																																				|-Branch two:
% 65.82/30.76  																																																				| (803)  ~ (all_0_55_55 = e0)
% 65.82/30.76  																																																				| (863) all_0_56_56 = e0 | all_0_57_57 = e0 | all_0_58_58 = e0
% 65.82/30.76  																																																				|
% 65.82/30.76  																																																					+-Applying beta-rule and splitting (895), into two cases.
% 65.82/30.76  																																																					|-Branch one:
% 65.82/30.76  																																																					| (538) all_0_46_46 = e0
% 65.82/30.76  																																																					|
% 65.82/30.76  																																																						| Combining equations (770,538) yields a new equation:
% 65.82/30.76  																																																						| (481) e4 = e0
% 65.82/30.76  																																																						|
% 65.82/30.76  																																																						| Simplifying 481 yields:
% 65.82/30.76  																																																						| (397) e4 = e0
% 65.82/30.76  																																																						|
% 65.82/30.76  																																																						| Equations (397) can reduce 49 to:
% 65.82/30.76  																																																						| (266) $false
% 65.82/30.76  																																																						|
% 65.82/30.76  																																																						|-The branch is then unsatisfiable
% 65.82/30.76  																																																					|-Branch two:
% 65.82/30.76  																																																					| (831)  ~ (all_0_46_46 = e0)
% 65.82/30.76  																																																					| (858) all_0_55_55 = e0
% 65.82/30.76  																																																					|
% 65.82/30.76  																																																						| Equations (858) can reduce 803 to:
% 65.82/30.76  																																																						| (266) $false
% 65.82/30.76  																																																						|
% 65.82/30.76  																																																						|-The branch is then unsatisfiable
% 65.82/30.76  																																																		|-Branch two:
% 65.82/30.76  																																																		| (447)  ~ (all_0_40_40 = e4)
% 65.82/30.76  																																																		| (2271) all_0_44_44 = e4 | all_0_49_49 = e4 | all_0_53_53 = e4 | all_0_58_58 = e4
% 65.82/30.76  																																																		|
% 65.82/30.76  																																																			+-Applying beta-rule and splitting (977), into two cases.
% 65.82/30.76  																																																			|-Branch one:
% 65.82/30.76  																																																			| (978) all_0_49_49 = e0
% 65.82/30.76  																																																			|
% 65.82/30.76  																																																				| Equations (978) can reduce 200 to:
% 65.82/30.76  																																																				| (1401)  ~ (all_0_40_40 = e0)
% 65.82/30.76  																																																				|
% 65.82/30.76  																																																				+-Applying beta-rule and splitting (316), into two cases.
% 65.82/30.76  																																																				|-Branch one:
% 65.82/30.76  																																																				| (1378) all_0_40_40 = e4
% 65.82/30.76  																																																				|
% 65.82/30.76  																																																					| Equations (1378) can reduce 447 to:
% 65.82/30.76  																																																					| (266) $false
% 65.82/30.76  																																																					|
% 65.82/30.76  																																																					|-The branch is then unsatisfiable
% 65.82/30.76  																																																				|-Branch two:
% 65.82/30.76  																																																				| (447)  ~ (all_0_40_40 = e4)
% 65.82/30.76  																																																				| (485) all_0_40_40 = e0
% 65.82/30.76  																																																				|
% 65.82/30.76  																																																					| Equations (485) can reduce 1401 to:
% 65.82/30.76  																																																					| (266) $false
% 65.82/30.76  																																																					|
% 65.82/30.76  																																																					|-The branch is then unsatisfiable
% 65.82/30.76  																																																			|-Branch two:
% 65.82/30.76  																																																			| (487)  ~ (all_0_49_49 = e0)
% 65.82/30.76  																																																			| (981) all_0_49_49 = e3 | all_0_49_49 = e1
% 65.82/30.76  																																																			|
% 65.82/30.76  																																																				+-Applying beta-rule and splitting (981), into two cases.
% 65.82/30.76  																																																				|-Branch one:
% 65.82/30.76  																																																				| (671) all_0_49_49 = e1
% 65.82/30.76  																																																				|
% 65.82/30.76  																																																					| Equations (671) can reduce 1064 to:
% 65.82/30.76  																																																					| (266) $false
% 65.82/30.76  																																																					|
% 65.82/30.76  																																																					|-The branch is then unsatisfiable
% 65.82/30.76  																																																				|-Branch two:
% 65.82/30.76  																																																				| (1064)  ~ (all_0_49_49 = e1)
% 65.82/30.76  																																																				| (884) all_0_49_49 = e3
% 65.82/30.76  																																																				|
% 65.82/30.76  																																																					| Equations (884) can reduce 525 to:
% 65.82/30.76  																																																					| (266) $false
% 65.82/30.76  																																																					|
% 65.82/30.76  																																																					|-The branch is then unsatisfiable
% 65.82/30.76  																																																|-Branch two:
% 65.82/30.76  																																																| (484)  ~ (all_0_39_39 = e0)
% 65.82/30.76  																																																| (558) all_0_42_42 = e0 | all_0_47_47 = e0 | all_0_56_56 = e0
% 65.82/30.76  																																																|
% 65.82/30.76  																																																	+-Applying beta-rule and splitting (320), into two cases.
% 65.82/30.76  																																																	|-Branch one:
% 65.82/30.76  																																																	| (471) all_0_39_39 = e4
% 65.82/30.76  																																																	|
% 65.82/30.76  																																																		| Equations (471) can reduce 1377 to:
% 65.82/30.76  																																																		| (266) $false
% 65.82/30.76  																																																		|
% 65.82/30.76  																																																		|-The branch is then unsatisfiable
% 65.82/30.76  																																																	|-Branch two:
% 65.82/30.76  																																																	| (1377)  ~ (all_0_39_39 = e4)
% 65.82/30.76  																																																	| (480) all_0_39_39 = e0
% 65.82/30.76  																																																	|
% 65.82/30.76  																																																		| Equations (480) can reduce 484 to:
% 65.82/30.76  																																																		| (266) $false
% 65.82/30.76  																																																		|
% 65.82/30.76  																																																		|-The branch is then unsatisfiable
% 65.82/30.76  																																															|-Branch two:
% 65.82/30.76  																																															| (466)  ~ (all_0_56_56 = e1)
% 65.82/30.76  																																															| (1574) all_0_57_57 = e1 | all_0_58_58 = e1
% 65.82/30.76  																																															|
% 65.82/30.76  																																																+-Applying beta-rule and splitting (3259), into two cases.
% 65.82/30.76  																																																|-Branch one:
% 65.82/30.76  																																																| (654) all_0_47_47 = e1
% 65.82/30.76  																																																|
% 65.82/30.76  																																																	| Combining equations (1105,654) yields a new equation:
% 65.82/30.76  																																																	| (616) e2 = e1
% 65.82/30.76  																																																	|
% 65.82/30.76  																																																	| Simplifying 616 yields:
% 65.82/30.76  																																																	| (617) e2 = e1
% 65.82/30.76  																																																	|
% 65.82/30.76  																																																	| Equations (617) can reduce 122 to:
% 65.82/30.76  																																																	| (266) $false
% 65.82/30.76  																																																	|
% 65.82/30.76  																																																	|-The branch is then unsatisfiable
% 65.82/30.76  																																																|-Branch two:
% 65.82/30.76  																																																| (462)  ~ (all_0_47_47 = e1)
% 65.82/30.76  																																																| (3264) all_0_51_51 = e1 | all_0_56_56 = e1
% 65.82/30.76  																																																|
% 65.82/30.76  																																																	+-Applying beta-rule and splitting (3264), into two cases.
% 65.82/30.76  																																																	|-Branch one:
% 65.82/30.76  																																																	| (1109) all_0_51_51 = e1
% 65.82/30.76  																																																	|
% 65.82/30.76  																																																		| Combining equations (660,1109) yields a new equation:
% 65.82/30.76  																																																		| (454) e3 = e1
% 65.82/30.76  																																																		|
% 65.82/30.76  																																																		| Simplifying 454 yields:
% 65.82/30.76  																																																		| (455) e3 = e1
% 65.82/30.76  																																																		|
% 65.82/30.76  																																																		| Equations (455) can reduce 213 to:
% 65.82/30.76  																																																		| (266) $false
% 65.82/30.76  																																																		|
% 65.82/30.76  																																																		|-The branch is then unsatisfiable
% 65.82/30.76  																																																	|-Branch two:
% 65.82/30.76  																																																	| (464)  ~ (all_0_51_51 = e1)
% 65.82/30.76  																																																	| (1569) all_0_56_56 = e1
% 65.82/30.76  																																																	|
% 65.82/30.76  																																																		| Equations (1569) can reduce 466 to:
% 65.82/30.76  																																																		| (266) $false
% 65.82/30.76  																																																		|
% 65.82/30.76  																																																		|-The branch is then unsatisfiable
% 65.82/30.76  																																													|-Branch two:
% 65.82/30.76  																																													| (1890)  ~ (all_0_42_42 = e4)
% 65.82/30.76  																																													| (1969) all_0_42_42 = e3 | all_0_42_42 = e1 | all_0_42_42 = e0
% 65.82/30.76  																																													|
% 65.82/30.76  																																														+-Applying beta-rule and splitting (104), into two cases.
% 65.82/30.76  																																														|-Branch one:
% 65.82/30.76  																																														| (480) all_0_39_39 = e0
% 65.82/30.76  																																														|
% 65.82/30.76  																																															| Equations (480) can reduce 145 to:
% 65.82/30.76  																																															| (5565)  ~ (all_0_42_42 = e0)
% 65.82/30.76  																																															|
% 65.82/30.76  																																															| Simplifying 5565 yields:
% 65.82/30.76  																																															| (358)  ~ (all_0_42_42 = e0)
% 65.82/30.76  																																															|
% 65.82/30.76  																																															+-Applying beta-rule and splitting (633), into two cases.
% 65.82/30.76  																																															|-Branch one:
% 65.82/30.76  																																															| (1569) all_0_56_56 = e1
% 65.82/30.76  																																															|
% 65.82/30.76  																																																| Equations (1569) can reduce 236 to:
% 65.82/30.76  																																																| (1380)  ~ (all_0_42_42 = e1)
% 65.82/30.76  																																																|
% 65.82/30.76  																																																+-Applying beta-rule and splitting (1969), into two cases.
% 65.82/30.76  																																																|-Branch one:
% 65.82/30.76  																																																| (559) all_0_42_42 = e0
% 65.82/30.76  																																																|
% 65.82/30.76  																																																	| Equations (559) can reduce 358 to:
% 65.82/30.76  																																																	| (266) $false
% 65.82/30.76  																																																	|
% 65.82/30.76  																																																	|-The branch is then unsatisfiable
% 65.82/30.76  																																																|-Branch two:
% 65.82/30.76  																																																| (358)  ~ (all_0_42_42 = e0)
% 65.82/30.76  																																																| (2510) all_0_42_42 = e3 | all_0_42_42 = e1
% 65.82/30.76  																																																|
% 65.82/30.76  																																																	+-Applying beta-rule and splitting (2510), into two cases.
% 65.82/30.76  																																																	|-Branch one:
% 65.82/30.76  																																																	| (459) all_0_42_42 = e1
% 65.82/30.76  																																																	|
% 65.82/30.76  																																																		| Equations (459) can reduce 1380 to:
% 65.82/30.76  																																																		| (266) $false
% 65.82/30.76  																																																		|
% 65.82/30.76  																																																		|-The branch is then unsatisfiable
% 65.82/30.76  																																																	|-Branch two:
% 65.82/30.76  																																																	| (1380)  ~ (all_0_42_42 = e1)
% 65.82/30.76  																																																	| (516) all_0_42_42 = e3
% 65.82/30.76  																																																	|
% 65.82/30.76  																																																		| Equations (516) can reduce 405 to:
% 65.82/30.76  																																																		| (266) $false
% 65.82/30.76  																																																		|
% 65.82/30.76  																																																		|-The branch is then unsatisfiable
% 65.82/30.76  																																															|-Branch two:
% 65.82/30.76  																																															| (466)  ~ (all_0_56_56 = e1)
% 65.82/30.76  																																															| (1574) all_0_57_57 = e1 | all_0_58_58 = e1
% 65.82/30.76  																																															|
% 65.82/30.76  																																																+-Applying beta-rule and splitting (1574), into two cases.
% 65.82/30.76  																																																|-Branch one:
% 65.82/30.76  																																																| (647) all_0_57_57 = e1
% 65.82/30.76  																																																|
% 65.82/30.76  																																																	| Combining equations (442,647) yields a new equation:
% 65.82/30.76  																																																	| (616) e2 = e1
% 65.82/30.76  																																																	|
% 65.82/30.76  																																																	| Simplifying 616 yields:
% 65.82/30.76  																																																	| (617) e2 = e1
% 65.82/30.76  																																																	|
% 65.82/30.76  																																																	| Equations (617) can reduce 122 to:
% 65.82/30.76  																																																	| (266) $false
% 65.82/30.76  																																																	|
% 65.82/30.76  																																																	|-The branch is then unsatisfiable
% 65.82/30.76  																																																|-Branch two:
% 65.82/30.76  																																																| (1670)  ~ (all_0_57_57 = e1)
% 65.82/30.76  																																																| (918) all_0_58_58 = e1
% 65.82/30.76  																																																|
% 65.82/30.76  																																																	| Combining equations (918,795) yields a new equation:
% 65.82/30.76  																																																	| (455) e3 = e1
% 65.82/30.76  																																																	|
% 65.82/30.76  																																																	| Equations (455) can reduce 213 to:
% 65.82/30.76  																																																	| (266) $false
% 65.82/30.76  																																																	|
% 65.82/30.76  																																																	|-The branch is then unsatisfiable
% 65.82/30.76  																																														|-Branch two:
% 65.82/30.76  																																														| (484)  ~ (all_0_39_39 = e0)
% 65.82/30.76  																																														| (558) all_0_42_42 = e0 | all_0_47_47 = e0 | all_0_56_56 = e0
% 65.82/30.76  																																														|
% 65.82/30.76  																																															+-Applying beta-rule and splitting (320), into two cases.
% 65.82/30.76  																																															|-Branch one:
% 65.82/30.76  																																															| (471) all_0_39_39 = e4
% 65.82/30.76  																																															|
% 65.82/30.76  																																																| Equations (471) can reduce 176 to:
% 65.82/30.76  																																																| (7398)  ~ (all_0_40_40 = e4)
% 65.82/30.76  																																																|
% 65.82/30.77  																																																| Simplifying 7398 yields:
% 65.82/30.77  																																																| (447)  ~ (all_0_40_40 = e4)
% 65.82/30.77  																																																|
% 65.82/30.77  																																																+-Applying beta-rule and splitting (150), into two cases.
% 65.82/30.77  																																																|-Branch one:
% 65.82/30.77  																																																| (1378) all_0_40_40 = e4
% 65.82/30.77  																																																|
% 65.82/30.77  																																																	| Equations (1378) can reduce 447 to:
% 65.82/30.77  																																																	| (266) $false
% 65.82/30.77  																																																	|
% 65.82/30.77  																																																	|-The branch is then unsatisfiable
% 65.82/30.77  																																																|-Branch two:
% 65.82/30.77  																																																| (447)  ~ (all_0_40_40 = e4)
% 65.82/30.77  																																																| (2271) all_0_44_44 = e4 | all_0_49_49 = e4 | all_0_53_53 = e4 | all_0_58_58 = e4
% 65.82/30.77  																																																|
% 65.82/30.77  																																																	+-Applying beta-rule and splitting (316), into two cases.
% 65.82/30.77  																																																	|-Branch one:
% 65.82/30.77  																																																	| (1378) all_0_40_40 = e4
% 65.82/30.77  																																																	|
% 65.82/30.77  																																																		| Equations (1378) can reduce 447 to:
% 65.82/30.77  																																																		| (266) $false
% 65.82/30.77  																																																		|
% 65.82/30.77  																																																		|-The branch is then unsatisfiable
% 65.82/30.77  																																																	|-Branch two:
% 65.82/30.77  																																																	| (447)  ~ (all_0_40_40 = e4)
% 65.82/30.77  																																																	| (485) all_0_40_40 = e0
% 65.82/30.77  																																																	|
% 65.82/30.77  																																																		| Equations (485) can reduce 200 to:
% 65.82/30.77  																																																		| (486)  ~ (all_0_49_49 = e0)
% 65.82/30.77  																																																		|
% 65.82/30.77  																																																		| Simplifying 486 yields:
% 65.82/30.77  																																																		| (487)  ~ (all_0_49_49 = e0)
% 65.82/30.77  																																																		|
% 65.82/30.77  																																																		+-Applying beta-rule and splitting (977), into two cases.
% 65.82/30.77  																																																		|-Branch one:
% 65.82/30.77  																																																		| (978) all_0_49_49 = e0
% 65.82/30.77  																																																		|
% 65.82/30.77  																																																			| Equations (978) can reduce 487 to:
% 65.82/30.77  																																																			| (266) $false
% 65.82/30.77  																																																			|
% 65.82/30.77  																																																			|-The branch is then unsatisfiable
% 65.82/30.77  																																																		|-Branch two:
% 65.82/30.77  																																																		| (487)  ~ (all_0_49_49 = e0)
% 65.82/30.77  																																																		| (981) all_0_49_49 = e3 | all_0_49_49 = e1
% 65.82/30.77  																																																		|
% 65.82/30.77  																																																			+-Applying beta-rule and splitting (981), into two cases.
% 65.82/30.77  																																																			|-Branch one:
% 65.82/30.77  																																																			| (671) all_0_49_49 = e1
% 65.82/30.77  																																																			|
% 65.82/30.77  																																																				| Equations (671) can reduce 1064 to:
% 65.82/30.77  																																																				| (266) $false
% 65.82/30.77  																																																				|
% 65.82/30.77  																																																				|-The branch is then unsatisfiable
% 65.82/30.77  																																																			|-Branch two:
% 65.82/30.77  																																																			| (1064)  ~ (all_0_49_49 = e1)
% 65.82/30.77  																																																			| (884) all_0_49_49 = e3
% 65.82/30.77  																																																			|
% 65.82/30.77  																																																				| Equations (884) can reduce 525 to:
% 65.82/30.77  																																																				| (266) $false
% 65.82/30.77  																																																				|
% 65.82/30.77  																																																				|-The branch is then unsatisfiable
% 65.82/30.77  																																															|-Branch two:
% 65.82/30.77  																																															| (1377)  ~ (all_0_39_39 = e4)
% 65.82/30.77  																																															| (480) all_0_39_39 = e0
% 65.82/30.77  																																															|
% 65.82/30.77  																																																| Equations (480) can reduce 484 to:
% 65.82/30.77  																																																| (266) $false
% 65.82/30.77  																																																|
% 65.82/30.77  																																																|-The branch is then unsatisfiable
% 65.82/30.77  																																											|-Branch two:
% 65.82/30.77  																																											| (639)  ~ (all_0_44_44 = e1)
% 65.82/30.77  																																											| (640) all_0_49_49 = e1 | all_0_53_53 = e1 | all_0_58_58 = e1
% 65.82/30.77  																																											|
% 65.82/30.77  																																												+-Applying beta-rule and splitting (633), into two cases.
% 65.82/30.77  																																												|-Branch one:
% 65.82/30.77  																																												| (1569) all_0_56_56 = e1
% 65.82/30.77  																																												|
% 65.82/30.77  																																													| Equations (1569) can reduce 236 to:
% 65.82/30.77  																																													| (1380)  ~ (all_0_42_42 = e1)
% 65.82/30.77  																																													|
% 65.82/30.77  																																													| Equations (1569) can reduce 153 to:
% 65.82/30.77  																																													| (632)  ~ (all_0_55_55 = e1)
% 65.82/30.77  																																													|
% 65.82/30.77  																																													| Equations (1569) can reduce 272 to:
% 65.82/30.77  																																													| (467)  ~ (e3 = e1)
% 65.82/30.77  																																													|
% 65.82/30.77  																																													| Simplifying 467 yields:
% 65.82/30.77  																																													| (213)  ~ (e3 = e1)
% 65.82/30.77  																																													|
% 65.82/30.77  																																													+-Applying beta-rule and splitting (152), into two cases.
% 65.82/30.77  																																													|-Branch one:
% 65.82/30.77  																																													| (1392) all_0_42_42 = e4
% 65.82/30.77  																																													|
% 65.82/30.77  																																														| Equations (1392) can reduce 73 to:
% 65.82/30.77  																																														| (1903)  ~ (all_0_44_44 = e4)
% 65.82/30.77  																																														|
% 65.82/30.77  																																														| Simplifying 1903 yields:
% 65.82/30.77  																																														| (1390)  ~ (all_0_44_44 = e4)
% 65.82/30.77  																																														|
% 65.82/30.77  																																														| Equations (1392) can reduce 405 to:
% 65.82/30.77  																																														| (188)  ~ (e4 = e3)
% 65.82/30.77  																																														|
% 65.82/30.77  																																														| Equations (1392) can reduce 51 to:
% 65.82/30.77  																																														| (48)  ~ (e4 = e2)
% 65.82/30.77  																																														|
% 65.82/30.77  																																														| Equations (1392) can reduce 1380 to:
% 65.82/30.77  																																														| (110)  ~ (e4 = e1)
% 65.82/30.77  																																														|
% 65.82/30.77  																																														+-Applying beta-rule and splitting (104), into two cases.
% 65.82/30.77  																																														|-Branch one:
% 65.82/30.77  																																														| (480) all_0_39_39 = e0
% 65.82/30.77  																																														|
% 65.82/30.77  																																															| Equations (480) can reduce 176 to:
% 65.82/30.77  																																															| (1400)  ~ (all_0_40_40 = e0)
% 65.82/30.77  																																															|
% 65.82/30.77  																																															| Simplifying 1400 yields:
% 65.82/30.77  																																															| (1401)  ~ (all_0_40_40 = e0)
% 65.82/30.77  																																															|
% 65.82/30.77  																																															+-Applying beta-rule and splitting (103), into two cases.
% 65.82/30.77  																																															|-Branch one:
% 65.82/30.77  																																															| (453) all_0_41_41 = e1
% 65.82/30.77  																																															|
% 65.82/30.77  																																																| Combining equations (403,453) yields a new equation:
% 65.82/30.77  																																																| (454) e3 = e1
% 65.82/30.77  																																																|
% 65.82/30.77  																																																| Simplifying 454 yields:
% 65.82/30.77  																																																| (455) e3 = e1
% 65.82/30.77  																																																|
% 65.82/30.77  																																																| Equations (455) can reduce 213 to:
% 65.82/30.77  																																																| (266) $false
% 65.82/30.77  																																																|
% 65.82/30.77  																																																|-The branch is then unsatisfiable
% 65.82/30.77  																																															|-Branch two:
% 65.82/30.77  																																															| (457)  ~ (all_0_41_41 = e1)
% 65.82/30.77  																																															| (458) all_0_42_42 = e1 | all_0_43_43 = e1 | all_0_44_44 = e1
% 65.82/30.77  																																															|
% 65.82/30.77  																																																+-Applying beta-rule and splitting (75), into two cases.
% 65.82/30.77  																																																|-Branch one:
% 65.82/30.77  																																																| (485) all_0_40_40 = e0
% 65.82/30.77  																																																|
% 65.82/30.77  																																																	| Equations (485) can reduce 1401 to:
% 65.82/30.77  																																																	| (266) $false
% 65.82/30.77  																																																	|
% 65.82/30.77  																																																	|-The branch is then unsatisfiable
% 65.82/30.77  																																																|-Branch two:
% 65.82/30.77  																																																| (1401)  ~ (all_0_40_40 = e0)
% 65.82/30.77  																																																| (1748) all_0_44_44 = e0 | all_0_49_49 = e0 | all_0_58_58 = e0
% 65.82/30.77  																																																|
% 65.82/30.77  																																																	+-Applying beta-rule and splitting (125), into two cases.
% 65.82/30.77  																																																	|-Branch one:
% 65.82/30.77  																																																	| (858) all_0_55_55 = e0
% 65.82/30.77  																																																	|
% 65.82/30.77  																																																		| Equations (858) can reduce 270 to:
% 65.82/30.77  																																																		| (541)  ~ (e3 = e0)
% 65.82/30.77  																																																		|
% 65.82/30.77  																																																		| Simplifying 541 yields:
% 65.82/30.77  																																																		| (80)  ~ (e3 = e0)
% 65.82/30.77  																																																		|
% 65.82/30.77  																																																		+-Applying beta-rule and splitting (1748), into two cases.
% 65.82/30.77  																																																		|-Branch one:
% 65.82/30.77  																																																		| (1414) all_0_44_44 = e0
% 65.82/30.77  																																																		|
% 65.82/30.77  																																																			| Equations (1414) can reduce 360 to:
% 65.82/30.77  																																																			| (266) $false
% 65.82/30.77  																																																			|
% 65.82/30.77  																																																			|-The branch is then unsatisfiable
% 65.82/30.77  																																																		|-Branch two:
% 65.82/30.77  																																																		| (360)  ~ (all_0_44_44 = e0)
% 65.82/30.77  																																																		| (1760) all_0_49_49 = e0 | all_0_58_58 = e0
% 65.82/30.77  																																																		|
% 65.82/30.77  																																																			+-Applying beta-rule and splitting (26), into two cases.
% 65.82/30.77  																																																			|-Branch one:
% 65.82/30.77  																																																			| (446) all_0_44_44 = e4
% 65.82/30.77  																																																			|
% 65.82/30.77  																																																				| Equations (446) can reduce 1390 to:
% 65.82/30.77  																																																				| (266) $false
% 65.82/30.77  																																																				|
% 65.82/30.77  																																																				|-The branch is then unsatisfiable
% 65.82/30.77  																																																			|-Branch two:
% 65.82/30.77  																																																			| (1390)  ~ (all_0_44_44 = e4)
% 65.82/30.77  																																																			| (1391) all_0_44_44 = e3 | all_0_44_44 = e1 | all_0_44_44 = e0
% 65.82/30.77  																																																			|
% 65.82/30.77  																																																				+-Applying beta-rule and splitting (150), into two cases.
% 65.82/30.77  																																																				|-Branch one:
% 65.82/30.77  																																																				| (1378) all_0_40_40 = e4
% 65.82/30.77  																																																				|
% 65.82/30.77  																																																					| Equations (1378) can reduce 132 to:
% 65.82/30.77  																																																					| (110)  ~ (e4 = e1)
% 65.82/30.77  																																																					|
% 65.82/30.77  																																																					+-Applying beta-rule and splitting (1760), into two cases.
% 65.82/30.77  																																																					|-Branch one:
% 65.82/30.77  																																																					| (978) all_0_49_49 = e0
% 65.82/30.77  																																																					|
% 65.82/30.77  																																																						| Equations (978) can reduce 1064 to:
% 65.82/30.77  																																																						| (435)  ~ (e1 = e0)
% 65.82/30.77  																																																						|
% 65.82/30.77  																																																						| Simplifying 435 yields:
% 65.82/30.77  																																																						| (233)  ~ (e1 = e0)
% 65.82/30.77  																																																						|
% 65.82/30.77  																																																						+-Applying beta-rule and splitting (458), into two cases.
% 65.82/30.77  																																																						|-Branch one:
% 65.82/30.77  																																																						| (459) all_0_42_42 = e1
% 65.82/30.77  																																																						|
% 65.82/30.77  																																																							| Combining equations (459,1392) yields a new equation:
% 65.82/30.77  																																																							| (630) e4 = e1
% 65.82/30.77  																																																							|
% 65.82/30.77  																																																							| Equations (630) can reduce 110 to:
% 65.82/30.77  																																																							| (266) $false
% 65.82/30.77  																																																							|
% 65.82/30.77  																																																							|-The branch is then unsatisfiable
% 65.82/30.77  																																																						|-Branch two:
% 65.82/30.77  																																																						| (1380)  ~ (all_0_42_42 = e1)
% 65.82/30.77  																																																						| (1381) all_0_43_43 = e1 | all_0_44_44 = e1
% 65.82/30.77  																																																						|
% 65.82/30.77  																																																							+-Applying beta-rule and splitting (1381), into two cases.
% 65.82/30.77  																																																							|-Branch one:
% 65.82/30.77  																																																							| (430) all_0_43_43 = e1
% 65.82/30.77  																																																							|
% 65.82/30.77  																																																								| Combining equations (356,430) yields a new equation:
% 65.82/30.77  																																																								| (431) e1 = e0
% 65.82/30.77  																																																								|
% 65.82/30.77  																																																								| Equations (431) can reduce 233 to:
% 65.82/30.77  																																																								| (266) $false
% 65.82/30.77  																																																								|
% 65.82/30.77  																																																								|-The branch is then unsatisfiable
% 65.82/30.77  																																																							|-Branch two:
% 65.82/30.77  																																																							| (433)  ~ (all_0_43_43 = e1)
% 65.82/30.77  																																																							| (635) all_0_44_44 = e1
% 65.82/30.77  																																																							|
% 65.82/30.77  																																																								| Equations (635) can reduce 639 to:
% 65.82/30.77  																																																								| (266) $false
% 65.82/30.77  																																																								|
% 65.82/30.77  																																																								|-The branch is then unsatisfiable
% 65.82/30.77  																																																					|-Branch two:
% 65.82/30.77  																																																					| (487)  ~ (all_0_49_49 = e0)
% 65.82/30.77  																																																					| (914) all_0_58_58 = e0
% 65.82/30.77  																																																					|
% 65.82/30.77  																																																						| Combining equations (914,795) yields a new equation:
% 65.82/30.77  																																																						| (676) e3 = e0
% 65.82/30.77  																																																						|
% 65.82/30.77  																																																						| Equations (676) can reduce 80 to:
% 65.82/30.77  																																																						| (266) $false
% 65.82/30.77  																																																						|
% 65.82/30.77  																																																						|-The branch is then unsatisfiable
% 65.82/30.77  																																																				|-Branch two:
% 65.82/30.77  																																																				| (447)  ~ (all_0_40_40 = e4)
% 65.82/30.77  																																																				| (2271) all_0_44_44 = e4 | all_0_49_49 = e4 | all_0_53_53 = e4 | all_0_58_58 = e4
% 65.82/30.77  																																																				|
% 65.82/30.77  																																																					+-Applying beta-rule and splitting (1760), into two cases.
% 65.82/30.77  																																																					|-Branch one:
% 65.82/30.77  																																																					| (978) all_0_49_49 = e0
% 65.82/30.77  																																																					|
% 65.82/30.77  																																																						| Equations (978) can reduce 256 to:
% 65.82/30.77  																																																						| (401)  ~ (e4 = e0)
% 65.82/30.77  																																																						|
% 65.82/30.77  																																																						| Simplifying 401 yields:
% 65.82/30.77  																																																						| (49)  ~ (e4 = e0)
% 65.82/30.77  																																																						|
% 65.82/30.77  																																																						+-Applying beta-rule and splitting (2271), into two cases.
% 65.82/30.77  																																																						|-Branch one:
% 65.82/30.77  																																																						| (446) all_0_44_44 = e4
% 65.82/30.77  																																																						|
% 65.82/30.77  																																																							| Equations (446) can reduce 1390 to:
% 65.82/30.77  																																																							| (266) $false
% 65.82/30.77  																																																							|
% 65.82/30.77  																																																							|-The branch is then unsatisfiable
% 65.82/30.77  																																																						|-Branch two:
% 65.82/30.77  																																																						| (1390)  ~ (all_0_44_44 = e4)
% 65.82/30.77  																																																						| (7998) all_0_49_49 = e4 | all_0_53_53 = e4 | all_0_58_58 = e4
% 65.82/30.77  																																																						|
% 65.82/30.77  																																																							+-Applying beta-rule and splitting (7998), into two cases.
% 65.82/30.77  																																																							|-Branch one:
% 65.82/30.77  																																																							| (974) all_0_49_49 = e4
% 65.82/30.77  																																																							|
% 65.82/30.77  																																																								| Combining equations (978,974) yields a new equation:
% 65.82/30.77  																																																								| (397) e4 = e0
% 65.82/30.77  																																																								|
% 65.82/30.77  																																																								| Equations (397) can reduce 49 to:
% 65.82/30.77  																																																								| (266) $false
% 65.82/30.77  																																																								|
% 65.82/30.77  																																																								|-The branch is then unsatisfiable
% 65.82/30.77  																																																							|-Branch two:
% 65.82/30.77  																																																							| (256)  ~ (all_0_49_49 = e4)
% 65.82/30.77  																																																							| (8013) all_0_53_53 = e4 | all_0_58_58 = e4
% 65.82/30.77  																																																							|
% 65.82/30.77  																																																								+-Applying beta-rule and splitting (8013), into two cases.
% 65.82/30.77  																																																								|-Branch one:
% 65.82/30.77  																																																								| (1298) all_0_53_53 = e4
% 65.82/30.77  																																																								|
% 65.82/30.77  																																																									| Combining equations (607,1298) yields a new equation:
% 65.82/30.77  																																																									| (323) e4 = e2
% 65.82/30.77  																																																									|
% 65.82/30.77  																																																									| Equations (323) can reduce 48 to:
% 65.82/30.77  																																																									| (266) $false
% 65.82/30.77  																																																									|
% 65.82/30.77  																																																									|-The branch is then unsatisfiable
% 65.82/30.77  																																																								|-Branch two:
% 65.82/30.77  																																																								| (1453)  ~ (all_0_53_53 = e4)
% 65.82/30.77  																																																								| (910) all_0_58_58 = e4
% 65.82/30.77  																																																								|
% 65.82/30.77  																																																									| Combining equations (910,795) yields a new equation:
% 65.82/30.77  																																																									| (424) e4 = e3
% 65.82/30.77  																																																									|
% 65.82/30.77  																																																									| Simplifying 424 yields:
% 65.82/30.77  																																																									| (425) e4 = e3
% 65.82/30.77  																																																									|
% 65.82/30.77  																																																									| Equations (425) can reduce 188 to:
% 65.82/30.77  																																																									| (266) $false
% 65.82/30.77  																																																									|
% 65.82/30.77  																																																									|-The branch is then unsatisfiable
% 65.82/30.77  																																																					|-Branch two:
% 65.82/30.77  																																																					| (487)  ~ (all_0_49_49 = e0)
% 65.82/30.77  																																																					| (914) all_0_58_58 = e0
% 65.82/30.77  																																																					|
% 65.82/30.77  																																																						| Combining equations (914,795) yields a new equation:
% 65.82/30.77  																																																						| (676) e3 = e0
% 65.82/30.77  																																																						|
% 65.82/30.77  																																																						| Equations (676) can reduce 80 to:
% 65.82/30.77  																																																						| (266) $false
% 65.82/30.77  																																																						|
% 65.82/30.77  																																																						|-The branch is then unsatisfiable
% 65.82/30.77  																																																	|-Branch two:
% 65.82/30.77  																																																	| (803)  ~ (all_0_55_55 = e0)
% 65.82/30.77  																																																	| (863) all_0_56_56 = e0 | all_0_57_57 = e0 | all_0_58_58 = e0
% 65.82/30.77  																																																	|
% 65.82/30.77  																																																		+-Applying beta-rule and splitting (2055), into two cases.
% 65.82/30.77  																																																		|-Branch one:
% 65.82/30.77  																																																		| (858) all_0_55_55 = e0
% 65.82/30.77  																																																		|
% 65.82/30.77  																																																			| Equations (858) can reduce 803 to:
% 65.82/30.77  																																																			| (266) $false
% 65.82/30.77  																																																			|
% 65.82/30.77  																																																			|-The branch is then unsatisfiable
% 65.82/30.77  																																																		|-Branch two:
% 65.82/30.77  																																																		| (803)  ~ (all_0_55_55 = e0)
% 65.82/30.77  																																																		| (2315) all_0_55_55 = e3 | all_0_55_55 = e1
% 65.82/30.77  																																																		|
% 65.82/30.77  																																																			+-Applying beta-rule and splitting (2315), into two cases.
% 65.82/30.77  																																																			|-Branch one:
% 65.82/30.77  																																																			| (629) all_0_55_55 = e1
% 65.82/30.77  																																																			|
% 65.82/30.77  																																																				| Equations (629) can reduce 632 to:
% 65.82/30.77  																																																				| (266) $false
% 65.82/30.77  																																																				|
% 65.82/30.77  																																																				|-The branch is then unsatisfiable
% 65.82/30.77  																																																			|-Branch two:
% 65.82/30.77  																																																			| (632)  ~ (all_0_55_55 = e1)
% 65.82/30.77  																																																			| (2336) all_0_55_55 = e3
% 65.82/30.77  																																																			|
% 65.82/30.77  																																																				| Equations (2336) can reduce 270 to:
% 65.82/30.77  																																																				| (266) $false
% 65.82/30.77  																																																				|
% 65.82/30.77  																																																				|-The branch is then unsatisfiable
% 65.82/30.77  																																														|-Branch two:
% 65.82/30.77  																																														| (484)  ~ (all_0_39_39 = e0)
% 65.82/30.77  																																														| (558) all_0_42_42 = e0 | all_0_47_47 = e0 | all_0_56_56 = e0
% 65.82/30.77  																																														|
% 65.82/30.77  																																															+-Applying beta-rule and splitting (333), into two cases.
% 65.82/30.77  																																															|-Branch one:
% 65.82/30.77  																																															| (480) all_0_39_39 = e0
% 65.82/30.77  																																															|
% 65.82/30.77  																																																| Equations (480) can reduce 484 to:
% 65.82/30.77  																																																| (266) $false
% 65.82/30.77  																																																|
% 65.82/30.77  																																																|-The branch is then unsatisfiable
% 65.82/30.77  																																															|-Branch two:
% 65.82/30.77  																																															| (484)  ~ (all_0_39_39 = e0)
% 65.82/30.77  																																															| (485) all_0_40_40 = e0
% 65.82/30.77  																																															|
% 65.82/30.77  																																																| Equations (485) can reduce 132 to:
% 65.82/30.77  																																																| (435)  ~ (e1 = e0)
% 65.82/30.77  																																																|
% 65.82/30.77  																																																| Simplifying 435 yields:
% 65.82/30.77  																																																| (233)  ~ (e1 = e0)
% 65.82/30.77  																																																|
% 65.82/30.77  																																																+-Applying beta-rule and splitting (103), into two cases.
% 65.82/30.77  																																																|-Branch one:
% 65.82/30.77  																																																| (453) all_0_41_41 = e1
% 65.82/30.77  																																																|
% 65.82/30.77  																																																	| Combining equations (403,453) yields a new equation:
% 65.82/30.77  																																																	| (454) e3 = e1
% 65.82/30.77  																																																	|
% 65.82/30.77  																																																	| Simplifying 454 yields:
% 65.82/30.77  																																																	| (455) e3 = e1
% 65.82/30.77  																																																	|
% 65.82/30.77  																																																	| Equations (455) can reduce 213 to:
% 65.82/30.77  																																																	| (266) $false
% 65.82/30.77  																																																	|
% 65.82/30.77  																																																	|-The branch is then unsatisfiable
% 65.82/30.77  																																																|-Branch two:
% 65.82/30.77  																																																| (457)  ~ (all_0_41_41 = e1)
% 65.82/30.77  																																																| (458) all_0_42_42 = e1 | all_0_43_43 = e1 | all_0_44_44 = e1
% 65.82/30.77  																																																|
% 65.82/30.77  																																																	+-Applying beta-rule and splitting (458), into two cases.
% 65.82/30.77  																																																	|-Branch one:
% 65.82/30.77  																																																	| (459) all_0_42_42 = e1
% 65.82/30.77  																																																	|
% 65.82/30.77  																																																		| Combining equations (459,1392) yields a new equation:
% 65.82/30.77  																																																		| (630) e4 = e1
% 65.82/30.77  																																																		|
% 65.82/30.77  																																																		| Equations (630) can reduce 110 to:
% 65.82/30.77  																																																		| (266) $false
% 65.82/30.77  																																																		|
% 65.82/30.77  																																																		|-The branch is then unsatisfiable
% 65.82/30.77  																																																	|-Branch two:
% 65.82/30.77  																																																	| (1380)  ~ (all_0_42_42 = e1)
% 65.82/30.77  																																																	| (1381) all_0_43_43 = e1 | all_0_44_44 = e1
% 65.82/30.77  																																																	|
% 65.82/30.77  																																																		+-Applying beta-rule and splitting (1381), into two cases.
% 65.82/30.77  																																																		|-Branch one:
% 65.82/30.77  																																																		| (430) all_0_43_43 = e1
% 65.82/30.77  																																																		|
% 65.82/30.77  																																																			| Combining equations (356,430) yields a new equation:
% 65.82/30.77  																																																			| (431) e1 = e0
% 65.82/30.77  																																																			|
% 65.82/30.77  																																																			| Equations (431) can reduce 233 to:
% 65.82/30.77  																																																			| (266) $false
% 65.82/30.77  																																																			|
% 65.82/30.77  																																																			|-The branch is then unsatisfiable
% 65.82/30.77  																																																		|-Branch two:
% 65.82/30.77  																																																		| (433)  ~ (all_0_43_43 = e1)
% 65.82/30.77  																																																		| (635) all_0_44_44 = e1
% 65.82/30.77  																																																		|
% 65.82/30.77  																																																			| Equations (635) can reduce 639 to:
% 65.82/30.77  																																																			| (266) $false
% 65.82/30.77  																																																			|
% 65.82/30.77  																																																			|-The branch is then unsatisfiable
% 65.82/30.77  																																													|-Branch two:
% 65.82/30.77  																																													| (1890)  ~ (all_0_42_42 = e4)
% 65.82/30.77  																																													| (1969) all_0_42_42 = e3 | all_0_42_42 = e1 | all_0_42_42 = e0
% 65.82/30.77  																																													|
% 65.82/30.77  																																														+-Applying beta-rule and splitting (104), into two cases.
% 65.82/30.77  																																														|-Branch one:
% 65.82/30.77  																																														| (480) all_0_39_39 = e0
% 65.82/30.77  																																														|
% 65.82/30.77  																																															| Equations (480) can reduce 176 to:
% 65.82/30.77  																																															| (1400)  ~ (all_0_40_40 = e0)
% 65.82/30.77  																																															|
% 65.82/30.77  																																															| Simplifying 1400 yields:
% 65.82/30.77  																																															| (1401)  ~ (all_0_40_40 = e0)
% 65.82/30.77  																																															|
% 65.82/30.77  																																															+-Applying beta-rule and splitting (64), into two cases.
% 65.82/30.77  																																															|-Branch one:
% 65.82/30.77  																																															| (437) all_0_41_41 = e4
% 65.82/30.77  																																															|
% 65.82/30.77  																																																| Combining equations (403,437) yields a new equation:
% 65.82/30.77  																																																| (425) e4 = e3
% 65.82/30.77  																																																|
% 65.82/30.77  																																																| Equations (425) can reduce 188 to:
% 65.82/30.77  																																																| (266) $false
% 65.82/30.77  																																																|
% 65.82/30.77  																																																|-The branch is then unsatisfiable
% 65.82/30.77  																																															|-Branch two:
% 65.82/30.77  																																															| (440)  ~ (all_0_41_41 = e4)
% 65.82/30.77  																																															| (441) all_0_42_42 = e4 | all_0_43_43 = e4 | all_0_44_44 = e4
% 65.82/30.77  																																															|
% 65.82/30.77  																																																+-Applying beta-rule and splitting (75), into two cases.
% 65.82/30.77  																																																|-Branch one:
% 65.82/30.77  																																																| (485) all_0_40_40 = e0
% 65.82/30.77  																																																|
% 65.82/30.77  																																																	| Equations (485) can reduce 1401 to:
% 65.82/30.77  																																																	| (266) $false
% 65.82/30.77  																																																	|
% 65.82/30.77  																																																	|-The branch is then unsatisfiable
% 65.82/30.77  																																																|-Branch two:
% 65.82/30.77  																																																| (1401)  ~ (all_0_40_40 = e0)
% 65.82/30.77  																																																| (1748) all_0_44_44 = e0 | all_0_49_49 = e0 | all_0_58_58 = e0
% 65.82/30.77  																																																|
% 65.82/30.77  																																																	+-Applying beta-rule and splitting (150), into two cases.
% 65.82/30.77  																																																	|-Branch one:
% 65.82/30.77  																																																	| (1378) all_0_40_40 = e4
% 65.82/30.77  																																																	|
% 65.82/30.77  																																																		| Equations (1378) can reduce 143 to:
% 65.82/30.77  																																																		| (1903)  ~ (all_0_44_44 = e4)
% 65.82/30.77  																																																		|
% 65.82/30.77  																																																		| Simplifying 1903 yields:
% 65.82/30.77  																																																		| (1390)  ~ (all_0_44_44 = e4)
% 65.82/30.77  																																																		|
% 65.82/30.77  																																																		| Equations (1378) can reduce 1401 to:
% 65.82/30.77  																																																		| (49)  ~ (e4 = e0)
% 65.82/30.77  																																																		|
% 65.82/30.77  																																																		+-Applying beta-rule and splitting (441), into two cases.
% 65.82/30.77  																																																		|-Branch one:
% 65.82/30.77  																																																		| (1392) all_0_42_42 = e4
% 65.82/30.77  																																																		|
% 65.82/30.77  																																																			| Equations (1392) can reduce 1890 to:
% 65.82/30.77  																																																			| (266) $false
% 65.82/30.77  																																																			|
% 65.82/30.77  																																																			|-The branch is then unsatisfiable
% 65.82/30.77  																																																		|-Branch two:
% 65.82/30.77  																																																		| (1890)  ~ (all_0_42_42 = e4)
% 65.82/30.77  																																																		| (1891) all_0_43_43 = e4 | all_0_44_44 = e4
% 65.82/30.77  																																																		|
% 65.82/30.77  																																																			+-Applying beta-rule and splitting (1891), into two cases.
% 65.82/30.77  																																																			|-Branch one:
% 65.82/30.77  																																																			| (396) all_0_43_43 = e4
% 65.82/30.77  																																																			|
% 65.82/30.77  																																																				| Combining equations (356,396) yields a new equation:
% 65.82/30.77  																																																				| (397) e4 = e0
% 65.82/30.77  																																																				|
% 65.82/30.77  																																																				| Equations (397) can reduce 49 to:
% 65.82/30.77  																																																				| (266) $false
% 65.82/30.77  																																																				|
% 65.82/30.77  																																																				|-The branch is then unsatisfiable
% 65.82/30.77  																																																			|-Branch two:
% 65.82/30.77  																																																			| (399)  ~ (all_0_43_43 = e4)
% 65.82/30.77  																																																			| (446) all_0_44_44 = e4
% 65.82/30.77  																																																			|
% 65.82/30.77  																																																				| Equations (446) can reduce 1390 to:
% 65.82/30.77  																																																				| (266) $false
% 65.82/30.77  																																																				|
% 65.82/30.77  																																																				|-The branch is then unsatisfiable
% 65.82/30.77  																																																	|-Branch two:
% 65.82/30.77  																																																	| (447)  ~ (all_0_40_40 = e4)
% 65.82/30.77  																																																	| (2271) all_0_44_44 = e4 | all_0_49_49 = e4 | all_0_53_53 = e4 | all_0_58_58 = e4
% 65.82/30.77  																																																	|
% 65.82/30.77  																																																		+-Applying beta-rule and splitting (316), into two cases.
% 65.82/30.77  																																																		|-Branch one:
% 65.82/30.77  																																																		| (1378) all_0_40_40 = e4
% 65.82/30.77  																																																		|
% 65.82/30.77  																																																			| Equations (1378) can reduce 447 to:
% 65.82/30.77  																																																			| (266) $false
% 65.82/30.77  																																																			|
% 65.82/30.77  																																																			|-The branch is then unsatisfiable
% 65.82/30.77  																																																		|-Branch two:
% 65.82/30.77  																																																		| (447)  ~ (all_0_40_40 = e4)
% 65.82/30.77  																																																		| (485) all_0_40_40 = e0
% 65.82/30.77  																																																		|
% 65.82/30.77  																																																			| Equations (485) can reduce 1401 to:
% 65.82/30.77  																																																			| (266) $false
% 65.82/30.77  																																																			|
% 65.82/30.77  																																																			|-The branch is then unsatisfiable
% 65.82/30.78  																																														|-Branch two:
% 65.82/30.78  																																														| (484)  ~ (all_0_39_39 = e0)
% 65.82/30.78  																																														| (558) all_0_42_42 = e0 | all_0_47_47 = e0 | all_0_56_56 = e0
% 65.82/30.78  																																														|
% 65.82/30.78  																																															+-Applying beta-rule and splitting (75), into two cases.
% 65.82/30.78  																																															|-Branch one:
% 65.82/30.78  																																															| (485) all_0_40_40 = e0
% 65.82/30.78  																																															|
% 65.82/30.78  																																																| Equations (485) can reduce 296 to:
% 65.82/30.78  																																																| (365)  ~ (e2 = e0)
% 65.82/30.78  																																																|
% 65.82/30.78  																																																| Simplifying 365 yields:
% 65.82/30.78  																																																| (128)  ~ (e2 = e0)
% 65.82/30.78  																																																|
% 65.82/30.78  																																																| Equations (485) can reduce 132 to:
% 65.82/30.78  																																																| (435)  ~ (e1 = e0)
% 65.82/30.78  																																																|
% 65.82/30.78  																																																| Simplifying 435 yields:
% 65.82/30.78  																																																| (233)  ~ (e1 = e0)
% 65.82/30.78  																																																|
% 65.82/30.78  																																																+-Applying beta-rule and splitting (558), into two cases.
% 65.82/30.78  																																																|-Branch one:
% 65.82/30.78  																																																| (559) all_0_42_42 = e0
% 65.82/30.78  																																																|
% 65.82/30.78  																																																	| Equations (559) can reduce 358 to:
% 65.82/30.78  																																																	| (266) $false
% 65.82/30.78  																																																	|
% 65.82/30.78  																																																	|-The branch is then unsatisfiable
% 65.82/30.78  																																																|-Branch two:
% 65.82/30.78  																																																| (358)  ~ (all_0_42_42 = e0)
% 65.82/30.78  																																																| (563) all_0_47_47 = e0 | all_0_56_56 = e0
% 65.82/30.78  																																																|
% 65.82/30.78  																																																	+-Applying beta-rule and splitting (563), into two cases.
% 65.82/30.78  																																																	|-Branch one:
% 65.82/30.78  																																																	| (674) all_0_47_47 = e0
% 65.82/30.78  																																																	|
% 65.82/30.78  																																																		| Combining equations (674,1105) yields a new equation:
% 65.82/30.78  																																																		| (330) e2 = e0
% 65.82/30.78  																																																		|
% 65.82/30.78  																																																		| Equations (330) can reduce 128 to:
% 65.82/30.78  																																																		| (266) $false
% 65.82/30.78  																																																		|
% 65.82/30.78  																																																		|-The branch is then unsatisfiable
% 65.82/30.78  																																																	|-Branch two:
% 65.82/30.78  																																																	| (678)  ~ (all_0_47_47 = e0)
% 65.82/30.78  																																																	| (679) all_0_56_56 = e0
% 65.82/30.78  																																																	|
% 65.82/30.78  																																																		| Combining equations (679,1569) yields a new equation:
% 65.82/30.78  																																																		| (431) e1 = e0
% 65.82/30.78  																																																		|
% 65.82/30.78  																																																		| Equations (431) can reduce 233 to:
% 65.82/30.78  																																																		| (266) $false
% 65.82/30.78  																																																		|
% 65.82/30.78  																																																		|-The branch is then unsatisfiable
% 65.82/30.78  																																															|-Branch two:
% 65.82/30.78  																																															| (1401)  ~ (all_0_40_40 = e0)
% 65.82/30.78  																																															| (1748) all_0_44_44 = e0 | all_0_49_49 = e0 | all_0_58_58 = e0
% 65.82/30.78  																																															|
% 65.82/30.78  																																																+-Applying beta-rule and splitting (164), into two cases.
% 65.82/30.78  																																																|-Branch one:
% 65.82/30.78  																																																| (471) all_0_39_39 = e4
% 65.82/30.78  																																																|
% 65.82/30.78  																																																	| Equations (471) can reduce 176 to:
% 65.82/30.78  																																																	| (7398)  ~ (all_0_40_40 = e4)
% 65.82/30.78  																																																	|
% 65.82/30.78  																																																	| Simplifying 7398 yields:
% 65.82/30.78  																																																	| (447)  ~ (all_0_40_40 = e4)
% 65.82/30.78  																																																	|
% 65.82/30.78  																																																	+-Applying beta-rule and splitting (150), into two cases.
% 65.82/30.78  																																																	|-Branch one:
% 65.82/30.78  																																																	| (1378) all_0_40_40 = e4
% 65.82/30.78  																																																	|
% 65.82/30.78  																																																		| Equations (1378) can reduce 447 to:
% 65.82/30.78  																																																		| (266) $false
% 65.82/30.78  																																																		|
% 65.82/30.78  																																																		|-The branch is then unsatisfiable
% 65.82/30.78  																																																	|-Branch two:
% 65.82/30.78  																																																	| (447)  ~ (all_0_40_40 = e4)
% 65.82/30.78  																																																	| (2271) all_0_44_44 = e4 | all_0_49_49 = e4 | all_0_53_53 = e4 | all_0_58_58 = e4
% 65.82/30.78  																																																	|
% 65.82/30.78  																																																		+-Applying beta-rule and splitting (316), into two cases.
% 65.82/30.78  																																																		|-Branch one:
% 65.82/30.78  																																																		| (1378) all_0_40_40 = e4
% 65.82/30.78  																																																		|
% 65.82/30.78  																																																			| Equations (1378) can reduce 447 to:
% 65.82/30.78  																																																			| (266) $false
% 65.82/30.78  																																																			|
% 65.82/30.78  																																																			|-The branch is then unsatisfiable
% 65.82/30.78  																																																		|-Branch two:
% 65.82/30.78  																																																		| (447)  ~ (all_0_40_40 = e4)
% 65.82/30.78  																																																		| (485) all_0_40_40 = e0
% 65.82/30.78  																																																		|
% 65.82/30.78  																																																			| Equations (485) can reduce 1401 to:
% 65.82/30.78  																																																			| (266) $false
% 65.82/30.78  																																																			|
% 65.82/30.78  																																																			|-The branch is then unsatisfiable
% 65.82/30.78  																																																|-Branch two:
% 65.82/30.78  																																																| (1377)  ~ (all_0_39_39 = e4)
% 65.82/30.78  																																																| (2115) all_0_42_42 = e4 | all_0_47_47 = e4 | all_0_51_51 = e4 | all_0_56_56 = e4
% 65.82/30.78  																																																|
% 65.82/30.78  																																																	+-Applying beta-rule and splitting (320), into two cases.
% 65.82/30.78  																																																	|-Branch one:
% 65.82/30.78  																																																	| (471) all_0_39_39 = e4
% 65.82/30.78  																																																	|
% 65.82/30.78  																																																		| Equations (471) can reduce 1377 to:
% 65.82/30.78  																																																		| (266) $false
% 65.82/30.78  																																																		|
% 65.82/30.78  																																																		|-The branch is then unsatisfiable
% 65.82/30.78  																																																	|-Branch two:
% 65.82/30.78  																																																	| (1377)  ~ (all_0_39_39 = e4)
% 65.82/30.78  																																																	| (480) all_0_39_39 = e0
% 65.82/30.78  																																																	|
% 65.82/30.78  																																																		| Equations (480) can reduce 484 to:
% 65.82/30.78  																																																		| (266) $false
% 65.82/30.78  																																																		|
% 65.82/30.78  																																																		|-The branch is then unsatisfiable
% 65.82/30.78  																																												|-Branch two:
% 65.82/30.78  																																												| (466)  ~ (all_0_56_56 = e1)
% 65.82/30.78  																																												| (1574) all_0_57_57 = e1 | all_0_58_58 = e1
% 65.82/30.78  																																												|
% 65.82/30.78  																																													+-Applying beta-rule and splitting (103), into two cases.
% 65.82/30.78  																																													|-Branch one:
% 65.82/30.78  																																													| (453) all_0_41_41 = e1
% 65.82/30.78  																																													|
% 65.82/30.78  																																														| Combining equations (453,403) yields a new equation:
% 65.82/30.78  																																														| (455) e3 = e1
% 65.82/30.78  																																														|
% 65.82/30.78  																																														| Equations (455) can reduce 213 to:
% 65.82/30.78  																																														| (266) $false
% 65.82/30.78  																																														|
% 65.82/30.78  																																														|-The branch is then unsatisfiable
% 65.82/30.78  																																													|-Branch two:
% 65.82/30.78  																																													| (457)  ~ (all_0_41_41 = e1)
% 65.82/30.78  																																													| (458) all_0_42_42 = e1 | all_0_43_43 = e1 | all_0_44_44 = e1
% 65.82/30.78  																																													|
% 65.82/30.78  																																														| Equations (403) can reduce 457 to:
% 65.82/30.78  																																														| (213)  ~ (e3 = e1)
% 65.82/30.78  																																														|
% 65.82/30.78  																																														+-Applying beta-rule and splitting (1574), into two cases.
% 65.82/30.78  																																														|-Branch one:
% 65.82/30.78  																																														| (647) all_0_57_57 = e1
% 65.82/30.78  																																														|
% 65.82/30.78  																																															| Combining equations (647,442) yields a new equation:
% 65.82/30.78  																																															| (617) e2 = e1
% 65.82/30.78  																																															|
% 65.82/30.78  																																															| Equations (617) can reduce 122 to:
% 65.82/30.78  																																															| (266) $false
% 65.82/30.78  																																															|
% 65.82/30.78  																																															|-The branch is then unsatisfiable
% 65.82/30.78  																																														|-Branch two:
% 65.82/30.78  																																														| (1670)  ~ (all_0_57_57 = e1)
% 65.82/30.78  																																														| (918) all_0_58_58 = e1
% 65.82/30.78  																																														|
% 65.82/30.78  																																															| Combining equations (918,795) yields a new equation:
% 65.82/30.78  																																															| (455) e3 = e1
% 65.82/30.78  																																															|
% 65.82/30.78  																																															| Equations (455) can reduce 213 to:
% 65.82/30.78  																																															| (266) $false
% 65.82/30.78  																																															|
% 65.82/30.78  																																															|-The branch is then unsatisfiable
% 65.82/30.78  																																				|-Branch two:
% 65.82/30.78  																																				| (250)  ~ (all_0_46_46 = e4)
% 65.82/30.78  																																				| (774) all_0_50_50 = e4 | all_0_55_55 = e4
% 65.82/30.78  																																				|
% 65.82/30.78  																																					+-Applying beta-rule and splitting (123), into two cases.
% 65.82/30.78  																																					|-Branch one:
% 65.82/30.78  																																					| (1794) all_0_46_46 = e2
% 65.82/30.78  																																					|
% 65.82/30.78  																																						| Equations (1794) can reduce 300 to:
% 65.82/30.78  																																						| (266) $false
% 65.82/30.78  																																						|
% 65.82/30.78  																																						|-The branch is then unsatisfiable
% 65.82/30.78  																																					|-Branch two:
% 65.82/30.78  																																					| (300)  ~ (all_0_46_46 = e2)
% 65.82/30.78  																																					| (1797) all_0_46_46 = e4 | all_0_46_46 = e3 | all_0_46_46 = e1 | all_0_46_46 = e0
% 65.82/30.78  																																					|
% 65.82/30.78  																																						+-Applying beta-rule and splitting (2055), into two cases.
% 65.82/30.78  																																						|-Branch one:
% 65.82/30.78  																																						| (858) all_0_55_55 = e0
% 65.85/30.78  																																						|
% 65.85/30.78  																																							| Equations (858) can reduce 58 to:
% 65.85/30.78  																																							| (831)  ~ (all_0_46_46 = e0)
% 65.85/30.78  																																							|
% 65.85/30.78  																																							+-Applying beta-rule and splitting (184), into two cases.
% 65.85/30.78  																																							|-Branch one:
% 65.85/30.78  																																							| (538) all_0_46_46 = e0
% 65.85/30.78  																																							|
% 65.85/30.78  																																								| Equations (538) can reduce 831 to:
% 65.85/30.78  																																								| (266) $false
% 65.85/30.78  																																								|
% 65.85/30.78  																																								|-The branch is then unsatisfiable
% 65.85/30.78  																																							|-Branch two:
% 65.85/30.78  																																							| (831)  ~ (all_0_46_46 = e0)
% 65.85/30.78  																																							| (832) all_0_47_47 = e0 | all_0_48_48 = e0 | all_0_49_49 = e0
% 65.85/30.78  																																							|
% 65.85/30.78  																																								+-Applying beta-rule and splitting (1797), into two cases.
% 65.85/30.78  																																								|-Branch one:
% 65.85/30.78  																																								| (770) all_0_46_46 = e4
% 65.85/30.78  																																								|
% 65.85/30.78  																																									| Equations (770) can reduce 250 to:
% 65.85/30.78  																																									| (266) $false
% 65.85/30.78  																																									|
% 65.85/30.78  																																									|-The branch is then unsatisfiable
% 65.85/30.78  																																								|-Branch two:
% 65.85/30.78  																																								| (250)  ~ (all_0_46_46 = e4)
% 65.85/30.78  																																								| (1801) all_0_46_46 = e3 | all_0_46_46 = e1 | all_0_46_46 = e0
% 65.85/30.78  																																								|
% 65.85/30.78  																																									+-Applying beta-rule and splitting (1801), into two cases.
% 65.85/30.78  																																									|-Branch one:
% 65.85/30.78  																																									| (538) all_0_46_46 = e0
% 65.85/30.78  																																									|
% 65.85/30.78  																																										| Equations (538) can reduce 831 to:
% 65.85/30.78  																																										| (266) $false
% 65.85/30.78  																																										|
% 65.85/30.78  																																										|-The branch is then unsatisfiable
% 65.85/30.78  																																									|-Branch two:
% 65.85/30.78  																																									| (831)  ~ (all_0_46_46 = e0)
% 65.85/30.78  																																									| (1838) all_0_46_46 = e3 | all_0_46_46 = e1
% 65.85/30.78  																																									|
% 65.85/30.78  																																										+-Applying beta-rule and splitting (1838), into two cases.
% 65.85/30.78  																																										|-Branch one:
% 65.85/30.78  																																										| (545) all_0_46_46 = e1
% 65.85/30.78  																																										|
% 65.85/30.78  																																											| Equations (545) can reduce 549 to:
% 65.85/30.78  																																											| (266) $false
% 65.85/30.78  																																											|
% 65.85/30.78  																																											|-The branch is then unsatisfiable
% 65.85/30.78  																																										|-Branch two:
% 65.85/30.78  																																										| (549)  ~ (all_0_46_46 = e1)
% 65.85/30.78  																																										| (1557) all_0_46_46 = e3
% 65.85/30.78  																																										|
% 65.85/30.78  																																											| Equations (1557) can reduce 409 to:
% 65.85/30.78  																																											| (266) $false
% 65.85/30.78  																																											|
% 65.85/30.78  																																											|-The branch is then unsatisfiable
% 65.85/30.78  																																						|-Branch two:
% 65.85/30.78  																																						| (803)  ~ (all_0_55_55 = e0)
% 65.85/30.78  																																						| (2315) all_0_55_55 = e3 | all_0_55_55 = e1
% 65.85/30.78  																																						|
% 65.85/30.78  																																							+-Applying beta-rule and splitting (62553), into two cases.
% 65.85/30.78  																																							|-Branch one:
% 65.85/30.78  																																							| (2336) all_0_55_55 = e3
% 65.85/30.78  																																							|
% 65.85/30.78  																																								| Equations (2336) can reduce 270 to:
% 65.85/30.78  																																								| (266) $false
% 65.85/30.78  																																								|
% 65.85/30.78  																																								|-The branch is then unsatisfiable
% 65.85/30.78  																																							|-Branch two:
% 65.85/30.78  																																							| (270)  ~ (all_0_55_55 = e3)
% 65.85/30.78  																																							| (62557) all_0_56_56 = e3 | all_0_58_58 = e3
% 65.85/30.78  																																							|
% 65.85/30.78  																																								+-Applying beta-rule and splitting (2315), into two cases.
% 65.85/30.78  																																								|-Branch one:
% 65.85/30.78  																																								| (629) all_0_55_55 = e1
% 65.85/30.78  																																								|
% 65.85/30.78  																																									| Equations (629) can reduce 632 to:
% 65.85/30.78  																																									| (266) $false
% 65.85/30.78  																																									|
% 65.85/30.78  																																									|-The branch is then unsatisfiable
% 65.85/30.78  																																								|-Branch two:
% 65.85/30.78  																																								| (632)  ~ (all_0_55_55 = e1)
% 65.85/30.78  																																								| (2336) all_0_55_55 = e3
% 65.85/30.78  																																								|
% 65.85/30.78  																																									| Equations (2336) can reduce 270 to:
% 65.85/30.78  																																									| (266) $false
% 65.85/30.78  																																									|
% 65.85/30.78  																																									|-The branch is then unsatisfiable
% 65.85/30.79  																												|-Branch two:
% 65.85/30.79  																												| (1898)  ~ (all_0_41_41 = e3)
% 65.85/30.79  																												| (1899) all_0_42_42 = e3 | all_0_44_44 = e3
% 65.85/30.79  																												|
% 65.85/30.79  																													+-Applying beta-rule and splitting (1899), into two cases.
% 65.85/30.79  																													|-Branch one:
% 65.85/30.79  																													| (516) all_0_42_42 = e3
% 65.85/30.79  																													|
% 65.85/30.79  																														| Equations (516) can reduce 405 to:
% 65.85/30.79  																														| (266) $false
% 65.85/30.79  																														|
% 65.85/30.79  																														|-The branch is then unsatisfiable
% 65.85/30.79  																													|-Branch two:
% 65.85/30.79  																													| (405)  ~ (all_0_42_42 = e3)
% 65.85/30.79  																													| (532) all_0_44_44 = e3
% 65.85/30.79  																													|
% 65.85/30.79  																														| Equations (532) can reduce 149 to:
% 65.85/30.79  																														| (1898)  ~ (all_0_41_41 = e3)
% 65.85/30.79  																														|
% 65.85/30.79  																														| Equations (532) can reduce 73 to:
% 65.85/30.79  																														| (405)  ~ (all_0_42_42 = e3)
% 65.85/30.79  																														|
% 65.85/30.79  																														+-Applying beta-rule and splitting (27), into two cases.
% 65.85/30.79  																														|-Branch one:
% 65.85/30.79  																														| (437) all_0_41_41 = e4
% 65.85/30.79  																														|
% 65.85/30.79  																															| Equations (437) can reduce 214 to:
% 65.85/30.79  																															| (1901)  ~ (all_0_42_42 = e4)
% 65.85/30.79  																															|
% 65.85/30.79  																															| Simplifying 1901 yields:
% 65.85/30.79  																															| (1890)  ~ (all_0_42_42 = e4)
% 65.85/30.79  																															|
% 65.85/30.79  																															| Equations (437) can reduce 191 to:
% 65.85/30.79  																															| (1909)  ~ (all_0_55_55 = e4)
% 65.85/30.79  																															|
% 65.85/30.79  																															| Simplifying 1909 yields:
% 65.85/30.79  																															| (763)  ~ (all_0_55_55 = e4)
% 65.85/30.79  																															|
% 65.85/30.79  																															| Equations (437) can reduce 1898 to:
% 65.85/30.79  																															| (188)  ~ (e4 = e3)
% 65.85/30.79  																															|
% 65.85/30.79  																															| Equations (437) can reduce 85 to:
% 65.85/30.79  																															| (48)  ~ (e4 = e2)
% 65.85/30.79  																															|
% 65.85/30.79  																															| Equations (437) can reduce 357 to:
% 65.85/30.79  																															| (49)  ~ (e4 = e0)
% 65.85/30.79  																															|
% 65.85/30.79  																															| From (437) and (219) follows:
% 65.85/30.79  																															| (1913) op(e3, e3) = e4
% 65.85/30.79  																															|
% 65.85/30.79  																															+-Applying beta-rule and splitting (152), into two cases.
% 65.85/30.79  																															|-Branch one:
% 65.85/30.79  																															| (1392) all_0_42_42 = e4
% 65.85/30.79  																															|
% 65.85/30.79  																																| Equations (1392) can reduce 1890 to:
% 65.85/30.79  																																| (266) $false
% 65.85/30.79  																																|
% 65.85/30.79  																																|-The branch is then unsatisfiable
% 65.85/30.79  																															|-Branch two:
% 65.85/30.79  																															| (1890)  ~ (all_0_42_42 = e4)
% 65.85/30.79  																															| (1969) all_0_42_42 = e3 | all_0_42_42 = e1 | all_0_42_42 = e0
% 65.85/30.79  																															|
% 65.85/30.79  																																+-Applying beta-rule and splitting (206), into two cases.
% 65.85/30.79  																																|-Branch one:
% 65.85/30.79  																																| (248) all_0_45_45 = e4
% 65.85/30.79  																																|
% 65.85/30.79  																																	| Combining equations (248,423) yields a new equation:
% 65.85/30.79  																																	| (424) e4 = e3
% 65.85/30.79  																																	|
% 65.85/30.79  																																	| Simplifying 424 yields:
% 65.85/30.79  																																	| (425) e4 = e3
% 65.85/30.79  																																	|
% 65.85/30.79  																																	| Equations (425) can reduce 188 to:
% 65.85/30.79  																																	| (266) $false
% 65.85/30.79  																																	|
% 65.85/30.79  																																	|-The branch is then unsatisfiable
% 65.85/30.79  																																|-Branch two:
% 65.85/30.79  																																| (60416)  ~ (all_0_45_45 = e4)
% 65.85/30.79  																																| (61457) all_0_46_46 = e4 | all_0_47_47 = e4 | all_0_48_48 = e4 | all_0_49_49 = e4
% 65.85/30.79  																																|
% 65.85/30.79  																																	| Equations (423) can reduce 60416 to:
% 65.85/30.79  																																	| (277)  ~ (e4 = e3)
% 65.85/30.79  																																	|
% 65.85/30.79  																																	| Simplifying 277 yields:
% 65.85/30.79  																																	| (188)  ~ (e4 = e3)
% 65.85/30.79  																																	|
% 65.85/30.79  																																	+-Applying beta-rule and splitting (164), into two cases.
% 65.85/30.79  																																	|-Branch one:
% 65.85/30.79  																																	| (471) all_0_39_39 = e4
% 65.85/30.79  																																	|
% 65.85/30.79  																																		| Equations (471) can reduce 176 to:
% 65.85/30.79  																																		| (7398)  ~ (all_0_40_40 = e4)
% 65.85/30.79  																																		|
% 65.85/30.79  																																		| Simplifying 7398 yields:
% 65.85/30.79  																																		| (447)  ~ (all_0_40_40 = e4)
% 65.85/30.79  																																		|
% 65.85/30.79  																																		| Equations (471) can reduce 246 to:
% 65.85/30.79  																																		| (188)  ~ (e4 = e3)
% 65.85/30.79  																																		|
% 65.85/30.79  																																		| Equations (471) can reduce 294 to:
% 65.85/30.79  																																		| (48)  ~ (e4 = e2)
% 65.85/30.79  																																		|
% 65.85/30.79  																																		| From (471) and (14) follows:
% 65.85/30.79  																																		| (4284) op(e4, e2) = e4
% 65.85/30.79  																																		|
% 65.85/30.79  																																		+-Applying beta-rule and splitting (104), into two cases.
% 65.85/30.79  																																		|-Branch one:
% 65.85/30.79  																																		| (480) all_0_39_39 = e0
% 65.85/30.79  																																		|
% 65.85/30.79  																																			| Combining equations (480,471) yields a new equation:
% 65.85/30.79  																																			| (397) e4 = e0
% 65.85/30.79  																																			|
% 65.85/30.79  																																			| Equations (397) can reduce 49 to:
% 65.85/30.79  																																			| (266) $false
% 65.85/30.79  																																			|
% 65.85/30.79  																																			|-The branch is then unsatisfiable
% 65.85/30.79  																																		|-Branch two:
% 65.85/30.79  																																		| (484)  ~ (all_0_39_39 = e0)
% 65.85/30.79  																																		| (558) all_0_42_42 = e0 | all_0_47_47 = e0 | all_0_56_56 = e0
% 65.85/30.79  																																		|
% 65.85/30.79  																																			+-Applying beta-rule and splitting (558), into two cases.
% 65.85/30.79  																																			|-Branch one:
% 65.85/30.79  																																			| (559) all_0_42_42 = e0
% 65.85/30.79  																																			|
% 65.85/30.79  																																				| Equations (559) can reduce 358 to:
% 65.85/30.79  																																				| (266) $false
% 65.85/30.79  																																				|
% 65.85/30.79  																																				|-The branch is then unsatisfiable
% 65.85/30.79  																																			|-Branch two:
% 65.85/30.79  																																			| (358)  ~ (all_0_42_42 = e0)
% 65.85/30.79  																																			| (563) all_0_47_47 = e0 | all_0_56_56 = e0
% 65.85/30.79  																																			|
% 65.85/30.79  																																				+-Applying beta-rule and splitting (563), into two cases.
% 65.85/30.79  																																				|-Branch one:
% 65.85/30.79  																																				| (674) all_0_47_47 = e0
% 65.85/30.79  																																				|
% 65.85/30.79  																																					| Combining equations (1105,674) yields a new equation:
% 65.85/30.79  																																					| (391) e2 = e0
% 65.85/30.79  																																					|
% 65.85/30.79  																																					| Simplifying 391 yields:
% 65.85/30.79  																																					| (330) e2 = e0
% 65.85/30.79  																																					|
% 65.85/30.79  																																					| Equations (330) can reduce 128 to:
% 65.85/30.79  																																					| (266) $false
% 65.85/30.79  																																					|
% 65.85/30.79  																																					|-The branch is then unsatisfiable
% 65.85/30.79  																																				|-Branch two:
% 65.85/30.79  																																				| (678)  ~ (all_0_47_47 = e0)
% 65.85/30.79  																																				| (679) all_0_56_56 = e0
% 65.85/30.79  																																				|
% 65.85/30.79  																																					| Equations (679) can reduce 236 to:
% 65.85/30.79  																																					| (358)  ~ (all_0_42_42 = e0)
% 65.85/30.79  																																					|
% 65.85/30.79  																																					| Equations (679) can reduce 153 to:
% 65.85/30.79  																																					| (803)  ~ (all_0_55_55 = e0)
% 65.85/30.79  																																					|
% 65.85/30.79  																																					+-Applying beta-rule and splitting (131), into two cases.
% 65.85/30.79  																																					|-Branch one:
% 65.85/30.79  																																					| (459) all_0_42_42 = e1
% 65.85/30.79  																																					|
% 65.85/30.79  																																						| Equations (459) can reduce 51 to:
% 65.85/30.79  																																						| (604)  ~ (e2 = e1)
% 65.85/30.79  																																						|
% 65.85/30.79  																																						| Simplifying 604 yields:
% 65.85/30.79  																																						| (122)  ~ (e2 = e1)
% 65.85/30.79  																																						|
% 65.85/30.79  																																						| Equations (459) can reduce 358 to:
% 65.85/30.79  																																						| (233)  ~ (e1 = e0)
% 65.85/30.79  																																						|
% 65.85/30.79  																																						| From (459) and (210) follows:
% 65.85/30.79  																																						| (470) op(e3, e2) = e1
% 65.85/30.79  																																						|
% 65.85/30.79  																																						+-Applying beta-rule and splitting (216), into two cases.
% 65.85/30.79  																																						|-Branch one:
% 65.85/30.79  																																						| (629) all_0_55_55 = e1
% 65.85/30.79  																																						|
% 65.85/30.79  																																							| Equations (629) can reduce 632 to:
% 65.85/30.79  																																							| (266) $false
% 65.85/30.79  																																							|
% 65.85/30.79  																																							|-The branch is then unsatisfiable
% 65.85/30.79  																																						|-Branch two:
% 65.85/30.79  																																						| (632)  ~ (all_0_55_55 = e1)
% 65.85/30.79  																																						| (633) all_0_56_56 = e1 | all_0_57_57 = e1 | all_0_58_58 = e1
% 65.85/30.79  																																						|
% 65.85/30.79  																																							+-Applying beta-rule and splitting (174), into two cases.
% 65.85/30.79  																																							|-Branch one:
% 65.85/30.79  																																							| (386) all_0_55_55 = e2
% 65.85/30.79  																																							|
% 65.85/30.79  																																								| Equations (386) can reduce 304 to:
% 65.85/30.79  																																								| (266) $false
% 65.85/30.79  																																								|
% 65.85/30.79  																																								|-The branch is then unsatisfiable
% 65.85/30.79  																																							|-Branch two:
% 65.85/30.79  																																							| (304)  ~ (all_0_55_55 = e2)
% 65.85/30.79  																																							| (2051) all_0_55_55 = e4 | all_0_55_55 = e3 | all_0_55_55 = e1 | all_0_55_55 = e0
% 65.85/30.79  																																							|
% 65.85/30.79  																																								+-Applying beta-rule and splitting (150), into two cases.
% 65.85/30.79  																																								|-Branch one:
% 65.85/30.79  																																								| (1378) all_0_40_40 = e4
% 65.85/30.79  																																								|
% 65.85/30.79  																																									| Equations (1378) can reduce 447 to:
% 65.85/30.79  																																									| (266) $false
% 65.85/30.79  																																									|
% 65.85/30.79  																																									|-The branch is then unsatisfiable
% 65.85/30.79  																																								|-Branch two:
% 65.85/30.79  																																								| (447)  ~ (all_0_40_40 = e4)
% 65.85/30.79  																																								| (2271) all_0_44_44 = e4 | all_0_49_49 = e4 | all_0_53_53 = e4 | all_0_58_58 = e4
% 65.85/30.79  																																								|
% 65.85/30.79  																																									+-Applying beta-rule and splitting (22), into two cases.
% 65.85/30.79  																																									|-Branch one:
% 65.85/30.79  																																									| (268) all_0_54_54 = e3
% 65.85/30.79  																																									|
% 65.85/30.79  																																										| Combining equations (268,265) yields a new equation:
% 65.85/30.79  																																										| (425) e4 = e3
% 65.85/30.79  																																										|
% 65.85/30.79  																																										| Equations (425) can reduce 188 to:
% 65.85/30.79  																																										| (266) $false
% 65.85/30.79  																																										|
% 65.85/30.79  																																										|-The branch is then unsatisfiable
% 65.85/30.79  																																									|-Branch two:
% 65.85/30.79  																																									| (60427)  ~ (all_0_54_54 = e3)
% 65.85/30.80  																																									| (62553) all_0_55_55 = e3 | all_0_56_56 = e3 | all_0_58_58 = e3
% 65.85/30.80  																																									|
% 65.85/30.80  																																										+-Applying beta-rule and splitting (62553), into two cases.
% 65.85/30.80  																																										|-Branch one:
% 65.85/30.80  																																										| (2336) all_0_55_55 = e3
% 65.85/30.80  																																										|
% 65.85/30.80  																																											| Equations (2336) can reduce 763 to:
% 65.85/30.80  																																											| (277)  ~ (e4 = e3)
% 65.85/30.80  																																											|
% 65.85/30.80  																																											| Simplifying 277 yields:
% 65.85/30.80  																																											| (188)  ~ (e4 = e3)
% 65.85/30.80  																																											|
% 65.85/30.80  																																											| From (2336) and (74) follows:
% 65.85/30.80  																																											| (2208) op(e0, e3) = e3
% 65.85/30.80  																																											|
% 65.85/30.80  																																											+-Applying beta-rule and splitting (633), into two cases.
% 65.85/30.80  																																											|-Branch one:
% 65.85/30.80  																																											| (1569) all_0_56_56 = e1
% 65.85/30.80  																																											|
% 65.85/30.80  																																												| Combining equations (679,1569) yields a new equation:
% 65.85/30.80  																																												| (431) e1 = e0
% 65.85/30.80  																																												|
% 65.85/30.80  																																												| Equations (431) can reduce 233 to:
% 65.85/30.80  																																												| (266) $false
% 65.85/30.80  																																												|
% 65.85/30.80  																																												|-The branch is then unsatisfiable
% 65.85/30.80  																																											|-Branch two:
% 65.85/30.80  																																											| (466)  ~ (all_0_56_56 = e1)
% 65.85/30.80  																																											| (1574) all_0_57_57 = e1 | all_0_58_58 = e1
% 65.85/30.80  																																											|
% 65.85/30.80  																																												+-Applying beta-rule and splitting (1574), into two cases.
% 65.85/30.80  																																												|-Branch one:
% 65.85/30.80  																																												| (647) all_0_57_57 = e1
% 65.85/30.80  																																												|
% 65.85/30.80  																																													| Combining equations (647,442) yields a new equation:
% 65.85/30.80  																																													| (617) e2 = e1
% 65.85/30.80  																																													|
% 65.85/30.80  																																													| Equations (617) can reduce 122 to:
% 65.85/30.80  																																													| (266) $false
% 65.85/30.80  																																													|
% 65.85/30.80  																																													|-The branch is then unsatisfiable
% 65.85/30.80  																																												|-Branch two:
% 65.85/30.80  																																												| (1670)  ~ (all_0_57_57 = e1)
% 65.85/30.80  																																												| (918) all_0_58_58 = e1
% 65.85/30.80  																																												|
% 65.85/30.80  																																													| Equations (918) can reduce 178 to:
% 65.85/30.80  																																													| (132)  ~ (all_0_40_40 = e1)
% 65.85/30.80  																																													|
% 65.85/30.80  																																													| Equations (918) can reduce 451 to:
% 65.85/30.80  																																													| (602)  ~ (e4 = e1)
% 65.85/30.80  																																													|
% 65.85/30.80  																																													| Simplifying 602 yields:
% 65.85/30.80  																																													| (110)  ~ (e4 = e1)
% 65.85/30.80  																																													|
% 65.85/30.80  																																													+-Applying beta-rule and splitting (2271), into two cases.
% 65.85/30.80  																																													|-Branch one:
% 65.85/30.80  																																													| (446) all_0_44_44 = e4
% 65.85/30.80  																																													|
% 65.85/30.80  																																														| Combining equations (532,446) yields a new equation:
% 65.85/30.80  																																														| (425) e4 = e3
% 65.85/30.80  																																														|
% 65.85/30.80  																																														| Equations (425) can reduce 188 to:
% 65.85/30.80  																																														| (266) $false
% 65.85/30.80  																																														|
% 65.85/30.80  																																														|-The branch is then unsatisfiable
% 65.85/30.80  																																													|-Branch two:
% 65.85/30.80  																																													| (1390)  ~ (all_0_44_44 = e4)
% 65.85/30.80  																																													| (7998) all_0_49_49 = e4 | all_0_53_53 = e4 | all_0_58_58 = e4
% 65.85/30.80  																																													|
% 65.85/30.80  																																														+-Applying beta-rule and splitting (7998), into two cases.
% 65.85/30.80  																																														|-Branch one:
% 65.85/30.80  																																														| (974) all_0_49_49 = e4
% 65.85/30.80  																																														|
% 65.85/30.80  																																															| Equations (974) can reduce 200 to:
% 65.85/30.80  																																															| (447)  ~ (all_0_40_40 = e4)
% 65.85/30.80  																																															|
% 65.85/30.80  																																															| From (974) and (55) follows:
% 65.85/30.80  																																															| (61486) op(e2, e0) = e4
% 65.85/30.80  																																															|
% 65.85/30.80  																																															+-Applying beta-rule and splitting (75), into two cases.
% 65.85/30.80  																																															|-Branch one:
% 65.85/30.80  																																															| (485) all_0_40_40 = e0
% 65.85/30.80  																																															|
% 65.85/30.80  																																																| Equations (485) can reduce 132 to:
% 65.85/30.80  																																																| (435)  ~ (e1 = e0)
% 65.85/30.80  																																																|
% 65.85/30.80  																																																| Simplifying 435 yields:
% 65.85/30.80  																																																| (233)  ~ (e1 = e0)
% 65.85/30.80  																																																|
% 65.85/30.80  																																																| From (485) and (234) follows:
% 65.85/30.80  																																																| (3072) op(e4, e0) = e0
% 65.85/30.80  																																																|
% 65.85/30.80  																																																+-Applying beta-rule and splitting (56), into two cases.
% 65.85/30.80  																																																|-Branch one:
% 65.85/30.80  																																																| (696) unit = e2
% 65.85/30.80  																																																|
% 65.85/30.80  																																																	| From (696) and (244) follows:
% 65.85/30.80  																																																	| (264) op(e2, e4) = e4
% 65.85/30.80  																																																	|
% 65.85/30.80  																																																	| From (696) and (209) follows:
% 65.85/30.80  																																																	| (7585) op(e2, e0) = e0
% 65.85/30.80  																																																	|
% 65.85/30.80  																																																	| From (696) and (28) follows:
% 65.85/30.80  																																																	| (699) op(e1, e2) = e1
% 65.85/30.80  																																																	|
% 65.85/30.80  																																																	| Instantiating formula (29) with e2, e4, e4, e3 and discharging atoms op(e2, e4) = e4, op(e2, e4) = e3, yields:
% 65.85/30.80  																																																	| (425) e4 = e3
% 65.85/30.80  																																																	|
% 65.85/30.80  																																																	| Instantiating formula (29) with e2, e0, e0, e4 and discharging atoms op(e2, e0) = e4, op(e2, e0) = e0, yields:
% 65.85/30.80  																																																	| (397) e4 = e0
% 65.85/30.80  																																																	|
% 65.85/30.80  																																																	| Instantiating formula (29) with e1, e2, e1, e3 and discharging atoms op(e1, e2) = e3, op(e1, e2) = e1, yields:
% 65.85/30.80  																																																	| (455) e3 = e1
% 65.85/30.80  																																																	|
% 65.85/30.80  																																																	| Combining equations (397,425) yields a new equation:
% 65.85/30.80  																																																	| (676) e3 = e0
% 65.85/30.80  																																																	|
% 65.85/30.80  																																																	| Combining equations (455,676) yields a new equation:
% 65.85/30.80  																																																	| (546) e1 = e0
% 65.85/30.80  																																																	|
% 65.85/30.80  																																																	| Simplifying 546 yields:
% 65.85/30.80  																																																	| (431) e1 = e0
% 65.85/30.80  																																																	|
% 65.85/30.80  																																																	| Equations (431) can reduce 233 to:
% 65.85/30.80  																																																	| (266) $false
% 65.85/30.80  																																																	|
% 65.85/30.80  																																																	|-The branch is then unsatisfiable
% 65.85/30.80  																																																|-Branch two:
% 65.85/30.80  																																																| (707)  ~ (unit = e2)
% 65.85/30.80  																																																| (708) unit = e4 | unit = e3 | unit = e1 | unit = e0
% 65.85/30.80  																																																|
% 65.85/30.80  																																																	+-Applying beta-rule and splitting (708), into two cases.
% 65.85/30.80  																																																	|-Branch one:
% 65.85/30.80  																																																	| (709) unit = e4
% 65.85/30.80  																																																	|
% 65.85/30.80  																																																		| From (709) and (15) follows:
% 65.85/30.80  																																																		| (22188) op(e4, e2) = e2
% 65.85/30.80  																																																		|
% 65.85/30.80  																																																		| From (709) and (211) follows:
% 65.85/30.80  																																																		| (22527) op(e4, e1) = e1
% 65.85/30.80  																																																		|
% 65.85/30.80  																																																		| From (709) and (32) follows:
% 65.85/30.80  																																																		| (712) op(e2, e4) = e2
% 65.85/30.80  																																																		|
% 65.85/30.80  																																																		| From (709) and (42) follows:
% 65.85/30.80  																																																		| (713) op(e0, e4) = e0
% 65.85/30.80  																																																		|
% 65.85/30.80  																																																		| Instantiating formula (29) with e4, e2, e2, e4 and discharging atoms op(e4, e2) = e4, op(e4, e2) = e2, yields:
% 65.85/30.80  																																																		| (323) e4 = e2
% 65.85/30.80  																																																		|
% 65.85/30.80  																																																		| Instantiating formula (29) with e4, e1, e1, e3 and discharging atoms op(e4, e1) = e3, op(e4, e1) = e1, yields:
% 65.85/30.80  																																																		| (455) e3 = e1
% 65.85/30.80  																																																		|
% 65.85/30.80  																																																		| Instantiating formula (29) with e2, e4, e2, e3 and discharging atoms op(e2, e4) = e3, op(e2, e4) = e2, yields:
% 65.85/30.80  																																																		| (662) e3 = e2
% 65.85/30.80  																																																		|
% 65.85/30.80  																																																		| Instantiating formula (29) with e0, e4, e0, e4 and discharging atoms op(e0, e4) = e4, op(e0, e4) = e0, yields:
% 65.85/30.80  																																																		| (397) e4 = e0
% 65.85/30.80  																																																		|
% 65.85/30.80  																																																		| Combining equations (323,397) yields a new equation:
% 65.85/30.80  																																																		| (391) e2 = e0
% 65.85/30.80  																																																		|
% 65.85/30.80  																																																		| Simplifying 391 yields:
% 65.85/30.80  																																																		| (330) e2 = e0
% 65.85/30.80  																																																		|
% 65.85/30.80  																																																		| Combining equations (455,662) yields a new equation:
% 65.85/30.80  																																																		| (617) e2 = e1
% 65.85/30.80  																																																		|
% 65.85/30.80  																																																		| Combining equations (617,330) yields a new equation:
% 65.85/30.80  																																																		| (546) e1 = e0
% 65.85/30.80  																																																		|
% 65.85/30.80  																																																		| Simplifying 546 yields:
% 65.85/30.80  																																																		| (431) e1 = e0
% 65.85/30.80  																																																		|
% 65.85/30.80  																																																		| Equations (431) can reduce 233 to:
% 65.85/30.80  																																																		| (266) $false
% 65.85/30.80  																																																		|
% 65.85/30.80  																																																		|-The branch is then unsatisfiable
% 65.85/30.80  																																																	|-Branch two:
% 65.85/30.80  																																																	| (724)  ~ (unit = e4)
% 65.85/30.80  																																																	| (725) unit = e3 | unit = e1 | unit = e0
% 65.85/30.80  																																																	|
% 65.85/30.80  																																																		+-Applying beta-rule and splitting (725), into two cases.
% 65.85/30.80  																																																		|-Branch one:
% 65.85/30.80  																																																		| (726) unit = e0
% 65.85/30.80  																																																		|
% 65.85/30.80  																																																			| From (726) and (211) follows:
% 65.85/30.80  																																																			| (15180) op(e0, e1) = e1
% 65.85/30.80  																																																			|
% 65.85/30.80  																																																			| From (726) and (227) follows:
% 65.85/30.80  																																																			| (3205) op(e4, e0) = e4
% 65.85/30.80  																																																			|
% 65.85/30.80  																																																			| From (726) and (32) follows:
% 65.85/30.80  																																																			| (727) op(e2, e0) = e2
% 65.85/30.80  																																																			|
% 65.85/30.80  																																																			| Instantiating formula (29) with e4, e0, e4, e0 and discharging atoms op(e4, e0) = e4, op(e4, e0) = e0, yields:
% 65.85/30.80  																																																			| (397) e4 = e0
% 65.85/30.80  																																																			|
% 65.85/30.80  																																																			| Instantiating formula (29) with e2, e0, e2, e4 and discharging atoms op(e2, e0) = e4, op(e2, e0) = e2, yields:
% 65.85/30.80  																																																			| (323) e4 = e2
% 65.85/30.80  																																																			|
% 65.85/30.80  																																																			| Instantiating formula (29) with e0, e1, e1, e2 and discharging atoms op(e0, e1) = e2, op(e0, e1) = e1, yields:
% 65.85/30.80  																																																			| (617) e2 = e1
% 65.85/30.80  																																																			|
% 65.85/30.80  																																																			| Combining equations (397,323) yields a new equation:
% 65.85/30.80  																																																			| (330) e2 = e0
% 65.85/30.80  																																																			|
% 65.85/30.80  																																																			| Combining equations (617,330) yields a new equation:
% 65.85/30.80  																																																			| (546) e1 = e0
% 65.85/30.80  																																																			|
% 65.85/30.80  																																																			| Simplifying 546 yields:
% 65.85/30.80  																																																			| (431) e1 = e0
% 65.85/30.80  																																																			|
% 65.85/30.80  																																																			| Equations (431) can reduce 233 to:
% 65.85/30.80  																																																			| (266) $false
% 65.85/30.80  																																																			|
% 65.85/30.80  																																																			|-The branch is then unsatisfiable
% 65.85/30.80  																																																		|-Branch two:
% 65.85/30.80  																																																		| (734)  ~ (unit = e0)
% 65.85/30.80  																																																		| (735) unit = e3 | unit = e1
% 65.85/30.80  																																																		|
% 65.85/30.80  																																																			+-Applying beta-rule and splitting (735), into two cases.
% 65.85/30.80  																																																			|-Branch one:
% 65.85/30.80  																																																			| (736) unit = e1
% 65.85/30.80  																																																			|
% 65.85/30.80  																																																				| Equations (736) can reduce 734 to:
% 65.85/30.80  																																																				| (233)  ~ (e1 = e0)
% 65.85/30.80  																																																				|
% 65.85/30.80  																																																				| From (736) and (24) follows:
% 65.85/30.80  																																																				| (1934) op(e1, e3) = e3
% 65.85/30.80  																																																				|
% 65.85/30.80  																																																				| From (736) and (15) follows:
% 65.85/30.80  																																																				| (515) op(e1, e2) = e2
% 65.85/30.80  																																																				|
% 65.85/30.80  																																																				| From (736) and (42) follows:
% 65.85/30.80  																																																				| (3221) op(e0, e1) = e0
% 65.85/30.80  																																																				|
% 65.85/30.80  																																																				| Instantiating formula (29) with e1, e3, e3, e1 and discharging atoms op(e1, e3) = e3, op(e1, e3) = e1, yields:
% 65.85/30.80  																																																				| (455) e3 = e1
% 65.85/30.80  																																																				|
% 65.85/30.80  																																																				| Instantiating formula (29) with e1, e2, e2, e3 and discharging atoms op(e1, e2) = e3, op(e1, e2) = e2, yields:
% 65.85/30.81  																																																				| (662) e3 = e2
% 65.85/30.81  																																																				|
% 65.85/30.81  																																																				| Instantiating formula (29) with e0, e1, e0, e2 and discharging atoms op(e0, e1) = e2, op(e0, e1) = e0, yields:
% 65.85/30.81  																																																				| (330) e2 = e0
% 65.85/30.81  																																																				|
% 65.85/30.81  																																																				| Combining equations (662,455) yields a new equation:
% 65.85/30.81  																																																				| (616) e2 = e1
% 65.85/30.81  																																																				|
% 65.85/30.81  																																																				| Simplifying 616 yields:
% 65.85/30.81  																																																				| (617) e2 = e1
% 65.85/30.81  																																																				|
% 65.85/30.81  																																																				| Combining equations (617,330) yields a new equation:
% 65.85/30.81  																																																				| (546) e1 = e0
% 65.85/30.81  																																																				|
% 65.85/30.81  																																																				| Simplifying 546 yields:
% 65.85/30.81  																																																				| (431) e1 = e0
% 65.85/30.81  																																																				|
% 65.85/30.81  																																																				| Equations (431) can reduce 233 to:
% 65.85/30.81  																																																				| (266) $false
% 65.85/30.81  																																																				|
% 65.85/30.81  																																																				|-The branch is then unsatisfiable
% 65.85/30.81  																																																			|-Branch two:
% 65.85/30.81  																																																			| (748)  ~ (unit = e1)
% 65.85/30.81  																																																			| (749) unit = e3
% 65.85/30.81  																																																			|
% 65.85/30.81  																																																				| From (749) and (244) follows:
% 65.85/30.81  																																																				| (750) op(e3, e4) = e4
% 65.85/30.81  																																																				|
% 65.85/30.81  																																																				| From (749) and (15) follows:
% 65.85/30.81  																																																				| (751) op(e3, e2) = e2
% 65.85/30.81  																																																				|
% 65.85/30.81  																																																				| From (749) and (40) follows:
% 65.85/30.81  																																																				| (3715) op(e3, e3) = e3
% 65.85/30.81  																																																				|
% 65.85/30.81  																																																				| From (749) and (42) follows:
% 65.85/30.81  																																																				| (752) op(e0, e3) = e0
% 65.85/30.81  																																																				|
% 65.85/30.81  																																																				| Instantiating formula (29) with e3, e4, e4, e2 and discharging atoms op(e3, e4) = e4, op(e3, e4) = e2, yields:
% 65.85/30.81  																																																				| (323) e4 = e2
% 65.85/30.81  																																																				|
% 65.85/30.81  																																																				| Instantiating formula (29) with e3, e3, e3, e4 and discharging atoms op(e3, e3) = e4, op(e3, e3) = e3, yields:
% 65.85/30.81  																																																				| (425) e4 = e3
% 65.85/30.81  																																																				|
% 65.85/30.81  																																																				| Instantiating formula (29) with e3, e2, e2, e1 and discharging atoms op(e3, e2) = e2, op(e3, e2) = e1, yields:
% 65.85/30.81  																																																				| (617) e2 = e1
% 65.85/30.81  																																																				|
% 65.85/30.81  																																																				| Instantiating formula (29) with e0, e3, e0, e3 and discharging atoms op(e0, e3) = e3, op(e0, e3) = e0, yields:
% 65.85/30.81  																																																				| (676) e3 = e0
% 65.85/30.81  																																																				|
% 65.85/30.81  																																																				| Combining equations (323,425) yields a new equation:
% 65.85/30.81  																																																				| (662) e3 = e2
% 65.85/30.81  																																																				|
% 65.85/30.81  																																																				| Combining equations (662,676) yields a new equation:
% 65.85/30.81  																																																				| (391) e2 = e0
% 65.85/30.81  																																																				|
% 65.85/30.81  																																																				| Simplifying 391 yields:
% 65.85/30.81  																																																				| (330) e2 = e0
% 65.85/30.81  																																																				|
% 65.85/30.81  																																																				| Combining equations (617,330) yields a new equation:
% 65.85/30.81  																																																				| (546) e1 = e0
% 65.85/30.81  																																																				|
% 65.85/30.81  																																																				| Simplifying 546 yields:
% 65.85/30.81  																																																				| (431) e1 = e0
% 65.85/30.81  																																																				|
% 65.85/30.81  																																																				| Equations (431) can reduce 233 to:
% 65.85/30.81  																																																				| (266) $false
% 65.85/30.81  																																																				|
% 65.85/30.81  																																																				|-The branch is then unsatisfiable
% 65.85/30.81  																																															|-Branch two:
% 65.85/30.81  																																															| (1401)  ~ (all_0_40_40 = e0)
% 65.85/30.81  																																															| (1748) all_0_44_44 = e0 | all_0_49_49 = e0 | all_0_58_58 = e0
% 65.85/30.81  																																															|
% 65.85/30.81  																																																+-Applying beta-rule and splitting (316), into two cases.
% 65.85/30.81  																																																|-Branch one:
% 65.85/30.81  																																																| (1378) all_0_40_40 = e4
% 65.85/30.81  																																																|
% 65.85/30.81  																																																	| Equations (1378) can reduce 447 to:
% 65.85/30.81  																																																	| (266) $false
% 65.85/30.81  																																																	|
% 65.85/30.81  																																																	|-The branch is then unsatisfiable
% 65.85/30.81  																																																|-Branch two:
% 65.85/30.81  																																																| (447)  ~ (all_0_40_40 = e4)
% 65.85/30.81  																																																| (485) all_0_40_40 = e0
% 65.85/30.81  																																																|
% 65.85/30.81  																																																	| Equations (485) can reduce 1401 to:
% 65.85/30.81  																																																	| (266) $false
% 65.85/30.81  																																																	|
% 65.85/30.81  																																																	|-The branch is then unsatisfiable
% 65.85/30.81  																																														|-Branch two:
% 65.85/30.81  																																														| (256)  ~ (all_0_49_49 = e4)
% 65.85/30.81  																																														| (8013) all_0_53_53 = e4 | all_0_58_58 = e4
% 65.85/30.81  																																														|
% 65.85/30.81  																																															+-Applying beta-rule and splitting (8013), into two cases.
% 65.85/30.81  																																															|-Branch one:
% 65.85/30.81  																																															| (1298) all_0_53_53 = e4
% 65.85/30.81  																																															|
% 65.85/30.81  																																																| Combining equations (607,1298) yields a new equation:
% 65.85/30.81  																																																| (323) e4 = e2
% 65.85/30.81  																																																|
% 65.85/30.81  																																																| Equations (323) can reduce 48 to:
% 65.85/30.81  																																																| (266) $false
% 65.85/30.81  																																																|
% 65.85/30.81  																																																|-The branch is then unsatisfiable
% 65.85/30.81  																																															|-Branch two:
% 65.85/30.81  																																															| (1453)  ~ (all_0_53_53 = e4)
% 65.85/30.81  																																															| (910) all_0_58_58 = e4
% 65.85/30.81  																																															|
% 65.85/30.81  																																																| Combining equations (910,918) yields a new equation:
% 65.85/30.81  																																																| (636) e4 = e1
% 65.85/30.81  																																																|
% 65.85/30.81  																																																| Simplifying 636 yields:
% 65.85/30.81  																																																| (630) e4 = e1
% 65.85/30.81  																																																|
% 65.85/30.81  																																																| Equations (630) can reduce 110 to:
% 65.85/30.81  																																																| (266) $false
% 65.85/30.81  																																																|
% 65.85/30.81  																																																|-The branch is then unsatisfiable
% 65.85/30.81  																																										|-Branch two:
% 65.85/30.81  																																										| (270)  ~ (all_0_55_55 = e3)
% 65.85/30.81  																																										| (62557) all_0_56_56 = e3 | all_0_58_58 = e3
% 65.85/30.81  																																										|
% 65.85/30.81  																																											+-Applying beta-rule and splitting (633), into two cases.
% 65.85/30.81  																																											|-Branch one:
% 65.85/30.81  																																											| (1569) all_0_56_56 = e1
% 65.85/30.81  																																											|
% 65.85/30.81  																																												| Combining equations (679,1569) yields a new equation:
% 65.85/30.81  																																												| (431) e1 = e0
% 65.85/30.81  																																												|
% 65.85/30.81  																																												| Equations (431) can reduce 233 to:
% 65.85/30.81  																																												| (266) $false
% 65.85/30.81  																																												|
% 65.85/30.81  																																												|-The branch is then unsatisfiable
% 65.85/30.81  																																											|-Branch two:
% 65.85/30.81  																																											| (466)  ~ (all_0_56_56 = e1)
% 65.85/30.81  																																											| (1574) all_0_57_57 = e1 | all_0_58_58 = e1
% 65.85/30.81  																																											|
% 65.85/30.81  																																												+-Applying beta-rule and splitting (2051), into two cases.
% 65.85/30.81  																																												|-Branch one:
% 65.85/30.81  																																												| (587) all_0_55_55 = e4
% 65.85/30.81  																																												|
% 65.85/30.81  																																													| Equations (587) can reduce 763 to:
% 65.85/30.81  																																													| (266) $false
% 65.85/30.81  																																													|
% 65.85/30.81  																																													|-The branch is then unsatisfiable
% 65.85/30.81  																																												|-Branch two:
% 65.85/30.81  																																												| (763)  ~ (all_0_55_55 = e4)
% 65.85/30.81  																																												| (2055) all_0_55_55 = e3 | all_0_55_55 = e1 | all_0_55_55 = e0
% 65.85/30.81  																																												|
% 65.85/30.81  																																													+-Applying beta-rule and splitting (1574), into two cases.
% 65.85/30.81  																																													|-Branch one:
% 65.85/30.81  																																													| (647) all_0_57_57 = e1
% 65.85/30.81  																																													|
% 65.85/30.81  																																														| Combining equations (647,442) yields a new equation:
% 65.85/30.81  																																														| (617) e2 = e1
% 65.85/30.81  																																														|
% 65.85/30.81  																																														| Equations (617) can reduce 122 to:
% 65.85/30.81  																																														| (266) $false
% 65.85/30.81  																																														|
% 65.85/30.81  																																														|-The branch is then unsatisfiable
% 65.85/30.81  																																													|-Branch two:
% 65.85/30.81  																																													| (1670)  ~ (all_0_57_57 = e1)
% 65.85/30.81  																																													| (918) all_0_58_58 = e1
% 65.85/30.81  																																													|
% 65.85/30.81  																																														| Equations (918) can reduce 3 to:
% 65.85/30.81  																																														| (632)  ~ (all_0_55_55 = e1)
% 65.85/30.81  																																														|
% 65.85/30.81  																																														+-Applying beta-rule and splitting (2055), into two cases.
% 65.85/30.81  																																														|-Branch one:
% 65.85/30.81  																																														| (858) all_0_55_55 = e0
% 65.85/30.81  																																														|
% 65.85/30.81  																																															| Equations (858) can reduce 803 to:
% 65.85/30.81  																																															| (266) $false
% 65.85/30.81  																																															|
% 65.85/30.81  																																															|-The branch is then unsatisfiable
% 65.85/30.81  																																														|-Branch two:
% 65.85/30.81  																																														| (803)  ~ (all_0_55_55 = e0)
% 65.85/30.81  																																														| (2315) all_0_55_55 = e3 | all_0_55_55 = e1
% 65.85/30.81  																																														|
% 65.85/30.81  																																															+-Applying beta-rule and splitting (2315), into two cases.
% 65.85/30.81  																																															|-Branch one:
% 65.85/30.81  																																															| (629) all_0_55_55 = e1
% 65.85/30.81  																																															|
% 65.85/30.81  																																																| Equations (629) can reduce 632 to:
% 65.85/30.81  																																																| (266) $false
% 65.85/30.81  																																																|
% 65.85/30.81  																																																|-The branch is then unsatisfiable
% 65.85/30.81  																																															|-Branch two:
% 65.85/30.81  																																															| (632)  ~ (all_0_55_55 = e1)
% 65.85/30.81  																																															| (2336) all_0_55_55 = e3
% 65.85/30.81  																																															|
% 65.85/30.81  																																																| Equations (2336) can reduce 270 to:
% 65.85/30.81  																																																| (266) $false
% 65.85/30.81  																																																|
% 65.85/30.81  																																																|-The branch is then unsatisfiable
% 65.85/30.81  																																					|-Branch two:
% 65.85/30.81  																																					| (1380)  ~ (all_0_42_42 = e1)
% 65.85/30.81  																																					| (3259) all_0_47_47 = e1 | all_0_51_51 = e1 | all_0_56_56 = e1
% 65.85/30.81  																																					|
% 65.85/30.81  																																						+-Applying beta-rule and splitting (1969), into two cases.
% 65.85/30.81  																																						|-Branch one:
% 65.85/30.81  																																						| (559) all_0_42_42 = e0
% 65.85/30.81  																																						|
% 65.85/30.81  																																							| Equations (559) can reduce 358 to:
% 65.85/30.81  																																							| (266) $false
% 65.85/30.81  																																							|
% 65.85/30.81  																																							|-The branch is then unsatisfiable
% 65.85/30.81  																																						|-Branch two:
% 65.85/30.81  																																						| (358)  ~ (all_0_42_42 = e0)
% 65.85/30.81  																																						| (2510) all_0_42_42 = e3 | all_0_42_42 = e1
% 65.85/30.81  																																						|
% 65.85/30.81  																																							+-Applying beta-rule and splitting (2510), into two cases.
% 65.85/30.81  																																							|-Branch one:
% 65.85/30.81  																																							| (459) all_0_42_42 = e1
% 65.85/30.81  																																							|
% 65.85/30.81  																																								| Equations (459) can reduce 1380 to:
% 65.85/30.81  																																								| (266) $false
% 65.85/30.81  																																								|
% 65.85/30.81  																																								|-The branch is then unsatisfiable
% 65.85/30.81  																																							|-Branch two:
% 65.85/30.81  																																							| (1380)  ~ (all_0_42_42 = e1)
% 65.85/30.81  																																							| (516) all_0_42_42 = e3
% 65.85/30.81  																																							|
% 65.85/30.81  																																								| Equations (516) can reduce 405 to:
% 65.85/30.81  																																								| (266) $false
% 65.85/30.81  																																								|
% 65.85/30.81  																																								|-The branch is then unsatisfiable
% 65.85/30.81  																																	|-Branch two:
% 65.85/30.81  																																	| (1377)  ~ (all_0_39_39 = e4)
% 65.85/30.81  																																	| (2115) all_0_42_42 = e4 | all_0_47_47 = e4 | all_0_51_51 = e4 | all_0_56_56 = e4
% 65.85/30.81  																																	|
% 65.85/30.81  																																		+-Applying beta-rule and splitting (2115), into two cases.
% 65.85/30.81  																																		|-Branch one:
% 65.85/30.81  																																		| (1392) all_0_42_42 = e4
% 65.85/30.81  																																		|
% 65.85/30.81  																																			| Equations (1392) can reduce 1890 to:
% 65.85/30.81  																																			| (266) $false
% 65.85/30.81  																																			|
% 65.85/30.81  																																			|-The branch is then unsatisfiable
% 65.85/30.81  																																		|-Branch two:
% 65.85/30.81  																																		| (1890)  ~ (all_0_42_42 = e4)
% 65.85/30.81  																																		| (2246) all_0_47_47 = e4 | all_0_51_51 = e4 | all_0_56_56 = e4
% 65.85/30.81  																																		|
% 65.85/30.81  																																			+-Applying beta-rule and splitting (2246), into two cases.
% 65.85/30.81  																																			|-Branch one:
% 65.85/30.81  																																			| (1790) all_0_47_47 = e4
% 65.85/30.81  																																			|
% 65.85/30.81  																																				| Combining equations (1105,1790) yields a new equation:
% 65.85/30.81  																																				| (323) e4 = e2
% 65.85/30.81  																																				|
% 65.85/30.81  																																				| Equations (323) can reduce 48 to:
% 65.85/30.81  																																				| (266) $false
% 65.85/30.81  																																				|
% 65.85/30.81  																																				|-The branch is then unsatisfiable
% 65.85/30.81  																																			|-Branch two:
% 65.85/30.81  																																			| (252)  ~ (all_0_47_47 = e4)
% 65.85/30.81  																																			| (6548) all_0_51_51 = e4 | all_0_56_56 = e4
% 65.85/30.81  																																			|
% 65.85/30.81  																																				+-Applying beta-rule and splitting (6548), into two cases.
% 65.85/30.81  																																				|-Branch one:
% 65.85/30.81  																																				| (1101) all_0_51_51 = e4
% 65.85/30.81  																																				|
% 65.85/30.81  																																					| Combining equations (660,1101) yields a new equation:
% 65.85/30.81  																																					| (425) e4 = e3
% 65.85/30.81  																																					|
% 65.85/30.81  																																					| Equations (425) can reduce 188 to:
% 65.85/30.81  																																					| (266) $false
% 65.85/30.81  																																					|
% 65.85/30.81  																																					|-The branch is then unsatisfiable
% 65.85/30.81  																																				|-Branch two:
% 65.85/30.81  																																				| (475)  ~ (all_0_51_51 = e4)
% 65.85/30.81  																																				| (842) all_0_56_56 = e4
% 65.85/30.81  																																				|
% 65.85/30.81  																																					| Equations (842) can reduce 477 to:
% 65.85/30.81  																																					| (266) $false
% 65.85/30.81  																																					|
% 65.85/30.81  																																					|-The branch is then unsatisfiable
% 65.85/30.82  																														|-Branch two:
% 65.85/30.82  																														| (440)  ~ (all_0_41_41 = e4)
% 65.85/30.82  																														| (4049) all_0_41_41 = e3 | all_0_41_41 = e1 | all_0_41_41 = e0
% 65.85/30.82  																														|
% 65.85/30.82  																															+-Applying beta-rule and splitting (4049), into two cases.
% 65.85/30.82  																															|-Branch one:
% 65.85/30.82  																															| (794) all_0_41_41 = e0
% 65.85/30.82  																															|
% 65.85/30.82  																																| Equations (794) can reduce 357 to:
% 65.85/30.82  																																| (266) $false
% 65.85/30.82  																																|
% 65.85/30.82  																																|-The branch is then unsatisfiable
% 65.85/30.82  																															|-Branch two:
% 65.85/30.82  																															| (357)  ~ (all_0_41_41 = e0)
% 65.85/30.82  																															| (4053) all_0_41_41 = e3 | all_0_41_41 = e1
% 65.85/30.82  																															|
% 65.85/30.82  																																+-Applying beta-rule and splitting (103), into two cases.
% 65.85/30.82  																																|-Branch one:
% 65.85/30.82  																																| (453) all_0_41_41 = e1
% 65.85/30.82  																																|
% 65.85/30.82  																																	| Equations (453) can reduce 457 to:
% 65.85/30.82  																																	| (266) $false
% 65.85/30.82  																																	|
% 65.85/30.82  																																	|-The branch is then unsatisfiable
% 65.85/30.82  																																|-Branch two:
% 65.85/30.82  																																| (457)  ~ (all_0_41_41 = e1)
% 65.85/30.82  																																| (458) all_0_42_42 = e1 | all_0_43_43 = e1 | all_0_44_44 = e1
% 65.85/30.82  																																|
% 65.85/30.82  																																	+-Applying beta-rule and splitting (4053), into two cases.
% 65.85/30.82  																																	|-Branch one:
% 65.85/30.82  																																	| (453) all_0_41_41 = e1
% 65.85/30.82  																																	|
% 65.85/30.82  																																		| Equations (453) can reduce 457 to:
% 65.85/30.82  																																		| (266) $false
% 65.85/30.82  																																		|
% 65.85/30.82  																																		|-The branch is then unsatisfiable
% 65.85/30.82  																																	|-Branch two:
% 65.85/30.82  																																	| (457)  ~ (all_0_41_41 = e1)
% 65.85/30.82  																																	| (403) all_0_41_41 = e3
% 65.85/30.82  																																	|
% 65.85/30.82  																																		| Equations (403) can reduce 1898 to:
% 65.85/30.82  																																		| (266) $false
% 65.85/30.82  																																		|
% 65.85/30.82  																																		|-The branch is then unsatisfiable
% 65.85/30.82  																											|-Branch two:
% 65.85/30.82  																											| (664)  ~ (all_0_51_51 = e3)
% 65.85/30.82  																											| (665) all_0_53_53 = e3
% 65.85/30.82  																											|
% 65.85/30.82  																												| Combining equations (665,607) yields a new equation:
% 65.85/30.82  																												| (661) e3 = e2
% 65.85/30.82  																												|
% 65.85/30.82  																												| Simplifying 661 yields:
% 65.85/30.82  																												| (662) e3 = e2
% 65.85/30.82  																												|
% 65.85/30.82  																												| Equations (662) can reduce 212 to:
% 65.85/30.82  																												| (266) $false
% 65.85/30.82  																												|
% 65.85/30.82  																												|-The branch is then unsatisfiable
% 65.85/30.82  																										|-Branch two:
% 65.85/30.82  																										| (338)  ~ (all_0_47_47 = e2)
% 65.85/30.82  																										| (1108) all_0_51_51 = e2 | all_0_56_56 = e2
% 65.85/30.82  																										|
% 65.85/30.82  																											+-Applying beta-rule and splitting (1108), into two cases.
% 65.85/30.82  																											|-Branch one:
% 65.85/30.82  																											| (504) all_0_51_51 = e2
% 65.85/30.82  																											|
% 65.85/30.82  																												| Equations (504) can reduce 1099 to:
% 65.85/30.82  																												| (266) $false
% 65.85/30.82  																												|
% 65.85/30.82  																												|-The branch is then unsatisfiable
% 65.85/30.82  																											|-Branch two:
% 65.85/30.82  																											| (1099)  ~ (all_0_51_51 = e2)
% 65.85/30.82  																											| (833) all_0_56_56 = e2
% 65.85/30.82  																											|
% 65.85/30.82  																												| Equations (833) can reduce 511 to:
% 65.85/30.82  																												| (266) $false
% 65.85/30.82  																												|
% 65.85/30.82  																												|-The branch is then unsatisfiable
% 65.85/30.82  																								|-Branch two:
% 65.85/30.82  																								| (509)  ~ (all_0_53_53 = e2)
% 65.85/30.82  																								| (610) all_0_53_53 = e4 | all_0_53_53 = e3 | all_0_53_53 = e1
% 65.85/30.82  																								|
% 65.85/30.82  																									+-Applying beta-rule and splitting (377), into two cases.
% 65.85/30.82  																									|-Branch one:
% 65.85/30.82  																									| (583) all_0_49_49 = e2
% 65.85/30.82  																									|
% 65.85/30.82  																										| Equations (583) can reduce 200 to:
% 65.85/30.82  																										| (296)  ~ (all_0_40_40 = e2)
% 65.85/30.82  																										|
% 65.85/30.82  																										| Equations (583) can reduce 9 to:
% 65.85/30.82  																										| (147)  ~ (all_0_44_44 = e2)
% 65.85/30.82  																										|
% 65.85/30.82  																										| Equations (583) can reduce 208 to:
% 65.85/30.82  																										| (300)  ~ (all_0_46_46 = e2)
% 65.85/30.82  																										|
% 65.85/30.82  																										| Equations (583) can reduce 86 to:
% 65.85/30.82  																										| (338)  ~ (all_0_47_47 = e2)
% 65.85/30.82  																										|
% 65.85/30.82  																										| Equations (583) can reduce 119 to:
% 65.85/30.82  																										| (1186)  ~ (all_0_58_58 = e2)
% 65.85/30.82  																										|
% 65.85/30.82  																										| Simplifying 1186 yields:
% 65.85/30.82  																										| (908)  ~ (all_0_58_58 = e2)
% 65.85/30.82  																										|
% 65.85/30.82  																										| Equations (583) can reduce 525 to:
% 65.85/30.82  																										| (626)  ~ (e3 = e2)
% 65.85/30.82  																										|
% 65.85/30.82  																										| Simplifying 626 yields:
% 65.85/30.82  																										| (212)  ~ (e3 = e2)
% 65.85/30.82  																										|
% 65.85/30.82  																										| From (583) and (55) follows:
% 65.85/30.82  																										| (727) op(e2, e0) = e2
% 65.85/30.82  																										|
% 65.85/30.82  																										+-Applying beta-rule and splitting (385), into two cases.
% 65.85/30.82  																										|-Branch one:
% 65.85/30.82  																										| (1105) all_0_47_47 = e2
% 65.85/30.82  																										|
% 65.85/30.82  																											| Equations (1105) can reduce 338 to:
% 65.85/30.82  																											| (266) $false
% 65.85/30.82  																											|
% 65.85/30.82  																											|-The branch is then unsatisfiable
% 65.85/30.82  																										|-Branch two:
% 65.85/30.82  																										| (338)  ~ (all_0_47_47 = e2)
% 65.85/30.82  																										| (1108) all_0_51_51 = e2 | all_0_56_56 = e2
% 65.85/30.82  																										|
% 65.85/30.82  																											+-Applying beta-rule and splitting (1108), into two cases.
% 65.85/30.82  																											|-Branch one:
% 65.85/30.82  																											| (504) all_0_51_51 = e2
% 65.85/30.82  																											|
% 65.85/30.82  																												| Equations (504) can reduce 139 to:
% 65.85/30.82  																												| (294)  ~ (all_0_39_39 = e2)
% 65.85/30.82  																												|
% 65.85/30.82  																												| Equations (504) can reduce 61 to:
% 65.85/30.82  																												| (51)  ~ (all_0_42_42 = e2)
% 65.85/30.82  																												|
% 65.85/30.82  																												| Equations (504) can reduce 224 to:
% 65.85/30.82  																												| (338)  ~ (all_0_47_47 = e2)
% 65.85/30.82  																												|
% 65.85/30.82  																												| Equations (504) can reduce 16 to:
% 65.85/30.82  																												| (510)  ~ (all_0_56_56 = e2)
% 65.85/30.82  																												|
% 65.85/30.82  																												| Simplifying 510 yields:
% 65.85/30.82  																												| (511)  ~ (all_0_56_56 = e2)
% 65.85/30.82  																												|
% 65.85/30.82  																												| Equations (504) can reduce 475 to:
% 65.85/30.82  																												| (327)  ~ (e4 = e2)
% 65.85/30.82  																												|
% 65.85/30.82  																												| Simplifying 327 yields:
% 65.85/30.82  																												| (48)  ~ (e4 = e2)
% 65.85/30.82  																												|
% 65.85/30.82  																												| Equations (504) can reduce 464 to:
% 65.85/30.82  																												| (122)  ~ (e2 = e1)
% 65.85/30.82  																												|
% 65.85/30.82  																												| Equations (504) can reduce 115 to:
% 65.85/30.82  																												| (128)  ~ (e2 = e0)
% 65.85/30.82  																												|
% 65.85/30.82  																												| From (504) and (186) follows:
% 65.85/30.82  																												| (515) op(e1, e2) = e2
% 65.85/30.82  																												|
% 65.85/30.82  																												+-Applying beta-rule and splitting (418), into two cases.
% 65.85/30.82  																												|-Branch one:
% 65.85/30.82  																												| (660) all_0_51_51 = e3
% 65.85/30.82  																												|
% 65.85/30.82  																													| Combining equations (504,660) yields a new equation:
% 65.85/30.82  																													| (662) e3 = e2
% 65.85/30.82  																													|
% 65.85/30.82  																													| Equations (662) can reduce 212 to:
% 65.85/30.82  																													| (266) $false
% 65.85/30.82  																													|
% 65.85/30.82  																													|-The branch is then unsatisfiable
% 65.85/30.82  																												|-Branch two:
% 65.85/30.82  																												| (664)  ~ (all_0_51_51 = e3)
% 65.85/30.82  																												| (665) all_0_53_53 = e3
% 65.85/30.82  																												|
% 65.85/30.82  																													| Equations (665) can reduce 162 to:
% 65.85/30.82  																													| (2)  ~ (all_0_40_40 = e3)
% 65.85/30.82  																													|
% 65.85/30.82  																													| Equations (665) can reduce 220 to:
% 65.85/30.82  																													| (407)  ~ (all_0_44_44 = e3)
% 65.85/30.82  																													|
% 65.85/30.82  																													| Equations (665) can reduce 10 to:
% 65.85/30.82  																													| (275)  ~ (all_0_58_58 = e3)
% 65.85/30.82  																													|
% 65.85/30.82  																													| Simplifying 275 yields:
% 65.85/30.82  																													| (276)  ~ (all_0_58_58 = e3)
% 65.85/30.82  																													|
% 65.85/30.82  																													| Equations (665) can reduce 1453 to:
% 65.85/30.82  																													| (277)  ~ (e4 = e3)
% 65.85/30.82  																													|
% 65.85/30.82  																													| Simplifying 277 yields:
% 65.85/30.82  																													| (188)  ~ (e4 = e3)
% 65.85/30.82  																													|
% 65.85/30.82  																													| Equations (665) can reduce 1459 to:
% 65.85/30.82  																													| (213)  ~ (e3 = e1)
% 65.85/30.82  																													|
% 65.85/30.82  																													+-Applying beta-rule and splitting (113), into two cases.
% 65.85/30.82  																													|-Branch one:
% 65.85/30.82  																													| (403) all_0_41_41 = e3
% 65.85/30.82  																													|
% 65.85/30.82  																														| Equations (403) can reduce 191 to:
% 65.85/30.82  																														| (269)  ~ (all_0_55_55 = e3)
% 65.85/30.82  																														|
% 65.85/30.82  																														| Simplifying 269 yields:
% 65.85/30.82  																														| (270)  ~ (all_0_55_55 = e3)
% 65.85/30.82  																														|
% 65.85/30.82  																														| Equations (403) can reduce 457 to:
% 65.85/30.82  																														| (213)  ~ (e3 = e1)
% 65.85/30.82  																														|
% 65.85/30.82  																														+-Applying beta-rule and splitting (22), into two cases.
% 65.85/30.82  																														|-Branch one:
% 65.85/30.82  																														| (268) all_0_54_54 = e3
% 65.85/30.82  																														|
% 65.85/30.82  																															| Combining equations (268,265) yields a new equation:
% 65.85/30.82  																															| (425) e4 = e3
% 65.85/30.82  																															|
% 65.85/30.82  																															| Equations (425) can reduce 188 to:
% 65.85/30.82  																															| (266) $false
% 65.85/30.82  																															|
% 65.85/30.82  																															|-The branch is then unsatisfiable
% 65.85/30.82  																														|-Branch two:
% 65.85/30.82  																														| (60427)  ~ (all_0_54_54 = e3)
% 65.85/30.82  																														| (62553) all_0_55_55 = e3 | all_0_56_56 = e3 | all_0_58_58 = e3
% 65.85/30.82  																														|
% 65.85/30.82  																															+-Applying beta-rule and splitting (62553), into two cases.
% 65.85/30.82  																															|-Branch one:
% 65.85/30.82  																															| (2336) all_0_55_55 = e3
% 65.85/30.82  																															|
% 65.85/30.82  																																| Equations (2336) can reduce 270 to:
% 65.85/30.82  																																| (266) $false
% 65.85/30.82  																																|
% 65.85/30.82  																																|-The branch is then unsatisfiable
% 65.85/30.82  																															|-Branch two:
% 65.85/30.82  																															| (270)  ~ (all_0_55_55 = e3)
% 65.85/30.82  																															| (62557) all_0_56_56 = e3 | all_0_58_58 = e3
% 65.85/30.82  																															|
% 65.85/30.83  																																+-Applying beta-rule and splitting (62557), into two cases.
% 65.85/30.83  																																|-Branch one:
% 65.85/30.83  																																| (1097) all_0_56_56 = e3
% 65.85/30.83  																																|
% 65.85/30.83  																																	| Equations (1097) can reduce 154 to:
% 65.85/30.83  																																	| (246)  ~ (all_0_39_39 = e3)
% 65.85/30.83  																																	|
% 65.85/30.83  																																	| Equations (1097) can reduce 236 to:
% 65.85/30.83  																																	| (405)  ~ (all_0_42_42 = e3)
% 65.85/30.83  																																	|
% 65.85/30.83  																																	| Equations (1097) can reduce 44 to:
% 65.85/30.83  																																	| (275)  ~ (all_0_58_58 = e3)
% 65.85/30.83  																																	|
% 65.85/30.83  																																	| Simplifying 275 yields:
% 65.85/30.83  																																	| (276)  ~ (all_0_58_58 = e3)
% 65.85/30.83  																																	|
% 65.85/30.83  																																	| Equations (1097) can reduce 477 to:
% 65.85/30.83  																																	| (277)  ~ (e4 = e3)
% 65.85/30.83  																																	|
% 65.85/30.83  																																	| Simplifying 277 yields:
% 65.85/30.83  																																	| (188)  ~ (e4 = e3)
% 65.85/30.83  																																	|
% 65.85/30.83  																																	| From (1097) and (111) follows:
% 65.85/30.83  																																	| (65099) op(e0, e2) = e3
% 65.85/30.83  																																	|
% 65.85/30.83  																																	+-Applying beta-rule and splitting (131), into two cases.
% 65.85/30.83  																																	|-Branch one:
% 65.85/30.83  																																	| (459) all_0_42_42 = e1
% 65.85/30.83  																																	|
% 65.85/30.83  																																		| Equations (459) can reduce 145 to:
% 65.85/30.83  																																		| (151)  ~ (all_0_39_39 = e1)
% 65.85/30.83  																																		|
% 65.85/30.83  																																		| Equations (459) can reduce 73 to:
% 65.85/30.83  																																		| (4057)  ~ (all_0_44_44 = e1)
% 65.85/30.83  																																		|
% 65.85/30.83  																																		| Simplifying 4057 yields:
% 65.85/30.83  																																		| (639)  ~ (all_0_44_44 = e1)
% 65.85/30.83  																																		|
% 65.85/30.83  																																		| Equations (459) can reduce 405 to:
% 65.85/30.83  																																		| (467)  ~ (e3 = e1)
% 65.85/30.83  																																		|
% 65.85/30.83  																																		| Simplifying 467 yields:
% 65.85/30.83  																																		| (213)  ~ (e3 = e1)
% 65.85/30.83  																																		|
% 65.85/30.83  																																		| Equations (459) can reduce 51 to:
% 65.85/30.83  																																		| (604)  ~ (e2 = e1)
% 65.85/30.83  																																		|
% 65.85/30.83  																																		| Simplifying 604 yields:
% 65.85/30.83  																																		| (122)  ~ (e2 = e1)
% 65.85/30.83  																																		|
% 65.85/30.83  																																		| From (459) and (210) follows:
% 65.85/30.83  																																		| (470) op(e3, e2) = e1
% 65.85/30.83  																																		|
% 65.85/30.83  																																		+-Applying beta-rule and splitting (62), into two cases.
% 65.85/30.83  																																		|-Branch one:
% 65.85/30.83  																																		| (321) all_0_38_38 = e4
% 65.85/30.83  																																		|
% 65.85/30.83  																																			| Combining equations (321,292) yields a new equation:
% 65.85/30.83  																																			| (322) e4 = e2
% 65.85/30.83  																																			|
% 65.85/30.83  																																			| Simplifying 322 yields:
% 65.85/30.83  																																			| (323) e4 = e2
% 65.85/30.83  																																			|
% 65.85/30.83  																																			| Equations (323) can reduce 48 to:
% 65.85/30.83  																																			| (266) $false
% 65.85/30.83  																																			|
% 65.85/30.83  																																			|-The branch is then unsatisfiable
% 65.85/30.83  																																		|-Branch two:
% 65.85/30.83  																																		| (325)  ~ (all_0_38_38 = e4)
% 65.85/30.83  																																		| (582) all_0_41_41 = e4 | all_0_46_46 = e4 | all_0_50_50 = e4 | all_0_55_55 = e4
% 65.85/30.83  																																		|
% 65.85/30.83  																																			| Equations (292) can reduce 325 to:
% 65.85/30.83  																																			| (327)  ~ (e4 = e2)
% 65.85/30.83  																																			|
% 65.85/30.83  																																			| Simplifying 327 yields:
% 65.85/30.83  																																			| (48)  ~ (e4 = e2)
% 65.85/30.83  																																			|
% 65.85/30.83  																																			+-Applying beta-rule and splitting (26), into two cases.
% 65.85/30.83  																																			|-Branch one:
% 65.85/30.83  																																			| (446) all_0_44_44 = e4
% 65.85/30.83  																																			|
% 65.85/30.83  																																				| Equations (446) can reduce 143 to:
% 65.85/30.83  																																				| (447)  ~ (all_0_40_40 = e4)
% 65.85/30.83  																																				|
% 65.85/30.83  																																				| Equations (446) can reduce 181 to:
% 65.85/30.83  																																				| (450)  ~ (all_0_58_58 = e4)
% 65.85/30.83  																																				|
% 65.85/30.83  																																				| Simplifying 450 yields:
% 65.85/30.83  																																				| (451)  ~ (all_0_58_58 = e4)
% 65.85/30.83  																																				|
% 65.85/30.83  																																				| Equations (446) can reduce 639 to:
% 65.85/30.83  																																				| (110)  ~ (e4 = e1)
% 65.85/30.83  																																				|
% 65.85/30.83  																																				| From (446) and (138) follows:
% 65.85/30.83  																																				| (4646) op(e3, e0) = e4
% 65.85/30.83  																																				|
% 65.85/30.83  																																				+-Applying beta-rule and splitting (112), into two cases.
% 65.85/30.83  																																				|-Branch one:
% 65.85/30.83  																																				| (635) all_0_44_44 = e1
% 65.85/30.83  																																				|
% 65.85/30.83  																																					| Combining equations (635,446) yields a new equation:
% 65.85/30.83  																																					| (630) e4 = e1
% 65.85/30.83  																																					|
% 65.85/30.83  																																					| Equations (630) can reduce 110 to:
% 65.85/30.83  																																					| (266) $false
% 65.85/30.83  																																					|
% 65.85/30.83  																																					|-The branch is then unsatisfiable
% 65.85/30.83  																																				|-Branch two:
% 65.85/30.83  																																				| (639)  ~ (all_0_44_44 = e1)
% 65.85/30.83  																																				| (640) all_0_49_49 = e1 | all_0_53_53 = e1 | all_0_58_58 = e1
% 65.85/30.83  																																				|
% 65.85/30.83  																																					+-Applying beta-rule and splitting (216), into two cases.
% 65.85/30.83  																																					|-Branch one:
% 65.85/30.83  																																					| (629) all_0_55_55 = e1
% 65.85/30.83  																																					|
% 65.85/30.83  																																						| Equations (629) can reduce 632 to:
% 65.85/30.83  																																						| (266) $false
% 65.85/30.83  																																						|
% 65.85/30.83  																																						|-The branch is then unsatisfiable
% 65.85/30.83  																																					|-Branch two:
% 65.85/30.83  																																					| (632)  ~ (all_0_55_55 = e1)
% 65.85/30.83  																																					| (633) all_0_56_56 = e1 | all_0_57_57 = e1 | all_0_58_58 = e1
% 65.85/30.83  																																					|
% 65.85/30.83  																																						+-Applying beta-rule and splitting (326), into two cases.
% 65.85/30.83  																																						|-Branch one:
% 65.85/30.83  																																						| (471) all_0_39_39 = e4
% 65.85/30.83  																																						|
% 65.85/30.83  																																							| Equations (471) can reduce 176 to:
% 65.85/30.83  																																							| (7398)  ~ (all_0_40_40 = e4)
% 65.85/30.83  																																							|
% 65.85/30.83  																																							| Simplifying 7398 yields:
% 65.85/30.83  																																							| (447)  ~ (all_0_40_40 = e4)
% 65.85/30.83  																																							|
% 65.85/30.83  																																							| Equations (471) can reduce 79 to:
% 65.85/30.83  																																							| (251)  ~ (all_0_47_47 = e4)
% 65.85/30.83  																																							|
% 65.85/30.83  																																							| Simplifying 251 yields:
% 65.85/30.83  																																							| (252)  ~ (all_0_47_47 = e4)
% 65.85/30.83  																																							|
% 65.85/30.83  																																							| Equations (471) can reduce 246 to:
% 65.85/30.83  																																							| (188)  ~ (e4 = e3)
% 65.85/30.83  																																							|
% 65.85/30.83  																																							| Equations (471) can reduce 294 to:
% 65.85/30.83  																																							| (48)  ~ (e4 = e2)
% 65.85/30.83  																																							|
% 65.85/30.83  																																							| Equations (471) can reduce 151 to:
% 65.85/30.83  																																							| (110)  ~ (e4 = e1)
% 65.85/30.83  																																							|
% 65.85/30.83  																																							| From (471) and (14) follows:
% 65.85/30.83  																																							| (4284) op(e4, e2) = e4
% 65.85/30.83  																																							|
% 65.85/30.83  																																							+-Applying beta-rule and splitting (174), into two cases.
% 65.85/30.83  																																							|-Branch one:
% 65.85/30.83  																																							| (386) all_0_55_55 = e2
% 65.85/30.83  																																							|
% 65.85/30.83  																																								| Equations (386) can reduce 304 to:
% 65.85/30.83  																																								| (266) $false
% 65.85/30.83  																																								|
% 65.85/30.83  																																								|-The branch is then unsatisfiable
% 65.85/30.83  																																							|-Branch two:
% 65.85/30.83  																																							| (304)  ~ (all_0_55_55 = e2)
% 65.85/30.83  																																							| (2051) all_0_55_55 = e4 | all_0_55_55 = e3 | all_0_55_55 = e1 | all_0_55_55 = e0
% 65.85/30.83  																																							|
% 65.85/30.83  																																								+-Applying beta-rule and splitting (316), into two cases.
% 65.85/30.83  																																								|-Branch one:
% 65.85/30.83  																																								| (1378) all_0_40_40 = e4
% 65.85/30.83  																																								|
% 65.85/30.83  																																									| Equations (1378) can reduce 447 to:
% 65.85/30.83  																																									| (266) $false
% 65.85/30.83  																																									|
% 65.85/30.83  																																									|-The branch is then unsatisfiable
% 65.85/30.83  																																								|-Branch two:
% 65.85/30.83  																																								| (447)  ~ (all_0_40_40 = e4)
% 65.85/30.83  																																								| (485) all_0_40_40 = e0
% 65.85/30.83  																																								|
% 65.85/30.83  																																									| Equations (485) can reduce 178 to:
% 65.85/30.83  																																									| (490)  ~ (all_0_58_58 = e0)
% 65.85/30.83  																																									|
% 65.85/30.83  																																									| Simplifying 490 yields:
% 65.85/30.83  																																									| (491)  ~ (all_0_58_58 = e0)
% 65.85/30.83  																																									|
% 65.85/30.83  																																									| Equations (485) can reduce 2 to:
% 65.85/30.83  																																									| (541)  ~ (e3 = e0)
% 65.85/30.83  																																									|
% 65.85/30.83  																																									| Simplifying 541 yields:
% 65.85/30.83  																																									| (80)  ~ (e3 = e0)
% 65.85/30.83  																																									|
% 65.85/30.83  																																									| Equations (485) can reduce 296 to:
% 65.85/30.83  																																									| (365)  ~ (e2 = e0)
% 65.85/30.83  																																									|
% 65.85/30.83  																																									| Simplifying 365 yields:
% 65.85/30.83  																																									| (128)  ~ (e2 = e0)
% 65.85/30.83  																																									|
% 65.85/30.83  																																									| From (485) and (234) follows:
% 65.85/30.83  																																									| (3072) op(e4, e0) = e0
% 65.85/30.83  																																									|
% 65.85/30.83  																																									+-Applying beta-rule and splitting (125), into two cases.
% 65.85/30.83  																																									|-Branch one:
% 65.85/30.83  																																									| (858) all_0_55_55 = e0
% 65.85/30.83  																																									|
% 65.85/30.83  																																										| Equations (858) can reduce 58 to:
% 65.85/30.83  																																										| (831)  ~ (all_0_46_46 = e0)
% 65.85/30.83  																																										|
% 65.85/30.83  																																										| Equations (858) can reduce 3 to:
% 65.85/30.83  																																										| (490)  ~ (all_0_58_58 = e0)
% 65.85/30.83  																																										|
% 65.85/30.83  																																										| Simplifying 490 yields:
% 65.85/30.83  																																										| (491)  ~ (all_0_58_58 = e0)
% 65.85/30.83  																																										|
% 65.85/30.83  																																										| Equations (858) can reduce 304 to:
% 65.85/30.83  																																										| (365)  ~ (e2 = e0)
% 65.85/30.83  																																										|
% 65.85/30.83  																																										| Simplifying 365 yields:
% 65.85/30.83  																																										| (128)  ~ (e2 = e0)
% 65.85/30.83  																																										|
% 65.85/30.83  																																										| Equations (858) can reduce 632 to:
% 65.85/30.83  																																										| (435)  ~ (e1 = e0)
% 65.85/30.83  																																										|
% 65.85/30.83  																																										| Simplifying 435 yields:
% 65.85/30.83  																																										| (233)  ~ (e1 = e0)
% 65.85/30.83  																																										|
% 65.85/30.83  																																										+-Applying beta-rule and splitting (184), into two cases.
% 65.85/30.83  																																										|-Branch one:
% 65.85/30.83  																																										| (538) all_0_46_46 = e0
% 65.85/30.83  																																										|
% 65.85/30.83  																																											| Equations (538) can reduce 831 to:
% 65.85/30.83  																																											| (266) $false
% 65.85/30.83  																																											|
% 65.85/30.83  																																											|-The branch is then unsatisfiable
% 65.85/30.83  																																										|-Branch two:
% 65.85/30.83  																																										| (831)  ~ (all_0_46_46 = e0)
% 65.85/30.83  																																										| (832) all_0_47_47 = e0 | all_0_48_48 = e0 | all_0_49_49 = e0
% 65.85/30.83  																																										|
% 65.85/30.83  																																											+-Applying beta-rule and splitting (108), into two cases.
% 65.85/30.83  																																											|-Branch one:
% 65.85/30.83  																																											| (624) all_0_58_58 = e2
% 65.85/30.83  																																											|
% 65.85/30.83  																																												| Equations (624) can reduce 908 to:
% 65.85/30.83  																																												| (266) $false
% 65.85/30.83  																																												|
% 65.85/30.83  																																												|-The branch is then unsatisfiable
% 65.85/30.83  																																											|-Branch two:
% 65.85/30.83  																																											| (908)  ~ (all_0_58_58 = e2)
% 65.85/30.83  																																											| (909) all_0_58_58 = e4 | all_0_58_58 = e3 | all_0_58_58 = e1 | all_0_58_58 = e0
% 65.85/30.83  																																											|
% 65.85/30.83  																																												+-Applying beta-rule and splitting (123), into two cases.
% 65.85/30.83  																																												|-Branch one:
% 65.85/30.83  																																												| (1794) all_0_46_46 = e2
% 65.85/30.83  																																												|
% 65.85/30.83  																																													| Equations (1794) can reduce 300 to:
% 65.85/30.83  																																													| (266) $false
% 65.85/30.83  																																													|
% 65.85/30.83  																																													|-The branch is then unsatisfiable
% 65.85/30.83  																																												|-Branch two:
% 65.85/30.83  																																												| (300)  ~ (all_0_46_46 = e2)
% 65.85/30.83  																																												| (1797) all_0_46_46 = e4 | all_0_46_46 = e3 | all_0_46_46 = e1 | all_0_46_46 = e0
% 65.85/30.83  																																												|
% 65.85/30.83  																																													+-Applying beta-rule and splitting (909), into two cases.
% 65.85/30.83  																																													|-Branch one:
% 65.85/30.83  																																													| (910) all_0_58_58 = e4
% 65.85/30.83  																																													|
% 65.85/30.83  																																														| Equations (910) can reduce 451 to:
% 65.85/30.83  																																														| (266) $false
% 65.85/30.83  																																														|
% 65.85/30.83  																																														|-The branch is then unsatisfiable
% 65.85/30.83  																																													|-Branch two:
% 65.85/30.83  																																													| (451)  ~ (all_0_58_58 = e4)
% 65.85/30.83  																																													| (913) all_0_58_58 = e3 | all_0_58_58 = e1 | all_0_58_58 = e0
% 65.85/30.83  																																													|
% 65.85/30.83  																																														+-Applying beta-rule and splitting (206), into two cases.
% 65.85/30.83  																																														|-Branch one:
% 65.85/30.83  																																														| (248) all_0_45_45 = e4
% 65.85/30.83  																																														|
% 65.85/30.83  																																															| Combining equations (248,423) yields a new equation:
% 65.85/30.83  																																															| (424) e4 = e3
% 65.85/30.83  																																															|
% 65.85/30.83  																																															| Simplifying 424 yields:
% 65.85/30.83  																																															| (425) e4 = e3
% 65.85/30.83  																																															|
% 65.85/30.83  																																															| Equations (425) can reduce 188 to:
% 65.85/30.83  																																															| (266) $false
% 65.85/30.83  																																															|
% 65.85/30.83  																																															|-The branch is then unsatisfiable
% 65.85/30.83  																																														|-Branch two:
% 65.85/30.83  																																														| (60416)  ~ (all_0_45_45 = e4)
% 65.91/30.83  																																														| (61457) all_0_46_46 = e4 | all_0_47_47 = e4 | all_0_48_48 = e4 | all_0_49_49 = e4
% 65.91/30.83  																																														|
% 65.91/30.83  																																															+-Applying beta-rule and splitting (913), into two cases.
% 65.91/30.83  																																															|-Branch one:
% 65.91/30.83  																																															| (914) all_0_58_58 = e0
% 65.91/30.83  																																															|
% 65.91/30.83  																																																| Equations (914) can reduce 491 to:
% 65.91/30.83  																																																| (266) $false
% 65.91/30.83  																																																|
% 65.91/30.83  																																																|-The branch is then unsatisfiable
% 65.91/30.83  																																															|-Branch two:
% 65.91/30.83  																																															| (491)  ~ (all_0_58_58 = e0)
% 65.91/30.83  																																															| (917) all_0_58_58 = e3 | all_0_58_58 = e1
% 65.91/30.83  																																															|
% 65.91/30.83  																																																+-Applying beta-rule and splitting (640), into two cases.
% 65.91/30.83  																																																|-Branch one:
% 65.91/30.83  																																																| (671) all_0_49_49 = e1
% 65.91/30.83  																																																|
% 65.91/30.83  																																																	| Combining equations (583,671) yields a new equation:
% 65.91/30.83  																																																	| (616) e2 = e1
% 65.91/30.83  																																																	|
% 65.91/30.83  																																																	| Simplifying 616 yields:
% 65.91/30.83  																																																	| (617) e2 = e1
% 65.91/30.83  																																																	|
% 65.91/30.83  																																																	| Equations (617) can reduce 122 to:
% 65.91/30.83  																																																	| (266) $false
% 65.91/30.83  																																																	|
% 65.91/30.83  																																																	|-The branch is then unsatisfiable
% 65.91/30.83  																																																|-Branch two:
% 65.91/30.84  																																																| (1064)  ~ (all_0_49_49 = e1)
% 65.91/30.84  																																																| (2141) all_0_53_53 = e1 | all_0_58_58 = e1
% 65.91/30.84  																																																|
% 65.91/30.84  																																																	+-Applying beta-rule and splitting (1797), into two cases.
% 65.91/30.84  																																																	|-Branch one:
% 65.91/30.84  																																																	| (770) all_0_46_46 = e4
% 65.91/30.84  																																																	|
% 65.91/30.84  																																																		| From (770) and (120) follows:
% 65.91/30.84  																																																		| (72494) op(e2, e3) = e4
% 65.91/30.84  																																																		|
% 65.91/30.84  																																																		+-Applying beta-rule and splitting (633), into two cases.
% 65.91/30.84  																																																		|-Branch one:
% 65.91/30.84  																																																		| (1569) all_0_56_56 = e1
% 65.91/30.84  																																																		|
% 65.91/30.84  																																																			| Combining equations (1569,1097) yields a new equation:
% 65.91/30.84  																																																			| (455) e3 = e1
% 65.91/30.84  																																																			|
% 65.91/30.84  																																																			| Equations (455) can reduce 213 to:
% 65.91/30.84  																																																			| (266) $false
% 65.91/30.84  																																																			|
% 65.91/30.84  																																																			|-The branch is then unsatisfiable
% 65.91/30.84  																																																		|-Branch two:
% 65.91/30.84  																																																		| (466)  ~ (all_0_56_56 = e1)
% 65.91/30.84  																																																		| (1574) all_0_57_57 = e1 | all_0_58_58 = e1
% 65.91/30.84  																																																		|
% 65.91/30.84  																																																			| Equations (1097) can reduce 466 to:
% 65.91/30.84  																																																			| (213)  ~ (e3 = e1)
% 65.91/30.84  																																																			|
% 65.91/30.84  																																																			+-Applying beta-rule and splitting (2141), into two cases.
% 65.91/30.84  																																																			|-Branch one:
% 65.91/30.84  																																																			| (1208) all_0_53_53 = e1
% 65.91/30.84  																																																			|
% 65.91/30.84  																																																				| Combining equations (665,1208) yields a new equation:
% 65.91/30.84  																																																				| (454) e3 = e1
% 65.91/30.84  																																																				|
% 65.91/30.84  																																																				| Simplifying 454 yields:
% 65.91/30.84  																																																				| (455) e3 = e1
% 65.91/30.84  																																																				|
% 65.91/30.84  																																																				| Equations (455) can reduce 213 to:
% 65.91/30.84  																																																				| (266) $false
% 65.91/30.84  																																																				|
% 65.91/30.84  																																																				|-The branch is then unsatisfiable
% 65.91/30.84  																																																			|-Branch two:
% 65.91/30.84  																																																			| (1459)  ~ (all_0_53_53 = e1)
% 65.91/30.84  																																																			| (918) all_0_58_58 = e1
% 65.91/30.84  																																																			|
% 65.91/30.84  																																																				| Equations (918) can reduce 491 to:
% 65.91/30.84  																																																				| (233)  ~ (e1 = e0)
% 65.91/30.84  																																																				|
% 65.91/30.84  																																																				+-Applying beta-rule and splitting (56), into two cases.
% 65.91/30.84  																																																				|-Branch one:
% 65.91/30.84  																																																				| (696) unit = e2
% 65.91/30.84  																																																				|
% 65.91/30.84  																																																					| From (696) and (209) follows:
% 65.91/30.84  																																																					| (7585) op(e2, e0) = e0
% 65.91/30.84  																																																					|
% 65.91/30.84  																																																					| From (696) and (28) follows:
% 65.91/30.84  																																																					| (699) op(e1, e2) = e1
% 65.91/30.84  																																																					|
% 65.91/30.84  																																																					| Instantiating formula (29) with e2, e0, e0, e2 and discharging atoms op(e2, e0) = e2, op(e2, e0) = e0, yields:
% 65.91/30.84  																																																					| (330) e2 = e0
% 65.91/30.84  																																																					|
% 65.91/30.84  																																																					| Instantiating formula (29) with e1, e2, e1, e2 and discharging atoms op(e1, e2) = e2, op(e1, e2) = e1, yields:
% 65.91/30.84  																																																					| (617) e2 = e1
% 65.91/30.84  																																																					|
% 65.91/30.84  																																																					| Combining equations (617,330) yields a new equation:
% 65.91/30.84  																																																					| (546) e1 = e0
% 65.91/30.84  																																																					|
% 65.91/30.84  																																																					| Simplifying 546 yields:
% 65.91/30.84  																																																					| (431) e1 = e0
% 65.91/30.84  																																																					|
% 65.91/30.84  																																																					| Equations (431) can reduce 233 to:
% 65.91/30.84  																																																					| (266) $false
% 65.91/30.84  																																																					|
% 65.91/30.84  																																																					|-The branch is then unsatisfiable
% 65.91/30.84  																																																				|-Branch two:
% 65.91/30.84  																																																				| (707)  ~ (unit = e2)
% 65.91/30.84  																																																				| (708) unit = e4 | unit = e3 | unit = e1 | unit = e0
% 65.91/30.84  																																																				|
% 65.91/30.84  																																																					+-Applying beta-rule and splitting (708), into two cases.
% 65.91/30.84  																																																					|-Branch one:
% 65.91/30.84  																																																					| (709) unit = e4
% 65.91/30.84  																																																					|
% 65.91/30.84  																																																						| From (709) and (15) follows:
% 65.91/30.84  																																																						| (22188) op(e4, e2) = e2
% 65.91/30.84  																																																						|
% 65.91/30.84  																																																						| From (709) and (211) follows:
% 65.91/30.84  																																																						| (22527) op(e4, e1) = e1
% 65.91/30.84  																																																						|
% 65.91/30.84  																																																						| From (709) and (32) follows:
% 65.91/30.84  																																																						| (712) op(e2, e4) = e2
% 65.91/30.84  																																																						|
% 65.91/30.84  																																																						| From (709) and (42) follows:
% 65.91/30.84  																																																						| (713) op(e0, e4) = e0
% 65.91/30.84  																																																						|
% 65.91/30.84  																																																						| Instantiating formula (29) with e4, e2, e2, e4 and discharging atoms op(e4, e2) = e4, op(e4, e2) = e2, yields:
% 65.91/30.84  																																																						| (323) e4 = e2
% 65.91/30.84  																																																						|
% 65.91/30.84  																																																						| Instantiating formula (29) with e4, e1, e1, e3 and discharging atoms op(e4, e1) = e3, op(e4, e1) = e1, yields:
% 65.91/30.84  																																																						| (455) e3 = e1
% 65.91/30.84  																																																						|
% 65.91/30.84  																																																						| Instantiating formula (29) with e2, e4, e2, e3 and discharging atoms op(e2, e4) = e3, op(e2, e4) = e2, yields:
% 65.91/30.84  																																																						| (662) e3 = e2
% 65.91/30.84  																																																						|
% 65.91/30.84  																																																						| Instantiating formula (29) with e0, e4, e0, e4 and discharging atoms op(e0, e4) = e4, op(e0, e4) = e0, yields:
% 65.91/30.84  																																																						| (397) e4 = e0
% 65.91/30.84  																																																						|
% 65.91/30.84  																																																						| Combining equations (323,397) yields a new equation:
% 65.91/30.84  																																																						| (391) e2 = e0
% 65.91/30.84  																																																						|
% 65.91/30.84  																																																						| Simplifying 391 yields:
% 65.91/30.84  																																																						| (330) e2 = e0
% 65.91/30.84  																																																						|
% 65.91/30.84  																																																						| Combining equations (455,662) yields a new equation:
% 65.91/30.84  																																																						| (617) e2 = e1
% 65.91/30.84  																																																						|
% 65.91/30.84  																																																						| Combining equations (617,330) yields a new equation:
% 65.91/30.84  																																																						| (546) e1 = e0
% 65.91/30.84  																																																						|
% 65.91/30.84  																																																						| Simplifying 546 yields:
% 65.91/30.84  																																																						| (431) e1 = e0
% 65.91/30.84  																																																						|
% 65.91/30.84  																																																						| Equations (431) can reduce 233 to:
% 65.91/30.84  																																																						| (266) $false
% 65.91/30.84  																																																						|
% 65.91/30.84  																																																						|-The branch is then unsatisfiable
% 65.91/30.84  																																																					|-Branch two:
% 65.91/30.84  																																																					| (724)  ~ (unit = e4)
% 65.91/30.84  																																																					| (725) unit = e3 | unit = e1 | unit = e0
% 65.91/30.84  																																																					|
% 65.91/30.84  																																																						+-Applying beta-rule and splitting (725), into two cases.
% 65.91/30.84  																																																						|-Branch one:
% 65.91/30.84  																																																						| (726) unit = e0
% 65.91/30.84  																																																						|
% 65.91/30.84  																																																							| From (726) and (15) follows:
% 65.91/30.84  																																																							| (1508) op(e0, e2) = e2
% 65.91/30.84  																																																							|
% 65.91/30.84  																																																							| From (726) and (211) follows:
% 65.91/30.84  																																																							| (15180) op(e0, e1) = e1
% 65.91/30.84  																																																							|
% 65.91/30.84  																																																							| From (726) and (227) follows:
% 65.91/30.84  																																																							| (3205) op(e4, e0) = e4
% 65.91/30.84  																																																							|
% 65.91/30.84  																																																							| From (726) and (40) follows:
% 65.91/30.84  																																																							| (1639) op(e3, e0) = e3
% 65.91/30.84  																																																							|
% 65.91/30.84  																																																							| Instantiating formula (29) with e4, e0, e4, e0 and discharging atoms op(e4, e0) = e4, op(e4, e0) = e0, yields:
% 65.91/30.84  																																																							| (397) e4 = e0
% 65.91/30.84  																																																							|
% 65.91/30.84  																																																							| Instantiating formula (29) with e3, e0, e3, e4 and discharging atoms op(e3, e0) = e4, op(e3, e0) = e3, yields:
% 65.91/30.84  																																																							| (425) e4 = e3
% 65.91/30.84  																																																							|
% 65.91/30.84  																																																							| Instantiating formula (29) with e0, e2, e2, e3 and discharging atoms op(e0, e2) = e3, op(e0, e2) = e2, yields:
% 65.91/30.84  																																																							| (662) e3 = e2
% 65.91/30.84  																																																							|
% 65.91/30.84  																																																							| Instantiating formula (29) with e0, e1, e1, e2 and discharging atoms op(e0, e1) = e2, op(e0, e1) = e1, yields:
% 65.91/30.84  																																																							| (617) e2 = e1
% 65.91/30.84  																																																							|
% 65.91/30.84  																																																							| Combining equations (397,425) yields a new equation:
% 65.91/30.84  																																																							| (676) e3 = e0
% 65.91/30.84  																																																							|
% 65.91/30.84  																																																							| Combining equations (662,676) yields a new equation:
% 65.91/30.84  																																																							| (391) e2 = e0
% 65.91/30.84  																																																							|
% 65.91/30.84  																																																							| Simplifying 391 yields:
% 65.91/30.84  																																																							| (330) e2 = e0
% 65.91/30.84  																																																							|
% 65.91/30.84  																																																							| Combining equations (330,617) yields a new equation:
% 65.91/30.84  																																																							| (431) e1 = e0
% 65.91/30.84  																																																							|
% 65.91/30.84  																																																							| Equations (431) can reduce 233 to:
% 65.91/30.84  																																																							| (266) $false
% 65.91/30.84  																																																							|
% 65.91/30.84  																																																							|-The branch is then unsatisfiable
% 65.91/30.84  																																																						|-Branch two:
% 65.91/30.84  																																																						| (734)  ~ (unit = e0)
% 65.91/30.84  																																																						| (735) unit = e3 | unit = e1
% 65.91/30.84  																																																						|
% 65.91/30.84  																																																							+-Applying beta-rule and splitting (735), into two cases.
% 65.91/30.84  																																																							|-Branch one:
% 65.91/30.84  																																																							| (736) unit = e1
% 65.91/30.84  																																																							|
% 65.91/30.84  																																																								| Equations (736) can reduce 734 to:
% 65.91/30.84  																																																								| (233)  ~ (e1 = e0)
% 65.91/30.84  																																																								|
% 65.91/30.84  																																																								| From (736) and (32) follows:
% 65.91/30.84  																																																								| (347) op(e2, e1) = e2
% 65.91/30.84  																																																								|
% 65.91/30.84  																																																								| From (736) and (42) follows:
% 65.91/30.84  																																																								| (3221) op(e0, e1) = e0
% 65.91/30.84  																																																								|
% 65.91/30.84  																																																								| Instantiating formula (29) with e2, e1, e2, e1 and discharging atoms op(e2, e1) = e2, op(e2, e1) = e1, yields:
% 65.91/30.84  																																																								| (617) e2 = e1
% 65.91/30.84  																																																								|
% 65.91/30.84  																																																								| Instantiating formula (29) with e0, e1, e0, e2 and discharging atoms op(e0, e1) = e2, op(e0, e1) = e0, yields:
% 65.91/30.84  																																																								| (330) e2 = e0
% 65.91/30.84  																																																								|
% 65.91/30.84  																																																								| Combining equations (330,617) yields a new equation:
% 65.91/30.84  																																																								| (431) e1 = e0
% 65.91/30.84  																																																								|
% 65.91/30.84  																																																								| Equations (431) can reduce 233 to:
% 65.91/30.84  																																																								| (266) $false
% 65.91/30.84  																																																								|
% 65.91/30.84  																																																								|-The branch is then unsatisfiable
% 65.91/30.84  																																																							|-Branch two:
% 65.91/30.84  																																																							| (748)  ~ (unit = e1)
% 65.91/30.84  																																																							| (749) unit = e3
% 65.91/30.84  																																																							|
% 65.91/30.84  																																																								| From (749) and (15) follows:
% 65.91/30.84  																																																								| (751) op(e3, e2) = e2
% 65.91/30.84  																																																								|
% 65.91/30.84  																																																								| From (749) and (209) follows:
% 65.91/30.84  																																																								| (1667) op(e3, e0) = e0
% 65.91/30.84  																																																								|
% 65.91/30.84  																																																								| From (749) and (32) follows:
% 65.91/30.84  																																																								| (5793) op(e2, e3) = e2
% 65.91/30.84  																																																								|
% 65.91/30.84  																																																								| Instantiating formula (29) with e3, e2, e2, e1 and discharging atoms op(e3, e2) = e2, op(e3, e2) = e1, yields:
% 65.91/30.84  																																																								| (617) e2 = e1
% 65.91/30.84  																																																								|
% 65.91/30.84  																																																								| Instantiating formula (29) with e3, e0, e0, e4 and discharging atoms op(e3, e0) = e4, op(e3, e0) = e0, yields:
% 65.91/30.84  																																																								| (397) e4 = e0
% 65.91/30.84  																																																								|
% 65.91/30.84  																																																								| Instantiating formula (29) with e2, e3, e2, e4 and discharging atoms op(e2, e3) = e4, op(e2, e3) = e2, yields:
% 65.91/30.84  																																																								| (323) e4 = e2
% 65.91/30.84  																																																								|
% 65.91/30.84  																																																								| Combining equations (323,397) yields a new equation:
% 65.91/30.84  																																																								| (391) e2 = e0
% 65.91/30.84  																																																								|
% 65.91/30.84  																																																								| Simplifying 391 yields:
% 65.91/30.84  																																																								| (330) e2 = e0
% 65.91/30.84  																																																								|
% 65.91/30.84  																																																								| Combining equations (330,617) yields a new equation:
% 65.91/30.84  																																																								| (431) e1 = e0
% 65.91/30.84  																																																								|
% 65.91/30.84  																																																								| Equations (431) can reduce 233 to:
% 65.91/30.84  																																																								| (266) $false
% 65.91/30.84  																																																								|
% 65.91/30.84  																																																								|-The branch is then unsatisfiable
% 65.91/30.84  																																																	|-Branch two:
% 65.91/30.84  																																																	| (250)  ~ (all_0_46_46 = e4)
% 65.91/30.84  																																																	| (1801) all_0_46_46 = e3 | all_0_46_46 = e1 | all_0_46_46 = e0
% 65.91/30.84  																																																	|
% 65.91/30.84  																																																		+-Applying beta-rule and splitting (832), into two cases.
% 65.91/30.84  																																																		|-Branch one:
% 65.91/30.84  																																																		| (674) all_0_47_47 = e0
% 65.91/30.84  																																																		|
% 65.91/30.84  																																																			| Equations (674) can reduce 252 to:
% 65.91/30.84  																																																			| (401)  ~ (e4 = e0)
% 65.91/30.84  																																																			|
% 65.91/30.84  																																																			| Simplifying 401 yields:
% 65.91/30.84  																																																			| (49)  ~ (e4 = e0)
% 65.91/30.84  																																																			|
% 65.91/30.85  																																																			+-Applying beta-rule and splitting (61457), into two cases.
% 65.91/30.85  																																																			|-Branch one:
% 65.91/30.85  																																																			| (770) all_0_46_46 = e4
% 65.91/30.85  																																																			|
% 65.91/30.85  																																																				| Equations (770) can reduce 250 to:
% 65.91/30.85  																																																				| (266) $false
% 65.91/30.85  																																																				|
% 65.91/30.85  																																																				|-The branch is then unsatisfiable
% 65.91/30.85  																																																			|-Branch two:
% 65.91/30.85  																																																			| (250)  ~ (all_0_46_46 = e4)
% 65.91/30.85  																																																			| (61466) all_0_47_47 = e4 | all_0_48_48 = e4 | all_0_49_49 = e4
% 65.91/30.85  																																																			|
% 65.91/30.85  																																																				+-Applying beta-rule and splitting (61466), into two cases.
% 65.91/30.85  																																																				|-Branch one:
% 65.91/30.85  																																																				| (1790) all_0_47_47 = e4
% 65.91/30.85  																																																				|
% 65.91/30.85  																																																					| Combining equations (674,1790) yields a new equation:
% 65.91/30.85  																																																					| (397) e4 = e0
% 65.91/30.85  																																																					|
% 65.91/30.85  																																																					| Equations (397) can reduce 49 to:
% 65.91/30.85  																																																					| (266) $false
% 65.91/30.85  																																																					|
% 65.91/30.85  																																																					|-The branch is then unsatisfiable
% 65.91/30.85  																																																				|-Branch two:
% 65.91/30.85  																																																				| (252)  ~ (all_0_47_47 = e4)
% 65.91/30.85  																																																				| (61479) all_0_48_48 = e4 | all_0_49_49 = e4
% 65.91/30.85  																																																				|
% 65.91/30.85  																																																					+-Applying beta-rule and splitting (61479), into two cases.
% 65.91/30.85  																																																					|-Branch one:
% 65.91/30.85  																																																					| (943) all_0_48_48 = e4
% 65.91/30.85  																																																					|
% 65.91/30.85  																																																						| Combining equations (615,943) yields a new equation:
% 65.91/30.85  																																																						| (630) e4 = e1
% 65.91/30.85  																																																						|
% 65.91/30.85  																																																						| Equations (630) can reduce 110 to:
% 65.91/30.85  																																																						| (266) $false
% 65.91/30.85  																																																						|
% 65.91/30.85  																																																						|-The branch is then unsatisfiable
% 65.91/30.85  																																																					|-Branch two:
% 65.91/30.85  																																																					| (254)  ~ (all_0_48_48 = e4)
% 65.91/30.85  																																																					| (974) all_0_49_49 = e4
% 65.91/30.85  																																																					|
% 65.91/30.85  																																																						| Combining equations (583,974) yields a new equation:
% 65.91/30.85  																																																						| (323) e4 = e2
% 65.91/30.85  																																																						|
% 65.91/30.85  																																																						| Equations (323) can reduce 48 to:
% 65.91/30.85  																																																						| (266) $false
% 65.91/30.85  																																																						|
% 65.91/30.85  																																																						|-The branch is then unsatisfiable
% 65.91/30.85  																																																		|-Branch two:
% 65.91/30.85  																																																		| (678)  ~ (all_0_47_47 = e0)
% 65.91/30.85  																																																		| (1278) all_0_48_48 = e0 | all_0_49_49 = e0
% 65.91/30.85  																																																		|
% 65.91/30.85  																																																			+-Applying beta-rule and splitting (1278), into two cases.
% 65.91/30.85  																																																			|-Branch one:
% 65.91/30.85  																																																			| (1279) all_0_48_48 = e0
% 65.91/30.85  																																																			|
% 65.91/30.85  																																																				| Combining equations (615,1279) yields a new equation:
% 65.91/30.85  																																																				| (546) e1 = e0
% 65.91/30.85  																																																				|
% 65.91/30.85  																																																				| Simplifying 546 yields:
% 65.91/30.85  																																																				| (431) e1 = e0
% 65.91/30.85  																																																				|
% 65.91/30.85  																																																				| Equations (431) can reduce 233 to:
% 65.91/30.85  																																																				| (266) $false
% 65.91/30.85  																																																				|
% 65.91/30.85  																																																				|-The branch is then unsatisfiable
% 65.91/30.85  																																																			|-Branch two:
% 65.91/30.85  																																																			| (1283)  ~ (all_0_48_48 = e0)
% 65.91/30.85  																																																			| (978) all_0_49_49 = e0
% 65.91/30.85  																																																			|
% 65.93/30.85  																																																				| Combining equations (583,978) yields a new equation:
% 65.93/30.85  																																																				| (391) e2 = e0
% 65.93/30.85  																																																				|
% 65.93/30.85  																																																				| Simplifying 391 yields:
% 65.93/30.85  																																																				| (330) e2 = e0
% 65.93/30.85  																																																				|
% 65.93/30.85  																																																				| Equations (330) can reduce 128 to:
% 65.93/30.85  																																																				| (266) $false
% 65.93/30.85  																																																				|
% 65.93/30.85  																																																				|-The branch is then unsatisfiable
% 65.93/30.85  																																									|-Branch two:
% 65.93/30.85  																																									| (803)  ~ (all_0_55_55 = e0)
% 65.93/30.85  																																									| (863) all_0_56_56 = e0 | all_0_57_57 = e0 | all_0_58_58 = e0
% 65.93/30.85  																																									|
% 65.93/30.85  																																										+-Applying beta-rule and splitting (243), into two cases.
% 65.93/30.85  																																										|-Branch one:
% 65.93/30.85  																																										| (329) all_0_38_38 = e0
% 65.93/30.85  																																										|
% 65.93/30.85  																																											| Combining equations (329,292) yields a new equation:
% 65.93/30.85  																																											| (330) e2 = e0
% 65.93/30.85  																																											|
% 65.93/30.85  																																											| Equations (330) can reduce 128 to:
% 65.93/30.85  																																											| (266) $false
% 65.93/30.85  																																											|
% 65.93/30.85  																																											|-The branch is then unsatisfiable
% 65.93/30.85  																																										|-Branch two:
% 65.93/30.85  																																										| (332)  ~ (all_0_38_38 = e0)
% 65.93/30.85  																																										| (395) all_0_41_41 = e0 | all_0_46_46 = e0 | all_0_55_55 = e0
% 65.93/30.85  																																										|
% 65.93/30.85  																																											| Equations (292) can reduce 332 to:
% 65.93/30.85  																																											| (128)  ~ (e2 = e0)
% 65.93/30.85  																																											|
% 65.93/30.85  																																											+-Applying beta-rule and splitting (863), into two cases.
% 65.93/30.85  																																											|-Branch one:
% 65.93/30.85  																																											| (679) all_0_56_56 = e0
% 65.93/30.85  																																											|
% 65.93/30.85  																																												| Combining equations (1097,679) yields a new equation:
% 65.93/30.85  																																												| (675) e3 = e0
% 65.93/30.85  																																												|
% 65.93/30.85  																																												| Simplifying 675 yields:
% 65.93/30.85  																																												| (676) e3 = e0
% 65.93/30.85  																																												|
% 65.93/30.85  																																												| Equations (676) can reduce 80 to:
% 65.93/30.85  																																												| (266) $false
% 65.93/30.85  																																												|
% 65.93/30.85  																																												|-The branch is then unsatisfiable
% 65.93/30.85  																																											|-Branch two:
% 65.93/30.85  																																											| (828)  ~ (all_0_56_56 = e0)
% 65.93/30.85  																																											| (924) all_0_57_57 = e0 | all_0_58_58 = e0
% 65.93/30.85  																																											|
% 65.93/30.86  																																												+-Applying beta-rule and splitting (924), into two cases.
% 65.93/30.86  																																												|-Branch one:
% 65.93/30.86  																																												| (875) all_0_57_57 = e0
% 65.93/30.86  																																												|
% 65.93/30.86  																																													| Combining equations (875,442) yields a new equation:
% 65.93/30.86  																																													| (330) e2 = e0
% 65.93/30.86  																																													|
% 65.93/30.86  																																													| Equations (330) can reduce 128 to:
% 65.93/30.86  																																													| (266) $false
% 65.93/30.86  																																													|
% 65.93/30.86  																																													|-The branch is then unsatisfiable
% 65.93/30.86  																																												|-Branch two:
% 65.93/30.86  																																												| (364)  ~ (all_0_57_57 = e0)
% 65.93/30.86  																																												| (914) all_0_58_58 = e0
% 65.93/30.86  																																												|
% 65.93/30.86  																																													| Equations (914) can reduce 491 to:
% 65.93/30.86  																																													| (266) $false
% 65.93/30.86  																																													|
% 65.93/30.86  																																													|-The branch is then unsatisfiable
% 65.93/30.86  																																						|-Branch two:
% 65.93/30.86  																																						| (1377)  ~ (all_0_39_39 = e4)
% 65.93/30.86  																																						| (1378) all_0_40_40 = e4
% 65.93/30.86  																																						|
% 65.93/30.86  																																							| Equations (1378) can reduce 447 to:
% 65.93/30.86  																																							| (266) $false
% 65.93/30.86  																																							|
% 65.93/30.86  																																							|-The branch is then unsatisfiable
% 65.93/30.86  																																			|-Branch two:
% 65.93/30.86  																																			| (1390)  ~ (all_0_44_44 = e4)
% 65.93/30.86  																																			| (1391) all_0_44_44 = e3 | all_0_44_44 = e1 | all_0_44_44 = e0
% 65.93/30.86  																																			|
% 65.93/30.86  																																				+-Applying beta-rule and splitting (150), into two cases.
% 65.93/30.86  																																				|-Branch one:
% 65.93/30.86  																																				| (1378) all_0_40_40 = e4
% 65.93/30.86  																																				|
% 65.93/30.86  																																					| Equations (1378) can reduce 176 to:
% 65.93/30.86  																																					| (1377)  ~ (all_0_39_39 = e4)
% 65.93/30.86  																																					|
% 65.93/30.86  																																					| Equations (1378) can reduce 143 to:
% 65.93/30.86  																																					| (1903)  ~ (all_0_44_44 = e4)
% 65.93/30.86  																																					|
% 65.93/30.86  																																					| Simplifying 1903 yields:
% 65.93/30.86  																																					| (1390)  ~ (all_0_44_44 = e4)
% 65.93/30.86  																																					|
% 65.93/30.86  																																					| Equations (1378) can reduce 2 to:
% 65.93/30.86  																																					| (188)  ~ (e4 = e3)
% 65.93/30.86  																																					|
% 65.93/30.86  																																					| Equations (1378) can reduce 132 to:
% 65.93/30.86  																																					| (110)  ~ (e4 = e1)
% 65.93/30.86  																																					|
% 65.93/30.86  																																					+-Applying beta-rule and splitting (582), into two cases.
% 65.93/30.86  																																					|-Branch one:
% 65.93/30.86  																																					| (437) all_0_41_41 = e4
% 65.93/30.86  																																					|
% 65.93/30.86  																																						| Combining equations (437,403) yields a new equation:
% 65.93/30.86  																																						| (424) e4 = e3
% 65.93/30.86  																																						|
% 65.93/30.86  																																						| Simplifying 424 yields:
% 65.93/30.86  																																						| (425) e4 = e3
% 65.93/30.86  																																						|
% 65.93/30.86  																																						| Equations (425) can reduce 188 to:
% 65.93/30.86  																																						| (266) $false
% 65.93/30.86  																																						|
% 65.93/30.86  																																						|-The branch is then unsatisfiable
% 65.93/30.86  																																					|-Branch two:
% 65.93/30.86  																																					| (440)  ~ (all_0_41_41 = e4)
% 65.93/30.86  																																					| (769) all_0_46_46 = e4 | all_0_50_50 = e4 | all_0_55_55 = e4
% 65.93/30.86  																																					|
% 65.93/30.86  																																						| Equations (403) can reduce 440 to:
% 65.93/30.86  																																						| (277)  ~ (e4 = e3)
% 65.93/30.86  																																						|
% 65.93/30.86  																																						| Simplifying 277 yields:
% 65.93/30.86  																																						| (188)  ~ (e4 = e3)
% 65.93/30.86  																																						|
% 65.93/30.86  																																						+-Applying beta-rule and splitting (104), into two cases.
% 65.93/30.86  																																						|-Branch one:
% 65.93/30.86  																																						| (480) all_0_39_39 = e0
% 65.93/30.86  																																						|
% 65.93/30.86  																																							| Equations (480) can reduce 1377 to:
% 65.93/30.86  																																							| (401)  ~ (e4 = e0)
% 65.93/30.86  																																							|
% 65.93/30.86  																																							| Simplifying 401 yields:
% 65.93/30.86  																																							| (49)  ~ (e4 = e0)
% 65.93/30.86  																																							|
% 65.93/30.86  																																							+-Applying beta-rule and splitting (64), into two cases.
% 65.93/30.86  																																							|-Branch one:
% 65.93/30.86  																																							| (437) all_0_41_41 = e4
% 65.93/30.86  																																							|
% 65.93/30.86  																																								| Combining equations (437,403) yields a new equation:
% 65.93/30.86  																																								| (424) e4 = e3
% 65.93/30.86  																																								|
% 65.93/30.86  																																								| Simplifying 424 yields:
% 65.93/30.86  																																								| (425) e4 = e3
% 65.93/30.86  																																								|
% 65.93/30.86  																																								| Equations (425) can reduce 188 to:
% 65.93/30.86  																																								| (266) $false
% 65.93/30.86  																																								|
% 65.93/30.86  																																								|-The branch is then unsatisfiable
% 65.93/30.86  																																							|-Branch two:
% 65.93/30.86  																																							| (440)  ~ (all_0_41_41 = e4)
% 65.93/30.86  																																							| (441) all_0_42_42 = e4 | all_0_43_43 = e4 | all_0_44_44 = e4
% 65.93/30.86  																																							|
% 65.93/30.86  																																								+-Applying beta-rule and splitting (441), into two cases.
% 65.93/30.86  																																								|-Branch one:
% 65.93/30.86  																																								| (1392) all_0_42_42 = e4
% 65.93/30.86  																																								|
% 65.93/30.86  																																									| Combining equations (459,1392) yields a new equation:
% 65.93/30.86  																																									| (630) e4 = e1
% 65.93/30.86  																																									|
% 65.93/30.86  																																									| Equations (630) can reduce 110 to:
% 65.93/30.86  																																									| (266) $false
% 65.93/30.86  																																									|
% 65.93/30.86  																																									|-The branch is then unsatisfiable
% 65.93/30.86  																																								|-Branch two:
% 65.93/30.86  																																								| (1890)  ~ (all_0_42_42 = e4)
% 65.93/30.86  																																								| (1891) all_0_43_43 = e4 | all_0_44_44 = e4
% 65.93/30.86  																																								|
% 65.93/30.86  																																									+-Applying beta-rule and splitting (164), into two cases.
% 65.93/30.86  																																									|-Branch one:
% 65.93/30.86  																																									| (471) all_0_39_39 = e4
% 65.93/30.86  																																									|
% 65.93/30.86  																																										| Combining equations (471,480) yields a new equation:
% 65.93/30.86  																																										| (481) e4 = e0
% 65.93/30.86  																																										|
% 65.93/30.86  																																										| Simplifying 481 yields:
% 65.93/30.86  																																										| (397) e4 = e0
% 65.93/30.86  																																										|
% 65.93/30.86  																																										| Equations (397) can reduce 49 to:
% 65.93/30.86  																																										| (266) $false
% 65.93/30.86  																																										|
% 65.93/30.86  																																										|-The branch is then unsatisfiable
% 65.93/30.86  																																									|-Branch two:
% 65.93/30.86  																																									| (1377)  ~ (all_0_39_39 = e4)
% 65.93/30.86  																																									| (2115) all_0_42_42 = e4 | all_0_47_47 = e4 | all_0_51_51 = e4 | all_0_56_56 = e4
% 65.93/30.86  																																									|
% 65.93/30.86  																																										| Equations (480) can reduce 1377 to:
% 65.93/30.86  																																										| (401)  ~ (e4 = e0)
% 65.93/30.86  																																										|
% 65.93/30.86  																																										| Simplifying 401 yields:
% 65.93/30.86  																																										| (49)  ~ (e4 = e0)
% 65.93/30.86  																																										|
% 65.93/30.86  																																										+-Applying beta-rule and splitting (1891), into two cases.
% 65.93/30.86  																																										|-Branch one:
% 65.93/30.86  																																										| (396) all_0_43_43 = e4
% 65.93/30.86  																																										|
% 65.93/30.86  																																											| Combining equations (356,396) yields a new equation:
% 65.93/30.86  																																											| (397) e4 = e0
% 65.93/30.86  																																											|
% 65.93/30.86  																																											| Equations (397) can reduce 49 to:
% 65.93/30.86  																																											| (266) $false
% 65.93/30.86  																																											|
% 65.93/30.86  																																											|-The branch is then unsatisfiable
% 65.93/30.86  																																										|-Branch two:
% 65.93/30.86  																																										| (399)  ~ (all_0_43_43 = e4)
% 65.93/30.86  																																										| (446) all_0_44_44 = e4
% 65.93/30.86  																																										|
% 65.93/30.86  																																											| Equations (446) can reduce 1390 to:
% 65.93/30.86  																																											| (266) $false
% 65.93/30.86  																																											|
% 65.93/30.86  																																											|-The branch is then unsatisfiable
% 65.93/30.86  																																						|-Branch two:
% 65.93/30.86  																																						| (484)  ~ (all_0_39_39 = e0)
% 65.93/30.86  																																						| (558) all_0_42_42 = e0 | all_0_47_47 = e0 | all_0_56_56 = e0
% 65.93/30.86  																																						|
% 65.93/30.86  																																							+-Applying beta-rule and splitting (164), into two cases.
% 65.93/30.86  																																							|-Branch one:
% 65.93/30.86  																																							| (471) all_0_39_39 = e4
% 65.93/30.86  																																							|
% 65.93/30.86  																																								| Equations (471) can reduce 1377 to:
% 65.93/30.86  																																								| (266) $false
% 65.93/30.86  																																								|
% 65.93/30.86  																																								|-The branch is then unsatisfiable
% 65.93/30.86  																																							|-Branch two:
% 65.93/30.86  																																							| (1377)  ~ (all_0_39_39 = e4)
% 65.93/30.86  																																							| (2115) all_0_42_42 = e4 | all_0_47_47 = e4 | all_0_51_51 = e4 | all_0_56_56 = e4
% 65.93/30.86  																																							|
% 65.93/30.86  																																								+-Applying beta-rule and splitting (320), into two cases.
% 65.93/30.86  																																								|-Branch one:
% 65.93/30.86  																																								| (471) all_0_39_39 = e4
% 65.93/30.86  																																								|
% 65.93/30.86  																																									| Equations (471) can reduce 1377 to:
% 65.93/30.86  																																									| (266) $false
% 65.93/30.86  																																									|
% 65.93/30.86  																																									|-The branch is then unsatisfiable
% 65.93/30.86  																																								|-Branch two:
% 65.93/30.86  																																								| (1377)  ~ (all_0_39_39 = e4)
% 65.93/30.86  																																								| (480) all_0_39_39 = e0
% 65.93/30.86  																																								|
% 65.93/30.86  																																									| Equations (480) can reduce 484 to:
% 65.93/30.86  																																									| (266) $false
% 65.93/30.86  																																									|
% 65.93/30.86  																																									|-The branch is then unsatisfiable
% 65.93/30.86  																																				|-Branch two:
% 65.93/30.86  																																				| (447)  ~ (all_0_40_40 = e4)
% 65.93/30.86  																																				| (2271) all_0_44_44 = e4 | all_0_49_49 = e4 | all_0_53_53 = e4 | all_0_58_58 = e4
% 65.93/30.86  																																				|
% 65.93/30.86  																																					+-Applying beta-rule and splitting (2271), into two cases.
% 65.93/30.86  																																					|-Branch one:
% 65.93/30.86  																																					| (446) all_0_44_44 = e4
% 65.93/30.86  																																					|
% 65.93/30.86  																																						| Equations (446) can reduce 1390 to:
% 65.93/30.86  																																						| (266) $false
% 65.93/30.86  																																						|
% 65.93/30.86  																																						|-The branch is then unsatisfiable
% 65.93/30.86  																																					|-Branch two:
% 65.93/30.86  																																					| (1390)  ~ (all_0_44_44 = e4)
% 65.93/30.86  																																					| (7998) all_0_49_49 = e4 | all_0_53_53 = e4 | all_0_58_58 = e4
% 65.93/30.86  																																					|
% 65.93/30.86  																																						+-Applying beta-rule and splitting (582), into two cases.
% 65.93/30.86  																																						|-Branch one:
% 65.93/30.86  																																						| (437) all_0_41_41 = e4
% 65.93/30.86  																																						|
% 65.93/30.86  																																							| Combining equations (437,403) yields a new equation:
% 65.93/30.86  																																							| (424) e4 = e3
% 65.93/30.86  																																							|
% 65.93/30.86  																																							| Simplifying 424 yields:
% 65.93/30.86  																																							| (425) e4 = e3
% 65.93/30.86  																																							|
% 65.93/30.86  																																							| Equations (425) can reduce 188 to:
% 65.93/30.86  																																							| (266) $false
% 65.93/30.86  																																							|
% 65.93/30.86  																																							|-The branch is then unsatisfiable
% 65.93/30.86  																																						|-Branch two:
% 65.93/30.86  																																						| (440)  ~ (all_0_41_41 = e4)
% 65.93/30.86  																																						| (769) all_0_46_46 = e4 | all_0_50_50 = e4 | all_0_55_55 = e4
% 65.93/30.86  																																						|
% 65.93/30.86  																																							| Equations (403) can reduce 440 to:
% 65.93/30.86  																																							| (277)  ~ (e4 = e3)
% 65.93/30.86  																																							|
% 65.93/30.86  																																							| Simplifying 277 yields:
% 65.93/30.86  																																							| (188)  ~ (e4 = e3)
% 65.93/30.86  																																							|
% 65.93/30.86  																																							+-Applying beta-rule and splitting (64), into two cases.
% 65.93/30.86  																																							|-Branch one:
% 65.93/30.86  																																							| (437) all_0_41_41 = e4
% 65.93/30.86  																																							|
% 65.93/30.86  																																								| Combining equations (437,403) yields a new equation:
% 65.93/30.86  																																								| (424) e4 = e3
% 65.93/30.86  																																								|
% 65.93/30.86  																																								| Simplifying 424 yields:
% 65.93/30.86  																																								| (425) e4 = e3
% 65.93/30.86  																																								|
% 65.93/30.86  																																								| Equations (425) can reduce 188 to:
% 65.93/30.86  																																								| (266) $false
% 65.93/30.86  																																								|
% 65.93/30.86  																																								|-The branch is then unsatisfiable
% 65.93/30.86  																																							|-Branch two:
% 65.93/30.86  																																							| (440)  ~ (all_0_41_41 = e4)
% 65.93/30.86  																																							| (441) all_0_42_42 = e4 | all_0_43_43 = e4 | all_0_44_44 = e4
% 65.93/30.86  																																							|
% 65.93/30.86  																																								| Equations (403) can reduce 440 to:
% 65.93/30.86  																																								| (277)  ~ (e4 = e3)
% 65.93/30.86  																																								|
% 65.93/30.86  																																								| Simplifying 277 yields:
% 65.93/30.86  																																								| (188)  ~ (e4 = e3)
% 65.93/30.86  																																								|
% 65.93/30.86  																																								+-Applying beta-rule and splitting (7998), into two cases.
% 65.93/30.86  																																								|-Branch one:
% 65.93/30.86  																																								| (974) all_0_49_49 = e4
% 65.93/30.86  																																								|
% 65.93/30.86  																																									| Combining equations (583,974) yields a new equation:
% 65.93/30.86  																																									| (323) e4 = e2
% 65.93/30.86  																																									|
% 65.93/30.86  																																									| Equations (323) can reduce 48 to:
% 65.93/30.86  																																									| (266) $false
% 65.93/30.86  																																									|
% 65.93/30.86  																																									|-The branch is then unsatisfiable
% 65.93/30.86  																																								|-Branch two:
% 65.93/30.86  																																								| (256)  ~ (all_0_49_49 = e4)
% 65.93/30.86  																																								| (8013) all_0_53_53 = e4 | all_0_58_58 = e4
% 65.93/30.86  																																								|
% 65.93/30.86  																																									+-Applying beta-rule and splitting (8013), into two cases.
% 65.93/30.86  																																									|-Branch one:
% 65.93/30.86  																																									| (1298) all_0_53_53 = e4
% 65.93/30.86  																																									|
% 65.93/30.86  																																										| Combining equations (665,1298) yields a new equation:
% 65.93/30.86  																																										| (425) e4 = e3
% 65.93/30.86  																																										|
% 65.93/30.86  																																										| Equations (425) can reduce 188 to:
% 65.93/30.86  																																										| (266) $false
% 65.93/30.86  																																										|
% 65.93/30.86  																																										|-The branch is then unsatisfiable
% 65.93/30.86  																																									|-Branch two:
% 65.93/30.86  																																									| (1453)  ~ (all_0_53_53 = e4)
% 65.93/30.86  																																									| (910) all_0_58_58 = e4
% 65.93/30.86  																																									|
% 65.93/30.86  																																										| Equations (910) can reduce 451 to:
% 65.93/30.86  																																										| (266) $false
% 65.93/30.86  																																										|
% 65.93/30.86  																																										|-The branch is then unsatisfiable
% 65.93/30.86  																																	|-Branch two:
% 65.93/30.86  																																	| (1380)  ~ (all_0_42_42 = e1)
% 65.93/30.86  																																	| (3259) all_0_47_47 = e1 | all_0_51_51 = e1 | all_0_56_56 = e1
% 65.93/30.86  																																	|
% 65.93/30.86  																																		+-Applying beta-rule and splitting (103), into two cases.
% 65.93/30.86  																																		|-Branch one:
% 65.93/30.86  																																		| (453) all_0_41_41 = e1
% 65.93/30.86  																																		|
% 65.93/30.86  																																			| Combining equations (453,403) yields a new equation:
% 65.93/30.86  																																			| (455) e3 = e1
% 65.93/30.86  																																			|
% 65.93/30.86  																																			| Equations (455) can reduce 213 to:
% 65.93/30.86  																																			| (266) $false
% 65.93/30.86  																																			|
% 65.93/30.86  																																			|-The branch is then unsatisfiable
% 65.93/30.86  																																		|-Branch two:
% 65.93/30.86  																																		| (457)  ~ (all_0_41_41 = e1)
% 65.93/30.86  																																		| (458) all_0_42_42 = e1 | all_0_43_43 = e1 | all_0_44_44 = e1
% 65.93/30.86  																																		|
% 65.93/30.86  																																			| Equations (403) can reduce 457 to:
% 65.93/30.86  																																			| (213)  ~ (e3 = e1)
% 65.93/30.86  																																			|
% 65.93/30.86  																																			+-Applying beta-rule and splitting (216), into two cases.
% 65.93/30.86  																																			|-Branch one:
% 65.93/30.86  																																			| (629) all_0_55_55 = e1
% 65.93/30.86  																																			|
% 65.93/30.86  																																				| Equations (629) can reduce 632 to:
% 65.93/30.86  																																				| (266) $false
% 65.93/30.86  																																				|
% 65.93/30.86  																																				|-The branch is then unsatisfiable
% 65.93/30.86  																																			|-Branch two:
% 65.93/30.86  																																			| (632)  ~ (all_0_55_55 = e1)
% 65.93/30.86  																																			| (633) all_0_56_56 = e1 | all_0_57_57 = e1 | all_0_58_58 = e1
% 65.93/30.86  																																			|
% 65.93/30.86  																																				+-Applying beta-rule and splitting (633), into two cases.
% 65.93/30.86  																																				|-Branch one:
% 65.93/30.86  																																				| (1569) all_0_56_56 = e1
% 65.93/30.86  																																				|
% 65.93/30.86  																																					| Combining equations (1097,1569) yields a new equation:
% 65.93/30.86  																																					| (454) e3 = e1
% 65.93/30.86  																																					|
% 65.93/30.86  																																					| Simplifying 454 yields:
% 65.93/30.86  																																					| (455) e3 = e1
% 65.93/30.86  																																					|
% 65.93/30.86  																																					| Equations (455) can reduce 213 to:
% 65.93/30.86  																																					| (266) $false
% 65.93/30.86  																																					|
% 65.93/30.86  																																					|-The branch is then unsatisfiable
% 65.93/30.86  																																				|-Branch two:
% 65.93/30.86  																																				| (466)  ~ (all_0_56_56 = e1)
% 65.93/30.86  																																				| (1574) all_0_57_57 = e1 | all_0_58_58 = e1
% 65.93/30.86  																																				|
% 65.93/30.86  																																					+-Applying beta-rule and splitting (108), into two cases.
% 65.93/30.86  																																					|-Branch one:
% 65.93/30.86  																																					| (624) all_0_58_58 = e2
% 65.93/30.86  																																					|
% 65.93/30.86  																																						| Equations (624) can reduce 908 to:
% 65.93/30.86  																																						| (266) $false
% 65.93/30.86  																																						|
% 65.93/30.86  																																						|-The branch is then unsatisfiable
% 65.93/30.86  																																					|-Branch two:
% 65.93/30.86  																																					| (908)  ~ (all_0_58_58 = e2)
% 65.93/30.86  																																					| (909) all_0_58_58 = e4 | all_0_58_58 = e3 | all_0_58_58 = e1 | all_0_58_58 = e0
% 65.93/30.86  																																					|
% 65.93/30.86  																																						+-Applying beta-rule and splitting (3259), into two cases.
% 65.93/30.86  																																						|-Branch one:
% 65.93/30.86  																																						| (654) all_0_47_47 = e1
% 65.93/30.86  																																						|
% 65.93/30.86  																																							| Equations (654) can reduce 462 to:
% 65.93/30.86  																																							| (266) $false
% 65.93/30.86  																																							|
% 65.93/30.86  																																							|-The branch is then unsatisfiable
% 65.93/30.86  																																						|-Branch two:
% 65.93/30.86  																																						| (462)  ~ (all_0_47_47 = e1)
% 65.93/30.86  																																						| (3264) all_0_51_51 = e1 | all_0_56_56 = e1
% 65.93/30.86  																																						|
% 65.93/30.86  																																							+-Applying beta-rule and splitting (1574), into two cases.
% 65.93/30.86  																																							|-Branch one:
% 65.93/30.86  																																							| (647) all_0_57_57 = e1
% 65.93/30.86  																																							|
% 65.93/30.86  																																								| Combining equations (647,442) yields a new equation:
% 65.93/30.86  																																								| (617) e2 = e1
% 65.93/30.86  																																								|
% 65.93/30.86  																																								| Equations (617) can reduce 122 to:
% 65.93/30.86  																																								| (266) $false
% 65.93/30.86  																																								|
% 65.93/30.86  																																								|-The branch is then unsatisfiable
% 65.93/30.86  																																							|-Branch two:
% 65.93/30.86  																																							| (1670)  ~ (all_0_57_57 = e1)
% 65.93/30.86  																																							| (918) all_0_58_58 = e1
% 65.93/30.86  																																							|
% 65.93/30.86  																																								| Equations (918) can reduce 276 to:
% 65.93/30.86  																																								| (467)  ~ (e3 = e1)
% 65.93/30.86  																																								|
% 65.93/30.86  																																								| Simplifying 467 yields:
% 65.93/30.86  																																								| (213)  ~ (e3 = e1)
% 65.93/30.86  																																								|
% 65.93/30.86  																																								| Equations (918) can reduce 908 to:
% 65.93/30.86  																																								| (604)  ~ (e2 = e1)
% 65.93/30.86  																																								|
% 65.93/30.86  																																								| Simplifying 604 yields:
% 65.93/30.86  																																								| (122)  ~ (e2 = e1)
% 65.93/30.86  																																								|
% 65.93/30.86  																																								+-Applying beta-rule and splitting (3264), into two cases.
% 65.93/30.86  																																								|-Branch one:
% 65.93/30.86  																																								| (1109) all_0_51_51 = e1
% 65.93/30.86  																																								|
% 65.93/30.86  																																									| Combining equations (504,1109) yields a new equation:
% 65.93/30.86  																																									| (616) e2 = e1
% 65.93/30.86  																																									|
% 65.93/30.86  																																									| Simplifying 616 yields:
% 65.93/30.86  																																									| (617) e2 = e1
% 65.93/30.86  																																									|
% 65.93/30.86  																																									| Equations (617) can reduce 122 to:
% 65.93/30.86  																																									| (266) $false
% 65.93/30.86  																																									|
% 65.93/30.86  																																									|-The branch is then unsatisfiable
% 65.93/30.86  																																								|-Branch two:
% 65.93/30.86  																																								| (464)  ~ (all_0_51_51 = e1)
% 65.93/30.86  																																								| (1569) all_0_56_56 = e1
% 65.93/30.86  																																								|
% 65.93/30.86  																																									| Combining equations (1097,1569) yields a new equation:
% 65.93/30.86  																																									| (454) e3 = e1
% 65.93/30.86  																																									|
% 65.93/30.86  																																									| Simplifying 454 yields:
% 65.93/30.86  																																									| (455) e3 = e1
% 65.93/30.86  																																									|
% 65.93/30.86  																																									| Equations (455) can reduce 213 to:
% 65.93/30.86  																																									| (266) $false
% 65.93/30.86  																																									|
% 65.93/30.86  																																									|-The branch is then unsatisfiable
% 65.93/30.86  																																|-Branch two:
% 65.93/30.86  																																| (272)  ~ (all_0_56_56 = e3)
% 65.93/30.86  																																| (795) all_0_58_58 = e3
% 65.93/30.86  																																|
% 65.93/30.86  																																	| Equations (795) can reduce 276 to:
% 65.93/30.86  																																	| (266) $false
% 65.93/30.86  																																	|
% 65.93/30.86  																																	|-The branch is then unsatisfiable
% 65.93/30.87  																													|-Branch two:
% 65.93/30.87  																													| (1898)  ~ (all_0_41_41 = e3)
% 65.93/30.87  																													| (1899) all_0_42_42 = e3 | all_0_44_44 = e3
% 65.93/30.87  																													|
% 65.93/30.87  																														+-Applying beta-rule and splitting (27), into two cases.
% 65.93/30.87  																														|-Branch one:
% 65.93/30.87  																														| (437) all_0_41_41 = e4
% 65.93/30.87  																														|
% 65.93/30.87  																															| Equations (437) can reduce 149 to:
% 65.93/30.87  																															| (1903)  ~ (all_0_44_44 = e4)
% 65.93/30.87  																															|
% 65.93/30.87  																															| Simplifying 1903 yields:
% 65.93/30.87  																															| (1390)  ~ (all_0_44_44 = e4)
% 65.93/30.87  																															|
% 65.93/30.87  																															| Equations (437) can reduce 43 to:
% 65.93/30.87  																															| (249)  ~ (all_0_46_46 = e4)
% 65.93/30.87  																															|
% 65.93/30.87  																															| Simplifying 249 yields:
% 65.93/30.87  																															| (250)  ~ (all_0_46_46 = e4)
% 65.93/30.87  																															|
% 65.93/30.87  																															| Equations (437) can reduce 1898 to:
% 65.93/30.87  																															| (188)  ~ (e4 = e3)
% 65.93/30.87  																															|
% 65.93/30.87  																															| Equations (437) can reduce 457 to:
% 65.93/30.87  																															| (110)  ~ (e4 = e1)
% 65.93/30.87  																															|
% 65.93/30.87  																															| Equations (437) can reduce 357 to:
% 65.93/30.87  																															| (49)  ~ (e4 = e0)
% 65.93/30.87  																															|
% 65.93/30.87  																															+-Applying beta-rule and splitting (26), into two cases.
% 65.93/30.87  																															|-Branch one:
% 65.93/30.87  																															| (446) all_0_44_44 = e4
% 65.93/30.87  																															|
% 65.93/30.87  																																| Equations (446) can reduce 1390 to:
% 65.93/30.87  																																| (266) $false
% 65.93/30.87  																																|
% 65.93/30.87  																																|-The branch is then unsatisfiable
% 65.93/30.87  																															|-Branch two:
% 65.93/30.87  																															| (1390)  ~ (all_0_44_44 = e4)
% 65.93/30.87  																															| (1391) all_0_44_44 = e3 | all_0_44_44 = e1 | all_0_44_44 = e0
% 65.93/30.87  																															|
% 65.93/30.87  																																+-Applying beta-rule and splitting (144), into two cases.
% 65.93/30.87  																																|-Branch one:
% 65.93/30.87  																																| (403) all_0_41_41 = e3
% 65.93/30.87  																																|
% 65.93/30.87  																																	| Combining equations (403,437) yields a new equation:
% 65.93/30.87  																																	| (425) e4 = e3
% 65.93/30.87  																																	|
% 65.93/30.87  																																	| Equations (425) can reduce 188 to:
% 65.93/30.87  																																	| (266) $false
% 65.93/30.87  																																	|
% 65.93/30.87  																																	|-The branch is then unsatisfiable
% 65.93/30.87  																																|-Branch two:
% 65.93/30.87  																																| (1898)  ~ (all_0_41_41 = e3)
% 65.93/30.87  																																| (1923) all_0_46_46 = e3 | all_0_50_50 = e3 | all_0_55_55 = e3
% 65.93/30.87  																																|
% 65.93/30.87  																																	+-Applying beta-rule and splitting (1923), into two cases.
% 65.93/30.87  																																	|-Branch one:
% 65.93/30.87  																																	| (1557) all_0_46_46 = e3
% 65.93/30.87  																																	|
% 65.93/30.87  																																		| Equations (1557) can reduce 409 to:
% 65.93/30.87  																																		| (266) $false
% 65.93/30.87  																																		|
% 65.93/30.87  																																		|-The branch is then unsatisfiable
% 65.93/30.87  																																	|-Branch two:
% 65.93/30.87  																																	| (409)  ~ (all_0_46_46 = e3)
% 65.93/30.87  																																	| (4042) all_0_50_50 = e3 | all_0_55_55 = e3
% 65.93/30.87  																																	|
% 65.93/30.87  																																		+-Applying beta-rule and splitting (4042), into two cases.
% 65.93/30.87  																																		|-Branch one:
% 65.93/30.87  																																		| (415) all_0_50_50 = e3
% 65.93/30.87  																																		|
% 65.93/30.87  																																			| Combining equations (601,415) yields a new equation:
% 65.93/30.87  																																			| (455) e3 = e1
% 65.93/30.87  																																			|
% 65.93/30.87  																																			| Equations (455) can reduce 213 to:
% 65.93/30.87  																																			| (266) $false
% 65.93/30.87  																																			|
% 65.93/30.87  																																			|-The branch is then unsatisfiable
% 65.93/30.87  																																		|-Branch two:
% 65.93/30.87  																																		| (411)  ~ (all_0_50_50 = e3)
% 65.93/30.87  																																		| (2336) all_0_55_55 = e3
% 65.93/30.87  																																		|
% 65.93/30.87  																																			| Equations (2336) can reduce 3 to:
% 65.93/30.87  																																			| (275)  ~ (all_0_58_58 = e3)
% 65.93/30.87  																																			|
% 65.93/30.87  																																			| Simplifying 275 yields:
% 65.93/30.87  																																			| (276)  ~ (all_0_58_58 = e3)
% 65.93/30.87  																																			|
% 65.93/30.87  																																			| Equations (2336) can reduce 632 to:
% 65.93/30.87  																																			| (213)  ~ (e3 = e1)
% 65.93/30.87  																																			|
% 65.93/30.87  																																			+-Applying beta-rule and splitting (243), into two cases.
% 65.93/30.87  																																			|-Branch one:
% 65.93/30.87  																																			| (329) all_0_38_38 = e0
% 65.93/30.87  																																			|
% 65.93/30.87  																																				| Combining equations (329,292) yields a new equation:
% 65.93/30.87  																																				| (330) e2 = e0
% 65.93/30.87  																																				|
% 65.93/30.87  																																				| Equations (330) can reduce 128 to:
% 65.93/30.87  																																				| (266) $false
% 65.93/30.87  																																				|
% 65.93/30.87  																																				|-The branch is then unsatisfiable
% 65.93/30.87  																																			|-Branch two:
% 65.93/30.87  																																			| (332)  ~ (all_0_38_38 = e0)
% 65.93/30.87  																																			| (395) all_0_41_41 = e0 | all_0_46_46 = e0 | all_0_55_55 = e0
% 65.93/30.87  																																			|
% 65.93/30.87  																																				+-Applying beta-rule and splitting (1899), into two cases.
% 65.93/30.87  																																				|-Branch one:
% 65.93/30.87  																																				| (516) all_0_42_42 = e3
% 65.93/30.87  																																				|
% 65.93/30.87  																																					| Equations (516) can reduce 145 to:
% 65.93/30.87  																																					| (246)  ~ (all_0_39_39 = e3)
% 65.93/30.87  																																					|
% 65.93/30.87  																																					| Equations (516) can reduce 73 to:
% 65.93/30.87  																																					| (406)  ~ (all_0_44_44 = e3)
% 65.93/30.87  																																					|
% 65.93/30.87  																																					| Simplifying 406 yields:
% 65.93/30.87  																																					| (407)  ~ (all_0_44_44 = e3)
% 65.93/30.87  																																					|
% 65.93/30.87  																																					+-Applying beta-rule and splitting (103), into two cases.
% 65.93/30.87  																																					|-Branch one:
% 65.93/30.87  																																					| (453) all_0_41_41 = e1
% 65.93/30.87  																																					|
% 65.93/30.87  																																						| Combining equations (453,437) yields a new equation:
% 65.93/30.87  																																						| (630) e4 = e1
% 65.93/30.87  																																						|
% 65.93/30.87  																																						| Equations (630) can reduce 110 to:
% 65.93/30.87  																																						| (266) $false
% 65.93/30.87  																																						|
% 65.93/30.87  																																						|-The branch is then unsatisfiable
% 65.93/30.87  																																					|-Branch two:
% 65.93/30.87  																																					| (457)  ~ (all_0_41_41 = e1)
% 65.93/30.87  																																					| (458) all_0_42_42 = e1 | all_0_43_43 = e1 | all_0_44_44 = e1
% 65.93/30.87  																																					|
% 65.93/30.87  																																						+-Applying beta-rule and splitting (458), into two cases.
% 65.93/30.87  																																						|-Branch one:
% 65.93/30.87  																																						| (459) all_0_42_42 = e1
% 65.93/30.87  																																						|
% 65.93/30.87  																																							| Combining equations (459,516) yields a new equation:
% 65.93/30.87  																																							| (455) e3 = e1
% 65.93/30.87  																																							|
% 65.93/30.87  																																							| Equations (455) can reduce 213 to:
% 65.93/30.87  																																							| (266) $false
% 65.93/30.87  																																							|
% 65.93/30.87  																																							|-The branch is then unsatisfiable
% 65.93/30.87  																																						|-Branch two:
% 65.93/30.87  																																						| (1380)  ~ (all_0_42_42 = e1)
% 65.93/30.87  																																						| (1381) all_0_43_43 = e1 | all_0_44_44 = e1
% 65.93/30.87  																																						|
% 65.93/30.87  																																							+-Applying beta-rule and splitting (150), into two cases.
% 65.93/30.87  																																							|-Branch one:
% 65.93/30.87  																																							| (1378) all_0_40_40 = e4
% 65.93/30.87  																																							|
% 65.93/30.87  																																								| Equations (1378) can reduce 176 to:
% 65.93/30.87  																																								| (1377)  ~ (all_0_39_39 = e4)
% 65.93/30.87  																																								|
% 65.93/30.87  																																								| Equations (1378) can reduce 2 to:
% 65.93/30.87  																																								| (188)  ~ (e4 = e3)
% 65.93/30.87  																																								|
% 65.93/30.87  																																								| Equations (1378) can reduce 296 to:
% 65.93/30.87  																																								| (48)  ~ (e4 = e2)
% 65.93/30.87  																																								|
% 65.93/30.87  																																								+-Applying beta-rule and splitting (1381), into two cases.
% 65.93/30.87  																																								|-Branch one:
% 65.93/30.87  																																								| (430) all_0_43_43 = e1
% 65.93/30.87  																																								|
% 65.93/30.87  																																									| Combining equations (430,356) yields a new equation:
% 65.93/30.87  																																									| (546) e1 = e0
% 65.93/30.87  																																									|
% 65.93/30.87  																																									| Simplifying 546 yields:
% 65.93/30.87  																																									| (431) e1 = e0
% 65.93/30.87  																																									|
% 65.93/30.87  																																									| Equations (431) can reduce 233 to:
% 65.93/30.87  																																									| (266) $false
% 65.93/30.87  																																									|
% 65.93/30.87  																																									|-The branch is then unsatisfiable
% 65.93/30.87  																																								|-Branch two:
% 65.93/30.87  																																								| (433)  ~ (all_0_43_43 = e1)
% 65.93/30.87  																																								| (635) all_0_44_44 = e1
% 65.93/30.87  																																								|
% 65.93/30.87  																																									| Equations (635) can reduce 407 to:
% 65.93/30.87  																																									| (467)  ~ (e3 = e1)
% 65.93/30.87  																																									|
% 65.93/30.87  																																									| Simplifying 467 yields:
% 65.93/30.87  																																									| (213)  ~ (e3 = e1)
% 65.93/30.87  																																									|
% 65.93/30.87  																																									| Equations (635) can reduce 147 to:
% 65.93/30.87  																																									| (604)  ~ (e2 = e1)
% 65.93/30.87  																																									|
% 65.93/30.87  																																									| Simplifying 604 yields:
% 65.93/30.87  																																									| (122)  ~ (e2 = e1)
% 65.93/30.87  																																									|
% 65.93/30.87  																																									| From (635) and (138) follows:
% 65.93/30.87  																																									| (1423) op(e3, e0) = e1
% 65.93/30.87  																																									|
% 65.93/30.87  																																									+-Applying beta-rule and splitting (75), into two cases.
% 65.93/30.87  																																									|-Branch one:
% 65.93/30.87  																																									| (485) all_0_40_40 = e0
% 65.93/30.87  																																									|
% 65.93/30.87  																																										| Combining equations (485,1378) yields a new equation:
% 65.93/30.87  																																										| (397) e4 = e0
% 65.93/30.87  																																										|
% 65.93/30.87  																																										| Equations (397) can reduce 49 to:
% 65.93/30.87  																																										| (266) $false
% 65.93/30.87  																																										|
% 65.93/30.87  																																										|-The branch is then unsatisfiable
% 65.93/30.87  																																									|-Branch two:
% 65.93/30.87  																																									| (1401)  ~ (all_0_40_40 = e0)
% 65.93/30.87  																																									| (1748) all_0_44_44 = e0 | all_0_49_49 = e0 | all_0_58_58 = e0
% 65.93/30.87  																																									|
% 65.93/30.87  																																										+-Applying beta-rule and splitting (131), into two cases.
% 65.93/30.87  																																										|-Branch one:
% 65.93/30.87  																																										| (459) all_0_42_42 = e1
% 65.93/30.87  																																										|
% 65.93/30.87  																																											| Combining equations (459,516) yields a new equation:
% 65.93/30.87  																																											| (455) e3 = e1
% 65.93/30.87  																																											|
% 65.93/30.87  																																											| Equations (455) can reduce 213 to:
% 65.93/30.87  																																											| (266) $false
% 65.93/30.87  																																											|
% 65.93/30.87  																																											|-The branch is then unsatisfiable
% 65.93/30.87  																																										|-Branch two:
% 65.93/30.87  																																										| (1380)  ~ (all_0_42_42 = e1)
% 65.93/30.87  																																										| (3259) all_0_47_47 = e1 | all_0_51_51 = e1 | all_0_56_56 = e1
% 65.93/30.87  																																										|
% 65.93/30.87  																																											| Equations (516) can reduce 1380 to:
% 65.93/30.87  																																											| (213)  ~ (e3 = e1)
% 65.93/30.87  																																											|
% 65.93/30.87  																																											+-Applying beta-rule and splitting (216), into two cases.
% 65.93/30.87  																																											|-Branch one:
% 65.93/30.87  																																											| (629) all_0_55_55 = e1
% 65.93/30.87  																																											|
% 65.93/30.87  																																												| Combining equations (2336,629) yields a new equation:
% 65.93/30.87  																																												| (454) e3 = e1
% 65.93/30.87  																																												|
% 65.93/30.87  																																												| Simplifying 454 yields:
% 65.93/30.87  																																												| (455) e3 = e1
% 65.93/30.87  																																												|
% 65.93/30.87  																																												| Equations (455) can reduce 213 to:
% 65.93/30.87  																																												| (266) $false
% 65.93/30.87  																																												|
% 65.93/30.87  																																												|-The branch is then unsatisfiable
% 65.93/30.87  																																											|-Branch two:
% 65.93/30.87  																																											| (632)  ~ (all_0_55_55 = e1)
% 65.93/30.87  																																											| (633) all_0_56_56 = e1 | all_0_57_57 = e1 | all_0_58_58 = e1
% 65.93/30.87  																																											|
% 65.93/30.87  																																												+-Applying beta-rule and splitting (123), into two cases.
% 65.93/30.87  																																												|-Branch one:
% 65.93/30.87  																																												| (1794) all_0_46_46 = e2
% 65.93/30.87  																																												|
% 65.93/30.87  																																													| Equations (1794) can reduce 300 to:
% 65.93/30.87  																																													| (266) $false
% 65.93/30.87  																																													|
% 65.93/30.87  																																													|-The branch is then unsatisfiable
% 65.93/30.87  																																												|-Branch two:
% 65.93/30.87  																																												| (300)  ~ (all_0_46_46 = e2)
% 65.93/30.87  																																												| (1797) all_0_46_46 = e4 | all_0_46_46 = e3 | all_0_46_46 = e1 | all_0_46_46 = e0
% 65.93/30.87  																																												|
% 65.93/30.87  																																													+-Applying beta-rule and splitting (320), into two cases.
% 65.93/30.87  																																													|-Branch one:
% 65.93/30.87  																																													| (471) all_0_39_39 = e4
% 65.93/30.87  																																													|
% 65.93/30.87  																																														| Equations (471) can reduce 1377 to:
% 65.93/30.87  																																														| (266) $false
% 65.93/30.87  																																														|
% 65.93/30.87  																																														|-The branch is then unsatisfiable
% 65.93/30.87  																																													|-Branch two:
% 65.93/30.87  																																													| (1377)  ~ (all_0_39_39 = e4)
% 65.93/30.87  																																													| (480) all_0_39_39 = e0
% 65.93/30.87  																																													|
% 65.93/30.87  																																														| Equations (480) can reduce 1377 to:
% 65.93/30.87  																																														| (401)  ~ (e4 = e0)
% 65.93/30.87  																																														|
% 65.93/30.87  																																														| Simplifying 401 yields:
% 65.93/30.87  																																														| (49)  ~ (e4 = e0)
% 65.93/30.87  																																														|
% 65.93/30.87  																																														| Equations (480) can reduce 246 to:
% 65.93/30.87  																																														| (541)  ~ (e3 = e0)
% 65.93/30.87  																																														|
% 65.93/30.87  																																														| Simplifying 541 yields:
% 65.93/30.87  																																														| (80)  ~ (e3 = e0)
% 65.93/30.87  																																														|
% 65.93/30.87  																																														| From (480) and (14) follows:
% 65.93/30.87  																																														| (4090) op(e4, e2) = e0
% 65.93/30.87  																																														|
% 65.93/30.87  																																														+-Applying beta-rule and splitting (184), into two cases.
% 65.93/30.87  																																														|-Branch one:
% 65.93/30.87  																																														| (538) all_0_46_46 = e0
% 65.93/30.87  																																														|
% 65.93/30.87  																																															| Equations (538) can reduce 250 to:
% 65.93/30.87  																																															| (401)  ~ (e4 = e0)
% 65.93/30.87  																																															|
% 65.93/30.87  																																															| Simplifying 401 yields:
% 65.93/30.87  																																															| (49)  ~ (e4 = e0)
% 65.93/30.87  																																															|
% 65.93/30.87  																																															| Equations (538) can reduce 300 to:
% 65.93/30.87  																																															| (365)  ~ (e2 = e0)
% 65.93/30.87  																																															|
% 65.93/30.87  																																															| Simplifying 365 yields:
% 65.93/30.87  																																															| (128)  ~ (e2 = e0)
% 65.93/30.87  																																															|
% 65.93/30.87  																																															| Equations (538) can reduce 549 to:
% 65.93/30.87  																																															| (435)  ~ (e1 = e0)
% 65.93/30.87  																																															|
% 65.93/30.87  																																															| Simplifying 435 yields:
% 65.93/30.87  																																															| (233)  ~ (e1 = e0)
% 65.93/30.87  																																															|
% 65.93/30.87  																																															+-Applying beta-rule and splitting (105), into two cases.
% 65.93/30.87  																																															|-Branch one:
% 65.93/30.87  																																															| (1105) all_0_47_47 = e2
% 65.93/30.87  																																															|
% 65.93/30.87  																																																| Equations (1105) can reduce 338 to:
% 65.93/30.87  																																																| (266) $false
% 65.93/30.87  																																																|
% 65.93/30.87  																																																|-The branch is then unsatisfiable
% 65.93/30.87  																																															|-Branch two:
% 65.93/30.87  																																															| (338)  ~ (all_0_47_47 = e2)
% 65.93/30.87  																																															| (1789) all_0_47_47 = e4 | all_0_47_47 = e3 | all_0_47_47 = e1 | all_0_47_47 = e0
% 65.93/30.87  																																															|
% 65.93/30.87  																																																+-Applying beta-rule and splitting (133), into two cases.
% 65.93/30.87  																																																|-Branch one:
% 65.93/30.87  																																																| (833) all_0_56_56 = e2
% 65.93/30.87  																																																|
% 65.93/30.87  																																																	| Equations (833) can reduce 511 to:
% 65.93/30.87  																																																	| (266) $false
% 65.93/30.87  																																																	|
% 65.93/30.87  																																																	|-The branch is then unsatisfiable
% 65.93/30.87  																																																|-Branch two:
% 65.93/30.87  																																																| (511)  ~ (all_0_56_56 = e2)
% 65.93/30.87  																																																| (836) all_0_56_56 = e4 | all_0_56_56 = e3 | all_0_56_56 = e1 | all_0_56_56 = e0
% 65.93/30.87  																																																|
% 65.93/30.87  																																																	+-Applying beta-rule and splitting (206), into two cases.
% 65.93/30.87  																																																	|-Branch one:
% 65.93/30.87  																																																	| (248) all_0_45_45 = e4
% 65.93/30.87  																																																	|
% 65.93/30.87  																																																		| Combining equations (248,423) yields a new equation:
% 65.93/30.87  																																																		| (424) e4 = e3
% 65.93/30.87  																																																		|
% 65.93/30.87  																																																		| Simplifying 424 yields:
% 65.93/30.87  																																																		| (425) e4 = e3
% 65.93/30.87  																																																		|
% 65.93/30.87  																																																		| Equations (425) can reduce 188 to:
% 65.93/30.87  																																																		| (266) $false
% 65.93/30.87  																																																		|
% 65.93/30.87  																																																		|-The branch is then unsatisfiable
% 65.93/30.87  																																																	|-Branch two:
% 65.93/30.87  																																																	| (60416)  ~ (all_0_45_45 = e4)
% 65.93/30.87  																																																	| (61457) all_0_46_46 = e4 | all_0_47_47 = e4 | all_0_48_48 = e4 | all_0_49_49 = e4
% 65.93/30.87  																																																	|
% 65.93/30.88  																																																		| Equations (423) can reduce 60416 to:
% 65.93/30.88  																																																		| (277)  ~ (e4 = e3)
% 65.93/30.88  																																																		|
% 65.93/30.88  																																																		| Simplifying 277 yields:
% 65.93/30.88  																																																		| (188)  ~ (e4 = e3)
% 65.93/30.88  																																																		|
% 65.93/30.88  																																																		+-Applying beta-rule and splitting (164), into two cases.
% 65.93/30.88  																																																		|-Branch one:
% 65.93/30.88  																																																		| (471) all_0_39_39 = e4
% 65.93/30.88  																																																		|
% 65.93/30.88  																																																			| Combining equations (471,480) yields a new equation:
% 65.93/30.88  																																																			| (481) e4 = e0
% 65.93/30.88  																																																			|
% 65.93/30.88  																																																			| Simplifying 481 yields:
% 65.93/30.88  																																																			| (397) e4 = e0
% 65.93/30.88  																																																			|
% 65.93/30.88  																																																			| Equations (397) can reduce 49 to:
% 65.93/30.88  																																																			| (266) $false
% 65.93/30.88  																																																			|
% 65.93/30.88  																																																			|-The branch is then unsatisfiable
% 65.93/30.88  																																																		|-Branch two:
% 65.93/30.88  																																																		| (1377)  ~ (all_0_39_39 = e4)
% 65.93/30.88  																																																		| (2115) all_0_42_42 = e4 | all_0_47_47 = e4 | all_0_51_51 = e4 | all_0_56_56 = e4
% 65.93/30.88  																																																		|
% 65.93/30.88  																																																			| Equations (480) can reduce 1377 to:
% 65.93/30.88  																																																			| (401)  ~ (e4 = e0)
% 65.93/30.88  																																																			|
% 65.93/30.88  																																																			| Simplifying 401 yields:
% 65.93/30.88  																																																			| (49)  ~ (e4 = e0)
% 65.93/30.88  																																																			|
% 65.93/30.88  																																																			+-Applying beta-rule and splitting (1748), into two cases.
% 65.93/30.88  																																																			|-Branch one:
% 65.93/30.88  																																																			| (1414) all_0_44_44 = e0
% 65.93/30.88  																																																			|
% 65.93/30.88  																																																				| Combining equations (635,1414) yields a new equation:
% 65.93/30.88  																																																				| (546) e1 = e0
% 65.93/30.88  																																																				|
% 65.93/30.88  																																																				| Simplifying 546 yields:
% 65.93/30.88  																																																				| (431) e1 = e0
% 65.93/30.88  																																																				|
% 65.93/30.88  																																																				| Equations (431) can reduce 233 to:
% 65.93/30.88  																																																				| (266) $false
% 65.93/30.88  																																																				|
% 65.93/30.88  																																																				|-The branch is then unsatisfiable
% 65.93/30.88  																																																			|-Branch two:
% 65.93/30.88  																																																			| (360)  ~ (all_0_44_44 = e0)
% 65.93/30.88  																																																			| (1760) all_0_49_49 = e0 | all_0_58_58 = e0
% 65.93/30.88  																																																			|
% 65.93/30.88  																																																				+-Applying beta-rule and splitting (61457), into two cases.
% 65.93/30.88  																																																				|-Branch one:
% 65.93/30.88  																																																				| (770) all_0_46_46 = e4
% 65.93/30.88  																																																				|
% 65.93/30.88  																																																					| Combining equations (538,770) yields a new equation:
% 65.93/30.88  																																																					| (397) e4 = e0
% 65.93/30.88  																																																					|
% 65.93/30.88  																																																					| Equations (397) can reduce 49 to:
% 65.93/30.88  																																																					| (266) $false
% 65.93/30.88  																																																					|
% 65.93/30.88  																																																					|-The branch is then unsatisfiable
% 65.93/30.88  																																																				|-Branch two:
% 65.93/30.88  																																																				| (250)  ~ (all_0_46_46 = e4)
% 65.93/30.88  																																																				| (61466) all_0_47_47 = e4 | all_0_48_48 = e4 | all_0_49_49 = e4
% 65.93/30.88  																																																				|
% 65.93/30.88  																																																					+-Applying beta-rule and splitting (1760), into two cases.
% 65.93/30.88  																																																					|-Branch one:
% 65.93/30.88  																																																					| (978) all_0_49_49 = e0
% 65.93/30.88  																																																					|
% 65.93/30.88  																																																						| Combining equations (583,978) yields a new equation:
% 65.93/30.88  																																																						| (391) e2 = e0
% 65.93/30.88  																																																						|
% 65.93/30.88  																																																						| Simplifying 391 yields:
% 65.93/30.88  																																																						| (330) e2 = e0
% 65.93/30.88  																																																						|
% 65.93/30.88  																																																						| Equations (330) can reduce 128 to:
% 65.93/30.88  																																																						| (266) $false
% 65.93/30.88  																																																						|
% 65.93/30.88  																																																						|-The branch is then unsatisfiable
% 65.93/30.88  																																																					|-Branch two:
% 65.93/30.88  																																																					| (487)  ~ (all_0_49_49 = e0)
% 65.93/30.88  																																																					| (914) all_0_58_58 = e0
% 65.93/30.88  																																																					|
% 65.93/30.88  																																																						| Equations (914) can reduce 44 to:
% 65.93/30.88  																																																						| (828)  ~ (all_0_56_56 = e0)
% 65.93/30.88  																																																						|
% 65.93/30.88  																																																						+-Applying beta-rule and splitting (2115), into two cases.
% 65.93/30.88  																																																						|-Branch one:
% 65.93/30.88  																																																						| (1392) all_0_42_42 = e4
% 65.93/30.88  																																																						|
% 65.93/30.88  																																																							| Combining equations (516,1392) yields a new equation:
% 65.93/30.88  																																																							| (425) e4 = e3
% 65.93/30.88  																																																							|
% 65.93/30.88  																																																							| Equations (425) can reduce 188 to:
% 65.93/30.88  																																																							| (266) $false
% 65.93/30.88  																																																							|
% 65.93/30.88  																																																							|-The branch is then unsatisfiable
% 65.93/30.88  																																																						|-Branch two:
% 65.93/30.88  																																																						| (1890)  ~ (all_0_42_42 = e4)
% 65.93/30.88  																																																						| (2246) all_0_47_47 = e4 | all_0_51_51 = e4 | all_0_56_56 = e4
% 65.93/30.88  																																																						|
% 65.93/30.88  																																																							+-Applying beta-rule and splitting (3259), into two cases.
% 65.93/30.88  																																																							|-Branch one:
% 65.93/30.88  																																																							| (654) all_0_47_47 = e1
% 65.93/30.88  																																																							|
% 65.93/30.88  																																																								| Equations (654) can reduce 462 to:
% 65.93/30.88  																																																								| (266) $false
% 65.93/30.88  																																																								|
% 65.93/30.88  																																																								|-The branch is then unsatisfiable
% 65.93/30.88  																																																							|-Branch two:
% 65.93/30.88  																																																							| (462)  ~ (all_0_47_47 = e1)
% 65.93/30.88  																																																							| (3264) all_0_51_51 = e1 | all_0_56_56 = e1
% 65.93/30.88  																																																							|
% 65.93/30.88  																																																								+-Applying beta-rule and splitting (1789), into two cases.
% 65.93/30.88  																																																								|-Branch one:
% 65.93/30.88  																																																								| (1790) all_0_47_47 = e4
% 65.93/30.88  																																																								|
% 65.93/30.88  																																																									| From (1790) and (23) follows:
% 65.93/30.88  																																																									| (61903) op(e2, e2) = e4
% 65.93/30.88  																																																									|
% 65.93/30.88  																																																									+-Applying beta-rule and splitting (633), into two cases.
% 65.93/30.88  																																																									|-Branch one:
% 65.93/30.88  																																																									| (1569) all_0_56_56 = e1
% 65.93/30.88  																																																									|
% 65.93/30.88  																																																										| Equations (1569) can reduce 511 to:
% 65.93/30.88  																																																										| (604)  ~ (e2 = e1)
% 65.93/30.88  																																																										|
% 65.93/30.88  																																																										| Simplifying 604 yields:
% 65.93/30.88  																																																										| (122)  ~ (e2 = e1)
% 65.93/30.88  																																																										|
% 65.93/30.88  																																																										| Equations (1569) can reduce 828 to:
% 65.93/30.88  																																																										| (233)  ~ (e1 = e0)
% 65.93/30.88  																																																										|
% 65.93/30.88  																																																										+-Applying beta-rule and splitting (56), into two cases.
% 65.93/30.88  																																																										|-Branch one:
% 65.93/30.88  																																																										| (696) unit = e2
% 65.93/30.88  																																																										|
% 65.93/30.88  																																																											| From (696) and (244) follows:
% 65.93/30.88  																																																											| (264) op(e2, e4) = e4
% 65.93/30.88  																																																											|
% 65.93/30.88  																																																											| From (696) and (227) follows:
% 65.93/30.88  																																																											| (4284) op(e4, e2) = e4
% 65.93/30.88  																																																											|
% 65.93/30.88  																																																											| From (696) and (32) follows:
% 65.93/30.88  																																																											| (698) op(e2, e2) = e2
% 65.93/30.88  																																																											|
% 65.93/30.88  																																																											| From (696) and (28) follows:
% 65.93/30.88  																																																											| (699) op(e1, e2) = e1
% 65.93/30.88  																																																											|
% 65.93/30.88  																																																											| Instantiating formula (29) with e4, e2, e4, e0 and discharging atoms op(e4, e2) = e4, op(e4, e2) = e0, yields:
% 65.93/30.88  																																																											| (397) e4 = e0
% 65.93/30.88  																																																											|
% 65.93/30.88  																																																											| Instantiating formula (29) with e2, e4, e4, e3 and discharging atoms op(e2, e4) = e4, op(e2, e4) = e3, yields:
% 65.93/30.88  																																																											| (425) e4 = e3
% 65.93/30.88  																																																											|
% 65.93/30.88  																																																											| Instantiating formula (29) with e2, e2, e2, e4 and discharging atoms op(e2, e2) = e4, op(e2, e2) = e2, yields:
% 65.93/30.88  																																																											| (323) e4 = e2
% 65.93/30.88  																																																											|
% 65.93/30.88  																																																											| Instantiating formula (29) with e1, e2, e1, e2 and discharging atoms op(e1, e2) = e2, op(e1, e2) = e1, yields:
% 65.93/30.88  																																																											| (617) e2 = e1
% 65.93/30.88  																																																											|
% 65.93/30.88  																																																											| Combining equations (323,425) yields a new equation:
% 65.93/30.88  																																																											| (662) e3 = e2
% 65.93/30.88  																																																											|
% 65.93/30.88  																																																											| Combining equations (397,425) yields a new equation:
% 65.93/30.88  																																																											| (676) e3 = e0
% 65.93/30.88  																																																											|
% 65.93/30.88  																																																											| Combining equations (662,676) yields a new equation:
% 65.93/30.88  																																																											| (391) e2 = e0
% 65.93/30.88  																																																											|
% 65.93/30.88  																																																											| Simplifying 391 yields:
% 65.93/30.88  																																																											| (330) e2 = e0
% 65.93/30.88  																																																											|
% 65.93/30.88  																																																											| Combining equations (330,617) yields a new equation:
% 65.93/30.88  																																																											| (431) e1 = e0
% 65.93/30.88  																																																											|
% 65.93/30.88  																																																											| Equations (431) can reduce 233 to:
% 65.93/30.88  																																																											| (266) $false
% 65.93/30.88  																																																											|
% 65.93/30.88  																																																											|-The branch is then unsatisfiable
% 65.93/30.88  																																																										|-Branch two:
% 65.93/30.88  																																																										| (707)  ~ (unit = e2)
% 65.93/30.88  																																																										| (708) unit = e4 | unit = e3 | unit = e1 | unit = e0
% 65.93/30.88  																																																										|
% 65.93/30.88  																																																											+-Applying beta-rule and splitting (708), into two cases.
% 65.93/30.88  																																																											|-Branch one:
% 65.93/30.88  																																																											| (709) unit = e4
% 65.93/30.88  																																																											|
% 65.93/30.88  																																																												| From (709) and (15) follows:
% 65.93/30.88  																																																												| (22188) op(e4, e2) = e2
% 65.93/30.88  																																																												|
% 65.93/30.88  																																																												| From (709) and (211) follows:
% 65.93/30.88  																																																												| (22527) op(e4, e1) = e1
% 65.93/30.88  																																																												|
% 65.93/30.88  																																																												| From (709) and (32) follows:
% 65.93/30.88  																																																												| (712) op(e2, e4) = e2
% 65.93/30.88  																																																												|
% 65.93/30.88  																																																												| Instantiating formula (29) with e4, e2, e2, e0 and discharging atoms op(e4, e2) = e2, op(e4, e2) = e0, yields:
% 65.93/30.88  																																																												| (330) e2 = e0
% 65.93/30.88  																																																												|
% 65.93/30.88  																																																												| Instantiating formula (29) with e4, e1, e1, e3 and discharging atoms op(e4, e1) = e3, op(e4, e1) = e1, yields:
% 65.93/30.88  																																																												| (455) e3 = e1
% 65.93/30.88  																																																												|
% 65.93/30.88  																																																												| Instantiating formula (29) with e2, e4, e2, e3 and discharging atoms op(e2, e4) = e3, op(e2, e4) = e2, yields:
% 65.93/30.88  																																																												| (662) e3 = e2
% 65.93/30.88  																																																												|
% 65.93/30.88  																																																												| Combining equations (455,662) yields a new equation:
% 65.93/30.88  																																																												| (617) e2 = e1
% 65.93/30.88  																																																												|
% 65.93/30.88  																																																												| Combining equations (617,330) yields a new equation:
% 65.93/30.88  																																																												| (546) e1 = e0
% 65.93/30.88  																																																												|
% 65.93/30.88  																																																												| Simplifying 546 yields:
% 65.93/30.88  																																																												| (431) e1 = e0
% 65.93/30.88  																																																												|
% 65.93/30.88  																																																												| Equations (431) can reduce 233 to:
% 65.93/30.88  																																																												| (266) $false
% 65.93/30.88  																																																												|
% 65.93/30.88  																																																												|-The branch is then unsatisfiable
% 65.93/30.88  																																																											|-Branch two:
% 65.93/30.88  																																																											| (724)  ~ (unit = e4)
% 65.93/30.88  																																																											| (725) unit = e3 | unit = e1 | unit = e0
% 65.93/30.88  																																																											|
% 65.93/30.88  																																																												+-Applying beta-rule and splitting (725), into two cases.
% 65.93/30.88  																																																												|-Branch one:
% 65.93/30.88  																																																												| (726) unit = e0
% 65.93/30.88  																																																												|
% 65.93/30.88  																																																													| From (726) and (211) follows:
% 65.93/30.88  																																																													| (15180) op(e0, e1) = e1
% 65.93/30.88  																																																													|
% 65.93/30.88  																																																													| Instantiating formula (29) with e0, e1, e1, e2 and discharging atoms op(e0, e1) = e2, op(e0, e1) = e1, yields:
% 65.93/30.88  																																																													| (617) e2 = e1
% 65.93/30.88  																																																													|
% 65.93/30.88  																																																													| Equations (617) can reduce 122 to:
% 65.93/30.88  																																																													| (266) $false
% 65.93/30.88  																																																													|
% 65.93/30.88  																																																													|-The branch is then unsatisfiable
% 65.93/30.88  																																																												|-Branch two:
% 65.93/30.88  																																																												| (734)  ~ (unit = e0)
% 65.93/30.88  																																																												| (735) unit = e3 | unit = e1
% 65.93/30.88  																																																												|
% 65.93/30.88  																																																													+-Applying beta-rule and splitting (735), into two cases.
% 65.93/30.88  																																																													|-Branch one:
% 65.93/30.88  																																																													| (736) unit = e1
% 65.93/30.88  																																																													|
% 65.93/30.88  																																																														| Equations (736) can reduce 734 to:
% 65.93/30.88  																																																														| (233)  ~ (e1 = e0)
% 65.93/30.88  																																																														|
% 65.93/30.88  																																																														| From (736) and (32) follows:
% 65.93/30.88  																																																														| (347) op(e2, e1) = e2
% 65.93/30.88  																																																														|
% 65.93/30.88  																																																														| From (736) and (42) follows:
% 65.93/30.88  																																																														| (3221) op(e0, e1) = e0
% 65.93/30.88  																																																														|
% 65.93/30.88  																																																														| Instantiating formula (29) with e2, e1, e2, e1 and discharging atoms op(e2, e1) = e2, op(e2, e1) = e1, yields:
% 65.93/30.88  																																																														| (617) e2 = e1
% 65.93/30.88  																																																														|
% 65.93/30.88  																																																														| Instantiating formula (29) with e0, e1, e0, e2 and discharging atoms op(e0, e1) = e2, op(e0, e1) = e0, yields:
% 65.93/30.88  																																																														| (330) e2 = e0
% 65.93/30.88  																																																														|
% 65.93/30.89  																																																														| Combining equations (330,617) yields a new equation:
% 65.93/30.89  																																																														| (431) e1 = e0
% 65.93/30.89  																																																														|
% 65.93/30.89  																																																														| Equations (431) can reduce 233 to:
% 65.93/30.89  																																																														| (266) $false
% 65.93/30.89  																																																														|
% 65.93/30.89  																																																														|-The branch is then unsatisfiable
% 65.93/30.89  																																																													|-Branch two:
% 65.93/30.89  																																																													| (748)  ~ (unit = e1)
% 65.93/30.89  																																																													| (749) unit = e3
% 65.93/30.89  																																																													|
% 65.93/30.89  																																																														| From (749) and (209) follows:
% 65.93/30.89  																																																														| (1667) op(e3, e0) = e0
% 65.93/30.89  																																																														|
% 65.93/30.89  																																																														| Instantiating formula (29) with e3, e0, e0, e1 and discharging atoms op(e3, e0) = e1, op(e3, e0) = e0, yields:
% 65.93/30.89  																																																														| (431) e1 = e0
% 65.93/30.89  																																																														|
% 65.93/30.89  																																																														| Equations (431) can reduce 233 to:
% 65.93/30.89  																																																														| (266) $false
% 65.93/30.89  																																																														|
% 65.93/30.89  																																																														|-The branch is then unsatisfiable
% 65.93/30.89  																																																									|-Branch two:
% 65.93/30.89  																																																									| (466)  ~ (all_0_56_56 = e1)
% 65.93/30.89  																																																									| (1574) all_0_57_57 = e1 | all_0_58_58 = e1
% 65.93/30.89  																																																									|
% 65.93/30.89  																																																										+-Applying beta-rule and splitting (3264), into two cases.
% 65.93/30.89  																																																										|-Branch one:
% 65.93/30.89  																																																										| (1109) all_0_51_51 = e1
% 65.93/30.89  																																																										|
% 65.93/30.89  																																																											| Combining equations (504,1109) yields a new equation:
% 65.93/30.89  																																																											| (616) e2 = e1
% 65.93/30.89  																																																											|
% 65.93/30.89  																																																											| Simplifying 616 yields:
% 65.93/30.89  																																																											| (617) e2 = e1
% 65.93/30.89  																																																											|
% 65.93/30.89  																																																											| Equations (617) can reduce 122 to:
% 65.93/30.89  																																																											| (266) $false
% 65.93/30.89  																																																											|
% 65.93/30.89  																																																											|-The branch is then unsatisfiable
% 65.93/30.89  																																																										|-Branch two:
% 65.93/30.89  																																																										| (464)  ~ (all_0_51_51 = e1)
% 65.93/30.89  																																																										| (1569) all_0_56_56 = e1
% 65.93/30.89  																																																										|
% 65.93/30.89  																																																											| Equations (1569) can reduce 466 to:
% 65.93/30.89  																																																											| (266) $false
% 65.93/30.89  																																																											|
% 65.93/30.89  																																																											|-The branch is then unsatisfiable
% 65.93/30.89  																																																								|-Branch two:
% 65.93/30.89  																																																								| (252)  ~ (all_0_47_47 = e4)
% 65.93/30.89  																																																								| (1793) all_0_47_47 = e3 | all_0_47_47 = e1 | all_0_47_47 = e0
% 65.93/30.89  																																																								|
% 65.93/30.89  																																																									+-Applying beta-rule and splitting (633), into two cases.
% 65.93/30.89  																																																									|-Branch one:
% 65.93/30.89  																																																									| (1569) all_0_56_56 = e1
% 65.93/30.89  																																																									|
% 65.93/30.89  																																																										| Equations (1569) can reduce 477 to:
% 65.93/30.89  																																																										| (602)  ~ (e4 = e1)
% 65.93/30.89  																																																										|
% 65.93/30.89  																																																										| Simplifying 602 yields:
% 65.93/30.89  																																																										| (110)  ~ (e4 = e1)
% 65.93/30.89  																																																										|
% 65.93/30.89  																																																										+-Applying beta-rule and splitting (61466), into two cases.
% 65.93/30.89  																																																										|-Branch one:
% 65.93/30.89  																																																										| (1790) all_0_47_47 = e4
% 65.93/30.89  																																																										|
% 65.93/30.89  																																																											| Equations (1790) can reduce 252 to:
% 65.93/30.89  																																																											| (266) $false
% 65.93/30.89  																																																											|
% 65.93/30.89  																																																											|-The branch is then unsatisfiable
% 65.93/30.89  																																																										|-Branch two:
% 65.93/30.89  																																																										| (252)  ~ (all_0_47_47 = e4)
% 65.93/30.89  																																																										| (61479) all_0_48_48 = e4 | all_0_49_49 = e4
% 65.93/30.89  																																																										|
% 65.93/30.89  																																																											+-Applying beta-rule and splitting (2246), into two cases.
% 65.93/30.89  																																																											|-Branch one:
% 65.93/30.89  																																																											| (1790) all_0_47_47 = e4
% 65.93/30.89  																																																											|
% 65.93/30.89  																																																												| Equations (1790) can reduce 252 to:
% 65.93/30.89  																																																												| (266) $false
% 65.93/30.89  																																																												|
% 65.93/30.89  																																																												|-The branch is then unsatisfiable
% 65.93/30.89  																																																											|-Branch two:
% 65.93/30.89  																																																											| (252)  ~ (all_0_47_47 = e4)
% 65.93/30.89  																																																											| (6548) all_0_51_51 = e4 | all_0_56_56 = e4
% 65.93/30.89  																																																											|
% 65.93/30.89  																																																												+-Applying beta-rule and splitting (6548), into two cases.
% 65.93/30.89  																																																												|-Branch one:
% 65.93/30.89  																																																												| (1101) all_0_51_51 = e4
% 65.93/30.89  																																																												|
% 65.93/30.89  																																																													| Combining equations (504,1101) yields a new equation:
% 65.93/30.89  																																																													| (323) e4 = e2
% 65.93/30.89  																																																													|
% 65.93/30.89  																																																													| Equations (323) can reduce 48 to:
% 65.93/30.89  																																																													| (266) $false
% 65.93/30.89  																																																													|
% 65.93/30.89  																																																													|-The branch is then unsatisfiable
% 65.93/30.89  																																																												|-Branch two:
% 65.93/30.89  																																																												| (475)  ~ (all_0_51_51 = e4)
% 65.93/30.89  																																																												| (842) all_0_56_56 = e4
% 65.93/30.89  																																																												|
% 65.93/30.89  																																																													| Combining equations (842,1569) yields a new equation:
% 65.93/30.89  																																																													| (636) e4 = e1
% 65.93/30.89  																																																													|
% 65.93/30.89  																																																													| Simplifying 636 yields:
% 65.93/30.89  																																																													| (630) e4 = e1
% 65.93/30.89  																																																													|
% 65.93/30.89  																																																													| Equations (630) can reduce 110 to:
% 65.93/30.89  																																																													| (266) $false
% 65.93/30.89  																																																													|
% 65.93/30.89  																																																													|-The branch is then unsatisfiable
% 65.93/30.89  																																																									|-Branch two:
% 65.93/30.89  																																																									| (466)  ~ (all_0_56_56 = e1)
% 65.93/30.89  																																																									| (1574) all_0_57_57 = e1 | all_0_58_58 = e1
% 65.93/30.89  																																																									|
% 65.93/30.89  																																																										+-Applying beta-rule and splitting (3264), into two cases.
% 65.93/30.89  																																																										|-Branch one:
% 65.93/30.89  																																																										| (1109) all_0_51_51 = e1
% 65.93/30.89  																																																										|
% 65.93/30.89  																																																											| Combining equations (504,1109) yields a new equation:
% 65.93/30.89  																																																											| (616) e2 = e1
% 65.93/30.89  																																																											|
% 65.93/30.89  																																																											| Simplifying 616 yields:
% 65.93/30.89  																																																											| (617) e2 = e1
% 65.93/30.89  																																																											|
% 65.93/30.89  																																																											| Equations (617) can reduce 122 to:
% 65.93/30.89  																																																											| (266) $false
% 65.93/30.89  																																																											|
% 65.93/30.89  																																																											|-The branch is then unsatisfiable
% 65.93/30.89  																																																										|-Branch two:
% 65.93/30.89  																																																										| (464)  ~ (all_0_51_51 = e1)
% 65.93/30.89  																																																										| (1569) all_0_56_56 = e1
% 65.93/30.89  																																																										|
% 65.93/30.89  																																																											| Equations (1569) can reduce 466 to:
% 65.93/30.89  																																																											| (266) $false
% 65.93/30.89  																																																											|
% 65.93/30.89  																																																											|-The branch is then unsatisfiable
% 65.93/30.89  																																														|-Branch two:
% 65.93/30.89  																																														| (831)  ~ (all_0_46_46 = e0)
% 65.93/30.89  																																														| (832) all_0_47_47 = e0 | all_0_48_48 = e0 | all_0_49_49 = e0
% 65.93/30.89  																																														|
% 65.93/30.89  																																															+-Applying beta-rule and splitting (125), into two cases.
% 65.93/30.89  																																															|-Branch one:
% 65.93/30.89  																																															| (858) all_0_55_55 = e0
% 65.93/30.89  																																															|
% 65.93/30.89  																																																| Combining equations (2336,858) yields a new equation:
% 65.93/30.89  																																																| (675) e3 = e0
% 65.93/30.89  																																																|
% 65.93/30.89  																																																| Simplifying 675 yields:
% 65.93/30.89  																																																| (676) e3 = e0
% 65.93/30.89  																																																|
% 65.93/30.89  																																																| Equations (676) can reduce 80 to:
% 65.93/30.89  																																																| (266) $false
% 65.93/30.89  																																																|
% 65.93/30.89  																																																|-The branch is then unsatisfiable
% 65.93/30.89  																																															|-Branch two:
% 65.93/30.89  																																															| (803)  ~ (all_0_55_55 = e0)
% 65.93/30.89  																																															| (863) all_0_56_56 = e0 | all_0_57_57 = e0 | all_0_58_58 = e0
% 65.93/30.89  																																															|
% 65.93/30.89  																																																| Equations (2336) can reduce 803 to:
% 65.93/30.89  																																																| (80)  ~ (e3 = e0)
% 65.93/30.89  																																																|
% 65.93/30.89  																																																+-Applying beta-rule and splitting (164), into two cases.
% 65.93/30.89  																																																|-Branch one:
% 65.93/30.89  																																																| (471) all_0_39_39 = e4
% 65.93/30.89  																																																|
% 65.93/30.89  																																																	| Combining equations (471,480) yields a new equation:
% 65.93/30.89  																																																	| (481) e4 = e0
% 65.93/30.89  																																																	|
% 65.93/30.89  																																																	| Simplifying 481 yields:
% 65.93/30.89  																																																	| (397) e4 = e0
% 65.93/30.89  																																																	|
% 65.93/30.89  																																																	| Equations (397) can reduce 49 to:
% 65.93/30.89  																																																	| (266) $false
% 65.93/30.89  																																																	|
% 65.93/30.89  																																																	|-The branch is then unsatisfiable
% 65.93/30.89  																																																|-Branch two:
% 65.93/30.89  																																																| (1377)  ~ (all_0_39_39 = e4)
% 65.93/30.89  																																																| (2115) all_0_42_42 = e4 | all_0_47_47 = e4 | all_0_51_51 = e4 | all_0_56_56 = e4
% 65.93/30.89  																																																|
% 65.93/30.89  																																																	| Equations (480) can reduce 1377 to:
% 65.93/30.89  																																																	| (401)  ~ (e4 = e0)
% 65.93/30.89  																																																	|
% 65.93/30.89  																																																	| Simplifying 401 yields:
% 65.93/30.89  																																																	| (49)  ~ (e4 = e0)
% 65.93/30.89  																																																	|
% 65.93/30.89  																																																	+-Applying beta-rule and splitting (395), into two cases.
% 65.93/30.89  																																																	|-Branch one:
% 65.93/30.89  																																																	| (794) all_0_41_41 = e0
% 65.93/30.89  																																																	|
% 65.93/30.89  																																																		| Combining equations (794,437) yields a new equation:
% 65.93/30.89  																																																		| (397) e4 = e0
% 65.93/30.89  																																																		|
% 65.93/30.89  																																																		| Equations (397) can reduce 49 to:
% 65.93/30.89  																																																		| (266) $false
% 65.93/30.89  																																																		|
% 65.93/30.89  																																																		|-The branch is then unsatisfiable
% 65.93/30.89  																																																	|-Branch two:
% 65.93/30.89  																																																	| (357)  ~ (all_0_41_41 = e0)
% 65.93/30.89  																																																	| (895) all_0_46_46 = e0 | all_0_55_55 = e0
% 65.93/30.89  																																																	|
% 65.93/30.89  																																																		+-Applying beta-rule and splitting (895), into two cases.
% 65.93/30.89  																																																		|-Branch one:
% 65.93/30.89  																																																		| (538) all_0_46_46 = e0
% 65.93/30.89  																																																		|
% 65.93/30.89  																																																			| Equations (538) can reduce 831 to:
% 65.93/30.89  																																																			| (266) $false
% 65.93/30.89  																																																			|
% 65.93/30.89  																																																			|-The branch is then unsatisfiable
% 65.93/30.89  																																																		|-Branch two:
% 65.93/30.89  																																																		| (831)  ~ (all_0_46_46 = e0)
% 65.93/30.90  																																																		| (858) all_0_55_55 = e0
% 65.93/30.90  																																																		|
% 65.93/30.90  																																																			| Combining equations (2336,858) yields a new equation:
% 65.93/30.90  																																																			| (675) e3 = e0
% 65.93/30.90  																																																			|
% 65.93/30.90  																																																			| Simplifying 675 yields:
% 65.93/30.90  																																																			| (676) e3 = e0
% 65.93/30.90  																																																			|
% 65.93/30.90  																																																			| Equations (676) can reduce 80 to:
% 65.93/30.90  																																																			| (266) $false
% 65.93/30.90  																																																			|
% 65.93/30.90  																																																			|-The branch is then unsatisfiable
% 65.93/30.90  																																							|-Branch two:
% 65.93/30.90  																																							| (447)  ~ (all_0_40_40 = e4)
% 65.93/30.90  																																							| (2271) all_0_44_44 = e4 | all_0_49_49 = e4 | all_0_53_53 = e4 | all_0_58_58 = e4
% 65.93/30.90  																																							|
% 65.93/30.90  																																								+-Applying beta-rule and splitting (1391), into two cases.
% 65.93/30.90  																																								|-Branch one:
% 65.93/30.90  																																								| (1414) all_0_44_44 = e0
% 65.93/30.90  																																								|
% 65.93/30.90  																																									| Equations (1414) can reduce 360 to:
% 65.93/30.90  																																									| (266) $false
% 65.93/30.90  																																									|
% 65.93/30.90  																																									|-The branch is then unsatisfiable
% 65.93/30.90  																																								|-Branch two:
% 65.93/30.90  																																								| (360)  ~ (all_0_44_44 = e0)
% 65.93/30.90  																																								| (1417) all_0_44_44 = e3 | all_0_44_44 = e1
% 65.93/30.90  																																								|
% 65.93/30.90  																																									+-Applying beta-rule and splitting (1417), into two cases.
% 65.93/30.90  																																									|-Branch one:
% 65.93/30.90  																																									| (635) all_0_44_44 = e1
% 65.93/30.90  																																									|
% 65.93/30.90  																																										| Equations (635) can reduce 181 to:
% 65.93/30.90  																																										| (879)  ~ (all_0_58_58 = e1)
% 65.93/30.90  																																										|
% 65.93/30.90  																																										| Simplifying 879 yields:
% 65.93/30.90  																																										| (880)  ~ (all_0_58_58 = e1)
% 65.93/30.90  																																										|
% 65.93/30.90  																																										+-Applying beta-rule and splitting (108), into two cases.
% 65.93/30.90  																																										|-Branch one:
% 65.93/30.90  																																										| (624) all_0_58_58 = e2
% 65.93/30.90  																																										|
% 65.93/30.90  																																											| Equations (624) can reduce 908 to:
% 65.93/30.90  																																											| (266) $false
% 65.93/30.90  																																											|
% 65.93/30.90  																																											|-The branch is then unsatisfiable
% 65.93/30.90  																																										|-Branch two:
% 65.93/30.90  																																										| (908)  ~ (all_0_58_58 = e2)
% 65.93/30.90  																																										| (909) all_0_58_58 = e4 | all_0_58_58 = e3 | all_0_58_58 = e1 | all_0_58_58 = e0
% 65.93/30.90  																																										|
% 65.93/30.90  																																											+-Applying beta-rule and splitting (909), into two cases.
% 65.93/30.90  																																											|-Branch one:
% 65.93/30.90  																																											| (910) all_0_58_58 = e4
% 65.93/30.90  																																											|
% 65.93/30.90  																																												| Equations (910) can reduce 451 to:
% 65.93/30.90  																																												| (266) $false
% 65.93/30.90  																																												|
% 65.93/30.90  																																												|-The branch is then unsatisfiable
% 65.93/30.90  																																											|-Branch two:
% 65.93/30.90  																																											| (451)  ~ (all_0_58_58 = e4)
% 65.93/30.90  																																											| (913) all_0_58_58 = e3 | all_0_58_58 = e1 | all_0_58_58 = e0
% 65.93/30.90  																																											|
% 65.93/30.90  																																												+-Applying beta-rule and splitting (913), into two cases.
% 65.93/30.90  																																												|-Branch one:
% 65.93/30.90  																																												| (914) all_0_58_58 = e0
% 65.93/30.90  																																												|
% 65.93/30.90  																																													| Equations (914) can reduce 178 to:
% 65.93/30.90  																																													| (1401)  ~ (all_0_40_40 = e0)
% 65.93/30.90  																																													|
% 65.93/30.90  																																													+-Applying beta-rule and splitting (333), into two cases.
% 65.93/30.90  																																													|-Branch one:
% 65.93/30.90  																																													| (480) all_0_39_39 = e0
% 65.93/30.90  																																													|
% 65.93/30.90  																																														| Equations (480) can reduce 176 to:
% 65.93/30.90  																																														| (1400)  ~ (all_0_40_40 = e0)
% 65.93/30.90  																																														|
% 65.93/30.90  																																														| Simplifying 1400 yields:
% 65.93/30.90  																																														| (1401)  ~ (all_0_40_40 = e0)
% 65.93/30.90  																																														|
% 65.93/30.90  																																														+-Applying beta-rule and splitting (316), into two cases.
% 65.93/30.90  																																														|-Branch one:
% 65.93/30.90  																																														| (1378) all_0_40_40 = e4
% 65.93/30.90  																																														|
% 65.93/30.90  																																															| Equations (1378) can reduce 447 to:
% 65.93/30.90  																																															| (266) $false
% 65.93/30.90  																																															|
% 65.93/30.90  																																															|-The branch is then unsatisfiable
% 65.93/30.90  																																														|-Branch two:
% 65.93/30.90  																																														| (447)  ~ (all_0_40_40 = e4)
% 65.93/30.90  																																														| (485) all_0_40_40 = e0
% 65.93/30.90  																																														|
% 65.93/30.90  																																															| Equations (485) can reduce 1401 to:
% 65.93/30.90  																																															| (266) $false
% 65.93/30.90  																																															|
% 65.93/30.90  																																															|-The branch is then unsatisfiable
% 65.93/30.90  																																													|-Branch two:
% 65.93/30.90  																																													| (484)  ~ (all_0_39_39 = e0)
% 65.93/30.90  																																													| (485) all_0_40_40 = e0
% 65.93/30.90  																																													|
% 65.93/30.90  																																														| Equations (485) can reduce 1401 to:
% 65.93/30.90  																																														| (266) $false
% 65.93/30.90  																																														|
% 65.93/30.90  																																														|-The branch is then unsatisfiable
% 65.93/30.90  																																												|-Branch two:
% 65.93/30.90  																																												| (491)  ~ (all_0_58_58 = e0)
% 65.93/30.90  																																												| (917) all_0_58_58 = e3 | all_0_58_58 = e1
% 65.93/30.90  																																												|
% 65.93/30.90  																																													+-Applying beta-rule and splitting (917), into two cases.
% 65.93/30.90  																																													|-Branch one:
% 65.93/30.90  																																													| (918) all_0_58_58 = e1
% 65.93/30.90  																																													|
% 65.93/30.90  																																														| Equations (918) can reduce 880 to:
% 65.93/30.90  																																														| (266) $false
% 65.93/30.90  																																														|
% 65.93/30.90  																																														|-The branch is then unsatisfiable
% 65.93/30.90  																																													|-Branch two:
% 65.93/30.90  																																													| (880)  ~ (all_0_58_58 = e1)
% 65.93/30.90  																																													| (795) all_0_58_58 = e3
% 65.93/30.90  																																													|
% 65.93/30.90  																																														| Equations (795) can reduce 276 to:
% 65.93/30.90  																																														| (266) $false
% 65.93/30.90  																																														|
% 65.93/30.90  																																														|-The branch is then unsatisfiable
% 65.93/30.90  																																									|-Branch two:
% 65.93/30.90  																																									| (639)  ~ (all_0_44_44 = e1)
% 65.93/30.90  																																									| (532) all_0_44_44 = e3
% 65.93/30.90  																																									|
% 65.93/30.90  																																										| Equations (532) can reduce 407 to:
% 65.93/30.90  																																										| (266) $false
% 65.93/30.90  																																										|
% 65.93/30.90  																																										|-The branch is then unsatisfiable
% 65.93/30.90  																																				|-Branch two:
% 65.93/30.90  																																				| (405)  ~ (all_0_42_42 = e3)
% 65.93/30.90  																																				| (532) all_0_44_44 = e3
% 65.93/30.90  																																				|
% 65.93/30.90  																																					| Equations (532) can reduce 407 to:
% 65.93/30.90  																																					| (266) $false
% 65.93/30.90  																																					|
% 65.93/30.90  																																					|-The branch is then unsatisfiable
% 65.93/30.90  																														|-Branch two:
% 65.93/30.90  																														| (440)  ~ (all_0_41_41 = e4)
% 65.93/30.90  																														| (4049) all_0_41_41 = e3 | all_0_41_41 = e1 | all_0_41_41 = e0
% 65.93/30.90  																														|
% 65.93/30.90  																															+-Applying beta-rule and splitting (1899), into two cases.
% 65.93/30.90  																															|-Branch one:
% 65.93/30.90  																															| (516) all_0_42_42 = e3
% 65.93/30.90  																															|
% 65.93/30.90  																																| Equations (516) can reduce 236 to:
% 65.93/30.90  																																| (271)  ~ (all_0_56_56 = e3)
% 65.93/30.90  																																|
% 65.93/30.90  																																| Simplifying 271 yields:
% 65.93/30.90  																																| (272)  ~ (all_0_56_56 = e3)
% 65.93/30.90  																																|
% 65.93/30.90  																																+-Applying beta-rule and splitting (22), into two cases.
% 65.93/30.90  																																|-Branch one:
% 65.93/30.90  																																| (268) all_0_54_54 = e3
% 65.93/30.90  																																|
% 65.93/30.90  																																	| Combining equations (268,265) yields a new equation:
% 65.93/30.90  																																	| (425) e4 = e3
% 65.93/30.90  																																	|
% 65.93/30.90  																																	| Equations (425) can reduce 188 to:
% 65.93/30.90  																																	| (266) $false
% 65.93/30.90  																																	|
% 65.93/30.90  																																	|-The branch is then unsatisfiable
% 65.93/30.90  																																|-Branch two:
% 65.93/30.90  																																| (60427)  ~ (all_0_54_54 = e3)
% 65.93/30.90  																																| (62553) all_0_55_55 = e3 | all_0_56_56 = e3 | all_0_58_58 = e3
% 65.93/30.90  																																|
% 65.93/30.90  																																	+-Applying beta-rule and splitting (62553), into two cases.
% 65.93/30.90  																																	|-Branch one:
% 65.93/30.90  																																	| (2336) all_0_55_55 = e3
% 65.93/30.90  																																	|
% 65.93/30.90  																																		| Equations (2336) can reduce 763 to:
% 65.93/30.90  																																		| (277)  ~ (e4 = e3)
% 65.93/30.90  																																		|
% 65.93/30.90  																																		| Simplifying 277 yields:
% 65.93/30.90  																																		| (188)  ~ (e4 = e3)
% 65.93/30.90  																																		|
% 65.93/30.90  																																		| Equations (2336) can reduce 632 to:
% 65.93/30.90  																																		| (213)  ~ (e3 = e1)
% 65.93/30.90  																																		|
% 65.93/30.90  																																		+-Applying beta-rule and splitting (131), into two cases.
% 65.93/30.90  																																		|-Branch one:
% 65.93/30.90  																																		| (459) all_0_42_42 = e1
% 65.93/30.90  																																		|
% 65.93/30.90  																																			| Combining equations (459,516) yields a new equation:
% 65.93/30.90  																																			| (455) e3 = e1
% 65.93/30.90  																																			|
% 65.93/30.90  																																			| Equations (455) can reduce 213 to:
% 65.93/30.90  																																			| (266) $false
% 65.93/30.90  																																			|
% 65.93/30.90  																																			|-The branch is then unsatisfiable
% 65.93/30.90  																																		|-Branch two:
% 65.93/30.90  																																		| (1380)  ~ (all_0_42_42 = e1)
% 65.93/30.90  																																		| (3259) all_0_47_47 = e1 | all_0_51_51 = e1 | all_0_56_56 = e1
% 65.93/30.90  																																		|
% 65.93/30.90  																																			| Equations (516) can reduce 1380 to:
% 65.93/30.90  																																			| (213)  ~ (e3 = e1)
% 65.93/30.90  																																			|
% 65.93/30.90  																																			+-Applying beta-rule and splitting (103), into two cases.
% 65.93/30.90  																																			|-Branch one:
% 65.93/30.90  																																			| (453) all_0_41_41 = e1
% 65.93/30.90  																																			|
% 65.93/30.90  																																				| Equations (453) can reduce 457 to:
% 65.93/30.90  																																				| (266) $false
% 65.93/30.90  																																				|
% 65.93/30.90  																																				|-The branch is then unsatisfiable
% 65.93/30.90  																																			|-Branch two:
% 65.93/30.90  																																			| (457)  ~ (all_0_41_41 = e1)
% 65.93/30.90  																																			| (458) all_0_42_42 = e1 | all_0_43_43 = e1 | all_0_44_44 = e1
% 65.93/30.90  																																			|
% 65.93/30.90  																																				+-Applying beta-rule and splitting (64), into two cases.
% 65.93/30.90  																																				|-Branch one:
% 65.93/30.90  																																				| (437) all_0_41_41 = e4
% 65.93/30.90  																																				|
% 65.93/30.90  																																					| Equations (437) can reduce 440 to:
% 65.93/30.90  																																					| (266) $false
% 65.93/30.90  																																					|
% 65.93/30.90  																																					|-The branch is then unsatisfiable
% 65.93/30.90  																																				|-Branch two:
% 65.93/30.90  																																				| (440)  ~ (all_0_41_41 = e4)
% 65.93/30.90  																																				| (441) all_0_42_42 = e4 | all_0_43_43 = e4 | all_0_44_44 = e4
% 65.93/30.90  																																				|
% 65.93/30.90  																																					+-Applying beta-rule and splitting (441), into two cases.
% 65.93/30.90  																																					|-Branch one:
% 65.93/30.90  																																					| (1392) all_0_42_42 = e4
% 65.93/30.90  																																					|
% 65.93/30.90  																																						| Combining equations (1392,516) yields a new equation:
% 65.93/30.90  																																						| (424) e4 = e3
% 65.93/30.90  																																						|
% 65.93/30.90  																																						| Simplifying 424 yields:
% 65.93/30.90  																																						| (425) e4 = e3
% 65.93/30.90  																																						|
% 65.93/30.90  																																						| Equations (425) can reduce 188 to:
% 65.93/30.90  																																						| (266) $false
% 65.93/30.90  																																						|
% 65.93/30.90  																																						|-The branch is then unsatisfiable
% 65.93/30.90  																																					|-Branch two:
% 65.93/30.90  																																					| (1890)  ~ (all_0_42_42 = e4)
% 65.93/30.90  																																					| (1891) all_0_43_43 = e4 | all_0_44_44 = e4
% 65.93/30.90  																																					|
% 65.93/30.90  																																						+-Applying beta-rule and splitting (458), into two cases.
% 65.93/30.90  																																						|-Branch one:
% 65.93/30.90  																																						| (459) all_0_42_42 = e1
% 65.93/30.90  																																						|
% 65.93/30.90  																																							| Combining equations (459,516) yields a new equation:
% 65.93/30.90  																																							| (455) e3 = e1
% 65.93/30.90  																																							|
% 65.93/30.90  																																							| Equations (455) can reduce 213 to:
% 65.93/30.90  																																							| (266) $false
% 65.93/30.90  																																							|
% 65.93/30.90  																																							|-The branch is then unsatisfiable
% 65.93/30.90  																																						|-Branch two:
% 65.93/30.90  																																						| (1380)  ~ (all_0_42_42 = e1)
% 65.93/30.90  																																						| (1381) all_0_43_43 = e1 | all_0_44_44 = e1
% 65.93/30.90  																																						|
% 65.93/30.90  																																							+-Applying beta-rule and splitting (1891), into two cases.
% 65.93/30.90  																																							|-Branch one:
% 65.93/30.90  																																							| (396) all_0_43_43 = e4
% 65.93/30.90  																																							|
% 65.93/30.90  																																								| Combining equations (396,356) yields a new equation:
% 65.93/30.90  																																								| (481) e4 = e0
% 65.93/30.90  																																								|
% 65.93/30.90  																																								| Simplifying 481 yields:
% 65.93/30.90  																																								| (397) e4 = e0
% 65.93/30.90  																																								|
% 65.93/30.90  																																								| Equations (397) can reduce 49 to:
% 65.93/30.90  																																								| (266) $false
% 65.93/30.90  																																								|
% 65.93/30.90  																																								|-The branch is then unsatisfiable
% 65.93/30.90  																																							|-Branch two:
% 65.93/30.90  																																							| (399)  ~ (all_0_43_43 = e4)
% 65.93/30.90  																																							| (446) all_0_44_44 = e4
% 65.93/30.90  																																							|
% 65.93/30.90  																																								+-Applying beta-rule and splitting (1381), into two cases.
% 65.93/30.90  																																								|-Branch one:
% 65.93/30.90  																																								| (430) all_0_43_43 = e1
% 65.93/30.90  																																								|
% 65.93/30.90  																																									| Combining equations (430,356) yields a new equation:
% 65.93/30.90  																																									| (546) e1 = e0
% 65.93/30.90  																																									|
% 65.93/30.90  																																									| Simplifying 546 yields:
% 65.93/30.90  																																									| (431) e1 = e0
% 65.93/30.90  																																									|
% 65.93/30.90  																																									| Equations (431) can reduce 233 to:
% 65.93/30.90  																																									| (266) $false
% 65.93/30.90  																																									|
% 65.93/30.90  																																									|-The branch is then unsatisfiable
% 65.93/30.90  																																								|-Branch two:
% 65.93/30.90  																																								| (433)  ~ (all_0_43_43 = e1)
% 65.93/30.90  																																								| (635) all_0_44_44 = e1
% 65.93/30.90  																																								|
% 65.93/30.90  																																									| Combining equations (635,446) yields a new equation:
% 65.93/30.90  																																									| (630) e4 = e1
% 65.93/30.90  																																									|
% 65.93/30.90  																																									| Equations (630) can reduce 110 to:
% 65.93/30.90  																																									| (266) $false
% 65.93/30.90  																																									|
% 65.93/30.90  																																									|-The branch is then unsatisfiable
% 65.93/30.90  																																	|-Branch two:
% 65.93/30.90  																																	| (270)  ~ (all_0_55_55 = e3)
% 65.93/30.91  																																	| (62557) all_0_56_56 = e3 | all_0_58_58 = e3
% 65.93/30.91  																																	|
% 65.93/30.91  																																		+-Applying beta-rule and splitting (62557), into two cases.
% 65.93/30.91  																																		|-Branch one:
% 65.93/30.91  																																		| (1097) all_0_56_56 = e3
% 65.93/30.91  																																		|
% 65.93/30.91  																																			| Equations (1097) can reduce 272 to:
% 65.93/30.91  																																			| (266) $false
% 65.93/30.91  																																			|
% 65.93/30.91  																																			|-The branch is then unsatisfiable
% 65.93/30.91  																																		|-Branch two:
% 65.93/30.91  																																		| (272)  ~ (all_0_56_56 = e3)
% 65.93/30.91  																																		| (795) all_0_58_58 = e3
% 65.93/30.91  																																		|
% 65.93/30.91  																																			| Equations (795) can reduce 276 to:
% 65.93/30.91  																																			| (266) $false
% 65.93/30.91  																																			|
% 65.93/30.91  																																			|-The branch is then unsatisfiable
% 65.93/30.91  																															|-Branch two:
% 65.93/30.91  																															| (405)  ~ (all_0_42_42 = e3)
% 65.93/30.91  																															| (532) all_0_44_44 = e3
% 65.93/30.91  																															|
% 65.93/30.91  																																| Equations (532) can reduce 407 to:
% 65.93/30.91  																																| (266) $false
% 65.93/30.91  																																|
% 65.93/30.91  																																|-The branch is then unsatisfiable
% 65.93/30.91  																											|-Branch two:
% 65.93/30.91  																											| (1099)  ~ (all_0_51_51 = e2)
% 65.93/30.91  																											| (833) all_0_56_56 = e2
% 65.93/30.91  																											|
% 65.93/30.91  																												| Equations (833) can reduce 511 to:
% 65.93/30.91  																												| (266) $false
% 65.93/30.91  																												|
% 65.93/30.91  																												|-The branch is then unsatisfiable
% 65.93/30.91  																									|-Branch two:
% 65.93/30.91  																									| (340)  ~ (all_0_49_49 = e2)
% 65.93/30.91  																									| (614) all_0_53_53 = e2 | all_0_58_58 = e2
% 65.93/30.91  																									|
% 65.93/30.91  																										+-Applying beta-rule and splitting (610), into two cases.
% 65.93/30.91  																										|-Branch one:
% 65.93/30.91  																										| (1298) all_0_53_53 = e4
% 65.93/30.91  																										|
% 65.93/30.91  																											| Equations (1298) can reduce 1453 to:
% 65.93/30.91  																											| (266) $false
% 65.93/30.91  																											|
% 65.93/30.91  																											|-The branch is then unsatisfiable
% 65.93/30.91  																										|-Branch two:
% 65.93/30.91  																										| (1453)  ~ (all_0_53_53 = e4)
% 65.93/30.91  																										| (1694) all_0_53_53 = e3 | all_0_53_53 = e1
% 65.93/30.91  																										|
% 65.93/30.91  																											+-Applying beta-rule and splitting (1694), into two cases.
% 65.93/30.91  																											|-Branch one:
% 65.93/30.91  																											| (1208) all_0_53_53 = e1
% 65.93/30.91  																											|
% 65.93/30.91  																												| Equations (1208) can reduce 1459 to:
% 65.93/30.91  																												| (266) $false
% 65.93/30.91  																												|
% 65.93/30.91  																												|-The branch is then unsatisfiable
% 65.93/30.91  																											|-Branch two:
% 65.93/30.91  																											| (1459)  ~ (all_0_53_53 = e1)
% 65.93/30.91  																											| (665) all_0_53_53 = e3
% 65.93/30.91  																											|
% 65.93/30.91  																												| Equations (665) can reduce 509 to:
% 65.93/30.91  																												| (212)  ~ (e3 = e2)
% 65.93/30.91  																												|
% 65.93/30.91  																												+-Applying beta-rule and splitting (614), into two cases.
% 65.93/30.91  																												|-Branch one:
% 65.93/30.91  																												| (607) all_0_53_53 = e2
% 65.93/30.91  																												|
% 65.93/30.91  																													| Combining equations (607,665) yields a new equation:
% 65.93/30.91  																													| (662) e3 = e2
% 65.93/30.91  																													|
% 65.93/30.91  																													| Equations (662) can reduce 212 to:
% 65.93/30.91  																													| (266) $false
% 65.93/30.91  																													|
% 65.93/30.91  																													|-The branch is then unsatisfiable
% 65.93/30.91  																												|-Branch two:
% 65.93/30.91  																												| (509)  ~ (all_0_53_53 = e2)
% 65.93/30.91  																												| (624) all_0_58_58 = e2
% 65.93/30.91  																												|
% 65.93/30.91  																													| Equations (624) can reduce 908 to:
% 65.93/30.91  																													| (266) $false
% 65.93/30.91  																													|
% 65.93/30.91  																													|-The branch is then unsatisfiable
% 65.93/30.91  																							|-Branch two:
% 65.93/30.91  																							| (759)  ~ (all_0_50_50 = e1)
% 65.93/30.91  																							| (415) all_0_50_50 = e3
% 65.93/30.91  																							|
% 65.93/30.91  																								| Equations (415) can reduce 411 to:
% 65.93/30.91  																								| (266) $false
% 65.93/30.91  																								|
% 65.93/30.91  																								|-The branch is then unsatisfiable
% 65.93/30.91  																|-Branch two:
% 65.93/30.91  																| (619)  ~ (all_0_48_48 = e1)
% 65.93/30.91  																| (620) all_0_52_52 = e1 | all_0_57_57 = e1
% 65.93/30.91  																|
% 65.93/30.91  																	+-Applying beta-rule and splitting (10222), into two cases.
% 65.93/30.91  																	|-Branch one:
% 65.93/30.91  																	| (1279) all_0_48_48 = e0
% 65.93/30.91  																	|
% 65.93/30.91  																		| Equations (1279) can reduce 1283 to:
% 65.93/30.91  																		| (266) $false
% 65.93/30.91  																		|
% 65.93/30.91  																		|-The branch is then unsatisfiable
% 65.93/30.91  																	|-Branch two:
% 65.93/30.91  																	| (1283)  ~ (all_0_48_48 = e0)
% 65.93/30.91  																	| (615) all_0_48_48 = e1
% 65.93/30.91  																	|
% 65.93/30.91  																		| Equations (615) can reduce 619 to:
% 65.93/30.91  																		| (266) $false
% 65.93/30.91  																		|
% 65.93/30.91  																		|-The branch is then unsatisfiable
% 65.93/30.91  												|-Branch two:
% 65.93/30.91  												| (780)  ~ (all_0_52_52 = e4)
% 65.93/30.91  												| (781) (all_0_41_41 = e0 & all_0_58_58 = e3 &  ~ (all_0_44_44 = e3)) | (all_0_41_41 = e0 & all_0_58_58 = e3 &  ~ (all_0_55_55 = e0)) | (all_0_47_47 = e1 & all_0_52_52 = e2 &  ~ (all_0_48_48 = e2)) | (all_0_47_47 = e1 & all_0_52_52 = e2 &  ~ (all_0_51_51 = e1)) | (all_0_47_47 = e0 & all_0_58_58 = e2 &  ~ (all_0_49_49 = e2)) | (all_0_47_47 = e0 & all_0_58_58 = e2 &  ~ (all_0_56_56 = e0))
% 65.93/30.91  												|
% 65.93/30.91  													+-Applying beta-rule and splitting (781), into two cases.
% 65.93/30.91  													|-Branch one:
% 65.93/30.91  													| (789) (all_0_41_41 = e0 & all_0_58_58 = e3 &  ~ (all_0_44_44 = e3)) | (all_0_41_41 = e0 & all_0_58_58 = e3 &  ~ (all_0_55_55 = e0)) | (all_0_47_47 = e1 & all_0_52_52 = e2 &  ~ (all_0_48_48 = e2)) | (all_0_47_47 = e1 & all_0_52_52 = e2 &  ~ (all_0_51_51 = e1)) | (all_0_47_47 = e0 & all_0_58_58 = e2 &  ~ (all_0_49_49 = e2))
% 65.93/30.91  													|
% 65.93/30.91  														+-Applying beta-rule and splitting (789), into two cases.
% 65.93/30.91  														|-Branch one:
% 65.93/30.91  														| (790) (all_0_41_41 = e0 & all_0_58_58 = e3 &  ~ (all_0_44_44 = e3)) | (all_0_41_41 = e0 & all_0_58_58 = e3 &  ~ (all_0_55_55 = e0)) | (all_0_47_47 = e1 & all_0_52_52 = e2 &  ~ (all_0_48_48 = e2)) | (all_0_47_47 = e1 & all_0_52_52 = e2 &  ~ (all_0_51_51 = e1))
% 65.93/30.91  														|
% 65.93/30.91  															+-Applying beta-rule and splitting (790), into two cases.
% 65.93/30.91  															|-Branch one:
% 65.93/30.91  															| (791) (all_0_41_41 = e0 & all_0_58_58 = e3 &  ~ (all_0_44_44 = e3)) | (all_0_41_41 = e0 & all_0_58_58 = e3 &  ~ (all_0_55_55 = e0)) | (all_0_47_47 = e1 & all_0_52_52 = e2 &  ~ (all_0_48_48 = e2))
% 65.93/30.91  															|
% 65.93/30.91  																+-Applying beta-rule and splitting (791), into two cases.
% 65.93/30.91  																|-Branch one:
% 65.93/30.91  																| (792) (all_0_41_41 = e0 & all_0_58_58 = e3 &  ~ (all_0_44_44 = e3)) | (all_0_41_41 = e0 & all_0_58_58 = e3 &  ~ (all_0_55_55 = e0))
% 65.93/30.91  																|
% 65.93/30.91  																	+-Applying beta-rule and splitting (792), into two cases.
% 65.93/30.91  																	|-Branch one:
% 65.93/30.91  																	| (793) all_0_41_41 = e0 & all_0_58_58 = e3 &  ~ (all_0_44_44 = e3)
% 65.93/30.91  																	|
% 65.93/30.91  																		| Applying alpha-rule on (793) yields:
% 65.93/30.91  																		| (794) all_0_41_41 = e0
% 65.93/30.91  																		| (795) all_0_58_58 = e3
% 65.93/30.91  																		| (407)  ~ (all_0_44_44 = e3)
% 65.93/30.91  																		|
% 65.93/30.91  																		| Equations (794) can reduce 357 to:
% 65.93/30.91  																		| (266) $false
% 65.93/30.91  																		|
% 65.93/30.91  																		|-The branch is then unsatisfiable
% 65.93/30.91  																	|-Branch two:
% 65.93/30.91  																	| (800) all_0_41_41 = e0 & all_0_58_58 = e3 &  ~ (all_0_55_55 = e0)
% 65.93/30.91  																	|
% 65.93/30.91  																		| Applying alpha-rule on (800) yields:
% 65.93/30.91  																		| (794) all_0_41_41 = e0
% 65.93/30.91  																		| (795) all_0_58_58 = e3
% 65.93/30.91  																		| (803)  ~ (all_0_55_55 = e0)
% 65.93/30.91  																		|
% 65.93/30.91  																		| Equations (794) can reduce 357 to:
% 65.93/30.91  																		| (266) $false
% 65.93/30.91  																		|
% 65.93/30.91  																		|-The branch is then unsatisfiable
% 65.93/30.91  																|-Branch two:
% 65.93/30.91  																| (807) all_0_47_47 = e1 & all_0_52_52 = e2 &  ~ (all_0_48_48 = e2)
% 65.93/30.91  																|
% 65.93/30.91  																	| Applying alpha-rule on (807) yields:
% 65.93/30.91  																	| (654) all_0_47_47 = e1
% 65.93/30.91  																	| (352) all_0_52_52 = e2
% 65.93/30.91  																	| (810)  ~ (all_0_48_48 = e2)
% 65.93/30.91  																	|
% 65.93/30.91  																	| Equations (352) can reduce 342 to:
% 65.93/30.91  																	| (266) $false
% 65.93/30.91  																	|
% 65.93/30.91  																	|-The branch is then unsatisfiable
% 65.93/30.91  															|-Branch two:
% 65.93/30.91  															| (813) all_0_47_47 = e1 & all_0_52_52 = e2 &  ~ (all_0_51_51 = e1)
% 65.93/30.91  															|
% 65.93/30.91  																| Applying alpha-rule on (813) yields:
% 65.93/30.91  																| (654) all_0_47_47 = e1
% 65.93/30.91  																| (352) all_0_52_52 = e2
% 65.93/30.91  																| (464)  ~ (all_0_51_51 = e1)
% 65.93/30.91  																|
% 65.93/30.91  																| Equations (352) can reduce 342 to:
% 65.93/30.91  																| (266) $false
% 65.93/30.91  																|
% 65.93/30.91  																|-The branch is then unsatisfiable
% 65.93/30.91  														|-Branch two:
% 65.93/30.91  														| (819) all_0_47_47 = e0 & all_0_58_58 = e2 &  ~ (all_0_49_49 = e2)
% 65.93/30.91  														|
% 65.93/30.91  															| Applying alpha-rule on (819) yields:
% 65.93/30.91  															| (674) all_0_47_47 = e0
% 65.93/30.91  															| (624) all_0_58_58 = e2
% 65.93/30.91  															| (340)  ~ (all_0_49_49 = e2)
% 65.93/30.91  															|
% 65.93/30.91  															| Equations (624) can reduce 908 to:
% 65.93/30.91  															| (266) $false
% 65.93/30.91  															|
% 65.93/30.91  															|-The branch is then unsatisfiable
% 65.93/30.91  													|-Branch two:
% 65.93/30.91  													| (825) all_0_47_47 = e0 & all_0_58_58 = e2 &  ~ (all_0_56_56 = e0)
% 65.93/30.91  													|
% 65.93/30.91  														| Applying alpha-rule on (825) yields:
% 65.93/30.91  														| (674) all_0_47_47 = e0
% 65.93/30.91  														| (624) all_0_58_58 = e2
% 65.93/30.91  														| (828)  ~ (all_0_56_56 = e0)
% 65.93/30.91  														|
% 65.93/30.91  														| Equations (624) can reduce 908 to:
% 65.93/30.91  														| (266) $false
% 65.93/30.91  														|
% 65.93/30.91  														|-The branch is then unsatisfiable
% 65.93/30.91  											|-Branch two:
% 65.93/30.91  											| (5470)  ~ (all_0_43_43 = e0)
% 65.93/30.91  											| (5471) all_0_48_48 = e0 | all_0_57_57 = e0
% 65.93/30.91  											|
% 65.93/30.91  												+-Applying beta-rule and splitting (5471), into two cases.
% 65.93/30.91  												|-Branch one:
% 65.93/30.91  												| (1279) all_0_48_48 = e0
% 65.93/30.91  												|
% 65.93/30.91  													| Equations (1279) can reduce 17 to:
% 65.93/30.91  													| (5470)  ~ (all_0_43_43 = e0)
% 65.93/30.91  													|
% 65.93/30.91  													| Equations (1279) can reduce 30 to:
% 65.93/30.91  													| (831)  ~ (all_0_46_46 = e0)
% 65.93/30.91  													|
% 65.93/30.91  													| Equations (1279) can reduce 114 to:
% 65.93/30.91  													| (678)  ~ (all_0_47_47 = e0)
% 65.93/30.91  													|
% 65.93/30.91  													| Equations (1279) can reduce 185 to:
% 65.93/30.91  													| (486)  ~ (all_0_49_49 = e0)
% 65.93/30.91  													|
% 65.93/30.91  													| Simplifying 486 yields:
% 65.93/30.91  													| (487)  ~ (all_0_49_49 = e0)
% 65.93/30.91  													|
% 65.93/30.91  													| Equations (1279) can reduce 202 to:
% 65.93/30.91  													| (361)  ~ (all_0_52_52 = e0)
% 65.93/30.91  													|
% 65.93/30.91  													| Simplifying 361 yields:
% 65.93/30.91  													| (72)  ~ (all_0_52_52 = e0)
% 65.93/30.91  													|
% 65.93/30.91  													| Equations (1279) can reduce 810 to:
% 65.93/30.91  													| (365)  ~ (e2 = e0)
% 65.93/30.91  													|
% 65.93/30.91  													| Simplifying 365 yields:
% 65.93/30.91  													| (128)  ~ (e2 = e0)
% 65.93/30.91  													|
% 65.93/30.91  													| From (1279) and (169) follows:
% 65.93/30.91  													| (14936) op(e0, e2) = all_0_18_18
% 65.93/30.91  													|
% 65.93/30.91  													| From (1279) and (21) follows:
% 65.99/30.92  													| (14937) op(e0, e1) = all_0_19_19
% 65.99/30.92  													|
% 65.99/30.92  													| Instantiating formula (29) with e0, e2, all_0_18_18, all_0_56_56 and discharging atoms op(e0, e2) = all_0_18_18, op(e0, e2) = all_0_56_56, yields:
% 65.99/30.92  													| (19950) all_0_18_18 = all_0_56_56
% 65.99/30.92  													|
% 65.99/30.92  													| Instantiating formula (29) with e0, e1, all_0_19_19, e2 and discharging atoms op(e0, e1) = all_0_19_19, op(e0, e1) = e2, yields:
% 65.99/30.92  													| (349) all_0_19_19 = e2
% 65.99/30.92  													|
% 65.99/30.92  													| From (19950) and (14936) follows:
% 65.99/30.92  													| (111) op(e0, e2) = all_0_56_56
% 65.99/30.92  													|
% 65.99/30.92  													| From (349) and (14937) follows:
% 65.99/30.92  													| (16562) op(e0, e1) = e2
% 65.99/30.92  													|
% 65.99/30.92  													+-Applying beta-rule and splitting (195), into two cases.
% 65.99/30.92  													|-Branch one:
% 65.99/30.92  													| (396) all_0_43_43 = e4
% 65.99/30.92  													|
% 65.99/30.92  														| Equations (396) can reduce 31 to:
% 65.99/30.92  														| (440)  ~ (all_0_41_41 = e4)
% 65.99/30.92  														|
% 65.99/30.92  														| Equations (396) can reduce 159 to:
% 65.99/30.92  														| (1903)  ~ (all_0_44_44 = e4)
% 65.99/30.92  														|
% 65.99/30.92  														| Simplifying 1903 yields:
% 65.99/30.92  														| (1390)  ~ (all_0_44_44 = e4)
% 65.99/30.92  														|
% 65.99/30.92  														| Equations (396) can reduce 217 to:
% 65.99/30.92  														| (958)  ~ (all_0_52_52 = e4)
% 65.99/30.92  														|
% 65.99/30.92  														| Simplifying 958 yields:
% 65.99/30.92  														| (780)  ~ (all_0_52_52 = e4)
% 65.99/30.92  														|
% 65.99/30.92  														| Equations (396) can reduce 99 to:
% 65.99/30.92  														| (188)  ~ (e4 = e3)
% 65.99/30.92  														|
% 65.99/30.92  														| Equations (396) can reduce 96 to:
% 65.99/30.92  														| (48)  ~ (e4 = e2)
% 65.99/30.92  														|
% 65.99/30.92  														| From (396) and (98) follows:
% 65.99/30.92  														| (81985) op(e4, e1) = all_0_10_10
% 65.99/30.92  														|
% 65.99/30.92  														+-Applying beta-rule and splitting (355), into two cases.
% 65.99/30.92  														|-Branch one:
% 65.99/30.92  														| (565) all_0_52_52 = e4
% 65.99/30.92  														|
% 65.99/30.92  															| Equations (565) can reduce 780 to:
% 65.99/30.92  															| (266) $false
% 65.99/30.92  															|
% 65.99/30.92  															|-The branch is then unsatisfiable
% 65.99/30.92  														|-Branch two:
% 65.99/30.92  														| (780)  ~ (all_0_52_52 = e4)
% 65.99/30.92  														| (642) all_0_52_52 = e1
% 65.99/30.92  														|
% 65.99/30.92  															| Equations (642) can reduce 101 to:
% 65.99/30.92  															| (759)  ~ (all_0_50_50 = e1)
% 65.99/30.92  															|
% 65.99/30.92  															| Equations (642) can reduce 20 to:
% 65.99/30.92  															| (464)  ~ (all_0_51_51 = e1)
% 65.99/30.92  															|
% 65.99/30.92  															| Equations (642) can reduce 46 to:
% 65.99/30.92  															| (1458)  ~ (all_0_53_53 = e1)
% 65.99/30.92  															|
% 65.99/30.92  															| Simplifying 1458 yields:
% 65.99/30.92  															| (1459)  ~ (all_0_53_53 = e1)
% 65.99/30.92  															|
% 65.99/30.92  															| Equations (642) can reduce 780 to:
% 65.99/30.92  															| (602)  ~ (e4 = e1)
% 65.99/30.92  															|
% 65.99/30.92  															| Simplifying 602 yields:
% 65.99/30.92  															| (110)  ~ (e4 = e1)
% 65.99/30.92  															|
% 65.99/30.92  															| Equations (642) can reduce 72 to:
% 65.99/30.92  															| (233)  ~ (e1 = e0)
% 65.99/30.92  															|
% 65.99/30.92  															| Instantiating formula (29) with e4, e1, all_0_10_10, e3 and discharging atoms op(e4, e1) = all_0_10_10, op(e4, e1) = e3, yields:
% 65.99/30.92  															| (9622) all_0_10_10 = e3
% 65.99/30.92  															|
% 65.99/30.92  															| From (9622) and (81985) follows:
% 65.99/30.92  															| (36) op(e4, e1) = e3
% 65.99/30.92  															|
% 65.99/30.92  															+-Applying beta-rule and splitting (95), into two cases.
% 65.99/30.92  															|-Branch one:
% 65.99/30.92  															| (378) all_0_50_50 = e2
% 65.99/30.92  															|
% 65.99/30.92  																| Equations (378) can reduce 302 to:
% 65.99/30.92  																| (266) $false
% 65.99/30.92  																|
% 65.99/30.92  																|-The branch is then unsatisfiable
% 65.99/30.92  															|-Branch two:
% 65.99/30.92  															| (302)  ~ (all_0_50_50 = e2)
% 65.99/30.92  															| (381) all_0_51_51 = e2 | all_0_52_52 = e2 | all_0_53_53 = e2
% 65.99/30.92  															|
% 65.99/30.92  																+-Applying beta-rule and splitting (47), into two cases.
% 65.99/30.92  																|-Branch one:
% 65.99/30.92  																| (317) all_0_39_39 = e2
% 65.99/30.92  																|
% 65.99/30.92  																	| Equations (317) can reduce 294 to:
% 65.99/30.92  																	| (266) $false
% 65.99/30.92  																	|
% 65.99/30.92  																	|-The branch is then unsatisfiable
% 65.99/30.92  																|-Branch two:
% 65.99/30.92  																| (294)  ~ (all_0_39_39 = e2)
% 65.99/30.92  																| (385) all_0_47_47 = e2 | all_0_51_51 = e2 | all_0_56_56 = e2
% 65.99/30.92  																|
% 65.99/30.92  																	+-Applying beta-rule and splitting (158), into two cases.
% 65.99/30.92  																	|-Branch one:
% 65.99/30.93  																	| (313) all_0_40_40 = e2
% 65.99/30.93  																	|
% 65.99/30.93  																		| Equations (313) can reduce 296 to:
% 65.99/30.93  																		| (266) $false
% 65.99/30.93  																		|
% 65.99/30.93  																		|-The branch is then unsatisfiable
% 65.99/30.93  																	|-Branch two:
% 65.99/30.93  																	| (296)  ~ (all_0_40_40 = e2)
% 65.99/30.93  																	| (377) all_0_49_49 = e2 | all_0_53_53 = e2 | all_0_58_58 = e2
% 65.99/30.93  																	|
% 65.99/30.93  																		+-Applying beta-rule and splitting (241), into two cases.
% 65.99/30.93  																		|-Branch one:
% 65.99/30.93  																		| (378) all_0_50_50 = e2
% 65.99/30.93  																		|
% 65.99/30.93  																			| Equations (378) can reduce 302 to:
% 65.99/30.93  																			| (266) $false
% 65.99/30.93  																			|
% 65.99/30.93  																			|-The branch is then unsatisfiable
% 65.99/30.93  																		|-Branch two:
% 65.99/30.93  																		| (302)  ~ (all_0_50_50 = e2)
% 65.99/30.93  																		| (422) all_0_50_50 = e4 | all_0_50_50 = e3 | all_0_50_50 = e1
% 65.99/30.93  																		|
% 65.99/30.93  																			+-Applying beta-rule and splitting (243), into two cases.
% 65.99/30.93  																			|-Branch one:
% 65.99/30.93  																			| (329) all_0_38_38 = e0
% 65.99/30.93  																			|
% 65.99/30.93  																				| Combining equations (329,292) yields a new equation:
% 65.99/30.93  																				| (330) e2 = e0
% 65.99/30.93  																				|
% 65.99/30.93  																				| Equations (330) can reduce 128 to:
% 65.99/30.93  																				| (266) $false
% 65.99/30.93  																				|
% 65.99/30.93  																				|-The branch is then unsatisfiable
% 65.99/30.93  																			|-Branch two:
% 65.99/30.93  																			| (332)  ~ (all_0_38_38 = e0)
% 65.99/30.93  																			| (395) all_0_41_41 = e0 | all_0_46_46 = e0 | all_0_55_55 = e0
% 65.99/30.93  																			|
% 65.99/30.93  																				+-Applying beta-rule and splitting (168), into two cases.
% 65.99/30.93  																				|-Branch one:
% 65.99/30.93  																				| (415) all_0_50_50 = e3
% 65.99/30.93  																				|
% 65.99/30.93  																					| Equations (415) can reduce 221 to:
% 65.99/30.93  																					| (1898)  ~ (all_0_41_41 = e3)
% 65.99/30.93  																					|
% 65.99/30.93  																					| Equations (415) can reduce 59 to:
% 65.99/30.93  																					| (1925)  ~ (all_0_51_51 = e3)
% 65.99/30.93  																					|
% 65.99/30.93  																					| Simplifying 1925 yields:
% 65.99/30.93  																					| (664)  ~ (all_0_51_51 = e3)
% 65.99/30.93  																					|
% 65.99/30.93  																					| Equations (415) can reduce 190 to:
% 65.99/30.93  																					| (1114)  ~ (all_0_53_53 = e3)
% 65.99/30.93  																					|
% 65.99/30.93  																					| Simplifying 1114 yields:
% 65.99/30.93  																					| (903)  ~ (all_0_53_53 = e3)
% 65.99/30.93  																					|
% 65.99/30.93  																					| Equations (415) can reduce 93 to:
% 65.99/30.93  																					| (269)  ~ (all_0_55_55 = e3)
% 65.99/30.93  																					|
% 65.99/30.93  																					| Simplifying 269 yields:
% 65.99/30.93  																					| (270)  ~ (all_0_55_55 = e3)
% 65.99/30.93  																					|
% 65.99/30.93  																					| From (415) and (242) follows:
% 65.99/30.93  																					| (1934) op(e1, e3) = e3
% 65.99/30.93  																					|
% 65.99/30.93  																					+-Applying beta-rule and splitting (62), into two cases.
% 65.99/30.93  																					|-Branch one:
% 65.99/30.93  																					| (321) all_0_38_38 = e4
% 65.99/30.93  																					|
% 65.99/30.93  																						| Combining equations (321,292) yields a new equation:
% 65.99/30.93  																						| (322) e4 = e2
% 65.99/30.93  																						|
% 65.99/30.93  																						| Simplifying 322 yields:
% 65.99/30.93  																						| (323) e4 = e2
% 65.99/30.93  																						|
% 65.99/30.93  																						| Equations (323) can reduce 48 to:
% 65.99/30.93  																						| (266) $false
% 65.99/30.93  																						|
% 65.99/30.93  																						|-The branch is then unsatisfiable
% 65.99/30.93  																					|-Branch two:
% 65.99/30.93  																					| (325)  ~ (all_0_38_38 = e4)
% 65.99/30.93  																					| (582) all_0_41_41 = e4 | all_0_46_46 = e4 | all_0_50_50 = e4 | all_0_55_55 = e4
% 65.99/30.93  																					|
% 65.99/30.93  																						+-Applying beta-rule and splitting (582), into two cases.
% 65.99/30.93  																						|-Branch one:
% 65.99/30.93  																						| (437) all_0_41_41 = e4
% 65.99/30.93  																						|
% 65.99/30.93  																							| Equations (437) can reduce 440 to:
% 65.99/30.93  																							| (266) $false
% 65.99/30.93  																							|
% 65.99/30.93  																							|-The branch is then unsatisfiable
% 65.99/30.93  																						|-Branch two:
% 65.99/30.93  																						| (440)  ~ (all_0_41_41 = e4)
% 65.99/30.93  																						| (769) all_0_46_46 = e4 | all_0_50_50 = e4 | all_0_55_55 = e4
% 65.99/30.93  																						|
% 65.99/30.93  																							+-Applying beta-rule and splitting (769), into two cases.
% 65.99/30.93  																							|-Branch one:
% 65.99/30.93  																							| (770) all_0_46_46 = e4
% 65.99/30.93  																							|
% 65.99/30.93  																								| Equations (770) can reduce 43 to:
% 65.99/30.93  																								| (440)  ~ (all_0_41_41 = e4)
% 65.99/30.93  																								|
% 65.99/30.93  																								| Equations (770) can reduce 19 to:
% 65.99/30.93  																								| (251)  ~ (all_0_47_47 = e4)
% 65.99/30.93  																								|
% 65.99/30.93  																								| Simplifying 251 yields:
% 65.99/30.93  																								| (252)  ~ (all_0_47_47 = e4)
% 65.99/30.93  																								|
% 65.99/30.93  																								| Equations (770) can reduce 58 to:
% 65.99/30.93  																								| (1909)  ~ (all_0_55_55 = e4)
% 65.99/30.93  																								|
% 65.99/30.93  																								| Simplifying 1909 yields:
% 65.99/30.93  																								| (763)  ~ (all_0_55_55 = e4)
% 65.99/30.93  																								|
% 65.99/30.93  																								+-Applying beta-rule and splitting (113), into two cases.
% 65.99/30.93  																								|-Branch one:
% 65.99/30.93  																								| (403) all_0_41_41 = e3
% 65.99/30.93  																								|
% 65.99/30.93  																									| Equations (403) can reduce 1898 to:
% 65.99/30.93  																									| (266) $false
% 65.99/30.93  																									|
% 65.99/30.93  																									|-The branch is then unsatisfiable
% 65.99/30.93  																								|-Branch two:
% 65.99/30.93  																								| (1898)  ~ (all_0_41_41 = e3)
% 65.99/30.93  																								| (1899) all_0_42_42 = e3 | all_0_44_44 = e3
% 65.99/30.93  																								|
% 65.99/30.93  																									+-Applying beta-rule and splitting (196), into two cases.
% 65.99/30.93  																									|-Branch one:
% 65.99/30.93  																									| (607) all_0_53_53 = e2
% 65.99/30.93  																									|
% 65.99/30.93  																										| Equations (607) can reduce 65 to:
% 65.99/30.93  																										| (340)  ~ (all_0_49_49 = e2)
% 65.99/30.93  																										|
% 65.99/30.93  																										| Equations (607) can reduce 6 to:
% 65.99/30.93  																										| (1099)  ~ (all_0_51_51 = e2)
% 65.99/30.93  																										|
% 65.99/30.93  																										| Equations (607) can reduce 1459 to:
% 65.99/30.93  																										| (122)  ~ (e2 = e1)
% 65.99/30.93  																										|
% 65.99/30.93  																										| Equations (607) can reduce 247 to:
% 65.99/30.93  																										| (128)  ~ (e2 = e0)
% 65.99/30.93  																										|
% 65.99/30.93  																										+-Applying beta-rule and splitting (7), into two cases.
% 65.99/30.93  																										|-Branch one:
% 65.99/30.93  																										| (504) all_0_51_51 = e2
% 65.99/30.93  																										|
% 65.99/30.93  																											| Equations (504) can reduce 1099 to:
% 65.99/30.93  																											| (266) $false
% 65.99/30.93  																											|
% 65.99/30.93  																											|-The branch is then unsatisfiable
% 65.99/30.93  																										|-Branch two:
% 65.99/30.93  																										| (1099)  ~ (all_0_51_51 = e2)
% 65.99/30.93  																										| (1100) all_0_51_51 = e4 | all_0_51_51 = e3 | all_0_51_51 = e1
% 65.99/30.93  																										|
% 65.99/30.93  																											+-Applying beta-rule and splitting (54), into two cases.
% 65.99/30.93  																											|-Branch one:
% 65.99/30.93  																											| (583) all_0_49_49 = e2
% 65.99/30.93  																											|
% 65.99/30.93  																												| Equations (583) can reduce 340 to:
% 65.99/30.93  																												| (266) $false
% 65.99/30.93  																												|
% 65.99/30.93  																												|-The branch is then unsatisfiable
% 65.99/30.93  																											|-Branch two:
% 65.99/30.93  																											| (340)  ~ (all_0_49_49 = e2)
% 65.99/30.93  																											| (586) all_0_49_49 = e4 | all_0_49_49 = e3 | all_0_49_49 = e1 | all_0_49_49 = e0
% 65.99/30.93  																											|
% 65.99/30.93  																												+-Applying beta-rule and splitting (10171), into two cases.
% 65.99/30.93  																												|-Branch one:
% 65.99/30.93  																												| (1105) all_0_47_47 = e2
% 65.99/30.93  																												|
% 65.99/30.93  																													| Equations (1105) can reduce 198 to:
% 65.99/30.93  																													| (51)  ~ (all_0_42_42 = e2)
% 65.99/30.93  																													|
% 65.99/30.93  																													| Equations (1105) can reduce 86 to:
% 65.99/30.93  																													| (339)  ~ (all_0_49_49 = e2)
% 65.99/30.93  																													|
% 65.99/30.93  																													| Simplifying 339 yields:
% 65.99/30.93  																													| (340)  ~ (all_0_49_49 = e2)
% 65.99/30.93  																													|
% 65.99/30.93  																													+-Applying beta-rule and splitting (135), into two cases.
% 65.99/30.93  																													|-Branch one:
% 65.99/30.93  																													| (545) all_0_46_46 = e1
% 65.99/30.93  																													|
% 65.99/30.93  																														| Combining equations (545,770) yields a new equation:
% 65.99/30.93  																														| (630) e4 = e1
% 65.99/30.93  																														|
% 65.99/30.93  																														| Equations (630) can reduce 110 to:
% 65.99/30.93  																														| (266) $false
% 65.99/30.93  																														|
% 65.99/30.93  																														|-The branch is then unsatisfiable
% 65.99/30.93  																													|-Branch two:
% 65.99/30.93  																													| (549)  ~ (all_0_46_46 = e1)
% 65.99/30.93  																													| (550) all_0_47_47 = e1 | all_0_48_48 = e1 | all_0_49_49 = e1
% 65.99/30.93  																													|
% 65.99/30.93  																														+-Applying beta-rule and splitting (1100), into two cases.
% 65.99/30.93  																														|-Branch one:
% 65.99/30.93  																														| (1101) all_0_51_51 = e4
% 65.99/30.93  																														|
% 65.99/30.93  																															| Equations (1101) can reduce 139 to:
% 65.99/30.93  																															| (1377)  ~ (all_0_39_39 = e4)
% 65.99/30.93  																															|
% 65.99/30.93  																															| Equations (1101) can reduce 61 to:
% 65.99/30.93  																															| (1890)  ~ (all_0_42_42 = e4)
% 65.99/30.93  																															|
% 65.99/30.93  																															| Equations (1101) can reduce 16 to:
% 65.99/30.93  																															| (476)  ~ (all_0_56_56 = e4)
% 65.99/30.93  																															|
% 65.99/30.93  																															| Simplifying 476 yields:
% 65.99/30.93  																															| (477)  ~ (all_0_56_56 = e4)
% 65.99/30.93  																															|
% 65.99/30.93  																															+-Applying beta-rule and splitting (150), into two cases.
% 65.99/30.93  																															|-Branch one:
% 65.99/30.93  																															| (1378) all_0_40_40 = e4
% 65.99/30.93  																															|
% 65.99/30.93  																																| Equations (1378) can reduce 176 to:
% 65.99/30.93  																																| (1377)  ~ (all_0_39_39 = e4)
% 65.99/30.93  																																|
% 65.99/30.93  																																| Equations (1378) can reduce 200 to:
% 65.99/30.93  																																| (255)  ~ (all_0_49_49 = e4)
% 65.99/30.93  																																|
% 65.99/30.93  																																| Simplifying 255 yields:
% 65.99/30.93  																																| (256)  ~ (all_0_49_49 = e4)
% 65.99/30.93  																																|
% 65.99/30.93  																																+-Applying beta-rule and splitting (550), into two cases.
% 65.99/30.93  																																|-Branch one:
% 65.99/30.93  																																| (654) all_0_47_47 = e1
% 65.99/30.93  																																|
% 65.99/30.93  																																	| Combining equations (654,1105) yields a new equation:
% 65.99/30.93  																																	| (617) e2 = e1
% 65.99/30.93  																																	|
% 65.99/30.93  																																	| Equations (617) can reduce 122 to:
% 65.99/30.93  																																	| (266) $false
% 65.99/30.93  																																	|
% 65.99/30.93  																																	|-The branch is then unsatisfiable
% 65.99/30.93  																																|-Branch two:
% 65.99/30.93  																																| (462)  ~ (all_0_47_47 = e1)
% 65.99/30.93  																																| (659) all_0_48_48 = e1 | all_0_49_49 = e1
% 65.99/30.93  																																|
% 65.99/30.93  																																	+-Applying beta-rule and splitting (659), into two cases.
% 65.99/30.93  																																	|-Branch one:
% 65.99/30.93  																																	| (615) all_0_48_48 = e1
% 65.99/30.93  																																	|
% 65.99/30.93  																																		| Combining equations (615,1279) yields a new equation:
% 65.99/30.93  																																		| (546) e1 = e0
% 65.99/30.93  																																		|
% 65.99/30.93  																																		| Simplifying 546 yields:
% 65.99/30.93  																																		| (431) e1 = e0
% 65.99/30.93  																																		|
% 65.99/30.93  																																		| Equations (431) can reduce 233 to:
% 65.99/30.93  																																		| (266) $false
% 65.99/30.93  																																		|
% 65.99/30.93  																																		|-The branch is then unsatisfiable
% 65.99/30.93  																																	|-Branch two:
% 65.99/30.93  																																	| (619)  ~ (all_0_48_48 = e1)
% 65.99/30.93  																																	| (671) all_0_49_49 = e1
% 65.99/30.93  																																	|
% 65.99/30.93  																																		| Equations (671) can reduce 119 to:
% 65.99/30.93  																																		| (879)  ~ (all_0_58_58 = e1)
% 65.99/30.93  																																		|
% 65.99/30.93  																																		| Simplifying 879 yields:
% 65.99/30.93  																																		| (880)  ~ (all_0_58_58 = e1)
% 65.99/30.93  																																		|
% 65.99/30.93  																																		| Equations (671) can reduce 256 to:
% 65.99/30.93  																																		| (602)  ~ (e4 = e1)
% 65.99/30.93  																																		|
% 65.99/30.93  																																		| Simplifying 602 yields:
% 65.99/30.93  																																		| (110)  ~ (e4 = e1)
% 65.99/30.93  																																		|
% 65.99/30.93  																																		| Equations (671) can reduce 340 to:
% 65.99/30.93  																																		| (604)  ~ (e2 = e1)
% 65.99/30.93  																																		|
% 65.99/30.93  																																		| Simplifying 604 yields:
% 65.99/30.93  																																		| (122)  ~ (e2 = e1)
% 65.99/30.93  																																		|
% 65.99/30.93  																																		+-Applying beta-rule and splitting (320), into two cases.
% 65.99/30.93  																																		|-Branch one:
% 65.99/30.93  																																		| (471) all_0_39_39 = e4
% 65.99/30.93  																																		|
% 65.99/30.93  																																			| Equations (471) can reduce 1377 to:
% 65.99/30.93  																																			| (266) $false
% 65.99/30.93  																																			|
% 65.99/30.93  																																			|-The branch is then unsatisfiable
% 65.99/30.93  																																		|-Branch two:
% 65.99/30.93  																																		| (1377)  ~ (all_0_39_39 = e4)
% 65.99/30.93  																																		| (480) all_0_39_39 = e0
% 65.99/30.93  																																		|
% 65.99/30.93  																																			| Equations (480) can reduce 145 to:
% 65.99/30.93  																																			| (5565)  ~ (all_0_42_42 = e0)
% 65.99/30.93  																																			|
% 65.99/30.93  																																			| Simplifying 5565 yields:
% 65.99/30.93  																																			| (358)  ~ (all_0_42_42 = e0)
% 65.99/30.93  																																			|
% 65.99/30.93  																																			+-Applying beta-rule and splitting (131), into two cases.
% 65.99/30.93  																																			|-Branch one:
% 65.99/30.93  																																			| (459) all_0_42_42 = e1
% 65.99/30.93  																																			|
% 65.99/30.93  																																				| Equations (459) can reduce 236 to:
% 65.99/30.93  																																				| (465)  ~ (all_0_56_56 = e1)
% 65.99/30.93  																																				|
% 65.99/30.93  																																				| Simplifying 465 yields:
% 65.99/30.93  																																				| (466)  ~ (all_0_56_56 = e1)
% 65.99/30.93  																																				|
% 65.99/30.93  																																				| Equations (459) can reduce 51 to:
% 65.99/30.93  																																				| (604)  ~ (e2 = e1)
% 65.99/30.93  																																				|
% 65.99/30.93  																																				| Simplifying 604 yields:
% 65.99/30.93  																																				| (122)  ~ (e2 = e1)
% 65.99/30.93  																																				|
% 65.99/30.93  																																				+-Applying beta-rule and splitting (27), into two cases.
% 65.99/30.93  																																				|-Branch one:
% 65.99/30.93  																																				| (437) all_0_41_41 = e4
% 65.99/30.93  																																				|
% 65.99/30.93  																																					| Equations (437) can reduce 440 to:
% 65.99/30.93  																																					| (266) $false
% 65.99/30.93  																																					|
% 65.99/30.93  																																					|-The branch is then unsatisfiable
% 65.99/30.93  																																				|-Branch two:
% 65.99/30.93  																																				| (440)  ~ (all_0_41_41 = e4)
% 65.99/30.93  																																				| (4049) all_0_41_41 = e3 | all_0_41_41 = e1 | all_0_41_41 = e0
% 65.99/30.93  																																				|
% 65.99/30.93  																																					+-Applying beta-rule and splitting (216), into two cases.
% 65.99/30.93  																																					|-Branch one:
% 65.99/30.93  																																					| (629) all_0_55_55 = e1
% 65.99/30.93  																																					|
% 65.99/30.93  																																						| Equations (629) can reduce 191 to:
% 65.99/30.93  																																						| (457)  ~ (all_0_41_41 = e1)
% 65.99/30.93  																																						|
% 65.99/30.93  																																						| Equations (629) can reduce 3 to:
% 65.99/30.93  																																						| (879)  ~ (all_0_58_58 = e1)
% 65.99/30.93  																																						|
% 65.99/30.93  																																						| Simplifying 879 yields:
% 65.99/30.93  																																						| (880)  ~ (all_0_58_58 = e1)
% 65.99/30.93  																																						|
% 65.99/30.93  																																						| Equations (629) can reduce 763 to:
% 65.99/30.93  																																						| (602)  ~ (e4 = e1)
% 65.99/30.93  																																						|
% 65.99/30.93  																																						| Simplifying 602 yields:
% 65.99/30.93  																																						| (110)  ~ (e4 = e1)
% 65.99/30.93  																																						|
% 65.99/30.93  																																						| Equations (629) can reduce 304 to:
% 65.99/30.93  																																						| (604)  ~ (e2 = e1)
% 65.99/30.93  																																						|
% 65.99/30.93  																																						| Simplifying 604 yields:
% 65.99/30.93  																																						| (122)  ~ (e2 = e1)
% 65.99/30.93  																																						|
% 65.99/30.93  																																						+-Applying beta-rule and splitting (395), into two cases.
% 65.99/30.93  																																						|-Branch one:
% 65.99/30.93  																																						| (794) all_0_41_41 = e0
% 65.99/30.93  																																						|
% 65.99/30.93  																																							| Equations (794) can reduce 85 to:
% 65.99/30.93  																																							| (365)  ~ (e2 = e0)
% 65.99/30.93  																																							|
% 65.99/30.93  																																							| Simplifying 365 yields:
% 65.99/30.93  																																							| (128)  ~ (e2 = e0)
% 65.99/30.93  																																							|
% 65.99/30.93  																																							+-Applying beta-rule and splitting (163), into two cases.
% 65.99/30.93  																																							|-Branch one:
% 65.99/30.93  																																							| (565) all_0_52_52 = e4
% 65.99/30.93  																																							|
% 65.99/30.93  																																								| Combining equations (642,565) yields a new equation:
% 65.99/30.93  																																								| (630) e4 = e1
% 65.99/30.93  																																								|
% 65.99/30.93  																																								| Equations (630) can reduce 110 to:
% 65.99/30.93  																																								| (266) $false
% 65.99/30.93  																																								|
% 65.99/30.93  																																								|-The branch is then unsatisfiable
% 65.99/30.93  																																							|-Branch two:
% 65.99/30.93  																																							| (780)  ~ (all_0_52_52 = e4)
% 65.99/30.93  																																							| (781) (all_0_41_41 = e0 & all_0_58_58 = e3 &  ~ (all_0_44_44 = e3)) | (all_0_41_41 = e0 & all_0_58_58 = e3 &  ~ (all_0_55_55 = e0)) | (all_0_47_47 = e1 & all_0_52_52 = e2 &  ~ (all_0_48_48 = e2)) | (all_0_47_47 = e1 & all_0_52_52 = e2 &  ~ (all_0_51_51 = e1)) | (all_0_47_47 = e0 & all_0_58_58 = e2 &  ~ (all_0_49_49 = e2)) | (all_0_47_47 = e0 & all_0_58_58 = e2 &  ~ (all_0_56_56 = e0))
% 65.99/30.93  																																							|
% 65.99/30.93  																																								+-Applying beta-rule and splitting (781), into two cases.
% 65.99/30.93  																																								|-Branch one:
% 65.99/30.93  																																								| (789) (all_0_41_41 = e0 & all_0_58_58 = e3 &  ~ (all_0_44_44 = e3)) | (all_0_41_41 = e0 & all_0_58_58 = e3 &  ~ (all_0_55_55 = e0)) | (all_0_47_47 = e1 & all_0_52_52 = e2 &  ~ (all_0_48_48 = e2)) | (all_0_47_47 = e1 & all_0_52_52 = e2 &  ~ (all_0_51_51 = e1)) | (all_0_47_47 = e0 & all_0_58_58 = e2 &  ~ (all_0_49_49 = e2))
% 65.99/30.93  																																								|
% 65.99/30.93  																																									+-Applying beta-rule and splitting (789), into two cases.
% 65.99/30.93  																																									|-Branch one:
% 65.99/30.93  																																									| (790) (all_0_41_41 = e0 & all_0_58_58 = e3 &  ~ (all_0_44_44 = e3)) | (all_0_41_41 = e0 & all_0_58_58 = e3 &  ~ (all_0_55_55 = e0)) | (all_0_47_47 = e1 & all_0_52_52 = e2 &  ~ (all_0_48_48 = e2)) | (all_0_47_47 = e1 & all_0_52_52 = e2 &  ~ (all_0_51_51 = e1))
% 65.99/30.93  																																									|
% 65.99/30.93  																																										+-Applying beta-rule and splitting (790), into two cases.
% 65.99/30.93  																																										|-Branch one:
% 65.99/30.93  																																										| (791) (all_0_41_41 = e0 & all_0_58_58 = e3 &  ~ (all_0_44_44 = e3)) | (all_0_41_41 = e0 & all_0_58_58 = e3 &  ~ (all_0_55_55 = e0)) | (all_0_47_47 = e1 & all_0_52_52 = e2 &  ~ (all_0_48_48 = e2))
% 65.99/30.93  																																										|
% 65.99/30.93  																																											+-Applying beta-rule and splitting (791), into two cases.
% 65.99/30.93  																																											|-Branch one:
% 65.99/30.93  																																											| (792) (all_0_41_41 = e0 & all_0_58_58 = e3 &  ~ (all_0_44_44 = e3)) | (all_0_41_41 = e0 & all_0_58_58 = e3 &  ~ (all_0_55_55 = e0))
% 65.99/30.93  																																											|
% 65.99/30.93  																																												+-Applying beta-rule and splitting (792), into two cases.
% 65.99/30.93  																																												|-Branch one:
% 65.99/30.93  																																												| (793) all_0_41_41 = e0 & all_0_58_58 = e3 &  ~ (all_0_44_44 = e3)
% 65.99/30.93  																																												|
% 65.99/30.93  																																													| Applying alpha-rule on (793) yields:
% 65.99/30.93  																																													| (794) all_0_41_41 = e0
% 65.99/30.93  																																													| (795) all_0_58_58 = e3
% 65.99/30.93  																																													| (407)  ~ (all_0_44_44 = e3)
% 65.99/30.93  																																													|
% 65.99/30.93  																																													| Equations (795) can reduce 181 to:
% 65.99/30.93  																																													| (407)  ~ (all_0_44_44 = e3)
% 65.99/30.93  																																													|
% 65.99/30.93  																																													| Equations (795) can reduce 880 to:
% 65.99/30.93  																																													| (213)  ~ (e3 = e1)
% 65.99/30.93  																																													|
% 65.99/30.93  																																													+-Applying beta-rule and splitting (1899), into two cases.
% 65.99/30.93  																																													|-Branch one:
% 65.99/30.93  																																													| (516) all_0_42_42 = e3
% 65.99/30.93  																																													|
% 65.99/30.93  																																														| Combining equations (516,459) yields a new equation:
% 65.99/30.93  																																														| (454) e3 = e1
% 65.99/30.93  																																														|
% 65.99/30.93  																																														| Simplifying 454 yields:
% 65.99/30.93  																																														| (455) e3 = e1
% 65.99/30.93  																																														|
% 65.99/30.93  																																														| Equations (455) can reduce 213 to:
% 65.99/30.93  																																														| (266) $false
% 65.99/30.93  																																														|
% 65.99/30.93  																																														|-The branch is then unsatisfiable
% 65.99/30.93  																																													|-Branch two:
% 65.99/30.93  																																													| (405)  ~ (all_0_42_42 = e3)
% 65.99/30.93  																																													| (532) all_0_44_44 = e3
% 65.99/30.93  																																													|
% 65.99/30.93  																																														| Equations (532) can reduce 407 to:
% 65.99/30.93  																																														| (266) $false
% 65.99/30.93  																																														|
% 65.99/30.93  																																														|-The branch is then unsatisfiable
% 65.99/30.93  																																												|-Branch two:
% 65.99/30.93  																																												| (800) all_0_41_41 = e0 & all_0_58_58 = e3 &  ~ (all_0_55_55 = e0)
% 65.99/30.93  																																												|
% 65.99/30.93  																																													| Applying alpha-rule on (800) yields:
% 65.99/30.93  																																													| (794) all_0_41_41 = e0
% 65.99/30.93  																																													| (795) all_0_58_58 = e3
% 65.99/30.93  																																													| (803)  ~ (all_0_55_55 = e0)
% 65.99/30.93  																																													|
% 65.99/30.93  																																													| Equations (795) can reduce 181 to:
% 65.99/30.93  																																													| (407)  ~ (all_0_44_44 = e3)
% 65.99/30.93  																																													|
% 65.99/30.93  																																													| Equations (795) can reduce 880 to:
% 65.99/30.93  																																													| (213)  ~ (e3 = e1)
% 65.99/30.93  																																													|
% 65.99/30.93  																																													+-Applying beta-rule and splitting (1899), into two cases.
% 65.99/30.93  																																													|-Branch one:
% 65.99/30.93  																																													| (516) all_0_42_42 = e3
% 65.99/30.93  																																													|
% 65.99/30.93  																																														| Combining equations (516,459) yields a new equation:
% 65.99/30.93  																																														| (454) e3 = e1
% 65.99/30.93  																																														|
% 65.99/30.93  																																														| Simplifying 454 yields:
% 65.99/30.93  																																														| (455) e3 = e1
% 65.99/30.93  																																														|
% 65.99/30.93  																																														| Equations (455) can reduce 213 to:
% 65.99/30.93  																																														| (266) $false
% 65.99/30.93  																																														|
% 65.99/30.93  																																														|-The branch is then unsatisfiable
% 65.99/30.93  																																													|-Branch two:
% 65.99/30.93  																																													| (405)  ~ (all_0_42_42 = e3)
% 65.99/30.93  																																													| (532) all_0_44_44 = e3
% 65.99/30.93  																																													|
% 65.99/30.93  																																														| Equations (532) can reduce 407 to:
% 65.99/30.93  																																														| (266) $false
% 65.99/30.93  																																														|
% 65.99/30.93  																																														|-The branch is then unsatisfiable
% 65.99/30.93  																																											|-Branch two:
% 65.99/30.93  																																											| (807) all_0_47_47 = e1 & all_0_52_52 = e2 &  ~ (all_0_48_48 = e2)
% 65.99/30.93  																																											|
% 65.99/30.93  																																												| Applying alpha-rule on (807) yields:
% 65.99/30.93  																																												| (654) all_0_47_47 = e1
% 65.99/30.93  																																												| (352) all_0_52_52 = e2
% 65.99/30.93  																																												| (810)  ~ (all_0_48_48 = e2)
% 65.99/30.93  																																												|
% 65.99/30.93  																																												| Combining equations (642,352) yields a new equation:
% 65.99/30.93  																																												| (617) e2 = e1
% 65.99/30.93  																																												|
% 65.99/30.93  																																												| Equations (617) can reduce 122 to:
% 65.99/30.93  																																												| (266) $false
% 65.99/30.93  																																												|
% 65.99/30.93  																																												|-The branch is then unsatisfiable
% 65.99/30.93  																																										|-Branch two:
% 65.99/30.93  																																										| (813) all_0_47_47 = e1 & all_0_52_52 = e2 &  ~ (all_0_51_51 = e1)
% 65.99/30.93  																																										|
% 65.99/30.93  																																											| Applying alpha-rule on (813) yields:
% 65.99/30.93  																																											| (654) all_0_47_47 = e1
% 65.99/30.93  																																											| (352) all_0_52_52 = e2
% 65.99/30.93  																																											| (464)  ~ (all_0_51_51 = e1)
% 65.99/30.93  																																											|
% 65.99/30.93  																																											| Combining equations (642,352) yields a new equation:
% 65.99/30.93  																																											| (617) e2 = e1
% 65.99/30.93  																																											|
% 65.99/30.93  																																											| Equations (617) can reduce 122 to:
% 65.99/30.93  																																											| (266) $false
% 65.99/30.93  																																											|
% 65.99/30.93  																																											|-The branch is then unsatisfiable
% 65.99/30.93  																																									|-Branch two:
% 65.99/30.93  																																									| (819) all_0_47_47 = e0 & all_0_58_58 = e2 &  ~ (all_0_49_49 = e2)
% 65.99/30.93  																																									|
% 65.99/30.93  																																										| Applying alpha-rule on (819) yields:
% 65.99/30.93  																																										| (674) all_0_47_47 = e0
% 65.99/30.93  																																										| (624) all_0_58_58 = e2
% 65.99/30.93  																																										| (340)  ~ (all_0_49_49 = e2)
% 65.99/30.93  																																										|
% 65.99/30.93  																																										| Combining equations (674,1105) yields a new equation:
% 65.99/30.93  																																										| (330) e2 = e0
% 65.99/30.93  																																										|
% 65.99/30.93  																																										| Equations (330) can reduce 128 to:
% 65.99/30.93  																																										| (266) $false
% 65.99/30.93  																																										|
% 65.99/30.93  																																										|-The branch is then unsatisfiable
% 65.99/30.93  																																								|-Branch two:
% 65.99/30.93  																																								| (825) all_0_47_47 = e0 & all_0_58_58 = e2 &  ~ (all_0_56_56 = e0)
% 65.99/30.93  																																								|
% 65.99/30.93  																																									| Applying alpha-rule on (825) yields:
% 65.99/30.93  																																									| (674) all_0_47_47 = e0
% 65.99/30.93  																																									| (624) all_0_58_58 = e2
% 65.99/30.93  																																									| (828)  ~ (all_0_56_56 = e0)
% 65.99/30.93  																																									|
% 65.99/30.93  																																									| Combining equations (674,1105) yields a new equation:
% 65.99/30.93  																																									| (330) e2 = e0
% 65.99/30.93  																																									|
% 65.99/30.93  																																									| Equations (330) can reduce 128 to:
% 65.99/30.93  																																									| (266) $false
% 65.99/30.93  																																									|
% 65.99/30.93  																																									|-The branch is then unsatisfiable
% 65.99/30.93  																																						|-Branch two:
% 65.99/30.93  																																						| (357)  ~ (all_0_41_41 = e0)
% 65.99/30.93  																																						| (895) all_0_46_46 = e0 | all_0_55_55 = e0
% 65.99/30.93  																																						|
% 65.99/30.93  																																							+-Applying beta-rule and splitting (165), into two cases.
% 65.99/30.93  																																							|-Branch one:
% 65.99/30.93  																																							| (794) all_0_41_41 = e0
% 65.99/30.93  																																							|
% 65.99/30.93  																																								| Equations (794) can reduce 357 to:
% 65.99/30.93  																																								| (266) $false
% 65.99/30.93  																																								|
% 65.99/30.93  																																								|-The branch is then unsatisfiable
% 65.99/30.93  																																							|-Branch two:
% 65.99/30.93  																																							| (357)  ~ (all_0_41_41 = e0)
% 65.99/30.93  																																							| (6761) all_0_42_42 = e0 | all_0_43_43 = e0 | all_0_44_44 = e0
% 65.99/30.93  																																							|
% 65.99/30.93  																																								+-Applying beta-rule and splitting (4049), into two cases.
% 65.99/30.93  																																								|-Branch one:
% 65.99/30.93  																																								| (794) all_0_41_41 = e0
% 65.99/30.93  																																								|
% 65.99/30.93  																																									| Equations (794) can reduce 357 to:
% 65.99/30.93  																																									| (266) $false
% 65.99/30.93  																																									|
% 65.99/30.93  																																									|-The branch is then unsatisfiable
% 65.99/30.93  																																								|-Branch two:
% 65.99/30.93  																																								| (357)  ~ (all_0_41_41 = e0)
% 65.99/30.93  																																								| (4053) all_0_41_41 = e3 | all_0_41_41 = e1
% 65.99/30.93  																																								|
% 65.99/30.93  																																									+-Applying beta-rule and splitting (4053), into two cases.
% 65.99/30.93  																																									|-Branch one:
% 65.99/30.93  																																									| (453) all_0_41_41 = e1
% 65.99/30.93  																																									|
% 65.99/30.93  																																										| Equations (453) can reduce 457 to:
% 65.99/30.93  																																										| (266) $false
% 65.99/30.93  																																										|
% 65.99/30.93  																																										|-The branch is then unsatisfiable
% 65.99/30.93  																																									|-Branch two:
% 65.99/30.93  																																									| (457)  ~ (all_0_41_41 = e1)
% 65.99/30.93  																																									| (403) all_0_41_41 = e3
% 65.99/30.93  																																									|
% 65.99/30.93  																																										| Equations (403) can reduce 1898 to:
% 65.99/30.93  																																										| (266) $false
% 65.99/30.93  																																										|
% 65.99/30.93  																																										|-The branch is then unsatisfiable
% 65.99/30.93  																																					|-Branch two:
% 65.99/30.93  																																					| (632)  ~ (all_0_55_55 = e1)
% 65.99/30.93  																																					| (633) all_0_56_56 = e1 | all_0_57_57 = e1 | all_0_58_58 = e1
% 65.99/30.93  																																					|
% 65.99/30.93  																																						+-Applying beta-rule and splitting (633), into two cases.
% 65.99/30.93  																																						|-Branch one:
% 65.99/30.93  																																						| (1569) all_0_56_56 = e1
% 65.99/30.93  																																						|
% 65.99/30.93  																																							| Equations (1569) can reduce 466 to:
% 65.99/30.93  																																							| (266) $false
% 65.99/30.93  																																							|
% 65.99/30.93  																																							|-The branch is then unsatisfiable
% 65.99/30.93  																																						|-Branch two:
% 65.99/30.93  																																						| (466)  ~ (all_0_56_56 = e1)
% 65.99/30.93  																																						| (1574) all_0_57_57 = e1 | all_0_58_58 = e1
% 65.99/30.93  																																						|
% 65.99/30.93  																																							+-Applying beta-rule and splitting (1574), into two cases.
% 65.99/30.93  																																							|-Branch one:
% 65.99/30.93  																																							| (647) all_0_57_57 = e1
% 65.99/30.93  																																							|
% 65.99/30.93  																																								| Combining equations (647,442) yields a new equation:
% 65.99/30.93  																																								| (617) e2 = e1
% 65.99/30.93  																																								|
% 65.99/30.93  																																								| Equations (617) can reduce 122 to:
% 65.99/30.93  																																								| (266) $false
% 65.99/30.93  																																								|
% 65.99/30.93  																																								|-The branch is then unsatisfiable
% 65.99/30.93  																																							|-Branch two:
% 65.99/30.93  																																							| (1670)  ~ (all_0_57_57 = e1)
% 65.99/30.93  																																							| (918) all_0_58_58 = e1
% 65.99/30.93  																																							|
% 65.99/30.93  																																								| Equations (918) can reduce 880 to:
% 65.99/30.93  																																								| (266) $false
% 65.99/30.93  																																								|
% 65.99/30.93  																																								|-The branch is then unsatisfiable
% 65.99/30.93  																																			|-Branch two:
% 65.99/30.93  																																			| (1380)  ~ (all_0_42_42 = e1)
% 65.99/30.93  																																			| (3259) all_0_47_47 = e1 | all_0_51_51 = e1 | all_0_56_56 = e1
% 65.99/30.93  																																			|
% 65.99/30.93  																																				+-Applying beta-rule and splitting (152), into two cases.
% 65.99/30.93  																																				|-Branch one:
% 65.99/30.93  																																				| (1392) all_0_42_42 = e4
% 65.99/30.93  																																				|
% 65.99/30.94  																																					| Equations (1392) can reduce 1890 to:
% 65.99/30.94  																																					| (266) $false
% 65.99/30.94  																																					|
% 65.99/30.94  																																					|-The branch is then unsatisfiable
% 65.99/30.94  																																				|-Branch two:
% 65.99/30.94  																																				| (1890)  ~ (all_0_42_42 = e4)
% 65.99/30.94  																																				| (1969) all_0_42_42 = e3 | all_0_42_42 = e1 | all_0_42_42 = e0
% 65.99/30.94  																																				|
% 65.99/30.94  																																					+-Applying beta-rule and splitting (3259), into two cases.
% 65.99/30.94  																																					|-Branch one:
% 65.99/30.94  																																					| (654) all_0_47_47 = e1
% 65.99/30.94  																																					|
% 65.99/30.94  																																						| Combining equations (654,1105) yields a new equation:
% 65.99/30.94  																																						| (617) e2 = e1
% 65.99/30.94  																																						|
% 65.99/30.94  																																						| Equations (617) can reduce 122 to:
% 65.99/30.94  																																						| (266) $false
% 65.99/30.94  																																						|
% 65.99/30.94  																																						|-The branch is then unsatisfiable
% 65.99/30.94  																																					|-Branch two:
% 65.99/30.94  																																					| (462)  ~ (all_0_47_47 = e1)
% 65.99/30.94  																																					| (3264) all_0_51_51 = e1 | all_0_56_56 = e1
% 65.99/30.94  																																					|
% 65.99/30.94  																																						+-Applying beta-rule and splitting (3264), into two cases.
% 65.99/30.94  																																						|-Branch one:
% 65.99/30.94  																																						| (1109) all_0_51_51 = e1
% 65.99/30.94  																																						|
% 65.99/30.94  																																							| Combining equations (1101,1109) yields a new equation:
% 65.99/30.94  																																							| (636) e4 = e1
% 65.99/30.94  																																							|
% 65.99/30.94  																																							| Simplifying 636 yields:
% 65.99/30.94  																																							| (630) e4 = e1
% 65.99/30.94  																																							|
% 65.99/30.94  																																							| Equations (630) can reduce 110 to:
% 65.99/30.94  																																							| (266) $false
% 65.99/30.94  																																							|
% 65.99/30.94  																																							|-The branch is then unsatisfiable
% 65.99/30.94  																																						|-Branch two:
% 65.99/30.94  																																						| (464)  ~ (all_0_51_51 = e1)
% 65.99/30.94  																																						| (1569) all_0_56_56 = e1
% 65.99/30.94  																																						|
% 65.99/30.94  																																							| Equations (1569) can reduce 236 to:
% 65.99/30.94  																																							| (1380)  ~ (all_0_42_42 = e1)
% 65.99/30.94  																																							|
% 65.99/30.94  																																							| Equations (1569) can reduce 153 to:
% 65.99/30.94  																																							| (632)  ~ (all_0_55_55 = e1)
% 65.99/30.94  																																							|
% 65.99/30.94  																																							| Equations (1569) can reduce 477 to:
% 65.99/30.94  																																							| (602)  ~ (e4 = e1)
% 65.99/30.94  																																							|
% 65.99/30.94  																																							| Simplifying 602 yields:
% 65.99/30.94  																																							| (110)  ~ (e4 = e1)
% 65.99/30.94  																																							|
% 65.99/30.94  																																							+-Applying beta-rule and splitting (1969), into two cases.
% 65.99/30.94  																																							|-Branch one:
% 65.99/30.94  																																							| (559) all_0_42_42 = e0
% 65.99/30.94  																																							|
% 65.99/30.94  																																								| Equations (559) can reduce 358 to:
% 65.99/30.94  																																								| (266) $false
% 65.99/30.94  																																								|
% 65.99/30.94  																																								|-The branch is then unsatisfiable
% 65.99/30.94  																																							|-Branch two:
% 65.99/30.94  																																							| (358)  ~ (all_0_42_42 = e0)
% 65.99/30.94  																																							| (2510) all_0_42_42 = e3 | all_0_42_42 = e1
% 65.99/30.94  																																							|
% 65.99/30.94  																																								+-Applying beta-rule and splitting (103), into two cases.
% 65.99/30.94  																																								|-Branch one:
% 65.99/30.94  																																								| (453) all_0_41_41 = e1
% 65.99/30.94  																																								|
% 65.99/30.94  																																									| Equations (453) can reduce 191 to:
% 65.99/30.94  																																									| (2331)  ~ (all_0_55_55 = e1)
% 65.99/30.94  																																									|
% 65.99/30.94  																																									| Simplifying 2331 yields:
% 65.99/30.94  																																									| (632)  ~ (all_0_55_55 = e1)
% 65.99/30.94  																																									|
% 65.99/30.94  																																									| Equations (453) can reduce 440 to:
% 65.99/30.94  																																									| (602)  ~ (e4 = e1)
% 65.99/30.94  																																									|
% 65.99/30.94  																																									| Simplifying 602 yields:
% 65.99/30.94  																																									| (110)  ~ (e4 = e1)
% 65.99/30.94  																																									|
% 65.99/30.94  																																									| Equations (453) can reduce 85 to:
% 65.99/30.94  																																									| (604)  ~ (e2 = e1)
% 65.99/30.94  																																									|
% 65.99/30.94  																																									| Simplifying 604 yields:
% 65.99/30.94  																																									| (122)  ~ (e2 = e1)
% 65.99/30.94  																																									|
% 65.99/30.94  																																									+-Applying beta-rule and splitting (174), into two cases.
% 65.99/30.94  																																									|-Branch one:
% 65.99/30.94  																																									| (386) all_0_55_55 = e2
% 65.99/30.94  																																									|
% 65.99/30.94  																																										| Equations (386) can reduce 304 to:
% 65.99/30.94  																																										| (266) $false
% 65.99/30.94  																																										|
% 65.99/30.94  																																										|-The branch is then unsatisfiable
% 65.99/30.94  																																									|-Branch two:
% 65.99/30.94  																																									| (304)  ~ (all_0_55_55 = e2)
% 65.99/30.94  																																									| (2051) all_0_55_55 = e4 | all_0_55_55 = e3 | all_0_55_55 = e1 | all_0_55_55 = e0
% 65.99/30.94  																																									|
% 65.99/30.94  																																										+-Applying beta-rule and splitting (163), into two cases.
% 65.99/30.94  																																										|-Branch one:
% 65.99/30.94  																																										| (565) all_0_52_52 = e4
% 65.99/30.94  																																										|
% 65.99/30.94  																																											| Combining equations (642,565) yields a new equation:
% 65.99/30.94  																																											| (630) e4 = e1
% 65.99/30.94  																																											|
% 65.99/30.94  																																											| Equations (630) can reduce 110 to:
% 65.99/30.94  																																											| (266) $false
% 65.99/30.94  																																											|
% 65.99/30.94  																																											|-The branch is then unsatisfiable
% 65.99/30.94  																																										|-Branch two:
% 65.99/30.94  																																										| (780)  ~ (all_0_52_52 = e4)
% 65.99/30.94  																																										| (781) (all_0_41_41 = e0 & all_0_58_58 = e3 &  ~ (all_0_44_44 = e3)) | (all_0_41_41 = e0 & all_0_58_58 = e3 &  ~ (all_0_55_55 = e0)) | (all_0_47_47 = e1 & all_0_52_52 = e2 &  ~ (all_0_48_48 = e2)) | (all_0_47_47 = e1 & all_0_52_52 = e2 &  ~ (all_0_51_51 = e1)) | (all_0_47_47 = e0 & all_0_58_58 = e2 &  ~ (all_0_49_49 = e2)) | (all_0_47_47 = e0 & all_0_58_58 = e2 &  ~ (all_0_56_56 = e0))
% 65.99/30.94  																																										|
% 65.99/30.94  																																											+-Applying beta-rule and splitting (125), into two cases.
% 65.99/30.94  																																											|-Branch one:
% 65.99/30.94  																																											| (858) all_0_55_55 = e0
% 65.99/30.94  																																											|
% 65.99/30.94  																																												| Equations (858) can reduce 304 to:
% 65.99/30.94  																																												| (365)  ~ (e2 = e0)
% 65.99/30.94  																																												|
% 65.99/30.94  																																												| Simplifying 365 yields:
% 65.99/30.94  																																												| (128)  ~ (e2 = e0)
% 65.99/30.94  																																												|
% 65.99/30.94  																																												| Equations (858) can reduce 632 to:
% 65.99/30.94  																																												| (435)  ~ (e1 = e0)
% 65.99/30.94  																																												|
% 65.99/30.94  																																												| Simplifying 435 yields:
% 65.99/30.94  																																												| (233)  ~ (e1 = e0)
% 65.99/30.94  																																												|
% 65.99/30.94  																																												+-Applying beta-rule and splitting (781), into two cases.
% 65.99/30.94  																																												|-Branch one:
% 65.99/30.94  																																												| (789) (all_0_41_41 = e0 & all_0_58_58 = e3 &  ~ (all_0_44_44 = e3)) | (all_0_41_41 = e0 & all_0_58_58 = e3 &  ~ (all_0_55_55 = e0)) | (all_0_47_47 = e1 & all_0_52_52 = e2 &  ~ (all_0_48_48 = e2)) | (all_0_47_47 = e1 & all_0_52_52 = e2 &  ~ (all_0_51_51 = e1)) | (all_0_47_47 = e0 & all_0_58_58 = e2 &  ~ (all_0_49_49 = e2))
% 65.99/30.94  																																												|
% 65.99/30.94  																																													+-Applying beta-rule and splitting (789), into two cases.
% 65.99/30.94  																																													|-Branch one:
% 65.99/30.94  																																													| (790) (all_0_41_41 = e0 & all_0_58_58 = e3 &  ~ (all_0_44_44 = e3)) | (all_0_41_41 = e0 & all_0_58_58 = e3 &  ~ (all_0_55_55 = e0)) | (all_0_47_47 = e1 & all_0_52_52 = e2 &  ~ (all_0_48_48 = e2)) | (all_0_47_47 = e1 & all_0_52_52 = e2 &  ~ (all_0_51_51 = e1))
% 65.99/30.94  																																													|
% 65.99/30.94  																																														+-Applying beta-rule and splitting (790), into two cases.
% 65.99/30.94  																																														|-Branch one:
% 65.99/30.94  																																														| (791) (all_0_41_41 = e0 & all_0_58_58 = e3 &  ~ (all_0_44_44 = e3)) | (all_0_41_41 = e0 & all_0_58_58 = e3 &  ~ (all_0_55_55 = e0)) | (all_0_47_47 = e1 & all_0_52_52 = e2 &  ~ (all_0_48_48 = e2))
% 65.99/30.94  																																														|
% 65.99/30.94  																																															+-Applying beta-rule and splitting (791), into two cases.
% 65.99/30.94  																																															|-Branch one:
% 65.99/30.94  																																															| (792) (all_0_41_41 = e0 & all_0_58_58 = e3 &  ~ (all_0_44_44 = e3)) | (all_0_41_41 = e0 & all_0_58_58 = e3 &  ~ (all_0_55_55 = e0))
% 65.99/30.94  																																															|
% 65.99/30.94  																																																+-Applying beta-rule and splitting (792), into two cases.
% 65.99/30.94  																																																|-Branch one:
% 65.99/30.94  																																																| (793) all_0_41_41 = e0 & all_0_58_58 = e3 &  ~ (all_0_44_44 = e3)
% 65.99/30.94  																																																|
% 65.99/30.94  																																																	| Applying alpha-rule on (793) yields:
% 65.99/30.94  																																																	| (794) all_0_41_41 = e0
% 65.99/30.94  																																																	| (795) all_0_58_58 = e3
% 65.99/30.94  																																																	| (407)  ~ (all_0_44_44 = e3)
% 65.99/30.94  																																																	|
% 65.99/30.94  																																																	| Combining equations (794,453) yields a new equation:
% 65.99/30.94  																																																	| (431) e1 = e0
% 65.99/30.94  																																																	|
% 65.99/30.94  																																																	| Equations (431) can reduce 233 to:
% 65.99/30.94  																																																	| (266) $false
% 65.99/30.94  																																																	|
% 65.99/30.94  																																																	|-The branch is then unsatisfiable
% 65.99/30.94  																																																|-Branch two:
% 65.99/30.94  																																																| (800) all_0_41_41 = e0 & all_0_58_58 = e3 &  ~ (all_0_55_55 = e0)
% 65.99/30.94  																																																|
% 65.99/30.94  																																																	| Applying alpha-rule on (800) yields:
% 65.99/30.94  																																																	| (794) all_0_41_41 = e0
% 65.99/30.94  																																																	| (795) all_0_58_58 = e3
% 65.99/30.94  																																																	| (803)  ~ (all_0_55_55 = e0)
% 65.99/30.94  																																																	|
% 65.99/30.94  																																																	| Combining equations (794,453) yields a new equation:
% 65.99/30.94  																																																	| (431) e1 = e0
% 65.99/30.94  																																																	|
% 65.99/30.94  																																																	| Equations (431) can reduce 233 to:
% 65.99/30.94  																																																	| (266) $false
% 65.99/30.94  																																																	|
% 65.99/30.94  																																																	|-The branch is then unsatisfiable
% 65.99/30.94  																																															|-Branch two:
% 65.99/30.94  																																															| (807) all_0_47_47 = e1 & all_0_52_52 = e2 &  ~ (all_0_48_48 = e2)
% 65.99/30.94  																																															|
% 65.99/30.94  																																																| Applying alpha-rule on (807) yields:
% 65.99/30.94  																																																| (654) all_0_47_47 = e1
% 65.99/30.94  																																																| (352) all_0_52_52 = e2
% 65.99/30.94  																																																| (810)  ~ (all_0_48_48 = e2)
% 65.99/30.94  																																																|
% 65.99/30.94  																																																| Combining equations (352,642) yields a new equation:
% 65.99/30.94  																																																| (616) e2 = e1
% 65.99/30.94  																																																|
% 65.99/30.94  																																																| Simplifying 616 yields:
% 65.99/30.94  																																																| (617) e2 = e1
% 65.99/30.94  																																																|
% 65.99/30.94  																																																| Equations (617) can reduce 122 to:
% 65.99/30.94  																																																| (266) $false
% 65.99/30.94  																																																|
% 65.99/30.94  																																																|-The branch is then unsatisfiable
% 65.99/30.94  																																														|-Branch two:
% 65.99/30.94  																																														| (813) all_0_47_47 = e1 & all_0_52_52 = e2 &  ~ (all_0_51_51 = e1)
% 65.99/30.94  																																														|
% 65.99/30.94  																																															| Applying alpha-rule on (813) yields:
% 65.99/30.94  																																															| (654) all_0_47_47 = e1
% 65.99/30.94  																																															| (352) all_0_52_52 = e2
% 65.99/30.94  																																															| (464)  ~ (all_0_51_51 = e1)
% 65.99/30.94  																																															|
% 65.99/30.94  																																															| Combining equations (352,642) yields a new equation:
% 65.99/30.94  																																															| (616) e2 = e1
% 65.99/30.94  																																															|
% 65.99/30.94  																																															| Simplifying 616 yields:
% 65.99/30.94  																																															| (617) e2 = e1
% 65.99/30.94  																																															|
% 65.99/30.94  																																															| Equations (617) can reduce 122 to:
% 65.99/30.94  																																															| (266) $false
% 65.99/30.94  																																															|
% 65.99/30.94  																																															|-The branch is then unsatisfiable
% 65.99/30.94  																																													|-Branch two:
% 65.99/30.94  																																													| (819) all_0_47_47 = e0 & all_0_58_58 = e2 &  ~ (all_0_49_49 = e2)
% 65.99/30.94  																																													|
% 65.99/30.94  																																														| Applying alpha-rule on (819) yields:
% 65.99/30.94  																																														| (674) all_0_47_47 = e0
% 65.99/30.94  																																														| (624) all_0_58_58 = e2
% 65.99/30.94  																																														| (340)  ~ (all_0_49_49 = e2)
% 65.99/30.94  																																														|
% 65.99/30.94  																																														| Combining equations (1105,674) yields a new equation:
% 65.99/30.94  																																														| (391) e2 = e0
% 65.99/30.94  																																														|
% 65.99/30.94  																																														| Simplifying 391 yields:
% 65.99/30.94  																																														| (330) e2 = e0
% 65.99/30.94  																																														|
% 65.99/30.94  																																														| Equations (330) can reduce 128 to:
% 65.99/30.94  																																														| (266) $false
% 65.99/30.94  																																														|
% 65.99/30.94  																																														|-The branch is then unsatisfiable
% 65.99/30.94  																																												|-Branch two:
% 65.99/30.94  																																												| (825) all_0_47_47 = e0 & all_0_58_58 = e2 &  ~ (all_0_56_56 = e0)
% 65.99/30.94  																																												|
% 65.99/30.94  																																													| Applying alpha-rule on (825) yields:
% 65.99/30.94  																																													| (674) all_0_47_47 = e0
% 65.99/30.94  																																													| (624) all_0_58_58 = e2
% 65.99/30.94  																																													| (828)  ~ (all_0_56_56 = e0)
% 65.99/30.94  																																													|
% 65.99/30.94  																																													| Combining equations (1105,674) yields a new equation:
% 65.99/30.94  																																													| (391) e2 = e0
% 65.99/30.94  																																													|
% 65.99/30.94  																																													| Simplifying 391 yields:
% 65.99/30.94  																																													| (330) e2 = e0
% 65.99/30.94  																																													|
% 65.99/30.94  																																													| Equations (330) can reduce 128 to:
% 65.99/30.94  																																													| (266) $false
% 65.99/30.94  																																													|
% 65.99/30.94  																																													|-The branch is then unsatisfiable
% 65.99/30.94  																																											|-Branch two:
% 65.99/30.94  																																											| (803)  ~ (all_0_55_55 = e0)
% 65.99/30.94  																																											| (863) all_0_56_56 = e0 | all_0_57_57 = e0 | all_0_58_58 = e0
% 65.99/30.94  																																											|
% 65.99/30.94  																																												+-Applying beta-rule and splitting (2051), into two cases.
% 65.99/30.94  																																												|-Branch one:
% 65.99/30.94  																																												| (587) all_0_55_55 = e4
% 65.99/30.94  																																												|
% 65.99/30.94  																																													| Equations (587) can reduce 763 to:
% 65.99/30.94  																																													| (266) $false
% 65.99/30.94  																																													|
% 65.99/30.94  																																													|-The branch is then unsatisfiable
% 65.99/30.94  																																												|-Branch two:
% 65.99/30.94  																																												| (763)  ~ (all_0_55_55 = e4)
% 65.99/30.94  																																												| (2055) all_0_55_55 = e3 | all_0_55_55 = e1 | all_0_55_55 = e0
% 65.99/30.94  																																												|
% 65.99/30.94  																																													+-Applying beta-rule and splitting (2055), into two cases.
% 65.99/30.94  																																													|-Branch one:
% 65.99/30.94  																																													| (858) all_0_55_55 = e0
% 65.99/30.94  																																													|
% 65.99/30.94  																																														| Equations (858) can reduce 803 to:
% 65.99/30.94  																																														| (266) $false
% 65.99/30.94  																																														|
% 65.99/30.94  																																														|-The branch is then unsatisfiable
% 65.99/30.94  																																													|-Branch two:
% 65.99/30.94  																																													| (803)  ~ (all_0_55_55 = e0)
% 65.99/30.94  																																													| (2315) all_0_55_55 = e3 | all_0_55_55 = e1
% 65.99/30.94  																																													|
% 65.99/30.94  																																														+-Applying beta-rule and splitting (2315), into two cases.
% 65.99/30.94  																																														|-Branch one:
% 65.99/30.94  																																														| (629) all_0_55_55 = e1
% 65.99/30.94  																																														|
% 65.99/30.94  																																															| Equations (629) can reduce 632 to:
% 65.99/30.94  																																															| (266) $false
% 65.99/30.94  																																															|
% 65.99/30.94  																																															|-The branch is then unsatisfiable
% 65.99/30.94  																																														|-Branch two:
% 65.99/30.94  																																														| (632)  ~ (all_0_55_55 = e1)
% 65.99/30.94  																																														| (2336) all_0_55_55 = e3
% 65.99/30.94  																																														|
% 65.99/30.94  																																															| Equations (2336) can reduce 270 to:
% 65.99/30.94  																																															| (266) $false
% 65.99/30.94  																																															|
% 65.99/30.94  																																															|-The branch is then unsatisfiable
% 65.99/30.94  																																								|-Branch two:
% 65.99/30.94  																																								| (457)  ~ (all_0_41_41 = e1)
% 65.99/30.94  																																								| (458) all_0_42_42 = e1 | all_0_43_43 = e1 | all_0_44_44 = e1
% 65.99/30.94  																																								|
% 65.99/30.94  																																									+-Applying beta-rule and splitting (18), into two cases.
% 65.99/30.94  																																									|-Branch one:
% 65.99/30.94  																																									| (453) all_0_41_41 = e1
% 65.99/30.94  																																									|
% 65.99/30.94  																																										| Equations (453) can reduce 457 to:
% 65.99/30.94  																																										| (266) $false
% 65.99/30.94  																																										|
% 65.99/30.94  																																										|-The branch is then unsatisfiable
% 65.99/30.94  																																									|-Branch two:
% 65.99/30.94  																																									| (457)  ~ (all_0_41_41 = e1)
% 65.99/30.94  																																									| (595) all_0_46_46 = e1 | all_0_50_50 = e1 | all_0_55_55 = e1
% 65.99/30.94  																																									|
% 65.99/30.94  																																										+-Applying beta-rule and splitting (180), into two cases.
% 65.99/30.94  																																										|-Branch one:
% 65.99/30.94  																																										| (516) all_0_42_42 = e3
% 65.99/30.94  																																										|
% 65.99/30.94  																																											| Equations (516) can reduce 1380 to:
% 65.99/30.94  																																											| (213)  ~ (e3 = e1)
% 65.99/30.94  																																											|
% 65.99/30.94  																																											+-Applying beta-rule and splitting (595), into two cases.
% 65.99/30.94  																																											|-Branch one:
% 65.99/30.94  																																											| (545) all_0_46_46 = e1
% 65.99/30.94  																																											|
% 65.99/30.94  																																												| Combining equations (545,770) yields a new equation:
% 65.99/30.94  																																												| (630) e4 = e1
% 65.99/30.94  																																												|
% 65.99/30.94  																																												| Equations (630) can reduce 110 to:
% 65.99/30.94  																																												| (266) $false
% 65.99/30.94  																																												|
% 65.99/30.94  																																												|-The branch is then unsatisfiable
% 65.99/30.94  																																											|-Branch two:
% 65.99/30.94  																																											| (549)  ~ (all_0_46_46 = e1)
% 65.99/30.94  																																											| (600) all_0_50_50 = e1 | all_0_55_55 = e1
% 65.99/30.94  																																											|
% 65.99/30.94  																																												+-Applying beta-rule and splitting (600), into two cases.
% 65.99/30.94  																																												|-Branch one:
% 65.99/30.94  																																												| (601) all_0_50_50 = e1
% 65.99/30.94  																																												|
% 65.99/30.94  																																													| Combining equations (415,601) yields a new equation:
% 65.99/30.94  																																													| (454) e3 = e1
% 65.99/30.94  																																													|
% 65.99/30.94  																																													| Simplifying 454 yields:
% 65.99/30.94  																																													| (455) e3 = e1
% 65.99/30.94  																																													|
% 65.99/30.94  																																													| Equations (455) can reduce 213 to:
% 65.99/30.94  																																													| (266) $false
% 65.99/30.94  																																													|
% 65.99/30.94  																																													|-The branch is then unsatisfiable
% 65.99/30.94  																																												|-Branch two:
% 65.99/30.94  																																												| (759)  ~ (all_0_50_50 = e1)
% 65.99/30.94  																																												| (629) all_0_55_55 = e1
% 65.99/30.94  																																												|
% 65.99/30.94  																																													| Equations (629) can reduce 632 to:
% 65.99/30.94  																																													| (266) $false
% 65.99/30.94  																																													|
% 65.99/30.94  																																													|-The branch is then unsatisfiable
% 65.99/30.94  																																										|-Branch two:
% 65.99/30.94  																																										| (405)  ~ (all_0_42_42 = e3)
% 65.99/30.94  																																										| (521) all_0_47_47 = e3 | all_0_51_51 = e3 | all_0_56_56 = e3
% 65.99/30.94  																																										|
% 65.99/30.94  																																											+-Applying beta-rule and splitting (189), into two cases.
% 65.99/30.94  																																											|-Branch one:
% 65.99/30.94  																																											| (532) all_0_44_44 = e3
% 65.99/30.94  																																											|
% 65.99/30.94  																																												| Equations (532) can reduce 73 to:
% 65.99/30.94  																																												| (405)  ~ (all_0_42_42 = e3)
% 65.99/30.94  																																												|
% 65.99/30.94  																																												+-Applying beta-rule and splitting (2510), into two cases.
% 65.99/30.94  																																												|-Branch one:
% 65.99/30.94  																																												| (459) all_0_42_42 = e1
% 65.99/30.94  																																												|
% 65.99/30.94  																																													| Equations (459) can reduce 1380 to:
% 65.99/30.94  																																													| (266) $false
% 65.99/30.94  																																													|
% 65.99/30.94  																																													|-The branch is then unsatisfiable
% 65.99/30.94  																																												|-Branch two:
% 65.99/30.94  																																												| (1380)  ~ (all_0_42_42 = e1)
% 65.99/30.94  																																												| (516) all_0_42_42 = e3
% 65.99/30.94  																																												|
% 65.99/30.94  																																													| Equations (516) can reduce 405 to:
% 65.99/30.94  																																													| (266) $false
% 65.99/30.94  																																													|
% 65.99/30.94  																																													|-The branch is then unsatisfiable
% 65.99/30.94  																																											|-Branch two:
% 65.99/30.94  																																											| (407)  ~ (all_0_44_44 = e3)
% 65.99/30.94  																																											| (537) all_0_49_49 = e3 | all_0_53_53 = e3 | all_0_58_58 = e3
% 65.99/30.94  																																											|
% 65.99/30.94  																																												+-Applying beta-rule and splitting (1899), into two cases.
% 65.99/30.94  																																												|-Branch one:
% 65.99/30.94  																																												| (516) all_0_42_42 = e3
% 65.99/30.94  																																												|
% 65.99/30.94  																																													| Equations (516) can reduce 405 to:
% 65.99/30.94  																																													| (266) $false
% 65.99/30.94  																																													|
% 65.99/30.94  																																													|-The branch is then unsatisfiable
% 65.99/30.94  																																												|-Branch two:
% 65.99/30.94  																																												| (405)  ~ (all_0_42_42 = e3)
% 65.99/30.94  																																												| (532) all_0_44_44 = e3
% 65.99/30.94  																																												|
% 65.99/30.94  																																													| Equations (532) can reduce 407 to:
% 65.99/30.94  																																													| (266) $false
% 65.99/30.94  																																													|
% 65.99/30.94  																																													|-The branch is then unsatisfiable
% 65.99/30.94  																															|-Branch two:
% 65.99/30.94  																															| (447)  ~ (all_0_40_40 = e4)
% 65.99/30.94  																															| (2271) all_0_44_44 = e4 | all_0_49_49 = e4 | all_0_53_53 = e4 | all_0_58_58 = e4
% 65.99/30.94  																															|
% 65.99/30.94  																																+-Applying beta-rule and splitting (316), into two cases.
% 65.99/30.94  																																|-Branch one:
% 65.99/30.94  																																| (1378) all_0_40_40 = e4
% 65.99/30.94  																																|
% 65.99/30.94  																																	| Equations (1378) can reduce 447 to:
% 65.99/30.94  																																	| (266) $false
% 65.99/30.94  																																	|
% 65.99/30.94  																																	|-The branch is then unsatisfiable
% 65.99/30.94  																																|-Branch two:
% 65.99/30.94  																																| (447)  ~ (all_0_40_40 = e4)
% 65.99/30.94  																																| (485) all_0_40_40 = e0
% 65.99/30.94  																																|
% 65.99/30.94  																																	| Equations (485) can reduce 447 to:
% 65.99/30.94  																																	| (401)  ~ (e4 = e0)
% 65.99/30.94  																																	|
% 65.99/30.94  																																	| Simplifying 401 yields:
% 65.99/30.94  																																	| (49)  ~ (e4 = e0)
% 65.99/30.94  																																	|
% 65.99/30.94  																																	+-Applying beta-rule and splitting (326), into two cases.
% 65.99/30.94  																																	|-Branch one:
% 65.99/30.94  																																	| (471) all_0_39_39 = e4
% 65.99/30.94  																																	|
% 65.99/30.94  																																		| Equations (471) can reduce 1377 to:
% 65.99/30.94  																																		| (266) $false
% 65.99/30.94  																																		|
% 65.99/30.94  																																		|-The branch is then unsatisfiable
% 65.99/30.94  																																	|-Branch two:
% 65.99/30.94  																																	| (1377)  ~ (all_0_39_39 = e4)
% 65.99/30.94  																																	| (1378) all_0_40_40 = e4
% 65.99/30.94  																																	|
% 65.99/30.94  																																		| Combining equations (1378,485) yields a new equation:
% 65.99/30.94  																																		| (481) e4 = e0
% 65.99/30.94  																																		|
% 65.99/30.94  																																		| Simplifying 481 yields:
% 65.99/30.94  																																		| (397) e4 = e0
% 65.99/30.94  																																		|
% 65.99/30.94  																																		| Equations (397) can reduce 49 to:
% 65.99/30.94  																																		| (266) $false
% 65.99/30.94  																																		|
% 65.99/30.94  																																		|-The branch is then unsatisfiable
% 65.99/30.94  																														|-Branch two:
% 65.99/30.94  																														| (475)  ~ (all_0_51_51 = e4)
% 65.99/30.94  																														| (1104) all_0_51_51 = e3 | all_0_51_51 = e1
% 65.99/30.94  																														|
% 65.99/30.94  																															+-Applying beta-rule and splitting (1104), into two cases.
% 65.99/30.94  																															|-Branch one:
% 65.99/30.94  																															| (1109) all_0_51_51 = e1
% 65.99/30.94  																															|
% 65.99/30.94  																																| Equations (1109) can reduce 464 to:
% 65.99/30.94  																																| (266) $false
% 65.99/30.94  																																|
% 65.99/30.94  																																|-The branch is then unsatisfiable
% 65.99/30.94  																															|-Branch two:
% 65.99/30.94  																															| (464)  ~ (all_0_51_51 = e1)
% 65.99/30.94  																															| (660) all_0_51_51 = e3
% 65.99/30.94  																															|
% 65.99/30.94  																																| Equations (660) can reduce 664 to:
% 65.99/30.94  																																| (266) $false
% 65.99/30.94  																																|
% 65.99/30.94  																																|-The branch is then unsatisfiable
% 65.99/30.94  																												|-Branch two:
% 65.99/30.94  																												| (338)  ~ (all_0_47_47 = e2)
% 65.99/30.94  																												| (10761) all_0_48_48 = e2 | all_0_49_49 = e2
% 65.99/30.94  																												|
% 65.99/30.94  																													+-Applying beta-rule and splitting (10761), into two cases.
% 65.99/30.94  																													|-Branch one:
% 65.99/30.94  																													| (335) all_0_48_48 = e2
% 65.99/30.94  																													|
% 65.99/30.94  																														| Combining equations (1279,335) yields a new equation:
% 65.99/30.94  																														| (330) e2 = e0
% 65.99/30.94  																														|
% 65.99/30.94  																														| Equations (330) can reduce 128 to:
% 65.99/30.94  																														| (266) $false
% 65.99/30.94  																														|
% 65.99/30.94  																														|-The branch is then unsatisfiable
% 65.99/30.94  																													|-Branch two:
% 65.99/30.94  																													| (810)  ~ (all_0_48_48 = e2)
% 65.99/30.94  																													| (583) all_0_49_49 = e2
% 65.99/30.94  																													|
% 65.99/30.94  																														| Equations (583) can reduce 340 to:
% 65.99/30.94  																														| (266) $false
% 65.99/30.94  																														|
% 65.99/30.94  																														|-The branch is then unsatisfiable
% 65.99/30.94  																									|-Branch two:
% 65.99/30.94  																									| (509)  ~ (all_0_53_53 = e2)
% 65.99/30.94  																									| (610) all_0_53_53 = e4 | all_0_53_53 = e3 | all_0_53_53 = e1
% 65.99/30.94  																									|
% 65.99/30.94  																										+-Applying beta-rule and splitting (377), into two cases.
% 65.99/30.94  																										|-Branch one:
% 65.99/30.94  																										| (583) all_0_49_49 = e2
% 65.99/30.94  																										|
% 65.99/30.94  																											| Equations (583) can reduce 86 to:
% 65.99/30.94  																											| (338)  ~ (all_0_47_47 = e2)
% 65.99/30.94  																											|
% 65.99/30.94  																											| Equations (583) can reduce 119 to:
% 65.99/30.94  																											| (1186)  ~ (all_0_58_58 = e2)
% 65.99/30.94  																											|
% 65.99/30.94  																											| Simplifying 1186 yields:
% 65.99/30.94  																											| (908)  ~ (all_0_58_58 = e2)
% 65.99/30.94  																											|
% 65.99/30.94  																											| From (583) and (55) follows:
% 65.99/30.94  																											| (727) op(e2, e0) = e2
% 65.99/30.94  																											|
% 65.99/30.94  																											+-Applying beta-rule and splitting (105), into two cases.
% 65.99/30.94  																											|-Branch one:
% 65.99/30.94  																											| (1105) all_0_47_47 = e2
% 65.99/30.94  																											|
% 65.99/30.94  																												| Equations (1105) can reduce 338 to:
% 65.99/30.94  																												| (266) $false
% 65.99/30.94  																												|
% 65.99/30.94  																												|-The branch is then unsatisfiable
% 65.99/30.94  																											|-Branch two:
% 65.99/30.94  																											| (338)  ~ (all_0_47_47 = e2)
% 65.99/30.94  																											| (1789) all_0_47_47 = e4 | all_0_47_47 = e3 | all_0_47_47 = e1 | all_0_47_47 = e0
% 65.99/30.94  																											|
% 65.99/30.94  																												+-Applying beta-rule and splitting (1789), into two cases.
% 65.99/30.94  																												|-Branch one:
% 65.99/30.94  																												| (1790) all_0_47_47 = e4
% 65.99/30.94  																												|
% 65.99/30.94  																													| Equations (1790) can reduce 252 to:
% 65.99/30.94  																													| (266) $false
% 65.99/30.94  																													|
% 65.99/30.94  																													|-The branch is then unsatisfiable
% 65.99/30.94  																												|-Branch two:
% 65.99/30.94  																												| (252)  ~ (all_0_47_47 = e4)
% 65.99/30.94  																												| (1793) all_0_47_47 = e3 | all_0_47_47 = e1 | all_0_47_47 = e0
% 65.99/30.94  																												|
% 65.99/30.94  																													+-Applying beta-rule and splitting (1793), into two cases.
% 65.99/30.94  																													|-Branch one:
% 65.99/30.94  																													| (674) all_0_47_47 = e0
% 65.99/30.94  																													|
% 65.99/30.94  																														| Equations (674) can reduce 678 to:
% 65.99/30.94  																														| (266) $false
% 65.99/30.94  																														|
% 65.99/30.94  																														|-The branch is then unsatisfiable
% 65.99/30.94  																													|-Branch two:
% 65.99/30.94  																													| (678)  ~ (all_0_47_47 = e0)
% 65.99/30.94  																													| (1831) all_0_47_47 = e3 | all_0_47_47 = e1
% 65.99/30.94  																													|
% 65.99/30.94  																														+-Applying beta-rule and splitting (1831), into two cases.
% 65.99/30.94  																														|-Branch one:
% 65.99/30.94  																														| (654) all_0_47_47 = e1
% 65.99/30.94  																														|
% 65.99/30.95  																															| Equations (654) can reduce 79 to:
% 65.99/30.95  																															| (151)  ~ (all_0_39_39 = e1)
% 65.99/30.95  																															|
% 65.99/30.95  																															| Equations (654) can reduce 224 to:
% 65.99/30.95  																															| (463)  ~ (all_0_51_51 = e1)
% 65.99/30.95  																															|
% 65.99/30.95  																															| Simplifying 463 yields:
% 65.99/30.95  																															| (464)  ~ (all_0_51_51 = e1)
% 65.99/30.95  																															|
% 65.99/30.95  																															| Equations (654) can reduce 1091 to:
% 65.99/30.95  																															| (467)  ~ (e3 = e1)
% 65.99/30.95  																															|
% 65.99/30.95  																															| Simplifying 467 yields:
% 65.99/30.95  																															| (213)  ~ (e3 = e1)
% 65.99/30.95  																															|
% 65.99/30.95  																															| Equations (654) can reduce 338 to:
% 65.99/30.95  																															| (604)  ~ (e2 = e1)
% 65.99/30.95  																															|
% 65.99/30.95  																															| Simplifying 604 yields:
% 65.99/30.95  																															| (122)  ~ (e2 = e1)
% 65.99/30.95  																															|
% 65.99/30.95  																															+-Applying beta-rule and splitting (385), into two cases.
% 65.99/30.95  																															|-Branch one:
% 65.99/30.95  																															| (1105) all_0_47_47 = e2
% 65.99/30.95  																															|
% 65.99/30.95  																																| Combining equations (654,1105) yields a new equation:
% 65.99/30.95  																																| (617) e2 = e1
% 65.99/30.95  																																|
% 65.99/30.95  																																| Equations (617) can reduce 122 to:
% 65.99/30.95  																																| (266) $false
% 65.99/30.95  																																|
% 65.99/30.95  																																|-The branch is then unsatisfiable
% 65.99/30.95  																															|-Branch two:
% 65.99/30.95  																															| (338)  ~ (all_0_47_47 = e2)
% 65.99/30.95  																															| (1108) all_0_51_51 = e2 | all_0_56_56 = e2
% 65.99/30.95  																															|
% 65.99/30.95  																																+-Applying beta-rule and splitting (1108), into two cases.
% 65.99/30.95  																																|-Branch one:
% 65.99/30.95  																																| (504) all_0_51_51 = e2
% 65.99/30.95  																																|
% 65.99/30.95  																																	| Equations (504) can reduce 16 to:
% 65.99/30.95  																																	| (510)  ~ (all_0_56_56 = e2)
% 65.99/30.95  																																	|
% 65.99/30.95  																																	| Simplifying 510 yields:
% 65.99/30.95  																																	| (511)  ~ (all_0_56_56 = e2)
% 65.99/30.95  																																	|
% 65.99/30.95  																																	| Equations (504) can reduce 464 to:
% 65.99/30.95  																																	| (122)  ~ (e2 = e1)
% 65.99/30.95  																																	|
% 65.99/30.95  																																	| From (504) and (186) follows:
% 65.99/30.95  																																	| (515) op(e1, e2) = e2
% 65.99/30.95  																																	|
% 65.99/30.95  																																	+-Applying beta-rule and splitting (610), into two cases.
% 65.99/30.95  																																	|-Branch one:
% 65.99/30.95  																																	| (1298) all_0_53_53 = e4
% 65.99/30.95  																																	|
% 65.99/30.95  																																		| Equations (1298) can reduce 162 to:
% 65.99/30.95  																																		| (447)  ~ (all_0_40_40 = e4)
% 65.99/30.95  																																		|
% 65.99/30.95  																																		| Equations (1298) can reduce 220 to:
% 65.99/30.95  																																		| (1390)  ~ (all_0_44_44 = e4)
% 65.99/30.95  																																		|
% 65.99/30.95  																																		| Equations (1298) can reduce 10 to:
% 65.99/30.95  																																		| (450)  ~ (all_0_58_58 = e4)
% 65.99/30.95  																																		|
% 65.99/30.95  																																		| Simplifying 450 yields:
% 65.99/30.95  																																		| (451)  ~ (all_0_58_58 = e4)
% 65.99/30.95  																																		|
% 65.99/30.95  																																		+-Applying beta-rule and splitting (316), into two cases.
% 65.99/30.95  																																		|-Branch one:
% 65.99/30.95  																																		| (1378) all_0_40_40 = e4
% 65.99/30.95  																																		|
% 65.99/30.95  																																			| Equations (1378) can reduce 447 to:
% 65.99/30.95  																																			| (266) $false
% 65.99/30.95  																																			|
% 65.99/30.95  																																			|-The branch is then unsatisfiable
% 65.99/30.95  																																		|-Branch two:
% 65.99/30.95  																																		| (447)  ~ (all_0_40_40 = e4)
% 65.99/30.95  																																		| (485) all_0_40_40 = e0
% 65.99/30.95  																																		|
% 65.99/30.95  																																			| Equations (485) can reduce 176 to:
% 65.99/30.95  																																			| (484)  ~ (all_0_39_39 = e0)
% 65.99/30.95  																																			|
% 65.99/30.95  																																			| Equations (485) can reduce 447 to:
% 65.99/30.95  																																			| (401)  ~ (e4 = e0)
% 65.99/30.95  																																			|
% 65.99/30.95  																																			| Simplifying 401 yields:
% 65.99/30.95  																																			| (49)  ~ (e4 = e0)
% 65.99/30.95  																																			|
% 65.99/30.95  																																			| Equations (485) can reduce 132 to:
% 65.99/30.95  																																			| (435)  ~ (e1 = e0)
% 65.99/30.95  																																			|
% 65.99/30.95  																																			| Simplifying 435 yields:
% 65.99/30.95  																																			| (233)  ~ (e1 = e0)
% 65.99/30.95  																																			|
% 65.99/30.95  																																			+-Applying beta-rule and splitting (164), into two cases.
% 65.99/30.95  																																			|-Branch one:
% 65.99/30.95  																																			| (471) all_0_39_39 = e4
% 65.99/30.95  																																			|
% 65.99/30.95  																																				| Equations (471) can reduce 151 to:
% 65.99/30.95  																																				| (110)  ~ (e4 = e1)
% 65.99/30.95  																																				|
% 65.99/30.95  																																				| Equations (471) can reduce 484 to:
% 65.99/30.95  																																				| (49)  ~ (e4 = e0)
% 65.99/30.95  																																				|
% 65.99/30.95  																																				| From (471) and (14) follows:
% 65.99/30.95  																																				| (4284) op(e4, e2) = e4
% 65.99/30.95  																																				|
% 65.99/30.95  																																				+-Applying beta-rule and splitting (18), into two cases.
% 65.99/30.95  																																				|-Branch one:
% 65.99/30.95  																																				| (453) all_0_41_41 = e1
% 65.99/30.95  																																				|
% 65.99/30.95  																																					| Equations (453) can reduce 149 to:
% 65.99/30.95  																																					| (4057)  ~ (all_0_44_44 = e1)
% 65.99/30.95  																																					|
% 65.99/30.95  																																					| Simplifying 4057 yields:
% 65.99/30.95  																																					| (639)  ~ (all_0_44_44 = e1)
% 65.99/30.95  																																					|
% 65.99/30.95  																																					| Equations (453) can reduce 440 to:
% 65.99/30.95  																																					| (602)  ~ (e4 = e1)
% 65.99/30.95  																																					|
% 65.99/30.95  																																					| Simplifying 602 yields:
% 65.99/30.95  																																					| (110)  ~ (e4 = e1)
% 65.99/30.95  																																					|
% 65.99/30.95  																																					| Equations (453) can reduce 85 to:
% 65.99/30.95  																																					| (604)  ~ (e2 = e1)
% 65.99/30.95  																																					|
% 65.99/30.95  																																					| Simplifying 604 yields:
% 65.99/30.95  																																					| (122)  ~ (e2 = e1)
% 65.99/30.95  																																					|
% 65.99/30.95  																																					+-Applying beta-rule and splitting (395), into two cases.
% 65.99/30.95  																																					|-Branch one:
% 65.99/30.95  																																					| (794) all_0_41_41 = e0
% 65.99/30.95  																																					|
% 65.99/30.95  																																						| Combining equations (794,453) yields a new equation:
% 65.99/30.95  																																						| (431) e1 = e0
% 65.99/30.95  																																						|
% 65.99/30.95  																																						| Equations (431) can reduce 233 to:
% 65.99/30.95  																																						| (266) $false
% 65.99/30.95  																																						|
% 65.99/30.95  																																						|-The branch is then unsatisfiable
% 65.99/30.95  																																					|-Branch two:
% 65.99/30.95  																																					| (357)  ~ (all_0_41_41 = e0)
% 65.99/30.95  																																					| (895) all_0_46_46 = e0 | all_0_55_55 = e0
% 65.99/30.95  																																					|
% 65.99/30.95  																																						+-Applying beta-rule and splitting (112), into two cases.
% 65.99/30.95  																																						|-Branch one:
% 65.99/30.95  																																						| (635) all_0_44_44 = e1
% 65.99/30.95  																																						|
% 65.99/30.95  																																							| Equations (635) can reduce 639 to:
% 65.99/30.95  																																							| (266) $false
% 65.99/30.95  																																							|
% 65.99/30.95  																																							|-The branch is then unsatisfiable
% 65.99/30.95  																																						|-Branch two:
% 65.99/30.95  																																						| (639)  ~ (all_0_44_44 = e1)
% 65.99/30.95  																																						| (640) all_0_49_49 = e1 | all_0_53_53 = e1 | all_0_58_58 = e1
% 65.99/30.95  																																						|
% 65.99/30.95  																																							+-Applying beta-rule and splitting (895), into two cases.
% 65.99/30.95  																																							|-Branch one:
% 65.99/30.95  																																							| (538) all_0_46_46 = e0
% 65.99/30.95  																																							|
% 65.99/30.95  																																								| Combining equations (538,770) yields a new equation:
% 65.99/30.95  																																								| (397) e4 = e0
% 65.99/30.95  																																								|
% 65.99/30.95  																																								| Equations (397) can reduce 49 to:
% 65.99/30.95  																																								| (266) $false
% 65.99/30.95  																																								|
% 65.99/30.95  																																								|-The branch is then unsatisfiable
% 65.99/30.95  																																							|-Branch two:
% 65.99/30.95  																																							| (831)  ~ (all_0_46_46 = e0)
% 65.99/30.95  																																							| (858) all_0_55_55 = e0
% 65.99/30.95  																																							|
% 65.99/30.95  																																								| Equations (858) can reduce 3 to:
% 65.99/30.95  																																								| (490)  ~ (all_0_58_58 = e0)
% 65.99/30.95  																																								|
% 65.99/30.95  																																								| Simplifying 490 yields:
% 65.99/30.95  																																								| (491)  ~ (all_0_58_58 = e0)
% 65.99/30.95  																																								|
% 65.99/30.95  																																								+-Applying beta-rule and splitting (640), into two cases.
% 65.99/30.95  																																								|-Branch one:
% 65.99/30.95  																																								| (671) all_0_49_49 = e1
% 65.99/30.95  																																								|
% 65.99/30.95  																																									| Combining equations (583,671) yields a new equation:
% 65.99/30.95  																																									| (616) e2 = e1
% 65.99/30.95  																																									|
% 65.99/30.95  																																									| Simplifying 616 yields:
% 65.99/30.95  																																									| (617) e2 = e1
% 65.99/30.95  																																									|
% 65.99/30.95  																																									| Equations (617) can reduce 122 to:
% 65.99/30.95  																																									| (266) $false
% 65.99/30.95  																																									|
% 65.99/30.95  																																									|-The branch is then unsatisfiable
% 65.99/30.95  																																								|-Branch two:
% 65.99/30.95  																																								| (1064)  ~ (all_0_49_49 = e1)
% 65.99/30.95  																																								| (2141) all_0_53_53 = e1 | all_0_58_58 = e1
% 65.99/30.95  																																								|
% 65.99/30.95  																																									+-Applying beta-rule and splitting (2141), into two cases.
% 65.99/30.95  																																									|-Branch one:
% 65.99/30.95  																																									| (1208) all_0_53_53 = e1
% 65.99/30.95  																																									|
% 65.99/30.95  																																										| Combining equations (1298,1208) yields a new equation:
% 65.99/30.95  																																										| (636) e4 = e1
% 65.99/30.95  																																										|
% 65.99/30.95  																																										| Simplifying 636 yields:
% 65.99/30.95  																																										| (630) e4 = e1
% 65.99/30.95  																																										|
% 65.99/30.95  																																										| Equations (630) can reduce 110 to:
% 65.99/30.95  																																										| (266) $false
% 65.99/30.95  																																										|
% 65.99/30.95  																																										|-The branch is then unsatisfiable
% 65.99/30.95  																																									|-Branch two:
% 65.99/30.95  																																									| (1459)  ~ (all_0_53_53 = e1)
% 65.99/30.95  																																									| (918) all_0_58_58 = e1
% 65.99/30.95  																																									|
% 65.99/30.95  																																										| Equations (918) can reduce 451 to:
% 65.99/30.95  																																										| (602)  ~ (e4 = e1)
% 65.99/30.95  																																										|
% 65.99/30.95  																																										| Simplifying 602 yields:
% 65.99/30.95  																																										| (110)  ~ (e4 = e1)
% 65.99/30.95  																																										|
% 65.99/30.95  																																										| Equations (918) can reduce 908 to:
% 65.99/30.95  																																										| (604)  ~ (e2 = e1)
% 65.99/30.95  																																										|
% 65.99/30.95  																																										| Simplifying 604 yields:
% 65.99/30.95  																																										| (122)  ~ (e2 = e1)
% 65.99/30.95  																																										|
% 65.99/30.95  																																										| Equations (918) can reduce 491 to:
% 65.99/30.95  																																										| (233)  ~ (e1 = e0)
% 65.99/30.95  																																										|
% 65.99/30.95  																																										+-Applying beta-rule and splitting (165), into two cases.
% 65.99/30.95  																																										|-Branch one:
% 65.99/30.95  																																										| (794) all_0_41_41 = e0
% 65.99/30.95  																																										|
% 65.99/30.95  																																											| Combining equations (794,453) yields a new equation:
% 65.99/30.95  																																											| (431) e1 = e0
% 65.99/30.95  																																											|
% 65.99/30.95  																																											| Equations (431) can reduce 233 to:
% 65.99/30.95  																																											| (266) $false
% 65.99/30.95  																																											|
% 65.99/30.95  																																											|-The branch is then unsatisfiable
% 65.99/30.95  																																										|-Branch two:
% 65.99/30.95  																																										| (357)  ~ (all_0_41_41 = e0)
% 65.99/30.95  																																										| (6761) all_0_42_42 = e0 | all_0_43_43 = e0 | all_0_44_44 = e0
% 65.99/30.95  																																										|
% 65.99/30.95  																																											| Equations (453) can reduce 357 to:
% 65.99/30.95  																																											| (233)  ~ (e1 = e0)
% 65.99/30.95  																																											|
% 65.99/30.95  																																											+-Applying beta-rule and splitting (163), into two cases.
% 65.99/30.95  																																											|-Branch one:
% 65.99/30.95  																																											| (565) all_0_52_52 = e4
% 65.99/30.95  																																											|
% 65.99/30.95  																																												| Combining equations (565,642) yields a new equation:
% 65.99/30.95  																																												| (636) e4 = e1
% 65.99/30.95  																																												|
% 65.99/30.95  																																												| Simplifying 636 yields:
% 65.99/30.95  																																												| (630) e4 = e1
% 65.99/30.95  																																												|
% 65.99/30.95  																																												| Equations (630) can reduce 110 to:
% 65.99/30.95  																																												| (266) $false
% 65.99/30.95  																																												|
% 65.99/30.95  																																												|-The branch is then unsatisfiable
% 65.99/30.95  																																											|-Branch two:
% 65.99/30.95  																																											| (780)  ~ (all_0_52_52 = e4)
% 65.99/30.95  																																											| (781) (all_0_41_41 = e0 & all_0_58_58 = e3 &  ~ (all_0_44_44 = e3)) | (all_0_41_41 = e0 & all_0_58_58 = e3 &  ~ (all_0_55_55 = e0)) | (all_0_47_47 = e1 & all_0_52_52 = e2 &  ~ (all_0_48_48 = e2)) | (all_0_47_47 = e1 & all_0_52_52 = e2 &  ~ (all_0_51_51 = e1)) | (all_0_47_47 = e0 & all_0_58_58 = e2 &  ~ (all_0_49_49 = e2)) | (all_0_47_47 = e0 & all_0_58_58 = e2 &  ~ (all_0_56_56 = e0))
% 65.99/30.95  																																											|
% 65.99/30.95  																																												+-Applying beta-rule and splitting (781), into two cases.
% 65.99/30.95  																																												|-Branch one:
% 65.99/30.95  																																												| (789) (all_0_41_41 = e0 & all_0_58_58 = e3 &  ~ (all_0_44_44 = e3)) | (all_0_41_41 = e0 & all_0_58_58 = e3 &  ~ (all_0_55_55 = e0)) | (all_0_47_47 = e1 & all_0_52_52 = e2 &  ~ (all_0_48_48 = e2)) | (all_0_47_47 = e1 & all_0_52_52 = e2 &  ~ (all_0_51_51 = e1)) | (all_0_47_47 = e0 & all_0_58_58 = e2 &  ~ (all_0_49_49 = e2))
% 65.99/30.95  																																												|
% 65.99/30.95  																																													+-Applying beta-rule and splitting (789), into two cases.
% 65.99/30.95  																																													|-Branch one:
% 65.99/30.95  																																													| (790) (all_0_41_41 = e0 & all_0_58_58 = e3 &  ~ (all_0_44_44 = e3)) | (all_0_41_41 = e0 & all_0_58_58 = e3 &  ~ (all_0_55_55 = e0)) | (all_0_47_47 = e1 & all_0_52_52 = e2 &  ~ (all_0_48_48 = e2)) | (all_0_47_47 = e1 & all_0_52_52 = e2 &  ~ (all_0_51_51 = e1))
% 65.99/30.95  																																													|
% 65.99/30.95  																																														+-Applying beta-rule and splitting (790), into two cases.
% 65.99/30.95  																																														|-Branch one:
% 65.99/30.95  																																														| (791) (all_0_41_41 = e0 & all_0_58_58 = e3 &  ~ (all_0_44_44 = e3)) | (all_0_41_41 = e0 & all_0_58_58 = e3 &  ~ (all_0_55_55 = e0)) | (all_0_47_47 = e1 & all_0_52_52 = e2 &  ~ (all_0_48_48 = e2))
% 65.99/30.95  																																														|
% 65.99/30.95  																																															+-Applying beta-rule and splitting (791), into two cases.
% 65.99/30.95  																																															|-Branch one:
% 65.99/30.95  																																															| (792) (all_0_41_41 = e0 & all_0_58_58 = e3 &  ~ (all_0_44_44 = e3)) | (all_0_41_41 = e0 & all_0_58_58 = e3 &  ~ (all_0_55_55 = e0))
% 65.99/30.95  																																															|
% 65.99/30.95  																																																+-Applying beta-rule and splitting (792), into two cases.
% 65.99/30.95  																																																|-Branch one:
% 65.99/30.95  																																																| (793) all_0_41_41 = e0 & all_0_58_58 = e3 &  ~ (all_0_44_44 = e3)
% 65.99/30.95  																																																|
% 65.99/30.95  																																																	| Applying alpha-rule on (793) yields:
% 65.99/30.95  																																																	| (794) all_0_41_41 = e0
% 65.99/30.95  																																																	| (795) all_0_58_58 = e3
% 65.99/30.95  																																																	| (407)  ~ (all_0_44_44 = e3)
% 65.99/30.95  																																																	|
% 65.99/30.95  																																																	| Combining equations (794,453) yields a new equation:
% 65.99/30.95  																																																	| (431) e1 = e0
% 65.99/30.95  																																																	|
% 65.99/30.95  																																																	| Equations (431) can reduce 233 to:
% 65.99/30.95  																																																	| (266) $false
% 65.99/30.95  																																																	|
% 65.99/30.95  																																																	|-The branch is then unsatisfiable
% 65.99/30.95  																																																|-Branch two:
% 65.99/30.95  																																																| (800) all_0_41_41 = e0 & all_0_58_58 = e3 &  ~ (all_0_55_55 = e0)
% 65.99/30.95  																																																|
% 65.99/30.95  																																																	| Applying alpha-rule on (800) yields:
% 65.99/30.95  																																																	| (794) all_0_41_41 = e0
% 65.99/30.95  																																																	| (795) all_0_58_58 = e3
% 65.99/30.95  																																																	| (803)  ~ (all_0_55_55 = e0)
% 65.99/30.95  																																																	|
% 65.99/30.95  																																																	| Combining equations (794,453) yields a new equation:
% 65.99/30.95  																																																	| (431) e1 = e0
% 65.99/30.95  																																																	|
% 65.99/30.95  																																																	| Equations (431) can reduce 233 to:
% 65.99/30.95  																																																	| (266) $false
% 65.99/30.95  																																																	|
% 65.99/30.95  																																																	|-The branch is then unsatisfiable
% 65.99/30.95  																																															|-Branch two:
% 65.99/30.95  																																															| (807) all_0_47_47 = e1 & all_0_52_52 = e2 &  ~ (all_0_48_48 = e2)
% 65.99/30.95  																																															|
% 65.99/30.95  																																																| Applying alpha-rule on (807) yields:
% 65.99/30.95  																																																| (654) all_0_47_47 = e1
% 65.99/30.95  																																																| (352) all_0_52_52 = e2
% 65.99/30.95  																																																| (810)  ~ (all_0_48_48 = e2)
% 65.99/30.95  																																																|
% 65.99/30.95  																																																| Combining equations (352,642) yields a new equation:
% 65.99/30.95  																																																| (616) e2 = e1
% 65.99/30.95  																																																|
% 65.99/30.95  																																																| Simplifying 616 yields:
% 65.99/30.95  																																																| (617) e2 = e1
% 65.99/30.95  																																																|
% 65.99/30.95  																																																| Equations (617) can reduce 122 to:
% 65.99/30.95  																																																| (266) $false
% 65.99/30.95  																																																|
% 65.99/30.95  																																																|-The branch is then unsatisfiable
% 65.99/30.95  																																														|-Branch two:
% 65.99/30.95  																																														| (813) all_0_47_47 = e1 & all_0_52_52 = e2 &  ~ (all_0_51_51 = e1)
% 65.99/30.95  																																														|
% 65.99/30.95  																																															| Applying alpha-rule on (813) yields:
% 65.99/30.95  																																															| (654) all_0_47_47 = e1
% 65.99/30.95  																																															| (352) all_0_52_52 = e2
% 65.99/30.95  																																															| (464)  ~ (all_0_51_51 = e1)
% 65.99/30.95  																																															|
% 65.99/30.95  																																															| Combining equations (352,642) yields a new equation:
% 65.99/30.95  																																															| (616) e2 = e1
% 65.99/30.95  																																															|
% 65.99/30.95  																																															| Simplifying 616 yields:
% 65.99/30.95  																																															| (617) e2 = e1
% 65.99/30.95  																																															|
% 65.99/30.95  																																															| Equations (617) can reduce 122 to:
% 65.99/30.95  																																															| (266) $false
% 65.99/30.95  																																															|
% 65.99/30.95  																																															|-The branch is then unsatisfiable
% 65.99/30.95  																																													|-Branch two:
% 65.99/30.95  																																													| (819) all_0_47_47 = e0 & all_0_58_58 = e2 &  ~ (all_0_49_49 = e2)
% 65.99/30.95  																																													|
% 65.99/30.95  																																														| Applying alpha-rule on (819) yields:
% 65.99/30.95  																																														| (674) all_0_47_47 = e0
% 65.99/30.95  																																														| (624) all_0_58_58 = e2
% 65.99/30.95  																																														| (340)  ~ (all_0_49_49 = e2)
% 65.99/30.95  																																														|
% 65.99/30.95  																																														| Combining equations (654,674) yields a new equation:
% 65.99/30.95  																																														| (546) e1 = e0
% 65.99/30.95  																																														|
% 65.99/30.95  																																														| Simplifying 546 yields:
% 65.99/30.95  																																														| (431) e1 = e0
% 65.99/30.95  																																														|
% 65.99/30.95  																																														| Equations (431) can reduce 233 to:
% 65.99/30.95  																																														| (266) $false
% 65.99/30.95  																																														|
% 65.99/30.95  																																														|-The branch is then unsatisfiable
% 65.99/30.95  																																												|-Branch two:
% 65.99/30.95  																																												| (825) all_0_47_47 = e0 & all_0_58_58 = e2 &  ~ (all_0_56_56 = e0)
% 65.99/30.95  																																												|
% 65.99/30.95  																																													| Applying alpha-rule on (825) yields:
% 65.99/30.95  																																													| (674) all_0_47_47 = e0
% 65.99/30.95  																																													| (624) all_0_58_58 = e2
% 65.99/30.95  																																													| (828)  ~ (all_0_56_56 = e0)
% 65.99/30.95  																																													|
% 65.99/30.95  																																													| Combining equations (654,674) yields a new equation:
% 65.99/30.95  																																													| (546) e1 = e0
% 65.99/30.95  																																													|
% 65.99/30.95  																																													| Simplifying 546 yields:
% 65.99/30.95  																																													| (431) e1 = e0
% 65.99/30.95  																																													|
% 65.99/30.95  																																													| Equations (431) can reduce 233 to:
% 65.99/30.95  																																													| (266) $false
% 65.99/30.95  																																													|
% 65.99/30.95  																																													|-The branch is then unsatisfiable
% 65.99/30.95  																																				|-Branch two:
% 65.99/30.95  																																				| (457)  ~ (all_0_41_41 = e1)
% 65.99/30.95  																																				| (595) all_0_46_46 = e1 | all_0_50_50 = e1 | all_0_55_55 = e1
% 65.99/30.95  																																				|
% 65.99/30.95  																																					+-Applying beta-rule and splitting (27), into two cases.
% 65.99/30.95  																																					|-Branch one:
% 65.99/30.95  																																					| (437) all_0_41_41 = e4
% 65.99/30.95  																																					|
% 65.99/30.95  																																						| Equations (437) can reduce 440 to:
% 65.99/30.95  																																						| (266) $false
% 65.99/30.95  																																						|
% 65.99/30.95  																																						|-The branch is then unsatisfiable
% 65.99/30.95  																																					|-Branch two:
% 65.99/30.95  																																					| (440)  ~ (all_0_41_41 = e4)
% 65.99/30.95  																																					| (4049) all_0_41_41 = e3 | all_0_41_41 = e1 | all_0_41_41 = e0
% 65.99/30.95  																																					|
% 65.99/30.95  																																						+-Applying beta-rule and splitting (4049), into two cases.
% 65.99/30.95  																																						|-Branch one:
% 65.99/30.95  																																						| (794) all_0_41_41 = e0
% 65.99/30.95  																																						|
% 65.99/30.95  																																							| Equations (794) can reduce 214 to:
% 65.99/30.95  																																							| (5565)  ~ (all_0_42_42 = e0)
% 65.99/30.95  																																							|
% 65.99/30.95  																																							| Simplifying 5565 yields:
% 65.99/30.95  																																							| (358)  ~ (all_0_42_42 = e0)
% 65.99/30.95  																																							|
% 65.99/30.95  																																							| Equations (794) can reduce 149 to:
% 65.99/30.95  																																							| (359)  ~ (all_0_44_44 = e0)
% 65.99/30.95  																																							|
% 65.99/30.95  																																							| Simplifying 359 yields:
% 65.99/30.95  																																							| (360)  ~ (all_0_44_44 = e0)
% 65.99/30.95  																																							|
% 65.99/30.95  																																							| Equations (794) can reduce 191 to:
% 65.99/30.95  																																							| (4444)  ~ (all_0_55_55 = e0)
% 65.99/30.95  																																							|
% 65.99/30.95  																																							| Simplifying 4444 yields:
% 65.99/30.95  																																							| (803)  ~ (all_0_55_55 = e0)
% 65.99/30.95  																																							|
% 65.99/30.95  																																							| Equations (794) can reduce 440 to:
% 65.99/30.95  																																							| (401)  ~ (e4 = e0)
% 65.99/30.95  																																							|
% 65.99/30.95  																																							| Simplifying 401 yields:
% 65.99/30.95  																																							| (49)  ~ (e4 = e0)
% 65.99/30.95  																																							|
% 65.99/30.95  																																							| From (794) and (219) follows:
% 65.99/30.95  																																							| (5573) op(e3, e3) = e0
% 65.99/30.95  																																							|
% 65.99/30.95  																																							+-Applying beta-rule and splitting (595), into two cases.
% 65.99/30.95  																																							|-Branch one:
% 65.99/30.95  																																							| (545) all_0_46_46 = e1
% 65.99/30.95  																																							|
% 65.99/30.95  																																								| Combining equations (545,770) yields a new equation:
% 65.99/30.95  																																								| (630) e4 = e1
% 65.99/30.95  																																								|
% 65.99/30.95  																																								| Equations (630) can reduce 110 to:
% 65.99/30.95  																																								| (266) $false
% 65.99/30.95  																																								|
% 65.99/30.95  																																								|-The branch is then unsatisfiable
% 65.99/30.95  																																							|-Branch two:
% 65.99/30.95  																																							| (549)  ~ (all_0_46_46 = e1)
% 65.99/30.95  																																							| (600) all_0_50_50 = e1 | all_0_55_55 = e1
% 65.99/30.95  																																							|
% 65.99/30.95  																																								+-Applying beta-rule and splitting (600), into two cases.
% 65.99/30.95  																																								|-Branch one:
% 65.99/30.95  																																								| (601) all_0_50_50 = e1
% 65.99/30.95  																																								|
% 65.99/30.95  																																									| Combining equations (415,601) yields a new equation:
% 65.99/30.95  																																									| (454) e3 = e1
% 65.99/30.95  																																									|
% 65.99/30.95  																																									| Simplifying 454 yields:
% 65.99/30.95  																																									| (455) e3 = e1
% 65.99/30.95  																																									|
% 65.99/30.95  																																									| Equations (455) can reduce 213 to:
% 65.99/30.95  																																									| (266) $false
% 65.99/30.95  																																									|
% 65.99/30.95  																																									|-The branch is then unsatisfiable
% 65.99/30.95  																																								|-Branch two:
% 65.99/30.95  																																								| (759)  ~ (all_0_50_50 = e1)
% 65.99/30.95  																																								| (629) all_0_55_55 = e1
% 65.99/30.95  																																								|
% 65.99/30.95  																																									| Equations (629) can reduce 153 to:
% 65.99/30.95  																																									| (465)  ~ (all_0_56_56 = e1)
% 65.99/30.95  																																									|
% 65.99/30.95  																																									| Simplifying 465 yields:
% 65.99/30.95  																																									| (466)  ~ (all_0_56_56 = e1)
% 65.99/30.95  																																									|
% 65.99/30.95  																																									| Equations (629) can reduce 763 to:
% 65.99/30.95  																																									| (602)  ~ (e4 = e1)
% 65.99/30.95  																																									|
% 65.99/30.95  																																									| Simplifying 602 yields:
% 65.99/30.95  																																									| (110)  ~ (e4 = e1)
% 65.99/30.95  																																									|
% 65.99/30.95  																																									| Equations (629) can reduce 304 to:
% 65.99/30.95  																																									| (604)  ~ (e2 = e1)
% 65.99/30.95  																																									|
% 65.99/30.95  																																									| Simplifying 604 yields:
% 65.99/30.95  																																									| (122)  ~ (e2 = e1)
% 65.99/30.95  																																									|
% 65.99/30.95  																																									| Equations (629) can reduce 803 to:
% 65.99/30.95  																																									| (233)  ~ (e1 = e0)
% 65.99/30.95  																																									|
% 65.99/30.95  																																									+-Applying beta-rule and splitting (103), into two cases.
% 65.99/30.95  																																									|-Branch one:
% 65.99/30.95  																																									| (453) all_0_41_41 = e1
% 65.99/30.95  																																									|
% 65.99/30.95  																																										| Combining equations (453,794) yields a new equation:
% 65.99/30.95  																																										| (546) e1 = e0
% 65.99/30.95  																																										|
% 65.99/30.95  																																										| Simplifying 546 yields:
% 65.99/30.95  																																										| (431) e1 = e0
% 65.99/30.95  																																										|
% 65.99/30.95  																																										| Equations (431) can reduce 233 to:
% 65.99/30.95  																																										| (266) $false
% 65.99/30.95  																																										|
% 65.99/30.95  																																										|-The branch is then unsatisfiable
% 65.99/30.95  																																									|-Branch two:
% 65.99/30.95  																																									| (457)  ~ (all_0_41_41 = e1)
% 65.99/30.95  																																									| (458) all_0_42_42 = e1 | all_0_43_43 = e1 | all_0_44_44 = e1
% 65.99/30.95  																																									|
% 65.99/30.95  																																										| Equations (794) can reduce 457 to:
% 65.99/30.95  																																										| (435)  ~ (e1 = e0)
% 65.99/30.95  																																										|
% 65.99/30.95  																																										| Simplifying 435 yields:
% 65.99/30.95  																																										| (233)  ~ (e1 = e0)
% 65.99/30.95  																																										|
% 65.99/30.95  																																										+-Applying beta-rule and splitting (125), into two cases.
% 65.99/30.95  																																										|-Branch one:
% 65.99/30.95  																																										| (858) all_0_55_55 = e0
% 65.99/30.95  																																										|
% 65.99/30.95  																																											| Combining equations (629,858) yields a new equation:
% 65.99/30.95  																																											| (546) e1 = e0
% 65.99/30.95  																																											|
% 65.99/30.95  																																											| Simplifying 546 yields:
% 65.99/30.95  																																											| (431) e1 = e0
% 65.99/30.95  																																											|
% 65.99/30.95  																																											| Equations (431) can reduce 233 to:
% 65.99/30.95  																																											| (266) $false
% 65.99/30.95  																																											|
% 65.99/30.95  																																											|-The branch is then unsatisfiable
% 65.99/30.95  																																										|-Branch two:
% 65.99/30.95  																																										| (803)  ~ (all_0_55_55 = e0)
% 65.99/30.95  																																										| (863) all_0_56_56 = e0 | all_0_57_57 = e0 | all_0_58_58 = e0
% 65.99/30.95  																																										|
% 65.99/30.95  																																											| Equations (629) can reduce 803 to:
% 65.99/30.95  																																											| (233)  ~ (e1 = e0)
% 65.99/30.95  																																											|
% 65.99/30.95  																																											+-Applying beta-rule and splitting (112), into two cases.
% 65.99/30.95  																																											|-Branch one:
% 65.99/30.95  																																											| (635) all_0_44_44 = e1
% 65.99/30.95  																																											|
% 65.99/30.95  																																												| Equations (635) can reduce 360 to:
% 65.99/30.95  																																												| (233)  ~ (e1 = e0)
% 65.99/30.95  																																												|
% 65.99/30.95  																																												+-Applying beta-rule and splitting (104), into two cases.
% 65.99/30.95  																																												|-Branch one:
% 65.99/30.95  																																												| (480) all_0_39_39 = e0
% 65.99/30.95  																																												|
% 65.99/30.95  																																													| Combining equations (480,471) yields a new equation:
% 65.99/30.95  																																													| (397) e4 = e0
% 65.99/30.95  																																													|
% 65.99/30.95  																																													| Equations (397) can reduce 49 to:
% 65.99/30.95  																																													| (266) $false
% 65.99/30.95  																																													|
% 65.99/30.95  																																													|-The branch is then unsatisfiable
% 65.99/30.95  																																												|-Branch two:
% 65.99/30.95  																																												| (484)  ~ (all_0_39_39 = e0)
% 65.99/30.95  																																												| (558) all_0_42_42 = e0 | all_0_47_47 = e0 | all_0_56_56 = e0
% 65.99/30.95  																																												|
% 65.99/30.95  																																													+-Applying beta-rule and splitting (558), into two cases.
% 65.99/30.95  																																													|-Branch one:
% 65.99/30.95  																																													| (559) all_0_42_42 = e0
% 65.99/30.95  																																													|
% 65.99/30.95  																																														| Equations (559) can reduce 358 to:
% 65.99/30.95  																																														| (266) $false
% 65.99/30.95  																																														|
% 65.99/30.95  																																														|-The branch is then unsatisfiable
% 65.99/30.95  																																													|-Branch two:
% 65.99/30.95  																																													| (358)  ~ (all_0_42_42 = e0)
% 65.99/30.95  																																													| (563) all_0_47_47 = e0 | all_0_56_56 = e0
% 65.99/30.95  																																													|
% 65.99/30.95  																																														+-Applying beta-rule and splitting (563), into two cases.
% 65.99/30.95  																																														|-Branch one:
% 65.99/30.95  																																														| (674) all_0_47_47 = e0
% 65.99/30.95  																																														|
% 65.99/30.95  																																															| Combining equations (654,674) yields a new equation:
% 65.99/30.95  																																															| (546) e1 = e0
% 65.99/30.95  																																															|
% 65.99/30.95  																																															| Simplifying 546 yields:
% 65.99/30.95  																																															| (431) e1 = e0
% 65.99/30.95  																																															|
% 65.99/30.95  																																															| Equations (431) can reduce 233 to:
% 65.99/30.95  																																															| (266) $false
% 65.99/30.95  																																															|
% 65.99/30.95  																																															|-The branch is then unsatisfiable
% 65.99/30.95  																																														|-Branch two:
% 65.99/30.95  																																														| (678)  ~ (all_0_47_47 = e0)
% 65.99/30.95  																																														| (679) all_0_56_56 = e0
% 65.99/30.95  																																														|
% 65.99/30.95  																																															| Equations (679) can reduce 511 to:
% 65.99/30.95  																																															| (365)  ~ (e2 = e0)
% 65.99/30.95  																																															|
% 65.99/30.95  																																															| Simplifying 365 yields:
% 65.99/30.95  																																															| (128)  ~ (e2 = e0)
% 65.99/30.95  																																															|
% 65.99/30.95  																																															| Equations (679) can reduce 466 to:
% 65.99/30.95  																																															| (435)  ~ (e1 = e0)
% 65.99/30.95  																																															|
% 65.99/30.95  																																															| Simplifying 435 yields:
% 65.99/30.95  																																															| (233)  ~ (e1 = e0)
% 65.99/30.95  																																															|
% 65.99/30.95  																																															| From (679) and (111) follows:
% 65.99/30.95  																																															| (1613) op(e0, e2) = e0
% 65.99/30.95  																																															|
% 65.99/30.95  																																															+-Applying beta-rule and splitting (56), into two cases.
% 65.99/30.95  																																															|-Branch one:
% 65.99/30.95  																																															| (696) unit = e2
% 65.99/30.95  																																															|
% 65.99/30.95  																																																| From (696) and (209) follows:
% 65.99/30.95  																																																| (7585) op(e2, e0) = e0
% 65.99/30.96  																																																|
% 65.99/30.96  																																																| From (696) and (28) follows:
% 65.99/30.96  																																																| (699) op(e1, e2) = e1
% 65.99/30.96  																																																|
% 65.99/30.96  																																																| Instantiating formula (29) with e2, e0, e0, e2 and discharging atoms op(e2, e0) = e2, op(e2, e0) = e0, yields:
% 65.99/30.96  																																																| (330) e2 = e0
% 65.99/30.96  																																																|
% 65.99/30.96  																																																| Instantiating formula (29) with e1, e2, e1, e2 and discharging atoms op(e1, e2) = e2, op(e1, e2) = e1, yields:
% 65.99/30.96  																																																| (617) e2 = e1
% 65.99/30.96  																																																|
% 65.99/30.96  																																																| Combining equations (617,330) yields a new equation:
% 65.99/30.96  																																																| (546) e1 = e0
% 65.99/30.96  																																																|
% 65.99/30.96  																																																| Simplifying 546 yields:
% 65.99/30.96  																																																| (431) e1 = e0
% 65.99/30.96  																																																|
% 65.99/30.96  																																																| Equations (431) can reduce 233 to:
% 65.99/30.96  																																																| (266) $false
% 65.99/30.96  																																																|
% 65.99/30.96  																																																|-The branch is then unsatisfiable
% 65.99/30.96  																																															|-Branch two:
% 65.99/30.96  																																															| (707)  ~ (unit = e2)
% 65.99/30.96  																																															| (708) unit = e4 | unit = e3 | unit = e1 | unit = e0
% 65.99/30.96  																																															|
% 65.99/30.96  																																																+-Applying beta-rule and splitting (708), into two cases.
% 65.99/30.96  																																																|-Branch one:
% 65.99/30.96  																																																| (709) unit = e4
% 65.99/30.96  																																																|
% 65.99/30.96  																																																	| From (709) and (15) follows:
% 65.99/30.96  																																																	| (22188) op(e4, e2) = e2
% 65.99/30.96  																																																	|
% 65.99/30.96  																																																	| From (709) and (211) follows:
% 65.99/30.96  																																																	| (22527) op(e4, e1) = e1
% 65.99/30.96  																																																	|
% 65.99/30.96  																																																	| From (709) and (32) follows:
% 65.99/30.96  																																																	| (712) op(e2, e4) = e2
% 65.99/30.96  																																																	|
% 65.99/30.96  																																																	| From (709) and (42) follows:
% 65.99/30.96  																																																	| (713) op(e0, e4) = e0
% 65.99/30.96  																																																	|
% 65.99/30.96  																																																	| Instantiating formula (29) with e4, e2, e2, e4 and discharging atoms op(e4, e2) = e4, op(e4, e2) = e2, yields:
% 65.99/30.96  																																																	| (323) e4 = e2
% 65.99/30.96  																																																	|
% 65.99/30.96  																																																	| Instantiating formula (29) with e4, e1, e1, e3 and discharging atoms op(e4, e1) = e3, op(e4, e1) = e1, yields:
% 65.99/30.96  																																																	| (455) e3 = e1
% 65.99/30.96  																																																	|
% 65.99/30.96  																																																	| Instantiating formula (29) with e2, e4, e2, e3 and discharging atoms op(e2, e4) = e3, op(e2, e4) = e2, yields:
% 65.99/30.96  																																																	| (662) e3 = e2
% 65.99/30.96  																																																	|
% 65.99/30.96  																																																	| Instantiating formula (29) with e0, e4, e0, e4 and discharging atoms op(e0, e4) = e4, op(e0, e4) = e0, yields:
% 65.99/30.96  																																																	| (397) e4 = e0
% 65.99/30.96  																																																	|
% 65.99/30.96  																																																	| Combining equations (323,397) yields a new equation:
% 65.99/30.96  																																																	| (391) e2 = e0
% 65.99/30.96  																																																	|
% 65.99/30.96  																																																	| Simplifying 391 yields:
% 65.99/30.96  																																																	| (330) e2 = e0
% 65.99/30.96  																																																	|
% 65.99/30.96  																																																	| Combining equations (455,662) yields a new equation:
% 65.99/30.96  																																																	| (617) e2 = e1
% 65.99/30.96  																																																	|
% 65.99/30.96  																																																	| Combining equations (617,330) yields a new equation:
% 65.99/30.96  																																																	| (546) e1 = e0
% 65.99/30.96  																																																	|
% 65.99/30.96  																																																	| Simplifying 546 yields:
% 65.99/30.96  																																																	| (431) e1 = e0
% 65.99/30.96  																																																	|
% 65.99/30.96  																																																	| Equations (431) can reduce 233 to:
% 65.99/30.96  																																																	| (266) $false
% 65.99/30.96  																																																	|
% 65.99/30.96  																																																	|-The branch is then unsatisfiable
% 65.99/30.96  																																																|-Branch two:
% 65.99/30.96  																																																| (724)  ~ (unit = e4)
% 65.99/30.96  																																																| (725) unit = e3 | unit = e1 | unit = e0
% 65.99/30.96  																																																|
% 65.99/30.96  																																																	+-Applying beta-rule and splitting (725), into two cases.
% 65.99/30.96  																																																	|-Branch one:
% 65.99/30.96  																																																	| (726) unit = e0
% 65.99/30.96  																																																	|
% 65.99/30.96  																																																		| From (726) and (15) follows:
% 65.99/30.96  																																																		| (1508) op(e0, e2) = e2
% 65.99/30.96  																																																		|
% 65.99/30.96  																																																		| From (726) and (211) follows:
% 65.99/30.96  																																																		| (15180) op(e0, e1) = e1
% 65.99/30.96  																																																		|
% 65.99/30.96  																																																		| Instantiating formula (29) with e0, e2, e2, e0 and discharging atoms op(e0, e2) = e2, op(e0, e2) = e0, yields:
% 65.99/30.96  																																																		| (330) e2 = e0
% 65.99/30.96  																																																		|
% 65.99/30.96  																																																		| Instantiating formula (29) with e0, e1, e1, e2 and discharging atoms op(e0, e1) = e2, op(e0, e1) = e1, yields:
% 65.99/30.96  																																																		| (617) e2 = e1
% 65.99/30.96  																																																		|
% 65.99/30.96  																																																		| Combining equations (617,330) yields a new equation:
% 65.99/30.96  																																																		| (546) e1 = e0
% 65.99/30.96  																																																		|
% 65.99/30.96  																																																		| Simplifying 546 yields:
% 65.99/30.96  																																																		| (431) e1 = e0
% 65.99/30.96  																																																		|
% 65.99/30.96  																																																		| Equations (431) can reduce 233 to:
% 65.99/30.96  																																																		| (266) $false
% 65.99/30.96  																																																		|
% 65.99/30.96  																																																		|-The branch is then unsatisfiable
% 65.99/30.96  																																																	|-Branch two:
% 65.99/30.96  																																																	| (734)  ~ (unit = e0)
% 65.99/30.96  																																																	| (735) unit = e3 | unit = e1
% 65.99/30.96  																																																	|
% 65.99/30.96  																																																		+-Applying beta-rule and splitting (735), into two cases.
% 65.99/30.96  																																																		|-Branch one:
% 65.99/30.96  																																																		| (736) unit = e1
% 65.99/30.96  																																																		|
% 65.99/30.96  																																																			| From (736) and (42) follows:
% 65.99/30.96  																																																			| (3221) op(e0, e1) = e0
% 65.99/30.96  																																																			|
% 65.99/30.96  																																																			| Instantiating formula (29) with e0, e1, e0, e2 and discharging atoms op(e0, e1) = e2, op(e0, e1) = e0, yields:
% 65.99/30.96  																																																			| (330) e2 = e0
% 65.99/30.96  																																																			|
% 65.99/30.96  																																																			| Equations (330) can reduce 128 to:
% 65.99/30.96  																																																			| (266) $false
% 65.99/30.96  																																																			|
% 65.99/30.96  																																																			|-The branch is then unsatisfiable
% 65.99/30.96  																																																		|-Branch two:
% 65.99/30.96  																																																		| (748)  ~ (unit = e1)
% 65.99/30.96  																																																		| (749) unit = e3
% 65.99/30.96  																																																		|
% 65.99/30.96  																																																			| From (749) and (40) follows:
% 65.99/30.96  																																																			| (3715) op(e3, e3) = e3
% 65.99/30.96  																																																			|
% 65.99/30.96  																																																			| From (749) and (28) follows:
% 65.99/30.96  																																																			| (2235) op(e1, e3) = e1
% 65.99/30.96  																																																			|
% 65.99/30.96  																																																			| Instantiating formula (29) with e3, e3, e3, e0 and discharging atoms op(e3, e3) = e3, op(e3, e3) = e0, yields:
% 65.99/30.96  																																																			| (676) e3 = e0
% 65.99/30.96  																																																			|
% 65.99/30.96  																																																			| Instantiating formula (29) with e1, e3, e1, e3 and discharging atoms op(e1, e3) = e3, op(e1, e3) = e1, yields:
% 65.99/30.96  																																																			| (455) e3 = e1
% 65.99/30.96  																																																			|
% 66.03/30.96  																																																			| Combining equations (676,455) yields a new equation:
% 66.03/30.96  																																																			| (431) e1 = e0
% 66.03/30.96  																																																			|
% 66.03/30.96  																																																			| Equations (431) can reduce 233 to:
% 66.03/30.96  																																																			| (266) $false
% 66.03/30.96  																																																			|
% 66.03/30.96  																																																			|-The branch is then unsatisfiable
% 66.03/30.96  																																											|-Branch two:
% 66.03/30.96  																																											| (639)  ~ (all_0_44_44 = e1)
% 66.03/30.96  																																											| (640) all_0_49_49 = e1 | all_0_53_53 = e1 | all_0_58_58 = e1
% 66.03/30.96  																																											|
% 66.03/30.96  																																												+-Applying beta-rule and splitting (26), into two cases.
% 66.03/30.96  																																												|-Branch one:
% 66.03/30.96  																																												| (446) all_0_44_44 = e4
% 66.03/30.96  																																												|
% 66.03/30.96  																																													| Equations (446) can reduce 1390 to:
% 66.03/30.96  																																													| (266) $false
% 66.03/30.96  																																													|
% 66.03/30.96  																																													|-The branch is then unsatisfiable
% 66.03/30.96  																																												|-Branch two:
% 66.03/30.96  																																												| (1390)  ~ (all_0_44_44 = e4)
% 66.03/30.96  																																												| (1391) all_0_44_44 = e3 | all_0_44_44 = e1 | all_0_44_44 = e0
% 66.03/30.96  																																												|
% 66.03/30.96  																																													+-Applying beta-rule and splitting (1391), into two cases.
% 66.03/30.96  																																													|-Branch one:
% 66.03/30.96  																																													| (1414) all_0_44_44 = e0
% 66.03/30.96  																																													|
% 66.03/30.96  																																														| Equations (1414) can reduce 360 to:
% 66.03/30.96  																																														| (266) $false
% 66.03/30.96  																																														|
% 66.03/30.96  																																														|-The branch is then unsatisfiable
% 66.03/30.96  																																													|-Branch two:
% 66.03/30.96  																																													| (360)  ~ (all_0_44_44 = e0)
% 66.03/30.96  																																													| (1417) all_0_44_44 = e3 | all_0_44_44 = e1
% 66.03/30.96  																																													|
% 66.03/30.96  																																														+-Applying beta-rule and splitting (1417), into two cases.
% 66.03/30.96  																																														|-Branch one:
% 66.03/30.96  																																														| (635) all_0_44_44 = e1
% 66.03/30.96  																																														|
% 66.03/30.96  																																															| Equations (635) can reduce 639 to:
% 66.03/30.96  																																															| (266) $false
% 66.03/30.96  																																															|
% 66.03/30.96  																																															|-The branch is then unsatisfiable
% 66.03/30.96  																																														|-Branch two:
% 66.03/30.96  																																														| (639)  ~ (all_0_44_44 = e1)
% 66.03/30.96  																																														| (532) all_0_44_44 = e3
% 66.03/30.96  																																														|
% 66.03/30.96  																																															| Equations (532) can reduce 181 to:
% 66.03/30.96  																																															| (275)  ~ (all_0_58_58 = e3)
% 66.03/30.96  																																															|
% 66.03/30.96  																																															| Simplifying 275 yields:
% 66.03/30.96  																																															| (276)  ~ (all_0_58_58 = e3)
% 66.03/30.96  																																															|
% 66.03/30.96  																																															+-Applying beta-rule and splitting (163), into two cases.
% 66.03/30.96  																																															|-Branch one:
% 66.03/30.96  																																															| (565) all_0_52_52 = e4
% 66.03/30.96  																																															|
% 66.03/30.96  																																																| Combining equations (642,565) yields a new equation:
% 66.03/30.96  																																																| (630) e4 = e1
% 66.03/30.96  																																																|
% 66.03/30.96  																																																| Equations (630) can reduce 110 to:
% 66.03/30.96  																																																| (266) $false
% 66.03/30.96  																																																|
% 66.03/30.96  																																																|-The branch is then unsatisfiable
% 66.03/30.96  																																															|-Branch two:
% 66.03/30.96  																																															| (780)  ~ (all_0_52_52 = e4)
% 66.03/30.96  																																															| (781) (all_0_41_41 = e0 & all_0_58_58 = e3 &  ~ (all_0_44_44 = e3)) | (all_0_41_41 = e0 & all_0_58_58 = e3 &  ~ (all_0_55_55 = e0)) | (all_0_47_47 = e1 & all_0_52_52 = e2 &  ~ (all_0_48_48 = e2)) | (all_0_47_47 = e1 & all_0_52_52 = e2 &  ~ (all_0_51_51 = e1)) | (all_0_47_47 = e0 & all_0_58_58 = e2 &  ~ (all_0_49_49 = e2)) | (all_0_47_47 = e0 & all_0_58_58 = e2 &  ~ (all_0_56_56 = e0))
% 66.03/30.96  																																															|
% 66.03/30.96  																																																+-Applying beta-rule and splitting (781), into two cases.
% 66.03/30.96  																																																|-Branch one:
% 66.03/30.96  																																																| (789) (all_0_41_41 = e0 & all_0_58_58 = e3 &  ~ (all_0_44_44 = e3)) | (all_0_41_41 = e0 & all_0_58_58 = e3 &  ~ (all_0_55_55 = e0)) | (all_0_47_47 = e1 & all_0_52_52 = e2 &  ~ (all_0_48_48 = e2)) | (all_0_47_47 = e1 & all_0_52_52 = e2 &  ~ (all_0_51_51 = e1)) | (all_0_47_47 = e0 & all_0_58_58 = e2 &  ~ (all_0_49_49 = e2))
% 66.03/30.96  																																																|
% 66.03/30.96  																																																	+-Applying beta-rule and splitting (789), into two cases.
% 66.03/30.96  																																																	|-Branch one:
% 66.03/30.96  																																																	| (790) (all_0_41_41 = e0 & all_0_58_58 = e3 &  ~ (all_0_44_44 = e3)) | (all_0_41_41 = e0 & all_0_58_58 = e3 &  ~ (all_0_55_55 = e0)) | (all_0_47_47 = e1 & all_0_52_52 = e2 &  ~ (all_0_48_48 = e2)) | (all_0_47_47 = e1 & all_0_52_52 = e2 &  ~ (all_0_51_51 = e1))
% 66.03/30.96  																																																	|
% 66.03/30.96  																																																		+-Applying beta-rule and splitting (790), into two cases.
% 66.03/30.96  																																																		|-Branch one:
% 66.03/30.96  																																																		| (791) (all_0_41_41 = e0 & all_0_58_58 = e3 &  ~ (all_0_44_44 = e3)) | (all_0_41_41 = e0 & all_0_58_58 = e3 &  ~ (all_0_55_55 = e0)) | (all_0_47_47 = e1 & all_0_52_52 = e2 &  ~ (all_0_48_48 = e2))
% 66.03/30.96  																																																		|
% 66.03/30.96  																																																			+-Applying beta-rule and splitting (791), into two cases.
% 66.03/30.96  																																																			|-Branch one:
% 66.03/30.96  																																																			| (792) (all_0_41_41 = e0 & all_0_58_58 = e3 &  ~ (all_0_44_44 = e3)) | (all_0_41_41 = e0 & all_0_58_58 = e3 &  ~ (all_0_55_55 = e0))
% 66.03/30.96  																																																			|
% 66.03/30.96  																																																				+-Applying beta-rule and splitting (792), into two cases.
% 66.03/30.96  																																																				|-Branch one:
% 66.03/30.96  																																																				| (793) all_0_41_41 = e0 & all_0_58_58 = e3 &  ~ (all_0_44_44 = e3)
% 66.03/30.96  																																																				|
% 66.03/30.96  																																																					| Applying alpha-rule on (793) yields:
% 66.03/30.96  																																																					| (794) all_0_41_41 = e0
% 66.03/30.96  																																																					| (795) all_0_58_58 = e3
% 66.03/30.96  																																																					| (407)  ~ (all_0_44_44 = e3)
% 66.03/30.96  																																																					|
% 66.03/30.96  																																																					| Equations (795) can reduce 276 to:
% 66.03/30.96  																																																					| (266) $false
% 66.03/30.96  																																																					|
% 66.03/30.96  																																																					|-The branch is then unsatisfiable
% 66.03/30.96  																																																				|-Branch two:
% 66.03/30.96  																																																				| (800) all_0_41_41 = e0 & all_0_58_58 = e3 &  ~ (all_0_55_55 = e0)
% 66.03/30.96  																																																				|
% 66.03/30.96  																																																					| Applying alpha-rule on (800) yields:
% 66.03/30.96  																																																					| (794) all_0_41_41 = e0
% 66.03/30.96  																																																					| (795) all_0_58_58 = e3
% 66.03/30.96  																																																					| (803)  ~ (all_0_55_55 = e0)
% 66.03/30.96  																																																					|
% 66.03/30.96  																																																					| Equations (795) can reduce 276 to:
% 66.03/30.96  																																																					| (266) $false
% 66.03/30.96  																																																					|
% 66.03/30.96  																																																					|-The branch is then unsatisfiable
% 66.03/30.96  																																																			|-Branch two:
% 66.03/30.96  																																																			| (807) all_0_47_47 = e1 & all_0_52_52 = e2 &  ~ (all_0_48_48 = e2)
% 66.03/30.96  																																																			|
% 66.03/30.96  																																																				| Applying alpha-rule on (807) yields:
% 66.03/30.96  																																																				| (654) all_0_47_47 = e1
% 66.03/30.96  																																																				| (352) all_0_52_52 = e2
% 66.03/30.96  																																																				| (810)  ~ (all_0_48_48 = e2)
% 66.03/30.96  																																																				|
% 66.03/30.96  																																																				| Combining equations (352,642) yields a new equation:
% 66.03/30.96  																																																				| (616) e2 = e1
% 66.03/30.96  																																																				|
% 66.03/30.96  																																																				| Simplifying 616 yields:
% 66.03/30.96  																																																				| (617) e2 = e1
% 66.03/30.96  																																																				|
% 66.03/30.96  																																																				| Equations (617) can reduce 122 to:
% 66.03/30.96  																																																				| (266) $false
% 66.03/30.96  																																																				|
% 66.03/30.96  																																																				|-The branch is then unsatisfiable
% 66.03/30.96  																																																		|-Branch two:
% 66.03/30.96  																																																		| (813) all_0_47_47 = e1 & all_0_52_52 = e2 &  ~ (all_0_51_51 = e1)
% 66.03/30.96  																																																		|
% 66.03/30.96  																																																			| Applying alpha-rule on (813) yields:
% 66.03/30.96  																																																			| (654) all_0_47_47 = e1
% 66.03/30.96  																																																			| (352) all_0_52_52 = e2
% 66.03/30.96  																																																			| (464)  ~ (all_0_51_51 = e1)
% 66.03/30.96  																																																			|
% 66.03/30.96  																																																			| Combining equations (352,642) yields a new equation:
% 66.03/30.96  																																																			| (616) e2 = e1
% 66.03/30.96  																																																			|
% 66.03/30.96  																																																			| Simplifying 616 yields:
% 66.03/30.96  																																																			| (617) e2 = e1
% 66.03/30.96  																																																			|
% 66.03/30.96  																																																			| Equations (617) can reduce 122 to:
% 66.03/30.96  																																																			| (266) $false
% 66.03/30.96  																																																			|
% 66.03/30.96  																																																			|-The branch is then unsatisfiable
% 66.03/30.96  																																																	|-Branch two:
% 66.03/30.96  																																																	| (819) all_0_47_47 = e0 & all_0_58_58 = e2 &  ~ (all_0_49_49 = e2)
% 66.03/30.96  																																																	|
% 66.03/30.96  																																																		| Applying alpha-rule on (819) yields:
% 66.03/30.96  																																																		| (674) all_0_47_47 = e0
% 66.03/30.96  																																																		| (624) all_0_58_58 = e2
% 66.03/30.96  																																																		| (340)  ~ (all_0_49_49 = e2)
% 66.03/30.96  																																																		|
% 66.03/30.96  																																																		| Combining equations (654,674) yields a new equation:
% 66.03/30.96  																																																		| (546) e1 = e0
% 66.03/30.96  																																																		|
% 66.03/30.96  																																																		| Simplifying 546 yields:
% 66.03/30.96  																																																		| (431) e1 = e0
% 66.03/30.96  																																																		|
% 66.03/30.96  																																																		| Equations (431) can reduce 233 to:
% 66.03/30.96  																																																		| (266) $false
% 66.03/30.96  																																																		|
% 66.03/30.96  																																																		|-The branch is then unsatisfiable
% 66.03/30.96  																																																|-Branch two:
% 66.03/30.96  																																																| (825) all_0_47_47 = e0 & all_0_58_58 = e2 &  ~ (all_0_56_56 = e0)
% 66.03/30.96  																																																|
% 66.03/30.96  																																																	| Applying alpha-rule on (825) yields:
% 66.03/30.96  																																																	| (674) all_0_47_47 = e0
% 66.03/30.96  																																																	| (624) all_0_58_58 = e2
% 66.03/30.96  																																																	| (828)  ~ (all_0_56_56 = e0)
% 66.03/30.96  																																																	|
% 66.03/30.96  																																																	| Combining equations (654,674) yields a new equation:
% 66.03/30.96  																																																	| (546) e1 = e0
% 66.03/30.96  																																																	|
% 66.03/30.96  																																																	| Simplifying 546 yields:
% 66.03/30.96  																																																	| (431) e1 = e0
% 66.03/30.96  																																																	|
% 66.03/30.96  																																																	| Equations (431) can reduce 233 to:
% 66.03/30.96  																																																	| (266) $false
% 66.03/30.96  																																																	|
% 66.03/30.96  																																																	|-The branch is then unsatisfiable
% 66.03/30.96  																																						|-Branch two:
% 66.03/30.96  																																						| (357)  ~ (all_0_41_41 = e0)
% 66.03/30.96  																																						| (4053) all_0_41_41 = e3 | all_0_41_41 = e1
% 66.03/30.96  																																						|
% 66.03/30.96  																																							+-Applying beta-rule and splitting (165), into two cases.
% 66.03/30.96  																																							|-Branch one:
% 66.03/30.96  																																							| (794) all_0_41_41 = e0
% 66.03/30.96  																																							|
% 66.03/30.96  																																								| Equations (794) can reduce 357 to:
% 66.03/30.96  																																								| (266) $false
% 66.03/30.96  																																								|
% 66.03/30.96  																																								|-The branch is then unsatisfiable
% 66.03/30.96  																																							|-Branch two:
% 66.03/30.96  																																							| (357)  ~ (all_0_41_41 = e0)
% 66.03/30.96  																																							| (6761) all_0_42_42 = e0 | all_0_43_43 = e0 | all_0_44_44 = e0
% 66.03/30.96  																																							|
% 66.03/30.96  																																								+-Applying beta-rule and splitting (395), into two cases.
% 66.03/30.96  																																								|-Branch one:
% 66.03/30.96  																																								| (794) all_0_41_41 = e0
% 66.03/30.96  																																								|
% 66.03/30.96  																																									| Equations (794) can reduce 357 to:
% 66.03/30.96  																																									| (266) $false
% 66.03/30.96  																																									|
% 66.03/30.96  																																									|-The branch is then unsatisfiable
% 66.03/30.96  																																								|-Branch two:
% 66.03/30.96  																																								| (357)  ~ (all_0_41_41 = e0)
% 66.03/30.96  																																								| (895) all_0_46_46 = e0 | all_0_55_55 = e0
% 66.03/30.96  																																								|
% 66.03/30.96  																																									+-Applying beta-rule and splitting (163), into two cases.
% 66.03/30.96  																																									|-Branch one:
% 66.03/30.96  																																									| (565) all_0_52_52 = e4
% 66.03/30.96  																																									|
% 66.03/30.96  																																										| Combining equations (642,565) yields a new equation:
% 66.03/30.96  																																										| (630) e4 = e1
% 66.03/30.96  																																										|
% 66.03/30.96  																																										| Equations (630) can reduce 110 to:
% 66.03/30.96  																																										| (266) $false
% 66.03/30.96  																																										|
% 66.03/30.96  																																										|-The branch is then unsatisfiable
% 66.03/30.96  																																									|-Branch two:
% 66.03/30.96  																																									| (780)  ~ (all_0_52_52 = e4)
% 66.03/30.96  																																									| (781) (all_0_41_41 = e0 & all_0_58_58 = e3 &  ~ (all_0_44_44 = e3)) | (all_0_41_41 = e0 & all_0_58_58 = e3 &  ~ (all_0_55_55 = e0)) | (all_0_47_47 = e1 & all_0_52_52 = e2 &  ~ (all_0_48_48 = e2)) | (all_0_47_47 = e1 & all_0_52_52 = e2 &  ~ (all_0_51_51 = e1)) | (all_0_47_47 = e0 & all_0_58_58 = e2 &  ~ (all_0_49_49 = e2)) | (all_0_47_47 = e0 & all_0_58_58 = e2 &  ~ (all_0_56_56 = e0))
% 66.03/30.96  																																									|
% 66.03/30.96  																																										+-Applying beta-rule and splitting (781), into two cases.
% 66.03/30.96  																																										|-Branch one:
% 66.03/30.96  																																										| (789) (all_0_41_41 = e0 & all_0_58_58 = e3 &  ~ (all_0_44_44 = e3)) | (all_0_41_41 = e0 & all_0_58_58 = e3 &  ~ (all_0_55_55 = e0)) | (all_0_47_47 = e1 & all_0_52_52 = e2 &  ~ (all_0_48_48 = e2)) | (all_0_47_47 = e1 & all_0_52_52 = e2 &  ~ (all_0_51_51 = e1)) | (all_0_47_47 = e0 & all_0_58_58 = e2 &  ~ (all_0_49_49 = e2))
% 66.03/30.96  																																										|
% 66.03/30.96  																																											+-Applying beta-rule and splitting (789), into two cases.
% 66.03/30.96  																																											|-Branch one:
% 66.03/30.96  																																											| (790) (all_0_41_41 = e0 & all_0_58_58 = e3 &  ~ (all_0_44_44 = e3)) | (all_0_41_41 = e0 & all_0_58_58 = e3 &  ~ (all_0_55_55 = e0)) | (all_0_47_47 = e1 & all_0_52_52 = e2 &  ~ (all_0_48_48 = e2)) | (all_0_47_47 = e1 & all_0_52_52 = e2 &  ~ (all_0_51_51 = e1))
% 66.03/30.96  																																											|
% 66.03/30.96  																																												+-Applying beta-rule and splitting (790), into two cases.
% 66.03/30.96  																																												|-Branch one:
% 66.03/30.96  																																												| (791) (all_0_41_41 = e0 & all_0_58_58 = e3 &  ~ (all_0_44_44 = e3)) | (all_0_41_41 = e0 & all_0_58_58 = e3 &  ~ (all_0_55_55 = e0)) | (all_0_47_47 = e1 & all_0_52_52 = e2 &  ~ (all_0_48_48 = e2))
% 66.03/30.96  																																												|
% 66.03/30.96  																																													+-Applying beta-rule and splitting (791), into two cases.
% 66.03/30.96  																																													|-Branch one:
% 66.03/30.96  																																													| (792) (all_0_41_41 = e0 & all_0_58_58 = e3 &  ~ (all_0_44_44 = e3)) | (all_0_41_41 = e0 & all_0_58_58 = e3 &  ~ (all_0_55_55 = e0))
% 66.03/30.96  																																													|
% 66.03/30.96  																																														+-Applying beta-rule and splitting (792), into two cases.
% 66.03/30.96  																																														|-Branch one:
% 66.03/30.96  																																														| (793) all_0_41_41 = e0 & all_0_58_58 = e3 &  ~ (all_0_44_44 = e3)
% 66.03/30.96  																																														|
% 66.03/30.96  																																															| Applying alpha-rule on (793) yields:
% 66.03/30.96  																																															| (794) all_0_41_41 = e0
% 66.03/30.96  																																															| (795) all_0_58_58 = e3
% 66.03/30.96  																																															| (407)  ~ (all_0_44_44 = e3)
% 66.03/30.96  																																															|
% 66.03/30.96  																																															| Equations (794) can reduce 357 to:
% 66.03/30.96  																																															| (266) $false
% 66.03/30.96  																																															|
% 66.03/30.96  																																															|-The branch is then unsatisfiable
% 66.03/30.96  																																														|-Branch two:
% 66.03/30.96  																																														| (800) all_0_41_41 = e0 & all_0_58_58 = e3 &  ~ (all_0_55_55 = e0)
% 66.03/30.96  																																														|
% 66.03/30.96  																																															| Applying alpha-rule on (800) yields:
% 66.03/30.96  																																															| (794) all_0_41_41 = e0
% 66.03/30.96  																																															| (795) all_0_58_58 = e3
% 66.03/30.96  																																															| (803)  ~ (all_0_55_55 = e0)
% 66.03/30.96  																																															|
% 66.03/30.96  																																															| Equations (794) can reduce 357 to:
% 66.03/30.96  																																															| (266) $false
% 66.03/30.96  																																															|
% 66.03/30.96  																																															|-The branch is then unsatisfiable
% 66.03/30.96  																																													|-Branch two:
% 66.03/30.96  																																													| (807) all_0_47_47 = e1 & all_0_52_52 = e2 &  ~ (all_0_48_48 = e2)
% 66.03/30.96  																																													|
% 66.03/30.96  																																														| Applying alpha-rule on (807) yields:
% 66.03/30.96  																																														| (654) all_0_47_47 = e1
% 66.03/30.96  																																														| (352) all_0_52_52 = e2
% 66.03/30.96  																																														| (810)  ~ (all_0_48_48 = e2)
% 66.03/30.96  																																														|
% 66.03/30.96  																																														| Combining equations (642,352) yields a new equation:
% 66.03/30.96  																																														| (617) e2 = e1
% 66.03/30.96  																																														|
% 66.03/30.96  																																														| Equations (617) can reduce 122 to:
% 66.03/30.96  																																														| (266) $false
% 66.03/30.96  																																														|
% 66.03/30.96  																																														|-The branch is then unsatisfiable
% 66.03/30.96  																																												|-Branch two:
% 66.03/30.96  																																												| (813) all_0_47_47 = e1 & all_0_52_52 = e2 &  ~ (all_0_51_51 = e1)
% 66.03/30.96  																																												|
% 66.03/30.96  																																													| Applying alpha-rule on (813) yields:
% 66.03/30.96  																																													| (654) all_0_47_47 = e1
% 66.03/30.96  																																													| (352) all_0_52_52 = e2
% 66.03/30.96  																																													| (464)  ~ (all_0_51_51 = e1)
% 66.03/30.96  																																													|
% 66.03/30.96  																																													| Combining equations (642,352) yields a new equation:
% 66.03/30.96  																																													| (617) e2 = e1
% 66.03/30.96  																																													|
% 66.03/30.96  																																													| Equations (617) can reduce 122 to:
% 66.03/30.96  																																													| (266) $false
% 66.03/30.96  																																													|
% 66.03/30.96  																																													|-The branch is then unsatisfiable
% 66.03/30.96  																																											|-Branch two:
% 66.03/30.96  																																											| (819) all_0_47_47 = e0 & all_0_58_58 = e2 &  ~ (all_0_49_49 = e2)
% 66.03/30.96  																																											|
% 66.03/30.96  																																												| Applying alpha-rule on (819) yields:
% 66.03/30.96  																																												| (674) all_0_47_47 = e0
% 66.03/30.96  																																												| (624) all_0_58_58 = e2
% 66.03/30.96  																																												| (340)  ~ (all_0_49_49 = e2)
% 66.03/30.96  																																												|
% 66.03/30.96  																																												| Combining equations (674,654) yields a new equation:
% 66.03/30.96  																																												| (431) e1 = e0
% 66.03/30.96  																																												|
% 66.03/30.96  																																												| Equations (431) can reduce 233 to:
% 66.03/30.96  																																												| (266) $false
% 66.03/30.96  																																												|
% 66.03/30.96  																																												|-The branch is then unsatisfiable
% 66.03/30.96  																																										|-Branch two:
% 66.03/30.96  																																										| (825) all_0_47_47 = e0 & all_0_58_58 = e2 &  ~ (all_0_56_56 = e0)
% 66.03/30.96  																																										|
% 66.03/30.96  																																											| Applying alpha-rule on (825) yields:
% 66.03/30.96  																																											| (674) all_0_47_47 = e0
% 66.03/30.96  																																											| (624) all_0_58_58 = e2
% 66.03/30.96  																																											| (828)  ~ (all_0_56_56 = e0)
% 66.03/30.96  																																											|
% 66.03/30.96  																																											| Combining equations (674,654) yields a new equation:
% 66.03/30.96  																																											| (431) e1 = e0
% 66.03/30.96  																																											|
% 66.03/30.96  																																											| Equations (431) can reduce 233 to:
% 66.03/30.96  																																											| (266) $false
% 66.03/30.96  																																											|
% 66.03/30.96  																																											|-The branch is then unsatisfiable
% 66.03/30.97  																																			|-Branch two:
% 66.03/30.97  																																			| (1377)  ~ (all_0_39_39 = e4)
% 66.03/30.97  																																			| (2115) all_0_42_42 = e4 | all_0_47_47 = e4 | all_0_51_51 = e4 | all_0_56_56 = e4
% 66.03/30.97  																																			|
% 66.03/30.97  																																				+-Applying beta-rule and splitting (326), into two cases.
% 66.03/30.97  																																				|-Branch one:
% 66.03/30.97  																																				| (471) all_0_39_39 = e4
% 66.03/30.97  																																				|
% 66.03/30.97  																																					| Equations (471) can reduce 1377 to:
% 66.03/30.97  																																					| (266) $false
% 66.03/30.97  																																					|
% 66.03/30.97  																																					|-The branch is then unsatisfiable
% 66.03/30.97  																																				|-Branch two:
% 66.03/30.97  																																				| (1377)  ~ (all_0_39_39 = e4)
% 66.03/30.97  																																				| (1378) all_0_40_40 = e4
% 66.03/30.97  																																				|
% 66.03/30.97  																																					| Combining equations (1378,485) yields a new equation:
% 66.03/30.97  																																					| (481) e4 = e0
% 66.03/30.97  																																					|
% 66.03/30.97  																																					| Simplifying 481 yields:
% 66.03/30.97  																																					| (397) e4 = e0
% 66.03/30.97  																																					|
% 66.03/30.97  																																					| Equations (397) can reduce 49 to:
% 66.03/30.97  																																					| (266) $false
% 66.03/30.97  																																					|
% 66.03/30.97  																																					|-The branch is then unsatisfiable
% 66.03/30.97  																																	|-Branch two:
% 66.03/30.97  																																	| (1453)  ~ (all_0_53_53 = e4)
% 66.03/30.97  																																	| (1694) all_0_53_53 = e3 | all_0_53_53 = e1
% 66.03/30.97  																																	|
% 66.03/30.97  																																		+-Applying beta-rule and splitting (1694), into two cases.
% 66.03/30.97  																																		|-Branch one:
% 66.03/30.97  																																		| (1208) all_0_53_53 = e1
% 66.03/30.97  																																		|
% 66.03/30.97  																																			| Equations (1208) can reduce 1459 to:
% 66.03/30.97  																																			| (266) $false
% 66.03/30.97  																																			|
% 66.03/30.97  																																			|-The branch is then unsatisfiable
% 66.03/30.97  																																		|-Branch two:
% 66.03/30.97  																																		| (1459)  ~ (all_0_53_53 = e1)
% 66.03/30.97  																																		| (665) all_0_53_53 = e3
% 66.03/30.97  																																		|
% 66.03/30.97  																																			| Equations (665) can reduce 903 to:
% 66.03/30.97  																																			| (266) $false
% 66.03/30.97  																																			|
% 66.03/30.97  																																			|-The branch is then unsatisfiable
% 66.03/30.97  																																|-Branch two:
% 66.03/30.97  																																| (1099)  ~ (all_0_51_51 = e2)
% 66.03/30.97  																																| (833) all_0_56_56 = e2
% 66.03/30.97  																																|
% 66.03/30.97  																																	| Equations (833) can reduce 511 to:
% 66.03/30.97  																																	| (266) $false
% 66.03/30.97  																																	|
% 66.03/30.97  																																	|-The branch is then unsatisfiable
% 66.03/30.97  																														|-Branch two:
% 66.03/30.97  																														| (462)  ~ (all_0_47_47 = e1)
% 66.03/30.97  																														| (522) all_0_47_47 = e3
% 66.03/30.97  																														|
% 66.03/30.97  																															| Equations (522) can reduce 1091 to:
% 66.03/30.97  																															| (266) $false
% 66.03/30.97  																															|
% 66.03/30.97  																															|-The branch is then unsatisfiable
% 66.03/30.97  																										|-Branch two:
% 66.03/30.97  																										| (340)  ~ (all_0_49_49 = e2)
% 66.03/30.97  																										| (614) all_0_53_53 = e2 | all_0_58_58 = e2
% 66.03/30.97  																										|
% 66.03/30.97  																											+-Applying beta-rule and splitting (614), into two cases.
% 66.03/30.97  																											|-Branch one:
% 66.03/30.97  																											| (607) all_0_53_53 = e2
% 66.03/30.97  																											|
% 66.03/30.97  																												| Equations (607) can reduce 509 to:
% 66.03/30.97  																												| (266) $false
% 66.03/30.97  																												|
% 66.03/30.97  																												|-The branch is then unsatisfiable
% 66.03/30.97  																											|-Branch two:
% 66.03/30.97  																											| (509)  ~ (all_0_53_53 = e2)
% 66.03/30.97  																											| (624) all_0_58_58 = e2
% 66.03/30.97  																											|
% 66.03/30.97  																												| Equations (624) can reduce 908 to:
% 66.03/30.97  																												| (266) $false
% 66.03/30.97  																												|
% 66.03/30.97  																												|-The branch is then unsatisfiable
% 66.03/30.97  																							|-Branch two:
% 66.03/30.97  																							| (250)  ~ (all_0_46_46 = e4)
% 66.03/30.97  																							| (774) all_0_50_50 = e4 | all_0_55_55 = e4
% 66.03/30.97  																							|
% 66.03/30.97  																								+-Applying beta-rule and splitting (774), into two cases.
% 66.03/30.97  																								|-Branch one:
% 66.03/30.97  																								| (775) all_0_50_50 = e4
% 66.03/30.97  																								|
% 66.03/30.97  																									| Combining equations (415,775) yields a new equation:
% 66.03/30.97  																									| (425) e4 = e3
% 66.03/30.97  																									|
% 66.03/30.97  																									| Equations (425) can reduce 188 to:
% 66.03/30.97  																									| (266) $false
% 66.03/30.97  																									|
% 66.03/30.97  																									|-The branch is then unsatisfiable
% 66.03/30.97  																								|-Branch two:
% 66.03/30.97  																								| (566)  ~ (all_0_50_50 = e4)
% 66.03/30.97  																								| (587) all_0_55_55 = e4
% 66.03/30.97  																								|
% 66.03/30.97  																									| Equations (587) can reduce 763 to:
% 66.03/30.97  																									| (266) $false
% 66.03/30.97  																									|
% 66.03/30.97  																									|-The branch is then unsatisfiable
% 66.03/30.97  																				|-Branch two:
% 66.03/30.97  																				| (411)  ~ (all_0_50_50 = e3)
% 66.03/30.97  																				| (418) all_0_51_51 = e3 | all_0_53_53 = e3
% 66.03/30.97  																				|
% 66.03/30.97  																					+-Applying beta-rule and splitting (422), into two cases.
% 66.03/30.97  																					|-Branch one:
% 66.03/30.97  																					| (775) all_0_50_50 = e4
% 66.03/30.97  																					|
% 66.03/30.97  																						| Equations (775) can reduce 221 to:
% 66.03/30.97  																						| (440)  ~ (all_0_41_41 = e4)
% 66.03/30.97  																						|
% 66.03/30.97  																						| Equations (775) can reduce 35 to:
% 66.03/30.97  																						| (250)  ~ (all_0_46_46 = e4)
% 66.03/30.97  																						|
% 66.03/30.97  																						| Equations (775) can reduce 59 to:
% 66.03/30.97  																						| (474)  ~ (all_0_51_51 = e4)
% 66.03/30.97  																						|
% 66.03/30.97  																						| Simplifying 474 yields:
% 66.03/30.97  																						| (475)  ~ (all_0_51_51 = e4)
% 66.03/30.97  																						|
% 66.03/30.97  																						+-Applying beta-rule and splitting (123), into two cases.
% 66.03/30.97  																						|-Branch one:
% 66.03/30.97  																						| (1794) all_0_46_46 = e2
% 66.03/30.97  																						|
% 66.03/30.97  																							| Equations (1794) can reduce 300 to:
% 66.03/30.97  																							| (266) $false
% 66.03/30.97  																							|
% 66.03/30.97  																							|-The branch is then unsatisfiable
% 66.03/30.97  																						|-Branch two:
% 66.03/30.97  																						| (300)  ~ (all_0_46_46 = e2)
% 66.03/30.97  																						| (1797) all_0_46_46 = e4 | all_0_46_46 = e3 | all_0_46_46 = e1 | all_0_46_46 = e0
% 66.03/30.97  																						|
% 66.03/30.97  																							+-Applying beta-rule and splitting (1797), into two cases.
% 66.03/30.97  																							|-Branch one:
% 66.03/30.97  																							| (770) all_0_46_46 = e4
% 66.03/30.97  																							|
% 66.03/30.97  																								| Equations (770) can reduce 250 to:
% 66.03/30.97  																								| (266) $false
% 66.03/30.97  																								|
% 66.03/30.97  																								|-The branch is then unsatisfiable
% 66.03/30.97  																							|-Branch two:
% 66.03/30.97  																							| (250)  ~ (all_0_46_46 = e4)
% 66.03/30.97  																							| (1801) all_0_46_46 = e3 | all_0_46_46 = e1 | all_0_46_46 = e0
% 66.03/30.97  																							|
% 66.03/30.97  																								+-Applying beta-rule and splitting (1801), into two cases.
% 66.03/30.97  																								|-Branch one:
% 66.03/30.97  																								| (538) all_0_46_46 = e0
% 66.03/30.97  																								|
% 66.03/30.97  																									| Equations (538) can reduce 831 to:
% 66.03/30.97  																									| (266) $false
% 66.03/30.97  																									|
% 66.03/30.97  																									|-The branch is then unsatisfiable
% 66.03/30.97  																								|-Branch two:
% 66.03/30.97  																								| (831)  ~ (all_0_46_46 = e0)
% 66.03/30.97  																								| (1838) all_0_46_46 = e3 | all_0_46_46 = e1
% 66.03/30.97  																								|
% 66.03/30.97  																									+-Applying beta-rule and splitting (1838), into two cases.
% 66.03/30.97  																									|-Branch one:
% 66.03/30.97  																									| (545) all_0_46_46 = e1
% 66.03/30.97  																									|
% 66.03/30.97  																										| Equations (545) can reduce 19 to:
% 66.03/30.97  																										| (461)  ~ (all_0_47_47 = e1)
% 66.03/30.97  																										|
% 66.03/30.97  																										| Simplifying 461 yields:
% 66.03/30.97  																										| (462)  ~ (all_0_47_47 = e1)
% 66.03/30.97  																										|
% 66.03/30.97  																										| Equations (545) can reduce 208 to:
% 66.03/30.97  																										| (1419)  ~ (all_0_49_49 = e1)
% 66.03/30.97  																										|
% 66.03/30.97  																										| Simplifying 1419 yields:
% 66.03/30.97  																										| (1064)  ~ (all_0_49_49 = e1)
% 66.03/30.97  																										|
% 66.03/30.97  																										+-Applying beta-rule and splitting (196), into two cases.
% 66.03/30.97  																										|-Branch one:
% 66.03/30.97  																										| (607) all_0_53_53 = e2
% 66.03/30.97  																										|
% 66.03/30.97  																											| Equations (607) can reduce 162 to:
% 66.03/30.97  																											| (296)  ~ (all_0_40_40 = e2)
% 66.03/30.97  																											|
% 66.03/30.97  																											| Equations (607) can reduce 65 to:
% 66.03/30.97  																											| (340)  ~ (all_0_49_49 = e2)
% 66.03/30.97  																											|
% 66.03/30.97  																											| Equations (607) can reduce 6 to:
% 66.03/30.97  																											| (1099)  ~ (all_0_51_51 = e2)
% 66.03/30.97  																											|
% 66.03/30.97  																											| Equations (607) can reduce 247 to:
% 66.03/30.97  																											| (128)  ~ (e2 = e0)
% 66.03/30.97  																											|
% 66.03/30.97  																											+-Applying beta-rule and splitting (7), into two cases.
% 66.03/30.97  																											|-Branch one:
% 66.03/30.97  																											| (504) all_0_51_51 = e2
% 66.03/30.97  																											|
% 66.03/30.97  																												| Equations (504) can reduce 1099 to:
% 66.03/30.97  																												| (266) $false
% 66.03/30.97  																												|
% 66.03/30.97  																												|-The branch is then unsatisfiable
% 66.03/30.97  																											|-Branch two:
% 66.03/30.97  																											| (1099)  ~ (all_0_51_51 = e2)
% 66.03/30.97  																											| (1100) all_0_51_51 = e4 | all_0_51_51 = e3 | all_0_51_51 = e1
% 66.03/30.97  																											|
% 66.03/30.97  																												+-Applying beta-rule and splitting (10171), into two cases.
% 66.03/30.97  																												|-Branch one:
% 66.03/30.97  																												| (1105) all_0_47_47 = e2
% 66.03/30.97  																												|
% 66.03/30.97  																													| Equations (1105) can reduce 79 to:
% 66.03/30.97  																													| (294)  ~ (all_0_39_39 = e2)
% 66.03/30.97  																													|
% 66.03/30.97  																													| Equations (1105) can reduce 86 to:
% 66.03/30.97  																													| (339)  ~ (all_0_49_49 = e2)
% 66.03/30.97  																													|
% 66.03/30.97  																													| Simplifying 339 yields:
% 66.03/30.97  																													| (340)  ~ (all_0_49_49 = e2)
% 66.03/30.97  																													|
% 66.03/30.97  																													| Equations (1105) can reduce 462 to:
% 66.03/30.97  																													| (122)  ~ (e2 = e1)
% 66.03/30.97  																													|
% 66.03/30.97  																													+-Applying beta-rule and splitting (1100), into two cases.
% 66.03/30.97  																													|-Branch one:
% 66.03/30.97  																													| (1101) all_0_51_51 = e4
% 66.03/30.97  																													|
% 66.03/30.97  																														| Equations (1101) can reduce 475 to:
% 66.03/30.97  																														| (266) $false
% 66.03/30.97  																														|
% 66.03/30.97  																														|-The branch is then unsatisfiable
% 66.03/30.97  																													|-Branch two:
% 66.03/30.97  																													| (475)  ~ (all_0_51_51 = e4)
% 66.03/30.97  																													| (1104) all_0_51_51 = e3 | all_0_51_51 = e1
% 66.03/30.97  																													|
% 66.03/30.97  																														+-Applying beta-rule and splitting (54), into two cases.
% 66.03/30.97  																														|-Branch one:
% 66.03/30.97  																														| (583) all_0_49_49 = e2
% 66.03/30.97  																														|
% 66.03/30.97  																															| Equations (583) can reduce 340 to:
% 66.03/30.97  																															| (266) $false
% 66.03/30.97  																															|
% 66.03/30.97  																															|-The branch is then unsatisfiable
% 66.03/30.97  																														|-Branch two:
% 66.03/30.97  																														| (340)  ~ (all_0_49_49 = e2)
% 66.03/30.97  																														| (586) all_0_49_49 = e4 | all_0_49_49 = e3 | all_0_49_49 = e1 | all_0_49_49 = e0
% 66.03/30.97  																														|
% 66.03/30.97  																															+-Applying beta-rule and splitting (1104), into two cases.
% 66.03/30.97  																															|-Branch one:
% 66.03/30.97  																															| (1109) all_0_51_51 = e1
% 66.03/30.97  																															|
% 66.03/30.97  																																| Equations (1109) can reduce 464 to:
% 66.03/30.97  																																| (266) $false
% 66.03/30.97  																																|
% 66.03/30.97  																																|-The branch is then unsatisfiable
% 66.03/30.97  																															|-Branch two:
% 66.03/30.97  																															| (464)  ~ (all_0_51_51 = e1)
% 66.03/30.97  																															| (660) all_0_51_51 = e3
% 66.03/30.97  																															|
% 66.03/30.97  																																| Equations (660) can reduce 61 to:
% 66.03/30.97  																																| (405)  ~ (all_0_42_42 = e3)
% 66.03/30.97  																																|
% 66.03/30.97  																																| Equations (660) can reduce 16 to:
% 66.03/30.97  																																| (271)  ~ (all_0_56_56 = e3)
% 66.03/30.97  																																|
% 66.03/30.97  																																| Simplifying 271 yields:
% 66.03/30.97  																																| (272)  ~ (all_0_56_56 = e3)
% 66.03/30.97  																																|
% 66.03/30.97  																																+-Applying beta-rule and splitting (164), into two cases.
% 66.03/30.97  																																|-Branch one:
% 66.03/30.97  																																| (471) all_0_39_39 = e4
% 66.03/30.97  																																|
% 66.03/30.97  																																	| Equations (471) can reduce 176 to:
% 66.03/30.97  																																	| (7398)  ~ (all_0_40_40 = e4)
% 66.03/30.97  																																	|
% 66.03/30.97  																																	| Simplifying 7398 yields:
% 66.03/30.97  																																	| (447)  ~ (all_0_40_40 = e4)
% 66.03/30.97  																																	|
% 66.03/30.97  																																	| Equations (471) can reduce 294 to:
% 66.03/30.97  																																	| (48)  ~ (e4 = e2)
% 66.03/30.97  																																	|
% 66.03/30.97  																																	+-Applying beta-rule and splitting (150), into two cases.
% 66.03/30.97  																																	|-Branch one:
% 66.03/30.97  																																	| (1378) all_0_40_40 = e4
% 66.03/30.97  																																	|
% 66.03/30.97  																																		| Equations (1378) can reduce 447 to:
% 66.03/30.97  																																		| (266) $false
% 66.03/30.97  																																		|
% 66.03/30.97  																																		|-The branch is then unsatisfiable
% 66.03/30.97  																																	|-Branch two:
% 66.03/30.97  																																	| (447)  ~ (all_0_40_40 = e4)
% 66.03/30.97  																																	| (2271) all_0_44_44 = e4 | all_0_49_49 = e4 | all_0_53_53 = e4 | all_0_58_58 = e4
% 66.03/30.97  																																	|
% 66.03/30.97  																																		+-Applying beta-rule and splitting (316), into two cases.
% 66.03/30.97  																																		|-Branch one:
% 66.03/30.97  																																		| (1378) all_0_40_40 = e4
% 66.03/30.97  																																		|
% 66.03/30.97  																																			| Equations (1378) can reduce 447 to:
% 66.03/30.97  																																			| (266) $false
% 66.03/30.97  																																			|
% 66.03/30.97  																																			|-The branch is then unsatisfiable
% 66.03/30.97  																																		|-Branch two:
% 66.03/30.97  																																		| (447)  ~ (all_0_40_40 = e4)
% 66.03/30.97  																																		| (485) all_0_40_40 = e0
% 66.03/30.97  																																		|
% 66.03/30.97  																																			| Equations (485) can reduce 143 to:
% 66.03/30.97  																																			| (359)  ~ (all_0_44_44 = e0)
% 66.03/30.97  																																			|
% 66.03/30.97  																																			| Simplifying 359 yields:
% 66.03/30.97  																																			| (360)  ~ (all_0_44_44 = e0)
% 66.03/30.97  																																			|
% 66.03/30.97  																																			| Equations (485) can reduce 178 to:
% 66.03/30.97  																																			| (490)  ~ (all_0_58_58 = e0)
% 66.03/30.97  																																			|
% 66.03/30.97  																																			| Simplifying 490 yields:
% 66.03/30.97  																																			| (491)  ~ (all_0_58_58 = e0)
% 66.03/30.97  																																			|
% 66.03/30.97  																																			| Equations (485) can reduce 296 to:
% 66.03/30.97  																																			| (365)  ~ (e2 = e0)
% 66.03/30.97  																																			|
% 66.03/30.97  																																			| Simplifying 365 yields:
% 66.03/30.97  																																			| (128)  ~ (e2 = e0)
% 66.03/30.97  																																			|
% 66.03/30.97  																																			| Equations (485) can reduce 132 to:
% 66.03/30.97  																																			| (435)  ~ (e1 = e0)
% 66.03/30.97  																																			|
% 66.03/30.97  																																			| Simplifying 435 yields:
% 66.03/30.97  																																			| (233)  ~ (e1 = e0)
% 66.03/30.97  																																			|
% 66.03/30.97  																																			+-Applying beta-rule and splitting (586), into two cases.
% 66.03/30.97  																																			|-Branch one:
% 66.03/30.97  																																			| (974) all_0_49_49 = e4
% 66.03/30.97  																																			|
% 66.03/30.97  																																				| Equations (974) can reduce 9 to:
% 66.03/30.97  																																				| (1390)  ~ (all_0_44_44 = e4)
% 66.03/30.97  																																				|
% 66.03/30.97  																																				| Equations (974) can reduce 1064 to:
% 66.03/30.97  																																				| (110)  ~ (e4 = e1)
% 66.03/30.97  																																				|
% 66.03/30.97  																																				+-Applying beta-rule and splitting (113), into two cases.
% 66.03/30.97  																																				|-Branch one:
% 66.03/30.97  																																				| (403) all_0_41_41 = e3
% 66.03/30.97  																																				|
% 66.03/30.97  																																					| Equations (403) can reduce 149 to:
% 66.03/30.97  																																					| (406)  ~ (all_0_44_44 = e3)
% 66.03/30.97  																																					|
% 66.03/30.97  																																					| Simplifying 406 yields:
% 66.03/30.97  																																					| (407)  ~ (all_0_44_44 = e3)
% 66.03/30.97  																																					|
% 66.03/30.97  																																					| Equations (403) can reduce 440 to:
% 66.03/30.97  																																					| (277)  ~ (e4 = e3)
% 66.03/30.97  																																					|
% 66.03/30.97  																																					| Simplifying 277 yields:
% 66.03/30.97  																																					| (188)  ~ (e4 = e3)
% 66.03/30.97  																																					|
% 66.03/30.97  																																					| Equations (403) can reduce 85 to:
% 66.03/30.97  																																					| (212)  ~ (e3 = e2)
% 66.03/30.97  																																					|
% 66.03/30.97  																																					+-Applying beta-rule and splitting (22), into two cases.
% 66.03/30.97  																																					|-Branch one:
% 66.03/30.97  																																					| (268) all_0_54_54 = e3
% 66.03/30.97  																																					|
% 66.03/30.97  																																						| Combining equations (265,268) yields a new equation:
% 66.03/30.97  																																						| (424) e4 = e3
% 66.03/30.97  																																						|
% 66.03/30.97  																																						| Simplifying 424 yields:
% 66.03/30.97  																																						| (425) e4 = e3
% 66.03/30.97  																																						|
% 66.03/30.97  																																						| Equations (425) can reduce 188 to:
% 66.03/30.97  																																						| (266) $false
% 66.03/30.97  																																						|
% 66.03/30.97  																																						|-The branch is then unsatisfiable
% 66.03/30.97  																																					|-Branch two:
% 66.03/30.97  																																					| (60427)  ~ (all_0_54_54 = e3)
% 66.03/30.98  																																					| (62553) all_0_55_55 = e3 | all_0_56_56 = e3 | all_0_58_58 = e3
% 66.03/30.98  																																					|
% 66.03/30.98  																																						| Equations (265) can reduce 60427 to:
% 66.03/30.98  																																						| (188)  ~ (e4 = e3)
% 66.03/30.98  																																						|
% 66.03/30.98  																																						+-Applying beta-rule and splitting (189), into two cases.
% 66.03/30.98  																																						|-Branch one:
% 66.03/30.98  																																						| (532) all_0_44_44 = e3
% 66.03/30.98  																																						|
% 66.03/30.98  																																							| Equations (532) can reduce 407 to:
% 66.03/30.98  																																							| (266) $false
% 66.03/30.98  																																							|
% 66.03/30.98  																																							|-The branch is then unsatisfiable
% 66.03/30.98  																																						|-Branch two:
% 66.03/30.98  																																						| (407)  ~ (all_0_44_44 = e3)
% 66.03/30.98  																																						| (537) all_0_49_49 = e3 | all_0_53_53 = e3 | all_0_58_58 = e3
% 66.03/30.98  																																						|
% 66.03/30.98  																																							+-Applying beta-rule and splitting (163), into two cases.
% 66.03/30.98  																																							|-Branch one:
% 66.03/30.98  																																							| (565) all_0_52_52 = e4
% 66.03/30.98  																																							|
% 66.03/30.98  																																								| Combining equations (642,565) yields a new equation:
% 66.03/30.98  																																								| (630) e4 = e1
% 66.03/30.98  																																								|
% 66.03/30.98  																																								| Equations (630) can reduce 110 to:
% 66.03/30.98  																																								| (266) $false
% 66.03/30.98  																																								|
% 66.03/30.98  																																								|-The branch is then unsatisfiable
% 66.03/30.98  																																							|-Branch two:
% 66.03/30.98  																																							| (780)  ~ (all_0_52_52 = e4)
% 66.03/30.98  																																							| (781) (all_0_41_41 = e0 & all_0_58_58 = e3 &  ~ (all_0_44_44 = e3)) | (all_0_41_41 = e0 & all_0_58_58 = e3 &  ~ (all_0_55_55 = e0)) | (all_0_47_47 = e1 & all_0_52_52 = e2 &  ~ (all_0_48_48 = e2)) | (all_0_47_47 = e1 & all_0_52_52 = e2 &  ~ (all_0_51_51 = e1)) | (all_0_47_47 = e0 & all_0_58_58 = e2 &  ~ (all_0_49_49 = e2)) | (all_0_47_47 = e0 & all_0_58_58 = e2 &  ~ (all_0_56_56 = e0))
% 66.03/30.98  																																							|
% 66.03/30.98  																																								+-Applying beta-rule and splitting (537), into two cases.
% 66.03/30.98  																																								|-Branch one:
% 66.03/30.98  																																								| (884) all_0_49_49 = e3
% 66.03/30.98  																																								|
% 66.03/30.98  																																									| Combining equations (974,884) yields a new equation:
% 66.03/30.98  																																									| (424) e4 = e3
% 66.03/30.98  																																									|
% 66.03/30.98  																																									| Simplifying 424 yields:
% 66.03/30.98  																																									| (425) e4 = e3
% 66.03/30.98  																																									|
% 66.03/30.98  																																									| Equations (425) can reduce 188 to:
% 66.03/30.98  																																									| (266) $false
% 66.03/30.98  																																									|
% 66.03/30.98  																																									|-The branch is then unsatisfiable
% 66.03/30.98  																																								|-Branch two:
% 66.03/30.98  																																								| (525)  ~ (all_0_49_49 = e3)
% 66.03/30.98  																																								| (887) all_0_53_53 = e3 | all_0_58_58 = e3
% 66.03/30.98  																																								|
% 66.03/30.98  																																									+-Applying beta-rule and splitting (887), into two cases.
% 66.03/30.98  																																									|-Branch one:
% 66.03/30.98  																																									| (665) all_0_53_53 = e3
% 66.03/30.98  																																									|
% 66.03/30.98  																																										| Combining equations (607,665) yields a new equation:
% 66.03/30.98  																																										| (662) e3 = e2
% 66.03/30.98  																																										|
% 66.03/30.98  																																										| Equations (662) can reduce 212 to:
% 66.03/30.98  																																										| (266) $false
% 66.03/30.98  																																										|
% 66.03/30.98  																																										|-The branch is then unsatisfiable
% 66.03/30.98  																																									|-Branch two:
% 66.03/30.98  																																									| (903)  ~ (all_0_53_53 = e3)
% 66.03/30.98  																																									| (795) all_0_58_58 = e3
% 66.03/30.98  																																									|
% 66.03/30.98  																																										| Equations (795) can reduce 491 to:
% 66.03/30.98  																																										| (80)  ~ (e3 = e0)
% 66.03/30.98  																																										|
% 66.03/30.98  																																										+-Applying beta-rule and splitting (781), into two cases.
% 66.03/30.98  																																										|-Branch one:
% 66.03/30.98  																																										| (789) (all_0_41_41 = e0 & all_0_58_58 = e3 &  ~ (all_0_44_44 = e3)) | (all_0_41_41 = e0 & all_0_58_58 = e3 &  ~ (all_0_55_55 = e0)) | (all_0_47_47 = e1 & all_0_52_52 = e2 &  ~ (all_0_48_48 = e2)) | (all_0_47_47 = e1 & all_0_52_52 = e2 &  ~ (all_0_51_51 = e1)) | (all_0_47_47 = e0 & all_0_58_58 = e2 &  ~ (all_0_49_49 = e2))
% 66.03/30.98  																																										|
% 66.03/30.98  																																											+-Applying beta-rule and splitting (789), into two cases.
% 66.03/30.98  																																											|-Branch one:
% 66.03/30.98  																																											| (790) (all_0_41_41 = e0 & all_0_58_58 = e3 &  ~ (all_0_44_44 = e3)) | (all_0_41_41 = e0 & all_0_58_58 = e3 &  ~ (all_0_55_55 = e0)) | (all_0_47_47 = e1 & all_0_52_52 = e2 &  ~ (all_0_48_48 = e2)) | (all_0_47_47 = e1 & all_0_52_52 = e2 &  ~ (all_0_51_51 = e1))
% 66.03/30.98  																																											|
% 66.03/30.98  																																												+-Applying beta-rule and splitting (790), into two cases.
% 66.03/30.98  																																												|-Branch one:
% 66.03/30.98  																																												| (791) (all_0_41_41 = e0 & all_0_58_58 = e3 &  ~ (all_0_44_44 = e3)) | (all_0_41_41 = e0 & all_0_58_58 = e3 &  ~ (all_0_55_55 = e0)) | (all_0_47_47 = e1 & all_0_52_52 = e2 &  ~ (all_0_48_48 = e2))
% 66.03/30.98  																																												|
% 66.03/30.98  																																													+-Applying beta-rule and splitting (791), into two cases.
% 66.03/30.98  																																													|-Branch one:
% 66.03/30.98  																																													| (792) (all_0_41_41 = e0 & all_0_58_58 = e3 &  ~ (all_0_44_44 = e3)) | (all_0_41_41 = e0 & all_0_58_58 = e3 &  ~ (all_0_55_55 = e0))
% 66.03/30.98  																																													|
% 66.03/30.98  																																														+-Applying beta-rule and splitting (792), into two cases.
% 66.03/30.98  																																														|-Branch one:
% 66.03/30.98  																																														| (793) all_0_41_41 = e0 & all_0_58_58 = e3 &  ~ (all_0_44_44 = e3)
% 66.03/30.98  																																														|
% 66.03/30.98  																																															| Applying alpha-rule on (793) yields:
% 66.03/30.98  																																															| (794) all_0_41_41 = e0
% 66.03/30.98  																																															| (795) all_0_58_58 = e3
% 66.03/30.98  																																															| (407)  ~ (all_0_44_44 = e3)
% 66.03/30.98  																																															|
% 66.03/30.98  																																															| Combining equations (794,403) yields a new equation:
% 66.03/30.98  																																															| (676) e3 = e0
% 66.03/30.98  																																															|
% 66.03/30.98  																																															| Equations (676) can reduce 80 to:
% 66.03/30.98  																																															| (266) $false
% 66.03/30.98  																																															|
% 66.03/30.98  																																															|-The branch is then unsatisfiable
% 66.03/30.98  																																														|-Branch two:
% 66.03/30.98  																																														| (800) all_0_41_41 = e0 & all_0_58_58 = e3 &  ~ (all_0_55_55 = e0)
% 66.03/30.98  																																														|
% 66.03/30.98  																																															| Applying alpha-rule on (800) yields:
% 66.03/30.98  																																															| (794) all_0_41_41 = e0
% 66.03/30.98  																																															| (795) all_0_58_58 = e3
% 66.03/30.98  																																															| (803)  ~ (all_0_55_55 = e0)
% 66.03/30.98  																																															|
% 66.03/30.98  																																															| Combining equations (794,403) yields a new equation:
% 66.03/30.98  																																															| (676) e3 = e0
% 66.03/30.98  																																															|
% 66.03/30.98  																																															| Equations (676) can reduce 80 to:
% 66.03/30.98  																																															| (266) $false
% 66.03/30.98  																																															|
% 66.03/30.98  																																															|-The branch is then unsatisfiable
% 66.03/30.98  																																													|-Branch two:
% 66.03/30.98  																																													| (807) all_0_47_47 = e1 & all_0_52_52 = e2 &  ~ (all_0_48_48 = e2)
% 66.03/30.98  																																													|
% 66.03/30.98  																																														| Applying alpha-rule on (807) yields:
% 66.03/30.98  																																														| (654) all_0_47_47 = e1
% 66.03/30.98  																																														| (352) all_0_52_52 = e2
% 66.03/30.98  																																														| (810)  ~ (all_0_48_48 = e2)
% 66.03/30.98  																																														|
% 66.03/30.98  																																														| Combining equations (642,352) yields a new equation:
% 66.03/30.98  																																														| (617) e2 = e1
% 66.03/30.98  																																														|
% 66.03/30.98  																																														| Equations (617) can reduce 122 to:
% 66.03/30.98  																																														| (266) $false
% 66.03/30.98  																																														|
% 66.03/30.98  																																														|-The branch is then unsatisfiable
% 66.03/30.98  																																												|-Branch two:
% 66.03/30.98  																																												| (813) all_0_47_47 = e1 & all_0_52_52 = e2 &  ~ (all_0_51_51 = e1)
% 66.03/30.98  																																												|
% 66.03/30.98  																																													| Applying alpha-rule on (813) yields:
% 66.03/30.98  																																													| (654) all_0_47_47 = e1
% 66.03/30.98  																																													| (352) all_0_52_52 = e2
% 66.03/30.98  																																													| (464)  ~ (all_0_51_51 = e1)
% 66.03/30.98  																																													|
% 66.03/30.98  																																													| Combining equations (642,352) yields a new equation:
% 66.03/30.98  																																													| (617) e2 = e1
% 66.03/30.98  																																													|
% 66.03/30.98  																																													| Equations (617) can reduce 122 to:
% 66.03/30.98  																																													| (266) $false
% 66.03/30.98  																																													|
% 66.03/30.98  																																													|-The branch is then unsatisfiable
% 66.03/30.98  																																											|-Branch two:
% 66.03/30.98  																																											| (819) all_0_47_47 = e0 & all_0_58_58 = e2 &  ~ (all_0_49_49 = e2)
% 66.03/30.98  																																											|
% 66.03/30.98  																																												| Applying alpha-rule on (819) yields:
% 66.03/30.98  																																												| (674) all_0_47_47 = e0
% 66.03/30.98  																																												| (624) all_0_58_58 = e2
% 66.03/30.98  																																												| (340)  ~ (all_0_49_49 = e2)
% 66.03/30.98  																																												|
% 66.03/30.98  																																												| Combining equations (674,1105) yields a new equation:
% 66.03/30.98  																																												| (330) e2 = e0
% 66.03/30.98  																																												|
% 66.03/30.98  																																												| Equations (330) can reduce 128 to:
% 66.03/30.98  																																												| (266) $false
% 66.03/30.98  																																												|
% 66.03/30.98  																																												|-The branch is then unsatisfiable
% 66.03/30.98  																																										|-Branch two:
% 66.03/30.98  																																										| (825) all_0_47_47 = e0 & all_0_58_58 = e2 &  ~ (all_0_56_56 = e0)
% 66.03/30.98  																																										|
% 66.03/30.98  																																											| Applying alpha-rule on (825) yields:
% 66.03/30.98  																																											| (674) all_0_47_47 = e0
% 66.03/30.98  																																											| (624) all_0_58_58 = e2
% 66.03/30.98  																																											| (828)  ~ (all_0_56_56 = e0)
% 66.03/30.98  																																											|
% 66.03/30.98  																																											| Combining equations (674,1105) yields a new equation:
% 66.03/30.98  																																											| (330) e2 = e0
% 66.03/30.98  																																											|
% 66.03/30.98  																																											| Equations (330) can reduce 128 to:
% 66.03/30.98  																																											| (266) $false
% 66.03/30.98  																																											|
% 66.03/30.98  																																											|-The branch is then unsatisfiable
% 66.03/30.98  																																				|-Branch two:
% 66.03/30.98  																																				| (1898)  ~ (all_0_41_41 = e3)
% 66.03/30.98  																																				| (1899) all_0_42_42 = e3 | all_0_44_44 = e3
% 66.03/30.98  																																				|
% 66.03/30.98  																																					+-Applying beta-rule and splitting (1899), into two cases.
% 66.03/30.98  																																					|-Branch one:
% 66.03/30.98  																																					| (516) all_0_42_42 = e3
% 66.03/30.98  																																					|
% 66.03/30.98  																																						| Equations (516) can reduce 405 to:
% 66.03/30.98  																																						| (266) $false
% 66.03/30.98  																																						|
% 66.03/30.98  																																						|-The branch is then unsatisfiable
% 66.03/30.98  																																					|-Branch two:
% 66.03/30.98  																																					| (405)  ~ (all_0_42_42 = e3)
% 66.03/30.98  																																					| (532) all_0_44_44 = e3
% 66.03/30.98  																																					|
% 66.03/30.98  																																						| Equations (532) can reduce 181 to:
% 66.03/30.98  																																						| (275)  ~ (all_0_58_58 = e3)
% 66.03/30.98  																																						|
% 66.03/30.98  																																						| Simplifying 275 yields:
% 66.03/30.98  																																						| (276)  ~ (all_0_58_58 = e3)
% 66.03/30.98  																																						|
% 66.03/30.98  																																						| Equations (532) can reduce 1390 to:
% 66.03/30.98  																																						| (277)  ~ (e4 = e3)
% 66.03/30.98  																																						|
% 66.03/30.98  																																						| Simplifying 277 yields:
% 66.03/30.98  																																						| (188)  ~ (e4 = e3)
% 66.03/30.98  																																						|
% 66.03/30.98  																																						| Equations (532) can reduce 360 to:
% 66.03/30.98  																																						| (80)  ~ (e3 = e0)
% 66.03/30.98  																																						|
% 66.03/30.98  																																						+-Applying beta-rule and splitting (22), into two cases.
% 66.03/30.98  																																						|-Branch one:
% 66.03/30.98  																																						| (268) all_0_54_54 = e3
% 66.03/30.98  																																						|
% 66.03/30.98  																																							| Combining equations (265,268) yields a new equation:
% 66.03/30.98  																																							| (424) e4 = e3
% 66.03/30.98  																																							|
% 66.03/30.98  																																							| Simplifying 424 yields:
% 66.03/30.98  																																							| (425) e4 = e3
% 66.03/30.98  																																							|
% 66.03/30.98  																																							| Equations (425) can reduce 188 to:
% 66.03/30.98  																																							| (266) $false
% 66.03/30.98  																																							|
% 66.03/30.98  																																							|-The branch is then unsatisfiable
% 66.03/30.98  																																						|-Branch two:
% 66.03/30.98  																																						| (60427)  ~ (all_0_54_54 = e3)
% 66.03/30.98  																																						| (62553) all_0_55_55 = e3 | all_0_56_56 = e3 | all_0_58_58 = e3
% 66.03/30.98  																																						|
% 66.03/30.98  																																							+-Applying beta-rule and splitting (163), into two cases.
% 66.03/30.98  																																							|-Branch one:
% 66.03/30.98  																																							| (565) all_0_52_52 = e4
% 66.03/30.98  																																							|
% 66.03/30.98  																																								| Combining equations (642,565) yields a new equation:
% 66.03/30.98  																																								| (630) e4 = e1
% 66.03/30.98  																																								|
% 66.03/30.98  																																								| Equations (630) can reduce 110 to:
% 66.03/30.98  																																								| (266) $false
% 66.03/30.98  																																								|
% 66.03/30.98  																																								|-The branch is then unsatisfiable
% 66.03/30.98  																																							|-Branch two:
% 66.03/30.98  																																							| (780)  ~ (all_0_52_52 = e4)
% 66.03/30.98  																																							| (781) (all_0_41_41 = e0 & all_0_58_58 = e3 &  ~ (all_0_44_44 = e3)) | (all_0_41_41 = e0 & all_0_58_58 = e3 &  ~ (all_0_55_55 = e0)) | (all_0_47_47 = e1 & all_0_52_52 = e2 &  ~ (all_0_48_48 = e2)) | (all_0_47_47 = e1 & all_0_52_52 = e2 &  ~ (all_0_51_51 = e1)) | (all_0_47_47 = e0 & all_0_58_58 = e2 &  ~ (all_0_49_49 = e2)) | (all_0_47_47 = e0 & all_0_58_58 = e2 &  ~ (all_0_56_56 = e0))
% 66.03/30.98  																																							|
% 66.03/30.98  																																								+-Applying beta-rule and splitting (62553), into two cases.
% 66.03/30.98  																																								|-Branch one:
% 66.03/30.98  																																								| (2336) all_0_55_55 = e3
% 66.03/30.98  																																								|
% 66.03/30.98  																																									| Equations (2336) can reduce 3 to:
% 66.03/30.98  																																									| (275)  ~ (all_0_58_58 = e3)
% 66.03/30.98  																																									|
% 66.03/30.98  																																									| Simplifying 275 yields:
% 66.03/30.98  																																									| (276)  ~ (all_0_58_58 = e3)
% 66.03/30.98  																																									|
% 66.03/30.98  																																									+-Applying beta-rule and splitting (395), into two cases.
% 66.03/30.98  																																									|-Branch one:
% 66.03/30.98  																																									| (794) all_0_41_41 = e0
% 66.03/30.98  																																									|
% 66.03/30.99  																																										| Equations (794) can reduce 85 to:
% 66.03/30.99  																																										| (365)  ~ (e2 = e0)
% 66.03/30.99  																																										|
% 66.03/30.99  																																										| Simplifying 365 yields:
% 66.03/30.99  																																										| (128)  ~ (e2 = e0)
% 66.03/30.99  																																										|
% 66.03/30.99  																																										+-Applying beta-rule and splitting (781), into two cases.
% 66.03/30.99  																																										|-Branch one:
% 66.03/30.99  																																										| (789) (all_0_41_41 = e0 & all_0_58_58 = e3 &  ~ (all_0_44_44 = e3)) | (all_0_41_41 = e0 & all_0_58_58 = e3 &  ~ (all_0_55_55 = e0)) | (all_0_47_47 = e1 & all_0_52_52 = e2 &  ~ (all_0_48_48 = e2)) | (all_0_47_47 = e1 & all_0_52_52 = e2 &  ~ (all_0_51_51 = e1)) | (all_0_47_47 = e0 & all_0_58_58 = e2 &  ~ (all_0_49_49 = e2))
% 66.03/30.99  																																										|
% 66.03/30.99  																																											+-Applying beta-rule and splitting (789), into two cases.
% 66.03/30.99  																																											|-Branch one:
% 66.03/30.99  																																											| (790) (all_0_41_41 = e0 & all_0_58_58 = e3 &  ~ (all_0_44_44 = e3)) | (all_0_41_41 = e0 & all_0_58_58 = e3 &  ~ (all_0_55_55 = e0)) | (all_0_47_47 = e1 & all_0_52_52 = e2 &  ~ (all_0_48_48 = e2)) | (all_0_47_47 = e1 & all_0_52_52 = e2 &  ~ (all_0_51_51 = e1))
% 66.03/30.99  																																											|
% 66.03/30.99  																																												+-Applying beta-rule and splitting (790), into two cases.
% 66.03/30.99  																																												|-Branch one:
% 66.03/30.99  																																												| (791) (all_0_41_41 = e0 & all_0_58_58 = e3 &  ~ (all_0_44_44 = e3)) | (all_0_41_41 = e0 & all_0_58_58 = e3 &  ~ (all_0_55_55 = e0)) | (all_0_47_47 = e1 & all_0_52_52 = e2 &  ~ (all_0_48_48 = e2))
% 66.03/30.99  																																												|
% 66.03/30.99  																																													+-Applying beta-rule and splitting (791), into two cases.
% 66.03/30.99  																																													|-Branch one:
% 66.03/30.99  																																													| (792) (all_0_41_41 = e0 & all_0_58_58 = e3 &  ~ (all_0_44_44 = e3)) | (all_0_41_41 = e0 & all_0_58_58 = e3 &  ~ (all_0_55_55 = e0))
% 66.03/30.99  																																													|
% 66.03/30.99  																																														+-Applying beta-rule and splitting (792), into two cases.
% 66.03/30.99  																																														|-Branch one:
% 66.03/30.99  																																														| (793) all_0_41_41 = e0 & all_0_58_58 = e3 &  ~ (all_0_44_44 = e3)
% 66.03/30.99  																																														|
% 66.03/30.99  																																															| Applying alpha-rule on (793) yields:
% 66.03/30.99  																																															| (794) all_0_41_41 = e0
% 66.03/30.99  																																															| (795) all_0_58_58 = e3
% 66.03/30.99  																																															| (407)  ~ (all_0_44_44 = e3)
% 66.03/30.99  																																															|
% 66.03/30.99  																																															| Equations (795) can reduce 276 to:
% 66.03/30.99  																																															| (266) $false
% 66.03/30.99  																																															|
% 66.03/30.99  																																															|-The branch is then unsatisfiable
% 66.03/30.99  																																														|-Branch two:
% 66.03/30.99  																																														| (800) all_0_41_41 = e0 & all_0_58_58 = e3 &  ~ (all_0_55_55 = e0)
% 66.03/30.99  																																														|
% 66.03/30.99  																																															| Applying alpha-rule on (800) yields:
% 66.03/30.99  																																															| (794) all_0_41_41 = e0
% 66.03/30.99  																																															| (795) all_0_58_58 = e3
% 66.03/30.99  																																															| (803)  ~ (all_0_55_55 = e0)
% 66.03/30.99  																																															|
% 66.03/30.99  																																															| Equations (795) can reduce 276 to:
% 66.03/30.99  																																															| (266) $false
% 66.03/30.99  																																															|
% 66.03/30.99  																																															|-The branch is then unsatisfiable
% 66.03/30.99  																																													|-Branch two:
% 66.03/30.99  																																													| (807) all_0_47_47 = e1 & all_0_52_52 = e2 &  ~ (all_0_48_48 = e2)
% 66.03/30.99  																																													|
% 66.03/30.99  																																														| Applying alpha-rule on (807) yields:
% 66.03/30.99  																																														| (654) all_0_47_47 = e1
% 66.03/30.99  																																														| (352) all_0_52_52 = e2
% 66.03/30.99  																																														| (810)  ~ (all_0_48_48 = e2)
% 66.03/30.99  																																														|
% 66.03/30.99  																																														| Combining equations (352,642) yields a new equation:
% 66.03/30.99  																																														| (616) e2 = e1
% 66.03/30.99  																																														|
% 66.03/30.99  																																														| Simplifying 616 yields:
% 66.03/30.99  																																														| (617) e2 = e1
% 66.03/30.99  																																														|
% 66.03/30.99  																																														| Equations (617) can reduce 122 to:
% 66.03/30.99  																																														| (266) $false
% 66.03/30.99  																																														|
% 66.03/30.99  																																														|-The branch is then unsatisfiable
% 66.03/30.99  																																												|-Branch two:
% 66.03/30.99  																																												| (813) all_0_47_47 = e1 & all_0_52_52 = e2 &  ~ (all_0_51_51 = e1)
% 66.03/30.99  																																												|
% 66.03/30.99  																																													| Applying alpha-rule on (813) yields:
% 66.03/30.99  																																													| (654) all_0_47_47 = e1
% 66.03/30.99  																																													| (352) all_0_52_52 = e2
% 66.03/30.99  																																													| (464)  ~ (all_0_51_51 = e1)
% 66.03/30.99  																																													|
% 66.03/30.99  																																													| Combining equations (352,642) yields a new equation:
% 66.03/30.99  																																													| (616) e2 = e1
% 66.03/30.99  																																													|
% 66.03/30.99  																																													| Simplifying 616 yields:
% 66.03/30.99  																																													| (617) e2 = e1
% 66.03/30.99  																																													|
% 66.03/30.99  																																													| Equations (617) can reduce 122 to:
% 66.03/30.99  																																													| (266) $false
% 66.03/30.99  																																													|
% 66.03/30.99  																																													|-The branch is then unsatisfiable
% 66.03/30.99  																																											|-Branch two:
% 66.03/30.99  																																											| (819) all_0_47_47 = e0 & all_0_58_58 = e2 &  ~ (all_0_49_49 = e2)
% 66.03/30.99  																																											|
% 66.03/30.99  																																												| Applying alpha-rule on (819) yields:
% 66.03/30.99  																																												| (674) all_0_47_47 = e0
% 66.03/30.99  																																												| (624) all_0_58_58 = e2
% 66.03/30.99  																																												| (340)  ~ (all_0_49_49 = e2)
% 66.03/30.99  																																												|
% 66.03/30.99  																																												| Combining equations (1105,674) yields a new equation:
% 66.03/30.99  																																												| (391) e2 = e0
% 66.03/30.99  																																												|
% 66.03/30.99  																																												| Simplifying 391 yields:
% 66.03/30.99  																																												| (330) e2 = e0
% 66.03/30.99  																																												|
% 66.03/30.99  																																												| Equations (330) can reduce 128 to:
% 66.03/30.99  																																												| (266) $false
% 66.03/30.99  																																												|
% 66.03/30.99  																																												|-The branch is then unsatisfiable
% 66.03/30.99  																																										|-Branch two:
% 66.03/30.99  																																										| (825) all_0_47_47 = e0 & all_0_58_58 = e2 &  ~ (all_0_56_56 = e0)
% 66.03/30.99  																																										|
% 66.03/30.99  																																											| Applying alpha-rule on (825) yields:
% 66.03/30.99  																																											| (674) all_0_47_47 = e0
% 66.03/30.99  																																											| (624) all_0_58_58 = e2
% 66.03/30.99  																																											| (828)  ~ (all_0_56_56 = e0)
% 66.03/30.99  																																											|
% 66.03/30.99  																																											| Combining equations (1105,674) yields a new equation:
% 66.03/30.99  																																											| (391) e2 = e0
% 66.03/30.99  																																											|
% 66.03/30.99  																																											| Simplifying 391 yields:
% 66.03/30.99  																																											| (330) e2 = e0
% 66.03/30.99  																																											|
% 66.03/30.99  																																											| Equations (330) can reduce 128 to:
% 66.03/30.99  																																											| (266) $false
% 66.03/30.99  																																											|
% 66.03/30.99  																																											|-The branch is then unsatisfiable
% 66.03/30.99  																																									|-Branch two:
% 66.03/30.99  																																									| (357)  ~ (all_0_41_41 = e0)
% 66.03/30.99  																																									| (895) all_0_46_46 = e0 | all_0_55_55 = e0
% 66.03/30.99  																																									|
% 66.03/30.99  																																										+-Applying beta-rule and splitting (125), into two cases.
% 66.03/30.99  																																										|-Branch one:
% 66.03/30.99  																																										| (858) all_0_55_55 = e0
% 66.03/30.99  																																										|
% 66.03/30.99  																																											| Combining equations (2336,858) yields a new equation:
% 66.03/30.99  																																											| (675) e3 = e0
% 66.03/30.99  																																											|
% 66.03/30.99  																																											| Simplifying 675 yields:
% 66.03/30.99  																																											| (676) e3 = e0
% 66.03/30.99  																																											|
% 66.03/30.99  																																											| Equations (676) can reduce 80 to:
% 66.03/30.99  																																											| (266) $false
% 66.03/30.99  																																											|
% 66.03/30.99  																																											|-The branch is then unsatisfiable
% 66.03/30.99  																																										|-Branch two:
% 66.03/30.99  																																										| (803)  ~ (all_0_55_55 = e0)
% 66.03/30.99  																																										| (863) all_0_56_56 = e0 | all_0_57_57 = e0 | all_0_58_58 = e0
% 66.03/30.99  																																										|
% 66.03/30.99  																																											| Equations (2336) can reduce 803 to:
% 66.03/30.99  																																											| (80)  ~ (e3 = e0)
% 66.03/30.99  																																											|
% 66.03/30.99  																																											+-Applying beta-rule and splitting (895), into two cases.
% 66.03/30.99  																																											|-Branch one:
% 66.03/30.99  																																											| (538) all_0_46_46 = e0
% 66.03/30.99  																																											|
% 66.03/30.99  																																												| Combining equations (538,545) yields a new equation:
% 66.03/30.99  																																												| (431) e1 = e0
% 66.03/30.99  																																												|
% 66.03/30.99  																																												| Equations (431) can reduce 233 to:
% 66.03/30.99  																																												| (266) $false
% 66.03/30.99  																																												|
% 66.03/30.99  																																												|-The branch is then unsatisfiable
% 66.03/30.99  																																											|-Branch two:
% 66.03/30.99  																																											| (831)  ~ (all_0_46_46 = e0)
% 66.03/30.99  																																											| (858) all_0_55_55 = e0
% 66.03/30.99  																																											|
% 66.03/30.99  																																												| Combining equations (2336,858) yields a new equation:
% 66.03/30.99  																																												| (675) e3 = e0
% 66.03/30.99  																																												|
% 66.03/30.99  																																												| Simplifying 675 yields:
% 66.03/30.99  																																												| (676) e3 = e0
% 66.03/30.99  																																												|
% 66.03/30.99  																																												| Equations (676) can reduce 80 to:
% 66.03/30.99  																																												| (266) $false
% 66.03/30.99  																																												|
% 66.03/30.99  																																												|-The branch is then unsatisfiable
% 66.03/30.99  																																								|-Branch two:
% 66.03/30.99  																																								| (270)  ~ (all_0_55_55 = e3)
% 66.03/30.99  																																								| (62557) all_0_56_56 = e3 | all_0_58_58 = e3
% 66.03/30.99  																																								|
% 66.03/30.99  																																									+-Applying beta-rule and splitting (62557), into two cases.
% 66.03/30.99  																																									|-Branch one:
% 66.03/30.99  																																									| (1097) all_0_56_56 = e3
% 66.03/30.99  																																									|
% 66.03/30.99  																																										| Equations (1097) can reduce 272 to:
% 66.03/30.99  																																										| (266) $false
% 66.03/30.99  																																										|
% 66.03/30.99  																																										|-The branch is then unsatisfiable
% 66.03/30.99  																																									|-Branch two:
% 66.03/30.99  																																									| (272)  ~ (all_0_56_56 = e3)
% 66.03/30.99  																																									| (795) all_0_58_58 = e3
% 66.03/30.99  																																									|
% 66.03/30.99  																																										| Equations (795) can reduce 276 to:
% 66.03/30.99  																																										| (266) $false
% 66.03/30.99  																																										|
% 66.03/30.99  																																										|-The branch is then unsatisfiable
% 66.03/30.99  																																			|-Branch two:
% 66.03/30.99  																																			| (256)  ~ (all_0_49_49 = e4)
% 66.03/30.99  																																			| (977) all_0_49_49 = e3 | all_0_49_49 = e1 | all_0_49_49 = e0
% 66.03/30.99  																																			|
% 66.03/30.99  																																				+-Applying beta-rule and splitting (2271), into two cases.
% 66.03/30.99  																																				|-Branch one:
% 66.03/30.99  																																				| (446) all_0_44_44 = e4
% 66.03/30.99  																																				|
% 66.03/30.99  																																					| Equations (446) can reduce 1390 to:
% 66.03/30.99  																																					| (266) $false
% 66.03/30.99  																																					|
% 66.03/30.99  																																					|-The branch is then unsatisfiable
% 66.03/30.99  																																				|-Branch two:
% 66.03/30.99  																																				| (1390)  ~ (all_0_44_44 = e4)
% 66.03/30.99  																																				| (7998) all_0_49_49 = e4 | all_0_53_53 = e4 | all_0_58_58 = e4
% 66.03/30.99  																																				|
% 66.03/30.99  																																					+-Applying beta-rule and splitting (7998), into two cases.
% 66.03/30.99  																																					|-Branch one:
% 66.03/30.99  																																					| (974) all_0_49_49 = e4
% 66.03/30.99  																																					|
% 66.03/30.99  																																						| Equations (974) can reduce 256 to:
% 66.03/30.99  																																						| (266) $false
% 66.03/30.99  																																						|
% 66.03/30.99  																																						|-The branch is then unsatisfiable
% 66.03/30.99  																																					|-Branch two:
% 66.03/30.99  																																					| (256)  ~ (all_0_49_49 = e4)
% 66.03/30.99  																																					| (8013) all_0_53_53 = e4 | all_0_58_58 = e4
% 66.03/30.99  																																					|
% 66.03/30.99  																																						+-Applying beta-rule and splitting (8013), into two cases.
% 66.03/30.99  																																						|-Branch one:
% 66.03/30.99  																																						| (1298) all_0_53_53 = e4
% 66.03/30.99  																																						|
% 66.03/30.99  																																							| Combining equations (607,1298) yields a new equation:
% 66.03/30.99  																																							| (323) e4 = e2
% 66.03/30.99  																																							|
% 66.03/30.99  																																							| Equations (323) can reduce 48 to:
% 66.03/30.99  																																							| (266) $false
% 66.03/30.99  																																							|
% 66.03/30.99  																																							|-The branch is then unsatisfiable
% 66.03/30.99  																																						|-Branch two:
% 66.03/30.99  																																						| (1453)  ~ (all_0_53_53 = e4)
% 66.03/30.99  																																						| (910) all_0_58_58 = e4
% 66.03/30.99  																																						|
% 66.03/30.99  																																							| Equations (910) can reduce 451 to:
% 66.03/30.99  																																							| (266) $false
% 66.03/30.99  																																							|
% 66.03/30.99  																																							|-The branch is then unsatisfiable
% 66.03/30.99  																																|-Branch two:
% 66.03/30.99  																																| (1377)  ~ (all_0_39_39 = e4)
% 66.03/30.99  																																| (2115) all_0_42_42 = e4 | all_0_47_47 = e4 | all_0_51_51 = e4 | all_0_56_56 = e4
% 66.03/30.99  																																|
% 66.03/30.99  																																	+-Applying beta-rule and splitting (326), into two cases.
% 66.03/30.99  																																	|-Branch one:
% 66.03/30.99  																																	| (471) all_0_39_39 = e4
% 66.03/30.99  																																	|
% 66.03/30.99  																																		| Equations (471) can reduce 1377 to:
% 66.03/30.99  																																		| (266) $false
% 66.03/30.99  																																		|
% 66.03/30.99  																																		|-The branch is then unsatisfiable
% 66.03/30.99  																																	|-Branch two:
% 66.03/30.99  																																	| (1377)  ~ (all_0_39_39 = e4)
% 66.03/31.00  																																	| (1378) all_0_40_40 = e4
% 66.03/31.00  																																	|
% 66.03/31.00  																																		| Equations (1378) can reduce 200 to:
% 66.03/31.00  																																		| (255)  ~ (all_0_49_49 = e4)
% 66.03/31.00  																																		|
% 66.03/31.00  																																		| Simplifying 255 yields:
% 66.03/31.00  																																		| (256)  ~ (all_0_49_49 = e4)
% 66.03/31.00  																																		|
% 66.03/31.00  																																		+-Applying beta-rule and splitting (586), into two cases.
% 66.03/31.00  																																		|-Branch one:
% 66.03/31.00  																																		| (974) all_0_49_49 = e4
% 66.03/31.00  																																		|
% 66.03/31.00  																																			| Equations (974) can reduce 256 to:
% 66.03/31.00  																																			| (266) $false
% 66.03/31.00  																																			|
% 66.03/31.00  																																			|-The branch is then unsatisfiable
% 66.03/31.00  																																		|-Branch two:
% 66.03/31.00  																																		| (256)  ~ (all_0_49_49 = e4)
% 66.03/31.00  																																		| (977) all_0_49_49 = e3 | all_0_49_49 = e1 | all_0_49_49 = e0
% 66.03/31.00  																																		|
% 66.03/31.00  																																			+-Applying beta-rule and splitting (977), into two cases.
% 66.03/31.00  																																			|-Branch one:
% 66.03/31.00  																																			| (978) all_0_49_49 = e0
% 66.03/31.00  																																			|
% 66.03/31.00  																																				| Equations (978) can reduce 487 to:
% 66.03/31.00  																																				| (266) $false
% 66.03/31.00  																																				|
% 66.03/31.00  																																				|-The branch is then unsatisfiable
% 66.03/31.00  																																			|-Branch two:
% 66.03/31.00  																																			| (487)  ~ (all_0_49_49 = e0)
% 66.03/31.00  																																			| (981) all_0_49_49 = e3 | all_0_49_49 = e1
% 66.03/31.00  																																			|
% 66.03/31.00  																																				+-Applying beta-rule and splitting (981), into two cases.
% 66.03/31.00  																																				|-Branch one:
% 66.03/31.00  																																				| (671) all_0_49_49 = e1
% 66.03/31.00  																																				|
% 66.03/31.00  																																					| Equations (671) can reduce 1064 to:
% 66.03/31.00  																																					| (266) $false
% 66.03/31.00  																																					|
% 66.03/31.00  																																					|-The branch is then unsatisfiable
% 66.03/31.00  																																				|-Branch two:
% 66.03/31.00  																																				| (1064)  ~ (all_0_49_49 = e1)
% 66.03/31.00  																																				| (884) all_0_49_49 = e3
% 66.03/31.00  																																				|
% 66.03/31.00  																																					| Equations (884) can reduce 525 to:
% 66.03/31.00  																																					| (266) $false
% 66.03/31.00  																																					|
% 66.03/31.00  																																					|-The branch is then unsatisfiable
% 66.03/31.00  																												|-Branch two:
% 66.03/31.00  																												| (338)  ~ (all_0_47_47 = e2)
% 66.03/31.00  																												| (10761) all_0_48_48 = e2 | all_0_49_49 = e2
% 66.03/31.00  																												|
% 66.03/31.00  																													+-Applying beta-rule and splitting (10761), into two cases.
% 66.03/31.00  																													|-Branch one:
% 66.03/31.00  																													| (335) all_0_48_48 = e2
% 66.03/31.00  																													|
% 66.03/31.00  																														| Combining equations (335,1279) yields a new equation:
% 66.03/31.00  																														| (391) e2 = e0
% 66.03/31.00  																														|
% 66.03/31.00  																														| Simplifying 391 yields:
% 66.03/31.00  																														| (330) e2 = e0
% 66.03/31.00  																														|
% 66.03/31.00  																														| Equations (330) can reduce 128 to:
% 66.03/31.00  																														| (266) $false
% 66.03/31.00  																														|
% 66.03/31.00  																														|-The branch is then unsatisfiable
% 66.03/31.00  																													|-Branch two:
% 66.03/31.00  																													| (810)  ~ (all_0_48_48 = e2)
% 66.03/31.00  																													| (583) all_0_49_49 = e2
% 66.03/31.00  																													|
% 66.03/31.00  																														| Equations (583) can reduce 340 to:
% 66.03/31.00  																														| (266) $false
% 66.03/31.00  																														|
% 66.03/31.00  																														|-The branch is then unsatisfiable
% 66.03/31.00  																										|-Branch two:
% 66.03/31.00  																										| (509)  ~ (all_0_53_53 = e2)
% 66.03/31.00  																										| (610) all_0_53_53 = e4 | all_0_53_53 = e3 | all_0_53_53 = e1
% 66.03/31.00  																										|
% 66.03/31.00  																											+-Applying beta-rule and splitting (381), into two cases.
% 66.03/31.00  																											|-Branch one:
% 66.03/31.00  																											| (504) all_0_51_51 = e2
% 66.03/31.00  																											|
% 66.03/31.00  																												| Equations (504) can reduce 6 to:
% 66.03/31.00  																												| (508)  ~ (all_0_53_53 = e2)
% 66.03/31.00  																												|
% 66.03/31.00  																												| Simplifying 508 yields:
% 66.03/31.00  																												| (509)  ~ (all_0_53_53 = e2)
% 66.03/31.00  																												|
% 66.03/31.00  																												+-Applying beta-rule and splitting (377), into two cases.
% 66.03/31.00  																												|-Branch one:
% 66.03/31.00  																												| (583) all_0_49_49 = e2
% 66.03/31.00  																												|
% 66.03/31.00  																													| Equations (583) can reduce 86 to:
% 66.03/31.00  																													| (338)  ~ (all_0_47_47 = e2)
% 66.03/31.00  																													|
% 66.03/31.00  																													| Equations (583) can reduce 525 to:
% 66.03/31.00  																													| (626)  ~ (e3 = e2)
% 66.03/31.00  																													|
% 66.03/31.00  																													| Simplifying 626 yields:
% 66.03/31.00  																													| (212)  ~ (e3 = e2)
% 66.03/31.00  																													|
% 66.03/31.00  																													| Equations (583) can reduce 1064 to:
% 66.03/31.00  																													| (122)  ~ (e2 = e1)
% 66.03/31.00  																													|
% 66.03/31.00  																													+-Applying beta-rule and splitting (105), into two cases.
% 66.03/31.00  																													|-Branch one:
% 66.03/31.00  																													| (1105) all_0_47_47 = e2
% 66.03/31.00  																													|
% 66.03/31.00  																														| Equations (1105) can reduce 338 to:
% 66.03/31.00  																														| (266) $false
% 66.03/31.00  																														|
% 66.03/31.00  																														|-The branch is then unsatisfiable
% 66.03/31.00  																													|-Branch two:
% 66.03/31.00  																													| (338)  ~ (all_0_47_47 = e2)
% 66.03/31.00  																													| (1789) all_0_47_47 = e4 | all_0_47_47 = e3 | all_0_47_47 = e1 | all_0_47_47 = e0
% 66.03/31.00  																													|
% 66.03/31.00  																														+-Applying beta-rule and splitting (418), into two cases.
% 66.03/31.00  																														|-Branch one:
% 66.03/31.00  																														| (660) all_0_51_51 = e3
% 66.03/31.00  																														|
% 66.03/31.00  																															| Combining equations (504,660) yields a new equation:
% 66.03/31.00  																															| (662) e3 = e2
% 66.03/31.00  																															|
% 66.03/31.00  																															| Equations (662) can reduce 212 to:
% 66.03/31.00  																															| (266) $false
% 66.03/31.00  																															|
% 66.03/31.00  																															|-The branch is then unsatisfiable
% 66.03/31.00  																														|-Branch two:
% 66.03/31.00  																														| (664)  ~ (all_0_51_51 = e3)
% 66.03/31.00  																														| (665) all_0_53_53 = e3
% 66.03/31.00  																														|
% 66.03/31.00  																															| Equations (665) can reduce 10 to:
% 66.03/31.00  																															| (275)  ~ (all_0_58_58 = e3)
% 66.03/31.00  																															|
% 66.03/31.00  																															| Simplifying 275 yields:
% 66.03/31.00  																															| (276)  ~ (all_0_58_58 = e3)
% 66.03/31.00  																															|
% 66.03/31.00  																															+-Applying beta-rule and splitting (1789), into two cases.
% 66.03/31.00  																															|-Branch one:
% 66.03/31.00  																															| (1790) all_0_47_47 = e4
% 66.03/31.00  																															|
% 66.03/31.00  																																| Equations (1790) can reduce 79 to:
% 66.03/31.00  																																| (1377)  ~ (all_0_39_39 = e4)
% 66.03/31.00  																																|
% 66.03/31.00  																																| Equations (1790) can reduce 678 to:
% 66.03/31.00  																																| (49)  ~ (e4 = e0)
% 66.03/31.00  																																|
% 66.03/31.00  																																+-Applying beta-rule and splitting (326), into two cases.
% 66.03/31.00  																																|-Branch one:
% 66.03/31.00  																																| (471) all_0_39_39 = e4
% 66.03/31.00  																																|
% 66.03/31.00  																																	| Equations (471) can reduce 1377 to:
% 66.03/31.00  																																	| (266) $false
% 66.03/31.00  																																	|
% 66.03/31.00  																																	|-The branch is then unsatisfiable
% 66.03/31.00  																																|-Branch two:
% 66.03/31.00  																																| (1377)  ~ (all_0_39_39 = e4)
% 66.03/31.00  																																| (1378) all_0_40_40 = e4
% 66.03/31.00  																																|
% 66.03/31.00  																																	| Equations (1378) can reduce 176 to:
% 66.03/31.00  																																	| (1377)  ~ (all_0_39_39 = e4)
% 66.03/31.00  																																	|
% 66.03/31.00  																																	| Equations (1378) can reduce 132 to:
% 66.03/31.00  																																	| (110)  ~ (e4 = e1)
% 66.03/31.00  																																	|
% 66.03/31.00  																																	+-Applying beta-rule and splitting (333), into two cases.
% 66.03/31.00  																																	|-Branch one:
% 66.03/31.00  																																	| (480) all_0_39_39 = e0
% 66.03/31.00  																																	|
% 66.03/31.00  																																		| Equations (480) can reduce 1377 to:
% 66.03/31.00  																																		| (401)  ~ (e4 = e0)
% 66.03/31.00  																																		|
% 66.03/31.00  																																		| Simplifying 401 yields:
% 66.03/31.00  																																		| (49)  ~ (e4 = e0)
% 66.03/31.00  																																		|
% 66.03/31.00  																																		+-Applying beta-rule and splitting (163), into two cases.
% 66.03/31.00  																																		|-Branch one:
% 66.03/31.00  																																		| (565) all_0_52_52 = e4
% 66.03/31.00  																																		|
% 66.03/31.00  																																			| Combining equations (642,565) yields a new equation:
% 66.03/31.00  																																			| (630) e4 = e1
% 66.03/31.00  																																			|
% 66.03/31.00  																																			| Equations (630) can reduce 110 to:
% 66.03/31.00  																																			| (266) $false
% 66.03/31.00  																																			|
% 66.03/31.00  																																			|-The branch is then unsatisfiable
% 66.03/31.00  																																		|-Branch two:
% 66.03/31.00  																																		| (780)  ~ (all_0_52_52 = e4)
% 66.03/31.00  																																		| (781) (all_0_41_41 = e0 & all_0_58_58 = e3 &  ~ (all_0_44_44 = e3)) | (all_0_41_41 = e0 & all_0_58_58 = e3 &  ~ (all_0_55_55 = e0)) | (all_0_47_47 = e1 & all_0_52_52 = e2 &  ~ (all_0_48_48 = e2)) | (all_0_47_47 = e1 & all_0_52_52 = e2 &  ~ (all_0_51_51 = e1)) | (all_0_47_47 = e0 & all_0_58_58 = e2 &  ~ (all_0_49_49 = e2)) | (all_0_47_47 = e0 & all_0_58_58 = e2 &  ~ (all_0_56_56 = e0))
% 66.03/31.00  																																		|
% 66.03/31.00  																																			+-Applying beta-rule and splitting (781), into two cases.
% 66.03/31.00  																																			|-Branch one:
% 66.03/31.00  																																			| (789) (all_0_41_41 = e0 & all_0_58_58 = e3 &  ~ (all_0_44_44 = e3)) | (all_0_41_41 = e0 & all_0_58_58 = e3 &  ~ (all_0_55_55 = e0)) | (all_0_47_47 = e1 & all_0_52_52 = e2 &  ~ (all_0_48_48 = e2)) | (all_0_47_47 = e1 & all_0_52_52 = e2 &  ~ (all_0_51_51 = e1)) | (all_0_47_47 = e0 & all_0_58_58 = e2 &  ~ (all_0_49_49 = e2))
% 66.03/31.00  																																			|
% 66.03/31.00  																																				+-Applying beta-rule and splitting (789), into two cases.
% 66.03/31.00  																																				|-Branch one:
% 66.03/31.00  																																				| (790) (all_0_41_41 = e0 & all_0_58_58 = e3 &  ~ (all_0_44_44 = e3)) | (all_0_41_41 = e0 & all_0_58_58 = e3 &  ~ (all_0_55_55 = e0)) | (all_0_47_47 = e1 & all_0_52_52 = e2 &  ~ (all_0_48_48 = e2)) | (all_0_47_47 = e1 & all_0_52_52 = e2 &  ~ (all_0_51_51 = e1))
% 66.03/31.00  																																				|
% 66.03/31.00  																																					+-Applying beta-rule and splitting (790), into two cases.
% 66.03/31.00  																																					|-Branch one:
% 66.03/31.00  																																					| (791) (all_0_41_41 = e0 & all_0_58_58 = e3 &  ~ (all_0_44_44 = e3)) | (all_0_41_41 = e0 & all_0_58_58 = e3 &  ~ (all_0_55_55 = e0)) | (all_0_47_47 = e1 & all_0_52_52 = e2 &  ~ (all_0_48_48 = e2))
% 66.03/31.00  																																					|
% 66.03/31.00  																																						+-Applying beta-rule and splitting (791), into two cases.
% 66.03/31.00  																																						|-Branch one:
% 66.03/31.00  																																						| (792) (all_0_41_41 = e0 & all_0_58_58 = e3 &  ~ (all_0_44_44 = e3)) | (all_0_41_41 = e0 & all_0_58_58 = e3 &  ~ (all_0_55_55 = e0))
% 66.03/31.00  																																						|
% 66.03/31.00  																																							+-Applying beta-rule and splitting (792), into two cases.
% 66.03/31.00  																																							|-Branch one:
% 66.03/31.00  																																							| (793) all_0_41_41 = e0 & all_0_58_58 = e3 &  ~ (all_0_44_44 = e3)
% 66.03/31.00  																																							|
% 66.03/31.00  																																								| Applying alpha-rule on (793) yields:
% 66.03/31.00  																																								| (794) all_0_41_41 = e0
% 66.03/31.00  																																								| (795) all_0_58_58 = e3
% 66.03/31.00  																																								| (407)  ~ (all_0_44_44 = e3)
% 66.03/31.00  																																								|
% 66.03/31.00  																																								| Equations (795) can reduce 276 to:
% 66.03/31.00  																																								| (266) $false
% 66.03/31.00  																																								|
% 66.03/31.00  																																								|-The branch is then unsatisfiable
% 66.03/31.00  																																							|-Branch two:
% 66.03/31.00  																																							| (800) all_0_41_41 = e0 & all_0_58_58 = e3 &  ~ (all_0_55_55 = e0)
% 66.03/31.00  																																							|
% 66.03/31.00  																																								| Applying alpha-rule on (800) yields:
% 66.03/31.00  																																								| (794) all_0_41_41 = e0
% 66.03/31.00  																																								| (795) all_0_58_58 = e3
% 66.03/31.00  																																								| (803)  ~ (all_0_55_55 = e0)
% 66.03/31.00  																																								|
% 66.03/31.00  																																								| Equations (795) can reduce 276 to:
% 66.03/31.00  																																								| (266) $false
% 66.03/31.00  																																								|
% 66.03/31.00  																																								|-The branch is then unsatisfiable
% 66.03/31.00  																																						|-Branch two:
% 66.03/31.00  																																						| (807) all_0_47_47 = e1 & all_0_52_52 = e2 &  ~ (all_0_48_48 = e2)
% 66.03/31.00  																																						|
% 66.03/31.00  																																							| Applying alpha-rule on (807) yields:
% 66.03/31.00  																																							| (654) all_0_47_47 = e1
% 66.03/31.00  																																							| (352) all_0_52_52 = e2
% 66.03/31.00  																																							| (810)  ~ (all_0_48_48 = e2)
% 66.03/31.00  																																							|
% 66.03/31.00  																																							| Combining equations (642,352) yields a new equation:
% 66.03/31.00  																																							| (617) e2 = e1
% 66.03/31.00  																																							|
% 66.03/31.00  																																							| Equations (617) can reduce 122 to:
% 66.03/31.00  																																							| (266) $false
% 66.03/31.00  																																							|
% 66.03/31.00  																																							|-The branch is then unsatisfiable
% 66.03/31.00  																																					|-Branch two:
% 66.03/31.00  																																					| (813) all_0_47_47 = e1 & all_0_52_52 = e2 &  ~ (all_0_51_51 = e1)
% 66.03/31.00  																																					|
% 66.03/31.00  																																						| Applying alpha-rule on (813) yields:
% 66.03/31.00  																																						| (654) all_0_47_47 = e1
% 66.03/31.00  																																						| (352) all_0_52_52 = e2
% 66.03/31.00  																																						| (464)  ~ (all_0_51_51 = e1)
% 66.03/31.00  																																						|
% 66.03/31.00  																																						| Combining equations (642,352) yields a new equation:
% 66.03/31.00  																																						| (617) e2 = e1
% 66.03/31.00  																																						|
% 66.03/31.00  																																						| Equations (617) can reduce 122 to:
% 66.03/31.00  																																						| (266) $false
% 66.03/31.00  																																						|
% 66.03/31.00  																																						|-The branch is then unsatisfiable
% 66.03/31.00  																																				|-Branch two:
% 66.03/31.00  																																				| (819) all_0_47_47 = e0 & all_0_58_58 = e2 &  ~ (all_0_49_49 = e2)
% 66.03/31.00  																																				|
% 66.03/31.00  																																					| Applying alpha-rule on (819) yields:
% 66.03/31.00  																																					| (674) all_0_47_47 = e0
% 66.03/31.00  																																					| (624) all_0_58_58 = e2
% 66.03/31.00  																																					| (340)  ~ (all_0_49_49 = e2)
% 66.03/31.00  																																					|
% 66.03/31.00  																																					| Combining equations (674,1790) yields a new equation:
% 66.03/31.00  																																					| (397) e4 = e0
% 66.03/31.00  																																					|
% 66.03/31.00  																																					| Equations (397) can reduce 49 to:
% 66.03/31.00  																																					| (266) $false
% 66.03/31.00  																																					|
% 66.03/31.00  																																					|-The branch is then unsatisfiable
% 66.03/31.00  																																			|-Branch two:
% 66.03/31.00  																																			| (825) all_0_47_47 = e0 & all_0_58_58 = e2 &  ~ (all_0_56_56 = e0)
% 66.03/31.00  																																			|
% 66.03/31.00  																																				| Applying alpha-rule on (825) yields:
% 66.03/31.00  																																				| (674) all_0_47_47 = e0
% 66.03/31.00  																																				| (624) all_0_58_58 = e2
% 66.03/31.00  																																				| (828)  ~ (all_0_56_56 = e0)
% 66.03/31.00  																																				|
% 66.03/31.00  																																				| Combining equations (674,1790) yields a new equation:
% 66.03/31.00  																																				| (397) e4 = e0
% 66.03/31.00  																																				|
% 66.03/31.00  																																				| Equations (397) can reduce 49 to:
% 66.03/31.00  																																				| (266) $false
% 66.03/31.00  																																				|
% 66.03/31.00  																																				|-The branch is then unsatisfiable
% 66.03/31.00  																																	|-Branch two:
% 66.03/31.00  																																	| (484)  ~ (all_0_39_39 = e0)
% 66.03/31.00  																																	| (485) all_0_40_40 = e0
% 66.03/31.00  																																	|
% 66.03/31.00  																																		| Combining equations (485,1378) yields a new equation:
% 66.03/31.00  																																		| (397) e4 = e0
% 66.03/31.00  																																		|
% 66.03/31.00  																																		| Equations (397) can reduce 49 to:
% 66.03/31.00  																																		| (266) $false
% 66.03/31.00  																																		|
% 66.03/31.00  																																		|-The branch is then unsatisfiable
% 66.03/31.00  																															|-Branch two:
% 66.03/31.00  																															| (252)  ~ (all_0_47_47 = e4)
% 66.03/31.00  																															| (1793) all_0_47_47 = e3 | all_0_47_47 = e1 | all_0_47_47 = e0
% 66.03/31.00  																															|
% 66.03/31.00  																																+-Applying beta-rule and splitting (1793), into two cases.
% 66.03/31.00  																																|-Branch one:
% 66.03/31.00  																																| (674) all_0_47_47 = e0
% 66.03/31.00  																																|
% 66.03/31.00  																																	| Equations (674) can reduce 678 to:
% 66.03/31.00  																																	| (266) $false
% 66.03/31.00  																																	|
% 66.03/31.00  																																	|-The branch is then unsatisfiable
% 66.03/31.00  																																|-Branch two:
% 66.03/31.00  																																| (678)  ~ (all_0_47_47 = e0)
% 66.03/31.00  																																| (1831) all_0_47_47 = e3 | all_0_47_47 = e1
% 66.03/31.00  																																|
% 66.03/31.00  																																	+-Applying beta-rule and splitting (1831), into two cases.
% 66.03/31.00  																																	|-Branch one:
% 66.03/31.00  																																	| (654) all_0_47_47 = e1
% 66.03/31.00  																																	|
% 66.03/31.00  																																		| Equations (654) can reduce 462 to:
% 66.03/31.00  																																		| (266) $false
% 66.03/31.00  																																		|
% 66.03/31.00  																																		|-The branch is then unsatisfiable
% 66.03/31.00  																																	|-Branch two:
% 66.03/31.00  																																	| (462)  ~ (all_0_47_47 = e1)
% 66.03/31.00  																																	| (522) all_0_47_47 = e3
% 66.03/31.00  																																	|
% 66.03/31.00  																																		| Equations (522) can reduce 1091 to:
% 66.03/31.00  																																		| (266) $false
% 66.03/31.00  																																		|
% 66.03/31.00  																																		|-The branch is then unsatisfiable
% 66.03/31.00  																												|-Branch two:
% 66.03/31.00  																												| (340)  ~ (all_0_49_49 = e2)
% 66.03/31.00  																												| (614) all_0_53_53 = e2 | all_0_58_58 = e2
% 66.03/31.00  																												|
% 66.03/31.00  																													+-Applying beta-rule and splitting (614), into two cases.
% 66.03/31.00  																													|-Branch one:
% 66.03/31.00  																													| (607) all_0_53_53 = e2
% 66.03/31.00  																													|
% 66.03/31.00  																														| Equations (607) can reduce 509 to:
% 66.03/31.00  																														| (266) $false
% 66.03/31.00  																														|
% 66.03/31.00  																														|-The branch is then unsatisfiable
% 66.03/31.00  																													|-Branch two:
% 66.03/31.00  																													| (509)  ~ (all_0_53_53 = e2)
% 66.03/31.00  																													| (624) all_0_58_58 = e2
% 66.03/31.00  																													|
% 66.03/31.00  																														| Equations (624) can reduce 908 to:
% 66.03/31.00  																														| (266) $false
% 66.03/31.00  																														|
% 66.03/31.00  																														|-The branch is then unsatisfiable
% 66.03/31.00  																											|-Branch two:
% 66.03/31.00  																											| (1099)  ~ (all_0_51_51 = e2)
% 66.03/31.00  																											| (1152) all_0_52_52 = e2 | all_0_53_53 = e2
% 66.03/31.00  																											|
% 66.03/31.00  																												+-Applying beta-rule and splitting (7), into two cases.
% 66.03/31.00  																												|-Branch one:
% 66.03/31.00  																												| (504) all_0_51_51 = e2
% 66.03/31.00  																												|
% 66.03/31.00  																													| Equations (504) can reduce 1099 to:
% 66.03/31.00  																													| (266) $false
% 66.03/31.00  																													|
% 66.03/31.00  																													|-The branch is then unsatisfiable
% 66.03/31.00  																												|-Branch two:
% 66.03/31.00  																												| (1099)  ~ (all_0_51_51 = e2)
% 66.03/31.00  																												| (1100) all_0_51_51 = e4 | all_0_51_51 = e3 | all_0_51_51 = e1
% 66.03/31.00  																												|
% 66.03/31.00  																													+-Applying beta-rule and splitting (385), into two cases.
% 66.03/31.00  																													|-Branch one:
% 66.03/31.00  																													| (1105) all_0_47_47 = e2
% 66.03/31.00  																													|
% 66.03/31.00  																														| Equations (1105) can reduce 86 to:
% 66.03/31.00  																														| (339)  ~ (all_0_49_49 = e2)
% 66.03/31.00  																														|
% 66.03/31.00  																														| Simplifying 339 yields:
% 66.03/31.00  																														| (340)  ~ (all_0_49_49 = e2)
% 66.03/31.00  																														|
% 66.03/31.00  																														+-Applying beta-rule and splitting (377), into two cases.
% 66.03/31.00  																														|-Branch one:
% 66.03/31.00  																														| (583) all_0_49_49 = e2
% 66.03/31.00  																														|
% 66.03/31.00  																															| Equations (583) can reduce 340 to:
% 66.03/31.00  																															| (266) $false
% 66.03/31.00  																															|
% 66.03/31.00  																															|-The branch is then unsatisfiable
% 66.03/31.00  																														|-Branch two:
% 66.03/31.00  																														| (340)  ~ (all_0_49_49 = e2)
% 66.03/31.00  																														| (614) all_0_53_53 = e2 | all_0_58_58 = e2
% 66.03/31.00  																														|
% 66.03/31.00  																															+-Applying beta-rule and splitting (614), into two cases.
% 66.03/31.00  																															|-Branch one:
% 66.03/31.00  																															| (607) all_0_53_53 = e2
% 66.03/31.00  																															|
% 66.03/31.00  																																| Equations (607) can reduce 509 to:
% 66.03/31.00  																																| (266) $false
% 66.03/31.00  																																|
% 66.03/31.00  																																|-The branch is then unsatisfiable
% 66.03/31.00  																															|-Branch two:
% 66.03/31.00  																															| (509)  ~ (all_0_53_53 = e2)
% 66.03/31.00  																															| (624) all_0_58_58 = e2
% 66.03/31.00  																															|
% 66.03/31.00  																																| Equations (624) can reduce 908 to:
% 66.03/31.00  																																| (266) $false
% 66.03/31.00  																																|
% 66.03/31.00  																																|-The branch is then unsatisfiable
% 66.03/31.00  																													|-Branch two:
% 66.03/31.00  																													| (338)  ~ (all_0_47_47 = e2)
% 66.03/31.00  																													| (1108) all_0_51_51 = e2 | all_0_56_56 = e2
% 66.03/31.00  																													|
% 66.03/31.00  																														+-Applying beta-rule and splitting (1108), into two cases.
% 66.03/31.00  																														|-Branch one:
% 66.03/31.00  																														| (504) all_0_51_51 = e2
% 66.03/31.00  																														|
% 66.03/31.00  																															| Equations (504) can reduce 1099 to:
% 66.03/31.00  																															| (266) $false
% 66.03/31.00  																															|
% 66.03/31.00  																															|-The branch is then unsatisfiable
% 66.03/31.00  																														|-Branch two:
% 66.03/31.00  																														| (1099)  ~ (all_0_51_51 = e2)
% 66.03/31.00  																														| (833) all_0_56_56 = e2
% 66.03/31.00  																														|
% 66.03/31.00  																															| Equations (833) can reduce 511 to:
% 66.03/31.00  																															| (266) $false
% 66.03/31.00  																															|
% 66.03/31.00  																															|-The branch is then unsatisfiable
% 66.03/31.00  																									|-Branch two:
% 66.03/31.00  																									| (549)  ~ (all_0_46_46 = e1)
% 66.03/31.00  																									| (1557) all_0_46_46 = e3
% 66.03/31.00  																									|
% 66.03/31.00  																										| Equations (1557) can reduce 409 to:
% 66.03/31.00  																										| (266) $false
% 66.03/31.00  																										|
% 66.03/31.00  																										|-The branch is then unsatisfiable
% 66.03/31.00  																					|-Branch two:
% 66.03/31.00  																					| (566)  ~ (all_0_50_50 = e4)
% 66.03/31.00  																					| (1444) all_0_50_50 = e3 | all_0_50_50 = e1
% 66.03/31.00  																					|
% 66.03/31.00  																						+-Applying beta-rule and splitting (1444), into two cases.
% 66.03/31.00  																						|-Branch one:
% 66.03/31.00  																						| (601) all_0_50_50 = e1
% 66.03/31.00  																						|
% 66.03/31.00  																							| Equations (601) can reduce 759 to:
% 66.03/31.00  																							| (266) $false
% 66.03/31.00  																							|
% 66.03/31.00  																							|-The branch is then unsatisfiable
% 66.03/31.00  																						|-Branch two:
% 66.03/31.00  																						| (759)  ~ (all_0_50_50 = e1)
% 66.03/31.00  																						| (415) all_0_50_50 = e3
% 66.03/31.00  																						|
% 66.03/31.00  																							| Equations (415) can reduce 411 to:
% 66.03/31.00  																							| (266) $false
% 66.03/31.00  																							|
% 66.03/31.00  																							|-The branch is then unsatisfiable
% 66.03/31.00  													|-Branch two:
% 66.03/31.00  													| (399)  ~ (all_0_43_43 = e4)
% 66.03/31.00  													| (6374) all_0_43_43 = e1 | all_0_43_43 = e0
% 66.03/31.00  													|
% 66.03/31.00  														+-Applying beta-rule and splitting (6374), into two cases.
% 66.03/31.00  														|-Branch one:
% 66.03/31.00  														| (356) all_0_43_43 = e0
% 66.03/31.00  														|
% 66.03/31.00  															| Equations (356) can reduce 5470 to:
% 66.03/31.00  															| (266) $false
% 66.03/31.00  															|
% 66.03/31.00  															|-The branch is then unsatisfiable
% 66.03/31.00  														|-Branch two:
% 66.03/31.00  														| (5470)  ~ (all_0_43_43 = e0)
% 66.03/31.00  														| (430) all_0_43_43 = e1
% 66.03/31.00  														|
% 66.03/31.00  															| Equations (430) can reduce 31 to:
% 66.03/31.00  															| (457)  ~ (all_0_41_41 = e1)
% 66.03/31.00  															|
% 66.03/31.00  															| Equations (430) can reduce 240 to:
% 66.03/31.00  															| (1380)  ~ (all_0_42_42 = e1)
% 66.03/31.00  															|
% 66.03/31.00  															| Equations (430) can reduce 159 to:
% 66.03/31.00  															| (4057)  ~ (all_0_44_44 = e1)
% 66.03/31.00  															|
% 66.03/31.00  															| Simplifying 4057 yields:
% 66.03/31.00  															| (639)  ~ (all_0_44_44 = e1)
% 66.03/31.00  															|
% 66.03/31.00  															| Equations (430) can reduce 217 to:
% 66.03/31.00  															| (3533)  ~ (all_0_52_52 = e1)
% 66.03/31.00  															|
% 66.03/31.00  															| Simplifying 3533 yields:
% 66.03/31.00  															| (646)  ~ (all_0_52_52 = e1)
% 66.03/31.00  															|
% 66.03/31.00  															| Equations (430) can reduce 99 to:
% 66.03/31.00  															| (467)  ~ (e3 = e1)
% 66.03/31.00  															|
% 66.03/31.00  															| Simplifying 467 yields:
% 66.03/31.00  															| (213)  ~ (e3 = e1)
% 66.03/31.00  															|
% 66.03/31.00  															| Equations (430) can reduce 96 to:
% 66.03/31.00  															| (604)  ~ (e2 = e1)
% 66.03/31.00  															|
% 66.03/31.00  															| Simplifying 604 yields:
% 66.03/31.00  															| (122)  ~ (e2 = e1)
% 66.03/31.00  															|
% 66.03/31.00  															| From (430) and (88) follows:
% 66.03/31.01  															| (6385) op(e1, e3) = all_0_9_9
% 66.03/31.01  															|
% 66.03/31.01  															| From (430) and (98) follows:
% 66.03/31.01  															| (6386) op(e1, e1) = all_0_10_10
% 66.03/31.01  															|
% 66.03/31.01  															| From (430) and (37) follows:
% 66.03/31.01  															| (13877) op(e3, e1) = e1
% 66.03/31.01  															|
% 66.03/31.01  															+-Applying beta-rule and splitting (355), into two cases.
% 66.03/31.01  															|-Branch one:
% 66.03/31.01  															| (565) all_0_52_52 = e4
% 66.03/31.01  															|
% 66.03/31.01  																| Equations (565) can reduce 101 to:
% 66.03/31.01  																| (566)  ~ (all_0_50_50 = e4)
% 66.03/31.01  																|
% 66.03/31.01  																| Equations (565) can reduce 20 to:
% 66.03/31.01  																| (475)  ~ (all_0_51_51 = e4)
% 66.03/31.01  																|
% 66.03/31.01  																| Equations (565) can reduce 46 to:
% 66.03/31.01  																| (1452)  ~ (all_0_53_53 = e4)
% 66.03/31.01  																|
% 66.03/31.01  																| Simplifying 1452 yields:
% 66.03/31.01  																| (1453)  ~ (all_0_53_53 = e4)
% 66.03/31.01  																|
% 66.03/31.01  																| Equations (565) can reduce 646 to:
% 66.03/31.01  																| (110)  ~ (e4 = e1)
% 66.03/31.01  																|
% 66.03/31.01  																| Equations (565) can reduce 72 to:
% 66.03/31.01  																| (49)  ~ (e4 = e0)
% 66.03/31.01  																|
% 66.03/31.01  																| From (565) and (124) follows:
% 66.03/31.01  																| (570) op(e1, e1) = e4
% 66.03/31.01  																|
% 66.03/31.01  																| Instantiating formula (29) with e1, e3, all_0_9_9, all_0_50_50 and discharging atoms op(e1, e3) = all_0_9_9, op(e1, e3) = all_0_50_50, yields:
% 66.03/31.01  																| (6393) all_0_9_9 = all_0_50_50
% 66.03/31.01  																|
% 66.03/31.01  																| Instantiating formula (29) with e1, e1, e4, all_0_10_10 and discharging atoms op(e1, e1) = all_0_10_10, op(e1, e1) = e4, yields:
% 66.03/31.01  																| (6394) all_0_10_10 = e4
% 66.03/31.01  																|
% 66.03/31.01  																| From (6393) and (6385) follows:
% 66.03/31.01  																| (242) op(e1, e3) = all_0_50_50
% 66.03/31.01  																|
% 66.03/31.01  																| From (6394) and (6386) follows:
% 66.03/31.01  																| (570) op(e1, e1) = e4
% 66.03/31.01  																|
% 66.03/31.01  																+-Applying beta-rule and splitting (47), into two cases.
% 66.03/31.01  																|-Branch one:
% 66.03/31.01  																| (317) all_0_39_39 = e2
% 66.03/31.01  																|
% 66.03/31.01  																	| Equations (317) can reduce 294 to:
% 66.03/31.01  																	| (266) $false
% 66.03/31.01  																	|
% 66.03/31.01  																	|-The branch is then unsatisfiable
% 66.03/31.01  																|-Branch two:
% 66.03/31.01  																| (294)  ~ (all_0_39_39 = e2)
% 66.03/31.01  																| (385) all_0_47_47 = e2 | all_0_51_51 = e2 | all_0_56_56 = e2
% 66.03/31.01  																|
% 66.03/31.01  																	+-Applying beta-rule and splitting (158), into two cases.
% 66.03/31.01  																	|-Branch one:
% 66.03/31.01  																	| (313) all_0_40_40 = e2
% 66.03/31.01  																	|
% 66.03/31.01  																		| Equations (313) can reduce 296 to:
% 66.03/31.01  																		| (266) $false
% 66.03/31.01  																		|
% 66.03/31.01  																		|-The branch is then unsatisfiable
% 66.03/31.01  																	|-Branch two:
% 66.03/31.01  																	| (296)  ~ (all_0_40_40 = e2)
% 66.03/31.01  																	| (377) all_0_49_49 = e2 | all_0_53_53 = e2 | all_0_58_58 = e2
% 66.03/31.01  																	|
% 66.03/31.01  																		+-Applying beta-rule and splitting (95), into two cases.
% 66.03/31.01  																		|-Branch one:
% 66.03/31.01  																		| (378) all_0_50_50 = e2
% 66.03/31.01  																		|
% 66.03/31.01  																			| Equations (378) can reduce 302 to:
% 66.03/31.01  																			| (266) $false
% 66.03/31.01  																			|
% 66.03/31.01  																			|-The branch is then unsatisfiable
% 66.03/31.01  																		|-Branch two:
% 66.03/31.01  																		| (302)  ~ (all_0_50_50 = e2)
% 66.03/31.01  																		| (381) all_0_51_51 = e2 | all_0_52_52 = e2 | all_0_53_53 = e2
% 66.03/31.01  																		|
% 66.03/31.01  																			+-Applying beta-rule and splitting (243), into two cases.
% 66.03/31.01  																			|-Branch one:
% 66.03/31.01  																			| (329) all_0_38_38 = e0
% 66.03/31.01  																			|
% 66.03/31.01  																				| Combining equations (292,329) yields a new equation:
% 66.03/31.01  																				| (391) e2 = e0
% 66.03/31.01  																				|
% 66.03/31.01  																				| Simplifying 391 yields:
% 66.03/31.01  																				| (330) e2 = e0
% 66.03/31.01  																				|
% 66.03/31.01  																				| Equations (330) can reduce 128 to:
% 66.03/31.01  																				| (266) $false
% 66.03/31.01  																				|
% 66.03/31.01  																				|-The branch is then unsatisfiable
% 66.03/31.01  																			|-Branch two:
% 66.03/31.01  																			| (332)  ~ (all_0_38_38 = e0)
% 66.03/31.01  																			| (395) all_0_41_41 = e0 | all_0_46_46 = e0 | all_0_55_55 = e0
% 66.03/31.01  																			|
% 66.03/31.01  																				+-Applying beta-rule and splitting (168), into two cases.
% 66.03/31.01  																				|-Branch one:
% 66.03/31.01  																				| (415) all_0_50_50 = e3
% 66.03/31.01  																				|
% 66.03/31.01  																					| Equations (415) can reduce 221 to:
% 66.03/31.01  																					| (1898)  ~ (all_0_41_41 = e3)
% 66.03/31.01  																					|
% 66.03/31.01  																					| Equations (415) can reduce 35 to:
% 66.03/31.01  																					| (409)  ~ (all_0_46_46 = e3)
% 66.03/31.01  																					|
% 66.03/31.01  																					| Equations (415) can reduce 59 to:
% 66.03/31.01  																					| (1925)  ~ (all_0_51_51 = e3)
% 66.03/31.01  																					|
% 66.03/31.01  																					| Simplifying 1925 yields:
% 66.03/31.01  																					| (664)  ~ (all_0_51_51 = e3)
% 66.03/31.01  																					|
% 66.03/31.01  																					| Equations (415) can reduce 190 to:
% 66.03/31.01  																					| (1114)  ~ (all_0_53_53 = e3)
% 66.03/31.01  																					|
% 66.03/31.01  																					| Simplifying 1114 yields:
% 66.03/31.01  																					| (903)  ~ (all_0_53_53 = e3)
% 66.03/31.01  																					|
% 66.03/31.01  																					| Equations (415) can reduce 93 to:
% 66.03/31.01  																					| (269)  ~ (all_0_55_55 = e3)
% 66.03/31.01  																					|
% 66.03/31.01  																					| Simplifying 269 yields:
% 66.03/31.01  																					| (270)  ~ (all_0_55_55 = e3)
% 66.03/31.01  																					|
% 66.03/31.01  																					| Equations (415) can reduce 566 to:
% 66.03/31.01  																					| (277)  ~ (e4 = e3)
% 66.03/31.01  																					|
% 66.03/31.01  																					| Simplifying 277 yields:
% 66.03/31.01  																					| (188)  ~ (e4 = e3)
% 66.03/31.01  																					|
% 66.03/31.01  																					| From (415) and (8) follows:
% 66.03/31.01  																					| (5694) op(e3, e3) = all_0_23_23
% 66.03/31.01  																					|
% 66.03/31.01  																					| From (415) and (57) follows:
% 66.03/31.01  																					| (1933) op(e3, e1) = all_0_22_22
% 66.03/31.01  																					|
% 66.03/31.01  																					| From (415) and (242) follows:
% 66.03/31.01  																					| (1934) op(e1, e3) = e3
% 66.03/31.01  																					|
% 66.03/31.01  																					| Instantiating formula (29) with e3, e3, all_0_23_23, all_0_41_41 and discharging atoms op(e3, e3) = all_0_23_23, op(e3, e3) = all_0_41_41, yields:
% 66.03/31.01  																					| (6435) all_0_23_23 = all_0_41_41
% 66.03/31.01  																					|
% 66.03/31.01  																					| Instantiating formula (29) with e3, e1, all_0_22_22, e1 and discharging atoms op(e3, e1) = all_0_22_22, op(e3, e1) = e1, yields:
% 66.03/31.01  																					| (20077) all_0_22_22 = e1
% 66.03/31.01  																					|
% 66.03/31.01  																					| From (6435) and (5694) follows:
% 66.03/31.01  																					| (219) op(e3, e3) = all_0_41_41
% 66.03/31.01  																					|
% 66.03/31.01  																					| From (20077) and (1933) follows:
% 66.03/31.01  																					| (13877) op(e3, e1) = e1
% 66.03/31.01  																					|
% 66.03/31.01  																					+-Applying beta-rule and splitting (113), into two cases.
% 66.03/31.01  																					|-Branch one:
% 66.03/31.01  																					| (403) all_0_41_41 = e3
% 66.03/31.01  																					|
% 66.03/31.01  																						| Equations (403) can reduce 1898 to:
% 66.03/31.01  																						| (266) $false
% 66.03/31.01  																						|
% 66.03/31.01  																						|-The branch is then unsatisfiable
% 66.03/31.01  																					|-Branch two:
% 66.03/31.01  																					| (1898)  ~ (all_0_41_41 = e3)
% 66.03/31.01  																					| (1899) all_0_42_42 = e3 | all_0_44_44 = e3
% 66.03/31.01  																					|
% 66.03/31.01  																						+-Applying beta-rule and splitting (196), into two cases.
% 66.03/31.01  																						|-Branch one:
% 66.03/31.01  																						| (607) all_0_53_53 = e2
% 66.03/31.01  																						|
% 66.03/31.01  																							| Equations (607) can reduce 162 to:
% 66.03/31.01  																							| (296)  ~ (all_0_40_40 = e2)
% 66.03/31.01  																							|
% 66.03/31.01  																							| Equations (607) can reduce 220 to:
% 66.03/31.01  																							| (147)  ~ (all_0_44_44 = e2)
% 66.03/31.01  																							|
% 66.03/31.01  																							| Equations (607) can reduce 6 to:
% 66.03/31.01  																							| (1099)  ~ (all_0_51_51 = e2)
% 66.03/31.01  																							|
% 66.03/31.01  																							| Equations (607) can reduce 1453 to:
% 66.03/31.01  																							| (327)  ~ (e4 = e2)
% 66.03/31.01  																							|
% 66.03/31.01  																							| Simplifying 327 yields:
% 66.03/31.01  																							| (48)  ~ (e4 = e2)
% 66.03/31.01  																							|
% 66.03/31.01  																							| From (607) and (175) follows:
% 66.03/31.01  																							| (1556) op(e2, e0) = all_0_28_28
% 66.03/31.01  																							|
% 66.03/31.01  																							+-Applying beta-rule and splitting (7), into two cases.
% 66.03/31.01  																							|-Branch one:
% 66.03/31.01  																							| (504) all_0_51_51 = e2
% 66.03/31.01  																							|
% 66.03/31.01  																								| Equations (504) can reduce 1099 to:
% 66.03/31.01  																								| (266) $false
% 66.03/31.01  																								|
% 66.03/31.01  																								|-The branch is then unsatisfiable
% 66.03/31.01  																							|-Branch two:
% 66.03/31.01  																							| (1099)  ~ (all_0_51_51 = e2)
% 66.03/31.01  																							| (1100) all_0_51_51 = e4 | all_0_51_51 = e3 | all_0_51_51 = e1
% 66.03/31.01  																							|
% 66.03/31.01  																								+-Applying beta-rule and splitting (10171), into two cases.
% 66.03/31.01  																								|-Branch one:
% 66.03/31.01  																								| (1105) all_0_47_47 = e2
% 66.03/31.01  																								|
% 66.03/31.01  																									| Equations (1105) can reduce 79 to:
% 66.03/31.01  																									| (294)  ~ (all_0_39_39 = e2)
% 66.03/31.01  																									|
% 66.03/31.01  																									| Equations (1105) can reduce 198 to:
% 66.03/31.01  																									| (51)  ~ (all_0_42_42 = e2)
% 66.03/31.01  																									|
% 66.03/31.01  																									| Equations (1105) can reduce 19 to:
% 66.03/31.01  																									| (300)  ~ (all_0_46_46 = e2)
% 66.03/31.01  																									|
% 66.03/31.01  																									| Equations (1105) can reduce 86 to:
% 66.03/31.01  																									| (339)  ~ (all_0_49_49 = e2)
% 66.03/31.01  																									|
% 66.03/31.01  																									| Simplifying 339 yields:
% 66.03/31.01  																									| (340)  ~ (all_0_49_49 = e2)
% 66.03/31.01  																									|
% 66.03/31.01  																									| Equations (1105) can reduce 224 to:
% 66.03/31.01  																									| (17668)  ~ (all_0_51_51 = e2)
% 66.03/31.01  																									|
% 66.03/31.01  																									| Simplifying 17668 yields:
% 66.03/31.01  																									| (1099)  ~ (all_0_51_51 = e2)
% 66.03/31.01  																									|
% 66.03/31.01  																									| Equations (1105) can reduce 1091 to:
% 66.03/31.01  																									| (626)  ~ (e3 = e2)
% 66.03/31.01  																									|
% 66.03/31.01  																									| Simplifying 626 yields:
% 66.03/31.01  																									| (212)  ~ (e3 = e2)
% 66.03/31.01  																									|
% 66.03/31.01  																									+-Applying beta-rule and splitting (160), into two cases.
% 66.03/31.01  																									|-Branch one:
% 66.03/31.01  																									| (601) all_0_50_50 = e1
% 66.03/31.01  																									|
% 66.03/31.01  																										| Combining equations (415,601) yields a new equation:
% 66.03/31.01  																										| (454) e3 = e1
% 66.03/31.01  																										|
% 66.03/31.01  																										| Simplifying 454 yields:
% 66.03/31.01  																										| (455) e3 = e1
% 66.03/31.01  																										|
% 66.03/31.01  																										| Equations (455) can reduce 213 to:
% 66.03/31.01  																										| (266) $false
% 66.03/31.01  																										|
% 66.03/31.01  																										|-The branch is then unsatisfiable
% 66.03/31.01  																									|-Branch two:
% 66.03/31.01  																									| (759)  ~ (all_0_50_50 = e1)
% 66.03/31.01  																									| (1168) all_0_51_51 = e1 | all_0_52_52 = e1 | all_0_53_53 = e1
% 66.03/31.01  																									|
% 66.03/31.01  																										+-Applying beta-rule and splitting (1100), into two cases.
% 66.03/31.01  																										|-Branch one:
% 66.03/31.01  																										| (1101) all_0_51_51 = e4
% 66.03/31.01  																										|
% 66.03/31.01  																											| Equations (1101) can reduce 475 to:
% 66.03/31.01  																											| (266) $false
% 66.03/31.01  																											|
% 66.03/31.01  																											|-The branch is then unsatisfiable
% 66.03/31.01  																										|-Branch two:
% 66.03/31.01  																										| (475)  ~ (all_0_51_51 = e4)
% 66.03/31.01  																										| (1104) all_0_51_51 = e3 | all_0_51_51 = e1
% 66.03/31.01  																										|
% 66.03/31.01  																											+-Applying beta-rule and splitting (1168), into two cases.
% 66.03/31.01  																											|-Branch one:
% 66.03/31.01  																											| (1109) all_0_51_51 = e1
% 66.03/31.01  																											|
% 66.03/31.01  																												| Equations (1109) can reduce 139 to:
% 66.03/31.01  																												| (151)  ~ (all_0_39_39 = e1)
% 66.03/31.01  																												|
% 66.03/31.01  																												| Equations (1109) can reduce 61 to:
% 66.03/31.01  																												| (1380)  ~ (all_0_42_42 = e1)
% 66.03/31.01  																												|
% 66.03/31.01  																												| Equations (1109) can reduce 664 to:
% 66.03/31.01  																												| (467)  ~ (e3 = e1)
% 66.03/31.01  																												|
% 66.03/31.01  																												| Simplifying 467 yields:
% 66.03/31.01  																												| (213)  ~ (e3 = e1)
% 66.03/31.01  																												|
% 66.03/31.01  																												| Equations (1109) can reduce 1099 to:
% 66.03/31.01  																												| (604)  ~ (e2 = e1)
% 66.03/31.01  																												|
% 66.03/31.01  																												| Simplifying 604 yields:
% 66.03/31.01  																												| (122)  ~ (e2 = e1)
% 66.03/31.01  																												|
% 66.03/31.01  																												| Equations (1109) can reduce 115 to:
% 66.03/31.01  																												| (233)  ~ (e1 = e0)
% 66.03/31.01  																												|
% 66.03/31.01  																												| From (1109) and (177) follows:
% 66.03/31.01  																												| (4211) op(e1, e2) = all_0_25_25
% 66.03/31.01  																												|
% 66.03/31.01  																												| From (1109) and (186) follows:
% 66.03/31.01  																												| (699) op(e1, e2) = e1
% 66.03/31.01  																												|
% 66.03/31.01  																												| Instantiating formula (29) with e2, e0, all_0_28_28, all_0_49_49 and discharging atoms op(e2, e0) = all_0_28_28, op(e2, e0) = all_0_49_49, yields:
% 66.03/31.01  																												| (7482) all_0_28_28 = all_0_49_49
% 66.03/31.01  																												|
% 66.03/31.01  																												| Instantiating formula (29) with e1, e2, e1, all_0_25_25 and discharging atoms op(e1, e2) = all_0_25_25, op(e1, e2) = e1, yields:
% 66.03/31.01  																												| (4271) all_0_25_25 = e1
% 66.03/31.01  																												|
% 66.03/31.01  																												| From (7482) and (1556) follows:
% 66.03/31.01  																												| (55) op(e2, e0) = all_0_49_49
% 66.03/31.01  																												|
% 66.03/31.01  																												| From (4271) and (4211) follows:
% 66.03/31.02  																												| (699) op(e1, e2) = e1
% 66.03/31.02  																												|
% 66.03/31.02  																												+-Applying beta-rule and splitting (135), into two cases.
% 66.03/31.02  																												|-Branch one:
% 66.03/31.02  																												| (545) all_0_46_46 = e1
% 66.03/31.02  																												|
% 66.03/31.02  																													| Equations (545) can reduce 208 to:
% 66.03/31.02  																													| (1419)  ~ (all_0_49_49 = e1)
% 66.03/31.02  																													|
% 66.03/31.02  																													| Simplifying 1419 yields:
% 66.03/31.02  																													| (1064)  ~ (all_0_49_49 = e1)
% 66.03/31.02  																													|
% 66.03/31.02  																													| Equations (545) can reduce 409 to:
% 66.03/31.02  																													| (467)  ~ (e3 = e1)
% 66.03/31.02  																													|
% 66.03/31.02  																													| Simplifying 467 yields:
% 66.03/31.02  																													| (213)  ~ (e3 = e1)
% 66.03/31.02  																													|
% 66.03/31.02  																													| Equations (545) can reduce 300 to:
% 66.03/31.02  																													| (604)  ~ (e2 = e1)
% 66.03/31.02  																													|
% 66.03/31.02  																													| Simplifying 604 yields:
% 66.03/31.02  																													| (122)  ~ (e2 = e1)
% 66.03/31.02  																													|
% 66.03/31.02  																													| From (545) and (120) follows:
% 66.03/31.02  																													| (2105) op(e2, e3) = e1
% 66.03/31.02  																													|
% 66.03/31.02  																													+-Applying beta-rule and splitting (174), into two cases.
% 66.03/31.02  																													|-Branch one:
% 66.03/31.02  																													| (386) all_0_55_55 = e2
% 66.03/31.02  																													|
% 66.03/31.02  																														| Equations (386) can reduce 304 to:
% 66.03/31.02  																														| (266) $false
% 66.03/31.02  																														|
% 66.03/31.02  																														|-The branch is then unsatisfiable
% 66.03/31.02  																													|-Branch two:
% 66.03/31.02  																													| (304)  ~ (all_0_55_55 = e2)
% 66.03/31.02  																													| (2051) all_0_55_55 = e4 | all_0_55_55 = e3 | all_0_55_55 = e1 | all_0_55_55 = e0
% 66.03/31.02  																													|
% 66.03/31.02  																														+-Applying beta-rule and splitting (112), into two cases.
% 66.03/31.02  																														|-Branch one:
% 66.03/31.02  																														| (635) all_0_44_44 = e1
% 66.03/31.02  																														|
% 66.03/31.02  																															| Equations (635) can reduce 639 to:
% 66.03/31.02  																															| (266) $false
% 66.03/31.02  																															|
% 66.03/31.02  																															|-The branch is then unsatisfiable
% 66.03/31.02  																														|-Branch two:
% 66.03/31.02  																														| (639)  ~ (all_0_44_44 = e1)
% 66.03/31.02  																														| (640) all_0_49_49 = e1 | all_0_53_53 = e1 | all_0_58_58 = e1
% 66.03/31.02  																														|
% 66.03/31.02  																															+-Applying beta-rule and splitting (640), into two cases.
% 66.03/31.02  																															|-Branch one:
% 66.03/31.02  																															| (671) all_0_49_49 = e1
% 66.03/31.02  																															|
% 66.03/31.02  																																| Equations (671) can reduce 1064 to:
% 66.03/31.02  																																| (266) $false
% 66.03/31.02  																																|
% 66.03/31.02  																																|-The branch is then unsatisfiable
% 66.03/31.02  																															|-Branch two:
% 66.03/31.02  																															| (1064)  ~ (all_0_49_49 = e1)
% 66.03/31.02  																															| (2141) all_0_53_53 = e1 | all_0_58_58 = e1
% 66.03/31.02  																															|
% 66.03/31.02  																																+-Applying beta-rule and splitting (2141), into two cases.
% 66.03/31.02  																																|-Branch one:
% 66.03/31.02  																																| (1208) all_0_53_53 = e1
% 66.03/31.02  																																|
% 66.03/31.02  																																	| Combining equations (1208,607) yields a new equation:
% 66.03/31.02  																																	| (617) e2 = e1
% 66.03/31.02  																																	|
% 66.03/31.02  																																	| Equations (617) can reduce 122 to:
% 66.03/31.02  																																	| (266) $false
% 66.03/31.02  																																	|
% 66.03/31.02  																																	|-The branch is then unsatisfiable
% 66.03/31.02  																																|-Branch two:
% 66.03/31.02  																																| (1459)  ~ (all_0_53_53 = e1)
% 66.03/31.02  																																| (918) all_0_58_58 = e1
% 66.03/31.02  																																|
% 66.03/31.02  																																	| Equations (918) can reduce 181 to:
% 66.03/31.02  																																	| (639)  ~ (all_0_44_44 = e1)
% 66.03/31.02  																																	|
% 66.03/31.02  																																	| Equations (918) can reduce 119 to:
% 66.03/31.02  																																	| (1064)  ~ (all_0_49_49 = e1)
% 66.03/31.02  																																	|
% 66.03/31.02  																																	| Equations (918) can reduce 3 to:
% 66.03/31.02  																																	| (632)  ~ (all_0_55_55 = e1)
% 66.03/31.02  																																	|
% 66.03/31.02  																																	| Equations (918) can reduce 451 to:
% 66.03/31.02  																																	| (602)  ~ (e4 = e1)
% 66.03/31.02  																																	|
% 66.03/31.02  																																	| Simplifying 602 yields:
% 66.03/31.02  																																	| (110)  ~ (e4 = e1)
% 66.03/31.02  																																	|
% 66.03/31.02  																																	+-Applying beta-rule and splitting (22), into two cases.
% 66.03/31.02  																																	|-Branch one:
% 66.03/31.02  																																	| (268) all_0_54_54 = e3
% 66.03/31.02  																																	|
% 66.03/31.02  																																		| Combining equations (268,265) yields a new equation:
% 66.03/31.02  																																		| (425) e4 = e3
% 66.03/31.02  																																		|
% 66.03/31.02  																																		| Equations (425) can reduce 188 to:
% 66.03/31.02  																																		| (266) $false
% 66.03/31.02  																																		|
% 66.03/31.02  																																		|-The branch is then unsatisfiable
% 66.03/31.02  																																	|-Branch two:
% 66.03/31.02  																																	| (60427)  ~ (all_0_54_54 = e3)
% 66.03/31.02  																																	| (62553) all_0_55_55 = e3 | all_0_56_56 = e3 | all_0_58_58 = e3
% 66.03/31.02  																																	|
% 66.03/31.02  																																		| Equations (265) can reduce 60427 to:
% 66.03/31.02  																																		| (188)  ~ (e4 = e3)
% 66.03/31.02  																																		|
% 66.03/31.02  																																		+-Applying beta-rule and splitting (189), into two cases.
% 66.03/31.02  																																		|-Branch one:
% 66.03/31.02  																																		| (532) all_0_44_44 = e3
% 66.03/31.02  																																		|
% 66.03/31.02  																																			| Equations (532) can reduce 73 to:
% 66.03/31.02  																																			| (405)  ~ (all_0_42_42 = e3)
% 66.03/31.02  																																			|
% 66.03/31.02  																																			| Equations (532) can reduce 9 to:
% 66.03/31.02  																																			| (524)  ~ (all_0_49_49 = e3)
% 66.03/31.02  																																			|
% 66.03/31.02  																																			| Simplifying 524 yields:
% 66.03/31.02  																																			| (525)  ~ (all_0_49_49 = e3)
% 66.03/31.02  																																			|
% 66.03/31.02  																																			| Equations (532) can reduce 147 to:
% 66.03/31.02  																																			| (212)  ~ (e3 = e2)
% 66.03/31.02  																																			|
% 66.03/31.02  																																			| Equations (532) can reduce 639 to:
% 66.03/31.02  																																			| (213)  ~ (e3 = e1)
% 66.03/31.02  																																			|
% 66.03/31.02  																																			+-Applying beta-rule and splitting (180), into two cases.
% 66.03/31.02  																																			|-Branch one:
% 66.03/31.02  																																			| (516) all_0_42_42 = e3
% 66.03/31.02  																																			|
% 66.03/31.02  																																				| Equations (516) can reduce 405 to:
% 66.03/31.02  																																				| (266) $false
% 66.03/31.02  																																				|
% 66.03/31.02  																																				|-The branch is then unsatisfiable
% 66.03/31.02  																																			|-Branch two:
% 66.03/31.02  																																			| (405)  ~ (all_0_42_42 = e3)
% 66.03/31.02  																																			| (521) all_0_47_47 = e3 | all_0_51_51 = e3 | all_0_56_56 = e3
% 66.03/31.02  																																			|
% 66.03/31.02  																																				+-Applying beta-rule and splitting (75), into two cases.
% 66.03/31.02  																																				|-Branch one:
% 66.03/31.02  																																				| (485) all_0_40_40 = e0
% 66.03/31.02  																																				|
% 66.03/31.02  																																					| Equations (485) can reduce 200 to:
% 66.03/31.02  																																					| (486)  ~ (all_0_49_49 = e0)
% 66.03/31.02  																																					|
% 66.03/31.02  																																					| Simplifying 486 yields:
% 66.03/31.02  																																					| (487)  ~ (all_0_49_49 = e0)
% 66.03/31.02  																																					|
% 66.03/31.02  																																					+-Applying beta-rule and splitting (206), into two cases.
% 66.03/31.02  																																					|-Branch one:
% 66.03/31.02  																																					| (248) all_0_45_45 = e4
% 66.03/31.02  																																					|
% 66.03/31.02  																																						| Combining equations (248,423) yields a new equation:
% 66.03/31.02  																																						| (424) e4 = e3
% 66.03/31.02  																																						|
% 66.03/31.02  																																						| Simplifying 424 yields:
% 66.03/31.02  																																						| (425) e4 = e3
% 66.03/31.02  																																						|
% 66.03/31.02  																																						| Equations (425) can reduce 188 to:
% 66.03/31.02  																																						| (266) $false
% 66.03/31.02  																																						|
% 66.03/31.02  																																						|-The branch is then unsatisfiable
% 66.03/31.02  																																					|-Branch two:
% 66.03/31.02  																																					| (60416)  ~ (all_0_45_45 = e4)
% 66.03/31.02  																																					| (61457) all_0_46_46 = e4 | all_0_47_47 = e4 | all_0_48_48 = e4 | all_0_49_49 = e4
% 66.03/31.02  																																					|
% 66.03/31.02  																																						+-Applying beta-rule and splitting (521), into two cases.
% 66.03/31.02  																																						|-Branch one:
% 66.03/31.02  																																						| (522) all_0_47_47 = e3
% 66.03/31.02  																																						|
% 66.03/31.02  																																							| Combining equations (1105,522) yields a new equation:
% 66.03/31.02  																																							| (662) e3 = e2
% 66.03/31.02  																																							|
% 66.03/31.02  																																							| Equations (662) can reduce 212 to:
% 66.03/31.02  																																							| (266) $false
% 66.03/31.02  																																							|
% 66.03/31.02  																																							|-The branch is then unsatisfiable
% 66.03/31.02  																																						|-Branch two:
% 66.03/31.02  																																						| (1091)  ~ (all_0_47_47 = e3)
% 66.03/31.02  																																						| (1092) all_0_51_51 = e3 | all_0_56_56 = e3
% 66.03/31.02  																																						|
% 66.03/31.03  																																							+-Applying beta-rule and splitting (61457), into two cases.
% 66.03/31.03  																																							|-Branch one:
% 66.03/31.03  																																							| (770) all_0_46_46 = e4
% 66.03/31.03  																																							|
% 66.03/31.03  																																								| Combining equations (770,545) yields a new equation:
% 66.03/31.03  																																								| (636) e4 = e1
% 66.03/31.03  																																								|
% 66.03/31.03  																																								| Simplifying 636 yields:
% 66.03/31.03  																																								| (630) e4 = e1
% 66.03/31.03  																																								|
% 66.03/31.03  																																								| Equations (630) can reduce 110 to:
% 66.03/31.03  																																								| (266) $false
% 66.03/31.03  																																								|
% 66.03/31.03  																																								|-The branch is then unsatisfiable
% 66.03/31.03  																																							|-Branch two:
% 66.03/31.03  																																							| (250)  ~ (all_0_46_46 = e4)
% 66.03/31.03  																																							| (61466) all_0_47_47 = e4 | all_0_48_48 = e4 | all_0_49_49 = e4
% 66.03/31.03  																																							|
% 66.03/31.03  																																								+-Applying beta-rule and splitting (54), into two cases.
% 66.03/31.03  																																								|-Branch one:
% 66.03/31.03  																																								| (583) all_0_49_49 = e2
% 66.03/31.03  																																								|
% 66.03/31.03  																																									| Equations (583) can reduce 340 to:
% 66.03/31.03  																																									| (266) $false
% 66.03/31.03  																																									|
% 66.03/31.03  																																									|-The branch is then unsatisfiable
% 66.03/31.03  																																								|-Branch two:
% 66.03/31.03  																																								| (340)  ~ (all_0_49_49 = e2)
% 66.03/31.03  																																								| (586) all_0_49_49 = e4 | all_0_49_49 = e3 | all_0_49_49 = e1 | all_0_49_49 = e0
% 66.03/31.03  																																								|
% 66.03/31.03  																																									+-Applying beta-rule and splitting (61466), into two cases.
% 66.03/31.03  																																									|-Branch one:
% 66.03/31.03  																																									| (1790) all_0_47_47 = e4
% 66.03/31.03  																																									|
% 66.03/31.03  																																										| Combining equations (1105,1790) yields a new equation:
% 66.03/31.03  																																										| (323) e4 = e2
% 66.03/31.03  																																										|
% 66.03/31.03  																																										| Equations (323) can reduce 48 to:
% 66.03/31.03  																																										| (266) $false
% 66.03/31.03  																																										|
% 66.03/31.03  																																										|-The branch is then unsatisfiable
% 66.03/31.03  																																									|-Branch two:
% 66.03/31.03  																																									| (252)  ~ (all_0_47_47 = e4)
% 66.03/31.03  																																									| (61479) all_0_48_48 = e4 | all_0_49_49 = e4
% 66.03/31.03  																																									|
% 66.03/31.03  																																										| Equations (1105) can reduce 252 to:
% 66.03/31.03  																																										| (327)  ~ (e4 = e2)
% 66.03/31.03  																																										|
% 66.03/31.03  																																										| Simplifying 327 yields:
% 66.03/31.03  																																										| (48)  ~ (e4 = e2)
% 66.03/31.03  																																										|
% 66.03/31.03  																																										+-Applying beta-rule and splitting (62), into two cases.
% 66.03/31.03  																																										|-Branch one:
% 66.03/31.03  																																										| (321) all_0_38_38 = e4
% 66.03/31.03  																																										|
% 66.03/31.03  																																											| Combining equations (321,292) yields a new equation:
% 66.03/31.03  																																											| (322) e4 = e2
% 66.03/31.03  																																											|
% 66.03/31.03  																																											| Simplifying 322 yields:
% 66.03/31.03  																																											| (323) e4 = e2
% 66.03/31.03  																																											|
% 66.03/31.03  																																											| Equations (323) can reduce 48 to:
% 66.03/31.03  																																											| (266) $false
% 66.03/31.03  																																											|
% 66.03/31.03  																																											|-The branch is then unsatisfiable
% 66.03/31.03  																																										|-Branch two:
% 66.03/31.03  																																										| (325)  ~ (all_0_38_38 = e4)
% 66.03/31.03  																																										| (582) all_0_41_41 = e4 | all_0_46_46 = e4 | all_0_50_50 = e4 | all_0_55_55 = e4
% 66.03/31.03  																																										|
% 66.03/31.03  																																											+-Applying beta-rule and splitting (586), into two cases.
% 66.03/31.03  																																											|-Branch one:
% 66.03/31.03  																																											| (974) all_0_49_49 = e4
% 66.03/31.03  																																											|
% 66.03/31.03  																																												| Equations (974) can reduce 487 to:
% 66.03/31.03  																																												| (49)  ~ (e4 = e0)
% 66.03/31.03  																																												|
% 66.03/31.03  																																												| From (974) and (55) follows:
% 66.03/31.03  																																												| (61486) op(e2, e0) = e4
% 66.03/31.03  																																												|
% 66.03/31.03  																																												+-Applying beta-rule and splitting (326), into two cases.
% 66.03/31.03  																																												|-Branch one:
% 66.03/31.03  																																												| (471) all_0_39_39 = e4
% 66.03/31.03  																																												|
% 66.03/31.03  																																													| Equations (471) can reduce 154 to:
% 66.03/31.03  																																													| (476)  ~ (all_0_56_56 = e4)
% 66.03/31.03  																																													|
% 66.03/31.03  																																													| Simplifying 476 yields:
% 66.03/31.03  																																													| (477)  ~ (all_0_56_56 = e4)
% 66.03/31.03  																																													|
% 66.03/31.03  																																													| Equations (471) can reduce 151 to:
% 66.03/31.03  																																													| (110)  ~ (e4 = e1)
% 66.03/31.03  																																													|
% 66.03/31.03  																																													| From (471) and (14) follows:
% 66.03/31.03  																																													| (4284) op(e4, e2) = e4
% 66.03/31.03  																																													|
% 66.03/31.03  																																													+-Applying beta-rule and splitting (64), into two cases.
% 66.03/31.03  																																													|-Branch one:
% 66.03/31.03  																																													| (437) all_0_41_41 = e4
% 66.03/31.03  																																													|
% 66.03/31.03  																																														| Equations (437) can reduce 214 to:
% 66.03/31.03  																																														| (1901)  ~ (all_0_42_42 = e4)
% 66.03/31.03  																																														|
% 66.03/31.03  																																														| Simplifying 1901 yields:
% 66.03/31.03  																																														| (1890)  ~ (all_0_42_42 = e4)
% 66.03/31.03  																																														|
% 66.03/31.03  																																														| From (437) and (219) follows:
% 66.03/31.03  																																														| (1913) op(e3, e3) = e4
% 66.03/31.03  																																														|
% 66.03/31.03  																																														+-Applying beta-rule and splitting (152), into two cases.
% 66.03/31.03  																																														|-Branch one:
% 66.03/31.03  																																														| (1392) all_0_42_42 = e4
% 66.03/31.03  																																														|
% 66.03/31.03  																																															| Equations (1392) can reduce 1890 to:
% 66.03/31.03  																																															| (266) $false
% 66.03/31.03  																																															|
% 66.03/31.03  																																															|-The branch is then unsatisfiable
% 66.03/31.03  																																														|-Branch two:
% 66.03/31.03  																																														| (1890)  ~ (all_0_42_42 = e4)
% 66.03/31.03  																																														| (1969) all_0_42_42 = e3 | all_0_42_42 = e1 | all_0_42_42 = e0
% 66.03/31.03  																																														|
% 66.03/31.03  																																															+-Applying beta-rule and splitting (1969), into two cases.
% 66.03/31.03  																																															|-Branch one:
% 66.03/31.03  																																															| (559) all_0_42_42 = e0
% 66.03/31.03  																																															|
% 66.03/31.03  																																																| Equations (559) can reduce 1890 to:
% 66.03/31.03  																																																| (401)  ~ (e4 = e0)
% 66.03/31.03  																																																|
% 66.03/31.03  																																																| Simplifying 401 yields:
% 66.03/31.03  																																																| (49)  ~ (e4 = e0)
% 66.03/31.03  																																																|
% 66.03/31.03  																																																| Equations (559) can reduce 1380 to:
% 66.03/31.03  																																																| (435)  ~ (e1 = e0)
% 66.03/31.03  																																																|
% 66.03/31.03  																																																| Simplifying 435 yields:
% 66.03/31.03  																																																| (233)  ~ (e1 = e0)
% 66.03/31.03  																																																|
% 66.03/31.03  																																																| From (559) and (210) follows:
% 66.03/31.03  																																																| (20848) op(e3, e2) = e0
% 66.03/31.03  																																																|
% 66.03/31.03  																																																+-Applying beta-rule and splitting (125), into two cases.
% 66.03/31.03  																																																|-Branch one:
% 66.03/31.03  																																																| (858) all_0_55_55 = e0
% 66.03/31.03  																																																|
% 66.03/31.03  																																																	| Equations (858) can reduce 270 to:
% 66.03/31.03  																																																	| (541)  ~ (e3 = e0)
% 66.03/31.03  																																																	|
% 66.03/31.03  																																																	| Simplifying 541 yields:
% 66.03/31.03  																																																	| (80)  ~ (e3 = e0)
% 66.03/31.03  																																																	|
% 66.03/31.03  																																																	| Equations (858) can reduce 632 to:
% 66.03/31.03  																																																	| (435)  ~ (e1 = e0)
% 66.03/31.03  																																																	|
% 66.03/31.03  																																																	| Simplifying 435 yields:
% 66.03/31.03  																																																	| (233)  ~ (e1 = e0)
% 66.03/31.03  																																																	|
% 66.03/31.03  																																																	| From (858) and (74) follows:
% 66.03/31.03  																																																	| (752) op(e0, e3) = e0
% 66.03/31.03  																																																	|
% 66.03/31.03  																																																	+-Applying beta-rule and splitting (62553), into two cases.
% 66.03/31.03  																																																	|-Branch one:
% 66.03/31.03  																																																	| (2336) all_0_55_55 = e3
% 66.03/31.03  																																																	|
% 66.03/31.03  																																																		| Combining equations (2336,858) yields a new equation:
% 66.03/31.03  																																																		| (675) e3 = e0
% 66.03/31.03  																																																		|
% 66.03/31.03  																																																		| Simplifying 675 yields:
% 66.03/31.03  																																																		| (676) e3 = e0
% 66.03/31.03  																																																		|
% 66.03/31.03  																																																		| Equations (676) can reduce 80 to:
% 66.03/31.03  																																																		| (266) $false
% 66.03/31.03  																																																		|
% 66.03/31.03  																																																		|-The branch is then unsatisfiable
% 66.03/31.03  																																																	|-Branch two:
% 66.03/31.03  																																																	| (270)  ~ (all_0_55_55 = e3)
% 66.03/31.04  																																																	| (62557) all_0_56_56 = e3 | all_0_58_58 = e3
% 66.03/31.04  																																																	|
% 66.03/31.04  																																																		+-Applying beta-rule and splitting (62557), into two cases.
% 66.03/31.04  																																																		|-Branch one:
% 66.03/31.04  																																																		| (1097) all_0_56_56 = e3
% 66.03/31.04  																																																		|
% 66.03/31.04  																																																			| From (1097) and (111) follows:
% 66.03/31.04  																																																			| (65099) op(e0, e2) = e3
% 66.03/31.04  																																																			|
% 66.03/31.04  																																																			+-Applying beta-rule and splitting (56), into two cases.
% 66.03/31.04  																																																			|-Branch one:
% 66.03/31.04  																																																			| (696) unit = e2
% 66.03/31.04  																																																			|
% 66.03/31.04  																																																				| From (696) and (244) follows:
% 66.03/31.04  																																																				| (264) op(e2, e4) = e4
% 66.03/31.04  																																																				|
% 66.03/31.04  																																																				| From (696) and (24) follows:
% 66.03/31.04  																																																				| (697) op(e2, e3) = e3
% 66.03/31.04  																																																				|
% 66.03/31.04  																																																				| From (696) and (209) follows:
% 66.03/31.04  																																																				| (7585) op(e2, e0) = e0
% 66.03/31.04  																																																				|
% 66.03/31.04  																																																				| Instantiating formula (29) with e2, e4, e4, e3 and discharging atoms op(e2, e4) = e4, op(e2, e4) = e3, yields:
% 66.03/31.04  																																																				| (425) e4 = e3
% 66.03/31.04  																																																				|
% 66.03/31.04  																																																				| Instantiating formula (29) with e2, e3, e3, e1 and discharging atoms op(e2, e3) = e3, op(e2, e3) = e1, yields:
% 66.03/31.04  																																																				| (455) e3 = e1
% 66.03/31.04  																																																				|
% 66.03/31.04  																																																				| Instantiating formula (29) with e2, e0, e0, e4 and discharging atoms op(e2, e0) = e4, op(e2, e0) = e0, yields:
% 66.03/31.04  																																																				| (397) e4 = e0
% 66.03/31.04  																																																				|
% 66.03/31.04  																																																				| Combining equations (425,397) yields a new equation:
% 66.03/31.04  																																																				| (675) e3 = e0
% 66.03/31.04  																																																				|
% 66.03/31.04  																																																				| Simplifying 675 yields:
% 66.03/31.04  																																																				| (676) e3 = e0
% 66.03/31.04  																																																				|
% 66.03/31.04  																																																				| Combining equations (455,676) yields a new equation:
% 66.03/31.04  																																																				| (546) e1 = e0
% 66.03/31.04  																																																				|
% 66.03/31.04  																																																				| Simplifying 546 yields:
% 66.03/31.04  																																																				| (431) e1 = e0
% 66.03/31.04  																																																				|
% 66.03/31.04  																																																				| Equations (431) can reduce 233 to:
% 66.03/31.04  																																																				| (266) $false
% 66.03/31.04  																																																				|
% 66.03/31.04  																																																				|-The branch is then unsatisfiable
% 66.03/31.04  																																																			|-Branch two:
% 66.03/31.04  																																																			| (707)  ~ (unit = e2)
% 66.03/31.04  																																																			| (708) unit = e4 | unit = e3 | unit = e1 | unit = e0
% 66.03/31.04  																																																			|
% 66.03/31.04  																																																				+-Applying beta-rule and splitting (708), into two cases.
% 66.03/31.04  																																																				|-Branch one:
% 66.03/31.04  																																																				| (709) unit = e4
% 66.03/31.04  																																																				|
% 66.03/31.04  																																																					| From (709) and (15) follows:
% 66.03/31.04  																																																					| (22188) op(e4, e2) = e2
% 66.03/31.04  																																																					|
% 66.03/31.04  																																																					| From (709) and (211) follows:
% 66.03/31.04  																																																					| (22527) op(e4, e1) = e1
% 66.03/31.04  																																																					|
% 66.03/31.04  																																																					| From (709) and (32) follows:
% 66.03/31.04  																																																					| (712) op(e2, e4) = e2
% 66.03/31.04  																																																					|
% 66.03/31.04  																																																					| From (709) and (42) follows:
% 66.03/31.04  																																																					| (713) op(e0, e4) = e0
% 66.03/31.04  																																																					|
% 66.03/31.04  																																																					| Instantiating formula (29) with e4, e2, e2, e4 and discharging atoms op(e4, e2) = e4, op(e4, e2) = e2, yields:
% 66.03/31.04  																																																					| (323) e4 = e2
% 66.03/31.04  																																																					|
% 66.03/31.04  																																																					| Instantiating formula (29) with e4, e1, e1, e3 and discharging atoms op(e4, e1) = e3, op(e4, e1) = e1, yields:
% 66.03/31.04  																																																					| (455) e3 = e1
% 66.03/31.04  																																																					|
% 66.03/31.04  																																																					| Instantiating formula (29) with e2, e4, e2, e3 and discharging atoms op(e2, e4) = e3, op(e2, e4) = e2, yields:
% 66.03/31.04  																																																					| (662) e3 = e2
% 66.03/31.04  																																																					|
% 66.03/31.04  																																																					| Instantiating formula (29) with e0, e4, e0, e4 and discharging atoms op(e0, e4) = e4, op(e0, e4) = e0, yields:
% 66.03/31.04  																																																					| (397) e4 = e0
% 66.03/31.04  																																																					|
% 66.03/31.04  																																																					| Combining equations (323,397) yields a new equation:
% 66.03/31.04  																																																					| (391) e2 = e0
% 66.03/31.04  																																																					|
% 66.03/31.04  																																																					| Simplifying 391 yields:
% 66.03/31.04  																																																					| (330) e2 = e0
% 66.03/31.04  																																																					|
% 66.03/31.04  																																																					| Combining equations (455,662) yields a new equation:
% 66.03/31.04  																																																					| (617) e2 = e1
% 66.03/31.04  																																																					|
% 66.03/31.04  																																																					| Combining equations (617,330) yields a new equation:
% 66.03/31.04  																																																					| (546) e1 = e0
% 66.03/31.04  																																																					|
% 66.03/31.04  																																																					| Simplifying 546 yields:
% 66.03/31.04  																																																					| (431) e1 = e0
% 66.03/31.04  																																																					|
% 66.03/31.04  																																																					| Equations (431) can reduce 233 to:
% 66.03/31.04  																																																					| (266) $false
% 66.03/31.04  																																																					|
% 66.03/31.04  																																																					|-The branch is then unsatisfiable
% 66.03/31.04  																																																				|-Branch two:
% 66.03/31.04  																																																				| (724)  ~ (unit = e4)
% 66.03/31.04  																																																				| (725) unit = e3 | unit = e1 | unit = e0
% 66.03/31.04  																																																				|
% 66.03/31.04  																																																					+-Applying beta-rule and splitting (725), into two cases.
% 66.03/31.04  																																																					|-Branch one:
% 66.03/31.04  																																																					| (726) unit = e0
% 66.03/31.04  																																																					|
% 66.03/31.04  																																																						| From (726) and (24) follows:
% 66.03/31.04  																																																						| (2208) op(e0, e3) = e3
% 66.03/31.04  																																																						|
% 66.03/31.04  																																																						| From (726) and (15) follows:
% 66.03/31.04  																																																						| (1508) op(e0, e2) = e2
% 66.03/31.04  																																																						|
% 66.03/31.04  																																																						| From (726) and (211) follows:
% 66.03/31.04  																																																						| (15180) op(e0, e1) = e1
% 66.03/31.04  																																																						|
% 66.03/31.04  																																																						| Instantiating formula (29) with e0, e3, e3, e0 and discharging atoms op(e0, e3) = e3, op(e0, e3) = e0, yields:
% 66.03/31.04  																																																						| (676) e3 = e0
% 66.03/31.04  																																																						|
% 66.03/31.04  																																																						| Instantiating formula (29) with e0, e2, e2, e3 and discharging atoms op(e0, e2) = e3, op(e0, e2) = e2, yields:
% 66.03/31.04  																																																						| (662) e3 = e2
% 66.03/31.04  																																																						|
% 66.03/31.04  																																																						| Instantiating formula (29) with e0, e1, e1, e2 and discharging atoms op(e0, e1) = e2, op(e0, e1) = e1, yields:
% 66.03/31.04  																																																						| (617) e2 = e1
% 66.03/31.04  																																																						|
% 66.03/31.04  																																																						| Combining equations (662,676) yields a new equation:
% 66.03/31.04  																																																						| (391) e2 = e0
% 66.03/31.04  																																																						|
% 66.03/31.04  																																																						| Simplifying 391 yields:
% 66.03/31.04  																																																						| (330) e2 = e0
% 66.03/31.04  																																																						|
% 66.03/31.04  																																																						| Combining equations (330,617) yields a new equation:
% 66.03/31.04  																																																						| (431) e1 = e0
% 66.03/31.04  																																																						|
% 66.03/31.04  																																																						| Equations (431) can reduce 233 to:
% 66.03/31.04  																																																						| (266) $false
% 66.03/31.04  																																																						|
% 66.03/31.04  																																																						|-The branch is then unsatisfiable
% 66.03/31.04  																																																					|-Branch two:
% 66.03/31.04  																																																					| (734)  ~ (unit = e0)
% 66.03/31.04  																																																					| (735) unit = e3 | unit = e1
% 66.03/31.04  																																																					|
% 66.03/31.04  																																																						+-Applying beta-rule and splitting (735), into two cases.
% 66.03/31.04  																																																						|-Branch one:
% 66.03/31.04  																																																						| (736) unit = e1
% 66.03/31.04  																																																						|
% 66.03/31.04  																																																							| Equations (736) can reduce 734 to:
% 66.03/31.04  																																																							| (233)  ~ (e1 = e0)
% 66.03/31.04  																																																							|
% 66.03/31.04  																																																							| From (736) and (15) follows:
% 66.03/31.04  																																																							| (515) op(e1, e2) = e2
% 66.03/31.04  																																																							|
% 66.03/31.04  																																																							| From (736) and (42) follows:
% 66.03/31.04  																																																							| (3221) op(e0, e1) = e0
% 66.03/31.04  																																																							|
% 66.03/31.04  																																																							| Instantiating formula (29) with e1, e2, e2, e1 and discharging atoms op(e1, e2) = e2, op(e1, e2) = e1, yields:
% 66.03/31.04  																																																							| (617) e2 = e1
% 66.03/31.04  																																																							|
% 66.03/31.04  																																																							| Instantiating formula (29) with e0, e1, e0, e2 and discharging atoms op(e0, e1) = e2, op(e0, e1) = e0, yields:
% 66.03/31.04  																																																							| (330) e2 = e0
% 66.03/31.04  																																																							|
% 66.03/31.04  																																																							| Combining equations (330,617) yields a new equation:
% 66.03/31.04  																																																							| (431) e1 = e0
% 66.03/31.04  																																																							|
% 66.03/31.04  																																																							| Equations (431) can reduce 233 to:
% 66.03/31.04  																																																							| (266) $false
% 66.03/31.04  																																																							|
% 66.03/31.04  																																																							|-The branch is then unsatisfiable
% 66.03/31.04  																																																						|-Branch two:
% 66.03/31.04  																																																						| (748)  ~ (unit = e1)
% 66.03/31.04  																																																						| (749) unit = e3
% 66.03/31.04  																																																						|
% 66.03/31.04  																																																							| From (749) and (244) follows:
% 66.03/31.04  																																																							| (750) op(e3, e4) = e4
% 66.03/31.04  																																																							|
% 66.03/31.04  																																																							| From (749) and (15) follows:
% 66.03/31.04  																																																							| (751) op(e3, e2) = e2
% 66.03/31.04  																																																							|
% 66.03/31.04  																																																							| From (749) and (40) follows:
% 66.03/31.04  																																																							| (3715) op(e3, e3) = e3
% 66.03/31.04  																																																							|
% 66.03/31.04  																																																							| From (749) and (28) follows:
% 66.03/31.04  																																																							| (2235) op(e1, e3) = e1
% 66.03/31.04  																																																							|
% 66.03/31.04  																																																							| Instantiating formula (29) with e3, e4, e4, e2 and discharging atoms op(e3, e4) = e4, op(e3, e4) = e2, yields:
% 66.03/31.04  																																																							| (323) e4 = e2
% 66.03/31.04  																																																							|
% 66.03/31.04  																																																							| Instantiating formula (29) with e3, e3, e3, e4 and discharging atoms op(e3, e3) = e4, op(e3, e3) = e3, yields:
% 66.03/31.04  																																																							| (425) e4 = e3
% 66.03/31.04  																																																							|
% 66.03/31.04  																																																							| Instantiating formula (29) with e3, e2, e2, e0 and discharging atoms op(e3, e2) = e2, op(e3, e2) = e0, yields:
% 66.03/31.04  																																																							| (330) e2 = e0
% 66.03/31.04  																																																							|
% 66.03/31.04  																																																							| Instantiating formula (29) with e1, e3, e1, e3 and discharging atoms op(e1, e3) = e3, op(e1, e3) = e1, yields:
% 66.03/31.04  																																																							| (455) e3 = e1
% 66.03/31.04  																																																							|
% 66.03/31.04  																																																							| Combining equations (323,425) yields a new equation:
% 66.03/31.04  																																																							| (662) e3 = e2
% 66.03/31.04  																																																							|
% 66.03/31.04  																																																							| Combining equations (662,455) yields a new equation:
% 66.03/31.04  																																																							| (616) e2 = e1
% 66.03/31.04  																																																							|
% 66.03/31.04  																																																							| Simplifying 616 yields:
% 66.03/31.04  																																																							| (617) e2 = e1
% 66.03/31.04  																																																							|
% 66.03/31.04  																																																							| Combining equations (330,617) yields a new equation:
% 66.03/31.04  																																																							| (431) e1 = e0
% 66.03/31.04  																																																							|
% 66.03/31.04  																																																							| Equations (431) can reduce 233 to:
% 66.03/31.04  																																																							| (266) $false
% 66.03/31.04  																																																							|
% 66.03/31.04  																																																							|-The branch is then unsatisfiable
% 66.03/31.04  																																																		|-Branch two:
% 66.03/31.04  																																																		| (272)  ~ (all_0_56_56 = e3)
% 66.03/31.04  																																																		| (795) all_0_58_58 = e3
% 66.03/31.04  																																																		|
% 66.03/31.04  																																																			| Combining equations (795,918) yields a new equation:
% 66.03/31.04  																																																			| (454) e3 = e1
% 66.03/31.04  																																																			|
% 66.03/31.04  																																																			| Simplifying 454 yields:
% 66.03/31.04  																																																			| (455) e3 = e1
% 66.03/31.04  																																																			|
% 66.03/31.04  																																																			| Equations (455) can reduce 213 to:
% 66.03/31.04  																																																			| (266) $false
% 66.03/31.04  																																																			|
% 66.03/31.04  																																																			|-The branch is then unsatisfiable
% 66.03/31.05  																																																|-Branch two:
% 66.03/31.05  																																																| (803)  ~ (all_0_55_55 = e0)
% 66.03/31.05  																																																| (863) all_0_56_56 = e0 | all_0_57_57 = e0 | all_0_58_58 = e0
% 66.03/31.05  																																																|
% 66.03/31.05  																																																	+-Applying beta-rule and splitting (395), into two cases.
% 66.03/31.05  																																																	|-Branch one:
% 66.03/31.05  																																																	| (794) all_0_41_41 = e0
% 66.03/31.05  																																																	|
% 66.03/31.05  																																																		| Combining equations (794,437) yields a new equation:
% 66.03/31.05  																																																		| (397) e4 = e0
% 66.03/31.05  																																																		|
% 66.03/31.05  																																																		| Equations (397) can reduce 49 to:
% 66.03/31.05  																																																		| (266) $false
% 66.03/31.05  																																																		|
% 66.03/31.05  																																																		|-The branch is then unsatisfiable
% 66.03/31.05  																																																	|-Branch two:
% 66.03/31.05  																																																	| (357)  ~ (all_0_41_41 = e0)
% 66.03/31.05  																																																	| (895) all_0_46_46 = e0 | all_0_55_55 = e0
% 66.03/31.05  																																																	|
% 66.03/31.05  																																																		+-Applying beta-rule and splitting (895), into two cases.
% 66.03/31.05  																																																		|-Branch one:
% 66.03/31.05  																																																		| (538) all_0_46_46 = e0
% 66.03/31.05  																																																		|
% 66.03/31.05  																																																			| Combining equations (545,538) yields a new equation:
% 66.03/31.05  																																																			| (546) e1 = e0
% 66.03/31.05  																																																			|
% 66.03/31.05  																																																			| Simplifying 546 yields:
% 66.03/31.05  																																																			| (431) e1 = e0
% 66.03/31.05  																																																			|
% 66.03/31.05  																																																			| Equations (431) can reduce 233 to:
% 66.03/31.05  																																																			| (266) $false
% 66.03/31.05  																																																			|
% 66.03/31.05  																																																			|-The branch is then unsatisfiable
% 66.03/31.05  																																																		|-Branch two:
% 66.03/31.05  																																																		| (831)  ~ (all_0_46_46 = e0)
% 66.03/31.05  																																																		| (858) all_0_55_55 = e0
% 66.03/31.05  																																																		|
% 66.03/31.05  																																																			| Equations (858) can reduce 803 to:
% 66.03/31.05  																																																			| (266) $false
% 66.03/31.05  																																																			|
% 66.03/31.05  																																																			|-The branch is then unsatisfiable
% 66.03/31.05  																																															|-Branch two:
% 66.03/31.05  																																															| (358)  ~ (all_0_42_42 = e0)
% 66.03/31.05  																																															| (2510) all_0_42_42 = e3 | all_0_42_42 = e1
% 66.03/31.05  																																															|
% 66.03/31.05  																																																+-Applying beta-rule and splitting (2510), into two cases.
% 66.03/31.05  																																																|-Branch one:
% 66.03/31.05  																																																| (459) all_0_42_42 = e1
% 66.03/31.05  																																																|
% 66.03/31.05  																																																	| Equations (459) can reduce 1380 to:
% 66.03/31.05  																																																	| (266) $false
% 66.03/31.05  																																																	|
% 66.03/31.05  																																																	|-The branch is then unsatisfiable
% 66.03/31.05  																																																|-Branch two:
% 66.03/31.05  																																																| (1380)  ~ (all_0_42_42 = e1)
% 66.03/31.05  																																																| (516) all_0_42_42 = e3
% 66.03/31.05  																																																|
% 66.03/31.05  																																																	| Equations (516) can reduce 405 to:
% 66.03/31.05  																																																	| (266) $false
% 66.03/31.05  																																																	|
% 66.03/31.05  																																																	|-The branch is then unsatisfiable
% 66.03/31.05  																																													|-Branch two:
% 66.03/31.05  																																													| (440)  ~ (all_0_41_41 = e4)
% 66.03/31.05  																																													| (441) all_0_42_42 = e4 | all_0_43_43 = e4 | all_0_44_44 = e4
% 66.03/31.05  																																													|
% 66.03/31.05  																																														+-Applying beta-rule and splitting (27), into two cases.
% 66.03/31.05  																																														|-Branch one:
% 66.03/31.05  																																														| (437) all_0_41_41 = e4
% 66.03/31.05  																																														|
% 66.03/31.05  																																															| Equations (437) can reduce 440 to:
% 66.03/31.05  																																															| (266) $false
% 66.03/31.05  																																															|
% 66.03/31.05  																																															|-The branch is then unsatisfiable
% 66.03/31.05  																																														|-Branch two:
% 66.03/31.05  																																														| (440)  ~ (all_0_41_41 = e4)
% 66.03/31.05  																																														| (4049) all_0_41_41 = e3 | all_0_41_41 = e1 | all_0_41_41 = e0
% 66.03/31.05  																																														|
% 66.03/31.05  																																															+-Applying beta-rule and splitting (2051), into two cases.
% 66.03/31.05  																																															|-Branch one:
% 66.03/31.05  																																															| (587) all_0_55_55 = e4
% 66.03/31.05  																																															|
% 66.03/31.05  																																																| Equations (587) can reduce 763 to:
% 66.03/31.05  																																																| (266) $false
% 66.03/31.05  																																																|
% 66.03/31.05  																																																|-The branch is then unsatisfiable
% 66.03/31.05  																																															|-Branch two:
% 66.03/31.05  																																															| (763)  ~ (all_0_55_55 = e4)
% 66.03/31.05  																																															| (2055) all_0_55_55 = e3 | all_0_55_55 = e1 | all_0_55_55 = e0
% 66.03/31.05  																																															|
% 66.03/31.05  																																																+-Applying beta-rule and splitting (1092), into two cases.
% 66.03/31.05  																																																|-Branch one:
% 66.03/31.05  																																																| (660) all_0_51_51 = e3
% 66.03/31.05  																																																|
% 66.03/31.05  																																																	| Combining equations (1109,660) yields a new equation:
% 66.03/31.05  																																																	| (455) e3 = e1
% 66.03/31.05  																																																	|
% 66.03/31.05  																																																	| Equations (455) can reduce 213 to:
% 66.03/31.05  																																																	| (266) $false
% 66.03/31.05  																																																	|
% 66.03/31.05  																																																	|-The branch is then unsatisfiable
% 66.03/31.05  																																																|-Branch two:
% 66.03/31.05  																																																| (664)  ~ (all_0_51_51 = e3)
% 66.03/31.05  																																																| (1097) all_0_56_56 = e3
% 66.03/31.05  																																																|
% 66.03/31.05  																																																	| Equations (1097) can reduce 477 to:
% 66.03/31.05  																																																	| (277)  ~ (e4 = e3)
% 66.03/31.05  																																																	|
% 66.03/31.05  																																																	| Simplifying 277 yields:
% 66.03/31.05  																																																	| (188)  ~ (e4 = e3)
% 66.03/31.05  																																																	|
% 66.03/31.05  																																																	+-Applying beta-rule and splitting (582), into two cases.
% 66.03/31.05  																																																	|-Branch one:
% 66.03/31.05  																																																	| (437) all_0_41_41 = e4
% 66.03/31.05  																																																	|
% 66.03/31.05  																																																		| Equations (437) can reduce 440 to:
% 66.03/31.05  																																																		| (266) $false
% 66.03/31.05  																																																		|
% 66.03/31.05  																																																		|-The branch is then unsatisfiable
% 66.03/31.05  																																																	|-Branch two:
% 66.03/31.05  																																																	| (440)  ~ (all_0_41_41 = e4)
% 66.03/31.05  																																																	| (769) all_0_46_46 = e4 | all_0_50_50 = e4 | all_0_55_55 = e4
% 66.03/31.05  																																																	|
% 66.03/31.05  																																																		+-Applying beta-rule and splitting (769), into two cases.
% 66.03/31.05  																																																		|-Branch one:
% 66.03/31.05  																																																		| (770) all_0_46_46 = e4
% 66.03/31.05  																																																		|
% 66.03/31.05  																																																			| Combining equations (545,770) yields a new equation:
% 66.03/31.05  																																																			| (630) e4 = e1
% 66.03/31.05  																																																			|
% 66.03/31.05  																																																			| Equations (630) can reduce 110 to:
% 66.03/31.05  																																																			| (266) $false
% 66.03/31.05  																																																			|
% 66.03/31.05  																																																			|-The branch is then unsatisfiable
% 66.03/31.05  																																																		|-Branch two:
% 66.03/31.05  																																																		| (250)  ~ (all_0_46_46 = e4)
% 66.03/31.05  																																																		| (774) all_0_50_50 = e4 | all_0_55_55 = e4
% 66.03/31.05  																																																		|
% 66.03/31.05  																																																			+-Applying beta-rule and splitting (774), into two cases.
% 66.03/31.05  																																																			|-Branch one:
% 66.03/31.05  																																																			| (775) all_0_50_50 = e4
% 66.03/31.05  																																																			|
% 66.03/31.05  																																																				| Combining equations (415,775) yields a new equation:
% 66.03/31.05  																																																				| (425) e4 = e3
% 66.03/31.05  																																																				|
% 66.03/31.05  																																																				| Equations (425) can reduce 188 to:
% 66.03/31.05  																																																				| (266) $false
% 66.03/31.05  																																																				|
% 66.03/31.05  																																																				|-The branch is then unsatisfiable
% 66.03/31.05  																																																			|-Branch two:
% 66.03/31.05  																																																			| (566)  ~ (all_0_50_50 = e4)
% 66.03/31.05  																																																			| (587) all_0_55_55 = e4
% 66.03/31.05  																																																			|
% 66.03/31.05  																																																				| Equations (587) can reduce 763 to:
% 66.03/31.05  																																																				| (266) $false
% 66.03/31.05  																																																				|
% 66.03/31.05  																																																				|-The branch is then unsatisfiable
% 66.03/31.05  																																												|-Branch two:
% 66.03/31.05  																																												| (1377)  ~ (all_0_39_39 = e4)
% 66.03/31.05  																																												| (1378) all_0_40_40 = e4
% 66.03/31.05  																																												|
% 66.03/31.05  																																													| Combining equations (1378,485) yields a new equation:
% 66.03/31.05  																																													| (481) e4 = e0
% 66.03/31.05  																																													|
% 66.03/31.05  																																													| Simplifying 481 yields:
% 66.03/31.05  																																													| (397) e4 = e0
% 66.03/31.05  																																													|
% 66.03/31.05  																																													| Equations (397) can reduce 49 to:
% 66.03/31.05  																																													| (266) $false
% 66.03/31.05  																																													|
% 66.03/31.05  																																													|-The branch is then unsatisfiable
% 66.03/31.05  																																											|-Branch two:
% 66.03/31.05  																																											| (256)  ~ (all_0_49_49 = e4)
% 66.03/31.05  																																											| (977) all_0_49_49 = e3 | all_0_49_49 = e1 | all_0_49_49 = e0
% 66.03/31.05  																																											|
% 66.03/31.05  																																												+-Applying beta-rule and splitting (977), into two cases.
% 66.03/31.05  																																												|-Branch one:
% 66.03/31.05  																																												| (978) all_0_49_49 = e0
% 66.03/31.05  																																												|
% 66.03/31.05  																																													| Equations (978) can reduce 487 to:
% 66.03/31.05  																																													| (266) $false
% 66.03/31.05  																																													|
% 66.03/31.05  																																													|-The branch is then unsatisfiable
% 66.03/31.05  																																												|-Branch two:
% 66.03/31.05  																																												| (487)  ~ (all_0_49_49 = e0)
% 66.03/31.05  																																												| (981) all_0_49_49 = e3 | all_0_49_49 = e1
% 66.03/31.05  																																												|
% 66.03/31.05  																																													+-Applying beta-rule and splitting (981), into two cases.
% 66.03/31.05  																																													|-Branch one:
% 66.03/31.05  																																													| (671) all_0_49_49 = e1
% 66.03/31.05  																																													|
% 66.03/31.05  																																														| Equations (671) can reduce 1064 to:
% 66.03/31.05  																																														| (266) $false
% 66.03/31.05  																																														|
% 66.03/31.05  																																														|-The branch is then unsatisfiable
% 66.03/31.05  																																													|-Branch two:
% 66.03/31.05  																																													| (1064)  ~ (all_0_49_49 = e1)
% 66.03/31.05  																																													| (884) all_0_49_49 = e3
% 66.03/31.05  																																													|
% 66.03/31.05  																																														| Equations (884) can reduce 525 to:
% 66.03/31.05  																																														| (266) $false
% 66.03/31.05  																																														|
% 66.03/31.05  																																														|-The branch is then unsatisfiable
% 66.03/31.05  																																				|-Branch two:
% 66.03/31.05  																																				| (1401)  ~ (all_0_40_40 = e0)
% 66.03/31.05  																																				| (1748) all_0_44_44 = e0 | all_0_49_49 = e0 | all_0_58_58 = e0
% 66.03/31.05  																																				|
% 66.03/31.05  																																					+-Applying beta-rule and splitting (54), into two cases.
% 66.03/31.05  																																					|-Branch one:
% 66.03/31.05  																																					| (583) all_0_49_49 = e2
% 66.03/31.05  																																					|
% 66.03/31.05  																																						| Equations (583) can reduce 340 to:
% 66.03/31.05  																																						| (266) $false
% 66.03/31.05  																																						|
% 66.03/31.05  																																						|-The branch is then unsatisfiable
% 66.03/31.05  																																					|-Branch two:
% 66.03/31.05  																																					| (340)  ~ (all_0_49_49 = e2)
% 66.03/31.05  																																					| (586) all_0_49_49 = e4 | all_0_49_49 = e3 | all_0_49_49 = e1 | all_0_49_49 = e0
% 66.03/31.05  																																					|
% 66.03/31.05  																																						+-Applying beta-rule and splitting (586), into two cases.
% 66.03/31.05  																																						|-Branch one:
% 66.03/31.05  																																						| (974) all_0_49_49 = e4
% 66.03/31.05  																																						|
% 66.03/31.05  																																							| Equations (974) can reduce 200 to:
% 66.03/31.05  																																							| (447)  ~ (all_0_40_40 = e4)
% 66.03/31.05  																																							|
% 66.03/31.05  																																							+-Applying beta-rule and splitting (333), into two cases.
% 66.03/31.05  																																							|-Branch one:
% 66.03/31.05  																																							| (480) all_0_39_39 = e0
% 66.03/31.05  																																							|
% 66.03/31.05  																																								| Equations (480) can reduce 176 to:
% 66.03/31.05  																																								| (1400)  ~ (all_0_40_40 = e0)
% 66.03/31.05  																																								|
% 66.03/31.05  																																								| Simplifying 1400 yields:
% 66.03/31.05  																																								| (1401)  ~ (all_0_40_40 = e0)
% 66.03/31.05  																																								|
% 66.03/31.05  																																								+-Applying beta-rule and splitting (316), into two cases.
% 66.03/31.05  																																								|-Branch one:
% 66.03/31.05  																																								| (1378) all_0_40_40 = e4
% 66.03/31.05  																																								|
% 66.03/31.05  																																									| Equations (1378) can reduce 447 to:
% 66.03/31.05  																																									| (266) $false
% 66.03/31.05  																																									|
% 66.03/31.05  																																									|-The branch is then unsatisfiable
% 66.03/31.05  																																								|-Branch two:
% 66.03/31.05  																																								| (447)  ~ (all_0_40_40 = e4)
% 66.03/31.05  																																								| (485) all_0_40_40 = e0
% 66.03/31.05  																																								|
% 66.03/31.05  																																									| Equations (485) can reduce 1401 to:
% 66.03/31.05  																																									| (266) $false
% 66.03/31.05  																																									|
% 66.03/31.05  																																									|-The branch is then unsatisfiable
% 66.03/31.05  																																							|-Branch two:
% 66.03/31.05  																																							| (484)  ~ (all_0_39_39 = e0)
% 66.03/31.05  																																							| (485) all_0_40_40 = e0
% 66.03/31.05  																																							|
% 66.03/31.05  																																								| Equations (485) can reduce 1401 to:
% 66.03/31.05  																																								| (266) $false
% 66.03/31.05  																																								|
% 66.03/31.05  																																								|-The branch is then unsatisfiable
% 66.03/31.05  																																						|-Branch two:
% 66.03/31.05  																																						| (256)  ~ (all_0_49_49 = e4)
% 66.03/31.05  																																						| (977) all_0_49_49 = e3 | all_0_49_49 = e1 | all_0_49_49 = e0
% 66.03/31.05  																																						|
% 66.03/31.05  																																							+-Applying beta-rule and splitting (977), into two cases.
% 66.03/31.05  																																							|-Branch one:
% 66.03/31.05  																																							| (978) all_0_49_49 = e0
% 66.03/31.05  																																							|
% 66.03/31.05  																																								| Equations (978) can reduce 487 to:
% 66.03/31.05  																																								| (266) $false
% 66.03/31.05  																																								|
% 66.03/31.05  																																								|-The branch is then unsatisfiable
% 66.03/31.05  																																							|-Branch two:
% 66.03/31.05  																																							| (487)  ~ (all_0_49_49 = e0)
% 66.03/31.05  																																							| (981) all_0_49_49 = e3 | all_0_49_49 = e1
% 66.03/31.05  																																							|
% 66.03/31.05  																																								+-Applying beta-rule and splitting (981), into two cases.
% 66.03/31.05  																																								|-Branch one:
% 66.03/31.05  																																								| (671) all_0_49_49 = e1
% 66.03/31.05  																																								|
% 66.03/31.05  																																									| Equations (671) can reduce 1064 to:
% 66.03/31.05  																																									| (266) $false
% 66.03/31.05  																																									|
% 66.03/31.05  																																									|-The branch is then unsatisfiable
% 66.03/31.05  																																								|-Branch two:
% 66.03/31.05  																																								| (1064)  ~ (all_0_49_49 = e1)
% 66.03/31.05  																																								| (884) all_0_49_49 = e3
% 66.03/31.05  																																								|
% 66.03/31.05  																																									| Equations (884) can reduce 525 to:
% 66.03/31.05  																																									| (266) $false
% 66.03/31.05  																																									|
% 66.03/31.05  																																									|-The branch is then unsatisfiable
% 66.03/31.05  																																		|-Branch two:
% 66.03/31.05  																																		| (407)  ~ (all_0_44_44 = e3)
% 66.03/31.05  																																		| (537) all_0_49_49 = e3 | all_0_53_53 = e3 | all_0_58_58 = e3
% 66.03/31.05  																																		|
% 66.03/31.06  																																			+-Applying beta-rule and splitting (62553), into two cases.
% 66.03/31.06  																																			|-Branch one:
% 66.03/31.06  																																			| (2336) all_0_55_55 = e3
% 66.03/31.06  																																			|
% 66.03/31.06  																																				| Equations (2336) can reduce 270 to:
% 66.03/31.06  																																				| (266) $false
% 66.03/31.06  																																				|
% 66.03/31.06  																																				|-The branch is then unsatisfiable
% 66.03/31.06  																																			|-Branch two:
% 66.03/31.06  																																			| (270)  ~ (all_0_55_55 = e3)
% 66.13/31.06  																																			| (62557) all_0_56_56 = e3 | all_0_58_58 = e3
% 66.13/31.06  																																			|
% 66.13/31.06  																																				+-Applying beta-rule and splitting (62557), into two cases.
% 66.13/31.06  																																				|-Branch one:
% 66.13/31.06  																																				| (1097) all_0_56_56 = e3
% 66.13/31.06  																																				|
% 66.13/31.06  																																					| Equations (1097) can reduce 236 to:
% 66.13/31.06  																																					| (405)  ~ (all_0_42_42 = e3)
% 66.13/31.06  																																					|
% 66.13/31.06  																																					+-Applying beta-rule and splitting (1899), into two cases.
% 66.13/31.06  																																					|-Branch one:
% 66.13/31.06  																																					| (516) all_0_42_42 = e3
% 66.13/31.06  																																					|
% 66.13/31.06  																																						| Equations (516) can reduce 405 to:
% 66.13/31.06  																																						| (266) $false
% 66.13/31.06  																																						|
% 66.13/31.06  																																						|-The branch is then unsatisfiable
% 66.13/31.06  																																					|-Branch two:
% 66.13/31.06  																																					| (405)  ~ (all_0_42_42 = e3)
% 66.13/31.06  																																					| (532) all_0_44_44 = e3
% 66.13/31.06  																																					|
% 66.13/31.06  																																						| Equations (532) can reduce 407 to:
% 66.13/31.06  																																						| (266) $false
% 66.13/31.06  																																						|
% 66.13/31.06  																																						|-The branch is then unsatisfiable
% 66.13/31.06  																																				|-Branch two:
% 66.13/31.06  																																				| (272)  ~ (all_0_56_56 = e3)
% 66.13/31.06  																																				| (795) all_0_58_58 = e3
% 66.13/31.06  																																				|
% 66.13/31.06  																																					| Combining equations (918,795) yields a new equation:
% 66.13/31.06  																																					| (455) e3 = e1
% 66.13/31.06  																																					|
% 66.13/31.06  																																					| Equations (455) can reduce 213 to:
% 66.13/31.06  																																					| (266) $false
% 66.13/31.06  																																					|
% 66.13/31.06  																																					|-The branch is then unsatisfiable
% 66.13/31.06  																												|-Branch two:
% 66.13/31.06  																												| (549)  ~ (all_0_46_46 = e1)
% 66.13/31.06  																												| (550) all_0_47_47 = e1 | all_0_48_48 = e1 | all_0_49_49 = e1
% 66.13/31.06  																												|
% 66.13/31.06  																													+-Applying beta-rule and splitting (18), into two cases.
% 66.13/31.06  																													|-Branch one:
% 66.13/31.06  																													| (453) all_0_41_41 = e1
% 66.13/31.06  																													|
% 66.13/31.06  																														| Equations (453) can reduce 457 to:
% 66.13/31.06  																														| (266) $false
% 66.13/31.06  																														|
% 66.13/31.06  																														|-The branch is then unsatisfiable
% 66.13/31.06  																													|-Branch two:
% 66.13/31.06  																													| (457)  ~ (all_0_41_41 = e1)
% 66.13/31.06  																													| (595) all_0_46_46 = e1 | all_0_50_50 = e1 | all_0_55_55 = e1
% 66.13/31.06  																													|
% 66.13/31.06  																														+-Applying beta-rule and splitting (595), into two cases.
% 66.13/31.06  																														|-Branch one:
% 66.13/31.06  																														| (545) all_0_46_46 = e1
% 66.13/31.06  																														|
% 66.13/31.06  																															| Equations (545) can reduce 549 to:
% 66.13/31.06  																															| (266) $false
% 66.13/31.06  																															|
% 66.13/31.06  																															|-The branch is then unsatisfiable
% 66.13/31.06  																														|-Branch two:
% 66.13/31.06  																														| (549)  ~ (all_0_46_46 = e1)
% 66.13/31.06  																														| (600) all_0_50_50 = e1 | all_0_55_55 = e1
% 66.13/31.06  																														|
% 66.13/31.06  																															+-Applying beta-rule and splitting (550), into two cases.
% 66.13/31.06  																															|-Branch one:
% 66.13/31.06  																															| (654) all_0_47_47 = e1
% 66.13/31.06  																															|
% 66.13/31.06  																																| Combining equations (654,1105) yields a new equation:
% 66.13/31.06  																																| (617) e2 = e1
% 66.13/31.06  																																|
% 66.13/31.06  																																| Equations (617) can reduce 122 to:
% 66.13/31.06  																																| (266) $false
% 66.13/31.06  																																|
% 66.13/31.06  																																|-The branch is then unsatisfiable
% 66.13/31.06  																															|-Branch two:
% 66.13/31.06  																															| (462)  ~ (all_0_47_47 = e1)
% 66.13/31.06  																															| (659) all_0_48_48 = e1 | all_0_49_49 = e1
% 66.13/31.06  																															|
% 66.13/31.06  																																+-Applying beta-rule and splitting (600), into two cases.
% 66.13/31.06  																																|-Branch one:
% 66.13/31.06  																																| (601) all_0_50_50 = e1
% 66.13/31.06  																																|
% 66.13/31.06  																																	| Combining equations (415,601) yields a new equation:
% 66.13/31.06  																																	| (454) e3 = e1
% 66.13/31.06  																																	|
% 66.13/31.06  																																	| Simplifying 454 yields:
% 66.13/31.06  																																	| (455) e3 = e1
% 66.13/31.06  																																	|
% 66.13/31.06  																																	| Equations (455) can reduce 213 to:
% 66.13/31.06  																																	| (266) $false
% 66.13/31.06  																																	|
% 66.13/31.06  																																	|-The branch is then unsatisfiable
% 66.13/31.06  																																|-Branch two:
% 66.13/31.06  																																| (759)  ~ (all_0_50_50 = e1)
% 66.13/31.06  																																| (629) all_0_55_55 = e1
% 66.13/31.06  																																|
% 66.13/31.06  																																	| Equations (629) can reduce 191 to:
% 66.13/31.06  																																	| (457)  ~ (all_0_41_41 = e1)
% 66.13/31.06  																																	|
% 66.13/31.06  																																	| Equations (629) can reduce 58 to:
% 66.13/31.06  																																	| (549)  ~ (all_0_46_46 = e1)
% 66.13/31.06  																																	|
% 66.13/31.06  																																	| Equations (629) can reduce 153 to:
% 66.13/31.06  																																	| (465)  ~ (all_0_56_56 = e1)
% 66.13/31.06  																																	|
% 66.13/31.06  																																	| Simplifying 465 yields:
% 66.13/31.06  																																	| (466)  ~ (all_0_56_56 = e1)
% 66.13/31.06  																																	|
% 66.13/31.06  																																	| From (629) and (74) follows:
% 66.13/31.06  																																	| (6587) op(e0, e3) = e1
% 66.13/31.06  																																	|
% 66.13/31.06  																																	+-Applying beta-rule and splitting (123), into two cases.
% 66.13/31.06  																																	|-Branch one:
% 66.13/31.06  																																	| (1794) all_0_46_46 = e2
% 66.13/31.06  																																	|
% 66.13/31.06  																																		| Equations (1794) can reduce 300 to:
% 66.13/31.06  																																		| (266) $false
% 66.13/31.06  																																		|
% 66.13/31.06  																																		|-The branch is then unsatisfiable
% 66.13/31.06  																																	|-Branch two:
% 66.13/31.06  																																	| (300)  ~ (all_0_46_46 = e2)
% 66.13/31.06  																																	| (1797) all_0_46_46 = e4 | all_0_46_46 = e3 | all_0_46_46 = e1 | all_0_46_46 = e0
% 66.13/31.06  																																	|
% 66.13/31.06  																																		+-Applying beta-rule and splitting (395), into two cases.
% 66.13/31.06  																																		|-Branch one:
% 66.13/31.06  																																		| (794) all_0_41_41 = e0
% 66.13/31.06  																																		|
% 66.13/31.06  																																			| Equations (794) can reduce 214 to:
% 66.13/31.06  																																			| (5565)  ~ (all_0_42_42 = e0)
% 66.13/31.06  																																			|
% 66.13/31.06  																																			| Simplifying 5565 yields:
% 66.13/31.06  																																			| (358)  ~ (all_0_42_42 = e0)
% 66.13/31.06  																																			|
% 66.13/31.06  																																			| Equations (794) can reduce 149 to:
% 66.13/31.06  																																			| (359)  ~ (all_0_44_44 = e0)
% 66.13/31.06  																																			|
% 66.13/31.06  																																			| Simplifying 359 yields:
% 66.13/31.06  																																			| (360)  ~ (all_0_44_44 = e0)
% 66.13/31.06  																																			|
% 66.13/31.06  																																			| Equations (794) can reduce 43 to:
% 66.13/31.06  																																			| (5567)  ~ (all_0_46_46 = e0)
% 66.13/31.06  																																			|
% 66.13/31.06  																																			| Simplifying 5567 yields:
% 66.13/31.06  																																			| (831)  ~ (all_0_46_46 = e0)
% 66.13/31.06  																																			|
% 66.13/31.06  																																			| Equations (794) can reduce 457 to:
% 66.13/31.06  																																			| (435)  ~ (e1 = e0)
% 66.13/31.06  																																			|
% 66.13/31.06  																																			| Simplifying 435 yields:
% 66.13/31.06  																																			| (233)  ~ (e1 = e0)
% 66.13/31.06  																																			|
% 66.13/31.06  																																			| From (794) and (219) follows:
% 66.13/31.06  																																			| (5573) op(e3, e3) = e0
% 66.13/31.06  																																			|
% 66.13/31.06  																																			+-Applying beta-rule and splitting (1797), into two cases.
% 66.13/31.06  																																			|-Branch one:
% 66.13/31.06  																																			| (770) all_0_46_46 = e4
% 66.13/31.06  																																			|
% 66.13/31.06  																																				| Equations (770) can reduce 409 to:
% 66.13/31.06  																																				| (188)  ~ (e4 = e3)
% 66.13/31.06  																																				|
% 66.13/31.06  																																				| Equations (770) can reduce 831 to:
% 66.13/31.06  																																				| (49)  ~ (e4 = e0)
% 66.13/31.06  																																				|
% 66.13/31.06  																																				+-Applying beta-rule and splitting (659), into two cases.
% 66.13/31.06  																																				|-Branch one:
% 66.13/31.06  																																				| (615) all_0_48_48 = e1
% 66.13/31.06  																																				|
% 66.13/31.06  																																					| Combining equations (1279,615) yields a new equation:
% 66.13/31.06  																																					| (431) e1 = e0
% 66.13/31.06  																																					|
% 66.13/31.06  																																					| Equations (431) can reduce 233 to:
% 66.13/31.06  																																					| (266) $false
% 66.13/31.06  																																					|
% 66.13/31.06  																																					|-The branch is then unsatisfiable
% 66.13/31.06  																																				|-Branch two:
% 66.13/31.06  																																				| (619)  ~ (all_0_48_48 = e1)
% 66.13/31.06  																																				| (671) all_0_49_49 = e1
% 66.13/31.06  																																				|
% 66.13/31.06  																																					| Equations (671) can reduce 200 to:
% 66.13/31.06  																																					| (132)  ~ (all_0_40_40 = e1)
% 66.13/31.06  																																					|
% 66.13/31.06  																																					| Equations (671) can reduce 9 to:
% 66.13/31.06  																																					| (639)  ~ (all_0_44_44 = e1)
% 66.13/31.06  																																					|
% 66.13/31.06  																																					| Equations (671) can reduce 119 to:
% 66.13/31.06  																																					| (879)  ~ (all_0_58_58 = e1)
% 66.13/31.06  																																					|
% 66.13/31.06  																																					| Simplifying 879 yields:
% 66.13/31.06  																																					| (880)  ~ (all_0_58_58 = e1)
% 66.13/31.06  																																					|
% 66.13/31.06  																																					| Equations (671) can reduce 340 to:
% 66.13/31.06  																																					| (604)  ~ (e2 = e1)
% 66.13/31.06  																																					|
% 66.13/31.06  																																					| Simplifying 604 yields:
% 66.13/31.06  																																					| (122)  ~ (e2 = e1)
% 66.13/31.06  																																					|
% 66.13/31.06  																																					| From (671) and (55) follows:
% 66.13/31.06  																																					| (673) op(e2, e0) = e1
% 66.13/31.06  																																					|
% 66.13/31.06  																																					+-Applying beta-rule and splitting (152), into two cases.
% 66.13/31.06  																																					|-Branch one:
% 66.13/31.06  																																					| (1392) all_0_42_42 = e4
% 66.13/31.06  																																					|
% 66.13/31.06  																																						| Equations (1392) can reduce 145 to:
% 66.13/31.06  																																						| (1377)  ~ (all_0_39_39 = e4)
% 66.13/31.06  																																						|
% 66.13/31.06  																																						+-Applying beta-rule and splitting (180), into two cases.
% 66.13/31.06  																																						|-Branch one:
% 66.13/31.06  																																						| (516) all_0_42_42 = e3
% 66.13/31.06  																																						|
% 66.13/31.06  																																							| Combining equations (516,1392) yields a new equation:
% 66.13/31.06  																																							| (425) e4 = e3
% 66.13/31.06  																																							|
% 66.13/31.06  																																							| Equations (425) can reduce 188 to:
% 66.13/31.06  																																							| (266) $false
% 66.13/31.06  																																							|
% 66.13/31.06  																																							|-The branch is then unsatisfiable
% 66.13/31.06  																																						|-Branch two:
% 66.13/31.06  																																						| (405)  ~ (all_0_42_42 = e3)
% 66.13/31.06  																																						| (521) all_0_47_47 = e3 | all_0_51_51 = e3 | all_0_56_56 = e3
% 66.13/31.06  																																						|
% 66.13/31.06  																																							+-Applying beta-rule and splitting (150), into two cases.
% 66.13/31.06  																																							|-Branch one:
% 66.13/31.06  																																							| (1378) all_0_40_40 = e4
% 66.13/31.06  																																							|
% 66.13/31.06  																																								| Equations (1378) can reduce 176 to:
% 66.13/31.06  																																								| (1377)  ~ (all_0_39_39 = e4)
% 66.13/31.06  																																								|
% 66.13/31.06  																																								| Equations (1378) can reduce 2 to:
% 66.13/31.06  																																								| (188)  ~ (e4 = e3)
% 66.13/31.06  																																								|
% 66.13/31.07  																																								+-Applying beta-rule and splitting (521), into two cases.
% 66.13/31.07  																																								|-Branch one:
% 66.13/31.07  																																								| (522) all_0_47_47 = e3
% 66.13/31.07  																																								|
% 66.13/31.07  																																									| Combining equations (522,1105) yields a new equation:
% 66.13/31.07  																																									| (661) e3 = e2
% 66.13/31.07  																																									|
% 66.13/31.07  																																									| Simplifying 661 yields:
% 66.13/31.07  																																									| (662) e3 = e2
% 66.13/31.07  																																									|
% 66.13/31.07  																																									| Equations (662) can reduce 212 to:
% 66.13/31.07  																																									| (266) $false
% 66.13/31.07  																																									|
% 66.13/31.07  																																									|-The branch is then unsatisfiable
% 66.13/31.07  																																								|-Branch two:
% 66.13/31.07  																																								| (1091)  ~ (all_0_47_47 = e3)
% 66.13/31.07  																																								| (1092) all_0_51_51 = e3 | all_0_56_56 = e3
% 66.13/31.07  																																								|
% 66.13/31.07  																																									+-Applying beta-rule and splitting (320), into two cases.
% 66.13/31.07  																																									|-Branch one:
% 66.13/31.07  																																									| (471) all_0_39_39 = e4
% 66.13/31.07  																																									|
% 66.13/31.07  																																										| Equations (471) can reduce 1377 to:
% 66.13/31.07  																																										| (266) $false
% 66.13/31.07  																																										|
% 66.13/31.07  																																										|-The branch is then unsatisfiable
% 66.13/31.07  																																									|-Branch two:
% 66.13/31.07  																																									| (1377)  ~ (all_0_39_39 = e4)
% 66.13/31.07  																																									| (480) all_0_39_39 = e0
% 66.13/31.07  																																									|
% 66.13/31.07  																																										| Equations (480) can reduce 1377 to:
% 66.13/31.07  																																										| (401)  ~ (e4 = e0)
% 66.13/31.07  																																										|
% 66.13/31.07  																																										| Simplifying 401 yields:
% 66.13/31.07  																																										| (49)  ~ (e4 = e0)
% 66.13/31.07  																																										|
% 66.13/31.07  																																										| Equations (480) can reduce 151 to:
% 66.13/31.07  																																										| (435)  ~ (e1 = e0)
% 66.13/31.07  																																										|
% 66.13/31.07  																																										| Simplifying 435 yields:
% 66.13/31.07  																																										| (233)  ~ (e1 = e0)
% 66.13/31.07  																																										|
% 66.13/31.07  																																										| From (480) and (14) follows:
% 66.13/31.07  																																										| (4090) op(e4, e2) = e0
% 66.13/31.07  																																										|
% 66.13/31.07  																																										+-Applying beta-rule and splitting (125), into two cases.
% 66.13/31.07  																																										|-Branch one:
% 66.13/31.07  																																										| (858) all_0_55_55 = e0
% 66.13/31.07  																																										|
% 66.13/31.07  																																											| Combining equations (858,629) yields a new equation:
% 66.13/31.07  																																											| (431) e1 = e0
% 66.13/31.07  																																											|
% 66.13/31.07  																																											| Equations (431) can reduce 233 to:
% 66.13/31.07  																																											| (266) $false
% 66.13/31.07  																																											|
% 66.13/31.07  																																											|-The branch is then unsatisfiable
% 66.13/31.07  																																										|-Branch two:
% 66.13/31.07  																																										| (803)  ~ (all_0_55_55 = e0)
% 66.13/31.07  																																										| (863) all_0_56_56 = e0 | all_0_57_57 = e0 | all_0_58_58 = e0
% 66.13/31.07  																																										|
% 66.13/31.07  																																											| Equations (629) can reduce 803 to:
% 66.13/31.07  																																											| (233)  ~ (e1 = e0)
% 66.13/31.07  																																											|
% 66.13/31.07  																																											+-Applying beta-rule and splitting (75), into two cases.
% 66.13/31.07  																																											|-Branch one:
% 66.13/31.07  																																											| (485) all_0_40_40 = e0
% 66.13/31.07  																																											|
% 66.13/31.07  																																												| Combining equations (485,1378) yields a new equation:
% 66.13/31.07  																																												| (397) e4 = e0
% 66.13/31.07  																																												|
% 66.13/31.07  																																												| Equations (397) can reduce 49 to:
% 66.13/31.07  																																												| (266) $false
% 66.13/31.07  																																												|
% 66.13/31.07  																																												|-The branch is then unsatisfiable
% 66.13/31.07  																																											|-Branch two:
% 66.13/31.07  																																											| (1401)  ~ (all_0_40_40 = e0)
% 66.13/31.07  																																											| (1748) all_0_44_44 = e0 | all_0_49_49 = e0 | all_0_58_58 = e0
% 66.13/31.07  																																											|
% 66.13/31.07  																																												+-Applying beta-rule and splitting (1899), into two cases.
% 66.13/31.07  																																												|-Branch one:
% 66.13/31.07  																																												| (516) all_0_42_42 = e3
% 66.13/31.07  																																												|
% 66.13/31.07  																																													| Combining equations (516,1392) yields a new equation:
% 66.13/31.07  																																													| (425) e4 = e3
% 66.13/31.07  																																													|
% 66.13/31.07  																																													| Equations (425) can reduce 188 to:
% 66.13/31.07  																																													| (266) $false
% 66.13/31.07  																																													|
% 66.13/31.07  																																													|-The branch is then unsatisfiable
% 66.13/31.07  																																												|-Branch two:
% 66.13/31.07  																																												| (405)  ~ (all_0_42_42 = e3)
% 66.13/31.07  																																												| (532) all_0_44_44 = e3
% 66.13/31.07  																																												|
% 66.13/31.07  																																													| Equations (532) can reduce 639 to:
% 66.13/31.07  																																													| (213)  ~ (e3 = e1)
% 66.13/31.07  																																													|
% 66.13/31.07  																																													| Equations (532) can reduce 360 to:
% 66.13/31.07  																																													| (80)  ~ (e3 = e0)
% 66.13/31.07  																																													|
% 66.13/31.07  																																													| From (532) and (138) follows:
% 66.13/31.07  																																													| (1639) op(e3, e0) = e3
% 66.13/31.07  																																													|
% 66.13/31.07  																																													+-Applying beta-rule and splitting (1748), into two cases.
% 66.13/31.07  																																													|-Branch one:
% 66.13/31.07  																																													| (1414) all_0_44_44 = e0
% 66.13/31.07  																																													|
% 66.13/31.07  																																														| Combining equations (1414,532) yields a new equation:
% 66.13/31.07  																																														| (676) e3 = e0
% 66.13/31.07  																																														|
% 66.13/31.07  																																														| Equations (676) can reduce 80 to:
% 66.13/31.07  																																														| (266) $false
% 66.13/31.07  																																														|
% 66.13/31.07  																																														|-The branch is then unsatisfiable
% 66.13/31.07  																																													|-Branch two:
% 66.13/31.07  																																													| (360)  ~ (all_0_44_44 = e0)
% 66.13/31.07  																																													| (1760) all_0_49_49 = e0 | all_0_58_58 = e0
% 66.13/31.07  																																													|
% 66.13/31.07  																																														+-Applying beta-rule and splitting (1092), into two cases.
% 66.13/31.07  																																														|-Branch one:
% 66.13/31.07  																																														| (660) all_0_51_51 = e3
% 66.13/31.07  																																														|
% 66.13/31.07  																																															| Combining equations (1109,660) yields a new equation:
% 66.13/31.07  																																															| (455) e3 = e1
% 66.13/31.07  																																															|
% 66.13/31.07  																																															| Equations (455) can reduce 213 to:
% 66.13/31.07  																																															| (266) $false
% 66.13/31.07  																																															|
% 66.13/31.07  																																															|-The branch is then unsatisfiable
% 66.13/31.07  																																														|-Branch two:
% 66.13/31.07  																																														| (664)  ~ (all_0_51_51 = e3)
% 66.13/31.07  																																														| (1097) all_0_56_56 = e3
% 66.13/31.07  																																														|
% 66.13/31.07  																																															| From (1097) and (111) follows:
% 66.13/31.07  																																															| (65099) op(e0, e2) = e3
% 66.13/31.07  																																															|
% 66.13/31.07  																																															+-Applying beta-rule and splitting (1760), into two cases.
% 66.13/31.07  																																															|-Branch one:
% 66.13/31.07  																																															| (978) all_0_49_49 = e0
% 66.13/31.07  																																															|
% 66.13/31.07  																																																| Combining equations (671,978) yields a new equation:
% 66.13/31.07  																																																| (546) e1 = e0
% 66.13/31.07  																																																|
% 66.13/31.07  																																																| Simplifying 546 yields:
% 66.13/31.07  																																																| (431) e1 = e0
% 66.13/31.07  																																																|
% 66.13/31.07  																																																| Equations (431) can reduce 233 to:
% 66.13/31.07  																																																| (266) $false
% 66.13/31.07  																																																|
% 66.13/31.07  																																																|-The branch is then unsatisfiable
% 66.13/31.07  																																															|-Branch two:
% 66.13/31.07  																																															| (487)  ~ (all_0_49_49 = e0)
% 66.13/31.07  																																															| (914) all_0_58_58 = e0
% 66.13/31.07  																																															|
% 66.13/31.07  																																																| Equations (914) can reduce 880 to:
% 66.13/31.07  																																																| (435)  ~ (e1 = e0)
% 66.13/31.07  																																																|
% 66.13/31.07  																																																| Simplifying 435 yields:
% 66.13/31.07  																																																| (233)  ~ (e1 = e0)
% 66.13/31.07  																																																|
% 66.13/31.07  																																																+-Applying beta-rule and splitting (56), into two cases.
% 66.13/31.07  																																																|-Branch one:
% 66.13/31.07  																																																| (696) unit = e2
% 66.13/31.07  																																																|
% 66.13/31.07  																																																	| From (696) and (209) follows:
% 66.13/31.07  																																																	| (7585) op(e2, e0) = e0
% 66.13/31.07  																																																	|
% 66.13/31.07  																																																	| Instantiating formula (29) with e2, e0, e0, e1 and discharging atoms op(e2, e0) = e1, op(e2, e0) = e0, yields:
% 66.13/31.07  																																																	| (431) e1 = e0
% 66.13/31.07  																																																	|
% 66.13/31.07  																																																	| Equations (431) can reduce 233 to:
% 66.13/31.07  																																																	| (266) $false
% 66.13/31.07  																																																	|
% 66.13/31.07  																																																	|-The branch is then unsatisfiable
% 66.13/31.07  																																																|-Branch two:
% 66.13/31.07  																																																| (707)  ~ (unit = e2)
% 66.13/31.07  																																																| (708) unit = e4 | unit = e3 | unit = e1 | unit = e0
% 66.13/31.07  																																																|
% 66.13/31.07  																																																	+-Applying beta-rule and splitting (708), into two cases.
% 66.13/31.07  																																																	|-Branch one:
% 66.13/31.07  																																																	| (709) unit = e4
% 66.13/31.07  																																																	|
% 66.13/31.07  																																																		| From (709) and (15) follows:
% 66.13/31.07  																																																		| (22188) op(e4, e2) = e2
% 66.13/31.07  																																																		|
% 66.13/31.07  																																																		| From (709) and (211) follows:
% 66.13/31.07  																																																		| (22527) op(e4, e1) = e1
% 66.13/31.07  																																																		|
% 66.13/31.07  																																																		| From (709) and (32) follows:
% 66.13/31.07  																																																		| (712) op(e2, e4) = e2
% 66.13/31.07  																																																		|
% 66.13/31.07  																																																		| Instantiating formula (29) with e4, e2, e2, e0 and discharging atoms op(e4, e2) = e2, op(e4, e2) = e0, yields:
% 66.13/31.07  																																																		| (330) e2 = e0
% 66.13/31.07  																																																		|
% 66.13/31.07  																																																		| Instantiating formula (29) with e4, e1, e1, e3 and discharging atoms op(e4, e1) = e3, op(e4, e1) = e1, yields:
% 66.13/31.07  																																																		| (455) e3 = e1
% 66.13/31.07  																																																		|
% 66.13/31.07  																																																		| Instantiating formula (29) with e2, e4, e2, e3 and discharging atoms op(e2, e4) = e3, op(e2, e4) = e2, yields:
% 66.13/31.07  																																																		| (662) e3 = e2
% 66.13/31.07  																																																		|
% 66.13/31.07  																																																		| Combining equations (455,662) yields a new equation:
% 66.13/31.07  																																																		| (617) e2 = e1
% 66.13/31.07  																																																		|
% 66.13/31.07  																																																		| Combining equations (617,330) yields a new equation:
% 66.13/31.07  																																																		| (546) e1 = e0
% 66.13/31.07  																																																		|
% 66.13/31.07  																																																		| Simplifying 546 yields:
% 66.13/31.07  																																																		| (431) e1 = e0
% 66.13/31.07  																																																		|
% 66.13/31.07  																																																		| Equations (431) can reduce 233 to:
% 66.13/31.07  																																																		| (266) $false
% 66.13/31.07  																																																		|
% 66.13/31.07  																																																		|-The branch is then unsatisfiable
% 66.13/31.07  																																																	|-Branch two:
% 66.13/31.07  																																																	| (724)  ~ (unit = e4)
% 66.13/31.07  																																																	| (725) unit = e3 | unit = e1 | unit = e0
% 66.13/31.07  																																																	|
% 66.13/31.07  																																																		+-Applying beta-rule and splitting (725), into two cases.
% 66.13/31.07  																																																		|-Branch one:
% 66.13/31.07  																																																		| (726) unit = e0
% 66.13/31.07  																																																		|
% 66.13/31.07  																																																			| From (726) and (24) follows:
% 66.13/31.07  																																																			| (2208) op(e0, e3) = e3
% 66.13/31.07  																																																			|
% 66.13/31.07  																																																			| From (726) and (15) follows:
% 66.13/31.07  																																																			| (1508) op(e0, e2) = e2
% 66.13/31.07  																																																			|
% 66.13/31.07  																																																			| Instantiating formula (29) with e0, e3, e3, e1 and discharging atoms op(e0, e3) = e3, op(e0, e3) = e1, yields:
% 66.13/31.07  																																																			| (455) e3 = e1
% 66.13/31.07  																																																			|
% 66.13/31.07  																																																			| Instantiating formula (29) with e0, e2, e2, e3 and discharging atoms op(e0, e2) = e3, op(e0, e2) = e2, yields:
% 66.13/31.07  																																																			| (662) e3 = e2
% 66.13/31.07  																																																			|
% 66.13/31.07  																																																			| Combining equations (662,455) yields a new equation:
% 66.13/31.07  																																																			| (616) e2 = e1
% 66.13/31.07  																																																			|
% 66.13/31.07  																																																			| Simplifying 616 yields:
% 66.13/31.07  																																																			| (617) e2 = e1
% 66.13/31.07  																																																			|
% 66.13/31.07  																																																			| Equations (617) can reduce 122 to:
% 66.13/31.07  																																																			| (266) $false
% 66.13/31.07  																																																			|
% 66.13/31.07  																																																			|-The branch is then unsatisfiable
% 66.13/31.07  																																																		|-Branch two:
% 66.13/31.07  																																																		| (734)  ~ (unit = e0)
% 66.13/31.07  																																																		| (735) unit = e3 | unit = e1
% 66.13/31.07  																																																		|
% 66.13/31.07  																																																			+-Applying beta-rule and splitting (735), into two cases.
% 66.13/31.07  																																																			|-Branch one:
% 66.13/31.07  																																																			| (736) unit = e1
% 66.13/31.07  																																																			|
% 66.13/31.07  																																																				| Equations (736) can reduce 734 to:
% 66.13/31.07  																																																				| (233)  ~ (e1 = e0)
% 66.13/31.07  																																																				|
% 66.13/31.07  																																																				| From (736) and (15) follows:
% 66.13/31.07  																																																				| (515) op(e1, e2) = e2
% 66.13/31.07  																																																				|
% 66.13/31.07  																																																				| From (736) and (42) follows:
% 66.13/31.07  																																																				| (3221) op(e0, e1) = e0
% 66.13/31.07  																																																				|
% 66.13/31.07  																																																				| Instantiating formula (29) with e1, e2, e2, e1 and discharging atoms op(e1, e2) = e2, op(e1, e2) = e1, yields:
% 66.13/31.07  																																																				| (617) e2 = e1
% 66.13/31.07  																																																				|
% 66.13/31.07  																																																				| Instantiating formula (29) with e0, e1, e0, e2 and discharging atoms op(e0, e1) = e2, op(e0, e1) = e0, yields:
% 66.13/31.07  																																																				| (330) e2 = e0
% 66.13/31.07  																																																				|
% 66.13/31.07  																																																				| Combining equations (330,617) yields a new equation:
% 66.13/31.07  																																																				| (431) e1 = e0
% 66.13/31.07  																																																				|
% 66.13/31.07  																																																				| Equations (431) can reduce 233 to:
% 66.13/31.07  																																																				| (266) $false
% 66.13/31.07  																																																				|
% 66.13/31.07  																																																				|-The branch is then unsatisfiable
% 66.13/31.07  																																																			|-Branch two:
% 66.13/31.07  																																																			| (748)  ~ (unit = e1)
% 66.13/31.07  																																																			| (749) unit = e3
% 66.13/31.07  																																																			|
% 66.13/31.07  																																																				| From (749) and (209) follows:
% 66.13/31.07  																																																				| (1667) op(e3, e0) = e0
% 66.13/31.07  																																																				|
% 66.13/31.07  																																																				| From (749) and (28) follows:
% 66.13/31.07  																																																				| (2235) op(e1, e3) = e1
% 66.13/31.07  																																																				|
% 66.13/31.07  																																																				| Instantiating formula (29) with e3, e0, e0, e3 and discharging atoms op(e3, e0) = e3, op(e3, e0) = e0, yields:
% 66.13/31.07  																																																				| (676) e3 = e0
% 66.13/31.07  																																																				|
% 66.13/31.07  																																																				| Instantiating formula (29) with e1, e3, e1, e3 and discharging atoms op(e1, e3) = e3, op(e1, e3) = e1, yields:
% 66.13/31.07  																																																				| (455) e3 = e1
% 66.13/31.07  																																																				|
% 66.13/31.07  																																																				| Combining equations (455,676) yields a new equation:
% 66.13/31.07  																																																				| (546) e1 = e0
% 66.13/31.07  																																																				|
% 66.13/31.07  																																																				| Simplifying 546 yields:
% 66.13/31.07  																																																				| (431) e1 = e0
% 66.13/31.07  																																																				|
% 66.13/31.07  																																																				| Equations (431) can reduce 233 to:
% 66.13/31.07  																																																				| (266) $false
% 66.13/31.07  																																																				|
% 66.13/31.07  																																																				|-The branch is then unsatisfiable
% 66.13/31.07  																																							|-Branch two:
% 66.13/31.07  																																							| (447)  ~ (all_0_40_40 = e4)
% 66.13/31.07  																																							| (2271) all_0_44_44 = e4 | all_0_49_49 = e4 | all_0_53_53 = e4 | all_0_58_58 = e4
% 66.13/31.07  																																							|
% 66.13/31.07  																																								+-Applying beta-rule and splitting (320), into two cases.
% 66.13/31.07  																																								|-Branch one:
% 66.13/31.07  																																								| (471) all_0_39_39 = e4
% 66.13/31.07  																																								|
% 66.13/31.07  																																									| Equations (471) can reduce 1377 to:
% 66.13/31.07  																																									| (266) $false
% 66.13/31.07  																																									|
% 66.13/31.07  																																									|-The branch is then unsatisfiable
% 66.13/31.07  																																								|-Branch two:
% 66.13/31.07  																																								| (1377)  ~ (all_0_39_39 = e4)
% 66.13/31.07  																																								| (480) all_0_39_39 = e0
% 66.13/31.07  																																								|
% 66.13/31.07  																																									| Equations (480) can reduce 176 to:
% 66.13/31.07  																																									| (1400)  ~ (all_0_40_40 = e0)
% 66.13/31.07  																																									|
% 66.13/31.07  																																									| Simplifying 1400 yields:
% 66.13/31.07  																																									| (1401)  ~ (all_0_40_40 = e0)
% 66.13/31.07  																																									|
% 66.13/31.07  																																									+-Applying beta-rule and splitting (316), into two cases.
% 66.13/31.07  																																									|-Branch one:
% 66.13/31.07  																																									| (1378) all_0_40_40 = e4
% 66.13/31.07  																																									|
% 66.13/31.07  																																										| Equations (1378) can reduce 447 to:
% 66.13/31.07  																																										| (266) $false
% 66.13/31.07  																																										|
% 66.13/31.07  																																										|-The branch is then unsatisfiable
% 66.13/31.07  																																									|-Branch two:
% 66.13/31.07  																																									| (447)  ~ (all_0_40_40 = e4)
% 66.13/31.07  																																									| (485) all_0_40_40 = e0
% 66.13/31.07  																																									|
% 66.13/31.07  																																										| Equations (485) can reduce 1401 to:
% 66.13/31.07  																																										| (266) $false
% 66.13/31.07  																																										|
% 66.13/31.07  																																										|-The branch is then unsatisfiable
% 66.13/31.07  																																					|-Branch two:
% 66.13/31.07  																																					| (1890)  ~ (all_0_42_42 = e4)
% 66.13/31.07  																																					| (1969) all_0_42_42 = e3 | all_0_42_42 = e1 | all_0_42_42 = e0
% 66.13/31.07  																																					|
% 66.13/31.07  																																						+-Applying beta-rule and splitting (1969), into two cases.
% 66.13/31.07  																																						|-Branch one:
% 66.13/31.07  																																						| (559) all_0_42_42 = e0
% 66.13/31.07  																																						|
% 66.13/31.07  																																							| Equations (559) can reduce 358 to:
% 66.13/31.07  																																							| (266) $false
% 66.13/31.07  																																							|
% 66.13/31.07  																																							|-The branch is then unsatisfiable
% 66.13/31.07  																																						|-Branch two:
% 66.13/31.07  																																						| (358)  ~ (all_0_42_42 = e0)
% 66.13/31.07  																																						| (2510) all_0_42_42 = e3 | all_0_42_42 = e1
% 66.13/31.07  																																						|
% 66.13/31.07  																																							+-Applying beta-rule and splitting (164), into two cases.
% 66.13/31.07  																																							|-Branch one:
% 66.13/31.07  																																							| (471) all_0_39_39 = e4
% 66.13/31.07  																																							|
% 66.13/31.07  																																								| Equations (471) can reduce 176 to:
% 66.13/31.07  																																								| (7398)  ~ (all_0_40_40 = e4)
% 66.13/31.07  																																								|
% 66.13/31.07  																																								| Simplifying 7398 yields:
% 66.13/31.07  																																								| (447)  ~ (all_0_40_40 = e4)
% 66.13/31.07  																																								|
% 66.13/31.07  																																								| Equations (471) can reduce 145 to:
% 66.13/31.07  																																								| (1901)  ~ (all_0_42_42 = e4)
% 66.13/31.07  																																								|
% 66.13/31.08  																																								| Simplifying 1901 yields:
% 66.13/31.08  																																								| (1890)  ~ (all_0_42_42 = e4)
% 66.13/31.08  																																								|
% 66.13/31.08  																																								| Equations (471) can reduce 294 to:
% 66.13/31.08  																																								| (48)  ~ (e4 = e2)
% 66.13/31.08  																																								|
% 66.13/31.08  																																								| Equations (471) can reduce 151 to:
% 66.13/31.08  																																								| (110)  ~ (e4 = e1)
% 66.13/31.08  																																								|
% 66.13/31.08  																																								| From (471) and (14) follows:
% 66.13/31.08  																																								| (4284) op(e4, e2) = e4
% 66.13/31.08  																																								|
% 66.13/31.08  																																								+-Applying beta-rule and splitting (150), into two cases.
% 66.13/31.08  																																								|-Branch one:
% 66.13/31.08  																																								| (1378) all_0_40_40 = e4
% 66.13/31.08  																																								|
% 66.13/31.08  																																									| Equations (1378) can reduce 447 to:
% 66.13/31.08  																																									| (266) $false
% 66.13/31.08  																																									|
% 66.13/31.08  																																									|-The branch is then unsatisfiable
% 66.13/31.08  																																								|-Branch two:
% 66.13/31.08  																																								| (447)  ~ (all_0_40_40 = e4)
% 66.13/31.08  																																								| (2271) all_0_44_44 = e4 | all_0_49_49 = e4 | all_0_53_53 = e4 | all_0_58_58 = e4
% 66.13/31.08  																																								|
% 66.13/31.08  																																									+-Applying beta-rule and splitting (333), into two cases.
% 66.13/31.08  																																									|-Branch one:
% 66.13/31.08  																																									| (480) all_0_39_39 = e0
% 66.13/31.08  																																									|
% 66.13/31.08  																																										| Combining equations (480,471) yields a new equation:
% 66.13/31.08  																																										| (397) e4 = e0
% 66.13/31.08  																																										|
% 66.13/31.08  																																										| Equations (397) can reduce 49 to:
% 66.13/31.08  																																										| (266) $false
% 66.13/31.08  																																										|
% 66.13/31.08  																																										|-The branch is then unsatisfiable
% 66.13/31.08  																																									|-Branch two:
% 66.13/31.08  																																									| (484)  ~ (all_0_39_39 = e0)
% 66.13/31.08  																																									| (485) all_0_40_40 = e0
% 66.13/31.08  																																									|
% 66.13/31.08  																																										| Equations (485) can reduce 178 to:
% 66.13/31.08  																																										| (490)  ~ (all_0_58_58 = e0)
% 66.13/31.08  																																										|
% 66.13/31.08  																																										| Simplifying 490 yields:
% 66.13/31.08  																																										| (491)  ~ (all_0_58_58 = e0)
% 66.13/31.08  																																										|
% 66.13/31.08  																																										| Equations (485) can reduce 296 to:
% 66.13/31.08  																																										| (365)  ~ (e2 = e0)
% 66.13/31.08  																																										|
% 66.13/31.08  																																										| Simplifying 365 yields:
% 66.13/31.08  																																										| (128)  ~ (e2 = e0)
% 66.13/31.08  																																										|
% 66.13/31.08  																																										| Equations (485) can reduce 132 to:
% 66.13/31.08  																																										| (435)  ~ (e1 = e0)
% 66.13/31.08  																																										|
% 66.13/31.08  																																										| Simplifying 435 yields:
% 66.13/31.08  																																										| (233)  ~ (e1 = e0)
% 66.13/31.08  																																										|
% 66.13/31.08  																																										+-Applying beta-rule and splitting (125), into two cases.
% 66.13/31.08  																																										|-Branch one:
% 66.13/31.08  																																										| (858) all_0_55_55 = e0
% 66.13/31.08  																																										|
% 66.13/31.08  																																											| Combining equations (858,629) yields a new equation:
% 66.13/31.08  																																											| (431) e1 = e0
% 66.13/31.08  																																											|
% 66.13/31.08  																																											| Equations (431) can reduce 233 to:
% 66.13/31.08  																																											| (266) $false
% 66.13/31.08  																																											|
% 66.13/31.08  																																											|-The branch is then unsatisfiable
% 66.13/31.08  																																										|-Branch two:
% 66.13/31.08  																																										| (803)  ~ (all_0_55_55 = e0)
% 66.13/31.08  																																										| (863) all_0_56_56 = e0 | all_0_57_57 = e0 | all_0_58_58 = e0
% 66.13/31.08  																																										|
% 66.13/31.08  																																											+-Applying beta-rule and splitting (863), into two cases.
% 66.13/31.08  																																											|-Branch one:
% 66.13/31.08  																																											| (679) all_0_56_56 = e0
% 66.13/31.08  																																											|
% 66.13/31.08  																																												| Equations (679) can reduce 466 to:
% 66.13/31.08  																																												| (435)  ~ (e1 = e0)
% 66.13/31.08  																																												|
% 66.13/31.08  																																												| Simplifying 435 yields:
% 66.13/31.08  																																												| (233)  ~ (e1 = e0)
% 66.13/31.08  																																												|
% 66.13/31.08  																																												| From (679) and (111) follows:
% 66.13/31.08  																																												| (1613) op(e0, e2) = e0
% 66.13/31.08  																																												|
% 66.13/31.08  																																												+-Applying beta-rule and splitting (56), into two cases.
% 66.13/31.08  																																												|-Branch one:
% 66.13/31.08  																																												| (696) unit = e2
% 66.13/31.08  																																												|
% 66.13/31.08  																																													| From (696) and (209) follows:
% 66.13/31.08  																																													| (7585) op(e2, e0) = e0
% 66.13/31.08  																																													|
% 66.13/31.08  																																													| Instantiating formula (29) with e2, e0, e0, e1 and discharging atoms op(e2, e0) = e1, op(e2, e0) = e0, yields:
% 66.13/31.08  																																													| (431) e1 = e0
% 66.13/31.08  																																													|
% 66.13/31.08  																																													| Equations (431) can reduce 233 to:
% 66.13/31.08  																																													| (266) $false
% 66.13/31.08  																																													|
% 66.13/31.08  																																													|-The branch is then unsatisfiable
% 66.13/31.08  																																												|-Branch two:
% 66.13/31.08  																																												| (707)  ~ (unit = e2)
% 66.13/31.08  																																												| (708) unit = e4 | unit = e3 | unit = e1 | unit = e0
% 66.13/31.08  																																												|
% 66.13/31.08  																																													+-Applying beta-rule and splitting (708), into two cases.
% 66.13/31.08  																																													|-Branch one:
% 66.13/31.08  																																													| (709) unit = e4
% 66.13/31.08  																																													|
% 66.13/31.08  																																														| From (709) and (15) follows:
% 66.13/31.08  																																														| (22188) op(e4, e2) = e2
% 66.13/31.08  																																														|
% 66.13/31.08  																																														| From (709) and (211) follows:
% 66.13/31.08  																																														| (22527) op(e4, e1) = e1
% 66.13/31.08  																																														|
% 66.13/31.08  																																														| From (709) and (32) follows:
% 66.13/31.08  																																														| (712) op(e2, e4) = e2
% 66.13/31.08  																																														|
% 66.13/31.08  																																														| From (709) and (42) follows:
% 66.13/31.08  																																														| (713) op(e0, e4) = e0
% 66.13/31.08  																																														|
% 66.13/31.08  																																														| Instantiating formula (29) with e4, e2, e2, e4 and discharging atoms op(e4, e2) = e4, op(e4, e2) = e2, yields:
% 66.13/31.08  																																														| (323) e4 = e2
% 66.13/31.08  																																														|
% 66.13/31.08  																																														| Instantiating formula (29) with e4, e1, e1, e3 and discharging atoms op(e4, e1) = e3, op(e4, e1) = e1, yields:
% 66.13/31.08  																																														| (455) e3 = e1
% 66.13/31.08  																																														|
% 66.13/31.08  																																														| Instantiating formula (29) with e2, e4, e2, e3 and discharging atoms op(e2, e4) = e3, op(e2, e4) = e2, yields:
% 66.13/31.08  																																														| (662) e3 = e2
% 66.13/31.08  																																														|
% 66.13/31.08  																																														| Instantiating formula (29) with e0, e4, e0, e4 and discharging atoms op(e0, e4) = e4, op(e0, e4) = e0, yields:
% 66.13/31.08  																																														| (397) e4 = e0
% 66.13/31.08  																																														|
% 66.13/31.08  																																														| Combining equations (323,397) yields a new equation:
% 66.13/31.08  																																														| (391) e2 = e0
% 66.13/31.08  																																														|
% 66.13/31.08  																																														| Simplifying 391 yields:
% 66.13/31.08  																																														| (330) e2 = e0
% 66.13/31.08  																																														|
% 66.13/31.08  																																														| Combining equations (455,662) yields a new equation:
% 66.13/31.08  																																														| (617) e2 = e1
% 66.13/31.08  																																														|
% 66.13/31.08  																																														| Combining equations (617,330) yields a new equation:
% 66.13/31.08  																																														| (546) e1 = e0
% 66.13/31.08  																																														|
% 66.13/31.08  																																														| Simplifying 546 yields:
% 66.13/31.08  																																														| (431) e1 = e0
% 66.13/31.08  																																														|
% 66.13/31.08  																																														| Equations (431) can reduce 233 to:
% 66.13/31.08  																																														| (266) $false
% 66.13/31.08  																																														|
% 66.13/31.08  																																														|-The branch is then unsatisfiable
% 66.13/31.08  																																													|-Branch two:
% 66.13/31.08  																																													| (724)  ~ (unit = e4)
% 66.13/31.08  																																													| (725) unit = e3 | unit = e1 | unit = e0
% 66.13/31.08  																																													|
% 66.13/31.08  																																														+-Applying beta-rule and splitting (725), into two cases.
% 66.13/31.08  																																														|-Branch one:
% 66.13/31.08  																																														| (726) unit = e0
% 66.13/31.08  																																														|
% 66.13/31.08  																																															| From (726) and (15) follows:
% 66.13/31.08  																																															| (1508) op(e0, e2) = e2
% 66.13/31.08  																																															|
% 66.13/31.08  																																															| From (726) and (211) follows:
% 66.13/31.08  																																															| (15180) op(e0, e1) = e1
% 66.13/31.08  																																															|
% 66.13/31.08  																																															| Instantiating formula (29) with e0, e2, e2, e0 and discharging atoms op(e0, e2) = e2, op(e0, e2) = e0, yields:
% 66.13/31.08  																																															| (330) e2 = e0
% 66.13/31.08  																																															|
% 66.13/31.08  																																															| Instantiating formula (29) with e0, e1, e1, e2 and discharging atoms op(e0, e1) = e2, op(e0, e1) = e1, yields:
% 66.13/31.08  																																															| (617) e2 = e1
% 66.13/31.08  																																															|
% 66.13/31.08  																																															| Combining equations (617,330) yields a new equation:
% 66.13/31.08  																																															| (546) e1 = e0
% 66.13/31.08  																																															|
% 66.13/31.08  																																															| Simplifying 546 yields:
% 66.13/31.08  																																															| (431) e1 = e0
% 66.13/31.08  																																															|
% 66.13/31.08  																																															| Equations (431) can reduce 233 to:
% 66.13/31.08  																																															| (266) $false
% 66.13/31.08  																																															|
% 66.13/31.08  																																															|-The branch is then unsatisfiable
% 66.13/31.08  																																														|-Branch two:
% 66.13/31.08  																																														| (734)  ~ (unit = e0)
% 66.13/31.08  																																														| (735) unit = e3 | unit = e1
% 66.13/31.08  																																														|
% 66.13/31.08  																																															+-Applying beta-rule and splitting (735), into two cases.
% 66.13/31.08  																																															|-Branch one:
% 66.13/31.08  																																															| (736) unit = e1
% 66.13/31.08  																																															|
% 66.13/31.08  																																																| Equations (736) can reduce 734 to:
% 66.13/31.08  																																																| (233)  ~ (e1 = e0)
% 66.13/31.08  																																																|
% 66.13/31.08  																																																| From (736) and (15) follows:
% 66.13/31.08  																																																| (515) op(e1, e2) = e2
% 66.13/31.08  																																																|
% 66.13/31.08  																																																| From (736) and (42) follows:
% 66.13/31.08  																																																| (3221) op(e0, e1) = e0
% 66.13/31.08  																																																|
% 66.13/31.08  																																																| Instantiating formula (29) with e1, e2, e2, e1 and discharging atoms op(e1, e2) = e2, op(e1, e2) = e1, yields:
% 66.13/31.08  																																																| (617) e2 = e1
% 66.13/31.08  																																																|
% 66.13/31.08  																																																| Instantiating formula (29) with e0, e1, e0, e2 and discharging atoms op(e0, e1) = e2, op(e0, e1) = e0, yields:
% 66.13/31.08  																																																| (330) e2 = e0
% 66.13/31.08  																																																|
% 66.13/31.08  																																																| Combining equations (330,617) yields a new equation:
% 66.13/31.08  																																																| (431) e1 = e0
% 66.13/31.08  																																																|
% 66.13/31.08  																																																| Equations (431) can reduce 233 to:
% 66.13/31.08  																																																| (266) $false
% 66.13/31.08  																																																|
% 66.13/31.08  																																																|-The branch is then unsatisfiable
% 66.13/31.08  																																															|-Branch two:
% 66.13/31.08  																																															| (748)  ~ (unit = e1)
% 66.13/31.08  																																															| (749) unit = e3
% 66.13/31.08  																																															|
% 66.13/31.08  																																																| From (749) and (40) follows:
% 66.13/31.08  																																																| (3715) op(e3, e3) = e3
% 66.13/31.08  																																																|
% 66.13/31.08  																																																| From (749) and (28) follows:
% 66.13/31.08  																																																| (2235) op(e1, e3) = e1
% 66.13/31.08  																																																|
% 66.13/31.08  																																																| Instantiating formula (29) with e3, e3, e3, e0 and discharging atoms op(e3, e3) = e3, op(e3, e3) = e0, yields:
% 66.13/31.08  																																																| (676) e3 = e0
% 66.13/31.08  																																																|
% 66.13/31.08  																																																| Instantiating formula (29) with e1, e3, e1, e3 and discharging atoms op(e1, e3) = e3, op(e1, e3) = e1, yields:
% 66.13/31.08  																																																| (455) e3 = e1
% 66.13/31.08  																																																|
% 66.13/31.08  																																																| Combining equations (455,676) yields a new equation:
% 66.13/31.08  																																																| (546) e1 = e0
% 66.13/31.08  																																																|
% 66.13/31.08  																																																| Simplifying 546 yields:
% 66.13/31.08  																																																| (431) e1 = e0
% 66.13/31.08  																																																|
% 66.13/31.08  																																																| Equations (431) can reduce 233 to:
% 66.13/31.08  																																																| (266) $false
% 66.13/31.08  																																																|
% 66.13/31.08  																																																|-The branch is then unsatisfiable
% 66.13/31.08  																																											|-Branch two:
% 66.13/31.08  																																											| (828)  ~ (all_0_56_56 = e0)
% 66.13/31.08  																																											| (924) all_0_57_57 = e0 | all_0_58_58 = e0
% 66.13/31.08  																																											|
% 66.13/31.08  																																												+-Applying beta-rule and splitting (2510), into two cases.
% 66.13/31.08  																																												|-Branch one:
% 66.13/31.08  																																												| (459) all_0_42_42 = e1
% 66.13/31.08  																																												|
% 66.13/31.08  																																													| Equations (459) can reduce 1380 to:
% 66.13/31.08  																																													| (266) $false
% 66.13/31.08  																																													|
% 66.13/31.08  																																													|-The branch is then unsatisfiable
% 66.13/31.08  																																												|-Branch two:
% 66.13/31.08  																																												| (1380)  ~ (all_0_42_42 = e1)
% 66.13/31.08  																																												| (516) all_0_42_42 = e3
% 66.13/31.08  																																												|
% 66.13/31.08  																																													| Equations (516) can reduce 73 to:
% 66.13/31.08  																																													| (406)  ~ (all_0_44_44 = e3)
% 66.13/31.08  																																													|
% 66.13/31.08  																																													| Simplifying 406 yields:
% 66.13/31.08  																																													| (407)  ~ (all_0_44_44 = e3)
% 66.13/31.08  																																													|
% 66.13/31.08  																																													| Equations (516) can reduce 236 to:
% 66.13/31.08  																																													| (271)  ~ (all_0_56_56 = e3)
% 66.13/31.08  																																													|
% 66.13/31.08  																																													| Simplifying 271 yields:
% 66.13/31.08  																																													| (272)  ~ (all_0_56_56 = e3)
% 66.13/31.08  																																													|
% 66.13/31.08  																																													| Equations (516) can reduce 1890 to:
% 66.13/31.08  																																													| (277)  ~ (e4 = e3)
% 66.13/31.08  																																													|
% 66.13/31.08  																																													| Simplifying 277 yields:
% 66.13/31.08  																																													| (188)  ~ (e4 = e3)
% 66.13/31.08  																																													|
% 66.13/31.08  																																													| Equations (516) can reduce 51 to:
% 66.13/31.08  																																													| (212)  ~ (e3 = e2)
% 66.13/31.08  																																													|
% 66.13/31.08  																																													| Equations (516) can reduce 1380 to:
% 66.13/31.08  																																													| (213)  ~ (e3 = e1)
% 66.13/31.08  																																													|
% 66.13/31.08  																																													+-Applying beta-rule and splitting (26), into two cases.
% 66.13/31.08  																																													|-Branch one:
% 66.13/31.08  																																													| (446) all_0_44_44 = e4
% 66.13/31.08  																																													|
% 66.13/31.08  																																														| Equations (446) can reduce 407 to:
% 66.13/31.08  																																														| (188)  ~ (e4 = e3)
% 66.13/31.08  																																														|
% 66.13/31.08  																																														+-Applying beta-rule and splitting (22), into two cases.
% 66.13/31.08  																																														|-Branch one:
% 66.13/31.08  																																														| (268) all_0_54_54 = e3
% 66.13/31.08  																																														|
% 66.13/31.08  																																															| Combining equations (265,268) yields a new equation:
% 66.13/31.08  																																															| (424) e4 = e3
% 66.13/31.08  																																															|
% 66.13/31.08  																																															| Simplifying 424 yields:
% 66.13/31.08  																																															| (425) e4 = e3
% 66.13/31.08  																																															|
% 66.13/31.08  																																															| Equations (425) can reduce 188 to:
% 66.13/31.08  																																															| (266) $false
% 66.13/31.08  																																															|
% 66.13/31.08  																																															|-The branch is then unsatisfiable
% 66.13/31.08  																																														|-Branch two:
% 66.13/31.08  																																														| (60427)  ~ (all_0_54_54 = e3)
% 66.13/31.08  																																														| (62553) all_0_55_55 = e3 | all_0_56_56 = e3 | all_0_58_58 = e3
% 66.13/31.08  																																														|
% 66.13/31.09  																																															| Equations (265) can reduce 60427 to:
% 66.13/31.09  																																															| (188)  ~ (e4 = e3)
% 66.13/31.09  																																															|
% 66.13/31.09  																																															+-Applying beta-rule and splitting (189), into two cases.
% 66.13/31.09  																																															|-Branch one:
% 66.13/31.09  																																															| (532) all_0_44_44 = e3
% 66.13/31.09  																																															|
% 66.13/31.09  																																																| Combining equations (532,446) yields a new equation:
% 66.13/31.09  																																																| (425) e4 = e3
% 66.13/31.09  																																																|
% 66.13/31.09  																																																| Equations (425) can reduce 188 to:
% 66.13/31.09  																																																| (266) $false
% 66.13/31.09  																																																|
% 66.13/31.09  																																																|-The branch is then unsatisfiable
% 66.13/31.09  																																															|-Branch two:
% 66.13/31.09  																																															| (407)  ~ (all_0_44_44 = e3)
% 66.13/31.09  																																															| (537) all_0_49_49 = e3 | all_0_53_53 = e3 | all_0_58_58 = e3
% 66.13/31.09  																																															|
% 66.13/31.09  																																																+-Applying beta-rule and splitting (537), into two cases.
% 66.13/31.09  																																																|-Branch one:
% 66.13/31.09  																																																| (884) all_0_49_49 = e3
% 66.13/31.09  																																																|
% 66.13/31.09  																																																	| Combining equations (671,884) yields a new equation:
% 66.13/31.09  																																																	| (455) e3 = e1
% 66.13/31.09  																																																	|
% 66.13/31.09  																																																	| Equations (455) can reduce 213 to:
% 66.13/31.09  																																																	| (266) $false
% 66.13/31.09  																																																	|
% 66.13/31.09  																																																	|-The branch is then unsatisfiable
% 66.13/31.09  																																																|-Branch two:
% 66.13/31.09  																																																| (525)  ~ (all_0_49_49 = e3)
% 66.13/31.09  																																																| (887) all_0_53_53 = e3 | all_0_58_58 = e3
% 66.13/31.09  																																																|
% 66.13/31.09  																																																	+-Applying beta-rule and splitting (887), into two cases.
% 66.13/31.09  																																																	|-Branch one:
% 66.13/31.09  																																																	| (665) all_0_53_53 = e3
% 66.13/31.09  																																																	|
% 66.13/31.09  																																																		| Combining equations (607,665) yields a new equation:
% 66.13/31.09  																																																		| (662) e3 = e2
% 66.13/31.09  																																																		|
% 66.13/31.09  																																																		| Equations (662) can reduce 212 to:
% 66.13/31.09  																																																		| (266) $false
% 66.13/31.09  																																																		|
% 66.13/31.09  																																																		|-The branch is then unsatisfiable
% 66.13/31.09  																																																	|-Branch two:
% 66.13/31.09  																																																	| (903)  ~ (all_0_53_53 = e3)
% 66.13/31.09  																																																	| (795) all_0_58_58 = e3
% 66.13/31.09  																																																	|
% 66.13/31.09  																																																		| Equations (795) can reduce 491 to:
% 66.13/31.09  																																																		| (80)  ~ (e3 = e0)
% 66.13/31.09  																																																		|
% 66.13/31.09  																																																		+-Applying beta-rule and splitting (924), into two cases.
% 66.13/31.09  																																																		|-Branch one:
% 66.13/31.09  																																																		| (875) all_0_57_57 = e0
% 66.13/31.09  																																																		|
% 66.13/31.09  																																																			| Combining equations (442,875) yields a new equation:
% 66.13/31.09  																																																			| (391) e2 = e0
% 66.13/31.09  																																																			|
% 66.13/31.09  																																																			| Simplifying 391 yields:
% 66.13/31.09  																																																			| (330) e2 = e0
% 66.13/31.09  																																																			|
% 66.13/31.09  																																																			| Equations (330) can reduce 128 to:
% 66.13/31.09  																																																			| (266) $false
% 66.13/31.09  																																																			|
% 66.13/31.09  																																																			|-The branch is then unsatisfiable
% 66.13/31.09  																																																		|-Branch two:
% 66.13/31.09  																																																		| (364)  ~ (all_0_57_57 = e0)
% 66.13/31.09  																																																		| (914) all_0_58_58 = e0
% 66.13/31.09  																																																		|
% 66.13/31.09  																																																			| Combining equations (795,914) yields a new equation:
% 66.13/31.09  																																																			| (675) e3 = e0
% 66.13/31.09  																																																			|
% 66.13/31.09  																																																			| Simplifying 675 yields:
% 66.13/31.09  																																																			| (676) e3 = e0
% 66.13/31.09  																																																			|
% 66.13/31.09  																																																			| Equations (676) can reduce 80 to:
% 66.13/31.09  																																																			| (266) $false
% 66.13/31.09  																																																			|
% 66.13/31.09  																																																			|-The branch is then unsatisfiable
% 66.13/31.09  																																													|-Branch two:
% 66.13/31.09  																																													| (1390)  ~ (all_0_44_44 = e4)
% 66.13/31.09  																																													| (1391) all_0_44_44 = e3 | all_0_44_44 = e1 | all_0_44_44 = e0
% 66.13/31.09  																																													|
% 66.13/31.09  																																														+-Applying beta-rule and splitting (22), into two cases.
% 66.13/31.09  																																														|-Branch one:
% 66.13/31.09  																																														| (268) all_0_54_54 = e3
% 66.13/31.09  																																														|
% 66.13/31.09  																																															| Combining equations (268,265) yields a new equation:
% 66.13/31.09  																																															| (425) e4 = e3
% 66.13/31.09  																																															|
% 66.13/31.09  																																															| Equations (425) can reduce 188 to:
% 66.13/31.09  																																															| (266) $false
% 66.13/31.09  																																															|
% 66.13/31.09  																																															|-The branch is then unsatisfiable
% 66.13/31.09  																																														|-Branch two:
% 66.13/31.09  																																														| (60427)  ~ (all_0_54_54 = e3)
% 66.13/31.09  																																														| (62553) all_0_55_55 = e3 | all_0_56_56 = e3 | all_0_58_58 = e3
% 66.13/31.09  																																														|
% 66.13/31.09  																																															+-Applying beta-rule and splitting (2271), into two cases.
% 66.13/31.09  																																															|-Branch one:
% 66.13/31.09  																																															| (446) all_0_44_44 = e4
% 66.13/31.09  																																															|
% 66.13/31.09  																																																| Equations (446) can reduce 1390 to:
% 66.13/31.09  																																																| (266) $false
% 66.13/31.09  																																																|
% 66.13/31.09  																																																|-The branch is then unsatisfiable
% 66.13/31.09  																																															|-Branch two:
% 66.13/31.09  																																															| (1390)  ~ (all_0_44_44 = e4)
% 66.13/31.09  																																															| (7998) all_0_49_49 = e4 | all_0_53_53 = e4 | all_0_58_58 = e4
% 66.13/31.09  																																															|
% 66.13/31.09  																																																+-Applying beta-rule and splitting (62553), into two cases.
% 66.13/31.09  																																																|-Branch one:
% 66.13/31.09  																																																| (2336) all_0_55_55 = e3
% 66.13/31.09  																																																|
% 66.13/31.09  																																																	| Combining equations (2336,629) yields a new equation:
% 66.13/31.09  																																																	| (454) e3 = e1
% 66.13/31.09  																																																	|
% 66.13/31.09  																																																	| Simplifying 454 yields:
% 66.13/31.09  																																																	| (455) e3 = e1
% 66.13/31.09  																																																	|
% 66.13/31.09  																																																	| Equations (455) can reduce 213 to:
% 66.13/31.09  																																																	| (266) $false
% 66.13/31.09  																																																	|
% 66.13/31.09  																																																	|-The branch is then unsatisfiable
% 66.13/31.09  																																																|-Branch two:
% 66.13/31.09  																																																| (270)  ~ (all_0_55_55 = e3)
% 66.13/31.09  																																																| (62557) all_0_56_56 = e3 | all_0_58_58 = e3
% 66.13/31.09  																																																|
% 66.17/31.09  																																																	+-Applying beta-rule and splitting (62557), into two cases.
% 66.17/31.09  																																																	|-Branch one:
% 66.17/31.09  																																																	| (1097) all_0_56_56 = e3
% 66.17/31.09  																																																	|
% 66.17/31.09  																																																		| Equations (1097) can reduce 272 to:
% 66.17/31.09  																																																		| (266) $false
% 66.17/31.09  																																																		|
% 66.17/31.09  																																																		|-The branch is then unsatisfiable
% 66.17/31.09  																																																	|-Branch two:
% 66.17/31.09  																																																	| (272)  ~ (all_0_56_56 = e3)
% 66.17/31.09  																																																	| (795) all_0_58_58 = e3
% 66.17/31.09  																																																	|
% 66.17/31.09  																																																		| Equations (795) can reduce 451 to:
% 66.17/31.09  																																																		| (277)  ~ (e4 = e3)
% 66.17/31.09  																																																		|
% 66.17/31.09  																																																		| Simplifying 277 yields:
% 66.17/31.09  																																																		| (188)  ~ (e4 = e3)
% 66.17/31.09  																																																		|
% 66.17/31.09  																																																		+-Applying beta-rule and splitting (7998), into two cases.
% 66.17/31.09  																																																		|-Branch one:
% 66.17/31.09  																																																		| (974) all_0_49_49 = e4
% 66.17/31.09  																																																		|
% 66.17/31.10  																																																			| Combining equations (671,974) yields a new equation:
% 66.17/31.10  																																																			| (630) e4 = e1
% 66.17/31.10  																																																			|
% 66.17/31.10  																																																			| Equations (630) can reduce 110 to:
% 66.17/31.10  																																																			| (266) $false
% 66.17/31.10  																																																			|
% 66.17/31.10  																																																			|-The branch is then unsatisfiable
% 66.17/31.10  																																																		|-Branch two:
% 66.17/31.10  																																																		| (256)  ~ (all_0_49_49 = e4)
% 66.17/31.10  																																																		| (8013) all_0_53_53 = e4 | all_0_58_58 = e4
% 66.17/31.10  																																																		|
% 66.17/31.10  																																																			+-Applying beta-rule and splitting (8013), into two cases.
% 66.17/31.10  																																																			|-Branch one:
% 66.17/31.10  																																																			| (1298) all_0_53_53 = e4
% 66.17/31.10  																																																			|
% 66.17/31.10  																																																				| Combining equations (607,1298) yields a new equation:
% 66.17/31.10  																																																				| (323) e4 = e2
% 66.17/31.10  																																																				|
% 66.17/31.10  																																																				| Equations (323) can reduce 48 to:
% 66.17/31.10  																																																				| (266) $false
% 66.17/31.10  																																																				|
% 66.17/31.10  																																																				|-The branch is then unsatisfiable
% 66.17/31.10  																																																			|-Branch two:
% 66.17/31.10  																																																			| (1453)  ~ (all_0_53_53 = e4)
% 66.17/31.10  																																																			| (910) all_0_58_58 = e4
% 66.17/31.10  																																																			|
% 66.17/31.10  																																																				| Combining equations (910,795) yields a new equation:
% 66.17/31.10  																																																				| (424) e4 = e3
% 66.17/31.10  																																																				|
% 66.17/31.10  																																																				| Simplifying 424 yields:
% 66.17/31.10  																																																				| (425) e4 = e3
% 66.17/31.10  																																																				|
% 66.17/31.10  																																																				| Equations (425) can reduce 188 to:
% 66.17/31.10  																																																				| (266) $false
% 66.17/31.10  																																																				|
% 66.17/31.10  																																																				|-The branch is then unsatisfiable
% 66.17/31.10  																																							|-Branch two:
% 66.17/31.10  																																							| (1377)  ~ (all_0_39_39 = e4)
% 66.17/31.10  																																							| (2115) all_0_42_42 = e4 | all_0_47_47 = e4 | all_0_51_51 = e4 | all_0_56_56 = e4
% 66.17/31.10  																																							|
% 66.17/31.10  																																								+-Applying beta-rule and splitting (64), into two cases.
% 66.17/31.10  																																								|-Branch one:
% 66.17/31.10  																																								| (437) all_0_41_41 = e4
% 66.17/31.10  																																								|
% 66.17/31.10  																																									| Combining equations (437,794) yields a new equation:
% 66.17/31.10  																																									| (481) e4 = e0
% 66.17/31.10  																																									|
% 66.17/31.10  																																									| Simplifying 481 yields:
% 66.17/31.10  																																									| (397) e4 = e0
% 66.17/31.10  																																									|
% 66.17/31.10  																																									| Equations (397) can reduce 49 to:
% 66.17/31.10  																																									| (266) $false
% 66.17/31.10  																																									|
% 66.17/31.10  																																									|-The branch is then unsatisfiable
% 66.17/31.10  																																								|-Branch two:
% 66.17/31.10  																																								| (440)  ~ (all_0_41_41 = e4)
% 66.17/31.10  																																								| (441) all_0_42_42 = e4 | all_0_43_43 = e4 | all_0_44_44 = e4
% 66.17/31.10  																																								|
% 66.17/31.10  																																									+-Applying beta-rule and splitting (326), into two cases.
% 66.17/31.10  																																									|-Branch one:
% 66.17/31.10  																																									| (471) all_0_39_39 = e4
% 66.17/31.10  																																									|
% 66.17/31.10  																																										| Equations (471) can reduce 1377 to:
% 66.17/31.10  																																										| (266) $false
% 66.17/31.10  																																										|
% 66.17/31.10  																																										|-The branch is then unsatisfiable
% 66.17/31.10  																																									|-Branch two:
% 66.17/31.10  																																									| (1377)  ~ (all_0_39_39 = e4)
% 66.17/31.10  																																									| (1378) all_0_40_40 = e4
% 66.17/31.10  																																									|
% 66.17/31.10  																																										| Equations (1378) can reduce 143 to:
% 66.17/31.10  																																										| (1903)  ~ (all_0_44_44 = e4)
% 66.17/31.10  																																										|
% 66.17/31.10  																																										| Simplifying 1903 yields:
% 66.17/31.10  																																										| (1390)  ~ (all_0_44_44 = e4)
% 66.17/31.10  																																										|
% 66.17/31.10  																																										| Equations (1378) can reduce 132 to:
% 66.17/31.10  																																										| (110)  ~ (e4 = e1)
% 66.17/31.10  																																										|
% 66.17/31.10  																																										+-Applying beta-rule and splitting (26), into two cases.
% 66.17/31.10  																																										|-Branch one:
% 66.17/31.10  																																										| (446) all_0_44_44 = e4
% 66.17/31.10  																																										|
% 66.17/31.10  																																											| Equations (446) can reduce 1390 to:
% 66.17/31.10  																																											| (266) $false
% 66.17/31.10  																																											|
% 66.17/31.10  																																											|-The branch is then unsatisfiable
% 66.17/31.10  																																										|-Branch two:
% 66.17/31.10  																																										| (1390)  ~ (all_0_44_44 = e4)
% 66.17/31.10  																																										| (1391) all_0_44_44 = e3 | all_0_44_44 = e1 | all_0_44_44 = e0
% 66.17/31.10  																																										|
% 66.17/31.10  																																											+-Applying beta-rule and splitting (1391), into two cases.
% 66.17/31.10  																																											|-Branch one:
% 66.17/31.10  																																											| (1414) all_0_44_44 = e0
% 66.17/31.10  																																											|
% 66.17/31.10  																																												| Equations (1414) can reduce 360 to:
% 66.17/31.10  																																												| (266) $false
% 66.17/31.10  																																												|
% 66.17/31.10  																																												|-The branch is then unsatisfiable
% 66.17/31.10  																																											|-Branch two:
% 66.17/31.10  																																											| (360)  ~ (all_0_44_44 = e0)
% 66.17/31.10  																																											| (1417) all_0_44_44 = e3 | all_0_44_44 = e1
% 66.17/31.10  																																											|
% 66.17/31.10  																																												+-Applying beta-rule and splitting (1417), into two cases.
% 66.17/31.10  																																												|-Branch one:
% 66.17/31.10  																																												| (635) all_0_44_44 = e1
% 66.17/31.10  																																												|
% 66.17/31.10  																																													| Equations (635) can reduce 639 to:
% 66.17/31.10  																																													| (266) $false
% 66.17/31.10  																																													|
% 66.17/31.10  																																													|-The branch is then unsatisfiable
% 66.17/31.10  																																												|-Branch two:
% 66.17/31.10  																																												| (639)  ~ (all_0_44_44 = e1)
% 66.17/31.10  																																												| (532) all_0_44_44 = e3
% 66.17/31.10  																																												|
% 66.17/31.10  																																													| Equations (532) can reduce 73 to:
% 66.17/31.10  																																													| (405)  ~ (all_0_42_42 = e3)
% 66.17/31.10  																																													|
% 66.17/31.10  																																													| Equations (532) can reduce 147 to:
% 66.17/31.10  																																													| (212)  ~ (e3 = e2)
% 66.17/31.10  																																													|
% 66.17/31.10  																																													| Equations (532) can reduce 639 to:
% 66.17/31.10  																																													| (213)  ~ (e3 = e1)
% 66.17/31.10  																																													|
% 66.17/31.10  																																													+-Applying beta-rule and splitting (180), into two cases.
% 66.17/31.10  																																													|-Branch one:
% 66.17/31.10  																																													| (516) all_0_42_42 = e3
% 66.17/31.10  																																													|
% 66.17/31.10  																																														| Equations (516) can reduce 405 to:
% 66.17/31.10  																																														| (266) $false
% 66.17/31.10  																																														|
% 66.17/31.10  																																														|-The branch is then unsatisfiable
% 66.17/31.10  																																													|-Branch two:
% 66.17/31.10  																																													| (405)  ~ (all_0_42_42 = e3)
% 66.17/31.10  																																													| (521) all_0_47_47 = e3 | all_0_51_51 = e3 | all_0_56_56 = e3
% 66.17/31.10  																																													|
% 66.17/31.10  																																														+-Applying beta-rule and splitting (521), into two cases.
% 66.17/31.10  																																														|-Branch one:
% 66.17/31.10  																																														| (522) all_0_47_47 = e3
% 66.17/31.10  																																														|
% 66.17/31.10  																																															| Combining equations (522,1105) yields a new equation:
% 66.17/31.10  																																															| (661) e3 = e2
% 66.17/31.10  																																															|
% 66.17/31.10  																																															| Simplifying 661 yields:
% 66.17/31.10  																																															| (662) e3 = e2
% 66.17/31.10  																																															|
% 66.17/31.10  																																															| Equations (662) can reduce 212 to:
% 66.17/31.10  																																															| (266) $false
% 66.17/31.10  																																															|
% 66.17/31.10  																																															|-The branch is then unsatisfiable
% 66.17/31.10  																																														|-Branch two:
% 66.17/31.10  																																														| (1091)  ~ (all_0_47_47 = e3)
% 66.17/31.10  																																														| (1092) all_0_51_51 = e3 | all_0_56_56 = e3
% 66.17/31.10  																																														|
% 66.17/31.10  																																															+-Applying beta-rule and splitting (1092), into two cases.
% 66.17/31.10  																																															|-Branch one:
% 66.17/31.10  																																															| (660) all_0_51_51 = e3
% 66.17/31.10  																																															|
% 66.17/31.10  																																																| Combining equations (1109,660) yields a new equation:
% 66.17/31.10  																																																| (455) e3 = e1
% 66.17/31.10  																																																|
% 66.17/31.10  																																																| Equations (455) can reduce 213 to:
% 66.17/31.10  																																																| (266) $false
% 66.17/31.10  																																																|
% 66.17/31.10  																																																|-The branch is then unsatisfiable
% 66.17/31.10  																																															|-Branch two:
% 66.17/31.10  																																															| (664)  ~ (all_0_51_51 = e3)
% 66.17/31.10  																																															| (1097) all_0_56_56 = e3
% 66.17/31.10  																																															|
% 66.17/31.10  																																																| Equations (1097) can reduce 477 to:
% 66.17/31.10  																																																| (277)  ~ (e4 = e3)
% 66.17/31.10  																																																|
% 66.17/31.10  																																																| Simplifying 277 yields:
% 66.17/31.10  																																																| (188)  ~ (e4 = e3)
% 66.17/31.10  																																																|
% 66.17/31.10  																																																+-Applying beta-rule and splitting (2115), into two cases.
% 66.17/31.10  																																																|-Branch one:
% 66.17/31.10  																																																| (1392) all_0_42_42 = e4
% 66.17/31.10  																																																|
% 66.17/31.10  																																																	| Equations (1392) can reduce 1890 to:
% 66.17/31.10  																																																	| (266) $false
% 66.17/31.10  																																																	|
% 66.17/31.10  																																																	|-The branch is then unsatisfiable
% 66.17/31.10  																																																|-Branch two:
% 66.17/31.10  																																																| (1890)  ~ (all_0_42_42 = e4)
% 66.17/31.10  																																																| (2246) all_0_47_47 = e4 | all_0_51_51 = e4 | all_0_56_56 = e4
% 66.17/31.10  																																																|
% 66.17/31.10  																																																	+-Applying beta-rule and splitting (441), into two cases.
% 66.17/31.10  																																																	|-Branch one:
% 66.17/31.10  																																																	| (1392) all_0_42_42 = e4
% 66.17/31.10  																																																	|
% 66.17/31.10  																																																		| Equations (1392) can reduce 1890 to:
% 66.17/31.10  																																																		| (266) $false
% 66.17/31.10  																																																		|
% 66.17/31.10  																																																		|-The branch is then unsatisfiable
% 66.17/31.10  																																																	|-Branch two:
% 66.17/31.10  																																																	| (1890)  ~ (all_0_42_42 = e4)
% 66.17/31.10  																																																	| (1891) all_0_43_43 = e4 | all_0_44_44 = e4
% 66.17/31.10  																																																	|
% 66.17/31.10  																																																		+-Applying beta-rule and splitting (1891), into two cases.
% 66.17/31.10  																																																		|-Branch one:
% 66.17/31.10  																																																		| (396) all_0_43_43 = e4
% 66.17/31.10  																																																		|
% 66.17/31.10  																																																			| Combining equations (396,430) yields a new equation:
% 66.17/31.10  																																																			| (636) e4 = e1
% 66.17/31.10  																																																			|
% 66.17/31.10  																																																			| Simplifying 636 yields:
% 66.17/31.10  																																																			| (630) e4 = e1
% 66.17/31.10  																																																			|
% 66.17/31.10  																																																			| Equations (630) can reduce 110 to:
% 66.17/31.10  																																																			| (266) $false
% 66.17/31.10  																																																			|
% 66.17/31.10  																																																			|-The branch is then unsatisfiable
% 66.17/31.10  																																																		|-Branch two:
% 66.17/31.10  																																																		| (399)  ~ (all_0_43_43 = e4)
% 66.17/31.10  																																																		| (446) all_0_44_44 = e4
% 66.17/31.10  																																																		|
% 66.17/31.10  																																																			| Combining equations (446,532) yields a new equation:
% 66.17/31.10  																																																			| (424) e4 = e3
% 66.17/31.10  																																																			|
% 66.17/31.10  																																																			| Simplifying 424 yields:
% 66.17/31.10  																																																			| (425) e4 = e3
% 66.17/31.10  																																																			|
% 66.17/31.10  																																																			| Equations (425) can reduce 188 to:
% 66.17/31.10  																																																			| (266) $false
% 66.17/31.10  																																																			|
% 66.17/31.10  																																																			|-The branch is then unsatisfiable
% 66.17/31.10  																																			|-Branch two:
% 66.17/31.10  																																			| (250)  ~ (all_0_46_46 = e4)
% 66.17/31.10  																																			| (1801) all_0_46_46 = e3 | all_0_46_46 = e1 | all_0_46_46 = e0
% 66.17/31.10  																																			|
% 66.17/31.10  																																				+-Applying beta-rule and splitting (1801), into two cases.
% 66.17/31.10  																																				|-Branch one:
% 66.17/31.10  																																				| (538) all_0_46_46 = e0
% 66.17/31.10  																																				|
% 66.17/31.10  																																					| Equations (538) can reduce 831 to:
% 66.17/31.10  																																					| (266) $false
% 66.17/31.10  																																					|
% 66.17/31.10  																																					|-The branch is then unsatisfiable
% 66.17/31.10  																																				|-Branch two:
% 66.17/31.10  																																				| (831)  ~ (all_0_46_46 = e0)
% 66.17/31.10  																																				| (1838) all_0_46_46 = e3 | all_0_46_46 = e1
% 66.17/31.10  																																				|
% 66.17/31.10  																																					+-Applying beta-rule and splitting (1838), into two cases.
% 66.17/31.10  																																					|-Branch one:
% 66.17/31.10  																																					| (545) all_0_46_46 = e1
% 66.17/31.10  																																					|
% 66.17/31.10  																																						| Equations (545) can reduce 549 to:
% 66.17/31.10  																																						| (266) $false
% 66.17/31.10  																																						|
% 66.17/31.10  																																						|-The branch is then unsatisfiable
% 66.17/31.10  																																					|-Branch two:
% 66.17/31.10  																																					| (549)  ~ (all_0_46_46 = e1)
% 66.17/31.10  																																					| (1557) all_0_46_46 = e3
% 66.17/31.10  																																					|
% 66.17/31.10  																																						| Equations (1557) can reduce 409 to:
% 66.17/31.10  																																						| (266) $false
% 66.17/31.10  																																						|
% 66.17/31.10  																																						|-The branch is then unsatisfiable
% 66.17/31.10  																																		|-Branch two:
% 66.17/31.10  																																		| (357)  ~ (all_0_41_41 = e0)
% 66.17/31.10  																																		| (895) all_0_46_46 = e0 | all_0_55_55 = e0
% 66.17/31.10  																																		|
% 66.17/31.10  																																			+-Applying beta-rule and splitting (895), into two cases.
% 66.17/31.10  																																			|-Branch one:
% 66.17/31.10  																																			| (538) all_0_46_46 = e0
% 66.17/31.10  																																			|
% 66.17/31.10  																																				| Equations (538) can reduce 831 to:
% 66.17/31.10  																																				| (266) $false
% 66.17/31.10  																																				|
% 66.17/31.10  																																				|-The branch is then unsatisfiable
% 66.17/31.10  																																			|-Branch two:
% 66.17/31.10  																																			| (831)  ~ (all_0_46_46 = e0)
% 66.17/31.10  																																			| (858) all_0_55_55 = e0
% 66.17/31.10  																																			|
% 66.17/31.10  																																				| Combining equations (858,629) yields a new equation:
% 66.17/31.10  																																				| (431) e1 = e0
% 66.17/31.10  																																				|
% 66.17/31.10  																																				| Equations (431) can reduce 233 to:
% 66.17/31.10  																																				| (266) $false
% 66.17/31.10  																																				|
% 66.17/31.10  																																				|-The branch is then unsatisfiable
% 66.17/31.10  																											|-Branch two:
% 66.17/31.10  																											| (464)  ~ (all_0_51_51 = e1)
% 66.17/31.10  																											| (1202) all_0_52_52 = e1 | all_0_53_53 = e1
% 66.17/31.10  																											|
% 66.17/31.10  																												+-Applying beta-rule and splitting (1104), into two cases.
% 66.17/31.10  																												|-Branch one:
% 66.17/31.10  																												| (1109) all_0_51_51 = e1
% 66.17/31.10  																												|
% 66.17/31.10  																													| Equations (1109) can reduce 464 to:
% 66.17/31.10  																													| (266) $false
% 66.17/31.10  																													|
% 66.17/31.10  																													|-The branch is then unsatisfiable
% 66.17/31.10  																												|-Branch two:
% 66.17/31.10  																												| (464)  ~ (all_0_51_51 = e1)
% 66.17/31.10  																												| (660) all_0_51_51 = e3
% 66.17/31.10  																												|
% 66.17/31.10  																													| Equations (660) can reduce 664 to:
% 66.17/31.10  																													| (266) $false
% 66.17/31.10  																													|
% 66.17/31.10  																													|-The branch is then unsatisfiable
% 66.17/31.10  																								|-Branch two:
% 66.17/31.10  																								| (338)  ~ (all_0_47_47 = e2)
% 66.17/31.10  																								| (10761) all_0_48_48 = e2 | all_0_49_49 = e2
% 66.17/31.10  																								|
% 66.17/31.10  																									+-Applying beta-rule and splitting (160), into two cases.
% 66.17/31.10  																									|-Branch one:
% 66.17/31.10  																									| (601) all_0_50_50 = e1
% 66.17/31.10  																									|
% 66.17/31.10  																										| Combining equations (415,601) yields a new equation:
% 66.17/31.10  																										| (454) e3 = e1
% 66.17/31.10  																										|
% 66.17/31.10  																										| Simplifying 454 yields:
% 66.17/31.10  																										| (455) e3 = e1
% 66.17/31.10  																										|
% 66.17/31.10  																										| Equations (455) can reduce 213 to:
% 66.17/31.10  																										| (266) $false
% 66.17/31.10  																										|
% 66.17/31.10  																										|-The branch is then unsatisfiable
% 66.17/31.10  																									|-Branch two:
% 66.17/31.10  																									| (759)  ~ (all_0_50_50 = e1)
% 66.17/31.10  																									| (1168) all_0_51_51 = e1 | all_0_52_52 = e1 | all_0_53_53 = e1
% 66.17/31.10  																									|
% 66.17/31.10  																										+-Applying beta-rule and splitting (1168), into two cases.
% 66.17/31.10  																										|-Branch one:
% 66.17/31.10  																										| (1109) all_0_51_51 = e1
% 66.17/31.10  																										|
% 66.17/31.10  																											| Equations (1109) can reduce 1099 to:
% 66.17/31.10  																											| (604)  ~ (e2 = e1)
% 66.17/31.10  																											|
% 66.17/31.10  																											| Simplifying 604 yields:
% 66.17/31.10  																											| (122)  ~ (e2 = e1)
% 66.17/31.10  																											|
% 66.17/31.10  																											+-Applying beta-rule and splitting (105), into two cases.
% 66.17/31.10  																											|-Branch one:
% 66.17/31.10  																											| (1105) all_0_47_47 = e2
% 66.17/31.10  																											|
% 66.17/31.10  																												| Equations (1105) can reduce 338 to:
% 66.17/31.10  																												| (266) $false
% 66.17/31.10  																												|
% 66.17/31.10  																												|-The branch is then unsatisfiable
% 66.17/31.10  																											|-Branch two:
% 66.17/31.10  																											| (338)  ~ (all_0_47_47 = e2)
% 66.17/31.10  																											| (1789) all_0_47_47 = e4 | all_0_47_47 = e3 | all_0_47_47 = e1 | all_0_47_47 = e0
% 66.17/31.10  																											|
% 66.17/31.10  																												+-Applying beta-rule and splitting (385), into two cases.
% 66.17/31.10  																												|-Branch one:
% 66.17/31.10  																												| (1105) all_0_47_47 = e2
% 66.17/31.10  																												|
% 66.17/31.10  																													| Equations (1105) can reduce 338 to:
% 66.17/31.10  																													| (266) $false
% 66.17/31.10  																													|
% 66.17/31.10  																													|-The branch is then unsatisfiable
% 66.17/31.10  																												|-Branch two:
% 66.17/31.10  																												| (338)  ~ (all_0_47_47 = e2)
% 66.17/31.10  																												| (1108) all_0_51_51 = e2 | all_0_56_56 = e2
% 66.17/31.10  																												|
% 66.17/31.10  																													+-Applying beta-rule and splitting (1108), into two cases.
% 66.17/31.10  																													|-Branch one:
% 66.17/31.10  																													| (504) all_0_51_51 = e2
% 66.17/31.10  																													|
% 66.17/31.11  																														| Combining equations (1109,504) yields a new equation:
% 66.17/31.11  																														| (617) e2 = e1
% 66.17/31.11  																														|
% 66.17/31.11  																														| Equations (617) can reduce 122 to:
% 66.17/31.11  																														| (266) $false
% 66.17/31.11  																														|
% 66.17/31.11  																														|-The branch is then unsatisfiable
% 66.17/31.11  																													|-Branch two:
% 66.17/31.11  																													| (1099)  ~ (all_0_51_51 = e2)
% 66.17/31.11  																													| (833) all_0_56_56 = e2
% 66.17/31.11  																													|
% 66.17/31.11  																														| Equations (833) can reduce 511 to:
% 66.17/31.11  																														| (266) $false
% 66.17/31.11  																														|
% 66.17/31.11  																														|-The branch is then unsatisfiable
% 66.17/31.11  																										|-Branch two:
% 66.17/31.11  																										| (464)  ~ (all_0_51_51 = e1)
% 66.17/31.11  																										| (1202) all_0_52_52 = e1 | all_0_53_53 = e1
% 66.17/31.11  																										|
% 66.17/31.11  																											+-Applying beta-rule and splitting (1202), into two cases.
% 66.17/31.11  																											|-Branch one:
% 66.17/31.11  																											| (642) all_0_52_52 = e1
% 66.17/31.11  																											|
% 66.17/31.11  																												| Combining equations (642,565) yields a new equation:
% 66.17/31.11  																												| (630) e4 = e1
% 66.17/31.11  																												|
% 66.17/31.11  																												| Equations (630) can reduce 110 to:
% 66.17/31.11  																												| (266) $false
% 66.17/31.11  																												|
% 66.17/31.11  																												|-The branch is then unsatisfiable
% 66.17/31.11  																											|-Branch two:
% 66.17/31.11  																											| (646)  ~ (all_0_52_52 = e1)
% 66.17/31.11  																											| (1208) all_0_53_53 = e1
% 66.17/31.11  																											|
% 66.17/31.11  																												| Combining equations (1208,607) yields a new equation:
% 66.17/31.11  																												| (617) e2 = e1
% 66.17/31.11  																												|
% 66.17/31.11  																												| Equations (617) can reduce 122 to:
% 66.17/31.11  																												| (266) $false
% 66.17/31.11  																												|
% 66.17/31.11  																												|-The branch is then unsatisfiable
% 66.17/31.11  																						|-Branch two:
% 66.17/31.11  																						| (509)  ~ (all_0_53_53 = e2)
% 66.17/31.11  																						| (610) all_0_53_53 = e4 | all_0_53_53 = e3 | all_0_53_53 = e1
% 66.17/31.11  																						|
% 66.17/31.11  																							+-Applying beta-rule and splitting (610), into two cases.
% 66.17/31.11  																							|-Branch one:
% 66.17/31.11  																							| (1298) all_0_53_53 = e4
% 66.17/31.11  																							|
% 66.17/31.11  																								| Equations (1298) can reduce 1453 to:
% 66.17/31.11  																								| (266) $false
% 66.17/31.11  																								|
% 66.17/31.11  																								|-The branch is then unsatisfiable
% 66.17/31.11  																							|-Branch two:
% 66.17/31.11  																							| (1453)  ~ (all_0_53_53 = e4)
% 66.17/31.11  																							| (1694) all_0_53_53 = e3 | all_0_53_53 = e1
% 66.17/31.11  																							|
% 66.17/31.11  																								+-Applying beta-rule and splitting (1694), into two cases.
% 66.17/31.11  																								|-Branch one:
% 66.17/31.11  																								| (1208) all_0_53_53 = e1
% 66.17/31.11  																								|
% 66.17/31.11  																									| Equations (1208) can reduce 162 to:
% 66.17/31.11  																									| (132)  ~ (all_0_40_40 = e1)
% 66.17/31.11  																									|
% 66.17/31.11  																									| Equations (1208) can reduce 220 to:
% 66.17/31.11  																									| (639)  ~ (all_0_44_44 = e1)
% 66.17/31.11  																									|
% 66.17/31.11  																									| Equations (1208) can reduce 65 to:
% 66.17/31.11  																									| (1064)  ~ (all_0_49_49 = e1)
% 66.17/31.11  																									|
% 66.17/31.11  																									| Equations (1208) can reduce 6 to:
% 66.17/31.11  																									| (464)  ~ (all_0_51_51 = e1)
% 66.17/31.11  																									|
% 66.17/31.11  																									| Equations (1208) can reduce 10 to:
% 66.17/31.11  																									| (879)  ~ (all_0_58_58 = e1)
% 66.17/31.11  																									|
% 66.17/31.11  																									| Simplifying 879 yields:
% 66.17/31.11  																									| (880)  ~ (all_0_58_58 = e1)
% 66.17/31.11  																									|
% 66.17/31.11  																									| Equations (1208) can reduce 1453 to:
% 66.17/31.11  																									| (602)  ~ (e4 = e1)
% 66.17/31.11  																									|
% 66.17/31.11  																									| Simplifying 602 yields:
% 66.17/31.11  																									| (110)  ~ (e4 = e1)
% 66.17/31.11  																									|
% 66.17/31.11  																									+-Applying beta-rule and splitting (7), into two cases.
% 66.17/31.11  																									|-Branch one:
% 66.17/31.11  																									| (504) all_0_51_51 = e2
% 66.17/31.11  																									|
% 66.17/31.11  																										| Equations (504) can reduce 139 to:
% 66.17/31.11  																										| (294)  ~ (all_0_39_39 = e2)
% 66.17/31.11  																										|
% 66.17/31.11  																										| Equations (504) can reduce 16 to:
% 66.17/31.11  																										| (510)  ~ (all_0_56_56 = e2)
% 66.17/31.11  																										|
% 66.17/31.11  																										| Simplifying 510 yields:
% 66.17/31.11  																										| (511)  ~ (all_0_56_56 = e2)
% 66.17/31.11  																										|
% 66.17/31.11  																										| Equations (504) can reduce 475 to:
% 66.17/31.11  																										| (327)  ~ (e4 = e2)
% 66.17/31.11  																										|
% 66.17/31.11  																										| Simplifying 327 yields:
% 66.17/31.11  																										| (48)  ~ (e4 = e2)
% 66.17/31.11  																										|
% 66.17/31.11  																										| Equations (504) can reduce 464 to:
% 66.17/31.11  																										| (122)  ~ (e2 = e1)
% 66.17/31.11  																										|
% 66.17/31.11  																										| From (504) and (177) follows:
% 66.17/31.11  																										| (514) op(e2, e2) = all_0_25_25
% 66.17/31.11  																										|
% 66.17/31.11  																										| From (504) and (186) follows:
% 66.17/31.11  																										| (515) op(e1, e2) = e2
% 66.17/31.11  																										|
% 66.17/31.11  																										+-Applying beta-rule and splitting (377), into two cases.
% 66.17/31.11  																										|-Branch one:
% 66.17/31.11  																										| (583) all_0_49_49 = e2
% 66.17/31.11  																										|
% 66.17/31.11  																											| Equations (583) can reduce 200 to:
% 66.17/31.11  																											| (296)  ~ (all_0_40_40 = e2)
% 66.17/31.11  																											|
% 66.17/31.11  																											| Equations (583) can reduce 9 to:
% 66.17/31.11  																											| (147)  ~ (all_0_44_44 = e2)
% 66.17/31.11  																											|
% 66.17/31.11  																											| Equations (583) can reduce 208 to:
% 66.17/31.11  																											| (300)  ~ (all_0_46_46 = e2)
% 66.17/31.11  																											|
% 66.17/31.11  																											| Equations (583) can reduce 119 to:
% 66.17/31.11  																											| (1186)  ~ (all_0_58_58 = e2)
% 66.17/31.11  																											|
% 66.17/31.11  																											| Simplifying 1186 yields:
% 66.17/31.11  																											| (908)  ~ (all_0_58_58 = e2)
% 66.17/31.11  																											|
% 66.17/31.11  																											| Equations (583) can reduce 525 to:
% 66.17/31.11  																											| (626)  ~ (e3 = e2)
% 66.17/31.11  																											|
% 66.17/31.11  																											| Simplifying 626 yields:
% 66.17/31.11  																											| (212)  ~ (e3 = e2)
% 66.17/31.11  																											|
% 66.17/31.11  																											| Equations (583) can reduce 1064 to:
% 66.17/31.11  																											| (122)  ~ (e2 = e1)
% 66.17/31.11  																											|
% 66.17/31.11  																											| From (583) and (129) follows:
% 66.17/31.11  																											| (14996) op(e2, e2) = all_0_20_20
% 66.17/31.11  																											|
% 66.17/31.11  																											| From (583) and (66) follows:
% 66.17/31.11  																											| (20781) op(e2, e0) = all_0_21_21
% 66.17/31.11  																											|
% 66.17/31.11  																											| From (583) and (55) follows:
% 66.17/31.11  																											| (727) op(e2, e0) = e2
% 66.17/31.11  																											|
% 66.17/31.11  																											| Instantiating formula (29) with e2, e2, all_0_20_20, all_0_47_47 and discharging atoms op(e2, e2) = all_0_20_20, op(e2, e2) = all_0_47_47, yields:
% 66.17/31.11  																											| (86266) all_0_20_20 = all_0_47_47
% 66.17/31.11  																											|
% 66.17/31.11  																											| Instantiating formula (29) with e2, e2, all_0_25_25, all_0_20_20 and discharging atoms op(e2, e2) = all_0_20_20, op(e2, e2) = all_0_25_25, yields:
% 66.17/31.11  																											| (4266) all_0_20_20 = all_0_25_25
% 66.17/31.11  																											|
% 66.17/31.11  																											| Instantiating formula (29) with e2, e0, e2, all_0_21_21 and discharging atoms op(e2, e0) = all_0_21_21, op(e2, e0) = e2, yields:
% 66.17/31.11  																											| (4269) all_0_21_21 = e2
% 66.17/31.11  																											|
% 66.17/31.12  																											| Combining equations (4266,86266) yields a new equation:
% 66.17/31.12  																											| (95683) all_0_25_25 = all_0_47_47
% 66.17/31.12  																											|
% 66.17/31.12  																											| Simplifying 95683 yields:
% 66.17/31.12  																											| (6482) all_0_25_25 = all_0_47_47
% 66.17/31.12  																											|
% 66.17/31.12  																											| From (6482) and (514) follows:
% 66.17/31.12  																											| (23) op(e2, e2) = all_0_47_47
% 66.17/31.12  																											|
% 66.17/31.12  																											| From (4269) and (20781) follows:
% 66.17/31.12  																											| (727) op(e2, e0) = e2
% 66.17/31.12  																											|
% 66.17/31.12  																											+-Applying beta-rule and splitting (27), into two cases.
% 66.17/31.12  																											|-Branch one:
% 66.17/31.12  																											| (437) all_0_41_41 = e4
% 66.17/31.12  																											|
% 66.17/31.12  																												| Equations (437) can reduce 214 to:
% 66.17/31.12  																												| (1901)  ~ (all_0_42_42 = e4)
% 66.17/31.12  																												|
% 66.17/31.12  																												| Simplifying 1901 yields:
% 66.17/31.12  																												| (1890)  ~ (all_0_42_42 = e4)
% 66.17/31.12  																												|
% 66.17/31.12  																												| Equations (437) can reduce 149 to:
% 66.17/31.12  																												| (1903)  ~ (all_0_44_44 = e4)
% 66.17/31.12  																												|
% 66.17/31.12  																												| Simplifying 1903 yields:
% 66.17/31.12  																												| (1390)  ~ (all_0_44_44 = e4)
% 66.17/31.12  																												|
% 66.17/31.12  																												| Equations (437) can reduce 43 to:
% 66.17/31.12  																												| (249)  ~ (all_0_46_46 = e4)
% 66.17/31.12  																												|
% 66.17/31.12  																												| Simplifying 249 yields:
% 66.17/31.12  																												| (250)  ~ (all_0_46_46 = e4)
% 66.17/31.12  																												|
% 66.17/31.12  																												| Equations (437) can reduce 191 to:
% 66.17/31.12  																												| (1909)  ~ (all_0_55_55 = e4)
% 66.17/31.12  																												|
% 66.17/31.12  																												| Simplifying 1909 yields:
% 66.17/31.12  																												| (763)  ~ (all_0_55_55 = e4)
% 66.17/31.12  																												|
% 66.17/31.12  																												| From (437) and (219) follows:
% 66.17/31.12  																												| (1913) op(e3, e3) = e4
% 66.17/31.12  																												|
% 66.17/31.12  																												+-Applying beta-rule and splitting (395), into two cases.
% 66.17/31.12  																												|-Branch one:
% 66.17/31.12  																												| (794) all_0_41_41 = e0
% 66.17/31.12  																												|
% 66.17/31.12  																													| Combining equations (794,437) yields a new equation:
% 66.17/31.12  																													| (397) e4 = e0
% 66.17/31.12  																													|
% 66.17/31.12  																													| Equations (397) can reduce 49 to:
% 66.17/31.12  																													| (266) $false
% 66.17/31.12  																													|
% 66.17/31.12  																													|-The branch is then unsatisfiable
% 66.17/31.12  																												|-Branch two:
% 66.17/31.12  																												| (357)  ~ (all_0_41_41 = e0)
% 66.17/31.12  																												| (895) all_0_46_46 = e0 | all_0_55_55 = e0
% 66.17/31.12  																												|
% 66.17/31.12  																													+-Applying beta-rule and splitting (150), into two cases.
% 66.17/31.12  																													|-Branch one:
% 66.17/31.12  																													| (1378) all_0_40_40 = e4
% 66.17/31.12  																													|
% 66.17/31.12  																														| Equations (1378) can reduce 176 to:
% 66.17/31.12  																														| (1377)  ~ (all_0_39_39 = e4)
% 66.17/31.12  																														|
% 66.17/31.12  																														| Equations (1378) can reduce 143 to:
% 66.17/31.12  																														| (1903)  ~ (all_0_44_44 = e4)
% 66.17/31.12  																														|
% 66.17/31.12  																														| Simplifying 1903 yields:
% 66.17/31.12  																														| (1390)  ~ (all_0_44_44 = e4)
% 66.17/31.12  																														|
% 66.17/31.12  																														| Equations (1378) can reduce 178 to:
% 66.17/31.12  																														| (450)  ~ (all_0_58_58 = e4)
% 66.17/31.12  																														|
% 66.17/31.12  																														| Simplifying 450 yields:
% 66.17/31.12  																														| (451)  ~ (all_0_58_58 = e4)
% 66.17/31.12  																														|
% 66.17/31.12  																														| Equations (1378) can reduce 296 to:
% 66.17/31.12  																														| (48)  ~ (e4 = e2)
% 66.17/31.12  																														|
% 66.17/31.12  																														| Equations (1378) can reduce 132 to:
% 66.17/31.12  																														| (110)  ~ (e4 = e1)
% 66.17/31.12  																														|
% 66.17/31.12  																														+-Applying beta-rule and splitting (164), into two cases.
% 66.17/31.12  																														|-Branch one:
% 66.17/31.12  																														| (471) all_0_39_39 = e4
% 66.17/31.12  																														|
% 66.17/31.13  																															| Equations (471) can reduce 1377 to:
% 66.17/31.13  																															| (266) $false
% 66.17/31.13  																															|
% 66.17/31.13  																															|-The branch is then unsatisfiable
% 66.17/31.13  																														|-Branch two:
% 66.17/31.13  																														| (1377)  ~ (all_0_39_39 = e4)
% 66.17/31.13  																														| (2115) all_0_42_42 = e4 | all_0_47_47 = e4 | all_0_51_51 = e4 | all_0_56_56 = e4
% 66.17/31.13  																														|
% 66.17/31.13  																															+-Applying beta-rule and splitting (2115), into two cases.
% 66.17/31.13  																															|-Branch one:
% 66.17/31.13  																															| (1392) all_0_42_42 = e4
% 66.17/31.13  																															|
% 66.17/31.13  																																| Equations (1392) can reduce 1890 to:
% 66.17/31.13  																																| (266) $false
% 66.17/31.13  																																|
% 66.17/31.13  																																|-The branch is then unsatisfiable
% 66.17/31.13  																															|-Branch two:
% 66.17/31.13  																															| (1890)  ~ (all_0_42_42 = e4)
% 66.17/31.13  																															| (2246) all_0_47_47 = e4 | all_0_51_51 = e4 | all_0_56_56 = e4
% 66.17/31.13  																															|
% 66.17/31.13  																																+-Applying beta-rule and splitting (895), into two cases.
% 66.17/31.13  																																|-Branch one:
% 66.17/31.13  																																| (538) all_0_46_46 = e0
% 66.17/31.13  																																|
% 66.17/31.13  																																	| Equations (538) can reduce 831 to:
% 66.17/31.13  																																	| (266) $false
% 66.17/31.13  																																	|
% 66.17/31.13  																																	|-The branch is then unsatisfiable
% 66.17/31.13  																																|-Branch two:
% 66.17/31.13  																																| (831)  ~ (all_0_46_46 = e0)
% 66.17/31.13  																																| (858) all_0_55_55 = e0
% 66.17/31.13  																																|
% 66.17/31.13  																																	| Equations (858) can reduce 58 to:
% 66.17/31.13  																																	| (831)  ~ (all_0_46_46 = e0)
% 66.17/31.13  																																	|
% 66.17/31.13  																																	| Equations (858) can reduce 3 to:
% 66.17/31.13  																																	| (490)  ~ (all_0_58_58 = e0)
% 66.17/31.13  																																	|
% 66.17/31.13  																																	| Simplifying 490 yields:
% 66.17/31.13  																																	| (491)  ~ (all_0_58_58 = e0)
% 66.17/31.13  																																	|
% 66.17/31.13  																																	| Equations (858) can reduce 763 to:
% 66.17/31.13  																																	| (401)  ~ (e4 = e0)
% 66.17/31.13  																																	|
% 66.17/31.13  																																	| Simplifying 401 yields:
% 66.17/31.13  																																	| (49)  ~ (e4 = e0)
% 66.17/31.13  																																	|
% 66.17/31.13  																																	| Equations (858) can reduce 270 to:
% 66.17/31.13  																																	| (541)  ~ (e3 = e0)
% 66.17/31.13  																																	|
% 66.17/31.13  																																	| Simplifying 541 yields:
% 66.17/31.13  																																	| (80)  ~ (e3 = e0)
% 66.17/31.13  																																	|
% 66.17/31.13  																																	| Equations (858) can reduce 304 to:
% 66.17/31.13  																																	| (365)  ~ (e2 = e0)
% 66.17/31.13  																																	|
% 66.17/31.13  																																	| Simplifying 365 yields:
% 66.17/31.13  																																	| (128)  ~ (e2 = e0)
% 66.17/31.13  																																	|
% 66.17/31.13  																																	+-Applying beta-rule and splitting (75), into two cases.
% 66.17/31.13  																																	|-Branch one:
% 66.17/31.13  																																	| (485) all_0_40_40 = e0
% 66.17/31.13  																																	|
% 66.17/31.13  																																		| Combining equations (485,1378) yields a new equation:
% 66.17/31.13  																																		| (397) e4 = e0
% 66.17/31.13  																																		|
% 66.17/31.13  																																		| Equations (397) can reduce 49 to:
% 66.17/31.13  																																		| (266) $false
% 66.17/31.13  																																		|
% 66.17/31.13  																																		|-The branch is then unsatisfiable
% 66.17/31.13  																																	|-Branch two:
% 66.17/31.13  																																	| (1401)  ~ (all_0_40_40 = e0)
% 66.17/31.13  																																	| (1748) all_0_44_44 = e0 | all_0_49_49 = e0 | all_0_58_58 = e0
% 66.17/31.13  																																	|
% 66.17/31.13  																																		+-Applying beta-rule and splitting (1748), into two cases.
% 66.17/31.13  																																		|-Branch one:
% 66.17/31.13  																																		| (1414) all_0_44_44 = e0
% 66.17/31.13  																																		|
% 66.17/31.13  																																			| Equations (1414) can reduce 1390 to:
% 66.17/31.13  																																			| (401)  ~ (e4 = e0)
% 66.17/31.13  																																			|
% 66.17/31.13  																																			| Simplifying 401 yields:
% 66.17/31.13  																																			| (49)  ~ (e4 = e0)
% 66.17/31.13  																																			|
% 66.17/31.13  																																			| Equations (1414) can reduce 639 to:
% 66.17/31.13  																																			| (435)  ~ (e1 = e0)
% 66.17/31.13  																																			|
% 66.17/31.13  																																			| Simplifying 435 yields:
% 66.17/31.13  																																			| (233)  ~ (e1 = e0)
% 66.17/31.13  																																			|
% 66.17/31.13  																																			+-Applying beta-rule and splitting (123), into two cases.
% 66.17/31.13  																																			|-Branch one:
% 66.17/31.13  																																			| (1794) all_0_46_46 = e2
% 66.17/31.13  																																			|
% 66.17/31.13  																																				| Equations (1794) can reduce 300 to:
% 66.17/31.13  																																				| (266) $false
% 66.17/31.13  																																				|
% 66.17/31.13  																																				|-The branch is then unsatisfiable
% 66.17/31.13  																																			|-Branch two:
% 66.17/31.13  																																			| (300)  ~ (all_0_46_46 = e2)
% 66.17/31.13  																																			| (1797) all_0_46_46 = e4 | all_0_46_46 = e3 | all_0_46_46 = e1 | all_0_46_46 = e0
% 66.17/31.13  																																			|
% 66.17/31.13  																																				+-Applying beta-rule and splitting (189), into two cases.
% 66.17/31.13  																																				|-Branch one:
% 66.17/31.13  																																				| (532) all_0_44_44 = e3
% 66.17/31.13  																																				|
% 66.17/31.13  																																					| Combining equations (532,1414) yields a new equation:
% 66.17/31.13  																																					| (675) e3 = e0
% 66.17/31.13  																																					|
% 66.17/31.13  																																					| Simplifying 675 yields:
% 66.17/31.13  																																					| (676) e3 = e0
% 66.17/31.13  																																					|
% 66.17/31.13  																																					| Equations (676) can reduce 80 to:
% 66.17/31.13  																																					| (266) $false
% 66.17/31.13  																																					|
% 66.17/31.13  																																					|-The branch is then unsatisfiable
% 66.17/31.13  																																				|-Branch two:
% 66.17/31.13  																																				| (407)  ~ (all_0_44_44 = e3)
% 66.17/31.13  																																				| (537) all_0_49_49 = e3 | all_0_53_53 = e3 | all_0_58_58 = e3
% 66.17/31.13  																																				|
% 66.17/31.13  																																					| Equations (1414) can reduce 407 to:
% 66.17/31.13  																																					| (541)  ~ (e3 = e0)
% 66.17/31.13  																																					|
% 66.17/31.13  																																					| Simplifying 541 yields:
% 66.17/31.13  																																					| (80)  ~ (e3 = e0)
% 66.17/31.13  																																					|
% 66.17/31.13  																																					+-Applying beta-rule and splitting (18), into two cases.
% 66.17/31.13  																																					|-Branch one:
% 66.17/31.13  																																					| (453) all_0_41_41 = e1
% 66.17/31.13  																																					|
% 66.17/31.13  																																						| Combining equations (453,437) yields a new equation:
% 66.17/31.13  																																						| (630) e4 = e1
% 66.17/31.13  																																						|
% 66.17/31.13  																																						| Equations (630) can reduce 110 to:
% 66.17/31.13  																																						| (266) $false
% 66.17/31.13  																																						|
% 66.17/31.13  																																						|-The branch is then unsatisfiable
% 66.17/31.13  																																					|-Branch two:
% 66.17/31.13  																																					| (457)  ~ (all_0_41_41 = e1)
% 66.17/31.13  																																					| (595) all_0_46_46 = e1 | all_0_50_50 = e1 | all_0_55_55 = e1
% 66.17/31.13  																																					|
% 66.17/31.13  																																						+-Applying beta-rule and splitting (537), into two cases.
% 66.17/31.13  																																						|-Branch one:
% 66.17/31.13  																																						| (884) all_0_49_49 = e3
% 66.17/31.13  																																						|
% 66.17/31.13  																																							| Combining equations (583,884) yields a new equation:
% 66.17/31.13  																																							| (662) e3 = e2
% 66.17/31.13  																																							|
% 66.17/31.13  																																							| Equations (662) can reduce 212 to:
% 66.17/31.13  																																							| (266) $false
% 66.17/31.13  																																							|
% 66.17/31.13  																																							|-The branch is then unsatisfiable
% 66.17/31.13  																																						|-Branch two:
% 66.17/31.13  																																						| (525)  ~ (all_0_49_49 = e3)
% 66.17/31.13  																																						| (887) all_0_53_53 = e3 | all_0_58_58 = e3
% 66.17/31.13  																																						|
% 66.17/31.13  																																							+-Applying beta-rule and splitting (1899), into two cases.
% 66.17/31.13  																																							|-Branch one:
% 66.17/31.13  																																							| (516) all_0_42_42 = e3
% 66.17/31.13  																																							|
% 66.17/31.13  																																								| Equations (516) can reduce 236 to:
% 66.17/31.13  																																								| (271)  ~ (all_0_56_56 = e3)
% 66.17/31.13  																																								|
% 66.17/31.13  																																								| Simplifying 271 yields:
% 66.17/31.13  																																								| (272)  ~ (all_0_56_56 = e3)
% 66.17/31.13  																																								|
% 66.17/31.13  																																								+-Applying beta-rule and splitting (216), into two cases.
% 66.17/31.13  																																								|-Branch one:
% 66.17/31.13  																																								| (629) all_0_55_55 = e1
% 66.17/31.13  																																								|
% 66.17/31.13  																																									| Combining equations (858,629) yields a new equation:
% 66.17/31.13  																																									| (431) e1 = e0
% 66.17/31.13  																																									|
% 66.17/31.13  																																									| Equations (431) can reduce 233 to:
% 66.17/31.13  																																									| (266) $false
% 66.17/31.13  																																									|
% 66.17/31.13  																																									|-The branch is then unsatisfiable
% 66.17/31.13  																																								|-Branch two:
% 66.17/31.13  																																								| (632)  ~ (all_0_55_55 = e1)
% 66.17/31.13  																																								| (633) all_0_56_56 = e1 | all_0_57_57 = e1 | all_0_58_58 = e1
% 66.17/31.13  																																								|
% 66.17/31.13  																																									+-Applying beta-rule and splitting (104), into two cases.
% 66.17/31.13  																																									|-Branch one:
% 66.17/31.13  																																									| (480) all_0_39_39 = e0
% 66.17/31.13  																																									|
% 66.17/31.13  																																										| Equations (480) can reduce 154 to:
% 66.17/31.13  																																										| (1181)  ~ (all_0_56_56 = e0)
% 66.17/31.13  																																										|
% 66.17/31.13  																																										| Simplifying 1181 yields:
% 66.17/31.13  																																										| (828)  ~ (all_0_56_56 = e0)
% 66.17/31.13  																																										|
% 66.17/31.13  																																										| Equations (480) can reduce 1377 to:
% 66.17/31.13  																																										| (401)  ~ (e4 = e0)
% 66.17/31.13  																																										|
% 66.17/31.13  																																										| Simplifying 401 yields:
% 66.17/31.13  																																										| (49)  ~ (e4 = e0)
% 66.17/31.13  																																										|
% 66.17/31.13  																																										| From (480) and (14) follows:
% 66.17/31.13  																																										| (4090) op(e4, e2) = e0
% 66.17/31.13  																																										|
% 66.17/31.13  																																										+-Applying beta-rule and splitting (633), into two cases.
% 66.17/31.13  																																										|-Branch one:
% 66.17/31.13  																																										| (1569) all_0_56_56 = e1
% 66.17/31.13  																																										|
% 66.17/31.13  																																											| Equations (1569) can reduce 44 to:
% 66.17/31.13  																																											| (879)  ~ (all_0_58_58 = e1)
% 66.17/31.13  																																											|
% 66.17/31.13  																																											| Simplifying 879 yields:
% 66.17/31.13  																																											| (880)  ~ (all_0_58_58 = e1)
% 66.17/31.13  																																											|
% 66.17/31.13  																																											| Equations (1569) can reduce 272 to:
% 66.17/31.13  																																											| (467)  ~ (e3 = e1)
% 66.17/31.13  																																											|
% 66.17/31.13  																																											| Simplifying 467 yields:
% 66.17/31.13  																																											| (213)  ~ (e3 = e1)
% 66.17/31.13  																																											|
% 66.17/31.13  																																											| Equations (1569) can reduce 828 to:
% 66.17/31.13  																																											| (233)  ~ (e1 = e0)
% 66.17/31.13  																																											|
% 66.17/31.13  																																											+-Applying beta-rule and splitting (135), into two cases.
% 66.17/31.13  																																											|-Branch one:
% 66.17/31.13  																																											| (545) all_0_46_46 = e1
% 66.17/31.13  																																											|
% 66.17/31.13  																																												| Equations (545) can reduce 250 to:
% 66.17/31.13  																																												| (602)  ~ (e4 = e1)
% 66.17/31.13  																																												|
% 66.17/31.13  																																												| Simplifying 602 yields:
% 66.17/31.13  																																												| (110)  ~ (e4 = e1)
% 66.17/31.13  																																												|
% 66.17/31.13  																																												| Equations (545) can reduce 409 to:
% 66.17/31.13  																																												| (467)  ~ (e3 = e1)
% 66.17/31.13  																																												|
% 66.17/31.13  																																												| Simplifying 467 yields:
% 66.17/31.13  																																												| (213)  ~ (e3 = e1)
% 66.17/31.13  																																												|
% 66.17/31.13  																																												| Equations (545) can reduce 300 to:
% 66.17/31.13  																																												| (604)  ~ (e2 = e1)
% 66.17/31.13  																																												|
% 66.17/31.13  																																												| Simplifying 604 yields:
% 66.17/31.13  																																												| (122)  ~ (e2 = e1)
% 66.17/31.13  																																												|
% 66.17/31.13  																																												| Equations (545) can reduce 831 to:
% 66.17/31.13  																																												| (233)  ~ (e1 = e0)
% 66.17/31.13  																																												|
% 66.17/31.13  																																												| From (545) and (120) follows:
% 66.17/31.13  																																												| (2105) op(e2, e3) = e1
% 66.17/31.13  																																												|
% 66.17/31.13  																																												+-Applying beta-rule and splitting (887), into two cases.
% 66.17/31.13  																																												|-Branch one:
% 66.17/31.13  																																												| (665) all_0_53_53 = e3
% 66.17/31.13  																																												|
% 66.17/31.13  																																													| Combining equations (1208,665) yields a new equation:
% 66.17/31.13  																																													| (455) e3 = e1
% 66.17/31.13  																																													|
% 66.17/31.13  																																													| Equations (455) can reduce 213 to:
% 66.17/31.13  																																													| (266) $false
% 66.17/31.13  																																													|
% 66.17/31.13  																																													|-The branch is then unsatisfiable
% 66.17/31.13  																																												|-Branch two:
% 66.17/31.13  																																												| (903)  ~ (all_0_53_53 = e3)
% 66.17/31.13  																																												| (795) all_0_58_58 = e3
% 66.17/31.13  																																												|
% 66.17/31.13  																																													| Equations (795) can reduce 451 to:
% 66.17/31.13  																																													| (277)  ~ (e4 = e3)
% 66.17/31.13  																																													|
% 66.17/31.13  																																													| Simplifying 277 yields:
% 66.17/31.13  																																													| (188)  ~ (e4 = e3)
% 66.17/31.13  																																													|
% 66.17/31.13  																																													+-Applying beta-rule and splitting (206), into two cases.
% 66.17/31.13  																																													|-Branch one:
% 66.17/31.13  																																													| (248) all_0_45_45 = e4
% 66.17/31.13  																																													|
% 66.17/31.13  																																														| Combining equations (248,423) yields a new equation:
% 66.17/31.13  																																														| (424) e4 = e3
% 66.17/31.13  																																														|
% 66.17/31.13  																																														| Simplifying 424 yields:
% 66.17/31.13  																																														| (425) e4 = e3
% 66.17/31.13  																																														|
% 66.17/31.13  																																														| Equations (425) can reduce 188 to:
% 66.17/31.13  																																														| (266) $false
% 66.17/31.13  																																														|
% 66.17/31.13  																																														|-The branch is then unsatisfiable
% 66.17/31.13  																																													|-Branch two:
% 66.17/31.13  																																													| (60416)  ~ (all_0_45_45 = e4)
% 66.17/31.13  																																													| (61457) all_0_46_46 = e4 | all_0_47_47 = e4 | all_0_48_48 = e4 | all_0_49_49 = e4
% 66.17/31.13  																																													|
% 66.17/31.13  																																														+-Applying beta-rule and splitting (61457), into two cases.
% 66.17/31.13  																																														|-Branch one:
% 66.17/31.13  																																														| (770) all_0_46_46 = e4
% 66.17/31.13  																																														|
% 66.17/31.13  																																															| Combining equations (770,545) yields a new equation:
% 66.17/31.13  																																															| (636) e4 = e1
% 66.17/31.13  																																															|
% 66.17/31.13  																																															| Simplifying 636 yields:
% 66.17/31.13  																																															| (630) e4 = e1
% 66.17/31.13  																																															|
% 66.17/31.13  																																															| Equations (630) can reduce 110 to:
% 66.17/31.13  																																															| (266) $false
% 66.17/31.13  																																															|
% 66.17/31.13  																																															|-The branch is then unsatisfiable
% 66.17/31.13  																																														|-Branch two:
% 66.17/31.13  																																														| (250)  ~ (all_0_46_46 = e4)
% 66.17/31.13  																																														| (61466) all_0_47_47 = e4 | all_0_48_48 = e4 | all_0_49_49 = e4
% 66.17/31.13  																																														|
% 66.17/31.13  																																															+-Applying beta-rule and splitting (2246), into two cases.
% 66.17/31.13  																																															|-Branch one:
% 66.17/31.13  																																															| (1790) all_0_47_47 = e4
% 66.17/31.13  																																															|
% 66.17/31.13  																																																| From (1790) and (23) follows:
% 66.17/31.14  																																																| (61903) op(e2, e2) = e4
% 66.17/31.14  																																																|
% 66.17/31.14  																																																+-Applying beta-rule and splitting (56), into two cases.
% 66.17/31.14  																																																|-Branch one:
% 66.17/31.14  																																																| (696) unit = e2
% 66.17/31.14  																																																|
% 66.17/31.14  																																																	| From (696) and (244) follows:
% 66.17/31.14  																																																	| (264) op(e2, e4) = e4
% 66.17/31.14  																																																	|
% 66.17/31.14  																																																	| From (696) and (24) follows:
% 66.17/31.14  																																																	| (697) op(e2, e3) = e3
% 66.17/31.14  																																																	|
% 66.17/31.14  																																																	| From (696) and (209) follows:
% 66.17/31.14  																																																	| (7585) op(e2, e0) = e0
% 66.17/31.14  																																																	|
% 66.17/31.14  																																																	| From (696) and (32) follows:
% 66.17/31.14  																																																	| (698) op(e2, e2) = e2
% 66.17/31.14  																																																	|
% 66.17/31.14  																																																	| Instantiating formula (29) with e2, e4, e4, e3 and discharging atoms op(e2, e4) = e4, op(e2, e4) = e3, yields:
% 66.17/31.14  																																																	| (425) e4 = e3
% 66.17/31.14  																																																	|
% 66.17/31.14  																																																	| Instantiating formula (29) with e2, e3, e3, e1 and discharging atoms op(e2, e3) = e3, op(e2, e3) = e1, yields:
% 66.17/31.14  																																																	| (455) e3 = e1
% 66.17/31.14  																																																	|
% 66.17/31.14  																																																	| Instantiating formula (29) with e2, e2, e2, e4 and discharging atoms op(e2, e2) = e4, op(e2, e2) = e2, yields:
% 66.17/31.14  																																																	| (323) e4 = e2
% 66.17/31.14  																																																	|
% 66.17/31.14  																																																	| Instantiating formula (29) with e2, e0, e0, e2 and discharging atoms op(e2, e0) = e2, op(e2, e0) = e0, yields:
% 66.17/31.14  																																																	| (330) e2 = e0
% 66.17/31.14  																																																	|
% 66.17/31.14  																																																	| Combining equations (323,425) yields a new equation:
% 66.17/31.14  																																																	| (662) e3 = e2
% 66.17/31.14  																																																	|
% 66.17/31.14  																																																	| Combining equations (662,455) yields a new equation:
% 66.17/31.14  																																																	| (616) e2 = e1
% 66.17/31.14  																																																	|
% 66.17/31.14  																																																	| Simplifying 616 yields:
% 66.17/31.14  																																																	| (617) e2 = e1
% 66.17/31.14  																																																	|
% 66.17/31.14  																																																	| Combining equations (617,330) yields a new equation:
% 66.17/31.14  																																																	| (546) e1 = e0
% 66.17/31.14  																																																	|
% 66.17/31.14  																																																	| Simplifying 546 yields:
% 66.17/31.14  																																																	| (431) e1 = e0
% 66.17/31.14  																																																	|
% 66.17/31.14  																																																	| Equations (431) can reduce 233 to:
% 66.17/31.14  																																																	| (266) $false
% 66.17/31.14  																																																	|
% 66.17/31.14  																																																	|-The branch is then unsatisfiable
% 66.17/31.14  																																																|-Branch two:
% 66.17/31.14  																																																| (707)  ~ (unit = e2)
% 66.17/31.14  																																																| (708) unit = e4 | unit = e3 | unit = e1 | unit = e0
% 66.17/31.14  																																																|
% 66.17/31.14  																																																	+-Applying beta-rule and splitting (708), into two cases.
% 66.17/31.14  																																																	|-Branch one:
% 66.17/31.14  																																																	| (709) unit = e4
% 66.17/31.14  																																																	|
% 66.17/31.14  																																																		| From (709) and (15) follows:
% 66.17/31.14  																																																		| (22188) op(e4, e2) = e2
% 66.17/31.14  																																																		|
% 66.17/31.14  																																																		| From (709) and (211) follows:
% 66.17/31.14  																																																		| (22527) op(e4, e1) = e1
% 66.17/31.14  																																																		|
% 66.17/31.14  																																																		| From (709) and (32) follows:
% 66.17/31.14  																																																		| (712) op(e2, e4) = e2
% 66.17/31.14  																																																		|
% 66.17/31.14  																																																		| Instantiating formula (29) with e4, e2, e2, e0 and discharging atoms op(e4, e2) = e2, op(e4, e2) = e0, yields:
% 66.17/31.14  																																																		| (330) e2 = e0
% 66.17/31.14  																																																		|
% 66.17/31.14  																																																		| Instantiating formula (29) with e4, e1, e1, e3 and discharging atoms op(e4, e1) = e3, op(e4, e1) = e1, yields:
% 66.17/31.14  																																																		| (455) e3 = e1
% 66.17/31.14  																																																		|
% 66.17/31.14  																																																		| Instantiating formula (29) with e2, e4, e2, e3 and discharging atoms op(e2, e4) = e3, op(e2, e4) = e2, yields:
% 66.17/31.14  																																																		| (662) e3 = e2
% 66.17/31.14  																																																		|
% 66.17/31.14  																																																		| Combining equations (455,662) yields a new equation:
% 66.17/31.14  																																																		| (617) e2 = e1
% 66.17/31.14  																																																		|
% 66.17/31.14  																																																		| Combining equations (617,330) yields a new equation:
% 66.17/31.14  																																																		| (546) e1 = e0
% 66.17/31.14  																																																		|
% 66.17/31.14  																																																		| Simplifying 546 yields:
% 66.17/31.14  																																																		| (431) e1 = e0
% 66.17/31.14  																																																		|
% 66.17/31.14  																																																		| Equations (431) can reduce 233 to:
% 66.17/31.14  																																																		| (266) $false
% 66.17/31.14  																																																		|
% 66.17/31.14  																																																		|-The branch is then unsatisfiable
% 66.17/31.14  																																																	|-Branch two:
% 66.17/31.14  																																																	| (724)  ~ (unit = e4)
% 66.17/31.14  																																																	| (725) unit = e3 | unit = e1 | unit = e0
% 66.17/31.14  																																																	|
% 66.17/31.14  																																																		+-Applying beta-rule and splitting (725), into two cases.
% 66.17/31.14  																																																		|-Branch one:
% 66.17/31.14  																																																		| (726) unit = e0
% 66.17/31.14  																																																		|
% 66.17/31.14  																																																			| From (726) and (211) follows:
% 66.17/31.14  																																																			| (15180) op(e0, e1) = e1
% 66.17/31.14  																																																			|
% 66.17/31.14  																																																			| Instantiating formula (29) with e0, e1, e1, e2 and discharging atoms op(e0, e1) = e2, op(e0, e1) = e1, yields:
% 66.17/31.14  																																																			| (617) e2 = e1
% 66.17/31.14  																																																			|
% 66.17/31.14  																																																			| Equations (617) can reduce 122 to:
% 66.17/31.14  																																																			| (266) $false
% 66.17/31.14  																																																			|
% 66.17/31.14  																																																			|-The branch is then unsatisfiable
% 66.17/31.14  																																																		|-Branch two:
% 66.17/31.14  																																																		| (734)  ~ (unit = e0)
% 66.17/31.14  																																																		| (735) unit = e3 | unit = e1
% 66.17/31.14  																																																		|
% 66.17/31.14  																																																			+-Applying beta-rule and splitting (735), into two cases.
% 66.17/31.14  																																																			|-Branch one:
% 66.17/31.14  																																																			| (736) unit = e1
% 66.17/31.14  																																																			|
% 66.17/31.14  																																																				| Equations (736) can reduce 734 to:
% 66.17/31.14  																																																				| (233)  ~ (e1 = e0)
% 66.17/31.14  																																																				|
% 66.17/31.14  																																																				| From (736) and (244) follows:
% 66.17/31.14  																																																				| (738) op(e1, e4) = e4
% 66.17/31.14  																																																				|
% 66.17/31.14  																																																				| From (736) and (227) follows:
% 66.17/31.14  																																																				| (739) op(e4, e1) = e4
% 66.17/31.14  																																																				|
% 66.17/31.14  																																																				| From (736) and (40) follows:
% 66.17/31.14  																																																				| (1652) op(e3, e1) = e3
% 66.17/31.14  																																																				|
% 66.17/31.14  																																																				| Instantiating formula (29) with e4, e1, e4, e3 and discharging atoms op(e4, e1) = e4, op(e4, e1) = e3, yields:
% 66.17/31.14  																																																				| (425) e4 = e3
% 66.17/31.14  																																																				|
% 66.17/31.14  																																																				| Instantiating formula (29) with e3, e1, e3, e1 and discharging atoms op(e3, e1) = e3, op(e3, e1) = e1, yields:
% 66.17/31.14  																																																				| (455) e3 = e1
% 66.17/31.14  																																																				|
% 66.17/31.14  																																																				| Instantiating formula (29) with e1, e4, e4, e0 and discharging atoms op(e1, e4) = e4, op(e1, e4) = e0, yields:
% 66.17/31.14  																																																				| (397) e4 = e0
% 66.17/31.14  																																																				|
% 66.17/31.14  																																																				| Combining equations (425,397) yields a new equation:
% 66.17/31.14  																																																				| (675) e3 = e0
% 66.17/31.14  																																																				|
% 66.17/31.14  																																																				| Simplifying 675 yields:
% 66.17/31.14  																																																				| (676) e3 = e0
% 66.17/31.14  																																																				|
% 66.17/31.14  																																																				| Combining equations (676,455) yields a new equation:
% 66.17/31.14  																																																				| (431) e1 = e0
% 66.17/31.14  																																																				|
% 66.17/31.14  																																																				| Equations (431) can reduce 233 to:
% 66.17/31.14  																																																				| (266) $false
% 66.17/31.14  																																																				|
% 66.17/31.14  																																																				|-The branch is then unsatisfiable
% 66.17/31.14  																																																			|-Branch two:
% 66.17/31.14  																																																			| (748)  ~ (unit = e1)
% 66.17/31.14  																																																			| (749) unit = e3
% 66.17/31.14  																																																			|
% 66.17/31.14  																																																				| From (749) and (244) follows:
% 66.17/31.14  																																																				| (750) op(e3, e4) = e4
% 66.17/31.14  																																																				|
% 66.17/31.14  																																																				| From (749) and (40) follows:
% 66.17/31.14  																																																				| (3715) op(e3, e3) = e3
% 66.17/31.14  																																																				|
% 66.17/31.14  																																																				| From (749) and (28) follows:
% 66.17/31.14  																																																				| (2235) op(e1, e3) = e1
% 66.17/31.14  																																																				|
% 66.17/31.14  																																																				| Instantiating formula (29) with e3, e4, e4, e2 and discharging atoms op(e3, e4) = e4, op(e3, e4) = e2, yields:
% 66.17/31.14  																																																				| (323) e4 = e2
% 66.17/31.14  																																																				|
% 66.17/31.14  																																																				| Instantiating formula (29) with e3, e3, e3, e4 and discharging atoms op(e3, e3) = e4, op(e3, e3) = e3, yields:
% 66.17/31.14  																																																				| (425) e4 = e3
% 66.17/31.14  																																																				|
% 66.17/31.14  																																																				| Instantiating formula (29) with e1, e3, e1, e3 and discharging atoms op(e1, e3) = e3, op(e1, e3) = e1, yields:
% 66.17/31.14  																																																				| (455) e3 = e1
% 66.17/31.14  																																																				|
% 66.17/31.14  																																																				| Combining equations (323,425) yields a new equation:
% 66.17/31.14  																																																				| (662) e3 = e2
% 66.17/31.14  																																																				|
% 66.17/31.14  																																																				| Combining equations (662,455) yields a new equation:
% 66.17/31.14  																																																				| (616) e2 = e1
% 66.17/31.14  																																																				|
% 66.17/31.14  																																																				| Simplifying 616 yields:
% 66.17/31.14  																																																				| (617) e2 = e1
% 66.17/31.14  																																																				|
% 66.17/31.14  																																																				| Equations (617) can reduce 122 to:
% 66.17/31.14  																																																				| (266) $false
% 66.17/31.14  																																																				|
% 66.17/31.14  																																																				|-The branch is then unsatisfiable
% 66.17/31.14  																																															|-Branch two:
% 66.17/31.14  																																															| (252)  ~ (all_0_47_47 = e4)
% 66.17/31.14  																																															| (6548) all_0_51_51 = e4 | all_0_56_56 = e4
% 66.17/31.14  																																															|
% 66.17/31.14  																																																+-Applying beta-rule and splitting (61466), into two cases.
% 66.17/31.14  																																																|-Branch one:
% 66.17/31.14  																																																| (1790) all_0_47_47 = e4
% 66.17/31.14  																																																|
% 66.17/31.14  																																																	| Equations (1790) can reduce 252 to:
% 66.17/31.14  																																																	| (266) $false
% 66.17/31.14  																																																	|
% 66.17/31.14  																																																	|-The branch is then unsatisfiable
% 66.17/31.14  																																																|-Branch two:
% 66.17/31.14  																																																| (252)  ~ (all_0_47_47 = e4)
% 66.17/31.14  																																																| (61479) all_0_48_48 = e4 | all_0_49_49 = e4
% 66.17/31.14  																																																|
% 66.17/31.14  																																																	+-Applying beta-rule and splitting (61479), into two cases.
% 66.17/31.14  																																																	|-Branch one:
% 66.17/31.14  																																																	| (943) all_0_48_48 = e4
% 66.17/31.14  																																																	|
% 66.17/31.14  																																																		| Combining equations (1279,943) yields a new equation:
% 66.17/31.14  																																																		| (397) e4 = e0
% 66.17/31.14  																																																		|
% 66.17/31.14  																																																		| Equations (397) can reduce 49 to:
% 66.17/31.14  																																																		| (266) $false
% 66.17/31.15  																																																		|
% 66.17/31.15  																																																		|-The branch is then unsatisfiable
% 66.17/31.15  																																																	|-Branch two:
% 66.17/31.15  																																																	| (254)  ~ (all_0_48_48 = e4)
% 66.17/31.15  																																																	| (974) all_0_49_49 = e4
% 66.17/31.15  																																																	|
% 66.17/31.15  																																																		| Combining equations (583,974) yields a new equation:
% 66.17/31.15  																																																		| (323) e4 = e2
% 66.17/31.15  																																																		|
% 66.17/31.15  																																																		| Equations (323) can reduce 48 to:
% 66.17/31.15  																																																		| (266) $false
% 66.17/31.15  																																																		|
% 66.17/31.15  																																																		|-The branch is then unsatisfiable
% 66.17/31.15  																																											|-Branch two:
% 66.17/31.15  																																											| (549)  ~ (all_0_46_46 = e1)
% 66.17/31.15  																																											| (550) all_0_47_47 = e1 | all_0_48_48 = e1 | all_0_49_49 = e1
% 66.17/31.15  																																											|
% 66.17/31.15  																																												+-Applying beta-rule and splitting (887), into two cases.
% 66.17/31.15  																																												|-Branch one:
% 66.17/31.15  																																												| (665) all_0_53_53 = e3
% 66.17/31.15  																																												|
% 66.17/31.15  																																													| Combining equations (1208,665) yields a new equation:
% 66.17/31.15  																																													| (455) e3 = e1
% 66.17/31.15  																																													|
% 66.17/31.15  																																													| Equations (455) can reduce 213 to:
% 66.17/31.15  																																													| (266) $false
% 66.17/31.15  																																													|
% 66.17/31.15  																																													|-The branch is then unsatisfiable
% 66.17/31.15  																																												|-Branch two:
% 66.17/31.15  																																												| (903)  ~ (all_0_53_53 = e3)
% 66.17/31.15  																																												| (795) all_0_58_58 = e3
% 66.17/31.15  																																												|
% 66.17/31.15  																																													| Equations (795) can reduce 880 to:
% 66.17/31.15  																																													| (213)  ~ (e3 = e1)
% 66.17/31.15  																																													|
% 66.17/31.15  																																													+-Applying beta-rule and splitting (595), into two cases.
% 66.17/31.15  																																													|-Branch one:
% 66.17/31.15  																																													| (545) all_0_46_46 = e1
% 66.17/31.15  																																													|
% 66.17/31.15  																																														| Equations (545) can reduce 549 to:
% 66.17/31.15  																																														| (266) $false
% 66.17/31.15  																																														|
% 66.17/31.15  																																														|-The branch is then unsatisfiable
% 66.17/31.15  																																													|-Branch two:
% 66.17/31.15  																																													| (549)  ~ (all_0_46_46 = e1)
% 66.17/31.15  																																													| (600) all_0_50_50 = e1 | all_0_55_55 = e1
% 66.17/31.15  																																													|
% 66.17/31.15  																																														+-Applying beta-rule and splitting (600), into two cases.
% 66.17/31.15  																																														|-Branch one:
% 66.17/31.15  																																														| (601) all_0_50_50 = e1
% 66.17/31.15  																																														|
% 66.17/31.15  																																															| Combining equations (415,601) yields a new equation:
% 66.17/31.15  																																															| (454) e3 = e1
% 66.17/31.15  																																															|
% 66.17/31.15  																																															| Simplifying 454 yields:
% 66.17/31.15  																																															| (455) e3 = e1
% 66.17/31.15  																																															|
% 66.17/31.15  																																															| Equations (455) can reduce 213 to:
% 66.17/31.15  																																															| (266) $false
% 66.17/31.15  																																															|
% 66.17/31.15  																																															|-The branch is then unsatisfiable
% 66.17/31.15  																																														|-Branch two:
% 66.17/31.15  																																														| (759)  ~ (all_0_50_50 = e1)
% 66.17/31.15  																																														| (629) all_0_55_55 = e1
% 66.17/31.15  																																														|
% 66.17/31.15  																																															| Combining equations (629,858) yields a new equation:
% 66.17/31.15  																																															| (546) e1 = e0
% 66.17/31.15  																																															|
% 66.17/31.15  																																															| Simplifying 546 yields:
% 66.17/31.15  																																															| (431) e1 = e0
% 66.17/31.15  																																															|
% 66.17/31.15  																																															| Equations (431) can reduce 233 to:
% 66.17/31.15  																																															| (266) $false
% 66.17/31.15  																																															|
% 66.17/31.15  																																															|-The branch is then unsatisfiable
% 66.17/31.15  																																										|-Branch two:
% 66.17/31.15  																																										| (466)  ~ (all_0_56_56 = e1)
% 66.17/31.15  																																										| (1574) all_0_57_57 = e1 | all_0_58_58 = e1
% 66.17/31.15  																																										|
% 66.17/31.15  																																											+-Applying beta-rule and splitting (1574), into two cases.
% 66.17/31.15  																																											|-Branch one:
% 66.17/31.15  																																											| (647) all_0_57_57 = e1
% 66.17/31.15  																																											|
% 66.17/31.15  																																												| Combining equations (647,442) yields a new equation:
% 66.17/31.15  																																												| (617) e2 = e1
% 66.17/31.15  																																												|
% 66.17/31.15  																																												| Equations (617) can reduce 122 to:
% 66.17/31.15  																																												| (266) $false
% 66.17/31.15  																																												|
% 66.17/31.15  																																												|-The branch is then unsatisfiable
% 66.17/31.15  																																											|-Branch two:
% 66.17/31.15  																																											| (1670)  ~ (all_0_57_57 = e1)
% 66.17/31.15  																																											| (918) all_0_58_58 = e1
% 66.17/31.15  																																											|
% 66.17/31.15  																																												| Equations (918) can reduce 880 to:
% 66.17/31.15  																																												| (266) $false
% 66.17/31.15  																																												|
% 66.17/31.15  																																												|-The branch is then unsatisfiable
% 66.17/31.15  																																									|-Branch two:
% 66.17/31.15  																																									| (484)  ~ (all_0_39_39 = e0)
% 66.17/31.15  																																									| (558) all_0_42_42 = e0 | all_0_47_47 = e0 | all_0_56_56 = e0
% 66.17/31.15  																																									|
% 66.17/31.15  																																										+-Applying beta-rule and splitting (333), into two cases.
% 66.17/31.15  																																										|-Branch one:
% 66.17/31.15  																																										| (480) all_0_39_39 = e0
% 66.17/31.15  																																										|
% 66.17/31.15  																																											| Equations (480) can reduce 484 to:
% 66.17/31.15  																																											| (266) $false
% 66.17/31.15  																																											|
% 66.17/31.15  																																											|-The branch is then unsatisfiable
% 66.17/31.15  																																										|-Branch two:
% 66.17/31.15  																																										| (484)  ~ (all_0_39_39 = e0)
% 66.17/31.15  																																										| (485) all_0_40_40 = e0
% 66.17/31.15  																																										|
% 66.17/31.15  																																											| Combining equations (485,1378) yields a new equation:
% 66.17/31.15  																																											| (397) e4 = e0
% 66.17/31.15  																																											|
% 66.17/31.15  																																											| Equations (397) can reduce 49 to:
% 66.17/31.15  																																											| (266) $false
% 66.17/31.15  																																											|
% 66.17/31.15  																																											|-The branch is then unsatisfiable
% 66.17/31.15  																																							|-Branch two:
% 66.17/31.15  																																							| (405)  ~ (all_0_42_42 = e3)
% 66.17/31.15  																																							| (532) all_0_44_44 = e3
% 66.17/31.15  																																							|
% 66.17/31.15  																																								| Combining equations (532,1414) yields a new equation:
% 66.17/31.15  																																								| (675) e3 = e0
% 66.17/31.15  																																								|
% 66.17/31.15  																																								| Simplifying 675 yields:
% 66.17/31.15  																																								| (676) e3 = e0
% 66.17/31.15  																																								|
% 66.17/31.15  																																								| Equations (676) can reduce 80 to:
% 66.17/31.15  																																								| (266) $false
% 66.17/31.15  																																								|
% 66.17/31.15  																																								|-The branch is then unsatisfiable
% 66.17/31.15  																																		|-Branch two:
% 66.17/31.15  																																		| (360)  ~ (all_0_44_44 = e0)
% 66.22/31.15  																																		| (1760) all_0_49_49 = e0 | all_0_58_58 = e0
% 66.22/31.15  																																		|
% 66.22/31.15  																																			+-Applying beta-rule and splitting (1760), into two cases.
% 66.22/31.15  																																			|-Branch one:
% 66.22/31.15  																																			| (978) all_0_49_49 = e0
% 66.22/31.15  																																			|
% 66.22/31.15  																																				| Combining equations (583,978) yields a new equation:
% 66.22/31.15  																																				| (391) e2 = e0
% 66.22/31.15  																																				|
% 66.22/31.15  																																				| Simplifying 391 yields:
% 66.22/31.15  																																				| (330) e2 = e0
% 66.22/31.15  																																				|
% 66.22/31.15  																																				| Equations (330) can reduce 128 to:
% 66.22/31.15  																																				| (266) $false
% 66.22/31.15  																																				|
% 66.22/31.15  																																				|-The branch is then unsatisfiable
% 66.22/31.15  																																			|-Branch two:
% 66.22/31.15  																																			| (487)  ~ (all_0_49_49 = e0)
% 66.22/31.15  																																			| (914) all_0_58_58 = e0
% 66.22/31.15  																																			|
% 66.22/31.15  																																				| Equations (914) can reduce 491 to:
% 66.22/31.15  																																				| (266) $false
% 66.22/31.15  																																				|
% 66.22/31.15  																																				|-The branch is then unsatisfiable
% 66.22/31.15  																													|-Branch two:
% 66.22/31.15  																													| (447)  ~ (all_0_40_40 = e4)
% 66.22/31.15  																													| (2271) all_0_44_44 = e4 | all_0_49_49 = e4 | all_0_53_53 = e4 | all_0_58_58 = e4
% 66.22/31.15  																													|
% 66.22/31.15  																														+-Applying beta-rule and splitting (316), into two cases.
% 66.22/31.15  																														|-Branch one:
% 66.22/31.15  																														| (1378) all_0_40_40 = e4
% 66.22/31.15  																														|
% 66.22/31.15  																															| Equations (1378) can reduce 447 to:
% 66.22/31.15  																															| (266) $false
% 66.22/31.15  																															|
% 66.22/31.15  																															|-The branch is then unsatisfiable
% 66.22/31.15  																														|-Branch two:
% 66.22/31.15  																														| (447)  ~ (all_0_40_40 = e4)
% 66.22/31.15  																														| (485) all_0_40_40 = e0
% 66.22/31.15  																														|
% 66.22/31.15  																															| Equations (485) can reduce 143 to:
% 66.22/31.15  																															| (359)  ~ (all_0_44_44 = e0)
% 66.22/31.15  																															|
% 66.22/31.15  																															| Simplifying 359 yields:
% 66.22/31.15  																															| (360)  ~ (all_0_44_44 = e0)
% 66.22/31.15  																															|
% 66.22/31.15  																															| Equations (485) can reduce 178 to:
% 66.22/31.15  																															| (490)  ~ (all_0_58_58 = e0)
% 66.22/31.15  																															|
% 66.22/31.15  																															| Simplifying 490 yields:
% 66.22/31.15  																															| (491)  ~ (all_0_58_58 = e0)
% 66.22/31.15  																															|
% 66.22/31.15  																															+-Applying beta-rule and splitting (2271), into two cases.
% 66.22/31.15  																															|-Branch one:
% 66.22/31.15  																															| (446) all_0_44_44 = e4
% 66.22/31.15  																															|
% 66.22/31.15  																																| Equations (446) can reduce 1390 to:
% 66.22/31.15  																																| (266) $false
% 66.22/31.15  																																|
% 66.22/31.15  																																|-The branch is then unsatisfiable
% 66.22/31.15  																															|-Branch two:
% 66.22/31.15  																															| (1390)  ~ (all_0_44_44 = e4)
% 66.22/31.15  																															| (7998) all_0_49_49 = e4 | all_0_53_53 = e4 | all_0_58_58 = e4
% 66.22/31.15  																															|
% 66.22/31.15  																																+-Applying beta-rule and splitting (108), into two cases.
% 66.22/31.15  																																|-Branch one:
% 66.22/31.15  																																| (624) all_0_58_58 = e2
% 66.22/31.15  																																|
% 66.22/31.15  																																	| Equations (624) can reduce 908 to:
% 66.22/31.15  																																	| (266) $false
% 66.22/31.15  																																	|
% 66.22/31.15  																																	|-The branch is then unsatisfiable
% 66.22/31.15  																																|-Branch two:
% 66.22/31.15  																																| (908)  ~ (all_0_58_58 = e2)
% 66.22/31.15  																																| (909) all_0_58_58 = e4 | all_0_58_58 = e3 | all_0_58_58 = e1 | all_0_58_58 = e0
% 66.22/31.15  																																|
% 66.22/31.15  																																	+-Applying beta-rule and splitting (26), into two cases.
% 66.22/31.15  																																	|-Branch one:
% 66.22/31.15  																																	| (446) all_0_44_44 = e4
% 66.22/31.15  																																	|
% 66.22/31.15  																																		| Equations (446) can reduce 1390 to:
% 66.22/31.15  																																		| (266) $false
% 66.22/31.15  																																		|
% 66.22/31.15  																																		|-The branch is then unsatisfiable
% 66.22/31.15  																																	|-Branch two:
% 66.22/31.15  																																	| (1390)  ~ (all_0_44_44 = e4)
% 66.22/31.15  																																	| (1391) all_0_44_44 = e3 | all_0_44_44 = e1 | all_0_44_44 = e0
% 66.22/31.15  																																	|
% 66.22/31.15  																																		+-Applying beta-rule and splitting (909), into two cases.
% 66.22/31.15  																																		|-Branch one:
% 66.22/31.15  																																		| (910) all_0_58_58 = e4
% 66.22/31.15  																																		|
% 66.22/31.15  																																			| Equations (910) can reduce 451 to:
% 66.22/31.15  																																			| (266) $false
% 66.22/31.15  																																			|
% 66.22/31.15  																																			|-The branch is then unsatisfiable
% 66.22/31.15  																																		|-Branch two:
% 66.22/31.15  																																		| (451)  ~ (all_0_58_58 = e4)
% 66.22/31.15  																																		| (913) all_0_58_58 = e3 | all_0_58_58 = e1 | all_0_58_58 = e0
% 66.22/31.15  																																		|
% 66.22/31.15  																																			+-Applying beta-rule and splitting (913), into two cases.
% 66.22/31.15  																																			|-Branch one:
% 66.22/31.15  																																			| (914) all_0_58_58 = e0
% 66.22/31.15  																																			|
% 66.22/31.15  																																				| Equations (914) can reduce 491 to:
% 66.22/31.15  																																				| (266) $false
% 66.22/31.15  																																				|
% 66.22/31.15  																																				|-The branch is then unsatisfiable
% 66.22/31.15  																																			|-Branch two:
% 66.22/31.15  																																			| (491)  ~ (all_0_58_58 = e0)
% 66.22/31.15  																																			| (917) all_0_58_58 = e3 | all_0_58_58 = e1
% 66.22/31.15  																																			|
% 66.22/31.15  																																				+-Applying beta-rule and splitting (917), into two cases.
% 66.22/31.15  																																				|-Branch one:
% 66.22/31.15  																																				| (918) all_0_58_58 = e1
% 66.22/31.15  																																				|
% 66.22/31.15  																																					| Equations (918) can reduce 880 to:
% 66.22/31.15  																																					| (266) $false
% 66.22/31.15  																																					|
% 66.22/31.15  																																					|-The branch is then unsatisfiable
% 66.22/31.15  																																				|-Branch two:
% 66.22/31.15  																																				| (880)  ~ (all_0_58_58 = e1)
% 66.22/31.15  																																				| (795) all_0_58_58 = e3
% 66.22/31.15  																																				|
% 66.22/31.15  																																					| Equations (795) can reduce 181 to:
% 66.22/31.15  																																					| (407)  ~ (all_0_44_44 = e3)
% 66.22/31.15  																																					|
% 66.22/31.15  																																					+-Applying beta-rule and splitting (1899), into two cases.
% 66.22/31.15  																																					|-Branch one:
% 66.22/31.15  																																					| (516) all_0_42_42 = e3
% 66.22/31.15  																																					|
% 66.22/31.15  																																						| Equations (516) can reduce 73 to:
% 66.22/31.15  																																						| (406)  ~ (all_0_44_44 = e3)
% 66.22/31.15  																																						|
% 66.22/31.15  																																						| Simplifying 406 yields:
% 66.22/31.15  																																						| (407)  ~ (all_0_44_44 = e3)
% 66.22/31.15  																																						|
% 66.22/31.15  																																						+-Applying beta-rule and splitting (1391), into two cases.
% 66.22/31.15  																																						|-Branch one:
% 66.22/31.15  																																						| (1414) all_0_44_44 = e0
% 66.22/31.15  																																						|
% 66.22/31.15  																																							| Equations (1414) can reduce 360 to:
% 66.22/31.15  																																							| (266) $false
% 66.22/31.15  																																							|
% 66.22/31.15  																																							|-The branch is then unsatisfiable
% 66.22/31.15  																																						|-Branch two:
% 66.22/31.15  																																						| (360)  ~ (all_0_44_44 = e0)
% 66.22/31.15  																																						| (1417) all_0_44_44 = e3 | all_0_44_44 = e1
% 66.22/31.15  																																						|
% 66.22/31.15  																																							+-Applying beta-rule and splitting (1417), into two cases.
% 66.22/31.15  																																							|-Branch one:
% 66.22/31.15  																																							| (635) all_0_44_44 = e1
% 66.22/31.15  																																							|
% 66.22/31.15  																																								| Equations (635) can reduce 639 to:
% 66.22/31.15  																																								| (266) $false
% 66.22/31.15  																																								|
% 66.22/31.15  																																								|-The branch is then unsatisfiable
% 66.22/31.15  																																							|-Branch two:
% 66.22/31.15  																																							| (639)  ~ (all_0_44_44 = e1)
% 66.22/31.15  																																							| (532) all_0_44_44 = e3
% 66.22/31.15  																																							|
% 66.22/31.15  																																								| Equations (532) can reduce 407 to:
% 66.22/31.15  																																								| (266) $false
% 66.22/31.15  																																								|
% 66.22/31.15  																																								|-The branch is then unsatisfiable
% 66.22/31.15  																																					|-Branch two:
% 66.22/31.15  																																					| (405)  ~ (all_0_42_42 = e3)
% 66.22/31.15  																																					| (532) all_0_44_44 = e3
% 66.22/31.15  																																					|
% 66.22/31.15  																																						| Equations (532) can reduce 407 to:
% 66.22/31.15  																																						| (266) $false
% 66.22/31.15  																																						|
% 66.22/31.15  																																						|-The branch is then unsatisfiable
% 66.22/31.15  																											|-Branch two:
% 66.22/31.15  																											| (440)  ~ (all_0_41_41 = e4)
% 66.22/31.15  																											| (4049) all_0_41_41 = e3 | all_0_41_41 = e1 | all_0_41_41 = e0
% 66.22/31.15  																											|
% 66.22/31.15  																												+-Applying beta-rule and splitting (4049), into two cases.
% 66.22/31.15  																												|-Branch one:
% 66.22/31.15  																												| (794) all_0_41_41 = e0
% 66.22/31.15  																												|
% 66.22/31.15  																													| Equations (794) can reduce 214 to:
% 66.22/31.15  																													| (5565)  ~ (all_0_42_42 = e0)
% 66.22/31.15  																													|
% 66.22/31.15  																													| Simplifying 5565 yields:
% 66.22/31.15  																													| (358)  ~ (all_0_42_42 = e0)
% 66.22/31.15  																													|
% 66.22/31.15  																													| Equations (794) can reduce 43 to:
% 66.22/31.15  																													| (5567)  ~ (all_0_46_46 = e0)
% 66.22/31.15  																													|
% 66.22/31.16  																													| Simplifying 5567 yields:
% 66.22/31.16  																													| (831)  ~ (all_0_46_46 = e0)
% 66.22/31.16  																													|
% 66.22/31.16  																													| Equations (794) can reduce 191 to:
% 66.22/31.16  																													| (4444)  ~ (all_0_55_55 = e0)
% 66.22/31.16  																													|
% 66.22/31.16  																													| Simplifying 4444 yields:
% 66.22/31.16  																													| (803)  ~ (all_0_55_55 = e0)
% 66.22/31.16  																													|
% 66.22/31.16  																													| Equations (794) can reduce 440 to:
% 66.22/31.16  																													| (401)  ~ (e4 = e0)
% 66.22/31.16  																													|
% 66.22/31.16  																													| Simplifying 401 yields:
% 66.22/31.16  																													| (49)  ~ (e4 = e0)
% 66.22/31.16  																													|
% 66.22/31.16  																													| Equations (794) can reduce 457 to:
% 66.22/31.16  																													| (435)  ~ (e1 = e0)
% 66.22/31.16  																													|
% 66.22/31.16  																													| Simplifying 435 yields:
% 66.22/31.16  																													| (233)  ~ (e1 = e0)
% 66.22/31.16  																													|
% 66.22/31.16  																													| From (794) and (219) follows:
% 66.22/31.16  																													| (5573) op(e3, e3) = e0
% 66.22/31.16  																													|
% 66.22/31.16  																													+-Applying beta-rule and splitting (174), into two cases.
% 66.22/31.16  																													|-Branch one:
% 66.22/31.16  																													| (386) all_0_55_55 = e2
% 66.22/31.16  																													|
% 66.22/31.16  																														| Equations (386) can reduce 304 to:
% 66.22/31.16  																														| (266) $false
% 66.22/31.16  																														|
% 66.22/31.16  																														|-The branch is then unsatisfiable
% 66.22/31.16  																													|-Branch two:
% 66.22/31.16  																													| (304)  ~ (all_0_55_55 = e2)
% 66.22/31.16  																													| (2051) all_0_55_55 = e4 | all_0_55_55 = e3 | all_0_55_55 = e1 | all_0_55_55 = e0
% 66.22/31.16  																													|
% 66.22/31.16  																														+-Applying beta-rule and splitting (62), into two cases.
% 66.22/31.16  																														|-Branch one:
% 66.22/31.16  																														| (321) all_0_38_38 = e4
% 66.22/31.16  																														|
% 66.22/31.16  																															| Combining equations (321,292) yields a new equation:
% 66.22/31.16  																															| (322) e4 = e2
% 66.22/31.16  																															|
% 66.22/31.16  																															| Simplifying 322 yields:
% 66.22/31.16  																															| (323) e4 = e2
% 66.22/31.16  																															|
% 66.22/31.16  																															| Equations (323) can reduce 48 to:
% 66.22/31.16  																															| (266) $false
% 66.22/31.16  																															|
% 66.22/31.16  																															|-The branch is then unsatisfiable
% 66.22/31.16  																														|-Branch two:
% 66.22/31.16  																														| (325)  ~ (all_0_38_38 = e4)
% 66.22/31.16  																														| (582) all_0_41_41 = e4 | all_0_46_46 = e4 | all_0_50_50 = e4 | all_0_55_55 = e4
% 66.22/31.16  																														|
% 66.22/31.16  																															+-Applying beta-rule and splitting (582), into two cases.
% 66.22/31.16  																															|-Branch one:
% 66.22/31.16  																															| (437) all_0_41_41 = e4
% 66.22/31.16  																															|
% 66.22/31.16  																																| Combining equations (437,794) yields a new equation:
% 66.22/31.16  																																| (481) e4 = e0
% 66.22/31.16  																																|
% 66.22/31.16  																																| Simplifying 481 yields:
% 66.22/31.16  																																| (397) e4 = e0
% 66.22/31.16  																																|
% 66.22/31.16  																																| Equations (397) can reduce 49 to:
% 66.22/31.16  																																| (266) $false
% 66.22/31.16  																																|
% 66.22/31.16  																																|-The branch is then unsatisfiable
% 66.22/31.16  																															|-Branch two:
% 66.22/31.16  																															| (440)  ~ (all_0_41_41 = e4)
% 66.22/31.16  																															| (769) all_0_46_46 = e4 | all_0_50_50 = e4 | all_0_55_55 = e4
% 66.22/31.16  																															|
% 66.22/31.16  																																+-Applying beta-rule and splitting (2051), into two cases.
% 66.22/31.16  																																|-Branch one:
% 66.22/31.16  																																| (587) all_0_55_55 = e4
% 66.22/31.16  																																|
% 66.22/31.16  																																	| Equations (587) can reduce 763 to:
% 66.22/31.16  																																	| (266) $false
% 66.22/31.16  																																	|
% 66.22/31.16  																																	|-The branch is then unsatisfiable
% 66.22/31.16  																																|-Branch two:
% 66.22/31.16  																																| (763)  ~ (all_0_55_55 = e4)
% 66.22/31.16  																																| (2055) all_0_55_55 = e3 | all_0_55_55 = e1 | all_0_55_55 = e0
% 66.22/31.16  																																|
% 66.22/31.16  																																	+-Applying beta-rule and splitting (769), into two cases.
% 66.22/31.16  																																	|-Branch one:
% 66.22/31.16  																																	| (770) all_0_46_46 = e4
% 66.22/31.16  																																	|
% 66.22/31.16  																																		| Equations (770) can reduce 19 to:
% 66.22/31.16  																																		| (251)  ~ (all_0_47_47 = e4)
% 66.22/31.16  																																		|
% 66.22/31.16  																																		| Simplifying 251 yields:
% 66.22/31.16  																																		| (252)  ~ (all_0_47_47 = e4)
% 66.22/31.16  																																		|
% 66.22/31.16  																																		| Equations (770) can reduce 58 to:
% 66.22/31.16  																																		| (1909)  ~ (all_0_55_55 = e4)
% 66.22/31.16  																																		|
% 66.22/31.16  																																		| Simplifying 1909 yields:
% 66.22/31.16  																																		| (763)  ~ (all_0_55_55 = e4)
% 66.22/31.16  																																		|
% 66.22/31.16  																																		| Equations (770) can reduce 409 to:
% 66.22/31.16  																																		| (188)  ~ (e4 = e3)
% 66.22/31.16  																																		|
% 66.22/31.16  																																		| Equations (770) can reduce 831 to:
% 66.22/31.16  																																		| (49)  ~ (e4 = e0)
% 66.22/31.16  																																		|
% 66.22/31.16  																																		+-Applying beta-rule and splitting (135), into two cases.
% 66.22/31.16  																																		|-Branch one:
% 66.22/31.16  																																		| (545) all_0_46_46 = e1
% 66.22/31.16  																																		|
% 66.22/31.16  																																			| Combining equations (545,770) yields a new equation:
% 66.22/31.16  																																			| (630) e4 = e1
% 66.22/31.16  																																			|
% 66.22/31.16  																																			| Equations (630) can reduce 110 to:
% 66.22/31.16  																																			| (266) $false
% 66.22/31.16  																																			|
% 66.22/31.16  																																			|-The branch is then unsatisfiable
% 66.22/31.16  																																		|-Branch two:
% 66.22/31.16  																																		| (549)  ~ (all_0_46_46 = e1)
% 66.22/31.16  																																		| (550) all_0_47_47 = e1 | all_0_48_48 = e1 | all_0_49_49 = e1
% 66.22/31.16  																																		|
% 66.22/31.16  																																			+-Applying beta-rule and splitting (18), into two cases.
% 66.22/31.16  																																			|-Branch one:
% 66.22/31.16  																																			| (453) all_0_41_41 = e1
% 66.22/31.16  																																			|
% 66.22/31.16  																																				| Combining equations (453,794) yields a new equation:
% 66.22/31.16  																																				| (546) e1 = e0
% 66.22/31.16  																																				|
% 66.22/31.16  																																				| Simplifying 546 yields:
% 66.22/31.16  																																				| (431) e1 = e0
% 66.22/31.16  																																				|
% 66.22/31.16  																																				| Equations (431) can reduce 233 to:
% 66.22/31.16  																																				| (266) $false
% 66.22/31.16  																																				|
% 66.22/31.16  																																				|-The branch is then unsatisfiable
% 66.22/31.16  																																			|-Branch two:
% 66.22/31.16  																																			| (457)  ~ (all_0_41_41 = e1)
% 66.22/31.16  																																			| (595) all_0_46_46 = e1 | all_0_50_50 = e1 | all_0_55_55 = e1
% 66.22/31.16  																																			|
% 66.22/31.16  																																				+-Applying beta-rule and splitting (2055), into two cases.
% 66.22/31.16  																																				|-Branch one:
% 66.22/31.16  																																				| (858) all_0_55_55 = e0
% 66.22/31.16  																																				|
% 66.22/31.16  																																					| Equations (858) can reduce 803 to:
% 66.22/31.16  																																					| (266) $false
% 66.22/31.16  																																					|
% 66.22/31.16  																																					|-The branch is then unsatisfiable
% 66.22/31.16  																																				|-Branch two:
% 66.22/31.16  																																				| (803)  ~ (all_0_55_55 = e0)
% 66.22/31.16  																																				| (2315) all_0_55_55 = e3 | all_0_55_55 = e1
% 66.22/31.16  																																				|
% 66.22/31.16  																																					+-Applying beta-rule and splitting (550), into two cases.
% 66.22/31.16  																																					|-Branch one:
% 66.22/31.16  																																					| (654) all_0_47_47 = e1
% 66.22/31.16  																																					|
% 66.22/31.16  																																						| Equations (654) can reduce 198 to:
% 66.22/31.16  																																						| (1380)  ~ (all_0_42_42 = e1)
% 66.22/31.16  																																						|
% 66.22/31.16  																																						| Equations (654) can reduce 252 to:
% 66.22/31.16  																																						| (602)  ~ (e4 = e1)
% 66.22/31.16  																																						|
% 66.22/31.16  																																						| Simplifying 602 yields:
% 66.22/31.16  																																						| (110)  ~ (e4 = e1)
% 66.22/31.16  																																						|
% 66.22/31.16  																																						| Equations (654) can reduce 1091 to:
% 66.22/31.16  																																						| (467)  ~ (e3 = e1)
% 66.22/31.16  																																						|
% 66.22/31.16  																																						| Simplifying 467 yields:
% 66.22/31.16  																																						| (213)  ~ (e3 = e1)
% 66.22/31.16  																																						|
% 66.22/31.16  																																						+-Applying beta-rule and splitting (595), into two cases.
% 66.22/31.16  																																						|-Branch one:
% 66.22/31.16  																																						| (545) all_0_46_46 = e1
% 66.22/31.16  																																						|
% 66.22/31.16  																																							| Combining equations (545,770) yields a new equation:
% 66.22/31.16  																																							| (630) e4 = e1
% 66.22/31.16  																																							|
% 66.22/31.16  																																							| Equations (630) can reduce 110 to:
% 66.22/31.16  																																							| (266) $false
% 66.22/31.16  																																							|
% 66.22/31.16  																																							|-The branch is then unsatisfiable
% 66.22/31.16  																																						|-Branch two:
% 66.22/31.16  																																						| (549)  ~ (all_0_46_46 = e1)
% 66.22/31.16  																																						| (600) all_0_50_50 = e1 | all_0_55_55 = e1
% 66.22/31.16  																																						|
% 66.22/31.16  																																							+-Applying beta-rule and splitting (600), into two cases.
% 66.22/31.16  																																							|-Branch one:
% 66.22/31.16  																																							| (601) all_0_50_50 = e1
% 66.22/31.16  																																							|
% 66.22/31.16  																																								| Combining equations (415,601) yields a new equation:
% 66.22/31.16  																																								| (454) e3 = e1
% 66.22/31.16  																																								|
% 66.22/31.16  																																								| Simplifying 454 yields:
% 66.22/31.16  																																								| (455) e3 = e1
% 66.22/31.16  																																								|
% 66.22/31.16  																																								| Equations (455) can reduce 213 to:
% 66.22/31.16  																																								| (266) $false
% 66.22/31.16  																																								|
% 66.22/31.16  																																								|-The branch is then unsatisfiable
% 66.22/31.16  																																							|-Branch two:
% 66.22/31.16  																																							| (759)  ~ (all_0_50_50 = e1)
% 66.22/31.16  																																							| (629) all_0_55_55 = e1
% 66.22/31.16  																																							|
% 66.22/31.16  																																								| Equations (629) can reduce 153 to:
% 66.22/31.16  																																								| (465)  ~ (all_0_56_56 = e1)
% 66.22/31.16  																																								|
% 66.22/31.16  																																								| Simplifying 465 yields:
% 66.22/31.16  																																								| (466)  ~ (all_0_56_56 = e1)
% 66.22/31.16  																																								|
% 66.22/31.16  																																								| Equations (629) can reduce 3 to:
% 66.22/31.16  																																								| (879)  ~ (all_0_58_58 = e1)
% 66.22/31.16  																																								|
% 66.22/31.16  																																								| Simplifying 879 yields:
% 66.22/31.16  																																								| (880)  ~ (all_0_58_58 = e1)
% 66.22/31.16  																																								|
% 66.22/31.16  																																								| Equations (629) can reduce 763 to:
% 66.22/31.16  																																								| (602)  ~ (e4 = e1)
% 66.22/31.16  																																								|
% 66.22/31.16  																																								| Simplifying 602 yields:
% 66.22/31.16  																																								| (110)  ~ (e4 = e1)
% 66.22/31.16  																																								|
% 66.22/31.16  																																								| Equations (629) can reduce 304 to:
% 66.22/31.16  																																								| (604)  ~ (e2 = e1)
% 66.22/31.16  																																								|
% 66.22/31.16  																																								| Simplifying 604 yields:
% 66.22/31.16  																																								| (122)  ~ (e2 = e1)
% 66.22/31.16  																																								|
% 66.22/31.16  																																								| From (629) and (74) follows:
% 66.22/31.16  																																								| (6587) op(e0, e3) = e1
% 66.22/31.16  																																								|
% 66.22/31.16  																																								+-Applying beta-rule and splitting (152), into two cases.
% 66.22/31.16  																																								|-Branch one:
% 66.22/31.16  																																								| (1392) all_0_42_42 = e4
% 66.22/31.16  																																								|
% 66.22/31.16  																																									| Equations (1392) can reduce 145 to:
% 66.22/31.16  																																									| (1377)  ~ (all_0_39_39 = e4)
% 66.22/31.16  																																									|
% 66.22/31.16  																																									| Equations (1392) can reduce 73 to:
% 66.22/31.16  																																									| (1903)  ~ (all_0_44_44 = e4)
% 66.22/31.16  																																									|
% 66.22/31.16  																																									| Simplifying 1903 yields:
% 66.22/31.16  																																									| (1390)  ~ (all_0_44_44 = e4)
% 66.22/31.16  																																									|
% 66.22/31.16  																																									+-Applying beta-rule and splitting (1899), into two cases.
% 66.22/31.16  																																									|-Branch one:
% 66.22/31.16  																																									| (516) all_0_42_42 = e3
% 66.22/31.16  																																									|
% 66.22/31.16  																																										| Combining equations (516,1392) yields a new equation:
% 66.22/31.16  																																										| (425) e4 = e3
% 66.22/31.16  																																										|
% 66.22/31.16  																																										| Equations (425) can reduce 188 to:
% 66.22/31.16  																																										| (266) $false
% 66.22/31.16  																																										|
% 66.22/31.16  																																										|-The branch is then unsatisfiable
% 66.22/31.16  																																									|-Branch two:
% 66.22/31.16  																																									| (405)  ~ (all_0_42_42 = e3)
% 66.22/31.16  																																									| (532) all_0_44_44 = e3
% 66.22/31.16  																																									|
% 66.22/31.16  																																										| Equations (532) can reduce 1390 to:
% 66.22/31.16  																																										| (277)  ~ (e4 = e3)
% 66.22/31.16  																																										|
% 66.22/31.16  																																										| Simplifying 277 yields:
% 66.22/31.16  																																										| (188)  ~ (e4 = e3)
% 66.22/31.16  																																										|
% 66.22/31.16  																																										| Equations (532) can reduce 147 to:
% 66.22/31.16  																																										| (212)  ~ (e3 = e2)
% 66.22/31.16  																																										|
% 66.22/31.16  																																										| Equations (532) can reduce 639 to:
% 66.22/31.16  																																										| (213)  ~ (e3 = e1)
% 66.22/31.16  																																										|
% 66.22/31.16  																																										| From (532) and (138) follows:
% 66.22/31.16  																																										| (1639) op(e3, e0) = e3
% 66.22/31.16  																																										|
% 66.22/31.16  																																										+-Applying beta-rule and splitting (180), into two cases.
% 66.22/31.16  																																										|-Branch one:
% 66.22/31.16  																																										| (516) all_0_42_42 = e3
% 66.22/31.16  																																										|
% 66.22/31.16  																																											| Combining equations (516,1392) yields a new equation:
% 66.22/31.16  																																											| (425) e4 = e3
% 66.22/31.16  																																											|
% 66.22/31.16  																																											| Equations (425) can reduce 188 to:
% 66.22/31.16  																																											| (266) $false
% 66.22/31.16  																																											|
% 66.22/31.16  																																											|-The branch is then unsatisfiable
% 66.22/31.16  																																										|-Branch two:
% 66.22/31.16  																																										| (405)  ~ (all_0_42_42 = e3)
% 66.22/31.16  																																										| (521) all_0_47_47 = e3 | all_0_51_51 = e3 | all_0_56_56 = e3
% 66.22/31.16  																																										|
% 66.22/31.16  																																											+-Applying beta-rule and splitting (521), into two cases.
% 66.22/31.16  																																											|-Branch one:
% 66.22/31.16  																																											| (522) all_0_47_47 = e3
% 66.22/31.16  																																											|
% 66.22/31.16  																																												| Combining equations (522,654) yields a new equation:
% 66.22/31.16  																																												| (454) e3 = e1
% 66.22/31.16  																																												|
% 66.22/31.16  																																												| Simplifying 454 yields:
% 66.22/31.16  																																												| (455) e3 = e1
% 66.22/31.16  																																												|
% 66.22/31.16  																																												| Equations (455) can reduce 213 to:
% 66.22/31.16  																																												| (266) $false
% 66.22/31.16  																																												|
% 66.22/31.16  																																												|-The branch is then unsatisfiable
% 66.22/31.16  																																											|-Branch two:
% 66.22/31.16  																																											| (1091)  ~ (all_0_47_47 = e3)
% 66.22/31.16  																																											| (1092) all_0_51_51 = e3 | all_0_56_56 = e3
% 66.22/31.16  																																											|
% 66.22/31.16  																																												+-Applying beta-rule and splitting (320), into two cases.
% 66.22/31.16  																																												|-Branch one:
% 66.22/31.16  																																												| (471) all_0_39_39 = e4
% 66.22/31.16  																																												|
% 66.22/31.16  																																													| Equations (471) can reduce 1377 to:
% 66.22/31.16  																																													| (266) $false
% 66.22/31.16  																																													|
% 66.22/31.16  																																													|-The branch is then unsatisfiable
% 66.22/31.16  																																												|-Branch two:
% 66.22/31.16  																																												| (1377)  ~ (all_0_39_39 = e4)
% 66.22/31.16  																																												| (480) all_0_39_39 = e0
% 66.22/31.16  																																												|
% 66.22/31.16  																																													| Equations (480) can reduce 176 to:
% 66.22/31.16  																																													| (1400)  ~ (all_0_40_40 = e0)
% 66.22/31.16  																																													|
% 66.22/31.16  																																													| Simplifying 1400 yields:
% 66.22/31.16  																																													| (1401)  ~ (all_0_40_40 = e0)
% 66.22/31.16  																																													|
% 66.22/31.16  																																													| Equations (480) can reduce 154 to:
% 66.22/31.16  																																													| (1181)  ~ (all_0_56_56 = e0)
% 66.22/31.16  																																													|
% 66.22/31.16  																																													| Simplifying 1181 yields:
% 66.22/31.16  																																													| (828)  ~ (all_0_56_56 = e0)
% 66.22/31.16  																																													|
% 66.22/31.16  																																													| Equations (480) can reduce 294 to:
% 66.22/31.16  																																													| (365)  ~ (e2 = e0)
% 66.22/31.16  																																													|
% 66.22/31.16  																																													| Simplifying 365 yields:
% 66.22/31.16  																																													| (128)  ~ (e2 = e0)
% 66.22/31.16  																																													|
% 66.22/31.16  																																													| From (480) and (14) follows:
% 66.22/31.16  																																													| (4090) op(e4, e2) = e0
% 66.22/31.16  																																													|
% 66.22/31.16  																																													+-Applying beta-rule and splitting (75), into two cases.
% 66.22/31.16  																																													|-Branch one:
% 66.22/31.16  																																													| (485) all_0_40_40 = e0
% 66.22/31.16  																																													|
% 66.22/31.16  																																														| Equations (485) can reduce 1401 to:
% 66.22/31.16  																																														| (266) $false
% 66.22/31.16  																																														|
% 66.22/31.16  																																														|-The branch is then unsatisfiable
% 66.22/31.16  																																													|-Branch two:
% 66.22/31.16  																																													| (1401)  ~ (all_0_40_40 = e0)
% 66.22/31.16  																																													| (1748) all_0_44_44 = e0 | all_0_49_49 = e0 | all_0_58_58 = e0
% 66.22/31.16  																																													|
% 66.22/31.16  																																														+-Applying beta-rule and splitting (1092), into two cases.
% 66.22/31.16  																																														|-Branch one:
% 66.22/31.16  																																														| (660) all_0_51_51 = e3
% 66.22/31.16  																																														|
% 66.22/31.16  																																															| Combining equations (504,660) yields a new equation:
% 66.22/31.16  																																															| (662) e3 = e2
% 66.22/31.16  																																															|
% 66.22/31.16  																																															| Equations (662) can reduce 212 to:
% 66.22/31.16  																																															| (266) $false
% 66.22/31.16  																																															|
% 66.22/31.16  																																															|-The branch is then unsatisfiable
% 66.22/31.16  																																														|-Branch two:
% 66.22/31.16  																																														| (664)  ~ (all_0_51_51 = e3)
% 66.22/31.16  																																														| (1097) all_0_56_56 = e3
% 66.22/31.16  																																														|
% 66.22/31.16  																																															| Equations (1097) can reduce 828 to:
% 66.22/31.16  																																															| (80)  ~ (e3 = e0)
% 66.22/31.16  																																															|
% 66.22/31.16  																																															| From (1097) and (111) follows:
% 66.22/31.16  																																															| (65099) op(e0, e2) = e3
% 66.22/31.16  																																															|
% 66.22/31.16  																																															+-Applying beta-rule and splitting (1748), into two cases.
% 66.22/31.16  																																															|-Branch one:
% 66.22/31.16  																																															| (1414) all_0_44_44 = e0
% 66.22/31.16  																																															|
% 66.22/31.16  																																																| Combining equations (1414,532) yields a new equation:
% 66.22/31.16  																																																| (676) e3 = e0
% 66.22/31.16  																																																|
% 66.22/31.16  																																																| Equations (676) can reduce 80 to:
% 66.22/31.16  																																																| (266) $false
% 66.22/31.16  																																																|
% 66.22/31.16  																																																|-The branch is then unsatisfiable
% 66.22/31.16  																																															|-Branch two:
% 66.22/31.16  																																															| (360)  ~ (all_0_44_44 = e0)
% 66.22/31.16  																																															| (1760) all_0_49_49 = e0 | all_0_58_58 = e0
% 66.22/31.16  																																															|
% 66.22/31.16  																																																+-Applying beta-rule and splitting (1760), into two cases.
% 66.22/31.16  																																																|-Branch one:
% 66.22/31.16  																																																| (978) all_0_49_49 = e0
% 66.22/31.16  																																																|
% 66.22/31.16  																																																	| Combining equations (583,978) yields a new equation:
% 66.22/31.16  																																																	| (391) e2 = e0
% 66.22/31.16  																																																	|
% 66.22/31.16  																																																	| Simplifying 391 yields:
% 66.22/31.16  																																																	| (330) e2 = e0
% 66.22/31.16  																																																	|
% 66.22/31.16  																																																	| Equations (330) can reduce 128 to:
% 66.22/31.16  																																																	| (266) $false
% 66.22/31.16  																																																	|
% 66.22/31.16  																																																	|-The branch is then unsatisfiable
% 66.22/31.16  																																																|-Branch two:
% 66.22/31.16  																																																| (487)  ~ (all_0_49_49 = e0)
% 66.22/31.16  																																																| (914) all_0_58_58 = e0
% 66.22/31.16  																																																|
% 66.22/31.16  																																																	| Equations (914) can reduce 880 to:
% 66.22/31.16  																																																	| (435)  ~ (e1 = e0)
% 66.22/31.16  																																																	|
% 66.22/31.16  																																																	| Simplifying 435 yields:
% 66.22/31.16  																																																	| (233)  ~ (e1 = e0)
% 66.22/31.16  																																																	|
% 66.22/31.16  																																																	+-Applying beta-rule and splitting (56), into two cases.
% 66.22/31.16  																																																	|-Branch one:
% 66.22/31.16  																																																	| (696) unit = e2
% 66.22/31.16  																																																	|
% 66.22/31.16  																																																		| From (696) and (209) follows:
% 66.22/31.16  																																																		| (7585) op(e2, e0) = e0
% 66.22/31.16  																																																		|
% 66.22/31.16  																																																		| From (696) and (28) follows:
% 66.22/31.16  																																																		| (699) op(e1, e2) = e1
% 66.22/31.16  																																																		|
% 66.22/31.16  																																																		| Instantiating formula (29) with e2, e0, e0, e2 and discharging atoms op(e2, e0) = e2, op(e2, e0) = e0, yields:
% 66.22/31.16  																																																		| (330) e2 = e0
% 66.22/31.16  																																																		|
% 66.22/31.16  																																																		| Instantiating formula (29) with e1, e2, e1, e2 and discharging atoms op(e1, e2) = e2, op(e1, e2) = e1, yields:
% 66.22/31.16  																																																		| (617) e2 = e1
% 66.22/31.16  																																																		|
% 66.22/31.16  																																																		| Combining equations (617,330) yields a new equation:
% 66.22/31.16  																																																		| (546) e1 = e0
% 66.22/31.16  																																																		|
% 66.22/31.16  																																																		| Simplifying 546 yields:
% 66.22/31.16  																																																		| (431) e1 = e0
% 66.22/31.16  																																																		|
% 66.22/31.16  																																																		| Equations (431) can reduce 233 to:
% 66.22/31.16  																																																		| (266) $false
% 66.22/31.16  																																																		|
% 66.22/31.16  																																																		|-The branch is then unsatisfiable
% 66.22/31.16  																																																	|-Branch two:
% 66.22/31.16  																																																	| (707)  ~ (unit = e2)
% 66.22/31.16  																																																	| (708) unit = e4 | unit = e3 | unit = e1 | unit = e0
% 66.22/31.16  																																																	|
% 66.22/31.16  																																																		+-Applying beta-rule and splitting (708), into two cases.
% 66.22/31.16  																																																		|-Branch one:
% 66.22/31.16  																																																		| (709) unit = e4
% 66.22/31.16  																																																		|
% 66.22/31.16  																																																			| From (709) and (15) follows:
% 66.22/31.17  																																																			| (22188) op(e4, e2) = e2
% 66.22/31.17  																																																			|
% 66.22/31.17  																																																			| From (709) and (211) follows:
% 66.22/31.17  																																																			| (22527) op(e4, e1) = e1
% 66.22/31.17  																																																			|
% 66.22/31.17  																																																			| From (709) and (32) follows:
% 66.22/31.17  																																																			| (712) op(e2, e4) = e2
% 66.22/31.17  																																																			|
% 66.22/31.17  																																																			| Instantiating formula (29) with e4, e2, e2, e0 and discharging atoms op(e4, e2) = e2, op(e4, e2) = e0, yields:
% 66.22/31.17  																																																			| (330) e2 = e0
% 66.22/31.17  																																																			|
% 66.22/31.17  																																																			| Instantiating formula (29) with e4, e1, e1, e3 and discharging atoms op(e4, e1) = e3, op(e4, e1) = e1, yields:
% 66.22/31.17  																																																			| (455) e3 = e1
% 66.22/31.17  																																																			|
% 66.22/31.17  																																																			| Instantiating formula (29) with e2, e4, e2, e3 and discharging atoms op(e2, e4) = e3, op(e2, e4) = e2, yields:
% 66.22/31.17  																																																			| (662) e3 = e2
% 66.22/31.17  																																																			|
% 66.22/31.17  																																																			| Combining equations (455,662) yields a new equation:
% 66.22/31.17  																																																			| (617) e2 = e1
% 66.22/31.17  																																																			|
% 66.22/31.17  																																																			| Combining equations (617,330) yields a new equation:
% 66.22/31.17  																																																			| (546) e1 = e0
% 66.22/31.17  																																																			|
% 66.22/31.17  																																																			| Simplifying 546 yields:
% 66.22/31.17  																																																			| (431) e1 = e0
% 66.22/31.17  																																																			|
% 66.22/31.17  																																																			| Equations (431) can reduce 233 to:
% 66.22/31.17  																																																			| (266) $false
% 66.22/31.17  																																																			|
% 66.22/31.17  																																																			|-The branch is then unsatisfiable
% 66.22/31.17  																																																		|-Branch two:
% 66.22/31.17  																																																		| (724)  ~ (unit = e4)
% 66.22/31.17  																																																		| (725) unit = e3 | unit = e1 | unit = e0
% 66.22/31.17  																																																		|
% 66.22/31.17  																																																			+-Applying beta-rule and splitting (725), into two cases.
% 66.22/31.17  																																																			|-Branch one:
% 66.22/31.17  																																																			| (726) unit = e0
% 66.22/31.17  																																																			|
% 66.22/31.17  																																																				| From (726) and (24) follows:
% 66.22/31.17  																																																				| (2208) op(e0, e3) = e3
% 66.22/31.17  																																																				|
% 66.22/31.17  																																																				| From (726) and (15) follows:
% 66.22/31.17  																																																				| (1508) op(e0, e2) = e2
% 66.22/31.17  																																																				|
% 66.22/31.17  																																																				| Instantiating formula (29) with e0, e3, e3, e1 and discharging atoms op(e0, e3) = e3, op(e0, e3) = e1, yields:
% 66.22/31.17  																																																				| (455) e3 = e1
% 66.22/31.17  																																																				|
% 66.22/31.17  																																																				| Instantiating formula (29) with e0, e2, e2, e3 and discharging atoms op(e0, e2) = e3, op(e0, e2) = e2, yields:
% 66.22/31.17  																																																				| (662) e3 = e2
% 66.22/31.17  																																																				|
% 66.22/31.17  																																																				| Combining equations (455,662) yields a new equation:
% 66.22/31.17  																																																				| (617) e2 = e1
% 66.22/31.17  																																																				|
% 66.22/31.17  																																																				| Equations (617) can reduce 122 to:
% 66.22/31.17  																																																				| (266) $false
% 66.22/31.17  																																																				|
% 66.22/31.17  																																																				|-The branch is then unsatisfiable
% 66.22/31.17  																																																			|-Branch two:
% 66.22/31.17  																																																			| (734)  ~ (unit = e0)
% 66.22/31.17  																																																			| (735) unit = e3 | unit = e1
% 66.22/31.17  																																																			|
% 66.22/31.17  																																																				+-Applying beta-rule and splitting (735), into two cases.
% 66.22/31.17  																																																				|-Branch one:
% 66.22/31.17  																																																				| (736) unit = e1
% 66.22/31.17  																																																				|
% 66.22/31.17  																																																					| Equations (736) can reduce 734 to:
% 66.22/31.17  																																																					| (233)  ~ (e1 = e0)
% 66.22/31.17  																																																					|
% 66.22/31.17  																																																					| From (736) and (244) follows:
% 66.22/31.17  																																																					| (738) op(e1, e4) = e4
% 66.22/31.17  																																																					|
% 66.22/31.17  																																																					| From (736) and (227) follows:
% 66.22/31.17  																																																					| (739) op(e4, e1) = e4
% 66.22/31.17  																																																					|
% 66.22/31.17  																																																					| From (736) and (40) follows:
% 66.22/31.17  																																																					| (1652) op(e3, e1) = e3
% 66.22/31.17  																																																					|
% 66.22/31.17  																																																					| Instantiating formula (29) with e4, e1, e4, e3 and discharging atoms op(e4, e1) = e4, op(e4, e1) = e3, yields:
% 66.22/31.17  																																																					| (425) e4 = e3
% 66.22/31.17  																																																					|
% 66.22/31.17  																																																					| Instantiating formula (29) with e3, e1, e3, e1 and discharging atoms op(e3, e1) = e3, op(e3, e1) = e1, yields:
% 66.22/31.17  																																																					| (455) e3 = e1
% 66.22/31.17  																																																					|
% 66.22/31.17  																																																					| Instantiating formula (29) with e1, e4, e4, e0 and discharging atoms op(e1, e4) = e4, op(e1, e4) = e0, yields:
% 66.22/31.17  																																																					| (397) e4 = e0
% 66.22/31.17  																																																					|
% 66.22/31.17  																																																					| Combining equations (425,397) yields a new equation:
% 66.22/31.17  																																																					| (675) e3 = e0
% 66.22/31.17  																																																					|
% 66.22/31.17  																																																					| Simplifying 675 yields:
% 66.22/31.17  																																																					| (676) e3 = e0
% 66.22/31.17  																																																					|
% 66.22/31.17  																																																					| Combining equations (676,455) yields a new equation:
% 66.22/31.17  																																																					| (431) e1 = e0
% 66.22/31.17  																																																					|
% 66.22/31.17  																																																					| Equations (431) can reduce 233 to:
% 66.22/31.17  																																																					| (266) $false
% 66.22/31.17  																																																					|
% 66.22/31.17  																																																					|-The branch is then unsatisfiable
% 66.22/31.17  																																																				|-Branch two:
% 66.22/31.17  																																																				| (748)  ~ (unit = e1)
% 66.22/31.17  																																																				| (749) unit = e3
% 66.22/31.17  																																																				|
% 66.22/31.17  																																																					| From (749) and (209) follows:
% 66.22/31.17  																																																					| (1667) op(e3, e0) = e0
% 66.22/31.17  																																																					|
% 66.22/31.17  																																																					| From (749) and (28) follows:
% 66.22/31.17  																																																					| (2235) op(e1, e3) = e1
% 66.22/31.17  																																																					|
% 66.22/31.17  																																																					| Instantiating formula (29) with e3, e0, e0, e3 and discharging atoms op(e3, e0) = e3, op(e3, e0) = e0, yields:
% 66.22/31.17  																																																					| (676) e3 = e0
% 66.22/31.17  																																																					|
% 66.22/31.17  																																																					| Instantiating formula (29) with e1, e3, e1, e3 and discharging atoms op(e1, e3) = e3, op(e1, e3) = e1, yields:
% 66.22/31.17  																																																					| (455) e3 = e1
% 66.22/31.17  																																																					|
% 66.22/31.17  																																																					| Combining equations (455,676) yields a new equation:
% 66.22/31.17  																																																					| (546) e1 = e0
% 66.22/31.17  																																																					|
% 66.22/31.17  																																																					| Simplifying 546 yields:
% 66.22/31.17  																																																					| (431) e1 = e0
% 66.22/31.17  																																																					|
% 66.22/31.17  																																																					| Equations (431) can reduce 233 to:
% 66.22/31.17  																																																					| (266) $false
% 66.22/31.17  																																																					|
% 66.22/31.17  																																																					|-The branch is then unsatisfiable
% 66.22/31.17  																																								|-Branch two:
% 66.22/31.17  																																								| (1890)  ~ (all_0_42_42 = e4)
% 66.22/31.17  																																								| (1969) all_0_42_42 = e3 | all_0_42_42 = e1 | all_0_42_42 = e0
% 66.22/31.17  																																								|
% 66.22/31.17  																																									+-Applying beta-rule and splitting (64), into two cases.
% 66.22/31.17  																																									|-Branch one:
% 66.22/31.17  																																									| (437) all_0_41_41 = e4
% 66.22/31.17  																																									|
% 66.22/31.17  																																										| Combining equations (437,794) yields a new equation:
% 66.22/31.17  																																										| (481) e4 = e0
% 66.22/31.17  																																										|
% 66.22/31.17  																																										| Simplifying 481 yields:
% 66.22/31.17  																																										| (397) e4 = e0
% 66.22/31.17  																																										|
% 66.22/31.17  																																										| Equations (397) can reduce 49 to:
% 66.22/31.17  																																										| (266) $false
% 66.22/31.17  																																										|
% 66.22/31.17  																																										|-The branch is then unsatisfiable
% 66.22/31.17  																																									|-Branch two:
% 66.22/31.17  																																									| (440)  ~ (all_0_41_41 = e4)
% 66.22/31.17  																																									| (441) all_0_42_42 = e4 | all_0_43_43 = e4 | all_0_44_44 = e4
% 66.22/31.17  																																									|
% 66.22/31.17  																																										| Equations (794) can reduce 440 to:
% 66.22/31.17  																																										| (401)  ~ (e4 = e0)
% 66.22/31.17  																																										|
% 66.22/31.17  																																										| Simplifying 401 yields:
% 66.22/31.17  																																										| (49)  ~ (e4 = e0)
% 66.22/31.17  																																										|
% 66.22/31.17  																																										+-Applying beta-rule and splitting (1969), into two cases.
% 66.22/31.17  																																										|-Branch one:
% 66.22/31.17  																																										| (559) all_0_42_42 = e0
% 66.22/31.17  																																										|
% 66.22/31.17  																																											| Equations (559) can reduce 358 to:
% 66.22/31.17  																																											| (266) $false
% 66.22/31.17  																																											|
% 66.22/31.17  																																											|-The branch is then unsatisfiable
% 66.22/31.17  																																										|-Branch two:
% 66.22/31.17  																																										| (358)  ~ (all_0_42_42 = e0)
% 66.22/31.17  																																										| (2510) all_0_42_42 = e3 | all_0_42_42 = e1
% 66.22/31.17  																																										|
% 66.22/31.17  																																											+-Applying beta-rule and splitting (164), into two cases.
% 66.22/31.17  																																											|-Branch one:
% 66.22/31.17  																																											| (471) all_0_39_39 = e4
% 66.22/31.17  																																											|
% 66.22/31.17  																																												| Equations (471) can reduce 176 to:
% 66.22/31.17  																																												| (7398)  ~ (all_0_40_40 = e4)
% 66.22/31.17  																																												|
% 66.22/31.17  																																												| Simplifying 7398 yields:
% 66.22/31.17  																																												| (447)  ~ (all_0_40_40 = e4)
% 66.22/31.17  																																												|
% 66.22/31.17  																																												| Equations (471) can reduce 154 to:
% 66.22/31.17  																																												| (476)  ~ (all_0_56_56 = e4)
% 66.22/31.17  																																												|
% 66.22/31.17  																																												| Simplifying 476 yields:
% 66.22/31.17  																																												| (477)  ~ (all_0_56_56 = e4)
% 66.22/31.17  																																												|
% 66.22/31.17  																																												| From (471) and (14) follows:
% 66.22/31.17  																																												| (4284) op(e4, e2) = e4
% 66.22/31.17  																																												|
% 66.22/31.17  																																												+-Applying beta-rule and splitting (333), into two cases.
% 66.22/31.17  																																												|-Branch one:
% 66.22/31.17  																																												| (480) all_0_39_39 = e0
% 66.22/31.17  																																												|
% 66.22/31.17  																																													| Combining equations (480,471) yields a new equation:
% 66.22/31.17  																																													| (397) e4 = e0
% 66.22/31.17  																																													|
% 66.22/31.17  																																													| Equations (397) can reduce 49 to:
% 66.22/31.17  																																													| (266) $false
% 66.22/31.17  																																													|
% 66.22/31.17  																																													|-The branch is then unsatisfiable
% 66.22/31.17  																																												|-Branch two:
% 66.22/31.17  																																												| (484)  ~ (all_0_39_39 = e0)
% 66.22/31.17  																																												| (485) all_0_40_40 = e0
% 66.22/31.17  																																												|
% 66.22/31.17  																																													| Equations (485) can reduce 447 to:
% 66.22/31.17  																																													| (401)  ~ (e4 = e0)
% 66.22/31.17  																																													|
% 66.22/31.17  																																													| Simplifying 401 yields:
% 66.22/31.17  																																													| (49)  ~ (e4 = e0)
% 66.22/31.17  																																													|
% 66.22/31.17  																																													| Equations (485) can reduce 132 to:
% 66.22/31.17  																																													| (435)  ~ (e1 = e0)
% 66.22/31.17  																																													|
% 66.22/31.17  																																													| Simplifying 435 yields:
% 66.22/31.17  																																													| (233)  ~ (e1 = e0)
% 66.22/31.17  																																													|
% 66.22/31.17  																																													+-Applying beta-rule and splitting (104), into two cases.
% 66.22/31.17  																																													|-Branch one:
% 66.22/31.17  																																													| (480) all_0_39_39 = e0
% 66.22/31.17  																																													|
% 66.22/31.17  																																														| Combining equations (480,471) yields a new equation:
% 66.22/31.17  																																														| (397) e4 = e0
% 66.22/31.17  																																														|
% 66.22/31.17  																																														| Equations (397) can reduce 49 to:
% 66.22/31.17  																																														| (266) $false
% 66.22/31.17  																																														|
% 66.22/31.17  																																														|-The branch is then unsatisfiable
% 66.22/31.17  																																													|-Branch two:
% 66.22/31.17  																																													| (484)  ~ (all_0_39_39 = e0)
% 66.22/31.17  																																													| (558) all_0_42_42 = e0 | all_0_47_47 = e0 | all_0_56_56 = e0
% 66.22/31.17  																																													|
% 66.22/31.17  																																														+-Applying beta-rule and splitting (125), into two cases.
% 66.22/31.17  																																														|-Branch one:
% 66.22/31.17  																																														| (858) all_0_55_55 = e0
% 66.22/31.17  																																														|
% 66.22/31.17  																																															| Combining equations (858,629) yields a new equation:
% 66.22/31.17  																																															| (431) e1 = e0
% 66.22/31.17  																																															|
% 66.22/31.17  																																															| Equations (431) can reduce 233 to:
% 66.22/31.17  																																															| (266) $false
% 66.22/31.17  																																															|
% 66.22/31.17  																																															|-The branch is then unsatisfiable
% 66.22/31.17  																																														|-Branch two:
% 66.22/31.17  																																														| (803)  ~ (all_0_55_55 = e0)
% 66.22/31.17  																																														| (863) all_0_56_56 = e0 | all_0_57_57 = e0 | all_0_58_58 = e0
% 66.22/31.17  																																														|
% 66.22/31.17  																																															| Equations (629) can reduce 803 to:
% 66.22/31.17  																																															| (233)  ~ (e1 = e0)
% 66.22/31.17  																																															|
% 66.22/31.17  																																															+-Applying beta-rule and splitting (2510), into two cases.
% 66.22/31.17  																																															|-Branch one:
% 66.22/31.17  																																															| (459) all_0_42_42 = e1
% 66.22/31.17  																																															|
% 66.22/31.17  																																																| Equations (459) can reduce 1380 to:
% 66.22/31.17  																																																| (266) $false
% 66.22/31.17  																																																|
% 66.22/31.17  																																																|-The branch is then unsatisfiable
% 66.22/31.17  																																															|-Branch two:
% 66.22/31.17  																																															| (1380)  ~ (all_0_42_42 = e1)
% 66.22/31.17  																																															| (516) all_0_42_42 = e3
% 66.22/31.17  																																															|
% 66.22/31.17  																																																| Equations (516) can reduce 358 to:
% 66.22/31.17  																																																| (80)  ~ (e3 = e0)
% 66.22/31.17  																																																|
% 66.22/31.17  																																																+-Applying beta-rule and splitting (133), into two cases.
% 66.22/31.17  																																																|-Branch one:
% 66.22/31.17  																																																| (833) all_0_56_56 = e2
% 66.22/31.17  																																																|
% 66.22/31.17  																																																	| Equations (833) can reduce 511 to:
% 66.22/31.17  																																																	| (266) $false
% 66.22/31.17  																																																	|
% 66.22/31.17  																																																	|-The branch is then unsatisfiable
% 66.22/31.17  																																																|-Branch two:
% 66.22/31.17  																																																| (511)  ~ (all_0_56_56 = e2)
% 66.22/31.17  																																																| (836) all_0_56_56 = e4 | all_0_56_56 = e3 | all_0_56_56 = e1 | all_0_56_56 = e0
% 66.22/31.17  																																																|
% 66.22/31.17  																																																	+-Applying beta-rule and splitting (836), into two cases.
% 66.22/31.17  																																																	|-Branch one:
% 66.22/31.17  																																																	| (842) all_0_56_56 = e4
% 66.22/31.17  																																																	|
% 66.22/31.17  																																																		| Equations (842) can reduce 477 to:
% 66.22/31.17  																																																		| (266) $false
% 66.22/31.17  																																																		|
% 66.22/31.17  																																																		|-The branch is then unsatisfiable
% 66.22/31.17  																																																	|-Branch two:
% 66.22/31.17  																																																	| (477)  ~ (all_0_56_56 = e4)
% 66.22/31.17  																																																	| (845) all_0_56_56 = e3 | all_0_56_56 = e1 | all_0_56_56 = e0
% 66.22/31.17  																																																	|
% 66.22/31.17  																																																		+-Applying beta-rule and splitting (558), into two cases.
% 66.22/31.17  																																																		|-Branch one:
% 66.22/31.17  																																																		| (559) all_0_42_42 = e0
% 66.22/31.17  																																																		|
% 66.22/31.17  																																																			| Combining equations (559,516) yields a new equation:
% 66.22/31.17  																																																			| (676) e3 = e0
% 66.22/31.17  																																																			|
% 66.22/31.17  																																																			| Equations (676) can reduce 80 to:
% 66.22/31.17  																																																			| (266) $false
% 66.22/31.17  																																																			|
% 66.22/31.17  																																																			|-The branch is then unsatisfiable
% 66.22/31.17  																																																		|-Branch two:
% 66.22/31.17  																																																		| (358)  ~ (all_0_42_42 = e0)
% 66.22/31.17  																																																		| (563) all_0_47_47 = e0 | all_0_56_56 = e0
% 66.22/31.17  																																																		|
% 66.22/31.17  																																																			+-Applying beta-rule and splitting (845), into two cases.
% 66.22/31.17  																																																			|-Branch one:
% 66.22/31.17  																																																			| (679) all_0_56_56 = e0
% 66.22/31.17  																																																			|
% 66.22/31.17  																																																				| Equations (679) can reduce 466 to:
% 66.22/31.17  																																																				| (435)  ~ (e1 = e0)
% 66.22/31.17  																																																				|
% 66.22/31.17  																																																				| Simplifying 435 yields:
% 66.22/31.17  																																																				| (233)  ~ (e1 = e0)
% 66.22/31.17  																																																				|
% 66.22/31.17  																																																				| From (679) and (111) follows:
% 66.22/31.17  																																																				| (1613) op(e0, e2) = e0
% 66.22/31.17  																																																				|
% 66.22/31.17  																																																				+-Applying beta-rule and splitting (56), into two cases.
% 66.22/31.17  																																																				|-Branch one:
% 66.22/31.17  																																																				| (696) unit = e2
% 66.22/31.17  																																																				|
% 66.22/31.17  																																																					| From (696) and (209) follows:
% 66.22/31.17  																																																					| (7585) op(e2, e0) = e0
% 66.22/31.17  																																																					|
% 66.22/31.17  																																																					| From (696) and (28) follows:
% 66.22/31.17  																																																					| (699) op(e1, e2) = e1
% 66.22/31.17  																																																					|
% 66.22/31.17  																																																					| Instantiating formula (29) with e2, e0, e0, e2 and discharging atoms op(e2, e0) = e2, op(e2, e0) = e0, yields:
% 66.22/31.17  																																																					| (330) e2 = e0
% 66.22/31.17  																																																					|
% 66.22/31.17  																																																					| Instantiating formula (29) with e1, e2, e1, e2 and discharging atoms op(e1, e2) = e2, op(e1, e2) = e1, yields:
% 66.22/31.17  																																																					| (617) e2 = e1
% 66.22/31.17  																																																					|
% 66.22/31.17  																																																					| Combining equations (617,330) yields a new equation:
% 66.22/31.17  																																																					| (546) e1 = e0
% 66.22/31.17  																																																					|
% 66.22/31.17  																																																					| Simplifying 546 yields:
% 66.22/31.17  																																																					| (431) e1 = e0
% 66.22/31.17  																																																					|
% 66.22/31.17  																																																					| Equations (431) can reduce 233 to:
% 66.22/31.17  																																																					| (266) $false
% 66.22/31.17  																																																					|
% 66.22/31.17  																																																					|-The branch is then unsatisfiable
% 66.22/31.17  																																																				|-Branch two:
% 66.22/31.17  																																																				| (707)  ~ (unit = e2)
% 66.22/31.17  																																																				| (708) unit = e4 | unit = e3 | unit = e1 | unit = e0
% 66.22/31.17  																																																				|
% 66.22/31.17  																																																					+-Applying beta-rule and splitting (708), into two cases.
% 66.22/31.17  																																																					|-Branch one:
% 66.22/31.17  																																																					| (709) unit = e4
% 66.22/31.17  																																																					|
% 66.22/31.17  																																																						| From (709) and (15) follows:
% 66.22/31.17  																																																						| (22188) op(e4, e2) = e2
% 66.22/31.17  																																																						|
% 66.22/31.17  																																																						| From (709) and (211) follows:
% 66.22/31.17  																																																						| (22527) op(e4, e1) = e1
% 66.22/31.17  																																																						|
% 66.22/31.17  																																																						| From (709) and (32) follows:
% 66.22/31.17  																																																						| (712) op(e2, e4) = e2
% 66.22/31.17  																																																						|
% 66.22/31.17  																																																						| From (709) and (42) follows:
% 66.22/31.17  																																																						| (713) op(e0, e4) = e0
% 66.22/31.17  																																																						|
% 66.22/31.17  																																																						| Instantiating formula (29) with e4, e2, e2, e4 and discharging atoms op(e4, e2) = e4, op(e4, e2) = e2, yields:
% 66.22/31.17  																																																						| (323) e4 = e2
% 66.22/31.17  																																																						|
% 66.22/31.17  																																																						| Instantiating formula (29) with e4, e1, e1, e3 and discharging atoms op(e4, e1) = e3, op(e4, e1) = e1, yields:
% 66.22/31.17  																																																						| (455) e3 = e1
% 66.22/31.17  																																																						|
% 66.22/31.17  																																																						| Instantiating formula (29) with e2, e4, e2, e3 and discharging atoms op(e2, e4) = e3, op(e2, e4) = e2, yields:
% 66.22/31.17  																																																						| (662) e3 = e2
% 66.22/31.17  																																																						|
% 66.22/31.17  																																																						| Instantiating formula (29) with e0, e4, e0, e4 and discharging atoms op(e0, e4) = e4, op(e0, e4) = e0, yields:
% 66.22/31.17  																																																						| (397) e4 = e0
% 66.22/31.17  																																																						|
% 66.22/31.17  																																																						| Combining equations (323,397) yields a new equation:
% 66.22/31.17  																																																						| (391) e2 = e0
% 66.22/31.17  																																																						|
% 66.22/31.17  																																																						| Simplifying 391 yields:
% 66.22/31.17  																																																						| (330) e2 = e0
% 66.22/31.17  																																																						|
% 66.22/31.17  																																																						| Combining equations (455,662) yields a new equation:
% 66.22/31.17  																																																						| (617) e2 = e1
% 66.22/31.17  																																																						|
% 66.22/31.17  																																																						| Combining equations (617,330) yields a new equation:
% 66.22/31.17  																																																						| (546) e1 = e0
% 66.22/31.17  																																																						|
% 66.22/31.17  																																																						| Simplifying 546 yields:
% 66.22/31.17  																																																						| (431) e1 = e0
% 66.22/31.17  																																																						|
% 66.22/31.17  																																																						| Equations (431) can reduce 233 to:
% 66.22/31.17  																																																						| (266) $false
% 66.22/31.17  																																																						|
% 66.22/31.17  																																																						|-The branch is then unsatisfiable
% 66.22/31.17  																																																					|-Branch two:
% 66.22/31.17  																																																					| (724)  ~ (unit = e4)
% 66.22/31.17  																																																					| (725) unit = e3 | unit = e1 | unit = e0
% 66.22/31.17  																																																					|
% 66.22/31.17  																																																						+-Applying beta-rule and splitting (725), into two cases.
% 66.22/31.17  																																																						|-Branch one:
% 66.22/31.17  																																																						| (726) unit = e0
% 66.22/31.17  																																																						|
% 66.22/31.17  																																																							| From (726) and (15) follows:
% 66.22/31.17  																																																							| (1508) op(e0, e2) = e2
% 66.22/31.17  																																																							|
% 66.22/31.17  																																																							| From (726) and (211) follows:
% 66.22/31.17  																																																							| (15180) op(e0, e1) = e1
% 66.22/31.17  																																																							|
% 66.22/31.17  																																																							| Instantiating formula (29) with e0, e2, e2, e0 and discharging atoms op(e0, e2) = e2, op(e0, e2) = e0, yields:
% 66.22/31.17  																																																							| (330) e2 = e0
% 66.22/31.17  																																																							|
% 66.22/31.17  																																																							| Instantiating formula (29) with e0, e1, e1, e2 and discharging atoms op(e0, e1) = e2, op(e0, e1) = e1, yields:
% 66.22/31.17  																																																							| (617) e2 = e1
% 66.22/31.17  																																																							|
% 66.22/31.17  																																																							| Combining equations (330,617) yields a new equation:
% 66.22/31.17  																																																							| (431) e1 = e0
% 66.22/31.17  																																																							|
% 66.22/31.17  																																																							| Equations (431) can reduce 233 to:
% 66.22/31.17  																																																							| (266) $false
% 66.22/31.17  																																																							|
% 66.22/31.17  																																																							|-The branch is then unsatisfiable
% 66.22/31.17  																																																						|-Branch two:
% 66.22/31.17  																																																						| (734)  ~ (unit = e0)
% 66.22/31.17  																																																						| (735) unit = e3 | unit = e1
% 66.22/31.17  																																																						|
% 66.22/31.17  																																																							+-Applying beta-rule and splitting (735), into two cases.
% 66.22/31.17  																																																							|-Branch one:
% 66.22/31.17  																																																							| (736) unit = e1
% 66.22/31.17  																																																							|
% 66.22/31.17  																																																								| Equations (736) can reduce 734 to:
% 66.22/31.17  																																																								| (233)  ~ (e1 = e0)
% 66.22/31.17  																																																								|
% 66.22/31.17  																																																								| From (736) and (244) follows:
% 66.22/31.17  																																																								| (738) op(e1, e4) = e4
% 66.22/31.17  																																																								|
% 66.22/31.17  																																																								| From (736) and (227) follows:
% 66.22/31.18  																																																								| (739) op(e4, e1) = e4
% 66.22/31.18  																																																								|
% 66.22/31.18  																																																								| From (736) and (40) follows:
% 66.22/31.18  																																																								| (1652) op(e3, e1) = e3
% 66.22/31.18  																																																								|
% 66.22/31.18  																																																								| Instantiating formula (29) with e4, e1, e4, e3 and discharging atoms op(e4, e1) = e4, op(e4, e1) = e3, yields:
% 66.22/31.18  																																																								| (425) e4 = e3
% 66.22/31.18  																																																								|
% 66.22/31.18  																																																								| Instantiating formula (29) with e3, e1, e3, e1 and discharging atoms op(e3, e1) = e3, op(e3, e1) = e1, yields:
% 66.22/31.18  																																																								| (455) e3 = e1
% 66.22/31.18  																																																								|
% 66.22/31.18  																																																								| Instantiating formula (29) with e1, e4, e4, e0 and discharging atoms op(e1, e4) = e4, op(e1, e4) = e0, yields:
% 66.22/31.18  																																																								| (397) e4 = e0
% 66.22/31.18  																																																								|
% 66.22/31.18  																																																								| Combining equations (425,397) yields a new equation:
% 66.22/31.18  																																																								| (675) e3 = e0
% 66.22/31.18  																																																								|
% 66.22/31.18  																																																								| Simplifying 675 yields:
% 66.22/31.18  																																																								| (676) e3 = e0
% 66.22/31.18  																																																								|
% 66.22/31.18  																																																								| Combining equations (676,455) yields a new equation:
% 66.22/31.18  																																																								| (431) e1 = e0
% 66.22/31.18  																																																								|
% 66.22/31.18  																																																								| Equations (431) can reduce 233 to:
% 66.22/31.18  																																																								| (266) $false
% 66.22/31.18  																																																								|
% 66.22/31.18  																																																								|-The branch is then unsatisfiable
% 66.22/31.18  																																																							|-Branch two:
% 66.22/31.18  																																																							| (748)  ~ (unit = e1)
% 66.22/31.18  																																																							| (749) unit = e3
% 66.22/31.18  																																																							|
% 66.22/31.18  																																																								| From (749) and (40) follows:
% 66.22/31.18  																																																								| (3715) op(e3, e3) = e3
% 66.22/31.18  																																																								|
% 66.22/31.18  																																																								| From (749) and (28) follows:
% 66.22/31.18  																																																								| (2235) op(e1, e3) = e1
% 66.22/31.18  																																																								|
% 66.22/31.18  																																																								| Instantiating formula (29) with e3, e3, e3, e0 and discharging atoms op(e3, e3) = e3, op(e3, e3) = e0, yields:
% 66.22/31.18  																																																								| (676) e3 = e0
% 66.22/31.18  																																																								|
% 66.22/31.18  																																																								| Instantiating formula (29) with e1, e3, e1, e3 and discharging atoms op(e1, e3) = e3, op(e1, e3) = e1, yields:
% 66.22/31.18  																																																								| (455) e3 = e1
% 66.22/31.18  																																																								|
% 66.22/31.18  																																																								| Combining equations (455,676) yields a new equation:
% 66.22/31.18  																																																								| (546) e1 = e0
% 66.22/31.18  																																																								|
% 66.22/31.18  																																																								| Simplifying 546 yields:
% 66.22/31.18  																																																								| (431) e1 = e0
% 66.22/31.18  																																																								|
% 66.22/31.18  																																																								| Equations (431) can reduce 233 to:
% 66.22/31.18  																																																								| (266) $false
% 66.22/31.18  																																																								|
% 66.22/31.18  																																																								|-The branch is then unsatisfiable
% 66.22/31.18  																																																			|-Branch two:
% 66.22/31.18  																																																			| (828)  ~ (all_0_56_56 = e0)
% 66.22/31.18  																																																			| (3172) all_0_56_56 = e3 | all_0_56_56 = e1
% 66.22/31.18  																																																			|
% 66.22/31.18  																																																				+-Applying beta-rule and splitting (863), into two cases.
% 66.22/31.18  																																																				|-Branch one:
% 66.22/31.18  																																																				| (679) all_0_56_56 = e0
% 66.22/31.18  																																																				|
% 66.22/31.18  																																																					| Equations (679) can reduce 828 to:
% 66.22/31.18  																																																					| (266) $false
% 66.22/31.18  																																																					|
% 66.22/31.18  																																																					|-The branch is then unsatisfiable
% 66.22/31.18  																																																				|-Branch two:
% 66.22/31.18  																																																				| (828)  ~ (all_0_56_56 = e0)
% 66.22/31.18  																																																				| (924) all_0_57_57 = e0 | all_0_58_58 = e0
% 66.22/31.18  																																																				|
% 66.22/31.18  																																																					+-Applying beta-rule and splitting (563), into two cases.
% 66.22/31.18  																																																					|-Branch one:
% 66.22/31.18  																																																					| (674) all_0_47_47 = e0
% 66.22/31.18  																																																					|
% 66.22/31.18  																																																						| Combining equations (654,674) yields a new equation:
% 66.22/31.18  																																																						| (546) e1 = e0
% 66.22/31.18  																																																						|
% 66.22/31.18  																																																						| Simplifying 546 yields:
% 66.22/31.18  																																																						| (431) e1 = e0
% 66.22/31.18  																																																						|
% 66.22/31.18  																																																						| Equations (431) can reduce 233 to:
% 66.22/31.18  																																																						| (266) $false
% 66.22/31.18  																																																						|
% 66.22/31.18  																																																						|-The branch is then unsatisfiable
% 66.22/31.18  																																																					|-Branch two:
% 66.22/31.18  																																																					| (678)  ~ (all_0_47_47 = e0)
% 66.22/31.18  																																																					| (679) all_0_56_56 = e0
% 66.22/31.18  																																																					|
% 66.22/31.18  																																																						| Equations (679) can reduce 828 to:
% 66.22/31.18  																																																						| (266) $false
% 66.22/31.18  																																																						|
% 66.22/31.18  																																																						|-The branch is then unsatisfiable
% 66.22/31.18  																																											|-Branch two:
% 66.22/31.18  																																											| (1377)  ~ (all_0_39_39 = e4)
% 66.22/31.18  																																											| (2115) all_0_42_42 = e4 | all_0_47_47 = e4 | all_0_51_51 = e4 | all_0_56_56 = e4
% 66.22/31.18  																																											|
% 66.22/31.18  																																												+-Applying beta-rule and splitting (2510), into two cases.
% 66.22/31.18  																																												|-Branch one:
% 66.22/31.18  																																												| (459) all_0_42_42 = e1
% 66.22/31.18  																																												|
% 66.22/31.18  																																													| Equations (459) can reduce 1380 to:
% 66.22/31.18  																																													| (266) $false
% 66.22/31.18  																																													|
% 66.22/31.18  																																													|-The branch is then unsatisfiable
% 66.22/31.18  																																												|-Branch two:
% 66.22/31.18  																																												| (1380)  ~ (all_0_42_42 = e1)
% 66.22/31.18  																																												| (516) all_0_42_42 = e3
% 66.22/31.18  																																												|
% 66.22/31.18  																																													| Equations (516) can reduce 1890 to:
% 66.22/31.18  																																													| (277)  ~ (e4 = e3)
% 66.22/31.18  																																													|
% 66.22/31.18  																																													| Simplifying 277 yields:
% 66.22/31.18  																																													| (188)  ~ (e4 = e3)
% 66.22/31.18  																																													|
% 66.22/31.18  																																													+-Applying beta-rule and splitting (441), into two cases.
% 66.22/31.18  																																													|-Branch one:
% 66.22/31.18  																																													| (1392) all_0_42_42 = e4
% 66.22/31.18  																																													|
% 66.22/31.18  																																														| Combining equations (1392,516) yields a new equation:
% 66.22/31.18  																																														| (424) e4 = e3
% 66.22/31.18  																																														|
% 66.22/31.18  																																														| Simplifying 424 yields:
% 66.22/31.18  																																														| (425) e4 = e3
% 66.22/31.18  																																														|
% 66.22/31.18  																																														| Equations (425) can reduce 188 to:
% 66.22/31.18  																																														| (266) $false
% 66.22/31.18  																																														|
% 66.22/31.18  																																														|-The branch is then unsatisfiable
% 66.22/31.18  																																													|-Branch two:
% 66.22/31.18  																																													| (1890)  ~ (all_0_42_42 = e4)
% 66.22/31.18  																																													| (1891) all_0_43_43 = e4 | all_0_44_44 = e4
% 66.22/31.18  																																													|
% 66.22/31.18  																																														| Equations (516) can reduce 1890 to:
% 66.22/31.18  																																														| (277)  ~ (e4 = e3)
% 66.22/31.18  																																														|
% 66.22/31.18  																																														| Simplifying 277 yields:
% 66.22/31.18  																																														| (188)  ~ (e4 = e3)
% 66.22/31.18  																																														|
% 66.22/31.18  																																														+-Applying beta-rule and splitting (2115), into two cases.
% 66.22/31.18  																																														|-Branch one:
% 66.22/31.18  																																														| (1392) all_0_42_42 = e4
% 66.22/31.18  																																														|
% 66.22/31.18  																																															| Combining equations (1392,516) yields a new equation:
% 66.22/31.18  																																															| (424) e4 = e3
% 66.22/31.18  																																															|
% 66.22/31.18  																																															| Simplifying 424 yields:
% 66.22/31.18  																																															| (425) e4 = e3
% 66.22/31.18  																																															|
% 66.22/31.18  																																															| Equations (425) can reduce 188 to:
% 66.22/31.18  																																															| (266) $false
% 66.22/31.18  																																															|
% 66.22/31.18  																																															|-The branch is then unsatisfiable
% 66.22/31.18  																																														|-Branch two:
% 66.22/31.18  																																														| (1890)  ~ (all_0_42_42 = e4)
% 66.22/31.18  																																														| (2246) all_0_47_47 = e4 | all_0_51_51 = e4 | all_0_56_56 = e4
% 66.22/31.18  																																														|
% 66.22/31.18  																																															+-Applying beta-rule and splitting (1891), into two cases.
% 66.22/31.18  																																															|-Branch one:
% 66.22/31.18  																																															| (396) all_0_43_43 = e4
% 66.22/31.18  																																															|
% 66.22/31.18  																																																| Combining equations (430,396) yields a new equation:
% 66.22/31.18  																																																| (630) e4 = e1
% 66.22/31.18  																																																|
% 66.22/31.18  																																																| Equations (630) can reduce 110 to:
% 66.22/31.18  																																																| (266) $false
% 66.22/31.18  																																																|
% 66.22/31.18  																																																|-The branch is then unsatisfiable
% 66.22/31.18  																																															|-Branch two:
% 66.22/31.18  																																															| (399)  ~ (all_0_43_43 = e4)
% 66.22/31.18  																																															| (446) all_0_44_44 = e4
% 66.22/31.18  																																															|
% 66.22/31.18  																																																| Equations (446) can reduce 147 to:
% 66.22/31.18  																																																| (48)  ~ (e4 = e2)
% 66.22/31.18  																																																|
% 66.22/31.18  																																																| Equations (446) can reduce 639 to:
% 66.22/31.18  																																																| (110)  ~ (e4 = e1)
% 66.22/31.18  																																																|
% 66.22/31.18  																																																+-Applying beta-rule and splitting (2246), into two cases.
% 66.22/31.18  																																																|-Branch one:
% 66.22/31.18  																																																| (1790) all_0_47_47 = e4
% 66.22/31.18  																																																|
% 66.22/31.18  																																																	| Combining equations (654,1790) yields a new equation:
% 66.22/31.18  																																																	| (630) e4 = e1
% 66.22/31.18  																																																	|
% 66.22/31.18  																																																	| Equations (630) can reduce 110 to:
% 66.22/31.18  																																																	| (266) $false
% 66.22/31.18  																																																	|
% 66.22/31.18  																																																	|-The branch is then unsatisfiable
% 66.22/31.18  																																																|-Branch two:
% 66.22/31.18  																																																| (252)  ~ (all_0_47_47 = e4)
% 66.22/31.18  																																																| (6548) all_0_51_51 = e4 | all_0_56_56 = e4
% 66.22/31.18  																																																|
% 66.22/31.18  																																																	+-Applying beta-rule and splitting (6548), into two cases.
% 66.22/31.18  																																																	|-Branch one:
% 66.22/31.18  																																																	| (1101) all_0_51_51 = e4
% 66.22/31.18  																																																	|
% 66.22/31.18  																																																		| Combining equations (504,1101) yields a new equation:
% 66.22/31.18  																																																		| (323) e4 = e2
% 66.22/31.18  																																																		|
% 66.22/31.18  																																																		| Equations (323) can reduce 48 to:
% 66.22/31.18  																																																		| (266) $false
% 66.22/31.18  																																																		|
% 66.22/31.18  																																																		|-The branch is then unsatisfiable
% 66.22/31.18  																																																	|-Branch two:
% 66.22/31.18  																																																	| (475)  ~ (all_0_51_51 = e4)
% 66.22/31.18  																																																	| (842) all_0_56_56 = e4
% 66.22/31.18  																																																	|
% 66.22/31.18  																																																		| Equations (842) can reduce 477 to:
% 66.22/31.18  																																																		| (266) $false
% 66.22/31.18  																																																		|
% 66.22/31.18  																																																		|-The branch is then unsatisfiable
% 66.22/31.18  																																					|-Branch two:
% 66.22/31.18  																																					| (462)  ~ (all_0_47_47 = e1)
% 66.22/31.18  																																					| (659) all_0_48_48 = e1 | all_0_49_49 = e1
% 66.22/31.18  																																					|
% 66.22/31.18  																																						+-Applying beta-rule and splitting (2315), into two cases.
% 66.22/31.18  																																						|-Branch one:
% 66.22/31.18  																																						| (629) all_0_55_55 = e1
% 66.22/31.18  																																						|
% 66.22/31.18  																																							| Equations (629) can reduce 153 to:
% 66.22/31.18  																																							| (465)  ~ (all_0_56_56 = e1)
% 66.22/31.18  																																							|
% 66.22/31.18  																																							| Simplifying 465 yields:
% 66.22/31.18  																																							| (466)  ~ (all_0_56_56 = e1)
% 66.22/31.18  																																							|
% 66.22/31.18  																																							| Equations (629) can reduce 304 to:
% 66.22/31.18  																																							| (604)  ~ (e2 = e1)
% 66.22/31.18  																																							|
% 66.22/31.18  																																							| Simplifying 604 yields:
% 66.22/31.18  																																							| (122)  ~ (e2 = e1)
% 66.22/31.18  																																							|
% 66.22/31.18  																																							+-Applying beta-rule and splitting (131), into two cases.
% 66.22/31.18  																																							|-Branch one:
% 66.22/31.18  																																							| (459) all_0_42_42 = e1
% 66.22/31.18  																																							|
% 66.22/31.18  																																								| Equations (459) can reduce 1380 to:
% 66.22/31.18  																																								| (266) $false
% 66.22/31.18  																																								|
% 66.22/31.18  																																								|-The branch is then unsatisfiable
% 66.22/31.18  																																							|-Branch two:
% 66.22/31.18  																																							| (1380)  ~ (all_0_42_42 = e1)
% 66.22/31.18  																																							| (3259) all_0_47_47 = e1 | all_0_51_51 = e1 | all_0_56_56 = e1
% 66.22/31.18  																																							|
% 66.22/31.18  																																								+-Applying beta-rule and splitting (3259), into two cases.
% 66.22/31.18  																																								|-Branch one:
% 66.22/31.18  																																								| (654) all_0_47_47 = e1
% 66.22/31.18  																																								|
% 66.22/31.18  																																									| Equations (654) can reduce 462 to:
% 66.22/31.18  																																									| (266) $false
% 66.22/31.18  																																									|
% 66.22/31.18  																																									|-The branch is then unsatisfiable
% 66.22/31.18  																																								|-Branch two:
% 66.22/31.18  																																								| (462)  ~ (all_0_47_47 = e1)
% 66.22/31.18  																																								| (3264) all_0_51_51 = e1 | all_0_56_56 = e1
% 66.22/31.18  																																								|
% 66.22/31.18  																																									+-Applying beta-rule and splitting (3264), into two cases.
% 66.22/31.18  																																									|-Branch one:
% 66.22/31.18  																																									| (1109) all_0_51_51 = e1
% 66.22/31.18  																																									|
% 66.22/31.18  																																										| Combining equations (504,1109) yields a new equation:
% 66.22/31.18  																																										| (616) e2 = e1
% 66.22/31.18  																																										|
% 66.22/31.18  																																										| Simplifying 616 yields:
% 66.22/31.18  																																										| (617) e2 = e1
% 66.22/31.18  																																										|
% 66.22/31.18  																																										| Equations (617) can reduce 122 to:
% 66.22/31.18  																																										| (266) $false
% 66.22/31.18  																																										|
% 66.22/31.18  																																										|-The branch is then unsatisfiable
% 66.22/31.18  																																									|-Branch two:
% 66.22/31.18  																																									| (464)  ~ (all_0_51_51 = e1)
% 66.22/31.18  																																									| (1569) all_0_56_56 = e1
% 66.22/31.18  																																									|
% 66.22/31.18  																																										| Equations (1569) can reduce 466 to:
% 66.22/31.18  																																										| (266) $false
% 66.22/31.18  																																										|
% 66.22/31.18  																																										|-The branch is then unsatisfiable
% 66.22/31.18  																																						|-Branch two:
% 66.22/31.18  																																						| (632)  ~ (all_0_55_55 = e1)
% 66.22/31.18  																																						| (2336) all_0_55_55 = e3
% 66.22/31.18  																																						|
% 66.22/31.18  																																							| Equations (2336) can reduce 270 to:
% 66.22/31.18  																																							| (266) $false
% 66.22/31.18  																																							|
% 66.22/31.18  																																							|-The branch is then unsatisfiable
% 66.22/31.18  																																	|-Branch two:
% 66.22/31.18  																																	| (250)  ~ (all_0_46_46 = e4)
% 66.22/31.18  																																	| (774) all_0_50_50 = e4 | all_0_55_55 = e4
% 66.22/31.18  																																	|
% 66.22/31.18  																																		+-Applying beta-rule and splitting (774), into two cases.
% 66.22/31.18  																																		|-Branch one:
% 66.22/31.18  																																		| (775) all_0_50_50 = e4
% 66.22/31.18  																																		|
% 66.22/31.18  																																			| Combining equations (415,775) yields a new equation:
% 66.22/31.18  																																			| (425) e4 = e3
% 66.22/31.18  																																			|
% 66.22/31.18  																																			| Equations (425) can reduce 188 to:
% 66.22/31.18  																																			| (266) $false
% 66.22/31.18  																																			|
% 66.22/31.18  																																			|-The branch is then unsatisfiable
% 66.22/31.18  																																		|-Branch two:
% 66.22/31.18  																																		| (566)  ~ (all_0_50_50 = e4)
% 66.22/31.18  																																		| (587) all_0_55_55 = e4
% 66.22/31.18  																																		|
% 66.22/31.18  																																			| Equations (587) can reduce 763 to:
% 66.22/31.18  																																			| (266) $false
% 66.22/31.18  																																			|
% 66.22/31.18  																																			|-The branch is then unsatisfiable
% 66.22/31.18  																												|-Branch two:
% 66.22/31.18  																												| (357)  ~ (all_0_41_41 = e0)
% 66.22/31.18  																												| (4053) all_0_41_41 = e3 | all_0_41_41 = e1
% 66.22/31.18  																												|
% 66.22/31.18  																													+-Applying beta-rule and splitting (4053), into two cases.
% 66.22/31.18  																													|-Branch one:
% 66.22/31.18  																													| (453) all_0_41_41 = e1
% 66.22/31.18  																													|
% 66.22/31.18  																														| Equations (453) can reduce 457 to:
% 66.22/31.18  																														| (266) $false
% 66.22/31.18  																														|
% 66.22/31.18  																														|-The branch is then unsatisfiable
% 66.22/31.18  																													|-Branch two:
% 66.22/31.18  																													| (457)  ~ (all_0_41_41 = e1)
% 66.22/31.18  																													| (403) all_0_41_41 = e3
% 66.22/31.18  																													|
% 66.22/31.18  																														| Equations (403) can reduce 1898 to:
% 66.22/31.18  																														| (266) $false
% 66.22/31.18  																														|
% 66.22/31.18  																														|-The branch is then unsatisfiable
% 66.22/31.18  																										|-Branch two:
% 66.22/31.18  																										| (340)  ~ (all_0_49_49 = e2)
% 66.22/31.18  																										| (614) all_0_53_53 = e2 | all_0_58_58 = e2
% 66.22/31.18  																										|
% 66.22/31.18  																											+-Applying beta-rule and splitting (614), into two cases.
% 66.22/31.18  																											|-Branch one:
% 66.22/31.18  																											| (607) all_0_53_53 = e2
% 66.22/31.18  																											|
% 66.22/31.18  																												| Combining equations (607,1208) yields a new equation:
% 66.22/31.18  																												| (616) e2 = e1
% 66.22/31.18  																												|
% 66.22/31.18  																												| Simplifying 616 yields:
% 66.22/31.18  																												| (617) e2 = e1
% 66.22/31.18  																												|
% 66.22/31.18  																												| Equations (617) can reduce 122 to:
% 66.22/31.18  																												| (266) $false
% 66.22/31.18  																												|
% 66.22/31.18  																												|-The branch is then unsatisfiable
% 66.22/31.18  																											|-Branch two:
% 66.22/31.18  																											| (509)  ~ (all_0_53_53 = e2)
% 66.22/31.18  																											| (624) all_0_58_58 = e2
% 66.22/31.18  																											|
% 66.22/31.18  																												| Equations (624) can reduce 908 to:
% 66.22/31.18  																												| (266) $false
% 66.22/31.18  																												|
% 66.22/31.18  																												|-The branch is then unsatisfiable
% 66.22/31.18  																									|-Branch two:
% 66.22/31.18  																									| (1099)  ~ (all_0_51_51 = e2)
% 66.22/31.18  																									| (1100) all_0_51_51 = e4 | all_0_51_51 = e3 | all_0_51_51 = e1
% 66.22/31.18  																									|
% 66.22/31.18  																										+-Applying beta-rule and splitting (1100), into two cases.
% 66.22/31.18  																										|-Branch one:
% 66.22/31.18  																										| (1101) all_0_51_51 = e4
% 66.22/31.18  																										|
% 66.22/31.18  																											| Equations (1101) can reduce 475 to:
% 66.22/31.18  																											| (266) $false
% 66.22/31.18  																											|
% 66.22/31.18  																											|-The branch is then unsatisfiable
% 66.22/31.18  																										|-Branch two:
% 66.22/31.18  																										| (475)  ~ (all_0_51_51 = e4)
% 66.22/31.18  																										| (1104) all_0_51_51 = e3 | all_0_51_51 = e1
% 66.22/31.18  																										|
% 66.22/31.18  																											+-Applying beta-rule and splitting (1104), into two cases.
% 66.22/31.18  																											|-Branch one:
% 66.22/31.18  																											| (1109) all_0_51_51 = e1
% 66.22/31.18  																											|
% 66.22/31.18  																												| Equations (1109) can reduce 464 to:
% 66.22/31.18  																												| (266) $false
% 66.22/31.18  																												|
% 66.22/31.18  																												|-The branch is then unsatisfiable
% 66.22/31.18  																											|-Branch two:
% 66.22/31.18  																											| (464)  ~ (all_0_51_51 = e1)
% 66.22/31.18  																											| (660) all_0_51_51 = e3
% 66.22/31.18  																											|
% 66.22/31.18  																												| Equations (660) can reduce 664 to:
% 66.22/31.18  																												| (266) $false
% 66.22/31.18  																												|
% 66.22/31.18  																												|-The branch is then unsatisfiable
% 66.22/31.18  																								|-Branch two:
% 66.22/31.18  																								| (1459)  ~ (all_0_53_53 = e1)
% 66.22/31.18  																								| (665) all_0_53_53 = e3
% 66.22/31.18  																								|
% 66.22/31.18  																									| Equations (665) can reduce 903 to:
% 66.22/31.18  																									| (266) $false
% 66.22/31.18  																									|
% 66.22/31.18  																									|-The branch is then unsatisfiable
% 66.22/31.18  																				|-Branch two:
% 66.22/31.18  																				| (411)  ~ (all_0_50_50 = e3)
% 66.22/31.18  																				| (418) all_0_51_51 = e3 | all_0_53_53 = e3
% 66.22/31.18  																				|
% 66.22/31.18  																					+-Applying beta-rule and splitting (241), into two cases.
% 66.22/31.18  																					|-Branch one:
% 66.22/31.18  																					| (378) all_0_50_50 = e2
% 66.22/31.18  																					|
% 66.22/31.18  																						| Equations (378) can reduce 302 to:
% 66.22/31.18  																						| (266) $false
% 66.22/31.18  																						|
% 66.22/31.18  																						|-The branch is then unsatisfiable
% 66.22/31.18  																					|-Branch two:
% 66.22/31.18  																					| (302)  ~ (all_0_50_50 = e2)
% 66.22/31.18  																					| (422) all_0_50_50 = e4 | all_0_50_50 = e3 | all_0_50_50 = e1
% 66.22/31.18  																					|
% 66.22/31.18  																						+-Applying beta-rule and splitting (422), into two cases.
% 66.22/31.18  																						|-Branch one:
% 66.22/31.18  																						| (775) all_0_50_50 = e4
% 66.22/31.18  																						|
% 66.22/31.18  																							| Equations (775) can reduce 566 to:
% 66.22/31.18  																							| (266) $false
% 66.22/31.18  																							|
% 66.22/31.18  																							|-The branch is then unsatisfiable
% 66.22/31.18  																						|-Branch two:
% 66.22/31.18  																						| (566)  ~ (all_0_50_50 = e4)
% 66.22/31.18  																						| (1444) all_0_50_50 = e3 | all_0_50_50 = e1
% 66.22/31.18  																						|
% 66.22/31.18  																							+-Applying beta-rule and splitting (1444), into two cases.
% 66.22/31.18  																							|-Branch one:
% 66.22/31.18  																							| (601) all_0_50_50 = e1
% 66.22/31.18  																							|
% 66.22/31.18  																								| Equations (601) can reduce 221 to:
% 66.22/31.18  																								| (457)  ~ (all_0_41_41 = e1)
% 66.22/31.18  																								|
% 66.22/31.18  																								| Equations (601) can reduce 35 to:
% 66.22/31.18  																								| (549)  ~ (all_0_46_46 = e1)
% 66.22/31.18  																								|
% 66.22/31.18  																								| Equations (601) can reduce 59 to:
% 66.22/31.18  																								| (463)  ~ (all_0_51_51 = e1)
% 66.22/31.18  																								|
% 66.22/31.18  																								| Simplifying 463 yields:
% 66.22/31.18  																								| (464)  ~ (all_0_51_51 = e1)
% 66.22/31.18  																								|
% 66.22/31.18  																								| Equations (601) can reduce 190 to:
% 66.22/31.18  																								| (1458)  ~ (all_0_53_53 = e1)
% 66.22/31.18  																								|
% 66.22/31.18  																								| Simplifying 1458 yields:
% 66.22/31.18  																								| (1459)  ~ (all_0_53_53 = e1)
% 66.22/31.18  																								|
% 66.22/31.18  																								| Equations (601) can reduce 121 to:
% 66.22/31.18  																								| (233)  ~ (e1 = e0)
% 66.22/31.18  																								|
% 66.22/31.18  																								| From (601) and (8) follows:
% 66.22/31.18  																								| (15351) op(e1, e3) = all_0_23_23
% 66.22/31.18  																								|
% 66.22/31.18  																								| From (601) and (57) follows:
% 66.22/31.18  																								| (606) op(e1, e1) = all_0_22_22
% 66.22/31.18  																								|
% 66.22/31.18  																								| From (601) and (242) follows:
% 66.22/31.18  																								| (2235) op(e1, e3) = e1
% 66.22/31.18  																								|
% 66.22/31.19  																								+-Applying beta-rule and splitting (123), into two cases.
% 66.22/31.19  																								|-Branch one:
% 66.22/31.19  																								| (1794) all_0_46_46 = e2
% 66.22/31.19  																								|
% 66.22/31.19  																									| Equations (1794) can reduce 300 to:
% 66.22/31.19  																									| (266) $false
% 66.22/31.19  																									|
% 66.22/31.19  																									|-The branch is then unsatisfiable
% 66.22/31.19  																								|-Branch two:
% 66.22/31.19  																								| (300)  ~ (all_0_46_46 = e2)
% 66.22/31.19  																								| (1797) all_0_46_46 = e4 | all_0_46_46 = e3 | all_0_46_46 = e1 | all_0_46_46 = e0
% 66.22/31.19  																								|
% 66.22/31.19  																									+-Applying beta-rule and splitting (1797), into two cases.
% 66.22/31.19  																									|-Branch one:
% 66.22/31.19  																									| (770) all_0_46_46 = e4
% 66.22/31.19  																									|
% 66.22/31.19  																										| Equations (770) can reduce 43 to:
% 66.22/31.19  																										| (440)  ~ (all_0_41_41 = e4)
% 66.22/31.19  																										|
% 66.22/31.19  																										| Equations (770) can reduce 19 to:
% 66.22/31.19  																										| (251)  ~ (all_0_47_47 = e4)
% 66.22/31.19  																										|
% 66.22/31.19  																										| Simplifying 251 yields:
% 66.22/31.19  																										| (252)  ~ (all_0_47_47 = e4)
% 66.22/31.19  																										|
% 66.22/31.19  																										| Equations (770) can reduce 58 to:
% 66.22/31.19  																										| (1909)  ~ (all_0_55_55 = e4)
% 66.22/31.19  																										|
% 66.22/31.19  																										| Simplifying 1909 yields:
% 66.22/31.19  																										| (763)  ~ (all_0_55_55 = e4)
% 66.22/31.19  																										|
% 66.22/31.19  																										| Equations (770) can reduce 549 to:
% 66.22/31.19  																										| (110)  ~ (e4 = e1)
% 66.22/31.19  																										|
% 66.22/31.19  																										| Equations (770) can reduce 831 to:
% 66.22/31.19  																										| (49)  ~ (e4 = e0)
% 66.22/31.19  																										|
% 66.22/31.19  																										| From (770) and (179) follows:
% 66.22/31.19  																										| (94991) op(e4, e2) = all_0_15_15
% 66.22/31.19  																										|
% 66.22/31.19  																										| From (770) and (120) follows:
% 66.22/31.19  																										| (72494) op(e2, e3) = e4
% 66.22/31.19  																										|
% 66.22/31.19  																										| Instantiating formula (29) with e4, e2, all_0_15_15, all_0_39_39 and discharging atoms op(e4, e2) = all_0_15_15, op(e4, e2) = all_0_39_39, yields:
% 66.22/31.20  																										| (101301) all_0_15_15 = all_0_39_39
% 66.22/31.20  																										|
% 66.22/31.20  																										| Instantiating formula (29) with e1, e3, e1, all_0_23_23 and discharging atoms op(e1, e3) = all_0_23_23, op(e1, e3) = e1, yields:
% 66.22/31.20  																										| (9657) all_0_23_23 = e1
% 66.22/31.20  																										|
% 66.22/31.20  																										| Instantiating formula (29) with e1, e1, all_0_22_22, e4 and discharging atoms op(e1, e1) = all_0_22_22, op(e1, e1) = e4, yields:
% 66.22/31.20  																										| (686) all_0_22_22 = e4
% 66.22/31.20  																										|
% 66.22/31.20  																										| From (101301) and (94991) follows:
% 66.28/31.20  																										| (14) op(e4, e2) = all_0_39_39
% 66.28/31.20  																										|
% 66.28/31.20  																										| From (9657) and (15351) follows:
% 66.28/31.20  																										| (2235) op(e1, e3) = e1
% 66.28/31.20  																										|
% 66.28/31.20  																										| From (686) and (606) follows:
% 66.28/31.20  																										| (570) op(e1, e1) = e4
% 66.28/31.20  																										|
% 66.28/31.20  																										+-Applying beta-rule and splitting (7), into two cases.
% 66.28/31.20  																										|-Branch one:
% 66.28/31.20  																										| (504) all_0_51_51 = e2
% 66.28/31.20  																										|
% 66.28/31.20  																											| Equations (504) can reduce 139 to:
% 66.28/31.20  																											| (294)  ~ (all_0_39_39 = e2)
% 66.28/31.20  																											|
% 66.28/31.20  																											| Equations (504) can reduce 61 to:
% 66.28/31.20  																											| (51)  ~ (all_0_42_42 = e2)
% 66.28/31.20  																											|
% 66.28/31.20  																											| Equations (504) can reduce 224 to:
% 66.28/31.20  																											| (338)  ~ (all_0_47_47 = e2)
% 66.28/31.20  																											|
% 66.28/31.20  																											| Equations (504) can reduce 6 to:
% 66.28/31.20  																											| (508)  ~ (all_0_53_53 = e2)
% 66.28/31.20  																											|
% 66.28/31.20  																											| Simplifying 508 yields:
% 66.28/31.20  																											| (509)  ~ (all_0_53_53 = e2)
% 66.28/31.20  																											|
% 66.28/31.20  																											| Equations (504) can reduce 115 to:
% 66.28/31.20  																											| (128)  ~ (e2 = e0)
% 66.28/31.20  																											|
% 66.28/31.20  																											| From (504) and (186) follows:
% 66.28/31.20  																											| (515) op(e1, e2) = e2
% 66.28/31.20  																											|
% 66.28/31.20  																											+-Applying beta-rule and splitting (196), into two cases.
% 66.28/31.20  																											|-Branch one:
% 66.28/31.20  																											| (607) all_0_53_53 = e2
% 66.28/31.20  																											|
% 66.28/31.20  																												| Equations (607) can reduce 509 to:
% 66.28/31.20  																												| (266) $false
% 66.28/31.20  																												|
% 66.28/31.20  																												|-The branch is then unsatisfiable
% 66.28/31.20  																											|-Branch two:
% 66.28/31.20  																											| (509)  ~ (all_0_53_53 = e2)
% 66.28/31.20  																											| (610) all_0_53_53 = e4 | all_0_53_53 = e3 | all_0_53_53 = e1
% 66.28/31.20  																											|
% 66.28/31.20  																												+-Applying beta-rule and splitting (10171), into two cases.
% 66.28/31.20  																												|-Branch one:
% 66.28/31.20  																												| (1105) all_0_47_47 = e2
% 66.28/31.20  																												|
% 66.28/31.20  																													| Equations (1105) can reduce 338 to:
% 66.28/31.20  																													| (266) $false
% 66.28/31.20  																													|
% 66.28/31.20  																													|-The branch is then unsatisfiable
% 66.28/31.20  																												|-Branch two:
% 66.28/31.20  																												| (338)  ~ (all_0_47_47 = e2)
% 66.28/31.21  																												| (10761) all_0_48_48 = e2 | all_0_49_49 = e2
% 66.28/31.21  																												|
% 66.28/31.21  																													+-Applying beta-rule and splitting (377), into two cases.
% 66.28/31.21  																													|-Branch one:
% 66.28/31.21  																													| (583) all_0_49_49 = e2
% 66.28/31.21  																													|
% 66.28/31.21  																														| Equations (583) can reduce 200 to:
% 66.28/31.21  																														| (296)  ~ (all_0_40_40 = e2)
% 66.28/31.21  																														|
% 66.28/31.21  																														| Equations (583) can reduce 86 to:
% 66.28/31.21  																														| (338)  ~ (all_0_47_47 = e2)
% 66.28/31.21  																														|
% 66.28/31.21  																														| From (583) and (66) follows:
% 66.28/31.21  																														| (20781) op(e2, e0) = all_0_21_21
% 66.28/31.21  																														|
% 66.28/31.21  																														| From (583) and (55) follows:
% 66.28/31.21  																														| (727) op(e2, e0) = e2
% 66.28/31.21  																														|
% 66.28/31.21  																														+-Applying beta-rule and splitting (610), into two cases.
% 66.28/31.21  																														|-Branch one:
% 66.28/31.21  																														| (1298) all_0_53_53 = e4
% 66.28/31.21  																														|
% 66.28/31.21  																															| Equations (1298) can reduce 1453 to:
% 66.28/31.21  																															| (266) $false
% 66.28/31.21  																															|
% 66.28/31.21  																															|-The branch is then unsatisfiable
% 66.28/31.21  																														|-Branch two:
% 66.28/31.21  																														| (1453)  ~ (all_0_53_53 = e4)
% 66.28/31.21  																														| (1694) all_0_53_53 = e3 | all_0_53_53 = e1
% 66.28/31.21  																														|
% 66.28/31.21  																															+-Applying beta-rule and splitting (135), into two cases.
% 66.28/31.21  																															|-Branch one:
% 66.28/31.21  																															| (545) all_0_46_46 = e1
% 66.28/31.21  																															|
% 66.28/31.21  																																| Combining equations (545,770) yields a new equation:
% 66.28/31.21  																																| (630) e4 = e1
% 66.28/31.21  																																|
% 66.28/31.21  																																| Equations (630) can reduce 110 to:
% 66.28/31.21  																																| (266) $false
% 66.28/31.21  																																|
% 66.28/31.21  																																|-The branch is then unsatisfiable
% 66.28/31.21  																															|-Branch two:
% 66.28/31.21  																															| (549)  ~ (all_0_46_46 = e1)
% 66.28/31.21  																															| (550) all_0_47_47 = e1 | all_0_48_48 = e1 | all_0_49_49 = e1
% 66.28/31.21  																															|
% 66.28/31.21  																																+-Applying beta-rule and splitting (1694), into two cases.
% 66.28/31.21  																																|-Branch one:
% 66.28/31.21  																																| (1208) all_0_53_53 = e1
% 66.28/31.21  																																|
% 66.28/31.21  																																	| Equations (1208) can reduce 1459 to:
% 66.28/31.21  																																	| (266) $false
% 66.28/31.21  																																	|
% 66.28/31.21  																																	|-The branch is then unsatisfiable
% 66.28/31.21  																																|-Branch two:
% 66.28/31.21  																																| (1459)  ~ (all_0_53_53 = e1)
% 66.28/31.21  																																| (665) all_0_53_53 = e3
% 66.28/31.21  																																|
% 66.28/31.21  																																	| Equations (665) can reduce 162 to:
% 66.28/31.21  																																	| (2)  ~ (all_0_40_40 = e3)
% 66.28/31.21  																																	|
% 66.28/31.21  																																	| Equations (665) can reduce 220 to:
% 66.28/31.21  																																	| (407)  ~ (all_0_44_44 = e3)
% 66.28/31.21  																																	|
% 66.28/31.21  																																	| Equations (665) can reduce 10 to:
% 66.28/31.21  																																	| (275)  ~ (all_0_58_58 = e3)
% 66.28/31.21  																																	|
% 66.28/31.21  																																	| Simplifying 275 yields:
% 66.28/31.21  																																	| (276)  ~ (all_0_58_58 = e3)
% 66.28/31.21  																																	|
% 66.28/31.21  																																	| Equations (665) can reduce 1453 to:
% 66.28/31.21  																																	| (277)  ~ (e4 = e3)
% 66.28/31.21  																																	|
% 66.28/31.21  																																	| Simplifying 277 yields:
% 66.28/31.21  																																	| (188)  ~ (e4 = e3)
% 66.28/31.21  																																	|
% 66.28/31.21  																																	| Equations (665) can reduce 247 to:
% 66.28/31.21  																																	| (80)  ~ (e3 = e0)
% 66.28/31.21  																																	|
% 66.28/31.21  																																	| From (665) and (175) follows:
% 66.28/31.21  																																	| (5031) op(e3, e0) = all_0_28_28
% 66.28/31.21  																																	|
% 66.28/31.21  																																	| From (665) and (84) follows:
% 66.28/31.21  																																	| (3786) op(e1, e0) = e3
% 66.28/31.21  																																	|
% 66.28/31.21  																																	+-Applying beta-rule and splitting (550), into two cases.
% 66.28/31.21  																																	|-Branch one:
% 66.28/31.21  																																	| (654) all_0_47_47 = e1
% 66.28/31.21  																																	|
% 66.28/31.21  																																		| Equations (654) can reduce 79 to:
% 66.28/31.21  																																		| (151)  ~ (all_0_39_39 = e1)
% 66.28/31.21  																																		|
% 66.28/31.21  																																		| Equations (654) can reduce 198 to:
% 66.28/31.21  																																		| (1380)  ~ (all_0_42_42 = e1)
% 66.28/31.21  																																		|
% 66.28/31.21  																																		| Equations (654) can reduce 1091 to:
% 66.28/31.21  																																		| (467)  ~ (e3 = e1)
% 66.28/31.21  																																		|
% 66.28/31.21  																																		| Simplifying 467 yields:
% 66.28/31.21  																																		| (213)  ~ (e3 = e1)
% 66.28/31.21  																																		|
% 66.28/31.21  																																		| Equations (654) can reduce 338 to:
% 66.28/31.21  																																		| (604)  ~ (e2 = e1)
% 66.28/31.21  																																		|
% 66.28/31.21  																																		| Simplifying 604 yields:
% 66.28/31.21  																																		| (122)  ~ (e2 = e1)
% 66.28/31.21  																																		|
% 66.28/31.21  																																		+-Applying beta-rule and splitting (112), into two cases.
% 66.28/31.21  																																		|-Branch one:
% 66.28/31.21  																																		| (635) all_0_44_44 = e1
% 66.28/31.21  																																		|
% 66.28/31.21  																																			| Equations (635) can reduce 639 to:
% 66.28/31.21  																																			| (266) $false
% 66.28/31.21  																																			|
% 66.28/31.21  																																			|-The branch is then unsatisfiable
% 66.28/31.21  																																		|-Branch two:
% 66.28/31.21  																																		| (639)  ~ (all_0_44_44 = e1)
% 66.28/31.21  																																		| (640) all_0_49_49 = e1 | all_0_53_53 = e1 | all_0_58_58 = e1
% 66.28/31.21  																																		|
% 66.28/31.21  																																			+-Applying beta-rule and splitting (640), into two cases.
% 66.28/31.21  																																			|-Branch one:
% 66.28/31.21  																																			| (671) all_0_49_49 = e1
% 66.28/31.21  																																			|
% 66.28/31.21  																																				| Combining equations (671,583) yields a new equation:
% 66.28/31.21  																																				| (617) e2 = e1
% 66.28/31.21  																																				|
% 66.28/31.21  																																				| Equations (617) can reduce 122 to:
% 66.28/31.21  																																				| (266) $false
% 66.28/31.21  																																				|
% 66.28/31.21  																																				|-The branch is then unsatisfiable
% 66.28/31.21  																																			|-Branch two:
% 66.28/31.21  																																			| (1064)  ~ (all_0_49_49 = e1)
% 66.28/31.21  																																			| (2141) all_0_53_53 = e1 | all_0_58_58 = e1
% 66.28/31.21  																																			|
% 66.28/31.21  																																				+-Applying beta-rule and splitting (2141), into two cases.
% 66.28/31.21  																																				|-Branch one:
% 66.28/31.21  																																				| (1208) all_0_53_53 = e1
% 66.28/31.21  																																				|
% 66.28/31.21  																																					| Combining equations (665,1208) yields a new equation:
% 66.28/31.21  																																					| (454) e3 = e1
% 66.28/31.21  																																					|
% 66.28/31.21  																																					| Simplifying 454 yields:
% 66.28/31.21  																																					| (455) e3 = e1
% 66.28/31.21  																																					|
% 66.28/31.21  																																					| Equations (455) can reduce 213 to:
% 66.28/31.21  																																					| (266) $false
% 66.28/31.21  																																					|
% 66.28/31.21  																																					|-The branch is then unsatisfiable
% 66.28/31.21  																																				|-Branch two:
% 66.28/31.21  																																				| (1459)  ~ (all_0_53_53 = e1)
% 66.28/31.21  																																				| (918) all_0_58_58 = e1
% 66.28/31.21  																																				|
% 66.28/31.21  																																					| Equations (918) can reduce 178 to:
% 66.28/31.21  																																					| (132)  ~ (all_0_40_40 = e1)
% 66.28/31.21  																																					|
% 66.28/31.21  																																					| Equations (918) can reduce 181 to:
% 66.28/31.21  																																					| (639)  ~ (all_0_44_44 = e1)
% 66.28/31.21  																																					|
% 66.28/31.21  																																					| Equations (918) can reduce 3 to:
% 66.28/31.21  																																					| (632)  ~ (all_0_55_55 = e1)
% 66.28/31.21  																																					|
% 66.28/31.21  																																					| Equations (918) can reduce 276 to:
% 66.28/31.21  																																					| (467)  ~ (e3 = e1)
% 66.28/31.21  																																					|
% 66.28/31.21  																																					| Simplifying 467 yields:
% 66.28/31.21  																																					| (213)  ~ (e3 = e1)
% 66.28/31.21  																																					|
% 66.28/31.21  																																					| Instantiating formula (29) with e3, e0, all_0_28_28, all_0_44_44 and discharging atoms op(e3, e0) = all_0_28_28, op(e3, e0) = all_0_44_44, yields:
% 66.28/31.21  																																					| (58885) all_0_28_28 = all_0_44_44
% 66.28/31.21  																																					|
% 66.28/31.21  																																					| Instantiating formula (29) with e2, e0, e2, all_0_21_21 and discharging atoms op(e2, e0) = all_0_21_21, op(e2, e0) = e2, yields:
% 66.28/31.21  																																					| (4269) all_0_21_21 = e2
% 66.28/31.21  																																					|
% 66.28/31.21  																																					| From (58885) and (5031) follows:
% 66.28/31.21  																																					| (138) op(e3, e0) = all_0_44_44
% 66.28/31.21  																																					|
% 66.28/31.21  																																					| From (4269) and (20781) follows:
% 66.28/31.21  																																					| (727) op(e2, e0) = e2
% 66.28/31.21  																																					|
% 66.28/31.21  																																					+-Applying beta-rule and splitting (113), into two cases.
% 66.28/31.21  																																					|-Branch one:
% 66.28/31.21  																																					| (403) all_0_41_41 = e3
% 66.28/31.21  																																					|
% 66.28/31.21  																																						| Equations (403) can reduce 149 to:
% 66.28/31.21  																																						| (406)  ~ (all_0_44_44 = e3)
% 66.28/31.21  																																						|
% 66.28/31.21  																																						| Simplifying 406 yields:
% 66.28/31.21  																																						| (407)  ~ (all_0_44_44 = e3)
% 66.28/31.21  																																						|
% 66.28/31.21  																																						| Equations (403) can reduce 191 to:
% 66.28/31.21  																																						| (269)  ~ (all_0_55_55 = e3)
% 66.28/31.21  																																						|
% 66.28/31.21  																																						| Simplifying 269 yields:
% 66.28/31.21  																																						| (270)  ~ (all_0_55_55 = e3)
% 66.28/31.21  																																						|
% 66.28/31.21  																																						| Equations (403) can reduce 440 to:
% 66.28/31.21  																																						| (277)  ~ (e4 = e3)
% 66.28/31.21  																																						|
% 66.28/31.21  																																						| Simplifying 277 yields:
% 66.28/31.21  																																						| (188)  ~ (e4 = e3)
% 66.28/31.21  																																						|
% 66.28/31.21  																																						| Equations (403) can reduce 457 to:
% 66.28/31.21  																																						| (213)  ~ (e3 = e1)
% 66.28/31.21  																																						|
% 66.28/31.21  																																						+-Applying beta-rule and splitting (22), into two cases.
% 66.28/31.21  																																						|-Branch one:
% 66.28/31.21  																																						| (268) all_0_54_54 = e3
% 66.28/31.21  																																						|
% 66.28/31.21  																																							| Combining equations (268,265) yields a new equation:
% 66.28/31.21  																																							| (425) e4 = e3
% 66.28/31.21  																																							|
% 66.28/31.21  																																							| Equations (425) can reduce 188 to:
% 66.28/31.21  																																							| (266) $false
% 66.28/31.21  																																							|
% 66.28/31.21  																																							|-The branch is then unsatisfiable
% 66.28/31.21  																																						|-Branch two:
% 66.28/31.21  																																						| (60427)  ~ (all_0_54_54 = e3)
% 66.28/31.22  																																						| (62553) all_0_55_55 = e3 | all_0_56_56 = e3 | all_0_58_58 = e3
% 66.28/31.22  																																						|
% 66.28/31.22  																																							+-Applying beta-rule and splitting (62553), into two cases.
% 66.28/31.22  																																							|-Branch one:
% 66.28/31.22  																																							| (2336) all_0_55_55 = e3
% 66.28/31.22  																																							|
% 66.28/31.22  																																								| Equations (2336) can reduce 270 to:
% 66.28/31.22  																																								| (266) $false
% 66.28/31.22  																																								|
% 66.28/31.22  																																								|-The branch is then unsatisfiable
% 66.28/31.22  																																							|-Branch two:
% 66.28/31.22  																																							| (270)  ~ (all_0_55_55 = e3)
% 66.28/31.22  																																							| (62557) all_0_56_56 = e3 | all_0_58_58 = e3
% 66.28/31.22  																																							|
% 66.28/31.22  																																								+-Applying beta-rule and splitting (395), into two cases.
% 66.28/31.22  																																								|-Branch one:
% 66.28/31.22  																																								| (794) all_0_41_41 = e0
% 66.28/31.22  																																								|
% 66.28/31.22  																																									| Combining equations (794,403) yields a new equation:
% 66.28/31.22  																																									| (676) e3 = e0
% 66.28/31.22  																																									|
% 66.28/31.22  																																									| Equations (676) can reduce 80 to:
% 66.28/31.22  																																									| (266) $false
% 66.28/31.22  																																									|
% 66.28/31.22  																																									|-The branch is then unsatisfiable
% 66.28/31.22  																																								|-Branch two:
% 66.28/31.22  																																								| (357)  ~ (all_0_41_41 = e0)
% 66.28/31.22  																																								| (895) all_0_46_46 = e0 | all_0_55_55 = e0
% 66.28/31.22  																																								|
% 66.28/31.22  																																									+-Applying beta-rule and splitting (62557), into two cases.
% 66.28/31.22  																																									|-Branch one:
% 66.28/31.22  																																									| (1097) all_0_56_56 = e3
% 66.28/31.22  																																									|
% 66.28/31.22  																																										| Equations (1097) can reduce 154 to:
% 66.28/31.22  																																										| (246)  ~ (all_0_39_39 = e3)
% 66.28/31.22  																																										|
% 66.28/31.22  																																										| Equations (1097) can reduce 236 to:
% 66.28/31.22  																																										| (405)  ~ (all_0_42_42 = e3)
% 66.28/31.22  																																										|
% 66.28/31.22  																																										| Equations (1097) can reduce 153 to:
% 66.28/31.22  																																										| (270)  ~ (all_0_55_55 = e3)
% 66.28/31.22  																																										|
% 66.28/31.22  																																										| From (1097) and (111) follows:
% 66.28/31.22  																																										| (65099) op(e0, e2) = e3
% 66.28/31.22  																																										|
% 66.28/31.22  																																										+-Applying beta-rule and splitting (125), into two cases.
% 66.28/31.22  																																										|-Branch one:
% 66.28/31.22  																																										| (858) all_0_55_55 = e0
% 66.28/31.22  																																										|
% 66.28/31.22  																																											| Equations (858) can reduce 763 to:
% 66.28/31.22  																																											| (401)  ~ (e4 = e0)
% 66.28/31.22  																																											|
% 66.28/31.22  																																											| Simplifying 401 yields:
% 66.28/31.22  																																											| (49)  ~ (e4 = e0)
% 66.28/31.22  																																											|
% 66.28/31.22  																																											| Equations (858) can reduce 270 to:
% 66.28/31.22  																																											| (541)  ~ (e3 = e0)
% 66.28/31.22  																																											|
% 66.28/31.22  																																											| Simplifying 541 yields:
% 66.28/31.22  																																											| (80)  ~ (e3 = e0)
% 66.28/31.22  																																											|
% 66.28/31.22  																																											| Equations (858) can reduce 632 to:
% 66.28/31.22  																																											| (435)  ~ (e1 = e0)
% 66.28/31.22  																																											|
% 66.28/31.22  																																											| Simplifying 435 yields:
% 66.28/31.22  																																											| (233)  ~ (e1 = e0)
% 66.28/31.22  																																											|
% 66.28/31.22  																																											| From (858) and (74) follows:
% 66.28/31.22  																																											| (752) op(e0, e3) = e0
% 66.28/31.22  																																											|
% 66.28/31.22  																																											+-Applying beta-rule and splitting (152), into two cases.
% 66.28/31.22  																																											|-Branch one:
% 66.28/31.22  																																											| (1392) all_0_42_42 = e4
% 66.28/31.22  																																											|
% 66.28/31.22  																																												+-Applying beta-rule and splitting (165), into two cases.
% 66.28/31.22  																																												|-Branch one:
% 66.28/31.22  																																												| (794) all_0_41_41 = e0
% 66.28/31.22  																																												|
% 66.28/31.22  																																													| Combining equations (794,403) yields a new equation:
% 66.28/31.22  																																													| (676) e3 = e0
% 66.28/31.22  																																													|
% 66.28/31.22  																																													| Equations (676) can reduce 80 to:
% 66.28/31.22  																																													| (266) $false
% 66.28/31.22  																																													|
% 66.28/31.22  																																													|-The branch is then unsatisfiable
% 66.28/31.22  																																												|-Branch two:
% 66.28/31.22  																																												| (357)  ~ (all_0_41_41 = e0)
% 66.28/31.22  																																												| (6761) all_0_42_42 = e0 | all_0_43_43 = e0 | all_0_44_44 = e0
% 66.28/31.22  																																												|
% 66.28/31.22  																																													+-Applying beta-rule and splitting (104), into two cases.
% 66.28/31.22  																																													|-Branch one:
% 66.28/31.22  																																													| (480) all_0_39_39 = e0
% 66.28/31.22  																																													|
% 66.28/31.22  																																														| Equations (480) can reduce 176 to:
% 66.28/31.22  																																														| (1400)  ~ (all_0_40_40 = e0)
% 66.28/31.22  																																														|
% 66.28/31.22  																																														| Simplifying 1400 yields:
% 66.28/31.22  																																														| (1401)  ~ (all_0_40_40 = e0)
% 66.28/31.22  																																														|
% 66.28/31.22  																																														| Equations (480) can reduce 294 to:
% 66.28/31.22  																																														| (365)  ~ (e2 = e0)
% 66.28/31.22  																																														|
% 66.28/31.22  																																														| Simplifying 365 yields:
% 66.28/31.22  																																														| (128)  ~ (e2 = e0)
% 66.28/31.22  																																														|
% 66.28/31.22  																																														| Equations (480) can reduce 151 to:
% 66.28/31.22  																																														| (435)  ~ (e1 = e0)
% 66.28/31.22  																																														|
% 66.28/31.22  																																														| Simplifying 435 yields:
% 66.28/31.22  																																														| (233)  ~ (e1 = e0)
% 66.28/31.22  																																														|
% 66.28/31.22  																																														| From (480) and (14) follows:
% 66.28/31.22  																																														| (4090) op(e4, e2) = e0
% 66.28/31.22  																																														|
% 66.28/31.22  																																														+-Applying beta-rule and splitting (75), into two cases.
% 66.28/31.22  																																														|-Branch one:
% 66.28/31.22  																																														| (485) all_0_40_40 = e0
% 66.28/31.22  																																														|
% 66.28/31.22  																																															| Equations (485) can reduce 1401 to:
% 66.28/31.22  																																															| (266) $false
% 66.28/31.22  																																															|
% 66.28/31.22  																																															|-The branch is then unsatisfiable
% 66.28/31.22  																																														|-Branch two:
% 66.28/31.22  																																														| (1401)  ~ (all_0_40_40 = e0)
% 66.28/31.22  																																														| (1748) all_0_44_44 = e0 | all_0_49_49 = e0 | all_0_58_58 = e0
% 66.28/31.22  																																														|
% 66.28/31.22  																																															+-Applying beta-rule and splitting (150), into two cases.
% 66.28/31.22  																																															|-Branch one:
% 66.28/31.22  																																															| (1378) all_0_40_40 = e4
% 66.28/31.22  																																															|
% 66.28/31.22  																																																| Equations (1378) can reduce 296 to:
% 66.28/31.22  																																																| (48)  ~ (e4 = e2)
% 66.28/31.22  																																																|
% 66.28/31.22  																																																+-Applying beta-rule and splitting (1748), into two cases.
% 66.28/31.22  																																																|-Branch one:
% 66.28/31.22  																																																| (1414) all_0_44_44 = e0
% 66.28/31.22  																																																|
% 66.28/31.22  																																																	| Equations (1414) can reduce 639 to:
% 66.28/31.22  																																																	| (435)  ~ (e1 = e0)
% 66.28/31.22  																																																	|
% 66.28/31.22  																																																	| Simplifying 435 yields:
% 66.28/31.22  																																																	| (233)  ~ (e1 = e0)
% 66.28/31.22  																																																	|
% 66.28/31.22  																																																	+-Applying beta-rule and splitting (56), into two cases.
% 66.28/31.22  																																																	|-Branch one:
% 66.28/31.22  																																																	| (696) unit = e2
% 66.28/31.22  																																																	|
% 66.28/31.22  																																																		| From (696) and (209) follows:
% 66.28/31.22  																																																		| (7585) op(e2, e0) = e0
% 66.28/31.22  																																																		|
% 66.28/31.22  																																																		| From (696) and (28) follows:
% 66.28/31.22  																																																		| (699) op(e1, e2) = e1
% 66.28/31.22  																																																		|
% 66.28/31.22  																																																		| Instantiating formula (29) with e2, e0, e0, e2 and discharging atoms op(e2, e0) = e2, op(e2, e0) = e0, yields:
% 66.28/31.22  																																																		| (330) e2 = e0
% 66.28/31.22  																																																		|
% 66.28/31.22  																																																		| Instantiating formula (29) with e1, e2, e1, e2 and discharging atoms op(e1, e2) = e2, op(e1, e2) = e1, yields:
% 66.28/31.22  																																																		| (617) e2 = e1
% 66.28/31.22  																																																		|
% 66.28/31.22  																																																		| Combining equations (617,330) yields a new equation:
% 66.28/31.22  																																																		| (546) e1 = e0
% 66.28/31.22  																																																		|
% 66.28/31.22  																																																		| Simplifying 546 yields:
% 66.28/31.22  																																																		| (431) e1 = e0
% 66.28/31.22  																																																		|
% 66.28/31.22  																																																		| Equations (431) can reduce 233 to:
% 66.28/31.22  																																																		| (266) $false
% 66.28/31.22  																																																		|
% 66.28/31.22  																																																		|-The branch is then unsatisfiable
% 66.28/31.22  																																																	|-Branch two:
% 66.28/31.22  																																																	| (707)  ~ (unit = e2)
% 66.28/31.22  																																																	| (708) unit = e4 | unit = e3 | unit = e1 | unit = e0
% 66.28/31.22  																																																	|
% 66.28/31.22  																																																		+-Applying beta-rule and splitting (708), into two cases.
% 66.28/31.22  																																																		|-Branch one:
% 66.28/31.22  																																																		| (709) unit = e4
% 66.28/31.22  																																																		|
% 66.28/31.22  																																																			| From (709) and (15) follows:
% 66.28/31.23  																																																			| (22188) op(e4, e2) = e2
% 66.28/31.23  																																																			|
% 66.28/31.23  																																																			| From (709) and (211) follows:
% 66.28/31.23  																																																			| (22527) op(e4, e1) = e1
% 66.28/31.23  																																																			|
% 66.28/31.23  																																																			| From (709) and (32) follows:
% 66.28/31.23  																																																			| (712) op(e2, e4) = e2
% 66.28/31.23  																																																			|
% 66.28/31.23  																																																			| Instantiating formula (29) with e4, e2, e2, e0 and discharging atoms op(e4, e2) = e2, op(e4, e2) = e0, yields:
% 66.28/31.23  																																																			| (330) e2 = e0
% 66.28/31.23  																																																			|
% 66.28/31.23  																																																			| Instantiating formula (29) with e4, e1, e1, e3 and discharging atoms op(e4, e1) = e3, op(e4, e1) = e1, yields:
% 66.28/31.23  																																																			| (455) e3 = e1
% 66.28/31.23  																																																			|
% 66.28/31.23  																																																			| Instantiating formula (29) with e2, e4, e2, e3 and discharging atoms op(e2, e4) = e3, op(e2, e4) = e2, yields:
% 66.28/31.23  																																																			| (662) e3 = e2
% 66.28/31.23  																																																			|
% 66.28/31.23  																																																			| Combining equations (455,662) yields a new equation:
% 66.28/31.23  																																																			| (617) e2 = e1
% 66.28/31.23  																																																			|
% 66.28/31.23  																																																			| Combining equations (617,330) yields a new equation:
% 66.28/31.23  																																																			| (546) e1 = e0
% 66.28/31.23  																																																			|
% 66.28/31.23  																																																			| Simplifying 546 yields:
% 66.28/31.23  																																																			| (431) e1 = e0
% 66.28/31.23  																																																			|
% 66.28/31.23  																																																			| Equations (431) can reduce 233 to:
% 66.28/31.23  																																																			| (266) $false
% 66.28/31.23  																																																			|
% 66.28/31.23  																																																			|-The branch is then unsatisfiable
% 66.28/31.23  																																																		|-Branch two:
% 66.28/31.23  																																																		| (724)  ~ (unit = e4)
% 66.28/31.23  																																																		| (725) unit = e3 | unit = e1 | unit = e0
% 66.28/31.23  																																																		|
% 66.28/31.23  																																																			+-Applying beta-rule and splitting (725), into two cases.
% 66.28/31.23  																																																			|-Branch one:
% 66.28/31.23  																																																			| (726) unit = e0
% 66.28/31.23  																																																			|
% 66.28/31.23  																																																				| From (726) and (24) follows:
% 66.28/31.23  																																																				| (2208) op(e0, e3) = e3
% 66.28/31.23  																																																				|
% 66.28/31.23  																																																				| From (726) and (28) follows:
% 66.28/31.23  																																																				| (2698) op(e1, e0) = e1
% 66.28/31.23  																																																				|
% 66.28/31.23  																																																				| Instantiating formula (29) with e1, e0, e1, e3 and discharging atoms op(e1, e0) = e3, op(e1, e0) = e1, yields:
% 66.28/31.23  																																																				| (455) e3 = e1
% 66.28/31.23  																																																				|
% 66.28/31.23  																																																				| Instantiating formula (29) with e0, e3, e3, e0 and discharging atoms op(e0, e3) = e3, op(e0, e3) = e0, yields:
% 66.28/31.23  																																																				| (676) e3 = e0
% 66.28/31.23  																																																				|
% 66.28/31.23  																																																				| Combining equations (676,455) yields a new equation:
% 66.28/31.23  																																																				| (431) e1 = e0
% 66.28/31.23  																																																				|
% 66.28/31.23  																																																				| Equations (431) can reduce 233 to:
% 66.28/31.23  																																																				| (266) $false
% 66.28/31.23  																																																				|
% 66.28/31.23  																																																				|-The branch is then unsatisfiable
% 66.28/31.23  																																																			|-Branch two:
% 66.28/31.23  																																																			| (734)  ~ (unit = e0)
% 66.28/31.23  																																																			| (735) unit = e3 | unit = e1
% 66.28/31.23  																																																			|
% 66.28/31.23  																																																				+-Applying beta-rule and splitting (735), into two cases.
% 66.28/31.23  																																																				|-Branch one:
% 66.28/31.23  																																																				| (736) unit = e1
% 66.28/31.23  																																																				|
% 66.28/31.23  																																																					| Equations (736) can reduce 734 to:
% 66.28/31.23  																																																					| (233)  ~ (e1 = e0)
% 66.28/31.23  																																																					|
% 66.28/31.23  																																																					| From (736) and (244) follows:
% 66.28/31.23  																																																					| (738) op(e1, e4) = e4
% 66.28/31.23  																																																					|
% 66.28/31.23  																																																					| From (736) and (24) follows:
% 66.28/31.23  																																																					| (1934) op(e1, e3) = e3
% 66.28/31.23  																																																					|
% 66.28/31.23  																																																					| From (736) and (227) follows:
% 66.28/31.23  																																																					| (739) op(e4, e1) = e4
% 66.28/31.23  																																																					|
% 66.28/31.23  																																																					| Instantiating formula (29) with e4, e1, e4, e3 and discharging atoms op(e4, e1) = e4, op(e4, e1) = e3, yields:
% 66.28/31.23  																																																					| (425) e4 = e3
% 66.28/31.23  																																																					|
% 66.28/31.23  																																																					| Instantiating formula (29) with e1, e4, e4, e0 and discharging atoms op(e1, e4) = e4, op(e1, e4) = e0, yields:
% 66.28/31.23  																																																					| (397) e4 = e0
% 66.28/31.23  																																																					|
% 66.28/31.23  																																																					| Instantiating formula (29) with e1, e3, e3, e1 and discharging atoms op(e1, e3) = e3, op(e1, e3) = e1, yields:
% 66.28/31.23  																																																					| (455) e3 = e1
% 66.28/31.23  																																																					|
% 66.28/31.23  																																																					| Combining equations (425,397) yields a new equation:
% 66.28/31.23  																																																					| (675) e3 = e0
% 66.28/31.23  																																																					|
% 66.28/31.23  																																																					| Simplifying 675 yields:
% 66.28/31.23  																																																					| (676) e3 = e0
% 66.28/31.23  																																																					|
% 66.28/31.23  																																																					| Combining equations (676,455) yields a new equation:
% 66.28/31.23  																																																					| (431) e1 = e0
% 66.28/31.23  																																																					|
% 66.28/31.23  																																																					| Equations (431) can reduce 233 to:
% 66.28/31.23  																																																					| (266) $false
% 66.28/31.23  																																																					|
% 66.28/31.23  																																																					|-The branch is then unsatisfiable
% 66.28/31.23  																																																				|-Branch two:
% 66.28/31.23  																																																				| (748)  ~ (unit = e1)
% 66.28/31.23  																																																				| (749) unit = e3
% 66.28/31.23  																																																				|
% 66.28/31.23  																																																					| From (749) and (32) follows:
% 66.28/31.23  																																																					| (5793) op(e2, e3) = e2
% 66.28/31.23  																																																					|
% 66.28/31.23  																																																					| Instantiating formula (29) with e2, e3, e2, e4 and discharging atoms op(e2, e3) = e4, op(e2, e3) = e2, yields:
% 66.28/31.23  																																																					| (323) e4 = e2
% 66.28/31.23  																																																					|
% 66.28/31.23  																																																					| Equations (323) can reduce 48 to:
% 66.28/31.23  																																																					| (266) $false
% 66.28/31.23  																																																					|
% 66.28/31.23  																																																					|-The branch is then unsatisfiable
% 66.28/31.23  																																																|-Branch two:
% 66.28/31.23  																																																| (360)  ~ (all_0_44_44 = e0)
% 66.28/31.23  																																																| (1760) all_0_49_49 = e0 | all_0_58_58 = e0
% 66.28/31.23  																																																|
% 66.28/31.23  																																																	+-Applying beta-rule and splitting (1760), into two cases.
% 66.28/31.23  																																																	|-Branch one:
% 66.28/31.23  																																																	| (978) all_0_49_49 = e0
% 66.28/31.23  																																																	|
% 66.28/31.23  																																																		| Combining equations (583,978) yields a new equation:
% 66.28/31.23  																																																		| (391) e2 = e0
% 66.28/31.23  																																																		|
% 66.28/31.23  																																																		| Simplifying 391 yields:
% 66.28/31.23  																																																		| (330) e2 = e0
% 66.28/31.23  																																																		|
% 66.28/31.23  																																																		| Equations (330) can reduce 128 to:
% 66.28/31.23  																																																		| (266) $false
% 66.28/31.23  																																																		|
% 66.28/31.23  																																																		|-The branch is then unsatisfiable
% 66.28/31.23  																																																	|-Branch two:
% 66.28/31.23  																																																	| (487)  ~ (all_0_49_49 = e0)
% 66.28/31.23  																																																	| (914) all_0_58_58 = e0
% 66.28/31.23  																																																	|
% 66.28/31.23  																																																		| Combining equations (918,914) yields a new equation:
% 66.28/31.23  																																																		| (546) e1 = e0
% 66.28/31.23  																																																		|
% 66.28/31.23  																																																		| Simplifying 546 yields:
% 66.28/31.23  																																																		| (431) e1 = e0
% 66.28/31.23  																																																		|
% 66.28/31.23  																																																		| Equations (431) can reduce 233 to:
% 66.28/31.23  																																																		| (266) $false
% 66.28/31.23  																																																		|
% 66.28/31.23  																																																		|-The branch is then unsatisfiable
% 66.28/31.23  																																															|-Branch two:
% 66.28/31.23  																																															| (447)  ~ (all_0_40_40 = e4)
% 66.28/31.23  																																															| (2271) all_0_44_44 = e4 | all_0_49_49 = e4 | all_0_53_53 = e4 | all_0_58_58 = e4
% 66.28/31.23  																																															|
% 66.28/31.23  																																																+-Applying beta-rule and splitting (316), into two cases.
% 66.28/31.23  																																																|-Branch one:
% 66.28/31.23  																																																| (1378) all_0_40_40 = e4
% 66.28/31.23  																																																|
% 66.28/31.23  																																																	| Equations (1378) can reduce 447 to:
% 66.28/31.23  																																																	| (266) $false
% 66.28/31.23  																																																	|
% 66.28/31.23  																																																	|-The branch is then unsatisfiable
% 66.28/31.23  																																																|-Branch two:
% 66.28/31.23  																																																| (447)  ~ (all_0_40_40 = e4)
% 66.28/31.23  																																																| (485) all_0_40_40 = e0
% 66.28/31.23  																																																|
% 66.28/31.23  																																																	| Equations (485) can reduce 1401 to:
% 66.28/31.23  																																																	| (266) $false
% 66.28/31.23  																																																	|
% 66.28/31.23  																																																	|-The branch is then unsatisfiable
% 66.28/31.23  																																													|-Branch two:
% 66.28/31.23  																																													| (484)  ~ (all_0_39_39 = e0)
% 66.28/31.23  																																													| (558) all_0_42_42 = e0 | all_0_47_47 = e0 | all_0_56_56 = e0
% 66.28/31.23  																																													|
% 66.28/31.23  																																														+-Applying beta-rule and splitting (6761), into two cases.
% 66.28/31.23  																																														|-Branch one:
% 66.28/31.23  																																														| (559) all_0_42_42 = e0
% 66.28/31.23  																																														|
% 66.28/31.23  																																															| Combining equations (559,1392) yields a new equation:
% 66.28/31.23  																																															| (397) e4 = e0
% 66.28/31.23  																																															|
% 66.28/31.23  																																															| Equations (397) can reduce 49 to:
% 66.28/31.23  																																															| (266) $false
% 66.28/31.23  																																															|
% 66.28/31.23  																																															|-The branch is then unsatisfiable
% 66.28/31.23  																																														|-Branch two:
% 66.28/31.23  																																														| (358)  ~ (all_0_42_42 = e0)
% 66.28/31.23  																																														| (6766) all_0_43_43 = e0 | all_0_44_44 = e0
% 66.28/31.23  																																														|
% 66.28/31.23  																																															| Equations (1392) can reduce 358 to:
% 66.28/31.23  																																															| (49)  ~ (e4 = e0)
% 66.28/31.23  																																															|
% 66.28/31.23  																																															+-Applying beta-rule and splitting (150), into two cases.
% 66.28/31.23  																																															|-Branch one:
% 66.28/31.23  																																															| (1378) all_0_40_40 = e4
% 66.28/31.23  																																															|
% 66.28/31.23  																																																+-Applying beta-rule and splitting (75), into two cases.
% 66.28/31.23  																																																|-Branch one:
% 66.28/31.23  																																																| (485) all_0_40_40 = e0
% 66.28/31.23  																																																|
% 66.28/31.23  																																																	| Combining equations (485,1378) yields a new equation:
% 66.28/31.23  																																																	| (397) e4 = e0
% 66.28/31.23  																																																	|
% 66.28/31.23  																																																	| Equations (397) can reduce 49 to:
% 66.28/31.23  																																																	| (266) $false
% 66.28/31.23  																																																	|
% 66.28/31.23  																																																	|-The branch is then unsatisfiable
% 66.28/31.23  																																																|-Branch two:
% 66.28/31.23  																																																| (1401)  ~ (all_0_40_40 = e0)
% 66.28/31.23  																																																| (1748) all_0_44_44 = e0 | all_0_49_49 = e0 | all_0_58_58 = e0
% 66.28/31.23  																																																|
% 66.28/31.23  																																																	| Equations (1378) can reduce 1401 to:
% 66.28/31.23  																																																	| (49)  ~ (e4 = e0)
% 66.28/31.23  																																																	|
% 66.28/31.23  																																																	+-Applying beta-rule and splitting (333), into two cases.
% 66.28/31.23  																																																	|-Branch one:
% 66.28/31.23  																																																	| (480) all_0_39_39 = e0
% 66.28/31.23  																																																	|
% 66.28/31.23  																																																		| Equations (480) can reduce 484 to:
% 66.28/31.23  																																																		| (266) $false
% 66.28/31.23  																																																		|
% 66.28/31.23  																																																		|-The branch is then unsatisfiable
% 66.28/31.23  																																																	|-Branch two:
% 66.28/31.23  																																																	| (484)  ~ (all_0_39_39 = e0)
% 66.28/31.23  																																																	| (485) all_0_40_40 = e0
% 66.28/31.23  																																																	|
% 66.28/31.23  																																																		| Combining equations (485,1378) yields a new equation:
% 66.28/31.23  																																																		| (397) e4 = e0
% 66.28/31.23  																																																		|
% 66.28/31.23  																																																		| Equations (397) can reduce 49 to:
% 66.28/31.23  																																																		| (266) $false
% 66.28/31.23  																																																		|
% 66.28/31.23  																																																		|-The branch is then unsatisfiable
% 66.28/31.23  																																															|-Branch two:
% 66.28/31.23  																																															| (447)  ~ (all_0_40_40 = e4)
% 66.28/31.23  																																															| (2271) all_0_44_44 = e4 | all_0_49_49 = e4 | all_0_53_53 = e4 | all_0_58_58 = e4
% 66.28/31.23  																																															|
% 66.28/31.23  																																																+-Applying beta-rule and splitting (6766), into two cases.
% 66.28/31.23  																																																|-Branch one:
% 66.28/31.23  																																																| (356) all_0_43_43 = e0
% 66.28/31.23  																																																|
% 66.28/31.23  																																																	| Combining equations (430,356) yields a new equation:
% 66.28/31.23  																																																	| (546) e1 = e0
% 66.28/31.23  																																																	|
% 66.28/31.23  																																																	| Simplifying 546 yields:
% 66.28/31.23  																																																	| (431) e1 = e0
% 66.28/31.23  																																																	|
% 66.28/31.23  																																																	| Equations (431) can reduce 233 to:
% 66.28/31.23  																																																	| (266) $false
% 66.28/31.23  																																																	|
% 66.28/31.23  																																																	|-The branch is then unsatisfiable
% 66.28/31.23  																																																|-Branch two:
% 66.28/31.23  																																																| (5470)  ~ (all_0_43_43 = e0)
% 66.28/31.23  																																																| (1414) all_0_44_44 = e0
% 66.28/31.23  																																																|
% 66.28/31.23  																																																	| Equations (1414) can reduce 143 to:
% 66.28/31.23  																																																	| (1401)  ~ (all_0_40_40 = e0)
% 66.28/31.23  																																																	|
% 66.28/31.23  																																																	+-Applying beta-rule and splitting (316), into two cases.
% 66.28/31.23  																																																	|-Branch one:
% 66.28/31.23  																																																	| (1378) all_0_40_40 = e4
% 66.28/31.23  																																																	|
% 66.28/31.23  																																																		| Equations (1378) can reduce 447 to:
% 66.28/31.23  																																																		| (266) $false
% 66.28/31.23  																																																		|
% 66.28/31.23  																																																		|-The branch is then unsatisfiable
% 66.28/31.23  																																																	|-Branch two:
% 66.28/31.23  																																																	| (447)  ~ (all_0_40_40 = e4)
% 66.28/31.23  																																																	| (485) all_0_40_40 = e0
% 66.28/31.23  																																																	|
% 66.28/31.23  																																																		| Equations (485) can reduce 1401 to:
% 66.28/31.23  																																																		| (266) $false
% 66.28/31.23  																																																		|
% 66.28/31.23  																																																		|-The branch is then unsatisfiable
% 66.28/31.23  																																											|-Branch two:
% 66.28/31.23  																																											| (1890)  ~ (all_0_42_42 = e4)
% 66.28/31.23  																																											| (1969) all_0_42_42 = e3 | all_0_42_42 = e1 | all_0_42_42 = e0
% 66.28/31.23  																																											|
% 66.28/31.23  																																												+-Applying beta-rule and splitting (164), into two cases.
% 66.28/31.23  																																												|-Branch one:
% 66.28/31.23  																																												| (471) all_0_39_39 = e4
% 66.28/31.23  																																												|
% 66.28/31.23  																																													| Equations (471) can reduce 176 to:
% 66.28/31.23  																																													| (7398)  ~ (all_0_40_40 = e4)
% 66.28/31.23  																																													|
% 66.28/31.23  																																													| Simplifying 7398 yields:
% 66.28/31.23  																																													| (447)  ~ (all_0_40_40 = e4)
% 66.28/31.23  																																													|
% 66.28/31.23  																																													| Equations (471) can reduce 246 to:
% 66.28/31.23  																																													| (188)  ~ (e4 = e3)
% 66.28/31.23  																																													|
% 66.28/31.23  																																													| Equations (471) can reduce 294 to:
% 66.28/31.23  																																													| (48)  ~ (e4 = e2)
% 66.28/31.23  																																													|
% 66.28/31.23  																																													| Equations (471) can reduce 151 to:
% 66.28/31.23  																																													| (110)  ~ (e4 = e1)
% 66.28/31.23  																																													|
% 66.28/31.23  																																													| From (471) and (14) follows:
% 66.28/31.23  																																													| (4284) op(e4, e2) = e4
% 66.28/31.23  																																													|
% 66.28/31.23  																																													+-Applying beta-rule and splitting (64), into two cases.
% 66.28/31.23  																																													|-Branch one:
% 66.28/31.23  																																													| (437) all_0_41_41 = e4
% 66.28/31.23  																																													|
% 66.28/31.23  																																														| Combining equations (437,403) yields a new equation:
% 66.28/31.23  																																														| (424) e4 = e3
% 66.28/31.23  																																														|
% 66.28/31.23  																																														| Simplifying 424 yields:
% 66.28/31.23  																																														| (425) e4 = e3
% 66.28/31.23  																																														|
% 66.28/31.23  																																														| Equations (425) can reduce 188 to:
% 66.28/31.23  																																														| (266) $false
% 66.28/31.23  																																														|
% 66.28/31.23  																																														|-The branch is then unsatisfiable
% 66.28/31.23  																																													|-Branch two:
% 66.28/31.23  																																													| (440)  ~ (all_0_41_41 = e4)
% 66.28/31.23  																																													| (441) all_0_42_42 = e4 | all_0_43_43 = e4 | all_0_44_44 = e4
% 66.28/31.23  																																													|
% 66.28/31.23  																																														| Equations (403) can reduce 440 to:
% 66.28/31.23  																																														| (277)  ~ (e4 = e3)
% 66.28/31.23  																																														|
% 66.28/31.23  																																														| Simplifying 277 yields:
% 66.28/31.23  																																														| (188)  ~ (e4 = e3)
% 66.28/31.23  																																														|
% 66.28/31.23  																																														+-Applying beta-rule and splitting (316), into two cases.
% 66.28/31.23  																																														|-Branch one:
% 66.28/31.23  																																														| (1378) all_0_40_40 = e4
% 66.28/31.23  																																														|
% 66.28/31.23  																																															| Equations (1378) can reduce 447 to:
% 66.28/31.23  																																															| (266) $false
% 66.28/31.23  																																															|
% 66.28/31.23  																																															|-The branch is then unsatisfiable
% 66.28/31.23  																																														|-Branch two:
% 66.28/31.23  																																														| (447)  ~ (all_0_40_40 = e4)
% 66.28/31.23  																																														| (485) all_0_40_40 = e0
% 66.28/31.23  																																														|
% 66.28/31.23  																																															| Equations (485) can reduce 143 to:
% 66.28/31.23  																																															| (359)  ~ (all_0_44_44 = e0)
% 66.28/31.23  																																															|
% 66.28/31.23  																																															| Simplifying 359 yields:
% 66.28/31.23  																																															| (360)  ~ (all_0_44_44 = e0)
% 66.28/31.23  																																															|
% 66.28/31.23  																																															| Equations (485) can reduce 447 to:
% 66.28/31.23  																																															| (401)  ~ (e4 = e0)
% 66.28/31.23  																																															|
% 66.28/31.23  																																															| Simplifying 401 yields:
% 66.28/31.23  																																															| (49)  ~ (e4 = e0)
% 66.28/31.23  																																															|
% 66.28/31.23  																																															| Equations (485) can reduce 2 to:
% 66.28/31.23  																																															| (541)  ~ (e3 = e0)
% 66.28/31.23  																																															|
% 66.28/31.23  																																															| Simplifying 541 yields:
% 66.28/31.23  																																															| (80)  ~ (e3 = e0)
% 66.28/31.23  																																															|
% 66.28/31.23  																																															| Equations (485) can reduce 132 to:
% 66.28/31.23  																																															| (435)  ~ (e1 = e0)
% 66.28/31.23  																																															|
% 66.28/31.23  																																															| Simplifying 435 yields:
% 66.28/31.23  																																															| (233)  ~ (e1 = e0)
% 66.28/31.23  																																															|
% 66.28/31.23  																																															| From (485) and (234) follows:
% 66.28/31.23  																																															| (3072) op(e4, e0) = e0
% 66.28/31.23  																																															|
% 66.28/31.23  																																															+-Applying beta-rule and splitting (165), into two cases.
% 66.28/31.23  																																															|-Branch one:
% 66.28/31.23  																																															| (794) all_0_41_41 = e0
% 66.28/31.23  																																															|
% 66.28/31.23  																																																| Combining equations (403,794) yields a new equation:
% 66.28/31.23  																																																| (675) e3 = e0
% 66.28/31.23  																																																|
% 66.28/31.23  																																																| Simplifying 675 yields:
% 66.28/31.23  																																																| (676) e3 = e0
% 66.28/31.23  																																																|
% 66.28/31.23  																																																| Equations (676) can reduce 80 to:
% 66.28/31.23  																																																| (266) $false
% 66.28/31.23  																																																|
% 66.28/31.23  																																																|-The branch is then unsatisfiable
% 66.28/31.23  																																															|-Branch two:
% 66.28/31.23  																																															| (357)  ~ (all_0_41_41 = e0)
% 66.28/31.23  																																															| (6761) all_0_42_42 = e0 | all_0_43_43 = e0 | all_0_44_44 = e0
% 66.28/31.23  																																															|
% 66.28/31.23  																																																+-Applying beta-rule and splitting (104), into two cases.
% 66.28/31.23  																																																|-Branch one:
% 66.28/31.23  																																																| (480) all_0_39_39 = e0
% 66.28/31.23  																																																|
% 66.28/31.23  																																																	| Combining equations (480,471) yields a new equation:
% 66.28/31.23  																																																	| (397) e4 = e0
% 66.28/31.23  																																																	|
% 66.28/31.23  																																																	| Equations (397) can reduce 49 to:
% 66.28/31.23  																																																	| (266) $false
% 66.28/31.23  																																																	|
% 66.28/31.23  																																																	|-The branch is then unsatisfiable
% 66.28/31.23  																																																|-Branch two:
% 66.28/31.23  																																																| (484)  ~ (all_0_39_39 = e0)
% 66.28/31.23  																																																| (558) all_0_42_42 = e0 | all_0_47_47 = e0 | all_0_56_56 = e0
% 66.28/31.23  																																																|
% 66.28/31.23  																																																	| Equations (471) can reduce 484 to:
% 66.28/31.23  																																																	| (49)  ~ (e4 = e0)
% 66.28/31.23  																																																	|
% 66.28/31.23  																																																	+-Applying beta-rule and splitting (26), into two cases.
% 66.28/31.23  																																																	|-Branch one:
% 66.28/31.23  																																																	| (446) all_0_44_44 = e4
% 66.28/31.23  																																																	|
% 66.28/31.23  																																																		| Equations (446) can reduce 360 to:
% 66.28/31.23  																																																		| (49)  ~ (e4 = e0)
% 66.28/31.23  																																																		|
% 66.28/31.23  																																																		| From (446) and (138) follows:
% 66.28/31.23  																																																		| (4646) op(e3, e0) = e4
% 66.28/31.23  																																																		|
% 66.28/31.23  																																																		+-Applying beta-rule and splitting (1969), into two cases.
% 66.28/31.23  																																																		|-Branch one:
% 66.28/31.23  																																																		| (559) all_0_42_42 = e0
% 66.28/31.23  																																																		|
% 66.28/31.23  																																																			| Equations (559) can reduce 51 to:
% 66.28/31.23  																																																			| (365)  ~ (e2 = e0)
% 66.28/31.23  																																																			|
% 66.28/31.23  																																																			| Simplifying 365 yields:
% 66.28/31.23  																																																			| (128)  ~ (e2 = e0)
% 66.28/31.23  																																																			|
% 66.28/31.23  																																																			| Equations (559) can reduce 1380 to:
% 66.28/31.23  																																																			| (435)  ~ (e1 = e0)
% 66.28/31.23  																																																			|
% 66.28/31.23  																																																			| Simplifying 435 yields:
% 66.28/31.23  																																																			| (233)  ~ (e1 = e0)
% 66.28/31.23  																																																			|
% 66.28/31.23  																																																			+-Applying beta-rule and splitting (56), into two cases.
% 66.28/31.23  																																																			|-Branch one:
% 66.28/31.23  																																																			| (696) unit = e2
% 66.28/31.23  																																																			|
% 66.28/31.23  																																																				| From (696) and (209) follows:
% 66.28/31.23  																																																				| (7585) op(e2, e0) = e0
% 66.28/31.23  																																																				|
% 66.28/31.23  																																																				| From (696) and (28) follows:
% 66.28/31.23  																																																				| (699) op(e1, e2) = e1
% 66.28/31.23  																																																				|
% 66.28/31.23  																																																				| Instantiating formula (29) with e2, e0, e0, e2 and discharging atoms op(e2, e0) = e2, op(e2, e0) = e0, yields:
% 66.28/31.23  																																																				| (330) e2 = e0
% 66.28/31.23  																																																				|
% 66.28/31.23  																																																				| Instantiating formula (29) with e1, e2, e1, e2 and discharging atoms op(e1, e2) = e2, op(e1, e2) = e1, yields:
% 66.28/31.23  																																																				| (617) e2 = e1
% 66.28/31.23  																																																				|
% 66.28/31.23  																																																				| Combining equations (617,330) yields a new equation:
% 66.28/31.23  																																																				| (546) e1 = e0
% 66.28/31.23  																																																				|
% 66.28/31.23  																																																				| Simplifying 546 yields:
% 66.28/31.23  																																																				| (431) e1 = e0
% 66.28/31.23  																																																				|
% 66.28/31.23  																																																				| Equations (431) can reduce 233 to:
% 66.28/31.23  																																																				| (266) $false
% 66.28/31.23  																																																				|
% 66.28/31.23  																																																				|-The branch is then unsatisfiable
% 66.28/31.23  																																																			|-Branch two:
% 66.28/31.23  																																																			| (707)  ~ (unit = e2)
% 66.28/31.23  																																																			| (708) unit = e4 | unit = e3 | unit = e1 | unit = e0
% 66.28/31.23  																																																			|
% 66.28/31.23  																																																				+-Applying beta-rule and splitting (708), into two cases.
% 66.28/31.23  																																																				|-Branch one:
% 66.28/31.23  																																																				| (709) unit = e4
% 66.28/31.23  																																																				|
% 66.28/31.23  																																																					| From (709) and (15) follows:
% 66.28/31.24  																																																					| (22188) op(e4, e2) = e2
% 66.28/31.24  																																																					|
% 66.28/31.24  																																																					| From (709) and (211) follows:
% 66.28/31.24  																																																					| (22527) op(e4, e1) = e1
% 66.28/31.24  																																																					|
% 66.28/31.24  																																																					| From (709) and (32) follows:
% 66.28/31.24  																																																					| (712) op(e2, e4) = e2
% 66.28/31.24  																																																					|
% 66.28/31.24  																																																					| From (709) and (42) follows:
% 66.28/31.24  																																																					| (713) op(e0, e4) = e0
% 66.28/31.24  																																																					|
% 66.28/31.24  																																																					| Instantiating formula (29) with e4, e2, e2, e4 and discharging atoms op(e4, e2) = e4, op(e4, e2) = e2, yields:
% 66.28/31.24  																																																					| (323) e4 = e2
% 66.28/31.24  																																																					|
% 66.28/31.24  																																																					| Instantiating formula (29) with e4, e1, e1, e3 and discharging atoms op(e4, e1) = e3, op(e4, e1) = e1, yields:
% 66.28/31.24  																																																					| (455) e3 = e1
% 66.28/31.24  																																																					|
% 66.28/31.24  																																																					| Instantiating formula (29) with e2, e4, e2, e3 and discharging atoms op(e2, e4) = e3, op(e2, e4) = e2, yields:
% 66.28/31.24  																																																					| (662) e3 = e2
% 66.28/31.24  																																																					|
% 66.28/31.24  																																																					| Instantiating formula (29) with e0, e4, e0, e4 and discharging atoms op(e0, e4) = e4, op(e0, e4) = e0, yields:
% 66.28/31.24  																																																					| (397) e4 = e0
% 66.28/31.24  																																																					|
% 66.28/31.24  																																																					| Combining equations (323,397) yields a new equation:
% 66.28/31.24  																																																					| (391) e2 = e0
% 66.28/31.24  																																																					|
% 66.28/31.24  																																																					| Simplifying 391 yields:
% 66.28/31.24  																																																					| (330) e2 = e0
% 66.28/31.24  																																																					|
% 66.28/31.24  																																																					| Combining equations (455,662) yields a new equation:
% 66.28/31.24  																																																					| (617) e2 = e1
% 66.28/31.24  																																																					|
% 66.28/31.24  																																																					| Combining equations (617,330) yields a new equation:
% 66.28/31.24  																																																					| (546) e1 = e0
% 66.28/31.24  																																																					|
% 66.28/31.24  																																																					| Simplifying 546 yields:
% 66.28/31.24  																																																					| (431) e1 = e0
% 66.28/31.24  																																																					|
% 66.28/31.24  																																																					| Equations (431) can reduce 233 to:
% 66.28/31.24  																																																					| (266) $false
% 66.28/31.24  																																																					|
% 66.28/31.24  																																																					|-The branch is then unsatisfiable
% 66.28/31.24  																																																				|-Branch two:
% 66.28/31.24  																																																				| (724)  ~ (unit = e4)
% 66.28/31.24  																																																				| (725) unit = e3 | unit = e1 | unit = e0
% 66.28/31.24  																																																				|
% 66.28/31.24  																																																					+-Applying beta-rule and splitting (725), into two cases.
% 66.28/31.24  																																																					|-Branch one:
% 66.28/31.24  																																																					| (726) unit = e0
% 66.28/31.24  																																																					|
% 66.28/31.24  																																																						| From (726) and (15) follows:
% 66.28/31.24  																																																						| (1508) op(e0, e2) = e2
% 66.28/31.24  																																																						|
% 66.28/31.24  																																																						| From (726) and (211) follows:
% 66.28/31.24  																																																						| (15180) op(e0, e1) = e1
% 66.28/31.24  																																																						|
% 66.28/31.24  																																																						| From (726) and (227) follows:
% 66.28/31.24  																																																						| (3205) op(e4, e0) = e4
% 66.28/31.24  																																																						|
% 66.28/31.24  																																																						| From (726) and (40) follows:
% 66.28/31.24  																																																						| (1639) op(e3, e0) = e3
% 66.28/31.24  																																																						|
% 66.28/31.24  																																																						| Instantiating formula (29) with e4, e0, e4, e0 and discharging atoms op(e4, e0) = e4, op(e4, e0) = e0, yields:
% 66.28/31.24  																																																						| (397) e4 = e0
% 66.28/31.24  																																																						|
% 66.28/31.24  																																																						| Instantiating formula (29) with e3, e0, e3, e4 and discharging atoms op(e3, e0) = e4, op(e3, e0) = e3, yields:
% 66.28/31.24  																																																						| (425) e4 = e3
% 66.28/31.24  																																																						|
% 66.28/31.24  																																																						| Instantiating formula (29) with e0, e2, e2, e3 and discharging atoms op(e0, e2) = e3, op(e0, e2) = e2, yields:
% 66.28/31.24  																																																						| (662) e3 = e2
% 66.28/31.24  																																																						|
% 66.28/31.24  																																																						| Instantiating formula (29) with e0, e1, e1, e2 and discharging atoms op(e0, e1) = e2, op(e0, e1) = e1, yields:
% 66.28/31.24  																																																						| (617) e2 = e1
% 66.28/31.24  																																																						|
% 66.28/31.24  																																																						| Combining equations (397,425) yields a new equation:
% 66.28/31.24  																																																						| (676) e3 = e0
% 66.28/31.24  																																																						|
% 66.28/31.24  																																																						| Combining equations (662,676) yields a new equation:
% 66.28/31.24  																																																						| (391) e2 = e0
% 66.28/31.24  																																																						|
% 66.28/31.24  																																																						| Simplifying 391 yields:
% 66.28/31.24  																																																						| (330) e2 = e0
% 66.28/31.24  																																																						|
% 66.28/31.24  																																																						| Combining equations (330,617) yields a new equation:
% 66.28/31.24  																																																						| (431) e1 = e0
% 66.28/31.24  																																																						|
% 66.28/31.24  																																																						| Equations (431) can reduce 233 to:
% 66.28/31.24  																																																						| (266) $false
% 66.28/31.24  																																																						|
% 66.28/31.24  																																																						|-The branch is then unsatisfiable
% 66.28/31.24  																																																					|-Branch two:
% 66.28/31.24  																																																					| (734)  ~ (unit = e0)
% 66.28/31.24  																																																					| (735) unit = e3 | unit = e1
% 66.28/31.24  																																																					|
% 66.28/31.24  																																																						+-Applying beta-rule and splitting (735), into two cases.
% 66.28/31.24  																																																						|-Branch one:
% 66.28/31.24  																																																						| (736) unit = e1
% 66.28/31.24  																																																						|
% 66.28/31.24  																																																							| Equations (736) can reduce 734 to:
% 66.28/31.24  																																																							| (233)  ~ (e1 = e0)
% 66.28/31.24  																																																							|
% 66.28/31.24  																																																							| From (736) and (244) follows:
% 66.28/31.24  																																																							| (738) op(e1, e4) = e4
% 66.28/31.24  																																																							|
% 66.28/31.24  																																																							| From (736) and (24) follows:
% 66.28/31.24  																																																							| (1934) op(e1, e3) = e3
% 66.28/31.24  																																																							|
% 66.28/31.24  																																																							| From (736) and (227) follows:
% 66.28/31.24  																																																							| (739) op(e4, e1) = e4
% 66.28/31.24  																																																							|
% 66.28/31.24  																																																							| Instantiating formula (29) with e4, e1, e4, e3 and discharging atoms op(e4, e1) = e4, op(e4, e1) = e3, yields:
% 66.28/31.24  																																																							| (425) e4 = e3
% 66.28/31.24  																																																							|
% 66.28/31.24  																																																							| Instantiating formula (29) with e1, e4, e4, e0 and discharging atoms op(e1, e4) = e4, op(e1, e4) = e0, yields:
% 66.28/31.24  																																																							| (397) e4 = e0
% 66.28/31.24  																																																							|
% 66.28/31.24  																																																							| Instantiating formula (29) with e1, e3, e3, e1 and discharging atoms op(e1, e3) = e3, op(e1, e3) = e1, yields:
% 66.28/31.24  																																																							| (455) e3 = e1
% 66.28/31.24  																																																							|
% 66.28/31.24  																																																							| Combining equations (425,397) yields a new equation:
% 66.28/31.24  																																																							| (675) e3 = e0
% 66.28/31.24  																																																							|
% 66.28/31.24  																																																							| Simplifying 675 yields:
% 66.28/31.24  																																																							| (676) e3 = e0
% 66.28/31.24  																																																							|
% 66.28/31.24  																																																							| Combining equations (676,455) yields a new equation:
% 66.28/31.24  																																																							| (431) e1 = e0
% 66.28/31.24  																																																							|
% 66.28/31.24  																																																							| Equations (431) can reduce 233 to:
% 66.28/31.24  																																																							| (266) $false
% 66.28/31.24  																																																							|
% 66.28/31.24  																																																							|-The branch is then unsatisfiable
% 66.28/31.24  																																																						|-Branch two:
% 66.28/31.24  																																																						| (748)  ~ (unit = e1)
% 66.28/31.24  																																																						| (749) unit = e3
% 66.28/31.24  																																																						|
% 66.28/31.24  																																																							| From (749) and (209) follows:
% 66.28/31.24  																																																							| (1667) op(e3, e0) = e0
% 66.28/31.24  																																																							|
% 66.28/31.24  																																																							| From (749) and (32) follows:
% 66.28/31.24  																																																							| (5793) op(e2, e3) = e2
% 66.28/31.24  																																																							|
% 66.28/31.24  																																																							| Instantiating formula (29) with e3, e0, e0, e4 and discharging atoms op(e3, e0) = e4, op(e3, e0) = e0, yields:
% 66.28/31.24  																																																							| (397) e4 = e0
% 66.28/31.24  																																																							|
% 66.28/31.24  																																																							| Instantiating formula (29) with e2, e3, e2, e4 and discharging atoms op(e2, e3) = e4, op(e2, e3) = e2, yields:
% 66.28/31.24  																																																							| (323) e4 = e2
% 66.28/31.24  																																																							|
% 66.28/31.24  																																																							| Combining equations (323,397) yields a new equation:
% 66.28/31.24  																																																							| (391) e2 = e0
% 66.28/31.24  																																																							|
% 66.28/31.24  																																																							| Simplifying 391 yields:
% 66.28/31.24  																																																							| (330) e2 = e0
% 66.28/31.24  																																																							|
% 66.28/31.24  																																																							| Equations (330) can reduce 128 to:
% 66.28/31.24  																																																							| (266) $false
% 66.28/31.24  																																																							|
% 66.28/31.24  																																																							|-The branch is then unsatisfiable
% 66.28/31.24  																																																		|-Branch two:
% 66.28/31.24  																																																		| (358)  ~ (all_0_42_42 = e0)
% 66.28/31.24  																																																		| (2510) all_0_42_42 = e3 | all_0_42_42 = e1
% 66.28/31.24  																																																		|
% 66.28/31.24  																																																			+-Applying beta-rule and splitting (6761), into two cases.
% 66.28/31.24  																																																			|-Branch one:
% 66.28/31.24  																																																			| (559) all_0_42_42 = e0
% 66.28/31.24  																																																			|
% 66.28/31.24  																																																				| Equations (559) can reduce 358 to:
% 66.28/31.24  																																																				| (266) $false
% 66.28/31.24  																																																				|
% 66.28/31.24  																																																				|-The branch is then unsatisfiable
% 66.28/31.24  																																																			|-Branch two:
% 66.28/31.24  																																																			| (358)  ~ (all_0_42_42 = e0)
% 66.28/31.24  																																																			| (6766) all_0_43_43 = e0 | all_0_44_44 = e0
% 66.28/31.24  																																																			|
% 66.28/31.24  																																																				+-Applying beta-rule and splitting (6766), into two cases.
% 66.28/31.24  																																																				|-Branch one:
% 66.28/31.24  																																																				| (356) all_0_43_43 = e0
% 66.28/31.24  																																																				|
% 66.28/31.24  																																																					| Combining equations (356,430) yields a new equation:
% 66.28/31.24  																																																					| (431) e1 = e0
% 66.28/31.24  																																																					|
% 66.28/31.24  																																																					| Equations (431) can reduce 233 to:
% 66.28/31.24  																																																					| (266) $false
% 66.28/31.24  																																																					|
% 66.28/31.24  																																																					|-The branch is then unsatisfiable
% 66.28/31.24  																																																				|-Branch two:
% 66.28/31.24  																																																				| (5470)  ~ (all_0_43_43 = e0)
% 66.28/31.24  																																																				| (1414) all_0_44_44 = e0
% 66.28/31.24  																																																				|
% 66.28/31.24  																																																					| Combining equations (1414,446) yields a new equation:
% 66.28/31.24  																																																					| (397) e4 = e0
% 66.28/31.24  																																																					|
% 66.28/31.24  																																																					| Equations (397) can reduce 49 to:
% 66.28/31.24  																																																					| (266) $false
% 66.28/31.24  																																																					|
% 66.28/31.24  																																																					|-The branch is then unsatisfiable
% 66.28/31.24  																																																	|-Branch two:
% 66.28/31.24  																																																	| (1390)  ~ (all_0_44_44 = e4)
% 66.28/31.24  																																																	| (1391) all_0_44_44 = e3 | all_0_44_44 = e1 | all_0_44_44 = e0
% 66.28/31.24  																																																	|
% 66.28/31.24  																																																		+-Applying beta-rule and splitting (150), into two cases.
% 66.28/31.24  																																																		|-Branch one:
% 66.28/31.24  																																																		| (1378) all_0_40_40 = e4
% 66.28/31.24  																																																		|
% 66.28/31.24  																																																			| Combining equations (1378,485) yields a new equation:
% 66.28/31.24  																																																			| (481) e4 = e0
% 66.28/31.24  																																																			|
% 66.28/31.24  																																																			| Simplifying 481 yields:
% 66.28/31.24  																																																			| (397) e4 = e0
% 66.28/31.24  																																																			|
% 66.28/31.24  																																																			| Equations (397) can reduce 49 to:
% 66.28/31.24  																																																			| (266) $false
% 66.28/31.24  																																																			|
% 66.28/31.24  																																																			|-The branch is then unsatisfiable
% 66.28/31.24  																																																		|-Branch two:
% 66.28/31.24  																																																		| (447)  ~ (all_0_40_40 = e4)
% 66.28/31.24  																																																		| (2271) all_0_44_44 = e4 | all_0_49_49 = e4 | all_0_53_53 = e4 | all_0_58_58 = e4
% 66.28/31.24  																																																		|
% 66.28/31.24  																																																			+-Applying beta-rule and splitting (2271), into two cases.
% 66.28/31.24  																																																			|-Branch one:
% 66.28/31.24  																																																			| (446) all_0_44_44 = e4
% 66.28/31.24  																																																			|
% 66.28/31.24  																																																				| Equations (446) can reduce 1390 to:
% 66.28/31.24  																																																				| (266) $false
% 66.28/31.24  																																																				|
% 66.28/31.24  																																																				|-The branch is then unsatisfiable
% 66.28/31.24  																																																			|-Branch two:
% 66.28/31.24  																																																			| (1390)  ~ (all_0_44_44 = e4)
% 66.28/31.24  																																																			| (7998) all_0_49_49 = e4 | all_0_53_53 = e4 | all_0_58_58 = e4
% 66.28/31.24  																																																			|
% 66.28/31.24  																																																				+-Applying beta-rule and splitting (7998), into two cases.
% 66.28/31.24  																																																				|-Branch one:
% 66.28/31.24  																																																				| (974) all_0_49_49 = e4
% 66.28/31.24  																																																				|
% 66.28/31.24  																																																					| Combining equations (583,974) yields a new equation:
% 66.28/31.24  																																																					| (323) e4 = e2
% 66.28/31.24  																																																					|
% 66.28/31.24  																																																					| Equations (323) can reduce 48 to:
% 66.28/31.24  																																																					| (266) $false
% 66.28/31.24  																																																					|
% 66.28/31.24  																																																					|-The branch is then unsatisfiable
% 66.28/31.24  																																																				|-Branch two:
% 66.28/31.24  																																																				| (256)  ~ (all_0_49_49 = e4)
% 66.28/31.24  																																																				| (8013) all_0_53_53 = e4 | all_0_58_58 = e4
% 66.28/31.24  																																																				|
% 66.28/31.24  																																																					+-Applying beta-rule and splitting (8013), into two cases.
% 66.28/31.24  																																																					|-Branch one:
% 66.28/31.24  																																																					| (1298) all_0_53_53 = e4
% 66.28/31.24  																																																					|
% 66.28/31.24  																																																						| Combining equations (1298,665) yields a new equation:
% 66.28/31.24  																																																						| (424) e4 = e3
% 66.28/31.24  																																																						|
% 66.28/31.24  																																																						| Simplifying 424 yields:
% 66.28/31.24  																																																						| (425) e4 = e3
% 66.28/31.24  																																																						|
% 66.28/31.24  																																																						| Equations (425) can reduce 188 to:
% 66.28/31.24  																																																						| (266) $false
% 66.28/31.24  																																																						|
% 66.28/31.24  																																																						|-The branch is then unsatisfiable
% 66.28/31.24  																																																					|-Branch two:
% 66.28/31.24  																																																					| (1453)  ~ (all_0_53_53 = e4)
% 66.28/31.24  																																																					| (910) all_0_58_58 = e4
% 66.28/31.24  																																																					|
% 66.28/31.24  																																																						| Combining equations (918,910) yields a new equation:
% 66.28/31.24  																																																						| (630) e4 = e1
% 66.28/31.24  																																																						|
% 66.28/31.24  																																																						| Equations (630) can reduce 110 to:
% 66.28/31.24  																																																						| (266) $false
% 66.28/31.24  																																																						|
% 66.28/31.24  																																																						|-The branch is then unsatisfiable
% 66.32/31.24  																																												|-Branch two:
% 66.32/31.24  																																												| (1377)  ~ (all_0_39_39 = e4)
% 66.32/31.24  																																												| (2115) all_0_42_42 = e4 | all_0_47_47 = e4 | all_0_51_51 = e4 | all_0_56_56 = e4
% 66.32/31.24  																																												|
% 66.32/31.24  																																													+-Applying beta-rule and splitting (326), into two cases.
% 66.32/31.24  																																													|-Branch one:
% 66.32/31.24  																																													| (471) all_0_39_39 = e4
% 66.32/31.24  																																													|
% 66.32/31.24  																																														| Equations (471) can reduce 1377 to:
% 66.32/31.24  																																														| (266) $false
% 66.32/31.24  																																														|
% 66.32/31.24  																																														|-The branch is then unsatisfiable
% 66.32/31.24  																																													|-Branch two:
% 66.32/31.24  																																													| (1377)  ~ (all_0_39_39 = e4)
% 66.32/31.24  																																													| (1378) all_0_40_40 = e4
% 66.32/31.24  																																													|
% 66.32/31.24  																																														| Equations (1378) can reduce 143 to:
% 66.32/31.24  																																														| (1903)  ~ (all_0_44_44 = e4)
% 66.32/31.24  																																														|
% 66.32/31.24  																																														| Simplifying 1903 yields:
% 66.32/31.24  																																														| (1390)  ~ (all_0_44_44 = e4)
% 66.32/31.24  																																														|
% 66.32/31.24  																																														+-Applying beta-rule and splitting (26), into two cases.
% 66.32/31.24  																																														|-Branch one:
% 66.32/31.24  																																														| (446) all_0_44_44 = e4
% 66.32/31.24  																																														|
% 66.32/31.24  																																															| Equations (446) can reduce 1390 to:
% 66.32/31.24  																																															| (266) $false
% 66.32/31.24  																																															|
% 66.32/31.24  																																															|-The branch is then unsatisfiable
% 66.32/31.24  																																														|-Branch two:
% 66.32/31.24  																																														| (1390)  ~ (all_0_44_44 = e4)
% 66.32/31.24  																																														| (1391) all_0_44_44 = e3 | all_0_44_44 = e1 | all_0_44_44 = e0
% 66.32/31.24  																																														|
% 66.32/31.24  																																															+-Applying beta-rule and splitting (1391), into two cases.
% 66.32/31.24  																																															|-Branch one:
% 66.32/31.24  																																															| (1414) all_0_44_44 = e0
% 66.32/31.24  																																															|
% 66.32/31.24  																																																| Equations (1414) can reduce 73 to:
% 66.32/31.24  																																																| (358)  ~ (all_0_42_42 = e0)
% 66.32/31.24  																																																|
% 66.32/31.24  																																																+-Applying beta-rule and splitting (1969), into two cases.
% 66.32/31.24  																																																|-Branch one:
% 66.32/31.24  																																																| (559) all_0_42_42 = e0
% 66.32/31.24  																																																|
% 66.32/31.24  																																																	| Equations (559) can reduce 358 to:
% 66.32/31.24  																																																	| (266) $false
% 66.32/31.24  																																																	|
% 66.32/31.24  																																																	|-The branch is then unsatisfiable
% 66.32/31.24  																																																|-Branch two:
% 66.32/31.24  																																																| (358)  ~ (all_0_42_42 = e0)
% 66.32/31.24  																																																| (2510) all_0_42_42 = e3 | all_0_42_42 = e1
% 66.32/31.24  																																																|
% 66.32/31.24  																																																	+-Applying beta-rule and splitting (2510), into two cases.
% 66.32/31.24  																																																	|-Branch one:
% 66.32/31.24  																																																	| (459) all_0_42_42 = e1
% 66.32/31.24  																																																	|
% 66.32/31.24  																																																		| Equations (459) can reduce 1380 to:
% 66.32/31.24  																																																		| (266) $false
% 66.32/31.24  																																																		|
% 66.32/31.24  																																																		|-The branch is then unsatisfiable
% 66.32/31.24  																																																	|-Branch two:
% 66.32/31.24  																																																	| (1380)  ~ (all_0_42_42 = e1)
% 66.32/31.24  																																																	| (516) all_0_42_42 = e3
% 66.32/31.24  																																																	|
% 66.32/31.24  																																																		| Equations (516) can reduce 405 to:
% 66.32/31.24  																																																		| (266) $false
% 66.32/31.24  																																																		|
% 66.32/31.24  																																																		|-The branch is then unsatisfiable
% 66.32/31.24  																																															|-Branch two:
% 66.32/31.24  																																															| (360)  ~ (all_0_44_44 = e0)
% 66.32/31.24  																																															| (1417) all_0_44_44 = e3 | all_0_44_44 = e1
% 66.32/31.24  																																															|
% 66.32/31.24  																																																+-Applying beta-rule and splitting (1417), into two cases.
% 66.32/31.24  																																																|-Branch one:
% 66.32/31.24  																																																| (635) all_0_44_44 = e1
% 66.32/31.24  																																																|
% 66.32/31.24  																																																	| Equations (635) can reduce 639 to:
% 66.32/31.24  																																																	| (266) $false
% 66.32/31.24  																																																	|
% 66.32/31.24  																																																	|-The branch is then unsatisfiable
% 66.32/31.24  																																																|-Branch two:
% 66.32/31.24  																																																| (639)  ~ (all_0_44_44 = e1)
% 66.32/31.24  																																																| (532) all_0_44_44 = e3
% 66.32/31.24  																																																|
% 66.32/31.24  																																																	| Equations (532) can reduce 407 to:
% 66.32/31.24  																																																	| (266) $false
% 66.32/31.24  																																																	|
% 66.32/31.24  																																																	|-The branch is then unsatisfiable
% 66.32/31.24  																																										|-Branch two:
% 66.32/31.24  																																										| (803)  ~ (all_0_55_55 = e0)
% 66.32/31.24  																																										| (863) all_0_56_56 = e0 | all_0_57_57 = e0 | all_0_58_58 = e0
% 66.32/31.24  																																										|
% 66.32/31.24  																																											+-Applying beta-rule and splitting (174), into two cases.
% 66.32/31.24  																																											|-Branch one:
% 66.32/31.24  																																											| (386) all_0_55_55 = e2
% 66.32/31.24  																																											|
% 66.32/31.24  																																												| Equations (386) can reduce 304 to:
% 66.32/31.24  																																												| (266) $false
% 66.32/31.24  																																												|
% 66.32/31.24  																																												|-The branch is then unsatisfiable
% 66.32/31.24  																																											|-Branch two:
% 66.32/31.24  																																											| (304)  ~ (all_0_55_55 = e2)
% 66.32/31.24  																																											| (2051) all_0_55_55 = e4 | all_0_55_55 = e3 | all_0_55_55 = e1 | all_0_55_55 = e0
% 66.32/31.24  																																											|
% 66.32/31.24  																																												+-Applying beta-rule and splitting (2051), into two cases.
% 66.32/31.24  																																												|-Branch one:
% 66.32/31.24  																																												| (587) all_0_55_55 = e4
% 66.32/31.24  																																												|
% 66.32/31.24  																																													| Equations (587) can reduce 763 to:
% 66.32/31.24  																																													| (266) $false
% 66.32/31.24  																																													|
% 66.32/31.24  																																													|-The branch is then unsatisfiable
% 66.32/31.24  																																												|-Branch two:
% 66.32/31.24  																																												| (763)  ~ (all_0_55_55 = e4)
% 66.32/31.25  																																												| (2055) all_0_55_55 = e3 | all_0_55_55 = e1 | all_0_55_55 = e0
% 66.32/31.25  																																												|
% 66.32/31.25  																																													+-Applying beta-rule and splitting (2055), into two cases.
% 66.32/31.25  																																													|-Branch one:
% 66.32/31.25  																																													| (858) all_0_55_55 = e0
% 66.32/31.25  																																													|
% 66.32/31.25  																																														| Equations (858) can reduce 803 to:
% 66.32/31.25  																																														| (266) $false
% 66.32/31.25  																																														|
% 66.32/31.25  																																														|-The branch is then unsatisfiable
% 66.32/31.25  																																													|-Branch two:
% 66.32/31.25  																																													| (803)  ~ (all_0_55_55 = e0)
% 66.32/31.25  																																													| (2315) all_0_55_55 = e3 | all_0_55_55 = e1
% 66.32/31.25  																																													|
% 66.32/31.25  																																														+-Applying beta-rule and splitting (895), into two cases.
% 66.32/31.25  																																														|-Branch one:
% 66.32/31.25  																																														| (538) all_0_46_46 = e0
% 66.32/31.25  																																														|
% 66.32/31.25  																																															| Combining equations (538,770) yields a new equation:
% 66.32/31.25  																																															| (397) e4 = e0
% 66.32/31.25  																																															|
% 66.32/31.25  																																															| Equations (397) can reduce 49 to:
% 66.32/31.25  																																															| (266) $false
% 66.32/31.25  																																															|
% 66.32/31.25  																																															|-The branch is then unsatisfiable
% 66.32/31.25  																																														|-Branch two:
% 66.32/31.25  																																														| (831)  ~ (all_0_46_46 = e0)
% 66.32/31.25  																																														| (858) all_0_55_55 = e0
% 66.32/31.25  																																														|
% 66.32/31.25  																																															| Equations (858) can reduce 803 to:
% 66.32/31.25  																																															| (266) $false
% 66.32/31.25  																																															|
% 66.32/31.25  																																															|-The branch is then unsatisfiable
% 66.32/31.25  																																									|-Branch two:
% 66.32/31.25  																																									| (272)  ~ (all_0_56_56 = e3)
% 66.32/31.25  																																									| (795) all_0_58_58 = e3
% 66.32/31.25  																																									|
% 66.32/31.25  																																										| Combining equations (918,795) yields a new equation:
% 66.32/31.25  																																										| (455) e3 = e1
% 66.32/31.25  																																										|
% 66.32/31.25  																																										| Equations (455) can reduce 213 to:
% 66.32/31.25  																																										| (266) $false
% 66.32/31.25  																																										|
% 66.32/31.25  																																										|-The branch is then unsatisfiable
% 66.32/31.25  																																					|-Branch two:
% 66.32/31.25  																																					| (1898)  ~ (all_0_41_41 = e3)
% 66.32/31.25  																																					| (1899) all_0_42_42 = e3 | all_0_44_44 = e3
% 66.32/31.25  																																					|
% 66.32/31.25  																																						+-Applying beta-rule and splitting (144), into two cases.
% 66.32/31.25  																																						|-Branch one:
% 66.32/31.25  																																						| (403) all_0_41_41 = e3
% 66.32/31.25  																																						|
% 66.32/31.25  																																							| Equations (403) can reduce 1898 to:
% 66.32/31.25  																																							| (266) $false
% 66.32/31.25  																																							|
% 66.32/31.25  																																							|-The branch is then unsatisfiable
% 66.32/31.25  																																						|-Branch two:
% 66.32/31.25  																																						| (1898)  ~ (all_0_41_41 = e3)
% 66.32/31.25  																																						| (1923) all_0_46_46 = e3 | all_0_50_50 = e3 | all_0_55_55 = e3
% 66.32/31.25  																																						|
% 66.32/31.25  																																							+-Applying beta-rule and splitting (27), into two cases.
% 66.32/31.25  																																							|-Branch one:
% 66.32/31.25  																																							| (437) all_0_41_41 = e4
% 66.32/31.25  																																							|
% 66.32/31.25  																																								| Equations (437) can reduce 440 to:
% 66.32/31.25  																																								| (266) $false
% 66.32/31.25  																																								|
% 66.32/31.25  																																								|-The branch is then unsatisfiable
% 66.32/31.25  																																							|-Branch two:
% 66.32/31.25  																																							| (440)  ~ (all_0_41_41 = e4)
% 66.32/31.25  																																							| (4049) all_0_41_41 = e3 | all_0_41_41 = e1 | all_0_41_41 = e0
% 66.32/31.25  																																							|
% 66.32/31.25  																																								+-Applying beta-rule and splitting (4049), into two cases.
% 66.32/31.25  																																								|-Branch one:
% 66.32/31.25  																																								| (794) all_0_41_41 = e0
% 66.32/31.25  																																								|
% 66.32/31.25  																																									| Equations (794) can reduce 191 to:
% 66.32/31.25  																																									| (4444)  ~ (all_0_55_55 = e0)
% 66.32/31.25  																																									|
% 66.32/31.25  																																									| Simplifying 4444 yields:
% 66.32/31.25  																																									| (803)  ~ (all_0_55_55 = e0)
% 66.32/31.25  																																									|
% 66.32/31.25  																																									+-Applying beta-rule and splitting (125), into two cases.
% 66.32/31.25  																																									|-Branch one:
% 66.32/31.25  																																									| (858) all_0_55_55 = e0
% 66.32/31.25  																																									|
% 66.32/31.25  																																										| Equations (858) can reduce 803 to:
% 66.32/31.25  																																										| (266) $false
% 66.32/31.25  																																										|
% 66.32/31.25  																																										|-The branch is then unsatisfiable
% 66.32/31.25  																																									|-Branch two:
% 66.32/31.25  																																									| (803)  ~ (all_0_55_55 = e0)
% 66.32/31.25  																																									| (863) all_0_56_56 = e0 | all_0_57_57 = e0 | all_0_58_58 = e0
% 66.32/31.25  																																									|
% 66.32/31.25  																																										+-Applying beta-rule and splitting (26), into two cases.
% 66.32/31.25  																																										|-Branch one:
% 66.32/31.25  																																										| (446) all_0_44_44 = e4
% 66.32/31.25  																																										|
% 66.32/31.25  																																											| Equations (446) can reduce 143 to:
% 66.32/31.25  																																											| (447)  ~ (all_0_40_40 = e4)
% 66.32/31.25  																																											|
% 66.32/31.25  																																											| Equations (446) can reduce 407 to:
% 66.32/31.25  																																											| (188)  ~ (e4 = e3)
% 66.32/31.25  																																											|
% 66.32/31.25  																																											+-Applying beta-rule and splitting (174), into two cases.
% 66.32/31.25  																																											|-Branch one:
% 66.32/31.25  																																											| (386) all_0_55_55 = e2
% 66.32/31.25  																																											|
% 66.32/31.25  																																												| Equations (386) can reduce 304 to:
% 66.32/31.25  																																												| (266) $false
% 66.32/31.25  																																												|
% 66.32/31.25  																																												|-The branch is then unsatisfiable
% 66.32/31.25  																																											|-Branch two:
% 66.32/31.25  																																											| (304)  ~ (all_0_55_55 = e2)
% 66.32/31.25  																																											| (2051) all_0_55_55 = e4 | all_0_55_55 = e3 | all_0_55_55 = e1 | all_0_55_55 = e0
% 66.32/31.25  																																											|
% 66.32/31.25  																																												+-Applying beta-rule and splitting (863), into two cases.
% 66.32/31.25  																																												|-Branch one:
% 66.32/31.25  																																												| (679) all_0_56_56 = e0
% 66.32/31.25  																																												|
% 66.32/31.25  																																													| Equations (679) can reduce 154 to:
% 66.32/31.25  																																													| (484)  ~ (all_0_39_39 = e0)
% 66.32/31.25  																																													|
% 66.32/31.25  																																													| Equations (679) can reduce 153 to:
% 66.32/31.25  																																													| (803)  ~ (all_0_55_55 = e0)
% 66.32/31.25  																																													|
% 66.32/31.25  																																													| From (679) and (111) follows:
% 66.32/31.25  																																													| (1613) op(e0, e2) = e0
% 66.32/31.25  																																													|
% 66.32/31.25  																																													+-Applying beta-rule and splitting (75), into two cases.
% 66.32/31.25  																																													|-Branch one:
% 66.32/31.25  																																													| (485) all_0_40_40 = e0
% 66.32/31.25  																																													|
% 66.32/31.25  																																														| Equations (485) can reduce 447 to:
% 66.32/31.25  																																														| (401)  ~ (e4 = e0)
% 66.32/31.25  																																														|
% 66.32/31.25  																																														| Simplifying 401 yields:
% 66.32/31.25  																																														| (49)  ~ (e4 = e0)
% 66.32/31.25  																																														|
% 66.32/31.25  																																														| Equations (485) can reduce 296 to:
% 66.32/31.25  																																														| (365)  ~ (e2 = e0)
% 66.32/31.25  																																														|
% 66.32/31.25  																																														| Simplifying 365 yields:
% 66.32/31.25  																																														| (128)  ~ (e2 = e0)
% 66.32/31.25  																																														|
% 66.32/31.25  																																														| Equations (485) can reduce 132 to:
% 66.32/31.25  																																														| (435)  ~ (e1 = e0)
% 66.32/31.25  																																														|
% 66.32/31.25  																																														| Simplifying 435 yields:
% 66.32/31.25  																																														| (233)  ~ (e1 = e0)
% 66.32/31.25  																																														|
% 66.32/31.25  																																														+-Applying beta-rule and splitting (22), into two cases.
% 66.32/31.25  																																														|-Branch one:
% 66.32/31.25  																																														| (268) all_0_54_54 = e3
% 66.32/31.25  																																														|
% 66.32/31.25  																																															| Combining equations (265,268) yields a new equation:
% 66.32/31.25  																																															| (424) e4 = e3
% 66.32/31.25  																																															|
% 66.32/31.25  																																															| Simplifying 424 yields:
% 66.32/31.25  																																															| (425) e4 = e3
% 66.32/31.25  																																															|
% 66.32/31.25  																																															| Equations (425) can reduce 188 to:
% 66.32/31.25  																																															| (266) $false
% 66.32/31.25  																																															|
% 66.32/31.25  																																															|-The branch is then unsatisfiable
% 66.32/31.25  																																														|-Branch two:
% 66.32/31.25  																																														| (60427)  ~ (all_0_54_54 = e3)
% 66.32/31.25  																																														| (62553) all_0_55_55 = e3 | all_0_56_56 = e3 | all_0_58_58 = e3
% 66.32/31.25  																																														|
% 66.32/31.25  																																															| Equations (265) can reduce 60427 to:
% 66.32/31.25  																																															| (188)  ~ (e4 = e3)
% 66.32/31.25  																																															|
% 66.32/31.25  																																															+-Applying beta-rule and splitting (180), into two cases.
% 66.32/31.25  																																															|-Branch one:
% 66.32/31.25  																																															| (516) all_0_42_42 = e3
% 66.32/31.25  																																															|
% 66.32/31.25  																																																| From (516) and (210) follows:
% 66.32/31.25  																																																| (4285) op(e3, e2) = e3
% 66.32/31.25  																																																|
% 66.32/31.26  																																																+-Applying beta-rule and splitting (62553), into two cases.
% 66.32/31.26  																																																|-Branch one:
% 66.32/31.26  																																																| (2336) all_0_55_55 = e3
% 66.32/31.26  																																																|
% 66.32/31.26  																																																	| From (2336) and (74) follows:
% 66.32/31.26  																																																	| (2208) op(e0, e3) = e3
% 66.32/31.26  																																																	|
% 66.32/31.26  																																																	+-Applying beta-rule and splitting (164), into two cases.
% 66.32/31.26  																																																	|-Branch one:
% 66.32/31.26  																																																	| (471) all_0_39_39 = e4
% 66.32/31.26  																																																	|
% 66.32/31.26  																																																		| From (471) and (14) follows:
% 66.32/31.26  																																																		| (4284) op(e4, e2) = e4
% 66.32/31.26  																																																		|
% 66.32/31.26  																																																		+-Applying beta-rule and splitting (56), into two cases.
% 66.32/31.26  																																																		|-Branch one:
% 66.32/31.26  																																																		| (696) unit = e2
% 66.32/31.26  																																																		|
% 66.32/31.26  																																																			| From (696) and (209) follows:
% 66.32/31.26  																																																			| (7585) op(e2, e0) = e0
% 66.32/31.26  																																																			|
% 66.32/31.26  																																																			| From (696) and (28) follows:
% 66.32/31.26  																																																			| (699) op(e1, e2) = e1
% 66.32/31.26  																																																			|
% 66.32/31.26  																																																			| Instantiating formula (29) with e2, e0, e0, e2 and discharging atoms op(e2, e0) = e2, op(e2, e0) = e0, yields:
% 66.32/31.26  																																																			| (330) e2 = e0
% 66.32/31.26  																																																			|
% 66.32/31.26  																																																			| Instantiating formula (29) with e1, e2, e1, e2 and discharging atoms op(e1, e2) = e2, op(e1, e2) = e1, yields:
% 66.32/31.26  																																																			| (617) e2 = e1
% 66.32/31.26  																																																			|
% 66.32/31.26  																																																			| Combining equations (617,330) yields a new equation:
% 66.32/31.26  																																																			| (546) e1 = e0
% 66.32/31.26  																																																			|
% 66.32/31.26  																																																			| Simplifying 546 yields:
% 66.32/31.26  																																																			| (431) e1 = e0
% 66.32/31.26  																																																			|
% 66.32/31.26  																																																			| Equations (431) can reduce 233 to:
% 66.32/31.26  																																																			| (266) $false
% 66.32/31.26  																																																			|
% 66.32/31.26  																																																			|-The branch is then unsatisfiable
% 66.32/31.26  																																																		|-Branch two:
% 66.32/31.26  																																																		| (707)  ~ (unit = e2)
% 66.32/31.26  																																																		| (708) unit = e4 | unit = e3 | unit = e1 | unit = e0
% 66.32/31.26  																																																		|
% 66.32/31.26  																																																			+-Applying beta-rule and splitting (708), into two cases.
% 66.32/31.26  																																																			|-Branch one:
% 66.32/31.26  																																																			| (709) unit = e4
% 66.32/31.26  																																																			|
% 66.32/31.26  																																																				| From (709) and (15) follows:
% 66.32/31.26  																																																				| (22188) op(e4, e2) = e2
% 66.32/31.26  																																																				|
% 66.32/31.26  																																																				| From (709) and (211) follows:
% 66.32/31.26  																																																				| (22527) op(e4, e1) = e1
% 66.32/31.26  																																																				|
% 66.32/31.26  																																																				| From (709) and (32) follows:
% 66.32/31.26  																																																				| (712) op(e2, e4) = e2
% 66.32/31.26  																																																				|
% 66.32/31.26  																																																				| From (709) and (42) follows:
% 66.32/31.26  																																																				| (713) op(e0, e4) = e0
% 66.32/31.26  																																																				|
% 66.32/31.26  																																																				| Instantiating formula (29) with e4, e2, e2, e4 and discharging atoms op(e4, e2) = e4, op(e4, e2) = e2, yields:
% 66.32/31.26  																																																				| (323) e4 = e2
% 66.32/31.26  																																																				|
% 66.32/31.26  																																																				| Instantiating formula (29) with e4, e1, e1, e3 and discharging atoms op(e4, e1) = e3, op(e4, e1) = e1, yields:
% 66.32/31.26  																																																				| (455) e3 = e1
% 66.32/31.26  																																																				|
% 66.32/31.26  																																																				| Instantiating formula (29) with e2, e4, e2, e3 and discharging atoms op(e2, e4) = e3, op(e2, e4) = e2, yields:
% 66.32/31.26  																																																				| (662) e3 = e2
% 66.32/31.26  																																																				|
% 66.32/31.26  																																																				| Instantiating formula (29) with e0, e4, e0, e4 and discharging atoms op(e0, e4) = e4, op(e0, e4) = e0, yields:
% 66.32/31.26  																																																				| (397) e4 = e0
% 66.32/31.26  																																																				|
% 66.32/31.26  																																																				| Combining equations (323,397) yields a new equation:
% 66.32/31.26  																																																				| (391) e2 = e0
% 66.32/31.26  																																																				|
% 66.32/31.26  																																																				| Simplifying 391 yields:
% 66.32/31.26  																																																				| (330) e2 = e0
% 66.32/31.26  																																																				|
% 66.32/31.26  																																																				| Combining equations (455,662) yields a new equation:
% 66.32/31.26  																																																				| (617) e2 = e1
% 66.32/31.26  																																																				|
% 66.32/31.26  																																																				| Combining equations (617,330) yields a new equation:
% 66.32/31.26  																																																				| (546) e1 = e0
% 66.32/31.26  																																																				|
% 66.32/31.26  																																																				| Simplifying 546 yields:
% 66.32/31.26  																																																				| (431) e1 = e0
% 66.32/31.26  																																																				|
% 66.32/31.26  																																																				| Equations (431) can reduce 233 to:
% 66.32/31.26  																																																				| (266) $false
% 66.32/31.26  																																																				|
% 66.32/31.26  																																																				|-The branch is then unsatisfiable
% 66.32/31.26  																																																			|-Branch two:
% 66.32/31.26  																																																			| (724)  ~ (unit = e4)
% 66.32/31.26  																																																			| (725) unit = e3 | unit = e1 | unit = e0
% 66.32/31.26  																																																			|
% 66.32/31.26  																																																				+-Applying beta-rule and splitting (725), into two cases.
% 66.32/31.26  																																																				|-Branch one:
% 66.32/31.26  																																																				| (726) unit = e0
% 66.32/31.26  																																																				|
% 66.32/31.26  																																																					| From (726) and (15) follows:
% 66.32/31.26  																																																					| (1508) op(e0, e2) = e2
% 66.32/31.26  																																																					|
% 66.32/31.26  																																																					| From (726) and (211) follows:
% 66.32/31.26  																																																					| (15180) op(e0, e1) = e1
% 66.32/31.26  																																																					|
% 66.32/31.26  																																																					| Instantiating formula (29) with e0, e2, e2, e0 and discharging atoms op(e0, e2) = e2, op(e0, e2) = e0, yields:
% 66.32/31.26  																																																					| (330) e2 = e0
% 66.32/31.26  																																																					|
% 66.32/31.26  																																																					| Instantiating formula (29) with e0, e1, e1, e2 and discharging atoms op(e0, e1) = e2, op(e0, e1) = e1, yields:
% 66.32/31.26  																																																					| (617) e2 = e1
% 66.32/31.26  																																																					|
% 66.32/31.26  																																																					| Combining equations (330,617) yields a new equation:
% 66.32/31.26  																																																					| (431) e1 = e0
% 66.32/31.26  																																																					|
% 66.32/31.26  																																																					| Equations (431) can reduce 233 to:
% 66.32/31.26  																																																					| (266) $false
% 66.32/31.26  																																																					|
% 66.32/31.26  																																																					|-The branch is then unsatisfiable
% 66.32/31.26  																																																				|-Branch two:
% 66.32/31.26  																																																				| (734)  ~ (unit = e0)
% 66.32/31.26  																																																				| (735) unit = e3 | unit = e1
% 66.32/31.26  																																																				|
% 66.32/31.26  																																																					+-Applying beta-rule and splitting (735), into two cases.
% 66.32/31.26  																																																					|-Branch one:
% 66.32/31.26  																																																					| (736) unit = e1
% 66.32/31.26  																																																					|
% 66.32/31.26  																																																						| Equations (736) can reduce 734 to:
% 66.32/31.26  																																																						| (233)  ~ (e1 = e0)
% 66.32/31.26  																																																						|
% 66.32/31.26  																																																						| From (736) and (244) follows:
% 66.32/31.26  																																																						| (738) op(e1, e4) = e4
% 66.32/31.26  																																																						|
% 66.32/31.26  																																																						| From (736) and (24) follows:
% 66.32/31.26  																																																						| (1934) op(e1, e3) = e3
% 66.32/31.26  																																																						|
% 66.32/31.26  																																																						| From (736) and (227) follows:
% 66.32/31.26  																																																						| (739) op(e4, e1) = e4
% 66.32/31.26  																																																						|
% 66.32/31.26  																																																						| Instantiating formula (29) with e4, e1, e4, e3 and discharging atoms op(e4, e1) = e4, op(e4, e1) = e3, yields:
% 66.32/31.26  																																																						| (425) e4 = e3
% 66.32/31.26  																																																						|
% 66.32/31.26  																																																						| Instantiating formula (29) with e1, e4, e4, e0 and discharging atoms op(e1, e4) = e4, op(e1, e4) = e0, yields:
% 66.32/31.26  																																																						| (397) e4 = e0
% 66.32/31.26  																																																						|
% 66.32/31.26  																																																						| Instantiating formula (29) with e1, e3, e3, e1 and discharging atoms op(e1, e3) = e3, op(e1, e3) = e1, yields:
% 66.32/31.26  																																																						| (455) e3 = e1
% 66.32/31.26  																																																						|
% 66.32/31.26  																																																						| Combining equations (425,397) yields a new equation:
% 66.32/31.26  																																																						| (675) e3 = e0
% 66.32/31.26  																																																						|
% 66.32/31.26  																																																						| Simplifying 675 yields:
% 66.32/31.26  																																																						| (676) e3 = e0
% 66.32/31.26  																																																						|
% 66.32/31.26  																																																						| Combining equations (676,455) yields a new equation:
% 66.32/31.26  																																																						| (431) e1 = e0
% 66.32/31.26  																																																						|
% 66.32/31.26  																																																						| Equations (431) can reduce 233 to:
% 66.32/31.26  																																																						| (266) $false
% 66.32/31.26  																																																						|
% 66.32/31.26  																																																						|-The branch is then unsatisfiable
% 66.32/31.26  																																																					|-Branch two:
% 66.32/31.26  																																																					| (748)  ~ (unit = e1)
% 66.32/31.26  																																																					| (749) unit = e3
% 66.32/31.26  																																																					|
% 66.32/31.26  																																																						| From (749) and (15) follows:
% 66.32/31.26  																																																						| (751) op(e3, e2) = e2
% 66.32/31.26  																																																						|
% 66.32/31.26  																																																						| From (749) and (42) follows:
% 66.32/31.26  																																																						| (752) op(e0, e3) = e0
% 66.32/31.26  																																																						|
% 66.32/31.26  																																																						| Instantiating formula (29) with e3, e2, e2, e3 and discharging atoms op(e3, e2) = e3, op(e3, e2) = e2, yields:
% 66.32/31.26  																																																						| (662) e3 = e2
% 66.32/31.26  																																																						|
% 66.32/31.26  																																																						| Instantiating formula (29) with e0, e3, e0, e3 and discharging atoms op(e0, e3) = e3, op(e0, e3) = e0, yields:
% 66.32/31.26  																																																						| (676) e3 = e0
% 66.32/31.26  																																																						|
% 66.32/31.26  																																																						| Combining equations (676,662) yields a new equation:
% 66.32/31.26  																																																						| (330) e2 = e0
% 66.32/31.26  																																																						|
% 66.32/31.26  																																																						| Equations (330) can reduce 128 to:
% 66.32/31.26  																																																						| (266) $false
% 66.32/31.26  																																																						|
% 66.32/31.26  																																																						|-The branch is then unsatisfiable
% 66.32/31.26  																																																	|-Branch two:
% 66.32/31.26  																																																	| (1377)  ~ (all_0_39_39 = e4)
% 66.32/31.26  																																																	| (2115) all_0_42_42 = e4 | all_0_47_47 = e4 | all_0_51_51 = e4 | all_0_56_56 = e4
% 66.32/31.26  																																																	|
% 66.32/31.26  																																																		+-Applying beta-rule and splitting (326), into two cases.
% 66.32/31.26  																																																		|-Branch one:
% 66.32/31.26  																																																		| (471) all_0_39_39 = e4
% 66.32/31.26  																																																		|
% 66.32/31.26  																																																			| Equations (471) can reduce 1377 to:
% 66.32/31.26  																																																			| (266) $false
% 66.32/31.26  																																																			|
% 66.32/31.26  																																																			|-The branch is then unsatisfiable
% 66.32/31.26  																																																		|-Branch two:
% 66.32/31.26  																																																		| (1377)  ~ (all_0_39_39 = e4)
% 66.32/31.26  																																																		| (1378) all_0_40_40 = e4
% 66.32/31.26  																																																		|
% 66.32/31.26  																																																			| Combining equations (1378,485) yields a new equation:
% 66.32/31.26  																																																			| (481) e4 = e0
% 66.32/31.26  																																																			|
% 66.32/31.26  																																																			| Simplifying 481 yields:
% 66.32/31.26  																																																			| (397) e4 = e0
% 66.32/31.26  																																																			|
% 66.32/31.26  																																																			| Equations (397) can reduce 49 to:
% 66.32/31.26  																																																			| (266) $false
% 66.32/31.26  																																																			|
% 66.32/31.26  																																																			|-The branch is then unsatisfiable
% 66.32/31.26  																																																|-Branch two:
% 66.32/31.26  																																																| (270)  ~ (all_0_55_55 = e3)
% 66.32/31.26  																																																| (62557) all_0_56_56 = e3 | all_0_58_58 = e3
% 66.32/31.26  																																																|
% 66.32/31.26  																																																	+-Applying beta-rule and splitting (2051), into two cases.
% 66.32/31.26  																																																	|-Branch one:
% 66.32/31.26  																																																	| (587) all_0_55_55 = e4
% 66.32/31.26  																																																	|
% 66.32/31.26  																																																		| Equations (587) can reduce 763 to:
% 66.32/31.26  																																																		| (266) $false
% 66.32/31.26  																																																		|
% 66.32/31.26  																																																		|-The branch is then unsatisfiable
% 66.32/31.26  																																																	|-Branch two:
% 66.32/31.26  																																																	| (763)  ~ (all_0_55_55 = e4)
% 66.32/31.26  																																																	| (2055) all_0_55_55 = e3 | all_0_55_55 = e1 | all_0_55_55 = e0
% 66.32/31.26  																																																	|
% 66.32/31.26  																																																		+-Applying beta-rule and splitting (2055), into two cases.
% 66.32/31.26  																																																		|-Branch one:
% 66.32/31.26  																																																		| (858) all_0_55_55 = e0
% 66.32/31.26  																																																		|
% 66.32/31.26  																																																			| Equations (858) can reduce 803 to:
% 66.32/31.26  																																																			| (266) $false
% 66.32/31.26  																																																			|
% 66.32/31.26  																																																			|-The branch is then unsatisfiable
% 66.32/31.26  																																																		|-Branch two:
% 66.32/31.26  																																																		| (803)  ~ (all_0_55_55 = e0)
% 66.32/31.26  																																																		| (2315) all_0_55_55 = e3 | all_0_55_55 = e1
% 66.32/31.26  																																																		|
% 66.32/31.26  																																																			+-Applying beta-rule and splitting (2315), into two cases.
% 66.32/31.26  																																																			|-Branch one:
% 66.32/31.26  																																																			| (629) all_0_55_55 = e1
% 66.32/31.26  																																																			|
% 66.32/31.26  																																																				| Equations (629) can reduce 632 to:
% 66.32/31.26  																																																				| (266) $false
% 66.32/31.26  																																																				|
% 66.32/31.26  																																																				|-The branch is then unsatisfiable
% 66.32/31.26  																																																			|-Branch two:
% 66.32/31.26  																																																			| (632)  ~ (all_0_55_55 = e1)
% 66.32/31.26  																																																			| (2336) all_0_55_55 = e3
% 66.32/31.26  																																																			|
% 66.32/31.26  																																																				| Equations (2336) can reduce 270 to:
% 66.32/31.26  																																																				| (266) $false
% 66.32/31.26  																																																				|
% 66.32/31.26  																																																				|-The branch is then unsatisfiable
% 66.32/31.26  																																															|-Branch two:
% 66.32/31.26  																																															| (405)  ~ (all_0_42_42 = e3)
% 66.32/31.26  																																															| (521) all_0_47_47 = e3 | all_0_51_51 = e3 | all_0_56_56 = e3
% 66.32/31.26  																																															|
% 66.32/31.26  																																																+-Applying beta-rule and splitting (1899), into two cases.
% 66.32/31.26  																																																|-Branch one:
% 66.32/31.26  																																																| (516) all_0_42_42 = e3
% 66.32/31.26  																																																|
% 66.32/31.26  																																																	| Equations (516) can reduce 405 to:
% 66.32/31.26  																																																	| (266) $false
% 66.32/31.26  																																																	|
% 66.32/31.26  																																																	|-The branch is then unsatisfiable
% 66.32/31.26  																																																|-Branch two:
% 66.32/31.26  																																																| (405)  ~ (all_0_42_42 = e3)
% 66.32/31.26  																																																| (532) all_0_44_44 = e3
% 66.32/31.26  																																																|
% 66.32/31.26  																																																	| Combining equations (532,446) yields a new equation:
% 66.32/31.26  																																																	| (425) e4 = e3
% 66.32/31.26  																																																	|
% 66.32/31.26  																																																	| Equations (425) can reduce 188 to:
% 66.32/31.26  																																																	| (266) $false
% 66.32/31.26  																																																	|
% 66.32/31.26  																																																	|-The branch is then unsatisfiable
% 66.32/31.27  																																													|-Branch two:
% 66.32/31.27  																																													| (1401)  ~ (all_0_40_40 = e0)
% 66.32/31.27  																																													| (1748) all_0_44_44 = e0 | all_0_49_49 = e0 | all_0_58_58 = e0
% 66.32/31.27  																																													|
% 66.32/31.27  																																														+-Applying beta-rule and splitting (164), into two cases.
% 66.32/31.27  																																														|-Branch one:
% 66.32/31.27  																																														| (471) all_0_39_39 = e4
% 66.32/31.27  																																														|
% 66.32/31.27  																																															| Equations (471) can reduce 484 to:
% 66.32/31.27  																																															| (49)  ~ (e4 = e0)
% 66.32/31.27  																																															|
% 66.32/31.27  																																															+-Applying beta-rule and splitting (333), into two cases.
% 66.32/31.27  																																															|-Branch one:
% 66.32/31.27  																																															| (480) all_0_39_39 = e0
% 66.32/31.27  																																															|
% 66.32/31.27  																																																| Combining equations (480,471) yields a new equation:
% 66.32/31.27  																																																| (397) e4 = e0
% 66.32/31.27  																																																|
% 66.32/31.27  																																																| Equations (397) can reduce 49 to:
% 66.32/31.27  																																																| (266) $false
% 66.32/31.27  																																																|
% 66.32/31.27  																																																|-The branch is then unsatisfiable
% 66.32/31.27  																																															|-Branch two:
% 66.32/31.27  																																															| (484)  ~ (all_0_39_39 = e0)
% 66.32/31.27  																																															| (485) all_0_40_40 = e0
% 66.32/31.27  																																															|
% 66.32/31.27  																																																| Equations (485) can reduce 1401 to:
% 66.32/31.27  																																																| (266) $false
% 66.32/31.27  																																																|
% 66.32/31.27  																																																|-The branch is then unsatisfiable
% 66.32/31.27  																																														|-Branch two:
% 66.32/31.27  																																														| (1377)  ~ (all_0_39_39 = e4)
% 66.32/31.27  																																														| (2115) all_0_42_42 = e4 | all_0_47_47 = e4 | all_0_51_51 = e4 | all_0_56_56 = e4
% 66.32/31.27  																																														|
% 66.32/31.27  																																															+-Applying beta-rule and splitting (326), into two cases.
% 66.32/31.27  																																															|-Branch one:
% 66.32/31.27  																																															| (471) all_0_39_39 = e4
% 66.32/31.27  																																															|
% 66.32/31.27  																																																| Equations (471) can reduce 1377 to:
% 66.32/31.27  																																																| (266) $false
% 66.32/31.27  																																																|
% 66.32/31.27  																																																|-The branch is then unsatisfiable
% 66.32/31.27  																																															|-Branch two:
% 66.32/31.27  																																															| (1377)  ~ (all_0_39_39 = e4)
% 66.32/31.27  																																															| (1378) all_0_40_40 = e4
% 66.32/31.27  																																															|
% 66.32/31.27  																																																| Equations (1378) can reduce 447 to:
% 66.32/31.27  																																																| (266) $false
% 66.32/31.27  																																																|
% 66.32/31.27  																																																|-The branch is then unsatisfiable
% 66.32/31.27  																																												|-Branch two:
% 66.32/31.27  																																												| (828)  ~ (all_0_56_56 = e0)
% 66.32/31.27  																																												| (924) all_0_57_57 = e0 | all_0_58_58 = e0
% 66.32/31.27  																																												|
% 66.32/31.27  																																													+-Applying beta-rule and splitting (75), into two cases.
% 66.32/31.27  																																													|-Branch one:
% 66.32/31.27  																																													| (485) all_0_40_40 = e0
% 66.32/31.27  																																													|
% 66.32/31.27  																																														| Equations (485) can reduce 296 to:
% 66.32/31.27  																																														| (365)  ~ (e2 = e0)
% 66.32/31.27  																																														|
% 66.32/31.27  																																														| Simplifying 365 yields:
% 66.32/31.27  																																														| (128)  ~ (e2 = e0)
% 66.32/31.27  																																														|
% 66.32/31.27  																																														| Equations (485) can reduce 132 to:
% 66.32/31.27  																																														| (435)  ~ (e1 = e0)
% 66.32/31.27  																																														|
% 66.32/31.27  																																														| Simplifying 435 yields:
% 66.32/31.27  																																														| (233)  ~ (e1 = e0)
% 66.32/31.27  																																														|
% 66.32/31.27  																																														+-Applying beta-rule and splitting (924), into two cases.
% 66.32/31.27  																																														|-Branch one:
% 66.32/31.27  																																														| (875) all_0_57_57 = e0
% 66.32/31.27  																																														|
% 66.32/31.27  																																															| Combining equations (442,875) yields a new equation:
% 66.32/31.27  																																															| (391) e2 = e0
% 66.32/31.27  																																															|
% 66.32/31.27  																																															| Simplifying 391 yields:
% 66.32/31.27  																																															| (330) e2 = e0
% 66.32/31.27  																																															|
% 66.32/31.27  																																															| Equations (330) can reduce 128 to:
% 66.32/31.27  																																															| (266) $false
% 66.32/31.27  																																															|
% 66.32/31.27  																																															|-The branch is then unsatisfiable
% 66.32/31.27  																																														|-Branch two:
% 66.32/31.27  																																														| (364)  ~ (all_0_57_57 = e0)
% 66.32/31.27  																																														| (914) all_0_58_58 = e0
% 66.32/31.27  																																														|
% 66.32/31.27  																																															| Combining equations (914,918) yields a new equation:
% 66.32/31.27  																																															| (431) e1 = e0
% 66.32/31.27  																																															|
% 66.32/31.27  																																															| Equations (431) can reduce 233 to:
% 66.32/31.27  																																															| (266) $false
% 66.32/31.27  																																															|
% 66.32/31.27  																																															|-The branch is then unsatisfiable
% 66.32/31.27  																																													|-Branch two:
% 66.32/31.27  																																													| (1401)  ~ (all_0_40_40 = e0)
% 66.32/31.27  																																													| (1748) all_0_44_44 = e0 | all_0_49_49 = e0 | all_0_58_58 = e0
% 66.32/31.27  																																													|
% 66.32/31.27  																																														+-Applying beta-rule and splitting (316), into two cases.
% 66.32/31.27  																																														|-Branch one:
% 66.32/31.27  																																														| (1378) all_0_40_40 = e4
% 66.32/31.27  																																														|
% 66.32/31.27  																																															| Equations (1378) can reduce 447 to:
% 66.32/31.27  																																															| (266) $false
% 66.32/31.27  																																															|
% 66.32/31.27  																																															|-The branch is then unsatisfiable
% 66.32/31.27  																																														|-Branch two:
% 66.32/31.27  																																														| (447)  ~ (all_0_40_40 = e4)
% 66.32/31.27  																																														| (485) all_0_40_40 = e0
% 66.32/31.27  																																														|
% 66.32/31.27  																																															| Equations (485) can reduce 1401 to:
% 66.32/31.27  																																															| (266) $false
% 66.32/31.27  																																															|
% 66.32/31.27  																																															|-The branch is then unsatisfiable
% 66.32/31.27  																																										|-Branch two:
% 66.32/31.27  																																										| (1390)  ~ (all_0_44_44 = e4)
% 66.32/31.27  																																										| (1391) all_0_44_44 = e3 | all_0_44_44 = e1 | all_0_44_44 = e0
% 66.32/31.27  																																										|
% 66.32/31.27  																																											+-Applying beta-rule and splitting (75), into two cases.
% 66.32/31.27  																																											|-Branch one:
% 66.32/31.27  																																											| (485) all_0_40_40 = e0
% 66.32/31.27  																																											|
% 66.32/31.27  																																												| Equations (485) can reduce 143 to:
% 66.32/31.27  																																												| (359)  ~ (all_0_44_44 = e0)
% 66.32/31.27  																																												|
% 66.32/31.27  																																												| Simplifying 359 yields:
% 66.32/31.27  																																												| (360)  ~ (all_0_44_44 = e0)
% 66.32/31.27  																																												|
% 66.32/31.27  																																												+-Applying beta-rule and splitting (1391), into two cases.
% 66.32/31.27  																																												|-Branch one:
% 66.32/31.27  																																												| (1414) all_0_44_44 = e0
% 66.32/31.27  																																												|
% 66.32/31.27  																																													| Equations (1414) can reduce 360 to:
% 66.32/31.27  																																													| (266) $false
% 66.32/31.27  																																													|
% 66.32/31.27  																																													|-The branch is then unsatisfiable
% 66.32/31.27  																																												|-Branch two:
% 66.32/31.27  																																												| (360)  ~ (all_0_44_44 = e0)
% 66.32/31.27  																																												| (1417) all_0_44_44 = e3 | all_0_44_44 = e1
% 66.32/31.27  																																												|
% 66.32/31.27  																																													+-Applying beta-rule and splitting (1417), into two cases.
% 66.32/31.27  																																													|-Branch one:
% 66.32/31.27  																																													| (635) all_0_44_44 = e1
% 66.32/31.27  																																													|
% 66.32/31.27  																																														| Equations (635) can reduce 639 to:
% 66.32/31.27  																																														| (266) $false
% 66.32/31.27  																																														|
% 66.32/31.27  																																														|-The branch is then unsatisfiable
% 66.32/31.27  																																													|-Branch two:
% 66.32/31.27  																																													| (639)  ~ (all_0_44_44 = e1)
% 66.32/31.27  																																													| (532) all_0_44_44 = e3
% 66.32/31.27  																																													|
% 66.32/31.27  																																														| Equations (532) can reduce 407 to:
% 66.32/31.27  																																														| (266) $false
% 66.32/31.27  																																														|
% 66.32/31.27  																																														|-The branch is then unsatisfiable
% 66.32/31.27  																																											|-Branch two:
% 66.32/31.27  																																											| (1401)  ~ (all_0_40_40 = e0)
% 66.32/31.27  																																											| (1748) all_0_44_44 = e0 | all_0_49_49 = e0 | all_0_58_58 = e0
% 66.32/31.27  																																											|
% 66.32/31.27  																																												+-Applying beta-rule and splitting (333), into two cases.
% 66.32/31.27  																																												|-Branch one:
% 66.32/31.27  																																												| (480) all_0_39_39 = e0
% 66.32/31.27  																																												|
% 66.32/31.27  																																													| Equations (480) can reduce 154 to:
% 66.32/31.27  																																													| (1181)  ~ (all_0_56_56 = e0)
% 66.32/31.27  																																													|
% 66.32/31.27  																																													| Simplifying 1181 yields:
% 66.32/31.27  																																													| (828)  ~ (all_0_56_56 = e0)
% 66.32/31.27  																																													|
% 66.32/31.27  																																													| Equations (480) can reduce 294 to:
% 66.32/31.27  																																													| (365)  ~ (e2 = e0)
% 66.32/31.27  																																													|
% 66.32/31.27  																																													| Simplifying 365 yields:
% 66.32/31.27  																																													| (128)  ~ (e2 = e0)
% 66.32/31.27  																																													|
% 66.32/31.27  																																													| Equations (480) can reduce 151 to:
% 66.32/31.27  																																													| (435)  ~ (e1 = e0)
% 66.32/31.27  																																													|
% 66.32/31.27  																																													| Simplifying 435 yields:
% 66.32/31.27  																																													| (233)  ~ (e1 = e0)
% 66.32/31.27  																																													|
% 66.32/31.27  																																													+-Applying beta-rule and splitting (863), into two cases.
% 66.32/31.27  																																													|-Branch one:
% 66.32/31.27  																																													| (679) all_0_56_56 = e0
% 66.32/31.27  																																													|
% 66.32/31.27  																																														| Equations (679) can reduce 828 to:
% 66.32/31.27  																																														| (266) $false
% 66.32/31.27  																																														|
% 66.32/31.27  																																														|-The branch is then unsatisfiable
% 66.32/31.27  																																													|-Branch two:
% 66.32/31.27  																																													| (828)  ~ (all_0_56_56 = e0)
% 66.32/31.27  																																													| (924) all_0_57_57 = e0 | all_0_58_58 = e0
% 66.32/31.27  																																													|
% 66.32/31.27  																																														+-Applying beta-rule and splitting (924), into two cases.
% 66.32/31.27  																																														|-Branch one:
% 66.32/31.27  																																														| (875) all_0_57_57 = e0
% 66.32/31.27  																																														|
% 66.32/31.27  																																															| Combining equations (442,875) yields a new equation:
% 66.32/31.27  																																															| (391) e2 = e0
% 66.32/31.27  																																															|
% 66.32/31.27  																																															| Simplifying 391 yields:
% 66.32/31.27  																																															| (330) e2 = e0
% 66.32/31.27  																																															|
% 66.32/31.27  																																															| Equations (330) can reduce 128 to:
% 66.32/31.27  																																															| (266) $false
% 66.32/31.27  																																															|
% 66.32/31.27  																																															|-The branch is then unsatisfiable
% 66.32/31.27  																																														|-Branch two:
% 66.32/31.27  																																														| (364)  ~ (all_0_57_57 = e0)
% 66.32/31.27  																																														| (914) all_0_58_58 = e0
% 66.32/31.27  																																														|
% 66.32/31.27  																																															| Combining equations (914,918) yields a new equation:
% 66.32/31.27  																																															| (431) e1 = e0
% 66.32/31.27  																																															|
% 66.32/31.27  																																															| Equations (431) can reduce 233 to:
% 66.32/31.27  																																															| (266) $false
% 66.32/31.27  																																															|
% 66.32/31.27  																																															|-The branch is then unsatisfiable
% 66.32/31.27  																																												|-Branch two:
% 66.32/31.27  																																												| (484)  ~ (all_0_39_39 = e0)
% 66.32/31.27  																																												| (485) all_0_40_40 = e0
% 66.32/31.27  																																												|
% 66.32/31.27  																																													| Equations (485) can reduce 1401 to:
% 66.32/31.27  																																													| (266) $false
% 66.32/31.27  																																													|
% 66.32/31.27  																																													|-The branch is then unsatisfiable
% 66.32/31.27  																																								|-Branch two:
% 66.32/31.27  																																								| (357)  ~ (all_0_41_41 = e0)
% 66.32/31.27  																																								| (4053) all_0_41_41 = e3 | all_0_41_41 = e1
% 66.32/31.27  																																								|
% 66.32/31.27  																																									+-Applying beta-rule and splitting (1923), into two cases.
% 66.32/31.27  																																									|-Branch one:
% 66.32/31.27  																																									| (1557) all_0_46_46 = e3
% 66.32/31.27  																																									|
% 66.32/31.27  																																										| Combining equations (1557,770) yields a new equation:
% 66.32/31.27  																																										| (425) e4 = e3
% 66.32/31.27  																																										|
% 66.32/31.27  																																										| Equations (425) can reduce 188 to:
% 66.32/31.27  																																										| (266) $false
% 66.32/31.27  																																										|
% 66.32/31.27  																																										|-The branch is then unsatisfiable
% 66.32/31.27  																																									|-Branch two:
% 66.32/31.27  																																									| (409)  ~ (all_0_46_46 = e3)
% 66.32/31.27  																																									| (4042) all_0_50_50 = e3 | all_0_55_55 = e3
% 66.32/31.27  																																									|
% 66.32/31.27  																																										+-Applying beta-rule and splitting (4042), into two cases.
% 66.32/31.27  																																										|-Branch one:
% 66.32/31.27  																																										| (415) all_0_50_50 = e3
% 66.32/31.27  																																										|
% 66.32/31.27  																																											| Combining equations (601,415) yields a new equation:
% 66.32/31.27  																																											| (455) e3 = e1
% 66.32/31.27  																																											|
% 66.32/31.27  																																											| Equations (455) can reduce 213 to:
% 66.32/31.27  																																											| (266) $false
% 66.32/31.27  																																											|
% 66.32/31.27  																																											|-The branch is then unsatisfiable
% 66.32/31.27  																																										|-Branch two:
% 66.32/31.27  																																										| (411)  ~ (all_0_50_50 = e3)
% 66.32/31.27  																																										| (2336) all_0_55_55 = e3
% 66.32/31.27  																																										|
% 66.32/31.27  																																											+-Applying beta-rule and splitting (395), into two cases.
% 66.32/31.27  																																											|-Branch one:
% 66.32/31.27  																																											| (794) all_0_41_41 = e0
% 66.32/31.27  																																											|
% 66.32/31.27  																																												| Equations (794) can reduce 357 to:
% 66.32/31.27  																																												| (266) $false
% 66.32/31.27  																																												|
% 66.32/31.27  																																												|-The branch is then unsatisfiable
% 66.32/31.27  																																											|-Branch two:
% 66.32/31.27  																																											| (357)  ~ (all_0_41_41 = e0)
% 66.32/31.27  																																											| (895) all_0_46_46 = e0 | all_0_55_55 = e0
% 66.32/31.27  																																											|
% 66.32/31.27  																																												+-Applying beta-rule and splitting (125), into two cases.
% 66.32/31.27  																																												|-Branch one:
% 66.32/31.27  																																												| (858) all_0_55_55 = e0
% 66.32/31.27  																																												|
% 66.32/31.27  																																													| Combining equations (858,2336) yields a new equation:
% 66.32/31.27  																																													| (676) e3 = e0
% 66.32/31.27  																																													|
% 66.32/31.27  																																													| Equations (676) can reduce 80 to:
% 66.32/31.27  																																													| (266) $false
% 66.32/31.27  																																													|
% 66.32/31.27  																																													|-The branch is then unsatisfiable
% 66.32/31.27  																																												|-Branch two:
% 66.32/31.27  																																												| (803)  ~ (all_0_55_55 = e0)
% 66.32/31.27  																																												| (863) all_0_56_56 = e0 | all_0_57_57 = e0 | all_0_58_58 = e0
% 66.32/31.27  																																												|
% 66.32/31.27  																																													| Equations (2336) can reduce 803 to:
% 66.32/31.27  																																													| (80)  ~ (e3 = e0)
% 66.32/31.27  																																													|
% 66.32/31.27  																																													+-Applying beta-rule and splitting (895), into two cases.
% 66.32/31.27  																																													|-Branch one:
% 66.32/31.27  																																													| (538) all_0_46_46 = e0
% 66.32/31.27  																																													|
% 66.32/31.27  																																														| Combining equations (538,770) yields a new equation:
% 66.32/31.27  																																														| (397) e4 = e0
% 66.32/31.27  																																														|
% 66.32/31.27  																																														| Equations (397) can reduce 49 to:
% 66.32/31.27  																																														| (266) $false
% 66.32/31.27  																																														|
% 66.32/31.27  																																														|-The branch is then unsatisfiable
% 66.32/31.27  																																													|-Branch two:
% 66.32/31.27  																																													| (831)  ~ (all_0_46_46 = e0)
% 66.32/31.27  																																													| (858) all_0_55_55 = e0
% 66.32/31.27  																																													|
% 66.32/31.27  																																														| Combining equations (858,2336) yields a new equation:
% 66.32/31.27  																																														| (676) e3 = e0
% 66.32/31.27  																																														|
% 66.32/31.27  																																														| Equations (676) can reduce 80 to:
% 66.32/31.27  																																														| (266) $false
% 66.32/31.27  																																														|
% 66.32/31.27  																																														|-The branch is then unsatisfiable
% 66.32/31.27  																																	|-Branch two:
% 66.32/31.27  																																	| (462)  ~ (all_0_47_47 = e1)
% 66.32/31.27  																																	| (659) all_0_48_48 = e1 | all_0_49_49 = e1
% 66.32/31.27  																																	|
% 66.32/31.27  																																		+-Applying beta-rule and splitting (105), into two cases.
% 66.32/31.27  																																		|-Branch one:
% 66.32/31.27  																																		| (1105) all_0_47_47 = e2
% 66.32/31.27  																																		|
% 66.32/31.27  																																			| Equations (1105) can reduce 338 to:
% 66.32/31.27  																																			| (266) $false
% 66.32/31.27  																																			|
% 66.32/31.27  																																			|-The branch is then unsatisfiable
% 66.32/31.27  																																		|-Branch two:
% 66.32/31.27  																																		| (338)  ~ (all_0_47_47 = e2)
% 66.32/31.27  																																		| (1789) all_0_47_47 = e4 | all_0_47_47 = e3 | all_0_47_47 = e1 | all_0_47_47 = e0
% 66.32/31.27  																																		|
% 66.32/31.27  																																			+-Applying beta-rule and splitting (1789), into two cases.
% 66.32/31.27  																																			|-Branch one:
% 66.32/31.27  																																			| (1790) all_0_47_47 = e4
% 66.32/31.27  																																			|
% 66.32/31.27  																																				| Equations (1790) can reduce 252 to:
% 66.32/31.27  																																				| (266) $false
% 66.32/31.27  																																				|
% 66.32/31.27  																																				|-The branch is then unsatisfiable
% 66.32/31.27  																																			|-Branch two:
% 66.32/31.27  																																			| (252)  ~ (all_0_47_47 = e4)
% 66.32/31.27  																																			| (1793) all_0_47_47 = e3 | all_0_47_47 = e1 | all_0_47_47 = e0
% 66.32/31.27  																																			|
% 66.32/31.27  																																				+-Applying beta-rule and splitting (1793), into two cases.
% 66.32/31.27  																																				|-Branch one:
% 66.32/31.27  																																				| (674) all_0_47_47 = e0
% 66.32/31.27  																																				|
% 66.32/31.27  																																					| Equations (674) can reduce 678 to:
% 66.32/31.27  																																					| (266) $false
% 66.32/31.27  																																					|
% 66.32/31.27  																																					|-The branch is then unsatisfiable
% 66.32/31.27  																																				|-Branch two:
% 66.32/31.27  																																				| (678)  ~ (all_0_47_47 = e0)
% 66.32/31.27  																																				| (1831) all_0_47_47 = e3 | all_0_47_47 = e1
% 66.32/31.27  																																				|
% 66.32/31.27  																																					+-Applying beta-rule and splitting (1831), into two cases.
% 66.32/31.27  																																					|-Branch one:
% 66.32/31.27  																																					| (654) all_0_47_47 = e1
% 66.32/31.27  																																					|
% 66.32/31.27  																																						| Equations (654) can reduce 462 to:
% 66.32/31.27  																																						| (266) $false
% 66.32/31.27  																																						|
% 66.32/31.27  																																						|-The branch is then unsatisfiable
% 66.32/31.27  																																					|-Branch two:
% 66.32/31.27  																																					| (462)  ~ (all_0_47_47 = e1)
% 66.32/31.27  																																					| (522) all_0_47_47 = e3
% 66.32/31.27  																																					|
% 66.32/31.27  																																						| Equations (522) can reduce 1091 to:
% 66.32/31.27  																																						| (266) $false
% 66.32/31.27  																																						|
% 66.32/31.27  																																						|-The branch is then unsatisfiable
% 66.32/31.27  																													|-Branch two:
% 66.32/31.27  																													| (340)  ~ (all_0_49_49 = e2)
% 66.32/31.27  																													| (614) all_0_53_53 = e2 | all_0_58_58 = e2
% 66.32/31.27  																													|
% 66.32/31.27  																														+-Applying beta-rule and splitting (54), into two cases.
% 66.32/31.27  																														|-Branch one:
% 66.32/31.27  																														| (583) all_0_49_49 = e2
% 66.32/31.27  																														|
% 66.32/31.27  																															| Equations (583) can reduce 340 to:
% 66.32/31.27  																															| (266) $false
% 66.32/31.27  																															|
% 66.32/31.27  																															|-The branch is then unsatisfiable
% 66.32/31.27  																														|-Branch two:
% 66.32/31.27  																														| (340)  ~ (all_0_49_49 = e2)
% 66.32/31.27  																														| (586) all_0_49_49 = e4 | all_0_49_49 = e3 | all_0_49_49 = e1 | all_0_49_49 = e0
% 66.32/31.27  																														|
% 66.32/31.27  																															+-Applying beta-rule and splitting (10761), into two cases.
% 66.32/31.27  																															|-Branch one:
% 66.32/31.27  																															| (335) all_0_48_48 = e2
% 66.32/31.27  																															|
% 66.32/31.27  																																| Combining equations (1279,335) yields a new equation:
% 66.32/31.27  																																| (330) e2 = e0
% 66.32/31.27  																																|
% 66.32/31.27  																																| Equations (330) can reduce 128 to:
% 66.32/31.27  																																| (266) $false
% 66.32/31.27  																																|
% 66.32/31.27  																																|-The branch is then unsatisfiable
% 66.32/31.27  																															|-Branch two:
% 66.32/31.27  																															| (810)  ~ (all_0_48_48 = e2)
% 66.32/31.27  																															| (583) all_0_49_49 = e2
% 66.32/31.27  																															|
% 66.32/31.27  																																| Equations (583) can reduce 340 to:
% 66.32/31.27  																																| (266) $false
% 66.32/31.27  																																|
% 66.32/31.27  																																|-The branch is then unsatisfiable
% 66.32/31.27  																										|-Branch two:
% 66.32/31.27  																										| (1099)  ~ (all_0_51_51 = e2)
% 66.32/31.27  																										| (1100) all_0_51_51 = e4 | all_0_51_51 = e3 | all_0_51_51 = e1
% 66.32/31.27  																										|
% 66.32/31.27  																											+-Applying beta-rule and splitting (385), into two cases.
% 66.32/31.27  																											|-Branch one:
% 66.32/31.27  																											| (1105) all_0_47_47 = e2
% 66.32/31.27  																											|
% 66.32/31.27  																												| Equations (1105) can reduce 198 to:
% 66.32/31.27  																												| (51)  ~ (all_0_42_42 = e2)
% 66.32/31.27  																												|
% 66.32/31.27  																												| Equations (1105) can reduce 224 to:
% 66.32/31.27  																												| (17668)  ~ (all_0_51_51 = e2)
% 66.32/31.27  																												|
% 66.32/31.27  																												| Simplifying 17668 yields:
% 66.32/31.27  																												| (1099)  ~ (all_0_51_51 = e2)
% 66.32/31.27  																												|
% 66.32/31.27  																												| Equations (1105) can reduce 91 to:
% 66.32/31.27  																												| (510)  ~ (all_0_56_56 = e2)
% 66.32/31.27  																												|
% 66.32/31.28  																												| Simplifying 510 yields:
% 66.32/31.28  																												| (511)  ~ (all_0_56_56 = e2)
% 66.32/31.28  																												|
% 66.32/31.28  																												| Equations (1105) can reduce 252 to:
% 66.32/31.28  																												| (327)  ~ (e4 = e2)
% 66.32/31.28  																												|
% 66.32/31.28  																												| Simplifying 327 yields:
% 66.32/31.28  																												| (48)  ~ (e4 = e2)
% 66.32/31.28  																												|
% 66.32/31.28  																												+-Applying beta-rule and splitting (381), into two cases.
% 66.32/31.28  																												|-Branch one:
% 66.32/31.28  																												| (504) all_0_51_51 = e2
% 66.32/31.28  																												|
% 66.32/31.28  																													| Equations (504) can reduce 1099 to:
% 66.32/31.28  																													| (266) $false
% 66.32/31.28  																													|
% 66.32/31.28  																													|-The branch is then unsatisfiable
% 66.32/31.28  																												|-Branch two:
% 66.32/31.28  																												| (1099)  ~ (all_0_51_51 = e2)
% 66.32/31.28  																												| (1152) all_0_52_52 = e2 | all_0_53_53 = e2
% 66.32/31.28  																												|
% 66.32/31.28  																													+-Applying beta-rule and splitting (1152), into two cases.
% 66.32/31.28  																													|-Branch one:
% 66.32/31.28  																													| (352) all_0_52_52 = e2
% 66.32/31.28  																													|
% 66.32/31.28  																														| Combining equations (352,565) yields a new equation:
% 66.32/31.28  																														| (323) e4 = e2
% 66.32/31.28  																														|
% 66.32/31.28  																														| Equations (323) can reduce 48 to:
% 66.32/31.28  																														| (266) $false
% 66.32/31.28  																														|
% 66.32/31.28  																														|-The branch is then unsatisfiable
% 66.32/31.28  																													|-Branch two:
% 66.32/31.28  																													| (342)  ~ (all_0_52_52 = e2)
% 66.32/31.28  																													| (607) all_0_53_53 = e2
% 66.32/31.28  																													|
% 66.32/31.28  																														| Equations (607) can reduce 65 to:
% 66.32/31.28  																														| (340)  ~ (all_0_49_49 = e2)
% 66.32/31.28  																														|
% 66.32/31.28  																														| Equations (607) can reduce 1459 to:
% 66.32/31.28  																														| (122)  ~ (e2 = e1)
% 66.32/31.28  																														|
% 66.32/31.28  																														+-Applying beta-rule and splitting (1100), into two cases.
% 66.32/31.28  																														|-Branch one:
% 66.32/31.28  																														| (1101) all_0_51_51 = e4
% 66.32/31.28  																														|
% 66.32/31.28  																															| Equations (1101) can reduce 475 to:
% 66.32/31.28  																															| (266) $false
% 66.32/31.28  																															|
% 66.32/31.28  																															|-The branch is then unsatisfiable
% 66.32/31.28  																														|-Branch two:
% 66.32/31.28  																														| (475)  ~ (all_0_51_51 = e4)
% 66.32/31.28  																														| (1104) all_0_51_51 = e3 | all_0_51_51 = e1
% 66.32/31.28  																														|
% 66.32/31.28  																															+-Applying beta-rule and splitting (1104), into two cases.
% 66.32/31.28  																															|-Branch one:
% 66.32/31.28  																															| (1109) all_0_51_51 = e1
% 66.32/31.28  																															|
% 66.32/31.28  																																| Equations (1109) can reduce 464 to:
% 66.32/31.28  																																| (266) $false
% 66.32/31.28  																																|
% 66.32/31.28  																																|-The branch is then unsatisfiable
% 66.32/31.28  																															|-Branch two:
% 66.32/31.28  																															| (464)  ~ (all_0_51_51 = e1)
% 66.32/31.28  																															| (660) all_0_51_51 = e3
% 66.32/31.28  																															|
% 66.32/31.28  																																| Equations (660) can reduce 139 to:
% 66.32/31.28  																																| (246)  ~ (all_0_39_39 = e3)
% 66.32/31.28  																																|
% 66.32/31.28  																																| Equations (660) can reduce 61 to:
% 66.32/31.28  																																| (405)  ~ (all_0_42_42 = e3)
% 66.32/31.28  																																|
% 66.32/31.28  																																| From (660) and (177) follows:
% 66.32/31.28  																																| (9464) op(e3, e2) = all_0_25_25
% 66.32/31.28  																																|
% 66.32/31.28  																																| From (660) and (186) follows:
% 66.32/31.28  																																| (1552) op(e1, e2) = e3
% 66.32/31.28  																																|
% 66.32/31.28  																																+-Applying beta-rule and splitting (135), into two cases.
% 66.32/31.28  																																|-Branch one:
% 66.32/31.28  																																| (545) all_0_46_46 = e1
% 66.32/31.28  																																|
% 66.32/31.28  																																	| Combining equations (770,545) yields a new equation:
% 66.32/31.28  																																	| (636) e4 = e1
% 66.32/31.28  																																	|
% 66.32/31.28  																																	| Simplifying 636 yields:
% 66.32/31.28  																																	| (630) e4 = e1
% 66.32/31.28  																																	|
% 66.32/31.28  																																	| Equations (630) can reduce 110 to:
% 66.32/31.28  																																	| (266) $false
% 66.32/31.28  																																	|
% 66.32/31.28  																																	|-The branch is then unsatisfiable
% 66.32/31.28  																																|-Branch two:
% 66.32/31.28  																																| (549)  ~ (all_0_46_46 = e1)
% 66.32/31.28  																																| (550) all_0_47_47 = e1 | all_0_48_48 = e1 | all_0_49_49 = e1
% 66.32/31.28  																																|
% 66.32/31.28  																																	+-Applying beta-rule and splitting (550), into two cases.
% 66.32/31.28  																																	|-Branch one:
% 66.32/31.28  																																	| (654) all_0_47_47 = e1
% 66.32/31.28  																																	|
% 66.32/31.28  																																		| Combining equations (1105,654) yields a new equation:
% 66.32/31.28  																																		| (616) e2 = e1
% 66.32/31.28  																																		|
% 66.32/31.28  																																		| Simplifying 616 yields:
% 66.32/31.28  																																		| (617) e2 = e1
% 66.32/31.28  																																		|
% 66.32/31.28  																																		| Equations (617) can reduce 122 to:
% 66.32/31.28  																																		| (266) $false
% 66.32/31.28  																																		|
% 66.32/31.28  																																		|-The branch is then unsatisfiable
% 66.32/31.28  																																	|-Branch two:
% 66.32/31.28  																																	| (462)  ~ (all_0_47_47 = e1)
% 66.32/31.28  																																	| (659) all_0_48_48 = e1 | all_0_49_49 = e1
% 66.32/31.28  																																	|
% 66.32/31.28  																																		+-Applying beta-rule and splitting (659), into two cases.
% 66.32/31.28  																																		|-Branch one:
% 66.32/31.28  																																		| (615) all_0_48_48 = e1
% 66.32/31.28  																																		|
% 66.32/31.28  																																			| Combining equations (1279,615) yields a new equation:
% 66.32/31.28  																																			| (431) e1 = e0
% 66.32/31.28  																																			|
% 66.32/31.28  																																			| Equations (431) can reduce 233 to:
% 66.32/31.28  																																			| (266) $false
% 66.32/31.28  																																			|
% 66.32/31.28  																																			|-The branch is then unsatisfiable
% 66.32/31.28  																																		|-Branch two:
% 66.32/31.28  																																		| (619)  ~ (all_0_48_48 = e1)
% 66.32/31.28  																																		| (671) all_0_49_49 = e1
% 66.32/31.28  																																		|
% 66.32/31.28  																																			| Equations (671) can reduce 200 to:
% 66.32/31.28  																																			| (132)  ~ (all_0_40_40 = e1)
% 66.32/31.28  																																			|
% 66.32/31.28  																																			| Equations (671) can reduce 9 to:
% 66.32/31.28  																																			| (639)  ~ (all_0_44_44 = e1)
% 66.32/31.28  																																			|
% 66.32/31.28  																																			| Equations (671) can reduce 525 to:
% 66.32/31.28  																																			| (467)  ~ (e3 = e1)
% 66.32/31.28  																																			|
% 66.32/31.28  																																			| Simplifying 467 yields:
% 66.32/31.28  																																			| (213)  ~ (e3 = e1)
% 66.32/31.28  																																			|
% 66.32/31.28  																																			| Equations (671) can reduce 340 to:
% 66.32/31.28  																																			| (604)  ~ (e2 = e1)
% 66.32/31.28  																																			|
% 66.32/31.28  																																			| Simplifying 604 yields:
% 66.32/31.28  																																			| (122)  ~ (e2 = e1)
% 66.32/31.28  																																			|
% 66.32/31.28  																																			| From (671) and (129) follows:
% 66.32/31.28  																																			| (672) op(e1, e2) = all_0_20_20
% 66.32/31.28  																																			|
% 66.32/31.28  																																			+-Applying beta-rule and splitting (131), into two cases.
% 66.32/31.28  																																			|-Branch one:
% 66.32/31.28  																																			| (459) all_0_42_42 = e1
% 66.32/31.28  																																			|
% 66.32/31.28  																																				| Equations (459) can reduce 1380 to:
% 66.32/31.28  																																				| (266) $false
% 66.32/31.28  																																				|
% 66.32/31.28  																																				|-The branch is then unsatisfiable
% 66.32/31.28  																																			|-Branch two:
% 66.32/31.28  																																			| (1380)  ~ (all_0_42_42 = e1)
% 66.32/31.28  																																			| (3259) all_0_47_47 = e1 | all_0_51_51 = e1 | all_0_56_56 = e1
% 66.32/31.28  																																			|
% 66.32/31.28  																																				+-Applying beta-rule and splitting (3259), into two cases.
% 66.32/31.28  																																				|-Branch one:
% 66.32/31.28  																																				| (654) all_0_47_47 = e1
% 66.32/31.28  																																				|
% 66.32/31.28  																																					| Combining equations (1105,654) yields a new equation:
% 66.32/31.28  																																					| (616) e2 = e1
% 66.32/31.28  																																					|
% 66.32/31.28  																																					| Simplifying 616 yields:
% 66.32/31.28  																																					| (617) e2 = e1
% 66.32/31.28  																																					|
% 66.32/31.28  																																					| Equations (617) can reduce 122 to:
% 66.32/31.28  																																					| (266) $false
% 66.32/31.28  																																					|
% 66.32/31.28  																																					|-The branch is then unsatisfiable
% 66.32/31.28  																																				|-Branch two:
% 66.32/31.28  																																				| (462)  ~ (all_0_47_47 = e1)
% 66.32/31.28  																																				| (3264) all_0_51_51 = e1 | all_0_56_56 = e1
% 66.32/31.28  																																				|
% 66.32/31.28  																																					+-Applying beta-rule and splitting (3264), into two cases.
% 66.32/31.28  																																					|-Branch one:
% 66.32/31.28  																																					| (1109) all_0_51_51 = e1
% 66.32/31.28  																																					|
% 66.32/31.28  																																						| Combining equations (660,1109) yields a new equation:
% 66.32/31.28  																																						| (454) e3 = e1
% 66.32/31.28  																																						|
% 66.32/31.28  																																						| Simplifying 454 yields:
% 66.32/31.28  																																						| (455) e3 = e1
% 66.32/31.28  																																						|
% 66.32/31.28  																																						| Equations (455) can reduce 213 to:
% 66.32/31.28  																																						| (266) $false
% 66.32/31.28  																																						|
% 66.32/31.28  																																						|-The branch is then unsatisfiable
% 66.32/31.28  																																					|-Branch two:
% 66.32/31.28  																																					| (464)  ~ (all_0_51_51 = e1)
% 66.32/31.28  																																					| (1569) all_0_56_56 = e1
% 66.32/31.28  																																					|
% 66.32/31.28  																																						| Combining equations (1569,19950) yields a new equation:
% 66.32/31.28  																																						| (9471) all_0_18_18 = e1
% 66.32/31.28  																																						|
% 66.32/31.28  																																						| Equations (1569) can reduce 154 to:
% 66.32/31.28  																																						| (151)  ~ (all_0_39_39 = e1)
% 66.32/31.28  																																						|
% 66.32/31.28  																																						| Equations (1569) can reduce 236 to:
% 66.32/31.28  																																						| (1380)  ~ (all_0_42_42 = e1)
% 66.32/31.28  																																						|
% 66.32/31.28  																																						| Equations (1569) can reduce 153 to:
% 66.32/31.28  																																						| (632)  ~ (all_0_55_55 = e1)
% 66.32/31.28  																																						|
% 66.32/31.28  																																						| Equations (1569) can reduce 44 to:
% 66.32/31.28  																																						| (879)  ~ (all_0_58_58 = e1)
% 66.32/31.28  																																						|
% 66.32/31.28  																																						| Simplifying 879 yields:
% 66.32/31.28  																																						| (880)  ~ (all_0_58_58 = e1)
% 66.32/31.28  																																						|
% 66.32/31.28  																																						| Equations (1569) can reduce 511 to:
% 66.32/31.28  																																						| (604)  ~ (e2 = e1)
% 66.32/31.28  																																						|
% 66.32/31.28  																																						| Simplifying 604 yields:
% 66.32/31.28  																																						| (122)  ~ (e2 = e1)
% 66.32/31.28  																																						|
% 66.32/31.28  																																						| From (1569) and (87) follows:
% 66.32/31.28  																																						| (5145) op(e1, e2) = all_0_34_34
% 66.32/31.28  																																						|
% 66.32/31.28  																																						| From (1569) and (111) follows:
% 66.32/31.28  																																						| (3175) op(e0, e2) = e1
% 66.32/31.28  																																						|
% 66.32/31.28  																																						| Instantiating formula (29) with e3, e2, all_0_25_25, all_0_42_42 and discharging atoms op(e3, e2) = all_0_25_25, op(e3, e2) = all_0_42_42, yields:
% 66.32/31.28  																																						| (9479) all_0_25_25 = all_0_42_42
% 66.32/31.28  																																						|
% 66.32/31.28  																																						| Instantiating formula (29) with e1, e2, all_0_34_34, all_0_20_20 and discharging atoms op(e1, e2) = all_0_20_20, op(e1, e2) = all_0_34_34, yields:
% 66.32/31.28  																																						| (5157) all_0_20_20 = all_0_34_34
% 66.32/31.28  																																						|
% 66.32/31.28  																																						| Instantiating formula (29) with e1, e2, e3, all_0_20_20 and discharging atoms op(e1, e2) = all_0_20_20, op(e1, e2) = e3, yields:
% 66.32/31.28  																																						| (4837) all_0_20_20 = e3
% 66.32/31.28  																																						|
% 66.32/31.28  																																						| Combining equations (5157,4837) yields a new equation:
% 66.32/31.28  																																						| (21716) all_0_34_34 = e3
% 66.32/31.28  																																						|
% 66.32/31.28  																																						| Simplifying 21716 yields:
% 66.32/31.28  																																						| (4264) all_0_34_34 = e3
% 66.32/31.28  																																						|
% 66.32/31.28  																																						| From (9479) and (9464) follows:
% 66.32/31.28  																																						| (210) op(e3, e2) = all_0_42_42
% 66.32/31.28  																																						|
% 66.32/31.28  																																						| From (4264) and (5145) follows:
% 66.32/31.28  																																						| (1552) op(e1, e2) = e3
% 66.32/31.28  																																						|
% 66.32/31.28  																																						+-Applying beta-rule and splitting (113), into two cases.
% 66.32/31.28  																																						|-Branch one:
% 66.32/31.28  																																						| (403) all_0_41_41 = e3
% 66.32/31.28  																																						|
% 66.32/31.28  																																							| Equations (403) can reduce 214 to:
% 66.32/31.28  																																							| (404)  ~ (all_0_42_42 = e3)
% 66.32/31.28  																																							|
% 66.32/31.28  																																							| Simplifying 404 yields:
% 66.32/31.28  																																							| (405)  ~ (all_0_42_42 = e3)
% 66.32/31.28  																																							|
% 66.32/31.28  																																							| Equations (403) can reduce 149 to:
% 66.32/31.28  																																							| (406)  ~ (all_0_44_44 = e3)
% 66.32/31.28  																																							|
% 66.32/31.28  																																							| Simplifying 406 yields:
% 66.32/31.28  																																							| (407)  ~ (all_0_44_44 = e3)
% 66.32/31.28  																																							|
% 66.32/31.28  																																							| Equations (403) can reduce 85 to:
% 66.32/31.28  																																							| (212)  ~ (e3 = e2)
% 66.32/31.28  																																							|
% 66.32/31.28  																																							| Equations (403) can reduce 457 to:
% 66.32/31.28  																																							| (213)  ~ (e3 = e1)
% 66.32/31.28  																																							|
% 66.32/31.28  																																							+-Applying beta-rule and splitting (189), into two cases.
% 66.32/31.28  																																							|-Branch one:
% 66.32/31.28  																																							| (532) all_0_44_44 = e3
% 66.32/31.28  																																							|
% 66.32/31.28  																																								| Equations (532) can reduce 407 to:
% 66.32/31.28  																																								| (266) $false
% 66.32/31.28  																																								|
% 66.32/31.28  																																								|-The branch is then unsatisfiable
% 66.32/31.28  																																							|-Branch two:
% 66.32/31.28  																																							| (407)  ~ (all_0_44_44 = e3)
% 66.32/31.28  																																							| (537) all_0_49_49 = e3 | all_0_53_53 = e3 | all_0_58_58 = e3
% 66.32/31.28  																																							|
% 66.32/31.28  																																								+-Applying beta-rule and splitting (537), into two cases.
% 66.32/31.28  																																								|-Branch one:
% 66.32/31.28  																																								| (884) all_0_49_49 = e3
% 66.32/31.28  																																								|
% 66.32/31.28  																																									| Combining equations (671,884) yields a new equation:
% 66.32/31.28  																																									| (455) e3 = e1
% 66.32/31.28  																																									|
% 66.32/31.28  																																									| Equations (455) can reduce 213 to:
% 66.32/31.28  																																									| (266) $false
% 66.32/31.28  																																									|
% 66.32/31.28  																																									|-The branch is then unsatisfiable
% 66.32/31.28  																																								|-Branch two:
% 66.32/31.28  																																								| (525)  ~ (all_0_49_49 = e3)
% 66.32/31.28  																																								| (887) all_0_53_53 = e3 | all_0_58_58 = e3
% 66.32/31.28  																																								|
% 66.32/31.28  																																									+-Applying beta-rule and splitting (174), into two cases.
% 66.32/31.28  																																									|-Branch one:
% 66.32/31.28  																																									| (386) all_0_55_55 = e2
% 66.32/31.28  																																									|
% 66.32/31.28  																																										| Equations (386) can reduce 304 to:
% 66.32/31.28  																																										| (266) $false
% 66.32/31.28  																																										|
% 66.32/31.28  																																										|-The branch is then unsatisfiable
% 66.32/31.28  																																									|-Branch two:
% 66.32/31.28  																																									| (304)  ~ (all_0_55_55 = e2)
% 66.32/31.28  																																									| (2051) all_0_55_55 = e4 | all_0_55_55 = e3 | all_0_55_55 = e1 | all_0_55_55 = e0
% 66.32/31.28  																																									|
% 66.32/31.28  																																										+-Applying beta-rule and splitting (887), into two cases.
% 66.32/31.28  																																										|-Branch one:
% 66.32/31.28  																																										| (665) all_0_53_53 = e3
% 66.32/31.28  																																										|
% 66.32/31.28  																																											| Combining equations (607,665) yields a new equation:
% 66.32/31.28  																																											| (662) e3 = e2
% 66.32/31.28  																																											|
% 66.32/31.28  																																											| Equations (662) can reduce 212 to:
% 66.32/31.28  																																											| (266) $false
% 66.32/31.28  																																											|
% 66.32/31.28  																																											|-The branch is then unsatisfiable
% 66.32/31.28  																																										|-Branch two:
% 66.32/31.28  																																										| (903)  ~ (all_0_53_53 = e3)
% 66.32/31.28  																																										| (795) all_0_58_58 = e3
% 66.32/31.28  																																										|
% 66.32/31.28  																																											| Equations (795) can reduce 181 to:
% 66.32/31.28  																																											| (407)  ~ (all_0_44_44 = e3)
% 66.32/31.28  																																											|
% 66.32/31.28  																																											| Equations (795) can reduce 3 to:
% 66.32/31.28  																																											| (270)  ~ (all_0_55_55 = e3)
% 66.32/31.28  																																											|
% 66.32/31.28  																																											| Equations (795) can reduce 451 to:
% 66.32/31.28  																																											| (277)  ~ (e4 = e3)
% 66.32/31.28  																																											|
% 66.32/31.28  																																											| Simplifying 277 yields:
% 66.32/31.28  																																											| (188)  ~ (e4 = e3)
% 66.32/31.28  																																											|
% 66.32/31.28  																																											+-Applying beta-rule and splitting (2051), into two cases.
% 66.32/31.28  																																											|-Branch one:
% 66.32/31.28  																																											| (587) all_0_55_55 = e4
% 66.32/31.28  																																											|
% 66.32/31.28  																																												| Equations (587) can reduce 763 to:
% 66.32/31.28  																																												| (266) $false
% 66.32/31.28  																																												|
% 66.32/31.28  																																												|-The branch is then unsatisfiable
% 66.32/31.28  																																											|-Branch two:
% 66.32/31.28  																																											| (763)  ~ (all_0_55_55 = e4)
% 66.32/31.28  																																											| (2055) all_0_55_55 = e3 | all_0_55_55 = e1 | all_0_55_55 = e0
% 66.32/31.28  																																											|
% 66.32/31.28  																																												+-Applying beta-rule and splitting (125), into two cases.
% 66.32/31.28  																																												|-Branch one:
% 66.32/31.28  																																												| (858) all_0_55_55 = e0
% 66.32/31.28  																																												|
% 66.32/31.28  																																													| Equations (858) can reduce 270 to:
% 66.32/31.28  																																													| (541)  ~ (e3 = e0)
% 66.32/31.28  																																													|
% 66.32/31.28  																																													| Simplifying 541 yields:
% 66.32/31.28  																																													| (80)  ~ (e3 = e0)
% 66.32/31.28  																																													|
% 66.32/31.28  																																													+-Applying beta-rule and splitting (165), into two cases.
% 66.32/31.28  																																													|-Branch one:
% 66.32/31.28  																																													| (794) all_0_41_41 = e0
% 66.32/31.28  																																													|
% 66.32/31.28  																																														| Combining equations (403,794) yields a new equation:
% 66.32/31.28  																																														| (675) e3 = e0
% 66.32/31.28  																																														|
% 66.32/31.28  																																														| Simplifying 675 yields:
% 66.32/31.28  																																														| (676) e3 = e0
% 66.32/31.28  																																														|
% 66.32/31.28  																																														| Equations (676) can reduce 80 to:
% 66.32/31.28  																																														| (266) $false
% 66.32/31.28  																																														|
% 66.32/31.28  																																														|-The branch is then unsatisfiable
% 66.32/31.28  																																													|-Branch two:
% 66.32/31.28  																																													| (357)  ~ (all_0_41_41 = e0)
% 66.32/31.28  																																													| (6761) all_0_42_42 = e0 | all_0_43_43 = e0 | all_0_44_44 = e0
% 66.32/31.28  																																													|
% 66.32/31.28  																																														+-Applying beta-rule and splitting (64), into two cases.
% 66.32/31.28  																																														|-Branch one:
% 66.32/31.28  																																														| (437) all_0_41_41 = e4
% 66.32/31.28  																																														|
% 66.32/31.28  																																															| Combining equations (403,437) yields a new equation:
% 66.32/31.28  																																															| (425) e4 = e3
% 66.32/31.28  																																															|
% 66.32/31.28  																																															| Equations (425) can reduce 188 to:
% 66.32/31.28  																																															| (266) $false
% 66.32/31.28  																																															|
% 66.32/31.28  																																															|-The branch is then unsatisfiable
% 66.32/31.28  																																														|-Branch two:
% 66.32/31.28  																																														| (440)  ~ (all_0_41_41 = e4)
% 66.32/31.28  																																														| (441) all_0_42_42 = e4 | all_0_43_43 = e4 | all_0_44_44 = e4
% 66.32/31.28  																																														|
% 66.32/31.28  																																															+-Applying beta-rule and splitting (75), into two cases.
% 66.32/31.28  																																															|-Branch one:
% 66.32/31.28  																																															| (485) all_0_40_40 = e0
% 66.32/31.28  																																															|
% 66.32/31.28  																																																| Equations (485) can reduce 143 to:
% 66.32/31.28  																																																| (359)  ~ (all_0_44_44 = e0)
% 66.32/31.28  																																																|
% 66.32/31.28  																																																| Simplifying 359 yields:
% 66.32/31.28  																																																| (360)  ~ (all_0_44_44 = e0)
% 66.32/31.28  																																																|
% 66.32/31.28  																																																| From (485) and (34) follows:
% 66.32/31.28  																																																| (494) op(e0, e4) = all_0_4_4
% 66.32/31.28  																																																|
% 66.32/31.28  																																																+-Applying beta-rule and splitting (26), into two cases.
% 66.32/31.28  																																																|-Branch one:
% 66.32/31.28  																																																| (446) all_0_44_44 = e4
% 66.32/31.28  																																																|
% 66.32/31.28  																																																	| Equations (446) can reduce 73 to:
% 66.32/31.28  																																																	| (1890)  ~ (all_0_42_42 = e4)
% 66.32/31.28  																																																	|
% 66.32/31.28  																																																	| Equations (446) can reduce 360 to:
% 66.32/31.28  																																																	| (49)  ~ (e4 = e0)
% 66.32/31.28  																																																	|
% 66.32/31.28  																																																	| From (446) and (138) follows:
% 66.32/31.29  																																																	| (4646) op(e3, e0) = e4
% 66.32/31.29  																																																	|
% 66.32/31.29  																																																	+-Applying beta-rule and splitting (152), into two cases.
% 66.32/31.29  																																																	|-Branch one:
% 66.32/31.29  																																																	| (1392) all_0_42_42 = e4
% 66.32/31.29  																																																	|
% 66.32/31.29  																																																		| Equations (1392) can reduce 1890 to:
% 66.32/31.29  																																																		| (266) $false
% 66.32/31.29  																																																		|
% 66.32/31.29  																																																		|-The branch is then unsatisfiable
% 66.32/31.29  																																																	|-Branch two:
% 66.32/31.29  																																																	| (1890)  ~ (all_0_42_42 = e4)
% 66.32/31.29  																																																	| (1969) all_0_42_42 = e3 | all_0_42_42 = e1 | all_0_42_42 = e0
% 66.32/31.29  																																																	|
% 66.32/31.29  																																																		+-Applying beta-rule and splitting (164), into two cases.
% 66.32/31.29  																																																		|-Branch one:
% 66.32/31.29  																																																		| (471) all_0_39_39 = e4
% 66.32/31.29  																																																		|
% 66.32/31.29  																																																			| From (471) and (38) follows:
% 66.32/31.29  																																																			| (85336) op(e4, e2) = all_0_3_3
% 66.32/31.29  																																																			|
% 66.32/31.29  																																																			| From (471) and (14) follows:
% 66.32/31.29  																																																			| (4284) op(e4, e2) = e4
% 66.32/31.29  																																																			|
% 66.32/31.29  																																																			+-Applying beta-rule and splitting (6761), into two cases.
% 66.32/31.29  																																																			|-Branch one:
% 66.32/31.29  																																																			| (559) all_0_42_42 = e0
% 66.32/31.29  																																																			|
% 66.32/31.29  																																																				| Equations (559) can reduce 51 to:
% 66.32/31.29  																																																				| (365)  ~ (e2 = e0)
% 66.32/31.29  																																																				|
% 66.32/31.29  																																																				| Simplifying 365 yields:
% 66.32/31.29  																																																				| (128)  ~ (e2 = e0)
% 66.32/31.29  																																																				|
% 66.32/31.29  																																																				| Equations (559) can reduce 1380 to:
% 66.32/31.29  																																																				| (435)  ~ (e1 = e0)
% 66.32/31.29  																																																				|
% 66.32/31.29  																																																				| Simplifying 435 yields:
% 66.32/31.29  																																																				| (233)  ~ (e1 = e0)
% 66.32/31.29  																																																				|
% 66.32/31.29  																																																				| From (559) and (210) follows:
% 66.32/31.29  																																																				| (20848) op(e3, e2) = e0
% 66.32/31.29  																																																				|
% 66.32/31.29  																																																				| Instantiating formula (29) with e4, e2, e4, all_0_3_3 and discharging atoms op(e4, e2) = all_0_3_3, op(e4, e2) = e4, yields:
% 66.32/31.29  																																																				| (2165) all_0_3_3 = e4
% 66.32/31.29  																																																				|
% 66.32/31.29  																																																				| Instantiating formula (29) with e0, e4, all_0_4_4, e4 and discharging atoms op(e0, e4) = all_0_4_4, op(e0, e4) = e4, yields:
% 66.32/31.29  																																																				| (44179) all_0_4_4 = e4
% 66.32/31.29  																																																				|
% 66.32/31.29  																																																				| From (2165) and (85336) follows:
% 66.32/31.29  																																																				| (4284) op(e4, e2) = e4
% 66.32/31.29  																																																				|
% 66.32/31.29  																																																				| From (44179) and (494) follows:
% 66.32/31.30  																																																				| (2207) op(e0, e4) = e4
% 66.32/31.30  																																																				|
% 66.32/31.30  																																																				+-Applying beta-rule and splitting (56), into two cases.
% 66.32/31.30  																																																				|-Branch one:
% 66.32/31.30  																																																				| (696) unit = e2
% 66.32/31.30  																																																				|
% 66.32/31.30  																																																					| From (696) and (40) follows:
% 66.32/31.30  																																																					| (4285) op(e3, e2) = e3
% 66.32/31.30  																																																					|
% 66.32/31.30  																																																					| From (696) and (28) follows:
% 66.32/31.30  																																																					| (699) op(e1, e2) = e1
% 66.32/31.30  																																																					|
% 66.32/31.30  																																																					| Instantiating formula (29) with e3, e2, e3, e0 and discharging atoms op(e3, e2) = e3, op(e3, e2) = e0, yields:
% 66.32/31.30  																																																					| (676) e3 = e0
% 66.32/31.30  																																																					|
% 66.32/31.30  																																																					| Instantiating formula (29) with e1, e2, e1, e3 and discharging atoms op(e1, e2) = e3, op(e1, e2) = e1, yields:
% 66.32/31.30  																																																					| (455) e3 = e1
% 66.32/31.30  																																																					|
% 66.32/31.30  																																																					| Combining equations (455,676) yields a new equation:
% 66.32/31.30  																																																					| (546) e1 = e0
% 66.32/31.30  																																																					|
% 66.32/31.30  																																																					| Simplifying 546 yields:
% 66.32/31.30  																																																					| (431) e1 = e0
% 66.32/31.30  																																																					|
% 66.32/31.30  																																																					| Equations (431) can reduce 233 to:
% 66.32/31.30  																																																					| (266) $false
% 66.32/31.30  																																																					|
% 66.32/31.30  																																																					|-The branch is then unsatisfiable
% 66.32/31.30  																																																				|-Branch two:
% 66.32/31.30  																																																				| (707)  ~ (unit = e2)
% 66.32/31.30  																																																				| (708) unit = e4 | unit = e3 | unit = e1 | unit = e0
% 66.32/31.30  																																																				|
% 66.32/31.30  																																																					+-Applying beta-rule and splitting (708), into two cases.
% 66.32/31.30  																																																					|-Branch one:
% 66.32/31.30  																																																					| (709) unit = e4
% 66.32/31.30  																																																					|
% 66.32/31.30  																																																						| From (709) and (15) follows:
% 66.32/31.30  																																																						| (22188) op(e4, e2) = e2
% 66.32/31.30  																																																						|
% 66.32/31.30  																																																						| From (709) and (211) follows:
% 66.32/31.30  																																																						| (22527) op(e4, e1) = e1
% 66.32/31.30  																																																						|
% 66.32/31.30  																																																						| From (709) and (32) follows:
% 66.32/31.30  																																																						| (712) op(e2, e4) = e2
% 66.32/31.30  																																																						|
% 66.32/31.30  																																																						| From (709) and (42) follows:
% 66.32/31.30  																																																						| (713) op(e0, e4) = e0
% 66.32/31.30  																																																						|
% 66.32/31.30  																																																						| Instantiating formula (29) with e4, e2, e2, e4 and discharging atoms op(e4, e2) = e4, op(e4, e2) = e2, yields:
% 66.32/31.30  																																																						| (323) e4 = e2
% 66.32/31.30  																																																						|
% 66.32/31.30  																																																						| Instantiating formula (29) with e4, e1, e1, e3 and discharging atoms op(e4, e1) = e3, op(e4, e1) = e1, yields:
% 66.32/31.30  																																																						| (455) e3 = e1
% 66.32/31.30  																																																						|
% 66.32/31.30  																																																						| Instantiating formula (29) with e2, e4, e2, e3 and discharging atoms op(e2, e4) = e3, op(e2, e4) = e2, yields:
% 66.32/31.30  																																																						| (662) e3 = e2
% 66.32/31.30  																																																						|
% 66.32/31.30  																																																						| Instantiating formula (29) with e0, e4, e0, e4 and discharging atoms op(e0, e4) = e4, op(e0, e4) = e0, yields:
% 66.32/31.30  																																																						| (397) e4 = e0
% 66.32/31.30  																																																						|
% 66.32/31.30  																																																						| Combining equations (323,397) yields a new equation:
% 66.32/31.30  																																																						| (391) e2 = e0
% 66.32/31.30  																																																						|
% 66.32/31.30  																																																						| Simplifying 391 yields:
% 66.32/31.30  																																																						| (330) e2 = e0
% 66.32/31.30  																																																						|
% 66.32/31.30  																																																						| Combining equations (455,662) yields a new equation:
% 66.32/31.30  																																																						| (617) e2 = e1
% 66.32/31.30  																																																						|
% 66.32/31.30  																																																						| Combining equations (617,330) yields a new equation:
% 66.32/31.30  																																																						| (546) e1 = e0
% 66.32/31.30  																																																						|
% 66.32/31.30  																																																						| Simplifying 546 yields:
% 66.32/31.30  																																																						| (431) e1 = e0
% 66.32/31.30  																																																						|
% 66.32/31.30  																																																						| Equations (431) can reduce 233 to:
% 66.32/31.30  																																																						| (266) $false
% 66.32/31.30  																																																						|
% 66.32/31.30  																																																						|-The branch is then unsatisfiable
% 66.32/31.30  																																																					|-Branch two:
% 66.32/31.30  																																																					| (724)  ~ (unit = e4)
% 66.32/31.30  																																																					| (725) unit = e3 | unit = e1 | unit = e0
% 66.32/31.30  																																																					|
% 66.32/31.30  																																																						+-Applying beta-rule and splitting (725), into two cases.
% 66.32/31.30  																																																						|-Branch one:
% 66.32/31.30  																																																						| (726) unit = e0
% 66.32/31.30  																																																						|
% 66.32/31.30  																																																							| From (726) and (211) follows:
% 66.32/31.30  																																																							| (15180) op(e0, e1) = e1
% 66.32/31.30  																																																							|
% 66.32/31.30  																																																							| Instantiating formula (29) with e0, e1, e1, e2 and discharging atoms op(e0, e1) = e2, op(e0, e1) = e1, yields:
% 66.32/31.30  																																																							| (617) e2 = e1
% 66.32/31.30  																																																							|
% 66.32/31.30  																																																							| Equations (617) can reduce 122 to:
% 66.32/31.30  																																																							| (266) $false
% 66.32/31.30  																																																							|
% 66.32/31.30  																																																							|-The branch is then unsatisfiable
% 66.32/31.30  																																																						|-Branch two:
% 66.32/31.30  																																																						| (734)  ~ (unit = e0)
% 66.32/31.30  																																																						| (735) unit = e3 | unit = e1
% 66.32/31.30  																																																						|
% 66.32/31.30  																																																							+-Applying beta-rule and splitting (735), into two cases.
% 66.32/31.30  																																																							|-Branch one:
% 66.32/31.30  																																																							| (736) unit = e1
% 66.32/31.30  																																																							|
% 66.32/31.30  																																																								| Equations (736) can reduce 734 to:
% 66.32/31.30  																																																								| (233)  ~ (e1 = e0)
% 66.32/31.30  																																																								|
% 66.32/31.30  																																																								| From (736) and (15) follows:
% 66.32/31.30  																																																								| (515) op(e1, e2) = e2
% 66.32/31.30  																																																								|
% 66.32/31.30  																																																								| From (736) and (227) follows:
% 66.32/31.30  																																																								| (739) op(e4, e1) = e4
% 66.32/31.30  																																																								|
% 66.32/31.30  																																																								| From (736) and (28) follows:
% 66.32/31.30  																																																								| (740) op(e1, e1) = e1
% 66.32/31.30  																																																								|
% 66.32/31.30  																																																								| From (736) and (42) follows:
% 66.32/31.30  																																																								| (3221) op(e0, e1) = e0
% 66.32/31.30  																																																								|
% 66.32/31.30  																																																								| Instantiating formula (29) with e4, e1, e4, e3 and discharging atoms op(e4, e1) = e4, op(e4, e1) = e3, yields:
% 66.32/31.30  																																																								| (425) e4 = e3
% 66.32/31.30  																																																								|
% 66.32/31.30  																																																								| Instantiating formula (29) with e1, e2, e2, e3 and discharging atoms op(e1, e2) = e3, op(e1, e2) = e2, yields:
% 66.32/31.30  																																																								| (662) e3 = e2
% 66.32/31.30  																																																								|
% 66.32/31.30  																																																								| Instantiating formula (29) with e1, e1, e1, e4 and discharging atoms op(e1, e1) = e4, op(e1, e1) = e1, yields:
% 66.32/31.30  																																																								| (630) e4 = e1
% 66.32/31.30  																																																								|
% 66.32/31.30  																																																								| Instantiating formula (29) with e0, e1, e0, e2 and discharging atoms op(e0, e1) = e2, op(e0, e1) = e0, yields:
% 66.32/31.30  																																																								| (330) e2 = e0
% 66.32/31.30  																																																								|
% 66.32/31.30  																																																								| Combining equations (425,630) yields a new equation:
% 66.32/31.30  																																																								| (454) e3 = e1
% 66.32/31.30  																																																								|
% 66.32/31.30  																																																								| Simplifying 454 yields:
% 66.32/31.30  																																																								| (455) e3 = e1
% 66.32/31.30  																																																								|
% 66.32/31.30  																																																								| Combining equations (662,455) yields a new equation:
% 66.32/31.30  																																																								| (616) e2 = e1
% 66.32/31.30  																																																								|
% 66.32/31.30  																																																								| Simplifying 616 yields:
% 66.32/31.30  																																																								| (617) e2 = e1
% 66.32/31.30  																																																								|
% 66.32/31.30  																																																								| Combining equations (617,330) yields a new equation:
% 66.32/31.30  																																																								| (546) e1 = e0
% 66.32/31.30  																																																								|
% 66.32/31.30  																																																								| Simplifying 546 yields:
% 66.32/31.30  																																																								| (431) e1 = e0
% 66.32/31.30  																																																								|
% 66.32/31.30  																																																								| Equations (431) can reduce 233 to:
% 66.32/31.30  																																																								| (266) $false
% 66.32/31.30  																																																								|
% 66.32/31.30  																																																								|-The branch is then unsatisfiable
% 66.32/31.30  																																																							|-Branch two:
% 66.32/31.30  																																																							| (748)  ~ (unit = e1)
% 66.32/31.30  																																																							| (749) unit = e3
% 66.32/31.30  																																																							|
% 66.32/31.30  																																																								| From (749) and (209) follows:
% 66.32/31.30  																																																								| (1667) op(e3, e0) = e0
% 66.32/31.30  																																																								|
% 66.32/31.30  																																																								| From (749) and (32) follows:
% 66.32/31.30  																																																								| (5793) op(e2, e3) = e2
% 66.32/31.30  																																																								|
% 66.32/31.30  																																																								| Instantiating formula (29) with e3, e0, e0, e4 and discharging atoms op(e3, e0) = e4, op(e3, e0) = e0, yields:
% 66.32/31.30  																																																								| (397) e4 = e0
% 66.32/31.30  																																																								|
% 66.32/31.30  																																																								| Instantiating formula (29) with e2, e3, e2, e4 and discharging atoms op(e2, e3) = e4, op(e2, e3) = e2, yields:
% 66.32/31.30  																																																								| (323) e4 = e2
% 66.32/31.30  																																																								|
% 66.32/31.30  																																																								| Combining equations (323,397) yields a new equation:
% 66.32/31.30  																																																								| (391) e2 = e0
% 66.32/31.30  																																																								|
% 66.32/31.30  																																																								| Simplifying 391 yields:
% 66.32/31.30  																																																								| (330) e2 = e0
% 66.32/31.30  																																																								|
% 66.32/31.30  																																																								| Equations (330) can reduce 128 to:
% 66.32/31.30  																																																								| (266) $false
% 66.32/31.30  																																																								|
% 66.32/31.30  																																																								|-The branch is then unsatisfiable
% 66.32/31.30  																																																			|-Branch two:
% 66.32/31.30  																																																			| (358)  ~ (all_0_42_42 = e0)
% 66.32/31.30  																																																			| (6766) all_0_43_43 = e0 | all_0_44_44 = e0
% 66.32/31.30  																																																			|
% 66.32/31.30  																																																				+-Applying beta-rule and splitting (1969), into two cases.
% 66.32/31.30  																																																				|-Branch one:
% 66.32/31.30  																																																				| (559) all_0_42_42 = e0
% 66.32/31.30  																																																				|
% 66.32/31.30  																																																					| Equations (559) can reduce 358 to:
% 66.32/31.30  																																																					| (266) $false
% 66.32/31.30  																																																					|
% 66.32/31.30  																																																					|-The branch is then unsatisfiable
% 66.32/31.30  																																																				|-Branch two:
% 66.32/31.30  																																																				| (358)  ~ (all_0_42_42 = e0)
% 66.32/31.30  																																																				| (2510) all_0_42_42 = e3 | all_0_42_42 = e1
% 66.32/31.30  																																																				|
% 66.32/31.30  																																																					+-Applying beta-rule and splitting (2510), into two cases.
% 66.32/31.30  																																																					|-Branch one:
% 66.32/31.30  																																																					| (459) all_0_42_42 = e1
% 66.32/31.30  																																																					|
% 66.32/31.30  																																																						| Equations (459) can reduce 1380 to:
% 66.32/31.30  																																																						| (266) $false
% 66.32/31.30  																																																						|
% 66.32/31.30  																																																						|-The branch is then unsatisfiable
% 66.32/31.30  																																																					|-Branch two:
% 66.32/31.30  																																																					| (1380)  ~ (all_0_42_42 = e1)
% 66.32/31.30  																																																					| (516) all_0_42_42 = e3
% 66.32/31.30  																																																					|
% 66.32/31.30  																																																						| Equations (516) can reduce 405 to:
% 66.32/31.30  																																																						| (266) $false
% 66.32/31.30  																																																						|
% 66.32/31.30  																																																						|-The branch is then unsatisfiable
% 66.32/31.30  																																																		|-Branch two:
% 66.32/31.30  																																																		| (1377)  ~ (all_0_39_39 = e4)
% 66.32/31.30  																																																		| (2115) all_0_42_42 = e4 | all_0_47_47 = e4 | all_0_51_51 = e4 | all_0_56_56 = e4
% 66.32/31.30  																																																		|
% 66.32/31.30  																																																			+-Applying beta-rule and splitting (326), into two cases.
% 66.32/31.30  																																																			|-Branch one:
% 66.32/31.30  																																																			| (471) all_0_39_39 = e4
% 66.32/31.30  																																																			|
% 66.32/31.30  																																																				| Equations (471) can reduce 1377 to:
% 66.32/31.30  																																																				| (266) $false
% 66.32/31.30  																																																				|
% 66.32/31.30  																																																				|-The branch is then unsatisfiable
% 66.32/31.30  																																																			|-Branch two:
% 66.32/31.30  																																																			| (1377)  ~ (all_0_39_39 = e4)
% 66.32/31.30  																																																			| (1378) all_0_40_40 = e4
% 66.32/31.30  																																																			|
% 66.32/31.30  																																																				| Combining equations (485,1378) yields a new equation:
% 66.32/31.30  																																																				| (397) e4 = e0
% 66.32/31.30  																																																				|
% 66.32/31.30  																																																				| Equations (397) can reduce 49 to:
% 66.32/31.30  																																																				| (266) $false
% 66.32/31.30  																																																				|
% 66.32/31.30  																																																				|-The branch is then unsatisfiable
% 66.32/31.30  																																																|-Branch two:
% 66.32/31.30  																																																| (1390)  ~ (all_0_44_44 = e4)
% 66.32/31.30  																																																| (1391) all_0_44_44 = e3 | all_0_44_44 = e1 | all_0_44_44 = e0
% 66.32/31.30  																																																|
% 66.32/31.30  																																																	+-Applying beta-rule and splitting (1391), into two cases.
% 66.32/31.30  																																																	|-Branch one:
% 66.32/31.30  																																																	| (1414) all_0_44_44 = e0
% 66.32/31.30  																																																	|
% 66.32/31.30  																																																		| Equations (1414) can reduce 360 to:
% 66.32/31.30  																																																		| (266) $false
% 66.32/31.30  																																																		|
% 66.32/31.30  																																																		|-The branch is then unsatisfiable
% 66.32/31.30  																																																	|-Branch two:
% 66.32/31.30  																																																	| (360)  ~ (all_0_44_44 = e0)
% 66.32/31.30  																																																	| (1417) all_0_44_44 = e3 | all_0_44_44 = e1
% 66.32/31.30  																																																	|
% 66.32/31.30  																																																		+-Applying beta-rule and splitting (1417), into two cases.
% 66.32/31.30  																																																		|-Branch one:
% 66.32/31.30  																																																		| (635) all_0_44_44 = e1
% 66.32/31.30  																																																		|
% 66.32/31.30  																																																			| Equations (635) can reduce 639 to:
% 66.32/31.30  																																																			| (266) $false
% 66.32/31.30  																																																			|
% 66.32/31.30  																																																			|-The branch is then unsatisfiable
% 66.32/31.30  																																																		|-Branch two:
% 66.32/31.30  																																																		| (639)  ~ (all_0_44_44 = e1)
% 66.32/31.30  																																																		| (532) all_0_44_44 = e3
% 66.32/31.30  																																																		|
% 66.32/31.30  																																																			| Equations (532) can reduce 407 to:
% 66.32/31.30  																																																			| (266) $false
% 66.32/31.30  																																																			|
% 66.32/31.30  																																																			|-The branch is then unsatisfiable
% 66.32/31.30  																																															|-Branch two:
% 66.32/31.30  																																															| (1401)  ~ (all_0_40_40 = e0)
% 66.32/31.30  																																															| (1748) all_0_44_44 = e0 | all_0_49_49 = e0 | all_0_58_58 = e0
% 66.32/31.30  																																															|
% 66.32/31.30  																																																+-Applying beta-rule and splitting (316), into two cases.
% 66.32/31.30  																																																|-Branch one:
% 66.32/31.30  																																																| (1378) all_0_40_40 = e4
% 66.32/31.30  																																																|
% 66.32/31.30  																																																	| Equations (1378) can reduce 143 to:
% 66.32/31.30  																																																	| (1903)  ~ (all_0_44_44 = e4)
% 66.32/31.30  																																																	|
% 66.32/31.30  																																																	| Simplifying 1903 yields:
% 66.32/31.30  																																																	| (1390)  ~ (all_0_44_44 = e4)
% 66.32/31.30  																																																	|
% 66.32/31.30  																																																	| Equations (1378) can reduce 132 to:
% 66.32/31.30  																																																	| (110)  ~ (e4 = e1)
% 66.32/31.30  																																																	|
% 66.32/31.30  																																																	+-Applying beta-rule and splitting (441), into two cases.
% 66.32/31.30  																																																	|-Branch one:
% 66.32/31.30  																																																	| (1392) all_0_42_42 = e4
% 66.32/31.30  																																																	|
% 66.32/31.30  																																																		| Combining equations (1392,9479) yields a new equation:
% 66.32/31.30  																																																		| (15138) all_0_25_25 = e4
% 66.32/31.30  																																																		|
% 66.32/31.31  																																																		| Combining equations (1392,60459) yields a new equation:
% 66.32/31.31  																																																		| (85024) all_0_13_13 = e4
% 66.32/31.31  																																																		|
% 66.32/31.31  																																																		| Equations (1392) can reduce 145 to:
% 66.32/31.31  																																																		| (1377)  ~ (all_0_39_39 = e4)
% 66.32/31.31  																																																		|
% 66.32/31.31  																																																		| Equations (1392) can reduce 73 to:
% 66.32/31.31  																																																		| (1903)  ~ (all_0_44_44 = e4)
% 66.32/31.31  																																																		|
% 66.32/31.31  																																																		| Simplifying 1903 yields:
% 66.32/31.31  																																																		| (1390)  ~ (all_0_44_44 = e4)
% 66.32/31.31  																																																		|
% 66.32/31.31  																																																		| Equations (1392) can reduce 405 to:
% 66.32/31.31  																																																		| (188)  ~ (e4 = e3)
% 66.32/31.31  																																																		|
% 66.32/31.31  																																																		| Equations (1392) can reduce 1380 to:
% 66.32/31.31  																																																		| (110)  ~ (e4 = e1)
% 66.32/31.31  																																																		|
% 66.32/31.31  																																																		+-Applying beta-rule and splitting (104), into two cases.
% 66.32/31.31  																																																		|-Branch one:
% 66.32/31.31  																																																		| (480) all_0_39_39 = e0
% 66.32/31.31  																																																		|
% 66.32/31.31  																																																			| Equations (480) can reduce 1377 to:
% 66.32/31.31  																																																			| (401)  ~ (e4 = e0)
% 66.32/31.31  																																																			|
% 66.32/31.31  																																																			| Simplifying 401 yields:
% 66.32/31.31  																																																			| (49)  ~ (e4 = e0)
% 66.32/31.31  																																																			|
% 66.32/31.31  																																																			| Equations (480) can reduce 151 to:
% 66.32/31.31  																																																			| (435)  ~ (e1 = e0)
% 66.32/31.31  																																																			|
% 66.32/31.31  																																																			| Simplifying 435 yields:
% 66.32/31.31  																																																			| (233)  ~ (e1 = e0)
% 66.32/31.31  																																																			|
% 66.32/31.31  																																																			| From (480) and (38) follows:
% 66.32/31.31  																																																			| (1413) op(e0, e2) = all_0_3_3
% 66.32/31.31  																																																			|
% 66.32/31.31  																																																			+-Applying beta-rule and splitting (26), into two cases.
% 66.32/31.31  																																																			|-Branch one:
% 66.32/31.31  																																																			| (446) all_0_44_44 = e4
% 66.32/31.31  																																																			|
% 66.32/31.31  																																																				| Equations (446) can reduce 1390 to:
% 66.32/31.31  																																																				| (266) $false
% 66.32/31.31  																																																				|
% 66.32/31.31  																																																				|-The branch is then unsatisfiable
% 66.32/31.31  																																																			|-Branch two:
% 66.32/31.31  																																																			| (1390)  ~ (all_0_44_44 = e4)
% 66.32/31.31  																																																			| (1391) all_0_44_44 = e3 | all_0_44_44 = e1 | all_0_44_44 = e0
% 66.32/31.31  																																																			|
% 66.32/31.31  																																																				+-Applying beta-rule and splitting (1391), into two cases.
% 66.32/31.31  																																																				|-Branch one:
% 66.32/31.31  																																																				| (1414) all_0_44_44 = e0
% 66.32/31.31  																																																				|
% 66.32/31.31  																																																					| Equations (1414) can reduce 407 to:
% 66.32/31.31  																																																					| (541)  ~ (e3 = e0)
% 66.32/31.31  																																																					|
% 66.32/31.31  																																																					| Simplifying 541 yields:
% 66.32/31.31  																																																					| (80)  ~ (e3 = e0)
% 66.32/31.31  																																																					|
% 66.32/31.31  																																																					| Equations (1414) can reduce 639 to:
% 66.32/31.31  																																																					| (435)  ~ (e1 = e0)
% 66.32/31.31  																																																					|
% 66.32/31.31  																																																					| Simplifying 435 yields:
% 66.32/31.31  																																																					| (233)  ~ (e1 = e0)
% 66.32/31.31  																																																					|
% 66.32/31.31  																																																					+-Applying beta-rule and splitting (238), into two cases.
% 66.32/31.31  																																																					|-Branch one:
% 66.32/31.31  																																																					| (396) all_0_43_43 = e4
% 66.32/31.31  																																																					|
% 66.32/31.31  																																																						| Combining equations (430,396) yields a new equation:
% 66.32/31.31  																																																						| (630) e4 = e1
% 66.32/31.31  																																																						|
% 66.32/31.31  																																																						| Equations (630) can reduce 110 to:
% 66.32/31.31  																																																						| (266) $false
% 66.32/31.31  																																																						|
% 66.32/31.31  																																																						|-The branch is then unsatisfiable
% 66.32/31.31  																																																					|-Branch two:
% 66.32/31.31  																																																					| (399)  ~ (all_0_43_43 = e4)
% 66.32/31.31  																																																					| (9578) (all_0_1_1 = e4 &  ~ (all_0_0_0 = e3) &  ~ (all_0_38_38 = e2)) | (all_0_3_3 = e4 &  ~ (all_0_2_2 = e2) &  ~ (all_0_39_39 = all_0_45_45)) | (all_0_5_5 = e4 &  ~ (all_0_4_4 = e0) &  ~ (all_0_40_40 = all_0_54_54)) | (all_0_8_8 = e3 &  ~ (all_0_7_7 = e2) &  ~ (all_0_42_42 = all_0_46_46)) | (all_0_10_10 = e3 &  ~ (all_0_9_9 = e1) &  ~ (all_0_43_43 = all_0_50_50)) | (all_0_12_12 = e3 &  ~ (all_0_11_11 = e0) &  ~ (all_0_44_44 = all_0_55_55)) | (all_0_14_14 = e2 &  ~ (all_0_13_13 = e4) &  ~ (all_0_39_39 = all_0_45_45)) | (all_0_16_16 = e2 &  ~ (all_0_15_15 = e3) &  ~ (all_0_42_42 = all_0_46_46)) | (all_0_19_19 = e2 &  ~ (all_0_18_18 = e1) &  ~ (all_0_48_48 = all_0_51_51)) | (all_0_21_21 = e2 &  ~ (all_0_20_20 = e0) &  ~ (all_0_49_49 = all_0_56_56)) | (all_0_23_23 = e1 &  ~ (all_0_22_22 = e3) &  ~ (all_0_43_43 = all_0_50_50)) | (all_0_25_25 = e1 &  ~ (all_0_24_24 = e2) &  ~ (all_0_48_48 = all_0_51_51)) | (all_0_28_28 = e1 &  ~ (all_0_27_27 = e0) &  ~ (all_0_53_53 = all_0_57_57)) | (all_0_30_30 = e0 &  ~ (all_0_29_29 = e4) &  ~ (all_0_40_40 = all_0_54_54)) | (all_0_32_32 = e0 &  ~ (all_0_31_31 = e3) &  ~ (all_0_44_44 = all_0_55_55)) | (all_0_34_34 = e0 &  ~ (all_0_33_33 = e2) &  ~ (all_0_49_49 = all_0_56_56)) | (all_0_36_36 = e0 &  ~ (all_0_35_35 = e1) &  ~ (all_0_53_53 = all_0_57_57)) | (all_0_45_45 = e3 &  ~ (all_0_38_38 = e2) &  ~ (all_0_46_46 = e4))
% 66.32/31.31  																																																					|
% 66.32/31.31  																																																						| Equations (430) can reduce 399 to:
% 66.32/31.31  																																																						| (602)  ~ (e4 = e1)
% 66.32/31.31  																																																						|
% 66.32/31.31  																																																						| Simplifying 602 yields:
% 66.32/31.31  																																																						| (110)  ~ (e4 = e1)
% 66.32/31.31  																																																						|
% 66.32/31.31  																																																						+-Applying beta-rule and splitting (9578), into two cases.
% 66.32/31.31  																																																						|-Branch one:
% 66.32/31.31  																																																						| (9581) (all_0_1_1 = e4 &  ~ (all_0_0_0 = e3) &  ~ (all_0_38_38 = e2)) | (all_0_3_3 = e4 &  ~ (all_0_2_2 = e2) &  ~ (all_0_39_39 = all_0_45_45)) | (all_0_5_5 = e4 &  ~ (all_0_4_4 = e0) &  ~ (all_0_40_40 = all_0_54_54)) | (all_0_8_8 = e3 &  ~ (all_0_7_7 = e2) &  ~ (all_0_42_42 = all_0_46_46)) | (all_0_10_10 = e3 &  ~ (all_0_9_9 = e1) &  ~ (all_0_43_43 = all_0_50_50)) | (all_0_12_12 = e3 &  ~ (all_0_11_11 = e0) &  ~ (all_0_44_44 = all_0_55_55)) | (all_0_14_14 = e2 &  ~ (all_0_13_13 = e4) &  ~ (all_0_39_39 = all_0_45_45)) | (all_0_16_16 = e2 &  ~ (all_0_15_15 = e3) &  ~ (all_0_42_42 = all_0_46_46)) | (all_0_19_19 = e2 &  ~ (all_0_18_18 = e1) &  ~ (all_0_48_48 = all_0_51_51)) | (all_0_21_21 = e2 &  ~ (all_0_20_20 = e0) &  ~ (all_0_49_49 = all_0_56_56)) | (all_0_23_23 = e1 &  ~ (all_0_22_22 = e3) &  ~ (all_0_43_43 = all_0_50_50)) | (all_0_25_25 = e1 &  ~ (all_0_24_24 = e2) &  ~ (all_0_48_48 = all_0_51_51)) | (all_0_28_28 = e1 &  ~ (all_0_27_27 = e0) &  ~ (all_0_53_53 = all_0_57_57)) | (all_0_30_30 = e0 &  ~ (all_0_29_29 = e4) &  ~ (all_0_40_40 = all_0_54_54)) | (all_0_32_32 = e0 &  ~ (all_0_31_31 = e3) &  ~ (all_0_44_44 = all_0_55_55)) | (all_0_34_34 = e0 &  ~ (all_0_33_33 = e2) &  ~ (all_0_49_49 = all_0_56_56)) | (all_0_36_36 = e0 &  ~ (all_0_35_35 = e1) &  ~ (all_0_53_53 = all_0_57_57))
% 66.32/31.31  																																																						|
% 66.32/31.31  																																																							+-Applying beta-rule and splitting (9581), into two cases.
% 66.32/31.31  																																																							|-Branch one:
% 66.32/31.31  																																																							| (9582) (all_0_1_1 = e4 &  ~ (all_0_0_0 = e3) &  ~ (all_0_38_38 = e2)) | (all_0_3_3 = e4 &  ~ (all_0_2_2 = e2) &  ~ (all_0_39_39 = all_0_45_45)) | (all_0_5_5 = e4 &  ~ (all_0_4_4 = e0) &  ~ (all_0_40_40 = all_0_54_54)) | (all_0_8_8 = e3 &  ~ (all_0_7_7 = e2) &  ~ (all_0_42_42 = all_0_46_46)) | (all_0_10_10 = e3 &  ~ (all_0_9_9 = e1) &  ~ (all_0_43_43 = all_0_50_50)) | (all_0_12_12 = e3 &  ~ (all_0_11_11 = e0) &  ~ (all_0_44_44 = all_0_55_55)) | (all_0_14_14 = e2 &  ~ (all_0_13_13 = e4) &  ~ (all_0_39_39 = all_0_45_45)) | (all_0_16_16 = e2 &  ~ (all_0_15_15 = e3) &  ~ (all_0_42_42 = all_0_46_46)) | (all_0_19_19 = e2 &  ~ (all_0_18_18 = e1) &  ~ (all_0_48_48 = all_0_51_51)) | (all_0_21_21 = e2 &  ~ (all_0_20_20 = e0) &  ~ (all_0_49_49 = all_0_56_56)) | (all_0_23_23 = e1 &  ~ (all_0_22_22 = e3) &  ~ (all_0_43_43 = all_0_50_50)) | (all_0_25_25 = e1 &  ~ (all_0_24_24 = e2) &  ~ (all_0_48_48 = all_0_51_51)) | (all_0_28_28 = e1 &  ~ (all_0_27_27 = e0) &  ~ (all_0_53_53 = all_0_57_57)) | (all_0_30_30 = e0 &  ~ (all_0_29_29 = e4) &  ~ (all_0_40_40 = all_0_54_54)) | (all_0_32_32 = e0 &  ~ (all_0_31_31 = e3) &  ~ (all_0_44_44 = all_0_55_55)) | (all_0_34_34 = e0 &  ~ (all_0_33_33 = e2) &  ~ (all_0_49_49 = all_0_56_56))
% 66.32/31.31  																																																							|
% 66.32/31.31  																																																								+-Applying beta-rule and splitting (9582), into two cases.
% 66.32/31.31  																																																								|-Branch one:
% 66.32/31.31  																																																								| (9583) (all_0_1_1 = e4 &  ~ (all_0_0_0 = e3) &  ~ (all_0_38_38 = e2)) | (all_0_3_3 = e4 &  ~ (all_0_2_2 = e2) &  ~ (all_0_39_39 = all_0_45_45)) | (all_0_5_5 = e4 &  ~ (all_0_4_4 = e0) &  ~ (all_0_40_40 = all_0_54_54)) | (all_0_8_8 = e3 &  ~ (all_0_7_7 = e2) &  ~ (all_0_42_42 = all_0_46_46)) | (all_0_10_10 = e3 &  ~ (all_0_9_9 = e1) &  ~ (all_0_43_43 = all_0_50_50)) | (all_0_12_12 = e3 &  ~ (all_0_11_11 = e0) &  ~ (all_0_44_44 = all_0_55_55)) | (all_0_14_14 = e2 &  ~ (all_0_13_13 = e4) &  ~ (all_0_39_39 = all_0_45_45)) | (all_0_16_16 = e2 &  ~ (all_0_15_15 = e3) &  ~ (all_0_42_42 = all_0_46_46)) | (all_0_19_19 = e2 &  ~ (all_0_18_18 = e1) &  ~ (all_0_48_48 = all_0_51_51)) | (all_0_21_21 = e2 &  ~ (all_0_20_20 = e0) &  ~ (all_0_49_49 = all_0_56_56)) | (all_0_23_23 = e1 &  ~ (all_0_22_22 = e3) &  ~ (all_0_43_43 = all_0_50_50)) | (all_0_25_25 = e1 &  ~ (all_0_24_24 = e2) &  ~ (all_0_48_48 = all_0_51_51)) | (all_0_28_28 = e1 &  ~ (all_0_27_27 = e0) &  ~ (all_0_53_53 = all_0_57_57)) | (all_0_30_30 = e0 &  ~ (all_0_29_29 = e4) &  ~ (all_0_40_40 = all_0_54_54)) | (all_0_32_32 = e0 &  ~ (all_0_31_31 = e3) &  ~ (all_0_44_44 = all_0_55_55))
% 66.32/31.31  																																																								|
% 66.32/31.31  																																																									+-Applying beta-rule and splitting (9583), into two cases.
% 66.32/31.31  																																																									|-Branch one:
% 66.32/31.31  																																																									| (9584) (all_0_1_1 = e4 &  ~ (all_0_0_0 = e3) &  ~ (all_0_38_38 = e2)) | (all_0_3_3 = e4 &  ~ (all_0_2_2 = e2) &  ~ (all_0_39_39 = all_0_45_45)) | (all_0_5_5 = e4 &  ~ (all_0_4_4 = e0) &  ~ (all_0_40_40 = all_0_54_54)) | (all_0_8_8 = e3 &  ~ (all_0_7_7 = e2) &  ~ (all_0_42_42 = all_0_46_46)) | (all_0_10_10 = e3 &  ~ (all_0_9_9 = e1) &  ~ (all_0_43_43 = all_0_50_50)) | (all_0_12_12 = e3 &  ~ (all_0_11_11 = e0) &  ~ (all_0_44_44 = all_0_55_55)) | (all_0_14_14 = e2 &  ~ (all_0_13_13 = e4) &  ~ (all_0_39_39 = all_0_45_45)) | (all_0_16_16 = e2 &  ~ (all_0_15_15 = e3) &  ~ (all_0_42_42 = all_0_46_46)) | (all_0_19_19 = e2 &  ~ (all_0_18_18 = e1) &  ~ (all_0_48_48 = all_0_51_51)) | (all_0_21_21 = e2 &  ~ (all_0_20_20 = e0) &  ~ (all_0_49_49 = all_0_56_56)) | (all_0_23_23 = e1 &  ~ (all_0_22_22 = e3) &  ~ (all_0_43_43 = all_0_50_50)) | (all_0_25_25 = e1 &  ~ (all_0_24_24 = e2) &  ~ (all_0_48_48 = all_0_51_51)) | (all_0_28_28 = e1 &  ~ (all_0_27_27 = e0) &  ~ (all_0_53_53 = all_0_57_57)) | (all_0_30_30 = e0 &  ~ (all_0_29_29 = e4) &  ~ (all_0_40_40 = all_0_54_54))
% 66.32/31.31  																																																									|
% 66.32/31.31  																																																										+-Applying beta-rule and splitting (9584), into two cases.
% 66.32/31.31  																																																										|-Branch one:
% 66.32/31.31  																																																										| (9585) (all_0_1_1 = e4 &  ~ (all_0_0_0 = e3) &  ~ (all_0_38_38 = e2)) | (all_0_3_3 = e4 &  ~ (all_0_2_2 = e2) &  ~ (all_0_39_39 = all_0_45_45)) | (all_0_5_5 = e4 &  ~ (all_0_4_4 = e0) &  ~ (all_0_40_40 = all_0_54_54)) | (all_0_8_8 = e3 &  ~ (all_0_7_7 = e2) &  ~ (all_0_42_42 = all_0_46_46)) | (all_0_10_10 = e3 &  ~ (all_0_9_9 = e1) &  ~ (all_0_43_43 = all_0_50_50)) | (all_0_12_12 = e3 &  ~ (all_0_11_11 = e0) &  ~ (all_0_44_44 = all_0_55_55)) | (all_0_14_14 = e2 &  ~ (all_0_13_13 = e4) &  ~ (all_0_39_39 = all_0_45_45)) | (all_0_16_16 = e2 &  ~ (all_0_15_15 = e3) &  ~ (all_0_42_42 = all_0_46_46)) | (all_0_19_19 = e2 &  ~ (all_0_18_18 = e1) &  ~ (all_0_48_48 = all_0_51_51)) | (all_0_21_21 = e2 &  ~ (all_0_20_20 = e0) &  ~ (all_0_49_49 = all_0_56_56)) | (all_0_23_23 = e1 &  ~ (all_0_22_22 = e3) &  ~ (all_0_43_43 = all_0_50_50)) | (all_0_25_25 = e1 &  ~ (all_0_24_24 = e2) &  ~ (all_0_48_48 = all_0_51_51)) | (all_0_28_28 = e1 &  ~ (all_0_27_27 = e0) &  ~ (all_0_53_53 = all_0_57_57))
% 66.32/31.31  																																																										|
% 66.32/31.31  																																																											+-Applying beta-rule and splitting (9585), into two cases.
% 66.32/31.31  																																																											|-Branch one:
% 66.32/31.31  																																																											| (9586) (all_0_1_1 = e4 &  ~ (all_0_0_0 = e3) &  ~ (all_0_38_38 = e2)) | (all_0_3_3 = e4 &  ~ (all_0_2_2 = e2) &  ~ (all_0_39_39 = all_0_45_45)) | (all_0_5_5 = e4 &  ~ (all_0_4_4 = e0) &  ~ (all_0_40_40 = all_0_54_54)) | (all_0_8_8 = e3 &  ~ (all_0_7_7 = e2) &  ~ (all_0_42_42 = all_0_46_46)) | (all_0_10_10 = e3 &  ~ (all_0_9_9 = e1) &  ~ (all_0_43_43 = all_0_50_50)) | (all_0_12_12 = e3 &  ~ (all_0_11_11 = e0) &  ~ (all_0_44_44 = all_0_55_55)) | (all_0_14_14 = e2 &  ~ (all_0_13_13 = e4) &  ~ (all_0_39_39 = all_0_45_45)) | (all_0_16_16 = e2 &  ~ (all_0_15_15 = e3) &  ~ (all_0_42_42 = all_0_46_46)) | (all_0_19_19 = e2 &  ~ (all_0_18_18 = e1) &  ~ (all_0_48_48 = all_0_51_51)) | (all_0_21_21 = e2 &  ~ (all_0_20_20 = e0) &  ~ (all_0_49_49 = all_0_56_56)) | (all_0_23_23 = e1 &  ~ (all_0_22_22 = e3) &  ~ (all_0_43_43 = all_0_50_50)) | (all_0_25_25 = e1 &  ~ (all_0_24_24 = e2) &  ~ (all_0_48_48 = all_0_51_51))
% 66.32/31.31  																																																											|
% 66.32/31.31  																																																												+-Applying beta-rule and splitting (9586), into two cases.
% 66.32/31.31  																																																												|-Branch one:
% 66.32/31.31  																																																												| (9587) (all_0_1_1 = e4 &  ~ (all_0_0_0 = e3) &  ~ (all_0_38_38 = e2)) | (all_0_3_3 = e4 &  ~ (all_0_2_2 = e2) &  ~ (all_0_39_39 = all_0_45_45)) | (all_0_5_5 = e4 &  ~ (all_0_4_4 = e0) &  ~ (all_0_40_40 = all_0_54_54)) | (all_0_8_8 = e3 &  ~ (all_0_7_7 = e2) &  ~ (all_0_42_42 = all_0_46_46)) | (all_0_10_10 = e3 &  ~ (all_0_9_9 = e1) &  ~ (all_0_43_43 = all_0_50_50)) | (all_0_12_12 = e3 &  ~ (all_0_11_11 = e0) &  ~ (all_0_44_44 = all_0_55_55)) | (all_0_14_14 = e2 &  ~ (all_0_13_13 = e4) &  ~ (all_0_39_39 = all_0_45_45)) | (all_0_16_16 = e2 &  ~ (all_0_15_15 = e3) &  ~ (all_0_42_42 = all_0_46_46)) | (all_0_19_19 = e2 &  ~ (all_0_18_18 = e1) &  ~ (all_0_48_48 = all_0_51_51)) | (all_0_21_21 = e2 &  ~ (all_0_20_20 = e0) &  ~ (all_0_49_49 = all_0_56_56)) | (all_0_23_23 = e1 &  ~ (all_0_22_22 = e3) &  ~ (all_0_43_43 = all_0_50_50))
% 66.32/31.31  																																																												|
% 66.32/31.31  																																																													+-Applying beta-rule and splitting (9587), into two cases.
% 66.32/31.31  																																																													|-Branch one:
% 66.32/31.31  																																																													| (9588) (all_0_1_1 = e4 &  ~ (all_0_0_0 = e3) &  ~ (all_0_38_38 = e2)) | (all_0_3_3 = e4 &  ~ (all_0_2_2 = e2) &  ~ (all_0_39_39 = all_0_45_45)) | (all_0_5_5 = e4 &  ~ (all_0_4_4 = e0) &  ~ (all_0_40_40 = all_0_54_54)) | (all_0_8_8 = e3 &  ~ (all_0_7_7 = e2) &  ~ (all_0_42_42 = all_0_46_46)) | (all_0_10_10 = e3 &  ~ (all_0_9_9 = e1) &  ~ (all_0_43_43 = all_0_50_50)) | (all_0_12_12 = e3 &  ~ (all_0_11_11 = e0) &  ~ (all_0_44_44 = all_0_55_55)) | (all_0_14_14 = e2 &  ~ (all_0_13_13 = e4) &  ~ (all_0_39_39 = all_0_45_45)) | (all_0_16_16 = e2 &  ~ (all_0_15_15 = e3) &  ~ (all_0_42_42 = all_0_46_46)) | (all_0_19_19 = e2 &  ~ (all_0_18_18 = e1) &  ~ (all_0_48_48 = all_0_51_51)) | (all_0_21_21 = e2 &  ~ (all_0_20_20 = e0) &  ~ (all_0_49_49 = all_0_56_56))
% 66.32/31.31  																																																													|
% 66.32/31.31  																																																														+-Applying beta-rule and splitting (9588), into two cases.
% 66.32/31.31  																																																														|-Branch one:
% 66.32/31.31  																																																														| (9589) (all_0_1_1 = e4 &  ~ (all_0_0_0 = e3) &  ~ (all_0_38_38 = e2)) | (all_0_3_3 = e4 &  ~ (all_0_2_2 = e2) &  ~ (all_0_39_39 = all_0_45_45)) | (all_0_5_5 = e4 &  ~ (all_0_4_4 = e0) &  ~ (all_0_40_40 = all_0_54_54)) | (all_0_8_8 = e3 &  ~ (all_0_7_7 = e2) &  ~ (all_0_42_42 = all_0_46_46)) | (all_0_10_10 = e3 &  ~ (all_0_9_9 = e1) &  ~ (all_0_43_43 = all_0_50_50)) | (all_0_12_12 = e3 &  ~ (all_0_11_11 = e0) &  ~ (all_0_44_44 = all_0_55_55)) | (all_0_14_14 = e2 &  ~ (all_0_13_13 = e4) &  ~ (all_0_39_39 = all_0_45_45)) | (all_0_16_16 = e2 &  ~ (all_0_15_15 = e3) &  ~ (all_0_42_42 = all_0_46_46)) | (all_0_19_19 = e2 &  ~ (all_0_18_18 = e1) &  ~ (all_0_48_48 = all_0_51_51))
% 66.32/31.31  																																																														|
% 66.32/31.31  																																																															+-Applying beta-rule and splitting (9589), into two cases.
% 66.32/31.31  																																																															|-Branch one:
% 66.32/31.32  																																																															| (9590) (all_0_1_1 = e4 &  ~ (all_0_0_0 = e3) &  ~ (all_0_38_38 = e2)) | (all_0_3_3 = e4 &  ~ (all_0_2_2 = e2) &  ~ (all_0_39_39 = all_0_45_45)) | (all_0_5_5 = e4 &  ~ (all_0_4_4 = e0) &  ~ (all_0_40_40 = all_0_54_54)) | (all_0_8_8 = e3 &  ~ (all_0_7_7 = e2) &  ~ (all_0_42_42 = all_0_46_46)) | (all_0_10_10 = e3 &  ~ (all_0_9_9 = e1) &  ~ (all_0_43_43 = all_0_50_50)) | (all_0_12_12 = e3 &  ~ (all_0_11_11 = e0) &  ~ (all_0_44_44 = all_0_55_55)) | (all_0_14_14 = e2 &  ~ (all_0_13_13 = e4) &  ~ (all_0_39_39 = all_0_45_45)) | (all_0_16_16 = e2 &  ~ (all_0_15_15 = e3) &  ~ (all_0_42_42 = all_0_46_46))
% 66.32/31.32  																																																															|
% 66.32/31.32  																																																																+-Applying beta-rule and splitting (9590), into two cases.
% 66.32/31.32  																																																																|-Branch one:
% 66.32/31.32  																																																																| (9591) (all_0_1_1 = e4 &  ~ (all_0_0_0 = e3) &  ~ (all_0_38_38 = e2)) | (all_0_3_3 = e4 &  ~ (all_0_2_2 = e2) &  ~ (all_0_39_39 = all_0_45_45)) | (all_0_5_5 = e4 &  ~ (all_0_4_4 = e0) &  ~ (all_0_40_40 = all_0_54_54)) | (all_0_8_8 = e3 &  ~ (all_0_7_7 = e2) &  ~ (all_0_42_42 = all_0_46_46)) | (all_0_10_10 = e3 &  ~ (all_0_9_9 = e1) &  ~ (all_0_43_43 = all_0_50_50)) | (all_0_12_12 = e3 &  ~ (all_0_11_11 = e0) &  ~ (all_0_44_44 = all_0_55_55)) | (all_0_14_14 = e2 &  ~ (all_0_13_13 = e4) &  ~ (all_0_39_39 = all_0_45_45))
% 66.32/31.32  																																																																|
% 66.32/31.32  																																																																	+-Applying beta-rule and splitting (9591), into two cases.
% 66.32/31.32  																																																																	|-Branch one:
% 66.32/31.32  																																																																	| (9592) (all_0_1_1 = e4 &  ~ (all_0_0_0 = e3) &  ~ (all_0_38_38 = e2)) | (all_0_3_3 = e4 &  ~ (all_0_2_2 = e2) &  ~ (all_0_39_39 = all_0_45_45)) | (all_0_5_5 = e4 &  ~ (all_0_4_4 = e0) &  ~ (all_0_40_40 = all_0_54_54)) | (all_0_8_8 = e3 &  ~ (all_0_7_7 = e2) &  ~ (all_0_42_42 = all_0_46_46)) | (all_0_10_10 = e3 &  ~ (all_0_9_9 = e1) &  ~ (all_0_43_43 = all_0_50_50)) | (all_0_12_12 = e3 &  ~ (all_0_11_11 = e0) &  ~ (all_0_44_44 = all_0_55_55))
% 66.32/31.32  																																																																	|
% 66.32/31.32  																																																																		+-Applying beta-rule and splitting (9592), into two cases.
% 66.32/31.32  																																																																		|-Branch one:
% 66.32/31.32  																																																																		| (9593) (all_0_1_1 = e4 &  ~ (all_0_0_0 = e3) &  ~ (all_0_38_38 = e2)) | (all_0_3_3 = e4 &  ~ (all_0_2_2 = e2) &  ~ (all_0_39_39 = all_0_45_45)) | (all_0_5_5 = e4 &  ~ (all_0_4_4 = e0) &  ~ (all_0_40_40 = all_0_54_54)) | (all_0_8_8 = e3 &  ~ (all_0_7_7 = e2) &  ~ (all_0_42_42 = all_0_46_46)) | (all_0_10_10 = e3 &  ~ (all_0_9_9 = e1) &  ~ (all_0_43_43 = all_0_50_50))
% 66.32/31.32  																																																																		|
% 66.32/31.32  																																																																			+-Applying beta-rule and splitting (9593), into two cases.
% 66.32/31.32  																																																																			|-Branch one:
% 66.32/31.32  																																																																			| (9594) (all_0_1_1 = e4 &  ~ (all_0_0_0 = e3) &  ~ (all_0_38_38 = e2)) | (all_0_3_3 = e4 &  ~ (all_0_2_2 = e2) &  ~ (all_0_39_39 = all_0_45_45)) | (all_0_5_5 = e4 &  ~ (all_0_4_4 = e0) &  ~ (all_0_40_40 = all_0_54_54)) | (all_0_8_8 = e3 &  ~ (all_0_7_7 = e2) &  ~ (all_0_42_42 = all_0_46_46))
% 66.32/31.32  																																																																			|
% 66.32/31.32  																																																																				+-Applying beta-rule and splitting (9594), into two cases.
% 66.32/31.32  																																																																				|-Branch one:
% 66.32/31.32  																																																																				| (9595) (all_0_1_1 = e4 &  ~ (all_0_0_0 = e3) &  ~ (all_0_38_38 = e2)) | (all_0_3_3 = e4 &  ~ (all_0_2_2 = e2) &  ~ (all_0_39_39 = all_0_45_45)) | (all_0_5_5 = e4 &  ~ (all_0_4_4 = e0) &  ~ (all_0_40_40 = all_0_54_54))
% 66.32/31.32  																																																																				|
% 66.32/31.32  																																																																					+-Applying beta-rule and splitting (9595), into two cases.
% 66.32/31.32  																																																																					|-Branch one:
% 66.32/31.32  																																																																					| (9596) (all_0_1_1 = e4 &  ~ (all_0_0_0 = e3) &  ~ (all_0_38_38 = e2)) | (all_0_3_3 = e4 &  ~ (all_0_2_2 = e2) &  ~ (all_0_39_39 = all_0_45_45))
% 66.32/31.32  																																																																					|
% 66.32/31.32  																																																																						+-Applying beta-rule and splitting (9596), into two cases.
% 66.32/31.32  																																																																						|-Branch one:
% 66.32/31.32  																																																																						| (9597) all_0_1_1 = e4 &  ~ (all_0_0_0 = e3) &  ~ (all_0_38_38 = e2)
% 66.32/31.32  																																																																						|
% 66.32/31.32  																																																																							| Applying alpha-rule on (9597) yields:
% 66.32/31.32  																																																																							| (9598) all_0_1_1 = e4
% 66.32/31.32  																																																																							| (9599)  ~ (all_0_0_0 = e3)
% 66.32/31.32  																																																																							| (9600)  ~ (all_0_38_38 = e2)
% 66.32/31.32  																																																																							|
% 66.32/31.32  																																																																							| Equations (292) can reduce 9600 to:
% 66.32/31.32  																																																																							| (266) $false
% 66.32/31.32  																																																																							|
% 66.32/31.32  																																																																							|-The branch is then unsatisfiable
% 66.32/31.32  																																																																						|-Branch two:
% 66.32/31.32  																																																																						| (9604) all_0_3_3 = e4 &  ~ (all_0_2_2 = e2) &  ~ (all_0_39_39 = all_0_45_45)
% 66.32/31.32  																																																																						|
% 66.32/31.32  																																																																							| Applying alpha-rule on (9604) yields:
% 66.32/31.32  																																																																							| (2165) all_0_3_3 = e4
% 66.32/31.32  																																																																							| (9606)  ~ (all_0_2_2 = e2)
% 66.32/31.32  																																																																							| (9607)  ~ (all_0_39_39 = all_0_45_45)
% 66.32/31.32  																																																																							|
% 66.32/31.32  																																																																							| From (2165) and (1413) follows:
% 66.32/31.32  																																																																							| (2154) op(e0, e2) = e4
% 66.32/31.32  																																																																							|
% 66.32/31.32  																																																																							| Instantiating formula (29) with e0, e2, e4, e1 and discharging atoms op(e0, e2) = e4, op(e0, e2) = e1, yields:
% 66.32/31.32  																																																																							| (630) e4 = e1
% 66.32/31.32  																																																																							|
% 66.32/31.32  																																																																							| Equations (630) can reduce 110 to:
% 66.32/31.32  																																																																							| (266) $false
% 66.32/31.32  																																																																							|
% 66.32/31.32  																																																																							|-The branch is then unsatisfiable
% 66.32/31.32  																																																																					|-Branch two:
% 66.32/31.32  																																																																					| (9609) all_0_5_5 = e4 &  ~ (all_0_4_4 = e0) &  ~ (all_0_40_40 = all_0_54_54)
% 66.32/31.32  																																																																					|
% 66.32/31.32  																																																																						| Applying alpha-rule on (9609) yields:
% 66.32/31.32  																																																																						| (9610) all_0_5_5 = e4
% 66.32/31.32  																																																																						| (9611)  ~ (all_0_4_4 = e0)
% 66.32/31.32  																																																																						| (9612)  ~ (all_0_40_40 = all_0_54_54)
% 66.32/31.32  																																																																						|
% 66.32/31.32  																																																																						| Equations (1378,265) can reduce 9612 to:
% 66.32/31.32  																																																																						| (266) $false
% 66.32/31.32  																																																																						|
% 66.32/31.32  																																																																						|-The branch is then unsatisfiable
% 66.32/31.32  																																																																				|-Branch two:
% 66.32/31.32  																																																																				| (9616) all_0_8_8 = e3 &  ~ (all_0_7_7 = e2) &  ~ (all_0_42_42 = all_0_46_46)
% 66.32/31.32  																																																																				|
% 66.32/31.32  																																																																					| Applying alpha-rule on (9616) yields:
% 66.32/31.32  																																																																					| (4675) all_0_8_8 = e3
% 66.32/31.32  																																																																					| (9618)  ~ (all_0_7_7 = e2)
% 66.32/31.32  																																																																					| (9619)  ~ (all_0_42_42 = all_0_46_46)
% 66.32/31.32  																																																																					|
% 66.32/31.32  																																																																					| Equations (1392,770) can reduce 9619 to:
% 66.32/31.32  																																																																					| (266) $false
% 66.32/31.32  																																																																					|
% 66.32/31.32  																																																																					|-The branch is then unsatisfiable
% 66.32/31.32  																																																																			|-Branch two:
% 66.32/31.32  																																																																			| (9621) all_0_10_10 = e3 &  ~ (all_0_9_9 = e1) &  ~ (all_0_43_43 = all_0_50_50)
% 66.32/31.32  																																																																			|
% 66.32/31.32  																																																																				| Applying alpha-rule on (9621) yields:
% 66.32/31.33  																																																																				| (9622) all_0_10_10 = e3
% 66.32/31.33  																																																																				| (9623)  ~ (all_0_9_9 = e1)
% 66.32/31.33  																																																																				| (9624)  ~ (all_0_43_43 = all_0_50_50)
% 66.32/31.33  																																																																				|
% 66.32/31.33  																																																																				| Combining equations (9622,6394) yields a new equation:
% 66.32/31.33  																																																																				| (425) e4 = e3
% 66.32/31.33  																																																																				|
% 66.32/31.33  																																																																				| Equations (425) can reduce 188 to:
% 66.32/31.33  																																																																				| (266) $false
% 66.32/31.33  																																																																				|
% 66.32/31.33  																																																																				|-The branch is then unsatisfiable
% 66.32/31.33  																																																																		|-Branch two:
% 66.32/31.33  																																																																		| (9627) all_0_12_12 = e3 &  ~ (all_0_11_11 = e0) &  ~ (all_0_44_44 = all_0_55_55)
% 66.32/31.33  																																																																		|
% 66.32/31.33  																																																																			| Applying alpha-rule on (9627) yields:
% 66.32/31.33  																																																																			| (2156) all_0_12_12 = e3
% 66.32/31.33  																																																																			| (9629)  ~ (all_0_11_11 = e0)
% 66.32/31.33  																																																																			| (9630)  ~ (all_0_44_44 = all_0_55_55)
% 66.32/31.33  																																																																			|
% 66.32/31.33  																																																																			| Equations (1414,858) can reduce 9630 to:
% 66.32/31.33  																																																																			| (266) $false
% 66.32/31.33  																																																																			|
% 66.32/31.33  																																																																			|-The branch is then unsatisfiable
% 66.32/31.33  																																																																	|-Branch two:
% 66.32/31.33  																																																																	| (9632) all_0_14_14 = e2 &  ~ (all_0_13_13 = e4) &  ~ (all_0_39_39 = all_0_45_45)
% 66.32/31.33  																																																																	|
% 66.32/31.33  																																																																		| Applying alpha-rule on (9632) yields:
% 66.32/31.33  																																																																		| (9633) all_0_14_14 = e2
% 66.32/31.33  																																																																		| (9634)  ~ (all_0_13_13 = e4)
% 66.32/31.33  																																																																		| (9607)  ~ (all_0_39_39 = all_0_45_45)
% 66.32/31.33  																																																																		|
% 66.32/31.33  																																																																		| Equations (85024) can reduce 9634 to:
% 66.32/31.33  																																																																		| (266) $false
% 66.32/31.33  																																																																		|
% 66.32/31.33  																																																																		|-The branch is then unsatisfiable
% 66.32/31.33  																																																																|-Branch two:
% 66.32/31.33  																																																																| (9638) all_0_16_16 = e2 &  ~ (all_0_15_15 = e3) &  ~ (all_0_42_42 = all_0_46_46)
% 66.32/31.33  																																																																|
% 66.32/31.33  																																																																	| Applying alpha-rule on (9638) yields:
% 66.32/31.33  																																																																	| (9639) all_0_16_16 = e2
% 66.32/31.33  																																																																	| (9640)  ~ (all_0_15_15 = e3)
% 66.32/31.33  																																																																	| (9619)  ~ (all_0_42_42 = all_0_46_46)
% 66.32/31.33  																																																																	|
% 66.32/31.33  																																																																	| Equations (1392,770) can reduce 9619 to:
% 66.32/31.33  																																																																	| (266) $false
% 66.32/31.33  																																																																	|
% 66.32/31.33  																																																																	|-The branch is then unsatisfiable
% 66.32/31.33  																																																															|-Branch two:
% 66.32/31.34  																																																															| (9644) all_0_19_19 = e2 &  ~ (all_0_18_18 = e1) &  ~ (all_0_48_48 = all_0_51_51)
% 66.32/31.34  																																																															|
% 66.32/31.34  																																																																| Applying alpha-rule on (9644) yields:
% 66.32/31.34  																																																																| (349) all_0_19_19 = e2
% 66.32/31.34  																																																																| (9646)  ~ (all_0_18_18 = e1)
% 66.32/31.34  																																																																| (9647)  ~ (all_0_48_48 = all_0_51_51)
% 66.32/31.34  																																																																|
% 66.32/31.34  																																																																| Equations (9471) can reduce 9646 to:
% 66.32/31.34  																																																																| (266) $false
% 66.32/31.34  																																																																|
% 66.32/31.34  																																																																|-The branch is then unsatisfiable
% 66.32/31.34  																																																														|-Branch two:
% 66.32/31.34  																																																														| (9649) all_0_21_21 = e2 &  ~ (all_0_20_20 = e0) &  ~ (all_0_49_49 = all_0_56_56)
% 66.32/31.34  																																																														|
% 66.32/31.34  																																																															| Applying alpha-rule on (9649) yields:
% 66.32/31.34  																																																															| (4269) all_0_21_21 = e2
% 66.32/31.34  																																																															| (9651)  ~ (all_0_20_20 = e0)
% 66.32/31.34  																																																															| (9652)  ~ (all_0_49_49 = all_0_56_56)
% 66.32/31.34  																																																															|
% 66.32/31.34  																																																															| Equations (671,1569) can reduce 9652 to:
% 66.32/31.34  																																																															| (266) $false
% 66.32/31.34  																																																															|
% 66.32/31.34  																																																															|-The branch is then unsatisfiable
% 66.32/31.34  																																																													|-Branch two:
% 66.32/31.34  																																																													| (9656) all_0_23_23 = e1 &  ~ (all_0_22_22 = e3) &  ~ (all_0_43_43 = all_0_50_50)
% 66.32/31.34  																																																													|
% 66.32/31.34  																																																														| Applying alpha-rule on (9656) yields:
% 66.32/31.34  																																																														| (9657) all_0_23_23 = e1
% 66.32/31.34  																																																														| (9658)  ~ (all_0_22_22 = e3)
% 66.32/31.34  																																																														| (9624)  ~ (all_0_43_43 = all_0_50_50)
% 66.32/31.34  																																																														|
% 66.32/31.34  																																																														| Equations (430,601) can reduce 9624 to:
% 66.32/31.34  																																																														| (266) $false
% 66.32/31.34  																																																														|
% 66.32/31.34  																																																														|-The branch is then unsatisfiable
% 66.32/31.34  																																																												|-Branch two:
% 66.32/31.34  																																																												| (9661) all_0_25_25 = e1 &  ~ (all_0_24_24 = e2) &  ~ (all_0_48_48 = all_0_51_51)
% 66.32/31.34  																																																												|
% 66.42/31.34  																																																													| Applying alpha-rule on (9661) yields:
% 66.42/31.34  																																																													| (4271) all_0_25_25 = e1
% 66.42/31.34  																																																													| (9663)  ~ (all_0_24_24 = e2)
% 66.42/31.34  																																																													| (9647)  ~ (all_0_48_48 = all_0_51_51)
% 66.42/31.34  																																																													|
% 66.42/31.34  																																																													| Combining equations (4271,15138) yields a new equation:
% 66.42/31.34  																																																													| (630) e4 = e1
% 66.42/31.34  																																																													|
% 66.42/31.34  																																																													| Equations (630) can reduce 110 to:
% 66.42/31.34  																																																													| (266) $false
% 66.42/31.34  																																																													|
% 66.42/31.34  																																																													|-The branch is then unsatisfiable
% 66.42/31.34  																																																											|-Branch two:
% 66.42/31.34  																																																											| (9668) all_0_28_28 = e1 &  ~ (all_0_27_27 = e0) &  ~ (all_0_53_53 = all_0_57_57)
% 66.42/31.34  																																																											|
% 66.42/31.34  																																																												| Applying alpha-rule on (9668) yields:
% 66.42/31.34  																																																												| (9669) all_0_28_28 = e1
% 66.42/31.34  																																																												| (9670)  ~ (all_0_27_27 = e0)
% 66.42/31.34  																																																												| (9671)  ~ (all_0_53_53 = all_0_57_57)
% 66.42/31.34  																																																												|
% 66.42/31.34  																																																												| Equations (607,442) can reduce 9671 to:
% 66.42/31.34  																																																												| (266) $false
% 66.42/31.34  																																																												|
% 66.42/31.34  																																																												|-The branch is then unsatisfiable
% 66.42/31.34  																																																										|-Branch two:
% 66.42/31.34  																																																										| (9674) all_0_30_30 = e0 &  ~ (all_0_29_29 = e4) &  ~ (all_0_40_40 = all_0_54_54)
% 66.42/31.34  																																																										|
% 66.42/31.34  																																																											| Applying alpha-rule on (9674) yields:
% 66.42/31.34  																																																											| (9675) all_0_30_30 = e0
% 66.42/31.34  																																																											| (9676)  ~ (all_0_29_29 = e4)
% 66.42/31.34  																																																											| (9612)  ~ (all_0_40_40 = all_0_54_54)
% 66.42/31.34  																																																											|
% 66.42/31.35  																																																											| Combining equations (9675,60456) yields a new equation:
% 66.42/31.35  																																																											| (431) e1 = e0
% 66.42/31.35  																																																											|
% 66.42/31.35  																																																											| Equations (431) can reduce 233 to:
% 66.42/31.35  																																																											| (266) $false
% 66.42/31.35  																																																											|
% 66.42/31.35  																																																											|-The branch is then unsatisfiable
% 66.42/31.35  																																																									|-Branch two:
% 66.42/31.35  																																																									| (9680) all_0_32_32 = e0 &  ~ (all_0_31_31 = e3) &  ~ (all_0_44_44 = all_0_55_55)
% 66.42/31.35  																																																									|
% 66.42/31.35  																																																										| Applying alpha-rule on (9680) yields:
% 66.42/31.35  																																																										| (2163) all_0_32_32 = e0
% 66.42/31.35  																																																										| (9682)  ~ (all_0_31_31 = e3)
% 66.42/31.35  																																																										| (9630)  ~ (all_0_44_44 = all_0_55_55)
% 66.42/31.35  																																																										|
% 66.42/31.35  																																																										| Equations (1414,858) can reduce 9630 to:
% 66.42/31.35  																																																										| (266) $false
% 66.42/31.35  																																																										|
% 66.42/31.35  																																																										|-The branch is then unsatisfiable
% 66.42/31.35  																																																								|-Branch two:
% 66.42/31.35  																																																								| (9686) all_0_34_34 = e0 &  ~ (all_0_33_33 = e2) &  ~ (all_0_49_49 = all_0_56_56)
% 66.42/31.35  																																																								|
% 66.42/31.35  																																																									| Applying alpha-rule on (9686) yields:
% 66.42/31.35  																																																									| (9687) all_0_34_34 = e0
% 66.42/31.35  																																																									| (9688)  ~ (all_0_33_33 = e2)
% 66.42/31.35  																																																									| (9652)  ~ (all_0_49_49 = all_0_56_56)
% 66.42/31.35  																																																									|
% 66.42/31.35  																																																									| Combining equations (4264,9687) yields a new equation:
% 66.42/31.35  																																																									| (675) e3 = e0
% 66.42/31.35  																																																									|
% 66.42/31.35  																																																									| Simplifying 675 yields:
% 66.42/31.35  																																																									| (676) e3 = e0
% 66.42/31.35  																																																									|
% 66.42/31.35  																																																									| Equations (676) can reduce 80 to:
% 66.42/31.35  																																																									| (266) $false
% 66.42/31.35  																																																									|
% 66.42/31.35  																																																									|-The branch is then unsatisfiable
% 66.42/31.35  																																																							|-Branch two:
% 66.42/31.35  																																																							| (9693) all_0_36_36 = e0 &  ~ (all_0_35_35 = e1) &  ~ (all_0_53_53 = all_0_57_57)
% 66.42/31.35  																																																							|
% 66.42/31.35  																																																								| Applying alpha-rule on (9693) yields:
% 66.42/31.35  																																																								| (9694) all_0_36_36 = e0
% 66.42/31.35  																																																								| (9695)  ~ (all_0_35_35 = e1)
% 66.42/31.35  																																																								| (9671)  ~ (all_0_53_53 = all_0_57_57)
% 66.42/31.35  																																																								|
% 66.42/31.35  																																																								| Equations (607,442) can reduce 9671 to:
% 66.42/31.35  																																																								| (266) $false
% 66.42/31.35  																																																								|
% 66.42/31.35  																																																								|-The branch is then unsatisfiable
% 66.42/31.35  																																																						|-Branch two:
% 66.42/31.35  																																																						| (9698) all_0_45_45 = e3 &  ~ (all_0_38_38 = e2) &  ~ (all_0_46_46 = e4)
% 66.42/31.35  																																																						|
% 66.42/31.35  																																																							| Applying alpha-rule on (9698) yields:
% 66.42/31.35  																																																							| (423) all_0_45_45 = e3
% 66.42/31.35  																																																							| (9600)  ~ (all_0_38_38 = e2)
% 66.42/31.35  																																																							| (250)  ~ (all_0_46_46 = e4)
% 66.42/31.35  																																																							|
% 66.42/31.35  																																																							| Equations (770) can reduce 250 to:
% 66.42/31.35  																																																							| (266) $false
% 66.42/31.35  																																																							|
% 66.42/31.35  																																																							|-The branch is then unsatisfiable
% 66.42/31.35  																																																				|-Branch two:
% 66.42/31.35  																																																				| (360)  ~ (all_0_44_44 = e0)
% 66.42/31.35  																																																				| (1417) all_0_44_44 = e3 | all_0_44_44 = e1
% 66.42/31.35  																																																				|
% 66.42/31.35  																																																					+-Applying beta-rule and splitting (1748), into two cases.
% 66.42/31.35  																																																					|-Branch one:
% 66.42/31.35  																																																					| (1414) all_0_44_44 = e0
% 66.42/31.35  																																																					|
% 66.42/31.35  																																																						| Equations (1414) can reduce 360 to:
% 66.42/31.35  																																																						| (266) $false
% 66.42/31.35  																																																						|
% 66.42/31.35  																																																						|-The branch is then unsatisfiable
% 66.42/31.35  																																																					|-Branch two:
% 66.42/31.35  																																																					| (360)  ~ (all_0_44_44 = e0)
% 66.42/31.35  																																																					| (1760) all_0_49_49 = e0 | all_0_58_58 = e0
% 66.42/31.35  																																																					|
% 66.42/31.35  																																																						+-Applying beta-rule and splitting (6761), into two cases.
% 66.42/31.35  																																																						|-Branch one:
% 66.42/31.35  																																																						| (559) all_0_42_42 = e0
% 66.42/31.35  																																																						|
% 66.42/31.35  																																																							| Combining equations (1392,559) yields a new equation:
% 66.42/31.35  																																																							| (481) e4 = e0
% 66.42/31.35  																																																							|
% 66.42/31.35  																																																							| Simplifying 481 yields:
% 66.42/31.35  																																																							| (397) e4 = e0
% 66.42/31.35  																																																							|
% 66.42/31.35  																																																							| Equations (397) can reduce 49 to:
% 66.42/31.35  																																																							| (266) $false
% 66.42/31.35  																																																							|
% 66.42/31.35  																																																							|-The branch is then unsatisfiable
% 66.42/31.35  																																																						|-Branch two:
% 66.42/31.35  																																																						| (358)  ~ (all_0_42_42 = e0)
% 66.42/31.35  																																																						| (6766) all_0_43_43 = e0 | all_0_44_44 = e0
% 66.42/31.35  																																																						|
% 66.42/31.35  																																																							+-Applying beta-rule and splitting (6766), into two cases.
% 66.42/31.35  																																																							|-Branch one:
% 66.42/31.35  																																																							| (356) all_0_43_43 = e0
% 66.42/31.35  																																																							|
% 66.42/31.35  																																																								| Combining equations (430,356) yields a new equation:
% 66.42/31.35  																																																								| (546) e1 = e0
% 66.42/31.35  																																																								|
% 66.42/31.35  																																																								| Simplifying 546 yields:
% 66.42/31.35  																																																								| (431) e1 = e0
% 66.42/31.35  																																																								|
% 66.42/31.35  																																																								| Equations (431) can reduce 233 to:
% 66.42/31.35  																																																								| (266) $false
% 66.42/31.35  																																																								|
% 66.42/31.35  																																																								|-The branch is then unsatisfiable
% 66.42/31.35  																																																							|-Branch two:
% 66.42/31.36  																																																							| (5470)  ~ (all_0_43_43 = e0)
% 66.42/31.36  																																																							| (1414) all_0_44_44 = e0
% 66.42/31.36  																																																							|
% 66.42/31.36  																																																								| Equations (1414) can reduce 360 to:
% 66.42/31.36  																																																								| (266) $false
% 66.42/31.36  																																																								|
% 66.42/31.36  																																																								|-The branch is then unsatisfiable
% 66.42/31.36  																																																		|-Branch two:
% 66.42/31.36  																																																		| (484)  ~ (all_0_39_39 = e0)
% 66.42/31.36  																																																		| (558) all_0_42_42 = e0 | all_0_47_47 = e0 | all_0_56_56 = e0
% 66.42/31.36  																																																		|
% 66.42/31.36  																																																			+-Applying beta-rule and splitting (320), into two cases.
% 66.42/31.36  																																																			|-Branch one:
% 66.42/31.36  																																																			| (471) all_0_39_39 = e4
% 66.42/31.36  																																																			|
% 66.42/31.36  																																																				| Equations (471) can reduce 1377 to:
% 66.42/31.36  																																																				| (266) $false
% 66.42/31.36  																																																				|
% 66.42/31.36  																																																				|-The branch is then unsatisfiable
% 66.42/31.36  																																																			|-Branch two:
% 66.42/31.36  																																																			| (1377)  ~ (all_0_39_39 = e4)
% 66.42/31.36  																																																			| (480) all_0_39_39 = e0
% 66.42/31.36  																																																			|
% 66.42/31.36  																																																				| Equations (480) can reduce 484 to:
% 66.42/31.36  																																																				| (266) $false
% 66.42/31.36  																																																				|
% 66.42/31.36  																																																				|-The branch is then unsatisfiable
% 66.42/31.36  																																																	|-Branch two:
% 66.42/31.36  																																																	| (1890)  ~ (all_0_42_42 = e4)
% 66.42/31.36  																																																	| (1891) all_0_43_43 = e4 | all_0_44_44 = e4
% 66.42/31.36  																																																	|
% 66.42/31.36  																																																		+-Applying beta-rule and splitting (26), into two cases.
% 66.42/31.36  																																																		|-Branch one:
% 66.42/31.36  																																																		| (446) all_0_44_44 = e4
% 66.42/31.36  																																																		|
% 66.42/31.36  																																																			| Equations (446) can reduce 1390 to:
% 66.42/31.36  																																																			| (266) $false
% 66.42/31.36  																																																			|
% 66.42/31.36  																																																			|-The branch is then unsatisfiable
% 66.42/31.36  																																																		|-Branch two:
% 66.42/31.36  																																																		| (1390)  ~ (all_0_44_44 = e4)
% 66.42/31.36  																																																		| (1391) all_0_44_44 = e3 | all_0_44_44 = e1 | all_0_44_44 = e0
% 66.42/31.36  																																																		|
% 66.42/31.36  																																																			+-Applying beta-rule and splitting (1891), into two cases.
% 66.42/31.36  																																																			|-Branch one:
% 66.42/31.36  																																																			| (396) all_0_43_43 = e4
% 66.42/31.36  																																																			|
% 66.42/31.36  																																																				| Combining equations (430,396) yields a new equation:
% 66.42/31.36  																																																				| (630) e4 = e1
% 66.42/31.36  																																																				|
% 66.42/31.36  																																																				| Equations (630) can reduce 110 to:
% 66.42/31.36  																																																				| (266) $false
% 66.42/31.36  																																																				|
% 66.42/31.36  																																																				|-The branch is then unsatisfiable
% 66.42/31.36  																																																			|-Branch two:
% 66.42/31.36  																																																			| (399)  ~ (all_0_43_43 = e4)
% 66.42/31.36  																																																			| (446) all_0_44_44 = e4
% 66.42/31.36  																																																			|
% 66.42/31.36  																																																				| Equations (446) can reduce 1390 to:
% 66.42/31.36  																																																				| (266) $false
% 66.42/31.36  																																																				|
% 66.42/31.36  																																																				|-The branch is then unsatisfiable
% 66.42/31.36  																																																|-Branch two:
% 66.42/31.36  																																																| (447)  ~ (all_0_40_40 = e4)
% 66.42/31.36  																																																| (485) all_0_40_40 = e0
% 66.42/31.36  																																																|
% 66.42/31.36  																																																	| Equations (485) can reduce 1401 to:
% 66.42/31.36  																																																	| (266) $false
% 66.42/31.36  																																																	|
% 66.42/31.36  																																																	|-The branch is then unsatisfiable
% 66.42/31.36  																																												|-Branch two:
% 66.42/31.36  																																												| (803)  ~ (all_0_55_55 = e0)
% 66.42/31.36  																																												| (863) all_0_56_56 = e0 | all_0_57_57 = e0 | all_0_58_58 = e0
% 66.42/31.36  																																												|
% 66.42/31.36  																																													+-Applying beta-rule and splitting (2055), into two cases.
% 66.42/31.36  																																													|-Branch one:
% 66.42/31.36  																																													| (858) all_0_55_55 = e0
% 66.42/31.36  																																													|
% 66.42/31.36  																																														| Equations (858) can reduce 803 to:
% 66.42/31.36  																																														| (266) $false
% 66.42/31.36  																																														|
% 66.42/31.36  																																														|-The branch is then unsatisfiable
% 66.42/31.36  																																													|-Branch two:
% 66.42/31.36  																																													| (803)  ~ (all_0_55_55 = e0)
% 66.42/31.36  																																													| (2315) all_0_55_55 = e3 | all_0_55_55 = e1
% 66.42/31.36  																																													|
% 66.42/31.36  																																														+-Applying beta-rule and splitting (2315), into two cases.
% 66.42/31.36  																																														|-Branch one:
% 66.42/31.36  																																														| (629) all_0_55_55 = e1
% 66.42/31.36  																																														|
% 66.42/31.36  																																															| Equations (629) can reduce 632 to:
% 66.42/31.36  																																															| (266) $false
% 66.42/31.36  																																															|
% 66.42/31.36  																																															|-The branch is then unsatisfiable
% 66.42/31.36  																																														|-Branch two:
% 66.42/31.36  																																														| (632)  ~ (all_0_55_55 = e1)
% 66.42/31.36  																																														| (2336) all_0_55_55 = e3
% 66.42/31.36  																																														|
% 66.42/31.36  																																															| Equations (2336) can reduce 270 to:
% 66.42/31.36  																																															| (266) $false
% 66.42/31.36  																																															|
% 66.42/31.36  																																															|-The branch is then unsatisfiable
% 66.42/31.36  																																						|-Branch two:
% 66.42/31.36  																																						| (1898)  ~ (all_0_41_41 = e3)
% 66.42/31.36  																																						| (1899) all_0_42_42 = e3 | all_0_44_44 = e3
% 66.42/31.36  																																						|
% 66.42/31.36  																																							+-Applying beta-rule and splitting (1899), into two cases.
% 66.42/31.36  																																							|-Branch one:
% 66.42/31.36  																																							| (516) all_0_42_42 = e3
% 66.42/31.36  																																							|
% 66.42/31.36  																																								| Equations (516) can reduce 405 to:
% 66.42/31.36  																																								| (266) $false
% 66.42/31.36  																																								|
% 66.42/31.36  																																								|-The branch is then unsatisfiable
% 66.42/31.36  																																							|-Branch two:
% 66.42/31.36  																																							| (405)  ~ (all_0_42_42 = e3)
% 66.42/31.36  																																							| (532) all_0_44_44 = e3
% 66.42/31.36  																																							|
% 66.42/31.36  																																								| Equations (532) can reduce 143 to:
% 66.42/31.36  																																								| (2)  ~ (all_0_40_40 = e3)
% 66.42/31.36  																																								|
% 66.42/31.36  																																								| Equations (532) can reduce 149 to:
% 66.42/31.36  																																								| (1898)  ~ (all_0_41_41 = e3)
% 66.42/31.36  																																								|
% 66.42/31.36  																																								| Equations (532) can reduce 73 to:
% 66.42/31.36  																																								| (405)  ~ (all_0_42_42 = e3)
% 66.42/31.36  																																								|
% 66.42/31.36  																																								| Equations (532) can reduce 181 to:
% 66.42/31.36  																																								| (275)  ~ (all_0_58_58 = e3)
% 66.42/31.36  																																								|
% 66.42/31.36  																																								| Simplifying 275 yields:
% 66.42/31.36  																																								| (276)  ~ (all_0_58_58 = e3)
% 66.42/31.36  																																								|
% 66.42/31.36  																																								| Equations (532) can reduce 639 to:
% 66.42/31.36  																																								| (213)  ~ (e3 = e1)
% 66.42/31.36  																																								|
% 66.42/31.36  																																								+-Applying beta-rule and splitting (144), into two cases.
% 66.42/31.36  																																								|-Branch one:
% 66.42/31.36  																																								| (403) all_0_41_41 = e3
% 66.42/31.36  																																								|
% 66.42/31.36  																																									| Equations (403) can reduce 1898 to:
% 66.42/31.36  																																									| (266) $false
% 66.42/31.36  																																									|
% 66.42/31.36  																																									|-The branch is then unsatisfiable
% 66.42/31.36  																																								|-Branch two:
% 66.42/31.36  																																								| (1898)  ~ (all_0_41_41 = e3)
% 66.42/31.36  																																								| (1923) all_0_46_46 = e3 | all_0_50_50 = e3 | all_0_55_55 = e3
% 66.42/31.36  																																								|
% 66.42/31.36  																																									+-Applying beta-rule and splitting (150), into two cases.
% 66.42/31.36  																																									|-Branch one:
% 66.42/31.36  																																									| (1378) all_0_40_40 = e4
% 66.42/31.36  																																									|
% 66.42/31.36  																																										| Equations (1378) can reduce 176 to:
% 66.42/31.36  																																										| (1377)  ~ (all_0_39_39 = e4)
% 66.42/31.36  																																										|
% 66.42/31.36  																																										| Equations (1378) can reduce 2 to:
% 66.42/31.36  																																										| (188)  ~ (e4 = e3)
% 66.42/31.36  																																										|
% 66.42/31.36  																																										| Equations (1378) can reduce 132 to:
% 66.42/31.36  																																										| (110)  ~ (e4 = e1)
% 66.42/31.36  																																										|
% 66.42/31.36  																																										+-Applying beta-rule and splitting (64), into two cases.
% 66.42/31.36  																																										|-Branch one:
% 66.42/31.36  																																										| (437) all_0_41_41 = e4
% 66.42/31.36  																																										|
% 66.42/31.36  																																											| Equations (437) can reduce 440 to:
% 66.42/31.36  																																											| (266) $false
% 66.42/31.36  																																											|
% 66.42/31.36  																																											|-The branch is then unsatisfiable
% 66.42/31.36  																																										|-Branch two:
% 66.42/31.36  																																										| (440)  ~ (all_0_41_41 = e4)
% 66.42/31.36  																																										| (441) all_0_42_42 = e4 | all_0_43_43 = e4 | all_0_44_44 = e4
% 66.42/31.36  																																										|
% 66.42/31.36  																																											+-Applying beta-rule and splitting (320), into two cases.
% 66.42/31.36  																																											|-Branch one:
% 66.42/31.36  																																											| (471) all_0_39_39 = e4
% 66.42/31.36  																																											|
% 66.42/31.36  																																												| Equations (471) can reduce 1377 to:
% 66.42/31.36  																																												| (266) $false
% 66.42/31.36  																																												|
% 66.42/31.36  																																												|-The branch is then unsatisfiable
% 66.42/31.36  																																											|-Branch two:
% 66.42/31.36  																																											| (1377)  ~ (all_0_39_39 = e4)
% 66.42/31.36  																																											| (480) all_0_39_39 = e0
% 66.42/31.36  																																											|
% 66.42/31.36  																																												| Equations (480) can reduce 145 to:
% 66.42/31.36  																																												| (5565)  ~ (all_0_42_42 = e0)
% 66.42/31.36  																																												|
% 66.42/31.36  																																												| Simplifying 5565 yields:
% 66.42/31.36  																																												| (358)  ~ (all_0_42_42 = e0)
% 66.42/31.36  																																												|
% 66.42/31.36  																																												| Equations (480) can reduce 246 to:
% 66.42/31.36  																																												| (541)  ~ (e3 = e0)
% 66.42/31.36  																																												|
% 66.42/31.36  																																												| Simplifying 541 yields:
% 66.42/31.36  																																												| (80)  ~ (e3 = e0)
% 66.42/31.36  																																												|
% 66.42/31.36  																																												| Equations (480) can reduce 151 to:
% 66.42/31.36  																																												| (435)  ~ (e1 = e0)
% 66.42/31.36  																																												|
% 66.42/31.36  																																												| Simplifying 435 yields:
% 66.42/31.36  																																												| (233)  ~ (e1 = e0)
% 66.42/31.36  																																												|
% 66.42/31.36  																																												| From (480) and (38) follows:
% 66.42/31.36  																																												| (1413) op(e0, e2) = all_0_3_3
% 66.42/31.36  																																												|
% 66.42/31.36  																																												+-Applying beta-rule and splitting (152), into two cases.
% 66.42/31.36  																																												|-Branch one:
% 66.42/31.36  																																												| (1392) all_0_42_42 = e4
% 66.42/31.36  																																												|
% 66.42/31.36  																																													| Combining equations (1392,9479) yields a new equation:
% 66.42/31.36  																																													| (15138) all_0_25_25 = e4
% 66.42/31.36  																																													|
% 66.42/31.36  																																													| Combining equations (1392,60459) yields a new equation:
% 66.42/31.36  																																													| (85024) all_0_13_13 = e4
% 66.42/31.36  																																													|
% 66.42/31.36  																																													| Equations (1392) can reduce 405 to:
% 66.42/31.36  																																													| (188)  ~ (e4 = e3)
% 66.42/31.36  																																													|
% 66.42/31.36  																																													| Equations (1392) can reduce 1380 to:
% 66.42/31.36  																																													| (110)  ~ (e4 = e1)
% 66.42/31.36  																																													|
% 66.42/31.36  																																													| Equations (1392) can reduce 358 to:
% 66.42/31.36  																																													| (49)  ~ (e4 = e0)
% 66.42/31.36  																																													|
% 66.42/31.36  																																													+-Applying beta-rule and splitting (1923), into two cases.
% 66.42/31.36  																																													|-Branch one:
% 66.42/31.36  																																													| (1557) all_0_46_46 = e3
% 66.42/31.36  																																													|
% 66.42/31.36  																																														| Combining equations (770,1557) yields a new equation:
% 66.42/31.36  																																														| (424) e4 = e3
% 66.42/31.36  																																														|
% 66.42/31.36  																																														| Simplifying 424 yields:
% 66.42/31.36  																																														| (425) e4 = e3
% 66.42/31.36  																																														|
% 66.42/31.36  																																														| Equations (425) can reduce 188 to:
% 66.42/31.36  																																														| (266) $false
% 66.42/31.36  																																														|
% 66.42/31.36  																																														|-The branch is then unsatisfiable
% 66.42/31.36  																																													|-Branch two:
% 66.42/31.36  																																													| (409)  ~ (all_0_46_46 = e3)
% 66.42/31.36  																																													| (4042) all_0_50_50 = e3 | all_0_55_55 = e3
% 66.42/31.36  																																													|
% 66.42/31.36  																																														| Equations (770) can reduce 409 to:
% 66.42/31.36  																																														| (188)  ~ (e4 = e3)
% 66.42/31.37  																																														|
% 66.42/31.37  																																														+-Applying beta-rule and splitting (165), into two cases.
% 66.42/31.37  																																														|-Branch one:
% 66.42/31.37  																																														| (794) all_0_41_41 = e0
% 66.42/31.37  																																														|
% 66.42/31.37  																																															| Equations (794) can reduce 191 to:
% 66.42/31.37  																																															| (4444)  ~ (all_0_55_55 = e0)
% 66.42/31.37  																																															|
% 66.42/31.37  																																															| Simplifying 4444 yields:
% 66.42/31.37  																																															| (803)  ~ (all_0_55_55 = e0)
% 66.42/31.37  																																															|
% 66.42/31.37  																																															| Equations (794) can reduce 85 to:
% 66.42/31.37  																																															| (365)  ~ (e2 = e0)
% 66.42/31.37  																																															|
% 66.42/31.37  																																															| Simplifying 365 yields:
% 66.42/31.37  																																															| (128)  ~ (e2 = e0)
% 66.42/31.37  																																															|
% 66.42/31.37  																																															| Equations (794) can reduce 457 to:
% 66.42/31.37  																																															| (435)  ~ (e1 = e0)
% 66.42/31.37  																																															|
% 66.42/31.37  																																															| Simplifying 435 yields:
% 66.42/31.37  																																															| (233)  ~ (e1 = e0)
% 66.42/31.37  																																															|
% 66.42/31.37  																																															+-Applying beta-rule and splitting (125), into two cases.
% 66.42/31.37  																																															|-Branch one:
% 66.42/31.37  																																															| (858) all_0_55_55 = e0
% 66.42/31.37  																																															|
% 66.42/31.37  																																																| Equations (858) can reduce 803 to:
% 66.42/31.37  																																																| (266) $false
% 66.42/31.37  																																																|
% 66.42/31.37  																																																|-The branch is then unsatisfiable
% 66.42/31.37  																																															|-Branch two:
% 66.42/31.37  																																															| (803)  ~ (all_0_55_55 = e0)
% 66.42/31.37  																																															| (863) all_0_56_56 = e0 | all_0_57_57 = e0 | all_0_58_58 = e0
% 66.42/31.37  																																															|
% 66.42/31.37  																																																+-Applying beta-rule and splitting (174), into two cases.
% 66.42/31.37  																																																|-Branch one:
% 66.42/31.37  																																																| (386) all_0_55_55 = e2
% 66.42/31.37  																																																|
% 66.42/31.37  																																																	| Equations (386) can reduce 304 to:
% 66.42/31.37  																																																	| (266) $false
% 66.42/31.37  																																																	|
% 66.42/31.37  																																																	|-The branch is then unsatisfiable
% 66.42/31.37  																																																|-Branch two:
% 66.42/31.37  																																																| (304)  ~ (all_0_55_55 = e2)
% 66.42/31.37  																																																| (2051) all_0_55_55 = e4 | all_0_55_55 = e3 | all_0_55_55 = e1 | all_0_55_55 = e0
% 66.42/31.37  																																																|
% 66.42/31.37  																																																	+-Applying beta-rule and splitting (2051), into two cases.
% 66.42/31.37  																																																	|-Branch one:
% 66.42/31.37  																																																	| (587) all_0_55_55 = e4
% 66.42/31.37  																																																	|
% 66.42/31.37  																																																		| Equations (587) can reduce 763 to:
% 66.42/31.37  																																																		| (266) $false
% 66.42/31.37  																																																		|
% 66.42/31.37  																																																		|-The branch is then unsatisfiable
% 66.42/31.37  																																																	|-Branch two:
% 66.42/31.37  																																																	| (763)  ~ (all_0_55_55 = e4)
% 66.42/31.37  																																																	| (2055) all_0_55_55 = e3 | all_0_55_55 = e1 | all_0_55_55 = e0
% 66.42/31.37  																																																	|
% 66.42/31.37  																																																		+-Applying beta-rule and splitting (4042), into two cases.
% 66.42/31.37  																																																		|-Branch one:
% 66.42/31.37  																																																		| (415) all_0_50_50 = e3
% 66.42/31.37  																																																		|
% 66.42/31.37  																																																			| Combining equations (415,601) yields a new equation:
% 66.42/31.37  																																																			| (454) e3 = e1
% 66.42/31.37  																																																			|
% 66.42/31.37  																																																			| Simplifying 454 yields:
% 66.42/31.37  																																																			| (455) e3 = e1
% 66.42/31.37  																																																			|
% 66.42/31.37  																																																			| Equations (455) can reduce 213 to:
% 66.42/31.37  																																																			| (266) $false
% 66.42/31.37  																																																			|
% 66.42/31.37  																																																			|-The branch is then unsatisfiable
% 66.42/31.37  																																																		|-Branch two:
% 66.42/31.37  																																																		| (411)  ~ (all_0_50_50 = e3)
% 66.42/31.37  																																																		| (2336) all_0_55_55 = e3
% 66.42/31.37  																																																		|
% 66.42/31.37  																																																			| Equations (2336) can reduce 3 to:
% 66.42/31.37  																																																			| (275)  ~ (all_0_58_58 = e3)
% 66.42/31.37  																																																			|
% 66.42/31.37  																																																			| Simplifying 275 yields:
% 66.42/31.37  																																																			| (276)  ~ (all_0_58_58 = e3)
% 66.42/31.37  																																																			|
% 66.42/31.37  																																																			| Equations (2336) can reduce 763 to:
% 66.42/31.37  																																																			| (277)  ~ (e4 = e3)
% 66.42/31.37  																																																			|
% 66.42/31.37  																																																			| Simplifying 277 yields:
% 66.42/31.37  																																																			| (188)  ~ (e4 = e3)
% 66.42/31.37  																																																			|
% 66.42/31.37  																																																			+-Applying beta-rule and splitting (863), into two cases.
% 66.42/31.37  																																																			|-Branch one:
% 66.42/31.37  																																																			| (679) all_0_56_56 = e0
% 66.42/31.37  																																																			|
% 66.42/31.37  																																																				| Combining equations (679,1569) yields a new equation:
% 66.42/31.37  																																																				| (431) e1 = e0
% 66.42/31.37  																																																				|
% 66.42/31.37  																																																				| Equations (431) can reduce 233 to:
% 66.42/31.37  																																																				| (266) $false
% 66.42/31.37  																																																				|
% 66.42/31.37  																																																				|-The branch is then unsatisfiable
% 66.42/31.37  																																																			|-Branch two:
% 66.42/31.37  																																																			| (828)  ~ (all_0_56_56 = e0)
% 66.42/31.37  																																																			| (924) all_0_57_57 = e0 | all_0_58_58 = e0
% 66.42/31.37  																																																			|
% 66.42/31.37  																																																				+-Applying beta-rule and splitting (238), into two cases.
% 66.42/31.37  																																																				|-Branch one:
% 66.42/31.37  																																																				| (396) all_0_43_43 = e4
% 66.42/31.37  																																																				|
% 66.42/31.37  																																																					| Combining equations (430,396) yields a new equation:
% 66.42/31.37  																																																					| (630) e4 = e1
% 66.42/31.37  																																																					|
% 66.42/31.37  																																																					| Equations (630) can reduce 110 to:
% 66.42/31.37  																																																					| (266) $false
% 66.42/31.37  																																																					|
% 66.42/31.37  																																																					|-The branch is then unsatisfiable
% 66.42/31.37  																																																				|-Branch two:
% 66.42/31.37  																																																				| (399)  ~ (all_0_43_43 = e4)
% 66.42/31.37  																																																				| (9578) (all_0_1_1 = e4 &  ~ (all_0_0_0 = e3) &  ~ (all_0_38_38 = e2)) | (all_0_3_3 = e4 &  ~ (all_0_2_2 = e2) &  ~ (all_0_39_39 = all_0_45_45)) | (all_0_5_5 = e4 &  ~ (all_0_4_4 = e0) &  ~ (all_0_40_40 = all_0_54_54)) | (all_0_8_8 = e3 &  ~ (all_0_7_7 = e2) &  ~ (all_0_42_42 = all_0_46_46)) | (all_0_10_10 = e3 &  ~ (all_0_9_9 = e1) &  ~ (all_0_43_43 = all_0_50_50)) | (all_0_12_12 = e3 &  ~ (all_0_11_11 = e0) &  ~ (all_0_44_44 = all_0_55_55)) | (all_0_14_14 = e2 &  ~ (all_0_13_13 = e4) &  ~ (all_0_39_39 = all_0_45_45)) | (all_0_16_16 = e2 &  ~ (all_0_15_15 = e3) &  ~ (all_0_42_42 = all_0_46_46)) | (all_0_19_19 = e2 &  ~ (all_0_18_18 = e1) &  ~ (all_0_48_48 = all_0_51_51)) | (all_0_21_21 = e2 &  ~ (all_0_20_20 = e0) &  ~ (all_0_49_49 = all_0_56_56)) | (all_0_23_23 = e1 &  ~ (all_0_22_22 = e3) &  ~ (all_0_43_43 = all_0_50_50)) | (all_0_25_25 = e1 &  ~ (all_0_24_24 = e2) &  ~ (all_0_48_48 = all_0_51_51)) | (all_0_28_28 = e1 &  ~ (all_0_27_27 = e0) &  ~ (all_0_53_53 = all_0_57_57)) | (all_0_30_30 = e0 &  ~ (all_0_29_29 = e4) &  ~ (all_0_40_40 = all_0_54_54)) | (all_0_32_32 = e0 &  ~ (all_0_31_31 = e3) &  ~ (all_0_44_44 = all_0_55_55)) | (all_0_34_34 = e0 &  ~ (all_0_33_33 = e2) &  ~ (all_0_49_49 = all_0_56_56)) | (all_0_36_36 = e0 &  ~ (all_0_35_35 = e1) &  ~ (all_0_53_53 = all_0_57_57)) | (all_0_45_45 = e3 &  ~ (all_0_38_38 = e2) &  ~ (all_0_46_46 = e4))
% 66.42/31.37  																																																				|
% 66.42/31.37  																																																					| Equations (430) can reduce 399 to:
% 66.42/31.37  																																																					| (602)  ~ (e4 = e1)
% 66.42/31.37  																																																					|
% 66.42/31.37  																																																					| Simplifying 602 yields:
% 66.42/31.37  																																																					| (110)  ~ (e4 = e1)
% 66.42/31.37  																																																					|
% 66.42/31.37  																																																					+-Applying beta-rule and splitting (924), into two cases.
% 66.42/31.37  																																																					|-Branch one:
% 66.42/31.37  																																																					| (875) all_0_57_57 = e0
% 66.42/31.37  																																																					|
% 66.42/31.37  																																																						| Combining equations (442,875) yields a new equation:
% 66.42/31.37  																																																						| (391) e2 = e0
% 66.42/31.37  																																																						|
% 66.42/31.37  																																																						| Simplifying 391 yields:
% 66.42/31.37  																																																						| (330) e2 = e0
% 66.42/31.37  																																																						|
% 66.42/31.37  																																																						| Equations (330) can reduce 128 to:
% 66.42/31.37  																																																						| (266) $false
% 66.42/31.37  																																																						|
% 66.42/31.37  																																																						|-The branch is then unsatisfiable
% 66.42/31.37  																																																					|-Branch two:
% 66.42/31.37  																																																					| (364)  ~ (all_0_57_57 = e0)
% 66.42/31.37  																																																					| (914) all_0_58_58 = e0
% 66.42/31.37  																																																					|
% 66.42/31.37  																																																						| Equations (914) can reduce 276 to:
% 66.42/31.37  																																																						| (541)  ~ (e3 = e0)
% 66.42/31.37  																																																						|
% 66.42/31.37  																																																						| Simplifying 541 yields:
% 66.42/31.37  																																																						| (80)  ~ (e3 = e0)
% 66.42/31.37  																																																						|
% 66.42/31.37  																																																						| Equations (914) can reduce 880 to:
% 66.42/31.37  																																																						| (435)  ~ (e1 = e0)
% 66.42/31.37  																																																						|
% 66.42/31.37  																																																						| Simplifying 435 yields:
% 66.42/31.37  																																																						| (233)  ~ (e1 = e0)
% 66.42/31.37  																																																						|
% 66.42/31.37  																																																						+-Applying beta-rule and splitting (9578), into two cases.
% 66.42/31.37  																																																						|-Branch one:
% 66.42/31.37  																																																						| (9581) (all_0_1_1 = e4 &  ~ (all_0_0_0 = e3) &  ~ (all_0_38_38 = e2)) | (all_0_3_3 = e4 &  ~ (all_0_2_2 = e2) &  ~ (all_0_39_39 = all_0_45_45)) | (all_0_5_5 = e4 &  ~ (all_0_4_4 = e0) &  ~ (all_0_40_40 = all_0_54_54)) | (all_0_8_8 = e3 &  ~ (all_0_7_7 = e2) &  ~ (all_0_42_42 = all_0_46_46)) | (all_0_10_10 = e3 &  ~ (all_0_9_9 = e1) &  ~ (all_0_43_43 = all_0_50_50)) | (all_0_12_12 = e3 &  ~ (all_0_11_11 = e0) &  ~ (all_0_44_44 = all_0_55_55)) | (all_0_14_14 = e2 &  ~ (all_0_13_13 = e4) &  ~ (all_0_39_39 = all_0_45_45)) | (all_0_16_16 = e2 &  ~ (all_0_15_15 = e3) &  ~ (all_0_42_42 = all_0_46_46)) | (all_0_19_19 = e2 &  ~ (all_0_18_18 = e1) &  ~ (all_0_48_48 = all_0_51_51)) | (all_0_21_21 = e2 &  ~ (all_0_20_20 = e0) &  ~ (all_0_49_49 = all_0_56_56)) | (all_0_23_23 = e1 &  ~ (all_0_22_22 = e3) &  ~ (all_0_43_43 = all_0_50_50)) | (all_0_25_25 = e1 &  ~ (all_0_24_24 = e2) &  ~ (all_0_48_48 = all_0_51_51)) | (all_0_28_28 = e1 &  ~ (all_0_27_27 = e0) &  ~ (all_0_53_53 = all_0_57_57)) | (all_0_30_30 = e0 &  ~ (all_0_29_29 = e4) &  ~ (all_0_40_40 = all_0_54_54)) | (all_0_32_32 = e0 &  ~ (all_0_31_31 = e3) &  ~ (all_0_44_44 = all_0_55_55)) | (all_0_34_34 = e0 &  ~ (all_0_33_33 = e2) &  ~ (all_0_49_49 = all_0_56_56)) | (all_0_36_36 = e0 &  ~ (all_0_35_35 = e1) &  ~ (all_0_53_53 = all_0_57_57))
% 66.42/31.37  																																																						|
% 66.42/31.37  																																																							+-Applying beta-rule and splitting (9581), into two cases.
% 66.42/31.37  																																																							|-Branch one:
% 66.42/31.37  																																																							| (9582) (all_0_1_1 = e4 &  ~ (all_0_0_0 = e3) &  ~ (all_0_38_38 = e2)) | (all_0_3_3 = e4 &  ~ (all_0_2_2 = e2) &  ~ (all_0_39_39 = all_0_45_45)) | (all_0_5_5 = e4 &  ~ (all_0_4_4 = e0) &  ~ (all_0_40_40 = all_0_54_54)) | (all_0_8_8 = e3 &  ~ (all_0_7_7 = e2) &  ~ (all_0_42_42 = all_0_46_46)) | (all_0_10_10 = e3 &  ~ (all_0_9_9 = e1) &  ~ (all_0_43_43 = all_0_50_50)) | (all_0_12_12 = e3 &  ~ (all_0_11_11 = e0) &  ~ (all_0_44_44 = all_0_55_55)) | (all_0_14_14 = e2 &  ~ (all_0_13_13 = e4) &  ~ (all_0_39_39 = all_0_45_45)) | (all_0_16_16 = e2 &  ~ (all_0_15_15 = e3) &  ~ (all_0_42_42 = all_0_46_46)) | (all_0_19_19 = e2 &  ~ (all_0_18_18 = e1) &  ~ (all_0_48_48 = all_0_51_51)) | (all_0_21_21 = e2 &  ~ (all_0_20_20 = e0) &  ~ (all_0_49_49 = all_0_56_56)) | (all_0_23_23 = e1 &  ~ (all_0_22_22 = e3) &  ~ (all_0_43_43 = all_0_50_50)) | (all_0_25_25 = e1 &  ~ (all_0_24_24 = e2) &  ~ (all_0_48_48 = all_0_51_51)) | (all_0_28_28 = e1 &  ~ (all_0_27_27 = e0) &  ~ (all_0_53_53 = all_0_57_57)) | (all_0_30_30 = e0 &  ~ (all_0_29_29 = e4) &  ~ (all_0_40_40 = all_0_54_54)) | (all_0_32_32 = e0 &  ~ (all_0_31_31 = e3) &  ~ (all_0_44_44 = all_0_55_55)) | (all_0_34_34 = e0 &  ~ (all_0_33_33 = e2) &  ~ (all_0_49_49 = all_0_56_56))
% 66.42/31.37  																																																							|
% 66.42/31.37  																																																								+-Applying beta-rule and splitting (9582), into two cases.
% 66.42/31.37  																																																								|-Branch one:
% 66.42/31.37  																																																								| (9583) (all_0_1_1 = e4 &  ~ (all_0_0_0 = e3) &  ~ (all_0_38_38 = e2)) | (all_0_3_3 = e4 &  ~ (all_0_2_2 = e2) &  ~ (all_0_39_39 = all_0_45_45)) | (all_0_5_5 = e4 &  ~ (all_0_4_4 = e0) &  ~ (all_0_40_40 = all_0_54_54)) | (all_0_8_8 = e3 &  ~ (all_0_7_7 = e2) &  ~ (all_0_42_42 = all_0_46_46)) | (all_0_10_10 = e3 &  ~ (all_0_9_9 = e1) &  ~ (all_0_43_43 = all_0_50_50)) | (all_0_12_12 = e3 &  ~ (all_0_11_11 = e0) &  ~ (all_0_44_44 = all_0_55_55)) | (all_0_14_14 = e2 &  ~ (all_0_13_13 = e4) &  ~ (all_0_39_39 = all_0_45_45)) | (all_0_16_16 = e2 &  ~ (all_0_15_15 = e3) &  ~ (all_0_42_42 = all_0_46_46)) | (all_0_19_19 = e2 &  ~ (all_0_18_18 = e1) &  ~ (all_0_48_48 = all_0_51_51)) | (all_0_21_21 = e2 &  ~ (all_0_20_20 = e0) &  ~ (all_0_49_49 = all_0_56_56)) | (all_0_23_23 = e1 &  ~ (all_0_22_22 = e3) &  ~ (all_0_43_43 = all_0_50_50)) | (all_0_25_25 = e1 &  ~ (all_0_24_24 = e2) &  ~ (all_0_48_48 = all_0_51_51)) | (all_0_28_28 = e1 &  ~ (all_0_27_27 = e0) &  ~ (all_0_53_53 = all_0_57_57)) | (all_0_30_30 = e0 &  ~ (all_0_29_29 = e4) &  ~ (all_0_40_40 = all_0_54_54)) | (all_0_32_32 = e0 &  ~ (all_0_31_31 = e3) &  ~ (all_0_44_44 = all_0_55_55))
% 66.42/31.37  																																																								|
% 66.42/31.37  																																																									+-Applying beta-rule and splitting (9583), into two cases.
% 66.42/31.37  																																																									|-Branch one:
% 66.42/31.37  																																																									| (9584) (all_0_1_1 = e4 &  ~ (all_0_0_0 = e3) &  ~ (all_0_38_38 = e2)) | (all_0_3_3 = e4 &  ~ (all_0_2_2 = e2) &  ~ (all_0_39_39 = all_0_45_45)) | (all_0_5_5 = e4 &  ~ (all_0_4_4 = e0) &  ~ (all_0_40_40 = all_0_54_54)) | (all_0_8_8 = e3 &  ~ (all_0_7_7 = e2) &  ~ (all_0_42_42 = all_0_46_46)) | (all_0_10_10 = e3 &  ~ (all_0_9_9 = e1) &  ~ (all_0_43_43 = all_0_50_50)) | (all_0_12_12 = e3 &  ~ (all_0_11_11 = e0) &  ~ (all_0_44_44 = all_0_55_55)) | (all_0_14_14 = e2 &  ~ (all_0_13_13 = e4) &  ~ (all_0_39_39 = all_0_45_45)) | (all_0_16_16 = e2 &  ~ (all_0_15_15 = e3) &  ~ (all_0_42_42 = all_0_46_46)) | (all_0_19_19 = e2 &  ~ (all_0_18_18 = e1) &  ~ (all_0_48_48 = all_0_51_51)) | (all_0_21_21 = e2 &  ~ (all_0_20_20 = e0) &  ~ (all_0_49_49 = all_0_56_56)) | (all_0_23_23 = e1 &  ~ (all_0_22_22 = e3) &  ~ (all_0_43_43 = all_0_50_50)) | (all_0_25_25 = e1 &  ~ (all_0_24_24 = e2) &  ~ (all_0_48_48 = all_0_51_51)) | (all_0_28_28 = e1 &  ~ (all_0_27_27 = e0) &  ~ (all_0_53_53 = all_0_57_57)) | (all_0_30_30 = e0 &  ~ (all_0_29_29 = e4) &  ~ (all_0_40_40 = all_0_54_54))
% 66.42/31.37  																																																									|
% 66.42/31.37  																																																										+-Applying beta-rule and splitting (9584), into two cases.
% 66.42/31.37  																																																										|-Branch one:
% 66.42/31.37  																																																										| (9585) (all_0_1_1 = e4 &  ~ (all_0_0_0 = e3) &  ~ (all_0_38_38 = e2)) | (all_0_3_3 = e4 &  ~ (all_0_2_2 = e2) &  ~ (all_0_39_39 = all_0_45_45)) | (all_0_5_5 = e4 &  ~ (all_0_4_4 = e0) &  ~ (all_0_40_40 = all_0_54_54)) | (all_0_8_8 = e3 &  ~ (all_0_7_7 = e2) &  ~ (all_0_42_42 = all_0_46_46)) | (all_0_10_10 = e3 &  ~ (all_0_9_9 = e1) &  ~ (all_0_43_43 = all_0_50_50)) | (all_0_12_12 = e3 &  ~ (all_0_11_11 = e0) &  ~ (all_0_44_44 = all_0_55_55)) | (all_0_14_14 = e2 &  ~ (all_0_13_13 = e4) &  ~ (all_0_39_39 = all_0_45_45)) | (all_0_16_16 = e2 &  ~ (all_0_15_15 = e3) &  ~ (all_0_42_42 = all_0_46_46)) | (all_0_19_19 = e2 &  ~ (all_0_18_18 = e1) &  ~ (all_0_48_48 = all_0_51_51)) | (all_0_21_21 = e2 &  ~ (all_0_20_20 = e0) &  ~ (all_0_49_49 = all_0_56_56)) | (all_0_23_23 = e1 &  ~ (all_0_22_22 = e3) &  ~ (all_0_43_43 = all_0_50_50)) | (all_0_25_25 = e1 &  ~ (all_0_24_24 = e2) &  ~ (all_0_48_48 = all_0_51_51)) | (all_0_28_28 = e1 &  ~ (all_0_27_27 = e0) &  ~ (all_0_53_53 = all_0_57_57))
% 66.42/31.37  																																																										|
% 66.42/31.37  																																																											+-Applying beta-rule and splitting (9585), into two cases.
% 66.42/31.37  																																																											|-Branch one:
% 66.42/31.37  																																																											| (9586) (all_0_1_1 = e4 &  ~ (all_0_0_0 = e3) &  ~ (all_0_38_38 = e2)) | (all_0_3_3 = e4 &  ~ (all_0_2_2 = e2) &  ~ (all_0_39_39 = all_0_45_45)) | (all_0_5_5 = e4 &  ~ (all_0_4_4 = e0) &  ~ (all_0_40_40 = all_0_54_54)) | (all_0_8_8 = e3 &  ~ (all_0_7_7 = e2) &  ~ (all_0_42_42 = all_0_46_46)) | (all_0_10_10 = e3 &  ~ (all_0_9_9 = e1) &  ~ (all_0_43_43 = all_0_50_50)) | (all_0_12_12 = e3 &  ~ (all_0_11_11 = e0) &  ~ (all_0_44_44 = all_0_55_55)) | (all_0_14_14 = e2 &  ~ (all_0_13_13 = e4) &  ~ (all_0_39_39 = all_0_45_45)) | (all_0_16_16 = e2 &  ~ (all_0_15_15 = e3) &  ~ (all_0_42_42 = all_0_46_46)) | (all_0_19_19 = e2 &  ~ (all_0_18_18 = e1) &  ~ (all_0_48_48 = all_0_51_51)) | (all_0_21_21 = e2 &  ~ (all_0_20_20 = e0) &  ~ (all_0_49_49 = all_0_56_56)) | (all_0_23_23 = e1 &  ~ (all_0_22_22 = e3) &  ~ (all_0_43_43 = all_0_50_50)) | (all_0_25_25 = e1 &  ~ (all_0_24_24 = e2) &  ~ (all_0_48_48 = all_0_51_51))
% 66.42/31.37  																																																											|
% 66.42/31.37  																																																												+-Applying beta-rule and splitting (9586), into two cases.
% 66.42/31.37  																																																												|-Branch one:
% 66.42/31.37  																																																												| (9587) (all_0_1_1 = e4 &  ~ (all_0_0_0 = e3) &  ~ (all_0_38_38 = e2)) | (all_0_3_3 = e4 &  ~ (all_0_2_2 = e2) &  ~ (all_0_39_39 = all_0_45_45)) | (all_0_5_5 = e4 &  ~ (all_0_4_4 = e0) &  ~ (all_0_40_40 = all_0_54_54)) | (all_0_8_8 = e3 &  ~ (all_0_7_7 = e2) &  ~ (all_0_42_42 = all_0_46_46)) | (all_0_10_10 = e3 &  ~ (all_0_9_9 = e1) &  ~ (all_0_43_43 = all_0_50_50)) | (all_0_12_12 = e3 &  ~ (all_0_11_11 = e0) &  ~ (all_0_44_44 = all_0_55_55)) | (all_0_14_14 = e2 &  ~ (all_0_13_13 = e4) &  ~ (all_0_39_39 = all_0_45_45)) | (all_0_16_16 = e2 &  ~ (all_0_15_15 = e3) &  ~ (all_0_42_42 = all_0_46_46)) | (all_0_19_19 = e2 &  ~ (all_0_18_18 = e1) &  ~ (all_0_48_48 = all_0_51_51)) | (all_0_21_21 = e2 &  ~ (all_0_20_20 = e0) &  ~ (all_0_49_49 = all_0_56_56)) | (all_0_23_23 = e1 &  ~ (all_0_22_22 = e3) &  ~ (all_0_43_43 = all_0_50_50))
% 66.42/31.37  																																																												|
% 66.42/31.37  																																																													+-Applying beta-rule and splitting (9587), into two cases.
% 66.42/31.37  																																																													|-Branch one:
% 66.42/31.37  																																																													| (9588) (all_0_1_1 = e4 &  ~ (all_0_0_0 = e3) &  ~ (all_0_38_38 = e2)) | (all_0_3_3 = e4 &  ~ (all_0_2_2 = e2) &  ~ (all_0_39_39 = all_0_45_45)) | (all_0_5_5 = e4 &  ~ (all_0_4_4 = e0) &  ~ (all_0_40_40 = all_0_54_54)) | (all_0_8_8 = e3 &  ~ (all_0_7_7 = e2) &  ~ (all_0_42_42 = all_0_46_46)) | (all_0_10_10 = e3 &  ~ (all_0_9_9 = e1) &  ~ (all_0_43_43 = all_0_50_50)) | (all_0_12_12 = e3 &  ~ (all_0_11_11 = e0) &  ~ (all_0_44_44 = all_0_55_55)) | (all_0_14_14 = e2 &  ~ (all_0_13_13 = e4) &  ~ (all_0_39_39 = all_0_45_45)) | (all_0_16_16 = e2 &  ~ (all_0_15_15 = e3) &  ~ (all_0_42_42 = all_0_46_46)) | (all_0_19_19 = e2 &  ~ (all_0_18_18 = e1) &  ~ (all_0_48_48 = all_0_51_51)) | (all_0_21_21 = e2 &  ~ (all_0_20_20 = e0) &  ~ (all_0_49_49 = all_0_56_56))
% 66.42/31.37  																																																													|
% 66.42/31.37  																																																														+-Applying beta-rule and splitting (9588), into two cases.
% 66.42/31.37  																																																														|-Branch one:
% 66.42/31.37  																																																														| (9589) (all_0_1_1 = e4 &  ~ (all_0_0_0 = e3) &  ~ (all_0_38_38 = e2)) | (all_0_3_3 = e4 &  ~ (all_0_2_2 = e2) &  ~ (all_0_39_39 = all_0_45_45)) | (all_0_5_5 = e4 &  ~ (all_0_4_4 = e0) &  ~ (all_0_40_40 = all_0_54_54)) | (all_0_8_8 = e3 &  ~ (all_0_7_7 = e2) &  ~ (all_0_42_42 = all_0_46_46)) | (all_0_10_10 = e3 &  ~ (all_0_9_9 = e1) &  ~ (all_0_43_43 = all_0_50_50)) | (all_0_12_12 = e3 &  ~ (all_0_11_11 = e0) &  ~ (all_0_44_44 = all_0_55_55)) | (all_0_14_14 = e2 &  ~ (all_0_13_13 = e4) &  ~ (all_0_39_39 = all_0_45_45)) | (all_0_16_16 = e2 &  ~ (all_0_15_15 = e3) &  ~ (all_0_42_42 = all_0_46_46)) | (all_0_19_19 = e2 &  ~ (all_0_18_18 = e1) &  ~ (all_0_48_48 = all_0_51_51))
% 66.42/31.37  																																																														|
% 66.42/31.37  																																																															+-Applying beta-rule and splitting (9589), into two cases.
% 66.42/31.37  																																																															|-Branch one:
% 66.42/31.37  																																																															| (9590) (all_0_1_1 = e4 &  ~ (all_0_0_0 = e3) &  ~ (all_0_38_38 = e2)) | (all_0_3_3 = e4 &  ~ (all_0_2_2 = e2) &  ~ (all_0_39_39 = all_0_45_45)) | (all_0_5_5 = e4 &  ~ (all_0_4_4 = e0) &  ~ (all_0_40_40 = all_0_54_54)) | (all_0_8_8 = e3 &  ~ (all_0_7_7 = e2) &  ~ (all_0_42_42 = all_0_46_46)) | (all_0_10_10 = e3 &  ~ (all_0_9_9 = e1) &  ~ (all_0_43_43 = all_0_50_50)) | (all_0_12_12 = e3 &  ~ (all_0_11_11 = e0) &  ~ (all_0_44_44 = all_0_55_55)) | (all_0_14_14 = e2 &  ~ (all_0_13_13 = e4) &  ~ (all_0_39_39 = all_0_45_45)) | (all_0_16_16 = e2 &  ~ (all_0_15_15 = e3) &  ~ (all_0_42_42 = all_0_46_46))
% 66.42/31.37  																																																															|
% 66.42/31.37  																																																																+-Applying beta-rule and splitting (9590), into two cases.
% 66.42/31.37  																																																																|-Branch one:
% 66.42/31.37  																																																																| (9591) (all_0_1_1 = e4 &  ~ (all_0_0_0 = e3) &  ~ (all_0_38_38 = e2)) | (all_0_3_3 = e4 &  ~ (all_0_2_2 = e2) &  ~ (all_0_39_39 = all_0_45_45)) | (all_0_5_5 = e4 &  ~ (all_0_4_4 = e0) &  ~ (all_0_40_40 = all_0_54_54)) | (all_0_8_8 = e3 &  ~ (all_0_7_7 = e2) &  ~ (all_0_42_42 = all_0_46_46)) | (all_0_10_10 = e3 &  ~ (all_0_9_9 = e1) &  ~ (all_0_43_43 = all_0_50_50)) | (all_0_12_12 = e3 &  ~ (all_0_11_11 = e0) &  ~ (all_0_44_44 = all_0_55_55)) | (all_0_14_14 = e2 &  ~ (all_0_13_13 = e4) &  ~ (all_0_39_39 = all_0_45_45))
% 66.42/31.37  																																																																|
% 66.42/31.37  																																																																	+-Applying beta-rule and splitting (9591), into two cases.
% 66.42/31.37  																																																																	|-Branch one:
% 66.42/31.37  																																																																	| (9592) (all_0_1_1 = e4 &  ~ (all_0_0_0 = e3) &  ~ (all_0_38_38 = e2)) | (all_0_3_3 = e4 &  ~ (all_0_2_2 = e2) &  ~ (all_0_39_39 = all_0_45_45)) | (all_0_5_5 = e4 &  ~ (all_0_4_4 = e0) &  ~ (all_0_40_40 = all_0_54_54)) | (all_0_8_8 = e3 &  ~ (all_0_7_7 = e2) &  ~ (all_0_42_42 = all_0_46_46)) | (all_0_10_10 = e3 &  ~ (all_0_9_9 = e1) &  ~ (all_0_43_43 = all_0_50_50)) | (all_0_12_12 = e3 &  ~ (all_0_11_11 = e0) &  ~ (all_0_44_44 = all_0_55_55))
% 66.42/31.37  																																																																	|
% 66.42/31.37  																																																																		+-Applying beta-rule and splitting (9592), into two cases.
% 66.42/31.37  																																																																		|-Branch one:
% 66.42/31.37  																																																																		| (9593) (all_0_1_1 = e4 &  ~ (all_0_0_0 = e3) &  ~ (all_0_38_38 = e2)) | (all_0_3_3 = e4 &  ~ (all_0_2_2 = e2) &  ~ (all_0_39_39 = all_0_45_45)) | (all_0_5_5 = e4 &  ~ (all_0_4_4 = e0) &  ~ (all_0_40_40 = all_0_54_54)) | (all_0_8_8 = e3 &  ~ (all_0_7_7 = e2) &  ~ (all_0_42_42 = all_0_46_46)) | (all_0_10_10 = e3 &  ~ (all_0_9_9 = e1) &  ~ (all_0_43_43 = all_0_50_50))
% 66.42/31.37  																																																																		|
% 66.42/31.38  																																																																			+-Applying beta-rule and splitting (9593), into two cases.
% 66.42/31.38  																																																																			|-Branch one:
% 66.42/31.38  																																																																			| (9594) (all_0_1_1 = e4 &  ~ (all_0_0_0 = e3) &  ~ (all_0_38_38 = e2)) | (all_0_3_3 = e4 &  ~ (all_0_2_2 = e2) &  ~ (all_0_39_39 = all_0_45_45)) | (all_0_5_5 = e4 &  ~ (all_0_4_4 = e0) &  ~ (all_0_40_40 = all_0_54_54)) | (all_0_8_8 = e3 &  ~ (all_0_7_7 = e2) &  ~ (all_0_42_42 = all_0_46_46))
% 66.42/31.38  																																																																			|
% 66.42/31.38  																																																																				+-Applying beta-rule and splitting (9594), into two cases.
% 66.42/31.38  																																																																				|-Branch one:
% 66.42/31.38  																																																																				| (9595) (all_0_1_1 = e4 &  ~ (all_0_0_0 = e3) &  ~ (all_0_38_38 = e2)) | (all_0_3_3 = e4 &  ~ (all_0_2_2 = e2) &  ~ (all_0_39_39 = all_0_45_45)) | (all_0_5_5 = e4 &  ~ (all_0_4_4 = e0) &  ~ (all_0_40_40 = all_0_54_54))
% 66.42/31.38  																																																																				|
% 66.42/31.38  																																																																					+-Applying beta-rule and splitting (9595), into two cases.
% 66.42/31.38  																																																																					|-Branch one:
% 66.42/31.38  																																																																					| (9596) (all_0_1_1 = e4 &  ~ (all_0_0_0 = e3) &  ~ (all_0_38_38 = e2)) | (all_0_3_3 = e4 &  ~ (all_0_2_2 = e2) &  ~ (all_0_39_39 = all_0_45_45))
% 66.42/31.38  																																																																					|
% 66.42/31.38  																																																																						+-Applying beta-rule and splitting (9596), into two cases.
% 66.42/31.38  																																																																						|-Branch one:
% 66.42/31.38  																																																																						| (9597) all_0_1_1 = e4 &  ~ (all_0_0_0 = e3) &  ~ (all_0_38_38 = e2)
% 66.42/31.38  																																																																						|
% 66.42/31.38  																																																																							| Applying alpha-rule on (9597) yields:
% 66.42/31.38  																																																																							| (9598) all_0_1_1 = e4
% 66.42/31.38  																																																																							| (9599)  ~ (all_0_0_0 = e3)
% 66.42/31.38  																																																																							| (9600)  ~ (all_0_38_38 = e2)
% 66.42/31.38  																																																																							|
% 66.42/31.38  																																																																							| Equations (292) can reduce 9600 to:
% 66.42/31.38  																																																																							| (266) $false
% 66.42/31.38  																																																																							|
% 66.42/31.38  																																																																							|-The branch is then unsatisfiable
% 66.42/31.38  																																																																						|-Branch two:
% 66.42/31.38  																																																																						| (9604) all_0_3_3 = e4 &  ~ (all_0_2_2 = e2) &  ~ (all_0_39_39 = all_0_45_45)
% 66.42/31.38  																																																																						|
% 66.42/31.38  																																																																							| Applying alpha-rule on (9604) yields:
% 66.42/31.38  																																																																							| (2165) all_0_3_3 = e4
% 66.42/31.38  																																																																							| (9606)  ~ (all_0_2_2 = e2)
% 66.42/31.38  																																																																							| (9607)  ~ (all_0_39_39 = all_0_45_45)
% 66.42/31.38  																																																																							|
% 66.42/31.38  																																																																							| From (2165) and (1413) follows:
% 66.42/31.38  																																																																							| (2154) op(e0, e2) = e4
% 66.42/31.38  																																																																							|
% 66.42/31.38  																																																																							| Instantiating formula (29) with e0, e2, e4, e1 and discharging atoms op(e0, e2) = e4, op(e0, e2) = e1, yields:
% 66.42/31.38  																																																																							| (630) e4 = e1
% 66.42/31.38  																																																																							|
% 66.42/31.38  																																																																							| Equations (630) can reduce 110 to:
% 66.42/31.38  																																																																							| (266) $false
% 66.42/31.38  																																																																							|
% 66.42/31.38  																																																																							|-The branch is then unsatisfiable
% 66.42/31.38  																																																																					|-Branch two:
% 66.42/31.38  																																																																					| (9609) all_0_5_5 = e4 &  ~ (all_0_4_4 = e0) &  ~ (all_0_40_40 = all_0_54_54)
% 66.42/31.38  																																																																					|
% 66.42/31.38  																																																																						| Applying alpha-rule on (9609) yields:
% 66.42/31.38  																																																																						| (9610) all_0_5_5 = e4
% 66.42/31.38  																																																																						| (9611)  ~ (all_0_4_4 = e0)
% 66.42/31.38  																																																																						| (9612)  ~ (all_0_40_40 = all_0_54_54)
% 66.42/31.38  																																																																						|
% 66.42/31.38  																																																																						| Equations (1378,265) can reduce 9612 to:
% 66.42/31.38  																																																																						| (266) $false
% 66.42/31.38  																																																																						|
% 66.42/31.38  																																																																						|-The branch is then unsatisfiable
% 66.42/31.38  																																																																				|-Branch two:
% 66.42/31.38  																																																																				| (9616) all_0_8_8 = e3 &  ~ (all_0_7_7 = e2) &  ~ (all_0_42_42 = all_0_46_46)
% 66.42/31.38  																																																																				|
% 66.42/31.38  																																																																					| Applying alpha-rule on (9616) yields:
% 66.42/31.38  																																																																					| (4675) all_0_8_8 = e3
% 66.42/31.38  																																																																					| (9618)  ~ (all_0_7_7 = e2)
% 66.42/31.38  																																																																					| (9619)  ~ (all_0_42_42 = all_0_46_46)
% 66.42/31.38  																																																																					|
% 66.42/31.38  																																																																					| Equations (1392,770) can reduce 9619 to:
% 66.42/31.38  																																																																					| (266) $false
% 66.42/31.38  																																																																					|
% 66.42/31.38  																																																																					|-The branch is then unsatisfiable
% 66.42/31.38  																																																																			|-Branch two:
% 66.42/31.38  																																																																			| (9621) all_0_10_10 = e3 &  ~ (all_0_9_9 = e1) &  ~ (all_0_43_43 = all_0_50_50)
% 66.42/31.38  																																																																			|
% 66.42/31.38  																																																																				| Applying alpha-rule on (9621) yields:
% 66.42/31.38  																																																																				| (9622) all_0_10_10 = e3
% 66.42/31.38  																																																																				| (9623)  ~ (all_0_9_9 = e1)
% 66.42/31.38  																																																																				| (9624)  ~ (all_0_43_43 = all_0_50_50)
% 66.42/31.38  																																																																				|
% 66.42/31.38  																																																																				| Combining equations (9622,6394) yields a new equation:
% 66.42/31.38  																																																																				| (425) e4 = e3
% 66.42/31.38  																																																																				|
% 66.42/31.38  																																																																				| Equations (425) can reduce 188 to:
% 66.42/31.38  																																																																				| (266) $false
% 66.42/31.38  																																																																				|
% 66.42/31.38  																																																																				|-The branch is then unsatisfiable
% 66.42/31.38  																																																																		|-Branch two:
% 66.42/31.38  																																																																		| (9627) all_0_12_12 = e3 &  ~ (all_0_11_11 = e0) &  ~ (all_0_44_44 = all_0_55_55)
% 66.42/31.38  																																																																		|
% 66.42/31.38  																																																																			| Applying alpha-rule on (9627) yields:
% 66.42/31.38  																																																																			| (2156) all_0_12_12 = e3
% 66.42/31.38  																																																																			| (9629)  ~ (all_0_11_11 = e0)
% 66.42/31.39  																																																																			| (9630)  ~ (all_0_44_44 = all_0_55_55)
% 66.42/31.39  																																																																			|
% 66.42/31.39  																																																																			| Equations (532,2336) can reduce 9630 to:
% 66.42/31.39  																																																																			| (266) $false
% 66.42/31.39  																																																																			|
% 66.42/31.39  																																																																			|-The branch is then unsatisfiable
% 66.42/31.39  																																																																	|-Branch two:
% 66.42/31.39  																																																																	| (9632) all_0_14_14 = e2 &  ~ (all_0_13_13 = e4) &  ~ (all_0_39_39 = all_0_45_45)
% 66.42/31.39  																																																																	|
% 66.42/31.39  																																																																		| Applying alpha-rule on (9632) yields:
% 66.42/31.39  																																																																		| (9633) all_0_14_14 = e2
% 66.42/31.39  																																																																		| (9634)  ~ (all_0_13_13 = e4)
% 66.42/31.39  																																																																		| (9607)  ~ (all_0_39_39 = all_0_45_45)
% 66.42/31.39  																																																																		|
% 66.42/31.39  																																																																		| Equations (85024) can reduce 9634 to:
% 66.42/31.39  																																																																		| (266) $false
% 66.42/31.39  																																																																		|
% 66.42/31.39  																																																																		|-The branch is then unsatisfiable
% 66.42/31.39  																																																																|-Branch two:
% 66.42/31.39  																																																																| (9638) all_0_16_16 = e2 &  ~ (all_0_15_15 = e3) &  ~ (all_0_42_42 = all_0_46_46)
% 66.42/31.39  																																																																|
% 66.42/31.39  																																																																	| Applying alpha-rule on (9638) yields:
% 66.42/31.39  																																																																	| (9639) all_0_16_16 = e2
% 66.42/31.39  																																																																	| (9640)  ~ (all_0_15_15 = e3)
% 66.42/31.39  																																																																	| (9619)  ~ (all_0_42_42 = all_0_46_46)
% 66.42/31.39  																																																																	|
% 66.42/31.39  																																																																	| Equations (1392,770) can reduce 9619 to:
% 66.42/31.39  																																																																	| (266) $false
% 66.42/31.39  																																																																	|
% 66.42/31.39  																																																																	|-The branch is then unsatisfiable
% 66.42/31.39  																																																															|-Branch two:
% 66.42/31.39  																																																															| (9644) all_0_19_19 = e2 &  ~ (all_0_18_18 = e1) &  ~ (all_0_48_48 = all_0_51_51)
% 66.42/31.39  																																																															|
% 66.42/31.39  																																																																| Applying alpha-rule on (9644) yields:
% 66.42/31.39  																																																																| (349) all_0_19_19 = e2
% 66.42/31.39  																																																																| (9646)  ~ (all_0_18_18 = e1)
% 66.42/31.39  																																																																| (9647)  ~ (all_0_48_48 = all_0_51_51)
% 66.42/31.39  																																																																|
% 66.42/31.39  																																																																| Equations (9471) can reduce 9646 to:
% 66.42/31.39  																																																																| (266) $false
% 66.42/31.39  																																																																|
% 66.42/31.39  																																																																|-The branch is then unsatisfiable
% 66.42/31.39  																																																														|-Branch two:
% 66.47/31.39  																																																														| (9649) all_0_21_21 = e2 &  ~ (all_0_20_20 = e0) &  ~ (all_0_49_49 = all_0_56_56)
% 66.47/31.39  																																																														|
% 66.47/31.39  																																																															| Applying alpha-rule on (9649) yields:
% 66.47/31.39  																																																															| (4269) all_0_21_21 = e2
% 66.47/31.39  																																																															| (9651)  ~ (all_0_20_20 = e0)
% 66.47/31.39  																																																															| (9652)  ~ (all_0_49_49 = all_0_56_56)
% 66.47/31.39  																																																															|
% 66.47/31.40  																																																															| Equations (671,1569) can reduce 9652 to:
% 66.47/31.40  																																																															| (266) $false
% 66.47/31.40  																																																															|
% 66.47/31.40  																																																															|-The branch is then unsatisfiable
% 66.47/31.40  																																																													|-Branch two:
% 66.47/31.40  																																																													| (9656) all_0_23_23 = e1 &  ~ (all_0_22_22 = e3) &  ~ (all_0_43_43 = all_0_50_50)
% 66.47/31.40  																																																													|
% 66.47/31.40  																																																														| Applying alpha-rule on (9656) yields:
% 66.47/31.40  																																																														| (9657) all_0_23_23 = e1
% 66.47/31.40  																																																														| (9658)  ~ (all_0_22_22 = e3)
% 66.47/31.40  																																																														| (9624)  ~ (all_0_43_43 = all_0_50_50)
% 66.47/31.40  																																																														|
% 66.47/31.40  																																																														| Equations (430,601) can reduce 9624 to:
% 66.47/31.40  																																																														| (266) $false
% 66.47/31.40  																																																														|
% 66.47/31.40  																																																														|-The branch is then unsatisfiable
% 66.47/31.40  																																																												|-Branch two:
% 66.47/31.40  																																																												| (9661) all_0_25_25 = e1 &  ~ (all_0_24_24 = e2) &  ~ (all_0_48_48 = all_0_51_51)
% 66.47/31.40  																																																												|
% 66.47/31.40  																																																													| Applying alpha-rule on (9661) yields:
% 66.47/31.40  																																																													| (4271) all_0_25_25 = e1
% 66.47/31.40  																																																													| (9663)  ~ (all_0_24_24 = e2)
% 66.47/31.40  																																																													| (9647)  ~ (all_0_48_48 = all_0_51_51)
% 66.47/31.40  																																																													|
% 66.47/31.40  																																																													| Combining equations (4271,15138) yields a new equation:
% 66.47/31.40  																																																													| (630) e4 = e1
% 66.47/31.40  																																																													|
% 66.47/31.40  																																																													| Equations (630) can reduce 110 to:
% 66.47/31.40  																																																													| (266) $false
% 66.47/31.40  																																																													|
% 66.47/31.40  																																																													|-The branch is then unsatisfiable
% 66.47/31.40  																																																											|-Branch two:
% 66.47/31.40  																																																											| (9668) all_0_28_28 = e1 &  ~ (all_0_27_27 = e0) &  ~ (all_0_53_53 = all_0_57_57)
% 66.47/31.40  																																																											|
% 66.47/31.40  																																																												| Applying alpha-rule on (9668) yields:
% 66.47/31.40  																																																												| (9669) all_0_28_28 = e1
% 66.47/31.40  																																																												| (9670)  ~ (all_0_27_27 = e0)
% 66.47/31.40  																																																												| (9671)  ~ (all_0_53_53 = all_0_57_57)
% 66.47/31.40  																																																												|
% 66.47/31.40  																																																												| Equations (607,442) can reduce 9671 to:
% 66.47/31.40  																																																												| (266) $false
% 66.47/31.40  																																																												|
% 66.47/31.40  																																																												|-The branch is then unsatisfiable
% 66.47/31.40  																																																										|-Branch two:
% 66.47/31.40  																																																										| (9674) all_0_30_30 = e0 &  ~ (all_0_29_29 = e4) &  ~ (all_0_40_40 = all_0_54_54)
% 66.47/31.40  																																																										|
% 66.47/31.40  																																																											| Applying alpha-rule on (9674) yields:
% 66.47/31.40  																																																											| (9675) all_0_30_30 = e0
% 66.47/31.40  																																																											| (9676)  ~ (all_0_29_29 = e4)
% 66.47/31.40  																																																											| (9612)  ~ (all_0_40_40 = all_0_54_54)
% 66.47/31.40  																																																											|
% 66.47/31.40  																																																											| Combining equations (9675,60456) yields a new equation:
% 66.47/31.40  																																																											| (431) e1 = e0
% 66.47/31.40  																																																											|
% 66.47/31.41  																																																											| Equations (431) can reduce 233 to:
% 66.47/31.41  																																																											| (266) $false
% 66.47/31.41  																																																											|
% 66.47/31.41  																																																											|-The branch is then unsatisfiable
% 66.47/31.41  																																																									|-Branch two:
% 66.47/31.41  																																																									| (9680) all_0_32_32 = e0 &  ~ (all_0_31_31 = e3) &  ~ (all_0_44_44 = all_0_55_55)
% 66.47/31.41  																																																									|
% 66.47/31.41  																																																										| Applying alpha-rule on (9680) yields:
% 66.47/31.41  																																																										| (2163) all_0_32_32 = e0
% 66.47/31.41  																																																										| (9682)  ~ (all_0_31_31 = e3)
% 66.47/31.41  																																																										| (9630)  ~ (all_0_44_44 = all_0_55_55)
% 66.47/31.41  																																																										|
% 66.47/31.41  																																																										| Equations (532,2336) can reduce 9630 to:
% 66.47/31.41  																																																										| (266) $false
% 66.47/31.41  																																																										|
% 66.47/31.41  																																																										|-The branch is then unsatisfiable
% 66.47/31.41  																																																								|-Branch two:
% 66.47/31.41  																																																								| (9686) all_0_34_34 = e0 &  ~ (all_0_33_33 = e2) &  ~ (all_0_49_49 = all_0_56_56)
% 66.47/31.41  																																																								|
% 66.47/31.41  																																																									| Applying alpha-rule on (9686) yields:
% 66.47/31.41  																																																									| (9687) all_0_34_34 = e0
% 66.47/31.41  																																																									| (9688)  ~ (all_0_33_33 = e2)
% 66.47/31.41  																																																									| (9652)  ~ (all_0_49_49 = all_0_56_56)
% 66.47/31.41  																																																									|
% 66.47/31.41  																																																									| Combining equations (4264,9687) yields a new equation:
% 66.47/31.41  																																																									| (675) e3 = e0
% 66.47/31.41  																																																									|
% 66.47/31.41  																																																									| Simplifying 675 yields:
% 66.47/31.41  																																																									| (676) e3 = e0
% 66.47/31.41  																																																									|
% 66.47/31.41  																																																									| Equations (676) can reduce 80 to:
% 66.47/31.41  																																																									| (266) $false
% 66.47/31.41  																																																									|
% 66.47/31.41  																																																									|-The branch is then unsatisfiable
% 66.47/31.41  																																																							|-Branch two:
% 66.47/31.41  																																																							| (9693) all_0_36_36 = e0 &  ~ (all_0_35_35 = e1) &  ~ (all_0_53_53 = all_0_57_57)
% 66.47/31.41  																																																							|
% 66.47/31.41  																																																								| Applying alpha-rule on (9693) yields:
% 66.47/31.41  																																																								| (9694) all_0_36_36 = e0
% 66.47/31.41  																																																								| (9695)  ~ (all_0_35_35 = e1)
% 66.47/31.41  																																																								| (9671)  ~ (all_0_53_53 = all_0_57_57)
% 66.47/31.41  																																																								|
% 66.47/31.41  																																																								| Equations (607,442) can reduce 9671 to:
% 66.47/31.41  																																																								| (266) $false
% 66.47/31.41  																																																								|
% 66.47/31.41  																																																								|-The branch is then unsatisfiable
% 66.47/31.41  																																																						|-Branch two:
% 66.47/31.41  																																																						| (9698) all_0_45_45 = e3 &  ~ (all_0_38_38 = e2) &  ~ (all_0_46_46 = e4)
% 66.47/31.41  																																																						|
% 66.47/31.41  																																																							| Applying alpha-rule on (9698) yields:
% 66.47/31.41  																																																							| (423) all_0_45_45 = e3
% 66.47/31.41  																																																							| (9600)  ~ (all_0_38_38 = e2)
% 66.47/31.41  																																																							| (250)  ~ (all_0_46_46 = e4)
% 66.47/31.41  																																																							|
% 66.47/31.41  																																																							| Equations (770) can reduce 250 to:
% 66.47/31.41  																																																							| (266) $false
% 66.47/31.41  																																																							|
% 66.47/31.41  																																																							|-The branch is then unsatisfiable
% 66.47/31.41  																																														|-Branch two:
% 66.47/31.41  																																														| (357)  ~ (all_0_41_41 = e0)
% 66.47/31.41  																																														| (6761) all_0_42_42 = e0 | all_0_43_43 = e0 | all_0_44_44 = e0
% 66.47/31.41  																																														|
% 66.47/31.41  																																															+-Applying beta-rule and splitting (75), into two cases.
% 66.47/31.41  																																															|-Branch one:
% 66.47/31.41  																																															| (485) all_0_40_40 = e0
% 66.47/31.41  																																															|
% 66.47/31.41  																																																| Combining equations (1378,485) yields a new equation:
% 66.47/31.41  																																																| (481) e4 = e0
% 66.47/31.41  																																																|
% 66.47/31.41  																																																| Simplifying 481 yields:
% 66.47/31.41  																																																| (397) e4 = e0
% 66.47/31.41  																																																|
% 66.47/31.41  																																																| Equations (397) can reduce 49 to:
% 66.47/31.41  																																																| (266) $false
% 66.47/31.41  																																																|
% 66.47/31.41  																																																|-The branch is then unsatisfiable
% 66.47/31.41  																																															|-Branch two:
% 66.47/31.41  																																															| (1401)  ~ (all_0_40_40 = e0)
% 66.47/31.41  																																															| (1748) all_0_44_44 = e0 | all_0_49_49 = e0 | all_0_58_58 = e0
% 66.47/31.41  																																															|
% 66.47/31.41  																																																| Equations (1378) can reduce 1401 to:
% 66.47/31.41  																																																| (49)  ~ (e4 = e0)
% 66.47/31.41  																																																|
% 66.47/31.41  																																																+-Applying beta-rule and splitting (22), into two cases.
% 66.47/31.41  																																																|-Branch one:
% 66.47/31.41  																																																| (268) all_0_54_54 = e3
% 66.47/31.41  																																																|
% 66.47/31.41  																																																	| Combining equations (265,268) yields a new equation:
% 66.47/31.41  																																																	| (424) e4 = e3
% 66.47/31.41  																																																	|
% 66.47/31.41  																																																	| Simplifying 424 yields:
% 66.47/31.41  																																																	| (425) e4 = e3
% 66.47/31.41  																																																	|
% 66.47/31.41  																																																	| Equations (425) can reduce 188 to:
% 66.47/31.41  																																																	| (266) $false
% 66.47/31.41  																																																	|
% 66.47/31.41  																																																	|-The branch is then unsatisfiable
% 66.47/31.41  																																																|-Branch two:
% 66.47/31.42  																																																| (60427)  ~ (all_0_54_54 = e3)
% 66.47/31.42  																																																| (62553) all_0_55_55 = e3 | all_0_56_56 = e3 | all_0_58_58 = e3
% 66.47/31.42  																																																|
% 66.47/31.42  																																																	+-Applying beta-rule and splitting (6761), into two cases.
% 66.47/31.42  																																																	|-Branch one:
% 66.47/31.42  																																																	| (559) all_0_42_42 = e0
% 66.47/31.42  																																																	|
% 66.47/31.42  																																																		| Combining equations (1392,559) yields a new equation:
% 66.47/31.42  																																																		| (481) e4 = e0
% 66.47/31.42  																																																		|
% 66.47/31.42  																																																		| Simplifying 481 yields:
% 66.47/31.42  																																																		| (397) e4 = e0
% 66.47/31.42  																																																		|
% 66.47/31.42  																																																		| Equations (397) can reduce 49 to:
% 66.47/31.42  																																																		| (266) $false
% 66.47/31.42  																																																		|
% 66.47/31.42  																																																		|-The branch is then unsatisfiable
% 66.47/31.42  																																																	|-Branch two:
% 66.47/31.42  																																																	| (358)  ~ (all_0_42_42 = e0)
% 66.47/31.42  																																																	| (6766) all_0_43_43 = e0 | all_0_44_44 = e0
% 66.47/31.42  																																																	|
% 66.47/31.42  																																																		+-Applying beta-rule and splitting (62553), into two cases.
% 66.47/31.42  																																																		|-Branch one:
% 66.47/31.42  																																																		| (2336) all_0_55_55 = e3
% 66.47/31.42  																																																		|
% 66.47/31.42  																																																			| Equations (2336) can reduce 3 to:
% 66.47/31.42  																																																			| (275)  ~ (all_0_58_58 = e3)
% 66.47/31.42  																																																			|
% 66.47/31.42  																																																			| Simplifying 275 yields:
% 66.47/31.42  																																																			| (276)  ~ (all_0_58_58 = e3)
% 66.47/31.42  																																																			|
% 66.47/31.42  																																																			+-Applying beta-rule and splitting (125), into two cases.
% 66.47/31.42  																																																			|-Branch one:
% 66.47/31.42  																																																			| (858) all_0_55_55 = e0
% 66.47/31.42  																																																			|
% 66.47/31.42  																																																				| Combining equations (858,2336) yields a new equation:
% 66.47/31.42  																																																				| (676) e3 = e0
% 66.47/31.42  																																																				|
% 66.47/31.42  																																																				| Equations (676) can reduce 80 to:
% 66.47/31.42  																																																				| (266) $false
% 66.47/31.42  																																																				|
% 66.47/31.42  																																																				|-The branch is then unsatisfiable
% 66.47/31.42  																																																			|-Branch two:
% 66.47/31.42  																																																			| (803)  ~ (all_0_55_55 = e0)
% 66.47/31.42  																																																			| (863) all_0_56_56 = e0 | all_0_57_57 = e0 | all_0_58_58 = e0
% 66.47/31.42  																																																			|
% 66.47/31.42  																																																				| Equations (2336) can reduce 803 to:
% 66.47/31.42  																																																				| (80)  ~ (e3 = e0)
% 66.47/31.42  																																																				|
% 66.47/31.42  																																																				+-Applying beta-rule and splitting (1748), into two cases.
% 66.47/31.42  																																																				|-Branch one:
% 66.47/31.42  																																																				| (1414) all_0_44_44 = e0
% 66.47/31.42  																																																				|
% 66.47/31.42  																																																					| Combining equations (532,1414) yields a new equation:
% 66.47/31.42  																																																					| (675) e3 = e0
% 66.47/31.42  																																																					|
% 66.47/31.42  																																																					| Simplifying 675 yields:
% 66.47/31.42  																																																					| (676) e3 = e0
% 66.47/31.42  																																																					|
% 66.47/31.42  																																																					| Equations (676) can reduce 80 to:
% 66.47/31.42  																																																					| (266) $false
% 66.47/31.42  																																																					|
% 66.47/31.42  																																																					|-The branch is then unsatisfiable
% 66.47/31.42  																																																				|-Branch two:
% 66.47/31.42  																																																				| (360)  ~ (all_0_44_44 = e0)
% 66.47/31.42  																																																				| (1760) all_0_49_49 = e0 | all_0_58_58 = e0
% 66.47/31.42  																																																				|
% 66.47/31.42  																																																					+-Applying beta-rule and splitting (1760), into two cases.
% 66.47/31.42  																																																					|-Branch one:
% 66.47/31.42  																																																					| (978) all_0_49_49 = e0
% 66.47/31.42  																																																					|
% 66.47/31.42  																																																						| Combining equations (978,671) yields a new equation:
% 66.47/31.42  																																																						| (431) e1 = e0
% 66.47/31.42  																																																						|
% 66.47/31.42  																																																						| Equations (431) can reduce 233 to:
% 66.47/31.42  																																																						| (266) $false
% 66.47/31.42  																																																						|
% 66.47/31.42  																																																						|-The branch is then unsatisfiable
% 66.47/31.42  																																																					|-Branch two:
% 66.47/31.42  																																																					| (487)  ~ (all_0_49_49 = e0)
% 66.47/31.42  																																																					| (914) all_0_58_58 = e0
% 66.47/31.42  																																																					|
% 66.47/31.42  																																																						| Equations (914) can reduce 276 to:
% 66.47/31.42  																																																						| (541)  ~ (e3 = e0)
% 66.47/31.42  																																																						|
% 66.47/31.42  																																																						| Simplifying 541 yields:
% 66.47/31.42  																																																						| (80)  ~ (e3 = e0)
% 66.47/31.42  																																																						|
% 66.47/31.42  																																																						| Equations (914) can reduce 880 to:
% 66.47/31.42  																																																						| (435)  ~ (e1 = e0)
% 66.47/31.42  																																																						|
% 66.47/31.42  																																																						| Simplifying 435 yields:
% 66.47/31.42  																																																						| (233)  ~ (e1 = e0)
% 66.47/31.42  																																																						|
% 66.47/31.42  																																																						+-Applying beta-rule and splitting (6766), into two cases.
% 66.47/31.42  																																																						|-Branch one:
% 66.47/31.42  																																																						| (356) all_0_43_43 = e0
% 66.47/31.42  																																																						|
% 66.47/31.42  																																																							| Combining equations (430,356) yields a new equation:
% 66.47/31.42  																																																							| (546) e1 = e0
% 66.47/31.42  																																																							|
% 66.47/31.42  																																																							| Simplifying 546 yields:
% 66.47/31.42  																																																							| (431) e1 = e0
% 66.47/31.42  																																																							|
% 66.47/31.42  																																																							| Equations (431) can reduce 233 to:
% 66.47/31.42  																																																							| (266) $false
% 66.47/31.42  																																																							|
% 66.47/31.42  																																																							|-The branch is then unsatisfiable
% 66.47/31.42  																																																						|-Branch two:
% 66.47/31.42  																																																						| (5470)  ~ (all_0_43_43 = e0)
% 66.47/31.42  																																																						| (1414) all_0_44_44 = e0
% 66.47/31.42  																																																						|
% 66.47/31.42  																																																							| Combining equations (532,1414) yields a new equation:
% 66.47/31.42  																																																							| (675) e3 = e0
% 66.47/31.42  																																																							|
% 66.47/31.42  																																																							| Simplifying 675 yields:
% 66.47/31.42  																																																							| (676) e3 = e0
% 66.47/31.42  																																																							|
% 66.47/31.42  																																																							| Equations (676) can reduce 80 to:
% 66.47/31.42  																																																							| (266) $false
% 66.47/31.42  																																																							|
% 66.47/31.42  																																																							|-The branch is then unsatisfiable
% 66.47/31.42  																																																		|-Branch two:
% 66.47/31.42  																																																		| (270)  ~ (all_0_55_55 = e3)
% 66.47/31.42  																																																		| (62557) all_0_56_56 = e3 | all_0_58_58 = e3
% 66.47/31.42  																																																		|
% 66.47/31.42  																																																			+-Applying beta-rule and splitting (62557), into two cases.
% 66.47/31.42  																																																			|-Branch one:
% 66.47/31.42  																																																			| (1097) all_0_56_56 = e3
% 66.47/31.42  																																																			|
% 66.47/31.42  																																																				| Combining equations (1569,1097) yields a new equation:
% 66.47/31.42  																																																				| (455) e3 = e1
% 66.47/31.42  																																																				|
% 66.47/31.42  																																																				| Equations (455) can reduce 213 to:
% 66.47/31.42  																																																				| (266) $false
% 66.47/31.42  																																																				|
% 66.47/31.42  																																																				|-The branch is then unsatisfiable
% 66.47/31.42  																																																			|-Branch two:
% 66.47/31.42  																																																			| (272)  ~ (all_0_56_56 = e3)
% 66.47/31.42  																																																			| (795) all_0_58_58 = e3
% 66.47/31.42  																																																			|
% 66.47/31.42  																																																				| Equations (795) can reduce 276 to:
% 66.47/31.42  																																																				| (266) $false
% 66.47/31.42  																																																				|
% 66.47/31.42  																																																				|-The branch is then unsatisfiable
% 66.47/31.43  																																												|-Branch two:
% 66.47/31.43  																																												| (1890)  ~ (all_0_42_42 = e4)
% 66.47/31.43  																																												| (1969) all_0_42_42 = e3 | all_0_42_42 = e1 | all_0_42_42 = e0
% 66.47/31.43  																																												|
% 66.47/31.43  																																													+-Applying beta-rule and splitting (1923), into two cases.
% 66.47/31.43  																																													|-Branch one:
% 66.47/31.43  																																													| (1557) all_0_46_46 = e3
% 66.47/31.43  																																													|
% 66.47/31.43  																																														| Combining equations (770,1557) yields a new equation:
% 66.47/31.43  																																														| (424) e4 = e3
% 66.47/31.43  																																														|
% 66.47/31.43  																																														| Simplifying 424 yields:
% 66.47/31.43  																																														| (425) e4 = e3
% 66.47/31.43  																																														|
% 66.47/31.43  																																														| Equations (425) can reduce 188 to:
% 66.47/31.43  																																														| (266) $false
% 66.47/31.43  																																														|
% 66.47/31.43  																																														|-The branch is then unsatisfiable
% 66.47/31.43  																																													|-Branch two:
% 66.47/31.43  																																													| (409)  ~ (all_0_46_46 = e3)
% 66.47/31.43  																																													| (4042) all_0_50_50 = e3 | all_0_55_55 = e3
% 66.47/31.43  																																													|
% 66.47/31.43  																																														| Equations (770) can reduce 409 to:
% 66.47/31.43  																																														| (188)  ~ (e4 = e3)
% 66.47/31.43  																																														|
% 66.47/31.43  																																														+-Applying beta-rule and splitting (22), into two cases.
% 66.47/31.43  																																														|-Branch one:
% 66.47/31.43  																																														| (268) all_0_54_54 = e3
% 66.47/31.43  																																														|
% 66.47/31.43  																																															| Combining equations (265,268) yields a new equation:
% 66.47/31.43  																																															| (424) e4 = e3
% 66.47/31.43  																																															|
% 66.47/31.43  																																															| Simplifying 424 yields:
% 66.47/31.43  																																															| (425) e4 = e3
% 66.47/31.43  																																															|
% 66.47/31.43  																																															| Equations (425) can reduce 188 to:
% 66.47/31.43  																																															| (266) $false
% 66.47/31.43  																																															|
% 66.47/31.43  																																															|-The branch is then unsatisfiable
% 66.47/31.43  																																														|-Branch two:
% 66.47/31.43  																																														| (60427)  ~ (all_0_54_54 = e3)
% 66.47/31.43  																																														| (62553) all_0_55_55 = e3 | all_0_56_56 = e3 | all_0_58_58 = e3
% 66.47/31.43  																																														|
% 66.47/31.43  																																															| Equations (265) can reduce 60427 to:
% 66.47/31.43  																																															| (188)  ~ (e4 = e3)
% 66.47/31.43  																																															|
% 66.47/31.43  																																															+-Applying beta-rule and splitting (441), into two cases.
% 66.47/31.43  																																															|-Branch one:
% 66.47/31.43  																																															| (1392) all_0_42_42 = e4
% 66.47/31.43  																																															|
% 66.47/31.43  																																																| Equations (1392) can reduce 1890 to:
% 66.47/31.43  																																																| (266) $false
% 66.47/31.43  																																																|
% 66.47/31.43  																																																|-The branch is then unsatisfiable
% 66.47/31.43  																																															|-Branch two:
% 66.47/31.43  																																															| (1890)  ~ (all_0_42_42 = e4)
% 66.47/31.43  																																															| (1891) all_0_43_43 = e4 | all_0_44_44 = e4
% 66.47/31.43  																																															|
% 66.47/31.43  																																																+-Applying beta-rule and splitting (1891), into two cases.
% 66.47/31.43  																																																|-Branch one:
% 66.47/31.43  																																																| (396) all_0_43_43 = e4
% 66.47/31.43  																																																|
% 66.47/31.43  																																																	| Combining equations (430,396) yields a new equation:
% 66.47/31.43  																																																	| (630) e4 = e1
% 66.47/31.43  																																																	|
% 66.47/31.43  																																																	| Equations (630) can reduce 110 to:
% 66.47/31.43  																																																	| (266) $false
% 66.47/31.43  																																																	|
% 66.47/31.43  																																																	|-The branch is then unsatisfiable
% 66.47/31.43  																																																|-Branch two:
% 66.47/31.43  																																																| (399)  ~ (all_0_43_43 = e4)
% 66.47/31.43  																																																| (446) all_0_44_44 = e4
% 66.47/31.43  																																																|
% 66.47/31.43  																																																	| Combining equations (532,446) yields a new equation:
% 66.47/31.43  																																																	| (425) e4 = e3
% 66.47/31.43  																																																	|
% 66.47/31.43  																																																	| Equations (425) can reduce 188 to:
% 66.47/31.43  																																																	| (266) $false
% 66.47/31.43  																																																	|
% 66.47/31.43  																																																	|-The branch is then unsatisfiable
% 66.47/31.43  																																									|-Branch two:
% 66.47/31.43  																																									| (447)  ~ (all_0_40_40 = e4)
% 66.47/31.43  																																									| (2271) all_0_44_44 = e4 | all_0_49_49 = e4 | all_0_53_53 = e4 | all_0_58_58 = e4
% 66.47/31.43  																																									|
% 66.47/31.43  																																										+-Applying beta-rule and splitting (27), into two cases.
% 66.47/31.43  																																										|-Branch one:
% 66.47/31.43  																																										| (437) all_0_41_41 = e4
% 66.47/31.43  																																										|
% 66.47/31.43  																																											| Equations (437) can reduce 440 to:
% 66.47/31.43  																																											| (266) $false
% 66.47/31.43  																																											|
% 66.47/31.43  																																											|-The branch is then unsatisfiable
% 66.47/31.43  																																										|-Branch two:
% 66.47/31.43  																																										| (440)  ~ (all_0_41_41 = e4)
% 66.47/31.44  																																										| (4049) all_0_41_41 = e3 | all_0_41_41 = e1 | all_0_41_41 = e0
% 66.47/31.44  																																										|
% 66.47/31.44  																																											+-Applying beta-rule and splitting (64), into two cases.
% 66.47/31.44  																																											|-Branch one:
% 66.47/31.44  																																											| (437) all_0_41_41 = e4
% 66.47/31.44  																																											|
% 66.47/31.44  																																												| Equations (437) can reduce 440 to:
% 66.47/31.44  																																												| (266) $false
% 66.47/31.44  																																												|
% 66.47/31.44  																																												|-The branch is then unsatisfiable
% 66.47/31.44  																																											|-Branch two:
% 66.47/31.44  																																											| (440)  ~ (all_0_41_41 = e4)
% 66.47/31.44  																																											| (441) all_0_42_42 = e4 | all_0_43_43 = e4 | all_0_44_44 = e4
% 66.47/31.44  																																											|
% 66.47/31.44  																																												+-Applying beta-rule and splitting (326), into two cases.
% 66.47/31.44  																																												|-Branch one:
% 66.47/31.44  																																												| (471) all_0_39_39 = e4
% 66.47/31.44  																																												|
% 66.47/31.44  																																													| Equations (471) can reduce 145 to:
% 66.47/31.44  																																													| (1901)  ~ (all_0_42_42 = e4)
% 66.47/31.44  																																													|
% 66.47/31.44  																																													| Simplifying 1901 yields:
% 66.47/31.44  																																													| (1890)  ~ (all_0_42_42 = e4)
% 66.47/31.44  																																													|
% 66.47/31.44  																																													| Equations (471) can reduce 246 to:
% 66.47/31.44  																																													| (188)  ~ (e4 = e3)
% 66.47/31.44  																																													|
% 66.47/31.44  																																													| Equations (471) can reduce 151 to:
% 66.47/31.44  																																													| (110)  ~ (e4 = e1)
% 66.47/31.44  																																													|
% 66.47/31.44  																																													+-Applying beta-rule and splitting (441), into two cases.
% 66.47/31.44  																																													|-Branch one:
% 66.47/31.44  																																													| (1392) all_0_42_42 = e4
% 66.47/31.44  																																													|
% 66.47/31.44  																																														| Equations (1392) can reduce 1890 to:
% 66.47/31.44  																																														| (266) $false
% 66.47/31.44  																																														|
% 66.47/31.44  																																														|-The branch is then unsatisfiable
% 66.47/31.44  																																													|-Branch two:
% 66.47/31.44  																																													| (1890)  ~ (all_0_42_42 = e4)
% 66.47/31.44  																																													| (1891) all_0_43_43 = e4 | all_0_44_44 = e4
% 66.47/31.44  																																													|
% 66.47/31.44  																																														+-Applying beta-rule and splitting (1891), into two cases.
% 66.47/31.44  																																														|-Branch one:
% 66.47/31.44  																																														| (396) all_0_43_43 = e4
% 66.47/31.44  																																														|
% 66.47/31.44  																																															| Combining equations (430,396) yields a new equation:
% 66.47/31.44  																																															| (630) e4 = e1
% 66.47/31.44  																																															|
% 66.47/31.44  																																															| Equations (630) can reduce 110 to:
% 66.47/31.44  																																															| (266) $false
% 66.47/31.44  																																															|
% 66.47/31.44  																																															|-The branch is then unsatisfiable
% 66.47/31.44  																																														|-Branch two:
% 66.47/31.44  																																														| (399)  ~ (all_0_43_43 = e4)
% 66.47/31.44  																																														| (446) all_0_44_44 = e4
% 66.47/31.44  																																														|
% 66.47/31.44  																																															| Combining equations (532,446) yields a new equation:
% 66.47/31.44  																																															| (425) e4 = e3
% 66.47/31.44  																																															|
% 66.47/31.44  																																															| Equations (425) can reduce 188 to:
% 66.47/31.44  																																															| (266) $false
% 66.47/31.44  																																															|
% 66.47/31.44  																																															|-The branch is then unsatisfiable
% 66.47/31.44  																																												|-Branch two:
% 66.47/31.44  																																												| (1377)  ~ (all_0_39_39 = e4)
% 66.47/31.44  																																												| (1378) all_0_40_40 = e4
% 66.47/31.44  																																												|
% 66.47/31.44  																																													| Equations (1378) can reduce 447 to:
% 66.47/31.44  																																													| (266) $false
% 66.47/31.44  																																													|
% 66.47/31.44  																																													|-The branch is then unsatisfiable
% 66.47/31.44  																											|-Branch two:
% 66.47/31.44  																											| (338)  ~ (all_0_47_47 = e2)
% 66.47/31.44  																											| (1108) all_0_51_51 = e2 | all_0_56_56 = e2
% 66.47/31.44  																											|
% 66.47/31.44  																												+-Applying beta-rule and splitting (1108), into two cases.
% 66.47/31.44  																												|-Branch one:
% 66.47/31.44  																												| (504) all_0_51_51 = e2
% 66.47/31.44  																												|
% 66.47/31.44  																													| Equations (504) can reduce 1099 to:
% 66.47/31.44  																													| (266) $false
% 66.47/31.44  																													|
% 66.47/31.44  																													|-The branch is then unsatisfiable
% 66.47/31.44  																												|-Branch two:
% 66.47/31.44  																												| (1099)  ~ (all_0_51_51 = e2)
% 66.47/31.44  																												| (833) all_0_56_56 = e2
% 66.47/31.44  																												|
% 66.47/31.44  																													| Equations (833) can reduce 511 to:
% 66.47/31.44  																													| (266) $false
% 66.47/31.44  																													|
% 66.47/31.44  																													|-The branch is then unsatisfiable
% 66.47/31.44  																									|-Branch two:
% 66.47/31.44  																									| (250)  ~ (all_0_46_46 = e4)
% 66.47/31.44  																									| (1801) all_0_46_46 = e3 | all_0_46_46 = e1 | all_0_46_46 = e0
% 66.47/31.44  																									|
% 66.47/31.44  																										+-Applying beta-rule and splitting (1801), into two cases.
% 66.47/31.44  																										|-Branch one:
% 66.47/31.44  																										| (538) all_0_46_46 = e0
% 66.47/31.44  																										|
% 66.47/31.44  																											| Equations (538) can reduce 831 to:
% 66.47/31.44  																											| (266) $false
% 66.47/31.44  																											|
% 66.47/31.44  																											|-The branch is then unsatisfiable
% 66.47/31.44  																										|-Branch two:
% 66.47/31.44  																										| (831)  ~ (all_0_46_46 = e0)
% 66.47/31.44  																										| (1838) all_0_46_46 = e3 | all_0_46_46 = e1
% 66.47/31.44  																										|
% 66.47/31.44  																											+-Applying beta-rule and splitting (1838), into two cases.
% 66.47/31.44  																											|-Branch one:
% 66.47/31.44  																											| (545) all_0_46_46 = e1
% 66.47/31.44  																											|
% 66.47/31.44  																												| Equations (545) can reduce 549 to:
% 66.47/31.44  																												| (266) $false
% 66.47/31.44  																												|
% 66.47/31.44  																												|-The branch is then unsatisfiable
% 66.47/31.44  																											|-Branch two:
% 66.47/31.44  																											| (549)  ~ (all_0_46_46 = e1)
% 66.47/31.44  																											| (1557) all_0_46_46 = e3
% 66.47/31.44  																											|
% 66.47/31.44  																												| Equations (1557) can reduce 409 to:
% 66.47/31.44  																												| (266) $false
% 66.47/31.44  																												|
% 66.47/31.44  																												|-The branch is then unsatisfiable
% 66.47/31.44  																							|-Branch two:
% 66.47/31.44  																							| (759)  ~ (all_0_50_50 = e1)
% 66.47/31.44  																							| (415) all_0_50_50 = e3
% 66.47/31.44  																							|
% 66.47/31.44  																								| Equations (415) can reduce 411 to:
% 66.47/31.44  																								| (266) $false
% 66.47/31.44  																								|
% 66.47/31.44  																								|-The branch is then unsatisfiable
% 66.47/31.44  															|-Branch two:
% 66.47/31.44  															| (780)  ~ (all_0_52_52 = e4)
% 66.47/31.44  															| (642) all_0_52_52 = e1
% 66.47/31.44  															|
% 66.47/31.44  																| Equations (642) can reduce 646 to:
% 66.47/31.44  																| (266) $false
% 66.47/31.44  																|
% 66.47/31.44  																|-The branch is then unsatisfiable
% 66.47/31.44  												|-Branch two:
% 66.47/31.44  												| (1283)  ~ (all_0_48_48 = e0)
% 66.47/31.44  												| (875) all_0_57_57 = e0
% 66.47/31.44  												|
% 66.47/31.44  													| Combining equations (442,875) yields a new equation:
% 66.47/31.44  													| (391) e2 = e0
% 66.47/31.44  													|
% 66.47/31.44  													| Simplifying 391 yields:
% 66.47/31.44  													| (330) e2 = e0
% 66.47/31.44  													|
% 66.47/31.44  													| Equations (330) can reduce 128 to:
% 66.47/31.44  													| (266) $false
% 66.47/31.44  													|
% 66.47/31.44  													|-The branch is then unsatisfiable
% 66.47/31.44  			|-Branch two:
% 66.47/31.44  			| (9600)  ~ (all_0_38_38 = e2)
% 66.47/31.44  			| (22169) all_0_39_39 = e2 | all_0_40_40 = e2
% 66.47/31.44  			|
% 66.47/31.44  				+-Applying beta-rule and splitting (22169), into two cases.
% 66.47/31.44  				|-Branch one:
% 66.47/31.44  				| (317) all_0_39_39 = e2
% 66.47/31.44  				|
% 66.47/31.44  					| Equations (317) can reduce 63 to:
% 66.47/31.44  					| (9600)  ~ (all_0_38_38 = e2)
% 66.47/31.44  					|
% 66.47/31.44  					| Equations (317) can reduce 176 to:
% 66.47/31.44  					| (295)  ~ (all_0_40_40 = e2)
% 66.47/31.44  					|
% 66.47/31.44  					| Simplifying 295 yields:
% 66.47/31.44  					| (296)  ~ (all_0_40_40 = e2)
% 66.47/31.44  					|
% 66.47/31.44  					| Equations (317) can reduce 145 to:
% 66.47/31.44  					| (22178)  ~ (all_0_42_42 = e2)
% 66.47/31.44  					|
% 66.47/31.44  					| Simplifying 22178 yields:
% 66.47/31.44  					| (51)  ~ (all_0_42_42 = e2)
% 66.47/31.44  					|
% 66.47/31.44  					| Equations (317) can reduce 79 to:
% 66.47/31.44  					| (22180)  ~ (all_0_47_47 = e2)
% 66.47/31.44  					|
% 66.47/31.44  					| Simplifying 22180 yields:
% 66.47/31.44  					| (338)  ~ (all_0_47_47 = e2)
% 66.47/31.44  					|
% 66.47/31.44  					| Equations (317) can reduce 139 to:
% 66.47/31.44  					| (17668)  ~ (all_0_51_51 = e2)
% 66.47/31.44  					|
% 66.47/31.44  					| Simplifying 17668 yields:
% 66.47/31.44  					| (1099)  ~ (all_0_51_51 = e2)
% 66.47/31.44  					|
% 66.47/31.44  					| Equations (317) can reduce 154 to:
% 66.47/31.44  					| (510)  ~ (all_0_56_56 = e2)
% 66.47/31.44  					|
% 66.47/31.44  					| Simplifying 510 yields:
% 66.47/31.44  					| (511)  ~ (all_0_56_56 = e2)
% 66.47/31.44  					|
% 66.47/31.44  					| Equations (317) can reduce 151 to:
% 66.47/31.44  					| (122)  ~ (e2 = e1)
% 66.47/31.44  					|
% 66.47/31.44  					| From (317) and (182) follows:
% 66.53/31.45  					| (102846) op(e2, e4) = all_0_2_2
% 66.53/31.45  					|
% 66.53/31.45  					| From (317) and (38) follows:
% 66.53/31.45  					| (22187) op(e2, e2) = all_0_3_3
% 66.53/31.45  					|
% 66.53/31.45  					| From (317) and (14) follows:
% 66.53/31.45  					| (22188) op(e4, e2) = e2
% 66.53/31.45  					|
% 66.53/31.45  					| Instantiating formula (29) with e2, e4, all_0_2_2, e3 and discharging atoms op(e2, e4) = all_0_2_2, op(e2, e4) = e3, yields:
% 66.53/31.45  					| (1595) all_0_2_2 = e3
% 66.53/31.45  					|
% 66.53/31.45  					| Instantiating formula (29) with e2, e2, all_0_3_3, all_0_47_47 and discharging atoms op(e2, e2) = all_0_3_3, op(e2, e2) = all_0_47_47, yields:
% 66.53/31.45  					| (22189) all_0_3_3 = all_0_47_47
% 66.53/31.45  					|
% 66.53/31.45  					| From (1595) and (102846) follows:
% 66.53/31.46  					| (60434) op(e2, e4) = e3
% 66.53/31.46  					|
% 66.53/31.46  					| From (22189) and (22187) follows:
% 66.53/31.46  					| (23) op(e2, e2) = all_0_47_47
% 66.53/31.48  					|
% 66.53/31.48  					+-Applying beta-rule and splitting (161), into two cases.
% 66.53/31.48  					|-Branch one:
% 66.53/31.48  					| (292) all_0_38_38 = e2
% 66.53/31.48  					|
% 66.53/31.48  						| Equations (292) can reduce 9600 to:
% 66.53/31.48  						| (266) $false
% 66.53/31.48  						|
% 66.53/31.48  						|-The branch is then unsatisfiable
% 66.53/31.48  					|-Branch two:
% 66.53/31.48  					| (9600)  ~ (all_0_38_38 = e2)
% 66.53/31.48  					| (22173) all_0_38_38 = e4 | all_0_38_38 = e0
% 66.53/31.48  					|
% 66.53/31.48  						+-Applying beta-rule and splitting (170), into two cases.
% 66.53/31.48  						|-Branch one:
% 66.53/31.48  						| (321) all_0_38_38 = e4
% 66.53/31.48  						|
% 66.53/31.48  							| Equations (321) can reduce 97 to:
% 66.53/31.48  							| (7398)  ~ (all_0_40_40 = e4)
% 66.53/31.48  							|
% 66.53/31.48  							| Simplifying 7398 yields:
% 66.53/31.48  							| (447)  ~ (all_0_40_40 = e4)
% 66.53/31.48  							|
% 66.53/31.48  							| Equations (321) can reduce 106 to:
% 66.53/31.49  							| (33039)  ~ (all_0_41_41 = e4)
% 66.53/31.49  							|
% 66.53/31.49  							| Simplifying 33039 yields:
% 66.53/31.49  							| (440)  ~ (all_0_41_41 = e4)
% 66.53/31.49  							|
% 66.53/31.49  							| Equations (321) can reduce 141 to:
% 66.53/31.49  							| (249)  ~ (all_0_46_46 = e4)
% 66.53/31.49  							|
% 66.53/31.49  							| Simplifying 249 yields:
% 66.53/31.49  							| (250)  ~ (all_0_46_46 = e4)
% 66.53/31.49  							|
% 66.53/31.49  							| Equations (321) can reduce 193 to:
% 66.53/31.49  							| (1907)  ~ (all_0_50_50 = e4)
% 66.53/31.49  							|
% 66.53/31.49  							| Simplifying 1907 yields:
% 66.53/31.49  							| (566)  ~ (all_0_50_50 = e4)
% 66.53/31.49  							|
% 66.53/31.49  							| Equations (321) can reduce 25 to:
% 66.53/31.49  							| (1909)  ~ (all_0_55_55 = e4)
% 66.53/31.49  							|
% 66.53/31.49  							| Simplifying 1909 yields:
% 66.53/31.49  							| (763)  ~ (all_0_55_55 = e4)
% 66.53/31.49  							|
% 66.53/31.49  							| Equations (321) can reduce 116 to:
% 66.53/31.49  							| (188)  ~ (e4 = e3)
% 66.53/31.49  							|
% 66.53/31.49  							| Equations (321) can reduce 9600 to:
% 66.53/31.49  							| (48)  ~ (e4 = e2)
% 66.53/31.49  							|
% 66.53/31.49  							| Equations (321) can reduce 50 to:
% 66.53/31.49  							| (110)  ~ (e4 = e1)
% 66.53/31.49  							|
% 66.53/31.49  							| From (321) and (156) follows:
% 66.53/31.49  							| (33052) op(e4, e3) = all_0_1_1
% 66.53/31.49  							|
% 66.53/31.49  							| From (321) and (52) follows:
% 66.53/31.49  							| (22570) op(e4, e3) = e4
% 66.53/31.49  							|
% 66.53/31.49  							+-Applying beta-rule and splitting (155), into two cases.
% 66.53/31.49  							|-Branch one:
% 66.53/31.49  							| (329) all_0_38_38 = e0
% 66.53/31.49  							|
% 66.53/31.49  								| Combining equations (321,329) yields a new equation:
% 66.53/31.49  								| (481) e4 = e0
% 66.53/31.49  								|
% 66.53/31.49  								| Simplifying 481 yields:
% 66.53/31.49  								| (397) e4 = e0
% 66.53/31.49  								|
% 66.53/31.49  								| Equations (397) can reduce 49 to:
% 66.53/31.49  								| (266) $false
% 66.53/31.49  								|
% 66.53/31.49  								|-The branch is then unsatisfiable
% 66.53/31.49  							|-Branch two:
% 66.53/31.49  							| (332)  ~ (all_0_38_38 = e0)
% 66.53/31.49  							| (333) all_0_39_39 = e0 | all_0_40_40 = e0
% 66.53/31.49  							|
% 66.53/31.49  								+-Applying beta-rule and splitting (333), into two cases.
% 66.53/31.49  								|-Branch one:
% 66.53/31.49  								| (480) all_0_39_39 = e0
% 66.53/31.49  								|
% 66.53/31.49  									| Combining equations (480,317) yields a new equation:
% 66.53/31.49  									| (330) e2 = e0
% 66.53/31.49  									|
% 66.53/31.49  									| Equations (330) can reduce 128 to:
% 66.53/31.49  									| (266) $false
% 66.53/31.49  									|
% 66.53/31.49  									|-The branch is then unsatisfiable
% 66.53/31.49  								|-Branch two:
% 66.53/31.49  								| (484)  ~ (all_0_39_39 = e0)
% 66.53/31.49  								| (485) all_0_40_40 = e0
% 66.53/31.49  								|
% 66.53/31.49  									| Equations (485) can reduce 143 to:
% 66.53/31.49  									| (359)  ~ (all_0_44_44 = e0)
% 66.53/31.49  									|
% 66.53/31.49  									| Simplifying 359 yields:
% 66.53/31.49  									| (360)  ~ (all_0_44_44 = e0)
% 66.53/31.49  									|
% 66.53/31.49  									| Equations (485) can reduce 200 to:
% 66.53/31.49  									| (486)  ~ (all_0_49_49 = e0)
% 66.53/31.49  									|
% 66.53/31.49  									| Simplifying 486 yields:
% 66.53/31.49  									| (487)  ~ (all_0_49_49 = e0)
% 66.53/31.49  									|
% 66.53/31.49  									| Equations (485) can reduce 162 to:
% 66.53/31.49  									| (488)  ~ (all_0_53_53 = e0)
% 66.53/31.49  									|
% 66.53/31.49  									| Simplifying 488 yields:
% 66.53/31.49  									| (247)  ~ (all_0_53_53 = e0)
% 66.53/31.49  									|
% 66.53/31.49  									| Equations (485) can reduce 178 to:
% 66.53/31.49  									| (490)  ~ (all_0_58_58 = e0)
% 66.53/31.49  									|
% 66.53/31.49  									| Simplifying 490 yields:
% 66.53/31.49  									| (491)  ~ (all_0_58_58 = e0)
% 66.53/31.49  									|
% 66.53/31.49  									| Equations (485) can reduce 447 to:
% 66.53/31.49  									| (401)  ~ (e4 = e0)
% 66.53/31.49  									|
% 66.53/31.49  									| Simplifying 401 yields:
% 66.53/31.49  									| (49)  ~ (e4 = e0)
% 66.53/31.49  									|
% 66.53/31.49  									| Equations (485) can reduce 2 to:
% 66.53/31.49  									| (541)  ~ (e3 = e0)
% 66.53/31.49  									|
% 66.53/31.49  									| Simplifying 541 yields:
% 66.53/31.49  									| (80)  ~ (e3 = e0)
% 66.53/31.49  									|
% 66.53/31.49  									| Equations (485) can reduce 296 to:
% 66.53/31.49  									| (365)  ~ (e2 = e0)
% 66.53/31.49  									|
% 66.53/31.49  									| Simplifying 365 yields:
% 66.53/31.49  									| (128)  ~ (e2 = e0)
% 66.53/31.49  									|
% 66.53/31.49  									| Equations (485) can reduce 132 to:
% 66.53/31.49  									| (435)  ~ (e1 = e0)
% 66.53/31.49  									|
% 66.53/31.49  									| Simplifying 435 yields:
% 66.53/31.49  									| (233)  ~ (e1 = e0)
% 66.53/31.49  									|
% 66.53/31.49  									| From (485) and (34) follows:
% 66.53/31.49  									| (494) op(e0, e4) = all_0_4_4
% 66.53/31.49  									|
% 66.53/31.49  									| From (485) and (203) follows:
% 66.53/31.49  									| (495) op(e0, e0) = all_0_5_5
% 66.53/31.49  									|
% 66.53/31.49  									| From (485) and (234) follows:
% 66.53/31.49  									| (3072) op(e4, e0) = e0
% 66.53/31.49  									|
% 66.53/31.49  									| Instantiating formula (29) with e4, e3, e4, all_0_1_1 and discharging atoms op(e4, e3) = all_0_1_1, op(e4, e3) = e4, yields:
% 66.53/31.49  									| (9598) all_0_1_1 = e4
% 66.53/31.49  									|
% 66.53/31.49  									| Instantiating formula (29) with e0, e4, all_0_4_4, e4 and discharging atoms op(e0, e4) = all_0_4_4, op(e0, e4) = e4, yields:
% 66.53/31.49  									| (44179) all_0_4_4 = e4
% 66.53/31.49  									|
% 66.53/31.49  									| Instantiating formula (29) with e0, e0, all_0_5_5, all_0_58_58 and discharging atoms op(e0, e0) = all_0_5_5, op(e0, e0) = all_0_58_58, yields:
% 66.53/31.49  									| (499) all_0_5_5 = all_0_58_58
% 66.53/31.49  									|
% 66.53/31.49  									| From (9598) and (33052) follows:
% 66.53/31.49  									| (22570) op(e4, e3) = e4
% 66.53/31.49  									|
% 66.53/31.49  									| From (44179) and (494) follows:
% 66.53/31.50  									| (2207) op(e0, e4) = e4
% 66.53/31.50  									|
% 66.53/31.50  									| From (499) and (495) follows:
% 66.53/31.50  									| (245) op(e0, e0) = all_0_58_58
% 66.53/31.50  									|
% 66.53/31.50  									+-Applying beta-rule and splitting (109), into two cases.
% 66.53/31.50  									|-Branch one:
% 66.53/31.50  									| (352) all_0_52_52 = e2
% 66.53/31.50  									|
% 66.53/31.50  										| Equations (352) can reduce 217 to:
% 66.53/31.50  										| (96)  ~ (all_0_43_43 = e2)
% 66.53/31.50  										|
% 66.53/31.50  										| Equations (352) can reduce 101 to:
% 66.53/31.50  										| (302)  ~ (all_0_50_50 = e2)
% 66.53/31.50  										|
% 66.53/31.50  										| Equations (352) can reduce 20 to:
% 66.53/31.50  										| (1099)  ~ (all_0_51_51 = e2)
% 66.53/31.50  										|
% 66.53/31.50  										| Equations (352) can reduce 46 to:
% 66.53/31.50  										| (508)  ~ (all_0_53_53 = e2)
% 66.53/31.50  										|
% 66.53/31.50  										| Simplifying 508 yields:
% 66.53/31.50  										| (509)  ~ (all_0_53_53 = e2)
% 66.53/31.50  										|
% 66.53/31.50  										| Equations (352) can reduce 11 to:
% 66.53/31.50  										| (343)  ~ (all_0_57_57 = e2)
% 66.53/31.50  										|
% 66.53/31.50  										| Simplifying 343 yields:
% 66.53/31.50  										| (344)  ~ (all_0_57_57 = e2)
% 66.53/31.50  										|
% 66.53/31.50  										| Equations (352) can reduce 72 to:
% 66.53/31.50  										| (128)  ~ (e2 = e0)
% 66.53/31.50  										|
% 66.53/31.50  										| From (352) and (124) follows:
% 66.53/31.50  										| (10182) op(e1, e1) = e2
% 66.53/31.50  										|
% 66.53/31.50  										+-Applying beta-rule and splitting (158), into two cases.
% 66.53/31.50  										|-Branch one:
% 66.53/31.50  										| (313) all_0_40_40 = e2
% 66.53/31.50  										|
% 66.53/31.50  											| Combining equations (485,313) yields a new equation:
% 66.53/31.50  											| (330) e2 = e0
% 66.53/31.50  											|
% 66.53/31.50  											| Equations (330) can reduce 128 to:
% 66.53/31.50  											| (266) $false
% 66.53/31.50  											|
% 66.53/31.50  											|-The branch is then unsatisfiable
% 66.53/31.50  										|-Branch two:
% 66.53/31.50  										| (296)  ~ (all_0_40_40 = e2)
% 66.53/31.50  										| (377) all_0_49_49 = e2 | all_0_53_53 = e2 | all_0_58_58 = e2
% 66.53/31.50  										|
% 66.53/31.50  											+-Applying beta-rule and splitting (117), into two cases.
% 66.53/31.50  											|-Branch one:
% 66.53/31.50  											| (292) all_0_38_38 = e2
% 66.53/31.50  											|
% 66.53/31.50  												| Combining equations (292,321) yields a new equation:
% 66.53/31.50  												| (323) e4 = e2
% 66.53/31.50  												|
% 66.53/31.50  												| Equations (323) can reduce 48 to:
% 66.53/31.50  												| (266) $false
% 66.53/31.50  												|
% 66.53/31.50  												|-The branch is then unsatisfiable
% 66.53/31.50  											|-Branch two:
% 66.53/31.50  											| (9600)  ~ (all_0_38_38 = e2)
% 66.53/31.50  											| (24424) all_0_46_46 = e2 | all_0_50_50 = e2 | all_0_55_55 = e2
% 66.53/31.50  											|
% 66.53/31.50  												+-Applying beta-rule and splitting (53), into two cases.
% 66.53/31.50  												|-Branch one:
% 66.53/31.50  												| (1794) all_0_46_46 = e2
% 66.53/31.50  												|
% 66.53/31.50  													| Equations (1794) can reduce 43 to:
% 66.53/31.50  													| (85)  ~ (all_0_41_41 = e2)
% 66.53/31.50  													|
% 66.53/31.50  													| Equations (1794) can reduce 19 to:
% 66.53/31.50  													| (22180)  ~ (all_0_47_47 = e2)
% 66.53/31.50  													|
% 66.53/31.50  													| Simplifying 22180 yields:
% 66.53/31.50  													| (338)  ~ (all_0_47_47 = e2)
% 66.53/31.50  													|
% 66.53/31.50  													| Equations (1794) can reduce 30 to:
% 66.71/31.50  													| (12342)  ~ (all_0_48_48 = e2)
% 66.71/31.50  													|
% 66.71/31.50  													| Simplifying 12342 yields:
% 66.71/31.50  													| (810)  ~ (all_0_48_48 = e2)
% 66.71/31.50  													|
% 66.71/31.50  													| Equations (1794) can reduce 35 to:
% 66.71/31.50  													| (301)  ~ (all_0_50_50 = e2)
% 66.71/31.50  													|
% 66.71/31.50  													| Simplifying 301 yields:
% 66.71/31.50  													| (302)  ~ (all_0_50_50 = e2)
% 66.71/31.50  													|
% 66.71/31.50  													| Equations (1794) can reduce 58 to:
% 66.71/31.50  													| (303)  ~ (all_0_55_55 = e2)
% 66.71/31.50  													|
% 66.71/31.50  													| Simplifying 303 yields:
% 66.71/31.50  													| (304)  ~ (all_0_55_55 = e2)
% 66.71/31.50  													|
% 66.71/31.50  													| Equations (1794) can reduce 409 to:
% 66.71/31.50  													| (626)  ~ (e3 = e2)
% 66.71/31.50  													|
% 66.71/31.50  													| Simplifying 626 yields:
% 66.71/31.50  													| (212)  ~ (e3 = e2)
% 66.71/31.50  													|
% 66.71/31.50  													| From (1794) and (120) follows:
% 66.71/31.50  													| (5793) op(e2, e3) = e2
% 66.71/31.50  													|
% 66.71/31.50  													+-Applying beta-rule and splitting (222), into two cases.
% 66.71/31.50  													|-Branch one:
% 66.71/31.50  													| (386) all_0_55_55 = e2
% 66.71/31.50  													|
% 66.71/31.50  														| Equations (386) can reduce 304 to:
% 66.71/31.50  														| (266) $false
% 66.71/31.50  														|
% 66.71/31.50  														|-The branch is then unsatisfiable
% 66.71/31.50  													|-Branch two:
% 66.71/31.50  													| (304)  ~ (all_0_55_55 = e2)
% 66.71/31.50  													| (389) all_0_56_56 = e2 | all_0_57_57 = e2 | all_0_58_58 = e2
% 66.71/31.50  													|
% 66.71/31.50  														+-Applying beta-rule and splitting (389), into two cases.
% 66.71/31.50  														|-Branch one:
% 66.71/31.50  														| (833) all_0_56_56 = e2
% 66.71/31.50  														|
% 66.71/31.50  															| Equations (833) can reduce 511 to:
% 66.71/31.50  															| (266) $false
% 66.71/31.50  															|
% 66.71/31.50  															|-The branch is then unsatisfiable
% 66.71/31.50  														|-Branch two:
% 66.71/31.50  														| (511)  ~ (all_0_56_56 = e2)
% 66.71/31.50  														| (1709) all_0_57_57 = e2 | all_0_58_58 = e2
% 66.71/31.50  														|
% 66.71/31.50  															+-Applying beta-rule and splitting (1709), into two cases.
% 66.71/31.50  															|-Branch one:
% 66.71/31.50  															| (442) all_0_57_57 = e2
% 66.71/31.50  															|
% 66.71/31.50  																| Equations (442) can reduce 344 to:
% 66.71/31.50  																| (266) $false
% 66.71/31.50  																|
% 66.71/31.50  																|-The branch is then unsatisfiable
% 66.71/31.50  															|-Branch two:
% 66.71/31.50  															| (344)  ~ (all_0_57_57 = e2)
% 66.71/31.50  															| (624) all_0_58_58 = e2
% 66.71/31.50  															|
% 66.71/31.50  																| Equations (624) can reduce 181 to:
% 66.71/31.50  																| (147)  ~ (all_0_44_44 = e2)
% 66.71/31.50  																|
% 66.71/31.50  																| Equations (624) can reduce 119 to:
% 66.71/31.50  																| (340)  ~ (all_0_49_49 = e2)
% 66.71/31.50  																|
% 66.71/31.50  																| Equations (624) can reduce 10 to:
% 66.71/31.50  																| (509)  ~ (all_0_53_53 = e2)
% 66.71/31.50  																|
% 66.71/31.50  																| Equations (624) can reduce 3 to:
% 66.71/31.50  																| (304)  ~ (all_0_55_55 = e2)
% 66.71/31.50  																|
% 66.71/31.50  																| Equations (624) can reduce 44 to:
% 66.71/31.50  																| (511)  ~ (all_0_56_56 = e2)
% 66.71/31.50  																|
% 66.71/31.50  																| Equations (624) can reduce 148 to:
% 66.71/31.50  																| (344)  ~ (all_0_57_57 = e2)
% 66.71/31.50  																|
% 66.71/31.50  																| Equations (624) can reduce 451 to:
% 66.71/31.50  																| (327)  ~ (e4 = e2)
% 66.71/31.50  																|
% 66.71/31.50  																| Simplifying 327 yields:
% 66.71/31.50  																| (48)  ~ (e4 = e2)
% 66.71/31.50  																|
% 66.71/31.50  																| Equations (624) can reduce 491 to:
% 66.71/31.50  																| (128)  ~ (e2 = e0)
% 66.71/31.50  																|
% 66.71/31.50  																| From (624) and (245) follows:
% 66.71/31.50  																| (628) op(e0, e0) = e2
% 66.71/31.50  																|
% 66.71/31.50  																+-Applying beta-rule and splitting (113), into two cases.
% 66.71/31.50  																|-Branch one:
% 66.71/31.50  																| (403) all_0_41_41 = e3
% 66.71/31.50  																|
% 66.71/31.50  																	| Equations (403) can reduce 214 to:
% 66.71/31.50  																	| (404)  ~ (all_0_42_42 = e3)
% 66.71/31.50  																	|
% 66.71/31.50  																	| Simplifying 404 yields:
% 66.71/31.50  																	| (405)  ~ (all_0_42_42 = e3)
% 66.71/31.50  																	|
% 66.71/31.50  																	| Equations (403) can reduce 31 to:
% 66.71/31.50  																	| (47205)  ~ (all_0_43_43 = e3)
% 66.71/31.50  																	|
% 66.71/31.50  																	| Simplifying 47205 yields:
% 66.71/31.50  																	| (99)  ~ (all_0_43_43 = e3)
% 66.71/31.50  																	|
% 66.71/31.50  																	| Equations (403) can reduce 149 to:
% 66.71/31.50  																	| (406)  ~ (all_0_44_44 = e3)
% 66.71/31.50  																	|
% 66.71/31.50  																	| Simplifying 406 yields:
% 66.71/31.50  																	| (407)  ~ (all_0_44_44 = e3)
% 66.71/31.50  																	|
% 66.71/31.50  																	| Equations (403) can reduce 85 to:
% 66.71/31.50  																	| (212)  ~ (e3 = e2)
% 66.71/31.50  																	|
% 66.71/31.50  																	+-Applying beta-rule and splitting (243), into two cases.
% 66.71/31.50  																	|-Branch one:
% 66.71/31.50  																	| (329) all_0_38_38 = e0
% 66.71/31.50  																	|
% 66.71/31.50  																		| Combining equations (329,321) yields a new equation:
% 66.71/31.50  																		| (397) e4 = e0
% 66.71/31.50  																		|
% 66.71/31.50  																		| Equations (397) can reduce 49 to:
% 66.71/31.50  																		| (266) $false
% 66.71/31.50  																		|
% 66.71/31.50  																		|-The branch is then unsatisfiable
% 66.71/31.50  																	|-Branch two:
% 66.71/31.50  																	| (332)  ~ (all_0_38_38 = e0)
% 66.71/31.50  																	| (395) all_0_41_41 = e0 | all_0_46_46 = e0 | all_0_55_55 = e0
% 66.71/31.50  																	|
% 66.71/31.50  																		+-Applying beta-rule and splitting (189), into two cases.
% 66.71/31.50  																		|-Branch one:
% 66.71/31.50  																		| (532) all_0_44_44 = e3
% 66.71/31.50  																		|
% 66.71/31.50  																			| Equations (532) can reduce 407 to:
% 66.71/31.50  																			| (266) $false
% 66.71/31.50  																			|
% 66.71/31.50  																			|-The branch is then unsatisfiable
% 66.71/31.50  																		|-Branch two:
% 66.71/31.50  																		| (407)  ~ (all_0_44_44 = e3)
% 66.71/31.50  																		| (537) all_0_49_49 = e3 | all_0_53_53 = e3 | all_0_58_58 = e3
% 66.71/31.50  																		|
% 66.71/31.50  																			+-Applying beta-rule and splitting (537), into two cases.
% 66.71/31.50  																			|-Branch one:
% 66.71/31.50  																			| (884) all_0_49_49 = e3
% 66.71/31.50  																			|
% 66.71/31.50  																				| Equations (884) can reduce 525 to:
% 66.71/31.50  																				| (266) $false
% 66.71/31.50  																				|
% 66.71/31.50  																				|-The branch is then unsatisfiable
% 66.71/31.50  																			|-Branch two:
% 66.71/31.50  																			| (525)  ~ (all_0_49_49 = e3)
% 66.71/31.50  																			| (887) all_0_53_53 = e3 | all_0_58_58 = e3
% 66.71/31.50  																			|
% 66.71/31.50  																				+-Applying beta-rule and splitting (887), into two cases.
% 66.71/31.50  																				|-Branch one:
% 66.71/31.50  																				| (665) all_0_53_53 = e3
% 66.71/31.50  																				|
% 66.71/31.50  																					| Equations (665) can reduce 220 to:
% 66.71/31.50  																					| (407)  ~ (all_0_44_44 = e3)
% 66.71/31.50  																					|
% 66.71/31.50  																					| Equations (665) can reduce 65 to:
% 66.71/31.50  																					| (525)  ~ (all_0_49_49 = e3)
% 66.71/31.50  																					|
% 66.71/31.50  																					| Equations (665) can reduce 190 to:
% 66.71/31.50  																					| (411)  ~ (all_0_50_50 = e3)
% 66.71/31.50  																					|
% 66.71/31.50  																					| Equations (665) can reduce 6 to:
% 66.71/31.50  																					| (664)  ~ (all_0_51_51 = e3)
% 66.71/31.50  																					|
% 66.71/31.50  																					| Equations (665) can reduce 247 to:
% 66.71/31.50  																					| (80)  ~ (e3 = e0)
% 66.71/31.50  																					|
% 66.71/31.50  																					| From (665) and (84) follows:
% 66.71/31.50  																					| (3786) op(e1, e0) = e3
% 66.71/31.50  																					|
% 66.71/31.50  																					+-Applying beta-rule and splitting (241), into two cases.
% 66.71/31.51  																					|-Branch one:
% 66.71/31.51  																					| (378) all_0_50_50 = e2
% 66.71/31.51  																					|
% 66.71/31.51  																						| Equations (378) can reduce 302 to:
% 66.71/31.51  																						| (266) $false
% 66.71/31.51  																						|
% 66.71/31.51  																						|-The branch is then unsatisfiable
% 66.71/31.51  																					|-Branch two:
% 66.71/31.51  																					| (302)  ~ (all_0_50_50 = e2)
% 66.71/31.51  																					| (422) all_0_50_50 = e4 | all_0_50_50 = e3 | all_0_50_50 = e1
% 66.71/31.51  																					|
% 66.71/31.51  																						+-Applying beta-rule and splitting (422), into two cases.
% 66.71/31.51  																						|-Branch one:
% 66.71/31.51  																						| (775) all_0_50_50 = e4
% 66.71/31.51  																						|
% 66.71/31.51  																							| Equations (775) can reduce 566 to:
% 66.71/31.51  																							| (266) $false
% 66.71/31.51  																							|
% 66.71/31.51  																							|-The branch is then unsatisfiable
% 66.71/31.51  																						|-Branch two:
% 66.71/31.51  																						| (566)  ~ (all_0_50_50 = e4)
% 66.71/31.51  																						| (1444) all_0_50_50 = e3 | all_0_50_50 = e1
% 66.71/31.51  																						|
% 66.71/31.51  																							+-Applying beta-rule and splitting (180), into two cases.
% 66.71/31.51  																							|-Branch one:
% 66.71/31.51  																							| (516) all_0_42_42 = e3
% 66.71/31.51  																							|
% 66.71/31.51  																								| Equations (516) can reduce 405 to:
% 66.71/31.51  																								| (266) $false
% 66.71/31.51  																								|
% 66.71/31.51  																								|-The branch is then unsatisfiable
% 66.71/31.51  																							|-Branch two:
% 66.71/31.51  																							| (405)  ~ (all_0_42_42 = e3)
% 66.71/31.51  																							| (521) all_0_47_47 = e3 | all_0_51_51 = e3 | all_0_56_56 = e3
% 66.71/31.51  																							|
% 66.71/31.51  																								+-Applying beta-rule and splitting (521), into two cases.
% 66.71/31.51  																								|-Branch one:
% 66.71/31.51  																								| (522) all_0_47_47 = e3
% 66.71/31.51  																								|
% 66.71/31.51  																									| Equations (522) can reduce 1091 to:
% 66.71/31.51  																									| (266) $false
% 66.71/31.51  																									|
% 66.71/31.51  																									|-The branch is then unsatisfiable
% 66.71/31.51  																								|-Branch two:
% 66.71/31.51  																								| (1091)  ~ (all_0_47_47 = e3)
% 66.71/31.51  																								| (1092) all_0_51_51 = e3 | all_0_56_56 = e3
% 66.71/31.51  																								|
% 66.71/31.51  																									+-Applying beta-rule and splitting (1092), into two cases.
% 66.71/31.51  																									|-Branch one:
% 66.71/31.51  																									| (660) all_0_51_51 = e3
% 66.71/31.51  																									|
% 66.71/31.51  																										| Equations (660) can reduce 664 to:
% 66.71/31.51  																										| (266) $false
% 66.71/31.51  																										|
% 66.71/31.51  																										|-The branch is then unsatisfiable
% 66.71/31.51  																									|-Branch two:
% 66.71/31.51  																									| (664)  ~ (all_0_51_51 = e3)
% 66.71/31.51  																									| (1097) all_0_56_56 = e3
% 66.71/31.51  																									|
% 66.71/31.51  																										| Equations (1097) can reduce 16 to:
% 66.71/31.51  																										| (664)  ~ (all_0_51_51 = e3)
% 66.71/31.51  																										|
% 66.71/31.51  																										| Equations (1097) can reduce 153 to:
% 66.71/31.51  																										| (270)  ~ (all_0_55_55 = e3)
% 66.71/31.51  																										|
% 66.71/31.51  																										| Equations (1097) can reduce 140 to:
% 66.71/31.51  																										| (273)  ~ (all_0_57_57 = e3)
% 66.71/31.51  																										|
% 66.71/31.51  																										| Simplifying 273 yields:
% 66.71/31.51  																										| (67)  ~ (all_0_57_57 = e3)
% 66.71/31.51  																										|
% 66.71/31.51  																										| Equations (1097) can reduce 477 to:
% 66.71/31.51  																										| (277)  ~ (e4 = e3)
% 66.71/31.51  																										|
% 66.71/31.51  																										| Simplifying 277 yields:
% 66.71/31.51  																										| (188)  ~ (e4 = e3)
% 66.71/31.51  																										|
% 66.71/31.51  																										| From (1097) and (111) follows:
% 66.71/31.51  																										| (65099) op(e0, e2) = e3
% 66.71/31.51  																										|
% 66.71/31.51  																										+-Applying beta-rule and splitting (1444), into two cases.
% 66.71/31.51  																										|-Branch one:
% 66.71/31.51  																										| (601) all_0_50_50 = e1
% 66.71/31.51  																										|
% 66.71/31.51  																											| Equations (601) can reduce 59 to:
% 66.71/31.51  																											| (463)  ~ (all_0_51_51 = e1)
% 66.71/31.51  																											|
% 66.71/31.51  																											| Simplifying 463 yields:
% 66.71/31.51  																											| (464)  ~ (all_0_51_51 = e1)
% 66.71/31.51  																											|
% 66.71/31.51  																											| Equations (601) can reduce 93 to:
% 66.71/31.51  																											| (2331)  ~ (all_0_55_55 = e1)
% 66.71/31.51  																											|
% 66.71/31.51  																											| Simplifying 2331 yields:
% 66.71/31.51  																											| (632)  ~ (all_0_55_55 = e1)
% 66.71/31.51  																											|
% 66.71/31.51  																											| Equations (601) can reduce 566 to:
% 66.71/31.51  																											| (602)  ~ (e4 = e1)
% 66.71/31.51  																											|
% 66.71/31.51  																											| Simplifying 602 yields:
% 66.71/31.51  																											| (110)  ~ (e4 = e1)
% 66.71/31.51  																											|
% 66.71/31.51  																											| Equations (601) can reduce 411 to:
% 66.71/31.51  																											| (467)  ~ (e3 = e1)
% 66.71/31.51  																											|
% 66.71/31.51  																											| Simplifying 467 yields:
% 66.71/31.51  																											| (213)  ~ (e3 = e1)
% 66.71/31.51  																											|
% 66.71/31.51  																											| Equations (601) can reduce 302 to:
% 66.71/31.51  																											| (604)  ~ (e2 = e1)
% 66.71/31.51  																											|
% 66.71/31.51  																											| Simplifying 604 yields:
% 66.71/31.51  																											| (122)  ~ (e2 = e1)
% 66.71/31.51  																											|
% 66.71/31.51  																											+-Applying beta-rule and splitting (216), into two cases.
% 66.71/31.51  																											|-Branch one:
% 66.71/31.51  																											| (629) all_0_55_55 = e1
% 66.71/31.51  																											|
% 66.71/31.51  																												| Equations (629) can reduce 632 to:
% 66.71/31.51  																												| (266) $false
% 66.71/31.51  																												|
% 66.71/31.51  																												|-The branch is then unsatisfiable
% 66.71/31.51  																											|-Branch two:
% 66.71/31.51  																											| (632)  ~ (all_0_55_55 = e1)
% 66.71/31.51  																											| (633) all_0_56_56 = e1 | all_0_57_57 = e1 | all_0_58_58 = e1
% 66.71/31.51  																											|
% 66.71/31.51  																												+-Applying beta-rule and splitting (231), into two cases.
% 66.71/31.51  																												|-Branch one:
% 66.71/31.51  																												| (775) all_0_50_50 = e4
% 66.71/31.51  																												|
% 66.71/31.51  																													| Combining equations (601,775) yields a new equation:
% 66.71/31.51  																													| (630) e4 = e1
% 66.71/31.51  																													|
% 66.71/31.51  																													| Equations (630) can reduce 110 to:
% 66.71/31.51  																													| (266) $false
% 66.71/31.51  																													|
% 66.71/31.51  																													|-The branch is then unsatisfiable
% 66.71/31.51  																												|-Branch two:
% 66.71/31.51  																												| (566)  ~ (all_0_50_50 = e4)
% 66.71/31.51  																												| (1071) all_0_51_51 = e4 | all_0_52_52 = e4 | all_0_53_53 = e4
% 66.71/31.51  																												|
% 66.71/31.51  																													+-Applying beta-rule and splitting (633), into two cases.
% 66.71/31.51  																													|-Branch one:
% 66.71/31.51  																													| (1569) all_0_56_56 = e1
% 66.71/31.51  																													|
% 66.71/31.51  																														| Combining equations (1569,1097) yields a new equation:
% 66.71/31.51  																														| (455) e3 = e1
% 66.71/31.51  																														|
% 66.71/31.51  																														| Equations (455) can reduce 213 to:
% 66.71/31.51  																														| (266) $false
% 66.71/31.51  																														|
% 66.71/31.51  																														|-The branch is then unsatisfiable
% 66.71/31.51  																													|-Branch two:
% 66.71/31.51  																													| (466)  ~ (all_0_56_56 = e1)
% 66.71/31.51  																													| (1574) all_0_57_57 = e1 | all_0_58_58 = e1
% 66.71/31.51  																													|
% 66.71/31.51  																														+-Applying beta-rule and splitting (395), into two cases.
% 66.71/31.51  																														|-Branch one:
% 66.71/31.51  																														| (794) all_0_41_41 = e0
% 66.71/31.51  																														|
% 66.71/31.51  																															| Combining equations (794,403) yields a new equation:
% 66.71/31.51  																															| (676) e3 = e0
% 66.71/31.51  																															|
% 66.71/31.51  																															| Equations (676) can reduce 80 to:
% 66.71/31.51  																															| (266) $false
% 66.71/31.51  																															|
% 66.71/31.51  																															|-The branch is then unsatisfiable
% 66.71/31.51  																														|-Branch two:
% 66.71/31.51  																														| (357)  ~ (all_0_41_41 = e0)
% 66.71/31.51  																														| (895) all_0_46_46 = e0 | all_0_55_55 = e0
% 66.71/31.51  																														|
% 66.71/31.51  																															+-Applying beta-rule and splitting (1574), into two cases.
% 66.71/31.51  																															|-Branch one:
% 66.71/31.51  																															| (647) all_0_57_57 = e1
% 66.71/31.51  																															|
% 66.71/31.51  																																| Equations (647) can reduce 199 to:
% 66.71/31.51  																																| (433)  ~ (all_0_43_43 = e1)
% 66.71/31.51  																																|
% 66.71/31.51  																																| Equations (647) can reduce 239 to:
% 66.71/31.51  																																| (619)  ~ (all_0_48_48 = e1)
% 66.71/31.51  																																|
% 66.71/31.51  																																| Equations (647) can reduce 81 to:
% 66.71/31.51  																																| (632)  ~ (all_0_55_55 = e1)
% 66.71/31.51  																																|
% 66.71/31.51  																																| Equations (647) can reduce 67 to:
% 66.71/31.51  																																| (467)  ~ (e3 = e1)
% 66.71/31.51  																																|
% 66.71/31.51  																																| Simplifying 467 yields:
% 66.71/31.51  																																| (213)  ~ (e3 = e1)
% 66.71/31.51  																																|
% 66.71/31.51  																																| Equations (647) can reduce 344 to:
% 66.71/31.51  																																| (604)  ~ (e2 = e1)
% 66.71/31.51  																																|
% 66.71/31.51  																																| Simplifying 604 yields:
% 66.71/31.51  																																| (122)  ~ (e2 = e1)
% 66.71/31.51  																																|
% 66.71/31.51  																																+-Applying beta-rule and splitting (125), into two cases.
% 66.71/31.51  																																|-Branch one:
% 66.71/31.51  																																| (858) all_0_55_55 = e0
% 66.71/31.51  																																|
% 66.71/31.51  																																	| Equations (858) can reduce 270 to:
% 66.71/31.51  																																	| (541)  ~ (e3 = e0)
% 66.71/31.51  																																	|
% 66.71/31.51  																																	| Simplifying 541 yields:
% 66.71/31.51  																																	| (80)  ~ (e3 = e0)
% 66.71/31.51  																																	|
% 66.71/31.51  																																	| Equations (858) can reduce 632 to:
% 66.71/31.51  																																	| (435)  ~ (e1 = e0)
% 66.71/31.51  																																	|
% 66.71/31.51  																																	| Simplifying 435 yields:
% 66.71/31.51  																																	| (233)  ~ (e1 = e0)
% 66.71/31.51  																																	|
% 66.71/31.51  																																	+-Applying beta-rule and splitting (1071), into two cases.
% 66.71/31.51  																																	|-Branch one:
% 66.71/31.51  																																	| (1101) all_0_51_51 = e4
% 66.71/31.51  																																	|
% 66.71/31.51  																																		| Equations (1101) can reduce 61 to:
% 66.71/31.51  																																		| (1890)  ~ (all_0_42_42 = e4)
% 66.71/31.51  																																		|
% 66.71/31.51  																																		| Equations (1101) can reduce 224 to:
% 66.71/31.51  																																		| (252)  ~ (all_0_47_47 = e4)
% 66.71/31.51  																																		|
% 66.71/31.51  																																		| Equations (1101) can reduce 664 to:
% 66.71/31.51  																																		| (188)  ~ (e4 = e3)
% 66.71/31.51  																																		|
% 66.71/31.51  																																		| Equations (1101) can reduce 464 to:
% 66.71/31.51  																																		| (110)  ~ (e4 = e1)
% 66.71/31.51  																																		|
% 66.71/31.51  																																		| Equations (1101) can reduce 115 to:
% 66.71/31.51  																																		| (49)  ~ (e4 = e0)
% 66.71/31.51  																																		|
% 66.71/31.51  																																		| From (1101) and (186) follows:
% 66.71/31.51  																																		| (13720) op(e1, e2) = e4
% 66.71/31.51  																																		|
% 66.71/31.51  																																		+-Applying beta-rule and splitting (195), into two cases.
% 66.71/31.51  																																		|-Branch one:
% 66.71/31.51  																																		| (396) all_0_43_43 = e4
% 66.71/31.51  																																		|
% 66.71/31.51  																																			| Equations (396) can reduce 159 to:
% 66.71/31.51  																																			| (1903)  ~ (all_0_44_44 = e4)
% 66.71/31.51  																																			|
% 66.71/31.51  																																			| Simplifying 1903 yields:
% 66.71/31.51  																																			| (1390)  ~ (all_0_44_44 = e4)
% 66.71/31.51  																																			|
% 66.71/31.51  																																			| Equations (396) can reduce 17 to:
% 66.71/31.51  																																			| (253)  ~ (all_0_48_48 = e4)
% 66.71/31.51  																																			|
% 66.71/31.51  																																			| Simplifying 253 yields:
% 66.71/31.51  																																			| (254)  ~ (all_0_48_48 = e4)
% 66.71/31.51  																																			|
% 66.71/31.51  																																			| Equations (396) can reduce 99 to:
% 66.71/31.51  																																			| (188)  ~ (e4 = e3)
% 66.71/31.51  																																			|
% 66.71/31.51  																																			| Equations (396) can reduce 96 to:
% 66.71/31.51  																																			| (48)  ~ (e4 = e2)
% 66.71/31.51  																																			|
% 66.71/31.51  																																			| From (396) and (37) follows:
% 66.71/31.51  																																			| (5492) op(e3, e1) = e4
% 66.71/31.51  																																			|
% 66.71/31.51  																																			+-Applying beta-rule and splitting (4), into two cases.
% 66.71/31.51  																																			|-Branch one:
% 66.71/31.51  																																			| (356) all_0_43_43 = e0
% 66.71/31.51  																																			|
% 66.71/31.51  																																				| Combining equations (356,396) yields a new equation:
% 66.71/31.51  																																				| (397) e4 = e0
% 66.71/31.51  																																				|
% 66.71/31.51  																																				| Equations (397) can reduce 49 to:
% 66.71/31.51  																																				| (266) $false
% 66.71/31.51  																																				|
% 66.71/31.51  																																				|-The branch is then unsatisfiable
% 66.71/31.51  																																			|-Branch two:
% 66.71/31.51  																																			| (5470)  ~ (all_0_43_43 = e0)
% 66.71/31.51  																																			| (5471) all_0_48_48 = e0 | all_0_57_57 = e0
% 66.71/31.51  																																			|
% 66.71/31.51  																																				| Equations (396) can reduce 5470 to:
% 66.71/31.51  																																				| (49)  ~ (e4 = e0)
% 66.71/31.51  																																				|
% 66.71/31.51  																																				+-Applying beta-rule and splitting (165), into two cases.
% 66.71/31.51  																																				|-Branch one:
% 66.71/31.51  																																				| (794) all_0_41_41 = e0
% 66.71/31.51  																																				|
% 66.71/31.51  																																					| Combining equations (794,403) yields a new equation:
% 66.71/31.51  																																					| (676) e3 = e0
% 66.71/31.51  																																					|
% 66.71/31.51  																																					| Equations (676) can reduce 80 to:
% 66.71/31.51  																																					| (266) $false
% 66.71/31.51  																																					|
% 66.71/31.51  																																					|-The branch is then unsatisfiable
% 66.71/31.51  																																				|-Branch two:
% 66.71/31.51  																																				| (357)  ~ (all_0_41_41 = e0)
% 66.71/31.51  																																				| (6761) all_0_42_42 = e0 | all_0_43_43 = e0 | all_0_44_44 = e0
% 66.71/31.51  																																				|
% 66.71/31.51  																																					+-Applying beta-rule and splitting (150), into two cases.
% 66.71/31.51  																																					|-Branch one:
% 66.71/31.51  																																					| (1378) all_0_40_40 = e4
% 66.71/31.51  																																					|
% 66.71/31.51  																																						| Combining equations (1378,485) yields a new equation:
% 66.71/31.51  																																						| (481) e4 = e0
% 66.71/31.51  																																						|
% 66.71/31.51  																																						| Simplifying 481 yields:
% 66.71/31.51  																																						| (397) e4 = e0
% 66.71/31.51  																																						|
% 66.71/31.51  																																						| Equations (397) can reduce 49 to:
% 66.71/31.51  																																						| (266) $false
% 66.71/31.51  																																						|
% 66.71/31.51  																																						|-The branch is then unsatisfiable
% 66.71/31.51  																																					|-Branch two:
% 66.71/31.51  																																					| (447)  ~ (all_0_40_40 = e4)
% 66.71/31.51  																																					| (2271) all_0_44_44 = e4 | all_0_49_49 = e4 | all_0_53_53 = e4 | all_0_58_58 = e4
% 66.71/31.51  																																					|
% 66.71/31.51  																																						+-Applying beta-rule and splitting (2271), into two cases.
% 66.71/31.51  																																						|-Branch one:
% 66.71/31.51  																																						| (446) all_0_44_44 = e4
% 66.71/31.51  																																						|
% 66.71/31.51  																																							| Equations (446) can reduce 1390 to:
% 66.71/31.51  																																							| (266) $false
% 66.71/31.51  																																							|
% 66.71/31.51  																																							|-The branch is then unsatisfiable
% 66.71/31.51  																																						|-Branch two:
% 66.71/31.51  																																						| (1390)  ~ (all_0_44_44 = e4)
% 66.71/31.51  																																						| (7998) all_0_49_49 = e4 | all_0_53_53 = e4 | all_0_58_58 = e4
% 66.71/31.51  																																						|
% 66.71/31.51  																																							+-Applying beta-rule and splitting (5471), into two cases.
% 66.71/31.51  																																							|-Branch one:
% 66.71/31.51  																																							| (1279) all_0_48_48 = e0
% 66.71/31.51  																																							|
% 66.71/31.51  																																								| Equations (1279) can reduce 185 to:
% 66.71/31.51  																																								| (486)  ~ (all_0_49_49 = e0)
% 66.71/31.51  																																								|
% 66.71/31.51  																																								| Simplifying 486 yields:
% 66.71/31.51  																																								| (487)  ~ (all_0_49_49 = e0)
% 66.71/31.51  																																								|
% 66.71/31.51  																																								| Equations (1279) can reduce 254 to:
% 66.71/31.51  																																								| (401)  ~ (e4 = e0)
% 66.71/31.51  																																								|
% 66.71/31.51  																																								| Simplifying 401 yields:
% 66.71/31.51  																																								| (49)  ~ (e4 = e0)
% 66.71/31.51  																																								|
% 66.71/31.51  																																								| Equations (1279) can reduce 619 to:
% 66.71/31.51  																																								| (435)  ~ (e1 = e0)
% 66.71/31.51  																																								|
% 66.71/31.51  																																								| Simplifying 435 yields:
% 66.71/31.51  																																								| (233)  ~ (e1 = e0)
% 66.71/31.51  																																								|
% 66.71/31.51  																																								+-Applying beta-rule and splitting (26), into two cases.
% 66.71/31.51  																																								|-Branch one:
% 66.71/31.51  																																								| (446) all_0_44_44 = e4
% 66.71/31.51  																																								|
% 66.71/31.51  																																									| Equations (446) can reduce 1390 to:
% 66.71/31.51  																																									| (266) $false
% 66.71/31.51  																																									|
% 66.71/31.51  																																									|-The branch is then unsatisfiable
% 66.71/31.51  																																								|-Branch two:
% 66.71/31.51  																																								| (1390)  ~ (all_0_44_44 = e4)
% 66.71/31.51  																																								| (1391) all_0_44_44 = e3 | all_0_44_44 = e1 | all_0_44_44 = e0
% 66.71/31.51  																																								|
% 66.71/31.51  																																									+-Applying beta-rule and splitting (1391), into two cases.
% 66.71/31.51  																																									|-Branch one:
% 66.71/31.51  																																									| (1414) all_0_44_44 = e0
% 66.71/31.51  																																									|
% 66.71/31.51  																																										| Equations (1414) can reduce 360 to:
% 66.71/31.51  																																										| (266) $false
% 66.71/31.51  																																										|
% 66.71/31.51  																																										|-The branch is then unsatisfiable
% 66.71/31.51  																																									|-Branch two:
% 66.71/31.51  																																									| (360)  ~ (all_0_44_44 = e0)
% 66.71/31.51  																																									| (1417) all_0_44_44 = e3 | all_0_44_44 = e1
% 66.71/31.51  																																									|
% 66.71/31.51  																																										+-Applying beta-rule and splitting (206), into two cases.
% 66.71/31.51  																																										|-Branch one:
% 66.71/31.51  																																										| (248) all_0_45_45 = e4
% 66.71/31.51  																																										|
% 66.71/31.51  																																											| Combining equations (248,423) yields a new equation:
% 66.71/31.51  																																											| (424) e4 = e3
% 66.71/31.51  																																											|
% 66.71/31.51  																																											| Simplifying 424 yields:
% 66.71/31.51  																																											| (425) e4 = e3
% 66.71/31.51  																																											|
% 66.71/31.51  																																											| Equations (425) can reduce 188 to:
% 66.71/31.51  																																											| (266) $false
% 66.71/31.51  																																											|
% 66.71/31.51  																																											|-The branch is then unsatisfiable
% 66.71/31.51  																																										|-Branch two:
% 66.71/31.52  																																										| (60416)  ~ (all_0_45_45 = e4)
% 66.71/31.52  																																										| (61457) all_0_46_46 = e4 | all_0_47_47 = e4 | all_0_48_48 = e4 | all_0_49_49 = e4
% 66.71/31.52  																																										|
% 66.71/31.52  																																											| Equations (423) can reduce 60416 to:
% 66.71/31.52  																																											| (277)  ~ (e4 = e3)
% 66.71/31.52  																																											|
% 66.71/31.52  																																											| Simplifying 277 yields:
% 66.71/31.52  																																											| (188)  ~ (e4 = e3)
% 66.71/31.52  																																											|
% 66.71/31.52  																																											+-Applying beta-rule and splitting (6761), into two cases.
% 66.71/31.52  																																											|-Branch one:
% 66.71/31.52  																																											| (559) all_0_42_42 = e0
% 66.71/31.52  																																											|
% 66.71/31.52  																																												| Equations (559) can reduce 73 to:
% 66.71/31.52  																																												| (359)  ~ (all_0_44_44 = e0)
% 66.71/31.52  																																												|
% 66.71/31.52  																																												| Simplifying 359 yields:
% 66.71/31.52  																																												| (360)  ~ (all_0_44_44 = e0)
% 66.71/31.52  																																												|
% 66.71/31.52  																																												| Equations (559) can reduce 198 to:
% 66.71/31.52  																																												| (1402)  ~ (all_0_47_47 = e0)
% 66.71/31.52  																																												|
% 66.71/31.52  																																												| Simplifying 1402 yields:
% 66.71/31.52  																																												| (678)  ~ (all_0_47_47 = e0)
% 66.71/31.52  																																												|
% 66.71/31.52  																																												| From (559) and (210) follows:
% 66.71/31.52  																																												| (20848) op(e3, e2) = e0
% 66.71/31.52  																																												|
% 66.71/31.52  																																												+-Applying beta-rule and splitting (131), into two cases.
% 66.71/31.52  																																												|-Branch one:
% 66.71/31.52  																																												| (459) all_0_42_42 = e1
% 66.71/31.52  																																												|
% 66.71/31.52  																																													| Combining equations (459,559) yields a new equation:
% 66.71/31.52  																																													| (546) e1 = e0
% 66.71/31.52  																																													|
% 66.71/31.52  																																													| Simplifying 546 yields:
% 66.71/31.52  																																													| (431) e1 = e0
% 66.71/31.52  																																													|
% 66.71/31.52  																																													| Equations (431) can reduce 233 to:
% 66.71/31.52  																																													| (266) $false
% 66.71/31.52  																																													|
% 66.71/31.52  																																													|-The branch is then unsatisfiable
% 66.71/31.52  																																												|-Branch two:
% 66.71/31.52  																																												| (1380)  ~ (all_0_42_42 = e1)
% 66.71/31.52  																																												| (3259) all_0_47_47 = e1 | all_0_51_51 = e1 | all_0_56_56 = e1
% 66.71/31.52  																																												|
% 66.71/31.52  																																													+-Applying beta-rule and splitting (7998), into two cases.
% 66.71/31.52  																																													|-Branch one:
% 66.71/31.52  																																													| (974) all_0_49_49 = e4
% 66.71/31.52  																																													|
% 66.71/31.52  																																														| Equations (974) can reduce 9 to:
% 66.71/31.52  																																														| (1390)  ~ (all_0_44_44 = e4)
% 66.71/31.52  																																														|
% 66.71/31.52  																																														| From (974) and (55) follows:
% 66.71/31.52  																																														| (61486) op(e2, e0) = e4
% 66.71/31.52  																																														|
% 66.71/31.52  																																														+-Applying beta-rule and splitting (112), into two cases.
% 66.71/31.52  																																														|-Branch one:
% 66.71/31.52  																																														| (635) all_0_44_44 = e1
% 66.71/31.52  																																														|
% 66.71/31.52  																																															| Equations (635) can reduce 1390 to:
% 66.71/31.52  																																															| (602)  ~ (e4 = e1)
% 66.71/31.52  																																															|
% 66.71/31.52  																																															| Simplifying 602 yields:
% 66.71/31.52  																																															| (110)  ~ (e4 = e1)
% 66.71/31.52  																																															|
% 66.71/31.52  																																															| Equations (635) can reduce 147 to:
% 66.71/31.52  																																															| (604)  ~ (e2 = e1)
% 66.71/31.52  																																															|
% 66.71/31.52  																																															| Simplifying 604 yields:
% 66.71/31.52  																																															| (122)  ~ (e2 = e1)
% 66.71/31.52  																																															|
% 66.71/31.52  																																															| Equations (635) can reduce 360 to:
% 66.71/31.52  																																															| (233)  ~ (e1 = e0)
% 66.71/31.52  																																															|
% 66.71/31.52  																																															+-Applying beta-rule and splitting (135), into two cases.
% 66.71/31.52  																																															|-Branch one:
% 66.71/31.52  																																															| (545) all_0_46_46 = e1
% 66.71/31.52  																																															|
% 66.71/31.52  																																																| Combining equations (545,1794) yields a new equation:
% 66.71/31.52  																																																| (617) e2 = e1
% 66.71/31.52  																																																|
% 66.71/31.52  																																																| Equations (617) can reduce 122 to:
% 66.71/31.52  																																																| (266) $false
% 66.71/31.52  																																																|
% 66.71/31.52  																																																|-The branch is then unsatisfiable
% 66.71/31.52  																																															|-Branch two:
% 66.71/31.52  																																															| (549)  ~ (all_0_46_46 = e1)
% 66.71/31.52  																																															| (550) all_0_47_47 = e1 | all_0_48_48 = e1 | all_0_49_49 = e1
% 66.71/31.52  																																															|
% 66.71/31.52  																																																+-Applying beta-rule and splitting (3259), into two cases.
% 66.71/31.52  																																																|-Branch one:
% 66.71/31.52  																																																| (654) all_0_47_47 = e1
% 66.71/31.52  																																																|
% 66.71/31.52  																																																	| Equations (654) can reduce 678 to:
% 66.71/31.52  																																																	| (233)  ~ (e1 = e0)
% 66.71/31.52  																																																	|
% 66.71/31.52  																																																	+-Applying beta-rule and splitting (56), into two cases.
% 66.71/31.52  																																																	|-Branch one:
% 66.71/31.52  																																																	| (696) unit = e2
% 66.71/31.52  																																																	|
% 66.71/31.52  																																																		| From (696) and (244) follows:
% 66.71/31.52  																																																		| (264) op(e2, e4) = e4
% 66.71/31.52  																																																		|
% 66.71/31.52  																																																		| From (696) and (24) follows:
% 66.71/31.52  																																																		| (697) op(e2, e3) = e3
% 66.71/31.52  																																																		|
% 66.71/31.52  																																																		| From (696) and (28) follows:
% 66.71/31.52  																																																		| (699) op(e1, e2) = e1
% 66.71/31.52  																																																		|
% 66.71/31.52  																																																		| From (696) and (42) follows:
% 66.71/31.52  																																																		| (1613) op(e0, e2) = e0
% 66.71/31.52  																																																		|
% 66.71/31.52  																																																		| Instantiating formula (29) with e2, e4, e4, e3 and discharging atoms op(e2, e4) = e4, op(e2, e4) = e3, yields:
% 66.71/31.52  																																																		| (425) e4 = e3
% 66.71/31.52  																																																		|
% 66.71/31.52  																																																		| Instantiating formula (29) with e2, e3, e3, e2 and discharging atoms op(e2, e3) = e3, op(e2, e3) = e2, yields:
% 66.71/31.52  																																																		| (662) e3 = e2
% 66.71/31.52  																																																		|
% 66.71/31.52  																																																		| Instantiating formula (29) with e1, e2, e1, e4 and discharging atoms op(e1, e2) = e4, op(e1, e2) = e1, yields:
% 66.71/31.52  																																																		| (630) e4 = e1
% 66.71/31.52  																																																		|
% 66.71/31.52  																																																		| Instantiating formula (29) with e0, e2, e0, e3 and discharging atoms op(e0, e2) = e3, op(e0, e2) = e0, yields:
% 66.71/31.52  																																																		| (676) e3 = e0
% 66.71/31.52  																																																		|
% 66.71/31.52  																																																		| Combining equations (425,630) yields a new equation:
% 66.71/31.52  																																																		| (454) e3 = e1
% 66.71/31.52  																																																		|
% 66.71/31.52  																																																		| Simplifying 454 yields:
% 66.71/31.52  																																																		| (455) e3 = e1
% 66.71/31.52  																																																		|
% 66.71/31.52  																																																		| Combining equations (455,662) yields a new equation:
% 66.71/31.52  																																																		| (617) e2 = e1
% 66.71/31.52  																																																		|
% 66.71/31.52  																																																		| Combining equations (676,662) yields a new equation:
% 66.71/31.52  																																																		| (330) e2 = e0
% 66.71/31.52  																																																		|
% 66.71/31.52  																																																		| Combining equations (330,617) yields a new equation:
% 66.71/31.52  																																																		| (431) e1 = e0
% 66.71/31.52  																																																		|
% 66.71/31.52  																																																		| Equations (431) can reduce 233 to:
% 66.71/31.52  																																																		| (266) $false
% 66.71/31.52  																																																		|
% 66.71/31.52  																																																		|-The branch is then unsatisfiable
% 66.71/31.52  																																																	|-Branch two:
% 66.71/31.52  																																																	| (707)  ~ (unit = e2)
% 66.71/31.52  																																																	| (708) unit = e4 | unit = e3 | unit = e1 | unit = e0
% 66.71/31.52  																																																	|
% 66.71/31.52  																																																		+-Applying beta-rule and splitting (708), into two cases.
% 66.71/31.52  																																																		|-Branch one:
% 66.71/31.52  																																																		| (709) unit = e4
% 66.71/31.52  																																																		|
% 66.71/31.52  																																																			| From (709) and (24) follows:
% 66.71/31.52  																																																			| (33325) op(e4, e3) = e3
% 66.71/31.52  																																																			|
% 66.71/31.52  																																																			| From (709) and (211) follows:
% 66.71/31.52  																																																			| (22527) op(e4, e1) = e1
% 66.71/31.52  																																																			|
% 66.71/31.52  																																																			| From (709) and (32) follows:
% 66.71/31.53  																																																			| (712) op(e2, e4) = e2
% 66.71/31.53  																																																			|
% 66.71/31.53  																																																			| From (709) and (42) follows:
% 66.71/31.53  																																																			| (713) op(e0, e4) = e0
% 66.71/31.53  																																																			|
% 66.71/31.53  																																																			| Instantiating formula (29) with e4, e3, e3, e4 and discharging atoms op(e4, e3) = e4, op(e4, e3) = e3, yields:
% 66.71/31.53  																																																			| (425) e4 = e3
% 66.71/31.53  																																																			|
% 66.71/31.53  																																																			| Instantiating formula (29) with e4, e1, e1, e3 and discharging atoms op(e4, e1) = e3, op(e4, e1) = e1, yields:
% 66.71/31.53  																																																			| (455) e3 = e1
% 66.71/31.53  																																																			|
% 66.71/31.53  																																																			| Instantiating formula (29) with e2, e4, e2, e3 and discharging atoms op(e2, e4) = e3, op(e2, e4) = e2, yields:
% 66.71/31.53  																																																			| (662) e3 = e2
% 66.71/31.53  																																																			|
% 66.71/31.53  																																																			| Instantiating formula (29) with e0, e4, e0, e4 and discharging atoms op(e0, e4) = e4, op(e0, e4) = e0, yields:
% 66.71/31.53  																																																			| (397) e4 = e0
% 66.71/31.53  																																																			|
% 66.71/31.53  																																																			| Combining equations (425,397) yields a new equation:
% 66.71/31.53  																																																			| (675) e3 = e0
% 66.71/31.53  																																																			|
% 66.71/31.53  																																																			| Simplifying 675 yields:
% 66.71/31.53  																																																			| (676) e3 = e0
% 66.71/31.53  																																																			|
% 66.71/31.53  																																																			| Combining equations (676,662) yields a new equation:
% 66.71/31.53  																																																			| (330) e2 = e0
% 66.71/31.53  																																																			|
% 66.71/31.53  																																																			| Combining equations (455,662) yields a new equation:
% 66.71/31.53  																																																			| (617) e2 = e1
% 66.71/31.53  																																																			|
% 66.71/31.53  																																																			| Combining equations (617,330) yields a new equation:
% 66.71/31.53  																																																			| (546) e1 = e0
% 66.71/31.53  																																																			|
% 66.71/31.53  																																																			| Simplifying 546 yields:
% 66.71/31.53  																																																			| (431) e1 = e0
% 66.71/31.53  																																																			|
% 66.71/31.53  																																																			| Equations (431) can reduce 233 to:
% 66.71/31.53  																																																			| (266) $false
% 66.71/31.53  																																																			|
% 66.71/31.53  																																																			|-The branch is then unsatisfiable
% 66.71/31.53  																																																		|-Branch two:
% 66.71/31.53  																																																		| (724)  ~ (unit = e4)
% 66.71/31.53  																																																		| (725) unit = e3 | unit = e1 | unit = e0
% 66.71/31.53  																																																		|
% 66.71/31.53  																																																			+-Applying beta-rule and splitting (725), into two cases.
% 66.71/31.53  																																																			|-Branch one:
% 66.71/31.53  																																																			| (726) unit = e0
% 66.71/31.53  																																																			|
% 66.71/31.53  																																																				| From (726) and (15) follows:
% 66.71/31.53  																																																				| (1508) op(e0, e2) = e2
% 66.71/31.53  																																																				|
% 66.71/31.53  																																																				| From (726) and (227) follows:
% 66.71/31.53  																																																				| (3205) op(e4, e0) = e4
% 66.71/31.53  																																																				|
% 66.71/31.53  																																																				| From (726) and (32) follows:
% 66.71/31.53  																																																				| (727) op(e2, e0) = e2
% 66.71/31.53  																																																				|
% 66.71/31.53  																																																				| From (726) and (28) follows:
% 66.71/31.53  																																																				| (2698) op(e1, e0) = e1
% 66.71/31.53  																																																				|
% 66.71/31.53  																																																				| Instantiating formula (29) with e4, e0, e4, e0 and discharging atoms op(e4, e0) = e4, op(e4, e0) = e0, yields:
% 66.71/31.53  																																																				| (397) e4 = e0
% 66.71/31.53  																																																				|
% 66.71/31.53  																																																				| Instantiating formula (29) with e2, e0, e2, e4 and discharging atoms op(e2, e0) = e4, op(e2, e0) = e2, yields:
% 66.71/31.53  																																																				| (323) e4 = e2
% 66.71/31.53  																																																				|
% 66.71/31.53  																																																				| Instantiating formula (29) with e1, e0, e1, e3 and discharging atoms op(e1, e0) = e3, op(e1, e0) = e1, yields:
% 66.71/31.53  																																																				| (455) e3 = e1
% 66.71/31.53  																																																				|
% 66.71/31.53  																																																				| Instantiating formula (29) with e0, e2, e2, e3 and discharging atoms op(e0, e2) = e3, op(e0, e2) = e2, yields:
% 66.71/31.53  																																																				| (662) e3 = e2
% 66.71/31.53  																																																				|
% 66.71/31.53  																																																				| Combining equations (323,397) yields a new equation:
% 66.71/31.53  																																																				| (391) e2 = e0
% 66.71/31.53  																																																				|
% 66.71/31.53  																																																				| Simplifying 391 yields:
% 66.71/31.53  																																																				| (330) e2 = e0
% 66.71/31.53  																																																				|
% 66.71/31.53  																																																				| Combining equations (662,455) yields a new equation:
% 66.71/31.53  																																																				| (616) e2 = e1
% 66.71/31.53  																																																				|
% 66.71/31.53  																																																				| Simplifying 616 yields:
% 66.71/31.53  																																																				| (617) e2 = e1
% 66.71/31.53  																																																				|
% 66.71/31.53  																																																				| Combining equations (617,330) yields a new equation:
% 66.71/31.53  																																																				| (546) e1 = e0
% 66.71/31.53  																																																				|
% 66.71/31.53  																																																				| Simplifying 546 yields:
% 66.71/31.53  																																																				| (431) e1 = e0
% 66.71/31.53  																																																				|
% 66.71/31.53  																																																				| Equations (431) can reduce 233 to:
% 66.71/31.53  																																																				| (266) $false
% 66.71/31.53  																																																				|
% 66.71/31.53  																																																				|-The branch is then unsatisfiable
% 66.71/31.53  																																																			|-Branch two:
% 66.71/31.53  																																																			| (734)  ~ (unit = e0)
% 66.71/31.53  																																																			| (735) unit = e3 | unit = e1
% 66.71/31.53  																																																			|
% 66.71/31.53  																																																				+-Applying beta-rule and splitting (735), into two cases.
% 66.71/31.53  																																																				|-Branch one:
% 66.71/31.53  																																																				| (736) unit = e1
% 66.71/31.53  																																																				|
% 66.71/31.53  																																																					| Equations (736) can reduce 734 to:
% 66.71/31.53  																																																					| (233)  ~ (e1 = e0)
% 66.71/31.53  																																																					|
% 66.71/31.53  																																																					| From (736) and (244) follows:
% 66.71/31.53  																																																					| (738) op(e1, e4) = e4
% 66.71/31.53  																																																					|
% 66.71/31.53  																																																					| From (736) and (15) follows:
% 66.71/31.53  																																																					| (515) op(e1, e2) = e2
% 66.71/31.53  																																																					|
% 66.71/31.53  																																																					| From (736) and (28) follows:
% 66.71/31.53  																																																					| (740) op(e1, e1) = e1
% 66.71/31.53  																																																					|
% 66.71/31.53  																																																					| Instantiating formula (29) with e1, e4, e4, e0 and discharging atoms op(e1, e4) = e4, op(e1, e4) = e0, yields:
% 66.71/31.53  																																																					| (397) e4 = e0
% 66.71/31.53  																																																					|
% 66.71/31.53  																																																					| Instantiating formula (29) with e1, e2, e2, e4 and discharging atoms op(e1, e2) = e4, op(e1, e2) = e2, yields:
% 66.71/31.53  																																																					| (323) e4 = e2
% 66.71/31.53  																																																					|
% 66.71/31.53  																																																					| Instantiating formula (29) with e1, e1, e1, e2 and discharging atoms op(e1, e1) = e2, op(e1, e1) = e1, yields:
% 66.71/31.53  																																																					| (617) e2 = e1
% 66.71/31.53  																																																					|
% 66.71/31.53  																																																					| Combining equations (323,397) yields a new equation:
% 66.71/31.53  																																																					| (391) e2 = e0
% 66.71/31.53  																																																					|
% 66.71/31.53  																																																					| Simplifying 391 yields:
% 66.71/31.53  																																																					| (330) e2 = e0
% 66.71/31.53  																																																					|
% 66.71/31.53  																																																					| Combining equations (330,617) yields a new equation:
% 66.71/31.53  																																																					| (431) e1 = e0
% 66.71/31.53  																																																					|
% 66.71/31.53  																																																					| Equations (431) can reduce 233 to:
% 66.71/31.53  																																																					| (266) $false
% 66.71/31.53  																																																					|
% 66.71/31.53  																																																					|-The branch is then unsatisfiable
% 66.71/31.53  																																																				|-Branch two:
% 66.71/31.53  																																																				| (748)  ~ (unit = e1)
% 66.71/31.53  																																																				| (749) unit = e3
% 66.71/31.53  																																																				|
% 66.71/31.53  																																																					| From (749) and (244) follows:
% 66.71/31.53  																																																					| (750) op(e3, e4) = e4
% 66.71/31.53  																																																					|
% 66.71/31.53  																																																					| From (749) and (15) follows:
% 66.71/31.53  																																																					| (751) op(e3, e2) = e2
% 66.71/31.53  																																																					|
% 66.71/31.53  																																																					| From (749) and (211) follows:
% 66.71/31.53  																																																					| (13877) op(e3, e1) = e1
% 66.71/31.53  																																																					|
% 66.71/31.53  																																																					| Instantiating formula (29) with e3, e4, e4, e2 and discharging atoms op(e3, e4) = e4, op(e3, e4) = e2, yields:
% 66.71/31.53  																																																					| (323) e4 = e2
% 66.71/31.53  																																																					|
% 66.71/31.53  																																																					| Instantiating formula (29) with e3, e2, e2, e0 and discharging atoms op(e3, e2) = e2, op(e3, e2) = e0, yields:
% 66.71/31.53  																																																					| (330) e2 = e0
% 66.71/31.53  																																																					|
% 66.71/31.53  																																																					| Instantiating formula (29) with e3, e1, e1, e4 and discharging atoms op(e3, e1) = e4, op(e3, e1) = e1, yields:
% 66.71/31.53  																																																					| (630) e4 = e1
% 66.71/31.53  																																																					|
% 66.71/31.53  																																																					| Combining equations (630,323) yields a new equation:
% 66.71/31.53  																																																					| (617) e2 = e1
% 66.71/31.53  																																																					|
% 66.71/31.53  																																																					| Combining equations (617,330) yields a new equation:
% 66.71/31.53  																																																					| (546) e1 = e0
% 66.71/31.53  																																																					|
% 66.71/31.53  																																																					| Simplifying 546 yields:
% 66.71/31.53  																																																					| (431) e1 = e0
% 66.71/31.53  																																																					|
% 66.71/31.53  																																																					| Equations (431) can reduce 233 to:
% 66.71/31.53  																																																					| (266) $false
% 66.71/31.53  																																																					|
% 66.71/31.53  																																																					|-The branch is then unsatisfiable
% 66.71/31.53  																																																|-Branch two:
% 66.71/31.53  																																																| (462)  ~ (all_0_47_47 = e1)
% 66.71/31.53  																																																| (3264) all_0_51_51 = e1 | all_0_56_56 = e1
% 66.71/31.53  																																																|
% 66.71/31.53  																																																	+-Applying beta-rule and splitting (550), into two cases.
% 66.71/31.53  																																																	|-Branch one:
% 66.71/31.53  																																																	| (654) all_0_47_47 = e1
% 66.71/31.53  																																																	|
% 66.71/31.53  																																																		| Equations (654) can reduce 462 to:
% 66.71/31.53  																																																		| (266) $false
% 66.71/31.53  																																																		|
% 66.71/31.53  																																																		|-The branch is then unsatisfiable
% 66.71/31.53  																																																	|-Branch two:
% 66.71/31.53  																																																	| (462)  ~ (all_0_47_47 = e1)
% 66.71/31.53  																																																	| (659) all_0_48_48 = e1 | all_0_49_49 = e1
% 66.71/31.53  																																																	|
% 66.71/31.53  																																																		+-Applying beta-rule and splitting (659), into two cases.
% 66.71/31.53  																																																		|-Branch one:
% 66.71/31.53  																																																		| (615) all_0_48_48 = e1
% 66.71/31.53  																																																		|
% 66.71/31.53  																																																			| Combining equations (1279,615) yields a new equation:
% 66.71/31.53  																																																			| (431) e1 = e0
% 66.71/31.53  																																																			|
% 66.71/31.53  																																																			| Equations (431) can reduce 233 to:
% 66.71/31.53  																																																			| (266) $false
% 66.71/31.53  																																																			|
% 66.71/31.53  																																																			|-The branch is then unsatisfiable
% 66.71/31.53  																																																		|-Branch two:
% 66.71/31.53  																																																		| (619)  ~ (all_0_48_48 = e1)
% 66.71/31.53  																																																		| (671) all_0_49_49 = e1
% 66.71/31.53  																																																		|
% 66.71/31.53  																																																			| Combining equations (974,671) yields a new equation:
% 66.71/31.53  																																																			| (636) e4 = e1
% 66.71/31.53  																																																			|
% 66.71/31.53  																																																			| Simplifying 636 yields:
% 66.71/31.53  																																																			| (630) e4 = e1
% 66.71/31.53  																																																			|
% 66.71/31.53  																																																			| Equations (630) can reduce 110 to:
% 66.71/31.53  																																																			| (266) $false
% 66.71/31.53  																																																			|
% 66.71/31.53  																																																			|-The branch is then unsatisfiable
% 66.71/31.53  																																														|-Branch two:
% 66.71/31.53  																																														| (639)  ~ (all_0_44_44 = e1)
% 66.71/31.53  																																														| (640) all_0_49_49 = e1 | all_0_53_53 = e1 | all_0_58_58 = e1
% 66.71/31.53  																																														|
% 66.71/31.53  																																															+-Applying beta-rule and splitting (1417), into two cases.
% 66.71/31.53  																																															|-Branch one:
% 66.71/31.53  																																															| (635) all_0_44_44 = e1
% 66.71/31.53  																																															|
% 66.71/31.53  																																																| Equations (635) can reduce 639 to:
% 66.71/31.53  																																																| (266) $false
% 66.71/31.53  																																																|
% 66.71/31.53  																																																|-The branch is then unsatisfiable
% 66.71/31.53  																																															|-Branch two:
% 66.71/31.53  																																															| (639)  ~ (all_0_44_44 = e1)
% 66.71/31.53  																																															| (532) all_0_44_44 = e3
% 66.71/31.53  																																															|
% 66.71/31.53  																																																| Equations (532) can reduce 407 to:
% 66.71/31.53  																																																| (266) $false
% 66.71/31.53  																																																|
% 66.71/31.53  																																																|-The branch is then unsatisfiable
% 66.71/31.53  																																													|-Branch two:
% 66.71/31.53  																																													| (256)  ~ (all_0_49_49 = e4)
% 66.71/31.53  																																													| (8013) all_0_53_53 = e4 | all_0_58_58 = e4
% 66.71/31.53  																																													|
% 66.71/31.53  																																														+-Applying beta-rule and splitting (163), into two cases.
% 66.71/31.53  																																														|-Branch one:
% 66.71/31.53  																																														| (565) all_0_52_52 = e4
% 66.71/31.53  																																														|
% 66.71/31.53  																																															| Combining equations (352,565) yields a new equation:
% 66.71/31.53  																																															| (323) e4 = e2
% 66.71/31.53  																																															|
% 66.71/31.53  																																															| Equations (323) can reduce 48 to:
% 66.71/31.53  																																															| (266) $false
% 66.71/31.53  																																															|
% 66.71/31.53  																																															|-The branch is then unsatisfiable
% 66.71/31.53  																																														|-Branch two:
% 66.71/31.53  																																														| (780)  ~ (all_0_52_52 = e4)
% 66.71/31.53  																																														| (781) (all_0_41_41 = e0 & all_0_58_58 = e3 &  ~ (all_0_44_44 = e3)) | (all_0_41_41 = e0 & all_0_58_58 = e3 &  ~ (all_0_55_55 = e0)) | (all_0_47_47 = e1 & all_0_52_52 = e2 &  ~ (all_0_48_48 = e2)) | (all_0_47_47 = e1 & all_0_52_52 = e2 &  ~ (all_0_51_51 = e1)) | (all_0_47_47 = e0 & all_0_58_58 = e2 &  ~ (all_0_49_49 = e2)) | (all_0_47_47 = e0 & all_0_58_58 = e2 &  ~ (all_0_56_56 = e0))
% 66.71/31.53  																																														|
% 66.71/31.53  																																															| Equations (352) can reduce 780 to:
% 66.71/31.53  																																															| (327)  ~ (e4 = e2)
% 66.71/31.53  																																															|
% 66.71/31.53  																																															| Simplifying 327 yields:
% 66.71/31.53  																																															| (48)  ~ (e4 = e2)
% 66.71/31.53  																																															|
% 66.71/31.53  																																															+-Applying beta-rule and splitting (61457), into two cases.
% 66.71/31.53  																																															|-Branch one:
% 66.71/31.53  																																															| (770) all_0_46_46 = e4
% 66.71/31.53  																																															|
% 66.71/31.53  																																																| Combining equations (770,1794) yields a new equation:
% 66.71/31.53  																																																| (322) e4 = e2
% 66.71/31.53  																																																|
% 66.71/31.53  																																																| Simplifying 322 yields:
% 66.71/31.53  																																																| (323) e4 = e2
% 66.71/31.53  																																																|
% 66.71/31.53  																																																| Equations (323) can reduce 48 to:
% 66.71/31.53  																																																| (266) $false
% 66.71/31.53  																																																|
% 66.71/31.53  																																																|-The branch is then unsatisfiable
% 66.71/31.53  																																															|-Branch two:
% 66.71/31.53  																																															| (250)  ~ (all_0_46_46 = e4)
% 66.71/31.53  																																															| (61466) all_0_47_47 = e4 | all_0_48_48 = e4 | all_0_49_49 = e4
% 66.71/31.53  																																															|
% 66.71/31.53  																																																| Equations (1794) can reduce 250 to:
% 66.71/31.53  																																																| (327)  ~ (e4 = e2)
% 66.71/31.53  																																																|
% 66.71/31.53  																																																| Simplifying 327 yields:
% 66.71/31.53  																																																| (48)  ~ (e4 = e2)
% 66.71/31.53  																																																|
% 66.71/31.53  																																																+-Applying beta-rule and splitting (8013), into two cases.
% 66.71/31.53  																																																|-Branch one:
% 66.71/31.53  																																																| (1298) all_0_53_53 = e4
% 66.71/31.53  																																																|
% 66.71/31.53  																																																	| Combining equations (665,1298) yields a new equation:
% 66.71/31.53  																																																	| (425) e4 = e3
% 66.71/31.53  																																																	|
% 66.71/31.53  																																																	| Equations (425) can reduce 188 to:
% 66.71/31.53  																																																	| (266) $false
% 66.71/31.53  																																																	|
% 66.71/31.53  																																																	|-The branch is then unsatisfiable
% 66.71/31.53  																																																|-Branch two:
% 66.71/31.53  																																																| (1453)  ~ (all_0_53_53 = e4)
% 66.71/31.53  																																																| (910) all_0_58_58 = e4
% 66.71/31.53  																																																|
% 66.71/31.53  																																																	| Combining equations (910,624) yields a new equation:
% 66.71/31.53  																																																	| (322) e4 = e2
% 66.71/31.53  																																																	|
% 66.71/31.53  																																																	| Simplifying 322 yields:
% 66.71/31.53  																																																	| (323) e4 = e2
% 66.71/31.53  																																																	|
% 66.71/31.53  																																																	| Equations (323) can reduce 48 to:
% 66.71/31.53  																																																	| (266) $false
% 66.71/31.53  																																																	|
% 66.71/31.53  																																																	|-The branch is then unsatisfiable
% 66.71/31.53  																																											|-Branch two:
% 66.71/31.53  																																											| (358)  ~ (all_0_42_42 = e0)
% 66.71/31.53  																																											| (6766) all_0_43_43 = e0 | all_0_44_44 = e0
% 66.71/31.53  																																											|
% 66.71/31.54  																																												+-Applying beta-rule and splitting (61457), into two cases.
% 66.71/31.54  																																												|-Branch one:
% 66.71/31.54  																																												| (770) all_0_46_46 = e4
% 66.71/31.54  																																												|
% 66.71/31.54  																																													| Combining equations (770,1794) yields a new equation:
% 66.71/31.54  																																													| (322) e4 = e2
% 66.71/31.54  																																													|
% 66.71/31.54  																																													| Simplifying 322 yields:
% 66.71/31.54  																																													| (323) e4 = e2
% 66.71/31.54  																																													|
% 66.71/31.54  																																													| Equations (323) can reduce 48 to:
% 66.71/31.54  																																													| (266) $false
% 66.71/31.54  																																													|
% 66.71/31.54  																																													|-The branch is then unsatisfiable
% 66.71/31.54  																																												|-Branch two:
% 66.71/31.54  																																												| (250)  ~ (all_0_46_46 = e4)
% 66.71/31.54  																																												| (61466) all_0_47_47 = e4 | all_0_48_48 = e4 | all_0_49_49 = e4
% 66.71/31.54  																																												|
% 66.71/31.54  																																													+-Applying beta-rule and splitting (61466), into two cases.
% 66.71/31.54  																																													|-Branch one:
% 66.71/31.54  																																													| (1790) all_0_47_47 = e4
% 66.71/31.54  																																													|
% 66.71/31.54  																																														| Equations (1790) can reduce 252 to:
% 66.71/31.54  																																														| (266) $false
% 66.71/31.54  																																														|
% 66.71/31.54  																																														|-The branch is then unsatisfiable
% 66.71/31.54  																																													|-Branch two:
% 66.71/31.54  																																													| (252)  ~ (all_0_47_47 = e4)
% 66.71/31.54  																																													| (61479) all_0_48_48 = e4 | all_0_49_49 = e4
% 66.71/31.54  																																													|
% 66.71/31.54  																																														+-Applying beta-rule and splitting (61479), into two cases.
% 66.71/31.54  																																														|-Branch one:
% 66.71/31.54  																																														| (943) all_0_48_48 = e4
% 66.71/31.54  																																														|
% 66.71/31.54  																																															| Combining equations (1279,943) yields a new equation:
% 66.71/31.54  																																															| (397) e4 = e0
% 66.71/31.54  																																															|
% 66.71/31.54  																																															| Equations (397) can reduce 49 to:
% 66.71/31.54  																																															| (266) $false
% 66.71/31.54  																																															|
% 66.71/31.54  																																															|-The branch is then unsatisfiable
% 66.71/31.54  																																														|-Branch two:
% 66.71/31.54  																																														| (254)  ~ (all_0_48_48 = e4)
% 66.71/31.54  																																														| (974) all_0_49_49 = e4
% 66.71/31.54  																																														|
% 66.71/31.54  																																															| Equations (974) can reduce 487 to:
% 66.71/31.54  																																															| (49)  ~ (e4 = e0)
% 66.71/31.54  																																															|
% 66.71/31.54  																																															+-Applying beta-rule and splitting (112), into two cases.
% 66.71/31.54  																																															|-Branch one:
% 66.71/31.54  																																															| (635) all_0_44_44 = e1
% 66.71/31.54  																																															|
% 66.71/31.54  																																																| Equations (635) can reduce 360 to:
% 66.71/31.54  																																																| (233)  ~ (e1 = e0)
% 66.71/31.54  																																																|
% 66.71/31.54  																																																+-Applying beta-rule and splitting (6766), into two cases.
% 66.71/31.54  																																																|-Branch one:
% 66.71/31.54  																																																| (356) all_0_43_43 = e0
% 66.71/31.54  																																																|
% 66.71/31.54  																																																	| Combining equations (356,396) yields a new equation:
% 66.71/31.54  																																																	| (397) e4 = e0
% 66.71/31.54  																																																	|
% 66.71/31.54  																																																	| Equations (397) can reduce 49 to:
% 66.71/31.54  																																																	| (266) $false
% 66.71/31.54  																																																	|
% 66.71/31.54  																																																	|-The branch is then unsatisfiable
% 66.71/31.54  																																																|-Branch two:
% 66.71/31.54  																																																| (5470)  ~ (all_0_43_43 = e0)
% 66.71/31.54  																																																| (1414) all_0_44_44 = e0
% 66.71/31.54  																																																|
% 66.71/31.54  																																																	| Combining equations (635,1414) yields a new equation:
% 66.71/31.54  																																																	| (546) e1 = e0
% 66.71/31.54  																																																	|
% 66.71/31.54  																																																	| Simplifying 546 yields:
% 66.71/31.54  																																																	| (431) e1 = e0
% 66.71/31.54  																																																	|
% 66.71/31.54  																																																	| Equations (431) can reduce 233 to:
% 66.71/31.54  																																																	| (266) $false
% 66.71/31.54  																																																	|
% 66.71/31.54  																																																	|-The branch is then unsatisfiable
% 66.71/31.54  																																															|-Branch two:
% 66.71/31.54  																																															| (639)  ~ (all_0_44_44 = e1)
% 66.71/31.54  																																															| (640) all_0_49_49 = e1 | all_0_53_53 = e1 | all_0_58_58 = e1
% 66.71/31.54  																																															|
% 66.71/31.54  																																																+-Applying beta-rule and splitting (1417), into two cases.
% 66.71/31.54  																																																|-Branch one:
% 66.71/31.54  																																																| (635) all_0_44_44 = e1
% 66.71/31.54  																																																|
% 66.71/31.54  																																																	| Equations (635) can reduce 639 to:
% 66.71/31.54  																																																	| (266) $false
% 66.71/31.54  																																																	|
% 66.71/31.54  																																																	|-The branch is then unsatisfiable
% 66.71/31.54  																																																|-Branch two:
% 66.71/31.54  																																																| (639)  ~ (all_0_44_44 = e1)
% 66.71/31.54  																																																| (532) all_0_44_44 = e3
% 66.71/31.54  																																																|
% 66.71/31.54  																																																	| Equations (532) can reduce 407 to:
% 66.71/31.54  																																																	| (266) $false
% 66.71/31.54  																																																	|
% 66.71/31.54  																																																	|-The branch is then unsatisfiable
% 66.71/31.55  																																							|-Branch two:
% 66.71/31.55  																																							| (1283)  ~ (all_0_48_48 = e0)
% 66.71/31.55  																																							| (875) all_0_57_57 = e0
% 66.71/31.55  																																							|
% 66.71/31.55  																																								| Combining equations (647,875) yields a new equation:
% 66.71/31.55  																																								| (546) e1 = e0
% 66.71/31.55  																																								|
% 66.71/31.55  																																								| Simplifying 546 yields:
% 66.71/31.55  																																								| (431) e1 = e0
% 66.71/31.55  																																								|
% 66.71/31.55  																																								| Equations (431) can reduce 233 to:
% 66.71/31.55  																																								| (266) $false
% 66.71/31.55  																																								|
% 66.71/31.55  																																								|-The branch is then unsatisfiable
% 66.71/31.55  																																		|-Branch two:
% 66.71/31.55  																																		| (399)  ~ (all_0_43_43 = e4)
% 66.71/31.55  																																		| (6374) all_0_43_43 = e1 | all_0_43_43 = e0
% 66.71/31.55  																																		|
% 66.71/31.55  																																			+-Applying beta-rule and splitting (64), into two cases.
% 66.71/31.55  																																			|-Branch one:
% 66.71/31.55  																																			| (437) all_0_41_41 = e4
% 66.71/31.55  																																			|
% 66.71/31.55  																																				| Combining equations (437,403) yields a new equation:
% 66.71/31.55  																																				| (424) e4 = e3
% 66.71/31.55  																																				|
% 66.71/31.55  																																				| Simplifying 424 yields:
% 66.71/31.55  																																				| (425) e4 = e3
% 66.71/31.55  																																				|
% 66.71/31.55  																																				| Equations (425) can reduce 188 to:
% 66.71/31.55  																																				| (266) $false
% 66.71/31.55  																																				|
% 66.71/31.55  																																				|-The branch is then unsatisfiable
% 66.71/31.55  																																			|-Branch two:
% 66.71/31.55  																																			| (440)  ~ (all_0_41_41 = e4)
% 66.71/31.55  																																			| (441) all_0_42_42 = e4 | all_0_43_43 = e4 | all_0_44_44 = e4
% 66.71/31.55  																																			|
% 66.71/31.55  																																				+-Applying beta-rule and splitting (441), into two cases.
% 66.71/31.55  																																				|-Branch one:
% 66.71/31.55  																																				| (1392) all_0_42_42 = e4
% 66.71/31.55  																																				|
% 66.71/31.55  																																					| Equations (1392) can reduce 1890 to:
% 66.71/31.55  																																					| (266) $false
% 66.71/31.55  																																					|
% 66.71/31.55  																																					|-The branch is then unsatisfiable
% 66.71/31.55  																																				|-Branch two:
% 66.71/31.55  																																				| (1890)  ~ (all_0_42_42 = e4)
% 66.71/31.55  																																				| (1891) all_0_43_43 = e4 | all_0_44_44 = e4
% 66.71/31.55  																																				|
% 66.71/31.55  																																					+-Applying beta-rule and splitting (1891), into two cases.
% 66.71/31.55  																																					|-Branch one:
% 66.71/31.55  																																					| (396) all_0_43_43 = e4
% 66.71/31.55  																																					|
% 66.71/31.55  																																						| Equations (396) can reduce 399 to:
% 66.71/31.55  																																						| (266) $false
% 66.71/31.55  																																						|
% 66.71/31.55  																																						|-The branch is then unsatisfiable
% 66.71/31.55  																																					|-Branch two:
% 66.71/31.55  																																					| (399)  ~ (all_0_43_43 = e4)
% 66.71/31.55  																																					| (446) all_0_44_44 = e4
% 66.71/31.55  																																					|
% 66.71/31.55  																																						| Equations (446) can reduce 73 to:
% 66.71/31.55  																																						| (1890)  ~ (all_0_42_42 = e4)
% 66.71/31.55  																																						|
% 66.71/31.55  																																						| Equations (446) can reduce 159 to:
% 66.71/31.55  																																						| (399)  ~ (all_0_43_43 = e4)
% 66.71/31.55  																																						|
% 66.71/31.55  																																						| Equations (446) can reduce 9 to:
% 66.71/31.55  																																						| (255)  ~ (all_0_49_49 = e4)
% 66.71/31.55  																																						|
% 66.71/31.55  																																						| Simplifying 255 yields:
% 66.71/31.55  																																						| (256)  ~ (all_0_49_49 = e4)
% 66.71/31.55  																																						|
% 66.71/31.55  																																						| From (446) and (138) follows:
% 66.71/31.55  																																						| (4646) op(e3, e0) = e4
% 66.71/31.55  																																						|
% 66.71/31.55  																																						+-Applying beta-rule and splitting (230), into two cases.
% 66.71/31.55  																																						|-Branch one:
% 66.71/31.55  																																						| (396) all_0_43_43 = e4
% 66.71/31.55  																																						|
% 66.71/31.55  																																							| Equations (396) can reduce 399 to:
% 66.71/31.55  																																							| (266) $false
% 66.71/31.55  																																							|
% 66.71/31.55  																																							|-The branch is then unsatisfiable
% 66.71/31.55  																																						|-Branch two:
% 66.71/31.55  																																						| (399)  ~ (all_0_43_43 = e4)
% 66.71/31.55  																																						| (400) all_0_48_48 = e4 | all_0_52_52 = e4 | all_0_57_57 = e4
% 66.71/31.55  																																						|
% 66.71/31.55  																																							+-Applying beta-rule and splitting (400), into two cases.
% 66.71/31.55  																																							|-Branch one:
% 66.71/31.55  																																							| (943) all_0_48_48 = e4
% 66.71/31.55  																																							|
% 66.71/31.55  																																								| Equations (943) can reduce 619 to:
% 66.71/31.55  																																								| (110)  ~ (e4 = e1)
% 66.71/31.55  																																								|
% 66.71/31.55  																																								+-Applying beta-rule and splitting (4), into two cases.
% 66.71/31.55  																																								|-Branch one:
% 66.71/31.55  																																								| (356) all_0_43_43 = e0
% 66.71/31.55  																																								|
% 66.71/31.55  																																									| Equations (356) can reduce 240 to:
% 66.71/31.55  																																									| (358)  ~ (all_0_42_42 = e0)
% 66.71/31.55  																																									|
% 66.71/31.55  																																									| Equations (356) can reduce 99 to:
% 66.71/31.55  																																									| (541)  ~ (e3 = e0)
% 66.71/31.55  																																									|
% 66.71/31.55  																																									| Simplifying 541 yields:
% 66.71/31.55  																																									| (80)  ~ (e3 = e0)
% 66.71/31.55  																																									|
% 66.71/31.55  																																									| Equations (356) can reduce 96 to:
% 66.71/31.55  																																									| (365)  ~ (e2 = e0)
% 66.71/31.55  																																									|
% 66.71/31.55  																																									| Simplifying 365 yields:
% 66.71/31.55  																																									| (128)  ~ (e2 = e0)
% 66.71/31.55  																																									|
% 66.71/31.55  																																									| Equations (356) can reduce 433 to:
% 66.71/31.55  																																									| (435)  ~ (e1 = e0)
% 66.71/31.55  																																									|
% 66.71/31.55  																																									| Simplifying 435 yields:
% 66.71/31.55  																																									| (233)  ~ (e1 = e0)
% 66.71/31.55  																																									|
% 66.71/31.55  																																									+-Applying beta-rule and splitting (184), into two cases.
% 66.71/31.55  																																									|-Branch one:
% 66.71/31.55  																																									| (538) all_0_46_46 = e0
% 66.71/31.55  																																									|
% 66.71/31.55  																																										| Combining equations (1794,538) yields a new equation:
% 66.71/31.55  																																										| (391) e2 = e0
% 66.71/31.55  																																										|
% 66.71/31.55  																																										| Simplifying 391 yields:
% 66.71/31.55  																																										| (330) e2 = e0
% 66.71/31.55  																																										|
% 66.71/31.55  																																										| Equations (330) can reduce 128 to:
% 66.71/31.55  																																										| (266) $false
% 66.71/31.55  																																										|
% 66.71/31.55  																																										|-The branch is then unsatisfiable
% 66.71/31.55  																																									|-Branch two:
% 66.71/31.55  																																									| (831)  ~ (all_0_46_46 = e0)
% 66.71/31.55  																																									| (832) all_0_47_47 = e0 | all_0_48_48 = e0 | all_0_49_49 = e0
% 66.71/31.55  																																									|
% 66.71/31.55  																																										| Equations (1794) can reduce 831 to:
% 66.71/31.55  																																										| (128)  ~ (e2 = e0)
% 66.71/31.55  																																										|
% 66.71/31.55  																																										+-Applying beta-rule and splitting (104), into two cases.
% 66.71/31.55  																																										|-Branch one:
% 66.71/31.55  																																										| (480) all_0_39_39 = e0
% 66.71/31.55  																																										|
% 66.71/31.55  																																											| Combining equations (480,317) yields a new equation:
% 66.71/31.55  																																											| (330) e2 = e0
% 66.71/31.55  																																											|
% 66.71/31.55  																																											| Equations (330) can reduce 128 to:
% 66.71/31.55  																																											| (266) $false
% 66.71/31.55  																																											|
% 66.71/31.55  																																											|-The branch is then unsatisfiable
% 66.71/31.55  																																										|-Branch two:
% 66.71/31.55  																																										| (484)  ~ (all_0_39_39 = e0)
% 66.71/31.55  																																										| (558) all_0_42_42 = e0 | all_0_47_47 = e0 | all_0_56_56 = e0
% 66.71/31.55  																																										|
% 66.71/31.55  																																											+-Applying beta-rule and splitting (103), into two cases.
% 66.71/31.55  																																											|-Branch one:
% 66.71/31.55  																																											| (453) all_0_41_41 = e1
% 66.71/31.55  																																											|
% 66.71/31.55  																																												| Combining equations (403,453) yields a new equation:
% 66.71/31.55  																																												| (454) e3 = e1
% 66.71/31.55  																																												|
% 66.71/31.55  																																												| Simplifying 454 yields:
% 66.71/31.55  																																												| (455) e3 = e1
% 66.71/31.55  																																												|
% 66.71/31.55  																																												| Equations (455) can reduce 213 to:
% 66.71/31.55  																																												| (266) $false
% 66.71/31.55  																																												|
% 66.71/31.55  																																												|-The branch is then unsatisfiable
% 66.71/31.55  																																											|-Branch two:
% 66.71/31.55  																																											| (457)  ~ (all_0_41_41 = e1)
% 66.71/31.55  																																											| (458) all_0_42_42 = e1 | all_0_43_43 = e1 | all_0_44_44 = e1
% 66.71/31.55  																																											|
% 66.71/31.55  																																												+-Applying beta-rule and splitting (458), into two cases.
% 66.71/31.55  																																												|-Branch one:
% 66.71/31.55  																																												| (459) all_0_42_42 = e1
% 66.71/31.55  																																												|
% 66.71/31.55  																																													| Equations (459) can reduce 198 to:
% 66.71/31.55  																																													| (461)  ~ (all_0_47_47 = e1)
% 66.71/31.55  																																													|
% 66.71/31.55  																																													| Simplifying 461 yields:
% 66.71/31.55  																																													| (462)  ~ (all_0_47_47 = e1)
% 66.71/31.55  																																													|
% 66.71/31.55  																																													| Equations (459) can reduce 1890 to:
% 66.71/31.55  																																													| (602)  ~ (e4 = e1)
% 66.71/31.55  																																													|
% 66.71/31.55  																																													| Simplifying 602 yields:
% 66.71/31.55  																																													| (110)  ~ (e4 = e1)
% 66.71/31.55  																																													|
% 66.71/31.55  																																													| Equations (459) can reduce 51 to:
% 66.71/31.55  																																													| (604)  ~ (e2 = e1)
% 66.71/31.55  																																													|
% 66.71/31.55  																																													| Simplifying 604 yields:
% 66.71/31.55  																																													| (122)  ~ (e2 = e1)
% 66.71/31.55  																																													|
% 66.71/31.55  																																													| Equations (459) can reduce 358 to:
% 66.71/31.55  																																													| (233)  ~ (e1 = e0)
% 66.71/31.55  																																													|
% 66.71/31.55  																																													| From (459) and (210) follows:
% 66.71/31.55  																																													| (470) op(e3, e2) = e1
% 66.71/31.55  																																													|
% 66.71/31.55  																																													+-Applying beta-rule and splitting (135), into two cases.
% 66.71/31.55  																																													|-Branch one:
% 66.71/31.55  																																													| (545) all_0_46_46 = e1
% 66.71/31.55  																																													|
% 66.71/31.55  																																														| Combining equations (1794,545) yields a new equation:
% 66.71/31.55  																																														| (616) e2 = e1
% 66.71/31.55  																																														|
% 66.71/31.55  																																														| Simplifying 616 yields:
% 66.71/31.55  																																														| (617) e2 = e1
% 66.71/31.55  																																														|
% 66.71/31.55  																																														| Equations (617) can reduce 122 to:
% 66.71/31.55  																																														| (266) $false
% 66.71/31.55  																																														|
% 66.71/31.55  																																														|-The branch is then unsatisfiable
% 66.71/31.55  																																													|-Branch two:
% 66.71/31.55  																																													| (549)  ~ (all_0_46_46 = e1)
% 66.71/31.55  																																													| (550) all_0_47_47 = e1 | all_0_48_48 = e1 | all_0_49_49 = e1
% 66.71/31.55  																																													|
% 66.71/31.55  																																														+-Applying beta-rule and splitting (112), into two cases.
% 66.71/31.55  																																														|-Branch one:
% 66.71/31.55  																																														| (635) all_0_44_44 = e1
% 66.71/31.55  																																														|
% 66.71/31.55  																																															| Combining equations (446,635) yields a new equation:
% 66.71/31.55  																																															| (636) e4 = e1
% 66.71/31.55  																																															|
% 66.71/31.55  																																															| Simplifying 636 yields:
% 66.71/31.55  																																															| (630) e4 = e1
% 66.71/31.55  																																															|
% 66.71/31.55  																																															| Equations (630) can reduce 110 to:
% 66.71/31.55  																																															| (266) $false
% 66.71/31.55  																																															|
% 66.71/31.55  																																															|-The branch is then unsatisfiable
% 66.71/31.55  																																														|-Branch two:
% 66.71/31.55  																																														| (639)  ~ (all_0_44_44 = e1)
% 66.71/31.55  																																														| (640) all_0_49_49 = e1 | all_0_53_53 = e1 | all_0_58_58 = e1
% 66.71/31.55  																																														|
% 66.71/31.55  																																															| Equations (446) can reduce 639 to:
% 66.71/31.55  																																															| (110)  ~ (e4 = e1)
% 66.71/31.55  																																															|
% 66.71/31.55  																																															+-Applying beta-rule and splitting (558), into two cases.
% 66.71/31.55  																																															|-Branch one:
% 66.71/31.55  																																															| (559) all_0_42_42 = e0
% 66.71/31.55  																																															|
% 66.71/31.55  																																																| Combining equations (559,459) yields a new equation:
% 66.71/31.55  																																																| (431) e1 = e0
% 66.71/31.55  																																																|
% 66.71/31.55  																																																| Equations (431) can reduce 233 to:
% 66.71/31.55  																																																| (266) $false
% 66.71/31.55  																																																|
% 66.71/31.55  																																																|-The branch is then unsatisfiable
% 66.71/31.55  																																															|-Branch two:
% 66.71/31.55  																																															| (358)  ~ (all_0_42_42 = e0)
% 66.71/31.55  																																															| (563) all_0_47_47 = e0 | all_0_56_56 = e0
% 66.71/31.55  																																															|
% 66.71/31.55  																																																+-Applying beta-rule and splitting (563), into two cases.
% 66.71/31.55  																																																|-Branch one:
% 66.71/31.55  																																																| (674) all_0_47_47 = e0
% 66.71/31.55  																																																|
% 66.71/31.55  																																																	| Equations (674) can reduce 86 to:
% 66.71/31.55  																																																	| (486)  ~ (all_0_49_49 = e0)
% 66.71/31.55  																																																	|
% 66.71/31.55  																																																	| Simplifying 486 yields:
% 66.71/31.55  																																																	| (487)  ~ (all_0_49_49 = e0)
% 66.71/31.55  																																																	|
% 66.71/31.55  																																																	| Equations (674) can reduce 462 to:
% 66.71/31.55  																																																	| (435)  ~ (e1 = e0)
% 66.71/31.55  																																																	|
% 66.71/31.55  																																																	| Simplifying 435 yields:
% 66.71/31.55  																																																	| (233)  ~ (e1 = e0)
% 66.71/31.55  																																																	|
% 66.71/31.55  																																																	+-Applying beta-rule and splitting (550), into two cases.
% 66.71/31.55  																																																	|-Branch one:
% 66.71/31.55  																																																	| (654) all_0_47_47 = e1
% 66.71/31.55  																																																	|
% 66.71/31.55  																																																		| Combining equations (674,654) yields a new equation:
% 66.71/31.55  																																																		| (431) e1 = e0
% 66.71/31.55  																																																		|
% 66.71/31.55  																																																		| Equations (431) can reduce 233 to:
% 66.71/31.55  																																																		| (266) $false
% 66.71/31.55  																																																		|
% 66.71/31.55  																																																		|-The branch is then unsatisfiable
% 66.71/31.55  																																																	|-Branch two:
% 66.71/31.55  																																																	| (462)  ~ (all_0_47_47 = e1)
% 66.71/31.55  																																																	| (659) all_0_48_48 = e1 | all_0_49_49 = e1
% 66.71/31.55  																																																	|
% 66.71/31.55  																																																		+-Applying beta-rule and splitting (659), into two cases.
% 66.71/31.55  																																																		|-Branch one:
% 66.71/31.55  																																																		| (615) all_0_48_48 = e1
% 66.71/31.55  																																																		|
% 66.71/31.55  																																																			| Combining equations (943,615) yields a new equation:
% 66.71/31.55  																																																			| (636) e4 = e1
% 66.71/31.55  																																																			|
% 66.71/31.55  																																																			| Simplifying 636 yields:
% 66.71/31.55  																																																			| (630) e4 = e1
% 66.71/31.55  																																																			|
% 66.71/31.55  																																																			| Equations (630) can reduce 110 to:
% 66.71/31.55  																																																			| (266) $false
% 66.71/31.55  																																																			|
% 66.71/31.55  																																																			|-The branch is then unsatisfiable
% 66.71/31.55  																																																		|-Branch two:
% 66.71/31.55  																																																		| (619)  ~ (all_0_48_48 = e1)
% 66.71/31.55  																																																		| (671) all_0_49_49 = e1
% 66.71/31.55  																																																		|
% 66.71/31.55  																																																			| Equations (671) can reduce 487 to:
% 66.71/31.55  																																																			| (233)  ~ (e1 = e0)
% 66.71/31.55  																																																			|
% 66.71/31.55  																																																			+-Applying beta-rule and splitting (56), into two cases.
% 66.71/31.55  																																																			|-Branch one:
% 66.71/31.55  																																																			| (696) unit = e2
% 66.71/31.55  																																																			|
% 66.71/31.55  																																																				| From (696) and (24) follows:
% 66.71/31.55  																																																				| (697) op(e2, e3) = e3
% 66.71/31.55  																																																				|
% 66.71/31.55  																																																				| From (696) and (227) follows:
% 66.71/31.55  																																																				| (4284) op(e4, e2) = e4
% 66.71/31.55  																																																				|
% 66.71/31.55  																																																				| From (696) and (28) follows:
% 66.71/31.55  																																																				| (699) op(e1, e2) = e1
% 66.71/31.55  																																																				|
% 66.71/31.55  																																																				| From (696) and (42) follows:
% 66.71/31.55  																																																				| (1613) op(e0, e2) = e0
% 66.71/31.55  																																																				|
% 66.71/31.55  																																																				| Instantiating formula (29) with e4, e2, e4, e2 and discharging atoms op(e4, e2) = e4, op(e4, e2) = e2, yields:
% 66.71/31.55  																																																				| (323) e4 = e2
% 66.71/31.55  																																																				|
% 66.71/31.55  																																																				| Instantiating formula (29) with e2, e3, e3, e2 and discharging atoms op(e2, e3) = e3, op(e2, e3) = e2, yields:
% 66.71/31.55  																																																				| (662) e3 = e2
% 66.71/31.55  																																																				|
% 66.71/31.55  																																																				| Instantiating formula (29) with e1, e2, e1, e4 and discharging atoms op(e1, e2) = e4, op(e1, e2) = e1, yields:
% 66.71/31.55  																																																				| (630) e4 = e1
% 66.71/31.55  																																																				|
% 66.71/31.55  																																																				| Instantiating formula (29) with e0, e2, e0, e3 and discharging atoms op(e0, e2) = e3, op(e0, e2) = e0, yields:
% 66.71/31.55  																																																				| (676) e3 = e0
% 66.71/31.55  																																																				|
% 66.71/31.55  																																																				| Combining equations (323,630) yields a new equation:
% 66.71/31.55  																																																				| (616) e2 = e1
% 66.71/31.55  																																																				|
% 66.71/31.55  																																																				| Simplifying 616 yields:
% 66.71/31.55  																																																				| (617) e2 = e1
% 66.71/31.55  																																																				|
% 66.71/31.55  																																																				| Combining equations (662,676) yields a new equation:
% 66.71/31.55  																																																				| (391) e2 = e0
% 66.71/31.55  																																																				|
% 66.71/31.55  																																																				| Simplifying 391 yields:
% 66.71/31.55  																																																				| (330) e2 = e0
% 66.71/31.55  																																																				|
% 66.71/31.55  																																																				| Combining equations (617,330) yields a new equation:
% 66.71/31.55  																																																				| (546) e1 = e0
% 66.71/31.55  																																																				|
% 66.71/31.55  																																																				| Simplifying 546 yields:
% 66.71/31.55  																																																				| (431) e1 = e0
% 66.71/31.55  																																																				|
% 66.71/31.55  																																																				| Equations (431) can reduce 233 to:
% 66.71/31.55  																																																				| (266) $false
% 66.71/31.55  																																																				|
% 66.71/31.55  																																																				|-The branch is then unsatisfiable
% 66.71/31.55  																																																			|-Branch two:
% 66.71/31.55  																																																			| (707)  ~ (unit = e2)
% 66.71/31.55  																																																			| (708) unit = e4 | unit = e3 | unit = e1 | unit = e0
% 66.71/31.55  																																																			|
% 66.71/31.55  																																																				+-Applying beta-rule and splitting (708), into two cases.
% 66.71/31.55  																																																				|-Branch one:
% 66.71/31.55  																																																				| (709) unit = e4
% 66.71/31.55  																																																				|
% 66.71/31.55  																																																					| From (709) and (24) follows:
% 66.71/31.55  																																																					| (33325) op(e4, e3) = e3
% 66.71/31.55  																																																					|
% 66.71/31.55  																																																					| From (709) and (211) follows:
% 66.71/31.55  																																																					| (22527) op(e4, e1) = e1
% 66.71/31.55  																																																					|
% 66.71/31.55  																																																					| From (709) and (32) follows:
% 66.71/31.55  																																																					| (712) op(e2, e4) = e2
% 66.71/31.55  																																																					|
% 66.71/31.55  																																																					| From (709) and (42) follows:
% 66.71/31.55  																																																					| (713) op(e0, e4) = e0
% 66.71/31.55  																																																					|
% 66.71/31.55  																																																					| Instantiating formula (29) with e4, e3, e3, e4 and discharging atoms op(e4, e3) = e4, op(e4, e3) = e3, yields:
% 66.71/31.55  																																																					| (425) e4 = e3
% 66.71/31.55  																																																					|
% 66.71/31.55  																																																					| Instantiating formula (29) with e4, e1, e1, e3 and discharging atoms op(e4, e1) = e3, op(e4, e1) = e1, yields:
% 66.71/31.55  																																																					| (455) e3 = e1
% 66.71/31.55  																																																					|
% 66.71/31.55  																																																					| Instantiating formula (29) with e2, e4, e2, e3 and discharging atoms op(e2, e4) = e3, op(e2, e4) = e2, yields:
% 66.71/31.55  																																																					| (662) e3 = e2
% 66.71/31.55  																																																					|
% 66.71/31.55  																																																					| Instantiating formula (29) with e0, e4, e0, e4 and discharging atoms op(e0, e4) = e4, op(e0, e4) = e0, yields:
% 66.71/31.55  																																																					| (397) e4 = e0
% 66.71/31.55  																																																					|
% 66.71/31.55  																																																					| Combining equations (425,397) yields a new equation:
% 66.71/31.55  																																																					| (675) e3 = e0
% 66.71/31.55  																																																					|
% 66.71/31.55  																																																					| Simplifying 675 yields:
% 66.71/31.55  																																																					| (676) e3 = e0
% 66.71/31.55  																																																					|
% 66.71/31.55  																																																					| Combining equations (676,662) yields a new equation:
% 66.71/31.55  																																																					| (330) e2 = e0
% 66.71/31.55  																																																					|
% 66.71/31.55  																																																					| Combining equations (455,662) yields a new equation:
% 66.71/31.55  																																																					| (617) e2 = e1
% 66.71/31.55  																																																					|
% 66.71/31.55  																																																					| Combining equations (617,330) yields a new equation:
% 66.71/31.55  																																																					| (546) e1 = e0
% 66.71/31.55  																																																					|
% 66.71/31.55  																																																					| Simplifying 546 yields:
% 66.71/31.55  																																																					| (431) e1 = e0
% 66.71/31.55  																																																					|
% 66.71/31.55  																																																					| Equations (431) can reduce 233 to:
% 66.71/31.55  																																																					| (266) $false
% 66.71/31.55  																																																					|
% 66.71/31.55  																																																					|-The branch is then unsatisfiable
% 66.71/31.55  																																																				|-Branch two:
% 66.71/31.55  																																																				| (724)  ~ (unit = e4)
% 66.71/31.55  																																																				| (725) unit = e3 | unit = e1 | unit = e0
% 66.71/31.55  																																																				|
% 66.71/31.55  																																																					+-Applying beta-rule and splitting (725), into two cases.
% 66.71/31.55  																																																					|-Branch one:
% 66.71/31.55  																																																					| (726) unit = e0
% 66.71/31.55  																																																					|
% 66.71/31.55  																																																						| From (726) and (15) follows:
% 66.71/31.55  																																																						| (1508) op(e0, e2) = e2
% 66.71/31.55  																																																						|
% 66.71/31.55  																																																						| From (726) and (227) follows:
% 66.71/31.56  																																																						| (3205) op(e4, e0) = e4
% 66.71/31.56  																																																						|
% 66.71/31.56  																																																						| From (726) and (40) follows:
% 66.71/31.56  																																																						| (1639) op(e3, e0) = e3
% 66.71/31.56  																																																						|
% 66.71/31.56  																																																						| From (726) and (28) follows:
% 66.71/31.56  																																																						| (2698) op(e1, e0) = e1
% 66.71/31.56  																																																						|
% 66.71/31.56  																																																						| Instantiating formula (29) with e4, e0, e4, e0 and discharging atoms op(e4, e0) = e4, op(e4, e0) = e0, yields:
% 66.71/31.56  																																																						| (397) e4 = e0
% 66.71/31.56  																																																						|
% 66.71/31.56  																																																						| Instantiating formula (29) with e3, e0, e3, e4 and discharging atoms op(e3, e0) = e4, op(e3, e0) = e3, yields:
% 66.71/31.56  																																																						| (425) e4 = e3
% 66.71/31.56  																																																						|
% 66.71/31.56  																																																						| Instantiating formula (29) with e1, e0, e1, e3 and discharging atoms op(e1, e0) = e3, op(e1, e0) = e1, yields:
% 66.71/31.56  																																																						| (455) e3 = e1
% 66.71/31.56  																																																						|
% 66.71/31.56  																																																						| Instantiating formula (29) with e0, e2, e2, e3 and discharging atoms op(e0, e2) = e3, op(e0, e2) = e2, yields:
% 66.71/31.56  																																																						| (662) e3 = e2
% 66.71/31.56  																																																						|
% 66.71/31.56  																																																						| Combining equations (397,425) yields a new equation:
% 66.71/31.56  																																																						| (676) e3 = e0
% 66.71/31.56  																																																						|
% 66.71/31.56  																																																						| Combining equations (455,662) yields a new equation:
% 66.71/31.56  																																																						| (617) e2 = e1
% 66.71/31.56  																																																						|
% 66.71/31.56  																																																						| Combining equations (676,662) yields a new equation:
% 66.71/31.56  																																																						| (330) e2 = e0
% 66.71/31.56  																																																						|
% 66.71/31.56  																																																						| Combining equations (330,617) yields a new equation:
% 66.71/31.56  																																																						| (431) e1 = e0
% 66.71/31.56  																																																						|
% 66.71/31.56  																																																						| Equations (431) can reduce 233 to:
% 66.71/31.56  																																																						| (266) $false
% 66.71/31.56  																																																						|
% 66.71/31.56  																																																						|-The branch is then unsatisfiable
% 66.71/31.56  																																																					|-Branch two:
% 66.71/31.56  																																																					| (734)  ~ (unit = e0)
% 66.71/31.56  																																																					| (735) unit = e3 | unit = e1
% 66.71/31.56  																																																					|
% 66.71/31.56  																																																						+-Applying beta-rule and splitting (735), into two cases.
% 66.71/31.56  																																																						|-Branch one:
% 66.71/31.56  																																																						| (736) unit = e1
% 66.71/31.56  																																																						|
% 66.71/31.56  																																																							| Equations (736) can reduce 734 to:
% 66.71/31.56  																																																							| (233)  ~ (e1 = e0)
% 66.71/31.56  																																																							|
% 66.71/31.56  																																																							| From (736) and (15) follows:
% 66.71/31.56  																																																							| (515) op(e1, e2) = e2
% 66.71/31.56  																																																							|
% 66.71/31.56  																																																							| From (736) and (209) follows:
% 66.71/31.56  																																																							| (2715) op(e1, e0) = e0
% 66.71/31.56  																																																							|
% 66.71/31.56  																																																							| From (736) and (227) follows:
% 66.71/31.56  																																																							| (739) op(e4, e1) = e4
% 66.71/31.56  																																																							|
% 66.71/31.56  																																																							| From (736) and (28) follows:
% 66.71/31.56  																																																							| (740) op(e1, e1) = e1
% 66.71/31.56  																																																							|
% 66.71/31.56  																																																							| Instantiating formula (29) with e4, e1, e4, e3 and discharging atoms op(e4, e1) = e4, op(e4, e1) = e3, yields:
% 66.71/31.56  																																																							| (425) e4 = e3
% 66.71/31.56  																																																							|
% 66.71/31.56  																																																							| Instantiating formula (29) with e1, e2, e2, e4 and discharging atoms op(e1, e2) = e4, op(e1, e2) = e2, yields:
% 66.71/31.56  																																																							| (323) e4 = e2
% 66.71/31.56  																																																							|
% 66.71/31.56  																																																							| Instantiating formula (29) with e1, e1, e1, e2 and discharging atoms op(e1, e1) = e2, op(e1, e1) = e1, yields:
% 66.71/31.56  																																																							| (617) e2 = e1
% 66.71/31.56  																																																							|
% 66.71/31.56  																																																							| Instantiating formula (29) with e1, e0, e0, e3 and discharging atoms op(e1, e0) = e3, op(e1, e0) = e0, yields:
% 66.71/31.56  																																																							| (676) e3 = e0
% 66.71/31.56  																																																							|
% 66.71/31.56  																																																							| Combining equations (425,323) yields a new equation:
% 66.71/31.56  																																																							| (661) e3 = e2
% 66.71/31.56  																																																							|
% 66.71/31.56  																																																							| Simplifying 661 yields:
% 66.71/31.56  																																																							| (662) e3 = e2
% 66.71/31.56  																																																							|
% 66.71/31.56  																																																							| Combining equations (662,676) yields a new equation:
% 66.71/31.56  																																																							| (391) e2 = e0
% 66.71/31.56  																																																							|
% 66.71/31.56  																																																							| Simplifying 391 yields:
% 66.71/31.56  																																																							| (330) e2 = e0
% 66.71/31.56  																																																							|
% 66.71/31.56  																																																							| Combining equations (330,617) yields a new equation:
% 66.71/31.56  																																																							| (431) e1 = e0
% 66.71/31.56  																																																							|
% 66.71/31.56  																																																							| Equations (431) can reduce 233 to:
% 66.71/31.56  																																																							| (266) $false
% 66.71/31.56  																																																							|
% 66.71/31.56  																																																							|-The branch is then unsatisfiable
% 66.71/31.56  																																																						|-Branch two:
% 66.71/31.56  																																																						| (748)  ~ (unit = e1)
% 66.71/31.56  																																																						| (749) unit = e3
% 66.71/31.56  																																																						|
% 66.71/31.56  																																																							| From (749) and (244) follows:
% 66.71/31.56  																																																							| (750) op(e3, e4) = e4
% 66.71/31.56  																																																							|
% 66.71/31.56  																																																							| From (749) and (15) follows:
% 66.71/31.56  																																																							| (751) op(e3, e2) = e2
% 66.71/31.56  																																																							|
% 66.71/31.56  																																																							| From (749) and (209) follows:
% 66.71/31.56  																																																							| (1667) op(e3, e0) = e0
% 66.71/31.56  																																																							|
% 66.71/31.56  																																																							| Instantiating formula (29) with e3, e4, e4, e2 and discharging atoms op(e3, e4) = e4, op(e3, e4) = e2, yields:
% 66.71/31.56  																																																							| (323) e4 = e2
% 66.71/31.56  																																																							|
% 66.71/31.56  																																																							| Instantiating formula (29) with e3, e2, e2, e1 and discharging atoms op(e3, e2) = e2, op(e3, e2) = e1, yields:
% 66.71/31.56  																																																							| (617) e2 = e1
% 66.71/31.56  																																																							|
% 66.71/31.56  																																																							| Instantiating formula (29) with e3, e0, e0, e4 and discharging atoms op(e3, e0) = e4, op(e3, e0) = e0, yields:
% 66.71/31.56  																																																							| (397) e4 = e0
% 66.71/31.56  																																																							|
% 66.71/31.56  																																																							| Combining equations (323,397) yields a new equation:
% 66.71/31.56  																																																							| (391) e2 = e0
% 66.71/31.56  																																																							|
% 66.71/31.56  																																																							| Simplifying 391 yields:
% 66.71/31.56  																																																							| (330) e2 = e0
% 66.71/31.56  																																																							|
% 66.71/31.56  																																																							| Combining equations (330,617) yields a new equation:
% 66.71/31.56  																																																							| (431) e1 = e0
% 66.71/31.56  																																																							|
% 66.71/31.56  																																																							| Equations (431) can reduce 233 to:
% 66.71/31.56  																																																							| (266) $false
% 66.71/31.56  																																																							|
% 66.71/31.56  																																																							|-The branch is then unsatisfiable
% 66.71/31.56  																																																|-Branch two:
% 66.71/31.56  																																																| (678)  ~ (all_0_47_47 = e0)
% 66.71/31.56  																																																| (679) all_0_56_56 = e0
% 66.71/31.56  																																																|
% 66.71/31.56  																																																	| Combining equations (1097,679) yields a new equation:
% 66.71/31.56  																																																	| (675) e3 = e0
% 66.71/31.56  																																																	|
% 66.71/31.56  																																																	| Simplifying 675 yields:
% 66.71/31.56  																																																	| (676) e3 = e0
% 66.71/31.56  																																																	|
% 66.71/31.56  																																																	| Equations (676) can reduce 80 to:
% 66.71/31.56  																																																	| (266) $false
% 66.71/31.56  																																																	|
% 66.71/31.56  																																																	|-The branch is then unsatisfiable
% 66.71/31.56  																																												|-Branch two:
% 66.71/31.56  																																												| (1380)  ~ (all_0_42_42 = e1)
% 66.71/31.56  																																												| (1381) all_0_43_43 = e1 | all_0_44_44 = e1
% 66.71/31.56  																																												|
% 66.71/31.56  																																													+-Applying beta-rule and splitting (1381), into two cases.
% 66.71/31.56  																																													|-Branch one:
% 66.71/31.56  																																													| (430) all_0_43_43 = e1
% 66.71/31.56  																																													|
% 66.71/31.56  																																														| Combining equations (430,356) yields a new equation:
% 66.71/31.56  																																														| (546) e1 = e0
% 66.71/31.56  																																														|
% 66.71/31.56  																																														| Simplifying 546 yields:
% 66.71/31.56  																																														| (431) e1 = e0
% 66.71/31.56  																																														|
% 66.71/31.56  																																														| Equations (431) can reduce 233 to:
% 66.71/31.56  																																														| (266) $false
% 66.71/31.56  																																														|
% 66.71/31.56  																																														|-The branch is then unsatisfiable
% 66.71/31.56  																																													|-Branch two:
% 66.71/31.56  																																													| (433)  ~ (all_0_43_43 = e1)
% 66.71/31.56  																																													| (635) all_0_44_44 = e1
% 66.71/31.56  																																													|
% 66.71/31.56  																																														| Combining equations (446,635) yields a new equation:
% 66.71/31.56  																																														| (636) e4 = e1
% 66.71/31.56  																																														|
% 66.71/31.56  																																														| Simplifying 636 yields:
% 66.71/31.56  																																														| (630) e4 = e1
% 66.71/31.56  																																														|
% 66.71/31.56  																																														| Equations (630) can reduce 110 to:
% 66.71/31.56  																																														| (266) $false
% 66.71/31.56  																																														|
% 66.71/31.56  																																														|-The branch is then unsatisfiable
% 66.71/31.56  																																								|-Branch two:
% 66.71/31.56  																																								| (5470)  ~ (all_0_43_43 = e0)
% 66.71/31.56  																																								| (5471) all_0_48_48 = e0 | all_0_57_57 = e0
% 66.71/31.56  																																								|
% 66.71/31.56  																																									+-Applying beta-rule and splitting (6374), into two cases.
% 66.71/31.56  																																									|-Branch one:
% 66.71/31.56  																																									| (356) all_0_43_43 = e0
% 66.71/31.56  																																									|
% 66.71/31.56  																																										| Equations (356) can reduce 5470 to:
% 66.71/31.56  																																										| (266) $false
% 66.71/31.56  																																										|
% 66.71/31.56  																																										|-The branch is then unsatisfiable
% 66.71/31.56  																																									|-Branch two:
% 66.71/31.56  																																									| (5470)  ~ (all_0_43_43 = e0)
% 66.71/31.56  																																									| (430) all_0_43_43 = e1
% 66.71/31.56  																																									|
% 66.71/31.56  																																										| Equations (430) can reduce 433 to:
% 66.71/31.56  																																										| (266) $false
% 66.71/31.56  																																										|
% 66.71/31.56  																																										|-The branch is then unsatisfiable
% 66.77/31.56  																																							|-Branch two:
% 66.77/31.56  																																							| (254)  ~ (all_0_48_48 = e4)
% 66.77/31.56  																																							| (947) all_0_52_52 = e4 | all_0_57_57 = e4
% 66.77/31.56  																																							|
% 66.77/31.56  																																								+-Applying beta-rule and splitting (228), into two cases.
% 66.77/31.56  																																								|-Branch one:
% 66.77/31.56  																																								| (335) all_0_48_48 = e2
% 66.77/31.56  																																								|
% 66.77/31.56  																																									| Equations (335) can reduce 810 to:
% 66.77/31.56  																																									| (266) $false
% 66.77/31.56  																																									|
% 66.77/31.56  																																									|-The branch is then unsatisfiable
% 66.77/31.56  																																								|-Branch two:
% 66.77/31.56  																																								| (810)  ~ (all_0_48_48 = e2)
% 66.77/31.56  																																								| (10218) all_0_48_48 = e4 | all_0_48_48 = e1 | all_0_48_48 = e0
% 66.77/31.56  																																								|
% 66.77/31.56  																																									+-Applying beta-rule and splitting (54), into two cases.
% 66.77/31.56  																																									|-Branch one:
% 66.77/31.56  																																									| (583) all_0_49_49 = e2
% 66.77/31.56  																																									|
% 66.77/31.56  																																										| Equations (583) can reduce 340 to:
% 66.77/31.56  																																										| (266) $false
% 66.77/31.56  																																										|
% 66.77/31.56  																																										|-The branch is then unsatisfiable
% 66.77/31.56  																																									|-Branch two:
% 66.77/31.56  																																									| (340)  ~ (all_0_49_49 = e2)
% 66.77/31.56  																																									| (586) all_0_49_49 = e4 | all_0_49_49 = e3 | all_0_49_49 = e1 | all_0_49_49 = e0
% 66.77/31.56  																																									|
% 66.77/31.56  																																										+-Applying beta-rule and splitting (586), into two cases.
% 66.77/31.56  																																										|-Branch one:
% 66.77/31.56  																																										| (974) all_0_49_49 = e4
% 66.77/31.56  																																										|
% 66.77/31.56  																																											| Equations (974) can reduce 256 to:
% 66.77/31.56  																																											| (266) $false
% 66.77/31.56  																																											|
% 66.77/31.56  																																											|-The branch is then unsatisfiable
% 66.77/31.56  																																										|-Branch two:
% 66.77/31.56  																																										| (256)  ~ (all_0_49_49 = e4)
% 66.77/31.56  																																										| (977) all_0_49_49 = e3 | all_0_49_49 = e1 | all_0_49_49 = e0
% 66.77/31.56  																																										|
% 66.77/31.56  																																											+-Applying beta-rule and splitting (112), into two cases.
% 66.77/31.56  																																											|-Branch one:
% 66.77/31.56  																																											| (635) all_0_44_44 = e1
% 66.77/31.56  																																											|
% 66.77/31.56  																																												| Combining equations (635,446) yields a new equation:
% 66.77/31.56  																																												| (630) e4 = e1
% 66.77/31.56  																																												|
% 66.77/31.56  																																												| Equations (630) can reduce 110 to:
% 66.77/31.56  																																												| (266) $false
% 66.77/31.56  																																												|
% 66.77/31.56  																																												|-The branch is then unsatisfiable
% 66.77/31.56  																																											|-Branch two:
% 66.77/31.56  																																											| (639)  ~ (all_0_44_44 = e1)
% 66.77/31.56  																																											| (640) all_0_49_49 = e1 | all_0_53_53 = e1 | all_0_58_58 = e1
% 66.77/31.56  																																											|
% 66.77/31.56  																																												+-Applying beta-rule and splitting (640), into two cases.
% 66.77/31.56  																																												|-Branch one:
% 66.77/31.56  																																												| (671) all_0_49_49 = e1
% 66.77/31.56  																																												|
% 66.77/31.56  																																													| Equations (671) can reduce 185 to:
% 66.77/31.56  																																													| (619)  ~ (all_0_48_48 = e1)
% 66.77/31.56  																																													|
% 66.77/31.56  																																													| Equations (671) can reduce 256 to:
% 66.77/31.56  																																													| (602)  ~ (e4 = e1)
% 66.77/31.56  																																													|
% 66.77/31.56  																																													| Simplifying 602 yields:
% 66.77/31.56  																																													| (110)  ~ (e4 = e1)
% 66.77/31.56  																																													|
% 66.77/31.56  																																													| Equations (671) can reduce 525 to:
% 66.77/31.56  																																													| (467)  ~ (e3 = e1)
% 66.77/31.56  																																													|
% 66.77/31.56  																																													| Simplifying 467 yields:
% 66.77/31.56  																																													| (213)  ~ (e3 = e1)
% 66.77/31.56  																																													|
% 66.77/31.56  																																													+-Applying beta-rule and splitting (131), into two cases.
% 66.77/31.56  																																													|-Branch one:
% 66.77/31.56  																																													| (459) all_0_42_42 = e1
% 66.77/31.56  																																													|
% 66.77/31.56  																																														| Equations (459) can reduce 240 to:
% 66.77/31.56  																																														| (57842)  ~ (all_0_43_43 = e1)
% 66.77/31.56  																																														|
% 66.77/31.56  																																														| Simplifying 57842 yields:
% 66.77/31.56  																																														| (433)  ~ (all_0_43_43 = e1)
% 66.77/31.56  																																														|
% 66.77/31.56  																																														+-Applying beta-rule and splitting (10218), into two cases.
% 66.77/31.56  																																														|-Branch one:
% 66.77/31.56  																																														| (943) all_0_48_48 = e4
% 66.77/31.56  																																														|
% 66.77/31.56  																																															| Equations (943) can reduce 254 to:
% 66.77/31.56  																																															| (266) $false
% 66.77/31.56  																																															|
% 66.77/31.56  																																															|-The branch is then unsatisfiable
% 66.77/31.56  																																														|-Branch two:
% 66.77/31.56  																																														| (254)  ~ (all_0_48_48 = e4)
% 66.77/31.56  																																														| (10222) all_0_48_48 = e1 | all_0_48_48 = e0
% 66.77/31.56  																																														|
% 66.77/31.56  																																															+-Applying beta-rule and splitting (10222), into two cases.
% 66.77/31.56  																																															|-Branch one:
% 66.77/31.56  																																															| (1279) all_0_48_48 = e0
% 66.77/31.56  																																															|
% 66.77/31.56  																																																| Equations (1279) can reduce 17 to:
% 66.77/31.56  																																																| (5470)  ~ (all_0_43_43 = e0)
% 66.77/31.56  																																																|
% 66.77/31.56  																																																+-Applying beta-rule and splitting (6374), into two cases.
% 66.77/31.56  																																																|-Branch one:
% 66.77/31.56  																																																| (356) all_0_43_43 = e0
% 66.77/31.56  																																																|
% 66.77/31.56  																																																	| Equations (356) can reduce 5470 to:
% 66.77/31.56  																																																	| (266) $false
% 66.77/31.56  																																																	|
% 66.77/31.56  																																																	|-The branch is then unsatisfiable
% 66.77/31.56  																																																|-Branch two:
% 66.77/31.56  																																																| (5470)  ~ (all_0_43_43 = e0)
% 66.77/31.56  																																																| (430) all_0_43_43 = e1
% 66.77/31.56  																																																|
% 66.77/31.56  																																																	| Equations (430) can reduce 433 to:
% 66.77/31.56  																																																	| (266) $false
% 66.77/31.56  																																																	|
% 66.77/31.56  																																																	|-The branch is then unsatisfiable
% 66.77/31.56  																																															|-Branch two:
% 66.77/31.56  																																															| (1283)  ~ (all_0_48_48 = e0)
% 66.77/31.56  																																															| (615) all_0_48_48 = e1
% 66.77/31.56  																																															|
% 66.77/31.56  																																																| Equations (615) can reduce 619 to:
% 66.77/31.56  																																																| (266) $false
% 66.77/31.56  																																																|
% 66.77/31.56  																																																|-The branch is then unsatisfiable
% 66.77/31.57  																																													|-Branch two:
% 66.77/31.57  																																													| (1380)  ~ (all_0_42_42 = e1)
% 66.77/31.57  																																													| (3259) all_0_47_47 = e1 | all_0_51_51 = e1 | all_0_56_56 = e1
% 66.77/31.57  																																													|
% 66.77/31.57  																																														+-Applying beta-rule and splitting (103), into two cases.
% 66.77/31.57  																																														|-Branch one:
% 66.77/31.57  																																														| (453) all_0_41_41 = e1
% 66.77/31.57  																																														|
% 66.77/31.57  																																															| Combining equations (453,403) yields a new equation:
% 66.77/31.57  																																															| (455) e3 = e1
% 66.77/31.57  																																															|
% 66.77/31.57  																																															| Equations (455) can reduce 213 to:
% 66.77/31.57  																																															| (266) $false
% 66.77/31.57  																																															|
% 66.77/31.57  																																															|-The branch is then unsatisfiable
% 66.77/31.57  																																														|-Branch two:
% 66.77/31.57  																																														| (457)  ~ (all_0_41_41 = e1)
% 66.77/31.57  																																														| (458) all_0_42_42 = e1 | all_0_43_43 = e1 | all_0_44_44 = e1
% 66.77/31.57  																																														|
% 66.77/31.57  																																															+-Applying beta-rule and splitting (458), into two cases.
% 66.77/31.57  																																															|-Branch one:
% 66.77/31.57  																																															| (459) all_0_42_42 = e1
% 66.77/31.57  																																															|
% 66.77/31.57  																																																| Equations (459) can reduce 1380 to:
% 66.77/31.57  																																																| (266) $false
% 66.77/31.57  																																																|
% 66.77/31.57  																																																|-The branch is then unsatisfiable
% 66.77/31.57  																																															|-Branch two:
% 66.77/31.57  																																															| (1380)  ~ (all_0_42_42 = e1)
% 66.77/31.57  																																															| (1381) all_0_43_43 = e1 | all_0_44_44 = e1
% 66.77/31.57  																																															|
% 66.77/31.57  																																																+-Applying beta-rule and splitting (1381), into two cases.
% 66.77/31.57  																																																|-Branch one:
% 66.77/31.57  																																																| (430) all_0_43_43 = e1
% 66.77/31.57  																																																|
% 66.77/31.57  																																																	| Equations (430) can reduce 433 to:
% 66.77/31.57  																																																	| (266) $false
% 66.77/31.57  																																																	|
% 66.77/31.57  																																																	|-The branch is then unsatisfiable
% 66.77/31.57  																																																|-Branch two:
% 66.77/31.57  																																																| (433)  ~ (all_0_43_43 = e1)
% 66.77/31.57  																																																| (635) all_0_44_44 = e1
% 66.77/31.57  																																																|
% 66.77/31.57  																																																	| Combining equations (635,446) yields a new equation:
% 66.77/31.57  																																																	| (630) e4 = e1
% 66.77/31.57  																																																	|
% 66.77/31.57  																																																	| Equations (630) can reduce 110 to:
% 66.77/31.57  																																																	| (266) $false
% 66.77/31.57  																																																	|
% 66.77/31.57  																																																	|-The branch is then unsatisfiable
% 66.77/31.57  																																												|-Branch two:
% 66.77/31.57  																																												| (1064)  ~ (all_0_49_49 = e1)
% 66.77/31.57  																																												| (2141) all_0_53_53 = e1 | all_0_58_58 = e1
% 66.77/31.57  																																												|
% 66.77/31.57  																																													+-Applying beta-rule and splitting (2141), into two cases.
% 66.77/31.57  																																													|-Branch one:
% 66.77/31.57  																																													| (1208) all_0_53_53 = e1
% 66.77/31.57  																																													|
% 66.77/31.57  																																														| Combining equations (665,1208) yields a new equation:
% 66.77/31.57  																																														| (454) e3 = e1
% 66.77/31.57  																																														|
% 66.77/31.57  																																														| Simplifying 454 yields:
% 66.77/31.57  																																														| (455) e3 = e1
% 66.77/31.57  																																														|
% 66.77/31.57  																																														| Equations (455) can reduce 213 to:
% 66.77/31.57  																																														| (266) $false
% 66.77/31.57  																																														|
% 66.77/31.57  																																														|-The branch is then unsatisfiable
% 66.77/31.57  																																													|-Branch two:
% 66.77/31.57  																																													| (1459)  ~ (all_0_53_53 = e1)
% 66.77/31.57  																																													| (918) all_0_58_58 = e1
% 66.77/31.57  																																													|
% 66.77/31.57  																																														| Combining equations (918,624) yields a new equation:
% 66.77/31.57  																																														| (617) e2 = e1
% 66.77/31.57  																																														|
% 66.77/31.57  																																														| Equations (617) can reduce 122 to:
% 66.77/31.57  																																														| (266) $false
% 66.77/31.57  																																														|
% 66.77/31.57  																																														|-The branch is then unsatisfiable
% 66.77/31.57  																																	|-Branch two:
% 66.77/31.57  																																	| (475)  ~ (all_0_51_51 = e4)
% 66.77/31.57  																																	| (1294) all_0_52_52 = e4 | all_0_53_53 = e4
% 66.77/31.57  																																	|
% 66.77/31.57  																																		+-Applying beta-rule and splitting (1294), into two cases.
% 66.77/31.57  																																		|-Branch one:
% 66.77/31.57  																																		| (565) all_0_52_52 = e4
% 66.77/31.57  																																		|
% 66.77/31.57  																																			| Combining equations (352,565) yields a new equation:
% 66.77/31.57  																																			| (323) e4 = e2
% 66.77/31.57  																																			|
% 66.77/31.57  																																			| Equations (323) can reduce 48 to:
% 66.77/31.57  																																			| (266) $false
% 66.77/31.57  																																			|
% 66.77/31.57  																																			|-The branch is then unsatisfiable
% 66.77/31.57  																																		|-Branch two:
% 66.77/31.57  																																		| (780)  ~ (all_0_52_52 = e4)
% 66.77/31.57  																																		| (1298) all_0_53_53 = e4
% 66.77/31.57  																																		|
% 66.77/31.57  																																			| Combining equations (1298,665) yields a new equation:
% 66.77/31.57  																																			| (424) e4 = e3
% 66.77/31.57  																																			|
% 66.77/31.57  																																			| Simplifying 424 yields:
% 66.77/31.57  																																			| (425) e4 = e3
% 66.77/31.57  																																			|
% 66.77/31.57  																																			| Equations (425) can reduce 188 to:
% 66.77/31.57  																																			| (266) $false
% 66.77/31.57  																																			|
% 66.77/31.57  																																			|-The branch is then unsatisfiable
% 66.77/31.57  																																|-Branch two:
% 66.77/31.57  																																| (803)  ~ (all_0_55_55 = e0)
% 66.77/31.57  																																| (863) all_0_56_56 = e0 | all_0_57_57 = e0 | all_0_58_58 = e0
% 66.77/31.57  																																|
% 66.77/31.57  																																	+-Applying beta-rule and splitting (895), into two cases.
% 66.77/31.57  																																	|-Branch one:
% 66.77/31.57  																																	| (538) all_0_46_46 = e0
% 66.77/31.57  																																	|
% 66.77/31.57  																																		| Combining equations (538,1794) yields a new equation:
% 66.77/31.57  																																		| (330) e2 = e0
% 66.77/31.57  																																		|
% 66.77/31.57  																																		| Equations (330) can reduce 128 to:
% 66.77/31.57  																																		| (266) $false
% 66.77/31.57  																																		|
% 66.77/31.57  																																		|-The branch is then unsatisfiable
% 66.77/31.57  																																	|-Branch two:
% 66.77/31.57  																																	| (831)  ~ (all_0_46_46 = e0)
% 66.77/31.57  																																	| (858) all_0_55_55 = e0
% 66.77/31.57  																																	|
% 66.77/31.57  																																		| Equations (858) can reduce 803 to:
% 66.77/31.57  																																		| (266) $false
% 66.77/31.57  																																		|
% 66.77/31.57  																																		|-The branch is then unsatisfiable
% 66.77/31.57  																															|-Branch two:
% 66.77/31.57  																															| (1670)  ~ (all_0_57_57 = e1)
% 66.77/31.57  																															| (918) all_0_58_58 = e1
% 66.77/31.57  																															|
% 66.77/31.57  																																| Combining equations (624,918) yields a new equation:
% 66.77/31.57  																																| (616) e2 = e1
% 66.77/31.57  																																|
% 66.77/31.57  																																| Simplifying 616 yields:
% 66.77/31.57  																																| (617) e2 = e1
% 66.77/31.57  																																|
% 66.77/31.57  																																| Equations (617) can reduce 122 to:
% 66.77/31.57  																																| (266) $false
% 66.77/31.57  																																|
% 66.77/31.57  																																|-The branch is then unsatisfiable
% 66.77/31.57  																										|-Branch two:
% 66.77/31.57  																										| (759)  ~ (all_0_50_50 = e1)
% 66.77/31.57  																										| (415) all_0_50_50 = e3
% 66.77/31.57  																										|
% 66.77/31.57  																											| Equations (415) can reduce 411 to:
% 66.77/31.57  																											| (266) $false
% 66.77/31.57  																											|
% 66.77/31.57  																											|-The branch is then unsatisfiable
% 66.77/31.57  																				|-Branch two:
% 66.77/31.57  																				| (903)  ~ (all_0_53_53 = e3)
% 66.77/31.57  																				| (795) all_0_58_58 = e3
% 66.77/31.57  																				|
% 66.77/31.57  																					| Combining equations (795,624) yields a new equation:
% 66.77/31.57  																					| (661) e3 = e2
% 66.77/31.57  																					|
% 66.77/31.57  																					| Simplifying 661 yields:
% 66.77/31.57  																					| (662) e3 = e2
% 66.77/31.57  																					|
% 66.77/31.57  																					| Equations (662) can reduce 212 to:
% 66.77/31.57  																					| (266) $false
% 66.77/31.57  																					|
% 66.77/31.57  																					|-The branch is then unsatisfiable
% 66.77/31.57  																|-Branch two:
% 66.77/31.57  																| (1898)  ~ (all_0_41_41 = e3)
% 66.77/31.57  																| (1899) all_0_42_42 = e3 | all_0_44_44 = e3
% 66.77/31.57  																|
% 66.77/31.57  																	+-Applying beta-rule and splitting (27), into two cases.
% 66.77/31.57  																	|-Branch one:
% 66.77/31.57  																	| (437) all_0_41_41 = e4
% 66.77/31.57  																	|
% 66.77/31.57  																		| Equations (437) can reduce 440 to:
% 66.77/31.57  																		| (266) $false
% 66.77/31.57  																		|
% 66.77/31.57  																		|-The branch is then unsatisfiable
% 66.77/31.57  																	|-Branch two:
% 66.77/31.57  																	| (440)  ~ (all_0_41_41 = e4)
% 66.77/31.57  																	| (4049) all_0_41_41 = e3 | all_0_41_41 = e1 | all_0_41_41 = e0
% 66.77/31.57  																	|
% 66.77/31.57  																		+-Applying beta-rule and splitting (4), into two cases.
% 66.77/31.57  																		|-Branch one:
% 66.77/31.57  																		| (356) all_0_43_43 = e0
% 66.77/31.57  																		|
% 66.77/31.57  																			| Equations (356) can reduce 31 to:
% 66.77/31.57  																			| (357)  ~ (all_0_41_41 = e0)
% 66.77/31.57  																			|
% 66.77/31.57  																			| Equations (356) can reduce 159 to:
% 66.77/31.57  																			| (359)  ~ (all_0_44_44 = e0)
% 66.77/31.57  																			|
% 66.77/31.57  																			| Simplifying 359 yields:
% 66.77/31.57  																			| (360)  ~ (all_0_44_44 = e0)
% 66.77/31.57  																			|
% 66.77/31.57  																			| Equations (356) can reduce 17 to:
% 66.77/31.57  																			| (10200)  ~ (all_0_48_48 = e0)
% 66.77/31.57  																			|
% 66.77/31.57  																			| Simplifying 10200 yields:
% 66.77/31.57  																			| (1283)  ~ (all_0_48_48 = e0)
% 66.77/31.57  																			|
% 66.77/31.57  																			| Equations (356) can reduce 96 to:
% 66.77/31.57  																			| (365)  ~ (e2 = e0)
% 66.77/31.57  																			|
% 66.77/31.57  																			| Simplifying 365 yields:
% 66.77/31.57  																			| (128)  ~ (e2 = e0)
% 66.77/31.57  																			|
% 66.77/31.57  																			+-Applying beta-rule and splitting (12), into two cases.
% 66.77/31.57  																			|-Branch one:
% 66.77/31.57  																			| (442) all_0_57_57 = e2
% 66.77/31.57  																			|
% 66.77/31.57  																				| Equations (442) can reduce 344 to:
% 66.77/31.57  																				| (266) $false
% 66.77/31.57  																				|
% 66.77/31.57  																				|-The branch is then unsatisfiable
% 66.77/31.57  																			|-Branch two:
% 66.77/31.57  																			| (344)  ~ (all_0_57_57 = e2)
% 66.77/31.57  																			| (445) all_0_57_57 = e4 | all_0_57_57 = e1 | all_0_57_57 = e0
% 66.77/31.57  																			|
% 66.77/31.57  																				+-Applying beta-rule and splitting (184), into two cases.
% 66.77/31.57  																				|-Branch one:
% 66.77/31.57  																				| (538) all_0_46_46 = e0
% 66.77/31.57  																				|
% 66.77/31.57  																					| Combining equations (1794,538) yields a new equation:
% 66.77/31.57  																					| (391) e2 = e0
% 66.77/31.57  																					|
% 66.77/31.57  																					| Simplifying 391 yields:
% 66.77/31.57  																					| (330) e2 = e0
% 66.77/31.57  																					|
% 66.77/31.57  																					| Equations (330) can reduce 128 to:
% 66.77/31.57  																					| (266) $false
% 66.77/31.57  																					|
% 66.77/31.57  																					|-The branch is then unsatisfiable
% 66.77/31.57  																				|-Branch two:
% 66.77/31.57  																				| (831)  ~ (all_0_46_46 = e0)
% 66.77/31.57  																				| (832) all_0_47_47 = e0 | all_0_48_48 = e0 | all_0_49_49 = e0
% 66.77/31.57  																				|
% 66.77/31.57  																					+-Applying beta-rule and splitting (243), into two cases.
% 66.77/31.57  																					|-Branch one:
% 66.77/31.57  																					| (329) all_0_38_38 = e0
% 66.77/31.57  																					|
% 66.77/31.57  																						| Combining equations (329,321) yields a new equation:
% 66.77/31.57  																						| (397) e4 = e0
% 66.77/31.57  																						|
% 66.77/31.57  																						| Equations (397) can reduce 49 to:
% 66.77/31.57  																						| (266) $false
% 66.77/31.57  																						|
% 66.77/31.57  																						|-The branch is then unsatisfiable
% 66.77/31.57  																					|-Branch two:
% 66.77/31.57  																					| (332)  ~ (all_0_38_38 = e0)
% 66.77/31.57  																					| (395) all_0_41_41 = e0 | all_0_46_46 = e0 | all_0_55_55 = e0
% 66.77/31.57  																					|
% 66.77/31.57  																						+-Applying beta-rule and splitting (445), into two cases.
% 66.77/31.57  																						|-Branch one:
% 66.77/31.57  																						| (871) all_0_57_57 = e4
% 66.77/31.57  																						|
% 66.77/31.57  																							| Equations (871) can reduce 839 to:
% 66.77/31.57  																							| (266) $false
% 66.77/31.57  																							|
% 66.77/31.57  																							|-The branch is then unsatisfiable
% 66.77/31.57  																						|-Branch two:
% 66.77/31.57  																						| (839)  ~ (all_0_57_57 = e4)
% 66.77/31.57  																						| (874) all_0_57_57 = e1 | all_0_57_57 = e0
% 66.77/31.57  																						|
% 66.77/31.57  																							+-Applying beta-rule and splitting (832), into two cases.
% 66.77/31.57  																							|-Branch one:
% 66.77/31.57  																							| (674) all_0_47_47 = e0
% 66.77/31.57  																							|
% 66.77/31.57  																								| Equations (674) can reduce 198 to:
% 66.77/31.57  																								| (358)  ~ (all_0_42_42 = e0)
% 66.77/31.57  																								|
% 66.77/31.57  																								| Equations (674) can reduce 114 to:
% 66.77/31.57  																								| (10200)  ~ (all_0_48_48 = e0)
% 66.77/31.57  																								|
% 66.77/31.57  																								| Simplifying 10200 yields:
% 66.77/31.57  																								| (1283)  ~ (all_0_48_48 = e0)
% 66.77/31.57  																								|
% 66.77/31.57  																								| Equations (674) can reduce 86 to:
% 66.77/31.57  																								| (486)  ~ (all_0_49_49 = e0)
% 66.77/31.57  																								|
% 66.77/31.57  																								| Simplifying 486 yields:
% 66.77/31.57  																								| (487)  ~ (all_0_49_49 = e0)
% 66.77/31.57  																								|
% 66.77/31.57  																								| Equations (674) can reduce 224 to:
% 66.77/31.57  																								| (1404)  ~ (all_0_51_51 = e0)
% 66.77/31.57  																								|
% 66.77/31.57  																								| Simplifying 1404 yields:
% 66.77/31.57  																								| (115)  ~ (all_0_51_51 = e0)
% 66.77/31.57  																								|
% 66.77/31.57  																								| Equations (674) can reduce 1091 to:
% 66.77/31.57  																								| (541)  ~ (e3 = e0)
% 66.77/31.57  																								|
% 66.77/31.57  																								| Simplifying 541 yields:
% 66.77/31.57  																								| (80)  ~ (e3 = e0)
% 66.77/31.57  																								|
% 66.77/31.57  																								| Equations (674) can reduce 338 to:
% 66.77/31.57  																								| (365)  ~ (e2 = e0)
% 66.77/31.57  																								|
% 66.77/31.57  																								| Simplifying 365 yields:
% 66.77/31.57  																								| (128)  ~ (e2 = e0)
% 66.77/31.57  																								|
% 66.77/31.57  																								+-Applying beta-rule and splitting (125), into two cases.
% 66.77/31.57  																								|-Branch one:
% 66.77/31.57  																								| (858) all_0_55_55 = e0
% 66.77/31.57  																								|
% 66.77/31.57  																									| Equations (858) can reduce 191 to:
% 66.77/31.57  																									| (357)  ~ (all_0_41_41 = e0)
% 66.77/31.57  																									|
% 66.77/31.57  																									| Equations (858) can reduce 81 to:
% 66.77/31.57  																									| (363)  ~ (all_0_57_57 = e0)
% 66.77/31.57  																									|
% 66.77/31.57  																									| Simplifying 363 yields:
% 66.77/31.57  																									| (364)  ~ (all_0_57_57 = e0)
% 66.77/31.57  																									|
% 66.77/31.57  																									| Equations (858) can reduce 763 to:
% 66.77/31.57  																									| (401)  ~ (e4 = e0)
% 66.77/31.57  																									|
% 66.77/31.57  																									| Simplifying 401 yields:
% 66.77/31.57  																									| (49)  ~ (e4 = e0)
% 66.77/31.57  																									|
% 66.77/31.57  																									| From (858) and (74) follows:
% 66.77/31.57  																									| (752) op(e0, e3) = e0
% 66.77/31.57  																									|
% 66.77/31.57  																									+-Applying beta-rule and splitting (874), into two cases.
% 66.77/31.57  																									|-Branch one:
% 66.77/31.57  																									| (875) all_0_57_57 = e0
% 66.77/31.57  																									|
% 66.77/31.57  																										| Equations (875) can reduce 364 to:
% 66.77/31.57  																										| (266) $false
% 66.77/31.57  																										|
% 66.77/31.57  																										|-The branch is then unsatisfiable
% 66.77/31.57  																									|-Branch two:
% 66.77/31.57  																									| (364)  ~ (all_0_57_57 = e0)
% 66.77/31.57  																									| (647) all_0_57_57 = e1
% 66.77/31.57  																									|
% 66.77/31.57  																										| Equations (647) can reduce 239 to:
% 66.77/31.57  																										| (619)  ~ (all_0_48_48 = e1)
% 66.77/31.57  																										|
% 66.77/31.57  																										| Equations (647) can reduce 344 to:
% 66.77/31.57  																										| (604)  ~ (e2 = e1)
% 66.77/31.57  																										|
% 66.77/31.57  																										| Simplifying 604 yields:
% 66.77/31.57  																										| (122)  ~ (e2 = e1)
% 66.77/31.57  																										|
% 66.77/31.57  																										| Equations (647) can reduce 364 to:
% 66.77/31.57  																										| (233)  ~ (e1 = e0)
% 66.77/31.57  																										|
% 66.77/31.57  																										+-Applying beta-rule and splitting (22), into two cases.
% 66.77/31.57  																										|-Branch one:
% 66.77/31.57  																										| (268) all_0_54_54 = e3
% 66.77/31.57  																										|
% 66.77/31.57  																											| Combining equations (265,268) yields a new equation:
% 66.77/31.57  																											| (424) e4 = e3
% 66.77/31.57  																											|
% 66.77/31.57  																											| Simplifying 424 yields:
% 66.77/31.57  																											| (425) e4 = e3
% 66.77/31.57  																											|
% 66.77/31.57  																											| Equations (425) can reduce 188 to:
% 66.77/31.57  																											| (266) $false
% 66.77/31.57  																											|
% 66.77/31.57  																											|-The branch is then unsatisfiable
% 66.77/31.57  																										|-Branch two:
% 66.77/31.57  																										| (60427)  ~ (all_0_54_54 = e3)
% 66.77/31.58  																										| (62553) all_0_55_55 = e3 | all_0_56_56 = e3 | all_0_58_58 = e3
% 66.77/31.58  																										|
% 66.77/31.58  																											+-Applying beta-rule and splitting (228), into two cases.
% 66.77/31.58  																											|-Branch one:
% 66.77/31.58  																											| (335) all_0_48_48 = e2
% 66.77/31.58  																											|
% 66.77/31.58  																												| Equations (335) can reduce 810 to:
% 66.77/31.58  																												| (266) $false
% 66.77/31.58  																												|
% 66.77/31.58  																												|-The branch is then unsatisfiable
% 66.77/31.58  																											|-Branch two:
% 66.77/31.58  																											| (810)  ~ (all_0_48_48 = e2)
% 66.77/31.58  																											| (10218) all_0_48_48 = e4 | all_0_48_48 = e1 | all_0_48_48 = e0
% 66.77/31.58  																											|
% 66.77/31.58  																												+-Applying beta-rule and splitting (144), into two cases.
% 66.77/31.58  																												|-Branch one:
% 66.77/31.58  																												| (403) all_0_41_41 = e3
% 66.77/31.58  																												|
% 66.77/31.58  																													| Equations (403) can reduce 1898 to:
% 66.77/31.58  																													| (266) $false
% 66.77/31.58  																													|
% 66.77/31.58  																													|-The branch is then unsatisfiable
% 66.77/31.58  																												|-Branch two:
% 66.77/31.58  																												| (1898)  ~ (all_0_41_41 = e3)
% 66.77/31.58  																												| (1923) all_0_46_46 = e3 | all_0_50_50 = e3 | all_0_55_55 = e3
% 66.77/31.58  																												|
% 66.77/31.58  																													+-Applying beta-rule and splitting (135), into two cases.
% 66.77/31.58  																													|-Branch one:
% 66.77/31.58  																													| (545) all_0_46_46 = e1
% 66.77/31.58  																													|
% 66.77/31.58  																														| Combining equations (1794,545) yields a new equation:
% 66.77/31.58  																														| (616) e2 = e1
% 66.77/31.58  																														|
% 66.77/31.58  																														| Simplifying 616 yields:
% 66.77/31.58  																														| (617) e2 = e1
% 66.77/31.58  																														|
% 66.77/31.58  																														| Equations (617) can reduce 122 to:
% 66.77/31.58  																														| (266) $false
% 66.77/31.58  																														|
% 66.77/31.58  																														|-The branch is then unsatisfiable
% 66.77/31.58  																													|-Branch two:
% 66.77/31.58  																													| (549)  ~ (all_0_46_46 = e1)
% 66.77/31.58  																													| (550) all_0_47_47 = e1 | all_0_48_48 = e1 | all_0_49_49 = e1
% 66.77/31.58  																													|
% 66.77/31.58  																														+-Applying beta-rule and splitting (550), into two cases.
% 66.77/31.58  																														|-Branch one:
% 66.77/31.58  																														| (654) all_0_47_47 = e1
% 66.77/31.58  																														|
% 66.77/31.58  																															| Combining equations (674,654) yields a new equation:
% 66.77/31.58  																															| (431) e1 = e0
% 66.77/31.58  																															|
% 66.77/31.58  																															| Equations (431) can reduce 233 to:
% 66.77/31.58  																															| (266) $false
% 66.77/31.58  																															|
% 66.77/31.58  																															|-The branch is then unsatisfiable
% 66.77/31.58  																														|-Branch two:
% 66.77/31.58  																														| (462)  ~ (all_0_47_47 = e1)
% 66.77/31.58  																														| (659) all_0_48_48 = e1 | all_0_49_49 = e1
% 66.77/31.58  																														|
% 66.77/31.58  																															+-Applying beta-rule and splitting (230), into two cases.
% 66.77/31.58  																															|-Branch one:
% 66.77/31.58  																															| (396) all_0_43_43 = e4
% 66.77/31.58  																															|
% 66.77/31.58  																																| Combining equations (396,356) yields a new equation:
% 66.77/31.58  																																| (481) e4 = e0
% 66.77/31.58  																																|
% 66.77/31.58  																																| Simplifying 481 yields:
% 66.77/31.58  																																| (397) e4 = e0
% 66.77/31.58  																																|
% 66.77/31.58  																																| Equations (397) can reduce 49 to:
% 66.77/31.58  																																| (266) $false
% 66.77/31.58  																																|
% 66.77/31.58  																																|-The branch is then unsatisfiable
% 66.77/31.58  																															|-Branch two:
% 66.77/31.58  																															| (399)  ~ (all_0_43_43 = e4)
% 66.77/31.58  																															| (400) all_0_48_48 = e4 | all_0_52_52 = e4 | all_0_57_57 = e4
% 66.77/31.58  																															|
% 66.77/31.58  																																+-Applying beta-rule and splitting (62553), into two cases.
% 66.77/31.58  																																|-Branch one:
% 66.77/31.58  																																| (2336) all_0_55_55 = e3
% 66.77/31.58  																																|
% 66.77/31.58  																																	| Combining equations (2336,858) yields a new equation:
% 66.77/31.58  																																	| (675) e3 = e0
% 66.77/31.58  																																	|
% 66.77/31.58  																																	| Simplifying 675 yields:
% 66.77/31.58  																																	| (676) e3 = e0
% 66.77/31.58  																																	|
% 66.77/31.58  																																	| Equations (676) can reduce 80 to:
% 66.77/31.58  																																	| (266) $false
% 66.77/31.58  																																	|
% 66.77/31.58  																																	|-The branch is then unsatisfiable
% 66.77/31.58  																																|-Branch two:
% 66.77/31.58  																																| (270)  ~ (all_0_55_55 = e3)
% 66.77/31.58  																																| (62557) all_0_56_56 = e3 | all_0_58_58 = e3
% 66.77/31.58  																																|
% 66.77/31.58  																																	+-Applying beta-rule and splitting (62557), into two cases.
% 66.77/31.58  																																	|-Branch one:
% 66.77/31.58  																																	| (1097) all_0_56_56 = e3
% 66.77/31.58  																																	|
% 66.77/31.58  																																		| Equations (1097) can reduce 236 to:
% 66.77/31.58  																																		| (405)  ~ (all_0_42_42 = e3)
% 66.77/31.58  																																		|
% 66.77/31.58  																																		| Equations (1097) can reduce 511 to:
% 66.77/31.58  																																		| (212)  ~ (e3 = e2)
% 66.77/31.58  																																		|
% 66.77/31.58  																																		| From (1097) and (111) follows:
% 66.77/31.58  																																		| (65099) op(e0, e2) = e3
% 66.77/31.58  																																		|
% 66.77/31.58  																																		+-Applying beta-rule and splitting (1923), into two cases.
% 66.77/31.58  																																		|-Branch one:
% 66.77/31.58  																																		| (1557) all_0_46_46 = e3
% 66.77/31.58  																																		|
% 66.77/31.58  																																			| Combining equations (1557,1794) yields a new equation:
% 66.77/31.58  																																			| (661) e3 = e2
% 66.77/31.58  																																			|
% 66.77/31.58  																																			| Simplifying 661 yields:
% 66.77/31.58  																																			| (662) e3 = e2
% 66.77/31.58  																																			|
% 66.77/31.58  																																			| Equations (662) can reduce 212 to:
% 66.77/31.58  																																			| (266) $false
% 66.77/31.58  																																			|
% 66.77/31.58  																																			|-The branch is then unsatisfiable
% 66.77/31.58  																																		|-Branch two:
% 66.77/31.58  																																		| (409)  ~ (all_0_46_46 = e3)
% 66.77/31.58  																																		| (4042) all_0_50_50 = e3 | all_0_55_55 = e3
% 66.77/31.58  																																		|
% 66.77/31.58  																																			+-Applying beta-rule and splitting (659), into two cases.
% 66.77/31.58  																																			|-Branch one:
% 66.77/31.58  																																			| (615) all_0_48_48 = e1
% 66.77/31.58  																																			|
% 66.77/31.58  																																				| Equations (615) can reduce 619 to:
% 66.77/31.58  																																				| (266) $false
% 66.77/31.58  																																				|
% 66.77/31.58  																																				|-The branch is then unsatisfiable
% 66.77/31.58  																																			|-Branch two:
% 66.77/31.58  																																			| (619)  ~ (all_0_48_48 = e1)
% 66.77/31.58  																																			| (671) all_0_49_49 = e1
% 66.77/31.58  																																			|
% 66.77/31.58  																																				| Equations (671) can reduce 9 to:
% 66.77/31.58  																																				| (639)  ~ (all_0_44_44 = e1)
% 66.77/31.58  																																				|
% 66.77/31.58  																																				| Equations (671) can reduce 185 to:
% 66.77/31.58  																																				| (619)  ~ (all_0_48_48 = e1)
% 66.77/31.58  																																				|
% 66.77/31.58  																																				| Equations (671) can reduce 340 to:
% 66.77/31.58  																																				| (604)  ~ (e2 = e1)
% 66.77/31.58  																																				|
% 66.77/31.58  																																				| Simplifying 604 yields:
% 66.77/31.58  																																				| (122)  ~ (e2 = e1)
% 66.77/31.58  																																				|
% 66.77/31.58  																																				| Equations (671) can reduce 487 to:
% 66.77/31.58  																																				| (233)  ~ (e1 = e0)
% 66.77/31.58  																																				|
% 66.77/31.58  																																				| From (671) and (55) follows:
% 66.77/31.58  																																				| (673) op(e2, e0) = e1
% 66.77/31.58  																																				|
% 66.77/31.58  																																				+-Applying beta-rule and splitting (1899), into two cases.
% 66.77/31.58  																																				|-Branch one:
% 66.77/31.58  																																				| (516) all_0_42_42 = e3
% 66.77/31.58  																																				|
% 66.77/31.58  																																					| Equations (516) can reduce 405 to:
% 66.77/31.58  																																					| (266) $false
% 66.77/31.58  																																					|
% 66.77/31.58  																																					|-The branch is then unsatisfiable
% 66.77/31.58  																																				|-Branch two:
% 66.77/31.58  																																				| (405)  ~ (all_0_42_42 = e3)
% 66.77/31.58  																																				| (532) all_0_44_44 = e3
% 66.77/31.58  																																				|
% 66.77/31.58  																																					| Equations (532) can reduce 73 to:
% 66.77/31.58  																																					| (405)  ~ (all_0_42_42 = e3)
% 66.77/31.58  																																					|
% 66.77/31.58  																																					| Equations (532) can reduce 639 to:
% 66.77/31.58  																																					| (213)  ~ (e3 = e1)
% 66.77/31.58  																																					|
% 66.77/31.58  																																					| Equations (532) can reduce 360 to:
% 66.77/31.58  																																					| (80)  ~ (e3 = e0)
% 66.77/31.58  																																					|
% 66.77/31.58  																																					| From (532) and (138) follows:
% 66.77/31.58  																																					| (1639) op(e3, e0) = e3
% 66.77/31.58  																																					|
% 66.77/31.58  																																					+-Applying beta-rule and splitting (168), into two cases.
% 66.77/31.58  																																					|-Branch one:
% 66.77/31.58  																																					| (415) all_0_50_50 = e3
% 66.77/31.58  																																					|
% 66.77/31.58  																																						| Equations (415) can reduce 221 to:
% 66.77/31.58  																																						| (1898)  ~ (all_0_41_41 = e3)
% 66.77/31.58  																																						|
% 66.77/31.58  																																						| Equations (415) can reduce 59 to:
% 66.77/31.58  																																						| (1925)  ~ (all_0_51_51 = e3)
% 66.77/31.58  																																						|
% 66.77/31.58  																																						| Simplifying 1925 yields:
% 66.77/31.58  																																						| (664)  ~ (all_0_51_51 = e3)
% 66.77/31.58  																																						|
% 66.77/31.58  																																						| From (415) and (242) follows:
% 66.77/31.58  																																						| (1934) op(e1, e3) = e3
% 66.77/31.58  																																						|
% 66.77/31.58  																																						+-Applying beta-rule and splitting (64), into two cases.
% 66.77/31.58  																																						|-Branch one:
% 66.77/31.58  																																						| (437) all_0_41_41 = e4
% 66.77/31.58  																																						|
% 66.77/31.58  																																							| Equations (437) can reduce 440 to:
% 66.77/31.58  																																							| (266) $false
% 66.77/31.58  																																							|
% 66.77/31.58  																																							|-The branch is then unsatisfiable
% 66.77/31.58  																																						|-Branch two:
% 66.77/31.58  																																						| (440)  ~ (all_0_41_41 = e4)
% 66.77/31.58  																																						| (441) all_0_42_42 = e4 | all_0_43_43 = e4 | all_0_44_44 = e4
% 66.77/31.58  																																						|
% 66.77/31.58  																																							+-Applying beta-rule and splitting (4049), into two cases.
% 66.77/31.58  																																							|-Branch one:
% 66.77/31.58  																																							| (794) all_0_41_41 = e0
% 66.77/31.58  																																							|
% 66.77/31.58  																																								| Equations (794) can reduce 357 to:
% 66.77/31.58  																																								| (266) $false
% 66.77/31.58  																																								|
% 66.77/31.58  																																								|-The branch is then unsatisfiable
% 66.77/31.58  																																							|-Branch two:
% 66.77/31.58  																																							| (357)  ~ (all_0_41_41 = e0)
% 66.77/31.58  																																							| (4053) all_0_41_41 = e3 | all_0_41_41 = e1
% 66.77/31.58  																																							|
% 66.77/31.58  																																								+-Applying beta-rule and splitting (196), into two cases.
% 66.77/31.58  																																								|-Branch one:
% 66.77/31.58  																																								| (607) all_0_53_53 = e2
% 66.77/31.58  																																								|
% 66.77/31.58  																																									| Equations (607) can reduce 509 to:
% 66.77/31.58  																																									| (266) $false
% 66.77/31.58  																																									|
% 66.77/31.58  																																									|-The branch is then unsatisfiable
% 66.77/31.58  																																								|-Branch two:
% 66.77/31.58  																																								| (509)  ~ (all_0_53_53 = e2)
% 66.77/31.58  																																								| (610) all_0_53_53 = e4 | all_0_53_53 = e3 | all_0_53_53 = e1
% 66.77/31.58  																																								|
% 66.77/31.58  																																									+-Applying beta-rule and splitting (18), into two cases.
% 66.77/31.58  																																									|-Branch one:
% 66.77/31.58  																																									| (453) all_0_41_41 = e1
% 66.77/31.58  																																									|
% 66.77/31.58  																																										| Equations (453) can reduce 214 to:
% 66.77/31.58  																																										| (4055)  ~ (all_0_42_42 = e1)
% 66.77/31.58  																																										|
% 66.77/31.58  																																										| Simplifying 4055 yields:
% 66.77/31.58  																																										| (1380)  ~ (all_0_42_42 = e1)
% 66.77/31.58  																																										|
% 66.77/31.59  																																										| Equations (453) can reduce 1898 to:
% 66.77/31.59  																																										| (467)  ~ (e3 = e1)
% 66.77/31.59  																																										|
% 66.77/31.59  																																										| Simplifying 467 yields:
% 66.77/31.59  																																										| (213)  ~ (e3 = e1)
% 66.77/31.59  																																										|
% 66.77/31.59  																																										| Equations (453) can reduce 357 to:
% 66.77/31.59  																																										| (233)  ~ (e1 = e0)
% 66.77/31.59  																																										|
% 66.77/31.59  																																										+-Applying beta-rule and splitting (152), into two cases.
% 66.77/31.59  																																										|-Branch one:
% 66.77/31.59  																																										| (1392) all_0_42_42 = e4
% 66.77/31.59  																																										|
% 66.77/31.59  																																											| Equations (1392) can reduce 61 to:
% 66.77/31.59  																																											| (474)  ~ (all_0_51_51 = e4)
% 66.77/31.59  																																											|
% 66.77/31.59  																																											| Simplifying 474 yields:
% 66.77/31.59  																																											| (475)  ~ (all_0_51_51 = e4)
% 66.77/31.59  																																											|
% 66.77/31.59  																																											| Equations (1392) can reduce 405 to:
% 66.77/31.59  																																											| (188)  ~ (e4 = e3)
% 66.77/31.59  																																											|
% 66.77/31.59  																																											| Equations (1392) can reduce 1380 to:
% 66.77/31.59  																																											| (110)  ~ (e4 = e1)
% 66.77/31.59  																																											|
% 66.77/31.59  																																											| Equations (1392) can reduce 358 to:
% 66.77/31.59  																																											| (49)  ~ (e4 = e0)
% 66.77/31.59  																																											|
% 66.77/31.59  																																											+-Applying beta-rule and splitting (7), into two cases.
% 66.77/31.59  																																											|-Branch one:
% 66.77/31.59  																																											| (504) all_0_51_51 = e2
% 66.77/31.59  																																											|
% 66.77/31.59  																																												| Equations (504) can reduce 1099 to:
% 66.77/31.59  																																												| (266) $false
% 66.77/31.59  																																												|
% 66.77/31.59  																																												|-The branch is then unsatisfiable
% 66.77/31.59  																																											|-Branch two:
% 66.77/31.59  																																											| (1099)  ~ (all_0_51_51 = e2)
% 66.77/31.59  																																											| (1100) all_0_51_51 = e4 | all_0_51_51 = e3 | all_0_51_51 = e1
% 66.77/31.59  																																											|
% 66.77/31.59  																																												+-Applying beta-rule and splitting (131), into two cases.
% 66.77/31.59  																																												|-Branch one:
% 66.77/31.59  																																												| (459) all_0_42_42 = e1
% 66.77/31.59  																																												|
% 66.77/31.59  																																													| Combining equations (1392,459) yields a new equation:
% 66.77/31.59  																																													| (636) e4 = e1
% 66.77/31.59  																																													|
% 66.77/31.59  																																													| Simplifying 636 yields:
% 66.77/31.59  																																													| (630) e4 = e1
% 66.77/31.59  																																													|
% 66.77/31.59  																																													| Equations (630) can reduce 110 to:
% 66.77/31.59  																																													| (266) $false
% 66.77/31.59  																																													|
% 66.77/31.59  																																													|-The branch is then unsatisfiable
% 66.77/31.59  																																												|-Branch two:
% 66.77/31.59  																																												| (1380)  ~ (all_0_42_42 = e1)
% 66.77/31.59  																																												| (3259) all_0_47_47 = e1 | all_0_51_51 = e1 | all_0_56_56 = e1
% 66.77/31.59  																																												|
% 66.77/31.59  																																													+-Applying beta-rule and splitting (231), into two cases.
% 66.77/31.59  																																													|-Branch one:
% 66.77/31.59  																																													| (775) all_0_50_50 = e4
% 66.77/31.59  																																													|
% 66.77/31.59  																																														| Combining equations (415,775) yields a new equation:
% 66.77/31.59  																																														| (425) e4 = e3
% 66.77/31.59  																																														|
% 66.77/31.59  																																														| Equations (425) can reduce 188 to:
% 66.77/31.59  																																														| (266) $false
% 66.77/31.59  																																														|
% 66.77/31.59  																																														|-The branch is then unsatisfiable
% 66.77/31.59  																																													|-Branch two:
% 66.77/31.59  																																													| (566)  ~ (all_0_50_50 = e4)
% 66.77/31.59  																																													| (1071) all_0_51_51 = e4 | all_0_52_52 = e4 | all_0_53_53 = e4
% 66.77/31.59  																																													|
% 66.77/31.59  																																														+-Applying beta-rule and splitting (160), into two cases.
% 66.77/31.59  																																														|-Branch one:
% 66.77/31.59  																																														| (601) all_0_50_50 = e1
% 66.77/31.59  																																														|
% 66.77/31.59  																																															| Combining equations (415,601) yields a new equation:
% 66.77/31.59  																																															| (454) e3 = e1
% 66.77/31.59  																																															|
% 66.77/31.59  																																															| Simplifying 454 yields:
% 66.77/31.59  																																															| (455) e3 = e1
% 66.77/31.59  																																															|
% 66.77/31.59  																																															| Equations (455) can reduce 213 to:
% 66.77/31.59  																																															| (266) $false
% 66.77/31.59  																																															|
% 66.77/31.59  																																															|-The branch is then unsatisfiable
% 66.77/31.59  																																														|-Branch two:
% 66.77/31.59  																																														| (759)  ~ (all_0_50_50 = e1)
% 66.77/31.59  																																														| (1168) all_0_51_51 = e1 | all_0_52_52 = e1 | all_0_53_53 = e1
% 66.77/31.59  																																														|
% 66.77/31.59  																																															| Equations (415) can reduce 759 to:
% 66.77/31.59  																																															| (213)  ~ (e3 = e1)
% 66.77/31.59  																																															|
% 66.77/31.59  																																															+-Applying beta-rule and splitting (3259), into two cases.
% 66.77/31.59  																																															|-Branch one:
% 66.77/31.59  																																															| (654) all_0_47_47 = e1
% 66.77/31.59  																																															|
% 66.77/31.59  																																																| Combining equations (674,654) yields a new equation:
% 66.77/31.59  																																																| (431) e1 = e0
% 66.77/31.59  																																																|
% 66.77/31.59  																																																| Equations (431) can reduce 233 to:
% 66.77/31.59  																																																| (266) $false
% 66.77/31.59  																																																|
% 66.77/31.59  																																																|-The branch is then unsatisfiable
% 66.77/31.59  																																															|-Branch two:
% 66.77/31.59  																																															| (462)  ~ (all_0_47_47 = e1)
% 66.77/31.59  																																															| (3264) all_0_51_51 = e1 | all_0_56_56 = e1
% 66.77/31.59  																																															|
% 66.77/31.59  																																																+-Applying beta-rule and splitting (150), into two cases.
% 66.77/31.59  																																																|-Branch one:
% 66.77/31.59  																																																| (1378) all_0_40_40 = e4
% 66.77/31.59  																																																|
% 66.77/31.59  																																																	| Combining equations (485,1378) yields a new equation:
% 66.77/31.59  																																																	| (397) e4 = e0
% 66.77/31.59  																																																	|
% 66.77/31.59  																																																	| Equations (397) can reduce 49 to:
% 66.77/31.59  																																																	| (266) $false
% 66.77/31.59  																																																	|
% 66.77/31.59  																																																	|-The branch is then unsatisfiable
% 66.77/31.59  																																																|-Branch two:
% 66.77/31.59  																																																| (447)  ~ (all_0_40_40 = e4)
% 66.77/31.59  																																																| (2271) all_0_44_44 = e4 | all_0_49_49 = e4 | all_0_53_53 = e4 | all_0_58_58 = e4
% 66.77/31.59  																																																|
% 66.77/31.59  																																																	+-Applying beta-rule and splitting (400), into two cases.
% 66.77/31.59  																																																	|-Branch one:
% 66.77/31.59  																																																	| (943) all_0_48_48 = e4
% 66.77/31.59  																																																	|
% 66.77/31.59  																																																		| Equations (943) can reduce 215 to:
% 66.77/31.59  																																																		| (188)  ~ (e4 = e3)
% 66.77/31.59  																																																		|
% 66.77/31.59  																																																		| Equations (943) can reduce 810 to:
% 66.77/31.59  																																																		| (48)  ~ (e4 = e2)
% 66.77/31.59  																																																		|
% 66.77/31.59  																																																		| From (943) and (192) follows:
% 66.77/31.59  																																																		| (63092) op(e2, e1) = e4
% 66.77/31.59  																																																		|
% 66.77/31.59  																																																		+-Applying beta-rule and splitting (1071), into two cases.
% 66.77/31.59  																																																		|-Branch one:
% 66.77/31.59  																																																		| (1101) all_0_51_51 = e4
% 66.77/31.59  																																																		|
% 66.77/31.59  																																																			| Equations (1101) can reduce 475 to:
% 66.77/31.59  																																																			| (266) $false
% 66.77/31.59  																																																			|
% 66.77/31.59  																																																			|-The branch is then unsatisfiable
% 66.77/31.59  																																																		|-Branch two:
% 66.77/31.59  																																																		| (475)  ~ (all_0_51_51 = e4)
% 66.77/31.59  																																																		| (1294) all_0_52_52 = e4 | all_0_53_53 = e4
% 66.77/31.59  																																																		|
% 66.77/31.59  																																																			+-Applying beta-rule and splitting (610), into two cases.
% 66.77/31.59  																																																			|-Branch one:
% 66.77/31.59  																																																			| (1298) all_0_53_53 = e4
% 66.77/31.59  																																																			|
% 66.77/31.59  																																																				| From (1298) and (84) follows:
% 66.77/31.59  																																																				| (5692) op(e1, e0) = e4
% 66.77/31.59  																																																				|
% 66.77/31.59  																																																				+-Applying beta-rule and splitting (3264), into two cases.
% 66.77/31.59  																																																				|-Branch one:
% 66.77/31.59  																																																				| (1109) all_0_51_51 = e1
% 66.77/31.59  																																																				|
% 66.77/31.59  																																																					| Equations (1109) can reduce 115 to:
% 66.77/31.59  																																																					| (233)  ~ (e1 = e0)
% 66.77/31.59  																																																					|
% 66.77/31.59  																																																					+-Applying beta-rule and splitting (56), into two cases.
% 66.77/31.59  																																																					|-Branch one:
% 66.77/31.59  																																																					| (696) unit = e2
% 66.77/31.59  																																																					|
% 66.77/31.59  																																																						| From (696) and (244) follows:
% 66.77/31.59  																																																						| (264) op(e2, e4) = e4
% 66.77/31.59  																																																						|
% 66.77/31.59  																																																						| From (696) and (211) follows:
% 66.77/31.59  																																																						| (1612) op(e2, e1) = e1
% 66.77/31.59  																																																						|
% 66.77/31.59  																																																						| From (696) and (42) follows:
% 66.77/31.59  																																																						| (1613) op(e0, e2) = e0
% 66.77/31.59  																																																						|
% 66.77/31.59  																																																						| Instantiating formula (29) with e2, e4, e4, e3 and discharging atoms op(e2, e4) = e4, op(e2, e4) = e3, yields:
% 66.77/31.59  																																																						| (425) e4 = e3
% 66.77/31.59  																																																						|
% 66.77/31.59  																																																						| Instantiating formula (29) with e2, e1, e1, e4 and discharging atoms op(e2, e1) = e4, op(e2, e1) = e1, yields:
% 66.77/31.59  																																																						| (630) e4 = e1
% 66.77/31.59  																																																						|
% 66.77/31.59  																																																						| Instantiating formula (29) with e0, e2, e0, e3 and discharging atoms op(e0, e2) = e3, op(e0, e2) = e0, yields:
% 66.77/31.59  																																																						| (676) e3 = e0
% 66.77/31.59  																																																						|
% 66.77/31.59  																																																						| Combining equations (630,425) yields a new equation:
% 66.77/31.59  																																																						| (455) e3 = e1
% 66.77/31.59  																																																						|
% 66.77/31.59  																																																						| Combining equations (455,676) yields a new equation:
% 66.77/31.59  																																																						| (546) e1 = e0
% 66.77/31.59  																																																						|
% 66.77/31.59  																																																						| Simplifying 546 yields:
% 66.77/31.59  																																																						| (431) e1 = e0
% 66.77/31.59  																																																						|
% 66.77/31.59  																																																						| Equations (431) can reduce 233 to:
% 66.77/31.59  																																																						| (266) $false
% 66.77/31.59  																																																						|
% 66.77/31.59  																																																						|-The branch is then unsatisfiable
% 66.77/31.59  																																																					|-Branch two:
% 66.77/31.59  																																																					| (707)  ~ (unit = e2)
% 66.77/31.59  																																																					| (708) unit = e4 | unit = e3 | unit = e1 | unit = e0
% 66.77/31.59  																																																					|
% 66.77/31.59  																																																						+-Applying beta-rule and splitting (708), into two cases.
% 66.77/31.59  																																																						|-Branch one:
% 66.77/31.59  																																																						| (709) unit = e4
% 66.77/31.59  																																																						|
% 66.77/31.59  																																																							| From (709) and (24) follows:
% 66.77/31.59  																																																							| (33325) op(e4, e3) = e3
% 66.77/31.59  																																																							|
% 66.77/31.59  																																																							| From (709) and (211) follows:
% 66.77/31.59  																																																							| (22527) op(e4, e1) = e1
% 66.77/31.59  																																																							|
% 66.77/31.59  																																																							| From (709) and (32) follows:
% 66.77/31.59  																																																							| (712) op(e2, e4) = e2
% 66.77/31.59  																																																							|
% 66.77/31.59  																																																							| From (709) and (42) follows:
% 66.77/31.59  																																																							| (713) op(e0, e4) = e0
% 66.77/31.59  																																																							|
% 66.77/31.59  																																																							| Instantiating formula (29) with e4, e3, e3, e4 and discharging atoms op(e4, e3) = e4, op(e4, e3) = e3, yields:
% 66.77/31.59  																																																							| (425) e4 = e3
% 66.77/31.59  																																																							|
% 66.77/31.59  																																																							| Instantiating formula (29) with e4, e1, e1, e3 and discharging atoms op(e4, e1) = e3, op(e4, e1) = e1, yields:
% 66.77/31.59  																																																							| (455) e3 = e1
% 66.77/31.59  																																																							|
% 66.77/31.59  																																																							| Instantiating formula (29) with e2, e4, e2, e3 and discharging atoms op(e2, e4) = e3, op(e2, e4) = e2, yields:
% 66.77/31.59  																																																							| (662) e3 = e2
% 66.77/31.59  																																																							|
% 66.77/31.59  																																																							| Instantiating formula (29) with e0, e4, e0, e4 and discharging atoms op(e0, e4) = e4, op(e0, e4) = e0, yields:
% 66.77/31.59  																																																							| (397) e4 = e0
% 66.77/31.59  																																																							|
% 66.77/31.59  																																																							| Combining equations (425,397) yields a new equation:
% 66.77/31.59  																																																							| (675) e3 = e0
% 66.77/31.59  																																																							|
% 66.77/31.59  																																																							| Simplifying 675 yields:
% 66.77/31.59  																																																							| (676) e3 = e0
% 66.77/31.59  																																																							|
% 66.77/31.59  																																																							| Combining equations (676,662) yields a new equation:
% 66.77/31.59  																																																							| (330) e2 = e0
% 66.77/31.59  																																																							|
% 66.77/31.59  																																																							| Combining equations (455,662) yields a new equation:
% 66.77/31.59  																																																							| (617) e2 = e1
% 66.77/31.59  																																																							|
% 66.77/31.59  																																																							| Combining equations (617,330) yields a new equation:
% 66.77/31.59  																																																							| (546) e1 = e0
% 66.77/31.59  																																																							|
% 66.77/31.59  																																																							| Simplifying 546 yields:
% 66.77/31.59  																																																							| (431) e1 = e0
% 66.77/31.59  																																																							|
% 66.77/31.59  																																																							| Equations (431) can reduce 233 to:
% 66.77/31.59  																																																							| (266) $false
% 66.77/31.59  																																																							|
% 66.77/31.59  																																																							|-The branch is then unsatisfiable
% 66.77/31.59  																																																						|-Branch two:
% 66.77/31.59  																																																						| (724)  ~ (unit = e4)
% 66.77/31.59  																																																						| (725) unit = e3 | unit = e1 | unit = e0
% 66.77/31.59  																																																						|
% 66.77/31.59  																																																							+-Applying beta-rule and splitting (725), into two cases.
% 66.77/31.59  																																																							|-Branch one:
% 66.77/31.59  																																																							| (726) unit = e0
% 66.77/31.59  																																																							|
% 66.77/31.59  																																																								| From (726) and (24) follows:
% 66.77/31.59  																																																								| (2208) op(e0, e3) = e3
% 66.77/31.59  																																																								|
% 66.77/31.59  																																																								| From (726) and (15) follows:
% 66.77/31.59  																																																								| (1508) op(e0, e2) = e2
% 66.77/31.59  																																																								|
% 66.77/31.59  																																																								| From (726) and (32) follows:
% 66.77/31.59  																																																								| (727) op(e2, e0) = e2
% 66.77/31.59  																																																								|
% 66.77/31.59  																																																								| Instantiating formula (29) with e2, e0, e2, e1 and discharging atoms op(e2, e0) = e2, op(e2, e0) = e1, yields:
% 66.77/31.59  																																																								| (617) e2 = e1
% 66.77/31.59  																																																								|
% 66.77/31.59  																																																								| Instantiating formula (29) with e0, e3, e3, e0 and discharging atoms op(e0, e3) = e3, op(e0, e3) = e0, yields:
% 66.77/31.59  																																																								| (676) e3 = e0
% 66.77/31.59  																																																								|
% 66.77/31.59  																																																								| Instantiating formula (29) with e0, e2, e2, e3 and discharging atoms op(e0, e2) = e3, op(e0, e2) = e2, yields:
% 66.77/31.59  																																																								| (662) e3 = e2
% 66.77/31.59  																																																								|
% 66.77/31.59  																																																								| Combining equations (662,676) yields a new equation:
% 66.77/31.59  																																																								| (391) e2 = e0
% 66.77/31.59  																																																								|
% 66.77/31.59  																																																								| Simplifying 391 yields:
% 66.77/31.59  																																																								| (330) e2 = e0
% 66.77/31.59  																																																								|
% 66.77/31.59  																																																								| Combining equations (330,617) yields a new equation:
% 66.77/31.59  																																																								| (431) e1 = e0
% 66.77/31.59  																																																								|
% 66.77/31.59  																																																								| Equations (431) can reduce 233 to:
% 66.77/31.59  																																																								| (266) $false
% 66.77/31.59  																																																								|
% 66.77/31.59  																																																								|-The branch is then unsatisfiable
% 66.77/31.59  																																																							|-Branch two:
% 66.77/31.59  																																																							| (734)  ~ (unit = e0)
% 66.77/31.59  																																																							| (735) unit = e3 | unit = e1
% 66.77/31.59  																																																							|
% 66.77/31.59  																																																								+-Applying beta-rule and splitting (735), into two cases.
% 66.77/31.59  																																																								|-Branch one:
% 66.77/31.59  																																																								| (736) unit = e1
% 66.77/31.59  																																																								|
% 66.77/31.59  																																																									| Equations (736) can reduce 734 to:
% 66.77/31.59  																																																									| (233)  ~ (e1 = e0)
% 66.77/31.59  																																																									|
% 66.77/31.59  																																																									| From (736) and (209) follows:
% 66.77/31.59  																																																									| (2715) op(e1, e0) = e0
% 66.77/31.59  																																																									|
% 66.77/31.59  																																																									| From (736) and (32) follows:
% 66.77/31.59  																																																									| (347) op(e2, e1) = e2
% 66.77/31.59  																																																									|
% 66.77/31.59  																																																									| From (736) and (28) follows:
% 66.77/31.59  																																																									| (740) op(e1, e1) = e1
% 66.77/31.59  																																																									|
% 66.77/31.59  																																																									| Instantiating formula (29) with e2, e1, e2, e4 and discharging atoms op(e2, e1) = e4, op(e2, e1) = e2, yields:
% 66.77/31.59  																																																									| (323) e4 = e2
% 66.77/31.59  																																																									|
% 66.77/31.59  																																																									| Instantiating formula (29) with e1, e1, e1, e2 and discharging atoms op(e1, e1) = e2, op(e1, e1) = e1, yields:
% 66.77/31.59  																																																									| (617) e2 = e1
% 66.77/31.59  																																																									|
% 66.77/31.59  																																																									| Instantiating formula (29) with e1, e0, e0, e4 and discharging atoms op(e1, e0) = e4, op(e1, e0) = e0, yields:
% 66.77/31.59  																																																									| (397) e4 = e0
% 66.77/31.59  																																																									|
% 66.77/31.59  																																																									| Combining equations (323,397) yields a new equation:
% 66.77/31.59  																																																									| (391) e2 = e0
% 66.77/31.59  																																																									|
% 66.77/31.59  																																																									| Simplifying 391 yields:
% 66.77/31.59  																																																									| (330) e2 = e0
% 66.77/31.59  																																																									|
% 66.77/31.59  																																																									| Combining equations (617,330) yields a new equation:
% 66.77/31.59  																																																									| (546) e1 = e0
% 66.77/31.59  																																																									|
% 66.77/31.59  																																																									| Simplifying 546 yields:
% 66.77/31.59  																																																									| (431) e1 = e0
% 66.77/31.59  																																																									|
% 66.77/31.59  																																																									| Equations (431) can reduce 233 to:
% 66.77/31.59  																																																									| (266) $false
% 66.77/31.59  																																																									|
% 66.77/31.59  																																																									|-The branch is then unsatisfiable
% 66.77/31.59  																																																								|-Branch two:
% 66.77/31.59  																																																								| (748)  ~ (unit = e1)
% 66.77/31.59  																																																								| (749) unit = e3
% 66.77/31.59  																																																								|
% 66.77/31.59  																																																									| From (749) and (209) follows:
% 66.77/31.59  																																																									| (1667) op(e3, e0) = e0
% 66.77/31.59  																																																									|
% 66.77/31.59  																																																									| From (749) and (28) follows:
% 66.77/31.59  																																																									| (2235) op(e1, e3) = e1
% 66.77/31.59  																																																									|
% 66.77/31.59  																																																									| Instantiating formula (29) with e3, e0, e0, e3 and discharging atoms op(e3, e0) = e3, op(e3, e0) = e0, yields:
% 66.77/31.59  																																																									| (676) e3 = e0
% 66.77/31.59  																																																									|
% 66.77/31.59  																																																									| Instantiating formula (29) with e1, e3, e1, e3 and discharging atoms op(e1, e3) = e3, op(e1, e3) = e1, yields:
% 66.77/31.59  																																																									| (455) e3 = e1
% 66.77/31.59  																																																									|
% 66.77/31.59  																																																									| Combining equations (455,676) yields a new equation:
% 66.77/31.59  																																																									| (546) e1 = e0
% 66.77/31.59  																																																									|
% 66.77/31.59  																																																									| Simplifying 546 yields:
% 66.77/31.59  																																																									| (431) e1 = e0
% 66.77/31.59  																																																									|
% 66.77/31.59  																																																									| Equations (431) can reduce 233 to:
% 66.77/31.59  																																																									| (266) $false
% 66.77/31.59  																																																									|
% 66.77/31.59  																																																									|-The branch is then unsatisfiable
% 66.77/31.59  																																																				|-Branch two:
% 66.77/31.59  																																																				| (464)  ~ (all_0_51_51 = e1)
% 66.77/31.59  																																																				| (1569) all_0_56_56 = e1
% 66.77/31.59  																																																				|
% 66.77/31.59  																																																					| Combining equations (1097,1569) yields a new equation:
% 66.77/31.59  																																																					| (454) e3 = e1
% 66.77/31.59  																																																					|
% 66.77/31.59  																																																					| Simplifying 454 yields:
% 66.77/31.59  																																																					| (455) e3 = e1
% 66.77/31.59  																																																					|
% 66.77/31.59  																																																					| Equations (455) can reduce 213 to:
% 66.77/31.59  																																																					| (266) $false
% 66.77/31.59  																																																					|
% 66.77/31.59  																																																					|-The branch is then unsatisfiable
% 66.77/31.59  																																																			|-Branch two:
% 66.77/31.59  																																																			| (1453)  ~ (all_0_53_53 = e4)
% 66.77/31.59  																																																			| (1694) all_0_53_53 = e3 | all_0_53_53 = e1
% 66.77/31.59  																																																			|
% 66.77/31.59  																																																				+-Applying beta-rule and splitting (1100), into two cases.
% 66.77/31.59  																																																				|-Branch one:
% 66.77/31.59  																																																				| (1101) all_0_51_51 = e4
% 66.77/31.59  																																																				|
% 66.77/31.59  																																																					| Equations (1101) can reduce 475 to:
% 66.77/31.59  																																																					| (266) $false
% 66.77/31.59  																																																					|
% 66.77/31.59  																																																					|-The branch is then unsatisfiable
% 66.77/31.59  																																																				|-Branch two:
% 66.77/31.59  																																																				| (475)  ~ (all_0_51_51 = e4)
% 66.77/31.59  																																																				| (1104) all_0_51_51 = e3 | all_0_51_51 = e1
% 66.77/31.59  																																																				|
% 66.77/31.59  																																																					+-Applying beta-rule and splitting (2271), into two cases.
% 66.77/31.59  																																																					|-Branch one:
% 66.77/31.59  																																																					| (446) all_0_44_44 = e4
% 66.77/31.59  																																																					|
% 66.77/31.59  																																																						| Combining equations (532,446) yields a new equation:
% 66.77/31.59  																																																						| (425) e4 = e3
% 66.77/31.59  																																																						|
% 66.77/31.59  																																																						| Equations (425) can reduce 188 to:
% 66.77/31.59  																																																						| (266) $false
% 66.77/31.59  																																																						|
% 66.77/31.59  																																																						|-The branch is then unsatisfiable
% 66.77/31.59  																																																					|-Branch two:
% 66.77/31.60  																																																					| (1390)  ~ (all_0_44_44 = e4)
% 66.77/31.60  																																																					| (7998) all_0_49_49 = e4 | all_0_53_53 = e4 | all_0_58_58 = e4
% 66.77/31.60  																																																					|
% 66.77/31.60  																																																						+-Applying beta-rule and splitting (1104), into two cases.
% 66.77/31.60  																																																						|-Branch one:
% 66.77/31.60  																																																						| (1109) all_0_51_51 = e1
% 66.77/31.60  																																																						|
% 66.77/31.60  																																																							| Equations (1109) can reduce 475 to:
% 66.77/31.60  																																																							| (602)  ~ (e4 = e1)
% 66.77/31.60  																																																							|
% 66.77/31.60  																																																							| Simplifying 602 yields:
% 66.77/31.60  																																																							| (110)  ~ (e4 = e1)
% 66.77/31.60  																																																							|
% 66.77/31.60  																																																							+-Applying beta-rule and splitting (7998), into two cases.
% 66.77/31.60  																																																							|-Branch one:
% 66.77/31.60  																																																							| (974) all_0_49_49 = e4
% 66.77/31.60  																																																							|
% 66.77/31.60  																																																								| Combining equations (671,974) yields a new equation:
% 66.77/31.60  																																																								| (630) e4 = e1
% 66.77/31.60  																																																								|
% 66.77/31.60  																																																								| Equations (630) can reduce 110 to:
% 66.77/31.60  																																																								| (266) $false
% 66.77/31.60  																																																								|
% 66.77/31.60  																																																								|-The branch is then unsatisfiable
% 66.77/31.60  																																																							|-Branch two:
% 66.77/31.60  																																																							| (256)  ~ (all_0_49_49 = e4)
% 66.77/31.60  																																																							| (8013) all_0_53_53 = e4 | all_0_58_58 = e4
% 66.77/31.60  																																																							|
% 66.77/31.60  																																																								+-Applying beta-rule and splitting (8013), into two cases.
% 66.77/31.60  																																																								|-Branch one:
% 66.77/31.60  																																																								| (1298) all_0_53_53 = e4
% 66.77/31.60  																																																								|
% 66.77/31.60  																																																									| Equations (1298) can reduce 1453 to:
% 66.77/31.60  																																																									| (266) $false
% 66.77/31.60  																																																									|
% 66.77/31.60  																																																									|-The branch is then unsatisfiable
% 66.77/31.60  																																																								|-Branch two:
% 66.77/31.60  																																																								| (1453)  ~ (all_0_53_53 = e4)
% 66.77/31.60  																																																								| (910) all_0_58_58 = e4
% 66.77/31.60  																																																								|
% 66.77/31.60  																																																									| Combining equations (624,910) yields a new equation:
% 66.77/31.60  																																																									| (323) e4 = e2
% 66.77/31.60  																																																									|
% 66.77/31.60  																																																									| Equations (323) can reduce 48 to:
% 66.77/31.60  																																																									| (266) $false
% 66.77/31.60  																																																									|
% 66.77/31.60  																																																									|-The branch is then unsatisfiable
% 66.77/31.60  																																																						|-Branch two:
% 66.77/31.60  																																																						| (464)  ~ (all_0_51_51 = e1)
% 66.77/31.60  																																																						| (660) all_0_51_51 = e3
% 66.77/31.60  																																																						|
% 66.77/31.60  																																																							| Equations (660) can reduce 664 to:
% 66.77/31.60  																																																							| (266) $false
% 66.77/31.60  																																																							|
% 66.77/31.60  																																																							|-The branch is then unsatisfiable
% 66.77/31.60  																																																	|-Branch two:
% 66.77/31.60  																																																	| (254)  ~ (all_0_48_48 = e4)
% 66.77/31.60  																																																	| (947) all_0_52_52 = e4 | all_0_57_57 = e4
% 66.77/31.60  																																																	|
% 66.77/31.60  																																																		+-Applying beta-rule and splitting (10218), into two cases.
% 66.77/31.60  																																																		|-Branch one:
% 66.77/31.60  																																																		| (943) all_0_48_48 = e4
% 66.77/31.60  																																																		|
% 66.77/31.60  																																																			| Equations (943) can reduce 254 to:
% 66.77/31.60  																																																			| (266) $false
% 66.77/31.60  																																																			|
% 66.77/31.60  																																																			|-The branch is then unsatisfiable
% 66.77/31.60  																																																		|-Branch two:
% 66.77/31.60  																																																		| (254)  ~ (all_0_48_48 = e4)
% 66.77/31.60  																																																		| (10222) all_0_48_48 = e1 | all_0_48_48 = e0
% 66.77/31.60  																																																		|
% 66.77/31.60  																																																			+-Applying beta-rule and splitting (10222), into two cases.
% 66.77/31.60  																																																			|-Branch one:
% 66.77/31.60  																																																			| (1279) all_0_48_48 = e0
% 66.77/31.60  																																																			|
% 66.77/31.60  																																																				| Equations (1279) can reduce 1283 to:
% 66.77/31.60  																																																				| (266) $false
% 66.77/31.60  																																																				|
% 66.77/31.60  																																																				|-The branch is then unsatisfiable
% 66.77/31.60  																																																			|-Branch two:
% 66.77/31.60  																																																			| (1283)  ~ (all_0_48_48 = e0)
% 66.77/31.60  																																																			| (615) all_0_48_48 = e1
% 66.77/31.60  																																																			|
% 66.77/31.60  																																																				| Equations (615) can reduce 619 to:
% 66.77/31.60  																																																				| (266) $false
% 66.77/31.60  																																																				|
% 66.77/31.60  																																																				|-The branch is then unsatisfiable
% 66.77/31.60  																																										|-Branch two:
% 66.77/31.60  																																										| (1890)  ~ (all_0_42_42 = e4)
% 66.77/31.60  																																										| (1969) all_0_42_42 = e3 | all_0_42_42 = e1 | all_0_42_42 = e0
% 66.77/31.60  																																										|
% 66.77/31.60  																																											+-Applying beta-rule and splitting (10218), into two cases.
% 66.77/31.60  																																											|-Branch one:
% 66.77/31.60  																																											| (943) all_0_48_48 = e4
% 66.77/31.60  																																											|
% 66.77/31.60  																																												| Equations (943) can reduce 215 to:
% 66.77/31.60  																																												| (188)  ~ (e4 = e3)
% 66.77/31.60  																																												|
% 66.77/31.60  																																												| Equations (943) can reduce 1283 to:
% 66.77/31.60  																																												| (49)  ~ (e4 = e0)
% 66.77/31.60  																																												|
% 66.77/31.60  																																												+-Applying beta-rule and splitting (441), into two cases.
% 66.77/31.60  																																												|-Branch one:
% 66.77/31.60  																																												| (1392) all_0_42_42 = e4
% 66.77/31.60  																																												|
% 66.77/31.60  																																													| Equations (1392) can reduce 1890 to:
% 66.77/31.60  																																													| (266) $false
% 66.77/31.60  																																													|
% 66.77/31.60  																																													|-The branch is then unsatisfiable
% 66.77/31.60  																																												|-Branch two:
% 66.77/31.60  																																												| (1890)  ~ (all_0_42_42 = e4)
% 66.77/31.60  																																												| (1891) all_0_43_43 = e4 | all_0_44_44 = e4
% 66.77/31.60  																																												|
% 66.77/31.60  																																													+-Applying beta-rule and splitting (231), into two cases.
% 66.77/31.60  																																													|-Branch one:
% 66.77/31.60  																																													| (775) all_0_50_50 = e4
% 66.77/31.60  																																													|
% 66.77/31.60  																																														| Combining equations (415,775) yields a new equation:
% 66.77/31.60  																																														| (425) e4 = e3
% 66.77/31.60  																																														|
% 66.77/31.60  																																														| Equations (425) can reduce 188 to:
% 66.77/31.60  																																														| (266) $false
% 66.77/31.60  																																														|
% 66.77/31.60  																																														|-The branch is then unsatisfiable
% 66.77/31.60  																																													|-Branch two:
% 66.77/31.60  																																													| (566)  ~ (all_0_50_50 = e4)
% 66.77/31.60  																																													| (1071) all_0_51_51 = e4 | all_0_52_52 = e4 | all_0_53_53 = e4
% 66.77/31.60  																																													|
% 66.77/31.60  																																														| Equations (415) can reduce 566 to:
% 66.77/31.60  																																														| (277)  ~ (e4 = e3)
% 66.77/31.60  																																														|
% 66.77/31.60  																																														| Simplifying 277 yields:
% 66.77/31.60  																																														| (188)  ~ (e4 = e3)
% 66.77/31.60  																																														|
% 66.77/31.60  																																														+-Applying beta-rule and splitting (1891), into two cases.
% 66.77/31.60  																																														|-Branch one:
% 66.77/31.60  																																														| (396) all_0_43_43 = e4
% 66.77/31.60  																																														|
% 66.77/31.60  																																															| Combining equations (396,356) yields a new equation:
% 66.77/31.60  																																															| (481) e4 = e0
% 66.77/31.60  																																															|
% 66.77/31.60  																																															| Simplifying 481 yields:
% 66.77/31.60  																																															| (397) e4 = e0
% 66.77/31.60  																																															|
% 66.77/31.60  																																															| Equations (397) can reduce 49 to:
% 66.77/31.60  																																															| (266) $false
% 66.77/31.60  																																															|
% 66.77/31.60  																																															|-The branch is then unsatisfiable
% 66.77/31.60  																																														|-Branch two:
% 66.77/31.60  																																														| (399)  ~ (all_0_43_43 = e4)
% 66.77/31.60  																																														| (446) all_0_44_44 = e4
% 66.77/31.60  																																														|
% 66.77/31.60  																																															| Combining equations (532,446) yields a new equation:
% 66.77/31.60  																																															| (425) e4 = e3
% 66.77/31.60  																																															|
% 66.77/31.60  																																															| Equations (425) can reduce 188 to:
% 66.77/31.60  																																															| (266) $false
% 66.77/31.60  																																															|
% 66.77/31.60  																																															|-The branch is then unsatisfiable
% 66.77/31.60  																																											|-Branch two:
% 66.77/31.60  																																											| (254)  ~ (all_0_48_48 = e4)
% 66.77/31.60  																																											| (10222) all_0_48_48 = e1 | all_0_48_48 = e0
% 66.77/31.60  																																											|
% 66.77/31.60  																																												+-Applying beta-rule and splitting (10222), into two cases.
% 66.77/31.60  																																												|-Branch one:
% 66.77/31.60  																																												| (1279) all_0_48_48 = e0
% 66.77/31.60  																																												|
% 66.77/31.60  																																													| Equations (1279) can reduce 1283 to:
% 66.77/31.60  																																													| (266) $false
% 66.77/31.60  																																													|
% 66.77/31.60  																																													|-The branch is then unsatisfiable
% 66.77/31.60  																																												|-Branch two:
% 66.77/31.60  																																												| (1283)  ~ (all_0_48_48 = e0)
% 66.77/31.60  																																												| (615) all_0_48_48 = e1
% 66.77/31.60  																																												|
% 66.77/31.60  																																													| Equations (615) can reduce 619 to:
% 66.77/31.60  																																													| (266) $false
% 66.77/31.60  																																													|
% 66.77/31.60  																																													|-The branch is then unsatisfiable
% 66.77/31.60  																																									|-Branch two:
% 66.77/31.60  																																									| (457)  ~ (all_0_41_41 = e1)
% 66.77/31.60  																																									| (595) all_0_46_46 = e1 | all_0_50_50 = e1 | all_0_55_55 = e1
% 66.77/31.60  																																									|
% 66.77/31.60  																																										+-Applying beta-rule and splitting (595), into two cases.
% 66.77/31.60  																																										|-Branch one:
% 66.77/31.60  																																										| (545) all_0_46_46 = e1
% 66.77/31.60  																																										|
% 66.77/31.60  																																											| Combining equations (1794,545) yields a new equation:
% 66.77/31.60  																																											| (616) e2 = e1
% 66.77/31.60  																																											|
% 66.77/31.60  																																											| Simplifying 616 yields:
% 66.77/31.60  																																											| (617) e2 = e1
% 66.77/31.60  																																											|
% 66.77/31.60  																																											| Equations (617) can reduce 122 to:
% 66.77/31.60  																																											| (266) $false
% 66.77/31.60  																																											|
% 66.77/31.60  																																											|-The branch is then unsatisfiable
% 66.77/31.60  																																										|-Branch two:
% 66.77/31.60  																																										| (549)  ~ (all_0_46_46 = e1)
% 66.77/31.60  																																										| (600) all_0_50_50 = e1 | all_0_55_55 = e1
% 66.77/31.60  																																										|
% 66.77/31.60  																																											+-Applying beta-rule and splitting (160), into two cases.
% 66.77/31.60  																																											|-Branch one:
% 66.77/31.60  																																											| (601) all_0_50_50 = e1
% 66.77/31.60  																																											|
% 66.77/31.60  																																												| Combining equations (415,601) yields a new equation:
% 66.77/31.60  																																												| (454) e3 = e1
% 66.77/31.60  																																												|
% 66.77/31.60  																																												| Simplifying 454 yields:
% 66.77/31.60  																																												| (455) e3 = e1
% 66.77/31.60  																																												|
% 66.77/31.60  																																												| Equations (455) can reduce 213 to:
% 66.77/31.60  																																												| (266) $false
% 66.77/31.60  																																												|
% 66.77/31.60  																																												|-The branch is then unsatisfiable
% 66.77/31.60  																																											|-Branch two:
% 66.77/31.60  																																											| (759)  ~ (all_0_50_50 = e1)
% 66.77/31.60  																																											| (1168) all_0_51_51 = e1 | all_0_52_52 = e1 | all_0_53_53 = e1
% 66.77/31.60  																																											|
% 66.77/31.60  																																												| Equations (415) can reduce 759 to:
% 66.77/31.60  																																												| (213)  ~ (e3 = e1)
% 66.77/31.60  																																												|
% 66.77/31.60  																																												+-Applying beta-rule and splitting (600), into two cases.
% 66.77/31.60  																																												|-Branch one:
% 66.77/31.60  																																												| (601) all_0_50_50 = e1
% 66.77/31.60  																																												|
% 66.77/31.60  																																													| Combining equations (415,601) yields a new equation:
% 66.77/31.60  																																													| (454) e3 = e1
% 66.77/31.60  																																													|
% 66.77/31.60  																																													| Simplifying 454 yields:
% 66.77/31.60  																																													| (455) e3 = e1
% 66.77/31.60  																																													|
% 66.77/31.60  																																													| Equations (455) can reduce 213 to:
% 66.77/31.60  																																													| (266) $false
% 66.77/31.60  																																													|
% 66.77/31.60  																																													|-The branch is then unsatisfiable
% 66.77/31.60  																																												|-Branch two:
% 66.77/31.60  																																												| (759)  ~ (all_0_50_50 = e1)
% 66.77/31.60  																																												| (629) all_0_55_55 = e1
% 66.77/31.60  																																												|
% 66.77/31.60  																																													| Combining equations (629,858) yields a new equation:
% 66.77/31.60  																																													| (546) e1 = e0
% 66.77/31.60  																																													|
% 66.77/31.60  																																													| Simplifying 546 yields:
% 66.77/31.60  																																													| (431) e1 = e0
% 66.77/31.60  																																													|
% 66.77/31.60  																																													| Equations (431) can reduce 233 to:
% 66.77/31.60  																																													| (266) $false
% 66.77/31.60  																																													|
% 66.77/31.60  																																													|-The branch is then unsatisfiable
% 66.77/31.60  																																					|-Branch two:
% 66.77/31.60  																																					| (411)  ~ (all_0_50_50 = e3)
% 66.77/31.60  																																					| (418) all_0_51_51 = e3 | all_0_53_53 = e3
% 66.77/31.60  																																					|
% 66.77/31.60  																																						+-Applying beta-rule and splitting (4042), into two cases.
% 66.77/31.60  																																						|-Branch one:
% 66.77/31.60  																																						| (415) all_0_50_50 = e3
% 66.77/31.60  																																						|
% 66.77/31.60  																																							| Equations (415) can reduce 411 to:
% 66.77/31.60  																																							| (266) $false
% 66.77/31.60  																																							|
% 66.77/31.60  																																							|-The branch is then unsatisfiable
% 66.77/31.60  																																						|-Branch two:
% 66.77/31.60  																																						| (411)  ~ (all_0_50_50 = e3)
% 66.77/31.60  																																						| (2336) all_0_55_55 = e3
% 66.77/31.60  																																						|
% 66.77/31.60  																																							| Combining equations (858,2336) yields a new equation:
% 66.77/31.60  																																							| (676) e3 = e0
% 66.77/31.60  																																							|
% 66.77/31.60  																																							| Equations (676) can reduce 80 to:
% 66.77/31.60  																																							| (266) $false
% 66.77/31.60  																																							|
% 66.77/31.60  																																							|-The branch is then unsatisfiable
% 66.77/31.60  																																	|-Branch two:
% 66.77/31.60  																																	| (272)  ~ (all_0_56_56 = e3)
% 66.77/31.60  																																	| (795) all_0_58_58 = e3
% 66.77/31.60  																																	|
% 66.77/31.60  																																		| Combining equations (624,795) yields a new equation:
% 66.77/31.60  																																		| (662) e3 = e2
% 66.77/31.60  																																		|
% 66.77/31.60  																																		| Equations (662) can reduce 212 to:
% 66.77/31.60  																																		| (266) $false
% 66.77/31.60  																																		|
% 66.77/31.60  																																		|-The branch is then unsatisfiable
% 66.77/31.61  																								|-Branch two:
% 66.77/31.61  																								| (803)  ~ (all_0_55_55 = e0)
% 66.77/31.61  																								| (863) all_0_56_56 = e0 | all_0_57_57 = e0 | all_0_58_58 = e0
% 66.77/31.61  																								|
% 66.77/31.61  																									+-Applying beta-rule and splitting (395), into two cases.
% 66.77/31.61  																									|-Branch one:
% 66.77/31.61  																									| (794) all_0_41_41 = e0
% 66.77/31.61  																									|
% 66.77/31.61  																										| Equations (794) can reduce 357 to:
% 66.77/31.61  																										| (266) $false
% 66.77/31.61  																										|
% 66.77/31.61  																										|-The branch is then unsatisfiable
% 66.77/31.61  																									|-Branch two:
% 66.77/31.61  																									| (357)  ~ (all_0_41_41 = e0)
% 66.77/31.61  																									| (895) all_0_46_46 = e0 | all_0_55_55 = e0
% 66.77/31.61  																									|
% 66.77/31.61  																										+-Applying beta-rule and splitting (895), into two cases.
% 66.77/31.61  																										|-Branch one:
% 66.77/31.61  																										| (538) all_0_46_46 = e0
% 66.77/31.61  																										|
% 66.77/31.61  																											| Combining equations (1794,538) yields a new equation:
% 66.77/31.61  																											| (391) e2 = e0
% 66.77/31.61  																											|
% 66.77/31.61  																											| Simplifying 391 yields:
% 66.77/31.61  																											| (330) e2 = e0
% 66.77/31.61  																											|
% 66.77/31.61  																											| Equations (330) can reduce 128 to:
% 66.77/31.61  																											| (266) $false
% 66.77/31.61  																											|
% 66.77/31.61  																											|-The branch is then unsatisfiable
% 66.77/31.61  																										|-Branch two:
% 66.77/31.61  																										| (831)  ~ (all_0_46_46 = e0)
% 66.77/31.61  																										| (858) all_0_55_55 = e0
% 66.77/31.61  																										|
% 66.77/31.61  																											| Equations (858) can reduce 803 to:
% 66.77/31.61  																											| (266) $false
% 66.77/31.61  																											|
% 66.77/31.61  																											|-The branch is then unsatisfiable
% 66.77/31.61  																							|-Branch two:
% 66.77/31.61  																							| (678)  ~ (all_0_47_47 = e0)
% 66.77/31.61  																							| (1278) all_0_48_48 = e0 | all_0_49_49 = e0
% 66.77/31.61  																							|
% 66.77/31.61  																								+-Applying beta-rule and splitting (1278), into two cases.
% 66.77/31.61  																								|-Branch one:
% 66.77/31.61  																								| (1279) all_0_48_48 = e0
% 66.77/31.61  																								|
% 66.77/31.61  																									| Equations (1279) can reduce 1283 to:
% 66.77/31.61  																									| (266) $false
% 66.77/31.61  																									|
% 66.77/31.61  																									|-The branch is then unsatisfiable
% 66.77/31.61  																								|-Branch two:
% 66.77/31.61  																								| (1283)  ~ (all_0_48_48 = e0)
% 66.77/31.61  																								| (978) all_0_49_49 = e0
% 66.77/31.61  																								|
% 66.77/31.61  																									| Equations (978) can reduce 487 to:
% 66.77/31.61  																									| (266) $false
% 66.77/31.61  																									|
% 66.77/31.61  																									|-The branch is then unsatisfiable
% 66.77/31.61  																		|-Branch two:
% 66.77/31.61  																		| (5470)  ~ (all_0_43_43 = e0)
% 66.77/31.61  																		| (5471) all_0_48_48 = e0 | all_0_57_57 = e0
% 66.77/31.61  																		|
% 66.77/31.61  																			+-Applying beta-rule and splitting (195), into two cases.
% 66.77/31.61  																			|-Branch one:
% 66.77/31.61  																			| (396) all_0_43_43 = e4
% 66.77/31.61  																			|
% 66.77/31.61  																				| Equations (396) can reduce 31 to:
% 66.77/31.61  																				| (440)  ~ (all_0_41_41 = e4)
% 66.77/31.61  																				|
% 66.77/31.61  																				| Equations (396) can reduce 240 to:
% 66.77/31.61  																				| (1890)  ~ (all_0_42_42 = e4)
% 66.77/31.61  																				|
% 66.77/31.61  																				| Equations (396) can reduce 159 to:
% 66.77/31.61  																				| (1903)  ~ (all_0_44_44 = e4)
% 66.77/31.61  																				|
% 66.77/31.61  																				| Simplifying 1903 yields:
% 66.77/31.61  																				| (1390)  ~ (all_0_44_44 = e4)
% 66.77/31.61  																				|
% 66.77/31.61  																				| Equations (396) can reduce 199 to:
% 66.77/31.61  																				| (838)  ~ (all_0_57_57 = e4)
% 66.77/31.61  																				|
% 66.77/31.61  																				| Simplifying 838 yields:
% 66.77/31.61  																				| (839)  ~ (all_0_57_57 = e4)
% 66.77/31.61  																				|
% 66.77/31.61  																				| Equations (396) can reduce 96 to:
% 66.77/31.61  																				| (48)  ~ (e4 = e2)
% 66.77/31.61  																				|
% 66.77/31.61  																				| From (396) and (37) follows:
% 66.77/31.61  																				| (5492) op(e3, e1) = e4
% 66.77/31.61  																				|
% 66.77/31.61  																				+-Applying beta-rule and splitting (26), into two cases.
% 66.77/31.61  																				|-Branch one:
% 66.77/31.61  																				| (446) all_0_44_44 = e4
% 66.77/31.61  																				|
% 66.77/31.61  																					| Equations (446) can reduce 1390 to:
% 66.77/31.61  																					| (266) $false
% 66.77/31.61  																					|
% 66.77/31.61  																					|-The branch is then unsatisfiable
% 66.77/31.61  																				|-Branch two:
% 66.77/31.61  																				| (1390)  ~ (all_0_44_44 = e4)
% 66.77/31.61  																				| (1391) all_0_44_44 = e3 | all_0_44_44 = e1 | all_0_44_44 = e0
% 66.77/31.61  																				|
% 66.77/31.61  																					+-Applying beta-rule and splitting (241), into two cases.
% 66.77/31.61  																					|-Branch one:
% 66.77/31.61  																					| (378) all_0_50_50 = e2
% 66.77/31.61  																					|
% 66.77/31.61  																						| Equations (378) can reduce 302 to:
% 66.77/31.61  																						| (266) $false
% 66.77/31.61  																						|
% 66.77/31.61  																						|-The branch is then unsatisfiable
% 66.77/31.61  																					|-Branch two:
% 66.77/31.61  																					| (302)  ~ (all_0_50_50 = e2)
% 66.77/31.61  																					| (422) all_0_50_50 = e4 | all_0_50_50 = e3 | all_0_50_50 = e1
% 66.77/31.61  																					|
% 66.77/31.61  																						+-Applying beta-rule and splitting (12), into two cases.
% 66.77/31.61  																						|-Branch one:
% 66.77/31.61  																						| (442) all_0_57_57 = e2
% 66.77/31.61  																						|
% 66.77/31.61  																							| Equations (442) can reduce 344 to:
% 66.77/31.61  																							| (266) $false
% 66.77/31.61  																							|
% 66.77/31.61  																							|-The branch is then unsatisfiable
% 66.77/31.61  																						|-Branch two:
% 66.77/31.61  																						| (344)  ~ (all_0_57_57 = e2)
% 66.77/31.61  																						| (445) all_0_57_57 = e4 | all_0_57_57 = e1 | all_0_57_57 = e0
% 66.77/31.61  																						|
% 66.77/31.61  																							+-Applying beta-rule and splitting (168), into two cases.
% 66.77/31.61  																							|-Branch one:
% 66.77/31.61  																							| (415) all_0_50_50 = e3
% 66.77/31.61  																							|
% 66.77/31.61  																								| Equations (415) can reduce 93 to:
% 66.77/31.61  																								| (269)  ~ (all_0_55_55 = e3)
% 66.77/31.61  																								|
% 66.77/31.61  																								| Simplifying 269 yields:
% 66.77/31.61  																								| (270)  ~ (all_0_55_55 = e3)
% 66.77/31.61  																								|
% 66.77/31.61  																								| Equations (415) can reduce 566 to:
% 66.77/31.61  																								| (277)  ~ (e4 = e3)
% 66.77/31.61  																								|
% 66.77/31.61  																								| Simplifying 277 yields:
% 66.77/31.61  																								| (188)  ~ (e4 = e3)
% 66.77/31.61  																								|
% 66.77/31.61  																								| Equations (415) can reduce 302 to:
% 66.77/31.61  																								| (212)  ~ (e3 = e2)
% 66.77/31.61  																								|
% 66.77/31.61  																								| From (415) and (242) follows:
% 66.77/31.61  																								| (1934) op(e1, e3) = e3
% 66.77/31.61  																								|
% 66.77/31.61  																								+-Applying beta-rule and splitting (189), into two cases.
% 66.77/31.61  																								|-Branch one:
% 66.77/31.61  																								| (532) all_0_44_44 = e3
% 66.77/31.61  																								|
% 66.77/31.61  																									| Equations (532) can reduce 9 to:
% 66.77/31.61  																									| (524)  ~ (all_0_49_49 = e3)
% 66.77/31.61  																									|
% 66.77/31.61  																									| Simplifying 524 yields:
% 66.77/31.61  																									| (525)  ~ (all_0_49_49 = e3)
% 66.77/31.61  																									|
% 66.77/31.61  																									| Equations (532) can reduce 220 to:
% 66.77/31.61  																									| (1114)  ~ (all_0_53_53 = e3)
% 66.77/31.61  																									|
% 66.77/31.61  																									| Simplifying 1114 yields:
% 66.77/31.61  																									| (903)  ~ (all_0_53_53 = e3)
% 66.77/31.61  																									|
% 66.77/31.61  																									| Equations (532) can reduce 1390 to:
% 66.77/31.61  																									| (277)  ~ (e4 = e3)
% 66.77/31.61  																									|
% 66.77/31.61  																									| Simplifying 277 yields:
% 66.77/31.61  																									| (188)  ~ (e4 = e3)
% 66.77/31.61  																									|
% 66.77/31.61  																									| Equations (532) can reduce 147 to:
% 66.77/31.61  																									| (212)  ~ (e3 = e2)
% 66.77/31.61  																									|
% 66.77/31.61  																									| From (532) and (138) follows:
% 66.77/31.61  																									| (1639) op(e3, e0) = e3
% 66.77/31.61  																									|
% 66.77/31.61  																									+-Applying beta-rule and splitting (22), into two cases.
% 66.77/31.61  																									|-Branch one:
% 66.77/31.61  																									| (268) all_0_54_54 = e3
% 66.77/31.61  																									|
% 66.77/31.61  																										| Combining equations (268,265) yields a new equation:
% 66.77/31.61  																										| (425) e4 = e3
% 66.77/31.61  																										|
% 66.77/31.61  																										| Equations (425) can reduce 188 to:
% 66.77/31.61  																										| (266) $false
% 66.77/31.61  																										|
% 66.77/31.61  																										|-The branch is then unsatisfiable
% 66.77/31.61  																									|-Branch two:
% 66.77/31.61  																									| (60427)  ~ (all_0_54_54 = e3)
% 66.77/31.61  																									| (62553) all_0_55_55 = e3 | all_0_56_56 = e3 | all_0_58_58 = e3
% 66.77/31.61  																									|
% 66.77/31.61  																										+-Applying beta-rule and splitting (62553), into two cases.
% 66.77/31.61  																										|-Branch one:
% 66.77/31.61  																										| (2336) all_0_55_55 = e3
% 66.77/31.61  																										|
% 66.77/31.61  																											| Equations (2336) can reduce 270 to:
% 66.77/31.61  																											| (266) $false
% 66.77/31.61  																											|
% 66.77/31.61  																											|-The branch is then unsatisfiable
% 66.77/31.61  																										|-Branch two:
% 66.77/31.61  																										| (270)  ~ (all_0_55_55 = e3)
% 66.77/31.61  																										| (62557) all_0_56_56 = e3 | all_0_58_58 = e3
% 66.77/31.61  																										|
% 66.77/31.61  																											+-Applying beta-rule and splitting (62557), into two cases.
% 66.77/31.61  																											|-Branch one:
% 66.77/31.61  																											| (1097) all_0_56_56 = e3
% 66.77/31.61  																											|
% 66.77/31.61  																												| Equations (1097) can reduce 236 to:
% 66.77/31.61  																												| (405)  ~ (all_0_42_42 = e3)
% 66.77/31.61  																												|
% 66.77/31.61  																												| Equations (1097) can reduce 91 to:
% 66.77/31.61  																												| (1091)  ~ (all_0_47_47 = e3)
% 66.77/31.61  																												|
% 66.77/31.61  																												| Equations (1097) can reduce 16 to:
% 66.77/31.61  																												| (664)  ~ (all_0_51_51 = e3)
% 66.77/31.61  																												|
% 66.77/31.61  																												| Equations (1097) can reduce 511 to:
% 66.77/31.61  																												| (212)  ~ (e3 = e2)
% 66.77/31.62  																												|
% 66.77/31.62  																												| From (1097) and (111) follows:
% 66.77/31.62  																												| (65099) op(e0, e2) = e3
% 66.77/31.62  																												|
% 66.77/31.62  																												+-Applying beta-rule and splitting (103), into two cases.
% 66.77/31.62  																												|-Branch one:
% 66.77/31.62  																												| (453) all_0_41_41 = e1
% 66.77/31.62  																												|
% 66.77/31.62  																													| Equations (453) can reduce 214 to:
% 66.77/31.62  																													| (4055)  ~ (all_0_42_42 = e1)
% 66.77/31.62  																													|
% 66.77/31.62  																													| Simplifying 4055 yields:
% 66.77/31.62  																													| (1380)  ~ (all_0_42_42 = e1)
% 66.77/31.62  																													|
% 66.77/31.62  																													| Equations (453) can reduce 440 to:
% 66.77/31.62  																													| (602)  ~ (e4 = e1)
% 66.77/31.62  																													|
% 66.77/31.62  																													| Simplifying 602 yields:
% 66.77/31.62  																													| (110)  ~ (e4 = e1)
% 66.77/31.62  																													|
% 66.77/31.62  																													+-Applying beta-rule and splitting (152), into two cases.
% 66.77/31.62  																													|-Branch one:
% 66.77/31.62  																													| (1392) all_0_42_42 = e4
% 66.77/31.62  																													|
% 66.77/31.62  																														| Equations (1392) can reduce 1890 to:
% 66.77/31.62  																														| (266) $false
% 66.77/31.62  																														|
% 66.77/31.62  																														|-The branch is then unsatisfiable
% 66.77/31.62  																													|-Branch two:
% 66.77/31.62  																													| (1890)  ~ (all_0_42_42 = e4)
% 66.77/31.62  																													| (1969) all_0_42_42 = e3 | all_0_42_42 = e1 | all_0_42_42 = e0
% 66.77/31.62  																													|
% 66.77/31.62  																														+-Applying beta-rule and splitting (1969), into two cases.
% 66.77/31.62  																														|-Branch one:
% 66.77/31.62  																														| (559) all_0_42_42 = e0
% 66.77/31.62  																														|
% 66.77/31.62  																															| Equations (559) can reduce 198 to:
% 66.77/31.62  																															| (1402)  ~ (all_0_47_47 = e0)
% 66.77/31.62  																															|
% 66.77/31.62  																															| Simplifying 1402 yields:
% 66.77/31.62  																															| (678)  ~ (all_0_47_47 = e0)
% 66.77/31.62  																															|
% 66.77/31.62  																															| Equations (559) can reduce 1890 to:
% 66.77/31.62  																															| (401)  ~ (e4 = e0)
% 66.77/31.62  																															|
% 66.77/31.62  																															| Simplifying 401 yields:
% 66.77/31.62  																															| (49)  ~ (e4 = e0)
% 66.77/31.62  																															|
% 66.77/31.62  																															| Equations (559) can reduce 51 to:
% 66.77/31.62  																															| (365)  ~ (e2 = e0)
% 66.77/31.62  																															|
% 66.77/31.62  																															| Simplifying 365 yields:
% 66.77/31.62  																															| (128)  ~ (e2 = e0)
% 66.77/31.62  																															|
% 66.77/31.62  																															| Equations (559) can reduce 1380 to:
% 66.77/31.62  																															| (435)  ~ (e1 = e0)
% 66.77/31.62  																															|
% 66.77/31.62  																															| Simplifying 435 yields:
% 66.77/31.62  																															| (233)  ~ (e1 = e0)
% 66.77/31.62  																															|
% 66.77/31.62  																															| From (559) and (210) follows:
% 66.77/31.62  																															| (20848) op(e3, e2) = e0
% 66.77/31.62  																															|
% 66.77/31.62  																															+-Applying beta-rule and splitting (163), into two cases.
% 66.77/31.62  																															|-Branch one:
% 66.77/31.62  																															| (565) all_0_52_52 = e4
% 66.77/31.62  																															|
% 66.77/31.62  																																| Combining equations (352,565) yields a new equation:
% 66.77/31.62  																																| (323) e4 = e2
% 66.77/31.62  																																|
% 66.77/31.62  																																| Equations (323) can reduce 48 to:
% 66.77/31.62  																																| (266) $false
% 66.77/31.62  																																|
% 66.77/31.62  																																|-The branch is then unsatisfiable
% 66.77/31.62  																															|-Branch two:
% 66.77/31.62  																															| (780)  ~ (all_0_52_52 = e4)
% 66.77/31.62  																															| (781) (all_0_41_41 = e0 & all_0_58_58 = e3 &  ~ (all_0_44_44 = e3)) | (all_0_41_41 = e0 & all_0_58_58 = e3 &  ~ (all_0_55_55 = e0)) | (all_0_47_47 = e1 & all_0_52_52 = e2 &  ~ (all_0_48_48 = e2)) | (all_0_47_47 = e1 & all_0_52_52 = e2 &  ~ (all_0_51_51 = e1)) | (all_0_47_47 = e0 & all_0_58_58 = e2 &  ~ (all_0_49_49 = e2)) | (all_0_47_47 = e0 & all_0_58_58 = e2 &  ~ (all_0_56_56 = e0))
% 66.77/31.62  																															|
% 66.77/31.62  																																+-Applying beta-rule and splitting (243), into two cases.
% 66.77/31.62  																																|-Branch one:
% 66.77/31.62  																																| (329) all_0_38_38 = e0
% 66.77/31.62  																																|
% 66.77/31.62  																																	| Combining equations (329,321) yields a new equation:
% 66.77/31.62  																																	| (397) e4 = e0
% 66.77/31.62  																																	|
% 66.77/31.62  																																	| Equations (397) can reduce 49 to:
% 66.77/31.62  																																	| (266) $false
% 66.77/31.62  																																	|
% 66.77/31.62  																																	|-The branch is then unsatisfiable
% 66.77/31.62  																																|-Branch two:
% 66.77/31.62  																																| (332)  ~ (all_0_38_38 = e0)
% 66.77/31.62  																																| (395) all_0_41_41 = e0 | all_0_46_46 = e0 | all_0_55_55 = e0
% 66.77/31.62  																																|
% 66.77/31.62  																																	+-Applying beta-rule and splitting (395), into two cases.
% 66.77/31.62  																																	|-Branch one:
% 66.77/31.62  																																	| (794) all_0_41_41 = e0
% 66.77/31.62  																																	|
% 66.77/31.62  																																		| Combining equations (794,453) yields a new equation:
% 66.77/31.62  																																		| (431) e1 = e0
% 66.77/31.62  																																		|
% 66.77/31.62  																																		| Equations (431) can reduce 233 to:
% 66.77/31.62  																																		| (266) $false
% 66.77/31.62  																																		|
% 66.77/31.62  																																		|-The branch is then unsatisfiable
% 66.77/31.62  																																	|-Branch two:
% 66.77/31.62  																																	| (357)  ~ (all_0_41_41 = e0)
% 66.77/31.62  																																	| (895) all_0_46_46 = e0 | all_0_55_55 = e0
% 66.77/31.62  																																	|
% 66.77/31.62  																																		| Equations (453) can reduce 357 to:
% 66.77/31.62  																																		| (233)  ~ (e1 = e0)
% 66.77/31.62  																																		|
% 66.77/31.62  																																		+-Applying beta-rule and splitting (781), into two cases.
% 66.77/31.62  																																		|-Branch one:
% 66.77/31.62  																																		| (789) (all_0_41_41 = e0 & all_0_58_58 = e3 &  ~ (all_0_44_44 = e3)) | (all_0_41_41 = e0 & all_0_58_58 = e3 &  ~ (all_0_55_55 = e0)) | (all_0_47_47 = e1 & all_0_52_52 = e2 &  ~ (all_0_48_48 = e2)) | (all_0_47_47 = e1 & all_0_52_52 = e2 &  ~ (all_0_51_51 = e1)) | (all_0_47_47 = e0 & all_0_58_58 = e2 &  ~ (all_0_49_49 = e2))
% 66.77/31.62  																																		|
% 66.77/31.62  																																			+-Applying beta-rule and splitting (789), into two cases.
% 66.77/31.62  																																			|-Branch one:
% 66.77/31.62  																																			| (790) (all_0_41_41 = e0 & all_0_58_58 = e3 &  ~ (all_0_44_44 = e3)) | (all_0_41_41 = e0 & all_0_58_58 = e3 &  ~ (all_0_55_55 = e0)) | (all_0_47_47 = e1 & all_0_52_52 = e2 &  ~ (all_0_48_48 = e2)) | (all_0_47_47 = e1 & all_0_52_52 = e2 &  ~ (all_0_51_51 = e1))
% 66.77/31.62  																																			|
% 66.77/31.62  																																				+-Applying beta-rule and splitting (790), into two cases.
% 66.77/31.62  																																				|-Branch one:
% 66.77/31.62  																																				| (791) (all_0_41_41 = e0 & all_0_58_58 = e3 &  ~ (all_0_44_44 = e3)) | (all_0_41_41 = e0 & all_0_58_58 = e3 &  ~ (all_0_55_55 = e0)) | (all_0_47_47 = e1 & all_0_52_52 = e2 &  ~ (all_0_48_48 = e2))
% 66.77/31.62  																																				|
% 66.77/31.62  																																					+-Applying beta-rule and splitting (791), into two cases.
% 66.77/31.62  																																					|-Branch one:
% 66.77/31.62  																																					| (792) (all_0_41_41 = e0 & all_0_58_58 = e3 &  ~ (all_0_44_44 = e3)) | (all_0_41_41 = e0 & all_0_58_58 = e3 &  ~ (all_0_55_55 = e0))
% 66.77/31.62  																																					|
% 66.77/31.62  																																						+-Applying beta-rule and splitting (792), into two cases.
% 66.77/31.62  																																						|-Branch one:
% 66.77/31.62  																																						| (793) all_0_41_41 = e0 & all_0_58_58 = e3 &  ~ (all_0_44_44 = e3)
% 66.77/31.62  																																						|
% 66.77/31.62  																																							| Applying alpha-rule on (793) yields:
% 66.77/31.62  																																							| (794) all_0_41_41 = e0
% 66.77/31.62  																																							| (795) all_0_58_58 = e3
% 66.77/31.62  																																							| (407)  ~ (all_0_44_44 = e3)
% 66.77/31.62  																																							|
% 66.77/31.62  																																							| Combining equations (794,453) yields a new equation:
% 66.77/31.62  																																							| (431) e1 = e0
% 66.77/31.62  																																							|
% 66.77/31.62  																																							| Equations (431) can reduce 233 to:
% 66.77/31.62  																																							| (266) $false
% 66.77/31.62  																																							|
% 66.77/31.62  																																							|-The branch is then unsatisfiable
% 66.77/31.62  																																						|-Branch two:
% 66.77/31.62  																																						| (800) all_0_41_41 = e0 & all_0_58_58 = e3 &  ~ (all_0_55_55 = e0)
% 66.77/31.62  																																						|
% 66.77/31.62  																																							| Applying alpha-rule on (800) yields:
% 66.77/31.62  																																							| (794) all_0_41_41 = e0
% 66.77/31.62  																																							| (795) all_0_58_58 = e3
% 66.77/31.62  																																							| (803)  ~ (all_0_55_55 = e0)
% 66.77/31.62  																																							|
% 66.77/31.62  																																							| Combining equations (794,453) yields a new equation:
% 66.77/31.62  																																							| (431) e1 = e0
% 66.77/31.62  																																							|
% 66.77/31.62  																																							| Equations (431) can reduce 233 to:
% 66.77/31.62  																																							| (266) $false
% 66.77/31.62  																																							|
% 66.77/31.62  																																							|-The branch is then unsatisfiable
% 66.77/31.62  																																					|-Branch two:
% 66.77/31.62  																																					| (807) all_0_47_47 = e1 & all_0_52_52 = e2 &  ~ (all_0_48_48 = e2)
% 66.77/31.62  																																					|
% 66.77/31.62  																																						| Applying alpha-rule on (807) yields:
% 66.77/31.62  																																						| (654) all_0_47_47 = e1
% 66.77/31.62  																																						| (352) all_0_52_52 = e2
% 66.77/31.62  																																						| (810)  ~ (all_0_48_48 = e2)
% 66.77/31.62  																																						|
% 66.77/31.62  																																						| Equations (654) can reduce 114 to:
% 66.77/31.62  																																						| (11581)  ~ (all_0_48_48 = e1)
% 66.77/31.62  																																						|
% 66.77/31.62  																																						| Simplifying 11581 yields:
% 66.77/31.62  																																						| (619)  ~ (all_0_48_48 = e1)
% 66.77/31.62  																																						|
% 66.77/31.62  																																						| Equations (654) can reduce 224 to:
% 66.77/31.62  																																						| (463)  ~ (all_0_51_51 = e1)
% 66.77/31.62  																																						|
% 66.77/31.62  																																						| Simplifying 463 yields:
% 66.77/31.62  																																						| (464)  ~ (all_0_51_51 = e1)
% 66.77/31.62  																																						|
% 66.77/31.62  																																						| Equations (654) can reduce 1091 to:
% 66.77/31.62  																																						| (467)  ~ (e3 = e1)
% 66.77/31.62  																																						|
% 66.77/31.62  																																						| Simplifying 467 yields:
% 66.77/31.62  																																						| (213)  ~ (e3 = e1)
% 66.77/31.62  																																						|
% 66.77/31.62  																																						| Equations (654) can reduce 338 to:
% 66.77/31.62  																																						| (604)  ~ (e2 = e1)
% 66.77/31.62  																																						|
% 66.77/31.62  																																						| Simplifying 604 yields:
% 66.77/31.62  																																						| (122)  ~ (e2 = e1)
% 66.77/31.62  																																						|
% 66.77/31.62  																																						+-Applying beta-rule and splitting (112), into two cases.
% 66.77/31.62  																																						|-Branch one:
% 66.77/31.62  																																						| (635) all_0_44_44 = e1
% 66.77/31.62  																																						|
% 66.77/31.62  																																							| Combining equations (532,635) yields a new equation:
% 66.77/31.62  																																							| (454) e3 = e1
% 66.77/31.62  																																							|
% 66.77/31.62  																																							| Simplifying 454 yields:
% 66.77/31.62  																																							| (455) e3 = e1
% 66.77/31.62  																																							|
% 66.77/31.62  																																							| Equations (455) can reduce 213 to:
% 66.77/31.62  																																							| (266) $false
% 66.77/31.62  																																							|
% 66.77/31.62  																																							|-The branch is then unsatisfiable
% 66.77/31.62  																																						|-Branch two:
% 66.77/31.62  																																						| (639)  ~ (all_0_44_44 = e1)
% 66.77/31.62  																																						| (640) all_0_49_49 = e1 | all_0_53_53 = e1 | all_0_58_58 = e1
% 66.77/31.62  																																						|
% 66.77/31.62  																																							| Equations (532) can reduce 639 to:
% 66.77/31.62  																																							| (213)  ~ (e3 = e1)
% 66.77/31.62  																																							|
% 66.77/31.62  																																							+-Applying beta-rule and splitting (184), into two cases.
% 66.77/31.62  																																							|-Branch one:
% 66.77/31.62  																																							| (538) all_0_46_46 = e0
% 66.77/31.62  																																							|
% 66.77/31.62  																																								| Combining equations (538,1794) yields a new equation:
% 66.77/31.62  																																								| (330) e2 = e0
% 66.77/31.62  																																								|
% 66.77/31.62  																																								| Equations (330) can reduce 128 to:
% 66.77/31.62  																																								| (266) $false
% 66.77/31.62  																																								|
% 66.77/31.62  																																								|-The branch is then unsatisfiable
% 66.77/31.62  																																							|-Branch two:
% 66.77/31.62  																																							| (831)  ~ (all_0_46_46 = e0)
% 66.77/31.62  																																							| (832) all_0_47_47 = e0 | all_0_48_48 = e0 | all_0_49_49 = e0
% 66.77/31.62  																																							|
% 66.77/31.62  																																								| Equations (1794) can reduce 831 to:
% 66.77/31.62  																																								| (128)  ~ (e2 = e0)
% 66.77/31.62  																																								|
% 66.77/31.62  																																								+-Applying beta-rule and splitting (130), into two cases.
% 66.77/31.62  																																								|-Branch one:
% 66.77/31.62  																																								| (430) all_0_43_43 = e1
% 66.77/31.62  																																								|
% 66.77/31.62  																																									| Combining equations (430,396) yields a new equation:
% 66.77/31.62  																																									| (630) e4 = e1
% 66.77/31.62  																																									|
% 66.77/31.62  																																									| Equations (630) can reduce 110 to:
% 66.77/31.62  																																									| (266) $false
% 66.77/31.62  																																									|
% 66.77/31.62  																																									|-The branch is then unsatisfiable
% 66.77/31.62  																																								|-Branch two:
% 66.77/31.62  																																								| (433)  ~ (all_0_43_43 = e1)
% 66.77/31.62  																																								| (434) all_0_48_48 = e1 | all_0_52_52 = e1 | all_0_57_57 = e1
% 66.77/31.62  																																								|
% 66.77/31.62  																																									+-Applying beta-rule and splitting (160), into two cases.
% 66.77/31.62  																																									|-Branch one:
% 66.77/31.62  																																									| (601) all_0_50_50 = e1
% 66.77/31.62  																																									|
% 66.77/31.62  																																										| Combining equations (415,601) yields a new equation:
% 66.77/31.62  																																										| (454) e3 = e1
% 66.77/31.62  																																										|
% 66.77/31.62  																																										| Simplifying 454 yields:
% 66.77/31.62  																																										| (455) e3 = e1
% 66.77/31.62  																																										|
% 66.77/31.62  																																										| Equations (455) can reduce 213 to:
% 66.77/31.62  																																										| (266) $false
% 66.77/31.62  																																										|
% 66.77/31.62  																																										|-The branch is then unsatisfiable
% 66.77/31.62  																																									|-Branch two:
% 66.77/31.62  																																									| (759)  ~ (all_0_50_50 = e1)
% 66.77/31.62  																																									| (1168) all_0_51_51 = e1 | all_0_52_52 = e1 | all_0_53_53 = e1
% 66.77/31.62  																																									|
% 66.77/31.62  																																										+-Applying beta-rule and splitting (895), into two cases.
% 66.77/31.62  																																										|-Branch one:
% 66.77/31.62  																																										| (538) all_0_46_46 = e0
% 66.77/31.62  																																										|
% 66.77/31.62  																																											| Combining equations (538,1794) yields a new equation:
% 66.77/31.62  																																											| (330) e2 = e0
% 66.77/31.62  																																											|
% 66.77/31.62  																																											| Equations (330) can reduce 128 to:
% 66.77/31.62  																																											| (266) $false
% 66.77/31.62  																																											|
% 66.77/31.62  																																											|-The branch is then unsatisfiable
% 66.77/31.62  																																										|-Branch two:
% 66.77/31.62  																																										| (831)  ~ (all_0_46_46 = e0)
% 66.77/31.62  																																										| (858) all_0_55_55 = e0
% 66.77/31.62  																																										|
% 66.77/31.62  																																											| Equations (858) can reduce 81 to:
% 66.77/31.62  																																											| (363)  ~ (all_0_57_57 = e0)
% 66.77/31.62  																																											|
% 66.77/31.62  																																											| Simplifying 363 yields:
% 66.77/31.62  																																											| (364)  ~ (all_0_57_57 = e0)
% 66.77/31.62  																																											|
% 66.77/31.62  																																											| From (858) and (74) follows:
% 66.77/31.62  																																											| (752) op(e0, e3) = e0
% 66.77/31.62  																																											|
% 66.77/31.62  																																											+-Applying beta-rule and splitting (434), into two cases.
% 66.77/31.62  																																											|-Branch one:
% 66.77/31.62  																																											| (615) all_0_48_48 = e1
% 66.77/31.62  																																											|
% 66.77/31.62  																																												| Equations (615) can reduce 619 to:
% 66.77/31.62  																																												| (266) $false
% 66.77/31.62  																																												|
% 66.77/31.62  																																												|-The branch is then unsatisfiable
% 66.77/31.62  																																											|-Branch two:
% 66.77/31.62  																																											| (619)  ~ (all_0_48_48 = e1)
% 66.77/31.62  																																											| (620) all_0_52_52 = e1 | all_0_57_57 = e1
% 66.77/31.62  																																											|
% 66.77/31.62  																																												+-Applying beta-rule and splitting (7), into two cases.
% 66.77/31.62  																																												|-Branch one:
% 66.77/31.62  																																												| (504) all_0_51_51 = e2
% 66.77/31.62  																																												|
% 66.77/31.62  																																													| Equations (504) can reduce 1099 to:
% 66.77/31.62  																																													| (266) $false
% 66.77/31.62  																																													|
% 66.77/31.62  																																													|-The branch is then unsatisfiable
% 66.77/31.62  																																												|-Branch two:
% 66.77/31.62  																																												| (1099)  ~ (all_0_51_51 = e2)
% 66.77/31.62  																																												| (1100) all_0_51_51 = e4 | all_0_51_51 = e3 | all_0_51_51 = e1
% 66.77/31.62  																																												|
% 66.77/31.62  																																													+-Applying beta-rule and splitting (1100), into two cases.
% 66.77/31.62  																																													|-Branch one:
% 66.77/31.62  																																													| (1101) all_0_51_51 = e4
% 66.77/31.62  																																													|
% 66.77/31.62  																																														| Equations (1101) can reduce 464 to:
% 66.77/31.62  																																														| (110)  ~ (e4 = e1)
% 66.77/31.62  																																														|
% 66.77/31.62  																																														| From (1101) and (186) follows:
% 66.77/31.62  																																														| (13720) op(e1, e2) = e4
% 66.77/31.62  																																														|
% 66.77/31.62  																																														+-Applying beta-rule and splitting (5471), into two cases.
% 66.77/31.62  																																														|-Branch one:
% 66.77/31.62  																																														| (1279) all_0_48_48 = e0
% 66.77/31.62  																																														|
% 66.77/31.62  																																															| Equations (1279) can reduce 239 to:
% 66.77/31.62  																																															| (363)  ~ (all_0_57_57 = e0)
% 66.77/31.62  																																															|
% 66.77/31.62  																																															| Simplifying 363 yields:
% 66.77/31.62  																																															| (364)  ~ (all_0_57_57 = e0)
% 66.77/31.62  																																															|
% 66.77/31.62  																																															+-Applying beta-rule and splitting (196), into two cases.
% 66.77/31.62  																																															|-Branch one:
% 66.77/31.62  																																															| (607) all_0_53_53 = e2
% 66.77/31.62  																																															|
% 66.77/31.62  																																																| Equations (607) can reduce 509 to:
% 66.77/31.62  																																																| (266) $false
% 66.77/31.62  																																																|
% 66.77/31.62  																																																|-The branch is then unsatisfiable
% 66.77/31.62  																																															|-Branch two:
% 66.77/31.62  																																															| (509)  ~ (all_0_53_53 = e2)
% 66.77/31.62  																																															| (610) all_0_53_53 = e4 | all_0_53_53 = e3 | all_0_53_53 = e1
% 66.77/31.62  																																															|
% 66.77/31.62  																																																+-Applying beta-rule and splitting (1168), into two cases.
% 66.77/31.62  																																																|-Branch one:
% 66.77/31.62  																																																| (1109) all_0_51_51 = e1
% 66.77/31.62  																																																|
% 66.77/31.62  																																																	| Combining equations (1101,1109) yields a new equation:
% 66.77/31.62  																																																	| (636) e4 = e1
% 66.77/31.62  																																																	|
% 66.77/31.62  																																																	| Simplifying 636 yields:
% 66.77/31.62  																																																	| (630) e4 = e1
% 66.77/31.62  																																																	|
% 66.77/31.62  																																																	| Equations (630) can reduce 110 to:
% 66.77/31.62  																																																	| (266) $false
% 66.77/31.62  																																																	|
% 66.77/31.62  																																																	|-The branch is then unsatisfiable
% 66.77/31.62  																																																|-Branch two:
% 66.77/31.62  																																																| (464)  ~ (all_0_51_51 = e1)
% 66.77/31.62  																																																| (1202) all_0_52_52 = e1 | all_0_53_53 = e1
% 66.77/31.62  																																																|
% 66.77/31.62  																																																	+-Applying beta-rule and splitting (1202), into two cases.
% 66.77/31.62  																																																	|-Branch one:
% 66.77/31.62  																																																	| (642) all_0_52_52 = e1
% 66.77/31.62  																																																	|
% 66.77/31.62  																																																		| Combining equations (352,642) yields a new equation:
% 66.77/31.62  																																																		| (616) e2 = e1
% 66.77/31.62  																																																		|
% 66.77/31.62  																																																		| Simplifying 616 yields:
% 66.77/31.62  																																																		| (617) e2 = e1
% 66.77/31.62  																																																		|
% 66.77/31.62  																																																		| Equations (617) can reduce 122 to:
% 66.77/31.62  																																																		| (266) $false
% 66.77/31.62  																																																		|
% 66.77/31.62  																																																		|-The branch is then unsatisfiable
% 66.77/31.62  																																																	|-Branch two:
% 66.77/31.62  																																																	| (646)  ~ (all_0_52_52 = e1)
% 66.77/31.62  																																																	| (1208) all_0_53_53 = e1
% 66.77/31.62  																																																	|
% 66.77/31.62  																																																		| Equations (1208) can reduce 509 to:
% 66.77/31.62  																																																		| (604)  ~ (e2 = e1)
% 66.77/31.62  																																																		|
% 66.77/31.62  																																																		| Simplifying 604 yields:
% 66.77/31.62  																																																		| (122)  ~ (e2 = e1)
% 66.77/31.62  																																																		|
% 66.77/31.62  																																																		+-Applying beta-rule and splitting (620), into two cases.
% 66.77/31.62  																																																		|-Branch one:
% 66.77/31.62  																																																		| (642) all_0_52_52 = e1
% 66.77/31.62  																																																		|
% 66.77/31.62  																																																			| Combining equations (352,642) yields a new equation:
% 66.77/31.62  																																																			| (616) e2 = e1
% 66.77/31.62  																																																			|
% 66.77/31.62  																																																			| Simplifying 616 yields:
% 66.77/31.62  																																																			| (617) e2 = e1
% 66.77/31.62  																																																			|
% 66.77/31.62  																																																			| Equations (617) can reduce 122 to:
% 66.77/31.62  																																																			| (266) $false
% 66.77/31.62  																																																			|
% 66.77/31.62  																																																			|-The branch is then unsatisfiable
% 66.77/31.62  																																																		|-Branch two:
% 66.77/31.62  																																																		| (646)  ~ (all_0_52_52 = e1)
% 66.77/31.62  																																																		| (647) all_0_57_57 = e1
% 66.77/31.62  																																																		|
% 66.77/31.62  																																																			| Equations (647) can reduce 364 to:
% 66.77/31.62  																																																			| (233)  ~ (e1 = e0)
% 66.77/31.62  																																																			|
% 66.77/31.62  																																																			+-Applying beta-rule and splitting (56), into two cases.
% 66.77/31.62  																																																			|-Branch one:
% 66.77/31.62  																																																			| (696) unit = e2
% 66.77/31.62  																																																			|
% 66.77/31.62  																																																				| From (696) and (244) follows:
% 66.77/31.62  																																																				| (264) op(e2, e4) = e4
% 66.77/31.62  																																																				|
% 66.77/31.62  																																																				| From (696) and (24) follows:
% 66.77/31.62  																																																				| (697) op(e2, e3) = e3
% 66.77/31.62  																																																				|
% 66.77/31.62  																																																				| From (696) and (28) follows:
% 66.77/31.62  																																																				| (699) op(e1, e2) = e1
% 66.77/31.62  																																																				|
% 66.77/31.62  																																																				| From (696) and (42) follows:
% 66.77/31.63  																																																				| (1613) op(e0, e2) = e0
% 66.77/31.63  																																																				|
% 66.77/31.63  																																																				| Instantiating formula (29) with e2, e4, e4, e3 and discharging atoms op(e2, e4) = e4, op(e2, e4) = e3, yields:
% 66.77/31.63  																																																				| (425) e4 = e3
% 66.77/31.63  																																																				|
% 66.77/31.63  																																																				| Instantiating formula (29) with e2, e3, e3, e2 and discharging atoms op(e2, e3) = e3, op(e2, e3) = e2, yields:
% 66.77/31.63  																																																				| (662) e3 = e2
% 66.77/31.63  																																																				|
% 66.77/31.63  																																																				| Instantiating formula (29) with e1, e2, e1, e4 and discharging atoms op(e1, e2) = e4, op(e1, e2) = e1, yields:
% 66.77/31.63  																																																				| (630) e4 = e1
% 66.77/31.63  																																																				|
% 66.77/31.63  																																																				| Instantiating formula (29) with e0, e2, e0, e3 and discharging atoms op(e0, e2) = e3, op(e0, e2) = e0, yields:
% 66.77/31.63  																																																				| (676) e3 = e0
% 66.77/31.63  																																																				|
% 66.77/31.63  																																																				| Combining equations (425,630) yields a new equation:
% 66.77/31.63  																																																				| (454) e3 = e1
% 66.77/31.63  																																																				|
% 66.77/31.63  																																																				| Simplifying 454 yields:
% 66.77/31.63  																																																				| (455) e3 = e1
% 66.77/31.63  																																																				|
% 66.77/31.63  																																																				| Combining equations (455,662) yields a new equation:
% 66.77/31.63  																																																				| (617) e2 = e1
% 66.77/31.63  																																																				|
% 66.77/31.63  																																																				| Combining equations (676,662) yields a new equation:
% 66.77/31.63  																																																				| (330) e2 = e0
% 66.77/31.63  																																																				|
% 66.77/31.63  																																																				| Combining equations (330,617) yields a new equation:
% 66.77/31.63  																																																				| (431) e1 = e0
% 66.77/31.63  																																																				|
% 66.77/31.63  																																																				| Equations (431) can reduce 233 to:
% 66.77/31.63  																																																				| (266) $false
% 66.77/31.63  																																																				|
% 66.77/31.63  																																																				|-The branch is then unsatisfiable
% 66.77/31.63  																																																			|-Branch two:
% 66.77/31.63  																																																			| (707)  ~ (unit = e2)
% 66.77/31.63  																																																			| (708) unit = e4 | unit = e3 | unit = e1 | unit = e0
% 66.77/31.63  																																																			|
% 66.77/31.63  																																																				+-Applying beta-rule and splitting (708), into two cases.
% 66.77/31.63  																																																				|-Branch one:
% 66.77/31.63  																																																				| (709) unit = e4
% 66.77/31.63  																																																				|
% 66.77/31.63  																																																					| From (709) and (24) follows:
% 66.77/31.63  																																																					| (33325) op(e4, e3) = e3
% 66.77/31.63  																																																					|
% 66.77/31.63  																																																					| From (709) and (211) follows:
% 66.77/31.63  																																																					| (22527) op(e4, e1) = e1
% 66.77/31.63  																																																					|
% 66.77/31.63  																																																					| From (709) and (32) follows:
% 66.77/31.63  																																																					| (712) op(e2, e4) = e2
% 66.77/31.63  																																																					|
% 66.77/31.63  																																																					| From (709) and (42) follows:
% 66.77/31.63  																																																					| (713) op(e0, e4) = e0
% 66.77/31.63  																																																					|
% 66.77/31.63  																																																					| Instantiating formula (29) with e4, e3, e3, e4 and discharging atoms op(e4, e3) = e4, op(e4, e3) = e3, yields:
% 66.77/31.63  																																																					| (425) e4 = e3
% 66.77/31.63  																																																					|
% 66.77/31.63  																																																					| Instantiating formula (29) with e4, e1, e1, e3 and discharging atoms op(e4, e1) = e3, op(e4, e1) = e1, yields:
% 66.77/31.63  																																																					| (455) e3 = e1
% 66.77/31.63  																																																					|
% 66.77/31.63  																																																					| Instantiating formula (29) with e2, e4, e2, e3 and discharging atoms op(e2, e4) = e3, op(e2, e4) = e2, yields:
% 66.77/31.63  																																																					| (662) e3 = e2
% 66.77/31.63  																																																					|
% 66.77/31.63  																																																					| Instantiating formula (29) with e0, e4, e0, e4 and discharging atoms op(e0, e4) = e4, op(e0, e4) = e0, yields:
% 66.77/31.63  																																																					| (397) e4 = e0
% 66.77/31.63  																																																					|
% 66.77/31.63  																																																					| Combining equations (425,397) yields a new equation:
% 66.77/31.63  																																																					| (675) e3 = e0
% 66.77/31.63  																																																					|
% 66.77/31.63  																																																					| Simplifying 675 yields:
% 66.77/31.63  																																																					| (676) e3 = e0
% 66.77/31.63  																																																					|
% 66.77/31.63  																																																					| Combining equations (676,662) yields a new equation:
% 66.77/31.63  																																																					| (330) e2 = e0
% 66.77/31.63  																																																					|
% 66.77/31.63  																																																					| Combining equations (455,662) yields a new equation:
% 66.77/31.63  																																																					| (617) e2 = e1
% 66.77/31.63  																																																					|
% 66.77/31.63  																																																					| Combining equations (617,330) yields a new equation:
% 66.77/31.63  																																																					| (546) e1 = e0
% 66.77/31.63  																																																					|
% 66.77/31.63  																																																					| Simplifying 546 yields:
% 66.77/31.63  																																																					| (431) e1 = e0
% 66.77/31.63  																																																					|
% 66.77/31.63  																																																					| Equations (431) can reduce 233 to:
% 66.77/31.63  																																																					| (266) $false
% 66.77/31.63  																																																					|
% 66.77/31.63  																																																					|-The branch is then unsatisfiable
% 66.77/31.63  																																																				|-Branch two:
% 66.77/31.63  																																																				| (724)  ~ (unit = e4)
% 66.77/31.63  																																																				| (725) unit = e3 | unit = e1 | unit = e0
% 66.77/31.63  																																																				|
% 66.77/31.63  																																																					+-Applying beta-rule and splitting (725), into two cases.
% 66.77/31.63  																																																					|-Branch one:
% 66.77/31.63  																																																					| (726) unit = e0
% 66.77/31.63  																																																					|
% 66.77/31.63  																																																						| Equations (726) can reduce 707 to:
% 66.77/31.63  																																																						| (365)  ~ (e2 = e0)
% 66.77/31.63  																																																						|
% 66.77/31.63  																																																						| Simplifying 365 yields:
% 66.77/31.63  																																																						| (128)  ~ (e2 = e0)
% 66.77/31.63  																																																						|
% 66.77/31.63  																																																						| From (726) and (24) follows:
% 66.77/31.63  																																																						| (2208) op(e0, e3) = e3
% 66.77/31.63  																																																						|
% 66.77/31.63  																																																						| From (726) and (15) follows:
% 66.77/31.63  																																																						| (1508) op(e0, e2) = e2
% 66.77/31.63  																																																						|
% 66.77/31.63  																																																						| Instantiating formula (29) with e0, e3, e3, e0 and discharging atoms op(e0, e3) = e3, op(e0, e3) = e0, yields:
% 66.77/31.63  																																																						| (676) e3 = e0
% 66.77/31.63  																																																						|
% 66.77/31.63  																																																						| Instantiating formula (29) with e0, e2, e2, e3 and discharging atoms op(e0, e2) = e3, op(e0, e2) = e2, yields:
% 66.77/31.63  																																																						| (662) e3 = e2
% 66.77/31.63  																																																						|
% 66.77/31.63  																																																						| Combining equations (676,662) yields a new equation:
% 66.77/31.63  																																																						| (330) e2 = e0
% 66.77/31.63  																																																						|
% 66.77/31.63  																																																						| Equations (330) can reduce 128 to:
% 66.77/31.63  																																																						| (266) $false
% 66.77/31.63  																																																						|
% 66.77/31.63  																																																						|-The branch is then unsatisfiable
% 66.77/31.63  																																																					|-Branch two:
% 66.77/31.63  																																																					| (734)  ~ (unit = e0)
% 66.77/31.63  																																																					| (735) unit = e3 | unit = e1
% 66.77/31.63  																																																					|
% 66.77/31.63  																																																						+-Applying beta-rule and splitting (735), into two cases.
% 66.77/31.63  																																																						|-Branch one:
% 66.77/31.63  																																																						| (736) unit = e1
% 66.77/31.63  																																																						|
% 66.77/31.63  																																																							| Equations (736) can reduce 734 to:
% 66.77/31.63  																																																							| (233)  ~ (e1 = e0)
% 66.77/31.63  																																																							|
% 66.77/31.63  																																																							| From (736) and (244) follows:
% 66.77/31.63  																																																							| (738) op(e1, e4) = e4
% 66.77/31.63  																																																							|
% 66.77/31.63  																																																							| From (736) and (15) follows:
% 66.77/31.63  																																																							| (515) op(e1, e2) = e2
% 66.77/31.63  																																																							|
% 66.77/31.63  																																																							| From (736) and (28) follows:
% 66.77/31.63  																																																							| (740) op(e1, e1) = e1
% 66.77/31.63  																																																							|
% 66.77/31.63  																																																							| Instantiating formula (29) with e1, e4, e4, e0 and discharging atoms op(e1, e4) = e4, op(e1, e4) = e0, yields:
% 66.77/31.63  																																																							| (397) e4 = e0
% 66.77/31.63  																																																							|
% 66.77/31.63  																																																							| Instantiating formula (29) with e1, e2, e2, e4 and discharging atoms op(e1, e2) = e4, op(e1, e2) = e2, yields:
% 66.77/31.63  																																																							| (323) e4 = e2
% 66.77/31.63  																																																							|
% 66.77/31.63  																																																							| Instantiating formula (29) with e1, e1, e1, e2 and discharging atoms op(e1, e1) = e2, op(e1, e1) = e1, yields:
% 66.77/31.63  																																																							| (617) e2 = e1
% 66.77/31.63  																																																							|
% 66.77/31.63  																																																							| Combining equations (397,323) yields a new equation:
% 66.77/31.63  																																																							| (330) e2 = e0
% 66.77/31.63  																																																							|
% 66.77/31.63  																																																							| Combining equations (617,330) yields a new equation:
% 66.77/31.63  																																																							| (546) e1 = e0
% 66.77/31.63  																																																							|
% 66.77/31.63  																																																							| Simplifying 546 yields:
% 66.77/31.63  																																																							| (431) e1 = e0
% 66.77/31.63  																																																							|
% 66.77/31.63  																																																							| Equations (431) can reduce 233 to:
% 66.77/31.63  																																																							| (266) $false
% 66.77/31.63  																																																							|
% 66.77/31.63  																																																							|-The branch is then unsatisfiable
% 66.77/31.63  																																																						|-Branch two:
% 66.77/31.63  																																																						| (748)  ~ (unit = e1)
% 66.77/31.63  																																																						| (749) unit = e3
% 66.77/31.63  																																																						|
% 66.77/31.63  																																																							| From (749) and (244) follows:
% 66.77/31.63  																																																							| (750) op(e3, e4) = e4
% 66.77/31.63  																																																							|
% 66.77/31.63  																																																							| From (749) and (15) follows:
% 66.77/31.63  																																																							| (751) op(e3, e2) = e2
% 66.77/31.63  																																																							|
% 66.77/31.63  																																																							| From (749) and (211) follows:
% 66.77/31.63  																																																							| (13877) op(e3, e1) = e1
% 66.77/31.63  																																																							|
% 66.77/31.63  																																																							| Instantiating formula (29) with e3, e4, e4, e2 and discharging atoms op(e3, e4) = e4, op(e3, e4) = e2, yields:
% 66.77/31.63  																																																							| (323) e4 = e2
% 66.77/31.63  																																																							|
% 66.77/31.63  																																																							| Instantiating formula (29) with e3, e2, e2, e0 and discharging atoms op(e3, e2) = e2, op(e3, e2) = e0, yields:
% 66.77/31.63  																																																							| (330) e2 = e0
% 66.77/31.63  																																																							|
% 66.77/31.63  																																																							| Instantiating formula (29) with e3, e1, e1, e4 and discharging atoms op(e3, e1) = e4, op(e3, e1) = e1, yields:
% 66.77/31.63  																																																							| (630) e4 = e1
% 66.77/31.63  																																																							|
% 66.77/31.63  																																																							| Combining equations (630,323) yields a new equation:
% 66.77/31.63  																																																							| (617) e2 = e1
% 66.77/31.63  																																																							|
% 66.77/31.63  																																																							| Combining equations (330,617) yields a new equation:
% 66.77/31.63  																																																							| (431) e1 = e0
% 66.77/31.63  																																																							|
% 66.77/31.63  																																																							| Equations (431) can reduce 233 to:
% 66.77/31.63  																																																							| (266) $false
% 66.77/31.63  																																																							|
% 66.77/31.63  																																																							|-The branch is then unsatisfiable
% 66.77/31.63  																																														|-Branch two:
% 66.77/31.63  																																														| (1283)  ~ (all_0_48_48 = e0)
% 66.77/31.63  																																														| (875) all_0_57_57 = e0
% 66.77/31.63  																																														|
% 66.77/31.63  																																															| Equations (875) can reduce 364 to:
% 66.77/31.63  																																															| (266) $false
% 66.77/31.63  																																															|
% 66.77/31.63  																																															|-The branch is then unsatisfiable
% 66.77/31.63  																																													|-Branch two:
% 66.77/31.63  																																													| (475)  ~ (all_0_51_51 = e4)
% 66.77/31.63  																																													| (1104) all_0_51_51 = e3 | all_0_51_51 = e1
% 66.77/31.63  																																													|
% 66.77/31.63  																																														+-Applying beta-rule and splitting (1168), into two cases.
% 66.77/31.63  																																														|-Branch one:
% 66.77/31.63  																																														| (1109) all_0_51_51 = e1
% 66.77/31.63  																																														|
% 66.77/31.63  																																															| Equations (1109) can reduce 464 to:
% 66.77/31.63  																																															| (266) $false
% 66.77/31.63  																																															|
% 66.77/31.63  																																															|-The branch is then unsatisfiable
% 66.77/31.63  																																														|-Branch two:
% 66.77/31.63  																																														| (464)  ~ (all_0_51_51 = e1)
% 66.77/31.63  																																														| (1202) all_0_52_52 = e1 | all_0_53_53 = e1
% 66.77/31.63  																																														|
% 66.77/31.63  																																															+-Applying beta-rule and splitting (1104), into two cases.
% 66.77/31.63  																																															|-Branch one:
% 66.77/31.63  																																															| (1109) all_0_51_51 = e1
% 66.77/31.63  																																															|
% 66.77/31.63  																																																| Equations (1109) can reduce 464 to:
% 66.77/31.63  																																																| (266) $false
% 66.77/31.63  																																																|
% 66.77/31.63  																																																|-The branch is then unsatisfiable
% 66.77/31.63  																																															|-Branch two:
% 66.77/31.63  																																															| (464)  ~ (all_0_51_51 = e1)
% 66.77/31.63  																																															| (660) all_0_51_51 = e3
% 66.77/31.63  																																															|
% 66.77/31.63  																																																| Equations (660) can reduce 664 to:
% 66.77/31.63  																																																| (266) $false
% 66.77/31.63  																																																|
% 66.77/31.63  																																																|-The branch is then unsatisfiable
% 66.77/31.63  																																				|-Branch two:
% 66.77/31.63  																																				| (813) all_0_47_47 = e1 & all_0_52_52 = e2 &  ~ (all_0_51_51 = e1)
% 66.77/31.63  																																				|
% 66.77/31.63  																																					| Applying alpha-rule on (813) yields:
% 66.77/31.63  																																					| (654) all_0_47_47 = e1
% 66.77/31.63  																																					| (352) all_0_52_52 = e2
% 66.77/31.63  																																					| (464)  ~ (all_0_51_51 = e1)
% 66.77/31.63  																																					|
% 66.77/31.63  																																					| Equations (654) can reduce 114 to:
% 66.77/31.63  																																					| (11581)  ~ (all_0_48_48 = e1)
% 66.77/31.63  																																					|
% 66.77/31.63  																																					| Simplifying 11581 yields:
% 66.77/31.63  																																					| (619)  ~ (all_0_48_48 = e1)
% 66.77/31.63  																																					|
% 66.77/31.63  																																					| Equations (654) can reduce 224 to:
% 66.77/31.63  																																					| (463)  ~ (all_0_51_51 = e1)
% 66.77/31.63  																																					|
% 66.77/31.63  																																					| Simplifying 463 yields:
% 66.77/31.63  																																					| (464)  ~ (all_0_51_51 = e1)
% 66.77/31.63  																																					|
% 66.77/31.63  																																					| Equations (654) can reduce 1091 to:
% 66.77/31.63  																																					| (467)  ~ (e3 = e1)
% 66.77/31.63  																																					|
% 66.77/31.63  																																					| Simplifying 467 yields:
% 66.77/31.63  																																					| (213)  ~ (e3 = e1)
% 66.77/31.63  																																					|
% 66.77/31.63  																																					| Equations (654) can reduce 338 to:
% 66.77/31.63  																																					| (604)  ~ (e2 = e1)
% 66.77/31.63  																																					|
% 66.77/31.63  																																					| Simplifying 604 yields:
% 66.77/31.63  																																					| (122)  ~ (e2 = e1)
% 66.77/31.63  																																					|
% 66.77/31.63  																																					+-Applying beta-rule and splitting (112), into two cases.
% 66.77/31.63  																																					|-Branch one:
% 66.77/31.63  																																					| (635) all_0_44_44 = e1
% 66.77/31.63  																																					|
% 66.77/31.63  																																						| Combining equations (532,635) yields a new equation:
% 66.77/31.63  																																						| (454) e3 = e1
% 66.77/31.63  																																						|
% 66.77/31.63  																																						| Simplifying 454 yields:
% 66.77/31.63  																																						| (455) e3 = e1
% 66.77/31.63  																																						|
% 66.77/31.63  																																						| Equations (455) can reduce 213 to:
% 66.77/31.63  																																						| (266) $false
% 66.77/31.63  																																						|
% 66.77/31.63  																																						|-The branch is then unsatisfiable
% 66.77/31.63  																																					|-Branch two:
% 66.77/31.63  																																					| (639)  ~ (all_0_44_44 = e1)
% 66.77/31.63  																																					| (640) all_0_49_49 = e1 | all_0_53_53 = e1 | all_0_58_58 = e1
% 66.77/31.63  																																					|
% 66.77/31.63  																																						| Equations (532) can reduce 639 to:
% 66.77/31.63  																																						| (213)  ~ (e3 = e1)
% 66.77/31.63  																																						|
% 66.77/31.63  																																						+-Applying beta-rule and splitting (184), into two cases.
% 66.77/31.63  																																						|-Branch one:
% 66.77/31.63  																																						| (538) all_0_46_46 = e0
% 66.77/31.63  																																						|
% 66.77/31.63  																																							| Combining equations (538,1794) yields a new equation:
% 66.77/31.63  																																							| (330) e2 = e0
% 66.77/31.63  																																							|
% 66.77/31.63  																																							| Equations (330) can reduce 128 to:
% 66.77/31.63  																																							| (266) $false
% 66.77/31.63  																																							|
% 66.77/31.63  																																							|-The branch is then unsatisfiable
% 66.77/31.63  																																						|-Branch two:
% 66.77/31.63  																																						| (831)  ~ (all_0_46_46 = e0)
% 66.77/31.63  																																						| (832) all_0_47_47 = e0 | all_0_48_48 = e0 | all_0_49_49 = e0
% 66.77/31.63  																																						|
% 66.77/31.63  																																							| Equations (1794) can reduce 831 to:
% 66.77/31.63  																																							| (128)  ~ (e2 = e0)
% 66.77/31.63  																																							|
% 66.77/31.63  																																							+-Applying beta-rule and splitting (130), into two cases.
% 66.77/31.63  																																							|-Branch one:
% 66.77/31.63  																																							| (430) all_0_43_43 = e1
% 66.77/31.63  																																							|
% 66.77/31.63  																																								| Combining equations (430,396) yields a new equation:
% 66.77/31.63  																																								| (630) e4 = e1
% 66.77/31.63  																																								|
% 66.77/31.63  																																								| Equations (630) can reduce 110 to:
% 66.77/31.63  																																								| (266) $false
% 66.77/31.63  																																								|
% 66.77/31.63  																																								|-The branch is then unsatisfiable
% 66.77/31.63  																																							|-Branch two:
% 66.77/31.63  																																							| (433)  ~ (all_0_43_43 = e1)
% 66.77/31.63  																																							| (434) all_0_48_48 = e1 | all_0_52_52 = e1 | all_0_57_57 = e1
% 66.77/31.63  																																							|
% 66.77/31.63  																																								+-Applying beta-rule and splitting (160), into two cases.
% 66.77/31.63  																																								|-Branch one:
% 66.77/31.63  																																								| (601) all_0_50_50 = e1
% 66.77/31.63  																																								|
% 66.77/31.63  																																									| Combining equations (415,601) yields a new equation:
% 66.77/31.63  																																									| (454) e3 = e1
% 66.77/31.63  																																									|
% 66.77/31.63  																																									| Simplifying 454 yields:
% 66.77/31.63  																																									| (455) e3 = e1
% 66.77/31.63  																																									|
% 66.77/31.63  																																									| Equations (455) can reduce 213 to:
% 66.77/31.63  																																									| (266) $false
% 66.77/31.63  																																									|
% 66.77/31.63  																																									|-The branch is then unsatisfiable
% 66.77/31.63  																																								|-Branch two:
% 66.77/31.63  																																								| (759)  ~ (all_0_50_50 = e1)
% 66.77/31.63  																																								| (1168) all_0_51_51 = e1 | all_0_52_52 = e1 | all_0_53_53 = e1
% 66.77/31.63  																																								|
% 66.77/31.63  																																									+-Applying beta-rule and splitting (895), into two cases.
% 66.77/31.63  																																									|-Branch one:
% 66.77/31.63  																																									| (538) all_0_46_46 = e0
% 66.77/31.63  																																									|
% 66.77/31.63  																																										| Combining equations (538,1794) yields a new equation:
% 66.77/31.63  																																										| (330) e2 = e0
% 66.77/31.63  																																										|
% 66.77/31.63  																																										| Equations (330) can reduce 128 to:
% 66.77/31.63  																																										| (266) $false
% 66.77/31.63  																																										|
% 66.77/31.63  																																										|-The branch is then unsatisfiable
% 66.77/31.63  																																									|-Branch two:
% 66.77/31.63  																																									| (831)  ~ (all_0_46_46 = e0)
% 66.77/31.63  																																									| (858) all_0_55_55 = e0
% 66.77/31.63  																																									|
% 66.77/31.63  																																										| Equations (858) can reduce 81 to:
% 66.77/31.63  																																										| (363)  ~ (all_0_57_57 = e0)
% 66.77/31.63  																																										|
% 66.77/31.63  																																										| Simplifying 363 yields:
% 66.77/31.63  																																										| (364)  ~ (all_0_57_57 = e0)
% 66.77/31.63  																																										|
% 66.77/31.63  																																										| From (858) and (74) follows:
% 66.77/31.63  																																										| (752) op(e0, e3) = e0
% 66.77/31.63  																																										|
% 66.77/31.63  																																										+-Applying beta-rule and splitting (434), into two cases.
% 66.77/31.63  																																										|-Branch one:
% 66.77/31.63  																																										| (615) all_0_48_48 = e1
% 66.77/31.63  																																										|
% 66.77/31.63  																																											| Equations (615) can reduce 619 to:
% 66.77/31.63  																																											| (266) $false
% 66.77/31.63  																																											|
% 66.77/31.63  																																											|-The branch is then unsatisfiable
% 66.77/31.63  																																										|-Branch two:
% 66.77/31.63  																																										| (619)  ~ (all_0_48_48 = e1)
% 66.77/31.63  																																										| (620) all_0_52_52 = e1 | all_0_57_57 = e1
% 66.77/31.63  																																										|
% 66.77/31.63  																																											+-Applying beta-rule and splitting (7), into two cases.
% 66.77/31.63  																																											|-Branch one:
% 66.77/31.63  																																											| (504) all_0_51_51 = e2
% 66.77/31.63  																																											|
% 66.77/31.63  																																												| Equations (504) can reduce 1099 to:
% 66.77/31.63  																																												| (266) $false
% 66.77/31.63  																																												|
% 66.77/31.63  																																												|-The branch is then unsatisfiable
% 66.77/31.63  																																											|-Branch two:
% 66.77/31.63  																																											| (1099)  ~ (all_0_51_51 = e2)
% 66.77/31.63  																																											| (1100) all_0_51_51 = e4 | all_0_51_51 = e3 | all_0_51_51 = e1
% 66.77/31.63  																																											|
% 66.77/31.63  																																												+-Applying beta-rule and splitting (1100), into two cases.
% 66.77/31.63  																																												|-Branch one:
% 66.77/31.63  																																												| (1101) all_0_51_51 = e4
% 66.77/31.63  																																												|
% 66.77/31.63  																																													| Equations (1101) can reduce 464 to:
% 66.77/31.63  																																													| (110)  ~ (e4 = e1)
% 66.77/31.63  																																													|
% 66.77/31.63  																																													| From (1101) and (186) follows:
% 66.77/31.63  																																													| (13720) op(e1, e2) = e4
% 66.77/31.63  																																													|
% 66.77/31.63  																																													+-Applying beta-rule and splitting (5471), into two cases.
% 66.77/31.63  																																													|-Branch one:
% 66.77/31.63  																																													| (1279) all_0_48_48 = e0
% 66.77/31.63  																																													|
% 66.77/31.63  																																														| Equations (1279) can reduce 239 to:
% 66.77/31.63  																																														| (363)  ~ (all_0_57_57 = e0)
% 66.77/31.63  																																														|
% 66.77/31.63  																																														| Simplifying 363 yields:
% 66.77/31.63  																																														| (364)  ~ (all_0_57_57 = e0)
% 66.77/31.63  																																														|
% 66.77/31.63  																																														+-Applying beta-rule and splitting (196), into two cases.
% 66.77/31.63  																																														|-Branch one:
% 66.77/31.63  																																														| (607) all_0_53_53 = e2
% 66.77/31.63  																																														|
% 66.77/31.63  																																															| Equations (607) can reduce 509 to:
% 66.77/31.63  																																															| (266) $false
% 66.77/31.63  																																															|
% 66.77/31.63  																																															|-The branch is then unsatisfiable
% 66.77/31.63  																																														|-Branch two:
% 66.77/31.63  																																														| (509)  ~ (all_0_53_53 = e2)
% 66.77/31.63  																																														| (610) all_0_53_53 = e4 | all_0_53_53 = e3 | all_0_53_53 = e1
% 66.77/31.63  																																														|
% 66.77/31.63  																																															+-Applying beta-rule and splitting (1168), into two cases.
% 66.77/31.63  																																															|-Branch one:
% 66.77/31.63  																																															| (1109) all_0_51_51 = e1
% 66.77/31.63  																																															|
% 66.77/31.63  																																																| Combining equations (1101,1109) yields a new equation:
% 66.77/31.63  																																																| (636) e4 = e1
% 66.77/31.63  																																																|
% 66.77/31.63  																																																| Simplifying 636 yields:
% 66.77/31.64  																																																| (630) e4 = e1
% 66.77/31.64  																																																|
% 66.77/31.64  																																																| Equations (630) can reduce 110 to:
% 66.77/31.64  																																																| (266) $false
% 66.77/31.64  																																																|
% 66.77/31.64  																																																|-The branch is then unsatisfiable
% 66.77/31.64  																																															|-Branch two:
% 66.77/31.64  																																															| (464)  ~ (all_0_51_51 = e1)
% 66.77/31.64  																																															| (1202) all_0_52_52 = e1 | all_0_53_53 = e1
% 66.77/31.64  																																															|
% 66.77/31.64  																																																+-Applying beta-rule and splitting (1202), into two cases.
% 66.77/31.64  																																																|-Branch one:
% 66.77/31.64  																																																| (642) all_0_52_52 = e1
% 66.77/31.64  																																																|
% 66.77/31.64  																																																	| Combining equations (352,642) yields a new equation:
% 66.77/31.64  																																																	| (616) e2 = e1
% 66.77/31.64  																																																	|
% 66.77/31.64  																																																	| Simplifying 616 yields:
% 66.77/31.64  																																																	| (617) e2 = e1
% 66.77/31.64  																																																	|
% 66.77/31.64  																																																	| Equations (617) can reduce 122 to:
% 66.77/31.64  																																																	| (266) $false
% 66.77/31.64  																																																	|
% 66.77/31.64  																																																	|-The branch is then unsatisfiable
% 66.77/31.64  																																																|-Branch two:
% 66.77/31.64  																																																| (646)  ~ (all_0_52_52 = e1)
% 66.77/31.64  																																																| (1208) all_0_53_53 = e1
% 66.77/31.64  																																																|
% 66.77/31.64  																																																	| Equations (1208) can reduce 509 to:
% 66.77/31.64  																																																	| (604)  ~ (e2 = e1)
% 66.77/31.64  																																																	|
% 66.77/31.64  																																																	| Simplifying 604 yields:
% 66.77/31.64  																																																	| (122)  ~ (e2 = e1)
% 66.77/31.64  																																																	|
% 66.77/31.64  																																																	+-Applying beta-rule and splitting (620), into two cases.
% 66.77/31.64  																																																	|-Branch one:
% 66.77/31.64  																																																	| (642) all_0_52_52 = e1
% 66.77/31.64  																																																	|
% 66.77/31.64  																																																		| Combining equations (352,642) yields a new equation:
% 66.77/31.64  																																																		| (616) e2 = e1
% 66.77/31.64  																																																		|
% 66.77/31.64  																																																		| Simplifying 616 yields:
% 66.77/31.64  																																																		| (617) e2 = e1
% 66.77/31.64  																																																		|
% 66.77/31.64  																																																		| Equations (617) can reduce 122 to:
% 66.77/31.64  																																																		| (266) $false
% 66.77/31.64  																																																		|
% 66.77/31.64  																																																		|-The branch is then unsatisfiable
% 66.77/31.64  																																																	|-Branch two:
% 66.77/31.64  																																																	| (646)  ~ (all_0_52_52 = e1)
% 66.77/31.64  																																																	| (647) all_0_57_57 = e1
% 66.77/31.64  																																																	|
% 66.77/31.64  																																																		| Equations (647) can reduce 364 to:
% 66.77/31.64  																																																		| (233)  ~ (e1 = e0)
% 66.77/31.64  																																																		|
% 66.77/31.64  																																																		+-Applying beta-rule and splitting (56), into two cases.
% 66.77/31.64  																																																		|-Branch one:
% 66.77/31.64  																																																		| (696) unit = e2
% 66.77/31.64  																																																		|
% 66.77/31.64  																																																			| From (696) and (244) follows:
% 66.77/31.64  																																																			| (264) op(e2, e4) = e4
% 66.77/31.64  																																																			|
% 66.77/31.64  																																																			| From (696) and (24) follows:
% 66.77/31.64  																																																			| (697) op(e2, e3) = e3
% 66.77/31.64  																																																			|
% 66.77/31.64  																																																			| From (696) and (28) follows:
% 66.77/31.64  																																																			| (699) op(e1, e2) = e1
% 66.77/31.64  																																																			|
% 66.77/31.64  																																																			| From (696) and (42) follows:
% 66.77/31.64  																																																			| (1613) op(e0, e2) = e0
% 66.77/31.64  																																																			|
% 66.77/31.64  																																																			| Instantiating formula (29) with e2, e4, e4, e3 and discharging atoms op(e2, e4) = e4, op(e2, e4) = e3, yields:
% 66.77/31.64  																																																			| (425) e4 = e3
% 66.77/31.64  																																																			|
% 66.77/31.64  																																																			| Instantiating formula (29) with e2, e3, e3, e2 and discharging atoms op(e2, e3) = e3, op(e2, e3) = e2, yields:
% 66.77/31.64  																																																			| (662) e3 = e2
% 66.77/31.64  																																																			|
% 66.77/31.64  																																																			| Instantiating formula (29) with e1, e2, e1, e4 and discharging atoms op(e1, e2) = e4, op(e1, e2) = e1, yields:
% 66.77/31.64  																																																			| (630) e4 = e1
% 66.77/31.64  																																																			|
% 66.77/31.64  																																																			| Instantiating formula (29) with e0, e2, e0, e3 and discharging atoms op(e0, e2) = e3, op(e0, e2) = e0, yields:
% 66.77/31.64  																																																			| (676) e3 = e0
% 66.77/31.64  																																																			|
% 66.77/31.64  																																																			| Combining equations (425,630) yields a new equation:
% 66.77/31.64  																																																			| (454) e3 = e1
% 66.77/31.64  																																																			|
% 66.77/31.64  																																																			| Simplifying 454 yields:
% 66.77/31.64  																																																			| (455) e3 = e1
% 66.77/31.64  																																																			|
% 66.77/31.64  																																																			| Combining equations (455,662) yields a new equation:
% 66.77/31.64  																																																			| (617) e2 = e1
% 66.77/31.64  																																																			|
% 66.77/31.64  																																																			| Combining equations (676,662) yields a new equation:
% 66.77/31.64  																																																			| (330) e2 = e0
% 66.77/31.64  																																																			|
% 66.77/31.64  																																																			| Combining equations (330,617) yields a new equation:
% 66.77/31.64  																																																			| (431) e1 = e0
% 66.77/31.64  																																																			|
% 66.77/31.64  																																																			| Equations (431) can reduce 233 to:
% 66.77/31.64  																																																			| (266) $false
% 66.77/31.64  																																																			|
% 66.77/31.64  																																																			|-The branch is then unsatisfiable
% 66.77/31.64  																																																		|-Branch two:
% 66.77/31.64  																																																		| (707)  ~ (unit = e2)
% 66.77/31.64  																																																		| (708) unit = e4 | unit = e3 | unit = e1 | unit = e0
% 66.77/31.64  																																																		|
% 66.77/31.64  																																																			+-Applying beta-rule and splitting (708), into two cases.
% 66.77/31.64  																																																			|-Branch one:
% 66.77/31.64  																																																			| (709) unit = e4
% 66.77/31.64  																																																			|
% 66.77/31.64  																																																				| From (709) and (24) follows:
% 66.77/31.64  																																																				| (33325) op(e4, e3) = e3
% 66.77/31.64  																																																				|
% 66.77/31.64  																																																				| From (709) and (211) follows:
% 66.77/31.64  																																																				| (22527) op(e4, e1) = e1
% 66.77/31.64  																																																				|
% 66.77/31.64  																																																				| From (709) and (32) follows:
% 66.77/31.64  																																																				| (712) op(e2, e4) = e2
% 66.77/31.64  																																																				|
% 66.77/31.64  																																																				| From (709) and (42) follows:
% 66.77/31.64  																																																				| (713) op(e0, e4) = e0
% 66.77/31.64  																																																				|
% 66.77/31.64  																																																				| Instantiating formula (29) with e4, e3, e3, e4 and discharging atoms op(e4, e3) = e4, op(e4, e3) = e3, yields:
% 66.77/31.64  																																																				| (425) e4 = e3
% 66.77/31.64  																																																				|
% 66.77/31.64  																																																				| Instantiating formula (29) with e4, e1, e1, e3 and discharging atoms op(e4, e1) = e3, op(e4, e1) = e1, yields:
% 66.77/31.64  																																																				| (455) e3 = e1
% 66.77/31.64  																																																				|
% 66.77/31.64  																																																				| Instantiating formula (29) with e2, e4, e2, e3 and discharging atoms op(e2, e4) = e3, op(e2, e4) = e2, yields:
% 66.77/31.64  																																																				| (662) e3 = e2
% 66.77/31.64  																																																				|
% 66.77/31.64  																																																				| Instantiating formula (29) with e0, e4, e0, e4 and discharging atoms op(e0, e4) = e4, op(e0, e4) = e0, yields:
% 66.77/31.64  																																																				| (397) e4 = e0
% 66.77/31.64  																																																				|
% 66.77/31.64  																																																				| Combining equations (425,397) yields a new equation:
% 66.77/31.64  																																																				| (675) e3 = e0
% 66.77/31.64  																																																				|
% 66.77/31.64  																																																				| Simplifying 675 yields:
% 66.77/31.64  																																																				| (676) e3 = e0
% 66.77/31.64  																																																				|
% 66.77/31.64  																																																				| Combining equations (676,662) yields a new equation:
% 66.77/31.64  																																																				| (330) e2 = e0
% 66.77/31.64  																																																				|
% 66.77/31.64  																																																				| Combining equations (455,662) yields a new equation:
% 66.77/31.64  																																																				| (617) e2 = e1
% 66.77/31.64  																																																				|
% 66.77/31.64  																																																				| Combining equations (617,330) yields a new equation:
% 66.77/31.64  																																																				| (546) e1 = e0
% 66.77/31.64  																																																				|
% 66.77/31.64  																																																				| Simplifying 546 yields:
% 66.77/31.64  																																																				| (431) e1 = e0
% 66.77/31.64  																																																				|
% 66.77/31.64  																																																				| Equations (431) can reduce 233 to:
% 66.77/31.64  																																																				| (266) $false
% 66.77/31.64  																																																				|
% 66.77/31.64  																																																				|-The branch is then unsatisfiable
% 66.77/31.64  																																																			|-Branch two:
% 66.77/31.64  																																																			| (724)  ~ (unit = e4)
% 66.77/31.64  																																																			| (725) unit = e3 | unit = e1 | unit = e0
% 66.77/31.64  																																																			|
% 66.77/31.64  																																																				+-Applying beta-rule and splitting (725), into two cases.
% 66.77/31.64  																																																				|-Branch one:
% 66.77/31.64  																																																				| (726) unit = e0
% 66.77/31.64  																																																				|
% 66.77/31.64  																																																					| Equations (726) can reduce 707 to:
% 66.77/31.64  																																																					| (365)  ~ (e2 = e0)
% 66.77/31.64  																																																					|
% 66.77/31.64  																																																					| Simplifying 365 yields:
% 66.77/31.64  																																																					| (128)  ~ (e2 = e0)
% 66.77/31.64  																																																					|
% 66.77/31.64  																																																					| From (726) and (24) follows:
% 66.77/31.64  																																																					| (2208) op(e0, e3) = e3
% 66.77/31.64  																																																					|
% 66.77/31.64  																																																					| From (726) and (15) follows:
% 66.77/31.64  																																																					| (1508) op(e0, e2) = e2
% 66.77/31.64  																																																					|
% 66.77/31.64  																																																					| Instantiating formula (29) with e0, e3, e3, e0 and discharging atoms op(e0, e3) = e3, op(e0, e3) = e0, yields:
% 66.77/31.64  																																																					| (676) e3 = e0
% 66.77/31.64  																																																					|
% 66.77/31.64  																																																					| Instantiating formula (29) with e0, e2, e2, e3 and discharging atoms op(e0, e2) = e3, op(e0, e2) = e2, yields:
% 66.77/31.64  																																																					| (662) e3 = e2
% 66.77/31.64  																																																					|
% 66.77/31.64  																																																					| Combining equations (676,662) yields a new equation:
% 66.77/31.64  																																																					| (330) e2 = e0
% 66.77/31.64  																																																					|
% 66.77/31.64  																																																					| Equations (330) can reduce 128 to:
% 66.77/31.64  																																																					| (266) $false
% 66.77/31.64  																																																					|
% 66.77/31.64  																																																					|-The branch is then unsatisfiable
% 66.77/31.64  																																																				|-Branch two:
% 66.77/31.64  																																																				| (734)  ~ (unit = e0)
% 66.77/31.64  																																																				| (735) unit = e3 | unit = e1
% 66.77/31.64  																																																				|
% 66.77/31.64  																																																					+-Applying beta-rule and splitting (735), into two cases.
% 66.77/31.64  																																																					|-Branch one:
% 66.77/31.64  																																																					| (736) unit = e1
% 66.77/31.64  																																																					|
% 66.77/31.64  																																																						| Equations (736) can reduce 734 to:
% 66.77/31.64  																																																						| (233)  ~ (e1 = e0)
% 66.77/31.64  																																																						|
% 66.77/31.64  																																																						| From (736) and (244) follows:
% 66.77/31.64  																																																						| (738) op(e1, e4) = e4
% 66.77/31.64  																																																						|
% 66.77/31.64  																																																						| From (736) and (15) follows:
% 66.77/31.64  																																																						| (515) op(e1, e2) = e2
% 66.77/31.64  																																																						|
% 66.77/31.64  																																																						| From (736) and (28) follows:
% 66.77/31.64  																																																						| (740) op(e1, e1) = e1
% 66.77/31.64  																																																						|
% 66.77/31.64  																																																						| Instantiating formula (29) with e1, e4, e4, e0 and discharging atoms op(e1, e4) = e4, op(e1, e4) = e0, yields:
% 66.77/31.64  																																																						| (397) e4 = e0
% 66.77/31.64  																																																						|
% 66.77/31.64  																																																						| Instantiating formula (29) with e1, e2, e2, e4 and discharging atoms op(e1, e2) = e4, op(e1, e2) = e2, yields:
% 66.77/31.64  																																																						| (323) e4 = e2
% 66.77/31.64  																																																						|
% 66.77/31.64  																																																						| Instantiating formula (29) with e1, e1, e1, e2 and discharging atoms op(e1, e1) = e2, op(e1, e1) = e1, yields:
% 66.77/31.64  																																																						| (617) e2 = e1
% 66.77/31.64  																																																						|
% 66.77/31.64  																																																						| Combining equations (397,323) yields a new equation:
% 66.77/31.64  																																																						| (330) e2 = e0
% 66.77/31.64  																																																						|
% 66.77/31.64  																																																						| Combining equations (617,330) yields a new equation:
% 66.77/31.64  																																																						| (546) e1 = e0
% 66.77/31.64  																																																						|
% 66.77/31.64  																																																						| Simplifying 546 yields:
% 66.77/31.64  																																																						| (431) e1 = e0
% 66.77/31.64  																																																						|
% 66.77/31.64  																																																						| Equations (431) can reduce 233 to:
% 66.77/31.64  																																																						| (266) $false
% 66.77/31.64  																																																						|
% 66.77/31.64  																																																						|-The branch is then unsatisfiable
% 66.77/31.64  																																																					|-Branch two:
% 66.77/31.64  																																																					| (748)  ~ (unit = e1)
% 66.77/31.64  																																																					| (749) unit = e3
% 66.77/31.64  																																																					|
% 66.77/31.64  																																																						| From (749) and (244) follows:
% 66.77/31.64  																																																						| (750) op(e3, e4) = e4
% 66.77/31.64  																																																						|
% 66.77/31.64  																																																						| From (749) and (15) follows:
% 66.77/31.64  																																																						| (751) op(e3, e2) = e2
% 66.77/31.64  																																																						|
% 66.77/31.64  																																																						| From (749) and (211) follows:
% 66.77/31.64  																																																						| (13877) op(e3, e1) = e1
% 66.77/31.64  																																																						|
% 66.77/31.64  																																																						| Instantiating formula (29) with e3, e4, e4, e2 and discharging atoms op(e3, e4) = e4, op(e3, e4) = e2, yields:
% 66.77/31.64  																																																						| (323) e4 = e2
% 66.77/31.64  																																																						|
% 66.77/31.64  																																																						| Instantiating formula (29) with e3, e2, e2, e0 and discharging atoms op(e3, e2) = e2, op(e3, e2) = e0, yields:
% 66.77/31.64  																																																						| (330) e2 = e0
% 66.77/31.64  																																																						|
% 66.77/31.64  																																																						| Instantiating formula (29) with e3, e1, e1, e4 and discharging atoms op(e3, e1) = e4, op(e3, e1) = e1, yields:
% 66.77/31.64  																																																						| (630) e4 = e1
% 66.77/31.64  																																																						|
% 66.77/31.64  																																																						| Combining equations (630,323) yields a new equation:
% 66.77/31.64  																																																						| (617) e2 = e1
% 66.77/31.64  																																																						|
% 66.77/31.64  																																																						| Combining equations (330,617) yields a new equation:
% 66.77/31.64  																																																						| (431) e1 = e0
% 66.77/31.64  																																																						|
% 66.77/31.64  																																																						| Equations (431) can reduce 233 to:
% 66.77/31.64  																																																						| (266) $false
% 66.77/31.64  																																																						|
% 66.77/31.64  																																																						|-The branch is then unsatisfiable
% 66.77/31.64  																																													|-Branch two:
% 66.77/31.64  																																													| (1283)  ~ (all_0_48_48 = e0)
% 66.77/31.64  																																													| (875) all_0_57_57 = e0
% 66.77/31.64  																																													|
% 66.77/31.64  																																														| Equations (875) can reduce 364 to:
% 66.77/31.64  																																														| (266) $false
% 66.77/31.64  																																														|
% 66.77/31.64  																																														|-The branch is then unsatisfiable
% 66.77/31.64  																																												|-Branch two:
% 66.77/31.64  																																												| (475)  ~ (all_0_51_51 = e4)
% 66.77/31.64  																																												| (1104) all_0_51_51 = e3 | all_0_51_51 = e1
% 66.77/31.64  																																												|
% 66.77/31.64  																																													+-Applying beta-rule and splitting (1168), into two cases.
% 66.77/31.64  																																													|-Branch one:
% 66.77/31.64  																																													| (1109) all_0_51_51 = e1
% 66.77/31.64  																																													|
% 66.77/31.64  																																														| Equations (1109) can reduce 464 to:
% 66.77/31.64  																																														| (266) $false
% 66.77/31.64  																																														|
% 66.77/31.64  																																														|-The branch is then unsatisfiable
% 66.77/31.64  																																													|-Branch two:
% 66.77/31.64  																																													| (464)  ~ (all_0_51_51 = e1)
% 66.77/31.64  																																													| (1202) all_0_52_52 = e1 | all_0_53_53 = e1
% 66.77/31.64  																																													|
% 66.77/31.64  																																														+-Applying beta-rule and splitting (1104), into two cases.
% 66.77/31.64  																																														|-Branch one:
% 66.77/31.64  																																														| (1109) all_0_51_51 = e1
% 66.77/31.64  																																														|
% 66.77/31.64  																																															| Equations (1109) can reduce 464 to:
% 66.77/31.64  																																															| (266) $false
% 66.77/31.64  																																															|
% 66.77/31.64  																																															|-The branch is then unsatisfiable
% 66.77/31.64  																																														|-Branch two:
% 66.77/31.64  																																														| (464)  ~ (all_0_51_51 = e1)
% 66.77/31.64  																																														| (660) all_0_51_51 = e3
% 66.77/31.64  																																														|
% 66.77/31.64  																																															| Equations (660) can reduce 664 to:
% 66.77/31.64  																																															| (266) $false
% 66.77/31.64  																																															|
% 66.77/31.64  																																															|-The branch is then unsatisfiable
% 66.77/31.64  																																			|-Branch two:
% 66.77/31.64  																																			| (819) all_0_47_47 = e0 & all_0_58_58 = e2 &  ~ (all_0_49_49 = e2)
% 66.77/31.64  																																			|
% 66.77/31.64  																																				| Applying alpha-rule on (819) yields:
% 66.77/31.64  																																				| (674) all_0_47_47 = e0
% 66.77/31.64  																																				| (624) all_0_58_58 = e2
% 66.77/31.64  																																				| (340)  ~ (all_0_49_49 = e2)
% 66.77/31.64  																																				|
% 66.77/31.64  																																				| Equations (674) can reduce 678 to:
% 66.77/31.64  																																				| (266) $false
% 66.77/31.64  																																				|
% 66.77/31.64  																																				|-The branch is then unsatisfiable
% 66.77/31.64  																																		|-Branch two:
% 66.77/31.64  																																		| (825) all_0_47_47 = e0 & all_0_58_58 = e2 &  ~ (all_0_56_56 = e0)
% 66.77/31.64  																																		|
% 66.77/31.64  																																			| Applying alpha-rule on (825) yields:
% 66.77/31.64  																																			| (674) all_0_47_47 = e0
% 66.77/31.64  																																			| (624) all_0_58_58 = e2
% 66.77/31.64  																																			| (828)  ~ (all_0_56_56 = e0)
% 66.77/31.64  																																			|
% 66.77/31.64  																																			| Equations (674) can reduce 678 to:
% 66.77/31.64  																																			| (266) $false
% 66.77/31.64  																																			|
% 66.77/31.64  																																			|-The branch is then unsatisfiable
% 66.77/31.64  																														|-Branch two:
% 66.77/31.64  																														| (358)  ~ (all_0_42_42 = e0)
% 66.77/31.64  																														| (2510) all_0_42_42 = e3 | all_0_42_42 = e1
% 66.77/31.64  																														|
% 66.77/31.64  																															+-Applying beta-rule and splitting (2510), into two cases.
% 66.77/31.64  																															|-Branch one:
% 66.77/31.64  																															| (459) all_0_42_42 = e1
% 66.77/31.64  																															|
% 66.77/31.64  																																| Equations (459) can reduce 1380 to:
% 66.77/31.64  																																| (266) $false
% 66.77/31.64  																																|
% 66.77/31.64  																																|-The branch is then unsatisfiable
% 66.77/31.64  																															|-Branch two:
% 66.77/31.64  																															| (1380)  ~ (all_0_42_42 = e1)
% 66.77/31.64  																															| (516) all_0_42_42 = e3
% 66.77/31.64  																															|
% 66.77/31.64  																																| Equations (516) can reduce 405 to:
% 66.77/31.64  																																| (266) $false
% 66.77/31.64  																																|
% 66.77/31.64  																																|-The branch is then unsatisfiable
% 66.77/31.64  																												|-Branch two:
% 66.77/31.64  																												| (457)  ~ (all_0_41_41 = e1)
% 66.77/31.64  																												| (458) all_0_42_42 = e1 | all_0_43_43 = e1 | all_0_44_44 = e1
% 66.77/31.64  																												|
% 66.77/31.64  																													+-Applying beta-rule and splitting (458), into two cases.
% 66.77/31.64  																													|-Branch one:
% 66.77/31.64  																													| (459) all_0_42_42 = e1
% 66.77/31.64  																													|
% 66.77/31.64  																														| Equations (459) can reduce 214 to:
% 66.77/31.64  																														| (457)  ~ (all_0_41_41 = e1)
% 66.77/31.64  																														|
% 66.77/31.64  																														| Equations (459) can reduce 61 to:
% 66.77/31.64  																														| (463)  ~ (all_0_51_51 = e1)
% 66.77/31.64  																														|
% 66.77/31.64  																														| Simplifying 463 yields:
% 66.77/31.64  																														| (464)  ~ (all_0_51_51 = e1)
% 66.77/31.64  																														|
% 66.77/31.64  																														| Equations (459) can reduce 405 to:
% 66.77/31.64  																														| (467)  ~ (e3 = e1)
% 66.77/31.64  																														|
% 66.77/31.64  																														| Simplifying 467 yields:
% 66.77/31.64  																														| (213)  ~ (e3 = e1)
% 66.77/31.64  																														|
% 66.77/31.64  																														| Equations (459) can reduce 51 to:
% 66.77/31.64  																														| (604)  ~ (e2 = e1)
% 66.77/31.64  																														|
% 66.77/31.64  																														| Simplifying 604 yields:
% 66.77/31.64  																														| (122)  ~ (e2 = e1)
% 66.77/31.64  																														|
% 66.77/31.64  																														| From (459) and (210) follows:
% 66.77/31.64  																														| (470) op(e3, e2) = e1
% 66.77/31.64  																														|
% 66.77/31.64  																														+-Applying beta-rule and splitting (160), into two cases.
% 66.77/31.64  																														|-Branch one:
% 66.77/31.64  																														| (601) all_0_50_50 = e1
% 66.77/31.64  																														|
% 66.77/31.64  																															| Combining equations (415,601) yields a new equation:
% 66.77/31.64  																															| (454) e3 = e1
% 66.77/31.64  																															|
% 66.77/31.64  																															| Simplifying 454 yields:
% 66.77/31.64  																															| (455) e3 = e1
% 66.77/31.64  																															|
% 66.77/31.64  																															| Equations (455) can reduce 213 to:
% 66.77/31.64  																															| (266) $false
% 66.77/31.64  																															|
% 66.77/31.64  																															|-The branch is then unsatisfiable
% 66.77/31.64  																														|-Branch two:
% 66.77/31.64  																														| (759)  ~ (all_0_50_50 = e1)
% 66.77/31.64  																														| (1168) all_0_51_51 = e1 | all_0_52_52 = e1 | all_0_53_53 = e1
% 66.77/31.64  																														|
% 66.77/31.64  																															+-Applying beta-rule and splitting (1168), into two cases.
% 66.77/31.64  																															|-Branch one:
% 66.77/31.64  																															| (1109) all_0_51_51 = e1
% 66.77/31.64  																															|
% 66.77/31.64  																																| Equations (1109) can reduce 464 to:
% 66.77/31.64  																																| (266) $false
% 66.77/31.64  																																|
% 66.77/31.64  																																|-The branch is then unsatisfiable
% 66.77/31.64  																															|-Branch two:
% 66.77/31.64  																															| (464)  ~ (all_0_51_51 = e1)
% 66.77/31.64  																															| (1202) all_0_52_52 = e1 | all_0_53_53 = e1
% 66.77/31.64  																															|
% 66.77/31.64  																																+-Applying beta-rule and splitting (18), into two cases.
% 66.77/31.64  																																|-Branch one:
% 66.77/31.64  																																| (453) all_0_41_41 = e1
% 66.77/31.64  																																|
% 66.77/31.64  																																	| Equations (453) can reduce 457 to:
% 66.77/31.64  																																	| (266) $false
% 66.77/31.64  																																	|
% 66.77/31.64  																																	|-The branch is then unsatisfiable
% 66.77/31.64  																																|-Branch two:
% 66.77/31.64  																																| (457)  ~ (all_0_41_41 = e1)
% 66.77/31.64  																																| (595) all_0_46_46 = e1 | all_0_50_50 = e1 | all_0_55_55 = e1
% 66.77/31.64  																																|
% 66.77/31.64  																																	+-Applying beta-rule and splitting (1202), into two cases.
% 66.77/31.64  																																	|-Branch one:
% 66.77/31.64  																																	| (642) all_0_52_52 = e1
% 66.77/31.64  																																	|
% 66.77/31.64  																																		| Combining equations (642,352) yields a new equation:
% 66.77/31.64  																																		| (617) e2 = e1
% 66.77/31.64  																																		|
% 66.77/31.64  																																		| Equations (617) can reduce 122 to:
% 66.77/31.64  																																		| (266) $false
% 66.77/31.64  																																		|
% 66.77/31.64  																																		|-The branch is then unsatisfiable
% 66.77/31.64  																																	|-Branch two:
% 66.77/31.64  																																	| (646)  ~ (all_0_52_52 = e1)
% 66.77/31.64  																																	| (1208) all_0_53_53 = e1
% 66.77/31.64  																																	|
% 66.77/31.64  																																		| Equations (1208) can reduce 6 to:
% 66.77/31.64  																																		| (464)  ~ (all_0_51_51 = e1)
% 66.77/31.64  																																		|
% 66.77/31.64  																																		| Equations (1208) can reduce 903 to:
% 66.77/31.64  																																		| (467)  ~ (e3 = e1)
% 66.77/31.64  																																		|
% 66.77/31.64  																																		| Simplifying 467 yields:
% 66.77/31.64  																																		| (213)  ~ (e3 = e1)
% 66.77/31.64  																																		|
% 66.77/31.64  																																		| Equations (1208) can reduce 509 to:
% 66.77/31.64  																																		| (604)  ~ (e2 = e1)
% 66.77/31.64  																																		|
% 66.77/31.64  																																		| Simplifying 604 yields:
% 66.77/31.64  																																		| (122)  ~ (e2 = e1)
% 66.77/31.64  																																		|
% 66.77/31.64  																																		+-Applying beta-rule and splitting (595), into two cases.
% 66.77/31.64  																																		|-Branch one:
% 66.77/31.64  																																		| (545) all_0_46_46 = e1
% 66.77/31.64  																																		|
% 66.77/31.64  																																			| Combining equations (1794,545) yields a new equation:
% 66.77/31.64  																																			| (616) e2 = e1
% 66.77/31.64  																																			|
% 66.77/31.64  																																			| Simplifying 616 yields:
% 66.77/31.64  																																			| (617) e2 = e1
% 66.77/31.64  																																			|
% 66.77/31.64  																																			| Equations (617) can reduce 122 to:
% 66.77/31.64  																																			| (266) $false
% 66.77/31.64  																																			|
% 66.77/31.64  																																			|-The branch is then unsatisfiable
% 66.77/31.64  																																		|-Branch two:
% 66.77/31.64  																																		| (549)  ~ (all_0_46_46 = e1)
% 66.77/31.64  																																		| (600) all_0_50_50 = e1 | all_0_55_55 = e1
% 66.77/31.64  																																		|
% 66.77/31.64  																																			+-Applying beta-rule and splitting (600), into two cases.
% 66.77/31.64  																																			|-Branch one:
% 66.77/31.64  																																			| (601) all_0_50_50 = e1
% 66.77/31.64  																																			|
% 66.77/31.64  																																				| Combining equations (415,601) yields a new equation:
% 66.77/31.64  																																				| (454) e3 = e1
% 66.77/31.64  																																				|
% 66.77/31.64  																																				| Simplifying 454 yields:
% 66.77/31.64  																																				| (455) e3 = e1
% 66.77/31.64  																																				|
% 66.77/31.64  																																				| Equations (455) can reduce 213 to:
% 66.77/31.64  																																				| (266) $false
% 66.77/31.64  																																				|
% 66.77/31.64  																																				|-The branch is then unsatisfiable
% 66.77/31.64  																																			|-Branch two:
% 66.77/31.64  																																			| (759)  ~ (all_0_50_50 = e1)
% 66.77/31.64  																																			| (629) all_0_55_55 = e1
% 66.77/31.64  																																			|
% 66.77/31.64  																																				| Equations (629) can reduce 81 to:
% 66.77/31.65  																																				| (2437)  ~ (all_0_57_57 = e1)
% 66.77/31.65  																																				|
% 66.77/31.65  																																				| Simplifying 2437 yields:
% 66.77/31.65  																																				| (1670)  ~ (all_0_57_57 = e1)
% 66.77/31.65  																																				|
% 66.77/31.65  																																				| Equations (629) can reduce 763 to:
% 66.77/31.65  																																				| (602)  ~ (e4 = e1)
% 66.77/31.65  																																				|
% 66.77/31.65  																																				| Simplifying 602 yields:
% 66.77/31.65  																																				| (110)  ~ (e4 = e1)
% 66.77/31.65  																																				|
% 66.77/31.65  																																				| Equations (629) can reduce 304 to:
% 66.77/31.65  																																				| (604)  ~ (e2 = e1)
% 66.77/31.65  																																				|
% 66.77/31.65  																																				| Simplifying 604 yields:
% 66.77/31.65  																																				| (122)  ~ (e2 = e1)
% 66.77/31.65  																																				|
% 66.77/31.65  																																				| From (629) and (74) follows:
% 66.77/31.65  																																				| (6587) op(e0, e3) = e1
% 66.77/31.65  																																				|
% 66.77/31.65  																																				+-Applying beta-rule and splitting (54), into two cases.
% 66.77/31.65  																																				|-Branch one:
% 66.77/31.65  																																				| (583) all_0_49_49 = e2
% 66.77/31.65  																																				|
% 66.77/31.65  																																					| Equations (583) can reduce 340 to:
% 66.77/31.65  																																					| (266) $false
% 66.77/31.65  																																					|
% 66.77/31.65  																																					|-The branch is then unsatisfiable
% 66.77/31.65  																																				|-Branch two:
% 66.77/31.65  																																				| (340)  ~ (all_0_49_49 = e2)
% 66.77/31.65  																																				| (586) all_0_49_49 = e4 | all_0_49_49 = e3 | all_0_49_49 = e1 | all_0_49_49 = e0
% 66.77/31.65  																																				|
% 66.77/31.65  																																					+-Applying beta-rule and splitting (7), into two cases.
% 66.77/31.65  																																					|-Branch one:
% 66.77/31.65  																																					| (504) all_0_51_51 = e2
% 66.77/31.65  																																					|
% 66.77/31.65  																																						| Equations (504) can reduce 1099 to:
% 66.77/31.65  																																						| (266) $false
% 66.77/31.65  																																						|
% 66.77/31.65  																																						|-The branch is then unsatisfiable
% 66.77/31.65  																																					|-Branch two:
% 66.77/31.65  																																					| (1099)  ~ (all_0_51_51 = e2)
% 66.77/31.65  																																					| (1100) all_0_51_51 = e4 | all_0_51_51 = e3 | all_0_51_51 = e1
% 66.77/31.65  																																					|
% 66.77/31.65  																																						+-Applying beta-rule and splitting (445), into two cases.
% 66.77/31.65  																																						|-Branch one:
% 66.77/31.65  																																						| (871) all_0_57_57 = e4
% 66.77/31.65  																																						|
% 66.77/31.65  																																							| Equations (871) can reduce 839 to:
% 66.77/31.65  																																							| (266) $false
% 66.77/31.65  																																							|
% 66.77/31.65  																																							|-The branch is then unsatisfiable
% 66.77/31.65  																																						|-Branch two:
% 66.77/31.65  																																						| (839)  ~ (all_0_57_57 = e4)
% 66.77/31.65  																																						| (874) all_0_57_57 = e1 | all_0_57_57 = e0
% 66.77/31.65  																																						|
% 66.77/31.65  																																							+-Applying beta-rule and splitting (130), into two cases.
% 66.77/31.65  																																							|-Branch one:
% 66.77/31.65  																																							| (430) all_0_43_43 = e1
% 66.77/31.65  																																							|
% 66.77/31.65  																																								| Combining equations (396,430) yields a new equation:
% 66.77/31.65  																																								| (636) e4 = e1
% 66.77/31.65  																																								|
% 66.77/31.65  																																								| Simplifying 636 yields:
% 66.77/31.65  																																								| (630) e4 = e1
% 66.77/31.65  																																								|
% 66.77/31.65  																																								| Equations (630) can reduce 110 to:
% 66.77/31.65  																																								| (266) $false
% 66.77/31.65  																																								|
% 66.77/31.65  																																								|-The branch is then unsatisfiable
% 66.77/31.65  																																							|-Branch two:
% 66.77/31.65  																																							| (433)  ~ (all_0_43_43 = e1)
% 66.77/31.65  																																							| (434) all_0_48_48 = e1 | all_0_52_52 = e1 | all_0_57_57 = e1
% 66.77/31.65  																																							|
% 66.77/31.65  																																								+-Applying beta-rule and splitting (434), into two cases.
% 66.77/31.65  																																								|-Branch one:
% 66.77/31.65  																																								| (615) all_0_48_48 = e1
% 66.77/31.65  																																								|
% 66.77/31.65  																																									| Equations (615) can reduce 114 to:
% 66.77/31.65  																																									| (462)  ~ (all_0_47_47 = e1)
% 66.77/31.65  																																									|
% 66.77/31.65  																																									| Equations (615) can reduce 185 to:
% 66.77/31.65  																																									| (1419)  ~ (all_0_49_49 = e1)
% 66.77/31.65  																																									|
% 66.77/31.65  																																									| Simplifying 1419 yields:
% 66.77/31.65  																																									| (1064)  ~ (all_0_49_49 = e1)
% 66.77/31.65  																																									|
% 66.77/31.65  																																									+-Applying beta-rule and splitting (163), into two cases.
% 66.77/31.65  																																									|-Branch one:
% 66.77/31.65  																																									| (565) all_0_52_52 = e4
% 66.77/31.65  																																									|
% 66.77/31.65  																																										| Combining equations (352,565) yields a new equation:
% 66.77/31.65  																																										| (323) e4 = e2
% 66.77/31.65  																																										|
% 66.77/31.65  																																										| Equations (323) can reduce 48 to:
% 66.77/31.65  																																										| (266) $false
% 66.77/31.65  																																										|
% 66.77/31.65  																																										|-The branch is then unsatisfiable
% 66.77/31.65  																																									|-Branch two:
% 66.77/31.65  																																									| (780)  ~ (all_0_52_52 = e4)
% 66.77/31.65  																																									| (781) (all_0_41_41 = e0 & all_0_58_58 = e3 &  ~ (all_0_44_44 = e3)) | (all_0_41_41 = e0 & all_0_58_58 = e3 &  ~ (all_0_55_55 = e0)) | (all_0_47_47 = e1 & all_0_52_52 = e2 &  ~ (all_0_48_48 = e2)) | (all_0_47_47 = e1 & all_0_52_52 = e2 &  ~ (all_0_51_51 = e1)) | (all_0_47_47 = e0 & all_0_58_58 = e2 &  ~ (all_0_49_49 = e2)) | (all_0_47_47 = e0 & all_0_58_58 = e2 &  ~ (all_0_56_56 = e0))
% 66.77/31.65  																																									|
% 66.77/31.65  																																										+-Applying beta-rule and splitting (586), into two cases.
% 66.77/31.65  																																										|-Branch one:
% 66.77/31.65  																																										| (974) all_0_49_49 = e4
% 66.77/31.65  																																										|
% 66.77/31.65  																																											| From (974) and (55) follows:
% 66.77/31.65  																																											| (61486) op(e2, e0) = e4
% 66.77/31.65  																																											|
% 66.77/31.65  																																											+-Applying beta-rule and splitting (1100), into two cases.
% 66.77/31.65  																																											|-Branch one:
% 66.77/31.65  																																											| (1101) all_0_51_51 = e4
% 66.77/31.65  																																											|
% 66.77/31.65  																																												| From (1101) and (186) follows:
% 66.77/31.65  																																												| (13720) op(e1, e2) = e4
% 66.77/31.65  																																												|
% 66.77/31.65  																																												+-Applying beta-rule and splitting (781), into two cases.
% 66.77/31.65  																																												|-Branch one:
% 66.77/31.65  																																												| (789) (all_0_41_41 = e0 & all_0_58_58 = e3 &  ~ (all_0_44_44 = e3)) | (all_0_41_41 = e0 & all_0_58_58 = e3 &  ~ (all_0_55_55 = e0)) | (all_0_47_47 = e1 & all_0_52_52 = e2 &  ~ (all_0_48_48 = e2)) | (all_0_47_47 = e1 & all_0_52_52 = e2 &  ~ (all_0_51_51 = e1)) | (all_0_47_47 = e0 & all_0_58_58 = e2 &  ~ (all_0_49_49 = e2))
% 66.77/31.65  																																												|
% 66.77/31.65  																																													+-Applying beta-rule and splitting (789), into two cases.
% 66.77/31.65  																																													|-Branch one:
% 66.77/31.65  																																													| (790) (all_0_41_41 = e0 & all_0_58_58 = e3 &  ~ (all_0_44_44 = e3)) | (all_0_41_41 = e0 & all_0_58_58 = e3 &  ~ (all_0_55_55 = e0)) | (all_0_47_47 = e1 & all_0_52_52 = e2 &  ~ (all_0_48_48 = e2)) | (all_0_47_47 = e1 & all_0_52_52 = e2 &  ~ (all_0_51_51 = e1))
% 66.77/31.65  																																													|
% 66.77/31.65  																																														+-Applying beta-rule and splitting (790), into two cases.
% 66.77/31.65  																																														|-Branch one:
% 66.77/31.65  																																														| (791) (all_0_41_41 = e0 & all_0_58_58 = e3 &  ~ (all_0_44_44 = e3)) | (all_0_41_41 = e0 & all_0_58_58 = e3 &  ~ (all_0_55_55 = e0)) | (all_0_47_47 = e1 & all_0_52_52 = e2 &  ~ (all_0_48_48 = e2))
% 66.77/31.65  																																														|
% 66.77/31.65  																																															+-Applying beta-rule and splitting (791), into two cases.
% 66.77/31.65  																																															|-Branch one:
% 66.77/31.65  																																															| (792) (all_0_41_41 = e0 & all_0_58_58 = e3 &  ~ (all_0_44_44 = e3)) | (all_0_41_41 = e0 & all_0_58_58 = e3 &  ~ (all_0_55_55 = e0))
% 66.77/31.65  																																															|
% 66.77/31.65  																																																+-Applying beta-rule and splitting (792), into two cases.
% 66.77/31.65  																																																|-Branch one:
% 66.77/31.65  																																																| (793) all_0_41_41 = e0 & all_0_58_58 = e3 &  ~ (all_0_44_44 = e3)
% 66.77/31.65  																																																|
% 66.77/31.65  																																																	| Applying alpha-rule on (793) yields:
% 66.77/31.65  																																																	| (794) all_0_41_41 = e0
% 66.77/31.65  																																																	| (795) all_0_58_58 = e3
% 66.77/31.65  																																																	| (407)  ~ (all_0_44_44 = e3)
% 66.77/31.65  																																																	|
% 66.77/31.65  																																																	| Combining equations (795,624) yields a new equation:
% 66.77/31.65  																																																	| (661) e3 = e2
% 66.77/31.65  																																																	|
% 66.77/31.65  																																																	| Simplifying 661 yields:
% 66.77/31.65  																																																	| (662) e3 = e2
% 66.77/31.65  																																																	|
% 66.77/31.65  																																																	| Equations (662) can reduce 212 to:
% 66.77/31.65  																																																	| (266) $false
% 66.77/31.65  																																																	|
% 66.77/31.65  																																																	|-The branch is then unsatisfiable
% 66.77/31.65  																																																|-Branch two:
% 66.77/31.65  																																																| (800) all_0_41_41 = e0 & all_0_58_58 = e3 &  ~ (all_0_55_55 = e0)
% 66.77/31.65  																																																|
% 66.77/31.65  																																																	| Applying alpha-rule on (800) yields:
% 66.77/31.65  																																																	| (794) all_0_41_41 = e0
% 66.77/31.65  																																																	| (795) all_0_58_58 = e3
% 66.77/31.65  																																																	| (803)  ~ (all_0_55_55 = e0)
% 66.77/31.65  																																																	|
% 66.77/31.65  																																																	| Combining equations (795,624) yields a new equation:
% 66.77/31.65  																																																	| (661) e3 = e2
% 66.77/31.65  																																																	|
% 66.77/31.65  																																																	| Simplifying 661 yields:
% 66.77/31.65  																																																	| (662) e3 = e2
% 66.77/31.65  																																																	|
% 66.77/31.65  																																																	| Equations (662) can reduce 212 to:
% 66.77/31.65  																																																	| (266) $false
% 66.77/31.65  																																																	|
% 66.77/31.65  																																																	|-The branch is then unsatisfiable
% 66.77/31.65  																																															|-Branch two:
% 66.77/31.65  																																															| (807) all_0_47_47 = e1 & all_0_52_52 = e2 &  ~ (all_0_48_48 = e2)
% 66.77/31.65  																																															|
% 66.77/31.65  																																																| Applying alpha-rule on (807) yields:
% 66.77/31.65  																																																| (654) all_0_47_47 = e1
% 66.77/31.65  																																																| (352) all_0_52_52 = e2
% 66.77/31.65  																																																| (810)  ~ (all_0_48_48 = e2)
% 66.77/31.65  																																																|
% 66.77/31.65  																																																| Equations (654) can reduce 462 to:
% 66.77/31.65  																																																| (266) $false
% 66.77/31.65  																																																|
% 66.77/31.65  																																																|-The branch is then unsatisfiable
% 66.77/31.65  																																														|-Branch two:
% 66.77/31.65  																																														| (813) all_0_47_47 = e1 & all_0_52_52 = e2 &  ~ (all_0_51_51 = e1)
% 66.77/31.65  																																														|
% 66.77/31.65  																																															| Applying alpha-rule on (813) yields:
% 66.77/31.65  																																															| (654) all_0_47_47 = e1
% 66.77/31.65  																																															| (352) all_0_52_52 = e2
% 66.77/31.65  																																															| (464)  ~ (all_0_51_51 = e1)
% 66.77/31.65  																																															|
% 66.77/31.65  																																															| Equations (654) can reduce 462 to:
% 66.77/31.65  																																															| (266) $false
% 66.77/31.65  																																															|
% 66.77/31.65  																																															|-The branch is then unsatisfiable
% 66.77/31.65  																																													|-Branch two:
% 66.77/31.65  																																													| (819) all_0_47_47 = e0 & all_0_58_58 = e2 &  ~ (all_0_49_49 = e2)
% 66.77/31.65  																																													|
% 66.77/31.65  																																														| Applying alpha-rule on (819) yields:
% 66.77/31.65  																																														| (674) all_0_47_47 = e0
% 66.77/31.65  																																														| (624) all_0_58_58 = e2
% 66.77/31.65  																																														| (340)  ~ (all_0_49_49 = e2)
% 66.77/31.65  																																														|
% 66.77/31.65  																																														| Equations (674) can reduce 462 to:
% 66.77/31.65  																																														| (435)  ~ (e1 = e0)
% 66.77/31.65  																																														|
% 66.77/31.65  																																														| Simplifying 435 yields:
% 66.77/31.65  																																														| (233)  ~ (e1 = e0)
% 66.77/31.65  																																														|
% 66.77/31.65  																																														+-Applying beta-rule and splitting (56), into two cases.
% 66.77/31.65  																																														|-Branch one:
% 66.77/31.65  																																														| (696) unit = e2
% 66.77/31.65  																																														|
% 66.77/31.65  																																															| From (696) and (244) follows:
% 66.77/31.65  																																															| (264) op(e2, e4) = e4
% 66.77/31.65  																																															|
% 66.77/31.65  																																															| From (696) and (24) follows:
% 66.77/31.65  																																															| (697) op(e2, e3) = e3
% 66.77/31.65  																																															|
% 66.77/31.65  																																															| From (696) and (209) follows:
% 66.77/31.65  																																															| (7585) op(e2, e0) = e0
% 66.77/31.65  																																															|
% 66.77/31.65  																																															| From (696) and (40) follows:
% 66.77/31.65  																																															| (4285) op(e3, e2) = e3
% 66.77/31.65  																																															|
% 66.77/31.65  																																															| Instantiating formula (29) with e3, e2, e3, e1 and discharging atoms op(e3, e2) = e3, op(e3, e2) = e1, yields:
% 66.77/31.65  																																															| (455) e3 = e1
% 66.77/31.65  																																															|
% 66.77/31.65  																																															| Instantiating formula (29) with e2, e4, e4, e3 and discharging atoms op(e2, e4) = e4, op(e2, e4) = e3, yields:
% 66.77/31.65  																																															| (425) e4 = e3
% 66.77/31.65  																																															|
% 66.77/31.65  																																															| Instantiating formula (29) with e2, e3, e3, e2 and discharging atoms op(e2, e3) = e3, op(e2, e3) = e2, yields:
% 66.77/31.65  																																															| (662) e3 = e2
% 66.77/31.65  																																															|
% 66.77/31.65  																																															| Instantiating formula (29) with e2, e0, e0, e4 and discharging atoms op(e2, e0) = e4, op(e2, e0) = e0, yields:
% 66.77/31.65  																																															| (397) e4 = e0
% 66.77/31.65  																																															|
% 66.77/31.65  																																															| Combining equations (425,397) yields a new equation:
% 66.77/31.65  																																															| (675) e3 = e0
% 66.77/31.65  																																															|
% 66.77/31.65  																																															| Simplifying 675 yields:
% 66.77/31.65  																																															| (676) e3 = e0
% 66.77/31.65  																																															|
% 66.77/31.65  																																															| Combining equations (676,662) yields a new equation:
% 66.77/31.65  																																															| (330) e2 = e0
% 66.77/31.65  																																															|
% 66.77/31.65  																																															| Combining equations (455,662) yields a new equation:
% 66.77/31.65  																																															| (617) e2 = e1
% 66.77/31.65  																																															|
% 66.77/31.65  																																															| Combining equations (617,330) yields a new equation:
% 66.77/31.65  																																															| (546) e1 = e0
% 66.77/31.65  																																															|
% 66.77/31.65  																																															| Simplifying 546 yields:
% 66.77/31.65  																																															| (431) e1 = e0
% 66.77/31.65  																																															|
% 66.77/31.65  																																															| Equations (431) can reduce 233 to:
% 66.77/31.65  																																															| (266) $false
% 66.77/31.65  																																															|
% 66.77/31.65  																																															|-The branch is then unsatisfiable
% 66.77/31.65  																																														|-Branch two:
% 66.77/31.65  																																														| (707)  ~ (unit = e2)
% 66.77/31.65  																																														| (708) unit = e4 | unit = e3 | unit = e1 | unit = e0
% 66.77/31.65  																																														|
% 66.77/31.65  																																															+-Applying beta-rule and splitting (708), into two cases.
% 66.77/31.65  																																															|-Branch one:
% 66.77/31.65  																																															| (709) unit = e4
% 66.77/31.65  																																															|
% 66.77/31.65  																																																| From (709) and (24) follows:
% 66.77/31.65  																																																| (33325) op(e4, e3) = e3
% 66.77/31.65  																																																|
% 66.77/31.65  																																																| From (709) and (211) follows:
% 66.77/31.65  																																																| (22527) op(e4, e1) = e1
% 66.77/31.65  																																																|
% 66.77/31.65  																																																| From (709) and (32) follows:
% 66.77/31.65  																																																| (712) op(e2, e4) = e2
% 66.77/31.65  																																																|
% 66.77/31.65  																																																| From (709) and (42) follows:
% 66.77/31.65  																																																| (713) op(e0, e4) = e0
% 66.77/31.65  																																																|
% 66.77/31.65  																																																| Instantiating formula (29) with e4, e3, e3, e4 and discharging atoms op(e4, e3) = e4, op(e4, e3) = e3, yields:
% 66.77/31.65  																																																| (425) e4 = e3
% 66.77/31.65  																																																|
% 66.77/31.65  																																																| Instantiating formula (29) with e4, e1, e1, e3 and discharging atoms op(e4, e1) = e3, op(e4, e1) = e1, yields:
% 66.77/31.65  																																																| (455) e3 = e1
% 66.77/31.65  																																																|
% 66.77/31.65  																																																| Instantiating formula (29) with e2, e4, e2, e3 and discharging atoms op(e2, e4) = e3, op(e2, e4) = e2, yields:
% 66.77/31.65  																																																| (662) e3 = e2
% 66.77/31.65  																																																|
% 66.77/31.65  																																																| Instantiating formula (29) with e0, e4, e0, e4 and discharging atoms op(e0, e4) = e4, op(e0, e4) = e0, yields:
% 66.77/31.65  																																																| (397) e4 = e0
% 66.77/31.65  																																																|
% 66.77/31.65  																																																| Combining equations (425,397) yields a new equation:
% 66.77/31.65  																																																| (675) e3 = e0
% 66.77/31.65  																																																|
% 66.77/31.65  																																																| Simplifying 675 yields:
% 66.77/31.65  																																																| (676) e3 = e0
% 66.77/31.65  																																																|
% 66.77/31.65  																																																| Combining equations (676,662) yields a new equation:
% 66.77/31.65  																																																| (330) e2 = e0
% 66.77/31.65  																																																|
% 66.77/31.65  																																																| Combining equations (455,662) yields a new equation:
% 66.77/31.65  																																																| (617) e2 = e1
% 66.77/31.65  																																																|
% 66.77/31.65  																																																| Combining equations (617,330) yields a new equation:
% 66.77/31.65  																																																| (546) e1 = e0
% 66.77/31.65  																																																|
% 66.77/31.65  																																																| Simplifying 546 yields:
% 66.77/31.65  																																																| (431) e1 = e0
% 66.77/31.65  																																																|
% 66.77/31.65  																																																| Equations (431) can reduce 233 to:
% 66.77/31.65  																																																| (266) $false
% 66.77/31.65  																																																|
% 66.77/31.65  																																																|-The branch is then unsatisfiable
% 66.77/31.65  																																															|-Branch two:
% 66.77/31.65  																																															| (724)  ~ (unit = e4)
% 66.77/31.65  																																															| (725) unit = e3 | unit = e1 | unit = e0
% 66.77/31.65  																																															|
% 66.77/31.65  																																																+-Applying beta-rule and splitting (725), into two cases.
% 66.77/31.65  																																																|-Branch one:
% 66.77/31.65  																																																| (726) unit = e0
% 66.77/31.65  																																																|
% 66.77/31.65  																																																	| From (726) and (24) follows:
% 66.77/31.65  																																																	| (2208) op(e0, e3) = e3
% 66.77/31.65  																																																	|
% 66.77/31.65  																																																	| From (726) and (15) follows:
% 66.77/31.65  																																																	| (1508) op(e0, e2) = e2
% 66.77/31.65  																																																	|
% 66.77/31.65  																																																	| From (726) and (227) follows:
% 66.77/31.65  																																																	| (3205) op(e4, e0) = e4
% 66.77/31.65  																																																	|
% 66.77/31.65  																																																	| From (726) and (32) follows:
% 66.77/31.65  																																																	| (727) op(e2, e0) = e2
% 66.77/31.65  																																																	|
% 66.77/31.65  																																																	| Instantiating formula (29) with e4, e0, e4, e0 and discharging atoms op(e4, e0) = e4, op(e4, e0) = e0, yields:
% 66.77/31.65  																																																	| (397) e4 = e0
% 66.77/31.65  																																																	|
% 66.77/31.65  																																																	| Instantiating formula (29) with e2, e0, e2, e4 and discharging atoms op(e2, e0) = e4, op(e2, e0) = e2, yields:
% 66.77/31.65  																																																	| (323) e4 = e2
% 66.77/31.65  																																																	|
% 66.77/31.65  																																																	| Instantiating formula (29) with e0, e3, e3, e1 and discharging atoms op(e0, e3) = e3, op(e0, e3) = e1, yields:
% 66.77/31.65  																																																	| (455) e3 = e1
% 66.77/31.65  																																																	|
% 66.77/31.65  																																																	| Instantiating formula (29) with e0, e2, e2, e3 and discharging atoms op(e0, e2) = e3, op(e0, e2) = e2, yields:
% 66.77/31.65  																																																	| (662) e3 = e2
% 66.77/31.65  																																																	|
% 66.77/31.65  																																																	| Combining equations (397,323) yields a new equation:
% 66.77/31.65  																																																	| (330) e2 = e0
% 66.77/31.65  																																																	|
% 66.77/31.65  																																																	| Combining equations (455,662) yields a new equation:
% 66.77/31.65  																																																	| (617) e2 = e1
% 66.77/31.65  																																																	|
% 66.77/31.65  																																																	| Combining equations (617,330) yields a new equation:
% 66.77/31.65  																																																	| (546) e1 = e0
% 66.77/31.65  																																																	|
% 66.77/31.65  																																																	| Simplifying 546 yields:
% 66.77/31.65  																																																	| (431) e1 = e0
% 66.77/31.65  																																																	|
% 66.77/31.65  																																																	| Equations (431) can reduce 233 to:
% 66.77/31.65  																																																	| (266) $false
% 66.77/31.65  																																																	|
% 66.77/31.65  																																																	|-The branch is then unsatisfiable
% 66.77/31.65  																																																|-Branch two:
% 66.77/31.65  																																																| (734)  ~ (unit = e0)
% 66.77/31.65  																																																| (735) unit = e3 | unit = e1
% 66.77/31.65  																																																|
% 66.77/31.65  																																																	+-Applying beta-rule and splitting (735), into two cases.
% 66.77/31.65  																																																	|-Branch one:
% 66.77/31.65  																																																	| (736) unit = e1
% 66.77/31.65  																																																	|
% 66.77/31.65  																																																		| Equations (736) can reduce 734 to:
% 66.77/31.65  																																																		| (233)  ~ (e1 = e0)
% 66.77/31.65  																																																		|
% 66.77/31.65  																																																		| From (736) and (244) follows:
% 66.77/31.65  																																																		| (738) op(e1, e4) = e4
% 66.77/31.65  																																																		|
% 66.77/31.65  																																																		| From (736) and (15) follows:
% 66.77/31.65  																																																		| (515) op(e1, e2) = e2
% 66.77/31.65  																																																		|
% 66.77/31.65  																																																		| From (736) and (28) follows:
% 66.77/31.65  																																																		| (740) op(e1, e1) = e1
% 66.77/31.66  																																																		|
% 66.77/31.66  																																																		| Instantiating formula (29) with e1, e4, e4, e0 and discharging atoms op(e1, e4) = e4, op(e1, e4) = e0, yields:
% 66.77/31.66  																																																		| (397) e4 = e0
% 66.77/31.66  																																																		|
% 66.77/31.66  																																																		| Instantiating formula (29) with e1, e2, e2, e4 and discharging atoms op(e1, e2) = e4, op(e1, e2) = e2, yields:
% 66.77/31.66  																																																		| (323) e4 = e2
% 66.77/31.66  																																																		|
% 66.77/31.66  																																																		| Instantiating formula (29) with e1, e1, e1, e2 and discharging atoms op(e1, e1) = e2, op(e1, e1) = e1, yields:
% 66.77/31.66  																																																		| (617) e2 = e1
% 66.77/31.66  																																																		|
% 66.77/31.66  																																																		| Combining equations (397,323) yields a new equation:
% 66.77/31.66  																																																		| (330) e2 = e0
% 66.77/31.66  																																																		|
% 66.77/31.66  																																																		| Combining equations (617,330) yields a new equation:
% 66.77/31.66  																																																		| (546) e1 = e0
% 66.77/31.66  																																																		|
% 66.77/31.66  																																																		| Simplifying 546 yields:
% 66.77/31.66  																																																		| (431) e1 = e0
% 66.77/31.66  																																																		|
% 66.77/31.66  																																																		| Equations (431) can reduce 233 to:
% 66.77/31.66  																																																		| (266) $false
% 66.77/31.66  																																																		|
% 66.77/31.66  																																																		|-The branch is then unsatisfiable
% 66.77/31.66  																																																	|-Branch two:
% 66.77/31.66  																																																	| (748)  ~ (unit = e1)
% 66.77/31.66  																																																	| (749) unit = e3
% 66.77/31.66  																																																	|
% 66.77/31.66  																																																		| From (749) and (209) follows:
% 66.77/31.66  																																																		| (1667) op(e3, e0) = e0
% 66.77/31.66  																																																		|
% 66.77/31.66  																																																		| From (749) and (28) follows:
% 66.77/31.66  																																																		| (2235) op(e1, e3) = e1
% 66.77/31.66  																																																		|
% 66.77/31.66  																																																		| Instantiating formula (29) with e3, e0, e0, e3 and discharging atoms op(e3, e0) = e3, op(e3, e0) = e0, yields:
% 66.77/31.66  																																																		| (676) e3 = e0
% 66.77/31.66  																																																		|
% 66.77/31.66  																																																		| Instantiating formula (29) with e1, e3, e1, e3 and discharging atoms op(e1, e3) = e3, op(e1, e3) = e1, yields:
% 66.77/31.66  																																																		| (455) e3 = e1
% 66.77/31.66  																																																		|
% 66.77/31.66  																																																		| Combining equations (455,676) yields a new equation:
% 66.77/31.66  																																																		| (546) e1 = e0
% 66.77/31.66  																																																		|
% 66.77/31.66  																																																		| Simplifying 546 yields:
% 66.77/31.66  																																																		| (431) e1 = e0
% 66.77/31.66  																																																		|
% 66.77/31.66  																																																		| Equations (431) can reduce 233 to:
% 66.77/31.66  																																																		| (266) $false
% 66.77/31.66  																																																		|
% 66.77/31.66  																																																		|-The branch is then unsatisfiable
% 66.77/31.66  																																												|-Branch two:
% 66.77/31.66  																																												| (825) all_0_47_47 = e0 & all_0_58_58 = e2 &  ~ (all_0_56_56 = e0)
% 66.77/31.66  																																												|
% 66.77/31.66  																																													| Applying alpha-rule on (825) yields:
% 66.77/31.66  																																													| (674) all_0_47_47 = e0
% 66.77/31.66  																																													| (624) all_0_58_58 = e2
% 66.77/31.66  																																													| (828)  ~ (all_0_56_56 = e0)
% 66.77/31.66  																																													|
% 66.77/31.66  																																													| Equations (674) can reduce 462 to:
% 66.77/31.66  																																													| (435)  ~ (e1 = e0)
% 66.77/31.66  																																													|
% 66.77/31.66  																																													| Simplifying 435 yields:
% 66.77/31.66  																																													| (233)  ~ (e1 = e0)
% 66.77/31.66  																																													|
% 66.77/31.66  																																													+-Applying beta-rule and splitting (56), into two cases.
% 66.77/31.66  																																													|-Branch one:
% 66.77/31.66  																																													| (696) unit = e2
% 66.77/31.66  																																													|
% 66.77/31.66  																																														| From (696) and (244) follows:
% 66.77/31.66  																																														| (264) op(e2, e4) = e4
% 66.77/31.66  																																														|
% 66.77/31.66  																																														| From (696) and (24) follows:
% 66.77/31.66  																																														| (697) op(e2, e3) = e3
% 66.77/31.66  																																														|
% 66.77/31.66  																																														| From (696) and (209) follows:
% 66.77/31.66  																																														| (7585) op(e2, e0) = e0
% 66.77/31.66  																																														|
% 66.77/31.66  																																														| From (696) and (40) follows:
% 66.77/31.66  																																														| (4285) op(e3, e2) = e3
% 66.77/31.66  																																														|
% 66.77/31.66  																																														| Instantiating formula (29) with e3, e2, e3, e1 and discharging atoms op(e3, e2) = e3, op(e3, e2) = e1, yields:
% 66.77/31.66  																																														| (455) e3 = e1
% 66.77/31.66  																																														|
% 66.77/31.66  																																														| Instantiating formula (29) with e2, e4, e4, e3 and discharging atoms op(e2, e4) = e4, op(e2, e4) = e3, yields:
% 66.77/31.66  																																														| (425) e4 = e3
% 66.77/31.66  																																														|
% 66.77/31.66  																																														| Instantiating formula (29) with e2, e3, e3, e2 and discharging atoms op(e2, e3) = e3, op(e2, e3) = e2, yields:
% 66.77/31.66  																																														| (662) e3 = e2
% 66.77/31.66  																																														|
% 66.77/31.66  																																														| Instantiating formula (29) with e2, e0, e0, e4 and discharging atoms op(e2, e0) = e4, op(e2, e0) = e0, yields:
% 66.88/31.66  																																														| (397) e4 = e0
% 66.88/31.66  																																														|
% 66.88/31.66  																																														| Combining equations (425,397) yields a new equation:
% 66.88/31.66  																																														| (675) e3 = e0
% 66.88/31.66  																																														|
% 66.88/31.66  																																														| Simplifying 675 yields:
% 66.88/31.66  																																														| (676) e3 = e0
% 66.88/31.66  																																														|
% 66.88/31.66  																																														| Combining equations (676,662) yields a new equation:
% 66.88/31.66  																																														| (330) e2 = e0
% 66.88/31.66  																																														|
% 66.88/31.66  																																														| Combining equations (455,662) yields a new equation:
% 66.88/31.66  																																														| (617) e2 = e1
% 66.88/31.66  																																														|
% 66.88/31.66  																																														| Combining equations (617,330) yields a new equation:
% 66.88/31.66  																																														| (546) e1 = e0
% 66.88/31.66  																																														|
% 66.88/31.66  																																														| Simplifying 546 yields:
% 66.88/31.66  																																														| (431) e1 = e0
% 66.88/31.66  																																														|
% 66.88/31.66  																																														| Equations (431) can reduce 233 to:
% 66.88/31.66  																																														| (266) $false
% 66.88/31.66  																																														|
% 66.88/31.66  																																														|-The branch is then unsatisfiable
% 66.88/31.66  																																													|-Branch two:
% 66.88/31.66  																																													| (707)  ~ (unit = e2)
% 66.88/31.66  																																													| (708) unit = e4 | unit = e3 | unit = e1 | unit = e0
% 66.88/31.66  																																													|
% 66.88/31.66  																																														+-Applying beta-rule and splitting (708), into two cases.
% 66.88/31.66  																																														|-Branch one:
% 66.88/31.66  																																														| (709) unit = e4
% 66.88/31.66  																																														|
% 66.88/31.66  																																															| From (709) and (24) follows:
% 66.88/31.66  																																															| (33325) op(e4, e3) = e3
% 66.88/31.66  																																															|
% 66.88/31.66  																																															| From (709) and (211) follows:
% 66.88/31.66  																																															| (22527) op(e4, e1) = e1
% 66.88/31.66  																																															|
% 66.88/31.66  																																															| From (709) and (32) follows:
% 66.88/31.66  																																															| (712) op(e2, e4) = e2
% 66.88/31.66  																																															|
% 66.88/31.66  																																															| From (709) and (42) follows:
% 66.88/31.66  																																															| (713) op(e0, e4) = e0
% 66.88/31.66  																																															|
% 66.88/31.66  																																															| Instantiating formula (29) with e4, e3, e3, e4 and discharging atoms op(e4, e3) = e4, op(e4, e3) = e3, yields:
% 66.88/31.66  																																															| (425) e4 = e3
% 66.88/31.66  																																															|
% 66.88/31.66  																																															| Instantiating formula (29) with e4, e1, e1, e3 and discharging atoms op(e4, e1) = e3, op(e4, e1) = e1, yields:
% 66.88/31.66  																																															| (455) e3 = e1
% 66.88/31.66  																																															|
% 66.88/31.66  																																															| Instantiating formula (29) with e2, e4, e2, e3 and discharging atoms op(e2, e4) = e3, op(e2, e4) = e2, yields:
% 66.88/31.66  																																															| (662) e3 = e2
% 66.88/31.66  																																															|
% 66.88/31.66  																																															| Instantiating formula (29) with e0, e4, e0, e4 and discharging atoms op(e0, e4) = e4, op(e0, e4) = e0, yields:
% 66.88/31.66  																																															| (397) e4 = e0
% 66.88/31.66  																																															|
% 66.88/31.66  																																															| Combining equations (425,397) yields a new equation:
% 66.88/31.66  																																															| (675) e3 = e0
% 66.88/31.66  																																															|
% 66.88/31.66  																																															| Simplifying 675 yields:
% 66.88/31.66  																																															| (676) e3 = e0
% 66.88/31.66  																																															|
% 66.88/31.66  																																															| Combining equations (676,662) yields a new equation:
% 66.88/31.66  																																															| (330) e2 = e0
% 66.88/31.66  																																															|
% 66.88/31.66  																																															| Combining equations (455,662) yields a new equation:
% 66.88/31.66  																																															| (617) e2 = e1
% 66.88/31.66  																																															|
% 66.88/31.66  																																															| Combining equations (617,330) yields a new equation:
% 66.88/31.66  																																															| (546) e1 = e0
% 66.88/31.66  																																															|
% 66.88/31.66  																																															| Simplifying 546 yields:
% 66.88/31.66  																																															| (431) e1 = e0
% 66.88/31.66  																																															|
% 66.88/31.66  																																															| Equations (431) can reduce 233 to:
% 66.88/31.66  																																															| (266) $false
% 66.88/31.66  																																															|
% 66.88/31.66  																																															|-The branch is then unsatisfiable
% 66.88/31.66  																																														|-Branch two:
% 66.88/31.66  																																														| (724)  ~ (unit = e4)
% 66.88/31.66  																																														| (725) unit = e3 | unit = e1 | unit = e0
% 66.88/31.66  																																														|
% 66.88/31.66  																																															+-Applying beta-rule and splitting (725), into two cases.
% 66.88/31.66  																																															|-Branch one:
% 66.88/31.66  																																															| (726) unit = e0
% 66.88/31.66  																																															|
% 66.88/31.66  																																																| From (726) and (24) follows:
% 66.88/31.66  																																																| (2208) op(e0, e3) = e3
% 66.88/31.66  																																																|
% 66.88/31.66  																																																| From (726) and (15) follows:
% 66.88/31.66  																																																| (1508) op(e0, e2) = e2
% 66.88/31.66  																																																|
% 66.88/31.66  																																																| From (726) and (227) follows:
% 66.88/31.66  																																																| (3205) op(e4, e0) = e4
% 66.88/31.66  																																																|
% 66.88/31.66  																																																| From (726) and (32) follows:
% 66.88/31.66  																																																| (727) op(e2, e0) = e2
% 66.88/31.66  																																																|
% 66.88/31.66  																																																| Instantiating formula (29) with e4, e0, e4, e0 and discharging atoms op(e4, e0) = e4, op(e4, e0) = e0, yields:
% 66.88/31.66  																																																| (397) e4 = e0
% 66.88/31.66  																																																|
% 66.88/31.66  																																																| Instantiating formula (29) with e2, e0, e2, e4 and discharging atoms op(e2, e0) = e4, op(e2, e0) = e2, yields:
% 66.88/31.66  																																																| (323) e4 = e2
% 66.88/31.66  																																																|
% 66.88/31.66  																																																| Instantiating formula (29) with e0, e3, e3, e1 and discharging atoms op(e0, e3) = e3, op(e0, e3) = e1, yields:
% 66.88/31.66  																																																| (455) e3 = e1
% 66.88/31.66  																																																|
% 66.88/31.66  																																																| Instantiating formula (29) with e0, e2, e2, e3 and discharging atoms op(e0, e2) = e3, op(e0, e2) = e2, yields:
% 66.88/31.66  																																																| (662) e3 = e2
% 66.88/31.66  																																																|
% 66.88/31.66  																																																| Combining equations (397,323) yields a new equation:
% 66.88/31.66  																																																| (330) e2 = e0
% 66.88/31.66  																																																|
% 66.88/31.66  																																																| Combining equations (455,662) yields a new equation:
% 66.88/31.66  																																																| (617) e2 = e1
% 66.88/31.66  																																																|
% 66.88/31.66  																																																| Combining equations (617,330) yields a new equation:
% 66.88/31.66  																																																| (546) e1 = e0
% 66.88/31.66  																																																|
% 66.88/31.66  																																																| Simplifying 546 yields:
% 66.88/31.66  																																																| (431) e1 = e0
% 66.88/31.66  																																																|
% 66.88/31.66  																																																| Equations (431) can reduce 233 to:
% 66.88/31.66  																																																| (266) $false
% 66.88/31.66  																																																|
% 66.88/31.66  																																																|-The branch is then unsatisfiable
% 66.88/31.66  																																															|-Branch two:
% 66.88/31.66  																																															| (734)  ~ (unit = e0)
% 66.88/31.66  																																															| (735) unit = e3 | unit = e1
% 66.88/31.66  																																															|
% 66.88/31.66  																																																+-Applying beta-rule and splitting (735), into two cases.
% 66.88/31.66  																																																|-Branch one:
% 66.88/31.66  																																																| (736) unit = e1
% 66.88/31.66  																																																|
% 66.88/31.66  																																																	| Equations (736) can reduce 734 to:
% 66.88/31.66  																																																	| (233)  ~ (e1 = e0)
% 66.88/31.66  																																																	|
% 66.88/31.66  																																																	| From (736) and (244) follows:
% 66.88/31.66  																																																	| (738) op(e1, e4) = e4
% 66.88/31.66  																																																	|
% 66.88/31.66  																																																	| From (736) and (15) follows:
% 66.88/31.66  																																																	| (515) op(e1, e2) = e2
% 66.88/31.66  																																																	|
% 66.88/31.66  																																																	| From (736) and (28) follows:
% 66.88/31.66  																																																	| (740) op(e1, e1) = e1
% 66.88/31.66  																																																	|
% 66.88/31.66  																																																	| Instantiating formula (29) with e1, e4, e4, e0 and discharging atoms op(e1, e4) = e4, op(e1, e4) = e0, yields:
% 66.88/31.66  																																																	| (397) e4 = e0
% 66.88/31.66  																																																	|
% 66.88/31.66  																																																	| Instantiating formula (29) with e1, e2, e2, e4 and discharging atoms op(e1, e2) = e4, op(e1, e2) = e2, yields:
% 66.88/31.66  																																																	| (323) e4 = e2
% 66.88/31.66  																																																	|
% 66.88/31.66  																																																	| Instantiating formula (29) with e1, e1, e1, e2 and discharging atoms op(e1, e1) = e2, op(e1, e1) = e1, yields:
% 66.88/31.66  																																																	| (617) e2 = e1
% 66.88/31.66  																																																	|
% 66.88/31.66  																																																	| Combining equations (397,323) yields a new equation:
% 66.88/31.66  																																																	| (330) e2 = e0
% 66.88/31.66  																																																	|
% 66.88/31.66  																																																	| Combining equations (617,330) yields a new equation:
% 66.88/31.66  																																																	| (546) e1 = e0
% 66.88/31.66  																																																	|
% 66.88/31.66  																																																	| Simplifying 546 yields:
% 66.88/31.66  																																																	| (431) e1 = e0
% 66.88/31.66  																																																	|
% 66.88/31.66  																																																	| Equations (431) can reduce 233 to:
% 66.88/31.66  																																																	| (266) $false
% 66.88/31.66  																																																	|
% 66.88/31.66  																																																	|-The branch is then unsatisfiable
% 66.88/31.66  																																																|-Branch two:
% 66.88/31.66  																																																| (748)  ~ (unit = e1)
% 66.88/31.66  																																																| (749) unit = e3
% 66.88/31.66  																																																|
% 66.88/31.66  																																																	| From (749) and (209) follows:
% 66.88/31.66  																																																	| (1667) op(e3, e0) = e0
% 66.88/31.66  																																																	|
% 66.88/31.66  																																																	| From (749) and (28) follows:
% 66.88/31.66  																																																	| (2235) op(e1, e3) = e1
% 66.88/31.66  																																																	|
% 66.88/31.66  																																																	| Instantiating formula (29) with e3, e0, e0, e3 and discharging atoms op(e3, e0) = e3, op(e3, e0) = e0, yields:
% 66.88/31.66  																																																	| (676) e3 = e0
% 66.88/31.66  																																																	|
% 66.88/31.66  																																																	| Instantiating formula (29) with e1, e3, e1, e3 and discharging atoms op(e1, e3) = e3, op(e1, e3) = e1, yields:
% 66.88/31.66  																																																	| (455) e3 = e1
% 66.88/31.66  																																																	|
% 66.88/31.66  																																																	| Combining equations (455,676) yields a new equation:
% 66.88/31.66  																																																	| (546) e1 = e0
% 66.88/31.66  																																																	|
% 66.88/31.66  																																																	| Simplifying 546 yields:
% 66.88/31.66  																																																	| (431) e1 = e0
% 66.88/31.66  																																																	|
% 66.88/31.66  																																																	| Equations (431) can reduce 233 to:
% 66.88/31.66  																																																	| (266) $false
% 66.88/31.66  																																																	|
% 66.88/31.66  																																																	|-The branch is then unsatisfiable
% 66.88/31.66  																																											|-Branch two:
% 66.88/31.66  																																											| (475)  ~ (all_0_51_51 = e4)
% 66.88/31.66  																																											| (1104) all_0_51_51 = e3 | all_0_51_51 = e1
% 66.88/31.66  																																											|
% 66.88/31.66  																																												+-Applying beta-rule and splitting (1104), into two cases.
% 66.88/31.66  																																												|-Branch one:
% 66.88/31.66  																																												| (1109) all_0_51_51 = e1
% 66.88/31.66  																																												|
% 66.88/31.66  																																													| Equations (1109) can reduce 464 to:
% 66.88/31.66  																																													| (266) $false
% 66.88/31.66  																																													|
% 66.88/31.66  																																													|-The branch is then unsatisfiable
% 66.88/31.66  																																												|-Branch two:
% 66.88/31.66  																																												| (464)  ~ (all_0_51_51 = e1)
% 66.88/31.66  																																												| (660) all_0_51_51 = e3
% 66.88/31.66  																																												|
% 66.88/31.66  																																													| Equations (660) can reduce 664 to:
% 66.88/31.66  																																													| (266) $false
% 66.88/31.66  																																													|
% 66.88/31.66  																																													|-The branch is then unsatisfiable
% 66.88/31.66  																																										|-Branch two:
% 66.88/31.66  																																										| (256)  ~ (all_0_49_49 = e4)
% 66.88/31.66  																																										| (977) all_0_49_49 = e3 | all_0_49_49 = e1 | all_0_49_49 = e0
% 66.88/31.66  																																										|
% 66.88/31.66  																																											+-Applying beta-rule and splitting (977), into two cases.
% 66.88/31.66  																																											|-Branch one:
% 66.88/31.66  																																											| (978) all_0_49_49 = e0
% 66.88/31.66  																																											|
% 66.88/31.66  																																												| Equations (978) can reduce 487 to:
% 66.88/31.66  																																												| (266) $false
% 66.88/31.66  																																												|
% 66.88/31.66  																																												|-The branch is then unsatisfiable
% 66.88/31.66  																																											|-Branch two:
% 66.88/31.66  																																											| (487)  ~ (all_0_49_49 = e0)
% 66.88/31.66  																																											| (981) all_0_49_49 = e3 | all_0_49_49 = e1
% 66.88/31.66  																																											|
% 66.88/31.66  																																												+-Applying beta-rule and splitting (981), into two cases.
% 66.88/31.66  																																												|-Branch one:
% 66.88/31.66  																																												| (671) all_0_49_49 = e1
% 66.88/31.66  																																												|
% 66.88/31.66  																																													| Equations (671) can reduce 1064 to:
% 66.88/31.66  																																													| (266) $false
% 66.88/31.66  																																													|
% 66.88/31.66  																																													|-The branch is then unsatisfiable
% 66.88/31.66  																																												|-Branch two:
% 66.88/31.66  																																												| (1064)  ~ (all_0_49_49 = e1)
% 66.88/31.66  																																												| (884) all_0_49_49 = e3
% 66.88/31.66  																																												|
% 66.88/31.66  																																													| Equations (884) can reduce 525 to:
% 66.88/31.66  																																													| (266) $false
% 66.88/31.66  																																													|
% 66.88/31.66  																																													|-The branch is then unsatisfiable
% 66.88/31.66  																																								|-Branch two:
% 66.88/31.66  																																								| (619)  ~ (all_0_48_48 = e1)
% 66.88/31.66  																																								| (620) all_0_52_52 = e1 | all_0_57_57 = e1
% 66.88/31.66  																																								|
% 66.88/31.66  																																									+-Applying beta-rule and splitting (874), into two cases.
% 66.88/31.66  																																									|-Branch one:
% 66.88/31.66  																																									| (875) all_0_57_57 = e0
% 66.88/31.66  																																									|
% 66.88/31.66  																																										| Equations (875) can reduce 1670 to:
% 66.88/31.66  																																										| (435)  ~ (e1 = e0)
% 66.88/31.66  																																										|
% 66.88/31.66  																																										| Simplifying 435 yields:
% 66.88/31.66  																																										| (233)  ~ (e1 = e0)
% 66.88/31.66  																																										|
% 66.88/31.66  																																										+-Applying beta-rule and splitting (135), into two cases.
% 66.88/31.66  																																										|-Branch one:
% 66.88/31.66  																																										| (545) all_0_46_46 = e1
% 66.88/31.66  																																										|
% 66.88/31.66  																																											| Combining equations (1794,545) yields a new equation:
% 66.88/31.66  																																											| (616) e2 = e1
% 66.88/31.66  																																											|
% 66.88/31.66  																																											| Simplifying 616 yields:
% 66.88/31.66  																																											| (617) e2 = e1
% 66.88/31.66  																																											|
% 66.88/31.66  																																											| Equations (617) can reduce 122 to:
% 66.88/31.66  																																											| (266) $false
% 66.88/31.66  																																											|
% 66.88/31.66  																																											|-The branch is then unsatisfiable
% 66.88/31.66  																																										|-Branch two:
% 66.88/31.66  																																										| (549)  ~ (all_0_46_46 = e1)
% 66.88/31.66  																																										| (550) all_0_47_47 = e1 | all_0_48_48 = e1 | all_0_49_49 = e1
% 66.88/31.66  																																										|
% 66.88/31.66  																																											| Equations (1794) can reduce 549 to:
% 66.88/31.66  																																											| (122)  ~ (e2 = e1)
% 66.88/31.66  																																											|
% 66.88/31.66  																																											+-Applying beta-rule and splitting (620), into two cases.
% 66.88/31.66  																																											|-Branch one:
% 66.88/31.66  																																											| (642) all_0_52_52 = e1
% 66.88/31.66  																																											|
% 66.88/31.66  																																												| Combining equations (352,642) yields a new equation:
% 66.88/31.66  																																												| (616) e2 = e1
% 66.88/31.66  																																												|
% 66.88/31.66  																																												| Simplifying 616 yields:
% 66.88/31.66  																																												| (617) e2 = e1
% 66.88/31.66  																																												|
% 66.88/31.66  																																												| Equations (617) can reduce 122 to:
% 66.88/31.66  																																												| (266) $false
% 66.88/31.66  																																												|
% 66.88/31.66  																																												|-The branch is then unsatisfiable
% 66.88/31.66  																																											|-Branch two:
% 66.88/31.66  																																											| (646)  ~ (all_0_52_52 = e1)
% 66.88/31.66  																																											| (647) all_0_57_57 = e1
% 66.88/31.66  																																											|
% 66.88/31.66  																																												| Combining equations (875,647) yields a new equation:
% 66.88/31.66  																																												| (431) e1 = e0
% 66.88/31.66  																																												|
% 66.88/31.66  																																												| Equations (431) can reduce 233 to:
% 66.88/31.66  																																												| (266) $false
% 66.88/31.66  																																												|
% 66.88/31.66  																																												|-The branch is then unsatisfiable
% 66.88/31.66  																																									|-Branch two:
% 66.88/31.66  																																									| (364)  ~ (all_0_57_57 = e0)
% 66.88/31.66  																																									| (647) all_0_57_57 = e1
% 66.88/31.66  																																									|
% 66.88/31.66  																																										| Equations (647) can reduce 1670 to:
% 66.88/31.66  																																										| (266) $false
% 66.88/31.66  																																										|
% 66.88/31.66  																																										|-The branch is then unsatisfiable
% 66.88/31.66  																													|-Branch two:
% 66.88/31.66  																													| (1380)  ~ (all_0_42_42 = e1)
% 66.88/31.66  																													| (1381) all_0_43_43 = e1 | all_0_44_44 = e1
% 66.88/31.66  																													|
% 66.88/31.66  																														+-Applying beta-rule and splitting (1381), into two cases.
% 66.88/31.66  																														|-Branch one:
% 66.88/31.66  																														| (430) all_0_43_43 = e1
% 66.88/31.66  																														|
% 66.88/31.66  																															| Combining equations (430,396) yields a new equation:
% 66.88/31.66  																															| (630) e4 = e1
% 66.88/31.66  																															|
% 66.88/31.66  																															| Equations (630) can reduce 110 to:
% 66.88/31.66  																															| (266) $false
% 66.88/31.66  																															|
% 66.88/31.66  																															|-The branch is then unsatisfiable
% 66.88/31.66  																														|-Branch two:
% 66.88/31.66  																														| (433)  ~ (all_0_43_43 = e1)
% 66.88/31.66  																														| (635) all_0_44_44 = e1
% 66.88/31.66  																														|
% 66.88/31.66  																															| Combining equations (635,532) yields a new equation:
% 66.88/31.66  																															| (455) e3 = e1
% 66.88/31.66  																															|
% 66.88/31.66  																															| Equations (455) can reduce 213 to:
% 66.88/31.66  																															| (266) $false
% 66.88/31.66  																															|
% 66.88/31.66  																															|-The branch is then unsatisfiable
% 66.88/31.66  																											|-Branch two:
% 66.88/31.66  																											| (272)  ~ (all_0_56_56 = e3)
% 66.88/31.66  																											| (795) all_0_58_58 = e3
% 66.88/31.66  																											|
% 66.88/31.66  																												| Combining equations (624,795) yields a new equation:
% 66.88/31.66  																												| (662) e3 = e2
% 66.88/31.66  																												|
% 66.88/31.66  																												| Equations (662) can reduce 212 to:
% 66.88/31.66  																												| (266) $false
% 66.88/31.66  																												|
% 66.88/31.66  																												|-The branch is then unsatisfiable
% 66.88/31.67  																								|-Branch two:
% 66.88/31.67  																								| (407)  ~ (all_0_44_44 = e3)
% 66.88/31.67  																								| (537) all_0_49_49 = e3 | all_0_53_53 = e3 | all_0_58_58 = e3
% 66.88/31.67  																								|
% 66.88/31.67  																									+-Applying beta-rule and splitting (22), into two cases.
% 66.88/31.67  																									|-Branch one:
% 66.88/31.67  																									| (268) all_0_54_54 = e3
% 66.88/31.67  																									|
% 66.88/31.67  																										| Combining equations (265,268) yields a new equation:
% 66.88/31.67  																										| (424) e4 = e3
% 66.88/31.67  																										|
% 66.88/31.67  																										| Simplifying 424 yields:
% 66.88/31.67  																										| (425) e4 = e3
% 66.88/31.67  																										|
% 66.88/31.67  																										| Equations (425) can reduce 188 to:
% 66.88/31.67  																										| (266) $false
% 66.88/31.67  																										|
% 66.88/31.67  																										|-The branch is then unsatisfiable
% 66.88/31.67  																									|-Branch two:
% 66.88/31.67  																									| (60427)  ~ (all_0_54_54 = e3)
% 66.88/31.67  																									| (62553) all_0_55_55 = e3 | all_0_56_56 = e3 | all_0_58_58 = e3
% 66.88/31.67  																									|
% 66.88/31.67  																										+-Applying beta-rule and splitting (62553), into two cases.
% 66.88/31.67  																										|-Branch one:
% 66.88/31.67  																										| (2336) all_0_55_55 = e3
% 66.88/31.67  																										|
% 66.88/31.67  																											| Equations (2336) can reduce 270 to:
% 66.88/31.67  																											| (266) $false
% 66.88/31.67  																											|
% 66.88/31.67  																											|-The branch is then unsatisfiable
% 66.88/31.67  																										|-Branch two:
% 66.88/31.67  																										| (270)  ~ (all_0_55_55 = e3)
% 66.88/31.67  																										| (62557) all_0_56_56 = e3 | all_0_58_58 = e3
% 66.88/31.67  																										|
% 66.88/31.67  																											+-Applying beta-rule and splitting (62557), into two cases.
% 66.88/31.67  																											|-Branch one:
% 66.88/31.67  																											| (1097) all_0_56_56 = e3
% 66.88/31.67  																											|
% 66.88/31.67  																												| Equations (1097) can reduce 236 to:
% 66.88/31.67  																												| (405)  ~ (all_0_42_42 = e3)
% 66.88/31.67  																												|
% 66.88/31.67  																												+-Applying beta-rule and splitting (1899), into two cases.
% 66.88/31.67  																												|-Branch one:
% 66.88/31.67  																												| (516) all_0_42_42 = e3
% 66.88/31.67  																												|
% 66.88/31.67  																													| Equations (516) can reduce 405 to:
% 66.88/31.67  																													| (266) $false
% 66.88/31.67  																													|
% 66.88/31.67  																													|-The branch is then unsatisfiable
% 66.88/31.67  																												|-Branch two:
% 66.88/31.67  																												| (405)  ~ (all_0_42_42 = e3)
% 66.88/31.67  																												| (532) all_0_44_44 = e3
% 66.88/31.67  																												|
% 66.88/31.67  																													| Equations (532) can reduce 407 to:
% 66.88/31.67  																													| (266) $false
% 66.88/31.67  																													|
% 66.88/31.67  																													|-The branch is then unsatisfiable
% 66.88/31.67  																											|-Branch two:
% 66.88/31.67  																											| (272)  ~ (all_0_56_56 = e3)
% 66.88/31.67  																											| (795) all_0_58_58 = e3
% 66.88/31.67  																											|
% 66.88/31.67  																												| Combining equations (795,624) yields a new equation:
% 66.88/31.67  																												| (661) e3 = e2
% 66.88/31.67  																												|
% 66.88/31.67  																												| Simplifying 661 yields:
% 66.88/31.67  																												| (662) e3 = e2
% 66.88/31.67  																												|
% 66.88/31.67  																												| Equations (662) can reduce 212 to:
% 66.88/31.67  																												| (266) $false
% 66.88/31.67  																												|
% 66.88/31.67  																												|-The branch is then unsatisfiable
% 66.88/31.68  																							|-Branch two:
% 66.88/31.68  																							| (411)  ~ (all_0_50_50 = e3)
% 66.88/31.68  																							| (418) all_0_51_51 = e3 | all_0_53_53 = e3
% 66.88/31.68  																							|
% 66.88/31.68  																								+-Applying beta-rule and splitting (144), into two cases.
% 66.88/31.68  																								|-Branch one:
% 66.88/31.68  																								| (403) all_0_41_41 = e3
% 66.88/31.68  																								|
% 66.88/31.68  																									| Equations (403) can reduce 1898 to:
% 66.88/31.68  																									| (266) $false
% 66.88/31.68  																									|
% 66.88/31.68  																									|-The branch is then unsatisfiable
% 66.88/31.68  																								|-Branch two:
% 66.88/31.68  																								| (1898)  ~ (all_0_41_41 = e3)
% 66.88/31.68  																								| (1923) all_0_46_46 = e3 | all_0_50_50 = e3 | all_0_55_55 = e3
% 66.88/31.68  																								|
% 66.88/31.68  																									+-Applying beta-rule and splitting (422), into two cases.
% 66.88/31.68  																									|-Branch one:
% 66.88/31.68  																									| (775) all_0_50_50 = e4
% 66.88/31.68  																									|
% 66.88/31.68  																										| Equations (775) can reduce 566 to:
% 66.88/31.68  																										| (266) $false
% 66.88/31.68  																										|
% 66.88/31.68  																										|-The branch is then unsatisfiable
% 66.88/31.68  																									|-Branch two:
% 66.88/31.68  																									| (566)  ~ (all_0_50_50 = e4)
% 66.88/31.68  																									| (1444) all_0_50_50 = e3 | all_0_50_50 = e1
% 66.88/31.68  																									|
% 66.88/31.68  																										+-Applying beta-rule and splitting (1923), into two cases.
% 66.88/31.68  																										|-Branch one:
% 66.88/31.68  																										| (1557) all_0_46_46 = e3
% 66.88/31.68  																										|
% 66.88/31.68  																											| Combining equations (1794,1557) yields a new equation:
% 66.88/31.68  																											| (662) e3 = e2
% 66.88/31.68  																											|
% 66.88/31.68  																											| Equations (662) can reduce 212 to:
% 66.88/31.68  																											| (266) $false
% 66.88/31.68  																											|
% 66.88/31.68  																											|-The branch is then unsatisfiable
% 66.88/31.68  																										|-Branch two:
% 66.88/31.68  																										| (409)  ~ (all_0_46_46 = e3)
% 66.88/31.68  																										| (4042) all_0_50_50 = e3 | all_0_55_55 = e3
% 66.88/31.68  																										|
% 66.88/31.68  																											+-Applying beta-rule and splitting (1444), into two cases.
% 66.88/31.68  																											|-Branch one:
% 66.88/31.68  																											| (601) all_0_50_50 = e1
% 66.88/31.68  																											|
% 66.88/31.68  																												| Equations (601) can reduce 221 to:
% 66.88/31.68  																												| (457)  ~ (all_0_41_41 = e1)
% 66.88/31.68  																												|
% 66.88/31.68  																												| Equations (601) can reduce 59 to:
% 66.88/31.68  																												| (463)  ~ (all_0_51_51 = e1)
% 66.88/31.68  																												|
% 66.88/31.68  																												| Simplifying 463 yields:
% 66.88/31.68  																												| (464)  ~ (all_0_51_51 = e1)
% 66.88/31.68  																												|
% 66.88/31.68  																												| Equations (601) can reduce 93 to:
% 66.88/31.68  																												| (2331)  ~ (all_0_55_55 = e1)
% 66.88/31.68  																												|
% 66.88/31.68  																												| Simplifying 2331 yields:
% 66.88/31.68  																												| (632)  ~ (all_0_55_55 = e1)
% 66.88/31.68  																												|
% 66.88/31.68  																												| Equations (601) can reduce 566 to:
% 66.88/31.68  																												| (602)  ~ (e4 = e1)
% 66.88/31.68  																												|
% 66.88/31.68  																												| Simplifying 602 yields:
% 66.88/31.68  																												| (110)  ~ (e4 = e1)
% 66.88/31.68  																												|
% 66.88/31.68  																												| Equations (601) can reduce 411 to:
% 66.88/31.68  																												| (467)  ~ (e3 = e1)
% 66.88/31.68  																												|
% 66.88/31.68  																												| Simplifying 467 yields:
% 66.88/31.68  																												| (213)  ~ (e3 = e1)
% 66.88/31.68  																												|
% 66.88/31.68  																												| From (601) and (242) follows:
% 66.88/31.68  																												| (2235) op(e1, e3) = e1
% 66.88/31.68  																												|
% 66.88/31.68  																												+-Applying beta-rule and splitting (4049), into two cases.
% 66.88/31.68  																												|-Branch one:
% 66.88/31.68  																												| (794) all_0_41_41 = e0
% 66.88/31.68  																												|
% 66.88/31.68  																													| Equations (794) can reduce 214 to:
% 66.88/31.68  																													| (5565)  ~ (all_0_42_42 = e0)
% 66.88/31.68  																													|
% 66.88/31.68  																													| Simplifying 5565 yields:
% 66.88/31.68  																													| (358)  ~ (all_0_42_42 = e0)
% 66.88/31.68  																													|
% 66.88/31.68  																													| Equations (794) can reduce 149 to:
% 66.88/31.68  																													| (359)  ~ (all_0_44_44 = e0)
% 66.88/31.68  																													|
% 66.88/31.68  																													| Simplifying 359 yields:
% 66.88/31.68  																													| (360)  ~ (all_0_44_44 = e0)
% 66.88/31.68  																													|
% 66.88/31.68  																													| Equations (794) can reduce 191 to:
% 66.88/31.68  																													| (4444)  ~ (all_0_55_55 = e0)
% 66.88/31.68  																													|
% 66.88/31.68  																													| Simplifying 4444 yields:
% 66.88/31.68  																													| (803)  ~ (all_0_55_55 = e0)
% 66.88/31.68  																													|
% 66.88/31.68  																													| Equations (794) can reduce 85 to:
% 66.88/31.68  																													| (365)  ~ (e2 = e0)
% 66.88/31.68  																													|
% 66.88/31.68  																													| Simplifying 365 yields:
% 66.88/31.68  																													| (128)  ~ (e2 = e0)
% 66.88/31.68  																													|
% 66.88/31.68  																													| Equations (794) can reduce 457 to:
% 66.88/31.68  																													| (435)  ~ (e1 = e0)
% 66.88/31.68  																													|
% 66.88/31.68  																													| Simplifying 435 yields:
% 66.88/31.68  																													| (233)  ~ (e1 = e0)
% 66.88/31.68  																													|
% 66.88/31.68  																													+-Applying beta-rule and splitting (4042), into two cases.
% 66.88/31.68  																													|-Branch one:
% 66.88/31.68  																													| (415) all_0_50_50 = e3
% 66.88/31.68  																													|
% 66.88/31.68  																														| Combining equations (601,415) yields a new equation:
% 66.88/31.68  																														| (455) e3 = e1
% 66.88/31.68  																														|
% 66.88/31.68  																														| Equations (455) can reduce 213 to:
% 66.88/31.68  																														| (266) $false
% 66.88/31.68  																														|
% 66.88/31.68  																														|-The branch is then unsatisfiable
% 66.88/31.68  																													|-Branch two:
% 66.88/31.68  																													| (411)  ~ (all_0_50_50 = e3)
% 66.88/31.68  																													| (2336) all_0_55_55 = e3
% 66.88/31.68  																													|
% 66.88/31.68  																														| Equations (2336) can reduce 153 to:
% 66.88/31.68  																														| (271)  ~ (all_0_56_56 = e3)
% 66.88/31.68  																														|
% 66.88/31.68  																														| Simplifying 271 yields:
% 66.88/31.68  																														| (272)  ~ (all_0_56_56 = e3)
% 66.88/31.68  																														|
% 66.88/31.68  																														| Equations (2336) can reduce 632 to:
% 66.88/31.68  																														| (213)  ~ (e3 = e1)
% 66.88/31.68  																														|
% 66.88/31.68  																														| Equations (2336) can reduce 803 to:
% 66.88/31.68  																														| (80)  ~ (e3 = e0)
% 66.88/31.68  																														|
% 66.88/31.68  																														| From (2336) and (74) follows:
% 66.88/31.68  																														| (2208) op(e0, e3) = e3
% 66.88/31.68  																														|
% 66.88/31.68  																														+-Applying beta-rule and splitting (125), into two cases.
% 66.88/31.68  																														|-Branch one:
% 66.88/31.68  																														| (858) all_0_55_55 = e0
% 66.88/31.68  																														|
% 66.88/31.68  																															| Combining equations (2336,858) yields a new equation:
% 66.88/31.68  																															| (675) e3 = e0
% 66.88/31.68  																															|
% 66.88/31.68  																															| Simplifying 675 yields:
% 66.88/31.68  																															| (676) e3 = e0
% 66.88/31.68  																															|
% 66.88/31.68  																															| Equations (676) can reduce 80 to:
% 66.88/31.68  																															| (266) $false
% 66.88/31.68  																															|
% 66.88/31.68  																															|-The branch is then unsatisfiable
% 66.88/31.68  																														|-Branch two:
% 66.88/31.68  																														| (803)  ~ (all_0_55_55 = e0)
% 66.88/31.68  																														| (863) all_0_56_56 = e0 | all_0_57_57 = e0 | all_0_58_58 = e0
% 66.88/31.68  																														|
% 66.88/31.68  																															+-Applying beta-rule and splitting (196), into two cases.
% 66.88/31.68  																															|-Branch one:
% 66.88/31.68  																															| (607) all_0_53_53 = e2
% 66.88/31.68  																															|
% 66.88/31.68  																																| Equations (607) can reduce 509 to:
% 66.88/31.68  																																| (266) $false
% 66.88/31.68  																																|
% 66.88/31.68  																																|-The branch is then unsatisfiable
% 66.88/31.68  																															|-Branch two:
% 66.88/31.68  																															| (509)  ~ (all_0_53_53 = e2)
% 66.88/31.68  																															| (610) all_0_53_53 = e4 | all_0_53_53 = e3 | all_0_53_53 = e1
% 66.88/31.68  																															|
% 66.88/31.68  																																+-Applying beta-rule and splitting (103), into two cases.
% 66.88/31.68  																																|-Branch one:
% 66.88/31.68  																																| (453) all_0_41_41 = e1
% 66.88/31.68  																																|
% 66.88/31.68  																																	| Combining equations (794,453) yields a new equation:
% 66.88/31.68  																																	| (431) e1 = e0
% 66.88/31.68  																																	|
% 66.88/31.68  																																	| Equations (431) can reduce 233 to:
% 66.88/31.68  																																	| (266) $false
% 66.88/31.68  																																	|
% 66.88/31.68  																																	|-The branch is then unsatisfiable
% 66.88/31.68  																																|-Branch two:
% 66.88/31.68  																																| (457)  ~ (all_0_41_41 = e1)
% 66.88/31.68  																																| (458) all_0_42_42 = e1 | all_0_43_43 = e1 | all_0_44_44 = e1
% 66.88/31.68  																																|
% 66.88/31.68  																																	+-Applying beta-rule and splitting (184), into two cases.
% 66.88/31.68  																																	|-Branch one:
% 66.88/31.68  																																	| (538) all_0_46_46 = e0
% 66.88/31.68  																																	|
% 66.88/31.68  																																		| Combining equations (1794,538) yields a new equation:
% 66.88/31.68  																																		| (391) e2 = e0
% 66.88/31.68  																																		|
% 66.88/31.68  																																		| Simplifying 391 yields:
% 66.88/31.68  																																		| (330) e2 = e0
% 66.88/31.68  																																		|
% 66.88/31.68  																																		| Equations (330) can reduce 128 to:
% 66.88/31.68  																																		| (266) $false
% 66.88/31.68  																																		|
% 66.88/31.68  																																		|-The branch is then unsatisfiable
% 66.88/31.68  																																	|-Branch two:
% 66.88/31.68  																																	| (831)  ~ (all_0_46_46 = e0)
% 66.88/31.68  																																	| (832) all_0_47_47 = e0 | all_0_48_48 = e0 | all_0_49_49 = e0
% 66.88/31.68  																																	|
% 66.88/31.68  																																		| Equations (1794) can reduce 831 to:
% 66.88/31.68  																																		| (128)  ~ (e2 = e0)
% 66.88/31.68  																																		|
% 66.88/31.68  																																		+-Applying beta-rule and splitting (104), into two cases.
% 66.88/31.68  																																		|-Branch one:
% 66.88/31.68  																																		| (480) all_0_39_39 = e0
% 66.88/31.68  																																		|
% 66.88/31.68  																																			| Combining equations (480,317) yields a new equation:
% 66.88/31.68  																																			| (330) e2 = e0
% 66.88/31.68  																																			|
% 66.88/31.68  																																			| Equations (330) can reduce 128 to:
% 66.88/31.68  																																			| (266) $false
% 66.88/31.68  																																			|
% 66.88/31.68  																																			|-The branch is then unsatisfiable
% 66.88/31.68  																																		|-Branch two:
% 66.88/31.68  																																		| (484)  ~ (all_0_39_39 = e0)
% 66.88/31.68  																																		| (558) all_0_42_42 = e0 | all_0_47_47 = e0 | all_0_56_56 = e0
% 66.88/31.68  																																		|
% 66.88/31.68  																																			+-Applying beta-rule and splitting (130), into two cases.
% 66.88/31.68  																																			|-Branch one:
% 66.88/31.68  																																			| (430) all_0_43_43 = e1
% 66.88/31.68  																																			|
% 66.88/31.68  																																				| Combining equations (430,396) yields a new equation:
% 66.88/31.68  																																				| (630) e4 = e1
% 66.88/31.68  																																				|
% 66.88/31.68  																																				| Equations (630) can reduce 110 to:
% 66.88/31.68  																																				| (266) $false
% 66.88/31.68  																																				|
% 66.88/31.68  																																				|-The branch is then unsatisfiable
% 66.88/31.68  																																			|-Branch two:
% 66.88/31.68  																																			| (433)  ~ (all_0_43_43 = e1)
% 66.88/31.68  																																			| (434) all_0_48_48 = e1 | all_0_52_52 = e1 | all_0_57_57 = e1
% 66.88/31.68  																																			|
% 66.88/31.68  																																				| Equations (396) can reduce 433 to:
% 66.88/31.68  																																				| (110)  ~ (e4 = e1)
% 66.88/31.68  																																				|
% 66.88/31.68  																																				+-Applying beta-rule and splitting (112), into two cases.
% 66.88/31.68  																																				|-Branch one:
% 66.88/31.68  																																				| (635) all_0_44_44 = e1
% 66.88/31.68  																																				|
% 66.88/31.68  																																					| Equations (635) can reduce 73 to:
% 66.88/31.68  																																					| (1380)  ~ (all_0_42_42 = e1)
% 66.88/31.68  																																					|
% 66.88/31.68  																																					| Equations (635) can reduce 9 to:
% 66.88/31.68  																																					| (1419)  ~ (all_0_49_49 = e1)
% 66.88/31.68  																																					|
% 66.88/31.68  																																					| Simplifying 1419 yields:
% 66.88/31.68  																																					| (1064)  ~ (all_0_49_49 = e1)
% 66.88/31.68  																																					|
% 66.88/31.68  																																					| Equations (635) can reduce 220 to:
% 66.88/31.68  																																					| (1458)  ~ (all_0_53_53 = e1)
% 66.88/31.68  																																					|
% 66.88/31.68  																																					| Simplifying 1458 yields:
% 66.88/31.68  																																					| (1459)  ~ (all_0_53_53 = e1)
% 66.88/31.68  																																					|
% 66.88/31.68  																																					| Equations (635) can reduce 1390 to:
% 66.88/31.68  																																					| (602)  ~ (e4 = e1)
% 66.88/31.68  																																					|
% 66.88/31.68  																																					| Simplifying 602 yields:
% 66.88/31.68  																																					| (110)  ~ (e4 = e1)
% 66.88/31.68  																																					|
% 66.88/31.68  																																					| Equations (635) can reduce 147 to:
% 66.88/31.68  																																					| (604)  ~ (e2 = e1)
% 66.88/31.68  																																					|
% 66.88/31.68  																																					| Simplifying 604 yields:
% 66.88/31.68  																																					| (122)  ~ (e2 = e1)
% 66.88/31.68  																																					|
% 66.88/31.68  																																					| Equations (635) can reduce 360 to:
% 66.88/31.68  																																					| (233)  ~ (e1 = e0)
% 66.88/31.68  																																					|
% 66.88/31.68  																																					+-Applying beta-rule and splitting (152), into two cases.
% 66.88/31.68  																																					|-Branch one:
% 66.88/31.68  																																					| (1392) all_0_42_42 = e4
% 66.88/31.68  																																					|
% 66.88/31.68  																																						| Equations (1392) can reduce 1890 to:
% 66.88/31.68  																																						| (266) $false
% 66.88/31.68  																																						|
% 66.88/31.68  																																						|-The branch is then unsatisfiable
% 66.88/31.68  																																					|-Branch two:
% 66.88/31.68  																																					| (1890)  ~ (all_0_42_42 = e4)
% 66.88/31.68  																																					| (1969) all_0_42_42 = e3 | all_0_42_42 = e1 | all_0_42_42 = e0
% 66.88/31.68  																																					|
% 66.88/31.68  																																						+-Applying beta-rule and splitting (1969), into two cases.
% 66.88/31.68  																																						|-Branch one:
% 66.88/31.68  																																						| (559) all_0_42_42 = e0
% 66.88/31.68  																																						|
% 66.88/31.68  																																							| Equations (559) can reduce 358 to:
% 66.88/31.68  																																							| (266) $false
% 66.88/31.68  																																							|
% 66.88/31.68  																																							|-The branch is then unsatisfiable
% 66.88/31.68  																																						|-Branch two:
% 66.88/31.68  																																						| (358)  ~ (all_0_42_42 = e0)
% 66.88/31.68  																																						| (2510) all_0_42_42 = e3 | all_0_42_42 = e1
% 66.88/31.68  																																						|
% 66.88/31.68  																																							+-Applying beta-rule and splitting (2510), into two cases.
% 66.88/31.68  																																							|-Branch one:
% 66.88/31.68  																																							| (459) all_0_42_42 = e1
% 66.88/31.68  																																							|
% 66.88/31.68  																																								| Equations (459) can reduce 1380 to:
% 66.88/31.68  																																								| (266) $false
% 66.88/31.68  																																								|
% 66.88/31.68  																																								|-The branch is then unsatisfiable
% 66.88/31.68  																																							|-Branch two:
% 66.88/31.68  																																							| (1380)  ~ (all_0_42_42 = e1)
% 66.88/31.68  																																							| (516) all_0_42_42 = e3
% 66.88/31.68  																																							|
% 66.88/31.68  																																								| Equations (516) can reduce 61 to:
% 66.88/31.68  																																								| (1925)  ~ (all_0_51_51 = e3)
% 66.88/31.68  																																								|
% 66.88/31.68  																																								| Simplifying 1925 yields:
% 66.88/31.68  																																								| (664)  ~ (all_0_51_51 = e3)
% 66.88/31.68  																																								|
% 66.88/31.68  																																								| From (516) and (210) follows:
% 66.88/31.68  																																								| (4285) op(e3, e2) = e3
% 66.88/31.68  																																								|
% 66.88/31.68  																																								+-Applying beta-rule and splitting (7), into two cases.
% 66.88/31.68  																																								|-Branch one:
% 66.88/31.68  																																								| (504) all_0_51_51 = e2
% 66.88/31.68  																																								|
% 66.88/31.68  																																									| Equations (504) can reduce 1099 to:
% 66.88/31.68  																																									| (266) $false
% 66.88/31.68  																																									|
% 66.88/31.68  																																									|-The branch is then unsatisfiable
% 66.88/31.68  																																								|-Branch two:
% 66.88/31.68  																																								| (1099)  ~ (all_0_51_51 = e2)
% 66.88/31.68  																																								| (1100) all_0_51_51 = e4 | all_0_51_51 = e3 | all_0_51_51 = e1
% 66.88/31.68  																																								|
% 66.88/31.68  																																									+-Applying beta-rule and splitting (418), into two cases.
% 66.88/31.68  																																									|-Branch one:
% 66.88/31.68  																																									| (660) all_0_51_51 = e3
% 66.88/31.68  																																									|
% 66.88/31.68  																																										| Equations (660) can reduce 664 to:
% 66.88/31.68  																																										| (266) $false
% 66.88/31.68  																																										|
% 66.88/31.68  																																										|-The branch is then unsatisfiable
% 66.88/31.68  																																									|-Branch two:
% 66.88/31.68  																																									| (664)  ~ (all_0_51_51 = e3)
% 66.88/31.68  																																									| (665) all_0_53_53 = e3
% 66.88/31.68  																																									|
% 66.88/31.68  																																										| Equations (665) can reduce 65 to:
% 66.88/31.68  																																										| (525)  ~ (all_0_49_49 = e3)
% 66.88/31.68  																																										|
% 66.88/31.68  																																										| Equations (665) can reduce 6 to:
% 66.88/31.68  																																										| (664)  ~ (all_0_51_51 = e3)
% 66.88/31.68  																																										|
% 66.88/31.68  																																										| Equations (665) can reduce 509 to:
% 66.88/31.68  																																										| (212)  ~ (e3 = e2)
% 66.88/31.68  																																										|
% 66.88/31.68  																																										| Equations (665) can reduce 1459 to:
% 66.88/31.68  																																										| (213)  ~ (e3 = e1)
% 66.88/31.68  																																										|
% 66.88/31.68  																																										+-Applying beta-rule and splitting (231), into two cases.
% 66.88/31.68  																																										|-Branch one:
% 66.88/31.68  																																										| (775) all_0_50_50 = e4
% 66.88/31.68  																																										|
% 66.88/31.68  																																											| Combining equations (601,775) yields a new equation:
% 66.88/31.68  																																											| (630) e4 = e1
% 66.88/31.68  																																											|
% 66.88/31.68  																																											| Equations (630) can reduce 110 to:
% 66.88/31.68  																																											| (266) $false
% 66.88/31.68  																																											|
% 66.88/31.68  																																											|-The branch is then unsatisfiable
% 66.88/31.68  																																										|-Branch two:
% 66.88/31.68  																																										| (566)  ~ (all_0_50_50 = e4)
% 66.88/31.68  																																										| (1071) all_0_51_51 = e4 | all_0_52_52 = e4 | all_0_53_53 = e4
% 66.88/31.68  																																										|
% 66.88/31.68  																																											+-Applying beta-rule and splitting (1071), into two cases.
% 66.88/31.68  																																											|-Branch one:
% 66.88/31.68  																																											| (1101) all_0_51_51 = e4
% 66.88/31.68  																																											|
% 66.88/31.68  																																												| From (1101) and (186) follows:
% 66.88/31.68  																																												| (13720) op(e1, e2) = e4
% 66.88/31.68  																																												|
% 66.88/31.68  																																												+-Applying beta-rule and splitting (54), into two cases.
% 66.88/31.68  																																												|-Branch one:
% 66.88/31.68  																																												| (583) all_0_49_49 = e2
% 66.88/31.68  																																												|
% 66.88/31.68  																																													| Equations (583) can reduce 340 to:
% 66.88/31.68  																																													| (266) $false
% 66.88/31.68  																																													|
% 66.88/31.68  																																													|-The branch is then unsatisfiable
% 66.88/31.68  																																												|-Branch two:
% 66.88/31.68  																																												| (340)  ~ (all_0_49_49 = e2)
% 66.88/31.68  																																												| (586) all_0_49_49 = e4 | all_0_49_49 = e3 | all_0_49_49 = e1 | all_0_49_49 = e0
% 66.88/31.68  																																												|
% 66.88/31.68  																																													+-Applying beta-rule and splitting (586), into two cases.
% 66.88/31.68  																																													|-Branch one:
% 66.88/31.68  																																													| (974) all_0_49_49 = e4
% 66.88/31.68  																																													|
% 66.88/31.68  																																														| Equations (974) can reduce 185 to:
% 66.88/31.68  																																														| (254)  ~ (all_0_48_48 = e4)
% 66.88/31.68  																																														|
% 66.88/31.68  																																														| Equations (974) can reduce 340 to:
% 66.88/31.68  																																														| (48)  ~ (e4 = e2)
% 66.88/31.68  																																														|
% 66.88/31.68  																																														| From (974) and (55) follows:
% 66.88/31.69  																																														| (61486) op(e2, e0) = e4
% 66.88/31.69  																																														|
% 66.88/31.69  																																														+-Applying beta-rule and splitting (131), into two cases.
% 66.88/31.69  																																														|-Branch one:
% 66.88/31.69  																																														| (459) all_0_42_42 = e1
% 66.88/31.69  																																														|
% 66.88/31.69  																																															| Combining equations (459,516) yields a new equation:
% 66.88/31.69  																																															| (455) e3 = e1
% 66.88/31.69  																																															|
% 66.88/31.69  																																															| Equations (455) can reduce 213 to:
% 66.88/31.69  																																															| (266) $false
% 66.88/31.69  																																															|
% 66.88/31.69  																																															|-The branch is then unsatisfiable
% 66.88/31.69  																																														|-Branch two:
% 66.88/31.69  																																														| (1380)  ~ (all_0_42_42 = e1)
% 66.88/31.69  																																														| (3259) all_0_47_47 = e1 | all_0_51_51 = e1 | all_0_56_56 = e1
% 66.88/31.69  																																														|
% 66.88/31.69  																																															| Equations (516) can reduce 1380 to:
% 66.88/31.69  																																															| (213)  ~ (e3 = e1)
% 66.88/31.69  																																															|
% 66.88/31.69  																																															+-Applying beta-rule and splitting (135), into two cases.
% 66.88/31.69  																																															|-Branch one:
% 66.88/31.69  																																															| (545) all_0_46_46 = e1
% 66.88/31.69  																																															|
% 66.88/31.69  																																																| Combining equations (545,1794) yields a new equation:
% 66.88/31.69  																																																| (617) e2 = e1
% 66.88/31.69  																																																|
% 66.88/31.69  																																																| Equations (617) can reduce 122 to:
% 66.88/31.69  																																																| (266) $false
% 66.88/31.69  																																																|
% 66.88/31.69  																																																|-The branch is then unsatisfiable
% 66.88/31.69  																																															|-Branch two:
% 66.88/31.69  																																															| (549)  ~ (all_0_46_46 = e1)
% 66.88/31.69  																																															| (550) all_0_47_47 = e1 | all_0_48_48 = e1 | all_0_49_49 = e1
% 66.88/31.69  																																															|
% 66.88/31.69  																																																+-Applying beta-rule and splitting (216), into two cases.
% 66.88/31.69  																																																|-Branch one:
% 66.88/31.69  																																																| (629) all_0_55_55 = e1
% 66.88/31.69  																																																|
% 66.88/31.69  																																																	| Combining equations (2336,629) yields a new equation:
% 66.88/31.69  																																																	| (454) e3 = e1
% 66.88/31.69  																																																	|
% 66.88/31.69  																																																	| Simplifying 454 yields:
% 66.88/31.69  																																																	| (455) e3 = e1
% 66.88/31.69  																																																	|
% 66.88/31.69  																																																	| Equations (455) can reduce 213 to:
% 66.88/31.69  																																																	| (266) $false
% 66.88/31.69  																																																	|
% 66.88/31.69  																																																	|-The branch is then unsatisfiable
% 66.88/31.69  																																																|-Branch two:
% 66.88/31.69  																																																| (632)  ~ (all_0_55_55 = e1)
% 66.88/31.69  																																																| (633) all_0_56_56 = e1 | all_0_57_57 = e1 | all_0_58_58 = e1
% 66.88/31.69  																																																|
% 66.88/31.69  																																																	+-Applying beta-rule and splitting (228), into two cases.
% 66.88/31.69  																																																	|-Branch one:
% 66.88/31.69  																																																	| (335) all_0_48_48 = e2
% 66.88/31.69  																																																	|
% 66.88/31.69  																																																		| Equations (335) can reduce 810 to:
% 66.88/31.69  																																																		| (266) $false
% 66.88/31.69  																																																		|
% 66.88/31.69  																																																		|-The branch is then unsatisfiable
% 66.88/31.69  																																																	|-Branch two:
% 66.88/31.69  																																																	| (810)  ~ (all_0_48_48 = e2)
% 66.88/31.69  																																																	| (10218) all_0_48_48 = e4 | all_0_48_48 = e1 | all_0_48_48 = e0
% 66.88/31.69  																																																	|
% 66.88/31.69  																																																		+-Applying beta-rule and splitting (105), into two cases.
% 66.88/31.69  																																																		|-Branch one:
% 66.88/31.69  																																																		| (1105) all_0_47_47 = e2
% 66.88/31.69  																																																		|
% 66.88/31.69  																																																			| Equations (1105) can reduce 338 to:
% 66.88/31.69  																																																			| (266) $false
% 66.88/31.69  																																																			|
% 66.88/31.69  																																																			|-The branch is then unsatisfiable
% 66.88/31.69  																																																		|-Branch two:
% 66.88/31.69  																																																		| (338)  ~ (all_0_47_47 = e2)
% 66.88/31.69  																																																		| (1789) all_0_47_47 = e4 | all_0_47_47 = e3 | all_0_47_47 = e1 | all_0_47_47 = e0
% 66.88/31.69  																																																		|
% 66.88/31.69  																																																			+-Applying beta-rule and splitting (163), into two cases.
% 66.88/31.69  																																																			|-Branch one:
% 66.88/31.69  																																																			| (565) all_0_52_52 = e4
% 66.88/31.69  																																																			|
% 66.88/31.69  																																																				| Combining equations (352,565) yields a new equation:
% 66.88/31.69  																																																				| (323) e4 = e2
% 66.88/31.69  																																																				|
% 66.88/31.69  																																																				| Equations (323) can reduce 48 to:
% 66.88/31.69  																																																				| (266) $false
% 66.88/31.69  																																																				|
% 66.88/31.69  																																																				|-The branch is then unsatisfiable
% 66.88/31.69  																																																			|-Branch two:
% 66.88/31.69  																																																			| (780)  ~ (all_0_52_52 = e4)
% 66.88/31.69  																																																			| (781) (all_0_41_41 = e0 & all_0_58_58 = e3 &  ~ (all_0_44_44 = e3)) | (all_0_41_41 = e0 & all_0_58_58 = e3 &  ~ (all_0_55_55 = e0)) | (all_0_47_47 = e1 & all_0_52_52 = e2 &  ~ (all_0_48_48 = e2)) | (all_0_47_47 = e1 & all_0_52_52 = e2 &  ~ (all_0_51_51 = e1)) | (all_0_47_47 = e0 & all_0_58_58 = e2 &  ~ (all_0_49_49 = e2)) | (all_0_47_47 = e0 & all_0_58_58 = e2 &  ~ (all_0_56_56 = e0))
% 66.88/31.69  																																																			|
% 66.88/31.69  																																																				+-Applying beta-rule and splitting (56), into two cases.
% 66.88/31.69  																																																				|-Branch one:
% 66.88/31.69  																																																				| (696) unit = e2
% 66.88/31.69  																																																				|
% 66.88/31.69  																																																					| From (696) and (209) follows:
% 66.88/31.69  																																																					| (7585) op(e2, e0) = e0
% 66.88/31.69  																																																					|
% 66.88/31.69  																																																					| From (696) and (28) follows:
% 66.88/31.69  																																																					| (699) op(e1, e2) = e1
% 66.88/31.69  																																																					|
% 66.88/31.69  																																																					| Instantiating formula (29) with e2, e0, e0, e4 and discharging atoms op(e2, e0) = e4, op(e2, e0) = e0, yields:
% 66.88/31.69  																																																					| (397) e4 = e0
% 66.88/31.69  																																																					|
% 66.88/31.69  																																																					| Instantiating formula (29) with e1, e2, e1, e4 and discharging atoms op(e1, e2) = e4, op(e1, e2) = e1, yields:
% 66.88/31.69  																																																					| (630) e4 = e1
% 66.88/31.69  																																																					|
% 66.88/31.69  																																																					| Combining equations (630,397) yields a new equation:
% 66.88/31.69  																																																					| (546) e1 = e0
% 66.88/31.69  																																																					|
% 66.88/31.69  																																																					| Simplifying 546 yields:
% 66.88/31.69  																																																					| (431) e1 = e0
% 66.88/31.69  																																																					|
% 66.88/31.69  																																																					| Equations (431) can reduce 233 to:
% 66.88/31.69  																																																					| (266) $false
% 66.88/31.69  																																																					|
% 66.88/31.69  																																																					|-The branch is then unsatisfiable
% 66.88/31.69  																																																				|-Branch two:
% 66.88/31.69  																																																				| (707)  ~ (unit = e2)
% 66.88/31.69  																																																				| (708) unit = e4 | unit = e3 | unit = e1 | unit = e0
% 66.88/31.69  																																																				|
% 66.88/31.69  																																																					+-Applying beta-rule and splitting (5471), into two cases.
% 66.88/31.69  																																																					|-Branch one:
% 66.88/31.69  																																																					| (1279) all_0_48_48 = e0
% 66.88/31.69  																																																					|
% 66.88/31.69  																																																						| Equations (1279) can reduce 114 to:
% 66.88/31.69  																																																						| (678)  ~ (all_0_47_47 = e0)
% 66.88/31.69  																																																						|
% 66.88/31.69  																																																						| Equations (1279) can reduce 239 to:
% 66.88/31.69  																																																						| (363)  ~ (all_0_57_57 = e0)
% 66.88/31.69  																																																						|
% 66.88/31.69  																																																						| Simplifying 363 yields:
% 66.88/31.69  																																																						| (364)  ~ (all_0_57_57 = e0)
% 66.88/31.69  																																																						|
% 66.88/31.69  																																																						| Equations (1279) can reduce 215 to:
% 66.88/31.69  																																																						| (541)  ~ (e3 = e0)
% 66.88/31.69  																																																						|
% 66.88/31.69  																																																						| Simplifying 541 yields:
% 66.88/31.69  																																																						| (80)  ~ (e3 = e0)
% 66.88/31.69  																																																						|
% 66.88/31.69  																																																						+-Applying beta-rule and splitting (863), into two cases.
% 66.88/31.69  																																																						|-Branch one:
% 66.88/31.69  																																																						| (679) all_0_56_56 = e0
% 66.88/31.69  																																																						|
% 66.88/31.69  																																																							| Equations (679) can reduce 91 to:
% 66.88/31.69  																																																							| (678)  ~ (all_0_47_47 = e0)
% 66.88/31.69  																																																							|
% 66.88/31.69  																																																							| Equations (679) can reduce 140 to:
% 66.88/31.69  																																																							| (363)  ~ (all_0_57_57 = e0)
% 66.88/31.69  																																																							|
% 66.88/31.69  																																																							| Simplifying 363 yields:
% 66.88/31.69  																																																							| (364)  ~ (all_0_57_57 = e0)
% 66.88/31.69  																																																							|
% 66.88/31.69  																																																							+-Applying beta-rule and splitting (434), into two cases.
% 66.88/31.69  																																																							|-Branch one:
% 66.88/31.69  																																																							| (615) all_0_48_48 = e1
% 66.88/31.69  																																																							|
% 66.88/31.69  																																																								| Combining equations (615,1279) yields a new equation:
% 66.88/31.69  																																																								| (546) e1 = e0
% 66.88/31.69  																																																								|
% 66.88/31.69  																																																								| Simplifying 546 yields:
% 66.88/31.69  																																																								| (431) e1 = e0
% 66.88/31.69  																																																								|
% 66.88/31.69  																																																								| Equations (431) can reduce 233 to:
% 66.88/31.69  																																																								| (266) $false
% 66.88/31.69  																																																								|
% 66.88/31.69  																																																								|-The branch is then unsatisfiable
% 66.88/31.69  																																																							|-Branch two:
% 66.88/31.69  																																																							| (619)  ~ (all_0_48_48 = e1)
% 66.88/31.69  																																																							| (620) all_0_52_52 = e1 | all_0_57_57 = e1
% 66.88/31.69  																																																							|
% 66.88/31.69  																																																								+-Applying beta-rule and splitting (3259), into two cases.
% 66.88/31.69  																																																								|-Branch one:
% 66.88/31.69  																																																								| (654) all_0_47_47 = e1
% 66.88/31.69  																																																								|
% 66.88/31.69  																																																									| Equations (654) can reduce 338 to:
% 66.88/31.69  																																																									| (604)  ~ (e2 = e1)
% 66.88/31.69  																																																									|
% 66.88/31.69  																																																									| Simplifying 604 yields:
% 66.88/31.69  																																																									| (122)  ~ (e2 = e1)
% 66.88/31.69  																																																									|
% 66.88/31.69  																																																									+-Applying beta-rule and splitting (620), into two cases.
% 66.88/31.69  																																																									|-Branch one:
% 66.88/31.69  																																																									| (642) all_0_52_52 = e1
% 66.88/31.69  																																																									|
% 66.88/31.69  																																																										| Combining equations (352,642) yields a new equation:
% 66.88/31.69  																																																										| (616) e2 = e1
% 66.88/31.69  																																																										|
% 66.88/31.69  																																																										| Simplifying 616 yields:
% 66.88/31.69  																																																										| (617) e2 = e1
% 66.88/31.69  																																																										|
% 66.88/31.69  																																																										| Equations (617) can reduce 122 to:
% 66.88/31.69  																																																										| (266) $false
% 66.88/31.69  																																																										|
% 66.88/31.69  																																																										|-The branch is then unsatisfiable
% 66.88/31.69  																																																									|-Branch two:
% 66.88/31.69  																																																									| (646)  ~ (all_0_52_52 = e1)
% 66.88/31.69  																																																									| (647) all_0_57_57 = e1
% 66.88/31.69  																																																									|
% 66.88/31.69  																																																										| Equations (647) can reduce 364 to:
% 66.88/31.69  																																																										| (233)  ~ (e1 = e0)
% 66.88/31.69  																																																										|
% 66.88/31.69  																																																										+-Applying beta-rule and splitting (708), into two cases.
% 66.88/31.69  																																																										|-Branch one:
% 66.88/31.69  																																																										| (709) unit = e4
% 66.88/31.69  																																																										|
% 66.88/31.69  																																																											| From (709) and (24) follows:
% 66.88/31.69  																																																											| (33325) op(e4, e3) = e3
% 66.88/31.69  																																																											|
% 66.88/31.69  																																																											| From (709) and (211) follows:
% 66.88/31.69  																																																											| (22527) op(e4, e1) = e1
% 66.88/31.69  																																																											|
% 66.88/31.69  																																																											| From (709) and (32) follows:
% 66.88/31.69  																																																											| (712) op(e2, e4) = e2
% 66.88/31.69  																																																											|
% 66.88/31.69  																																																											| From (709) and (42) follows:
% 66.88/31.69  																																																											| (713) op(e0, e4) = e0
% 66.88/31.69  																																																											|
% 66.88/31.69  																																																											| Instantiating formula (29) with e4, e3, e3, e4 and discharging atoms op(e4, e3) = e4, op(e4, e3) = e3, yields:
% 66.88/31.69  																																																											| (425) e4 = e3
% 66.88/31.69  																																																											|
% 66.88/31.69  																																																											| Instantiating formula (29) with e4, e1, e1, e3 and discharging atoms op(e4, e1) = e3, op(e4, e1) = e1, yields:
% 66.88/31.69  																																																											| (455) e3 = e1
% 66.88/31.69  																																																											|
% 66.88/31.69  																																																											| Instantiating formula (29) with e2, e4, e2, e3 and discharging atoms op(e2, e4) = e3, op(e2, e4) = e2, yields:
% 66.88/31.69  																																																											| (662) e3 = e2
% 66.88/31.69  																																																											|
% 66.88/31.69  																																																											| Instantiating formula (29) with e0, e4, e0, e4 and discharging atoms op(e0, e4) = e4, op(e0, e4) = e0, yields:
% 66.88/31.69  																																																											| (397) e4 = e0
% 66.88/31.69  																																																											|
% 66.88/31.69  																																																											| Combining equations (425,397) yields a new equation:
% 66.88/31.69  																																																											| (675) e3 = e0
% 66.88/31.69  																																																											|
% 66.88/31.69  																																																											| Simplifying 675 yields:
% 66.88/31.69  																																																											| (676) e3 = e0
% 66.88/31.69  																																																											|
% 66.88/31.69  																																																											| Combining equations (676,662) yields a new equation:
% 66.88/31.69  																																																											| (330) e2 = e0
% 66.88/31.69  																																																											|
% 66.88/31.69  																																																											| Combining equations (455,662) yields a new equation:
% 66.88/31.69  																																																											| (617) e2 = e1
% 66.88/31.69  																																																											|
% 66.88/31.69  																																																											| Combining equations (617,330) yields a new equation:
% 66.88/31.69  																																																											| (546) e1 = e0
% 66.88/31.69  																																																											|
% 66.88/31.69  																																																											| Simplifying 546 yields:
% 66.88/31.69  																																																											| (431) e1 = e0
% 66.88/31.69  																																																											|
% 66.88/31.69  																																																											| Equations (431) can reduce 233 to:
% 66.88/31.69  																																																											| (266) $false
% 66.88/31.69  																																																											|
% 66.88/31.69  																																																											|-The branch is then unsatisfiable
% 66.88/31.69  																																																										|-Branch two:
% 66.88/31.69  																																																										| (724)  ~ (unit = e4)
% 66.88/31.69  																																																										| (725) unit = e3 | unit = e1 | unit = e0
% 66.88/31.69  																																																										|
% 66.88/31.69  																																																											+-Applying beta-rule and splitting (725), into two cases.
% 66.88/31.69  																																																											|-Branch one:
% 66.88/31.69  																																																											| (726) unit = e0
% 66.88/31.69  																																																											|
% 66.88/31.69  																																																												| Equations (726) can reduce 707 to:
% 66.88/31.69  																																																												| (365)  ~ (e2 = e0)
% 66.88/31.69  																																																												|
% 66.88/31.69  																																																												| Simplifying 365 yields:
% 66.88/31.69  																																																												| (128)  ~ (e2 = e0)
% 66.88/31.69  																																																												|
% 66.88/31.69  																																																												| From (726) and (227) follows:
% 66.88/31.69  																																																												| (3205) op(e4, e0) = e4
% 66.88/31.69  																																																												|
% 66.88/31.69  																																																												| From (726) and (32) follows:
% 66.88/31.69  																																																												| (727) op(e2, e0) = e2
% 66.88/31.69  																																																												|
% 66.88/31.69  																																																												| Instantiating formula (29) with e4, e0, e4, e0 and discharging atoms op(e4, e0) = e4, op(e4, e0) = e0, yields:
% 66.88/31.69  																																																												| (397) e4 = e0
% 66.88/31.69  																																																												|
% 66.88/31.69  																																																												| Instantiating formula (29) with e2, e0, e2, e4 and discharging atoms op(e2, e0) = e4, op(e2, e0) = e2, yields:
% 66.88/31.69  																																																												| (323) e4 = e2
% 66.88/31.69  																																																												|
% 66.88/31.69  																																																												| Combining equations (323,397) yields a new equation:
% 66.88/31.69  																																																												| (391) e2 = e0
% 66.88/31.69  																																																												|
% 66.88/31.69  																																																												| Simplifying 391 yields:
% 66.88/31.69  																																																												| (330) e2 = e0
% 66.88/31.69  																																																												|
% 66.88/31.69  																																																												| Equations (330) can reduce 128 to:
% 66.88/31.69  																																																												| (266) $false
% 66.88/31.69  																																																												|
% 66.88/31.69  																																																												|-The branch is then unsatisfiable
% 66.88/31.69  																																																											|-Branch two:
% 66.88/31.69  																																																											| (734)  ~ (unit = e0)
% 66.88/31.69  																																																											| (735) unit = e3 | unit = e1
% 66.88/31.69  																																																											|
% 66.88/31.69  																																																												+-Applying beta-rule and splitting (735), into two cases.
% 66.88/31.69  																																																												|-Branch one:
% 66.88/31.69  																																																												| (736) unit = e1
% 66.88/31.69  																																																												|
% 66.88/31.69  																																																													| Equations (736) can reduce 734 to:
% 66.88/31.69  																																																													| (233)  ~ (e1 = e0)
% 66.88/31.69  																																																													|
% 66.88/31.69  																																																													| From (736) and (244) follows:
% 66.88/31.69  																																																													| (738) op(e1, e4) = e4
% 66.88/31.69  																																																													|
% 66.88/31.69  																																																													| From (736) and (15) follows:
% 66.88/31.69  																																																													| (515) op(e1, e2) = e2
% 66.88/31.69  																																																													|
% 66.88/31.69  																																																													| From (736) and (28) follows:
% 66.88/31.69  																																																													| (740) op(e1, e1) = e1
% 66.88/31.69  																																																													|
% 66.88/31.69  																																																													| Instantiating formula (29) with e1, e4, e4, e0 and discharging atoms op(e1, e4) = e4, op(e1, e4) = e0, yields:
% 66.88/31.69  																																																													| (397) e4 = e0
% 66.88/31.69  																																																													|
% 66.88/31.69  																																																													| Instantiating formula (29) with e1, e2, e2, e4 and discharging atoms op(e1, e2) = e4, op(e1, e2) = e2, yields:
% 66.88/31.69  																																																													| (323) e4 = e2
% 66.88/31.69  																																																													|
% 66.88/31.69  																																																													| Instantiating formula (29) with e1, e1, e1, e2 and discharging atoms op(e1, e1) = e2, op(e1, e1) = e1, yields:
% 66.88/31.69  																																																													| (617) e2 = e1
% 66.88/31.69  																																																													|
% 66.88/31.69  																																																													| Combining equations (323,397) yields a new equation:
% 66.88/31.69  																																																													| (391) e2 = e0
% 66.88/31.69  																																																													|
% 66.88/31.69  																																																													| Simplifying 391 yields:
% 66.88/31.69  																																																													| (330) e2 = e0
% 66.88/31.69  																																																													|
% 66.88/31.69  																																																													| Combining equations (330,617) yields a new equation:
% 66.88/31.69  																																																													| (431) e1 = e0
% 66.88/31.69  																																																													|
% 66.88/31.69  																																																													| Equations (431) can reduce 233 to:
% 66.88/31.69  																																																													| (266) $false
% 66.88/31.69  																																																													|
% 66.88/31.69  																																																													|-The branch is then unsatisfiable
% 66.88/31.69  																																																												|-Branch two:
% 66.88/31.69  																																																												| (748)  ~ (unit = e1)
% 66.88/31.69  																																																												| (749) unit = e3
% 66.88/31.69  																																																												|
% 66.88/31.69  																																																													| From (749) and (244) follows:
% 66.88/31.69  																																																													| (750) op(e3, e4) = e4
% 66.88/31.69  																																																													|
% 66.88/31.69  																																																													| From (749) and (15) follows:
% 66.88/31.69  																																																													| (751) op(e3, e2) = e2
% 66.88/31.69  																																																													|
% 66.88/31.69  																																																													| From (749) and (211) follows:
% 66.88/31.69  																																																													| (13877) op(e3, e1) = e1
% 66.88/31.69  																																																													|
% 66.88/31.69  																																																													| From (749) and (42) follows:
% 66.88/31.69  																																																													| (752) op(e0, e3) = e0
% 66.88/31.69  																																																													|
% 66.88/31.69  																																																													| Instantiating formula (29) with e3, e4, e4, e2 and discharging atoms op(e3, e4) = e4, op(e3, e4) = e2, yields:
% 66.88/31.69  																																																													| (323) e4 = e2
% 66.88/31.69  																																																													|
% 66.88/31.69  																																																													| Instantiating formula (29) with e3, e2, e2, e3 and discharging atoms op(e3, e2) = e3, op(e3, e2) = e2, yields:
% 66.88/31.69  																																																													| (662) e3 = e2
% 66.88/31.69  																																																													|
% 66.88/31.69  																																																													| Instantiating formula (29) with e3, e1, e1, e4 and discharging atoms op(e3, e1) = e4, op(e3, e1) = e1, yields:
% 66.88/31.69  																																																													| (630) e4 = e1
% 66.88/31.69  																																																													|
% 66.88/31.69  																																																													| Instantiating formula (29) with e0, e3, e0, e3 and discharging atoms op(e0, e3) = e3, op(e0, e3) = e0, yields:
% 66.88/31.69  																																																													| (676) e3 = e0
% 66.88/31.69  																																																													|
% 66.88/31.69  																																																													| Combining equations (630,323) yields a new equation:
% 66.88/31.69  																																																													| (617) e2 = e1
% 66.88/31.69  																																																													|
% 66.88/31.69  																																																													| Combining equations (676,662) yields a new equation:
% 66.88/31.69  																																																													| (330) e2 = e0
% 66.88/31.69  																																																													|
% 66.88/31.69  																																																													| Combining equations (330,617) yields a new equation:
% 66.88/31.69  																																																													| (431) e1 = e0
% 66.88/31.69  																																																													|
% 66.88/31.69  																																																													| Equations (431) can reduce 233 to:
% 66.88/31.69  																																																													| (266) $false
% 66.88/31.69  																																																													|
% 66.88/31.69  																																																													|-The branch is then unsatisfiable
% 66.88/31.69  																																																								|-Branch two:
% 66.88/31.69  																																																								| (462)  ~ (all_0_47_47 = e1)
% 66.88/31.69  																																																								| (3264) all_0_51_51 = e1 | all_0_56_56 = e1
% 66.88/31.69  																																																								|
% 66.88/31.69  																																																									+-Applying beta-rule and splitting (550), into two cases.
% 66.88/31.69  																																																									|-Branch one:
% 66.88/31.69  																																																									| (654) all_0_47_47 = e1
% 66.88/31.69  																																																									|
% 66.88/31.69  																																																										| Equations (654) can reduce 462 to:
% 66.88/31.69  																																																										| (266) $false
% 66.88/31.69  																																																										|
% 66.88/31.69  																																																										|-The branch is then unsatisfiable
% 66.88/31.69  																																																									|-Branch two:
% 66.88/31.69  																																																									| (462)  ~ (all_0_47_47 = e1)
% 66.88/31.69  																																																									| (659) all_0_48_48 = e1 | all_0_49_49 = e1
% 66.88/31.69  																																																									|
% 66.88/31.69  																																																										+-Applying beta-rule and splitting (781), into two cases.
% 66.88/31.69  																																																										|-Branch one:
% 66.88/31.69  																																																										| (789) (all_0_41_41 = e0 & all_0_58_58 = e3 &  ~ (all_0_44_44 = e3)) | (all_0_41_41 = e0 & all_0_58_58 = e3 &  ~ (all_0_55_55 = e0)) | (all_0_47_47 = e1 & all_0_52_52 = e2 &  ~ (all_0_48_48 = e2)) | (all_0_47_47 = e1 & all_0_52_52 = e2 &  ~ (all_0_51_51 = e1)) | (all_0_47_47 = e0 & all_0_58_58 = e2 &  ~ (all_0_49_49 = e2))
% 66.88/31.69  																																																										|
% 66.88/31.69  																																																											+-Applying beta-rule and splitting (789), into two cases.
% 66.88/31.69  																																																											|-Branch one:
% 66.88/31.69  																																																											| (790) (all_0_41_41 = e0 & all_0_58_58 = e3 &  ~ (all_0_44_44 = e3)) | (all_0_41_41 = e0 & all_0_58_58 = e3 &  ~ (all_0_55_55 = e0)) | (all_0_47_47 = e1 & all_0_52_52 = e2 &  ~ (all_0_48_48 = e2)) | (all_0_47_47 = e1 & all_0_52_52 = e2 &  ~ (all_0_51_51 = e1))
% 66.88/31.69  																																																											|
% 66.88/31.69  																																																												+-Applying beta-rule and splitting (790), into two cases.
% 66.88/31.69  																																																												|-Branch one:
% 66.88/31.69  																																																												| (791) (all_0_41_41 = e0 & all_0_58_58 = e3 &  ~ (all_0_44_44 = e3)) | (all_0_41_41 = e0 & all_0_58_58 = e3 &  ~ (all_0_55_55 = e0)) | (all_0_47_47 = e1 & all_0_52_52 = e2 &  ~ (all_0_48_48 = e2))
% 66.88/31.69  																																																												|
% 66.88/31.69  																																																													+-Applying beta-rule and splitting (791), into two cases.
% 66.88/31.69  																																																													|-Branch one:
% 66.88/31.69  																																																													| (792) (all_0_41_41 = e0 & all_0_58_58 = e3 &  ~ (all_0_44_44 = e3)) | (all_0_41_41 = e0 & all_0_58_58 = e3 &  ~ (all_0_55_55 = e0))
% 66.88/31.69  																																																													|
% 66.88/31.69  																																																														+-Applying beta-rule and splitting (792), into two cases.
% 66.88/31.69  																																																														|-Branch one:
% 66.88/31.69  																																																														| (793) all_0_41_41 = e0 & all_0_58_58 = e3 &  ~ (all_0_44_44 = e3)
% 66.88/31.69  																																																														|
% 66.88/31.69  																																																															| Applying alpha-rule on (793) yields:
% 66.88/31.69  																																																															| (794) all_0_41_41 = e0
% 66.88/31.69  																																																															| (795) all_0_58_58 = e3
% 66.88/31.69  																																																															| (407)  ~ (all_0_44_44 = e3)
% 66.88/31.69  																																																															|
% 66.88/31.69  																																																															| Combining equations (795,624) yields a new equation:
% 66.88/31.69  																																																															| (661) e3 = e2
% 66.88/31.69  																																																															|
% 66.88/31.69  																																																															| Simplifying 661 yields:
% 66.88/31.69  																																																															| (662) e3 = e2
% 66.88/31.69  																																																															|
% 66.88/31.69  																																																															| Equations (662) can reduce 212 to:
% 66.88/31.69  																																																															| (266) $false
% 66.88/31.69  																																																															|
% 66.88/31.69  																																																															|-The branch is then unsatisfiable
% 66.88/31.69  																																																														|-Branch two:
% 66.88/31.69  																																																														| (800) all_0_41_41 = e0 & all_0_58_58 = e3 &  ~ (all_0_55_55 = e0)
% 66.88/31.70  																																																														|
% 66.88/31.70  																																																															| Applying alpha-rule on (800) yields:
% 66.88/31.70  																																																															| (794) all_0_41_41 = e0
% 66.88/31.70  																																																															| (795) all_0_58_58 = e3
% 66.88/31.70  																																																															| (803)  ~ (all_0_55_55 = e0)
% 66.88/31.70  																																																															|
% 66.88/31.70  																																																															| Combining equations (795,624) yields a new equation:
% 66.88/31.70  																																																															| (661) e3 = e2
% 66.88/31.70  																																																															|
% 66.88/31.70  																																																															| Simplifying 661 yields:
% 66.88/31.70  																																																															| (662) e3 = e2
% 66.88/31.70  																																																															|
% 66.88/31.70  																																																															| Equations (662) can reduce 212 to:
% 66.88/31.70  																																																															| (266) $false
% 66.88/31.70  																																																															|
% 66.88/31.70  																																																															|-The branch is then unsatisfiable
% 66.88/31.70  																																																													|-Branch two:
% 66.88/31.70  																																																													| (807) all_0_47_47 = e1 & all_0_52_52 = e2 &  ~ (all_0_48_48 = e2)
% 66.88/31.70  																																																													|
% 66.88/31.70  																																																														| Applying alpha-rule on (807) yields:
% 66.88/31.70  																																																														| (654) all_0_47_47 = e1
% 66.88/31.70  																																																														| (352) all_0_52_52 = e2
% 66.88/31.70  																																																														| (810)  ~ (all_0_48_48 = e2)
% 66.88/31.70  																																																														|
% 66.88/31.70  																																																														| Equations (654) can reduce 462 to:
% 66.88/31.70  																																																														| (266) $false
% 66.88/31.70  																																																														|
% 66.88/31.70  																																																														|-The branch is then unsatisfiable
% 66.88/31.70  																																																												|-Branch two:
% 66.88/31.70  																																																												| (813) all_0_47_47 = e1 & all_0_52_52 = e2 &  ~ (all_0_51_51 = e1)
% 66.88/31.70  																																																												|
% 66.88/31.70  																																																													| Applying alpha-rule on (813) yields:
% 66.88/31.70  																																																													| (654) all_0_47_47 = e1
% 66.88/31.70  																																																													| (352) all_0_52_52 = e2
% 66.88/31.70  																																																													| (464)  ~ (all_0_51_51 = e1)
% 66.88/31.70  																																																													|
% 66.88/31.70  																																																													| Equations (654) can reduce 462 to:
% 66.88/31.70  																																																													| (266) $false
% 66.88/31.70  																																																													|
% 66.88/31.70  																																																													|-The branch is then unsatisfiable
% 66.88/31.70  																																																											|-Branch two:
% 66.88/31.70  																																																											| (819) all_0_47_47 = e0 & all_0_58_58 = e2 &  ~ (all_0_49_49 = e2)
% 66.88/31.70  																																																											|
% 66.88/31.70  																																																												| Applying alpha-rule on (819) yields:
% 66.88/31.70  																																																												| (674) all_0_47_47 = e0
% 66.88/31.70  																																																												| (624) all_0_58_58 = e2
% 66.88/31.70  																																																												| (340)  ~ (all_0_49_49 = e2)
% 66.88/31.70  																																																												|
% 66.88/31.70  																																																												| Equations (674) can reduce 678 to:
% 66.88/31.70  																																																												| (266) $false
% 66.88/31.70  																																																												|
% 66.88/31.70  																																																												|-The branch is then unsatisfiable
% 66.88/31.70  																																																										|-Branch two:
% 66.88/31.70  																																																										| (825) all_0_47_47 = e0 & all_0_58_58 = e2 &  ~ (all_0_56_56 = e0)
% 66.88/31.70  																																																										|
% 66.88/31.70  																																																											| Applying alpha-rule on (825) yields:
% 66.88/31.70  																																																											| (674) all_0_47_47 = e0
% 66.88/31.70  																																																											| (624) all_0_58_58 = e2
% 66.88/31.70  																																																											| (828)  ~ (all_0_56_56 = e0)
% 66.88/31.70  																																																											|
% 66.88/31.70  																																																											| Equations (679) can reduce 828 to:
% 66.88/31.70  																																																											| (266) $false
% 66.88/31.70  																																																											|
% 66.88/31.70  																																																											|-The branch is then unsatisfiable
% 66.88/31.70  																																																						|-Branch two:
% 66.88/31.70  																																																						| (828)  ~ (all_0_56_56 = e0)
% 66.88/31.70  																																																						| (924) all_0_57_57 = e0 | all_0_58_58 = e0
% 66.88/31.70  																																																						|
% 66.88/31.70  																																																							+-Applying beta-rule and splitting (558), into two cases.
% 66.88/31.70  																																																							|-Branch one:
% 66.88/31.70  																																																							| (559) all_0_42_42 = e0
% 66.88/31.70  																																																							|
% 66.88/31.70  																																																								| Combining equations (559,516) yields a new equation:
% 66.88/31.70  																																																								| (676) e3 = e0
% 66.88/31.70  																																																								|
% 66.88/31.70  																																																								| Equations (676) can reduce 80 to:
% 66.88/31.70  																																																								| (266) $false
% 66.88/31.70  																																																								|
% 66.88/31.70  																																																								|-The branch is then unsatisfiable
% 66.88/31.70  																																																							|-Branch two:
% 66.88/31.70  																																																							| (358)  ~ (all_0_42_42 = e0)
% 66.88/31.70  																																																							| (563) all_0_47_47 = e0 | all_0_56_56 = e0
% 66.88/31.70  																																																							|
% 66.88/31.70  																																																								+-Applying beta-rule and splitting (434), into two cases.
% 66.88/31.70  																																																								|-Branch one:
% 66.88/31.70  																																																								| (615) all_0_48_48 = e1
% 66.88/31.70  																																																								|
% 66.88/31.70  																																																									| Combining equations (615,1279) yields a new equation:
% 66.88/31.70  																																																									| (546) e1 = e0
% 66.88/31.70  																																																									|
% 66.88/31.70  																																																									| Simplifying 546 yields:
% 66.88/31.70  																																																									| (431) e1 = e0
% 66.88/31.70  																																																									|
% 66.88/31.70  																																																									| Equations (431) can reduce 233 to:
% 66.88/31.70  																																																									| (266) $false
% 66.88/31.70  																																																									|
% 66.88/31.70  																																																									|-The branch is then unsatisfiable
% 66.88/31.70  																																																								|-Branch two:
% 66.88/31.70  																																																								| (619)  ~ (all_0_48_48 = e1)
% 66.88/31.70  																																																								| (620) all_0_52_52 = e1 | all_0_57_57 = e1
% 66.88/31.70  																																																								|
% 66.88/31.70  																																																									+-Applying beta-rule and splitting (781), into two cases.
% 66.88/31.70  																																																									|-Branch one:
% 66.88/31.70  																																																									| (789) (all_0_41_41 = e0 & all_0_58_58 = e3 &  ~ (all_0_44_44 = e3)) | (all_0_41_41 = e0 & all_0_58_58 = e3 &  ~ (all_0_55_55 = e0)) | (all_0_47_47 = e1 & all_0_52_52 = e2 &  ~ (all_0_48_48 = e2)) | (all_0_47_47 = e1 & all_0_52_52 = e2 &  ~ (all_0_51_51 = e1)) | (all_0_47_47 = e0 & all_0_58_58 = e2 &  ~ (all_0_49_49 = e2))
% 66.88/31.70  																																																									|
% 66.88/31.70  																																																										+-Applying beta-rule and splitting (789), into two cases.
% 66.88/31.70  																																																										|-Branch one:
% 66.88/31.70  																																																										| (790) (all_0_41_41 = e0 & all_0_58_58 = e3 &  ~ (all_0_44_44 = e3)) | (all_0_41_41 = e0 & all_0_58_58 = e3 &  ~ (all_0_55_55 = e0)) | (all_0_47_47 = e1 & all_0_52_52 = e2 &  ~ (all_0_48_48 = e2)) | (all_0_47_47 = e1 & all_0_52_52 = e2 &  ~ (all_0_51_51 = e1))
% 66.88/31.70  																																																										|
% 66.88/31.70  																																																											+-Applying beta-rule and splitting (790), into two cases.
% 66.88/31.70  																																																											|-Branch one:
% 66.88/31.70  																																																											| (791) (all_0_41_41 = e0 & all_0_58_58 = e3 &  ~ (all_0_44_44 = e3)) | (all_0_41_41 = e0 & all_0_58_58 = e3 &  ~ (all_0_55_55 = e0)) | (all_0_47_47 = e1 & all_0_52_52 = e2 &  ~ (all_0_48_48 = e2))
% 66.88/31.70  																																																											|
% 66.88/31.70  																																																												+-Applying beta-rule and splitting (791), into two cases.
% 66.88/31.70  																																																												|-Branch one:
% 66.88/31.70  																																																												| (792) (all_0_41_41 = e0 & all_0_58_58 = e3 &  ~ (all_0_44_44 = e3)) | (all_0_41_41 = e0 & all_0_58_58 = e3 &  ~ (all_0_55_55 = e0))
% 66.88/31.70  																																																												|
% 66.88/31.70  																																																													+-Applying beta-rule and splitting (792), into two cases.
% 66.88/31.70  																																																													|-Branch one:
% 66.88/31.70  																																																													| (793) all_0_41_41 = e0 & all_0_58_58 = e3 &  ~ (all_0_44_44 = e3)
% 66.88/31.70  																																																													|
% 66.88/31.70  																																																														| Applying alpha-rule on (793) yields:
% 66.88/31.70  																																																														| (794) all_0_41_41 = e0
% 66.88/31.70  																																																														| (795) all_0_58_58 = e3
% 66.88/31.70  																																																														| (407)  ~ (all_0_44_44 = e3)
% 66.88/31.70  																																																														|
% 66.88/31.70  																																																														| Combining equations (795,624) yields a new equation:
% 66.88/31.70  																																																														| (661) e3 = e2
% 66.88/31.70  																																																														|
% 66.88/31.70  																																																														| Simplifying 661 yields:
% 66.88/31.70  																																																														| (662) e3 = e2
% 66.88/31.70  																																																														|
% 66.88/31.70  																																																														| Equations (662) can reduce 212 to:
% 66.88/31.70  																																																														| (266) $false
% 66.88/31.70  																																																														|
% 66.88/31.70  																																																														|-The branch is then unsatisfiable
% 66.88/31.70  																																																													|-Branch two:
% 66.88/31.70  																																																													| (800) all_0_41_41 = e0 & all_0_58_58 = e3 &  ~ (all_0_55_55 = e0)
% 66.88/31.70  																																																													|
% 66.88/31.70  																																																														| Applying alpha-rule on (800) yields:
% 66.88/31.70  																																																														| (794) all_0_41_41 = e0
% 66.88/31.70  																																																														| (795) all_0_58_58 = e3
% 66.88/31.70  																																																														| (803)  ~ (all_0_55_55 = e0)
% 66.88/31.70  																																																														|
% 66.88/31.70  																																																														| Combining equations (795,624) yields a new equation:
% 66.88/31.70  																																																														| (661) e3 = e2
% 66.88/31.70  																																																														|
% 66.88/31.70  																																																														| Simplifying 661 yields:
% 66.88/31.70  																																																														| (662) e3 = e2
% 66.88/31.70  																																																														|
% 66.88/31.70  																																																														| Equations (662) can reduce 212 to:
% 66.88/31.70  																																																														| (266) $false
% 66.88/31.70  																																																														|
% 66.88/31.70  																																																														|-The branch is then unsatisfiable
% 66.88/31.70  																																																												|-Branch two:
% 66.88/31.70  																																																												| (807) all_0_47_47 = e1 & all_0_52_52 = e2 &  ~ (all_0_48_48 = e2)
% 66.88/31.70  																																																												|
% 66.88/31.70  																																																													| Applying alpha-rule on (807) yields:
% 66.88/31.70  																																																													| (654) all_0_47_47 = e1
% 66.88/31.70  																																																													| (352) all_0_52_52 = e2
% 66.88/31.70  																																																													| (810)  ~ (all_0_48_48 = e2)
% 66.88/31.70  																																																													|
% 66.88/31.70  																																																													| Equations (654) can reduce 338 to:
% 66.88/31.70  																																																													| (604)  ~ (e2 = e1)
% 66.88/31.70  																																																													|
% 66.88/31.70  																																																													| Simplifying 604 yields:
% 66.88/31.70  																																																													| (122)  ~ (e2 = e1)
% 66.88/31.70  																																																													|
% 66.88/31.70  																																																													+-Applying beta-rule and splitting (620), into two cases.
% 66.88/31.70  																																																													|-Branch one:
% 66.88/31.70  																																																													| (642) all_0_52_52 = e1
% 66.88/31.70  																																																													|
% 66.88/31.70  																																																														| Combining equations (642,352) yields a new equation:
% 66.88/31.70  																																																														| (617) e2 = e1
% 66.88/31.70  																																																														|
% 66.88/31.70  																																																														| Equations (617) can reduce 122 to:
% 66.88/31.70  																																																														| (266) $false
% 66.88/31.70  																																																														|
% 66.88/31.70  																																																														|-The branch is then unsatisfiable
% 66.88/31.70  																																																													|-Branch two:
% 66.88/31.70  																																																													| (646)  ~ (all_0_52_52 = e1)
% 66.88/31.70  																																																													| (647) all_0_57_57 = e1
% 66.88/31.70  																																																													|
% 66.88/31.70  																																																														| Equations (647) can reduce 364 to:
% 66.88/31.70  																																																														| (233)  ~ (e1 = e0)
% 66.88/31.70  																																																														|
% 66.88/31.70  																																																														+-Applying beta-rule and splitting (563), into two cases.
% 66.88/31.70  																																																														|-Branch one:
% 66.88/31.70  																																																														| (674) all_0_47_47 = e0
% 66.88/31.70  																																																														|
% 66.88/31.70  																																																															| Combining equations (674,654) yields a new equation:
% 66.88/31.70  																																																															| (431) e1 = e0
% 66.88/31.70  																																																															|
% 66.88/31.70  																																																															| Equations (431) can reduce 233 to:
% 66.88/31.70  																																																															| (266) $false
% 66.88/31.70  																																																															|
% 66.88/31.70  																																																															|-The branch is then unsatisfiable
% 66.88/31.70  																																																														|-Branch two:
% 66.88/31.70  																																																														| (678)  ~ (all_0_47_47 = e0)
% 66.88/31.70  																																																														| (679) all_0_56_56 = e0
% 66.88/31.70  																																																														|
% 66.88/31.70  																																																															| Equations (679) can reduce 828 to:
% 66.88/31.70  																																																															| (266) $false
% 66.88/31.70  																																																															|
% 66.88/31.70  																																																															|-The branch is then unsatisfiable
% 66.88/31.70  																																																											|-Branch two:
% 66.88/31.70  																																																											| (813) all_0_47_47 = e1 & all_0_52_52 = e2 &  ~ (all_0_51_51 = e1)
% 66.88/31.70  																																																											|
% 66.88/31.70  																																																												| Applying alpha-rule on (813) yields:
% 66.88/31.70  																																																												| (654) all_0_47_47 = e1
% 66.88/31.70  																																																												| (352) all_0_52_52 = e2
% 66.88/31.70  																																																												| (464)  ~ (all_0_51_51 = e1)
% 66.88/31.70  																																																												|
% 66.88/31.70  																																																												| Equations (654) can reduce 338 to:
% 66.88/31.70  																																																												| (604)  ~ (e2 = e1)
% 66.88/31.70  																																																												|
% 66.88/31.70  																																																												| Simplifying 604 yields:
% 66.88/31.70  																																																												| (122)  ~ (e2 = e1)
% 66.88/31.70  																																																												|
% 66.88/31.70  																																																												+-Applying beta-rule and splitting (620), into two cases.
% 66.88/31.70  																																																												|-Branch one:
% 66.88/31.70  																																																												| (642) all_0_52_52 = e1
% 66.88/31.70  																																																												|
% 66.88/31.70  																																																													| Combining equations (642,352) yields a new equation:
% 66.88/31.70  																																																													| (617) e2 = e1
% 66.88/31.70  																																																													|
% 66.88/31.70  																																																													| Equations (617) can reduce 122 to:
% 66.88/31.70  																																																													| (266) $false
% 66.88/31.70  																																																													|
% 66.88/31.70  																																																													|-The branch is then unsatisfiable
% 66.88/31.70  																																																												|-Branch two:
% 66.88/31.70  																																																												| (646)  ~ (all_0_52_52 = e1)
% 66.88/31.70  																																																												| (647) all_0_57_57 = e1
% 66.88/31.70  																																																												|
% 66.88/31.70  																																																													| Equations (647) can reduce 364 to:
% 66.88/31.70  																																																													| (233)  ~ (e1 = e0)
% 66.88/31.70  																																																													|
% 66.88/31.70  																																																													+-Applying beta-rule and splitting (563), into two cases.
% 66.88/31.70  																																																													|-Branch one:
% 66.88/31.70  																																																													| (674) all_0_47_47 = e0
% 66.88/31.70  																																																													|
% 66.88/31.70  																																																														| Combining equations (674,654) yields a new equation:
% 66.88/31.70  																																																														| (431) e1 = e0
% 66.88/31.70  																																																														|
% 66.88/31.70  																																																														| Equations (431) can reduce 233 to:
% 66.88/31.70  																																																														| (266) $false
% 66.88/31.70  																																																														|
% 66.88/31.70  																																																														|-The branch is then unsatisfiable
% 66.88/31.70  																																																													|-Branch two:
% 66.88/31.70  																																																													| (678)  ~ (all_0_47_47 = e0)
% 66.88/31.70  																																																													| (679) all_0_56_56 = e0
% 66.88/31.70  																																																													|
% 66.88/31.70  																																																														| Equations (679) can reduce 828 to:
% 66.88/31.70  																																																														| (266) $false
% 66.88/31.70  																																																														|
% 66.88/31.70  																																																														|-The branch is then unsatisfiable
% 66.88/31.70  																																																										|-Branch two:
% 66.88/31.70  																																																										| (819) all_0_47_47 = e0 & all_0_58_58 = e2 &  ~ (all_0_49_49 = e2)
% 66.88/31.70  																																																										|
% 66.88/31.70  																																																											| Applying alpha-rule on (819) yields:
% 66.88/31.70  																																																											| (674) all_0_47_47 = e0
% 66.88/31.70  																																																											| (624) all_0_58_58 = e2
% 66.88/31.70  																																																											| (340)  ~ (all_0_49_49 = e2)
% 66.88/31.70  																																																											|
% 66.88/31.70  																																																											| Equations (674) can reduce 678 to:
% 66.88/31.70  																																																											| (266) $false
% 66.88/31.70  																																																											|
% 66.88/31.70  																																																											|-The branch is then unsatisfiable
% 66.88/31.70  																																																									|-Branch two:
% 66.88/31.70  																																																									| (825) all_0_47_47 = e0 & all_0_58_58 = e2 &  ~ (all_0_56_56 = e0)
% 66.88/31.70  																																																									|
% 66.88/31.70  																																																										| Applying alpha-rule on (825) yields:
% 66.88/31.70  																																																										| (674) all_0_47_47 = e0
% 66.88/31.70  																																																										| (624) all_0_58_58 = e2
% 66.88/31.70  																																																										| (828)  ~ (all_0_56_56 = e0)
% 66.88/31.70  																																																										|
% 66.88/31.70  																																																										| Equations (674) can reduce 678 to:
% 66.88/31.70  																																																										| (266) $false
% 66.88/31.70  																																																										|
% 66.88/31.70  																																																										|-The branch is then unsatisfiable
% 66.88/31.70  																																																					|-Branch two:
% 66.88/31.70  																																																					| (1283)  ~ (all_0_48_48 = e0)
% 66.88/31.70  																																																					| (875) all_0_57_57 = e0
% 66.88/31.70  																																																					|
% 66.88/31.70  																																																						| Equations (875) can reduce 239 to:
% 66.88/31.70  																																																						| (1283)  ~ (all_0_48_48 = e0)
% 66.88/31.70  																																																						|
% 66.88/31.70  																																																						+-Applying beta-rule and splitting (434), into two cases.
% 66.88/31.70  																																																						|-Branch one:
% 66.88/31.70  																																																						| (615) all_0_48_48 = e1
% 66.88/31.70  																																																						|
% 66.88/31.70  																																																							| Equations (615) can reduce 114 to:
% 66.88/31.70  																																																							| (462)  ~ (all_0_47_47 = e1)
% 66.88/31.70  																																																							|
% 66.88/31.70  																																																							| Equations (615) can reduce 810 to:
% 66.88/31.70  																																																							| (604)  ~ (e2 = e1)
% 66.88/31.70  																																																							|
% 66.88/31.70  																																																							| Simplifying 604 yields:
% 66.88/31.70  																																																							| (122)  ~ (e2 = e1)
% 66.88/31.70  																																																							|
% 66.88/31.70  																																																							+-Applying beta-rule and splitting (832), into two cases.
% 66.88/31.70  																																																							|-Branch one:
% 66.88/31.70  																																																							| (674) all_0_47_47 = e0
% 66.88/31.70  																																																							|
% 66.88/31.70  																																																								| Equations (674) can reduce 91 to:
% 66.88/31.70  																																																								| (1181)  ~ (all_0_56_56 = e0)
% 66.88/31.70  																																																								|
% 66.88/31.70  																																																								| Simplifying 1181 yields:
% 66.88/31.70  																																																								| (828)  ~ (all_0_56_56 = e0)
% 66.88/31.70  																																																								|
% 66.88/31.70  																																																								| Equations (674) can reduce 462 to:
% 66.88/31.70  																																																								| (435)  ~ (e1 = e0)
% 66.88/31.70  																																																								|
% 66.88/31.70  																																																								| Simplifying 435 yields:
% 66.88/31.70  																																																								| (233)  ~ (e1 = e0)
% 66.88/31.70  																																																								|
% 66.88/31.70  																																																								+-Applying beta-rule and splitting (633), into two cases.
% 66.88/31.70  																																																								|-Branch one:
% 66.88/31.70  																																																								| (1569) all_0_56_56 = e1
% 66.88/31.70  																																																								|
% 66.88/31.70  																																																									| Equations (1569) can reduce 828 to:
% 66.88/31.70  																																																									| (233)  ~ (e1 = e0)
% 66.88/31.70  																																																									|
% 66.88/31.70  																																																									| From (1569) and (111) follows:
% 66.88/31.70  																																																									| (3175) op(e0, e2) = e1
% 66.88/31.70  																																																									|
% 66.88/31.70  																																																									+-Applying beta-rule and splitting (708), into two cases.
% 66.88/31.70  																																																									|-Branch one:
% 66.88/31.70  																																																									| (709) unit = e4
% 66.88/31.70  																																																									|
% 66.88/31.70  																																																										| From (709) and (24) follows:
% 66.88/31.70  																																																										| (33325) op(e4, e3) = e3
% 66.88/31.70  																																																										|
% 66.88/31.70  																																																										| From (709) and (211) follows:
% 66.88/31.70  																																																										| (22527) op(e4, e1) = e1
% 66.88/31.70  																																																										|
% 66.88/31.70  																																																										| From (709) and (32) follows:
% 66.88/31.70  																																																										| (712) op(e2, e4) = e2
% 66.88/31.70  																																																										|
% 66.88/31.70  																																																										| From (709) and (42) follows:
% 66.88/31.70  																																																										| (713) op(e0, e4) = e0
% 66.88/31.70  																																																										|
% 66.88/31.70  																																																										| Instantiating formula (29) with e4, e3, e3, e4 and discharging atoms op(e4, e3) = e4, op(e4, e3) = e3, yields:
% 66.88/31.70  																																																										| (425) e4 = e3
% 66.88/31.70  																																																										|
% 66.88/31.70  																																																										| Instantiating formula (29) with e4, e1, e1, e3 and discharging atoms op(e4, e1) = e3, op(e4, e1) = e1, yields:
% 66.88/31.70  																																																										| (455) e3 = e1
% 66.88/31.70  																																																										|
% 66.88/31.70  																																																										| Instantiating formula (29) with e2, e4, e2, e3 and discharging atoms op(e2, e4) = e3, op(e2, e4) = e2, yields:
% 66.88/31.70  																																																										| (662) e3 = e2
% 66.88/31.70  																																																										|
% 66.88/31.70  																																																										| Instantiating formula (29) with e0, e4, e0, e4 and discharging atoms op(e0, e4) = e4, op(e0, e4) = e0, yields:
% 66.88/31.70  																																																										| (397) e4 = e0
% 66.88/31.70  																																																										|
% 66.88/31.70  																																																										| Combining equations (425,397) yields a new equation:
% 66.88/31.70  																																																										| (675) e3 = e0
% 66.88/31.70  																																																										|
% 66.88/31.70  																																																										| Simplifying 675 yields:
% 66.88/31.70  																																																										| (676) e3 = e0
% 66.88/31.70  																																																										|
% 66.88/31.70  																																																										| Combining equations (676,662) yields a new equation:
% 66.88/31.70  																																																										| (330) e2 = e0
% 66.88/31.70  																																																										|
% 66.88/31.70  																																																										| Combining equations (455,662) yields a new equation:
% 66.88/31.70  																																																										| (617) e2 = e1
% 66.88/31.70  																																																										|
% 66.88/31.70  																																																										| Combining equations (617,330) yields a new equation:
% 66.88/31.70  																																																										| (546) e1 = e0
% 66.88/31.70  																																																										|
% 66.88/31.70  																																																										| Simplifying 546 yields:
% 66.88/31.70  																																																										| (431) e1 = e0
% 66.88/31.70  																																																										|
% 66.88/31.70  																																																										| Equations (431) can reduce 233 to:
% 66.88/31.70  																																																										| (266) $false
% 66.88/31.70  																																																										|
% 66.88/31.70  																																																										|-The branch is then unsatisfiable
% 66.88/31.70  																																																									|-Branch two:
% 66.88/31.70  																																																									| (724)  ~ (unit = e4)
% 66.88/31.70  																																																									| (725) unit = e3 | unit = e1 | unit = e0
% 66.88/31.70  																																																									|
% 66.88/31.70  																																																										+-Applying beta-rule and splitting (725), into two cases.
% 66.88/31.70  																																																										|-Branch one:
% 66.88/31.70  																																																										| (726) unit = e0
% 66.88/31.70  																																																										|
% 66.88/31.70  																																																											| From (726) and (15) follows:
% 66.88/31.70  																																																											| (1508) op(e0, e2) = e2
% 66.88/31.70  																																																											|
% 66.88/31.70  																																																											| From (726) and (227) follows:
% 66.88/31.70  																																																											| (3205) op(e4, e0) = e4
% 66.88/31.70  																																																											|
% 66.88/31.70  																																																											| From (726) and (32) follows:
% 66.88/31.70  																																																											| (727) op(e2, e0) = e2
% 66.88/31.70  																																																											|
% 66.88/31.70  																																																											| Instantiating formula (29) with e4, e0, e4, e0 and discharging atoms op(e4, e0) = e4, op(e4, e0) = e0, yields:
% 66.88/31.70  																																																											| (397) e4 = e0
% 66.88/31.70  																																																											|
% 66.88/31.70  																																																											| Instantiating formula (29) with e2, e0, e2, e4 and discharging atoms op(e2, e0) = e4, op(e2, e0) = e2, yields:
% 66.88/31.70  																																																											| (323) e4 = e2
% 66.88/31.70  																																																											|
% 66.88/31.70  																																																											| Instantiating formula (29) with e0, e2, e2, e1 and discharging atoms op(e0, e2) = e2, op(e0, e2) = e1, yields:
% 66.88/31.70  																																																											| (617) e2 = e1
% 66.88/31.70  																																																											|
% 66.88/31.70  																																																											| Combining equations (323,397) yields a new equation:
% 66.88/31.70  																																																											| (391) e2 = e0
% 66.88/31.70  																																																											|
% 66.88/31.70  																																																											| Simplifying 391 yields:
% 66.88/31.70  																																																											| (330) e2 = e0
% 66.88/31.70  																																																											|
% 66.88/31.70  																																																											| Combining equations (617,330) yields a new equation:
% 66.88/31.70  																																																											| (546) e1 = e0
% 66.88/31.70  																																																											|
% 66.88/31.70  																																																											| Simplifying 546 yields:
% 66.88/31.70  																																																											| (431) e1 = e0
% 66.88/31.70  																																																											|
% 66.88/31.70  																																																											| Equations (431) can reduce 233 to:
% 66.88/31.70  																																																											| (266) $false
% 66.88/31.70  																																																											|
% 66.88/31.70  																																																											|-The branch is then unsatisfiable
% 66.88/31.70  																																																										|-Branch two:
% 66.88/31.70  																																																										| (734)  ~ (unit = e0)
% 66.88/31.70  																																																										| (735) unit = e3 | unit = e1
% 66.88/31.70  																																																										|
% 66.88/31.70  																																																											+-Applying beta-rule and splitting (735), into two cases.
% 66.88/31.70  																																																											|-Branch one:
% 66.88/31.70  																																																											| (736) unit = e1
% 66.88/31.70  																																																											|
% 66.88/31.70  																																																												| Equations (736) can reduce 734 to:
% 66.88/31.70  																																																												| (233)  ~ (e1 = e0)
% 66.88/31.70  																																																												|
% 66.88/31.70  																																																												| From (736) and (244) follows:
% 66.88/31.70  																																																												| (738) op(e1, e4) = e4
% 66.88/31.70  																																																												|
% 66.88/31.70  																																																												| From (736) and (24) follows:
% 66.88/31.70  																																																												| (1934) op(e1, e3) = e3
% 66.88/31.70  																																																												|
% 66.88/31.70  																																																												| From (736) and (40) follows:
% 66.88/31.70  																																																												| (1652) op(e3, e1) = e3
% 66.88/31.70  																																																												|
% 66.88/31.70  																																																												| Instantiating formula (29) with e3, e1, e3, e4 and discharging atoms op(e3, e1) = e4, op(e3, e1) = e3, yields:
% 66.88/31.70  																																																												| (425) e4 = e3
% 66.88/31.70  																																																												|
% 66.88/31.70  																																																												| Instantiating formula (29) with e1, e4, e4, e0 and discharging atoms op(e1, e4) = e4, op(e1, e4) = e0, yields:
% 66.88/31.70  																																																												| (397) e4 = e0
% 66.88/31.70  																																																												|
% 66.88/31.70  																																																												| Instantiating formula (29) with e1, e3, e3, e1 and discharging atoms op(e1, e3) = e3, op(e1, e3) = e1, yields:
% 66.88/31.70  																																																												| (455) e3 = e1
% 66.88/31.70  																																																												|
% 66.88/31.70  																																																												| Combining equations (397,425) yields a new equation:
% 66.88/31.70  																																																												| (676) e3 = e0
% 66.88/31.70  																																																												|
% 66.88/31.70  																																																												| Combining equations (676,455) yields a new equation:
% 66.88/31.70  																																																												| (431) e1 = e0
% 66.88/31.70  																																																												|
% 66.88/31.70  																																																												| Equations (431) can reduce 233 to:
% 66.88/31.70  																																																												| (266) $false
% 66.88/31.70  																																																												|
% 66.88/31.70  																																																												|-The branch is then unsatisfiable
% 66.88/31.70  																																																											|-Branch two:
% 66.88/31.70  																																																											| (748)  ~ (unit = e1)
% 66.88/31.70  																																																											| (749) unit = e3
% 66.88/31.70  																																																											|
% 66.88/31.70  																																																												| From (749) and (244) follows:
% 66.88/31.70  																																																												| (750) op(e3, e4) = e4
% 66.88/31.70  																																																												|
% 66.88/31.70  																																																												| From (749) and (15) follows:
% 66.88/31.70  																																																												| (751) op(e3, e2) = e2
% 66.88/31.70  																																																												|
% 66.88/31.70  																																																												| From (749) and (211) follows:
% 66.88/31.70  																																																												| (13877) op(e3, e1) = e1
% 66.88/31.70  																																																												|
% 66.88/31.70  																																																												| From (749) and (42) follows:
% 66.88/31.70  																																																												| (752) op(e0, e3) = e0
% 66.88/31.70  																																																												|
% 66.88/31.70  																																																												| Instantiating formula (29) with e3, e4, e4, e2 and discharging atoms op(e3, e4) = e4, op(e3, e4) = e2, yields:
% 66.88/31.71  																																																												| (323) e4 = e2
% 66.88/31.71  																																																												|
% 66.88/31.71  																																																												| Instantiating formula (29) with e3, e2, e2, e3 and discharging atoms op(e3, e2) = e3, op(e3, e2) = e2, yields:
% 66.88/31.71  																																																												| (662) e3 = e2
% 66.88/31.71  																																																												|
% 66.88/31.71  																																																												| Instantiating formula (29) with e3, e1, e1, e4 and discharging atoms op(e3, e1) = e4, op(e3, e1) = e1, yields:
% 66.88/31.71  																																																												| (630) e4 = e1
% 66.88/31.71  																																																												|
% 66.88/31.71  																																																												| Instantiating formula (29) with e0, e3, e0, e3 and discharging atoms op(e0, e3) = e3, op(e0, e3) = e0, yields:
% 66.88/31.71  																																																												| (676) e3 = e0
% 66.88/31.71  																																																												|
% 66.88/31.71  																																																												| Combining equations (630,323) yields a new equation:
% 66.88/31.71  																																																												| (617) e2 = e1
% 66.88/31.71  																																																												|
% 66.88/31.71  																																																												| Combining equations (676,662) yields a new equation:
% 66.88/31.71  																																																												| (330) e2 = e0
% 66.88/31.71  																																																												|
% 66.88/31.71  																																																												| Combining equations (330,617) yields a new equation:
% 66.88/31.71  																																																												| (431) e1 = e0
% 66.88/31.71  																																																												|
% 66.88/31.71  																																																												| Equations (431) can reduce 233 to:
% 66.88/31.71  																																																												| (266) $false
% 66.88/31.71  																																																												|
% 66.88/31.71  																																																												|-The branch is then unsatisfiable
% 66.88/31.71  																																																								|-Branch two:
% 66.88/31.71  																																																								| (466)  ~ (all_0_56_56 = e1)
% 66.88/31.71  																																																								| (1574) all_0_57_57 = e1 | all_0_58_58 = e1
% 66.88/31.71  																																																								|
% 66.88/31.71  																																																									+-Applying beta-rule and splitting (3259), into two cases.
% 66.88/31.71  																																																									|-Branch one:
% 66.88/31.71  																																																									| (654) all_0_47_47 = e1
% 66.88/31.71  																																																									|
% 66.88/31.71  																																																										| Combining equations (654,674) yields a new equation:
% 66.88/31.71  																																																										| (546) e1 = e0
% 66.88/31.71  																																																										|
% 66.88/31.71  																																																										| Simplifying 546 yields:
% 66.88/31.71  																																																										| (431) e1 = e0
% 66.88/31.71  																																																										|
% 66.88/31.71  																																																										| Equations (431) can reduce 233 to:
% 66.88/31.71  																																																										| (266) $false
% 66.88/31.71  																																																										|
% 66.88/31.71  																																																										|-The branch is then unsatisfiable
% 66.88/31.71  																																																									|-Branch two:
% 66.88/31.71  																																																									| (462)  ~ (all_0_47_47 = e1)
% 66.88/31.71  																																																									| (3264) all_0_51_51 = e1 | all_0_56_56 = e1
% 66.88/31.71  																																																									|
% 66.88/31.71  																																																										| Equations (674) can reduce 462 to:
% 66.88/31.71  																																																										| (435)  ~ (e1 = e0)
% 66.88/31.71  																																																										|
% 66.88/31.71  																																																										| Simplifying 435 yields:
% 66.88/31.71  																																																										| (233)  ~ (e1 = e0)
% 66.88/31.71  																																																										|
% 66.88/31.71  																																																										+-Applying beta-rule and splitting (1574), into two cases.
% 66.88/31.71  																																																										|-Branch one:
% 66.88/31.71  																																																										| (647) all_0_57_57 = e1
% 66.88/31.71  																																																										|
% 66.88/31.71  																																																											| Combining equations (647,875) yields a new equation:
% 66.88/31.71  																																																											| (546) e1 = e0
% 66.88/31.71  																																																											|
% 66.88/31.71  																																																											| Simplifying 546 yields:
% 66.88/31.71  																																																											| (431) e1 = e0
% 66.88/31.71  																																																											|
% 66.88/31.71  																																																											| Equations (431) can reduce 233 to:
% 66.88/31.71  																																																											| (266) $false
% 66.88/31.71  																																																											|
% 66.88/31.71  																																																											|-The branch is then unsatisfiable
% 66.88/31.71  																																																										|-Branch two:
% 66.88/31.71  																																																										| (1670)  ~ (all_0_57_57 = e1)
% 66.88/31.71  																																																										| (918) all_0_58_58 = e1
% 66.88/31.71  																																																										|
% 66.88/31.71  																																																											| Combining equations (624,918) yields a new equation:
% 66.88/31.71  																																																											| (616) e2 = e1
% 66.88/31.71  																																																											|
% 66.88/31.71  																																																											| Simplifying 616 yields:
% 66.88/31.71  																																																											| (617) e2 = e1
% 66.88/31.71  																																																											|
% 66.88/31.71  																																																											| Equations (617) can reduce 122 to:
% 66.88/31.71  																																																											| (266) $false
% 66.88/31.71  																																																											|
% 66.88/31.71  																																																											|-The branch is then unsatisfiable
% 66.88/31.71  																																																							|-Branch two:
% 66.88/31.71  																																																							| (678)  ~ (all_0_47_47 = e0)
% 66.88/31.71  																																																							| (1278) all_0_48_48 = e0 | all_0_49_49 = e0
% 66.88/31.71  																																																							|
% 66.88/31.71  																																																								+-Applying beta-rule and splitting (3259), into two cases.
% 66.88/31.71  																																																								|-Branch one:
% 66.88/31.71  																																																								| (654) all_0_47_47 = e1
% 66.88/31.71  																																																								|
% 66.88/31.71  																																																									| Equations (654) can reduce 462 to:
% 66.88/31.71  																																																									| (266) $false
% 66.88/31.71  																																																									|
% 66.88/31.71  																																																									|-The branch is then unsatisfiable
% 66.88/31.71  																																																								|-Branch two:
% 66.88/31.71  																																																								| (462)  ~ (all_0_47_47 = e1)
% 66.88/31.71  																																																								| (3264) all_0_51_51 = e1 | all_0_56_56 = e1
% 66.88/31.71  																																																								|
% 66.88/31.71  																																																									+-Applying beta-rule and splitting (781), into two cases.
% 66.88/31.71  																																																									|-Branch one:
% 66.88/31.71  																																																									| (789) (all_0_41_41 = e0 & all_0_58_58 = e3 &  ~ (all_0_44_44 = e3)) | (all_0_41_41 = e0 & all_0_58_58 = e3 &  ~ (all_0_55_55 = e0)) | (all_0_47_47 = e1 & all_0_52_52 = e2 &  ~ (all_0_48_48 = e2)) | (all_0_47_47 = e1 & all_0_52_52 = e2 &  ~ (all_0_51_51 = e1)) | (all_0_47_47 = e0 & all_0_58_58 = e2 &  ~ (all_0_49_49 = e2))
% 66.88/31.71  																																																									|
% 66.88/31.71  																																																										+-Applying beta-rule and splitting (789), into two cases.
% 66.88/31.71  																																																										|-Branch one:
% 66.88/31.71  																																																										| (790) (all_0_41_41 = e0 & all_0_58_58 = e3 &  ~ (all_0_44_44 = e3)) | (all_0_41_41 = e0 & all_0_58_58 = e3 &  ~ (all_0_55_55 = e0)) | (all_0_47_47 = e1 & all_0_52_52 = e2 &  ~ (all_0_48_48 = e2)) | (all_0_47_47 = e1 & all_0_52_52 = e2 &  ~ (all_0_51_51 = e1))
% 66.88/31.71  																																																										|
% 66.88/31.71  																																																											+-Applying beta-rule and splitting (790), into two cases.
% 66.88/31.71  																																																											|-Branch one:
% 66.88/31.71  																																																											| (791) (all_0_41_41 = e0 & all_0_58_58 = e3 &  ~ (all_0_44_44 = e3)) | (all_0_41_41 = e0 & all_0_58_58 = e3 &  ~ (all_0_55_55 = e0)) | (all_0_47_47 = e1 & all_0_52_52 = e2 &  ~ (all_0_48_48 = e2))
% 66.88/31.71  																																																											|
% 66.88/31.71  																																																												+-Applying beta-rule and splitting (791), into two cases.
% 66.88/31.71  																																																												|-Branch one:
% 66.88/31.71  																																																												| (792) (all_0_41_41 = e0 & all_0_58_58 = e3 &  ~ (all_0_44_44 = e3)) | (all_0_41_41 = e0 & all_0_58_58 = e3 &  ~ (all_0_55_55 = e0))
% 66.88/31.71  																																																												|
% 66.88/31.71  																																																													+-Applying beta-rule and splitting (792), into two cases.
% 66.88/31.71  																																																													|-Branch one:
% 66.88/31.71  																																																													| (793) all_0_41_41 = e0 & all_0_58_58 = e3 &  ~ (all_0_44_44 = e3)
% 66.88/31.71  																																																													|
% 66.88/31.71  																																																														| Applying alpha-rule on (793) yields:
% 66.88/31.71  																																																														| (794) all_0_41_41 = e0
% 66.88/31.71  																																																														| (795) all_0_58_58 = e3
% 66.88/31.71  																																																														| (407)  ~ (all_0_44_44 = e3)
% 66.88/31.71  																																																														|
% 66.88/31.71  																																																														| Combining equations (795,624) yields a new equation:
% 66.88/31.71  																																																														| (661) e3 = e2
% 66.88/31.71  																																																														|
% 66.88/31.71  																																																														| Simplifying 661 yields:
% 66.88/31.71  																																																														| (662) e3 = e2
% 66.88/31.71  																																																														|
% 66.88/31.71  																																																														| Equations (662) can reduce 212 to:
% 66.88/31.71  																																																														| (266) $false
% 66.88/31.71  																																																														|
% 66.88/31.71  																																																														|-The branch is then unsatisfiable
% 66.88/31.71  																																																													|-Branch two:
% 66.88/31.71  																																																													| (800) all_0_41_41 = e0 & all_0_58_58 = e3 &  ~ (all_0_55_55 = e0)
% 66.88/31.71  																																																													|
% 66.88/31.71  																																																														| Applying alpha-rule on (800) yields:
% 66.88/31.71  																																																														| (794) all_0_41_41 = e0
% 66.88/31.71  																																																														| (795) all_0_58_58 = e3
% 66.88/31.71  																																																														| (803)  ~ (all_0_55_55 = e0)
% 66.88/31.71  																																																														|
% 66.88/31.71  																																																														| Combining equations (795,624) yields a new equation:
% 66.88/31.71  																																																														| (661) e3 = e2
% 66.88/31.71  																																																														|
% 66.88/31.71  																																																														| Simplifying 661 yields:
% 66.88/31.71  																																																														| (662) e3 = e2
% 66.88/31.71  																																																														|
% 66.88/31.71  																																																														| Equations (662) can reduce 212 to:
% 66.88/31.71  																																																														| (266) $false
% 66.88/31.71  																																																														|
% 66.88/31.71  																																																														|-The branch is then unsatisfiable
% 66.88/31.71  																																																												|-Branch two:
% 66.88/31.71  																																																												| (807) all_0_47_47 = e1 & all_0_52_52 = e2 &  ~ (all_0_48_48 = e2)
% 66.88/31.71  																																																												|
% 66.88/31.71  																																																													| Applying alpha-rule on (807) yields:
% 66.88/31.71  																																																													| (654) all_0_47_47 = e1
% 66.88/31.71  																																																													| (352) all_0_52_52 = e2
% 66.88/31.71  																																																													| (810)  ~ (all_0_48_48 = e2)
% 66.88/31.71  																																																													|
% 66.88/31.71  																																																													| Equations (654) can reduce 462 to:
% 66.88/31.71  																																																													| (266) $false
% 66.88/31.71  																																																													|
% 66.88/31.71  																																																													|-The branch is then unsatisfiable
% 66.88/31.71  																																																											|-Branch two:
% 66.88/31.71  																																																											| (813) all_0_47_47 = e1 & all_0_52_52 = e2 &  ~ (all_0_51_51 = e1)
% 66.88/31.71  																																																											|
% 66.88/31.71  																																																												| Applying alpha-rule on (813) yields:
% 66.88/31.71  																																																												| (654) all_0_47_47 = e1
% 66.88/31.71  																																																												| (352) all_0_52_52 = e2
% 66.88/31.71  																																																												| (464)  ~ (all_0_51_51 = e1)
% 66.88/31.71  																																																												|
% 66.88/31.71  																																																												| Equations (654) can reduce 462 to:
% 66.88/31.71  																																																												| (266) $false
% 66.88/31.71  																																																												|
% 66.88/31.71  																																																												|-The branch is then unsatisfiable
% 66.88/31.71  																																																										|-Branch two:
% 66.88/31.71  																																																										| (819) all_0_47_47 = e0 & all_0_58_58 = e2 &  ~ (all_0_49_49 = e2)
% 66.88/31.71  																																																										|
% 66.88/31.71  																																																											| Applying alpha-rule on (819) yields:
% 66.88/31.71  																																																											| (674) all_0_47_47 = e0
% 66.88/31.71  																																																											| (624) all_0_58_58 = e2
% 66.88/31.71  																																																											| (340)  ~ (all_0_49_49 = e2)
% 66.88/31.71  																																																											|
% 66.88/31.71  																																																											| Equations (674) can reduce 678 to:
% 66.88/31.71  																																																											| (266) $false
% 66.88/31.71  																																																											|
% 66.88/31.71  																																																											|-The branch is then unsatisfiable
% 66.88/31.71  																																																									|-Branch two:
% 66.88/31.71  																																																									| (825) all_0_47_47 = e0 & all_0_58_58 = e2 &  ~ (all_0_56_56 = e0)
% 66.88/31.71  																																																									|
% 66.88/31.71  																																																										| Applying alpha-rule on (825) yields:
% 66.88/31.71  																																																										| (674) all_0_47_47 = e0
% 66.88/31.71  																																																										| (624) all_0_58_58 = e2
% 66.88/31.71  																																																										| (828)  ~ (all_0_56_56 = e0)
% 66.88/31.71  																																																										|
% 66.88/31.71  																																																										| Equations (674) can reduce 678 to:
% 66.88/31.71  																																																										| (266) $false
% 66.88/31.71  																																																										|
% 66.88/31.71  																																																										|-The branch is then unsatisfiable
% 66.88/31.71  																																																						|-Branch two:
% 66.88/31.71  																																																						| (619)  ~ (all_0_48_48 = e1)
% 66.88/31.71  																																																						| (620) all_0_52_52 = e1 | all_0_57_57 = e1
% 66.88/31.71  																																																						|
% 66.88/31.71  																																																							+-Applying beta-rule and splitting (10218), into two cases.
% 66.88/31.71  																																																							|-Branch one:
% 66.88/31.71  																																																							| (943) all_0_48_48 = e4
% 66.88/31.71  																																																							|
% 66.88/31.71  																																																								| Equations (943) can reduce 254 to:
% 66.88/31.71  																																																								| (266) $false
% 66.88/31.71  																																																								|
% 66.88/31.71  																																																								|-The branch is then unsatisfiable
% 66.88/31.71  																																																							|-Branch two:
% 66.88/31.71  																																																							| (254)  ~ (all_0_48_48 = e4)
% 66.88/31.71  																																																							| (10222) all_0_48_48 = e1 | all_0_48_48 = e0
% 66.88/31.71  																																																							|
% 66.88/31.71  																																																								+-Applying beta-rule and splitting (10222), into two cases.
% 66.88/31.71  																																																								|-Branch one:
% 66.88/31.71  																																																								| (1279) all_0_48_48 = e0
% 66.88/31.71  																																																								|
% 66.88/31.71  																																																									| Equations (1279) can reduce 1283 to:
% 66.88/31.71  																																																									| (266) $false
% 66.88/31.71  																																																									|
% 66.88/31.71  																																																									|-The branch is then unsatisfiable
% 66.88/31.71  																																																								|-Branch two:
% 66.88/31.71  																																																								| (1283)  ~ (all_0_48_48 = e0)
% 66.88/31.71  																																																								| (615) all_0_48_48 = e1
% 66.88/31.71  																																																								|
% 66.88/31.71  																																																									| Equations (615) can reduce 619 to:
% 66.88/31.71  																																																									| (266) $false
% 66.88/31.71  																																																									|
% 66.88/31.71  																																																									|-The branch is then unsatisfiable
% 66.88/31.71  																																													|-Branch two:
% 66.88/31.71  																																													| (256)  ~ (all_0_49_49 = e4)
% 66.88/31.71  																																													| (977) all_0_49_49 = e3 | all_0_49_49 = e1 | all_0_49_49 = e0
% 66.88/31.71  																																													|
% 66.88/31.71  																																														+-Applying beta-rule and splitting (977), into two cases.
% 66.88/31.71  																																														|-Branch one:
% 66.88/31.71  																																														| (978) all_0_49_49 = e0
% 66.88/31.71  																																														|
% 66.88/31.71  																																															| Equations (978) can reduce 487 to:
% 66.88/31.71  																																															| (266) $false
% 66.88/31.71  																																															|
% 66.88/31.71  																																															|-The branch is then unsatisfiable
% 66.88/31.71  																																														|-Branch two:
% 66.88/31.71  																																														| (487)  ~ (all_0_49_49 = e0)
% 66.88/31.71  																																														| (981) all_0_49_49 = e3 | all_0_49_49 = e1
% 66.88/31.71  																																														|
% 66.88/31.71  																																															+-Applying beta-rule and splitting (981), into two cases.
% 66.88/31.71  																																															|-Branch one:
% 66.88/31.71  																																															| (671) all_0_49_49 = e1
% 66.88/31.71  																																															|
% 66.88/31.71  																																																| Equations (671) can reduce 1064 to:
% 66.88/31.71  																																																| (266) $false
% 66.88/31.71  																																																|
% 66.88/31.71  																																																|-The branch is then unsatisfiable
% 66.88/31.71  																																															|-Branch two:
% 66.88/31.71  																																															| (1064)  ~ (all_0_49_49 = e1)
% 66.88/31.71  																																															| (884) all_0_49_49 = e3
% 66.88/31.71  																																															|
% 66.88/31.71  																																																| Equations (884) can reduce 525 to:
% 66.88/31.71  																																																| (266) $false
% 66.88/31.71  																																																|
% 66.88/31.71  																																																|-The branch is then unsatisfiable
% 66.88/31.71  																																											|-Branch two:
% 66.88/31.71  																																											| (475)  ~ (all_0_51_51 = e4)
% 66.88/31.71  																																											| (1294) all_0_52_52 = e4 | all_0_53_53 = e4
% 66.88/31.71  																																											|
% 66.92/31.71  																																												+-Applying beta-rule and splitting (1100), into two cases.
% 66.92/31.71  																																												|-Branch one:
% 66.92/31.71  																																												| (1101) all_0_51_51 = e4
% 66.92/31.71  																																												|
% 66.92/31.71  																																													| Equations (1101) can reduce 475 to:
% 66.92/31.71  																																													| (266) $false
% 66.92/31.71  																																													|
% 66.92/31.71  																																													|-The branch is then unsatisfiable
% 66.92/31.71  																																												|-Branch two:
% 66.92/31.71  																																												| (475)  ~ (all_0_51_51 = e4)
% 66.92/31.71  																																												| (1104) all_0_51_51 = e3 | all_0_51_51 = e1
% 66.92/31.71  																																												|
% 66.92/31.71  																																													+-Applying beta-rule and splitting (1104), into two cases.
% 66.92/31.71  																																													|-Branch one:
% 66.92/31.71  																																													| (1109) all_0_51_51 = e1
% 66.92/31.71  																																													|
% 66.92/31.71  																																														| Equations (1109) can reduce 464 to:
% 66.92/31.71  																																														| (266) $false
% 66.92/31.71  																																														|
% 66.92/31.71  																																														|-The branch is then unsatisfiable
% 66.92/31.71  																																													|-Branch two:
% 66.92/31.71  																																													| (464)  ~ (all_0_51_51 = e1)
% 66.92/31.71  																																													| (660) all_0_51_51 = e3
% 66.92/31.71  																																													|
% 66.92/31.71  																																														| Equations (660) can reduce 664 to:
% 66.92/31.71  																																														| (266) $false
% 66.92/31.71  																																														|
% 66.92/31.71  																																														|-The branch is then unsatisfiable
% 66.92/31.71  																																				|-Branch two:
% 66.92/31.71  																																				| (639)  ~ (all_0_44_44 = e1)
% 66.92/31.71  																																				| (640) all_0_49_49 = e1 | all_0_53_53 = e1 | all_0_58_58 = e1
% 66.92/31.71  																																				|
% 66.92/31.71  																																					+-Applying beta-rule and splitting (1391), into two cases.
% 66.92/31.71  																																					|-Branch one:
% 66.92/31.71  																																					| (1414) all_0_44_44 = e0
% 66.92/31.71  																																					|
% 66.92/31.71  																																						| Equations (1414) can reduce 360 to:
% 66.92/31.71  																																						| (266) $false
% 66.92/31.71  																																						|
% 66.92/31.71  																																						|-The branch is then unsatisfiable
% 66.92/31.71  																																					|-Branch two:
% 66.92/31.71  																																					| (360)  ~ (all_0_44_44 = e0)
% 66.92/31.71  																																					| (1417) all_0_44_44 = e3 | all_0_44_44 = e1
% 66.92/31.71  																																					|
% 66.92/31.71  																																						+-Applying beta-rule and splitting (458), into two cases.
% 66.92/31.71  																																						|-Branch one:
% 66.92/31.71  																																						| (459) all_0_42_42 = e1
% 66.92/31.71  																																						|
% 66.92/31.71  																																							| Equations (459) can reduce 73 to:
% 66.92/31.71  																																							| (4057)  ~ (all_0_44_44 = e1)
% 66.92/31.71  																																							|
% 66.92/31.71  																																							| Simplifying 4057 yields:
% 66.92/31.71  																																							| (639)  ~ (all_0_44_44 = e1)
% 66.92/31.71  																																							|
% 66.92/31.71  																																							| Equations (459) can reduce 198 to:
% 66.92/31.71  																																							| (461)  ~ (all_0_47_47 = e1)
% 66.92/31.71  																																							|
% 66.92/31.71  																																							| Simplifying 461 yields:
% 66.92/31.71  																																							| (462)  ~ (all_0_47_47 = e1)
% 66.92/31.71  																																							|
% 66.92/31.71  																																							| Equations (459) can reduce 236 to:
% 66.92/31.71  																																							| (465)  ~ (all_0_56_56 = e1)
% 66.92/31.71  																																							|
% 66.92/31.71  																																							| Simplifying 465 yields:
% 66.92/31.71  																																							| (466)  ~ (all_0_56_56 = e1)
% 66.92/31.71  																																							|
% 66.92/31.71  																																							| Equations (459) can reduce 51 to:
% 66.92/31.71  																																							| (604)  ~ (e2 = e1)
% 66.92/31.71  																																							|
% 66.92/31.71  																																							| Simplifying 604 yields:
% 66.92/31.71  																																							| (122)  ~ (e2 = e1)
% 66.92/31.71  																																							|
% 66.92/31.71  																																							+-Applying beta-rule and splitting (180), into two cases.
% 66.92/31.71  																																							|-Branch one:
% 66.92/31.71  																																							| (516) all_0_42_42 = e3
% 66.92/31.71  																																							|
% 66.92/31.71  																																								| Combining equations (516,459) yields a new equation:
% 66.92/31.71  																																								| (454) e3 = e1
% 66.92/31.71  																																								|
% 66.92/31.71  																																								| Simplifying 454 yields:
% 66.92/31.71  																																								| (455) e3 = e1
% 66.92/31.71  																																								|
% 66.92/31.71  																																								| Equations (455) can reduce 213 to:
% 66.92/31.71  																																								| (266) $false
% 66.92/31.71  																																								|
% 66.92/31.71  																																								|-The branch is then unsatisfiable
% 66.92/31.71  																																							|-Branch two:
% 66.92/31.71  																																							| (405)  ~ (all_0_42_42 = e3)
% 66.92/31.71  																																							| (521) all_0_47_47 = e3 | all_0_51_51 = e3 | all_0_56_56 = e3
% 66.92/31.71  																																							|
% 66.92/31.71  																																								+-Applying beta-rule and splitting (163), into two cases.
% 66.92/31.71  																																								|-Branch one:
% 66.92/31.71  																																								| (565) all_0_52_52 = e4
% 66.92/31.71  																																								|
% 66.92/31.71  																																									| Combining equations (565,352) yields a new equation:
% 66.92/31.71  																																									| (322) e4 = e2
% 66.92/31.71  																																									|
% 66.92/31.71  																																									| Simplifying 322 yields:
% 66.92/31.71  																																									| (323) e4 = e2
% 66.92/31.71  																																									|
% 66.92/31.71  																																									| Equations (323) can reduce 48 to:
% 66.92/31.71  																																									| (266) $false
% 66.92/31.71  																																									|
% 66.92/31.71  																																									|-The branch is then unsatisfiable
% 66.92/31.71  																																								|-Branch two:
% 66.92/31.71  																																								| (780)  ~ (all_0_52_52 = e4)
% 66.92/31.71  																																								| (781) (all_0_41_41 = e0 & all_0_58_58 = e3 &  ~ (all_0_44_44 = e3)) | (all_0_41_41 = e0 & all_0_58_58 = e3 &  ~ (all_0_55_55 = e0)) | (all_0_47_47 = e1 & all_0_52_52 = e2 &  ~ (all_0_48_48 = e2)) | (all_0_47_47 = e1 & all_0_52_52 = e2 &  ~ (all_0_51_51 = e1)) | (all_0_47_47 = e0 & all_0_58_58 = e2 &  ~ (all_0_49_49 = e2)) | (all_0_47_47 = e0 & all_0_58_58 = e2 &  ~ (all_0_56_56 = e0))
% 66.92/31.71  																																								|
% 66.92/31.71  																																									+-Applying beta-rule and splitting (1417), into two cases.
% 66.92/31.71  																																									|-Branch one:
% 66.92/31.71  																																									| (635) all_0_44_44 = e1
% 66.92/31.71  																																									|
% 66.92/31.71  																																										| Equations (635) can reduce 639 to:
% 66.92/31.71  																																										| (266) $false
% 66.92/31.71  																																										|
% 66.92/31.71  																																										|-The branch is then unsatisfiable
% 66.92/31.71  																																									|-Branch two:
% 66.92/31.71  																																									| (639)  ~ (all_0_44_44 = e1)
% 66.92/31.71  																																									| (532) all_0_44_44 = e3
% 66.92/31.71  																																									|
% 66.92/31.71  																																										| Equations (532) can reduce 639 to:
% 66.92/31.71  																																										| (213)  ~ (e3 = e1)
% 66.92/31.71  																																										|
% 66.92/31.71  																																										+-Applying beta-rule and splitting (521), into two cases.
% 66.92/31.71  																																										|-Branch one:
% 66.92/31.71  																																										| (522) all_0_47_47 = e3
% 66.92/31.71  																																										|
% 66.92/31.71  																																											| Equations (522) can reduce 1091 to:
% 66.92/31.71  																																											| (266) $false
% 66.92/31.71  																																											|
% 66.92/31.71  																																											|-The branch is then unsatisfiable
% 66.92/31.71  																																										|-Branch two:
% 66.92/31.71  																																										| (1091)  ~ (all_0_47_47 = e3)
% 66.92/31.71  																																										| (1092) all_0_51_51 = e3 | all_0_56_56 = e3
% 66.92/31.71  																																										|
% 66.92/31.71  																																											+-Applying beta-rule and splitting (216), into two cases.
% 66.92/31.71  																																											|-Branch one:
% 66.92/31.71  																																											| (629) all_0_55_55 = e1
% 66.92/31.71  																																											|
% 66.92/31.71  																																												| Combining equations (629,2336) yields a new equation:
% 66.92/31.71  																																												| (455) e3 = e1
% 66.92/31.71  																																												|
% 66.92/31.71  																																												| Equations (455) can reduce 213 to:
% 66.92/31.71  																																												| (266) $false
% 66.92/31.71  																																												|
% 66.92/31.71  																																												|-The branch is then unsatisfiable
% 66.92/31.71  																																											|-Branch two:
% 66.92/31.71  																																											| (632)  ~ (all_0_55_55 = e1)
% 66.92/31.71  																																											| (633) all_0_56_56 = e1 | all_0_57_57 = e1 | all_0_58_58 = e1
% 66.92/31.71  																																											|
% 66.92/31.71  																																												+-Applying beta-rule and splitting (1092), into two cases.
% 66.92/31.71  																																												|-Branch one:
% 66.92/31.71  																																												| (660) all_0_51_51 = e3
% 66.92/31.71  																																												|
% 66.92/31.71  																																													| Equations (660) can reduce 1099 to:
% 66.92/31.71  																																													| (212)  ~ (e3 = e2)
% 66.92/31.71  																																													|
% 66.92/31.71  																																													+-Applying beta-rule and splitting (633), into two cases.
% 66.92/31.71  																																													|-Branch one:
% 66.92/31.71  																																													| (1569) all_0_56_56 = e1
% 66.92/31.71  																																													|
% 66.92/31.71  																																														| Equations (1569) can reduce 466 to:
% 66.92/31.71  																																														| (266) $false
% 66.92/31.71  																																														|
% 66.92/31.71  																																														|-The branch is then unsatisfiable
% 66.92/31.71  																																													|-Branch two:
% 66.92/31.71  																																													| (466)  ~ (all_0_56_56 = e1)
% 66.92/31.71  																																													| (1574) all_0_57_57 = e1 | all_0_58_58 = e1
% 66.92/31.71  																																													|
% 66.92/31.71  																																														+-Applying beta-rule and splitting (1574), into two cases.
% 66.92/31.71  																																														|-Branch one:
% 66.92/31.71  																																														| (647) all_0_57_57 = e1
% 66.92/31.71  																																														|
% 66.92/31.71  																																															| Equations (647) can reduce 239 to:
% 66.92/31.71  																																															| (619)  ~ (all_0_48_48 = e1)
% 66.92/31.71  																																															|
% 66.92/31.71  																																															| Equations (647) can reduce 344 to:
% 66.92/31.71  																																															| (604)  ~ (e2 = e1)
% 66.92/31.71  																																															|
% 66.92/31.71  																																															| Simplifying 604 yields:
% 66.92/31.71  																																															| (122)  ~ (e2 = e1)
% 66.92/31.71  																																															|
% 66.92/31.71  																																															+-Applying beta-rule and splitting (135), into two cases.
% 66.92/31.71  																																															|-Branch one:
% 66.92/31.71  																																															| (545) all_0_46_46 = e1
% 66.92/31.71  																																															|
% 66.92/31.71  																																																| Combining equations (1794,545) yields a new equation:
% 66.92/31.71  																																																| (616) e2 = e1
% 66.92/31.71  																																																|
% 66.92/31.71  																																																| Simplifying 616 yields:
% 66.92/31.71  																																																| (617) e2 = e1
% 66.92/31.71  																																																|
% 66.92/31.71  																																																| Equations (617) can reduce 122 to:
% 66.92/31.71  																																																| (266) $false
% 66.92/31.71  																																																|
% 66.92/31.71  																																																|-The branch is then unsatisfiable
% 66.92/31.71  																																															|-Branch two:
% 66.92/31.71  																																															| (549)  ~ (all_0_46_46 = e1)
% 66.92/31.71  																																															| (550) all_0_47_47 = e1 | all_0_48_48 = e1 | all_0_49_49 = e1
% 66.92/31.71  																																															|
% 66.92/31.71  																																																+-Applying beta-rule and splitting (550), into two cases.
% 66.92/31.71  																																																|-Branch one:
% 66.92/31.71  																																																| (654) all_0_47_47 = e1
% 66.92/31.71  																																																|
% 66.92/31.71  																																																	| Equations (654) can reduce 462 to:
% 66.92/31.71  																																																	| (266) $false
% 66.92/31.71  																																																	|
% 66.92/31.71  																																																	|-The branch is then unsatisfiable
% 66.92/31.71  																																																|-Branch two:
% 66.92/31.71  																																																| (462)  ~ (all_0_47_47 = e1)
% 66.92/31.71  																																																| (659) all_0_48_48 = e1 | all_0_49_49 = e1
% 66.92/31.71  																																																|
% 66.92/31.71  																																																	+-Applying beta-rule and splitting (659), into two cases.
% 66.92/31.71  																																																	|-Branch one:
% 66.92/31.71  																																																	| (615) all_0_48_48 = e1
% 66.92/31.71  																																																	|
% 66.92/31.71  																																																		| Equations (615) can reduce 619 to:
% 66.92/31.71  																																																		| (266) $false
% 66.92/31.71  																																																		|
% 66.92/31.71  																																																		|-The branch is then unsatisfiable
% 66.92/31.71  																																																	|-Branch two:
% 66.92/31.71  																																																	| (619)  ~ (all_0_48_48 = e1)
% 66.92/31.71  																																																	| (671) all_0_49_49 = e1
% 66.92/31.71  																																																	|
% 66.92/31.71  																																																		| Equations (671) can reduce 86 to:
% 66.92/31.71  																																																		| (462)  ~ (all_0_47_47 = e1)
% 66.92/31.71  																																																		|
% 66.92/31.71  																																																		+-Applying beta-rule and splitting (863), into two cases.
% 66.92/31.71  																																																		|-Branch one:
% 66.92/31.71  																																																		| (679) all_0_56_56 = e0
% 66.92/31.71  																																																		|
% 66.92/31.71  																																																			| Equations (679) can reduce 91 to:
% 66.92/31.71  																																																			| (678)  ~ (all_0_47_47 = e0)
% 66.92/31.71  																																																			|
% 66.92/31.71  																																																			+-Applying beta-rule and splitting (781), into two cases.
% 66.92/31.71  																																																			|-Branch one:
% 66.92/31.71  																																																			| (789) (all_0_41_41 = e0 & all_0_58_58 = e3 &  ~ (all_0_44_44 = e3)) | (all_0_41_41 = e0 & all_0_58_58 = e3 &  ~ (all_0_55_55 = e0)) | (all_0_47_47 = e1 & all_0_52_52 = e2 &  ~ (all_0_48_48 = e2)) | (all_0_47_47 = e1 & all_0_52_52 = e2 &  ~ (all_0_51_51 = e1)) | (all_0_47_47 = e0 & all_0_58_58 = e2 &  ~ (all_0_49_49 = e2))
% 66.92/31.71  																																																			|
% 66.92/31.71  																																																				+-Applying beta-rule and splitting (789), into two cases.
% 66.92/31.71  																																																				|-Branch one:
% 66.92/31.71  																																																				| (790) (all_0_41_41 = e0 & all_0_58_58 = e3 &  ~ (all_0_44_44 = e3)) | (all_0_41_41 = e0 & all_0_58_58 = e3 &  ~ (all_0_55_55 = e0)) | (all_0_47_47 = e1 & all_0_52_52 = e2 &  ~ (all_0_48_48 = e2)) | (all_0_47_47 = e1 & all_0_52_52 = e2 &  ~ (all_0_51_51 = e1))
% 66.92/31.72  																																																				|
% 66.92/31.72  																																																					+-Applying beta-rule and splitting (790), into two cases.
% 66.92/31.72  																																																					|-Branch one:
% 66.92/31.72  																																																					| (791) (all_0_41_41 = e0 & all_0_58_58 = e3 &  ~ (all_0_44_44 = e3)) | (all_0_41_41 = e0 & all_0_58_58 = e3 &  ~ (all_0_55_55 = e0)) | (all_0_47_47 = e1 & all_0_52_52 = e2 &  ~ (all_0_48_48 = e2))
% 66.92/31.72  																																																					|
% 66.92/31.72  																																																						+-Applying beta-rule and splitting (791), into two cases.
% 66.92/31.72  																																																						|-Branch one:
% 66.92/31.72  																																																						| (792) (all_0_41_41 = e0 & all_0_58_58 = e3 &  ~ (all_0_44_44 = e3)) | (all_0_41_41 = e0 & all_0_58_58 = e3 &  ~ (all_0_55_55 = e0))
% 66.92/31.72  																																																						|
% 66.92/31.72  																																																							+-Applying beta-rule and splitting (792), into two cases.
% 66.92/31.72  																																																							|-Branch one:
% 66.92/31.72  																																																							| (793) all_0_41_41 = e0 & all_0_58_58 = e3 &  ~ (all_0_44_44 = e3)
% 66.92/31.72  																																																							|
% 66.92/31.72  																																																								| Applying alpha-rule on (793) yields:
% 66.92/31.72  																																																								| (794) all_0_41_41 = e0
% 66.92/31.72  																																																								| (795) all_0_58_58 = e3
% 66.92/31.72  																																																								| (407)  ~ (all_0_44_44 = e3)
% 66.92/31.72  																																																								|
% 66.92/31.72  																																																								| Combining equations (795,624) yields a new equation:
% 66.92/31.72  																																																								| (661) e3 = e2
% 66.92/31.72  																																																								|
% 66.92/31.72  																																																								| Simplifying 661 yields:
% 66.92/31.72  																																																								| (662) e3 = e2
% 66.92/31.72  																																																								|
% 66.92/31.72  																																																								| Equations (662) can reduce 212 to:
% 66.92/31.72  																																																								| (266) $false
% 66.92/31.72  																																																								|
% 66.92/31.72  																																																								|-The branch is then unsatisfiable
% 66.92/31.72  																																																							|-Branch two:
% 66.92/31.72  																																																							| (800) all_0_41_41 = e0 & all_0_58_58 = e3 &  ~ (all_0_55_55 = e0)
% 66.92/31.72  																																																							|
% 66.92/31.72  																																																								| Applying alpha-rule on (800) yields:
% 66.92/31.72  																																																								| (794) all_0_41_41 = e0
% 66.92/31.72  																																																								| (795) all_0_58_58 = e3
% 66.92/31.72  																																																								| (803)  ~ (all_0_55_55 = e0)
% 66.92/31.72  																																																								|
% 66.92/31.72  																																																								| Combining equations (795,624) yields a new equation:
% 66.92/31.72  																																																								| (661) e3 = e2
% 66.92/31.72  																																																								|
% 66.92/31.72  																																																								| Simplifying 661 yields:
% 66.92/31.72  																																																								| (662) e3 = e2
% 66.92/31.72  																																																								|
% 66.92/31.72  																																																								| Equations (662) can reduce 212 to:
% 66.92/31.72  																																																								| (266) $false
% 66.92/31.72  																																																								|
% 66.92/31.72  																																																								|-The branch is then unsatisfiable
% 66.92/31.72  																																																						|-Branch two:
% 66.92/31.72  																																																						| (807) all_0_47_47 = e1 & all_0_52_52 = e2 &  ~ (all_0_48_48 = e2)
% 66.92/31.72  																																																						|
% 66.92/31.72  																																																							| Applying alpha-rule on (807) yields:
% 66.92/31.72  																																																							| (654) all_0_47_47 = e1
% 66.92/31.72  																																																							| (352) all_0_52_52 = e2
% 66.92/31.72  																																																							| (810)  ~ (all_0_48_48 = e2)
% 66.92/31.72  																																																							|
% 66.92/31.72  																																																							| Equations (654) can reduce 462 to:
% 66.92/31.72  																																																							| (266) $false
% 66.92/31.72  																																																							|
% 66.92/31.72  																																																							|-The branch is then unsatisfiable
% 66.92/31.72  																																																					|-Branch two:
% 66.92/31.72  																																																					| (813) all_0_47_47 = e1 & all_0_52_52 = e2 &  ~ (all_0_51_51 = e1)
% 66.92/31.72  																																																					|
% 66.92/31.72  																																																						| Applying alpha-rule on (813) yields:
% 66.92/31.72  																																																						| (654) all_0_47_47 = e1
% 66.92/31.72  																																																						| (352) all_0_52_52 = e2
% 66.92/31.72  																																																						| (464)  ~ (all_0_51_51 = e1)
% 66.92/31.72  																																																						|
% 66.92/31.72  																																																						| Equations (654) can reduce 462 to:
% 66.92/31.72  																																																						| (266) $false
% 66.92/31.72  																																																						|
% 66.92/31.72  																																																						|-The branch is then unsatisfiable
% 66.92/31.72  																																																				|-Branch two:
% 66.92/31.72  																																																				| (819) all_0_47_47 = e0 & all_0_58_58 = e2 &  ~ (all_0_49_49 = e2)
% 66.92/31.72  																																																				|
% 66.92/31.72  																																																					| Applying alpha-rule on (819) yields:
% 66.92/31.72  																																																					| (674) all_0_47_47 = e0
% 66.92/31.72  																																																					| (624) all_0_58_58 = e2
% 66.92/31.72  																																																					| (340)  ~ (all_0_49_49 = e2)
% 66.92/31.72  																																																					|
% 66.92/31.72  																																																					| Equations (674) can reduce 678 to:
% 66.92/31.72  																																																					| (266) $false
% 66.92/31.72  																																																					|
% 66.92/31.72  																																																					|-The branch is then unsatisfiable
% 66.92/31.72  																																																			|-Branch two:
% 66.92/31.72  																																																			| (825) all_0_47_47 = e0 & all_0_58_58 = e2 &  ~ (all_0_56_56 = e0)
% 66.92/31.72  																																																			|
% 66.92/31.72  																																																				| Applying alpha-rule on (825) yields:
% 66.92/31.72  																																																				| (674) all_0_47_47 = e0
% 66.92/31.72  																																																				| (624) all_0_58_58 = e2
% 66.92/31.72  																																																				| (828)  ~ (all_0_56_56 = e0)
% 66.92/31.72  																																																				|
% 66.92/31.72  																																																				| Equations (679) can reduce 828 to:
% 66.92/31.72  																																																				| (266) $false
% 66.92/31.72  																																																				|
% 66.92/31.72  																																																				|-The branch is then unsatisfiable
% 66.92/31.72  																																																		|-Branch two:
% 66.92/31.72  																																																		| (828)  ~ (all_0_56_56 = e0)
% 66.92/31.72  																																																		| (924) all_0_57_57 = e0 | all_0_58_58 = e0
% 66.92/31.72  																																																		|
% 66.92/31.72  																																																			+-Applying beta-rule and splitting (105), into two cases.
% 66.92/31.72  																																																			|-Branch one:
% 66.92/31.72  																																																			| (1105) all_0_47_47 = e2
% 66.92/31.72  																																																			|
% 66.92/31.72  																																																				| Equations (1105) can reduce 338 to:
% 66.92/31.72  																																																				| (266) $false
% 66.92/31.72  																																																				|
% 66.92/31.72  																																																				|-The branch is then unsatisfiable
% 66.92/31.72  																																																			|-Branch two:
% 66.92/31.72  																																																			| (338)  ~ (all_0_47_47 = e2)
% 66.92/31.72  																																																			| (1789) all_0_47_47 = e4 | all_0_47_47 = e3 | all_0_47_47 = e1 | all_0_47_47 = e0
% 66.92/31.72  																																																			|
% 66.92/31.72  																																																				+-Applying beta-rule and splitting (781), into two cases.
% 66.92/31.72  																																																				|-Branch one:
% 66.92/31.72  																																																				| (789) (all_0_41_41 = e0 & all_0_58_58 = e3 &  ~ (all_0_44_44 = e3)) | (all_0_41_41 = e0 & all_0_58_58 = e3 &  ~ (all_0_55_55 = e0)) | (all_0_47_47 = e1 & all_0_52_52 = e2 &  ~ (all_0_48_48 = e2)) | (all_0_47_47 = e1 & all_0_52_52 = e2 &  ~ (all_0_51_51 = e1)) | (all_0_47_47 = e0 & all_0_58_58 = e2 &  ~ (all_0_49_49 = e2))
% 66.92/31.72  																																																				|
% 66.92/31.72  																																																					+-Applying beta-rule and splitting (789), into two cases.
% 66.92/31.72  																																																					|-Branch one:
% 66.92/31.72  																																																					| (790) (all_0_41_41 = e0 & all_0_58_58 = e3 &  ~ (all_0_44_44 = e3)) | (all_0_41_41 = e0 & all_0_58_58 = e3 &  ~ (all_0_55_55 = e0)) | (all_0_47_47 = e1 & all_0_52_52 = e2 &  ~ (all_0_48_48 = e2)) | (all_0_47_47 = e1 & all_0_52_52 = e2 &  ~ (all_0_51_51 = e1))
% 66.92/31.72  																																																					|
% 66.92/31.72  																																																						+-Applying beta-rule and splitting (790), into two cases.
% 66.92/31.72  																																																						|-Branch one:
% 66.92/31.72  																																																						| (791) (all_0_41_41 = e0 & all_0_58_58 = e3 &  ~ (all_0_44_44 = e3)) | (all_0_41_41 = e0 & all_0_58_58 = e3 &  ~ (all_0_55_55 = e0)) | (all_0_47_47 = e1 & all_0_52_52 = e2 &  ~ (all_0_48_48 = e2))
% 66.92/31.72  																																																						|
% 66.92/31.72  																																																							+-Applying beta-rule and splitting (791), into two cases.
% 66.92/31.72  																																																							|-Branch one:
% 66.92/31.72  																																																							| (792) (all_0_41_41 = e0 & all_0_58_58 = e3 &  ~ (all_0_44_44 = e3)) | (all_0_41_41 = e0 & all_0_58_58 = e3 &  ~ (all_0_55_55 = e0))
% 66.92/31.72  																																																							|
% 66.92/31.72  																																																								+-Applying beta-rule and splitting (792), into two cases.
% 66.92/31.72  																																																								|-Branch one:
% 66.92/31.72  																																																								| (793) all_0_41_41 = e0 & all_0_58_58 = e3 &  ~ (all_0_44_44 = e3)
% 66.92/31.72  																																																								|
% 66.92/31.72  																																																									| Applying alpha-rule on (793) yields:
% 66.92/31.72  																																																									| (794) all_0_41_41 = e0
% 66.92/31.72  																																																									| (795) all_0_58_58 = e3
% 66.92/31.72  																																																									| (407)  ~ (all_0_44_44 = e3)
% 66.92/31.72  																																																									|
% 66.92/31.72  																																																									| Combining equations (795,624) yields a new equation:
% 66.92/31.72  																																																									| (661) e3 = e2
% 66.92/31.72  																																																									|
% 66.92/31.72  																																																									| Simplifying 661 yields:
% 66.92/31.72  																																																									| (662) e3 = e2
% 66.92/31.72  																																																									|
% 66.92/31.72  																																																									| Equations (662) can reduce 212 to:
% 66.92/31.72  																																																									| (266) $false
% 66.92/31.72  																																																									|
% 66.92/31.72  																																																									|-The branch is then unsatisfiable
% 66.92/31.72  																																																								|-Branch two:
% 66.92/31.72  																																																								| (800) all_0_41_41 = e0 & all_0_58_58 = e3 &  ~ (all_0_55_55 = e0)
% 66.92/31.72  																																																								|
% 66.92/31.72  																																																									| Applying alpha-rule on (800) yields:
% 66.92/31.72  																																																									| (794) all_0_41_41 = e0
% 66.92/31.72  																																																									| (795) all_0_58_58 = e3
% 66.92/31.72  																																																									| (803)  ~ (all_0_55_55 = e0)
% 66.92/31.72  																																																									|
% 66.92/31.72  																																																									| Combining equations (795,624) yields a new equation:
% 66.92/31.72  																																																									| (661) e3 = e2
% 66.92/31.72  																																																									|
% 66.92/31.72  																																																									| Simplifying 661 yields:
% 66.92/31.72  																																																									| (662) e3 = e2
% 66.92/31.72  																																																									|
% 66.92/31.72  																																																									| Equations (662) can reduce 212 to:
% 66.92/31.72  																																																									| (266) $false
% 66.92/31.72  																																																									|
% 66.92/31.72  																																																									|-The branch is then unsatisfiable
% 66.92/31.72  																																																							|-Branch two:
% 66.92/31.72  																																																							| (807) all_0_47_47 = e1 & all_0_52_52 = e2 &  ~ (all_0_48_48 = e2)
% 66.92/31.72  																																																							|
% 66.92/31.72  																																																								| Applying alpha-rule on (807) yields:
% 66.92/31.72  																																																								| (654) all_0_47_47 = e1
% 66.92/31.72  																																																								| (352) all_0_52_52 = e2
% 66.92/31.72  																																																								| (810)  ~ (all_0_48_48 = e2)
% 66.92/31.72  																																																								|
% 66.92/31.72  																																																								| Equations (654) can reduce 462 to:
% 66.92/31.72  																																																								| (266) $false
% 66.92/31.72  																																																								|
% 66.92/31.72  																																																								|-The branch is then unsatisfiable
% 66.92/31.72  																																																						|-Branch two:
% 66.92/31.72  																																																						| (813) all_0_47_47 = e1 & all_0_52_52 = e2 &  ~ (all_0_51_51 = e1)
% 66.92/31.72  																																																						|
% 66.92/31.72  																																																							| Applying alpha-rule on (813) yields:
% 66.92/31.72  																																																							| (654) all_0_47_47 = e1
% 66.92/31.72  																																																							| (352) all_0_52_52 = e2
% 66.92/31.72  																																																							| (464)  ~ (all_0_51_51 = e1)
% 66.92/31.72  																																																							|
% 66.92/31.72  																																																							| Equations (654) can reduce 462 to:
% 66.92/31.72  																																																							| (266) $false
% 66.92/31.72  																																																							|
% 66.92/31.72  																																																							|-The branch is then unsatisfiable
% 66.92/31.72  																																																					|-Branch two:
% 66.92/31.72  																																																					| (819) all_0_47_47 = e0 & all_0_58_58 = e2 &  ~ (all_0_49_49 = e2)
% 66.92/31.72  																																																					|
% 66.92/31.72  																																																						| Applying alpha-rule on (819) yields:
% 66.92/31.72  																																																						| (674) all_0_47_47 = e0
% 66.92/31.72  																																																						| (624) all_0_58_58 = e2
% 66.92/31.72  																																																						| (340)  ~ (all_0_49_49 = e2)
% 66.92/31.72  																																																						|
% 66.92/31.72  																																																						| Equations (674) can reduce 338 to:
% 66.92/31.72  																																																						| (365)  ~ (e2 = e0)
% 66.92/31.72  																																																						|
% 66.92/31.72  																																																						| Simplifying 365 yields:
% 66.92/31.72  																																																						| (128)  ~ (e2 = e0)
% 66.92/31.72  																																																						|
% 66.92/31.72  																																																						| Equations (674) can reduce 462 to:
% 66.92/31.72  																																																						| (435)  ~ (e1 = e0)
% 66.92/31.72  																																																						|
% 66.92/31.72  																																																						| Simplifying 435 yields:
% 66.92/31.72  																																																						| (233)  ~ (e1 = e0)
% 66.92/31.72  																																																						|
% 66.92/31.72  																																																						+-Applying beta-rule and splitting (924), into two cases.
% 66.92/31.72  																																																						|-Branch one:
% 66.92/31.72  																																																						| (875) all_0_57_57 = e0
% 66.92/31.72  																																																						|
% 66.92/31.72  																																																							| Combining equations (647,875) yields a new equation:
% 66.92/31.72  																																																							| (546) e1 = e0
% 66.92/31.72  																																																							|
% 66.92/31.72  																																																							| Simplifying 546 yields:
% 66.92/31.72  																																																							| (431) e1 = e0
% 66.92/31.72  																																																							|
% 66.92/31.72  																																																							| Equations (431) can reduce 233 to:
% 66.92/31.72  																																																							| (266) $false
% 66.92/31.72  																																																							|
% 66.92/31.72  																																																							|-The branch is then unsatisfiable
% 66.92/31.72  																																																						|-Branch two:
% 66.92/31.72  																																																						| (364)  ~ (all_0_57_57 = e0)
% 66.92/31.72  																																																						| (914) all_0_58_58 = e0
% 66.92/31.72  																																																						|
% 66.92/31.72  																																																							| Combining equations (914,624) yields a new equation:
% 66.92/31.72  																																																							| (330) e2 = e0
% 66.92/31.72  																																																							|
% 66.92/31.72  																																																							| Equations (330) can reduce 128 to:
% 66.92/31.72  																																																							| (266) $false
% 66.92/31.72  																																																							|
% 66.92/31.72  																																																							|-The branch is then unsatisfiable
% 66.92/31.72  																																																				|-Branch two:
% 66.92/31.72  																																																				| (825) all_0_47_47 = e0 & all_0_58_58 = e2 &  ~ (all_0_56_56 = e0)
% 66.92/31.72  																																																				|
% 66.92/31.72  																																																					| Applying alpha-rule on (825) yields:
% 66.92/31.72  																																																					| (674) all_0_47_47 = e0
% 66.92/31.72  																																																					| (624) all_0_58_58 = e2
% 66.92/31.72  																																																					| (828)  ~ (all_0_56_56 = e0)
% 66.92/31.72  																																																					|
% 66.92/31.72  																																																					| Equations (674) can reduce 338 to:
% 66.92/31.72  																																																					| (365)  ~ (e2 = e0)
% 66.92/31.72  																																																					|
% 66.92/31.72  																																																					| Simplifying 365 yields:
% 66.92/31.72  																																																					| (128)  ~ (e2 = e0)
% 66.92/31.72  																																																					|
% 66.92/31.72  																																																					| Equations (674) can reduce 462 to:
% 66.92/31.72  																																																					| (435)  ~ (e1 = e0)
% 66.92/31.72  																																																					|
% 66.92/31.72  																																																					| Simplifying 435 yields:
% 66.92/31.72  																																																					| (233)  ~ (e1 = e0)
% 66.92/31.72  																																																					|
% 66.92/31.72  																																																					+-Applying beta-rule and splitting (924), into two cases.
% 66.92/31.72  																																																					|-Branch one:
% 66.92/31.72  																																																					| (875) all_0_57_57 = e0
% 66.92/31.72  																																																					|
% 66.92/31.72  																																																						| Combining equations (647,875) yields a new equation:
% 66.92/31.72  																																																						| (546) e1 = e0
% 66.92/31.72  																																																						|
% 66.92/31.72  																																																						| Simplifying 546 yields:
% 66.92/31.72  																																																						| (431) e1 = e0
% 66.92/31.72  																																																						|
% 66.92/31.72  																																																						| Equations (431) can reduce 233 to:
% 66.92/31.72  																																																						| (266) $false
% 66.92/31.72  																																																						|
% 66.92/31.72  																																																						|-The branch is then unsatisfiable
% 66.92/31.72  																																																					|-Branch two:
% 66.92/31.72  																																																					| (364)  ~ (all_0_57_57 = e0)
% 66.92/31.72  																																																					| (914) all_0_58_58 = e0
% 66.92/31.72  																																																					|
% 66.92/31.72  																																																						| Combining equations (914,624) yields a new equation:
% 66.92/31.72  																																																						| (330) e2 = e0
% 66.92/31.72  																																																						|
% 66.92/31.72  																																																						| Equations (330) can reduce 128 to:
% 66.92/31.72  																																																						| (266) $false
% 66.92/31.72  																																																						|
% 66.92/31.72  																																																						|-The branch is then unsatisfiable
% 66.92/31.72  																																														|-Branch two:
% 66.92/31.72  																																														| (1670)  ~ (all_0_57_57 = e1)
% 66.92/31.72  																																														| (918) all_0_58_58 = e1
% 66.92/31.72  																																														|
% 66.92/31.72  																																															| Combining equations (918,624) yields a new equation:
% 66.92/31.72  																																															| (617) e2 = e1
% 66.92/31.72  																																															|
% 66.92/31.72  																																															| Equations (617) can reduce 122 to:
% 66.92/31.72  																																															| (266) $false
% 66.92/31.72  																																															|
% 66.92/31.72  																																															|-The branch is then unsatisfiable
% 66.92/31.72  																																												|-Branch two:
% 66.92/31.72  																																												| (664)  ~ (all_0_51_51 = e3)
% 66.92/31.72  																																												| (1097) all_0_56_56 = e3
% 66.92/31.72  																																												|
% 66.92/31.72  																																													| Equations (1097) can reduce 272 to:
% 66.92/31.72  																																													| (266) $false
% 66.92/31.72  																																													|
% 66.92/31.72  																																													|-The branch is then unsatisfiable
% 66.92/31.72  																																						|-Branch two:
% 66.92/31.72  																																						| (1380)  ~ (all_0_42_42 = e1)
% 66.92/31.72  																																						| (1381) all_0_43_43 = e1 | all_0_44_44 = e1
% 66.92/31.72  																																						|
% 66.92/31.72  																																							+-Applying beta-rule and splitting (1381), into two cases.
% 66.92/31.72  																																							|-Branch one:
% 66.92/31.72  																																							| (430) all_0_43_43 = e1
% 66.92/31.72  																																							|
% 66.92/31.72  																																								| Combining equations (430,396) yields a new equation:
% 66.92/31.72  																																								| (630) e4 = e1
% 66.92/31.72  																																								|
% 66.92/31.72  																																								| Equations (630) can reduce 110 to:
% 66.92/31.72  																																								| (266) $false
% 66.92/31.72  																																								|
% 66.92/31.72  																																								|-The branch is then unsatisfiable
% 66.92/31.72  																																							|-Branch two:
% 66.92/31.72  																																							| (433)  ~ (all_0_43_43 = e1)
% 66.92/31.72  																																							| (635) all_0_44_44 = e1
% 66.92/31.72  																																							|
% 66.92/31.72  																																								| Equations (635) can reduce 639 to:
% 66.92/31.72  																																								| (266) $false
% 66.92/31.72  																																								|
% 66.92/31.72  																																								|-The branch is then unsatisfiable
% 66.92/31.72  																												|-Branch two:
% 66.92/31.72  																												| (357)  ~ (all_0_41_41 = e0)
% 66.92/31.72  																												| (4053) all_0_41_41 = e3 | all_0_41_41 = e1
% 66.92/31.72  																												|
% 66.92/31.72  																													+-Applying beta-rule and splitting (4042), into two cases.
% 66.92/31.72  																													|-Branch one:
% 66.92/31.72  																													| (415) all_0_50_50 = e3
% 66.92/31.72  																													|
% 66.92/31.72  																														| Combining equations (601,415) yields a new equation:
% 66.92/31.72  																														| (455) e3 = e1
% 66.92/31.72  																														|
% 66.92/31.72  																														| Equations (455) can reduce 213 to:
% 66.92/31.72  																														| (266) $false
% 66.92/31.72  																														|
% 66.92/31.72  																														|-The branch is then unsatisfiable
% 66.92/31.72  																													|-Branch two:
% 66.92/31.72  																													| (411)  ~ (all_0_50_50 = e3)
% 66.92/31.72  																													| (2336) all_0_55_55 = e3
% 66.92/31.72  																													|
% 66.92/31.72  																														| Equations (2336) can reduce 191 to:
% 66.92/31.72  																														| (1898)  ~ (all_0_41_41 = e3)
% 66.92/31.72  																														|
% 66.92/31.72  																														+-Applying beta-rule and splitting (4053), into two cases.
% 66.92/31.72  																														|-Branch one:
% 66.92/31.72  																														| (453) all_0_41_41 = e1
% 66.92/31.72  																														|
% 66.92/31.72  																															| Equations (453) can reduce 457 to:
% 66.92/31.72  																															| (266) $false
% 66.92/31.72  																															|
% 66.92/31.72  																															|-The branch is then unsatisfiable
% 66.92/31.72  																														|-Branch two:
% 66.92/31.72  																														| (457)  ~ (all_0_41_41 = e1)
% 66.92/31.72  																														| (403) all_0_41_41 = e3
% 66.92/31.72  																														|
% 66.92/31.72  																															| Equations (403) can reduce 1898 to:
% 66.92/31.72  																															| (266) $false
% 66.92/31.72  																															|
% 66.92/31.72  																															|-The branch is then unsatisfiable
% 66.92/31.72  																											|-Branch two:
% 66.92/31.72  																											| (759)  ~ (all_0_50_50 = e1)
% 66.92/31.72  																											| (415) all_0_50_50 = e3
% 66.92/31.72  																											|
% 66.92/31.72  																												| Equations (415) can reduce 411 to:
% 66.92/31.72  																												| (266) $false
% 66.92/31.72  																												|
% 66.92/31.72  																												|-The branch is then unsatisfiable
% 66.92/31.72  																			|-Branch two:
% 66.92/31.72  																			| (399)  ~ (all_0_43_43 = e4)
% 66.92/31.72  																			| (6374) all_0_43_43 = e1 | all_0_43_43 = e0
% 66.92/31.72  																			|
% 66.92/31.72  																				+-Applying beta-rule and splitting (6374), into two cases.
% 66.92/31.72  																				|-Branch one:
% 66.92/31.72  																				| (356) all_0_43_43 = e0
% 66.92/31.72  																				|
% 66.92/31.72  																					| Equations (356) can reduce 5470 to:
% 66.92/31.72  																					| (266) $false
% 66.92/31.72  																					|
% 66.92/31.72  																					|-The branch is then unsatisfiable
% 66.92/31.72  																				|-Branch two:
% 66.92/31.72  																				| (5470)  ~ (all_0_43_43 = e0)
% 66.92/31.72  																				| (430) all_0_43_43 = e1
% 66.92/31.72  																				|
% 66.92/31.72  																					| Equations (430) can reduce 31 to:
% 66.92/31.72  																					| (457)  ~ (all_0_41_41 = e1)
% 66.92/31.72  																					|
% 66.92/31.72  																					| Equations (430) can reduce 240 to:
% 66.92/31.72  																					| (1380)  ~ (all_0_42_42 = e1)
% 66.92/31.72  																					|
% 66.92/31.72  																					| Equations (430) can reduce 17 to:
% 66.92/31.72  																					| (11581)  ~ (all_0_48_48 = e1)
% 66.92/31.72  																					|
% 66.92/31.72  																					| Simplifying 11581 yields:
% 66.92/31.72  																					| (619)  ~ (all_0_48_48 = e1)
% 66.92/31.72  																					|
% 66.92/31.72  																					| Equations (430) can reduce 199 to:
% 66.92/31.72  																					| (2437)  ~ (all_0_57_57 = e1)
% 66.92/31.72  																					|
% 66.92/31.72  																					| Simplifying 2437 yields:
% 66.92/31.72  																					| (1670)  ~ (all_0_57_57 = e1)
% 66.92/31.72  																					|
% 66.92/31.72  																					| Equations (430) can reduce 399 to:
% 66.92/31.72  																					| (602)  ~ (e4 = e1)
% 66.92/31.72  																					|
% 66.92/31.72  																					| Simplifying 602 yields:
% 66.92/31.72  																					| (110)  ~ (e4 = e1)
% 66.92/31.72  																					|
% 66.92/31.72  																					| Equations (430) can reduce 96 to:
% 66.92/31.72  																					| (604)  ~ (e2 = e1)
% 66.92/31.72  																					|
% 66.92/31.72  																					| Simplifying 604 yields:
% 66.92/31.72  																					| (122)  ~ (e2 = e1)
% 66.92/31.72  																					|
% 66.92/31.72  																					+-Applying beta-rule and splitting (230), into two cases.
% 66.92/31.72  																					|-Branch one:
% 66.92/31.72  																					| (396) all_0_43_43 = e4
% 66.92/31.72  																					|
% 66.92/31.72  																						| Combining equations (396,430) yields a new equation:
% 66.92/31.72  																						| (636) e4 = e1
% 66.92/31.72  																						|
% 66.92/31.72  																						| Simplifying 636 yields:
% 66.92/31.72  																						| (630) e4 = e1
% 66.92/31.72  																						|
% 66.92/31.72  																						| Equations (630) can reduce 110 to:
% 66.92/31.72  																						| (266) $false
% 66.92/31.72  																						|
% 66.92/31.72  																						|-The branch is then unsatisfiable
% 66.92/31.72  																					|-Branch two:
% 66.92/31.72  																					| (399)  ~ (all_0_43_43 = e4)
% 66.92/31.72  																					| (400) all_0_48_48 = e4 | all_0_52_52 = e4 | all_0_57_57 = e4
% 66.92/31.72  																					|
% 66.92/31.72  																						+-Applying beta-rule and splitting (400), into two cases.
% 66.92/31.72  																						|-Branch one:
% 66.92/31.72  																						| (943) all_0_48_48 = e4
% 66.92/31.72  																						|
% 66.92/31.72  																							| Equations (943) can reduce 114 to:
% 66.92/31.72  																							| (252)  ~ (all_0_47_47 = e4)
% 66.92/31.72  																							|
% 66.92/31.72  																							| Equations (943) can reduce 239 to:
% 66.92/31.72  																							| (838)  ~ (all_0_57_57 = e4)
% 66.92/31.72  																							|
% 66.92/31.72  																							| Simplifying 838 yields:
% 66.92/31.72  																							| (839)  ~ (all_0_57_57 = e4)
% 66.92/31.72  																							|
% 66.92/31.72  																							| Equations (943) can reduce 215 to:
% 66.92/31.72  																							| (188)  ~ (e4 = e3)
% 66.92/31.72  																							|
% 66.92/31.72  																							| Equations (943) can reduce 810 to:
% 66.92/31.72  																							| (48)  ~ (e4 = e2)
% 66.92/31.72  																							|
% 66.92/31.72  																							| Equations (943) can reduce 619 to:
% 66.92/31.72  																							| (110)  ~ (e4 = e1)
% 66.92/31.72  																							|
% 66.92/31.72  																							| From (943) and (192) follows:
% 66.92/31.73  																							| (63092) op(e2, e1) = e4
% 66.92/31.73  																							|
% 66.92/31.73  																							+-Applying beta-rule and splitting (184), into two cases.
% 66.92/31.73  																							|-Branch one:
% 66.92/31.73  																							| (538) all_0_46_46 = e0
% 66.92/31.73  																							|
% 66.92/31.73  																								| Combining equations (1794,538) yields a new equation:
% 66.92/31.73  																								| (391) e2 = e0
% 66.92/31.73  																								|
% 66.92/31.73  																								| Simplifying 391 yields:
% 66.92/31.73  																								| (330) e2 = e0
% 66.92/31.73  																								|
% 66.92/31.73  																								| Equations (330) can reduce 128 to:
% 66.92/31.73  																								| (266) $false
% 66.92/31.73  																								|
% 66.92/31.73  																								|-The branch is then unsatisfiable
% 66.92/31.73  																							|-Branch two:
% 66.92/31.73  																							| (831)  ~ (all_0_46_46 = e0)
% 66.92/31.73  																							| (832) all_0_47_47 = e0 | all_0_48_48 = e0 | all_0_49_49 = e0
% 66.92/31.73  																							|
% 66.92/31.73  																								+-Applying beta-rule and splitting (832), into two cases.
% 66.92/31.73  																								|-Branch one:
% 66.92/31.73  																								| (674) all_0_47_47 = e0
% 66.92/31.73  																								|
% 66.92/31.73  																									| Equations (674) can reduce 224 to:
% 66.92/31.73  																									| (1404)  ~ (all_0_51_51 = e0)
% 66.92/31.73  																									|
% 66.92/31.73  																									| Simplifying 1404 yields:
% 66.92/31.73  																									| (115)  ~ (all_0_51_51 = e0)
% 66.92/31.73  																									|
% 66.92/31.73  																									| Equations (674) can reduce 252 to:
% 66.92/31.73  																									| (401)  ~ (e4 = e0)
% 66.92/31.73  																									|
% 66.92/31.73  																									| Simplifying 401 yields:
% 66.92/31.73  																									| (49)  ~ (e4 = e0)
% 66.92/31.73  																									|
% 66.92/31.73  																									| Equations (674) can reduce 338 to:
% 66.92/31.73  																									| (365)  ~ (e2 = e0)
% 66.92/31.73  																									|
% 66.92/31.73  																									| Simplifying 365 yields:
% 66.92/31.73  																									| (128)  ~ (e2 = e0)
% 66.92/31.73  																									|
% 66.92/31.73  																									| From (674) and (23) follows:
% 66.92/31.73  																									| (3148) op(e2, e2) = e0
% 66.92/31.73  																									|
% 66.92/31.73  																									+-Applying beta-rule and splitting (165), into two cases.
% 66.92/31.73  																									|-Branch one:
% 66.92/31.73  																									| (794) all_0_41_41 = e0
% 66.92/31.73  																									|
% 66.92/31.73  																										| Equations (794) can reduce 149 to:
% 66.92/31.73  																										| (359)  ~ (all_0_44_44 = e0)
% 66.92/31.73  																										|
% 66.92/31.73  																										| Simplifying 359 yields:
% 66.92/31.73  																										| (360)  ~ (all_0_44_44 = e0)
% 66.92/31.73  																										|
% 66.92/31.73  																										| Equations (794) can reduce 221 to:
% 66.92/31.73  																										| (22202)  ~ (all_0_50_50 = e0)
% 66.92/31.73  																										|
% 66.92/31.73  																										| Simplifying 22202 yields:
% 66.92/31.73  																										| (121)  ~ (all_0_50_50 = e0)
% 66.92/31.73  																										|
% 66.92/31.73  																										| Equations (794) can reduce 440 to:
% 66.92/31.73  																										| (401)  ~ (e4 = e0)
% 66.92/31.73  																										|
% 66.92/31.73  																										| Simplifying 401 yields:
% 66.92/31.73  																										| (49)  ~ (e4 = e0)
% 66.92/31.73  																										|
% 66.92/31.73  																										| Equations (794) can reduce 457 to:
% 66.92/31.73  																										| (435)  ~ (e1 = e0)
% 66.92/31.73  																										|
% 66.92/31.73  																										| Simplifying 435 yields:
% 66.92/31.73  																										| (233)  ~ (e1 = e0)
% 66.92/31.73  																										|
% 66.92/31.73  																										+-Applying beta-rule and splitting (135), into two cases.
% 66.92/31.73  																										|-Branch one:
% 66.92/31.73  																										| (545) all_0_46_46 = e1
% 66.92/31.73  																										|
% 66.92/31.73  																											| Combining equations (1794,545) yields a new equation:
% 66.92/31.73  																											| (616) e2 = e1
% 66.92/31.73  																											|
% 66.92/31.73  																											| Simplifying 616 yields:
% 66.92/31.73  																											| (617) e2 = e1
% 66.92/31.73  																											|
% 66.92/31.73  																											| Equations (617) can reduce 122 to:
% 66.92/31.73  																											| (266) $false
% 66.92/31.73  																											|
% 66.92/31.73  																											|-The branch is then unsatisfiable
% 66.92/31.73  																										|-Branch two:
% 66.92/31.73  																										| (549)  ~ (all_0_46_46 = e1)
% 66.92/31.73  																										| (550) all_0_47_47 = e1 | all_0_48_48 = e1 | all_0_49_49 = e1
% 66.92/31.73  																										|
% 66.92/31.73  																											+-Applying beta-rule and splitting (550), into two cases.
% 66.92/31.73  																											|-Branch one:
% 66.92/31.73  																											| (654) all_0_47_47 = e1
% 66.92/31.73  																											|
% 66.92/31.73  																												| Combining equations (674,654) yields a new equation:
% 66.92/31.73  																												| (431) e1 = e0
% 66.92/31.73  																												|
% 66.92/31.73  																												| Equations (431) can reduce 233 to:
% 66.92/31.73  																												| (266) $false
% 66.92/31.73  																												|
% 66.92/31.73  																												|-The branch is then unsatisfiable
% 66.92/31.73  																											|-Branch two:
% 66.92/31.73  																											| (462)  ~ (all_0_47_47 = e1)
% 66.92/31.73  																											| (659) all_0_48_48 = e1 | all_0_49_49 = e1
% 66.92/31.73  																											|
% 66.92/31.73  																												+-Applying beta-rule and splitting (54), into two cases.
% 66.92/31.73  																												|-Branch one:
% 66.92/31.73  																												| (583) all_0_49_49 = e2
% 66.92/31.73  																												|
% 66.92/31.73  																													| Equations (583) can reduce 340 to:
% 66.92/31.73  																													| (266) $false
% 66.92/31.73  																													|
% 66.92/31.73  																													|-The branch is then unsatisfiable
% 66.92/31.73  																												|-Branch two:
% 66.92/31.73  																												| (340)  ~ (all_0_49_49 = e2)
% 66.92/31.73  																												| (586) all_0_49_49 = e4 | all_0_49_49 = e3 | all_0_49_49 = e1 | all_0_49_49 = e0
% 66.92/31.73  																												|
% 66.92/31.73  																													+-Applying beta-rule and splitting (12), into two cases.
% 66.92/31.73  																													|-Branch one:
% 66.92/31.73  																													| (442) all_0_57_57 = e2
% 66.92/31.73  																													|
% 66.92/31.73  																														| Equations (442) can reduce 344 to:
% 66.92/31.73  																														| (266) $false
% 66.92/31.73  																														|
% 66.92/31.73  																														|-The branch is then unsatisfiable
% 66.92/31.73  																													|-Branch two:
% 66.92/31.73  																													| (344)  ~ (all_0_57_57 = e2)
% 66.92/31.73  																													| (445) all_0_57_57 = e4 | all_0_57_57 = e1 | all_0_57_57 = e0
% 66.92/31.73  																													|
% 66.92/31.73  																														+-Applying beta-rule and splitting (5471), into two cases.
% 66.92/31.73  																														|-Branch one:
% 66.92/31.73  																														| (1279) all_0_48_48 = e0
% 66.92/31.73  																														|
% 66.92/31.73  																															| Combining equations (943,1279) yields a new equation:
% 66.92/31.73  																															| (481) e4 = e0
% 66.92/31.73  																															|
% 66.92/31.73  																															| Simplifying 481 yields:
% 66.92/31.73  																															| (397) e4 = e0
% 66.92/31.73  																															|
% 66.92/31.73  																															| Equations (397) can reduce 49 to:
% 66.92/31.73  																															| (266) $false
% 66.92/31.73  																															|
% 66.92/31.73  																															|-The branch is then unsatisfiable
% 66.92/31.73  																														|-Branch two:
% 66.92/31.73  																														| (1283)  ~ (all_0_48_48 = e0)
% 66.92/31.73  																														| (875) all_0_57_57 = e0
% 66.92/31.73  																														|
% 66.92/31.73  																															| Equations (875) can reduce 81 to:
% 66.92/31.73  																															| (803)  ~ (all_0_55_55 = e0)
% 66.92/31.73  																															|
% 66.92/31.73  																															| Equations (875) can reduce 140 to:
% 66.92/31.73  																															| (828)  ~ (all_0_56_56 = e0)
% 66.92/31.73  																															|
% 66.92/31.73  																															| Equations (875) can reduce 839 to:
% 66.92/31.73  																															| (401)  ~ (e4 = e0)
% 66.92/31.73  																															|
% 66.92/31.73  																															| Simplifying 401 yields:
% 66.92/31.73  																															| (49)  ~ (e4 = e0)
% 66.92/31.73  																															|
% 66.92/31.73  																															| Equations (875) can reduce 67 to:
% 66.92/31.73  																															| (541)  ~ (e3 = e0)
% 66.92/31.73  																															|
% 66.92/31.73  																															| Simplifying 541 yields:
% 66.92/31.73  																															| (80)  ~ (e3 = e0)
% 66.92/31.73  																															|
% 66.92/31.73  																															| Equations (875) can reduce 344 to:
% 66.92/31.73  																															| (365)  ~ (e2 = e0)
% 66.92/31.73  																															|
% 66.92/31.73  																															| Simplifying 365 yields:
% 66.92/31.73  																															| (128)  ~ (e2 = e0)
% 66.92/31.73  																															|
% 66.92/31.73  																															+-Applying beta-rule and splitting (659), into two cases.
% 66.92/31.73  																															|-Branch one:
% 66.92/31.73  																															| (615) all_0_48_48 = e1
% 66.92/31.73  																															|
% 66.92/31.73  																																| Combining equations (943,615) yields a new equation:
% 66.92/31.73  																																| (636) e4 = e1
% 66.92/31.73  																																|
% 66.92/31.73  																																| Simplifying 636 yields:
% 66.92/31.73  																																| (630) e4 = e1
% 66.92/31.73  																																|
% 66.92/31.73  																																| Equations (630) can reduce 110 to:
% 66.92/31.73  																																| (266) $false
% 66.92/31.73  																																|
% 66.92/31.73  																																|-The branch is then unsatisfiable
% 66.92/31.73  																															|-Branch two:
% 66.92/31.73  																															| (619)  ~ (all_0_48_48 = e1)
% 66.92/31.73  																															| (671) all_0_49_49 = e1
% 66.92/31.73  																															|
% 66.92/31.73  																																| Equations (671) can reduce 9 to:
% 66.92/31.73  																																| (639)  ~ (all_0_44_44 = e1)
% 66.92/31.73  																																|
% 66.92/31.73  																																| Equations (671) can reduce 65 to:
% 66.92/31.73  																																| (1458)  ~ (all_0_53_53 = e1)
% 66.92/31.73  																																|
% 66.92/31.73  																																| Simplifying 1458 yields:
% 66.92/31.73  																																| (1459)  ~ (all_0_53_53 = e1)
% 66.92/31.73  																																|
% 66.92/31.73  																																| Equations (671) can reduce 525 to:
% 66.92/31.73  																																| (467)  ~ (e3 = e1)
% 66.92/31.73  																																|
% 66.92/31.73  																																| Simplifying 467 yields:
% 66.92/31.73  																																| (213)  ~ (e3 = e1)
% 66.92/31.73  																																|
% 66.92/31.73  																																| Equations (671) can reduce 340 to:
% 66.92/31.73  																																| (604)  ~ (e2 = e1)
% 66.92/31.73  																																|
% 66.92/31.73  																																| Simplifying 604 yields:
% 66.92/31.73  																																| (122)  ~ (e2 = e1)
% 66.92/31.73  																																|
% 66.92/31.73  																																+-Applying beta-rule and splitting (160), into two cases.
% 66.92/31.73  																																|-Branch one:
% 66.92/31.73  																																| (601) all_0_50_50 = e1
% 66.92/31.73  																																|
% 66.92/31.73  																																	| Equations (601) can reduce 59 to:
% 66.92/31.73  																																	| (463)  ~ (all_0_51_51 = e1)
% 66.92/31.73  																																	|
% 66.92/31.73  																																	| Simplifying 463 yields:
% 66.92/31.73  																																	| (464)  ~ (all_0_51_51 = e1)
% 66.92/31.73  																																	|
% 66.92/31.73  																																	| Equations (601) can reduce 190 to:
% 66.92/31.73  																																	| (1458)  ~ (all_0_53_53 = e1)
% 66.92/31.73  																																	|
% 66.92/31.73  																																	| Simplifying 1458 yields:
% 66.92/31.73  																																	| (1459)  ~ (all_0_53_53 = e1)
% 66.92/31.73  																																	|
% 66.92/31.73  																																	| Equations (601) can reduce 93 to:
% 66.92/31.73  																																	| (2331)  ~ (all_0_55_55 = e1)
% 66.92/31.73  																																	|
% 66.92/31.73  																																	| Simplifying 2331 yields:
% 66.92/31.73  																																	| (632)  ~ (all_0_55_55 = e1)
% 66.92/31.73  																																	|
% 66.92/31.73  																																	| Equations (601) can reduce 121 to:
% 66.92/31.73  																																	| (233)  ~ (e1 = e0)
% 66.92/31.73  																																	|
% 66.92/31.73  																																	| From (601) and (242) follows:
% 66.92/31.73  																																	| (2235) op(e1, e3) = e1
% 66.92/31.73  																																	|
% 66.92/31.73  																																	+-Applying beta-rule and splitting (131), into two cases.
% 66.92/31.73  																																	|-Branch one:
% 66.92/31.73  																																	| (459) all_0_42_42 = e1
% 66.92/31.73  																																	|
% 66.92/31.73  																																		| Equations (459) can reduce 1380 to:
% 66.92/31.73  																																		| (266) $false
% 66.92/31.73  																																		|
% 66.92/31.73  																																		|-The branch is then unsatisfiable
% 66.92/31.73  																																	|-Branch two:
% 66.92/31.73  																																	| (1380)  ~ (all_0_42_42 = e1)
% 66.92/31.73  																																	| (3259) all_0_47_47 = e1 | all_0_51_51 = e1 | all_0_56_56 = e1
% 66.92/31.73  																																	|
% 66.92/31.73  																																		+-Applying beta-rule and splitting (216), into two cases.
% 66.92/31.73  																																		|-Branch one:
% 66.92/31.73  																																		| (629) all_0_55_55 = e1
% 66.92/31.73  																																		|
% 66.92/31.73  																																			| Equations (629) can reduce 632 to:
% 66.92/31.73  																																			| (266) $false
% 66.92/31.73  																																			|
% 66.92/31.73  																																			|-The branch is then unsatisfiable
% 66.92/31.73  																																		|-Branch two:
% 66.92/31.73  																																		| (632)  ~ (all_0_55_55 = e1)
% 66.92/31.73  																																		| (633) all_0_56_56 = e1 | all_0_57_57 = e1 | all_0_58_58 = e1
% 66.92/31.73  																																		|
% 66.92/31.73  																																			+-Applying beta-rule and splitting (144), into two cases.
% 66.92/31.73  																																			|-Branch one:
% 66.92/31.73  																																			| (403) all_0_41_41 = e3
% 66.92/31.73  																																			|
% 66.92/31.73  																																				| Combining equations (403,794) yields a new equation:
% 66.92/31.73  																																				| (675) e3 = e0
% 66.92/31.73  																																				|
% 66.92/31.73  																																				| Simplifying 675 yields:
% 66.92/31.73  																																				| (676) e3 = e0
% 66.92/31.73  																																				|
% 66.92/31.73  																																				| Equations (676) can reduce 80 to:
% 66.92/31.73  																																				| (266) $false
% 66.92/31.73  																																				|
% 66.92/31.73  																																				|-The branch is then unsatisfiable
% 66.92/31.73  																																			|-Branch two:
% 66.92/31.73  																																			| (1898)  ~ (all_0_41_41 = e3)
% 66.92/31.73  																																			| (1923) all_0_46_46 = e3 | all_0_50_50 = e3 | all_0_55_55 = e3
% 66.92/31.73  																																			|
% 66.92/31.73  																																				+-Applying beta-rule and splitting (1923), into two cases.
% 66.92/31.73  																																				|-Branch one:
% 66.92/31.73  																																				| (1557) all_0_46_46 = e3
% 66.92/31.73  																																				|
% 66.92/31.73  																																					| Combining equations (1557,1794) yields a new equation:
% 66.92/31.73  																																					| (661) e3 = e2
% 66.92/31.73  																																					|
% 66.92/31.73  																																					| Simplifying 661 yields:
% 66.92/31.73  																																					| (662) e3 = e2
% 66.92/31.73  																																					|
% 66.92/31.73  																																					| Equations (662) can reduce 212 to:
% 66.92/31.73  																																					| (266) $false
% 66.92/31.73  																																					|
% 66.92/31.73  																																					|-The branch is then unsatisfiable
% 66.92/31.73  																																				|-Branch two:
% 66.92/31.73  																																				| (409)  ~ (all_0_46_46 = e3)
% 66.92/31.73  																																				| (4042) all_0_50_50 = e3 | all_0_55_55 = e3
% 66.92/31.73  																																				|
% 66.92/31.73  																																					| Equations (1794) can reduce 409 to:
% 66.92/31.73  																																					| (626)  ~ (e3 = e2)
% 66.92/31.73  																																					|
% 66.92/31.73  																																					| Simplifying 626 yields:
% 66.92/31.73  																																					| (212)  ~ (e3 = e2)
% 66.92/31.73  																																					|
% 66.92/31.73  																																					+-Applying beta-rule and splitting (633), into two cases.
% 66.92/31.73  																																					|-Branch one:
% 66.92/31.73  																																					| (1569) all_0_56_56 = e1
% 66.92/31.73  																																					|
% 66.92/31.73  																																						| Equations (1569) can reduce 16 to:
% 66.92/31.73  																																						| (464)  ~ (all_0_51_51 = e1)
% 66.92/31.73  																																						|
% 66.92/31.73  																																						| Equations (1569) can reduce 153 to:
% 66.92/31.73  																																						| (632)  ~ (all_0_55_55 = e1)
% 66.92/31.73  																																						|
% 66.92/31.73  																																						| Equations (1569) can reduce 477 to:
% 66.92/31.73  																																						| (602)  ~ (e4 = e1)
% 66.92/31.73  																																						|
% 66.92/31.73  																																						| Simplifying 602 yields:
% 66.92/31.73  																																						| (110)  ~ (e4 = e1)
% 66.92/31.73  																																						|
% 66.92/31.73  																																						| Equations (1569) can reduce 828 to:
% 66.92/31.73  																																						| (233)  ~ (e1 = e0)
% 66.92/31.73  																																						|
% 66.92/31.73  																																						| From (1569) and (111) follows:
% 66.92/31.73  																																						| (3175) op(e0, e2) = e1
% 66.92/31.73  																																						|
% 66.92/31.73  																																						+-Applying beta-rule and splitting (22), into two cases.
% 66.92/31.73  																																						|-Branch one:
% 66.92/31.73  																																						| (268) all_0_54_54 = e3
% 66.92/31.73  																																						|
% 66.92/31.73  																																							| Combining equations (265,268) yields a new equation:
% 66.92/31.73  																																							| (424) e4 = e3
% 66.92/31.73  																																							|
% 66.92/31.73  																																							| Simplifying 424 yields:
% 66.92/31.73  																																							| (425) e4 = e3
% 66.92/31.73  																																							|
% 66.92/31.73  																																							| Equations (425) can reduce 188 to:
% 66.92/31.73  																																							| (266) $false
% 66.92/31.73  																																							|
% 66.92/31.73  																																							|-The branch is then unsatisfiable
% 66.92/31.73  																																						|-Branch two:
% 66.92/31.73  																																						| (60427)  ~ (all_0_54_54 = e3)
% 66.92/31.74  																																						| (62553) all_0_55_55 = e3 | all_0_56_56 = e3 | all_0_58_58 = e3
% 66.92/31.74  																																						|
% 66.92/31.74  																																							+-Applying beta-rule and splitting (62553), into two cases.
% 66.92/31.74  																																							|-Branch one:
% 66.92/31.74  																																							| (2336) all_0_55_55 = e3
% 66.92/31.74  																																							|
% 66.92/31.74  																																								| Equations (2336) can reduce 763 to:
% 66.92/31.74  																																								| (277)  ~ (e4 = e3)
% 66.92/31.74  																																								|
% 66.92/31.74  																																								| Simplifying 277 yields:
% 66.92/31.74  																																								| (188)  ~ (e4 = e3)
% 66.92/31.74  																																								|
% 66.92/31.74  																																								| Equations (2336) can reduce 304 to:
% 66.92/31.74  																																								| (212)  ~ (e3 = e2)
% 66.92/31.74  																																								|
% 66.92/31.74  																																								| Equations (2336) can reduce 632 to:
% 66.92/31.74  																																								| (213)  ~ (e3 = e1)
% 66.92/31.74  																																								|
% 66.92/31.74  																																								| From (2336) and (74) follows:
% 66.92/31.74  																																								| (2208) op(e0, e3) = e3
% 66.92/31.74  																																								|
% 66.92/31.74  																																								+-Applying beta-rule and splitting (168), into two cases.
% 66.92/31.74  																																								|-Branch one:
% 66.92/31.74  																																								| (415) all_0_50_50 = e3
% 66.92/31.74  																																								|
% 66.92/31.74  																																									| Combining equations (601,415) yields a new equation:
% 66.92/31.74  																																									| (455) e3 = e1
% 66.92/31.74  																																									|
% 66.92/31.74  																																									| Equations (455) can reduce 213 to:
% 66.92/31.74  																																									| (266) $false
% 66.92/31.74  																																									|
% 66.92/31.74  																																									|-The branch is then unsatisfiable
% 66.92/31.74  																																								|-Branch two:
% 66.92/31.74  																																								| (411)  ~ (all_0_50_50 = e3)
% 66.92/31.74  																																								| (418) all_0_51_51 = e3 | all_0_53_53 = e3
% 66.92/31.74  																																								|
% 66.92/31.74  																																									| Equations (601) can reduce 411 to:
% 66.92/31.74  																																									| (467)  ~ (e3 = e1)
% 66.92/31.74  																																									|
% 66.92/31.74  																																									| Simplifying 467 yields:
% 66.92/31.74  																																									| (213)  ~ (e3 = e1)
% 66.92/31.74  																																									|
% 66.92/31.74  																																									+-Applying beta-rule and splitting (189), into two cases.
% 66.92/31.74  																																									|-Branch one:
% 66.92/31.74  																																									| (532) all_0_44_44 = e3
% 66.92/31.74  																																									|
% 66.92/31.74  																																										| Equations (532) can reduce 220 to:
% 66.92/31.74  																																										| (1114)  ~ (all_0_53_53 = e3)
% 66.92/31.74  																																										|
% 66.92/31.74  																																										| Simplifying 1114 yields:
% 66.92/31.74  																																										| (903)  ~ (all_0_53_53 = e3)
% 66.92/31.74  																																										|
% 66.92/31.74  																																										+-Applying beta-rule and splitting (418), into two cases.
% 66.92/31.74  																																										|-Branch one:
% 66.92/31.74  																																										| (660) all_0_51_51 = e3
% 66.92/31.74  																																										|
% 66.92/31.74  																																											| Equations (660) can reduce 61 to:
% 66.92/31.74  																																											| (405)  ~ (all_0_42_42 = e3)
% 66.92/31.74  																																											|
% 66.92/31.74  																																											| Equations (660) can reduce 6 to:
% 66.92/31.74  																																											| (1114)  ~ (all_0_53_53 = e3)
% 66.92/31.74  																																											|
% 66.92/31.74  																																											| Simplifying 1114 yields:
% 66.92/31.74  																																											| (903)  ~ (all_0_53_53 = e3)
% 66.92/31.74  																																											|
% 66.92/31.74  																																											| From (660) and (186) follows:
% 66.92/31.74  																																											| (1552) op(e1, e2) = e3
% 66.92/31.74  																																											|
% 66.92/31.74  																																											+-Applying beta-rule and splitting (231), into two cases.
% 66.92/31.74  																																											|-Branch one:
% 66.92/31.74  																																											| (775) all_0_50_50 = e4
% 66.92/31.74  																																											|
% 66.92/31.74  																																												| Combining equations (601,775) yields a new equation:
% 66.92/31.74  																																												| (630) e4 = e1
% 66.92/31.74  																																												|
% 66.92/31.74  																																												| Equations (630) can reduce 110 to:
% 66.92/31.74  																																												| (266) $false
% 66.92/31.74  																																												|
% 66.92/31.74  																																												|-The branch is then unsatisfiable
% 66.92/31.74  																																											|-Branch two:
% 66.92/31.74  																																											| (566)  ~ (all_0_50_50 = e4)
% 66.92/31.74  																																											| (1071) all_0_51_51 = e4 | all_0_52_52 = e4 | all_0_53_53 = e4
% 66.92/31.74  																																											|
% 66.92/31.74  																																												+-Applying beta-rule and splitting (64), into two cases.
% 66.92/31.74  																																												|-Branch one:
% 66.92/31.74  																																												| (437) all_0_41_41 = e4
% 66.92/31.74  																																												|
% 66.92/31.74  																																													| Combining equations (437,794) yields a new equation:
% 66.92/31.74  																																													| (481) e4 = e0
% 66.92/31.74  																																													|
% 66.92/31.74  																																													| Simplifying 481 yields:
% 66.92/31.74  																																													| (397) e4 = e0
% 66.92/31.74  																																													|
% 66.92/31.74  																																													| Equations (397) can reduce 49 to:
% 66.92/31.74  																																													| (266) $false
% 66.92/31.74  																																													|
% 66.92/31.74  																																													|-The branch is then unsatisfiable
% 66.92/31.74  																																												|-Branch two:
% 66.92/31.74  																																												| (440)  ~ (all_0_41_41 = e4)
% 66.92/31.74  																																												| (441) all_0_42_42 = e4 | all_0_43_43 = e4 | all_0_44_44 = e4
% 66.92/31.74  																																												|
% 66.92/31.74  																																													+-Applying beta-rule and splitting (152), into two cases.
% 66.92/31.74  																																													|-Branch one:
% 66.92/31.74  																																													| (1392) all_0_42_42 = e4
% 66.92/31.74  																																													|
% 66.92/31.74  																																														| Equations (1392) can reduce 405 to:
% 66.92/31.74  																																														| (188)  ~ (e4 = e3)
% 66.92/31.74  																																														|
% 66.92/31.74  																																														| Equations (1392) can reduce 51 to:
% 66.92/31.74  																																														| (48)  ~ (e4 = e2)
% 66.92/31.74  																																														|
% 66.92/31.74  																																														+-Applying beta-rule and splitting (196), into two cases.
% 66.92/31.74  																																														|-Branch one:
% 66.92/31.74  																																														| (607) all_0_53_53 = e2
% 66.92/31.74  																																														|
% 66.92/31.74  																																															| Equations (607) can reduce 509 to:
% 66.92/31.74  																																															| (266) $false
% 66.92/31.74  																																															|
% 66.92/31.74  																																															|-The branch is then unsatisfiable
% 66.92/31.74  																																														|-Branch two:
% 66.92/31.74  																																														| (509)  ~ (all_0_53_53 = e2)
% 66.92/31.74  																																														| (610) all_0_53_53 = e4 | all_0_53_53 = e3 | all_0_53_53 = e1
% 66.92/31.74  																																														|
% 66.92/31.74  																																															+-Applying beta-rule and splitting (1071), into two cases.
% 66.92/31.74  																																															|-Branch one:
% 66.92/31.74  																																															| (1101) all_0_51_51 = e4
% 66.92/31.74  																																															|
% 66.92/31.74  																																																| Combining equations (660,1101) yields a new equation:
% 66.92/31.74  																																																| (425) e4 = e3
% 66.92/31.74  																																																|
% 66.92/31.74  																																																| Equations (425) can reduce 188 to:
% 66.92/31.74  																																																| (266) $false
% 66.92/31.74  																																																|
% 66.92/31.74  																																																|-The branch is then unsatisfiable
% 66.92/31.74  																																															|-Branch two:
% 66.92/31.74  																																															| (475)  ~ (all_0_51_51 = e4)
% 66.92/31.74  																																															| (1294) all_0_52_52 = e4 | all_0_53_53 = e4
% 66.92/31.74  																																															|
% 66.92/31.74  																																																+-Applying beta-rule and splitting (610), into two cases.
% 66.92/31.74  																																																|-Branch one:
% 66.92/31.74  																																																| (1298) all_0_53_53 = e4
% 66.92/31.74  																																																|
% 66.92/31.74  																																																	| From (1298) and (84) follows:
% 66.92/31.74  																																																	| (5692) op(e1, e0) = e4
% 66.92/31.74  																																																	|
% 66.92/31.74  																																																	+-Applying beta-rule and splitting (56), into two cases.
% 66.92/31.74  																																																	|-Branch one:
% 66.92/31.74  																																																	| (696) unit = e2
% 66.92/31.74  																																																	|
% 66.92/31.74  																																																		| From (696) and (244) follows:
% 66.92/31.74  																																																		| (264) op(e2, e4) = e4
% 66.92/31.74  																																																		|
% 66.92/31.74  																																																		| From (696) and (211) follows:
% 66.92/31.74  																																																		| (1612) op(e2, e1) = e1
% 66.92/31.74  																																																		|
% 66.92/31.74  																																																		| From (696) and (227) follows:
% 66.92/31.74  																																																		| (4284) op(e4, e2) = e4
% 66.92/31.74  																																																		|
% 66.92/31.74  																																																		| From (696) and (32) follows:
% 66.92/31.74  																																																		| (698) op(e2, e2) = e2
% 66.92/31.74  																																																		|
% 66.92/31.74  																																																		| Instantiating formula (29) with e4, e2, e4, e2 and discharging atoms op(e4, e2) = e4, op(e4, e2) = e2, yields:
% 66.92/31.74  																																																		| (323) e4 = e2
% 66.92/31.74  																																																		|
% 66.92/31.74  																																																		| Instantiating formula (29) with e2, e4, e4, e3 and discharging atoms op(e2, e4) = e4, op(e2, e4) = e3, yields:
% 66.92/31.74  																																																		| (425) e4 = e3
% 66.92/31.74  																																																		|
% 66.92/31.74  																																																		| Instantiating formula (29) with e2, e2, e2, e0 and discharging atoms op(e2, e2) = e2, op(e2, e2) = e0, yields:
% 66.92/31.74  																																																		| (330) e2 = e0
% 66.92/31.74  																																																		|
% 66.92/31.74  																																																		| Instantiating formula (29) with e2, e1, e1, e4 and discharging atoms op(e2, e1) = e4, op(e2, e1) = e1, yields:
% 66.92/31.74  																																																		| (630) e4 = e1
% 66.92/31.74  																																																		|
% 66.92/31.74  																																																		| Combining equations (630,425) yields a new equation:
% 66.92/31.74  																																																		| (455) e3 = e1
% 66.92/31.74  																																																		|
% 66.92/31.74  																																																		| Combining equations (323,425) yields a new equation:
% 66.92/31.74  																																																		| (662) e3 = e2
% 66.92/31.74  																																																		|
% 66.92/31.74  																																																		| Combining equations (662,455) yields a new equation:
% 66.92/31.74  																																																		| (616) e2 = e1
% 66.92/31.74  																																																		|
% 66.92/31.74  																																																		| Simplifying 616 yields:
% 66.92/31.74  																																																		| (617) e2 = e1
% 66.92/31.74  																																																		|
% 66.92/31.74  																																																		| Combining equations (617,330) yields a new equation:
% 66.92/31.74  																																																		| (546) e1 = e0
% 66.92/31.74  																																																		|
% 66.92/31.74  																																																		| Simplifying 546 yields:
% 66.92/31.74  																																																		| (431) e1 = e0
% 66.92/31.74  																																																		|
% 66.92/31.74  																																																		| Equations (431) can reduce 233 to:
% 66.92/31.74  																																																		| (266) $false
% 66.92/31.74  																																																		|
% 66.92/31.74  																																																		|-The branch is then unsatisfiable
% 66.92/31.74  																																																	|-Branch two:
% 66.92/31.74  																																																	| (707)  ~ (unit = e2)
% 66.92/31.74  																																																	| (708) unit = e4 | unit = e3 | unit = e1 | unit = e0
% 66.92/31.74  																																																	|
% 66.92/31.74  																																																		+-Applying beta-rule and splitting (708), into two cases.
% 66.92/31.74  																																																		|-Branch one:
% 66.92/31.74  																																																		| (709) unit = e4
% 66.92/31.74  																																																		|
% 66.92/31.74  																																																			| From (709) and (24) follows:
% 66.92/31.74  																																																			| (33325) op(e4, e3) = e3
% 66.92/31.74  																																																			|
% 66.92/31.74  																																																			| From (709) and (211) follows:
% 66.92/31.74  																																																			| (22527) op(e4, e1) = e1
% 66.92/31.74  																																																			|
% 66.92/31.74  																																																			| From (709) and (32) follows:
% 66.92/31.74  																																																			| (712) op(e2, e4) = e2
% 66.92/31.74  																																																			|
% 66.92/31.74  																																																			| From (709) and (42) follows:
% 66.92/31.74  																																																			| (713) op(e0, e4) = e0
% 66.92/31.74  																																																			|
% 66.92/31.74  																																																			| Instantiating formula (29) with e4, e3, e3, e4 and discharging atoms op(e4, e3) = e4, op(e4, e3) = e3, yields:
% 66.92/31.74  																																																			| (425) e4 = e3
% 66.92/31.74  																																																			|
% 66.92/31.74  																																																			| Instantiating formula (29) with e4, e1, e1, e3 and discharging atoms op(e4, e1) = e3, op(e4, e1) = e1, yields:
% 66.92/31.74  																																																			| (455) e3 = e1
% 66.92/31.74  																																																			|
% 66.92/31.74  																																																			| Instantiating formula (29) with e2, e4, e2, e3 and discharging atoms op(e2, e4) = e3, op(e2, e4) = e2, yields:
% 66.92/31.74  																																																			| (662) e3 = e2
% 66.92/31.74  																																																			|
% 66.92/31.74  																																																			| Instantiating formula (29) with e0, e4, e0, e4 and discharging atoms op(e0, e4) = e4, op(e0, e4) = e0, yields:
% 66.92/31.74  																																																			| (397) e4 = e0
% 66.92/31.74  																																																			|
% 66.92/31.74  																																																			| Combining equations (425,397) yields a new equation:
% 66.92/31.74  																																																			| (675) e3 = e0
% 66.92/31.74  																																																			|
% 66.92/31.74  																																																			| Simplifying 675 yields:
% 66.92/31.74  																																																			| (676) e3 = e0
% 66.92/31.74  																																																			|
% 66.92/31.74  																																																			| Combining equations (676,662) yields a new equation:
% 66.92/31.74  																																																			| (330) e2 = e0
% 66.92/31.74  																																																			|
% 66.92/31.74  																																																			| Combining equations (455,662) yields a new equation:
% 66.92/31.74  																																																			| (617) e2 = e1
% 66.92/31.74  																																																			|
% 66.92/31.74  																																																			| Combining equations (617,330) yields a new equation:
% 66.92/31.74  																																																			| (546) e1 = e0
% 66.92/31.74  																																																			|
% 66.92/31.74  																																																			| Simplifying 546 yields:
% 66.92/31.74  																																																			| (431) e1 = e0
% 66.92/31.74  																																																			|
% 66.92/31.74  																																																			| Equations (431) can reduce 233 to:
% 66.92/31.74  																																																			| (266) $false
% 66.92/31.74  																																																			|
% 66.92/31.74  																																																			|-The branch is then unsatisfiable
% 66.92/31.74  																																																		|-Branch two:
% 66.92/31.74  																																																		| (724)  ~ (unit = e4)
% 66.92/31.74  																																																		| (725) unit = e3 | unit = e1 | unit = e0
% 66.92/31.74  																																																		|
% 66.92/31.74  																																																			+-Applying beta-rule and splitting (725), into two cases.
% 66.92/31.74  																																																			|-Branch one:
% 66.92/31.74  																																																			| (726) unit = e0
% 66.92/31.74  																																																			|
% 66.92/31.74  																																																				| From (726) and (15) follows:
% 66.92/31.74  																																																				| (1508) op(e0, e2) = e2
% 66.92/31.74  																																																				|
% 66.92/31.74  																																																				| From (726) and (42) follows:
% 66.92/31.74  																																																				| (728) op(e0, e0) = e0
% 66.92/31.74  																																																				|
% 66.92/31.74  																																																				| Instantiating formula (29) with e0, e2, e2, e1 and discharging atoms op(e0, e2) = e2, op(e0, e2) = e1, yields:
% 66.92/31.74  																																																				| (617) e2 = e1
% 66.92/31.74  																																																				|
% 66.92/31.74  																																																				| Instantiating formula (29) with e0, e0, e0, e2 and discharging atoms op(e0, e0) = e2, op(e0, e0) = e0, yields:
% 66.92/31.74  																																																				| (330) e2 = e0
% 66.92/31.74  																																																				|
% 66.92/31.74  																																																				| Combining equations (330,617) yields a new equation:
% 66.92/31.74  																																																				| (431) e1 = e0
% 66.92/31.74  																																																				|
% 66.92/31.74  																																																				| Equations (431) can reduce 233 to:
% 66.92/31.74  																																																				| (266) $false
% 66.92/31.74  																																																				|
% 66.92/31.74  																																																				|-The branch is then unsatisfiable
% 66.92/31.74  																																																			|-Branch two:
% 66.92/31.74  																																																			| (734)  ~ (unit = e0)
% 66.92/31.74  																																																			| (735) unit = e3 | unit = e1
% 66.92/31.74  																																																			|
% 66.92/31.74  																																																				+-Applying beta-rule and splitting (735), into two cases.
% 66.92/31.74  																																																				|-Branch one:
% 66.92/31.74  																																																				| (736) unit = e1
% 66.92/31.74  																																																				|
% 66.92/31.74  																																																					| Equations (736) can reduce 734 to:
% 66.92/31.74  																																																					| (233)  ~ (e1 = e0)
% 66.92/31.74  																																																					|
% 66.92/31.74  																																																					| From (736) and (24) follows:
% 66.92/31.74  																																																					| (1934) op(e1, e3) = e3
% 66.92/31.74  																																																					|
% 66.92/31.74  																																																					| From (736) and (15) follows:
% 66.92/31.74  																																																					| (515) op(e1, e2) = e2
% 66.92/31.74  																																																					|
% 66.92/31.74  																																																					| From (736) and (209) follows:
% 66.92/31.74  																																																					| (2715) op(e1, e0) = e0
% 66.92/31.74  																																																					|
% 66.92/31.74  																																																					| From (736) and (227) follows:
% 66.92/31.74  																																																					| (739) op(e4, e1) = e4
% 66.92/31.74  																																																					|
% 66.92/31.74  																																																					| Instantiating formula (29) with e4, e1, e4, e3 and discharging atoms op(e4, e1) = e4, op(e4, e1) = e3, yields:
% 66.92/31.74  																																																					| (425) e4 = e3
% 66.92/31.74  																																																					|
% 66.92/31.74  																																																					| Instantiating formula (29) with e1, e3, e3, e1 and discharging atoms op(e1, e3) = e3, op(e1, e3) = e1, yields:
% 66.92/31.74  																																																					| (455) e3 = e1
% 66.92/31.74  																																																					|
% 66.92/31.74  																																																					| Instantiating formula (29) with e1, e2, e2, e3 and discharging atoms op(e1, e2) = e3, op(e1, e2) = e2, yields:
% 66.92/31.74  																																																					| (662) e3 = e2
% 66.92/31.74  																																																					|
% 66.92/31.74  																																																					| Instantiating formula (29) with e1, e0, e0, e4 and discharging atoms op(e1, e0) = e4, op(e1, e0) = e0, yields:
% 66.92/31.74  																																																					| (397) e4 = e0
% 66.92/31.74  																																																					|
% 66.92/31.74  																																																					| Combining equations (425,397) yields a new equation:
% 66.92/31.74  																																																					| (675) e3 = e0
% 66.92/31.74  																																																					|
% 66.92/31.74  																																																					| Simplifying 675 yields:
% 66.92/31.74  																																																					| (676) e3 = e0
% 66.92/31.74  																																																					|
% 66.92/31.74  																																																					| Combining equations (676,662) yields a new equation:
% 66.92/31.74  																																																					| (330) e2 = e0
% 66.92/31.74  																																																					|
% 66.92/31.74  																																																					| Combining equations (455,662) yields a new equation:
% 66.92/31.74  																																																					| (617) e2 = e1
% 66.92/31.74  																																																					|
% 66.92/31.74  																																																					| Combining equations (330,617) yields a new equation:
% 66.92/31.74  																																																					| (431) e1 = e0
% 66.92/31.74  																																																					|
% 66.92/31.74  																																																					| Equations (431) can reduce 233 to:
% 66.92/31.74  																																																					| (266) $false
% 66.92/31.74  																																																					|
% 66.92/31.74  																																																					|-The branch is then unsatisfiable
% 66.92/31.74  																																																				|-Branch two:
% 66.92/31.74  																																																				| (748)  ~ (unit = e1)
% 66.92/31.74  																																																				| (749) unit = e3
% 66.92/31.74  																																																				|
% 66.92/31.74  																																																					| Equations (749) can reduce 734 to:
% 66.92/31.74  																																																					| (80)  ~ (e3 = e0)
% 66.92/31.74  																																																					|
% 66.92/31.74  																																																					| From (749) and (42) follows:
% 66.92/31.74  																																																					| (752) op(e0, e3) = e0
% 66.92/31.74  																																																					|
% 66.92/31.74  																																																					| Instantiating formula (29) with e0, e3, e0, e3 and discharging atoms op(e0, e3) = e3, op(e0, e3) = e0, yields:
% 66.92/31.74  																																																					| (676) e3 = e0
% 66.92/31.74  																																																					|
% 66.92/31.74  																																																					| Equations (676) can reduce 80 to:
% 66.92/31.74  																																																					| (266) $false
% 66.92/31.74  																																																					|
% 66.92/31.74  																																																					|-The branch is then unsatisfiable
% 66.92/31.74  																																																|-Branch two:
% 66.92/31.74  																																																| (1453)  ~ (all_0_53_53 = e4)
% 66.92/31.74  																																																| (1694) all_0_53_53 = e3 | all_0_53_53 = e1
% 66.92/31.74  																																																|
% 66.92/31.74  																																																	+-Applying beta-rule and splitting (1294), into two cases.
% 66.92/31.74  																																																	|-Branch one:
% 66.92/31.74  																																																	| (565) all_0_52_52 = e4
% 66.92/31.74  																																																	|
% 66.92/31.74  																																																		| Combining equations (352,565) yields a new equation:
% 66.92/31.74  																																																		| (323) e4 = e2
% 66.92/31.74  																																																		|
% 66.92/31.74  																																																		| Equations (323) can reduce 48 to:
% 66.92/31.74  																																																		| (266) $false
% 66.92/31.74  																																																		|
% 66.92/31.74  																																																		|-The branch is then unsatisfiable
% 66.92/31.74  																																																	|-Branch two:
% 66.92/31.74  																																																	| (780)  ~ (all_0_52_52 = e4)
% 66.92/31.74  																																																	| (1298) all_0_53_53 = e4
% 66.92/31.74  																																																	|
% 66.92/31.74  																																																		| Equations (1298) can reduce 1453 to:
% 66.92/31.74  																																																		| (266) $false
% 66.92/31.74  																																																		|
% 66.92/31.74  																																																		|-The branch is then unsatisfiable
% 66.92/31.74  																																													|-Branch two:
% 66.92/31.74  																																													| (1890)  ~ (all_0_42_42 = e4)
% 66.92/31.74  																																													| (1969) all_0_42_42 = e3 | all_0_42_42 = e1 | all_0_42_42 = e0
% 66.92/31.74  																																													|
% 66.92/31.74  																																														+-Applying beta-rule and splitting (196), into two cases.
% 66.92/31.74  																																														|-Branch one:
% 66.92/31.74  																																														| (607) all_0_53_53 = e2
% 66.92/31.75  																																														|
% 66.92/31.75  																																															| Equations (607) can reduce 509 to:
% 66.92/31.75  																																															| (266) $false
% 66.92/31.75  																																															|
% 66.92/31.75  																																															|-The branch is then unsatisfiable
% 66.92/31.75  																																														|-Branch two:
% 66.92/31.75  																																														| (509)  ~ (all_0_53_53 = e2)
% 66.92/31.75  																																														| (610) all_0_53_53 = e4 | all_0_53_53 = e3 | all_0_53_53 = e1
% 66.92/31.75  																																														|
% 66.92/31.75  																																															+-Applying beta-rule and splitting (610), into two cases.
% 66.92/31.75  																																															|-Branch one:
% 66.92/31.75  																																															| (1298) all_0_53_53 = e4
% 66.92/31.75  																																															|
% 66.92/31.75  																																																| Equations (1298) can reduce 903 to:
% 66.92/31.75  																																																| (188)  ~ (e4 = e3)
% 66.92/31.75  																																																|
% 66.92/31.75  																																																| Equations (1298) can reduce 1459 to:
% 66.92/31.75  																																																| (110)  ~ (e4 = e1)
% 66.92/31.75  																																																|
% 66.92/31.75  																																																+-Applying beta-rule and splitting (441), into two cases.
% 66.92/31.75  																																																|-Branch one:
% 66.92/31.75  																																																| (1392) all_0_42_42 = e4
% 66.92/31.75  																																																|
% 66.92/31.75  																																																	| Equations (1392) can reduce 1890 to:
% 66.92/31.75  																																																	| (266) $false
% 66.92/31.75  																																																	|
% 66.92/31.75  																																																	|-The branch is then unsatisfiable
% 66.92/31.75  																																																|-Branch two:
% 66.92/31.75  																																																| (1890)  ~ (all_0_42_42 = e4)
% 66.92/31.75  																																																| (1891) all_0_43_43 = e4 | all_0_44_44 = e4
% 66.92/31.75  																																																|
% 66.92/31.75  																																																	+-Applying beta-rule and splitting (1891), into two cases.
% 66.92/31.75  																																																	|-Branch one:
% 66.92/31.75  																																																	| (396) all_0_43_43 = e4
% 66.92/31.75  																																																	|
% 66.92/31.75  																																																		| Combining equations (396,430) yields a new equation:
% 66.92/31.75  																																																		| (636) e4 = e1
% 66.92/31.75  																																																		|
% 66.92/31.75  																																																		| Simplifying 636 yields:
% 66.92/31.75  																																																		| (630) e4 = e1
% 66.92/31.75  																																																		|
% 66.92/31.75  																																																		| Equations (630) can reduce 110 to:
% 66.92/31.75  																																																		| (266) $false
% 66.92/31.75  																																																		|
% 66.92/31.75  																																																		|-The branch is then unsatisfiable
% 66.92/31.75  																																																	|-Branch two:
% 66.92/31.75  																																																	| (399)  ~ (all_0_43_43 = e4)
% 66.92/31.75  																																																	| (446) all_0_44_44 = e4
% 66.92/31.75  																																																	|
% 66.92/31.75  																																																		| Combining equations (446,532) yields a new equation:
% 66.92/31.75  																																																		| (424) e4 = e3
% 66.92/31.75  																																																		|
% 66.92/31.75  																																																		| Simplifying 424 yields:
% 66.92/31.75  																																																		| (425) e4 = e3
% 66.92/31.75  																																																		|
% 66.92/31.75  																																																		| Equations (425) can reduce 188 to:
% 66.92/31.75  																																																		| (266) $false
% 66.92/31.75  																																																		|
% 66.92/31.75  																																																		|-The branch is then unsatisfiable
% 66.92/31.75  																																															|-Branch two:
% 66.92/31.75  																																															| (1453)  ~ (all_0_53_53 = e4)
% 66.92/31.75  																																															| (1694) all_0_53_53 = e3 | all_0_53_53 = e1
% 66.92/31.75  																																															|
% 66.92/31.75  																																																+-Applying beta-rule and splitting (164), into two cases.
% 66.92/31.75  																																																|-Branch one:
% 66.92/31.75  																																																| (471) all_0_39_39 = e4
% 66.92/31.75  																																																|
% 66.92/31.75  																																																	| Combining equations (471,317) yields a new equation:
% 66.92/31.75  																																																	| (322) e4 = e2
% 66.92/31.75  																																																	|
% 66.92/31.75  																																																	| Simplifying 322 yields:
% 66.92/31.75  																																																	| (323) e4 = e2
% 66.92/31.75  																																																	|
% 66.92/31.75  																																																	| Equations (323) can reduce 48 to:
% 66.92/31.75  																																																	| (266) $false
% 66.92/31.75  																																																	|
% 66.92/31.75  																																																	|-The branch is then unsatisfiable
% 66.92/31.75  																																																|-Branch two:
% 66.92/31.75  																																																| (1377)  ~ (all_0_39_39 = e4)
% 66.92/31.75  																																																| (2115) all_0_42_42 = e4 | all_0_47_47 = e4 | all_0_51_51 = e4 | all_0_56_56 = e4
% 66.92/31.75  																																																|
% 66.92/31.75  																																																	| Equations (317) can reduce 1377 to:
% 66.92/31.75  																																																	| (327)  ~ (e4 = e2)
% 66.92/31.75  																																																	|
% 66.92/31.75  																																																	| Simplifying 327 yields:
% 66.92/31.75  																																																	| (48)  ~ (e4 = e2)
% 66.92/31.75  																																																	|
% 66.92/31.75  																																																	+-Applying beta-rule and splitting (1071), into two cases.
% 66.92/31.75  																																																	|-Branch one:
% 66.92/31.75  																																																	| (1101) all_0_51_51 = e4
% 66.92/31.75  																																																	|
% 66.92/31.75  																																																		| Combining equations (660,1101) yields a new equation:
% 66.92/31.75  																																																		| (425) e4 = e3
% 66.92/31.75  																																																		|
% 66.92/31.75  																																																		| Equations (425) can reduce 188 to:
% 66.92/31.75  																																																		| (266) $false
% 66.92/31.75  																																																		|
% 66.92/31.75  																																																		|-The branch is then unsatisfiable
% 66.92/31.75  																																																	|-Branch two:
% 66.92/31.75  																																																	| (475)  ~ (all_0_51_51 = e4)
% 66.92/31.75  																																																	| (1294) all_0_52_52 = e4 | all_0_53_53 = e4
% 66.92/31.75  																																																	|
% 66.92/31.75  																																																		+-Applying beta-rule and splitting (1294), into two cases.
% 66.92/31.75  																																																		|-Branch one:
% 66.92/31.75  																																																		| (565) all_0_52_52 = e4
% 66.92/31.75  																																																		|
% 66.92/31.75  																																																			| Combining equations (565,352) yields a new equation:
% 66.92/31.75  																																																			| (322) e4 = e2
% 66.92/31.75  																																																			|
% 66.92/31.75  																																																			| Simplifying 322 yields:
% 66.92/31.75  																																																			| (323) e4 = e2
% 66.92/31.75  																																																			|
% 66.92/31.75  																																																			| Equations (323) can reduce 48 to:
% 66.92/31.75  																																																			| (266) $false
% 66.92/31.75  																																																			|
% 66.92/31.75  																																																			|-The branch is then unsatisfiable
% 66.92/31.75  																																																		|-Branch two:
% 66.92/31.75  																																																		| (780)  ~ (all_0_52_52 = e4)
% 66.92/31.75  																																																		| (1298) all_0_53_53 = e4
% 66.92/31.75  																																																		|
% 66.92/31.75  																																																			| Equations (1298) can reduce 1453 to:
% 66.92/31.75  																																																			| (266) $false
% 66.92/31.75  																																																			|
% 66.92/31.75  																																																			|-The branch is then unsatisfiable
% 66.92/31.75  																																										|-Branch two:
% 66.92/31.75  																																										| (664)  ~ (all_0_51_51 = e3)
% 66.92/31.75  																																										| (665) all_0_53_53 = e3
% 66.92/31.75  																																										|
% 66.92/31.75  																																											| Equations (665) can reduce 903 to:
% 66.92/31.75  																																											| (266) $false
% 66.92/31.75  																																											|
% 66.92/31.75  																																											|-The branch is then unsatisfiable
% 66.92/31.75  																																									|-Branch two:
% 66.92/31.75  																																									| (407)  ~ (all_0_44_44 = e3)
% 66.92/31.75  																																									| (537) all_0_49_49 = e3 | all_0_53_53 = e3 | all_0_58_58 = e3
% 66.92/31.75  																																									|
% 66.92/31.75  																																										+-Applying beta-rule and splitting (26), into two cases.
% 66.92/31.75  																																										|-Branch one:
% 66.92/31.75  																																										| (446) all_0_44_44 = e4
% 66.92/31.75  																																										|
% 66.92/31.75  																																											| Equations (446) can reduce 220 to:
% 66.92/31.75  																																											| (1452)  ~ (all_0_53_53 = e4)
% 66.92/31.75  																																											|
% 66.92/31.75  																																											| Simplifying 1452 yields:
% 66.92/31.75  																																											| (1453)  ~ (all_0_53_53 = e4)
% 66.92/31.75  																																											|
% 66.92/31.75  																																											| Equations (446) can reduce 407 to:
% 66.92/31.75  																																											| (188)  ~ (e4 = e3)
% 66.92/31.75  																																											|
% 66.92/31.75  																																											| Equations (446) can reduce 147 to:
% 66.92/31.75  																																											| (48)  ~ (e4 = e2)
% 66.92/31.75  																																											|
% 66.92/31.75  																																											| Equations (446) can reduce 639 to:
% 66.92/31.75  																																											| (110)  ~ (e4 = e1)
% 66.92/31.75  																																											|
% 66.92/31.75  																																											+-Applying beta-rule and splitting (231), into two cases.
% 66.92/31.75  																																											|-Branch one:
% 66.92/31.75  																																											| (775) all_0_50_50 = e4
% 66.92/31.75  																																											|
% 66.92/31.75  																																												| Combining equations (601,775) yields a new equation:
% 66.92/31.75  																																												| (630) e4 = e1
% 66.92/31.75  																																												|
% 66.92/31.75  																																												| Equations (630) can reduce 110 to:
% 66.92/31.75  																																												| (266) $false
% 66.92/31.75  																																												|
% 66.92/31.75  																																												|-The branch is then unsatisfiable
% 66.92/31.75  																																											|-Branch two:
% 66.92/31.75  																																											| (566)  ~ (all_0_50_50 = e4)
% 66.92/31.75  																																											| (1071) all_0_51_51 = e4 | all_0_52_52 = e4 | all_0_53_53 = e4
% 66.92/31.75  																																											|
% 66.92/31.75  																																												+-Applying beta-rule and splitting (1071), into two cases.
% 66.92/31.75  																																												|-Branch one:
% 66.92/31.75  																																												| (1101) all_0_51_51 = e4
% 66.92/31.75  																																												|
% 66.92/31.75  																																													| From (1101) and (186) follows:
% 66.92/31.75  																																													| (13720) op(e1, e2) = e4
% 66.92/31.75  																																													|
% 66.92/31.75  																																													+-Applying beta-rule and splitting (1899), into two cases.
% 66.92/31.75  																																													|-Branch one:
% 66.92/31.75  																																													| (516) all_0_42_42 = e3
% 66.92/31.75  																																													|
% 66.92/31.75  																																														| From (516) and (210) follows:
% 66.92/31.75  																																														| (4285) op(e3, e2) = e3
% 66.92/31.75  																																														|
% 66.92/31.75  																																														+-Applying beta-rule and splitting (56), into two cases.
% 66.92/31.75  																																														|-Branch one:
% 66.92/31.75  																																														| (696) unit = e2
% 66.92/31.75  																																														|
% 66.92/31.75  																																															| From (696) and (244) follows:
% 66.92/31.75  																																															| (264) op(e2, e4) = e4
% 66.92/31.75  																																															|
% 66.92/31.75  																																															| From (696) and (227) follows:
% 66.92/31.75  																																															| (4284) op(e4, e2) = e4
% 66.92/31.75  																																															|
% 66.92/31.75  																																															| From (696) and (32) follows:
% 66.92/31.75  																																															| (698) op(e2, e2) = e2
% 66.92/31.75  																																															|
% 66.92/31.75  																																															| From (696) and (28) follows:
% 66.92/31.75  																																															| (699) op(e1, e2) = e1
% 66.92/31.75  																																															|
% 66.92/31.75  																																															| Instantiating formula (29) with e4, e2, e4, e2 and discharging atoms op(e4, e2) = e4, op(e4, e2) = e2, yields:
% 66.92/31.75  																																															| (323) e4 = e2
% 66.92/31.75  																																															|
% 66.92/31.75  																																															| Instantiating formula (29) with e2, e4, e4, e3 and discharging atoms op(e2, e4) = e4, op(e2, e4) = e3, yields:
% 66.92/31.75  																																															| (425) e4 = e3
% 66.92/31.75  																																															|
% 66.92/31.75  																																															| Instantiating formula (29) with e2, e2, e2, e0 and discharging atoms op(e2, e2) = e2, op(e2, e2) = e0, yields:
% 66.92/31.75  																																															| (330) e2 = e0
% 66.92/31.75  																																															|
% 66.92/31.75  																																															| Instantiating formula (29) with e1, e2, e1, e4 and discharging atoms op(e1, e2) = e4, op(e1, e2) = e1, yields:
% 66.92/31.75  																																															| (630) e4 = e1
% 66.92/31.75  																																															|
% 66.92/31.75  																																															| Combining equations (323,425) yields a new equation:
% 66.92/31.75  																																															| (662) e3 = e2
% 66.92/31.75  																																															|
% 66.92/31.75  																																															| Combining equations (630,425) yields a new equation:
% 66.92/31.75  																																															| (455) e3 = e1
% 66.92/31.75  																																															|
% 66.92/31.75  																																															| Combining equations (455,662) yields a new equation:
% 66.92/31.75  																																															| (617) e2 = e1
% 66.92/31.75  																																															|
% 66.92/31.75  																																															| Combining equations (617,330) yields a new equation:
% 66.92/31.75  																																															| (546) e1 = e0
% 66.92/31.75  																																															|
% 66.92/31.75  																																															| Simplifying 546 yields:
% 66.92/31.75  																																															| (431) e1 = e0
% 66.92/31.75  																																															|
% 66.92/31.75  																																															| Equations (431) can reduce 233 to:
% 66.92/31.75  																																															| (266) $false
% 66.92/31.75  																																															|
% 66.92/31.75  																																															|-The branch is then unsatisfiable
% 66.92/31.75  																																														|-Branch two:
% 66.92/31.75  																																														| (707)  ~ (unit = e2)
% 66.92/31.75  																																														| (708) unit = e4 | unit = e3 | unit = e1 | unit = e0
% 66.92/31.75  																																														|
% 66.92/31.75  																																															+-Applying beta-rule and splitting (708), into two cases.
% 66.92/31.75  																																															|-Branch one:
% 66.92/31.75  																																															| (709) unit = e4
% 66.92/31.75  																																															|
% 66.92/31.75  																																																| From (709) and (24) follows:
% 66.92/31.75  																																																| (33325) op(e4, e3) = e3
% 66.92/31.75  																																																|
% 66.92/31.75  																																																| From (709) and (211) follows:
% 66.97/31.75  																																																| (22527) op(e4, e1) = e1
% 66.97/31.75  																																																|
% 66.97/31.75  																																																| From (709) and (32) follows:
% 66.97/31.75  																																																| (712) op(e2, e4) = e2
% 66.97/31.75  																																																|
% 66.97/31.75  																																																| From (709) and (42) follows:
% 66.97/31.75  																																																| (713) op(e0, e4) = e0
% 66.97/31.75  																																																|
% 66.97/31.75  																																																| Instantiating formula (29) with e4, e3, e3, e4 and discharging atoms op(e4, e3) = e4, op(e4, e3) = e3, yields:
% 66.97/31.75  																																																| (425) e4 = e3
% 66.97/31.75  																																																|
% 66.97/31.75  																																																| Instantiating formula (29) with e4, e1, e1, e3 and discharging atoms op(e4, e1) = e3, op(e4, e1) = e1, yields:
% 66.97/31.75  																																																| (455) e3 = e1
% 66.97/31.75  																																																|
% 66.97/31.75  																																																| Instantiating formula (29) with e2, e4, e2, e3 and discharging atoms op(e2, e4) = e3, op(e2, e4) = e2, yields:
% 66.97/31.75  																																																| (662) e3 = e2
% 66.97/31.75  																																																|
% 66.97/31.75  																																																| Instantiating formula (29) with e0, e4, e0, e4 and discharging atoms op(e0, e4) = e4, op(e0, e4) = e0, yields:
% 66.97/31.75  																																																| (397) e4 = e0
% 66.97/31.75  																																																|
% 66.97/31.75  																																																| Combining equations (425,397) yields a new equation:
% 66.97/31.75  																																																| (675) e3 = e0
% 66.97/31.75  																																																|
% 66.97/31.75  																																																| Simplifying 675 yields:
% 66.97/31.75  																																																| (676) e3 = e0
% 66.97/31.75  																																																|
% 66.97/31.75  																																																| Combining equations (676,662) yields a new equation:
% 66.97/31.75  																																																| (330) e2 = e0
% 66.97/31.75  																																																|
% 66.97/31.75  																																																| Combining equations (455,662) yields a new equation:
% 66.97/31.75  																																																| (617) e2 = e1
% 66.97/31.75  																																																|
% 66.97/31.75  																																																| Combining equations (617,330) yields a new equation:
% 66.97/31.75  																																																| (546) e1 = e0
% 66.97/31.75  																																																|
% 66.97/31.75  																																																| Simplifying 546 yields:
% 66.97/31.75  																																																| (431) e1 = e0
% 66.97/31.75  																																																|
% 66.97/31.75  																																																| Equations (431) can reduce 233 to:
% 66.97/31.75  																																																| (266) $false
% 66.97/31.75  																																																|
% 66.97/31.75  																																																|-The branch is then unsatisfiable
% 66.97/31.75  																																															|-Branch two:
% 66.97/31.75  																																															| (724)  ~ (unit = e4)
% 66.97/31.75  																																															| (725) unit = e3 | unit = e1 | unit = e0
% 66.97/31.75  																																															|
% 66.97/31.75  																																																+-Applying beta-rule and splitting (725), into two cases.
% 66.97/31.75  																																																|-Branch one:
% 66.97/31.75  																																																| (726) unit = e0
% 66.97/31.75  																																																|
% 66.97/31.75  																																																	| From (726) and (15) follows:
% 66.97/31.75  																																																	| (1508) op(e0, e2) = e2
% 66.97/31.75  																																																	|
% 66.97/31.75  																																																	| From (726) and (42) follows:
% 66.97/31.75  																																																	| (728) op(e0, e0) = e0
% 66.97/31.75  																																																	|
% 66.97/31.75  																																																	| Instantiating formula (29) with e0, e2, e2, e1 and discharging atoms op(e0, e2) = e2, op(e0, e2) = e1, yields:
% 66.97/31.75  																																																	| (617) e2 = e1
% 66.97/31.75  																																																	|
% 66.97/31.75  																																																	| Instantiating formula (29) with e0, e0, e0, e2 and discharging atoms op(e0, e0) = e2, op(e0, e0) = e0, yields:
% 66.97/31.75  																																																	| (330) e2 = e0
% 66.97/31.75  																																																	|
% 66.97/31.75  																																																	| Combining equations (617,330) yields a new equation:
% 66.97/31.75  																																																	| (546) e1 = e0
% 66.97/31.75  																																																	|
% 66.97/31.75  																																																	| Simplifying 546 yields:
% 66.97/31.75  																																																	| (431) e1 = e0
% 66.97/31.75  																																																	|
% 66.97/31.75  																																																	| Equations (431) can reduce 233 to:
% 66.97/31.75  																																																	| (266) $false
% 66.97/31.75  																																																	|
% 66.97/31.75  																																																	|-The branch is then unsatisfiable
% 66.97/31.75  																																																|-Branch two:
% 66.97/31.75  																																																| (734)  ~ (unit = e0)
% 66.97/31.75  																																																| (735) unit = e3 | unit = e1
% 66.97/31.75  																																																|
% 66.97/31.75  																																																	+-Applying beta-rule and splitting (735), into two cases.
% 66.97/31.75  																																																	|-Branch one:
% 66.97/31.75  																																																	| (736) unit = e1
% 66.97/31.75  																																																	|
% 66.97/31.75  																																																		| Equations (736) can reduce 734 to:
% 66.97/31.75  																																																		| (233)  ~ (e1 = e0)
% 66.97/31.75  																																																		|
% 66.97/31.75  																																																		| From (736) and (244) follows:
% 66.97/31.75  																																																		| (738) op(e1, e4) = e4
% 66.97/31.75  																																																		|
% 66.97/31.75  																																																		| From (736) and (15) follows:
% 66.97/31.75  																																																		| (515) op(e1, e2) = e2
% 66.97/31.75  																																																		|
% 66.97/31.75  																																																		| From (736) and (28) follows:
% 66.97/31.75  																																																		| (740) op(e1, e1) = e1
% 66.97/31.75  																																																		|
% 66.97/31.75  																																																		| Instantiating formula (29) with e1, e4, e4, e0 and discharging atoms op(e1, e4) = e4, op(e1, e4) = e0, yields:
% 66.97/31.75  																																																		| (397) e4 = e0
% 66.97/31.75  																																																		|
% 66.97/31.75  																																																		| Instantiating formula (29) with e1, e2, e2, e4 and discharging atoms op(e1, e2) = e4, op(e1, e2) = e2, yields:
% 66.97/31.75  																																																		| (323) e4 = e2
% 66.97/31.75  																																																		|
% 66.97/31.75  																																																		| Instantiating formula (29) with e1, e1, e1, e2 and discharging atoms op(e1, e1) = e2, op(e1, e1) = e1, yields:
% 66.97/31.75  																																																		| (617) e2 = e1
% 66.97/31.75  																																																		|
% 66.97/31.75  																																																		| Combining equations (323,397) yields a new equation:
% 66.97/31.75  																																																		| (391) e2 = e0
% 66.97/31.75  																																																		|
% 66.97/31.75  																																																		| Simplifying 391 yields:
% 66.97/31.75  																																																		| (330) e2 = e0
% 66.97/31.75  																																																		|
% 66.97/31.75  																																																		| Combining equations (330,617) yields a new equation:
% 66.97/31.75  																																																		| (431) e1 = e0
% 66.97/31.75  																																																		|
% 66.97/31.75  																																																		| Equations (431) can reduce 233 to:
% 66.97/31.75  																																																		| (266) $false
% 66.97/31.75  																																																		|
% 66.97/31.75  																																																		|-The branch is then unsatisfiable
% 66.97/31.75  																																																	|-Branch two:
% 66.97/31.75  																																																	| (748)  ~ (unit = e1)
% 66.97/31.75  																																																	| (749) unit = e3
% 66.97/31.75  																																																	|
% 66.97/31.75  																																																		| From (749) and (15) follows:
% 66.97/31.75  																																																		| (751) op(e3, e2) = e2
% 66.97/31.75  																																																		|
% 66.97/31.75  																																																		| From (749) and (42) follows:
% 66.97/31.75  																																																		| (752) op(e0, e3) = e0
% 66.97/31.75  																																																		|
% 66.97/31.75  																																																		| Instantiating formula (29) with e3, e2, e2, e3 and discharging atoms op(e3, e2) = e3, op(e3, e2) = e2, yields:
% 66.97/31.75  																																																		| (662) e3 = e2
% 66.97/31.75  																																																		|
% 66.97/31.75  																																																		| Instantiating formula (29) with e0, e3, e0, e3 and discharging atoms op(e0, e3) = e3, op(e0, e3) = e0, yields:
% 66.97/31.75  																																																		| (676) e3 = e0
% 66.97/31.75  																																																		|
% 66.97/31.75  																																																		| Combining equations (676,662) yields a new equation:
% 66.97/31.75  																																																		| (330) e2 = e0
% 66.97/31.75  																																																		|
% 66.97/31.75  																																																		| Equations (330) can reduce 128 to:
% 66.97/31.75  																																																		| (266) $false
% 66.97/31.75  																																																		|
% 66.97/31.75  																																																		|-The branch is then unsatisfiable
% 66.97/31.75  																																													|-Branch two:
% 66.97/31.75  																																													| (405)  ~ (all_0_42_42 = e3)
% 66.97/31.75  																																													| (532) all_0_44_44 = e3
% 66.97/31.75  																																													|
% 66.97/31.75  																																														| Combining equations (532,446) yields a new equation:
% 66.97/31.75  																																														| (425) e4 = e3
% 66.97/31.75  																																														|
% 66.97/31.75  																																														| Equations (425) can reduce 188 to:
% 66.97/31.75  																																														| (266) $false
% 66.97/31.75  																																														|
% 66.97/31.75  																																														|-The branch is then unsatisfiable
% 66.97/31.75  																																												|-Branch two:
% 66.97/31.75  																																												| (475)  ~ (all_0_51_51 = e4)
% 66.97/31.75  																																												| (1294) all_0_52_52 = e4 | all_0_53_53 = e4
% 66.97/31.75  																																												|
% 66.97/31.75  																																													+-Applying beta-rule and splitting (196), into two cases.
% 66.97/31.75  																																													|-Branch one:
% 66.97/31.75  																																													| (607) all_0_53_53 = e2
% 66.97/31.75  																																													|
% 66.97/31.75  																																														| Equations (607) can reduce 509 to:
% 66.97/31.75  																																														| (266) $false
% 66.97/31.75  																																														|
% 66.97/31.75  																																														|-The branch is then unsatisfiable
% 66.97/31.75  																																													|-Branch two:
% 66.97/31.75  																																													| (509)  ~ (all_0_53_53 = e2)
% 66.97/31.75  																																													| (610) all_0_53_53 = e4 | all_0_53_53 = e3 | all_0_53_53 = e1
% 66.97/31.75  																																													|
% 66.97/31.75  																																														+-Applying beta-rule and splitting (610), into two cases.
% 66.97/31.75  																																														|-Branch one:
% 66.97/31.75  																																														| (1298) all_0_53_53 = e4
% 66.97/31.75  																																														|
% 66.97/31.75  																																															| Equations (1298) can reduce 1453 to:
% 66.97/31.75  																																															| (266) $false
% 66.97/31.75  																																															|
% 66.97/31.75  																																															|-The branch is then unsatisfiable
% 66.97/31.75  																																														|-Branch two:
% 66.97/31.75  																																														| (1453)  ~ (all_0_53_53 = e4)
% 66.97/31.75  																																														| (1694) all_0_53_53 = e3 | all_0_53_53 = e1
% 66.97/31.75  																																														|
% 66.97/31.75  																																															+-Applying beta-rule and splitting (1694), into two cases.
% 66.97/31.75  																																															|-Branch one:
% 66.97/31.75  																																															| (1208) all_0_53_53 = e1
% 66.97/31.75  																																															|
% 66.97/31.75  																																																| Equations (1208) can reduce 1459 to:
% 66.97/31.75  																																																| (266) $false
% 66.97/31.75  																																																|
% 66.97/31.75  																																																|-The branch is then unsatisfiable
% 66.97/31.75  																																															|-Branch two:
% 66.97/31.75  																																															| (1459)  ~ (all_0_53_53 = e1)
% 66.97/31.75  																																															| (665) all_0_53_53 = e3
% 66.97/31.75  																																															|
% 66.97/31.75  																																																| Equations (665) can reduce 1453 to:
% 66.97/31.75  																																																| (277)  ~ (e4 = e3)
% 66.97/31.75  																																																|
% 66.97/31.75  																																																| Simplifying 277 yields:
% 66.97/31.75  																																																| (188)  ~ (e4 = e3)
% 66.97/31.75  																																																|
% 66.97/31.75  																																																+-Applying beta-rule and splitting (164), into two cases.
% 66.97/31.75  																																																|-Branch one:
% 66.97/31.75  																																																| (471) all_0_39_39 = e4
% 66.97/31.75  																																																|
% 66.97/31.75  																																																	| Combining equations (471,317) yields a new equation:
% 66.97/31.75  																																																	| (322) e4 = e2
% 66.97/31.75  																																																	|
% 66.97/31.75  																																																	| Simplifying 322 yields:
% 66.97/31.75  																																																	| (323) e4 = e2
% 66.97/31.75  																																																	|
% 66.97/31.75  																																																	| Equations (323) can reduce 48 to:
% 66.97/31.75  																																																	| (266) $false
% 66.97/31.75  																																																	|
% 66.97/31.75  																																																	|-The branch is then unsatisfiable
% 66.97/31.75  																																																|-Branch two:
% 66.97/31.75  																																																| (1377)  ~ (all_0_39_39 = e4)
% 66.97/31.75  																																																| (2115) all_0_42_42 = e4 | all_0_47_47 = e4 | all_0_51_51 = e4 | all_0_56_56 = e4
% 66.97/31.75  																																																|
% 66.97/31.75  																																																	| Equations (317) can reduce 1377 to:
% 66.97/31.75  																																																	| (327)  ~ (e4 = e2)
% 66.97/31.75  																																																	|
% 66.97/31.75  																																																	| Simplifying 327 yields:
% 66.97/31.75  																																																	| (48)  ~ (e4 = e2)
% 66.97/31.75  																																																	|
% 66.97/31.75  																																																	+-Applying beta-rule and splitting (1294), into two cases.
% 66.97/31.75  																																																	|-Branch one:
% 66.97/31.75  																																																	| (565) all_0_52_52 = e4
% 66.97/31.75  																																																	|
% 66.97/31.75  																																																		| Combining equations (352,565) yields a new equation:
% 66.97/31.75  																																																		| (323) e4 = e2
% 66.97/31.75  																																																		|
% 66.97/31.75  																																																		| Equations (323) can reduce 48 to:
% 66.97/31.75  																																																		| (266) $false
% 66.97/31.75  																																																		|
% 66.97/31.75  																																																		|-The branch is then unsatisfiable
% 66.97/31.75  																																																	|-Branch two:
% 66.97/31.75  																																																	| (780)  ~ (all_0_52_52 = e4)
% 66.97/31.75  																																																	| (1298) all_0_53_53 = e4
% 66.97/31.75  																																																	|
% 66.97/31.76  																																																		| Combining equations (1298,665) yields a new equation:
% 66.97/31.76  																																																		| (424) e4 = e3
% 66.97/31.76  																																																		|
% 66.97/31.76  																																																		| Simplifying 424 yields:
% 66.97/31.76  																																																		| (425) e4 = e3
% 66.97/31.76  																																																		|
% 66.97/31.76  																																																		| Equations (425) can reduce 188 to:
% 66.97/31.76  																																																		| (266) $false
% 66.97/31.76  																																																		|
% 66.97/31.76  																																																		|-The branch is then unsatisfiable
% 66.97/31.76  																																										|-Branch two:
% 66.97/31.76  																																										| (1390)  ~ (all_0_44_44 = e4)
% 66.97/31.76  																																										| (1391) all_0_44_44 = e3 | all_0_44_44 = e1 | all_0_44_44 = e0
% 66.97/31.76  																																										|
% 66.97/31.76  																																											+-Applying beta-rule and splitting (537), into two cases.
% 66.97/31.76  																																											|-Branch one:
% 66.97/31.76  																																											| (884) all_0_49_49 = e3
% 66.97/31.76  																																											|
% 66.97/31.76  																																												| Combining equations (671,884) yields a new equation:
% 66.97/31.76  																																												| (455) e3 = e1
% 66.97/31.76  																																												|
% 66.97/31.76  																																												| Equations (455) can reduce 213 to:
% 66.97/31.76  																																												| (266) $false
% 66.97/31.76  																																												|
% 66.97/31.76  																																												|-The branch is then unsatisfiable
% 66.97/31.76  																																											|-Branch two:
% 66.97/31.76  																																											| (525)  ~ (all_0_49_49 = e3)
% 66.97/31.76  																																											| (887) all_0_53_53 = e3 | all_0_58_58 = e3
% 66.97/31.76  																																											|
% 66.97/31.76  																																												+-Applying beta-rule and splitting (64), into two cases.
% 66.97/31.76  																																												|-Branch one:
% 66.97/31.76  																																												| (437) all_0_41_41 = e4
% 66.97/31.76  																																												|
% 66.97/31.76  																																													| Combining equations (794,437) yields a new equation:
% 66.97/31.76  																																													| (397) e4 = e0
% 66.97/31.76  																																													|
% 66.97/31.76  																																													| Equations (397) can reduce 49 to:
% 66.97/31.76  																																													| (266) $false
% 66.97/31.76  																																													|
% 66.97/31.76  																																													|-The branch is then unsatisfiable
% 66.97/31.76  																																												|-Branch two:
% 66.97/31.76  																																												| (440)  ~ (all_0_41_41 = e4)
% 66.97/31.76  																																												| (441) all_0_42_42 = e4 | all_0_43_43 = e4 | all_0_44_44 = e4
% 66.97/31.76  																																												|
% 66.97/31.76  																																													+-Applying beta-rule and splitting (887), into two cases.
% 66.97/31.76  																																													|-Branch one:
% 66.97/31.76  																																													| (665) all_0_53_53 = e3
% 66.97/31.76  																																													|
% 66.97/31.76  																																														| Equations (665) can reduce 220 to:
% 66.97/31.76  																																														| (407)  ~ (all_0_44_44 = e3)
% 66.97/31.76  																																														|
% 66.97/31.76  																																														+-Applying beta-rule and splitting (1899), into two cases.
% 66.97/31.76  																																														|-Branch one:
% 66.97/31.76  																																														| (516) all_0_42_42 = e3
% 66.97/31.76  																																														|
% 66.97/31.76  																																															| Equations (516) can reduce 61 to:
% 66.97/31.76  																																															| (1925)  ~ (all_0_51_51 = e3)
% 66.97/31.76  																																															|
% 66.97/31.76  																																															| Simplifying 1925 yields:
% 66.97/31.76  																																															| (664)  ~ (all_0_51_51 = e3)
% 66.97/31.76  																																															|
% 66.97/31.76  																																															+-Applying beta-rule and splitting (7), into two cases.
% 66.97/31.76  																																															|-Branch one:
% 66.97/31.76  																																															| (504) all_0_51_51 = e2
% 66.97/31.76  																																															|
% 66.97/31.76  																																																| Equations (504) can reduce 1099 to:
% 66.97/31.76  																																																| (266) $false
% 66.97/31.76  																																																|
% 66.97/31.76  																																																|-The branch is then unsatisfiable
% 66.97/31.76  																																															|-Branch two:
% 66.97/31.76  																																															| (1099)  ~ (all_0_51_51 = e2)
% 66.97/31.76  																																															| (1100) all_0_51_51 = e4 | all_0_51_51 = e3 | all_0_51_51 = e1
% 66.97/31.76  																																															|
% 66.97/31.76  																																																+-Applying beta-rule and splitting (1100), into two cases.
% 66.97/31.76  																																																|-Branch one:
% 66.97/31.76  																																																| (1101) all_0_51_51 = e4
% 66.97/31.76  																																																|
% 66.97/31.76  																																																	| Equations (1101) can reduce 664 to:
% 66.97/31.76  																																																	| (188)  ~ (e4 = e3)
% 66.97/31.76  																																																	|
% 66.97/31.76  																																																	| Equations (1101) can reduce 464 to:
% 66.97/31.76  																																																	| (110)  ~ (e4 = e1)
% 66.97/31.76  																																																	|
% 66.97/31.76  																																																	+-Applying beta-rule and splitting (441), into two cases.
% 66.97/31.76  																																																	|-Branch one:
% 66.97/31.76  																																																	| (1392) all_0_42_42 = e4
% 66.97/31.76  																																																	|
% 66.97/31.76  																																																		| Combining equations (1392,516) yields a new equation:
% 66.97/31.76  																																																		| (424) e4 = e3
% 66.97/31.76  																																																		|
% 66.97/31.76  																																																		| Simplifying 424 yields:
% 66.97/31.76  																																																		| (425) e4 = e3
% 66.97/31.76  																																																		|
% 66.97/31.76  																																																		| Equations (425) can reduce 188 to:
% 66.97/31.76  																																																		| (266) $false
% 66.97/31.76  																																																		|
% 66.97/31.76  																																																		|-The branch is then unsatisfiable
% 66.97/31.76  																																																	|-Branch two:
% 66.97/31.76  																																																	| (1890)  ~ (all_0_42_42 = e4)
% 66.97/31.76  																																																	| (1891) all_0_43_43 = e4 | all_0_44_44 = e4
% 66.97/31.76  																																																	|
% 66.97/31.76  																																																		+-Applying beta-rule and splitting (1891), into two cases.
% 66.97/31.76  																																																		|-Branch one:
% 66.97/31.76  																																																		| (396) all_0_43_43 = e4
% 66.97/31.76  																																																		|
% 66.97/31.76  																																																			| Combining equations (396,430) yields a new equation:
% 66.97/31.76  																																																			| (636) e4 = e1
% 66.97/31.76  																																																			|
% 66.97/31.76  																																																			| Simplifying 636 yields:
% 66.97/31.76  																																																			| (630) e4 = e1
% 66.97/31.76  																																																			|
% 66.97/31.76  																																																			| Equations (630) can reduce 110 to:
% 66.97/31.76  																																																			| (266) $false
% 66.97/31.76  																																																			|
% 66.97/31.76  																																																			|-The branch is then unsatisfiable
% 66.97/31.76  																																																		|-Branch two:
% 66.97/31.76  																																																		| (399)  ~ (all_0_43_43 = e4)
% 66.97/31.76  																																																		| (446) all_0_44_44 = e4
% 66.97/31.76  																																																		|
% 66.97/31.76  																																																			| Equations (446) can reduce 1390 to:
% 66.97/31.76  																																																			| (266) $false
% 66.97/31.76  																																																			|
% 66.97/31.76  																																																			|-The branch is then unsatisfiable
% 66.97/31.76  																																																|-Branch two:
% 66.97/31.76  																																																| (475)  ~ (all_0_51_51 = e4)
% 66.97/31.76  																																																| (1104) all_0_51_51 = e3 | all_0_51_51 = e1
% 66.97/31.76  																																																|
% 66.97/31.76  																																																	+-Applying beta-rule and splitting (1104), into two cases.
% 66.97/31.76  																																																	|-Branch one:
% 66.97/31.76  																																																	| (1109) all_0_51_51 = e1
% 66.97/31.76  																																																	|
% 66.97/31.76  																																																		| Equations (1109) can reduce 464 to:
% 66.97/31.76  																																																		| (266) $false
% 66.97/31.76  																																																		|
% 66.97/31.76  																																																		|-The branch is then unsatisfiable
% 66.97/31.76  																																																	|-Branch two:
% 66.97/31.76  																																																	| (464)  ~ (all_0_51_51 = e1)
% 66.97/31.76  																																																	| (660) all_0_51_51 = e3
% 66.97/31.76  																																																	|
% 66.97/31.76  																																																		| Equations (660) can reduce 664 to:
% 66.97/31.76  																																																		| (266) $false
% 66.97/31.76  																																																		|
% 66.97/31.76  																																																		|-The branch is then unsatisfiable
% 66.97/31.76  																																														|-Branch two:
% 66.97/31.76  																																														| (405)  ~ (all_0_42_42 = e3)
% 66.97/31.76  																																														| (532) all_0_44_44 = e3
% 66.97/31.76  																																														|
% 66.97/31.76  																																															| Equations (532) can reduce 407 to:
% 66.97/31.76  																																															| (266) $false
% 66.97/31.76  																																															|
% 66.97/31.76  																																															|-The branch is then unsatisfiable
% 66.97/31.76  																																													|-Branch two:
% 66.97/31.76  																																													| (903)  ~ (all_0_53_53 = e3)
% 66.97/31.76  																																													| (795) all_0_58_58 = e3
% 66.97/31.76  																																													|
% 66.97/31.76  																																														| Combining equations (795,624) yields a new equation:
% 66.97/31.76  																																														| (661) e3 = e2
% 66.97/31.76  																																														|
% 66.97/31.76  																																														| Simplifying 661 yields:
% 66.97/31.76  																																														| (662) e3 = e2
% 66.97/31.76  																																														|
% 66.97/31.76  																																														| Equations (662) can reduce 212 to:
% 66.97/31.76  																																														| (266) $false
% 66.97/31.76  																																														|
% 66.97/31.76  																																														|-The branch is then unsatisfiable
% 66.97/31.76  																																							|-Branch two:
% 66.97/31.76  																																							| (270)  ~ (all_0_55_55 = e3)
% 66.97/31.76  																																							| (62557) all_0_56_56 = e3 | all_0_58_58 = e3
% 66.97/31.76  																																							|
% 66.97/31.76  																																								+-Applying beta-rule and splitting (62557), into two cases.
% 66.97/31.76  																																								|-Branch one:
% 66.97/31.76  																																								| (1097) all_0_56_56 = e3
% 66.97/31.76  																																								|
% 66.97/31.76  																																									| Combining equations (1569,1097) yields a new equation:
% 66.97/31.76  																																									| (455) e3 = e1
% 66.97/31.76  																																									|
% 66.97/31.76  																																									| Equations (455) can reduce 213 to:
% 66.97/31.76  																																									| (266) $false
% 66.97/31.76  																																									|
% 66.97/31.76  																																									|-The branch is then unsatisfiable
% 66.97/31.76  																																								|-Branch two:
% 66.97/31.76  																																								| (272)  ~ (all_0_56_56 = e3)
% 66.97/31.76  																																								| (795) all_0_58_58 = e3
% 66.97/31.76  																																								|
% 66.97/31.76  																																									| Combining equations (795,624) yields a new equation:
% 66.97/31.76  																																									| (661) e3 = e2
% 66.97/31.76  																																									|
% 66.97/31.76  																																									| Simplifying 661 yields:
% 66.97/31.76  																																									| (662) e3 = e2
% 66.97/31.76  																																									|
% 66.97/31.76  																																									| Equations (662) can reduce 212 to:
% 66.97/31.76  																																									| (266) $false
% 66.97/31.76  																																									|
% 66.97/31.76  																																									|-The branch is then unsatisfiable
% 66.97/31.76  																																					|-Branch two:
% 66.97/31.76  																																					| (466)  ~ (all_0_56_56 = e1)
% 66.97/31.76  																																					| (1574) all_0_57_57 = e1 | all_0_58_58 = e1
% 66.97/31.76  																																					|
% 66.97/31.76  																																						+-Applying beta-rule and splitting (3259), into two cases.
% 66.97/31.76  																																						|-Branch one:
% 66.97/31.76  																																						| (654) all_0_47_47 = e1
% 66.97/31.76  																																						|
% 66.97/31.76  																																							| Combining equations (674,654) yields a new equation:
% 66.97/31.76  																																							| (431) e1 = e0
% 66.97/31.76  																																							|
% 66.97/31.76  																																							| Equations (431) can reduce 233 to:
% 66.97/31.76  																																							| (266) $false
% 66.97/31.76  																																							|
% 66.97/31.76  																																							|-The branch is then unsatisfiable
% 66.97/31.76  																																						|-Branch two:
% 66.97/31.76  																																						| (462)  ~ (all_0_47_47 = e1)
% 66.97/31.76  																																						| (3264) all_0_51_51 = e1 | all_0_56_56 = e1
% 66.97/31.76  																																						|
% 66.97/31.76  																																							+-Applying beta-rule and splitting (3264), into two cases.
% 66.97/31.76  																																							|-Branch one:
% 66.97/31.76  																																							| (1109) all_0_51_51 = e1
% 66.97/31.76  																																							|
% 66.97/31.76  																																								| Equations (1109) can reduce 464 to:
% 66.97/31.76  																																								| (266) $false
% 66.97/31.76  																																								|
% 66.97/31.76  																																								|-The branch is then unsatisfiable
% 66.97/31.76  																																							|-Branch two:
% 66.97/31.76  																																							| (464)  ~ (all_0_51_51 = e1)
% 66.97/31.76  																																							| (1569) all_0_56_56 = e1
% 66.97/31.76  																																							|
% 66.97/31.76  																																								| Equations (1569) can reduce 466 to:
% 66.97/31.76  																																								| (266) $false
% 66.97/31.76  																																								|
% 66.97/31.76  																																								|-The branch is then unsatisfiable
% 66.97/31.76  																																|-Branch two:
% 66.97/31.76  																																| (759)  ~ (all_0_50_50 = e1)
% 66.97/31.76  																																| (1168) all_0_51_51 = e1 | all_0_52_52 = e1 | all_0_53_53 = e1
% 66.97/31.76  																																|
% 66.97/31.76  																																	+-Applying beta-rule and splitting (241), into two cases.
% 66.97/31.76  																																	|-Branch one:
% 66.97/31.76  																																	| (378) all_0_50_50 = e2
% 66.97/31.76  																																	|
% 66.97/31.76  																																		| Equations (378) can reduce 302 to:
% 66.97/31.76  																																		| (266) $false
% 66.97/31.76  																																		|
% 66.97/31.76  																																		|-The branch is then unsatisfiable
% 66.97/31.76  																																	|-Branch two:
% 66.97/31.76  																																	| (302)  ~ (all_0_50_50 = e2)
% 66.97/31.76  																																	| (422) all_0_50_50 = e4 | all_0_50_50 = e3 | all_0_50_50 = e1
% 66.97/31.76  																																	|
% 66.97/31.76  																																		+-Applying beta-rule and splitting (1168), into two cases.
% 66.97/31.76  																																		|-Branch one:
% 66.97/31.76  																																		| (1109) all_0_51_51 = e1
% 66.97/31.76  																																		|
% 66.97/31.76  																																			| Equations (1109) can reduce 61 to:
% 66.97/31.76  																																			| (1380)  ~ (all_0_42_42 = e1)
% 66.97/31.76  																																			|
% 66.97/31.76  																																			| Equations (1109) can reduce 59 to:
% 66.97/31.76  																																			| (759)  ~ (all_0_50_50 = e1)
% 66.97/31.76  																																			|
% 66.97/31.76  																																			| Equations (1109) can reduce 6 to:
% 66.97/31.76  																																			| (1458)  ~ (all_0_53_53 = e1)
% 66.97/31.76  																																			|
% 66.97/31.76  																																			| Simplifying 1458 yields:
% 66.97/31.76  																																			| (1459)  ~ (all_0_53_53 = e1)
% 66.97/31.76  																																			|
% 66.97/31.76  																																			| Equations (1109) can reduce 1099 to:
% 66.97/31.76  																																			| (604)  ~ (e2 = e1)
% 66.97/31.76  																																			|
% 66.97/31.76  																																			| Simplifying 604 yields:
% 66.97/31.76  																																			| (122)  ~ (e2 = e1)
% 66.97/31.76  																																			|
% 66.97/31.76  																																			| Equations (1109) can reduce 115 to:
% 66.97/31.76  																																			| (233)  ~ (e1 = e0)
% 66.97/31.76  																																			|
% 66.97/31.76  																																			+-Applying beta-rule and splitting (216), into two cases.
% 66.97/31.76  																																			|-Branch one:
% 66.97/31.76  																																			| (629) all_0_55_55 = e1
% 66.97/31.76  																																			|
% 66.97/31.76  																																				| Equations (629) can reduce 93 to:
% 66.97/31.76  																																				| (759)  ~ (all_0_50_50 = e1)
% 66.97/31.76  																																				|
% 66.97/31.76  																																				| Equations (629) can reduce 153 to:
% 66.97/31.77  																																				| (465)  ~ (all_0_56_56 = e1)
% 66.97/31.77  																																				|
% 66.97/31.77  																																				| Simplifying 465 yields:
% 66.97/31.77  																																				| (466)  ~ (all_0_56_56 = e1)
% 66.97/31.77  																																				|
% 66.97/31.77  																																				| Equations (629) can reduce 803 to:
% 66.97/31.77  																																				| (233)  ~ (e1 = e0)
% 66.97/31.77  																																				|
% 66.97/31.77  																																				| From (629) and (74) follows:
% 66.97/31.77  																																				| (6587) op(e0, e3) = e1
% 66.97/31.77  																																				|
% 66.97/31.77  																																				+-Applying beta-rule and splitting (422), into two cases.
% 66.97/31.77  																																				|-Branch one:
% 66.97/31.77  																																				| (775) all_0_50_50 = e4
% 66.97/31.77  																																				|
% 66.97/31.77  																																					| Equations (775) can reduce 566 to:
% 66.97/31.77  																																					| (266) $false
% 66.97/31.77  																																					|
% 66.97/31.77  																																					|-The branch is then unsatisfiable
% 66.97/31.77  																																				|-Branch two:
% 66.97/31.77  																																				| (566)  ~ (all_0_50_50 = e4)
% 66.97/31.77  																																				| (1444) all_0_50_50 = e3 | all_0_50_50 = e1
% 66.97/31.77  																																				|
% 66.97/31.77  																																					+-Applying beta-rule and splitting (22), into two cases.
% 66.97/31.77  																																					|-Branch one:
% 66.97/31.77  																																					| (268) all_0_54_54 = e3
% 66.97/31.77  																																					|
% 66.97/31.77  																																						| Combining equations (265,268) yields a new equation:
% 66.97/31.77  																																						| (424) e4 = e3
% 66.97/31.77  																																						|
% 66.97/31.77  																																						| Simplifying 424 yields:
% 66.97/31.77  																																						| (425) e4 = e3
% 66.97/31.77  																																						|
% 66.97/31.77  																																						| Equations (425) can reduce 188 to:
% 66.97/31.77  																																						| (266) $false
% 66.97/31.77  																																						|
% 66.97/31.77  																																						|-The branch is then unsatisfiable
% 66.97/31.77  																																					|-Branch two:
% 66.97/31.77  																																					| (60427)  ~ (all_0_54_54 = e3)
% 66.97/31.77  																																					| (62553) all_0_55_55 = e3 | all_0_56_56 = e3 | all_0_58_58 = e3
% 66.97/31.77  																																					|
% 66.97/31.77  																																						+-Applying beta-rule and splitting (164), into two cases.
% 66.97/31.77  																																						|-Branch one:
% 66.97/31.77  																																						| (471) all_0_39_39 = e4
% 66.97/31.77  																																						|
% 66.97/31.77  																																							| Combining equations (471,317) yields a new equation:
% 66.97/31.77  																																							| (322) e4 = e2
% 66.97/31.77  																																							|
% 66.97/31.77  																																							| Simplifying 322 yields:
% 66.97/31.77  																																							| (323) e4 = e2
% 66.97/31.77  																																							|
% 66.97/31.77  																																							| Equations (323) can reduce 48 to:
% 66.97/31.77  																																							| (266) $false
% 66.97/31.77  																																							|
% 66.97/31.77  																																							|-The branch is then unsatisfiable
% 66.97/31.77  																																						|-Branch two:
% 66.97/31.77  																																						| (1377)  ~ (all_0_39_39 = e4)
% 66.97/31.77  																																						| (2115) all_0_42_42 = e4 | all_0_47_47 = e4 | all_0_51_51 = e4 | all_0_56_56 = e4
% 66.97/31.77  																																						|
% 66.97/31.77  																																							+-Applying beta-rule and splitting (1444), into two cases.
% 66.97/31.77  																																							|-Branch one:
% 66.97/31.77  																																							| (601) all_0_50_50 = e1
% 66.97/31.77  																																							|
% 66.97/31.77  																																								| Equations (601) can reduce 759 to:
% 66.97/31.77  																																								| (266) $false
% 66.97/31.77  																																								|
% 66.97/31.77  																																								|-The branch is then unsatisfiable
% 66.97/31.77  																																							|-Branch two:
% 66.97/31.77  																																							| (759)  ~ (all_0_50_50 = e1)
% 66.97/31.77  																																							| (415) all_0_50_50 = e3
% 66.97/31.77  																																							|
% 66.97/31.77  																																								| Equations (415) can reduce 190 to:
% 66.97/31.77  																																								| (1114)  ~ (all_0_53_53 = e3)
% 66.97/31.77  																																								|
% 66.97/31.77  																																								| Simplifying 1114 yields:
% 66.97/31.77  																																								| (903)  ~ (all_0_53_53 = e3)
% 66.97/31.77  																																								|
% 66.97/31.77  																																								| From (415) and (242) follows:
% 66.97/31.77  																																								| (1934) op(e1, e3) = e3
% 66.97/31.77  																																								|
% 66.97/31.77  																																								+-Applying beta-rule and splitting (189), into two cases.
% 66.97/31.77  																																								|-Branch one:
% 66.97/31.77  																																								| (532) all_0_44_44 = e3
% 66.97/31.77  																																								|
% 66.97/31.77  																																									| Equations (532) can reduce 73 to:
% 66.97/31.77  																																									| (405)  ~ (all_0_42_42 = e3)
% 66.97/31.77  																																									|
% 66.97/31.77  																																									| Equations (532) can reduce 220 to:
% 66.97/31.77  																																									| (1114)  ~ (all_0_53_53 = e3)
% 66.97/31.77  																																									|
% 66.97/31.77  																																									| Simplifying 1114 yields:
% 66.97/31.77  																																									| (903)  ~ (all_0_53_53 = e3)
% 66.97/31.77  																																									|
% 66.97/31.77  																																									| Equations (532) can reduce 639 to:
% 66.97/31.77  																																									| (213)  ~ (e3 = e1)
% 66.97/31.77  																																									|
% 66.97/31.77  																																									| Equations (532) can reduce 360 to:
% 66.97/31.77  																																									| (80)  ~ (e3 = e0)
% 66.97/31.77  																																									|
% 66.97/31.77  																																									| From (532) and (138) follows:
% 66.97/31.77  																																									| (1639) op(e3, e0) = e3
% 66.97/31.77  																																									|
% 66.97/31.77  																																									+-Applying beta-rule and splitting (64), into two cases.
% 66.97/31.77  																																									|-Branch one:
% 66.97/31.77  																																									| (437) all_0_41_41 = e4
% 66.97/31.77  																																									|
% 66.97/31.77  																																										| Combining equations (794,437) yields a new equation:
% 66.97/31.77  																																										| (397) e4 = e0
% 66.97/31.77  																																										|
% 66.97/31.77  																																										| Equations (397) can reduce 49 to:
% 66.97/31.77  																																										| (266) $false
% 66.97/31.77  																																										|
% 66.97/31.77  																																										|-The branch is then unsatisfiable
% 66.97/31.77  																																									|-Branch two:
% 66.97/31.77  																																									| (440)  ~ (all_0_41_41 = e4)
% 66.97/31.77  																																									| (441) all_0_42_42 = e4 | all_0_43_43 = e4 | all_0_44_44 = e4
% 66.97/31.77  																																									|
% 66.97/31.77  																																										+-Applying beta-rule and splitting (152), into two cases.
% 66.97/31.77  																																										|-Branch one:
% 66.97/31.77  																																										| (1392) all_0_42_42 = e4
% 66.97/31.77  																																										|
% 66.97/31.77  																																											| Equations (1392) can reduce 236 to:
% 66.97/31.77  																																											| (476)  ~ (all_0_56_56 = e4)
% 66.97/31.77  																																											|
% 66.97/31.77  																																											| Simplifying 476 yields:
% 66.97/31.77  																																											| (477)  ~ (all_0_56_56 = e4)
% 66.97/31.77  																																											|
% 66.97/31.77  																																											+-Applying beta-rule and splitting (196), into two cases.
% 66.97/31.77  																																											|-Branch one:
% 66.97/31.77  																																											| (607) all_0_53_53 = e2
% 66.97/31.77  																																											|
% 66.97/31.77  																																												| Equations (607) can reduce 509 to:
% 66.97/31.77  																																												| (266) $false
% 66.97/31.77  																																												|
% 66.97/31.77  																																												|-The branch is then unsatisfiable
% 66.97/31.77  																																											|-Branch two:
% 66.97/31.77  																																											| (509)  ~ (all_0_53_53 = e2)
% 66.97/31.77  																																											| (610) all_0_53_53 = e4 | all_0_53_53 = e3 | all_0_53_53 = e1
% 66.97/31.77  																																											|
% 66.97/31.77  																																												+-Applying beta-rule and splitting (610), into two cases.
% 66.97/31.77  																																												|-Branch one:
% 66.97/31.77  																																												| (1298) all_0_53_53 = e4
% 66.97/31.77  																																												|
% 66.97/31.77  																																													| From (1298) and (84) follows:
% 66.97/31.77  																																													| (5692) op(e1, e0) = e4
% 66.97/31.77  																																													|
% 66.97/31.77  																																													+-Applying beta-rule and splitting (133), into two cases.
% 66.97/31.77  																																													|-Branch one:
% 66.97/31.77  																																													| (833) all_0_56_56 = e2
% 66.97/31.77  																																													|
% 66.97/31.77  																																														| Equations (833) can reduce 511 to:
% 66.97/31.77  																																														| (266) $false
% 66.97/31.77  																																														|
% 66.97/31.77  																																														|-The branch is then unsatisfiable
% 66.97/31.77  																																													|-Branch two:
% 66.97/31.77  																																													| (511)  ~ (all_0_56_56 = e2)
% 66.97/31.77  																																													| (836) all_0_56_56 = e4 | all_0_56_56 = e3 | all_0_56_56 = e1 | all_0_56_56 = e0
% 66.97/31.77  																																													|
% 66.97/31.77  																																														+-Applying beta-rule and splitting (836), into two cases.
% 66.97/31.77  																																														|-Branch one:
% 66.97/31.77  																																														| (842) all_0_56_56 = e4
% 66.97/31.77  																																														|
% 66.97/31.77  																																															| Equations (842) can reduce 477 to:
% 66.97/31.77  																																															| (266) $false
% 66.97/31.77  																																															|
% 66.97/31.77  																																															|-The branch is then unsatisfiable
% 66.97/31.77  																																														|-Branch two:
% 66.97/31.77  																																														| (477)  ~ (all_0_56_56 = e4)
% 66.97/31.77  																																														| (845) all_0_56_56 = e3 | all_0_56_56 = e1 | all_0_56_56 = e0
% 66.97/31.77  																																														|
% 66.97/31.77  																																															+-Applying beta-rule and splitting (845), into two cases.
% 66.97/31.77  																																															|-Branch one:
% 66.97/31.77  																																															| (679) all_0_56_56 = e0
% 66.97/31.77  																																															|
% 66.97/31.77  																																																| Equations (679) can reduce 828 to:
% 66.97/31.77  																																																| (266) $false
% 66.97/31.77  																																																|
% 66.97/31.77  																																																|-The branch is then unsatisfiable
% 66.97/31.77  																																															|-Branch two:
% 66.97/31.77  																																															| (828)  ~ (all_0_56_56 = e0)
% 66.97/31.77  																																															| (3172) all_0_56_56 = e3 | all_0_56_56 = e1
% 66.97/31.77  																																															|
% 66.97/31.77  																																																+-Applying beta-rule and splitting (3172), into two cases.
% 66.97/31.77  																																																|-Branch one:
% 66.97/31.77  																																																| (1569) all_0_56_56 = e1
% 66.97/31.77  																																																|
% 66.97/31.77  																																																	| Equations (1569) can reduce 466 to:
% 66.97/31.77  																																																	| (266) $false
% 66.97/31.77  																																																	|
% 66.97/31.77  																																																	|-The branch is then unsatisfiable
% 66.97/31.77  																																																|-Branch two:
% 66.97/31.77  																																																| (466)  ~ (all_0_56_56 = e1)
% 66.97/31.77  																																																| (1097) all_0_56_56 = e3
% 66.97/31.77  																																																|
% 66.97/31.77  																																																	| From (1097) and (111) follows:
% 66.97/31.77  																																																	| (65099) op(e0, e2) = e3
% 66.97/31.77  																																																	|
% 66.97/31.77  																																																	+-Applying beta-rule and splitting (56), into two cases.
% 66.97/31.77  																																																	|-Branch one:
% 66.97/31.77  																																																	| (696) unit = e2
% 66.97/31.77  																																																	|
% 66.97/31.77  																																																		| From (696) and (244) follows:
% 66.97/31.77  																																																		| (264) op(e2, e4) = e4
% 66.97/31.77  																																																		|
% 66.97/31.77  																																																		| From (696) and (211) follows:
% 66.97/31.77  																																																		| (1612) op(e2, e1) = e1
% 66.97/31.77  																																																		|
% 66.97/31.77  																																																		| From (696) and (42) follows:
% 66.97/31.77  																																																		| (1613) op(e0, e2) = e0
% 66.97/31.77  																																																		|
% 66.97/31.77  																																																		| Instantiating formula (29) with e2, e4, e4, e3 and discharging atoms op(e2, e4) = e4, op(e2, e4) = e3, yields:
% 66.97/31.77  																																																		| (425) e4 = e3
% 66.97/31.77  																																																		|
% 66.97/31.77  																																																		| Instantiating formula (29) with e2, e1, e1, e4 and discharging atoms op(e2, e1) = e4, op(e2, e1) = e1, yields:
% 66.97/31.77  																																																		| (630) e4 = e1
% 66.97/31.77  																																																		|
% 66.97/31.77  																																																		| Instantiating formula (29) with e0, e2, e0, e3 and discharging atoms op(e0, e2) = e3, op(e0, e2) = e0, yields:
% 66.97/31.77  																																																		| (676) e3 = e0
% 66.97/31.77  																																																		|
% 66.97/31.77  																																																		| Combining equations (630,425) yields a new equation:
% 66.97/31.77  																																																		| (455) e3 = e1
% 66.97/31.77  																																																		|
% 66.97/31.77  																																																		| Combining equations (455,676) yields a new equation:
% 66.97/31.77  																																																		| (546) e1 = e0
% 66.97/31.77  																																																		|
% 66.97/31.77  																																																		| Simplifying 546 yields:
% 66.97/31.77  																																																		| (431) e1 = e0
% 66.97/31.77  																																																		|
% 66.97/31.77  																																																		| Equations (431) can reduce 233 to:
% 66.97/31.77  																																																		| (266) $false
% 66.97/31.77  																																																		|
% 66.97/31.77  																																																		|-The branch is then unsatisfiable
% 66.97/31.77  																																																	|-Branch two:
% 66.97/31.77  																																																	| (707)  ~ (unit = e2)
% 66.97/31.77  																																																	| (708) unit = e4 | unit = e3 | unit = e1 | unit = e0
% 66.97/31.77  																																																	|
% 66.97/31.77  																																																		+-Applying beta-rule and splitting (708), into two cases.
% 66.97/31.77  																																																		|-Branch one:
% 66.97/31.77  																																																		| (709) unit = e4
% 66.97/31.77  																																																		|
% 66.97/31.77  																																																			| From (709) and (24) follows:
% 66.97/31.77  																																																			| (33325) op(e4, e3) = e3
% 66.97/31.77  																																																			|
% 66.97/31.77  																																																			| From (709) and (211) follows:
% 66.97/31.77  																																																			| (22527) op(e4, e1) = e1
% 66.97/31.77  																																																			|
% 66.97/31.77  																																																			| From (709) and (32) follows:
% 66.97/31.78  																																																			| (712) op(e2, e4) = e2
% 66.97/31.78  																																																			|
% 66.97/31.78  																																																			| From (709) and (42) follows:
% 66.97/31.78  																																																			| (713) op(e0, e4) = e0
% 66.97/31.78  																																																			|
% 66.97/31.78  																																																			| Instantiating formula (29) with e4, e3, e3, e4 and discharging atoms op(e4, e3) = e4, op(e4, e3) = e3, yields:
% 66.97/31.78  																																																			| (425) e4 = e3
% 66.97/31.78  																																																			|
% 66.97/31.78  																																																			| Instantiating formula (29) with e4, e1, e1, e3 and discharging atoms op(e4, e1) = e3, op(e4, e1) = e1, yields:
% 66.97/31.78  																																																			| (455) e3 = e1
% 66.97/31.78  																																																			|
% 66.97/31.78  																																																			| Instantiating formula (29) with e2, e4, e2, e3 and discharging atoms op(e2, e4) = e3, op(e2, e4) = e2, yields:
% 66.97/31.78  																																																			| (662) e3 = e2
% 66.97/31.78  																																																			|
% 66.97/31.78  																																																			| Instantiating formula (29) with e0, e4, e0, e4 and discharging atoms op(e0, e4) = e4, op(e0, e4) = e0, yields:
% 66.97/31.78  																																																			| (397) e4 = e0
% 66.97/31.78  																																																			|
% 66.97/31.78  																																																			| Combining equations (425,397) yields a new equation:
% 66.97/31.78  																																																			| (675) e3 = e0
% 66.97/31.78  																																																			|
% 66.97/31.78  																																																			| Simplifying 675 yields:
% 66.97/31.78  																																																			| (676) e3 = e0
% 66.97/31.78  																																																			|
% 66.97/31.78  																																																			| Combining equations (676,662) yields a new equation:
% 66.97/31.78  																																																			| (330) e2 = e0
% 66.97/31.78  																																																			|
% 66.97/31.78  																																																			| Combining equations (455,662) yields a new equation:
% 66.97/31.78  																																																			| (617) e2 = e1
% 66.97/31.78  																																																			|
% 66.97/31.78  																																																			| Combining equations (617,330) yields a new equation:
% 66.97/31.78  																																																			| (546) e1 = e0
% 66.97/31.78  																																																			|
% 66.97/31.78  																																																			| Simplifying 546 yields:
% 66.97/31.78  																																																			| (431) e1 = e0
% 66.97/31.78  																																																			|
% 66.97/31.78  																																																			| Equations (431) can reduce 233 to:
% 66.97/31.78  																																																			| (266) $false
% 66.97/31.78  																																																			|
% 66.97/31.78  																																																			|-The branch is then unsatisfiable
% 66.97/31.78  																																																		|-Branch two:
% 66.97/31.78  																																																		| (724)  ~ (unit = e4)
% 66.97/31.78  																																																		| (725) unit = e3 | unit = e1 | unit = e0
% 66.97/31.78  																																																		|
% 66.97/31.78  																																																			+-Applying beta-rule and splitting (725), into two cases.
% 66.97/31.78  																																																			|-Branch one:
% 66.97/31.78  																																																			| (726) unit = e0
% 66.97/31.78  																																																			|
% 66.97/31.78  																																																				| From (726) and (24) follows:
% 66.97/31.78  																																																				| (2208) op(e0, e3) = e3
% 66.97/31.78  																																																				|
% 66.97/31.78  																																																				| From (726) and (15) follows:
% 66.97/31.78  																																																				| (1508) op(e0, e2) = e2
% 66.97/31.78  																																																				|
% 66.97/31.78  																																																				| From (726) and (42) follows:
% 66.97/31.78  																																																				| (728) op(e0, e0) = e0
% 66.97/31.78  																																																				|
% 66.97/31.78  																																																				| Instantiating formula (29) with e0, e3, e3, e1 and discharging atoms op(e0, e3) = e3, op(e0, e3) = e1, yields:
% 66.97/31.78  																																																				| (455) e3 = e1
% 66.97/31.78  																																																				|
% 66.97/31.78  																																																				| Instantiating formula (29) with e0, e2, e2, e3 and discharging atoms op(e0, e2) = e3, op(e0, e2) = e2, yields:
% 66.97/31.78  																																																				| (662) e3 = e2
% 66.97/31.78  																																																				|
% 66.97/31.78  																																																				| Instantiating formula (29) with e0, e0, e0, e2 and discharging atoms op(e0, e0) = e2, op(e0, e0) = e0, yields:
% 66.97/31.78  																																																				| (330) e2 = e0
% 66.97/31.78  																																																				|
% 66.97/31.78  																																																				| Combining equations (662,455) yields a new equation:
% 66.97/31.78  																																																				| (616) e2 = e1
% 66.97/31.78  																																																				|
% 66.97/31.78  																																																				| Simplifying 616 yields:
% 66.97/31.78  																																																				| (617) e2 = e1
% 66.97/31.78  																																																				|
% 66.97/31.78  																																																				| Combining equations (330,617) yields a new equation:
% 66.97/31.78  																																																				| (431) e1 = e0
% 66.97/31.78  																																																				|
% 66.97/31.78  																																																				| Equations (431) can reduce 233 to:
% 66.97/31.78  																																																				| (266) $false
% 66.97/31.78  																																																				|
% 66.97/31.78  																																																				|-The branch is then unsatisfiable
% 66.97/31.78  																																																			|-Branch two:
% 66.97/31.78  																																																			| (734)  ~ (unit = e0)
% 66.97/31.78  																																																			| (735) unit = e3 | unit = e1
% 66.97/31.78  																																																			|
% 66.97/31.78  																																																				+-Applying beta-rule and splitting (735), into two cases.
% 66.97/31.78  																																																				|-Branch one:
% 66.97/31.78  																																																				| (736) unit = e1
% 66.97/31.78  																																																				|
% 66.97/31.78  																																																					| Equations (736) can reduce 734 to:
% 66.97/31.78  																																																					| (233)  ~ (e1 = e0)
% 66.97/31.78  																																																					|
% 66.97/31.78  																																																					| From (736) and (209) follows:
% 66.97/31.78  																																																					| (2715) op(e1, e0) = e0
% 66.97/31.78  																																																					|
% 66.97/31.78  																																																					| From (736) and (32) follows:
% 66.97/31.78  																																																					| (347) op(e2, e1) = e2
% 66.97/31.78  																																																					|
% 66.97/31.78  																																																					| From (736) and (28) follows:
% 66.97/31.78  																																																					| (740) op(e1, e1) = e1
% 66.97/31.78  																																																					|
% 66.97/31.78  																																																					| Instantiating formula (29) with e2, e1, e2, e4 and discharging atoms op(e2, e1) = e4, op(e2, e1) = e2, yields:
% 66.97/31.78  																																																					| (323) e4 = e2
% 66.97/31.78  																																																					|
% 66.97/31.78  																																																					| Instantiating formula (29) with e1, e1, e1, e2 and discharging atoms op(e1, e1) = e2, op(e1, e1) = e1, yields:
% 66.97/31.78  																																																					| (617) e2 = e1
% 66.97/31.78  																																																					|
% 66.97/31.78  																																																					| Instantiating formula (29) with e1, e0, e0, e4 and discharging atoms op(e1, e0) = e4, op(e1, e0) = e0, yields:
% 66.97/31.78  																																																					| (397) e4 = e0
% 66.97/31.78  																																																					|
% 66.97/31.78  																																																					| Combining equations (323,397) yields a new equation:
% 66.97/31.78  																																																					| (391) e2 = e0
% 66.97/31.78  																																																					|
% 66.97/31.78  																																																					| Simplifying 391 yields:
% 66.97/31.78  																																																					| (330) e2 = e0
% 66.97/31.78  																																																					|
% 66.97/31.78  																																																					| Combining equations (617,330) yields a new equation:
% 66.97/31.78  																																																					| (546) e1 = e0
% 66.97/31.78  																																																					|
% 66.97/31.78  																																																					| Simplifying 546 yields:
% 66.97/31.78  																																																					| (431) e1 = e0
% 66.97/31.78  																																																					|
% 66.97/31.78  																																																					| Equations (431) can reduce 233 to:
% 66.97/31.78  																																																					| (266) $false
% 66.97/31.78  																																																					|
% 66.97/31.78  																																																					|-The branch is then unsatisfiable
% 66.97/31.78  																																																				|-Branch two:
% 66.97/31.78  																																																				| (748)  ~ (unit = e1)
% 66.97/31.78  																																																				| (749) unit = e3
% 66.97/31.78  																																																				|
% 66.97/31.78  																																																					| From (749) and (209) follows:
% 66.97/31.78  																																																					| (1667) op(e3, e0) = e0
% 66.97/31.78  																																																					|
% 66.97/31.78  																																																					| From (749) and (28) follows:
% 66.97/31.78  																																																					| (2235) op(e1, e3) = e1
% 66.97/31.78  																																																					|
% 66.97/31.78  																																																					| Instantiating formula (29) with e3, e0, e0, e3 and discharging atoms op(e3, e0) = e3, op(e3, e0) = e0, yields:
% 66.97/31.78  																																																					| (676) e3 = e0
% 66.97/31.78  																																																					|
% 66.97/31.78  																																																					| Instantiating formula (29) with e1, e3, e1, e3 and discharging atoms op(e1, e3) = e3, op(e1, e3) = e1, yields:
% 66.97/31.78  																																																					| (455) e3 = e1
% 66.97/31.78  																																																					|
% 66.97/31.78  																																																					| Combining equations (455,676) yields a new equation:
% 66.97/31.78  																																																					| (546) e1 = e0
% 66.97/31.78  																																																					|
% 66.97/31.78  																																																					| Simplifying 546 yields:
% 66.97/31.78  																																																					| (431) e1 = e0
% 66.97/31.78  																																																					|
% 66.97/31.78  																																																					| Equations (431) can reduce 233 to:
% 66.97/31.78  																																																					| (266) $false
% 66.97/31.78  																																																					|
% 66.97/31.78  																																																					|-The branch is then unsatisfiable
% 66.97/31.78  																																												|-Branch two:
% 66.97/31.78  																																												| (1453)  ~ (all_0_53_53 = e4)
% 66.97/31.78  																																												| (1694) all_0_53_53 = e3 | all_0_53_53 = e1
% 66.97/31.78  																																												|
% 66.97/31.78  																																													+-Applying beta-rule and splitting (1694), into two cases.
% 66.97/31.78  																																													|-Branch one:
% 66.97/31.78  																																													| (1208) all_0_53_53 = e1
% 66.97/31.78  																																													|
% 66.97/31.78  																																														| Equations (1208) can reduce 1459 to:
% 66.97/31.78  																																														| (266) $false
% 66.97/31.78  																																														|
% 66.97/31.78  																																														|-The branch is then unsatisfiable
% 66.97/31.78  																																													|-Branch two:
% 66.97/31.78  																																													| (1459)  ~ (all_0_53_53 = e1)
% 66.97/31.78  																																													| (665) all_0_53_53 = e3
% 66.97/31.78  																																													|
% 66.97/31.78  																																														| Equations (665) can reduce 903 to:
% 66.97/31.78  																																														| (266) $false
% 66.97/31.78  																																														|
% 66.97/31.78  																																														|-The branch is then unsatisfiable
% 66.97/31.78  																																										|-Branch two:
% 66.97/31.78  																																										| (1890)  ~ (all_0_42_42 = e4)
% 66.97/31.78  																																										| (1969) all_0_42_42 = e3 | all_0_42_42 = e1 | all_0_42_42 = e0
% 66.97/31.78  																																										|
% 66.97/31.78  																																											+-Applying beta-rule and splitting (196), into two cases.
% 66.97/31.78  																																											|-Branch one:
% 66.97/31.78  																																											| (607) all_0_53_53 = e2
% 66.97/31.78  																																											|
% 66.97/31.78  																																												| Equations (607) can reduce 509 to:
% 66.97/31.78  																																												| (266) $false
% 66.97/31.78  																																												|
% 66.97/31.78  																																												|-The branch is then unsatisfiable
% 66.97/31.78  																																											|-Branch two:
% 66.97/31.78  																																											| (509)  ~ (all_0_53_53 = e2)
% 66.97/31.78  																																											| (610) all_0_53_53 = e4 | all_0_53_53 = e3 | all_0_53_53 = e1
% 66.97/31.78  																																											|
% 66.97/31.78  																																												+-Applying beta-rule and splitting (180), into two cases.
% 66.97/31.78  																																												|-Branch one:
% 66.97/31.78  																																												| (516) all_0_42_42 = e3
% 66.97/31.78  																																												|
% 66.97/31.78  																																													| Equations (516) can reduce 405 to:
% 66.97/31.78  																																													| (266) $false
% 66.97/31.78  																																													|
% 66.97/31.78  																																													|-The branch is then unsatisfiable
% 66.97/31.78  																																												|-Branch two:
% 66.97/31.78  																																												| (405)  ~ (all_0_42_42 = e3)
% 66.97/31.78  																																												| (521) all_0_47_47 = e3 | all_0_51_51 = e3 | all_0_56_56 = e3
% 66.97/31.78  																																												|
% 66.97/31.78  																																													+-Applying beta-rule and splitting (2115), into two cases.
% 66.97/31.78  																																													|-Branch one:
% 66.97/31.78  																																													| (1392) all_0_42_42 = e4
% 66.97/31.78  																																													|
% 66.97/31.78  																																														| Equations (1392) can reduce 1890 to:
% 66.97/31.78  																																														| (266) $false
% 66.97/31.78  																																														|
% 66.97/31.78  																																														|-The branch is then unsatisfiable
% 66.97/31.78  																																													|-Branch two:
% 66.97/31.78  																																													| (1890)  ~ (all_0_42_42 = e4)
% 66.97/31.78  																																													| (2246) all_0_47_47 = e4 | all_0_51_51 = e4 | all_0_56_56 = e4
% 66.97/31.78  																																													|
% 66.97/31.78  																																														+-Applying beta-rule and splitting (62553), into two cases.
% 66.97/31.78  																																														|-Branch one:
% 66.97/31.78  																																														| (2336) all_0_55_55 = e3
% 66.97/31.78  																																														|
% 66.97/31.78  																																															| Combining equations (2336,629) yields a new equation:
% 66.97/31.78  																																															| (454) e3 = e1
% 66.97/31.78  																																															|
% 66.97/31.78  																																															| Simplifying 454 yields:
% 66.97/31.78  																																															| (455) e3 = e1
% 66.97/31.78  																																															|
% 66.97/31.78  																																															| Equations (455) can reduce 213 to:
% 66.97/31.78  																																															| (266) $false
% 66.97/31.78  																																															|
% 66.97/31.78  																																															|-The branch is then unsatisfiable
% 66.97/31.78  																																														|-Branch two:
% 66.97/31.78  																																														| (270)  ~ (all_0_55_55 = e3)
% 66.97/31.78  																																														| (62557) all_0_56_56 = e3 | all_0_58_58 = e3
% 66.97/31.78  																																														|
% 66.97/31.78  																																															| Equations (629) can reduce 270 to:
% 66.97/31.78  																																															| (467)  ~ (e3 = e1)
% 66.97/31.78  																																															|
% 66.97/31.78  																																															| Simplifying 467 yields:
% 66.97/31.78  																																															| (213)  ~ (e3 = e1)
% 66.97/31.78  																																															|
% 66.97/31.78  																																															+-Applying beta-rule and splitting (441), into two cases.
% 66.97/31.78  																																															|-Branch one:
% 66.97/31.78  																																															| (1392) all_0_42_42 = e4
% 66.97/31.78  																																															|
% 66.97/31.78  																																																| Equations (1392) can reduce 1890 to:
% 66.97/31.78  																																																| (266) $false
% 66.97/31.78  																																																|
% 66.97/31.78  																																																|-The branch is then unsatisfiable
% 66.97/31.78  																																															|-Branch two:
% 66.97/31.78  																																															| (1890)  ~ (all_0_42_42 = e4)
% 66.97/31.78  																																															| (1891) all_0_43_43 = e4 | all_0_44_44 = e4
% 66.97/31.78  																																															|
% 66.97/31.78  																																																+-Applying beta-rule and splitting (610), into two cases.
% 66.97/31.78  																																																|-Branch one:
% 66.97/31.78  																																																| (1298) all_0_53_53 = e4
% 66.97/31.78  																																																|
% 66.97/31.78  																																																	| Equations (1298) can reduce 1459 to:
% 66.97/31.78  																																																	| (110)  ~ (e4 = e1)
% 66.97/31.78  																																																	|
% 66.97/31.78  																																																	+-Applying beta-rule and splitting (521), into two cases.
% 66.97/31.78  																																																	|-Branch one:
% 66.97/31.78  																																																	| (522) all_0_47_47 = e3
% 66.97/31.78  																																																	|
% 66.97/31.78  																																																		| Combining equations (674,522) yields a new equation:
% 66.97/31.78  																																																		| (676) e3 = e0
% 66.97/31.78  																																																		|
% 66.97/31.78  																																																		| Equations (676) can reduce 80 to:
% 66.97/31.78  																																																		| (266) $false
% 66.97/31.78  																																																		|
% 66.97/31.78  																																																		|-The branch is then unsatisfiable
% 66.97/31.78  																																																	|-Branch two:
% 66.97/31.78  																																																	| (1091)  ~ (all_0_47_47 = e3)
% 66.97/31.78  																																																	| (1092) all_0_51_51 = e3 | all_0_56_56 = e3
% 66.97/31.78  																																																	|
% 66.97/31.78  																																																		+-Applying beta-rule and splitting (1092), into two cases.
% 66.97/31.78  																																																		|-Branch one:
% 66.97/31.78  																																																		| (660) all_0_51_51 = e3
% 66.97/31.78  																																																		|
% 66.97/31.78  																																																			| Combining equations (1109,660) yields a new equation:
% 66.97/31.78  																																																			| (455) e3 = e1
% 66.97/31.78  																																																			|
% 66.97/31.78  																																																			| Equations (455) can reduce 213 to:
% 66.97/31.78  																																																			| (266) $false
% 66.97/31.78  																																																			|
% 66.97/31.78  																																																			|-The branch is then unsatisfiable
% 66.97/31.78  																																																		|-Branch two:
% 66.97/31.78  																																																		| (664)  ~ (all_0_51_51 = e3)
% 66.97/31.78  																																																		| (1097) all_0_56_56 = e3
% 66.97/31.78  																																																		|
% 66.97/31.78  																																																			| Equations (1097) can reduce 477 to:
% 66.97/31.78  																																																			| (277)  ~ (e4 = e3)
% 66.97/31.78  																																																			|
% 66.97/31.78  																																																			| Simplifying 277 yields:
% 66.97/31.78  																																																			| (188)  ~ (e4 = e3)
% 66.97/31.78  																																																			|
% 66.97/31.78  																																																			+-Applying beta-rule and splitting (1891), into two cases.
% 66.97/31.78  																																																			|-Branch one:
% 66.97/31.78  																																																			| (396) all_0_43_43 = e4
% 66.97/31.78  																																																			|
% 66.97/31.78  																																																				| Combining equations (396,430) yields a new equation:
% 66.97/31.78  																																																				| (636) e4 = e1
% 66.97/31.78  																																																				|
% 66.97/31.78  																																																				| Simplifying 636 yields:
% 66.97/31.78  																																																				| (630) e4 = e1
% 66.97/31.78  																																																				|
% 66.97/31.78  																																																				| Equations (630) can reduce 110 to:
% 66.97/31.78  																																																				| (266) $false
% 66.97/31.78  																																																				|
% 66.97/31.78  																																																				|-The branch is then unsatisfiable
% 66.97/31.78  																																																			|-Branch two:
% 66.97/31.78  																																																			| (399)  ~ (all_0_43_43 = e4)
% 66.97/31.78  																																																			| (446) all_0_44_44 = e4
% 66.97/31.78  																																																			|
% 66.97/31.78  																																																				| Combining equations (532,446) yields a new equation:
% 66.97/31.78  																																																				| (425) e4 = e3
% 66.97/31.78  																																																				|
% 66.97/31.78  																																																				| Equations (425) can reduce 188 to:
% 66.97/31.78  																																																				| (266) $false
% 66.97/31.78  																																																				|
% 66.97/31.78  																																																				|-The branch is then unsatisfiable
% 66.97/31.78  																																																|-Branch two:
% 66.97/31.78  																																																| (1453)  ~ (all_0_53_53 = e4)
% 66.97/31.78  																																																| (1694) all_0_53_53 = e3 | all_0_53_53 = e1
% 66.97/31.78  																																																|
% 66.97/31.78  																																																	+-Applying beta-rule and splitting (1694), into two cases.
% 66.97/31.78  																																																	|-Branch one:
% 66.97/31.78  																																																	| (1208) all_0_53_53 = e1
% 66.97/31.78  																																																	|
% 66.97/31.78  																																																		| Equations (1208) can reduce 1459 to:
% 66.97/31.78  																																																		| (266) $false
% 66.97/31.78  																																																		|
% 66.97/31.78  																																																		|-The branch is then unsatisfiable
% 66.97/31.78  																																																	|-Branch two:
% 66.97/31.78  																																																	| (1459)  ~ (all_0_53_53 = e1)
% 66.97/31.78  																																																	| (665) all_0_53_53 = e3
% 66.97/31.78  																																																	|
% 66.97/31.78  																																																		| Equations (665) can reduce 903 to:
% 66.97/31.78  																																																		| (266) $false
% 66.97/31.78  																																																		|
% 66.97/31.78  																																																		|-The branch is then unsatisfiable
% 66.97/31.78  																																								|-Branch two:
% 66.97/31.78  																																								| (407)  ~ (all_0_44_44 = e3)
% 66.97/31.78  																																								| (537) all_0_49_49 = e3 | all_0_53_53 = e3 | all_0_58_58 = e3
% 66.97/31.78  																																								|
% 66.97/31.78  																																									+-Applying beta-rule and splitting (1899), into two cases.
% 66.97/31.78  																																									|-Branch one:
% 66.97/31.78  																																									| (516) all_0_42_42 = e3
% 66.97/31.78  																																									|
% 66.97/31.79  																																										| Equations (516) can reduce 51 to:
% 66.97/31.79  																																										| (212)  ~ (e3 = e2)
% 66.97/31.79  																																										|
% 66.97/31.79  																																										| Equations (516) can reduce 1380 to:
% 66.97/31.79  																																										| (213)  ~ (e3 = e1)
% 66.97/31.79  																																										|
% 66.97/31.79  																																										+-Applying beta-rule and splitting (537), into two cases.
% 66.97/31.79  																																										|-Branch one:
% 66.97/31.79  																																										| (884) all_0_49_49 = e3
% 66.97/31.79  																																										|
% 66.97/31.79  																																											| Combining equations (671,884) yields a new equation:
% 66.97/31.79  																																											| (455) e3 = e1
% 66.97/31.79  																																											|
% 66.97/31.79  																																											| Equations (455) can reduce 213 to:
% 66.97/31.79  																																											| (266) $false
% 66.97/31.79  																																											|
% 66.97/31.79  																																											|-The branch is then unsatisfiable
% 66.97/31.79  																																										|-Branch two:
% 66.97/31.79  																																										| (525)  ~ (all_0_49_49 = e3)
% 66.97/31.79  																																										| (887) all_0_53_53 = e3 | all_0_58_58 = e3
% 66.97/31.79  																																										|
% 66.97/31.79  																																											+-Applying beta-rule and splitting (887), into two cases.
% 66.97/31.79  																																											|-Branch one:
% 66.97/31.79  																																											| (665) all_0_53_53 = e3
% 66.97/31.79  																																											|
% 66.97/31.79  																																												| Equations (665) can reduce 903 to:
% 66.97/31.79  																																												| (266) $false
% 66.97/31.79  																																												|
% 66.97/31.79  																																												|-The branch is then unsatisfiable
% 66.97/31.79  																																											|-Branch two:
% 66.97/31.79  																																											| (903)  ~ (all_0_53_53 = e3)
% 66.97/31.79  																																											| (795) all_0_58_58 = e3
% 66.97/31.79  																																											|
% 66.97/31.79  																																												| Combining equations (795,624) yields a new equation:
% 66.97/31.79  																																												| (661) e3 = e2
% 66.97/31.79  																																												|
% 66.97/31.79  																																												| Simplifying 661 yields:
% 66.97/31.79  																																												| (662) e3 = e2
% 66.97/31.79  																																												|
% 66.97/31.79  																																												| Equations (662) can reduce 212 to:
% 66.97/31.79  																																												| (266) $false
% 66.97/31.79  																																												|
% 66.97/31.79  																																												|-The branch is then unsatisfiable
% 66.97/31.79  																																									|-Branch two:
% 66.97/31.79  																																									| (405)  ~ (all_0_42_42 = e3)
% 66.97/31.79  																																									| (532) all_0_44_44 = e3
% 66.97/31.79  																																									|
% 66.97/31.79  																																										| Equations (532) can reduce 407 to:
% 66.97/31.79  																																										| (266) $false
% 66.97/31.79  																																										|
% 66.97/31.79  																																										|-The branch is then unsatisfiable
% 66.97/31.79  																																			|-Branch two:
% 66.97/31.79  																																			| (632)  ~ (all_0_55_55 = e1)
% 66.97/31.79  																																			| (633) all_0_56_56 = e1 | all_0_57_57 = e1 | all_0_58_58 = e1
% 66.97/31.79  																																			|
% 66.97/31.79  																																				+-Applying beta-rule and splitting (18), into two cases.
% 66.97/31.79  																																				|-Branch one:
% 66.97/31.79  																																				| (453) all_0_41_41 = e1
% 66.97/31.79  																																				|
% 66.97/31.79  																																					| Combining equations (453,794) yields a new equation:
% 66.97/31.79  																																					| (546) e1 = e0
% 66.97/31.79  																																					|
% 66.97/31.79  																																					| Simplifying 546 yields:
% 66.97/31.79  																																					| (431) e1 = e0
% 66.97/31.79  																																					|
% 66.97/31.79  																																					| Equations (431) can reduce 233 to:
% 66.97/31.79  																																					| (266) $false
% 66.97/31.79  																																					|
% 66.97/31.79  																																					|-The branch is then unsatisfiable
% 66.97/31.79  																																				|-Branch two:
% 66.97/31.79  																																				| (457)  ~ (all_0_41_41 = e1)
% 66.97/31.79  																																				| (595) all_0_46_46 = e1 | all_0_50_50 = e1 | all_0_55_55 = e1
% 66.97/31.79  																																				|
% 66.97/31.79  																																					+-Applying beta-rule and splitting (595), into two cases.
% 66.97/31.79  																																					|-Branch one:
% 66.97/31.79  																																					| (545) all_0_46_46 = e1
% 66.97/31.79  																																					|
% 66.97/31.79  																																						| Combining equations (545,1794) yields a new equation:
% 66.97/31.79  																																						| (617) e2 = e1
% 66.97/31.79  																																						|
% 66.97/31.79  																																						| Equations (617) can reduce 122 to:
% 66.97/31.79  																																						| (266) $false
% 66.97/31.79  																																						|
% 66.97/31.79  																																						|-The branch is then unsatisfiable
% 66.97/31.79  																																					|-Branch two:
% 66.97/31.79  																																					| (549)  ~ (all_0_46_46 = e1)
% 66.97/31.79  																																					| (600) all_0_50_50 = e1 | all_0_55_55 = e1
% 66.97/31.79  																																					|
% 66.97/31.79  																																						+-Applying beta-rule and splitting (600), into two cases.
% 66.97/31.79  																																						|-Branch one:
% 66.97/31.79  																																						| (601) all_0_50_50 = e1
% 66.97/31.79  																																						|
% 66.97/31.79  																																							| Equations (601) can reduce 759 to:
% 66.97/31.79  																																							| (266) $false
% 66.97/31.79  																																							|
% 66.97/31.79  																																							|-The branch is then unsatisfiable
% 66.97/31.79  																																						|-Branch two:
% 66.97/31.79  																																						| (759)  ~ (all_0_50_50 = e1)
% 66.97/31.79  																																						| (629) all_0_55_55 = e1
% 66.97/31.79  																																						|
% 66.97/31.79  																																							| Equations (629) can reduce 632 to:
% 66.97/31.79  																																							| (266) $false
% 66.97/31.79  																																							|
% 66.97/31.79  																																							|-The branch is then unsatisfiable
% 66.97/31.79  																																		|-Branch two:
% 66.97/31.79  																																		| (464)  ~ (all_0_51_51 = e1)
% 66.97/31.79  																																		| (1202) all_0_52_52 = e1 | all_0_53_53 = e1
% 66.97/31.79  																																		|
% 66.97/31.79  																																			+-Applying beta-rule and splitting (1202), into two cases.
% 66.97/31.79  																																			|-Branch one:
% 66.97/31.79  																																			| (642) all_0_52_52 = e1
% 66.97/31.79  																																			|
% 66.97/31.79  																																				| Combining equations (352,642) yields a new equation:
% 66.97/31.79  																																				| (616) e2 = e1
% 66.97/31.79  																																				|
% 66.97/31.79  																																				| Simplifying 616 yields:
% 66.97/31.79  																																				| (617) e2 = e1
% 66.97/31.79  																																				|
% 66.97/31.79  																																				| Equations (617) can reduce 122 to:
% 66.97/31.79  																																				| (266) $false
% 66.97/31.79  																																				|
% 66.97/31.79  																																				|-The branch is then unsatisfiable
% 66.97/31.79  																																			|-Branch two:
% 66.97/31.79  																																			| (646)  ~ (all_0_52_52 = e1)
% 66.97/31.79  																																			| (1208) all_0_53_53 = e1
% 66.97/31.79  																																			|
% 66.97/31.79  																																				| Equations (1208) can reduce 1459 to:
% 66.97/31.79  																																				| (266) $false
% 66.97/31.79  																																				|
% 66.97/31.79  																																				|-The branch is then unsatisfiable
% 66.97/31.79  																									|-Branch two:
% 66.97/31.79  																									| (357)  ~ (all_0_41_41 = e0)
% 66.97/31.79  																									| (6761) all_0_42_42 = e0 | all_0_43_43 = e0 | all_0_44_44 = e0
% 66.97/31.79  																									|
% 66.97/31.79  																										+-Applying beta-rule and splitting (243), into two cases.
% 66.97/31.79  																										|-Branch one:
% 66.97/31.79  																										| (329) all_0_38_38 = e0
% 66.97/31.79  																										|
% 66.97/31.79  																											| Combining equations (329,321) yields a new equation:
% 66.97/31.79  																											| (397) e4 = e0
% 66.97/31.79  																											|
% 66.97/31.79  																											| Equations (397) can reduce 49 to:
% 66.97/31.79  																											| (266) $false
% 66.97/31.79  																											|
% 66.97/31.79  																											|-The branch is then unsatisfiable
% 66.97/31.79  																										|-Branch two:
% 66.97/31.79  																										| (332)  ~ (all_0_38_38 = e0)
% 66.97/31.79  																										| (395) all_0_41_41 = e0 | all_0_46_46 = e0 | all_0_55_55 = e0
% 66.97/31.79  																										|
% 66.97/31.79  																											+-Applying beta-rule and splitting (395), into two cases.
% 66.97/31.79  																											|-Branch one:
% 66.97/31.79  																											| (794) all_0_41_41 = e0
% 66.97/31.79  																											|
% 66.97/31.79  																												| Equations (794) can reduce 357 to:
% 66.97/31.79  																												| (266) $false
% 66.97/31.79  																												|
% 66.97/31.79  																												|-The branch is then unsatisfiable
% 66.97/31.79  																											|-Branch two:
% 66.97/31.79  																											| (357)  ~ (all_0_41_41 = e0)
% 66.97/31.79  																											| (895) all_0_46_46 = e0 | all_0_55_55 = e0
% 66.97/31.79  																											|
% 66.97/31.79  																												+-Applying beta-rule and splitting (895), into two cases.
% 66.97/31.79  																												|-Branch one:
% 66.97/31.79  																												| (538) all_0_46_46 = e0
% 66.97/31.79  																												|
% 66.97/31.79  																													| Combining equations (1794,538) yields a new equation:
% 66.97/31.79  																													| (391) e2 = e0
% 66.97/31.79  																													|
% 66.97/31.79  																													| Simplifying 391 yields:
% 66.97/31.79  																													| (330) e2 = e0
% 66.97/31.79  																													|
% 66.97/31.79  																													| Equations (330) can reduce 128 to:
% 66.97/31.79  																													| (266) $false
% 66.97/31.79  																													|
% 66.97/31.79  																													|-The branch is then unsatisfiable
% 66.97/31.79  																												|-Branch two:
% 66.97/31.79  																												| (831)  ~ (all_0_46_46 = e0)
% 66.97/31.79  																												| (858) all_0_55_55 = e0
% 66.97/31.79  																												|
% 66.97/31.79  																													| Equations (858) can reduce 81 to:
% 66.97/31.79  																													| (363)  ~ (all_0_57_57 = e0)
% 66.97/31.79  																													|
% 66.97/31.79  																													| Simplifying 363 yields:
% 66.97/31.79  																													| (364)  ~ (all_0_57_57 = e0)
% 66.97/31.79  																													|
% 66.97/31.79  																													| Equations (858) can reduce 763 to:
% 66.97/31.79  																													| (401)  ~ (e4 = e0)
% 66.97/31.79  																													|
% 66.97/31.79  																													| Simplifying 401 yields:
% 66.97/31.79  																													| (49)  ~ (e4 = e0)
% 66.97/31.79  																													|
% 66.97/31.79  																													+-Applying beta-rule and splitting (5471), into two cases.
% 66.97/31.79  																													|-Branch one:
% 66.97/31.79  																													| (1279) all_0_48_48 = e0
% 66.97/31.79  																													|
% 66.97/31.79  																														| Combining equations (943,1279) yields a new equation:
% 66.97/31.79  																														| (481) e4 = e0
% 66.97/31.79  																														|
% 66.97/31.79  																														| Simplifying 481 yields:
% 66.97/31.79  																														| (397) e4 = e0
% 66.97/31.79  																														|
% 66.97/31.79  																														| Equations (397) can reduce 49 to:
% 66.97/31.79  																														| (266) $false
% 66.97/31.79  																														|
% 66.97/31.79  																														|-The branch is then unsatisfiable
% 66.97/31.79  																													|-Branch two:
% 66.97/31.79  																													| (1283)  ~ (all_0_48_48 = e0)
% 66.97/31.79  																													| (875) all_0_57_57 = e0
% 66.97/31.79  																													|
% 66.97/31.79  																														| Equations (875) can reduce 364 to:
% 66.97/31.79  																														| (266) $false
% 66.97/31.79  																														|
% 66.97/31.79  																														|-The branch is then unsatisfiable
% 66.97/31.79  																								|-Branch two:
% 66.97/31.79  																								| (678)  ~ (all_0_47_47 = e0)
% 66.97/31.79  																								| (1278) all_0_48_48 = e0 | all_0_49_49 = e0
% 66.97/31.79  																								|
% 66.97/31.79  																									+-Applying beta-rule and splitting (1278), into two cases.
% 66.97/31.79  																									|-Branch one:
% 66.97/31.79  																									| (1279) all_0_48_48 = e0
% 66.97/31.79  																									|
% 66.97/31.79  																										| Combining equations (943,1279) yields a new equation:
% 66.97/31.79  																										| (481) e4 = e0
% 66.97/31.79  																										|
% 66.97/31.79  																										| Simplifying 481 yields:
% 66.97/31.79  																										| (397) e4 = e0
% 66.97/31.79  																										|
% 66.97/31.79  																										| Equations (397) can reduce 49 to:
% 66.97/31.79  																										| (266) $false
% 66.97/31.79  																										|
% 66.97/31.79  																										|-The branch is then unsatisfiable
% 66.97/31.79  																									|-Branch two:
% 66.97/31.79  																									| (1283)  ~ (all_0_48_48 = e0)
% 66.97/31.79  																									| (978) all_0_49_49 = e0
% 66.97/31.79  																									|
% 66.97/31.79  																										| Equations (978) can reduce 487 to:
% 66.97/31.79  																										| (266) $false
% 66.97/31.79  																										|
% 66.97/31.79  																										|-The branch is then unsatisfiable
% 66.97/31.79  																						|-Branch two:
% 66.97/31.79  																						| (254)  ~ (all_0_48_48 = e4)
% 66.97/31.79  																						| (947) all_0_52_52 = e4 | all_0_57_57 = e4
% 66.97/31.79  																						|
% 66.97/31.79  																							+-Applying beta-rule and splitting (12), into two cases.
% 66.97/31.79  																							|-Branch one:
% 66.97/31.79  																							| (442) all_0_57_57 = e2
% 66.97/31.79  																							|
% 66.97/31.79  																								| Equations (442) can reduce 344 to:
% 66.97/31.79  																								| (266) $false
% 66.97/31.79  																								|
% 66.97/31.79  																								|-The branch is then unsatisfiable
% 66.97/31.79  																							|-Branch two:
% 66.97/31.79  																							| (344)  ~ (all_0_57_57 = e2)
% 66.97/31.79  																							| (445) all_0_57_57 = e4 | all_0_57_57 = e1 | all_0_57_57 = e0
% 66.97/31.79  																							|
% 66.97/31.79  																								+-Applying beta-rule and splitting (445), into two cases.
% 66.97/31.79  																								|-Branch one:
% 66.97/31.79  																								| (871) all_0_57_57 = e4
% 66.97/31.79  																								|
% 66.97/31.79  																									| Equations (871) can reduce 839 to:
% 66.97/31.79  																									| (266) $false
% 66.97/31.79  																									|
% 66.97/31.79  																									|-The branch is then unsatisfiable
% 66.97/31.79  																								|-Branch two:
% 66.97/31.79  																								| (839)  ~ (all_0_57_57 = e4)
% 66.97/31.79  																								| (874) all_0_57_57 = e1 | all_0_57_57 = e0
% 66.97/31.79  																								|
% 66.97/31.79  																									+-Applying beta-rule and splitting (228), into two cases.
% 66.97/31.79  																									|-Branch one:
% 66.97/31.79  																									| (335) all_0_48_48 = e2
% 66.97/31.79  																									|
% 66.97/31.79  																										| Equations (335) can reduce 810 to:
% 66.97/31.79  																										| (266) $false
% 66.97/31.79  																										|
% 66.97/31.79  																										|-The branch is then unsatisfiable
% 66.97/31.79  																									|-Branch two:
% 66.97/31.79  																									| (810)  ~ (all_0_48_48 = e2)
% 66.97/31.79  																									| (10218) all_0_48_48 = e4 | all_0_48_48 = e1 | all_0_48_48 = e0
% 66.97/31.79  																									|
% 66.97/31.79  																										+-Applying beta-rule and splitting (874), into two cases.
% 66.97/31.79  																										|-Branch one:
% 66.97/31.79  																										| (875) all_0_57_57 = e0
% 66.97/31.79  																										|
% 66.97/31.79  																											| Equations (875) can reduce 239 to:
% 66.97/31.79  																											| (1283)  ~ (all_0_48_48 = e0)
% 66.97/31.79  																											|
% 66.97/31.79  																											+-Applying beta-rule and splitting (10218), into two cases.
% 66.97/31.79  																											|-Branch one:
% 66.97/31.79  																											| (943) all_0_48_48 = e4
% 66.97/31.79  																											|
% 66.97/31.79  																												| Equations (943) can reduce 254 to:
% 66.97/31.79  																												| (266) $false
% 66.97/31.79  																												|
% 66.97/31.79  																												|-The branch is then unsatisfiable
% 66.97/31.79  																											|-Branch two:
% 66.97/31.79  																											| (254)  ~ (all_0_48_48 = e4)
% 66.97/31.79  																											| (10222) all_0_48_48 = e1 | all_0_48_48 = e0
% 66.97/31.79  																											|
% 66.97/31.79  																												+-Applying beta-rule and splitting (10222), into two cases.
% 66.97/31.79  																												|-Branch one:
% 66.97/31.79  																												| (1279) all_0_48_48 = e0
% 66.97/31.79  																												|
% 66.97/31.79  																													| Equations (1279) can reduce 1283 to:
% 66.97/31.79  																													| (266) $false
% 66.97/31.79  																													|
% 66.97/31.79  																													|-The branch is then unsatisfiable
% 66.97/31.79  																												|-Branch two:
% 66.97/31.79  																												| (1283)  ~ (all_0_48_48 = e0)
% 66.97/31.79  																												| (615) all_0_48_48 = e1
% 66.97/31.79  																												|
% 66.97/31.79  																													| Equations (615) can reduce 619 to:
% 66.97/31.79  																													| (266) $false
% 66.97/31.79  																													|
% 66.97/31.79  																													|-The branch is then unsatisfiable
% 66.97/31.79  																										|-Branch two:
% 66.97/31.79  																										| (364)  ~ (all_0_57_57 = e0)
% 66.97/31.79  																										| (647) all_0_57_57 = e1
% 66.97/31.79  																										|
% 66.97/31.79  																											| Equations (647) can reduce 1670 to:
% 66.97/31.79  																											| (266) $false
% 66.97/31.79  																											|
% 66.97/31.79  																											|-The branch is then unsatisfiable
% 66.97/31.79  												|-Branch two:
% 66.97/31.79  												| (300)  ~ (all_0_46_46 = e2)
% 66.97/31.79  												| (10171) all_0_47_47 = e2 | all_0_48_48 = e2 | all_0_49_49 = e2
% 66.97/31.79  												|
% 66.97/31.79  													+-Applying beta-rule and splitting (24424), into two cases.
% 66.97/31.79  													|-Branch one:
% 66.97/31.79  													| (1794) all_0_46_46 = e2
% 66.97/31.79  													|
% 66.97/31.79  														| Equations (1794) can reduce 300 to:
% 66.97/31.79  														| (266) $false
% 66.97/31.79  														|
% 66.97/31.79  														|-The branch is then unsatisfiable
% 66.97/31.79  													|-Branch two:
% 66.97/31.79  													| (300)  ~ (all_0_46_46 = e2)
% 66.97/31.79  													| (24428) all_0_50_50 = e2 | all_0_55_55 = e2
% 66.97/31.79  													|
% 66.97/31.79  														+-Applying beta-rule and splitting (24428), into two cases.
% 66.97/31.79  														|-Branch one:
% 66.97/31.79  														| (378) all_0_50_50 = e2
% 66.97/31.79  														|
% 66.97/31.79  															| Equations (378) can reduce 302 to:
% 66.97/31.79  															| (266) $false
% 66.97/31.79  															|
% 66.97/31.79  															|-The branch is then unsatisfiable
% 66.97/31.79  														|-Branch two:
% 66.97/31.79  														| (302)  ~ (all_0_50_50 = e2)
% 66.97/31.79  														| (386) all_0_55_55 = e2
% 66.97/31.79  														|
% 66.97/31.80  															| Equations (386) can reduce 191 to:
% 66.97/31.80  															| (85)  ~ (all_0_41_41 = e2)
% 66.97/31.80  															|
% 66.97/31.80  															| Equations (386) can reduce 93 to:
% 66.97/31.80  															| (302)  ~ (all_0_50_50 = e2)
% 66.97/31.80  															|
% 66.97/31.80  															| Equations (386) can reduce 153 to:
% 66.97/31.80  															| (510)  ~ (all_0_56_56 = e2)
% 66.97/31.80  															|
% 66.97/31.80  															| Simplifying 510 yields:
% 66.97/31.80  															| (511)  ~ (all_0_56_56 = e2)
% 66.97/31.80  															|
% 66.97/31.80  															| Equations (386) can reduce 81 to:
% 66.97/31.80  															| (343)  ~ (all_0_57_57 = e2)
% 66.97/31.80  															|
% 66.97/31.80  															| Simplifying 343 yields:
% 66.97/31.80  															| (344)  ~ (all_0_57_57 = e2)
% 66.97/31.80  															|
% 66.97/31.80  															| Equations (386) can reduce 3 to:
% 66.97/31.80  															| (1186)  ~ (all_0_58_58 = e2)
% 66.97/31.80  															|
% 66.97/31.80  															| Simplifying 1186 yields:
% 66.97/31.80  															| (908)  ~ (all_0_58_58 = e2)
% 66.97/31.80  															|
% 66.97/31.80  															| Equations (386) can reduce 763 to:
% 66.97/31.80  															| (327)  ~ (e4 = e2)
% 66.97/31.80  															|
% 66.97/31.80  															| Simplifying 327 yields:
% 66.97/31.80  															| (48)  ~ (e4 = e2)
% 66.97/31.80  															|
% 66.97/31.80  															| From (386) and (74) follows:
% 66.97/31.80  															| (24443) op(e0, e3) = e2
% 66.97/31.80  															|
% 66.97/31.80  															+-Applying beta-rule and splitting (377), into two cases.
% 66.97/31.80  															|-Branch one:
% 66.97/31.80  															| (583) all_0_49_49 = e2
% 66.97/31.80  															|
% 66.97/31.80  																| Equations (583) can reduce 9 to:
% 66.97/31.80  																| (147)  ~ (all_0_44_44 = e2)
% 66.97/31.80  																|
% 66.97/31.80  																| Equations (583) can reduce 208 to:
% 66.97/31.80  																| (300)  ~ (all_0_46_46 = e2)
% 66.97/31.80  																|
% 66.97/31.80  																| Equations (583) can reduce 86 to:
% 66.97/31.80  																| (338)  ~ (all_0_47_47 = e2)
% 66.97/31.80  																|
% 66.97/31.80  																| Equations (583) can reduce 185 to:
% 66.97/31.80  																| (810)  ~ (all_0_48_48 = e2)
% 66.97/31.80  																|
% 66.97/31.80  																| Equations (583) can reduce 65 to:
% 66.97/31.80  																| (508)  ~ (all_0_53_53 = e2)
% 66.97/31.80  																|
% 66.97/31.80  																| Simplifying 508 yields:
% 66.97/31.80  																| (509)  ~ (all_0_53_53 = e2)
% 66.97/31.80  																|
% 66.97/31.80  																| Equations (583) can reduce 119 to:
% 66.97/31.80  																| (1186)  ~ (all_0_58_58 = e2)
% 66.97/31.80  																|
% 66.97/31.80  																| Simplifying 1186 yields:
% 66.97/31.80  																| (908)  ~ (all_0_58_58 = e2)
% 66.97/31.80  																|
% 66.97/31.80  																| Equations (583) can reduce 525 to:
% 66.97/31.80  																| (626)  ~ (e3 = e2)
% 66.97/31.80  																|
% 66.97/31.80  																| Simplifying 626 yields:
% 66.97/31.80  																| (212)  ~ (e3 = e2)
% 66.97/31.80  																|
% 66.97/31.80  																| Equations (583) can reduce 487 to:
% 66.97/31.80  																| (128)  ~ (e2 = e0)
% 66.97/31.80  																|
% 66.97/31.80  																| From (583) and (55) follows:
% 66.97/31.80  																| (727) op(e2, e0) = e2
% 66.97/31.80  																|
% 66.97/31.80  																+-Applying beta-rule and splitting (195), into two cases.
% 66.97/31.80  																|-Branch one:
% 66.97/31.80  																| (396) all_0_43_43 = e4
% 66.97/31.80  																|
% 66.97/31.80  																	| Equations (396) can reduce 31 to:
% 66.97/31.80  																	| (440)  ~ (all_0_41_41 = e4)
% 66.97/31.80  																	|
% 66.97/31.80  																	| Equations (396) can reduce 159 to:
% 66.97/31.80  																	| (1903)  ~ (all_0_44_44 = e4)
% 66.97/31.80  																	|
% 66.97/31.80  																	| Simplifying 1903 yields:
% 66.97/31.80  																	| (1390)  ~ (all_0_44_44 = e4)
% 66.97/31.80  																	|
% 66.97/31.80  																	| Equations (396) can reduce 17 to:
% 66.97/31.80  																	| (253)  ~ (all_0_48_48 = e4)
% 66.97/31.80  																	|
% 66.97/31.80  																	| Simplifying 253 yields:
% 66.97/31.80  																	| (254)  ~ (all_0_48_48 = e4)
% 66.97/31.80  																	|
% 66.97/31.80  																	| Equations (396) can reduce 199 to:
% 66.97/31.80  																	| (838)  ~ (all_0_57_57 = e4)
% 66.97/31.80  																	|
% 66.97/31.80  																	| Simplifying 838 yields:
% 66.97/31.80  																	| (839)  ~ (all_0_57_57 = e4)
% 66.97/31.80  																	|
% 66.97/31.80  																	| Equations (396) can reduce 99 to:
% 66.97/31.80  																	| (188)  ~ (e4 = e3)
% 66.97/31.80  																	|
% 66.97/31.80  																	| Equations (396) can reduce 96 to:
% 66.97/31.80  																	| (48)  ~ (e4 = e2)
% 66.97/31.80  																	|
% 66.97/31.80  																	+-Applying beta-rule and splitting (150), into two cases.
% 66.97/31.80  																	|-Branch one:
% 66.97/31.80  																	| (1378) all_0_40_40 = e4
% 66.97/31.80  																	|
% 66.97/31.80  																		| Combining equations (485,1378) yields a new equation:
% 66.97/31.80  																		| (397) e4 = e0
% 66.97/31.80  																		|
% 66.97/31.80  																		| Equations (397) can reduce 49 to:
% 66.97/31.80  																		| (266) $false
% 66.97/31.80  																		|
% 66.97/31.80  																		|-The branch is then unsatisfiable
% 66.97/31.80  																	|-Branch two:
% 66.97/31.80  																	| (447)  ~ (all_0_40_40 = e4)
% 66.97/31.80  																	| (2271) all_0_44_44 = e4 | all_0_49_49 = e4 | all_0_53_53 = e4 | all_0_58_58 = e4
% 66.97/31.80  																	|
% 66.97/31.80  																		+-Applying beta-rule and splitting (2271), into two cases.
% 66.97/31.80  																		|-Branch one:
% 66.97/31.80  																		| (446) all_0_44_44 = e4
% 66.97/31.80  																		|
% 66.97/31.80  																			| Equations (446) can reduce 1390 to:
% 66.97/31.80  																			| (266) $false
% 66.97/31.80  																			|
% 66.97/31.80  																			|-The branch is then unsatisfiable
% 66.97/31.80  																		|-Branch two:
% 66.97/31.80  																		| (1390)  ~ (all_0_44_44 = e4)
% 66.97/31.80  																		| (7998) all_0_49_49 = e4 | all_0_53_53 = e4 | all_0_58_58 = e4
% 66.97/31.80  																		|
% 66.97/31.80  																			+-Applying beta-rule and splitting (206), into two cases.
% 66.97/31.80  																			|-Branch one:
% 66.97/31.80  																			| (248) all_0_45_45 = e4
% 66.97/31.80  																			|
% 66.97/31.80  																				| Combining equations (423,248) yields a new equation:
% 66.97/31.80  																				| (425) e4 = e3
% 66.97/31.80  																				|
% 66.97/31.80  																				| Equations (425) can reduce 188 to:
% 66.97/31.80  																				| (266) $false
% 66.97/31.80  																				|
% 66.97/31.80  																				|-The branch is then unsatisfiable
% 66.97/31.80  																			|-Branch two:
% 66.97/31.80  																			| (60416)  ~ (all_0_45_45 = e4)
% 66.97/31.80  																			| (61457) all_0_46_46 = e4 | all_0_47_47 = e4 | all_0_48_48 = e4 | all_0_49_49 = e4
% 66.97/31.80  																			|
% 66.97/31.80  																				+-Applying beta-rule and splitting (7998), into two cases.
% 66.97/31.80  																				|-Branch one:
% 66.97/31.80  																				| (974) all_0_49_49 = e4
% 66.97/31.80  																				|
% 66.97/31.80  																					| Combining equations (583,974) yields a new equation:
% 66.97/31.80  																					| (323) e4 = e2
% 66.97/31.80  																					|
% 66.97/31.80  																					| Equations (323) can reduce 48 to:
% 66.97/31.80  																					| (266) $false
% 66.97/31.80  																					|
% 66.97/31.80  																					|-The branch is then unsatisfiable
% 66.97/31.80  																				|-Branch two:
% 66.97/31.80  																				| (256)  ~ (all_0_49_49 = e4)
% 66.97/31.80  																				| (8013) all_0_53_53 = e4 | all_0_58_58 = e4
% 66.97/31.80  																				|
% 66.97/31.80  																					+-Applying beta-rule and splitting (61457), into two cases.
% 66.97/31.80  																					|-Branch one:
% 66.97/31.80  																					| (770) all_0_46_46 = e4
% 66.97/31.80  																					|
% 66.97/31.80  																						| Equations (770) can reduce 250 to:
% 66.97/31.80  																						| (266) $false
% 66.97/31.80  																						|
% 66.97/31.80  																						|-The branch is then unsatisfiable
% 66.97/31.80  																					|-Branch two:
% 66.97/31.80  																					| (250)  ~ (all_0_46_46 = e4)
% 66.97/31.80  																					| (61466) all_0_47_47 = e4 | all_0_48_48 = e4 | all_0_49_49 = e4
% 66.97/31.80  																					|
% 66.97/31.80  																						+-Applying beta-rule and splitting (8013), into two cases.
% 66.97/31.80  																						|-Branch one:
% 66.97/31.80  																						| (1298) all_0_53_53 = e4
% 66.97/31.80  																						|
% 66.97/31.80  																							| Equations (1298) can reduce 190 to:
% 66.97/31.80  																							| (566)  ~ (all_0_50_50 = e4)
% 66.97/31.80  																							|
% 66.97/31.80  																							| Equations (1298) can reduce 10 to:
% 66.97/31.80  																							| (450)  ~ (all_0_58_58 = e4)
% 66.97/31.80  																							|
% 66.97/31.80  																							| Simplifying 450 yields:
% 66.97/31.80  																							| (451)  ~ (all_0_58_58 = e4)
% 66.97/31.80  																							|
% 66.97/31.80  																							| Equations (1298) can reduce 509 to:
% 66.97/31.80  																							| (48)  ~ (e4 = e2)
% 66.97/31.80  																							|
% 66.97/31.80  																							| Equations (1298) can reduce 247 to:
% 66.97/31.80  																							| (49)  ~ (e4 = e0)
% 66.97/31.80  																							|
% 66.97/31.80  																							+-Applying beta-rule and splitting (164), into two cases.
% 66.97/31.80  																							|-Branch one:
% 66.97/31.80  																							| (471) all_0_39_39 = e4
% 66.97/31.80  																							|
% 66.97/31.80  																								| Combining equations (471,317) yields a new equation:
% 66.97/31.80  																								| (322) e4 = e2
% 66.97/31.80  																								|
% 66.97/31.80  																								| Simplifying 322 yields:
% 66.97/31.80  																								| (323) e4 = e2
% 66.97/31.80  																								|
% 66.97/31.80  																								| Equations (323) can reduce 48 to:
% 66.97/31.80  																								| (266) $false
% 66.97/31.80  																								|
% 66.97/31.80  																								|-The branch is then unsatisfiable
% 66.97/31.80  																							|-Branch two:
% 66.97/31.80  																							| (1377)  ~ (all_0_39_39 = e4)
% 66.97/31.80  																							| (2115) all_0_42_42 = e4 | all_0_47_47 = e4 | all_0_51_51 = e4 | all_0_56_56 = e4
% 66.97/31.80  																							|
% 66.97/31.80  																								| Equations (317) can reduce 1377 to:
% 66.97/31.80  																								| (327)  ~ (e4 = e2)
% 66.97/31.80  																								|
% 66.97/31.80  																								| Simplifying 327 yields:
% 66.97/31.80  																								| (48)  ~ (e4 = e2)
% 66.97/31.80  																								|
% 66.97/31.81  																								+-Applying beta-rule and splitting (61466), into two cases.
% 66.97/31.81  																								|-Branch one:
% 66.97/31.81  																								| (1790) all_0_47_47 = e4
% 66.97/31.81  																								|
% 66.97/31.81  																									| Equations (1790) can reduce 198 to:
% 66.97/31.81  																									| (1890)  ~ (all_0_42_42 = e4)
% 66.97/31.81  																									|
% 66.97/31.81  																									| Equations (1790) can reduce 114 to:
% 66.97/31.81  																									| (253)  ~ (all_0_48_48 = e4)
% 66.97/31.81  																									|
% 66.97/31.81  																									| Simplifying 253 yields:
% 66.97/31.81  																									| (254)  ~ (all_0_48_48 = e4)
% 66.97/31.81  																									|
% 66.97/31.81  																									| Equations (1790) can reduce 224 to:
% 66.97/31.81  																									| (474)  ~ (all_0_51_51 = e4)
% 66.97/31.81  																									|
% 66.97/31.81  																									| Simplifying 474 yields:
% 66.97/31.81  																									| (475)  ~ (all_0_51_51 = e4)
% 66.97/31.81  																									|
% 66.97/31.81  																									| Equations (1790) can reduce 91 to:
% 66.97/31.81  																									| (476)  ~ (all_0_56_56 = e4)
% 66.97/31.81  																									|
% 66.97/31.81  																									| Simplifying 476 yields:
% 66.97/31.81  																									| (477)  ~ (all_0_56_56 = e4)
% 66.97/31.81  																									|
% 66.97/31.81  																									| Equations (1790) can reduce 1091 to:
% 66.97/31.81  																									| (188)  ~ (e4 = e3)
% 66.97/31.81  																									|
% 66.97/31.81  																									| Equations (1790) can reduce 338 to:
% 66.97/31.81  																									| (48)  ~ (e4 = e2)
% 66.97/31.81  																									|
% 66.97/31.81  																									| From (1790) and (23) follows:
% 66.97/31.81  																									| (61903) op(e2, e2) = e4
% 66.97/31.81  																									|
% 66.97/31.81  																									+-Applying beta-rule and splitting (168), into two cases.
% 66.97/31.81  																									|-Branch one:
% 66.97/31.81  																									| (415) all_0_50_50 = e3
% 66.97/31.81  																									|
% 66.97/31.81  																										| Equations (415) can reduce 221 to:
% 66.97/31.81  																										| (1898)  ~ (all_0_41_41 = e3)
% 66.97/31.81  																										|
% 66.97/31.81  																										| Equations (415) can reduce 35 to:
% 66.97/31.81  																										| (409)  ~ (all_0_46_46 = e3)
% 66.97/31.81  																										|
% 66.97/31.81  																										| Equations (415) can reduce 59 to:
% 66.97/31.81  																										| (1925)  ~ (all_0_51_51 = e3)
% 66.97/31.81  																										|
% 66.97/31.81  																										| Simplifying 1925 yields:
% 66.97/31.81  																										| (664)  ~ (all_0_51_51 = e3)
% 66.97/31.81  																										|
% 66.97/31.81  																										| Equations (415) can reduce 566 to:
% 66.97/31.81  																										| (277)  ~ (e4 = e3)
% 66.97/31.81  																										|
% 66.97/31.81  																										| Simplifying 277 yields:
% 66.97/31.81  																										| (188)  ~ (e4 = e3)
% 66.97/31.81  																										|
% 66.97/31.81  																										| From (415) and (242) follows:
% 66.97/31.81  																										| (1934) op(e1, e3) = e3
% 66.97/31.81  																										|
% 66.97/31.81  																										+-Applying beta-rule and splitting (160), into two cases.
% 66.97/31.81  																										|-Branch one:
% 66.97/31.81  																										| (601) all_0_50_50 = e1
% 66.97/31.81  																										|
% 66.97/31.81  																											| Combining equations (415,601) yields a new equation:
% 66.97/31.81  																											| (454) e3 = e1
% 66.97/31.81  																											|
% 66.97/31.81  																											| Simplifying 454 yields:
% 66.97/31.81  																											| (455) e3 = e1
% 66.97/31.81  																											|
% 66.97/31.81  																											| Equations (455) can reduce 213 to:
% 66.97/31.81  																											| (266) $false
% 66.97/31.81  																											|
% 66.97/31.81  																											|-The branch is then unsatisfiable
% 66.97/31.81  																										|-Branch two:
% 66.97/31.81  																										| (759)  ~ (all_0_50_50 = e1)
% 66.97/31.81  																										| (1168) all_0_51_51 = e1 | all_0_52_52 = e1 | all_0_53_53 = e1
% 66.97/31.81  																										|
% 66.97/31.81  																											+-Applying beta-rule and splitting (1168), into two cases.
% 66.97/31.81  																											|-Branch one:
% 66.97/31.81  																											| (1109) all_0_51_51 = e1
% 66.97/31.81  																											|
% 66.97/31.81  																												| Equations (1109) can reduce 61 to:
% 66.97/31.81  																												| (1380)  ~ (all_0_42_42 = e1)
% 66.97/31.81  																												|
% 66.97/31.81  																												| Equations (1109) can reduce 16 to:
% 66.97/31.81  																												| (465)  ~ (all_0_56_56 = e1)
% 66.97/31.81  																												|
% 66.97/31.81  																												| Simplifying 465 yields:
% 66.97/31.81  																												| (466)  ~ (all_0_56_56 = e1)
% 66.97/31.81  																												|
% 66.97/31.81  																												| Equations (1109) can reduce 475 to:
% 66.97/31.81  																												| (602)  ~ (e4 = e1)
% 66.97/31.81  																												|
% 66.97/31.81  																												| Simplifying 602 yields:
% 66.97/31.81  																												| (110)  ~ (e4 = e1)
% 66.97/31.81  																												|
% 66.97/31.81  																												| Equations (1109) can reduce 664 to:
% 66.97/31.81  																												| (467)  ~ (e3 = e1)
% 66.97/31.81  																												|
% 66.97/31.81  																												| Simplifying 467 yields:
% 66.97/31.81  																												| (213)  ~ (e3 = e1)
% 66.97/31.81  																												|
% 66.97/31.81  																												| Equations (1109) can reduce 1099 to:
% 66.97/31.81  																												| (604)  ~ (e2 = e1)
% 66.97/31.81  																												|
% 66.97/31.81  																												| Simplifying 604 yields:
% 66.97/31.81  																												| (122)  ~ (e2 = e1)
% 66.97/31.81  																												|
% 66.97/31.81  																												| Equations (1109) can reduce 115 to:
% 66.97/31.81  																												| (233)  ~ (e1 = e0)
% 66.97/31.81  																												|
% 66.97/31.81  																												+-Applying beta-rule and splitting (113), into two cases.
% 66.97/31.81  																												|-Branch one:
% 66.97/31.81  																												| (403) all_0_41_41 = e3
% 66.97/31.81  																												|
% 66.97/31.81  																													| Equations (403) can reduce 1898 to:
% 66.97/31.81  																													| (266) $false
% 66.97/31.81  																													|
% 66.97/31.81  																													|-The branch is then unsatisfiable
% 66.97/31.81  																												|-Branch two:
% 66.97/31.81  																												| (1898)  ~ (all_0_41_41 = e3)
% 66.97/31.81  																												| (1899) all_0_42_42 = e3 | all_0_44_44 = e3
% 66.97/31.81  																												|
% 66.97/31.81  																													+-Applying beta-rule and splitting (4), into two cases.
% 66.97/31.81  																													|-Branch one:
% 66.97/31.81  																													| (356) all_0_43_43 = e0
% 66.97/31.81  																													|
% 66.97/31.81  																														| Combining equations (356,396) yields a new equation:
% 66.97/31.81  																														| (397) e4 = e0
% 66.97/31.81  																														|
% 66.97/31.81  																														| Equations (397) can reduce 49 to:
% 66.97/31.81  																														| (266) $false
% 66.97/31.81  																														|
% 66.97/31.81  																														|-The branch is then unsatisfiable
% 66.97/31.81  																													|-Branch two:
% 66.97/31.81  																													| (5470)  ~ (all_0_43_43 = e0)
% 66.97/31.81  																													| (5471) all_0_48_48 = e0 | all_0_57_57 = e0
% 66.97/31.81  																													|
% 66.97/31.81  																														| Equations (396) can reduce 5470 to:
% 66.97/31.81  																														| (49)  ~ (e4 = e0)
% 66.97/31.81  																														|
% 66.97/31.81  																														+-Applying beta-rule and splitting (12), into two cases.
% 66.97/31.81  																														|-Branch one:
% 66.97/31.81  																														| (442) all_0_57_57 = e2
% 66.97/31.81  																														|
% 66.97/31.81  																															| Equations (442) can reduce 344 to:
% 66.97/31.81  																															| (266) $false
% 66.97/31.81  																															|
% 66.97/31.81  																															|-The branch is then unsatisfiable
% 66.97/31.81  																														|-Branch two:
% 66.97/31.81  																														| (344)  ~ (all_0_57_57 = e2)
% 66.97/31.81  																														| (445) all_0_57_57 = e4 | all_0_57_57 = e1 | all_0_57_57 = e0
% 66.97/31.81  																														|
% 66.97/31.81  																															+-Applying beta-rule and splitting (104), into two cases.
% 66.97/31.81  																															|-Branch one:
% 66.97/31.81  																															| (480) all_0_39_39 = e0
% 66.97/31.81  																															|
% 66.97/31.81  																																| Combining equations (480,317) yields a new equation:
% 66.97/31.81  																																| (330) e2 = e0
% 66.97/31.81  																																|
% 66.97/31.81  																																| Equations (330) can reduce 128 to:
% 66.97/31.81  																																| (266) $false
% 66.97/31.81  																																|
% 66.97/31.81  																																|-The branch is then unsatisfiable
% 66.97/31.81  																															|-Branch two:
% 66.97/31.81  																															| (484)  ~ (all_0_39_39 = e0)
% 66.97/31.81  																															| (558) all_0_42_42 = e0 | all_0_47_47 = e0 | all_0_56_56 = e0
% 66.97/31.81  																															|
% 66.97/31.81  																																| Equations (317) can reduce 484 to:
% 66.97/31.81  																																| (128)  ~ (e2 = e0)
% 66.97/31.81  																																|
% 66.97/31.81  																																+-Applying beta-rule and splitting (130), into two cases.
% 66.97/31.81  																																|-Branch one:
% 66.97/31.81  																																| (430) all_0_43_43 = e1
% 66.97/31.81  																																|
% 66.97/31.81  																																	| Combining equations (430,396) yields a new equation:
% 66.97/31.81  																																	| (630) e4 = e1
% 66.97/31.81  																																	|
% 66.97/31.81  																																	| Equations (630) can reduce 110 to:
% 66.97/31.81  																																	| (266) $false
% 66.97/31.81  																																	|
% 66.97/31.81  																																	|-The branch is then unsatisfiable
% 66.97/31.81  																																|-Branch two:
% 66.97/31.81  																																| (433)  ~ (all_0_43_43 = e1)
% 66.97/31.81  																																| (434) all_0_48_48 = e1 | all_0_52_52 = e1 | all_0_57_57 = e1
% 66.97/31.81  																																|
% 66.97/31.81  																																	+-Applying beta-rule and splitting (184), into two cases.
% 66.97/31.81  																																	|-Branch one:
% 66.97/31.81  																																	| (538) all_0_46_46 = e0
% 66.97/31.81  																																	|
% 66.97/31.81  																																		| Equations (538) can reduce 30 to:
% 66.97/31.81  																																		| (10200)  ~ (all_0_48_48 = e0)
% 66.97/31.81  																																		|
% 66.97/31.81  																																		| Simplifying 10200 yields:
% 66.97/31.81  																																		| (1283)  ~ (all_0_48_48 = e0)
% 66.97/31.81  																																		|
% 66.97/31.81  																																		+-Applying beta-rule and splitting (18), into two cases.
% 66.97/31.81  																																		|-Branch one:
% 66.97/31.81  																																		| (453) all_0_41_41 = e1
% 66.97/31.81  																																		|
% 66.97/31.81  																																			| Equations (453) can reduce 214 to:
% 66.97/31.81  																																			| (4055)  ~ (all_0_42_42 = e1)
% 66.97/31.81  																																			|
% 66.97/31.81  																																			| Simplifying 4055 yields:
% 66.97/31.81  																																			| (1380)  ~ (all_0_42_42 = e1)
% 66.97/31.81  																																			|
% 66.97/31.81  																																			+-Applying beta-rule and splitting (228), into two cases.
% 66.97/31.81  																																			|-Branch one:
% 66.97/31.81  																																			| (335) all_0_48_48 = e2
% 66.97/31.81  																																			|
% 66.97/31.81  																																				| Equations (335) can reduce 810 to:
% 66.97/31.81  																																				| (266) $false
% 66.97/31.81  																																				|
% 66.97/31.81  																																				|-The branch is then unsatisfiable
% 66.97/31.81  																																			|-Branch two:
% 66.97/31.81  																																			| (810)  ~ (all_0_48_48 = e2)
% 66.97/31.81  																																			| (10218) all_0_48_48 = e4 | all_0_48_48 = e1 | all_0_48_48 = e0
% 66.97/31.81  																																			|
% 66.97/31.81  																																				+-Applying beta-rule and splitting (10218), into two cases.
% 66.97/31.81  																																				|-Branch one:
% 66.97/31.81  																																				| (943) all_0_48_48 = e4
% 66.97/31.81  																																				|
% 66.97/31.81  																																					| Equations (943) can reduce 254 to:
% 66.97/31.81  																																					| (266) $false
% 66.97/31.81  																																					|
% 66.97/31.81  																																					|-The branch is then unsatisfiable
% 66.97/31.81  																																				|-Branch two:
% 66.97/31.81  																																				| (254)  ~ (all_0_48_48 = e4)
% 66.97/31.81  																																				| (10222) all_0_48_48 = e1 | all_0_48_48 = e0
% 66.97/31.81  																																				|
% 66.97/31.81  																																					+-Applying beta-rule and splitting (10222), into two cases.
% 66.97/31.81  																																					|-Branch one:
% 66.97/31.81  																																					| (1279) all_0_48_48 = e0
% 66.97/31.81  																																					|
% 66.97/31.81  																																						| Equations (1279) can reduce 1283 to:
% 66.97/31.81  																																						| (266) $false
% 66.97/31.81  																																						|
% 66.97/31.81  																																						|-The branch is then unsatisfiable
% 66.97/31.81  																																					|-Branch two:
% 66.97/31.81  																																					| (1283)  ~ (all_0_48_48 = e0)
% 66.97/31.81  																																					| (615) all_0_48_48 = e1
% 66.97/31.81  																																					|
% 66.97/31.81  																																						| Equations (615) can reduce 239 to:
% 66.97/31.81  																																						| (2437)  ~ (all_0_57_57 = e1)
% 66.97/31.81  																																						|
% 66.97/31.81  																																						| Simplifying 2437 yields:
% 66.97/31.81  																																						| (1670)  ~ (all_0_57_57 = e1)
% 66.97/31.81  																																						|
% 66.97/31.81  																																						| Equations (615) can reduce 810 to:
% 66.97/31.81  																																						| (604)  ~ (e2 = e1)
% 66.97/31.81  																																						|
% 66.97/31.81  																																						| Simplifying 604 yields:
% 66.97/31.81  																																						| (122)  ~ (e2 = e1)
% 66.97/31.81  																																						|
% 66.97/31.81  																																						| Equations (615) can reduce 1283 to:
% 66.97/31.81  																																						| (233)  ~ (e1 = e0)
% 66.97/31.81  																																						|
% 66.97/31.81  																																						+-Applying beta-rule and splitting (216), into two cases.
% 66.97/31.81  																																						|-Branch one:
% 66.97/31.81  																																						| (629) all_0_55_55 = e1
% 66.97/31.81  																																						|
% 66.97/31.81  																																							| Combining equations (629,386) yields a new equation:
% 66.97/31.81  																																							| (617) e2 = e1
% 66.97/31.81  																																							|
% 66.97/31.81  																																							| Equations (617) can reduce 122 to:
% 66.97/31.81  																																							| (266) $false
% 66.97/31.81  																																							|
% 66.97/31.81  																																							|-The branch is then unsatisfiable
% 66.97/31.81  																																						|-Branch two:
% 66.97/31.81  																																						| (632)  ~ (all_0_55_55 = e1)
% 66.97/31.81  																																						| (633) all_0_56_56 = e1 | all_0_57_57 = e1 | all_0_58_58 = e1
% 66.97/31.81  																																						|
% 66.97/31.81  																																							+-Applying beta-rule and splitting (5471), into two cases.
% 66.97/31.81  																																							|-Branch one:
% 66.97/31.81  																																							| (1279) all_0_48_48 = e0
% 66.97/31.81  																																							|
% 66.97/31.81  																																								| Combining equations (1279,615) yields a new equation:
% 66.97/31.81  																																								| (431) e1 = e0
% 66.97/31.81  																																								|
% 66.97/31.81  																																								| Equations (431) can reduce 233 to:
% 66.97/31.81  																																								| (266) $false
% 66.97/31.81  																																								|
% 66.97/31.81  																																								|-The branch is then unsatisfiable
% 66.97/31.81  																																							|-Branch two:
% 66.97/31.81  																																							| (1283)  ~ (all_0_48_48 = e0)
% 66.97/31.81  																																							| (875) all_0_57_57 = e0
% 66.97/31.81  																																							|
% 66.97/31.81  																																								| Equations (875) can reduce 140 to:
% 66.97/31.81  																																								| (828)  ~ (all_0_56_56 = e0)
% 66.97/31.81  																																								|
% 66.97/31.81  																																								| Equations (875) can reduce 1670 to:
% 66.97/31.81  																																								| (435)  ~ (e1 = e0)
% 66.97/31.81  																																								|
% 66.97/31.81  																																								| Simplifying 435 yields:
% 66.97/31.81  																																								| (233)  ~ (e1 = e0)
% 66.97/31.81  																																								|
% 66.97/31.81  																																								+-Applying beta-rule and splitting (133), into two cases.
% 66.97/31.81  																																								|-Branch one:
% 66.97/31.81  																																								| (833) all_0_56_56 = e2
% 66.97/31.81  																																								|
% 66.97/31.81  																																									| Equations (833) can reduce 511 to:
% 66.97/31.81  																																									| (266) $false
% 66.97/31.81  																																									|
% 66.97/31.81  																																									|-The branch is then unsatisfiable
% 66.97/31.81  																																								|-Branch two:
% 66.97/31.81  																																								| (511)  ~ (all_0_56_56 = e2)
% 66.97/31.81  																																								| (836) all_0_56_56 = e4 | all_0_56_56 = e3 | all_0_56_56 = e1 | all_0_56_56 = e0
% 66.97/31.81  																																								|
% 66.97/31.81  																																									+-Applying beta-rule and splitting (633), into two cases.
% 66.97/31.81  																																									|-Branch one:
% 66.97/31.81  																																									| (1569) all_0_56_56 = e1
% 66.97/31.81  																																									|
% 66.97/31.81  																																										| Equations (1569) can reduce 466 to:
% 66.97/31.81  																																										| (266) $false
% 66.97/31.81  																																										|
% 66.97/31.81  																																										|-The branch is then unsatisfiable
% 66.97/31.81  																																									|-Branch two:
% 66.97/31.81  																																									| (466)  ~ (all_0_56_56 = e1)
% 66.97/31.81  																																									| (1574) all_0_57_57 = e1 | all_0_58_58 = e1
% 66.97/31.81  																																									|
% 66.97/31.81  																																										+-Applying beta-rule and splitting (1574), into two cases.
% 66.97/31.81  																																										|-Branch one:
% 66.97/31.81  																																										| (647) all_0_57_57 = e1
% 66.97/31.81  																																										|
% 66.97/31.81  																																											| Combining equations (875,647) yields a new equation:
% 66.97/31.81  																																											| (431) e1 = e0
% 66.97/31.81  																																											|
% 66.97/31.81  																																											| Equations (431) can reduce 233 to:
% 66.97/31.81  																																											| (266) $false
% 66.97/31.81  																																											|
% 66.97/31.81  																																											|-The branch is then unsatisfiable
% 66.97/31.81  																																										|-Branch two:
% 66.97/31.81  																																										| (1670)  ~ (all_0_57_57 = e1)
% 66.97/31.81  																																										| (918) all_0_58_58 = e1
% 66.97/31.81  																																										|
% 66.97/31.81  																																											| Equations (918) can reduce 44 to:
% 66.97/31.81  																																											| (466)  ~ (all_0_56_56 = e1)
% 66.97/31.81  																																											|
% 66.97/31.81  																																											| Equations (918) can reduce 451 to:
% 66.97/31.81  																																											| (602)  ~ (e4 = e1)
% 66.97/31.81  																																											|
% 66.97/31.81  																																											| Simplifying 602 yields:
% 66.97/31.81  																																											| (110)  ~ (e4 = e1)
% 66.97/31.81  																																											|
% 66.97/31.81  																																											| Equations (918) can reduce 908 to:
% 66.97/31.81  																																											| (604)  ~ (e2 = e1)
% 66.97/31.81  																																											|
% 66.97/31.81  																																											| Simplifying 604 yields:
% 66.97/31.81  																																											| (122)  ~ (e2 = e1)
% 66.97/31.81  																																											|
% 66.97/31.81  																																											+-Applying beta-rule and splitting (836), into two cases.
% 66.97/31.81  																																											|-Branch one:
% 66.97/31.81  																																											| (842) all_0_56_56 = e4
% 66.97/31.81  																																											|
% 66.97/31.81  																																												| Equations (842) can reduce 477 to:
% 66.97/31.81  																																												| (266) $false
% 66.97/31.81  																																												|
% 66.97/31.81  																																												|-The branch is then unsatisfiable
% 66.97/31.81  																																											|-Branch two:
% 66.97/31.81  																																											| (477)  ~ (all_0_56_56 = e4)
% 66.97/31.81  																																											| (845) all_0_56_56 = e3 | all_0_56_56 = e1 | all_0_56_56 = e0
% 66.97/31.81  																																											|
% 66.97/31.81  																																												+-Applying beta-rule and splitting (163), into two cases.
% 66.97/31.81  																																												|-Branch one:
% 66.97/31.81  																																												| (565) all_0_52_52 = e4
% 66.97/31.81  																																												|
% 66.97/31.81  																																													| Combining equations (352,565) yields a new equation:
% 66.97/31.81  																																													| (323) e4 = e2
% 66.97/31.81  																																													|
% 66.97/31.81  																																													| Equations (323) can reduce 48 to:
% 66.97/31.81  																																													| (266) $false
% 66.97/31.81  																																													|
% 66.97/31.81  																																													|-The branch is then unsatisfiable
% 66.97/31.81  																																												|-Branch two:
% 66.97/31.81  																																												| (780)  ~ (all_0_52_52 = e4)
% 66.97/31.81  																																												| (781) (all_0_41_41 = e0 & all_0_58_58 = e3 &  ~ (all_0_44_44 = e3)) | (all_0_41_41 = e0 & all_0_58_58 = e3 &  ~ (all_0_55_55 = e0)) | (all_0_47_47 = e1 & all_0_52_52 = e2 &  ~ (all_0_48_48 = e2)) | (all_0_47_47 = e1 & all_0_52_52 = e2 &  ~ (all_0_51_51 = e1)) | (all_0_47_47 = e0 & all_0_58_58 = e2 &  ~ (all_0_49_49 = e2)) | (all_0_47_47 = e0 & all_0_58_58 = e2 &  ~ (all_0_56_56 = e0))
% 66.97/31.81  																																												|
% 66.97/31.81  																																													+-Applying beta-rule and splitting (189), into two cases.
% 66.97/31.81  																																													|-Branch one:
% 66.97/31.81  																																													| (532) all_0_44_44 = e3
% 66.97/31.81  																																													|
% 66.97/31.81  																																														| Equations (532) can reduce 73 to:
% 66.97/31.81  																																														| (405)  ~ (all_0_42_42 = e3)
% 66.97/31.81  																																														|
% 66.97/31.81  																																														+-Applying beta-rule and splitting (152), into two cases.
% 66.97/31.81  																																														|-Branch one:
% 66.97/31.81  																																														| (1392) all_0_42_42 = e4
% 66.97/31.81  																																														|
% 66.97/31.81  																																															| Equations (1392) can reduce 1890 to:
% 66.97/31.81  																																															| (266) $false
% 66.97/31.81  																																															|
% 66.97/31.81  																																															|-The branch is then unsatisfiable
% 66.97/31.81  																																														|-Branch two:
% 66.97/31.81  																																														| (1890)  ~ (all_0_42_42 = e4)
% 66.97/31.82  																																														| (1969) all_0_42_42 = e3 | all_0_42_42 = e1 | all_0_42_42 = e0
% 66.97/31.82  																																														|
% 66.97/31.82  																																															+-Applying beta-rule and splitting (180), into two cases.
% 66.97/31.82  																																															|-Branch one:
% 66.97/31.82  																																															| (516) all_0_42_42 = e3
% 66.97/31.82  																																															|
% 66.97/31.82  																																																| Equations (516) can reduce 405 to:
% 66.97/31.82  																																																| (266) $false
% 66.97/31.82  																																																|
% 66.97/31.82  																																																|-The branch is then unsatisfiable
% 66.97/31.82  																																															|-Branch two:
% 66.97/31.82  																																															| (405)  ~ (all_0_42_42 = e3)
% 66.97/31.82  																																															| (521) all_0_47_47 = e3 | all_0_51_51 = e3 | all_0_56_56 = e3
% 66.97/31.82  																																															|
% 66.97/31.82  																																																+-Applying beta-rule and splitting (1969), into two cases.
% 66.97/31.82  																																																|-Branch one:
% 66.97/31.82  																																																| (559) all_0_42_42 = e0
% 66.97/31.82  																																																|
% 66.97/31.82  																																																	| Equations (559) can reduce 1380 to:
% 66.97/31.82  																																																	| (435)  ~ (e1 = e0)
% 66.97/31.82  																																																	|
% 66.97/31.82  																																																	| Simplifying 435 yields:
% 66.97/31.82  																																																	| (233)  ~ (e1 = e0)
% 66.97/31.82  																																																	|
% 66.97/31.82  																																																	+-Applying beta-rule and splitting (781), into two cases.
% 66.97/31.82  																																																	|-Branch one:
% 66.97/31.82  																																																	| (789) (all_0_41_41 = e0 & all_0_58_58 = e3 &  ~ (all_0_44_44 = e3)) | (all_0_41_41 = e0 & all_0_58_58 = e3 &  ~ (all_0_55_55 = e0)) | (all_0_47_47 = e1 & all_0_52_52 = e2 &  ~ (all_0_48_48 = e2)) | (all_0_47_47 = e1 & all_0_52_52 = e2 &  ~ (all_0_51_51 = e1)) | (all_0_47_47 = e0 & all_0_58_58 = e2 &  ~ (all_0_49_49 = e2))
% 66.97/31.82  																																																	|
% 66.97/31.82  																																																		+-Applying beta-rule and splitting (789), into two cases.
% 66.97/31.82  																																																		|-Branch one:
% 66.97/31.82  																																																		| (790) (all_0_41_41 = e0 & all_0_58_58 = e3 &  ~ (all_0_44_44 = e3)) | (all_0_41_41 = e0 & all_0_58_58 = e3 &  ~ (all_0_55_55 = e0)) | (all_0_47_47 = e1 & all_0_52_52 = e2 &  ~ (all_0_48_48 = e2)) | (all_0_47_47 = e1 & all_0_52_52 = e2 &  ~ (all_0_51_51 = e1))
% 66.97/31.82  																																																		|
% 66.97/31.82  																																																			+-Applying beta-rule and splitting (790), into two cases.
% 66.97/31.82  																																																			|-Branch one:
% 66.97/31.82  																																																			| (791) (all_0_41_41 = e0 & all_0_58_58 = e3 &  ~ (all_0_44_44 = e3)) | (all_0_41_41 = e0 & all_0_58_58 = e3 &  ~ (all_0_55_55 = e0)) | (all_0_47_47 = e1 & all_0_52_52 = e2 &  ~ (all_0_48_48 = e2))
% 66.97/31.82  																																																			|
% 66.97/31.82  																																																				+-Applying beta-rule and splitting (791), into two cases.
% 66.97/31.82  																																																				|-Branch one:
% 66.97/31.82  																																																				| (792) (all_0_41_41 = e0 & all_0_58_58 = e3 &  ~ (all_0_44_44 = e3)) | (all_0_41_41 = e0 & all_0_58_58 = e3 &  ~ (all_0_55_55 = e0))
% 66.97/31.82  																																																				|
% 66.97/31.82  																																																					+-Applying beta-rule and splitting (792), into two cases.
% 66.97/31.82  																																																					|-Branch one:
% 66.97/31.82  																																																					| (793) all_0_41_41 = e0 & all_0_58_58 = e3 &  ~ (all_0_44_44 = e3)
% 66.97/31.82  																																																					|
% 66.97/31.82  																																																						| Applying alpha-rule on (793) yields:
% 66.97/31.82  																																																						| (794) all_0_41_41 = e0
% 66.97/31.82  																																																						| (795) all_0_58_58 = e3
% 66.97/31.82  																																																						| (407)  ~ (all_0_44_44 = e3)
% 66.97/31.82  																																																						|
% 66.97/31.82  																																																						| Combining equations (794,453) yields a new equation:
% 66.97/31.82  																																																						| (431) e1 = e0
% 66.97/31.82  																																																						|
% 66.97/31.82  																																																						| Equations (431) can reduce 233 to:
% 66.97/31.82  																																																						| (266) $false
% 66.97/31.82  																																																						|
% 66.97/31.82  																																																						|-The branch is then unsatisfiable
% 66.97/31.82  																																																					|-Branch two:
% 66.97/31.82  																																																					| (800) all_0_41_41 = e0 & all_0_58_58 = e3 &  ~ (all_0_55_55 = e0)
% 66.97/31.82  																																																					|
% 66.97/31.82  																																																						| Applying alpha-rule on (800) yields:
% 66.97/31.82  																																																						| (794) all_0_41_41 = e0
% 66.97/31.82  																																																						| (795) all_0_58_58 = e3
% 66.97/31.82  																																																						| (803)  ~ (all_0_55_55 = e0)
% 66.97/31.82  																																																						|
% 66.97/31.82  																																																						| Combining equations (794,453) yields a new equation:
% 66.97/31.82  																																																						| (431) e1 = e0
% 66.97/31.82  																																																						|
% 66.97/31.82  																																																						| Equations (431) can reduce 233 to:
% 66.97/31.82  																																																						| (266) $false
% 66.97/31.82  																																																						|
% 66.97/31.82  																																																						|-The branch is then unsatisfiable
% 66.97/31.82  																																																				|-Branch two:
% 66.97/31.82  																																																				| (807) all_0_47_47 = e1 & all_0_52_52 = e2 &  ~ (all_0_48_48 = e2)
% 66.97/31.82  																																																				|
% 66.97/31.82  																																																					| Applying alpha-rule on (807) yields:
% 66.97/31.82  																																																					| (654) all_0_47_47 = e1
% 66.97/31.82  																																																					| (352) all_0_52_52 = e2
% 66.97/31.82  																																																					| (810)  ~ (all_0_48_48 = e2)
% 66.97/31.82  																																																					|
% 66.97/31.82  																																																					| Combining equations (1790,654) yields a new equation:
% 66.97/31.82  																																																					| (636) e4 = e1
% 66.97/31.82  																																																					|
% 66.97/31.82  																																																					| Simplifying 636 yields:
% 66.97/31.82  																																																					| (630) e4 = e1
% 66.97/31.82  																																																					|
% 66.97/31.82  																																																					| Equations (630) can reduce 110 to:
% 66.97/31.82  																																																					| (266) $false
% 66.97/31.82  																																																					|
% 66.97/31.82  																																																					|-The branch is then unsatisfiable
% 66.97/31.82  																																																			|-Branch two:
% 66.97/31.82  																																																			| (813) all_0_47_47 = e1 & all_0_52_52 = e2 &  ~ (all_0_51_51 = e1)
% 66.97/31.82  																																																			|
% 66.97/31.82  																																																				| Applying alpha-rule on (813) yields:
% 66.97/31.82  																																																				| (654) all_0_47_47 = e1
% 66.97/31.82  																																																				| (352) all_0_52_52 = e2
% 66.97/31.82  																																																				| (464)  ~ (all_0_51_51 = e1)
% 66.97/31.82  																																																				|
% 66.97/31.82  																																																				| Combining equations (1790,654) yields a new equation:
% 66.97/31.82  																																																				| (636) e4 = e1
% 66.97/31.82  																																																				|
% 66.97/31.82  																																																				| Simplifying 636 yields:
% 66.97/31.82  																																																				| (630) e4 = e1
% 66.97/31.82  																																																				|
% 66.97/31.82  																																																				| Equations (630) can reduce 110 to:
% 66.97/31.82  																																																				| (266) $false
% 66.97/31.82  																																																				|
% 66.97/31.82  																																																				|-The branch is then unsatisfiable
% 66.97/31.82  																																																		|-Branch two:
% 66.97/31.82  																																																		| (819) all_0_47_47 = e0 & all_0_58_58 = e2 &  ~ (all_0_49_49 = e2)
% 66.97/31.82  																																																		|
% 66.97/31.82  																																																			| Applying alpha-rule on (819) yields:
% 66.97/31.82  																																																			| (674) all_0_47_47 = e0
% 66.97/31.82  																																																			| (624) all_0_58_58 = e2
% 66.97/31.82  																																																			| (340)  ~ (all_0_49_49 = e2)
% 66.97/31.82  																																																			|
% 66.97/31.82  																																																			| Combining equations (624,918) yields a new equation:
% 66.97/31.82  																																																			| (616) e2 = e1
% 66.97/31.82  																																																			|
% 66.97/31.82  																																																			| Simplifying 616 yields:
% 66.97/31.82  																																																			| (617) e2 = e1
% 66.97/31.82  																																																			|
% 66.97/31.82  																																																			| Equations (617) can reduce 122 to:
% 66.97/31.82  																																																			| (266) $false
% 66.97/31.82  																																																			|
% 66.97/31.82  																																																			|-The branch is then unsatisfiable
% 66.97/31.82  																																																	|-Branch two:
% 66.97/31.82  																																																	| (825) all_0_47_47 = e0 & all_0_58_58 = e2 &  ~ (all_0_56_56 = e0)
% 66.97/31.82  																																																	|
% 66.97/31.82  																																																		| Applying alpha-rule on (825) yields:
% 66.97/31.82  																																																		| (674) all_0_47_47 = e0
% 66.97/31.82  																																																		| (624) all_0_58_58 = e2
% 66.97/31.82  																																																		| (828)  ~ (all_0_56_56 = e0)
% 66.97/31.82  																																																		|
% 66.97/31.82  																																																		| Combining equations (624,918) yields a new equation:
% 66.97/31.82  																																																		| (616) e2 = e1
% 66.97/31.82  																																																		|
% 66.97/31.82  																																																		| Simplifying 616 yields:
% 66.97/31.82  																																																		| (617) e2 = e1
% 66.97/31.82  																																																		|
% 66.97/31.82  																																																		| Equations (617) can reduce 122 to:
% 66.97/31.82  																																																		| (266) $false
% 66.97/31.82  																																																		|
% 66.97/31.82  																																																		|-The branch is then unsatisfiable
% 66.97/31.82  																																																|-Branch two:
% 66.97/31.82  																																																| (358)  ~ (all_0_42_42 = e0)
% 66.97/31.82  																																																| (2510) all_0_42_42 = e3 | all_0_42_42 = e1
% 66.97/31.82  																																																|
% 66.97/31.82  																																																	+-Applying beta-rule and splitting (2510), into two cases.
% 66.97/31.82  																																																	|-Branch one:
% 66.97/31.82  																																																	| (459) all_0_42_42 = e1
% 66.97/31.82  																																																	|
% 66.97/31.82  																																																		| Equations (459) can reduce 1380 to:
% 66.97/31.82  																																																		| (266) $false
% 66.97/31.82  																																																		|
% 66.97/31.82  																																																		|-The branch is then unsatisfiable
% 66.97/31.82  																																																	|-Branch two:
% 66.97/31.82  																																																	| (1380)  ~ (all_0_42_42 = e1)
% 66.97/31.82  																																																	| (516) all_0_42_42 = e3
% 66.97/31.82  																																																	|
% 66.97/31.82  																																																		| Equations (516) can reduce 405 to:
% 66.97/31.82  																																																		| (266) $false
% 66.97/31.82  																																																		|
% 66.97/31.82  																																																		|-The branch is then unsatisfiable
% 66.97/31.82  																																													|-Branch two:
% 66.97/31.82  																																													| (407)  ~ (all_0_44_44 = e3)
% 66.97/31.82  																																													| (537) all_0_49_49 = e3 | all_0_53_53 = e3 | all_0_58_58 = e3
% 66.97/31.82  																																													|
% 66.97/31.82  																																														+-Applying beta-rule and splitting (1899), into two cases.
% 66.97/31.82  																																														|-Branch one:
% 66.97/31.82  																																														| (516) all_0_42_42 = e3
% 66.97/31.82  																																														|
% 66.97/31.82  																																															| Equations (516) can reduce 236 to:
% 66.97/31.82  																																															| (271)  ~ (all_0_56_56 = e3)
% 66.97/31.82  																																															|
% 66.97/31.82  																																															| Simplifying 271 yields:
% 66.97/31.82  																																															| (272)  ~ (all_0_56_56 = e3)
% 66.97/31.82  																																															|
% 66.97/31.82  																																															+-Applying beta-rule and splitting (845), into two cases.
% 66.97/31.82  																																															|-Branch one:
% 66.97/31.82  																																															| (679) all_0_56_56 = e0
% 66.97/31.82  																																															|
% 66.97/31.82  																																																| Equations (679) can reduce 828 to:
% 66.97/31.82  																																																| (266) $false
% 66.97/31.82  																																																|
% 66.97/31.82  																																																|-The branch is then unsatisfiable
% 66.97/31.82  																																															|-Branch two:
% 66.97/31.82  																																															| (828)  ~ (all_0_56_56 = e0)
% 66.97/31.82  																																															| (3172) all_0_56_56 = e3 | all_0_56_56 = e1
% 66.97/31.82  																																															|
% 66.97/31.82  																																																+-Applying beta-rule and splitting (3172), into two cases.
% 66.97/31.82  																																																|-Branch one:
% 66.97/31.82  																																																| (1569) all_0_56_56 = e1
% 66.97/31.82  																																																|
% 66.97/31.82  																																																	| Equations (1569) can reduce 466 to:
% 66.97/31.82  																																																	| (266) $false
% 66.97/31.82  																																																	|
% 66.97/31.82  																																																	|-The branch is then unsatisfiable
% 66.97/31.82  																																																|-Branch two:
% 66.97/31.82  																																																| (466)  ~ (all_0_56_56 = e1)
% 66.97/31.82  																																																| (1097) all_0_56_56 = e3
% 66.97/31.82  																																																|
% 66.97/31.82  																																																	| Equations (1097) can reduce 272 to:
% 66.97/31.82  																																																	| (266) $false
% 66.97/31.82  																																																	|
% 66.97/31.82  																																																	|-The branch is then unsatisfiable
% 66.97/31.82  																																														|-Branch two:
% 66.97/31.82  																																														| (405)  ~ (all_0_42_42 = e3)
% 66.97/31.82  																																														| (532) all_0_44_44 = e3
% 66.97/31.82  																																														|
% 66.97/31.82  																																															| Equations (532) can reduce 407 to:
% 66.97/31.82  																																															| (266) $false
% 66.97/31.82  																																															|
% 66.97/31.82  																																															|-The branch is then unsatisfiable
% 66.97/31.82  																																		|-Branch two:
% 66.97/31.82  																																		| (457)  ~ (all_0_41_41 = e1)
% 66.97/31.82  																																		| (595) all_0_46_46 = e1 | all_0_50_50 = e1 | all_0_55_55 = e1
% 66.97/31.82  																																		|
% 66.97/31.82  																																			+-Applying beta-rule and splitting (135), into two cases.
% 66.97/31.82  																																			|-Branch one:
% 66.97/31.82  																																			| (545) all_0_46_46 = e1
% 66.97/31.82  																																			|
% 66.97/31.82  																																				| Combining equations (545,538) yields a new equation:
% 66.97/31.82  																																				| (546) e1 = e0
% 66.97/31.82  																																				|
% 66.97/31.82  																																				| Simplifying 546 yields:
% 66.97/31.82  																																				| (431) e1 = e0
% 66.97/31.82  																																				|
% 66.97/31.82  																																				| Equations (431) can reduce 233 to:
% 66.97/31.82  																																				| (266) $false
% 66.97/31.82  																																				|
% 66.97/31.82  																																				|-The branch is then unsatisfiable
% 66.97/31.82  																																			|-Branch two:
% 66.97/31.82  																																			| (549)  ~ (all_0_46_46 = e1)
% 66.97/31.82  																																			| (550) all_0_47_47 = e1 | all_0_48_48 = e1 | all_0_49_49 = e1
% 66.97/31.82  																																			|
% 66.97/31.82  																																				| Equations (538) can reduce 549 to:
% 66.97/31.82  																																				| (435)  ~ (e1 = e0)
% 66.97/31.82  																																				|
% 66.97/31.82  																																				| Simplifying 435 yields:
% 66.97/31.82  																																				| (233)  ~ (e1 = e0)
% 66.97/31.82  																																				|
% 66.97/31.82  																																				+-Applying beta-rule and splitting (595), into two cases.
% 66.97/31.82  																																				|-Branch one:
% 66.97/31.82  																																				| (545) all_0_46_46 = e1
% 66.97/31.82  																																				|
% 66.97/31.82  																																					| Combining equations (545,538) yields a new equation:
% 66.97/31.82  																																					| (546) e1 = e0
% 66.97/31.82  																																					|
% 66.97/31.82  																																					| Simplifying 546 yields:
% 66.97/31.82  																																					| (431) e1 = e0
% 66.97/31.82  																																					|
% 66.97/31.82  																																					| Equations (431) can reduce 233 to:
% 66.97/31.82  																																					| (266) $false
% 66.97/31.82  																																					|
% 66.97/31.82  																																					|-The branch is then unsatisfiable
% 66.97/31.82  																																				|-Branch two:
% 66.97/31.82  																																				| (549)  ~ (all_0_46_46 = e1)
% 66.97/31.82  																																				| (600) all_0_50_50 = e1 | all_0_55_55 = e1
% 66.97/31.82  																																				|
% 66.97/31.82  																																					+-Applying beta-rule and splitting (600), into two cases.
% 66.97/31.82  																																					|-Branch one:
% 66.97/31.82  																																					| (601) all_0_50_50 = e1
% 66.97/31.82  																																					|
% 66.97/31.82  																																						| Combining equations (415,601) yields a new equation:
% 66.97/31.82  																																						| (454) e3 = e1
% 66.97/31.82  																																						|
% 66.97/31.82  																																						| Simplifying 454 yields:
% 66.97/31.82  																																						| (455) e3 = e1
% 66.97/31.82  																																						|
% 66.97/31.82  																																						| Equations (455) can reduce 213 to:
% 66.97/31.82  																																						| (266) $false
% 66.97/31.82  																																						|
% 66.97/31.82  																																						|-The branch is then unsatisfiable
% 66.97/31.82  																																					|-Branch two:
% 66.97/31.82  																																					| (759)  ~ (all_0_50_50 = e1)
% 66.97/31.82  																																					| (629) all_0_55_55 = e1
% 66.97/31.82  																																					|
% 66.97/31.82  																																						| Combining equations (386,629) yields a new equation:
% 66.97/31.82  																																						| (616) e2 = e1
% 66.97/31.82  																																						|
% 66.97/31.82  																																						| Simplifying 616 yields:
% 66.97/31.82  																																						| (617) e2 = e1
% 66.97/31.82  																																						|
% 66.97/31.82  																																						| Equations (617) can reduce 122 to:
% 66.97/31.82  																																						| (266) $false
% 66.97/31.82  																																						|
% 66.97/31.82  																																						|-The branch is then unsatisfiable
% 66.97/31.82  																																	|-Branch two:
% 66.97/31.82  																																	| (831)  ~ (all_0_46_46 = e0)
% 66.97/31.82  																																	| (832) all_0_47_47 = e0 | all_0_48_48 = e0 | all_0_49_49 = e0
% 66.97/31.82  																																	|
% 66.97/31.82  																																		+-Applying beta-rule and splitting (243), into two cases.
% 66.97/31.82  																																		|-Branch one:
% 66.97/31.82  																																		| (329) all_0_38_38 = e0
% 66.97/31.82  																																		|
% 66.97/31.82  																																			| Combining equations (329,321) yields a new equation:
% 66.97/31.82  																																			| (397) e4 = e0
% 66.97/31.82  																																			|
% 66.97/31.82  																																			| Equations (397) can reduce 49 to:
% 66.97/31.82  																																			| (266) $false
% 66.97/31.82  																																			|
% 66.97/31.82  																																			|-The branch is then unsatisfiable
% 66.97/31.82  																																		|-Branch two:
% 66.97/31.82  																																		| (332)  ~ (all_0_38_38 = e0)
% 66.97/31.82  																																		| (395) all_0_41_41 = e0 | all_0_46_46 = e0 | all_0_55_55 = e0
% 66.97/31.82  																																		|
% 66.97/31.82  																																			| Equations (321) can reduce 332 to:
% 66.97/31.82  																																			| (49)  ~ (e4 = e0)
% 66.97/31.82  																																			|
% 66.97/31.82  																																			+-Applying beta-rule and splitting (123), into two cases.
% 66.97/31.82  																																			|-Branch one:
% 66.97/31.82  																																			| (1794) all_0_46_46 = e2
% 66.97/31.82  																																			|
% 66.97/31.82  																																				| Equations (1794) can reduce 300 to:
% 66.97/31.82  																																				| (266) $false
% 66.97/31.82  																																				|
% 66.97/31.82  																																				|-The branch is then unsatisfiable
% 66.97/31.82  																																			|-Branch two:
% 66.97/31.82  																																			| (300)  ~ (all_0_46_46 = e2)
% 66.97/31.82  																																			| (1797) all_0_46_46 = e4 | all_0_46_46 = e3 | all_0_46_46 = e1 | all_0_46_46 = e0
% 66.97/31.82  																																			|
% 66.97/31.82  																																				+-Applying beta-rule and splitting (832), into two cases.
% 66.97/31.82  																																				|-Branch one:
% 66.97/31.82  																																				| (674) all_0_47_47 = e0
% 66.97/31.82  																																				|
% 66.97/31.82  																																					| Combining equations (1790,674) yields a new equation:
% 66.97/31.82  																																					| (481) e4 = e0
% 66.97/31.82  																																					|
% 66.97/31.82  																																					| Simplifying 481 yields:
% 66.97/31.82  																																					| (397) e4 = e0
% 66.97/31.82  																																					|
% 66.97/31.82  																																					| Equations (397) can reduce 49 to:
% 66.97/31.82  																																					| (266) $false
% 66.97/31.82  																																					|
% 66.97/31.82  																																					|-The branch is then unsatisfiable
% 66.97/31.82  																																				|-Branch two:
% 66.97/31.82  																																				| (678)  ~ (all_0_47_47 = e0)
% 66.97/31.82  																																				| (1278) all_0_48_48 = e0 | all_0_49_49 = e0
% 66.97/31.82  																																				|
% 66.97/31.82  																																					+-Applying beta-rule and splitting (1278), into two cases.
% 66.97/31.82  																																					|-Branch one:
% 66.97/31.82  																																					| (1279) all_0_48_48 = e0
% 66.97/31.82  																																					|
% 66.97/31.82  																																						| Equations (1279) can reduce 239 to:
% 66.97/31.82  																																						| (363)  ~ (all_0_57_57 = e0)
% 66.97/31.82  																																						|
% 66.97/31.82  																																						| Simplifying 363 yields:
% 66.97/31.82  																																						| (364)  ~ (all_0_57_57 = e0)
% 66.97/31.82  																																						|
% 66.97/31.82  																																						| Equations (1279) can reduce 254 to:
% 66.97/31.82  																																						| (401)  ~ (e4 = e0)
% 66.97/31.82  																																						|
% 66.97/31.82  																																						| Simplifying 401 yields:
% 66.97/31.82  																																						| (49)  ~ (e4 = e0)
% 66.97/31.82  																																						|
% 66.97/31.82  																																						| Equations (1279) can reduce 215 to:
% 66.97/31.82  																																						| (541)  ~ (e3 = e0)
% 66.97/31.82  																																						|
% 66.97/31.82  																																						| Simplifying 541 yields:
% 66.97/31.82  																																						| (80)  ~ (e3 = e0)
% 66.97/31.82  																																						|
% 66.97/31.82  																																						| Equations (1279) can reduce 810 to:
% 66.97/31.82  																																						| (365)  ~ (e2 = e0)
% 66.97/31.82  																																						|
% 66.97/31.82  																																						| Simplifying 365 yields:
% 66.97/31.82  																																						| (128)  ~ (e2 = e0)
% 66.97/31.82  																																						|
% 66.97/31.82  																																						| From (1279) and (192) follows:
% 66.97/31.82  																																						| (14938) op(e2, e1) = e0
% 66.97/31.82  																																						|
% 66.97/31.82  																																						+-Applying beta-rule and splitting (135), into two cases.
% 66.97/31.82  																																						|-Branch one:
% 66.97/31.82  																																						| (545) all_0_46_46 = e1
% 66.97/31.82  																																						|
% 66.97/31.82  																																							| Equations (545) can reduce 43 to:
% 66.97/31.82  																																							| (457)  ~ (all_0_41_41 = e1)
% 66.97/31.82  																																							|
% 66.97/31.82  																																							| Equations (545) can reduce 409 to:
% 66.97/31.82  																																							| (467)  ~ (e3 = e1)
% 66.97/31.82  																																							|
% 66.97/31.82  																																							| Simplifying 467 yields:
% 66.97/31.82  																																							| (213)  ~ (e3 = e1)
% 66.97/31.82  																																							|
% 66.97/31.82  																																							| Equations (545) can reduce 300 to:
% 66.97/31.82  																																							| (604)  ~ (e2 = e1)
% 66.97/31.82  																																							|
% 66.97/31.82  																																							| Simplifying 604 yields:
% 66.97/31.82  																																							| (122)  ~ (e2 = e1)
% 66.97/31.82  																																							|
% 66.97/31.82  																																							| From (545) and (120) follows:
% 66.97/31.82  																																							| (2105) op(e2, e3) = e1
% 66.97/31.82  																																							|
% 66.97/31.82  																																							+-Applying beta-rule and splitting (103), into two cases.
% 66.97/31.82  																																							|-Branch one:
% 66.97/31.82  																																							| (453) all_0_41_41 = e1
% 66.97/31.82  																																							|
% 66.97/31.82  																																								| Equations (453) can reduce 457 to:
% 66.97/31.82  																																								| (266) $false
% 66.97/31.82  																																								|
% 66.97/31.82  																																								|-The branch is then unsatisfiable
% 66.97/31.82  																																							|-Branch two:
% 66.97/31.82  																																							| (457)  ~ (all_0_41_41 = e1)
% 66.97/31.82  																																							| (458) all_0_42_42 = e1 | all_0_43_43 = e1 | all_0_44_44 = e1
% 66.97/31.82  																																							|
% 66.97/31.82  																																								+-Applying beta-rule and splitting (125), into two cases.
% 66.97/31.82  																																								|-Branch one:
% 66.97/31.82  																																								| (858) all_0_55_55 = e0
% 66.97/31.82  																																								|
% 66.97/31.82  																																									| Combining equations (386,858) yields a new equation:
% 66.97/31.82  																																									| (391) e2 = e0
% 66.97/31.82  																																									|
% 66.97/31.82  																																									| Simplifying 391 yields:
% 66.97/31.82  																																									| (330) e2 = e0
% 66.97/31.82  																																									|
% 66.97/31.82  																																									| Equations (330) can reduce 128 to:
% 66.97/31.82  																																									| (266) $false
% 66.97/31.82  																																									|
% 66.97/31.82  																																									|-The branch is then unsatisfiable
% 66.97/31.82  																																								|-Branch two:
% 66.97/31.82  																																								| (803)  ~ (all_0_55_55 = e0)
% 66.97/31.82  																																								| (863) all_0_56_56 = e0 | all_0_57_57 = e0 | all_0_58_58 = e0
% 66.97/31.82  																																								|
% 66.97/31.82  																																									+-Applying beta-rule and splitting (27), into two cases.
% 66.97/31.82  																																									|-Branch one:
% 66.97/31.82  																																									| (437) all_0_41_41 = e4
% 66.97/31.82  																																									|
% 66.97/31.82  																																										| Equations (437) can reduce 440 to:
% 66.97/31.82  																																										| (266) $false
% 66.97/31.82  																																										|
% 66.97/31.82  																																										|-The branch is then unsatisfiable
% 66.97/31.82  																																									|-Branch two:
% 66.97/31.82  																																									| (440)  ~ (all_0_41_41 = e4)
% 66.97/31.82  																																									| (4049) all_0_41_41 = e3 | all_0_41_41 = e1 | all_0_41_41 = e0
% 66.97/31.82  																																									|
% 66.97/31.82  																																										+-Applying beta-rule and splitting (4049), into two cases.
% 66.97/31.82  																																										|-Branch one:
% 66.97/31.82  																																										| (794) all_0_41_41 = e0
% 66.97/31.82  																																										|
% 66.97/31.82  																																											| Equations (794) can reduce 214 to:
% 66.97/31.82  																																											| (5565)  ~ (all_0_42_42 = e0)
% 66.97/31.82  																																											|
% 66.97/31.82  																																											| Simplifying 5565 yields:
% 66.97/31.82  																																											| (358)  ~ (all_0_42_42 = e0)
% 66.97/31.82  																																											|
% 66.97/31.82  																																											| Equations (794) can reduce 457 to:
% 66.97/31.82  																																											| (435)  ~ (e1 = e0)
% 66.97/31.82  																																											|
% 66.97/31.82  																																											| Simplifying 435 yields:
% 66.97/31.82  																																											| (233)  ~ (e1 = e0)
% 66.97/31.82  																																											|
% 66.97/31.82  																																											+-Applying beta-rule and splitting (152), into two cases.
% 66.97/31.82  																																											|-Branch one:
% 66.97/31.82  																																											| (1392) all_0_42_42 = e4
% 66.97/31.82  																																											|
% 66.97/31.82  																																												| Equations (1392) can reduce 1890 to:
% 66.97/31.82  																																												| (266) $false
% 66.97/31.82  																																												|
% 66.97/31.82  																																												|-The branch is then unsatisfiable
% 66.97/31.82  																																											|-Branch two:
% 66.97/31.82  																																											| (1890)  ~ (all_0_42_42 = e4)
% 66.97/31.82  																																											| (1969) all_0_42_42 = e3 | all_0_42_42 = e1 | all_0_42_42 = e0
% 66.97/31.82  																																											|
% 66.97/31.82  																																												+-Applying beta-rule and splitting (1969), into two cases.
% 66.97/31.82  																																												|-Branch one:
% 66.97/31.82  																																												| (559) all_0_42_42 = e0
% 66.97/31.82  																																												|
% 66.97/31.82  																																													| Equations (559) can reduce 358 to:
% 66.97/31.82  																																													| (266) $false
% 66.97/31.82  																																													|
% 66.97/31.82  																																													|-The branch is then unsatisfiable
% 66.97/31.82  																																												|-Branch two:
% 66.97/31.82  																																												| (358)  ~ (all_0_42_42 = e0)
% 66.97/31.82  																																												| (2510) all_0_42_42 = e3 | all_0_42_42 = e1
% 66.97/31.82  																																												|
% 66.97/31.82  																																													+-Applying beta-rule and splitting (2510), into two cases.
% 66.97/31.82  																																													|-Branch one:
% 66.97/31.82  																																													| (459) all_0_42_42 = e1
% 66.97/31.82  																																													|
% 66.97/31.82  																																														| Equations (459) can reduce 1380 to:
% 66.97/31.82  																																														| (266) $false
% 66.97/31.82  																																														|
% 66.97/31.82  																																														|-The branch is then unsatisfiable
% 66.97/31.82  																																													|-Branch two:
% 66.97/31.82  																																													| (1380)  ~ (all_0_42_42 = e1)
% 66.97/31.82  																																													| (516) all_0_42_42 = e3
% 66.97/31.82  																																													|
% 66.97/31.82  																																														| Equations (516) can reduce 73 to:
% 66.97/31.82  																																														| (406)  ~ (all_0_44_44 = e3)
% 66.97/31.82  																																														|
% 66.97/31.82  																																														| Simplifying 406 yields:
% 66.97/31.82  																																														| (407)  ~ (all_0_44_44 = e3)
% 66.97/31.82  																																														|
% 66.97/31.82  																																														| Equations (516) can reduce 1890 to:
% 66.97/31.82  																																														| (277)  ~ (e4 = e3)
% 66.97/31.82  																																														|
% 66.97/31.82  																																														| Simplifying 277 yields:
% 66.97/31.82  																																														| (188)  ~ (e4 = e3)
% 66.97/31.82  																																														|
% 66.97/31.82  																																														| Equations (516) can reduce 51 to:
% 66.97/31.82  																																														| (212)  ~ (e3 = e2)
% 66.97/31.82  																																														|
% 66.97/31.82  																																														| From (516) and (210) follows:
% 66.97/31.82  																																														| (4285) op(e3, e2) = e3
% 66.97/31.82  																																														|
% 66.97/31.82  																																														+-Applying beta-rule and splitting (189), into two cases.
% 66.97/31.82  																																														|-Branch one:
% 66.97/31.82  																																														| (532) all_0_44_44 = e3
% 66.97/31.82  																																														|
% 66.97/31.82  																																															| Equations (532) can reduce 407 to:
% 66.97/31.82  																																															| (266) $false
% 66.97/31.82  																																															|
% 66.97/31.82  																																															|-The branch is then unsatisfiable
% 66.97/31.82  																																														|-Branch two:
% 66.97/31.82  																																														| (407)  ~ (all_0_44_44 = e3)
% 66.97/31.82  																																														| (537) all_0_49_49 = e3 | all_0_53_53 = e3 | all_0_58_58 = e3
% 66.97/31.82  																																														|
% 66.97/31.82  																																															+-Applying beta-rule and splitting (537), into two cases.
% 66.97/31.82  																																															|-Branch one:
% 66.97/31.82  																																															| (884) all_0_49_49 = e3
% 66.97/31.82  																																															|
% 66.97/31.82  																																																| Combining equations (583,884) yields a new equation:
% 66.97/31.82  																																																| (662) e3 = e2
% 66.97/31.82  																																																|
% 66.97/31.82  																																																| Equations (662) can reduce 212 to:
% 66.97/31.82  																																																| (266) $false
% 66.97/31.82  																																																|
% 66.97/31.82  																																																|-The branch is then unsatisfiable
% 66.97/31.82  																																															|-Branch two:
% 66.97/31.82  																																															| (525)  ~ (all_0_49_49 = e3)
% 66.97/31.82  																																															| (887) all_0_53_53 = e3 | all_0_58_58 = e3
% 66.97/31.82  																																															|
% 66.97/31.82  																																																+-Applying beta-rule and splitting (887), into two cases.
% 66.97/31.82  																																																|-Branch one:
% 66.97/31.82  																																																| (665) all_0_53_53 = e3
% 66.97/31.82  																																																|
% 66.97/31.82  																																																	| Combining equations (1298,665) yields a new equation:
% 66.97/31.82  																																																	| (424) e4 = e3
% 66.97/31.82  																																																	|
% 66.97/31.82  																																																	| Simplifying 424 yields:
% 66.97/31.82  																																																	| (425) e4 = e3
% 66.97/31.82  																																																	|
% 66.97/31.82  																																																	| Equations (425) can reduce 188 to:
% 66.97/31.82  																																																	| (266) $false
% 66.97/31.82  																																																	|
% 66.97/31.82  																																																	|-The branch is then unsatisfiable
% 66.97/31.82  																																																|-Branch two:
% 66.97/31.82  																																																| (903)  ~ (all_0_53_53 = e3)
% 66.97/31.82  																																																| (795) all_0_58_58 = e3
% 66.97/31.82  																																																|
% 66.97/31.82  																																																	| Equations (795) can reduce 181 to:
% 66.97/31.82  																																																	| (407)  ~ (all_0_44_44 = e3)
% 66.97/31.82  																																																	|
% 66.97/31.82  																																																	| Equations (795) can reduce 148 to:
% 66.97/31.82  																																																	| (67)  ~ (all_0_57_57 = e3)
% 66.97/31.82  																																																	|
% 66.97/31.83  																																																	| Equations (795) can reduce 491 to:
% 66.97/31.83  																																																	| (80)  ~ (e3 = e0)
% 66.97/31.83  																																																	|
% 66.97/31.83  																																																	| From (795) and (245) follows:
% 66.97/31.83  																																																	| (60701) op(e0, e0) = e3
% 66.97/31.83  																																																	|
% 66.97/31.83  																																																	+-Applying beta-rule and splitting (112), into two cases.
% 66.97/31.83  																																																	|-Branch one:
% 66.97/31.83  																																																	| (635) all_0_44_44 = e1
% 66.97/31.83  																																																	|
% 66.97/31.83  																																																		| Equations (635) can reduce 407 to:
% 66.97/31.83  																																																		| (467)  ~ (e3 = e1)
% 66.97/31.83  																																																		|
% 66.97/31.83  																																																		| Simplifying 467 yields:
% 66.97/31.83  																																																		| (213)  ~ (e3 = e1)
% 66.97/31.83  																																																		|
% 66.97/31.83  																																																		| Equations (635) can reduce 147 to:
% 66.97/31.83  																																																		| (604)  ~ (e2 = e1)
% 66.97/31.83  																																																		|
% 66.97/31.83  																																																		| Simplifying 604 yields:
% 66.97/31.83  																																																		| (122)  ~ (e2 = e1)
% 66.97/31.83  																																																		|
% 66.97/31.83  																																																		| From (635) and (138) follows:
% 66.97/31.83  																																																		| (1423) op(e3, e0) = e1
% 66.97/31.83  																																																		|
% 66.97/31.83  																																																		+-Applying beta-rule and splitting (216), into two cases.
% 66.97/31.83  																																																		|-Branch one:
% 66.97/31.83  																																																		| (629) all_0_55_55 = e1
% 66.97/31.83  																																																		|
% 66.97/31.83  																																																			| Combining equations (386,629) yields a new equation:
% 66.97/31.83  																																																			| (616) e2 = e1
% 66.97/31.83  																																																			|
% 66.97/31.83  																																																			| Simplifying 616 yields:
% 66.97/31.83  																																																			| (617) e2 = e1
% 66.97/31.83  																																																			|
% 66.97/31.83  																																																			| Equations (617) can reduce 122 to:
% 66.97/31.83  																																																			| (266) $false
% 66.97/31.83  																																																			|
% 66.97/31.83  																																																			|-The branch is then unsatisfiable
% 66.97/31.83  																																																		|-Branch two:
% 66.97/31.83  																																																		| (632)  ~ (all_0_55_55 = e1)
% 66.97/31.83  																																																		| (633) all_0_56_56 = e1 | all_0_57_57 = e1 | all_0_58_58 = e1
% 66.97/31.83  																																																		|
% 66.97/31.83  																																																			+-Applying beta-rule and splitting (633), into two cases.
% 66.97/31.83  																																																			|-Branch one:
% 66.97/31.83  																																																			| (1569) all_0_56_56 = e1
% 66.97/31.83  																																																			|
% 66.97/31.83  																																																				| Equations (1569) can reduce 466 to:
% 66.97/31.83  																																																				| (266) $false
% 66.97/31.83  																																																				|
% 66.97/31.83  																																																				|-The branch is then unsatisfiable
% 66.97/31.83  																																																			|-Branch two:
% 66.97/31.83  																																																			| (466)  ~ (all_0_56_56 = e1)
% 66.97/31.83  																																																			| (1574) all_0_57_57 = e1 | all_0_58_58 = e1
% 66.97/31.83  																																																			|
% 66.97/31.83  																																																				+-Applying beta-rule and splitting (1574), into two cases.
% 66.97/31.83  																																																				|-Branch one:
% 66.97/31.83  																																																				| (647) all_0_57_57 = e1
% 66.97/31.83  																																																				|
% 66.97/31.83  																																																					| Equations (647) can reduce 140 to:
% 66.97/31.83  																																																					| (466)  ~ (all_0_56_56 = e1)
% 66.97/31.83  																																																					|
% 66.97/31.83  																																																					| Equations (647) can reduce 364 to:
% 66.97/31.83  																																																					| (233)  ~ (e1 = e0)
% 66.97/31.83  																																																					|
% 66.97/31.83  																																																					+-Applying beta-rule and splitting (558), into two cases.
% 66.97/31.83  																																																					|-Branch one:
% 66.97/31.83  																																																					| (559) all_0_42_42 = e0
% 66.97/31.83  																																																					|
% 66.97/31.83  																																																						| Combining equations (516,559) yields a new equation:
% 66.97/31.83  																																																						| (675) e3 = e0
% 66.97/31.83  																																																						|
% 66.97/31.83  																																																						| Simplifying 675 yields:
% 66.97/31.83  																																																						| (676) e3 = e0
% 66.97/31.83  																																																						|
% 66.97/31.83  																																																						| Equations (676) can reduce 80 to:
% 66.97/31.83  																																																						| (266) $false
% 66.97/31.83  																																																						|
% 66.97/31.83  																																																						|-The branch is then unsatisfiable
% 66.97/31.83  																																																					|-Branch two:
% 66.97/31.83  																																																					| (358)  ~ (all_0_42_42 = e0)
% 66.97/31.83  																																																					| (563) all_0_47_47 = e0 | all_0_56_56 = e0
% 66.97/31.83  																																																					|
% 66.97/31.83  																																																						| Equations (516) can reduce 358 to:
% 66.97/31.83  																																																						| (80)  ~ (e3 = e0)
% 66.97/31.83  																																																						|
% 66.97/31.83  																																																						+-Applying beta-rule and splitting (863), into two cases.
% 66.97/31.83  																																																						|-Branch one:
% 66.97/31.83  																																																						| (679) all_0_56_56 = e0
% 66.97/31.83  																																																						|
% 66.97/31.83  																																																							| Equations (679) can reduce 466 to:
% 66.97/31.83  																																																							| (435)  ~ (e1 = e0)
% 66.97/31.83  																																																							|
% 66.97/31.83  																																																							| Simplifying 435 yields:
% 66.97/31.83  																																																							| (233)  ~ (e1 = e0)
% 66.97/31.83  																																																							|
% 66.97/31.83  																																																							+-Applying beta-rule and splitting (56), into two cases.
% 66.97/31.83  																																																							|-Branch one:
% 66.97/31.83  																																																							| (696) unit = e2
% 66.97/31.83  																																																							|
% 66.97/31.83  																																																								| From (696) and (244) follows:
% 66.97/31.83  																																																								| (264) op(e2, e4) = e4
% 66.97/31.83  																																																								|
% 66.97/31.83  																																																								| From (696) and (24) follows:
% 66.97/31.83  																																																								| (697) op(e2, e3) = e3
% 66.97/31.83  																																																								|
% 66.97/31.83  																																																								| From (696) and (209) follows:
% 66.97/31.83  																																																								| (7585) op(e2, e0) = e0
% 66.97/31.83  																																																								|
% 66.97/31.83  																																																								| From (696) and (32) follows:
% 66.97/31.83  																																																								| (698) op(e2, e2) = e2
% 66.97/31.83  																																																								|
% 66.97/31.83  																																																								| Instantiating formula (29) with e2, e4, e4, e3 and discharging atoms op(e2, e4) = e4, op(e2, e4) = e3, yields:
% 66.97/31.83  																																																								| (425) e4 = e3
% 66.97/31.83  																																																								|
% 66.97/31.83  																																																								| Instantiating formula (29) with e2, e3, e3, e1 and discharging atoms op(e2, e3) = e3, op(e2, e3) = e1, yields:
% 66.97/31.83  																																																								| (455) e3 = e1
% 66.97/31.83  																																																								|
% 66.97/31.83  																																																								| Instantiating formula (29) with e2, e2, e2, e4 and discharging atoms op(e2, e2) = e4, op(e2, e2) = e2, yields:
% 66.97/31.83  																																																								| (323) e4 = e2
% 66.97/31.83  																																																								|
% 66.97/31.83  																																																								| Instantiating formula (29) with e2, e0, e0, e2 and discharging atoms op(e2, e0) = e2, op(e2, e0) = e0, yields:
% 66.97/31.83  																																																								| (330) e2 = e0
% 66.97/31.83  																																																								|
% 66.97/31.83  																																																								| Combining equations (323,425) yields a new equation:
% 66.97/31.83  																																																								| (662) e3 = e2
% 66.97/31.83  																																																								|
% 66.97/31.83  																																																								| Combining equations (662,455) yields a new equation:
% 66.97/31.83  																																																								| (616) e2 = e1
% 66.97/31.83  																																																								|
% 66.97/31.83  																																																								| Simplifying 616 yields:
% 66.97/31.83  																																																								| (617) e2 = e1
% 66.97/31.83  																																																								|
% 66.97/31.83  																																																								| Combining equations (617,330) yields a new equation:
% 66.97/31.83  																																																								| (546) e1 = e0
% 66.97/31.83  																																																								|
% 66.97/31.83  																																																								| Simplifying 546 yields:
% 66.97/31.83  																																																								| (431) e1 = e0
% 66.97/31.83  																																																								|
% 66.97/31.83  																																																								| Equations (431) can reduce 233 to:
% 66.97/31.83  																																																								| (266) $false
% 66.97/31.83  																																																								|
% 66.97/31.83  																																																								|-The branch is then unsatisfiable
% 66.97/31.83  																																																							|-Branch two:
% 66.97/31.83  																																																							| (707)  ~ (unit = e2)
% 66.97/31.83  																																																							| (708) unit = e4 | unit = e3 | unit = e1 | unit = e0
% 66.97/31.83  																																																							|
% 66.97/31.83  																																																								+-Applying beta-rule and splitting (708), into two cases.
% 66.97/31.83  																																																								|-Branch one:
% 66.97/31.83  																																																								| (709) unit = e4
% 66.97/31.83  																																																								|
% 66.97/31.83  																																																									| From (709) and (24) follows:
% 66.97/31.83  																																																									| (33325) op(e4, e3) = e3
% 66.97/31.83  																																																									|
% 66.97/31.83  																																																									| From (709) and (211) follows:
% 66.97/31.83  																																																									| (22527) op(e4, e1) = e1
% 66.97/31.83  																																																									|
% 66.97/31.83  																																																									| From (709) and (32) follows:
% 66.97/31.83  																																																									| (712) op(e2, e4) = e2
% 66.97/31.83  																																																									|
% 66.97/31.83  																																																									| From (709) and (42) follows:
% 66.97/31.83  																																																									| (713) op(e0, e4) = e0
% 66.97/31.83  																																																									|
% 66.97/31.83  																																																									| Instantiating formula (29) with e4, e3, e3, e4 and discharging atoms op(e4, e3) = e4, op(e4, e3) = e3, yields:
% 66.97/31.83  																																																									| (425) e4 = e3
% 66.97/31.83  																																																									|
% 66.97/31.83  																																																									| Instantiating formula (29) with e4, e1, e1, e3 and discharging atoms op(e4, e1) = e3, op(e4, e1) = e1, yields:
% 66.97/31.83  																																																									| (455) e3 = e1
% 66.97/31.83  																																																									|
% 66.97/31.83  																																																									| Instantiating formula (29) with e2, e4, e2, e3 and discharging atoms op(e2, e4) = e3, op(e2, e4) = e2, yields:
% 66.97/31.83  																																																									| (662) e3 = e2
% 66.97/31.83  																																																									|
% 66.97/31.83  																																																									| Instantiating formula (29) with e0, e4, e0, e4 and discharging atoms op(e0, e4) = e4, op(e0, e4) = e0, yields:
% 66.97/31.83  																																																									| (397) e4 = e0
% 66.97/31.83  																																																									|
% 66.97/31.83  																																																									| Combining equations (425,397) yields a new equation:
% 66.97/31.83  																																																									| (675) e3 = e0
% 66.97/31.83  																																																									|
% 66.97/31.83  																																																									| Simplifying 675 yields:
% 66.97/31.83  																																																									| (676) e3 = e0
% 66.97/31.83  																																																									|
% 66.97/31.83  																																																									| Combining equations (676,662) yields a new equation:
% 66.97/31.83  																																																									| (330) e2 = e0
% 66.97/31.83  																																																									|
% 66.97/31.83  																																																									| Combining equations (455,662) yields a new equation:
% 66.97/31.83  																																																									| (617) e2 = e1
% 66.97/31.83  																																																									|
% 66.97/31.83  																																																									| Combining equations (617,330) yields a new equation:
% 66.97/31.83  																																																									| (546) e1 = e0
% 66.97/31.83  																																																									|
% 66.97/31.83  																																																									| Simplifying 546 yields:
% 66.97/31.83  																																																									| (431) e1 = e0
% 66.97/31.83  																																																									|
% 66.97/31.83  																																																									| Equations (431) can reduce 233 to:
% 66.97/31.83  																																																									| (266) $false
% 66.97/31.83  																																																									|
% 66.97/31.83  																																																									|-The branch is then unsatisfiable
% 66.97/31.83  																																																								|-Branch two:
% 66.97/31.83  																																																								| (724)  ~ (unit = e4)
% 66.97/31.83  																																																								| (725) unit = e3 | unit = e1 | unit = e0
% 66.97/31.83  																																																								|
% 66.97/31.83  																																																									+-Applying beta-rule and splitting (725), into two cases.
% 66.97/31.83  																																																									|-Branch one:
% 66.97/31.83  																																																									| (726) unit = e0
% 66.97/31.83  																																																									|
% 66.97/31.83  																																																										| From (726) and (40) follows:
% 66.97/31.83  																																																										| (1639) op(e3, e0) = e3
% 66.97/31.83  																																																										|
% 66.97/31.83  																																																										| From (726) and (42) follows:
% 66.97/31.83  																																																										| (728) op(e0, e0) = e0
% 66.97/31.83  																																																										|
% 66.97/31.83  																																																										| Instantiating formula (29) with e3, e0, e3, e1 and discharging atoms op(e3, e0) = e3, op(e3, e0) = e1, yields:
% 66.97/31.83  																																																										| (455) e3 = e1
% 66.97/31.83  																																																										|
% 66.97/31.83  																																																										| Instantiating formula (29) with e0, e0, e0, e3 and discharging atoms op(e0, e0) = e3, op(e0, e0) = e0, yields:
% 66.97/31.83  																																																										| (676) e3 = e0
% 66.97/31.83  																																																										|
% 66.97/31.83  																																																										| Combining equations (455,676) yields a new equation:
% 66.97/31.83  																																																										| (546) e1 = e0
% 66.97/31.83  																																																										|
% 66.97/31.83  																																																										| Simplifying 546 yields:
% 66.97/31.83  																																																										| (431) e1 = e0
% 66.97/31.83  																																																										|
% 66.97/31.83  																																																										| Equations (431) can reduce 233 to:
% 66.97/31.83  																																																										| (266) $false
% 66.97/31.83  																																																										|
% 66.97/31.83  																																																										|-The branch is then unsatisfiable
% 66.97/31.83  																																																									|-Branch two:
% 66.97/31.83  																																																									| (734)  ~ (unit = e0)
% 66.97/31.83  																																																									| (735) unit = e3 | unit = e1
% 66.97/31.83  																																																									|
% 66.97/31.83  																																																										+-Applying beta-rule and splitting (735), into two cases.
% 66.97/31.83  																																																										|-Branch one:
% 66.97/31.83  																																																										| (736) unit = e1
% 66.97/31.83  																																																										|
% 66.97/31.83  																																																											| Equations (736) can reduce 734 to:
% 66.97/31.83  																																																											| (233)  ~ (e1 = e0)
% 66.97/31.83  																																																											|
% 66.97/31.83  																																																											| From (736) and (32) follows:
% 66.97/31.83  																																																											| (347) op(e2, e1) = e2
% 66.97/31.83  																																																											|
% 66.97/31.83  																																																											| From (736) and (28) follows:
% 66.97/31.83  																																																											| (740) op(e1, e1) = e1
% 66.97/31.83  																																																											|
% 66.97/31.83  																																																											| Instantiating formula (29) with e2, e1, e2, e0 and discharging atoms op(e2, e1) = e2, op(e2, e1) = e0, yields:
% 66.97/31.83  																																																											| (330) e2 = e0
% 66.97/31.83  																																																											|
% 66.97/31.83  																																																											| Instantiating formula (29) with e1, e1, e1, e2 and discharging atoms op(e1, e1) = e2, op(e1, e1) = e1, yields:
% 66.97/31.83  																																																											| (617) e2 = e1
% 66.97/31.83  																																																											|
% 66.97/31.83  																																																											| Combining equations (330,617) yields a new equation:
% 66.97/31.83  																																																											| (431) e1 = e0
% 66.97/31.83  																																																											|
% 66.97/31.83  																																																											| Equations (431) can reduce 233 to:
% 66.97/31.83  																																																											| (266) $false
% 66.97/31.83  																																																											|
% 66.97/31.83  																																																											|-The branch is then unsatisfiable
% 66.97/31.83  																																																										|-Branch two:
% 66.97/31.83  																																																										| (748)  ~ (unit = e1)
% 66.97/31.83  																																																										| (749) unit = e3
% 66.97/31.83  																																																										|
% 66.97/31.83  																																																											| From (749) and (15) follows:
% 66.97/31.83  																																																											| (751) op(e3, e2) = e2
% 66.97/31.83  																																																											|
% 66.97/31.83  																																																											| From (749) and (28) follows:
% 66.97/31.83  																																																											| (2235) op(e1, e3) = e1
% 66.97/31.83  																																																											|
% 66.97/31.83  																																																											| From (749) and (42) follows:
% 66.97/31.83  																																																											| (752) op(e0, e3) = e0
% 66.97/31.83  																																																											|
% 66.97/31.83  																																																											| Instantiating formula (29) with e3, e2, e2, e3 and discharging atoms op(e3, e2) = e3, op(e3, e2) = e2, yields:
% 66.97/31.83  																																																											| (662) e3 = e2
% 66.97/31.83  																																																											|
% 66.97/31.83  																																																											| Instantiating formula (29) with e1, e3, e1, e3 and discharging atoms op(e1, e3) = e3, op(e1, e3) = e1, yields:
% 66.97/31.83  																																																											| (455) e3 = e1
% 66.97/31.83  																																																											|
% 66.97/31.83  																																																											| Instantiating formula (29) with e0, e3, e0, e2 and discharging atoms op(e0, e3) = e2, op(e0, e3) = e0, yields:
% 66.97/31.83  																																																											| (330) e2 = e0
% 66.97/31.83  																																																											|
% 66.97/31.83  																																																											| Combining equations (662,455) yields a new equation:
% 66.97/31.83  																																																											| (616) e2 = e1
% 66.97/31.83  																																																											|
% 66.97/31.83  																																																											| Simplifying 616 yields:
% 66.97/31.83  																																																											| (617) e2 = e1
% 66.97/31.83  																																																											|
% 66.97/31.83  																																																											| Combining equations (617,330) yields a new equation:
% 66.97/31.83  																																																											| (546) e1 = e0
% 66.97/31.83  																																																											|
% 66.97/31.83  																																																											| Simplifying 546 yields:
% 66.97/31.83  																																																											| (431) e1 = e0
% 66.97/31.83  																																																											|
% 66.97/31.83  																																																											| Equations (431) can reduce 233 to:
% 66.97/31.83  																																																											| (266) $false
% 66.97/31.83  																																																											|
% 66.97/31.83  																																																											|-The branch is then unsatisfiable
% 66.97/31.83  																																																						|-Branch two:
% 66.97/31.83  																																																						| (828)  ~ (all_0_56_56 = e0)
% 66.97/31.83  																																																						| (924) all_0_57_57 = e0 | all_0_58_58 = e0
% 66.97/31.83  																																																						|
% 66.97/31.83  																																																							+-Applying beta-rule and splitting (924), into two cases.
% 66.97/31.83  																																																							|-Branch one:
% 66.97/31.83  																																																							| (875) all_0_57_57 = e0
% 66.97/31.83  																																																							|
% 66.97/31.83  																																																								| Combining equations (647,875) yields a new equation:
% 66.97/31.83  																																																								| (546) e1 = e0
% 66.97/31.83  																																																								|
% 66.97/31.83  																																																								| Simplifying 546 yields:
% 66.97/31.83  																																																								| (431) e1 = e0
% 66.97/31.83  																																																								|
% 66.97/31.83  																																																								| Equations (431) can reduce 233 to:
% 66.97/31.83  																																																								| (266) $false
% 66.97/31.83  																																																								|
% 66.97/31.83  																																																								|-The branch is then unsatisfiable
% 66.97/31.83  																																																							|-Branch two:
% 66.97/31.83  																																																							| (364)  ~ (all_0_57_57 = e0)
% 66.97/31.83  																																																							| (914) all_0_58_58 = e0
% 66.97/31.83  																																																							|
% 66.97/31.83  																																																								| Combining equations (914,795) yields a new equation:
% 66.97/31.83  																																																								| (676) e3 = e0
% 66.97/31.83  																																																								|
% 66.97/31.83  																																																								| Equations (676) can reduce 80 to:
% 66.97/31.83  																																																								| (266) $false
% 66.97/31.83  																																																								|
% 66.97/31.83  																																																								|-The branch is then unsatisfiable
% 66.97/31.83  																																																				|-Branch two:
% 66.97/31.83  																																																				| (1670)  ~ (all_0_57_57 = e1)
% 66.97/31.83  																																																				| (918) all_0_58_58 = e1
% 66.97/31.83  																																																				|
% 66.97/31.83  																																																					| Combining equations (918,795) yields a new equation:
% 66.97/31.83  																																																					| (455) e3 = e1
% 66.97/31.83  																																																					|
% 66.97/31.83  																																																					| Equations (455) can reduce 213 to:
% 66.97/31.83  																																																					| (266) $false
% 66.97/31.83  																																																					|
% 66.97/31.83  																																																					|-The branch is then unsatisfiable
% 66.97/31.83  																																																	|-Branch two:
% 66.97/31.83  																																																	| (639)  ~ (all_0_44_44 = e1)
% 66.97/31.83  																																																	| (640) all_0_49_49 = e1 | all_0_53_53 = e1 | all_0_58_58 = e1
% 66.97/31.83  																																																	|
% 66.97/31.83  																																																		+-Applying beta-rule and splitting (216), into two cases.
% 66.97/31.83  																																																		|-Branch one:
% 66.97/31.83  																																																		| (629) all_0_55_55 = e1
% 66.97/31.83  																																																		|
% 66.97/31.83  																																																			| Combining equations (386,629) yields a new equation:
% 66.97/31.83  																																																			| (616) e2 = e1
% 66.97/31.83  																																																			|
% 66.97/31.83  																																																			| Simplifying 616 yields:
% 66.97/31.83  																																																			| (617) e2 = e1
% 66.97/31.83  																																																			|
% 66.97/31.83  																																																			| Equations (617) can reduce 122 to:
% 66.97/31.83  																																																			| (266) $false
% 66.97/31.83  																																																			|
% 66.97/31.83  																																																			|-The branch is then unsatisfiable
% 66.97/31.83  																																																		|-Branch two:
% 66.97/31.83  																																																		| (632)  ~ (all_0_55_55 = e1)
% 66.97/31.83  																																																		| (633) all_0_56_56 = e1 | all_0_57_57 = e1 | all_0_58_58 = e1
% 66.97/31.83  																																																		|
% 66.97/31.83  																																																			| Equations (386) can reduce 632 to:
% 66.97/31.83  																																																			| (122)  ~ (e2 = e1)
% 66.97/31.83  																																																			|
% 66.97/31.83  																																																			+-Applying beta-rule and splitting (445), into two cases.
% 66.97/31.83  																																																			|-Branch one:
% 66.97/31.83  																																																			| (871) all_0_57_57 = e4
% 66.97/31.83  																																																			|
% 66.97/31.83  																																																				| Equations (871) can reduce 839 to:
% 66.97/31.83  																																																				| (266) $false
% 66.97/31.83  																																																				|
% 66.97/31.83  																																																				|-The branch is then unsatisfiable
% 66.97/31.83  																																																			|-Branch two:
% 66.97/31.83  																																																			| (839)  ~ (all_0_57_57 = e4)
% 66.97/31.83  																																																			| (874) all_0_57_57 = e1 | all_0_57_57 = e0
% 66.97/31.83  																																																			|
% 66.97/31.83  																																																				+-Applying beta-rule and splitting (640), into two cases.
% 66.97/31.83  																																																				|-Branch one:
% 66.97/31.83  																																																				| (671) all_0_49_49 = e1
% 66.97/31.83  																																																				|
% 66.97/31.83  																																																					| Combining equations (583,671) yields a new equation:
% 66.97/31.83  																																																					| (616) e2 = e1
% 66.97/31.83  																																																					|
% 66.97/31.83  																																																					| Simplifying 616 yields:
% 66.97/31.83  																																																					| (617) e2 = e1
% 66.97/31.83  																																																					|
% 66.97/31.83  																																																					| Equations (617) can reduce 122 to:
% 66.97/31.83  																																																					| (266) $false
% 66.97/31.83  																																																					|
% 66.97/31.83  																																																					|-The branch is then unsatisfiable
% 66.97/31.83  																																																				|-Branch two:
% 66.97/31.83  																																																				| (1064)  ~ (all_0_49_49 = e1)
% 66.97/31.83  																																																				| (2141) all_0_53_53 = e1 | all_0_58_58 = e1
% 66.97/31.83  																																																				|
% 66.97/31.83  																																																					| Equations (583) can reduce 1064 to:
% 66.97/31.83  																																																					| (122)  ~ (e2 = e1)
% 66.97/31.83  																																																					|
% 66.97/31.83  																																																					+-Applying beta-rule and splitting (434), into two cases.
% 66.97/31.83  																																																					|-Branch one:
% 66.97/31.83  																																																					| (615) all_0_48_48 = e1
% 66.97/31.83  																																																					|
% 66.97/31.83  																																																						| Combining equations (1279,615) yields a new equation:
% 66.97/31.83  																																																						| (431) e1 = e0
% 66.97/31.83  																																																						|
% 66.97/31.83  																																																						| Equations (431) can reduce 233 to:
% 66.97/31.83  																																																						| (266) $false
% 66.97/31.83  																																																						|
% 66.97/31.83  																																																						|-The branch is then unsatisfiable
% 66.97/31.83  																																																					|-Branch two:
% 66.97/31.83  																																																					| (619)  ~ (all_0_48_48 = e1)
% 66.97/31.83  																																																					| (620) all_0_52_52 = e1 | all_0_57_57 = e1
% 66.97/31.83  																																																					|
% 66.97/31.83  																																																						+-Applying beta-rule and splitting (620), into two cases.
% 66.97/31.83  																																																						|-Branch one:
% 66.97/31.83  																																																						| (642) all_0_52_52 = e1
% 66.97/31.83  																																																						|
% 66.97/31.83  																																																							| Combining equations (642,352) yields a new equation:
% 66.97/31.83  																																																							| (617) e2 = e1
% 66.97/31.83  																																																							|
% 66.97/31.83  																																																							| Equations (617) can reduce 122 to:
% 66.97/31.83  																																																							| (266) $false
% 66.97/31.83  																																																							|
% 66.97/31.83  																																																							|-The branch is then unsatisfiable
% 66.97/31.83  																																																						|-Branch two:
% 66.97/31.83  																																																						| (646)  ~ (all_0_52_52 = e1)
% 66.97/31.83  																																																						| (647) all_0_57_57 = e1
% 66.97/31.83  																																																						|
% 66.97/31.83  																																																							| Equations (647) can reduce 839 to:
% 66.97/31.83  																																																							| (602)  ~ (e4 = e1)
% 66.97/31.83  																																																							|
% 66.97/31.83  																																																							| Simplifying 602 yields:
% 66.97/31.83  																																																							| (110)  ~ (e4 = e1)
% 66.97/31.83  																																																							|
% 66.97/31.83  																																																							| Equations (647) can reduce 67 to:
% 66.97/31.83  																																																							| (467)  ~ (e3 = e1)
% 66.97/31.83  																																																							|
% 66.97/31.83  																																																							| Simplifying 467 yields:
% 66.97/31.83  																																																							| (213)  ~ (e3 = e1)
% 66.97/31.83  																																																							|
% 66.97/31.83  																																																							+-Applying beta-rule and splitting (458), into two cases.
% 66.97/31.83  																																																							|-Branch one:
% 66.97/31.83  																																																							| (459) all_0_42_42 = e1
% 66.97/31.83  																																																							|
% 66.97/31.83  																																																								| Combining equations (516,459) yields a new equation:
% 66.97/31.83  																																																								| (454) e3 = e1
% 66.97/31.84  																																																								|
% 66.97/31.84  																																																								| Simplifying 454 yields:
% 66.97/31.84  																																																								| (455) e3 = e1
% 66.97/31.84  																																																								|
% 66.97/31.84  																																																								| Equations (455) can reduce 213 to:
% 66.97/31.84  																																																								| (266) $false
% 66.97/31.84  																																																								|
% 66.97/31.84  																																																								|-The branch is then unsatisfiable
% 66.97/31.84  																																																							|-Branch two:
% 66.97/31.84  																																																							| (1380)  ~ (all_0_42_42 = e1)
% 66.97/31.84  																																																							| (1381) all_0_43_43 = e1 | all_0_44_44 = e1
% 66.97/31.84  																																																							|
% 66.97/31.84  																																																								| Equations (516) can reduce 1380 to:
% 66.97/31.84  																																																								| (213)  ~ (e3 = e1)
% 66.97/31.84  																																																								|
% 66.97/31.84  																																																								+-Applying beta-rule and splitting (2141), into two cases.
% 66.97/31.84  																																																								|-Branch one:
% 66.97/31.84  																																																								| (1208) all_0_53_53 = e1
% 66.97/31.84  																																																								|
% 66.97/31.84  																																																									| Combining equations (1298,1208) yields a new equation:
% 66.97/31.84  																																																									| (636) e4 = e1
% 66.97/31.84  																																																									|
% 66.97/31.84  																																																									| Simplifying 636 yields:
% 66.97/31.84  																																																									| (630) e4 = e1
% 66.97/31.84  																																																									|
% 66.97/31.84  																																																									| Equations (630) can reduce 110 to:
% 66.97/31.84  																																																									| (266) $false
% 66.97/31.84  																																																									|
% 66.97/31.84  																																																									|-The branch is then unsatisfiable
% 66.97/31.84  																																																								|-Branch two:
% 66.97/31.84  																																																								| (1459)  ~ (all_0_53_53 = e1)
% 66.97/31.84  																																																								| (918) all_0_58_58 = e1
% 66.97/31.84  																																																								|
% 66.97/31.84  																																																									| Combining equations (918,795) yields a new equation:
% 66.97/31.84  																																																									| (455) e3 = e1
% 66.97/31.84  																																																									|
% 66.97/31.84  																																																									| Equations (455) can reduce 213 to:
% 66.97/31.84  																																																									| (266) $false
% 66.97/31.84  																																																									|
% 66.97/31.84  																																																									|-The branch is then unsatisfiable
% 66.97/31.84  																																										|-Branch two:
% 66.97/31.84  																																										| (357)  ~ (all_0_41_41 = e0)
% 66.97/31.84  																																										| (4053) all_0_41_41 = e3 | all_0_41_41 = e1
% 66.97/31.84  																																										|
% 66.97/31.84  																																											+-Applying beta-rule and splitting (165), into two cases.
% 66.97/31.84  																																											|-Branch one:
% 66.97/31.84  																																											| (794) all_0_41_41 = e0
% 66.97/31.84  																																											|
% 66.97/31.84  																																												| Equations (794) can reduce 357 to:
% 66.97/31.84  																																												| (266) $false
% 66.97/31.84  																																												|
% 66.97/31.84  																																												|-The branch is then unsatisfiable
% 66.97/31.84  																																											|-Branch two:
% 66.97/31.84  																																											| (357)  ~ (all_0_41_41 = e0)
% 66.97/31.84  																																											| (6761) all_0_42_42 = e0 | all_0_43_43 = e0 | all_0_44_44 = e0
% 66.97/31.84  																																											|
% 67.05/31.84  																																												+-Applying beta-rule and splitting (6761), into two cases.
% 67.05/31.84  																																												|-Branch one:
% 67.05/31.84  																																												| (559) all_0_42_42 = e0
% 67.05/31.84  																																												|
% 67.05/31.84  																																													+-Applying beta-rule and splitting (180), into two cases.
% 67.05/31.84  																																													|-Branch one:
% 67.05/31.84  																																													| (516) all_0_42_42 = e3
% 67.05/31.84  																																													|
% 67.05/31.84  																																														| Combining equations (516,559) yields a new equation:
% 67.05/31.84  																																														| (675) e3 = e0
% 67.05/31.84  																																														|
% 67.05/31.84  																																														| Simplifying 675 yields:
% 67.05/31.84  																																														| (676) e3 = e0
% 67.05/31.84  																																														|
% 67.05/31.84  																																														| Equations (676) can reduce 80 to:
% 67.05/31.84  																																														| (266) $false
% 67.05/31.84  																																														|
% 67.05/31.84  																																														|-The branch is then unsatisfiable
% 67.05/31.84  																																													|-Branch two:
% 67.05/31.84  																																													| (405)  ~ (all_0_42_42 = e3)
% 67.05/31.84  																																													| (521) all_0_47_47 = e3 | all_0_51_51 = e3 | all_0_56_56 = e3
% 67.05/31.84  																																													|
% 67.05/31.84  																																														+-Applying beta-rule and splitting (521), into two cases.
% 67.05/31.84  																																														|-Branch one:
% 67.05/31.84  																																														| (522) all_0_47_47 = e3
% 67.05/31.84  																																														|
% 67.05/31.84  																																															| Combining equations (522,1790) yields a new equation:
% 67.05/31.84  																																															| (425) e4 = e3
% 67.05/31.84  																																															|
% 67.05/31.84  																																															| Equations (425) can reduce 188 to:
% 67.05/31.84  																																															| (266) $false
% 67.05/31.84  																																															|
% 67.05/31.84  																																															|-The branch is then unsatisfiable
% 67.05/31.84  																																														|-Branch two:
% 67.05/31.84  																																														| (1091)  ~ (all_0_47_47 = e3)
% 67.05/31.84  																																														| (1092) all_0_51_51 = e3 | all_0_56_56 = e3
% 67.05/31.84  																																														|
% 67.05/31.84  																																															+-Applying beta-rule and splitting (1092), into two cases.
% 67.05/31.84  																																															|-Branch one:
% 67.05/31.84  																																															| (660) all_0_51_51 = e3
% 67.05/31.84  																																															|
% 67.05/31.84  																																																| Combining equations (1109,660) yields a new equation:
% 67.05/31.84  																																																| (455) e3 = e1
% 67.05/31.84  																																																|
% 67.05/31.84  																																																| Equations (455) can reduce 213 to:
% 67.05/31.84  																																																| (266) $false
% 67.05/31.84  																																																|
% 67.05/31.84  																																																|-The branch is then unsatisfiable
% 67.05/31.84  																																															|-Branch two:
% 67.05/31.84  																																															| (664)  ~ (all_0_51_51 = e3)
% 67.05/31.84  																																															| (1097) all_0_56_56 = e3
% 67.05/31.84  																																															|
% 67.05/31.84  																																																| Equations (1097) can reduce 44 to:
% 67.05/31.84  																																																| (275)  ~ (all_0_58_58 = e3)
% 67.05/31.84  																																																|
% 67.05/31.84  																																																| Simplifying 275 yields:
% 67.05/31.84  																																																| (276)  ~ (all_0_58_58 = e3)
% 67.05/31.84  																																																|
% 67.05/31.84  																																																| Equations (1097) can reduce 477 to:
% 67.05/31.84  																																																| (277)  ~ (e4 = e3)
% 67.05/31.84  																																																|
% 67.05/31.84  																																																| Simplifying 277 yields:
% 67.05/31.84  																																																| (188)  ~ (e4 = e3)
% 67.05/31.84  																																																|
% 67.05/31.84  																																																| Equations (1097) can reduce 511 to:
% 67.05/31.84  																																																| (212)  ~ (e3 = e2)
% 67.05/31.84  																																																|
% 67.05/31.84  																																																+-Applying beta-rule and splitting (189), into two cases.
% 67.05/31.84  																																																|-Branch one:
% 67.05/31.84  																																																| (532) all_0_44_44 = e3
% 67.05/31.84  																																																|
% 67.05/31.84  																																																	| Equations (532) can reduce 149 to:
% 67.05/31.84  																																																	| (1898)  ~ (all_0_41_41 = e3)
% 67.05/31.84  																																																	|
% 67.05/31.84  																																																	+-Applying beta-rule and splitting (4053), into two cases.
% 67.05/31.84  																																																	|-Branch one:
% 67.05/31.84  																																																	| (453) all_0_41_41 = e1
% 67.05/31.84  																																																	|
% 67.05/31.84  																																																		| Equations (453) can reduce 457 to:
% 67.05/31.84  																																																		| (266) $false
% 67.05/31.84  																																																		|
% 67.05/31.84  																																																		|-The branch is then unsatisfiable
% 67.05/31.84  																																																	|-Branch two:
% 67.05/31.84  																																																	| (457)  ~ (all_0_41_41 = e1)
% 67.05/31.84  																																																	| (403) all_0_41_41 = e3
% 67.05/31.84  																																																	|
% 67.05/31.84  																																																		| Equations (403) can reduce 1898 to:
% 67.05/31.84  																																																		| (266) $false
% 67.05/31.84  																																																		|
% 67.05/31.84  																																																		|-The branch is then unsatisfiable
% 67.05/31.84  																																																|-Branch two:
% 67.05/31.84  																																																| (407)  ~ (all_0_44_44 = e3)
% 67.05/31.84  																																																| (537) all_0_49_49 = e3 | all_0_53_53 = e3 | all_0_58_58 = e3
% 67.05/31.84  																																																|
% 67.05/31.84  																																																	+-Applying beta-rule and splitting (537), into two cases.
% 67.05/31.84  																																																	|-Branch one:
% 67.05/31.84  																																																	| (884) all_0_49_49 = e3
% 67.05/31.84  																																																	|
% 67.05/31.84  																																																		| Combining equations (583,884) yields a new equation:
% 67.05/31.84  																																																		| (662) e3 = e2
% 67.05/31.84  																																																		|
% 67.05/31.84  																																																		| Equations (662) can reduce 212 to:
% 67.05/31.84  																																																		| (266) $false
% 67.05/31.84  																																																		|
% 67.05/31.84  																																																		|-The branch is then unsatisfiable
% 67.05/31.84  																																																	|-Branch two:
% 67.05/31.84  																																																	| (525)  ~ (all_0_49_49 = e3)
% 67.05/31.84  																																																	| (887) all_0_53_53 = e3 | all_0_58_58 = e3
% 67.05/31.84  																																																	|
% 67.05/31.84  																																																		+-Applying beta-rule and splitting (887), into two cases.
% 67.05/31.84  																																																		|-Branch one:
% 67.05/31.84  																																																		| (665) all_0_53_53 = e3
% 67.05/31.84  																																																		|
% 67.05/31.84  																																																			| Combining equations (1298,665) yields a new equation:
% 67.05/31.84  																																																			| (424) e4 = e3
% 67.05/31.84  																																																			|
% 67.05/31.84  																																																			| Simplifying 424 yields:
% 67.05/31.84  																																																			| (425) e4 = e3
% 67.05/31.84  																																																			|
% 67.05/31.84  																																																			| Equations (425) can reduce 188 to:
% 67.05/31.84  																																																			| (266) $false
% 67.05/31.84  																																																			|
% 67.05/31.84  																																																			|-The branch is then unsatisfiable
% 67.05/31.84  																																																		|-Branch two:
% 67.05/31.84  																																																		| (903)  ~ (all_0_53_53 = e3)
% 67.05/31.84  																																																		| (795) all_0_58_58 = e3
% 67.05/31.84  																																																		|
% 67.05/31.84  																																																			| Equations (795) can reduce 276 to:
% 67.05/31.84  																																																			| (266) $false
% 67.05/31.84  																																																			|
% 67.05/31.84  																																																			|-The branch is then unsatisfiable
% 67.05/31.84  																																												|-Branch two:
% 67.05/31.84  																																												| (358)  ~ (all_0_42_42 = e0)
% 67.05/31.84  																																												| (6766) all_0_43_43 = e0 | all_0_44_44 = e0
% 67.05/31.84  																																												|
% 67.05/31.84  																																													+-Applying beta-rule and splitting (6766), into two cases.
% 67.05/31.84  																																													|-Branch one:
% 67.05/31.84  																																													| (356) all_0_43_43 = e0
% 67.05/31.84  																																													|
% 67.05/31.84  																																														| Combining equations (356,396) yields a new equation:
% 67.05/31.84  																																														| (397) e4 = e0
% 67.05/31.84  																																														|
% 67.05/31.84  																																														| Equations (397) can reduce 49 to:
% 67.05/31.84  																																														| (266) $false
% 67.05/31.84  																																														|
% 67.05/31.84  																																														|-The branch is then unsatisfiable
% 67.05/31.84  																																													|-Branch two:
% 67.05/31.84  																																													| (5470)  ~ (all_0_43_43 = e0)
% 67.05/31.84  																																													| (1414) all_0_44_44 = e0
% 67.05/31.84  																																													|
% 67.05/31.84  																																														| Equations (1414) can reduce 360 to:
% 67.05/31.84  																																														| (266) $false
% 67.05/31.84  																																														|
% 67.05/31.84  																																														|-The branch is then unsatisfiable
% 67.05/31.84  																																						|-Branch two:
% 67.05/31.84  																																						| (549)  ~ (all_0_46_46 = e1)
% 67.05/31.84  																																						| (550) all_0_47_47 = e1 | all_0_48_48 = e1 | all_0_49_49 = e1
% 67.05/31.84  																																						|
% 67.05/31.84  																																							+-Applying beta-rule and splitting (18), into two cases.
% 67.05/31.84  																																							|-Branch one:
% 67.05/31.84  																																							| (453) all_0_41_41 = e1
% 67.05/31.84  																																							|
% 67.05/31.84  																																								| Equations (453) can reduce 149 to:
% 67.05/31.84  																																								| (4057)  ~ (all_0_44_44 = e1)
% 67.05/31.84  																																								|
% 67.05/31.84  																																								| Simplifying 4057 yields:
% 67.05/31.84  																																								| (639)  ~ (all_0_44_44 = e1)
% 67.05/31.84  																																								|
% 67.05/31.84  																																								+-Applying beta-rule and splitting (445), into two cases.
% 67.05/31.84  																																								|-Branch one:
% 67.05/31.84  																																								| (871) all_0_57_57 = e4
% 67.05/31.84  																																								|
% 67.05/31.84  																																									| Equations (871) can reduce 839 to:
% 67.05/31.84  																																									| (266) $false
% 67.05/31.84  																																									|
% 67.05/31.84  																																									|-The branch is then unsatisfiable
% 67.05/31.84  																																								|-Branch two:
% 67.05/31.84  																																								| (839)  ~ (all_0_57_57 = e4)
% 67.05/31.84  																																								| (874) all_0_57_57 = e1 | all_0_57_57 = e0
% 67.05/31.84  																																								|
% 67.05/31.84  																																									+-Applying beta-rule and splitting (874), into two cases.
% 67.05/31.84  																																									|-Branch one:
% 67.05/31.84  																																									| (875) all_0_57_57 = e0
% 67.05/31.84  																																									|
% 67.05/31.84  																																										| Equations (875) can reduce 364 to:
% 67.05/31.84  																																										| (266) $false
% 67.05/31.84  																																										|
% 67.05/31.84  																																										|-The branch is then unsatisfiable
% 67.05/31.84  																																									|-Branch two:
% 67.05/31.84  																																									| (364)  ~ (all_0_57_57 = e0)
% 67.05/31.84  																																									| (647) all_0_57_57 = e1
% 67.05/31.84  																																									|
% 67.05/31.84  																																										| Equations (647) can reduce 148 to:
% 67.05/31.84  																																										| (879)  ~ (all_0_58_58 = e1)
% 67.05/31.84  																																										|
% 67.05/31.84  																																										| Simplifying 879 yields:
% 67.05/31.84  																																										| (880)  ~ (all_0_58_58 = e1)
% 67.05/31.84  																																										|
% 67.05/31.84  																																										| Equations (647) can reduce 839 to:
% 67.05/31.84  																																										| (602)  ~ (e4 = e1)
% 67.05/31.84  																																										|
% 67.05/31.84  																																										| Simplifying 602 yields:
% 67.05/31.84  																																										| (110)  ~ (e4 = e1)
% 67.05/31.84  																																										|
% 67.05/31.84  																																										| Equations (647) can reduce 344 to:
% 67.05/31.84  																																										| (604)  ~ (e2 = e1)
% 67.05/31.84  																																										|
% 67.05/31.84  																																										| Simplifying 604 yields:
% 67.05/31.84  																																										| (122)  ~ (e2 = e1)
% 67.05/31.84  																																										|
% 67.05/31.84  																																										+-Applying beta-rule and splitting (550), into two cases.
% 67.05/31.84  																																										|-Branch one:
% 67.05/31.84  																																										| (654) all_0_47_47 = e1
% 67.05/31.84  																																										|
% 67.05/31.84  																																											| Combining equations (654,1790) yields a new equation:
% 67.05/31.84  																																											| (630) e4 = e1
% 67.05/31.84  																																											|
% 67.05/31.84  																																											| Equations (630) can reduce 110 to:
% 67.05/31.84  																																											| (266) $false
% 67.05/31.84  																																											|
% 67.05/31.84  																																											|-The branch is then unsatisfiable
% 67.05/31.84  																																										|-Branch two:
% 67.05/31.84  																																										| (462)  ~ (all_0_47_47 = e1)
% 67.05/31.84  																																										| (659) all_0_48_48 = e1 | all_0_49_49 = e1
% 67.05/31.84  																																										|
% 67.05/31.84  																																											| Equations (1790) can reduce 462 to:
% 67.05/31.84  																																											| (110)  ~ (e4 = e1)
% 67.05/31.84  																																											|
% 67.05/31.84  																																											+-Applying beta-rule and splitting (112), into two cases.
% 67.05/31.84  																																											|-Branch one:
% 67.05/31.84  																																											| (635) all_0_44_44 = e1
% 67.05/31.84  																																											|
% 67.05/31.84  																																												| Equations (635) can reduce 639 to:
% 67.05/31.84  																																												| (266) $false
% 67.05/31.84  																																												|
% 67.05/31.84  																																												|-The branch is then unsatisfiable
% 67.05/31.84  																																											|-Branch two:
% 67.05/31.84  																																											| (639)  ~ (all_0_44_44 = e1)
% 67.05/31.84  																																											| (640) all_0_49_49 = e1 | all_0_53_53 = e1 | all_0_58_58 = e1
% 67.05/31.84  																																											|
% 67.05/31.84  																																												+-Applying beta-rule and splitting (640), into two cases.
% 67.05/31.84  																																												|-Branch one:
% 67.05/31.84  																																												| (671) all_0_49_49 = e1
% 67.05/31.84  																																												|
% 67.05/31.84  																																													| Combining equations (671,583) yields a new equation:
% 67.05/31.84  																																													| (617) e2 = e1
% 67.05/31.84  																																													|
% 67.05/31.84  																																													| Equations (617) can reduce 122 to:
% 67.05/31.84  																																													| (266) $false
% 67.05/31.84  																																													|
% 67.05/31.84  																																													|-The branch is then unsatisfiable
% 67.05/31.84  																																												|-Branch two:
% 67.05/31.84  																																												| (1064)  ~ (all_0_49_49 = e1)
% 67.05/31.84  																																												| (2141) all_0_53_53 = e1 | all_0_58_58 = e1
% 67.05/31.84  																																												|
% 67.05/31.84  																																													+-Applying beta-rule and splitting (2141), into two cases.
% 67.05/31.84  																																													|-Branch one:
% 67.05/31.84  																																													| (1208) all_0_53_53 = e1
% 67.05/31.84  																																													|
% 67.05/31.84  																																														| Combining equations (1298,1208) yields a new equation:
% 67.05/31.84  																																														| (636) e4 = e1
% 67.05/31.84  																																														|
% 67.05/31.84  																																														| Simplifying 636 yields:
% 67.05/31.84  																																														| (630) e4 = e1
% 67.05/31.84  																																														|
% 67.05/31.84  																																														| Equations (630) can reduce 110 to:
% 67.05/31.84  																																														| (266) $false
% 67.05/31.84  																																														|
% 67.05/31.84  																																														|-The branch is then unsatisfiable
% 67.05/31.84  																																													|-Branch two:
% 67.05/31.84  																																													| (1459)  ~ (all_0_53_53 = e1)
% 67.05/31.84  																																													| (918) all_0_58_58 = e1
% 67.05/31.84  																																													|
% 67.05/31.84  																																														| Equations (918) can reduce 880 to:
% 67.05/31.84  																																														| (266) $false
% 67.05/31.84  																																														|
% 67.05/31.84  																																														|-The branch is then unsatisfiable
% 67.05/31.84  																																							|-Branch two:
% 67.05/31.84  																																							| (457)  ~ (all_0_41_41 = e1)
% 67.05/31.84  																																							| (595) all_0_46_46 = e1 | all_0_50_50 = e1 | all_0_55_55 = e1
% 67.05/31.84  																																							|
% 67.05/31.84  																																								+-Applying beta-rule and splitting (595), into two cases.
% 67.05/31.84  																																								|-Branch one:
% 67.05/31.84  																																								| (545) all_0_46_46 = e1
% 67.05/31.84  																																								|
% 67.05/31.84  																																									| Equations (545) can reduce 549 to:
% 67.05/31.84  																																									| (266) $false
% 67.05/31.84  																																									|
% 67.05/31.84  																																									|-The branch is then unsatisfiable
% 67.05/31.84  																																								|-Branch two:
% 67.05/31.84  																																								| (549)  ~ (all_0_46_46 = e1)
% 67.05/31.84  																																								| (600) all_0_50_50 = e1 | all_0_55_55 = e1
% 67.05/31.84  																																								|
% 67.05/31.84  																																									+-Applying beta-rule and splitting (600), into two cases.
% 67.05/31.84  																																									|-Branch one:
% 67.05/31.84  																																									| (601) all_0_50_50 = e1
% 67.05/31.84  																																									|
% 67.05/31.84  																																										| Combining equations (415,601) yields a new equation:
% 67.05/31.84  																																										| (454) e3 = e1
% 67.05/31.84  																																										|
% 67.05/31.84  																																										| Simplifying 454 yields:
% 67.05/31.84  																																										| (455) e3 = e1
% 67.05/31.84  																																										|
% 67.05/31.84  																																										| Equations (455) can reduce 213 to:
% 67.05/31.84  																																										| (266) $false
% 67.05/31.84  																																										|
% 67.05/31.84  																																										|-The branch is then unsatisfiable
% 67.05/31.84  																																									|-Branch two:
% 67.05/31.84  																																									| (759)  ~ (all_0_50_50 = e1)
% 67.05/31.84  																																									| (629) all_0_55_55 = e1
% 67.05/31.84  																																									|
% 67.05/31.84  																																										| Combining equations (386,629) yields a new equation:
% 67.05/31.84  																																										| (616) e2 = e1
% 67.05/31.84  																																										|
% 67.05/31.84  																																										| Simplifying 616 yields:
% 67.05/31.84  																																										| (617) e2 = e1
% 67.05/31.84  																																										|
% 67.05/31.84  																																										| Equations (617) can reduce 122 to:
% 67.05/31.84  																																										| (266) $false
% 67.05/31.84  																																										|
% 67.05/31.84  																																										|-The branch is then unsatisfiable
% 67.05/31.84  																																					|-Branch two:
% 67.05/31.84  																																					| (1283)  ~ (all_0_48_48 = e0)
% 67.05/31.84  																																					| (978) all_0_49_49 = e0
% 67.05/31.84  																																					|
% 67.05/31.84  																																						| Combining equations (978,583) yields a new equation:
% 67.05/31.84  																																						| (330) e2 = e0
% 67.05/31.84  																																						|
% 67.05/31.84  																																						| Equations (330) can reduce 128 to:
% 67.05/31.84  																																						| (266) $false
% 67.05/31.84  																																						|
% 67.05/31.84  																																						|-The branch is then unsatisfiable
% 67.05/31.84  																											|-Branch two:
% 67.05/31.84  																											| (464)  ~ (all_0_51_51 = e1)
% 67.05/31.84  																											| (1202) all_0_52_52 = e1 | all_0_53_53 = e1
% 67.05/31.84  																											|
% 67.05/31.84  																												+-Applying beta-rule and splitting (1202), into two cases.
% 67.05/31.84  																												|-Branch one:
% 67.05/31.84  																												| (642) all_0_52_52 = e1
% 67.05/31.84  																												|
% 67.05/31.84  																													| Combining equations (352,642) yields a new equation:
% 67.05/31.84  																													| (616) e2 = e1
% 67.05/31.84  																													|
% 67.05/31.84  																													| Simplifying 616 yields:
% 67.05/31.84  																													| (617) e2 = e1
% 67.05/31.84  																													|
% 67.05/31.84  																													| Equations (617) can reduce 122 to:
% 67.05/31.84  																													| (266) $false
% 67.05/31.84  																													|
% 67.05/31.84  																													|-The branch is then unsatisfiable
% 67.05/31.84  																												|-Branch two:
% 67.05/31.84  																												| (646)  ~ (all_0_52_52 = e1)
% 67.05/31.84  																												| (1208) all_0_53_53 = e1
% 67.05/31.84  																												|
% 67.05/31.84  																													| Combining equations (1208,1298) yields a new equation:
% 67.05/31.84  																													| (630) e4 = e1
% 67.05/31.84  																													|
% 67.05/31.84  																													| Equations (630) can reduce 110 to:
% 67.05/31.84  																													| (266) $false
% 67.05/31.84  																													|
% 67.05/31.84  																													|-The branch is then unsatisfiable
% 67.05/31.84  																									|-Branch two:
% 67.05/31.84  																									| (411)  ~ (all_0_50_50 = e3)
% 67.05/31.84  																									| (418) all_0_51_51 = e3 | all_0_53_53 = e3
% 67.05/31.84  																									|
% 67.05/31.84  																										+-Applying beta-rule and splitting (144), into two cases.
% 67.05/31.84  																										|-Branch one:
% 67.05/31.84  																										| (403) all_0_41_41 = e3
% 67.05/31.84  																										|
% 67.05/31.84  																											| Equations (403) can reduce 214 to:
% 67.05/31.84  																											| (404)  ~ (all_0_42_42 = e3)
% 67.05/31.84  																											|
% 67.05/31.84  																											| Simplifying 404 yields:
% 67.05/31.84  																											| (405)  ~ (all_0_42_42 = e3)
% 67.05/31.84  																											|
% 67.05/31.84  																											+-Applying beta-rule and splitting (165), into two cases.
% 67.05/31.84  																											|-Branch one:
% 67.05/31.84  																											| (794) all_0_41_41 = e0
% 67.05/31.84  																											|
% 67.05/31.84  																												| Combining equations (403,794) yields a new equation:
% 67.05/31.84  																												| (675) e3 = e0
% 67.05/31.84  																												|
% 67.05/31.84  																												| Simplifying 675 yields:
% 67.05/31.84  																												| (676) e3 = e0
% 67.05/31.84  																												|
% 67.05/31.84  																												| Equations (676) can reduce 80 to:
% 67.05/31.84  																												| (266) $false
% 67.05/31.84  																												|
% 67.05/31.84  																												|-The branch is then unsatisfiable
% 67.05/31.84  																											|-Branch two:
% 67.05/31.84  																											| (357)  ~ (all_0_41_41 = e0)
% 67.05/31.84  																											| (6761) all_0_42_42 = e0 | all_0_43_43 = e0 | all_0_44_44 = e0
% 67.05/31.84  																											|
% 67.05/31.84  																												+-Applying beta-rule and splitting (6761), into two cases.
% 67.05/31.84  																												|-Branch one:
% 67.05/31.84  																												| (559) all_0_42_42 = e0
% 67.05/31.84  																												|
% 67.05/31.84  																													| Equations (559) can reduce 1890 to:
% 67.05/31.84  																													| (401)  ~ (e4 = e0)
% 67.05/31.84  																													|
% 67.05/31.84  																													| Simplifying 401 yields:
% 67.05/31.84  																													| (49)  ~ (e4 = e0)
% 67.05/31.84  																													|
% 67.05/31.84  																													| Equations (559) can reduce 405 to:
% 67.05/31.84  																													| (541)  ~ (e3 = e0)
% 67.05/31.84  																													|
% 67.05/31.84  																													| Simplifying 541 yields:
% 67.05/31.84  																													| (80)  ~ (e3 = e0)
% 67.05/31.84  																													|
% 67.05/31.84  																													+-Applying beta-rule and splitting (163), into two cases.
% 67.05/31.84  																													|-Branch one:
% 67.05/31.84  																													| (565) all_0_52_52 = e4
% 67.05/31.84  																													|
% 67.05/31.84  																														| Combining equations (352,565) yields a new equation:
% 67.05/31.84  																														| (323) e4 = e2
% 67.05/31.84  																														|
% 67.05/31.84  																														| Equations (323) can reduce 48 to:
% 67.05/31.84  																														| (266) $false
% 67.05/31.84  																														|
% 67.05/31.84  																														|-The branch is then unsatisfiable
% 67.05/31.84  																													|-Branch two:
% 67.05/31.84  																													| (780)  ~ (all_0_52_52 = e4)
% 67.05/31.84  																													| (781) (all_0_41_41 = e0 & all_0_58_58 = e3 &  ~ (all_0_44_44 = e3)) | (all_0_41_41 = e0 & all_0_58_58 = e3 &  ~ (all_0_55_55 = e0)) | (all_0_47_47 = e1 & all_0_52_52 = e2 &  ~ (all_0_48_48 = e2)) | (all_0_47_47 = e1 & all_0_52_52 = e2 &  ~ (all_0_51_51 = e1)) | (all_0_47_47 = e0 & all_0_58_58 = e2 &  ~ (all_0_49_49 = e2)) | (all_0_47_47 = e0 & all_0_58_58 = e2 &  ~ (all_0_56_56 = e0))
% 67.05/31.85  																													|
% 67.05/31.85  																														+-Applying beta-rule and splitting (781), into two cases.
% 67.05/31.85  																														|-Branch one:
% 67.05/31.85  																														| (789) (all_0_41_41 = e0 & all_0_58_58 = e3 &  ~ (all_0_44_44 = e3)) | (all_0_41_41 = e0 & all_0_58_58 = e3 &  ~ (all_0_55_55 = e0)) | (all_0_47_47 = e1 & all_0_52_52 = e2 &  ~ (all_0_48_48 = e2)) | (all_0_47_47 = e1 & all_0_52_52 = e2 &  ~ (all_0_51_51 = e1)) | (all_0_47_47 = e0 & all_0_58_58 = e2 &  ~ (all_0_49_49 = e2))
% 67.05/31.85  																														|
% 67.05/31.85  																															+-Applying beta-rule and splitting (789), into two cases.
% 67.05/31.85  																															|-Branch one:
% 67.05/31.85  																															| (790) (all_0_41_41 = e0 & all_0_58_58 = e3 &  ~ (all_0_44_44 = e3)) | (all_0_41_41 = e0 & all_0_58_58 = e3 &  ~ (all_0_55_55 = e0)) | (all_0_47_47 = e1 & all_0_52_52 = e2 &  ~ (all_0_48_48 = e2)) | (all_0_47_47 = e1 & all_0_52_52 = e2 &  ~ (all_0_51_51 = e1))
% 67.05/31.85  																															|
% 67.05/31.85  																																+-Applying beta-rule and splitting (790), into two cases.
% 67.05/31.85  																																|-Branch one:
% 67.05/31.85  																																| (791) (all_0_41_41 = e0 & all_0_58_58 = e3 &  ~ (all_0_44_44 = e3)) | (all_0_41_41 = e0 & all_0_58_58 = e3 &  ~ (all_0_55_55 = e0)) | (all_0_47_47 = e1 & all_0_52_52 = e2 &  ~ (all_0_48_48 = e2))
% 67.05/31.85  																																|
% 67.05/31.85  																																	+-Applying beta-rule and splitting (791), into two cases.
% 67.05/31.85  																																	|-Branch one:
% 67.05/31.85  																																	| (792) (all_0_41_41 = e0 & all_0_58_58 = e3 &  ~ (all_0_44_44 = e3)) | (all_0_41_41 = e0 & all_0_58_58 = e3 &  ~ (all_0_55_55 = e0))
% 67.05/31.85  																																	|
% 67.05/31.85  																																		+-Applying beta-rule and splitting (792), into two cases.
% 67.05/31.85  																																		|-Branch one:
% 67.05/31.85  																																		| (793) all_0_41_41 = e0 & all_0_58_58 = e3 &  ~ (all_0_44_44 = e3)
% 67.05/31.85  																																		|
% 67.05/31.85  																																			| Applying alpha-rule on (793) yields:
% 67.05/31.85  																																			| (794) all_0_41_41 = e0
% 67.05/31.85  																																			| (795) all_0_58_58 = e3
% 67.05/31.85  																																			| (407)  ~ (all_0_44_44 = e3)
% 67.05/31.85  																																			|
% 67.05/31.85  																																			| Combining equations (794,403) yields a new equation:
% 67.05/31.85  																																			| (676) e3 = e0
% 67.05/31.85  																																			|
% 67.05/31.85  																																			| Equations (676) can reduce 80 to:
% 67.05/31.85  																																			| (266) $false
% 67.05/31.85  																																			|
% 67.05/31.85  																																			|-The branch is then unsatisfiable
% 67.05/31.85  																																		|-Branch two:
% 67.05/31.85  																																		| (800) all_0_41_41 = e0 & all_0_58_58 = e3 &  ~ (all_0_55_55 = e0)
% 67.05/31.85  																																		|
% 67.05/31.85  																																			| Applying alpha-rule on (800) yields:
% 67.05/31.85  																																			| (794) all_0_41_41 = e0
% 67.05/31.85  																																			| (795) all_0_58_58 = e3
% 67.05/31.85  																																			| (803)  ~ (all_0_55_55 = e0)
% 67.05/31.85  																																			|
% 67.05/31.85  																																			| Combining equations (794,403) yields a new equation:
% 67.05/31.85  																																			| (676) e3 = e0
% 67.05/31.85  																																			|
% 67.05/31.85  																																			| Equations (676) can reduce 80 to:
% 67.05/31.85  																																			| (266) $false
% 67.05/31.85  																																			|
% 67.05/31.85  																																			|-The branch is then unsatisfiable
% 67.05/31.85  																																	|-Branch two:
% 67.05/31.85  																																	| (807) all_0_47_47 = e1 & all_0_52_52 = e2 &  ~ (all_0_48_48 = e2)
% 67.05/31.85  																																	|
% 67.05/31.85  																																		| Applying alpha-rule on (807) yields:
% 67.05/31.85  																																		| (654) all_0_47_47 = e1
% 67.05/31.85  																																		| (352) all_0_52_52 = e2
% 67.05/31.85  																																		| (810)  ~ (all_0_48_48 = e2)
% 67.05/31.85  																																		|
% 67.05/31.85  																																		| Combining equations (1790,654) yields a new equation:
% 67.05/31.85  																																		| (636) e4 = e1
% 67.05/31.85  																																		|
% 67.05/31.85  																																		| Simplifying 636 yields:
% 67.05/31.85  																																		| (630) e4 = e1
% 67.05/31.85  																																		|
% 67.05/31.85  																																		| Equations (630) can reduce 110 to:
% 67.05/31.85  																																		| (266) $false
% 67.05/31.85  																																		|
% 67.05/31.85  																																		|-The branch is then unsatisfiable
% 67.05/31.85  																																|-Branch two:
% 67.05/31.85  																																| (813) all_0_47_47 = e1 & all_0_52_52 = e2 &  ~ (all_0_51_51 = e1)
% 67.05/31.85  																																|
% 67.05/31.85  																																	| Applying alpha-rule on (813) yields:
% 67.05/31.85  																																	| (654) all_0_47_47 = e1
% 67.05/31.85  																																	| (352) all_0_52_52 = e2
% 67.05/31.85  																																	| (464)  ~ (all_0_51_51 = e1)
% 67.05/31.85  																																	|
% 67.05/31.85  																																	| Combining equations (1790,654) yields a new equation:
% 67.05/31.85  																																	| (636) e4 = e1
% 67.05/31.85  																																	|
% 67.05/31.85  																																	| Simplifying 636 yields:
% 67.05/31.85  																																	| (630) e4 = e1
% 67.05/31.85  																																	|
% 67.05/31.85  																																	| Equations (630) can reduce 110 to:
% 67.05/31.85  																																	| (266) $false
% 67.05/31.85  																																	|
% 67.05/31.85  																																	|-The branch is then unsatisfiable
% 67.05/31.85  																															|-Branch two:
% 67.05/31.85  																															| (819) all_0_47_47 = e0 & all_0_58_58 = e2 &  ~ (all_0_49_49 = e2)
% 67.05/31.85  																															|
% 67.05/31.85  																																| Applying alpha-rule on (819) yields:
% 67.05/31.85  																																| (674) all_0_47_47 = e0
% 67.05/31.85  																																| (624) all_0_58_58 = e2
% 67.05/31.85  																																| (340)  ~ (all_0_49_49 = e2)
% 67.05/31.85  																																|
% 67.05/31.85  																																| Combining equations (1790,674) yields a new equation:
% 67.05/31.85  																																| (481) e4 = e0
% 67.05/31.85  																																|
% 67.05/31.85  																																| Simplifying 481 yields:
% 67.05/31.85  																																| (397) e4 = e0
% 67.05/31.85  																																|
% 67.05/31.85  																																| Equations (397) can reduce 49 to:
% 67.05/31.85  																																| (266) $false
% 67.05/31.85  																																|
% 67.05/31.85  																																|-The branch is then unsatisfiable
% 67.05/31.85  																														|-Branch two:
% 67.05/31.85  																														| (825) all_0_47_47 = e0 & all_0_58_58 = e2 &  ~ (all_0_56_56 = e0)
% 67.05/31.85  																														|
% 67.05/31.85  																															| Applying alpha-rule on (825) yields:
% 67.05/31.85  																															| (674) all_0_47_47 = e0
% 67.05/31.85  																															| (624) all_0_58_58 = e2
% 67.05/31.85  																															| (828)  ~ (all_0_56_56 = e0)
% 67.05/31.85  																															|
% 67.05/31.85  																															| Combining equations (1790,674) yields a new equation:
% 67.05/31.85  																															| (481) e4 = e0
% 67.05/31.85  																															|
% 67.05/31.85  																															| Simplifying 481 yields:
% 67.05/31.85  																															| (397) e4 = e0
% 67.05/31.85  																															|
% 67.05/31.85  																															| Equations (397) can reduce 49 to:
% 67.05/31.85  																															| (266) $false
% 67.05/31.85  																															|
% 67.05/31.85  																															|-The branch is then unsatisfiable
% 67.05/31.85  																												|-Branch two:
% 67.05/31.85  																												| (358)  ~ (all_0_42_42 = e0)
% 67.05/31.85  																												| (6766) all_0_43_43 = e0 | all_0_44_44 = e0
% 67.05/31.85  																												|
% 67.05/31.85  																													+-Applying beta-rule and splitting (6766), into two cases.
% 67.05/31.85  																													|-Branch one:
% 67.05/31.85  																													| (356) all_0_43_43 = e0
% 67.05/31.85  																													|
% 67.05/31.85  																														| Combining equations (356,396) yields a new equation:
% 67.05/31.85  																														| (397) e4 = e0
% 67.05/31.85  																														|
% 67.05/31.85  																														| Equations (397) can reduce 49 to:
% 67.05/31.85  																														| (266) $false
% 67.05/31.85  																														|
% 67.05/31.85  																														|-The branch is then unsatisfiable
% 67.05/31.85  																													|-Branch two:
% 67.05/31.85  																													| (5470)  ~ (all_0_43_43 = e0)
% 67.05/31.85  																													| (1414) all_0_44_44 = e0
% 67.05/31.85  																													|
% 67.05/31.85  																														| Equations (1414) can reduce 360 to:
% 67.05/31.85  																														| (266) $false
% 67.05/31.85  																														|
% 67.05/31.85  																														|-The branch is then unsatisfiable
% 67.05/31.85  																										|-Branch two:
% 67.05/31.85  																										| (1898)  ~ (all_0_41_41 = e3)
% 67.05/31.85  																										| (1923) all_0_46_46 = e3 | all_0_50_50 = e3 | all_0_55_55 = e3
% 67.05/31.85  																										|
% 67.05/31.85  																											+-Applying beta-rule and splitting (418), into two cases.
% 67.05/31.85  																											|-Branch one:
% 67.05/31.85  																											| (660) all_0_51_51 = e3
% 67.05/31.85  																											|
% 67.05/31.85  																												| Equations (660) can reduce 61 to:
% 67.05/31.85  																												| (405)  ~ (all_0_42_42 = e3)
% 67.05/31.85  																												|
% 67.05/31.85  																												| Equations (660) can reduce 59 to:
% 67.05/31.85  																												| (411)  ~ (all_0_50_50 = e3)
% 67.05/31.85  																												|
% 67.05/31.85  																												+-Applying beta-rule and splitting (113), into two cases.
% 67.05/31.85  																												|-Branch one:
% 67.05/31.85  																												| (403) all_0_41_41 = e3
% 67.05/31.85  																												|
% 67.05/31.85  																													| Equations (403) can reduce 1898 to:
% 67.05/31.85  																													| (266) $false
% 67.05/31.85  																													|
% 67.05/31.85  																													|-The branch is then unsatisfiable
% 67.05/31.85  																												|-Branch two:
% 67.05/31.85  																												| (1898)  ~ (all_0_41_41 = e3)
% 67.05/31.85  																												| (1899) all_0_42_42 = e3 | all_0_44_44 = e3
% 67.05/31.85  																												|
% 67.05/31.85  																													+-Applying beta-rule and splitting (1899), into two cases.
% 67.05/31.85  																													|-Branch one:
% 67.05/31.85  																													| (516) all_0_42_42 = e3
% 67.05/31.85  																													|
% 67.05/31.85  																														| Equations (516) can reduce 405 to:
% 67.05/31.85  																														| (266) $false
% 67.05/31.85  																														|
% 67.05/31.85  																														|-The branch is then unsatisfiable
% 67.05/31.85  																													|-Branch two:
% 67.05/31.85  																													| (405)  ~ (all_0_42_42 = e3)
% 67.05/31.85  																													| (532) all_0_44_44 = e3
% 67.05/31.85  																													|
% 67.05/31.85  																														| Equations (532) can reduce 147 to:
% 67.05/31.85  																														| (212)  ~ (e3 = e2)
% 67.05/31.85  																														|
% 67.05/31.85  																														+-Applying beta-rule and splitting (1923), into two cases.
% 67.05/31.85  																														|-Branch one:
% 67.05/31.85  																														| (1557) all_0_46_46 = e3
% 67.05/31.85  																														|
% 67.05/31.85  																															| Equations (1557) can reduce 409 to:
% 67.05/31.85  																															| (266) $false
% 67.05/31.85  																															|
% 67.05/31.85  																															|-The branch is then unsatisfiable
% 67.05/31.85  																														|-Branch two:
% 67.05/31.85  																														| (409)  ~ (all_0_46_46 = e3)
% 67.05/31.85  																														| (4042) all_0_50_50 = e3 | all_0_55_55 = e3
% 67.05/31.85  																														|
% 67.05/31.85  																															+-Applying beta-rule and splitting (160), into two cases.
% 67.05/31.85  																															|-Branch one:
% 67.05/31.85  																															| (601) all_0_50_50 = e1
% 67.05/31.85  																															|
% 67.05/31.85  																																| Equations (601) can reduce 411 to:
% 67.05/31.85  																																| (467)  ~ (e3 = e1)
% 67.05/31.85  																																|
% 67.05/31.85  																																| Simplifying 467 yields:
% 67.05/31.85  																																| (213)  ~ (e3 = e1)
% 67.05/31.85  																																|
% 67.05/31.85  																																+-Applying beta-rule and splitting (112), into two cases.
% 67.05/31.85  																																|-Branch one:
% 67.05/31.85  																																| (635) all_0_44_44 = e1
% 67.05/31.85  																																|
% 67.05/31.85  																																	| Combining equations (635,532) yields a new equation:
% 67.05/31.85  																																	| (455) e3 = e1
% 67.05/31.85  																																	|
% 67.05/31.85  																																	| Equations (455) can reduce 213 to:
% 67.05/31.85  																																	| (266) $false
% 67.05/31.85  																																	|
% 67.05/31.85  																																	|-The branch is then unsatisfiable
% 67.05/31.85  																																|-Branch two:
% 67.05/31.85  																																| (639)  ~ (all_0_44_44 = e1)
% 67.05/31.85  																																| (640) all_0_49_49 = e1 | all_0_53_53 = e1 | all_0_58_58 = e1
% 67.05/31.85  																																|
% 67.05/31.85  																																	| Equations (532) can reduce 639 to:
% 67.05/31.85  																																	| (213)  ~ (e3 = e1)
% 67.05/31.85  																																	|
% 67.05/31.85  																																	+-Applying beta-rule and splitting (4042), into two cases.
% 67.05/31.85  																																	|-Branch one:
% 67.05/31.85  																																	| (415) all_0_50_50 = e3
% 67.05/31.85  																																	|
% 67.05/31.85  																																		| Combining equations (601,415) yields a new equation:
% 67.05/31.85  																																		| (455) e3 = e1
% 67.05/31.85  																																		|
% 67.05/31.85  																																		| Equations (455) can reduce 213 to:
% 67.05/31.85  																																		| (266) $false
% 67.05/31.85  																																		|
% 67.05/31.85  																																		|-The branch is then unsatisfiable
% 67.05/31.85  																																	|-Branch two:
% 67.05/31.85  																																	| (411)  ~ (all_0_50_50 = e3)
% 67.05/31.85  																																	| (2336) all_0_55_55 = e3
% 67.05/31.85  																																	|
% 67.05/31.85  																																		| Combining equations (386,2336) yields a new equation:
% 67.05/31.85  																																		| (662) e3 = e2
% 67.05/31.85  																																		|
% 67.05/31.85  																																		| Equations (662) can reduce 212 to:
% 67.05/31.85  																																		| (266) $false
% 67.05/31.85  																																		|
% 67.05/31.85  																																		|-The branch is then unsatisfiable
% 67.05/31.85  																															|-Branch two:
% 67.05/31.85  																															| (759)  ~ (all_0_50_50 = e1)
% 67.05/31.85  																															| (1168) all_0_51_51 = e1 | all_0_52_52 = e1 | all_0_53_53 = e1
% 67.05/31.85  																															|
% 67.05/31.85  																																+-Applying beta-rule and splitting (1168), into two cases.
% 67.05/31.85  																																|-Branch one:
% 67.05/31.85  																																| (1109) all_0_51_51 = e1
% 67.05/31.85  																																|
% 67.05/31.85  																																	| Combining equations (660,1109) yields a new equation:
% 67.05/31.85  																																	| (454) e3 = e1
% 67.05/31.85  																																	|
% 67.05/31.85  																																	| Simplifying 454 yields:
% 67.05/31.85  																																	| (455) e3 = e1
% 67.05/31.85  																																	|
% 67.05/31.85  																																	| Equations (455) can reduce 213 to:
% 67.05/31.85  																																	| (266) $false
% 67.05/31.85  																																	|
% 67.05/31.85  																																	|-The branch is then unsatisfiable
% 67.05/31.85  																																|-Branch two:
% 67.05/31.85  																																| (464)  ~ (all_0_51_51 = e1)
% 67.05/31.85  																																| (1202) all_0_52_52 = e1 | all_0_53_53 = e1
% 67.05/31.85  																																|
% 67.05/31.85  																																	+-Applying beta-rule and splitting (1202), into two cases.
% 67.05/31.85  																																	|-Branch one:
% 67.05/31.85  																																	| (642) all_0_52_52 = e1
% 67.05/31.85  																																	|
% 67.05/31.85  																																		| Combining equations (352,642) yields a new equation:
% 67.05/31.85  																																		| (616) e2 = e1
% 67.05/31.85  																																		|
% 67.05/31.85  																																		| Simplifying 616 yields:
% 67.05/31.85  																																		| (617) e2 = e1
% 67.05/31.85  																																		|
% 67.05/31.85  																																		| Equations (617) can reduce 122 to:
% 67.05/31.85  																																		| (266) $false
% 67.05/31.85  																																		|
% 67.05/31.85  																																		|-The branch is then unsatisfiable
% 67.05/31.85  																																	|-Branch two:
% 67.05/31.85  																																	| (646)  ~ (all_0_52_52 = e1)
% 67.05/31.85  																																	| (1208) all_0_53_53 = e1
% 67.05/31.85  																																	|
% 67.05/31.85  																																		| Combining equations (1208,1298) yields a new equation:
% 67.05/31.85  																																		| (630) e4 = e1
% 67.05/31.85  																																		|
% 67.05/31.85  																																		| Equations (630) can reduce 110 to:
% 67.05/31.85  																																		| (266) $false
% 67.05/31.85  																																		|
% 67.05/31.85  																																		|-The branch is then unsatisfiable
% 67.05/31.85  																											|-Branch two:
% 67.05/31.85  																											| (664)  ~ (all_0_51_51 = e3)
% 67.05/31.85  																											| (665) all_0_53_53 = e3
% 67.05/31.85  																											|
% 67.05/31.85  																												| Combining equations (665,1298) yields a new equation:
% 67.05/31.85  																												| (425) e4 = e3
% 67.05/31.85  																												|
% 67.05/31.85  																												| Equations (425) can reduce 188 to:
% 67.05/31.85  																												| (266) $false
% 67.05/31.85  																												|
% 67.05/31.85  																												|-The branch is then unsatisfiable
% 67.05/31.85  																								|-Branch two:
% 67.05/31.85  																								| (252)  ~ (all_0_47_47 = e4)
% 67.05/31.85  																								| (61479) all_0_48_48 = e4 | all_0_49_49 = e4
% 67.05/31.85  																								|
% 67.05/31.85  																									+-Applying beta-rule and splitting (61479), into two cases.
% 67.05/31.85  																									|-Branch one:
% 67.05/31.85  																									| (943) all_0_48_48 = e4
% 67.05/31.85  																									|
% 67.05/31.85  																										| Equations (943) can reduce 254 to:
% 67.05/31.85  																										| (266) $false
% 67.05/31.85  																										|
% 67.05/31.85  																										|-The branch is then unsatisfiable
% 67.05/31.85  																									|-Branch two:
% 67.05/31.85  																									| (254)  ~ (all_0_48_48 = e4)
% 67.05/31.85  																									| (974) all_0_49_49 = e4
% 67.05/31.85  																									|
% 67.05/31.85  																										| Combining equations (583,974) yields a new equation:
% 67.05/31.85  																										| (323) e4 = e2
% 67.05/31.85  																										|
% 67.05/31.85  																										| Equations (323) can reduce 48 to:
% 67.05/31.85  																										| (266) $false
% 67.05/31.85  																										|
% 67.05/31.85  																										|-The branch is then unsatisfiable
% 67.05/31.85  																						|-Branch two:
% 67.05/31.85  																						| (1453)  ~ (all_0_53_53 = e4)
% 67.05/31.85  																						| (910) all_0_58_58 = e4
% 67.05/31.85  																						|
% 67.05/31.85  																							| Equations (910) can reduce 451 to:
% 67.05/31.85  																							| (266) $false
% 67.05/31.85  																							|
% 67.05/31.85  																							|-The branch is then unsatisfiable
% 67.05/31.86  																|-Branch two:
% 67.05/31.86  																| (399)  ~ (all_0_43_43 = e4)
% 67.05/31.86  																| (6374) all_0_43_43 = e1 | all_0_43_43 = e0
% 67.05/31.86  																|
% 67.05/31.86  																	+-Applying beta-rule and splitting (230), into two cases.
% 67.05/31.86  																	|-Branch one:
% 67.05/31.86  																	| (396) all_0_43_43 = e4
% 67.05/31.86  																	|
% 67.05/31.86  																		| Equations (396) can reduce 399 to:
% 67.05/31.86  																		| (266) $false
% 67.05/31.86  																		|
% 67.05/31.86  																		|-The branch is then unsatisfiable
% 67.05/31.86  																	|-Branch two:
% 67.05/31.86  																	| (399)  ~ (all_0_43_43 = e4)
% 67.05/31.86  																	| (400) all_0_48_48 = e4 | all_0_52_52 = e4 | all_0_57_57 = e4
% 67.05/31.86  																	|
% 67.05/31.86  																		+-Applying beta-rule and splitting (400), into two cases.
% 67.05/31.86  																		|-Branch one:
% 67.05/31.86  																		| (943) all_0_48_48 = e4
% 67.05/31.86  																		|
% 67.05/31.86  																			| Equations (943) can reduce 17 to:
% 67.05/31.86  																			| (399)  ~ (all_0_43_43 = e4)
% 67.05/31.86  																			|
% 67.05/31.86  																			| Equations (943) can reduce 30 to:
% 67.05/31.86  																			| (250)  ~ (all_0_46_46 = e4)
% 67.05/31.86  																			|
% 67.05/31.86  																			| Equations (943) can reduce 114 to:
% 67.05/31.86  																			| (252)  ~ (all_0_47_47 = e4)
% 67.05/31.86  																			|
% 67.05/31.86  																			| Equations (943) can reduce 810 to:
% 67.05/31.86  																			| (48)  ~ (e4 = e2)
% 67.05/31.86  																			|
% 67.05/31.86  																			| From (943) and (192) follows:
% 67.05/31.86  																			| (63092) op(e2, e1) = e4
% 67.05/31.86  																			|
% 67.05/31.86  																			+-Applying beta-rule and splitting (4), into two cases.
% 67.05/31.86  																			|-Branch one:
% 67.05/31.86  																			| (356) all_0_43_43 = e0
% 67.05/31.86  																			|
% 67.05/31.86  																				| Equations (356) can reduce 31 to:
% 67.05/31.86  																				| (357)  ~ (all_0_41_41 = e0)
% 67.05/31.86  																				|
% 67.05/31.86  																				| Equations (356) can reduce 240 to:
% 67.05/31.86  																				| (358)  ~ (all_0_42_42 = e0)
% 67.05/31.86  																				|
% 67.05/31.86  																				| Equations (356) can reduce 159 to:
% 67.05/31.86  																				| (359)  ~ (all_0_44_44 = e0)
% 67.05/31.86  																				|
% 67.05/31.86  																				| Simplifying 359 yields:
% 67.05/31.86  																				| (360)  ~ (all_0_44_44 = e0)
% 67.05/31.86  																				|
% 67.05/31.86  																				| Equations (356) can reduce 399 to:
% 67.05/31.86  																				| (401)  ~ (e4 = e0)
% 67.05/31.86  																				|
% 67.05/31.86  																				| Simplifying 401 yields:
% 67.05/31.86  																				| (49)  ~ (e4 = e0)
% 67.05/31.86  																				|
% 67.05/31.86  																				| Equations (356) can reduce 96 to:
% 67.05/31.86  																				| (365)  ~ (e2 = e0)
% 67.05/31.86  																				|
% 67.05/31.86  																				| Simplifying 365 yields:
% 67.05/31.86  																				| (128)  ~ (e2 = e0)
% 67.05/31.86  																				|
% 67.05/31.86  																				+-Applying beta-rule and splitting (243), into two cases.
% 67.05/31.86  																				|-Branch one:
% 67.05/31.86  																				| (329) all_0_38_38 = e0
% 67.05/31.86  																				|
% 67.05/31.86  																					| Combining equations (329,321) yields a new equation:
% 67.05/31.86  																					| (397) e4 = e0
% 67.05/31.86  																					|
% 67.05/31.86  																					| Equations (397) can reduce 49 to:
% 67.05/31.86  																					| (266) $false
% 67.05/31.86  																					|
% 67.05/31.86  																					|-The branch is then unsatisfiable
% 67.05/31.86  																				|-Branch two:
% 67.05/31.86  																				| (332)  ~ (all_0_38_38 = e0)
% 67.05/31.86  																				| (395) all_0_41_41 = e0 | all_0_46_46 = e0 | all_0_55_55 = e0
% 67.05/31.86  																				|
% 67.05/31.86  																					+-Applying beta-rule and splitting (395), into two cases.
% 67.05/31.86  																					|-Branch one:
% 67.05/31.86  																					| (794) all_0_41_41 = e0
% 67.05/31.86  																					|
% 67.05/31.86  																						| Equations (794) can reduce 357 to:
% 67.05/31.86  																						| (266) $false
% 67.05/31.86  																						|
% 67.05/31.86  																						|-The branch is then unsatisfiable
% 67.05/31.86  																					|-Branch two:
% 67.05/31.86  																					| (357)  ~ (all_0_41_41 = e0)
% 67.05/31.86  																					| (895) all_0_46_46 = e0 | all_0_55_55 = e0
% 67.05/31.86  																					|
% 67.05/31.86  																						+-Applying beta-rule and splitting (130), into two cases.
% 67.05/31.86  																						|-Branch one:
% 67.05/31.86  																						| (430) all_0_43_43 = e1
% 67.05/31.86  																						|
% 67.05/31.86  																							| Combining equations (430,356) yields a new equation:
% 67.05/31.86  																							| (546) e1 = e0
% 67.05/31.86  																							|
% 67.05/31.86  																							| Simplifying 546 yields:
% 67.05/31.86  																							| (431) e1 = e0
% 67.05/31.86  																							|
% 67.05/31.86  																							| Equations (431) can reduce 233 to:
% 67.05/31.86  																							| (266) $false
% 67.05/31.86  																							|
% 67.05/31.86  																							|-The branch is then unsatisfiable
% 67.05/31.86  																						|-Branch two:
% 67.05/31.86  																						| (433)  ~ (all_0_43_43 = e1)
% 67.05/31.86  																						| (434) all_0_48_48 = e1 | all_0_52_52 = e1 | all_0_57_57 = e1
% 67.05/31.86  																						|
% 67.05/31.86  																							+-Applying beta-rule and splitting (434), into two cases.
% 67.05/31.86  																							|-Branch one:
% 67.05/31.86  																							| (615) all_0_48_48 = e1
% 67.05/31.86  																							|
% 67.05/31.86  																								| Combining equations (943,615) yields a new equation:
% 67.05/31.86  																								| (636) e4 = e1
% 67.05/31.86  																								|
% 67.05/31.86  																								| Simplifying 636 yields:
% 67.05/31.86  																								| (630) e4 = e1
% 67.05/31.86  																								|
% 67.05/31.86  																								| Equations (630) can reduce 110 to:
% 67.05/31.86  																								| (266) $false
% 67.05/31.86  																								|
% 67.05/31.86  																								|-The branch is then unsatisfiable
% 67.05/31.86  																							|-Branch two:
% 67.05/31.86  																							| (619)  ~ (all_0_48_48 = e1)
% 67.05/31.86  																							| (620) all_0_52_52 = e1 | all_0_57_57 = e1
% 67.05/31.86  																							|
% 67.05/31.86  																								+-Applying beta-rule and splitting (125), into two cases.
% 67.05/31.86  																								|-Branch one:
% 67.05/31.86  																								| (858) all_0_55_55 = e0
% 67.05/31.86  																								|
% 67.05/31.86  																									| Combining equations (858,386) yields a new equation:
% 67.05/31.86  																									| (330) e2 = e0
% 67.05/31.86  																									|
% 67.05/31.86  																									| Equations (330) can reduce 128 to:
% 67.05/31.86  																									| (266) $false
% 67.05/31.86  																									|
% 67.05/31.86  																									|-The branch is then unsatisfiable
% 67.05/31.86  																								|-Branch two:
% 67.05/31.86  																								| (803)  ~ (all_0_55_55 = e0)
% 67.05/31.86  																								| (863) all_0_56_56 = e0 | all_0_57_57 = e0 | all_0_58_58 = e0
% 67.05/31.86  																								|
% 67.05/31.86  																									| Equations (386) can reduce 803 to:
% 67.05/31.86  																									| (128)  ~ (e2 = e0)
% 67.05/31.86  																									|
% 67.05/31.86  																									+-Applying beta-rule and splitting (620), into two cases.
% 67.05/31.86  																									|-Branch one:
% 67.05/31.86  																									| (642) all_0_52_52 = e1
% 67.05/31.86  																									|
% 67.05/31.86  																										| Combining equations (642,352) yields a new equation:
% 67.05/31.86  																										| (617) e2 = e1
% 67.05/31.86  																										|
% 67.05/31.86  																										| Equations (617) can reduce 122 to:
% 67.05/31.86  																										| (266) $false
% 67.05/31.86  																										|
% 67.05/31.86  																										|-The branch is then unsatisfiable
% 67.05/31.86  																									|-Branch two:
% 67.05/31.86  																									| (646)  ~ (all_0_52_52 = e1)
% 67.05/31.86  																									| (647) all_0_57_57 = e1
% 67.05/31.86  																									|
% 67.05/31.86  																										| Equations (647) can reduce 148 to:
% 67.05/31.86  																										| (879)  ~ (all_0_58_58 = e1)
% 67.05/31.86  																										|
% 67.05/31.86  																										| Simplifying 879 yields:
% 67.05/31.86  																										| (880)  ~ (all_0_58_58 = e1)
% 67.05/31.86  																										|
% 67.05/31.86  																										+-Applying beta-rule and splitting (895), into two cases.
% 67.05/31.86  																										|-Branch one:
% 67.05/31.86  																										| (538) all_0_46_46 = e0
% 67.05/31.86  																										|
% 67.05/31.86  																											| Equations (538) can reduce 43 to:
% 67.05/31.86  																											| (357)  ~ (all_0_41_41 = e0)
% 67.05/31.86  																											|
% 67.05/31.86  																											| Equations (538) can reduce 19 to:
% 67.05/31.86  																											| (1402)  ~ (all_0_47_47 = e0)
% 67.05/31.86  																											|
% 67.05/31.86  																											| Simplifying 1402 yields:
% 67.05/31.86  																											| (678)  ~ (all_0_47_47 = e0)
% 67.05/31.86  																											|
% 67.05/31.86  																											| Equations (538) can reduce 35 to:
% 67.05/31.86  																											| (22202)  ~ (all_0_50_50 = e0)
% 67.05/31.86  																											|
% 67.05/31.86  																											| Simplifying 22202 yields:
% 67.05/31.86  																											| (121)  ~ (all_0_50_50 = e0)
% 67.05/31.86  																											|
% 67.05/31.86  																											| Equations (538) can reduce 300 to:
% 67.05/31.86  																											| (365)  ~ (e2 = e0)
% 67.05/31.86  																											|
% 67.05/31.86  																											| Simplifying 365 yields:
% 67.05/31.86  																											| (128)  ~ (e2 = e0)
% 67.05/31.86  																											|
% 67.05/31.86  																											| From (538) and (120) follows:
% 67.05/31.86  																											| (544) op(e2, e3) = e0
% 67.05/31.86  																											|
% 67.05/31.86  																											+-Applying beta-rule and splitting (108), into two cases.
% 67.05/31.86  																											|-Branch one:
% 67.05/31.86  																											| (624) all_0_58_58 = e2
% 67.05/31.86  																											|
% 67.05/31.86  																												| Equations (624) can reduce 908 to:
% 67.05/31.86  																												| (266) $false
% 67.05/31.86  																												|
% 67.05/31.86  																												|-The branch is then unsatisfiable
% 67.05/31.86  																											|-Branch two:
% 67.05/31.86  																											| (908)  ~ (all_0_58_58 = e2)
% 67.05/31.86  																											| (909) all_0_58_58 = e4 | all_0_58_58 = e3 | all_0_58_58 = e1 | all_0_58_58 = e0
% 67.05/31.86  																											|
% 67.05/31.86  																												+-Applying beta-rule and splitting (163), into two cases.
% 67.05/31.86  																												|-Branch one:
% 67.05/31.86  																												| (565) all_0_52_52 = e4
% 67.05/31.86  																												|
% 67.05/31.86  																													| Combining equations (352,565) yields a new equation:
% 67.05/31.86  																													| (323) e4 = e2
% 67.05/31.86  																													|
% 67.05/31.86  																													| Equations (323) can reduce 48 to:
% 67.05/31.86  																													| (266) $false
% 67.05/31.86  																													|
% 67.05/31.86  																													|-The branch is then unsatisfiable
% 67.05/31.86  																												|-Branch two:
% 67.05/31.86  																												| (780)  ~ (all_0_52_52 = e4)
% 67.05/31.86  																												| (781) (all_0_41_41 = e0 & all_0_58_58 = e3 &  ~ (all_0_44_44 = e3)) | (all_0_41_41 = e0 & all_0_58_58 = e3 &  ~ (all_0_55_55 = e0)) | (all_0_47_47 = e1 & all_0_52_52 = e2 &  ~ (all_0_48_48 = e2)) | (all_0_47_47 = e1 & all_0_52_52 = e2 &  ~ (all_0_51_51 = e1)) | (all_0_47_47 = e0 & all_0_58_58 = e2 &  ~ (all_0_49_49 = e2)) | (all_0_47_47 = e0 & all_0_58_58 = e2 &  ~ (all_0_56_56 = e0))
% 67.05/31.86  																												|
% 67.05/31.86  																													+-Applying beta-rule and splitting (781), into two cases.
% 67.05/31.86  																													|-Branch one:
% 67.05/31.86  																													| (789) (all_0_41_41 = e0 & all_0_58_58 = e3 &  ~ (all_0_44_44 = e3)) | (all_0_41_41 = e0 & all_0_58_58 = e3 &  ~ (all_0_55_55 = e0)) | (all_0_47_47 = e1 & all_0_52_52 = e2 &  ~ (all_0_48_48 = e2)) | (all_0_47_47 = e1 & all_0_52_52 = e2 &  ~ (all_0_51_51 = e1)) | (all_0_47_47 = e0 & all_0_58_58 = e2 &  ~ (all_0_49_49 = e2))
% 67.05/31.86  																													|
% 67.05/31.86  																														+-Applying beta-rule and splitting (789), into two cases.
% 67.05/31.86  																														|-Branch one:
% 67.05/31.86  																														| (790) (all_0_41_41 = e0 & all_0_58_58 = e3 &  ~ (all_0_44_44 = e3)) | (all_0_41_41 = e0 & all_0_58_58 = e3 &  ~ (all_0_55_55 = e0)) | (all_0_47_47 = e1 & all_0_52_52 = e2 &  ~ (all_0_48_48 = e2)) | (all_0_47_47 = e1 & all_0_52_52 = e2 &  ~ (all_0_51_51 = e1))
% 67.05/31.86  																														|
% 67.05/31.86  																															+-Applying beta-rule and splitting (790), into two cases.
% 67.05/31.86  																															|-Branch one:
% 67.05/31.86  																															| (791) (all_0_41_41 = e0 & all_0_58_58 = e3 &  ~ (all_0_44_44 = e3)) | (all_0_41_41 = e0 & all_0_58_58 = e3 &  ~ (all_0_55_55 = e0)) | (all_0_47_47 = e1 & all_0_52_52 = e2 &  ~ (all_0_48_48 = e2))
% 67.05/31.86  																															|
% 67.05/31.86  																																+-Applying beta-rule and splitting (791), into two cases.
% 67.05/31.86  																																|-Branch one:
% 67.05/31.86  																																| (792) (all_0_41_41 = e0 & all_0_58_58 = e3 &  ~ (all_0_44_44 = e3)) | (all_0_41_41 = e0 & all_0_58_58 = e3 &  ~ (all_0_55_55 = e0))
% 67.05/31.86  																																|
% 67.05/31.86  																																	+-Applying beta-rule and splitting (792), into two cases.
% 67.05/31.86  																																	|-Branch one:
% 67.05/31.86  																																	| (793) all_0_41_41 = e0 & all_0_58_58 = e3 &  ~ (all_0_44_44 = e3)
% 67.05/31.86  																																	|
% 67.05/31.86  																																		| Applying alpha-rule on (793) yields:
% 67.05/31.86  																																		| (794) all_0_41_41 = e0
% 67.05/31.86  																																		| (795) all_0_58_58 = e3
% 67.05/31.86  																																		| (407)  ~ (all_0_44_44 = e3)
% 67.05/31.86  																																		|
% 67.05/31.86  																																		| Equations (794) can reduce 357 to:
% 67.05/31.86  																																		| (266) $false
% 67.05/31.86  																																		|
% 67.05/31.86  																																		|-The branch is then unsatisfiable
% 67.05/31.86  																																	|-Branch two:
% 67.05/31.86  																																	| (800) all_0_41_41 = e0 & all_0_58_58 = e3 &  ~ (all_0_55_55 = e0)
% 67.05/31.86  																																	|
% 67.05/31.86  																																		| Applying alpha-rule on (800) yields:
% 67.05/31.86  																																		| (794) all_0_41_41 = e0
% 67.05/31.86  																																		| (795) all_0_58_58 = e3
% 67.05/31.86  																																		| (803)  ~ (all_0_55_55 = e0)
% 67.05/31.86  																																		|
% 67.05/31.86  																																		| Equations (794) can reduce 357 to:
% 67.05/31.86  																																		| (266) $false
% 67.05/31.86  																																		|
% 67.05/31.86  																																		|-The branch is then unsatisfiable
% 67.05/31.86  																																|-Branch two:
% 67.05/31.86  																																| (807) all_0_47_47 = e1 & all_0_52_52 = e2 &  ~ (all_0_48_48 = e2)
% 67.05/31.86  																																|
% 67.05/31.86  																																	| Applying alpha-rule on (807) yields:
% 67.05/31.86  																																	| (654) all_0_47_47 = e1
% 67.05/31.86  																																	| (352) all_0_52_52 = e2
% 67.05/31.86  																																	| (810)  ~ (all_0_48_48 = e2)
% 67.05/31.86  																																	|
% 67.05/31.86  																																	| Equations (654) can reduce 198 to:
% 67.05/31.86  																																	| (1380)  ~ (all_0_42_42 = e1)
% 67.05/31.86  																																	|
% 67.05/31.86  																																	| Equations (654) can reduce 224 to:
% 67.05/31.86  																																	| (463)  ~ (all_0_51_51 = e1)
% 67.05/31.86  																																	|
% 67.05/31.86  																																	| Simplifying 463 yields:
% 67.05/31.86  																																	| (464)  ~ (all_0_51_51 = e1)
% 67.05/31.86  																																	|
% 67.05/31.86  																																	| Equations (654) can reduce 91 to:
% 67.05/31.86  																																	| (465)  ~ (all_0_56_56 = e1)
% 67.05/31.86  																																	|
% 67.05/31.86  																																	| Simplifying 465 yields:
% 67.05/31.86  																																	| (466)  ~ (all_0_56_56 = e1)
% 67.05/31.86  																																	|
% 67.05/31.86  																																	| Equations (654) can reduce 338 to:
% 67.05/31.86  																																	| (604)  ~ (e2 = e1)
% 67.05/31.86  																																	|
% 67.05/31.86  																																	| Simplifying 604 yields:
% 67.05/31.86  																																	| (122)  ~ (e2 = e1)
% 67.05/31.86  																																	|
% 67.05/31.86  																																	| Equations (654) can reduce 678 to:
% 67.05/31.86  																																	| (233)  ~ (e1 = e0)
% 67.05/31.86  																																	|
% 67.05/31.86  																																	| From (654) and (23) follows:
% 67.05/31.86  																																	| (9478) op(e2, e2) = e1
% 67.05/31.86  																																	|
% 67.05/31.86  																																	+-Applying beta-rule and splitting (909), into two cases.
% 67.05/31.86  																																	|-Branch one:
% 67.05/31.86  																																	| (910) all_0_58_58 = e4
% 67.05/31.86  																																	|
% 67.05/31.86  																																		| Equations (910) can reduce 451 to:
% 67.05/31.86  																																		| (266) $false
% 67.05/31.86  																																		|
% 67.05/31.86  																																		|-The branch is then unsatisfiable
% 67.05/31.86  																																	|-Branch two:
% 67.05/31.86  																																	| (451)  ~ (all_0_58_58 = e4)
% 67.05/31.86  																																	| (913) all_0_58_58 = e3 | all_0_58_58 = e1 | all_0_58_58 = e0
% 67.05/31.86  																																	|
% 67.05/31.86  																																		+-Applying beta-rule and splitting (863), into two cases.
% 67.05/31.86  																																		|-Branch one:
% 67.05/31.86  																																		| (679) all_0_56_56 = e0
% 67.05/31.86  																																		|
% 67.05/31.86  																																			| Equations (679) can reduce 44 to:
% 67.05/31.86  																																			| (490)  ~ (all_0_58_58 = e0)
% 67.05/31.86  																																			|
% 67.05/31.86  																																			| Simplifying 490 yields:
% 67.05/31.86  																																			| (491)  ~ (all_0_58_58 = e0)
% 67.05/31.86  																																			|
% 67.05/31.86  																																			| Equations (679) can reduce 466 to:
% 67.05/31.86  																																			| (435)  ~ (e1 = e0)
% 67.05/31.86  																																			|
% 67.05/31.86  																																			| Simplifying 435 yields:
% 67.05/31.86  																																			| (233)  ~ (e1 = e0)
% 67.05/31.86  																																			|
% 67.05/31.86  																																			+-Applying beta-rule and splitting (913), into two cases.
% 67.05/31.86  																																			|-Branch one:
% 67.05/31.86  																																			| (914) all_0_58_58 = e0
% 67.05/31.86  																																			|
% 67.05/31.86  																																				| Equations (914) can reduce 491 to:
% 67.05/31.86  																																				| (266) $false
% 67.05/31.86  																																				|
% 67.05/31.86  																																				|-The branch is then unsatisfiable
% 67.05/31.86  																																			|-Branch two:
% 67.05/31.87  																																			| (491)  ~ (all_0_58_58 = e0)
% 67.05/31.87  																																			| (917) all_0_58_58 = e3 | all_0_58_58 = e1
% 67.05/31.87  																																			|
% 67.05/31.87  																																				+-Applying beta-rule and splitting (917), into two cases.
% 67.05/31.87  																																				|-Branch one:
% 67.05/31.87  																																				| (918) all_0_58_58 = e1
% 67.05/31.87  																																				|
% 67.05/31.87  																																					| Equations (918) can reduce 880 to:
% 67.05/31.87  																																					| (266) $false
% 67.05/31.87  																																					|
% 67.05/31.87  																																					|-The branch is then unsatisfiable
% 67.05/31.87  																																				|-Branch two:
% 67.05/31.87  																																				| (880)  ~ (all_0_58_58 = e1)
% 67.05/31.87  																																				| (795) all_0_58_58 = e3
% 67.05/31.87  																																				|
% 67.05/31.87  																																					| Equations (795) can reduce 181 to:
% 67.05/31.87  																																					| (407)  ~ (all_0_44_44 = e3)
% 67.05/31.87  																																					|
% 67.05/31.87  																																					| Equations (795) can reduce 10 to:
% 67.05/31.87  																																					| (903)  ~ (all_0_53_53 = e3)
% 67.05/31.87  																																					|
% 67.05/31.87  																																					| From (795) and (245) follows:
% 67.05/31.87  																																					| (60701) op(e0, e0) = e3
% 67.05/31.87  																																					|
% 67.05/31.87  																																					+-Applying beta-rule and splitting (168), into two cases.
% 67.05/31.87  																																					|-Branch one:
% 67.05/31.87  																																					| (415) all_0_50_50 = e3
% 67.05/31.87  																																					|
% 67.05/31.87  																																						| Equations (415) can reduce 221 to:
% 67.05/31.87  																																						| (1898)  ~ (all_0_41_41 = e3)
% 67.05/31.87  																																						|
% 67.05/31.87  																																						| From (415) and (242) follows:
% 67.05/31.87  																																						| (1934) op(e1, e3) = e3
% 67.05/31.87  																																						|
% 67.05/31.87  																																						+-Applying beta-rule and splitting (113), into two cases.
% 67.05/31.87  																																						|-Branch one:
% 67.05/31.87  																																						| (403) all_0_41_41 = e3
% 67.05/31.87  																																						|
% 67.05/31.87  																																							| Equations (403) can reduce 1898 to:
% 67.05/31.87  																																							| (266) $false
% 67.05/31.87  																																							|
% 67.05/31.87  																																							|-The branch is then unsatisfiable
% 67.05/31.87  																																						|-Branch two:
% 67.05/31.87  																																						| (1898)  ~ (all_0_41_41 = e3)
% 67.05/31.87  																																						| (1899) all_0_42_42 = e3 | all_0_44_44 = e3
% 67.05/31.87  																																						|
% 67.05/31.87  																																							+-Applying beta-rule and splitting (1899), into two cases.
% 67.05/31.87  																																							|-Branch one:
% 67.05/31.87  																																							| (516) all_0_42_42 = e3
% 67.05/31.87  																																							|
% 67.05/31.87  																																								| Equations (516) can reduce 214 to:
% 67.05/31.87  																																								| (1898)  ~ (all_0_41_41 = e3)
% 67.05/31.87  																																								|
% 67.05/31.87  																																								| Equations (516) can reduce 73 to:
% 67.05/31.87  																																								| (406)  ~ (all_0_44_44 = e3)
% 67.05/31.87  																																								|
% 67.05/31.87  																																								| Simplifying 406 yields:
% 67.05/31.87  																																								| (407)  ~ (all_0_44_44 = e3)
% 67.05/31.87  																																								|
% 67.05/31.87  																																								| Equations (516) can reduce 1380 to:
% 67.05/31.87  																																								| (213)  ~ (e3 = e1)
% 67.05/31.87  																																								|
% 67.05/31.87  																																								| From (516) and (210) follows:
% 67.05/31.87  																																								| (4285) op(e3, e2) = e3
% 67.05/31.87  																																								|
% 67.05/31.87  																																								+-Applying beta-rule and splitting (7), into two cases.
% 67.05/31.87  																																								|-Branch one:
% 67.05/31.87  																																								| (504) all_0_51_51 = e2
% 67.05/31.87  																																								|
% 67.05/31.87  																																									| Equations (504) can reduce 1099 to:
% 67.05/31.87  																																									| (266) $false
% 67.05/31.87  																																									|
% 67.05/31.87  																																									|-The branch is then unsatisfiable
% 67.05/31.87  																																								|-Branch two:
% 67.05/31.87  																																								| (1099)  ~ (all_0_51_51 = e2)
% 67.05/31.87  																																								| (1100) all_0_51_51 = e4 | all_0_51_51 = e3 | all_0_51_51 = e1
% 67.05/31.87  																																								|
% 67.05/31.87  																																									+-Applying beta-rule and splitting (18), into two cases.
% 67.05/31.87  																																									|-Branch one:
% 67.05/31.87  																																									| (453) all_0_41_41 = e1
% 67.05/31.87  																																									|
% 67.05/31.87  																																										| Equations (453) can reduce 149 to:
% 67.05/31.87  																																										| (4057)  ~ (all_0_44_44 = e1)
% 67.05/31.87  																																										|
% 67.05/31.87  																																										| Simplifying 4057 yields:
% 67.05/31.87  																																										| (639)  ~ (all_0_44_44 = e1)
% 67.05/31.87  																																										|
% 67.05/31.87  																																										| Equations (453) can reduce 1898 to:
% 67.05/31.87  																																										| (467)  ~ (e3 = e1)
% 67.05/31.87  																																										|
% 67.05/31.87  																																										| Simplifying 467 yields:
% 67.05/31.87  																																										| (213)  ~ (e3 = e1)
% 67.05/31.87  																																										|
% 67.05/31.87  																																										| Equations (453) can reduce 85 to:
% 67.05/31.87  																																										| (604)  ~ (e2 = e1)
% 67.05/31.87  																																										|
% 67.05/31.87  																																										| Simplifying 604 yields:
% 67.05/31.87  																																										| (122)  ~ (e2 = e1)
% 67.05/31.87  																																										|
% 67.05/31.87  																																										+-Applying beta-rule and splitting (26), into two cases.
% 67.05/31.87  																																										|-Branch one:
% 67.05/31.87  																																										| (446) all_0_44_44 = e4
% 67.05/31.87  																																										|
% 67.05/31.87  																																											| Equations (446) can reduce 220 to:
% 67.05/31.87  																																											| (1452)  ~ (all_0_53_53 = e4)
% 67.05/31.87  																																											|
% 67.05/31.87  																																											| Simplifying 1452 yields:
% 67.05/31.87  																																											| (1453)  ~ (all_0_53_53 = e4)
% 67.05/31.87  																																											|
% 67.05/31.87  																																											| Equations (446) can reduce 407 to:
% 67.05/31.87  																																											| (188)  ~ (e4 = e3)
% 67.05/31.87  																																											|
% 67.05/31.87  																																											| Equations (446) can reduce 147 to:
% 67.05/31.87  																																											| (48)  ~ (e4 = e2)
% 67.05/31.87  																																											|
% 67.05/31.87  																																											| Equations (446) can reduce 639 to:
% 67.05/31.87  																																											| (110)  ~ (e4 = e1)
% 67.05/31.87  																																											|
% 67.05/31.87  																																											| Equations (446) can reduce 360 to:
% 67.05/31.87  																																											| (49)  ~ (e4 = e0)
% 67.05/31.87  																																											|
% 67.05/31.87  																																											| From (446) and (138) follows:
% 67.05/31.87  																																											| (4646) op(e3, e0) = e4
% 67.05/31.87  																																											|
% 67.05/31.87  																																											+-Applying beta-rule and splitting (112), into two cases.
% 67.05/31.87  																																											|-Branch one:
% 67.05/31.87  																																											| (635) all_0_44_44 = e1
% 67.05/31.87  																																											|
% 67.05/31.87  																																												| Combining equations (635,446) yields a new equation:
% 67.05/31.87  																																												| (630) e4 = e1
% 67.05/31.87  																																												|
% 67.05/31.87  																																												| Equations (630) can reduce 110 to:
% 67.05/31.87  																																												| (266) $false
% 67.05/31.87  																																												|
% 67.05/31.87  																																												|-The branch is then unsatisfiable
% 67.05/31.87  																																											|-Branch two:
% 67.05/31.87  																																											| (639)  ~ (all_0_44_44 = e1)
% 67.05/31.87  																																											| (640) all_0_49_49 = e1 | all_0_53_53 = e1 | all_0_58_58 = e1
% 67.05/31.87  																																											|
% 67.05/31.87  																																												+-Applying beta-rule and splitting (160), into two cases.
% 67.05/31.87  																																												|-Branch one:
% 67.05/31.87  																																												| (601) all_0_50_50 = e1
% 67.05/31.87  																																												|
% 67.05/31.87  																																													| Combining equations (415,601) yields a new equation:
% 67.05/31.87  																																													| (454) e3 = e1
% 67.05/31.87  																																													|
% 67.05/31.87  																																													| Simplifying 454 yields:
% 67.05/31.87  																																													| (455) e3 = e1
% 67.05/31.87  																																													|
% 67.05/31.87  																																													| Equations (455) can reduce 213 to:
% 67.05/31.87  																																													| (266) $false
% 67.05/31.87  																																													|
% 67.05/31.87  																																													|-The branch is then unsatisfiable
% 67.05/31.87  																																												|-Branch two:
% 67.05/31.87  																																												| (759)  ~ (all_0_50_50 = e1)
% 67.05/31.87  																																												| (1168) all_0_51_51 = e1 | all_0_52_52 = e1 | all_0_53_53 = e1
% 67.05/31.87  																																												|
% 67.05/31.87  																																													| Equations (415) can reduce 759 to:
% 67.05/31.87  																																													| (213)  ~ (e3 = e1)
% 67.05/31.87  																																													|
% 67.05/31.87  																																													+-Applying beta-rule and splitting (231), into two cases.
% 67.05/31.87  																																													|-Branch one:
% 67.05/31.87  																																													| (775) all_0_50_50 = e4
% 67.05/31.87  																																													|
% 67.05/31.87  																																														| Combining equations (415,775) yields a new equation:
% 67.05/31.87  																																														| (425) e4 = e3
% 67.05/31.87  																																														|
% 67.05/31.87  																																														| Equations (425) can reduce 188 to:
% 67.05/31.87  																																														| (266) $false
% 67.05/31.87  																																														|
% 67.05/31.87  																																														|-The branch is then unsatisfiable
% 67.05/31.87  																																													|-Branch two:
% 67.05/31.87  																																													| (566)  ~ (all_0_50_50 = e4)
% 67.05/31.87  																																													| (1071) all_0_51_51 = e4 | all_0_52_52 = e4 | all_0_53_53 = e4
% 67.05/31.87  																																													|
% 67.05/31.87  																																														| Equations (415) can reduce 566 to:
% 67.05/31.87  																																														| (277)  ~ (e4 = e3)
% 67.05/31.87  																																														|
% 67.05/31.87  																																														| Simplifying 277 yields:
% 67.05/31.87  																																														| (188)  ~ (e4 = e3)
% 67.05/31.87  																																														|
% 67.05/31.87  																																														+-Applying beta-rule and splitting (164), into two cases.
% 67.05/31.87  																																														|-Branch one:
% 67.05/31.87  																																														| (471) all_0_39_39 = e4
% 67.05/31.87  																																														|
% 67.05/31.87  																																															| Combining equations (471,317) yields a new equation:
% 67.05/31.87  																																															| (322) e4 = e2
% 67.05/31.87  																																															|
% 67.05/31.87  																																															| Simplifying 322 yields:
% 67.05/31.87  																																															| (323) e4 = e2
% 67.05/31.87  																																															|
% 67.05/31.87  																																															| Equations (323) can reduce 48 to:
% 67.05/31.87  																																															| (266) $false
% 67.05/31.87  																																															|
% 67.05/31.87  																																															|-The branch is then unsatisfiable
% 67.05/31.87  																																														|-Branch two:
% 67.05/31.87  																																														| (1377)  ~ (all_0_39_39 = e4)
% 67.05/31.87  																																														| (2115) all_0_42_42 = e4 | all_0_47_47 = e4 | all_0_51_51 = e4 | all_0_56_56 = e4
% 67.05/31.87  																																														|
% 67.05/31.87  																																															+-Applying beta-rule and splitting (1168), into two cases.
% 67.05/31.87  																																															|-Branch one:
% 67.05/31.87  																																															| (1109) all_0_51_51 = e1
% 67.05/31.87  																																															|
% 67.05/31.87  																																																| Equations (1109) can reduce 464 to:
% 67.05/31.87  																																																| (266) $false
% 67.05/31.87  																																																|
% 67.05/31.87  																																																|-The branch is then unsatisfiable
% 67.05/31.87  																																															|-Branch two:
% 67.05/31.87  																																															| (464)  ~ (all_0_51_51 = e1)
% 67.05/31.87  																																															| (1202) all_0_52_52 = e1 | all_0_53_53 = e1
% 67.05/31.87  																																															|
% 67.05/31.87  																																																+-Applying beta-rule and splitting (1100), into two cases.
% 67.05/31.87  																																																|-Branch one:
% 67.05/31.87  																																																| (1101) all_0_51_51 = e4
% 67.05/31.87  																																																|
% 67.05/31.87  																																																	| From (1101) and (186) follows:
% 67.05/31.87  																																																	| (13720) op(e1, e2) = e4
% 67.05/31.87  																																																	|
% 67.05/31.87  																																																	+-Applying beta-rule and splitting (640), into two cases.
% 67.05/31.87  																																																	|-Branch one:
% 67.05/31.87  																																																	| (671) all_0_49_49 = e1
% 67.05/31.87  																																																	|
% 67.05/31.87  																																																		| Combining equations (583,671) yields a new equation:
% 67.05/31.87  																																																		| (616) e2 = e1
% 67.05/31.87  																																																		|
% 67.05/31.87  																																																		| Simplifying 616 yields:
% 67.05/31.87  																																																		| (617) e2 = e1
% 67.05/31.87  																																																		|
% 67.05/31.87  																																																		| Equations (617) can reduce 122 to:
% 67.05/31.87  																																																		| (266) $false
% 67.05/31.87  																																																		|
% 67.05/31.87  																																																		|-The branch is then unsatisfiable
% 67.05/31.87  																																																	|-Branch two:
% 67.05/31.87  																																																	| (1064)  ~ (all_0_49_49 = e1)
% 67.05/31.87  																																																	| (2141) all_0_53_53 = e1 | all_0_58_58 = e1
% 67.05/31.87  																																																	|
% 67.05/31.87  																																																		+-Applying beta-rule and splitting (2141), into two cases.
% 67.05/31.87  																																																		|-Branch one:
% 67.05/31.87  																																																		| (1208) all_0_53_53 = e1
% 67.05/31.87  																																																		|
% 67.05/31.87  																																																			| Equations (1208) can reduce 247 to:
% 67.05/31.87  																																																			| (233)  ~ (e1 = e0)
% 67.05/31.87  																																																			|
% 67.05/31.87  																																																			+-Applying beta-rule and splitting (56), into two cases.
% 67.05/31.87  																																																			|-Branch one:
% 67.05/31.87  																																																			| (696) unit = e2
% 67.05/31.87  																																																			|
% 67.05/31.87  																																																				| From (696) and (244) follows:
% 67.05/31.87  																																																				| (264) op(e2, e4) = e4
% 67.05/31.87  																																																				|
% 67.05/31.87  																																																				| From (696) and (24) follows:
% 67.05/31.87  																																																				| (697) op(e2, e3) = e3
% 67.05/31.87  																																																				|
% 67.05/31.87  																																																				| From (696) and (227) follows:
% 67.05/31.87  																																																				| (4284) op(e4, e2) = e4
% 67.05/31.87  																																																				|
% 67.05/31.87  																																																				| From (696) and (32) follows:
% 67.05/31.87  																																																				| (698) op(e2, e2) = e2
% 67.05/31.87  																																																				|
% 67.05/31.87  																																																				| Instantiating formula (29) with e4, e2, e4, e2 and discharging atoms op(e4, e2) = e4, op(e4, e2) = e2, yields:
% 67.05/31.87  																																																				| (323) e4 = e2
% 67.05/31.87  																																																				|
% 67.05/31.87  																																																				| Instantiating formula (29) with e2, e4, e4, e3 and discharging atoms op(e2, e4) = e4, op(e2, e4) = e3, yields:
% 67.05/31.87  																																																				| (425) e4 = e3
% 67.05/31.87  																																																				|
% 67.05/31.87  																																																				| Instantiating formula (29) with e2, e3, e3, e0 and discharging atoms op(e2, e3) = e3, op(e2, e3) = e0, yields:
% 67.05/31.87  																																																				| (676) e3 = e0
% 67.05/31.87  																																																				|
% 67.05/31.87  																																																				| Instantiating formula (29) with e2, e2, e2, e1 and discharging atoms op(e2, e2) = e2, op(e2, e2) = e1, yields:
% 67.05/31.87  																																																				| (617) e2 = e1
% 67.05/31.87  																																																				|
% 67.05/31.87  																																																				| Combining equations (323,425) yields a new equation:
% 67.05/31.87  																																																				| (662) e3 = e2
% 67.05/31.87  																																																				|
% 67.05/31.87  																																																				| Combining equations (662,676) yields a new equation:
% 67.05/31.87  																																																				| (391) e2 = e0
% 67.05/31.87  																																																				|
% 67.05/31.87  																																																				| Simplifying 391 yields:
% 67.05/31.87  																																																				| (330) e2 = e0
% 67.05/31.87  																																																				|
% 67.05/31.87  																																																				| Combining equations (330,617) yields a new equation:
% 67.05/31.87  																																																				| (431) e1 = e0
% 67.05/31.87  																																																				|
% 67.05/31.87  																																																				| Equations (431) can reduce 233 to:
% 67.05/31.87  																																																				| (266) $false
% 67.05/31.87  																																																				|
% 67.05/31.87  																																																				|-The branch is then unsatisfiable
% 67.05/31.87  																																																			|-Branch two:
% 67.05/31.87  																																																			| (707)  ~ (unit = e2)
% 67.05/31.87  																																																			| (708) unit = e4 | unit = e3 | unit = e1 | unit = e0
% 67.05/31.87  																																																			|
% 67.05/31.87  																																																				+-Applying beta-rule and splitting (708), into two cases.
% 67.05/31.87  																																																				|-Branch one:
% 67.05/31.87  																																																				| (709) unit = e4
% 67.05/31.87  																																																				|
% 67.05/31.87  																																																					| From (709) and (24) follows:
% 67.05/31.87  																																																					| (33325) op(e4, e3) = e3
% 67.05/31.87  																																																					|
% 67.05/31.87  																																																					| From (709) and (211) follows:
% 67.05/31.87  																																																					| (22527) op(e4, e1) = e1
% 67.05/31.87  																																																					|
% 67.05/31.87  																																																					| From (709) and (32) follows:
% 67.05/31.87  																																																					| (712) op(e2, e4) = e2
% 67.05/31.87  																																																					|
% 67.05/31.87  																																																					| From (709) and (42) follows:
% 67.05/31.87  																																																					| (713) op(e0, e4) = e0
% 67.05/31.87  																																																					|
% 67.05/31.87  																																																					| Instantiating formula (29) with e4, e3, e3, e4 and discharging atoms op(e4, e3) = e4, op(e4, e3) = e3, yields:
% 67.05/31.87  																																																					| (425) e4 = e3
% 67.05/31.87  																																																					|
% 67.05/31.87  																																																					| Instantiating formula (29) with e4, e1, e1, e3 and discharging atoms op(e4, e1) = e3, op(e4, e1) = e1, yields:
% 67.05/31.87  																																																					| (455) e3 = e1
% 67.05/31.87  																																																					|
% 67.05/31.87  																																																					| Instantiating formula (29) with e2, e4, e2, e3 and discharging atoms op(e2, e4) = e3, op(e2, e4) = e2, yields:
% 67.05/31.87  																																																					| (662) e3 = e2
% 67.05/31.87  																																																					|
% 67.05/31.87  																																																					| Instantiating formula (29) with e0, e4, e0, e4 and discharging atoms op(e0, e4) = e4, op(e0, e4) = e0, yields:
% 67.05/31.87  																																																					| (397) e4 = e0
% 67.05/31.87  																																																					|
% 67.05/31.87  																																																					| Combining equations (425,397) yields a new equation:
% 67.05/31.87  																																																					| (675) e3 = e0
% 67.05/31.87  																																																					|
% 67.05/31.87  																																																					| Simplifying 675 yields:
% 67.05/31.87  																																																					| (676) e3 = e0
% 67.05/31.87  																																																					|
% 67.05/31.87  																																																					| Combining equations (676,662) yields a new equation:
% 67.05/31.87  																																																					| (330) e2 = e0
% 67.05/31.87  																																																					|
% 67.05/31.87  																																																					| Combining equations (455,662) yields a new equation:
% 67.05/31.87  																																																					| (617) e2 = e1
% 67.05/31.87  																																																					|
% 67.05/31.87  																																																					| Combining equations (617,330) yields a new equation:
% 67.05/31.87  																																																					| (546) e1 = e0
% 67.05/31.87  																																																					|
% 67.05/31.87  																																																					| Simplifying 546 yields:
% 67.05/31.87  																																																					| (431) e1 = e0
% 67.05/31.87  																																																					|
% 67.05/31.87  																																																					| Equations (431) can reduce 233 to:
% 67.05/31.87  																																																					| (266) $false
% 67.05/31.87  																																																					|
% 67.05/31.87  																																																					|-The branch is then unsatisfiable
% 67.05/31.87  																																																				|-Branch two:
% 67.05/31.87  																																																				| (724)  ~ (unit = e4)
% 67.05/31.87  																																																				| (725) unit = e3 | unit = e1 | unit = e0
% 67.05/31.87  																																																				|
% 67.05/31.87  																																																					+-Applying beta-rule and splitting (725), into two cases.
% 67.05/31.87  																																																					|-Branch one:
% 67.05/31.87  																																																					| (726) unit = e0
% 67.05/31.87  																																																					|
% 67.05/31.87  																																																						| Equations (726) can reduce 707 to:
% 67.05/31.87  																																																						| (365)  ~ (e2 = e0)
% 67.05/31.87  																																																						|
% 67.05/31.87  																																																						| Simplifying 365 yields:
% 67.05/31.87  																																																						| (128)  ~ (e2 = e0)
% 67.05/31.87  																																																						|
% 67.05/31.87  																																																						| From (726) and (24) follows:
% 67.05/31.87  																																																						| (2208) op(e0, e3) = e3
% 67.05/31.87  																																																						|
% 67.05/31.87  																																																						| From (726) and (227) follows:
% 67.05/31.87  																																																						| (3205) op(e4, e0) = e4
% 67.05/31.87  																																																						|
% 67.05/31.87  																																																						| From (726) and (40) follows:
% 67.05/31.87  																																																						| (1639) op(e3, e0) = e3
% 67.05/31.87  																																																						|
% 67.05/31.87  																																																						| Instantiating formula (29) with e4, e0, e4, e0 and discharging atoms op(e4, e0) = e4, op(e4, e0) = e0, yields:
% 67.05/31.87  																																																						| (397) e4 = e0
% 67.05/31.87  																																																						|
% 67.05/31.87  																																																						| Instantiating formula (29) with e3, e0, e3, e4 and discharging atoms op(e3, e0) = e4, op(e3, e0) = e3, yields:
% 67.05/31.87  																																																						| (425) e4 = e3
% 67.05/31.87  																																																						|
% 67.05/31.87  																																																						| Instantiating formula (29) with e0, e3, e3, e2 and discharging atoms op(e0, e3) = e3, op(e0, e3) = e2, yields:
% 67.05/31.87  																																																						| (662) e3 = e2
% 67.05/31.87  																																																						|
% 67.05/31.87  																																																						| Combining equations (397,425) yields a new equation:
% 67.05/31.88  																																																						| (676) e3 = e0
% 67.05/31.88  																																																						|
% 67.05/31.88  																																																						| Combining equations (662,676) yields a new equation:
% 67.05/31.88  																																																						| (391) e2 = e0
% 67.05/31.88  																																																						|
% 67.05/31.88  																																																						| Simplifying 391 yields:
% 67.05/31.88  																																																						| (330) e2 = e0
% 67.05/31.88  																																																						|
% 67.05/31.88  																																																						| Equations (330) can reduce 128 to:
% 67.05/31.88  																																																						| (266) $false
% 67.05/31.88  																																																						|
% 67.05/31.88  																																																						|-The branch is then unsatisfiable
% 67.05/31.88  																																																					|-Branch two:
% 67.05/31.88  																																																					| (734)  ~ (unit = e0)
% 67.05/31.88  																																																					| (735) unit = e3 | unit = e1
% 67.05/31.88  																																																					|
% 67.05/31.88  																																																						+-Applying beta-rule and splitting (735), into two cases.
% 67.05/31.88  																																																						|-Branch one:
% 67.05/31.88  																																																						| (736) unit = e1
% 67.05/31.88  																																																						|
% 67.05/31.88  																																																							| Equations (736) can reduce 734 to:
% 67.05/31.88  																																																							| (233)  ~ (e1 = e0)
% 67.05/31.88  																																																							|
% 67.05/31.88  																																																							| From (736) and (244) follows:
% 67.05/31.88  																																																							| (738) op(e1, e4) = e4
% 67.05/31.88  																																																							|
% 67.05/31.88  																																																							| From (736) and (15) follows:
% 67.05/31.88  																																																							| (515) op(e1, e2) = e2
% 67.05/31.88  																																																							|
% 67.05/31.88  																																																							| From (736) and (28) follows:
% 67.05/31.88  																																																							| (740) op(e1, e1) = e1
% 67.05/31.88  																																																							|
% 67.05/31.88  																																																							| Instantiating formula (29) with e1, e4, e4, e0 and discharging atoms op(e1, e4) = e4, op(e1, e4) = e0, yields:
% 67.05/31.88  																																																							| (397) e4 = e0
% 67.05/31.88  																																																							|
% 67.05/31.88  																																																							| Instantiating formula (29) with e1, e2, e2, e4 and discharging atoms op(e1, e2) = e4, op(e1, e2) = e2, yields:
% 67.05/31.88  																																																							| (323) e4 = e2
% 67.05/31.88  																																																							|
% 67.05/31.88  																																																							| Instantiating formula (29) with e1, e1, e1, e2 and discharging atoms op(e1, e1) = e2, op(e1, e1) = e1, yields:
% 67.05/31.88  																																																							| (617) e2 = e1
% 67.05/31.88  																																																							|
% 67.05/31.88  																																																							| Combining equations (323,397) yields a new equation:
% 67.05/31.88  																																																							| (391) e2 = e0
% 67.05/31.88  																																																							|
% 67.05/31.88  																																																							| Simplifying 391 yields:
% 67.05/31.88  																																																							| (330) e2 = e0
% 67.05/31.88  																																																							|
% 67.05/31.88  																																																							| Combining equations (617,330) yields a new equation:
% 67.05/31.88  																																																							| (546) e1 = e0
% 67.05/31.88  																																																							|
% 67.05/31.88  																																																							| Simplifying 546 yields:
% 67.05/31.88  																																																							| (431) e1 = e0
% 67.05/31.88  																																																							|
% 67.05/31.88  																																																							| Equations (431) can reduce 233 to:
% 67.05/31.88  																																																							| (266) $false
% 67.05/31.88  																																																							|
% 67.05/31.88  																																																							|-The branch is then unsatisfiable
% 67.05/31.88  																																																						|-Branch two:
% 67.05/31.88  																																																						| (748)  ~ (unit = e1)
% 67.05/31.88  																																																						| (749) unit = e3
% 67.05/31.88  																																																						|
% 67.05/31.88  																																																							| From (749) and (244) follows:
% 67.05/31.88  																																																							| (750) op(e3, e4) = e4
% 67.05/31.88  																																																							|
% 67.05/31.88  																																																							| From (749) and (15) follows:
% 67.05/31.88  																																																							| (751) op(e3, e2) = e2
% 67.05/31.88  																																																							|
% 67.05/31.88  																																																							| From (749) and (209) follows:
% 67.05/31.88  																																																							| (1667) op(e3, e0) = e0
% 67.05/31.88  																																																							|
% 67.05/31.88  																																																							| From (749) and (28) follows:
% 67.05/31.88  																																																							| (2235) op(e1, e3) = e1
% 67.05/31.88  																																																							|
% 67.05/31.88  																																																							| Instantiating formula (29) with e3, e4, e4, e2 and discharging atoms op(e3, e4) = e4, op(e3, e4) = e2, yields:
% 67.05/31.88  																																																							| (323) e4 = e2
% 67.05/31.88  																																																							|
% 67.05/31.88  																																																							| Instantiating formula (29) with e3, e2, e2, e3 and discharging atoms op(e3, e2) = e3, op(e3, e2) = e2, yields:
% 67.05/31.88  																																																							| (662) e3 = e2
% 67.05/31.88  																																																							|
% 67.05/31.88  																																																							| Instantiating formula (29) with e3, e0, e0, e4 and discharging atoms op(e3, e0) = e4, op(e3, e0) = e0, yields:
% 67.05/31.88  																																																							| (397) e4 = e0
% 67.05/31.88  																																																							|
% 67.05/31.88  																																																							| Instantiating formula (29) with e1, e3, e1, e3 and discharging atoms op(e1, e3) = e3, op(e1, e3) = e1, yields:
% 67.05/31.88  																																																							| (455) e3 = e1
% 67.05/31.88  																																																							|
% 67.05/31.88  																																																							| Combining equations (397,323) yields a new equation:
% 67.05/31.88  																																																							| (330) e2 = e0
% 67.05/31.88  																																																							|
% 67.05/31.88  																																																							| Combining equations (662,455) yields a new equation:
% 67.05/31.88  																																																							| (616) e2 = e1
% 67.05/31.88  																																																							|
% 67.05/31.88  																																																							| Simplifying 616 yields:
% 67.05/31.88  																																																							| (617) e2 = e1
% 67.05/31.88  																																																							|
% 67.05/31.88  																																																							| Combining equations (617,330) yields a new equation:
% 67.05/31.88  																																																							| (546) e1 = e0
% 67.05/31.88  																																																							|
% 67.05/31.88  																																																							| Simplifying 546 yields:
% 67.05/31.88  																																																							| (431) e1 = e0
% 67.05/31.88  																																																							|
% 67.05/31.88  																																																							| Equations (431) can reduce 233 to:
% 67.05/31.88  																																																							| (266) $false
% 67.05/31.88  																																																							|
% 67.05/31.88  																																																							|-The branch is then unsatisfiable
% 67.05/31.88  																																																		|-Branch two:
% 67.05/31.88  																																																		| (1459)  ~ (all_0_53_53 = e1)
% 67.05/31.88  																																																		| (918) all_0_58_58 = e1
% 67.05/31.88  																																																		|
% 67.05/31.88  																																																			| Combining equations (918,795) yields a new equation:
% 67.05/31.88  																																																			| (455) e3 = e1
% 67.05/31.88  																																																			|
% 67.05/31.88  																																																			| Equations (455) can reduce 213 to:
% 67.05/31.88  																																																			| (266) $false
% 67.05/31.88  																																																			|
% 67.05/31.88  																																																			|-The branch is then unsatisfiable
% 67.05/31.88  																																																|-Branch two:
% 67.05/31.88  																																																| (475)  ~ (all_0_51_51 = e4)
% 67.05/31.88  																																																| (1104) all_0_51_51 = e3 | all_0_51_51 = e1
% 67.05/31.88  																																																|
% 67.05/31.88  																																																	+-Applying beta-rule and splitting (1202), into two cases.
% 67.05/31.88  																																																	|-Branch one:
% 67.05/31.88  																																																	| (642) all_0_52_52 = e1
% 67.05/31.88  																																																	|
% 67.05/31.88  																																																		| Combining equations (352,642) yields a new equation:
% 67.05/31.88  																																																		| (616) e2 = e1
% 67.05/31.88  																																																		|
% 67.05/31.88  																																																		| Simplifying 616 yields:
% 67.05/31.88  																																																		| (617) e2 = e1
% 67.05/31.88  																																																		|
% 67.05/31.88  																																																		| Equations (617) can reduce 122 to:
% 67.05/31.88  																																																		| (266) $false
% 67.05/31.88  																																																		|
% 67.05/31.88  																																																		|-The branch is then unsatisfiable
% 67.05/31.88  																																																	|-Branch two:
% 67.05/31.88  																																																	| (646)  ~ (all_0_52_52 = e1)
% 67.05/31.88  																																																	| (1208) all_0_53_53 = e1
% 67.05/31.88  																																																	|
% 67.05/31.88  																																																		| Equations (1208) can reduce 1453 to:
% 67.05/31.88  																																																		| (602)  ~ (e4 = e1)
% 67.05/31.88  																																																		|
% 67.05/31.88  																																																		| Simplifying 602 yields:
% 67.05/31.88  																																																		| (110)  ~ (e4 = e1)
% 67.05/31.88  																																																		|
% 67.05/31.88  																																																		+-Applying beta-rule and splitting (2115), into two cases.
% 67.05/31.88  																																																		|-Branch one:
% 67.05/31.88  																																																		| (1392) all_0_42_42 = e4
% 67.05/31.88  																																																		|
% 67.05/31.88  																																																			| Combining equations (1392,516) yields a new equation:
% 67.05/31.88  																																																			| (424) e4 = e3
% 67.05/31.88  																																																			|
% 67.05/31.88  																																																			| Simplifying 424 yields:
% 67.05/31.88  																																																			| (425) e4 = e3
% 67.05/31.88  																																																			|
% 67.05/31.88  																																																			| Equations (425) can reduce 188 to:
% 67.05/31.88  																																																			| (266) $false
% 67.05/31.88  																																																			|
% 67.05/31.88  																																																			|-The branch is then unsatisfiable
% 67.05/31.88  																																																		|-Branch two:
% 67.05/31.88  																																																		| (1890)  ~ (all_0_42_42 = e4)
% 67.05/31.88  																																																		| (2246) all_0_47_47 = e4 | all_0_51_51 = e4 | all_0_56_56 = e4
% 67.05/31.88  																																																		|
% 67.05/31.88  																																																			+-Applying beta-rule and splitting (2246), into two cases.
% 67.05/31.88  																																																			|-Branch one:
% 67.05/31.88  																																																			| (1790) all_0_47_47 = e4
% 67.05/31.88  																																																			|
% 67.05/31.88  																																																				| Combining equations (654,1790) yields a new equation:
% 67.05/31.88  																																																				| (630) e4 = e1
% 67.05/31.88  																																																				|
% 67.05/31.88  																																																				| Equations (630) can reduce 110 to:
% 67.05/31.88  																																																				| (266) $false
% 67.05/31.88  																																																				|
% 67.05/31.88  																																																				|-The branch is then unsatisfiable
% 67.05/31.88  																																																			|-Branch two:
% 67.05/31.88  																																																			| (252)  ~ (all_0_47_47 = e4)
% 67.05/31.88  																																																			| (6548) all_0_51_51 = e4 | all_0_56_56 = e4
% 67.05/31.88  																																																			|
% 67.05/31.88  																																																				+-Applying beta-rule and splitting (6548), into two cases.
% 67.05/31.88  																																																				|-Branch one:
% 67.05/31.88  																																																				| (1101) all_0_51_51 = e4
% 67.05/31.88  																																																				|
% 67.05/31.88  																																																					| Equations (1101) can reduce 475 to:
% 67.05/31.88  																																																					| (266) $false
% 67.05/31.88  																																																					|
% 67.05/31.88  																																																					|-The branch is then unsatisfiable
% 67.05/31.88  																																																				|-Branch two:
% 67.05/31.88  																																																				| (475)  ~ (all_0_51_51 = e4)
% 67.05/31.88  																																																				| (842) all_0_56_56 = e4
% 67.05/31.88  																																																				|
% 67.05/31.88  																																																					| Combining equations (679,842) yields a new equation:
% 67.05/31.88  																																																					| (397) e4 = e0
% 67.05/31.88  																																																					|
% 67.05/31.88  																																																					| Equations (397) can reduce 49 to:
% 67.05/31.88  																																																					| (266) $false
% 67.05/31.88  																																																					|
% 67.05/31.88  																																																					|-The branch is then unsatisfiable
% 67.05/31.88  																																										|-Branch two:
% 67.05/31.88  																																										| (1390)  ~ (all_0_44_44 = e4)
% 67.05/31.88  																																										| (1391) all_0_44_44 = e3 | all_0_44_44 = e1 | all_0_44_44 = e0
% 67.05/31.88  																																										|
% 67.05/31.88  																																											+-Applying beta-rule and splitting (112), into two cases.
% 67.05/31.88  																																											|-Branch one:
% 67.05/31.88  																																											| (635) all_0_44_44 = e1
% 67.05/31.88  																																											|
% 67.05/31.88  																																												| Equations (635) can reduce 639 to:
% 67.05/31.88  																																												| (266) $false
% 67.05/31.88  																																												|
% 67.05/31.88  																																												|-The branch is then unsatisfiable
% 67.05/31.88  																																											|-Branch two:
% 67.05/31.88  																																											| (639)  ~ (all_0_44_44 = e1)
% 67.05/31.88  																																											| (640) all_0_49_49 = e1 | all_0_53_53 = e1 | all_0_58_58 = e1
% 67.05/31.88  																																											|
% 67.05/31.88  																																												+-Applying beta-rule and splitting (1391), into two cases.
% 67.05/31.88  																																												|-Branch one:
% 67.05/31.88  																																												| (1414) all_0_44_44 = e0
% 67.05/31.88  																																												|
% 67.05/31.88  																																													| Equations (1414) can reduce 360 to:
% 67.05/31.88  																																													| (266) $false
% 67.05/31.88  																																													|
% 67.05/31.88  																																													|-The branch is then unsatisfiable
% 67.05/31.88  																																												|-Branch two:
% 67.05/31.88  																																												| (360)  ~ (all_0_44_44 = e0)
% 67.05/31.88  																																												| (1417) all_0_44_44 = e3 | all_0_44_44 = e1
% 67.05/31.88  																																												|
% 67.05/31.88  																																													+-Applying beta-rule and splitting (1417), into two cases.
% 67.05/31.88  																																													|-Branch one:
% 67.05/31.88  																																													| (635) all_0_44_44 = e1
% 67.05/31.88  																																													|
% 67.05/31.88  																																														| Equations (635) can reduce 639 to:
% 67.05/31.88  																																														| (266) $false
% 67.05/31.88  																																														|
% 67.05/31.88  																																														|-The branch is then unsatisfiable
% 67.05/31.88  																																													|-Branch two:
% 67.05/31.88  																																													| (639)  ~ (all_0_44_44 = e1)
% 67.05/31.88  																																													| (532) all_0_44_44 = e3
% 67.05/31.88  																																													|
% 67.05/31.88  																																														| Equations (532) can reduce 407 to:
% 67.05/31.88  																																														| (266) $false
% 67.05/31.88  																																														|
% 67.05/31.88  																																														|-The branch is then unsatisfiable
% 67.05/31.88  																																									|-Branch two:
% 67.05/31.88  																																									| (457)  ~ (all_0_41_41 = e1)
% 67.05/31.88  																																									| (595) all_0_46_46 = e1 | all_0_50_50 = e1 | all_0_55_55 = e1
% 67.05/31.88  																																									|
% 67.05/31.88  																																										+-Applying beta-rule and splitting (595), into two cases.
% 67.05/31.88  																																										|-Branch one:
% 67.05/31.88  																																										| (545) all_0_46_46 = e1
% 67.05/31.88  																																										|
% 67.05/31.88  																																											| Combining equations (545,538) yields a new equation:
% 67.05/31.88  																																											| (546) e1 = e0
% 67.05/31.88  																																											|
% 67.05/31.88  																																											| Simplifying 546 yields:
% 67.05/31.88  																																											| (431) e1 = e0
% 67.05/31.88  																																											|
% 67.05/31.88  																																											| Equations (431) can reduce 233 to:
% 67.05/31.88  																																											| (266) $false
% 67.05/31.88  																																											|
% 67.05/31.88  																																											|-The branch is then unsatisfiable
% 67.05/31.88  																																										|-Branch two:
% 67.05/31.88  																																										| (549)  ~ (all_0_46_46 = e1)
% 67.05/31.88  																																										| (600) all_0_50_50 = e1 | all_0_55_55 = e1
% 67.05/31.88  																																										|
% 67.05/31.88  																																											+-Applying beta-rule and splitting (160), into two cases.
% 67.05/31.88  																																											|-Branch one:
% 67.05/31.88  																																											| (601) all_0_50_50 = e1
% 67.05/31.88  																																											|
% 67.05/31.88  																																												| Combining equations (415,601) yields a new equation:
% 67.05/31.88  																																												| (454) e3 = e1
% 67.05/31.88  																																												|
% 67.05/31.88  																																												| Simplifying 454 yields:
% 67.05/31.88  																																												| (455) e3 = e1
% 67.05/31.88  																																												|
% 67.05/31.88  																																												| Equations (455) can reduce 213 to:
% 67.05/31.88  																																												| (266) $false
% 67.05/31.88  																																												|
% 67.05/31.88  																																												|-The branch is then unsatisfiable
% 67.05/31.88  																																											|-Branch two:
% 67.05/31.88  																																											| (759)  ~ (all_0_50_50 = e1)
% 67.05/31.88  																																											| (1168) all_0_51_51 = e1 | all_0_52_52 = e1 | all_0_53_53 = e1
% 67.05/31.88  																																											|
% 67.05/31.88  																																												| Equations (415) can reduce 759 to:
% 67.05/31.88  																																												| (213)  ~ (e3 = e1)
% 67.05/31.88  																																												|
% 67.05/31.88  																																												+-Applying beta-rule and splitting (600), into two cases.
% 67.05/31.88  																																												|-Branch one:
% 67.05/31.88  																																												| (601) all_0_50_50 = e1
% 67.05/31.88  																																												|
% 67.05/31.88  																																													| Combining equations (415,601) yields a new equation:
% 67.05/31.88  																																													| (454) e3 = e1
% 67.05/31.88  																																													|
% 67.05/31.88  																																													| Simplifying 454 yields:
% 67.05/31.88  																																													| (455) e3 = e1
% 67.05/31.88  																																													|
% 67.05/31.88  																																													| Equations (455) can reduce 213 to:
% 67.05/31.88  																																													| (266) $false
% 67.05/31.88  																																													|
% 67.05/31.88  																																													|-The branch is then unsatisfiable
% 67.05/31.88  																																												|-Branch two:
% 67.05/31.88  																																												| (759)  ~ (all_0_50_50 = e1)
% 67.05/31.88  																																												| (629) all_0_55_55 = e1
% 67.05/31.88  																																												|
% 67.05/31.88  																																													| Combining equations (386,629) yields a new equation:
% 67.05/31.88  																																													| (616) e2 = e1
% 67.05/31.88  																																													|
% 67.05/31.88  																																													| Simplifying 616 yields:
% 67.05/31.88  																																													| (617) e2 = e1
% 67.05/31.88  																																													|
% 67.05/31.88  																																													| Equations (617) can reduce 122 to:
% 67.05/31.88  																																													| (266) $false
% 67.05/31.88  																																													|
% 67.05/31.88  																																													|-The branch is then unsatisfiable
% 67.05/31.88  																																							|-Branch two:
% 67.05/31.88  																																							| (405)  ~ (all_0_42_42 = e3)
% 67.05/31.88  																																							| (532) all_0_44_44 = e3
% 67.05/31.88  																																							|
% 67.05/31.88  																																								| Equations (532) can reduce 407 to:
% 67.05/31.88  																																								| (266) $false
% 67.05/31.88  																																								|
% 67.05/31.88  																																								|-The branch is then unsatisfiable
% 67.05/31.88  																																					|-Branch two:
% 67.05/31.88  																																					| (411)  ~ (all_0_50_50 = e3)
% 67.05/31.88  																																					| (418) all_0_51_51 = e3 | all_0_53_53 = e3
% 67.05/31.88  																																					|
% 67.05/31.88  																																						+-Applying beta-rule and splitting (241), into two cases.
% 67.05/31.88  																																						|-Branch one:
% 67.05/31.88  																																						| (378) all_0_50_50 = e2
% 67.05/31.88  																																						|
% 67.05/31.88  																																							| Equations (378) can reduce 302 to:
% 67.05/31.88  																																							| (266) $false
% 67.05/31.88  																																							|
% 67.05/31.88  																																							|-The branch is then unsatisfiable
% 67.05/31.88  																																						|-Branch two:
% 67.05/31.88  																																						| (302)  ~ (all_0_50_50 = e2)
% 67.05/31.88  																																						| (422) all_0_50_50 = e4 | all_0_50_50 = e3 | all_0_50_50 = e1
% 67.05/31.88  																																						|
% 67.05/31.88  																																							+-Applying beta-rule and splitting (422), into two cases.
% 67.05/31.88  																																							|-Branch one:
% 67.05/31.88  																																							| (775) all_0_50_50 = e4
% 67.05/31.88  																																							|
% 67.05/31.88  																																								| Equations (775) can reduce 566 to:
% 67.05/31.88  																																								| (266) $false
% 67.05/31.88  																																								|
% 67.05/31.88  																																								|-The branch is then unsatisfiable
% 67.05/31.88  																																							|-Branch two:
% 67.05/31.88  																																							| (566)  ~ (all_0_50_50 = e4)
% 67.05/31.88  																																							| (1444) all_0_50_50 = e3 | all_0_50_50 = e1
% 67.05/31.88  																																							|
% 67.05/31.88  																																								+-Applying beta-rule and splitting (1444), into two cases.
% 67.05/31.88  																																								|-Branch one:
% 67.05/31.88  																																								| (601) all_0_50_50 = e1
% 67.05/31.88  																																								|
% 67.05/31.88  																																									| Equations (601) can reduce 221 to:
% 67.05/31.88  																																									| (457)  ~ (all_0_41_41 = e1)
% 67.05/31.88  																																									|
% 67.05/31.88  																																									| Equations (601) can reduce 121 to:
% 67.05/31.88  																																									| (233)  ~ (e1 = e0)
% 67.05/31.88  																																									|
% 67.05/31.88  																																									| From (601) and (242) follows:
% 67.05/31.88  																																									| (2235) op(e1, e3) = e1
% 67.05/31.88  																																									|
% 67.05/31.88  																																									+-Applying beta-rule and splitting (103), into two cases.
% 67.05/31.88  																																									|-Branch one:
% 67.05/31.88  																																									| (453) all_0_41_41 = e1
% 67.05/31.88  																																									|
% 67.05/31.88  																																										| Equations (453) can reduce 457 to:
% 67.05/31.88  																																										| (266) $false
% 67.05/31.88  																																										|
% 67.05/31.88  																																										|-The branch is then unsatisfiable
% 67.05/31.88  																																									|-Branch two:
% 67.05/31.88  																																									| (457)  ~ (all_0_41_41 = e1)
% 67.05/31.88  																																									| (458) all_0_42_42 = e1 | all_0_43_43 = e1 | all_0_44_44 = e1
% 67.05/31.88  																																									|
% 67.05/31.88  																																										+-Applying beta-rule and splitting (418), into two cases.
% 67.05/31.88  																																										|-Branch one:
% 67.05/31.88  																																										| (660) all_0_51_51 = e3
% 67.05/31.88  																																										|
% 67.05/31.88  																																											| Equations (660) can reduce 6 to:
% 67.05/31.88  																																											| (1114)  ~ (all_0_53_53 = e3)
% 67.05/31.88  																																											|
% 67.05/31.88  																																											| Simplifying 1114 yields:
% 67.05/31.88  																																											| (903)  ~ (all_0_53_53 = e3)
% 67.05/31.88  																																											|
% 67.05/31.88  																																											+-Applying beta-rule and splitting (458), into two cases.
% 67.05/31.88  																																											|-Branch one:
% 67.05/31.88  																																											| (459) all_0_42_42 = e1
% 67.05/31.88  																																											|
% 67.05/31.88  																																												| Equations (459) can reduce 1380 to:
% 67.05/31.88  																																												| (266) $false
% 67.05/31.88  																																												|
% 67.05/31.88  																																												|-The branch is then unsatisfiable
% 67.05/31.88  																																											|-Branch two:
% 67.05/31.88  																																											| (1380)  ~ (all_0_42_42 = e1)
% 67.05/31.88  																																											| (1381) all_0_43_43 = e1 | all_0_44_44 = e1
% 67.05/31.88  																																											|
% 67.05/31.88  																																												+-Applying beta-rule and splitting (1381), into two cases.
% 67.05/31.88  																																												|-Branch one:
% 67.05/31.88  																																												| (430) all_0_43_43 = e1
% 67.05/31.88  																																												|
% 67.05/31.88  																																													| Combining equations (430,356) yields a new equation:
% 67.05/31.88  																																													| (546) e1 = e0
% 67.05/31.88  																																													|
% 67.05/31.88  																																													| Simplifying 546 yields:
% 67.05/31.88  																																													| (431) e1 = e0
% 67.05/31.88  																																													|
% 67.05/31.88  																																													| Equations (431) can reduce 233 to:
% 67.05/31.88  																																													| (266) $false
% 67.05/31.88  																																													|
% 67.05/31.88  																																													|-The branch is then unsatisfiable
% 67.05/31.88  																																												|-Branch two:
% 67.05/31.88  																																												| (433)  ~ (all_0_43_43 = e1)
% 67.05/31.88  																																												| (635) all_0_44_44 = e1
% 67.05/31.88  																																												|
% 67.05/31.88  																																													| Equations (635) can reduce 220 to:
% 67.05/31.88  																																													| (1458)  ~ (all_0_53_53 = e1)
% 67.05/31.88  																																													|
% 67.05/31.88  																																													| Simplifying 1458 yields:
% 67.05/31.88  																																													| (1459)  ~ (all_0_53_53 = e1)
% 67.05/31.88  																																													|
% 67.05/31.88  																																													| Equations (635) can reduce 360 to:
% 67.05/31.88  																																													| (233)  ~ (e1 = e0)
% 67.05/31.88  																																													|
% 67.05/31.88  																																													| From (635) and (138) follows:
% 67.10/31.88  																																													| (1423) op(e3, e0) = e1
% 67.10/31.88  																																													|
% 67.10/31.88  																																													+-Applying beta-rule and splitting (196), into two cases.
% 67.10/31.88  																																													|-Branch one:
% 67.10/31.88  																																													| (607) all_0_53_53 = e2
% 67.10/31.88  																																													|
% 67.10/31.88  																																														| Equations (607) can reduce 509 to:
% 67.10/31.88  																																														| (266) $false
% 67.10/31.88  																																														|
% 67.10/31.88  																																														|-The branch is then unsatisfiable
% 67.10/31.88  																																													|-Branch two:
% 67.10/31.88  																																													| (509)  ~ (all_0_53_53 = e2)
% 67.10/31.88  																																													| (610) all_0_53_53 = e4 | all_0_53_53 = e3 | all_0_53_53 = e1
% 67.10/31.88  																																													|
% 67.10/31.88  																																														+-Applying beta-rule and splitting (610), into two cases.
% 67.10/31.88  																																														|-Branch one:
% 67.10/31.88  																																														| (1298) all_0_53_53 = e4
% 67.10/31.88  																																														|
% 67.10/31.88  																																															| From (1298) and (84) follows:
% 67.10/31.88  																																															| (5692) op(e1, e0) = e4
% 67.10/31.88  																																															|
% 67.10/31.88  																																															+-Applying beta-rule and splitting (56), into two cases.
% 67.10/31.88  																																															|-Branch one:
% 67.10/31.88  																																															| (696) unit = e2
% 67.10/31.88  																																															|
% 67.10/31.88  																																																| From (696) and (244) follows:
% 67.10/31.88  																																																| (264) op(e2, e4) = e4
% 67.10/31.88  																																																|
% 67.10/31.88  																																																| From (696) and (211) follows:
% 67.10/31.88  																																																| (1612) op(e2, e1) = e1
% 67.10/31.88  																																																|
% 67.10/31.88  																																																| From (696) and (209) follows:
% 67.10/31.88  																																																| (7585) op(e2, e0) = e0
% 67.10/31.88  																																																|
% 67.10/31.88  																																																| From (696) and (227) follows:
% 67.10/31.88  																																																| (4284) op(e4, e2) = e4
% 67.10/31.88  																																																|
% 67.10/31.88  																																																| Instantiating formula (29) with e4, e2, e4, e2 and discharging atoms op(e4, e2) = e4, op(e4, e2) = e2, yields:
% 67.10/31.88  																																																| (323) e4 = e2
% 67.10/31.88  																																																|
% 67.10/31.88  																																																| Instantiating formula (29) with e2, e4, e4, e3 and discharging atoms op(e2, e4) = e4, op(e2, e4) = e3, yields:
% 67.10/31.88  																																																| (425) e4 = e3
% 67.10/31.88  																																																|
% 67.10/31.88  																																																| Instantiating formula (29) with e2, e1, e1, e4 and discharging atoms op(e2, e1) = e4, op(e2, e1) = e1, yields:
% 67.10/31.88  																																																| (630) e4 = e1
% 67.10/31.88  																																																|
% 67.10/31.88  																																																| Instantiating formula (29) with e2, e0, e0, e2 and discharging atoms op(e2, e0) = e2, op(e2, e0) = e0, yields:
% 67.10/31.88  																																																| (330) e2 = e0
% 67.10/31.88  																																																|
% 67.10/31.88  																																																| Combining equations (630,425) yields a new equation:
% 67.10/31.88  																																																| (455) e3 = e1
% 67.10/31.88  																																																|
% 67.10/31.88  																																																| Combining equations (323,425) yields a new equation:
% 67.10/31.88  																																																| (662) e3 = e2
% 67.10/31.88  																																																|
% 67.10/31.88  																																																| Combining equations (662,455) yields a new equation:
% 67.10/31.88  																																																| (616) e2 = e1
% 67.10/31.88  																																																|
% 67.10/31.88  																																																| Simplifying 616 yields:
% 67.10/31.88  																																																| (617) e2 = e1
% 67.10/31.88  																																																|
% 67.10/31.88  																																																| Combining equations (330,617) yields a new equation:
% 67.10/31.88  																																																| (431) e1 = e0
% 67.10/31.88  																																																|
% 67.10/31.88  																																																| Equations (431) can reduce 233 to:
% 67.10/31.88  																																																| (266) $false
% 67.10/31.88  																																																|
% 67.10/31.88  																																																|-The branch is then unsatisfiable
% 67.10/31.88  																																															|-Branch two:
% 67.10/31.88  																																															| (707)  ~ (unit = e2)
% 67.10/31.88  																																															| (708) unit = e4 | unit = e3 | unit = e1 | unit = e0
% 67.10/31.88  																																															|
% 67.10/31.88  																																																+-Applying beta-rule and splitting (708), into two cases.
% 67.10/31.88  																																																|-Branch one:
% 67.10/31.88  																																																| (709) unit = e4
% 67.10/31.88  																																																|
% 67.10/31.88  																																																	| From (709) and (24) follows:
% 67.10/31.89  																																																	| (33325) op(e4, e3) = e3
% 67.10/31.89  																																																	|
% 67.10/31.89  																																																	| From (709) and (211) follows:
% 67.10/31.89  																																																	| (22527) op(e4, e1) = e1
% 67.10/31.89  																																																	|
% 67.10/31.89  																																																	| From (709) and (32) follows:
% 67.10/31.89  																																																	| (712) op(e2, e4) = e2
% 67.10/31.89  																																																	|
% 67.10/31.89  																																																	| From (709) and (42) follows:
% 67.10/31.89  																																																	| (713) op(e0, e4) = e0
% 67.10/31.89  																																																	|
% 67.10/31.89  																																																	| Instantiating formula (29) with e4, e3, e3, e4 and discharging atoms op(e4, e3) = e4, op(e4, e3) = e3, yields:
% 67.10/31.89  																																																	| (425) e4 = e3
% 67.10/31.89  																																																	|
% 67.10/31.89  																																																	| Instantiating formula (29) with e4, e1, e1, e3 and discharging atoms op(e4, e1) = e3, op(e4, e1) = e1, yields:
% 67.10/31.89  																																																	| (455) e3 = e1
% 67.10/31.89  																																																	|
% 67.10/31.89  																																																	| Instantiating formula (29) with e2, e4, e2, e3 and discharging atoms op(e2, e4) = e3, op(e2, e4) = e2, yields:
% 67.10/31.89  																																																	| (662) e3 = e2
% 67.10/31.89  																																																	|
% 67.10/31.89  																																																	| Instantiating formula (29) with e0, e4, e0, e4 and discharging atoms op(e0, e4) = e4, op(e0, e4) = e0, yields:
% 67.10/31.89  																																																	| (397) e4 = e0
% 67.10/31.89  																																																	|
% 67.10/31.89  																																																	| Combining equations (425,397) yields a new equation:
% 67.10/31.89  																																																	| (675) e3 = e0
% 67.10/31.89  																																																	|
% 67.10/31.89  																																																	| Simplifying 675 yields:
% 67.10/31.89  																																																	| (676) e3 = e0
% 67.10/31.89  																																																	|
% 67.10/31.89  																																																	| Combining equations (676,662) yields a new equation:
% 67.10/31.89  																																																	| (330) e2 = e0
% 67.10/31.89  																																																	|
% 67.10/31.89  																																																	| Combining equations (455,662) yields a new equation:
% 67.10/31.89  																																																	| (617) e2 = e1
% 67.10/31.89  																																																	|
% 67.10/31.89  																																																	| Combining equations (617,330) yields a new equation:
% 67.10/31.89  																																																	| (546) e1 = e0
% 67.10/31.89  																																																	|
% 67.10/31.89  																																																	| Simplifying 546 yields:
% 67.10/31.89  																																																	| (431) e1 = e0
% 67.10/31.89  																																																	|
% 67.10/31.89  																																																	| Equations (431) can reduce 233 to:
% 67.10/31.89  																																																	| (266) $false
% 67.10/31.89  																																																	|
% 67.10/31.89  																																																	|-The branch is then unsatisfiable
% 67.10/31.89  																																																|-Branch two:
% 67.10/31.89  																																																| (724)  ~ (unit = e4)
% 67.10/31.89  																																																| (725) unit = e3 | unit = e1 | unit = e0
% 67.10/31.89  																																																|
% 67.10/31.89  																																																	+-Applying beta-rule and splitting (725), into two cases.
% 67.10/31.89  																																																	|-Branch one:
% 67.10/31.89  																																																	| (726) unit = e0
% 67.10/31.89  																																																	|
% 67.10/31.89  																																																		| From (726) and (40) follows:
% 67.10/31.89  																																																		| (1639) op(e3, e0) = e3
% 67.10/31.89  																																																		|
% 67.10/31.89  																																																		| From (726) and (42) follows:
% 67.10/31.89  																																																		| (728) op(e0, e0) = e0
% 67.10/31.89  																																																		|
% 67.10/31.89  																																																		| Instantiating formula (29) with e3, e0, e3, e1 and discharging atoms op(e3, e0) = e3, op(e3, e0) = e1, yields:
% 67.10/31.89  																																																		| (455) e3 = e1
% 67.10/31.89  																																																		|
% 67.10/31.89  																																																		| Instantiating formula (29) with e0, e0, e0, e3 and discharging atoms op(e0, e0) = e3, op(e0, e0) = e0, yields:
% 67.10/31.89  																																																		| (676) e3 = e0
% 67.10/31.89  																																																		|
% 67.10/31.89  																																																		| Combining equations (455,676) yields a new equation:
% 67.10/31.89  																																																		| (546) e1 = e0
% 67.10/31.89  																																																		|
% 67.10/31.89  																																																		| Simplifying 546 yields:
% 67.10/31.89  																																																		| (431) e1 = e0
% 67.10/31.89  																																																		|
% 67.10/31.89  																																																		| Equations (431) can reduce 233 to:
% 67.10/31.89  																																																		| (266) $false
% 67.10/31.89  																																																		|
% 67.10/31.89  																																																		|-The branch is then unsatisfiable
% 67.10/31.89  																																																	|-Branch two:
% 67.10/31.89  																																																	| (734)  ~ (unit = e0)
% 67.10/31.89  																																																	| (735) unit = e3 | unit = e1
% 67.10/31.89  																																																	|
% 67.10/31.89  																																																		+-Applying beta-rule and splitting (735), into two cases.
% 67.10/31.89  																																																		|-Branch one:
% 67.10/31.89  																																																		| (736) unit = e1
% 67.10/31.89  																																																		|
% 67.10/31.89  																																																			| Equations (736) can reduce 734 to:
% 67.10/31.89  																																																			| (233)  ~ (e1 = e0)
% 67.10/31.89  																																																			|
% 67.10/31.89  																																																			| From (736) and (24) follows:
% 67.10/31.89  																																																			| (1934) op(e1, e3) = e3
% 67.10/31.89  																																																			|
% 67.10/31.89  																																																			| From (736) and (209) follows:
% 67.10/31.89  																																																			| (2715) op(e1, e0) = e0
% 67.10/31.89  																																																			|
% 67.10/31.89  																																																			| From (736) and (227) follows:
% 67.10/31.89  																																																			| (739) op(e4, e1) = e4
% 67.10/31.89  																																																			|
% 67.10/31.89  																																																			| From (736) and (32) follows:
% 67.10/31.89  																																																			| (347) op(e2, e1) = e2
% 67.10/31.89  																																																			|
% 67.10/31.89  																																																			| Instantiating formula (29) with e4, e1, e4, e3 and discharging atoms op(e4, e1) = e4, op(e4, e1) = e3, yields:
% 67.10/31.89  																																																			| (425) e4 = e3
% 67.10/31.89  																																																			|
% 67.10/31.89  																																																			| Instantiating formula (29) with e2, e1, e2, e4 and discharging atoms op(e2, e1) = e4, op(e2, e1) = e2, yields:
% 67.10/31.89  																																																			| (323) e4 = e2
% 67.10/31.89  																																																			|
% 67.10/31.89  																																																			| Instantiating formula (29) with e1, e3, e3, e1 and discharging atoms op(e1, e3) = e3, op(e1, e3) = e1, yields:
% 67.10/31.89  																																																			| (455) e3 = e1
% 67.10/31.89  																																																			|
% 67.10/31.89  																																																			| Instantiating formula (29) with e1, e0, e0, e4 and discharging atoms op(e1, e0) = e4, op(e1, e0) = e0, yields:
% 67.10/31.89  																																																			| (397) e4 = e0
% 67.10/31.89  																																																			|
% 67.10/31.89  																																																			| Combining equations (397,323) yields a new equation:
% 67.10/31.89  																																																			| (330) e2 = e0
% 67.10/31.89  																																																			|
% 67.10/31.89  																																																			| Combining equations (425,323) yields a new equation:
% 67.10/31.89  																																																			| (661) e3 = e2
% 67.10/31.89  																																																			|
% 67.10/31.89  																																																			| Simplifying 661 yields:
% 67.10/31.89  																																																			| (662) e3 = e2
% 67.10/31.89  																																																			|
% 67.10/31.89  																																																			| Combining equations (662,455) yields a new equation:
% 67.10/31.89  																																																			| (616) e2 = e1
% 67.10/31.89  																																																			|
% 67.10/31.89  																																																			| Simplifying 616 yields:
% 67.10/31.89  																																																			| (617) e2 = e1
% 67.10/31.89  																																																			|
% 67.10/31.89  																																																			| Combining equations (617,330) yields a new equation:
% 67.10/31.89  																																																			| (546) e1 = e0
% 67.10/31.89  																																																			|
% 67.10/31.89  																																																			| Simplifying 546 yields:
% 67.10/31.89  																																																			| (431) e1 = e0
% 67.10/31.89  																																																			|
% 67.10/31.89  																																																			| Equations (431) can reduce 233 to:
% 67.10/31.89  																																																			| (266) $false
% 67.10/31.89  																																																			|
% 67.10/31.89  																																																			|-The branch is then unsatisfiable
% 67.10/31.89  																																																		|-Branch two:
% 67.10/31.89  																																																		| (748)  ~ (unit = e1)
% 67.10/31.89  																																																		| (749) unit = e3
% 67.10/31.89  																																																		|
% 67.10/31.89  																																																			| From (749) and (209) follows:
% 67.10/31.89  																																																			| (1667) op(e3, e0) = e0
% 67.10/31.89  																																																			|
% 67.10/31.89  																																																			| Instantiating formula (29) with e3, e0, e0, e1 and discharging atoms op(e3, e0) = e1, op(e3, e0) = e0, yields:
% 67.10/31.89  																																																			| (431) e1 = e0
% 67.10/31.89  																																																			|
% 67.10/31.89  																																																			| Equations (431) can reduce 233 to:
% 67.10/31.89  																																																			| (266) $false
% 67.10/31.89  																																																			|
% 67.10/31.89  																																																			|-The branch is then unsatisfiable
% 67.10/31.89  																																														|-Branch two:
% 67.10/31.89  																																														| (1453)  ~ (all_0_53_53 = e4)
% 67.10/31.89  																																														| (1694) all_0_53_53 = e3 | all_0_53_53 = e1
% 67.10/31.89  																																														|
% 67.10/31.89  																																															+-Applying beta-rule and splitting (1694), into two cases.
% 67.10/31.89  																																															|-Branch one:
% 67.10/31.89  																																															| (1208) all_0_53_53 = e1
% 67.10/31.89  																																															|
% 67.10/31.89  																																																| Equations (1208) can reduce 1459 to:
% 67.10/31.89  																																																| (266) $false
% 67.10/31.89  																																																|
% 67.10/31.89  																																																|-The branch is then unsatisfiable
% 67.10/31.89  																																															|-Branch two:
% 67.10/31.89  																																															| (1459)  ~ (all_0_53_53 = e1)
% 67.10/31.89  																																															| (665) all_0_53_53 = e3
% 67.10/31.89  																																															|
% 67.10/31.89  																																																| Equations (665) can reduce 903 to:
% 67.10/31.89  																																																| (266) $false
% 67.10/31.89  																																																|
% 67.10/31.89  																																																|-The branch is then unsatisfiable
% 67.10/31.89  																																										|-Branch two:
% 67.10/31.89  																																										| (664)  ~ (all_0_51_51 = e3)
% 67.10/31.89  																																										| (665) all_0_53_53 = e3
% 67.10/31.89  																																										|
% 67.10/31.89  																																											| Equations (665) can reduce 903 to:
% 67.10/31.89  																																											| (266) $false
% 67.10/31.89  																																											|
% 67.10/31.89  																																											|-The branch is then unsatisfiable
% 67.10/31.89  																																								|-Branch two:
% 67.10/31.89  																																								| (759)  ~ (all_0_50_50 = e1)
% 67.10/31.89  																																								| (415) all_0_50_50 = e3
% 67.10/31.89  																																								|
% 67.10/31.89  																																									| Equations (415) can reduce 411 to:
% 67.10/31.89  																																									| (266) $false
% 67.10/31.89  																																									|
% 67.10/31.89  																																									|-The branch is then unsatisfiable
% 67.10/31.89  																																		|-Branch two:
% 67.10/31.89  																																		| (828)  ~ (all_0_56_56 = e0)
% 67.10/31.89  																																		| (924) all_0_57_57 = e0 | all_0_58_58 = e0
% 67.10/31.89  																																		|
% 67.10/31.89  																																			+-Applying beta-rule and splitting (104), into two cases.
% 67.10/31.89  																																			|-Branch one:
% 67.10/31.89  																																			| (480) all_0_39_39 = e0
% 67.10/31.89  																																			|
% 67.10/31.89  																																				| Combining equations (480,317) yields a new equation:
% 67.10/31.89  																																				| (330) e2 = e0
% 67.10/31.89  																																				|
% 67.10/31.89  																																				| Equations (330) can reduce 128 to:
% 67.10/31.89  																																				| (266) $false
% 67.10/31.89  																																				|
% 67.10/31.89  																																				|-The branch is then unsatisfiable
% 67.10/31.89  																																			|-Branch two:
% 67.10/31.89  																																			| (484)  ~ (all_0_39_39 = e0)
% 67.10/31.89  																																			| (558) all_0_42_42 = e0 | all_0_47_47 = e0 | all_0_56_56 = e0
% 67.10/31.89  																																			|
% 67.10/31.89  																																				+-Applying beta-rule and splitting (558), into two cases.
% 67.10/31.89  																																				|-Branch one:
% 67.10/31.89  																																				| (559) all_0_42_42 = e0
% 67.10/31.89  																																				|
% 67.10/31.89  																																					| Equations (559) can reduce 358 to:
% 67.10/31.89  																																					| (266) $false
% 67.10/31.89  																																					|
% 67.10/31.89  																																					|-The branch is then unsatisfiable
% 67.10/31.89  																																				|-Branch two:
% 67.10/31.89  																																				| (358)  ~ (all_0_42_42 = e0)
% 67.10/31.89  																																				| (563) all_0_47_47 = e0 | all_0_56_56 = e0
% 67.10/31.89  																																				|
% 67.10/31.89  																																					+-Applying beta-rule and splitting (563), into two cases.
% 67.10/31.89  																																					|-Branch one:
% 67.10/31.89  																																					| (674) all_0_47_47 = e0
% 67.10/31.89  																																					|
% 67.10/31.89  																																						| Combining equations (654,674) yields a new equation:
% 67.10/31.89  																																						| (546) e1 = e0
% 67.10/31.89  																																						|
% 67.10/31.89  																																						| Simplifying 546 yields:
% 67.10/31.89  																																						| (431) e1 = e0
% 67.10/31.89  																																						|
% 67.10/31.89  																																						| Equations (431) can reduce 233 to:
% 67.10/31.89  																																						| (266) $false
% 67.10/31.89  																																						|
% 67.10/31.89  																																						|-The branch is then unsatisfiable
% 67.10/31.89  																																					|-Branch two:
% 67.10/31.89  																																					| (678)  ~ (all_0_47_47 = e0)
% 67.10/31.89  																																					| (679) all_0_56_56 = e0
% 67.10/31.89  																																					|
% 67.10/31.89  																																						| Equations (679) can reduce 828 to:
% 67.10/31.89  																																						| (266) $false
% 67.10/31.89  																																						|
% 67.10/31.89  																																						|-The branch is then unsatisfiable
% 67.10/31.89  																															|-Branch two:
% 67.10/31.89  																															| (813) all_0_47_47 = e1 & all_0_52_52 = e2 &  ~ (all_0_51_51 = e1)
% 67.10/31.89  																															|
% 67.10/31.89  																																| Applying alpha-rule on (813) yields:
% 67.10/31.89  																																| (654) all_0_47_47 = e1
% 67.10/31.89  																																| (352) all_0_52_52 = e2
% 67.10/31.89  																																| (464)  ~ (all_0_51_51 = e1)
% 67.10/31.89  																																|
% 67.10/31.89  																																| Equations (654) can reduce 198 to:
% 67.10/31.89  																																| (1380)  ~ (all_0_42_42 = e1)
% 67.10/31.89  																																|
% 67.10/31.89  																																| Equations (654) can reduce 224 to:
% 67.10/31.89  																																| (463)  ~ (all_0_51_51 = e1)
% 67.10/31.89  																																|
% 67.10/31.89  																																| Simplifying 463 yields:
% 67.10/31.89  																																| (464)  ~ (all_0_51_51 = e1)
% 67.10/31.89  																																|
% 67.10/31.89  																																| Equations (654) can reduce 91 to:
% 67.10/31.89  																																| (465)  ~ (all_0_56_56 = e1)
% 67.10/31.89  																																|
% 67.10/31.89  																																| Simplifying 465 yields:
% 67.10/31.89  																																| (466)  ~ (all_0_56_56 = e1)
% 67.10/31.89  																																|
% 67.10/31.89  																																| Equations (654) can reduce 338 to:
% 67.10/31.89  																																| (604)  ~ (e2 = e1)
% 67.10/31.89  																																|
% 67.10/31.89  																																| Simplifying 604 yields:
% 67.10/31.89  																																| (122)  ~ (e2 = e1)
% 67.10/31.89  																																|
% 67.10/31.89  																																| Equations (654) can reduce 678 to:
% 67.10/31.89  																																| (233)  ~ (e1 = e0)
% 67.10/31.89  																																|
% 67.10/31.89  																																| From (654) and (23) follows:
% 67.10/31.89  																																| (9478) op(e2, e2) = e1
% 67.10/31.89  																																|
% 67.10/31.89  																																+-Applying beta-rule and splitting (909), into two cases.
% 67.10/31.89  																																|-Branch one:
% 67.10/31.89  																																| (910) all_0_58_58 = e4
% 67.10/31.89  																																|
% 67.10/31.89  																																	| Equations (910) can reduce 451 to:
% 67.10/31.89  																																	| (266) $false
% 67.10/31.89  																																	|
% 67.10/31.89  																																	|-The branch is then unsatisfiable
% 67.10/31.89  																																|-Branch two:
% 67.10/31.89  																																| (451)  ~ (all_0_58_58 = e4)
% 67.10/31.89  																																| (913) all_0_58_58 = e3 | all_0_58_58 = e1 | all_0_58_58 = e0
% 67.10/31.89  																																|
% 67.10/31.89  																																	+-Applying beta-rule and splitting (863), into two cases.
% 67.10/31.89  																																	|-Branch one:
% 67.10/31.89  																																	| (679) all_0_56_56 = e0
% 67.10/31.89  																																	|
% 67.10/31.89  																																		| Equations (679) can reduce 44 to:
% 67.10/31.89  																																		| (490)  ~ (all_0_58_58 = e0)
% 67.10/31.89  																																		|
% 67.10/31.89  																																		| Simplifying 490 yields:
% 67.10/31.89  																																		| (491)  ~ (all_0_58_58 = e0)
% 67.10/31.89  																																		|
% 67.10/31.89  																																		| Equations (679) can reduce 466 to:
% 67.10/31.89  																																		| (435)  ~ (e1 = e0)
% 67.10/31.89  																																		|
% 67.10/31.89  																																		| Simplifying 435 yields:
% 67.10/31.89  																																		| (233)  ~ (e1 = e0)
% 67.10/31.89  																																		|
% 67.10/31.89  																																		+-Applying beta-rule and splitting (913), into two cases.
% 67.10/31.89  																																		|-Branch one:
% 67.10/31.89  																																		| (914) all_0_58_58 = e0
% 67.10/31.89  																																		|
% 67.10/31.89  																																			| Equations (914) can reduce 491 to:
% 67.10/31.89  																																			| (266) $false
% 67.10/31.89  																																			|
% 67.10/31.89  																																			|-The branch is then unsatisfiable
% 67.10/31.89  																																		|-Branch two:
% 67.10/31.89  																																		| (491)  ~ (all_0_58_58 = e0)
% 67.10/31.89  																																		| (917) all_0_58_58 = e3 | all_0_58_58 = e1
% 67.10/31.89  																																		|
% 67.10/31.89  																																			+-Applying beta-rule and splitting (917), into two cases.
% 67.10/31.89  																																			|-Branch one:
% 67.10/31.89  																																			| (918) all_0_58_58 = e1
% 67.10/31.89  																																			|
% 67.10/31.89  																																				| Equations (918) can reduce 880 to:
% 67.10/31.89  																																				| (266) $false
% 67.10/31.89  																																				|
% 67.10/31.89  																																				|-The branch is then unsatisfiable
% 67.10/31.89  																																			|-Branch two:
% 67.10/31.89  																																			| (880)  ~ (all_0_58_58 = e1)
% 67.10/31.89  																																			| (795) all_0_58_58 = e3
% 67.10/31.89  																																			|
% 67.10/31.89  																																				| Equations (795) can reduce 181 to:
% 67.10/31.89  																																				| (407)  ~ (all_0_44_44 = e3)
% 67.10/31.89  																																				|
% 67.10/31.89  																																				| Equations (795) can reduce 10 to:
% 67.10/31.89  																																				| (903)  ~ (all_0_53_53 = e3)
% 67.10/31.89  																																				|
% 67.10/31.89  																																				| From (795) and (245) follows:
% 67.10/31.89  																																				| (60701) op(e0, e0) = e3
% 67.10/31.89  																																				|
% 67.10/31.89  																																				+-Applying beta-rule and splitting (168), into two cases.
% 67.10/31.89  																																				|-Branch one:
% 67.10/31.89  																																				| (415) all_0_50_50 = e3
% 67.10/31.89  																																				|
% 67.10/31.89  																																					| Equations (415) can reduce 221 to:
% 67.10/31.89  																																					| (1898)  ~ (all_0_41_41 = e3)
% 67.10/31.89  																																					|
% 67.10/31.89  																																					| From (415) and (242) follows:
% 67.10/31.89  																																					| (1934) op(e1, e3) = e3
% 67.10/31.89  																																					|
% 67.10/31.89  																																					+-Applying beta-rule and splitting (113), into two cases.
% 67.10/31.89  																																					|-Branch one:
% 67.10/31.89  																																					| (403) all_0_41_41 = e3
% 67.10/31.89  																																					|
% 67.10/31.89  																																						| Equations (403) can reduce 1898 to:
% 67.10/31.89  																																						| (266) $false
% 67.10/31.89  																																						|
% 67.10/31.89  																																						|-The branch is then unsatisfiable
% 67.10/31.89  																																					|-Branch two:
% 67.10/31.89  																																					| (1898)  ~ (all_0_41_41 = e3)
% 67.10/31.89  																																					| (1899) all_0_42_42 = e3 | all_0_44_44 = e3
% 67.10/31.89  																																					|
% 67.10/31.89  																																						+-Applying beta-rule and splitting (1899), into two cases.
% 67.10/31.89  																																						|-Branch one:
% 67.10/31.89  																																						| (516) all_0_42_42 = e3
% 67.10/31.89  																																						|
% 67.10/31.89  																																							| Equations (516) can reduce 214 to:
% 67.10/31.89  																																							| (1898)  ~ (all_0_41_41 = e3)
% 67.10/31.89  																																							|
% 67.10/31.89  																																							| Equations (516) can reduce 73 to:
% 67.10/31.89  																																							| (406)  ~ (all_0_44_44 = e3)
% 67.10/31.89  																																							|
% 67.10/31.89  																																							| Simplifying 406 yields:
% 67.10/31.89  																																							| (407)  ~ (all_0_44_44 = e3)
% 67.10/31.89  																																							|
% 67.10/31.89  																																							| Equations (516) can reduce 1380 to:
% 67.10/31.89  																																							| (213)  ~ (e3 = e1)
% 67.10/31.89  																																							|
% 67.10/31.89  																																							| From (516) and (210) follows:
% 67.10/31.89  																																							| (4285) op(e3, e2) = e3
% 67.10/31.89  																																							|
% 67.10/31.89  																																							+-Applying beta-rule and splitting (7), into two cases.
% 67.10/31.89  																																							|-Branch one:
% 67.10/31.89  																																							| (504) all_0_51_51 = e2
% 67.10/31.90  																																							|
% 67.10/31.90  																																								| Equations (504) can reduce 1099 to:
% 67.10/31.90  																																								| (266) $false
% 67.10/31.90  																																								|
% 67.10/31.90  																																								|-The branch is then unsatisfiable
% 67.10/31.90  																																							|-Branch two:
% 67.10/31.90  																																							| (1099)  ~ (all_0_51_51 = e2)
% 67.10/31.90  																																							| (1100) all_0_51_51 = e4 | all_0_51_51 = e3 | all_0_51_51 = e1
% 67.10/31.90  																																							|
% 67.10/31.90  																																								+-Applying beta-rule and splitting (18), into two cases.
% 67.10/31.90  																																								|-Branch one:
% 67.10/31.90  																																								| (453) all_0_41_41 = e1
% 67.10/31.90  																																								|
% 67.10/31.90  																																									| Equations (453) can reduce 149 to:
% 67.10/31.90  																																									| (4057)  ~ (all_0_44_44 = e1)
% 67.10/31.90  																																									|
% 67.10/31.90  																																									| Simplifying 4057 yields:
% 67.10/31.90  																																									| (639)  ~ (all_0_44_44 = e1)
% 67.10/31.90  																																									|
% 67.10/31.90  																																									| Equations (453) can reduce 1898 to:
% 67.10/31.90  																																									| (467)  ~ (e3 = e1)
% 67.10/31.90  																																									|
% 67.10/31.90  																																									| Simplifying 467 yields:
% 67.10/31.90  																																									| (213)  ~ (e3 = e1)
% 67.10/31.90  																																									|
% 67.10/31.90  																																									| Equations (453) can reduce 85 to:
% 67.10/31.90  																																									| (604)  ~ (e2 = e1)
% 67.10/31.90  																																									|
% 67.10/31.90  																																									| Simplifying 604 yields:
% 67.10/31.90  																																									| (122)  ~ (e2 = e1)
% 67.10/31.90  																																									|
% 67.10/31.90  																																									+-Applying beta-rule and splitting (26), into two cases.
% 67.10/31.90  																																									|-Branch one:
% 67.10/31.90  																																									| (446) all_0_44_44 = e4
% 67.10/31.90  																																									|
% 67.10/31.90  																																										| Equations (446) can reduce 220 to:
% 67.10/31.90  																																										| (1452)  ~ (all_0_53_53 = e4)
% 67.10/31.90  																																										|
% 67.10/31.90  																																										| Simplifying 1452 yields:
% 67.10/31.90  																																										| (1453)  ~ (all_0_53_53 = e4)
% 67.10/31.90  																																										|
% 67.10/31.90  																																										| Equations (446) can reduce 407 to:
% 67.10/31.90  																																										| (188)  ~ (e4 = e3)
% 67.10/31.90  																																										|
% 67.10/31.90  																																										| Equations (446) can reduce 147 to:
% 67.10/31.90  																																										| (48)  ~ (e4 = e2)
% 67.10/31.90  																																										|
% 67.10/31.90  																																										| Equations (446) can reduce 639 to:
% 67.10/31.90  																																										| (110)  ~ (e4 = e1)
% 67.10/31.90  																																										|
% 67.10/31.90  																																										| Equations (446) can reduce 360 to:
% 67.10/31.90  																																										| (49)  ~ (e4 = e0)
% 67.10/31.90  																																										|
% 67.10/31.90  																																										| From (446) and (138) follows:
% 67.10/31.90  																																										| (4646) op(e3, e0) = e4
% 67.10/31.90  																																										|
% 67.10/31.90  																																										+-Applying beta-rule and splitting (112), into two cases.
% 67.10/31.90  																																										|-Branch one:
% 67.10/31.90  																																										| (635) all_0_44_44 = e1
% 67.10/31.90  																																										|
% 67.10/31.90  																																											| Combining equations (635,446) yields a new equation:
% 67.10/31.90  																																											| (630) e4 = e1
% 67.10/31.90  																																											|
% 67.10/31.90  																																											| Equations (630) can reduce 110 to:
% 67.10/31.90  																																											| (266) $false
% 67.10/31.90  																																											|
% 67.10/31.90  																																											|-The branch is then unsatisfiable
% 67.10/31.90  																																										|-Branch two:
% 67.10/31.90  																																										| (639)  ~ (all_0_44_44 = e1)
% 67.10/31.90  																																										| (640) all_0_49_49 = e1 | all_0_53_53 = e1 | all_0_58_58 = e1
% 67.10/31.90  																																										|
% 67.10/31.90  																																											+-Applying beta-rule and splitting (160), into two cases.
% 67.10/31.90  																																											|-Branch one:
% 67.10/31.90  																																											| (601) all_0_50_50 = e1
% 67.10/31.90  																																											|
% 67.10/31.90  																																												| Combining equations (415,601) yields a new equation:
% 67.10/31.90  																																												| (454) e3 = e1
% 67.10/31.90  																																												|
% 67.10/31.90  																																												| Simplifying 454 yields:
% 67.10/31.90  																																												| (455) e3 = e1
% 67.10/31.90  																																												|
% 67.10/31.90  																																												| Equations (455) can reduce 213 to:
% 67.10/31.90  																																												| (266) $false
% 67.10/31.90  																																												|
% 67.10/31.90  																																												|-The branch is then unsatisfiable
% 67.10/31.90  																																											|-Branch two:
% 67.10/31.90  																																											| (759)  ~ (all_0_50_50 = e1)
% 67.10/31.90  																																											| (1168) all_0_51_51 = e1 | all_0_52_52 = e1 | all_0_53_53 = e1
% 67.10/31.90  																																											|
% 67.10/31.90  																																												| Equations (415) can reduce 759 to:
% 67.10/31.90  																																												| (213)  ~ (e3 = e1)
% 67.10/31.90  																																												|
% 67.10/31.90  																																												+-Applying beta-rule and splitting (231), into two cases.
% 67.10/31.90  																																												|-Branch one:
% 67.10/31.90  																																												| (775) all_0_50_50 = e4
% 67.10/31.90  																																												|
% 67.10/31.90  																																													| Combining equations (415,775) yields a new equation:
% 67.10/31.90  																																													| (425) e4 = e3
% 67.10/31.90  																																													|
% 67.10/31.90  																																													| Equations (425) can reduce 188 to:
% 67.10/31.90  																																													| (266) $false
% 67.10/31.90  																																													|
% 67.10/31.90  																																													|-The branch is then unsatisfiable
% 67.10/31.90  																																												|-Branch two:
% 67.10/31.90  																																												| (566)  ~ (all_0_50_50 = e4)
% 67.10/31.90  																																												| (1071) all_0_51_51 = e4 | all_0_52_52 = e4 | all_0_53_53 = e4
% 67.10/31.90  																																												|
% 67.10/31.90  																																													| Equations (415) can reduce 566 to:
% 67.10/31.90  																																													| (277)  ~ (e4 = e3)
% 67.10/31.90  																																													|
% 67.10/31.90  																																													| Simplifying 277 yields:
% 67.10/31.90  																																													| (188)  ~ (e4 = e3)
% 67.10/31.90  																																													|
% 67.10/31.90  																																													+-Applying beta-rule and splitting (164), into two cases.
% 67.10/31.90  																																													|-Branch one:
% 67.10/31.90  																																													| (471) all_0_39_39 = e4
% 67.10/31.90  																																													|
% 67.10/31.90  																																														| Combining equations (471,317) yields a new equation:
% 67.10/31.90  																																														| (322) e4 = e2
% 67.10/31.90  																																														|
% 67.10/31.90  																																														| Simplifying 322 yields:
% 67.10/31.90  																																														| (323) e4 = e2
% 67.10/31.90  																																														|
% 67.10/31.90  																																														| Equations (323) can reduce 48 to:
% 67.10/31.90  																																														| (266) $false
% 67.10/31.90  																																														|
% 67.10/31.90  																																														|-The branch is then unsatisfiable
% 67.10/31.90  																																													|-Branch two:
% 67.10/31.90  																																													| (1377)  ~ (all_0_39_39 = e4)
% 67.10/31.90  																																													| (2115) all_0_42_42 = e4 | all_0_47_47 = e4 | all_0_51_51 = e4 | all_0_56_56 = e4
% 67.10/31.90  																																													|
% 67.10/31.90  																																														+-Applying beta-rule and splitting (1168), into two cases.
% 67.10/31.90  																																														|-Branch one:
% 67.10/31.90  																																														| (1109) all_0_51_51 = e1
% 67.10/31.90  																																														|
% 67.10/31.90  																																															| Equations (1109) can reduce 464 to:
% 67.10/31.90  																																															| (266) $false
% 67.10/31.90  																																															|
% 67.10/31.90  																																															|-The branch is then unsatisfiable
% 67.10/31.90  																																														|-Branch two:
% 67.10/31.90  																																														| (464)  ~ (all_0_51_51 = e1)
% 67.10/31.90  																																														| (1202) all_0_52_52 = e1 | all_0_53_53 = e1
% 67.10/31.90  																																														|
% 67.10/31.90  																																															+-Applying beta-rule and splitting (1100), into two cases.
% 67.10/31.90  																																															|-Branch one:
% 67.10/31.90  																																															| (1101) all_0_51_51 = e4
% 67.10/31.90  																																															|
% 67.10/31.90  																																																| From (1101) and (186) follows:
% 67.10/31.90  																																																| (13720) op(e1, e2) = e4
% 67.10/31.90  																																																|
% 67.10/31.90  																																																+-Applying beta-rule and splitting (640), into two cases.
% 67.10/31.90  																																																|-Branch one:
% 67.10/31.90  																																																| (671) all_0_49_49 = e1
% 67.10/31.90  																																																|
% 67.10/31.90  																																																	| Combining equations (583,671) yields a new equation:
% 67.10/31.90  																																																	| (616) e2 = e1
% 67.10/31.90  																																																	|
% 67.10/31.90  																																																	| Simplifying 616 yields:
% 67.10/31.90  																																																	| (617) e2 = e1
% 67.10/31.90  																																																	|
% 67.10/31.90  																																																	| Equations (617) can reduce 122 to:
% 67.10/31.90  																																																	| (266) $false
% 67.10/31.90  																																																	|
% 67.10/31.90  																																																	|-The branch is then unsatisfiable
% 67.10/31.90  																																																|-Branch two:
% 67.10/31.90  																																																| (1064)  ~ (all_0_49_49 = e1)
% 67.10/31.90  																																																| (2141) all_0_53_53 = e1 | all_0_58_58 = e1
% 67.10/31.90  																																																|
% 67.10/31.90  																																																	+-Applying beta-rule and splitting (2141), into two cases.
% 67.10/31.90  																																																	|-Branch one:
% 67.10/31.90  																																																	| (1208) all_0_53_53 = e1
% 67.10/31.90  																																																	|
% 67.10/31.90  																																																		| Equations (1208) can reduce 247 to:
% 67.10/31.90  																																																		| (233)  ~ (e1 = e0)
% 67.10/31.90  																																																		|
% 67.10/31.90  																																																		+-Applying beta-rule and splitting (56), into two cases.
% 67.10/31.90  																																																		|-Branch one:
% 67.10/31.90  																																																		| (696) unit = e2
% 67.10/31.90  																																																		|
% 67.10/31.90  																																																			| From (696) and (244) follows:
% 67.10/31.90  																																																			| (264) op(e2, e4) = e4
% 67.10/31.90  																																																			|
% 67.10/31.90  																																																			| From (696) and (24) follows:
% 67.10/31.90  																																																			| (697) op(e2, e3) = e3
% 67.10/31.90  																																																			|
% 67.10/31.90  																																																			| From (696) and (227) follows:
% 67.10/31.90  																																																			| (4284) op(e4, e2) = e4
% 67.10/31.90  																																																			|
% 67.10/31.90  																																																			| From (696) and (32) follows:
% 67.10/31.90  																																																			| (698) op(e2, e2) = e2
% 67.10/31.90  																																																			|
% 67.10/31.90  																																																			| Instantiating formula (29) with e4, e2, e4, e2 and discharging atoms op(e4, e2) = e4, op(e4, e2) = e2, yields:
% 67.10/31.90  																																																			| (323) e4 = e2
% 67.10/31.90  																																																			|
% 67.10/31.90  																																																			| Instantiating formula (29) with e2, e4, e4, e3 and discharging atoms op(e2, e4) = e4, op(e2, e4) = e3, yields:
% 67.10/31.90  																																																			| (425) e4 = e3
% 67.10/31.90  																																																			|
% 67.10/31.90  																																																			| Instantiating formula (29) with e2, e3, e3, e0 and discharging atoms op(e2, e3) = e3, op(e2, e3) = e0, yields:
% 67.10/31.90  																																																			| (676) e3 = e0
% 67.10/31.90  																																																			|
% 67.10/31.90  																																																			| Instantiating formula (29) with e2, e2, e2, e1 and discharging atoms op(e2, e2) = e2, op(e2, e2) = e1, yields:
% 67.10/31.90  																																																			| (617) e2 = e1
% 67.10/31.90  																																																			|
% 67.10/31.90  																																																			| Combining equations (323,425) yields a new equation:
% 67.10/31.90  																																																			| (662) e3 = e2
% 67.10/31.90  																																																			|
% 67.10/31.90  																																																			| Combining equations (662,676) yields a new equation:
% 67.10/31.90  																																																			| (391) e2 = e0
% 67.10/31.90  																																																			|
% 67.10/31.90  																																																			| Simplifying 391 yields:
% 67.10/31.90  																																																			| (330) e2 = e0
% 67.10/31.90  																																																			|
% 67.10/31.90  																																																			| Combining equations (330,617) yields a new equation:
% 67.10/31.90  																																																			| (431) e1 = e0
% 67.10/31.90  																																																			|
% 67.10/31.90  																																																			| Equations (431) can reduce 233 to:
% 67.10/31.90  																																																			| (266) $false
% 67.10/31.90  																																																			|
% 67.10/31.90  																																																			|-The branch is then unsatisfiable
% 67.10/31.90  																																																		|-Branch two:
% 67.10/31.90  																																																		| (707)  ~ (unit = e2)
% 67.10/31.90  																																																		| (708) unit = e4 | unit = e3 | unit = e1 | unit = e0
% 67.10/31.90  																																																		|
% 67.10/31.90  																																																			+-Applying beta-rule and splitting (708), into two cases.
% 67.10/31.90  																																																			|-Branch one:
% 67.10/31.90  																																																			| (709) unit = e4
% 67.10/31.90  																																																			|
% 67.10/31.90  																																																				| From (709) and (24) follows:
% 67.10/31.90  																																																				| (33325) op(e4, e3) = e3
% 67.10/31.90  																																																				|
% 67.10/31.90  																																																				| From (709) and (211) follows:
% 67.10/31.90  																																																				| (22527) op(e4, e1) = e1
% 67.10/31.90  																																																				|
% 67.10/31.90  																																																				| From (709) and (32) follows:
% 67.10/31.90  																																																				| (712) op(e2, e4) = e2
% 67.10/31.90  																																																				|
% 67.10/31.90  																																																				| From (709) and (42) follows:
% 67.10/31.90  																																																				| (713) op(e0, e4) = e0
% 67.10/31.90  																																																				|
% 67.10/31.90  																																																				| Instantiating formula (29) with e4, e3, e3, e4 and discharging atoms op(e4, e3) = e4, op(e4, e3) = e3, yields:
% 67.10/31.90  																																																				| (425) e4 = e3
% 67.10/31.90  																																																				|
% 67.10/31.90  																																																				| Instantiating formula (29) with e4, e1, e1, e3 and discharging atoms op(e4, e1) = e3, op(e4, e1) = e1, yields:
% 67.10/31.90  																																																				| (455) e3 = e1
% 67.10/31.90  																																																				|
% 67.10/31.90  																																																				| Instantiating formula (29) with e2, e4, e2, e3 and discharging atoms op(e2, e4) = e3, op(e2, e4) = e2, yields:
% 67.10/31.90  																																																				| (662) e3 = e2
% 67.10/31.90  																																																				|
% 67.10/31.90  																																																				| Instantiating formula (29) with e0, e4, e0, e4 and discharging atoms op(e0, e4) = e4, op(e0, e4) = e0, yields:
% 67.10/31.90  																																																				| (397) e4 = e0
% 67.10/31.90  																																																				|
% 67.10/31.90  																																																				| Combining equations (425,397) yields a new equation:
% 67.10/31.90  																																																				| (675) e3 = e0
% 67.10/31.90  																																																				|
% 67.10/31.90  																																																				| Simplifying 675 yields:
% 67.10/31.90  																																																				| (676) e3 = e0
% 67.10/31.90  																																																				|
% 67.10/31.90  																																																				| Combining equations (676,662) yields a new equation:
% 67.10/31.90  																																																				| (330) e2 = e0
% 67.10/31.90  																																																				|
% 67.10/31.90  																																																				| Combining equations (455,662) yields a new equation:
% 67.10/31.90  																																																				| (617) e2 = e1
% 67.10/31.90  																																																				|
% 67.10/31.90  																																																				| Combining equations (617,330) yields a new equation:
% 67.10/31.90  																																																				| (546) e1 = e0
% 67.10/31.90  																																																				|
% 67.10/31.90  																																																				| Simplifying 546 yields:
% 67.10/31.90  																																																				| (431) e1 = e0
% 67.10/31.90  																																																				|
% 67.10/31.90  																																																				| Equations (431) can reduce 233 to:
% 67.10/31.90  																																																				| (266) $false
% 67.10/31.90  																																																				|
% 67.10/31.90  																																																				|-The branch is then unsatisfiable
% 67.10/31.90  																																																			|-Branch two:
% 67.10/31.90  																																																			| (724)  ~ (unit = e4)
% 67.10/31.90  																																																			| (725) unit = e3 | unit = e1 | unit = e0
% 67.10/31.90  																																																			|
% 67.10/31.90  																																																				+-Applying beta-rule and splitting (725), into two cases.
% 67.10/31.90  																																																				|-Branch one:
% 67.10/31.90  																																																				| (726) unit = e0
% 67.10/31.90  																																																				|
% 67.10/31.90  																																																					| Equations (726) can reduce 707 to:
% 67.10/31.90  																																																					| (365)  ~ (e2 = e0)
% 67.10/31.90  																																																					|
% 67.10/31.90  																																																					| Simplifying 365 yields:
% 67.10/31.90  																																																					| (128)  ~ (e2 = e0)
% 67.10/31.90  																																																					|
% 67.10/31.90  																																																					| From (726) and (24) follows:
% 67.10/31.90  																																																					| (2208) op(e0, e3) = e3
% 67.10/31.90  																																																					|
% 67.10/31.90  																																																					| From (726) and (227) follows:
% 67.10/31.90  																																																					| (3205) op(e4, e0) = e4
% 67.10/31.90  																																																					|
% 67.10/31.90  																																																					| From (726) and (40) follows:
% 67.10/31.90  																																																					| (1639) op(e3, e0) = e3
% 67.10/31.90  																																																					|
% 67.10/31.90  																																																					| Instantiating formula (29) with e4, e0, e4, e0 and discharging atoms op(e4, e0) = e4, op(e4, e0) = e0, yields:
% 67.10/31.90  																																																					| (397) e4 = e0
% 67.10/31.90  																																																					|
% 67.10/31.90  																																																					| Instantiating formula (29) with e3, e0, e3, e4 and discharging atoms op(e3, e0) = e4, op(e3, e0) = e3, yields:
% 67.10/31.90  																																																					| (425) e4 = e3
% 67.10/31.90  																																																					|
% 67.10/31.90  																																																					| Instantiating formula (29) with e0, e3, e3, e2 and discharging atoms op(e0, e3) = e3, op(e0, e3) = e2, yields:
% 67.10/31.90  																																																					| (662) e3 = e2
% 67.10/31.90  																																																					|
% 67.10/31.90  																																																					| Combining equations (397,425) yields a new equation:
% 67.10/31.90  																																																					| (676) e3 = e0
% 67.10/31.90  																																																					|
% 67.10/31.90  																																																					| Combining equations (662,676) yields a new equation:
% 67.10/31.90  																																																					| (391) e2 = e0
% 67.10/31.90  																																																					|
% 67.10/31.90  																																																					| Simplifying 391 yields:
% 67.10/31.90  																																																					| (330) e2 = e0
% 67.10/31.90  																																																					|
% 67.10/31.90  																																																					| Equations (330) can reduce 128 to:
% 67.10/31.90  																																																					| (266) $false
% 67.10/31.90  																																																					|
% 67.10/31.90  																																																					|-The branch is then unsatisfiable
% 67.10/31.90  																																																				|-Branch two:
% 67.10/31.90  																																																				| (734)  ~ (unit = e0)
% 67.10/31.90  																																																				| (735) unit = e3 | unit = e1
% 67.10/31.90  																																																				|
% 67.10/31.90  																																																					+-Applying beta-rule and splitting (735), into two cases.
% 67.10/31.90  																																																					|-Branch one:
% 67.10/31.90  																																																					| (736) unit = e1
% 67.10/31.90  																																																					|
% 67.10/31.90  																																																						| Equations (736) can reduce 734 to:
% 67.10/31.90  																																																						| (233)  ~ (e1 = e0)
% 67.10/31.90  																																																						|
% 67.10/31.90  																																																						| From (736) and (244) follows:
% 67.10/31.90  																																																						| (738) op(e1, e4) = e4
% 67.10/31.90  																																																						|
% 67.10/31.90  																																																						| From (736) and (15) follows:
% 67.10/31.90  																																																						| (515) op(e1, e2) = e2
% 67.10/31.90  																																																						|
% 67.10/31.90  																																																						| From (736) and (28) follows:
% 67.10/31.90  																																																						| (740) op(e1, e1) = e1
% 67.10/31.90  																																																						|
% 67.10/31.90  																																																						| Instantiating formula (29) with e1, e4, e4, e0 and discharging atoms op(e1, e4) = e4, op(e1, e4) = e0, yields:
% 67.10/31.90  																																																						| (397) e4 = e0
% 67.10/31.90  																																																						|
% 67.10/31.90  																																																						| Instantiating formula (29) with e1, e2, e2, e4 and discharging atoms op(e1, e2) = e4, op(e1, e2) = e2, yields:
% 67.10/31.90  																																																						| (323) e4 = e2
% 67.10/31.90  																																																						|
% 67.10/31.90  																																																						| Instantiating formula (29) with e1, e1, e1, e2 and discharging atoms op(e1, e1) = e2, op(e1, e1) = e1, yields:
% 67.10/31.90  																																																						| (617) e2 = e1
% 67.10/31.90  																																																						|
% 67.10/31.90  																																																						| Combining equations (323,397) yields a new equation:
% 67.10/31.90  																																																						| (391) e2 = e0
% 67.10/31.90  																																																						|
% 67.10/31.90  																																																						| Simplifying 391 yields:
% 67.10/31.90  																																																						| (330) e2 = e0
% 67.10/31.90  																																																						|
% 67.10/31.90  																																																						| Combining equations (617,330) yields a new equation:
% 67.10/31.90  																																																						| (546) e1 = e0
% 67.10/31.90  																																																						|
% 67.10/31.90  																																																						| Simplifying 546 yields:
% 67.10/31.90  																																																						| (431) e1 = e0
% 67.10/31.90  																																																						|
% 67.10/31.90  																																																						| Equations (431) can reduce 233 to:
% 67.10/31.90  																																																						| (266) $false
% 67.10/31.90  																																																						|
% 67.10/31.90  																																																						|-The branch is then unsatisfiable
% 67.10/31.90  																																																					|-Branch two:
% 67.10/31.90  																																																					| (748)  ~ (unit = e1)
% 67.10/31.90  																																																					| (749) unit = e3
% 67.10/31.90  																																																					|
% 67.10/31.90  																																																						| From (749) and (244) follows:
% 67.10/31.90  																																																						| (750) op(e3, e4) = e4
% 67.10/31.90  																																																						|
% 67.10/31.90  																																																						| From (749) and (15) follows:
% 67.10/31.90  																																																						| (751) op(e3, e2) = e2
% 67.10/31.90  																																																						|
% 67.10/31.90  																																																						| From (749) and (209) follows:
% 67.10/31.90  																																																						| (1667) op(e3, e0) = e0
% 67.10/31.90  																																																						|
% 67.10/31.90  																																																						| From (749) and (28) follows:
% 67.10/31.90  																																																						| (2235) op(e1, e3) = e1
% 67.10/31.90  																																																						|
% 67.10/31.90  																																																						| Instantiating formula (29) with e3, e4, e4, e2 and discharging atoms op(e3, e4) = e4, op(e3, e4) = e2, yields:
% 67.10/31.90  																																																						| (323) e4 = e2
% 67.10/31.90  																																																						|
% 67.10/31.90  																																																						| Instantiating formula (29) with e3, e2, e2, e3 and discharging atoms op(e3, e2) = e3, op(e3, e2) = e2, yields:
% 67.10/31.90  																																																						| (662) e3 = e2
% 67.10/31.90  																																																						|
% 67.10/31.90  																																																						| Instantiating formula (29) with e3, e0, e0, e4 and discharging atoms op(e3, e0) = e4, op(e3, e0) = e0, yields:
% 67.10/31.90  																																																						| (397) e4 = e0
% 67.10/31.90  																																																						|
% 67.10/31.90  																																																						| Instantiating formula (29) with e1, e3, e1, e3 and discharging atoms op(e1, e3) = e3, op(e1, e3) = e1, yields:
% 67.10/31.90  																																																						| (455) e3 = e1
% 67.10/31.90  																																																						|
% 67.10/31.90  																																																						| Combining equations (397,323) yields a new equation:
% 67.10/31.90  																																																						| (330) e2 = e0
% 67.10/31.90  																																																						|
% 67.10/31.90  																																																						| Combining equations (662,455) yields a new equation:
% 67.10/31.90  																																																						| (616) e2 = e1
% 67.10/31.90  																																																						|
% 67.10/31.90  																																																						| Simplifying 616 yields:
% 67.10/31.90  																																																						| (617) e2 = e1
% 67.10/31.90  																																																						|
% 67.10/31.90  																																																						| Combining equations (617,330) yields a new equation:
% 67.10/31.90  																																																						| (546) e1 = e0
% 67.10/31.90  																																																						|
% 67.10/31.90  																																																						| Simplifying 546 yields:
% 67.10/31.90  																																																						| (431) e1 = e0
% 67.10/31.90  																																																						|
% 67.10/31.90  																																																						| Equations (431) can reduce 233 to:
% 67.10/31.90  																																																						| (266) $false
% 67.10/31.90  																																																						|
% 67.10/31.90  																																																						|-The branch is then unsatisfiable
% 67.10/31.90  																																																	|-Branch two:
% 67.10/31.90  																																																	| (1459)  ~ (all_0_53_53 = e1)
% 67.10/31.90  																																																	| (918) all_0_58_58 = e1
% 67.10/31.90  																																																	|
% 67.10/31.90  																																																		| Combining equations (918,795) yields a new equation:
% 67.10/31.90  																																																		| (455) e3 = e1
% 67.10/31.90  																																																		|
% 67.10/31.90  																																																		| Equations (455) can reduce 213 to:
% 67.10/31.90  																																																		| (266) $false
% 67.10/31.90  																																																		|
% 67.10/31.90  																																																		|-The branch is then unsatisfiable
% 67.10/31.90  																																															|-Branch two:
% 67.10/31.90  																																															| (475)  ~ (all_0_51_51 = e4)
% 67.10/31.90  																																															| (1104) all_0_51_51 = e3 | all_0_51_51 = e1
% 67.10/31.90  																																															|
% 67.10/31.90  																																																+-Applying beta-rule and splitting (1202), into two cases.
% 67.10/31.90  																																																|-Branch one:
% 67.10/31.90  																																																| (642) all_0_52_52 = e1
% 67.10/31.90  																																																|
% 67.10/31.90  																																																	| Combining equations (352,642) yields a new equation:
% 67.10/31.90  																																																	| (616) e2 = e1
% 67.10/31.90  																																																	|
% 67.10/31.90  																																																	| Simplifying 616 yields:
% 67.10/31.90  																																																	| (617) e2 = e1
% 67.10/31.90  																																																	|
% 67.10/31.90  																																																	| Equations (617) can reduce 122 to:
% 67.10/31.90  																																																	| (266) $false
% 67.10/31.90  																																																	|
% 67.10/31.90  																																																	|-The branch is then unsatisfiable
% 67.10/31.90  																																																|-Branch two:
% 67.10/31.90  																																																| (646)  ~ (all_0_52_52 = e1)
% 67.10/31.90  																																																| (1208) all_0_53_53 = e1
% 67.10/31.90  																																																|
% 67.10/31.90  																																																	| Equations (1208) can reduce 1453 to:
% 67.10/31.90  																																																	| (602)  ~ (e4 = e1)
% 67.10/31.90  																																																	|
% 67.10/31.90  																																																	| Simplifying 602 yields:
% 67.10/31.90  																																																	| (110)  ~ (e4 = e1)
% 67.10/31.90  																																																	|
% 67.10/31.90  																																																	+-Applying beta-rule and splitting (2115), into two cases.
% 67.10/31.90  																																																	|-Branch one:
% 67.10/31.90  																																																	| (1392) all_0_42_42 = e4
% 67.10/31.90  																																																	|
% 67.10/31.90  																																																		| Combining equations (1392,516) yields a new equation:
% 67.10/31.90  																																																		| (424) e4 = e3
% 67.10/31.90  																																																		|
% 67.10/31.90  																																																		| Simplifying 424 yields:
% 67.10/31.90  																																																		| (425) e4 = e3
% 67.10/31.90  																																																		|
% 67.10/31.90  																																																		| Equations (425) can reduce 188 to:
% 67.10/31.90  																																																		| (266) $false
% 67.10/31.90  																																																		|
% 67.10/31.90  																																																		|-The branch is then unsatisfiable
% 67.10/31.90  																																																	|-Branch two:
% 67.10/31.90  																																																	| (1890)  ~ (all_0_42_42 = e4)
% 67.10/31.90  																																																	| (2246) all_0_47_47 = e4 | all_0_51_51 = e4 | all_0_56_56 = e4
% 67.10/31.90  																																																	|
% 67.10/31.91  																																																		+-Applying beta-rule and splitting (2246), into two cases.
% 67.10/31.91  																																																		|-Branch one:
% 67.10/31.91  																																																		| (1790) all_0_47_47 = e4
% 67.10/31.91  																																																		|
% 67.10/31.91  																																																			| Combining equations (654,1790) yields a new equation:
% 67.10/31.91  																																																			| (630) e4 = e1
% 67.10/31.91  																																																			|
% 67.10/31.91  																																																			| Equations (630) can reduce 110 to:
% 67.10/31.91  																																																			| (266) $false
% 67.10/31.91  																																																			|
% 67.10/31.91  																																																			|-The branch is then unsatisfiable
% 67.10/31.91  																																																		|-Branch two:
% 67.10/31.91  																																																		| (252)  ~ (all_0_47_47 = e4)
% 67.10/31.91  																																																		| (6548) all_0_51_51 = e4 | all_0_56_56 = e4
% 67.10/31.91  																																																		|
% 67.10/31.91  																																																			+-Applying beta-rule and splitting (6548), into two cases.
% 67.10/31.91  																																																			|-Branch one:
% 67.10/31.91  																																																			| (1101) all_0_51_51 = e4
% 67.10/31.91  																																																			|
% 67.10/31.91  																																																				| Equations (1101) can reduce 475 to:
% 67.10/31.91  																																																				| (266) $false
% 67.10/31.91  																																																				|
% 67.10/31.91  																																																				|-The branch is then unsatisfiable
% 67.10/31.91  																																																			|-Branch two:
% 67.10/31.91  																																																			| (475)  ~ (all_0_51_51 = e4)
% 67.10/31.91  																																																			| (842) all_0_56_56 = e4
% 67.10/31.91  																																																			|
% 67.10/31.91  																																																				| Combining equations (679,842) yields a new equation:
% 67.10/31.91  																																																				| (397) e4 = e0
% 67.10/31.91  																																																				|
% 67.10/31.91  																																																				| Equations (397) can reduce 49 to:
% 67.10/31.91  																																																				| (266) $false
% 67.10/31.91  																																																				|
% 67.10/31.91  																																																				|-The branch is then unsatisfiable
% 67.10/31.91  																																									|-Branch two:
% 67.10/31.91  																																									| (1390)  ~ (all_0_44_44 = e4)
% 67.10/31.91  																																									| (1391) all_0_44_44 = e3 | all_0_44_44 = e1 | all_0_44_44 = e0
% 67.10/31.91  																																									|
% 67.10/31.91  																																										+-Applying beta-rule and splitting (112), into two cases.
% 67.10/31.91  																																										|-Branch one:
% 67.10/31.91  																																										| (635) all_0_44_44 = e1
% 67.10/31.91  																																										|
% 67.10/31.91  																																											| Equations (635) can reduce 639 to:
% 67.10/31.91  																																											| (266) $false
% 67.10/31.91  																																											|
% 67.10/31.91  																																											|-The branch is then unsatisfiable
% 67.10/31.91  																																										|-Branch two:
% 67.10/31.91  																																										| (639)  ~ (all_0_44_44 = e1)
% 67.10/31.91  																																										| (640) all_0_49_49 = e1 | all_0_53_53 = e1 | all_0_58_58 = e1
% 67.10/31.91  																																										|
% 67.10/31.91  																																											+-Applying beta-rule and splitting (1391), into two cases.
% 67.10/31.91  																																											|-Branch one:
% 67.10/31.91  																																											| (1414) all_0_44_44 = e0
% 67.10/31.91  																																											|
% 67.10/31.91  																																												| Equations (1414) can reduce 360 to:
% 67.10/31.91  																																												| (266) $false
% 67.10/31.91  																																												|
% 67.10/31.91  																																												|-The branch is then unsatisfiable
% 67.10/31.91  																																											|-Branch two:
% 67.10/31.91  																																											| (360)  ~ (all_0_44_44 = e0)
% 67.10/31.91  																																											| (1417) all_0_44_44 = e3 | all_0_44_44 = e1
% 67.10/31.91  																																											|
% 67.10/31.91  																																												+-Applying beta-rule and splitting (1417), into two cases.
% 67.10/31.91  																																												|-Branch one:
% 67.10/31.91  																																												| (635) all_0_44_44 = e1
% 67.10/31.91  																																												|
% 67.10/31.91  																																													| Equations (635) can reduce 639 to:
% 67.10/31.91  																																													| (266) $false
% 67.10/31.91  																																													|
% 67.10/31.91  																																													|-The branch is then unsatisfiable
% 67.10/31.91  																																												|-Branch two:
% 67.10/31.91  																																												| (639)  ~ (all_0_44_44 = e1)
% 67.10/31.91  																																												| (532) all_0_44_44 = e3
% 67.10/31.91  																																												|
% 67.10/31.91  																																													| Equations (532) can reduce 407 to:
% 67.10/31.91  																																													| (266) $false
% 67.10/31.91  																																													|
% 67.10/31.91  																																													|-The branch is then unsatisfiable
% 67.10/31.91  																																								|-Branch two:
% 67.10/31.91  																																								| (457)  ~ (all_0_41_41 = e1)
% 67.10/31.91  																																								| (595) all_0_46_46 = e1 | all_0_50_50 = e1 | all_0_55_55 = e1
% 67.10/31.91  																																								|
% 67.10/31.91  																																									+-Applying beta-rule and splitting (595), into two cases.
% 67.10/31.91  																																									|-Branch one:
% 67.10/31.91  																																									| (545) all_0_46_46 = e1
% 67.10/31.91  																																									|
% 67.10/31.91  																																										| Combining equations (545,538) yields a new equation:
% 67.10/31.91  																																										| (546) e1 = e0
% 67.10/31.91  																																										|
% 67.10/31.91  																																										| Simplifying 546 yields:
% 67.10/31.91  																																										| (431) e1 = e0
% 67.10/31.91  																																										|
% 67.10/31.91  																																										| Equations (431) can reduce 233 to:
% 67.10/31.91  																																										| (266) $false
% 67.10/31.91  																																										|
% 67.10/31.91  																																										|-The branch is then unsatisfiable
% 67.10/31.91  																																									|-Branch two:
% 67.10/31.91  																																									| (549)  ~ (all_0_46_46 = e1)
% 67.10/31.91  																																									| (600) all_0_50_50 = e1 | all_0_55_55 = e1
% 67.10/31.91  																																									|
% 67.10/31.91  																																										+-Applying beta-rule and splitting (160), into two cases.
% 67.10/31.91  																																										|-Branch one:
% 67.10/31.91  																																										| (601) all_0_50_50 = e1
% 67.10/31.91  																																										|
% 67.10/31.91  																																											| Combining equations (415,601) yields a new equation:
% 67.10/31.91  																																											| (454) e3 = e1
% 67.10/31.91  																																											|
% 67.10/31.91  																																											| Simplifying 454 yields:
% 67.10/31.91  																																											| (455) e3 = e1
% 67.10/31.91  																																											|
% 67.10/31.91  																																											| Equations (455) can reduce 213 to:
% 67.10/31.91  																																											| (266) $false
% 67.10/31.91  																																											|
% 67.10/31.91  																																											|-The branch is then unsatisfiable
% 67.10/31.91  																																										|-Branch two:
% 67.10/31.91  																																										| (759)  ~ (all_0_50_50 = e1)
% 67.10/31.91  																																										| (1168) all_0_51_51 = e1 | all_0_52_52 = e1 | all_0_53_53 = e1
% 67.10/31.91  																																										|
% 67.10/31.91  																																											| Equations (415) can reduce 759 to:
% 67.10/31.91  																																											| (213)  ~ (e3 = e1)
% 67.10/31.91  																																											|
% 67.10/31.91  																																											+-Applying beta-rule and splitting (600), into two cases.
% 67.10/31.91  																																											|-Branch one:
% 67.10/31.91  																																											| (601) all_0_50_50 = e1
% 67.10/31.91  																																											|
% 67.10/31.91  																																												| Combining equations (415,601) yields a new equation:
% 67.10/31.91  																																												| (454) e3 = e1
% 67.10/31.91  																																												|
% 67.10/31.91  																																												| Simplifying 454 yields:
% 67.10/31.91  																																												| (455) e3 = e1
% 67.10/31.91  																																												|
% 67.10/31.91  																																												| Equations (455) can reduce 213 to:
% 67.10/31.91  																																												| (266) $false
% 67.10/31.91  																																												|
% 67.10/31.91  																																												|-The branch is then unsatisfiable
% 67.10/31.91  																																											|-Branch two:
% 67.10/31.91  																																											| (759)  ~ (all_0_50_50 = e1)
% 67.10/31.91  																																											| (629) all_0_55_55 = e1
% 67.10/31.91  																																											|
% 67.10/31.91  																																												| Combining equations (386,629) yields a new equation:
% 67.10/31.91  																																												| (616) e2 = e1
% 67.10/31.91  																																												|
% 67.10/31.91  																																												| Simplifying 616 yields:
% 67.10/31.91  																																												| (617) e2 = e1
% 67.10/31.91  																																												|
% 67.10/31.91  																																												| Equations (617) can reduce 122 to:
% 67.10/31.91  																																												| (266) $false
% 67.10/31.91  																																												|
% 67.10/31.91  																																												|-The branch is then unsatisfiable
% 67.10/31.91  																																						|-Branch two:
% 67.10/31.91  																																						| (405)  ~ (all_0_42_42 = e3)
% 67.10/31.91  																																						| (532) all_0_44_44 = e3
% 67.10/31.91  																																						|
% 67.10/31.91  																																							| Equations (532) can reduce 407 to:
% 67.10/31.91  																																							| (266) $false
% 67.10/31.91  																																							|
% 67.10/31.91  																																							|-The branch is then unsatisfiable
% 67.10/31.91  																																				|-Branch two:
% 67.10/31.91  																																				| (411)  ~ (all_0_50_50 = e3)
% 67.10/31.91  																																				| (418) all_0_51_51 = e3 | all_0_53_53 = e3
% 67.10/31.91  																																				|
% 67.10/31.91  																																					+-Applying beta-rule and splitting (241), into two cases.
% 67.10/31.91  																																					|-Branch one:
% 67.10/31.91  																																					| (378) all_0_50_50 = e2
% 67.10/31.91  																																					|
% 67.10/31.91  																																						| Equations (378) can reduce 302 to:
% 67.10/31.91  																																						| (266) $false
% 67.10/31.91  																																						|
% 67.10/31.91  																																						|-The branch is then unsatisfiable
% 67.10/31.91  																																					|-Branch two:
% 67.10/31.91  																																					| (302)  ~ (all_0_50_50 = e2)
% 67.10/31.91  																																					| (422) all_0_50_50 = e4 | all_0_50_50 = e3 | all_0_50_50 = e1
% 67.10/31.91  																																					|
% 67.10/31.91  																																						+-Applying beta-rule and splitting (422), into two cases.
% 67.10/31.91  																																						|-Branch one:
% 67.10/31.91  																																						| (775) all_0_50_50 = e4
% 67.10/31.91  																																						|
% 67.10/31.91  																																							| Equations (775) can reduce 566 to:
% 67.10/31.91  																																							| (266) $false
% 67.10/31.91  																																							|
% 67.10/31.91  																																							|-The branch is then unsatisfiable
% 67.10/31.91  																																						|-Branch two:
% 67.10/31.91  																																						| (566)  ~ (all_0_50_50 = e4)
% 67.10/31.91  																																						| (1444) all_0_50_50 = e3 | all_0_50_50 = e1
% 67.10/31.91  																																						|
% 67.10/31.91  																																							+-Applying beta-rule and splitting (1444), into two cases.
% 67.10/31.91  																																							|-Branch one:
% 67.10/31.91  																																							| (601) all_0_50_50 = e1
% 67.10/31.91  																																							|
% 67.10/31.91  																																								| Equations (601) can reduce 221 to:
% 67.10/31.91  																																								| (457)  ~ (all_0_41_41 = e1)
% 67.10/31.91  																																								|
% 67.10/31.91  																																								| Equations (601) can reduce 121 to:
% 67.10/31.91  																																								| (233)  ~ (e1 = e0)
% 67.10/31.91  																																								|
% 67.10/31.91  																																								| From (601) and (242) follows:
% 67.10/31.91  																																								| (2235) op(e1, e3) = e1
% 67.10/31.91  																																								|
% 67.10/31.91  																																								+-Applying beta-rule and splitting (103), into two cases.
% 67.10/31.91  																																								|-Branch one:
% 67.10/31.91  																																								| (453) all_0_41_41 = e1
% 67.10/31.91  																																								|
% 67.10/31.91  																																									| Equations (453) can reduce 457 to:
% 67.10/31.91  																																									| (266) $false
% 67.10/31.91  																																									|
% 67.10/31.91  																																									|-The branch is then unsatisfiable
% 67.10/31.91  																																								|-Branch two:
% 67.10/31.91  																																								| (457)  ~ (all_0_41_41 = e1)
% 67.10/31.91  																																								| (458) all_0_42_42 = e1 | all_0_43_43 = e1 | all_0_44_44 = e1
% 67.10/31.91  																																								|
% 67.10/31.91  																																									+-Applying beta-rule and splitting (418), into two cases.
% 67.10/31.91  																																									|-Branch one:
% 67.10/31.91  																																									| (660) all_0_51_51 = e3
% 67.10/31.91  																																									|
% 67.10/31.91  																																										| Equations (660) can reduce 6 to:
% 67.10/31.91  																																										| (1114)  ~ (all_0_53_53 = e3)
% 67.10/31.91  																																										|
% 67.10/31.91  																																										| Simplifying 1114 yields:
% 67.10/31.91  																																										| (903)  ~ (all_0_53_53 = e3)
% 67.10/31.91  																																										|
% 67.10/31.91  																																										+-Applying beta-rule and splitting (458), into two cases.
% 67.10/31.91  																																										|-Branch one:
% 67.10/31.91  																																										| (459) all_0_42_42 = e1
% 67.10/31.91  																																										|
% 67.10/31.91  																																											| Equations (459) can reduce 1380 to:
% 67.10/31.91  																																											| (266) $false
% 67.10/31.91  																																											|
% 67.10/31.91  																																											|-The branch is then unsatisfiable
% 67.10/31.91  																																										|-Branch two:
% 67.10/31.91  																																										| (1380)  ~ (all_0_42_42 = e1)
% 67.10/31.91  																																										| (1381) all_0_43_43 = e1 | all_0_44_44 = e1
% 67.10/31.91  																																										|
% 67.10/31.91  																																											+-Applying beta-rule and splitting (1381), into two cases.
% 67.10/31.91  																																											|-Branch one:
% 67.10/31.91  																																											| (430) all_0_43_43 = e1
% 67.10/31.91  																																											|
% 67.10/31.91  																																												| Combining equations (430,356) yields a new equation:
% 67.10/31.91  																																												| (546) e1 = e0
% 67.10/31.91  																																												|
% 67.10/31.91  																																												| Simplifying 546 yields:
% 67.10/31.91  																																												| (431) e1 = e0
% 67.10/31.91  																																												|
% 67.10/31.91  																																												| Equations (431) can reduce 233 to:
% 67.10/31.91  																																												| (266) $false
% 67.10/31.91  																																												|
% 67.10/31.91  																																												|-The branch is then unsatisfiable
% 67.10/31.91  																																											|-Branch two:
% 67.10/31.91  																																											| (433)  ~ (all_0_43_43 = e1)
% 67.10/31.91  																																											| (635) all_0_44_44 = e1
% 67.10/31.91  																																											|
% 67.10/31.91  																																												| Equations (635) can reduce 220 to:
% 67.10/31.91  																																												| (1458)  ~ (all_0_53_53 = e1)
% 67.10/31.91  																																												|
% 67.10/31.91  																																												| Simplifying 1458 yields:
% 67.10/31.91  																																												| (1459)  ~ (all_0_53_53 = e1)
% 67.10/31.91  																																												|
% 67.10/31.91  																																												| Equations (635) can reduce 360 to:
% 67.10/31.91  																																												| (233)  ~ (e1 = e0)
% 67.10/31.91  																																												|
% 67.10/31.91  																																												| From (635) and (138) follows:
% 67.10/31.91  																																												| (1423) op(e3, e0) = e1
% 67.10/31.91  																																												|
% 67.10/31.91  																																												+-Applying beta-rule and splitting (196), into two cases.
% 67.10/31.91  																																												|-Branch one:
% 67.10/31.91  																																												| (607) all_0_53_53 = e2
% 67.10/31.91  																																												|
% 67.10/31.91  																																													| Equations (607) can reduce 509 to:
% 67.10/31.91  																																													| (266) $false
% 67.10/31.91  																																													|
% 67.10/31.91  																																													|-The branch is then unsatisfiable
% 67.10/31.91  																																												|-Branch two:
% 67.10/31.91  																																												| (509)  ~ (all_0_53_53 = e2)
% 67.10/31.91  																																												| (610) all_0_53_53 = e4 | all_0_53_53 = e3 | all_0_53_53 = e1
% 67.10/31.91  																																												|
% 67.10/31.91  																																													+-Applying beta-rule and splitting (610), into two cases.
% 67.10/31.91  																																													|-Branch one:
% 67.10/31.91  																																													| (1298) all_0_53_53 = e4
% 67.10/31.91  																																													|
% 67.10/31.91  																																														| From (1298) and (84) follows:
% 67.10/31.91  																																														| (5692) op(e1, e0) = e4
% 67.10/31.91  																																														|
% 67.10/31.91  																																														+-Applying beta-rule and splitting (56), into two cases.
% 67.10/31.91  																																														|-Branch one:
% 67.10/31.91  																																														| (696) unit = e2
% 67.10/31.91  																																														|
% 67.10/31.91  																																															| From (696) and (244) follows:
% 67.10/31.91  																																															| (264) op(e2, e4) = e4
% 67.10/31.91  																																															|
% 67.10/31.91  																																															| From (696) and (211) follows:
% 67.10/31.91  																																															| (1612) op(e2, e1) = e1
% 67.10/31.91  																																															|
% 67.10/31.91  																																															| From (696) and (209) follows:
% 67.10/31.91  																																															| (7585) op(e2, e0) = e0
% 67.10/31.91  																																															|
% 67.10/31.91  																																															| From (696) and (227) follows:
% 67.10/31.91  																																															| (4284) op(e4, e2) = e4
% 67.10/31.91  																																															|
% 67.10/31.91  																																															| Instantiating formula (29) with e4, e2, e4, e2 and discharging atoms op(e4, e2) = e4, op(e4, e2) = e2, yields:
% 67.10/31.91  																																															| (323) e4 = e2
% 67.10/31.91  																																															|
% 67.10/31.91  																																															| Instantiating formula (29) with e2, e4, e4, e3 and discharging atoms op(e2, e4) = e4, op(e2, e4) = e3, yields:
% 67.10/31.91  																																															| (425) e4 = e3
% 67.10/31.91  																																															|
% 67.10/31.91  																																															| Instantiating formula (29) with e2, e1, e1, e4 and discharging atoms op(e2, e1) = e4, op(e2, e1) = e1, yields:
% 67.10/31.91  																																															| (630) e4 = e1
% 67.10/31.91  																																															|
% 67.10/31.91  																																															| Instantiating formula (29) with e2, e0, e0, e2 and discharging atoms op(e2, e0) = e2, op(e2, e0) = e0, yields:
% 67.10/31.91  																																															| (330) e2 = e0
% 67.10/31.91  																																															|
% 67.10/31.91  																																															| Combining equations (630,425) yields a new equation:
% 67.10/31.91  																																															| (455) e3 = e1
% 67.10/31.91  																																															|
% 67.10/31.91  																																															| Combining equations (323,425) yields a new equation:
% 67.10/31.91  																																															| (662) e3 = e2
% 67.10/31.91  																																															|
% 67.10/31.91  																																															| Combining equations (662,455) yields a new equation:
% 67.10/31.91  																																															| (616) e2 = e1
% 67.10/31.91  																																															|
% 67.10/31.91  																																															| Simplifying 616 yields:
% 67.10/31.91  																																															| (617) e2 = e1
% 67.10/31.91  																																															|
% 67.10/31.91  																																															| Combining equations (330,617) yields a new equation:
% 67.10/31.91  																																															| (431) e1 = e0
% 67.10/31.91  																																															|
% 67.10/31.91  																																															| Equations (431) can reduce 233 to:
% 67.10/31.91  																																															| (266) $false
% 67.10/31.91  																																															|
% 67.10/31.91  																																															|-The branch is then unsatisfiable
% 67.10/31.91  																																														|-Branch two:
% 67.10/31.91  																																														| (707)  ~ (unit = e2)
% 67.10/31.91  																																														| (708) unit = e4 | unit = e3 | unit = e1 | unit = e0
% 67.10/31.91  																																														|
% 67.10/31.91  																																															+-Applying beta-rule and splitting (708), into two cases.
% 67.10/31.91  																																															|-Branch one:
% 67.10/31.91  																																															| (709) unit = e4
% 67.10/31.91  																																															|
% 67.10/31.91  																																																| From (709) and (24) follows:
% 67.10/31.91  																																																| (33325) op(e4, e3) = e3
% 67.10/31.91  																																																|
% 67.10/31.91  																																																| From (709) and (211) follows:
% 67.10/31.91  																																																| (22527) op(e4, e1) = e1
% 67.10/31.91  																																																|
% 67.10/31.91  																																																| From (709) and (32) follows:
% 67.10/31.91  																																																| (712) op(e2, e4) = e2
% 67.10/31.91  																																																|
% 67.10/31.91  																																																| From (709) and (42) follows:
% 67.10/31.91  																																																| (713) op(e0, e4) = e0
% 67.10/31.91  																																																|
% 67.10/31.91  																																																| Instantiating formula (29) with e4, e3, e3, e4 and discharging atoms op(e4, e3) = e4, op(e4, e3) = e3, yields:
% 67.10/31.91  																																																| (425) e4 = e3
% 67.10/31.91  																																																|
% 67.10/31.91  																																																| Instantiating formula (29) with e4, e1, e1, e3 and discharging atoms op(e4, e1) = e3, op(e4, e1) = e1, yields:
% 67.10/31.91  																																																| (455) e3 = e1
% 67.10/31.91  																																																|
% 67.10/31.91  																																																| Instantiating formula (29) with e2, e4, e2, e3 and discharging atoms op(e2, e4) = e3, op(e2, e4) = e2, yields:
% 67.10/31.91  																																																| (662) e3 = e2
% 67.10/31.91  																																																|
% 67.10/31.91  																																																| Instantiating formula (29) with e0, e4, e0, e4 and discharging atoms op(e0, e4) = e4, op(e0, e4) = e0, yields:
% 67.10/31.91  																																																| (397) e4 = e0
% 67.10/31.91  																																																|
% 67.10/31.91  																																																| Combining equations (425,397) yields a new equation:
% 67.10/31.91  																																																| (675) e3 = e0
% 67.10/31.91  																																																|
% 67.10/31.91  																																																| Simplifying 675 yields:
% 67.10/31.91  																																																| (676) e3 = e0
% 67.10/31.91  																																																|
% 67.10/31.91  																																																| Combining equations (676,662) yields a new equation:
% 67.10/31.91  																																																| (330) e2 = e0
% 67.10/31.91  																																																|
% 67.10/31.91  																																																| Combining equations (455,662) yields a new equation:
% 67.10/31.91  																																																| (617) e2 = e1
% 67.10/31.91  																																																|
% 67.10/31.91  																																																| Combining equations (617,330) yields a new equation:
% 67.10/31.91  																																																| (546) e1 = e0
% 67.10/31.91  																																																|
% 67.10/31.91  																																																| Simplifying 546 yields:
% 67.10/31.91  																																																| (431) e1 = e0
% 67.10/31.91  																																																|
% 67.10/31.91  																																																| Equations (431) can reduce 233 to:
% 67.10/31.91  																																																| (266) $false
% 67.10/31.91  																																																|
% 67.10/31.91  																																																|-The branch is then unsatisfiable
% 67.10/31.91  																																															|-Branch two:
% 67.10/31.91  																																															| (724)  ~ (unit = e4)
% 67.10/31.91  																																															| (725) unit = e3 | unit = e1 | unit = e0
% 67.10/31.91  																																															|
% 67.10/31.91  																																																+-Applying beta-rule and splitting (725), into two cases.
% 67.10/31.91  																																																|-Branch one:
% 67.10/31.91  																																																| (726) unit = e0
% 67.10/31.91  																																																|
% 67.10/31.91  																																																	| From (726) and (40) follows:
% 67.10/31.91  																																																	| (1639) op(e3, e0) = e3
% 67.10/31.91  																																																	|
% 67.10/31.91  																																																	| From (726) and (42) follows:
% 67.10/31.91  																																																	| (728) op(e0, e0) = e0
% 67.10/31.91  																																																	|
% 67.10/31.91  																																																	| Instantiating formula (29) with e3, e0, e3, e1 and discharging atoms op(e3, e0) = e3, op(e3, e0) = e1, yields:
% 67.10/31.91  																																																	| (455) e3 = e1
% 67.10/31.91  																																																	|
% 67.10/31.91  																																																	| Instantiating formula (29) with e0, e0, e0, e3 and discharging atoms op(e0, e0) = e3, op(e0, e0) = e0, yields:
% 67.10/31.91  																																																	| (676) e3 = e0
% 67.10/31.91  																																																	|
% 67.10/31.91  																																																	| Combining equations (455,676) yields a new equation:
% 67.10/31.91  																																																	| (546) e1 = e0
% 67.10/31.91  																																																	|
% 67.10/31.91  																																																	| Simplifying 546 yields:
% 67.10/31.91  																																																	| (431) e1 = e0
% 67.10/31.91  																																																	|
% 67.10/31.91  																																																	| Equations (431) can reduce 233 to:
% 67.10/31.91  																																																	| (266) $false
% 67.10/31.91  																																																	|
% 67.10/31.91  																																																	|-The branch is then unsatisfiable
% 67.10/31.91  																																																|-Branch two:
% 67.10/31.91  																																																| (734)  ~ (unit = e0)
% 67.10/31.91  																																																| (735) unit = e3 | unit = e1
% 67.10/31.91  																																																|
% 67.10/31.91  																																																	+-Applying beta-rule and splitting (735), into two cases.
% 67.10/31.91  																																																	|-Branch one:
% 67.10/31.91  																																																	| (736) unit = e1
% 67.10/31.91  																																																	|
% 67.10/31.91  																																																		| Equations (736) can reduce 734 to:
% 67.10/31.91  																																																		| (233)  ~ (e1 = e0)
% 67.10/31.91  																																																		|
% 67.10/31.91  																																																		| From (736) and (24) follows:
% 67.10/31.91  																																																		| (1934) op(e1, e3) = e3
% 67.10/31.91  																																																		|
% 67.10/31.91  																																																		| From (736) and (209) follows:
% 67.10/31.91  																																																		| (2715) op(e1, e0) = e0
% 67.10/31.91  																																																		|
% 67.10/31.91  																																																		| From (736) and (227) follows:
% 67.10/31.91  																																																		| (739) op(e4, e1) = e4
% 67.10/31.91  																																																		|
% 67.10/31.91  																																																		| From (736) and (32) follows:
% 67.10/31.91  																																																		| (347) op(e2, e1) = e2
% 67.10/31.91  																																																		|
% 67.10/31.91  																																																		| Instantiating formula (29) with e4, e1, e4, e3 and discharging atoms op(e4, e1) = e4, op(e4, e1) = e3, yields:
% 67.10/31.91  																																																		| (425) e4 = e3
% 67.10/31.91  																																																		|
% 67.10/31.91  																																																		| Instantiating formula (29) with e2, e1, e2, e4 and discharging atoms op(e2, e1) = e4, op(e2, e1) = e2, yields:
% 67.10/31.91  																																																		| (323) e4 = e2
% 67.10/31.91  																																																		|
% 67.10/31.91  																																																		| Instantiating formula (29) with e1, e3, e3, e1 and discharging atoms op(e1, e3) = e3, op(e1, e3) = e1, yields:
% 67.10/31.91  																																																		| (455) e3 = e1
% 67.10/31.91  																																																		|
% 67.10/31.91  																																																		| Instantiating formula (29) with e1, e0, e0, e4 and discharging atoms op(e1, e0) = e4, op(e1, e0) = e0, yields:
% 67.10/31.91  																																																		| (397) e4 = e0
% 67.10/31.91  																																																		|
% 67.10/31.91  																																																		| Combining equations (397,323) yields a new equation:
% 67.10/31.91  																																																		| (330) e2 = e0
% 67.10/31.91  																																																		|
% 67.10/31.91  																																																		| Combining equations (425,323) yields a new equation:
% 67.10/31.91  																																																		| (661) e3 = e2
% 67.10/31.91  																																																		|
% 67.10/31.91  																																																		| Simplifying 661 yields:
% 67.10/31.91  																																																		| (662) e3 = e2
% 67.10/31.91  																																																		|
% 67.10/31.91  																																																		| Combining equations (662,455) yields a new equation:
% 67.10/31.91  																																																		| (616) e2 = e1
% 67.10/31.91  																																																		|
% 67.10/31.91  																																																		| Simplifying 616 yields:
% 67.10/31.91  																																																		| (617) e2 = e1
% 67.10/31.91  																																																		|
% 67.10/31.91  																																																		| Combining equations (617,330) yields a new equation:
% 67.10/31.91  																																																		| (546) e1 = e0
% 67.10/31.91  																																																		|
% 67.10/31.91  																																																		| Simplifying 546 yields:
% 67.10/31.91  																																																		| (431) e1 = e0
% 67.10/31.91  																																																		|
% 67.10/31.91  																																																		| Equations (431) can reduce 233 to:
% 67.10/31.91  																																																		| (266) $false
% 67.10/31.91  																																																		|
% 67.10/31.91  																																																		|-The branch is then unsatisfiable
% 67.10/31.91  																																																	|-Branch two:
% 67.10/31.91  																																																	| (748)  ~ (unit = e1)
% 67.10/31.91  																																																	| (749) unit = e3
% 67.10/31.91  																																																	|
% 67.10/31.91  																																																		| From (749) and (209) follows:
% 67.10/31.91  																																																		| (1667) op(e3, e0) = e0
% 67.10/31.92  																																																		|
% 67.10/31.92  																																																		| Instantiating formula (29) with e3, e0, e0, e1 and discharging atoms op(e3, e0) = e1, op(e3, e0) = e0, yields:
% 67.10/31.92  																																																		| (431) e1 = e0
% 67.10/31.92  																																																		|
% 67.10/31.92  																																																		| Equations (431) can reduce 233 to:
% 67.10/31.92  																																																		| (266) $false
% 67.10/31.92  																																																		|
% 67.10/31.92  																																																		|-The branch is then unsatisfiable
% 67.10/31.92  																																													|-Branch two:
% 67.10/31.92  																																													| (1453)  ~ (all_0_53_53 = e4)
% 67.10/31.92  																																													| (1694) all_0_53_53 = e3 | all_0_53_53 = e1
% 67.10/31.92  																																													|
% 67.10/31.92  																																														+-Applying beta-rule and splitting (1694), into two cases.
% 67.10/31.92  																																														|-Branch one:
% 67.10/31.92  																																														| (1208) all_0_53_53 = e1
% 67.10/31.92  																																														|
% 67.10/31.92  																																															| Equations (1208) can reduce 1459 to:
% 67.10/31.92  																																															| (266) $false
% 67.10/31.92  																																															|
% 67.10/31.92  																																															|-The branch is then unsatisfiable
% 67.10/31.92  																																														|-Branch two:
% 67.10/31.92  																																														| (1459)  ~ (all_0_53_53 = e1)
% 67.10/31.92  																																														| (665) all_0_53_53 = e3
% 67.10/31.92  																																														|
% 67.10/31.92  																																															| Equations (665) can reduce 903 to:
% 67.10/31.92  																																															| (266) $false
% 67.10/31.92  																																															|
% 67.10/31.92  																																															|-The branch is then unsatisfiable
% 67.10/31.92  																																									|-Branch two:
% 67.10/31.92  																																									| (664)  ~ (all_0_51_51 = e3)
% 67.10/31.92  																																									| (665) all_0_53_53 = e3
% 67.10/31.92  																																									|
% 67.10/31.92  																																										| Equations (665) can reduce 903 to:
% 67.10/31.92  																																										| (266) $false
% 67.10/31.92  																																										|
% 67.10/31.92  																																										|-The branch is then unsatisfiable
% 67.10/31.92  																																							|-Branch two:
% 67.10/31.92  																																							| (759)  ~ (all_0_50_50 = e1)
% 67.10/31.92  																																							| (415) all_0_50_50 = e3
% 67.10/31.92  																																							|
% 67.10/31.92  																																								| Equations (415) can reduce 411 to:
% 67.10/31.92  																																								| (266) $false
% 67.10/31.92  																																								|
% 67.10/31.92  																																								|-The branch is then unsatisfiable
% 67.10/31.92  																																	|-Branch two:
% 67.10/31.92  																																	| (828)  ~ (all_0_56_56 = e0)
% 67.10/31.92  																																	| (924) all_0_57_57 = e0 | all_0_58_58 = e0
% 67.10/31.92  																																	|
% 67.10/31.92  																																		+-Applying beta-rule and splitting (104), into two cases.
% 67.10/31.92  																																		|-Branch one:
% 67.10/31.92  																																		| (480) all_0_39_39 = e0
% 67.10/31.92  																																		|
% 67.10/31.92  																																			| Combining equations (480,317) yields a new equation:
% 67.10/31.92  																																			| (330) e2 = e0
% 67.10/31.92  																																			|
% 67.10/31.92  																																			| Equations (330) can reduce 128 to:
% 67.10/31.92  																																			| (266) $false
% 67.10/31.92  																																			|
% 67.10/31.92  																																			|-The branch is then unsatisfiable
% 67.10/31.92  																																		|-Branch two:
% 67.10/31.92  																																		| (484)  ~ (all_0_39_39 = e0)
% 67.10/31.92  																																		| (558) all_0_42_42 = e0 | all_0_47_47 = e0 | all_0_56_56 = e0
% 67.10/31.92  																																		|
% 67.10/31.92  																																			+-Applying beta-rule and splitting (558), into two cases.
% 67.10/31.92  																																			|-Branch one:
% 67.10/31.92  																																			| (559) all_0_42_42 = e0
% 67.10/31.92  																																			|
% 67.10/31.92  																																				| Equations (559) can reduce 358 to:
% 67.10/31.92  																																				| (266) $false
% 67.10/31.92  																																				|
% 67.10/31.92  																																				|-The branch is then unsatisfiable
% 67.10/31.92  																																			|-Branch two:
% 67.10/31.92  																																			| (358)  ~ (all_0_42_42 = e0)
% 67.10/31.92  																																			| (563) all_0_47_47 = e0 | all_0_56_56 = e0
% 67.10/31.92  																																			|
% 67.10/31.92  																																				+-Applying beta-rule and splitting (563), into two cases.
% 67.10/31.92  																																				|-Branch one:
% 67.10/31.92  																																				| (674) all_0_47_47 = e0
% 67.10/31.92  																																				|
% 67.10/31.92  																																					| Combining equations (654,674) yields a new equation:
% 67.10/31.92  																																					| (546) e1 = e0
% 67.10/31.92  																																					|
% 67.10/31.92  																																					| Simplifying 546 yields:
% 67.10/31.92  																																					| (431) e1 = e0
% 67.10/31.92  																																					|
% 67.10/31.92  																																					| Equations (431) can reduce 233 to:
% 67.10/31.92  																																					| (266) $false
% 67.10/31.92  																																					|
% 67.10/31.92  																																					|-The branch is then unsatisfiable
% 67.10/31.92  																																				|-Branch two:
% 67.10/31.92  																																				| (678)  ~ (all_0_47_47 = e0)
% 67.10/31.92  																																				| (679) all_0_56_56 = e0
% 67.10/31.92  																																				|
% 67.10/31.92  																																					| Equations (679) can reduce 828 to:
% 67.10/31.92  																																					| (266) $false
% 67.10/31.92  																																					|
% 67.10/31.92  																																					|-The branch is then unsatisfiable
% 67.10/31.92  																														|-Branch two:
% 67.10/31.92  																														| (819) all_0_47_47 = e0 & all_0_58_58 = e2 &  ~ (all_0_49_49 = e2)
% 67.10/31.92  																														|
% 67.10/31.92  																															| Applying alpha-rule on (819) yields:
% 67.10/31.92  																															| (674) all_0_47_47 = e0
% 67.10/31.92  																															| (624) all_0_58_58 = e2
% 67.10/31.92  																															| (340)  ~ (all_0_49_49 = e2)
% 67.10/31.92  																															|
% 67.10/31.92  																															| Equations (624) can reduce 908 to:
% 67.10/31.92  																															| (266) $false
% 67.10/31.92  																															|
% 67.10/31.92  																															|-The branch is then unsatisfiable
% 67.10/31.92  																													|-Branch two:
% 67.10/31.92  																													| (825) all_0_47_47 = e0 & all_0_58_58 = e2 &  ~ (all_0_56_56 = e0)
% 67.10/31.92  																													|
% 67.10/31.92  																														| Applying alpha-rule on (825) yields:
% 67.10/31.92  																														| (674) all_0_47_47 = e0
% 67.10/31.92  																														| (624) all_0_58_58 = e2
% 67.10/31.92  																														| (828)  ~ (all_0_56_56 = e0)
% 67.10/31.92  																														|
% 67.10/31.92  																														| Equations (624) can reduce 908 to:
% 67.10/31.92  																														| (266) $false
% 67.10/31.92  																														|
% 67.10/31.92  																														|-The branch is then unsatisfiable
% 67.10/31.92  																										|-Branch two:
% 67.10/31.92  																										| (831)  ~ (all_0_46_46 = e0)
% 67.10/31.92  																										| (858) all_0_55_55 = e0
% 67.10/31.92  																										|
% 67.10/31.92  																											| Combining equations (386,858) yields a new equation:
% 67.10/31.92  																											| (391) e2 = e0
% 67.10/31.92  																											|
% 67.10/31.92  																											| Simplifying 391 yields:
% 67.10/31.92  																											| (330) e2 = e0
% 67.10/31.92  																											|
% 67.10/31.92  																											| Equations (330) can reduce 128 to:
% 67.10/31.92  																											| (266) $false
% 67.10/31.92  																											|
% 67.10/31.92  																											|-The branch is then unsatisfiable
% 67.10/31.92  																			|-Branch two:
% 67.10/31.92  																			| (5470)  ~ (all_0_43_43 = e0)
% 67.10/31.92  																			| (5471) all_0_48_48 = e0 | all_0_57_57 = e0
% 67.10/31.92  																			|
% 67.10/31.92  																				+-Applying beta-rule and splitting (6374), into two cases.
% 67.10/31.92  																				|-Branch one:
% 67.10/31.92  																				| (356) all_0_43_43 = e0
% 67.10/31.92  																				|
% 67.10/31.92  																					| Equations (356) can reduce 5470 to:
% 67.10/31.92  																					| (266) $false
% 67.10/31.92  																					|
% 67.10/31.92  																					|-The branch is then unsatisfiable
% 67.10/31.92  																				|-Branch two:
% 67.10/31.92  																				| (5470)  ~ (all_0_43_43 = e0)
% 67.10/31.92  																				| (430) all_0_43_43 = e1
% 67.10/31.92  																				|
% 67.10/31.92  																					| Equations (430) can reduce 31 to:
% 67.10/31.92  																					| (457)  ~ (all_0_41_41 = e1)
% 67.10/31.92  																					|
% 67.10/31.92  																					| Equations (430) can reduce 240 to:
% 67.10/31.92  																					| (1380)  ~ (all_0_42_42 = e1)
% 67.10/31.92  																					|
% 67.10/31.92  																					| Equations (430) can reduce 159 to:
% 67.10/31.92  																					| (4057)  ~ (all_0_44_44 = e1)
% 67.10/31.92  																					|
% 67.10/31.92  																					| Simplifying 4057 yields:
% 67.10/31.92  																					| (639)  ~ (all_0_44_44 = e1)
% 67.10/31.92  																					|
% 67.10/31.92  																					+-Applying beta-rule and splitting (5471), into two cases.
% 67.10/31.92  																					|-Branch one:
% 67.10/31.92  																					| (1279) all_0_48_48 = e0
% 67.10/31.92  																					|
% 67.10/31.92  																						| Combining equations (943,1279) yields a new equation:
% 67.10/31.92  																						| (481) e4 = e0
% 67.10/31.92  																						|
% 67.10/31.92  																						| Simplifying 481 yields:
% 67.10/31.92  																						| (397) e4 = e0
% 67.10/31.92  																						|
% 67.10/31.92  																						| Equations (397) can reduce 49 to:
% 67.10/31.92  																						| (266) $false
% 67.10/31.92  																						|
% 67.10/31.92  																						|-The branch is then unsatisfiable
% 67.10/31.92  																					|-Branch two:
% 67.10/31.92  																					| (1283)  ~ (all_0_48_48 = e0)
% 67.10/31.92  																					| (875) all_0_57_57 = e0
% 67.10/31.92  																					|
% 67.10/31.92  																						| Equations (875) can reduce 140 to:
% 67.10/31.92  																						| (828)  ~ (all_0_56_56 = e0)
% 67.10/31.92  																						|
% 67.10/31.92  																						| Equations (875) can reduce 148 to:
% 67.10/31.92  																						| (490)  ~ (all_0_58_58 = e0)
% 67.10/31.92  																						|
% 67.10/31.92  																						| Simplifying 490 yields:
% 67.10/31.92  																						| (491)  ~ (all_0_58_58 = e0)
% 67.10/31.92  																						|
% 67.10/31.92  																						+-Applying beta-rule and splitting (165), into two cases.
% 67.10/31.92  																						|-Branch one:
% 67.10/31.92  																						| (794) all_0_41_41 = e0
% 67.10/31.92  																						|
% 67.10/31.92  																							| Equations (794) can reduce 214 to:
% 67.10/31.92  																							| (5565)  ~ (all_0_42_42 = e0)
% 67.10/31.92  																							|
% 67.10/31.92  																							| Simplifying 5565 yields:
% 67.10/31.92  																							| (358)  ~ (all_0_42_42 = e0)
% 67.10/31.92  																							|
% 67.10/31.92  																							| Equations (794) can reduce 149 to:
% 67.10/31.92  																							| (359)  ~ (all_0_44_44 = e0)
% 67.10/31.92  																							|
% 67.10/31.92  																							| Simplifying 359 yields:
% 67.10/31.92  																							| (360)  ~ (all_0_44_44 = e0)
% 67.10/31.92  																							|
% 67.10/31.92  																							| Equations (794) can reduce 85 to:
% 67.10/31.92  																							| (365)  ~ (e2 = e0)
% 67.10/31.92  																							|
% 67.10/31.92  																							| Simplifying 365 yields:
% 67.10/31.92  																							| (128)  ~ (e2 = e0)
% 67.10/31.92  																							|
% 67.10/31.92  																							| From (794) and (219) follows:
% 67.10/31.92  																							| (5573) op(e3, e3) = e0
% 67.10/31.92  																							|
% 67.10/31.92  																							+-Applying beta-rule and splitting (104), into two cases.
% 67.10/31.92  																							|-Branch one:
% 67.10/31.92  																							| (480) all_0_39_39 = e0
% 67.10/31.92  																							|
% 67.10/31.92  																								| Combining equations (480,317) yields a new equation:
% 67.10/31.92  																								| (330) e2 = e0
% 67.10/31.92  																								|
% 67.10/31.92  																								| Equations (330) can reduce 128 to:
% 67.10/31.92  																								| (266) $false
% 67.10/31.92  																								|
% 67.10/31.92  																								|-The branch is then unsatisfiable
% 67.10/31.92  																							|-Branch two:
% 67.10/31.92  																							| (484)  ~ (all_0_39_39 = e0)
% 67.10/31.92  																							| (558) all_0_42_42 = e0 | all_0_47_47 = e0 | all_0_56_56 = e0
% 67.10/31.92  																							|
% 67.10/31.92  																								+-Applying beta-rule and splitting (123), into two cases.
% 67.10/31.92  																								|-Branch one:
% 67.10/31.92  																								| (1794) all_0_46_46 = e2
% 67.10/31.92  																								|
% 67.10/31.92  																									| Equations (1794) can reduce 300 to:
% 67.10/31.92  																									| (266) $false
% 67.10/31.92  																									|
% 67.10/31.92  																									|-The branch is then unsatisfiable
% 67.10/31.92  																								|-Branch two:
% 67.10/31.92  																								| (300)  ~ (all_0_46_46 = e2)
% 67.10/31.92  																								| (1797) all_0_46_46 = e4 | all_0_46_46 = e3 | all_0_46_46 = e1 | all_0_46_46 = e0
% 67.10/31.92  																								|
% 67.10/31.92  																									+-Applying beta-rule and splitting (558), into two cases.
% 67.10/31.92  																									|-Branch one:
% 67.10/31.92  																									| (559) all_0_42_42 = e0
% 67.10/31.92  																									|
% 67.10/31.92  																										| Equations (559) can reduce 358 to:
% 67.10/31.92  																										| (266) $false
% 67.10/31.92  																										|
% 67.10/31.92  																										|-The branch is then unsatisfiable
% 67.10/31.92  																									|-Branch two:
% 67.10/31.92  																									| (358)  ~ (all_0_42_42 = e0)
% 67.10/31.92  																									| (563) all_0_47_47 = e0 | all_0_56_56 = e0
% 67.10/31.92  																									|
% 67.10/31.92  																										+-Applying beta-rule and splitting (563), into two cases.
% 67.10/31.92  																										|-Branch one:
% 67.10/31.92  																										| (674) all_0_47_47 = e0
% 67.10/31.92  																										|
% 67.10/31.92  																											| Equations (674) can reduce 19 to:
% 67.10/31.92  																											| (831)  ~ (all_0_46_46 = e0)
% 67.10/31.92  																											|
% 67.10/31.92  																											| Equations (674) can reduce 91 to:
% 67.10/31.92  																											| (1181)  ~ (all_0_56_56 = e0)
% 67.10/31.92  																											|
% 67.10/31.92  																											| Simplifying 1181 yields:
% 67.10/31.92  																											| (828)  ~ (all_0_56_56 = e0)
% 67.10/31.92  																											|
% 67.10/31.92  																											| Equations (674) can reduce 252 to:
% 67.10/31.92  																											| (401)  ~ (e4 = e0)
% 67.10/31.92  																											|
% 67.10/31.92  																											| Simplifying 401 yields:
% 67.10/31.92  																											| (49)  ~ (e4 = e0)
% 67.10/31.92  																											|
% 67.10/31.92  																											| Equations (674) can reduce 1091 to:
% 67.10/31.92  																											| (541)  ~ (e3 = e0)
% 67.10/31.92  																											|
% 67.10/31.92  																											| Simplifying 541 yields:
% 67.10/31.92  																											| (80)  ~ (e3 = e0)
% 67.10/31.92  																											|
% 67.10/31.92  																											+-Applying beta-rule and splitting (1797), into two cases.
% 67.10/31.92  																											|-Branch one:
% 67.10/31.92  																											| (770) all_0_46_46 = e4
% 67.10/31.92  																											|
% 67.10/31.92  																												| Equations (770) can reduce 250 to:
% 67.10/31.92  																												| (266) $false
% 67.10/31.92  																												|
% 67.10/31.92  																												|-The branch is then unsatisfiable
% 67.10/31.92  																											|-Branch two:
% 67.10/31.92  																											| (250)  ~ (all_0_46_46 = e4)
% 67.10/31.92  																											| (1801) all_0_46_46 = e3 | all_0_46_46 = e1 | all_0_46_46 = e0
% 67.10/31.92  																											|
% 67.10/31.92  																												+-Applying beta-rule and splitting (135), into two cases.
% 67.10/31.92  																												|-Branch one:
% 67.10/31.92  																												| (545) all_0_46_46 = e1
% 67.10/31.92  																												|
% 67.10/31.92  																													| Equations (545) can reduce 409 to:
% 67.10/31.92  																													| (467)  ~ (e3 = e1)
% 67.10/31.92  																													|
% 67.10/31.92  																													| Simplifying 467 yields:
% 67.10/31.92  																													| (213)  ~ (e3 = e1)
% 67.10/31.92  																													|
% 67.10/31.92  																													| Equations (545) can reduce 300 to:
% 67.10/31.92  																													| (604)  ~ (e2 = e1)
% 67.10/31.92  																													|
% 67.10/31.92  																													| Simplifying 604 yields:
% 67.10/31.92  																													| (122)  ~ (e2 = e1)
% 67.10/31.92  																													|
% 67.10/31.92  																													| Equations (545) can reduce 831 to:
% 67.10/31.92  																													| (233)  ~ (e1 = e0)
% 67.10/31.92  																													|
% 67.10/31.92  																													+-Applying beta-rule and splitting (144), into two cases.
% 67.10/31.92  																													|-Branch one:
% 67.10/31.92  																													| (403) all_0_41_41 = e3
% 67.10/31.92  																													|
% 67.10/31.92  																														| Combining equations (403,794) yields a new equation:
% 67.10/31.92  																														| (675) e3 = e0
% 67.10/31.92  																														|
% 67.10/31.92  																														| Simplifying 675 yields:
% 67.10/31.92  																														| (676) e3 = e0
% 67.10/31.92  																														|
% 67.10/31.92  																														| Equations (676) can reduce 80 to:
% 67.10/31.92  																														| (266) $false
% 67.10/31.92  																														|
% 67.10/31.92  																														|-The branch is then unsatisfiable
% 67.10/31.92  																													|-Branch two:
% 67.10/31.92  																													| (1898)  ~ (all_0_41_41 = e3)
% 67.10/31.92  																													| (1923) all_0_46_46 = e3 | all_0_50_50 = e3 | all_0_55_55 = e3
% 67.10/31.92  																													|
% 67.10/31.92  																														+-Applying beta-rule and splitting (1923), into two cases.
% 67.10/31.92  																														|-Branch one:
% 67.10/31.92  																														| (1557) all_0_46_46 = e3
% 67.10/31.92  																														|
% 67.10/31.92  																															| Combining equations (1557,545) yields a new equation:
% 67.10/31.92  																															| (454) e3 = e1
% 67.10/31.92  																															|
% 67.10/31.92  																															| Simplifying 454 yields:
% 67.10/31.92  																															| (455) e3 = e1
% 67.10/31.92  																															|
% 67.10/31.92  																															| Equations (455) can reduce 213 to:
% 67.10/31.92  																															| (266) $false
% 67.10/31.92  																															|
% 67.10/31.92  																															|-The branch is then unsatisfiable
% 67.10/31.92  																														|-Branch two:
% 67.10/31.92  																														| (409)  ~ (all_0_46_46 = e3)
% 67.10/31.92  																														| (4042) all_0_50_50 = e3 | all_0_55_55 = e3
% 67.10/31.92  																														|
% 67.10/31.92  																															+-Applying beta-rule and splitting (4042), into two cases.
% 67.10/31.92  																															|-Branch one:
% 67.10/31.92  																															| (415) all_0_50_50 = e3
% 67.10/31.92  																															|
% 67.10/31.92  																																| From (415) and (242) follows:
% 67.10/31.92  																																| (1934) op(e1, e3) = e3
% 67.10/31.92  																																|
% 67.10/31.92  																																+-Applying beta-rule and splitting (163), into two cases.
% 67.10/31.92  																																|-Branch one:
% 67.10/31.92  																																| (565) all_0_52_52 = e4
% 67.10/31.92  																																|
% 67.10/31.92  																																	| Combining equations (352,565) yields a new equation:
% 67.10/31.92  																																	| (323) e4 = e2
% 67.10/31.92  																																	|
% 67.10/31.92  																																	| Equations (323) can reduce 48 to:
% 67.10/31.92  																																	| (266) $false
% 67.10/31.92  																																	|
% 67.10/31.92  																																	|-The branch is then unsatisfiable
% 67.10/31.92  																																|-Branch two:
% 67.10/31.92  																																| (780)  ~ (all_0_52_52 = e4)
% 67.10/31.92  																																| (781) (all_0_41_41 = e0 & all_0_58_58 = e3 &  ~ (all_0_44_44 = e3)) | (all_0_41_41 = e0 & all_0_58_58 = e3 &  ~ (all_0_55_55 = e0)) | (all_0_47_47 = e1 & all_0_52_52 = e2 &  ~ (all_0_48_48 = e2)) | (all_0_47_47 = e1 & all_0_52_52 = e2 &  ~ (all_0_51_51 = e1)) | (all_0_47_47 = e0 & all_0_58_58 = e2 &  ~ (all_0_49_49 = e2)) | (all_0_47_47 = e0 & all_0_58_58 = e2 &  ~ (all_0_56_56 = e0))
% 67.10/31.92  																																|
% 67.10/31.92  																																	| Equations (352) can reduce 780 to:
% 67.10/31.92  																																	| (327)  ~ (e4 = e2)
% 67.10/31.92  																																	|
% 67.10/31.92  																																	| Simplifying 327 yields:
% 67.10/31.92  																																	| (48)  ~ (e4 = e2)
% 67.10/31.92  																																	|
% 67.10/31.92  																																	+-Applying beta-rule and splitting (781), into two cases.
% 67.10/31.92  																																	|-Branch one:
% 67.10/31.92  																																	| (789) (all_0_41_41 = e0 & all_0_58_58 = e3 &  ~ (all_0_44_44 = e3)) | (all_0_41_41 = e0 & all_0_58_58 = e3 &  ~ (all_0_55_55 = e0)) | (all_0_47_47 = e1 & all_0_52_52 = e2 &  ~ (all_0_48_48 = e2)) | (all_0_47_47 = e1 & all_0_52_52 = e2 &  ~ (all_0_51_51 = e1)) | (all_0_47_47 = e0 & all_0_58_58 = e2 &  ~ (all_0_49_49 = e2))
% 67.10/31.92  																																	|
% 67.10/31.92  																																		+-Applying beta-rule and splitting (789), into two cases.
% 67.10/31.92  																																		|-Branch one:
% 67.10/31.92  																																		| (790) (all_0_41_41 = e0 & all_0_58_58 = e3 &  ~ (all_0_44_44 = e3)) | (all_0_41_41 = e0 & all_0_58_58 = e3 &  ~ (all_0_55_55 = e0)) | (all_0_47_47 = e1 & all_0_52_52 = e2 &  ~ (all_0_48_48 = e2)) | (all_0_47_47 = e1 & all_0_52_52 = e2 &  ~ (all_0_51_51 = e1))
% 67.10/31.92  																																		|
% 67.10/31.92  																																			+-Applying beta-rule and splitting (790), into two cases.
% 67.10/31.92  																																			|-Branch one:
% 67.10/31.92  																																			| (791) (all_0_41_41 = e0 & all_0_58_58 = e3 &  ~ (all_0_44_44 = e3)) | (all_0_41_41 = e0 & all_0_58_58 = e3 &  ~ (all_0_55_55 = e0)) | (all_0_47_47 = e1 & all_0_52_52 = e2 &  ~ (all_0_48_48 = e2))
% 67.10/31.92  																																			|
% 67.10/31.92  																																				+-Applying beta-rule and splitting (791), into two cases.
% 67.10/31.92  																																				|-Branch one:
% 67.10/31.92  																																				| (792) (all_0_41_41 = e0 & all_0_58_58 = e3 &  ~ (all_0_44_44 = e3)) | (all_0_41_41 = e0 & all_0_58_58 = e3 &  ~ (all_0_55_55 = e0))
% 67.10/31.92  																																				|
% 67.10/31.92  																																					+-Applying beta-rule and splitting (792), into two cases.
% 67.10/31.92  																																					|-Branch one:
% 67.10/31.92  																																					| (793) all_0_41_41 = e0 & all_0_58_58 = e3 &  ~ (all_0_44_44 = e3)
% 67.10/31.92  																																					|
% 67.10/31.92  																																						| Applying alpha-rule on (793) yields:
% 67.10/31.92  																																						| (794) all_0_41_41 = e0
% 67.10/31.92  																																						| (795) all_0_58_58 = e3
% 67.10/31.92  																																						| (407)  ~ (all_0_44_44 = e3)
% 67.10/31.92  																																						|
% 67.10/31.92  																																						| Equations (795) can reduce 181 to:
% 67.10/31.92  																																						| (407)  ~ (all_0_44_44 = e3)
% 67.10/31.92  																																						|
% 67.10/31.92  																																						| Equations (795) can reduce 451 to:
% 67.10/31.92  																																						| (277)  ~ (e4 = e3)
% 67.10/31.92  																																						|
% 67.10/31.92  																																						| Simplifying 277 yields:
% 67.10/31.92  																																						| (188)  ~ (e4 = e3)
% 67.10/31.92  																																						|
% 67.10/31.92  																																						| Equations (795) can reduce 491 to:
% 67.10/31.92  																																						| (80)  ~ (e3 = e0)
% 67.10/31.92  																																						|
% 67.10/31.92  																																						+-Applying beta-rule and splitting (113), into two cases.
% 67.10/31.92  																																						|-Branch one:
% 67.10/31.92  																																						| (403) all_0_41_41 = e3
% 67.10/31.92  																																						|
% 67.10/31.92  																																							| Combining equations (403,794) yields a new equation:
% 67.10/31.92  																																							| (675) e3 = e0
% 67.10/31.92  																																							|
% 67.10/31.92  																																							| Simplifying 675 yields:
% 67.10/31.92  																																							| (676) e3 = e0
% 67.10/31.92  																																							|
% 67.10/31.92  																																							| Equations (676) can reduce 80 to:
% 67.10/31.92  																																							| (266) $false
% 67.10/31.92  																																							|
% 67.10/31.92  																																							|-The branch is then unsatisfiable
% 67.10/31.92  																																						|-Branch two:
% 67.10/31.92  																																						| (1898)  ~ (all_0_41_41 = e3)
% 67.10/31.92  																																						| (1899) all_0_42_42 = e3 | all_0_44_44 = e3
% 67.10/31.92  																																						|
% 67.10/31.92  																																							+-Applying beta-rule and splitting (180), into two cases.
% 67.10/31.92  																																							|-Branch one:
% 67.10/31.92  																																							| (516) all_0_42_42 = e3
% 67.10/31.92  																																							|
% 67.10/31.92  																																								| Equations (516) can reduce 73 to:
% 67.10/31.92  																																								| (406)  ~ (all_0_44_44 = e3)
% 67.10/31.92  																																								|
% 67.10/31.92  																																								| Simplifying 406 yields:
% 67.10/31.92  																																								| (407)  ~ (all_0_44_44 = e3)
% 67.10/31.92  																																								|
% 67.10/31.92  																																								| Equations (516) can reduce 236 to:
% 67.10/31.92  																																								| (271)  ~ (all_0_56_56 = e3)
% 67.10/31.92  																																								|
% 67.10/31.92  																																								| Simplifying 271 yields:
% 67.10/31.92  																																								| (272)  ~ (all_0_56_56 = e3)
% 67.10/31.92  																																								|
% 67.10/31.92  																																								| Equations (516) can reduce 1380 to:
% 67.10/31.92  																																								| (213)  ~ (e3 = e1)
% 67.10/31.92  																																								|
% 67.10/31.92  																																								| From (516) and (210) follows:
% 67.10/31.92  																																								| (4285) op(e3, e2) = e3
% 67.10/31.92  																																								|
% 67.10/31.92  																																								+-Applying beta-rule and splitting (64), into two cases.
% 67.10/31.92  																																								|-Branch one:
% 67.10/31.92  																																								| (437) all_0_41_41 = e4
% 67.10/31.92  																																								|
% 67.10/31.92  																																									| Combining equations (437,794) yields a new equation:
% 67.10/31.92  																																									| (481) e4 = e0
% 67.10/31.92  																																									|
% 67.10/31.92  																																									| Simplifying 481 yields:
% 67.10/31.92  																																									| (397) e4 = e0
% 67.10/31.92  																																									|
% 67.10/31.92  																																									| Equations (397) can reduce 49 to:
% 67.10/31.92  																																									| (266) $false
% 67.10/31.92  																																									|
% 67.10/31.92  																																									|-The branch is then unsatisfiable
% 67.10/31.92  																																								|-Branch two:
% 67.10/31.92  																																								| (440)  ~ (all_0_41_41 = e4)
% 67.10/31.92  																																								| (441) all_0_42_42 = e4 | all_0_43_43 = e4 | all_0_44_44 = e4
% 67.10/31.92  																																								|
% 67.10/31.92  																																									| Equations (794) can reduce 440 to:
% 67.10/31.92  																																									| (401)  ~ (e4 = e0)
% 67.10/31.92  																																									|
% 67.10/31.92  																																									| Simplifying 401 yields:
% 67.10/31.92  																																									| (49)  ~ (e4 = e0)
% 67.10/31.92  																																									|
% 67.10/31.92  																																									+-Applying beta-rule and splitting (112), into two cases.
% 67.10/31.92  																																									|-Branch one:
% 67.10/31.92  																																									| (635) all_0_44_44 = e1
% 67.10/31.92  																																									|
% 67.10/31.92  																																										| Equations (635) can reduce 639 to:
% 67.10/31.92  																																										| (266) $false
% 67.10/31.92  																																										|
% 67.10/31.92  																																										|-The branch is then unsatisfiable
% 67.10/31.92  																																									|-Branch two:
% 67.10/31.92  																																									| (639)  ~ (all_0_44_44 = e1)
% 67.10/31.92  																																									| (640) all_0_49_49 = e1 | all_0_53_53 = e1 | all_0_58_58 = e1
% 67.10/31.92  																																									|
% 67.10/31.92  																																										+-Applying beta-rule and splitting (640), into two cases.
% 67.10/31.92  																																										|-Branch one:
% 67.10/31.92  																																										| (671) all_0_49_49 = e1
% 67.10/31.92  																																										|
% 67.10/31.92  																																											| Combining equations (583,671) yields a new equation:
% 67.10/31.92  																																											| (616) e2 = e1
% 67.10/31.92  																																											|
% 67.10/31.92  																																											| Simplifying 616 yields:
% 67.10/31.92  																																											| (617) e2 = e1
% 67.10/31.92  																																											|
% 67.10/31.92  																																											| Equations (617) can reduce 122 to:
% 67.10/31.92  																																											| (266) $false
% 67.10/31.92  																																											|
% 67.10/31.92  																																											|-The branch is then unsatisfiable
% 67.10/31.92  																																										|-Branch two:
% 67.10/31.92  																																										| (1064)  ~ (all_0_49_49 = e1)
% 67.10/31.92  																																										| (2141) all_0_53_53 = e1 | all_0_58_58 = e1
% 67.10/31.92  																																										|
% 67.10/31.92  																																											| Equations (583) can reduce 1064 to:
% 67.10/31.92  																																											| (122)  ~ (e2 = e1)
% 67.10/31.92  																																											|
% 67.10/31.92  																																											+-Applying beta-rule and splitting (133), into two cases.
% 67.10/31.92  																																											|-Branch one:
% 67.10/31.92  																																											| (833) all_0_56_56 = e2
% 67.10/31.92  																																											|
% 67.10/31.92  																																												| Equations (833) can reduce 511 to:
% 67.10/31.92  																																												| (266) $false
% 67.10/31.92  																																												|
% 67.10/31.92  																																												|-The branch is then unsatisfiable
% 67.10/31.92  																																											|-Branch two:
% 67.10/31.92  																																											| (511)  ~ (all_0_56_56 = e2)
% 67.10/31.92  																																											| (836) all_0_56_56 = e4 | all_0_56_56 = e3 | all_0_56_56 = e1 | all_0_56_56 = e0
% 67.10/31.92  																																											|
% 67.10/31.92  																																												+-Applying beta-rule and splitting (164), into two cases.
% 67.10/31.92  																																												|-Branch one:
% 67.10/31.92  																																												| (471) all_0_39_39 = e4
% 67.10/31.92  																																												|
% 67.10/31.92  																																													| Combining equations (471,317) yields a new equation:
% 67.10/31.92  																																													| (322) e4 = e2
% 67.10/31.92  																																													|
% 67.10/31.92  																																													| Simplifying 322 yields:
% 67.10/31.92  																																													| (323) e4 = e2
% 67.10/31.92  																																													|
% 67.10/31.92  																																													| Equations (323) can reduce 48 to:
% 67.10/31.92  																																													| (266) $false
% 67.10/31.92  																																													|
% 67.10/31.92  																																													|-The branch is then unsatisfiable
% 67.10/31.92  																																												|-Branch two:
% 67.10/31.92  																																												| (1377)  ~ (all_0_39_39 = e4)
% 67.10/31.92  																																												| (2115) all_0_42_42 = e4 | all_0_47_47 = e4 | all_0_51_51 = e4 | all_0_56_56 = e4
% 67.10/31.92  																																												|
% 67.10/31.92  																																													+-Applying beta-rule and splitting (2115), into two cases.
% 67.10/31.92  																																													|-Branch one:
% 67.10/31.92  																																													| (1392) all_0_42_42 = e4
% 67.10/31.92  																																													|
% 67.10/31.92  																																														| Combining equations (516,1392) yields a new equation:
% 67.10/31.92  																																														| (425) e4 = e3
% 67.10/31.92  																																														|
% 67.10/31.92  																																														| Equations (425) can reduce 188 to:
% 67.10/31.92  																																														| (266) $false
% 67.10/31.92  																																														|
% 67.10/31.92  																																														|-The branch is then unsatisfiable
% 67.10/31.92  																																													|-Branch two:
% 67.10/31.93  																																													| (1890)  ~ (all_0_42_42 = e4)
% 67.10/31.93  																																													| (2246) all_0_47_47 = e4 | all_0_51_51 = e4 | all_0_56_56 = e4
% 67.10/31.93  																																													|
% 67.10/31.93  																																														+-Applying beta-rule and splitting (836), into two cases.
% 67.10/31.93  																																														|-Branch one:
% 67.10/31.93  																																														| (842) all_0_56_56 = e4
% 67.10/31.93  																																														|
% 67.10/31.93  																																															| Equations (842) can reduce 477 to:
% 67.10/31.93  																																															| (266) $false
% 67.10/31.93  																																															|
% 67.10/31.93  																																															|-The branch is then unsatisfiable
% 67.10/31.93  																																														|-Branch two:
% 67.10/31.93  																																														| (477)  ~ (all_0_56_56 = e4)
% 67.10/31.93  																																														| (845) all_0_56_56 = e3 | all_0_56_56 = e1 | all_0_56_56 = e0
% 67.10/31.93  																																														|
% 67.10/31.93  																																															+-Applying beta-rule and splitting (216), into two cases.
% 67.10/31.93  																																															|-Branch one:
% 67.10/31.93  																																															| (629) all_0_55_55 = e1
% 67.10/31.93  																																															|
% 67.10/31.93  																																																| Combining equations (386,629) yields a new equation:
% 67.10/31.93  																																																| (616) e2 = e1
% 67.10/31.93  																																																|
% 67.10/31.93  																																																| Simplifying 616 yields:
% 67.10/31.93  																																																| (617) e2 = e1
% 67.10/31.93  																																																|
% 67.10/31.93  																																																| Equations (617) can reduce 122 to:
% 67.10/31.93  																																																| (266) $false
% 67.10/31.93  																																																|
% 67.10/31.93  																																																|-The branch is then unsatisfiable
% 67.10/31.93  																																															|-Branch two:
% 67.10/31.93  																																															| (632)  ~ (all_0_55_55 = e1)
% 67.10/31.93  																																															| (633) all_0_56_56 = e1 | all_0_57_57 = e1 | all_0_58_58 = e1
% 67.10/31.93  																																															|
% 67.10/31.93  																																																+-Applying beta-rule and splitting (2246), into two cases.
% 67.10/31.93  																																																|-Branch one:
% 67.10/31.93  																																																| (1790) all_0_47_47 = e4
% 67.10/31.93  																																																|
% 67.10/31.93  																																																	| Combining equations (674,1790) yields a new equation:
% 67.10/31.93  																																																	| (397) e4 = e0
% 67.10/31.93  																																																	|
% 67.10/31.93  																																																	| Equations (397) can reduce 49 to:
% 67.10/31.93  																																																	| (266) $false
% 67.10/31.93  																																																	|
% 67.10/31.93  																																																	|-The branch is then unsatisfiable
% 67.10/31.93  																																																|-Branch two:
% 67.10/31.93  																																																| (252)  ~ (all_0_47_47 = e4)
% 67.10/31.93  																																																| (6548) all_0_51_51 = e4 | all_0_56_56 = e4
% 67.10/31.93  																																																|
% 67.10/31.93  																																																	+-Applying beta-rule and splitting (26), into two cases.
% 67.10/31.93  																																																	|-Branch one:
% 67.10/31.93  																																																	| (446) all_0_44_44 = e4
% 67.10/31.93  																																																	|
% 67.10/31.93  																																																		| From (446) and (138) follows:
% 67.10/31.93  																																																		| (4646) op(e3, e0) = e4
% 67.10/31.93  																																																		|
% 67.10/31.93  																																																		+-Applying beta-rule and splitting (633), into two cases.
% 67.10/31.93  																																																		|-Branch one:
% 67.10/31.93  																																																		| (1569) all_0_56_56 = e1
% 67.10/31.93  																																																		|
% 67.10/31.93  																																																			| Equations (1569) can reduce 477 to:
% 67.10/31.93  																																																			| (602)  ~ (e4 = e1)
% 67.10/31.93  																																																			|
% 67.10/31.93  																																																			| Simplifying 602 yields:
% 67.10/31.93  																																																			| (110)  ~ (e4 = e1)
% 67.10/31.93  																																																			|
% 67.10/31.93  																																																			| Equations (1569) can reduce 828 to:
% 67.10/31.93  																																																			| (233)  ~ (e1 = e0)
% 67.10/31.93  																																																			|
% 67.10/31.93  																																																			| From (1569) and (111) follows:
% 67.10/31.93  																																																			| (3175) op(e0, e2) = e1
% 67.10/31.93  																																																			|
% 67.10/31.93  																																																			+-Applying beta-rule and splitting (6548), into two cases.
% 67.10/31.93  																																																			|-Branch one:
% 67.10/31.93  																																																			| (1101) all_0_51_51 = e4
% 67.10/31.93  																																																			|
% 67.10/31.93  																																																				| From (1101) and (186) follows:
% 67.10/31.93  																																																				| (13720) op(e1, e2) = e4
% 67.10/31.93  																																																				|
% 67.10/31.93  																																																				+-Applying beta-rule and splitting (56), into two cases.
% 67.10/31.93  																																																				|-Branch one:
% 67.10/31.93  																																																				| (696) unit = e2
% 67.10/31.93  																																																				|
% 67.10/31.93  																																																					| From (696) and (244) follows:
% 67.10/31.93  																																																					| (264) op(e2, e4) = e4
% 67.10/31.93  																																																					|
% 67.10/31.93  																																																					| From (696) and (209) follows:
% 67.10/31.93  																																																					| (7585) op(e2, e0) = e0
% 67.10/31.93  																																																					|
% 67.10/31.93  																																																					| From (696) and (227) follows:
% 67.10/31.93  																																																					| (4284) op(e4, e2) = e4
% 67.10/31.93  																																																					|
% 67.10/31.93  																																																					| From (696) and (28) follows:
% 67.10/31.93  																																																					| (699) op(e1, e2) = e1
% 67.10/31.93  																																																					|
% 67.10/31.93  																																																					| Instantiating formula (29) with e4, e2, e4, e2 and discharging atoms op(e4, e2) = e4, op(e4, e2) = e2, yields:
% 67.10/31.93  																																																					| (323) e4 = e2
% 67.10/31.93  																																																					|
% 67.10/31.93  																																																					| Instantiating formula (29) with e2, e4, e4, e3 and discharging atoms op(e2, e4) = e4, op(e2, e4) = e3, yields:
% 67.10/31.93  																																																					| (425) e4 = e3
% 67.10/31.93  																																																					|
% 67.10/31.93  																																																					| Instantiating formula (29) with e2, e0, e0, e2 and discharging atoms op(e2, e0) = e2, op(e2, e0) = e0, yields:
% 67.10/31.93  																																																					| (330) e2 = e0
% 67.10/31.93  																																																					|
% 67.10/31.93  																																																					| Instantiating formula (29) with e1, e2, e1, e4 and discharging atoms op(e1, e2) = e4, op(e1, e2) = e1, yields:
% 67.10/31.93  																																																					| (630) e4 = e1
% 67.10/31.93  																																																					|
% 67.10/31.93  																																																					| Combining equations (323,425) yields a new equation:
% 67.10/31.93  																																																					| (662) e3 = e2
% 67.10/31.93  																																																					|
% 67.10/31.93  																																																					| Combining equations (630,425) yields a new equation:
% 67.10/31.93  																																																					| (455) e3 = e1
% 67.10/31.93  																																																					|
% 67.10/31.93  																																																					| Combining equations (662,455) yields a new equation:
% 67.10/31.93  																																																					| (616) e2 = e1
% 67.10/31.93  																																																					|
% 67.10/31.93  																																																					| Simplifying 616 yields:
% 67.10/31.93  																																																					| (617) e2 = e1
% 67.10/31.93  																																																					|
% 67.10/31.93  																																																					| Combining equations (617,330) yields a new equation:
% 67.10/31.93  																																																					| (546) e1 = e0
% 67.10/31.93  																																																					|
% 67.10/31.93  																																																					| Simplifying 546 yields:
% 67.10/31.93  																																																					| (431) e1 = e0
% 67.10/31.93  																																																					|
% 67.10/31.93  																																																					| Equations (431) can reduce 233 to:
% 67.10/31.93  																																																					| (266) $false
% 67.10/31.93  																																																					|
% 67.10/31.93  																																																					|-The branch is then unsatisfiable
% 67.10/31.93  																																																				|-Branch two:
% 67.10/31.93  																																																				| (707)  ~ (unit = e2)
% 67.10/31.93  																																																				| (708) unit = e4 | unit = e3 | unit = e1 | unit = e0
% 67.10/31.93  																																																				|
% 67.10/31.93  																																																					+-Applying beta-rule and splitting (708), into two cases.
% 67.10/31.93  																																																					|-Branch one:
% 67.10/31.93  																																																					| (709) unit = e4
% 67.10/31.93  																																																					|
% 67.10/31.93  																																																						| From (709) and (24) follows:
% 67.10/31.93  																																																						| (33325) op(e4, e3) = e3
% 67.10/31.93  																																																						|
% 67.10/31.93  																																																						| From (709) and (211) follows:
% 67.10/31.93  																																																						| (22527) op(e4, e1) = e1
% 67.10/31.93  																																																						|
% 67.10/31.93  																																																						| From (709) and (32) follows:
% 67.10/31.93  																																																						| (712) op(e2, e4) = e2
% 67.10/31.93  																																																						|
% 67.10/31.93  																																																						| From (709) and (42) follows:
% 67.10/31.93  																																																						| (713) op(e0, e4) = e0
% 67.10/31.93  																																																						|
% 67.10/31.93  																																																						| Instantiating formula (29) with e4, e3, e3, e4 and discharging atoms op(e4, e3) = e4, op(e4, e3) = e3, yields:
% 67.10/31.93  																																																						| (425) e4 = e3
% 67.10/31.93  																																																						|
% 67.10/31.93  																																																						| Instantiating formula (29) with e4, e1, e1, e3 and discharging atoms op(e4, e1) = e3, op(e4, e1) = e1, yields:
% 67.10/31.93  																																																						| (455) e3 = e1
% 67.10/31.93  																																																						|
% 67.10/31.93  																																																						| Instantiating formula (29) with e2, e4, e2, e3 and discharging atoms op(e2, e4) = e3, op(e2, e4) = e2, yields:
% 67.10/31.93  																																																						| (662) e3 = e2
% 67.10/31.93  																																																						|
% 67.10/31.93  																																																						| Instantiating formula (29) with e0, e4, e0, e4 and discharging atoms op(e0, e4) = e4, op(e0, e4) = e0, yields:
% 67.10/31.93  																																																						| (397) e4 = e0
% 67.10/31.93  																																																						|
% 67.10/31.93  																																																						| Combining equations (425,397) yields a new equation:
% 67.10/31.93  																																																						| (675) e3 = e0
% 67.10/31.93  																																																						|
% 67.10/31.93  																																																						| Simplifying 675 yields:
% 67.10/31.93  																																																						| (676) e3 = e0
% 67.10/31.93  																																																						|
% 67.10/31.93  																																																						| Combining equations (676,662) yields a new equation:
% 67.10/31.93  																																																						| (330) e2 = e0
% 67.10/31.93  																																																						|
% 67.10/31.93  																																																						| Combining equations (455,662) yields a new equation:
% 67.10/31.93  																																																						| (617) e2 = e1
% 67.10/31.93  																																																						|
% 67.10/31.93  																																																						| Combining equations (617,330) yields a new equation:
% 67.10/31.93  																																																						| (546) e1 = e0
% 67.10/31.93  																																																						|
% 67.10/31.93  																																																						| Simplifying 546 yields:
% 67.10/31.93  																																																						| (431) e1 = e0
% 67.10/31.93  																																																						|
% 67.10/31.93  																																																						| Equations (431) can reduce 233 to:
% 67.10/31.93  																																																						| (266) $false
% 67.10/31.93  																																																						|
% 67.10/31.93  																																																						|-The branch is then unsatisfiable
% 67.10/31.93  																																																					|-Branch two:
% 67.10/31.93  																																																					| (724)  ~ (unit = e4)
% 67.10/31.93  																																																					| (725) unit = e3 | unit = e1 | unit = e0
% 67.10/31.93  																																																					|
% 67.10/31.93  																																																						+-Applying beta-rule and splitting (725), into two cases.
% 67.10/31.93  																																																						|-Branch one:
% 67.10/31.93  																																																						| (726) unit = e0
% 67.10/31.93  																																																						|
% 67.10/31.93  																																																							| From (726) and (24) follows:
% 67.10/31.93  																																																							| (2208) op(e0, e3) = e3
% 67.10/31.93  																																																							|
% 67.10/31.93  																																																							| From (726) and (15) follows:
% 67.10/31.93  																																																							| (1508) op(e0, e2) = e2
% 67.10/31.93  																																																							|
% 67.10/31.93  																																																							| From (726) and (227) follows:
% 67.10/31.93  																																																							| (3205) op(e4, e0) = e4
% 67.10/31.93  																																																							|
% 67.10/31.93  																																																							| From (726) and (40) follows:
% 67.10/31.93  																																																							| (1639) op(e3, e0) = e3
% 67.10/31.93  																																																							|
% 67.10/31.93  																																																							| Instantiating formula (29) with e4, e0, e4, e0 and discharging atoms op(e4, e0) = e4, op(e4, e0) = e0, yields:
% 67.10/31.93  																																																							| (397) e4 = e0
% 67.10/31.93  																																																							|
% 67.10/31.93  																																																							| Instantiating formula (29) with e3, e0, e3, e4 and discharging atoms op(e3, e0) = e4, op(e3, e0) = e3, yields:
% 67.10/31.93  																																																							| (425) e4 = e3
% 67.10/31.93  																																																							|
% 67.10/31.93  																																																							| Instantiating formula (29) with e0, e3, e3, e2 and discharging atoms op(e0, e3) = e3, op(e0, e3) = e2, yields:
% 67.10/31.93  																																																							| (662) e3 = e2
% 67.10/31.93  																																																							|
% 67.10/31.93  																																																							| Instantiating formula (29) with e0, e2, e2, e1 and discharging atoms op(e0, e2) = e2, op(e0, e2) = e1, yields:
% 67.10/31.93  																																																							| (617) e2 = e1
% 67.10/31.93  																																																							|
% 67.10/31.93  																																																							| Combining equations (397,425) yields a new equation:
% 67.10/31.93  																																																							| (676) e3 = e0
% 67.10/31.93  																																																							|
% 67.10/31.93  																																																							| Combining equations (662,676) yields a new equation:
% 67.10/31.93  																																																							| (391) e2 = e0
% 67.10/31.93  																																																							|
% 67.10/31.93  																																																							| Simplifying 391 yields:
% 67.10/31.93  																																																							| (330) e2 = e0
% 67.10/31.93  																																																							|
% 67.10/31.93  																																																							| Combining equations (330,617) yields a new equation:
% 67.10/31.93  																																																							| (431) e1 = e0
% 67.10/31.93  																																																							|
% 67.10/31.93  																																																							| Equations (431) can reduce 233 to:
% 67.10/31.93  																																																							| (266) $false
% 67.10/31.93  																																																							|
% 67.10/31.93  																																																							|-The branch is then unsatisfiable
% 67.10/31.93  																																																						|-Branch two:
% 67.10/31.93  																																																						| (734)  ~ (unit = e0)
% 67.10/31.93  																																																						| (735) unit = e3 | unit = e1
% 67.10/31.93  																																																						|
% 67.10/31.93  																																																							+-Applying beta-rule and splitting (735), into two cases.
% 67.10/31.93  																																																							|-Branch one:
% 67.10/31.93  																																																							| (736) unit = e1
% 67.10/31.93  																																																							|
% 67.10/31.93  																																																								| Equations (736) can reduce 734 to:
% 67.10/31.93  																																																								| (233)  ~ (e1 = e0)
% 67.10/31.93  																																																								|
% 67.10/31.93  																																																								| From (736) and (244) follows:
% 67.10/31.93  																																																								| (738) op(e1, e4) = e4
% 67.10/31.93  																																																								|
% 67.10/31.93  																																																								| From (736) and (15) follows:
% 67.10/31.93  																																																								| (515) op(e1, e2) = e2
% 67.10/31.93  																																																								|
% 67.10/31.93  																																																								| From (736) and (28) follows:
% 67.10/31.93  																																																								| (740) op(e1, e1) = e1
% 67.10/31.93  																																																								|
% 67.10/31.93  																																																								| Instantiating formula (29) with e1, e4, e4, e0 and discharging atoms op(e1, e4) = e4, op(e1, e4) = e0, yields:
% 67.10/31.93  																																																								| (397) e4 = e0
% 67.10/31.93  																																																								|
% 67.10/31.93  																																																								| Instantiating formula (29) with e1, e2, e2, e4 and discharging atoms op(e1, e2) = e4, op(e1, e2) = e2, yields:
% 67.10/31.93  																																																								| (323) e4 = e2
% 67.10/31.93  																																																								|
% 67.10/31.93  																																																								| Instantiating formula (29) with e1, e1, e1, e2 and discharging atoms op(e1, e1) = e2, op(e1, e1) = e1, yields:
% 67.10/31.93  																																																								| (617) e2 = e1
% 67.10/31.93  																																																								|
% 67.10/31.93  																																																								| Combining equations (323,397) yields a new equation:
% 67.10/31.93  																																																								| (391) e2 = e0
% 67.10/31.93  																																																								|
% 67.10/31.93  																																																								| Simplifying 391 yields:
% 67.10/31.93  																																																								| (330) e2 = e0
% 67.10/31.93  																																																								|
% 67.10/31.93  																																																								| Combining equations (617,330) yields a new equation:
% 67.10/31.93  																																																								| (546) e1 = e0
% 67.10/31.93  																																																								|
% 67.10/31.93  																																																								| Simplifying 546 yields:
% 67.10/31.93  																																																								| (431) e1 = e0
% 67.10/31.93  																																																								|
% 67.10/31.93  																																																								| Equations (431) can reduce 233 to:
% 67.10/31.93  																																																								| (266) $false
% 67.10/31.93  																																																								|
% 67.10/31.93  																																																								|-The branch is then unsatisfiable
% 67.10/31.93  																																																							|-Branch two:
% 67.10/31.93  																																																							| (748)  ~ (unit = e1)
% 67.10/31.93  																																																							| (749) unit = e3
% 67.10/31.93  																																																							|
% 67.10/31.93  																																																								| From (749) and (15) follows:
% 67.10/31.93  																																																								| (751) op(e3, e2) = e2
% 67.10/31.93  																																																								|
% 67.10/31.93  																																																								| From (749) and (40) follows:
% 67.10/31.93  																																																								| (3715) op(e3, e3) = e3
% 67.10/31.93  																																																								|
% 67.10/31.93  																																																								| From (749) and (28) follows:
% 67.10/31.93  																																																								| (2235) op(e1, e3) = e1
% 67.10/31.93  																																																								|
% 67.10/31.93  																																																								| Instantiating formula (29) with e3, e3, e3, e0 and discharging atoms op(e3, e3) = e3, op(e3, e3) = e0, yields:
% 67.10/31.93  																																																								| (676) e3 = e0
% 67.10/31.93  																																																								|
% 67.10/31.93  																																																								| Instantiating formula (29) with e3, e2, e2, e3 and discharging atoms op(e3, e2) = e3, op(e3, e2) = e2, yields:
% 67.10/31.93  																																																								| (662) e3 = e2
% 67.10/31.93  																																																								|
% 67.10/31.93  																																																								| Instantiating formula (29) with e1, e3, e1, e3 and discharging atoms op(e1, e3) = e3, op(e1, e3) = e1, yields:
% 67.10/31.93  																																																								| (455) e3 = e1
% 67.10/31.93  																																																								|
% 67.10/31.93  																																																								| Combining equations (676,662) yields a new equation:
% 67.10/31.93  																																																								| (330) e2 = e0
% 67.10/31.93  																																																								|
% 67.10/31.93  																																																								| Combining equations (455,662) yields a new equation:
% 67.10/31.93  																																																								| (617) e2 = e1
% 67.10/31.93  																																																								|
% 67.10/31.93  																																																								| Combining equations (617,330) yields a new equation:
% 67.10/31.93  																																																								| (546) e1 = e0
% 67.10/31.93  																																																								|
% 67.10/31.93  																																																								| Simplifying 546 yields:
% 67.10/31.93  																																																								| (431) e1 = e0
% 67.10/31.93  																																																								|
% 67.10/31.93  																																																								| Equations (431) can reduce 233 to:
% 67.10/31.93  																																																								| (266) $false
% 67.10/31.93  																																																								|
% 67.10/31.93  																																																								|-The branch is then unsatisfiable
% 67.10/31.93  																																																			|-Branch two:
% 67.10/31.93  																																																			| (475)  ~ (all_0_51_51 = e4)
% 67.10/31.93  																																																			| (842) all_0_56_56 = e4
% 67.10/31.93  																																																			|
% 67.10/31.93  																																																				| Combining equations (842,1569) yields a new equation:
% 67.10/31.93  																																																				| (636) e4 = e1
% 67.10/31.93  																																																				|
% 67.10/31.93  																																																				| Simplifying 636 yields:
% 67.10/31.93  																																																				| (630) e4 = e1
% 67.10/31.93  																																																				|
% 67.10/31.93  																																																				| Equations (630) can reduce 110 to:
% 67.10/31.93  																																																				| (266) $false
% 67.10/31.93  																																																				|
% 67.10/31.93  																																																				|-The branch is then unsatisfiable
% 67.10/31.93  																																																		|-Branch two:
% 67.10/31.93  																																																		| (466)  ~ (all_0_56_56 = e1)
% 67.10/31.93  																																																		| (1574) all_0_57_57 = e1 | all_0_58_58 = e1
% 67.10/31.93  																																																		|
% 67.10/31.93  																																																			+-Applying beta-rule and splitting (845), into two cases.
% 67.10/31.93  																																																			|-Branch one:
% 67.10/31.93  																																																			| (679) all_0_56_56 = e0
% 67.10/31.93  																																																			|
% 67.10/31.93  																																																				| Equations (679) can reduce 828 to:
% 67.10/31.93  																																																				| (266) $false
% 67.10/31.93  																																																				|
% 67.10/31.93  																																																				|-The branch is then unsatisfiable
% 67.10/31.93  																																																			|-Branch two:
% 67.10/31.93  																																																			| (828)  ~ (all_0_56_56 = e0)
% 67.10/31.93  																																																			| (3172) all_0_56_56 = e3 | all_0_56_56 = e1
% 67.10/31.93  																																																			|
% 67.10/31.93  																																																				+-Applying beta-rule and splitting (3172), into two cases.
% 67.10/31.93  																																																				|-Branch one:
% 67.10/31.93  																																																				| (1569) all_0_56_56 = e1
% 67.10/31.93  																																																				|
% 67.10/31.93  																																																					| Equations (1569) can reduce 466 to:
% 67.10/31.93  																																																					| (266) $false
% 67.10/31.93  																																																					|
% 67.10/31.93  																																																					|-The branch is then unsatisfiable
% 67.10/31.93  																																																				|-Branch two:
% 67.10/31.93  																																																				| (466)  ~ (all_0_56_56 = e1)
% 67.10/31.93  																																																				| (1097) all_0_56_56 = e3
% 67.10/31.93  																																																				|
% 67.10/31.93  																																																					| Equations (1097) can reduce 272 to:
% 67.10/31.93  																																																					| (266) $false
% 67.10/31.93  																																																					|
% 67.10/31.93  																																																					|-The branch is then unsatisfiable
% 67.10/31.93  																																																	|-Branch two:
% 67.10/31.93  																																																	| (1390)  ~ (all_0_44_44 = e4)
% 67.10/31.93  																																																	| (1391) all_0_44_44 = e3 | all_0_44_44 = e1 | all_0_44_44 = e0
% 67.10/31.93  																																																	|
% 67.10/31.93  																																																		+-Applying beta-rule and splitting (2141), into two cases.
% 67.10/31.93  																																																		|-Branch one:
% 67.10/31.93  																																																		| (1208) all_0_53_53 = e1
% 67.10/31.93  																																																		|
% 67.10/31.93  																																																			| Equations (1208) can reduce 220 to:
% 67.10/31.93  																																																			| (639)  ~ (all_0_44_44 = e1)
% 67.10/31.93  																																																			|
% 67.10/31.93  																																																			+-Applying beta-rule and splitting (1391), into two cases.
% 67.10/31.93  																																																			|-Branch one:
% 67.10/31.93  																																																			| (1414) all_0_44_44 = e0
% 67.10/31.93  																																																			|
% 67.10/31.93  																																																				| Equations (1414) can reduce 360 to:
% 67.10/31.93  																																																				| (266) $false
% 67.10/31.93  																																																				|
% 67.10/31.93  																																																				|-The branch is then unsatisfiable
% 67.10/31.93  																																																			|-Branch two:
% 67.10/31.93  																																																			| (360)  ~ (all_0_44_44 = e0)
% 67.10/31.93  																																																			| (1417) all_0_44_44 = e3 | all_0_44_44 = e1
% 67.10/31.93  																																																			|
% 67.10/31.93  																																																				+-Applying beta-rule and splitting (1417), into two cases.
% 67.10/31.93  																																																				|-Branch one:
% 67.10/31.93  																																																				| (635) all_0_44_44 = e1
% 67.10/31.93  																																																				|
% 67.10/31.93  																																																					| Equations (635) can reduce 639 to:
% 67.10/31.93  																																																					| (266) $false
% 67.10/31.93  																																																					|
% 67.10/31.93  																																																					|-The branch is then unsatisfiable
% 67.10/31.93  																																																				|-Branch two:
% 67.10/31.93  																																																				| (639)  ~ (all_0_44_44 = e1)
% 67.10/31.93  																																																				| (532) all_0_44_44 = e3
% 67.10/31.93  																																																				|
% 67.10/31.93  																																																					| Equations (532) can reduce 407 to:
% 67.10/31.93  																																																					| (266) $false
% 67.10/31.93  																																																					|
% 67.10/31.93  																																																					|-The branch is then unsatisfiable
% 67.10/31.93  																																																		|-Branch two:
% 67.10/31.93  																																																		| (1459)  ~ (all_0_53_53 = e1)
% 67.10/31.93  																																																		| (918) all_0_58_58 = e1
% 67.10/31.93  																																																		|
% 67.10/31.93  																																																			| Combining equations (918,795) yields a new equation:
% 67.10/31.93  																																																			| (455) e3 = e1
% 67.10/31.93  																																																			|
% 67.10/31.93  																																																			| Equations (455) can reduce 213 to:
% 67.10/31.93  																																																			| (266) $false
% 67.10/31.93  																																																			|
% 67.10/31.93  																																																			|-The branch is then unsatisfiable
% 67.10/31.94  																																							|-Branch two:
% 67.10/31.94  																																							| (405)  ~ (all_0_42_42 = e3)
% 67.10/31.94  																																							| (521) all_0_47_47 = e3 | all_0_51_51 = e3 | all_0_56_56 = e3
% 67.10/31.94  																																							|
% 67.10/31.94  																																								+-Applying beta-rule and splitting (1899), into two cases.
% 67.10/31.94  																																								|-Branch one:
% 67.10/31.94  																																								| (516) all_0_42_42 = e3
% 67.10/31.94  																																								|
% 67.10/31.94  																																									| Equations (516) can reduce 405 to:
% 67.10/31.94  																																									| (266) $false
% 67.10/31.94  																																									|
% 67.10/31.94  																																									|-The branch is then unsatisfiable
% 67.10/31.94  																																								|-Branch two:
% 67.10/31.94  																																								| (405)  ~ (all_0_42_42 = e3)
% 67.10/31.94  																																								| (532) all_0_44_44 = e3
% 67.10/31.94  																																								|
% 67.10/31.94  																																									| Equations (532) can reduce 407 to:
% 67.10/31.94  																																									| (266) $false
% 67.10/31.94  																																									|
% 67.10/31.94  																																									|-The branch is then unsatisfiable
% 67.10/31.94  																																					|-Branch two:
% 67.10/31.94  																																					| (800) all_0_41_41 = e0 & all_0_58_58 = e3 &  ~ (all_0_55_55 = e0)
% 67.10/31.94  																																					|
% 67.10/31.94  																																						| Applying alpha-rule on (800) yields:
% 67.10/31.94  																																						| (794) all_0_41_41 = e0
% 67.10/31.94  																																						| (795) all_0_58_58 = e3
% 67.10/31.94  																																						| (803)  ~ (all_0_55_55 = e0)
% 67.10/31.94  																																						|
% 67.10/31.94  																																						| Equations (795) can reduce 181 to:
% 67.10/31.94  																																						| (407)  ~ (all_0_44_44 = e3)
% 67.10/31.94  																																						|
% 67.10/31.94  																																						| Equations (795) can reduce 451 to:
% 67.10/31.94  																																						| (277)  ~ (e4 = e3)
% 67.10/31.94  																																						|
% 67.10/31.94  																																						| Simplifying 277 yields:
% 67.10/31.94  																																						| (188)  ~ (e4 = e3)
% 67.10/31.94  																																						|
% 67.10/31.94  																																						| Equations (795) can reduce 491 to:
% 67.10/31.94  																																						| (80)  ~ (e3 = e0)
% 67.10/31.94  																																						|
% 67.10/31.94  																																						+-Applying beta-rule and splitting (113), into two cases.
% 67.10/31.94  																																						|-Branch one:
% 67.10/31.94  																																						| (403) all_0_41_41 = e3
% 67.10/31.94  																																						|
% 67.10/31.94  																																							| Combining equations (403,794) yields a new equation:
% 67.10/31.94  																																							| (675) e3 = e0
% 67.10/31.94  																																							|
% 67.10/31.94  																																							| Simplifying 675 yields:
% 67.10/31.94  																																							| (676) e3 = e0
% 67.10/31.94  																																							|
% 67.10/31.94  																																							| Equations (676) can reduce 80 to:
% 67.10/31.94  																																							| (266) $false
% 67.10/31.94  																																							|
% 67.10/31.94  																																							|-The branch is then unsatisfiable
% 67.10/31.94  																																						|-Branch two:
% 67.10/31.94  																																						| (1898)  ~ (all_0_41_41 = e3)
% 67.10/31.94  																																						| (1899) all_0_42_42 = e3 | all_0_44_44 = e3
% 67.10/31.94  																																						|
% 67.10/31.94  																																							+-Applying beta-rule and splitting (180), into two cases.
% 67.10/31.94  																																							|-Branch one:
% 67.10/31.94  																																							| (516) all_0_42_42 = e3
% 67.10/31.94  																																							|
% 67.10/31.94  																																								| Equations (516) can reduce 73 to:
% 67.10/31.94  																																								| (406)  ~ (all_0_44_44 = e3)
% 67.10/31.94  																																								|
% 67.10/31.94  																																								| Simplifying 406 yields:
% 67.10/31.94  																																								| (407)  ~ (all_0_44_44 = e3)
% 67.10/31.94  																																								|
% 67.10/31.94  																																								| Equations (516) can reduce 236 to:
% 67.10/31.94  																																								| (271)  ~ (all_0_56_56 = e3)
% 67.10/31.94  																																								|
% 67.10/31.94  																																								| Simplifying 271 yields:
% 67.10/31.94  																																								| (272)  ~ (all_0_56_56 = e3)
% 67.10/31.94  																																								|
% 67.10/31.94  																																								| Equations (516) can reduce 1380 to:
% 67.10/31.94  																																								| (213)  ~ (e3 = e1)
% 67.10/31.94  																																								|
% 67.10/31.94  																																								| From (516) and (210) follows:
% 67.10/31.94  																																								| (4285) op(e3, e2) = e3
% 67.10/31.94  																																								|
% 67.10/31.94  																																								+-Applying beta-rule and splitting (64), into two cases.
% 67.10/31.94  																																								|-Branch one:
% 67.10/31.94  																																								| (437) all_0_41_41 = e4
% 67.10/31.94  																																								|
% 67.10/31.94  																																									| Combining equations (437,794) yields a new equation:
% 67.10/31.94  																																									| (481) e4 = e0
% 67.10/31.94  																																									|
% 67.10/31.94  																																									| Simplifying 481 yields:
% 67.10/31.94  																																									| (397) e4 = e0
% 67.10/31.94  																																									|
% 67.10/31.94  																																									| Equations (397) can reduce 49 to:
% 67.10/31.94  																																									| (266) $false
% 67.10/31.94  																																									|
% 67.10/31.94  																																									|-The branch is then unsatisfiable
% 67.10/31.94  																																								|-Branch two:
% 67.10/31.94  																																								| (440)  ~ (all_0_41_41 = e4)
% 67.10/31.94  																																								| (441) all_0_42_42 = e4 | all_0_43_43 = e4 | all_0_44_44 = e4
% 67.10/31.94  																																								|
% 67.10/31.94  																																									| Equations (794) can reduce 440 to:
% 67.10/31.94  																																									| (401)  ~ (e4 = e0)
% 67.10/31.94  																																									|
% 67.10/31.94  																																									| Simplifying 401 yields:
% 67.10/31.94  																																									| (49)  ~ (e4 = e0)
% 67.10/31.94  																																									|
% 67.10/31.94  																																									+-Applying beta-rule and splitting (112), into two cases.
% 67.10/31.94  																																									|-Branch one:
% 67.10/31.94  																																									| (635) all_0_44_44 = e1
% 67.10/31.94  																																									|
% 67.10/31.94  																																										| Equations (635) can reduce 639 to:
% 67.10/31.94  																																										| (266) $false
% 67.10/31.94  																																										|
% 67.10/31.94  																																										|-The branch is then unsatisfiable
% 67.10/31.94  																																									|-Branch two:
% 67.10/31.94  																																									| (639)  ~ (all_0_44_44 = e1)
% 67.10/31.94  																																									| (640) all_0_49_49 = e1 | all_0_53_53 = e1 | all_0_58_58 = e1
% 67.10/31.94  																																									|
% 67.10/31.94  																																										+-Applying beta-rule and splitting (640), into two cases.
% 67.10/31.94  																																										|-Branch one:
% 67.10/31.94  																																										| (671) all_0_49_49 = e1
% 67.10/31.94  																																										|
% 67.10/31.94  																																											| Combining equations (583,671) yields a new equation:
% 67.10/31.94  																																											| (616) e2 = e1
% 67.10/31.94  																																											|
% 67.10/31.94  																																											| Simplifying 616 yields:
% 67.10/31.94  																																											| (617) e2 = e1
% 67.10/31.94  																																											|
% 67.10/31.94  																																											| Equations (617) can reduce 122 to:
% 67.10/31.94  																																											| (266) $false
% 67.10/31.94  																																											|
% 67.10/31.94  																																											|-The branch is then unsatisfiable
% 67.10/31.94  																																										|-Branch two:
% 67.10/31.94  																																										| (1064)  ~ (all_0_49_49 = e1)
% 67.10/31.94  																																										| (2141) all_0_53_53 = e1 | all_0_58_58 = e1
% 67.10/31.94  																																										|
% 67.10/31.94  																																											| Equations (583) can reduce 1064 to:
% 67.10/31.94  																																											| (122)  ~ (e2 = e1)
% 67.10/31.94  																																											|
% 67.10/31.94  																																											+-Applying beta-rule and splitting (133), into two cases.
% 67.10/31.94  																																											|-Branch one:
% 67.10/31.94  																																											| (833) all_0_56_56 = e2
% 67.10/31.94  																																											|
% 67.10/31.94  																																												| Equations (833) can reduce 511 to:
% 67.10/31.94  																																												| (266) $false
% 67.10/31.94  																																												|
% 67.10/31.94  																																												|-The branch is then unsatisfiable
% 67.10/31.94  																																											|-Branch two:
% 67.10/31.94  																																											| (511)  ~ (all_0_56_56 = e2)
% 67.10/31.94  																																											| (836) all_0_56_56 = e4 | all_0_56_56 = e3 | all_0_56_56 = e1 | all_0_56_56 = e0
% 67.10/31.94  																																											|
% 67.10/31.94  																																												+-Applying beta-rule and splitting (164), into two cases.
% 67.10/31.94  																																												|-Branch one:
% 67.10/31.94  																																												| (471) all_0_39_39 = e4
% 67.10/31.94  																																												|
% 67.10/31.94  																																													| Combining equations (471,317) yields a new equation:
% 67.10/31.94  																																													| (322) e4 = e2
% 67.10/31.94  																																													|
% 67.10/31.94  																																													| Simplifying 322 yields:
% 67.10/31.94  																																													| (323) e4 = e2
% 67.10/31.94  																																													|
% 67.10/31.94  																																													| Equations (323) can reduce 48 to:
% 67.10/31.94  																																													| (266) $false
% 67.10/31.94  																																													|
% 67.10/31.94  																																													|-The branch is then unsatisfiable
% 67.10/31.94  																																												|-Branch two:
% 67.10/31.94  																																												| (1377)  ~ (all_0_39_39 = e4)
% 67.10/31.94  																																												| (2115) all_0_42_42 = e4 | all_0_47_47 = e4 | all_0_51_51 = e4 | all_0_56_56 = e4
% 67.10/31.94  																																												|
% 67.10/31.94  																																													+-Applying beta-rule and splitting (2115), into two cases.
% 67.10/31.94  																																													|-Branch one:
% 67.10/31.94  																																													| (1392) all_0_42_42 = e4
% 67.10/31.94  																																													|
% 67.10/31.94  																																														| Combining equations (516,1392) yields a new equation:
% 67.10/31.94  																																														| (425) e4 = e3
% 67.10/31.94  																																														|
% 67.10/31.94  																																														| Equations (425) can reduce 188 to:
% 67.10/31.94  																																														| (266) $false
% 67.10/31.94  																																														|
% 67.10/31.94  																																														|-The branch is then unsatisfiable
% 67.10/31.94  																																													|-Branch two:
% 67.10/31.94  																																													| (1890)  ~ (all_0_42_42 = e4)
% 67.10/31.94  																																													| (2246) all_0_47_47 = e4 | all_0_51_51 = e4 | all_0_56_56 = e4
% 67.10/31.94  																																													|
% 67.10/31.94  																																														+-Applying beta-rule and splitting (836), into two cases.
% 67.10/31.94  																																														|-Branch one:
% 67.10/31.94  																																														| (842) all_0_56_56 = e4
% 67.10/31.94  																																														|
% 67.10/31.94  																																															| Equations (842) can reduce 477 to:
% 67.10/31.94  																																															| (266) $false
% 67.10/31.94  																																															|
% 67.10/31.94  																																															|-The branch is then unsatisfiable
% 67.10/31.94  																																														|-Branch two:
% 67.10/31.94  																																														| (477)  ~ (all_0_56_56 = e4)
% 67.10/31.94  																																														| (845) all_0_56_56 = e3 | all_0_56_56 = e1 | all_0_56_56 = e0
% 67.10/31.94  																																														|
% 67.10/31.94  																																															+-Applying beta-rule and splitting (216), into two cases.
% 67.10/31.94  																																															|-Branch one:
% 67.10/31.94  																																															| (629) all_0_55_55 = e1
% 67.10/31.94  																																															|
% 67.10/31.94  																																																| Combining equations (386,629) yields a new equation:
% 67.10/31.94  																																																| (616) e2 = e1
% 67.10/31.94  																																																|
% 67.10/31.94  																																																| Simplifying 616 yields:
% 67.10/31.94  																																																| (617) e2 = e1
% 67.10/31.94  																																																|
% 67.10/31.94  																																																| Equations (617) can reduce 122 to:
% 67.10/31.94  																																																| (266) $false
% 67.10/31.94  																																																|
% 67.10/31.94  																																																|-The branch is then unsatisfiable
% 67.10/31.94  																																															|-Branch two:
% 67.10/31.94  																																															| (632)  ~ (all_0_55_55 = e1)
% 67.10/31.94  																																															| (633) all_0_56_56 = e1 | all_0_57_57 = e1 | all_0_58_58 = e1
% 67.10/31.94  																																															|
% 67.10/31.94  																																																+-Applying beta-rule and splitting (2246), into two cases.
% 67.10/31.94  																																																|-Branch one:
% 67.10/31.94  																																																| (1790) all_0_47_47 = e4
% 67.10/31.94  																																																|
% 67.10/31.94  																																																	| Combining equations (674,1790) yields a new equation:
% 67.10/31.94  																																																	| (397) e4 = e0
% 67.10/31.94  																																																	|
% 67.10/31.94  																																																	| Equations (397) can reduce 49 to:
% 67.10/31.94  																																																	| (266) $false
% 67.10/31.94  																																																	|
% 67.10/31.94  																																																	|-The branch is then unsatisfiable
% 67.10/31.94  																																																|-Branch two:
% 67.10/31.94  																																																| (252)  ~ (all_0_47_47 = e4)
% 67.10/31.94  																																																| (6548) all_0_51_51 = e4 | all_0_56_56 = e4
% 67.10/31.94  																																																|
% 67.10/31.94  																																																	+-Applying beta-rule and splitting (26), into two cases.
% 67.10/31.94  																																																	|-Branch one:
% 67.10/31.94  																																																	| (446) all_0_44_44 = e4
% 67.10/31.94  																																																	|
% 67.10/31.94  																																																		| From (446) and (138) follows:
% 67.10/31.94  																																																		| (4646) op(e3, e0) = e4
% 67.10/31.94  																																																		|
% 67.10/31.94  																																																		+-Applying beta-rule and splitting (633), into two cases.
% 67.10/31.94  																																																		|-Branch one:
% 67.10/31.94  																																																		| (1569) all_0_56_56 = e1
% 67.10/31.94  																																																		|
% 67.10/31.94  																																																			| Equations (1569) can reduce 477 to:
% 67.10/31.94  																																																			| (602)  ~ (e4 = e1)
% 67.10/31.94  																																																			|
% 67.10/31.94  																																																			| Simplifying 602 yields:
% 67.10/31.94  																																																			| (110)  ~ (e4 = e1)
% 67.10/31.94  																																																			|
% 67.10/31.94  																																																			| Equations (1569) can reduce 828 to:
% 67.10/31.94  																																																			| (233)  ~ (e1 = e0)
% 67.10/31.94  																																																			|
% 67.10/31.94  																																																			| From (1569) and (111) follows:
% 67.10/31.94  																																																			| (3175) op(e0, e2) = e1
% 67.10/31.94  																																																			|
% 67.10/31.94  																																																			+-Applying beta-rule and splitting (6548), into two cases.
% 67.10/31.94  																																																			|-Branch one:
% 67.10/31.94  																																																			| (1101) all_0_51_51 = e4
% 67.10/31.94  																																																			|
% 67.10/31.94  																																																				| From (1101) and (186) follows:
% 67.10/31.94  																																																				| (13720) op(e1, e2) = e4
% 67.10/31.94  																																																				|
% 67.10/31.94  																																																				+-Applying beta-rule and splitting (56), into two cases.
% 67.10/31.94  																																																				|-Branch one:
% 67.10/31.94  																																																				| (696) unit = e2
% 67.10/31.94  																																																				|
% 67.10/31.94  																																																					| From (696) and (244) follows:
% 67.10/31.94  																																																					| (264) op(e2, e4) = e4
% 67.10/31.94  																																																					|
% 67.10/31.94  																																																					| From (696) and (209) follows:
% 67.10/31.94  																																																					| (7585) op(e2, e0) = e0
% 67.10/31.94  																																																					|
% 67.10/31.94  																																																					| From (696) and (227) follows:
% 67.10/31.94  																																																					| (4284) op(e4, e2) = e4
% 67.10/31.94  																																																					|
% 67.10/31.94  																																																					| From (696) and (28) follows:
% 67.10/31.94  																																																					| (699) op(e1, e2) = e1
% 67.10/31.94  																																																					|
% 67.10/31.94  																																																					| Instantiating formula (29) with e4, e2, e4, e2 and discharging atoms op(e4, e2) = e4, op(e4, e2) = e2, yields:
% 67.10/31.94  																																																					| (323) e4 = e2
% 67.10/31.94  																																																					|
% 67.10/31.94  																																																					| Instantiating formula (29) with e2, e4, e4, e3 and discharging atoms op(e2, e4) = e4, op(e2, e4) = e3, yields:
% 67.10/31.94  																																																					| (425) e4 = e3
% 67.10/31.94  																																																					|
% 67.10/31.94  																																																					| Instantiating formula (29) with e2, e0, e0, e2 and discharging atoms op(e2, e0) = e2, op(e2, e0) = e0, yields:
% 67.10/31.94  																																																					| (330) e2 = e0
% 67.10/31.94  																																																					|
% 67.10/31.94  																																																					| Instantiating formula (29) with e1, e2, e1, e4 and discharging atoms op(e1, e2) = e4, op(e1, e2) = e1, yields:
% 67.10/31.94  																																																					| (630) e4 = e1
% 67.10/31.94  																																																					|
% 67.10/31.94  																																																					| Combining equations (323,425) yields a new equation:
% 67.10/31.94  																																																					| (662) e3 = e2
% 67.10/31.94  																																																					|
% 67.10/31.94  																																																					| Combining equations (630,425) yields a new equation:
% 67.10/31.94  																																																					| (455) e3 = e1
% 67.10/31.94  																																																					|
% 67.10/31.94  																																																					| Combining equations (662,455) yields a new equation:
% 67.10/31.94  																																																					| (616) e2 = e1
% 67.10/31.94  																																																					|
% 67.10/31.94  																																																					| Simplifying 616 yields:
% 67.10/31.94  																																																					| (617) e2 = e1
% 67.10/31.94  																																																					|
% 67.10/31.94  																																																					| Combining equations (617,330) yields a new equation:
% 67.10/31.94  																																																					| (546) e1 = e0
% 67.10/31.94  																																																					|
% 67.10/31.94  																																																					| Simplifying 546 yields:
% 67.10/31.94  																																																					| (431) e1 = e0
% 67.10/31.94  																																																					|
% 67.10/31.94  																																																					| Equations (431) can reduce 233 to:
% 67.10/31.94  																																																					| (266) $false
% 67.10/31.94  																																																					|
% 67.10/31.94  																																																					|-The branch is then unsatisfiable
% 67.10/31.94  																																																				|-Branch two:
% 67.10/31.94  																																																				| (707)  ~ (unit = e2)
% 67.10/31.94  																																																				| (708) unit = e4 | unit = e3 | unit = e1 | unit = e0
% 67.10/31.94  																																																				|
% 67.10/31.94  																																																					+-Applying beta-rule and splitting (708), into two cases.
% 67.10/31.94  																																																					|-Branch one:
% 67.10/31.94  																																																					| (709) unit = e4
% 67.10/31.94  																																																					|
% 67.10/31.94  																																																						| From (709) and (24) follows:
% 67.10/31.94  																																																						| (33325) op(e4, e3) = e3
% 67.10/31.94  																																																						|
% 67.10/31.94  																																																						| From (709) and (211) follows:
% 67.10/31.94  																																																						| (22527) op(e4, e1) = e1
% 67.10/31.94  																																																						|
% 67.10/31.94  																																																						| From (709) and (32) follows:
% 67.10/31.94  																																																						| (712) op(e2, e4) = e2
% 67.10/31.94  																																																						|
% 67.10/31.94  																																																						| From (709) and (42) follows:
% 67.16/31.94  																																																						| (713) op(e0, e4) = e0
% 67.16/31.94  																																																						|
% 67.16/31.94  																																																						| Instantiating formula (29) with e4, e3, e3, e4 and discharging atoms op(e4, e3) = e4, op(e4, e3) = e3, yields:
% 67.16/31.94  																																																						| (425) e4 = e3
% 67.16/31.94  																																																						|
% 67.16/31.94  																																																						| Instantiating formula (29) with e4, e1, e1, e3 and discharging atoms op(e4, e1) = e3, op(e4, e1) = e1, yields:
% 67.16/31.94  																																																						| (455) e3 = e1
% 67.16/31.94  																																																						|
% 67.16/31.94  																																																						| Instantiating formula (29) with e2, e4, e2, e3 and discharging atoms op(e2, e4) = e3, op(e2, e4) = e2, yields:
% 67.16/31.94  																																																						| (662) e3 = e2
% 67.16/31.94  																																																						|
% 67.16/31.94  																																																						| Instantiating formula (29) with e0, e4, e0, e4 and discharging atoms op(e0, e4) = e4, op(e0, e4) = e0, yields:
% 67.16/31.94  																																																						| (397) e4 = e0
% 67.16/31.94  																																																						|
% 67.16/31.94  																																																						| Combining equations (425,397) yields a new equation:
% 67.16/31.94  																																																						| (675) e3 = e0
% 67.16/31.94  																																																						|
% 67.16/31.94  																																																						| Simplifying 675 yields:
% 67.16/31.94  																																																						| (676) e3 = e0
% 67.16/31.94  																																																						|
% 67.16/31.94  																																																						| Combining equations (676,662) yields a new equation:
% 67.16/31.94  																																																						| (330) e2 = e0
% 67.16/31.94  																																																						|
% 67.16/31.94  																																																						| Combining equations (455,662) yields a new equation:
% 67.16/31.94  																																																						| (617) e2 = e1
% 67.16/31.94  																																																						|
% 67.16/31.94  																																																						| Combining equations (617,330) yields a new equation:
% 67.16/31.94  																																																						| (546) e1 = e0
% 67.16/31.94  																																																						|
% 67.16/31.94  																																																						| Simplifying 546 yields:
% 67.16/31.94  																																																						| (431) e1 = e0
% 67.16/31.94  																																																						|
% 67.16/31.94  																																																						| Equations (431) can reduce 233 to:
% 67.16/31.94  																																																						| (266) $false
% 67.16/31.94  																																																						|
% 67.16/31.94  																																																						|-The branch is then unsatisfiable
% 67.16/31.94  																																																					|-Branch two:
% 67.16/31.94  																																																					| (724)  ~ (unit = e4)
% 67.16/31.94  																																																					| (725) unit = e3 | unit = e1 | unit = e0
% 67.16/31.94  																																																					|
% 67.16/31.94  																																																						+-Applying beta-rule and splitting (725), into two cases.
% 67.16/31.94  																																																						|-Branch one:
% 67.16/31.94  																																																						| (726) unit = e0
% 67.16/31.94  																																																						|
% 67.16/31.94  																																																							| From (726) and (24) follows:
% 67.16/31.94  																																																							| (2208) op(e0, e3) = e3
% 67.16/31.94  																																																							|
% 67.16/31.94  																																																							| From (726) and (15) follows:
% 67.16/31.94  																																																							| (1508) op(e0, e2) = e2
% 67.16/31.94  																																																							|
% 67.16/31.94  																																																							| From (726) and (227) follows:
% 67.16/31.94  																																																							| (3205) op(e4, e0) = e4
% 67.16/31.94  																																																							|
% 67.16/31.94  																																																							| From (726) and (40) follows:
% 67.16/31.94  																																																							| (1639) op(e3, e0) = e3
% 67.16/31.94  																																																							|
% 67.16/31.94  																																																							| Instantiating formula (29) with e4, e0, e4, e0 and discharging atoms op(e4, e0) = e4, op(e4, e0) = e0, yields:
% 67.16/31.94  																																																							| (397) e4 = e0
% 67.16/31.94  																																																							|
% 67.16/31.94  																																																							| Instantiating formula (29) with e3, e0, e3, e4 and discharging atoms op(e3, e0) = e4, op(e3, e0) = e3, yields:
% 67.16/31.94  																																																							| (425) e4 = e3
% 67.16/31.94  																																																							|
% 67.16/31.94  																																																							| Instantiating formula (29) with e0, e3, e3, e2 and discharging atoms op(e0, e3) = e3, op(e0, e3) = e2, yields:
% 67.16/31.94  																																																							| (662) e3 = e2
% 67.16/31.94  																																																							|
% 67.16/31.94  																																																							| Instantiating formula (29) with e0, e2, e2, e1 and discharging atoms op(e0, e2) = e2, op(e0, e2) = e1, yields:
% 67.16/31.94  																																																							| (617) e2 = e1
% 67.16/31.94  																																																							|
% 67.16/31.94  																																																							| Combining equations (397,425) yields a new equation:
% 67.16/31.94  																																																							| (676) e3 = e0
% 67.16/31.94  																																																							|
% 67.16/31.94  																																																							| Combining equations (662,676) yields a new equation:
% 67.16/31.94  																																																							| (391) e2 = e0
% 67.16/31.94  																																																							|
% 67.16/31.94  																																																							| Simplifying 391 yields:
% 67.16/31.94  																																																							| (330) e2 = e0
% 67.16/31.94  																																																							|
% 67.16/31.94  																																																							| Combining equations (330,617) yields a new equation:
% 67.16/31.94  																																																							| (431) e1 = e0
% 67.16/31.94  																																																							|
% 67.16/31.94  																																																							| Equations (431) can reduce 233 to:
% 67.16/31.94  																																																							| (266) $false
% 67.16/31.94  																																																							|
% 67.16/31.94  																																																							|-The branch is then unsatisfiable
% 67.16/31.94  																																																						|-Branch two:
% 67.16/31.94  																																																						| (734)  ~ (unit = e0)
% 67.16/31.94  																																																						| (735) unit = e3 | unit = e1
% 67.16/31.94  																																																						|
% 67.16/31.94  																																																							+-Applying beta-rule and splitting (735), into two cases.
% 67.16/31.94  																																																							|-Branch one:
% 67.16/31.94  																																																							| (736) unit = e1
% 67.16/31.94  																																																							|
% 67.16/31.94  																																																								| Equations (736) can reduce 734 to:
% 67.16/31.94  																																																								| (233)  ~ (e1 = e0)
% 67.16/31.94  																																																								|
% 67.16/31.94  																																																								| From (736) and (244) follows:
% 67.16/31.94  																																																								| (738) op(e1, e4) = e4
% 67.16/31.94  																																																								|
% 67.16/31.94  																																																								| From (736) and (15) follows:
% 67.16/31.94  																																																								| (515) op(e1, e2) = e2
% 67.16/31.94  																																																								|
% 67.16/31.94  																																																								| From (736) and (28) follows:
% 67.16/31.95  																																																								| (740) op(e1, e1) = e1
% 67.16/31.95  																																																								|
% 67.16/31.95  																																																								| Instantiating formula (29) with e1, e4, e4, e0 and discharging atoms op(e1, e4) = e4, op(e1, e4) = e0, yields:
% 67.16/31.95  																																																								| (397) e4 = e0
% 67.16/31.95  																																																								|
% 67.16/31.95  																																																								| Instantiating formula (29) with e1, e2, e2, e4 and discharging atoms op(e1, e2) = e4, op(e1, e2) = e2, yields:
% 67.16/31.95  																																																								| (323) e4 = e2
% 67.16/31.95  																																																								|
% 67.16/31.95  																																																								| Instantiating formula (29) with e1, e1, e1, e2 and discharging atoms op(e1, e1) = e2, op(e1, e1) = e1, yields:
% 67.16/31.95  																																																								| (617) e2 = e1
% 67.16/31.95  																																																								|
% 67.16/31.95  																																																								| Combining equations (323,397) yields a new equation:
% 67.16/31.95  																																																								| (391) e2 = e0
% 67.16/31.95  																																																								|
% 67.16/31.95  																																																								| Simplifying 391 yields:
% 67.16/31.95  																																																								| (330) e2 = e0
% 67.16/31.95  																																																								|
% 67.16/31.95  																																																								| Combining equations (617,330) yields a new equation:
% 67.16/31.95  																																																								| (546) e1 = e0
% 67.16/31.95  																																																								|
% 67.16/31.95  																																																								| Simplifying 546 yields:
% 67.16/31.95  																																																								| (431) e1 = e0
% 67.16/31.95  																																																								|
% 67.16/31.95  																																																								| Equations (431) can reduce 233 to:
% 67.16/31.95  																																																								| (266) $false
% 67.16/31.95  																																																								|
% 67.16/31.95  																																																								|-The branch is then unsatisfiable
% 67.16/31.95  																																																							|-Branch two:
% 67.16/31.95  																																																							| (748)  ~ (unit = e1)
% 67.16/31.95  																																																							| (749) unit = e3
% 67.16/31.95  																																																							|
% 67.16/31.95  																																																								| From (749) and (15) follows:
% 67.16/31.95  																																																								| (751) op(e3, e2) = e2
% 67.16/31.95  																																																								|
% 67.16/31.95  																																																								| From (749) and (40) follows:
% 67.16/31.95  																																																								| (3715) op(e3, e3) = e3
% 67.16/31.95  																																																								|
% 67.16/31.95  																																																								| From (749) and (28) follows:
% 67.16/31.95  																																																								| (2235) op(e1, e3) = e1
% 67.16/31.95  																																																								|
% 67.16/31.95  																																																								| Instantiating formula (29) with e3, e3, e3, e0 and discharging atoms op(e3, e3) = e3, op(e3, e3) = e0, yields:
% 67.16/31.95  																																																								| (676) e3 = e0
% 67.16/31.95  																																																								|
% 67.16/31.95  																																																								| Instantiating formula (29) with e3, e2, e2, e3 and discharging atoms op(e3, e2) = e3, op(e3, e2) = e2, yields:
% 67.16/31.95  																																																								| (662) e3 = e2
% 67.16/31.95  																																																								|
% 67.16/31.95  																																																								| Instantiating formula (29) with e1, e3, e1, e3 and discharging atoms op(e1, e3) = e3, op(e1, e3) = e1, yields:
% 67.16/31.95  																																																								| (455) e3 = e1
% 67.16/31.95  																																																								|
% 67.16/31.95  																																																								| Combining equations (676,662) yields a new equation:
% 67.16/31.95  																																																								| (330) e2 = e0
% 67.16/31.95  																																																								|
% 67.16/31.95  																																																								| Combining equations (455,662) yields a new equation:
% 67.16/31.95  																																																								| (617) e2 = e1
% 67.16/31.95  																																																								|
% 67.16/31.95  																																																								| Combining equations (617,330) yields a new equation:
% 67.16/31.95  																																																								| (546) e1 = e0
% 67.16/31.95  																																																								|
% 67.16/31.95  																																																								| Simplifying 546 yields:
% 67.16/31.95  																																																								| (431) e1 = e0
% 67.16/31.95  																																																								|
% 67.16/31.95  																																																								| Equations (431) can reduce 233 to:
% 67.16/31.95  																																																								| (266) $false
% 67.16/31.95  																																																								|
% 67.16/31.95  																																																								|-The branch is then unsatisfiable
% 67.16/31.95  																																																			|-Branch two:
% 67.16/31.95  																																																			| (475)  ~ (all_0_51_51 = e4)
% 67.16/31.95  																																																			| (842) all_0_56_56 = e4
% 67.16/31.95  																																																			|
% 67.16/31.95  																																																				| Combining equations (842,1569) yields a new equation:
% 67.16/31.95  																																																				| (636) e4 = e1
% 67.16/31.95  																																																				|
% 67.16/31.95  																																																				| Simplifying 636 yields:
% 67.16/31.95  																																																				| (630) e4 = e1
% 67.16/31.95  																																																				|
% 67.16/31.95  																																																				| Equations (630) can reduce 110 to:
% 67.16/31.95  																																																				| (266) $false
% 67.16/31.95  																																																				|
% 67.16/31.95  																																																				|-The branch is then unsatisfiable
% 67.16/31.95  																																																		|-Branch two:
% 67.16/31.95  																																																		| (466)  ~ (all_0_56_56 = e1)
% 67.16/31.95  																																																		| (1574) all_0_57_57 = e1 | all_0_58_58 = e1
% 67.16/31.95  																																																		|
% 67.16/31.95  																																																			+-Applying beta-rule and splitting (845), into two cases.
% 67.16/31.95  																																																			|-Branch one:
% 67.16/31.95  																																																			| (679) all_0_56_56 = e0
% 67.16/31.95  																																																			|
% 67.16/31.95  																																																				| Equations (679) can reduce 828 to:
% 67.16/31.95  																																																				| (266) $false
% 67.16/31.95  																																																				|
% 67.16/31.95  																																																				|-The branch is then unsatisfiable
% 67.16/31.95  																																																			|-Branch two:
% 67.16/31.95  																																																			| (828)  ~ (all_0_56_56 = e0)
% 67.16/31.95  																																																			| (3172) all_0_56_56 = e3 | all_0_56_56 = e1
% 67.16/31.95  																																																			|
% 67.16/31.95  																																																				+-Applying beta-rule and splitting (3172), into two cases.
% 67.16/31.95  																																																				|-Branch one:
% 67.16/31.95  																																																				| (1569) all_0_56_56 = e1
% 67.16/31.95  																																																				|
% 67.16/31.95  																																																					| Equations (1569) can reduce 466 to:
% 67.16/31.95  																																																					| (266) $false
% 67.16/31.95  																																																					|
% 67.16/31.95  																																																					|-The branch is then unsatisfiable
% 67.16/31.95  																																																				|-Branch two:
% 67.16/31.95  																																																				| (466)  ~ (all_0_56_56 = e1)
% 67.16/31.95  																																																				| (1097) all_0_56_56 = e3
% 67.16/31.95  																																																				|
% 67.16/31.95  																																																					| Equations (1097) can reduce 272 to:
% 67.16/31.95  																																																					| (266) $false
% 67.16/31.95  																																																					|
% 67.16/31.95  																																																					|-The branch is then unsatisfiable
% 67.16/31.95  																																																	|-Branch two:
% 67.16/31.95  																																																	| (1390)  ~ (all_0_44_44 = e4)
% 67.16/31.95  																																																	| (1391) all_0_44_44 = e3 | all_0_44_44 = e1 | all_0_44_44 = e0
% 67.16/31.95  																																																	|
% 67.16/31.95  																																																		+-Applying beta-rule and splitting (2141), into two cases.
% 67.16/31.95  																																																		|-Branch one:
% 67.16/31.95  																																																		| (1208) all_0_53_53 = e1
% 67.16/31.95  																																																		|
% 67.16/31.95  																																																			| Equations (1208) can reduce 220 to:
% 67.16/31.95  																																																			| (639)  ~ (all_0_44_44 = e1)
% 67.16/31.95  																																																			|
% 67.16/31.95  																																																			+-Applying beta-rule and splitting (1391), into two cases.
% 67.16/31.95  																																																			|-Branch one:
% 67.16/31.95  																																																			| (1414) all_0_44_44 = e0
% 67.16/31.95  																																																			|
% 67.16/31.95  																																																				| Equations (1414) can reduce 360 to:
% 67.16/31.95  																																																				| (266) $false
% 67.16/31.95  																																																				|
% 67.16/31.95  																																																				|-The branch is then unsatisfiable
% 67.16/31.95  																																																			|-Branch two:
% 67.16/31.95  																																																			| (360)  ~ (all_0_44_44 = e0)
% 67.16/31.95  																																																			| (1417) all_0_44_44 = e3 | all_0_44_44 = e1
% 67.16/31.95  																																																			|
% 67.16/31.95  																																																				+-Applying beta-rule and splitting (1417), into two cases.
% 67.16/31.95  																																																				|-Branch one:
% 67.16/31.95  																																																				| (635) all_0_44_44 = e1
% 67.16/31.95  																																																				|
% 67.16/31.95  																																																					| Equations (635) can reduce 639 to:
% 67.16/31.95  																																																					| (266) $false
% 67.16/31.95  																																																					|
% 67.16/31.95  																																																					|-The branch is then unsatisfiable
% 67.16/31.95  																																																				|-Branch two:
% 67.16/31.95  																																																				| (639)  ~ (all_0_44_44 = e1)
% 67.16/31.95  																																																				| (532) all_0_44_44 = e3
% 67.16/31.95  																																																				|
% 67.16/31.95  																																																					| Equations (532) can reduce 407 to:
% 67.16/31.95  																																																					| (266) $false
% 67.16/31.95  																																																					|
% 67.16/31.95  																																																					|-The branch is then unsatisfiable
% 67.16/31.95  																																																		|-Branch two:
% 67.16/31.95  																																																		| (1459)  ~ (all_0_53_53 = e1)
% 67.16/31.95  																																																		| (918) all_0_58_58 = e1
% 67.16/31.95  																																																		|
% 67.16/31.95  																																																			| Combining equations (918,795) yields a new equation:
% 67.16/31.95  																																																			| (455) e3 = e1
% 67.16/31.95  																																																			|
% 67.16/31.95  																																																			| Equations (455) can reduce 213 to:
% 67.16/31.95  																																																			| (266) $false
% 67.16/31.95  																																																			|
% 67.16/31.95  																																																			|-The branch is then unsatisfiable
% 67.16/31.95  																																							|-Branch two:
% 67.16/31.95  																																							| (405)  ~ (all_0_42_42 = e3)
% 67.16/31.95  																																							| (521) all_0_47_47 = e3 | all_0_51_51 = e3 | all_0_56_56 = e3
% 67.16/31.95  																																							|
% 67.16/31.95  																																								+-Applying beta-rule and splitting (1899), into two cases.
% 67.16/31.95  																																								|-Branch one:
% 67.16/31.95  																																								| (516) all_0_42_42 = e3
% 67.16/31.95  																																								|
% 67.16/31.95  																																									| Equations (516) can reduce 405 to:
% 67.16/31.95  																																									| (266) $false
% 67.16/31.95  																																									|
% 67.16/31.95  																																									|-The branch is then unsatisfiable
% 67.16/31.95  																																								|-Branch two:
% 67.16/31.95  																																								| (405)  ~ (all_0_42_42 = e3)
% 67.16/31.95  																																								| (532) all_0_44_44 = e3
% 67.16/31.95  																																								|
% 67.16/31.95  																																									| Equations (532) can reduce 407 to:
% 67.16/31.95  																																									| (266) $false
% 67.16/31.95  																																									|
% 67.16/31.95  																																									|-The branch is then unsatisfiable
% 67.16/31.95  																																				|-Branch two:
% 67.16/31.95  																																				| (807) all_0_47_47 = e1 & all_0_52_52 = e2 &  ~ (all_0_48_48 = e2)
% 67.16/31.95  																																				|
% 67.16/31.95  																																					| Applying alpha-rule on (807) yields:
% 67.16/31.95  																																					| (654) all_0_47_47 = e1
% 67.16/31.95  																																					| (352) all_0_52_52 = e2
% 67.16/31.95  																																					| (810)  ~ (all_0_48_48 = e2)
% 67.16/31.95  																																					|
% 67.16/31.95  																																					| Combining equations (674,654) yields a new equation:
% 67.16/31.95  																																					| (431) e1 = e0
% 67.16/31.95  																																					|
% 67.16/31.95  																																					| Equations (431) can reduce 233 to:
% 67.16/31.95  																																					| (266) $false
% 67.16/31.95  																																					|
% 67.16/31.95  																																					|-The branch is then unsatisfiable
% 67.16/31.95  																																			|-Branch two:
% 67.16/31.95  																																			| (813) all_0_47_47 = e1 & all_0_52_52 = e2 &  ~ (all_0_51_51 = e1)
% 67.16/31.95  																																			|
% 67.16/31.95  																																				| Applying alpha-rule on (813) yields:
% 67.16/31.95  																																				| (654) all_0_47_47 = e1
% 67.16/31.95  																																				| (352) all_0_52_52 = e2
% 67.16/31.95  																																				| (464)  ~ (all_0_51_51 = e1)
% 67.16/31.95  																																				|
% 67.16/31.95  																																				| Combining equations (674,654) yields a new equation:
% 67.16/31.95  																																				| (431) e1 = e0
% 67.16/31.95  																																				|
% 67.16/31.95  																																				| Equations (431) can reduce 233 to:
% 67.16/31.95  																																				| (266) $false
% 67.16/31.95  																																				|
% 67.16/31.95  																																				|-The branch is then unsatisfiable
% 67.16/31.95  																																		|-Branch two:
% 67.16/31.95  																																		| (819) all_0_47_47 = e0 & all_0_58_58 = e2 &  ~ (all_0_49_49 = e2)
% 67.16/31.95  																																		|
% 67.16/31.95  																																			| Applying alpha-rule on (819) yields:
% 67.16/31.95  																																			| (674) all_0_47_47 = e0
% 67.16/31.95  																																			| (624) all_0_58_58 = e2
% 67.16/31.95  																																			| (340)  ~ (all_0_49_49 = e2)
% 67.16/31.95  																																			|
% 67.16/31.95  																																			| Equations (624) can reduce 908 to:
% 67.16/31.95  																																			| (266) $false
% 67.16/31.95  																																			|
% 67.16/31.95  																																			|-The branch is then unsatisfiable
% 67.16/31.95  																																	|-Branch two:
% 67.16/31.95  																																	| (825) all_0_47_47 = e0 & all_0_58_58 = e2 &  ~ (all_0_56_56 = e0)
% 67.16/31.95  																																	|
% 67.16/31.95  																																		| Applying alpha-rule on (825) yields:
% 67.16/31.95  																																		| (674) all_0_47_47 = e0
% 67.16/31.95  																																		| (624) all_0_58_58 = e2
% 67.16/31.95  																																		| (828)  ~ (all_0_56_56 = e0)
% 67.16/31.95  																																		|
% 67.16/31.95  																																		| Equations (624) can reduce 908 to:
% 67.16/31.95  																																		| (266) $false
% 67.16/31.95  																																		|
% 67.16/31.95  																																		|-The branch is then unsatisfiable
% 67.16/31.95  																															|-Branch two:
% 67.16/31.95  																															| (411)  ~ (all_0_50_50 = e3)
% 67.16/31.95  																															| (2336) all_0_55_55 = e3
% 67.16/31.95  																															|
% 67.16/31.95  																																| Combining equations (386,2336) yields a new equation:
% 67.16/31.95  																																| (662) e3 = e2
% 67.16/31.95  																																|
% 67.16/31.95  																																| Equations (662) can reduce 212 to:
% 67.16/31.95  																																| (266) $false
% 67.16/31.95  																																|
% 67.16/31.95  																																|-The branch is then unsatisfiable
% 67.16/31.95  																												|-Branch two:
% 67.16/31.95  																												| (549)  ~ (all_0_46_46 = e1)
% 67.16/31.95  																												| (550) all_0_47_47 = e1 | all_0_48_48 = e1 | all_0_49_49 = e1
% 67.16/31.95  																												|
% 67.16/31.95  																													+-Applying beta-rule and splitting (1801), into two cases.
% 67.16/31.95  																													|-Branch one:
% 67.16/31.95  																													| (538) all_0_46_46 = e0
% 67.16/31.95  																													|
% 67.16/31.95  																														| Equations (538) can reduce 831 to:
% 67.16/31.95  																														| (266) $false
% 67.16/31.95  																														|
% 67.16/31.95  																														|-The branch is then unsatisfiable
% 67.16/31.95  																													|-Branch two:
% 67.16/31.95  																													| (831)  ~ (all_0_46_46 = e0)
% 67.16/31.95  																													| (1838) all_0_46_46 = e3 | all_0_46_46 = e1
% 67.16/31.95  																													|
% 67.16/31.95  																														+-Applying beta-rule and splitting (1838), into two cases.
% 67.16/31.95  																														|-Branch one:
% 67.16/31.95  																														| (545) all_0_46_46 = e1
% 67.16/31.95  																														|
% 67.16/31.95  																															| Equations (545) can reduce 549 to:
% 67.16/31.95  																															| (266) $false
% 67.16/31.95  																															|
% 67.16/31.95  																															|-The branch is then unsatisfiable
% 67.16/31.95  																														|-Branch two:
% 67.16/31.95  																														| (549)  ~ (all_0_46_46 = e1)
% 67.16/31.95  																														| (1557) all_0_46_46 = e3
% 67.16/31.95  																														|
% 67.16/31.95  																															| Equations (1557) can reduce 409 to:
% 67.16/31.95  																															| (266) $false
% 67.16/31.95  																															|
% 67.16/31.95  																															|-The branch is then unsatisfiable
% 67.16/31.95  																										|-Branch two:
% 67.16/31.95  																										| (678)  ~ (all_0_47_47 = e0)
% 67.16/31.95  																										| (679) all_0_56_56 = e0
% 67.16/31.95  																										|
% 67.16/31.95  																											| Equations (679) can reduce 828 to:
% 67.16/31.95  																											| (266) $false
% 67.16/31.95  																											|
% 67.16/31.95  																											|-The branch is then unsatisfiable
% 67.16/31.95  																						|-Branch two:
% 67.16/31.95  																						| (357)  ~ (all_0_41_41 = e0)
% 67.16/31.95  																						| (6761) all_0_42_42 = e0 | all_0_43_43 = e0 | all_0_44_44 = e0
% 67.16/31.95  																						|
% 67.16/31.95  																							+-Applying beta-rule and splitting (163), into two cases.
% 67.16/31.95  																							|-Branch one:
% 67.16/31.95  																							| (565) all_0_52_52 = e4
% 67.16/31.95  																							|
% 67.16/31.95  																								| Combining equations (352,565) yields a new equation:
% 67.16/31.95  																								| (323) e4 = e2
% 67.16/31.95  																								|
% 67.16/31.95  																								| Equations (323) can reduce 48 to:
% 67.16/31.95  																								| (266) $false
% 67.16/31.95  																								|
% 67.16/31.95  																								|-The branch is then unsatisfiable
% 67.16/31.95  																							|-Branch two:
% 67.16/31.95  																							| (780)  ~ (all_0_52_52 = e4)
% 67.16/31.95  																							| (781) (all_0_41_41 = e0 & all_0_58_58 = e3 &  ~ (all_0_44_44 = e3)) | (all_0_41_41 = e0 & all_0_58_58 = e3 &  ~ (all_0_55_55 = e0)) | (all_0_47_47 = e1 & all_0_52_52 = e2 &  ~ (all_0_48_48 = e2)) | (all_0_47_47 = e1 & all_0_52_52 = e2 &  ~ (all_0_51_51 = e1)) | (all_0_47_47 = e0 & all_0_58_58 = e2 &  ~ (all_0_49_49 = e2)) | (all_0_47_47 = e0 & all_0_58_58 = e2 &  ~ (all_0_56_56 = e0))
% 67.16/31.95  																							|
% 67.16/31.95  																								+-Applying beta-rule and splitting (781), into two cases.
% 67.16/31.95  																								|-Branch one:
% 67.16/31.95  																								| (789) (all_0_41_41 = e0 & all_0_58_58 = e3 &  ~ (all_0_44_44 = e3)) | (all_0_41_41 = e0 & all_0_58_58 = e3 &  ~ (all_0_55_55 = e0)) | (all_0_47_47 = e1 & all_0_52_52 = e2 &  ~ (all_0_48_48 = e2)) | (all_0_47_47 = e1 & all_0_52_52 = e2 &  ~ (all_0_51_51 = e1)) | (all_0_47_47 = e0 & all_0_58_58 = e2 &  ~ (all_0_49_49 = e2))
% 67.16/31.95  																								|
% 67.16/31.95  																									+-Applying beta-rule and splitting (789), into two cases.
% 67.16/31.95  																									|-Branch one:
% 67.16/31.95  																									| (790) (all_0_41_41 = e0 & all_0_58_58 = e3 &  ~ (all_0_44_44 = e3)) | (all_0_41_41 = e0 & all_0_58_58 = e3 &  ~ (all_0_55_55 = e0)) | (all_0_47_47 = e1 & all_0_52_52 = e2 &  ~ (all_0_48_48 = e2)) | (all_0_47_47 = e1 & all_0_52_52 = e2 &  ~ (all_0_51_51 = e1))
% 67.16/31.95  																									|
% 67.16/31.95  																										+-Applying beta-rule and splitting (790), into two cases.
% 67.16/31.95  																										|-Branch one:
% 67.16/31.95  																										| (791) (all_0_41_41 = e0 & all_0_58_58 = e3 &  ~ (all_0_44_44 = e3)) | (all_0_41_41 = e0 & all_0_58_58 = e3 &  ~ (all_0_55_55 = e0)) | (all_0_47_47 = e1 & all_0_52_52 = e2 &  ~ (all_0_48_48 = e2))
% 67.16/31.95  																										|
% 67.16/31.95  																											+-Applying beta-rule and splitting (791), into two cases.
% 67.16/31.95  																											|-Branch one:
% 67.16/31.95  																											| (792) (all_0_41_41 = e0 & all_0_58_58 = e3 &  ~ (all_0_44_44 = e3)) | (all_0_41_41 = e0 & all_0_58_58 = e3 &  ~ (all_0_55_55 = e0))
% 67.16/31.95  																											|
% 67.16/31.95  																												+-Applying beta-rule and splitting (792), into two cases.
% 67.16/31.95  																												|-Branch one:
% 67.16/31.95  																												| (793) all_0_41_41 = e0 & all_0_58_58 = e3 &  ~ (all_0_44_44 = e3)
% 67.16/31.95  																												|
% 67.16/31.95  																													| Applying alpha-rule on (793) yields:
% 67.16/31.95  																													| (794) all_0_41_41 = e0
% 67.16/31.95  																													| (795) all_0_58_58 = e3
% 67.16/31.95  																													| (407)  ~ (all_0_44_44 = e3)
% 67.16/31.95  																													|
% 67.16/31.95  																													| Equations (794) can reduce 357 to:
% 67.16/31.95  																													| (266) $false
% 67.16/31.95  																													|
% 67.16/31.95  																													|-The branch is then unsatisfiable
% 67.16/31.95  																												|-Branch two:
% 67.16/31.95  																												| (800) all_0_41_41 = e0 & all_0_58_58 = e3 &  ~ (all_0_55_55 = e0)
% 67.16/31.95  																												|
% 67.16/31.95  																													| Applying alpha-rule on (800) yields:
% 67.16/31.95  																													| (794) all_0_41_41 = e0
% 67.16/31.95  																													| (795) all_0_58_58 = e3
% 67.16/31.95  																													| (803)  ~ (all_0_55_55 = e0)
% 67.16/31.95  																													|
% 67.16/31.95  																													| Equations (794) can reduce 357 to:
% 67.16/31.95  																													| (266) $false
% 67.16/31.95  																													|
% 67.16/31.95  																													|-The branch is then unsatisfiable
% 67.16/31.95  																											|-Branch two:
% 67.16/31.95  																											| (807) all_0_47_47 = e1 & all_0_52_52 = e2 &  ~ (all_0_48_48 = e2)
% 67.16/31.95  																											|
% 67.16/31.95  																												| Applying alpha-rule on (807) yields:
% 67.16/31.95  																												| (654) all_0_47_47 = e1
% 67.16/31.95  																												| (352) all_0_52_52 = e2
% 67.16/31.95  																												| (810)  ~ (all_0_48_48 = e2)
% 67.16/31.95  																												|
% 67.16/31.95  																												| Equations (654) can reduce 198 to:
% 67.16/31.95  																												| (1380)  ~ (all_0_42_42 = e1)
% 67.16/31.95  																												|
% 67.16/31.95  																												| Equations (654) can reduce 19 to:
% 67.16/31.95  																												| (549)  ~ (all_0_46_46 = e1)
% 67.16/31.95  																												|
% 67.16/31.95  																												| Equations (654) can reduce 91 to:
% 67.16/31.95  																												| (465)  ~ (all_0_56_56 = e1)
% 67.16/31.95  																												|
% 67.16/31.95  																												| Simplifying 465 yields:
% 67.16/31.95  																												| (466)  ~ (all_0_56_56 = e1)
% 67.16/31.95  																												|
% 67.16/31.95  																												| Equations (654) can reduce 338 to:
% 67.16/31.95  																												| (604)  ~ (e2 = e1)
% 67.16/31.95  																												|
% 67.16/31.95  																												| Simplifying 604 yields:
% 67.16/31.95  																												| (122)  ~ (e2 = e1)
% 67.16/31.95  																												|
% 67.16/31.95  																												+-Applying beta-rule and splitting (123), into two cases.
% 67.16/31.95  																												|-Branch one:
% 67.16/31.95  																												| (1794) all_0_46_46 = e2
% 67.16/31.95  																												|
% 67.16/31.95  																													| Equations (1794) can reduce 300 to:
% 67.16/31.95  																													| (266) $false
% 67.16/31.95  																													|
% 67.16/31.95  																													|-The branch is then unsatisfiable
% 67.16/31.95  																												|-Branch two:
% 67.16/31.95  																												| (300)  ~ (all_0_46_46 = e2)
% 67.16/31.95  																												| (1797) all_0_46_46 = e4 | all_0_46_46 = e3 | all_0_46_46 = e1 | all_0_46_46 = e0
% 67.16/31.95  																												|
% 67.16/31.95  																													+-Applying beta-rule and splitting (216), into two cases.
% 67.16/31.95  																													|-Branch one:
% 67.16/31.95  																													| (629) all_0_55_55 = e1
% 67.16/31.95  																													|
% 67.16/31.95  																														| Combining equations (629,386) yields a new equation:
% 67.16/31.95  																														| (617) e2 = e1
% 67.16/31.95  																														|
% 67.16/31.95  																														| Equations (617) can reduce 122 to:
% 67.16/31.95  																														| (266) $false
% 67.16/31.95  																														|
% 67.16/31.95  																														|-The branch is then unsatisfiable
% 67.16/31.95  																													|-Branch two:
% 67.16/31.95  																													| (632)  ~ (all_0_55_55 = e1)
% 67.16/31.95  																													| (633) all_0_56_56 = e1 | all_0_57_57 = e1 | all_0_58_58 = e1
% 67.16/31.95  																													|
% 67.16/31.95  																														+-Applying beta-rule and splitting (184), into two cases.
% 67.16/31.95  																														|-Branch one:
% 67.16/31.95  																														| (538) all_0_46_46 = e0
% 67.16/31.95  																														|
% 67.16/31.95  																															| Equations (538) can reduce 35 to:
% 67.16/31.95  																															| (22202)  ~ (all_0_50_50 = e0)
% 67.16/31.95  																															|
% 67.16/31.95  																															| Simplifying 22202 yields:
% 67.16/31.95  																															| (121)  ~ (all_0_50_50 = e0)
% 67.16/31.95  																															|
% 67.16/31.95  																															| Equations (538) can reduce 300 to:
% 67.16/31.95  																															| (365)  ~ (e2 = e0)
% 67.16/31.95  																															|
% 67.16/31.95  																															| Simplifying 365 yields:
% 67.16/31.95  																															| (128)  ~ (e2 = e0)
% 67.16/31.95  																															|
% 67.16/31.95  																															| Equations (538) can reduce 549 to:
% 67.16/31.95  																															| (435)  ~ (e1 = e0)
% 67.16/31.95  																															|
% 67.16/31.95  																															| Simplifying 435 yields:
% 67.16/31.95  																															| (233)  ~ (e1 = e0)
% 67.16/31.95  																															|
% 67.16/31.95  																															+-Applying beta-rule and splitting (133), into two cases.
% 67.16/31.95  																															|-Branch one:
% 67.16/31.95  																															| (833) all_0_56_56 = e2
% 67.16/31.95  																															|
% 67.16/31.95  																																| Equations (833) can reduce 511 to:
% 67.16/31.95  																																| (266) $false
% 67.16/31.95  																																|
% 67.16/31.95  																																|-The branch is then unsatisfiable
% 67.16/31.95  																															|-Branch two:
% 67.16/31.95  																															| (511)  ~ (all_0_56_56 = e2)
% 67.16/31.95  																															| (836) all_0_56_56 = e4 | all_0_56_56 = e3 | all_0_56_56 = e1 | all_0_56_56 = e0
% 67.16/31.95  																															|
% 67.16/31.95  																																+-Applying beta-rule and splitting (18), into two cases.
% 67.16/31.95  																																|-Branch one:
% 67.16/31.95  																																| (453) all_0_41_41 = e1
% 67.16/31.95  																																|
% 67.16/31.95  																																	| Equations (453) can reduce 457 to:
% 67.16/31.95  																																	| (266) $false
% 67.16/31.95  																																	|
% 67.16/31.95  																																	|-The branch is then unsatisfiable
% 67.16/31.95  																																|-Branch two:
% 67.16/31.95  																																| (457)  ~ (all_0_41_41 = e1)
% 67.16/31.95  																																| (595) all_0_46_46 = e1 | all_0_50_50 = e1 | all_0_55_55 = e1
% 67.16/31.96  																																|
% 67.16/31.96  																																	+-Applying beta-rule and splitting (633), into two cases.
% 67.16/31.96  																																	|-Branch one:
% 67.16/31.96  																																	| (1569) all_0_56_56 = e1
% 67.16/31.96  																																	|
% 67.16/31.96  																																		| Equations (1569) can reduce 466 to:
% 67.16/31.96  																																		| (266) $false
% 67.16/31.96  																																		|
% 67.16/31.96  																																		|-The branch is then unsatisfiable
% 67.16/31.96  																																	|-Branch two:
% 67.16/31.96  																																	| (466)  ~ (all_0_56_56 = e1)
% 67.16/31.96  																																	| (1574) all_0_57_57 = e1 | all_0_58_58 = e1
% 67.16/31.96  																																	|
% 67.16/31.96  																																		+-Applying beta-rule and splitting (104), into two cases.
% 67.16/31.96  																																		|-Branch one:
% 67.16/31.96  																																		| (480) all_0_39_39 = e0
% 67.16/31.96  																																		|
% 67.16/31.96  																																			| Combining equations (480,317) yields a new equation:
% 67.16/31.96  																																			| (330) e2 = e0
% 67.16/31.96  																																			|
% 67.16/31.96  																																			| Equations (330) can reduce 128 to:
% 67.16/31.96  																																			| (266) $false
% 67.16/31.96  																																			|
% 67.16/31.96  																																			|-The branch is then unsatisfiable
% 67.16/31.96  																																		|-Branch two:
% 67.16/31.96  																																		| (484)  ~ (all_0_39_39 = e0)
% 67.16/31.96  																																		| (558) all_0_42_42 = e0 | all_0_47_47 = e0 | all_0_56_56 = e0
% 67.16/31.96  																																		|
% 67.16/31.96  																																			+-Applying beta-rule and splitting (27), into two cases.
% 67.16/31.96  																																			|-Branch one:
% 67.16/31.96  																																			| (437) all_0_41_41 = e4
% 67.16/31.96  																																			|
% 67.16/31.96  																																				| Equations (437) can reduce 440 to:
% 67.16/31.96  																																				| (266) $false
% 67.16/31.96  																																				|
% 67.16/31.96  																																				|-The branch is then unsatisfiable
% 67.16/31.96  																																			|-Branch two:
% 67.16/31.96  																																			| (440)  ~ (all_0_41_41 = e4)
% 67.16/31.96  																																			| (4049) all_0_41_41 = e3 | all_0_41_41 = e1 | all_0_41_41 = e0
% 67.16/31.96  																																			|
% 67.16/31.96  																																				+-Applying beta-rule and splitting (1574), into two cases.
% 67.16/31.96  																																				|-Branch one:
% 67.16/31.96  																																				| (647) all_0_57_57 = e1
% 67.16/31.96  																																				|
% 67.16/31.96  																																					| Combining equations (875,647) yields a new equation:
% 67.16/31.96  																																					| (431) e1 = e0
% 67.16/31.96  																																					|
% 67.16/31.96  																																					| Equations (431) can reduce 233 to:
% 67.16/31.96  																																					| (266) $false
% 67.16/31.96  																																					|
% 67.16/31.96  																																					|-The branch is then unsatisfiable
% 67.16/31.96  																																				|-Branch two:
% 67.16/31.96  																																				| (1670)  ~ (all_0_57_57 = e1)
% 67.16/31.96  																																				| (918) all_0_58_58 = e1
% 67.16/31.96  																																				|
% 67.16/31.96  																																					| Equations (918) can reduce 181 to:
% 67.16/31.96  																																					| (639)  ~ (all_0_44_44 = e1)
% 67.16/31.96  																																					|
% 67.16/31.96  																																					| Equations (918) can reduce 44 to:
% 67.16/31.96  																																					| (466)  ~ (all_0_56_56 = e1)
% 67.16/31.96  																																					|
% 67.16/31.96  																																					| Equations (918) can reduce 908 to:
% 67.16/31.96  																																					| (604)  ~ (e2 = e1)
% 67.16/31.96  																																					|
% 67.16/31.96  																																					| Simplifying 604 yields:
% 67.16/31.96  																																					| (122)  ~ (e2 = e1)
% 67.16/31.96  																																					|
% 67.16/31.96  																																					| Equations (918) can reduce 491 to:
% 67.16/31.96  																																					| (233)  ~ (e1 = e0)
% 67.16/31.96  																																					|
% 67.16/31.96  																																					+-Applying beta-rule and splitting (558), into two cases.
% 67.16/31.96  																																					|-Branch one:
% 67.16/31.96  																																					| (559) all_0_42_42 = e0
% 67.16/31.96  																																					|
% 67.16/31.96  																																						| Equations (559) can reduce 214 to:
% 67.16/31.96  																																						| (357)  ~ (all_0_41_41 = e0)
% 67.16/31.96  																																						|
% 67.16/31.96  																																						| Equations (559) can reduce 73 to:
% 67.16/31.96  																																						| (359)  ~ (all_0_44_44 = e0)
% 67.16/31.96  																																						|
% 67.16/31.96  																																						| Simplifying 359 yields:
% 67.16/31.96  																																						| (360)  ~ (all_0_44_44 = e0)
% 67.16/31.96  																																						|
% 67.16/31.96  																																						| Equations (559) can reduce 236 to:
% 67.16/31.96  																																						| (1181)  ~ (all_0_56_56 = e0)
% 67.16/31.96  																																						|
% 67.16/31.96  																																						| Simplifying 1181 yields:
% 67.16/31.96  																																						| (828)  ~ (all_0_56_56 = e0)
% 67.16/31.96  																																						|
% 67.16/31.96  																																						| Equations (559) can reduce 51 to:
% 67.16/31.96  																																						| (365)  ~ (e2 = e0)
% 67.16/31.96  																																						|
% 67.16/31.96  																																						| Simplifying 365 yields:
% 67.16/31.96  																																						| (128)  ~ (e2 = e0)
% 67.16/31.96  																																						|
% 67.16/31.96  																																						| Equations (559) can reduce 1380 to:
% 67.16/31.96  																																						| (435)  ~ (e1 = e0)
% 67.16/31.96  																																						|
% 67.16/31.96  																																						| Simplifying 435 yields:
% 67.16/31.96  																																						| (233)  ~ (e1 = e0)
% 67.16/31.96  																																						|
% 67.16/31.96  																																						+-Applying beta-rule and splitting (595), into two cases.
% 67.16/31.96  																																						|-Branch one:
% 67.16/31.96  																																						| (545) all_0_46_46 = e1
% 67.16/31.96  																																						|
% 67.16/31.96  																																							| Combining equations (545,538) yields a new equation:
% 67.16/31.96  																																							| (546) e1 = e0
% 67.16/31.96  																																							|
% 67.16/31.96  																																							| Simplifying 546 yields:
% 67.16/31.96  																																							| (431) e1 = e0
% 67.16/31.96  																																							|
% 67.16/31.96  																																							| Equations (431) can reduce 233 to:
% 67.16/31.96  																																							| (266) $false
% 67.16/31.96  																																							|
% 67.16/31.96  																																							|-The branch is then unsatisfiable
% 67.16/31.96  																																						|-Branch two:
% 67.16/31.96  																																						| (549)  ~ (all_0_46_46 = e1)
% 67.16/31.96  																																						| (600) all_0_50_50 = e1 | all_0_55_55 = e1
% 67.16/31.96  																																						|
% 67.16/31.96  																																							+-Applying beta-rule and splitting (836), into two cases.
% 67.16/31.96  																																							|-Branch one:
% 67.16/31.96  																																							| (842) all_0_56_56 = e4
% 67.16/31.96  																																							|
% 67.16/31.96  																																								| Equations (842) can reduce 477 to:
% 67.16/31.96  																																								| (266) $false
% 67.16/31.96  																																								|
% 67.16/31.96  																																								|-The branch is then unsatisfiable
% 67.16/31.96  																																							|-Branch two:
% 67.16/31.96  																																							| (477)  ~ (all_0_56_56 = e4)
% 67.16/31.96  																																							| (845) all_0_56_56 = e3 | all_0_56_56 = e1 | all_0_56_56 = e0
% 67.16/31.96  																																							|
% 67.16/31.96  																																								+-Applying beta-rule and splitting (845), into two cases.
% 67.16/31.96  																																								|-Branch one:
% 67.16/31.96  																																								| (679) all_0_56_56 = e0
% 67.16/31.96  																																								|
% 67.16/31.96  																																									| Equations (679) can reduce 828 to:
% 67.16/31.96  																																									| (266) $false
% 67.16/31.96  																																									|
% 67.16/31.96  																																									|-The branch is then unsatisfiable
% 67.16/31.96  																																								|-Branch two:
% 67.16/31.96  																																								| (828)  ~ (all_0_56_56 = e0)
% 67.16/31.96  																																								| (3172) all_0_56_56 = e3 | all_0_56_56 = e1
% 67.16/31.96  																																								|
% 67.16/31.96  																																									+-Applying beta-rule and splitting (3172), into two cases.
% 67.16/31.96  																																									|-Branch one:
% 67.16/31.96  																																									| (1569) all_0_56_56 = e1
% 67.16/31.96  																																									|
% 67.18/31.96  																																										| Equations (1569) can reduce 466 to:
% 67.18/31.96  																																										| (266) $false
% 67.18/31.96  																																										|
% 67.18/31.96  																																										|-The branch is then unsatisfiable
% 67.18/31.96  																																									|-Branch two:
% 67.18/31.96  																																									| (466)  ~ (all_0_56_56 = e1)
% 67.18/31.96  																																									| (1097) all_0_56_56 = e3
% 67.18/31.96  																																									|
% 67.18/31.96  																																										| Equations (1097) can reduce 16 to:
% 67.18/31.96  																																										| (664)  ~ (all_0_51_51 = e3)
% 67.18/31.96  																																										|
% 67.18/31.96  																																										| Equations (1097) can reduce 828 to:
% 67.18/31.96  																																										| (80)  ~ (e3 = e0)
% 67.18/31.96  																																										|
% 67.18/31.96  																																										| From (1097) and (111) follows:
% 67.18/31.96  																																										| (65099) op(e0, e2) = e3
% 67.18/31.96  																																										|
% 67.18/31.96  																																										+-Applying beta-rule and splitting (160), into two cases.
% 67.18/31.96  																																										|-Branch one:
% 67.18/31.96  																																										| (601) all_0_50_50 = e1
% 67.18/31.96  																																										|
% 67.18/31.96  																																											| Equations (601) can reduce 221 to:
% 67.18/31.96  																																											| (457)  ~ (all_0_41_41 = e1)
% 67.18/31.96  																																											|
% 67.18/31.96  																																											| Equations (601) can reduce 121 to:
% 67.18/31.96  																																											| (233)  ~ (e1 = e0)
% 67.18/31.96  																																											|
% 67.18/31.96  																																											+-Applying beta-rule and splitting (144), into two cases.
% 67.18/31.96  																																											|-Branch one:
% 67.18/31.96  																																											| (403) all_0_41_41 = e3
% 67.18/31.96  																																											|
% 67.18/31.96  																																												| Equations (403) can reduce 149 to:
% 67.18/31.96  																																												| (406)  ~ (all_0_44_44 = e3)
% 67.18/31.96  																																												|
% 67.18/31.96  																																												| Simplifying 406 yields:
% 67.18/31.96  																																												| (407)  ~ (all_0_44_44 = e3)
% 67.18/31.96  																																												|
% 67.18/31.96  																																												| Equations (403) can reduce 457 to:
% 67.18/31.96  																																												| (213)  ~ (e3 = e1)
% 67.18/31.96  																																												|
% 67.18/31.96  																																												+-Applying beta-rule and splitting (26), into two cases.
% 67.18/31.96  																																												|-Branch one:
% 67.18/31.96  																																												| (446) all_0_44_44 = e4
% 67.18/31.96  																																												|
% 67.18/31.96  																																													| Equations (446) can reduce 220 to:
% 67.18/31.96  																																													| (1452)  ~ (all_0_53_53 = e4)
% 67.18/31.96  																																													|
% 67.18/31.96  																																													| Simplifying 1452 yields:
% 67.18/31.96  																																													| (1453)  ~ (all_0_53_53 = e4)
% 67.18/31.96  																																													|
% 67.18/31.96  																																													| Equations (446) can reduce 147 to:
% 67.18/31.96  																																													| (48)  ~ (e4 = e2)
% 67.18/31.96  																																													|
% 67.18/31.96  																																													| Equations (446) can reduce 639 to:
% 67.18/31.96  																																													| (110)  ~ (e4 = e1)
% 67.18/31.96  																																													|
% 67.18/31.96  																																													| From (446) and (138) follows:
% 67.18/31.96  																																													| (4646) op(e3, e0) = e4
% 67.18/31.96  																																													|
% 67.18/31.96  																																													+-Applying beta-rule and splitting (196), into two cases.
% 67.18/31.96  																																													|-Branch one:
% 67.18/31.96  																																													| (607) all_0_53_53 = e2
% 67.18/31.96  																																													|
% 67.18/31.96  																																														| Equations (607) can reduce 509 to:
% 67.18/31.96  																																														| (266) $false
% 67.18/31.96  																																														|
% 67.18/31.96  																																														|-The branch is then unsatisfiable
% 67.18/31.96  																																													|-Branch two:
% 67.18/31.96  																																													| (509)  ~ (all_0_53_53 = e2)
% 67.18/31.96  																																													| (610) all_0_53_53 = e4 | all_0_53_53 = e3 | all_0_53_53 = e1
% 67.18/31.96  																																													|
% 67.18/31.96  																																														+-Applying beta-rule and splitting (168), into two cases.
% 67.18/31.96  																																														|-Branch one:
% 67.18/31.96  																																														| (415) all_0_50_50 = e3
% 67.18/31.96  																																														|
% 67.18/31.96  																																															| Combining equations (601,415) yields a new equation:
% 67.18/31.96  																																															| (455) e3 = e1
% 67.18/31.96  																																															|
% 67.18/31.96  																																															| Equations (455) can reduce 213 to:
% 67.18/31.96  																																															| (266) $false
% 67.18/31.96  																																															|
% 67.18/31.96  																																															|-The branch is then unsatisfiable
% 67.18/31.96  																																														|-Branch two:
% 67.18/31.96  																																														| (411)  ~ (all_0_50_50 = e3)
% 67.18/31.96  																																														| (418) all_0_51_51 = e3 | all_0_53_53 = e3
% 67.18/31.96  																																														|
% 67.18/31.96  																																															+-Applying beta-rule and splitting (231), into two cases.
% 67.18/31.96  																																															|-Branch one:
% 67.18/31.96  																																															| (775) all_0_50_50 = e4
% 67.18/31.96  																																															|
% 67.18/31.96  																																																| Combining equations (601,775) yields a new equation:
% 67.18/31.96  																																																| (630) e4 = e1
% 67.18/31.96  																																																|
% 67.18/31.96  																																																| Equations (630) can reduce 110 to:
% 67.18/31.96  																																																| (266) $false
% 67.18/31.96  																																																|
% 67.18/31.96  																																																|-The branch is then unsatisfiable
% 67.18/31.96  																																															|-Branch two:
% 67.18/31.96  																																															| (566)  ~ (all_0_50_50 = e4)
% 67.18/31.96  																																															| (1071) all_0_51_51 = e4 | all_0_52_52 = e4 | all_0_53_53 = e4
% 67.18/31.96  																																															|
% 67.18/31.96  																																																+-Applying beta-rule and splitting (164), into two cases.
% 67.18/31.96  																																																|-Branch one:
% 67.18/31.96  																																																| (471) all_0_39_39 = e4
% 67.18/31.96  																																																|
% 67.18/31.96  																																																	| Combining equations (471,317) yields a new equation:
% 67.18/31.96  																																																	| (322) e4 = e2
% 67.18/31.96  																																																	|
% 67.18/31.96  																																																	| Simplifying 322 yields:
% 67.18/31.96  																																																	| (323) e4 = e2
% 67.18/31.96  																																																	|
% 67.18/31.96  																																																	| Equations (323) can reduce 48 to:
% 67.18/31.96  																																																	| (266) $false
% 67.18/31.96  																																																	|
% 67.18/31.96  																																																	|-The branch is then unsatisfiable
% 67.18/31.96  																																																|-Branch two:
% 67.18/31.96  																																																| (1377)  ~ (all_0_39_39 = e4)
% 67.18/31.96  																																																| (2115) all_0_42_42 = e4 | all_0_47_47 = e4 | all_0_51_51 = e4 | all_0_56_56 = e4
% 67.18/31.96  																																																|
% 67.18/31.96  																																																	| Equations (317) can reduce 1377 to:
% 67.18/31.96  																																																	| (327)  ~ (e4 = e2)
% 67.18/31.96  																																																	|
% 67.18/31.96  																																																	| Simplifying 327 yields:
% 67.18/31.96  																																																	| (48)  ~ (e4 = e2)
% 67.18/31.96  																																																	|
% 67.18/31.96  																																																	+-Applying beta-rule and splitting (610), into two cases.
% 67.18/31.96  																																																	|-Branch one:
% 67.18/31.96  																																																	| (1298) all_0_53_53 = e4
% 67.18/31.96  																																																	|
% 67.18/31.96  																																																		| Equations (1298) can reduce 1453 to:
% 67.18/31.96  																																																		| (266) $false
% 67.18/31.96  																																																		|
% 67.18/31.96  																																																		|-The branch is then unsatisfiable
% 67.18/31.96  																																																	|-Branch two:
% 67.18/31.96  																																																	| (1453)  ~ (all_0_53_53 = e4)
% 67.18/31.96  																																																	| (1694) all_0_53_53 = e3 | all_0_53_53 = e1
% 67.18/31.96  																																																	|
% 67.18/31.96  																																																		+-Applying beta-rule and splitting (1071), into two cases.
% 67.18/31.96  																																																		|-Branch one:
% 67.18/31.96  																																																		| (1101) all_0_51_51 = e4
% 67.18/31.96  																																																		|
% 67.18/31.96  																																																			| Equations (1101) can reduce 664 to:
% 67.18/31.96  																																																			| (188)  ~ (e4 = e3)
% 67.18/31.96  																																																			|
% 67.18/31.96  																																																			| From (1101) and (186) follows:
% 67.18/31.96  																																																			| (13720) op(e1, e2) = e4
% 67.18/31.96  																																																			|
% 67.18/31.96  																																																			+-Applying beta-rule and splitting (418), into two cases.
% 67.18/31.96  																																																			|-Branch one:
% 67.18/31.96  																																																			| (660) all_0_51_51 = e3
% 67.18/31.96  																																																			|
% 67.18/31.96  																																																				| Combining equations (1101,660) yields a new equation:
% 67.18/31.96  																																																				| (424) e4 = e3
% 67.18/31.96  																																																				|
% 67.18/31.96  																																																				| Simplifying 424 yields:
% 67.18/31.96  																																																				| (425) e4 = e3
% 67.18/31.96  																																																				|
% 67.18/31.96  																																																				| Equations (425) can reduce 188 to:
% 67.18/31.96  																																																				| (266) $false
% 67.18/31.96  																																																				|
% 67.18/31.96  																																																				|-The branch is then unsatisfiable
% 67.18/31.96  																																																			|-Branch two:
% 67.18/31.96  																																																			| (664)  ~ (all_0_51_51 = e3)
% 67.18/31.96  																																																			| (665) all_0_53_53 = e3
% 67.18/31.96  																																																			|
% 67.18/31.96  																																																				| From (665) and (84) follows:
% 67.18/31.96  																																																				| (3786) op(e1, e0) = e3
% 67.18/31.96  																																																				|
% 67.18/31.96  																																																				+-Applying beta-rule and splitting (56), into two cases.
% 67.18/31.96  																																																				|-Branch one:
% 67.18/31.96  																																																				| (696) unit = e2
% 67.18/31.96  																																																				|
% 67.18/31.96  																																																					| From (696) and (244) follows:
% 67.18/31.96  																																																					| (264) op(e2, e4) = e4
% 67.18/31.96  																																																					|
% 67.18/31.96  																																																					| From (696) and (227) follows:
% 67.18/31.96  																																																					| (4284) op(e4, e2) = e4
% 67.18/31.96  																																																					|
% 67.18/31.96  																																																					| From (696) and (28) follows:
% 67.18/31.96  																																																					| (699) op(e1, e2) = e1
% 67.18/31.96  																																																					|
% 67.18/31.96  																																																					| From (696) and (42) follows:
% 67.18/31.96  																																																					| (1613) op(e0, e2) = e0
% 67.18/31.96  																																																					|
% 67.18/31.96  																																																					| Instantiating formula (29) with e4, e2, e4, e2 and discharging atoms op(e4, e2) = e4, op(e4, e2) = e2, yields:
% 67.18/31.96  																																																					| (323) e4 = e2
% 67.18/31.96  																																																					|
% 67.18/31.96  																																																					| Instantiating formula (29) with e2, e4, e4, e3 and discharging atoms op(e2, e4) = e4, op(e2, e4) = e3, yields:
% 67.18/31.96  																																																					| (425) e4 = e3
% 67.18/31.96  																																																					|
% 67.18/31.96  																																																					| Instantiating formula (29) with e1, e2, e1, e4 and discharging atoms op(e1, e2) = e4, op(e1, e2) = e1, yields:
% 67.18/31.96  																																																					| (630) e4 = e1
% 67.18/31.96  																																																					|
% 67.18/31.96  																																																					| Instantiating formula (29) with e0, e2, e0, e3 and discharging atoms op(e0, e2) = e3, op(e0, e2) = e0, yields:
% 67.18/31.96  																																																					| (676) e3 = e0
% 67.18/31.96  																																																					|
% 67.18/31.96  																																																					| Combining equations (630,323) yields a new equation:
% 67.18/31.96  																																																					| (617) e2 = e1
% 67.18/31.96  																																																					|
% 67.18/31.96  																																																					| Combining equations (425,323) yields a new equation:
% 67.18/31.96  																																																					| (661) e3 = e2
% 67.18/31.96  																																																					|
% 67.18/31.96  																																																					| Simplifying 661 yields:
% 67.18/31.96  																																																					| (662) e3 = e2
% 67.18/31.96  																																																					|
% 67.18/31.96  																																																					| Combining equations (662,676) yields a new equation:
% 67.18/31.96  																																																					| (391) e2 = e0
% 67.18/31.96  																																																					|
% 67.18/31.96  																																																					| Simplifying 391 yields:
% 67.18/31.96  																																																					| (330) e2 = e0
% 67.18/31.96  																																																					|
% 67.18/31.96  																																																					| Combining equations (330,617) yields a new equation:
% 67.18/31.96  																																																					| (431) e1 = e0
% 67.18/31.96  																																																					|
% 67.18/31.96  																																																					| Equations (431) can reduce 233 to:
% 67.18/31.96  																																																					| (266) $false
% 67.18/31.96  																																																					|
% 67.18/31.96  																																																					|-The branch is then unsatisfiable
% 67.18/31.96  																																																				|-Branch two:
% 67.18/31.96  																																																				| (707)  ~ (unit = e2)
% 67.18/31.96  																																																				| (708) unit = e4 | unit = e3 | unit = e1 | unit = e0
% 67.18/31.96  																																																				|
% 67.18/31.96  																																																					+-Applying beta-rule and splitting (708), into two cases.
% 67.18/31.96  																																																					|-Branch one:
% 67.18/31.96  																																																					| (709) unit = e4
% 67.18/31.96  																																																					|
% 67.18/31.96  																																																						| From (709) and (24) follows:
% 67.18/31.96  																																																						| (33325) op(e4, e3) = e3
% 67.18/31.96  																																																						|
% 67.18/31.96  																																																						| From (709) and (211) follows:
% 67.18/31.97  																																																						| (22527) op(e4, e1) = e1
% 67.18/31.97  																																																						|
% 67.18/31.97  																																																						| From (709) and (32) follows:
% 67.18/31.97  																																																						| (712) op(e2, e4) = e2
% 67.18/31.97  																																																						|
% 67.18/31.97  																																																						| From (709) and (42) follows:
% 67.18/31.97  																																																						| (713) op(e0, e4) = e0
% 67.18/31.97  																																																						|
% 67.18/31.97  																																																						| Instantiating formula (29) with e4, e3, e3, e4 and discharging atoms op(e4, e3) = e4, op(e4, e3) = e3, yields:
% 67.18/31.97  																																																						| (425) e4 = e3
% 67.18/31.97  																																																						|
% 67.18/31.97  																																																						| Instantiating formula (29) with e4, e1, e1, e3 and discharging atoms op(e4, e1) = e3, op(e4, e1) = e1, yields:
% 67.18/31.97  																																																						| (455) e3 = e1
% 67.18/31.97  																																																						|
% 67.18/31.97  																																																						| Instantiating formula (29) with e2, e4, e2, e3 and discharging atoms op(e2, e4) = e3, op(e2, e4) = e2, yields:
% 67.18/31.97  																																																						| (662) e3 = e2
% 67.18/31.97  																																																						|
% 67.18/31.97  																																																						| Instantiating formula (29) with e0, e4, e0, e4 and discharging atoms op(e0, e4) = e4, op(e0, e4) = e0, yields:
% 67.18/31.97  																																																						| (397) e4 = e0
% 67.18/31.97  																																																						|
% 67.18/31.97  																																																						| Combining equations (425,397) yields a new equation:
% 67.18/31.97  																																																						| (675) e3 = e0
% 67.18/31.97  																																																						|
% 67.18/31.97  																																																						| Simplifying 675 yields:
% 67.18/31.97  																																																						| (676) e3 = e0
% 67.18/31.97  																																																						|
% 67.18/31.97  																																																						| Combining equations (676,662) yields a new equation:
% 67.18/31.97  																																																						| (330) e2 = e0
% 67.18/31.97  																																																						|
% 67.18/31.97  																																																						| Combining equations (455,662) yields a new equation:
% 67.18/31.97  																																																						| (617) e2 = e1
% 67.18/31.97  																																																						|
% 67.18/31.97  																																																						| Combining equations (617,330) yields a new equation:
% 67.18/31.97  																																																						| (546) e1 = e0
% 67.18/31.97  																																																						|
% 67.18/31.97  																																																						| Simplifying 546 yields:
% 67.18/31.97  																																																						| (431) e1 = e0
% 67.18/31.97  																																																						|
% 67.18/31.97  																																																						| Equations (431) can reduce 233 to:
% 67.18/31.97  																																																						| (266) $false
% 67.18/31.97  																																																						|
% 67.18/31.97  																																																						|-The branch is then unsatisfiable
% 67.18/31.97  																																																					|-Branch two:
% 67.18/31.97  																																																					| (724)  ~ (unit = e4)
% 67.18/31.97  																																																					| (725) unit = e3 | unit = e1 | unit = e0
% 67.18/31.97  																																																					|
% 67.18/31.97  																																																						+-Applying beta-rule and splitting (725), into two cases.
% 67.18/31.97  																																																						|-Branch one:
% 67.18/31.97  																																																						| (726) unit = e0
% 67.18/31.97  																																																						|
% 67.18/31.97  																																																							| From (726) and (15) follows:
% 67.18/31.97  																																																							| (1508) op(e0, e2) = e2
% 67.18/31.97  																																																							|
% 67.18/31.97  																																																							| From (726) and (227) follows:
% 67.18/31.97  																																																							| (3205) op(e4, e0) = e4
% 67.18/31.97  																																																							|
% 67.18/31.97  																																																							| From (726) and (40) follows:
% 67.18/31.97  																																																							| (1639) op(e3, e0) = e3
% 67.18/31.97  																																																							|
% 67.18/31.97  																																																							| From (726) and (28) follows:
% 67.18/31.97  																																																							| (2698) op(e1, e0) = e1
% 67.18/31.97  																																																							|
% 67.18/31.97  																																																							| Instantiating formula (29) with e4, e0, e4, e0 and discharging atoms op(e4, e0) = e4, op(e4, e0) = e0, yields:
% 67.18/31.97  																																																							| (397) e4 = e0
% 67.18/31.97  																																																							|
% 67.18/31.97  																																																							| Instantiating formula (29) with e3, e0, e3, e4 and discharging atoms op(e3, e0) = e4, op(e3, e0) = e3, yields:
% 67.18/31.97  																																																							| (425) e4 = e3
% 67.18/31.97  																																																							|
% 67.18/31.97  																																																							| Instantiating formula (29) with e1, e0, e1, e3 and discharging atoms op(e1, e0) = e3, op(e1, e0) = e1, yields:
% 67.18/31.97  																																																							| (455) e3 = e1
% 67.18/31.97  																																																							|
% 67.18/31.97  																																																							| Instantiating formula (29) with e0, e2, e2, e3 and discharging atoms op(e0, e2) = e3, op(e0, e2) = e2, yields:
% 67.18/31.97  																																																							| (662) e3 = e2
% 67.18/31.97  																																																							|
% 67.18/31.97  																																																							| Combining equations (397,425) yields a new equation:
% 67.18/31.97  																																																							| (676) e3 = e0
% 67.18/31.97  																																																							|
% 67.18/31.97  																																																							| Combining equations (676,662) yields a new equation:
% 67.18/31.97  																																																							| (330) e2 = e0
% 67.18/31.97  																																																							|
% 67.18/31.97  																																																							| Combining equations (455,662) yields a new equation:
% 67.18/31.97  																																																							| (617) e2 = e1
% 67.18/31.97  																																																							|
% 67.18/31.97  																																																							| Combining equations (617,330) yields a new equation:
% 67.18/31.97  																																																							| (546) e1 = e0
% 67.18/31.97  																																																							|
% 67.18/31.97  																																																							| Simplifying 546 yields:
% 67.18/31.97  																																																							| (431) e1 = e0
% 67.18/31.97  																																																							|
% 67.18/31.97  																																																							| Equations (431) can reduce 233 to:
% 67.18/31.97  																																																							| (266) $false
% 67.18/31.97  																																																							|
% 67.18/31.97  																																																							|-The branch is then unsatisfiable
% 67.18/31.97  																																																						|-Branch two:
% 67.18/31.97  																																																						| (734)  ~ (unit = e0)
% 67.18/31.97  																																																						| (735) unit = e3 | unit = e1
% 67.18/31.97  																																																						|
% 67.18/31.97  																																																							+-Applying beta-rule and splitting (735), into two cases.
% 67.18/31.97  																																																							|-Branch one:
% 67.18/31.97  																																																							| (736) unit = e1
% 67.18/31.97  																																																							|
% 67.18/31.97  																																																								| Equations (736) can reduce 734 to:
% 67.18/31.97  																																																								| (233)  ~ (e1 = e0)
% 67.18/31.97  																																																								|
% 67.18/31.97  																																																								| From (736) and (244) follows:
% 67.18/31.97  																																																								| (738) op(e1, e4) = e4
% 67.18/31.97  																																																								|
% 67.18/31.97  																																																								| From (736) and (15) follows:
% 67.18/31.97  																																																								| (515) op(e1, e2) = e2
% 67.18/31.97  																																																								|
% 67.18/31.97  																																																								| From (736) and (28) follows:
% 67.18/31.97  																																																								| (740) op(e1, e1) = e1
% 67.18/31.97  																																																								|
% 67.18/31.97  																																																								| Instantiating formula (29) with e1, e4, e4, e0 and discharging atoms op(e1, e4) = e4, op(e1, e4) = e0, yields:
% 67.18/31.97  																																																								| (397) e4 = e0
% 67.18/31.97  																																																								|
% 67.18/31.97  																																																								| Instantiating formula (29) with e1, e2, e2, e4 and discharging atoms op(e1, e2) = e4, op(e1, e2) = e2, yields:
% 67.18/31.97  																																																								| (323) e4 = e2
% 67.18/31.97  																																																								|
% 67.18/31.97  																																																								| Instantiating formula (29) with e1, e1, e1, e2 and discharging atoms op(e1, e1) = e2, op(e1, e1) = e1, yields:
% 67.18/31.97  																																																								| (617) e2 = e1
% 67.18/31.97  																																																								|
% 67.18/31.97  																																																								| Combining equations (323,397) yields a new equation:
% 67.18/31.97  																																																								| (391) e2 = e0
% 67.18/31.97  																																																								|
% 67.18/31.97  																																																								| Simplifying 391 yields:
% 67.18/31.97  																																																								| (330) e2 = e0
% 67.18/31.97  																																																								|
% 67.18/31.97  																																																								| Combining equations (330,617) yields a new equation:
% 67.18/31.97  																																																								| (431) e1 = e0
% 67.18/31.97  																																																								|
% 67.18/31.97  																																																								| Equations (431) can reduce 233 to:
% 67.18/31.97  																																																								| (266) $false
% 67.18/31.97  																																																								|
% 67.18/31.97  																																																								|-The branch is then unsatisfiable
% 67.18/31.97  																																																							|-Branch two:
% 67.18/31.97  																																																							| (748)  ~ (unit = e1)
% 67.18/31.97  																																																							| (749) unit = e3
% 67.18/31.97  																																																							|
% 67.18/31.97  																																																								| From (749) and (244) follows:
% 67.18/31.97  																																																								| (750) op(e3, e4) = e4
% 67.18/31.97  																																																								|
% 67.18/31.97  																																																								| From (749) and (209) follows:
% 67.18/31.97  																																																								| (1667) op(e3, e0) = e0
% 67.18/31.97  																																																								|
% 67.18/31.97  																																																								| Instantiating formula (29) with e3, e4, e4, e2 and discharging atoms op(e3, e4) = e4, op(e3, e4) = e2, yields:
% 67.18/31.97  																																																								| (323) e4 = e2
% 67.18/31.97  																																																								|
% 67.18/31.97  																																																								| Instantiating formula (29) with e3, e0, e0, e4 and discharging atoms op(e3, e0) = e4, op(e3, e0) = e0, yields:
% 67.18/31.97  																																																								| (397) e4 = e0
% 67.18/31.97  																																																								|
% 67.18/31.97  																																																								| Combining equations (323,397) yields a new equation:
% 67.18/31.97  																																																								| (391) e2 = e0
% 67.18/31.97  																																																								|
% 67.18/31.97  																																																								| Simplifying 391 yields:
% 67.18/31.97  																																																								| (330) e2 = e0
% 67.18/31.97  																																																								|
% 67.18/31.97  																																																								| Equations (330) can reduce 128 to:
% 67.18/31.97  																																																								| (266) $false
% 67.18/31.97  																																																								|
% 67.18/31.97  																																																								|-The branch is then unsatisfiable
% 67.18/31.97  																																																		|-Branch two:
% 67.18/31.97  																																																		| (475)  ~ (all_0_51_51 = e4)
% 67.18/31.97  																																																		| (1294) all_0_52_52 = e4 | all_0_53_53 = e4
% 67.18/31.97  																																																		|
% 67.18/31.97  																																																			+-Applying beta-rule and splitting (418), into two cases.
% 67.18/31.97  																																																			|-Branch one:
% 67.18/31.97  																																																			| (660) all_0_51_51 = e3
% 67.18/31.97  																																																			|
% 67.18/31.97  																																																				| Equations (660) can reduce 664 to:
% 67.18/31.97  																																																				| (266) $false
% 67.18/31.97  																																																				|
% 67.18/31.97  																																																				|-The branch is then unsatisfiable
% 67.18/31.97  																																																			|-Branch two:
% 67.18/31.97  																																																			| (664)  ~ (all_0_51_51 = e3)
% 67.18/31.97  																																																			| (665) all_0_53_53 = e3
% 67.18/31.97  																																																			|
% 67.18/31.97  																																																				| Equations (665) can reduce 1453 to:
% 67.18/31.97  																																																				| (277)  ~ (e4 = e3)
% 67.18/31.97  																																																				|
% 67.18/31.97  																																																				| Simplifying 277 yields:
% 67.18/31.97  																																																				| (188)  ~ (e4 = e3)
% 67.18/31.97  																																																				|
% 67.18/31.97  																																																				+-Applying beta-rule and splitting (1294), into two cases.
% 67.18/31.97  																																																				|-Branch one:
% 67.18/31.97  																																																				| (565) all_0_52_52 = e4
% 67.18/31.97  																																																				|
% 67.18/31.97  																																																					| Combining equations (352,565) yields a new equation:
% 67.18/31.97  																																																					| (323) e4 = e2
% 67.18/31.97  																																																					|
% 67.18/31.97  																																																					| Equations (323) can reduce 48 to:
% 67.18/31.97  																																																					| (266) $false
% 67.18/31.97  																																																					|
% 67.18/31.97  																																																					|-The branch is then unsatisfiable
% 67.18/31.97  																																																				|-Branch two:
% 67.18/31.97  																																																				| (780)  ~ (all_0_52_52 = e4)
% 67.18/31.97  																																																				| (1298) all_0_53_53 = e4
% 67.18/31.97  																																																				|
% 67.18/31.97  																																																					| Combining equations (665,1298) yields a new equation:
% 67.18/31.97  																																																					| (425) e4 = e3
% 67.18/31.97  																																																					|
% 67.18/31.97  																																																					| Equations (425) can reduce 188 to:
% 67.18/31.97  																																																					| (266) $false
% 67.18/31.97  																																																					|
% 67.18/31.97  																																																					|-The branch is then unsatisfiable
% 67.18/31.97  																																												|-Branch two:
% 67.18/31.97  																																												| (1390)  ~ (all_0_44_44 = e4)
% 67.18/31.97  																																												| (1391) all_0_44_44 = e3 | all_0_44_44 = e1 | all_0_44_44 = e0
% 67.18/31.97  																																												|
% 67.18/31.97  																																													+-Applying beta-rule and splitting (189), into two cases.
% 67.18/31.97  																																													|-Branch one:
% 67.18/31.97  																																													| (532) all_0_44_44 = e3
% 67.18/31.97  																																													|
% 67.18/31.97  																																														| Equations (532) can reduce 407 to:
% 67.18/31.97  																																														| (266) $false
% 67.18/31.97  																																														|
% 67.18/31.97  																																														|-The branch is then unsatisfiable
% 67.18/31.97  																																													|-Branch two:
% 67.18/31.97  																																													| (407)  ~ (all_0_44_44 = e3)
% 67.18/31.97  																																													| (537) all_0_49_49 = e3 | all_0_53_53 = e3 | all_0_58_58 = e3
% 67.18/31.97  																																													|
% 67.18/31.97  																																														+-Applying beta-rule and splitting (1391), into two cases.
% 67.18/31.97  																																														|-Branch one:
% 67.18/31.97  																																														| (1414) all_0_44_44 = e0
% 67.18/31.97  																																														|
% 67.18/31.97  																																															| Equations (1414) can reduce 360 to:
% 67.18/31.97  																																															| (266) $false
% 67.18/31.97  																																															|
% 67.18/31.97  																																															|-The branch is then unsatisfiable
% 67.18/31.97  																																														|-Branch two:
% 67.18/31.97  																																														| (360)  ~ (all_0_44_44 = e0)
% 67.18/31.97  																																														| (1417) all_0_44_44 = e3 | all_0_44_44 = e1
% 67.18/31.97  																																														|
% 67.18/31.97  																																															+-Applying beta-rule and splitting (1417), into two cases.
% 67.18/31.97  																																															|-Branch one:
% 67.18/31.97  																																															| (635) all_0_44_44 = e1
% 67.18/31.97  																																															|
% 67.18/31.97  																																																| Equations (635) can reduce 639 to:
% 67.18/31.97  																																																| (266) $false
% 67.18/31.97  																																																|
% 67.18/31.97  																																																|-The branch is then unsatisfiable
% 67.18/31.97  																																															|-Branch two:
% 67.18/31.97  																																															| (639)  ~ (all_0_44_44 = e1)
% 67.18/31.97  																																															| (532) all_0_44_44 = e3
% 67.18/31.97  																																															|
% 67.18/31.97  																																																| Equations (532) can reduce 407 to:
% 67.18/31.97  																																																| (266) $false
% 67.18/31.97  																																																|
% 67.18/31.97  																																																|-The branch is then unsatisfiable
% 67.18/31.97  																																											|-Branch two:
% 67.18/31.97  																																											| (1898)  ~ (all_0_41_41 = e3)
% 67.18/31.97  																																											| (1923) all_0_46_46 = e3 | all_0_50_50 = e3 | all_0_55_55 = e3
% 67.18/31.97  																																											|
% 67.18/31.97  																																												+-Applying beta-rule and splitting (113), into two cases.
% 67.18/31.97  																																												|-Branch one:
% 67.18/31.97  																																												| (403) all_0_41_41 = e3
% 67.18/31.97  																																												|
% 67.18/31.97  																																													| Equations (403) can reduce 1898 to:
% 67.18/31.97  																																													| (266) $false
% 67.18/31.97  																																													|
% 67.18/31.97  																																													|-The branch is then unsatisfiable
% 67.18/31.97  																																												|-Branch two:
% 67.18/31.97  																																												| (1898)  ~ (all_0_41_41 = e3)
% 67.18/31.97  																																												| (1899) all_0_42_42 = e3 | all_0_44_44 = e3
% 67.18/31.97  																																												|
% 67.18/31.97  																																													+-Applying beta-rule and splitting (1899), into two cases.
% 67.18/31.97  																																													|-Branch one:
% 67.18/31.97  																																													| (516) all_0_42_42 = e3
% 67.18/31.97  																																													|
% 67.18/31.97  																																														| Combining equations (516,559) yields a new equation:
% 67.18/31.97  																																														| (675) e3 = e0
% 67.18/31.97  																																														|
% 67.18/31.97  																																														| Simplifying 675 yields:
% 67.18/31.97  																																														| (676) e3 = e0
% 67.18/31.97  																																														|
% 67.18/31.97  																																														| Equations (676) can reduce 80 to:
% 67.18/31.97  																																														| (266) $false
% 67.18/31.97  																																														|
% 67.18/31.97  																																														|-The branch is then unsatisfiable
% 67.18/31.97  																																													|-Branch two:
% 67.18/31.97  																																													| (405)  ~ (all_0_42_42 = e3)
% 67.18/31.97  																																													| (532) all_0_44_44 = e3
% 67.18/31.97  																																													|
% 67.18/31.97  																																														| Equations (532) can reduce 149 to:
% 67.18/31.97  																																														| (1898)  ~ (all_0_41_41 = e3)
% 67.18/31.97  																																														|
% 67.18/31.97  																																														+-Applying beta-rule and splitting (4049), into two cases.
% 67.18/31.97  																																														|-Branch one:
% 67.18/31.97  																																														| (794) all_0_41_41 = e0
% 67.18/31.97  																																														|
% 67.18/31.97  																																															| Equations (794) can reduce 357 to:
% 67.18/31.97  																																															| (266) $false
% 67.18/31.97  																																															|
% 67.18/31.97  																																															|-The branch is then unsatisfiable
% 67.18/31.97  																																														|-Branch two:
% 67.18/31.97  																																														| (357)  ~ (all_0_41_41 = e0)
% 67.18/31.97  																																														| (4053) all_0_41_41 = e3 | all_0_41_41 = e1
% 67.18/31.97  																																														|
% 67.18/31.97  																																															+-Applying beta-rule and splitting (4053), into two cases.
% 67.18/31.97  																																															|-Branch one:
% 67.18/31.97  																																															| (453) all_0_41_41 = e1
% 67.18/31.97  																																															|
% 67.18/31.97  																																																| Equations (453) can reduce 457 to:
% 67.18/31.97  																																																| (266) $false
% 67.18/31.97  																																																|
% 67.18/31.97  																																																|-The branch is then unsatisfiable
% 67.18/31.97  																																															|-Branch two:
% 67.18/31.97  																																															| (457)  ~ (all_0_41_41 = e1)
% 67.18/31.97  																																															| (403) all_0_41_41 = e3
% 67.18/31.97  																																															|
% 67.18/31.97  																																																| Equations (403) can reduce 1898 to:
% 67.18/31.97  																																																| (266) $false
% 67.18/31.97  																																																|
% 67.18/31.97  																																																|-The branch is then unsatisfiable
% 67.18/31.97  																																										|-Branch two:
% 67.18/31.97  																																										| (759)  ~ (all_0_50_50 = e1)
% 67.18/31.97  																																										| (1168) all_0_51_51 = e1 | all_0_52_52 = e1 | all_0_53_53 = e1
% 67.18/31.97  																																										|
% 67.18/31.97  																																											+-Applying beta-rule and splitting (600), into two cases.
% 67.18/31.97  																																											|-Branch one:
% 67.18/31.97  																																											| (601) all_0_50_50 = e1
% 67.18/31.97  																																											|
% 67.18/31.97  																																												| Equations (601) can reduce 759 to:
% 67.18/31.97  																																												| (266) $false
% 67.18/31.97  																																												|
% 67.18/31.97  																																												|-The branch is then unsatisfiable
% 67.18/31.97  																																											|-Branch two:
% 67.18/31.97  																																											| (759)  ~ (all_0_50_50 = e1)
% 67.18/31.97  																																											| (629) all_0_55_55 = e1
% 67.18/31.97  																																											|
% 67.18/31.97  																																												| Combining equations (386,629) yields a new equation:
% 67.18/31.97  																																												| (616) e2 = e1
% 67.18/31.97  																																												|
% 67.18/31.97  																																												| Simplifying 616 yields:
% 67.18/31.97  																																												| (617) e2 = e1
% 67.18/31.97  																																												|
% 67.18/31.97  																																												| Equations (617) can reduce 122 to:
% 67.18/31.97  																																												| (266) $false
% 67.18/31.97  																																												|
% 67.18/31.97  																																												|-The branch is then unsatisfiable
% 67.18/31.97  																																					|-Branch two:
% 67.18/31.97  																																					| (358)  ~ (all_0_42_42 = e0)
% 67.18/31.97  																																					| (563) all_0_47_47 = e0 | all_0_56_56 = e0
% 67.18/31.97  																																					|
% 67.18/31.97  																																						+-Applying beta-rule and splitting (563), into two cases.
% 67.18/31.97  																																						|-Branch one:
% 67.18/31.97  																																						| (674) all_0_47_47 = e0
% 67.18/31.97  																																						|
% 67.18/31.97  																																							| Combining equations (674,654) yields a new equation:
% 67.18/31.97  																																							| (431) e1 = e0
% 67.18/31.97  																																							|
% 67.18/31.97  																																							| Equations (431) can reduce 233 to:
% 67.18/31.97  																																							| (266) $false
% 67.18/31.97  																																							|
% 67.18/31.97  																																							|-The branch is then unsatisfiable
% 67.18/31.97  																																						|-Branch two:
% 67.18/31.97  																																						| (678)  ~ (all_0_47_47 = e0)
% 67.18/31.97  																																						| (679) all_0_56_56 = e0
% 67.18/31.97  																																						|
% 67.18/31.97  																																							| Equations (679) can reduce 828 to:
% 67.18/31.97  																																							| (266) $false
% 67.18/31.97  																																							|
% 67.18/31.97  																																							|-The branch is then unsatisfiable
% 67.18/31.97  																														|-Branch two:
% 67.18/31.97  																														| (831)  ~ (all_0_46_46 = e0)
% 67.18/31.97  																														| (832) all_0_47_47 = e0 | all_0_48_48 = e0 | all_0_49_49 = e0
% 67.18/31.97  																														|
% 67.18/31.97  																															+-Applying beta-rule and splitting (1797), into two cases.
% 67.18/31.97  																															|-Branch one:
% 67.18/31.97  																															| (770) all_0_46_46 = e4
% 67.18/31.97  																															|
% 67.18/31.97  																																| Equations (770) can reduce 250 to:
% 67.18/31.97  																																| (266) $false
% 67.18/31.97  																																|
% 67.18/31.97  																																|-The branch is then unsatisfiable
% 67.18/31.97  																															|-Branch two:
% 67.18/31.97  																															| (250)  ~ (all_0_46_46 = e4)
% 67.18/31.97  																															| (1801) all_0_46_46 = e3 | all_0_46_46 = e1 | all_0_46_46 = e0
% 67.18/31.97  																															|
% 67.18/31.97  																																+-Applying beta-rule and splitting (1801), into two cases.
% 67.18/31.97  																																|-Branch one:
% 67.18/31.97  																																| (538) all_0_46_46 = e0
% 67.18/31.97  																																|
% 67.18/31.97  																																	| Equations (538) can reduce 831 to:
% 67.18/31.97  																																	| (266) $false
% 67.18/31.97  																																	|
% 67.18/31.97  																																	|-The branch is then unsatisfiable
% 67.18/31.97  																																|-Branch two:
% 67.18/31.97  																																| (831)  ~ (all_0_46_46 = e0)
% 67.18/31.97  																																| (1838) all_0_46_46 = e3 | all_0_46_46 = e1
% 67.18/31.97  																																|
% 67.18/31.97  																																	+-Applying beta-rule and splitting (1838), into two cases.
% 67.18/31.97  																																	|-Branch one:
% 67.18/31.97  																																	| (545) all_0_46_46 = e1
% 67.18/31.97  																																	|
% 67.18/31.97  																																		| Equations (545) can reduce 549 to:
% 67.18/31.97  																																		| (266) $false
% 67.18/31.97  																																		|
% 67.18/31.97  																																		|-The branch is then unsatisfiable
% 67.18/31.97  																																	|-Branch two:
% 67.18/31.97  																																	| (549)  ~ (all_0_46_46 = e1)
% 67.18/31.97  																																	| (1557) all_0_46_46 = e3
% 67.18/31.97  																																	|
% 67.18/31.97  																																		| Equations (1557) can reduce 409 to:
% 67.18/31.97  																																		| (266) $false
% 67.18/31.97  																																		|
% 67.18/31.97  																																		|-The branch is then unsatisfiable
% 67.18/31.97  																										|-Branch two:
% 67.18/31.97  																										| (813) all_0_47_47 = e1 & all_0_52_52 = e2 &  ~ (all_0_51_51 = e1)
% 67.18/31.97  																										|
% 67.18/31.97  																											| Applying alpha-rule on (813) yields:
% 67.18/31.97  																											| (654) all_0_47_47 = e1
% 67.18/31.97  																											| (352) all_0_52_52 = e2
% 67.18/31.97  																											| (464)  ~ (all_0_51_51 = e1)
% 67.18/31.97  																											|
% 67.18/31.97  																											| Equations (654) can reduce 198 to:
% 67.18/31.97  																											| (1380)  ~ (all_0_42_42 = e1)
% 67.18/31.97  																											|
% 67.18/31.97  																											| Equations (654) can reduce 19 to:
% 67.18/31.97  																											| (549)  ~ (all_0_46_46 = e1)
% 67.18/31.97  																											|
% 67.18/31.97  																											| Equations (654) can reduce 91 to:
% 67.18/31.97  																											| (465)  ~ (all_0_56_56 = e1)
% 67.18/31.97  																											|
% 67.18/31.97  																											| Simplifying 465 yields:
% 67.18/31.97  																											| (466)  ~ (all_0_56_56 = e1)
% 67.18/31.97  																											|
% 67.18/31.97  																											| Equations (654) can reduce 338 to:
% 67.18/31.97  																											| (604)  ~ (e2 = e1)
% 67.18/31.97  																											|
% 67.18/31.97  																											| Simplifying 604 yields:
% 67.18/31.97  																											| (122)  ~ (e2 = e1)
% 67.18/31.97  																											|
% 67.18/31.97  																											+-Applying beta-rule and splitting (123), into two cases.
% 67.18/31.97  																											|-Branch one:
% 67.18/31.97  																											| (1794) all_0_46_46 = e2
% 67.18/31.97  																											|
% 67.18/31.97  																												| Equations (1794) can reduce 300 to:
% 67.18/31.97  																												| (266) $false
% 67.18/31.97  																												|
% 67.18/31.97  																												|-The branch is then unsatisfiable
% 67.18/31.97  																											|-Branch two:
% 67.18/31.97  																											| (300)  ~ (all_0_46_46 = e2)
% 67.18/31.97  																											| (1797) all_0_46_46 = e4 | all_0_46_46 = e3 | all_0_46_46 = e1 | all_0_46_46 = e0
% 67.18/31.97  																											|
% 67.18/31.97  																												+-Applying beta-rule and splitting (216), into two cases.
% 67.18/31.97  																												|-Branch one:
% 67.18/31.97  																												| (629) all_0_55_55 = e1
% 67.18/31.97  																												|
% 67.18/31.97  																													| Combining equations (629,386) yields a new equation:
% 67.18/31.97  																													| (617) e2 = e1
% 67.18/31.97  																													|
% 67.18/31.97  																													| Equations (617) can reduce 122 to:
% 67.18/31.97  																													| (266) $false
% 67.18/31.97  																													|
% 67.18/31.97  																													|-The branch is then unsatisfiable
% 67.18/31.97  																												|-Branch two:
% 67.18/31.97  																												| (632)  ~ (all_0_55_55 = e1)
% 67.18/31.97  																												| (633) all_0_56_56 = e1 | all_0_57_57 = e1 | all_0_58_58 = e1
% 67.18/31.97  																												|
% 67.18/31.97  																													+-Applying beta-rule and splitting (184), into two cases.
% 67.18/31.97  																													|-Branch one:
% 67.18/31.97  																													| (538) all_0_46_46 = e0
% 67.18/31.97  																													|
% 67.18/31.97  																														| Equations (538) can reduce 35 to:
% 67.18/31.97  																														| (22202)  ~ (all_0_50_50 = e0)
% 67.18/31.97  																														|
% 67.18/31.98  																														| Simplifying 22202 yields:
% 67.18/31.98  																														| (121)  ~ (all_0_50_50 = e0)
% 67.18/31.98  																														|
% 67.18/31.98  																														| Equations (538) can reduce 300 to:
% 67.18/31.98  																														| (365)  ~ (e2 = e0)
% 67.18/31.98  																														|
% 67.18/31.98  																														| Simplifying 365 yields:
% 67.18/31.98  																														| (128)  ~ (e2 = e0)
% 67.18/31.98  																														|
% 67.18/31.98  																														| Equations (538) can reduce 549 to:
% 67.18/31.98  																														| (435)  ~ (e1 = e0)
% 67.18/31.98  																														|
% 67.18/31.98  																														| Simplifying 435 yields:
% 67.18/31.98  																														| (233)  ~ (e1 = e0)
% 67.18/31.98  																														|
% 67.18/31.98  																														+-Applying beta-rule and splitting (133), into two cases.
% 67.18/31.98  																														|-Branch one:
% 67.18/31.98  																														| (833) all_0_56_56 = e2
% 67.18/31.98  																														|
% 67.18/31.98  																															| Equations (833) can reduce 511 to:
% 67.18/31.98  																															| (266) $false
% 67.18/31.98  																															|
% 67.18/31.98  																															|-The branch is then unsatisfiable
% 67.18/31.98  																														|-Branch two:
% 67.18/31.98  																														| (511)  ~ (all_0_56_56 = e2)
% 67.18/31.98  																														| (836) all_0_56_56 = e4 | all_0_56_56 = e3 | all_0_56_56 = e1 | all_0_56_56 = e0
% 67.18/31.98  																														|
% 67.18/31.98  																															+-Applying beta-rule and splitting (18), into two cases.
% 67.18/31.98  																															|-Branch one:
% 67.18/31.98  																															| (453) all_0_41_41 = e1
% 67.18/31.98  																															|
% 67.18/31.98  																																| Equations (453) can reduce 457 to:
% 67.18/31.98  																																| (266) $false
% 67.18/31.98  																																|
% 67.18/31.98  																																|-The branch is then unsatisfiable
% 67.18/31.98  																															|-Branch two:
% 67.18/31.98  																															| (457)  ~ (all_0_41_41 = e1)
% 67.18/31.98  																															| (595) all_0_46_46 = e1 | all_0_50_50 = e1 | all_0_55_55 = e1
% 67.18/31.98  																															|
% 67.18/31.98  																																+-Applying beta-rule and splitting (633), into two cases.
% 67.18/31.98  																																|-Branch one:
% 67.18/31.98  																																| (1569) all_0_56_56 = e1
% 67.18/31.98  																																|
% 67.18/31.98  																																	| Equations (1569) can reduce 466 to:
% 67.18/31.98  																																	| (266) $false
% 67.18/31.98  																																	|
% 67.18/31.98  																																	|-The branch is then unsatisfiable
% 67.18/31.98  																																|-Branch two:
% 67.18/31.98  																																| (466)  ~ (all_0_56_56 = e1)
% 67.18/31.98  																																| (1574) all_0_57_57 = e1 | all_0_58_58 = e1
% 67.18/31.98  																																|
% 67.18/31.98  																																	+-Applying beta-rule and splitting (104), into two cases.
% 67.18/31.98  																																	|-Branch one:
% 67.18/31.98  																																	| (480) all_0_39_39 = e0
% 67.18/31.98  																																	|
% 67.18/31.98  																																		| Combining equations (480,317) yields a new equation:
% 67.18/31.98  																																		| (330) e2 = e0
% 67.18/31.98  																																		|
% 67.18/31.98  																																		| Equations (330) can reduce 128 to:
% 67.18/31.98  																																		| (266) $false
% 67.18/31.98  																																		|
% 67.18/31.98  																																		|-The branch is then unsatisfiable
% 67.18/31.98  																																	|-Branch two:
% 67.18/31.98  																																	| (484)  ~ (all_0_39_39 = e0)
% 67.18/31.98  																																	| (558) all_0_42_42 = e0 | all_0_47_47 = e0 | all_0_56_56 = e0
% 67.18/31.98  																																	|
% 67.18/31.98  																																		+-Applying beta-rule and splitting (27), into two cases.
% 67.18/31.98  																																		|-Branch one:
% 67.18/31.98  																																		| (437) all_0_41_41 = e4
% 67.18/31.98  																																		|
% 67.18/31.98  																																			| Equations (437) can reduce 440 to:
% 67.18/31.98  																																			| (266) $false
% 67.18/31.98  																																			|
% 67.18/31.98  																																			|-The branch is then unsatisfiable
% 67.18/31.98  																																		|-Branch two:
% 67.18/31.98  																																		| (440)  ~ (all_0_41_41 = e4)
% 67.18/31.98  																																		| (4049) all_0_41_41 = e3 | all_0_41_41 = e1 | all_0_41_41 = e0
% 67.18/31.98  																																		|
% 67.18/31.98  																																			+-Applying beta-rule and splitting (1574), into two cases.
% 67.18/31.98  																																			|-Branch one:
% 67.18/31.98  																																			| (647) all_0_57_57 = e1
% 67.18/31.98  																																			|
% 67.18/31.98  																																				| Combining equations (875,647) yields a new equation:
% 67.18/31.98  																																				| (431) e1 = e0
% 67.18/31.98  																																				|
% 67.18/31.98  																																				| Equations (431) can reduce 233 to:
% 67.18/31.98  																																				| (266) $false
% 67.18/31.98  																																				|
% 67.18/31.98  																																				|-The branch is then unsatisfiable
% 67.18/31.98  																																			|-Branch two:
% 67.18/31.98  																																			| (1670)  ~ (all_0_57_57 = e1)
% 67.18/31.98  																																			| (918) all_0_58_58 = e1
% 67.18/31.98  																																			|
% 67.18/31.98  																																				| Equations (918) can reduce 181 to:
% 67.18/31.98  																																				| (639)  ~ (all_0_44_44 = e1)
% 67.18/31.98  																																				|
% 67.18/31.98  																																				| Equations (918) can reduce 44 to:
% 67.18/31.98  																																				| (466)  ~ (all_0_56_56 = e1)
% 67.18/31.98  																																				|
% 67.18/31.98  																																				| Equations (918) can reduce 908 to:
% 67.18/31.98  																																				| (604)  ~ (e2 = e1)
% 67.18/31.98  																																				|
% 67.18/31.98  																																				| Simplifying 604 yields:
% 67.18/31.98  																																				| (122)  ~ (e2 = e1)
% 67.18/31.98  																																				|
% 67.18/31.98  																																				| Equations (918) can reduce 491 to:
% 67.18/31.98  																																				| (233)  ~ (e1 = e0)
% 67.18/31.98  																																				|
% 67.18/31.98  																																				+-Applying beta-rule and splitting (558), into two cases.
% 67.18/31.98  																																				|-Branch one:
% 67.18/31.98  																																				| (559) all_0_42_42 = e0
% 67.18/31.98  																																				|
% 67.18/31.98  																																					| Equations (559) can reduce 214 to:
% 67.18/31.98  																																					| (357)  ~ (all_0_41_41 = e0)
% 67.18/31.98  																																					|
% 67.18/31.98  																																					| Equations (559) can reduce 73 to:
% 67.18/31.98  																																					| (359)  ~ (all_0_44_44 = e0)
% 67.18/31.98  																																					|
% 67.18/31.98  																																					| Simplifying 359 yields:
% 67.18/31.98  																																					| (360)  ~ (all_0_44_44 = e0)
% 67.18/31.98  																																					|
% 67.18/31.98  																																					| Equations (559) can reduce 236 to:
% 67.18/31.98  																																					| (1181)  ~ (all_0_56_56 = e0)
% 67.18/31.98  																																					|
% 67.18/31.98  																																					| Simplifying 1181 yields:
% 67.18/31.98  																																					| (828)  ~ (all_0_56_56 = e0)
% 67.18/31.98  																																					|
% 67.18/31.98  																																					| Equations (559) can reduce 51 to:
% 67.18/31.98  																																					| (365)  ~ (e2 = e0)
% 67.18/31.98  																																					|
% 67.18/31.98  																																					| Simplifying 365 yields:
% 67.18/31.98  																																					| (128)  ~ (e2 = e0)
% 67.18/31.98  																																					|
% 67.18/31.98  																																					| Equations (559) can reduce 1380 to:
% 67.18/31.98  																																					| (435)  ~ (e1 = e0)
% 67.18/31.98  																																					|
% 67.18/31.98  																																					| Simplifying 435 yields:
% 67.18/31.98  																																					| (233)  ~ (e1 = e0)
% 67.18/31.98  																																					|
% 67.18/31.98  																																					+-Applying beta-rule and splitting (595), into two cases.
% 67.18/31.98  																																					|-Branch one:
% 67.18/31.98  																																					| (545) all_0_46_46 = e1
% 67.18/31.98  																																					|
% 67.18/31.98  																																						| Combining equations (545,538) yields a new equation:
% 67.18/31.98  																																						| (546) e1 = e0
% 67.18/31.98  																																						|
% 67.18/31.98  																																						| Simplifying 546 yields:
% 67.18/31.98  																																						| (431) e1 = e0
% 67.18/31.98  																																						|
% 67.18/31.98  																																						| Equations (431) can reduce 233 to:
% 67.18/31.98  																																						| (266) $false
% 67.18/31.98  																																						|
% 67.18/31.98  																																						|-The branch is then unsatisfiable
% 67.18/31.98  																																					|-Branch two:
% 67.18/31.98  																																					| (549)  ~ (all_0_46_46 = e1)
% 67.18/31.98  																																					| (600) all_0_50_50 = e1 | all_0_55_55 = e1
% 67.18/31.98  																																					|
% 67.18/31.98  																																						+-Applying beta-rule and splitting (836), into two cases.
% 67.18/31.98  																																						|-Branch one:
% 67.18/31.98  																																						| (842) all_0_56_56 = e4
% 67.18/31.98  																																						|
% 67.18/31.98  																																							| Equations (842) can reduce 477 to:
% 67.18/31.98  																																							| (266) $false
% 67.18/31.98  																																							|
% 67.18/31.98  																																							|-The branch is then unsatisfiable
% 67.18/31.98  																																						|-Branch two:
% 67.18/31.98  																																						| (477)  ~ (all_0_56_56 = e4)
% 67.18/31.98  																																						| (845) all_0_56_56 = e3 | all_0_56_56 = e1 | all_0_56_56 = e0
% 67.18/31.98  																																						|
% 67.18/31.98  																																							+-Applying beta-rule and splitting (845), into two cases.
% 67.18/31.98  																																							|-Branch one:
% 67.18/31.98  																																							| (679) all_0_56_56 = e0
% 67.18/31.98  																																							|
% 67.18/31.98  																																								| Equations (679) can reduce 828 to:
% 67.18/31.98  																																								| (266) $false
% 67.18/31.98  																																								|
% 67.18/31.98  																																								|-The branch is then unsatisfiable
% 67.18/31.98  																																							|-Branch two:
% 67.18/31.98  																																							| (828)  ~ (all_0_56_56 = e0)
% 67.18/31.98  																																							| (3172) all_0_56_56 = e3 | all_0_56_56 = e1
% 67.18/31.98  																																							|
% 67.18/31.98  																																								+-Applying beta-rule and splitting (3172), into two cases.
% 67.18/31.98  																																								|-Branch one:
% 67.18/31.98  																																								| (1569) all_0_56_56 = e1
% 67.18/31.98  																																								|
% 67.18/31.98  																																									| Equations (1569) can reduce 466 to:
% 67.18/31.98  																																									| (266) $false
% 67.18/31.98  																																									|
% 67.18/31.98  																																									|-The branch is then unsatisfiable
% 67.18/31.98  																																								|-Branch two:
% 67.18/31.98  																																								| (466)  ~ (all_0_56_56 = e1)
% 67.18/31.98  																																								| (1097) all_0_56_56 = e3
% 67.18/31.98  																																								|
% 67.18/31.98  																																									| Equations (1097) can reduce 16 to:
% 67.18/31.98  																																									| (664)  ~ (all_0_51_51 = e3)
% 67.18/31.98  																																									|
% 67.18/31.98  																																									| Equations (1097) can reduce 828 to:
% 67.18/31.98  																																									| (80)  ~ (e3 = e0)
% 67.18/31.98  																																									|
% 67.18/31.98  																																									| From (1097) and (111) follows:
% 67.18/31.98  																																									| (65099) op(e0, e2) = e3
% 67.18/31.98  																																									|
% 67.18/31.98  																																									+-Applying beta-rule and splitting (160), into two cases.
% 67.18/31.98  																																									|-Branch one:
% 67.18/31.98  																																									| (601) all_0_50_50 = e1
% 67.18/31.98  																																									|
% 67.18/31.98  																																										| Equations (601) can reduce 221 to:
% 67.18/31.98  																																										| (457)  ~ (all_0_41_41 = e1)
% 67.18/31.98  																																										|
% 67.18/31.98  																																										| Equations (601) can reduce 121 to:
% 67.18/31.98  																																										| (233)  ~ (e1 = e0)
% 67.18/31.98  																																										|
% 67.18/31.98  																																										+-Applying beta-rule and splitting (144), into two cases.
% 67.18/31.98  																																										|-Branch one:
% 67.18/31.98  																																										| (403) all_0_41_41 = e3
% 67.18/31.98  																																										|
% 67.18/31.98  																																											| Equations (403) can reduce 149 to:
% 67.18/31.98  																																											| (406)  ~ (all_0_44_44 = e3)
% 67.18/31.98  																																											|
% 67.18/31.98  																																											| Simplifying 406 yields:
% 67.18/31.98  																																											| (407)  ~ (all_0_44_44 = e3)
% 67.18/31.98  																																											|
% 67.18/31.98  																																											| Equations (403) can reduce 457 to:
% 67.18/31.98  																																											| (213)  ~ (e3 = e1)
% 67.18/31.98  																																											|
% 67.18/31.98  																																											+-Applying beta-rule and splitting (26), into two cases.
% 67.18/31.98  																																											|-Branch one:
% 67.18/31.98  																																											| (446) all_0_44_44 = e4
% 67.18/31.98  																																											|
% 67.18/31.98  																																												| Equations (446) can reduce 220 to:
% 67.18/31.98  																																												| (1452)  ~ (all_0_53_53 = e4)
% 67.18/31.98  																																												|
% 67.18/31.98  																																												| Simplifying 1452 yields:
% 67.18/31.98  																																												| (1453)  ~ (all_0_53_53 = e4)
% 67.18/31.98  																																												|
% 67.18/31.98  																																												| Equations (446) can reduce 147 to:
% 67.18/31.98  																																												| (48)  ~ (e4 = e2)
% 67.18/31.98  																																												|
% 67.18/31.98  																																												| Equations (446) can reduce 639 to:
% 67.18/31.98  																																												| (110)  ~ (e4 = e1)
% 67.18/31.98  																																												|
% 67.18/31.98  																																												| From (446) and (138) follows:
% 67.18/31.98  																																												| (4646) op(e3, e0) = e4
% 67.18/31.98  																																												|
% 67.18/31.98  																																												+-Applying beta-rule and splitting (196), into two cases.
% 67.18/31.98  																																												|-Branch one:
% 67.18/31.98  																																												| (607) all_0_53_53 = e2
% 67.18/31.98  																																												|
% 67.18/31.98  																																													| Equations (607) can reduce 509 to:
% 67.18/31.98  																																													| (266) $false
% 67.18/31.98  																																													|
% 67.18/31.98  																																													|-The branch is then unsatisfiable
% 67.18/31.98  																																												|-Branch two:
% 67.18/31.98  																																												| (509)  ~ (all_0_53_53 = e2)
% 67.18/31.98  																																												| (610) all_0_53_53 = e4 | all_0_53_53 = e3 | all_0_53_53 = e1
% 67.18/31.98  																																												|
% 67.18/31.98  																																													+-Applying beta-rule and splitting (168), into two cases.
% 67.18/31.98  																																													|-Branch one:
% 67.18/31.98  																																													| (415) all_0_50_50 = e3
% 67.18/31.98  																																													|
% 67.18/31.98  																																														| Combining equations (601,415) yields a new equation:
% 67.18/31.98  																																														| (455) e3 = e1
% 67.18/31.98  																																														|
% 67.18/31.98  																																														| Equations (455) can reduce 213 to:
% 67.18/31.98  																																														| (266) $false
% 67.18/31.98  																																														|
% 67.18/31.98  																																														|-The branch is then unsatisfiable
% 67.18/31.98  																																													|-Branch two:
% 67.18/31.98  																																													| (411)  ~ (all_0_50_50 = e3)
% 67.18/31.98  																																													| (418) all_0_51_51 = e3 | all_0_53_53 = e3
% 67.18/31.98  																																													|
% 67.18/31.98  																																														+-Applying beta-rule and splitting (231), into two cases.
% 67.18/31.98  																																														|-Branch one:
% 67.18/31.98  																																														| (775) all_0_50_50 = e4
% 67.18/31.98  																																														|
% 67.18/31.98  																																															| Combining equations (601,775) yields a new equation:
% 67.18/31.98  																																															| (630) e4 = e1
% 67.18/31.98  																																															|
% 67.18/31.98  																																															| Equations (630) can reduce 110 to:
% 67.18/31.98  																																															| (266) $false
% 67.18/31.98  																																															|
% 67.18/31.98  																																															|-The branch is then unsatisfiable
% 67.18/31.98  																																														|-Branch two:
% 67.18/31.98  																																														| (566)  ~ (all_0_50_50 = e4)
% 67.18/31.98  																																														| (1071) all_0_51_51 = e4 | all_0_52_52 = e4 | all_0_53_53 = e4
% 67.18/31.98  																																														|
% 67.18/31.98  																																															+-Applying beta-rule and splitting (164), into two cases.
% 67.18/31.98  																																															|-Branch one:
% 67.18/31.98  																																															| (471) all_0_39_39 = e4
% 67.18/31.98  																																															|
% 67.18/31.98  																																																| Combining equations (471,317) yields a new equation:
% 67.18/31.98  																																																| (322) e4 = e2
% 67.18/31.98  																																																|
% 67.18/31.98  																																																| Simplifying 322 yields:
% 67.18/31.98  																																																| (323) e4 = e2
% 67.18/31.98  																																																|
% 67.18/31.98  																																																| Equations (323) can reduce 48 to:
% 67.18/31.98  																																																| (266) $false
% 67.18/31.98  																																																|
% 67.18/31.98  																																																|-The branch is then unsatisfiable
% 67.18/31.98  																																															|-Branch two:
% 67.18/31.98  																																															| (1377)  ~ (all_0_39_39 = e4)
% 67.18/31.98  																																															| (2115) all_0_42_42 = e4 | all_0_47_47 = e4 | all_0_51_51 = e4 | all_0_56_56 = e4
% 67.18/31.98  																																															|
% 67.18/31.98  																																																| Equations (317) can reduce 1377 to:
% 67.18/31.98  																																																| (327)  ~ (e4 = e2)
% 67.18/31.98  																																																|
% 67.18/31.98  																																																| Simplifying 327 yields:
% 67.18/31.98  																																																| (48)  ~ (e4 = e2)
% 67.18/31.98  																																																|
% 67.18/31.98  																																																+-Applying beta-rule and splitting (610), into two cases.
% 67.18/31.98  																																																|-Branch one:
% 67.18/31.98  																																																| (1298) all_0_53_53 = e4
% 67.18/31.98  																																																|
% 67.18/31.98  																																																	| Equations (1298) can reduce 1453 to:
% 67.18/31.98  																																																	| (266) $false
% 67.18/31.98  																																																	|
% 67.18/31.98  																																																	|-The branch is then unsatisfiable
% 67.18/31.98  																																																|-Branch two:
% 67.18/31.98  																																																| (1453)  ~ (all_0_53_53 = e4)
% 67.18/31.98  																																																| (1694) all_0_53_53 = e3 | all_0_53_53 = e1
% 67.18/31.98  																																																|
% 67.18/31.98  																																																	+-Applying beta-rule and splitting (1071), into two cases.
% 67.18/31.98  																																																	|-Branch one:
% 67.18/31.98  																																																	| (1101) all_0_51_51 = e4
% 67.18/31.98  																																																	|
% 67.18/31.98  																																																		| Equations (1101) can reduce 664 to:
% 67.18/31.98  																																																		| (188)  ~ (e4 = e3)
% 67.18/31.98  																																																		|
% 67.18/31.98  																																																		| From (1101) and (186) follows:
% 67.18/31.98  																																																		| (13720) op(e1, e2) = e4
% 67.18/31.98  																																																		|
% 67.18/31.98  																																																		+-Applying beta-rule and splitting (418), into two cases.
% 67.18/31.98  																																																		|-Branch one:
% 67.18/31.98  																																																		| (660) all_0_51_51 = e3
% 67.18/31.98  																																																		|
% 67.18/31.98  																																																			| Combining equations (1101,660) yields a new equation:
% 67.18/31.98  																																																			| (424) e4 = e3
% 67.18/31.98  																																																			|
% 67.18/31.98  																																																			| Simplifying 424 yields:
% 67.18/31.98  																																																			| (425) e4 = e3
% 67.18/31.98  																																																			|
% 67.18/31.98  																																																			| Equations (425) can reduce 188 to:
% 67.18/31.98  																																																			| (266) $false
% 67.18/31.98  																																																			|
% 67.18/31.98  																																																			|-The branch is then unsatisfiable
% 67.18/31.98  																																																		|-Branch two:
% 67.18/31.98  																																																		| (664)  ~ (all_0_51_51 = e3)
% 67.18/31.98  																																																		| (665) all_0_53_53 = e3
% 67.18/31.98  																																																		|
% 67.18/31.98  																																																			| From (665) and (84) follows:
% 67.18/31.98  																																																			| (3786) op(e1, e0) = e3
% 67.18/31.98  																																																			|
% 67.18/31.98  																																																			+-Applying beta-rule and splitting (56), into two cases.
% 67.18/31.98  																																																			|-Branch one:
% 67.18/31.98  																																																			| (696) unit = e2
% 67.18/31.98  																																																			|
% 67.18/31.98  																																																				| From (696) and (244) follows:
% 67.18/31.98  																																																				| (264) op(e2, e4) = e4
% 67.18/31.98  																																																				|
% 67.18/31.98  																																																				| From (696) and (227) follows:
% 67.18/31.98  																																																				| (4284) op(e4, e2) = e4
% 67.18/31.98  																																																				|
% 67.18/31.98  																																																				| From (696) and (28) follows:
% 67.18/31.98  																																																				| (699) op(e1, e2) = e1
% 67.18/31.98  																																																				|
% 67.18/31.98  																																																				| From (696) and (42) follows:
% 67.18/31.98  																																																				| (1613) op(e0, e2) = e0
% 67.18/31.98  																																																				|
% 67.18/31.98  																																																				| Instantiating formula (29) with e4, e2, e4, e2 and discharging atoms op(e4, e2) = e4, op(e4, e2) = e2, yields:
% 67.18/31.98  																																																				| (323) e4 = e2
% 67.18/31.98  																																																				|
% 67.18/31.98  																																																				| Instantiating formula (29) with e2, e4, e4, e3 and discharging atoms op(e2, e4) = e4, op(e2, e4) = e3, yields:
% 67.18/31.98  																																																				| (425) e4 = e3
% 67.18/31.98  																																																				|
% 67.18/31.98  																																																				| Instantiating formula (29) with e1, e2, e1, e4 and discharging atoms op(e1, e2) = e4, op(e1, e2) = e1, yields:
% 67.18/31.98  																																																				| (630) e4 = e1
% 67.18/31.98  																																																				|
% 67.18/31.98  																																																				| Instantiating formula (29) with e0, e2, e0, e3 and discharging atoms op(e0, e2) = e3, op(e0, e2) = e0, yields:
% 67.18/31.98  																																																				| (676) e3 = e0
% 67.18/31.98  																																																				|
% 67.18/31.98  																																																				| Combining equations (630,323) yields a new equation:
% 67.18/31.98  																																																				| (617) e2 = e1
% 67.18/31.98  																																																				|
% 67.18/31.98  																																																				| Combining equations (425,323) yields a new equation:
% 67.18/31.98  																																																				| (661) e3 = e2
% 67.18/31.98  																																																				|
% 67.18/31.98  																																																				| Simplifying 661 yields:
% 67.18/31.98  																																																				| (662) e3 = e2
% 67.18/31.98  																																																				|
% 67.18/31.98  																																																				| Combining equations (662,676) yields a new equation:
% 67.18/31.98  																																																				| (391) e2 = e0
% 67.18/31.98  																																																				|
% 67.18/31.98  																																																				| Simplifying 391 yields:
% 67.18/31.98  																																																				| (330) e2 = e0
% 67.18/31.98  																																																				|
% 67.18/31.98  																																																				| Combining equations (330,617) yields a new equation:
% 67.18/31.98  																																																				| (431) e1 = e0
% 67.18/31.98  																																																				|
% 67.18/31.98  																																																				| Equations (431) can reduce 233 to:
% 67.18/31.98  																																																				| (266) $false
% 67.18/31.98  																																																				|
% 67.18/31.98  																																																				|-The branch is then unsatisfiable
% 67.18/31.98  																																																			|-Branch two:
% 67.18/31.98  																																																			| (707)  ~ (unit = e2)
% 67.18/31.98  																																																			| (708) unit = e4 | unit = e3 | unit = e1 | unit = e0
% 67.18/31.98  																																																			|
% 67.18/31.98  																																																				+-Applying beta-rule and splitting (708), into two cases.
% 67.18/31.98  																																																				|-Branch one:
% 67.18/31.98  																																																				| (709) unit = e4
% 67.18/31.98  																																																				|
% 67.18/31.98  																																																					| From (709) and (24) follows:
% 67.18/31.98  																																																					| (33325) op(e4, e3) = e3
% 67.18/31.98  																																																					|
% 67.18/31.98  																																																					| From (709) and (211) follows:
% 67.18/31.99  																																																					| (22527) op(e4, e1) = e1
% 67.18/31.99  																																																					|
% 67.18/31.99  																																																					| From (709) and (32) follows:
% 67.18/31.99  																																																					| (712) op(e2, e4) = e2
% 67.18/31.99  																																																					|
% 67.18/31.99  																																																					| From (709) and (42) follows:
% 67.18/31.99  																																																					| (713) op(e0, e4) = e0
% 67.18/31.99  																																																					|
% 67.18/31.99  																																																					| Instantiating formula (29) with e4, e3, e3, e4 and discharging atoms op(e4, e3) = e4, op(e4, e3) = e3, yields:
% 67.18/31.99  																																																					| (425) e4 = e3
% 67.18/31.99  																																																					|
% 67.18/31.99  																																																					| Instantiating formula (29) with e4, e1, e1, e3 and discharging atoms op(e4, e1) = e3, op(e4, e1) = e1, yields:
% 67.18/31.99  																																																					| (455) e3 = e1
% 67.18/31.99  																																																					|
% 67.18/31.99  																																																					| Instantiating formula (29) with e2, e4, e2, e3 and discharging atoms op(e2, e4) = e3, op(e2, e4) = e2, yields:
% 67.18/31.99  																																																					| (662) e3 = e2
% 67.18/31.99  																																																					|
% 67.18/31.99  																																																					| Instantiating formula (29) with e0, e4, e0, e4 and discharging atoms op(e0, e4) = e4, op(e0, e4) = e0, yields:
% 67.18/31.99  																																																					| (397) e4 = e0
% 67.18/31.99  																																																					|
% 67.18/31.99  																																																					| Combining equations (425,397) yields a new equation:
% 67.18/31.99  																																																					| (675) e3 = e0
% 67.18/31.99  																																																					|
% 67.18/31.99  																																																					| Simplifying 675 yields:
% 67.18/31.99  																																																					| (676) e3 = e0
% 67.18/31.99  																																																					|
% 67.18/31.99  																																																					| Combining equations (676,662) yields a new equation:
% 67.18/31.99  																																																					| (330) e2 = e0
% 67.18/31.99  																																																					|
% 67.18/31.99  																																																					| Combining equations (455,662) yields a new equation:
% 67.18/31.99  																																																					| (617) e2 = e1
% 67.18/31.99  																																																					|
% 67.18/31.99  																																																					| Combining equations (617,330) yields a new equation:
% 67.18/31.99  																																																					| (546) e1 = e0
% 67.18/31.99  																																																					|
% 67.18/31.99  																																																					| Simplifying 546 yields:
% 67.18/31.99  																																																					| (431) e1 = e0
% 67.18/31.99  																																																					|
% 67.18/31.99  																																																					| Equations (431) can reduce 233 to:
% 67.18/31.99  																																																					| (266) $false
% 67.18/31.99  																																																					|
% 67.18/31.99  																																																					|-The branch is then unsatisfiable
% 67.18/31.99  																																																				|-Branch two:
% 67.18/31.99  																																																				| (724)  ~ (unit = e4)
% 67.18/31.99  																																																				| (725) unit = e3 | unit = e1 | unit = e0
% 67.18/31.99  																																																				|
% 67.18/31.99  																																																					+-Applying beta-rule and splitting (725), into two cases.
% 67.18/31.99  																																																					|-Branch one:
% 67.18/31.99  																																																					| (726) unit = e0
% 67.18/31.99  																																																					|
% 67.18/31.99  																																																						| From (726) and (15) follows:
% 67.18/31.99  																																																						| (1508) op(e0, e2) = e2
% 67.18/31.99  																																																						|
% 67.18/31.99  																																																						| From (726) and (227) follows:
% 67.18/31.99  																																																						| (3205) op(e4, e0) = e4
% 67.18/31.99  																																																						|
% 67.18/31.99  																																																						| From (726) and (40) follows:
% 67.18/31.99  																																																						| (1639) op(e3, e0) = e3
% 67.18/31.99  																																																						|
% 67.18/31.99  																																																						| From (726) and (28) follows:
% 67.18/31.99  																																																						| (2698) op(e1, e0) = e1
% 67.18/31.99  																																																						|
% 67.18/31.99  																																																						| Instantiating formula (29) with e4, e0, e4, e0 and discharging atoms op(e4, e0) = e4, op(e4, e0) = e0, yields:
% 67.18/31.99  																																																						| (397) e4 = e0
% 67.18/31.99  																																																						|
% 67.18/31.99  																																																						| Instantiating formula (29) with e3, e0, e3, e4 and discharging atoms op(e3, e0) = e4, op(e3, e0) = e3, yields:
% 67.18/31.99  																																																						| (425) e4 = e3
% 67.18/31.99  																																																						|
% 67.18/31.99  																																																						| Instantiating formula (29) with e1, e0, e1, e3 and discharging atoms op(e1, e0) = e3, op(e1, e0) = e1, yields:
% 67.18/31.99  																																																						| (455) e3 = e1
% 67.18/31.99  																																																						|
% 67.18/31.99  																																																						| Instantiating formula (29) with e0, e2, e2, e3 and discharging atoms op(e0, e2) = e3, op(e0, e2) = e2, yields:
% 67.18/31.99  																																																						| (662) e3 = e2
% 67.18/31.99  																																																						|
% 67.18/31.99  																																																						| Combining equations (397,425) yields a new equation:
% 67.18/31.99  																																																						| (676) e3 = e0
% 67.18/31.99  																																																						|
% 67.18/31.99  																																																						| Combining equations (676,662) yields a new equation:
% 67.18/31.99  																																																						| (330) e2 = e0
% 67.18/31.99  																																																						|
% 67.18/31.99  																																																						| Combining equations (455,662) yields a new equation:
% 67.18/31.99  																																																						| (617) e2 = e1
% 67.18/31.99  																																																						|
% 67.18/31.99  																																																						| Combining equations (617,330) yields a new equation:
% 67.18/31.99  																																																						| (546) e1 = e0
% 67.18/31.99  																																																						|
% 67.18/31.99  																																																						| Simplifying 546 yields:
% 67.18/31.99  																																																						| (431) e1 = e0
% 67.18/31.99  																																																						|
% 67.18/31.99  																																																						| Equations (431) can reduce 233 to:
% 67.18/31.99  																																																						| (266) $false
% 67.18/31.99  																																																						|
% 67.18/31.99  																																																						|-The branch is then unsatisfiable
% 67.18/31.99  																																																					|-Branch two:
% 67.18/31.99  																																																					| (734)  ~ (unit = e0)
% 67.18/31.99  																																																					| (735) unit = e3 | unit = e1
% 67.18/31.99  																																																					|
% 67.18/31.99  																																																						+-Applying beta-rule and splitting (735), into two cases.
% 67.18/31.99  																																																						|-Branch one:
% 67.18/31.99  																																																						| (736) unit = e1
% 67.18/31.99  																																																						|
% 67.18/31.99  																																																							| Equations (736) can reduce 734 to:
% 67.18/31.99  																																																							| (233)  ~ (e1 = e0)
% 67.18/31.99  																																																							|
% 67.18/31.99  																																																							| From (736) and (244) follows:
% 67.18/31.99  																																																							| (738) op(e1, e4) = e4
% 67.18/31.99  																																																							|
% 67.18/31.99  																																																							| From (736) and (15) follows:
% 67.18/31.99  																																																							| (515) op(e1, e2) = e2
% 67.18/31.99  																																																							|
% 67.18/31.99  																																																							| From (736) and (28) follows:
% 67.18/31.99  																																																							| (740) op(e1, e1) = e1
% 67.18/31.99  																																																							|
% 67.18/31.99  																																																							| Instantiating formula (29) with e1, e4, e4, e0 and discharging atoms op(e1, e4) = e4, op(e1, e4) = e0, yields:
% 67.18/31.99  																																																							| (397) e4 = e0
% 67.18/31.99  																																																							|
% 67.18/31.99  																																																							| Instantiating formula (29) with e1, e2, e2, e4 and discharging atoms op(e1, e2) = e4, op(e1, e2) = e2, yields:
% 67.18/31.99  																																																							| (323) e4 = e2
% 67.18/31.99  																																																							|
% 67.18/31.99  																																																							| Instantiating formula (29) with e1, e1, e1, e2 and discharging atoms op(e1, e1) = e2, op(e1, e1) = e1, yields:
% 67.18/31.99  																																																							| (617) e2 = e1
% 67.18/31.99  																																																							|
% 67.18/31.99  																																																							| Combining equations (323,397) yields a new equation:
% 67.18/31.99  																																																							| (391) e2 = e0
% 67.18/31.99  																																																							|
% 67.18/31.99  																																																							| Simplifying 391 yields:
% 67.18/31.99  																																																							| (330) e2 = e0
% 67.18/31.99  																																																							|
% 67.18/31.99  																																																							| Combining equations (330,617) yields a new equation:
% 67.18/31.99  																																																							| (431) e1 = e0
% 67.18/31.99  																																																							|
% 67.18/31.99  																																																							| Equations (431) can reduce 233 to:
% 67.18/31.99  																																																							| (266) $false
% 67.18/31.99  																																																							|
% 67.18/31.99  																																																							|-The branch is then unsatisfiable
% 67.18/31.99  																																																						|-Branch two:
% 67.18/31.99  																																																						| (748)  ~ (unit = e1)
% 67.18/31.99  																																																						| (749) unit = e3
% 67.18/31.99  																																																						|
% 67.18/31.99  																																																							| From (749) and (244) follows:
% 67.18/31.99  																																																							| (750) op(e3, e4) = e4
% 67.18/31.99  																																																							|
% 67.18/31.99  																																																							| From (749) and (209) follows:
% 67.18/31.99  																																																							| (1667) op(e3, e0) = e0
% 67.18/31.99  																																																							|
% 67.18/31.99  																																																							| Instantiating formula (29) with e3, e4, e4, e2 and discharging atoms op(e3, e4) = e4, op(e3, e4) = e2, yields:
% 67.18/31.99  																																																							| (323) e4 = e2
% 67.18/31.99  																																																							|
% 67.18/31.99  																																																							| Instantiating formula (29) with e3, e0, e0, e4 and discharging atoms op(e3, e0) = e4, op(e3, e0) = e0, yields:
% 67.18/31.99  																																																							| (397) e4 = e0
% 67.18/31.99  																																																							|
% 67.18/31.99  																																																							| Combining equations (323,397) yields a new equation:
% 67.18/31.99  																																																							| (391) e2 = e0
% 67.18/31.99  																																																							|
% 67.18/31.99  																																																							| Simplifying 391 yields:
% 67.18/31.99  																																																							| (330) e2 = e0
% 67.18/31.99  																																																							|
% 67.18/31.99  																																																							| Equations (330) can reduce 128 to:
% 67.18/31.99  																																																							| (266) $false
% 67.18/31.99  																																																							|
% 67.18/31.99  																																																							|-The branch is then unsatisfiable
% 67.18/31.99  																																																	|-Branch two:
% 67.18/31.99  																																																	| (475)  ~ (all_0_51_51 = e4)
% 67.18/31.99  																																																	| (1294) all_0_52_52 = e4 | all_0_53_53 = e4
% 67.18/31.99  																																																	|
% 67.18/31.99  																																																		+-Applying beta-rule and splitting (418), into two cases.
% 67.18/31.99  																																																		|-Branch one:
% 67.18/31.99  																																																		| (660) all_0_51_51 = e3
% 67.18/31.99  																																																		|
% 67.18/31.99  																																																			| Equations (660) can reduce 664 to:
% 67.18/31.99  																																																			| (266) $false
% 67.18/31.99  																																																			|
% 67.18/31.99  																																																			|-The branch is then unsatisfiable
% 67.18/31.99  																																																		|-Branch two:
% 67.18/31.99  																																																		| (664)  ~ (all_0_51_51 = e3)
% 67.18/31.99  																																																		| (665) all_0_53_53 = e3
% 67.18/31.99  																																																		|
% 67.18/31.99  																																																			| Equations (665) can reduce 1453 to:
% 67.18/31.99  																																																			| (277)  ~ (e4 = e3)
% 67.18/31.99  																																																			|
% 67.18/31.99  																																																			| Simplifying 277 yields:
% 67.18/31.99  																																																			| (188)  ~ (e4 = e3)
% 67.18/31.99  																																																			|
% 67.18/31.99  																																																			+-Applying beta-rule and splitting (1294), into two cases.
% 67.18/31.99  																																																			|-Branch one:
% 67.18/31.99  																																																			| (565) all_0_52_52 = e4
% 67.18/31.99  																																																			|
% 67.18/31.99  																																																				| Combining equations (352,565) yields a new equation:
% 67.18/31.99  																																																				| (323) e4 = e2
% 67.18/31.99  																																																				|
% 67.18/31.99  																																																				| Equations (323) can reduce 48 to:
% 67.18/31.99  																																																				| (266) $false
% 67.18/31.99  																																																				|
% 67.18/31.99  																																																				|-The branch is then unsatisfiable
% 67.18/31.99  																																																			|-Branch two:
% 67.18/31.99  																																																			| (780)  ~ (all_0_52_52 = e4)
% 67.18/31.99  																																																			| (1298) all_0_53_53 = e4
% 67.18/31.99  																																																			|
% 67.18/31.99  																																																				| Combining equations (665,1298) yields a new equation:
% 67.18/31.99  																																																				| (425) e4 = e3
% 67.18/31.99  																																																				|
% 67.18/31.99  																																																				| Equations (425) can reduce 188 to:
% 67.18/31.99  																																																				| (266) $false
% 67.18/31.99  																																																				|
% 67.18/31.99  																																																				|-The branch is then unsatisfiable
% 67.18/31.99  																																											|-Branch two:
% 67.18/31.99  																																											| (1390)  ~ (all_0_44_44 = e4)
% 67.18/31.99  																																											| (1391) all_0_44_44 = e3 | all_0_44_44 = e1 | all_0_44_44 = e0
% 67.18/31.99  																																											|
% 67.18/31.99  																																												+-Applying beta-rule and splitting (189), into two cases.
% 67.18/31.99  																																												|-Branch one:
% 67.18/31.99  																																												| (532) all_0_44_44 = e3
% 67.18/31.99  																																												|
% 67.18/31.99  																																													| Equations (532) can reduce 407 to:
% 67.18/31.99  																																													| (266) $false
% 67.18/31.99  																																													|
% 67.18/31.99  																																													|-The branch is then unsatisfiable
% 67.18/31.99  																																												|-Branch two:
% 67.18/31.99  																																												| (407)  ~ (all_0_44_44 = e3)
% 67.18/31.99  																																												| (537) all_0_49_49 = e3 | all_0_53_53 = e3 | all_0_58_58 = e3
% 67.18/31.99  																																												|
% 67.18/31.99  																																													+-Applying beta-rule and splitting (1391), into two cases.
% 67.18/31.99  																																													|-Branch one:
% 67.18/31.99  																																													| (1414) all_0_44_44 = e0
% 67.18/31.99  																																													|
% 67.18/31.99  																																														| Equations (1414) can reduce 360 to:
% 67.18/31.99  																																														| (266) $false
% 67.18/31.99  																																														|
% 67.18/31.99  																																														|-The branch is then unsatisfiable
% 67.18/31.99  																																													|-Branch two:
% 67.18/31.99  																																													| (360)  ~ (all_0_44_44 = e0)
% 67.18/31.99  																																													| (1417) all_0_44_44 = e3 | all_0_44_44 = e1
% 67.18/31.99  																																													|
% 67.18/31.99  																																														+-Applying beta-rule and splitting (1417), into two cases.
% 67.18/31.99  																																														|-Branch one:
% 67.18/31.99  																																														| (635) all_0_44_44 = e1
% 67.18/31.99  																																														|
% 67.18/31.99  																																															| Equations (635) can reduce 639 to:
% 67.18/31.99  																																															| (266) $false
% 67.18/31.99  																																															|
% 67.18/31.99  																																															|-The branch is then unsatisfiable
% 67.18/31.99  																																														|-Branch two:
% 67.18/31.99  																																														| (639)  ~ (all_0_44_44 = e1)
% 67.18/31.99  																																														| (532) all_0_44_44 = e3
% 67.18/31.99  																																														|
% 67.18/31.99  																																															| Equations (532) can reduce 407 to:
% 67.18/31.99  																																															| (266) $false
% 67.18/31.99  																																															|
% 67.18/31.99  																																															|-The branch is then unsatisfiable
% 67.18/31.99  																																										|-Branch two:
% 67.18/31.99  																																										| (1898)  ~ (all_0_41_41 = e3)
% 67.18/31.99  																																										| (1923) all_0_46_46 = e3 | all_0_50_50 = e3 | all_0_55_55 = e3
% 67.18/31.99  																																										|
% 67.18/31.99  																																											+-Applying beta-rule and splitting (113), into two cases.
% 67.18/31.99  																																											|-Branch one:
% 67.18/31.99  																																											| (403) all_0_41_41 = e3
% 67.18/31.99  																																											|
% 67.18/31.99  																																												| Equations (403) can reduce 1898 to:
% 67.18/31.99  																																												| (266) $false
% 67.18/31.99  																																												|
% 67.18/31.99  																																												|-The branch is then unsatisfiable
% 67.18/31.99  																																											|-Branch two:
% 67.18/31.99  																																											| (1898)  ~ (all_0_41_41 = e3)
% 67.18/31.99  																																											| (1899) all_0_42_42 = e3 | all_0_44_44 = e3
% 67.18/31.99  																																											|
% 67.18/31.99  																																												+-Applying beta-rule and splitting (1899), into two cases.
% 67.18/31.99  																																												|-Branch one:
% 67.18/31.99  																																												| (516) all_0_42_42 = e3
% 67.18/31.99  																																												|
% 67.18/31.99  																																													| Combining equations (516,559) yields a new equation:
% 67.18/31.99  																																													| (675) e3 = e0
% 67.18/31.99  																																													|
% 67.18/31.99  																																													| Simplifying 675 yields:
% 67.18/31.99  																																													| (676) e3 = e0
% 67.18/31.99  																																													|
% 67.18/31.99  																																													| Equations (676) can reduce 80 to:
% 67.18/31.99  																																													| (266) $false
% 67.18/31.99  																																													|
% 67.18/31.99  																																													|-The branch is then unsatisfiable
% 67.18/31.99  																																												|-Branch two:
% 67.18/31.99  																																												| (405)  ~ (all_0_42_42 = e3)
% 67.18/31.99  																																												| (532) all_0_44_44 = e3
% 67.18/31.99  																																												|
% 67.18/31.99  																																													| Equations (532) can reduce 149 to:
% 67.18/31.99  																																													| (1898)  ~ (all_0_41_41 = e3)
% 67.18/31.99  																																													|
% 67.18/31.99  																																													+-Applying beta-rule and splitting (4049), into two cases.
% 67.18/31.99  																																													|-Branch one:
% 67.18/31.99  																																													| (794) all_0_41_41 = e0
% 67.18/31.99  																																													|
% 67.18/31.99  																																														| Equations (794) can reduce 357 to:
% 67.18/31.99  																																														| (266) $false
% 67.18/31.99  																																														|
% 67.18/31.99  																																														|-The branch is then unsatisfiable
% 67.18/31.99  																																													|-Branch two:
% 67.18/31.99  																																													| (357)  ~ (all_0_41_41 = e0)
% 67.18/31.99  																																													| (4053) all_0_41_41 = e3 | all_0_41_41 = e1
% 67.18/31.99  																																													|
% 67.18/31.99  																																														+-Applying beta-rule and splitting (4053), into two cases.
% 67.18/31.99  																																														|-Branch one:
% 67.18/31.99  																																														| (453) all_0_41_41 = e1
% 67.18/31.99  																																														|
% 67.18/31.99  																																															| Equations (453) can reduce 457 to:
% 67.18/31.99  																																															| (266) $false
% 67.18/31.99  																																															|
% 67.18/31.99  																																															|-The branch is then unsatisfiable
% 67.18/31.99  																																														|-Branch two:
% 67.18/31.99  																																														| (457)  ~ (all_0_41_41 = e1)
% 67.18/31.99  																																														| (403) all_0_41_41 = e3
% 67.18/31.99  																																														|
% 67.18/31.99  																																															| Equations (403) can reduce 1898 to:
% 67.18/31.99  																																															| (266) $false
% 67.18/31.99  																																															|
% 67.18/31.99  																																															|-The branch is then unsatisfiable
% 67.18/31.99  																																									|-Branch two:
% 67.18/31.99  																																									| (759)  ~ (all_0_50_50 = e1)
% 67.18/31.99  																																									| (1168) all_0_51_51 = e1 | all_0_52_52 = e1 | all_0_53_53 = e1
% 67.18/31.99  																																									|
% 67.18/31.99  																																										+-Applying beta-rule and splitting (600), into two cases.
% 67.18/31.99  																																										|-Branch one:
% 67.18/31.99  																																										| (601) all_0_50_50 = e1
% 67.18/31.99  																																										|
% 67.18/31.99  																																											| Equations (601) can reduce 759 to:
% 67.18/31.99  																																											| (266) $false
% 67.18/31.99  																																											|
% 67.18/31.99  																																											|-The branch is then unsatisfiable
% 67.18/31.99  																																										|-Branch two:
% 67.18/31.99  																																										| (759)  ~ (all_0_50_50 = e1)
% 67.18/31.99  																																										| (629) all_0_55_55 = e1
% 67.18/31.99  																																										|
% 67.18/31.99  																																											| Combining equations (386,629) yields a new equation:
% 67.18/31.99  																																											| (616) e2 = e1
% 67.18/31.99  																																											|
% 67.18/31.99  																																											| Simplifying 616 yields:
% 67.18/31.99  																																											| (617) e2 = e1
% 67.18/31.99  																																											|
% 67.18/31.99  																																											| Equations (617) can reduce 122 to:
% 67.18/31.99  																																											| (266) $false
% 67.18/31.99  																																											|
% 67.18/31.99  																																											|-The branch is then unsatisfiable
% 67.18/31.99  																																				|-Branch two:
% 67.18/31.99  																																				| (358)  ~ (all_0_42_42 = e0)
% 67.18/31.99  																																				| (563) all_0_47_47 = e0 | all_0_56_56 = e0
% 67.18/31.99  																																				|
% 67.18/31.99  																																					+-Applying beta-rule and splitting (563), into two cases.
% 67.18/31.99  																																					|-Branch one:
% 67.18/31.99  																																					| (674) all_0_47_47 = e0
% 67.18/31.99  																																					|
% 67.18/31.99  																																						| Combining equations (674,654) yields a new equation:
% 67.18/31.99  																																						| (431) e1 = e0
% 67.18/31.99  																																						|
% 67.18/31.99  																																						| Equations (431) can reduce 233 to:
% 67.18/31.99  																																						| (266) $false
% 67.18/31.99  																																						|
% 67.18/31.99  																																						|-The branch is then unsatisfiable
% 67.18/31.99  																																					|-Branch two:
% 67.18/31.99  																																					| (678)  ~ (all_0_47_47 = e0)
% 67.18/31.99  																																					| (679) all_0_56_56 = e0
% 67.18/31.99  																																					|
% 67.18/31.99  																																						| Equations (679) can reduce 828 to:
% 67.18/31.99  																																						| (266) $false
% 67.18/31.99  																																						|
% 67.18/31.99  																																						|-The branch is then unsatisfiable
% 67.18/31.99  																													|-Branch two:
% 67.18/31.99  																													| (831)  ~ (all_0_46_46 = e0)
% 67.18/31.99  																													| (832) all_0_47_47 = e0 | all_0_48_48 = e0 | all_0_49_49 = e0
% 67.18/31.99  																													|
% 67.18/31.99  																														+-Applying beta-rule and splitting (1797), into two cases.
% 67.18/31.99  																														|-Branch one:
% 67.18/31.99  																														| (770) all_0_46_46 = e4
% 67.18/31.99  																														|
% 67.18/31.99  																															| Equations (770) can reduce 250 to:
% 67.18/31.99  																															| (266) $false
% 67.18/31.99  																															|
% 67.18/31.99  																															|-The branch is then unsatisfiable
% 67.18/31.99  																														|-Branch two:
% 67.18/31.99  																														| (250)  ~ (all_0_46_46 = e4)
% 67.18/31.99  																														| (1801) all_0_46_46 = e3 | all_0_46_46 = e1 | all_0_46_46 = e0
% 67.18/31.99  																														|
% 67.18/31.99  																															+-Applying beta-rule and splitting (1801), into two cases.
% 67.18/31.99  																															|-Branch one:
% 67.18/31.99  																															| (538) all_0_46_46 = e0
% 67.18/31.99  																															|
% 67.18/31.99  																																| Equations (538) can reduce 831 to:
% 67.18/31.99  																																| (266) $false
% 67.18/31.99  																																|
% 67.18/31.99  																																|-The branch is then unsatisfiable
% 67.18/31.99  																															|-Branch two:
% 67.18/31.99  																															| (831)  ~ (all_0_46_46 = e0)
% 67.18/31.99  																															| (1838) all_0_46_46 = e3 | all_0_46_46 = e1
% 67.18/31.99  																															|
% 67.18/31.99  																																+-Applying beta-rule and splitting (1838), into two cases.
% 67.18/31.99  																																|-Branch one:
% 67.18/31.99  																																| (545) all_0_46_46 = e1
% 67.18/31.99  																																|
% 67.18/31.99  																																	| Equations (545) can reduce 549 to:
% 67.18/31.99  																																	| (266) $false
% 67.18/31.99  																																	|
% 67.18/31.99  																																	|-The branch is then unsatisfiable
% 67.18/31.99  																																|-Branch two:
% 67.18/31.99  																																| (549)  ~ (all_0_46_46 = e1)
% 67.18/31.99  																																| (1557) all_0_46_46 = e3
% 67.18/31.99  																																|
% 67.18/31.99  																																	| Equations (1557) can reduce 409 to:
% 67.18/31.99  																																	| (266) $false
% 67.18/31.99  																																	|
% 67.18/31.99  																																	|-The branch is then unsatisfiable
% 67.18/31.99  																									|-Branch two:
% 67.18/31.99  																									| (819) all_0_47_47 = e0 & all_0_58_58 = e2 &  ~ (all_0_49_49 = e2)
% 67.18/31.99  																									|
% 67.18/31.99  																										| Applying alpha-rule on (819) yields:
% 67.18/31.99  																										| (674) all_0_47_47 = e0
% 67.18/31.99  																										| (624) all_0_58_58 = e2
% 67.18/31.99  																										| (340)  ~ (all_0_49_49 = e2)
% 67.18/31.99  																										|
% 67.18/31.99  																										| Equations (624) can reduce 908 to:
% 67.18/31.99  																										| (266) $false
% 67.18/31.99  																										|
% 67.18/31.99  																										|-The branch is then unsatisfiable
% 67.18/31.99  																								|-Branch two:
% 67.18/31.99  																								| (825) all_0_47_47 = e0 & all_0_58_58 = e2 &  ~ (all_0_56_56 = e0)
% 67.18/31.99  																								|
% 67.18/31.99  																									| Applying alpha-rule on (825) yields:
% 67.18/31.99  																									| (674) all_0_47_47 = e0
% 67.18/31.99  																									| (624) all_0_58_58 = e2
% 67.18/31.99  																									| (828)  ~ (all_0_56_56 = e0)
% 67.18/31.99  																									|
% 67.18/31.99  																									| Equations (624) can reduce 908 to:
% 67.18/31.99  																									| (266) $false
% 67.18/31.99  																									|
% 67.18/31.99  																									|-The branch is then unsatisfiable
% 67.18/31.99  																		|-Branch two:
% 67.18/31.99  																		| (254)  ~ (all_0_48_48 = e4)
% 67.18/31.99  																		| (947) all_0_52_52 = e4 | all_0_57_57 = e4
% 67.18/31.99  																		|
% 67.18/31.99  																			+-Applying beta-rule and splitting (947), into two cases.
% 67.18/31.99  																			|-Branch one:
% 67.18/31.99  																			| (565) all_0_52_52 = e4
% 67.18/31.99  																			|
% 67.18/31.99  																				| Combining equations (352,565) yields a new equation:
% 67.18/31.99  																				| (323) e4 = e2
% 67.18/31.99  																				|
% 67.18/31.99  																				| Equations (323) can reduce 48 to:
% 67.18/31.99  																				| (266) $false
% 67.18/31.99  																				|
% 67.18/31.99  																				|-The branch is then unsatisfiable
% 67.18/31.99  																			|-Branch two:
% 67.18/31.99  																			| (780)  ~ (all_0_52_52 = e4)
% 67.18/31.99  																			| (871) all_0_57_57 = e4
% 67.18/31.99  																			|
% 67.18/31.99  																				| Equations (871) can reduce 839 to:
% 67.18/31.99  																				| (266) $false
% 67.18/31.99  																				|
% 67.18/31.99  																				|-The branch is then unsatisfiable
% 67.18/31.99  															|-Branch two:
% 67.18/31.99  															| (340)  ~ (all_0_49_49 = e2)
% 67.18/31.99  															| (614) all_0_53_53 = e2 | all_0_58_58 = e2
% 67.18/31.99  															|
% 67.18/31.99  																+-Applying beta-rule and splitting (614), into two cases.
% 67.18/31.99  																|-Branch one:
% 67.18/31.99  																| (607) all_0_53_53 = e2
% 67.18/31.99  																|
% 67.18/31.99  																	| Equations (607) can reduce 509 to:
% 67.18/31.99  																	| (266) $false
% 67.18/31.99  																	|
% 67.18/31.99  																	|-The branch is then unsatisfiable
% 67.18/31.99  																|-Branch two:
% 67.18/31.99  																| (509)  ~ (all_0_53_53 = e2)
% 67.18/31.99  																| (624) all_0_58_58 = e2
% 67.18/31.99  																|
% 67.18/31.99  																	| Equations (624) can reduce 908 to:
% 67.18/31.99  																	| (266) $false
% 67.18/31.99  																	|
% 67.18/31.99  																	|-The branch is then unsatisfiable
% 67.18/32.00  									|-Branch two:
% 67.18/32.00  									| (342)  ~ (all_0_52_52 = e2)
% 67.18/32.00  									| (355) all_0_52_52 = e4 | all_0_52_52 = e1
% 67.18/32.00  									|
% 67.18/32.00  										+-Applying beta-rule and splitting (134), into two cases.
% 67.18/32.00  										|-Branch one:
% 67.18/32.00  										| (335) all_0_48_48 = e2
% 67.18/32.00  										|
% 67.18/32.00  											| Equations (335) can reduce 17 to:
% 67.18/32.00  											| (96)  ~ (all_0_43_43 = e2)
% 67.18/32.00  											|
% 67.18/32.00  											| Equations (335) can reduce 30 to:
% 67.18/32.00  											| (300)  ~ (all_0_46_46 = e2)
% 67.18/32.00  											|
% 67.18/32.00  											| Equations (335) can reduce 114 to:
% 67.18/32.00  											| (338)  ~ (all_0_47_47 = e2)
% 67.18/32.00  											|
% 67.18/32.00  											| Equations (335) can reduce 185 to:
% 67.18/32.00  											| (339)  ~ (all_0_49_49 = e2)
% 67.18/32.00  											|
% 67.18/32.00  											| Simplifying 339 yields:
% 67.18/32.00  											| (340)  ~ (all_0_49_49 = e2)
% 67.18/32.00  											|
% 67.18/32.00  											| Equations (335) can reduce 202 to:
% 67.18/32.00  											| (341)  ~ (all_0_52_52 = e2)
% 67.18/32.00  											|
% 67.18/32.00  											| Simplifying 341 yields:
% 67.18/32.00  											| (342)  ~ (all_0_52_52 = e2)
% 67.18/32.00  											|
% 67.18/32.00  											| Equations (335) can reduce 239 to:
% 67.18/32.00  											| (343)  ~ (all_0_57_57 = e2)
% 67.18/32.00  											|
% 67.18/32.00  											| Simplifying 343 yields:
% 67.18/32.00  											| (344)  ~ (all_0_57_57 = e2)
% 67.18/32.00  											|
% 67.18/32.00  											| Equations (335) can reduce 215 to:
% 67.18/32.00  											| (626)  ~ (e3 = e2)
% 67.18/32.00  											|
% 67.18/32.00  											| Simplifying 626 yields:
% 67.18/32.00  											| (212)  ~ (e3 = e2)
% 67.18/32.00  											|
% 67.18/32.00  											| From (335) and (192) follows:
% 67.18/32.00  											| (347) op(e2, e1) = e2
% 67.18/32.00  											|
% 67.18/32.00  											+-Applying beta-rule and splitting (4), into two cases.
% 67.18/32.00  											|-Branch one:
% 67.18/32.00  											| (356) all_0_43_43 = e0
% 67.18/32.00  											|
% 67.18/32.00  												| Equations (356) can reduce 31 to:
% 67.18/32.00  												| (357)  ~ (all_0_41_41 = e0)
% 67.18/32.00  												|
% 67.18/32.00  												| Equations (356) can reduce 159 to:
% 67.18/32.00  												| (359)  ~ (all_0_44_44 = e0)
% 67.18/32.00  												|
% 67.18/32.00  												| Simplifying 359 yields:
% 67.18/32.00  												| (360)  ~ (all_0_44_44 = e0)
% 67.18/32.00  												|
% 67.18/32.00  												| Equations (356) can reduce 217 to:
% 67.18/32.00  												| (361)  ~ (all_0_52_52 = e0)
% 67.18/32.00  												|
% 67.18/32.00  												| Simplifying 361 yields:
% 67.18/32.00  												| (72)  ~ (all_0_52_52 = e0)
% 67.18/32.00  												|
% 67.18/32.00  												| Equations (356) can reduce 199 to:
% 67.18/32.00  												| (363)  ~ (all_0_57_57 = e0)
% 67.18/32.00  												|
% 67.18/32.00  												| Simplifying 363 yields:
% 67.18/32.00  												| (364)  ~ (all_0_57_57 = e0)
% 67.18/32.00  												|
% 67.18/32.00  												| Equations (356) can reduce 99 to:
% 67.18/32.00  												| (541)  ~ (e3 = e0)
% 67.18/32.00  												|
% 67.18/32.00  												| Simplifying 541 yields:
% 67.18/32.00  												| (80)  ~ (e3 = e0)
% 67.18/32.00  												|
% 67.18/32.00  												| Equations (356) can reduce 96 to:
% 67.18/32.00  												| (365)  ~ (e2 = e0)
% 67.18/32.00  												|
% 67.18/32.00  												| Simplifying 365 yields:
% 67.18/32.00  												| (128)  ~ (e2 = e0)
% 67.18/32.00  												|
% 67.18/32.00  												| From (356) and (37) follows:
% 67.18/32.00  												| (369) op(e3, e1) = e0
% 67.18/32.00  												|
% 67.18/32.00  												+-Applying beta-rule and splitting (12), into two cases.
% 67.18/32.00  												|-Branch one:
% 67.18/32.00  												| (442) all_0_57_57 = e2
% 67.18/32.00  												|
% 67.18/32.00  													| Equations (442) can reduce 344 to:
% 67.18/32.00  													| (266) $false
% 67.18/32.00  													|
% 67.18/32.00  													|-The branch is then unsatisfiable
% 67.18/32.00  												|-Branch two:
% 67.18/32.00  												| (344)  ~ (all_0_57_57 = e2)
% 67.18/32.00  												| (445) all_0_57_57 = e4 | all_0_57_57 = e1 | all_0_57_57 = e0
% 67.18/32.00  												|
% 67.18/32.00  													+-Applying beta-rule and splitting (230), into two cases.
% 67.18/32.00  													|-Branch one:
% 67.18/32.00  													| (396) all_0_43_43 = e4
% 67.18/32.00  													|
% 67.18/32.00  														| Combining equations (356,396) yields a new equation:
% 67.18/32.00  														| (397) e4 = e0
% 67.18/32.00  														|
% 67.18/32.00  														| Equations (397) can reduce 49 to:
% 67.18/32.00  														| (266) $false
% 67.18/32.00  														|
% 67.18/32.00  														|-The branch is then unsatisfiable
% 67.18/32.00  													|-Branch two:
% 67.18/32.00  													| (399)  ~ (all_0_43_43 = e4)
% 67.18/32.00  													| (400) all_0_48_48 = e4 | all_0_52_52 = e4 | all_0_57_57 = e4
% 67.18/32.00  													|
% 67.18/32.00  														+-Applying beta-rule and splitting (400), into two cases.
% 67.18/32.00  														|-Branch one:
% 67.18/32.00  														| (943) all_0_48_48 = e4
% 67.18/32.00  														|
% 67.18/32.00  															| Combining equations (335,943) yields a new equation:
% 67.18/32.00  															| (323) e4 = e2
% 67.18/32.00  															|
% 67.18/32.00  															| Equations (323) can reduce 48 to:
% 67.18/32.00  															| (266) $false
% 67.18/32.00  															|
% 67.18/32.00  															|-The branch is then unsatisfiable
% 67.18/32.00  														|-Branch two:
% 67.18/32.00  														| (254)  ~ (all_0_48_48 = e4)
% 67.18/32.00  														| (947) all_0_52_52 = e4 | all_0_57_57 = e4
% 67.18/32.00  														|
% 67.18/32.00  															+-Applying beta-rule and splitting (445), into two cases.
% 67.18/32.00  															|-Branch one:
% 67.18/32.00  															| (871) all_0_57_57 = e4
% 67.18/32.00  															|
% 67.18/32.00  																| Equations (871) can reduce 839 to:
% 67.18/32.00  																| (266) $false
% 67.18/32.00  																|
% 67.18/32.00  																|-The branch is then unsatisfiable
% 67.18/32.00  															|-Branch two:
% 67.18/32.00  															| (839)  ~ (all_0_57_57 = e4)
% 67.18/32.00  															| (874) all_0_57_57 = e1 | all_0_57_57 = e0
% 67.18/32.00  															|
% 67.18/32.00  																+-Applying beta-rule and splitting (874), into two cases.
% 67.18/32.00  																|-Branch one:
% 67.18/32.00  																| (875) all_0_57_57 = e0
% 67.18/32.00  																|
% 67.18/32.00  																	| Equations (875) can reduce 364 to:
% 67.18/32.00  																	| (266) $false
% 67.18/32.00  																	|
% 67.18/32.00  																	|-The branch is then unsatisfiable
% 67.18/32.00  																|-Branch two:
% 67.18/32.00  																| (364)  ~ (all_0_57_57 = e0)
% 67.18/32.00  																| (647) all_0_57_57 = e1
% 67.18/32.00  																|
% 67.18/32.00  																	| Equations (647) can reduce 11 to:
% 67.18/32.00  																	| (646)  ~ (all_0_52_52 = e1)
% 67.18/32.00  																	|
% 67.18/32.00  																	| Equations (647) can reduce 81 to:
% 67.18/32.00  																	| (632)  ~ (all_0_55_55 = e1)
% 67.18/32.00  																	|
% 67.18/32.00  																	| Equations (647) can reduce 140 to:
% 67.18/32.00  																	| (466)  ~ (all_0_56_56 = e1)
% 67.18/32.00  																	|
% 67.18/32.00  																	| Equations (647) can reduce 148 to:
% 67.18/32.00  																	| (879)  ~ (all_0_58_58 = e1)
% 67.18/32.00  																	|
% 67.18/32.00  																	| Simplifying 879 yields:
% 67.18/32.00  																	| (880)  ~ (all_0_58_58 = e1)
% 67.18/32.00  																	|
% 67.18/32.00  																	| Equations (647) can reduce 839 to:
% 67.18/32.00  																	| (602)  ~ (e4 = e1)
% 67.18/32.00  																	|
% 67.18/32.00  																	| Simplifying 602 yields:
% 67.18/32.00  																	| (110)  ~ (e4 = e1)
% 67.18/32.00  																	|
% 67.18/32.00  																	| Equations (647) can reduce 67 to:
% 67.18/32.00  																	| (467)  ~ (e3 = e1)
% 67.18/32.00  																	|
% 67.18/32.00  																	| Simplifying 467 yields:
% 67.18/32.00  																	| (213)  ~ (e3 = e1)
% 67.18/32.00  																	|
% 67.18/32.00  																	| Equations (647) can reduce 364 to:
% 67.18/32.00  																	| (233)  ~ (e1 = e0)
% 67.18/32.00  																	|
% 67.18/32.00  																	+-Applying beta-rule and splitting (947), into two cases.
% 67.18/32.00  																	|-Branch one:
% 67.18/32.00  																	| (565) all_0_52_52 = e4
% 67.18/32.00  																	|
% 67.18/32.00  																		| Equations (565) can reduce 20 to:
% 67.18/32.00  																		| (475)  ~ (all_0_51_51 = e4)
% 67.18/32.00  																		|
% 67.18/32.00  																		| Equations (565) can reduce 342 to:
% 67.18/32.00  																		| (48)  ~ (e4 = e2)
% 67.18/32.00  																		|
% 67.18/32.00  																		| Equations (565) can reduce 646 to:
% 67.18/32.00  																		| (110)  ~ (e4 = e1)
% 67.18/32.00  																		|
% 67.18/32.00  																		| Equations (565) can reduce 72 to:
% 67.18/32.00  																		| (49)  ~ (e4 = e0)
% 67.18/32.00  																		|
% 67.18/32.00  																		| From (565) and (124) follows:
% 67.18/32.00  																		| (570) op(e1, e1) = e4
% 67.18/32.00  																		|
% 67.18/32.00  																		+-Applying beta-rule and splitting (158), into two cases.
% 67.18/32.00  																		|-Branch one:
% 67.18/32.00  																		| (313) all_0_40_40 = e2
% 67.18/32.00  																		|
% 67.18/32.00  																			| Combining equations (485,313) yields a new equation:
% 67.18/32.00  																			| (330) e2 = e0
% 67.18/32.00  																			|
% 67.18/32.00  																			| Equations (330) can reduce 128 to:
% 67.18/32.00  																			| (266) $false
% 67.18/32.00  																			|
% 67.18/32.00  																			|-The branch is then unsatisfiable
% 67.18/32.00  																		|-Branch two:
% 67.18/32.00  																		| (296)  ~ (all_0_40_40 = e2)
% 67.18/32.00  																		| (377) all_0_49_49 = e2 | all_0_53_53 = e2 | all_0_58_58 = e2
% 67.18/32.00  																		|
% 67.18/32.00  																			| Equations (485) can reduce 296 to:
% 67.18/32.00  																			| (365)  ~ (e2 = e0)
% 67.18/32.00  																			|
% 67.18/32.00  																			| Simplifying 365 yields:
% 67.18/32.00  																			| (128)  ~ (e2 = e0)
% 67.18/32.00  																			|
% 67.18/32.00  																			+-Applying beta-rule and splitting (117), into two cases.
% 67.18/32.00  																			|-Branch one:
% 67.18/32.00  																			| (292) all_0_38_38 = e2
% 67.18/32.00  																			|
% 67.18/32.00  																				| Combining equations (292,321) yields a new equation:
% 67.18/32.00  																				| (323) e4 = e2
% 67.18/32.00  																				|
% 67.18/32.00  																				| Equations (323) can reduce 48 to:
% 67.18/32.00  																				| (266) $false
% 67.18/32.00  																				|
% 67.18/32.00  																				|-The branch is then unsatisfiable
% 67.18/32.00  																			|-Branch two:
% 67.18/32.00  																			| (9600)  ~ (all_0_38_38 = e2)
% 67.18/32.00  																			| (24424) all_0_46_46 = e2 | all_0_50_50 = e2 | all_0_55_55 = e2
% 67.18/32.00  																			|
% 67.18/32.00  																				+-Applying beta-rule and splitting (222), into two cases.
% 67.18/32.00  																				|-Branch one:
% 67.18/32.00  																				| (386) all_0_55_55 = e2
% 67.18/32.00  																				|
% 67.18/32.00  																					| Equations (386) can reduce 191 to:
% 67.18/32.00  																					| (85)  ~ (all_0_41_41 = e2)
% 67.18/32.00  																					|
% 67.18/32.00  																					| Equations (386) can reduce 93 to:
% 67.18/32.00  																					| (302)  ~ (all_0_50_50 = e2)
% 67.18/32.00  																					|
% 67.18/32.00  																					| Equations (386) can reduce 153 to:
% 67.18/32.00  																					| (510)  ~ (all_0_56_56 = e2)
% 67.18/32.00  																					|
% 67.18/32.00  																					| Simplifying 510 yields:
% 67.18/32.00  																					| (511)  ~ (all_0_56_56 = e2)
% 67.18/32.00  																					|
% 67.18/32.00  																					| Equations (386) can reduce 763 to:
% 67.18/32.00  																					| (327)  ~ (e4 = e2)
% 67.18/32.00  																					|
% 67.18/32.00  																					| Simplifying 327 yields:
% 67.18/32.00  																					| (48)  ~ (e4 = e2)
% 67.18/32.00  																					|
% 67.18/32.00  																					| Equations (386) can reduce 632 to:
% 67.18/32.00  																					| (122)  ~ (e2 = e1)
% 67.18/32.00  																					|
% 67.18/32.00  																					| From (386) and (74) follows:
% 67.18/32.00  																					| (24443) op(e0, e3) = e2
% 67.18/32.00  																					|
% 67.18/32.00  																					+-Applying beta-rule and splitting (95), into two cases.
% 67.18/32.00  																					|-Branch one:
% 67.18/32.00  																					| (378) all_0_50_50 = e2
% 67.18/32.00  																					|
% 67.18/32.00  																						| Equations (378) can reduce 302 to:
% 67.18/32.00  																						| (266) $false
% 67.18/32.00  																						|
% 67.18/32.00  																						|-The branch is then unsatisfiable
% 67.18/32.00  																					|-Branch two:
% 67.18/32.00  																					| (302)  ~ (all_0_50_50 = e2)
% 67.18/32.00  																					| (381) all_0_51_51 = e2 | all_0_52_52 = e2 | all_0_53_53 = e2
% 67.18/32.00  																					|
% 67.18/32.00  																						+-Applying beta-rule and splitting (125), into two cases.
% 67.18/32.00  																						|-Branch one:
% 67.18/32.00  																						| (858) all_0_55_55 = e0
% 67.18/32.00  																						|
% 67.18/32.00  																							| Combining equations (386,858) yields a new equation:
% 67.18/32.00  																							| (391) e2 = e0
% 67.18/32.00  																							|
% 67.18/32.00  																							| Simplifying 391 yields:
% 67.18/32.00  																							| (330) e2 = e0
% 67.18/32.00  																							|
% 67.18/32.00  																							| Equations (330) can reduce 128 to:
% 67.18/32.00  																							| (266) $false
% 67.18/32.00  																							|
% 67.18/32.00  																							|-The branch is then unsatisfiable
% 67.18/32.00  																						|-Branch two:
% 67.18/32.00  																						| (803)  ~ (all_0_55_55 = e0)
% 67.18/32.00  																						| (863) all_0_56_56 = e0 | all_0_57_57 = e0 | all_0_58_58 = e0
% 67.18/32.00  																						|
% 67.18/32.00  																							+-Applying beta-rule and splitting (381), into two cases.
% 67.18/32.00  																							|-Branch one:
% 67.18/32.00  																							| (504) all_0_51_51 = e2
% 67.18/32.00  																							|
% 67.18/32.00  																								| Equations (504) can reduce 1099 to:
% 67.18/32.00  																								| (266) $false
% 67.18/32.00  																								|
% 67.18/32.00  																								|-The branch is then unsatisfiable
% 67.18/32.00  																							|-Branch two:
% 67.18/32.00  																							| (1099)  ~ (all_0_51_51 = e2)
% 67.18/32.00  																							| (1152) all_0_52_52 = e2 | all_0_53_53 = e2
% 67.18/32.00  																							|
% 67.18/32.00  																								+-Applying beta-rule and splitting (1152), into two cases.
% 67.18/32.00  																								|-Branch one:
% 67.18/32.00  																								| (352) all_0_52_52 = e2
% 67.18/32.00  																								|
% 67.18/32.00  																									| Combining equations (565,352) yields a new equation:
% 67.18/32.00  																									| (322) e4 = e2
% 67.18/32.00  																									|
% 67.18/32.00  																									| Simplifying 322 yields:
% 67.18/32.00  																									| (323) e4 = e2
% 67.18/32.00  																									|
% 67.18/32.00  																									| Equations (323) can reduce 48 to:
% 67.18/32.00  																									| (266) $false
% 67.18/32.00  																									|
% 67.18/32.00  																									|-The branch is then unsatisfiable
% 67.18/32.00  																								|-Branch two:
% 67.18/32.00  																								| (342)  ~ (all_0_52_52 = e2)
% 67.18/32.00  																								| (607) all_0_53_53 = e2
% 67.18/32.00  																								|
% 67.18/32.00  																									| Equations (607) can reduce 220 to:
% 67.18/32.00  																									| (147)  ~ (all_0_44_44 = e2)
% 67.18/32.00  																									|
% 67.18/32.00  																									| Equations (607) can reduce 6 to:
% 67.18/32.00  																									| (1099)  ~ (all_0_51_51 = e2)
% 67.18/32.00  																									|
% 67.18/32.00  																									| Equations (607) can reduce 10 to:
% 67.18/32.00  																									| (1186)  ~ (all_0_58_58 = e2)
% 67.18/32.00  																									|
% 67.18/32.00  																									| Simplifying 1186 yields:
% 67.18/32.00  																									| (908)  ~ (all_0_58_58 = e2)
% 67.18/32.00  																									|
% 67.18/32.00  																									| From (607) and (84) follows:
% 67.18/32.00  																									| (2566) op(e1, e0) = e2
% 67.18/32.00  																									|
% 67.18/32.00  																									+-Applying beta-rule and splitting (243), into two cases.
% 67.18/32.00  																									|-Branch one:
% 67.18/32.00  																									| (329) all_0_38_38 = e0
% 67.18/32.00  																									|
% 67.18/32.00  																										| Combining equations (329,321) yields a new equation:
% 67.18/32.00  																										| (397) e4 = e0
% 67.18/32.00  																										|
% 67.18/32.00  																										| Equations (397) can reduce 49 to:
% 67.18/32.00  																										| (266) $false
% 67.18/32.00  																										|
% 67.18/32.00  																										|-The branch is then unsatisfiable
% 67.18/32.00  																									|-Branch two:
% 67.18/32.00  																									| (332)  ~ (all_0_38_38 = e0)
% 67.18/32.00  																									| (395) all_0_41_41 = e0 | all_0_46_46 = e0 | all_0_55_55 = e0
% 67.18/32.00  																									|
% 67.18/32.00  																										+-Applying beta-rule and splitting (863), into two cases.
% 67.18/32.00  																										|-Branch one:
% 67.18/32.00  																										| (679) all_0_56_56 = e0
% 67.18/32.00  																										|
% 67.18/32.00  																											| Equations (679) can reduce 236 to:
% 67.18/32.00  																											| (358)  ~ (all_0_42_42 = e0)
% 67.18/32.00  																											|
% 67.18/32.00  																											| Equations (679) can reduce 16 to:
% 67.18/32.00  																											| (115)  ~ (all_0_51_51 = e0)
% 67.18/32.00  																											|
% 67.18/32.00  																											| Equations (679) can reduce 44 to:
% 67.18/32.00  																											| (490)  ~ (all_0_58_58 = e0)
% 67.18/32.00  																											|
% 67.18/32.00  																											| Simplifying 490 yields:
% 67.18/32.00  																											| (491)  ~ (all_0_58_58 = e0)
% 67.18/32.00  																											|
% 67.18/32.00  																											| Equations (679) can reduce 511 to:
% 67.18/32.00  																											| (365)  ~ (e2 = e0)
% 67.18/32.00  																											|
% 67.18/32.00  																											| Simplifying 365 yields:
% 67.18/32.00  																											| (128)  ~ (e2 = e0)
% 67.18/32.00  																											|
% 67.18/32.00  																											+-Applying beta-rule and splitting (108), into two cases.
% 67.18/32.00  																											|-Branch one:
% 67.18/32.00  																											| (624) all_0_58_58 = e2
% 67.18/32.00  																											|
% 67.18/32.00  																												| Equations (624) can reduce 908 to:
% 67.18/32.00  																												| (266) $false
% 67.18/32.00  																												|
% 67.18/32.00  																												|-The branch is then unsatisfiable
% 67.18/32.00  																											|-Branch two:
% 67.18/32.00  																											| (908)  ~ (all_0_58_58 = e2)
% 67.18/32.00  																											| (909) all_0_58_58 = e4 | all_0_58_58 = e3 | all_0_58_58 = e1 | all_0_58_58 = e0
% 67.18/32.00  																											|
% 67.18/32.00  																												+-Applying beta-rule and splitting (909), into two cases.
% 67.18/32.00  																												|-Branch one:
% 67.18/32.00  																												| (910) all_0_58_58 = e4
% 67.18/32.00  																												|
% 67.18/32.00  																													| Equations (910) can reduce 451 to:
% 67.18/32.00  																													| (266) $false
% 67.18/32.00  																													|
% 67.18/32.00  																													|-The branch is then unsatisfiable
% 67.18/32.00  																												|-Branch two:
% 67.18/32.00  																												| (451)  ~ (all_0_58_58 = e4)
% 67.18/32.00  																												| (913) all_0_58_58 = e3 | all_0_58_58 = e1 | all_0_58_58 = e0
% 67.18/32.00  																												|
% 67.18/32.00  																													+-Applying beta-rule and splitting (913), into two cases.
% 67.18/32.00  																													|-Branch one:
% 67.18/32.00  																													| (914) all_0_58_58 = e0
% 67.18/32.00  																													|
% 67.18/32.00  																														| Equations (914) can reduce 491 to:
% 67.18/32.00  																														| (266) $false
% 67.18/32.00  																														|
% 67.18/32.00  																														|-The branch is then unsatisfiable
% 67.18/32.00  																													|-Branch two:
% 67.18/32.00  																													| (491)  ~ (all_0_58_58 = e0)
% 67.18/32.00  																													| (917) all_0_58_58 = e3 | all_0_58_58 = e1
% 67.18/32.00  																													|
% 67.18/32.00  																														+-Applying beta-rule and splitting (917), into two cases.
% 67.18/32.00  																														|-Branch one:
% 67.18/32.00  																														| (918) all_0_58_58 = e1
% 67.18/32.00  																														|
% 67.18/32.00  																															| Equations (918) can reduce 880 to:
% 67.18/32.00  																															| (266) $false
% 67.18/32.00  																															|
% 67.18/32.00  																															|-The branch is then unsatisfiable
% 67.18/32.00  																														|-Branch two:
% 67.18/32.00  																														| (880)  ~ (all_0_58_58 = e1)
% 67.18/32.00  																														| (795) all_0_58_58 = e3
% 67.18/32.00  																														|
% 67.18/32.00  																															| Equations (795) can reduce 181 to:
% 67.18/32.00  																															| (407)  ~ (all_0_44_44 = e3)
% 67.18/32.00  																															|
% 67.18/32.00  																															| Equations (795) can reduce 880 to:
% 67.18/32.00  																															| (213)  ~ (e3 = e1)
% 67.18/32.00  																															|
% 67.18/32.00  																															| From (795) and (245) follows:
% 67.18/32.00  																															| (60701) op(e0, e0) = e3
% 67.18/32.00  																															|
% 67.18/32.00  																															+-Applying beta-rule and splitting (395), into two cases.
% 67.18/32.00  																															|-Branch one:
% 67.18/32.00  																															| (794) all_0_41_41 = e0
% 67.18/32.00  																															|
% 67.18/32.00  																																| Equations (794) can reduce 357 to:
% 67.18/32.00  																																| (266) $false
% 67.18/32.00  																																|
% 67.18/32.00  																																|-The branch is then unsatisfiable
% 67.18/32.00  																															|-Branch two:
% 67.18/32.00  																															| (357)  ~ (all_0_41_41 = e0)
% 67.18/32.00  																															| (895) all_0_46_46 = e0 | all_0_55_55 = e0
% 67.18/32.00  																															|
% 67.18/32.00  																																+-Applying beta-rule and splitting (184), into two cases.
% 67.18/32.00  																																|-Branch one:
% 67.18/32.00  																																| (538) all_0_46_46 = e0
% 67.18/32.00  																																|
% 67.18/32.00  																																	| Equations (538) can reduce 43 to:
% 67.18/32.00  																																	| (357)  ~ (all_0_41_41 = e0)
% 67.18/32.00  																																	|
% 67.18/32.00  																																	| Equations (538) can reduce 19 to:
% 67.18/32.00  																																	| (1402)  ~ (all_0_47_47 = e0)
% 67.18/32.00  																																	|
% 67.18/32.00  																																	| Simplifying 1402 yields:
% 67.18/32.00  																																	| (678)  ~ (all_0_47_47 = e0)
% 67.18/32.00  																																	|
% 67.18/32.00  																																	| Equations (538) can reduce 208 to:
% 67.18/32.00  																																	| (486)  ~ (all_0_49_49 = e0)
% 67.18/32.00  																																	|
% 67.18/32.00  																																	| Simplifying 486 yields:
% 67.18/32.00  																																	| (487)  ~ (all_0_49_49 = e0)
% 67.18/32.00  																																	|
% 67.18/32.00  																																	| From (538) and (120) follows:
% 67.18/32.00  																																	| (544) op(e2, e3) = e0
% 67.18/32.00  																																	|
% 67.18/32.00  																																	+-Applying beta-rule and splitting (113), into two cases.
% 67.18/32.00  																																	|-Branch one:
% 67.18/32.00  																																	| (403) all_0_41_41 = e3
% 67.18/32.00  																																	|
% 67.18/32.00  																																		| Equations (403) can reduce 149 to:
% 67.18/32.00  																																		| (406)  ~ (all_0_44_44 = e3)
% 67.18/32.00  																																		|
% 67.18/32.00  																																		| Simplifying 406 yields:
% 67.18/32.00  																																		| (407)  ~ (all_0_44_44 = e3)
% 67.18/32.00  																																		|
% 67.18/32.00  																																		| Equations (403) can reduce 221 to:
% 67.18/32.00  																																		| (410)  ~ (all_0_50_50 = e3)
% 67.18/32.00  																																		|
% 67.18/32.00  																																		| Simplifying 410 yields:
% 67.18/32.00  																																		| (411)  ~ (all_0_50_50 = e3)
% 67.18/32.00  																																		|
% 67.18/32.00  																																		| Equations (403) can reduce 85 to:
% 67.18/32.00  																																		| (212)  ~ (e3 = e2)
% 67.18/32.00  																																		|
% 67.18/32.00  																																		+-Applying beta-rule and splitting (168), into two cases.
% 67.18/32.00  																																		|-Branch one:
% 67.18/32.00  																																		| (415) all_0_50_50 = e3
% 67.18/32.00  																																		|
% 67.18/32.00  																																			| Equations (415) can reduce 411 to:
% 67.18/32.00  																																			| (266) $false
% 67.18/32.00  																																			|
% 67.18/32.00  																																			|-The branch is then unsatisfiable
% 67.18/32.00  																																		|-Branch two:
% 67.18/32.00  																																		| (411)  ~ (all_0_50_50 = e3)
% 67.18/32.00  																																		| (418) all_0_51_51 = e3 | all_0_53_53 = e3
% 67.18/32.00  																																		|
% 67.18/32.00  																																			+-Applying beta-rule and splitting (418), into two cases.
% 67.18/32.00  																																			|-Branch one:
% 67.18/32.00  																																			| (660) all_0_51_51 = e3
% 67.18/32.00  																																			|
% 67.18/32.00  																																				| Equations (660) can reduce 61 to:
% 67.18/32.00  																																				| (405)  ~ (all_0_42_42 = e3)
% 67.18/32.00  																																				|
% 67.18/32.00  																																				| Equations (660) can reduce 224 to:
% 67.18/32.00  																																				| (1091)  ~ (all_0_47_47 = e3)
% 67.18/32.00  																																				|
% 67.18/32.00  																																				| From (660) and (186) follows:
% 67.18/32.00  																																				| (1552) op(e1, e2) = e3
% 67.18/32.00  																																				|
% 67.18/32.00  																																				+-Applying beta-rule and splitting (152), into two cases.
% 67.18/32.00  																																				|-Branch one:
% 67.18/32.00  																																				| (1392) all_0_42_42 = e4
% 67.18/32.00  																																				|
% 67.18/32.01  																																					| Equations (1392) can reduce 73 to:
% 67.18/32.01  																																					| (1903)  ~ (all_0_44_44 = e4)
% 67.18/32.01  																																					|
% 67.18/32.01  																																					| Simplifying 1903 yields:
% 67.18/32.01  																																					| (1390)  ~ (all_0_44_44 = e4)
% 67.18/32.01  																																					|
% 67.18/32.01  																																					| Equations (1392) can reduce 198 to:
% 67.18/32.01  																																					| (251)  ~ (all_0_47_47 = e4)
% 67.18/32.01  																																					|
% 67.18/32.01  																																					| Simplifying 251 yields:
% 67.18/32.01  																																					| (252)  ~ (all_0_47_47 = e4)
% 67.18/32.01  																																					|
% 67.18/32.01  																																					| Equations (1392) can reduce 405 to:
% 67.18/32.01  																																					| (188)  ~ (e4 = e3)
% 67.18/32.01  																																					|
% 67.18/32.01  																																					| Equations (1392) can reduce 51 to:
% 67.18/32.01  																																					| (48)  ~ (e4 = e2)
% 67.18/32.01  																																					|
% 67.18/32.01  																																					| Equations (1392) can reduce 358 to:
% 67.18/32.01  																																					| (49)  ~ (e4 = e0)
% 67.18/32.01  																																					|
% 67.18/32.01  																																					+-Applying beta-rule and splitting (26), into two cases.
% 67.18/32.01  																																					|-Branch one:
% 67.18/32.01  																																					| (446) all_0_44_44 = e4
% 67.18/32.01  																																					|
% 67.18/32.01  																																						| Equations (446) can reduce 1390 to:
% 67.18/32.01  																																						| (266) $false
% 67.18/32.01  																																						|
% 67.18/32.01  																																						|-The branch is then unsatisfiable
% 67.18/32.01  																																					|-Branch two:
% 67.18/32.01  																																					| (1390)  ~ (all_0_44_44 = e4)
% 67.18/32.01  																																					| (1391) all_0_44_44 = e3 | all_0_44_44 = e1 | all_0_44_44 = e0
% 67.18/32.01  																																					|
% 67.18/32.01  																																						+-Applying beta-rule and splitting (1391), into two cases.
% 67.18/32.01  																																						|-Branch one:
% 67.18/32.01  																																						| (1414) all_0_44_44 = e0
% 67.18/32.01  																																						|
% 67.18/32.01  																																							| Equations (1414) can reduce 360 to:
% 67.18/32.01  																																							| (266) $false
% 67.18/32.01  																																							|
% 67.18/32.01  																																							|-The branch is then unsatisfiable
% 67.18/32.01  																																						|-Branch two:
% 67.18/32.01  																																						| (360)  ~ (all_0_44_44 = e0)
% 67.18/32.01  																																						| (1417) all_0_44_44 = e3 | all_0_44_44 = e1
% 67.18/32.01  																																						|
% 67.18/32.01  																																							+-Applying beta-rule and splitting (1417), into two cases.
% 67.18/32.01  																																							|-Branch one:
% 67.18/32.01  																																							| (635) all_0_44_44 = e1
% 67.18/32.01  																																							|
% 67.18/32.01  																																								| From (635) and (138) follows:
% 67.18/32.01  																																								| (1423) op(e3, e0) = e1
% 67.18/32.01  																																								|
% 67.18/32.01  																																								+-Applying beta-rule and splitting (150), into two cases.
% 67.18/32.01  																																								|-Branch one:
% 67.18/32.01  																																								| (1378) all_0_40_40 = e4
% 67.18/32.01  																																								|
% 67.18/32.01  																																									| Combining equations (1378,485) yields a new equation:
% 67.18/32.01  																																									| (481) e4 = e0
% 67.18/32.01  																																									|
% 67.18/32.01  																																									| Simplifying 481 yields:
% 67.18/32.01  																																									| (397) e4 = e0
% 67.18/32.01  																																									|
% 67.18/32.01  																																									| Equations (397) can reduce 49 to:
% 67.18/32.01  																																									| (266) $false
% 67.18/32.01  																																									|
% 67.18/32.01  																																									|-The branch is then unsatisfiable
% 67.18/32.01  																																								|-Branch two:
% 67.18/32.01  																																								| (447)  ~ (all_0_40_40 = e4)
% 67.18/32.01  																																								| (2271) all_0_44_44 = e4 | all_0_49_49 = e4 | all_0_53_53 = e4 | all_0_58_58 = e4
% 67.18/32.01  																																								|
% 67.18/32.01  																																									| Equations (485) can reduce 447 to:
% 67.18/32.01  																																									| (401)  ~ (e4 = e0)
% 67.18/32.01  																																									|
% 67.18/32.01  																																									| Simplifying 401 yields:
% 67.18/32.01  																																									| (49)  ~ (e4 = e0)
% 67.18/32.01  																																									|
% 67.18/32.01  																																									+-Applying beta-rule and splitting (105), into two cases.
% 67.18/32.01  																																									|-Branch one:
% 67.18/32.01  																																									| (1105) all_0_47_47 = e2
% 67.18/32.01  																																									|
% 67.18/32.01  																																										| Equations (1105) can reduce 338 to:
% 67.18/32.01  																																										| (266) $false
% 67.18/32.01  																																										|
% 67.18/32.01  																																										|-The branch is then unsatisfiable
% 67.18/32.01  																																									|-Branch two:
% 67.18/32.01  																																									| (338)  ~ (all_0_47_47 = e2)
% 67.18/32.01  																																									| (1789) all_0_47_47 = e4 | all_0_47_47 = e3 | all_0_47_47 = e1 | all_0_47_47 = e0
% 67.18/32.01  																																									|
% 67.18/32.01  																																										+-Applying beta-rule and splitting (206), into two cases.
% 67.18/32.01  																																										|-Branch one:
% 67.18/32.01  																																										| (248) all_0_45_45 = e4
% 67.18/32.01  																																										|
% 67.18/32.01  																																											| Combining equations (423,248) yields a new equation:
% 67.18/32.01  																																											| (425) e4 = e3
% 67.18/32.01  																																											|
% 67.18/32.01  																																											| Equations (425) can reduce 188 to:
% 67.18/32.01  																																											| (266) $false
% 67.18/32.01  																																											|
% 67.18/32.01  																																											|-The branch is then unsatisfiable
% 67.18/32.01  																																										|-Branch two:
% 67.18/32.01  																																										| (60416)  ~ (all_0_45_45 = e4)
% 67.18/32.01  																																										| (61457) all_0_46_46 = e4 | all_0_47_47 = e4 | all_0_48_48 = e4 | all_0_49_49 = e4
% 67.18/32.01  																																										|
% 67.18/32.01  																																											+-Applying beta-rule and splitting (1789), into two cases.
% 67.18/32.01  																																											|-Branch one:
% 67.18/32.01  																																											| (1790) all_0_47_47 = e4
% 67.18/32.01  																																											|
% 67.18/32.01  																																												| Equations (1790) can reduce 252 to:
% 67.18/32.01  																																												| (266) $false
% 67.18/32.01  																																												|
% 67.18/32.01  																																												|-The branch is then unsatisfiable
% 67.18/32.01  																																											|-Branch two:
% 67.18/32.01  																																											| (252)  ~ (all_0_47_47 = e4)
% 67.18/32.01  																																											| (1793) all_0_47_47 = e3 | all_0_47_47 = e1 | all_0_47_47 = e0
% 67.18/32.01  																																											|
% 67.18/32.01  																																												+-Applying beta-rule and splitting (1793), into two cases.
% 67.18/32.01  																																												|-Branch one:
% 67.18/32.01  																																												| (674) all_0_47_47 = e0
% 67.18/32.01  																																												|
% 67.18/32.01  																																													| Equations (674) can reduce 678 to:
% 67.18/32.01  																																													| (266) $false
% 67.18/32.01  																																													|
% 67.18/32.01  																																													|-The branch is then unsatisfiable
% 67.18/32.01  																																												|-Branch two:
% 67.18/32.01  																																												| (678)  ~ (all_0_47_47 = e0)
% 67.18/32.01  																																												| (1831) all_0_47_47 = e3 | all_0_47_47 = e1
% 67.18/32.01  																																												|
% 67.18/32.01  																																													+-Applying beta-rule and splitting (1831), into two cases.
% 67.18/32.01  																																													|-Branch one:
% 67.18/32.01  																																													| (654) all_0_47_47 = e1
% 67.18/32.01  																																													|
% 67.18/32.01  																																														| Equations (654) can reduce 252 to:
% 67.18/32.01  																																														| (602)  ~ (e4 = e1)
% 67.18/32.01  																																														|
% 67.18/32.01  																																														| Simplifying 602 yields:
% 67.18/32.01  																																														| (110)  ~ (e4 = e1)
% 67.18/32.01  																																														|
% 67.18/32.01  																																														| Equations (654) can reduce 678 to:
% 67.18/32.01  																																														| (233)  ~ (e1 = e0)
% 67.18/32.01  																																														|
% 67.23/32.01  																																														+-Applying beta-rule and splitting (61457), into two cases.
% 67.23/32.01  																																														|-Branch one:
% 67.23/32.01  																																														| (770) all_0_46_46 = e4
% 67.23/32.01  																																														|
% 67.23/32.01  																																															| Combining equations (538,770) yields a new equation:
% 67.23/32.01  																																															| (397) e4 = e0
% 67.23/32.01  																																															|
% 67.23/32.01  																																															| Equations (397) can reduce 49 to:
% 67.23/32.01  																																															| (266) $false
% 67.23/32.01  																																															|
% 67.23/32.01  																																															|-The branch is then unsatisfiable
% 67.23/32.01  																																														|-Branch two:
% 67.23/32.01  																																														| (250)  ~ (all_0_46_46 = e4)
% 67.23/32.01  																																														| (61466) all_0_47_47 = e4 | all_0_48_48 = e4 | all_0_49_49 = e4
% 67.23/32.01  																																														|
% 67.23/32.01  																																															+-Applying beta-rule and splitting (61466), into two cases.
% 67.23/32.01  																																															|-Branch one:
% 67.23/32.01  																																															| (1790) all_0_47_47 = e4
% 67.23/32.01  																																															|
% 67.23/32.01  																																																| Combining equations (1790,654) yields a new equation:
% 67.23/32.01  																																																| (636) e4 = e1
% 67.23/32.01  																																																|
% 67.23/32.01  																																																| Simplifying 636 yields:
% 67.23/32.01  																																																| (630) e4 = e1
% 67.23/32.01  																																																|
% 67.23/32.01  																																																| Equations (630) can reduce 110 to:
% 67.23/32.01  																																																| (266) $false
% 67.23/32.01  																																																|
% 67.23/32.01  																																																|-The branch is then unsatisfiable
% 67.23/32.01  																																															|-Branch two:
% 67.23/32.01  																																															| (252)  ~ (all_0_47_47 = e4)
% 67.23/32.02  																																															| (61479) all_0_48_48 = e4 | all_0_49_49 = e4
% 67.23/32.02  																																															|
% 67.23/32.02  																																																+-Applying beta-rule and splitting (61479), into two cases.
% 67.23/32.02  																																																|-Branch one:
% 67.23/32.02  																																																| (943) all_0_48_48 = e4
% 67.23/32.02  																																																|
% 67.23/32.02  																																																	| Combining equations (335,943) yields a new equation:
% 67.23/32.02  																																																	| (323) e4 = e2
% 67.23/32.02  																																																	|
% 67.23/32.02  																																																	| Equations (323) can reduce 48 to:
% 67.23/32.02  																																																	| (266) $false
% 67.23/32.02  																																																	|
% 67.23/32.02  																																																	|-The branch is then unsatisfiable
% 67.23/32.02  																																																|-Branch two:
% 67.23/32.02  																																																| (254)  ~ (all_0_48_48 = e4)
% 67.23/32.02  																																																| (974) all_0_49_49 = e4
% 67.23/32.02  																																																|
% 67.23/32.02  																																																	| From (974) and (55) follows:
% 67.23/32.02  																																																	| (61486) op(e2, e0) = e4
% 67.23/32.02  																																																	|
% 67.23/32.02  																																																	+-Applying beta-rule and splitting (56), into two cases.
% 67.23/32.02  																																																	|-Branch one:
% 67.23/32.02  																																																	| (696) unit = e2
% 67.23/32.02  																																																	|
% 67.23/32.02  																																																		| From (696) and (244) follows:
% 67.23/32.02  																																																		| (264) op(e2, e4) = e4
% 67.23/32.02  																																																		|
% 67.23/32.02  																																																		| From (696) and (209) follows:
% 67.23/32.02  																																																		| (7585) op(e2, e0) = e0
% 67.23/32.02  																																																		|
% 67.23/32.02  																																																		| From (696) and (28) follows:
% 67.23/32.02  																																																		| (699) op(e1, e2) = e1
% 67.23/32.02  																																																		|
% 67.23/32.02  																																																		| Instantiating formula (29) with e2, e4, e4, e3 and discharging atoms op(e2, e4) = e4, op(e2, e4) = e3, yields:
% 67.23/32.02  																																																		| (425) e4 = e3
% 67.23/32.02  																																																		|
% 67.23/32.02  																																																		| Instantiating formula (29) with e2, e0, e0, e4 and discharging atoms op(e2, e0) = e4, op(e2, e0) = e0, yields:
% 67.23/32.02  																																																		| (397) e4 = e0
% 67.23/32.02  																																																		|
% 67.23/32.02  																																																		| Instantiating formula (29) with e1, e2, e1, e3 and discharging atoms op(e1, e2) = e3, op(e1, e2) = e1, yields:
% 67.23/32.02  																																																		| (455) e3 = e1
% 67.23/32.02  																																																		|
% 67.23/32.02  																																																		| Combining equations (397,425) yields a new equation:
% 67.23/32.02  																																																		| (676) e3 = e0
% 67.23/32.02  																																																		|
% 67.23/32.02  																																																		| Combining equations (676,455) yields a new equation:
% 67.23/32.02  																																																		| (431) e1 = e0
% 67.23/32.02  																																																		|
% 67.23/32.02  																																																		| Equations (431) can reduce 233 to:
% 67.23/32.02  																																																		| (266) $false
% 67.23/32.02  																																																		|
% 67.23/32.02  																																																		|-The branch is then unsatisfiable
% 67.23/32.02  																																																	|-Branch two:
% 67.23/32.02  																																																	| (707)  ~ (unit = e2)
% 67.23/32.02  																																																	| (708) unit = e4 | unit = e3 | unit = e1 | unit = e0
% 67.23/32.02  																																																	|
% 67.23/32.02  																																																		+-Applying beta-rule and splitting (708), into two cases.
% 67.23/32.02  																																																		|-Branch one:
% 67.23/32.02  																																																		| (709) unit = e4
% 67.23/32.02  																																																		|
% 67.23/32.02  																																																			| From (709) and (24) follows:
% 67.23/32.02  																																																			| (33325) op(e4, e3) = e3
% 67.23/32.02  																																																			|
% 67.23/32.02  																																																			| From (709) and (211) follows:
% 67.23/32.02  																																																			| (22527) op(e4, e1) = e1
% 67.23/32.02  																																																			|
% 67.23/32.02  																																																			| From (709) and (32) follows:
% 67.23/32.02  																																																			| (712) op(e2, e4) = e2
% 67.23/32.02  																																																			|
% 67.23/32.02  																																																			| From (709) and (42) follows:
% 67.23/32.02  																																																			| (713) op(e0, e4) = e0
% 67.23/32.02  																																																			|
% 67.23/32.02  																																																			| Instantiating formula (29) with e4, e3, e3, e4 and discharging atoms op(e4, e3) = e4, op(e4, e3) = e3, yields:
% 67.23/32.02  																																																			| (425) e4 = e3
% 67.23/32.02  																																																			|
% 67.23/32.02  																																																			| Instantiating formula (29) with e4, e1, e1, e3 and discharging atoms op(e4, e1) = e3, op(e4, e1) = e1, yields:
% 67.23/32.02  																																																			| (455) e3 = e1
% 67.23/32.02  																																																			|
% 67.23/32.02  																																																			| Instantiating formula (29) with e2, e4, e2, e3 and discharging atoms op(e2, e4) = e3, op(e2, e4) = e2, yields:
% 67.23/32.02  																																																			| (662) e3 = e2
% 67.23/32.02  																																																			|
% 67.23/32.02  																																																			| Instantiating formula (29) with e0, e4, e0, e4 and discharging atoms op(e0, e4) = e4, op(e0, e4) = e0, yields:
% 67.23/32.02  																																																			| (397) e4 = e0
% 67.23/32.02  																																																			|
% 67.23/32.02  																																																			| Combining equations (425,397) yields a new equation:
% 67.23/32.02  																																																			| (675) e3 = e0
% 67.23/32.02  																																																			|
% 67.23/32.02  																																																			| Simplifying 675 yields:
% 67.23/32.02  																																																			| (676) e3 = e0
% 67.23/32.02  																																																			|
% 67.23/32.02  																																																			| Combining equations (676,662) yields a new equation:
% 67.23/32.02  																																																			| (330) e2 = e0
% 67.23/32.02  																																																			|
% 67.23/32.02  																																																			| Combining equations (455,662) yields a new equation:
% 67.23/32.02  																																																			| (617) e2 = e1
% 67.23/32.02  																																																			|
% 67.23/32.02  																																																			| Combining equations (617,330) yields a new equation:
% 67.23/32.02  																																																			| (546) e1 = e0
% 67.23/32.02  																																																			|
% 67.23/32.02  																																																			| Simplifying 546 yields:
% 67.23/32.02  																																																			| (431) e1 = e0
% 67.23/32.02  																																																			|
% 67.23/32.02  																																																			| Equations (431) can reduce 233 to:
% 67.23/32.02  																																																			| (266) $false
% 67.23/32.02  																																																			|
% 67.23/32.02  																																																			|-The branch is then unsatisfiable
% 67.23/32.02  																																																		|-Branch two:
% 67.23/32.02  																																																		| (724)  ~ (unit = e4)
% 67.23/32.02  																																																		| (725) unit = e3 | unit = e1 | unit = e0
% 67.23/32.02  																																																		|
% 67.23/32.02  																																																			+-Applying beta-rule and splitting (725), into two cases.
% 67.23/32.02  																																																			|-Branch one:
% 67.23/32.02  																																																			| (726) unit = e0
% 67.23/32.02  																																																			|
% 67.23/32.02  																																																				| From (726) and (24) follows:
% 67.23/32.02  																																																				| (2208) op(e0, e3) = e3
% 67.23/32.02  																																																				|
% 67.23/32.02  																																																				| From (726) and (28) follows:
% 67.23/32.02  																																																				| (2698) op(e1, e0) = e1
% 67.23/32.02  																																																				|
% 67.23/32.02  																																																				| From (726) and (42) follows:
% 67.23/32.02  																																																				| (728) op(e0, e0) = e0
% 67.23/32.02  																																																				|
% 67.23/32.02  																																																				| Instantiating formula (29) with e1, e0, e1, e2 and discharging atoms op(e1, e0) = e2, op(e1, e0) = e1, yields:
% 67.23/32.02  																																																				| (617) e2 = e1
% 67.23/32.02  																																																				|
% 67.23/32.02  																																																				| Instantiating formula (29) with e0, e3, e3, e2 and discharging atoms op(e0, e3) = e3, op(e0, e3) = e2, yields:
% 67.23/32.02  																																																				| (662) e3 = e2
% 67.23/32.02  																																																				|
% 67.23/32.02  																																																				| Instantiating formula (29) with e0, e0, e0, e3 and discharging atoms op(e0, e0) = e3, op(e0, e0) = e0, yields:
% 67.23/32.02  																																																				| (676) e3 = e0
% 67.23/32.02  																																																				|
% 67.23/32.02  																																																				| Combining equations (662,676) yields a new equation:
% 67.23/32.02  																																																				| (391) e2 = e0
% 67.23/32.02  																																																				|
% 67.23/32.02  																																																				| Simplifying 391 yields:
% 67.23/32.02  																																																				| (330) e2 = e0
% 67.23/32.02  																																																				|
% 67.23/32.02  																																																				| Combining equations (330,617) yields a new equation:
% 67.23/32.02  																																																				| (431) e1 = e0
% 67.23/32.02  																																																				|
% 67.23/32.02  																																																				| Equations (431) can reduce 233 to:
% 67.23/32.02  																																																				| (266) $false
% 67.23/32.02  																																																				|
% 67.23/32.02  																																																				|-The branch is then unsatisfiable
% 67.23/32.02  																																																			|-Branch two:
% 67.23/32.02  																																																			| (734)  ~ (unit = e0)
% 67.23/32.02  																																																			| (735) unit = e3 | unit = e1
% 67.23/32.02  																																																			|
% 67.23/32.02  																																																				+-Applying beta-rule and splitting (735), into two cases.
% 67.23/32.02  																																																				|-Branch one:
% 67.23/32.02  																																																				| (736) unit = e1
% 67.23/32.02  																																																				|
% 67.23/32.02  																																																					| Equations (736) can reduce 734 to:
% 67.23/32.02  																																																					| (233)  ~ (e1 = e0)
% 67.23/32.02  																																																					|
% 67.23/32.02  																																																					| From (736) and (15) follows:
% 67.23/32.02  																																																					| (515) op(e1, e2) = e2
% 67.23/32.02  																																																					|
% 67.23/32.02  																																																					| From (736) and (227) follows:
% 67.23/32.02  																																																					| (739) op(e4, e1) = e4
% 67.23/32.02  																																																					|
% 67.23/32.02  																																																					| From (736) and (40) follows:
% 67.23/32.02  																																																					| (1652) op(e3, e1) = e3
% 67.23/32.02  																																																					|
% 67.23/32.02  																																																					| From (736) and (28) follows:
% 67.23/32.02  																																																					| (740) op(e1, e1) = e1
% 67.23/32.02  																																																					|
% 67.23/32.02  																																																					| Instantiating formula (29) with e4, e1, e4, e3 and discharging atoms op(e4, e1) = e4, op(e4, e1) = e3, yields:
% 67.23/32.02  																																																					| (425) e4 = e3
% 67.23/32.02  																																																					|
% 67.23/32.02  																																																					| Instantiating formula (29) with e3, e1, e3, e0 and discharging atoms op(e3, e1) = e3, op(e3, e1) = e0, yields:
% 67.23/32.02  																																																					| (676) e3 = e0
% 67.23/32.02  																																																					|
% 67.23/32.02  																																																					| Instantiating formula (29) with e1, e2, e2, e3 and discharging atoms op(e1, e2) = e3, op(e1, e2) = e2, yields:
% 67.23/32.02  																																																					| (662) e3 = e2
% 67.23/32.02  																																																					|
% 67.23/32.02  																																																					| Instantiating formula (29) with e1, e1, e1, e4 and discharging atoms op(e1, e1) = e4, op(e1, e1) = e1, yields:
% 67.23/32.02  																																																					| (630) e4 = e1
% 67.23/32.02  																																																					|
% 67.23/32.02  																																																					| Combining equations (425,630) yields a new equation:
% 67.23/32.02  																																																					| (454) e3 = e1
% 67.23/32.02  																																																					|
% 67.23/32.02  																																																					| Simplifying 454 yields:
% 67.23/32.02  																																																					| (455) e3 = e1
% 67.23/32.02  																																																					|
% 67.23/32.02  																																																					| Combining equations (455,662) yields a new equation:
% 67.23/32.02  																																																					| (617) e2 = e1
% 67.23/32.02  																																																					|
% 67.23/32.02  																																																					| Combining equations (676,662) yields a new equation:
% 67.23/32.02  																																																					| (330) e2 = e0
% 67.23/32.02  																																																					|
% 67.23/32.02  																																																					| Combining equations (617,330) yields a new equation:
% 67.23/32.02  																																																					| (546) e1 = e0
% 67.23/32.02  																																																					|
% 67.23/32.02  																																																					| Simplifying 546 yields:
% 67.23/32.02  																																																					| (431) e1 = e0
% 67.23/32.02  																																																					|
% 67.23/32.02  																																																					| Equations (431) can reduce 233 to:
% 67.23/32.02  																																																					| (266) $false
% 67.23/32.02  																																																					|
% 67.23/32.02  																																																					|-The branch is then unsatisfiable
% 67.23/32.02  																																																				|-Branch two:
% 67.23/32.02  																																																				| (748)  ~ (unit = e1)
% 67.23/32.02  																																																				| (749) unit = e3
% 67.23/32.02  																																																				|
% 67.23/32.02  																																																					| From (749) and (209) follows:
% 67.23/32.02  																																																					| (1667) op(e3, e0) = e0
% 67.23/32.02  																																																					|
% 67.23/32.02  																																																					| Instantiating formula (29) with e3, e0, e0, e1 and discharging atoms op(e3, e0) = e1, op(e3, e0) = e0, yields:
% 67.23/32.02  																																																					| (431) e1 = e0
% 67.23/32.02  																																																					|
% 67.23/32.02  																																																					| Equations (431) can reduce 233 to:
% 67.23/32.02  																																																					| (266) $false
% 67.23/32.02  																																																					|
% 67.23/32.02  																																																					|-The branch is then unsatisfiable
% 67.23/32.03  																																													|-Branch two:
% 67.23/32.03  																																													| (462)  ~ (all_0_47_47 = e1)
% 67.23/32.03  																																													| (522) all_0_47_47 = e3
% 67.23/32.03  																																													|
% 67.23/32.03  																																														| Equations (522) can reduce 1091 to:
% 67.23/32.03  																																														| (266) $false
% 67.23/32.03  																																														|
% 67.23/32.03  																																														|-The branch is then unsatisfiable
% 67.23/32.03  																																							|-Branch two:
% 67.23/32.03  																																							| (639)  ~ (all_0_44_44 = e1)
% 67.23/32.03  																																							| (532) all_0_44_44 = e3
% 67.23/32.03  																																							|
% 67.23/32.03  																																								| Equations (532) can reduce 407 to:
% 67.23/32.03  																																								| (266) $false
% 67.23/32.03  																																								|
% 67.23/32.03  																																								|-The branch is then unsatisfiable
% 67.23/32.03  																																				|-Branch two:
% 67.23/32.03  																																				| (1890)  ~ (all_0_42_42 = e4)
% 67.23/32.03  																																				| (1969) all_0_42_42 = e3 | all_0_42_42 = e1 | all_0_42_42 = e0
% 67.23/32.03  																																				|
% 67.23/32.03  																																					+-Applying beta-rule and splitting (1969), into two cases.
% 67.23/32.03  																																					|-Branch one:
% 67.23/32.03  																																					| (559) all_0_42_42 = e0
% 67.23/32.03  																																					|
% 67.23/32.03  																																						| Equations (559) can reduce 358 to:
% 67.23/32.03  																																						| (266) $false
% 67.23/32.03  																																						|
% 67.23/32.03  																																						|-The branch is then unsatisfiable
% 67.23/32.03  																																					|-Branch two:
% 67.23/32.03  																																					| (358)  ~ (all_0_42_42 = e0)
% 67.23/32.03  																																					| (2510) all_0_42_42 = e3 | all_0_42_42 = e1
% 67.23/32.03  																																					|
% 67.23/32.03  																																						+-Applying beta-rule and splitting (2510), into two cases.
% 67.23/32.03  																																						|-Branch one:
% 67.23/32.03  																																						| (459) all_0_42_42 = e1
% 67.23/32.03  																																						|
% 67.23/32.03  																																							| Equations (459) can reduce 73 to:
% 67.23/32.03  																																							| (4057)  ~ (all_0_44_44 = e1)
% 67.23/32.03  																																							|
% 67.23/32.03  																																							| Simplifying 4057 yields:
% 67.23/32.03  																																							| (639)  ~ (all_0_44_44 = e1)
% 67.23/32.03  																																							|
% 67.23/32.03  																																							| Equations (459) can reduce 405 to:
% 67.23/32.03  																																							| (467)  ~ (e3 = e1)
% 67.23/32.03  																																							|
% 67.23/32.03  																																							| Simplifying 467 yields:
% 67.23/32.03  																																							| (213)  ~ (e3 = e1)
% 67.23/32.03  																																							|
% 67.23/32.03  																																							| Equations (459) can reduce 51 to:
% 67.23/32.03  																																							| (604)  ~ (e2 = e1)
% 67.23/32.03  																																							|
% 67.23/32.03  																																							| Simplifying 604 yields:
% 67.23/32.03  																																							| (122)  ~ (e2 = e1)
% 67.23/32.03  																																							|
% 67.23/32.03  																																							| From (459) and (210) follows:
% 67.23/32.03  																																							| (470) op(e3, e2) = e1
% 67.23/32.03  																																							|
% 67.23/32.03  																																							+-Applying beta-rule and splitting (112), into two cases.
% 67.23/32.03  																																							|-Branch one:
% 67.23/32.03  																																							| (635) all_0_44_44 = e1
% 67.23/32.03  																																							|
% 67.23/32.03  																																								| Equations (635) can reduce 639 to:
% 67.23/32.03  																																								| (266) $false
% 67.23/32.03  																																								|
% 67.23/32.03  																																								|-The branch is then unsatisfiable
% 67.23/32.03  																																							|-Branch two:
% 67.23/32.03  																																							| (639)  ~ (all_0_44_44 = e1)
% 67.23/32.03  																																							| (640) all_0_49_49 = e1 | all_0_53_53 = e1 | all_0_58_58 = e1
% 67.23/32.03  																																							|
% 67.23/32.03  																																								+-Applying beta-rule and splitting (26), into two cases.
% 67.23/32.03  																																								|-Branch one:
% 67.23/32.03  																																								| (446) all_0_44_44 = e4
% 67.23/32.03  																																								|
% 67.23/32.03  																																									| From (446) and (138) follows:
% 67.23/32.03  																																									| (4646) op(e3, e0) = e4
% 67.23/32.03  																																									|
% 67.23/32.03  																																									+-Applying beta-rule and splitting (640), into two cases.
% 67.23/32.03  																																									|-Branch one:
% 67.23/32.03  																																									| (671) all_0_49_49 = e1
% 67.23/32.03  																																									|
% 67.23/32.03  																																										| Equations (671) can reduce 487 to:
% 67.23/32.03  																																										| (233)  ~ (e1 = e0)
% 67.23/32.03  																																										|
% 67.23/32.03  																																										+-Applying beta-rule and splitting (56), into two cases.
% 67.23/32.03  																																										|-Branch one:
% 67.23/32.03  																																										| (696) unit = e2
% 67.23/32.03  																																										|
% 67.23/32.03  																																											| From (696) and (24) follows:
% 67.23/32.03  																																											| (697) op(e2, e3) = e3
% 67.23/32.03  																																											|
% 67.23/32.03  																																											| From (696) and (28) follows:
% 67.23/32.03  																																											| (699) op(e1, e2) = e1
% 67.23/32.03  																																											|
% 67.23/32.03  																																											| Instantiating formula (29) with e2, e3, e3, e0 and discharging atoms op(e2, e3) = e3, op(e2, e3) = e0, yields:
% 67.23/32.03  																																											| (676) e3 = e0
% 67.23/32.03  																																											|
% 67.23/32.03  																																											| Instantiating formula (29) with e1, e2, e1, e3 and discharging atoms op(e1, e2) = e3, op(e1, e2) = e1, yields:
% 67.23/32.03  																																											| (455) e3 = e1
% 67.23/32.03  																																											|
% 67.23/32.03  																																											| Combining equations (676,455) yields a new equation:
% 67.23/32.03  																																											| (431) e1 = e0
% 67.23/32.03  																																											|
% 67.23/32.03  																																											| Equations (431) can reduce 233 to:
% 67.23/32.03  																																											| (266) $false
% 67.23/32.03  																																											|
% 67.23/32.03  																																											|-The branch is then unsatisfiable
% 67.23/32.03  																																										|-Branch two:
% 67.23/32.03  																																										| (707)  ~ (unit = e2)
% 67.23/32.03  																																										| (708) unit = e4 | unit = e3 | unit = e1 | unit = e0
% 67.23/32.03  																																										|
% 67.23/32.03  																																											+-Applying beta-rule and splitting (708), into two cases.
% 67.23/32.03  																																											|-Branch one:
% 67.23/32.03  																																											| (709) unit = e4
% 67.23/32.03  																																											|
% 67.23/32.03  																																												| From (709) and (24) follows:
% 67.23/32.03  																																												| (33325) op(e4, e3) = e3
% 67.23/32.03  																																												|
% 67.23/32.03  																																												| From (709) and (211) follows:
% 67.23/32.03  																																												| (22527) op(e4, e1) = e1
% 67.23/32.03  																																												|
% 67.23/32.03  																																												| From (709) and (32) follows:
% 67.23/32.03  																																												| (712) op(e2, e4) = e2
% 67.23/32.03  																																												|
% 67.23/32.03  																																												| From (709) and (42) follows:
% 67.23/32.03  																																												| (713) op(e0, e4) = e0
% 67.23/32.03  																																												|
% 67.23/32.03  																																												| Instantiating formula (29) with e4, e3, e3, e4 and discharging atoms op(e4, e3) = e4, op(e4, e3) = e3, yields:
% 67.23/32.03  																																												| (425) e4 = e3
% 67.23/32.03  																																												|
% 67.23/32.03  																																												| Instantiating formula (29) with e4, e1, e1, e3 and discharging atoms op(e4, e1) = e3, op(e4, e1) = e1, yields:
% 67.23/32.03  																																												| (455) e3 = e1
% 67.23/32.03  																																												|
% 67.23/32.03  																																												| Instantiating formula (29) with e2, e4, e2, e3 and discharging atoms op(e2, e4) = e3, op(e2, e4) = e2, yields:
% 67.23/32.03  																																												| (662) e3 = e2
% 67.23/32.03  																																												|
% 67.23/32.03  																																												| Instantiating formula (29) with e0, e4, e0, e4 and discharging atoms op(e0, e4) = e4, op(e0, e4) = e0, yields:
% 67.23/32.03  																																												| (397) e4 = e0
% 67.23/32.03  																																												|
% 67.23/32.03  																																												| Combining equations (425,397) yields a new equation:
% 67.23/32.03  																																												| (675) e3 = e0
% 67.23/32.03  																																												|
% 67.23/32.03  																																												| Simplifying 675 yields:
% 67.23/32.03  																																												| (676) e3 = e0
% 67.23/32.03  																																												|
% 67.23/32.03  																																												| Combining equations (676,662) yields a new equation:
% 67.23/32.03  																																												| (330) e2 = e0
% 67.23/32.03  																																												|
% 67.23/32.03  																																												| Combining equations (455,662) yields a new equation:
% 67.23/32.03  																																												| (617) e2 = e1
% 67.23/32.03  																																												|
% 67.23/32.03  																																												| Combining equations (617,330) yields a new equation:
% 67.23/32.03  																																												| (546) e1 = e0
% 67.23/32.03  																																												|
% 67.23/32.03  																																												| Simplifying 546 yields:
% 67.23/32.03  																																												| (431) e1 = e0
% 67.23/32.03  																																												|
% 67.23/32.03  																																												| Equations (431) can reduce 233 to:
% 67.23/32.03  																																												| (266) $false
% 67.23/32.03  																																												|
% 67.23/32.03  																																												|-The branch is then unsatisfiable
% 67.23/32.03  																																											|-Branch two:
% 67.23/32.03  																																											| (724)  ~ (unit = e4)
% 67.23/32.03  																																											| (725) unit = e3 | unit = e1 | unit = e0
% 67.23/32.03  																																											|
% 67.23/32.03  																																												+-Applying beta-rule and splitting (725), into two cases.
% 67.23/32.03  																																												|-Branch one:
% 67.23/32.03  																																												| (726) unit = e0
% 67.23/32.03  																																												|
% 67.23/32.03  																																													| From (726) and (24) follows:
% 67.23/32.03  																																													| (2208) op(e0, e3) = e3
% 67.23/32.03  																																													|
% 67.23/32.03  																																													| From (726) and (227) follows:
% 67.23/32.03  																																													| (3205) op(e4, e0) = e4
% 67.23/32.03  																																													|
% 67.23/32.03  																																													| From (726) and (40) follows:
% 67.23/32.03  																																													| (1639) op(e3, e0) = e3
% 67.23/32.03  																																													|
% 67.23/32.03  																																													| From (726) and (28) follows:
% 67.23/32.03  																																													| (2698) op(e1, e0) = e1
% 67.23/32.03  																																													|
% 67.23/32.03  																																													| Instantiating formula (29) with e4, e0, e4, e0 and discharging atoms op(e4, e0) = e4, op(e4, e0) = e0, yields:
% 67.23/32.03  																																													| (397) e4 = e0
% 67.23/32.03  																																													|
% 67.23/32.03  																																													| Instantiating formula (29) with e3, e0, e3, e4 and discharging atoms op(e3, e0) = e4, op(e3, e0) = e3, yields:
% 67.23/32.03  																																													| (425) e4 = e3
% 67.23/32.03  																																													|
% 67.23/32.03  																																													| Instantiating formula (29) with e1, e0, e1, e2 and discharging atoms op(e1, e0) = e2, op(e1, e0) = e1, yields:
% 67.23/32.03  																																													| (617) e2 = e1
% 67.23/32.03  																																													|
% 67.23/32.03  																																													| Instantiating formula (29) with e0, e3, e3, e2 and discharging atoms op(e0, e3) = e3, op(e0, e3) = e2, yields:
% 67.23/32.03  																																													| (662) e3 = e2
% 67.23/32.03  																																													|
% 67.23/32.03  																																													| Combining equations (397,425) yields a new equation:
% 67.23/32.03  																																													| (676) e3 = e0
% 67.23/32.03  																																													|
% 67.23/32.03  																																													| Combining equations (662,676) yields a new equation:
% 67.23/32.03  																																													| (391) e2 = e0
% 67.23/32.03  																																													|
% 67.23/32.03  																																													| Simplifying 391 yields:
% 67.23/32.03  																																													| (330) e2 = e0
% 67.23/32.03  																																													|
% 67.23/32.03  																																													| Combining equations (617,330) yields a new equation:
% 67.23/32.03  																																													| (546) e1 = e0
% 67.23/32.03  																																													|
% 67.23/32.03  																																													| Simplifying 546 yields:
% 67.23/32.03  																																													| (431) e1 = e0
% 67.23/32.03  																																													|
% 67.23/32.03  																																													| Equations (431) can reduce 233 to:
% 67.23/32.03  																																													| (266) $false
% 67.23/32.03  																																													|
% 67.23/32.03  																																													|-The branch is then unsatisfiable
% 67.23/32.03  																																												|-Branch two:
% 67.23/32.03  																																												| (734)  ~ (unit = e0)
% 67.23/32.03  																																												| (735) unit = e3 | unit = e1
% 67.23/32.03  																																												|
% 67.23/32.03  																																													+-Applying beta-rule and splitting (735), into two cases.
% 67.23/32.03  																																													|-Branch one:
% 67.23/32.03  																																													| (736) unit = e1
% 67.23/32.03  																																													|
% 67.23/32.03  																																														| Equations (736) can reduce 734 to:
% 67.23/32.03  																																														| (233)  ~ (e1 = e0)
% 67.23/32.03  																																														|
% 67.23/32.03  																																														| From (736) and (15) follows:
% 67.23/32.03  																																														| (515) op(e1, e2) = e2
% 67.23/32.03  																																														|
% 67.23/32.03  																																														| From (736) and (227) follows:
% 67.23/32.03  																																														| (739) op(e4, e1) = e4
% 67.23/32.03  																																														|
% 67.23/32.03  																																														| From (736) and (40) follows:
% 67.23/32.03  																																														| (1652) op(e3, e1) = e3
% 67.23/32.03  																																														|
% 67.23/32.03  																																														| From (736) and (28) follows:
% 67.23/32.03  																																														| (740) op(e1, e1) = e1
% 67.23/32.03  																																														|
% 67.23/32.03  																																														| Instantiating formula (29) with e4, e1, e4, e3 and discharging atoms op(e4, e1) = e4, op(e4, e1) = e3, yields:
% 67.23/32.03  																																														| (425) e4 = e3
% 67.23/32.03  																																														|
% 67.23/32.03  																																														| Instantiating formula (29) with e3, e1, e3, e0 and discharging atoms op(e3, e1) = e3, op(e3, e1) = e0, yields:
% 67.23/32.03  																																														| (676) e3 = e0
% 67.23/32.03  																																														|
% 67.23/32.03  																																														| Instantiating formula (29) with e1, e2, e2, e3 and discharging atoms op(e1, e2) = e3, op(e1, e2) = e2, yields:
% 67.23/32.03  																																														| (662) e3 = e2
% 67.23/32.03  																																														|
% 67.23/32.03  																																														| Instantiating formula (29) with e1, e1, e1, e4 and discharging atoms op(e1, e1) = e4, op(e1, e1) = e1, yields:
% 67.23/32.03  																																														| (630) e4 = e1
% 67.23/32.03  																																														|
% 67.23/32.03  																																														| Combining equations (425,630) yields a new equation:
% 67.23/32.03  																																														| (454) e3 = e1
% 67.23/32.03  																																														|
% 67.23/32.03  																																														| Simplifying 454 yields:
% 67.23/32.03  																																														| (455) e3 = e1
% 67.23/32.03  																																														|
% 67.23/32.03  																																														| Combining equations (455,662) yields a new equation:
% 67.23/32.03  																																														| (617) e2 = e1
% 67.23/32.03  																																														|
% 67.23/32.03  																																														| Combining equations (676,662) yields a new equation:
% 67.23/32.03  																																														| (330) e2 = e0
% 67.23/32.03  																																														|
% 67.23/32.03  																																														| Combining equations (617,330) yields a new equation:
% 67.23/32.03  																																														| (546) e1 = e0
% 67.23/32.03  																																														|
% 67.23/32.03  																																														| Simplifying 546 yields:
% 67.23/32.03  																																														| (431) e1 = e0
% 67.23/32.03  																																														|
% 67.23/32.03  																																														| Equations (431) can reduce 233 to:
% 67.23/32.03  																																														| (266) $false
% 67.23/32.03  																																														|
% 67.23/32.03  																																														|-The branch is then unsatisfiable
% 67.23/32.03  																																													|-Branch two:
% 67.23/32.03  																																													| (748)  ~ (unit = e1)
% 67.23/32.03  																																													| (749) unit = e3
% 67.23/32.03  																																													|
% 67.23/32.03  																																														| From (749) and (244) follows:
% 67.23/32.03  																																														| (750) op(e3, e4) = e4
% 67.23/32.03  																																														|
% 67.23/32.03  																																														| From (749) and (15) follows:
% 67.23/32.03  																																														| (751) op(e3, e2) = e2
% 67.23/32.03  																																														|
% 67.23/32.03  																																														| From (749) and (209) follows:
% 67.23/32.03  																																														| (1667) op(e3, e0) = e0
% 67.23/32.03  																																														|
% 67.23/32.03  																																														| Instantiating formula (29) with e3, e4, e4, e2 and discharging atoms op(e3, e4) = e4, op(e3, e4) = e2, yields:
% 67.23/32.03  																																														| (323) e4 = e2
% 67.23/32.03  																																														|
% 67.23/32.03  																																														| Instantiating formula (29) with e3, e2, e2, e1 and discharging atoms op(e3, e2) = e2, op(e3, e2) = e1, yields:
% 67.23/32.03  																																														| (617) e2 = e1
% 67.23/32.03  																																														|
% 67.23/32.03  																																														| Instantiating formula (29) with e3, e0, e0, e4 and discharging atoms op(e3, e0) = e4, op(e3, e0) = e0, yields:
% 67.23/32.03  																																														| (397) e4 = e0
% 67.23/32.03  																																														|
% 67.23/32.03  																																														| Combining equations (397,323) yields a new equation:
% 67.23/32.03  																																														| (330) e2 = e0
% 67.23/32.03  																																														|
% 67.23/32.03  																																														| Combining equations (330,617) yields a new equation:
% 67.23/32.03  																																														| (431) e1 = e0
% 67.23/32.03  																																														|
% 67.23/32.03  																																														| Equations (431) can reduce 233 to:
% 67.23/32.03  																																														| (266) $false
% 67.23/32.03  																																														|
% 67.23/32.03  																																														|-The branch is then unsatisfiable
% 67.23/32.03  																																									|-Branch two:
% 67.23/32.03  																																									| (1064)  ~ (all_0_49_49 = e1)
% 67.23/32.03  																																									| (2141) all_0_53_53 = e1 | all_0_58_58 = e1
% 67.23/32.03  																																									|
% 67.23/32.03  																																										+-Applying beta-rule and splitting (2141), into two cases.
% 67.23/32.03  																																										|-Branch one:
% 67.23/32.03  																																										| (1208) all_0_53_53 = e1
% 67.23/32.03  																																										|
% 67.23/32.03  																																											| Combining equations (607,1208) yields a new equation:
% 67.23/32.03  																																											| (616) e2 = e1
% 67.23/32.03  																																											|
% 67.23/32.03  																																											| Simplifying 616 yields:
% 67.23/32.03  																																											| (617) e2 = e1
% 67.23/32.03  																																											|
% 67.23/32.03  																																											| Equations (617) can reduce 122 to:
% 67.23/32.03  																																											| (266) $false
% 67.23/32.03  																																											|
% 67.23/32.03  																																											|-The branch is then unsatisfiable
% 67.23/32.03  																																										|-Branch two:
% 67.23/32.03  																																										| (1459)  ~ (all_0_53_53 = e1)
% 67.23/32.03  																																										| (918) all_0_58_58 = e1
% 67.23/32.03  																																										|
% 67.23/32.03  																																											| Combining equations (795,918) yields a new equation:
% 67.23/32.03  																																											| (454) e3 = e1
% 67.23/32.03  																																											|
% 67.23/32.03  																																											| Simplifying 454 yields:
% 67.23/32.03  																																											| (455) e3 = e1
% 67.23/32.03  																																											|
% 67.23/32.03  																																											| Equations (455) can reduce 213 to:
% 67.23/32.03  																																											| (266) $false
% 67.23/32.03  																																											|
% 67.23/32.03  																																											|-The branch is then unsatisfiable
% 67.23/32.03  																																								|-Branch two:
% 67.23/32.03  																																								| (1390)  ~ (all_0_44_44 = e4)
% 67.23/32.03  																																								| (1391) all_0_44_44 = e3 | all_0_44_44 = e1 | all_0_44_44 = e0
% 67.23/32.03  																																								|
% 67.23/32.03  																																									+-Applying beta-rule and splitting (640), into two cases.
% 67.23/32.03  																																									|-Branch one:
% 67.23/32.03  																																									| (671) all_0_49_49 = e1
% 67.23/32.03  																																									|
% 67.23/32.03  																																										| Equations (671) can reduce 9 to:
% 67.23/32.04  																																										| (639)  ~ (all_0_44_44 = e1)
% 67.23/32.04  																																										|
% 67.23/32.04  																																										+-Applying beta-rule and splitting (1391), into two cases.
% 67.23/32.04  																																										|-Branch one:
% 67.23/32.04  																																										| (1414) all_0_44_44 = e0
% 67.23/32.04  																																										|
% 67.23/32.04  																																											| Equations (1414) can reduce 360 to:
% 67.23/32.04  																																											| (266) $false
% 67.23/32.04  																																											|
% 67.23/32.04  																																											|-The branch is then unsatisfiable
% 67.23/32.04  																																										|-Branch two:
% 67.23/32.04  																																										| (360)  ~ (all_0_44_44 = e0)
% 67.23/32.04  																																										| (1417) all_0_44_44 = e3 | all_0_44_44 = e1
% 67.23/32.04  																																										|
% 67.23/32.04  																																											+-Applying beta-rule and splitting (1417), into two cases.
% 67.23/32.04  																																											|-Branch one:
% 67.23/32.04  																																											| (635) all_0_44_44 = e1
% 67.23/32.04  																																											|
% 67.23/32.04  																																												| Equations (635) can reduce 639 to:
% 67.23/32.04  																																												| (266) $false
% 67.23/32.04  																																												|
% 67.23/32.04  																																												|-The branch is then unsatisfiable
% 67.23/32.04  																																											|-Branch two:
% 67.23/32.04  																																											| (639)  ~ (all_0_44_44 = e1)
% 67.23/32.04  																																											| (532) all_0_44_44 = e3
% 67.23/32.04  																																											|
% 67.23/32.04  																																												| Equations (532) can reduce 407 to:
% 67.23/32.04  																																												| (266) $false
% 67.23/32.04  																																												|
% 67.23/32.04  																																												|-The branch is then unsatisfiable
% 67.23/32.04  																																									|-Branch two:
% 67.23/32.04  																																									| (1064)  ~ (all_0_49_49 = e1)
% 67.23/32.04  																																									| (2141) all_0_53_53 = e1 | all_0_58_58 = e1
% 67.23/32.04  																																									|
% 67.23/32.04  																																										+-Applying beta-rule and splitting (2141), into two cases.
% 67.23/32.04  																																										|-Branch one:
% 67.23/32.04  																																										| (1208) all_0_53_53 = e1
% 67.23/32.04  																																										|
% 67.23/32.04  																																											| Combining equations (1208,607) yields a new equation:
% 67.23/32.04  																																											| (617) e2 = e1
% 67.23/32.04  																																											|
% 67.23/32.04  																																											| Equations (617) can reduce 122 to:
% 67.23/32.04  																																											| (266) $false
% 67.23/32.04  																																											|
% 67.23/32.04  																																											|-The branch is then unsatisfiable
% 67.23/32.04  																																										|-Branch two:
% 67.23/32.04  																																										| (1459)  ~ (all_0_53_53 = e1)
% 67.23/32.04  																																										| (918) all_0_58_58 = e1
% 67.23/32.04  																																										|
% 67.23/32.04  																																											| Combining equations (795,918) yields a new equation:
% 67.23/32.04  																																											| (454) e3 = e1
% 67.23/32.04  																																											|
% 67.23/32.04  																																											| Simplifying 454 yields:
% 67.23/32.04  																																											| (455) e3 = e1
% 67.23/32.04  																																											|
% 67.23/32.04  																																											| Equations (455) can reduce 213 to:
% 67.23/32.04  																																											| (266) $false
% 67.23/32.04  																																											|
% 67.23/32.04  																																											|-The branch is then unsatisfiable
% 67.23/32.04  																																						|-Branch two:
% 67.23/32.04  																																						| (1380)  ~ (all_0_42_42 = e1)
% 67.23/32.04  																																						| (516) all_0_42_42 = e3
% 67.23/32.04  																																						|
% 67.23/32.04  																																							| Equations (516) can reduce 405 to:
% 67.23/32.04  																																							| (266) $false
% 67.23/32.04  																																							|
% 67.23/32.04  																																							|-The branch is then unsatisfiable
% 67.23/32.04  																																			|-Branch two:
% 67.23/32.04  																																			| (664)  ~ (all_0_51_51 = e3)
% 67.23/32.04  																																			| (665) all_0_53_53 = e3
% 67.23/32.04  																																			|
% 67.23/32.04  																																				| Combining equations (607,665) yields a new equation:
% 67.23/32.04  																																				| (662) e3 = e2
% 67.23/32.04  																																				|
% 67.23/32.04  																																				| Equations (662) can reduce 212 to:
% 67.23/32.04  																																				| (266) $false
% 67.23/32.04  																																				|
% 67.23/32.04  																																				|-The branch is then unsatisfiable
% 67.23/32.04  																																	|-Branch two:
% 67.23/32.04  																																	| (1898)  ~ (all_0_41_41 = e3)
% 67.23/32.04  																																	| (1899) all_0_42_42 = e3 | all_0_44_44 = e3
% 67.23/32.04  																																	|
% 67.23/32.04  																																		+-Applying beta-rule and splitting (27), into two cases.
% 67.23/32.04  																																		|-Branch one:
% 67.23/32.04  																																		| (437) all_0_41_41 = e4
% 67.23/32.04  																																		|
% 67.23/32.04  																																			| Equations (437) can reduce 440 to:
% 67.23/32.04  																																			| (266) $false
% 67.23/32.04  																																			|
% 67.23/32.04  																																			|-The branch is then unsatisfiable
% 67.23/32.04  																																		|-Branch two:
% 67.23/32.04  																																		| (440)  ~ (all_0_41_41 = e4)
% 67.23/32.04  																																		| (4049) all_0_41_41 = e3 | all_0_41_41 = e1 | all_0_41_41 = e0
% 67.23/32.04  																																		|
% 67.23/32.04  																																			+-Applying beta-rule and splitting (1899), into two cases.
% 67.23/32.04  																																			|-Branch one:
% 67.23/32.04  																																			| (516) all_0_42_42 = e3
% 67.23/32.04  																																			|
% 67.23/32.04  																																				| Equations (516) can reduce 73 to:
% 67.23/32.04  																																				| (406)  ~ (all_0_44_44 = e3)
% 67.23/32.04  																																				|
% 67.23/32.04  																																				| Simplifying 406 yields:
% 67.23/32.04  																																				| (407)  ~ (all_0_44_44 = e3)
% 67.23/32.04  																																				|
% 67.23/32.04  																																				| Equations (516) can reduce 61 to:
% 67.23/32.04  																																				| (1925)  ~ (all_0_51_51 = e3)
% 67.23/32.04  																																				|
% 67.23/32.04  																																				| Simplifying 1925 yields:
% 67.23/32.04  																																				| (664)  ~ (all_0_51_51 = e3)
% 67.23/32.04  																																				|
% 67.23/32.04  																																				| Equations (516) can reduce 51 to:
% 67.23/32.04  																																				| (212)  ~ (e3 = e2)
% 67.23/32.04  																																				|
% 67.23/32.04  																																				| From (516) and (210) follows:
% 67.23/32.04  																																				| (4285) op(e3, e2) = e3
% 67.23/32.04  																																				|
% 67.23/32.04  																																				+-Applying beta-rule and splitting (168), into two cases.
% 67.23/32.04  																																				|-Branch one:
% 67.23/32.04  																																				| (415) all_0_50_50 = e3
% 67.23/32.04  																																				|
% 67.23/32.04  																																					| Equations (415) can reduce 221 to:
% 67.23/32.04  																																					| (1898)  ~ (all_0_41_41 = e3)
% 67.23/32.04  																																					|
% 67.23/32.04  																																					| Equations (415) can reduce 59 to:
% 67.23/32.04  																																					| (1925)  ~ (all_0_51_51 = e3)
% 67.23/32.04  																																					|
% 67.23/32.04  																																					| Simplifying 1925 yields:
% 67.23/32.04  																																					| (664)  ~ (all_0_51_51 = e3)
% 67.23/32.04  																																					|
% 67.23/32.04  																																					| From (415) and (242) follows:
% 67.23/32.04  																																					| (1934) op(e1, e3) = e3
% 67.23/32.04  																																					|
% 67.23/32.04  																																					+-Applying beta-rule and splitting (18), into two cases.
% 67.23/32.04  																																					|-Branch one:
% 67.23/32.04  																																					| (453) all_0_41_41 = e1
% 67.23/32.04  																																					|
% 67.23/32.04  																																						| Equations (453) can reduce 149 to:
% 67.23/32.04  																																						| (4057)  ~ (all_0_44_44 = e1)
% 67.23/32.04  																																						|
% 67.23/32.04  																																						| Simplifying 4057 yields:
% 67.23/32.04  																																						| (639)  ~ (all_0_44_44 = e1)
% 67.23/32.04  																																						|
% 67.23/32.04  																																						| Equations (453) can reduce 440 to:
% 67.23/32.04  																																						| (602)  ~ (e4 = e1)
% 67.23/32.04  																																						|
% 67.23/32.04  																																						| Simplifying 602 yields:
% 67.23/32.04  																																						| (110)  ~ (e4 = e1)
% 67.23/32.04  																																						|
% 67.23/32.04  																																						| Equations (453) can reduce 1898 to:
% 67.23/32.04  																																						| (467)  ~ (e3 = e1)
% 67.23/32.04  																																						|
% 67.23/32.04  																																						| Simplifying 467 yields:
% 67.23/32.04  																																						| (213)  ~ (e3 = e1)
% 67.23/32.04  																																						|
% 67.23/32.04  																																						| Equations (453) can reduce 85 to:
% 67.23/32.04  																																						| (604)  ~ (e2 = e1)
% 67.23/32.04  																																						|
% 67.23/32.04  																																						| Simplifying 604 yields:
% 67.23/32.04  																																						| (122)  ~ (e2 = e1)
% 67.23/32.04  																																						|
% 67.23/32.04  																																						+-Applying beta-rule and splitting (26), into two cases.
% 67.23/32.04  																																						|-Branch one:
% 67.23/32.04  																																						| (446) all_0_44_44 = e4
% 67.23/32.04  																																						|
% 67.23/32.04  																																							| Equations (446) can reduce 407 to:
% 67.23/32.04  																																							| (188)  ~ (e4 = e3)
% 67.23/32.04  																																							|
% 67.23/32.04  																																							| Equations (446) can reduce 147 to:
% 67.23/32.04  																																							| (48)  ~ (e4 = e2)
% 67.23/32.04  																																							|
% 67.23/32.04  																																							| Equations (446) can reduce 639 to:
% 67.23/32.04  																																							| (110)  ~ (e4 = e1)
% 67.23/32.04  																																							|
% 67.23/32.04  																																							| Equations (446) can reduce 360 to:
% 67.23/32.04  																																							| (49)  ~ (e4 = e0)
% 67.23/32.04  																																							|
% 67.23/32.04  																																							| From (446) and (138) follows:
% 67.23/32.04  																																							| (4646) op(e3, e0) = e4
% 67.23/32.04  																																							|
% 67.23/32.04  																																							+-Applying beta-rule and splitting (7), into two cases.
% 67.23/32.04  																																							|-Branch one:
% 67.23/32.04  																																							| (504) all_0_51_51 = e2
% 67.23/32.04  																																							|
% 67.23/32.04  																																								| Equations (504) can reduce 1099 to:
% 67.23/32.04  																																								| (266) $false
% 67.23/32.04  																																								|
% 67.23/32.04  																																								|-The branch is then unsatisfiable
% 67.23/32.04  																																							|-Branch two:
% 67.23/32.04  																																							| (1099)  ~ (all_0_51_51 = e2)
% 67.23/32.04  																																							| (1100) all_0_51_51 = e4 | all_0_51_51 = e3 | all_0_51_51 = e1
% 67.23/32.04  																																							|
% 67.23/32.04  																																								+-Applying beta-rule and splitting (112), into two cases.
% 67.23/32.04  																																								|-Branch one:
% 67.23/32.04  																																								| (635) all_0_44_44 = e1
% 67.23/32.04  																																								|
% 67.23/32.04  																																									| Combining equations (446,635) yields a new equation:
% 67.23/32.04  																																									| (636) e4 = e1
% 67.23/32.04  																																									|
% 67.23/32.04  																																									| Simplifying 636 yields:
% 67.23/32.04  																																									| (630) e4 = e1
% 67.23/32.04  																																									|
% 67.23/32.04  																																									| Equations (630) can reduce 110 to:
% 67.23/32.04  																																									| (266) $false
% 67.23/32.04  																																									|
% 67.23/32.04  																																									|-The branch is then unsatisfiable
% 67.23/32.04  																																								|-Branch two:
% 67.23/32.04  																																								| (639)  ~ (all_0_44_44 = e1)
% 67.23/32.04  																																								| (640) all_0_49_49 = e1 | all_0_53_53 = e1 | all_0_58_58 = e1
% 67.23/32.04  																																								|
% 67.23/32.04  																																									+-Applying beta-rule and splitting (160), into two cases.
% 67.23/32.04  																																									|-Branch one:
% 67.23/32.04  																																									| (601) all_0_50_50 = e1
% 67.23/32.04  																																									|
% 67.23/32.04  																																										| Combining equations (415,601) yields a new equation:
% 67.23/32.04  																																										| (454) e3 = e1
% 67.23/32.04  																																										|
% 67.23/32.04  																																										| Simplifying 454 yields:
% 67.23/32.04  																																										| (455) e3 = e1
% 67.23/32.04  																																										|
% 67.23/32.04  																																										| Equations (455) can reduce 213 to:
% 67.23/32.04  																																										| (266) $false
% 67.23/32.04  																																										|
% 67.23/32.04  																																										|-The branch is then unsatisfiable
% 67.23/32.04  																																									|-Branch two:
% 67.23/32.04  																																									| (759)  ~ (all_0_50_50 = e1)
% 67.23/32.04  																																									| (1168) all_0_51_51 = e1 | all_0_52_52 = e1 | all_0_53_53 = e1
% 67.23/32.04  																																									|
% 67.23/32.04  																																										| Equations (415) can reduce 759 to:
% 67.23/32.04  																																										| (213)  ~ (e3 = e1)
% 67.23/32.04  																																										|
% 67.23/32.04  																																										+-Applying beta-rule and splitting (640), into two cases.
% 67.23/32.04  																																										|-Branch one:
% 67.23/32.04  																																										| (671) all_0_49_49 = e1
% 67.23/32.04  																																										|
% 67.23/32.04  																																											+-Applying beta-rule and splitting (1100), into two cases.
% 67.23/32.04  																																											|-Branch one:
% 67.23/32.04  																																											| (1101) all_0_51_51 = e4
% 67.23/32.04  																																											|
% 67.23/32.04  																																												| Equations (1101) can reduce 475 to:
% 67.23/32.04  																																												| (266) $false
% 67.23/32.04  																																												|
% 67.23/32.04  																																												|-The branch is then unsatisfiable
% 67.23/32.04  																																											|-Branch two:
% 67.23/32.04  																																											| (475)  ~ (all_0_51_51 = e4)
% 67.23/32.04  																																											| (1104) all_0_51_51 = e3 | all_0_51_51 = e1
% 67.23/32.04  																																											|
% 67.23/32.04  																																												+-Applying beta-rule and splitting (1168), into two cases.
% 67.23/32.04  																																												|-Branch one:
% 67.23/32.04  																																												| (1109) all_0_51_51 = e1
% 67.23/32.04  																																												|
% 67.23/32.04  																																													| Equations (1109) can reduce 475 to:
% 67.23/32.04  																																													| (602)  ~ (e4 = e1)
% 67.23/32.04  																																													|
% 67.23/32.04  																																													| Simplifying 602 yields:
% 67.23/32.04  																																													| (110)  ~ (e4 = e1)
% 67.23/32.04  																																													|
% 67.23/32.04  																																													| Equations (1109) can reduce 115 to:
% 67.23/32.04  																																													| (233)  ~ (e1 = e0)
% 67.23/32.04  																																													|
% 67.23/32.04  																																													| From (1109) and (186) follows:
% 67.23/32.04  																																													| (699) op(e1, e2) = e1
% 67.23/32.04  																																													|
% 67.23/32.04  																																													+-Applying beta-rule and splitting (206), into two cases.
% 67.23/32.04  																																													|-Branch one:
% 67.23/32.04  																																													| (248) all_0_45_45 = e4
% 67.23/32.04  																																													|
% 67.23/32.04  																																														| Combining equations (423,248) yields a new equation:
% 67.23/32.04  																																														| (425) e4 = e3
% 67.23/32.04  																																														|
% 67.23/32.04  																																														| Equations (425) can reduce 188 to:
% 67.23/32.04  																																														| (266) $false
% 67.23/32.04  																																														|
% 67.23/32.04  																																														|-The branch is then unsatisfiable
% 67.23/32.04  																																													|-Branch two:
% 67.23/32.04  																																													| (60416)  ~ (all_0_45_45 = e4)
% 67.23/32.04  																																													| (61457) all_0_46_46 = e4 | all_0_47_47 = e4 | all_0_48_48 = e4 | all_0_49_49 = e4
% 67.23/32.04  																																													|
% 67.23/32.04  																																														+-Applying beta-rule and splitting (164), into two cases.
% 67.23/32.04  																																														|-Branch one:
% 67.23/32.04  																																														| (471) all_0_39_39 = e4
% 67.23/32.04  																																														|
% 67.23/32.04  																																															| Combining equations (471,317) yields a new equation:
% 67.23/32.04  																																															| (322) e4 = e2
% 67.23/32.04  																																															|
% 67.23/32.04  																																															| Simplifying 322 yields:
% 67.23/32.04  																																															| (323) e4 = e2
% 67.23/32.04  																																															|
% 67.23/32.04  																																															| Equations (323) can reduce 48 to:
% 67.23/32.04  																																															| (266) $false
% 67.23/32.04  																																															|
% 67.23/32.04  																																															|-The branch is then unsatisfiable
% 67.23/32.04  																																														|-Branch two:
% 67.23/32.04  																																														| (1377)  ~ (all_0_39_39 = e4)
% 67.23/32.04  																																														| (2115) all_0_42_42 = e4 | all_0_47_47 = e4 | all_0_51_51 = e4 | all_0_56_56 = e4
% 67.23/32.04  																																														|
% 67.23/32.04  																																															| Equations (317) can reduce 1377 to:
% 67.23/32.04  																																															| (327)  ~ (e4 = e2)
% 67.23/32.04  																																															|
% 67.23/32.04  																																															| Simplifying 327 yields:
% 67.23/32.04  																																															| (48)  ~ (e4 = e2)
% 67.23/32.04  																																															|
% 67.23/32.04  																																															+-Applying beta-rule and splitting (61457), into two cases.
% 67.23/32.04  																																															|-Branch one:
% 67.23/32.04  																																															| (770) all_0_46_46 = e4
% 67.23/32.04  																																															|
% 67.23/32.04  																																																| Combining equations (770,538) yields a new equation:
% 67.23/32.04  																																																| (481) e4 = e0
% 67.23/32.04  																																																|
% 67.23/32.04  																																																| Simplifying 481 yields:
% 67.23/32.04  																																																| (397) e4 = e0
% 67.23/32.04  																																																|
% 67.23/32.04  																																																| Equations (397) can reduce 49 to:
% 67.23/32.04  																																																| (266) $false
% 67.23/32.04  																																																|
% 67.23/32.04  																																																|-The branch is then unsatisfiable
% 67.23/32.04  																																															|-Branch two:
% 67.23/32.04  																																															| (250)  ~ (all_0_46_46 = e4)
% 67.23/32.05  																																															| (61466) all_0_47_47 = e4 | all_0_48_48 = e4 | all_0_49_49 = e4
% 67.23/32.05  																																															|
% 67.23/32.05  																																																+-Applying beta-rule and splitting (61466), into two cases.
% 67.23/32.05  																																																|-Branch one:
% 67.23/32.05  																																																| (1790) all_0_47_47 = e4
% 67.23/32.05  																																																|
% 67.23/32.05  																																																	| From (1790) and (23) follows:
% 67.23/32.05  																																																	| (61903) op(e2, e2) = e4
% 67.23/32.05  																																																	|
% 67.23/32.05  																																																	+-Applying beta-rule and splitting (56), into two cases.
% 67.23/32.05  																																																	|-Branch one:
% 67.23/32.05  																																																	| (696) unit = e2
% 67.23/32.05  																																																	|
% 67.23/32.05  																																																		| From (696) and (244) follows:
% 67.23/32.05  																																																		| (264) op(e2, e4) = e4
% 67.23/32.05  																																																		|
% 67.23/32.05  																																																		| From (696) and (24) follows:
% 67.23/32.05  																																																		| (697) op(e2, e3) = e3
% 67.23/32.05  																																																		|
% 67.23/32.05  																																																		| From (696) and (211) follows:
% 67.23/32.05  																																																		| (1612) op(e2, e1) = e1
% 67.23/32.05  																																																		|
% 67.23/32.05  																																																		| From (696) and (32) follows:
% 67.23/32.05  																																																		| (698) op(e2, e2) = e2
% 67.23/32.05  																																																		|
% 67.23/32.05  																																																		| Instantiating formula (29) with e2, e4, e4, e3 and discharging atoms op(e2, e4) = e4, op(e2, e4) = e3, yields:
% 67.23/32.05  																																																		| (425) e4 = e3
% 67.23/32.05  																																																		|
% 67.23/32.05  																																																		| Instantiating formula (29) with e2, e3, e3, e0 and discharging atoms op(e2, e3) = e3, op(e2, e3) = e0, yields:
% 67.23/32.05  																																																		| (676) e3 = e0
% 67.23/32.05  																																																		|
% 67.23/32.05  																																																		| Instantiating formula (29) with e2, e2, e2, e4 and discharging atoms op(e2, e2) = e4, op(e2, e2) = e2, yields:
% 67.23/32.05  																																																		| (323) e4 = e2
% 67.23/32.05  																																																		|
% 67.23/32.05  																																																		| Instantiating formula (29) with e2, e1, e1, e2 and discharging atoms op(e2, e1) = e2, op(e2, e1) = e1, yields:
% 67.23/32.05  																																																		| (617) e2 = e1
% 67.23/32.05  																																																		|
% 67.23/32.05  																																																		| Combining equations (323,425) yields a new equation:
% 67.23/32.05  																																																		| (662) e3 = e2
% 67.23/32.05  																																																		|
% 67.23/32.05  																																																		| Combining equations (662,676) yields a new equation:
% 67.23/32.05  																																																		| (391) e2 = e0
% 67.23/32.05  																																																		|
% 67.23/32.05  																																																		| Simplifying 391 yields:
% 67.23/32.05  																																																		| (330) e2 = e0
% 67.23/32.05  																																																		|
% 67.23/32.05  																																																		| Combining equations (330,617) yields a new equation:
% 67.23/32.05  																																																		| (431) e1 = e0
% 67.23/32.05  																																																		|
% 67.23/32.05  																																																		| Equations (431) can reduce 233 to:
% 67.23/32.05  																																																		| (266) $false
% 67.23/32.05  																																																		|
% 67.23/32.05  																																																		|-The branch is then unsatisfiable
% 67.23/32.05  																																																	|-Branch two:
% 67.23/32.05  																																																	| (707)  ~ (unit = e2)
% 67.23/32.05  																																																	| (708) unit = e4 | unit = e3 | unit = e1 | unit = e0
% 67.23/32.05  																																																	|
% 67.23/32.05  																																																		+-Applying beta-rule and splitting (708), into two cases.
% 67.23/32.05  																																																		|-Branch one:
% 67.23/32.05  																																																		| (709) unit = e4
% 67.23/32.05  																																																		|
% 67.23/32.05  																																																			| From (709) and (24) follows:
% 67.23/32.05  																																																			| (33325) op(e4, e3) = e3
% 67.23/32.05  																																																			|
% 67.23/32.05  																																																			| From (709) and (211) follows:
% 67.26/32.05  																																																			| (22527) op(e4, e1) = e1
% 67.26/32.05  																																																			|
% 67.26/32.05  																																																			| From (709) and (32) follows:
% 67.26/32.05  																																																			| (712) op(e2, e4) = e2
% 67.26/32.05  																																																			|
% 67.26/32.05  																																																			| From (709) and (42) follows:
% 67.26/32.05  																																																			| (713) op(e0, e4) = e0
% 67.26/32.05  																																																			|
% 67.26/32.05  																																																			| Instantiating formula (29) with e4, e3, e3, e4 and discharging atoms op(e4, e3) = e4, op(e4, e3) = e3, yields:
% 67.26/32.05  																																																			| (425) e4 = e3
% 67.26/32.05  																																																			|
% 67.26/32.05  																																																			| Instantiating formula (29) with e4, e1, e1, e3 and discharging atoms op(e4, e1) = e3, op(e4, e1) = e1, yields:
% 67.26/32.05  																																																			| (455) e3 = e1
% 67.26/32.05  																																																			|
% 67.26/32.05  																																																			| Instantiating formula (29) with e2, e4, e2, e3 and discharging atoms op(e2, e4) = e3, op(e2, e4) = e2, yields:
% 67.26/32.05  																																																			| (662) e3 = e2
% 67.26/32.05  																																																			|
% 67.26/32.05  																																																			| Instantiating formula (29) with e0, e4, e0, e4 and discharging atoms op(e0, e4) = e4, op(e0, e4) = e0, yields:
% 67.26/32.05  																																																			| (397) e4 = e0
% 67.26/32.05  																																																			|
% 67.26/32.05  																																																			| Combining equations (425,397) yields a new equation:
% 67.26/32.05  																																																			| (675) e3 = e0
% 67.26/32.05  																																																			|
% 67.26/32.05  																																																			| Simplifying 675 yields:
% 67.26/32.05  																																																			| (676) e3 = e0
% 67.26/32.05  																																																			|
% 67.26/32.05  																																																			| Combining equations (676,662) yields a new equation:
% 67.26/32.05  																																																			| (330) e2 = e0
% 67.26/32.05  																																																			|
% 67.26/32.05  																																																			| Combining equations (455,662) yields a new equation:
% 67.26/32.05  																																																			| (617) e2 = e1
% 67.26/32.05  																																																			|
% 67.26/32.05  																																																			| Combining equations (617,330) yields a new equation:
% 67.26/32.05  																																																			| (546) e1 = e0
% 67.26/32.05  																																																			|
% 67.26/32.05  																																																			| Simplifying 546 yields:
% 67.26/32.05  																																																			| (431) e1 = e0
% 67.26/32.05  																																																			|
% 67.26/32.05  																																																			| Equations (431) can reduce 233 to:
% 67.26/32.05  																																																			| (266) $false
% 67.26/32.05  																																																			|
% 67.26/32.05  																																																			|-The branch is then unsatisfiable
% 67.26/32.05  																																																		|-Branch two:
% 67.26/32.05  																																																		| (724)  ~ (unit = e4)
% 67.26/32.05  																																																		| (725) unit = e3 | unit = e1 | unit = e0
% 67.26/32.05  																																																		|
% 67.26/32.05  																																																			+-Applying beta-rule and splitting (725), into two cases.
% 67.26/32.05  																																																			|-Branch one:
% 67.26/32.05  																																																			| (726) unit = e0
% 67.26/32.05  																																																			|
% 67.26/32.05  																																																				| From (726) and (24) follows:
% 67.26/32.05  																																																				| (2208) op(e0, e3) = e3
% 67.26/32.05  																																																				|
% 67.26/32.05  																																																				| From (726) and (227) follows:
% 67.26/32.05  																																																				| (3205) op(e4, e0) = e4
% 67.26/32.05  																																																				|
% 67.26/32.05  																																																				| From (726) and (40) follows:
% 67.26/32.05  																																																				| (1639) op(e3, e0) = e3
% 67.26/32.05  																																																				|
% 67.26/32.05  																																																				| From (726) and (28) follows:
% 67.26/32.05  																																																				| (2698) op(e1, e0) = e1
% 67.26/32.05  																																																				|
% 67.26/32.05  																																																				| Instantiating formula (29) with e4, e0, e4, e0 and discharging atoms op(e4, e0) = e4, op(e4, e0) = e0, yields:
% 67.26/32.05  																																																				| (397) e4 = e0
% 67.26/32.05  																																																				|
% 67.26/32.05  																																																				| Instantiating formula (29) with e3, e0, e3, e4 and discharging atoms op(e3, e0) = e4, op(e3, e0) = e3, yields:
% 67.26/32.05  																																																				| (425) e4 = e3
% 67.26/32.05  																																																				|
% 67.26/32.05  																																																				| Instantiating formula (29) with e1, e0, e1, e2 and discharging atoms op(e1, e0) = e2, op(e1, e0) = e1, yields:
% 67.26/32.05  																																																				| (617) e2 = e1
% 67.26/32.05  																																																				|
% 67.26/32.05  																																																				| Instantiating formula (29) with e0, e3, e3, e2 and discharging atoms op(e0, e3) = e3, op(e0, e3) = e2, yields:
% 67.26/32.05  																																																				| (662) e3 = e2
% 67.26/32.05  																																																				|
% 67.26/32.05  																																																				| Combining equations (397,425) yields a new equation:
% 67.26/32.05  																																																				| (676) e3 = e0
% 67.26/32.05  																																																				|
% 67.26/32.05  																																																				| Combining equations (662,676) yields a new equation:
% 67.26/32.05  																																																				| (391) e2 = e0
% 67.26/32.05  																																																				|
% 67.26/32.05  																																																				| Simplifying 391 yields:
% 67.26/32.05  																																																				| (330) e2 = e0
% 67.26/32.05  																																																				|
% 67.26/32.05  																																																				| Combining equations (617,330) yields a new equation:
% 67.26/32.05  																																																				| (546) e1 = e0
% 67.26/32.05  																																																				|
% 67.26/32.05  																																																				| Simplifying 546 yields:
% 67.26/32.05  																																																				| (431) e1 = e0
% 67.26/32.05  																																																				|
% 67.26/32.05  																																																				| Equations (431) can reduce 233 to:
% 67.26/32.05  																																																				| (266) $false
% 67.26/32.05  																																																				|
% 67.26/32.05  																																																				|-The branch is then unsatisfiable
% 67.26/32.05  																																																			|-Branch two:
% 67.26/32.05  																																																			| (734)  ~ (unit = e0)
% 67.26/32.05  																																																			| (735) unit = e3 | unit = e1
% 67.26/32.05  																																																			|
% 67.26/32.05  																																																				+-Applying beta-rule and splitting (735), into two cases.
% 67.26/32.05  																																																				|-Branch one:
% 67.26/32.05  																																																				| (736) unit = e1
% 67.26/32.05  																																																				|
% 67.26/32.05  																																																					| Equations (736) can reduce 734 to:
% 67.26/32.05  																																																					| (233)  ~ (e1 = e0)
% 67.26/32.05  																																																					|
% 67.26/32.05  																																																					| From (736) and (15) follows:
% 67.26/32.05  																																																					| (515) op(e1, e2) = e2
% 67.26/32.05  																																																					|
% 67.26/32.05  																																																					| From (736) and (209) follows:
% 67.26/32.05  																																																					| (2715) op(e1, e0) = e0
% 67.26/32.05  																																																					|
% 67.26/32.05  																																																					| Instantiating formula (29) with e1, e2, e2, e1 and discharging atoms op(e1, e2) = e2, op(e1, e2) = e1, yields:
% 67.26/32.05  																																																					| (617) e2 = e1
% 67.26/32.05  																																																					|
% 67.26/32.05  																																																					| Instantiating formula (29) with e1, e0, e0, e2 and discharging atoms op(e1, e0) = e2, op(e1, e0) = e0, yields:
% 67.26/32.05  																																																					| (330) e2 = e0
% 67.26/32.05  																																																					|
% 67.26/32.05  																																																					| Combining equations (330,617) yields a new equation:
% 67.26/32.05  																																																					| (431) e1 = e0
% 67.26/32.05  																																																					|
% 67.26/32.05  																																																					| Equations (431) can reduce 233 to:
% 67.26/32.05  																																																					| (266) $false
% 67.26/32.05  																																																					|
% 67.26/32.05  																																																					|-The branch is then unsatisfiable
% 67.26/32.05  																																																				|-Branch two:
% 67.26/32.05  																																																				| (748)  ~ (unit = e1)
% 67.26/32.05  																																																				| (749) unit = e3
% 67.26/32.05  																																																				|
% 67.26/32.05  																																																					| From (749) and (244) follows:
% 67.26/32.05  																																																					| (750) op(e3, e4) = e4
% 67.26/32.05  																																																					|
% 67.26/32.05  																																																					| From (749) and (15) follows:
% 67.26/32.05  																																																					| (751) op(e3, e2) = e2
% 67.26/32.05  																																																					|
% 67.26/32.05  																																																					| From (749) and (209) follows:
% 67.26/32.05  																																																					| (1667) op(e3, e0) = e0
% 67.26/32.05  																																																					|
% 67.26/32.05  																																																					| From (749) and (28) follows:
% 67.26/32.05  																																																					| (2235) op(e1, e3) = e1
% 67.26/32.05  																																																					|
% 67.26/32.05  																																																					| Instantiating formula (29) with e3, e4, e4, e2 and discharging atoms op(e3, e4) = e4, op(e3, e4) = e2, yields:
% 67.26/32.05  																																																					| (323) e4 = e2
% 67.26/32.05  																																																					|
% 67.26/32.05  																																																					| Instantiating formula (29) with e3, e2, e2, e3 and discharging atoms op(e3, e2) = e3, op(e3, e2) = e2, yields:
% 67.26/32.05  																																																					| (662) e3 = e2
% 67.26/32.05  																																																					|
% 67.26/32.05  																																																					| Instantiating formula (29) with e3, e0, e0, e4 and discharging atoms op(e3, e0) = e4, op(e3, e0) = e0, yields:
% 67.26/32.05  																																																					| (397) e4 = e0
% 67.26/32.05  																																																					|
% 67.26/32.05  																																																					| Instantiating formula (29) with e1, e3, e1, e3 and discharging atoms op(e1, e3) = e3, op(e1, e3) = e1, yields:
% 67.26/32.05  																																																					| (455) e3 = e1
% 67.26/32.05  																																																					|
% 67.26/32.05  																																																					| Combining equations (397,323) yields a new equation:
% 67.26/32.05  																																																					| (330) e2 = e0
% 67.26/32.05  																																																					|
% 67.26/32.05  																																																					| Combining equations (662,455) yields a new equation:
% 67.26/32.05  																																																					| (616) e2 = e1
% 67.26/32.05  																																																					|
% 67.26/32.05  																																																					| Simplifying 616 yields:
% 67.26/32.05  																																																					| (617) e2 = e1
% 67.26/32.05  																																																					|
% 67.26/32.05  																																																					| Combining equations (617,330) yields a new equation:
% 67.26/32.05  																																																					| (546) e1 = e0
% 67.26/32.05  																																																					|
% 67.26/32.05  																																																					| Simplifying 546 yields:
% 67.26/32.05  																																																					| (431) e1 = e0
% 67.26/32.05  																																																					|
% 67.26/32.05  																																																					| Equations (431) can reduce 233 to:
% 67.26/32.05  																																																					| (266) $false
% 67.26/32.05  																																																					|
% 67.26/32.05  																																																					|-The branch is then unsatisfiable
% 67.26/32.05  																																																|-Branch two:
% 67.26/32.05  																																																| (252)  ~ (all_0_47_47 = e4)
% 67.26/32.05  																																																| (61479) all_0_48_48 = e4 | all_0_49_49 = e4
% 67.26/32.05  																																																|
% 67.26/32.06  																																																	+-Applying beta-rule and splitting (61479), into two cases.
% 67.26/32.06  																																																	|-Branch one:
% 67.26/32.06  																																																	| (943) all_0_48_48 = e4
% 67.26/32.06  																																																	|
% 67.26/32.06  																																																		| Combining equations (335,943) yields a new equation:
% 67.26/32.06  																																																		| (323) e4 = e2
% 67.26/32.06  																																																		|
% 67.26/32.06  																																																		| Equations (323) can reduce 48 to:
% 67.26/32.06  																																																		| (266) $false
% 67.26/32.06  																																																		|
% 67.26/32.06  																																																		|-The branch is then unsatisfiable
% 67.26/32.06  																																																	|-Branch two:
% 67.26/32.06  																																																	| (254)  ~ (all_0_48_48 = e4)
% 67.26/32.06  																																																	| (974) all_0_49_49 = e4
% 67.26/32.06  																																																	|
% 67.26/32.06  																																																		| Combining equations (671,974) yields a new equation:
% 67.26/32.06  																																																		| (630) e4 = e1
% 67.26/32.06  																																																		|
% 67.26/32.06  																																																		| Equations (630) can reduce 110 to:
% 67.26/32.06  																																																		| (266) $false
% 67.26/32.06  																																																		|
% 67.26/32.06  																																																		|-The branch is then unsatisfiable
% 67.26/32.06  																																												|-Branch two:
% 67.26/32.06  																																												| (464)  ~ (all_0_51_51 = e1)
% 67.26/32.06  																																												| (1202) all_0_52_52 = e1 | all_0_53_53 = e1
% 67.26/32.06  																																												|
% 67.26/32.06  																																													+-Applying beta-rule and splitting (1104), into two cases.
% 67.26/32.06  																																													|-Branch one:
% 67.26/32.06  																																													| (1109) all_0_51_51 = e1
% 67.26/32.06  																																													|
% 67.26/32.06  																																														| Equations (1109) can reduce 464 to:
% 67.26/32.06  																																														| (266) $false
% 67.26/32.06  																																														|
% 67.26/32.06  																																														|-The branch is then unsatisfiable
% 67.26/32.06  																																													|-Branch two:
% 67.26/32.06  																																													| (464)  ~ (all_0_51_51 = e1)
% 67.26/32.06  																																													| (660) all_0_51_51 = e3
% 67.26/32.06  																																													|
% 67.26/32.06  																																														| Equations (660) can reduce 664 to:
% 67.26/32.06  																																														| (266) $false
% 67.26/32.06  																																														|
% 67.26/32.06  																																														|-The branch is then unsatisfiable
% 67.26/32.06  																																										|-Branch two:
% 67.26/32.06  																																										| (1064)  ~ (all_0_49_49 = e1)
% 67.26/32.06  																																										| (2141) all_0_53_53 = e1 | all_0_58_58 = e1
% 67.26/32.06  																																										|
% 67.26/32.06  																																											+-Applying beta-rule and splitting (131), into two cases.
% 67.26/32.06  																																											|-Branch one:
% 67.26/32.06  																																											| (459) all_0_42_42 = e1
% 67.26/32.06  																																											|
% 67.26/32.06  																																												| Combining equations (459,516) yields a new equation:
% 67.26/32.06  																																												| (455) e3 = e1
% 67.26/32.06  																																												|
% 67.26/32.06  																																												| Equations (455) can reduce 213 to:
% 67.26/32.06  																																												| (266) $false
% 67.26/32.06  																																												|
% 67.26/32.06  																																												|-The branch is then unsatisfiable
% 67.26/32.06  																																											|-Branch two:
% 67.26/32.06  																																											| (1380)  ~ (all_0_42_42 = e1)
% 67.26/32.06  																																											| (3259) all_0_47_47 = e1 | all_0_51_51 = e1 | all_0_56_56 = e1
% 67.26/32.06  																																											|
% 67.26/32.06  																																												| Equations (516) can reduce 1380 to:
% 67.26/32.06  																																												| (213)  ~ (e3 = e1)
% 67.26/32.06  																																												|
% 67.26/32.06  																																												+-Applying beta-rule and splitting (2141), into two cases.
% 67.26/32.06  																																												|-Branch one:
% 67.26/32.06  																																												| (1208) all_0_53_53 = e1
% 67.26/32.06  																																												|
% 67.26/32.06  																																													| Combining equations (607,1208) yields a new equation:
% 67.26/32.06  																																													| (616) e2 = e1
% 67.26/32.06  																																													|
% 67.26/32.06  																																													| Simplifying 616 yields:
% 67.26/32.06  																																													| (617) e2 = e1
% 67.26/32.06  																																													|
% 67.26/32.06  																																													| Equations (617) can reduce 122 to:
% 67.26/32.06  																																													| (266) $false
% 67.26/32.06  																																													|
% 67.26/32.06  																																													|-The branch is then unsatisfiable
% 67.26/32.06  																																												|-Branch two:
% 67.26/32.06  																																												| (1459)  ~ (all_0_53_53 = e1)
% 67.26/32.06  																																												| (918) all_0_58_58 = e1
% 67.26/32.06  																																												|
% 67.26/32.06  																																													| Combining equations (918,795) yields a new equation:
% 67.26/32.06  																																													| (455) e3 = e1
% 67.26/32.06  																																													|
% 67.26/32.06  																																													| Equations (455) can reduce 213 to:
% 67.26/32.06  																																													| (266) $false
% 67.26/32.06  																																													|
% 67.26/32.06  																																													|-The branch is then unsatisfiable
% 67.26/32.06  																																						|-Branch two:
% 67.26/32.06  																																						| (1390)  ~ (all_0_44_44 = e4)
% 67.26/32.06  																																						| (1391) all_0_44_44 = e3 | all_0_44_44 = e1 | all_0_44_44 = e0
% 67.26/32.06  																																						|
% 67.26/32.06  																																							+-Applying beta-rule and splitting (7), into two cases.
% 67.26/32.06  																																							|-Branch one:
% 67.26/32.06  																																							| (504) all_0_51_51 = e2
% 67.26/32.06  																																							|
% 67.26/32.06  																																								| Equations (504) can reduce 1099 to:
% 67.26/32.06  																																								| (266) $false
% 67.26/32.06  																																								|
% 67.26/32.06  																																								|-The branch is then unsatisfiable
% 67.26/32.06  																																							|-Branch two:
% 67.26/32.06  																																							| (1099)  ~ (all_0_51_51 = e2)
% 67.26/32.06  																																							| (1100) all_0_51_51 = e4 | all_0_51_51 = e3 | all_0_51_51 = e1
% 67.26/32.06  																																							|
% 67.26/32.06  																																								+-Applying beta-rule and splitting (112), into two cases.
% 67.26/32.06  																																								|-Branch one:
% 67.26/32.06  																																								| (635) all_0_44_44 = e1
% 67.26/32.06  																																								|
% 67.26/32.06  																																									| Equations (635) can reduce 639 to:
% 67.26/32.06  																																									| (266) $false
% 67.26/32.06  																																									|
% 67.26/32.06  																																									|-The branch is then unsatisfiable
% 67.26/32.06  																																								|-Branch two:
% 67.26/32.06  																																								| (639)  ~ (all_0_44_44 = e1)
% 67.26/32.06  																																								| (640) all_0_49_49 = e1 | all_0_53_53 = e1 | all_0_58_58 = e1
% 67.26/32.06  																																								|
% 67.26/32.06  																																									+-Applying beta-rule and splitting (160), into two cases.
% 67.26/32.06  																																									|-Branch one:
% 67.26/32.06  																																									| (601) all_0_50_50 = e1
% 67.26/32.06  																																									|
% 67.26/32.06  																																										| Combining equations (601,415) yields a new equation:
% 67.26/32.06  																																										| (455) e3 = e1
% 67.26/32.06  																																										|
% 67.26/32.06  																																										| Equations (455) can reduce 213 to:
% 67.26/32.06  																																										| (266) $false
% 67.26/32.06  																																										|
% 67.26/32.06  																																										|-The branch is then unsatisfiable
% 67.26/32.06  																																									|-Branch two:
% 67.26/32.06  																																									| (759)  ~ (all_0_50_50 = e1)
% 67.26/32.06  																																									| (1168) all_0_51_51 = e1 | all_0_52_52 = e1 | all_0_53_53 = e1
% 67.26/32.06  																																									|
% 67.26/32.06  																																										+-Applying beta-rule and splitting (64), into two cases.
% 67.26/32.06  																																										|-Branch one:
% 67.26/32.06  																																										| (437) all_0_41_41 = e4
% 67.26/32.06  																																										|
% 67.26/32.06  																																											| Combining equations (437,453) yields a new equation:
% 67.26/32.06  																																											| (636) e4 = e1
% 67.26/32.06  																																											|
% 67.26/32.06  																																											| Simplifying 636 yields:
% 67.26/32.06  																																											| (630) e4 = e1
% 67.26/32.06  																																											|
% 67.26/32.06  																																											| Equations (630) can reduce 110 to:
% 67.26/32.06  																																											| (266) $false
% 67.26/32.06  																																											|
% 67.26/32.06  																																											|-The branch is then unsatisfiable
% 67.26/32.06  																																										|-Branch two:
% 67.26/32.06  																																										| (440)  ~ (all_0_41_41 = e4)
% 67.26/32.06  																																										| (441) all_0_42_42 = e4 | all_0_43_43 = e4 | all_0_44_44 = e4
% 67.26/32.06  																																										|
% 67.26/32.06  																																											| Equations (453) can reduce 440 to:
% 67.26/32.06  																																											| (602)  ~ (e4 = e1)
% 67.26/32.06  																																											|
% 67.26/32.06  																																											| Simplifying 602 yields:
% 67.26/32.06  																																											| (110)  ~ (e4 = e1)
% 67.26/32.06  																																											|
% 67.26/32.06  																																											+-Applying beta-rule and splitting (1168), into two cases.
% 67.26/32.06  																																											|-Branch one:
% 67.26/32.06  																																											| (1109) all_0_51_51 = e1
% 67.26/32.06  																																											|
% 67.26/32.06  																																												| Equations (1109) can reduce 224 to:
% 67.26/32.06  																																												| (462)  ~ (all_0_47_47 = e1)
% 67.26/32.06  																																												|
% 67.26/32.06  																																												| Equations (1109) can reduce 1099 to:
% 67.26/32.06  																																												| (604)  ~ (e2 = e1)
% 67.26/32.06  																																												|
% 67.26/32.06  																																												| Simplifying 604 yields:
% 67.26/32.06  																																												| (122)  ~ (e2 = e1)
% 67.26/32.06  																																												|
% 67.26/32.06  																																												| Equations (1109) can reduce 115 to:
% 67.26/32.06  																																												| (233)  ~ (e1 = e0)
% 67.26/32.06  																																												|
% 67.26/32.06  																																												+-Applying beta-rule and splitting (135), into two cases.
% 67.26/32.06  																																												|-Branch one:
% 67.26/32.06  																																												| (545) all_0_46_46 = e1
% 67.26/32.06  																																												|
% 67.26/32.06  																																													| Combining equations (538,545) yields a new equation:
% 67.26/32.06  																																													| (431) e1 = e0
% 67.26/32.06  																																													|
% 67.26/32.06  																																													| Equations (431) can reduce 233 to:
% 67.26/32.06  																																													| (266) $false
% 67.26/32.06  																																													|
% 67.26/32.06  																																													|-The branch is then unsatisfiable
% 67.26/32.06  																																												|-Branch two:
% 67.26/32.06  																																												| (549)  ~ (all_0_46_46 = e1)
% 67.26/32.06  																																												| (550) all_0_47_47 = e1 | all_0_48_48 = e1 | all_0_49_49 = e1
% 67.26/32.06  																																												|
% 67.26/32.06  																																													+-Applying beta-rule and splitting (550), into two cases.
% 67.26/32.06  																																													|-Branch one:
% 67.26/32.06  																																													| (654) all_0_47_47 = e1
% 67.26/32.06  																																													|
% 67.26/32.06  																																														| Equations (654) can reduce 462 to:
% 67.26/32.06  																																														| (266) $false
% 67.26/32.06  																																														|
% 67.26/32.06  																																														|-The branch is then unsatisfiable
% 67.26/32.06  																																													|-Branch two:
% 67.26/32.06  																																													| (462)  ~ (all_0_47_47 = e1)
% 67.26/32.06  																																													| (659) all_0_48_48 = e1 | all_0_49_49 = e1
% 67.26/32.06  																																													|
% 67.26/32.06  																																														+-Applying beta-rule and splitting (640), into two cases.
% 67.26/32.06  																																														|-Branch one:
% 67.26/32.06  																																														| (671) all_0_49_49 = e1
% 67.26/32.06  																																														|
% 67.26/32.06  																																															| Equations (671) can reduce 9 to:
% 67.26/32.06  																																															| (639)  ~ (all_0_44_44 = e1)
% 67.26/32.06  																																															|
% 67.26/32.06  																																															+-Applying beta-rule and splitting (1391), into two cases.
% 67.26/32.06  																																															|-Branch one:
% 67.26/32.06  																																															| (1414) all_0_44_44 = e0
% 67.26/32.06  																																															|
% 67.26/32.06  																																																| Equations (1414) can reduce 360 to:
% 67.26/32.06  																																																| (266) $false
% 67.26/32.06  																																																|
% 67.26/32.06  																																																|-The branch is then unsatisfiable
% 67.26/32.06  																																															|-Branch two:
% 67.26/32.06  																																															| (360)  ~ (all_0_44_44 = e0)
% 67.26/32.06  																																															| (1417) all_0_44_44 = e3 | all_0_44_44 = e1
% 67.26/32.06  																																															|
% 67.26/32.06  																																																+-Applying beta-rule and splitting (1417), into two cases.
% 67.26/32.06  																																																|-Branch one:
% 67.26/32.06  																																																| (635) all_0_44_44 = e1
% 67.26/32.06  																																																|
% 67.26/32.06  																																																	| Equations (635) can reduce 639 to:
% 67.26/32.06  																																																	| (266) $false
% 67.26/32.06  																																																	|
% 67.26/32.06  																																																	|-The branch is then unsatisfiable
% 67.26/32.06  																																																|-Branch two:
% 67.26/32.06  																																																| (639)  ~ (all_0_44_44 = e1)
% 67.26/32.06  																																																| (532) all_0_44_44 = e3
% 67.26/32.06  																																																|
% 67.26/32.06  																																																	| Equations (532) can reduce 407 to:
% 67.26/32.06  																																																	| (266) $false
% 67.26/32.06  																																																	|
% 67.26/32.06  																																																	|-The branch is then unsatisfiable
% 67.26/32.06  																																														|-Branch two:
% 67.26/32.06  																																														| (1064)  ~ (all_0_49_49 = e1)
% 67.26/32.06  																																														| (2141) all_0_53_53 = e1 | all_0_58_58 = e1
% 67.26/32.06  																																														|
% 67.26/32.06  																																															+-Applying beta-rule and splitting (659), into two cases.
% 67.26/32.06  																																															|-Branch one:
% 67.26/32.06  																																															| (615) all_0_48_48 = e1
% 67.26/32.06  																																															|
% 67.26/32.06  																																																| Combining equations (335,615) yields a new equation:
% 67.26/32.06  																																																| (616) e2 = e1
% 67.26/32.06  																																																|
% 67.26/32.06  																																																| Simplifying 616 yields:
% 67.26/32.06  																																																| (617) e2 = e1
% 67.26/32.06  																																																|
% 67.26/32.06  																																																| Equations (617) can reduce 122 to:
% 67.26/32.06  																																																| (266) $false
% 67.26/32.06  																																																|
% 67.26/32.06  																																																|-The branch is then unsatisfiable
% 67.26/32.06  																																															|-Branch two:
% 67.26/32.06  																																															| (619)  ~ (all_0_48_48 = e1)
% 67.26/32.06  																																															| (671) all_0_49_49 = e1
% 67.26/32.06  																																															|
% 67.26/32.06  																																																| Equations (671) can reduce 1064 to:
% 67.26/32.06  																																																| (266) $false
% 67.26/32.06  																																																|
% 67.26/32.06  																																																|-The branch is then unsatisfiable
% 67.26/32.06  																																											|-Branch two:
% 67.26/32.06  																																											| (464)  ~ (all_0_51_51 = e1)
% 67.26/32.06  																																											| (1202) all_0_52_52 = e1 | all_0_53_53 = e1
% 67.26/32.06  																																											|
% 67.26/32.06  																																												+-Applying beta-rule and splitting (1202), into two cases.
% 67.26/32.06  																																												|-Branch one:
% 67.26/32.06  																																												| (642) all_0_52_52 = e1
% 67.26/32.06  																																												|
% 67.26/32.06  																																													| Combining equations (565,642) yields a new equation:
% 67.26/32.06  																																													| (636) e4 = e1
% 67.26/32.06  																																													|
% 67.26/32.06  																																													| Simplifying 636 yields:
% 67.26/32.06  																																													| (630) e4 = e1
% 67.26/32.06  																																													|
% 67.26/32.06  																																													| Equations (630) can reduce 110 to:
% 67.26/32.06  																																													| (266) $false
% 67.26/32.06  																																													|
% 67.26/32.06  																																													|-The branch is then unsatisfiable
% 67.26/32.06  																																												|-Branch two:
% 67.26/32.06  																																												| (646)  ~ (all_0_52_52 = e1)
% 67.26/32.06  																																												| (1208) all_0_53_53 = e1
% 67.26/32.06  																																												|
% 67.26/32.06  																																													| Combining equations (607,1208) yields a new equation:
% 67.26/32.06  																																													| (616) e2 = e1
% 67.26/32.06  																																													|
% 67.26/32.06  																																													| Simplifying 616 yields:
% 67.26/32.06  																																													| (617) e2 = e1
% 67.26/32.06  																																													|
% 67.26/32.06  																																													| Equations (617) can reduce 122 to:
% 67.26/32.06  																																													| (266) $false
% 67.26/32.06  																																													|
% 67.26/32.06  																																													|-The branch is then unsatisfiable
% 67.26/32.06  																																					|-Branch two:
% 67.26/32.06  																																					| (457)  ~ (all_0_41_41 = e1)
% 67.26/32.06  																																					| (595) all_0_46_46 = e1 | all_0_50_50 = e1 | all_0_55_55 = e1
% 67.26/32.06  																																					|
% 67.26/32.06  																																						+-Applying beta-rule and splitting (103), into two cases.
% 67.26/32.06  																																						|-Branch one:
% 67.26/32.06  																																						| (453) all_0_41_41 = e1
% 67.26/32.06  																																						|
% 67.26/32.06  																																							| Equations (453) can reduce 457 to:
% 67.26/32.06  																																							| (266) $false
% 67.26/32.06  																																							|
% 67.26/32.06  																																							|-The branch is then unsatisfiable
% 67.26/32.06  																																						|-Branch two:
% 67.26/32.06  																																						| (457)  ~ (all_0_41_41 = e1)
% 67.26/32.06  																																						| (458) all_0_42_42 = e1 | all_0_43_43 = e1 | all_0_44_44 = e1
% 67.26/32.06  																																						|
% 67.26/32.06  																																							+-Applying beta-rule and splitting (160), into two cases.
% 67.26/32.06  																																							|-Branch one:
% 67.26/32.06  																																							| (601) all_0_50_50 = e1
% 67.26/32.06  																																							|
% 67.26/32.06  																																								| Combining equations (415,601) yields a new equation:
% 67.26/32.06  																																								| (454) e3 = e1
% 67.26/32.06  																																								|
% 67.26/32.06  																																								| Simplifying 454 yields:
% 67.26/32.06  																																								| (455) e3 = e1
% 67.26/32.06  																																								|
% 67.26/32.06  																																								| Equations (455) can reduce 213 to:
% 67.26/32.06  																																								| (266) $false
% 67.26/32.06  																																								|
% 67.26/32.06  																																								|-The branch is then unsatisfiable
% 67.26/32.06  																																							|-Branch two:
% 67.26/32.06  																																							| (759)  ~ (all_0_50_50 = e1)
% 67.26/32.06  																																							| (1168) all_0_51_51 = e1 | all_0_52_52 = e1 | all_0_53_53 = e1
% 67.26/32.06  																																							|
% 67.26/32.06  																																								| Equations (415) can reduce 759 to:
% 67.26/32.06  																																								| (213)  ~ (e3 = e1)
% 67.26/32.06  																																								|
% 67.26/32.06  																																								+-Applying beta-rule and splitting (458), into two cases.
% 67.26/32.06  																																								|-Branch one:
% 67.26/32.06  																																								| (459) all_0_42_42 = e1
% 67.26/32.06  																																								|
% 67.26/32.07  																																									| Combining equations (459,516) yields a new equation:
% 67.26/32.07  																																									| (455) e3 = e1
% 67.26/32.07  																																									|
% 67.26/32.07  																																									| Equations (455) can reduce 213 to:
% 67.26/32.07  																																									| (266) $false
% 67.26/32.07  																																									|
% 67.26/32.07  																																									|-The branch is then unsatisfiable
% 67.26/32.07  																																								|-Branch two:
% 67.26/32.07  																																								| (1380)  ~ (all_0_42_42 = e1)
% 67.26/32.07  																																								| (1381) all_0_43_43 = e1 | all_0_44_44 = e1
% 67.26/32.07  																																								|
% 67.26/32.07  																																									+-Applying beta-rule and splitting (1168), into two cases.
% 67.26/32.07  																																									|-Branch one:
% 67.26/32.07  																																									| (1109) all_0_51_51 = e1
% 67.26/32.07  																																									|
% 67.26/32.07  																																										| Equations (1109) can reduce 115 to:
% 67.26/32.07  																																										| (233)  ~ (e1 = e0)
% 67.26/32.07  																																										|
% 67.26/32.07  																																										+-Applying beta-rule and splitting (135), into two cases.
% 67.26/32.07  																																										|-Branch one:
% 67.26/32.07  																																										| (545) all_0_46_46 = e1
% 67.26/32.07  																																										|
% 67.26/32.07  																																											| Combining equations (545,538) yields a new equation:
% 67.26/32.07  																																											| (546) e1 = e0
% 67.26/32.07  																																											|
% 67.26/32.07  																																											| Simplifying 546 yields:
% 67.26/32.07  																																											| (431) e1 = e0
% 67.26/32.07  																																											|
% 67.26/32.07  																																											| Equations (431) can reduce 233 to:
% 67.26/32.07  																																											| (266) $false
% 67.26/32.07  																																											|
% 67.26/32.07  																																											|-The branch is then unsatisfiable
% 67.26/32.07  																																										|-Branch two:
% 67.26/32.07  																																										| (549)  ~ (all_0_46_46 = e1)
% 67.26/32.07  																																										| (550) all_0_47_47 = e1 | all_0_48_48 = e1 | all_0_49_49 = e1
% 67.26/32.07  																																										|
% 67.26/32.07  																																											| Equations (538) can reduce 549 to:
% 67.26/32.07  																																											| (435)  ~ (e1 = e0)
% 67.26/32.07  																																											|
% 67.26/32.07  																																											| Simplifying 435 yields:
% 67.26/32.07  																																											| (233)  ~ (e1 = e0)
% 67.26/32.07  																																											|
% 67.26/32.07  																																											+-Applying beta-rule and splitting (1381), into two cases.
% 67.26/32.07  																																											|-Branch one:
% 67.26/32.07  																																											| (430) all_0_43_43 = e1
% 67.26/32.07  																																											|
% 67.26/32.07  																																												| Combining equations (430,356) yields a new equation:
% 67.26/32.07  																																												| (546) e1 = e0
% 67.26/32.07  																																												|
% 67.26/32.07  																																												| Simplifying 546 yields:
% 67.26/32.07  																																												| (431) e1 = e0
% 67.26/32.07  																																												|
% 67.26/32.07  																																												| Equations (431) can reduce 233 to:
% 67.26/32.07  																																												| (266) $false
% 67.26/32.07  																																												|
% 67.26/32.07  																																												|-The branch is then unsatisfiable
% 67.26/32.07  																																											|-Branch two:
% 67.26/32.07  																																											| (433)  ~ (all_0_43_43 = e1)
% 67.26/32.07  																																											| (635) all_0_44_44 = e1
% 67.26/32.07  																																											|
% 67.26/32.07  																																												| Equations (635) can reduce 149 to:
% 67.26/32.07  																																												| (457)  ~ (all_0_41_41 = e1)
% 67.26/32.07  																																												|
% 67.26/32.07  																																												+-Applying beta-rule and splitting (4049), into two cases.
% 67.26/32.07  																																												|-Branch one:
% 67.26/32.07  																																												| (794) all_0_41_41 = e0
% 67.26/32.07  																																												|
% 67.26/32.07  																																													| Equations (794) can reduce 357 to:
% 67.26/32.07  																																													| (266) $false
% 67.26/32.07  																																													|
% 67.26/32.07  																																													|-The branch is then unsatisfiable
% 67.26/32.07  																																												|-Branch two:
% 67.26/32.07  																																												| (357)  ~ (all_0_41_41 = e0)
% 67.26/32.07  																																												| (4053) all_0_41_41 = e3 | all_0_41_41 = e1
% 67.26/32.07  																																												|
% 67.26/32.07  																																													+-Applying beta-rule and splitting (4053), into two cases.
% 67.26/32.07  																																													|-Branch one:
% 67.26/32.07  																																													| (453) all_0_41_41 = e1
% 67.26/32.07  																																													|
% 67.26/32.07  																																														| Equations (453) can reduce 457 to:
% 67.26/32.07  																																														| (266) $false
% 67.26/32.07  																																														|
% 67.26/32.07  																																														|-The branch is then unsatisfiable
% 67.26/32.07  																																													|-Branch two:
% 67.26/32.07  																																													| (457)  ~ (all_0_41_41 = e1)
% 67.26/32.07  																																													| (403) all_0_41_41 = e3
% 67.26/32.07  																																													|
% 67.26/32.07  																																														| Equations (403) can reduce 1898 to:
% 67.26/32.07  																																														| (266) $false
% 67.26/32.07  																																														|
% 67.26/32.07  																																														|-The branch is then unsatisfiable
% 67.26/32.07  																																									|-Branch two:
% 67.26/32.07  																																									| (464)  ~ (all_0_51_51 = e1)
% 67.26/32.07  																																									| (1202) all_0_52_52 = e1 | all_0_53_53 = e1
% 67.26/32.07  																																									|
% 67.26/32.07  																																										+-Applying beta-rule and splitting (1202), into two cases.
% 67.26/32.07  																																										|-Branch one:
% 67.26/32.07  																																										| (642) all_0_52_52 = e1
% 67.26/32.07  																																										|
% 67.26/32.07  																																											| Combining equations (565,642) yields a new equation:
% 67.26/32.07  																																											| (636) e4 = e1
% 67.26/32.07  																																											|
% 67.26/32.07  																																											| Simplifying 636 yields:
% 67.26/32.07  																																											| (630) e4 = e1
% 67.26/32.07  																																											|
% 67.26/32.07  																																											| Equations (630) can reduce 110 to:
% 67.26/32.07  																																											| (266) $false
% 67.26/32.07  																																											|
% 67.26/32.07  																																											|-The branch is then unsatisfiable
% 67.26/32.07  																																										|-Branch two:
% 67.26/32.07  																																										| (646)  ~ (all_0_52_52 = e1)
% 67.26/32.07  																																										| (1208) all_0_53_53 = e1
% 67.26/32.07  																																										|
% 67.26/32.07  																																											| Combining equations (607,1208) yields a new equation:
% 67.26/32.07  																																											| (616) e2 = e1
% 67.26/32.07  																																											|
% 67.26/32.07  																																											| Simplifying 616 yields:
% 67.26/32.07  																																											| (617) e2 = e1
% 67.26/32.07  																																											|
% 67.26/32.07  																																											| Equations (617) can reduce 122 to:
% 67.26/32.07  																																											| (266) $false
% 67.26/32.07  																																											|
% 67.26/32.07  																																											|-The branch is then unsatisfiable
% 67.26/32.07  																																				|-Branch two:
% 67.26/32.07  																																				| (411)  ~ (all_0_50_50 = e3)
% 67.26/32.07  																																				| (418) all_0_51_51 = e3 | all_0_53_53 = e3
% 67.26/32.07  																																				|
% 67.26/32.07  																																					+-Applying beta-rule and splitting (418), into two cases.
% 67.26/32.07  																																					|-Branch one:
% 67.26/32.07  																																					| (660) all_0_51_51 = e3
% 67.26/32.07  																																					|
% 67.26/32.07  																																						| Equations (660) can reduce 664 to:
% 67.26/32.07  																																						| (266) $false
% 67.26/32.07  																																						|
% 67.26/32.07  																																						|-The branch is then unsatisfiable
% 67.26/32.07  																																					|-Branch two:
% 67.26/32.07  																																					| (664)  ~ (all_0_51_51 = e3)
% 67.26/32.07  																																					| (665) all_0_53_53 = e3
% 67.26/32.07  																																					|
% 67.26/32.07  																																						| Combining equations (607,665) yields a new equation:
% 67.26/32.07  																																						| (662) e3 = e2
% 67.26/32.07  																																						|
% 67.26/32.07  																																						| Equations (662) can reduce 212 to:
% 67.26/32.07  																																						| (266) $false
% 67.26/32.07  																																						|
% 67.26/32.07  																																						|-The branch is then unsatisfiable
% 67.26/32.07  																																			|-Branch two:
% 67.26/32.07  																																			| (405)  ~ (all_0_42_42 = e3)
% 67.26/32.07  																																			| (532) all_0_44_44 = e3
% 67.26/32.07  																																			|
% 67.26/32.07  																																				| Equations (532) can reduce 407 to:
% 67.26/32.07  																																				| (266) $false
% 67.26/32.07  																																				|
% 67.26/32.07  																																				|-The branch is then unsatisfiable
% 67.26/32.07  																																|-Branch two:
% 67.26/32.07  																																| (831)  ~ (all_0_46_46 = e0)
% 67.26/32.07  																																| (832) all_0_47_47 = e0 | all_0_48_48 = e0 | all_0_49_49 = e0
% 67.26/32.07  																																|
% 67.26/32.07  																																	+-Applying beta-rule and splitting (895), into two cases.
% 67.26/32.07  																																	|-Branch one:
% 67.26/32.07  																																	| (538) all_0_46_46 = e0
% 67.26/32.07  																																	|
% 67.26/32.07  																																		| Equations (538) can reduce 831 to:
% 67.26/32.07  																																		| (266) $false
% 67.26/32.07  																																		|
% 67.26/32.07  																																		|-The branch is then unsatisfiable
% 67.26/32.07  																																	|-Branch two:
% 67.26/32.07  																																	| (831)  ~ (all_0_46_46 = e0)
% 67.26/32.07  																																	| (858) all_0_55_55 = e0
% 67.26/32.07  																																	|
% 67.26/32.07  																																		| Combining equations (386,858) yields a new equation:
% 67.26/32.07  																																		| (391) e2 = e0
% 67.26/32.07  																																		|
% 67.26/32.07  																																		| Simplifying 391 yields:
% 67.26/32.07  																																		| (330) e2 = e0
% 67.26/32.07  																																		|
% 67.26/32.07  																																		| Equations (330) can reduce 128 to:
% 67.26/32.07  																																		| (266) $false
% 67.26/32.07  																																		|
% 67.26/32.07  																																		|-The branch is then unsatisfiable
% 67.26/32.07  																										|-Branch two:
% 67.26/32.07  																										| (828)  ~ (all_0_56_56 = e0)
% 67.26/32.07  																										| (924) all_0_57_57 = e0 | all_0_58_58 = e0
% 67.26/32.07  																										|
% 67.26/32.07  																											+-Applying beta-rule and splitting (924), into two cases.
% 67.26/32.07  																											|-Branch one:
% 67.26/32.07  																											| (875) all_0_57_57 = e0
% 67.26/32.07  																											|
% 67.26/32.07  																												| Combining equations (647,875) yields a new equation:
% 67.26/32.07  																												| (546) e1 = e0
% 67.26/32.07  																												|
% 67.26/32.07  																												| Simplifying 546 yields:
% 67.26/32.07  																												| (431) e1 = e0
% 67.26/32.07  																												|
% 67.26/32.07  																												| Equations (431) can reduce 233 to:
% 67.26/32.07  																												| (266) $false
% 67.26/32.07  																												|
% 67.26/32.07  																												|-The branch is then unsatisfiable
% 67.26/32.07  																											|-Branch two:
% 67.26/32.07  																											| (364)  ~ (all_0_57_57 = e0)
% 67.26/32.07  																											| (914) all_0_58_58 = e0
% 67.26/32.07  																											|
% 67.26/32.07  																												| Equations (914) can reduce 491 to:
% 67.26/32.07  																												| (266) $false
% 67.26/32.07  																												|
% 67.26/32.07  																												|-The branch is then unsatisfiable
% 67.26/32.07  																				|-Branch two:
% 67.26/32.07  																				| (304)  ~ (all_0_55_55 = e2)
% 67.26/32.07  																				| (389) all_0_56_56 = e2 | all_0_57_57 = e2 | all_0_58_58 = e2
% 67.26/32.07  																				|
% 67.26/32.07  																					+-Applying beta-rule and splitting (24424), into two cases.
% 67.26/32.07  																					|-Branch one:
% 67.26/32.07  																					| (1794) all_0_46_46 = e2
% 67.26/32.07  																					|
% 67.26/32.07  																						| Equations (1794) can reduce 300 to:
% 67.26/32.07  																						| (266) $false
% 67.26/32.07  																						|
% 67.26/32.07  																						|-The branch is then unsatisfiable
% 67.26/32.07  																					|-Branch two:
% 67.26/32.07  																					| (300)  ~ (all_0_46_46 = e2)
% 67.26/32.07  																					| (24428) all_0_50_50 = e2 | all_0_55_55 = e2
% 67.26/32.07  																					|
% 67.26/32.07  																						+-Applying beta-rule and splitting (24428), into two cases.
% 67.26/32.07  																						|-Branch one:
% 67.26/32.07  																						| (378) all_0_50_50 = e2
% 67.26/32.07  																						|
% 67.26/32.07  																							| Equations (378) can reduce 221 to:
% 67.26/32.07  																							| (85)  ~ (all_0_41_41 = e2)
% 67.26/32.07  																							|
% 67.26/32.07  																							| Equations (378) can reduce 59 to:
% 67.26/32.07  																							| (17668)  ~ (all_0_51_51 = e2)
% 67.26/32.07  																							|
% 67.26/32.07  																							| Simplifying 17668 yields:
% 67.26/32.07  																							| (1099)  ~ (all_0_51_51 = e2)
% 67.26/32.07  																							|
% 67.26/32.07  																							| Equations (378) can reduce 190 to:
% 67.26/32.07  																							| (508)  ~ (all_0_53_53 = e2)
% 67.26/32.07  																							|
% 67.26/32.07  																							| Simplifying 508 yields:
% 67.26/32.07  																							| (509)  ~ (all_0_53_53 = e2)
% 67.26/32.07  																							|
% 67.26/32.07  																							| From (378) and (242) follows:
% 67.26/32.07  																							| (26152) op(e1, e3) = e2
% 67.26/32.07  																							|
% 67.26/32.07  																							+-Applying beta-rule and splitting (377), into two cases.
% 67.26/32.07  																							|-Branch one:
% 67.26/32.07  																							| (583) all_0_49_49 = e2
% 67.26/32.07  																							|
% 67.26/32.07  																								| Equations (583) can reduce 340 to:
% 67.26/32.07  																								| (266) $false
% 67.26/32.07  																								|
% 67.26/32.07  																								|-The branch is then unsatisfiable
% 67.26/32.07  																							|-Branch two:
% 67.26/32.07  																							| (340)  ~ (all_0_49_49 = e2)
% 67.26/32.07  																							| (614) all_0_53_53 = e2 | all_0_58_58 = e2
% 67.26/32.07  																							|
% 67.26/32.07  																								+-Applying beta-rule and splitting (614), into two cases.
% 67.26/32.07  																								|-Branch one:
% 67.26/32.07  																								| (607) all_0_53_53 = e2
% 67.26/32.07  																								|
% 67.26/32.07  																									| Equations (607) can reduce 509 to:
% 67.26/32.07  																									| (266) $false
% 67.26/32.07  																									|
% 67.26/32.07  																									|-The branch is then unsatisfiable
% 67.26/32.07  																								|-Branch two:
% 67.26/32.07  																								| (509)  ~ (all_0_53_53 = e2)
% 67.26/32.07  																								| (624) all_0_58_58 = e2
% 67.26/32.07  																								|
% 67.26/32.07  																									| Equations (624) can reduce 181 to:
% 67.26/32.07  																									| (147)  ~ (all_0_44_44 = e2)
% 67.26/32.07  																									|
% 67.26/32.07  																									| Equations (624) can reduce 119 to:
% 67.26/32.07  																									| (340)  ~ (all_0_49_49 = e2)
% 67.26/32.07  																									|
% 67.26/32.07  																									| Equations (624) can reduce 3 to:
% 67.26/32.07  																									| (304)  ~ (all_0_55_55 = e2)
% 67.26/32.07  																									|
% 67.26/32.07  																									| Equations (624) can reduce 44 to:
% 67.26/32.07  																									| (511)  ~ (all_0_56_56 = e2)
% 67.26/32.07  																									|
% 67.26/32.07  																									| Equations (624) can reduce 451 to:
% 67.26/32.07  																									| (327)  ~ (e4 = e2)
% 67.26/32.07  																									|
% 67.26/32.07  																									| Simplifying 327 yields:
% 67.26/32.07  																									| (48)  ~ (e4 = e2)
% 67.26/32.07  																									|
% 67.26/32.07  																									| Equations (624) can reduce 880 to:
% 67.26/32.07  																									| (122)  ~ (e2 = e1)
% 67.26/32.07  																									|
% 67.26/32.07  																									| Equations (624) can reduce 491 to:
% 67.26/32.07  																									| (128)  ~ (e2 = e0)
% 67.26/32.07  																									|
% 67.26/32.07  																									| From (624) and (245) follows:
% 67.26/32.07  																									| (628) op(e0, e0) = e2
% 67.26/32.07  																									|
% 67.26/32.07  																									+-Applying beta-rule and splitting (168), into two cases.
% 67.26/32.07  																									|-Branch one:
% 67.26/32.07  																									| (415) all_0_50_50 = e3
% 67.26/32.07  																									|
% 67.26/32.07  																										| Combining equations (378,415) yields a new equation:
% 67.26/32.07  																										| (662) e3 = e2
% 67.26/32.07  																										|
% 67.26/32.07  																										| Equations (662) can reduce 212 to:
% 67.26/32.07  																										| (266) $false
% 67.26/32.07  																										|
% 67.26/32.07  																										|-The branch is then unsatisfiable
% 67.26/32.07  																									|-Branch two:
% 67.26/32.07  																									| (411)  ~ (all_0_50_50 = e3)
% 67.26/32.07  																									| (418) all_0_51_51 = e3 | all_0_53_53 = e3
% 67.26/32.07  																									|
% 67.26/32.07  																										| Equations (378) can reduce 411 to:
% 67.26/32.07  																										| (626)  ~ (e3 = e2)
% 67.26/32.07  																										|
% 67.26/32.07  																										| Simplifying 626 yields:
% 67.26/32.07  																										| (212)  ~ (e3 = e2)
% 67.26/32.07  																										|
% 67.26/32.07  																										+-Applying beta-rule and splitting (113), into two cases.
% 67.26/32.07  																										|-Branch one:
% 67.26/32.07  																										| (403) all_0_41_41 = e3
% 67.26/32.07  																										|
% 67.26/32.07  																											| Equations (403) can reduce 149 to:
% 67.26/32.07  																											| (406)  ~ (all_0_44_44 = e3)
% 67.26/32.07  																											|
% 67.26/32.07  																											| Simplifying 406 yields:
% 67.26/32.07  																											| (407)  ~ (all_0_44_44 = e3)
% 67.26/32.07  																											|
% 67.26/32.07  																											| Equations (403) can reduce 43 to:
% 67.26/32.07  																											| (408)  ~ (all_0_46_46 = e3)
% 67.26/32.07  																											|
% 67.26/32.07  																											| Simplifying 408 yields:
% 67.26/32.07  																											| (409)  ~ (all_0_46_46 = e3)
% 67.26/32.07  																											|
% 67.26/32.07  																											| Equations (403) can reduce 191 to:
% 67.26/32.07  																											| (269)  ~ (all_0_55_55 = e3)
% 67.26/32.07  																											|
% 67.26/32.07  																											| Simplifying 269 yields:
% 67.26/32.07  																											| (270)  ~ (all_0_55_55 = e3)
% 67.26/32.07  																											|
% 67.26/32.07  																											| Equations (403) can reduce 440 to:
% 67.26/32.07  																											| (277)  ~ (e4 = e3)
% 67.26/32.07  																											|
% 67.26/32.07  																											| Simplifying 277 yields:
% 67.26/32.07  																											| (188)  ~ (e4 = e3)
% 67.26/32.07  																											|
% 67.26/32.07  																											| Equations (403) can reduce 85 to:
% 67.26/32.07  																											| (212)  ~ (e3 = e2)
% 67.26/32.07  																											|
% 67.26/32.07  																											+-Applying beta-rule and splitting (18), into two cases.
% 67.26/32.07  																											|-Branch one:
% 67.26/32.07  																											| (453) all_0_41_41 = e1
% 67.26/32.07  																											|
% 67.26/32.07  																												| Combining equations (453,403) yields a new equation:
% 67.26/32.07  																												| (455) e3 = e1
% 67.26/32.07  																												|
% 67.26/32.07  																												| Equations (455) can reduce 213 to:
% 67.26/32.07  																												| (266) $false
% 67.26/32.07  																												|
% 67.26/32.07  																												|-The branch is then unsatisfiable
% 67.26/32.07  																											|-Branch two:
% 67.26/32.07  																											| (457)  ~ (all_0_41_41 = e1)
% 67.26/32.07  																											| (595) all_0_46_46 = e1 | all_0_50_50 = e1 | all_0_55_55 = e1
% 67.26/32.07  																											|
% 67.26/32.07  																												+-Applying beta-rule and splitting (174), into two cases.
% 67.26/32.07  																												|-Branch one:
% 67.26/32.07  																												| (386) all_0_55_55 = e2
% 67.26/32.07  																												|
% 67.26/32.07  																													| Equations (386) can reduce 304 to:
% 67.26/32.07  																													| (266) $false
% 67.26/32.07  																													|
% 67.26/32.07  																													|-The branch is then unsatisfiable
% 67.26/32.07  																												|-Branch two:
% 67.26/32.07  																												| (304)  ~ (all_0_55_55 = e2)
% 67.26/32.07  																												| (2051) all_0_55_55 = e4 | all_0_55_55 = e3 | all_0_55_55 = e1 | all_0_55_55 = e0
% 67.26/32.07  																												|
% 67.26/32.07  																													+-Applying beta-rule and splitting (595), into two cases.
% 67.26/32.07  																													|-Branch one:
% 67.26/32.07  																													| (545) all_0_46_46 = e1
% 67.26/32.07  																													|
% 67.26/32.07  																														| Equations (545) can reduce 19 to:
% 67.26/32.07  																														| (461)  ~ (all_0_47_47 = e1)
% 67.26/32.07  																														|
% 67.26/32.07  																														| Simplifying 461 yields:
% 67.26/32.07  																														| (462)  ~ (all_0_47_47 = e1)
% 67.26/32.07  																														|
% 67.26/32.07  																														| Equations (545) can reduce 58 to:
% 67.26/32.07  																														| (2331)  ~ (all_0_55_55 = e1)
% 67.26/32.07  																														|
% 67.26/32.07  																														| Simplifying 2331 yields:
% 67.26/32.07  																														| (632)  ~ (all_0_55_55 = e1)
% 67.26/32.07  																														|
% 67.26/32.07  																														| Equations (545) can reduce 250 to:
% 67.26/32.07  																														| (602)  ~ (e4 = e1)
% 67.26/32.07  																														|
% 67.26/32.07  																														| Simplifying 602 yields:
% 67.26/32.07  																														| (110)  ~ (e4 = e1)
% 67.26/32.07  																														|
% 67.26/32.07  																														| Equations (545) can reduce 409 to:
% 67.26/32.07  																														| (467)  ~ (e3 = e1)
% 67.26/32.07  																														|
% 67.26/32.07  																														| Simplifying 467 yields:
% 67.26/32.07  																														| (213)  ~ (e3 = e1)
% 67.26/32.07  																														|
% 67.26/32.07  																														+-Applying beta-rule and splitting (184), into two cases.
% 67.26/32.07  																														|-Branch one:
% 67.26/32.07  																														| (538) all_0_46_46 = e0
% 67.26/32.07  																														|
% 67.26/32.07  																															| Combining equations (545,538) yields a new equation:
% 67.26/32.07  																															| (546) e1 = e0
% 67.26/32.07  																															|
% 67.26/32.07  																															| Simplifying 546 yields:
% 67.26/32.07  																															| (431) e1 = e0
% 67.26/32.07  																															|
% 67.26/32.07  																															| Equations (431) can reduce 233 to:
% 67.26/32.07  																															| (266) $false
% 67.26/32.07  																															|
% 67.26/32.07  																															|-The branch is then unsatisfiable
% 67.26/32.07  																														|-Branch two:
% 67.26/32.07  																														| (831)  ~ (all_0_46_46 = e0)
% 67.26/32.07  																														| (832) all_0_47_47 = e0 | all_0_48_48 = e0 | all_0_49_49 = e0
% 67.26/32.07  																														|
% 67.26/32.07  																															+-Applying beta-rule and splitting (2051), into two cases.
% 67.26/32.07  																															|-Branch one:
% 67.26/32.07  																															| (587) all_0_55_55 = e4
% 67.26/32.07  																															|
% 67.26/32.07  																																| Equations (587) can reduce 763 to:
% 67.26/32.07  																																| (266) $false
% 67.26/32.07  																																|
% 67.26/32.07  																																|-The branch is then unsatisfiable
% 67.26/32.07  																															|-Branch two:
% 67.26/32.07  																															| (763)  ~ (all_0_55_55 = e4)
% 67.26/32.07  																															| (2055) all_0_55_55 = e3 | all_0_55_55 = e1 | all_0_55_55 = e0
% 67.26/32.07  																															|
% 67.26/32.07  																																+-Applying beta-rule and splitting (832), into two cases.
% 67.26/32.07  																																|-Branch one:
% 67.26/32.07  																																| (674) all_0_47_47 = e0
% 67.26/32.07  																																|
% 67.26/32.07  																																	| Equations (674) can reduce 86 to:
% 67.26/32.07  																																	| (486)  ~ (all_0_49_49 = e0)
% 67.26/32.07  																																	|
% 67.26/32.07  																																	| Simplifying 486 yields:
% 67.26/32.07  																																	| (487)  ~ (all_0_49_49 = e0)
% 67.26/32.07  																																	|
% 67.26/32.07  																																	| Equations (674) can reduce 224 to:
% 67.26/32.07  																																	| (1404)  ~ (all_0_51_51 = e0)
% 67.26/32.07  																																	|
% 67.26/32.07  																																	| Simplifying 1404 yields:
% 67.26/32.07  																																	| (115)  ~ (all_0_51_51 = e0)
% 67.26/32.07  																																	|
% 67.26/32.07  																																	| Equations (674) can reduce 91 to:
% 67.26/32.07  																																	| (1181)  ~ (all_0_56_56 = e0)
% 67.26/32.07  																																	|
% 67.26/32.07  																																	| Simplifying 1181 yields:
% 67.26/32.07  																																	| (828)  ~ (all_0_56_56 = e0)
% 67.26/32.07  																																	|
% 67.26/32.07  																																	| Equations (674) can reduce 338 to:
% 67.26/32.07  																																	| (365)  ~ (e2 = e0)
% 67.26/32.07  																																	|
% 67.26/32.08  																																	| Simplifying 365 yields:
% 67.26/32.08  																																	| (128)  ~ (e2 = e0)
% 67.26/32.08  																																	|
% 67.26/32.08  																																	| Equations (674) can reduce 462 to:
% 67.26/32.08  																																	| (435)  ~ (e1 = e0)
% 67.26/32.08  																																	|
% 67.26/32.08  																																	| Simplifying 435 yields:
% 67.26/32.08  																																	| (233)  ~ (e1 = e0)
% 67.26/32.08  																																	|
% 67.26/32.08  																																	+-Applying beta-rule and splitting (22), into two cases.
% 67.26/32.08  																																	|-Branch one:
% 67.26/32.08  																																	| (268) all_0_54_54 = e3
% 67.26/32.08  																																	|
% 67.26/32.08  																																		| Combining equations (265,268) yields a new equation:
% 67.26/32.08  																																		| (424) e4 = e3
% 67.26/32.08  																																		|
% 67.26/32.08  																																		| Simplifying 424 yields:
% 67.26/32.08  																																		| (425) e4 = e3
% 67.26/32.08  																																		|
% 67.26/32.08  																																		| Equations (425) can reduce 188 to:
% 67.26/32.08  																																		| (266) $false
% 67.26/32.08  																																		|
% 67.26/32.08  																																		|-The branch is then unsatisfiable
% 67.26/32.08  																																	|-Branch two:
% 67.26/32.08  																																	| (60427)  ~ (all_0_54_54 = e3)
% 67.26/32.08  																																	| (62553) all_0_55_55 = e3 | all_0_56_56 = e3 | all_0_58_58 = e3
% 67.26/32.08  																																	|
% 67.26/32.08  																																		+-Applying beta-rule and splitting (2055), into two cases.
% 67.26/32.08  																																		|-Branch one:
% 67.26/32.08  																																		| (858) all_0_55_55 = e0
% 67.26/32.08  																																		|
% 67.26/32.08  																																			| Equations (858) can reduce 763 to:
% 67.26/32.08  																																			| (401)  ~ (e4 = e0)
% 67.26/32.08  																																			|
% 67.26/32.08  																																			| Simplifying 401 yields:
% 67.26/32.08  																																			| (49)  ~ (e4 = e0)
% 67.26/32.08  																																			|
% 67.26/32.08  																																			| Equations (858) can reduce 270 to:
% 67.26/32.08  																																			| (541)  ~ (e3 = e0)
% 67.26/32.08  																																			|
% 67.26/32.08  																																			| Simplifying 541 yields:
% 67.26/32.08  																																			| (80)  ~ (e3 = e0)
% 67.26/32.08  																																			|
% 67.26/32.08  																																			| Equations (858) can reduce 632 to:
% 67.26/32.08  																																			| (435)  ~ (e1 = e0)
% 67.26/32.08  																																			|
% 67.26/32.08  																																			| Simplifying 435 yields:
% 67.26/32.08  																																			| (233)  ~ (e1 = e0)
% 67.26/32.08  																																			|
% 67.26/32.08  																																			+-Applying beta-rule and splitting (164), into two cases.
% 67.26/32.08  																																			|-Branch one:
% 67.26/32.08  																																			| (471) all_0_39_39 = e4
% 67.26/32.08  																																			|
% 67.26/32.08  																																				| Combining equations (471,317) yields a new equation:
% 67.26/32.08  																																				| (322) e4 = e2
% 67.26/32.08  																																				|
% 67.26/32.08  																																				| Simplifying 322 yields:
% 67.26/32.08  																																				| (323) e4 = e2
% 67.26/32.08  																																				|
% 67.26/32.08  																																				| Equations (323) can reduce 48 to:
% 67.26/32.08  																																				| (266) $false
% 67.26/32.08  																																				|
% 67.26/32.08  																																				|-The branch is then unsatisfiable
% 67.26/32.08  																																			|-Branch two:
% 67.26/32.08  																																			| (1377)  ~ (all_0_39_39 = e4)
% 67.26/32.08  																																			| (2115) all_0_42_42 = e4 | all_0_47_47 = e4 | all_0_51_51 = e4 | all_0_56_56 = e4
% 67.26/32.08  																																			|
% 67.26/32.08  																																				+-Applying beta-rule and splitting (2115), into two cases.
% 67.26/32.08  																																				|-Branch one:
% 67.26/32.08  																																				| (1392) all_0_42_42 = e4
% 67.26/32.08  																																				|
% 67.26/32.08  																																					| Equations (1392) can reduce 61 to:
% 67.26/32.08  																																					| (474)  ~ (all_0_51_51 = e4)
% 67.26/32.08  																																					|
% 67.26/32.08  																																					| Simplifying 474 yields:
% 67.26/32.08  																																					| (475)  ~ (all_0_51_51 = e4)
% 67.26/32.08  																																					|
% 67.26/32.08  																																					+-Applying beta-rule and splitting (103), into two cases.
% 67.26/32.08  																																					|-Branch one:
% 67.26/32.08  																																					| (453) all_0_41_41 = e1
% 67.26/32.08  																																					|
% 67.26/32.08  																																						| Combining equations (453,403) yields a new equation:
% 67.26/32.08  																																						| (455) e3 = e1
% 67.26/32.08  																																						|
% 67.26/32.08  																																						| Equations (455) can reduce 213 to:
% 67.26/32.08  																																						| (266) $false
% 67.26/32.08  																																						|
% 67.26/32.08  																																						|-The branch is then unsatisfiable
% 67.26/32.08  																																					|-Branch two:
% 67.26/32.08  																																					| (457)  ~ (all_0_41_41 = e1)
% 67.26/32.08  																																					| (458) all_0_42_42 = e1 | all_0_43_43 = e1 | all_0_44_44 = e1
% 67.26/32.08  																																					|
% 67.26/32.08  																																						+-Applying beta-rule and splitting (131), into two cases.
% 67.26/32.08  																																						|-Branch one:
% 67.26/32.08  																																						| (459) all_0_42_42 = e1
% 67.26/32.08  																																						|
% 67.26/32.08  																																							| Combining equations (1392,459) yields a new equation:
% 67.26/32.08  																																							| (636) e4 = e1
% 67.26/32.08  																																							|
% 67.26/32.08  																																							| Simplifying 636 yields:
% 67.26/32.08  																																							| (630) e4 = e1
% 67.26/32.08  																																							|
% 67.26/32.08  																																							| Equations (630) can reduce 110 to:
% 67.26/32.08  																																							| (266) $false
% 67.26/32.08  																																							|
% 67.26/32.08  																																							|-The branch is then unsatisfiable
% 67.26/32.08  																																						|-Branch two:
% 67.26/32.08  																																						| (1380)  ~ (all_0_42_42 = e1)
% 67.26/32.08  																																						| (3259) all_0_47_47 = e1 | all_0_51_51 = e1 | all_0_56_56 = e1
% 67.26/32.08  																																						|
% 67.26/32.08  																																							| Equations (1392) can reduce 1380 to:
% 67.26/32.08  																																							| (110)  ~ (e4 = e1)
% 67.26/32.08  																																							|
% 67.26/32.08  																																							+-Applying beta-rule and splitting (458), into two cases.
% 67.26/32.08  																																							|-Branch one:
% 67.26/32.08  																																							| (459) all_0_42_42 = e1
% 67.26/32.08  																																							|
% 67.26/32.08  																																								| Combining equations (1392,459) yields a new equation:
% 67.26/32.08  																																								| (636) e4 = e1
% 67.26/32.08  																																								|
% 67.26/32.08  																																								| Simplifying 636 yields:
% 67.26/32.08  																																								| (630) e4 = e1
% 67.26/32.08  																																								|
% 67.26/32.08  																																								| Equations (630) can reduce 110 to:
% 67.26/32.08  																																								| (266) $false
% 67.26/32.08  																																								|
% 67.26/32.08  																																								|-The branch is then unsatisfiable
% 67.26/32.08  																																							|-Branch two:
% 67.26/32.08  																																							| (1380)  ~ (all_0_42_42 = e1)
% 67.26/32.08  																																							| (1381) all_0_43_43 = e1 | all_0_44_44 = e1
% 67.26/32.08  																																							|
% 67.26/32.08  																																								+-Applying beta-rule and splitting (1381), into two cases.
% 67.26/32.08  																																								|-Branch one:
% 67.26/32.08  																																								| (430) all_0_43_43 = e1
% 67.26/32.08  																																								|
% 67.26/32.08  																																									| Combining equations (356,430) yields a new equation:
% 67.26/32.08  																																									| (431) e1 = e0
% 67.26/32.08  																																									|
% 67.26/32.08  																																									| Equations (431) can reduce 233 to:
% 67.26/32.08  																																									| (266) $false
% 67.26/32.08  																																									|
% 67.26/32.08  																																									|-The branch is then unsatisfiable
% 67.26/32.08  																																								|-Branch two:
% 67.26/32.08  																																								| (433)  ~ (all_0_43_43 = e1)
% 67.26/32.08  																																								| (635) all_0_44_44 = e1
% 67.26/32.08  																																								|
% 67.26/32.08  																																									| Equations (635) can reduce 9 to:
% 67.26/32.08  																																									| (1419)  ~ (all_0_49_49 = e1)
% 67.26/32.08  																																									|
% 67.26/32.08  																																									| Simplifying 1419 yields:
% 67.26/32.08  																																									| (1064)  ~ (all_0_49_49 = e1)
% 67.26/32.08  																																									|
% 67.26/32.08  																																									| Equations (635) can reduce 407 to:
% 67.26/32.08  																																									| (467)  ~ (e3 = e1)
% 67.26/32.08  																																									|
% 67.26/32.08  																																									| Simplifying 467 yields:
% 67.26/32.08  																																									| (213)  ~ (e3 = e1)
% 67.26/32.08  																																									|
% 67.26/32.08  																																									| Equations (635) can reduce 147 to:
% 67.26/32.08  																																									| (604)  ~ (e2 = e1)
% 67.26/32.08  																																									|
% 67.26/32.08  																																									| Simplifying 604 yields:
% 67.26/32.08  																																									| (122)  ~ (e2 = e1)
% 67.26/32.08  																																									|
% 67.26/32.08  																																									| From (635) and (138) follows:
% 67.26/32.08  																																									| (1423) op(e3, e0) = e1
% 67.26/32.08  																																									|
% 67.26/32.08  																																									+-Applying beta-rule and splitting (160), into two cases.
% 67.26/32.08  																																									|-Branch one:
% 67.26/32.08  																																									| (601) all_0_50_50 = e1
% 67.26/32.08  																																									|
% 67.26/32.08  																																										| Combining equations (378,601) yields a new equation:
% 67.26/32.08  																																										| (616) e2 = e1
% 67.26/32.08  																																										|
% 67.26/32.08  																																										| Simplifying 616 yields:
% 67.26/32.08  																																										| (617) e2 = e1
% 67.26/32.08  																																										|
% 67.26/32.08  																																										| Equations (617) can reduce 122 to:
% 67.26/32.08  																																										| (266) $false
% 67.26/32.08  																																										|
% 67.26/32.08  																																										|-The branch is then unsatisfiable
% 67.26/32.08  																																									|-Branch two:
% 67.26/32.08  																																									| (759)  ~ (all_0_50_50 = e1)
% 67.26/32.08  																																									| (1168) all_0_51_51 = e1 | all_0_52_52 = e1 | all_0_53_53 = e1
% 67.26/32.08  																																									|
% 67.26/32.08  																																										+-Applying beta-rule and splitting (54), into two cases.
% 67.26/32.08  																																										|-Branch one:
% 67.26/32.08  																																										| (583) all_0_49_49 = e2
% 67.26/32.08  																																										|
% 67.26/32.08  																																											| Equations (583) can reduce 340 to:
% 67.26/32.08  																																											| (266) $false
% 67.26/32.08  																																											|
% 67.26/32.08  																																											|-The branch is then unsatisfiable
% 67.26/32.08  																																										|-Branch two:
% 67.26/32.08  																																										| (340)  ~ (all_0_49_49 = e2)
% 67.26/32.08  																																										| (586) all_0_49_49 = e4 | all_0_49_49 = e3 | all_0_49_49 = e1 | all_0_49_49 = e0
% 67.26/32.08  																																										|
% 67.26/32.08  																																											+-Applying beta-rule and splitting (133), into two cases.
% 67.26/32.08  																																											|-Branch one:
% 67.26/32.08  																																											| (833) all_0_56_56 = e2
% 67.26/32.08  																																											|
% 67.26/32.08  																																												| Equations (833) can reduce 511 to:
% 67.26/32.08  																																												| (266) $false
% 67.26/32.08  																																												|
% 67.26/32.08  																																												|-The branch is then unsatisfiable
% 67.26/32.08  																																											|-Branch two:
% 67.26/32.08  																																											| (511)  ~ (all_0_56_56 = e2)
% 67.26/32.08  																																											| (836) all_0_56_56 = e4 | all_0_56_56 = e3 | all_0_56_56 = e1 | all_0_56_56 = e0
% 67.26/32.08  																																											|
% 67.26/32.08  																																												+-Applying beta-rule and splitting (189), into two cases.
% 67.26/32.08  																																												|-Branch one:
% 67.26/32.08  																																												| (532) all_0_44_44 = e3
% 67.26/32.08  																																												|
% 67.26/32.08  																																													| Combining equations (635,532) yields a new equation:
% 67.26/32.08  																																													| (455) e3 = e1
% 67.26/32.08  																																													|
% 67.26/32.08  																																													| Equations (455) can reduce 213 to:
% 67.26/32.08  																																													| (266) $false
% 67.26/32.08  																																													|
% 67.26/32.08  																																													|-The branch is then unsatisfiable
% 67.26/32.08  																																												|-Branch two:
% 67.26/32.08  																																												| (407)  ~ (all_0_44_44 = e3)
% 67.26/32.08  																																												| (537) all_0_49_49 = e3 | all_0_53_53 = e3 | all_0_58_58 = e3
% 67.26/32.08  																																												|
% 67.26/32.08  																																													+-Applying beta-rule and splitting (62553), into two cases.
% 67.26/32.08  																																													|-Branch one:
% 67.26/32.08  																																													| (2336) all_0_55_55 = e3
% 67.26/32.08  																																													|
% 67.26/32.08  																																														| Combining equations (2336,858) yields a new equation:
% 67.26/32.08  																																														| (675) e3 = e0
% 67.26/32.08  																																														|
% 67.26/32.08  																																														| Simplifying 675 yields:
% 67.26/32.08  																																														| (676) e3 = e0
% 67.26/32.08  																																														|
% 67.26/32.08  																																														| Equations (676) can reduce 80 to:
% 67.26/32.08  																																														| (266) $false
% 67.26/32.08  																																														|
% 67.26/32.08  																																														|-The branch is then unsatisfiable
% 67.26/32.08  																																													|-Branch two:
% 67.26/32.08  																																													| (270)  ~ (all_0_55_55 = e3)
% 67.26/32.08  																																													| (62557) all_0_56_56 = e3 | all_0_58_58 = e3
% 67.26/32.08  																																													|
% 67.26/32.08  																																														+-Applying beta-rule and splitting (537), into two cases.
% 67.26/32.08  																																														|-Branch one:
% 67.26/32.08  																																														| (884) all_0_49_49 = e3
% 67.26/32.08  																																														|
% 67.26/32.08  																																															| Equations (884) can reduce 525 to:
% 67.26/32.08  																																															| (266) $false
% 67.26/32.08  																																															|
% 67.26/32.08  																																															|-The branch is then unsatisfiable
% 67.26/32.08  																																														|-Branch two:
% 67.26/32.08  																																														| (525)  ~ (all_0_49_49 = e3)
% 67.26/32.08  																																														| (887) all_0_53_53 = e3 | all_0_58_58 = e3
% 67.26/32.08  																																														|
% 67.26/32.08  																																															+-Applying beta-rule and splitting (62557), into two cases.
% 67.26/32.08  																																															|-Branch one:
% 67.26/32.08  																																															| (1097) all_0_56_56 = e3
% 67.26/32.08  																																															|
% 67.26/32.08  																																																| Equations (1097) can reduce 511 to:
% 67.26/32.08  																																																| (212)  ~ (e3 = e2)
% 67.26/32.08  																																																|
% 67.26/32.08  																																																| From (1097) and (111) follows:
% 67.26/32.09  																																																| (65099) op(e0, e2) = e3
% 67.26/32.09  																																																|
% 67.26/32.09  																																																+-Applying beta-rule and splitting (7), into two cases.
% 67.26/32.09  																																																|-Branch one:
% 67.26/32.09  																																																| (504) all_0_51_51 = e2
% 67.26/32.09  																																																|
% 67.26/32.09  																																																	| Equations (504) can reduce 1099 to:
% 67.26/32.09  																																																	| (266) $false
% 67.26/32.09  																																																	|
% 67.26/32.09  																																																	|-The branch is then unsatisfiable
% 67.26/32.09  																																																|-Branch two:
% 67.26/32.09  																																																| (1099)  ~ (all_0_51_51 = e2)
% 67.26/32.09  																																																| (1100) all_0_51_51 = e4 | all_0_51_51 = e3 | all_0_51_51 = e1
% 67.26/32.09  																																																|
% 67.26/32.09  																																																	+-Applying beta-rule and splitting (887), into two cases.
% 67.26/32.09  																																																	|-Branch one:
% 67.26/32.09  																																																	| (665) all_0_53_53 = e3
% 67.26/32.09  																																																	|
% 67.26/32.09  																																																		| Equations (665) can reduce 65 to:
% 67.26/32.09  																																																		| (525)  ~ (all_0_49_49 = e3)
% 67.26/32.09  																																																		|
% 67.26/32.09  																																																		| Equations (665) can reduce 6 to:
% 67.26/32.09  																																																		| (664)  ~ (all_0_51_51 = e3)
% 67.26/32.09  																																																		|
% 67.26/32.09  																																																		| From (665) and (84) follows:
% 67.26/32.09  																																																		| (3786) op(e1, e0) = e3
% 67.26/32.09  																																																		|
% 67.26/32.09  																																																		+-Applying beta-rule and splitting (586), into two cases.
% 67.26/32.09  																																																		|-Branch one:
% 67.26/32.09  																																																		| (974) all_0_49_49 = e4
% 67.26/32.09  																																																		|
% 67.26/32.09  																																																			| From (974) and (55) follows:
% 67.26/32.09  																																																			| (61486) op(e2, e0) = e4
% 67.26/32.09  																																																			|
% 67.26/32.09  																																																			+-Applying beta-rule and splitting (1168), into two cases.
% 67.26/32.09  																																																			|-Branch one:
% 67.26/32.09  																																																			| (1109) all_0_51_51 = e1
% 67.26/32.09  																																																			|
% 67.26/32.09  																																																				| Equations (1109) can reduce 115 to:
% 67.26/32.09  																																																				| (233)  ~ (e1 = e0)
% 67.26/32.09  																																																				|
% 67.26/32.09  																																																				| From (1109) and (186) follows:
% 67.26/32.09  																																																				| (699) op(e1, e2) = e1
% 67.26/32.09  																																																				|
% 67.26/32.09  																																																				+-Applying beta-rule and splitting (56), into two cases.
% 67.26/32.09  																																																				|-Branch one:
% 67.26/32.09  																																																				| (696) unit = e2
% 67.26/32.09  																																																				|
% 67.26/32.09  																																																					| From (696) and (244) follows:
% 67.26/32.09  																																																					| (264) op(e2, e4) = e4
% 67.26/32.09  																																																					|
% 67.26/32.09  																																																					| From (696) and (211) follows:
% 67.26/32.09  																																																					| (1612) op(e2, e1) = e1
% 67.26/32.09  																																																					|
% 67.26/32.09  																																																					| From (696) and (209) follows:
% 67.26/32.09  																																																					| (7585) op(e2, e0) = e0
% 67.26/32.09  																																																					|
% 67.26/32.09  																																																					| From (696) and (227) follows:
% 67.26/32.09  																																																					| (4284) op(e4, e2) = e4
% 67.26/32.09  																																																					|
% 67.26/32.09  																																																					| Instantiating formula (29) with e4, e2, e4, e2 and discharging atoms op(e4, e2) = e4, op(e4, e2) = e2, yields:
% 67.26/32.09  																																																					| (323) e4 = e2
% 67.26/32.09  																																																					|
% 67.26/32.09  																																																					| Instantiating formula (29) with e2, e4, e4, e3 and discharging atoms op(e2, e4) = e4, op(e2, e4) = e3, yields:
% 67.26/32.09  																																																					| (425) e4 = e3
% 67.26/32.09  																																																					|
% 67.26/32.09  																																																					| Instantiating formula (29) with e2, e1, e1, e2 and discharging atoms op(e2, e1) = e2, op(e2, e1) = e1, yields:
% 67.26/32.09  																																																					| (617) e2 = e1
% 67.26/32.09  																																																					|
% 67.26/32.09  																																																					| Instantiating formula (29) with e2, e0, e0, e4 and discharging atoms op(e2, e0) = e4, op(e2, e0) = e0, yields:
% 67.26/32.09  																																																					| (397) e4 = e0
% 67.26/32.09  																																																					|
% 67.26/32.09  																																																					| Combining equations (397,425) yields a new equation:
% 67.26/32.09  																																																					| (676) e3 = e0
% 67.26/32.09  																																																					|
% 67.26/32.09  																																																					| Combining equations (323,425) yields a new equation:
% 67.26/32.09  																																																					| (662) e3 = e2
% 67.26/32.09  																																																					|
% 67.26/32.09  																																																					| Combining equations (662,676) yields a new equation:
% 67.26/32.09  																																																					| (391) e2 = e0
% 67.26/32.09  																																																					|
% 67.26/32.09  																																																					| Simplifying 391 yields:
% 67.26/32.09  																																																					| (330) e2 = e0
% 67.26/32.09  																																																					|
% 67.26/32.09  																																																					| Combining equations (617,330) yields a new equation:
% 67.26/32.09  																																																					| (546) e1 = e0
% 67.26/32.09  																																																					|
% 67.26/32.09  																																																					| Simplifying 546 yields:
% 67.26/32.09  																																																					| (431) e1 = e0
% 67.26/32.09  																																																					|
% 67.26/32.09  																																																					| Equations (431) can reduce 233 to:
% 67.26/32.09  																																																					| (266) $false
% 67.26/32.09  																																																					|
% 67.26/32.09  																																																					|-The branch is then unsatisfiable
% 67.26/32.09  																																																				|-Branch two:
% 67.26/32.09  																																																				| (707)  ~ (unit = e2)
% 67.26/32.09  																																																				| (708) unit = e4 | unit = e3 | unit = e1 | unit = e0
% 67.26/32.09  																																																				|
% 67.26/32.09  																																																					+-Applying beta-rule and splitting (708), into two cases.
% 67.26/32.09  																																																					|-Branch one:
% 67.26/32.09  																																																					| (709) unit = e4
% 67.26/32.09  																																																					|
% 67.26/32.09  																																																						| From (709) and (24) follows:
% 67.26/32.09  																																																						| (33325) op(e4, e3) = e3
% 67.26/32.09  																																																						|
% 67.26/32.09  																																																						| From (709) and (211) follows:
% 67.26/32.09  																																																						| (22527) op(e4, e1) = e1
% 67.26/32.09  																																																						|
% 67.26/32.09  																																																						| From (709) and (32) follows:
% 67.26/32.09  																																																						| (712) op(e2, e4) = e2
% 67.26/32.09  																																																						|
% 67.26/32.09  																																																						| From (709) and (42) follows:
% 67.26/32.09  																																																						| (713) op(e0, e4) = e0
% 67.26/32.09  																																																						|
% 67.26/32.09  																																																						| Instantiating formula (29) with e4, e3, e3, e4 and discharging atoms op(e4, e3) = e4, op(e4, e3) = e3, yields:
% 67.26/32.09  																																																						| (425) e4 = e3
% 67.26/32.09  																																																						|
% 67.26/32.09  																																																						| Instantiating formula (29) with e4, e1, e1, e3 and discharging atoms op(e4, e1) = e3, op(e4, e1) = e1, yields:
% 67.26/32.09  																																																						| (455) e3 = e1
% 67.26/32.09  																																																						|
% 67.26/32.09  																																																						| Instantiating formula (29) with e2, e4, e2, e3 and discharging atoms op(e2, e4) = e3, op(e2, e4) = e2, yields:
% 67.26/32.09  																																																						| (662) e3 = e2
% 67.26/32.09  																																																						|
% 67.26/32.09  																																																						| Instantiating formula (29) with e0, e4, e0, e4 and discharging atoms op(e0, e4) = e4, op(e0, e4) = e0, yields:
% 67.26/32.09  																																																						| (397) e4 = e0
% 67.26/32.09  																																																						|
% 67.26/32.09  																																																						| Combining equations (425,397) yields a new equation:
% 67.26/32.09  																																																						| (675) e3 = e0
% 67.26/32.09  																																																						|
% 67.26/32.09  																																																						| Simplifying 675 yields:
% 67.26/32.09  																																																						| (676) e3 = e0
% 67.26/32.09  																																																						|
% 67.26/32.09  																																																						| Combining equations (676,662) yields a new equation:
% 67.26/32.09  																																																						| (330) e2 = e0
% 67.26/32.09  																																																						|
% 67.26/32.09  																																																						| Combining equations (455,662) yields a new equation:
% 67.26/32.09  																																																						| (617) e2 = e1
% 67.26/32.09  																																																						|
% 67.26/32.09  																																																						| Combining equations (617,330) yields a new equation:
% 67.26/32.09  																																																						| (546) e1 = e0
% 67.26/32.09  																																																						|
% 67.26/32.09  																																																						| Simplifying 546 yields:
% 67.26/32.09  																																																						| (431) e1 = e0
% 67.26/32.09  																																																						|
% 67.26/32.09  																																																						| Equations (431) can reduce 233 to:
% 67.26/32.09  																																																						| (266) $false
% 67.26/32.09  																																																						|
% 67.26/32.09  																																																						|-The branch is then unsatisfiable
% 67.26/32.09  																																																					|-Branch two:
% 67.26/32.09  																																																					| (724)  ~ (unit = e4)
% 67.26/32.09  																																																					| (725) unit = e3 | unit = e1 | unit = e0
% 67.26/32.09  																																																					|
% 67.26/32.09  																																																						+-Applying beta-rule and splitting (725), into two cases.
% 67.26/32.09  																																																						|-Branch one:
% 67.26/32.09  																																																						| (726) unit = e0
% 67.26/32.09  																																																						|
% 67.26/32.09  																																																							| From (726) and (15) follows:
% 67.26/32.09  																																																							| (1508) op(e0, e2) = e2
% 67.26/32.09  																																																							|
% 67.26/32.09  																																																							| From (726) and (227) follows:
% 67.26/32.09  																																																							| (3205) op(e4, e0) = e4
% 67.26/32.09  																																																							|
% 67.26/32.09  																																																							| From (726) and (32) follows:
% 67.26/32.09  																																																							| (727) op(e2, e0) = e2
% 67.26/32.09  																																																							|
% 67.26/32.09  																																																							| From (726) and (28) follows:
% 67.26/32.09  																																																							| (2698) op(e1, e0) = e1
% 67.26/32.09  																																																							|
% 67.26/32.09  																																																							| Instantiating formula (29) with e4, e0, e4, e0 and discharging atoms op(e4, e0) = e4, op(e4, e0) = e0, yields:
% 67.26/32.09  																																																							| (397) e4 = e0
% 67.26/32.09  																																																							|
% 67.26/32.09  																																																							| Instantiating formula (29) with e2, e0, e2, e4 and discharging atoms op(e2, e0) = e4, op(e2, e0) = e2, yields:
% 67.26/32.09  																																																							| (323) e4 = e2
% 67.26/32.09  																																																							|
% 67.26/32.09  																																																							| Instantiating formula (29) with e1, e0, e1, e3 and discharging atoms op(e1, e0) = e3, op(e1, e0) = e1, yields:
% 67.26/32.09  																																																							| (455) e3 = e1
% 67.26/32.09  																																																							|
% 67.26/32.09  																																																							| Instantiating formula (29) with e0, e2, e2, e3 and discharging atoms op(e0, e2) = e3, op(e0, e2) = e2, yields:
% 67.26/32.09  																																																							| (662) e3 = e2
% 67.26/32.09  																																																							|
% 67.26/32.09  																																																							| Combining equations (323,397) yields a new equation:
% 67.26/32.09  																																																							| (391) e2 = e0
% 67.26/32.09  																																																							|
% 67.26/32.09  																																																							| Simplifying 391 yields:
% 67.26/32.09  																																																							| (330) e2 = e0
% 67.26/32.09  																																																							|
% 67.26/32.09  																																																							| Combining equations (662,455) yields a new equation:
% 67.26/32.09  																																																							| (616) e2 = e1
% 67.26/32.09  																																																							|
% 67.26/32.09  																																																							| Simplifying 616 yields:
% 67.26/32.09  																																																							| (617) e2 = e1
% 67.26/32.09  																																																							|
% 67.26/32.09  																																																							| Combining equations (617,330) yields a new equation:
% 67.26/32.09  																																																							| (546) e1 = e0
% 67.26/32.09  																																																							|
% 67.26/32.09  																																																							| Simplifying 546 yields:
% 67.26/32.09  																																																							| (431) e1 = e0
% 67.26/32.09  																																																							|
% 67.26/32.09  																																																							| Equations (431) can reduce 233 to:
% 67.26/32.09  																																																							| (266) $false
% 67.26/32.09  																																																							|
% 67.26/32.09  																																																							|-The branch is then unsatisfiable
% 67.26/32.09  																																																						|-Branch two:
% 67.26/32.09  																																																						| (734)  ~ (unit = e0)
% 67.26/32.09  																																																						| (735) unit = e3 | unit = e1
% 67.26/32.09  																																																						|
% 67.26/32.09  																																																							+-Applying beta-rule and splitting (735), into two cases.
% 67.26/32.09  																																																							|-Branch one:
% 67.26/32.09  																																																							| (736) unit = e1
% 67.26/32.09  																																																							|
% 67.26/32.09  																																																								| Equations (736) can reduce 734 to:
% 67.26/32.09  																																																								| (233)  ~ (e1 = e0)
% 67.26/32.09  																																																								|
% 67.26/32.09  																																																								| From (736) and (244) follows:
% 67.26/32.09  																																																								| (738) op(e1, e4) = e4
% 67.26/32.09  																																																								|
% 67.26/32.09  																																																								| From (736) and (24) follows:
% 67.26/32.09  																																																								| (1934) op(e1, e3) = e3
% 67.26/32.09  																																																								|
% 67.26/32.09  																																																								| From (736) and (15) follows:
% 67.26/32.09  																																																								| (515) op(e1, e2) = e2
% 67.26/32.09  																																																								|
% 67.26/32.09  																																																								| From (736) and (227) follows:
% 67.26/32.09  																																																								| (739) op(e4, e1) = e4
% 67.26/32.09  																																																								|
% 67.26/32.09  																																																								| Instantiating formula (29) with e4, e1, e4, e3 and discharging atoms op(e4, e1) = e4, op(e4, e1) = e3, yields:
% 67.26/32.09  																																																								| (425) e4 = e3
% 67.26/32.09  																																																								|
% 67.26/32.09  																																																								| Instantiating formula (29) with e1, e4, e4, e0 and discharging atoms op(e1, e4) = e4, op(e1, e4) = e0, yields:
% 67.26/32.09  																																																								| (397) e4 = e0
% 67.26/32.09  																																																								|
% 67.26/32.09  																																																								| Instantiating formula (29) with e1, e3, e3, e2 and discharging atoms op(e1, e3) = e3, op(e1, e3) = e2, yields:
% 67.26/32.09  																																																								| (662) e3 = e2
% 67.26/32.09  																																																								|
% 67.26/32.09  																																																								| Instantiating formula (29) with e1, e2, e2, e1 and discharging atoms op(e1, e2) = e2, op(e1, e2) = e1, yields:
% 67.26/32.09  																																																								| (617) e2 = e1
% 67.26/32.09  																																																								|
% 67.26/32.09  																																																								| Combining equations (425,397) yields a new equation:
% 67.26/32.09  																																																								| (675) e3 = e0
% 67.26/32.09  																																																								|
% 67.26/32.09  																																																								| Simplifying 675 yields:
% 67.26/32.09  																																																								| (676) e3 = e0
% 67.26/32.09  																																																								|
% 67.26/32.09  																																																								| Combining equations (662,676) yields a new equation:
% 67.26/32.09  																																																								| (391) e2 = e0
% 67.26/32.09  																																																								|
% 67.26/32.09  																																																								| Simplifying 391 yields:
% 67.26/32.09  																																																								| (330) e2 = e0
% 67.26/32.09  																																																								|
% 67.26/32.09  																																																								| Combining equations (330,617) yields a new equation:
% 67.26/32.09  																																																								| (431) e1 = e0
% 67.26/32.09  																																																								|
% 67.26/32.09  																																																								| Equations (431) can reduce 233 to:
% 67.26/32.09  																																																								| (266) $false
% 67.26/32.09  																																																								|
% 67.26/32.09  																																																								|-The branch is then unsatisfiable
% 67.26/32.09  																																																							|-Branch two:
% 67.26/32.09  																																																							| (748)  ~ (unit = e1)
% 67.26/32.09  																																																							| (749) unit = e3
% 67.26/32.09  																																																							|
% 67.26/32.09  																																																								| From (749) and (209) follows:
% 67.26/32.09  																																																								| (1667) op(e3, e0) = e0
% 67.26/32.09  																																																								|
% 67.26/32.09  																																																								| Instantiating formula (29) with e3, e0, e0, e1 and discharging atoms op(e3, e0) = e1, op(e3, e0) = e0, yields:
% 67.26/32.09  																																																								| (431) e1 = e0
% 67.26/32.09  																																																								|
% 67.26/32.09  																																																								| Equations (431) can reduce 233 to:
% 67.26/32.09  																																																								| (266) $false
% 67.26/32.09  																																																								|
% 67.26/32.09  																																																								|-The branch is then unsatisfiable
% 67.26/32.09  																																																			|-Branch two:
% 67.26/32.09  																																																			| (464)  ~ (all_0_51_51 = e1)
% 67.26/32.09  																																																			| (1202) all_0_52_52 = e1 | all_0_53_53 = e1
% 67.26/32.09  																																																			|
% 67.26/32.09  																																																				+-Applying beta-rule and splitting (1100), into two cases.
% 67.26/32.09  																																																				|-Branch one:
% 67.26/32.09  																																																				| (1101) all_0_51_51 = e4
% 67.26/32.09  																																																				|
% 67.26/32.09  																																																					| Equations (1101) can reduce 475 to:
% 67.26/32.09  																																																					| (266) $false
% 67.26/32.09  																																																					|
% 67.26/32.09  																																																					|-The branch is then unsatisfiable
% 67.26/32.09  																																																				|-Branch two:
% 67.26/32.09  																																																				| (475)  ~ (all_0_51_51 = e4)
% 67.26/32.09  																																																				| (1104) all_0_51_51 = e3 | all_0_51_51 = e1
% 67.26/32.09  																																																				|
% 67.26/32.09  																																																					+-Applying beta-rule and splitting (1104), into two cases.
% 67.26/32.09  																																																					|-Branch one:
% 67.26/32.09  																																																					| (1109) all_0_51_51 = e1
% 67.26/32.09  																																																					|
% 67.26/32.09  																																																						| Equations (1109) can reduce 464 to:
% 67.26/32.09  																																																						| (266) $false
% 67.26/32.09  																																																						|
% 67.26/32.09  																																																						|-The branch is then unsatisfiable
% 67.26/32.09  																																																					|-Branch two:
% 67.26/32.09  																																																					| (464)  ~ (all_0_51_51 = e1)
% 67.26/32.09  																																																					| (660) all_0_51_51 = e3
% 67.26/32.09  																																																					|
% 67.26/32.10  																																																						| Equations (660) can reduce 664 to:
% 67.26/32.10  																																																						| (266) $false
% 67.26/32.10  																																																						|
% 67.26/32.10  																																																						|-The branch is then unsatisfiable
% 67.26/32.10  																																																		|-Branch two:
% 67.26/32.10  																																																		| (256)  ~ (all_0_49_49 = e4)
% 67.26/32.10  																																																		| (977) all_0_49_49 = e3 | all_0_49_49 = e1 | all_0_49_49 = e0
% 67.26/32.10  																																																		|
% 67.26/32.10  																																																			+-Applying beta-rule and splitting (977), into two cases.
% 67.26/32.10  																																																			|-Branch one:
% 67.26/32.10  																																																			| (978) all_0_49_49 = e0
% 67.26/32.10  																																																			|
% 67.26/32.10  																																																				| Equations (978) can reduce 487 to:
% 67.26/32.10  																																																				| (266) $false
% 67.26/32.10  																																																				|
% 67.26/32.10  																																																				|-The branch is then unsatisfiable
% 67.26/32.10  																																																			|-Branch two:
% 67.26/32.10  																																																			| (487)  ~ (all_0_49_49 = e0)
% 67.26/32.10  																																																			| (981) all_0_49_49 = e3 | all_0_49_49 = e1
% 67.26/32.10  																																																			|
% 67.26/32.10  																																																				+-Applying beta-rule and splitting (981), into two cases.
% 67.26/32.10  																																																				|-Branch one:
% 67.26/32.10  																																																				| (671) all_0_49_49 = e1
% 67.26/32.10  																																																				|
% 67.26/32.10  																																																					| Equations (671) can reduce 1064 to:
% 67.26/32.10  																																																					| (266) $false
% 67.26/32.10  																																																					|
% 67.26/32.10  																																																					|-The branch is then unsatisfiable
% 67.26/32.10  																																																				|-Branch two:
% 67.26/32.10  																																																				| (1064)  ~ (all_0_49_49 = e1)
% 67.26/32.10  																																																				| (884) all_0_49_49 = e3
% 67.26/32.10  																																																				|
% 67.26/32.10  																																																					| Equations (884) can reduce 525 to:
% 67.26/32.10  																																																					| (266) $false
% 67.26/32.10  																																																					|
% 67.26/32.10  																																																					|-The branch is then unsatisfiable
% 67.26/32.10  																																																	|-Branch two:
% 67.26/32.10  																																																	| (903)  ~ (all_0_53_53 = e3)
% 67.26/32.10  																																																	| (795) all_0_58_58 = e3
% 67.26/32.10  																																																	|
% 67.26/32.10  																																																		| Combining equations (795,624) yields a new equation:
% 67.26/32.10  																																																		| (661) e3 = e2
% 67.26/32.10  																																																		|
% 67.26/32.10  																																																		| Simplifying 661 yields:
% 67.26/32.10  																																																		| (662) e3 = e2
% 67.26/32.10  																																																		|
% 67.26/32.10  																																																		| Equations (662) can reduce 212 to:
% 67.26/32.10  																																																		| (266) $false
% 67.26/32.10  																																																		|
% 67.26/32.10  																																																		|-The branch is then unsatisfiable
% 67.26/32.10  																																															|-Branch two:
% 67.26/32.10  																																															| (272)  ~ (all_0_56_56 = e3)
% 67.26/32.10  																																															| (795) all_0_58_58 = e3
% 67.26/32.10  																																															|
% 67.26/32.10  																																																| Combining equations (795,624) yields a new equation:
% 67.26/32.10  																																																| (661) e3 = e2
% 67.26/32.10  																																																|
% 67.26/32.10  																																																| Simplifying 661 yields:
% 67.26/32.10  																																																| (662) e3 = e2
% 67.26/32.10  																																																|
% 67.26/32.10  																																																| Equations (662) can reduce 212 to:
% 67.26/32.10  																																																| (266) $false
% 67.26/32.10  																																																|
% 67.26/32.10  																																																|-The branch is then unsatisfiable
% 67.26/32.10  																																				|-Branch two:
% 67.26/32.10  																																				| (1890)  ~ (all_0_42_42 = e4)
% 67.26/32.10  																																				| (2246) all_0_47_47 = e4 | all_0_51_51 = e4 | all_0_56_56 = e4
% 67.26/32.10  																																				|
% 67.26/32.10  																																					+-Applying beta-rule and splitting (2246), into two cases.
% 67.26/32.10  																																					|-Branch one:
% 67.26/32.10  																																					| (1790) all_0_47_47 = e4
% 67.26/32.10  																																					|
% 67.26/32.10  																																						| Combining equations (674,1790) yields a new equation:
% 67.26/32.10  																																						| (397) e4 = e0
% 67.26/32.10  																																						|
% 67.26/32.10  																																						| Equations (397) can reduce 49 to:
% 67.26/32.10  																																						| (266) $false
% 67.26/32.10  																																						|
% 67.26/32.10  																																						|-The branch is then unsatisfiable
% 67.26/32.10  																																					|-Branch two:
% 67.26/32.10  																																					| (252)  ~ (all_0_47_47 = e4)
% 67.26/32.10  																																					| (6548) all_0_51_51 = e4 | all_0_56_56 = e4
% 67.26/32.10  																																					|
% 67.26/32.10  																																						+-Applying beta-rule and splitting (6548), into two cases.
% 67.26/32.10  																																						|-Branch one:
% 67.26/32.10  																																						| (1101) all_0_51_51 = e4
% 67.26/32.10  																																						|
% 67.26/32.10  																																							| Equations (1101) can reduce 475 to:
% 67.26/32.10  																																							| (266) $false
% 67.26/32.10  																																							|
% 67.26/32.10  																																							|-The branch is then unsatisfiable
% 67.26/32.10  																																						|-Branch two:
% 67.26/32.10  																																						| (475)  ~ (all_0_51_51 = e4)
% 67.26/32.10  																																						| (842) all_0_56_56 = e4
% 67.26/32.10  																																						|
% 67.26/32.10  																																							| Equations (842) can reduce 477 to:
% 67.26/32.10  																																							| (266) $false
% 67.26/32.10  																																							|
% 67.26/32.10  																																							|-The branch is then unsatisfiable
% 67.26/32.10  																																		|-Branch two:
% 67.26/32.10  																																		| (803)  ~ (all_0_55_55 = e0)
% 67.26/32.10  																																		| (2315) all_0_55_55 = e3 | all_0_55_55 = e1
% 67.26/32.10  																																		|
% 67.26/32.10  																																			+-Applying beta-rule and splitting (125), into two cases.
% 67.26/32.10  																																			|-Branch one:
% 67.26/32.10  																																			| (858) all_0_55_55 = e0
% 67.26/32.10  																																			|
% 67.26/32.10  																																				| Equations (858) can reduce 803 to:
% 67.26/32.10  																																				| (266) $false
% 67.26/32.10  																																				|
% 67.26/32.10  																																				|-The branch is then unsatisfiable
% 67.26/32.10  																																			|-Branch two:
% 67.26/32.10  																																			| (803)  ~ (all_0_55_55 = e0)
% 67.26/32.10  																																			| (863) all_0_56_56 = e0 | all_0_57_57 = e0 | all_0_58_58 = e0
% 67.26/32.10  																																			|
% 67.26/32.10  																																				+-Applying beta-rule and splitting (863), into two cases.
% 67.26/32.10  																																				|-Branch one:
% 67.26/32.10  																																				| (679) all_0_56_56 = e0
% 67.26/32.10  																																				|
% 67.26/32.10  																																					| Equations (679) can reduce 828 to:
% 67.26/32.10  																																					| (266) $false
% 67.26/32.10  																																					|
% 67.26/32.10  																																					|-The branch is then unsatisfiable
% 67.26/32.10  																																				|-Branch two:
% 67.26/32.10  																																				| (828)  ~ (all_0_56_56 = e0)
% 67.26/32.10  																																				| (924) all_0_57_57 = e0 | all_0_58_58 = e0
% 67.26/32.10  																																				|
% 67.26/32.10  																																					+-Applying beta-rule and splitting (924), into two cases.
% 67.26/32.10  																																					|-Branch one:
% 67.26/32.10  																																					| (875) all_0_57_57 = e0
% 67.26/32.10  																																					|
% 67.26/32.10  																																						| Combining equations (647,875) yields a new equation:
% 67.26/32.10  																																						| (546) e1 = e0
% 67.26/32.10  																																						|
% 67.26/32.10  																																						| Simplifying 546 yields:
% 67.26/32.10  																																						| (431) e1 = e0
% 67.26/32.10  																																						|
% 67.26/32.10  																																						| Equations (431) can reduce 233 to:
% 67.26/32.10  																																						| (266) $false
% 67.26/32.10  																																						|
% 67.26/32.10  																																						|-The branch is then unsatisfiable
% 67.26/32.10  																																					|-Branch two:
% 67.26/32.10  																																					| (364)  ~ (all_0_57_57 = e0)
% 67.26/32.10  																																					| (914) all_0_58_58 = e0
% 67.26/32.10  																																					|
% 67.26/32.10  																																						| Combining equations (624,914) yields a new equation:
% 67.26/32.10  																																						| (391) e2 = e0
% 67.26/32.10  																																						|
% 67.26/32.10  																																						| Simplifying 391 yields:
% 67.26/32.10  																																						| (330) e2 = e0
% 67.26/32.10  																																						|
% 67.26/32.10  																																						| Equations (330) can reduce 128 to:
% 67.26/32.10  																																						| (266) $false
% 67.26/32.10  																																						|
% 67.26/32.10  																																						|-The branch is then unsatisfiable
% 67.26/32.10  																																|-Branch two:
% 67.26/32.10  																																| (678)  ~ (all_0_47_47 = e0)
% 67.26/32.10  																																| (1278) all_0_48_48 = e0 | all_0_49_49 = e0
% 67.26/32.10  																																|
% 67.26/32.10  																																	+-Applying beta-rule and splitting (1278), into two cases.
% 67.26/32.10  																																	|-Branch one:
% 67.26/32.10  																																	| (1279) all_0_48_48 = e0
% 67.26/32.10  																																	|
% 67.26/32.10  																																		| Combining equations (335,1279) yields a new equation:
% 67.26/32.10  																																		| (391) e2 = e0
% 67.26/32.10  																																		|
% 67.26/32.10  																																		| Simplifying 391 yields:
% 67.26/32.10  																																		| (330) e2 = e0
% 67.26/32.10  																																		|
% 67.26/32.10  																																		| Equations (330) can reduce 128 to:
% 67.26/32.10  																																		| (266) $false
% 67.26/32.10  																																		|
% 67.26/32.10  																																		|-The branch is then unsatisfiable
% 67.26/32.10  																																	|-Branch two:
% 67.26/32.10  																																	| (1283)  ~ (all_0_48_48 = e0)
% 67.26/32.10  																																	| (978) all_0_49_49 = e0
% 67.26/32.10  																																	|
% 67.26/32.10  																																		| Equations (978) can reduce 487 to:
% 67.26/32.10  																																		| (266) $false
% 67.26/32.10  																																		|
% 67.26/32.10  																																		|-The branch is then unsatisfiable
% 67.26/32.10  																													|-Branch two:
% 67.26/32.10  																													| (549)  ~ (all_0_46_46 = e1)
% 67.26/32.10  																													| (600) all_0_50_50 = e1 | all_0_55_55 = e1
% 67.26/32.10  																													|
% 67.26/32.10  																														+-Applying beta-rule and splitting (600), into two cases.
% 67.26/32.10  																														|-Branch one:
% 67.26/32.10  																														| (601) all_0_50_50 = e1
% 67.26/32.10  																														|
% 67.26/32.10  																															| Combining equations (378,601) yields a new equation:
% 67.26/32.10  																															| (616) e2 = e1
% 67.26/32.10  																															|
% 67.26/32.10  																															| Simplifying 616 yields:
% 67.26/32.10  																															| (617) e2 = e1
% 67.26/32.10  																															|
% 67.26/32.10  																															| Equations (617) can reduce 122 to:
% 67.26/32.10  																															| (266) $false
% 67.26/32.10  																															|
% 67.26/32.10  																															|-The branch is then unsatisfiable
% 67.26/32.10  																														|-Branch two:
% 67.26/32.10  																														| (759)  ~ (all_0_50_50 = e1)
% 67.26/32.10  																														| (629) all_0_55_55 = e1
% 67.26/32.10  																														|
% 67.26/32.10  																															| Equations (629) can reduce 632 to:
% 67.26/32.10  																															| (266) $false
% 67.26/32.10  																															|
% 67.26/32.10  																															|-The branch is then unsatisfiable
% 67.26/32.10  																										|-Branch two:
% 67.26/32.10  																										| (1898)  ~ (all_0_41_41 = e3)
% 67.26/32.10  																										| (1899) all_0_42_42 = e3 | all_0_44_44 = e3
% 67.26/32.10  																										|
% 67.26/32.10  																											+-Applying beta-rule and splitting (144), into two cases.
% 67.26/32.10  																											|-Branch one:
% 67.26/32.10  																											| (403) all_0_41_41 = e3
% 67.26/32.10  																											|
% 67.26/32.10  																												| Equations (403) can reduce 1898 to:
% 67.26/32.10  																												| (266) $false
% 67.26/32.10  																												|
% 67.26/32.10  																												|-The branch is then unsatisfiable
% 67.26/32.10  																											|-Branch two:
% 67.26/32.10  																											| (1898)  ~ (all_0_41_41 = e3)
% 67.26/32.10  																											| (1923) all_0_46_46 = e3 | all_0_50_50 = e3 | all_0_55_55 = e3
% 67.26/32.10  																											|
% 67.26/32.10  																												+-Applying beta-rule and splitting (1923), into two cases.
% 67.26/32.10  																												|-Branch one:
% 67.26/32.10  																												| (1557) all_0_46_46 = e3
% 67.26/32.10  																												|
% 67.26/32.10  																													| Equations (1557) can reduce 409 to:
% 67.26/32.10  																													| (266) $false
% 67.26/32.10  																													|
% 67.26/32.10  																													|-The branch is then unsatisfiable
% 67.26/32.10  																												|-Branch two:
% 67.26/32.10  																												| (409)  ~ (all_0_46_46 = e3)
% 67.26/32.10  																												| (4042) all_0_50_50 = e3 | all_0_55_55 = e3
% 67.26/32.10  																												|
% 67.26/32.10  																													+-Applying beta-rule and splitting (27), into two cases.
% 67.26/32.10  																													|-Branch one:
% 67.26/32.10  																													| (437) all_0_41_41 = e4
% 67.26/32.10  																													|
% 67.26/32.10  																														| Equations (437) can reduce 440 to:
% 67.26/32.10  																														| (266) $false
% 67.26/32.10  																														|
% 67.26/32.10  																														|-The branch is then unsatisfiable
% 67.26/32.10  																													|-Branch two:
% 67.26/32.10  																													| (440)  ~ (all_0_41_41 = e4)
% 67.26/32.10  																													| (4049) all_0_41_41 = e3 | all_0_41_41 = e1 | all_0_41_41 = e0
% 67.26/32.10  																													|
% 67.26/32.10  																														+-Applying beta-rule and splitting (4049), into two cases.
% 67.26/32.10  																														|-Branch one:
% 67.26/32.10  																														| (794) all_0_41_41 = e0
% 67.26/32.10  																														|
% 67.26/32.10  																															| Equations (794) can reduce 357 to:
% 67.26/32.10  																															| (266) $false
% 67.26/32.10  																															|
% 67.26/32.10  																															|-The branch is then unsatisfiable
% 67.26/32.10  																														|-Branch two:
% 67.26/32.10  																														| (357)  ~ (all_0_41_41 = e0)
% 67.26/32.10  																														| (4053) all_0_41_41 = e3 | all_0_41_41 = e1
% 67.26/32.10  																														|
% 67.26/32.10  																															+-Applying beta-rule and splitting (4042), into two cases.
% 67.26/32.10  																															|-Branch one:
% 67.26/32.10  																															| (415) all_0_50_50 = e3
% 67.26/32.10  																															|
% 67.26/32.10  																																| Combining equations (378,415) yields a new equation:
% 67.26/32.10  																																| (662) e3 = e2
% 67.26/32.10  																																|
% 67.26/32.10  																																| Equations (662) can reduce 212 to:
% 67.26/32.10  																																| (266) $false
% 67.26/32.10  																																|
% 67.26/32.10  																																|-The branch is then unsatisfiable
% 67.26/32.10  																															|-Branch two:
% 67.26/32.10  																															| (411)  ~ (all_0_50_50 = e3)
% 67.26/32.10  																															| (2336) all_0_55_55 = e3
% 67.26/32.10  																															|
% 67.26/32.10  																																| Equations (2336) can reduce 191 to:
% 67.26/32.10  																																| (1898)  ~ (all_0_41_41 = e3)
% 67.26/32.10  																																|
% 67.26/32.10  																																| Equations (2336) can reduce 58 to:
% 67.26/32.10  																																| (409)  ~ (all_0_46_46 = e3)
% 67.26/32.10  																																|
% 67.26/32.10  																																| Equations (2336) can reduce 153 to:
% 67.26/32.10  																																| (271)  ~ (all_0_56_56 = e3)
% 67.26/32.10  																																|
% 67.26/32.10  																																| Simplifying 271 yields:
% 67.26/32.10  																																| (272)  ~ (all_0_56_56 = e3)
% 67.26/32.10  																																|
% 67.26/32.10  																																| From (2336) and (74) follows:
% 67.26/32.10  																																| (2208) op(e0, e3) = e3
% 67.26/32.10  																																|
% 67.26/32.10  																																+-Applying beta-rule and splitting (125), into two cases.
% 67.26/32.10  																																|-Branch one:
% 67.26/32.10  																																| (858) all_0_55_55 = e0
% 67.26/32.10  																																|
% 67.26/32.10  																																	| Combining equations (858,2336) yields a new equation:
% 67.26/32.10  																																	| (676) e3 = e0
% 67.26/32.10  																																	|
% 67.26/32.10  																																	| Equations (676) can reduce 80 to:
% 67.26/32.10  																																	| (266) $false
% 67.26/32.10  																																	|
% 67.26/32.10  																																	|-The branch is then unsatisfiable
% 67.26/32.10  																																|-Branch two:
% 67.26/32.10  																																| (803)  ~ (all_0_55_55 = e0)
% 67.26/32.10  																																| (863) all_0_56_56 = e0 | all_0_57_57 = e0 | all_0_58_58 = e0
% 67.26/32.10  																																|
% 67.26/32.10  																																	+-Applying beta-rule and splitting (863), into two cases.
% 67.26/32.10  																																	|-Branch one:
% 67.26/32.10  																																	| (679) all_0_56_56 = e0
% 67.26/32.10  																																	|
% 67.26/32.10  																																		| Equations (679) can reduce 236 to:
% 67.26/32.10  																																		| (358)  ~ (all_0_42_42 = e0)
% 67.26/32.10  																																		|
% 67.26/32.10  																																		| Equations (679) can reduce 91 to:
% 67.26/32.10  																																		| (678)  ~ (all_0_47_47 = e0)
% 67.26/32.10  																																		|
% 67.26/32.10  																																		| Equations (679) can reduce 16 to:
% 67.26/32.10  																																		| (115)  ~ (all_0_51_51 = e0)
% 67.26/32.10  																																		|
% 67.26/32.10  																																		| Equations (679) can reduce 511 to:
% 67.26/32.10  																																		| (365)  ~ (e2 = e0)
% 67.26/32.10  																																		|
% 67.26/32.10  																																		| Simplifying 365 yields:
% 67.26/32.10  																																		| (128)  ~ (e2 = e0)
% 67.26/32.10  																																		|
% 67.26/32.10  																																		+-Applying beta-rule and splitting (184), into two cases.
% 67.26/32.10  																																		|-Branch one:
% 67.26/32.10  																																		| (538) all_0_46_46 = e0
% 67.26/32.10  																																		|
% 67.26/32.10  																																			| Equations (538) can reduce 19 to:
% 67.26/32.10  																																			| (1402)  ~ (all_0_47_47 = e0)
% 67.26/32.10  																																			|
% 67.26/32.10  																																			| Simplifying 1402 yields:
% 67.26/32.10  																																			| (678)  ~ (all_0_47_47 = e0)
% 67.26/32.10  																																			|
% 67.26/32.10  																																			| Equations (538) can reduce 208 to:
% 67.26/32.10  																																			| (486)  ~ (all_0_49_49 = e0)
% 67.26/32.10  																																			|
% 67.26/32.10  																																			| Simplifying 486 yields:
% 67.26/32.10  																																			| (487)  ~ (all_0_49_49 = e0)
% 67.26/32.10  																																			|
% 67.26/32.10  																																			| Equations (538) can reduce 409 to:
% 67.26/32.10  																																			| (541)  ~ (e3 = e0)
% 67.26/32.10  																																			|
% 67.26/32.10  																																			| Simplifying 541 yields:
% 67.26/32.10  																																			| (80)  ~ (e3 = e0)
% 67.26/32.10  																																			|
% 67.26/32.10  																																			| From (538) and (120) follows:
% 67.26/32.10  																																			| (544) op(e2, e3) = e0
% 67.26/32.10  																																			|
% 67.26/32.10  																																			+-Applying beta-rule and splitting (18), into two cases.
% 67.26/32.10  																																			|-Branch one:
% 67.26/32.10  																																			| (453) all_0_41_41 = e1
% 67.26/32.10  																																			|
% 67.26/32.10  																																				| Equations (453) can reduce 214 to:
% 67.26/32.10  																																				| (4055)  ~ (all_0_42_42 = e1)
% 67.26/32.10  																																				|
% 67.26/32.10  																																				| Simplifying 4055 yields:
% 67.26/32.10  																																				| (1380)  ~ (all_0_42_42 = e1)
% 67.26/32.10  																																				|
% 67.26/32.10  																																				| Equations (453) can reduce 149 to:
% 67.26/32.10  																																				| (4057)  ~ (all_0_44_44 = e1)
% 67.26/32.10  																																				|
% 67.26/32.10  																																				| Simplifying 4057 yields:
% 67.26/32.10  																																				| (639)  ~ (all_0_44_44 = e1)
% 67.26/32.10  																																				|
% 67.26/32.10  																																				| Equations (453) can reduce 85 to:
% 67.26/32.10  																																				| (604)  ~ (e2 = e1)
% 67.26/32.10  																																				|
% 67.26/32.10  																																				| Simplifying 604 yields:
% 67.26/32.10  																																				| (122)  ~ (e2 = e1)
% 67.26/32.10  																																				|
% 67.26/32.10  																																				+-Applying beta-rule and splitting (180), into two cases.
% 67.26/32.10  																																				|-Branch one:
% 67.26/32.10  																																				| (516) all_0_42_42 = e3
% 67.26/32.11  																																				|
% 67.26/32.11  																																					| Equations (516) can reduce 73 to:
% 67.26/32.11  																																					| (406)  ~ (all_0_44_44 = e3)
% 67.26/32.11  																																					|
% 67.26/32.11  																																					| Simplifying 406 yields:
% 67.26/32.11  																																					| (407)  ~ (all_0_44_44 = e3)
% 67.26/32.11  																																					|
% 67.26/32.11  																																					| Equations (516) can reduce 61 to:
% 67.26/32.11  																																					| (1925)  ~ (all_0_51_51 = e3)
% 67.26/32.11  																																					|
% 67.26/32.11  																																					| Simplifying 1925 yields:
% 67.26/32.11  																																					| (664)  ~ (all_0_51_51 = e3)
% 67.26/32.11  																																					|
% 67.26/32.11  																																					| Equations (516) can reduce 1380 to:
% 67.26/32.11  																																					| (213)  ~ (e3 = e1)
% 67.26/32.11  																																					|
% 67.26/32.11  																																					| From (516) and (210) follows:
% 67.26/32.11  																																					| (4285) op(e3, e2) = e3
% 67.26/32.11  																																					|
% 67.26/32.11  																																					+-Applying beta-rule and splitting (26), into two cases.
% 67.26/32.11  																																					|-Branch one:
% 67.26/32.11  																																					| (446) all_0_44_44 = e4
% 67.26/32.11  																																					|
% 67.26/32.11  																																						| Equations (446) can reduce 9 to:
% 67.26/32.11  																																						| (255)  ~ (all_0_49_49 = e4)
% 67.26/32.11  																																						|
% 67.26/32.11  																																						| Simplifying 255 yields:
% 67.26/32.11  																																						| (256)  ~ (all_0_49_49 = e4)
% 67.26/32.11  																																						|
% 67.26/32.11  																																						| Equations (446) can reduce 220 to:
% 67.26/32.11  																																						| (1452)  ~ (all_0_53_53 = e4)
% 67.26/32.11  																																						|
% 67.26/32.11  																																						| Simplifying 1452 yields:
% 67.26/32.11  																																						| (1453)  ~ (all_0_53_53 = e4)
% 67.26/32.11  																																						|
% 67.26/32.11  																																						| Equations (446) can reduce 407 to:
% 67.26/32.11  																																						| (188)  ~ (e4 = e3)
% 67.26/32.11  																																						|
% 67.26/32.11  																																						| Equations (446) can reduce 147 to:
% 67.26/32.11  																																						| (48)  ~ (e4 = e2)
% 67.26/32.11  																																						|
% 67.26/32.11  																																						| Equations (446) can reduce 639 to:
% 67.26/32.11  																																						| (110)  ~ (e4 = e1)
% 67.26/32.11  																																						|
% 67.26/32.11  																																						| Equations (446) can reduce 360 to:
% 67.26/32.11  																																						| (49)  ~ (e4 = e0)
% 67.26/32.11  																																						|
% 67.26/32.11  																																						+-Applying beta-rule and splitting (189), into two cases.
% 67.26/32.11  																																						|-Branch one:
% 67.26/32.11  																																						| (532) all_0_44_44 = e3
% 67.26/32.11  																																						|
% 67.26/32.11  																																							| Combining equations (532,446) yields a new equation:
% 67.26/32.11  																																							| (425) e4 = e3
% 67.26/32.11  																																							|
% 67.26/32.11  																																							| Equations (425) can reduce 188 to:
% 67.26/32.11  																																							| (266) $false
% 67.26/32.11  																																							|
% 67.26/32.11  																																							|-The branch is then unsatisfiable
% 67.26/32.11  																																						|-Branch two:
% 67.26/32.11  																																						| (407)  ~ (all_0_44_44 = e3)
% 67.26/32.11  																																						| (537) all_0_49_49 = e3 | all_0_53_53 = e3 | all_0_58_58 = e3
% 67.26/32.11  																																						|
% 67.26/32.11  																																							| Equations (446) can reduce 407 to:
% 67.26/32.11  																																							| (188)  ~ (e4 = e3)
% 67.26/32.11  																																							|
% 67.26/32.11  																																							+-Applying beta-rule and splitting (206), into two cases.
% 67.26/32.11  																																							|-Branch one:
% 67.26/32.11  																																							| (248) all_0_45_45 = e4
% 67.26/32.11  																																							|
% 67.26/32.11  																																								| Combining equations (423,248) yields a new equation:
% 67.26/32.11  																																								| (425) e4 = e3
% 67.26/32.11  																																								|
% 67.26/32.11  																																								| Equations (425) can reduce 188 to:
% 67.26/32.11  																																								| (266) $false
% 67.26/32.11  																																								|
% 67.26/32.11  																																								|-The branch is then unsatisfiable
% 67.26/32.11  																																							|-Branch two:
% 67.26/32.11  																																							| (60416)  ~ (all_0_45_45 = e4)
% 67.26/32.11  																																							| (61457) all_0_46_46 = e4 | all_0_47_47 = e4 | all_0_48_48 = e4 | all_0_49_49 = e4
% 67.26/32.11  																																							|
% 67.26/32.11  																																								+-Applying beta-rule and splitting (418), into two cases.
% 67.26/32.11  																																								|-Branch one:
% 67.26/32.11  																																								| (660) all_0_51_51 = e3
% 67.26/32.11  																																								|
% 67.26/32.11  																																									| Equations (660) can reduce 664 to:
% 67.26/32.11  																																									| (266) $false
% 67.26/32.11  																																									|
% 67.26/32.11  																																									|-The branch is then unsatisfiable
% 67.26/32.11  																																								|-Branch two:
% 67.26/32.11  																																								| (664)  ~ (all_0_51_51 = e3)
% 67.26/32.11  																																								| (665) all_0_53_53 = e3
% 67.26/32.11  																																								|
% 67.26/32.11  																																									| Equations (665) can reduce 65 to:
% 67.26/32.11  																																									| (525)  ~ (all_0_49_49 = e3)
% 67.26/32.11  																																									|
% 67.26/32.11  																																									| Equations (665) can reduce 6 to:
% 67.26/32.11  																																									| (664)  ~ (all_0_51_51 = e3)
% 67.26/32.11  																																									|
% 67.26/32.11  																																									| Equations (665) can reduce 1453 to:
% 67.26/32.11  																																									| (277)  ~ (e4 = e3)
% 67.26/32.11  																																									|
% 67.26/32.11  																																									| Simplifying 277 yields:
% 67.26/32.11  																																									| (188)  ~ (e4 = e3)
% 67.26/32.11  																																									|
% 67.26/32.11  																																									+-Applying beta-rule and splitting (112), into two cases.
% 67.26/32.11  																																									|-Branch one:
% 67.26/32.11  																																									| (635) all_0_44_44 = e1
% 67.26/32.11  																																									|
% 67.26/32.11  																																										| Combining equations (635,446) yields a new equation:
% 67.26/32.11  																																										| (630) e4 = e1
% 67.26/32.11  																																										|
% 67.26/32.11  																																										| Equations (630) can reduce 110 to:
% 67.26/32.11  																																										| (266) $false
% 67.26/32.11  																																										|
% 67.26/32.11  																																										|-The branch is then unsatisfiable
% 67.26/32.11  																																									|-Branch two:
% 67.26/32.11  																																									| (639)  ~ (all_0_44_44 = e1)
% 67.26/32.11  																																									| (640) all_0_49_49 = e1 | all_0_53_53 = e1 | all_0_58_58 = e1
% 67.26/32.11  																																									|
% 67.26/32.11  																																										+-Applying beta-rule and splitting (54), into two cases.
% 67.26/32.11  																																										|-Branch one:
% 67.26/32.11  																																										| (583) all_0_49_49 = e2
% 67.26/32.11  																																										|
% 67.26/32.11  																																											| Equations (583) can reduce 340 to:
% 67.26/32.11  																																											| (266) $false
% 67.26/32.11  																																											|
% 67.26/32.11  																																											|-The branch is then unsatisfiable
% 67.26/32.11  																																										|-Branch two:
% 67.26/32.11  																																										| (340)  ~ (all_0_49_49 = e2)
% 67.26/32.11  																																										| (586) all_0_49_49 = e4 | all_0_49_49 = e3 | all_0_49_49 = e1 | all_0_49_49 = e0
% 67.26/32.11  																																										|
% 67.26/32.11  																																											+-Applying beta-rule and splitting (7), into two cases.
% 67.26/32.11  																																											|-Branch one:
% 67.26/32.11  																																											| (504) all_0_51_51 = e2
% 67.26/32.11  																																											|
% 67.26/32.11  																																												| Equations (504) can reduce 1099 to:
% 67.26/32.11  																																												| (266) $false
% 67.26/32.11  																																												|
% 67.26/32.11  																																												|-The branch is then unsatisfiable
% 67.26/32.11  																																											|-Branch two:
% 67.26/32.11  																																											| (1099)  ~ (all_0_51_51 = e2)
% 67.26/32.11  																																											| (1100) all_0_51_51 = e4 | all_0_51_51 = e3 | all_0_51_51 = e1
% 67.26/32.11  																																											|
% 67.26/32.11  																																												+-Applying beta-rule and splitting (1100), into two cases.
% 67.26/32.11  																																												|-Branch one:
% 67.26/32.11  																																												| (1101) all_0_51_51 = e4
% 67.26/32.11  																																												|
% 67.26/32.11  																																													| Equations (1101) can reduce 475 to:
% 67.26/32.11  																																													| (266) $false
% 67.26/32.11  																																													|
% 67.26/32.11  																																													|-The branch is then unsatisfiable
% 67.26/32.11  																																												|-Branch two:
% 67.26/32.11  																																												| (475)  ~ (all_0_51_51 = e4)
% 67.26/32.11  																																												| (1104) all_0_51_51 = e3 | all_0_51_51 = e1
% 67.26/32.11  																																												|
% 67.26/32.11  																																													+-Applying beta-rule and splitting (164), into two cases.
% 67.26/32.11  																																													|-Branch one:
% 67.26/32.11  																																													| (471) all_0_39_39 = e4
% 67.26/32.11  																																													|
% 67.26/32.11  																																														| Combining equations (471,317) yields a new equation:
% 67.26/32.11  																																														| (322) e4 = e2
% 67.26/32.11  																																														|
% 67.26/32.11  																																														| Simplifying 322 yields:
% 67.26/32.11  																																														| (323) e4 = e2
% 67.26/32.11  																																														|
% 67.26/32.11  																																														| Equations (323) can reduce 48 to:
% 67.26/32.11  																																														| (266) $false
% 67.26/32.11  																																														|
% 67.26/32.11  																																														|-The branch is then unsatisfiable
% 67.26/32.11  																																													|-Branch two:
% 67.26/32.11  																																													| (1377)  ~ (all_0_39_39 = e4)
% 67.26/32.11  																																													| (2115) all_0_42_42 = e4 | all_0_47_47 = e4 | all_0_51_51 = e4 | all_0_56_56 = e4
% 67.26/32.11  																																													|
% 67.26/32.11  																																														+-Applying beta-rule and splitting (586), into two cases.
% 67.26/32.11  																																														|-Branch one:
% 67.26/32.11  																																														| (974) all_0_49_49 = e4
% 67.26/32.11  																																														|
% 67.26/32.11  																																															| Equations (974) can reduce 256 to:
% 67.26/32.11  																																															| (266) $false
% 67.26/32.11  																																															|
% 67.26/32.11  																																															|-The branch is then unsatisfiable
% 67.26/32.11  																																														|-Branch two:
% 67.26/32.11  																																														| (256)  ~ (all_0_49_49 = e4)
% 67.26/32.11  																																														| (977) all_0_49_49 = e3 | all_0_49_49 = e1 | all_0_49_49 = e0
% 67.26/32.11  																																														|
% 67.26/32.11  																																															+-Applying beta-rule and splitting (2115), into two cases.
% 67.26/32.11  																																															|-Branch one:
% 67.26/32.11  																																															| (1392) all_0_42_42 = e4
% 67.26/32.11  																																															|
% 67.26/32.11  																																																| Combining equations (1392,516) yields a new equation:
% 67.26/32.11  																																																| (424) e4 = e3
% 67.26/32.11  																																																|
% 67.26/32.11  																																																| Simplifying 424 yields:
% 67.26/32.11  																																																| (425) e4 = e3
% 67.26/32.11  																																																|
% 67.26/32.11  																																																| Equations (425) can reduce 188 to:
% 67.26/32.11  																																																| (266) $false
% 67.26/32.11  																																																|
% 67.26/32.11  																																																|-The branch is then unsatisfiable
% 67.26/32.11  																																															|-Branch two:
% 67.26/32.11  																																															| (1890)  ~ (all_0_42_42 = e4)
% 67.26/32.11  																																															| (2246) all_0_47_47 = e4 | all_0_51_51 = e4 | all_0_56_56 = e4
% 67.26/32.11  																																															|
% 67.26/32.11  																																																+-Applying beta-rule and splitting (61457), into two cases.
% 67.26/32.11  																																																|-Branch one:
% 67.26/32.11  																																																| (770) all_0_46_46 = e4
% 67.26/32.11  																																																|
% 67.26/32.11  																																																	| Combining equations (538,770) yields a new equation:
% 67.26/32.11  																																																	| (397) e4 = e0
% 67.26/32.11  																																																	|
% 67.26/32.11  																																																	| Equations (397) can reduce 49 to:
% 67.26/32.11  																																																	| (266) $false
% 67.26/32.11  																																																	|
% 67.26/32.11  																																																	|-The branch is then unsatisfiable
% 67.26/32.11  																																																|-Branch two:
% 67.26/32.11  																																																| (250)  ~ (all_0_46_46 = e4)
% 67.26/32.11  																																																| (61466) all_0_47_47 = e4 | all_0_48_48 = e4 | all_0_49_49 = e4
% 67.26/32.11  																																																|
% 67.26/32.11  																																																	| Equations (538) can reduce 250 to:
% 67.26/32.11  																																																	| (401)  ~ (e4 = e0)
% 67.26/32.11  																																																	|
% 67.26/32.11  																																																	| Simplifying 401 yields:
% 67.26/32.11  																																																	| (49)  ~ (e4 = e0)
% 67.26/32.11  																																																	|
% 67.26/32.11  																																																	+-Applying beta-rule and splitting (977), into two cases.
% 67.26/32.11  																																																	|-Branch one:
% 67.26/32.11  																																																	| (978) all_0_49_49 = e0
% 67.26/32.11  																																																	|
% 67.26/32.11  																																																		| Equations (978) can reduce 487 to:
% 67.26/32.11  																																																		| (266) $false
% 67.26/32.11  																																																		|
% 67.26/32.11  																																																		|-The branch is then unsatisfiable
% 67.26/32.11  																																																	|-Branch two:
% 67.26/32.11  																																																	| (487)  ~ (all_0_49_49 = e0)
% 67.26/32.11  																																																	| (981) all_0_49_49 = e3 | all_0_49_49 = e1
% 67.26/32.11  																																																	|
% 67.26/32.11  																																																		+-Applying beta-rule and splitting (640), into two cases.
% 67.26/32.11  																																																		|-Branch one:
% 67.26/32.11  																																																		| (671) all_0_49_49 = e1
% 67.26/32.11  																																																		|
% 67.26/32.11  																																																			| From (671) and (55) follows:
% 67.26/32.11  																																																			| (673) op(e2, e0) = e1
% 67.26/32.11  																																																			|
% 67.26/32.11  																																																			+-Applying beta-rule and splitting (2246), into two cases.
% 67.26/32.11  																																																			|-Branch one:
% 67.26/32.11  																																																			| (1790) all_0_47_47 = e4
% 67.26/32.11  																																																			|
% 67.26/32.11  																																																				| From (1790) and (23) follows:
% 67.26/32.11  																																																				| (61903) op(e2, e2) = e4
% 67.26/32.11  																																																				|
% 67.26/32.11  																																																				+-Applying beta-rule and splitting (1104), into two cases.
% 67.26/32.11  																																																				|-Branch one:
% 67.26/32.11  																																																				| (1109) all_0_51_51 = e1
% 67.26/32.11  																																																				|
% 67.26/32.11  																																																					| Equations (1109) can reduce 115 to:
% 67.26/32.11  																																																					| (233)  ~ (e1 = e0)
% 67.26/32.11  																																																					|
% 67.26/32.11  																																																					| From (1109) and (186) follows:
% 67.26/32.11  																																																					| (699) op(e1, e2) = e1
% 67.26/32.11  																																																					|
% 67.26/32.11  																																																					+-Applying beta-rule and splitting (56), into two cases.
% 67.26/32.11  																																																					|-Branch one:
% 67.26/32.11  																																																					| (696) unit = e2
% 67.26/32.11  																																																					|
% 67.26/32.11  																																																						| From (696) and (244) follows:
% 67.26/32.11  																																																						| (264) op(e2, e4) = e4
% 67.26/32.11  																																																						|
% 67.26/32.11  																																																						| From (696) and (24) follows:
% 67.26/32.12  																																																						| (697) op(e2, e3) = e3
% 67.26/32.12  																																																						|
% 67.26/32.12  																																																						| From (696) and (211) follows:
% 67.26/32.12  																																																						| (1612) op(e2, e1) = e1
% 67.26/32.12  																																																						|
% 67.26/32.12  																																																						| From (696) and (32) follows:
% 67.26/32.12  																																																						| (698) op(e2, e2) = e2
% 67.26/32.12  																																																						|
% 67.26/32.12  																																																						| Instantiating formula (29) with e2, e4, e4, e3 and discharging atoms op(e2, e4) = e4, op(e2, e4) = e3, yields:
% 67.26/32.12  																																																						| (425) e4 = e3
% 67.26/32.12  																																																						|
% 67.26/32.12  																																																						| Instantiating formula (29) with e2, e3, e3, e0 and discharging atoms op(e2, e3) = e3, op(e2, e3) = e0, yields:
% 67.26/32.12  																																																						| (676) e3 = e0
% 67.26/32.12  																																																						|
% 67.26/32.12  																																																						| Instantiating formula (29) with e2, e2, e2, e4 and discharging atoms op(e2, e2) = e4, op(e2, e2) = e2, yields:
% 67.26/32.12  																																																						| (323) e4 = e2
% 67.26/32.12  																																																						|
% 67.26/32.12  																																																						| Instantiating formula (29) with e2, e1, e1, e2 and discharging atoms op(e2, e1) = e2, op(e2, e1) = e1, yields:
% 67.26/32.12  																																																						| (617) e2 = e1
% 67.26/32.12  																																																						|
% 67.26/32.12  																																																						| Combining equations (323,425) yields a new equation:
% 67.26/32.12  																																																						| (662) e3 = e2
% 67.26/32.12  																																																						|
% 67.26/32.12  																																																						| Combining equations (662,676) yields a new equation:
% 67.26/32.12  																																																						| (391) e2 = e0
% 67.26/32.12  																																																						|
% 67.26/32.12  																																																						| Simplifying 391 yields:
% 67.26/32.12  																																																						| (330) e2 = e0
% 67.26/32.12  																																																						|
% 67.26/32.12  																																																						| Combining equations (330,617) yields a new equation:
% 67.26/32.12  																																																						| (431) e1 = e0
% 67.26/32.12  																																																						|
% 67.26/32.12  																																																						| Equations (431) can reduce 233 to:
% 67.26/32.12  																																																						| (266) $false
% 67.26/32.12  																																																						|
% 67.26/32.12  																																																						|-The branch is then unsatisfiable
% 67.26/32.12  																																																					|-Branch two:
% 67.26/32.12  																																																					| (707)  ~ (unit = e2)
% 67.26/32.12  																																																					| (708) unit = e4 | unit = e3 | unit = e1 | unit = e0
% 67.26/32.12  																																																					|
% 67.26/32.12  																																																						+-Applying beta-rule and splitting (708), into two cases.
% 67.26/32.12  																																																						|-Branch one:
% 67.26/32.12  																																																						| (709) unit = e4
% 67.26/32.12  																																																						|
% 67.26/32.12  																																																							| From (709) and (24) follows:
% 67.26/32.12  																																																							| (33325) op(e4, e3) = e3
% 67.26/32.12  																																																							|
% 67.26/32.12  																																																							| From (709) and (211) follows:
% 67.26/32.12  																																																							| (22527) op(e4, e1) = e1
% 67.26/32.12  																																																							|
% 67.26/32.12  																																																							| From (709) and (32) follows:
% 67.26/32.12  																																																							| (712) op(e2, e4) = e2
% 67.26/32.12  																																																							|
% 67.26/32.12  																																																							| From (709) and (42) follows:
% 67.26/32.12  																																																							| (713) op(e0, e4) = e0
% 67.26/32.12  																																																							|
% 67.26/32.12  																																																							| Instantiating formula (29) with e4, e3, e3, e4 and discharging atoms op(e4, e3) = e4, op(e4, e3) = e3, yields:
% 67.26/32.12  																																																							| (425) e4 = e3
% 67.26/32.12  																																																							|
% 67.26/32.12  																																																							| Instantiating formula (29) with e4, e1, e1, e3 and discharging atoms op(e4, e1) = e3, op(e4, e1) = e1, yields:
% 67.26/32.12  																																																							| (455) e3 = e1
% 67.26/32.12  																																																							|
% 67.26/32.12  																																																							| Instantiating formula (29) with e2, e4, e2, e3 and discharging atoms op(e2, e4) = e3, op(e2, e4) = e2, yields:
% 67.26/32.12  																																																							| (662) e3 = e2
% 67.26/32.12  																																																							|
% 67.26/32.12  																																																							| Instantiating formula (29) with e0, e4, e0, e4 and discharging atoms op(e0, e4) = e4, op(e0, e4) = e0, yields:
% 67.26/32.12  																																																							| (397) e4 = e0
% 67.26/32.12  																																																							|
% 67.26/32.12  																																																							| Combining equations (425,397) yields a new equation:
% 67.26/32.12  																																																							| (675) e3 = e0
% 67.26/32.12  																																																							|
% 67.26/32.12  																																																							| Simplifying 675 yields:
% 67.26/32.12  																																																							| (676) e3 = e0
% 67.26/32.12  																																																							|
% 67.26/32.12  																																																							| Combining equations (676,662) yields a new equation:
% 67.26/32.12  																																																							| (330) e2 = e0
% 67.26/32.12  																																																							|
% 67.26/32.12  																																																							| Combining equations (455,662) yields a new equation:
% 67.26/32.12  																																																							| (617) e2 = e1
% 67.26/32.12  																																																							|
% 67.26/32.12  																																																							| Combining equations (617,330) yields a new equation:
% 67.26/32.12  																																																							| (546) e1 = e0
% 67.26/32.12  																																																							|
% 67.26/32.12  																																																							| Simplifying 546 yields:
% 67.26/32.12  																																																							| (431) e1 = e0
% 67.26/32.12  																																																							|
% 67.26/32.12  																																																							| Equations (431) can reduce 233 to:
% 67.26/32.12  																																																							| (266) $false
% 67.26/32.12  																																																							|
% 67.26/32.12  																																																							|-The branch is then unsatisfiable
% 67.26/32.12  																																																						|-Branch two:
% 67.26/32.12  																																																						| (724)  ~ (unit = e4)
% 67.26/32.12  																																																						| (725) unit = e3 | unit = e1 | unit = e0
% 67.26/32.12  																																																						|
% 67.26/32.12  																																																							+-Applying beta-rule and splitting (725), into two cases.
% 67.26/32.12  																																																							|-Branch one:
% 67.26/32.12  																																																							| (726) unit = e0
% 67.26/32.12  																																																							|
% 67.26/32.12  																																																								| From (726) and (32) follows:
% 67.26/32.12  																																																								| (727) op(e2, e0) = e2
% 67.26/32.12  																																																								|
% 67.26/32.12  																																																								| From (726) and (42) follows:
% 67.26/32.12  																																																								| (728) op(e0, e0) = e0
% 67.26/32.12  																																																								|
% 67.26/32.12  																																																								| Instantiating formula (29) with e2, e0, e2, e1 and discharging atoms op(e2, e0) = e2, op(e2, e0) = e1, yields:
% 67.26/32.12  																																																								| (617) e2 = e1
% 67.26/32.12  																																																								|
% 67.26/32.12  																																																								| Instantiating formula (29) with e0, e0, e0, e2 and discharging atoms op(e0, e0) = e2, op(e0, e0) = e0, yields:
% 67.26/32.12  																																																								| (330) e2 = e0
% 67.26/32.12  																																																								|
% 67.26/32.12  																																																								| Combining equations (617,330) yields a new equation:
% 67.26/32.12  																																																								| (546) e1 = e0
% 67.26/32.12  																																																								|
% 67.26/32.12  																																																								| Simplifying 546 yields:
% 67.26/32.12  																																																								| (431) e1 = e0
% 67.26/32.12  																																																								|
% 67.26/32.12  																																																								| Equations (431) can reduce 233 to:
% 67.26/32.12  																																																								| (266) $false
% 67.26/32.12  																																																								|
% 67.26/32.12  																																																								|-The branch is then unsatisfiable
% 67.26/32.12  																																																							|-Branch two:
% 67.26/32.12  																																																							| (734)  ~ (unit = e0)
% 67.26/32.12  																																																							| (735) unit = e3 | unit = e1
% 67.26/32.12  																																																							|
% 67.26/32.12  																																																								+-Applying beta-rule and splitting (735), into two cases.
% 67.26/32.12  																																																								|-Branch one:
% 67.26/32.12  																																																								| (736) unit = e1
% 67.26/32.12  																																																								|
% 67.26/32.12  																																																									| Equations (736) can reduce 734 to:
% 67.26/32.12  																																																									| (233)  ~ (e1 = e0)
% 67.26/32.12  																																																									|
% 67.26/32.12  																																																									| From (736) and (244) follows:
% 67.26/32.12  																																																									| (738) op(e1, e4) = e4
% 67.26/32.12  																																																									|
% 67.26/32.12  																																																									| From (736) and (24) follows:
% 67.26/32.12  																																																									| (1934) op(e1, e3) = e3
% 67.26/32.12  																																																									|
% 67.26/32.12  																																																									| From (736) and (15) follows:
% 67.26/32.12  																																																									| (515) op(e1, e2) = e2
% 67.26/32.12  																																																									|
% 67.26/32.12  																																																									| From (736) and (227) follows:
% 67.26/32.12  																																																									| (739) op(e4, e1) = e4
% 67.26/32.12  																																																									|
% 67.26/32.12  																																																									| Instantiating formula (29) with e4, e1, e4, e3 and discharging atoms op(e4, e1) = e4, op(e4, e1) = e3, yields:
% 67.26/32.12  																																																									| (425) e4 = e3
% 67.26/32.12  																																																									|
% 67.26/32.12  																																																									| Instantiating formula (29) with e1, e4, e4, e0 and discharging atoms op(e1, e4) = e4, op(e1, e4) = e0, yields:
% 67.26/32.12  																																																									| (397) e4 = e0
% 67.26/32.12  																																																									|
% 67.26/32.12  																																																									| Instantiating formula (29) with e1, e3, e3, e2 and discharging atoms op(e1, e3) = e3, op(e1, e3) = e2, yields:
% 67.26/32.12  																																																									| (662) e3 = e2
% 67.26/32.12  																																																									|
% 67.26/32.12  																																																									| Instantiating formula (29) with e1, e2, e2, e1 and discharging atoms op(e1, e2) = e2, op(e1, e2) = e1, yields:
% 67.26/32.12  																																																									| (617) e2 = e1
% 67.26/32.12  																																																									|
% 67.26/32.12  																																																									| Combining equations (425,397) yields a new equation:
% 67.26/32.12  																																																									| (675) e3 = e0
% 67.26/32.12  																																																									|
% 67.26/32.12  																																																									| Simplifying 675 yields:
% 67.26/32.12  																																																									| (676) e3 = e0
% 67.26/32.12  																																																									|
% 67.26/32.12  																																																									| Combining equations (662,676) yields a new equation:
% 67.26/32.12  																																																									| (391) e2 = e0
% 67.26/32.12  																																																									|
% 67.26/32.12  																																																									| Simplifying 391 yields:
% 67.26/32.12  																																																									| (330) e2 = e0
% 67.26/32.12  																																																									|
% 67.26/32.12  																																																									| Combining equations (330,617) yields a new equation:
% 67.26/32.12  																																																									| (431) e1 = e0
% 67.26/32.12  																																																									|
% 67.26/32.12  																																																									| Equations (431) can reduce 233 to:
% 67.26/32.12  																																																									| (266) $false
% 67.26/32.12  																																																									|
% 67.26/32.12  																																																									|-The branch is then unsatisfiable
% 67.26/32.12  																																																								|-Branch two:
% 67.26/32.12  																																																								| (748)  ~ (unit = e1)
% 67.26/32.12  																																																								| (749) unit = e3
% 67.26/32.12  																																																								|
% 67.26/32.12  																																																									| From (749) and (15) follows:
% 67.26/32.12  																																																									| (751) op(e3, e2) = e2
% 67.26/32.12  																																																									|
% 67.26/32.12  																																																									| From (749) and (28) follows:
% 67.26/32.12  																																																									| (2235) op(e1, e3) = e1
% 67.26/32.12  																																																									|
% 67.26/32.12  																																																									| From (749) and (42) follows:
% 67.26/32.12  																																																									| (752) op(e0, e3) = e0
% 67.26/32.12  																																																									|
% 67.26/32.12  																																																									| Instantiating formula (29) with e3, e2, e2, e3 and discharging atoms op(e3, e2) = e3, op(e3, e2) = e2, yields:
% 67.26/32.12  																																																									| (662) e3 = e2
% 67.26/32.12  																																																									|
% 67.26/32.12  																																																									| Instantiating formula (29) with e1, e3, e1, e2 and discharging atoms op(e1, e3) = e2, op(e1, e3) = e1, yields:
% 67.26/32.12  																																																									| (617) e2 = e1
% 67.26/32.12  																																																									|
% 67.26/32.12  																																																									| Instantiating formula (29) with e0, e3, e0, e3 and discharging atoms op(e0, e3) = e3, op(e0, e3) = e0, yields:
% 67.26/32.12  																																																									| (676) e3 = e0
% 67.26/32.12  																																																									|
% 67.26/32.12  																																																									| Combining equations (662,676) yields a new equation:
% 67.26/32.12  																																																									| (391) e2 = e0
% 67.26/32.12  																																																									|
% 67.26/32.12  																																																									| Simplifying 391 yields:
% 67.26/32.12  																																																									| (330) e2 = e0
% 67.26/32.12  																																																									|
% 67.26/32.12  																																																									| Combining equations (617,330) yields a new equation:
% 67.26/32.12  																																																									| (546) e1 = e0
% 67.26/32.12  																																																									|
% 67.26/32.12  																																																									| Simplifying 546 yields:
% 67.26/32.12  																																																									| (431) e1 = e0
% 67.26/32.12  																																																									|
% 67.26/32.12  																																																									| Equations (431) can reduce 233 to:
% 67.26/32.12  																																																									| (266) $false
% 67.26/32.12  																																																									|
% 67.26/32.12  																																																									|-The branch is then unsatisfiable
% 67.26/32.12  																																																				|-Branch two:
% 67.26/32.12  																																																				| (464)  ~ (all_0_51_51 = e1)
% 67.26/32.12  																																																				| (660) all_0_51_51 = e3
% 67.26/32.12  																																																				|
% 67.26/32.12  																																																					| Equations (660) can reduce 664 to:
% 67.26/32.12  																																																					| (266) $false
% 67.26/32.12  																																																					|
% 67.26/32.12  																																																					|-The branch is then unsatisfiable
% 67.26/32.12  																																																			|-Branch two:
% 67.26/32.12  																																																			| (252)  ~ (all_0_47_47 = e4)
% 67.26/32.12  																																																			| (6548) all_0_51_51 = e4 | all_0_56_56 = e4
% 67.26/32.12  																																																			|
% 67.26/32.12  																																																				+-Applying beta-rule and splitting (1104), into two cases.
% 67.26/32.12  																																																				|-Branch one:
% 67.26/32.12  																																																				| (1109) all_0_51_51 = e1
% 67.26/32.12  																																																				|
% 67.26/32.12  																																																					| Equations (1109) can reduce 475 to:
% 67.26/32.12  																																																					| (602)  ~ (e4 = e1)
% 67.26/32.12  																																																					|
% 67.26/32.12  																																																					| Simplifying 602 yields:
% 67.26/32.12  																																																					| (110)  ~ (e4 = e1)
% 67.26/32.12  																																																					|
% 67.26/32.12  																																																					+-Applying beta-rule and splitting (6548), into two cases.
% 67.26/32.12  																																																					|-Branch one:
% 67.26/32.12  																																																					| (1101) all_0_51_51 = e4
% 67.26/32.12  																																																					|
% 67.26/32.12  																																																						| Combining equations (1109,1101) yields a new equation:
% 67.26/32.12  																																																						| (630) e4 = e1
% 67.26/32.12  																																																						|
% 67.26/32.12  																																																						| Equations (630) can reduce 110 to:
% 67.26/32.12  																																																						| (266) $false
% 67.26/32.12  																																																						|
% 67.26/32.12  																																																						|-The branch is then unsatisfiable
% 67.26/32.12  																																																					|-Branch two:
% 67.26/32.12  																																																					| (475)  ~ (all_0_51_51 = e4)
% 67.26/32.12  																																																					| (842) all_0_56_56 = e4
% 67.26/32.12  																																																					|
% 67.26/32.12  																																																						| Combining equations (679,842) yields a new equation:
% 67.26/32.12  																																																						| (397) e4 = e0
% 67.26/32.12  																																																						|
% 67.26/32.12  																																																						| Equations (397) can reduce 49 to:
% 67.26/32.12  																																																						| (266) $false
% 67.26/32.12  																																																						|
% 67.26/32.12  																																																						|-The branch is then unsatisfiable
% 67.26/32.12  																																																				|-Branch two:
% 67.26/32.12  																																																				| (464)  ~ (all_0_51_51 = e1)
% 67.26/32.12  																																																				| (660) all_0_51_51 = e3
% 67.26/32.12  																																																				|
% 67.26/32.12  																																																					| Equations (660) can reduce 664 to:
% 67.26/32.12  																																																					| (266) $false
% 67.26/32.12  																																																					|
% 67.26/32.12  																																																					|-The branch is then unsatisfiable
% 67.26/32.12  																																																		|-Branch two:
% 67.26/32.12  																																																		| (1064)  ~ (all_0_49_49 = e1)
% 67.26/32.12  																																																		| (2141) all_0_53_53 = e1 | all_0_58_58 = e1
% 67.26/32.12  																																																		|
% 67.26/32.12  																																																			+-Applying beta-rule and splitting (981), into two cases.
% 67.26/32.12  																																																			|-Branch one:
% 67.26/32.12  																																																			| (671) all_0_49_49 = e1
% 67.26/32.12  																																																			|
% 67.26/32.12  																																																				| Equations (671) can reduce 1064 to:
% 67.26/32.12  																																																				| (266) $false
% 67.26/32.12  																																																				|
% 67.26/32.12  																																																				|-The branch is then unsatisfiable
% 67.26/32.12  																																																			|-Branch two:
% 67.26/32.12  																																																			| (1064)  ~ (all_0_49_49 = e1)
% 67.26/32.12  																																																			| (884) all_0_49_49 = e3
% 67.26/32.12  																																																			|
% 67.26/32.12  																																																				| Equations (884) can reduce 525 to:
% 67.26/32.12  																																																				| (266) $false
% 67.26/32.12  																																																				|
% 67.26/32.12  																																																				|-The branch is then unsatisfiable
% 67.26/32.12  																																					|-Branch two:
% 67.26/32.12  																																					| (1390)  ~ (all_0_44_44 = e4)
% 67.26/32.12  																																					| (1391) all_0_44_44 = e3 | all_0_44_44 = e1 | all_0_44_44 = e0
% 67.26/32.12  																																					|
% 67.26/32.12  																																						+-Applying beta-rule and splitting (418), into two cases.
% 67.26/32.12  																																						|-Branch one:
% 67.26/32.12  																																						| (660) all_0_51_51 = e3
% 67.26/32.12  																																						|
% 67.26/32.12  																																							| Equations (660) can reduce 664 to:
% 67.26/32.12  																																							| (266) $false
% 67.26/32.12  																																							|
% 67.26/32.12  																																							|-The branch is then unsatisfiable
% 67.26/32.12  																																						|-Branch two:
% 67.26/32.12  																																						| (664)  ~ (all_0_51_51 = e3)
% 67.26/32.12  																																						| (665) all_0_53_53 = e3
% 67.26/32.12  																																						|
% 67.26/32.12  																																							| Equations (665) can reduce 220 to:
% 67.26/32.12  																																							| (407)  ~ (all_0_44_44 = e3)
% 67.26/32.12  																																							|
% 67.26/32.12  																																							+-Applying beta-rule and splitting (112), into two cases.
% 67.26/32.12  																																							|-Branch one:
% 67.26/32.12  																																							| (635) all_0_44_44 = e1
% 67.26/32.12  																																							|
% 67.26/32.12  																																								| Equations (635) can reduce 639 to:
% 67.26/32.12  																																								| (266) $false
% 67.26/32.12  																																								|
% 67.26/32.12  																																								|-The branch is then unsatisfiable
% 67.26/32.12  																																							|-Branch two:
% 67.26/32.12  																																							| (639)  ~ (all_0_44_44 = e1)
% 67.26/32.12  																																							| (640) all_0_49_49 = e1 | all_0_53_53 = e1 | all_0_58_58 = e1
% 67.26/32.12  																																							|
% 67.26/32.12  																																								+-Applying beta-rule and splitting (160), into two cases.
% 67.26/32.12  																																								|-Branch one:
% 67.26/32.12  																																								| (601) all_0_50_50 = e1
% 67.26/32.12  																																								|
% 67.26/32.12  																																									| Combining equations (378,601) yields a new equation:
% 67.26/32.12  																																									| (616) e2 = e1
% 67.26/32.12  																																									|
% 67.26/32.12  																																									| Simplifying 616 yields:
% 67.26/32.12  																																									| (617) e2 = e1
% 67.26/32.12  																																									|
% 67.26/32.12  																																									| Equations (617) can reduce 122 to:
% 67.26/32.12  																																									| (266) $false
% 67.26/32.12  																																									|
% 67.26/32.12  																																									|-The branch is then unsatisfiable
% 67.26/32.12  																																								|-Branch two:
% 67.26/32.12  																																								| (759)  ~ (all_0_50_50 = e1)
% 67.26/32.12  																																								| (1168) all_0_51_51 = e1 | all_0_52_52 = e1 | all_0_53_53 = e1
% 67.26/32.12  																																								|
% 67.26/32.12  																																									| Equations (378) can reduce 759 to:
% 67.26/32.12  																																									| (122)  ~ (e2 = e1)
% 67.26/32.12  																																									|
% 67.26/32.12  																																									+-Applying beta-rule and splitting (1391), into two cases.
% 67.26/32.12  																																									|-Branch one:
% 67.26/32.13  																																									| (1414) all_0_44_44 = e0
% 67.26/32.13  																																									|
% 67.26/32.13  																																										| Equations (1414) can reduce 360 to:
% 67.26/32.13  																																										| (266) $false
% 67.26/32.13  																																										|
% 67.26/32.13  																																										|-The branch is then unsatisfiable
% 67.26/32.13  																																									|-Branch two:
% 67.26/32.13  																																									| (360)  ~ (all_0_44_44 = e0)
% 67.26/32.13  																																									| (1417) all_0_44_44 = e3 | all_0_44_44 = e1
% 67.26/32.13  																																									|
% 67.26/32.13  																																										+-Applying beta-rule and splitting (640), into two cases.
% 67.26/32.13  																																										|-Branch one:
% 67.26/32.13  																																										| (671) all_0_49_49 = e1
% 67.26/32.13  																																										|
% 67.26/32.13  																																											| Equations (671) can reduce 9 to:
% 67.26/32.13  																																											| (639)  ~ (all_0_44_44 = e1)
% 67.26/32.13  																																											|
% 67.26/32.13  																																											+-Applying beta-rule and splitting (1417), into two cases.
% 67.26/32.13  																																											|-Branch one:
% 67.26/32.13  																																											| (635) all_0_44_44 = e1
% 67.26/32.13  																																											|
% 67.26/32.13  																																												| Equations (635) can reduce 639 to:
% 67.26/32.13  																																												| (266) $false
% 67.26/32.13  																																												|
% 67.26/32.13  																																												|-The branch is then unsatisfiable
% 67.26/32.13  																																											|-Branch two:
% 67.26/32.13  																																											| (639)  ~ (all_0_44_44 = e1)
% 67.26/32.13  																																											| (532) all_0_44_44 = e3
% 67.26/32.13  																																											|
% 67.26/32.13  																																												| Equations (532) can reduce 407 to:
% 67.26/32.13  																																												| (266) $false
% 67.26/32.13  																																												|
% 67.26/32.13  																																												|-The branch is then unsatisfiable
% 67.26/32.13  																																										|-Branch two:
% 67.26/32.13  																																										| (1064)  ~ (all_0_49_49 = e1)
% 67.26/32.13  																																										| (2141) all_0_53_53 = e1 | all_0_58_58 = e1
% 67.26/32.13  																																										|
% 67.26/32.13  																																											+-Applying beta-rule and splitting (2141), into two cases.
% 67.26/32.13  																																											|-Branch one:
% 67.26/32.13  																																											| (1208) all_0_53_53 = e1
% 67.26/32.13  																																											|
% 67.26/32.13  																																												| Combining equations (665,1208) yields a new equation:
% 67.26/32.13  																																												| (454) e3 = e1
% 67.26/32.13  																																												|
% 67.26/32.13  																																												| Simplifying 454 yields:
% 67.26/32.13  																																												| (455) e3 = e1
% 67.26/32.13  																																												|
% 67.26/32.13  																																												| Equations (455) can reduce 213 to:
% 67.26/32.13  																																												| (266) $false
% 67.26/32.13  																																												|
% 67.26/32.13  																																												|-The branch is then unsatisfiable
% 67.26/32.13  																																											|-Branch two:
% 67.26/32.13  																																											| (1459)  ~ (all_0_53_53 = e1)
% 67.26/32.13  																																											| (918) all_0_58_58 = e1
% 67.26/32.13  																																											|
% 67.26/32.13  																																												| Combining equations (918,624) yields a new equation:
% 67.26/32.13  																																												| (617) e2 = e1
% 67.26/32.13  																																												|
% 67.26/32.13  																																												| Equations (617) can reduce 122 to:
% 67.26/32.13  																																												| (266) $false
% 67.26/32.13  																																												|
% 67.26/32.13  																																												|-The branch is then unsatisfiable
% 67.26/32.13  																																				|-Branch two:
% 67.26/32.13  																																				| (405)  ~ (all_0_42_42 = e3)
% 67.26/32.13  																																				| (521) all_0_47_47 = e3 | all_0_51_51 = e3 | all_0_56_56 = e3
% 67.26/32.13  																																				|
% 67.26/32.13  																																					+-Applying beta-rule and splitting (152), into two cases.
% 67.26/32.13  																																					|-Branch one:
% 67.26/32.13  																																					| (1392) all_0_42_42 = e4
% 67.26/32.13  																																					|
% 67.26/32.13  																																						| Equations (1392) can reduce 198 to:
% 67.26/32.13  																																						| (251)  ~ (all_0_47_47 = e4)
% 67.26/32.13  																																						|
% 67.26/32.13  																																						| Simplifying 251 yields:
% 67.26/32.13  																																						| (252)  ~ (all_0_47_47 = e4)
% 67.26/32.13  																																						|
% 67.26/32.13  																																						| Equations (1392) can reduce 1380 to:
% 67.26/32.13  																																						| (110)  ~ (e4 = e1)
% 67.26/32.13  																																						|
% 67.26/32.13  																																						+-Applying beta-rule and splitting (105), into two cases.
% 67.26/32.13  																																						|-Branch one:
% 67.26/32.13  																																						| (1105) all_0_47_47 = e2
% 67.26/32.13  																																						|
% 67.26/32.13  																																							| Equations (1105) can reduce 338 to:
% 67.26/32.13  																																							| (266) $false
% 67.26/32.13  																																							|
% 67.26/32.13  																																							|-The branch is then unsatisfiable
% 67.26/32.13  																																						|-Branch two:
% 67.26/32.13  																																						| (338)  ~ (all_0_47_47 = e2)
% 67.26/32.13  																																						| (1789) all_0_47_47 = e4 | all_0_47_47 = e3 | all_0_47_47 = e1 | all_0_47_47 = e0
% 67.26/32.13  																																						|
% 67.26/32.13  																																							+-Applying beta-rule and splitting (521), into two cases.
% 67.26/32.13  																																							|-Branch one:
% 67.26/32.13  																																							| (522) all_0_47_47 = e3
% 67.26/32.13  																																							|
% 67.26/32.13  																																								| Equations (522) can reduce 1091 to:
% 67.26/32.13  																																								| (266) $false
% 67.26/32.13  																																								|
% 67.26/32.13  																																								|-The branch is then unsatisfiable
% 67.26/32.13  																																							|-Branch two:
% 67.26/32.13  																																							| (1091)  ~ (all_0_47_47 = e3)
% 67.26/32.13  																																							| (1092) all_0_51_51 = e3 | all_0_56_56 = e3
% 67.26/32.13  																																							|
% 67.26/32.13  																																								+-Applying beta-rule and splitting (1789), into two cases.
% 67.26/32.13  																																								|-Branch one:
% 67.26/32.13  																																								| (1790) all_0_47_47 = e4
% 67.26/32.13  																																								|
% 67.26/32.13  																																									| Equations (1790) can reduce 252 to:
% 67.26/32.13  																																									| (266) $false
% 67.26/32.13  																																									|
% 67.26/32.13  																																									|-The branch is then unsatisfiable
% 67.26/32.13  																																								|-Branch two:
% 67.26/32.13  																																								| (252)  ~ (all_0_47_47 = e4)
% 67.26/32.13  																																								| (1793) all_0_47_47 = e3 | all_0_47_47 = e1 | all_0_47_47 = e0
% 67.26/32.13  																																								|
% 67.26/32.13  																																									+-Applying beta-rule and splitting (1092), into two cases.
% 67.26/32.13  																																									|-Branch one:
% 67.26/32.13  																																									| (660) all_0_51_51 = e3
% 67.26/32.13  																																									|
% 67.26/32.13  																																										| Equations (660) can reduce 224 to:
% 67.26/32.13  																																										| (1091)  ~ (all_0_47_47 = e3)
% 67.26/32.13  																																										|
% 67.26/32.13  																																										| Equations (660) can reduce 6 to:
% 67.26/32.13  																																										| (1114)  ~ (all_0_53_53 = e3)
% 67.26/32.13  																																										|
% 67.26/32.13  																																										| Simplifying 1114 yields:
% 67.26/32.13  																																										| (903)  ~ (all_0_53_53 = e3)
% 67.26/32.13  																																										|
% 67.26/32.13  																																										| Equations (660) can reduce 1099 to:
% 67.26/32.13  																																										| (212)  ~ (e3 = e2)
% 67.26/32.13  																																										|
% 67.26/32.13  																																										| From (660) and (186) follows:
% 67.26/32.13  																																										| (1552) op(e1, e2) = e3
% 67.26/32.13  																																										|
% 67.26/32.13  																																										+-Applying beta-rule and splitting (131), into two cases.
% 67.26/32.13  																																										|-Branch one:
% 67.26/32.13  																																										| (459) all_0_42_42 = e1
% 67.26/32.13  																																										|
% 67.26/32.13  																																											| Combining equations (459,1392) yields a new equation:
% 67.26/32.13  																																											| (630) e4 = e1
% 67.26/32.13  																																											|
% 67.26/32.13  																																											| Equations (630) can reduce 110 to:
% 67.26/32.13  																																											| (266) $false
% 67.26/32.13  																																											|
% 67.26/32.13  																																											|-The branch is then unsatisfiable
% 67.26/32.13  																																										|-Branch two:
% 67.26/32.13  																																										| (1380)  ~ (all_0_42_42 = e1)
% 67.26/32.13  																																										| (3259) all_0_47_47 = e1 | all_0_51_51 = e1 | all_0_56_56 = e1
% 67.26/32.13  																																										|
% 67.26/32.13  																																											+-Applying beta-rule and splitting (1793), into two cases.
% 67.26/32.13  																																											|-Branch one:
% 67.26/32.13  																																											| (674) all_0_47_47 = e0
% 67.26/32.13  																																											|
% 67.26/32.13  																																												| Equations (674) can reduce 678 to:
% 67.26/32.13  																																												| (266) $false
% 67.26/32.13  																																												|
% 67.26/32.13  																																												|-The branch is then unsatisfiable
% 67.26/32.13  																																											|-Branch two:
% 67.26/32.13  																																											| (678)  ~ (all_0_47_47 = e0)
% 67.26/32.13  																																											| (1831) all_0_47_47 = e3 | all_0_47_47 = e1
% 67.26/32.13  																																											|
% 67.26/32.13  																																												+-Applying beta-rule and splitting (3259), into two cases.
% 67.26/32.13  																																												|-Branch one:
% 67.26/32.13  																																												| (654) all_0_47_47 = e1
% 67.26/32.13  																																												|
% 67.26/32.13  																																													| Equations (654) can reduce 86 to:
% 67.26/32.13  																																													| (1419)  ~ (all_0_49_49 = e1)
% 67.26/32.13  																																													|
% 67.26/32.13  																																													| Simplifying 1419 yields:
% 67.26/32.13  																																													| (1064)  ~ (all_0_49_49 = e1)
% 67.26/32.13  																																													|
% 67.26/32.13  																																													| Equations (654) can reduce 338 to:
% 67.26/32.13  																																													| (604)  ~ (e2 = e1)
% 67.26/32.13  																																													|
% 67.26/32.13  																																													| Simplifying 604 yields:
% 67.26/32.13  																																													| (122)  ~ (e2 = e1)
% 67.26/32.13  																																													|
% 67.26/32.13  																																													+-Applying beta-rule and splitting (112), into two cases.
% 67.26/32.13  																																													|-Branch one:
% 67.26/32.13  																																													| (635) all_0_44_44 = e1
% 67.26/32.13  																																													|
% 67.26/32.13  																																														| Equations (635) can reduce 639 to:
% 67.26/32.13  																																														| (266) $false
% 67.26/32.13  																																														|
% 67.26/32.13  																																														|-The branch is then unsatisfiable
% 67.26/32.13  																																													|-Branch two:
% 67.26/32.13  																																													| (639)  ~ (all_0_44_44 = e1)
% 67.26/32.13  																																													| (640) all_0_49_49 = e1 | all_0_53_53 = e1 | all_0_58_58 = e1
% 67.26/32.13  																																													|
% 67.26/32.13  																																														+-Applying beta-rule and splitting (54), into two cases.
% 67.26/32.13  																																														|-Branch one:
% 67.26/32.13  																																														| (583) all_0_49_49 = e2
% 67.26/32.13  																																														|
% 67.26/32.13  																																															| Equations (583) can reduce 340 to:
% 67.26/32.13  																																															| (266) $false
% 67.26/32.13  																																															|
% 67.26/32.13  																																															|-The branch is then unsatisfiable
% 67.26/32.13  																																														|-Branch two:
% 67.26/32.13  																																														| (340)  ~ (all_0_49_49 = e2)
% 67.26/32.13  																																														| (586) all_0_49_49 = e4 | all_0_49_49 = e3 | all_0_49_49 = e1 | all_0_49_49 = e0
% 67.26/32.13  																																														|
% 67.26/32.13  																																															+-Applying beta-rule and splitting (189), into two cases.
% 67.26/32.13  																																															|-Branch one:
% 67.26/32.13  																																															| (532) all_0_44_44 = e3
% 67.26/32.13  																																															|
% 67.26/32.13  																																																| Equations (532) can reduce 9 to:
% 67.26/32.13  																																																| (524)  ~ (all_0_49_49 = e3)
% 67.26/32.13  																																																|
% 67.26/32.13  																																																| Simplifying 524 yields:
% 67.26/32.13  																																																| (525)  ~ (all_0_49_49 = e3)
% 67.26/32.13  																																																|
% 67.26/32.13  																																																+-Applying beta-rule and splitting (160), into two cases.
% 67.26/32.13  																																																|-Branch one:
% 67.26/32.13  																																																| (601) all_0_50_50 = e1
% 67.26/32.13  																																																|
% 67.26/32.13  																																																	| Combining equations (378,601) yields a new equation:
% 67.26/32.13  																																																	| (616) e2 = e1
% 67.26/32.13  																																																	|
% 67.26/32.13  																																																	| Simplifying 616 yields:
% 67.26/32.13  																																																	| (617) e2 = e1
% 67.26/32.13  																																																	|
% 67.26/32.13  																																																	| Equations (617) can reduce 122 to:
% 67.26/32.13  																																																	| (266) $false
% 67.26/32.13  																																																	|
% 67.26/32.13  																																																	|-The branch is then unsatisfiable
% 67.26/32.13  																																																|-Branch two:
% 67.26/32.13  																																																| (759)  ~ (all_0_50_50 = e1)
% 67.26/32.13  																																																| (1168) all_0_51_51 = e1 | all_0_52_52 = e1 | all_0_53_53 = e1
% 67.26/32.13  																																																|
% 67.26/32.13  																																																	| Equations (378) can reduce 759 to:
% 67.26/32.13  																																																	| (122)  ~ (e2 = e1)
% 67.26/32.13  																																																	|
% 67.26/32.13  																																																	+-Applying beta-rule and splitting (640), into two cases.
% 67.26/32.13  																																																	|-Branch one:
% 67.26/32.13  																																																	| (671) all_0_49_49 = e1
% 67.26/32.13  																																																	|
% 67.26/32.13  																																																		| Equations (671) can reduce 1064 to:
% 67.26/32.13  																																																		| (266) $false
% 67.26/32.13  																																																		|
% 67.26/32.13  																																																		|-The branch is then unsatisfiable
% 67.26/32.13  																																																	|-Branch two:
% 67.26/32.13  																																																	| (1064)  ~ (all_0_49_49 = e1)
% 67.26/32.13  																																																	| (2141) all_0_53_53 = e1 | all_0_58_58 = e1
% 67.26/32.13  																																																	|
% 67.26/32.13  																																																		+-Applying beta-rule and splitting (2141), into two cases.
% 67.26/32.13  																																																		|-Branch one:
% 67.26/32.13  																																																		| (1208) all_0_53_53 = e1
% 67.26/32.13  																																																		|
% 67.26/32.13  																																																			| Equations (1208) can reduce 65 to:
% 67.26/32.13  																																																			| (1064)  ~ (all_0_49_49 = e1)
% 67.26/32.13  																																																			|
% 67.26/32.13  																																																			| Equations (1208) can reduce 247 to:
% 67.26/32.13  																																																			| (233)  ~ (e1 = e0)
% 67.26/32.13  																																																			|
% 67.26/32.13  																																																			+-Applying beta-rule and splitting (586), into two cases.
% 67.26/32.13  																																																			|-Branch one:
% 67.26/32.13  																																																			| (974) all_0_49_49 = e4
% 67.26/32.13  																																																			|
% 67.26/32.13  																																																				| From (974) and (55) follows:
% 67.26/32.13  																																																				| (61486) op(e2, e0) = e4
% 67.26/32.13  																																																				|
% 67.26/32.13  																																																				+-Applying beta-rule and splitting (56), into two cases.
% 67.26/32.13  																																																				|-Branch one:
% 67.26/32.13  																																																				| (696) unit = e2
% 67.26/32.13  																																																				|
% 67.26/32.13  																																																					| From (696) and (244) follows:
% 67.26/32.13  																																																					| (264) op(e2, e4) = e4
% 67.26/32.13  																																																					|
% 67.26/32.13  																																																					| From (696) and (209) follows:
% 67.26/32.13  																																																					| (7585) op(e2, e0) = e0
% 67.26/32.13  																																																					|
% 67.26/32.13  																																																					| From (696) and (28) follows:
% 67.26/32.13  																																																					| (699) op(e1, e2) = e1
% 67.26/32.13  																																																					|
% 67.26/32.13  																																																					| Instantiating formula (29) with e2, e4, e4, e3 and discharging atoms op(e2, e4) = e4, op(e2, e4) = e3, yields:
% 67.26/32.13  																																																					| (425) e4 = e3
% 67.26/32.13  																																																					|
% 67.26/32.13  																																																					| Instantiating formula (29) with e2, e0, e0, e4 and discharging atoms op(e2, e0) = e4, op(e2, e0) = e0, yields:
% 67.26/32.13  																																																					| (397) e4 = e0
% 67.26/32.13  																																																					|
% 67.26/32.13  																																																					| Instantiating formula (29) with e1, e2, e1, e3 and discharging atoms op(e1, e2) = e3, op(e1, e2) = e1, yields:
% 67.26/32.13  																																																					| (455) e3 = e1
% 67.26/32.13  																																																					|
% 67.26/32.13  																																																					| Combining equations (397,425) yields a new equation:
% 67.26/32.13  																																																					| (676) e3 = e0
% 67.26/32.13  																																																					|
% 67.26/32.13  																																																					| Combining equations (676,455) yields a new equation:
% 67.26/32.13  																																																					| (431) e1 = e0
% 67.26/32.13  																																																					|
% 67.26/32.13  																																																					| Equations (431) can reduce 233 to:
% 67.26/32.13  																																																					| (266) $false
% 67.26/32.13  																																																					|
% 67.26/32.13  																																																					|-The branch is then unsatisfiable
% 67.26/32.13  																																																				|-Branch two:
% 67.26/32.13  																																																				| (707)  ~ (unit = e2)
% 67.26/32.13  																																																				| (708) unit = e4 | unit = e3 | unit = e1 | unit = e0
% 67.26/32.13  																																																				|
% 67.26/32.13  																																																					+-Applying beta-rule and splitting (708), into two cases.
% 67.26/32.13  																																																					|-Branch one:
% 67.26/32.13  																																																					| (709) unit = e4
% 67.26/32.13  																																																					|
% 67.26/32.13  																																																						| From (709) and (24) follows:
% 67.26/32.13  																																																						| (33325) op(e4, e3) = e3
% 67.26/32.13  																																																						|
% 67.26/32.13  																																																						| From (709) and (211) follows:
% 67.26/32.13  																																																						| (22527) op(e4, e1) = e1
% 67.26/32.13  																																																						|
% 67.26/32.13  																																																						| From (709) and (32) follows:
% 67.26/32.13  																																																						| (712) op(e2, e4) = e2
% 67.26/32.13  																																																						|
% 67.26/32.13  																																																						| From (709) and (42) follows:
% 67.26/32.13  																																																						| (713) op(e0, e4) = e0
% 67.26/32.13  																																																						|
% 67.26/32.13  																																																						| Instantiating formula (29) with e4, e3, e3, e4 and discharging atoms op(e4, e3) = e4, op(e4, e3) = e3, yields:
% 67.26/32.13  																																																						| (425) e4 = e3
% 67.26/32.13  																																																						|
% 67.26/32.13  																																																						| Instantiating formula (29) with e4, e1, e1, e3 and discharging atoms op(e4, e1) = e3, op(e4, e1) = e1, yields:
% 67.26/32.13  																																																						| (455) e3 = e1
% 67.26/32.13  																																																						|
% 67.26/32.13  																																																						| Instantiating formula (29) with e2, e4, e2, e3 and discharging atoms op(e2, e4) = e3, op(e2, e4) = e2, yields:
% 67.26/32.13  																																																						| (662) e3 = e2
% 67.26/32.13  																																																						|
% 67.26/32.13  																																																						| Instantiating formula (29) with e0, e4, e0, e4 and discharging atoms op(e0, e4) = e4, op(e0, e4) = e0, yields:
% 67.26/32.13  																																																						| (397) e4 = e0
% 67.26/32.13  																																																						|
% 67.26/32.13  																																																						| Combining equations (425,397) yields a new equation:
% 67.26/32.13  																																																						| (675) e3 = e0
% 67.26/32.13  																																																						|
% 67.26/32.13  																																																						| Simplifying 675 yields:
% 67.26/32.13  																																																						| (676) e3 = e0
% 67.26/32.13  																																																						|
% 67.26/32.13  																																																						| Combining equations (676,662) yields a new equation:
% 67.26/32.13  																																																						| (330) e2 = e0
% 67.26/32.13  																																																						|
% 67.26/32.13  																																																						| Combining equations (455,662) yields a new equation:
% 67.26/32.13  																																																						| (617) e2 = e1
% 67.26/32.13  																																																						|
% 67.26/32.13  																																																						| Combining equations (617,330) yields a new equation:
% 67.26/32.13  																																																						| (546) e1 = e0
% 67.26/32.13  																																																						|
% 67.26/32.13  																																																						| Simplifying 546 yields:
% 67.26/32.13  																																																						| (431) e1 = e0
% 67.26/32.13  																																																						|
% 67.26/32.13  																																																						| Equations (431) can reduce 233 to:
% 67.26/32.13  																																																						| (266) $false
% 67.26/32.13  																																																						|
% 67.26/32.13  																																																						|-The branch is then unsatisfiable
% 67.26/32.13  																																																					|-Branch two:
% 67.26/32.13  																																																					| (724)  ~ (unit = e4)
% 67.26/32.13  																																																					| (725) unit = e3 | unit = e1 | unit = e0
% 67.26/32.13  																																																					|
% 67.26/32.13  																																																						+-Applying beta-rule and splitting (725), into two cases.
% 67.26/32.13  																																																						|-Branch one:
% 67.26/32.13  																																																						| (726) unit = e0
% 67.26/32.13  																																																						|
% 67.26/32.13  																																																							| Equations (726) can reduce 707 to:
% 67.26/32.13  																																																							| (365)  ~ (e2 = e0)
% 67.26/32.13  																																																							|
% 67.26/32.13  																																																							| Simplifying 365 yields:
% 67.26/32.13  																																																							| (128)  ~ (e2 = e0)
% 67.26/32.13  																																																							|
% 67.26/32.13  																																																							| From (726) and (227) follows:
% 67.26/32.13  																																																							| (3205) op(e4, e0) = e4
% 67.26/32.13  																																																							|
% 67.26/32.13  																																																							| From (726) and (32) follows:
% 67.26/32.13  																																																							| (727) op(e2, e0) = e2
% 67.26/32.13  																																																							|
% 67.26/32.13  																																																							| Instantiating formula (29) with e4, e0, e4, e0 and discharging atoms op(e4, e0) = e4, op(e4, e0) = e0, yields:
% 67.26/32.13  																																																							| (397) e4 = e0
% 67.26/32.13  																																																							|
% 67.26/32.13  																																																							| Instantiating formula (29) with e2, e0, e2, e4 and discharging atoms op(e2, e0) = e4, op(e2, e0) = e2, yields:
% 67.26/32.13  																																																							| (323) e4 = e2
% 67.26/32.13  																																																							|
% 67.26/32.13  																																																							| Combining equations (397,323) yields a new equation:
% 67.26/32.13  																																																							| (330) e2 = e0
% 67.26/32.13  																																																							|
% 67.26/32.13  																																																							| Equations (330) can reduce 128 to:
% 67.26/32.13  																																																							| (266) $false
% 67.26/32.13  																																																							|
% 67.26/32.13  																																																							|-The branch is then unsatisfiable
% 67.26/32.13  																																																						|-Branch two:
% 67.26/32.13  																																																						| (734)  ~ (unit = e0)
% 67.26/32.13  																																																						| (735) unit = e3 | unit = e1
% 67.26/32.13  																																																						|
% 67.26/32.13  																																																							+-Applying beta-rule and splitting (735), into two cases.
% 67.26/32.13  																																																							|-Branch one:
% 67.26/32.13  																																																							| (736) unit = e1
% 67.26/32.13  																																																							|
% 67.26/32.13  																																																								| Equations (736) can reduce 734 to:
% 67.26/32.13  																																																								| (233)  ~ (e1 = e0)
% 67.26/32.13  																																																								|
% 67.26/32.13  																																																								| From (736) and (244) follows:
% 67.26/32.13  																																																								| (738) op(e1, e4) = e4
% 67.26/32.13  																																																								|
% 67.26/32.13  																																																								| From (736) and (15) follows:
% 67.26/32.13  																																																								| (515) op(e1, e2) = e2
% 67.26/32.13  																																																								|
% 67.26/32.13  																																																								| From (736) and (227) follows:
% 67.26/32.13  																																																								| (739) op(e4, e1) = e4
% 67.26/32.13  																																																								|
% 67.26/32.13  																																																								| From (736) and (28) follows:
% 67.26/32.13  																																																								| (740) op(e1, e1) = e1
% 67.26/32.13  																																																								|
% 67.26/32.13  																																																								| Instantiating formula (29) with e4, e1, e4, e3 and discharging atoms op(e4, e1) = e4, op(e4, e1) = e3, yields:
% 67.26/32.13  																																																								| (425) e4 = e3
% 67.26/32.13  																																																								|
% 67.26/32.13  																																																								| Instantiating formula (29) with e1, e4, e4, e0 and discharging atoms op(e1, e4) = e4, op(e1, e4) = e0, yields:
% 67.26/32.13  																																																								| (397) e4 = e0
% 67.26/32.13  																																																								|
% 67.26/32.13  																																																								| Instantiating formula (29) with e1, e2, e2, e3 and discharging atoms op(e1, e2) = e3, op(e1, e2) = e2, yields:
% 67.26/32.14  																																																								| (662) e3 = e2
% 67.26/32.14  																																																								|
% 67.26/32.14  																																																								| Instantiating formula (29) with e1, e1, e1, e4 and discharging atoms op(e1, e1) = e4, op(e1, e1) = e1, yields:
% 67.26/32.14  																																																								| (630) e4 = e1
% 67.26/32.14  																																																								|
% 67.26/32.14  																																																								| Combining equations (630,425) yields a new equation:
% 67.26/32.14  																																																								| (455) e3 = e1
% 67.26/32.14  																																																								|
% 67.26/32.14  																																																								| Combining equations (397,425) yields a new equation:
% 67.26/32.14  																																																								| (676) e3 = e0
% 67.26/32.14  																																																								|
% 67.26/32.14  																																																								| Combining equations (455,662) yields a new equation:
% 67.26/32.14  																																																								| (617) e2 = e1
% 67.26/32.14  																																																								|
% 67.26/32.14  																																																								| Combining equations (676,662) yields a new equation:
% 67.26/32.14  																																																								| (330) e2 = e0
% 67.26/32.14  																																																								|
% 67.26/32.14  																																																								| Combining equations (617,330) yields a new equation:
% 67.26/32.14  																																																								| (546) e1 = e0
% 67.26/32.14  																																																								|
% 67.26/32.14  																																																								| Simplifying 546 yields:
% 67.26/32.14  																																																								| (431) e1 = e0
% 67.26/32.14  																																																								|
% 67.26/32.14  																																																								| Equations (431) can reduce 233 to:
% 67.26/32.14  																																																								| (266) $false
% 67.26/32.14  																																																								|
% 67.26/32.14  																																																								|-The branch is then unsatisfiable
% 67.26/32.14  																																																							|-Branch two:
% 67.26/32.14  																																																							| (748)  ~ (unit = e1)
% 67.26/32.14  																																																							| (749) unit = e3
% 67.26/32.14  																																																							|
% 67.26/32.14  																																																								| From (749) and (32) follows:
% 67.26/32.14  																																																								| (5793) op(e2, e3) = e2
% 67.26/32.14  																																																								|
% 67.26/32.14  																																																								| From (749) and (28) follows:
% 67.26/32.14  																																																								| (2235) op(e1, e3) = e1
% 67.26/32.14  																																																								|
% 67.26/32.14  																																																								| Instantiating formula (29) with e2, e3, e2, e0 and discharging atoms op(e2, e3) = e2, op(e2, e3) = e0, yields:
% 67.26/32.14  																																																								| (330) e2 = e0
% 67.26/32.14  																																																								|
% 67.26/32.14  																																																								| Instantiating formula (29) with e1, e3, e1, e2 and discharging atoms op(e1, e3) = e2, op(e1, e3) = e1, yields:
% 67.26/32.14  																																																								| (617) e2 = e1
% 67.26/32.14  																																																								|
% 67.26/32.14  																																																								| Combining equations (330,617) yields a new equation:
% 67.26/32.14  																																																								| (431) e1 = e0
% 67.26/32.14  																																																								|
% 67.26/32.14  																																																								| Equations (431) can reduce 233 to:
% 67.26/32.14  																																																								| (266) $false
% 67.26/32.14  																																																								|
% 67.26/32.14  																																																								|-The branch is then unsatisfiable
% 67.35/32.14  																																																			|-Branch two:
% 67.35/32.14  																																																			| (256)  ~ (all_0_49_49 = e4)
% 67.35/32.14  																																																			| (977) all_0_49_49 = e3 | all_0_49_49 = e1 | all_0_49_49 = e0
% 67.35/32.14  																																																			|
% 67.35/32.14  																																																				+-Applying beta-rule and splitting (977), into two cases.
% 67.35/32.14  																																																				|-Branch one:
% 67.35/32.14  																																																				| (978) all_0_49_49 = e0
% 67.35/32.14  																																																				|
% 67.35/32.14  																																																					| Equations (978) can reduce 487 to:
% 67.35/32.14  																																																					| (266) $false
% 67.35/32.14  																																																					|
% 67.35/32.14  																																																					|-The branch is then unsatisfiable
% 67.35/32.14  																																																				|-Branch two:
% 67.35/32.14  																																																				| (487)  ~ (all_0_49_49 = e0)
% 67.35/32.14  																																																				| (981) all_0_49_49 = e3 | all_0_49_49 = e1
% 67.35/32.14  																																																				|
% 67.35/32.14  																																																					+-Applying beta-rule and splitting (981), into two cases.
% 67.35/32.14  																																																					|-Branch one:
% 67.35/32.14  																																																					| (671) all_0_49_49 = e1
% 67.35/32.14  																																																					|
% 67.35/32.14  																																																						| Equations (671) can reduce 1064 to:
% 67.35/32.14  																																																						| (266) $false
% 67.35/32.14  																																																						|
% 67.35/32.14  																																																						|-The branch is then unsatisfiable
% 67.35/32.14  																																																					|-Branch two:
% 67.35/32.14  																																																					| (1064)  ~ (all_0_49_49 = e1)
% 67.35/32.14  																																																					| (884) all_0_49_49 = e3
% 67.35/32.14  																																																					|
% 67.35/32.14  																																																						| Equations (884) can reduce 525 to:
% 67.35/32.14  																																																						| (266) $false
% 67.35/32.14  																																																						|
% 67.35/32.14  																																																						|-The branch is then unsatisfiable
% 67.35/32.14  																																																		|-Branch two:
% 67.35/32.14  																																																		| (1459)  ~ (all_0_53_53 = e1)
% 67.35/32.14  																																																		| (918) all_0_58_58 = e1
% 67.35/32.14  																																																		|
% 67.35/32.14  																																																			| Combining equations (918,624) yields a new equation:
% 67.35/32.14  																																																			| (617) e2 = e1
% 67.35/32.14  																																																			|
% 67.35/32.14  																																																			| Equations (617) can reduce 122 to:
% 67.35/32.14  																																																			| (266) $false
% 67.35/32.14  																																																			|
% 67.35/32.14  																																																			|-The branch is then unsatisfiable
% 67.35/32.14  																																															|-Branch two:
% 67.35/32.14  																																															| (407)  ~ (all_0_44_44 = e3)
% 67.35/32.14  																																															| (537) all_0_49_49 = e3 | all_0_53_53 = e3 | all_0_58_58 = e3
% 67.35/32.14  																																															|
% 67.35/32.14  																																																+-Applying beta-rule and splitting (160), into two cases.
% 67.35/32.14  																																																|-Branch one:
% 67.35/32.14  																																																| (601) all_0_50_50 = e1
% 67.35/32.14  																																																|
% 67.35/32.14  																																																	| Combining equations (378,601) yields a new equation:
% 67.35/32.14  																																																	| (616) e2 = e1
% 67.35/32.14  																																																	|
% 67.35/32.14  																																																	| Simplifying 616 yields:
% 67.35/32.14  																																																	| (617) e2 = e1
% 67.35/32.14  																																																	|
% 67.35/32.14  																																																	| Equations (617) can reduce 122 to:
% 67.35/32.14  																																																	| (266) $false
% 67.35/32.14  																																																	|
% 67.35/32.14  																																																	|-The branch is then unsatisfiable
% 67.35/32.14  																																																|-Branch two:
% 67.35/32.14  																																																| (759)  ~ (all_0_50_50 = e1)
% 67.35/32.14  																																																| (1168) all_0_51_51 = e1 | all_0_52_52 = e1 | all_0_53_53 = e1
% 67.35/32.14  																																																|
% 67.35/32.14  																																																	| Equations (378) can reduce 759 to:
% 67.35/32.14  																																																	| (122)  ~ (e2 = e1)
% 67.35/32.14  																																																	|
% 67.35/32.14  																																																	+-Applying beta-rule and splitting (640), into two cases.
% 67.35/32.14  																																																	|-Branch one:
% 67.35/32.14  																																																	| (671) all_0_49_49 = e1
% 67.35/32.14  																																																	|
% 67.35/32.14  																																																		| Equations (671) can reduce 1064 to:
% 67.35/32.14  																																																		| (266) $false
% 67.35/32.14  																																																		|
% 67.35/32.14  																																																		|-The branch is then unsatisfiable
% 67.35/32.14  																																																	|-Branch two:
% 67.35/32.14  																																																	| (1064)  ~ (all_0_49_49 = e1)
% 67.35/32.14  																																																	| (2141) all_0_53_53 = e1 | all_0_58_58 = e1
% 67.35/32.14  																																																	|
% 67.35/32.14  																																																		+-Applying beta-rule and splitting (2141), into two cases.
% 67.35/32.14  																																																		|-Branch one:
% 67.35/32.14  																																																		| (1208) all_0_53_53 = e1
% 67.35/32.14  																																																		|
% 67.35/32.14  																																																			| Equations (1208) can reduce 903 to:
% 67.35/32.14  																																																			| (467)  ~ (e3 = e1)
% 67.35/32.14  																																																			|
% 67.35/32.14  																																																			| Simplifying 467 yields:
% 67.35/32.14  																																																			| (213)  ~ (e3 = e1)
% 67.35/32.14  																																																			|
% 67.35/32.14  																																																			+-Applying beta-rule and splitting (537), into two cases.
% 67.35/32.14  																																																			|-Branch one:
% 67.35/32.14  																																																			| (884) all_0_49_49 = e3
% 67.35/32.14  																																																			|
% 67.35/32.14  																																																				| Equations (884) can reduce 525 to:
% 67.35/32.14  																																																				| (266) $false
% 67.35/32.14  																																																				|
% 67.35/32.14  																																																				|-The branch is then unsatisfiable
% 67.35/32.14  																																																			|-Branch two:
% 67.35/32.14  																																																			| (525)  ~ (all_0_49_49 = e3)
% 67.35/32.14  																																																			| (887) all_0_53_53 = e3 | all_0_58_58 = e3
% 67.35/32.14  																																																			|
% 67.35/32.14  																																																				+-Applying beta-rule and splitting (887), into two cases.
% 67.35/32.14  																																																				|-Branch one:
% 67.35/32.14  																																																				| (665) all_0_53_53 = e3
% 67.35/32.14  																																																				|
% 67.35/32.14  																																																					| Combining equations (665,1208) yields a new equation:
% 67.35/32.14  																																																					| (454) e3 = e1
% 67.35/32.14  																																																					|
% 67.35/32.14  																																																					| Simplifying 454 yields:
% 67.35/32.14  																																																					| (455) e3 = e1
% 67.35/32.14  																																																					|
% 67.35/32.14  																																																					| Equations (455) can reduce 213 to:
% 67.35/32.14  																																																					| (266) $false
% 67.35/32.14  																																																					|
% 67.35/32.14  																																																					|-The branch is then unsatisfiable
% 67.35/32.14  																																																				|-Branch two:
% 67.35/32.14  																																																				| (903)  ~ (all_0_53_53 = e3)
% 67.35/32.14  																																																				| (795) all_0_58_58 = e3
% 67.35/32.14  																																																				|
% 67.35/32.14  																																																					| Combining equations (795,624) yields a new equation:
% 67.35/32.14  																																																					| (661) e3 = e2
% 67.35/32.14  																																																					|
% 67.35/32.14  																																																					| Simplifying 661 yields:
% 67.35/32.14  																																																					| (662) e3 = e2
% 67.35/32.14  																																																					|
% 67.35/32.14  																																																					| Equations (662) can reduce 212 to:
% 67.35/32.14  																																																					| (266) $false
% 67.35/32.14  																																																					|
% 67.35/32.14  																																																					|-The branch is then unsatisfiable
% 67.35/32.14  																																																		|-Branch two:
% 67.35/32.14  																																																		| (1459)  ~ (all_0_53_53 = e1)
% 67.35/32.14  																																																		| (918) all_0_58_58 = e1
% 67.35/32.14  																																																		|
% 67.35/32.14  																																																			| Combining equations (624,918) yields a new equation:
% 67.35/32.14  																																																			| (616) e2 = e1
% 67.35/32.14  																																																			|
% 67.35/32.14  																																																			| Simplifying 616 yields:
% 67.35/32.14  																																																			| (617) e2 = e1
% 67.35/32.14  																																																			|
% 67.35/32.14  																																																			| Equations (617) can reduce 122 to:
% 67.35/32.14  																																																			| (266) $false
% 67.35/32.14  																																																			|
% 67.35/32.14  																																																			|-The branch is then unsatisfiable
% 67.35/32.14  																																												|-Branch two:
% 67.35/32.14  																																												| (462)  ~ (all_0_47_47 = e1)
% 67.35/32.14  																																												| (3264) all_0_51_51 = e1 | all_0_56_56 = e1
% 67.35/32.14  																																												|
% 67.35/32.14  																																													+-Applying beta-rule and splitting (1831), into two cases.
% 67.35/32.14  																																													|-Branch one:
% 67.35/32.14  																																													| (654) all_0_47_47 = e1
% 67.35/32.14  																																													|
% 67.35/32.14  																																														| Equations (654) can reduce 462 to:
% 67.35/32.14  																																														| (266) $false
% 67.35/32.14  																																														|
% 67.35/32.14  																																														|-The branch is then unsatisfiable
% 67.35/32.14  																																													|-Branch two:
% 67.35/32.14  																																													| (462)  ~ (all_0_47_47 = e1)
% 67.35/32.14  																																													| (522) all_0_47_47 = e3
% 67.35/32.14  																																													|
% 67.35/32.14  																																														| Equations (522) can reduce 1091 to:
% 67.35/32.14  																																														| (266) $false
% 67.35/32.14  																																														|
% 67.35/32.14  																																														|-The branch is then unsatisfiable
% 67.35/32.14  																																									|-Branch two:
% 67.35/32.14  																																									| (664)  ~ (all_0_51_51 = e3)
% 67.35/32.14  																																									| (1097) all_0_56_56 = e3
% 67.35/32.14  																																									|
% 67.35/32.14  																																										| Combining equations (1097,679) yields a new equation:
% 67.35/32.14  																																										| (675) e3 = e0
% 67.35/32.14  																																										|
% 67.35/32.14  																																										| Simplifying 675 yields:
% 67.35/32.14  																																										| (676) e3 = e0
% 67.35/32.14  																																										|
% 67.35/32.14  																																										| Equations (676) can reduce 80 to:
% 67.35/32.14  																																										| (266) $false
% 67.35/32.14  																																										|
% 67.35/32.14  																																										|-The branch is then unsatisfiable
% 67.35/32.14  																																					|-Branch two:
% 67.35/32.14  																																					| (1890)  ~ (all_0_42_42 = e4)
% 67.35/32.14  																																					| (1969) all_0_42_42 = e3 | all_0_42_42 = e1 | all_0_42_42 = e0
% 67.35/32.14  																																					|
% 67.35/32.14  																																						+-Applying beta-rule and splitting (521), into two cases.
% 67.35/32.14  																																						|-Branch one:
% 67.35/32.14  																																						| (522) all_0_47_47 = e3
% 67.35/32.14  																																						|
% 67.35/32.14  																																							| Equations (522) can reduce 1091 to:
% 67.35/32.14  																																							| (266) $false
% 67.35/32.14  																																							|
% 67.35/32.14  																																							|-The branch is then unsatisfiable
% 67.35/32.14  																																						|-Branch two:
% 67.35/32.14  																																						| (1091)  ~ (all_0_47_47 = e3)
% 67.35/32.14  																																						| (1092) all_0_51_51 = e3 | all_0_56_56 = e3
% 67.35/32.14  																																						|
% 67.35/32.14  																																							+-Applying beta-rule and splitting (1969), into two cases.
% 67.35/32.14  																																							|-Branch one:
% 67.35/32.14  																																							| (559) all_0_42_42 = e0
% 67.35/32.14  																																							|
% 67.35/32.14  																																								| Equations (559) can reduce 358 to:
% 67.35/32.14  																																								| (266) $false
% 67.35/32.14  																																								|
% 67.35/32.14  																																								|-The branch is then unsatisfiable
% 67.35/32.14  																																							|-Branch two:
% 67.35/32.14  																																							| (358)  ~ (all_0_42_42 = e0)
% 67.35/32.14  																																							| (2510) all_0_42_42 = e3 | all_0_42_42 = e1
% 67.35/32.14  																																							|
% 67.35/32.14  																																								+-Applying beta-rule and splitting (1899), into two cases.
% 67.35/32.14  																																								|-Branch one:
% 67.35/32.14  																																								| (516) all_0_42_42 = e3
% 67.35/32.14  																																								|
% 67.35/32.14  																																									| Equations (516) can reduce 405 to:
% 67.35/32.14  																																									| (266) $false
% 67.35/32.14  																																									|
% 67.35/32.14  																																									|-The branch is then unsatisfiable
% 67.35/32.14  																																								|-Branch two:
% 67.35/32.14  																																								| (405)  ~ (all_0_42_42 = e3)
% 67.35/32.14  																																								| (532) all_0_44_44 = e3
% 67.35/32.14  																																								|
% 67.35/32.14  																																									| Equations (532) can reduce 360 to:
% 67.35/32.14  																																									| (80)  ~ (e3 = e0)
% 67.35/32.14  																																									|
% 67.35/32.14  																																									+-Applying beta-rule and splitting (1092), into two cases.
% 67.35/32.14  																																									|-Branch one:
% 67.35/32.14  																																									| (660) all_0_51_51 = e3
% 67.35/32.14  																																									|
% 67.35/32.14  																																										| Equations (660) can reduce 61 to:
% 67.35/32.14  																																										| (405)  ~ (all_0_42_42 = e3)
% 67.35/32.14  																																										|
% 67.35/32.14  																																										+-Applying beta-rule and splitting (131), into two cases.
% 67.35/32.14  																																										|-Branch one:
% 67.35/32.14  																																										| (459) all_0_42_42 = e1
% 67.35/32.14  																																										|
% 67.35/32.14  																																											| Equations (459) can reduce 1380 to:
% 67.35/32.14  																																											| (266) $false
% 67.35/32.14  																																											|
% 67.35/32.14  																																											|-The branch is then unsatisfiable
% 67.35/32.14  																																										|-Branch two:
% 67.35/32.14  																																										| (1380)  ~ (all_0_42_42 = e1)
% 67.35/32.14  																																										| (3259) all_0_47_47 = e1 | all_0_51_51 = e1 | all_0_56_56 = e1
% 67.35/32.14  																																										|
% 67.35/32.14  																																											+-Applying beta-rule and splitting (2510), into two cases.
% 67.35/32.14  																																											|-Branch one:
% 67.35/32.14  																																											| (459) all_0_42_42 = e1
% 67.35/32.14  																																											|
% 67.35/32.14  																																												| Equations (459) can reduce 1380 to:
% 67.35/32.14  																																												| (266) $false
% 67.35/32.14  																																												|
% 67.35/32.14  																																												|-The branch is then unsatisfiable
% 67.35/32.14  																																											|-Branch two:
% 67.35/32.14  																																											| (1380)  ~ (all_0_42_42 = e1)
% 67.35/32.14  																																											| (516) all_0_42_42 = e3
% 67.35/32.14  																																											|
% 67.35/32.14  																																												| Equations (516) can reduce 405 to:
% 67.35/32.14  																																												| (266) $false
% 67.35/32.14  																																												|
% 67.35/32.14  																																												|-The branch is then unsatisfiable
% 67.35/32.14  																																									|-Branch two:
% 67.35/32.14  																																									| (664)  ~ (all_0_51_51 = e3)
% 67.35/32.14  																																									| (1097) all_0_56_56 = e3
% 67.35/32.14  																																									|
% 67.35/32.14  																																										| Combining equations (1097,679) yields a new equation:
% 67.35/32.14  																																										| (675) e3 = e0
% 67.35/32.14  																																										|
% 67.35/32.14  																																										| Simplifying 675 yields:
% 67.35/32.14  																																										| (676) e3 = e0
% 67.35/32.14  																																										|
% 67.35/32.14  																																										| Equations (676) can reduce 80 to:
% 67.35/32.14  																																										| (266) $false
% 67.35/32.14  																																										|
% 67.35/32.14  																																										|-The branch is then unsatisfiable
% 67.35/32.14  																																			|-Branch two:
% 67.35/32.14  																																			| (457)  ~ (all_0_41_41 = e1)
% 67.35/32.14  																																			| (595) all_0_46_46 = e1 | all_0_50_50 = e1 | all_0_55_55 = e1
% 67.35/32.14  																																			|
% 67.35/32.14  																																				+-Applying beta-rule and splitting (4053), into two cases.
% 67.35/32.14  																																				|-Branch one:
% 67.35/32.14  																																				| (453) all_0_41_41 = e1
% 67.35/32.14  																																				|
% 67.35/32.14  																																					| Equations (453) can reduce 457 to:
% 67.35/32.14  																																					| (266) $false
% 67.35/32.14  																																					|
% 67.35/32.14  																																					|-The branch is then unsatisfiable
% 67.35/32.14  																																				|-Branch two:
% 67.35/32.14  																																				| (457)  ~ (all_0_41_41 = e1)
% 67.35/32.14  																																				| (403) all_0_41_41 = e3
% 67.35/32.14  																																				|
% 67.35/32.14  																																					| Equations (403) can reduce 1898 to:
% 67.35/32.14  																																					| (266) $false
% 67.35/32.14  																																					|
% 67.35/32.14  																																					|-The branch is then unsatisfiable
% 67.35/32.14  																																		|-Branch two:
% 67.35/32.14  																																		| (831)  ~ (all_0_46_46 = e0)
% 67.35/32.14  																																		| (832) all_0_47_47 = e0 | all_0_48_48 = e0 | all_0_49_49 = e0
% 67.35/32.14  																																		|
% 67.35/32.14  																																			+-Applying beta-rule and splitting (832), into two cases.
% 67.35/32.14  																																			|-Branch one:
% 67.35/32.14  																																			| (674) all_0_47_47 = e0
% 67.35/32.14  																																			|
% 67.35/32.14  																																				| Equations (674) can reduce 678 to:
% 67.35/32.14  																																				| (266) $false
% 67.35/32.14  																																				|
% 67.35/32.14  																																				|-The branch is then unsatisfiable
% 67.35/32.14  																																			|-Branch two:
% 67.35/32.14  																																			| (678)  ~ (all_0_47_47 = e0)
% 67.35/32.14  																																			| (1278) all_0_48_48 = e0 | all_0_49_49 = e0
% 67.35/32.14  																																			|
% 67.35/32.14  																																				+-Applying beta-rule and splitting (1278), into two cases.
% 67.35/32.14  																																				|-Branch one:
% 67.35/32.14  																																				| (1279) all_0_48_48 = e0
% 67.35/32.14  																																				|
% 67.35/32.14  																																					| Combining equations (335,1279) yields a new equation:
% 67.35/32.14  																																					| (391) e2 = e0
% 67.35/32.14  																																					|
% 67.35/32.14  																																					| Simplifying 391 yields:
% 67.35/32.14  																																					| (330) e2 = e0
% 67.35/32.14  																																					|
% 67.35/32.14  																																					| Equations (330) can reduce 128 to:
% 67.35/32.14  																																					| (266) $false
% 67.35/32.14  																																					|
% 67.35/32.14  																																					|-The branch is then unsatisfiable
% 67.35/32.14  																																				|-Branch two:
% 67.35/32.14  																																				| (1283)  ~ (all_0_48_48 = e0)
% 67.35/32.14  																																				| (978) all_0_49_49 = e0
% 67.35/32.14  																																				|
% 67.35/32.14  																																					| Equations (978) can reduce 487 to:
% 67.35/32.14  																																					| (266) $false
% 67.35/32.14  																																					|
% 67.35/32.14  																																					|-The branch is then unsatisfiable
% 67.35/32.14  																																	|-Branch two:
% 67.35/32.14  																																	| (828)  ~ (all_0_56_56 = e0)
% 67.35/32.14  																																	| (924) all_0_57_57 = e0 | all_0_58_58 = e0
% 67.35/32.14  																																	|
% 67.35/32.14  																																		+-Applying beta-rule and splitting (133), into two cases.
% 67.35/32.14  																																		|-Branch one:
% 67.35/32.14  																																		| (833) all_0_56_56 = e2
% 67.35/32.14  																																		|
% 67.35/32.14  																																			| Equations (833) can reduce 511 to:
% 67.35/32.14  																																			| (266) $false
% 67.35/32.14  																																			|
% 67.35/32.14  																																			|-The branch is then unsatisfiable
% 67.35/32.14  																																		|-Branch two:
% 67.35/32.14  																																		| (511)  ~ (all_0_56_56 = e2)
% 67.35/32.14  																																		| (836) all_0_56_56 = e4 | all_0_56_56 = e3 | all_0_56_56 = e1 | all_0_56_56 = e0
% 67.35/32.14  																																		|
% 67.35/32.14  																																			+-Applying beta-rule and splitting (836), into two cases.
% 67.35/32.14  																																			|-Branch one:
% 67.35/32.14  																																			| (842) all_0_56_56 = e4
% 67.35/32.14  																																			|
% 67.35/32.14  																																				| Equations (842) can reduce 477 to:
% 67.35/32.14  																																				| (266) $false
% 67.35/32.14  																																				|
% 67.35/32.14  																																				|-The branch is then unsatisfiable
% 67.35/32.14  																																			|-Branch two:
% 67.35/32.14  																																			| (477)  ~ (all_0_56_56 = e4)
% 67.35/32.14  																																			| (845) all_0_56_56 = e3 | all_0_56_56 = e1 | all_0_56_56 = e0
% 67.35/32.14  																																			|
% 67.35/32.14  																																				+-Applying beta-rule and splitting (845), into two cases.
% 67.35/32.14  																																				|-Branch one:
% 67.35/32.14  																																				| (679) all_0_56_56 = e0
% 67.35/32.14  																																				|
% 67.35/32.14  																																					| Equations (679) can reduce 828 to:
% 67.35/32.14  																																					| (266) $false
% 67.35/32.14  																																					|
% 67.35/32.14  																																					|-The branch is then unsatisfiable
% 67.35/32.14  																																				|-Branch two:
% 67.35/32.14  																																				| (828)  ~ (all_0_56_56 = e0)
% 67.35/32.14  																																				| (3172) all_0_56_56 = e3 | all_0_56_56 = e1
% 67.35/32.14  																																				|
% 67.35/32.14  																																					+-Applying beta-rule and splitting (3172), into two cases.
% 67.35/32.14  																																					|-Branch one:
% 67.35/32.14  																																					| (1569) all_0_56_56 = e1
% 67.35/32.14  																																					|
% 67.35/32.14  																																						| Equations (1569) can reduce 466 to:
% 67.35/32.14  																																						| (266) $false
% 67.35/32.14  																																						|
% 67.35/32.14  																																						|-The branch is then unsatisfiable
% 67.35/32.14  																																					|-Branch two:
% 67.35/32.14  																																					| (466)  ~ (all_0_56_56 = e1)
% 67.35/32.14  																																					| (1097) all_0_56_56 = e3
% 67.35/32.14  																																					|
% 67.35/32.14  																																						| Equations (1097) can reduce 272 to:
% 67.35/32.14  																																						| (266) $false
% 67.35/32.14  																																						|
% 67.35/32.14  																																						|-The branch is then unsatisfiable
% 67.35/32.14  																						|-Branch two:
% 67.35/32.14  																						| (302)  ~ (all_0_50_50 = e2)
% 67.35/32.14  																						| (386) all_0_55_55 = e2
% 67.35/32.14  																						|
% 67.35/32.14  																							| Equations (386) can reduce 304 to:
% 67.35/32.14  																							| (266) $false
% 67.35/32.14  																							|
% 67.35/32.14  																							|-The branch is then unsatisfiable
% 67.35/32.15  																	|-Branch two:
% 67.35/32.15  																	| (780)  ~ (all_0_52_52 = e4)
% 67.35/32.15  																	| (871) all_0_57_57 = e4
% 67.35/32.15  																	|
% 67.35/32.15  																		| Combining equations (871,647) yields a new equation:
% 67.35/32.15  																		| (636) e4 = e1
% 67.35/32.15  																		|
% 67.35/32.15  																		| Simplifying 636 yields:
% 67.35/32.15  																		| (630) e4 = e1
% 67.35/32.15  																		|
% 67.35/32.15  																		| Equations (630) can reduce 110 to:
% 67.35/32.15  																		| (266) $false
% 67.35/32.15  																		|
% 67.35/32.15  																		|-The branch is then unsatisfiable
% 67.35/32.15  											|-Branch two:
% 67.35/32.15  											| (5470)  ~ (all_0_43_43 = e0)
% 67.35/32.15  											| (5471) all_0_48_48 = e0 | all_0_57_57 = e0
% 67.35/32.15  											|
% 67.35/32.15  												+-Applying beta-rule and splitting (5471), into two cases.
% 67.35/32.15  												|-Branch one:
% 67.35/32.15  												| (1279) all_0_48_48 = e0
% 67.35/32.15  												|
% 67.35/32.15  													| Combining equations (335,1279) yields a new equation:
% 67.35/32.15  													| (391) e2 = e0
% 67.35/32.15  													|
% 67.35/32.15  													| Simplifying 391 yields:
% 67.35/32.15  													| (330) e2 = e0
% 67.35/32.15  													|
% 67.35/32.15  													| Equations (330) can reduce 128 to:
% 67.35/32.15  													| (266) $false
% 67.35/32.15  													|
% 67.35/32.15  													|-The branch is then unsatisfiable
% 67.35/32.15  												|-Branch two:
% 67.35/32.15  												| (1283)  ~ (all_0_48_48 = e0)
% 67.35/32.15  												| (875) all_0_57_57 = e0
% 67.35/32.15  												|
% 67.35/32.15  													| Equations (875) can reduce 199 to:
% 67.35/32.15  													| (5470)  ~ (all_0_43_43 = e0)
% 67.35/32.15  													|
% 67.35/32.15  													| Equations (875) can reduce 11 to:
% 67.35/32.15  													| (72)  ~ (all_0_52_52 = e0)
% 67.35/32.15  													|
% 67.35/32.15  													| Equations (875) can reduce 81 to:
% 67.35/32.15  													| (803)  ~ (all_0_55_55 = e0)
% 67.35/32.15  													|
% 67.35/32.15  													| Equations (875) can reduce 140 to:
% 67.35/32.15  													| (828)  ~ (all_0_56_56 = e0)
% 67.35/32.15  													|
% 67.35/32.15  													| Equations (875) can reduce 148 to:
% 67.35/32.15  													| (490)  ~ (all_0_58_58 = e0)
% 67.35/32.15  													|
% 67.35/32.15  													| Simplifying 490 yields:
% 67.35/32.15  													| (491)  ~ (all_0_58_58 = e0)
% 67.35/32.15  													|
% 67.35/32.15  													| Equations (875) can reduce 839 to:
% 67.35/32.15  													| (401)  ~ (e4 = e0)
% 67.35/32.15  													|
% 67.35/32.15  													| Simplifying 401 yields:
% 67.35/32.15  													| (49)  ~ (e4 = e0)
% 67.35/32.15  													|
% 67.35/32.15  													| Equations (875) can reduce 67 to:
% 67.35/32.15  													| (541)  ~ (e3 = e0)
% 67.35/32.15  													|
% 67.35/32.15  													| Simplifying 541 yields:
% 67.35/32.15  													| (80)  ~ (e3 = e0)
% 67.35/32.15  													|
% 67.35/32.15  													| Equations (875) can reduce 344 to:
% 67.35/32.15  													| (365)  ~ (e2 = e0)
% 67.35/32.15  													|
% 67.35/32.15  													| Simplifying 365 yields:
% 67.35/32.15  													| (128)  ~ (e2 = e0)
% 67.35/32.15  													|
% 67.35/32.15  													+-Applying beta-rule and splitting (195), into two cases.
% 67.35/32.15  													|-Branch one:
% 67.35/32.15  													| (396) all_0_43_43 = e4
% 67.35/32.15  													|
% 67.35/32.15  														| Equations (396) can reduce 31 to:
% 67.35/32.15  														| (440)  ~ (all_0_41_41 = e4)
% 67.35/32.15  														|
% 67.35/32.15  														| Equations (396) can reduce 159 to:
% 67.35/32.15  														| (1903)  ~ (all_0_44_44 = e4)
% 67.35/32.15  														|
% 67.35/32.15  														| Simplifying 1903 yields:
% 67.35/32.15  														| (1390)  ~ (all_0_44_44 = e4)
% 67.35/32.15  														|
% 67.35/32.15  														| Equations (396) can reduce 217 to:
% 67.35/32.15  														| (958)  ~ (all_0_52_52 = e4)
% 67.35/32.15  														|
% 67.35/32.15  														| Simplifying 958 yields:
% 67.35/32.15  														| (780)  ~ (all_0_52_52 = e4)
% 67.35/32.15  														|
% 67.35/32.15  														| Equations (396) can reduce 99 to:
% 67.35/32.15  														| (188)  ~ (e4 = e3)
% 67.35/32.15  														|
% 67.35/32.15  														| Equations (396) can reduce 96 to:
% 67.35/32.15  														| (48)  ~ (e4 = e2)
% 67.35/32.15  														|
% 67.35/32.15  														| Equations (396) can reduce 5470 to:
% 67.35/32.15  														| (49)  ~ (e4 = e0)
% 67.35/32.15  														|
% 67.35/32.15  														| From (396) and (37) follows:
% 67.35/32.15  														| (5492) op(e3, e1) = e4
% 67.35/32.15  														|
% 67.35/32.15  														+-Applying beta-rule and splitting (355), into two cases.
% 67.35/32.15  														|-Branch one:
% 67.35/32.15  														| (565) all_0_52_52 = e4
% 67.35/32.15  														|
% 67.35/32.15  															| Equations (565) can reduce 780 to:
% 67.35/32.15  															| (266) $false
% 67.35/32.15  															|
% 67.35/32.15  															|-The branch is then unsatisfiable
% 67.35/32.15  														|-Branch two:
% 67.35/32.15  														| (780)  ~ (all_0_52_52 = e4)
% 67.35/32.15  														| (642) all_0_52_52 = e1
% 67.35/32.15  														|
% 67.35/32.15  															| Equations (642) can reduce 101 to:
% 67.35/32.15  															| (759)  ~ (all_0_50_50 = e1)
% 67.35/32.15  															|
% 67.35/32.15  															| Equations (642) can reduce 20 to:
% 67.35/32.15  															| (464)  ~ (all_0_51_51 = e1)
% 67.35/32.15  															|
% 67.35/32.15  															| Equations (642) can reduce 46 to:
% 67.35/32.15  															| (1458)  ~ (all_0_53_53 = e1)
% 67.35/32.15  															|
% 67.35/32.15  															| Simplifying 1458 yields:
% 67.35/32.15  															| (1459)  ~ (all_0_53_53 = e1)
% 67.35/32.15  															|
% 67.35/32.15  															| Equations (642) can reduce 780 to:
% 67.35/32.15  															| (602)  ~ (e4 = e1)
% 67.35/32.15  															|
% 67.35/32.15  															| Simplifying 602 yields:
% 67.35/32.15  															| (110)  ~ (e4 = e1)
% 67.35/32.15  															|
% 67.35/32.15  															| Equations (642) can reduce 166 to:
% 67.35/32.15  															| (467)  ~ (e3 = e1)
% 67.35/32.15  															|
% 67.35/32.15  															| Simplifying 467 yields:
% 67.35/32.15  															| (213)  ~ (e3 = e1)
% 67.35/32.15  															|
% 67.35/32.15  															| Equations (642) can reduce 342 to:
% 67.35/32.15  															| (604)  ~ (e2 = e1)
% 67.35/32.15  															|
% 67.35/32.15  															| Simplifying 604 yields:
% 67.35/32.15  															| (122)  ~ (e2 = e1)
% 67.35/32.15  															|
% 67.35/32.15  															| Equations (642) can reduce 72 to:
% 67.35/32.15  															| (233)  ~ (e1 = e0)
% 67.35/32.15  															|
% 67.35/32.15  															+-Applying beta-rule and splitting (95), into two cases.
% 67.35/32.15  															|-Branch one:
% 67.35/32.15  															| (378) all_0_50_50 = e2
% 67.35/32.15  															|
% 67.35/32.15  																| Equations (378) can reduce 221 to:
% 67.35/32.15  																| (85)  ~ (all_0_41_41 = e2)
% 67.35/32.15  																|
% 67.35/32.15  																| Equations (378) can reduce 35 to:
% 67.35/32.15  																| (300)  ~ (all_0_46_46 = e2)
% 67.35/32.15  																|
% 67.35/32.15  																| Equations (378) can reduce 59 to:
% 67.35/32.15  																| (17668)  ~ (all_0_51_51 = e2)
% 67.35/32.15  																|
% 67.35/32.15  																| Simplifying 17668 yields:
% 67.35/32.15  																| (1099)  ~ (all_0_51_51 = e2)
% 67.35/32.15  																|
% 67.35/32.15  																| Equations (378) can reduce 190 to:
% 67.35/32.15  																| (508)  ~ (all_0_53_53 = e2)
% 67.35/32.15  																|
% 67.35/32.15  																| Simplifying 508 yields:
% 67.35/32.15  																| (509)  ~ (all_0_53_53 = e2)
% 67.35/32.15  																|
% 67.35/32.15  																| Equations (378) can reduce 759 to:
% 67.35/32.15  																| (122)  ~ (e2 = e1)
% 67.35/32.15  																|
% 67.35/32.15  																| Equations (378) can reduce 121 to:
% 67.35/32.15  																| (128)  ~ (e2 = e0)
% 67.35/32.15  																|
% 67.35/32.15  																| From (378) and (242) follows:
% 67.35/32.15  																| (26152) op(e1, e3) = e2
% 67.35/32.15  																|
% 67.35/32.15  																+-Applying beta-rule and splitting (158), into two cases.
% 67.35/32.15  																|-Branch one:
% 67.35/32.15  																| (313) all_0_40_40 = e2
% 67.35/32.15  																|
% 67.35/32.15  																	| Combining equations (485,313) yields a new equation:
% 67.35/32.15  																	| (330) e2 = e0
% 67.35/32.15  																	|
% 67.35/32.15  																	| Equations (330) can reduce 128 to:
% 67.35/32.15  																	| (266) $false
% 67.35/32.15  																	|
% 67.35/32.15  																	|-The branch is then unsatisfiable
% 67.35/32.15  																|-Branch two:
% 67.35/32.15  																| (296)  ~ (all_0_40_40 = e2)
% 67.35/32.15  																| (377) all_0_49_49 = e2 | all_0_53_53 = e2 | all_0_58_58 = e2
% 67.35/32.15  																|
% 67.35/32.15  																	+-Applying beta-rule and splitting (377), into two cases.
% 67.35/32.15  																	|-Branch one:
% 67.35/32.15  																	| (583) all_0_49_49 = e2
% 67.35/32.15  																	|
% 67.35/32.15  																		| Equations (583) can reduce 340 to:
% 67.35/32.15  																		| (266) $false
% 67.35/32.15  																		|
% 67.35/32.15  																		|-The branch is then unsatisfiable
% 67.35/32.15  																	|-Branch two:
% 67.35/32.15  																	| (340)  ~ (all_0_49_49 = e2)
% 67.35/32.15  																	| (614) all_0_53_53 = e2 | all_0_58_58 = e2
% 67.35/32.15  																	|
% 67.35/32.15  																		+-Applying beta-rule and splitting (614), into two cases.
% 67.35/32.15  																		|-Branch one:
% 67.35/32.15  																		| (607) all_0_53_53 = e2
% 67.35/32.15  																		|
% 67.35/32.15  																			| Equations (607) can reduce 509 to:
% 67.35/32.15  																			| (266) $false
% 67.35/32.15  																			|
% 67.35/32.15  																			|-The branch is then unsatisfiable
% 67.35/32.15  																		|-Branch two:
% 67.35/32.15  																		| (509)  ~ (all_0_53_53 = e2)
% 67.35/32.15  																		| (624) all_0_58_58 = e2
% 67.35/32.15  																		|
% 67.35/32.15  																			| Equations (624) can reduce 119 to:
% 67.35/32.15  																			| (340)  ~ (all_0_49_49 = e2)
% 67.35/32.15  																			|
% 67.35/32.15  																			| Equations (624) can reduce 10 to:
% 67.35/32.15  																			| (509)  ~ (all_0_53_53 = e2)
% 67.35/32.15  																			|
% 67.35/32.15  																			| Equations (624) can reduce 44 to:
% 67.35/32.15  																			| (511)  ~ (all_0_56_56 = e2)
% 67.35/32.15  																			|
% 67.35/32.15  																			| Equations (624) can reduce 451 to:
% 67.35/32.15  																			| (327)  ~ (e4 = e2)
% 67.35/32.15  																			|
% 67.35/32.15  																			| Simplifying 327 yields:
% 67.35/32.15  																			| (48)  ~ (e4 = e2)
% 67.35/32.15  																			|
% 67.35/32.15  																			+-Applying beta-rule and splitting (163), into two cases.
% 67.35/32.15  																			|-Branch one:
% 67.35/32.15  																			| (565) all_0_52_52 = e4
% 67.35/32.15  																			|
% 67.35/32.15  																				| Combining equations (642,565) yields a new equation:
% 67.35/32.15  																				| (630) e4 = e1
% 67.35/32.15  																				|
% 67.35/32.15  																				| Equations (630) can reduce 110 to:
% 67.35/32.15  																				| (266) $false
% 67.35/32.15  																				|
% 67.35/32.15  																				|-The branch is then unsatisfiable
% 67.35/32.15  																			|-Branch two:
% 67.35/32.15  																			| (780)  ~ (all_0_52_52 = e4)
% 67.35/32.15  																			| (781) (all_0_41_41 = e0 & all_0_58_58 = e3 &  ~ (all_0_44_44 = e3)) | (all_0_41_41 = e0 & all_0_58_58 = e3 &  ~ (all_0_55_55 = e0)) | (all_0_47_47 = e1 & all_0_52_52 = e2 &  ~ (all_0_48_48 = e2)) | (all_0_47_47 = e1 & all_0_52_52 = e2 &  ~ (all_0_51_51 = e1)) | (all_0_47_47 = e0 & all_0_58_58 = e2 &  ~ (all_0_49_49 = e2)) | (all_0_47_47 = e0 & all_0_58_58 = e2 &  ~ (all_0_56_56 = e0))
% 67.35/32.15  																			|
% 67.35/32.15  																				| Equations (642) can reduce 780 to:
% 67.35/32.15  																				| (602)  ~ (e4 = e1)
% 67.35/32.15  																				|
% 67.35/32.15  																				| Simplifying 602 yields:
% 67.35/32.15  																				| (110)  ~ (e4 = e1)
% 67.35/32.15  																				|
% 67.35/32.15  																				+-Applying beta-rule and splitting (781), into two cases.
% 67.35/32.15  																				|-Branch one:
% 67.35/32.15  																				| (789) (all_0_41_41 = e0 & all_0_58_58 = e3 &  ~ (all_0_44_44 = e3)) | (all_0_41_41 = e0 & all_0_58_58 = e3 &  ~ (all_0_55_55 = e0)) | (all_0_47_47 = e1 & all_0_52_52 = e2 &  ~ (all_0_48_48 = e2)) | (all_0_47_47 = e1 & all_0_52_52 = e2 &  ~ (all_0_51_51 = e1)) | (all_0_47_47 = e0 & all_0_58_58 = e2 &  ~ (all_0_49_49 = e2))
% 67.35/32.15  																				|
% 67.35/32.15  																					+-Applying beta-rule and splitting (789), into two cases.
% 67.35/32.15  																					|-Branch one:
% 67.35/32.15  																					| (790) (all_0_41_41 = e0 & all_0_58_58 = e3 &  ~ (all_0_44_44 = e3)) | (all_0_41_41 = e0 & all_0_58_58 = e3 &  ~ (all_0_55_55 = e0)) | (all_0_47_47 = e1 & all_0_52_52 = e2 &  ~ (all_0_48_48 = e2)) | (all_0_47_47 = e1 & all_0_52_52 = e2 &  ~ (all_0_51_51 = e1))
% 67.35/32.15  																					|
% 67.35/32.15  																						+-Applying beta-rule and splitting (790), into two cases.
% 67.35/32.15  																						|-Branch one:
% 67.35/32.15  																						| (791) (all_0_41_41 = e0 & all_0_58_58 = e3 &  ~ (all_0_44_44 = e3)) | (all_0_41_41 = e0 & all_0_58_58 = e3 &  ~ (all_0_55_55 = e0)) | (all_0_47_47 = e1 & all_0_52_52 = e2 &  ~ (all_0_48_48 = e2))
% 67.35/32.15  																						|
% 67.35/32.15  																							+-Applying beta-rule and splitting (791), into two cases.
% 67.35/32.15  																							|-Branch one:
% 67.35/32.15  																							| (792) (all_0_41_41 = e0 & all_0_58_58 = e3 &  ~ (all_0_44_44 = e3)) | (all_0_41_41 = e0 & all_0_58_58 = e3 &  ~ (all_0_55_55 = e0))
% 67.35/32.15  																							|
% 67.35/32.15  																								+-Applying beta-rule and splitting (792), into two cases.
% 67.35/32.15  																								|-Branch one:
% 67.35/32.15  																								| (793) all_0_41_41 = e0 & all_0_58_58 = e3 &  ~ (all_0_44_44 = e3)
% 67.35/32.15  																								|
% 67.35/32.15  																									| Applying alpha-rule on (793) yields:
% 67.35/32.15  																									| (794) all_0_41_41 = e0
% 67.35/32.15  																									| (795) all_0_58_58 = e3
% 67.35/32.15  																									| (407)  ~ (all_0_44_44 = e3)
% 67.35/32.15  																									|
% 67.35/32.15  																									| Combining equations (624,795) yields a new equation:
% 67.35/32.15  																									| (662) e3 = e2
% 67.35/32.15  																									|
% 67.35/32.15  																									| Equations (662) can reduce 212 to:
% 67.35/32.15  																									| (266) $false
% 67.35/32.15  																									|
% 67.35/32.15  																									|-The branch is then unsatisfiable
% 67.35/32.15  																								|-Branch two:
% 67.35/32.15  																								| (800) all_0_41_41 = e0 & all_0_58_58 = e3 &  ~ (all_0_55_55 = e0)
% 67.35/32.15  																								|
% 67.35/32.15  																									| Applying alpha-rule on (800) yields:
% 67.35/32.15  																									| (794) all_0_41_41 = e0
% 67.35/32.15  																									| (795) all_0_58_58 = e3
% 67.35/32.15  																									| (803)  ~ (all_0_55_55 = e0)
% 67.35/32.15  																									|
% 67.35/32.15  																									| Combining equations (624,795) yields a new equation:
% 67.35/32.15  																									| (662) e3 = e2
% 67.35/32.15  																									|
% 67.35/32.15  																									| Equations (662) can reduce 212 to:
% 67.35/32.15  																									| (266) $false
% 67.35/32.15  																									|
% 67.35/32.15  																									|-The branch is then unsatisfiable
% 67.35/32.15  																							|-Branch two:
% 67.35/32.15  																							| (807) all_0_47_47 = e1 & all_0_52_52 = e2 &  ~ (all_0_48_48 = e2)
% 67.35/32.15  																							|
% 67.35/32.15  																								| Applying alpha-rule on (807) yields:
% 67.35/32.15  																								| (654) all_0_47_47 = e1
% 67.35/32.15  																								| (352) all_0_52_52 = e2
% 67.35/32.15  																								| (810)  ~ (all_0_48_48 = e2)
% 67.35/32.15  																								|
% 67.35/32.15  																								| Combining equations (642,352) yields a new equation:
% 67.35/32.15  																								| (617) e2 = e1
% 67.35/32.15  																								|
% 67.35/32.15  																								| Equations (617) can reduce 122 to:
% 67.35/32.15  																								| (266) $false
% 67.35/32.15  																								|
% 67.35/32.15  																								|-The branch is then unsatisfiable
% 67.35/32.15  																						|-Branch two:
% 67.35/32.15  																						| (813) all_0_47_47 = e1 & all_0_52_52 = e2 &  ~ (all_0_51_51 = e1)
% 67.35/32.15  																						|
% 67.35/32.15  																							| Applying alpha-rule on (813) yields:
% 67.35/32.15  																							| (654) all_0_47_47 = e1
% 67.35/32.15  																							| (352) all_0_52_52 = e2
% 67.35/32.15  																							| (464)  ~ (all_0_51_51 = e1)
% 67.35/32.15  																							|
% 67.35/32.15  																							| Combining equations (642,352) yields a new equation:
% 67.35/32.15  																							| (617) e2 = e1
% 67.35/32.15  																							|
% 67.35/32.15  																							| Equations (617) can reduce 122 to:
% 67.35/32.15  																							| (266) $false
% 67.35/32.15  																							|
% 67.35/32.15  																							|-The branch is then unsatisfiable
% 67.35/32.15  																					|-Branch two:
% 67.35/32.15  																					| (819) all_0_47_47 = e0 & all_0_58_58 = e2 &  ~ (all_0_49_49 = e2)
% 67.35/32.15  																					|
% 67.35/32.15  																						| Applying alpha-rule on (819) yields:
% 67.35/32.15  																						| (674) all_0_47_47 = e0
% 67.35/32.15  																						| (624) all_0_58_58 = e2
% 67.35/32.15  																						| (340)  ~ (all_0_49_49 = e2)
% 67.35/32.15  																						|
% 67.35/32.15  																						| Equations (674) can reduce 198 to:
% 67.35/32.15  																						| (358)  ~ (all_0_42_42 = e0)
% 67.35/32.15  																						|
% 67.35/32.15  																						| Equations (674) can reduce 86 to:
% 67.35/32.15  																						| (486)  ~ (all_0_49_49 = e0)
% 67.35/32.15  																						|
% 67.35/32.15  																						| Simplifying 486 yields:
% 67.35/32.15  																						| (487)  ~ (all_0_49_49 = e0)
% 67.35/32.15  																						|
% 67.35/32.15  																						| Equations (674) can reduce 91 to:
% 67.35/32.15  																						| (1181)  ~ (all_0_56_56 = e0)
% 67.35/32.15  																						|
% 67.35/32.15  																						| Simplifying 1181 yields:
% 67.35/32.15  																						| (828)  ~ (all_0_56_56 = e0)
% 67.35/32.15  																						|
% 67.35/32.15  																						| Equations (674) can reduce 1091 to:
% 67.35/32.15  																						| (541)  ~ (e3 = e0)
% 67.35/32.15  																						|
% 67.35/32.15  																						| Simplifying 541 yields:
% 67.35/32.15  																						| (80)  ~ (e3 = e0)
% 67.35/32.15  																						|
% 67.35/32.15  																						+-Applying beta-rule and splitting (165), into two cases.
% 67.35/32.15  																						|-Branch one:
% 67.35/32.15  																						| (794) all_0_41_41 = e0
% 67.35/32.15  																						|
% 67.35/32.15  																							| Equations (794) can reduce 149 to:
% 67.35/32.15  																							| (359)  ~ (all_0_44_44 = e0)
% 67.35/32.15  																							|
% 67.35/32.15  																							| Simplifying 359 yields:
% 67.35/32.15  																							| (360)  ~ (all_0_44_44 = e0)
% 67.35/32.15  																							|
% 67.35/32.15  																							| Equations (794) can reduce 43 to:
% 67.35/32.15  																							| (5567)  ~ (all_0_46_46 = e0)
% 67.35/32.15  																							|
% 67.35/32.15  																							| Simplifying 5567 yields:
% 67.35/32.15  																							| (831)  ~ (all_0_46_46 = e0)
% 67.35/32.15  																							|
% 67.35/32.15  																							| Equations (794) can reduce 440 to:
% 67.35/32.15  																							| (401)  ~ (e4 = e0)
% 67.35/32.15  																							|
% 67.35/32.15  																							| Simplifying 401 yields:
% 67.35/32.15  																							| (49)  ~ (e4 = e0)
% 67.35/32.15  																							|
% 67.35/32.15  																							| Equations (794) can reduce 85 to:
% 67.35/32.15  																							| (365)  ~ (e2 = e0)
% 67.35/32.15  																							|
% 67.35/32.15  																							| Simplifying 365 yields:
% 67.35/32.15  																							| (128)  ~ (e2 = e0)
% 67.35/32.15  																							|
% 67.35/32.15  																							+-Applying beta-rule and splitting (144), into two cases.
% 67.35/32.15  																							|-Branch one:
% 67.35/32.15  																							| (403) all_0_41_41 = e3
% 67.35/32.15  																							|
% 67.35/32.15  																								| Combining equations (403,794) yields a new equation:
% 67.35/32.15  																								| (675) e3 = e0
% 67.35/32.15  																								|
% 67.35/32.15  																								| Simplifying 675 yields:
% 67.35/32.15  																								| (676) e3 = e0
% 67.35/32.15  																								|
% 67.35/32.15  																								| Equations (676) can reduce 80 to:
% 67.35/32.15  																								| (266) $false
% 67.35/32.15  																								|
% 67.35/32.15  																								|-The branch is then unsatisfiable
% 67.35/32.15  																							|-Branch two:
% 67.35/32.15  																							| (1898)  ~ (all_0_41_41 = e3)
% 67.35/32.15  																							| (1923) all_0_46_46 = e3 | all_0_50_50 = e3 | all_0_55_55 = e3
% 67.35/32.15  																							|
% 67.35/32.15  																								| Equations (794) can reduce 1898 to:
% 67.35/32.15  																								| (541)  ~ (e3 = e0)
% 67.35/32.15  																								|
% 67.35/32.15  																								| Simplifying 541 yields:
% 67.35/32.15  																								| (80)  ~ (e3 = e0)
% 67.35/32.15  																								|
% 67.35/32.15  																								+-Applying beta-rule and splitting (206), into two cases.
% 67.35/32.15  																								|-Branch one:
% 67.35/32.15  																								| (248) all_0_45_45 = e4
% 67.35/32.15  																								|
% 67.35/32.15  																									| Combining equations (248,423) yields a new equation:
% 67.35/32.15  																									| (424) e4 = e3
% 67.35/32.15  																									|
% 67.35/32.15  																									| Simplifying 424 yields:
% 67.35/32.15  																									| (425) e4 = e3
% 67.35/32.15  																									|
% 67.35/32.15  																									| Equations (425) can reduce 188 to:
% 67.35/32.15  																									| (266) $false
% 67.35/32.15  																									|
% 67.35/32.15  																									|-The branch is then unsatisfiable
% 67.35/32.15  																								|-Branch two:
% 67.35/32.16  																								| (60416)  ~ (all_0_45_45 = e4)
% 67.35/32.16  																								| (61457) all_0_46_46 = e4 | all_0_47_47 = e4 | all_0_48_48 = e4 | all_0_49_49 = e4
% 67.35/32.16  																								|
% 67.35/32.16  																									+-Applying beta-rule and splitting (61457), into two cases.
% 67.35/32.16  																									|-Branch one:
% 67.35/32.16  																									| (770) all_0_46_46 = e4
% 67.35/32.16  																									|
% 67.35/32.16  																										| Equations (770) can reduce 250 to:
% 67.35/32.16  																										| (266) $false
% 67.35/32.16  																										|
% 67.35/32.16  																										|-The branch is then unsatisfiable
% 67.35/32.16  																									|-Branch two:
% 67.35/32.16  																									| (250)  ~ (all_0_46_46 = e4)
% 67.35/32.16  																									| (61466) all_0_47_47 = e4 | all_0_48_48 = e4 | all_0_49_49 = e4
% 67.35/32.16  																									|
% 67.35/32.16  																										+-Applying beta-rule and splitting (61466), into two cases.
% 67.35/32.16  																										|-Branch one:
% 67.35/32.16  																										| (1790) all_0_47_47 = e4
% 67.35/32.16  																										|
% 67.35/32.16  																											| Combining equations (674,1790) yields a new equation:
% 67.35/32.16  																											| (397) e4 = e0
% 67.35/32.16  																											|
% 67.35/32.16  																											| Equations (397) can reduce 49 to:
% 67.35/32.16  																											| (266) $false
% 67.35/32.16  																											|
% 67.35/32.16  																											|-The branch is then unsatisfiable
% 67.35/32.16  																										|-Branch two:
% 67.35/32.16  																										| (252)  ~ (all_0_47_47 = e4)
% 67.35/32.16  																										| (61479) all_0_48_48 = e4 | all_0_49_49 = e4
% 67.35/32.16  																										|
% 67.35/32.16  																											+-Applying beta-rule and splitting (61479), into two cases.
% 67.35/32.16  																											|-Branch one:
% 67.35/32.16  																											| (943) all_0_48_48 = e4
% 67.35/32.16  																											|
% 67.35/32.16  																												| Combining equations (335,943) yields a new equation:
% 67.35/32.16  																												| (323) e4 = e2
% 67.35/32.16  																												|
% 67.35/32.16  																												| Equations (323) can reduce 48 to:
% 67.35/32.16  																												| (266) $false
% 67.35/32.16  																												|
% 67.35/32.16  																												|-The branch is then unsatisfiable
% 67.35/32.16  																											|-Branch two:
% 67.35/32.16  																											| (254)  ~ (all_0_48_48 = e4)
% 67.35/32.16  																											| (974) all_0_49_49 = e4
% 67.35/32.16  																											|
% 67.35/32.16  																												| Equations (974) can reduce 340 to:
% 67.35/32.16  																												| (48)  ~ (e4 = e2)
% 67.35/32.16  																												|
% 67.35/32.16  																												| Equations (974) can reduce 487 to:
% 67.35/32.16  																												| (49)  ~ (e4 = e0)
% 67.35/32.16  																												|
% 67.35/32.16  																												| From (974) and (55) follows:
% 67.35/32.16  																												| (61486) op(e2, e0) = e4
% 67.35/32.16  																												|
% 67.35/32.16  																												+-Applying beta-rule and splitting (196), into two cases.
% 67.35/32.16  																												|-Branch one:
% 67.35/32.16  																												| (607) all_0_53_53 = e2
% 67.35/32.16  																												|
% 67.35/32.16  																													| Equations (607) can reduce 509 to:
% 67.35/32.16  																													| (266) $false
% 67.35/32.16  																													|
% 67.35/32.16  																													|-The branch is then unsatisfiable
% 67.35/32.16  																												|-Branch two:
% 67.35/32.16  																												| (509)  ~ (all_0_53_53 = e2)
% 67.35/32.16  																												| (610) all_0_53_53 = e4 | all_0_53_53 = e3 | all_0_53_53 = e1
% 67.35/32.16  																												|
% 67.35/32.16  																													+-Applying beta-rule and splitting (112), into two cases.
% 67.35/32.16  																													|-Branch one:
% 67.35/32.16  																													| (635) all_0_44_44 = e1
% 67.35/32.16  																													|
% 67.35/32.16  																														| Equations (635) can reduce 220 to:
% 67.35/32.16  																														| (1458)  ~ (all_0_53_53 = e1)
% 67.35/32.16  																														|
% 67.35/32.16  																														| Simplifying 1458 yields:
% 67.35/32.16  																														| (1459)  ~ (all_0_53_53 = e1)
% 67.35/32.16  																														|
% 67.35/32.16  																														| Equations (635) can reduce 360 to:
% 67.35/32.16  																														| (233)  ~ (e1 = e0)
% 67.35/32.16  																														|
% 67.35/32.16  																														+-Applying beta-rule and splitting (113), into two cases.
% 67.35/32.16  																														|-Branch one:
% 67.35/32.16  																														| (403) all_0_41_41 = e3
% 67.35/32.16  																														|
% 67.35/32.16  																															| Combining equations (403,794) yields a new equation:
% 67.35/32.16  																															| (675) e3 = e0
% 67.35/32.16  																															|
% 67.35/32.16  																															| Simplifying 675 yields:
% 67.35/32.16  																															| (676) e3 = e0
% 67.35/32.16  																															|
% 67.35/32.16  																															| Equations (676) can reduce 80 to:
% 67.35/32.16  																															| (266) $false
% 67.35/32.16  																															|
% 67.35/32.16  																															|-The branch is then unsatisfiable
% 67.35/32.16  																														|-Branch two:
% 67.35/32.16  																														| (1898)  ~ (all_0_41_41 = e3)
% 67.35/32.16  																														| (1899) all_0_42_42 = e3 | all_0_44_44 = e3
% 67.35/32.16  																														|
% 67.35/32.16  																															+-Applying beta-rule and splitting (1899), into two cases.
% 67.35/32.16  																															|-Branch one:
% 67.35/32.16  																															| (516) all_0_42_42 = e3
% 67.35/32.16  																															|
% 67.35/32.16  																																| Equations (516) can reduce 61 to:
% 67.35/32.16  																																| (1925)  ~ (all_0_51_51 = e3)
% 67.35/32.16  																																|
% 67.35/32.16  																																| Simplifying 1925 yields:
% 67.35/32.17  																																| (664)  ~ (all_0_51_51 = e3)
% 67.35/32.17  																																|
% 67.35/32.17  																																| Equations (516) can reduce 51 to:
% 67.35/32.17  																																| (212)  ~ (e3 = e2)
% 67.35/32.17  																																|
% 67.35/32.17  																																| From (516) and (210) follows:
% 67.35/32.17  																																| (4285) op(e3, e2) = e3
% 67.35/32.17  																																|
% 67.35/32.17  																																+-Applying beta-rule and splitting (168), into two cases.
% 67.35/32.17  																																|-Branch one:
% 67.35/32.17  																																| (415) all_0_50_50 = e3
% 67.35/32.17  																																|
% 67.35/32.17  																																	| Combining equations (378,415) yields a new equation:
% 67.35/32.17  																																	| (662) e3 = e2
% 67.35/32.17  																																	|
% 67.35/32.17  																																	| Equations (662) can reduce 212 to:
% 67.35/32.17  																																	| (266) $false
% 67.35/32.17  																																	|
% 67.35/32.17  																																	|-The branch is then unsatisfiable
% 67.35/32.17  																																|-Branch two:
% 67.35/32.17  																																| (411)  ~ (all_0_50_50 = e3)
% 67.35/32.17  																																| (418) all_0_51_51 = e3 | all_0_53_53 = e3
% 67.35/32.17  																																|
% 67.35/32.17  																																	+-Applying beta-rule and splitting (418), into two cases.
% 67.35/32.17  																																	|-Branch one:
% 67.35/32.17  																																	| (660) all_0_51_51 = e3
% 67.35/32.17  																																	|
% 67.35/32.17  																																		| Equations (660) can reduce 664 to:
% 67.35/32.17  																																		| (266) $false
% 67.35/32.17  																																		|
% 67.35/32.17  																																		|-The branch is then unsatisfiable
% 67.35/32.17  																																	|-Branch two:
% 67.35/32.17  																																	| (664)  ~ (all_0_51_51 = e3)
% 67.35/32.17  																																	| (665) all_0_53_53 = e3
% 67.35/32.17  																																	|
% 67.35/32.17  																																		| Equations (665) can reduce 6 to:
% 67.35/32.17  																																		| (664)  ~ (all_0_51_51 = e3)
% 67.35/32.17  																																		|
% 67.35/32.17  																																		| Equations (665) can reduce 509 to:
% 67.35/32.17  																																		| (212)  ~ (e3 = e2)
% 67.35/32.17  																																		|
% 67.35/32.17  																																		| Equations (665) can reduce 1459 to:
% 67.35/32.17  																																		| (213)  ~ (e3 = e1)
% 67.35/32.17  																																		|
% 67.35/32.17  																																		+-Applying beta-rule and splitting (135), into two cases.
% 67.35/32.17  																																		|-Branch one:
% 67.35/32.17  																																		| (545) all_0_46_46 = e1
% 67.35/32.17  																																		|
% 67.35/32.17  																																			| Equations (545) can reduce 58 to:
% 67.35/32.17  																																			| (2331)  ~ (all_0_55_55 = e1)
% 67.35/32.17  																																			|
% 67.35/32.17  																																			| Simplifying 2331 yields:
% 67.35/32.17  																																			| (632)  ~ (all_0_55_55 = e1)
% 67.35/32.17  																																			|
% 67.35/32.17  																																			| Equations (545) can reduce 409 to:
% 67.35/32.17  																																			| (467)  ~ (e3 = e1)
% 67.35/32.17  																																			|
% 67.35/32.17  																																			| Simplifying 467 yields:
% 67.35/32.17  																																			| (213)  ~ (e3 = e1)
% 67.35/32.17  																																			|
% 67.35/32.17  																																			| Equations (545) can reduce 300 to:
% 67.35/32.17  																																			| (604)  ~ (e2 = e1)
% 67.35/32.17  																																			|
% 67.35/32.17  																																			| Simplifying 604 yields:
% 67.35/32.17  																																			| (122)  ~ (e2 = e1)
% 67.35/32.17  																																			|
% 67.35/32.17  																																			| Equations (545) can reduce 831 to:
% 67.35/32.17  																																			| (233)  ~ (e1 = e0)
% 67.35/32.17  																																			|
% 67.35/32.17  																																			+-Applying beta-rule and splitting (216), into two cases.
% 67.35/32.17  																																			|-Branch one:
% 67.35/32.17  																																			| (629) all_0_55_55 = e1
% 67.35/32.17  																																			|
% 67.35/32.17  																																				| Equations (629) can reduce 632 to:
% 67.35/32.17  																																				| (266) $false
% 67.35/32.17  																																				|
% 67.35/32.17  																																				|-The branch is then unsatisfiable
% 67.35/32.17  																																			|-Branch two:
% 67.35/32.17  																																			| (632)  ~ (all_0_55_55 = e1)
% 67.35/32.17  																																			| (633) all_0_56_56 = e1 | all_0_57_57 = e1 | all_0_58_58 = e1
% 67.35/32.17  																																			|
% 67.35/32.17  																																				+-Applying beta-rule and splitting (231), into two cases.
% 67.35/32.17  																																				|-Branch one:
% 67.35/32.17  																																				| (775) all_0_50_50 = e4
% 67.35/32.17  																																				|
% 67.35/32.17  																																					| Combining equations (378,775) yields a new equation:
% 67.35/32.17  																																					| (323) e4 = e2
% 67.35/32.17  																																					|
% 67.35/32.17  																																					| Equations (323) can reduce 48 to:
% 67.35/32.17  																																					| (266) $false
% 67.35/32.17  																																					|
% 67.35/32.17  																																					|-The branch is then unsatisfiable
% 67.35/32.17  																																				|-Branch two:
% 67.35/32.17  																																				| (566)  ~ (all_0_50_50 = e4)
% 67.35/32.17  																																				| (1071) all_0_51_51 = e4 | all_0_52_52 = e4 | all_0_53_53 = e4
% 67.35/32.17  																																				|
% 67.35/32.17  																																					| Equations (378) can reduce 566 to:
% 67.35/32.17  																																					| (327)  ~ (e4 = e2)
% 67.35/32.17  																																					|
% 67.35/32.17  																																					| Simplifying 327 yields:
% 67.35/32.17  																																					| (48)  ~ (e4 = e2)
% 67.35/32.17  																																					|
% 67.35/32.17  																																					+-Applying beta-rule and splitting (7), into two cases.
% 67.35/32.17  																																					|-Branch one:
% 67.35/32.17  																																					| (504) all_0_51_51 = e2
% 67.35/32.17  																																					|
% 67.35/32.17  																																						| Equations (504) can reduce 1099 to:
% 67.35/32.17  																																						| (266) $false
% 67.35/32.17  																																						|
% 67.35/32.17  																																						|-The branch is then unsatisfiable
% 67.35/32.17  																																					|-Branch two:
% 67.35/32.17  																																					| (1099)  ~ (all_0_51_51 = e2)
% 67.35/32.17  																																					| (1100) all_0_51_51 = e4 | all_0_51_51 = e3 | all_0_51_51 = e1
% 67.35/32.17  																																					|
% 67.35/32.17  																																						+-Applying beta-rule and splitting (133), into two cases.
% 67.35/32.17  																																						|-Branch one:
% 67.35/32.17  																																						| (833) all_0_56_56 = e2
% 67.35/32.17  																																						|
% 67.35/32.17  																																							| Equations (833) can reduce 511 to:
% 67.35/32.17  																																							| (266) $false
% 67.35/32.17  																																							|
% 67.35/32.17  																																							|-The branch is then unsatisfiable
% 67.35/32.17  																																						|-Branch two:
% 67.35/32.17  																																						| (511)  ~ (all_0_56_56 = e2)
% 67.35/32.17  																																						| (836) all_0_56_56 = e4 | all_0_56_56 = e3 | all_0_56_56 = e1 | all_0_56_56 = e0
% 67.35/32.17  																																						|
% 67.35/32.17  																																							+-Applying beta-rule and splitting (1923), into two cases.
% 67.35/32.17  																																							|-Branch one:
% 67.35/32.17  																																							| (1557) all_0_46_46 = e3
% 67.35/32.17  																																							|
% 67.35/32.17  																																								| Combining equations (545,1557) yields a new equation:
% 67.35/32.17  																																								| (455) e3 = e1
% 67.35/32.17  																																								|
% 67.35/32.17  																																								| Equations (455) can reduce 213 to:
% 67.35/32.17  																																								| (266) $false
% 67.35/32.17  																																								|
% 67.35/32.17  																																								|-The branch is then unsatisfiable
% 67.35/32.17  																																							|-Branch two:
% 67.35/32.17  																																							| (409)  ~ (all_0_46_46 = e3)
% 67.35/32.17  																																							| (4042) all_0_50_50 = e3 | all_0_55_55 = e3
% 67.35/32.17  																																							|
% 67.35/32.17  																																								| Equations (545) can reduce 409 to:
% 67.35/32.17  																																								| (467)  ~ (e3 = e1)
% 67.35/32.17  																																								|
% 67.35/32.17  																																								| Simplifying 467 yields:
% 67.35/32.17  																																								| (213)  ~ (e3 = e1)
% 67.35/32.17  																																								|
% 67.35/32.17  																																								+-Applying beta-rule and splitting (131), into two cases.
% 67.35/32.17  																																								|-Branch one:
% 67.35/32.17  																																								| (459) all_0_42_42 = e1
% 67.35/32.17  																																								|
% 67.35/32.17  																																									| Combining equations (516,459) yields a new equation:
% 67.35/32.17  																																									| (454) e3 = e1
% 67.35/32.17  																																									|
% 67.35/32.17  																																									| Simplifying 454 yields:
% 67.35/32.17  																																									| (455) e3 = e1
% 67.35/32.17  																																									|
% 67.35/32.17  																																									| Equations (455) can reduce 213 to:
% 67.35/32.17  																																									| (266) $false
% 67.35/32.17  																																									|
% 67.35/32.17  																																									|-The branch is then unsatisfiable
% 67.35/32.17  																																								|-Branch two:
% 67.35/32.17  																																								| (1380)  ~ (all_0_42_42 = e1)
% 67.35/32.17  																																								| (3259) all_0_47_47 = e1 | all_0_51_51 = e1 | all_0_56_56 = e1
% 67.35/32.17  																																								|
% 67.35/32.17  																																									+-Applying beta-rule and splitting (164), into two cases.
% 67.35/32.17  																																									|-Branch one:
% 67.35/32.17  																																									| (471) all_0_39_39 = e4
% 67.35/32.17  																																									|
% 67.35/32.17  																																										| Combining equations (471,317) yields a new equation:
% 67.35/32.17  																																										| (322) e4 = e2
% 67.35/32.17  																																										|
% 67.35/32.17  																																										| Simplifying 322 yields:
% 67.35/32.17  																																										| (323) e4 = e2
% 67.35/32.17  																																										|
% 67.35/32.17  																																										| Equations (323) can reduce 48 to:
% 67.35/32.17  																																										| (266) $false
% 67.35/32.17  																																										|
% 67.35/32.17  																																										|-The branch is then unsatisfiable
% 67.35/32.17  																																									|-Branch two:
% 67.35/32.17  																																									| (1377)  ~ (all_0_39_39 = e4)
% 67.35/32.17  																																									| (2115) all_0_42_42 = e4 | all_0_47_47 = e4 | all_0_51_51 = e4 | all_0_56_56 = e4
% 67.35/32.17  																																									|
% 67.35/32.17  																																										+-Applying beta-rule and splitting (4042), into two cases.
% 67.35/32.17  																																										|-Branch one:
% 67.35/32.17  																																										| (415) all_0_50_50 = e3
% 67.35/32.17  																																										|
% 67.35/32.17  																																											| Combining equations (378,415) yields a new equation:
% 67.35/32.17  																																											| (662) e3 = e2
% 67.35/32.17  																																											|
% 67.35/32.17  																																											| Equations (662) can reduce 212 to:
% 67.35/32.17  																																											| (266) $false
% 67.35/32.17  																																											|
% 67.35/32.17  																																											|-The branch is then unsatisfiable
% 67.35/32.17  																																										|-Branch two:
% 67.35/32.17  																																										| (411)  ~ (all_0_50_50 = e3)
% 67.35/32.17  																																										| (2336) all_0_55_55 = e3
% 67.35/32.17  																																										|
% 67.35/32.17  																																											| Equations (2336) can reduce 153 to:
% 67.35/32.17  																																											| (271)  ~ (all_0_56_56 = e3)
% 67.35/32.17  																																											|
% 67.35/32.17  																																											| Simplifying 271 yields:
% 67.35/32.17  																																											| (272)  ~ (all_0_56_56 = e3)
% 67.35/32.17  																																											|
% 67.35/32.17  																																											| Equations (2336) can reduce 763 to:
% 67.35/32.17  																																											| (277)  ~ (e4 = e3)
% 67.35/32.17  																																											|
% 67.35/32.17  																																											| Simplifying 277 yields:
% 67.35/32.17  																																											| (188)  ~ (e4 = e3)
% 67.35/32.17  																																											|
% 67.35/32.17  																																											| From (2336) and (74) follows:
% 67.35/32.17  																																											| (2208) op(e0, e3) = e3
% 67.35/32.17  																																											|
% 67.35/32.17  																																											+-Applying beta-rule and splitting (1100), into two cases.
% 67.35/32.17  																																											|-Branch one:
% 67.35/32.17  																																											| (1101) all_0_51_51 = e4
% 67.35/32.17  																																											|
% 67.35/32.17  																																												| Equations (1101) can reduce 16 to:
% 67.35/32.17  																																												| (476)  ~ (all_0_56_56 = e4)
% 67.35/32.17  																																												|
% 67.35/32.17  																																												| Simplifying 476 yields:
% 67.35/32.17  																																												| (477)  ~ (all_0_56_56 = e4)
% 67.35/32.17  																																												|
% 67.35/32.17  																																												+-Applying beta-rule and splitting (633), into two cases.
% 67.35/32.17  																																												|-Branch one:
% 67.35/32.17  																																												| (1569) all_0_56_56 = e1
% 67.35/32.17  																																												|
% 67.35/32.17  																																													| Equations (1569) can reduce 828 to:
% 67.35/32.17  																																													| (233)  ~ (e1 = e0)
% 67.35/32.17  																																													|
% 67.35/32.17  																																													| From (1569) and (111) follows:
% 67.35/32.17  																																													| (3175) op(e0, e2) = e1
% 67.35/32.17  																																													|
% 67.35/32.17  																																													+-Applying beta-rule and splitting (56), into two cases.
% 67.35/32.17  																																													|-Branch one:
% 67.35/32.17  																																													| (696) unit = e2
% 67.35/32.17  																																													|
% 67.35/32.17  																																														| From (696) and (211) follows:
% 67.35/32.17  																																														| (1612) op(e2, e1) = e1
% 67.35/32.17  																																														|
% 67.35/32.17  																																														| From (696) and (209) follows:
% 67.35/32.17  																																														| (7585) op(e2, e0) = e0
% 67.35/32.17  																																														|
% 67.35/32.17  																																														| From (696) and (227) follows:
% 67.35/32.17  																																														| (4284) op(e4, e2) = e4
% 67.35/32.17  																																														|
% 67.35/32.17  																																														| Instantiating formula (29) with e4, e2, e4, e2 and discharging atoms op(e4, e2) = e4, op(e4, e2) = e2, yields:
% 67.35/32.17  																																														| (323) e4 = e2
% 67.35/32.17  																																														|
% 67.35/32.17  																																														| Instantiating formula (29) with e2, e1, e1, e2 and discharging atoms op(e2, e1) = e2, op(e2, e1) = e1, yields:
% 67.35/32.17  																																														| (617) e2 = e1
% 67.35/32.17  																																														|
% 67.35/32.17  																																														| Instantiating formula (29) with e2, e0, e0, e4 and discharging atoms op(e2, e0) = e4, op(e2, e0) = e0, yields:
% 67.35/32.17  																																														| (397) e4 = e0
% 67.35/32.17  																																														|
% 67.35/32.17  																																														| Combining equations (323,397) yields a new equation:
% 67.35/32.17  																																														| (391) e2 = e0
% 67.35/32.17  																																														|
% 67.35/32.17  																																														| Simplifying 391 yields:
% 67.35/32.17  																																														| (330) e2 = e0
% 67.35/32.17  																																														|
% 67.35/32.17  																																														| Combining equations (617,330) yields a new equation:
% 67.35/32.17  																																														| (546) e1 = e0
% 67.35/32.17  																																														|
% 67.35/32.17  																																														| Simplifying 546 yields:
% 67.35/32.17  																																														| (431) e1 = e0
% 67.35/32.17  																																														|
% 67.35/32.17  																																														| Equations (431) can reduce 233 to:
% 67.35/32.17  																																														| (266) $false
% 67.35/32.17  																																														|
% 67.35/32.17  																																														|-The branch is then unsatisfiable
% 67.35/32.17  																																													|-Branch two:
% 67.35/32.17  																																													| (707)  ~ (unit = e2)
% 67.35/32.17  																																													| (708) unit = e4 | unit = e3 | unit = e1 | unit = e0
% 67.35/32.17  																																													|
% 67.35/32.17  																																														+-Applying beta-rule and splitting (708), into two cases.
% 67.35/32.17  																																														|-Branch one:
% 67.35/32.17  																																														| (709) unit = e4
% 67.35/32.17  																																														|
% 67.35/32.17  																																															| From (709) and (24) follows:
% 67.35/32.17  																																															| (33325) op(e4, e3) = e3
% 67.35/32.17  																																															|
% 67.35/32.17  																																															| From (709) and (211) follows:
% 67.35/32.17  																																															| (22527) op(e4, e1) = e1
% 67.35/32.17  																																															|
% 67.35/32.17  																																															| From (709) and (32) follows:
% 67.35/32.17  																																															| (712) op(e2, e4) = e2
% 67.35/32.17  																																															|
% 67.35/32.17  																																															| From (709) and (42) follows:
% 67.35/32.17  																																															| (713) op(e0, e4) = e0
% 67.35/32.17  																																															|
% 67.35/32.17  																																															| Instantiating formula (29) with e4, e3, e3, e4 and discharging atoms op(e4, e3) = e4, op(e4, e3) = e3, yields:
% 67.35/32.17  																																															| (425) e4 = e3
% 67.35/32.17  																																															|
% 67.35/32.17  																																															| Instantiating formula (29) with e4, e1, e1, e3 and discharging atoms op(e4, e1) = e3, op(e4, e1) = e1, yields:
% 67.35/32.17  																																															| (455) e3 = e1
% 67.35/32.17  																																															|
% 67.35/32.17  																																															| Instantiating formula (29) with e2, e4, e2, e3 and discharging atoms op(e2, e4) = e3, op(e2, e4) = e2, yields:
% 67.35/32.17  																																															| (662) e3 = e2
% 67.35/32.17  																																															|
% 67.35/32.17  																																															| Instantiating formula (29) with e0, e4, e0, e4 and discharging atoms op(e0, e4) = e4, op(e0, e4) = e0, yields:
% 67.35/32.17  																																															| (397) e4 = e0
% 67.35/32.17  																																															|
% 67.35/32.17  																																															| Combining equations (425,397) yields a new equation:
% 67.35/32.17  																																															| (675) e3 = e0
% 67.35/32.17  																																															|
% 67.35/32.17  																																															| Simplifying 675 yields:
% 67.35/32.17  																																															| (676) e3 = e0
% 67.35/32.17  																																															|
% 67.35/32.17  																																															| Combining equations (676,662) yields a new equation:
% 67.35/32.17  																																															| (330) e2 = e0
% 67.35/32.17  																																															|
% 67.35/32.17  																																															| Combining equations (455,662) yields a new equation:
% 67.35/32.17  																																															| (617) e2 = e1
% 67.35/32.17  																																															|
% 67.35/32.17  																																															| Combining equations (617,330) yields a new equation:
% 67.35/32.17  																																															| (546) e1 = e0
% 67.35/32.17  																																															|
% 67.35/32.17  																																															| Simplifying 546 yields:
% 67.35/32.17  																																															| (431) e1 = e0
% 67.35/32.17  																																															|
% 67.35/32.17  																																															| Equations (431) can reduce 233 to:
% 67.35/32.17  																																															| (266) $false
% 67.35/32.17  																																															|
% 67.35/32.17  																																															|-The branch is then unsatisfiable
% 67.35/32.17  																																														|-Branch two:
% 67.35/32.17  																																														| (724)  ~ (unit = e4)
% 67.35/32.17  																																														| (725) unit = e3 | unit = e1 | unit = e0
% 67.35/32.17  																																														|
% 67.35/32.17  																																															+-Applying beta-rule and splitting (725), into two cases.
% 67.35/32.17  																																															|-Branch one:
% 67.35/32.17  																																															| (726) unit = e0
% 67.35/32.17  																																															|
% 67.35/32.17  																																																| From (726) and (15) follows:
% 67.35/32.17  																																																| (1508) op(e0, e2) = e2
% 67.35/32.17  																																																|
% 67.35/32.17  																																																| From (726) and (227) follows:
% 67.35/32.17  																																																| (3205) op(e4, e0) = e4
% 67.35/32.17  																																																|
% 67.35/32.17  																																																| From (726) and (32) follows:
% 67.35/32.17  																																																| (727) op(e2, e0) = e2
% 67.35/32.17  																																																|
% 67.35/32.17  																																																| Instantiating formula (29) with e4, e0, e4, e0 and discharging atoms op(e4, e0) = e4, op(e4, e0) = e0, yields:
% 67.35/32.17  																																																| (397) e4 = e0
% 67.35/32.17  																																																|
% 67.35/32.17  																																																| Instantiating formula (29) with e2, e0, e2, e4 and discharging atoms op(e2, e0) = e4, op(e2, e0) = e2, yields:
% 67.35/32.17  																																																| (323) e4 = e2
% 67.35/32.17  																																																|
% 67.35/32.17  																																																| Instantiating formula (29) with e0, e2, e2, e1 and discharging atoms op(e0, e2) = e2, op(e0, e2) = e1, yields:
% 67.35/32.17  																																																| (617) e2 = e1
% 67.35/32.17  																																																|
% 67.35/32.17  																																																| Combining equations (323,397) yields a new equation:
% 67.35/32.17  																																																| (391) e2 = e0
% 67.35/32.17  																																																|
% 67.35/32.17  																																																| Simplifying 391 yields:
% 67.35/32.17  																																																| (330) e2 = e0
% 67.35/32.17  																																																|
% 67.35/32.17  																																																| Combining equations (617,330) yields a new equation:
% 67.35/32.17  																																																| (546) e1 = e0
% 67.35/32.17  																																																|
% 67.35/32.17  																																																| Simplifying 546 yields:
% 67.35/32.17  																																																| (431) e1 = e0
% 67.35/32.17  																																																|
% 67.35/32.17  																																																| Equations (431) can reduce 233 to:
% 67.35/32.17  																																																| (266) $false
% 67.35/32.17  																																																|
% 67.35/32.17  																																																|-The branch is then unsatisfiable
% 67.35/32.17  																																															|-Branch two:
% 67.35/32.17  																																															| (734)  ~ (unit = e0)
% 67.35/32.17  																																															| (735) unit = e3 | unit = e1
% 67.35/32.17  																																															|
% 67.35/32.17  																																																+-Applying beta-rule and splitting (735), into two cases.
% 67.35/32.17  																																																|-Branch one:
% 67.35/32.17  																																																| (736) unit = e1
% 67.35/32.17  																																																|
% 67.35/32.17  																																																	| From (736) and (244) follows:
% 67.35/32.17  																																																	| (738) op(e1, e4) = e4
% 67.35/32.17  																																																	|
% 67.35/32.17  																																																	| From (736) and (24) follows:
% 67.35/32.17  																																																	| (1934) op(e1, e3) = e3
% 67.35/32.17  																																																	|
% 67.35/32.17  																																																	| From (736) and (40) follows:
% 67.35/32.17  																																																	| (1652) op(e3, e1) = e3
% 67.35/32.17  																																																	|
% 67.35/32.17  																																																	| Instantiating formula (29) with e3, e1, e3, e4 and discharging atoms op(e3, e1) = e4, op(e3, e1) = e3, yields:
% 67.35/32.17  																																																	| (425) e4 = e3
% 67.35/32.17  																																																	|
% 67.35/32.17  																																																	| Instantiating formula (29) with e1, e4, e4, e0 and discharging atoms op(e1, e4) = e4, op(e1, e4) = e0, yields:
% 67.35/32.17  																																																	| (397) e4 = e0
% 67.35/32.17  																																																	|
% 67.35/32.17  																																																	| Instantiating formula (29) with e1, e3, e3, e2 and discharging atoms op(e1, e3) = e3, op(e1, e3) = e2, yields:
% 67.35/32.17  																																																	| (662) e3 = e2
% 67.35/32.17  																																																	|
% 67.35/32.17  																																																	| Combining equations (425,397) yields a new equation:
% 67.35/32.17  																																																	| (675) e3 = e0
% 67.35/32.17  																																																	|
% 67.35/32.17  																																																	| Simplifying 675 yields:
% 67.35/32.17  																																																	| (676) e3 = e0
% 67.35/32.17  																																																	|
% 67.35/32.17  																																																	| Combining equations (662,676) yields a new equation:
% 67.35/32.17  																																																	| (391) e2 = e0
% 67.35/32.17  																																																	|
% 67.35/32.17  																																																	| Simplifying 391 yields:
% 67.35/32.17  																																																	| (330) e2 = e0
% 67.35/32.17  																																																	|
% 67.35/32.17  																																																	| Equations (330) can reduce 128 to:
% 67.35/32.17  																																																	| (266) $false
% 67.35/32.17  																																																	|
% 67.35/32.17  																																																	|-The branch is then unsatisfiable
% 67.35/32.17  																																																|-Branch two:
% 67.35/32.17  																																																| (748)  ~ (unit = e1)
% 67.35/32.17  																																																| (749) unit = e3
% 67.35/32.17  																																																|
% 67.35/32.17  																																																	| From (749) and (244) follows:
% 67.35/32.17  																																																	| (750) op(e3, e4) = e4
% 67.35/32.17  																																																	|
% 67.35/32.17  																																																	| From (749) and (15) follows:
% 67.35/32.17  																																																	| (751) op(e3, e2) = e2
% 67.35/32.17  																																																	|
% 67.35/32.17  																																																	| From (749) and (211) follows:
% 67.35/32.17  																																																	| (13877) op(e3, e1) = e1
% 67.35/32.17  																																																	|
% 67.35/32.17  																																																	| From (749) and (42) follows:
% 67.35/32.17  																																																	| (752) op(e0, e3) = e0
% 67.35/32.17  																																																	|
% 67.35/32.17  																																																	| Instantiating formula (29) with e3, e4, e4, e2 and discharging atoms op(e3, e4) = e4, op(e3, e4) = e2, yields:
% 67.35/32.17  																																																	| (323) e4 = e2
% 67.35/32.17  																																																	|
% 67.35/32.17  																																																	| Instantiating formula (29) with e3, e2, e2, e3 and discharging atoms op(e3, e2) = e3, op(e3, e2) = e2, yields:
% 67.35/32.17  																																																	| (662) e3 = e2
% 67.35/32.17  																																																	|
% 67.35/32.17  																																																	| Instantiating formula (29) with e3, e1, e1, e4 and discharging atoms op(e3, e1) = e4, op(e3, e1) = e1, yields:
% 67.35/32.17  																																																	| (630) e4 = e1
% 67.35/32.17  																																																	|
% 67.35/32.17  																																																	| Instantiating formula (29) with e0, e3, e0, e3 and discharging atoms op(e0, e3) = e3, op(e0, e3) = e0, yields:
% 67.35/32.17  																																																	| (676) e3 = e0
% 67.35/32.17  																																																	|
% 67.35/32.17  																																																	| Combining equations (630,323) yields a new equation:
% 67.35/32.17  																																																	| (617) e2 = e1
% 67.35/32.17  																																																	|
% 67.35/32.17  																																																	| Combining equations (662,676) yields a new equation:
% 67.35/32.17  																																																	| (391) e2 = e0
% 67.35/32.17  																																																	|
% 67.35/32.17  																																																	| Simplifying 391 yields:
% 67.35/32.17  																																																	| (330) e2 = e0
% 67.35/32.17  																																																	|
% 67.35/32.17  																																																	| Combining equations (330,617) yields a new equation:
% 67.35/32.17  																																																	| (431) e1 = e0
% 67.35/32.17  																																																	|
% 67.35/32.17  																																																	| Equations (431) can reduce 233 to:
% 67.35/32.17  																																																	| (266) $false
% 67.35/32.17  																																																	|
% 67.35/32.17  																																																	|-The branch is then unsatisfiable
% 67.35/32.17  																																												|-Branch two:
% 67.35/32.17  																																												| (466)  ~ (all_0_56_56 = e1)
% 67.35/32.17  																																												| (1574) all_0_57_57 = e1 | all_0_58_58 = e1
% 67.35/32.17  																																												|
% 67.35/32.18  																																													+-Applying beta-rule and splitting (836), into two cases.
% 67.35/32.18  																																													|-Branch one:
% 67.35/32.18  																																													| (842) all_0_56_56 = e4
% 67.35/32.18  																																													|
% 67.35/32.18  																																														| Equations (842) can reduce 477 to:
% 67.35/32.18  																																														| (266) $false
% 67.35/32.18  																																														|
% 67.35/32.18  																																														|-The branch is then unsatisfiable
% 67.35/32.18  																																													|-Branch two:
% 67.35/32.18  																																													| (477)  ~ (all_0_56_56 = e4)
% 67.35/32.18  																																													| (845) all_0_56_56 = e3 | all_0_56_56 = e1 | all_0_56_56 = e0
% 67.35/32.18  																																													|
% 67.35/32.18  																																														+-Applying beta-rule and splitting (845), into two cases.
% 67.35/32.18  																																														|-Branch one:
% 67.35/32.18  																																														| (679) all_0_56_56 = e0
% 67.35/32.18  																																														|
% 67.35/32.18  																																															| Equations (679) can reduce 828 to:
% 67.35/32.18  																																															| (266) $false
% 67.35/32.18  																																															|
% 67.35/32.18  																																															|-The branch is then unsatisfiable
% 67.35/32.18  																																														|-Branch two:
% 67.35/32.18  																																														| (828)  ~ (all_0_56_56 = e0)
% 67.35/32.18  																																														| (3172) all_0_56_56 = e3 | all_0_56_56 = e1
% 67.35/32.18  																																														|
% 67.35/32.18  																																															+-Applying beta-rule and splitting (3172), into two cases.
% 67.35/32.18  																																															|-Branch one:
% 67.35/32.18  																																															| (1569) all_0_56_56 = e1
% 67.35/32.18  																																															|
% 67.35/32.18  																																																| Equations (1569) can reduce 466 to:
% 67.35/32.18  																																																| (266) $false
% 67.35/32.18  																																																|
% 67.35/32.18  																																																|-The branch is then unsatisfiable
% 67.35/32.18  																																															|-Branch two:
% 67.35/32.18  																																															| (466)  ~ (all_0_56_56 = e1)
% 67.35/32.18  																																															| (1097) all_0_56_56 = e3
% 67.35/32.18  																																															|
% 67.35/32.18  																																																| Equations (1097) can reduce 272 to:
% 67.35/32.18  																																																| (266) $false
% 67.35/32.18  																																																|
% 67.35/32.18  																																																|-The branch is then unsatisfiable
% 67.35/32.18  																																											|-Branch two:
% 67.35/32.18  																																											| (475)  ~ (all_0_51_51 = e4)
% 67.35/32.18  																																											| (1104) all_0_51_51 = e3 | all_0_51_51 = e1
% 67.35/32.18  																																											|
% 67.35/32.18  																																												+-Applying beta-rule and splitting (2115), into two cases.
% 67.35/32.18  																																												|-Branch one:
% 67.35/32.18  																																												| (1392) all_0_42_42 = e4
% 67.35/32.18  																																												|
% 67.35/32.18  																																													| Combining equations (1392,516) yields a new equation:
% 67.35/32.18  																																													| (424) e4 = e3
% 67.35/32.18  																																													|
% 67.35/32.18  																																													| Simplifying 424 yields:
% 67.35/32.18  																																													| (425) e4 = e3
% 67.35/32.18  																																													|
% 67.35/32.18  																																													| Equations (425) can reduce 188 to:
% 67.35/32.18  																																													| (266) $false
% 67.35/32.18  																																													|
% 67.35/32.18  																																													|-The branch is then unsatisfiable
% 67.35/32.18  																																												|-Branch two:
% 67.35/32.18  																																												| (1890)  ~ (all_0_42_42 = e4)
% 67.35/32.18  																																												| (2246) all_0_47_47 = e4 | all_0_51_51 = e4 | all_0_56_56 = e4
% 67.35/32.18  																																												|
% 67.35/32.18  																																													+-Applying beta-rule and splitting (633), into two cases.
% 67.35/32.18  																																													|-Branch one:
% 67.35/32.18  																																													| (1569) all_0_56_56 = e1
% 67.35/32.18  																																													|
% 67.35/32.18  																																														| Equations (1569) can reduce 477 to:
% 67.35/32.18  																																														| (602)  ~ (e4 = e1)
% 67.35/32.18  																																														|
% 67.35/32.18  																																														| Simplifying 602 yields:
% 67.35/32.18  																																														| (110)  ~ (e4 = e1)
% 67.35/32.18  																																														|
% 67.35/32.18  																																														+-Applying beta-rule and splitting (2246), into two cases.
% 67.35/32.18  																																														|-Branch one:
% 67.35/32.18  																																														| (1790) all_0_47_47 = e4
% 67.35/32.18  																																														|
% 67.35/32.18  																																															| Combining equations (674,1790) yields a new equation:
% 67.35/32.18  																																															| (397) e4 = e0
% 67.35/32.18  																																															|
% 67.35/32.18  																																															| Equations (397) can reduce 49 to:
% 67.35/32.18  																																															| (266) $false
% 67.35/32.18  																																															|
% 67.35/32.18  																																															|-The branch is then unsatisfiable
% 67.35/32.18  																																														|-Branch two:
% 67.35/32.18  																																														| (252)  ~ (all_0_47_47 = e4)
% 67.35/32.18  																																														| (6548) all_0_51_51 = e4 | all_0_56_56 = e4
% 67.35/32.18  																																														|
% 67.35/32.18  																																															+-Applying beta-rule and splitting (6548), into two cases.
% 67.35/32.18  																																															|-Branch one:
% 67.35/32.18  																																															| (1101) all_0_51_51 = e4
% 67.35/32.18  																																															|
% 67.35/32.18  																																																| Equations (1101) can reduce 475 to:
% 67.35/32.18  																																																| (266) $false
% 67.35/32.18  																																																|
% 67.35/32.18  																																																|-The branch is then unsatisfiable
% 67.35/32.18  																																															|-Branch two:
% 67.35/32.18  																																															| (475)  ~ (all_0_51_51 = e4)
% 67.35/32.18  																																															| (842) all_0_56_56 = e4
% 67.35/32.18  																																															|
% 67.35/32.18  																																																| Combining equations (1569,842) yields a new equation:
% 67.35/32.18  																																																| (630) e4 = e1
% 67.35/32.18  																																																|
% 67.35/32.18  																																																| Equations (630) can reduce 110 to:
% 67.35/32.18  																																																| (266) $false
% 67.35/32.18  																																																|
% 67.35/32.18  																																																|-The branch is then unsatisfiable
% 67.35/32.18  																																													|-Branch two:
% 67.35/32.18  																																													| (466)  ~ (all_0_56_56 = e1)
% 67.35/32.18  																																													| (1574) all_0_57_57 = e1 | all_0_58_58 = e1
% 67.35/32.18  																																													|
% 67.35/32.18  																																														+-Applying beta-rule and splitting (3259), into two cases.
% 67.35/32.18  																																														|-Branch one:
% 67.35/32.18  																																														| (654) all_0_47_47 = e1
% 67.35/32.18  																																														|
% 67.35/32.18  																																															| Combining equations (674,654) yields a new equation:
% 67.35/32.18  																																															| (431) e1 = e0
% 67.35/32.18  																																															|
% 67.35/32.18  																																															| Equations (431) can reduce 233 to:
% 67.35/32.18  																																															| (266) $false
% 67.35/32.18  																																															|
% 67.35/32.18  																																															|-The branch is then unsatisfiable
% 67.35/32.18  																																														|-Branch two:
% 67.35/32.18  																																														| (462)  ~ (all_0_47_47 = e1)
% 67.35/32.18  																																														| (3264) all_0_51_51 = e1 | all_0_56_56 = e1
% 67.35/32.18  																																														|
% 67.35/32.18  																																															| Equations (674) can reduce 462 to:
% 67.35/32.18  																																															| (435)  ~ (e1 = e0)
% 67.35/32.18  																																															|
% 67.35/32.18  																																															| Simplifying 435 yields:
% 67.35/32.18  																																															| (233)  ~ (e1 = e0)
% 67.35/32.18  																																															|
% 67.35/32.18  																																															+-Applying beta-rule and splitting (1574), into two cases.
% 67.35/32.18  																																															|-Branch one:
% 67.35/32.18  																																															| (647) all_0_57_57 = e1
% 67.35/32.18  																																															|
% 67.35/32.18  																																																| Combining equations (875,647) yields a new equation:
% 67.35/32.18  																																																| (431) e1 = e0
% 67.35/32.18  																																																|
% 67.35/32.18  																																																| Equations (431) can reduce 233 to:
% 67.35/32.18  																																																| (266) $false
% 67.35/32.18  																																																|
% 67.35/32.18  																																																|-The branch is then unsatisfiable
% 67.35/32.18  																																															|-Branch two:
% 67.35/32.18  																																															| (1670)  ~ (all_0_57_57 = e1)
% 67.35/32.18  																																															| (918) all_0_58_58 = e1
% 67.35/32.18  																																															|
% 67.35/32.18  																																																| Combining equations (918,624) yields a new equation:
% 67.35/32.18  																																																| (617) e2 = e1
% 67.35/32.18  																																																|
% 67.35/32.18  																																																| Equations (617) can reduce 122 to:
% 67.35/32.18  																																																| (266) $false
% 67.35/32.18  																																																|
% 67.35/32.18  																																																|-The branch is then unsatisfiable
% 67.35/32.18  																																		|-Branch two:
% 67.35/32.18  																																		| (549)  ~ (all_0_46_46 = e1)
% 67.35/32.18  																																		| (550) all_0_47_47 = e1 | all_0_48_48 = e1 | all_0_49_49 = e1
% 67.35/32.18  																																		|
% 67.35/32.18  																																			+-Applying beta-rule and splitting (7), into two cases.
% 67.35/32.18  																																			|-Branch one:
% 67.35/32.18  																																			| (504) all_0_51_51 = e2
% 67.35/32.18  																																			|
% 67.35/32.18  																																				| Equations (504) can reduce 1099 to:
% 67.35/32.18  																																				| (266) $false
% 67.35/32.18  																																				|
% 67.35/32.18  																																				|-The branch is then unsatisfiable
% 67.35/32.18  																																			|-Branch two:
% 67.35/32.18  																																			| (1099)  ~ (all_0_51_51 = e2)
% 67.35/32.18  																																			| (1100) all_0_51_51 = e4 | all_0_51_51 = e3 | all_0_51_51 = e1
% 67.35/32.18  																																			|
% 67.35/32.18  																																				+-Applying beta-rule and splitting (131), into two cases.
% 67.35/32.18  																																				|-Branch one:
% 67.35/32.18  																																				| (459) all_0_42_42 = e1
% 67.35/32.18  																																				|
% 67.35/32.18  																																					| Combining equations (516,459) yields a new equation:
% 67.35/32.18  																																					| (454) e3 = e1
% 67.35/32.18  																																					|
% 67.35/32.18  																																					| Simplifying 454 yields:
% 67.35/32.18  																																					| (455) e3 = e1
% 67.35/32.18  																																					|
% 67.35/32.18  																																					| Equations (455) can reduce 213 to:
% 67.35/32.18  																																					| (266) $false
% 67.35/32.18  																																					|
% 67.35/32.18  																																					|-The branch is then unsatisfiable
% 67.35/32.18  																																				|-Branch two:
% 67.35/32.18  																																				| (1380)  ~ (all_0_42_42 = e1)
% 67.35/32.18  																																				| (3259) all_0_47_47 = e1 | all_0_51_51 = e1 | all_0_56_56 = e1
% 67.35/32.18  																																				|
% 67.35/32.18  																																					+-Applying beta-rule and splitting (550), into two cases.
% 67.35/32.18  																																					|-Branch one:
% 67.35/32.18  																																					| (654) all_0_47_47 = e1
% 67.35/32.18  																																					|
% 67.35/32.18  																																						| Combining equations (674,654) yields a new equation:
% 67.35/32.18  																																						| (431) e1 = e0
% 67.35/32.18  																																						|
% 67.35/32.18  																																						| Equations (431) can reduce 233 to:
% 67.35/32.18  																																						| (266) $false
% 67.35/32.18  																																						|
% 67.35/32.18  																																						|-The branch is then unsatisfiable
% 67.35/32.18  																																					|-Branch two:
% 67.35/32.18  																																					| (462)  ~ (all_0_47_47 = e1)
% 67.35/32.18  																																					| (659) all_0_48_48 = e1 | all_0_49_49 = e1
% 67.35/32.18  																																					|
% 67.35/32.18  																																						| Equations (674) can reduce 462 to:
% 67.35/32.18  																																						| (435)  ~ (e1 = e0)
% 67.35/32.18  																																						|
% 67.35/32.18  																																						| Simplifying 435 yields:
% 67.35/32.18  																																						| (233)  ~ (e1 = e0)
% 67.35/32.18  																																						|
% 67.35/32.18  																																						+-Applying beta-rule and splitting (3259), into two cases.
% 67.35/32.18  																																						|-Branch one:
% 67.35/32.18  																																						| (654) all_0_47_47 = e1
% 67.35/32.18  																																						|
% 67.35/32.18  																																							| Combining equations (674,654) yields a new equation:
% 67.35/32.18  																																							| (431) e1 = e0
% 67.35/32.18  																																							|
% 67.35/32.18  																																							| Equations (431) can reduce 233 to:
% 67.35/32.18  																																							| (266) $false
% 67.35/32.18  																																							|
% 67.35/32.18  																																							|-The branch is then unsatisfiable
% 67.35/32.18  																																						|-Branch two:
% 67.35/32.18  																																						| (462)  ~ (all_0_47_47 = e1)
% 67.35/32.18  																																						| (3264) all_0_51_51 = e1 | all_0_56_56 = e1
% 67.35/32.18  																																						|
% 67.35/32.18  																																							+-Applying beta-rule and splitting (1100), into two cases.
% 67.35/32.18  																																							|-Branch one:
% 67.35/32.18  																																							| (1101) all_0_51_51 = e4
% 67.35/32.18  																																							|
% 67.35/32.18  																																								| Equations (1101) can reduce 16 to:
% 67.35/32.18  																																								| (476)  ~ (all_0_56_56 = e4)
% 67.35/32.18  																																								|
% 67.35/32.18  																																								| Simplifying 476 yields:
% 67.35/32.18  																																								| (477)  ~ (all_0_56_56 = e4)
% 67.35/32.18  																																								|
% 67.35/32.18  																																								| Equations (1101) can reduce 464 to:
% 67.35/32.18  																																								| (110)  ~ (e4 = e1)
% 67.35/32.18  																																								|
% 67.35/32.18  																																								+-Applying beta-rule and splitting (3264), into two cases.
% 67.35/32.18  																																								|-Branch one:
% 67.35/32.18  																																								| (1109) all_0_51_51 = e1
% 67.35/32.18  																																								|
% 67.35/32.18  																																									| Combining equations (1101,1109) yields a new equation:
% 67.35/32.18  																																									| (636) e4 = e1
% 67.35/32.18  																																									|
% 67.35/32.18  																																									| Simplifying 636 yields:
% 67.35/32.18  																																									| (630) e4 = e1
% 67.35/32.18  																																									|
% 67.35/32.18  																																									| Equations (630) can reduce 110 to:
% 67.35/32.18  																																									| (266) $false
% 67.35/32.18  																																									|
% 67.35/32.18  																																									|-The branch is then unsatisfiable
% 67.35/32.18  																																								|-Branch two:
% 67.35/32.18  																																								| (464)  ~ (all_0_51_51 = e1)
% 67.35/32.18  																																								| (1569) all_0_56_56 = e1
% 67.35/32.18  																																								|
% 67.35/32.18  																																									| Equations (1569) can reduce 477 to:
% 67.35/32.18  																																									| (602)  ~ (e4 = e1)
% 67.35/32.18  																																									|
% 67.35/32.18  																																									| Simplifying 602 yields:
% 67.35/32.18  																																									| (110)  ~ (e4 = e1)
% 67.35/32.18  																																									|
% 67.35/32.18  																																									| Equations (1569) can reduce 511 to:
% 67.35/32.18  																																									| (604)  ~ (e2 = e1)
% 67.35/32.18  																																									|
% 67.35/32.18  																																									| Simplifying 604 yields:
% 67.35/32.18  																																									| (122)  ~ (e2 = e1)
% 67.35/32.18  																																									|
% 67.35/32.18  																																									+-Applying beta-rule and splitting (659), into two cases.
% 67.35/32.18  																																									|-Branch one:
% 67.35/32.18  																																									| (615) all_0_48_48 = e1
% 67.35/32.18  																																									|
% 67.35/32.18  																																										| Combining equations (335,615) yields a new equation:
% 67.35/32.18  																																										| (616) e2 = e1
% 67.35/32.18  																																										|
% 67.35/32.18  																																										| Simplifying 616 yields:
% 67.35/32.18  																																										| (617) e2 = e1
% 67.35/32.18  																																										|
% 67.35/32.18  																																										| Equations (617) can reduce 122 to:
% 67.35/32.18  																																										| (266) $false
% 67.35/32.18  																																										|
% 67.35/32.18  																																										|-The branch is then unsatisfiable
% 67.35/32.18  																																									|-Branch two:
% 67.35/32.18  																																									| (619)  ~ (all_0_48_48 = e1)
% 67.35/32.18  																																									| (671) all_0_49_49 = e1
% 67.35/32.18  																																									|
% 67.35/32.18  																																										| Combining equations (974,671) yields a new equation:
% 67.35/32.18  																																										| (636) e4 = e1
% 67.35/32.18  																																										|
% 67.35/32.18  																																										| Simplifying 636 yields:
% 67.35/32.18  																																										| (630) e4 = e1
% 67.35/32.18  																																										|
% 67.35/32.18  																																										| Equations (630) can reduce 110 to:
% 67.35/32.18  																																										| (266) $false
% 67.35/32.18  																																										|
% 67.35/32.18  																																										|-The branch is then unsatisfiable
% 67.35/32.18  																																							|-Branch two:
% 67.35/32.18  																																							| (475)  ~ (all_0_51_51 = e4)
% 67.35/32.18  																																							| (1104) all_0_51_51 = e3 | all_0_51_51 = e1
% 67.35/32.18  																																							|
% 67.35/32.18  																																								+-Applying beta-rule and splitting (3264), into two cases.
% 67.35/32.18  																																								|-Branch one:
% 67.35/32.18  																																								| (1109) all_0_51_51 = e1
% 67.35/32.18  																																								|
% 67.35/32.18  																																									| Equations (1109) can reduce 464 to:
% 67.35/32.18  																																									| (266) $false
% 67.35/32.18  																																									|
% 67.35/32.18  																																									|-The branch is then unsatisfiable
% 67.35/32.18  																																								|-Branch two:
% 67.35/32.18  																																								| (464)  ~ (all_0_51_51 = e1)
% 67.35/32.18  																																								| (1569) all_0_56_56 = e1
% 67.35/32.18  																																								|
% 67.35/32.18  																																									| Equations (1569) can reduce 16 to:
% 67.35/32.18  																																									| (464)  ~ (all_0_51_51 = e1)
% 67.35/32.18  																																									|
% 67.35/32.18  																																									+-Applying beta-rule and splitting (1104), into two cases.
% 67.35/32.18  																																									|-Branch one:
% 67.35/32.18  																																									| (1109) all_0_51_51 = e1
% 67.35/32.18  																																									|
% 67.35/32.18  																																										| Equations (1109) can reduce 464 to:
% 67.35/32.18  																																										| (266) $false
% 67.35/32.18  																																										|
% 67.35/32.18  																																										|-The branch is then unsatisfiable
% 67.35/32.18  																																									|-Branch two:
% 67.35/32.18  																																									| (464)  ~ (all_0_51_51 = e1)
% 67.35/32.18  																																									| (660) all_0_51_51 = e3
% 67.35/32.18  																																									|
% 67.35/32.18  																																										| Equations (660) can reduce 664 to:
% 67.35/32.18  																																										| (266) $false
% 67.35/32.18  																																										|
% 67.35/32.18  																																										|-The branch is then unsatisfiable
% 67.35/32.18  																															|-Branch two:
% 67.35/32.18  																															| (405)  ~ (all_0_42_42 = e3)
% 67.35/32.18  																															| (532) all_0_44_44 = e3
% 67.35/32.18  																															|
% 67.35/32.18  																																| Combining equations (635,532) yields a new equation:
% 67.35/32.18  																																| (455) e3 = e1
% 67.35/32.18  																																|
% 67.35/32.18  																																| Equations (455) can reduce 213 to:
% 67.35/32.18  																																| (266) $false
% 67.35/32.18  																																|
% 67.35/32.18  																																|-The branch is then unsatisfiable
% 67.35/32.18  																													|-Branch two:
% 67.35/32.18  																													| (639)  ~ (all_0_44_44 = e1)
% 67.35/32.18  																													| (640) all_0_49_49 = e1 | all_0_53_53 = e1 | all_0_58_58 = e1
% 67.35/32.18  																													|
% 67.35/32.18  																														+-Applying beta-rule and splitting (640), into two cases.
% 67.35/32.18  																														|-Branch one:
% 67.35/32.18  																														| (671) all_0_49_49 = e1
% 67.35/32.18  																														|
% 67.35/32.18  																															| Combining equations (671,974) yields a new equation:
% 67.35/32.18  																															| (630) e4 = e1
% 67.35/32.18  																															|
% 67.35/32.18  																															| Equations (630) can reduce 110 to:
% 67.35/32.18  																															| (266) $false
% 67.35/32.18  																															|
% 67.35/32.18  																															|-The branch is then unsatisfiable
% 67.35/32.18  																														|-Branch two:
% 67.35/32.18  																														| (1064)  ~ (all_0_49_49 = e1)
% 67.35/32.18  																														| (2141) all_0_53_53 = e1 | all_0_58_58 = e1
% 67.35/32.18  																														|
% 67.35/32.18  																															+-Applying beta-rule and splitting (2141), into two cases.
% 67.35/32.18  																															|-Branch one:
% 67.35/32.18  																															| (1208) all_0_53_53 = e1
% 67.35/32.18  																															|
% 67.35/32.18  																																| Equations (1208) can reduce 1459 to:
% 67.35/32.18  																																| (266) $false
% 67.35/32.18  																																|
% 67.35/32.18  																																|-The branch is then unsatisfiable
% 67.35/32.18  																															|-Branch two:
% 67.35/32.18  																															| (1459)  ~ (all_0_53_53 = e1)
% 67.35/32.18  																															| (918) all_0_58_58 = e1
% 67.35/32.18  																															|
% 67.35/32.18  																																| Combining equations (624,918) yields a new equation:
% 67.35/32.18  																																| (616) e2 = e1
% 67.35/32.18  																																|
% 67.35/32.18  																																| Simplifying 616 yields:
% 67.35/32.18  																																| (617) e2 = e1
% 67.35/32.18  																																|
% 67.35/32.18  																																| Equations (617) can reduce 122 to:
% 67.35/32.18  																																| (266) $false
% 67.35/32.18  																																|
% 67.35/32.18  																																|-The branch is then unsatisfiable
% 67.35/32.19  																						|-Branch two:
% 67.35/32.19  																						| (357)  ~ (all_0_41_41 = e0)
% 67.35/32.19  																						| (6761) all_0_42_42 = e0 | all_0_43_43 = e0 | all_0_44_44 = e0
% 67.35/32.19  																						|
% 67.35/32.19  																							+-Applying beta-rule and splitting (6761), into two cases.
% 67.35/32.19  																							|-Branch one:
% 67.35/32.19  																							| (559) all_0_42_42 = e0
% 67.35/32.19  																							|
% 67.35/32.19  																								| Equations (559) can reduce 358 to:
% 67.35/32.19  																								| (266) $false
% 67.35/32.19  																								|
% 67.35/32.19  																								|-The branch is then unsatisfiable
% 67.35/32.19  																							|-Branch two:
% 67.35/32.19  																							| (358)  ~ (all_0_42_42 = e0)
% 67.35/32.19  																							| (6766) all_0_43_43 = e0 | all_0_44_44 = e0
% 67.35/32.19  																							|
% 67.35/32.19  																								+-Applying beta-rule and splitting (6766), into two cases.
% 67.35/32.19  																								|-Branch one:
% 67.35/32.19  																								| (356) all_0_43_43 = e0
% 67.35/32.19  																								|
% 67.35/32.19  																									| Combining equations (356,396) yields a new equation:
% 67.35/32.19  																									| (397) e4 = e0
% 67.35/32.19  																									|
% 67.35/32.19  																									| Equations (397) can reduce 49 to:
% 67.35/32.19  																									| (266) $false
% 67.35/32.19  																									|
% 67.35/32.19  																									|-The branch is then unsatisfiable
% 67.35/32.19  																								|-Branch two:
% 67.35/32.19  																								| (5470)  ~ (all_0_43_43 = e0)
% 67.35/32.19  																								| (1414) all_0_44_44 = e0
% 67.35/32.19  																								|
% 67.35/32.19  																									| Equations (1414) can reduce 360 to:
% 67.35/32.19  																									| (266) $false
% 67.35/32.19  																									|
% 67.35/32.19  																									|-The branch is then unsatisfiable
% 67.35/32.19  																				|-Branch two:
% 67.35/32.19  																				| (825) all_0_47_47 = e0 & all_0_58_58 = e2 &  ~ (all_0_56_56 = e0)
% 67.35/32.19  																				|
% 67.35/32.19  																					| Applying alpha-rule on (825) yields:
% 67.35/32.19  																					| (674) all_0_47_47 = e0
% 67.35/32.19  																					| (624) all_0_58_58 = e2
% 67.35/32.19  																					| (828)  ~ (all_0_56_56 = e0)
% 67.35/32.19  																					|
% 67.35/32.19  																					| Equations (674) can reduce 198 to:
% 67.35/32.19  																					| (358)  ~ (all_0_42_42 = e0)
% 67.35/32.19  																					|
% 67.35/32.19  																					| Equations (674) can reduce 86 to:
% 67.35/32.19  																					| (486)  ~ (all_0_49_49 = e0)
% 67.35/32.19  																					|
% 67.35/32.19  																					| Simplifying 486 yields:
% 67.35/32.19  																					| (487)  ~ (all_0_49_49 = e0)
% 67.35/32.19  																					|
% 67.35/32.19  																					| Equations (674) can reduce 91 to:
% 67.35/32.19  																					| (1181)  ~ (all_0_56_56 = e0)
% 67.35/32.19  																					|
% 67.35/32.19  																					| Simplifying 1181 yields:
% 67.35/32.19  																					| (828)  ~ (all_0_56_56 = e0)
% 67.35/32.19  																					|
% 67.35/32.19  																					| Equations (674) can reduce 1091 to:
% 67.35/32.19  																					| (541)  ~ (e3 = e0)
% 67.35/32.19  																					|
% 67.35/32.19  																					| Simplifying 541 yields:
% 67.35/32.19  																					| (80)  ~ (e3 = e0)
% 67.35/32.19  																					|
% 67.35/32.19  																					+-Applying beta-rule and splitting (165), into two cases.
% 67.35/32.19  																					|-Branch one:
% 67.35/32.19  																					| (794) all_0_41_41 = e0
% 67.35/32.19  																					|
% 67.35/32.19  																						| Equations (794) can reduce 149 to:
% 67.35/32.19  																						| (359)  ~ (all_0_44_44 = e0)
% 67.35/32.19  																						|
% 67.35/32.19  																						| Simplifying 359 yields:
% 67.35/32.19  																						| (360)  ~ (all_0_44_44 = e0)
% 67.35/32.19  																						|
% 67.35/32.19  																						| Equations (794) can reduce 43 to:
% 67.35/32.19  																						| (5567)  ~ (all_0_46_46 = e0)
% 67.35/32.19  																						|
% 67.35/32.19  																						| Simplifying 5567 yields:
% 67.35/32.19  																						| (831)  ~ (all_0_46_46 = e0)
% 67.35/32.19  																						|
% 67.35/32.19  																						| Equations (794) can reduce 440 to:
% 67.35/32.19  																						| (401)  ~ (e4 = e0)
% 67.35/32.19  																						|
% 67.35/32.19  																						| Simplifying 401 yields:
% 67.35/32.19  																						| (49)  ~ (e4 = e0)
% 67.35/32.19  																						|
% 67.35/32.19  																						| Equations (794) can reduce 85 to:
% 67.35/32.19  																						| (365)  ~ (e2 = e0)
% 67.35/32.19  																						|
% 67.35/32.19  																						| Simplifying 365 yields:
% 67.35/32.19  																						| (128)  ~ (e2 = e0)
% 67.35/32.19  																						|
% 67.35/32.19  																						+-Applying beta-rule and splitting (144), into two cases.
% 67.35/32.19  																						|-Branch one:
% 67.35/32.19  																						| (403) all_0_41_41 = e3
% 67.35/32.19  																						|
% 67.35/32.19  																							| Combining equations (403,794) yields a new equation:
% 67.35/32.19  																							| (675) e3 = e0
% 67.35/32.19  																							|
% 67.35/32.19  																							| Simplifying 675 yields:
% 67.35/32.19  																							| (676) e3 = e0
% 67.35/32.19  																							|
% 67.35/32.19  																							| Equations (676) can reduce 80 to:
% 67.35/32.19  																							| (266) $false
% 67.35/32.19  																							|
% 67.35/32.19  																							|-The branch is then unsatisfiable
% 67.35/32.19  																						|-Branch two:
% 67.35/32.19  																						| (1898)  ~ (all_0_41_41 = e3)
% 67.35/32.19  																						| (1923) all_0_46_46 = e3 | all_0_50_50 = e3 | all_0_55_55 = e3
% 67.35/32.19  																						|
% 67.35/32.19  																							| Equations (794) can reduce 1898 to:
% 67.35/32.19  																							| (541)  ~ (e3 = e0)
% 67.35/32.19  																							|
% 67.35/32.19  																							| Simplifying 541 yields:
% 67.35/32.19  																							| (80)  ~ (e3 = e0)
% 67.35/32.19  																							|
% 67.35/32.19  																							+-Applying beta-rule and splitting (206), into two cases.
% 67.35/32.19  																							|-Branch one:
% 67.35/32.19  																							| (248) all_0_45_45 = e4
% 67.35/32.19  																							|
% 67.35/32.19  																								| Combining equations (248,423) yields a new equation:
% 67.35/32.19  																								| (424) e4 = e3
% 67.35/32.19  																								|
% 67.35/32.19  																								| Simplifying 424 yields:
% 67.35/32.19  																								| (425) e4 = e3
% 67.35/32.19  																								|
% 67.35/32.19  																								| Equations (425) can reduce 188 to:
% 67.35/32.19  																								| (266) $false
% 67.35/32.19  																								|
% 67.35/32.19  																								|-The branch is then unsatisfiable
% 67.35/32.19  																							|-Branch two:
% 67.35/32.19  																							| (60416)  ~ (all_0_45_45 = e4)
% 67.35/32.19  																							| (61457) all_0_46_46 = e4 | all_0_47_47 = e4 | all_0_48_48 = e4 | all_0_49_49 = e4
% 67.35/32.19  																							|
% 67.35/32.19  																								+-Applying beta-rule and splitting (61457), into two cases.
% 67.35/32.19  																								|-Branch one:
% 67.35/32.19  																								| (770) all_0_46_46 = e4
% 67.35/32.19  																								|
% 67.35/32.19  																									| Equations (770) can reduce 250 to:
% 67.35/32.19  																									| (266) $false
% 67.35/32.19  																									|
% 67.35/32.19  																									|-The branch is then unsatisfiable
% 67.35/32.19  																								|-Branch two:
% 67.35/32.19  																								| (250)  ~ (all_0_46_46 = e4)
% 67.35/32.19  																								| (61466) all_0_47_47 = e4 | all_0_48_48 = e4 | all_0_49_49 = e4
% 67.35/32.19  																								|
% 67.35/32.20  																									+-Applying beta-rule and splitting (61466), into two cases.
% 67.35/32.20  																									|-Branch one:
% 67.35/32.20  																									| (1790) all_0_47_47 = e4
% 67.35/32.20  																									|
% 67.35/32.20  																										| Combining equations (674,1790) yields a new equation:
% 67.35/32.20  																										| (397) e4 = e0
% 67.35/32.20  																										|
% 67.35/32.20  																										| Equations (397) can reduce 49 to:
% 67.35/32.20  																										| (266) $false
% 67.35/32.20  																										|
% 67.35/32.20  																										|-The branch is then unsatisfiable
% 67.35/32.20  																									|-Branch two:
% 67.35/32.20  																									| (252)  ~ (all_0_47_47 = e4)
% 67.35/32.20  																									| (61479) all_0_48_48 = e4 | all_0_49_49 = e4
% 67.35/32.20  																									|
% 67.41/32.20  																										+-Applying beta-rule and splitting (61479), into two cases.
% 67.41/32.20  																										|-Branch one:
% 67.41/32.20  																										| (943) all_0_48_48 = e4
% 67.41/32.20  																										|
% 67.41/32.20  																											| Combining equations (335,943) yields a new equation:
% 67.41/32.20  																											| (323) e4 = e2
% 67.41/32.20  																											|
% 67.41/32.20  																											| Equations (323) can reduce 48 to:
% 67.41/32.20  																											| (266) $false
% 67.41/32.20  																											|
% 67.41/32.20  																											|-The branch is then unsatisfiable
% 67.41/32.20  																										|-Branch two:
% 67.41/32.20  																										| (254)  ~ (all_0_48_48 = e4)
% 67.41/32.20  																										| (974) all_0_49_49 = e4
% 67.41/32.20  																										|
% 67.41/32.20  																											| Equations (974) can reduce 340 to:
% 67.41/32.20  																											| (48)  ~ (e4 = e2)
% 67.41/32.20  																											|
% 67.41/32.20  																											| Equations (974) can reduce 487 to:
% 67.41/32.20  																											| (49)  ~ (e4 = e0)
% 67.41/32.20  																											|
% 67.41/32.20  																											| From (974) and (55) follows:
% 67.41/32.20  																											| (61486) op(e2, e0) = e4
% 67.41/32.20  																											|
% 67.41/32.20  																											+-Applying beta-rule and splitting (196), into two cases.
% 67.41/32.20  																											|-Branch one:
% 67.41/32.20  																											| (607) all_0_53_53 = e2
% 67.41/32.20  																											|
% 67.41/32.20  																												| Equations (607) can reduce 509 to:
% 67.41/32.20  																												| (266) $false
% 67.41/32.20  																												|
% 67.41/32.20  																												|-The branch is then unsatisfiable
% 67.41/32.20  																											|-Branch two:
% 67.41/32.20  																											| (509)  ~ (all_0_53_53 = e2)
% 67.41/32.20  																											| (610) all_0_53_53 = e4 | all_0_53_53 = e3 | all_0_53_53 = e1
% 67.41/32.20  																											|
% 67.41/32.20  																												+-Applying beta-rule and splitting (112), into two cases.
% 67.41/32.20  																												|-Branch one:
% 67.41/32.20  																												| (635) all_0_44_44 = e1
% 67.41/32.20  																												|
% 67.41/32.20  																													| Equations (635) can reduce 220 to:
% 67.41/32.20  																													| (1458)  ~ (all_0_53_53 = e1)
% 67.41/32.20  																													|
% 67.41/32.20  																													| Simplifying 1458 yields:
% 67.41/32.20  																													| (1459)  ~ (all_0_53_53 = e1)
% 67.41/32.20  																													|
% 67.41/32.20  																													| Equations (635) can reduce 360 to:
% 67.41/32.20  																													| (233)  ~ (e1 = e0)
% 67.41/32.20  																													|
% 67.41/32.20  																													+-Applying beta-rule and splitting (113), into two cases.
% 67.41/32.20  																													|-Branch one:
% 67.41/32.20  																													| (403) all_0_41_41 = e3
% 67.41/32.20  																													|
% 67.41/32.20  																														| Combining equations (403,794) yields a new equation:
% 67.41/32.20  																														| (675) e3 = e0
% 67.41/32.20  																														|
% 67.41/32.20  																														| Simplifying 675 yields:
% 67.41/32.20  																														| (676) e3 = e0
% 67.41/32.20  																														|
% 67.41/32.20  																														| Equations (676) can reduce 80 to:
% 67.41/32.20  																														| (266) $false
% 67.41/32.20  																														|
% 67.41/32.20  																														|-The branch is then unsatisfiable
% 67.41/32.20  																													|-Branch two:
% 67.41/32.20  																													| (1898)  ~ (all_0_41_41 = e3)
% 67.41/32.20  																													| (1899) all_0_42_42 = e3 | all_0_44_44 = e3
% 67.41/32.20  																													|
% 67.41/32.20  																														+-Applying beta-rule and splitting (1899), into two cases.
% 67.41/32.20  																														|-Branch one:
% 67.41/32.20  																														| (516) all_0_42_42 = e3
% 67.41/32.20  																														|
% 67.41/32.20  																															| Equations (516) can reduce 61 to:
% 67.41/32.20  																															| (1925)  ~ (all_0_51_51 = e3)
% 67.41/32.20  																															|
% 67.41/32.20  																															| Simplifying 1925 yields:
% 67.41/32.20  																															| (664)  ~ (all_0_51_51 = e3)
% 67.41/32.20  																															|
% 67.41/32.20  																															| Equations (516) can reduce 51 to:
% 67.41/32.20  																															| (212)  ~ (e3 = e2)
% 67.41/32.20  																															|
% 67.41/32.20  																															| From (516) and (210) follows:
% 67.41/32.20  																															| (4285) op(e3, e2) = e3
% 67.41/32.20  																															|
% 67.41/32.20  																															+-Applying beta-rule and splitting (168), into two cases.
% 67.41/32.20  																															|-Branch one:
% 67.41/32.20  																															| (415) all_0_50_50 = e3
% 67.41/32.20  																															|
% 67.41/32.20  																																| Combining equations (378,415) yields a new equation:
% 67.41/32.20  																																| (662) e3 = e2
% 67.41/32.20  																																|
% 67.41/32.20  																																| Equations (662) can reduce 212 to:
% 67.41/32.20  																																| (266) $false
% 67.41/32.20  																																|
% 67.41/32.20  																																|-The branch is then unsatisfiable
% 67.41/32.20  																															|-Branch two:
% 67.41/32.20  																															| (411)  ~ (all_0_50_50 = e3)
% 67.41/32.20  																															| (418) all_0_51_51 = e3 | all_0_53_53 = e3
% 67.41/32.20  																															|
% 67.41/32.20  																																+-Applying beta-rule and splitting (418), into two cases.
% 67.41/32.20  																																|-Branch one:
% 67.41/32.20  																																| (660) all_0_51_51 = e3
% 67.41/32.20  																																|
% 67.41/32.20  																																	| Equations (660) can reduce 664 to:
% 67.41/32.20  																																	| (266) $false
% 67.41/32.20  																																	|
% 67.41/32.20  																																	|-The branch is then unsatisfiable
% 67.41/32.20  																																|-Branch two:
% 67.41/32.20  																																| (664)  ~ (all_0_51_51 = e3)
% 67.41/32.20  																																| (665) all_0_53_53 = e3
% 67.41/32.20  																																|
% 67.41/32.20  																																	| Equations (665) can reduce 6 to:
% 67.41/32.20  																																	| (664)  ~ (all_0_51_51 = e3)
% 67.41/32.20  																																	|
% 67.41/32.20  																																	| Equations (665) can reduce 509 to:
% 67.41/32.20  																																	| (212)  ~ (e3 = e2)
% 67.41/32.20  																																	|
% 67.41/32.20  																																	| Equations (665) can reduce 1459 to:
% 67.41/32.20  																																	| (213)  ~ (e3 = e1)
% 67.41/32.20  																																	|
% 67.41/32.20  																																	+-Applying beta-rule and splitting (135), into two cases.
% 67.41/32.20  																																	|-Branch one:
% 67.41/32.20  																																	| (545) all_0_46_46 = e1
% 67.41/32.20  																																	|
% 67.41/32.20  																																		| Equations (545) can reduce 58 to:
% 67.41/32.20  																																		| (2331)  ~ (all_0_55_55 = e1)
% 67.41/32.20  																																		|
% 67.41/32.20  																																		| Simplifying 2331 yields:
% 67.41/32.20  																																		| (632)  ~ (all_0_55_55 = e1)
% 67.41/32.20  																																		|
% 67.41/32.20  																																		| Equations (545) can reduce 409 to:
% 67.41/32.20  																																		| (467)  ~ (e3 = e1)
% 67.41/32.20  																																		|
% 67.41/32.20  																																		| Simplifying 467 yields:
% 67.41/32.20  																																		| (213)  ~ (e3 = e1)
% 67.41/32.20  																																		|
% 67.41/32.20  																																		| Equations (545) can reduce 300 to:
% 67.41/32.20  																																		| (604)  ~ (e2 = e1)
% 67.41/32.20  																																		|
% 67.41/32.20  																																		| Simplifying 604 yields:
% 67.41/32.20  																																		| (122)  ~ (e2 = e1)
% 67.41/32.20  																																		|
% 67.41/32.20  																																		| Equations (545) can reduce 831 to:
% 67.41/32.20  																																		| (233)  ~ (e1 = e0)
% 67.41/32.20  																																		|
% 67.41/32.20  																																		+-Applying beta-rule and splitting (216), into two cases.
% 67.41/32.20  																																		|-Branch one:
% 67.41/32.20  																																		| (629) all_0_55_55 = e1
% 67.41/32.20  																																		|
% 67.41/32.20  																																			| Equations (629) can reduce 632 to:
% 67.41/32.20  																																			| (266) $false
% 67.41/32.20  																																			|
% 67.41/32.20  																																			|-The branch is then unsatisfiable
% 67.41/32.20  																																		|-Branch two:
% 67.41/32.20  																																		| (632)  ~ (all_0_55_55 = e1)
% 67.41/32.20  																																		| (633) all_0_56_56 = e1 | all_0_57_57 = e1 | all_0_58_58 = e1
% 67.41/32.20  																																		|
% 67.41/32.20  																																			+-Applying beta-rule and splitting (231), into two cases.
% 67.41/32.20  																																			|-Branch one:
% 67.41/32.20  																																			| (775) all_0_50_50 = e4
% 67.41/32.20  																																			|
% 67.41/32.20  																																				| Combining equations (378,775) yields a new equation:
% 67.41/32.20  																																				| (323) e4 = e2
% 67.41/32.20  																																				|
% 67.41/32.20  																																				| Equations (323) can reduce 48 to:
% 67.41/32.20  																																				| (266) $false
% 67.41/32.20  																																				|
% 67.41/32.20  																																				|-The branch is then unsatisfiable
% 67.41/32.20  																																			|-Branch two:
% 67.41/32.20  																																			| (566)  ~ (all_0_50_50 = e4)
% 67.41/32.20  																																			| (1071) all_0_51_51 = e4 | all_0_52_52 = e4 | all_0_53_53 = e4
% 67.41/32.20  																																			|
% 67.41/32.20  																																				| Equations (378) can reduce 566 to:
% 67.41/32.20  																																				| (327)  ~ (e4 = e2)
% 67.41/32.20  																																				|
% 67.41/32.20  																																				| Simplifying 327 yields:
% 67.41/32.20  																																				| (48)  ~ (e4 = e2)
% 67.41/32.20  																																				|
% 67.41/32.20  																																				+-Applying beta-rule and splitting (7), into two cases.
% 67.41/32.20  																																				|-Branch one:
% 67.41/32.20  																																				| (504) all_0_51_51 = e2
% 67.41/32.20  																																				|
% 67.41/32.20  																																					| Equations (504) can reduce 1099 to:
% 67.41/32.20  																																					| (266) $false
% 67.41/32.20  																																					|
% 67.41/32.20  																																					|-The branch is then unsatisfiable
% 67.41/32.20  																																				|-Branch two:
% 67.41/32.20  																																				| (1099)  ~ (all_0_51_51 = e2)
% 67.41/32.20  																																				| (1100) all_0_51_51 = e4 | all_0_51_51 = e3 | all_0_51_51 = e1
% 67.41/32.20  																																				|
% 67.41/32.20  																																					+-Applying beta-rule and splitting (133), into two cases.
% 67.41/32.20  																																					|-Branch one:
% 67.41/32.20  																																					| (833) all_0_56_56 = e2
% 67.41/32.20  																																					|
% 67.41/32.20  																																						| Equations (833) can reduce 511 to:
% 67.41/32.20  																																						| (266) $false
% 67.41/32.20  																																						|
% 67.41/32.20  																																						|-The branch is then unsatisfiable
% 67.41/32.20  																																					|-Branch two:
% 67.41/32.20  																																					| (511)  ~ (all_0_56_56 = e2)
% 67.41/32.20  																																					| (836) all_0_56_56 = e4 | all_0_56_56 = e3 | all_0_56_56 = e1 | all_0_56_56 = e0
% 67.41/32.20  																																					|
% 67.41/32.20  																																						+-Applying beta-rule and splitting (1923), into two cases.
% 67.41/32.20  																																						|-Branch one:
% 67.41/32.20  																																						| (1557) all_0_46_46 = e3
% 67.41/32.20  																																						|
% 67.41/32.20  																																							| Combining equations (545,1557) yields a new equation:
% 67.41/32.20  																																							| (455) e3 = e1
% 67.41/32.20  																																							|
% 67.41/32.20  																																							| Equations (455) can reduce 213 to:
% 67.41/32.20  																																							| (266) $false
% 67.41/32.20  																																							|
% 67.41/32.20  																																							|-The branch is then unsatisfiable
% 67.41/32.20  																																						|-Branch two:
% 67.41/32.20  																																						| (409)  ~ (all_0_46_46 = e3)
% 67.41/32.20  																																						| (4042) all_0_50_50 = e3 | all_0_55_55 = e3
% 67.41/32.20  																																						|
% 67.41/32.20  																																							| Equations (545) can reduce 409 to:
% 67.41/32.20  																																							| (467)  ~ (e3 = e1)
% 67.41/32.20  																																							|
% 67.41/32.20  																																							| Simplifying 467 yields:
% 67.41/32.20  																																							| (213)  ~ (e3 = e1)
% 67.41/32.20  																																							|
% 67.41/32.20  																																							+-Applying beta-rule and splitting (131), into two cases.
% 67.41/32.20  																																							|-Branch one:
% 67.41/32.20  																																							| (459) all_0_42_42 = e1
% 67.41/32.20  																																							|
% 67.41/32.20  																																								| Combining equations (516,459) yields a new equation:
% 67.41/32.20  																																								| (454) e3 = e1
% 67.41/32.20  																																								|
% 67.41/32.20  																																								| Simplifying 454 yields:
% 67.41/32.20  																																								| (455) e3 = e1
% 67.41/32.20  																																								|
% 67.41/32.20  																																								| Equations (455) can reduce 213 to:
% 67.41/32.20  																																								| (266) $false
% 67.41/32.20  																																								|
% 67.41/32.20  																																								|-The branch is then unsatisfiable
% 67.41/32.20  																																							|-Branch two:
% 67.41/32.20  																																							| (1380)  ~ (all_0_42_42 = e1)
% 67.41/32.20  																																							| (3259) all_0_47_47 = e1 | all_0_51_51 = e1 | all_0_56_56 = e1
% 67.41/32.20  																																							|
% 67.41/32.20  																																								+-Applying beta-rule and splitting (164), into two cases.
% 67.41/32.20  																																								|-Branch one:
% 67.41/32.20  																																								| (471) all_0_39_39 = e4
% 67.41/32.20  																																								|
% 67.41/32.20  																																									| Combining equations (471,317) yields a new equation:
% 67.41/32.20  																																									| (322) e4 = e2
% 67.41/32.20  																																									|
% 67.41/32.20  																																									| Simplifying 322 yields:
% 67.41/32.20  																																									| (323) e4 = e2
% 67.41/32.20  																																									|
% 67.41/32.20  																																									| Equations (323) can reduce 48 to:
% 67.41/32.20  																																									| (266) $false
% 67.41/32.20  																																									|
% 67.41/32.20  																																									|-The branch is then unsatisfiable
% 67.41/32.20  																																								|-Branch two:
% 67.41/32.20  																																								| (1377)  ~ (all_0_39_39 = e4)
% 67.41/32.20  																																								| (2115) all_0_42_42 = e4 | all_0_47_47 = e4 | all_0_51_51 = e4 | all_0_56_56 = e4
% 67.41/32.20  																																								|
% 67.41/32.20  																																									+-Applying beta-rule and splitting (4042), into two cases.
% 67.41/32.20  																																									|-Branch one:
% 67.41/32.20  																																									| (415) all_0_50_50 = e3
% 67.41/32.20  																																									|
% 67.41/32.20  																																										| Combining equations (378,415) yields a new equation:
% 67.41/32.20  																																										| (662) e3 = e2
% 67.41/32.20  																																										|
% 67.41/32.20  																																										| Equations (662) can reduce 212 to:
% 67.41/32.20  																																										| (266) $false
% 67.41/32.20  																																										|
% 67.41/32.20  																																										|-The branch is then unsatisfiable
% 67.41/32.20  																																									|-Branch two:
% 67.41/32.20  																																									| (411)  ~ (all_0_50_50 = e3)
% 67.41/32.20  																																									| (2336) all_0_55_55 = e3
% 67.41/32.20  																																									|
% 67.41/32.20  																																										| Equations (2336) can reduce 153 to:
% 67.41/32.20  																																										| (271)  ~ (all_0_56_56 = e3)
% 67.41/32.20  																																										|
% 67.41/32.20  																																										| Simplifying 271 yields:
% 67.41/32.20  																																										| (272)  ~ (all_0_56_56 = e3)
% 67.41/32.20  																																										|
% 67.41/32.20  																																										| Equations (2336) can reduce 763 to:
% 67.41/32.20  																																										| (277)  ~ (e4 = e3)
% 67.41/32.20  																																										|
% 67.41/32.20  																																										| Simplifying 277 yields:
% 67.41/32.20  																																										| (188)  ~ (e4 = e3)
% 67.41/32.20  																																										|
% 67.41/32.20  																																										| From (2336) and (74) follows:
% 67.41/32.20  																																										| (2208) op(e0, e3) = e3
% 67.41/32.20  																																										|
% 67.41/32.20  																																										+-Applying beta-rule and splitting (1100), into two cases.
% 67.41/32.20  																																										|-Branch one:
% 67.41/32.20  																																										| (1101) all_0_51_51 = e4
% 67.41/32.20  																																										|
% 67.41/32.20  																																											| Equations (1101) can reduce 16 to:
% 67.41/32.20  																																											| (476)  ~ (all_0_56_56 = e4)
% 67.41/32.20  																																											|
% 67.41/32.20  																																											| Simplifying 476 yields:
% 67.41/32.20  																																											| (477)  ~ (all_0_56_56 = e4)
% 67.41/32.20  																																											|
% 67.41/32.20  																																											+-Applying beta-rule and splitting (633), into two cases.
% 67.41/32.20  																																											|-Branch one:
% 67.41/32.20  																																											| (1569) all_0_56_56 = e1
% 67.41/32.20  																																											|
% 67.41/32.20  																																												| Equations (1569) can reduce 828 to:
% 67.41/32.20  																																												| (233)  ~ (e1 = e0)
% 67.41/32.20  																																												|
% 67.41/32.20  																																												| From (1569) and (111) follows:
% 67.41/32.21  																																												| (3175) op(e0, e2) = e1
% 67.41/32.21  																																												|
% 67.41/32.21  																																												+-Applying beta-rule and splitting (56), into two cases.
% 67.41/32.21  																																												|-Branch one:
% 67.41/32.21  																																												| (696) unit = e2
% 67.41/32.21  																																												|
% 67.41/32.21  																																													| From (696) and (211) follows:
% 67.41/32.21  																																													| (1612) op(e2, e1) = e1
% 67.41/32.21  																																													|
% 67.41/32.21  																																													| From (696) and (209) follows:
% 67.41/32.21  																																													| (7585) op(e2, e0) = e0
% 67.41/32.21  																																													|
% 67.41/32.21  																																													| From (696) and (227) follows:
% 67.41/32.21  																																													| (4284) op(e4, e2) = e4
% 67.41/32.21  																																													|
% 67.41/32.21  																																													| Instantiating formula (29) with e4, e2, e4, e2 and discharging atoms op(e4, e2) = e4, op(e4, e2) = e2, yields:
% 67.41/32.21  																																													| (323) e4 = e2
% 67.41/32.21  																																													|
% 67.41/32.21  																																													| Instantiating formula (29) with e2, e1, e1, e2 and discharging atoms op(e2, e1) = e2, op(e2, e1) = e1, yields:
% 67.41/32.21  																																													| (617) e2 = e1
% 67.41/32.21  																																													|
% 67.41/32.21  																																													| Instantiating formula (29) with e2, e0, e0, e4 and discharging atoms op(e2, e0) = e4, op(e2, e0) = e0, yields:
% 67.41/32.21  																																													| (397) e4 = e0
% 67.41/32.21  																																													|
% 67.41/32.21  																																													| Combining equations (323,397) yields a new equation:
% 67.41/32.21  																																													| (391) e2 = e0
% 67.41/32.21  																																													|
% 67.41/32.21  																																													| Simplifying 391 yields:
% 67.41/32.21  																																													| (330) e2 = e0
% 67.41/32.21  																																													|
% 67.41/32.21  																																													| Combining equations (617,330) yields a new equation:
% 67.41/32.21  																																													| (546) e1 = e0
% 67.41/32.21  																																													|
% 67.41/32.21  																																													| Simplifying 546 yields:
% 67.41/32.21  																																													| (431) e1 = e0
% 67.41/32.21  																																													|
% 67.41/32.21  																																													| Equations (431) can reduce 233 to:
% 67.41/32.21  																																													| (266) $false
% 67.41/32.21  																																													|
% 67.41/32.21  																																													|-The branch is then unsatisfiable
% 67.41/32.21  																																												|-Branch two:
% 67.41/32.21  																																												| (707)  ~ (unit = e2)
% 67.41/32.21  																																												| (708) unit = e4 | unit = e3 | unit = e1 | unit = e0
% 67.41/32.21  																																												|
% 67.41/32.21  																																													+-Applying beta-rule and splitting (708), into two cases.
% 67.41/32.21  																																													|-Branch one:
% 67.41/32.21  																																													| (709) unit = e4
% 67.41/32.21  																																													|
% 67.41/32.21  																																														| From (709) and (24) follows:
% 67.41/32.21  																																														| (33325) op(e4, e3) = e3
% 67.41/32.21  																																														|
% 67.41/32.21  																																														| From (709) and (211) follows:
% 67.41/32.21  																																														| (22527) op(e4, e1) = e1
% 67.41/32.21  																																														|
% 67.41/32.21  																																														| From (709) and (32) follows:
% 67.41/32.21  																																														| (712) op(e2, e4) = e2
% 67.41/32.21  																																														|
% 67.41/32.21  																																														| From (709) and (42) follows:
% 67.41/32.21  																																														| (713) op(e0, e4) = e0
% 67.41/32.21  																																														|
% 67.41/32.21  																																														| Instantiating formula (29) with e4, e3, e3, e4 and discharging atoms op(e4, e3) = e4, op(e4, e3) = e3, yields:
% 67.41/32.21  																																														| (425) e4 = e3
% 67.41/32.21  																																														|
% 67.41/32.21  																																														| Instantiating formula (29) with e4, e1, e1, e3 and discharging atoms op(e4, e1) = e3, op(e4, e1) = e1, yields:
% 67.41/32.21  																																														| (455) e3 = e1
% 67.41/32.21  																																														|
% 67.41/32.21  																																														| Instantiating formula (29) with e2, e4, e2, e3 and discharging atoms op(e2, e4) = e3, op(e2, e4) = e2, yields:
% 67.41/32.21  																																														| (662) e3 = e2
% 67.41/32.21  																																														|
% 67.41/32.21  																																														| Instantiating formula (29) with e0, e4, e0, e4 and discharging atoms op(e0, e4) = e4, op(e0, e4) = e0, yields:
% 67.41/32.21  																																														| (397) e4 = e0
% 67.41/32.21  																																														|
% 67.41/32.21  																																														| Combining equations (425,397) yields a new equation:
% 67.41/32.21  																																														| (675) e3 = e0
% 67.41/32.21  																																														|
% 67.41/32.21  																																														| Simplifying 675 yields:
% 67.41/32.21  																																														| (676) e3 = e0
% 67.41/32.21  																																														|
% 67.41/32.21  																																														| Combining equations (676,662) yields a new equation:
% 67.41/32.21  																																														| (330) e2 = e0
% 67.41/32.21  																																														|
% 67.41/32.21  																																														| Combining equations (455,662) yields a new equation:
% 67.41/32.21  																																														| (617) e2 = e1
% 67.41/32.21  																																														|
% 67.41/32.21  																																														| Combining equations (617,330) yields a new equation:
% 67.41/32.21  																																														| (546) e1 = e0
% 67.41/32.21  																																														|
% 67.41/32.21  																																														| Simplifying 546 yields:
% 67.41/32.21  																																														| (431) e1 = e0
% 67.41/32.21  																																														|
% 67.41/32.21  																																														| Equations (431) can reduce 233 to:
% 67.41/32.21  																																														| (266) $false
% 67.41/32.21  																																														|
% 67.41/32.21  																																														|-The branch is then unsatisfiable
% 67.41/32.21  																																													|-Branch two:
% 67.41/32.21  																																													| (724)  ~ (unit = e4)
% 67.41/32.21  																																													| (725) unit = e3 | unit = e1 | unit = e0
% 67.41/32.21  																																													|
% 67.41/32.21  																																														+-Applying beta-rule and splitting (725), into two cases.
% 67.41/32.21  																																														|-Branch one:
% 67.41/32.21  																																														| (726) unit = e0
% 67.41/32.21  																																														|
% 67.41/32.21  																																															| From (726) and (15) follows:
% 67.41/32.21  																																															| (1508) op(e0, e2) = e2
% 67.41/32.21  																																															|
% 67.41/32.21  																																															| From (726) and (227) follows:
% 67.41/32.21  																																															| (3205) op(e4, e0) = e4
% 67.41/32.21  																																															|
% 67.41/32.21  																																															| From (726) and (32) follows:
% 67.41/32.21  																																															| (727) op(e2, e0) = e2
% 67.41/32.21  																																															|
% 67.41/32.21  																																															| Instantiating formula (29) with e4, e0, e4, e0 and discharging atoms op(e4, e0) = e4, op(e4, e0) = e0, yields:
% 67.41/32.21  																																															| (397) e4 = e0
% 67.41/32.21  																																															|
% 67.41/32.21  																																															| Instantiating formula (29) with e2, e0, e2, e4 and discharging atoms op(e2, e0) = e4, op(e2, e0) = e2, yields:
% 67.41/32.21  																																															| (323) e4 = e2
% 67.41/32.21  																																															|
% 67.41/32.21  																																															| Instantiating formula (29) with e0, e2, e2, e1 and discharging atoms op(e0, e2) = e2, op(e0, e2) = e1, yields:
% 67.41/32.21  																																															| (617) e2 = e1
% 67.41/32.21  																																															|
% 67.41/32.21  																																															| Combining equations (323,397) yields a new equation:
% 67.41/32.21  																																															| (391) e2 = e0
% 67.41/32.21  																																															|
% 67.41/32.21  																																															| Simplifying 391 yields:
% 67.41/32.21  																																															| (330) e2 = e0
% 67.41/32.21  																																															|
% 67.41/32.21  																																															| Combining equations (617,330) yields a new equation:
% 67.41/32.21  																																															| (546) e1 = e0
% 67.41/32.21  																																															|
% 67.41/32.21  																																															| Simplifying 546 yields:
% 67.41/32.21  																																															| (431) e1 = e0
% 67.41/32.21  																																															|
% 67.41/32.21  																																															| Equations (431) can reduce 233 to:
% 67.41/32.21  																																															| (266) $false
% 67.41/32.21  																																															|
% 67.41/32.21  																																															|-The branch is then unsatisfiable
% 67.41/32.21  																																														|-Branch two:
% 67.41/32.21  																																														| (734)  ~ (unit = e0)
% 67.41/32.21  																																														| (735) unit = e3 | unit = e1
% 67.41/32.21  																																														|
% 67.41/32.21  																																															+-Applying beta-rule and splitting (735), into two cases.
% 67.41/32.21  																																															|-Branch one:
% 67.41/32.21  																																															| (736) unit = e1
% 67.41/32.21  																																															|
% 67.41/32.21  																																																| From (736) and (244) follows:
% 67.41/32.21  																																																| (738) op(e1, e4) = e4
% 67.41/32.21  																																																|
% 67.41/32.21  																																																| From (736) and (24) follows:
% 67.41/32.21  																																																| (1934) op(e1, e3) = e3
% 67.41/32.21  																																																|
% 67.41/32.21  																																																| From (736) and (40) follows:
% 67.41/32.21  																																																| (1652) op(e3, e1) = e3
% 67.41/32.21  																																																|
% 67.41/32.21  																																																| Instantiating formula (29) with e3, e1, e3, e4 and discharging atoms op(e3, e1) = e4, op(e3, e1) = e3, yields:
% 67.41/32.21  																																																| (425) e4 = e3
% 67.41/32.21  																																																|
% 67.41/32.21  																																																| Instantiating formula (29) with e1, e4, e4, e0 and discharging atoms op(e1, e4) = e4, op(e1, e4) = e0, yields:
% 67.41/32.21  																																																| (397) e4 = e0
% 67.41/32.21  																																																|
% 67.41/32.21  																																																| Instantiating formula (29) with e1, e3, e3, e2 and discharging atoms op(e1, e3) = e3, op(e1, e3) = e2, yields:
% 67.41/32.21  																																																| (662) e3 = e2
% 67.41/32.21  																																																|
% 67.41/32.21  																																																| Combining equations (425,397) yields a new equation:
% 67.41/32.21  																																																| (675) e3 = e0
% 67.41/32.21  																																																|
% 67.41/32.21  																																																| Simplifying 675 yields:
% 67.41/32.21  																																																| (676) e3 = e0
% 67.41/32.21  																																																|
% 67.41/32.21  																																																| Combining equations (662,676) yields a new equation:
% 67.41/32.21  																																																| (391) e2 = e0
% 67.41/32.21  																																																|
% 67.41/32.21  																																																| Simplifying 391 yields:
% 67.41/32.21  																																																| (330) e2 = e0
% 67.41/32.21  																																																|
% 67.41/32.21  																																																| Equations (330) can reduce 128 to:
% 67.41/32.21  																																																| (266) $false
% 67.41/32.21  																																																|
% 67.41/32.21  																																																|-The branch is then unsatisfiable
% 67.41/32.21  																																															|-Branch two:
% 67.41/32.21  																																															| (748)  ~ (unit = e1)
% 67.41/32.21  																																															| (749) unit = e3
% 67.41/32.21  																																															|
% 67.41/32.21  																																																| From (749) and (244) follows:
% 67.41/32.21  																																																| (750) op(e3, e4) = e4
% 67.41/32.21  																																																|
% 67.41/32.21  																																																| From (749) and (15) follows:
% 67.41/32.21  																																																| (751) op(e3, e2) = e2
% 67.41/32.21  																																																|
% 67.41/32.21  																																																| From (749) and (211) follows:
% 67.41/32.21  																																																| (13877) op(e3, e1) = e1
% 67.41/32.21  																																																|
% 67.41/32.21  																																																| From (749) and (42) follows:
% 67.41/32.21  																																																| (752) op(e0, e3) = e0
% 67.41/32.21  																																																|
% 67.41/32.21  																																																| Instantiating formula (29) with e3, e4, e4, e2 and discharging atoms op(e3, e4) = e4, op(e3, e4) = e2, yields:
% 67.41/32.21  																																																| (323) e4 = e2
% 67.41/32.21  																																																|
% 67.41/32.21  																																																| Instantiating formula (29) with e3, e2, e2, e3 and discharging atoms op(e3, e2) = e3, op(e3, e2) = e2, yields:
% 67.41/32.21  																																																| (662) e3 = e2
% 67.41/32.21  																																																|
% 67.41/32.21  																																																| Instantiating formula (29) with e3, e1, e1, e4 and discharging atoms op(e3, e1) = e4, op(e3, e1) = e1, yields:
% 67.41/32.21  																																																| (630) e4 = e1
% 67.41/32.21  																																																|
% 67.41/32.21  																																																| Instantiating formula (29) with e0, e3, e0, e3 and discharging atoms op(e0, e3) = e3, op(e0, e3) = e0, yields:
% 67.41/32.21  																																																| (676) e3 = e0
% 67.41/32.21  																																																|
% 67.41/32.21  																																																| Combining equations (630,323) yields a new equation:
% 67.41/32.21  																																																| (617) e2 = e1
% 67.41/32.21  																																																|
% 67.41/32.21  																																																| Combining equations (662,676) yields a new equation:
% 67.41/32.21  																																																| (391) e2 = e0
% 67.41/32.21  																																																|
% 67.41/32.21  																																																| Simplifying 391 yields:
% 67.41/32.21  																																																| (330) e2 = e0
% 67.41/32.21  																																																|
% 67.41/32.21  																																																| Combining equations (330,617) yields a new equation:
% 67.41/32.21  																																																| (431) e1 = e0
% 67.41/32.21  																																																|
% 67.41/32.21  																																																| Equations (431) can reduce 233 to:
% 67.41/32.21  																																																| (266) $false
% 67.41/32.21  																																																|
% 67.41/32.21  																																																|-The branch is then unsatisfiable
% 67.41/32.21  																																											|-Branch two:
% 67.41/32.21  																																											| (466)  ~ (all_0_56_56 = e1)
% 67.41/32.21  																																											| (1574) all_0_57_57 = e1 | all_0_58_58 = e1
% 67.41/32.21  																																											|
% 67.41/32.21  																																												+-Applying beta-rule and splitting (836), into two cases.
% 67.41/32.21  																																												|-Branch one:
% 67.41/32.21  																																												| (842) all_0_56_56 = e4
% 67.41/32.21  																																												|
% 67.41/32.21  																																													| Equations (842) can reduce 477 to:
% 67.41/32.21  																																													| (266) $false
% 67.41/32.21  																																													|
% 67.41/32.21  																																													|-The branch is then unsatisfiable
% 67.41/32.21  																																												|-Branch two:
% 67.41/32.21  																																												| (477)  ~ (all_0_56_56 = e4)
% 67.41/32.21  																																												| (845) all_0_56_56 = e3 | all_0_56_56 = e1 | all_0_56_56 = e0
% 67.41/32.21  																																												|
% 67.41/32.21  																																													+-Applying beta-rule and splitting (845), into two cases.
% 67.41/32.21  																																													|-Branch one:
% 67.41/32.21  																																													| (679) all_0_56_56 = e0
% 67.41/32.21  																																													|
% 67.41/32.21  																																														| Equations (679) can reduce 828 to:
% 67.41/32.21  																																														| (266) $false
% 67.41/32.21  																																														|
% 67.41/32.21  																																														|-The branch is then unsatisfiable
% 67.41/32.21  																																													|-Branch two:
% 67.41/32.21  																																													| (828)  ~ (all_0_56_56 = e0)
% 67.41/32.21  																																													| (3172) all_0_56_56 = e3 | all_0_56_56 = e1
% 67.41/32.21  																																													|
% 67.41/32.21  																																														+-Applying beta-rule and splitting (3172), into two cases.
% 67.41/32.21  																																														|-Branch one:
% 67.41/32.21  																																														| (1569) all_0_56_56 = e1
% 67.41/32.21  																																														|
% 67.41/32.21  																																															| Equations (1569) can reduce 466 to:
% 67.41/32.21  																																															| (266) $false
% 67.41/32.21  																																															|
% 67.41/32.21  																																															|-The branch is then unsatisfiable
% 67.41/32.21  																																														|-Branch two:
% 67.41/32.21  																																														| (466)  ~ (all_0_56_56 = e1)
% 67.41/32.21  																																														| (1097) all_0_56_56 = e3
% 67.41/32.21  																																														|
% 67.41/32.21  																																															| Equations (1097) can reduce 272 to:
% 67.41/32.21  																																															| (266) $false
% 67.41/32.21  																																															|
% 67.41/32.21  																																															|-The branch is then unsatisfiable
% 67.41/32.21  																																										|-Branch two:
% 67.41/32.21  																																										| (475)  ~ (all_0_51_51 = e4)
% 67.41/32.21  																																										| (1104) all_0_51_51 = e3 | all_0_51_51 = e1
% 67.41/32.21  																																										|
% 67.41/32.21  																																											+-Applying beta-rule and splitting (2115), into two cases.
% 67.41/32.21  																																											|-Branch one:
% 67.41/32.21  																																											| (1392) all_0_42_42 = e4
% 67.41/32.21  																																											|
% 67.41/32.21  																																												| Combining equations (1392,516) yields a new equation:
% 67.41/32.21  																																												| (424) e4 = e3
% 67.41/32.21  																																												|
% 67.41/32.21  																																												| Simplifying 424 yields:
% 67.41/32.21  																																												| (425) e4 = e3
% 67.41/32.21  																																												|
% 67.41/32.21  																																												| Equations (425) can reduce 188 to:
% 67.41/32.21  																																												| (266) $false
% 67.41/32.21  																																												|
% 67.41/32.21  																																												|-The branch is then unsatisfiable
% 67.41/32.21  																																											|-Branch two:
% 67.41/32.21  																																											| (1890)  ~ (all_0_42_42 = e4)
% 67.41/32.21  																																											| (2246) all_0_47_47 = e4 | all_0_51_51 = e4 | all_0_56_56 = e4
% 67.41/32.21  																																											|
% 67.41/32.21  																																												+-Applying beta-rule and splitting (633), into two cases.
% 67.41/32.21  																																												|-Branch one:
% 67.41/32.21  																																												| (1569) all_0_56_56 = e1
% 67.41/32.21  																																												|
% 67.41/32.21  																																													| Equations (1569) can reduce 477 to:
% 67.41/32.21  																																													| (602)  ~ (e4 = e1)
% 67.41/32.21  																																													|
% 67.41/32.21  																																													| Simplifying 602 yields:
% 67.41/32.21  																																													| (110)  ~ (e4 = e1)
% 67.41/32.21  																																													|
% 67.41/32.21  																																													+-Applying beta-rule and splitting (2246), into two cases.
% 67.41/32.21  																																													|-Branch one:
% 67.41/32.21  																																													| (1790) all_0_47_47 = e4
% 67.41/32.21  																																													|
% 67.41/32.21  																																														| Combining equations (674,1790) yields a new equation:
% 67.41/32.21  																																														| (397) e4 = e0
% 67.41/32.21  																																														|
% 67.41/32.21  																																														| Equations (397) can reduce 49 to:
% 67.41/32.21  																																														| (266) $false
% 67.41/32.21  																																														|
% 67.41/32.21  																																														|-The branch is then unsatisfiable
% 67.41/32.21  																																													|-Branch two:
% 67.41/32.21  																																													| (252)  ~ (all_0_47_47 = e4)
% 67.41/32.21  																																													| (6548) all_0_51_51 = e4 | all_0_56_56 = e4
% 67.41/32.21  																																													|
% 67.41/32.21  																																														+-Applying beta-rule and splitting (6548), into two cases.
% 67.41/32.21  																																														|-Branch one:
% 67.41/32.21  																																														| (1101) all_0_51_51 = e4
% 67.41/32.21  																																														|
% 67.41/32.21  																																															| Equations (1101) can reduce 475 to:
% 67.41/32.21  																																															| (266) $false
% 67.41/32.21  																																															|
% 67.41/32.21  																																															|-The branch is then unsatisfiable
% 67.41/32.21  																																														|-Branch two:
% 67.41/32.21  																																														| (475)  ~ (all_0_51_51 = e4)
% 67.41/32.21  																																														| (842) all_0_56_56 = e4
% 67.41/32.21  																																														|
% 67.41/32.21  																																															| Combining equations (1569,842) yields a new equation:
% 67.41/32.21  																																															| (630) e4 = e1
% 67.41/32.21  																																															|
% 67.41/32.21  																																															| Equations (630) can reduce 110 to:
% 67.41/32.21  																																															| (266) $false
% 67.41/32.21  																																															|
% 67.41/32.21  																																															|-The branch is then unsatisfiable
% 67.41/32.21  																																												|-Branch two:
% 67.41/32.21  																																												| (466)  ~ (all_0_56_56 = e1)
% 67.41/32.21  																																												| (1574) all_0_57_57 = e1 | all_0_58_58 = e1
% 67.41/32.21  																																												|
% 67.41/32.21  																																													+-Applying beta-rule and splitting (3259), into two cases.
% 67.41/32.21  																																													|-Branch one:
% 67.41/32.21  																																													| (654) all_0_47_47 = e1
% 67.41/32.21  																																													|
% 67.41/32.21  																																														| Combining equations (674,654) yields a new equation:
% 67.41/32.21  																																														| (431) e1 = e0
% 67.41/32.21  																																														|
% 67.41/32.21  																																														| Equations (431) can reduce 233 to:
% 67.41/32.21  																																														| (266) $false
% 67.41/32.21  																																														|
% 67.41/32.21  																																														|-The branch is then unsatisfiable
% 67.41/32.21  																																													|-Branch two:
% 67.41/32.21  																																													| (462)  ~ (all_0_47_47 = e1)
% 67.41/32.21  																																													| (3264) all_0_51_51 = e1 | all_0_56_56 = e1
% 67.41/32.21  																																													|
% 67.41/32.21  																																														| Equations (674) can reduce 462 to:
% 67.41/32.21  																																														| (435)  ~ (e1 = e0)
% 67.41/32.21  																																														|
% 67.41/32.21  																																														| Simplifying 435 yields:
% 67.41/32.21  																																														| (233)  ~ (e1 = e0)
% 67.41/32.21  																																														|
% 67.41/32.21  																																														+-Applying beta-rule and splitting (1574), into two cases.
% 67.41/32.21  																																														|-Branch one:
% 67.41/32.21  																																														| (647) all_0_57_57 = e1
% 67.41/32.21  																																														|
% 67.41/32.21  																																															| Combining equations (875,647) yields a new equation:
% 67.41/32.21  																																															| (431) e1 = e0
% 67.41/32.21  																																															|
% 67.41/32.21  																																															| Equations (431) can reduce 233 to:
% 67.41/32.21  																																															| (266) $false
% 67.41/32.21  																																															|
% 67.41/32.21  																																															|-The branch is then unsatisfiable
% 67.41/32.21  																																														|-Branch two:
% 67.41/32.21  																																														| (1670)  ~ (all_0_57_57 = e1)
% 67.41/32.21  																																														| (918) all_0_58_58 = e1
% 67.41/32.21  																																														|
% 67.41/32.21  																																															| Combining equations (918,624) yields a new equation:
% 67.41/32.21  																																															| (617) e2 = e1
% 67.41/32.21  																																															|
% 67.41/32.21  																																															| Equations (617) can reduce 122 to:
% 67.41/32.21  																																															| (266) $false
% 67.41/32.21  																																															|
% 67.41/32.21  																																															|-The branch is then unsatisfiable
% 67.41/32.22  																																	|-Branch two:
% 67.41/32.22  																																	| (549)  ~ (all_0_46_46 = e1)
% 67.41/32.22  																																	| (550) all_0_47_47 = e1 | all_0_48_48 = e1 | all_0_49_49 = e1
% 67.41/32.22  																																	|
% 67.41/32.22  																																		+-Applying beta-rule and splitting (7), into two cases.
% 67.41/32.22  																																		|-Branch one:
% 67.41/32.22  																																		| (504) all_0_51_51 = e2
% 67.41/32.22  																																		|
% 67.41/32.22  																																			| Equations (504) can reduce 1099 to:
% 67.41/32.22  																																			| (266) $false
% 67.41/32.22  																																			|
% 67.41/32.22  																																			|-The branch is then unsatisfiable
% 67.41/32.22  																																		|-Branch two:
% 67.41/32.22  																																		| (1099)  ~ (all_0_51_51 = e2)
% 67.41/32.22  																																		| (1100) all_0_51_51 = e4 | all_0_51_51 = e3 | all_0_51_51 = e1
% 67.41/32.22  																																		|
% 67.41/32.22  																																			+-Applying beta-rule and splitting (131), into two cases.
% 67.41/32.22  																																			|-Branch one:
% 67.41/32.22  																																			| (459) all_0_42_42 = e1
% 67.41/32.22  																																			|
% 67.41/32.22  																																				| Combining equations (516,459) yields a new equation:
% 67.41/32.22  																																				| (454) e3 = e1
% 67.41/32.22  																																				|
% 67.41/32.22  																																				| Simplifying 454 yields:
% 67.41/32.22  																																				| (455) e3 = e1
% 67.41/32.22  																																				|
% 67.41/32.22  																																				| Equations (455) can reduce 213 to:
% 67.41/32.22  																																				| (266) $false
% 67.41/32.22  																																				|
% 67.41/32.22  																																				|-The branch is then unsatisfiable
% 67.41/32.22  																																			|-Branch two:
% 67.41/32.22  																																			| (1380)  ~ (all_0_42_42 = e1)
% 67.41/32.22  																																			| (3259) all_0_47_47 = e1 | all_0_51_51 = e1 | all_0_56_56 = e1
% 67.41/32.22  																																			|
% 67.41/32.22  																																				+-Applying beta-rule and splitting (550), into two cases.
% 67.41/32.22  																																				|-Branch one:
% 67.41/32.22  																																				| (654) all_0_47_47 = e1
% 67.41/32.22  																																				|
% 67.41/32.22  																																					| Combining equations (674,654) yields a new equation:
% 67.41/32.22  																																					| (431) e1 = e0
% 67.41/32.22  																																					|
% 67.41/32.22  																																					| Equations (431) can reduce 233 to:
% 67.41/32.22  																																					| (266) $false
% 67.41/32.22  																																					|
% 67.41/32.22  																																					|-The branch is then unsatisfiable
% 67.41/32.22  																																				|-Branch two:
% 67.41/32.22  																																				| (462)  ~ (all_0_47_47 = e1)
% 67.41/32.22  																																				| (659) all_0_48_48 = e1 | all_0_49_49 = e1
% 67.41/32.22  																																				|
% 67.41/32.22  																																					| Equations (674) can reduce 462 to:
% 67.41/32.22  																																					| (435)  ~ (e1 = e0)
% 67.41/32.22  																																					|
% 67.41/32.22  																																					| Simplifying 435 yields:
% 67.41/32.22  																																					| (233)  ~ (e1 = e0)
% 67.41/32.22  																																					|
% 67.41/32.22  																																					+-Applying beta-rule and splitting (3259), into two cases.
% 67.41/32.22  																																					|-Branch one:
% 67.41/32.22  																																					| (654) all_0_47_47 = e1
% 67.41/32.22  																																					|
% 67.41/32.22  																																						| Combining equations (674,654) yields a new equation:
% 67.41/32.22  																																						| (431) e1 = e0
% 67.41/32.22  																																						|
% 67.41/32.22  																																						| Equations (431) can reduce 233 to:
% 67.41/32.22  																																						| (266) $false
% 67.41/32.22  																																						|
% 67.41/32.22  																																						|-The branch is then unsatisfiable
% 67.41/32.22  																																					|-Branch two:
% 67.41/32.22  																																					| (462)  ~ (all_0_47_47 = e1)
% 67.41/32.22  																																					| (3264) all_0_51_51 = e1 | all_0_56_56 = e1
% 67.41/32.22  																																					|
% 67.41/32.22  																																						+-Applying beta-rule and splitting (1100), into two cases.
% 67.41/32.22  																																						|-Branch one:
% 67.41/32.22  																																						| (1101) all_0_51_51 = e4
% 67.41/32.22  																																						|
% 67.41/32.22  																																							| Equations (1101) can reduce 16 to:
% 67.41/32.22  																																							| (476)  ~ (all_0_56_56 = e4)
% 67.41/32.22  																																							|
% 67.41/32.22  																																							| Simplifying 476 yields:
% 67.41/32.22  																																							| (477)  ~ (all_0_56_56 = e4)
% 67.41/32.22  																																							|
% 67.41/32.22  																																							| Equations (1101) can reduce 464 to:
% 67.41/32.22  																																							| (110)  ~ (e4 = e1)
% 67.41/32.22  																																							|
% 67.41/32.22  																																							+-Applying beta-rule and splitting (3264), into two cases.
% 67.41/32.22  																																							|-Branch one:
% 67.41/32.22  																																							| (1109) all_0_51_51 = e1
% 67.41/32.22  																																							|
% 67.41/32.22  																																								| Combining equations (1101,1109) yields a new equation:
% 67.41/32.22  																																								| (636) e4 = e1
% 67.41/32.22  																																								|
% 67.41/32.22  																																								| Simplifying 636 yields:
% 67.41/32.22  																																								| (630) e4 = e1
% 67.41/32.22  																																								|
% 67.41/32.22  																																								| Equations (630) can reduce 110 to:
% 67.41/32.22  																																								| (266) $false
% 67.41/32.22  																																								|
% 67.41/32.22  																																								|-The branch is then unsatisfiable
% 67.41/32.22  																																							|-Branch two:
% 67.41/32.22  																																							| (464)  ~ (all_0_51_51 = e1)
% 67.41/32.22  																																							| (1569) all_0_56_56 = e1
% 67.41/32.22  																																							|
% 67.41/32.22  																																								| Equations (1569) can reduce 477 to:
% 67.41/32.22  																																								| (602)  ~ (e4 = e1)
% 67.41/32.22  																																								|
% 67.41/32.22  																																								| Simplifying 602 yields:
% 67.41/32.22  																																								| (110)  ~ (e4 = e1)
% 67.41/32.22  																																								|
% 67.41/32.22  																																								| Equations (1569) can reduce 511 to:
% 67.41/32.22  																																								| (604)  ~ (e2 = e1)
% 67.41/32.22  																																								|
% 67.41/32.22  																																								| Simplifying 604 yields:
% 67.41/32.22  																																								| (122)  ~ (e2 = e1)
% 67.41/32.22  																																								|
% 67.41/32.22  																																								+-Applying beta-rule and splitting (659), into two cases.
% 67.41/32.22  																																								|-Branch one:
% 67.41/32.22  																																								| (615) all_0_48_48 = e1
% 67.41/32.22  																																								|
% 67.41/32.22  																																									| Combining equations (335,615) yields a new equation:
% 67.41/32.22  																																									| (616) e2 = e1
% 67.41/32.22  																																									|
% 67.41/32.22  																																									| Simplifying 616 yields:
% 67.41/32.22  																																									| (617) e2 = e1
% 67.41/32.22  																																									|
% 67.41/32.22  																																									| Equations (617) can reduce 122 to:
% 67.41/32.22  																																									| (266) $false
% 67.41/32.22  																																									|
% 67.41/32.22  																																									|-The branch is then unsatisfiable
% 67.41/32.22  																																								|-Branch two:
% 67.41/32.22  																																								| (619)  ~ (all_0_48_48 = e1)
% 67.41/32.22  																																								| (671) all_0_49_49 = e1
% 67.41/32.22  																																								|
% 67.41/32.22  																																									| Combining equations (974,671) yields a new equation:
% 67.41/32.22  																																									| (636) e4 = e1
% 67.41/32.22  																																									|
% 67.41/32.22  																																									| Simplifying 636 yields:
% 67.41/32.22  																																									| (630) e4 = e1
% 67.41/32.22  																																									|
% 67.41/32.22  																																									| Equations (630) can reduce 110 to:
% 67.41/32.22  																																									| (266) $false
% 67.41/32.22  																																									|
% 67.41/32.22  																																									|-The branch is then unsatisfiable
% 67.41/32.22  																																						|-Branch two:
% 67.41/32.22  																																						| (475)  ~ (all_0_51_51 = e4)
% 67.41/32.22  																																						| (1104) all_0_51_51 = e3 | all_0_51_51 = e1
% 67.41/32.22  																																						|
% 67.41/32.22  																																							+-Applying beta-rule and splitting (3264), into two cases.
% 67.41/32.22  																																							|-Branch one:
% 67.41/32.22  																																							| (1109) all_0_51_51 = e1
% 67.41/32.22  																																							|
% 67.41/32.22  																																								| Equations (1109) can reduce 464 to:
% 67.41/32.22  																																								| (266) $false
% 67.41/32.22  																																								|
% 67.41/32.22  																																								|-The branch is then unsatisfiable
% 67.41/32.22  																																							|-Branch two:
% 67.41/32.22  																																							| (464)  ~ (all_0_51_51 = e1)
% 67.41/32.22  																																							| (1569) all_0_56_56 = e1
% 67.41/32.22  																																							|
% 67.41/32.22  																																								| Equations (1569) can reduce 16 to:
% 67.41/32.22  																																								| (464)  ~ (all_0_51_51 = e1)
% 67.41/32.22  																																								|
% 67.41/32.22  																																								+-Applying beta-rule and splitting (1104), into two cases.
% 67.41/32.22  																																								|-Branch one:
% 67.41/32.22  																																								| (1109) all_0_51_51 = e1
% 67.41/32.22  																																								|
% 67.41/32.22  																																									| Equations (1109) can reduce 464 to:
% 67.41/32.22  																																									| (266) $false
% 67.41/32.22  																																									|
% 67.41/32.22  																																									|-The branch is then unsatisfiable
% 67.41/32.22  																																								|-Branch two:
% 67.41/32.22  																																								| (464)  ~ (all_0_51_51 = e1)
% 67.41/32.22  																																								| (660) all_0_51_51 = e3
% 67.41/32.22  																																								|
% 67.41/32.22  																																									| Equations (660) can reduce 664 to:
% 67.41/32.22  																																									| (266) $false
% 67.41/32.22  																																									|
% 67.41/32.22  																																									|-The branch is then unsatisfiable
% 67.41/32.22  																														|-Branch two:
% 67.41/32.22  																														| (405)  ~ (all_0_42_42 = e3)
% 67.41/32.22  																														| (532) all_0_44_44 = e3
% 67.41/32.22  																														|
% 67.41/32.22  																															| Combining equations (635,532) yields a new equation:
% 67.41/32.22  																															| (455) e3 = e1
% 67.41/32.22  																															|
% 67.41/32.22  																															| Equations (455) can reduce 213 to:
% 67.41/32.22  																															| (266) $false
% 67.41/32.22  																															|
% 67.41/32.22  																															|-The branch is then unsatisfiable
% 67.41/32.22  																												|-Branch two:
% 67.41/32.22  																												| (639)  ~ (all_0_44_44 = e1)
% 67.41/32.22  																												| (640) all_0_49_49 = e1 | all_0_53_53 = e1 | all_0_58_58 = e1
% 67.41/32.22  																												|
% 67.41/32.22  																													+-Applying beta-rule and splitting (640), into two cases.
% 67.41/32.22  																													|-Branch one:
% 67.41/32.22  																													| (671) all_0_49_49 = e1
% 67.41/32.22  																													|
% 67.41/32.22  																														| Combining equations (671,974) yields a new equation:
% 67.41/32.22  																														| (630) e4 = e1
% 67.41/32.22  																														|
% 67.41/32.22  																														| Equations (630) can reduce 110 to:
% 67.41/32.22  																														| (266) $false
% 67.41/32.22  																														|
% 67.41/32.22  																														|-The branch is then unsatisfiable
% 67.41/32.22  																													|-Branch two:
% 67.41/32.22  																													| (1064)  ~ (all_0_49_49 = e1)
% 67.41/32.22  																													| (2141) all_0_53_53 = e1 | all_0_58_58 = e1
% 67.41/32.22  																													|
% 67.41/32.22  																														+-Applying beta-rule and splitting (2141), into two cases.
% 67.41/32.22  																														|-Branch one:
% 67.41/32.22  																														| (1208) all_0_53_53 = e1
% 67.41/32.22  																														|
% 67.41/32.22  																															| Equations (1208) can reduce 1459 to:
% 67.41/32.22  																															| (266) $false
% 67.41/32.22  																															|
% 67.41/32.22  																															|-The branch is then unsatisfiable
% 67.41/32.22  																														|-Branch two:
% 67.41/32.22  																														| (1459)  ~ (all_0_53_53 = e1)
% 67.41/32.22  																														| (918) all_0_58_58 = e1
% 67.41/32.22  																														|
% 67.41/32.22  																															| Combining equations (624,918) yields a new equation:
% 67.41/32.22  																															| (616) e2 = e1
% 67.41/32.22  																															|
% 67.41/32.22  																															| Simplifying 616 yields:
% 67.41/32.22  																															| (617) e2 = e1
% 67.41/32.22  																															|
% 67.41/32.22  																															| Equations (617) can reduce 122 to:
% 67.41/32.22  																															| (266) $false
% 67.41/32.22  																															|
% 67.41/32.22  																															|-The branch is then unsatisfiable
% 67.41/32.22  																					|-Branch two:
% 67.41/32.22  																					| (357)  ~ (all_0_41_41 = e0)
% 67.41/32.22  																					| (6761) all_0_42_42 = e0 | all_0_43_43 = e0 | all_0_44_44 = e0
% 67.41/32.22  																					|
% 67.41/32.22  																						+-Applying beta-rule and splitting (6761), into two cases.
% 67.41/32.22  																						|-Branch one:
% 67.41/32.22  																						| (559) all_0_42_42 = e0
% 67.41/32.22  																						|
% 67.41/32.22  																							| Equations (559) can reduce 358 to:
% 67.41/32.22  																							| (266) $false
% 67.41/32.22  																							|
% 67.41/32.22  																							|-The branch is then unsatisfiable
% 67.41/32.22  																						|-Branch two:
% 67.41/32.22  																						| (358)  ~ (all_0_42_42 = e0)
% 67.41/32.22  																						| (6766) all_0_43_43 = e0 | all_0_44_44 = e0
% 67.41/32.22  																						|
% 67.41/32.22  																							+-Applying beta-rule and splitting (6766), into two cases.
% 67.41/32.22  																							|-Branch one:
% 67.41/32.22  																							| (356) all_0_43_43 = e0
% 67.41/32.22  																							|
% 67.41/32.22  																								| Combining equations (356,396) yields a new equation:
% 67.41/32.22  																								| (397) e4 = e0
% 67.41/32.22  																								|
% 67.41/32.22  																								| Equations (397) can reduce 49 to:
% 67.41/32.22  																								| (266) $false
% 67.41/32.22  																								|
% 67.41/32.22  																								|-The branch is then unsatisfiable
% 67.41/32.22  																							|-Branch two:
% 67.41/32.22  																							| (5470)  ~ (all_0_43_43 = e0)
% 67.41/32.22  																							| (1414) all_0_44_44 = e0
% 67.41/32.22  																							|
% 67.41/32.22  																								| Equations (1414) can reduce 360 to:
% 67.41/32.22  																								| (266) $false
% 67.41/32.22  																								|
% 67.41/32.22  																								|-The branch is then unsatisfiable
% 67.41/32.22  															|-Branch two:
% 67.41/32.22  															| (302)  ~ (all_0_50_50 = e2)
% 67.41/32.22  															| (381) all_0_51_51 = e2 | all_0_52_52 = e2 | all_0_53_53 = e2
% 67.41/32.22  															|
% 67.41/32.22  																+-Applying beta-rule and splitting (117), into two cases.
% 67.41/32.22  																|-Branch one:
% 67.41/32.22  																| (292) all_0_38_38 = e2
% 67.41/32.22  																|
% 67.41/32.22  																	| Combining equations (292,321) yields a new equation:
% 67.41/32.22  																	| (323) e4 = e2
% 67.41/32.22  																	|
% 67.41/32.22  																	| Equations (323) can reduce 48 to:
% 67.41/32.22  																	| (266) $false
% 67.41/32.22  																	|
% 67.41/32.22  																	|-The branch is then unsatisfiable
% 67.41/32.22  																|-Branch two:
% 67.41/32.22  																| (9600)  ~ (all_0_38_38 = e2)
% 67.41/32.22  																| (24424) all_0_46_46 = e2 | all_0_50_50 = e2 | all_0_55_55 = e2
% 67.41/32.22  																|
% 67.41/32.23  																	+-Applying beta-rule and splitting (24424), into two cases.
% 67.41/32.23  																	|-Branch one:
% 67.41/32.23  																	| (1794) all_0_46_46 = e2
% 67.41/32.23  																	|
% 67.41/32.23  																		| Equations (1794) can reduce 300 to:
% 67.41/32.23  																		| (266) $false
% 67.41/32.23  																		|
% 67.41/32.23  																		|-The branch is then unsatisfiable
% 67.41/32.23  																	|-Branch two:
% 67.41/32.23  																	| (300)  ~ (all_0_46_46 = e2)
% 67.41/32.23  																	| (24428) all_0_50_50 = e2 | all_0_55_55 = e2
% 67.41/32.23  																	|
% 67.41/32.23  																		+-Applying beta-rule and splitting (241), into two cases.
% 67.41/32.23  																		|-Branch one:
% 67.41/32.23  																		| (378) all_0_50_50 = e2
% 67.41/32.23  																		|
% 67.41/32.23  																			| Equations (378) can reduce 302 to:
% 67.41/32.23  																			| (266) $false
% 67.41/32.23  																			|
% 67.41/32.23  																			|-The branch is then unsatisfiable
% 67.41/32.23  																		|-Branch two:
% 67.41/32.23  																		| (302)  ~ (all_0_50_50 = e2)
% 67.41/32.23  																		| (422) all_0_50_50 = e4 | all_0_50_50 = e3 | all_0_50_50 = e1
% 67.41/32.23  																		|
% 67.41/32.23  																			+-Applying beta-rule and splitting (24428), into two cases.
% 67.41/32.23  																			|-Branch one:
% 67.41/32.23  																			| (378) all_0_50_50 = e2
% 67.41/32.23  																			|
% 67.41/32.23  																				| Equations (378) can reduce 302 to:
% 67.41/32.23  																				| (266) $false
% 67.41/32.23  																				|
% 67.41/32.23  																				|-The branch is then unsatisfiable
% 67.41/32.23  																			|-Branch two:
% 67.41/32.23  																			| (302)  ~ (all_0_50_50 = e2)
% 67.41/32.23  																			| (386) all_0_55_55 = e2
% 67.41/32.23  																			|
% 67.41/32.23  																				| Equations (386) can reduce 191 to:
% 67.41/32.23  																				| (85)  ~ (all_0_41_41 = e2)
% 67.41/32.23  																				|
% 67.41/32.23  																				| Equations (386) can reduce 763 to:
% 67.41/32.23  																				| (327)  ~ (e4 = e2)
% 67.41/32.23  																				|
% 67.41/32.23  																				| Simplifying 327 yields:
% 67.41/32.23  																				| (48)  ~ (e4 = e2)
% 67.41/32.23  																				|
% 67.41/32.23  																				| From (386) and (74) follows:
% 67.41/32.23  																				| (24443) op(e0, e3) = e2
% 67.41/32.23  																				|
% 67.41/32.23  																				+-Applying beta-rule and splitting (422), into two cases.
% 67.41/32.23  																				|-Branch one:
% 67.41/32.23  																				| (775) all_0_50_50 = e4
% 67.41/32.23  																				|
% 67.41/32.23  																					| Equations (775) can reduce 566 to:
% 67.41/32.23  																					| (266) $false
% 67.41/32.23  																					|
% 67.41/32.23  																					|-The branch is then unsatisfiable
% 67.41/32.23  																				|-Branch two:
% 67.41/32.23  																				| (566)  ~ (all_0_50_50 = e4)
% 67.41/32.23  																				| (1444) all_0_50_50 = e3 | all_0_50_50 = e1
% 67.41/32.23  																				|
% 67.41/32.23  																					+-Applying beta-rule and splitting (1444), into two cases.
% 67.41/32.23  																					|-Branch one:
% 67.41/32.23  																					| (601) all_0_50_50 = e1
% 67.41/32.23  																					|
% 67.41/32.23  																						| Equations (601) can reduce 759 to:
% 67.41/32.23  																						| (266) $false
% 67.41/32.23  																						|
% 67.41/32.23  																						|-The branch is then unsatisfiable
% 67.41/32.23  																					|-Branch two:
% 67.41/32.23  																					| (759)  ~ (all_0_50_50 = e1)
% 67.41/32.23  																					| (415) all_0_50_50 = e3
% 67.41/32.23  																					|
% 67.41/32.23  																						| Equations (415) can reduce 221 to:
% 67.41/32.23  																						| (1898)  ~ (all_0_41_41 = e3)
% 67.41/32.23  																						|
% 67.41/32.23  																						| Equations (415) can reduce 35 to:
% 67.41/32.23  																						| (409)  ~ (all_0_46_46 = e3)
% 67.41/32.23  																						|
% 67.41/32.23  																						| Equations (415) can reduce 566 to:
% 67.41/32.23  																						| (277)  ~ (e4 = e3)
% 67.41/32.23  																						|
% 67.41/32.23  																						| Simplifying 277 yields:
% 67.41/32.23  																						| (188)  ~ (e4 = e3)
% 67.41/32.23  																						|
% 67.41/32.23  																						| Equations (415) can reduce 759 to:
% 67.41/32.23  																						| (213)  ~ (e3 = e1)
% 67.41/32.23  																						|
% 67.41/32.23  																						| From (415) and (242) follows:
% 67.41/32.23  																						| (1934) op(e1, e3) = e3
% 67.41/32.23  																						|
% 67.41/32.23  																						+-Applying beta-rule and splitting (381), into two cases.
% 67.41/32.23  																						|-Branch one:
% 67.41/32.23  																						| (504) all_0_51_51 = e2
% 67.41/32.23  																						|
% 67.41/32.23  																							| Equations (504) can reduce 1099 to:
% 67.41/32.23  																							| (266) $false
% 67.41/32.23  																							|
% 67.41/32.23  																							|-The branch is then unsatisfiable
% 67.41/32.23  																						|-Branch two:
% 67.41/32.23  																						| (1099)  ~ (all_0_51_51 = e2)
% 67.41/32.23  																						| (1152) all_0_52_52 = e2 | all_0_53_53 = e2
% 67.41/32.23  																						|
% 67.41/32.23  																							+-Applying beta-rule and splitting (1152), into two cases.
% 67.41/32.23  																							|-Branch one:
% 67.41/32.23  																							| (352) all_0_52_52 = e2
% 67.41/32.23  																							|
% 67.41/32.23  																								| Combining equations (642,352) yields a new equation:
% 67.41/32.23  																								| (617) e2 = e1
% 67.41/32.23  																								|
% 67.41/32.23  																								| Equations (617) can reduce 122 to:
% 67.41/32.23  																								| (266) $false
% 67.41/32.23  																								|
% 67.41/32.23  																								|-The branch is then unsatisfiable
% 67.41/32.23  																							|-Branch two:
% 67.41/32.23  																							| (342)  ~ (all_0_52_52 = e2)
% 67.41/32.23  																							| (607) all_0_53_53 = e2
% 67.41/32.23  																							|
% 67.41/32.23  																								| Equations (607) can reduce 220 to:
% 67.41/32.23  																								| (147)  ~ (all_0_44_44 = e2)
% 67.41/32.23  																								|
% 67.41/32.23  																								| Equations (607) can reduce 6 to:
% 67.41/32.23  																								| (1099)  ~ (all_0_51_51 = e2)
% 67.41/32.23  																								|
% 67.41/32.23  																								| Equations (607) can reduce 10 to:
% 67.41/32.23  																								| (1186)  ~ (all_0_58_58 = e2)
% 67.41/32.23  																								|
% 67.41/32.23  																								| Simplifying 1186 yields:
% 67.41/32.23  																								| (908)  ~ (all_0_58_58 = e2)
% 67.41/32.23  																								|
% 67.41/32.23  																								| Equations (607) can reduce 1459 to:
% 67.41/32.23  																								| (122)  ~ (e2 = e1)
% 67.41/32.23  																								|
% 67.41/32.23  																								+-Applying beta-rule and splitting (7), into two cases.
% 67.41/32.23  																								|-Branch one:
% 67.41/32.23  																								| (504) all_0_51_51 = e2
% 67.41/32.23  																								|
% 67.41/32.23  																									| Equations (504) can reduce 1099 to:
% 67.41/32.23  																									| (266) $false
% 67.41/32.23  																									|
% 67.41/32.23  																									|-The branch is then unsatisfiable
% 67.41/32.23  																								|-Branch two:
% 67.41/32.23  																								| (1099)  ~ (all_0_51_51 = e2)
% 67.41/32.23  																								| (1100) all_0_51_51 = e4 | all_0_51_51 = e3 | all_0_51_51 = e1
% 67.41/32.23  																								|
% 67.41/32.23  																									+-Applying beta-rule and splitting (150), into two cases.
% 67.41/32.23  																									|-Branch one:
% 67.41/32.23  																									| (1378) all_0_40_40 = e4
% 67.41/32.23  																									|
% 67.41/32.23  																										| Combining equations (1378,485) yields a new equation:
% 67.41/32.23  																										| (481) e4 = e0
% 67.41/32.23  																										|
% 67.41/32.23  																										| Simplifying 481 yields:
% 67.41/32.23  																										| (397) e4 = e0
% 67.41/32.23  																										|
% 67.41/32.23  																										| Equations (397) can reduce 49 to:
% 67.41/32.23  																										| (266) $false
% 67.41/32.23  																										|
% 67.41/32.23  																										|-The branch is then unsatisfiable
% 67.41/32.23  																									|-Branch two:
% 67.41/32.23  																									| (447)  ~ (all_0_40_40 = e4)
% 67.41/32.23  																									| (2271) all_0_44_44 = e4 | all_0_49_49 = e4 | all_0_53_53 = e4 | all_0_58_58 = e4
% 67.41/32.23  																									|
% 67.41/32.23  																										+-Applying beta-rule and splitting (231), into two cases.
% 67.41/32.23  																										|-Branch one:
% 67.41/32.23  																										| (775) all_0_50_50 = e4
% 67.41/32.23  																										|
% 67.41/32.23  																											| Combining equations (415,775) yields a new equation:
% 67.41/32.23  																											| (425) e4 = e3
% 67.41/32.23  																											|
% 67.41/32.23  																											| Equations (425) can reduce 188 to:
% 67.41/32.23  																											| (266) $false
% 67.41/32.23  																											|
% 67.41/32.23  																											|-The branch is then unsatisfiable
% 67.41/32.23  																										|-Branch two:
% 67.41/32.23  																										| (566)  ~ (all_0_50_50 = e4)
% 67.41/32.23  																										| (1071) all_0_51_51 = e4 | all_0_52_52 = e4 | all_0_53_53 = e4
% 67.41/32.23  																										|
% 67.41/32.23  																											+-Applying beta-rule and splitting (1071), into two cases.
% 67.41/32.23  																											|-Branch one:
% 67.41/32.23  																											| (1101) all_0_51_51 = e4
% 67.41/32.23  																											|
% 67.41/32.23  																												| Equations (1101) can reduce 1099 to:
% 67.41/32.23  																												| (48)  ~ (e4 = e2)
% 67.41/32.23  																												|
% 67.41/32.23  																												| Equations (1101) can reduce 464 to:
% 67.41/32.23  																												| (110)  ~ (e4 = e1)
% 67.41/32.23  																												|
% 67.41/32.23  																												| From (1101) and (186) follows:
% 67.41/32.23  																												| (13720) op(e1, e2) = e4
% 67.41/32.23  																												|
% 67.41/32.23  																												+-Applying beta-rule and splitting (2271), into two cases.
% 67.41/32.23  																												|-Branch one:
% 67.41/32.23  																												| (446) all_0_44_44 = e4
% 67.41/32.23  																												|
% 67.41/32.23  																													| Equations (446) can reduce 1390 to:
% 67.41/32.23  																													| (266) $false
% 67.41/32.23  																													|
% 67.41/32.23  																													|-The branch is then unsatisfiable
% 67.41/32.23  																												|-Branch two:
% 67.41/32.23  																												| (1390)  ~ (all_0_44_44 = e4)
% 67.41/32.23  																												| (7998) all_0_49_49 = e4 | all_0_53_53 = e4 | all_0_58_58 = e4
% 67.41/32.23  																												|
% 67.41/32.23  																													+-Applying beta-rule and splitting (7998), into two cases.
% 67.41/32.23  																													|-Branch one:
% 67.41/32.23  																													| (974) all_0_49_49 = e4
% 67.41/32.23  																													|
% 67.41/32.23  																														| Equations (974) can reduce 208 to:
% 67.41/32.23  																														| (250)  ~ (all_0_46_46 = e4)
% 67.41/32.23  																														|
% 67.41/32.23  																														| From (974) and (55) follows:
% 67.41/32.23  																														| (61486) op(e2, e0) = e4
% 67.41/32.23  																														|
% 67.41/32.23  																														+-Applying beta-rule and splitting (113), into two cases.
% 67.41/32.23  																														|-Branch one:
% 67.41/32.23  																														| (403) all_0_41_41 = e3
% 67.41/32.23  																														|
% 67.41/32.23  																															| Equations (403) can reduce 1898 to:
% 67.41/32.23  																															| (266) $false
% 67.41/32.23  																															|
% 67.41/32.23  																															|-The branch is then unsatisfiable
% 67.41/32.23  																														|-Branch two:
% 67.41/32.23  																														| (1898)  ~ (all_0_41_41 = e3)
% 67.41/32.23  																														| (1899) all_0_42_42 = e3 | all_0_44_44 = e3
% 67.41/32.23  																														|
% 67.41/32.23  																															+-Applying beta-rule and splitting (165), into two cases.
% 67.41/32.23  																															|-Branch one:
% 67.41/32.23  																															| (794) all_0_41_41 = e0
% 67.41/32.23  																															|
% 67.41/32.23  																																| Equations (794) can reduce 214 to:
% 67.41/32.23  																																| (5565)  ~ (all_0_42_42 = e0)
% 67.41/32.23  																																|
% 67.41/32.23  																																| Simplifying 5565 yields:
% 67.41/32.23  																																| (358)  ~ (all_0_42_42 = e0)
% 67.41/32.23  																																|
% 67.41/32.23  																																| Equations (794) can reduce 149 to:
% 67.41/32.23  																																| (359)  ~ (all_0_44_44 = e0)
% 67.41/32.23  																																|
% 67.41/32.23  																																| Simplifying 359 yields:
% 67.41/32.23  																																| (360)  ~ (all_0_44_44 = e0)
% 67.41/32.23  																																|
% 67.41/32.23  																																| Equations (794) can reduce 85 to:
% 67.41/32.23  																																| (365)  ~ (e2 = e0)
% 67.41/32.23  																																|
% 67.41/32.23  																																| Simplifying 365 yields:
% 67.41/32.23  																																| (128)  ~ (e2 = e0)
% 67.41/32.23  																																|
% 67.41/32.23  																																+-Applying beta-rule and splitting (18), into two cases.
% 67.41/32.23  																																|-Branch one:
% 67.41/32.23  																																| (453) all_0_41_41 = e1
% 67.41/32.23  																																|
% 67.41/32.23  																																	| Combining equations (453,794) yields a new equation:
% 67.41/32.23  																																	| (546) e1 = e0
% 67.41/32.23  																																	|
% 67.41/32.23  																																	| Simplifying 546 yields:
% 67.41/32.23  																																	| (431) e1 = e0
% 67.41/32.23  																																	|
% 67.41/32.23  																																	| Equations (431) can reduce 233 to:
% 67.41/32.23  																																	| (266) $false
% 67.41/32.23  																																	|
% 67.41/32.23  																																	|-The branch is then unsatisfiable
% 67.41/32.23  																																|-Branch two:
% 67.41/32.23  																																| (457)  ~ (all_0_41_41 = e1)
% 67.41/32.23  																																| (595) all_0_46_46 = e1 | all_0_50_50 = e1 | all_0_55_55 = e1
% 67.41/32.23  																																|
% 67.41/32.23  																																	+-Applying beta-rule and splitting (104), into two cases.
% 67.41/32.23  																																	|-Branch one:
% 67.41/32.23  																																	| (480) all_0_39_39 = e0
% 67.41/32.23  																																	|
% 67.41/32.23  																																		| Combining equations (480,317) yields a new equation:
% 67.41/32.23  																																		| (330) e2 = e0
% 67.41/32.23  																																		|
% 67.41/32.23  																																		| Equations (330) can reduce 128 to:
% 67.41/32.23  																																		| (266) $false
% 67.41/32.23  																																		|
% 67.41/32.23  																																		|-The branch is then unsatisfiable
% 67.41/32.23  																																	|-Branch two:
% 67.41/32.23  																																	| (484)  ~ (all_0_39_39 = e0)
% 67.41/32.23  																																	| (558) all_0_42_42 = e0 | all_0_47_47 = e0 | all_0_56_56 = e0
% 67.41/32.23  																																	|
% 67.41/32.23  																																		+-Applying beta-rule and splitting (163), into two cases.
% 67.41/32.23  																																		|-Branch one:
% 67.41/32.23  																																		| (565) all_0_52_52 = e4
% 67.41/32.23  																																		|
% 67.41/32.23  																																			| Combining equations (642,565) yields a new equation:
% 67.41/32.23  																																			| (630) e4 = e1
% 67.41/32.23  																																			|
% 67.41/32.23  																																			| Equations (630) can reduce 110 to:
% 67.41/32.23  																																			| (266) $false
% 67.41/32.23  																																			|
% 67.41/32.23  																																			|-The branch is then unsatisfiable
% 67.41/32.23  																																		|-Branch two:
% 67.41/32.23  																																		| (780)  ~ (all_0_52_52 = e4)
% 67.41/32.23  																																		| (781) (all_0_41_41 = e0 & all_0_58_58 = e3 &  ~ (all_0_44_44 = e3)) | (all_0_41_41 = e0 & all_0_58_58 = e3 &  ~ (all_0_55_55 = e0)) | (all_0_47_47 = e1 & all_0_52_52 = e2 &  ~ (all_0_48_48 = e2)) | (all_0_47_47 = e1 & all_0_52_52 = e2 &  ~ (all_0_51_51 = e1)) | (all_0_47_47 = e0 & all_0_58_58 = e2 &  ~ (all_0_49_49 = e2)) | (all_0_47_47 = e0 & all_0_58_58 = e2 &  ~ (all_0_56_56 = e0))
% 67.41/32.23  																																		|
% 67.41/32.23  																																			+-Applying beta-rule and splitting (558), into two cases.
% 67.41/32.23  																																			|-Branch one:
% 67.41/32.23  																																			| (559) all_0_42_42 = e0
% 67.41/32.23  																																			|
% 67.41/32.23  																																				| Equations (559) can reduce 358 to:
% 67.41/32.23  																																				| (266) $false
% 67.41/32.23  																																				|
% 67.41/32.23  																																				|-The branch is then unsatisfiable
% 67.41/32.23  																																			|-Branch two:
% 67.41/32.23  																																			| (358)  ~ (all_0_42_42 = e0)
% 67.41/32.23  																																			| (563) all_0_47_47 = e0 | all_0_56_56 = e0
% 67.41/32.23  																																			|
% 67.41/32.23  																																				+-Applying beta-rule and splitting (563), into two cases.
% 67.41/32.23  																																				|-Branch one:
% 67.41/32.23  																																				| (674) all_0_47_47 = e0
% 67.41/32.23  																																				|
% 67.41/32.23  																																					| Equations (674) can reduce 19 to:
% 67.41/32.23  																																					| (831)  ~ (all_0_46_46 = e0)
% 67.41/32.23  																																					|
% 67.41/32.23  																																					| Equations (674) can reduce 91 to:
% 67.41/32.23  																																					| (1181)  ~ (all_0_56_56 = e0)
% 67.41/32.23  																																					|
% 67.41/32.23  																																					| Simplifying 1181 yields:
% 67.41/32.23  																																					| (828)  ~ (all_0_56_56 = e0)
% 67.41/32.23  																																					|
% 67.41/32.23  																																					| Equations (674) can reduce 338 to:
% 67.41/32.23  																																					| (365)  ~ (e2 = e0)
% 67.41/32.23  																																					|
% 67.41/32.23  																																					| Simplifying 365 yields:
% 67.41/32.23  																																					| (128)  ~ (e2 = e0)
% 67.41/32.23  																																					|
% 67.41/32.23  																																					+-Applying beta-rule and splitting (135), into two cases.
% 67.41/32.23  																																					|-Branch one:
% 67.41/32.23  																																					| (545) all_0_46_46 = e1
% 67.41/32.23  																																					|
% 67.41/32.23  																																						| Equations (545) can reduce 250 to:
% 67.41/32.23  																																						| (602)  ~ (e4 = e1)
% 67.41/32.23  																																						|
% 67.41/32.23  																																						| Simplifying 602 yields:
% 67.41/32.23  																																						| (110)  ~ (e4 = e1)
% 67.41/32.23  																																						|
% 67.41/32.23  																																						| Equations (545) can reduce 409 to:
% 67.41/32.23  																																						| (467)  ~ (e3 = e1)
% 67.41/32.23  																																						|
% 67.41/32.23  																																						| Simplifying 467 yields:
% 67.41/32.23  																																						| (213)  ~ (e3 = e1)
% 67.41/32.23  																																						|
% 67.41/32.23  																																						| Equations (545) can reduce 831 to:
% 67.41/32.23  																																						| (233)  ~ (e1 = e0)
% 67.41/32.23  																																						|
% 67.41/32.23  																																						+-Applying beta-rule and splitting (781), into two cases.
% 67.41/32.23  																																						|-Branch one:
% 67.41/32.23  																																						| (789) (all_0_41_41 = e0 & all_0_58_58 = e3 &  ~ (all_0_44_44 = e3)) | (all_0_41_41 = e0 & all_0_58_58 = e3 &  ~ (all_0_55_55 = e0)) | (all_0_47_47 = e1 & all_0_52_52 = e2 &  ~ (all_0_48_48 = e2)) | (all_0_47_47 = e1 & all_0_52_52 = e2 &  ~ (all_0_51_51 = e1)) | (all_0_47_47 = e0 & all_0_58_58 = e2 &  ~ (all_0_49_49 = e2))
% 67.41/32.23  																																						|
% 67.41/32.23  																																							+-Applying beta-rule and splitting (789), into two cases.
% 67.41/32.23  																																							|-Branch one:
% 67.41/32.23  																																							| (790) (all_0_41_41 = e0 & all_0_58_58 = e3 &  ~ (all_0_44_44 = e3)) | (all_0_41_41 = e0 & all_0_58_58 = e3 &  ~ (all_0_55_55 = e0)) | (all_0_47_47 = e1 & all_0_52_52 = e2 &  ~ (all_0_48_48 = e2)) | (all_0_47_47 = e1 & all_0_52_52 = e2 &  ~ (all_0_51_51 = e1))
% 67.41/32.23  																																							|
% 67.41/32.23  																																								+-Applying beta-rule and splitting (790), into two cases.
% 67.41/32.23  																																								|-Branch one:
% 67.41/32.23  																																								| (791) (all_0_41_41 = e0 & all_0_58_58 = e3 &  ~ (all_0_44_44 = e3)) | (all_0_41_41 = e0 & all_0_58_58 = e3 &  ~ (all_0_55_55 = e0)) | (all_0_47_47 = e1 & all_0_52_52 = e2 &  ~ (all_0_48_48 = e2))
% 67.41/32.23  																																								|
% 67.41/32.23  																																									+-Applying beta-rule and splitting (791), into two cases.
% 67.41/32.23  																																									|-Branch one:
% 67.41/32.23  																																									| (792) (all_0_41_41 = e0 & all_0_58_58 = e3 &  ~ (all_0_44_44 = e3)) | (all_0_41_41 = e0 & all_0_58_58 = e3 &  ~ (all_0_55_55 = e0))
% 67.41/32.23  																																									|
% 67.41/32.23  																																										+-Applying beta-rule and splitting (792), into two cases.
% 67.41/32.23  																																										|-Branch one:
% 67.41/32.23  																																										| (793) all_0_41_41 = e0 & all_0_58_58 = e3 &  ~ (all_0_44_44 = e3)
% 67.41/32.23  																																										|
% 67.41/32.23  																																											| Applying alpha-rule on (793) yields:
% 67.41/32.23  																																											| (794) all_0_41_41 = e0
% 67.41/32.23  																																											| (795) all_0_58_58 = e3
% 67.41/32.23  																																											| (407)  ~ (all_0_44_44 = e3)
% 67.41/32.23  																																											|
% 67.41/32.23  																																											| Equations (795) can reduce 181 to:
% 67.41/32.23  																																											| (407)  ~ (all_0_44_44 = e3)
% 67.41/32.23  																																											|
% 67.41/32.23  																																											| From (795) and (245) follows:
% 67.41/32.24  																																											| (60701) op(e0, e0) = e3
% 67.41/32.24  																																											|
% 67.41/32.24  																																											+-Applying beta-rule and splitting (180), into two cases.
% 67.41/32.24  																																											|-Branch one:
% 67.41/32.24  																																											| (516) all_0_42_42 = e3
% 67.41/32.24  																																											|
% 67.41/32.24  																																												| Equations (516) can reduce 73 to:
% 67.41/32.24  																																												| (406)  ~ (all_0_44_44 = e3)
% 67.41/32.24  																																												|
% 67.41/32.24  																																												| Simplifying 406 yields:
% 67.41/32.24  																																												| (407)  ~ (all_0_44_44 = e3)
% 67.41/32.24  																																												|
% 67.41/32.24  																																												| From (516) and (210) follows:
% 67.41/32.24  																																												| (4285) op(e3, e2) = e3
% 67.41/32.24  																																												|
% 67.41/32.24  																																												+-Applying beta-rule and splitting (103), into two cases.
% 67.41/32.24  																																												|-Branch one:
% 67.41/32.24  																																												| (453) all_0_41_41 = e1
% 67.41/32.24  																																												|
% 67.41/32.24  																																													| Combining equations (794,453) yields a new equation:
% 67.41/32.24  																																													| (431) e1 = e0
% 67.41/32.24  																																													|
% 67.41/32.24  																																													| Equations (431) can reduce 233 to:
% 67.41/32.24  																																													| (266) $false
% 67.41/32.24  																																													|
% 67.41/32.24  																																													|-The branch is then unsatisfiable
% 67.41/32.24  																																												|-Branch two:
% 67.41/32.24  																																												| (457)  ~ (all_0_41_41 = e1)
% 67.41/32.24  																																												| (458) all_0_42_42 = e1 | all_0_43_43 = e1 | all_0_44_44 = e1
% 67.41/32.24  																																												|
% 67.41/32.24  																																													+-Applying beta-rule and splitting (131), into two cases.
% 67.41/32.24  																																													|-Branch one:
% 67.41/32.24  																																													| (459) all_0_42_42 = e1
% 67.41/32.24  																																													|
% 67.41/32.24  																																														| Combining equations (459,516) yields a new equation:
% 67.41/32.24  																																														| (455) e3 = e1
% 67.41/32.24  																																														|
% 67.41/32.24  																																														| Equations (455) can reduce 213 to:
% 67.41/32.24  																																														| (266) $false
% 67.41/32.24  																																														|
% 67.41/32.24  																																														|-The branch is then unsatisfiable
% 67.41/32.24  																																													|-Branch two:
% 67.41/32.24  																																													| (1380)  ~ (all_0_42_42 = e1)
% 67.41/32.24  																																													| (3259) all_0_47_47 = e1 | all_0_51_51 = e1 | all_0_56_56 = e1
% 67.41/32.24  																																													|
% 67.41/32.24  																																														| Equations (516) can reduce 1380 to:
% 67.41/32.24  																																														| (213)  ~ (e3 = e1)
% 67.41/32.24  																																														|
% 67.41/32.24  																																														+-Applying beta-rule and splitting (112), into two cases.
% 67.41/32.24  																																														|-Branch one:
% 67.41/32.24  																																														| (635) all_0_44_44 = e1
% 67.41/32.24  																																														|
% 67.41/32.24  																																															| Equations (635) can reduce 407 to:
% 67.41/32.24  																																															| (467)  ~ (e3 = e1)
% 67.41/32.24  																																															|
% 67.41/32.24  																																															| Simplifying 467 yields:
% 67.41/32.24  																																															| (213)  ~ (e3 = e1)
% 67.41/32.24  																																															|
% 67.41/32.24  																																															| Equations (635) can reduce 147 to:
% 67.41/32.24  																																															| (604)  ~ (e2 = e1)
% 67.41/32.24  																																															|
% 67.41/32.24  																																															| Simplifying 604 yields:
% 67.41/32.24  																																															| (122)  ~ (e2 = e1)
% 67.41/32.24  																																															|
% 67.41/32.24  																																															| Equations (635) can reduce 360 to:
% 67.41/32.24  																																															| (233)  ~ (e1 = e0)
% 67.41/32.24  																																															|
% 67.41/32.24  																																															+-Applying beta-rule and splitting (216), into two cases.
% 67.41/32.24  																																															|-Branch one:
% 67.41/32.24  																																															| (629) all_0_55_55 = e1
% 67.41/32.24  																																															|
% 67.41/32.24  																																																| Combining equations (386,629) yields a new equation:
% 67.41/32.24  																																																| (616) e2 = e1
% 67.41/32.24  																																																|
% 67.41/32.24  																																																| Simplifying 616 yields:
% 67.41/32.24  																																																| (617) e2 = e1
% 67.41/32.24  																																																|
% 67.41/32.24  																																																| Equations (617) can reduce 122 to:
% 67.41/32.24  																																																| (266) $false
% 67.41/32.24  																																																|
% 67.41/32.24  																																																|-The branch is then unsatisfiable
% 67.41/32.24  																																															|-Branch two:
% 67.41/32.24  																																															| (632)  ~ (all_0_55_55 = e1)
% 67.41/32.24  																																															| (633) all_0_56_56 = e1 | all_0_57_57 = e1 | all_0_58_58 = e1
% 67.41/32.24  																																															|
% 67.41/32.24  																																																+-Applying beta-rule and splitting (633), into two cases.
% 67.41/32.24  																																																|-Branch one:
% 67.41/32.24  																																																| (1569) all_0_56_56 = e1
% 67.41/32.24  																																																|
% 67.41/32.24  																																																	| Equations (1569) can reduce 828 to:
% 67.41/32.24  																																																	| (233)  ~ (e1 = e0)
% 67.41/32.24  																																																	|
% 67.41/32.24  																																																	| From (1569) and (111) follows:
% 67.41/32.24  																																																	| (3175) op(e0, e2) = e1
% 67.41/32.24  																																																	|
% 67.41/32.24  																																																	+-Applying beta-rule and splitting (56), into two cases.
% 67.41/32.24  																																																	|-Branch one:
% 67.41/32.24  																																																	| (696) unit = e2
% 67.41/32.24  																																																	|
% 67.41/32.24  																																																		| From (696) and (211) follows:
% 67.41/32.24  																																																		| (1612) op(e2, e1) = e1
% 67.41/32.24  																																																		|
% 67.41/32.24  																																																		| From (696) and (209) follows:
% 67.41/32.24  																																																		| (7585) op(e2, e0) = e0
% 67.41/32.24  																																																		|
% 67.41/32.24  																																																		| From (696) and (227) follows:
% 67.41/32.24  																																																		| (4284) op(e4, e2) = e4
% 67.41/32.24  																																																		|
% 67.41/32.24  																																																		| Instantiating formula (29) with e4, e2, e4, e2 and discharging atoms op(e4, e2) = e4, op(e4, e2) = e2, yields:
% 67.41/32.24  																																																		| (323) e4 = e2
% 67.41/32.24  																																																		|
% 67.41/32.24  																																																		| Instantiating formula (29) with e2, e1, e1, e2 and discharging atoms op(e2, e1) = e2, op(e2, e1) = e1, yields:
% 67.41/32.24  																																																		| (617) e2 = e1
% 67.41/32.24  																																																		|
% 67.41/32.24  																																																		| Instantiating formula (29) with e2, e0, e0, e4 and discharging atoms op(e2, e0) = e4, op(e2, e0) = e0, yields:
% 67.41/32.24  																																																		| (397) e4 = e0
% 67.41/32.24  																																																		|
% 67.41/32.24  																																																		| Combining equations (323,397) yields a new equation:
% 67.41/32.24  																																																		| (391) e2 = e0
% 67.41/32.24  																																																		|
% 67.41/32.24  																																																		| Simplifying 391 yields:
% 67.41/32.24  																																																		| (330) e2 = e0
% 67.41/32.24  																																																		|
% 67.41/32.24  																																																		| Combining equations (617,330) yields a new equation:
% 67.41/32.24  																																																		| (546) e1 = e0
% 67.41/32.24  																																																		|
% 67.41/32.24  																																																		| Simplifying 546 yields:
% 67.41/32.24  																																																		| (431) e1 = e0
% 67.41/32.24  																																																		|
% 67.41/32.24  																																																		| Equations (431) can reduce 233 to:
% 67.41/32.24  																																																		| (266) $false
% 67.41/32.24  																																																		|
% 67.41/32.24  																																																		|-The branch is then unsatisfiable
% 67.41/32.24  																																																	|-Branch two:
% 67.41/32.24  																																																	| (707)  ~ (unit = e2)
% 67.41/32.24  																																																	| (708) unit = e4 | unit = e3 | unit = e1 | unit = e0
% 67.41/32.24  																																																	|
% 67.41/32.24  																																																		+-Applying beta-rule and splitting (708), into two cases.
% 67.41/32.24  																																																		|-Branch one:
% 67.41/32.24  																																																		| (709) unit = e4
% 67.41/32.24  																																																		|
% 67.41/32.24  																																																			| From (709) and (24) follows:
% 67.41/32.24  																																																			| (33325) op(e4, e3) = e3
% 67.41/32.24  																																																			|
% 67.41/32.24  																																																			| From (709) and (211) follows:
% 67.41/32.24  																																																			| (22527) op(e4, e1) = e1
% 67.41/32.24  																																																			|
% 67.41/32.24  																																																			| From (709) and (32) follows:
% 67.41/32.24  																																																			| (712) op(e2, e4) = e2
% 67.41/32.24  																																																			|
% 67.41/32.24  																																																			| From (709) and (42) follows:
% 67.41/32.24  																																																			| (713) op(e0, e4) = e0
% 67.41/32.24  																																																			|
% 67.41/32.24  																																																			| Instantiating formula (29) with e4, e3, e3, e4 and discharging atoms op(e4, e3) = e4, op(e4, e3) = e3, yields:
% 67.41/32.24  																																																			| (425) e4 = e3
% 67.41/32.24  																																																			|
% 67.41/32.24  																																																			| Instantiating formula (29) with e4, e1, e1, e3 and discharging atoms op(e4, e1) = e3, op(e4, e1) = e1, yields:
% 67.41/32.24  																																																			| (455) e3 = e1
% 67.41/32.24  																																																			|
% 67.41/32.24  																																																			| Instantiating formula (29) with e2, e4, e2, e3 and discharging atoms op(e2, e4) = e3, op(e2, e4) = e2, yields:
% 67.41/32.24  																																																			| (662) e3 = e2
% 67.41/32.24  																																																			|
% 67.41/32.24  																																																			| Instantiating formula (29) with e0, e4, e0, e4 and discharging atoms op(e0, e4) = e4, op(e0, e4) = e0, yields:
% 67.41/32.24  																																																			| (397) e4 = e0
% 67.41/32.24  																																																			|
% 67.41/32.24  																																																			| Combining equations (425,397) yields a new equation:
% 67.41/32.24  																																																			| (675) e3 = e0
% 67.41/32.24  																																																			|
% 67.41/32.24  																																																			| Simplifying 675 yields:
% 67.41/32.24  																																																			| (676) e3 = e0
% 67.41/32.24  																																																			|
% 67.41/32.24  																																																			| Combining equations (676,662) yields a new equation:
% 67.41/32.24  																																																			| (330) e2 = e0
% 67.41/32.24  																																																			|
% 67.41/32.24  																																																			| Combining equations (455,662) yields a new equation:
% 67.41/32.24  																																																			| (617) e2 = e1
% 67.41/32.24  																																																			|
% 67.41/32.24  																																																			| Combining equations (617,330) yields a new equation:
% 67.41/32.24  																																																			| (546) e1 = e0
% 67.41/32.24  																																																			|
% 67.41/32.24  																																																			| Simplifying 546 yields:
% 67.41/32.24  																																																			| (431) e1 = e0
% 67.41/32.24  																																																			|
% 67.41/32.24  																																																			| Equations (431) can reduce 233 to:
% 67.41/32.24  																																																			| (266) $false
% 67.41/32.24  																																																			|
% 67.41/32.24  																																																			|-The branch is then unsatisfiable
% 67.41/32.24  																																																		|-Branch two:
% 67.41/32.24  																																																		| (724)  ~ (unit = e4)
% 67.41/32.24  																																																		| (725) unit = e3 | unit = e1 | unit = e0
% 67.41/32.24  																																																		|
% 67.41/32.24  																																																			+-Applying beta-rule and splitting (725), into two cases.
% 67.41/32.24  																																																			|-Branch one:
% 67.41/32.24  																																																			| (726) unit = e0
% 67.41/32.24  																																																			|
% 67.41/32.24  																																																				| From (726) and (24) follows:
% 67.41/32.24  																																																				| (2208) op(e0, e3) = e3
% 67.41/32.24  																																																				|
% 67.41/32.24  																																																				| From (726) and (15) follows:
% 67.41/32.24  																																																				| (1508) op(e0, e2) = e2
% 67.41/32.24  																																																				|
% 67.41/32.24  																																																				| From (726) and (42) follows:
% 67.41/32.24  																																																				| (728) op(e0, e0) = e0
% 67.41/32.24  																																																				|
% 67.41/32.24  																																																				| Instantiating formula (29) with e0, e3, e3, e2 and discharging atoms op(e0, e3) = e3, op(e0, e3) = e2, yields:
% 67.41/32.24  																																																				| (662) e3 = e2
% 67.41/32.24  																																																				|
% 67.41/32.24  																																																				| Instantiating formula (29) with e0, e2, e2, e1 and discharging atoms op(e0, e2) = e2, op(e0, e2) = e1, yields:
% 67.41/32.24  																																																				| (617) e2 = e1
% 67.41/32.24  																																																				|
% 67.41/32.24  																																																				| Instantiating formula (29) with e0, e0, e0, e3 and discharging atoms op(e0, e0) = e3, op(e0, e0) = e0, yields:
% 67.41/32.24  																																																				| (676) e3 = e0
% 67.41/32.24  																																																				|
% 67.41/32.24  																																																				| Combining equations (662,676) yields a new equation:
% 67.41/32.24  																																																				| (391) e2 = e0
% 67.41/32.24  																																																				|
% 67.41/32.24  																																																				| Simplifying 391 yields:
% 67.41/32.24  																																																				| (330) e2 = e0
% 67.41/32.24  																																																				|
% 67.41/32.24  																																																				| Combining equations (330,617) yields a new equation:
% 67.41/32.24  																																																				| (431) e1 = e0
% 67.41/32.24  																																																				|
% 67.41/32.24  																																																				| Equations (431) can reduce 233 to:
% 67.41/32.24  																																																				| (266) $false
% 67.41/32.24  																																																				|
% 67.41/32.24  																																																				|-The branch is then unsatisfiable
% 67.41/32.24  																																																			|-Branch two:
% 67.41/32.24  																																																			| (734)  ~ (unit = e0)
% 67.41/32.24  																																																			| (735) unit = e3 | unit = e1
% 67.41/32.24  																																																			|
% 67.41/32.24  																																																				+-Applying beta-rule and splitting (735), into two cases.
% 67.41/32.24  																																																				|-Branch one:
% 67.41/32.24  																																																				| (736) unit = e1
% 67.41/32.24  																																																				|
% 67.41/32.24  																																																					| From (736) and (244) follows:
% 67.41/32.24  																																																					| (738) op(e1, e4) = e4
% 67.41/32.24  																																																					|
% 67.41/32.24  																																																					| From (736) and (15) follows:
% 67.41/32.24  																																																					| (515) op(e1, e2) = e2
% 67.41/32.24  																																																					|
% 67.41/32.24  																																																					| Instantiating formula (29) with e1, e4, e4, e0 and discharging atoms op(e1, e4) = e4, op(e1, e4) = e0, yields:
% 67.41/32.24  																																																					| (397) e4 = e0
% 67.41/32.24  																																																					|
% 67.41/32.24  																																																					| Instantiating formula (29) with e1, e2, e2, e4 and discharging atoms op(e1, e2) = e4, op(e1, e2) = e2, yields:
% 67.41/32.24  																																																					| (323) e4 = e2
% 67.41/32.24  																																																					|
% 67.41/32.24  																																																					| Combining equations (323,397) yields a new equation:
% 67.41/32.24  																																																					| (391) e2 = e0
% 67.41/32.24  																																																					|
% 67.41/32.24  																																																					| Simplifying 391 yields:
% 67.41/32.24  																																																					| (330) e2 = e0
% 67.41/32.24  																																																					|
% 67.41/32.24  																																																					| Equations (330) can reduce 128 to:
% 67.41/32.24  																																																					| (266) $false
% 67.41/32.24  																																																					|
% 67.41/32.24  																																																					|-The branch is then unsatisfiable
% 67.41/32.24  																																																				|-Branch two:
% 67.41/32.24  																																																				| (748)  ~ (unit = e1)
% 67.41/32.24  																																																				| (749) unit = e3
% 67.41/32.24  																																																				|
% 67.41/32.24  																																																					| From (749) and (15) follows:
% 67.41/32.24  																																																					| (751) op(e3, e2) = e2
% 67.41/32.24  																																																					|
% 67.41/32.24  																																																					| From (749) and (28) follows:
% 67.41/32.24  																																																					| (2235) op(e1, e3) = e1
% 67.41/32.24  																																																					|
% 67.41/32.24  																																																					| From (749) and (42) follows:
% 67.41/32.24  																																																					| (752) op(e0, e3) = e0
% 67.41/32.24  																																																					|
% 67.41/32.24  																																																					| Instantiating formula (29) with e3, e2, e2, e3 and discharging atoms op(e3, e2) = e3, op(e3, e2) = e2, yields:
% 67.41/32.24  																																																					| (662) e3 = e2
% 67.41/32.24  																																																					|
% 67.41/32.24  																																																					| Instantiating formula (29) with e1, e3, e1, e3 and discharging atoms op(e1, e3) = e3, op(e1, e3) = e1, yields:
% 67.41/32.24  																																																					| (455) e3 = e1
% 67.41/32.24  																																																					|
% 67.41/32.24  																																																					| Instantiating formula (29) with e0, e3, e0, e2 and discharging atoms op(e0, e3) = e2, op(e0, e3) = e0, yields:
% 67.41/32.24  																																																					| (330) e2 = e0
% 67.41/32.24  																																																					|
% 67.41/32.24  																																																					| Combining equations (662,455) yields a new equation:
% 67.41/32.24  																																																					| (616) e2 = e1
% 67.41/32.24  																																																					|
% 67.41/32.24  																																																					| Simplifying 616 yields:
% 67.41/32.24  																																																					| (617) e2 = e1
% 67.41/32.24  																																																					|
% 67.41/32.24  																																																					| Combining equations (617,330) yields a new equation:
% 67.41/32.24  																																																					| (546) e1 = e0
% 67.41/32.24  																																																					|
% 67.41/32.24  																																																					| Simplifying 546 yields:
% 67.41/32.24  																																																					| (431) e1 = e0
% 67.41/32.24  																																																					|
% 67.41/32.24  																																																					| Equations (431) can reduce 233 to:
% 67.41/32.24  																																																					| (266) $false
% 67.41/32.24  																																																					|
% 67.41/32.24  																																																					|-The branch is then unsatisfiable
% 67.41/32.24  																																																|-Branch two:
% 67.41/32.24  																																																| (466)  ~ (all_0_56_56 = e1)
% 67.41/32.24  																																																| (1574) all_0_57_57 = e1 | all_0_58_58 = e1
% 67.41/32.24  																																																|
% 67.41/32.24  																																																	+-Applying beta-rule and splitting (1574), into two cases.
% 67.41/32.24  																																																	|-Branch one:
% 67.41/32.24  																																																	| (647) all_0_57_57 = e1
% 67.41/32.24  																																																	|
% 67.41/32.24  																																																		| Combining equations (647,875) yields a new equation:
% 67.41/32.24  																																																		| (546) e1 = e0
% 67.41/32.24  																																																		|
% 67.41/32.24  																																																		| Simplifying 546 yields:
% 67.41/32.24  																																																		| (431) e1 = e0
% 67.41/32.24  																																																		|
% 67.41/32.24  																																																		| Equations (431) can reduce 233 to:
% 67.41/32.24  																																																		| (266) $false
% 67.41/32.24  																																																		|
% 67.41/32.24  																																																		|-The branch is then unsatisfiable
% 67.41/32.24  																																																	|-Branch two:
% 67.41/32.24  																																																	| (1670)  ~ (all_0_57_57 = e1)
% 67.41/32.24  																																																	| (918) all_0_58_58 = e1
% 67.41/32.24  																																																	|
% 67.41/32.24  																																																		| Combining equations (918,795) yields a new equation:
% 67.41/32.24  																																																		| (455) e3 = e1
% 67.41/32.24  																																																		|
% 67.41/32.24  																																																		| Equations (455) can reduce 213 to:
% 67.41/32.24  																																																		| (266) $false
% 67.41/32.24  																																																		|
% 67.41/32.24  																																																		|-The branch is then unsatisfiable
% 67.41/32.24  																																														|-Branch two:
% 67.41/32.24  																																														| (639)  ~ (all_0_44_44 = e1)
% 67.41/32.24  																																														| (640) all_0_49_49 = e1 | all_0_53_53 = e1 | all_0_58_58 = e1
% 67.41/32.24  																																														|
% 67.41/32.24  																																															+-Applying beta-rule and splitting (458), into two cases.
% 67.41/32.24  																																															|-Branch one:
% 67.41/32.24  																																															| (459) all_0_42_42 = e1
% 67.41/32.24  																																															|
% 67.41/32.24  																																																| Combining equations (459,516) yields a new equation:
% 67.41/32.24  																																																| (455) e3 = e1
% 67.41/32.24  																																																|
% 67.41/32.24  																																																| Equations (455) can reduce 213 to:
% 67.41/32.24  																																																| (266) $false
% 67.41/32.24  																																																|
% 67.41/32.24  																																																|-The branch is then unsatisfiable
% 67.41/32.24  																																															|-Branch two:
% 67.41/32.24  																																															| (1380)  ~ (all_0_42_42 = e1)
% 67.41/32.24  																																															| (1381) all_0_43_43 = e1 | all_0_44_44 = e1
% 67.41/32.24  																																															|
% 67.41/32.24  																																																+-Applying beta-rule and splitting (640), into two cases.
% 67.41/32.24  																																																|-Branch one:
% 67.41/32.24  																																																| (671) all_0_49_49 = e1
% 67.41/32.24  																																																|
% 67.41/32.24  																																																	| Combining equations (974,671) yields a new equation:
% 67.41/32.24  																																																	| (636) e4 = e1
% 67.41/32.24  																																																	|
% 67.41/32.24  																																																	| Simplifying 636 yields:
% 67.41/32.24  																																																	| (630) e4 = e1
% 67.41/32.24  																																																	|
% 67.41/32.24  																																																	| Equations (630) can reduce 110 to:
% 67.41/32.24  																																																	| (266) $false
% 67.41/32.24  																																																	|
% 67.41/32.24  																																																	|-The branch is then unsatisfiable
% 67.41/32.24  																																																|-Branch two:
% 67.41/32.24  																																																| (1064)  ~ (all_0_49_49 = e1)
% 67.41/32.24  																																																| (2141) all_0_53_53 = e1 | all_0_58_58 = e1
% 67.41/32.24  																																																|
% 67.41/32.24  																																																	| Equations (974) can reduce 1064 to:
% 67.41/32.24  																																																	| (110)  ~ (e4 = e1)
% 67.41/32.24  																																																	|
% 67.41/32.24  																																																	+-Applying beta-rule and splitting (1381), into two cases.
% 67.41/32.24  																																																	|-Branch one:
% 67.41/32.24  																																																	| (430) all_0_43_43 = e1
% 67.41/32.24  																																																	|
% 67.41/32.24  																																																		| Combining equations (396,430) yields a new equation:
% 67.41/32.24  																																																		| (636) e4 = e1
% 67.41/32.24  																																																		|
% 67.41/32.24  																																																		| Simplifying 636 yields:
% 67.41/32.24  																																																		| (630) e4 = e1
% 67.41/32.24  																																																		|
% 67.41/32.24  																																																		| Equations (630) can reduce 110 to:
% 67.41/32.24  																																																		| (266) $false
% 67.41/32.24  																																																		|
% 67.41/32.24  																																																		|-The branch is then unsatisfiable
% 67.41/32.24  																																																	|-Branch two:
% 67.41/32.24  																																																	| (433)  ~ (all_0_43_43 = e1)
% 67.41/32.24  																																																	| (635) all_0_44_44 = e1
% 67.41/32.24  																																																	|
% 67.41/32.24  																																																		| Equations (635) can reduce 639 to:
% 67.41/32.24  																																																		| (266) $false
% 67.41/32.24  																																																		|
% 67.41/32.24  																																																		|-The branch is then unsatisfiable
% 67.41/32.24  																																											|-Branch two:
% 67.41/32.24  																																											| (405)  ~ (all_0_42_42 = e3)
% 67.41/32.24  																																											| (521) all_0_47_47 = e3 | all_0_51_51 = e3 | all_0_56_56 = e3
% 67.41/32.24  																																											|
% 67.41/32.24  																																												+-Applying beta-rule and splitting (1899), into two cases.
% 67.41/32.24  																																												|-Branch one:
% 67.41/32.24  																																												| (516) all_0_42_42 = e3
% 67.41/32.24  																																												|
% 67.41/32.24  																																													| Equations (516) can reduce 405 to:
% 67.41/32.24  																																													| (266) $false
% 67.41/32.24  																																													|
% 67.41/32.24  																																													|-The branch is then unsatisfiable
% 67.41/32.24  																																												|-Branch two:
% 67.41/32.24  																																												| (405)  ~ (all_0_42_42 = e3)
% 67.41/32.24  																																												| (532) all_0_44_44 = e3
% 67.41/32.24  																																												|
% 67.41/32.24  																																													| Equations (532) can reduce 407 to:
% 67.41/32.24  																																													| (266) $false
% 67.41/32.24  																																													|
% 67.41/32.24  																																													|-The branch is then unsatisfiable
% 67.41/32.25  																																										|-Branch two:
% 67.41/32.25  																																										| (800) all_0_41_41 = e0 & all_0_58_58 = e3 &  ~ (all_0_55_55 = e0)
% 67.41/32.25  																																										|
% 67.41/32.25  																																											| Applying alpha-rule on (800) yields:
% 67.41/32.25  																																											| (794) all_0_41_41 = e0
% 67.41/32.25  																																											| (795) all_0_58_58 = e3
% 67.41/32.25  																																											| (803)  ~ (all_0_55_55 = e0)
% 67.41/32.25  																																											|
% 67.41/32.25  																																											| Equations (795) can reduce 181 to:
% 67.41/32.25  																																											| (407)  ~ (all_0_44_44 = e3)
% 67.41/32.25  																																											|
% 67.41/32.25  																																											| Equations (386) can reduce 803 to:
% 67.41/32.25  																																											| (128)  ~ (e2 = e0)
% 67.41/32.25  																																											|
% 67.41/32.25  																																											| From (795) and (245) follows:
% 67.41/32.25  																																											| (60701) op(e0, e0) = e3
% 67.41/32.25  																																											|
% 67.41/32.25  																																											+-Applying beta-rule and splitting (180), into two cases.
% 67.41/32.25  																																											|-Branch one:
% 67.41/32.25  																																											| (516) all_0_42_42 = e3
% 67.41/32.25  																																											|
% 67.41/32.25  																																												| Equations (516) can reduce 73 to:
% 67.41/32.25  																																												| (406)  ~ (all_0_44_44 = e3)
% 67.41/32.25  																																												|
% 67.41/32.25  																																												| Simplifying 406 yields:
% 67.41/32.25  																																												| (407)  ~ (all_0_44_44 = e3)
% 67.41/32.25  																																												|
% 67.41/32.25  																																												| From (516) and (210) follows:
% 67.41/32.25  																																												| (4285) op(e3, e2) = e3
% 67.41/32.25  																																												|
% 67.41/32.25  																																												+-Applying beta-rule and splitting (103), into two cases.
% 67.41/32.25  																																												|-Branch one:
% 67.41/32.25  																																												| (453) all_0_41_41 = e1
% 67.41/32.25  																																												|
% 67.41/32.25  																																													| Combining equations (794,453) yields a new equation:
% 67.41/32.25  																																													| (431) e1 = e0
% 67.41/32.25  																																													|
% 67.41/32.25  																																													| Equations (431) can reduce 233 to:
% 67.41/32.25  																																													| (266) $false
% 67.41/32.25  																																													|
% 67.41/32.25  																																													|-The branch is then unsatisfiable
% 67.41/32.25  																																												|-Branch two:
% 67.41/32.25  																																												| (457)  ~ (all_0_41_41 = e1)
% 67.41/32.25  																																												| (458) all_0_42_42 = e1 | all_0_43_43 = e1 | all_0_44_44 = e1
% 67.41/32.25  																																												|
% 67.41/32.25  																																													+-Applying beta-rule and splitting (131), into two cases.
% 67.41/32.25  																																													|-Branch one:
% 67.41/32.25  																																													| (459) all_0_42_42 = e1
% 67.41/32.25  																																													|
% 67.41/32.25  																																														| Combining equations (459,516) yields a new equation:
% 67.41/32.25  																																														| (455) e3 = e1
% 67.41/32.25  																																														|
% 67.41/32.25  																																														| Equations (455) can reduce 213 to:
% 67.41/32.25  																																														| (266) $false
% 67.41/32.25  																																														|
% 67.41/32.25  																																														|-The branch is then unsatisfiable
% 67.41/32.25  																																													|-Branch two:
% 67.41/32.25  																																													| (1380)  ~ (all_0_42_42 = e1)
% 67.41/32.25  																																													| (3259) all_0_47_47 = e1 | all_0_51_51 = e1 | all_0_56_56 = e1
% 67.41/32.25  																																													|
% 67.41/32.25  																																														| Equations (516) can reduce 1380 to:
% 67.41/32.25  																																														| (213)  ~ (e3 = e1)
% 67.41/32.25  																																														|
% 67.41/32.25  																																														+-Applying beta-rule and splitting (112), into two cases.
% 67.41/32.25  																																														|-Branch one:
% 67.41/32.25  																																														| (635) all_0_44_44 = e1
% 67.41/32.25  																																														|
% 67.41/32.25  																																															| Equations (635) can reduce 407 to:
% 67.41/32.25  																																															| (467)  ~ (e3 = e1)
% 67.41/32.25  																																															|
% 67.41/32.25  																																															| Simplifying 467 yields:
% 67.41/32.25  																																															| (213)  ~ (e3 = e1)
% 67.41/32.25  																																															|
% 67.41/32.25  																																															| Equations (635) can reduce 147 to:
% 67.41/32.25  																																															| (604)  ~ (e2 = e1)
% 67.41/32.25  																																															|
% 67.41/32.25  																																															| Simplifying 604 yields:
% 67.41/32.25  																																															| (122)  ~ (e2 = e1)
% 67.41/32.25  																																															|
% 67.41/32.25  																																															| Equations (635) can reduce 360 to:
% 67.41/32.25  																																															| (233)  ~ (e1 = e0)
% 67.41/32.25  																																															|
% 67.41/32.25  																																															+-Applying beta-rule and splitting (216), into two cases.
% 67.41/32.25  																																															|-Branch one:
% 67.41/32.25  																																															| (629) all_0_55_55 = e1
% 67.41/32.25  																																															|
% 67.41/32.25  																																																| Combining equations (386,629) yields a new equation:
% 67.41/32.25  																																																| (616) e2 = e1
% 67.41/32.25  																																																|
% 67.41/32.25  																																																| Simplifying 616 yields:
% 67.41/32.25  																																																| (617) e2 = e1
% 67.41/32.25  																																																|
% 67.41/32.25  																																																| Equations (617) can reduce 122 to:
% 67.41/32.25  																																																| (266) $false
% 67.41/32.25  																																																|
% 67.41/32.25  																																																|-The branch is then unsatisfiable
% 67.41/32.25  																																															|-Branch two:
% 67.41/32.25  																																															| (632)  ~ (all_0_55_55 = e1)
% 67.41/32.25  																																															| (633) all_0_56_56 = e1 | all_0_57_57 = e1 | all_0_58_58 = e1
% 67.41/32.25  																																															|
% 67.41/32.25  																																																+-Applying beta-rule and splitting (633), into two cases.
% 67.41/32.25  																																																|-Branch one:
% 67.41/32.25  																																																| (1569) all_0_56_56 = e1
% 67.41/32.25  																																																|
% 67.41/32.25  																																																	| Equations (1569) can reduce 828 to:
% 67.41/32.25  																																																	| (233)  ~ (e1 = e0)
% 67.41/32.25  																																																	|
% 67.41/32.25  																																																	| From (1569) and (111) follows:
% 67.41/32.25  																																																	| (3175) op(e0, e2) = e1
% 67.41/32.25  																																																	|
% 67.41/32.25  																																																	+-Applying beta-rule and splitting (56), into two cases.
% 67.41/32.25  																																																	|-Branch one:
% 67.41/32.25  																																																	| (696) unit = e2
% 67.41/32.25  																																																	|
% 67.41/32.25  																																																		| From (696) and (211) follows:
% 67.41/32.25  																																																		| (1612) op(e2, e1) = e1
% 67.41/32.25  																																																		|
% 67.41/32.25  																																																		| From (696) and (209) follows:
% 67.41/32.25  																																																		| (7585) op(e2, e0) = e0
% 67.41/32.25  																																																		|
% 67.41/32.25  																																																		| From (696) and (227) follows:
% 67.41/32.25  																																																		| (4284) op(e4, e2) = e4
% 67.41/32.25  																																																		|
% 67.41/32.25  																																																		| Instantiating formula (29) with e4, e2, e4, e2 and discharging atoms op(e4, e2) = e4, op(e4, e2) = e2, yields:
% 67.41/32.25  																																																		| (323) e4 = e2
% 67.41/32.25  																																																		|
% 67.41/32.25  																																																		| Instantiating formula (29) with e2, e1, e1, e2 and discharging atoms op(e2, e1) = e2, op(e2, e1) = e1, yields:
% 67.41/32.25  																																																		| (617) e2 = e1
% 67.41/32.25  																																																		|
% 67.41/32.25  																																																		| Instantiating formula (29) with e2, e0, e0, e4 and discharging atoms op(e2, e0) = e4, op(e2, e0) = e0, yields:
% 67.41/32.25  																																																		| (397) e4 = e0
% 67.41/32.25  																																																		|
% 67.41/32.25  																																																		| Combining equations (323,397) yields a new equation:
% 67.41/32.25  																																																		| (391) e2 = e0
% 67.41/32.25  																																																		|
% 67.41/32.25  																																																		| Simplifying 391 yields:
% 67.41/32.25  																																																		| (330) e2 = e0
% 67.41/32.25  																																																		|
% 67.41/32.25  																																																		| Combining equations (617,330) yields a new equation:
% 67.41/32.25  																																																		| (546) e1 = e0
% 67.41/32.25  																																																		|
% 67.41/32.25  																																																		| Simplifying 546 yields:
% 67.41/32.25  																																																		| (431) e1 = e0
% 67.41/32.25  																																																		|
% 67.41/32.25  																																																		| Equations (431) can reduce 233 to:
% 67.41/32.25  																																																		| (266) $false
% 67.41/32.25  																																																		|
% 67.41/32.25  																																																		|-The branch is then unsatisfiable
% 67.41/32.25  																																																	|-Branch two:
% 67.41/32.25  																																																	| (707)  ~ (unit = e2)
% 67.41/32.25  																																																	| (708) unit = e4 | unit = e3 | unit = e1 | unit = e0
% 67.41/32.25  																																																	|
% 67.41/32.25  																																																		+-Applying beta-rule and splitting (708), into two cases.
% 67.41/32.25  																																																		|-Branch one:
% 67.41/32.25  																																																		| (709) unit = e4
% 67.41/32.25  																																																		|
% 67.41/32.25  																																																			| From (709) and (24) follows:
% 67.41/32.25  																																																			| (33325) op(e4, e3) = e3
% 67.41/32.25  																																																			|
% 67.41/32.25  																																																			| From (709) and (211) follows:
% 67.41/32.25  																																																			| (22527) op(e4, e1) = e1
% 67.41/32.25  																																																			|
% 67.41/32.25  																																																			| From (709) and (32) follows:
% 67.41/32.25  																																																			| (712) op(e2, e4) = e2
% 67.41/32.25  																																																			|
% 67.41/32.25  																																																			| From (709) and (42) follows:
% 67.41/32.25  																																																			| (713) op(e0, e4) = e0
% 67.41/32.25  																																																			|
% 67.41/32.25  																																																			| Instantiating formula (29) with e4, e3, e3, e4 and discharging atoms op(e4, e3) = e4, op(e4, e3) = e3, yields:
% 67.41/32.25  																																																			| (425) e4 = e3
% 67.41/32.25  																																																			|
% 67.41/32.25  																																																			| Instantiating formula (29) with e4, e1, e1, e3 and discharging atoms op(e4, e1) = e3, op(e4, e1) = e1, yields:
% 67.41/32.25  																																																			| (455) e3 = e1
% 67.41/32.25  																																																			|
% 67.41/32.25  																																																			| Instantiating formula (29) with e2, e4, e2, e3 and discharging atoms op(e2, e4) = e3, op(e2, e4) = e2, yields:
% 67.41/32.25  																																																			| (662) e3 = e2
% 67.41/32.25  																																																			|
% 67.41/32.25  																																																			| Instantiating formula (29) with e0, e4, e0, e4 and discharging atoms op(e0, e4) = e4, op(e0, e4) = e0, yields:
% 67.41/32.25  																																																			| (397) e4 = e0
% 67.41/32.25  																																																			|
% 67.41/32.25  																																																			| Combining equations (425,397) yields a new equation:
% 67.41/32.25  																																																			| (675) e3 = e0
% 67.41/32.25  																																																			|
% 67.41/32.25  																																																			| Simplifying 675 yields:
% 67.41/32.25  																																																			| (676) e3 = e0
% 67.41/32.25  																																																			|
% 67.41/32.25  																																																			| Combining equations (676,662) yields a new equation:
% 67.41/32.25  																																																			| (330) e2 = e0
% 67.41/32.25  																																																			|
% 67.41/32.25  																																																			| Combining equations (455,662) yields a new equation:
% 67.41/32.25  																																																			| (617) e2 = e1
% 67.41/32.25  																																																			|
% 67.41/32.25  																																																			| Combining equations (617,330) yields a new equation:
% 67.41/32.25  																																																			| (546) e1 = e0
% 67.41/32.25  																																																			|
% 67.41/32.25  																																																			| Simplifying 546 yields:
% 67.41/32.25  																																																			| (431) e1 = e0
% 67.41/32.25  																																																			|
% 67.41/32.25  																																																			| Equations (431) can reduce 233 to:
% 67.41/32.25  																																																			| (266) $false
% 67.41/32.25  																																																			|
% 67.41/32.25  																																																			|-The branch is then unsatisfiable
% 67.41/32.25  																																																		|-Branch two:
% 67.41/32.25  																																																		| (724)  ~ (unit = e4)
% 67.41/32.25  																																																		| (725) unit = e3 | unit = e1 | unit = e0
% 67.41/32.25  																																																		|
% 67.41/32.25  																																																			+-Applying beta-rule and splitting (725), into two cases.
% 67.41/32.25  																																																			|-Branch one:
% 67.41/32.25  																																																			| (726) unit = e0
% 67.41/32.25  																																																			|
% 67.41/32.25  																																																				| From (726) and (24) follows:
% 67.41/32.25  																																																				| (2208) op(e0, e3) = e3
% 67.41/32.25  																																																				|
% 67.41/32.25  																																																				| From (726) and (15) follows:
% 67.41/32.25  																																																				| (1508) op(e0, e2) = e2
% 67.41/32.25  																																																				|
% 67.41/32.25  																																																				| From (726) and (42) follows:
% 67.41/32.25  																																																				| (728) op(e0, e0) = e0
% 67.41/32.25  																																																				|
% 67.41/32.25  																																																				| Instantiating formula (29) with e0, e3, e3, e2 and discharging atoms op(e0, e3) = e3, op(e0, e3) = e2, yields:
% 67.41/32.25  																																																				| (662) e3 = e2
% 67.41/32.25  																																																				|
% 67.41/32.25  																																																				| Instantiating formula (29) with e0, e2, e2, e1 and discharging atoms op(e0, e2) = e2, op(e0, e2) = e1, yields:
% 67.41/32.25  																																																				| (617) e2 = e1
% 67.41/32.25  																																																				|
% 67.41/32.25  																																																				| Instantiating formula (29) with e0, e0, e0, e3 and discharging atoms op(e0, e0) = e3, op(e0, e0) = e0, yields:
% 67.41/32.25  																																																				| (676) e3 = e0
% 67.41/32.25  																																																				|
% 67.41/32.25  																																																				| Combining equations (662,676) yields a new equation:
% 67.41/32.25  																																																				| (391) e2 = e0
% 67.41/32.25  																																																				|
% 67.41/32.25  																																																				| Simplifying 391 yields:
% 67.41/32.25  																																																				| (330) e2 = e0
% 67.41/32.25  																																																				|
% 67.41/32.25  																																																				| Combining equations (330,617) yields a new equation:
% 67.41/32.25  																																																				| (431) e1 = e0
% 67.41/32.25  																																																				|
% 67.41/32.25  																																																				| Equations (431) can reduce 233 to:
% 67.41/32.25  																																																				| (266) $false
% 67.41/32.25  																																																				|
% 67.41/32.25  																																																				|-The branch is then unsatisfiable
% 67.41/32.25  																																																			|-Branch two:
% 67.41/32.25  																																																			| (734)  ~ (unit = e0)
% 67.41/32.25  																																																			| (735) unit = e3 | unit = e1
% 67.41/32.25  																																																			|
% 67.41/32.25  																																																				+-Applying beta-rule and splitting (735), into two cases.
% 67.41/32.25  																																																				|-Branch one:
% 67.41/32.25  																																																				| (736) unit = e1
% 67.41/32.25  																																																				|
% 67.41/32.25  																																																					| From (736) and (244) follows:
% 67.41/32.25  																																																					| (738) op(e1, e4) = e4
% 67.41/32.25  																																																					|
% 67.41/32.25  																																																					| From (736) and (15) follows:
% 67.41/32.25  																																																					| (515) op(e1, e2) = e2
% 67.41/32.25  																																																					|
% 67.41/32.25  																																																					| Instantiating formula (29) with e1, e4, e4, e0 and discharging atoms op(e1, e4) = e4, op(e1, e4) = e0, yields:
% 67.41/32.25  																																																					| (397) e4 = e0
% 67.41/32.25  																																																					|
% 67.41/32.25  																																																					| Instantiating formula (29) with e1, e2, e2, e4 and discharging atoms op(e1, e2) = e4, op(e1, e2) = e2, yields:
% 67.41/32.25  																																																					| (323) e4 = e2
% 67.41/32.25  																																																					|
% 67.41/32.25  																																																					| Combining equations (323,397) yields a new equation:
% 67.41/32.25  																																																					| (391) e2 = e0
% 67.41/32.25  																																																					|
% 67.41/32.25  																																																					| Simplifying 391 yields:
% 67.41/32.25  																																																					| (330) e2 = e0
% 67.41/32.25  																																																					|
% 67.41/32.25  																																																					| Equations (330) can reduce 128 to:
% 67.41/32.25  																																																					| (266) $false
% 67.41/32.25  																																																					|
% 67.41/32.25  																																																					|-The branch is then unsatisfiable
% 67.41/32.25  																																																				|-Branch two:
% 67.41/32.25  																																																				| (748)  ~ (unit = e1)
% 67.41/32.25  																																																				| (749) unit = e3
% 67.41/32.25  																																																				|
% 67.41/32.25  																																																					| From (749) and (15) follows:
% 67.41/32.25  																																																					| (751) op(e3, e2) = e2
% 67.41/32.25  																																																					|
% 67.41/32.25  																																																					| From (749) and (28) follows:
% 67.41/32.25  																																																					| (2235) op(e1, e3) = e1
% 67.41/32.25  																																																					|
% 67.41/32.25  																																																					| From (749) and (42) follows:
% 67.41/32.25  																																																					| (752) op(e0, e3) = e0
% 67.41/32.25  																																																					|
% 67.41/32.25  																																																					| Instantiating formula (29) with e3, e2, e2, e3 and discharging atoms op(e3, e2) = e3, op(e3, e2) = e2, yields:
% 67.41/32.25  																																																					| (662) e3 = e2
% 67.41/32.25  																																																					|
% 67.41/32.25  																																																					| Instantiating formula (29) with e1, e3, e1, e3 and discharging atoms op(e1, e3) = e3, op(e1, e3) = e1, yields:
% 67.41/32.25  																																																					| (455) e3 = e1
% 67.41/32.25  																																																					|
% 67.41/32.25  																																																					| Instantiating formula (29) with e0, e3, e0, e2 and discharging atoms op(e0, e3) = e2, op(e0, e3) = e0, yields:
% 67.41/32.25  																																																					| (330) e2 = e0
% 67.41/32.25  																																																					|
% 67.41/32.25  																																																					| Combining equations (662,455) yields a new equation:
% 67.41/32.25  																																																					| (616) e2 = e1
% 67.41/32.25  																																																					|
% 67.41/32.25  																																																					| Simplifying 616 yields:
% 67.41/32.25  																																																					| (617) e2 = e1
% 67.41/32.25  																																																					|
% 67.41/32.25  																																																					| Combining equations (617,330) yields a new equation:
% 67.41/32.25  																																																					| (546) e1 = e0
% 67.41/32.25  																																																					|
% 67.41/32.25  																																																					| Simplifying 546 yields:
% 67.41/32.25  																																																					| (431) e1 = e0
% 67.41/32.25  																																																					|
% 67.41/32.25  																																																					| Equations (431) can reduce 233 to:
% 67.41/32.25  																																																					| (266) $false
% 67.41/32.25  																																																					|
% 67.41/32.25  																																																					|-The branch is then unsatisfiable
% 67.41/32.25  																																																|-Branch two:
% 67.41/32.25  																																																| (466)  ~ (all_0_56_56 = e1)
% 67.41/32.25  																																																| (1574) all_0_57_57 = e1 | all_0_58_58 = e1
% 67.41/32.25  																																																|
% 67.41/32.25  																																																	+-Applying beta-rule and splitting (1574), into two cases.
% 67.41/32.25  																																																	|-Branch one:
% 67.41/32.25  																																																	| (647) all_0_57_57 = e1
% 67.41/32.25  																																																	|
% 67.41/32.25  																																																		| Combining equations (647,875) yields a new equation:
% 67.41/32.25  																																																		| (546) e1 = e0
% 67.41/32.25  																																																		|
% 67.41/32.25  																																																		| Simplifying 546 yields:
% 67.41/32.25  																																																		| (431) e1 = e0
% 67.41/32.25  																																																		|
% 67.41/32.25  																																																		| Equations (431) can reduce 233 to:
% 67.41/32.25  																																																		| (266) $false
% 67.41/32.25  																																																		|
% 67.41/32.25  																																																		|-The branch is then unsatisfiable
% 67.41/32.25  																																																	|-Branch two:
% 67.41/32.25  																																																	| (1670)  ~ (all_0_57_57 = e1)
% 67.41/32.25  																																																	| (918) all_0_58_58 = e1
% 67.41/32.25  																																																	|
% 67.41/32.25  																																																		| Combining equations (918,795) yields a new equation:
% 67.41/32.25  																																																		| (455) e3 = e1
% 67.41/32.25  																																																		|
% 67.41/32.25  																																																		| Equations (455) can reduce 213 to:
% 67.41/32.25  																																																		| (266) $false
% 67.41/32.25  																																																		|
% 67.41/32.25  																																																		|-The branch is then unsatisfiable
% 67.41/32.25  																																														|-Branch two:
% 67.41/32.25  																																														| (639)  ~ (all_0_44_44 = e1)
% 67.41/32.25  																																														| (640) all_0_49_49 = e1 | all_0_53_53 = e1 | all_0_58_58 = e1
% 67.41/32.25  																																														|
% 67.41/32.25  																																															+-Applying beta-rule and splitting (458), into two cases.
% 67.41/32.25  																																															|-Branch one:
% 67.41/32.25  																																															| (459) all_0_42_42 = e1
% 67.41/32.25  																																															|
% 67.41/32.25  																																																| Combining equations (459,516) yields a new equation:
% 67.41/32.25  																																																| (455) e3 = e1
% 67.41/32.25  																																																|
% 67.41/32.25  																																																| Equations (455) can reduce 213 to:
% 67.41/32.25  																																																| (266) $false
% 67.41/32.25  																																																|
% 67.41/32.25  																																																|-The branch is then unsatisfiable
% 67.41/32.25  																																															|-Branch two:
% 67.41/32.25  																																															| (1380)  ~ (all_0_42_42 = e1)
% 67.41/32.25  																																															| (1381) all_0_43_43 = e1 | all_0_44_44 = e1
% 67.41/32.25  																																															|
% 67.41/32.25  																																																+-Applying beta-rule and splitting (640), into two cases.
% 67.41/32.25  																																																|-Branch one:
% 67.41/32.25  																																																| (671) all_0_49_49 = e1
% 67.41/32.25  																																																|
% 67.41/32.25  																																																	| Combining equations (974,671) yields a new equation:
% 67.41/32.25  																																																	| (636) e4 = e1
% 67.41/32.25  																																																	|
% 67.41/32.25  																																																	| Simplifying 636 yields:
% 67.41/32.25  																																																	| (630) e4 = e1
% 67.41/32.25  																																																	|
% 67.41/32.25  																																																	| Equations (630) can reduce 110 to:
% 67.41/32.25  																																																	| (266) $false
% 67.41/32.25  																																																	|
% 67.41/32.25  																																																	|-The branch is then unsatisfiable
% 67.41/32.25  																																																|-Branch two:
% 67.41/32.25  																																																| (1064)  ~ (all_0_49_49 = e1)
% 67.41/32.25  																																																| (2141) all_0_53_53 = e1 | all_0_58_58 = e1
% 67.41/32.25  																																																|
% 67.41/32.25  																																																	| Equations (974) can reduce 1064 to:
% 67.41/32.25  																																																	| (110)  ~ (e4 = e1)
% 67.41/32.25  																																																	|
% 67.41/32.25  																																																	+-Applying beta-rule and splitting (1381), into two cases.
% 67.41/32.25  																																																	|-Branch one:
% 67.41/32.25  																																																	| (430) all_0_43_43 = e1
% 67.41/32.25  																																																	|
% 67.41/32.25  																																																		| Combining equations (396,430) yields a new equation:
% 67.41/32.25  																																																		| (636) e4 = e1
% 67.41/32.25  																																																		|
% 67.41/32.25  																																																		| Simplifying 636 yields:
% 67.41/32.25  																																																		| (630) e4 = e1
% 67.41/32.25  																																																		|
% 67.41/32.25  																																																		| Equations (630) can reduce 110 to:
% 67.41/32.25  																																																		| (266) $false
% 67.41/32.25  																																																		|
% 67.41/32.25  																																																		|-The branch is then unsatisfiable
% 67.41/32.25  																																																	|-Branch two:
% 67.41/32.25  																																																	| (433)  ~ (all_0_43_43 = e1)
% 67.41/32.25  																																																	| (635) all_0_44_44 = e1
% 67.41/32.25  																																																	|
% 67.41/32.25  																																																		| Equations (635) can reduce 639 to:
% 67.41/32.25  																																																		| (266) $false
% 67.41/32.25  																																																		|
% 67.41/32.25  																																																		|-The branch is then unsatisfiable
% 67.41/32.26  																																											|-Branch two:
% 67.41/32.26  																																											| (405)  ~ (all_0_42_42 = e3)
% 67.41/32.26  																																											| (521) all_0_47_47 = e3 | all_0_51_51 = e3 | all_0_56_56 = e3
% 67.41/32.26  																																											|
% 67.41/32.26  																																												+-Applying beta-rule and splitting (1899), into two cases.
% 67.41/32.26  																																												|-Branch one:
% 67.41/32.26  																																												| (516) all_0_42_42 = e3
% 67.41/32.26  																																												|
% 67.41/32.26  																																													| Equations (516) can reduce 405 to:
% 67.41/32.26  																																													| (266) $false
% 67.41/32.26  																																													|
% 67.41/32.26  																																													|-The branch is then unsatisfiable
% 67.41/32.26  																																												|-Branch two:
% 67.41/32.26  																																												| (405)  ~ (all_0_42_42 = e3)
% 67.41/32.26  																																												| (532) all_0_44_44 = e3
% 67.41/32.26  																																												|
% 67.41/32.26  																																													| Equations (532) can reduce 407 to:
% 67.41/32.26  																																													| (266) $false
% 67.41/32.26  																																													|
% 67.41/32.26  																																													|-The branch is then unsatisfiable
% 67.41/32.26  																																									|-Branch two:
% 67.41/32.26  																																									| (807) all_0_47_47 = e1 & all_0_52_52 = e2 &  ~ (all_0_48_48 = e2)
% 67.41/32.26  																																									|
% 67.41/32.26  																																										| Applying alpha-rule on (807) yields:
% 67.41/32.26  																																										| (654) all_0_47_47 = e1
% 67.41/32.26  																																										| (352) all_0_52_52 = e2
% 67.41/32.26  																																										| (810)  ~ (all_0_48_48 = e2)
% 67.41/32.26  																																										|
% 67.41/32.26  																																										| Combining equations (674,654) yields a new equation:
% 67.41/32.26  																																										| (431) e1 = e0
% 67.41/32.26  																																										|
% 67.41/32.26  																																										| Equations (431) can reduce 233 to:
% 67.41/32.26  																																										| (266) $false
% 67.41/32.26  																																										|
% 67.41/32.26  																																										|-The branch is then unsatisfiable
% 67.41/32.26  																																								|-Branch two:
% 67.41/32.26  																																								| (813) all_0_47_47 = e1 & all_0_52_52 = e2 &  ~ (all_0_51_51 = e1)
% 67.41/32.26  																																								|
% 67.41/32.26  																																									| Applying alpha-rule on (813) yields:
% 67.41/32.26  																																									| (654) all_0_47_47 = e1
% 67.41/32.26  																																									| (352) all_0_52_52 = e2
% 67.41/32.26  																																									| (464)  ~ (all_0_51_51 = e1)
% 67.41/32.26  																																									|
% 67.41/32.26  																																									| Combining equations (674,654) yields a new equation:
% 67.41/32.26  																																									| (431) e1 = e0
% 67.41/32.26  																																									|
% 67.41/32.26  																																									| Equations (431) can reduce 233 to:
% 67.41/32.26  																																									| (266) $false
% 67.41/32.26  																																									|
% 67.41/32.26  																																									|-The branch is then unsatisfiable
% 67.41/32.26  																																							|-Branch two:
% 67.41/32.26  																																							| (819) all_0_47_47 = e0 & all_0_58_58 = e2 &  ~ (all_0_49_49 = e2)
% 67.41/32.26  																																							|
% 67.41/32.26  																																								| Applying alpha-rule on (819) yields:
% 67.41/32.26  																																								| (674) all_0_47_47 = e0
% 67.41/32.26  																																								| (624) all_0_58_58 = e2
% 67.41/32.26  																																								| (340)  ~ (all_0_49_49 = e2)
% 67.41/32.26  																																								|
% 67.41/32.26  																																								| Equations (624) can reduce 908 to:
% 67.41/32.26  																																								| (266) $false
% 67.41/32.26  																																								|
% 67.41/32.26  																																								|-The branch is then unsatisfiable
% 67.41/32.26  																																						|-Branch two:
% 67.41/32.26  																																						| (825) all_0_47_47 = e0 & all_0_58_58 = e2 &  ~ (all_0_56_56 = e0)
% 67.41/32.26  																																						|
% 67.41/32.26  																																							| Applying alpha-rule on (825) yields:
% 67.41/32.26  																																							| (674) all_0_47_47 = e0
% 67.41/32.26  																																							| (624) all_0_58_58 = e2
% 67.41/32.26  																																							| (828)  ~ (all_0_56_56 = e0)
% 67.41/32.26  																																							|
% 67.41/32.26  																																							| Equations (624) can reduce 908 to:
% 67.41/32.26  																																							| (266) $false
% 67.41/32.26  																																							|
% 67.41/32.26  																																							|-The branch is then unsatisfiable
% 67.41/32.26  																																					|-Branch two:
% 67.41/32.26  																																					| (549)  ~ (all_0_46_46 = e1)
% 67.41/32.26  																																					| (550) all_0_47_47 = e1 | all_0_48_48 = e1 | all_0_49_49 = e1
% 67.41/32.26  																																					|
% 67.41/32.26  																																						+-Applying beta-rule and splitting (216), into two cases.
% 67.41/32.26  																																						|-Branch one:
% 67.41/32.26  																																						| (629) all_0_55_55 = e1
% 67.41/32.26  																																						|
% 67.41/32.26  																																							| Combining equations (629,386) yields a new equation:
% 67.41/32.26  																																							| (617) e2 = e1
% 67.41/32.26  																																							|
% 67.41/32.26  																																							| Equations (617) can reduce 122 to:
% 67.41/32.26  																																							| (266) $false
% 67.41/32.26  																																							|
% 67.41/32.26  																																							|-The branch is then unsatisfiable
% 67.41/32.26  																																						|-Branch two:
% 67.41/32.26  																																						| (632)  ~ (all_0_55_55 = e1)
% 67.41/32.26  																																						| (633) all_0_56_56 = e1 | all_0_57_57 = e1 | all_0_58_58 = e1
% 67.41/32.26  																																						|
% 67.41/32.26  																																							| Equations (386) can reduce 632 to:
% 67.41/32.26  																																							| (122)  ~ (e2 = e1)
% 67.41/32.26  																																							|
% 67.41/32.26  																																							+-Applying beta-rule and splitting (595), into two cases.
% 67.41/32.26  																																							|-Branch one:
% 67.41/32.26  																																							| (545) all_0_46_46 = e1
% 67.41/32.26  																																							|
% 67.41/32.26  																																								| Equations (545) can reduce 549 to:
% 67.41/32.26  																																								| (266) $false
% 67.41/32.26  																																								|
% 67.41/32.26  																																								|-The branch is then unsatisfiable
% 67.41/32.26  																																							|-Branch two:
% 67.41/32.26  																																							| (549)  ~ (all_0_46_46 = e1)
% 67.41/32.26  																																							| (600) all_0_50_50 = e1 | all_0_55_55 = e1
% 67.41/32.26  																																							|
% 67.41/32.26  																																								+-Applying beta-rule and splitting (600), into two cases.
% 67.41/32.26  																																								|-Branch one:
% 67.41/32.26  																																								| (601) all_0_50_50 = e1
% 67.41/32.26  																																								|
% 67.41/32.26  																																									| Combining equations (415,601) yields a new equation:
% 67.41/32.26  																																									| (454) e3 = e1
% 67.41/32.26  																																									|
% 67.41/32.26  																																									| Simplifying 454 yields:
% 67.41/32.26  																																									| (455) e3 = e1
% 67.41/32.26  																																									|
% 67.41/32.26  																																									| Equations (455) can reduce 213 to:
% 67.41/32.26  																																									| (266) $false
% 67.41/32.26  																																									|
% 67.41/32.26  																																									|-The branch is then unsatisfiable
% 67.41/32.26  																																								|-Branch two:
% 67.41/32.26  																																								| (759)  ~ (all_0_50_50 = e1)
% 67.41/32.26  																																								| (629) all_0_55_55 = e1
% 67.41/32.26  																																								|
% 67.41/32.26  																																									| Combining equations (629,386) yields a new equation:
% 67.41/32.26  																																									| (617) e2 = e1
% 67.41/32.26  																																									|
% 67.41/32.26  																																									| Equations (617) can reduce 122 to:
% 67.41/32.26  																																									| (266) $false
% 67.41/32.26  																																									|
% 67.41/32.26  																																									|-The branch is then unsatisfiable
% 67.41/32.26  																																				|-Branch two:
% 67.41/32.26  																																				| (678)  ~ (all_0_47_47 = e0)
% 67.41/32.26  																																				| (679) all_0_56_56 = e0
% 67.41/32.26  																																				|
% 67.41/32.26  																																					| Equations (679) can reduce 828 to:
% 67.41/32.26  																																					| (266) $false
% 67.41/32.26  																																					|
% 67.41/32.26  																																					|-The branch is then unsatisfiable
% 67.41/32.26  																															|-Branch two:
% 67.41/32.26  																															| (357)  ~ (all_0_41_41 = e0)
% 67.41/32.26  																															| (6761) all_0_42_42 = e0 | all_0_43_43 = e0 | all_0_44_44 = e0
% 67.41/32.26  																															|
% 67.41/32.26  																																+-Applying beta-rule and splitting (27), into two cases.
% 67.41/32.26  																																|-Branch one:
% 67.41/32.26  																																| (437) all_0_41_41 = e4
% 67.41/32.26  																																|
% 67.41/32.26  																																	| Equations (437) can reduce 440 to:
% 67.41/32.26  																																	| (266) $false
% 67.41/32.26  																																	|
% 67.41/32.26  																																	|-The branch is then unsatisfiable
% 67.41/32.26  																																|-Branch two:
% 67.41/32.26  																																| (440)  ~ (all_0_41_41 = e4)
% 67.41/32.26  																																| (4049) all_0_41_41 = e3 | all_0_41_41 = e1 | all_0_41_41 = e0
% 67.41/32.26  																																|
% 67.41/32.26  																																	+-Applying beta-rule and splitting (163), into two cases.
% 67.41/32.26  																																	|-Branch one:
% 67.41/32.26  																																	| (565) all_0_52_52 = e4
% 67.41/32.26  																																	|
% 67.41/32.26  																																		| Combining equations (642,565) yields a new equation:
% 67.41/32.26  																																		| (630) e4 = e1
% 67.41/32.26  																																		|
% 67.41/32.26  																																		| Equations (630) can reduce 110 to:
% 67.41/32.26  																																		| (266) $false
% 67.41/32.26  																																		|
% 67.41/32.26  																																		|-The branch is then unsatisfiable
% 67.41/32.26  																																	|-Branch two:
% 67.41/32.26  																																	| (780)  ~ (all_0_52_52 = e4)
% 67.41/32.26  																																	| (781) (all_0_41_41 = e0 & all_0_58_58 = e3 &  ~ (all_0_44_44 = e3)) | (all_0_41_41 = e0 & all_0_58_58 = e3 &  ~ (all_0_55_55 = e0)) | (all_0_47_47 = e1 & all_0_52_52 = e2 &  ~ (all_0_48_48 = e2)) | (all_0_47_47 = e1 & all_0_52_52 = e2 &  ~ (all_0_51_51 = e1)) | (all_0_47_47 = e0 & all_0_58_58 = e2 &  ~ (all_0_49_49 = e2)) | (all_0_47_47 = e0 & all_0_58_58 = e2 &  ~ (all_0_56_56 = e0))
% 67.41/32.26  																																	|
% 67.41/32.26  																																		+-Applying beta-rule and splitting (4049), into two cases.
% 67.41/32.26  																																		|-Branch one:
% 67.41/32.26  																																		| (794) all_0_41_41 = e0
% 67.41/32.26  																																		|
% 67.41/32.26  																																			| Equations (794) can reduce 357 to:
% 67.41/32.26  																																			| (266) $false
% 67.41/32.26  																																			|
% 67.41/32.26  																																			|-The branch is then unsatisfiable
% 67.41/32.26  																																		|-Branch two:
% 67.41/32.26  																																		| (357)  ~ (all_0_41_41 = e0)
% 67.41/32.26  																																		| (4053) all_0_41_41 = e3 | all_0_41_41 = e1
% 67.41/32.26  																																		|
% 67.41/32.26  																																			+-Applying beta-rule and splitting (4053), into two cases.
% 67.41/32.26  																																			|-Branch one:
% 67.41/32.26  																																			| (453) all_0_41_41 = e1
% 67.41/32.26  																																			|
% 67.41/32.26  																																				| Equations (453) can reduce 85 to:
% 67.41/32.26  																																				| (604)  ~ (e2 = e1)
% 67.41/32.26  																																				|
% 67.41/32.26  																																				| Simplifying 604 yields:
% 67.41/32.26  																																				| (122)  ~ (e2 = e1)
% 67.41/32.26  																																				|
% 67.41/32.26  																																				| Equations (453) can reduce 357 to:
% 67.41/32.26  																																				| (233)  ~ (e1 = e0)
% 67.41/32.26  																																				|
% 67.41/32.26  																																				+-Applying beta-rule and splitting (781), into two cases.
% 67.41/32.26  																																				|-Branch one:
% 67.41/32.26  																																				| (789) (all_0_41_41 = e0 & all_0_58_58 = e3 &  ~ (all_0_44_44 = e3)) | (all_0_41_41 = e0 & all_0_58_58 = e3 &  ~ (all_0_55_55 = e0)) | (all_0_47_47 = e1 & all_0_52_52 = e2 &  ~ (all_0_48_48 = e2)) | (all_0_47_47 = e1 & all_0_52_52 = e2 &  ~ (all_0_51_51 = e1)) | (all_0_47_47 = e0 & all_0_58_58 = e2 &  ~ (all_0_49_49 = e2))
% 67.41/32.26  																																				|
% 67.41/32.26  																																					+-Applying beta-rule and splitting (789), into two cases.
% 67.41/32.26  																																					|-Branch one:
% 67.41/32.26  																																					| (790) (all_0_41_41 = e0 & all_0_58_58 = e3 &  ~ (all_0_44_44 = e3)) | (all_0_41_41 = e0 & all_0_58_58 = e3 &  ~ (all_0_55_55 = e0)) | (all_0_47_47 = e1 & all_0_52_52 = e2 &  ~ (all_0_48_48 = e2)) | (all_0_47_47 = e1 & all_0_52_52 = e2 &  ~ (all_0_51_51 = e1))
% 67.41/32.26  																																					|
% 67.41/32.26  																																						+-Applying beta-rule and splitting (790), into two cases.
% 67.41/32.26  																																						|-Branch one:
% 67.41/32.26  																																						| (791) (all_0_41_41 = e0 & all_0_58_58 = e3 &  ~ (all_0_44_44 = e3)) | (all_0_41_41 = e0 & all_0_58_58 = e3 &  ~ (all_0_55_55 = e0)) | (all_0_47_47 = e1 & all_0_52_52 = e2 &  ~ (all_0_48_48 = e2))
% 67.41/32.26  																																						|
% 67.41/32.26  																																							+-Applying beta-rule and splitting (791), into two cases.
% 67.41/32.26  																																							|-Branch one:
% 67.41/32.26  																																							| (792) (all_0_41_41 = e0 & all_0_58_58 = e3 &  ~ (all_0_44_44 = e3)) | (all_0_41_41 = e0 & all_0_58_58 = e3 &  ~ (all_0_55_55 = e0))
% 67.41/32.26  																																							|
% 67.41/32.26  																																								+-Applying beta-rule and splitting (792), into two cases.
% 67.41/32.26  																																								|-Branch one:
% 67.41/32.26  																																								| (793) all_0_41_41 = e0 & all_0_58_58 = e3 &  ~ (all_0_44_44 = e3)
% 67.41/32.26  																																								|
% 67.41/32.26  																																									| Applying alpha-rule on (793) yields:
% 67.41/32.26  																																									| (794) all_0_41_41 = e0
% 67.41/32.26  																																									| (795) all_0_58_58 = e3
% 67.41/32.26  																																									| (407)  ~ (all_0_44_44 = e3)
% 67.41/32.26  																																									|
% 67.41/32.26  																																									| Combining equations (794,453) yields a new equation:
% 67.41/32.26  																																									| (431) e1 = e0
% 67.41/32.26  																																									|
% 67.41/32.26  																																									| Equations (431) can reduce 233 to:
% 67.41/32.26  																																									| (266) $false
% 67.41/32.26  																																									|
% 67.41/32.26  																																									|-The branch is then unsatisfiable
% 67.41/32.26  																																								|-Branch two:
% 67.41/32.26  																																								| (800) all_0_41_41 = e0 & all_0_58_58 = e3 &  ~ (all_0_55_55 = e0)
% 67.41/32.26  																																								|
% 67.41/32.26  																																									| Applying alpha-rule on (800) yields:
% 67.41/32.26  																																									| (794) all_0_41_41 = e0
% 67.41/32.26  																																									| (795) all_0_58_58 = e3
% 67.41/32.26  																																									| (803)  ~ (all_0_55_55 = e0)
% 67.41/32.26  																																									|
% 67.48/32.26  																																									| Combining equations (794,453) yields a new equation:
% 67.48/32.26  																																									| (431) e1 = e0
% 67.48/32.26  																																									|
% 67.48/32.26  																																									| Equations (431) can reduce 233 to:
% 67.48/32.26  																																									| (266) $false
% 67.48/32.26  																																									|
% 67.48/32.26  																																									|-The branch is then unsatisfiable
% 67.48/32.26  																																							|-Branch two:
% 67.48/32.26  																																							| (807) all_0_47_47 = e1 & all_0_52_52 = e2 &  ~ (all_0_48_48 = e2)
% 67.48/32.26  																																							|
% 67.48/32.26  																																								| Applying alpha-rule on (807) yields:
% 67.48/32.26  																																								| (654) all_0_47_47 = e1
% 67.48/32.26  																																								| (352) all_0_52_52 = e2
% 67.48/32.26  																																								| (810)  ~ (all_0_48_48 = e2)
% 67.48/32.26  																																								|
% 67.48/32.26  																																								| Combining equations (642,352) yields a new equation:
% 67.48/32.26  																																								| (617) e2 = e1
% 67.48/32.26  																																								|
% 67.48/32.26  																																								| Equations (617) can reduce 122 to:
% 67.48/32.26  																																								| (266) $false
% 67.48/32.26  																																								|
% 67.48/32.26  																																								|-The branch is then unsatisfiable
% 67.48/32.26  																																						|-Branch two:
% 67.48/32.26  																																						| (813) all_0_47_47 = e1 & all_0_52_52 = e2 &  ~ (all_0_51_51 = e1)
% 67.48/32.26  																																						|
% 67.48/32.26  																																							| Applying alpha-rule on (813) yields:
% 67.48/32.26  																																							| (654) all_0_47_47 = e1
% 67.48/32.26  																																							| (352) all_0_52_52 = e2
% 67.48/32.26  																																							| (464)  ~ (all_0_51_51 = e1)
% 67.48/32.26  																																							|
% 67.48/32.26  																																							| Combining equations (642,352) yields a new equation:
% 67.48/32.26  																																							| (617) e2 = e1
% 67.48/32.26  																																							|
% 67.48/32.26  																																							| Equations (617) can reduce 122 to:
% 67.48/32.26  																																							| (266) $false
% 67.48/32.26  																																							|
% 67.48/32.26  																																							|-The branch is then unsatisfiable
% 67.48/32.26  																																					|-Branch two:
% 67.48/32.26  																																					| (819) all_0_47_47 = e0 & all_0_58_58 = e2 &  ~ (all_0_49_49 = e2)
% 67.48/32.26  																																					|
% 67.48/32.26  																																						| Applying alpha-rule on (819) yields:
% 67.48/32.26  																																						| (674) all_0_47_47 = e0
% 67.48/32.26  																																						| (624) all_0_58_58 = e2
% 67.48/32.26  																																						| (340)  ~ (all_0_49_49 = e2)
% 67.48/32.26  																																						|
% 67.48/32.26  																																						| Equations (624) can reduce 908 to:
% 67.48/32.26  																																						| (266) $false
% 67.48/32.26  																																						|
% 67.48/32.26  																																						|-The branch is then unsatisfiable
% 67.48/32.26  																																				|-Branch two:
% 67.48/32.26  																																				| (825) all_0_47_47 = e0 & all_0_58_58 = e2 &  ~ (all_0_56_56 = e0)
% 67.48/32.26  																																				|
% 67.48/32.26  																																					| Applying alpha-rule on (825) yields:
% 67.48/32.26  																																					| (674) all_0_47_47 = e0
% 67.48/32.26  																																					| (624) all_0_58_58 = e2
% 67.48/32.26  																																					| (828)  ~ (all_0_56_56 = e0)
% 67.48/32.26  																																					|
% 67.48/32.26  																																					| Equations (624) can reduce 908 to:
% 67.48/32.26  																																					| (266) $false
% 67.48/32.26  																																					|
% 67.48/32.26  																																					|-The branch is then unsatisfiable
% 67.48/32.26  																																			|-Branch two:
% 67.48/32.26  																																			| (457)  ~ (all_0_41_41 = e1)
% 67.48/32.26  																																			| (403) all_0_41_41 = e3
% 67.48/32.26  																																			|
% 67.48/32.26  																																				| Equations (403) can reduce 1898 to:
% 67.48/32.26  																																				| (266) $false
% 67.48/32.26  																																				|
% 67.48/32.26  																																				|-The branch is then unsatisfiable
% 67.48/32.26  																													|-Branch two:
% 67.48/32.26  																													| (256)  ~ (all_0_49_49 = e4)
% 67.48/32.26  																													| (8013) all_0_53_53 = e4 | all_0_58_58 = e4
% 67.48/32.26  																													|
% 67.48/32.26  																														+-Applying beta-rule and splitting (8013), into two cases.
% 67.48/32.26  																														|-Branch one:
% 67.48/32.26  																														| (1298) all_0_53_53 = e4
% 67.48/32.26  																														|
% 67.48/32.26  																															| Combining equations (607,1298) yields a new equation:
% 67.48/32.26  																															| (323) e4 = e2
% 67.48/32.26  																															|
% 67.48/32.26  																															| Equations (323) can reduce 48 to:
% 67.48/32.26  																															| (266) $false
% 67.48/32.26  																															|
% 67.48/32.26  																															|-The branch is then unsatisfiable
% 67.48/32.26  																														|-Branch two:
% 67.48/32.26  																														| (1453)  ~ (all_0_53_53 = e4)
% 67.48/32.26  																														| (910) all_0_58_58 = e4
% 67.48/32.26  																														|
% 67.48/32.26  																															| Equations (910) can reduce 451 to:
% 67.48/32.26  																															| (266) $false
% 67.48/32.26  																															|
% 67.48/32.26  																															|-The branch is then unsatisfiable
% 67.48/32.26  																											|-Branch two:
% 67.48/32.26  																											| (475)  ~ (all_0_51_51 = e4)
% 67.48/32.26  																											| (1294) all_0_52_52 = e4 | all_0_53_53 = e4
% 67.48/32.26  																											|
% 67.48/32.26  																												+-Applying beta-rule and splitting (1294), into two cases.
% 67.48/32.26  																												|-Branch one:
% 67.48/32.26  																												| (565) all_0_52_52 = e4
% 67.48/32.26  																												|
% 67.48/32.26  																													| Combining equations (642,565) yields a new equation:
% 67.48/32.26  																													| (630) e4 = e1
% 67.48/32.26  																													|
% 67.48/32.26  																													| Equations (630) can reduce 110 to:
% 67.48/32.26  																													| (266) $false
% 67.48/32.26  																													|
% 67.48/32.26  																													|-The branch is then unsatisfiable
% 67.48/32.26  																												|-Branch two:
% 67.48/32.26  																												| (780)  ~ (all_0_52_52 = e4)
% 67.48/32.26  																												| (1298) all_0_53_53 = e4
% 67.48/32.26  																												|
% 67.48/32.26  																													| Combining equations (607,1298) yields a new equation:
% 67.48/32.26  																													| (323) e4 = e2
% 67.48/32.26  																													|
% 67.48/32.26  																													| Equations (323) can reduce 48 to:
% 67.48/32.26  																													| (266) $false
% 67.48/32.26  																													|
% 67.48/32.26  																													|-The branch is then unsatisfiable
% 67.48/32.26  													|-Branch two:
% 67.48/32.26  													| (399)  ~ (all_0_43_43 = e4)
% 67.48/32.26  													| (6374) all_0_43_43 = e1 | all_0_43_43 = e0
% 67.48/32.26  													|
% 67.48/32.26  														+-Applying beta-rule and splitting (230), into two cases.
% 67.48/32.26  														|-Branch one:
% 67.48/32.26  														| (396) all_0_43_43 = e4
% 67.48/32.26  														|
% 67.48/32.26  															| Equations (396) can reduce 399 to:
% 67.48/32.26  															| (266) $false
% 67.48/32.26  															|
% 67.48/32.26  															|-The branch is then unsatisfiable
% 67.48/32.26  														|-Branch two:
% 67.48/32.26  														| (399)  ~ (all_0_43_43 = e4)
% 67.48/32.26  														| (400) all_0_48_48 = e4 | all_0_52_52 = e4 | all_0_57_57 = e4
% 67.48/32.26  														|
% 67.48/32.26  															+-Applying beta-rule and splitting (400), into two cases.
% 67.48/32.26  															|-Branch one:
% 67.48/32.26  															| (943) all_0_48_48 = e4
% 67.48/32.26  															|
% 67.48/32.26  																| Combining equations (943,335) yields a new equation:
% 67.48/32.26  																| (322) e4 = e2
% 67.48/32.26  																|
% 67.48/32.26  																| Simplifying 322 yields:
% 67.48/32.26  																| (323) e4 = e2
% 67.48/32.26  																|
% 67.48/32.26  																| Equations (323) can reduce 48 to:
% 67.48/32.26  																| (266) $false
% 67.48/32.26  																|
% 67.48/32.26  																|-The branch is then unsatisfiable
% 67.48/32.26  															|-Branch two:
% 67.48/32.26  															| (254)  ~ (all_0_48_48 = e4)
% 67.48/32.26  															| (947) all_0_52_52 = e4 | all_0_57_57 = e4
% 67.48/32.26  															|
% 67.48/32.26  																+-Applying beta-rule and splitting (947), into two cases.
% 67.48/32.26  																|-Branch one:
% 67.48/32.26  																| (565) all_0_52_52 = e4
% 67.48/32.26  																|
% 67.48/32.26  																	| Equations (565) can reduce 101 to:
% 67.48/32.26  																	| (566)  ~ (all_0_50_50 = e4)
% 67.48/32.26  																	|
% 67.48/32.26  																	| Equations (565) can reduce 20 to:
% 67.48/32.26  																	| (475)  ~ (all_0_51_51 = e4)
% 67.48/32.26  																	|
% 67.48/32.26  																	| Equations (565) can reduce 46 to:
% 67.48/32.26  																	| (1452)  ~ (all_0_53_53 = e4)
% 67.48/32.26  																	|
% 67.48/32.26  																	| Simplifying 1452 yields:
% 67.48/32.26  																	| (1453)  ~ (all_0_53_53 = e4)
% 67.48/32.26  																	|
% 67.48/32.26  																	| Equations (565) can reduce 166 to:
% 67.48/32.26  																	| (188)  ~ (e4 = e3)
% 67.48/32.26  																	|
% 67.48/32.26  																	| Equations (565) can reduce 342 to:
% 67.48/32.26  																	| (48)  ~ (e4 = e2)
% 67.48/32.26  																	|
% 67.48/32.26  																	| Equations (565) can reduce 72 to:
% 67.48/32.26  																	| (49)  ~ (e4 = e0)
% 67.48/32.26  																	|
% 67.48/32.26  																	| From (565) and (124) follows:
% 67.48/32.26  																	| (570) op(e1, e1) = e4
% 67.48/32.26  																	|
% 67.48/32.26  																	+-Applying beta-rule and splitting (130), into two cases.
% 67.48/32.26  																	|-Branch one:
% 67.48/32.26  																	| (430) all_0_43_43 = e1
% 67.48/32.26  																	|
% 67.48/32.26  																		| Equations (430) can reduce 31 to:
% 67.48/32.26  																		| (457)  ~ (all_0_41_41 = e1)
% 67.48/32.26  																		|
% 67.48/32.26  																		| Equations (430) can reduce 240 to:
% 67.48/32.26  																		| (1380)  ~ (all_0_42_42 = e1)
% 67.48/32.26  																		|
% 67.48/32.26  																		| Equations (430) can reduce 159 to:
% 67.48/32.26  																		| (4057)  ~ (all_0_44_44 = e1)
% 67.48/32.26  																		|
% 67.48/32.26  																		| Simplifying 4057 yields:
% 67.48/32.26  																		| (639)  ~ (all_0_44_44 = e1)
% 67.48/32.26  																		|
% 67.48/32.26  																		| Equations (430) can reduce 99 to:
% 67.48/32.26  																		| (467)  ~ (e3 = e1)
% 67.48/32.26  																		|
% 67.48/32.26  																		| Simplifying 467 yields:
% 67.48/32.26  																		| (213)  ~ (e3 = e1)
% 67.48/32.26  																		|
% 67.48/32.26  																		| Equations (430) can reduce 96 to:
% 67.48/32.26  																		| (604)  ~ (e2 = e1)
% 67.48/32.26  																		|
% 67.48/32.26  																		| Simplifying 604 yields:
% 67.48/32.26  																		| (122)  ~ (e2 = e1)
% 67.48/32.26  																		|
% 67.48/32.26  																		| Equations (430) can reduce 5470 to:
% 67.48/32.26  																		| (233)  ~ (e1 = e0)
% 67.48/32.26  																		|
% 67.48/32.26  																		| From (430) and (37) follows:
% 67.48/32.27  																		| (13877) op(e3, e1) = e1
% 67.48/32.27  																		|
% 67.48/32.27  																		+-Applying beta-rule and splitting (222), into two cases.
% 67.48/32.27  																		|-Branch one:
% 67.48/32.27  																		| (386) all_0_55_55 = e2
% 67.48/32.27  																		|
% 67.48/32.27  																			| Equations (386) can reduce 191 to:
% 67.48/32.27  																			| (85)  ~ (all_0_41_41 = e2)
% 67.48/32.27  																			|
% 67.48/32.27  																			| Equations (386) can reduce 58 to:
% 67.48/32.27  																			| (300)  ~ (all_0_46_46 = e2)
% 67.48/32.27  																			|
% 67.48/32.27  																			| Equations (386) can reduce 93 to:
% 67.48/32.27  																			| (302)  ~ (all_0_50_50 = e2)
% 67.48/32.27  																			|
% 67.48/32.27  																			| Equations (386) can reduce 153 to:
% 67.48/32.27  																			| (510)  ~ (all_0_56_56 = e2)
% 67.48/32.27  																			|
% 67.48/32.27  																			| Simplifying 510 yields:
% 67.48/32.27  																			| (511)  ~ (all_0_56_56 = e2)
% 67.48/32.27  																			|
% 67.48/32.27  																			| Equations (386) can reduce 763 to:
% 67.48/32.27  																			| (327)  ~ (e4 = e2)
% 67.48/32.27  																			|
% 67.48/32.27  																			| Simplifying 327 yields:
% 67.48/32.27  																			| (48)  ~ (e4 = e2)
% 67.48/32.27  																			|
% 67.48/32.27  																			| From (386) and (74) follows:
% 67.48/32.27  																			| (24443) op(e0, e3) = e2
% 67.48/32.27  																			|
% 67.48/32.27  																			+-Applying beta-rule and splitting (95), into two cases.
% 67.48/32.27  																			|-Branch one:
% 67.48/32.27  																			| (378) all_0_50_50 = e2
% 67.48/32.27  																			|
% 67.48/32.27  																				| Equations (378) can reduce 302 to:
% 67.48/32.27  																				| (266) $false
% 67.48/32.27  																				|
% 67.48/32.27  																				|-The branch is then unsatisfiable
% 67.48/32.27  																			|-Branch two:
% 67.48/32.27  																			| (302)  ~ (all_0_50_50 = e2)
% 67.48/32.27  																			| (381) all_0_51_51 = e2 | all_0_52_52 = e2 | all_0_53_53 = e2
% 67.48/32.27  																			|
% 67.48/32.27  																				+-Applying beta-rule and splitting (381), into two cases.
% 67.48/32.27  																				|-Branch one:
% 67.48/32.27  																				| (504) all_0_51_51 = e2
% 67.48/32.27  																				|
% 67.48/32.27  																					| Equations (504) can reduce 1099 to:
% 67.48/32.27  																					| (266) $false
% 67.48/32.27  																					|
% 67.48/32.27  																					|-The branch is then unsatisfiable
% 67.48/32.27  																				|-Branch two:
% 67.48/32.27  																				| (1099)  ~ (all_0_51_51 = e2)
% 67.48/32.27  																				| (1152) all_0_52_52 = e2 | all_0_53_53 = e2
% 67.48/32.27  																				|
% 67.48/32.27  																					+-Applying beta-rule and splitting (1152), into two cases.
% 67.48/32.27  																					|-Branch one:
% 67.48/32.27  																					| (352) all_0_52_52 = e2
% 67.48/32.27  																					|
% 67.48/32.27  																						| Combining equations (565,352) yields a new equation:
% 67.48/32.27  																						| (322) e4 = e2
% 67.48/32.27  																						|
% 67.48/32.27  																						| Simplifying 322 yields:
% 67.48/32.27  																						| (323) e4 = e2
% 67.48/32.27  																						|
% 67.48/32.27  																						| Equations (323) can reduce 48 to:
% 67.48/32.27  																						| (266) $false
% 67.48/32.27  																						|
% 67.48/32.27  																						|-The branch is then unsatisfiable
% 67.48/32.27  																					|-Branch two:
% 67.48/32.27  																					| (342)  ~ (all_0_52_52 = e2)
% 67.48/32.27  																					| (607) all_0_53_53 = e2
% 67.48/32.27  																					|
% 67.48/32.27  																						| Equations (607) can reduce 65 to:
% 67.48/32.27  																						| (340)  ~ (all_0_49_49 = e2)
% 67.48/32.27  																						|
% 67.48/32.27  																						| Equations (607) can reduce 190 to:
% 67.48/32.27  																						| (302)  ~ (all_0_50_50 = e2)
% 67.48/32.27  																						|
% 67.48/32.27  																						| Equations (607) can reduce 6 to:
% 67.48/32.27  																						| (1099)  ~ (all_0_51_51 = e2)
% 67.48/32.27  																						|
% 67.48/32.27  																						| From (607) and (84) follows:
% 67.48/32.27  																						| (2566) op(e1, e0) = e2
% 67.48/32.27  																						|
% 67.48/32.27  																						+-Applying beta-rule and splitting (168), into two cases.
% 67.48/32.27  																						|-Branch one:
% 67.48/32.27  																						| (415) all_0_50_50 = e3
% 67.48/32.27  																						|
% 67.48/32.27  																							| Equations (415) can reduce 35 to:
% 67.48/32.27  																							| (409)  ~ (all_0_46_46 = e3)
% 67.48/32.27  																							|
% 67.48/32.27  																							+-Applying beta-rule and splitting (7), into two cases.
% 67.48/32.27  																							|-Branch one:
% 67.48/32.27  																							| (504) all_0_51_51 = e2
% 67.48/32.27  																							|
% 67.48/32.27  																								| Equations (504) can reduce 1099 to:
% 67.48/32.27  																								| (266) $false
% 67.48/32.27  																								|
% 67.48/32.27  																								|-The branch is then unsatisfiable
% 67.48/32.27  																							|-Branch two:
% 67.48/32.27  																							| (1099)  ~ (all_0_51_51 = e2)
% 67.48/32.27  																							| (1100) all_0_51_51 = e4 | all_0_51_51 = e3 | all_0_51_51 = e1
% 67.48/32.27  																							|
% 67.48/32.27  																								+-Applying beta-rule and splitting (18), into two cases.
% 67.48/32.27  																								|-Branch one:
% 67.48/32.27  																								| (453) all_0_41_41 = e1
% 67.48/32.27  																								|
% 67.48/32.27  																									| Equations (453) can reduce 457 to:
% 67.48/32.27  																									| (266) $false
% 67.48/32.27  																									|
% 67.48/32.27  																									|-The branch is then unsatisfiable
% 67.48/32.27  																								|-Branch two:
% 67.48/32.27  																								| (457)  ~ (all_0_41_41 = e1)
% 67.48/32.27  																								| (595) all_0_46_46 = e1 | all_0_50_50 = e1 | all_0_55_55 = e1
% 67.48/32.27  																								|
% 67.48/32.27  																									+-Applying beta-rule and splitting (595), into two cases.
% 67.48/32.27  																									|-Branch one:
% 67.48/32.27  																									| (545) all_0_46_46 = e1
% 67.48/32.27  																									|
% 67.48/32.27  																										| Equations (545) can reduce 208 to:
% 67.48/32.27  																										| (1419)  ~ (all_0_49_49 = e1)
% 67.48/32.27  																										|
% 67.48/32.27  																										| Simplifying 1419 yields:
% 67.48/32.27  																										| (1064)  ~ (all_0_49_49 = e1)
% 67.48/32.27  																										|
% 67.48/32.27  																										| Equations (545) can reduce 409 to:
% 67.48/32.27  																										| (467)  ~ (e3 = e1)
% 67.48/32.27  																										|
% 67.48/32.27  																										| Simplifying 467 yields:
% 67.48/32.27  																										| (213)  ~ (e3 = e1)
% 67.48/32.27  																										|
% 67.48/32.27  																										| Equations (545) can reduce 300 to:
% 67.48/32.27  																										| (604)  ~ (e2 = e1)
% 67.48/32.27  																										|
% 67.48/32.27  																										| Simplifying 604 yields:
% 67.48/32.27  																										| (122)  ~ (e2 = e1)
% 67.48/32.27  																										|
% 67.48/32.27  																										| From (545) and (120) follows:
% 67.48/32.27  																										| (2105) op(e2, e3) = e1
% 67.48/32.27  																										|
% 67.48/32.27  																										+-Applying beta-rule and splitting (160), into two cases.
% 67.48/32.27  																										|-Branch one:
% 67.48/32.27  																										| (601) all_0_50_50 = e1
% 67.48/32.27  																										|
% 67.48/32.27  																											| Combining equations (601,415) yields a new equation:
% 67.48/32.27  																											| (455) e3 = e1
% 67.48/32.27  																											|
% 67.48/32.27  																											| Equations (455) can reduce 213 to:
% 67.48/32.27  																											| (266) $false
% 67.48/32.27  																											|
% 67.48/32.27  																											|-The branch is then unsatisfiable
% 67.48/32.27  																										|-Branch two:
% 67.48/32.27  																										| (759)  ~ (all_0_50_50 = e1)
% 67.48/32.27  																										| (1168) all_0_51_51 = e1 | all_0_52_52 = e1 | all_0_53_53 = e1
% 67.48/32.27  																										|
% 67.48/32.27  																											+-Applying beta-rule and splitting (112), into two cases.
% 67.48/32.27  																											|-Branch one:
% 67.48/32.27  																											| (635) all_0_44_44 = e1
% 67.48/32.27  																											|
% 67.48/32.27  																												| Equations (635) can reduce 639 to:
% 67.48/32.27  																												| (266) $false
% 67.48/32.27  																												|
% 67.48/32.27  																												|-The branch is then unsatisfiable
% 67.48/32.27  																											|-Branch two:
% 67.48/32.27  																											| (639)  ~ (all_0_44_44 = e1)
% 67.48/32.27  																											| (640) all_0_49_49 = e1 | all_0_53_53 = e1 | all_0_58_58 = e1
% 67.48/32.27  																											|
% 67.48/32.27  																												+-Applying beta-rule and splitting (1168), into two cases.
% 67.48/32.27  																												|-Branch one:
% 67.48/32.27  																												| (1109) all_0_51_51 = e1
% 67.48/32.27  																												|
% 67.48/32.27  																													| Equations (1109) can reduce 1099 to:
% 67.48/32.27  																													| (604)  ~ (e2 = e1)
% 67.48/32.27  																													|
% 67.48/32.27  																													| Simplifying 604 yields:
% 67.48/32.27  																													| (122)  ~ (e2 = e1)
% 67.48/32.27  																													|
% 67.48/32.27  																													| From (1109) and (186) follows:
% 67.48/32.27  																													| (699) op(e1, e2) = e1
% 67.48/32.27  																													|
% 67.48/32.27  																													+-Applying beta-rule and splitting (54), into two cases.
% 67.48/32.27  																													|-Branch one:
% 67.48/32.27  																													| (583) all_0_49_49 = e2
% 67.48/32.27  																													|
% 67.48/32.27  																														| Equations (583) can reduce 340 to:
% 67.48/32.27  																														| (266) $false
% 67.48/32.27  																														|
% 67.48/32.27  																														|-The branch is then unsatisfiable
% 67.48/32.27  																													|-Branch two:
% 67.48/32.27  																													| (340)  ~ (all_0_49_49 = e2)
% 67.48/32.27  																													| (586) all_0_49_49 = e4 | all_0_49_49 = e3 | all_0_49_49 = e1 | all_0_49_49 = e0
% 67.48/32.27  																													|
% 67.48/32.27  																														+-Applying beta-rule and splitting (586), into two cases.
% 67.48/32.27  																														|-Branch one:
% 67.48/32.27  																														| (974) all_0_49_49 = e4
% 67.48/32.27  																														|
% 67.48/32.27  																															| Equations (974) can reduce 1064 to:
% 67.48/32.27  																															| (110)  ~ (e4 = e1)
% 67.48/32.27  																															|
% 67.48/32.27  																															| From (974) and (55) follows:
% 67.48/32.27  																															| (61486) op(e2, e0) = e4
% 67.48/32.27  																															|
% 67.48/32.27  																															+-Applying beta-rule and splitting (640), into two cases.
% 67.48/32.27  																															|-Branch one:
% 67.48/32.27  																															| (671) all_0_49_49 = e1
% 67.48/32.27  																															|
% 67.48/32.27  																																| Combining equations (974,671) yields a new equation:
% 67.48/32.27  																																| (636) e4 = e1
% 67.48/32.27  																																|
% 67.48/32.27  																																| Simplifying 636 yields:
% 67.48/32.27  																																| (630) e4 = e1
% 67.48/32.27  																																|
% 67.48/32.27  																																| Equations (630) can reduce 110 to:
% 67.48/32.27  																																| (266) $false
% 67.48/32.27  																																|
% 67.48/32.27  																																|-The branch is then unsatisfiable
% 67.48/32.27  																															|-Branch two:
% 67.48/32.27  																															| (1064)  ~ (all_0_49_49 = e1)
% 67.48/32.27  																															| (2141) all_0_53_53 = e1 | all_0_58_58 = e1
% 67.48/32.27  																															|
% 67.48/32.27  																																+-Applying beta-rule and splitting (2141), into two cases.
% 67.48/32.27  																																|-Branch one:
% 67.48/32.27  																																| (1208) all_0_53_53 = e1
% 67.48/32.27  																																|
% 67.48/32.27  																																	| Combining equations (607,1208) yields a new equation:
% 67.48/32.27  																																	| (616) e2 = e1
% 67.48/32.27  																																	|
% 67.48/32.27  																																	| Simplifying 616 yields:
% 67.48/32.27  																																	| (617) e2 = e1
% 67.48/32.27  																																	|
% 67.48/32.27  																																	| Equations (617) can reduce 122 to:
% 67.48/32.27  																																	| (266) $false
% 67.48/32.27  																																	|
% 67.48/32.27  																																	|-The branch is then unsatisfiable
% 67.48/32.27  																																|-Branch two:
% 67.48/32.27  																																| (1459)  ~ (all_0_53_53 = e1)
% 67.48/32.27  																																| (918) all_0_58_58 = e1
% 67.48/32.27  																																|
% 67.48/32.27  																																	| Equations (918) can reduce 491 to:
% 67.48/32.27  																																	| (233)  ~ (e1 = e0)
% 67.48/32.27  																																	|
% 67.48/32.27  																																	+-Applying beta-rule and splitting (56), into two cases.
% 67.48/32.27  																																	|-Branch one:
% 67.48/32.27  																																	| (696) unit = e2
% 67.48/32.27  																																	|
% 67.48/32.27  																																		| From (696) and (244) follows:
% 67.48/32.27  																																		| (264) op(e2, e4) = e4
% 67.48/32.27  																																		|
% 67.48/32.27  																																		| From (696) and (211) follows:
% 67.48/32.27  																																		| (1612) op(e2, e1) = e1
% 67.48/32.27  																																		|
% 67.48/32.27  																																		| From (696) and (209) follows:
% 67.48/32.27  																																		| (7585) op(e2, e0) = e0
% 67.48/32.27  																																		|
% 67.48/32.27  																																		| From (696) and (227) follows:
% 67.48/32.27  																																		| (4284) op(e4, e2) = e4
% 67.48/32.27  																																		|
% 67.48/32.27  																																		| Instantiating formula (29) with e4, e2, e4, e2 and discharging atoms op(e4, e2) = e4, op(e4, e2) = e2, yields:
% 67.48/32.27  																																		| (323) e4 = e2
% 67.48/32.27  																																		|
% 67.48/32.27  																																		| Instantiating formula (29) with e2, e4, e4, e3 and discharging atoms op(e2, e4) = e4, op(e2, e4) = e3, yields:
% 67.48/32.27  																																		| (425) e4 = e3
% 67.48/32.27  																																		|
% 67.48/32.27  																																		| Instantiating formula (29) with e2, e1, e1, e2 and discharging atoms op(e2, e1) = e2, op(e2, e1) = e1, yields:
% 67.48/32.27  																																		| (617) e2 = e1
% 67.48/32.27  																																		|
% 67.48/32.27  																																		| Instantiating formula (29) with e2, e0, e0, e4 and discharging atoms op(e2, e0) = e4, op(e2, e0) = e0, yields:
% 67.48/32.27  																																		| (397) e4 = e0
% 67.48/32.27  																																		|
% 67.48/32.27  																																		| Combining equations (397,425) yields a new equation:
% 67.48/32.27  																																		| (676) e3 = e0
% 67.48/32.27  																																		|
% 67.48/32.27  																																		| Combining equations (323,425) yields a new equation:
% 67.48/32.27  																																		| (662) e3 = e2
% 67.48/32.27  																																		|
% 67.48/32.27  																																		| Combining equations (662,676) yields a new equation:
% 67.48/32.27  																																		| (391) e2 = e0
% 67.48/32.27  																																		|
% 67.48/32.27  																																		| Simplifying 391 yields:
% 67.48/32.27  																																		| (330) e2 = e0
% 67.48/32.27  																																		|
% 67.48/32.27  																																		| Combining equations (617,330) yields a new equation:
% 67.48/32.27  																																		| (546) e1 = e0
% 67.48/32.27  																																		|
% 67.48/32.27  																																		| Simplifying 546 yields:
% 67.48/32.27  																																		| (431) e1 = e0
% 67.48/32.27  																																		|
% 67.48/32.27  																																		| Equations (431) can reduce 233 to:
% 67.48/32.27  																																		| (266) $false
% 67.48/32.27  																																		|
% 67.48/32.27  																																		|-The branch is then unsatisfiable
% 67.48/32.27  																																	|-Branch two:
% 67.48/32.27  																																	| (707)  ~ (unit = e2)
% 67.48/32.27  																																	| (708) unit = e4 | unit = e3 | unit = e1 | unit = e0
% 67.48/32.27  																																	|
% 67.48/32.27  																																		+-Applying beta-rule and splitting (708), into two cases.
% 67.48/32.27  																																		|-Branch one:
% 67.48/32.27  																																		| (709) unit = e4
% 67.48/32.27  																																		|
% 67.48/32.27  																																			| From (709) and (24) follows:
% 67.48/32.27  																																			| (33325) op(e4, e3) = e3
% 67.48/32.27  																																			|
% 67.48/32.27  																																			| From (709) and (211) follows:
% 67.49/32.27  																																			| (22527) op(e4, e1) = e1
% 67.49/32.27  																																			|
% 67.49/32.27  																																			| From (709) and (32) follows:
% 67.49/32.27  																																			| (712) op(e2, e4) = e2
% 67.49/32.27  																																			|
% 67.49/32.27  																																			| From (709) and (42) follows:
% 67.49/32.27  																																			| (713) op(e0, e4) = e0
% 67.49/32.27  																																			|
% 67.49/32.27  																																			| Instantiating formula (29) with e4, e3, e3, e4 and discharging atoms op(e4, e3) = e4, op(e4, e3) = e3, yields:
% 67.49/32.27  																																			| (425) e4 = e3
% 67.49/32.27  																																			|
% 67.49/32.27  																																			| Instantiating formula (29) with e4, e1, e1, e3 and discharging atoms op(e4, e1) = e3, op(e4, e1) = e1, yields:
% 67.49/32.27  																																			| (455) e3 = e1
% 67.49/32.27  																																			|
% 67.49/32.27  																																			| Instantiating formula (29) with e2, e4, e2, e3 and discharging atoms op(e2, e4) = e3, op(e2, e4) = e2, yields:
% 67.49/32.27  																																			| (662) e3 = e2
% 67.49/32.27  																																			|
% 67.49/32.27  																																			| Instantiating formula (29) with e0, e4, e0, e4 and discharging atoms op(e0, e4) = e4, op(e0, e4) = e0, yields:
% 67.49/32.27  																																			| (397) e4 = e0
% 67.49/32.27  																																			|
% 67.49/32.27  																																			| Combining equations (425,397) yields a new equation:
% 67.49/32.27  																																			| (675) e3 = e0
% 67.49/32.27  																																			|
% 67.49/32.27  																																			| Simplifying 675 yields:
% 67.49/32.27  																																			| (676) e3 = e0
% 67.49/32.27  																																			|
% 67.49/32.27  																																			| Combining equations (676,662) yields a new equation:
% 67.49/32.27  																																			| (330) e2 = e0
% 67.49/32.27  																																			|
% 67.49/32.27  																																			| Combining equations (455,662) yields a new equation:
% 67.49/32.27  																																			| (617) e2 = e1
% 67.49/32.27  																																			|
% 67.49/32.27  																																			| Combining equations (617,330) yields a new equation:
% 67.49/32.27  																																			| (546) e1 = e0
% 67.49/32.27  																																			|
% 67.49/32.27  																																			| Simplifying 546 yields:
% 67.49/32.27  																																			| (431) e1 = e0
% 67.49/32.27  																																			|
% 67.49/32.27  																																			| Equations (431) can reduce 233 to:
% 67.49/32.27  																																			| (266) $false
% 67.49/32.27  																																			|
% 67.49/32.27  																																			|-The branch is then unsatisfiable
% 67.49/32.27  																																		|-Branch two:
% 67.49/32.27  																																		| (724)  ~ (unit = e4)
% 67.49/32.27  																																		| (725) unit = e3 | unit = e1 | unit = e0
% 67.49/32.27  																																		|
% 67.49/32.27  																																			+-Applying beta-rule and splitting (725), into two cases.
% 67.49/32.27  																																			|-Branch one:
% 67.49/32.27  																																			| (726) unit = e0
% 67.49/32.27  																																			|
% 67.49/32.27  																																				| From (726) and (227) follows:
% 67.49/32.27  																																				| (3205) op(e4, e0) = e4
% 67.49/32.27  																																				|
% 67.49/32.27  																																				| From (726) and (32) follows:
% 67.49/32.27  																																				| (727) op(e2, e0) = e2
% 67.49/32.27  																																				|
% 67.49/32.27  																																				| From (726) and (28) follows:
% 67.49/32.27  																																				| (2698) op(e1, e0) = e1
% 67.49/32.27  																																				|
% 67.49/32.27  																																				| Instantiating formula (29) with e4, e0, e4, e0 and discharging atoms op(e4, e0) = e4, op(e4, e0) = e0, yields:
% 67.49/32.27  																																				| (397) e4 = e0
% 67.49/32.27  																																				|
% 67.49/32.27  																																				| Instantiating formula (29) with e2, e0, e2, e4 and discharging atoms op(e2, e0) = e4, op(e2, e0) = e2, yields:
% 67.49/32.27  																																				| (323) e4 = e2
% 67.49/32.27  																																				|
% 67.49/32.27  																																				| Instantiating formula (29) with e1, e0, e1, e2 and discharging atoms op(e1, e0) = e2, op(e1, e0) = e1, yields:
% 67.49/32.28  																																				| (617) e2 = e1
% 67.49/32.28  																																				|
% 67.49/32.28  																																				| Combining equations (397,323) yields a new equation:
% 67.49/32.28  																																				| (330) e2 = e0
% 67.49/32.28  																																				|
% 67.49/32.28  																																				| Combining equations (617,330) yields a new equation:
% 67.49/32.28  																																				| (546) e1 = e0
% 67.49/32.28  																																				|
% 67.49/32.28  																																				| Simplifying 546 yields:
% 67.49/32.28  																																				| (431) e1 = e0
% 67.49/32.28  																																				|
% 67.49/32.28  																																				| Equations (431) can reduce 233 to:
% 67.49/32.28  																																				| (266) $false
% 67.49/32.28  																																				|
% 67.49/32.28  																																				|-The branch is then unsatisfiable
% 67.49/32.28  																																			|-Branch two:
% 67.49/32.28  																																			| (734)  ~ (unit = e0)
% 67.49/32.28  																																			| (735) unit = e3 | unit = e1
% 67.49/32.28  																																			|
% 67.49/32.28  																																				+-Applying beta-rule and splitting (735), into two cases.
% 67.49/32.28  																																				|-Branch one:
% 67.49/32.28  																																				| (736) unit = e1
% 67.49/32.28  																																				|
% 67.49/32.28  																																					| Equations (736) can reduce 734 to:
% 67.49/32.28  																																					| (233)  ~ (e1 = e0)
% 67.49/32.28  																																					|
% 67.49/32.28  																																					| From (736) and (15) follows:
% 67.49/32.28  																																					| (515) op(e1, e2) = e2
% 67.49/32.28  																																					|
% 67.49/32.28  																																					| From (736) and (209) follows:
% 67.49/32.28  																																					| (2715) op(e1, e0) = e0
% 67.49/32.28  																																					|
% 67.49/32.28  																																					| Instantiating formula (29) with e1, e2, e2, e1 and discharging atoms op(e1, e2) = e2, op(e1, e2) = e1, yields:
% 67.49/32.28  																																					| (617) e2 = e1
% 67.49/32.28  																																					|
% 67.49/32.28  																																					| Instantiating formula (29) with e1, e0, e0, e2 and discharging atoms op(e1, e0) = e2, op(e1, e0) = e0, yields:
% 67.49/32.28  																																					| (330) e2 = e0
% 67.49/32.28  																																					|
% 67.49/32.28  																																					| Combining equations (330,617) yields a new equation:
% 67.49/32.28  																																					| (431) e1 = e0
% 67.49/32.28  																																					|
% 67.49/32.28  																																					| Equations (431) can reduce 233 to:
% 67.49/32.28  																																					| (266) $false
% 67.49/32.28  																																					|
% 67.49/32.28  																																					|-The branch is then unsatisfiable
% 67.49/32.28  																																				|-Branch two:
% 67.49/32.28  																																				| (748)  ~ (unit = e1)
% 67.49/32.28  																																				| (749) unit = e3
% 67.49/32.28  																																				|
% 67.49/32.28  																																					| From (749) and (32) follows:
% 67.49/32.28  																																					| (5793) op(e2, e3) = e2
% 67.49/32.28  																																					|
% 67.49/32.28  																																					| From (749) and (42) follows:
% 67.49/32.28  																																					| (752) op(e0, e3) = e0
% 67.49/32.28  																																					|
% 67.49/32.28  																																					| Instantiating formula (29) with e2, e3, e2, e1 and discharging atoms op(e2, e3) = e2, op(e2, e3) = e1, yields:
% 67.49/32.28  																																					| (617) e2 = e1
% 67.49/32.28  																																					|
% 67.49/32.28  																																					| Instantiating formula (29) with e0, e3, e0, e2 and discharging atoms op(e0, e3) = e2, op(e0, e3) = e0, yields:
% 67.49/32.28  																																					| (330) e2 = e0
% 67.49/32.28  																																					|
% 67.49/32.28  																																					| Combining equations (617,330) yields a new equation:
% 67.49/32.28  																																					| (546) e1 = e0
% 67.49/32.28  																																					|
% 67.49/32.28  																																					| Simplifying 546 yields:
% 67.49/32.28  																																					| (431) e1 = e0
% 67.49/32.28  																																					|
% 67.49/32.28  																																					| Equations (431) can reduce 233 to:
% 67.49/32.28  																																					| (266) $false
% 67.49/32.28  																																					|
% 67.49/32.28  																																					|-The branch is then unsatisfiable
% 67.49/32.28  																														|-Branch two:
% 67.49/32.28  																														| (256)  ~ (all_0_49_49 = e4)
% 67.49/32.28  																														| (977) all_0_49_49 = e3 | all_0_49_49 = e1 | all_0_49_49 = e0
% 67.49/32.28  																														|
% 67.49/32.28  																															+-Applying beta-rule and splitting (977), into two cases.
% 67.49/32.28  																															|-Branch one:
% 67.49/32.28  																															| (978) all_0_49_49 = e0
% 67.49/32.28  																															|
% 67.49/32.28  																																| Equations (978) can reduce 487 to:
% 67.49/32.28  																																| (266) $false
% 67.49/32.28  																																|
% 67.49/32.28  																																|-The branch is then unsatisfiable
% 67.49/32.28  																															|-Branch two:
% 67.49/32.28  																															| (487)  ~ (all_0_49_49 = e0)
% 67.49/32.28  																															| (981) all_0_49_49 = e3 | all_0_49_49 = e1
% 67.49/32.28  																															|
% 67.49/32.28  																																+-Applying beta-rule and splitting (981), into two cases.
% 67.49/32.28  																																|-Branch one:
% 67.49/32.28  																																| (671) all_0_49_49 = e1
% 67.49/32.28  																																|
% 67.49/32.28  																																	| Equations (671) can reduce 1064 to:
% 67.49/32.28  																																	| (266) $false
% 67.49/32.28  																																	|
% 67.49/32.28  																																	|-The branch is then unsatisfiable
% 67.49/32.28  																																|-Branch two:
% 67.49/32.28  																																| (1064)  ~ (all_0_49_49 = e1)
% 67.49/32.28  																																| (884) all_0_49_49 = e3
% 67.49/32.28  																																|
% 67.49/32.28  																																	| Equations (884) can reduce 525 to:
% 67.49/32.28  																																	| (266) $false
% 67.49/32.28  																																	|
% 67.49/32.28  																																	|-The branch is then unsatisfiable
% 67.49/32.28  																												|-Branch two:
% 67.49/32.28  																												| (464)  ~ (all_0_51_51 = e1)
% 67.49/32.28  																												| (1202) all_0_52_52 = e1 | all_0_53_53 = e1
% 67.49/32.28  																												|
% 67.49/32.28  																													+-Applying beta-rule and splitting (54), into two cases.
% 67.49/32.28  																													|-Branch one:
% 67.49/32.28  																													| (583) all_0_49_49 = e2
% 67.49/32.28  																													|
% 67.49/32.28  																														| Equations (583) can reduce 340 to:
% 67.49/32.28  																														| (266) $false
% 67.49/32.28  																														|
% 67.49/32.28  																														|-The branch is then unsatisfiable
% 67.49/32.28  																													|-Branch two:
% 67.49/32.28  																													| (340)  ~ (all_0_49_49 = e2)
% 67.49/32.28  																													| (586) all_0_49_49 = e4 | all_0_49_49 = e3 | all_0_49_49 = e1 | all_0_49_49 = e0
% 67.49/32.28  																													|
% 67.49/32.28  																														+-Applying beta-rule and splitting (586), into two cases.
% 67.49/32.28  																														|-Branch one:
% 67.49/32.28  																														| (974) all_0_49_49 = e4
% 67.49/32.28  																														|
% 67.49/32.28  																															| Equations (974) can reduce 1064 to:
% 67.49/32.28  																															| (110)  ~ (e4 = e1)
% 67.49/32.28  																															|
% 67.49/32.28  																															+-Applying beta-rule and splitting (1202), into two cases.
% 67.49/32.28  																															|-Branch one:
% 67.49/32.28  																															| (642) all_0_52_52 = e1
% 67.49/32.28  																															|
% 67.49/32.28  																																| Combining equations (565,642) yields a new equation:
% 67.49/32.28  																																| (636) e4 = e1
% 67.49/32.28  																																|
% 67.49/32.28  																																| Simplifying 636 yields:
% 67.49/32.28  																																| (630) e4 = e1
% 67.49/32.28  																																|
% 67.49/32.28  																																| Equations (630) can reduce 110 to:
% 67.49/32.28  																																| (266) $false
% 67.49/32.28  																																|
% 67.49/32.28  																																|-The branch is then unsatisfiable
% 67.49/32.28  																															|-Branch two:
% 67.49/32.28  																															| (646)  ~ (all_0_52_52 = e1)
% 67.49/32.28  																															| (1208) all_0_53_53 = e1
% 67.49/32.28  																															|
% 67.49/32.28  																																| Combining equations (607,1208) yields a new equation:
% 67.49/32.28  																																| (616) e2 = e1
% 67.49/32.28  																																|
% 67.49/32.28  																																| Simplifying 616 yields:
% 67.49/32.28  																																| (617) e2 = e1
% 67.49/32.28  																																|
% 67.49/32.28  																																| Equations (617) can reduce 122 to:
% 67.49/32.28  																																| (266) $false
% 67.49/32.28  																																|
% 67.49/32.28  																																|-The branch is then unsatisfiable
% 67.49/32.28  																														|-Branch two:
% 67.49/32.28  																														| (256)  ~ (all_0_49_49 = e4)
% 67.49/32.28  																														| (977) all_0_49_49 = e3 | all_0_49_49 = e1 | all_0_49_49 = e0
% 67.49/32.28  																														|
% 67.49/32.28  																															+-Applying beta-rule and splitting (977), into two cases.
% 67.49/32.28  																															|-Branch one:
% 67.49/32.28  																															| (978) all_0_49_49 = e0
% 67.49/32.28  																															|
% 67.49/32.28  																																| Equations (978) can reduce 487 to:
% 67.49/32.28  																																| (266) $false
% 67.49/32.28  																																|
% 67.49/32.28  																																|-The branch is then unsatisfiable
% 67.49/32.28  																															|-Branch two:
% 67.49/32.28  																															| (487)  ~ (all_0_49_49 = e0)
% 67.49/32.28  																															| (981) all_0_49_49 = e3 | all_0_49_49 = e1
% 67.49/32.28  																															|
% 67.49/32.28  																																+-Applying beta-rule and splitting (981), into two cases.
% 67.49/32.28  																																|-Branch one:
% 67.49/32.28  																																| (671) all_0_49_49 = e1
% 67.49/32.28  																																|
% 67.49/32.28  																																	| Equations (671) can reduce 1064 to:
% 67.49/32.28  																																	| (266) $false
% 67.49/32.28  																																	|
% 67.49/32.28  																																	|-The branch is then unsatisfiable
% 67.49/32.28  																																|-Branch two:
% 67.49/32.28  																																| (1064)  ~ (all_0_49_49 = e1)
% 67.49/32.28  																																| (884) all_0_49_49 = e3
% 67.49/32.28  																																|
% 67.49/32.28  																																	| Equations (884) can reduce 525 to:
% 67.49/32.28  																																	| (266) $false
% 67.49/32.28  																																	|
% 67.49/32.28  																																	|-The branch is then unsatisfiable
% 67.49/32.28  																									|-Branch two:
% 67.49/32.28  																									| (549)  ~ (all_0_46_46 = e1)
% 67.49/32.28  																									| (600) all_0_50_50 = e1 | all_0_55_55 = e1
% 67.49/32.28  																									|
% 67.49/32.28  																										+-Applying beta-rule and splitting (160), into two cases.
% 67.49/32.28  																										|-Branch one:
% 67.49/32.28  																										| (601) all_0_50_50 = e1
% 67.49/32.28  																										|
% 67.49/32.28  																											| Combining equations (415,601) yields a new equation:
% 67.49/32.28  																											| (454) e3 = e1
% 67.49/32.28  																											|
% 67.49/32.28  																											| Simplifying 454 yields:
% 67.49/32.28  																											| (455) e3 = e1
% 67.49/32.28  																											|
% 67.49/32.28  																											| Equations (455) can reduce 213 to:
% 67.49/32.28  																											| (266) $false
% 67.49/32.28  																											|
% 67.49/32.28  																											|-The branch is then unsatisfiable
% 67.49/32.28  																										|-Branch two:
% 67.49/32.28  																										| (759)  ~ (all_0_50_50 = e1)
% 67.49/32.28  																										| (1168) all_0_51_51 = e1 | all_0_52_52 = e1 | all_0_53_53 = e1
% 67.49/32.28  																										|
% 67.49/32.28  																											| Equations (415) can reduce 759 to:
% 67.49/32.28  																											| (213)  ~ (e3 = e1)
% 67.49/32.28  																											|
% 67.49/32.28  																											+-Applying beta-rule and splitting (600), into two cases.
% 67.49/32.28  																											|-Branch one:
% 67.49/32.28  																											| (601) all_0_50_50 = e1
% 67.49/32.28  																											|
% 67.49/32.28  																												| Combining equations (415,601) yields a new equation:
% 67.49/32.28  																												| (454) e3 = e1
% 67.49/32.28  																												|
% 67.49/32.28  																												| Simplifying 454 yields:
% 67.49/32.28  																												| (455) e3 = e1
% 67.49/32.28  																												|
% 67.49/32.28  																												| Equations (455) can reduce 213 to:
% 67.49/32.28  																												| (266) $false
% 67.49/32.28  																												|
% 67.49/32.28  																												|-The branch is then unsatisfiable
% 67.49/32.28  																											|-Branch two:
% 67.49/32.28  																											| (759)  ~ (all_0_50_50 = e1)
% 67.49/32.28  																											| (629) all_0_55_55 = e1
% 67.49/32.28  																											|
% 67.49/32.28  																												| Combining equations (386,629) yields a new equation:
% 67.49/32.28  																												| (616) e2 = e1
% 67.49/32.28  																												|
% 67.49/32.28  																												| Simplifying 616 yields:
% 67.49/32.28  																												| (617) e2 = e1
% 67.49/32.28  																												|
% 67.49/32.28  																												| Equations (617) can reduce 122 to:
% 67.49/32.28  																												| (266) $false
% 67.49/32.28  																												|
% 67.49/32.28  																												|-The branch is then unsatisfiable
% 67.49/32.28  																						|-Branch two:
% 67.49/32.28  																						| (411)  ~ (all_0_50_50 = e3)
% 67.49/32.28  																						| (418) all_0_51_51 = e3 | all_0_53_53 = e3
% 67.49/32.28  																						|
% 67.49/32.28  																							+-Applying beta-rule and splitting (241), into two cases.
% 67.49/32.28  																							|-Branch one:
% 67.49/32.28  																							| (378) all_0_50_50 = e2
% 67.49/32.28  																							|
% 67.49/32.28  																								| Equations (378) can reduce 302 to:
% 67.49/32.28  																								| (266) $false
% 67.49/32.28  																								|
% 67.49/32.28  																								|-The branch is then unsatisfiable
% 67.49/32.28  																							|-Branch two:
% 67.49/32.28  																							| (302)  ~ (all_0_50_50 = e2)
% 67.49/32.28  																							| (422) all_0_50_50 = e4 | all_0_50_50 = e3 | all_0_50_50 = e1
% 67.49/32.28  																							|
% 67.49/32.28  																								+-Applying beta-rule and splitting (144), into two cases.
% 67.49/32.28  																								|-Branch one:
% 67.49/32.28  																								| (403) all_0_41_41 = e3
% 67.49/32.28  																								|
% 67.49/32.28  																									| Equations (403) can reduce 149 to:
% 67.49/32.28  																									| (406)  ~ (all_0_44_44 = e3)
% 67.49/32.28  																									|
% 67.49/32.28  																									| Simplifying 406 yields:
% 67.49/32.28  																									| (407)  ~ (all_0_44_44 = e3)
% 67.49/32.28  																									|
% 67.49/32.28  																									| Equations (403) can reduce 221 to:
% 67.49/32.28  																									| (410)  ~ (all_0_50_50 = e3)
% 67.49/32.28  																									|
% 67.49/32.28  																									| Simplifying 410 yields:
% 67.49/32.28  																									| (411)  ~ (all_0_50_50 = e3)
% 67.49/32.28  																									|
% 67.49/32.28  																									| Equations (403) can reduce 85 to:
% 67.49/32.28  																									| (212)  ~ (e3 = e2)
% 67.49/32.28  																									|
% 67.49/32.28  																									+-Applying beta-rule and splitting (422), into two cases.
% 67.49/32.28  																									|-Branch one:
% 67.49/32.28  																									| (775) all_0_50_50 = e4
% 67.49/32.28  																									|
% 67.49/32.28  																										| Equations (775) can reduce 566 to:
% 67.49/32.28  																										| (266) $false
% 67.49/32.28  																										|
% 67.49/32.28  																										|-The branch is then unsatisfiable
% 67.49/32.28  																									|-Branch two:
% 67.49/32.28  																									| (566)  ~ (all_0_50_50 = e4)
% 67.49/32.28  																									| (1444) all_0_50_50 = e3 | all_0_50_50 = e1
% 67.49/32.28  																									|
% 67.49/32.28  																										+-Applying beta-rule and splitting (26), into two cases.
% 67.49/32.28  																										|-Branch one:
% 67.49/32.28  																										| (446) all_0_44_44 = e4
% 67.49/32.28  																										|
% 67.49/32.28  																											| Equations (446) can reduce 73 to:
% 67.49/32.28  																											| (1890)  ~ (all_0_42_42 = e4)
% 67.49/32.28  																											|
% 67.49/32.28  																											| Equations (446) can reduce 9 to:
% 67.49/32.28  																											| (255)  ~ (all_0_49_49 = e4)
% 67.49/32.28  																											|
% 67.49/32.28  																											| Simplifying 255 yields:
% 67.49/32.28  																											| (256)  ~ (all_0_49_49 = e4)
% 67.49/32.28  																											|
% 67.49/32.28  																											| Equations (446) can reduce 407 to:
% 67.49/32.28  																											| (188)  ~ (e4 = e3)
% 67.49/32.28  																											|
% 67.49/32.28  																											| From (446) and (138) follows:
% 67.49/32.28  																											| (4646) op(e3, e0) = e4
% 67.49/32.28  																											|
% 67.49/32.28  																											+-Applying beta-rule and splitting (189), into two cases.
% 67.49/32.28  																											|-Branch one:
% 67.49/32.28  																											| (532) all_0_44_44 = e3
% 67.49/32.28  																											|
% 67.49/32.28  																												| Combining equations (532,446) yields a new equation:
% 67.49/32.28  																												| (425) e4 = e3
% 67.49/32.28  																												|
% 67.49/32.28  																												| Equations (425) can reduce 188 to:
% 67.49/32.28  																												| (266) $false
% 67.49/32.28  																												|
% 67.49/32.28  																												|-The branch is then unsatisfiable
% 67.49/32.28  																											|-Branch two:
% 67.49/32.28  																											| (407)  ~ (all_0_44_44 = e3)
% 67.49/32.28  																											| (537) all_0_49_49 = e3 | all_0_53_53 = e3 | all_0_58_58 = e3
% 67.49/32.28  																											|
% 67.49/32.28  																												+-Applying beta-rule and splitting (537), into two cases.
% 67.49/32.28  																												|-Branch one:
% 67.49/32.28  																												| (884) all_0_49_49 = e3
% 67.49/32.28  																												|
% 67.49/32.28  																													| Equations (884) can reduce 525 to:
% 67.49/32.28  																													| (266) $false
% 67.49/32.28  																													|
% 67.49/32.28  																													|-The branch is then unsatisfiable
% 67.49/32.28  																												|-Branch two:
% 67.49/32.28  																												| (525)  ~ (all_0_49_49 = e3)
% 67.49/32.28  																												| (887) all_0_53_53 = e3 | all_0_58_58 = e3
% 67.49/32.28  																												|
% 67.49/32.28  																													+-Applying beta-rule and splitting (152), into two cases.
% 67.49/32.28  																													|-Branch one:
% 67.49/32.28  																													| (1392) all_0_42_42 = e4
% 67.49/32.28  																													|
% 67.49/32.28  																														| Equations (1392) can reduce 1890 to:
% 67.49/32.28  																														| (266) $false
% 67.49/32.28  																														|
% 67.49/32.28  																														|-The branch is then unsatisfiable
% 67.49/32.28  																													|-Branch two:
% 67.49/32.28  																													| (1890)  ~ (all_0_42_42 = e4)
% 67.49/32.28  																													| (1969) all_0_42_42 = e3 | all_0_42_42 = e1 | all_0_42_42 = e0
% 67.49/32.28  																													|
% 67.49/32.28  																														+-Applying beta-rule and splitting (418), into two cases.
% 67.49/32.28  																														|-Branch one:
% 67.49/32.28  																														| (660) all_0_51_51 = e3
% 67.49/32.28  																														|
% 67.49/32.28  																															| Equations (660) can reduce 61 to:
% 67.49/32.28  																															| (405)  ~ (all_0_42_42 = e3)
% 67.49/32.28  																															|
% 67.49/32.28  																															| Equations (660) can reduce 59 to:
% 67.49/32.28  																															| (411)  ~ (all_0_50_50 = e3)
% 67.49/32.28  																															|
% 67.49/32.28  																															| Equations (660) can reduce 16 to:
% 67.49/32.28  																															| (271)  ~ (all_0_56_56 = e3)
% 67.49/32.28  																															|
% 67.49/32.28  																															| Simplifying 271 yields:
% 67.49/32.28  																															| (272)  ~ (all_0_56_56 = e3)
% 67.49/32.28  																															|
% 67.49/32.28  																															| Equations (660) can reduce 1099 to:
% 67.49/32.28  																															| (212)  ~ (e3 = e2)
% 67.49/32.28  																															|
% 67.49/32.28  																															| From (660) and (186) follows:
% 67.49/32.28  																															| (1552) op(e1, e2) = e3
% 67.49/32.28  																															|
% 67.49/32.28  																															+-Applying beta-rule and splitting (160), into two cases.
% 67.49/32.28  																															|-Branch one:
% 67.49/32.28  																															| (601) all_0_50_50 = e1
% 67.49/32.28  																															|
% 67.49/32.28  																																| Equations (601) can reduce 35 to:
% 67.49/32.28  																																| (549)  ~ (all_0_46_46 = e1)
% 67.49/32.28  																																|
% 67.49/32.28  																																| Equations (601) can reduce 566 to:
% 67.49/32.28  																																| (602)  ~ (e4 = e1)
% 67.49/32.28  																																|
% 67.49/32.28  																																| Simplifying 602 yields:
% 67.49/32.28  																																| (110)  ~ (e4 = e1)
% 67.49/32.28  																																|
% 67.49/32.28  																																| Equations (601) can reduce 411 to:
% 67.49/32.28  																																| (467)  ~ (e3 = e1)
% 67.49/32.28  																																|
% 67.49/32.28  																																| Simplifying 467 yields:
% 67.49/32.28  																																| (213)  ~ (e3 = e1)
% 67.49/32.28  																																|
% 67.49/32.28  																																| Equations (601) can reduce 302 to:
% 67.49/32.28  																																| (604)  ~ (e2 = e1)
% 67.49/32.28  																																|
% 67.49/32.28  																																| Simplifying 604 yields:
% 67.49/32.28  																																| (122)  ~ (e2 = e1)
% 67.49/32.28  																																|
% 67.49/32.28  																																+-Applying beta-rule and splitting (1969), into two cases.
% 67.49/32.28  																																|-Branch one:
% 67.49/32.28  																																| (559) all_0_42_42 = e0
% 67.49/32.28  																																|
% 67.49/32.28  																																	| Equations (559) can reduce 198 to:
% 67.49/32.28  																																	| (1402)  ~ (all_0_47_47 = e0)
% 67.49/32.28  																																	|
% 67.49/32.28  																																	| Simplifying 1402 yields:
% 67.49/32.28  																																	| (678)  ~ (all_0_47_47 = e0)
% 67.49/32.28  																																	|
% 67.49/32.28  																																	| Equations (559) can reduce 51 to:
% 67.49/32.28  																																	| (365)  ~ (e2 = e0)
% 67.49/32.28  																																	|
% 67.49/32.28  																																	| Simplifying 365 yields:
% 67.49/32.28  																																	| (128)  ~ (e2 = e0)
% 67.49/32.28  																																	|
% 67.49/32.28  																																	+-Applying beta-rule and splitting (887), into two cases.
% 67.49/32.28  																																	|-Branch one:
% 67.49/32.28  																																	| (665) all_0_53_53 = e3
% 67.49/32.28  																																	|
% 67.49/32.28  																																		| Combining equations (607,665) yields a new equation:
% 67.49/32.28  																																		| (662) e3 = e2
% 67.49/32.28  																																		|
% 67.49/32.28  																																		| Equations (662) can reduce 212 to:
% 67.49/32.28  																																		| (266) $false
% 67.49/32.28  																																		|
% 67.49/32.28  																																		|-The branch is then unsatisfiable
% 67.49/32.28  																																	|-Branch two:
% 67.49/32.28  																																	| (903)  ~ (all_0_53_53 = e3)
% 67.49/32.28  																																	| (795) all_0_58_58 = e3
% 67.49/32.28  																																	|
% 67.49/32.28  																																		| Equations (795) can reduce 119 to:
% 67.49/32.28  																																		| (525)  ~ (all_0_49_49 = e3)
% 67.49/32.28  																																		|
% 67.49/32.28  																																		| Equations (795) can reduce 44 to:
% 67.49/32.28  																																		| (272)  ~ (all_0_56_56 = e3)
% 67.49/32.28  																																		|
% 67.49/32.28  																																		+-Applying beta-rule and splitting (216), into two cases.
% 67.49/32.28  																																		|-Branch one:
% 67.49/32.28  																																		| (629) all_0_55_55 = e1
% 67.49/32.28  																																		|
% 67.49/32.28  																																			| Combining equations (629,386) yields a new equation:
% 67.49/32.28  																																			| (617) e2 = e1
% 67.49/32.28  																																			|
% 67.49/32.28  																																			| Equations (617) can reduce 122 to:
% 67.49/32.28  																																			| (266) $false
% 67.49/32.28  																																			|
% 67.49/32.28  																																			|-The branch is then unsatisfiable
% 67.49/32.28  																																		|-Branch two:
% 67.49/32.28  																																		| (632)  ~ (all_0_55_55 = e1)
% 67.49/32.28  																																		| (633) all_0_56_56 = e1 | all_0_57_57 = e1 | all_0_58_58 = e1
% 67.49/32.28  																																		|
% 67.49/32.28  																																			+-Applying beta-rule and splitting (184), into two cases.
% 67.49/32.28  																																			|-Branch one:
% 67.49/32.28  																																			| (538) all_0_46_46 = e0
% 67.49/32.28  																																			|
% 67.49/32.28  																																				| Equations (538) can reduce 208 to:
% 67.49/32.28  																																				| (486)  ~ (all_0_49_49 = e0)
% 67.49/32.28  																																				|
% 67.49/32.28  																																				| Simplifying 486 yields:
% 67.49/32.28  																																				| (487)  ~ (all_0_49_49 = e0)
% 67.49/32.28  																																				|
% 67.49/32.28  																																				| Equations (538) can reduce 300 to:
% 67.49/32.28  																																				| (365)  ~ (e2 = e0)
% 67.49/32.28  																																				|
% 67.49/32.28  																																				| Simplifying 365 yields:
% 67.49/32.28  																																				| (128)  ~ (e2 = e0)
% 67.49/32.28  																																				|
% 67.49/32.28  																																				| Equations (538) can reduce 549 to:
% 67.49/32.28  																																				| (435)  ~ (e1 = e0)
% 67.49/32.28  																																				|
% 67.49/32.28  																																				| Simplifying 435 yields:
% 67.49/32.28  																																				| (233)  ~ (e1 = e0)
% 67.49/32.28  																																				|
% 67.49/32.28  																																				| From (538) and (120) follows:
% 67.49/32.28  																																				| (544) op(e2, e3) = e0
% 67.49/32.28  																																				|
% 67.49/32.28  																																				+-Applying beta-rule and splitting (112), into two cases.
% 67.49/32.28  																																				|-Branch one:
% 67.49/32.28  																																				| (635) all_0_44_44 = e1
% 67.49/32.28  																																				|
% 67.49/32.28  																																					| Combining equations (446,635) yields a new equation:
% 67.49/32.28  																																					| (636) e4 = e1
% 67.49/32.28  																																					|
% 67.49/32.28  																																					| Simplifying 636 yields:
% 67.49/32.28  																																					| (630) e4 = e1
% 67.49/32.28  																																					|
% 67.49/32.28  																																					| Equations (630) can reduce 110 to:
% 67.49/32.28  																																					| (266) $false
% 67.49/32.28  																																					|
% 67.49/32.28  																																					|-The branch is then unsatisfiable
% 67.49/32.28  																																				|-Branch two:
% 67.49/32.28  																																				| (639)  ~ (all_0_44_44 = e1)
% 67.49/32.28  																																				| (640) all_0_49_49 = e1 | all_0_53_53 = e1 | all_0_58_58 = e1
% 67.49/32.28  																																				|
% 67.49/32.28  																																					+-Applying beta-rule and splitting (133), into two cases.
% 67.49/32.28  																																					|-Branch one:
% 67.49/32.28  																																					| (833) all_0_56_56 = e2
% 67.49/32.28  																																					|
% 67.49/32.28  																																						| Equations (833) can reduce 511 to:
% 67.49/32.28  																																						| (266) $false
% 67.49/32.28  																																						|
% 67.49/32.28  																																						|-The branch is then unsatisfiable
% 67.49/32.28  																																					|-Branch two:
% 67.49/32.28  																																					| (511)  ~ (all_0_56_56 = e2)
% 67.49/32.28  																																					| (836) all_0_56_56 = e4 | all_0_56_56 = e3 | all_0_56_56 = e1 | all_0_56_56 = e0
% 67.49/32.28  																																					|
% 67.49/32.28  																																						+-Applying beta-rule and splitting (633), into two cases.
% 67.49/32.28  																																						|-Branch one:
% 67.49/32.28  																																						| (1569) all_0_56_56 = e1
% 67.49/32.28  																																						|
% 67.49/32.28  																																							| Equations (1569) can reduce 272 to:
% 67.49/32.28  																																							| (467)  ~ (e3 = e1)
% 67.49/32.28  																																							|
% 67.49/32.28  																																							| Simplifying 467 yields:
% 67.49/32.28  																																							| (213)  ~ (e3 = e1)
% 67.49/32.28  																																							|
% 67.49/32.28  																																							| Equations (1569) can reduce 511 to:
% 67.49/32.28  																																							| (604)  ~ (e2 = e1)
% 67.49/32.28  																																							|
% 67.49/32.28  																																							| Simplifying 604 yields:
% 67.49/32.28  																																							| (122)  ~ (e2 = e1)
% 67.49/32.28  																																							|
% 67.49/32.28  																																							| From (1569) and (111) follows:
% 67.49/32.28  																																							| (3175) op(e0, e2) = e1
% 67.49/32.28  																																							|
% 67.49/32.28  																																							+-Applying beta-rule and splitting (640), into two cases.
% 67.49/32.28  																																							|-Branch one:
% 67.49/32.28  																																							| (671) all_0_49_49 = e1
% 67.49/32.28  																																							|
% 67.49/32.28  																																								| Equations (671) can reduce 487 to:
% 67.49/32.28  																																								| (233)  ~ (e1 = e0)
% 67.49/32.28  																																								|
% 67.49/32.28  																																								+-Applying beta-rule and splitting (56), into two cases.
% 67.49/32.28  																																								|-Branch one:
% 67.49/32.28  																																								| (696) unit = e2
% 67.49/32.28  																																								|
% 67.49/32.28  																																									| From (696) and (24) follows:
% 67.49/32.28  																																									| (697) op(e2, e3) = e3
% 67.49/32.28  																																									|
% 67.49/32.28  																																									| From (696) and (28) follows:
% 67.49/32.28  																																									| (699) op(e1, e2) = e1
% 67.49/32.28  																																									|
% 67.49/32.28  																																									| Instantiating formula (29) with e2, e3, e3, e0 and discharging atoms op(e2, e3) = e3, op(e2, e3) = e0, yields:
% 67.49/32.28  																																									| (676) e3 = e0
% 67.49/32.28  																																									|
% 67.49/32.28  																																									| Instantiating formula (29) with e1, e2, e1, e3 and discharging atoms op(e1, e2) = e3, op(e1, e2) = e1, yields:
% 67.49/32.28  																																									| (455) e3 = e1
% 67.49/32.28  																																									|
% 67.49/32.28  																																									| Combining equations (676,455) yields a new equation:
% 67.49/32.28  																																									| (431) e1 = e0
% 67.49/32.28  																																									|
% 67.49/32.28  																																									| Equations (431) can reduce 233 to:
% 67.49/32.28  																																									| (266) $false
% 67.49/32.28  																																									|
% 67.49/32.28  																																									|-The branch is then unsatisfiable
% 67.49/32.28  																																								|-Branch two:
% 67.49/32.28  																																								| (707)  ~ (unit = e2)
% 67.49/32.28  																																								| (708) unit = e4 | unit = e3 | unit = e1 | unit = e0
% 67.49/32.28  																																								|
% 67.49/32.28  																																									+-Applying beta-rule and splitting (708), into two cases.
% 67.49/32.28  																																									|-Branch one:
% 67.49/32.28  																																									| (709) unit = e4
% 67.49/32.28  																																									|
% 67.49/32.28  																																										| From (709) and (24) follows:
% 67.49/32.28  																																										| (33325) op(e4, e3) = e3
% 67.49/32.28  																																										|
% 67.49/32.28  																																										| From (709) and (211) follows:
% 67.49/32.29  																																										| (22527) op(e4, e1) = e1
% 67.49/32.29  																																										|
% 67.49/32.29  																																										| From (709) and (32) follows:
% 67.49/32.29  																																										| (712) op(e2, e4) = e2
% 67.49/32.29  																																										|
% 67.49/32.29  																																										| From (709) and (42) follows:
% 67.49/32.29  																																										| (713) op(e0, e4) = e0
% 67.49/32.29  																																										|
% 67.49/32.29  																																										| Instantiating formula (29) with e4, e3, e3, e4 and discharging atoms op(e4, e3) = e4, op(e4, e3) = e3, yields:
% 67.49/32.29  																																										| (425) e4 = e3
% 67.49/32.29  																																										|
% 67.49/32.29  																																										| Instantiating formula (29) with e4, e1, e1, e3 and discharging atoms op(e4, e1) = e3, op(e4, e1) = e1, yields:
% 67.49/32.29  																																										| (455) e3 = e1
% 67.49/32.29  																																										|
% 67.49/32.29  																																										| Instantiating formula (29) with e2, e4, e2, e3 and discharging atoms op(e2, e4) = e3, op(e2, e4) = e2, yields:
% 67.49/32.29  																																										| (662) e3 = e2
% 67.49/32.29  																																										|
% 67.49/32.29  																																										| Instantiating formula (29) with e0, e4, e0, e4 and discharging atoms op(e0, e4) = e4, op(e0, e4) = e0, yields:
% 67.49/32.29  																																										| (397) e4 = e0
% 67.49/32.29  																																										|
% 67.49/32.29  																																										| Combining equations (425,397) yields a new equation:
% 67.49/32.29  																																										| (675) e3 = e0
% 67.49/32.29  																																										|
% 67.49/32.29  																																										| Simplifying 675 yields:
% 67.49/32.29  																																										| (676) e3 = e0
% 67.49/32.29  																																										|
% 67.49/32.29  																																										| Combining equations (676,662) yields a new equation:
% 67.49/32.29  																																										| (330) e2 = e0
% 67.49/32.29  																																										|
% 67.49/32.29  																																										| Combining equations (455,662) yields a new equation:
% 67.49/32.29  																																										| (617) e2 = e1
% 67.49/32.29  																																										|
% 67.49/32.29  																																										| Combining equations (617,330) yields a new equation:
% 67.49/32.29  																																										| (546) e1 = e0
% 67.49/32.29  																																										|
% 67.49/32.29  																																										| Simplifying 546 yields:
% 67.49/32.29  																																										| (431) e1 = e0
% 67.49/32.29  																																										|
% 67.49/32.29  																																										| Equations (431) can reduce 233 to:
% 67.49/32.29  																																										| (266) $false
% 67.49/32.29  																																										|
% 67.49/32.29  																																										|-The branch is then unsatisfiable
% 67.49/32.29  																																									|-Branch two:
% 67.49/32.29  																																									| (724)  ~ (unit = e4)
% 67.49/32.29  																																									| (725) unit = e3 | unit = e1 | unit = e0
% 67.49/32.29  																																									|
% 67.49/32.29  																																										+-Applying beta-rule and splitting (725), into two cases.
% 67.49/32.29  																																										|-Branch one:
% 67.49/32.29  																																										| (726) unit = e0
% 67.49/32.29  																																										|
% 67.49/32.29  																																											| From (726) and (24) follows:
% 67.49/32.29  																																											| (2208) op(e0, e3) = e3
% 67.49/32.29  																																											|
% 67.49/32.29  																																											| From (726) and (15) follows:
% 67.49/32.29  																																											| (1508) op(e0, e2) = e2
% 67.49/32.29  																																											|
% 67.49/32.29  																																											| From (726) and (227) follows:
% 67.49/32.29  																																											| (3205) op(e4, e0) = e4
% 67.49/32.29  																																											|
% 67.49/32.29  																																											| From (726) and (40) follows:
% 67.49/32.29  																																											| (1639) op(e3, e0) = e3
% 67.49/32.29  																																											|
% 67.49/32.29  																																											| Instantiating formula (29) with e4, e0, e4, e0 and discharging atoms op(e4, e0) = e4, op(e4, e0) = e0, yields:
% 67.49/32.29  																																											| (397) e4 = e0
% 67.49/32.29  																																											|
% 67.49/32.29  																																											| Instantiating formula (29) with e3, e0, e3, e4 and discharging atoms op(e3, e0) = e4, op(e3, e0) = e3, yields:
% 67.49/32.29  																																											| (425) e4 = e3
% 67.49/32.29  																																											|
% 67.49/32.29  																																											| Instantiating formula (29) with e0, e3, e3, e2 and discharging atoms op(e0, e3) = e3, op(e0, e3) = e2, yields:
% 67.49/32.29  																																											| (662) e3 = e2
% 67.49/32.29  																																											|
% 67.49/32.29  																																											| Instantiating formula (29) with e0, e2, e2, e1 and discharging atoms op(e0, e2) = e2, op(e0, e2) = e1, yields:
% 67.49/32.29  																																											| (617) e2 = e1
% 67.49/32.29  																																											|
% 67.49/32.29  																																											| Combining equations (397,425) yields a new equation:
% 67.49/32.29  																																											| (676) e3 = e0
% 67.49/32.29  																																											|
% 67.49/32.29  																																											| Combining equations (662,676) yields a new equation:
% 67.49/32.29  																																											| (391) e2 = e0
% 67.49/32.29  																																											|
% 67.49/32.29  																																											| Simplifying 391 yields:
% 67.49/32.29  																																											| (330) e2 = e0
% 67.49/32.29  																																											|
% 67.49/32.29  																																											| Combining equations (330,617) yields a new equation:
% 67.49/32.29  																																											| (431) e1 = e0
% 67.49/32.29  																																											|
% 67.49/32.29  																																											| Equations (431) can reduce 233 to:
% 67.49/32.29  																																											| (266) $false
% 67.49/32.29  																																											|
% 67.49/32.29  																																											|-The branch is then unsatisfiable
% 67.49/32.29  																																										|-Branch two:
% 67.49/32.29  																																										| (734)  ~ (unit = e0)
% 67.49/32.29  																																										| (735) unit = e3 | unit = e1
% 67.49/32.29  																																										|
% 67.49/32.29  																																											+-Applying beta-rule and splitting (735), into two cases.
% 67.49/32.29  																																											|-Branch one:
% 67.49/32.29  																																											| (736) unit = e1
% 67.49/32.29  																																											|
% 67.49/32.29  																																												| Equations (736) can reduce 734 to:
% 67.49/32.29  																																												| (233)  ~ (e1 = e0)
% 67.49/32.29  																																												|
% 67.49/32.29  																																												| From (736) and (244) follows:
% 67.49/32.29  																																												| (738) op(e1, e4) = e4
% 67.49/32.29  																																												|
% 67.49/32.29  																																												| From (736) and (15) follows:
% 67.49/32.29  																																												| (515) op(e1, e2) = e2
% 67.49/32.29  																																												|
% 67.49/32.29  																																												| From (736) and (227) follows:
% 67.49/32.29  																																												| (739) op(e4, e1) = e4
% 67.49/32.29  																																												|
% 67.49/32.29  																																												| From (736) and (28) follows:
% 67.49/32.29  																																												| (740) op(e1, e1) = e1
% 67.49/32.29  																																												|
% 67.49/32.29  																																												| Instantiating formula (29) with e4, e1, e4, e3 and discharging atoms op(e4, e1) = e4, op(e4, e1) = e3, yields:
% 67.49/32.29  																																												| (425) e4 = e3
% 67.49/32.29  																																												|
% 67.49/32.29  																																												| Instantiating formula (29) with e1, e4, e4, e0 and discharging atoms op(e1, e4) = e4, op(e1, e4) = e0, yields:
% 67.49/32.29  																																												| (397) e4 = e0
% 67.49/32.29  																																												|
% 67.49/32.29  																																												| Instantiating formula (29) with e1, e2, e2, e3 and discharging atoms op(e1, e2) = e3, op(e1, e2) = e2, yields:
% 67.49/32.29  																																												| (662) e3 = e2
% 67.49/32.29  																																												|
% 67.49/32.29  																																												| Instantiating formula (29) with e1, e1, e1, e4 and discharging atoms op(e1, e1) = e4, op(e1, e1) = e1, yields:
% 67.49/32.29  																																												| (630) e4 = e1
% 67.49/32.29  																																												|
% 67.49/32.29  																																												| Combining equations (630,425) yields a new equation:
% 67.49/32.29  																																												| (455) e3 = e1
% 67.49/32.29  																																												|
% 67.49/32.29  																																												| Combining equations (397,425) yields a new equation:
% 67.49/32.29  																																												| (676) e3 = e0
% 67.49/32.29  																																												|
% 67.49/32.29  																																												| Combining equations (676,662) yields a new equation:
% 67.49/32.29  																																												| (330) e2 = e0
% 67.49/32.29  																																												|
% 67.49/32.29  																																												| Combining equations (455,662) yields a new equation:
% 67.49/32.29  																																												| (617) e2 = e1
% 67.49/32.29  																																												|
% 67.49/32.29  																																												| Combining equations (617,330) yields a new equation:
% 67.49/32.29  																																												| (546) e1 = e0
% 67.49/32.29  																																												|
% 67.49/32.29  																																												| Simplifying 546 yields:
% 67.49/32.29  																																												| (431) e1 = e0
% 67.49/32.29  																																												|
% 67.49/32.29  																																												| Equations (431) can reduce 233 to:
% 67.49/32.29  																																												| (266) $false
% 67.49/32.29  																																												|
% 67.49/32.29  																																												|-The branch is then unsatisfiable
% 67.49/32.29  																																											|-Branch two:
% 67.49/32.29  																																											| (748)  ~ (unit = e1)
% 67.49/32.29  																																											| (749) unit = e3
% 67.49/32.29  																																											|
% 67.49/32.29  																																												| From (749) and (244) follows:
% 67.49/32.29  																																												| (750) op(e3, e4) = e4
% 67.49/32.29  																																												|
% 67.49/32.29  																																												| From (749) and (209) follows:
% 67.49/32.29  																																												| (1667) op(e3, e0) = e0
% 67.49/32.29  																																												|
% 67.49/32.29  																																												| Instantiating formula (29) with e3, e4, e4, e2 and discharging atoms op(e3, e4) = e4, op(e3, e4) = e2, yields:
% 67.49/32.29  																																												| (323) e4 = e2
% 67.49/32.29  																																												|
% 67.49/32.29  																																												| Instantiating formula (29) with e3, e0, e0, e4 and discharging atoms op(e3, e0) = e4, op(e3, e0) = e0, yields:
% 67.49/32.29  																																												| (397) e4 = e0
% 67.49/32.29  																																												|
% 67.49/32.29  																																												| Combining equations (323,397) yields a new equation:
% 67.49/32.29  																																												| (391) e2 = e0
% 67.49/32.29  																																												|
% 67.49/32.29  																																												| Simplifying 391 yields:
% 67.49/32.29  																																												| (330) e2 = e0
% 67.49/32.29  																																												|
% 67.49/32.29  																																												| Equations (330) can reduce 128 to:
% 67.49/32.29  																																												| (266) $false
% 67.49/32.29  																																												|
% 67.49/32.29  																																												|-The branch is then unsatisfiable
% 67.49/32.29  																																							|-Branch two:
% 67.49/32.29  																																							| (1064)  ~ (all_0_49_49 = e1)
% 67.49/32.29  																																							| (2141) all_0_53_53 = e1 | all_0_58_58 = e1
% 67.49/32.29  																																							|
% 67.49/32.29  																																								+-Applying beta-rule and splitting (2141), into two cases.
% 67.49/32.29  																																								|-Branch one:
% 67.49/32.29  																																								| (1208) all_0_53_53 = e1
% 67.49/32.29  																																								|
% 67.49/32.29  																																									| Combining equations (1208,607) yields a new equation:
% 67.49/32.29  																																									| (617) e2 = e1
% 67.49/32.29  																																									|
% 67.49/32.29  																																									| Equations (617) can reduce 122 to:
% 67.49/32.29  																																									| (266) $false
% 67.49/32.29  																																									|
% 67.49/32.29  																																									|-The branch is then unsatisfiable
% 67.49/32.29  																																								|-Branch two:
% 67.49/32.29  																																								| (1459)  ~ (all_0_53_53 = e1)
% 67.49/32.29  																																								| (918) all_0_58_58 = e1
% 67.49/32.29  																																								|
% 67.49/32.29  																																									| Combining equations (795,918) yields a new equation:
% 67.49/32.29  																																									| (454) e3 = e1
% 67.49/32.29  																																									|
% 67.49/32.29  																																									| Simplifying 454 yields:
% 67.49/32.29  																																									| (455) e3 = e1
% 67.49/32.29  																																									|
% 67.49/32.29  																																									| Equations (455) can reduce 213 to:
% 67.49/32.29  																																									| (266) $false
% 67.49/32.29  																																									|
% 67.49/32.29  																																									|-The branch is then unsatisfiable
% 67.49/32.29  																																						|-Branch two:
% 67.49/32.29  																																						| (466)  ~ (all_0_56_56 = e1)
% 67.49/32.29  																																						| (1574) all_0_57_57 = e1 | all_0_58_58 = e1
% 67.49/32.29  																																						|
% 67.49/32.29  																																							+-Applying beta-rule and splitting (54), into two cases.
% 67.49/32.29  																																							|-Branch one:
% 67.49/32.29  																																							| (583) all_0_49_49 = e2
% 67.49/32.29  																																							|
% 67.49/32.29  																																								| Equations (583) can reduce 340 to:
% 67.49/32.29  																																								| (266) $false
% 67.49/32.29  																																								|
% 67.49/32.29  																																								|-The branch is then unsatisfiable
% 67.49/32.29  																																							|-Branch two:
% 67.49/32.29  																																							| (340)  ~ (all_0_49_49 = e2)
% 67.49/32.29  																																							| (586) all_0_49_49 = e4 | all_0_49_49 = e3 | all_0_49_49 = e1 | all_0_49_49 = e0
% 67.49/32.29  																																							|
% 67.49/32.29  																																								+-Applying beta-rule and splitting (131), into two cases.
% 67.49/32.29  																																								|-Branch one:
% 67.49/32.29  																																								| (459) all_0_42_42 = e1
% 67.49/32.29  																																								|
% 67.49/32.29  																																									| Combining equations (559,459) yields a new equation:
% 67.49/32.29  																																									| (431) e1 = e0
% 67.49/32.29  																																									|
% 67.49/32.29  																																									| Equations (431) can reduce 233 to:
% 67.49/32.29  																																									| (266) $false
% 67.49/32.29  																																									|
% 67.49/32.29  																																									|-The branch is then unsatisfiable
% 67.49/32.29  																																								|-Branch two:
% 67.49/32.29  																																								| (1380)  ~ (all_0_42_42 = e1)
% 67.49/32.29  																																								| (3259) all_0_47_47 = e1 | all_0_51_51 = e1 | all_0_56_56 = e1
% 67.49/32.29  																																								|
% 67.49/32.29  																																									+-Applying beta-rule and splitting (3259), into two cases.
% 67.49/32.29  																																									|-Branch one:
% 67.49/32.29  																																									| (654) all_0_47_47 = e1
% 67.49/32.29  																																									|
% 67.49/32.29  																																										| Equations (654) can reduce 86 to:
% 67.49/32.29  																																										| (1419)  ~ (all_0_49_49 = e1)
% 67.49/32.29  																																										|
% 67.49/32.29  																																										| Simplifying 1419 yields:
% 67.49/32.29  																																										| (1064)  ~ (all_0_49_49 = e1)
% 67.49/32.29  																																										|
% 67.49/32.29  																																										+-Applying beta-rule and splitting (586), into two cases.
% 67.49/32.29  																																										|-Branch one:
% 67.49/32.29  																																										| (974) all_0_49_49 = e4
% 67.49/32.29  																																										|
% 67.49/32.29  																																											| Equations (974) can reduce 256 to:
% 67.49/32.29  																																											| (266) $false
% 67.49/32.29  																																											|
% 67.49/32.29  																																											|-The branch is then unsatisfiable
% 67.49/32.29  																																										|-Branch two:
% 67.49/32.29  																																										| (256)  ~ (all_0_49_49 = e4)
% 67.49/32.29  																																										| (977) all_0_49_49 = e3 | all_0_49_49 = e1 | all_0_49_49 = e0
% 67.49/32.29  																																										|
% 67.49/32.29  																																											+-Applying beta-rule and splitting (977), into two cases.
% 67.49/32.29  																																											|-Branch one:
% 67.49/32.29  																																											| (978) all_0_49_49 = e0
% 67.49/32.29  																																											|
% 67.49/32.29  																																												| Equations (978) can reduce 487 to:
% 67.49/32.29  																																												| (266) $false
% 67.49/32.29  																																												|
% 67.49/32.29  																																												|-The branch is then unsatisfiable
% 67.49/32.29  																																											|-Branch two:
% 67.49/32.29  																																											| (487)  ~ (all_0_49_49 = e0)
% 67.49/32.29  																																											| (981) all_0_49_49 = e3 | all_0_49_49 = e1
% 67.49/32.29  																																											|
% 67.49/32.29  																																												+-Applying beta-rule and splitting (981), into two cases.
% 67.49/32.29  																																												|-Branch one:
% 67.49/32.29  																																												| (671) all_0_49_49 = e1
% 67.49/32.29  																																												|
% 67.49/32.29  																																													| Equations (671) can reduce 1064 to:
% 67.49/32.29  																																													| (266) $false
% 67.49/32.29  																																													|
% 67.49/32.29  																																													|-The branch is then unsatisfiable
% 67.49/32.29  																																												|-Branch two:
% 67.49/32.29  																																												| (1064)  ~ (all_0_49_49 = e1)
% 67.49/32.29  																																												| (884) all_0_49_49 = e3
% 67.49/32.29  																																												|
% 67.49/32.29  																																													| Equations (884) can reduce 525 to:
% 67.49/32.29  																																													| (266) $false
% 67.49/32.29  																																													|
% 67.49/32.29  																																													|-The branch is then unsatisfiable
% 67.49/32.29  																																									|-Branch two:
% 67.49/32.29  																																									| (462)  ~ (all_0_47_47 = e1)
% 67.49/32.29  																																									| (3264) all_0_51_51 = e1 | all_0_56_56 = e1
% 67.49/32.29  																																									|
% 67.49/32.29  																																										+-Applying beta-rule and splitting (3264), into two cases.
% 67.49/32.29  																																										|-Branch one:
% 67.49/32.29  																																										| (1109) all_0_51_51 = e1
% 67.49/32.29  																																										|
% 67.49/32.29  																																											| Combining equations (660,1109) yields a new equation:
% 67.49/32.29  																																											| (454) e3 = e1
% 67.49/32.29  																																											|
% 67.49/32.29  																																											| Simplifying 454 yields:
% 67.49/32.29  																																											| (455) e3 = e1
% 67.49/32.29  																																											|
% 67.49/32.29  																																											| Equations (455) can reduce 213 to:
% 67.49/32.29  																																											| (266) $false
% 67.49/32.29  																																											|
% 67.49/32.29  																																											|-The branch is then unsatisfiable
% 67.49/32.29  																																										|-Branch two:
% 67.49/32.29  																																										| (464)  ~ (all_0_51_51 = e1)
% 67.49/32.29  																																										| (1569) all_0_56_56 = e1
% 67.49/32.29  																																										|
% 67.49/32.29  																																											| Equations (1569) can reduce 466 to:
% 67.49/32.29  																																											| (266) $false
% 67.49/32.29  																																											|
% 67.49/32.29  																																											|-The branch is then unsatisfiable
% 67.49/32.29  																																			|-Branch two:
% 67.49/32.29  																																			| (831)  ~ (all_0_46_46 = e0)
% 67.49/32.29  																																			| (832) all_0_47_47 = e0 | all_0_48_48 = e0 | all_0_49_49 = e0
% 67.49/32.29  																																			|
% 67.49/32.29  																																				+-Applying beta-rule and splitting (832), into two cases.
% 67.49/32.29  																																				|-Branch one:
% 67.49/32.29  																																				| (674) all_0_47_47 = e0
% 67.49/32.29  																																				|
% 67.49/32.29  																																					| Equations (674) can reduce 678 to:
% 67.49/32.29  																																					| (266) $false
% 67.49/32.29  																																					|
% 67.49/32.29  																																					|-The branch is then unsatisfiable
% 67.49/32.29  																																				|-Branch two:
% 67.49/32.29  																																				| (678)  ~ (all_0_47_47 = e0)
% 67.49/32.29  																																				| (1278) all_0_48_48 = e0 | all_0_49_49 = e0
% 67.49/32.29  																																				|
% 67.49/32.29  																																					+-Applying beta-rule and splitting (1278), into two cases.
% 67.49/32.29  																																					|-Branch one:
% 67.49/32.29  																																					| (1279) all_0_48_48 = e0
% 67.49/32.29  																																					|
% 67.49/32.29  																																						| Combining equations (335,1279) yields a new equation:
% 67.49/32.29  																																						| (391) e2 = e0
% 67.49/32.29  																																						|
% 67.49/32.29  																																						| Simplifying 391 yields:
% 67.49/32.29  																																						| (330) e2 = e0
% 67.49/32.29  																																						|
% 67.49/32.29  																																						| Equations (330) can reduce 128 to:
% 67.49/32.29  																																						| (266) $false
% 67.49/32.29  																																						|
% 67.49/32.29  																																						|-The branch is then unsatisfiable
% 67.49/32.29  																																					|-Branch two:
% 67.49/32.29  																																					| (1283)  ~ (all_0_48_48 = e0)
% 67.49/32.29  																																					| (978) all_0_49_49 = e0
% 67.49/32.29  																																					|
% 67.49/32.29  																																						| Equations (978) can reduce 487 to:
% 67.49/32.29  																																						| (266) $false
% 67.49/32.29  																																						|
% 67.49/32.29  																																						|-The branch is then unsatisfiable
% 67.49/32.29  																																|-Branch two:
% 67.49/32.29  																																| (358)  ~ (all_0_42_42 = e0)
% 67.49/32.29  																																| (2510) all_0_42_42 = e3 | all_0_42_42 = e1
% 67.49/32.29  																																|
% 67.49/32.29  																																	+-Applying beta-rule and splitting (133), into two cases.
% 67.49/32.29  																																	|-Branch one:
% 67.49/32.29  																																	| (833) all_0_56_56 = e2
% 67.49/32.29  																																	|
% 67.49/32.29  																																		| Equations (833) can reduce 511 to:
% 67.49/32.29  																																		| (266) $false
% 67.49/32.29  																																		|
% 67.49/32.29  																																		|-The branch is then unsatisfiable
% 67.49/32.29  																																	|-Branch two:
% 67.49/32.29  																																	| (511)  ~ (all_0_56_56 = e2)
% 67.49/32.29  																																	| (836) all_0_56_56 = e4 | all_0_56_56 = e3 | all_0_56_56 = e1 | all_0_56_56 = e0
% 67.49/32.29  																																	|
% 67.49/32.29  																																		+-Applying beta-rule and splitting (836), into two cases.
% 67.49/32.29  																																		|-Branch one:
% 67.49/32.29  																																		| (842) all_0_56_56 = e4
% 67.49/32.29  																																		|
% 67.49/32.29  																																			| Equations (842) can reduce 477 to:
% 67.49/32.29  																																			| (266) $false
% 67.49/32.29  																																			|
% 67.49/32.29  																																			|-The branch is then unsatisfiable
% 67.49/32.29  																																		|-Branch two:
% 67.49/32.29  																																		| (477)  ~ (all_0_56_56 = e4)
% 67.49/32.29  																																		| (845) all_0_56_56 = e3 | all_0_56_56 = e1 | all_0_56_56 = e0
% 67.49/32.29  																																		|
% 67.49/32.29  																																			+-Applying beta-rule and splitting (845), into two cases.
% 67.49/32.29  																																			|-Branch one:
% 67.49/32.29  																																			| (679) all_0_56_56 = e0
% 67.49/32.29  																																			|
% 67.49/32.29  																																				| Equations (679) can reduce 828 to:
% 67.49/32.29  																																				| (266) $false
% 67.49/32.29  																																				|
% 67.49/32.29  																																				|-The branch is then unsatisfiable
% 67.49/32.29  																																			|-Branch two:
% 67.49/32.29  																																			| (828)  ~ (all_0_56_56 = e0)
% 67.49/32.29  																																			| (3172) all_0_56_56 = e3 | all_0_56_56 = e1
% 67.49/32.29  																																			|
% 67.49/32.29  																																				+-Applying beta-rule and splitting (3172), into two cases.
% 67.49/32.29  																																				|-Branch one:
% 67.49/32.29  																																				| (1569) all_0_56_56 = e1
% 67.49/32.29  																																				|
% 67.49/32.29  																																					| Equations (1569) can reduce 236 to:
% 67.49/32.29  																																					| (1380)  ~ (all_0_42_42 = e1)
% 67.49/32.29  																																					|
% 67.49/32.29  																																					+-Applying beta-rule and splitting (2510), into two cases.
% 67.49/32.29  																																					|-Branch one:
% 67.49/32.29  																																					| (459) all_0_42_42 = e1
% 67.49/32.29  																																					|
% 67.49/32.29  																																						| Equations (459) can reduce 1380 to:
% 67.49/32.29  																																						| (266) $false
% 67.49/32.29  																																						|
% 67.49/32.29  																																						|-The branch is then unsatisfiable
% 67.49/32.29  																																					|-Branch two:
% 67.49/32.29  																																					| (1380)  ~ (all_0_42_42 = e1)
% 67.49/32.29  																																					| (516) all_0_42_42 = e3
% 67.49/32.29  																																					|
% 67.49/32.29  																																						| Equations (516) can reduce 405 to:
% 67.49/32.29  																																						| (266) $false
% 67.49/32.29  																																						|
% 67.49/32.29  																																						|-The branch is then unsatisfiable
% 67.49/32.29  																																				|-Branch two:
% 67.49/32.29  																																				| (466)  ~ (all_0_56_56 = e1)
% 67.49/32.29  																																				| (1097) all_0_56_56 = e3
% 67.49/32.29  																																				|
% 67.49/32.29  																																					| Equations (1097) can reduce 272 to:
% 67.49/32.29  																																					| (266) $false
% 67.49/32.29  																																					|
% 67.49/32.29  																																					|-The branch is then unsatisfiable
% 67.49/32.29  																															|-Branch two:
% 67.49/32.29  																															| (759)  ~ (all_0_50_50 = e1)
% 67.49/32.29  																															| (1168) all_0_51_51 = e1 | all_0_52_52 = e1 | all_0_53_53 = e1
% 67.49/32.29  																															|
% 67.49/32.29  																																+-Applying beta-rule and splitting (1444), into two cases.
% 67.49/32.29  																																|-Branch one:
% 67.49/32.29  																																| (601) all_0_50_50 = e1
% 67.49/32.29  																																|
% 67.49/32.29  																																	| Equations (601) can reduce 759 to:
% 67.49/32.29  																																	| (266) $false
% 67.49/32.29  																																	|
% 67.49/32.29  																																	|-The branch is then unsatisfiable
% 67.49/32.29  																																|-Branch two:
% 67.49/32.29  																																| (759)  ~ (all_0_50_50 = e1)
% 67.49/32.29  																																| (415) all_0_50_50 = e3
% 67.49/32.29  																																|
% 67.49/32.29  																																	| Equations (415) can reduce 411 to:
% 67.49/32.29  																																	| (266) $false
% 67.49/32.29  																																	|
% 67.49/32.29  																																	|-The branch is then unsatisfiable
% 67.49/32.29  																														|-Branch two:
% 67.49/32.29  																														| (664)  ~ (all_0_51_51 = e3)
% 67.49/32.29  																														| (665) all_0_53_53 = e3
% 67.49/32.29  																														|
% 67.49/32.29  																															| Combining equations (607,665) yields a new equation:
% 67.49/32.29  																															| (662) e3 = e2
% 67.49/32.29  																															|
% 67.49/32.29  																															| Equations (662) can reduce 212 to:
% 67.49/32.29  																															| (266) $false
% 67.49/32.29  																															|
% 67.49/32.29  																															|-The branch is then unsatisfiable
% 67.49/32.29  																										|-Branch two:
% 67.49/32.29  																										| (1390)  ~ (all_0_44_44 = e4)
% 67.49/32.29  																										| (1391) all_0_44_44 = e3 | all_0_44_44 = e1 | all_0_44_44 = e0
% 67.49/32.29  																										|
% 67.49/32.29  																											+-Applying beta-rule and splitting (1444), into two cases.
% 67.49/32.29  																											|-Branch one:
% 67.49/32.29  																											| (601) all_0_50_50 = e1
% 67.49/32.29  																											|
% 67.49/32.29  																												| Equations (601) can reduce 121 to:
% 67.49/32.29  																												| (233)  ~ (e1 = e0)
% 67.49/32.29  																												|
% 67.49/32.29  																												+-Applying beta-rule and splitting (165), into two cases.
% 67.49/32.29  																												|-Branch one:
% 67.49/32.29  																												| (794) all_0_41_41 = e0
% 67.49/32.29  																												|
% 67.49/32.29  																													| Combining equations (794,403) yields a new equation:
% 67.49/32.29  																													| (676) e3 = e0
% 67.49/32.29  																													|
% 67.49/32.29  																													| Equations (676) can reduce 80 to:
% 67.49/32.29  																													| (266) $false
% 67.49/32.29  																													|
% 67.49/32.29  																													|-The branch is then unsatisfiable
% 67.49/32.29  																												|-Branch two:
% 67.49/32.29  																												| (357)  ~ (all_0_41_41 = e0)
% 67.49/32.29  																												| (6761) all_0_42_42 = e0 | all_0_43_43 = e0 | all_0_44_44 = e0
% 67.49/32.29  																												|
% 67.49/32.29  																													+-Applying beta-rule and splitting (6761), into two cases.
% 67.49/32.29  																													|-Branch one:
% 67.49/32.29  																													| (559) all_0_42_42 = e0
% 67.49/32.29  																													|
% 67.49/32.29  																														| Equations (559) can reduce 73 to:
% 67.49/32.29  																														| (359)  ~ (all_0_44_44 = e0)
% 67.49/32.29  																														|
% 67.49/32.29  																														| Simplifying 359 yields:
% 67.49/32.29  																														| (360)  ~ (all_0_44_44 = e0)
% 67.49/32.29  																														|
% 67.49/32.29  																														+-Applying beta-rule and splitting (189), into two cases.
% 67.49/32.29  																														|-Branch one:
% 67.49/32.29  																														| (532) all_0_44_44 = e3
% 67.49/32.29  																														|
% 67.49/32.29  																															| Equations (532) can reduce 407 to:
% 67.49/32.29  																															| (266) $false
% 67.49/32.29  																															|
% 67.49/32.29  																															|-The branch is then unsatisfiable
% 67.49/32.29  																														|-Branch two:
% 67.49/32.29  																														| (407)  ~ (all_0_44_44 = e3)
% 67.49/32.29  																														| (537) all_0_49_49 = e3 | all_0_53_53 = e3 | all_0_58_58 = e3
% 67.49/32.29  																														|
% 67.49/32.29  																															+-Applying beta-rule and splitting (1391), into two cases.
% 67.49/32.29  																															|-Branch one:
% 67.49/32.29  																															| (1414) all_0_44_44 = e0
% 67.49/32.29  																															|
% 67.49/32.29  																																| Equations (1414) can reduce 360 to:
% 67.49/32.29  																																| (266) $false
% 67.49/32.29  																																|
% 67.49/32.29  																																|-The branch is then unsatisfiable
% 67.49/32.29  																															|-Branch two:
% 67.49/32.29  																															| (360)  ~ (all_0_44_44 = e0)
% 67.49/32.29  																															| (1417) all_0_44_44 = e3 | all_0_44_44 = e1
% 67.49/32.30  																															|
% 67.49/32.30  																																+-Applying beta-rule and splitting (1417), into two cases.
% 67.49/32.30  																																|-Branch one:
% 67.49/32.30  																																| (635) all_0_44_44 = e1
% 67.49/32.30  																																|
% 67.49/32.30  																																	| Equations (635) can reduce 639 to:
% 67.49/32.30  																																	| (266) $false
% 67.49/32.30  																																	|
% 67.49/32.30  																																	|-The branch is then unsatisfiable
% 67.49/32.30  																																|-Branch two:
% 67.49/32.30  																																| (639)  ~ (all_0_44_44 = e1)
% 67.49/32.30  																																| (532) all_0_44_44 = e3
% 67.49/32.30  																																|
% 67.49/32.30  																																	| Equations (532) can reduce 407 to:
% 67.49/32.30  																																	| (266) $false
% 67.49/32.30  																																	|
% 67.49/32.30  																																	|-The branch is then unsatisfiable
% 67.49/32.30  																													|-Branch two:
% 67.49/32.30  																													| (358)  ~ (all_0_42_42 = e0)
% 67.49/32.30  																													| (6766) all_0_43_43 = e0 | all_0_44_44 = e0
% 67.49/32.30  																													|
% 67.49/32.30  																														+-Applying beta-rule and splitting (6766), into two cases.
% 67.49/32.30  																														|-Branch one:
% 67.49/32.30  																														| (356) all_0_43_43 = e0
% 67.49/32.30  																														|
% 67.49/32.30  																															| Combining equations (356,430) yields a new equation:
% 67.49/32.30  																															| (431) e1 = e0
% 67.49/32.30  																															|
% 67.49/32.30  																															| Equations (431) can reduce 233 to:
% 67.49/32.30  																															| (266) $false
% 67.49/32.30  																															|
% 67.49/32.30  																															|-The branch is then unsatisfiable
% 67.49/32.30  																														|-Branch two:
% 67.49/32.30  																														| (5470)  ~ (all_0_43_43 = e0)
% 67.49/32.30  																														| (1414) all_0_44_44 = e0
% 67.49/32.30  																														|
% 67.49/32.30  																															| Equations (1414) can reduce 360 to:
% 67.49/32.30  																															| (266) $false
% 67.49/32.30  																															|
% 67.49/32.30  																															|-The branch is then unsatisfiable
% 67.49/32.30  																											|-Branch two:
% 67.49/32.30  																											| (759)  ~ (all_0_50_50 = e1)
% 67.49/32.30  																											| (415) all_0_50_50 = e3
% 67.49/32.30  																											|
% 67.49/32.30  																												| Equations (415) can reduce 411 to:
% 67.49/32.30  																												| (266) $false
% 67.49/32.30  																												|
% 67.49/32.30  																												|-The branch is then unsatisfiable
% 67.49/32.30  																								|-Branch two:
% 67.49/32.30  																								| (1898)  ~ (all_0_41_41 = e3)
% 67.49/32.30  																								| (1923) all_0_46_46 = e3 | all_0_50_50 = e3 | all_0_55_55 = e3
% 67.49/32.30  																								|
% 67.49/32.30  																									+-Applying beta-rule and splitting (1923), into two cases.
% 67.49/32.30  																									|-Branch one:
% 67.49/32.30  																									| (1557) all_0_46_46 = e3
% 67.49/32.30  																									|
% 67.49/32.30  																										| Equations (1557) can reduce 409 to:
% 67.49/32.30  																										| (266) $false
% 67.49/32.30  																										|
% 67.49/32.30  																										|-The branch is then unsatisfiable
% 67.49/32.30  																									|-Branch two:
% 67.49/32.30  																									| (409)  ~ (all_0_46_46 = e3)
% 67.49/32.30  																									| (4042) all_0_50_50 = e3 | all_0_55_55 = e3
% 67.49/32.30  																									|
% 67.49/32.30  																										+-Applying beta-rule and splitting (4042), into two cases.
% 67.49/32.30  																										|-Branch one:
% 67.49/32.30  																										| (415) all_0_50_50 = e3
% 67.49/32.30  																										|
% 67.49/32.30  																											| Equations (415) can reduce 411 to:
% 67.49/32.30  																											| (266) $false
% 67.49/32.30  																											|
% 67.49/32.30  																											|-The branch is then unsatisfiable
% 67.49/32.30  																										|-Branch two:
% 67.49/32.30  																										| (411)  ~ (all_0_50_50 = e3)
% 67.49/32.30  																										| (2336) all_0_55_55 = e3
% 67.49/32.30  																										|
% 67.49/32.30  																											| Combining equations (386,2336) yields a new equation:
% 67.49/32.30  																											| (662) e3 = e2
% 67.49/32.30  																											|
% 67.49/32.30  																											| Equations (662) can reduce 212 to:
% 67.49/32.30  																											| (266) $false
% 67.49/32.30  																											|
% 67.49/32.30  																											|-The branch is then unsatisfiable
% 67.49/32.30  																		|-Branch two:
% 67.49/32.30  																		| (304)  ~ (all_0_55_55 = e2)
% 67.49/32.30  																		| (389) all_0_56_56 = e2 | all_0_57_57 = e2 | all_0_58_58 = e2
% 67.49/32.30  																		|
% 67.49/32.30  																			+-Applying beta-rule and splitting (117), into two cases.
% 67.49/32.30  																			|-Branch one:
% 67.49/32.30  																			| (292) all_0_38_38 = e2
% 67.49/32.30  																			|
% 67.49/32.30  																				| Combining equations (292,321) yields a new equation:
% 67.49/32.30  																				| (323) e4 = e2
% 67.49/32.30  																				|
% 67.49/32.30  																				| Equations (323) can reduce 48 to:
% 67.49/32.30  																				| (266) $false
% 67.49/32.30  																				|
% 67.49/32.30  																				|-The branch is then unsatisfiable
% 67.49/32.30  																			|-Branch two:
% 67.49/32.30  																			| (9600)  ~ (all_0_38_38 = e2)
% 67.49/32.30  																			| (24424) all_0_46_46 = e2 | all_0_50_50 = e2 | all_0_55_55 = e2
% 67.49/32.30  																			|
% 67.49/32.30  																				+-Applying beta-rule and splitting (24424), into two cases.
% 67.49/32.30  																				|-Branch one:
% 67.49/32.30  																				| (1794) all_0_46_46 = e2
% 67.49/32.30  																				|
% 67.49/32.30  																					| Equations (1794) can reduce 300 to:
% 67.49/32.30  																					| (266) $false
% 67.49/32.30  																					|
% 67.49/32.30  																					|-The branch is then unsatisfiable
% 67.49/32.30  																				|-Branch two:
% 67.49/32.30  																				| (300)  ~ (all_0_46_46 = e2)
% 67.49/32.30  																				| (24428) all_0_50_50 = e2 | all_0_55_55 = e2
% 67.49/32.30  																				|
% 67.49/32.30  																					+-Applying beta-rule and splitting (389), into two cases.
% 67.49/32.30  																					|-Branch one:
% 67.49/32.30  																					| (833) all_0_56_56 = e2
% 67.49/32.30  																					|
% 67.49/32.30  																						| Equations (833) can reduce 511 to:
% 67.49/32.30  																						| (266) $false
% 67.49/32.30  																						|
% 67.49/32.30  																						|-The branch is then unsatisfiable
% 67.49/32.30  																					|-Branch two:
% 67.49/32.30  																					| (511)  ~ (all_0_56_56 = e2)
% 67.49/32.30  																					| (1709) all_0_57_57 = e2 | all_0_58_58 = e2
% 67.49/32.30  																					|
% 67.49/32.30  																						+-Applying beta-rule and splitting (1709), into two cases.
% 67.49/32.30  																						|-Branch one:
% 67.49/32.30  																						| (442) all_0_57_57 = e2
% 67.49/32.30  																						|
% 67.49/32.30  																							| Combining equations (442,875) yields a new equation:
% 67.49/32.30  																							| (391) e2 = e0
% 67.49/32.30  																							|
% 67.49/32.30  																							| Simplifying 391 yields:
% 67.49/32.30  																							| (330) e2 = e0
% 67.49/32.30  																							|
% 67.49/32.30  																							| Equations (330) can reduce 128 to:
% 67.49/32.30  																							| (266) $false
% 67.49/32.30  																							|
% 67.49/32.30  																							|-The branch is then unsatisfiable
% 67.49/32.30  																						|-Branch two:
% 67.49/32.30  																						| (344)  ~ (all_0_57_57 = e2)
% 67.49/32.30  																						| (624) all_0_58_58 = e2
% 67.49/32.30  																						|
% 67.49/32.30  																							| Equations (624) can reduce 181 to:
% 67.49/32.30  																							| (147)  ~ (all_0_44_44 = e2)
% 67.49/32.30  																							|
% 67.49/32.30  																							| Equations (624) can reduce 119 to:
% 67.49/32.30  																							| (340)  ~ (all_0_49_49 = e2)
% 67.49/32.30  																							|
% 67.49/32.30  																							| Equations (624) can reduce 3 to:
% 67.49/32.30  																							| (304)  ~ (all_0_55_55 = e2)
% 67.49/32.30  																							|
% 67.49/32.30  																							| Equations (624) can reduce 44 to:
% 67.49/32.30  																							| (511)  ~ (all_0_56_56 = e2)
% 67.49/32.30  																							|
% 67.49/32.30  																							| From (624) and (245) follows:
% 67.49/32.30  																							| (628) op(e0, e0) = e2
% 67.49/32.30  																							|
% 67.49/32.30  																							+-Applying beta-rule and splitting (95), into two cases.
% 67.49/32.30  																							|-Branch one:
% 67.49/32.30  																							| (378) all_0_50_50 = e2
% 67.49/32.30  																							|
% 67.49/32.30  																								| Equations (378) can reduce 35 to:
% 67.49/32.30  																								| (300)  ~ (all_0_46_46 = e2)
% 67.49/32.30  																								|
% 67.49/32.30  																								| Equations (378) can reduce 59 to:
% 67.49/32.30  																								| (17668)  ~ (all_0_51_51 = e2)
% 67.49/32.30  																								|
% 67.49/32.30  																								| Simplifying 17668 yields:
% 67.49/32.30  																								| (1099)  ~ (all_0_51_51 = e2)
% 67.49/32.30  																								|
% 67.49/32.30  																								| Equations (378) can reduce 190 to:
% 67.49/32.30  																								| (508)  ~ (all_0_53_53 = e2)
% 67.49/32.30  																								|
% 67.49/32.30  																								| Simplifying 508 yields:
% 67.49/32.30  																								| (509)  ~ (all_0_53_53 = e2)
% 67.49/32.30  																								|
% 67.49/32.30  																								| Equations (378) can reduce 93 to:
% 67.49/32.30  																								| (303)  ~ (all_0_55_55 = e2)
% 67.49/32.30  																								|
% 67.49/32.30  																								| Simplifying 303 yields:
% 67.49/32.30  																								| (304)  ~ (all_0_55_55 = e2)
% 67.49/32.30  																								|
% 67.49/32.30  																								| Equations (378) can reduce 566 to:
% 67.49/32.30  																								| (327)  ~ (e4 = e2)
% 67.49/32.30  																								|
% 67.49/32.30  																								| Simplifying 327 yields:
% 67.49/32.30  																								| (48)  ~ (e4 = e2)
% 67.49/32.30  																								|
% 67.49/32.30  																								| Equations (378) can reduce 121 to:
% 67.49/32.30  																								| (128)  ~ (e2 = e0)
% 67.49/32.30  																								|
% 67.49/32.30  																								| From (378) and (242) follows:
% 67.49/32.30  																								| (26152) op(e1, e3) = e2
% 67.49/32.30  																								|
% 67.49/32.30  																								+-Applying beta-rule and splitting (168), into two cases.
% 67.49/32.30  																								|-Branch one:
% 67.49/32.30  																								| (415) all_0_50_50 = e3
% 67.49/32.30  																								|
% 67.49/32.30  																									| Combining equations (378,415) yields a new equation:
% 67.49/32.30  																									| (662) e3 = e2
% 67.49/32.30  																									|
% 67.49/32.30  																									| Equations (662) can reduce 212 to:
% 67.49/32.30  																									| (266) $false
% 67.49/32.30  																									|
% 67.49/32.30  																									|-The branch is then unsatisfiable
% 67.49/32.30  																								|-Branch two:
% 67.49/32.30  																								| (411)  ~ (all_0_50_50 = e3)
% 67.49/32.30  																								| (418) all_0_51_51 = e3 | all_0_53_53 = e3
% 67.49/32.30  																								|
% 67.49/32.30  																									| Equations (378) can reduce 411 to:
% 67.49/32.30  																									| (626)  ~ (e3 = e2)
% 67.49/32.30  																									|
% 67.49/32.30  																									| Simplifying 626 yields:
% 67.49/32.30  																									| (212)  ~ (e3 = e2)
% 67.49/32.30  																									|
% 67.49/32.30  																									+-Applying beta-rule and splitting (184), into two cases.
% 67.49/32.30  																									|-Branch one:
% 67.49/32.30  																									| (538) all_0_46_46 = e0
% 67.49/32.30  																									|
% 67.49/32.30  																										| Equations (538) can reduce 43 to:
% 67.49/32.30  																										| (357)  ~ (all_0_41_41 = e0)
% 67.49/32.30  																										|
% 67.49/32.30  																										| Equations (538) can reduce 208 to:
% 67.49/32.30  																										| (486)  ~ (all_0_49_49 = e0)
% 67.49/32.30  																										|
% 67.49/32.30  																										| Simplifying 486 yields:
% 67.49/32.30  																										| (487)  ~ (all_0_49_49 = e0)
% 67.49/32.30  																										|
% 67.49/32.30  																										| Equations (538) can reduce 250 to:
% 67.49/32.30  																										| (401)  ~ (e4 = e0)
% 67.49/32.30  																										|
% 67.49/32.30  																										| Simplifying 401 yields:
% 67.49/32.30  																										| (49)  ~ (e4 = e0)
% 67.49/32.30  																										|
% 67.49/32.30  																										+-Applying beta-rule and splitting (165), into two cases.
% 67.49/32.30  																										|-Branch one:
% 67.49/32.30  																										| (794) all_0_41_41 = e0
% 67.49/32.30  																										|
% 67.49/32.30  																											| Equations (794) can reduce 357 to:
% 67.49/32.30  																											| (266) $false
% 67.49/32.30  																											|
% 67.49/32.30  																											|-The branch is then unsatisfiable
% 67.49/32.30  																										|-Branch two:
% 67.49/32.30  																										| (357)  ~ (all_0_41_41 = e0)
% 67.49/32.30  																										| (6761) all_0_42_42 = e0 | all_0_43_43 = e0 | all_0_44_44 = e0
% 67.49/32.30  																										|
% 67.49/32.30  																											+-Applying beta-rule and splitting (18), into two cases.
% 67.49/32.30  																											|-Branch one:
% 67.49/32.30  																											| (453) all_0_41_41 = e1
% 67.49/32.30  																											|
% 67.49/32.30  																												| Equations (453) can reduce 457 to:
% 67.49/32.30  																												| (266) $false
% 67.49/32.30  																												|
% 67.49/32.30  																												|-The branch is then unsatisfiable
% 67.49/32.30  																											|-Branch two:
% 67.49/32.30  																											| (457)  ~ (all_0_41_41 = e1)
% 67.49/32.30  																											| (595) all_0_46_46 = e1 | all_0_50_50 = e1 | all_0_55_55 = e1
% 67.49/32.30  																											|
% 67.49/32.30  																												+-Applying beta-rule and splitting (6761), into two cases.
% 67.49/32.30  																												|-Branch one:
% 67.49/32.30  																												| (559) all_0_42_42 = e0
% 67.49/32.30  																												|
% 67.49/32.30  																													| Equations (559) can reduce 73 to:
% 67.49/32.30  																													| (359)  ~ (all_0_44_44 = e0)
% 67.49/32.30  																													|
% 67.49/32.30  																													| Simplifying 359 yields:
% 67.49/32.30  																													| (360)  ~ (all_0_44_44 = e0)
% 67.49/32.30  																													|
% 67.49/32.30  																													| Equations (559) can reduce 198 to:
% 67.49/32.30  																													| (1402)  ~ (all_0_47_47 = e0)
% 67.49/32.30  																													|
% 67.49/32.30  																													| Simplifying 1402 yields:
% 67.49/32.30  																													| (678)  ~ (all_0_47_47 = e0)
% 67.49/32.30  																													|
% 67.49/32.30  																													| Equations (559) can reduce 61 to:
% 67.49/32.30  																													| (1404)  ~ (all_0_51_51 = e0)
% 67.49/32.30  																													|
% 67.49/32.30  																													| Simplifying 1404 yields:
% 67.49/32.30  																													| (115)  ~ (all_0_51_51 = e0)
% 67.49/32.30  																													|
% 67.49/32.30  																													| Equations (559) can reduce 1380 to:
% 67.49/32.30  																													| (435)  ~ (e1 = e0)
% 67.49/32.30  																													|
% 67.49/32.30  																													| Simplifying 435 yields:
% 67.49/32.30  																													| (233)  ~ (e1 = e0)
% 67.49/32.30  																													|
% 67.49/32.30  																													+-Applying beta-rule and splitting (595), into two cases.
% 67.49/32.30  																													|-Branch one:
% 67.49/32.30  																													| (545) all_0_46_46 = e1
% 67.49/32.30  																													|
% 67.49/32.30  																														| Combining equations (538,545) yields a new equation:
% 67.49/32.30  																														| (431) e1 = e0
% 67.49/32.30  																														|
% 67.49/32.30  																														| Equations (431) can reduce 233 to:
% 67.49/32.30  																														| (266) $false
% 67.49/32.30  																														|
% 67.49/32.30  																														|-The branch is then unsatisfiable
% 67.49/32.30  																													|-Branch two:
% 67.49/32.30  																													| (549)  ~ (all_0_46_46 = e1)
% 67.49/32.30  																													| (600) all_0_50_50 = e1 | all_0_55_55 = e1
% 67.49/32.30  																													|
% 67.49/32.30  																														+-Applying beta-rule and splitting (27), into two cases.
% 67.49/32.30  																														|-Branch one:
% 67.49/32.30  																														| (437) all_0_41_41 = e4
% 67.49/32.30  																														|
% 67.49/32.30  																															| Equations (437) can reduce 440 to:
% 67.49/32.30  																															| (266) $false
% 67.49/32.30  																															|
% 67.49/32.30  																															|-The branch is then unsatisfiable
% 67.49/32.30  																														|-Branch two:
% 67.49/32.30  																														| (440)  ~ (all_0_41_41 = e4)
% 67.49/32.30  																														| (4049) all_0_41_41 = e3 | all_0_41_41 = e1 | all_0_41_41 = e0
% 67.49/32.30  																														|
% 67.49/32.30  																															+-Applying beta-rule and splitting (64), into two cases.
% 67.49/32.30  																															|-Branch one:
% 67.49/32.30  																															| (437) all_0_41_41 = e4
% 67.49/32.30  																															|
% 67.49/32.30  																																| Equations (437) can reduce 440 to:
% 67.49/32.30  																																| (266) $false
% 67.49/32.30  																																|
% 67.49/32.30  																																|-The branch is then unsatisfiable
% 67.49/32.30  																															|-Branch two:
% 67.49/32.30  																															| (440)  ~ (all_0_41_41 = e4)
% 67.49/32.30  																															| (441) all_0_42_42 = e4 | all_0_43_43 = e4 | all_0_44_44 = e4
% 67.49/32.30  																															|
% 67.49/32.30  																																+-Applying beta-rule and splitting (164), into two cases.
% 67.49/32.30  																																|-Branch one:
% 67.49/32.30  																																| (471) all_0_39_39 = e4
% 67.49/32.30  																																|
% 67.49/32.30  																																	| Combining equations (471,317) yields a new equation:
% 67.49/32.30  																																	| (322) e4 = e2
% 67.49/32.30  																																	|
% 67.49/32.30  																																	| Simplifying 322 yields:
% 67.49/32.30  																																	| (323) e4 = e2
% 67.49/32.30  																																	|
% 67.49/32.30  																																	| Equations (323) can reduce 48 to:
% 67.49/32.30  																																	| (266) $false
% 67.49/32.30  																																	|
% 67.49/32.30  																																	|-The branch is then unsatisfiable
% 67.49/32.30  																																|-Branch two:
% 67.49/32.30  																																| (1377)  ~ (all_0_39_39 = e4)
% 67.49/32.30  																																| (2115) all_0_42_42 = e4 | all_0_47_47 = e4 | all_0_51_51 = e4 | all_0_56_56 = e4
% 67.49/32.30  																																|
% 67.49/32.30  																																	+-Applying beta-rule and splitting (600), into two cases.
% 67.49/32.30  																																	|-Branch one:
% 67.49/32.30  																																	| (601) all_0_50_50 = e1
% 67.49/32.30  																																	|
% 67.49/32.30  																																		| Combining equations (378,601) yields a new equation:
% 67.49/32.30  																																		| (616) e2 = e1
% 67.49/32.30  																																		|
% 67.49/32.30  																																		| Simplifying 616 yields:
% 67.49/32.30  																																		| (617) e2 = e1
% 67.49/32.30  																																		|
% 67.49/32.30  																																		| Equations (617) can reduce 122 to:
% 67.49/32.30  																																		| (266) $false
% 67.49/32.30  																																		|
% 67.49/32.30  																																		|-The branch is then unsatisfiable
% 67.49/32.30  																																	|-Branch two:
% 67.49/32.30  																																	| (759)  ~ (all_0_50_50 = e1)
% 67.49/32.30  																																	| (629) all_0_55_55 = e1
% 67.49/32.30  																																	|
% 67.49/32.30  																																		| Equations (629) can reduce 763 to:
% 67.49/32.30  																																		| (602)  ~ (e4 = e1)
% 67.49/32.30  																																		|
% 67.49/32.30  																																		| Simplifying 602 yields:
% 67.49/32.30  																																		| (110)  ~ (e4 = e1)
% 67.49/32.30  																																		|
% 67.49/32.30  																																		| Equations (629) can reduce 304 to:
% 67.49/32.30  																																		| (604)  ~ (e2 = e1)
% 67.49/32.30  																																		|
% 67.49/32.30  																																		| Simplifying 604 yields:
% 67.49/32.30  																																		| (122)  ~ (e2 = e1)
% 67.49/32.30  																																		|
% 67.49/32.30  																																		| From (629) and (74) follows:
% 67.49/32.30  																																		| (6587) op(e0, e3) = e1
% 67.49/32.30  																																		|
% 67.49/32.30  																																		+-Applying beta-rule and splitting (22), into two cases.
% 67.49/32.30  																																		|-Branch one:
% 67.49/32.30  																																		| (268) all_0_54_54 = e3
% 67.49/32.30  																																		|
% 67.49/32.30  																																			| Combining equations (265,268) yields a new equation:
% 67.49/32.30  																																			| (424) e4 = e3
% 67.49/32.30  																																			|
% 67.49/32.30  																																			| Simplifying 424 yields:
% 67.49/32.30  																																			| (425) e4 = e3
% 67.49/32.30  																																			|
% 67.49/32.30  																																			| Equations (425) can reduce 188 to:
% 67.49/32.30  																																			| (266) $false
% 67.49/32.30  																																			|
% 67.49/32.30  																																			|-The branch is then unsatisfiable
% 67.49/32.30  																																		|-Branch two:
% 67.49/32.31  																																		| (60427)  ~ (all_0_54_54 = e3)
% 67.49/32.31  																																		| (62553) all_0_55_55 = e3 | all_0_56_56 = e3 | all_0_58_58 = e3
% 67.49/32.31  																																		|
% 67.49/32.31  																																			| Equations (265) can reduce 60427 to:
% 67.49/32.31  																																			| (188)  ~ (e4 = e3)
% 67.49/32.31  																																			|
% 67.49/32.31  																																			+-Applying beta-rule and splitting (2115), into two cases.
% 67.49/32.31  																																			|-Branch one:
% 67.49/32.31  																																			| (1392) all_0_42_42 = e4
% 67.49/32.31  																																			|
% 67.49/32.31  																																				| Combining equations (1392,559) yields a new equation:
% 67.49/32.31  																																				| (481) e4 = e0
% 67.49/32.31  																																				|
% 67.49/32.31  																																				| Simplifying 481 yields:
% 67.49/32.31  																																				| (397) e4 = e0
% 67.49/32.31  																																				|
% 67.49/32.31  																																				| Equations (397) can reduce 49 to:
% 67.49/32.31  																																				| (266) $false
% 67.49/32.31  																																				|
% 67.49/32.31  																																				|-The branch is then unsatisfiable
% 67.49/32.31  																																			|-Branch two:
% 67.49/32.31  																																			| (1890)  ~ (all_0_42_42 = e4)
% 67.49/32.31  																																			| (2246) all_0_47_47 = e4 | all_0_51_51 = e4 | all_0_56_56 = e4
% 67.49/32.31  																																			|
% 67.49/32.31  																																				| Equations (559) can reduce 1890 to:
% 67.49/32.31  																																				| (401)  ~ (e4 = e0)
% 67.49/32.31  																																				|
% 67.49/32.31  																																				| Simplifying 401 yields:
% 67.49/32.31  																																				| (49)  ~ (e4 = e0)
% 67.49/32.31  																																				|
% 67.49/32.31  																																				+-Applying beta-rule and splitting (2246), into two cases.
% 67.49/32.31  																																				|-Branch one:
% 67.49/32.31  																																				| (1790) all_0_47_47 = e4
% 67.49/32.31  																																				|
% 67.49/32.31  																																					| Equations (1790) can reduce 86 to:
% 67.49/32.31  																																					| (255)  ~ (all_0_49_49 = e4)
% 67.49/32.31  																																					|
% 67.49/32.31  																																					| Simplifying 255 yields:
% 67.49/32.31  																																					| (256)  ~ (all_0_49_49 = e4)
% 67.49/32.31  																																					|
% 67.49/32.31  																																					| Equations (1790) can reduce 224 to:
% 67.49/32.31  																																					| (474)  ~ (all_0_51_51 = e4)
% 67.49/32.31  																																					|
% 67.49/32.31  																																					| Simplifying 474 yields:
% 67.49/32.31  																																					| (475)  ~ (all_0_51_51 = e4)
% 67.49/32.31  																																					|
% 67.49/32.31  																																					| Equations (1790) can reduce 338 to:
% 67.49/32.31  																																					| (48)  ~ (e4 = e2)
% 67.49/32.31  																																					|
% 67.49/32.31  																																					| Equations (1790) can reduce 678 to:
% 67.49/32.31  																																					| (49)  ~ (e4 = e0)
% 67.49/32.31  																																					|
% 67.49/32.31  																																					| From (1790) and (23) follows:
% 67.53/32.31  																																					| (61903) op(e2, e2) = e4
% 67.53/32.31  																																					|
% 67.53/32.31  																																					+-Applying beta-rule and splitting (62553), into two cases.
% 67.53/32.31  																																					|-Branch one:
% 67.53/32.31  																																					| (2336) all_0_55_55 = e3
% 67.53/32.31  																																					|
% 67.53/32.31  																																						| Combining equations (2336,629) yields a new equation:
% 67.53/32.31  																																						| (454) e3 = e1
% 67.53/32.31  																																						|
% 67.53/32.31  																																						| Simplifying 454 yields:
% 67.53/32.31  																																						| (455) e3 = e1
% 67.53/32.31  																																						|
% 67.53/32.31  																																						| Equations (455) can reduce 213 to:
% 67.53/32.31  																																						| (266) $false
% 67.53/32.31  																																						|
% 67.53/32.31  																																						|-The branch is then unsatisfiable
% 67.53/32.31  																																					|-Branch two:
% 67.53/32.31  																																					| (270)  ~ (all_0_55_55 = e3)
% 67.53/32.31  																																					| (62557) all_0_56_56 = e3 | all_0_58_58 = e3
% 67.53/32.31  																																					|
% 67.53/32.32  																																						+-Applying beta-rule and splitting (62557), into two cases.
% 67.53/32.32  																																						|-Branch one:
% 67.53/32.32  																																						| (1097) all_0_56_56 = e3
% 67.53/32.32  																																						|
% 67.53/32.32  																																							| Equations (1097) can reduce 16 to:
% 67.53/32.32  																																							| (664)  ~ (all_0_51_51 = e3)
% 67.53/32.32  																																							|
% 67.53/32.32  																																							| From (1097) and (111) follows:
% 67.53/32.32  																																							| (65099) op(e0, e2) = e3
% 67.53/32.32  																																							|
% 67.53/32.32  																																							+-Applying beta-rule and splitting (7), into two cases.
% 67.53/32.32  																																							|-Branch one:
% 67.53/32.32  																																							| (504) all_0_51_51 = e2
% 67.53/32.32  																																							|
% 67.53/32.32  																																								| Equations (504) can reduce 1099 to:
% 67.53/32.32  																																								| (266) $false
% 67.53/32.32  																																								|
% 67.53/32.32  																																								|-The branch is then unsatisfiable
% 67.53/32.32  																																							|-Branch two:
% 67.53/32.32  																																							| (1099)  ~ (all_0_51_51 = e2)
% 67.53/32.32  																																							| (1100) all_0_51_51 = e4 | all_0_51_51 = e3 | all_0_51_51 = e1
% 67.53/32.32  																																							|
% 67.53/32.32  																																								+-Applying beta-rule and splitting (26), into two cases.
% 67.53/32.32  																																								|-Branch one:
% 67.53/32.32  																																								| (446) all_0_44_44 = e4
% 67.53/32.32  																																								|
% 67.53/32.32  																																									| From (446) and (138) follows:
% 67.53/32.32  																																									| (4646) op(e3, e0) = e4
% 67.53/32.32  																																									|
% 67.53/32.32  																																									+-Applying beta-rule and splitting (1100), into two cases.
% 67.53/32.32  																																									|-Branch one:
% 67.53/32.32  																																									| (1101) all_0_51_51 = e4
% 67.53/32.32  																																									|
% 67.53/32.32  																																										| Equations (1101) can reduce 475 to:
% 67.53/32.32  																																										| (266) $false
% 67.53/32.32  																																										|
% 67.53/32.32  																																										|-The branch is then unsatisfiable
% 67.53/32.32  																																									|-Branch two:
% 67.53/32.32  																																									| (475)  ~ (all_0_51_51 = e4)
% 67.53/32.32  																																									| (1104) all_0_51_51 = e3 | all_0_51_51 = e1
% 67.53/32.32  																																									|
% 67.53/32.32  																																										+-Applying beta-rule and splitting (418), into two cases.
% 67.53/32.32  																																										|-Branch one:
% 67.53/32.32  																																										| (660) all_0_51_51 = e3
% 67.53/32.32  																																										|
% 67.53/32.32  																																											| Equations (660) can reduce 664 to:
% 67.53/32.32  																																											| (266) $false
% 67.53/32.32  																																											|
% 67.53/32.32  																																											|-The branch is then unsatisfiable
% 67.53/32.32  																																										|-Branch two:
% 67.53/32.32  																																										| (664)  ~ (all_0_51_51 = e3)
% 67.53/32.32  																																										| (665) all_0_53_53 = e3
% 67.53/32.32  																																										|
% 67.53/32.32  																																											| Equations (665) can reduce 6 to:
% 67.53/32.32  																																											| (664)  ~ (all_0_51_51 = e3)
% 67.53/32.32  																																											|
% 67.53/32.32  																																											+-Applying beta-rule and splitting (160), into two cases.
% 67.53/32.32  																																											|-Branch one:
% 67.53/32.32  																																											| (601) all_0_50_50 = e1
% 67.53/32.32  																																											|
% 67.53/32.32  																																												| Combining equations (378,601) yields a new equation:
% 67.53/32.32  																																												| (616) e2 = e1
% 67.53/32.32  																																												|
% 67.53/32.32  																																												| Simplifying 616 yields:
% 67.53/32.32  																																												| (617) e2 = e1
% 67.53/32.32  																																												|
% 67.53/32.32  																																												| Equations (617) can reduce 122 to:
% 67.53/32.32  																																												| (266) $false
% 67.53/32.32  																																												|
% 67.53/32.32  																																												|-The branch is then unsatisfiable
% 67.53/32.32  																																											|-Branch two:
% 67.53/32.32  																																											| (759)  ~ (all_0_50_50 = e1)
% 67.53/32.32  																																											| (1168) all_0_51_51 = e1 | all_0_52_52 = e1 | all_0_53_53 = e1
% 67.53/32.32  																																											|
% 67.53/32.32  																																												+-Applying beta-rule and splitting (1168), into two cases.
% 67.53/32.32  																																												|-Branch one:
% 67.53/32.32  																																												| (1109) all_0_51_51 = e1
% 67.53/32.32  																																												|
% 67.53/32.32  																																													| Equations (1109) can reduce 115 to:
% 67.53/32.32  																																													| (233)  ~ (e1 = e0)
% 67.53/32.32  																																													|
% 67.53/32.32  																																													+-Applying beta-rule and splitting (56), into two cases.
% 67.53/32.32  																																													|-Branch one:
% 67.53/32.32  																																													| (696) unit = e2
% 67.53/32.32  																																													|
% 67.53/32.32  																																														| From (696) and (244) follows:
% 67.53/32.32  																																														| (264) op(e2, e4) = e4
% 67.53/32.32  																																														|
% 67.53/32.32  																																														| From (696) and (211) follows:
% 67.53/32.32  																																														| (1612) op(e2, e1) = e1
% 67.53/32.32  																																														|
% 67.53/32.32  																																														| From (696) and (32) follows:
% 67.53/32.32  																																														| (698) op(e2, e2) = e2
% 67.53/32.32  																																														|
% 67.53/32.32  																																														| From (696) and (42) follows:
% 67.53/32.32  																																														| (1613) op(e0, e2) = e0
% 67.53/32.32  																																														|
% 67.53/32.32  																																														| Instantiating formula (29) with e2, e4, e4, e3 and discharging atoms op(e2, e4) = e4, op(e2, e4) = e3, yields:
% 67.53/32.32  																																														| (425) e4 = e3
% 67.53/32.32  																																														|
% 67.53/32.32  																																														| Instantiating formula (29) with e2, e2, e2, e4 and discharging atoms op(e2, e2) = e4, op(e2, e2) = e2, yields:
% 67.53/32.32  																																														| (323) e4 = e2
% 67.53/32.32  																																														|
% 67.53/32.32  																																														| Instantiating formula (29) with e2, e1, e1, e2 and discharging atoms op(e2, e1) = e2, op(e2, e1) = e1, yields:
% 67.53/32.32  																																														| (617) e2 = e1
% 67.53/32.32  																																														|
% 67.53/32.32  																																														| Instantiating formula (29) with e0, e2, e0, e3 and discharging atoms op(e0, e2) = e3, op(e0, e2) = e0, yields:
% 67.53/32.32  																																														| (676) e3 = e0
% 67.53/32.32  																																														|
% 67.53/32.32  																																														| Combining equations (425,323) yields a new equation:
% 67.53/32.32  																																														| (661) e3 = e2
% 67.53/32.32  																																														|
% 67.53/32.32  																																														| Simplifying 661 yields:
% 67.53/32.32  																																														| (662) e3 = e2
% 67.53/32.32  																																														|
% 67.53/32.32  																																														| Combining equations (662,676) yields a new equation:
% 67.53/32.32  																																														| (391) e2 = e0
% 67.53/32.32  																																														|
% 67.53/32.32  																																														| Simplifying 391 yields:
% 67.53/32.32  																																														| (330) e2 = e0
% 67.53/32.32  																																														|
% 67.53/32.32  																																														| Combining equations (330,617) yields a new equation:
% 67.53/32.32  																																														| (431) e1 = e0
% 67.53/32.32  																																														|
% 67.53/32.32  																																														| Equations (431) can reduce 233 to:
% 67.53/32.32  																																														| (266) $false
% 67.53/32.32  																																														|
% 67.53/32.32  																																														|-The branch is then unsatisfiable
% 67.53/32.32  																																													|-Branch two:
% 67.53/32.32  																																													| (707)  ~ (unit = e2)
% 67.53/32.32  																																													| (708) unit = e4 | unit = e3 | unit = e1 | unit = e0
% 67.53/32.32  																																													|
% 67.53/32.32  																																														+-Applying beta-rule and splitting (708), into two cases.
% 67.53/32.32  																																														|-Branch one:
% 67.53/32.32  																																														| (709) unit = e4
% 67.53/32.32  																																														|
% 67.53/32.32  																																															| From (709) and (24) follows:
% 67.53/32.32  																																															| (33325) op(e4, e3) = e3
% 67.53/32.32  																																															|
% 67.53/32.32  																																															| From (709) and (211) follows:
% 67.53/32.32  																																															| (22527) op(e4, e1) = e1
% 67.53/32.32  																																															|
% 67.53/32.32  																																															| From (709) and (32) follows:
% 67.53/32.32  																																															| (712) op(e2, e4) = e2
% 67.53/32.32  																																															|
% 67.53/32.32  																																															| From (709) and (42) follows:
% 67.53/32.32  																																															| (713) op(e0, e4) = e0
% 67.53/32.32  																																															|
% 67.53/32.32  																																															| Instantiating formula (29) with e4, e3, e3, e4 and discharging atoms op(e4, e3) = e4, op(e4, e3) = e3, yields:
% 67.53/32.32  																																															| (425) e4 = e3
% 67.53/32.32  																																															|
% 67.53/32.32  																																															| Instantiating formula (29) with e4, e1, e1, e3 and discharging atoms op(e4, e1) = e3, op(e4, e1) = e1, yields:
% 67.53/32.32  																																															| (455) e3 = e1
% 67.53/32.32  																																															|
% 67.53/32.32  																																															| Instantiating formula (29) with e2, e4, e2, e3 and discharging atoms op(e2, e4) = e3, op(e2, e4) = e2, yields:
% 67.53/32.32  																																															| (662) e3 = e2
% 67.53/32.32  																																															|
% 67.53/32.32  																																															| Instantiating formula (29) with e0, e4, e0, e4 and discharging atoms op(e0, e4) = e4, op(e0, e4) = e0, yields:
% 67.53/32.32  																																															| (397) e4 = e0
% 67.53/32.32  																																															|
% 67.53/32.32  																																															| Combining equations (425,397) yields a new equation:
% 67.53/32.32  																																															| (675) e3 = e0
% 67.53/32.32  																																															|
% 67.53/32.32  																																															| Simplifying 675 yields:
% 67.53/32.32  																																															| (676) e3 = e0
% 67.53/32.32  																																															|
% 67.53/32.32  																																															| Combining equations (676,662) yields a new equation:
% 67.53/32.32  																																															| (330) e2 = e0
% 67.53/32.32  																																															|
% 67.53/32.32  																																															| Combining equations (455,662) yields a new equation:
% 67.53/32.32  																																															| (617) e2 = e1
% 67.53/32.32  																																															|
% 67.53/32.32  																																															| Combining equations (617,330) yields a new equation:
% 67.53/32.32  																																															| (546) e1 = e0
% 67.53/32.32  																																															|
% 67.53/32.32  																																															| Simplifying 546 yields:
% 67.53/32.32  																																															| (431) e1 = e0
% 67.53/32.32  																																															|
% 67.53/32.32  																																															| Equations (431) can reduce 233 to:
% 67.53/32.32  																																															| (266) $false
% 67.53/32.32  																																															|
% 67.53/32.32  																																															|-The branch is then unsatisfiable
% 67.53/32.32  																																														|-Branch two:
% 67.53/32.32  																																														| (724)  ~ (unit = e4)
% 67.53/32.32  																																														| (725) unit = e3 | unit = e1 | unit = e0
% 67.53/32.32  																																														|
% 67.53/32.32  																																															+-Applying beta-rule and splitting (725), into two cases.
% 67.53/32.32  																																															|-Branch one:
% 67.53/32.32  																																															| (726) unit = e0
% 67.53/32.32  																																															|
% 67.53/32.32  																																																| From (726) and (24) follows:
% 67.53/32.32  																																																| (2208) op(e0, e3) = e3
% 67.53/32.32  																																																|
% 67.53/32.32  																																																| From (726) and (15) follows:
% 67.53/32.32  																																																| (1508) op(e0, e2) = e2
% 67.53/32.32  																																																|
% 67.53/32.32  																																																| From (726) and (42) follows:
% 67.53/32.32  																																																| (728) op(e0, e0) = e0
% 67.53/32.32  																																																|
% 67.53/32.32  																																																| Instantiating formula (29) with e0, e3, e3, e1 and discharging atoms op(e0, e3) = e3, op(e0, e3) = e1, yields:
% 67.53/32.32  																																																| (455) e3 = e1
% 67.53/32.32  																																																|
% 67.53/32.32  																																																| Instantiating formula (29) with e0, e2, e2, e3 and discharging atoms op(e0, e2) = e3, op(e0, e2) = e2, yields:
% 67.53/32.32  																																																| (662) e3 = e2
% 67.53/32.32  																																																|
% 67.53/32.32  																																																| Instantiating formula (29) with e0, e0, e0, e2 and discharging atoms op(e0, e0) = e2, op(e0, e0) = e0, yields:
% 67.53/32.32  																																																| (330) e2 = e0
% 67.53/32.32  																																																|
% 67.53/32.32  																																																| Combining equations (662,455) yields a new equation:
% 67.53/32.32  																																																| (616) e2 = e1
% 67.53/32.32  																																																|
% 67.53/32.32  																																																| Simplifying 616 yields:
% 67.53/32.32  																																																| (617) e2 = e1
% 67.53/32.32  																																																|
% 67.53/32.32  																																																| Combining equations (330,617) yields a new equation:
% 67.53/32.32  																																																| (431) e1 = e0
% 67.53/32.32  																																																|
% 67.53/32.32  																																																| Equations (431) can reduce 233 to:
% 67.53/32.32  																																																| (266) $false
% 67.53/32.32  																																																|
% 67.53/32.32  																																																|-The branch is then unsatisfiable
% 67.53/32.32  																																															|-Branch two:
% 67.53/32.32  																																															| (734)  ~ (unit = e0)
% 67.53/32.32  																																															| (735) unit = e3 | unit = e1
% 67.53/32.32  																																															|
% 67.53/32.32  																																																+-Applying beta-rule and splitting (735), into two cases.
% 67.53/32.32  																																																|-Branch one:
% 67.53/32.32  																																																| (736) unit = e1
% 67.53/32.32  																																																|
% 67.53/32.32  																																																	| Equations (736) can reduce 734 to:
% 67.53/32.32  																																																	| (233)  ~ (e1 = e0)
% 67.53/32.32  																																																	|
% 67.53/32.32  																																																	| From (736) and (244) follows:
% 67.53/32.32  																																																	| (738) op(e1, e4) = e4
% 67.53/32.32  																																																	|
% 67.53/32.32  																																																	| From (736) and (227) follows:
% 67.53/32.32  																																																	| (739) op(e4, e1) = e4
% 67.53/32.32  																																																	|
% 67.53/32.32  																																																	| From (736) and (40) follows:
% 67.53/32.32  																																																	| (1652) op(e3, e1) = e3
% 67.53/32.32  																																																	|
% 67.53/32.32  																																																	| Instantiating formula (29) with e4, e1, e4, e3 and discharging atoms op(e4, e1) = e4, op(e4, e1) = e3, yields:
% 67.53/32.32  																																																	| (425) e4 = e3
% 67.53/32.32  																																																	|
% 67.53/32.32  																																																	| Instantiating formula (29) with e3, e1, e3, e1 and discharging atoms op(e3, e1) = e3, op(e3, e1) = e1, yields:
% 67.53/32.32  																																																	| (455) e3 = e1
% 67.53/32.32  																																																	|
% 67.53/32.32  																																																	| Instantiating formula (29) with e1, e4, e4, e0 and discharging atoms op(e1, e4) = e4, op(e1, e4) = e0, yields:
% 67.53/32.32  																																																	| (397) e4 = e0
% 67.53/32.32  																																																	|
% 67.53/32.32  																																																	| Combining equations (425,397) yields a new equation:
% 67.53/32.32  																																																	| (675) e3 = e0
% 67.53/32.32  																																																	|
% 67.53/32.32  																																																	| Simplifying 675 yields:
% 67.53/32.32  																																																	| (676) e3 = e0
% 67.53/32.32  																																																	|
% 67.53/32.32  																																																	| Combining equations (676,455) yields a new equation:
% 67.53/32.32  																																																	| (431) e1 = e0
% 67.53/32.32  																																																	|
% 67.53/32.32  																																																	| Equations (431) can reduce 233 to:
% 67.53/32.32  																																																	| (266) $false
% 67.53/32.32  																																																	|
% 67.53/32.32  																																																	|-The branch is then unsatisfiable
% 67.53/32.32  																																																|-Branch two:
% 67.53/32.32  																																																| (748)  ~ (unit = e1)
% 67.53/32.32  																																																| (749) unit = e3
% 67.53/32.32  																																																|
% 67.53/32.32  																																																	| From (749) and (244) follows:
% 67.53/32.32  																																																	| (750) op(e3, e4) = e4
% 67.53/32.32  																																																	|
% 67.53/32.32  																																																	| From (749) and (209) follows:
% 67.53/32.32  																																																	| (1667) op(e3, e0) = e0
% 67.53/32.32  																																																	|
% 67.53/32.32  																																																	| From (749) and (28) follows:
% 67.53/32.32  																																																	| (2235) op(e1, e3) = e1
% 67.53/32.32  																																																	|
% 67.53/32.32  																																																	| Instantiating formula (29) with e3, e4, e4, e2 and discharging atoms op(e3, e4) = e4, op(e3, e4) = e2, yields:
% 67.53/32.32  																																																	| (323) e4 = e2
% 67.53/32.32  																																																	|
% 67.53/32.32  																																																	| Instantiating formula (29) with e3, e0, e0, e4 and discharging atoms op(e3, e0) = e4, op(e3, e0) = e0, yields:
% 67.53/32.32  																																																	| (397) e4 = e0
% 67.53/32.32  																																																	|
% 67.53/32.32  																																																	| Instantiating formula (29) with e1, e3, e1, e2 and discharging atoms op(e1, e3) = e2, op(e1, e3) = e1, yields:
% 67.53/32.32  																																																	| (617) e2 = e1
% 67.53/32.32  																																																	|
% 67.53/32.32  																																																	| Combining equations (397,323) yields a new equation:
% 67.53/32.32  																																																	| (330) e2 = e0
% 67.53/32.32  																																																	|
% 67.53/32.32  																																																	| Combining equations (330,617) yields a new equation:
% 67.53/32.32  																																																	| (431) e1 = e0
% 67.53/32.32  																																																	|
% 67.53/32.32  																																																	| Equations (431) can reduce 233 to:
% 67.53/32.32  																																																	| (266) $false
% 67.53/32.32  																																																	|
% 67.53/32.32  																																																	|-The branch is then unsatisfiable
% 67.53/32.32  																																												|-Branch two:
% 67.53/32.32  																																												| (464)  ~ (all_0_51_51 = e1)
% 67.53/32.32  																																												| (1202) all_0_52_52 = e1 | all_0_53_53 = e1
% 67.53/32.32  																																												|
% 67.53/32.32  																																													+-Applying beta-rule and splitting (1104), into two cases.
% 67.53/32.32  																																													|-Branch one:
% 67.53/32.32  																																													| (1109) all_0_51_51 = e1
% 67.53/32.32  																																													|
% 67.53/32.32  																																														| Equations (1109) can reduce 464 to:
% 67.53/32.32  																																														| (266) $false
% 67.53/32.32  																																														|
% 67.53/32.32  																																														|-The branch is then unsatisfiable
% 67.53/32.32  																																													|-Branch two:
% 67.53/32.32  																																													| (464)  ~ (all_0_51_51 = e1)
% 67.53/32.32  																																													| (660) all_0_51_51 = e3
% 67.53/32.32  																																													|
% 67.53/32.32  																																														| Equations (660) can reduce 664 to:
% 67.53/32.32  																																														| (266) $false
% 67.53/32.32  																																														|
% 67.53/32.32  																																														|-The branch is then unsatisfiable
% 67.53/32.32  																																								|-Branch two:
% 67.53/32.32  																																								| (1390)  ~ (all_0_44_44 = e4)
% 67.53/32.32  																																								| (1391) all_0_44_44 = e3 | all_0_44_44 = e1 | all_0_44_44 = e0
% 67.53/32.32  																																								|
% 67.53/32.32  																																									+-Applying beta-rule and splitting (418), into two cases.
% 67.53/32.32  																																									|-Branch one:
% 67.53/32.32  																																									| (660) all_0_51_51 = e3
% 67.53/32.32  																																									|
% 67.53/32.32  																																										| Equations (660) can reduce 664 to:
% 67.53/32.32  																																										| (266) $false
% 67.53/32.32  																																										|
% 67.53/32.32  																																										|-The branch is then unsatisfiable
% 67.53/32.32  																																									|-Branch two:
% 67.53/32.32  																																									| (664)  ~ (all_0_51_51 = e3)
% 67.53/32.32  																																									| (665) all_0_53_53 = e3
% 67.53/32.32  																																									|
% 67.53/32.32  																																										| Equations (665) can reduce 65 to:
% 67.53/32.32  																																										| (525)  ~ (all_0_49_49 = e3)
% 67.53/32.32  																																										|
% 67.53/32.32  																																										| Equations (665) can reduce 1453 to:
% 67.53/32.32  																																										| (277)  ~ (e4 = e3)
% 67.53/32.32  																																										|
% 67.53/32.32  																																										| Simplifying 277 yields:
% 67.53/32.32  																																										| (188)  ~ (e4 = e3)
% 67.53/32.32  																																										|
% 67.53/32.32  																																										+-Applying beta-rule and splitting (54), into two cases.
% 67.53/32.32  																																										|-Branch one:
% 67.53/32.32  																																										| (583) all_0_49_49 = e2
% 67.53/32.32  																																										|
% 67.53/32.32  																																											| Equations (583) can reduce 340 to:
% 67.53/32.32  																																											| (266) $false
% 67.53/32.32  																																											|
% 67.53/32.32  																																											|-The branch is then unsatisfiable
% 67.53/32.32  																																										|-Branch two:
% 67.53/32.32  																																										| (340)  ~ (all_0_49_49 = e2)
% 67.53/32.32  																																										| (586) all_0_49_49 = e4 | all_0_49_49 = e3 | all_0_49_49 = e1 | all_0_49_49 = e0
% 67.53/32.32  																																										|
% 67.53/32.32  																																											+-Applying beta-rule and splitting (150), into two cases.
% 67.53/32.32  																																											|-Branch one:
% 67.53/32.32  																																											| (1378) all_0_40_40 = e4
% 67.53/32.33  																																											|
% 67.53/32.33  																																												| Combining equations (485,1378) yields a new equation:
% 67.53/32.33  																																												| (397) e4 = e0
% 67.53/32.33  																																												|
% 67.53/32.33  																																												| Equations (397) can reduce 49 to:
% 67.53/32.33  																																												| (266) $false
% 67.53/32.33  																																												|
% 67.53/32.33  																																												|-The branch is then unsatisfiable
% 67.53/32.33  																																											|-Branch two:
% 67.53/32.33  																																											| (447)  ~ (all_0_40_40 = e4)
% 67.53/32.33  																																											| (2271) all_0_44_44 = e4 | all_0_49_49 = e4 | all_0_53_53 = e4 | all_0_58_58 = e4
% 67.53/32.33  																																											|
% 67.53/32.33  																																												+-Applying beta-rule and splitting (586), into two cases.
% 67.53/32.33  																																												|-Branch one:
% 67.53/32.33  																																												| (974) all_0_49_49 = e4
% 67.53/32.33  																																												|
% 67.53/32.33  																																													| Equations (974) can reduce 256 to:
% 67.53/32.33  																																													| (266) $false
% 67.53/32.33  																																													|
% 67.53/32.33  																																													|-The branch is then unsatisfiable
% 67.53/32.33  																																												|-Branch two:
% 67.53/32.33  																																												| (256)  ~ (all_0_49_49 = e4)
% 67.53/32.33  																																												| (977) all_0_49_49 = e3 | all_0_49_49 = e1 | all_0_49_49 = e0
% 67.53/32.33  																																												|
% 67.53/32.33  																																													+-Applying beta-rule and splitting (2271), into two cases.
% 67.53/32.33  																																													|-Branch one:
% 67.53/32.33  																																													| (446) all_0_44_44 = e4
% 67.53/32.33  																																													|
% 67.53/32.33  																																														| Equations (446) can reduce 1390 to:
% 67.53/32.33  																																														| (266) $false
% 67.53/32.33  																																														|
% 67.53/32.33  																																														|-The branch is then unsatisfiable
% 67.53/32.33  																																													|-Branch two:
% 67.53/32.33  																																													| (1390)  ~ (all_0_44_44 = e4)
% 67.53/32.33  																																													| (7998) all_0_49_49 = e4 | all_0_53_53 = e4 | all_0_58_58 = e4
% 67.53/32.33  																																													|
% 67.53/32.33  																																														+-Applying beta-rule and splitting (977), into two cases.
% 67.53/32.33  																																														|-Branch one:
% 67.53/32.33  																																														| (978) all_0_49_49 = e0
% 67.53/32.33  																																														|
% 67.53/32.33  																																															| Equations (978) can reduce 487 to:
% 67.53/32.33  																																															| (266) $false
% 67.53/32.33  																																															|
% 67.53/32.33  																																															|-The branch is then unsatisfiable
% 67.53/32.33  																																														|-Branch two:
% 67.53/32.33  																																														| (487)  ~ (all_0_49_49 = e0)
% 67.53/32.33  																																														| (981) all_0_49_49 = e3 | all_0_49_49 = e1
% 67.53/32.33  																																														|
% 67.53/32.33  																																															+-Applying beta-rule and splitting (981), into two cases.
% 67.53/32.33  																																															|-Branch one:
% 67.53/32.33  																																															| (671) all_0_49_49 = e1
% 67.53/32.33  																																															|
% 67.53/32.33  																																																| Equations (671) can reduce 256 to:
% 67.53/32.33  																																																| (602)  ~ (e4 = e1)
% 67.53/32.33  																																																|
% 67.53/32.33  																																																| Simplifying 602 yields:
% 67.53/32.33  																																																| (110)  ~ (e4 = e1)
% 67.53/32.33  																																																|
% 67.53/32.33  																																																+-Applying beta-rule and splitting (7998), into two cases.
% 67.53/32.33  																																																|-Branch one:
% 67.53/32.33  																																																| (974) all_0_49_49 = e4
% 67.53/32.33  																																																|
% 67.53/32.33  																																																	| Combining equations (671,974) yields a new equation:
% 67.53/32.33  																																																	| (630) e4 = e1
% 67.53/32.33  																																																	|
% 67.53/32.33  																																																	| Equations (630) can reduce 110 to:
% 67.53/32.33  																																																	| (266) $false
% 67.53/32.33  																																																	|
% 67.53/32.33  																																																	|-The branch is then unsatisfiable
% 67.53/32.33  																																																|-Branch two:
% 67.53/32.33  																																																| (256)  ~ (all_0_49_49 = e4)
% 67.53/32.33  																																																| (8013) all_0_53_53 = e4 | all_0_58_58 = e4
% 67.53/32.33  																																																|
% 67.53/32.33  																																																	+-Applying beta-rule and splitting (8013), into two cases.
% 67.53/32.33  																																																	|-Branch one:
% 67.53/32.33  																																																	| (1298) all_0_53_53 = e4
% 67.53/32.33  																																																	|
% 67.53/32.33  																																																		| Combining equations (1298,665) yields a new equation:
% 67.53/32.33  																																																		| (424) e4 = e3
% 67.53/32.33  																																																		|
% 67.53/32.33  																																																		| Simplifying 424 yields:
% 67.53/32.33  																																																		| (425) e4 = e3
% 67.53/32.33  																																																		|
% 67.53/32.33  																																																		| Equations (425) can reduce 188 to:
% 67.53/32.33  																																																		| (266) $false
% 67.53/32.33  																																																		|
% 67.53/32.33  																																																		|-The branch is then unsatisfiable
% 67.53/32.33  																																																	|-Branch two:
% 67.53/32.33  																																																	| (1453)  ~ (all_0_53_53 = e4)
% 67.53/32.33  																																																	| (910) all_0_58_58 = e4
% 67.53/32.33  																																																	|
% 67.53/32.33  																																																		| Combining equations (624,910) yields a new equation:
% 67.53/32.33  																																																		| (323) e4 = e2
% 67.53/32.33  																																																		|
% 67.53/32.33  																																																		| Equations (323) can reduce 48 to:
% 67.53/32.33  																																																		| (266) $false
% 67.53/32.33  																																																		|
% 67.53/32.33  																																																		|-The branch is then unsatisfiable
% 67.53/32.33  																																															|-Branch two:
% 67.53/32.33  																																															| (1064)  ~ (all_0_49_49 = e1)
% 67.53/32.33  																																															| (884) all_0_49_49 = e3
% 67.53/32.33  																																															|
% 67.53/32.33  																																																| Equations (884) can reduce 525 to:
% 67.53/32.33  																																																| (266) $false
% 67.53/32.33  																																																|
% 67.53/32.33  																																																|-The branch is then unsatisfiable
% 67.53/32.33  																																						|-Branch two:
% 67.53/32.33  																																						| (272)  ~ (all_0_56_56 = e3)
% 67.53/32.33  																																						| (795) all_0_58_58 = e3
% 67.53/32.33  																																						|
% 67.53/32.33  																																							| Combining equations (795,624) yields a new equation:
% 67.53/32.33  																																							| (661) e3 = e2
% 67.53/32.33  																																							|
% 67.53/32.33  																																							| Simplifying 661 yields:
% 67.53/32.33  																																							| (662) e3 = e2
% 67.53/32.33  																																							|
% 67.53/32.33  																																							| Equations (662) can reduce 212 to:
% 67.53/32.33  																																							| (266) $false
% 67.53/32.33  																																							|
% 67.53/32.33  																																							|-The branch is then unsatisfiable
% 67.53/32.33  																																				|-Branch two:
% 67.53/32.33  																																				| (252)  ~ (all_0_47_47 = e4)
% 67.53/32.33  																																				| (6548) all_0_51_51 = e4 | all_0_56_56 = e4
% 67.53/32.33  																																				|
% 67.53/32.33  																																					+-Applying beta-rule and splitting (206), into two cases.
% 67.53/32.33  																																					|-Branch one:
% 67.53/32.33  																																					| (248) all_0_45_45 = e4
% 67.53/32.33  																																					|
% 67.53/32.33  																																						| Combining equations (248,423) yields a new equation:
% 67.53/32.33  																																						| (424) e4 = e3
% 67.53/32.33  																																						|
% 67.53/32.33  																																						| Simplifying 424 yields:
% 67.53/32.33  																																						| (425) e4 = e3
% 67.53/32.33  																																						|
% 67.53/32.33  																																						| Equations (425) can reduce 188 to:
% 67.53/32.33  																																						| (266) $false
% 67.53/32.33  																																						|
% 67.53/32.33  																																						|-The branch is then unsatisfiable
% 67.53/32.33  																																					|-Branch two:
% 67.53/32.33  																																					| (60416)  ~ (all_0_45_45 = e4)
% 67.53/32.33  																																					| (61457) all_0_46_46 = e4 | all_0_47_47 = e4 | all_0_48_48 = e4 | all_0_49_49 = e4
% 67.53/32.33  																																					|
% 67.53/32.33  																																						+-Applying beta-rule and splitting (441), into two cases.
% 67.53/32.33  																																						|-Branch one:
% 67.53/32.33  																																						| (1392) all_0_42_42 = e4
% 67.53/32.33  																																						|
% 67.53/32.33  																																							| Combining equations (1392,559) yields a new equation:
% 67.53/32.33  																																							| (481) e4 = e0
% 67.53/32.33  																																							|
% 67.53/32.33  																																							| Simplifying 481 yields:
% 67.53/32.33  																																							| (397) e4 = e0
% 67.53/32.33  																																							|
% 67.53/32.33  																																							| Equations (397) can reduce 49 to:
% 67.53/32.33  																																							| (266) $false
% 67.53/32.33  																																							|
% 67.53/32.33  																																							|-The branch is then unsatisfiable
% 67.53/32.33  																																						|-Branch two:
% 67.53/32.33  																																						| (1890)  ~ (all_0_42_42 = e4)
% 67.53/32.33  																																						| (1891) all_0_43_43 = e4 | all_0_44_44 = e4
% 67.53/32.33  																																						|
% 67.53/32.33  																																							+-Applying beta-rule and splitting (1891), into two cases.
% 67.53/32.33  																																							|-Branch one:
% 67.53/32.33  																																							| (396) all_0_43_43 = e4
% 67.53/32.33  																																							|
% 67.53/32.33  																																								| Combining equations (396,430) yields a new equation:
% 67.53/32.33  																																								| (636) e4 = e1
% 67.53/32.33  																																								|
% 67.53/32.33  																																								| Simplifying 636 yields:
% 67.53/32.33  																																								| (630) e4 = e1
% 67.53/32.33  																																								|
% 67.53/32.33  																																								| Equations (630) can reduce 110 to:
% 67.53/32.33  																																								| (266) $false
% 67.53/32.33  																																								|
% 67.53/32.33  																																								|-The branch is then unsatisfiable
% 67.53/32.33  																																							|-Branch two:
% 67.53/32.33  																																							| (399)  ~ (all_0_43_43 = e4)
% 67.53/32.33  																																							| (446) all_0_44_44 = e4
% 67.53/32.33  																																							|
% 67.53/32.33  																																								| Equations (446) can reduce 9 to:
% 67.53/32.33  																																								| (255)  ~ (all_0_49_49 = e4)
% 67.53/32.33  																																								|
% 67.53/32.33  																																								| Simplifying 255 yields:
% 67.53/32.33  																																								| (256)  ~ (all_0_49_49 = e4)
% 67.53/32.33  																																								|
% 67.53/32.33  																																								| Equations (446) can reduce 147 to:
% 67.53/32.33  																																								| (48)  ~ (e4 = e2)
% 67.53/32.33  																																								|
% 67.53/32.33  																																								| Equations (446) can reduce 360 to:
% 67.53/32.33  																																								| (49)  ~ (e4 = e0)
% 67.53/32.33  																																								|
% 67.53/32.33  																																								+-Applying beta-rule and splitting (61457), into two cases.
% 67.53/32.33  																																								|-Branch one:
% 67.53/32.33  																																								| (770) all_0_46_46 = e4
% 67.53/32.33  																																								|
% 67.53/32.33  																																									| Combining equations (538,770) yields a new equation:
% 67.53/32.33  																																									| (397) e4 = e0
% 67.53/32.33  																																									|
% 67.53/32.33  																																									| Equations (397) can reduce 49 to:
% 67.53/32.33  																																									| (266) $false
% 67.53/32.33  																																									|
% 67.53/32.33  																																									|-The branch is then unsatisfiable
% 67.53/32.33  																																								|-Branch two:
% 67.53/32.33  																																								| (250)  ~ (all_0_46_46 = e4)
% 67.56/32.34  																																								| (61466) all_0_47_47 = e4 | all_0_48_48 = e4 | all_0_49_49 = e4
% 67.56/32.34  																																								|
% 67.56/32.34  																																									+-Applying beta-rule and splitting (61466), into two cases.
% 67.56/32.34  																																									|-Branch one:
% 67.56/32.34  																																									| (1790) all_0_47_47 = e4
% 67.56/32.34  																																									|
% 67.56/32.34  																																										| Equations (1790) can reduce 252 to:
% 67.56/32.34  																																										| (266) $false
% 67.56/32.34  																																										|
% 67.56/32.34  																																										|-The branch is then unsatisfiable
% 67.56/32.34  																																									|-Branch two:
% 67.56/32.34  																																									| (252)  ~ (all_0_47_47 = e4)
% 67.56/32.34  																																									| (61479) all_0_48_48 = e4 | all_0_49_49 = e4
% 67.56/32.34  																																									|
% 67.56/32.34  																																										+-Applying beta-rule and splitting (61479), into two cases.
% 67.56/32.34  																																										|-Branch one:
% 67.56/32.34  																																										| (943) all_0_48_48 = e4
% 67.56/32.34  																																										|
% 67.56/32.34  																																											| Combining equations (335,943) yields a new equation:
% 67.56/32.34  																																											| (323) e4 = e2
% 67.56/32.34  																																											|
% 67.56/32.34  																																											| Equations (323) can reduce 48 to:
% 67.56/32.34  																																											| (266) $false
% 67.56/32.34  																																											|
% 67.56/32.34  																																											|-The branch is then unsatisfiable
% 67.56/32.34  																																										|-Branch two:
% 67.56/32.34  																																										| (254)  ~ (all_0_48_48 = e4)
% 67.56/32.34  																																										| (974) all_0_49_49 = e4
% 67.56/32.34  																																										|
% 67.56/32.34  																																											| Equations (974) can reduce 256 to:
% 67.56/32.34  																																											| (266) $false
% 67.56/32.34  																																											|
% 67.56/32.34  																																											|-The branch is then unsatisfiable
% 67.56/32.34  																												|-Branch two:
% 67.56/32.34  																												| (358)  ~ (all_0_42_42 = e0)
% 67.56/32.34  																												| (6766) all_0_43_43 = e0 | all_0_44_44 = e0
% 67.56/32.34  																												|
% 67.56/32.34  																													+-Applying beta-rule and splitting (595), into two cases.
% 67.56/32.34  																													|-Branch one:
% 67.56/32.34  																													| (545) all_0_46_46 = e1
% 67.56/32.34  																													|
% 67.56/32.34  																														| Combining equations (538,545) yields a new equation:
% 67.56/32.34  																														| (431) e1 = e0
% 67.56/32.34  																														|
% 67.56/32.34  																														| Equations (431) can reduce 233 to:
% 67.56/32.34  																														| (266) $false
% 67.56/32.34  																														|
% 67.56/32.34  																														|-The branch is then unsatisfiable
% 67.56/32.34  																													|-Branch two:
% 67.56/32.34  																													| (549)  ~ (all_0_46_46 = e1)
% 67.56/32.34  																													| (600) all_0_50_50 = e1 | all_0_55_55 = e1
% 67.56/32.34  																													|
% 67.56/32.34  																														| Equations (538) can reduce 549 to:
% 67.56/32.34  																														| (435)  ~ (e1 = e0)
% 67.56/32.34  																														|
% 67.56/32.34  																														| Simplifying 435 yields:
% 67.56/32.34  																														| (233)  ~ (e1 = e0)
% 67.56/32.34  																														|
% 67.56/32.34  																														+-Applying beta-rule and splitting (6766), into two cases.
% 67.56/32.34  																														|-Branch one:
% 67.56/32.34  																														| (356) all_0_43_43 = e0
% 67.56/32.34  																														|
% 67.56/32.34  																															| Combining equations (356,430) yields a new equation:
% 67.56/32.34  																															| (431) e1 = e0
% 67.56/32.34  																															|
% 67.56/32.34  																															| Equations (431) can reduce 233 to:
% 67.56/32.34  																															| (266) $false
% 67.56/32.34  																															|
% 67.56/32.34  																															|-The branch is then unsatisfiable
% 67.56/32.34  																														|-Branch two:
% 67.56/32.34  																														| (5470)  ~ (all_0_43_43 = e0)
% 67.56/32.34  																														| (1414) all_0_44_44 = e0
% 67.56/32.34  																														|
% 67.56/32.34  																															| Equations (1414) can reduce 360 to:
% 67.56/32.34  																															| (266) $false
% 67.56/32.34  																															|
% 67.56/32.34  																															|-The branch is then unsatisfiable
% 67.56/32.35  																									|-Branch two:
% 67.56/32.35  																									| (831)  ~ (all_0_46_46 = e0)
% 67.56/32.35  																									| (832) all_0_47_47 = e0 | all_0_48_48 = e0 | all_0_49_49 = e0
% 67.56/32.35  																									|
% 67.56/32.35  																										+-Applying beta-rule and splitting (243), into two cases.
% 67.56/32.35  																										|-Branch one:
% 67.56/32.35  																										| (329) all_0_38_38 = e0
% 67.56/32.35  																										|
% 67.56/32.35  																											| Combining equations (329,321) yields a new equation:
% 67.56/32.35  																											| (397) e4 = e0
% 67.56/32.35  																											|
% 67.56/32.35  																											| Equations (397) can reduce 49 to:
% 67.56/32.35  																											| (266) $false
% 67.56/32.35  																											|
% 67.56/32.35  																											|-The branch is then unsatisfiable
% 67.56/32.35  																										|-Branch two:
% 67.56/32.35  																										| (332)  ~ (all_0_38_38 = e0)
% 67.56/32.35  																										| (395) all_0_41_41 = e0 | all_0_46_46 = e0 | all_0_55_55 = e0
% 67.56/32.35  																										|
% 67.56/32.35  																											+-Applying beta-rule and splitting (832), into two cases.
% 67.56/32.35  																											|-Branch one:
% 67.56/32.35  																											| (674) all_0_47_47 = e0
% 67.56/32.35  																											|
% 67.56/32.35  																												| Equations (674) can reduce 19 to:
% 67.56/32.35  																												| (831)  ~ (all_0_46_46 = e0)
% 67.56/32.35  																												|
% 67.56/32.35  																												| Equations (674) can reduce 86 to:
% 67.56/32.35  																												| (486)  ~ (all_0_49_49 = e0)
% 67.56/32.35  																												|
% 67.56/32.35  																												| Simplifying 486 yields:
% 67.56/32.35  																												| (487)  ~ (all_0_49_49 = e0)
% 67.56/32.35  																												|
% 67.56/32.35  																												| Equations (674) can reduce 91 to:
% 67.56/32.35  																												| (1181)  ~ (all_0_56_56 = e0)
% 67.56/32.35  																												|
% 67.56/32.35  																												| Simplifying 1181 yields:
% 67.56/32.35  																												| (828)  ~ (all_0_56_56 = e0)
% 67.56/32.35  																												|
% 67.56/32.35  																												| Equations (674) can reduce 1091 to:
% 67.56/32.35  																												| (541)  ~ (e3 = e0)
% 67.56/32.35  																												|
% 67.56/32.35  																												| Simplifying 541 yields:
% 67.56/32.35  																												| (80)  ~ (e3 = e0)
% 67.56/32.35  																												|
% 67.56/32.35  																												| From (674) and (23) follows:
% 67.56/32.35  																												| (3148) op(e2, e2) = e0
% 67.56/32.35  																												|
% 67.56/32.35  																												+-Applying beta-rule and splitting (165), into two cases.
% 67.56/32.35  																												|-Branch one:
% 67.56/32.35  																												| (794) all_0_41_41 = e0
% 67.56/32.35  																												|
% 67.56/32.35  																													| Equations (794) can reduce 149 to:
% 67.56/32.35  																													| (359)  ~ (all_0_44_44 = e0)
% 67.56/32.35  																													|
% 67.56/32.35  																													| Simplifying 359 yields:
% 67.56/32.35  																													| (360)  ~ (all_0_44_44 = e0)
% 67.56/32.35  																													|
% 67.56/32.35  																													| Equations (794) can reduce 43 to:
% 67.56/32.35  																													| (5567)  ~ (all_0_46_46 = e0)
% 67.56/32.35  																													|
% 67.56/32.35  																													| Simplifying 5567 yields:
% 67.56/32.35  																													| (831)  ~ (all_0_46_46 = e0)
% 67.56/32.35  																													|
% 67.56/32.35  																													| Equations (794) can reduce 440 to:
% 67.56/32.35  																													| (401)  ~ (e4 = e0)
% 67.56/32.35  																													|
% 67.56/32.35  																													| Simplifying 401 yields:
% 67.56/32.35  																													| (49)  ~ (e4 = e0)
% 67.56/32.35  																													|
% 67.56/32.35  																													+-Applying beta-rule and splitting (144), into two cases.
% 67.56/32.35  																													|-Branch one:
% 67.56/32.35  																													| (403) all_0_41_41 = e3
% 67.56/32.35  																													|
% 67.56/32.35  																														| Combining equations (403,794) yields a new equation:
% 67.56/32.35  																														| (675) e3 = e0
% 67.56/32.35  																														|
% 67.56/32.35  																														| Simplifying 675 yields:
% 67.56/32.35  																														| (676) e3 = e0
% 67.56/32.35  																														|
% 67.56/32.35  																														| Equations (676) can reduce 80 to:
% 67.56/32.35  																														| (266) $false
% 67.56/32.35  																														|
% 67.56/32.35  																														|-The branch is then unsatisfiable
% 67.56/32.35  																													|-Branch two:
% 67.56/32.35  																													| (1898)  ~ (all_0_41_41 = e3)
% 67.56/32.35  																													| (1923) all_0_46_46 = e3 | all_0_50_50 = e3 | all_0_55_55 = e3
% 67.56/32.35  																													|
% 67.56/32.35  																														+-Applying beta-rule and splitting (206), into two cases.
% 67.56/32.35  																														|-Branch one:
% 67.56/32.35  																														| (248) all_0_45_45 = e4
% 67.56/32.35  																														|
% 67.56/32.35  																															| Combining equations (248,423) yields a new equation:
% 67.56/32.35  																															| (424) e4 = e3
% 67.56/32.35  																															|
% 67.56/32.35  																															| Simplifying 424 yields:
% 67.56/32.35  																															| (425) e4 = e3
% 67.56/32.35  																															|
% 67.56/32.35  																															| Equations (425) can reduce 188 to:
% 67.56/32.35  																															| (266) $false
% 67.56/32.35  																															|
% 67.56/32.35  																															|-The branch is then unsatisfiable
% 67.56/32.35  																														|-Branch two:
% 67.56/32.35  																														| (60416)  ~ (all_0_45_45 = e4)
% 67.56/32.35  																														| (61457) all_0_46_46 = e4 | all_0_47_47 = e4 | all_0_48_48 = e4 | all_0_49_49 = e4
% 67.56/32.35  																														|
% 67.56/32.35  																															+-Applying beta-rule and splitting (1923), into two cases.
% 67.56/32.35  																															|-Branch one:
% 67.56/32.35  																															| (1557) all_0_46_46 = e3
% 67.56/32.35  																															|
% 67.56/32.35  																																| Equations (1557) can reduce 409 to:
% 67.56/32.35  																																| (266) $false
% 67.56/32.35  																																|
% 67.56/32.35  																																|-The branch is then unsatisfiable
% 67.56/32.35  																															|-Branch two:
% 67.56/32.35  																															| (409)  ~ (all_0_46_46 = e3)
% 67.56/32.35  																															| (4042) all_0_50_50 = e3 | all_0_55_55 = e3
% 67.56/32.35  																															|
% 67.56/32.35  																																+-Applying beta-rule and splitting (123), into two cases.
% 67.56/32.35  																																|-Branch one:
% 67.56/32.35  																																| (1794) all_0_46_46 = e2
% 67.56/32.35  																																|
% 67.56/32.35  																																	| Equations (1794) can reduce 300 to:
% 67.56/32.35  																																	| (266) $false
% 67.56/32.35  																																	|
% 67.56/32.35  																																	|-The branch is then unsatisfiable
% 67.56/32.35  																																|-Branch two:
% 67.56/32.35  																																| (300)  ~ (all_0_46_46 = e2)
% 67.56/32.35  																																| (1797) all_0_46_46 = e4 | all_0_46_46 = e3 | all_0_46_46 = e1 | all_0_46_46 = e0
% 67.56/32.35  																																|
% 67.56/32.35  																																	+-Applying beta-rule and splitting (61457), into two cases.
% 67.56/32.35  																																	|-Branch one:
% 67.56/32.35  																																	| (770) all_0_46_46 = e4
% 67.56/32.35  																																	|
% 67.56/32.35  																																		| Equations (770) can reduce 250 to:
% 67.56/32.35  																																		| (266) $false
% 67.56/32.35  																																		|
% 67.56/32.35  																																		|-The branch is then unsatisfiable
% 67.56/32.35  																																	|-Branch two:
% 67.56/32.35  																																	| (250)  ~ (all_0_46_46 = e4)
% 67.56/32.35  																																	| (61466) all_0_47_47 = e4 | all_0_48_48 = e4 | all_0_49_49 = e4
% 67.56/32.35  																																	|
% 67.56/32.35  																																		+-Applying beta-rule and splitting (61466), into two cases.
% 67.56/32.35  																																		|-Branch one:
% 67.56/32.35  																																		| (1790) all_0_47_47 = e4
% 67.56/32.35  																																		|
% 67.56/32.35  																																			| Combining equations (674,1790) yields a new equation:
% 67.56/32.35  																																			| (397) e4 = e0
% 67.56/32.35  																																			|
% 67.56/32.35  																																			| Equations (397) can reduce 49 to:
% 67.56/32.35  																																			| (266) $false
% 67.56/32.35  																																			|
% 67.56/32.35  																																			|-The branch is then unsatisfiable
% 67.56/32.35  																																		|-Branch two:
% 67.56/32.35  																																		| (252)  ~ (all_0_47_47 = e4)
% 67.56/32.35  																																		| (61479) all_0_48_48 = e4 | all_0_49_49 = e4
% 67.56/32.35  																																		|
% 67.56/32.36  																																			+-Applying beta-rule and splitting (61479), into two cases.
% 67.56/32.36  																																			|-Branch one:
% 67.56/32.36  																																			| (943) all_0_48_48 = e4
% 67.56/32.36  																																			|
% 67.56/32.36  																																				| Combining equations (335,943) yields a new equation:
% 67.56/32.36  																																				| (323) e4 = e2
% 67.56/32.36  																																				|
% 67.56/32.36  																																				| Equations (323) can reduce 48 to:
% 67.56/32.36  																																				| (266) $false
% 67.56/32.36  																																				|
% 67.56/32.36  																																				|-The branch is then unsatisfiable
% 67.56/32.36  																																			|-Branch two:
% 67.56/32.36  																																			| (254)  ~ (all_0_48_48 = e4)
% 67.56/32.36  																																			| (974) all_0_49_49 = e4
% 67.56/32.36  																																			|
% 67.56/32.36  																																				| Equations (974) can reduce 9 to:
% 67.56/32.36  																																				| (1390)  ~ (all_0_44_44 = e4)
% 67.56/32.36  																																				|
% 67.56/32.36  																																				| Equations (974) can reduce 208 to:
% 67.56/32.36  																																				| (250)  ~ (all_0_46_46 = e4)
% 67.56/32.36  																																				|
% 67.56/32.36  																																				| Equations (974) can reduce 65 to:
% 67.56/32.36  																																				| (1452)  ~ (all_0_53_53 = e4)
% 67.56/32.36  																																				|
% 67.56/32.36  																																				| Simplifying 1452 yields:
% 67.56/32.36  																																				| (1453)  ~ (all_0_53_53 = e4)
% 67.56/32.36  																																				|
% 67.56/32.36  																																				| Equations (974) can reduce 487 to:
% 67.56/32.36  																																				| (49)  ~ (e4 = e0)
% 67.56/32.36  																																				|
% 67.56/32.36  																																				| From (974) and (55) follows:
% 67.56/32.36  																																				| (61486) op(e2, e0) = e4
% 67.56/32.36  																																				|
% 67.56/32.36  																																				+-Applying beta-rule and splitting (26), into two cases.
% 67.56/32.36  																																				|-Branch one:
% 67.56/32.36  																																				| (446) all_0_44_44 = e4
% 67.56/32.36  																																				|
% 67.56/32.36  																																					| Equations (446) can reduce 1390 to:
% 67.56/32.36  																																					| (266) $false
% 67.56/32.36  																																					|
% 67.56/32.36  																																					|-The branch is then unsatisfiable
% 67.56/32.36  																																				|-Branch two:
% 67.56/32.36  																																				| (1390)  ~ (all_0_44_44 = e4)
% 67.56/32.36  																																				| (1391) all_0_44_44 = e3 | all_0_44_44 = e1 | all_0_44_44 = e0
% 67.56/32.36  																																				|
% 67.56/32.36  																																					+-Applying beta-rule and splitting (1391), into two cases.
% 67.56/32.36  																																					|-Branch one:
% 67.56/32.36  																																					| (1414) all_0_44_44 = e0
% 67.56/32.36  																																					|
% 67.56/32.36  																																						| Equations (1414) can reduce 360 to:
% 67.56/32.36  																																						| (266) $false
% 67.56/32.36  																																						|
% 67.56/32.36  																																						|-The branch is then unsatisfiable
% 67.56/32.36  																																					|-Branch two:
% 67.56/32.36  																																					| (360)  ~ (all_0_44_44 = e0)
% 67.56/32.36  																																					| (1417) all_0_44_44 = e3 | all_0_44_44 = e1
% 67.56/32.36  																																					|
% 67.56/32.36  																																						+-Applying beta-rule and splitting (1417), into two cases.
% 67.56/32.36  																																						|-Branch one:
% 67.56/32.36  																																						| (635) all_0_44_44 = e1
% 67.56/32.36  																																						|
% 67.56/32.36  																																							| Equations (635) can reduce 639 to:
% 67.56/32.36  																																							| (266) $false
% 67.56/32.36  																																							|
% 67.56/32.36  																																							|-The branch is then unsatisfiable
% 67.56/32.36  																																						|-Branch two:
% 67.56/32.36  																																						| (639)  ~ (all_0_44_44 = e1)
% 67.56/32.36  																																						| (532) all_0_44_44 = e3
% 67.56/32.36  																																						|
% 67.56/32.36  																																							| Equations (532) can reduce 220 to:
% 67.56/32.36  																																							| (1114)  ~ (all_0_53_53 = e3)
% 67.56/32.36  																																							|
% 67.56/32.36  																																							| Simplifying 1114 yields:
% 67.56/32.36  																																							| (903)  ~ (all_0_53_53 = e3)
% 67.56/32.36  																																							|
% 67.56/32.36  																																							+-Applying beta-rule and splitting (418), into two cases.
% 67.56/32.36  																																							|-Branch one:
% 67.56/32.36  																																							| (660) all_0_51_51 = e3
% 67.56/32.36  																																							|
% 67.56/32.36  																																								| Equations (660) can reduce 6 to:
% 67.56/32.36  																																								| (1114)  ~ (all_0_53_53 = e3)
% 67.56/32.36  																																								|
% 67.56/32.36  																																								| Simplifying 1114 yields:
% 67.56/32.36  																																								| (903)  ~ (all_0_53_53 = e3)
% 67.56/32.36  																																								|
% 67.56/32.36  																																								| Equations (660) can reduce 475 to:
% 67.56/32.36  																																								| (277)  ~ (e4 = e3)
% 67.56/32.36  																																								|
% 67.56/32.36  																																								| Simplifying 277 yields:
% 67.56/32.36  																																								| (188)  ~ (e4 = e3)
% 67.56/32.36  																																								|
% 67.56/32.36  																																								| From (660) and (186) follows:
% 67.56/32.36  																																								| (1552) op(e1, e2) = e3
% 67.56/32.36  																																								|
% 67.56/32.36  																																								+-Applying beta-rule and splitting (160), into two cases.
% 67.56/32.36  																																								|-Branch one:
% 67.56/32.36  																																								| (601) all_0_50_50 = e1
% 67.56/32.36  																																								|
% 67.56/32.36  																																									| Combining equations (601,378) yields a new equation:
% 67.56/32.36  																																									| (617) e2 = e1
% 67.56/32.36  																																									|
% 67.56/32.36  																																									| Equations (617) can reduce 122 to:
% 67.56/32.36  																																									| (266) $false
% 67.56/32.36  																																									|
% 67.56/32.36  																																									|-The branch is then unsatisfiable
% 67.56/32.36  																																								|-Branch two:
% 67.56/32.36  																																								| (759)  ~ (all_0_50_50 = e1)
% 67.56/32.36  																																								| (1168) all_0_51_51 = e1 | all_0_52_52 = e1 | all_0_53_53 = e1
% 67.56/32.36  																																								|
% 67.56/32.36  																																									+-Applying beta-rule and splitting (1797), into two cases.
% 67.56/32.36  																																									|-Branch one:
% 67.56/32.36  																																									| (770) all_0_46_46 = e4
% 67.56/32.36  																																									|
% 67.56/32.36  																																										| Equations (770) can reduce 250 to:
% 67.56/32.36  																																										| (266) $false
% 67.56/32.36  																																										|
% 67.56/32.36  																																										|-The branch is then unsatisfiable
% 67.56/32.36  																																									|-Branch two:
% 67.56/32.36  																																									| (250)  ~ (all_0_46_46 = e4)
% 67.56/32.36  																																									| (1801) all_0_46_46 = e3 | all_0_46_46 = e1 | all_0_46_46 = e0
% 67.56/32.36  																																									|
% 67.56/32.36  																																										+-Applying beta-rule and splitting (135), into two cases.
% 67.56/32.36  																																										|-Branch one:
% 67.56/32.36  																																										| (545) all_0_46_46 = e1
% 67.56/32.36  																																										|
% 67.56/32.36  																																											| Equations (545) can reduce 250 to:
% 67.56/32.36  																																											| (602)  ~ (e4 = e1)
% 67.56/32.36  																																											|
% 67.56/32.36  																																											| Simplifying 602 yields:
% 67.56/32.36  																																											| (110)  ~ (e4 = e1)
% 67.56/32.36  																																											|
% 67.56/32.36  																																											| Equations (545) can reduce 409 to:
% 67.56/32.36  																																											| (467)  ~ (e3 = e1)
% 67.56/32.36  																																											|
% 67.56/32.36  																																											| Simplifying 467 yields:
% 67.56/32.36  																																											| (213)  ~ (e3 = e1)
% 67.56/32.36  																																											|
% 67.56/32.36  																																											| Equations (545) can reduce 831 to:
% 67.56/32.36  																																											| (233)  ~ (e1 = e0)
% 67.56/32.36  																																											|
% 67.56/32.36  																																											+-Applying beta-rule and splitting (112), into two cases.
% 67.56/32.36  																																											|-Branch one:
% 67.56/32.36  																																											| (635) all_0_44_44 = e1
% 67.56/32.36  																																											|
% 67.56/32.36  																																												| Combining equations (532,635) yields a new equation:
% 67.56/32.36  																																												| (454) e3 = e1
% 67.56/32.36  																																												|
% 67.56/32.36  																																												| Simplifying 454 yields:
% 67.56/32.36  																																												| (455) e3 = e1
% 67.56/32.36  																																												|
% 67.56/32.36  																																												| Equations (455) can reduce 213 to:
% 67.56/32.36  																																												| (266) $false
% 67.56/32.36  																																												|
% 67.56/32.36  																																												|-The branch is then unsatisfiable
% 67.56/32.36  																																											|-Branch two:
% 67.56/32.36  																																											| (639)  ~ (all_0_44_44 = e1)
% 67.56/32.36  																																											| (640) all_0_49_49 = e1 | all_0_53_53 = e1 | all_0_58_58 = e1
% 67.56/32.36  																																											|
% 67.56/32.36  																																												| Equations (532) can reduce 639 to:
% 67.56/32.36  																																												| (213)  ~ (e3 = e1)
% 67.56/32.36  																																												|
% 67.56/32.36  																																												+-Applying beta-rule and splitting (133), into two cases.
% 67.56/32.36  																																												|-Branch one:
% 67.56/32.36  																																												| (833) all_0_56_56 = e2
% 67.56/32.36  																																												|
% 67.56/32.36  																																													| Equations (833) can reduce 511 to:
% 67.56/32.36  																																													| (266) $false
% 67.56/32.36  																																													|
% 67.56/32.36  																																													|-The branch is then unsatisfiable
% 67.56/32.36  																																												|-Branch two:
% 67.56/32.36  																																												| (511)  ~ (all_0_56_56 = e2)
% 67.56/32.36  																																												| (836) all_0_56_56 = e4 | all_0_56_56 = e3 | all_0_56_56 = e1 | all_0_56_56 = e0
% 67.56/32.36  																																												|
% 67.56/32.36  																																													+-Applying beta-rule and splitting (131), into two cases.
% 67.56/32.36  																																													|-Branch one:
% 67.56/32.36  																																													| (459) all_0_42_42 = e1
% 67.56/32.36  																																													|
% 67.56/32.36  																																														| Equations (459) can reduce 1380 to:
% 67.56/32.36  																																														| (266) $false
% 67.56/32.36  																																														|
% 67.56/32.36  																																														|-The branch is then unsatisfiable
% 67.56/32.36  																																													|-Branch two:
% 67.56/32.36  																																													| (1380)  ~ (all_0_42_42 = e1)
% 67.56/32.36  																																													| (3259) all_0_47_47 = e1 | all_0_51_51 = e1 | all_0_56_56 = e1
% 67.56/32.36  																																													|
% 67.56/32.36  																																														+-Applying beta-rule and splitting (1168), into two cases.
% 67.56/32.36  																																														|-Branch one:
% 67.56/32.36  																																														| (1109) all_0_51_51 = e1
% 67.56/32.36  																																														|
% 67.56/32.36  																																															| Combining equations (660,1109) yields a new equation:
% 67.56/32.36  																																															| (454) e3 = e1
% 67.56/32.36  																																															|
% 67.56/32.36  																																															| Simplifying 454 yields:
% 67.56/32.36  																																															| (455) e3 = e1
% 67.56/32.36  																																															|
% 67.56/32.36  																																															| Equations (455) can reduce 213 to:
% 67.56/32.36  																																															| (266) $false
% 67.56/32.36  																																															|
% 67.56/32.36  																																															|-The branch is then unsatisfiable
% 67.56/32.36  																																														|-Branch two:
% 67.56/32.36  																																														| (464)  ~ (all_0_51_51 = e1)
% 67.56/32.36  																																														| (1202) all_0_52_52 = e1 | all_0_53_53 = e1
% 67.56/32.36  																																														|
% 67.56/32.36  																																															+-Applying beta-rule and splitting (3259), into two cases.
% 67.56/32.36  																																															|-Branch one:
% 67.56/32.36  																																															| (654) all_0_47_47 = e1
% 67.56/32.36  																																															|
% 67.56/32.36  																																																| Combining equations (674,654) yields a new equation:
% 67.56/32.36  																																																| (431) e1 = e0
% 67.56/32.36  																																																|
% 67.56/32.36  																																																| Equations (431) can reduce 233 to:
% 67.56/32.36  																																																| (266) $false
% 67.56/32.36  																																																|
% 67.56/32.36  																																																|-The branch is then unsatisfiable
% 67.56/32.36  																																															|-Branch two:
% 67.56/32.36  																																															| (462)  ~ (all_0_47_47 = e1)
% 67.56/32.36  																																															| (3264) all_0_51_51 = e1 | all_0_56_56 = e1
% 67.56/32.36  																																															|
% 67.56/32.36  																																																+-Applying beta-rule and splitting (1202), into two cases.
% 67.56/32.36  																																																|-Branch one:
% 67.56/32.36  																																																| (642) all_0_52_52 = e1
% 67.56/32.36  																																																|
% 67.56/32.36  																																																	| Combining equations (565,642) yields a new equation:
% 67.56/32.36  																																																	| (636) e4 = e1
% 67.56/32.36  																																																	|
% 67.56/32.36  																																																	| Simplifying 636 yields:
% 67.56/32.36  																																																	| (630) e4 = e1
% 67.56/32.36  																																																	|
% 67.56/32.36  																																																	| Equations (630) can reduce 110 to:
% 67.56/32.36  																																																	| (266) $false
% 67.56/32.36  																																																	|
% 67.56/32.36  																																																	|-The branch is then unsatisfiable
% 67.56/32.36  																																																|-Branch two:
% 67.56/32.36  																																																| (646)  ~ (all_0_52_52 = e1)
% 67.56/32.36  																																																| (1208) all_0_53_53 = e1
% 67.56/32.36  																																																|
% 67.56/32.36  																																																	| Equations (1208) can reduce 903 to:
% 67.56/32.36  																																																	| (467)  ~ (e3 = e1)
% 67.56/32.36  																																																	|
% 67.56/32.36  																																																	| Simplifying 467 yields:
% 67.56/32.36  																																																	| (213)  ~ (e3 = e1)
% 67.56/32.36  																																																	|
% 67.56/32.36  																																																	+-Applying beta-rule and splitting (3264), into two cases.
% 67.56/32.36  																																																	|-Branch one:
% 67.56/32.36  																																																	| (1109) all_0_51_51 = e1
% 67.56/32.36  																																																	|
% 67.56/32.36  																																																		| Combining equations (660,1109) yields a new equation:
% 67.56/32.36  																																																		| (454) e3 = e1
% 67.56/32.36  																																																		|
% 67.56/32.36  																																																		| Simplifying 454 yields:
% 67.56/32.36  																																																		| (455) e3 = e1
% 67.56/32.36  																																																		|
% 67.56/32.36  																																																		| Equations (455) can reduce 213 to:
% 67.56/32.36  																																																		| (266) $false
% 67.56/32.36  																																																		|
% 67.56/32.36  																																																		|-The branch is then unsatisfiable
% 67.56/32.36  																																																	|-Branch two:
% 67.56/32.36  																																																	| (464)  ~ (all_0_51_51 = e1)
% 67.56/32.36  																																																	| (1569) all_0_56_56 = e1
% 67.56/32.36  																																																	|
% 67.56/32.36  																																																		| Equations (1569) can reduce 511 to:
% 67.56/32.36  																																																		| (604)  ~ (e2 = e1)
% 67.56/32.36  																																																		|
% 67.56/32.36  																																																		| Simplifying 604 yields:
% 67.56/32.36  																																																		| (122)  ~ (e2 = e1)
% 67.56/32.36  																																																		|
% 67.56/32.36  																																																		| Equations (1569) can reduce 828 to:
% 67.56/32.36  																																																		| (233)  ~ (e1 = e0)
% 67.56/32.36  																																																		|
% 67.56/32.36  																																																		| From (1569) and (111) follows:
% 67.56/32.36  																																																		| (3175) op(e0, e2) = e1
% 67.56/32.36  																																																		|
% 67.56/32.36  																																																		+-Applying beta-rule and splitting (56), into two cases.
% 67.56/32.36  																																																		|-Branch one:
% 67.56/32.36  																																																		| (696) unit = e2
% 67.56/32.36  																																																		|
% 67.56/32.36  																																																			| From (696) and (244) follows:
% 67.56/32.36  																																																			| (264) op(e2, e4) = e4
% 67.56/32.36  																																																			|
% 67.56/32.36  																																																			| From (696) and (227) follows:
% 67.56/32.36  																																																			| (4284) op(e4, e2) = e4
% 67.56/32.36  																																																			|
% 67.56/32.36  																																																			| From (696) and (32) follows:
% 67.56/32.36  																																																			| (698) op(e2, e2) = e2
% 67.56/32.36  																																																			|
% 67.56/32.36  																																																			| From (696) and (28) follows:
% 67.56/32.36  																																																			| (699) op(e1, e2) = e1
% 67.56/32.36  																																																			|
% 67.56/32.36  																																																			| Instantiating formula (29) with e4, e2, e4, e2 and discharging atoms op(e4, e2) = e4, op(e4, e2) = e2, yields:
% 67.56/32.36  																																																			| (323) e4 = e2
% 67.56/32.36  																																																			|
% 67.56/32.36  																																																			| Instantiating formula (29) with e2, e4, e4, e3 and discharging atoms op(e2, e4) = e4, op(e2, e4) = e3, yields:
% 67.56/32.36  																																																			| (425) e4 = e3
% 67.56/32.36  																																																			|
% 67.56/32.36  																																																			| Instantiating formula (29) with e2, e2, e2, e0 and discharging atoms op(e2, e2) = e2, op(e2, e2) = e0, yields:
% 67.56/32.36  																																																			| (330) e2 = e0
% 67.56/32.36  																																																			|
% 67.56/32.36  																																																			| Instantiating formula (29) with e1, e2, e1, e3 and discharging atoms op(e1, e2) = e3, op(e1, e2) = e1, yields:
% 67.56/32.36  																																																			| (455) e3 = e1
% 67.56/32.36  																																																			|
% 67.56/32.36  																																																			| Combining equations (323,425) yields a new equation:
% 67.56/32.36  																																																			| (662) e3 = e2
% 67.56/32.36  																																																			|
% 67.56/32.36  																																																			| Combining equations (662,455) yields a new equation:
% 67.56/32.36  																																																			| (616) e2 = e1
% 67.56/32.36  																																																			|
% 67.56/32.36  																																																			| Simplifying 616 yields:
% 67.56/32.36  																																																			| (617) e2 = e1
% 67.56/32.36  																																																			|
% 67.56/32.36  																																																			| Combining equations (330,617) yields a new equation:
% 67.56/32.36  																																																			| (431) e1 = e0
% 67.56/32.36  																																																			|
% 67.56/32.36  																																																			| Equations (431) can reduce 233 to:
% 67.56/32.36  																																																			| (266) $false
% 67.56/32.36  																																																			|
% 67.56/32.36  																																																			|-The branch is then unsatisfiable
% 67.56/32.36  																																																		|-Branch two:
% 67.56/32.36  																																																		| (707)  ~ (unit = e2)
% 67.56/32.36  																																																		| (708) unit = e4 | unit = e3 | unit = e1 | unit = e0
% 67.56/32.36  																																																		|
% 67.56/32.36  																																																			+-Applying beta-rule and splitting (708), into two cases.
% 67.56/32.36  																																																			|-Branch one:
% 67.56/32.36  																																																			| (709) unit = e4
% 67.56/32.36  																																																			|
% 67.56/32.36  																																																				| From (709) and (24) follows:
% 67.56/32.36  																																																				| (33325) op(e4, e3) = e3
% 67.56/32.36  																																																				|
% 67.56/32.36  																																																				| From (709) and (211) follows:
% 67.56/32.36  																																																				| (22527) op(e4, e1) = e1
% 67.56/32.36  																																																				|
% 67.56/32.36  																																																				| From (709) and (32) follows:
% 67.56/32.36  																																																				| (712) op(e2, e4) = e2
% 67.56/32.36  																																																				|
% 67.56/32.36  																																																				| From (709) and (42) follows:
% 67.56/32.36  																																																				| (713) op(e0, e4) = e0
% 67.56/32.36  																																																				|
% 67.56/32.36  																																																				| Instantiating formula (29) with e4, e3, e3, e4 and discharging atoms op(e4, e3) = e4, op(e4, e3) = e3, yields:
% 67.56/32.36  																																																				| (425) e4 = e3
% 67.56/32.36  																																																				|
% 67.56/32.36  																																																				| Instantiating formula (29) with e4, e1, e1, e3 and discharging atoms op(e4, e1) = e3, op(e4, e1) = e1, yields:
% 67.56/32.36  																																																				| (455) e3 = e1
% 67.56/32.36  																																																				|
% 67.56/32.36  																																																				| Instantiating formula (29) with e2, e4, e2, e3 and discharging atoms op(e2, e4) = e3, op(e2, e4) = e2, yields:
% 67.56/32.36  																																																				| (662) e3 = e2
% 67.56/32.36  																																																				|
% 67.56/32.36  																																																				| Instantiating formula (29) with e0, e4, e0, e4 and discharging atoms op(e0, e4) = e4, op(e0, e4) = e0, yields:
% 67.56/32.36  																																																				| (397) e4 = e0
% 67.56/32.36  																																																				|
% 67.56/32.36  																																																				| Combining equations (425,397) yields a new equation:
% 67.56/32.36  																																																				| (675) e3 = e0
% 67.56/32.36  																																																				|
% 67.56/32.36  																																																				| Simplifying 675 yields:
% 67.56/32.36  																																																				| (676) e3 = e0
% 67.56/32.36  																																																				|
% 67.56/32.36  																																																				| Combining equations (676,662) yields a new equation:
% 67.56/32.36  																																																				| (330) e2 = e0
% 67.56/32.36  																																																				|
% 67.56/32.36  																																																				| Combining equations (455,662) yields a new equation:
% 67.56/32.36  																																																				| (617) e2 = e1
% 67.56/32.36  																																																				|
% 67.56/32.36  																																																				| Combining equations (617,330) yields a new equation:
% 67.56/32.36  																																																				| (546) e1 = e0
% 67.56/32.36  																																																				|
% 67.56/32.36  																																																				| Simplifying 546 yields:
% 67.56/32.36  																																																				| (431) e1 = e0
% 67.56/32.36  																																																				|
% 67.56/32.36  																																																				| Equations (431) can reduce 233 to:
% 67.56/32.36  																																																				| (266) $false
% 67.56/32.37  																																																				|
% 67.56/32.37  																																																				|-The branch is then unsatisfiable
% 67.56/32.37  																																																			|-Branch two:
% 67.56/32.37  																																																			| (724)  ~ (unit = e4)
% 67.56/32.37  																																																			| (725) unit = e3 | unit = e1 | unit = e0
% 67.56/32.37  																																																			|
% 67.56/32.37  																																																				+-Applying beta-rule and splitting (725), into two cases.
% 67.56/32.37  																																																				|-Branch one:
% 67.56/32.37  																																																				| (726) unit = e0
% 67.56/32.37  																																																				|
% 67.56/32.37  																																																					| From (726) and (15) follows:
% 67.56/32.37  																																																					| (1508) op(e0, e2) = e2
% 67.56/32.37  																																																					|
% 67.56/32.37  																																																					| From (726) and (227) follows:
% 67.56/32.37  																																																					| (3205) op(e4, e0) = e4
% 67.56/32.37  																																																					|
% 67.56/32.37  																																																					| From (726) and (32) follows:
% 67.56/32.37  																																																					| (727) op(e2, e0) = e2
% 67.56/32.37  																																																					|
% 67.56/32.37  																																																					| Instantiating formula (29) with e4, e0, e4, e0 and discharging atoms op(e4, e0) = e4, op(e4, e0) = e0, yields:
% 67.56/32.37  																																																					| (397) e4 = e0
% 67.56/32.37  																																																					|
% 67.56/32.37  																																																					| Instantiating formula (29) with e2, e0, e2, e4 and discharging atoms op(e2, e0) = e4, op(e2, e0) = e2, yields:
% 67.56/32.37  																																																					| (323) e4 = e2
% 67.56/32.37  																																																					|
% 67.56/32.37  																																																					| Instantiating formula (29) with e0, e2, e2, e1 and discharging atoms op(e0, e2) = e2, op(e0, e2) = e1, yields:
% 67.56/32.37  																																																					| (617) e2 = e1
% 67.56/32.37  																																																					|
% 67.56/32.37  																																																					| Combining equations (397,323) yields a new equation:
% 67.56/32.37  																																																					| (330) e2 = e0
% 67.56/32.37  																																																					|
% 67.56/32.37  																																																					| Combining equations (617,330) yields a new equation:
% 67.56/32.37  																																																					| (546) e1 = e0
% 67.56/32.37  																																																					|
% 67.56/32.37  																																																					| Simplifying 546 yields:
% 67.56/32.37  																																																					| (431) e1 = e0
% 67.56/32.37  																																																					|
% 67.56/32.37  																																																					| Equations (431) can reduce 233 to:
% 67.56/32.37  																																																					| (266) $false
% 67.56/32.37  																																																					|
% 67.56/32.37  																																																					|-The branch is then unsatisfiable
% 67.56/32.37  																																																				|-Branch two:
% 67.56/32.37  																																																				| (734)  ~ (unit = e0)
% 67.56/32.37  																																																				| (735) unit = e3 | unit = e1
% 67.56/32.37  																																																				|
% 67.56/32.37  																																																					+-Applying beta-rule and splitting (735), into two cases.
% 67.56/32.37  																																																					|-Branch one:
% 67.56/32.37  																																																					| (736) unit = e1
% 67.56/32.37  																																																					|
% 67.56/32.37  																																																						| Equations (736) can reduce 734 to:
% 67.56/32.37  																																																						| (233)  ~ (e1 = e0)
% 67.56/32.37  																																																						|
% 67.56/32.37  																																																						| From (736) and (244) follows:
% 67.56/32.37  																																																						| (738) op(e1, e4) = e4
% 67.56/32.37  																																																						|
% 67.56/32.37  																																																						| From (736) and (15) follows:
% 67.56/32.37  																																																						| (515) op(e1, e2) = e2
% 67.56/32.37  																																																						|
% 67.56/32.37  																																																						| From (736) and (227) follows:
% 67.56/32.37  																																																						| (739) op(e4, e1) = e4
% 67.56/32.37  																																																						|
% 67.56/32.37  																																																						| From (736) and (28) follows:
% 67.56/32.37  																																																						| (740) op(e1, e1) = e1
% 67.56/32.37  																																																						|
% 67.56/32.37  																																																						| Instantiating formula (29) with e4, e1, e4, e3 and discharging atoms op(e4, e1) = e4, op(e4, e1) = e3, yields:
% 67.56/32.37  																																																						| (425) e4 = e3
% 67.56/32.37  																																																						|
% 67.56/32.37  																																																						| Instantiating formula (29) with e1, e4, e4, e0 and discharging atoms op(e1, e4) = e4, op(e1, e4) = e0, yields:
% 67.56/32.37  																																																						| (397) e4 = e0
% 67.56/32.37  																																																						|
% 67.56/32.37  																																																						| Instantiating formula (29) with e1, e2, e2, e3 and discharging atoms op(e1, e2) = e3, op(e1, e2) = e2, yields:
% 67.56/32.37  																																																						| (662) e3 = e2
% 67.56/32.37  																																																						|
% 67.56/32.37  																																																						| Instantiating formula (29) with e1, e1, e1, e4 and discharging atoms op(e1, e1) = e4, op(e1, e1) = e1, yields:
% 67.56/32.37  																																																						| (630) e4 = e1
% 67.56/32.37  																																																						|
% 67.56/32.37  																																																						| Combining equations (630,425) yields a new equation:
% 67.56/32.37  																																																						| (455) e3 = e1
% 67.56/32.37  																																																						|
% 67.56/32.37  																																																						| Combining equations (397,425) yields a new equation:
% 67.56/32.37  																																																						| (676) e3 = e0
% 67.56/32.37  																																																						|
% 67.56/32.37  																																																						| Combining equations (676,662) yields a new equation:
% 67.56/32.37  																																																						| (330) e2 = e0
% 67.56/32.37  																																																						|
% 67.56/32.37  																																																						| Combining equations (455,662) yields a new equation:
% 67.56/32.37  																																																						| (617) e2 = e1
% 67.56/32.37  																																																						|
% 67.56/32.37  																																																						| Combining equations (617,330) yields a new equation:
% 67.56/32.37  																																																						| (546) e1 = e0
% 67.56/32.37  																																																						|
% 67.56/32.37  																																																						| Simplifying 546 yields:
% 67.56/32.37  																																																						| (431) e1 = e0
% 67.56/32.37  																																																						|
% 67.56/32.37  																																																						| Equations (431) can reduce 233 to:
% 67.56/32.37  																																																						| (266) $false
% 67.56/32.37  																																																						|
% 67.56/32.37  																																																						|-The branch is then unsatisfiable
% 67.56/32.37  																																																					|-Branch two:
% 67.56/32.37  																																																					| (748)  ~ (unit = e1)
% 67.56/32.37  																																																					| (749) unit = e3
% 67.56/32.37  																																																					|
% 67.56/32.37  																																																						| From (749) and (28) follows:
% 67.56/32.37  																																																						| (2235) op(e1, e3) = e1
% 67.56/32.37  																																																						|
% 67.56/32.37  																																																						| Instantiating formula (29) with e1, e3, e1, e2 and discharging atoms op(e1, e3) = e2, op(e1, e3) = e1, yields:
% 67.56/32.37  																																																						| (617) e2 = e1
% 67.56/32.37  																																																						|
% 67.56/32.37  																																																						| Equations (617) can reduce 122 to:
% 67.56/32.37  																																																						| (266) $false
% 67.56/32.37  																																																						|
% 67.56/32.37  																																																						|-The branch is then unsatisfiable
% 67.56/32.37  																																										|-Branch two:
% 67.56/32.37  																																										| (549)  ~ (all_0_46_46 = e1)
% 67.56/32.37  																																										| (550) all_0_47_47 = e1 | all_0_48_48 = e1 | all_0_49_49 = e1
% 67.56/32.37  																																										|
% 67.56/32.37  																																											+-Applying beta-rule and splitting (131), into two cases.
% 67.56/32.37  																																											|-Branch one:
% 67.56/32.37  																																											| (459) all_0_42_42 = e1
% 67.56/32.37  																																											|
% 67.56/32.37  																																												| Equations (459) can reduce 1380 to:
% 67.56/32.37  																																												| (266) $false
% 67.56/32.37  																																												|
% 67.56/32.37  																																												|-The branch is then unsatisfiable
% 67.56/32.37  																																											|-Branch two:
% 67.56/32.37  																																											| (1380)  ~ (all_0_42_42 = e1)
% 67.56/32.37  																																											| (3259) all_0_47_47 = e1 | all_0_51_51 = e1 | all_0_56_56 = e1
% 67.56/32.37  																																											|
% 67.56/32.37  																																												+-Applying beta-rule and splitting (22), into two cases.
% 67.56/32.37  																																												|-Branch one:
% 67.56/32.37  																																												| (268) all_0_54_54 = e3
% 67.56/32.37  																																												|
% 67.56/32.37  																																													| Combining equations (265,268) yields a new equation:
% 67.56/32.37  																																													| (424) e4 = e3
% 67.56/32.37  																																													|
% 67.56/32.37  																																													| Simplifying 424 yields:
% 67.56/32.37  																																													| (425) e4 = e3
% 67.56/32.37  																																													|
% 67.56/32.37  																																													| Equations (425) can reduce 188 to:
% 67.56/32.37  																																													| (266) $false
% 67.56/32.37  																																													|
% 67.56/32.37  																																													|-The branch is then unsatisfiable
% 67.56/32.37  																																												|-Branch two:
% 67.56/32.37  																																												| (60427)  ~ (all_0_54_54 = e3)
% 67.56/32.37  																																												| (62553) all_0_55_55 = e3 | all_0_56_56 = e3 | all_0_58_58 = e3
% 67.56/32.37  																																												|
% 67.56/32.37  																																													| Equations (265) can reduce 60427 to:
% 67.56/32.37  																																													| (188)  ~ (e4 = e3)
% 67.56/32.37  																																													|
% 67.56/32.37  																																													+-Applying beta-rule and splitting (196), into two cases.
% 67.56/32.37  																																													|-Branch one:
% 67.56/32.37  																																													| (607) all_0_53_53 = e2
% 67.56/32.37  																																													|
% 67.56/32.37  																																														| Equations (607) can reduce 509 to:
% 67.56/32.37  																																														| (266) $false
% 67.56/32.37  																																														|
% 67.56/32.37  																																														|-The branch is then unsatisfiable
% 67.56/32.37  																																													|-Branch two:
% 67.56/32.37  																																													| (509)  ~ (all_0_53_53 = e2)
% 67.56/32.37  																																													| (610) all_0_53_53 = e4 | all_0_53_53 = e3 | all_0_53_53 = e1
% 67.56/32.37  																																													|
% 67.56/32.37  																																														+-Applying beta-rule and splitting (64), into two cases.
% 67.56/32.37  																																														|-Branch one:
% 67.56/32.37  																																														| (437) all_0_41_41 = e4
% 67.56/32.37  																																														|
% 67.56/32.37  																																															| Combining equations (437,794) yields a new equation:
% 67.56/32.37  																																															| (481) e4 = e0
% 67.56/32.37  																																															|
% 67.56/32.37  																																															| Simplifying 481 yields:
% 67.56/32.37  																																															| (397) e4 = e0
% 67.56/32.37  																																															|
% 67.56/32.37  																																															| Equations (397) can reduce 49 to:
% 67.56/32.37  																																															| (266) $false
% 67.56/32.37  																																															|
% 67.56/32.37  																																															|-The branch is then unsatisfiable
% 67.56/32.37  																																														|-Branch two:
% 67.56/32.37  																																														| (440)  ~ (all_0_41_41 = e4)
% 67.56/32.37  																																														| (441) all_0_42_42 = e4 | all_0_43_43 = e4 | all_0_44_44 = e4
% 67.56/32.37  																																														|
% 67.56/32.37  																																															+-Applying beta-rule and splitting (610), into two cases.
% 67.56/32.37  																																															|-Branch one:
% 67.56/32.37  																																															| (1298) all_0_53_53 = e4
% 67.56/32.37  																																															|
% 67.56/32.37  																																																| Equations (1298) can reduce 1453 to:
% 67.56/32.37  																																																| (266) $false
% 67.56/32.37  																																																|
% 67.56/32.37  																																																|-The branch is then unsatisfiable
% 67.56/32.37  																																															|-Branch two:
% 67.56/32.37  																																															| (1453)  ~ (all_0_53_53 = e4)
% 67.56/32.37  																																															| (1694) all_0_53_53 = e3 | all_0_53_53 = e1
% 67.56/32.37  																																															|
% 67.56/32.37  																																																+-Applying beta-rule and splitting (1694), into two cases.
% 67.56/32.37  																																																|-Branch one:
% 67.56/32.37  																																																| (1208) all_0_53_53 = e1
% 67.56/32.37  																																																|
% 67.56/32.37  																																																	| Equations (1208) can reduce 1453 to:
% 67.56/32.37  																																																	| (602)  ~ (e4 = e1)
% 67.56/32.37  																																																	|
% 67.56/32.37  																																																	| Simplifying 602 yields:
% 67.56/32.37  																																																	| (110)  ~ (e4 = e1)
% 67.56/32.37  																																																	|
% 67.56/32.37  																																																	| Equations (1208) can reduce 509 to:
% 67.56/32.37  																																																	| (604)  ~ (e2 = e1)
% 67.56/32.37  																																																	|
% 67.56/32.37  																																																	| Simplifying 604 yields:
% 67.56/32.37  																																																	| (122)  ~ (e2 = e1)
% 67.56/32.37  																																																	|
% 67.56/32.37  																																																	| Equations (1208) can reduce 247 to:
% 67.56/32.37  																																																	| (233)  ~ (e1 = e0)
% 67.56/32.37  																																																	|
% 67.56/32.37  																																																	+-Applying beta-rule and splitting (441), into two cases.
% 67.56/32.37  																																																	|-Branch one:
% 67.56/32.37  																																																	| (1392) all_0_42_42 = e4
% 67.56/32.37  																																																	|
% 67.56/32.37  																																																		| Equations (1392) can reduce 1380 to:
% 67.56/32.37  																																																		| (110)  ~ (e4 = e1)
% 67.56/32.37  																																																		|
% 67.56/32.37  																																																		+-Applying beta-rule and splitting (3259), into two cases.
% 67.56/32.37  																																																		|-Branch one:
% 67.56/32.37  																																																		| (654) all_0_47_47 = e1
% 67.56/32.37  																																																		|
% 67.56/32.37  																																																			| Combining equations (674,654) yields a new equation:
% 67.56/32.37  																																																			| (431) e1 = e0
% 67.56/32.37  																																																			|
% 67.56/32.37  																																																			| Equations (431) can reduce 233 to:
% 67.56/32.37  																																																			| (266) $false
% 67.56/32.37  																																																			|
% 67.56/32.37  																																																			|-The branch is then unsatisfiable
% 67.56/32.37  																																																		|-Branch two:
% 67.56/32.37  																																																		| (462)  ~ (all_0_47_47 = e1)
% 67.56/32.37  																																																		| (3264) all_0_51_51 = e1 | all_0_56_56 = e1
% 67.56/32.37  																																																		|
% 67.56/32.37  																																																			| Equations (674) can reduce 462 to:
% 67.56/32.37  																																																			| (435)  ~ (e1 = e0)
% 67.56/32.37  																																																			|
% 67.56/32.37  																																																			| Simplifying 435 yields:
% 67.56/32.37  																																																			| (233)  ~ (e1 = e0)
% 67.56/32.37  																																																			|
% 67.56/32.37  																																																			+-Applying beta-rule and splitting (550), into two cases.
% 67.56/32.37  																																																			|-Branch one:
% 67.56/32.37  																																																			| (654) all_0_47_47 = e1
% 67.56/32.37  																																																			|
% 67.56/32.37  																																																				| Combining equations (674,654) yields a new equation:
% 67.56/32.37  																																																				| (431) e1 = e0
% 67.56/32.37  																																																				|
% 67.56/32.37  																																																				| Equations (431) can reduce 233 to:
% 67.56/32.37  																																																				| (266) $false
% 67.56/32.37  																																																				|
% 67.56/32.37  																																																				|-The branch is then unsatisfiable
% 67.56/32.37  																																																			|-Branch two:
% 67.56/32.37  																																																			| (462)  ~ (all_0_47_47 = e1)
% 67.56/32.37  																																																			| (659) all_0_48_48 = e1 | all_0_49_49 = e1
% 67.56/32.37  																																																			|
% 67.56/32.37  																																																				+-Applying beta-rule and splitting (659), into two cases.
% 67.56/32.37  																																																				|-Branch one:
% 67.56/32.37  																																																				| (615) all_0_48_48 = e1
% 67.56/32.37  																																																				|
% 67.56/32.37  																																																					| Combining equations (335,615) yields a new equation:
% 67.56/32.37  																																																					| (616) e2 = e1
% 67.56/32.37  																																																					|
% 67.56/32.37  																																																					| Simplifying 616 yields:
% 67.56/32.37  																																																					| (617) e2 = e1
% 67.56/32.37  																																																					|
% 67.56/32.37  																																																					| Equations (617) can reduce 122 to:
% 67.56/32.37  																																																					| (266) $false
% 67.56/32.37  																																																					|
% 67.56/32.37  																																																					|-The branch is then unsatisfiable
% 67.56/32.37  																																																				|-Branch two:
% 67.56/32.37  																																																				| (619)  ~ (all_0_48_48 = e1)
% 67.56/32.37  																																																				| (671) all_0_49_49 = e1
% 67.56/32.37  																																																				|
% 67.56/32.37  																																																					| Combining equations (974,671) yields a new equation:
% 67.56/32.37  																																																					| (636) e4 = e1
% 67.56/32.37  																																																					|
% 67.56/32.37  																																																					| Simplifying 636 yields:
% 67.56/32.37  																																																					| (630) e4 = e1
% 67.56/32.37  																																																					|
% 67.56/32.37  																																																					| Equations (630) can reduce 110 to:
% 67.56/32.37  																																																					| (266) $false
% 67.56/32.37  																																																					|
% 67.56/32.37  																																																					|-The branch is then unsatisfiable
% 67.56/32.37  																																																	|-Branch two:
% 67.56/32.37  																																																	| (1890)  ~ (all_0_42_42 = e4)
% 67.56/32.37  																																																	| (1891) all_0_43_43 = e4 | all_0_44_44 = e4
% 67.56/32.37  																																																	|
% 67.56/32.37  																																																		+-Applying beta-rule and splitting (1891), into two cases.
% 67.56/32.37  																																																		|-Branch one:
% 67.56/32.37  																																																		| (396) all_0_43_43 = e4
% 67.56/32.37  																																																		|
% 67.56/32.37  																																																			| Combining equations (430,396) yields a new equation:
% 67.56/32.37  																																																			| (630) e4 = e1
% 67.56/32.37  																																																			|
% 67.56/32.37  																																																			| Equations (630) can reduce 110 to:
% 67.56/32.37  																																																			| (266) $false
% 67.56/32.37  																																																			|
% 67.56/32.37  																																																			|-The branch is then unsatisfiable
% 67.56/32.37  																																																		|-Branch two:
% 67.56/32.37  																																																		| (399)  ~ (all_0_43_43 = e4)
% 67.56/32.37  																																																		| (446) all_0_44_44 = e4
% 67.56/32.37  																																																		|
% 67.56/32.37  																																																			| Combining equations (532,446) yields a new equation:
% 67.56/32.37  																																																			| (425) e4 = e3
% 67.56/32.37  																																																			|
% 67.56/32.37  																																																			| Equations (425) can reduce 188 to:
% 67.56/32.37  																																																			| (266) $false
% 67.56/32.37  																																																			|
% 67.56/32.37  																																																			|-The branch is then unsatisfiable
% 67.56/32.37  																																																|-Branch two:
% 67.56/32.37  																																																| (1459)  ~ (all_0_53_53 = e1)
% 67.56/32.37  																																																| (665) all_0_53_53 = e3
% 67.56/32.37  																																																|
% 67.56/32.37  																																																	| Equations (665) can reduce 903 to:
% 67.56/32.37  																																																	| (266) $false
% 67.56/32.37  																																																	|
% 67.56/32.37  																																																	|-The branch is then unsatisfiable
% 67.56/32.38  																																							|-Branch two:
% 67.56/32.38  																																							| (664)  ~ (all_0_51_51 = e3)
% 67.56/32.38  																																							| (665) all_0_53_53 = e3
% 67.56/32.38  																																							|
% 67.56/32.38  																																								| Equations (665) can reduce 903 to:
% 67.56/32.38  																																								| (266) $false
% 67.56/32.38  																																								|
% 67.56/32.38  																																								|-The branch is then unsatisfiable
% 67.56/32.38  																												|-Branch two:
% 67.56/32.38  																												| (357)  ~ (all_0_41_41 = e0)
% 67.56/32.38  																												| (6761) all_0_42_42 = e0 | all_0_43_43 = e0 | all_0_44_44 = e0
% 67.56/32.38  																												|
% 67.56/32.38  																													+-Applying beta-rule and splitting (27), into two cases.
% 67.56/32.38  																													|-Branch one:
% 67.56/32.38  																													| (437) all_0_41_41 = e4
% 67.56/32.38  																													|
% 67.56/32.38  																														| Equations (437) can reduce 440 to:
% 67.56/32.38  																														| (266) $false
% 67.56/32.38  																														|
% 67.56/32.38  																														|-The branch is then unsatisfiable
% 67.56/32.38  																													|-Branch two:
% 67.56/32.38  																													| (440)  ~ (all_0_41_41 = e4)
% 67.56/32.38  																													| (4049) all_0_41_41 = e3 | all_0_41_41 = e1 | all_0_41_41 = e0
% 67.56/32.38  																													|
% 67.56/32.38  																														+-Applying beta-rule and splitting (4049), into two cases.
% 67.56/32.38  																														|-Branch one:
% 67.56/32.38  																														| (794) all_0_41_41 = e0
% 67.56/32.38  																														|
% 67.56/32.38  																															| Equations (794) can reduce 357 to:
% 67.56/32.38  																															| (266) $false
% 67.56/32.38  																															|
% 67.56/32.38  																															|-The branch is then unsatisfiable
% 67.56/32.38  																														|-Branch two:
% 67.56/32.38  																														| (357)  ~ (all_0_41_41 = e0)
% 67.56/32.38  																														| (4053) all_0_41_41 = e3 | all_0_41_41 = e1
% 67.56/32.38  																														|
% 67.56/32.38  																															+-Applying beta-rule and splitting (4053), into two cases.
% 67.56/32.38  																															|-Branch one:
% 67.56/32.38  																															| (453) all_0_41_41 = e1
% 67.56/32.38  																															|
% 67.56/32.38  																																| Equations (453) can reduce 457 to:
% 67.56/32.38  																																| (266) $false
% 67.56/32.38  																																|
% 67.56/32.38  																																|-The branch is then unsatisfiable
% 67.56/32.38  																															|-Branch two:
% 67.56/32.38  																															| (457)  ~ (all_0_41_41 = e1)
% 67.56/32.38  																															| (403) all_0_41_41 = e3
% 67.56/32.38  																															|
% 67.56/32.38  																																| Equations (403) can reduce 357 to:
% 67.56/32.38  																																| (80)  ~ (e3 = e0)
% 67.56/32.38  																																|
% 67.56/32.38  																																+-Applying beta-rule and splitting (395), into two cases.
% 67.56/32.38  																																|-Branch one:
% 67.56/32.38  																																| (794) all_0_41_41 = e0
% 67.56/32.38  																																|
% 67.56/32.38  																																	| Combining equations (794,403) yields a new equation:
% 67.56/32.38  																																	| (676) e3 = e0
% 67.56/32.38  																																	|
% 67.56/32.38  																																	| Equations (676) can reduce 80 to:
% 67.56/32.38  																																	| (266) $false
% 67.56/32.38  																																	|
% 67.56/32.38  																																	|-The branch is then unsatisfiable
% 67.56/32.38  																																|-Branch two:
% 67.56/32.38  																																| (357)  ~ (all_0_41_41 = e0)
% 67.56/32.38  																																| (895) all_0_46_46 = e0 | all_0_55_55 = e0
% 67.56/32.38  																																|
% 67.56/32.38  																																	+-Applying beta-rule and splitting (895), into two cases.
% 67.56/32.38  																																	|-Branch one:
% 67.56/32.38  																																	| (538) all_0_46_46 = e0
% 67.56/32.38  																																	|
% 67.56/32.38  																																		| Equations (538) can reduce 831 to:
% 67.56/32.38  																																		| (266) $false
% 67.56/32.38  																																		|
% 67.56/32.38  																																		|-The branch is then unsatisfiable
% 67.56/32.38  																																	|-Branch two:
% 67.56/32.38  																																	| (831)  ~ (all_0_46_46 = e0)
% 67.56/32.38  																																	| (858) all_0_55_55 = e0
% 67.56/32.38  																																	|
% 67.56/32.38  																																		| Equations (858) can reduce 803 to:
% 67.56/32.38  																																		| (266) $false
% 67.56/32.38  																																		|
% 67.56/32.38  																																		|-The branch is then unsatisfiable
% 67.56/32.38  																											|-Branch two:
% 67.56/32.38  																											| (678)  ~ (all_0_47_47 = e0)
% 67.56/32.38  																											| (1278) all_0_48_48 = e0 | all_0_49_49 = e0
% 67.56/32.38  																											|
% 67.56/32.38  																												+-Applying beta-rule and splitting (1278), into two cases.
% 67.56/32.38  																												|-Branch one:
% 67.56/32.38  																												| (1279) all_0_48_48 = e0
% 67.56/32.38  																												|
% 67.56/32.38  																													| Combining equations (335,1279) yields a new equation:
% 67.56/32.38  																													| (391) e2 = e0
% 67.56/32.38  																													|
% 67.56/32.38  																													| Simplifying 391 yields:
% 67.56/32.38  																													| (330) e2 = e0
% 67.56/32.38  																													|
% 67.56/32.38  																													| Equations (330) can reduce 128 to:
% 67.56/32.38  																													| (266) $false
% 67.56/32.38  																													|
% 67.56/32.38  																													|-The branch is then unsatisfiable
% 67.56/32.38  																												|-Branch two:
% 67.56/32.38  																												| (1283)  ~ (all_0_48_48 = e0)
% 67.56/32.38  																												| (978) all_0_49_49 = e0
% 67.56/32.38  																												|
% 67.56/32.38  																													| Equations (978) can reduce 487 to:
% 67.56/32.38  																													| (266) $false
% 67.56/32.38  																													|
% 67.56/32.38  																													|-The branch is then unsatisfiable
% 67.56/32.38  																							|-Branch two:
% 67.56/32.38  																							| (302)  ~ (all_0_50_50 = e2)
% 67.56/32.38  																							| (381) all_0_51_51 = e2 | all_0_52_52 = e2 | all_0_53_53 = e2
% 67.56/32.38  																							|
% 67.56/32.38  																								+-Applying beta-rule and splitting (24428), into two cases.
% 67.56/32.38  																								|-Branch one:
% 67.56/32.38  																								| (378) all_0_50_50 = e2
% 67.56/32.38  																								|
% 67.56/32.38  																									| Equations (378) can reduce 302 to:
% 67.56/32.38  																									| (266) $false
% 67.56/32.38  																									|
% 67.56/32.38  																									|-The branch is then unsatisfiable
% 67.56/32.38  																								|-Branch two:
% 67.56/32.38  																								| (302)  ~ (all_0_50_50 = e2)
% 67.56/32.38  																								| (386) all_0_55_55 = e2
% 67.56/32.38  																								|
% 67.56/32.38  																									| Equations (386) can reduce 304 to:
% 67.56/32.38  																									| (266) $false
% 67.56/32.38  																									|
% 67.56/32.38  																									|-The branch is then unsatisfiable
% 67.56/32.38  																	|-Branch two:
% 67.56/32.38  																	| (433)  ~ (all_0_43_43 = e1)
% 67.56/32.38  																	| (434) all_0_48_48 = e1 | all_0_52_52 = e1 | all_0_57_57 = e1
% 67.56/32.38  																	|
% 67.56/32.38  																		+-Applying beta-rule and splitting (434), into two cases.
% 67.56/32.38  																		|-Branch one:
% 67.56/32.38  																		| (615) all_0_48_48 = e1
% 67.56/32.38  																		|
% 67.56/32.38  																			| Combining equations (335,615) yields a new equation:
% 67.56/32.38  																			| (616) e2 = e1
% 67.56/32.38  																			|
% 67.56/32.38  																			| Simplifying 616 yields:
% 67.56/32.38  																			| (617) e2 = e1
% 67.56/32.38  																			|
% 67.56/32.38  																			| Equations (617) can reduce 122 to:
% 67.56/32.38  																			| (266) $false
% 67.56/32.38  																			|
% 67.56/32.38  																			|-The branch is then unsatisfiable
% 67.56/32.38  																		|-Branch two:
% 67.56/32.38  																		| (619)  ~ (all_0_48_48 = e1)
% 67.56/32.38  																		| (620) all_0_52_52 = e1 | all_0_57_57 = e1
% 67.56/32.38  																		|
% 67.56/32.38  																			+-Applying beta-rule and splitting (620), into two cases.
% 67.56/32.38  																			|-Branch one:
% 67.56/32.38  																			| (642) all_0_52_52 = e1
% 67.56/32.38  																			|
% 67.56/32.38  																				| Combining equations (565,642) yields a new equation:
% 67.56/32.38  																				| (636) e4 = e1
% 67.56/32.38  																				|
% 67.56/32.38  																				| Simplifying 636 yields:
% 67.56/32.38  																				| (630) e4 = e1
% 67.56/32.38  																				|
% 67.56/32.38  																				| Equations (630) can reduce 110 to:
% 67.56/32.38  																				| (266) $false
% 67.56/32.38  																				|
% 67.56/32.38  																				|-The branch is then unsatisfiable
% 67.56/32.38  																			|-Branch two:
% 67.56/32.38  																			| (646)  ~ (all_0_52_52 = e1)
% 67.56/32.38  																			| (647) all_0_57_57 = e1
% 67.56/32.38  																			|
% 67.56/32.38  																				| Combining equations (647,875) yields a new equation:
% 67.56/32.38  																				| (546) e1 = e0
% 67.56/32.38  																				|
% 67.56/32.38  																				| Simplifying 546 yields:
% 67.56/32.38  																				| (431) e1 = e0
% 67.56/32.38  																				|
% 67.56/32.38  																				| Equations (431) can reduce 233 to:
% 67.56/32.38  																				| (266) $false
% 67.56/32.38  																				|
% 67.56/32.38  																				|-The branch is then unsatisfiable
% 67.56/32.38  																|-Branch two:
% 67.56/32.38  																| (780)  ~ (all_0_52_52 = e4)
% 67.56/32.38  																| (871) all_0_57_57 = e4
% 67.56/32.38  																|
% 67.56/32.38  																	| Combining equations (875,871) yields a new equation:
% 67.56/32.38  																	| (397) e4 = e0
% 67.56/32.38  																	|
% 67.56/32.38  																	| Equations (397) can reduce 49 to:
% 67.56/32.38  																	| (266) $false
% 67.56/32.38  																	|
% 67.56/32.38  																	|-The branch is then unsatisfiable
% 67.56/32.38  										|-Branch two:
% 67.56/32.38  										| (810)  ~ (all_0_48_48 = e2)
% 67.56/32.38  										| (10167) all_0_52_52 = e2 | all_0_57_57 = e2
% 67.56/32.38  										|
% 67.56/32.39  											+-Applying beta-rule and splitting (10167), into two cases.
% 67.56/32.39  											|-Branch one:
% 67.56/32.39  											| (352) all_0_52_52 = e2
% 67.56/32.39  											|
% 67.56/32.39  												| Equations (352) can reduce 342 to:
% 67.56/32.39  												| (266) $false
% 67.56/32.39  												|
% 67.56/32.39  												|-The branch is then unsatisfiable
% 67.56/32.39  											|-Branch two:
% 67.56/32.39  											| (342)  ~ (all_0_52_52 = e2)
% 67.56/32.39  											| (442) all_0_57_57 = e2
% 67.56/32.39  											|
% 67.56/32.39  												| Equations (442) can reduce 199 to:
% 67.56/32.39  												| (96)  ~ (all_0_43_43 = e2)
% 67.56/32.39  												|
% 67.56/32.39  												| Equations (442) can reduce 239 to:
% 67.56/32.39  												| (810)  ~ (all_0_48_48 = e2)
% 67.56/32.39  												|
% 67.56/32.39  												| Equations (442) can reduce 11 to:
% 67.56/32.39  												| (342)  ~ (all_0_52_52 = e2)
% 67.56/32.39  												|
% 67.56/32.39  												| Equations (442) can reduce 81 to:
% 67.56/32.39  												| (304)  ~ (all_0_55_55 = e2)
% 67.56/32.39  												|
% 67.56/32.39  												| Equations (442) can reduce 140 to:
% 67.56/32.39  												| (511)  ~ (all_0_56_56 = e2)
% 67.56/32.39  												|
% 67.56/32.39  												| Equations (442) can reduce 148 to:
% 67.56/32.39  												| (1186)  ~ (all_0_58_58 = e2)
% 67.56/32.39  												|
% 67.56/32.39  												| Simplifying 1186 yields:
% 67.56/32.39  												| (908)  ~ (all_0_58_58 = e2)
% 67.56/32.39  												|
% 67.56/32.39  												| Equations (442) can reduce 839 to:
% 67.56/32.39  												| (327)  ~ (e4 = e2)
% 67.56/32.39  												|
% 67.56/32.39  												| Simplifying 327 yields:
% 67.56/32.39  												| (48)  ~ (e4 = e2)
% 67.56/32.39  												|
% 67.56/32.39  												| From (442) and (83) follows:
% 67.56/32.39  												| (16562) op(e0, e1) = e2
% 67.56/32.39  												|
% 67.56/32.39  												+-Applying beta-rule and splitting (4), into two cases.
% 67.56/32.39  												|-Branch one:
% 67.56/32.39  												| (356) all_0_43_43 = e0
% 67.56/32.39  												|
% 67.56/32.39  													| Equations (356) can reduce 31 to:
% 67.56/32.39  													| (357)  ~ (all_0_41_41 = e0)
% 67.56/32.39  													|
% 67.56/32.39  													| Equations (356) can reduce 240 to:
% 67.56/32.39  													| (358)  ~ (all_0_42_42 = e0)
% 67.56/32.39  													|
% 67.56/32.39  													| Equations (356) can reduce 159 to:
% 67.56/32.39  													| (359)  ~ (all_0_44_44 = e0)
% 67.56/32.39  													|
% 67.56/32.39  													| Simplifying 359 yields:
% 67.56/32.39  													| (360)  ~ (all_0_44_44 = e0)
% 67.56/32.39  													|
% 67.56/32.39  													| Equations (356) can reduce 17 to:
% 67.56/32.39  													| (10200)  ~ (all_0_48_48 = e0)
% 67.56/32.39  													|
% 67.56/32.39  													| Simplifying 10200 yields:
% 67.56/32.39  													| (1283)  ~ (all_0_48_48 = e0)
% 67.56/32.39  													|
% 67.56/32.39  													| Equations (356) can reduce 217 to:
% 67.56/32.39  													| (361)  ~ (all_0_52_52 = e0)
% 67.56/32.39  													|
% 67.56/32.39  													| Simplifying 361 yields:
% 67.56/32.39  													| (72)  ~ (all_0_52_52 = e0)
% 67.56/32.39  													|
% 67.56/32.39  													| Equations (356) can reduce 96 to:
% 67.56/32.39  													| (365)  ~ (e2 = e0)
% 67.56/32.39  													|
% 67.56/32.39  													| Simplifying 365 yields:
% 67.56/32.39  													| (128)  ~ (e2 = e0)
% 67.56/32.39  													|
% 67.56/32.39  													| From (356) and (37) follows:
% 67.56/32.39  													| (369) op(e3, e1) = e0
% 67.56/32.39  													|
% 67.56/32.39  													+-Applying beta-rule and splitting (163), into two cases.
% 67.56/32.39  													|-Branch one:
% 67.56/32.39  													| (565) all_0_52_52 = e4
% 67.56/32.39  													|
% 67.56/32.39  														| Equations (565) can reduce 202 to:
% 67.56/32.39  														| (254)  ~ (all_0_48_48 = e4)
% 67.56/32.39  														|
% 67.56/32.39  														| Equations (565) can reduce 101 to:
% 67.56/32.39  														| (566)  ~ (all_0_50_50 = e4)
% 67.56/32.39  														|
% 67.56/32.39  														| Equations (565) can reduce 20 to:
% 67.56/32.39  														| (475)  ~ (all_0_51_51 = e4)
% 67.56/32.39  														|
% 67.56/32.39  														| Equations (565) can reduce 46 to:
% 67.56/32.39  														| (1452)  ~ (all_0_53_53 = e4)
% 67.56/32.39  														|
% 67.56/32.39  														| Simplifying 1452 yields:
% 67.56/32.39  														| (1453)  ~ (all_0_53_53 = e4)
% 67.56/32.39  														|
% 67.56/32.39  														| Equations (565) can reduce 342 to:
% 67.56/32.39  														| (48)  ~ (e4 = e2)
% 67.56/32.39  														|
% 67.56/32.39  														| Equations (565) can reduce 72 to:
% 67.56/32.39  														| (49)  ~ (e4 = e0)
% 67.56/32.39  														|
% 67.56/32.39  														| From (565) and (124) follows:
% 67.56/32.39  														| (570) op(e1, e1) = e4
% 67.56/32.39  														|
% 67.56/32.39  														+-Applying beta-rule and splitting (228), into two cases.
% 67.56/32.39  														|-Branch one:
% 67.56/32.39  														| (335) all_0_48_48 = e2
% 67.56/32.39  														|
% 67.56/32.39  															| Equations (335) can reduce 810 to:
% 67.56/32.39  															| (266) $false
% 67.56/32.39  															|
% 67.56/32.39  															|-The branch is then unsatisfiable
% 67.56/32.39  														|-Branch two:
% 67.56/32.39  														| (810)  ~ (all_0_48_48 = e2)
% 67.56/32.39  														| (10218) all_0_48_48 = e4 | all_0_48_48 = e1 | all_0_48_48 = e0
% 67.56/32.39  														|
% 67.56/32.39  															+-Applying beta-rule and splitting (10218), into two cases.
% 67.56/32.39  															|-Branch one:
% 67.56/32.39  															| (943) all_0_48_48 = e4
% 67.56/32.39  															|
% 67.56/32.39  																| Equations (943) can reduce 254 to:
% 67.56/32.39  																| (266) $false
% 67.56/32.39  																|
% 67.56/32.39  																|-The branch is then unsatisfiable
% 67.56/32.39  															|-Branch two:
% 67.56/32.39  															| (254)  ~ (all_0_48_48 = e4)
% 67.56/32.39  															| (10222) all_0_48_48 = e1 | all_0_48_48 = e0
% 67.56/32.39  															|
% 67.56/32.39  																+-Applying beta-rule and splitting (10222), into two cases.
% 67.56/32.39  																|-Branch one:
% 67.56/32.39  																| (1279) all_0_48_48 = e0
% 67.56/32.39  																|
% 67.56/32.39  																	| Equations (1279) can reduce 1283 to:
% 67.56/32.39  																	| (266) $false
% 67.56/32.39  																	|
% 67.56/32.39  																	|-The branch is then unsatisfiable
% 67.56/32.39  																|-Branch two:
% 67.56/32.39  																| (1283)  ~ (all_0_48_48 = e0)
% 67.56/32.39  																| (615) all_0_48_48 = e1
% 67.56/32.39  																|
% 67.56/32.39  																	| Equations (615) can reduce 30 to:
% 67.56/32.39  																	| (549)  ~ (all_0_46_46 = e1)
% 67.56/32.39  																	|
% 67.56/32.39  																	| Equations (615) can reduce 185 to:
% 67.56/32.39  																	| (1419)  ~ (all_0_49_49 = e1)
% 67.56/32.39  																	|
% 67.56/32.39  																	| Simplifying 1419 yields:
% 67.56/32.39  																	| (1064)  ~ (all_0_49_49 = e1)
% 67.56/32.39  																	|
% 67.56/32.39  																	| Equations (615) can reduce 215 to:
% 67.56/32.39  																	| (467)  ~ (e3 = e1)
% 67.56/32.39  																	|
% 67.56/32.39  																	| Simplifying 467 yields:
% 67.56/32.39  																	| (213)  ~ (e3 = e1)
% 67.56/32.39  																	|
% 67.56/32.39  																	| Equations (615) can reduce 810 to:
% 67.56/32.39  																	| (604)  ~ (e2 = e1)
% 67.56/32.39  																	|
% 67.56/32.39  																	| Simplifying 604 yields:
% 67.56/32.39  																	| (122)  ~ (e2 = e1)
% 67.56/32.39  																	|
% 67.56/32.39  																	+-Applying beta-rule and splitting (158), into two cases.
% 67.56/32.39  																	|-Branch one:
% 67.56/32.39  																	| (313) all_0_40_40 = e2
% 67.56/32.39  																	|
% 67.56/32.39  																		| Combining equations (485,313) yields a new equation:
% 67.56/32.39  																		| (330) e2 = e0
% 67.56/32.39  																		|
% 67.56/32.39  																		| Equations (330) can reduce 128 to:
% 67.56/32.39  																		| (266) $false
% 67.56/32.39  																		|
% 67.56/32.39  																		|-The branch is then unsatisfiable
% 67.56/32.39  																	|-Branch two:
% 67.56/32.39  																	| (296)  ~ (all_0_40_40 = e2)
% 67.56/32.39  																	| (377) all_0_49_49 = e2 | all_0_53_53 = e2 | all_0_58_58 = e2
% 67.56/32.39  																	|
% 67.56/32.39  																		+-Applying beta-rule and splitting (53), into two cases.
% 67.56/32.39  																		|-Branch one:
% 67.56/32.39  																		| (1794) all_0_46_46 = e2
% 67.56/32.39  																		|
% 67.56/32.39  																			| Equations (1794) can reduce 43 to:
% 67.56/32.39  																			| (85)  ~ (all_0_41_41 = e2)
% 67.56/32.39  																			|
% 67.56/32.39  																			| Equations (1794) can reduce 19 to:
% 67.56/32.39  																			| (22180)  ~ (all_0_47_47 = e2)
% 67.56/32.39  																			|
% 67.56/32.39  																			| Simplifying 22180 yields:
% 67.56/32.39  																			| (338)  ~ (all_0_47_47 = e2)
% 67.56/32.39  																			|
% 67.56/32.39  																			| Equations (1794) can reduce 208 to:
% 67.56/32.39  																			| (339)  ~ (all_0_49_49 = e2)
% 67.56/32.39  																			|
% 67.56/32.39  																			| Simplifying 339 yields:
% 67.56/32.39  																			| (340)  ~ (all_0_49_49 = e2)
% 67.56/32.39  																			|
% 67.56/32.39  																			| Equations (1794) can reduce 58 to:
% 67.56/32.39  																			| (303)  ~ (all_0_55_55 = e2)
% 67.56/32.39  																			|
% 67.56/32.39  																			| Simplifying 303 yields:
% 67.56/32.39  																			| (304)  ~ (all_0_55_55 = e2)
% 67.56/32.39  																			|
% 67.56/32.39  																			+-Applying beta-rule and splitting (243), into two cases.
% 67.56/32.39  																			|-Branch one:
% 67.56/32.39  																			| (329) all_0_38_38 = e0
% 67.56/32.39  																			|
% 67.56/32.39  																				| Combining equations (329,321) yields a new equation:
% 67.56/32.39  																				| (397) e4 = e0
% 67.56/32.39  																				|
% 67.56/32.39  																				| Equations (397) can reduce 49 to:
% 67.56/32.39  																				| (266) $false
% 67.56/32.39  																				|
% 67.56/32.39  																				|-The branch is then unsatisfiable
% 67.56/32.39  																			|-Branch two:
% 67.56/32.39  																			| (332)  ~ (all_0_38_38 = e0)
% 67.56/32.39  																			| (395) all_0_41_41 = e0 | all_0_46_46 = e0 | all_0_55_55 = e0
% 67.56/32.39  																			|
% 67.56/32.39  																				+-Applying beta-rule and splitting (377), into two cases.
% 67.56/32.39  																				|-Branch one:
% 67.56/32.39  																				| (583) all_0_49_49 = e2
% 67.56/32.39  																				|
% 67.56/32.39  																					| Equations (583) can reduce 340 to:
% 67.56/32.39  																					| (266) $false
% 67.56/32.39  																					|
% 67.56/32.39  																					|-The branch is then unsatisfiable
% 67.56/32.39  																				|-Branch two:
% 67.56/32.39  																				| (340)  ~ (all_0_49_49 = e2)
% 67.56/32.39  																				| (614) all_0_53_53 = e2 | all_0_58_58 = e2
% 67.56/32.39  																				|
% 67.56/32.39  																					+-Applying beta-rule and splitting (614), into two cases.
% 67.56/32.39  																					|-Branch one:
% 67.56/32.39  																					| (607) all_0_53_53 = e2
% 67.56/32.39  																					|
% 67.56/32.39  																						| Equations (607) can reduce 220 to:
% 67.56/32.39  																						| (147)  ~ (all_0_44_44 = e2)
% 67.56/32.39  																						|
% 67.56/32.39  																						| Equations (607) can reduce 65 to:
% 67.56/32.39  																						| (340)  ~ (all_0_49_49 = e2)
% 67.56/32.39  																						|
% 67.56/32.39  																						| Equations (607) can reduce 6 to:
% 67.56/32.39  																						| (1099)  ~ (all_0_51_51 = e2)
% 67.56/32.39  																						|
% 67.56/32.39  																						| Equations (607) can reduce 247 to:
% 67.56/32.39  																						| (128)  ~ (e2 = e0)
% 67.56/32.39  																						|
% 67.56/32.39  																						+-Applying beta-rule and splitting (395), into two cases.
% 67.56/32.39  																						|-Branch one:
% 67.56/32.39  																						| (794) all_0_41_41 = e0
% 67.56/32.39  																						|
% 67.56/32.39  																							| Equations (794) can reduce 357 to:
% 67.56/32.39  																							| (266) $false
% 67.56/32.39  																							|
% 67.56/32.39  																							|-The branch is then unsatisfiable
% 67.56/32.39  																						|-Branch two:
% 67.56/32.39  																						| (357)  ~ (all_0_41_41 = e0)
% 67.56/32.39  																						| (895) all_0_46_46 = e0 | all_0_55_55 = e0
% 67.56/32.39  																						|
% 67.56/32.39  																							+-Applying beta-rule and splitting (895), into two cases.
% 67.56/32.39  																							|-Branch one:
% 67.56/32.39  																							| (538) all_0_46_46 = e0
% 67.56/32.39  																							|
% 67.56/32.39  																								| Combining equations (1794,538) yields a new equation:
% 67.56/32.39  																								| (391) e2 = e0
% 67.56/32.39  																								|
% 67.56/32.39  																								| Simplifying 391 yields:
% 67.56/32.39  																								| (330) e2 = e0
% 67.56/32.39  																								|
% 67.56/32.39  																								| Equations (330) can reduce 128 to:
% 67.56/32.39  																								| (266) $false
% 67.56/32.39  																								|
% 67.56/32.39  																								|-The branch is then unsatisfiable
% 67.56/32.39  																							|-Branch two:
% 67.56/32.39  																							| (831)  ~ (all_0_46_46 = e0)
% 67.56/32.39  																							| (858) all_0_55_55 = e0
% 67.56/32.39  																							|
% 67.56/32.39  																								| Equations (858) can reduce 191 to:
% 67.56/32.39  																								| (357)  ~ (all_0_41_41 = e0)
% 67.56/32.39  																								|
% 67.56/32.39  																								| Equations (858) can reduce 93 to:
% 67.56/32.39  																								| (121)  ~ (all_0_50_50 = e0)
% 67.56/32.39  																								|
% 67.56/32.39  																								| Equations (858) can reduce 153 to:
% 67.56/32.39  																								| (1181)  ~ (all_0_56_56 = e0)
% 67.56/32.39  																								|
% 67.56/32.39  																								| Simplifying 1181 yields:
% 67.56/32.39  																								| (828)  ~ (all_0_56_56 = e0)
% 67.56/32.39  																								|
% 67.56/32.39  																								| Equations (858) can reduce 3 to:
% 67.56/32.39  																								| (490)  ~ (all_0_58_58 = e0)
% 67.56/32.39  																								|
% 67.56/32.39  																								| Simplifying 490 yields:
% 67.56/32.39  																								| (491)  ~ (all_0_58_58 = e0)
% 67.56/32.39  																								|
% 67.56/32.39  																								| Equations (858) can reduce 304 to:
% 67.56/32.39  																								| (365)  ~ (e2 = e0)
% 67.56/32.39  																								|
% 67.56/32.39  																								| Simplifying 365 yields:
% 67.56/32.39  																								| (128)  ~ (e2 = e0)
% 67.56/32.39  																								|
% 67.56/32.39  																								| From (858) and (74) follows:
% 67.56/32.39  																								| (752) op(e0, e3) = e0
% 67.56/32.39  																								|
% 67.56/32.39  																								+-Applying beta-rule and splitting (104), into two cases.
% 67.56/32.39  																								|-Branch one:
% 67.56/32.39  																								| (480) all_0_39_39 = e0
% 67.56/32.39  																								|
% 67.56/32.39  																									| Combining equations (480,317) yields a new equation:
% 67.56/32.39  																									| (330) e2 = e0
% 67.56/32.39  																									|
% 67.56/32.39  																									| Equations (330) can reduce 128 to:
% 67.56/32.39  																									| (266) $false
% 67.56/32.39  																									|
% 67.56/32.39  																									|-The branch is then unsatisfiable
% 67.56/32.39  																								|-Branch two:
% 67.56/32.39  																								| (484)  ~ (all_0_39_39 = e0)
% 67.56/32.39  																								| (558) all_0_42_42 = e0 | all_0_47_47 = e0 | all_0_56_56 = e0
% 67.56/32.39  																								|
% 67.56/32.39  																									+-Applying beta-rule and splitting (558), into two cases.
% 67.56/32.39  																									|-Branch one:
% 67.56/32.39  																									| (559) all_0_42_42 = e0
% 67.56/32.39  																									|
% 67.56/32.39  																										| Equations (559) can reduce 358 to:
% 67.56/32.39  																										| (266) $false
% 67.56/32.39  																										|
% 67.56/32.39  																										|-The branch is then unsatisfiable
% 67.56/32.39  																									|-Branch two:
% 67.56/32.39  																									| (358)  ~ (all_0_42_42 = e0)
% 67.56/32.39  																									| (563) all_0_47_47 = e0 | all_0_56_56 = e0
% 67.56/32.39  																									|
% 67.56/32.39  																										+-Applying beta-rule and splitting (563), into two cases.
% 67.56/32.39  																										|-Branch one:
% 67.56/32.39  																										| (674) all_0_47_47 = e0
% 67.56/32.39  																										|
% 67.56/32.39  																											| Equations (674) can reduce 86 to:
% 67.56/32.39  																											| (486)  ~ (all_0_49_49 = e0)
% 67.56/32.39  																											|
% 67.56/32.39  																											| Simplifying 486 yields:
% 67.56/32.39  																											| (487)  ~ (all_0_49_49 = e0)
% 67.56/32.39  																											|
% 67.56/32.39  																											| Equations (674) can reduce 224 to:
% 67.56/32.39  																											| (1404)  ~ (all_0_51_51 = e0)
% 67.56/32.39  																											|
% 67.56/32.39  																											| Simplifying 1404 yields:
% 67.56/32.39  																											| (115)  ~ (all_0_51_51 = e0)
% 67.56/32.39  																											|
% 67.56/32.39  																											| Equations (674) can reduce 91 to:
% 67.56/32.39  																											| (1181)  ~ (all_0_56_56 = e0)
% 67.56/32.39  																											|
% 67.56/32.39  																											| Simplifying 1181 yields:
% 67.56/32.39  																											| (828)  ~ (all_0_56_56 = e0)
% 67.56/32.39  																											|
% 67.56/32.39  																											| Equations (674) can reduce 338 to:
% 67.56/32.39  																											| (365)  ~ (e2 = e0)
% 67.56/32.39  																											|
% 67.56/32.39  																											| Simplifying 365 yields:
% 67.56/32.39  																											| (128)  ~ (e2 = e0)
% 67.56/32.39  																											|
% 67.56/32.39  																											+-Applying beta-rule and splitting (54), into two cases.
% 67.56/32.39  																											|-Branch one:
% 67.56/32.39  																											| (583) all_0_49_49 = e2
% 67.56/32.39  																											|
% 67.56/32.39  																												| Equations (583) can reduce 340 to:
% 67.56/32.39  																												| (266) $false
% 67.56/32.39  																												|
% 67.56/32.39  																												|-The branch is then unsatisfiable
% 67.56/32.39  																											|-Branch two:
% 67.56/32.39  																											| (340)  ~ (all_0_49_49 = e2)
% 67.56/32.39  																											| (586) all_0_49_49 = e4 | all_0_49_49 = e3 | all_0_49_49 = e1 | all_0_49_49 = e0
% 67.56/32.39  																											|
% 67.56/32.39  																												+-Applying beta-rule and splitting (586), into two cases.
% 67.56/32.39  																												|-Branch one:
% 67.56/32.39  																												| (974) all_0_49_49 = e4
% 67.56/32.39  																												|
% 67.56/32.39  																													| Equations (974) can reduce 9 to:
% 67.56/32.39  																													| (1390)  ~ (all_0_44_44 = e4)
% 67.56/32.39  																													|
% 67.56/32.39  																													| Equations (974) can reduce 525 to:
% 67.56/32.39  																													| (188)  ~ (e4 = e3)
% 67.56/32.39  																													|
% 67.56/32.39  																													| Equations (974) can reduce 487 to:
% 67.56/32.39  																													| (49)  ~ (e4 = e0)
% 67.56/32.39  																													|
% 67.56/32.39  																													| From (974) and (55) follows:
% 67.56/32.39  																													| (61486) op(e2, e0) = e4
% 67.56/32.39  																													|
% 67.56/32.39  																													+-Applying beta-rule and splitting (64), into two cases.
% 67.56/32.39  																													|-Branch one:
% 67.56/32.39  																													| (437) all_0_41_41 = e4
% 67.56/32.39  																													|
% 67.56/32.39  																														| Equations (437) can reduce 440 to:
% 67.56/32.39  																														| (266) $false
% 67.56/32.39  																														|
% 67.56/32.39  																														|-The branch is then unsatisfiable
% 67.56/32.39  																													|-Branch two:
% 67.56/32.39  																													| (440)  ~ (all_0_41_41 = e4)
% 67.56/32.39  																													| (441) all_0_42_42 = e4 | all_0_43_43 = e4 | all_0_44_44 = e4
% 67.56/32.39  																													|
% 67.56/32.39  																														+-Applying beta-rule and splitting (441), into two cases.
% 67.56/32.39  																														|-Branch one:
% 67.56/32.39  																														| (1392) all_0_42_42 = e4
% 67.56/32.39  																														|
% 67.56/32.40  																															| Equations (1392) can reduce 214 to:
% 67.56/32.40  																															| (440)  ~ (all_0_41_41 = e4)
% 67.56/32.40  																															|
% 67.56/32.40  																															| Equations (1392) can reduce 73 to:
% 67.56/32.40  																															| (1903)  ~ (all_0_44_44 = e4)
% 67.56/32.40  																															|
% 67.56/32.40  																															| Simplifying 1903 yields:
% 67.56/32.40  																															| (1390)  ~ (all_0_44_44 = e4)
% 67.56/32.40  																															|
% 67.56/32.40  																															| Equations (1392) can reduce 61 to:
% 67.56/32.40  																															| (474)  ~ (all_0_51_51 = e4)
% 67.56/32.40  																															|
% 67.56/32.40  																															| Simplifying 474 yields:
% 67.56/32.40  																															| (475)  ~ (all_0_51_51 = e4)
% 67.56/32.40  																															|
% 67.56/32.40  																															+-Applying beta-rule and splitting (113), into two cases.
% 67.56/32.40  																															|-Branch one:
% 67.56/32.40  																															| (403) all_0_41_41 = e3
% 67.56/32.40  																															|
% 67.56/32.40  																																| Equations (403) can reduce 149 to:
% 67.56/32.40  																																| (406)  ~ (all_0_44_44 = e3)
% 67.56/32.40  																																|
% 67.56/32.40  																																| Simplifying 406 yields:
% 67.56/32.40  																																| (407)  ~ (all_0_44_44 = e3)
% 67.56/32.40  																																|
% 67.56/32.40  																																+-Applying beta-rule and splitting (103), into two cases.
% 67.56/32.40  																																|-Branch one:
% 67.56/32.40  																																| (453) all_0_41_41 = e1
% 67.56/32.40  																																|
% 67.56/32.40  																																	| Combining equations (453,403) yields a new equation:
% 67.56/32.40  																																	| (455) e3 = e1
% 67.56/32.40  																																	|
% 67.56/32.40  																																	| Equations (455) can reduce 213 to:
% 67.56/32.40  																																	| (266) $false
% 67.56/32.40  																																	|
% 67.56/32.40  																																	|-The branch is then unsatisfiable
% 67.56/32.40  																																|-Branch two:
% 67.56/32.40  																																| (457)  ~ (all_0_41_41 = e1)
% 67.56/32.40  																																| (458) all_0_42_42 = e1 | all_0_43_43 = e1 | all_0_44_44 = e1
% 67.56/32.40  																																|
% 67.56/32.40  																																	| Equations (403) can reduce 457 to:
% 67.56/32.40  																																	| (213)  ~ (e3 = e1)
% 67.56/32.40  																																	|
% 67.56/32.40  																																	+-Applying beta-rule and splitting (26), into two cases.
% 67.56/32.40  																																	|-Branch one:
% 67.56/32.40  																																	| (446) all_0_44_44 = e4
% 67.56/32.40  																																	|
% 67.56/32.40  																																		| Equations (446) can reduce 1390 to:
% 67.56/32.40  																																		| (266) $false
% 67.56/32.40  																																		|
% 67.56/32.40  																																		|-The branch is then unsatisfiable
% 67.56/32.40  																																	|-Branch two:
% 67.56/32.40  																																	| (1390)  ~ (all_0_44_44 = e4)
% 67.56/32.40  																																	| (1391) all_0_44_44 = e3 | all_0_44_44 = e1 | all_0_44_44 = e0
% 67.56/32.40  																																	|
% 67.56/32.40  																																		+-Applying beta-rule and splitting (18), into two cases.
% 67.56/32.40  																																		|-Branch one:
% 67.56/32.40  																																		| (453) all_0_41_41 = e1
% 67.56/32.40  																																		|
% 67.56/32.40  																																			| Combining equations (453,403) yields a new equation:
% 67.56/32.40  																																			| (455) e3 = e1
% 67.56/32.40  																																			|
% 67.56/32.40  																																			| Equations (455) can reduce 213 to:
% 67.56/32.40  																																			| (266) $false
% 67.56/32.40  																																			|
% 67.56/32.40  																																			|-The branch is then unsatisfiable
% 67.56/32.40  																																		|-Branch two:
% 67.56/32.40  																																		| (457)  ~ (all_0_41_41 = e1)
% 67.56/32.40  																																		| (595) all_0_46_46 = e1 | all_0_50_50 = e1 | all_0_55_55 = e1
% 67.56/32.40  																																		|
% 67.56/32.40  																																			+-Applying beta-rule and splitting (1391), into two cases.
% 67.56/32.40  																																			|-Branch one:
% 67.56/32.40  																																			| (1414) all_0_44_44 = e0
% 67.56/32.40  																																			|
% 67.56/32.40  																																				| Equations (1414) can reduce 360 to:
% 67.56/32.40  																																				| (266) $false
% 67.56/32.40  																																				|
% 67.56/32.40  																																				|-The branch is then unsatisfiable
% 67.56/32.40  																																			|-Branch two:
% 67.56/32.40  																																			| (360)  ~ (all_0_44_44 = e0)
% 67.56/32.40  																																			| (1417) all_0_44_44 = e3 | all_0_44_44 = e1
% 67.56/32.40  																																			|
% 67.56/32.40  																																				+-Applying beta-rule and splitting (1417), into two cases.
% 67.56/32.40  																																				|-Branch one:
% 67.56/32.40  																																				| (635) all_0_44_44 = e1
% 67.56/32.40  																																				|
% 67.56/32.40  																																					| Equations (635) can reduce 147 to:
% 67.56/32.40  																																					| (604)  ~ (e2 = e1)
% 67.56/32.40  																																					|
% 67.56/32.40  																																					| Simplifying 604 yields:
% 67.56/32.40  																																					| (122)  ~ (e2 = e1)
% 67.56/32.40  																																					|
% 67.56/32.40  																																					| Equations (635) can reduce 360 to:
% 67.56/32.40  																																					| (233)  ~ (e1 = e0)
% 67.56/32.40  																																					|
% 67.56/32.40  																																					| From (635) and (138) follows:
% 67.56/32.40  																																					| (1423) op(e3, e0) = e1
% 67.56/32.40  																																					|
% 67.56/32.40  																																					+-Applying beta-rule and splitting (216), into two cases.
% 67.56/32.40  																																					|-Branch one:
% 67.56/32.40  																																					| (629) all_0_55_55 = e1
% 67.56/32.40  																																					|
% 67.56/32.40  																																						| Combining equations (629,858) yields a new equation:
% 67.56/32.40  																																						| (546) e1 = e0
% 67.56/32.40  																																						|
% 67.56/32.40  																																						| Simplifying 546 yields:
% 67.56/32.40  																																						| (431) e1 = e0
% 67.56/32.40  																																						|
% 67.56/32.40  																																						| Equations (431) can reduce 233 to:
% 67.56/32.40  																																						| (266) $false
% 67.56/32.40  																																						|
% 67.56/32.40  																																						|-The branch is then unsatisfiable
% 67.56/32.40  																																					|-Branch two:
% 67.56/32.40  																																					| (632)  ~ (all_0_55_55 = e1)
% 67.56/32.40  																																					| (633) all_0_56_56 = e1 | all_0_57_57 = e1 | all_0_58_58 = e1
% 67.56/32.40  																																					|
% 67.56/32.40  																																						| Equations (858) can reduce 632 to:
% 67.56/32.40  																																						| (435)  ~ (e1 = e0)
% 67.56/32.40  																																						|
% 67.56/32.40  																																						| Simplifying 435 yields:
% 67.56/32.40  																																						| (233)  ~ (e1 = e0)
% 67.56/32.40  																																						|
% 67.56/32.40  																																						+-Applying beta-rule and splitting (595), into two cases.
% 67.56/32.40  																																						|-Branch one:
% 67.56/32.40  																																						| (545) all_0_46_46 = e1
% 67.56/32.40  																																						|
% 67.56/32.40  																																							| Combining equations (545,1794) yields a new equation:
% 67.56/32.40  																																							| (617) e2 = e1
% 67.56/32.40  																																							|
% 67.56/32.40  																																							| Equations (617) can reduce 122 to:
% 67.56/32.40  																																							| (266) $false
% 67.56/32.40  																																							|
% 67.56/32.40  																																							|-The branch is then unsatisfiable
% 67.56/32.40  																																						|-Branch two:
% 67.56/32.40  																																						| (549)  ~ (all_0_46_46 = e1)
% 67.56/32.40  																																						| (600) all_0_50_50 = e1 | all_0_55_55 = e1
% 67.56/32.40  																																						|
% 67.56/32.40  																																							+-Applying beta-rule and splitting (600), into two cases.
% 67.56/32.40  																																							|-Branch one:
% 67.56/32.40  																																							| (601) all_0_50_50 = e1
% 67.56/32.40  																																							|
% 67.56/32.40  																																								| Equations (601) can reduce 59 to:
% 67.56/32.40  																																								| (463)  ~ (all_0_51_51 = e1)
% 67.56/32.40  																																								|
% 67.56/32.40  																																								| Simplifying 463 yields:
% 67.56/32.40  																																								| (464)  ~ (all_0_51_51 = e1)
% 67.56/32.40  																																								|
% 67.56/32.40  																																								| Equations (601) can reduce 566 to:
% 67.56/32.40  																																								| (602)  ~ (e4 = e1)
% 67.56/32.40  																																								|
% 67.56/32.40  																																								| Simplifying 602 yields:
% 67.56/32.40  																																								| (110)  ~ (e4 = e1)
% 67.56/32.40  																																								|
% 67.56/32.40  																																								| Equations (601) can reduce 121 to:
% 67.56/32.40  																																								| (233)  ~ (e1 = e0)
% 67.56/32.40  																																								|
% 67.56/32.40  																																								| From (601) and (242) follows:
% 67.56/32.40  																																								| (2235) op(e1, e3) = e1
% 67.56/32.40  																																								|
% 67.56/32.40  																																								+-Applying beta-rule and splitting (131), into two cases.
% 67.56/32.40  																																								|-Branch one:
% 67.56/32.40  																																								| (459) all_0_42_42 = e1
% 67.56/32.40  																																								|
% 67.56/32.40  																																									| Combining equations (459,1392) yields a new equation:
% 67.56/32.40  																																									| (630) e4 = e1
% 67.56/32.40  																																									|
% 67.56/32.40  																																									| Equations (630) can reduce 110 to:
% 67.56/32.40  																																									| (266) $false
% 67.56/32.40  																																									|
% 67.56/32.40  																																									|-The branch is then unsatisfiable
% 67.56/32.40  																																								|-Branch two:
% 67.56/32.40  																																								| (1380)  ~ (all_0_42_42 = e1)
% 67.56/32.40  																																								| (3259) all_0_47_47 = e1 | all_0_51_51 = e1 | all_0_56_56 = e1
% 67.56/32.40  																																								|
% 67.56/32.40  																																									+-Applying beta-rule and splitting (3259), into two cases.
% 67.56/32.40  																																									|-Branch one:
% 67.56/32.40  																																									| (654) all_0_47_47 = e1
% 67.56/32.40  																																									|
% 67.56/32.40  																																										| Combining equations (654,674) yields a new equation:
% 67.56/32.40  																																										| (546) e1 = e0
% 67.56/32.40  																																										|
% 67.56/32.40  																																										| Simplifying 546 yields:
% 67.56/32.40  																																										| (431) e1 = e0
% 67.56/32.40  																																										|
% 67.56/32.40  																																										| Equations (431) can reduce 233 to:
% 67.56/32.40  																																										| (266) $false
% 67.56/32.40  																																										|
% 67.56/32.40  																																										|-The branch is then unsatisfiable
% 67.56/32.40  																																									|-Branch two:
% 67.56/32.40  																																									| (462)  ~ (all_0_47_47 = e1)
% 67.56/32.40  																																									| (3264) all_0_51_51 = e1 | all_0_56_56 = e1
% 67.56/32.40  																																									|
% 67.56/32.40  																																										+-Applying beta-rule and splitting (633), into two cases.
% 67.56/32.40  																																										|-Branch one:
% 67.56/32.40  																																										| (1569) all_0_56_56 = e1
% 67.56/32.40  																																										|
% 67.56/32.40  																																											| Equations (1569) can reduce 16 to:
% 67.56/32.40  																																											| (464)  ~ (all_0_51_51 = e1)
% 67.56/32.40  																																											|
% 67.56/32.40  																																											| Equations (1569) can reduce 828 to:
% 67.56/32.40  																																											| (233)  ~ (e1 = e0)
% 67.56/32.40  																																											|
% 67.56/32.40  																																											+-Applying beta-rule and splitting (7), into two cases.
% 67.56/32.40  																																											|-Branch one:
% 67.56/32.40  																																											| (504) all_0_51_51 = e2
% 67.56/32.40  																																											|
% 67.56/32.40  																																												| Equations (504) can reduce 1099 to:
% 67.56/32.40  																																												| (266) $false
% 67.56/32.40  																																												|
% 67.56/32.40  																																												|-The branch is then unsatisfiable
% 67.56/32.40  																																											|-Branch two:
% 67.56/32.40  																																											| (1099)  ~ (all_0_51_51 = e2)
% 67.56/32.40  																																											| (1100) all_0_51_51 = e4 | all_0_51_51 = e3 | all_0_51_51 = e1
% 67.56/32.40  																																											|
% 67.56/32.40  																																												+-Applying beta-rule and splitting (1100), into two cases.
% 67.56/32.40  																																												|-Branch one:
% 67.56/32.40  																																												| (1101) all_0_51_51 = e4
% 67.56/32.40  																																												|
% 67.56/32.40  																																													| Equations (1101) can reduce 475 to:
% 67.56/32.40  																																													| (266) $false
% 67.56/32.40  																																													|
% 67.56/32.40  																																													|-The branch is then unsatisfiable
% 67.56/32.40  																																												|-Branch two:
% 67.56/32.40  																																												| (475)  ~ (all_0_51_51 = e4)
% 67.56/32.40  																																												| (1104) all_0_51_51 = e3 | all_0_51_51 = e1
% 67.56/32.40  																																												|
% 67.56/32.40  																																													+-Applying beta-rule and splitting (1104), into two cases.
% 67.56/32.40  																																													|-Branch one:
% 67.56/32.40  																																													| (1109) all_0_51_51 = e1
% 67.56/32.40  																																													|
% 67.56/32.40  																																														| Equations (1109) can reduce 464 to:
% 67.56/32.40  																																														| (266) $false
% 67.56/32.40  																																														|
% 67.56/32.40  																																														|-The branch is then unsatisfiable
% 67.56/32.40  																																													|-Branch two:
% 67.56/32.40  																																													| (464)  ~ (all_0_51_51 = e1)
% 67.56/32.40  																																													| (660) all_0_51_51 = e3
% 67.56/32.40  																																													|
% 67.56/32.40  																																														| From (660) and (186) follows:
% 67.56/32.40  																																														| (1552) op(e1, e2) = e3
% 67.56/32.40  																																														|
% 67.56/32.40  																																														+-Applying beta-rule and splitting (56), into two cases.
% 67.56/32.40  																																														|-Branch one:
% 67.56/32.40  																																														| (696) unit = e2
% 67.56/32.40  																																														|
% 67.56/32.40  																																															| From (696) and (244) follows:
% 67.56/32.40  																																															| (264) op(e2, e4) = e4
% 67.56/32.40  																																															|
% 67.56/32.40  																																															| From (696) and (209) follows:
% 67.56/32.40  																																															| (7585) op(e2, e0) = e0
% 67.56/32.40  																																															|
% 67.56/32.40  																																															| From (696) and (227) follows:
% 67.56/32.40  																																															| (4284) op(e4, e2) = e4
% 67.56/32.40  																																															|
% 67.56/32.40  																																															| From (696) and (28) follows:
% 67.56/32.40  																																															| (699) op(e1, e2) = e1
% 67.56/32.40  																																															|
% 67.56/32.40  																																															| Instantiating formula (29) with e4, e2, e4, e2 and discharging atoms op(e4, e2) = e4, op(e4, e2) = e2, yields:
% 67.56/32.40  																																															| (323) e4 = e2
% 67.56/32.40  																																															|
% 67.56/32.40  																																															| Instantiating formula (29) with e2, e4, e4, e3 and discharging atoms op(e2, e4) = e4, op(e2, e4) = e3, yields:
% 67.56/32.40  																																															| (425) e4 = e3
% 67.56/32.40  																																															|
% 67.56/32.40  																																															| Instantiating formula (29) with e2, e0, e0, e4 and discharging atoms op(e2, e0) = e4, op(e2, e0) = e0, yields:
% 67.56/32.40  																																															| (397) e4 = e0
% 67.56/32.40  																																															|
% 67.56/32.40  																																															| Instantiating formula (29) with e1, e2, e1, e3 and discharging atoms op(e1, e2) = e3, op(e1, e2) = e1, yields:
% 67.56/32.40  																																															| (455) e3 = e1
% 67.56/32.40  																																															|
% 67.56/32.40  																																															| Combining equations (397,425) yields a new equation:
% 67.56/32.40  																																															| (676) e3 = e0
% 67.56/32.40  																																															|
% 67.56/32.40  																																															| Combining equations (323,425) yields a new equation:
% 67.56/32.40  																																															| (662) e3 = e2
% 67.56/32.40  																																															|
% 67.56/32.40  																																															| Combining equations (676,662) yields a new equation:
% 67.56/32.40  																																															| (330) e2 = e0
% 67.56/32.40  																																															|
% 67.56/32.40  																																															| Combining equations (455,662) yields a new equation:
% 67.56/32.40  																																															| (617) e2 = e1
% 67.56/32.40  																																															|
% 67.56/32.40  																																															| Combining equations (617,330) yields a new equation:
% 67.56/32.40  																																															| (546) e1 = e0
% 67.56/32.40  																																															|
% 67.56/32.40  																																															| Simplifying 546 yields:
% 67.56/32.40  																																															| (431) e1 = e0
% 67.56/32.40  																																															|
% 67.56/32.40  																																															| Equations (431) can reduce 233 to:
% 67.56/32.40  																																															| (266) $false
% 67.56/32.40  																																															|
% 67.56/32.40  																																															|-The branch is then unsatisfiable
% 67.56/32.40  																																														|-Branch two:
% 67.56/32.40  																																														| (707)  ~ (unit = e2)
% 67.56/32.40  																																														| (708) unit = e4 | unit = e3 | unit = e1 | unit = e0
% 67.56/32.40  																																														|
% 67.56/32.40  																																															+-Applying beta-rule and splitting (708), into two cases.
% 67.56/32.40  																																															|-Branch one:
% 67.56/32.40  																																															| (709) unit = e4
% 67.56/32.40  																																															|
% 67.56/32.40  																																																| From (709) and (24) follows:
% 67.56/32.40  																																																| (33325) op(e4, e3) = e3
% 67.56/32.40  																																																|
% 67.56/32.40  																																																| From (709) and (211) follows:
% 67.56/32.40  																																																| (22527) op(e4, e1) = e1
% 67.56/32.40  																																																|
% 67.56/32.40  																																																| From (709) and (32) follows:
% 67.56/32.40  																																																| (712) op(e2, e4) = e2
% 67.56/32.40  																																																|
% 67.56/32.40  																																																| From (709) and (42) follows:
% 67.56/32.40  																																																| (713) op(e0, e4) = e0
% 67.56/32.40  																																																|
% 67.56/32.40  																																																| Instantiating formula (29) with e4, e3, e3, e4 and discharging atoms op(e4, e3) = e4, op(e4, e3) = e3, yields:
% 67.56/32.40  																																																| (425) e4 = e3
% 67.56/32.40  																																																|
% 67.56/32.40  																																																| Instantiating formula (29) with e4, e1, e1, e3 and discharging atoms op(e4, e1) = e3, op(e4, e1) = e1, yields:
% 67.56/32.40  																																																| (455) e3 = e1
% 67.56/32.40  																																																|
% 67.56/32.40  																																																| Instantiating formula (29) with e2, e4, e2, e3 and discharging atoms op(e2, e4) = e3, op(e2, e4) = e2, yields:
% 67.56/32.40  																																																| (662) e3 = e2
% 67.56/32.40  																																																|
% 67.56/32.40  																																																| Instantiating formula (29) with e0, e4, e0, e4 and discharging atoms op(e0, e4) = e4, op(e0, e4) = e0, yields:
% 67.56/32.40  																																																| (397) e4 = e0
% 67.56/32.40  																																																|
% 67.56/32.40  																																																| Combining equations (425,397) yields a new equation:
% 67.56/32.40  																																																| (675) e3 = e0
% 67.56/32.40  																																																|
% 67.56/32.40  																																																| Simplifying 675 yields:
% 67.56/32.40  																																																| (676) e3 = e0
% 67.56/32.40  																																																|
% 67.56/32.40  																																																| Combining equations (676,662) yields a new equation:
% 67.56/32.40  																																																| (330) e2 = e0
% 67.56/32.40  																																																|
% 67.56/32.40  																																																| Combining equations (455,662) yields a new equation:
% 67.56/32.40  																																																| (617) e2 = e1
% 67.56/32.40  																																																|
% 67.56/32.40  																																																| Combining equations (617,330) yields a new equation:
% 67.56/32.40  																																																| (546) e1 = e0
% 67.56/32.40  																																																|
% 67.56/32.40  																																																| Simplifying 546 yields:
% 67.56/32.40  																																																| (431) e1 = e0
% 67.56/32.40  																																																|
% 67.56/32.40  																																																| Equations (431) can reduce 233 to:
% 67.56/32.40  																																																| (266) $false
% 67.56/32.40  																																																|
% 67.56/32.40  																																																|-The branch is then unsatisfiable
% 67.56/32.40  																																															|-Branch two:
% 67.56/32.40  																																															| (724)  ~ (unit = e4)
% 67.56/32.40  																																															| (725) unit = e3 | unit = e1 | unit = e0
% 67.56/32.40  																																															|
% 67.56/32.40  																																																+-Applying beta-rule and splitting (725), into two cases.
% 67.56/32.40  																																																|-Branch one:
% 67.56/32.40  																																																| (726) unit = e0
% 67.56/32.40  																																																|
% 67.56/32.40  																																																	| From (726) and (211) follows:
% 67.56/32.40  																																																	| (15180) op(e0, e1) = e1
% 67.56/32.40  																																																	|
% 67.56/32.40  																																																	| From (726) and (227) follows:
% 67.56/32.40  																																																	| (3205) op(e4, e0) = e4
% 67.56/32.40  																																																	|
% 67.56/32.40  																																																	| From (726) and (32) follows:
% 67.56/32.40  																																																	| (727) op(e2, e0) = e2
% 67.56/32.40  																																																	|
% 67.56/32.40  																																																	| Instantiating formula (29) with e4, e0, e4, e0 and discharging atoms op(e4, e0) = e4, op(e4, e0) = e0, yields:
% 67.56/32.40  																																																	| (397) e4 = e0
% 67.56/32.40  																																																	|
% 67.56/32.40  																																																	| Instantiating formula (29) with e2, e0, e2, e4 and discharging atoms op(e2, e0) = e4, op(e2, e0) = e2, yields:
% 67.56/32.40  																																																	| (323) e4 = e2
% 67.56/32.40  																																																	|
% 67.56/32.40  																																																	| Instantiating formula (29) with e0, e1, e1, e2 and discharging atoms op(e0, e1) = e2, op(e0, e1) = e1, yields:
% 67.56/32.40  																																																	| (617) e2 = e1
% 67.56/32.40  																																																	|
% 67.56/32.40  																																																	| Combining equations (323,397) yields a new equation:
% 67.56/32.40  																																																	| (391) e2 = e0
% 67.56/32.40  																																																	|
% 67.56/32.40  																																																	| Simplifying 391 yields:
% 67.56/32.40  																																																	| (330) e2 = e0
% 67.56/32.40  																																																	|
% 67.56/32.40  																																																	| Combining equations (617,330) yields a new equation:
% 67.56/32.40  																																																	| (546) e1 = e0
% 67.56/32.40  																																																	|
% 67.56/32.40  																																																	| Simplifying 546 yields:
% 67.56/32.40  																																																	| (431) e1 = e0
% 67.56/32.40  																																																	|
% 67.56/32.40  																																																	| Equations (431) can reduce 233 to:
% 67.56/32.40  																																																	| (266) $false
% 67.56/32.40  																																																	|
% 67.56/32.40  																																																	|-The branch is then unsatisfiable
% 67.56/32.40  																																																|-Branch two:
% 67.56/32.40  																																																| (734)  ~ (unit = e0)
% 67.56/32.40  																																																| (735) unit = e3 | unit = e1
% 67.56/32.40  																																																|
% 67.56/32.40  																																																	+-Applying beta-rule and splitting (735), into two cases.
% 67.56/32.40  																																																	|-Branch one:
% 67.56/32.40  																																																	| (736) unit = e1
% 67.56/32.40  																																																	|
% 67.56/32.40  																																																		| Equations (736) can reduce 734 to:
% 67.56/32.40  																																																		| (233)  ~ (e1 = e0)
% 67.56/32.40  																																																		|
% 67.56/32.40  																																																		| From (736) and (24) follows:
% 67.56/32.40  																																																		| (1934) op(e1, e3) = e3
% 67.56/32.40  																																																		|
% 67.56/32.40  																																																		| From (736) and (15) follows:
% 67.56/32.40  																																																		| (515) op(e1, e2) = e2
% 67.56/32.40  																																																		|
% 67.56/32.40  																																																		| From (736) and (42) follows:
% 67.56/32.40  																																																		| (3221) op(e0, e1) = e0
% 67.56/32.40  																																																		|
% 67.56/32.40  																																																		| Instantiating formula (29) with e1, e3, e3, e1 and discharging atoms op(e1, e3) = e3, op(e1, e3) = e1, yields:
% 67.56/32.40  																																																		| (455) e3 = e1
% 67.56/32.40  																																																		|
% 67.56/32.40  																																																		| Instantiating formula (29) with e1, e2, e2, e3 and discharging atoms op(e1, e2) = e3, op(e1, e2) = e2, yields:
% 67.56/32.40  																																																		| (662) e3 = e2
% 67.56/32.40  																																																		|
% 67.56/32.40  																																																		| Instantiating formula (29) with e0, e1, e0, e2 and discharging atoms op(e0, e1) = e2, op(e0, e1) = e0, yields:
% 67.56/32.40  																																																		| (330) e2 = e0
% 67.56/32.40  																																																		|
% 67.56/32.40  																																																		| Combining equations (662,455) yields a new equation:
% 67.56/32.40  																																																		| (616) e2 = e1
% 67.56/32.40  																																																		|
% 67.56/32.40  																																																		| Simplifying 616 yields:
% 67.56/32.40  																																																		| (617) e2 = e1
% 67.56/32.40  																																																		|
% 67.56/32.40  																																																		| Combining equations (617,330) yields a new equation:
% 67.56/32.40  																																																		| (546) e1 = e0
% 67.56/32.40  																																																		|
% 67.56/32.40  																																																		| Simplifying 546 yields:
% 67.56/32.40  																																																		| (431) e1 = e0
% 67.56/32.40  																																																		|
% 67.56/32.40  																																																		| Equations (431) can reduce 233 to:
% 67.56/32.40  																																																		| (266) $false
% 67.56/32.40  																																																		|
% 67.56/32.40  																																																		|-The branch is then unsatisfiable
% 67.56/32.40  																																																	|-Branch two:
% 67.56/32.40  																																																	| (748)  ~ (unit = e1)
% 67.56/32.40  																																																	| (749) unit = e3
% 67.56/32.40  																																																	|
% 67.56/32.40  																																																		| From (749) and (209) follows:
% 67.56/32.40  																																																		| (1667) op(e3, e0) = e0
% 67.56/32.40  																																																		|
% 67.56/32.40  																																																		| Instantiating formula (29) with e3, e0, e0, e1 and discharging atoms op(e3, e0) = e1, op(e3, e0) = e0, yields:
% 67.56/32.40  																																																		| (431) e1 = e0
% 67.56/32.40  																																																		|
% 67.56/32.40  																																																		| Equations (431) can reduce 233 to:
% 67.56/32.40  																																																		| (266) $false
% 67.56/32.40  																																																		|
% 67.56/32.40  																																																		|-The branch is then unsatisfiable
% 67.56/32.40  																																										|-Branch two:
% 67.56/32.40  																																										| (466)  ~ (all_0_56_56 = e1)
% 67.56/32.40  																																										| (1574) all_0_57_57 = e1 | all_0_58_58 = e1
% 67.56/32.40  																																										|
% 67.56/32.40  																																											+-Applying beta-rule and splitting (3264), into two cases.
% 67.56/32.40  																																											|-Branch one:
% 67.56/32.40  																																											| (1109) all_0_51_51 = e1
% 67.56/32.40  																																											|
% 67.56/32.40  																																												| Equations (1109) can reduce 464 to:
% 67.56/32.40  																																												| (266) $false
% 67.56/32.40  																																												|
% 67.56/32.40  																																												|-The branch is then unsatisfiable
% 67.56/32.40  																																											|-Branch two:
% 67.56/32.41  																																											| (464)  ~ (all_0_51_51 = e1)
% 67.56/32.41  																																											| (1569) all_0_56_56 = e1
% 67.56/32.41  																																											|
% 67.56/32.41  																																												| Equations (1569) can reduce 466 to:
% 67.56/32.41  																																												| (266) $false
% 67.56/32.41  																																												|
% 67.56/32.41  																																												|-The branch is then unsatisfiable
% 67.56/32.41  																																							|-Branch two:
% 67.56/32.41  																																							| (759)  ~ (all_0_50_50 = e1)
% 67.56/32.41  																																							| (629) all_0_55_55 = e1
% 67.56/32.41  																																							|
% 67.56/32.41  																																								| Combining equations (629,858) yields a new equation:
% 67.56/32.41  																																								| (546) e1 = e0
% 67.56/32.41  																																								|
% 67.56/32.41  																																								| Simplifying 546 yields:
% 67.56/32.41  																																								| (431) e1 = e0
% 67.56/32.41  																																								|
% 67.56/32.41  																																								| Equations (431) can reduce 233 to:
% 67.56/32.41  																																								| (266) $false
% 67.56/32.41  																																								|
% 67.56/32.41  																																								|-The branch is then unsatisfiable
% 67.56/32.41  																																				|-Branch two:
% 67.56/32.41  																																				| (639)  ~ (all_0_44_44 = e1)
% 67.56/32.41  																																				| (532) all_0_44_44 = e3
% 67.56/32.41  																																				|
% 67.56/32.41  																																					| Equations (532) can reduce 407 to:
% 67.56/32.41  																																					| (266) $false
% 67.56/32.41  																																					|
% 67.56/32.41  																																					|-The branch is then unsatisfiable
% 67.56/32.41  																															|-Branch two:
% 67.56/32.41  																															| (1898)  ~ (all_0_41_41 = e3)
% 67.56/32.41  																															| (1899) all_0_42_42 = e3 | all_0_44_44 = e3
% 67.56/32.41  																															|
% 67.56/32.41  																																+-Applying beta-rule and splitting (27), into two cases.
% 67.56/32.41  																																|-Branch one:
% 67.56/32.41  																																| (437) all_0_41_41 = e4
% 67.56/32.41  																																|
% 67.56/32.41  																																	| Equations (437) can reduce 440 to:
% 67.56/32.41  																																	| (266) $false
% 67.56/32.41  																																	|
% 67.56/32.41  																																	|-The branch is then unsatisfiable
% 67.56/32.41  																																|-Branch two:
% 67.56/32.41  																																| (440)  ~ (all_0_41_41 = e4)
% 67.56/32.41  																																| (4049) all_0_41_41 = e3 | all_0_41_41 = e1 | all_0_41_41 = e0
% 67.56/32.41  																																|
% 67.56/32.41  																																	+-Applying beta-rule and splitting (4049), into two cases.
% 67.56/32.41  																																	|-Branch one:
% 67.56/32.41  																																	| (794) all_0_41_41 = e0
% 67.56/32.41  																																	|
% 67.56/32.41  																																		| Equations (794) can reduce 357 to:
% 67.56/32.41  																																		| (266) $false
% 67.56/32.41  																																		|
% 67.56/32.41  																																		|-The branch is then unsatisfiable
% 67.56/32.41  																																	|-Branch two:
% 67.56/32.41  																																	| (357)  ~ (all_0_41_41 = e0)
% 67.56/32.41  																																	| (4053) all_0_41_41 = e3 | all_0_41_41 = e1
% 67.56/32.41  																																	|
% 67.56/32.41  																																		+-Applying beta-rule and splitting (4053), into two cases.
% 67.56/32.41  																																		|-Branch one:
% 67.56/32.41  																																		| (453) all_0_41_41 = e1
% 67.56/32.41  																																		|
% 67.56/32.41  																																			| Equations (453) can reduce 149 to:
% 67.56/32.41  																																			| (4057)  ~ (all_0_44_44 = e1)
% 67.56/32.41  																																			|
% 67.56/32.41  																																			| Simplifying 4057 yields:
% 67.56/32.41  																																			| (639)  ~ (all_0_44_44 = e1)
% 67.56/32.41  																																			|
% 67.56/32.41  																																			| Equations (453) can reduce 221 to:
% 67.56/32.41  																																			| (1136)  ~ (all_0_50_50 = e1)
% 67.56/32.41  																																			|
% 67.56/32.41  																																			| Simplifying 1136 yields:
% 67.56/32.41  																																			| (759)  ~ (all_0_50_50 = e1)
% 67.56/32.41  																																			|
% 67.56/32.41  																																			| Equations (453) can reduce 440 to:
% 67.56/32.41  																																			| (602)  ~ (e4 = e1)
% 67.56/32.41  																																			|
% 67.56/32.41  																																			| Simplifying 602 yields:
% 67.56/32.41  																																			| (110)  ~ (e4 = e1)
% 67.56/32.41  																																			|
% 67.56/32.41  																																			| Equations (453) can reduce 85 to:
% 67.56/32.41  																																			| (604)  ~ (e2 = e1)
% 67.56/32.41  																																			|
% 67.56/32.41  																																			| Simplifying 604 yields:
% 67.56/32.41  																																			| (122)  ~ (e2 = e1)
% 67.56/32.41  																																			|
% 67.56/32.41  																																			+-Applying beta-rule and splitting (160), into two cases.
% 67.56/32.41  																																			|-Branch one:
% 67.56/32.41  																																			| (601) all_0_50_50 = e1
% 67.56/32.41  																																			|
% 67.56/32.41  																																				| Equations (601) can reduce 759 to:
% 67.56/32.41  																																				| (266) $false
% 67.56/32.41  																																				|
% 67.56/32.41  																																				|-The branch is then unsatisfiable
% 67.56/32.41  																																			|-Branch two:
% 67.56/32.41  																																			| (759)  ~ (all_0_50_50 = e1)
% 67.56/32.41  																																			| (1168) all_0_51_51 = e1 | all_0_52_52 = e1 | all_0_53_53 = e1
% 67.56/32.41  																																			|
% 67.56/32.41  																																				+-Applying beta-rule and splitting (1899), into two cases.
% 67.56/32.41  																																				|-Branch one:
% 67.56/32.41  																																				| (516) all_0_42_42 = e3
% 67.56/32.41  																																				|
% 67.56/32.41  																																					| Combining equations (516,1392) yields a new equation:
% 67.56/32.41  																																					| (425) e4 = e3
% 67.56/32.41  																																					|
% 67.56/32.41  																																					| Equations (425) can reduce 188 to:
% 67.56/32.41  																																					| (266) $false
% 67.56/32.41  																																					|
% 67.56/32.41  																																					|-The branch is then unsatisfiable
% 67.56/32.41  																																				|-Branch two:
% 67.56/32.41  																																				| (405)  ~ (all_0_42_42 = e3)
% 67.56/32.41  																																				| (532) all_0_44_44 = e3
% 67.56/32.41  																																				|
% 67.56/32.41  																																					| Equations (532) can reduce 147 to:
% 67.56/32.41  																																					| (212)  ~ (e3 = e2)
% 67.56/32.41  																																					|
% 67.56/32.41  																																					| Equations (532) can reduce 639 to:
% 67.56/32.41  																																					| (213)  ~ (e3 = e1)
% 67.56/32.41  																																					|
% 67.56/32.41  																																					| From (532) and (138) follows:
% 67.56/32.41  																																					| (1639) op(e3, e0) = e3
% 67.56/32.41  																																					|
% 67.56/32.41  																																					+-Applying beta-rule and splitting (1168), into two cases.
% 67.56/32.41  																																					|-Branch one:
% 67.56/32.41  																																					| (1109) all_0_51_51 = e1
% 67.56/32.41  																																					|
% 67.56/32.41  																																						| Equations (1109) can reduce 59 to:
% 67.56/32.41  																																						| (759)  ~ (all_0_50_50 = e1)
% 67.56/32.41  																																						|
% 67.56/32.41  																																						| Equations (1109) can reduce 16 to:
% 67.56/32.41  																																						| (465)  ~ (all_0_56_56 = e1)
% 67.56/32.41  																																						|
% 67.56/32.41  																																						| Simplifying 465 yields:
% 67.56/32.41  																																						| (466)  ~ (all_0_56_56 = e1)
% 67.56/32.41  																																						|
% 67.56/32.41  																																						| Equations (1109) can reduce 1099 to:
% 67.56/32.41  																																						| (604)  ~ (e2 = e1)
% 67.56/32.41  																																						|
% 67.56/32.41  																																						| Simplifying 604 yields:
% 67.56/32.41  																																						| (122)  ~ (e2 = e1)
% 67.56/32.41  																																						|
% 67.56/32.41  																																						| Equations (1109) can reduce 115 to:
% 67.56/32.41  																																						| (233)  ~ (e1 = e0)
% 67.56/32.41  																																						|
% 67.56/32.41  																																						| From (1109) and (186) follows:
% 67.56/32.41  																																						| (699) op(e1, e2) = e1
% 67.56/32.41  																																						|
% 67.56/32.41  																																						+-Applying beta-rule and splitting (168), into two cases.
% 67.56/32.41  																																						|-Branch one:
% 67.56/32.41  																																						| (415) all_0_50_50 = e3
% 67.56/32.41  																																						|
% 67.56/32.41  																																							| Equations (415) can reduce 566 to:
% 67.56/32.41  																																							| (277)  ~ (e4 = e3)
% 67.56/32.41  																																							|
% 67.56/32.41  																																							| Simplifying 277 yields:
% 67.56/32.41  																																							| (188)  ~ (e4 = e3)
% 67.56/32.41  																																							|
% 67.56/32.41  																																							| Equations (415) can reduce 759 to:
% 67.56/32.41  																																							| (213)  ~ (e3 = e1)
% 67.56/32.41  																																							|
% 67.56/32.41  																																							| Equations (415) can reduce 121 to:
% 67.56/32.41  																																							| (80)  ~ (e3 = e0)
% 67.56/32.41  																																							|
% 67.56/32.41  																																							| From (415) and (242) follows:
% 67.56/32.41  																																							| (1934) op(e1, e3) = e3
% 67.56/32.41  																																							|
% 67.56/32.41  																																							+-Applying beta-rule and splitting (180), into two cases.
% 67.56/32.41  																																							|-Branch one:
% 67.56/32.41  																																							| (516) all_0_42_42 = e3
% 67.56/32.41  																																							|
% 67.56/32.41  																																								| Combining equations (516,1392) yields a new equation:
% 67.56/32.41  																																								| (425) e4 = e3
% 67.56/32.41  																																								|
% 67.56/32.41  																																								| Equations (425) can reduce 188 to:
% 67.56/32.41  																																								| (266) $false
% 67.56/32.41  																																								|
% 67.56/32.41  																																								|-The branch is then unsatisfiable
% 67.56/32.41  																																							|-Branch two:
% 67.56/32.41  																																							| (405)  ~ (all_0_42_42 = e3)
% 67.56/32.41  																																							| (521) all_0_47_47 = e3 | all_0_51_51 = e3 | all_0_56_56 = e3
% 67.56/32.41  																																							|
% 67.56/32.41  																																								+-Applying beta-rule and splitting (216), into two cases.
% 67.56/32.41  																																								|-Branch one:
% 67.56/32.41  																																								| (629) all_0_55_55 = e1
% 67.56/32.41  																																								|
% 67.56/32.41  																																									| Combining equations (858,629) yields a new equation:
% 67.56/32.41  																																									| (431) e1 = e0
% 67.56/32.41  																																									|
% 67.56/32.41  																																									| Equations (431) can reduce 233 to:
% 67.56/32.41  																																									| (266) $false
% 67.56/32.41  																																									|
% 67.56/32.41  																																									|-The branch is then unsatisfiable
% 67.56/32.41  																																								|-Branch two:
% 67.56/32.41  																																								| (632)  ~ (all_0_55_55 = e1)
% 67.56/32.41  																																								| (633) all_0_56_56 = e1 | all_0_57_57 = e1 | all_0_58_58 = e1
% 67.56/32.41  																																								|
% 67.56/32.41  																																									+-Applying beta-rule and splitting (112), into two cases.
% 67.56/32.41  																																									|-Branch one:
% 67.56/32.41  																																									| (635) all_0_44_44 = e1
% 67.56/32.41  																																									|
% 67.56/32.41  																																										| Combining equations (635,532) yields a new equation:
% 67.56/32.41  																																										| (455) e3 = e1
% 67.56/32.41  																																										|
% 67.56/32.41  																																										| Equations (455) can reduce 213 to:
% 67.56/32.41  																																										| (266) $false
% 67.56/32.41  																																										|
% 67.56/32.41  																																										|-The branch is then unsatisfiable
% 67.56/32.41  																																									|-Branch two:
% 67.56/32.41  																																									| (639)  ~ (all_0_44_44 = e1)
% 67.56/32.41  																																									| (640) all_0_49_49 = e1 | all_0_53_53 = e1 | all_0_58_58 = e1
% 67.56/32.41  																																									|
% 67.56/32.41  																																										| Equations (532) can reduce 639 to:
% 67.56/32.41  																																										| (213)  ~ (e3 = e1)
% 67.56/32.41  																																										|
% 67.56/32.41  																																										+-Applying beta-rule and splitting (521), into two cases.
% 67.56/32.41  																																										|-Branch one:
% 67.56/32.41  																																										| (522) all_0_47_47 = e3
% 67.56/32.41  																																										|
% 67.56/32.41  																																											| Combining equations (522,674) yields a new equation:
% 67.56/32.41  																																											| (675) e3 = e0
% 67.56/32.41  																																											|
% 67.56/32.41  																																											| Simplifying 675 yields:
% 67.56/32.41  																																											| (676) e3 = e0
% 67.56/32.41  																																											|
% 67.56/32.41  																																											| Equations (676) can reduce 80 to:
% 67.56/32.41  																																											| (266) $false
% 67.56/32.41  																																											|
% 67.56/32.41  																																											|-The branch is then unsatisfiable
% 67.56/32.41  																																										|-Branch two:
% 67.56/32.41  																																										| (1091)  ~ (all_0_47_47 = e3)
% 67.56/32.41  																																										| (1092) all_0_51_51 = e3 | all_0_56_56 = e3
% 67.56/32.41  																																										|
% 67.56/32.41  																																											+-Applying beta-rule and splitting (633), into two cases.
% 67.56/32.41  																																											|-Branch one:
% 67.56/32.41  																																											| (1569) all_0_56_56 = e1
% 67.56/32.41  																																											|
% 67.56/32.41  																																												| Equations (1569) can reduce 466 to:
% 67.56/32.41  																																												| (266) $false
% 67.56/32.41  																																												|
% 67.56/32.41  																																												|-The branch is then unsatisfiable
% 67.56/32.41  																																											|-Branch two:
% 67.56/32.41  																																											| (466)  ~ (all_0_56_56 = e1)
% 67.56/32.41  																																											| (1574) all_0_57_57 = e1 | all_0_58_58 = e1
% 67.56/32.41  																																											|
% 67.56/32.41  																																												+-Applying beta-rule and splitting (1092), into two cases.
% 67.56/32.41  																																												|-Branch one:
% 67.56/32.41  																																												| (660) all_0_51_51 = e3
% 67.56/32.41  																																												|
% 67.56/32.41  																																													| Combining equations (660,1109) yields a new equation:
% 67.56/32.41  																																													| (454) e3 = e1
% 67.56/32.41  																																													|
% 67.56/32.41  																																													| Simplifying 454 yields:
% 67.56/32.41  																																													| (455) e3 = e1
% 67.56/32.41  																																													|
% 67.56/32.41  																																													| Equations (455) can reduce 213 to:
% 67.56/32.41  																																													| (266) $false
% 67.56/32.41  																																													|
% 67.56/32.41  																																													|-The branch is then unsatisfiable
% 67.56/32.41  																																												|-Branch two:
% 67.56/32.41  																																												| (664)  ~ (all_0_51_51 = e3)
% 67.56/32.41  																																												| (1097) all_0_56_56 = e3
% 67.56/32.41  																																												|
% 67.56/32.41  																																													| From (1097) and (111) follows:
% 67.56/32.41  																																													| (65099) op(e0, e2) = e3
% 67.56/32.41  																																													|
% 67.56/32.41  																																													+-Applying beta-rule and splitting (1574), into two cases.
% 67.56/32.41  																																													|-Branch one:
% 67.56/32.41  																																													| (647) all_0_57_57 = e1
% 67.56/32.41  																																													|
% 67.56/32.41  																																														| Combining equations (647,442) yields a new equation:
% 67.56/32.41  																																														| (617) e2 = e1
% 67.56/32.41  																																														|
% 67.56/32.41  																																														| Equations (617) can reduce 122 to:
% 67.56/32.41  																																														| (266) $false
% 67.56/32.41  																																														|
% 67.56/32.41  																																														|-The branch is then unsatisfiable
% 67.56/32.41  																																													|-Branch two:
% 67.56/32.41  																																													| (1670)  ~ (all_0_57_57 = e1)
% 67.56/32.41  																																													| (918) all_0_58_58 = e1
% 67.56/32.41  																																													|
% 67.56/32.41  																																														| Equations (918) can reduce 491 to:
% 67.56/32.41  																																														| (233)  ~ (e1 = e0)
% 67.56/32.41  																																														|
% 67.56/32.41  																																														+-Applying beta-rule and splitting (56), into two cases.
% 67.56/32.41  																																														|-Branch one:
% 67.56/32.41  																																														| (696) unit = e2
% 67.56/32.41  																																														|
% 67.56/32.41  																																															| From (696) and (244) follows:
% 67.56/32.41  																																															| (264) op(e2, e4) = e4
% 67.56/32.41  																																															|
% 67.56/32.41  																																															| From (696) and (209) follows:
% 67.56/32.41  																																															| (7585) op(e2, e0) = e0
% 67.56/32.41  																																															|
% 67.56/32.41  																																															| From (696) and (227) follows:
% 67.56/32.41  																																															| (4284) op(e4, e2) = e4
% 67.56/32.41  																																															|
% 67.56/32.41  																																															| Instantiating formula (29) with e4, e2, e4, e2 and discharging atoms op(e4, e2) = e4, op(e4, e2) = e2, yields:
% 67.56/32.41  																																															| (323) e4 = e2
% 67.56/32.41  																																															|
% 67.56/32.41  																																															| Instantiating formula (29) with e2, e4, e4, e3 and discharging atoms op(e2, e4) = e4, op(e2, e4) = e3, yields:
% 67.56/32.41  																																															| (425) e4 = e3
% 67.56/32.41  																																															|
% 67.56/32.41  																																															| Instantiating formula (29) with e2, e0, e0, e4 and discharging atoms op(e2, e0) = e4, op(e2, e0) = e0, yields:
% 67.56/32.41  																																															| (397) e4 = e0
% 67.56/32.41  																																															|
% 67.56/32.41  																																															| Combining equations (323,425) yields a new equation:
% 67.56/32.41  																																															| (662) e3 = e2
% 67.56/32.41  																																															|
% 67.56/32.41  																																															| Combining equations (397,425) yields a new equation:
% 67.56/32.41  																																															| (676) e3 = e0
% 67.56/32.41  																																															|
% 67.56/32.41  																																															| Combining equations (662,676) yields a new equation:
% 67.56/32.41  																																															| (391) e2 = e0
% 67.56/32.41  																																															|
% 67.56/32.41  																																															| Simplifying 391 yields:
% 67.56/32.41  																																															| (330) e2 = e0
% 67.56/32.41  																																															|
% 67.56/32.41  																																															| Equations (330) can reduce 128 to:
% 67.56/32.41  																																															| (266) $false
% 67.56/32.41  																																															|
% 67.56/32.41  																																															|-The branch is then unsatisfiable
% 67.56/32.41  																																														|-Branch two:
% 67.56/32.41  																																														| (707)  ~ (unit = e2)
% 67.56/32.41  																																														| (708) unit = e4 | unit = e3 | unit = e1 | unit = e0
% 67.56/32.41  																																														|
% 67.56/32.41  																																															+-Applying beta-rule and splitting (708), into two cases.
% 67.56/32.41  																																															|-Branch one:
% 67.56/32.41  																																															| (709) unit = e4
% 67.56/32.41  																																															|
% 67.56/32.41  																																																| From (709) and (24) follows:
% 67.56/32.41  																																																| (33325) op(e4, e3) = e3
% 67.56/32.41  																																																|
% 67.56/32.41  																																																| From (709) and (211) follows:
% 67.56/32.41  																																																| (22527) op(e4, e1) = e1
% 67.56/32.41  																																																|
% 67.56/32.41  																																																| From (709) and (32) follows:
% 67.56/32.41  																																																| (712) op(e2, e4) = e2
% 67.56/32.41  																																																|
% 67.56/32.41  																																																| From (709) and (42) follows:
% 67.56/32.41  																																																| (713) op(e0, e4) = e0
% 67.56/32.41  																																																|
% 67.56/32.41  																																																| Instantiating formula (29) with e4, e3, e3, e4 and discharging atoms op(e4, e3) = e4, op(e4, e3) = e3, yields:
% 67.56/32.41  																																																| (425) e4 = e3
% 67.56/32.41  																																																|
% 67.56/32.41  																																																| Instantiating formula (29) with e4, e1, e1, e3 and discharging atoms op(e4, e1) = e3, op(e4, e1) = e1, yields:
% 67.56/32.41  																																																| (455) e3 = e1
% 67.56/32.41  																																																|
% 67.56/32.41  																																																| Instantiating formula (29) with e2, e4, e2, e3 and discharging atoms op(e2, e4) = e3, op(e2, e4) = e2, yields:
% 67.56/32.41  																																																| (662) e3 = e2
% 67.56/32.41  																																																|
% 67.56/32.41  																																																| Instantiating formula (29) with e0, e4, e0, e4 and discharging atoms op(e0, e4) = e4, op(e0, e4) = e0, yields:
% 67.56/32.41  																																																| (397) e4 = e0
% 67.56/32.41  																																																|
% 67.56/32.41  																																																| Combining equations (425,397) yields a new equation:
% 67.56/32.41  																																																| (675) e3 = e0
% 67.56/32.41  																																																|
% 67.56/32.41  																																																| Simplifying 675 yields:
% 67.56/32.41  																																																| (676) e3 = e0
% 67.56/32.41  																																																|
% 67.56/32.41  																																																| Combining equations (676,662) yields a new equation:
% 67.56/32.41  																																																| (330) e2 = e0
% 67.56/32.41  																																																|
% 67.56/32.41  																																																| Combining equations (455,662) yields a new equation:
% 67.56/32.41  																																																| (617) e2 = e1
% 67.56/32.41  																																																|
% 67.56/32.41  																																																| Combining equations (617,330) yields a new equation:
% 67.56/32.41  																																																| (546) e1 = e0
% 67.56/32.41  																																																|
% 67.56/32.41  																																																| Simplifying 546 yields:
% 67.56/32.41  																																																| (431) e1 = e0
% 67.56/32.41  																																																|
% 67.56/32.41  																																																| Equations (431) can reduce 233 to:
% 67.56/32.41  																																																| (266) $false
% 67.56/32.41  																																																|
% 67.56/32.41  																																																|-The branch is then unsatisfiable
% 67.56/32.41  																																															|-Branch two:
% 67.56/32.41  																																															| (724)  ~ (unit = e4)
% 67.56/32.41  																																															| (725) unit = e3 | unit = e1 | unit = e0
% 67.56/32.41  																																															|
% 67.56/32.41  																																																+-Applying beta-rule and splitting (725), into two cases.
% 67.56/32.41  																																																|-Branch one:
% 67.56/32.41  																																																| (726) unit = e0
% 67.56/32.41  																																																|
% 67.56/32.41  																																																	| From (726) and (24) follows:
% 67.56/32.42  																																																	| (2208) op(e0, e3) = e3
% 67.56/32.42  																																																	|
% 67.56/32.42  																																																	| From (726) and (15) follows:
% 67.56/32.42  																																																	| (1508) op(e0, e2) = e2
% 67.56/32.42  																																																	|
% 67.56/32.42  																																																	| From (726) and (211) follows:
% 67.56/32.42  																																																	| (15180) op(e0, e1) = e1
% 67.56/32.42  																																																	|
% 67.56/32.42  																																																	| Instantiating formula (29) with e0, e3, e3, e0 and discharging atoms op(e0, e3) = e3, op(e0, e3) = e0, yields:
% 67.56/32.42  																																																	| (676) e3 = e0
% 67.56/32.42  																																																	|
% 67.56/32.42  																																																	| Instantiating formula (29) with e0, e2, e2, e3 and discharging atoms op(e0, e2) = e3, op(e0, e2) = e2, yields:
% 67.56/32.42  																																																	| (662) e3 = e2
% 67.56/32.42  																																																	|
% 67.56/32.42  																																																	| Instantiating formula (29) with e0, e1, e1, e2 and discharging atoms op(e0, e1) = e2, op(e0, e1) = e1, yields:
% 67.56/32.42  																																																	| (617) e2 = e1
% 67.56/32.42  																																																	|
% 67.56/32.42  																																																	| Combining equations (662,676) yields a new equation:
% 67.56/32.42  																																																	| (391) e2 = e0
% 67.56/32.42  																																																	|
% 67.56/32.42  																																																	| Simplifying 391 yields:
% 67.56/32.42  																																																	| (330) e2 = e0
% 67.56/32.42  																																																	|
% 67.56/32.42  																																																	| Combining equations (330,617) yields a new equation:
% 67.56/32.42  																																																	| (431) e1 = e0
% 67.56/32.42  																																																	|
% 67.56/32.42  																																																	| Equations (431) can reduce 233 to:
% 67.56/32.42  																																																	| (266) $false
% 67.56/32.42  																																																	|
% 67.56/32.42  																																																	|-The branch is then unsatisfiable
% 67.56/32.42  																																																|-Branch two:
% 67.56/32.42  																																																| (734)  ~ (unit = e0)
% 67.56/32.42  																																																| (735) unit = e3 | unit = e1
% 67.56/32.42  																																																|
% 67.56/32.42  																																																	+-Applying beta-rule and splitting (735), into two cases.
% 67.56/32.42  																																																	|-Branch one:
% 67.56/32.42  																																																	| (736) unit = e1
% 67.56/32.42  																																																	|
% 67.56/32.42  																																																		| Equations (736) can reduce 734 to:
% 67.56/32.42  																																																		| (233)  ~ (e1 = e0)
% 67.56/32.42  																																																		|
% 67.56/32.42  																																																		| From (736) and (15) follows:
% 67.56/32.42  																																																		| (515) op(e1, e2) = e2
% 67.56/32.42  																																																		|
% 67.56/32.42  																																																		| From (736) and (42) follows:
% 67.56/32.42  																																																		| (3221) op(e0, e1) = e0
% 67.56/32.42  																																																		|
% 67.56/32.42  																																																		| Instantiating formula (29) with e1, e2, e2, e1 and discharging atoms op(e1, e2) = e2, op(e1, e2) = e1, yields:
% 67.56/32.42  																																																		| (617) e2 = e1
% 67.56/32.42  																																																		|
% 67.56/32.42  																																																		| Instantiating formula (29) with e0, e1, e0, e2 and discharging atoms op(e0, e1) = e2, op(e0, e1) = e0, yields:
% 67.56/32.42  																																																		| (330) e2 = e0
% 67.56/32.42  																																																		|
% 67.56/32.42  																																																		| Combining equations (617,330) yields a new equation:
% 67.56/32.42  																																																		| (546) e1 = e0
% 67.56/32.42  																																																		|
% 67.56/32.42  																																																		| Simplifying 546 yields:
% 67.56/32.42  																																																		| (431) e1 = e0
% 67.56/32.42  																																																		|
% 67.56/32.42  																																																		| Equations (431) can reduce 233 to:
% 67.56/32.42  																																																		| (266) $false
% 67.56/32.42  																																																		|
% 67.56/32.42  																																																		|-The branch is then unsatisfiable
% 67.56/32.42  																																																	|-Branch two:
% 67.56/32.42  																																																	| (748)  ~ (unit = e1)
% 67.56/32.42  																																																	| (749) unit = e3
% 67.56/32.42  																																																	|
% 67.56/32.42  																																																		| From (749) and (209) follows:
% 67.56/32.42  																																																		| (1667) op(e3, e0) = e0
% 67.56/32.42  																																																		|
% 67.56/32.42  																																																		| From (749) and (28) follows:
% 67.56/32.42  																																																		| (2235) op(e1, e3) = e1
% 67.56/32.42  																																																		|
% 67.56/32.42  																																																		| Instantiating formula (29) with e3, e0, e0, e3 and discharging atoms op(e3, e0) = e3, op(e3, e0) = e0, yields:
% 67.56/32.42  																																																		| (676) e3 = e0
% 67.56/32.42  																																																		|
% 67.56/32.42  																																																		| Instantiating formula (29) with e1, e3, e1, e3 and discharging atoms op(e1, e3) = e3, op(e1, e3) = e1, yields:
% 67.56/32.42  																																																		| (455) e3 = e1
% 67.56/32.42  																																																		|
% 67.56/32.42  																																																		| Combining equations (455,676) yields a new equation:
% 67.56/32.42  																																																		| (546) e1 = e0
% 67.56/32.42  																																																		|
% 67.56/32.42  																																																		| Simplifying 546 yields:
% 67.56/32.42  																																																		| (431) e1 = e0
% 67.56/32.42  																																																		|
% 67.56/32.42  																																																		| Equations (431) can reduce 233 to:
% 67.56/32.42  																																																		| (266) $false
% 67.56/32.42  																																																		|
% 67.56/32.42  																																																		|-The branch is then unsatisfiable
% 67.56/32.42  																																						|-Branch two:
% 67.56/32.42  																																						| (411)  ~ (all_0_50_50 = e3)
% 67.56/32.42  																																						| (418) all_0_51_51 = e3 | all_0_53_53 = e3
% 67.56/32.42  																																						|
% 67.56/32.42  																																							+-Applying beta-rule and splitting (144), into two cases.
% 67.56/32.42  																																							|-Branch one:
% 67.56/32.42  																																							| (403) all_0_41_41 = e3
% 67.56/32.42  																																							|
% 67.56/32.42  																																								| Combining equations (403,453) yields a new equation:
% 67.56/32.42  																																								| (454) e3 = e1
% 67.56/32.42  																																								|
% 67.56/32.42  																																								| Simplifying 454 yields:
% 67.56/32.42  																																								| (455) e3 = e1
% 67.56/32.42  																																								|
% 67.56/32.42  																																								| Equations (455) can reduce 213 to:
% 67.56/32.42  																																								| (266) $false
% 67.56/32.42  																																								|
% 67.56/32.42  																																								|-The branch is then unsatisfiable
% 67.56/32.42  																																							|-Branch two:
% 67.56/32.42  																																							| (1898)  ~ (all_0_41_41 = e3)
% 67.56/32.42  																																							| (1923) all_0_46_46 = e3 | all_0_50_50 = e3 | all_0_55_55 = e3
% 67.56/32.42  																																							|
% 67.56/32.42  																																								| Equations (453) can reduce 1898 to:
% 67.56/32.42  																																								| (467)  ~ (e3 = e1)
% 67.56/32.42  																																								|
% 67.56/32.42  																																								| Simplifying 467 yields:
% 67.56/32.42  																																								| (213)  ~ (e3 = e1)
% 67.56/32.42  																																								|
% 67.56/32.42  																																								+-Applying beta-rule and splitting (1923), into two cases.
% 67.56/32.42  																																								|-Branch one:
% 67.56/32.42  																																								| (1557) all_0_46_46 = e3
% 67.56/32.42  																																								|
% 67.56/32.42  																																									| Combining equations (1557,1794) yields a new equation:
% 67.56/32.42  																																									| (661) e3 = e2
% 67.56/32.42  																																									|
% 67.56/32.42  																																									| Simplifying 661 yields:
% 67.56/32.42  																																									| (662) e3 = e2
% 67.56/32.42  																																									|
% 67.56/32.42  																																									| Equations (662) can reduce 212 to:
% 67.56/32.42  																																									| (266) $false
% 67.56/32.42  																																									|
% 67.56/32.42  																																									|-The branch is then unsatisfiable
% 67.56/32.42  																																								|-Branch two:
% 67.56/32.42  																																								| (409)  ~ (all_0_46_46 = e3)
% 67.56/32.42  																																								| (4042) all_0_50_50 = e3 | all_0_55_55 = e3
% 67.56/32.42  																																								|
% 67.56/32.42  																																									| Equations (1794) can reduce 409 to:
% 67.56/32.42  																																									| (626)  ~ (e3 = e2)
% 67.56/32.42  																																									|
% 67.56/32.42  																																									| Simplifying 626 yields:
% 67.56/32.42  																																									| (212)  ~ (e3 = e2)
% 67.56/32.42  																																									|
% 67.56/32.42  																																									+-Applying beta-rule and splitting (112), into two cases.
% 67.56/32.42  																																									|-Branch one:
% 67.56/32.42  																																									| (635) all_0_44_44 = e1
% 67.56/32.42  																																									|
% 67.56/32.42  																																										| Combining equations (635,532) yields a new equation:
% 67.56/32.42  																																										| (455) e3 = e1
% 67.56/32.42  																																										|
% 67.56/32.42  																																										| Equations (455) can reduce 213 to:
% 67.56/32.42  																																										| (266) $false
% 67.56/32.42  																																										|
% 67.56/32.42  																																										|-The branch is then unsatisfiable
% 67.56/32.42  																																									|-Branch two:
% 67.56/32.42  																																									| (639)  ~ (all_0_44_44 = e1)
% 67.56/32.42  																																									| (640) all_0_49_49 = e1 | all_0_53_53 = e1 | all_0_58_58 = e1
% 67.56/32.42  																																									|
% 67.56/32.42  																																										| Equations (532) can reduce 639 to:
% 67.56/32.42  																																										| (213)  ~ (e3 = e1)
% 67.56/32.42  																																										|
% 67.56/32.42  																																										+-Applying beta-rule and splitting (418), into two cases.
% 67.56/32.42  																																										|-Branch one:
% 67.56/32.42  																																										| (660) all_0_51_51 = e3
% 67.56/32.42  																																										|
% 67.56/32.42  																																											| Combining equations (1109,660) yields a new equation:
% 67.56/32.42  																																											| (455) e3 = e1
% 67.56/32.42  																																											|
% 67.56/32.42  																																											| Equations (455) can reduce 213 to:
% 67.56/32.42  																																											| (266) $false
% 67.56/32.42  																																											|
% 67.56/32.42  																																											|-The branch is then unsatisfiable
% 67.56/32.42  																																										|-Branch two:
% 67.56/32.42  																																										| (664)  ~ (all_0_51_51 = e3)
% 67.56/32.42  																																										| (665) all_0_53_53 = e3
% 67.56/32.42  																																										|
% 67.56/32.42  																																											| Combining equations (607,665) yields a new equation:
% 67.56/32.42  																																											| (662) e3 = e2
% 67.56/32.42  																																											|
% 67.56/32.42  																																											| Equations (662) can reduce 212 to:
% 67.56/32.42  																																											| (266) $false
% 67.56/32.42  																																											|
% 67.56/32.42  																																											|-The branch is then unsatisfiable
% 67.56/32.42  																																					|-Branch two:
% 67.56/32.42  																																					| (464)  ~ (all_0_51_51 = e1)
% 67.56/32.42  																																					| (1202) all_0_52_52 = e1 | all_0_53_53 = e1
% 67.56/32.42  																																					|
% 67.56/32.42  																																						+-Applying beta-rule and splitting (1202), into two cases.
% 67.56/32.42  																																						|-Branch one:
% 67.56/32.42  																																						| (642) all_0_52_52 = e1
% 67.56/32.42  																																						|
% 67.56/32.42  																																							| Combining equations (565,642) yields a new equation:
% 67.56/32.42  																																							| (636) e4 = e1
% 67.56/32.42  																																							|
% 67.56/32.42  																																							| Simplifying 636 yields:
% 67.56/32.42  																																							| (630) e4 = e1
% 67.56/32.42  																																							|
% 67.56/32.42  																																							| Equations (630) can reduce 110 to:
% 67.56/32.42  																																							| (266) $false
% 67.56/32.42  																																							|
% 67.56/32.42  																																							|-The branch is then unsatisfiable
% 67.56/32.42  																																						|-Branch two:
% 67.56/32.42  																																						| (646)  ~ (all_0_52_52 = e1)
% 67.56/32.42  																																						| (1208) all_0_53_53 = e1
% 67.56/32.42  																																						|
% 67.56/32.42  																																							| Combining equations (607,1208) yields a new equation:
% 67.56/32.42  																																							| (616) e2 = e1
% 67.56/32.42  																																							|
% 67.56/32.42  																																							| Simplifying 616 yields:
% 67.56/32.42  																																							| (617) e2 = e1
% 67.56/32.42  																																							|
% 67.56/32.42  																																							| Equations (617) can reduce 122 to:
% 67.56/32.42  																																							| (266) $false
% 67.56/32.42  																																							|
% 67.56/32.42  																																							|-The branch is then unsatisfiable
% 67.56/32.42  																																		|-Branch two:
% 67.56/32.42  																																		| (457)  ~ (all_0_41_41 = e1)
% 67.56/32.42  																																		| (403) all_0_41_41 = e3
% 67.56/32.42  																																		|
% 67.56/32.42  																																			| Equations (403) can reduce 1898 to:
% 67.56/32.42  																																			| (266) $false
% 67.56/32.42  																																			|
% 67.56/32.42  																																			|-The branch is then unsatisfiable
% 67.64/32.42  																														|-Branch two:
% 67.64/32.42  																														| (1890)  ~ (all_0_42_42 = e4)
% 67.64/32.42  																														| (1891) all_0_43_43 = e4 | all_0_44_44 = e4
% 67.64/32.42  																														|
% 67.64/32.42  																															+-Applying beta-rule and splitting (1891), into two cases.
% 67.64/32.42  																															|-Branch one:
% 67.64/32.42  																															| (396) all_0_43_43 = e4
% 67.64/32.42  																															|
% 67.64/32.42  																																| Combining equations (396,356) yields a new equation:
% 67.64/32.42  																																| (481) e4 = e0
% 67.64/32.42  																																|
% 67.64/32.42  																																| Simplifying 481 yields:
% 67.64/32.42  																																| (397) e4 = e0
% 67.64/32.42  																																|
% 67.64/32.42  																																| Equations (397) can reduce 49 to:
% 67.64/32.42  																																| (266) $false
% 67.64/32.42  																																|
% 67.64/32.42  																																|-The branch is then unsatisfiable
% 67.64/32.42  																															|-Branch two:
% 67.64/32.42  																															| (399)  ~ (all_0_43_43 = e4)
% 67.64/32.42  																															| (446) all_0_44_44 = e4
% 67.64/32.42  																															|
% 67.64/32.42  																																| Equations (446) can reduce 1390 to:
% 67.64/32.42  																																| (266) $false
% 67.64/32.42  																																|
% 67.64/32.42  																																|-The branch is then unsatisfiable
% 67.64/32.42  																												|-Branch two:
% 67.64/32.42  																												| (256)  ~ (all_0_49_49 = e4)
% 67.64/32.42  																												| (977) all_0_49_49 = e3 | all_0_49_49 = e1 | all_0_49_49 = e0
% 67.64/32.42  																												|
% 67.64/32.42  																													+-Applying beta-rule and splitting (977), into two cases.
% 67.64/32.42  																													|-Branch one:
% 67.64/32.42  																													| (978) all_0_49_49 = e0
% 67.64/32.42  																													|
% 67.64/32.42  																														| Equations (978) can reduce 487 to:
% 67.64/32.42  																														| (266) $false
% 67.64/32.42  																														|
% 67.64/32.42  																														|-The branch is then unsatisfiable
% 67.64/32.42  																													|-Branch two:
% 67.64/32.42  																													| (487)  ~ (all_0_49_49 = e0)
% 67.64/32.42  																													| (981) all_0_49_49 = e3 | all_0_49_49 = e1
% 67.64/32.42  																													|
% 67.64/32.42  																														+-Applying beta-rule and splitting (981), into two cases.
% 67.64/32.42  																														|-Branch one:
% 67.64/32.42  																														| (671) all_0_49_49 = e1
% 67.64/32.42  																														|
% 67.64/32.42  																															| Equations (671) can reduce 1064 to:
% 67.64/32.42  																															| (266) $false
% 67.64/32.42  																															|
% 67.64/32.42  																															|-The branch is then unsatisfiable
% 67.64/32.42  																														|-Branch two:
% 67.64/32.42  																														| (1064)  ~ (all_0_49_49 = e1)
% 67.64/32.42  																														| (884) all_0_49_49 = e3
% 67.64/32.42  																														|
% 67.64/32.42  																															| Equations (884) can reduce 525 to:
% 67.64/32.42  																															| (266) $false
% 67.64/32.42  																															|
% 67.64/32.42  																															|-The branch is then unsatisfiable
% 67.64/32.42  																										|-Branch two:
% 67.64/32.42  																										| (678)  ~ (all_0_47_47 = e0)
% 67.64/32.42  																										| (679) all_0_56_56 = e0
% 67.64/32.42  																										|
% 67.64/32.42  																											| Equations (679) can reduce 828 to:
% 67.64/32.42  																											| (266) $false
% 67.64/32.42  																											|
% 67.64/32.42  																											|-The branch is then unsatisfiable
% 67.64/32.42  																					|-Branch two:
% 67.64/32.42  																					| (509)  ~ (all_0_53_53 = e2)
% 67.64/32.42  																					| (624) all_0_58_58 = e2
% 67.64/32.42  																					|
% 67.64/32.42  																						| Equations (624) can reduce 908 to:
% 67.64/32.42  																						| (266) $false
% 67.64/32.42  																						|
% 67.64/32.42  																						|-The branch is then unsatisfiable
% 67.64/32.42  																		|-Branch two:
% 67.64/32.42  																		| (300)  ~ (all_0_46_46 = e2)
% 67.64/32.42  																		| (10171) all_0_47_47 = e2 | all_0_48_48 = e2 | all_0_49_49 = e2
% 67.64/32.42  																		|
% 67.64/32.42  																			+-Applying beta-rule and splitting (123), into two cases.
% 67.64/32.42  																			|-Branch one:
% 67.64/32.42  																			| (1794) all_0_46_46 = e2
% 67.64/32.42  																			|
% 67.64/32.42  																				| Equations (1794) can reduce 300 to:
% 67.64/32.42  																				| (266) $false
% 67.64/32.42  																				|
% 67.64/32.42  																				|-The branch is then unsatisfiable
% 67.64/32.42  																			|-Branch two:
% 67.64/32.42  																			| (300)  ~ (all_0_46_46 = e2)
% 67.64/32.42  																			| (1797) all_0_46_46 = e4 | all_0_46_46 = e3 | all_0_46_46 = e1 | all_0_46_46 = e0
% 67.64/32.42  																			|
% 67.64/32.42  																				+-Applying beta-rule and splitting (117), into two cases.
% 67.64/32.42  																				|-Branch one:
% 67.64/32.42  																				| (292) all_0_38_38 = e2
% 67.64/32.42  																				|
% 67.64/32.42  																					| Combining equations (292,321) yields a new equation:
% 67.64/32.42  																					| (323) e4 = e2
% 67.64/32.42  																					|
% 67.64/32.42  																					| Equations (323) can reduce 48 to:
% 67.64/32.42  																					| (266) $false
% 67.64/32.42  																					|
% 67.64/32.42  																					|-The branch is then unsatisfiable
% 67.64/32.42  																				|-Branch two:
% 67.64/32.42  																				| (9600)  ~ (all_0_38_38 = e2)
% 67.64/32.42  																				| (24424) all_0_46_46 = e2 | all_0_50_50 = e2 | all_0_55_55 = e2
% 67.64/32.42  																				|
% 67.64/32.42  																					+-Applying beta-rule and splitting (10171), into two cases.
% 67.64/32.42  																					|-Branch one:
% 67.64/32.42  																					| (1105) all_0_47_47 = e2
% 67.64/32.42  																					|
% 67.64/32.42  																						| Equations (1105) can reduce 338 to:
% 67.64/32.42  																						| (266) $false
% 67.64/32.42  																						|
% 67.64/32.42  																						|-The branch is then unsatisfiable
% 67.64/32.42  																					|-Branch two:
% 67.64/32.42  																					| (338)  ~ (all_0_47_47 = e2)
% 67.64/32.42  																					| (10761) all_0_48_48 = e2 | all_0_49_49 = e2
% 67.64/32.42  																					|
% 67.64/32.42  																						+-Applying beta-rule and splitting (10761), into two cases.
% 67.64/32.42  																						|-Branch one:
% 67.64/32.42  																						| (335) all_0_48_48 = e2
% 67.64/32.42  																						|
% 67.64/32.42  																							| Combining equations (615,335) yields a new equation:
% 67.64/32.42  																							| (617) e2 = e1
% 67.64/32.42  																							|
% 67.64/32.42  																							| Equations (617) can reduce 122 to:
% 67.64/32.42  																							| (266) $false
% 67.64/32.42  																							|
% 67.64/32.42  																							|-The branch is then unsatisfiable
% 67.64/32.42  																						|-Branch two:
% 67.64/32.42  																						| (810)  ~ (all_0_48_48 = e2)
% 67.64/32.42  																						| (583) all_0_49_49 = e2
% 67.64/32.42  																						|
% 67.64/32.42  																							| Equations (583) can reduce 9 to:
% 67.64/32.42  																							| (147)  ~ (all_0_44_44 = e2)
% 67.64/32.42  																							|
% 67.64/32.42  																							| Equations (583) can reduce 208 to:
% 67.64/32.42  																							| (300)  ~ (all_0_46_46 = e2)
% 67.64/32.42  																							|
% 67.64/32.42  																							| Equations (583) can reduce 119 to:
% 67.64/32.42  																							| (1186)  ~ (all_0_58_58 = e2)
% 67.64/32.42  																							|
% 67.64/32.42  																							| Simplifying 1186 yields:
% 67.64/32.42  																							| (908)  ~ (all_0_58_58 = e2)
% 67.64/32.42  																							|
% 67.64/32.42  																							| Equations (583) can reduce 525 to:
% 67.64/32.42  																							| (626)  ~ (e3 = e2)
% 67.64/32.42  																							|
% 67.64/32.42  																							| Simplifying 626 yields:
% 67.64/32.42  																							| (212)  ~ (e3 = e2)
% 67.64/32.42  																							|
% 67.64/32.42  																							| Equations (583) can reduce 1064 to:
% 67.64/32.42  																							| (122)  ~ (e2 = e1)
% 67.64/32.42  																							|
% 67.64/32.42  																							+-Applying beta-rule and splitting (95), into two cases.
% 67.64/32.42  																							|-Branch one:
% 67.64/32.42  																							| (378) all_0_50_50 = e2
% 67.64/32.42  																							|
% 67.64/32.42  																								| Equations (378) can reduce 221 to:
% 67.64/32.42  																								| (85)  ~ (all_0_41_41 = e2)
% 67.64/32.42  																								|
% 67.64/32.42  																								| Equations (378) can reduce 190 to:
% 67.64/32.42  																								| (508)  ~ (all_0_53_53 = e2)
% 67.64/32.42  																								|
% 67.64/32.42  																								| Simplifying 508 yields:
% 67.64/32.42  																								| (509)  ~ (all_0_53_53 = e2)
% 67.64/32.42  																								|
% 67.64/32.42  																								| Equations (378) can reduce 566 to:
% 67.64/32.42  																								| (327)  ~ (e4 = e2)
% 67.64/32.42  																								|
% 67.64/32.42  																								| Simplifying 327 yields:
% 67.64/32.42  																								| (48)  ~ (e4 = e2)
% 67.64/32.42  																								|
% 67.64/32.42  																								| Equations (378) can reduce 121 to:
% 67.64/32.42  																								| (128)  ~ (e2 = e0)
% 67.64/32.42  																								|
% 67.64/32.42  																								| From (378) and (242) follows:
% 67.64/32.42  																								| (26152) op(e1, e3) = e2
% 67.64/32.42  																								|
% 67.64/32.42  																								+-Applying beta-rule and splitting (150), into two cases.
% 67.64/32.42  																								|-Branch one:
% 67.64/32.43  																								| (1378) all_0_40_40 = e4
% 67.64/32.43  																								|
% 67.64/32.43  																									| Combining equations (1378,485) yields a new equation:
% 67.64/32.43  																									| (481) e4 = e0
% 67.64/32.43  																									|
% 67.64/32.43  																									| Simplifying 481 yields:
% 67.64/32.43  																									| (397) e4 = e0
% 67.64/32.43  																									|
% 67.64/32.43  																									| Equations (397) can reduce 49 to:
% 67.64/32.43  																									| (266) $false
% 67.64/32.43  																									|
% 67.64/32.43  																									|-The branch is then unsatisfiable
% 67.64/32.43  																								|-Branch two:
% 67.64/32.43  																								| (447)  ~ (all_0_40_40 = e4)
% 67.64/32.43  																								| (2271) all_0_44_44 = e4 | all_0_49_49 = e4 | all_0_53_53 = e4 | all_0_58_58 = e4
% 67.64/32.43  																								|
% 67.64/32.43  																									+-Applying beta-rule and splitting (1797), into two cases.
% 67.64/32.43  																									|-Branch one:
% 67.64/32.43  																									| (770) all_0_46_46 = e4
% 67.64/32.43  																									|
% 67.64/32.43  																										| Equations (770) can reduce 250 to:
% 67.64/32.43  																										| (266) $false
% 67.64/32.43  																										|
% 67.64/32.43  																										|-The branch is then unsatisfiable
% 67.64/32.43  																									|-Branch two:
% 67.64/32.43  																									| (250)  ~ (all_0_46_46 = e4)
% 67.64/32.43  																									| (1801) all_0_46_46 = e3 | all_0_46_46 = e1 | all_0_46_46 = e0
% 67.64/32.43  																									|
% 67.64/32.43  																										+-Applying beta-rule and splitting (2271), into two cases.
% 67.64/32.43  																										|-Branch one:
% 67.64/32.43  																										| (446) all_0_44_44 = e4
% 67.64/32.43  																										|
% 67.64/32.43  																											| Equations (446) can reduce 149 to:
% 67.64/32.43  																											| (440)  ~ (all_0_41_41 = e4)
% 67.64/32.43  																											|
% 67.64/32.43  																											| Equations (446) can reduce 73 to:
% 67.64/32.43  																											| (1890)  ~ (all_0_42_42 = e4)
% 67.64/32.43  																											|
% 67.64/32.43  																											| Equations (446) can reduce 181 to:
% 67.64/32.43  																											| (450)  ~ (all_0_58_58 = e4)
% 67.64/32.43  																											|
% 67.64/32.43  																											| Simplifying 450 yields:
% 67.64/32.43  																											| (451)  ~ (all_0_58_58 = e4)
% 67.64/32.43  																											|
% 67.64/32.43  																											| Equations (446) can reduce 147 to:
% 67.64/32.43  																											| (48)  ~ (e4 = e2)
% 67.64/32.43  																											|
% 67.64/32.43  																											| From (446) and (138) follows:
% 67.64/32.43  																											| (4646) op(e3, e0) = e4
% 67.64/32.43  																											|
% 67.64/32.43  																											+-Applying beta-rule and splitting (164), into two cases.
% 67.64/32.43  																											|-Branch one:
% 67.64/32.43  																											| (471) all_0_39_39 = e4
% 67.64/32.43  																											|
% 67.64/32.43  																												| Combining equations (471,317) yields a new equation:
% 67.64/32.43  																												| (322) e4 = e2
% 67.64/32.43  																												|
% 67.64/32.43  																												| Simplifying 322 yields:
% 67.64/32.43  																												| (323) e4 = e2
% 67.64/32.43  																												|
% 67.64/32.43  																												| Equations (323) can reduce 48 to:
% 67.64/32.43  																												| (266) $false
% 67.64/32.43  																												|
% 67.64/32.43  																												|-The branch is then unsatisfiable
% 67.64/32.43  																											|-Branch two:
% 67.64/32.43  																											| (1377)  ~ (all_0_39_39 = e4)
% 67.64/32.43  																											| (2115) all_0_42_42 = e4 | all_0_47_47 = e4 | all_0_51_51 = e4 | all_0_56_56 = e4
% 67.64/32.43  																											|
% 67.64/32.43  																												+-Applying beta-rule and splitting (2115), into two cases.
% 67.64/32.43  																												|-Branch one:
% 67.64/32.43  																												| (1392) all_0_42_42 = e4
% 67.64/32.43  																												|
% 67.64/32.43  																													| Equations (1392) can reduce 1890 to:
% 67.64/32.43  																													| (266) $false
% 67.64/32.43  																													|
% 67.64/32.43  																													|-The branch is then unsatisfiable
% 67.64/32.43  																												|-Branch two:
% 67.64/32.43  																												| (1890)  ~ (all_0_42_42 = e4)
% 67.64/32.43  																												| (2246) all_0_47_47 = e4 | all_0_51_51 = e4 | all_0_56_56 = e4
% 67.64/32.43  																												|
% 67.64/32.43  																													+-Applying beta-rule and splitting (2246), into two cases.
% 67.64/32.43  																													|-Branch one:
% 67.64/32.43  																													| (1790) all_0_47_47 = e4
% 67.64/32.43  																													|
% 67.64/32.43  																														| Equations (1790) can reduce 198 to:
% 67.64/32.43  																														| (1890)  ~ (all_0_42_42 = e4)
% 67.64/32.43  																														|
% 67.64/32.43  																														| Equations (1790) can reduce 19 to:
% 67.64/32.43  																														| (250)  ~ (all_0_46_46 = e4)
% 67.64/32.43  																														|
% 67.64/32.43  																														| From (1790) and (23) follows:
% 67.64/32.43  																														| (61903) op(e2, e2) = e4
% 67.64/32.43  																														|
% 67.64/32.43  																														+-Applying beta-rule and splitting (104), into two cases.
% 67.64/32.43  																														|-Branch one:
% 67.64/32.43  																														| (480) all_0_39_39 = e0
% 67.64/32.43  																														|
% 67.64/32.43  																															| Combining equations (480,317) yields a new equation:
% 67.64/32.43  																															| (330) e2 = e0
% 67.64/32.43  																															|
% 67.64/32.43  																															| Equations (330) can reduce 128 to:
% 67.64/32.43  																															| (266) $false
% 67.64/32.43  																															|
% 67.64/32.43  																															|-The branch is then unsatisfiable
% 67.64/32.43  																														|-Branch two:
% 67.64/32.43  																														| (484)  ~ (all_0_39_39 = e0)
% 67.64/32.43  																														| (558) all_0_42_42 = e0 | all_0_47_47 = e0 | all_0_56_56 = e0
% 67.64/32.43  																														|
% 67.64/32.43  																															+-Applying beta-rule and splitting (184), into two cases.
% 67.64/32.43  																															|-Branch one:
% 67.64/32.43  																															| (538) all_0_46_46 = e0
% 67.64/32.43  																															|
% 67.64/32.43  																																| Equations (538) can reduce 43 to:
% 67.64/32.43  																																| (357)  ~ (all_0_41_41 = e0)
% 67.64/32.43  																																|
% 67.64/32.43  																																| Equations (538) can reduce 250 to:
% 67.64/32.43  																																| (401)  ~ (e4 = e0)
% 67.64/32.43  																																|
% 67.64/32.43  																																| Simplifying 401 yields:
% 67.64/32.43  																																| (49)  ~ (e4 = e0)
% 67.64/32.43  																																|
% 67.64/32.43  																																| Equations (538) can reduce 409 to:
% 67.64/32.43  																																| (541)  ~ (e3 = e0)
% 67.64/32.43  																																|
% 67.64/32.43  																																| Simplifying 541 yields:
% 67.64/32.43  																																| (80)  ~ (e3 = e0)
% 67.64/32.43  																																|
% 67.64/32.43  																																| From (538) and (120) follows:
% 67.64/32.43  																																| (544) op(e2, e3) = e0
% 67.64/32.43  																																|
% 67.64/32.43  																																+-Applying beta-rule and splitting (558), into two cases.
% 67.64/32.43  																																|-Branch one:
% 67.64/32.43  																																| (559) all_0_42_42 = e0
% 67.64/32.43  																																|
% 67.64/32.43  																																	| Equations (559) can reduce 358 to:
% 67.64/32.43  																																	| (266) $false
% 67.64/32.43  																																	|
% 67.64/32.43  																																	|-The branch is then unsatisfiable
% 67.64/32.43  																																|-Branch two:
% 67.64/32.43  																																| (358)  ~ (all_0_42_42 = e0)
% 67.64/32.43  																																| (563) all_0_47_47 = e0 | all_0_56_56 = e0
% 67.64/32.43  																																|
% 67.64/32.43  																																	+-Applying beta-rule and splitting (563), into two cases.
% 67.64/32.43  																																	|-Branch one:
% 67.64/32.43  																																	| (674) all_0_47_47 = e0
% 67.64/32.43  																																	|
% 67.64/32.43  																																		| Combining equations (1790,674) yields a new equation:
% 67.64/32.43  																																		| (481) e4 = e0
% 67.64/32.43  																																		|
% 67.64/32.43  																																		| Simplifying 481 yields:
% 67.64/32.43  																																		| (397) e4 = e0
% 67.64/32.43  																																		|
% 67.64/32.43  																																		| Equations (397) can reduce 49 to:
% 67.64/32.43  																																		| (266) $false
% 67.64/32.43  																																		|
% 67.64/32.43  																																		|-The branch is then unsatisfiable
% 67.64/32.43  																																	|-Branch two:
% 67.64/32.43  																																	| (678)  ~ (all_0_47_47 = e0)
% 67.64/32.43  																																	| (679) all_0_56_56 = e0
% 67.64/32.43  																																	|
% 67.64/32.43  																																		| Equations (679) can reduce 236 to:
% 67.64/32.43  																																		| (358)  ~ (all_0_42_42 = e0)
% 67.64/32.43  																																		|
% 67.64/32.43  																																		| Equations (679) can reduce 16 to:
% 67.64/32.43  																																		| (115)  ~ (all_0_51_51 = e0)
% 67.64/32.43  																																		|
% 67.64/32.43  																																		| Equations (679) can reduce 153 to:
% 67.64/32.43  																																		| (803)  ~ (all_0_55_55 = e0)
% 67.64/32.43  																																		|
% 67.64/32.43  																																		| Equations (679) can reduce 511 to:
% 67.64/32.43  																																		| (365)  ~ (e2 = e0)
% 67.64/32.43  																																		|
% 67.64/32.43  																																		| Simplifying 365 yields:
% 67.64/32.43  																																		| (128)  ~ (e2 = e0)
% 67.64/32.43  																																		|
% 67.64/32.43  																																		| From (679) and (111) follows:
% 67.64/32.43  																																		| (1613) op(e0, e2) = e0
% 67.64/32.43  																																		|
% 67.64/32.43  																																		+-Applying beta-rule and splitting (168), into two cases.
% 67.64/32.43  																																		|-Branch one:
% 67.64/32.43  																																		| (415) all_0_50_50 = e3
% 67.64/32.43  																																		|
% 67.64/32.43  																																			| Combining equations (378,415) yields a new equation:
% 67.64/32.43  																																			| (662) e3 = e2
% 67.64/32.43  																																			|
% 67.64/32.43  																																			| Equations (662) can reduce 212 to:
% 67.64/32.43  																																			| (266) $false
% 67.64/32.43  																																			|
% 67.64/32.43  																																			|-The branch is then unsatisfiable
% 67.64/32.43  																																		|-Branch two:
% 67.64/32.43  																																		| (411)  ~ (all_0_50_50 = e3)
% 67.64/32.43  																																		| (418) all_0_51_51 = e3 | all_0_53_53 = e3
% 67.64/32.43  																																		|
% 67.64/32.43  																																			| Equations (378) can reduce 411 to:
% 67.64/32.43  																																			| (626)  ~ (e3 = e2)
% 67.64/32.43  																																			|
% 67.64/32.43  																																			| Simplifying 626 yields:
% 67.64/32.43  																																			| (212)  ~ (e3 = e2)
% 67.64/32.43  																																			|
% 67.64/32.43  																																			+-Applying beta-rule and splitting (113), into two cases.
% 67.64/32.43  																																			|-Branch one:
% 67.64/32.43  																																			| (403) all_0_41_41 = e3
% 67.64/32.43  																																			|
% 67.64/32.43  																																				| Equations (403) can reduce 214 to:
% 67.64/32.43  																																				| (404)  ~ (all_0_42_42 = e3)
% 67.64/32.43  																																				|
% 67.64/32.43  																																				| Simplifying 404 yields:
% 67.64/32.43  																																				| (405)  ~ (all_0_42_42 = e3)
% 67.64/32.43  																																				|
% 67.64/32.43  																																				| Equations (403) can reduce 440 to:
% 67.64/32.43  																																				| (277)  ~ (e4 = e3)
% 67.64/32.43  																																				|
% 67.64/32.43  																																				| Simplifying 277 yields:
% 67.64/32.43  																																				| (188)  ~ (e4 = e3)
% 67.64/32.43  																																				|
% 67.64/32.43  																																				| Equations (403) can reduce 357 to:
% 67.64/32.43  																																				| (80)  ~ (e3 = e0)
% 67.64/32.43  																																				|
% 67.64/32.43  																																				+-Applying beta-rule and splitting (152), into two cases.
% 67.64/32.43  																																				|-Branch one:
% 67.64/32.43  																																				| (1392) all_0_42_42 = e4
% 67.64/32.43  																																				|
% 67.64/32.43  																																					| Equations (1392) can reduce 1890 to:
% 67.64/32.43  																																					| (266) $false
% 67.64/32.43  																																					|
% 67.64/32.43  																																					|-The branch is then unsatisfiable
% 67.64/32.43  																																				|-Branch two:
% 67.64/32.43  																																				| (1890)  ~ (all_0_42_42 = e4)
% 67.64/32.43  																																				| (1969) all_0_42_42 = e3 | all_0_42_42 = e1 | all_0_42_42 = e0
% 67.64/32.43  																																				|
% 67.64/32.43  																																					+-Applying beta-rule and splitting (180), into two cases.
% 67.64/32.43  																																					|-Branch one:
% 67.64/32.43  																																					| (516) all_0_42_42 = e3
% 67.64/32.43  																																					|
% 67.64/32.43  																																						| Equations (516) can reduce 405 to:
% 67.64/32.43  																																						| (266) $false
% 67.64/32.43  																																						|
% 67.64/32.43  																																						|-The branch is then unsatisfiable
% 67.64/32.43  																																					|-Branch two:
% 67.64/32.43  																																					| (405)  ~ (all_0_42_42 = e3)
% 67.64/32.43  																																					| (521) all_0_47_47 = e3 | all_0_51_51 = e3 | all_0_56_56 = e3
% 67.64/32.43  																																					|
% 67.64/32.43  																																						+-Applying beta-rule and splitting (521), into two cases.
% 67.64/32.43  																																						|-Branch one:
% 67.64/32.43  																																						| (522) all_0_47_47 = e3
% 67.64/32.43  																																						|
% 67.64/32.43  																																							| Combining equations (522,1790) yields a new equation:
% 67.64/32.43  																																							| (425) e4 = e3
% 67.64/32.43  																																							|
% 67.64/32.43  																																							| Equations (425) can reduce 188 to:
% 67.64/32.43  																																							| (266) $false
% 67.64/32.43  																																							|
% 67.64/32.43  																																							|-The branch is then unsatisfiable
% 67.64/32.43  																																						|-Branch two:
% 67.64/32.43  																																						| (1091)  ~ (all_0_47_47 = e3)
% 67.64/32.43  																																						| (1092) all_0_51_51 = e3 | all_0_56_56 = e3
% 67.64/32.43  																																						|
% 67.64/32.43  																																							+-Applying beta-rule and splitting (1969), into two cases.
% 67.64/32.43  																																							|-Branch one:
% 67.64/32.43  																																							| (559) all_0_42_42 = e0
% 67.64/32.43  																																							|
% 67.64/32.43  																																								| Equations (559) can reduce 358 to:
% 67.64/32.43  																																								| (266) $false
% 67.64/32.43  																																								|
% 67.64/32.43  																																								|-The branch is then unsatisfiable
% 67.64/32.43  																																							|-Branch two:
% 67.64/32.43  																																							| (358)  ~ (all_0_42_42 = e0)
% 67.64/32.43  																																							| (2510) all_0_42_42 = e3 | all_0_42_42 = e1
% 67.64/32.43  																																							|
% 67.64/32.43  																																								+-Applying beta-rule and splitting (18), into two cases.
% 67.64/32.43  																																								|-Branch one:
% 67.64/32.43  																																								| (453) all_0_41_41 = e1
% 67.64/32.43  																																								|
% 67.64/32.43  																																									| Combining equations (453,403) yields a new equation:
% 67.64/32.43  																																									| (455) e3 = e1
% 67.64/32.43  																																									|
% 67.64/32.43  																																									| Equations (455) can reduce 213 to:
% 67.64/32.43  																																									| (266) $false
% 67.64/32.43  																																									|
% 67.64/32.43  																																									|-The branch is then unsatisfiable
% 67.64/32.43  																																								|-Branch two:
% 67.64/32.43  																																								| (457)  ~ (all_0_41_41 = e1)
% 67.64/32.43  																																								| (595) all_0_46_46 = e1 | all_0_50_50 = e1 | all_0_55_55 = e1
% 67.64/32.43  																																								|
% 67.64/32.43  																																									| Equations (403) can reduce 457 to:
% 67.64/32.43  																																									| (213)  ~ (e3 = e1)
% 67.64/32.43  																																									|
% 67.64/32.43  																																									+-Applying beta-rule and splitting (1092), into two cases.
% 67.64/32.43  																																									|-Branch one:
% 67.64/32.43  																																									| (660) all_0_51_51 = e3
% 67.64/32.43  																																									|
% 67.64/32.43  																																										| Equations (660) can reduce 61 to:
% 67.64/32.43  																																										| (405)  ~ (all_0_42_42 = e3)
% 67.64/32.43  																																										|
% 67.64/32.43  																																										| From (660) and (186) follows:
% 67.64/32.43  																																										| (1552) op(e1, e2) = e3
% 67.64/32.43  																																										|
% 67.64/32.43  																																										+-Applying beta-rule and splitting (160), into two cases.
% 67.64/32.43  																																										|-Branch one:
% 67.64/32.43  																																										| (601) all_0_50_50 = e1
% 67.64/32.43  																																										|
% 67.64/32.43  																																											| Combining equations (378,601) yields a new equation:
% 67.64/32.43  																																											| (616) e2 = e1
% 67.64/32.43  																																											|
% 67.64/32.43  																																											| Simplifying 616 yields:
% 67.64/32.43  																																											| (617) e2 = e1
% 67.64/32.43  																																											|
% 67.64/32.43  																																											| Equations (617) can reduce 122 to:
% 67.64/32.43  																																											| (266) $false
% 67.64/32.43  																																											|
% 67.64/32.43  																																											|-The branch is then unsatisfiable
% 67.64/32.43  																																										|-Branch two:
% 67.64/32.43  																																										| (759)  ~ (all_0_50_50 = e1)
% 67.64/32.43  																																										| (1168) all_0_51_51 = e1 | all_0_52_52 = e1 | all_0_53_53 = e1
% 67.64/32.43  																																										|
% 67.64/32.43  																																											+-Applying beta-rule and splitting (103), into two cases.
% 67.64/32.43  																																											|-Branch one:
% 67.64/32.43  																																											| (453) all_0_41_41 = e1
% 67.64/32.43  																																											|
% 67.64/32.43  																																												| Combining equations (453,403) yields a new equation:
% 67.64/32.43  																																												| (455) e3 = e1
% 67.64/32.43  																																												|
% 67.64/32.43  																																												| Equations (455) can reduce 213 to:
% 67.64/32.43  																																												| (266) $false
% 67.64/32.43  																																												|
% 67.64/32.43  																																												|-The branch is then unsatisfiable
% 67.64/32.43  																																											|-Branch two:
% 67.64/32.43  																																											| (457)  ~ (all_0_41_41 = e1)
% 67.64/32.43  																																											| (458) all_0_42_42 = e1 | all_0_43_43 = e1 | all_0_44_44 = e1
% 67.64/32.43  																																											|
% 67.64/32.43  																																												| Equations (403) can reduce 457 to:
% 67.64/32.43  																																												| (213)  ~ (e3 = e1)
% 67.64/32.43  																																												|
% 67.64/32.43  																																												+-Applying beta-rule and splitting (1168), into two cases.
% 67.64/32.43  																																												|-Branch one:
% 67.64/32.43  																																												| (1109) all_0_51_51 = e1
% 67.64/32.43  																																												|
% 67.64/32.43  																																													| Combining equations (660,1109) yields a new equation:
% 67.64/32.43  																																													| (454) e3 = e1
% 67.64/32.43  																																													|
% 67.64/32.43  																																													| Simplifying 454 yields:
% 67.64/32.43  																																													| (455) e3 = e1
% 67.64/32.43  																																													|
% 67.64/32.43  																																													| Equations (455) can reduce 213 to:
% 67.64/32.43  																																													| (266) $false
% 67.64/32.43  																																													|
% 67.64/32.43  																																													|-The branch is then unsatisfiable
% 67.64/32.43  																																												|-Branch two:
% 67.64/32.43  																																												| (464)  ~ (all_0_51_51 = e1)
% 67.64/32.43  																																												| (1202) all_0_52_52 = e1 | all_0_53_53 = e1
% 67.64/32.43  																																												|
% 67.64/32.43  																																													+-Applying beta-rule and splitting (131), into two cases.
% 67.64/32.43  																																													|-Branch one:
% 67.64/32.43  																																													| (459) all_0_42_42 = e1
% 67.64/32.43  																																													|
% 67.64/32.43  																																														| Equations (459) can reduce 1890 to:
% 67.64/32.43  																																														| (602)  ~ (e4 = e1)
% 67.64/32.43  																																														|
% 67.64/32.43  																																														| Simplifying 602 yields:
% 67.64/32.43  																																														| (110)  ~ (e4 = e1)
% 67.64/32.43  																																														|
% 67.64/32.43  																																														+-Applying beta-rule and splitting (196), into two cases.
% 67.64/32.43  																																														|-Branch one:
% 67.64/32.43  																																														| (607) all_0_53_53 = e2
% 67.64/32.43  																																														|
% 67.64/32.43  																																															| Equations (607) can reduce 509 to:
% 67.64/32.43  																																															| (266) $false
% 67.64/32.43  																																															|
% 67.64/32.43  																																															|-The branch is then unsatisfiable
% 67.64/32.43  																																														|-Branch two:
% 67.64/32.43  																																														| (509)  ~ (all_0_53_53 = e2)
% 67.64/32.43  																																														| (610) all_0_53_53 = e4 | all_0_53_53 = e3 | all_0_53_53 = e1
% 67.64/32.43  																																														|
% 67.64/32.43  																																															+-Applying beta-rule and splitting (1202), into two cases.
% 67.64/32.43  																																															|-Branch one:
% 67.64/32.43  																																															| (642) all_0_52_52 = e1
% 67.64/32.43  																																															|
% 67.64/32.43  																																																| Combining equations (565,642) yields a new equation:
% 67.64/32.43  																																																| (636) e4 = e1
% 67.64/32.43  																																																|
% 67.64/32.43  																																																| Simplifying 636 yields:
% 67.64/32.43  																																																| (630) e4 = e1
% 67.64/32.43  																																																|
% 67.64/32.43  																																																| Equations (630) can reduce 110 to:
% 67.64/32.43  																																																| (266) $false
% 67.64/32.43  																																																|
% 67.64/32.43  																																																|-The branch is then unsatisfiable
% 67.64/32.43  																																															|-Branch two:
% 67.64/32.43  																																															| (646)  ~ (all_0_52_52 = e1)
% 67.64/32.43  																																															| (1208) all_0_53_53 = e1
% 67.64/32.43  																																															|
% 67.64/32.43  																																																| Equations (1208) can reduce 10 to:
% 67.64/32.43  																																																| (879)  ~ (all_0_58_58 = e1)
% 67.64/32.43  																																																|
% 67.64/32.43  																																																| Simplifying 879 yields:
% 67.64/32.43  																																																| (880)  ~ (all_0_58_58 = e1)
% 67.64/32.43  																																																|
% 67.64/32.43  																																																| Equations (1208) can reduce 509 to:
% 67.64/32.43  																																																| (604)  ~ (e2 = e1)
% 67.64/32.43  																																																|
% 67.64/32.43  																																																| Simplifying 604 yields:
% 67.64/32.43  																																																| (122)  ~ (e2 = e1)
% 67.64/32.43  																																																|
% 67.64/32.43  																																																| Equations (1208) can reduce 247 to:
% 67.64/32.43  																																																| (233)  ~ (e1 = e0)
% 67.64/32.43  																																																|
% 67.64/32.43  																																																+-Applying beta-rule and splitting (216), into two cases.
% 67.64/32.43  																																																|-Branch one:
% 67.64/32.43  																																																| (629) all_0_55_55 = e1
% 67.64/32.43  																																																|
% 67.64/32.43  																																																	| Equations (629) can reduce 803 to:
% 67.64/32.43  																																																	| (233)  ~ (e1 = e0)
% 67.64/32.43  																																																	|
% 67.64/32.43  																																																	+-Applying beta-rule and splitting (56), into two cases.
% 67.64/32.43  																																																	|-Branch one:
% 67.64/32.43  																																																	| (696) unit = e2
% 67.64/32.43  																																																	|
% 67.64/32.43  																																																		| From (696) and (24) follows:
% 67.64/32.43  																																																		| (697) op(e2, e3) = e3
% 67.64/32.43  																																																		|
% 67.64/32.43  																																																		| From (696) and (28) follows:
% 67.64/32.43  																																																		| (699) op(e1, e2) = e1
% 67.64/32.43  																																																		|
% 67.64/32.43  																																																		| Instantiating formula (29) with e2, e3, e3, e0 and discharging atoms op(e2, e3) = e3, op(e2, e3) = e0, yields:
% 67.64/32.43  																																																		| (676) e3 = e0
% 67.64/32.43  																																																		|
% 67.64/32.43  																																																		| Instantiating formula (29) with e1, e2, e1, e3 and discharging atoms op(e1, e2) = e3, op(e1, e2) = e1, yields:
% 67.64/32.43  																																																		| (455) e3 = e1
% 67.64/32.43  																																																		|
% 67.64/32.43  																																																		| Combining equations (455,676) yields a new equation:
% 67.64/32.43  																																																		| (546) e1 = e0
% 67.64/32.43  																																																		|
% 67.64/32.43  																																																		| Simplifying 546 yields:
% 67.64/32.43  																																																		| (431) e1 = e0
% 67.64/32.43  																																																		|
% 67.64/32.43  																																																		| Equations (431) can reduce 233 to:
% 67.64/32.43  																																																		| (266) $false
% 67.64/32.43  																																																		|
% 67.64/32.43  																																																		|-The branch is then unsatisfiable
% 67.64/32.43  																																																	|-Branch two:
% 67.64/32.43  																																																	| (707)  ~ (unit = e2)
% 67.64/32.43  																																																	| (708) unit = e4 | unit = e3 | unit = e1 | unit = e0
% 67.64/32.43  																																																	|
% 67.64/32.43  																																																		+-Applying beta-rule and splitting (708), into two cases.
% 67.64/32.43  																																																		|-Branch one:
% 67.64/32.43  																																																		| (709) unit = e4
% 67.64/32.43  																																																		|
% 67.64/32.43  																																																			| From (709) and (24) follows:
% 67.64/32.43  																																																			| (33325) op(e4, e3) = e3
% 67.64/32.43  																																																			|
% 67.64/32.43  																																																			| From (709) and (211) follows:
% 67.64/32.43  																																																			| (22527) op(e4, e1) = e1
% 67.64/32.43  																																																			|
% 67.64/32.43  																																																			| From (709) and (32) follows:
% 67.64/32.43  																																																			| (712) op(e2, e4) = e2
% 67.64/32.43  																																																			|
% 67.64/32.43  																																																			| From (709) and (42) follows:
% 67.64/32.44  																																																			| (713) op(e0, e4) = e0
% 67.64/32.44  																																																			|
% 67.64/32.44  																																																			| Instantiating formula (29) with e4, e3, e3, e4 and discharging atoms op(e4, e3) = e4, op(e4, e3) = e3, yields:
% 67.64/32.44  																																																			| (425) e4 = e3
% 67.64/32.44  																																																			|
% 67.64/32.44  																																																			| Instantiating formula (29) with e4, e1, e1, e3 and discharging atoms op(e4, e1) = e3, op(e4, e1) = e1, yields:
% 67.64/32.44  																																																			| (455) e3 = e1
% 67.64/32.44  																																																			|
% 67.64/32.44  																																																			| Instantiating formula (29) with e2, e4, e2, e3 and discharging atoms op(e2, e4) = e3, op(e2, e4) = e2, yields:
% 67.64/32.44  																																																			| (662) e3 = e2
% 67.64/32.44  																																																			|
% 67.64/32.44  																																																			| Instantiating formula (29) with e0, e4, e0, e4 and discharging atoms op(e0, e4) = e4, op(e0, e4) = e0, yields:
% 67.64/32.44  																																																			| (397) e4 = e0
% 67.64/32.44  																																																			|
% 67.64/32.44  																																																			| Combining equations (425,397) yields a new equation:
% 67.64/32.44  																																																			| (675) e3 = e0
% 67.64/32.44  																																																			|
% 67.64/32.44  																																																			| Simplifying 675 yields:
% 67.64/32.44  																																																			| (676) e3 = e0
% 67.64/32.44  																																																			|
% 67.64/32.44  																																																			| Combining equations (676,662) yields a new equation:
% 67.64/32.44  																																																			| (330) e2 = e0
% 67.64/32.44  																																																			|
% 67.64/32.44  																																																			| Combining equations (455,662) yields a new equation:
% 67.64/32.44  																																																			| (617) e2 = e1
% 67.64/32.44  																																																			|
% 67.64/32.44  																																																			| Combining equations (617,330) yields a new equation:
% 67.64/32.44  																																																			| (546) e1 = e0
% 67.64/32.44  																																																			|
% 67.64/32.44  																																																			| Simplifying 546 yields:
% 67.64/32.44  																																																			| (431) e1 = e0
% 67.64/32.44  																																																			|
% 67.64/32.44  																																																			| Equations (431) can reduce 233 to:
% 67.64/32.44  																																																			| (266) $false
% 67.64/32.44  																																																			|
% 67.64/32.44  																																																			|-The branch is then unsatisfiable
% 67.64/32.44  																																																		|-Branch two:
% 67.64/32.44  																																																		| (724)  ~ (unit = e4)
% 67.64/32.44  																																																		| (725) unit = e3 | unit = e1 | unit = e0
% 67.64/32.44  																																																		|
% 67.64/32.44  																																																			+-Applying beta-rule and splitting (725), into two cases.
% 67.64/32.44  																																																			|-Branch one:
% 67.64/32.44  																																																			| (726) unit = e0
% 67.64/32.44  																																																			|
% 67.64/32.44  																																																				| From (726) and (15) follows:
% 67.64/32.44  																																																				| (1508) op(e0, e2) = e2
% 67.64/32.44  																																																				|
% 67.64/32.44  																																																				| From (726) and (211) follows:
% 67.64/32.44  																																																				| (15180) op(e0, e1) = e1
% 67.64/32.44  																																																				|
% 67.64/32.44  																																																				| Instantiating formula (29) with e0, e2, e2, e0 and discharging atoms op(e0, e2) = e2, op(e0, e2) = e0, yields:
% 67.64/32.44  																																																				| (330) e2 = e0
% 67.64/32.44  																																																				|
% 67.64/32.44  																																																				| Instantiating formula (29) with e0, e1, e1, e2 and discharging atoms op(e0, e1) = e2, op(e0, e1) = e1, yields:
% 67.64/32.44  																																																				| (617) e2 = e1
% 67.64/32.44  																																																				|
% 67.64/32.44  																																																				| Combining equations (330,617) yields a new equation:
% 67.64/32.44  																																																				| (431) e1 = e0
% 67.64/32.44  																																																				|
% 67.64/32.44  																																																				| Equations (431) can reduce 233 to:
% 67.64/32.44  																																																				| (266) $false
% 67.64/32.44  																																																				|
% 67.64/32.44  																																																				|-The branch is then unsatisfiable
% 67.64/32.44  																																																			|-Branch two:
% 67.64/32.44  																																																			| (734)  ~ (unit = e0)
% 67.64/32.44  																																																			| (735) unit = e3 | unit = e1
% 67.64/32.44  																																																			|
% 67.64/32.44  																																																				+-Applying beta-rule and splitting (735), into two cases.
% 67.64/32.44  																																																				|-Branch one:
% 67.64/32.44  																																																				| (736) unit = e1
% 67.64/32.44  																																																				|
% 67.64/32.44  																																																					| Equations (736) can reduce 734 to:
% 67.64/32.44  																																																					| (233)  ~ (e1 = e0)
% 67.64/32.44  																																																					|
% 67.64/32.44  																																																					| From (736) and (15) follows:
% 67.64/32.44  																																																					| (515) op(e1, e2) = e2
% 67.64/32.44  																																																					|
% 67.64/32.44  																																																					| From (736) and (227) follows:
% 67.64/32.44  																																																					| (739) op(e4, e1) = e4
% 67.64/32.44  																																																					|
% 67.64/32.44  																																																					| From (736) and (40) follows:
% 67.64/32.44  																																																					| (1652) op(e3, e1) = e3
% 67.64/32.44  																																																					|
% 67.64/32.44  																																																					| From (736) and (28) follows:
% 67.64/32.44  																																																					| (740) op(e1, e1) = e1
% 67.64/32.44  																																																					|
% 67.64/32.44  																																																					| Instantiating formula (29) with e4, e1, e4, e3 and discharging atoms op(e4, e1) = e4, op(e4, e1) = e3, yields:
% 67.64/32.44  																																																					| (425) e4 = e3
% 67.64/32.44  																																																					|
% 67.64/32.44  																																																					| Instantiating formula (29) with e3, e1, e3, e0 and discharging atoms op(e3, e1) = e3, op(e3, e1) = e0, yields:
% 67.64/32.44  																																																					| (676) e3 = e0
% 67.64/32.44  																																																					|
% 67.64/32.44  																																																					| Instantiating formula (29) with e1, e2, e2, e3 and discharging atoms op(e1, e2) = e3, op(e1, e2) = e2, yields:
% 67.64/32.44  																																																					| (662) e3 = e2
% 67.64/32.44  																																																					|
% 67.64/32.44  																																																					| Instantiating formula (29) with e1, e1, e1, e4 and discharging atoms op(e1, e1) = e4, op(e1, e1) = e1, yields:
% 67.64/32.44  																																																					| (630) e4 = e1
% 67.64/32.44  																																																					|
% 67.64/32.44  																																																					| Combining equations (425,630) yields a new equation:
% 67.64/32.44  																																																					| (454) e3 = e1
% 67.64/32.44  																																																					|
% 67.64/32.44  																																																					| Simplifying 454 yields:
% 67.64/32.44  																																																					| (455) e3 = e1
% 67.64/32.44  																																																					|
% 67.64/32.44  																																																					| Combining equations (455,662) yields a new equation:
% 67.64/32.44  																																																					| (617) e2 = e1
% 67.64/32.44  																																																					|
% 67.64/32.44  																																																					| Combining equations (676,662) yields a new equation:
% 67.64/32.44  																																																					| (330) e2 = e0
% 67.64/32.44  																																																					|
% 67.64/32.44  																																																					| Combining equations (330,617) yields a new equation:
% 67.64/32.44  																																																					| (431) e1 = e0
% 67.64/32.44  																																																					|
% 67.64/32.44  																																																					| Equations (431) can reduce 233 to:
% 67.64/32.44  																																																					| (266) $false
% 67.64/32.44  																																																					|
% 67.64/32.44  																																																					|-The branch is then unsatisfiable
% 67.64/32.44  																																																				|-Branch two:
% 67.64/32.44  																																																				| (748)  ~ (unit = e1)
% 67.64/32.44  																																																				| (749) unit = e3
% 67.64/32.44  																																																				|
% 67.64/32.44  																																																					| From (749) and (244) follows:
% 67.64/32.44  																																																					| (750) op(e3, e4) = e4
% 67.64/32.44  																																																					|
% 67.64/32.44  																																																					| From (749) and (209) follows:
% 67.64/32.44  																																																					| (1667) op(e3, e0) = e0
% 67.64/32.44  																																																					|
% 67.64/32.44  																																																					| From (749) and (28) follows:
% 67.64/32.44  																																																					| (2235) op(e1, e3) = e1
% 67.64/32.44  																																																					|
% 67.64/32.44  																																																					| Instantiating formula (29) with e3, e4, e4, e2 and discharging atoms op(e3, e4) = e4, op(e3, e4) = e2, yields:
% 67.64/32.44  																																																					| (323) e4 = e2
% 67.64/32.44  																																																					|
% 67.64/32.44  																																																					| Instantiating formula (29) with e3, e0, e0, e4 and discharging atoms op(e3, e0) = e4, op(e3, e0) = e0, yields:
% 67.64/32.44  																																																					| (397) e4 = e0
% 67.64/32.44  																																																					|
% 67.64/32.44  																																																					| Instantiating formula (29) with e1, e3, e1, e2 and discharging atoms op(e1, e3) = e2, op(e1, e3) = e1, yields:
% 67.64/32.44  																																																					| (617) e2 = e1
% 67.64/32.44  																																																					|
% 67.64/32.44  																																																					| Combining equations (397,323) yields a new equation:
% 67.64/32.44  																																																					| (330) e2 = e0
% 67.64/32.44  																																																					|
% 67.64/32.44  																																																					| Combining equations (330,617) yields a new equation:
% 67.64/32.44  																																																					| (431) e1 = e0
% 67.64/32.44  																																																					|
% 67.64/32.44  																																																					| Equations (431) can reduce 233 to:
% 67.64/32.44  																																																					| (266) $false
% 67.64/32.44  																																																					|
% 67.64/32.44  																																																					|-The branch is then unsatisfiable
% 67.64/32.44  																																																|-Branch two:
% 67.64/32.44  																																																| (632)  ~ (all_0_55_55 = e1)
% 67.64/32.44  																																																| (633) all_0_56_56 = e1 | all_0_57_57 = e1 | all_0_58_58 = e1
% 67.64/32.44  																																																|
% 67.64/32.44  																																																	+-Applying beta-rule and splitting (633), into two cases.
% 67.64/32.44  																																																	|-Branch one:
% 67.64/32.44  																																																	| (1569) all_0_56_56 = e1
% 67.64/32.44  																																																	|
% 67.64/32.44  																																																		| Combining equations (679,1569) yields a new equation:
% 67.64/32.44  																																																		| (431) e1 = e0
% 67.64/32.44  																																																		|
% 67.64/32.44  																																																		| Equations (431) can reduce 233 to:
% 67.64/32.44  																																																		| (266) $false
% 67.64/32.44  																																																		|
% 67.64/32.44  																																																		|-The branch is then unsatisfiable
% 67.64/32.44  																																																	|-Branch two:
% 67.64/32.44  																																																	| (466)  ~ (all_0_56_56 = e1)
% 67.64/32.44  																																																	| (1574) all_0_57_57 = e1 | all_0_58_58 = e1
% 67.64/32.44  																																																	|
% 67.64/32.44  																																																		+-Applying beta-rule and splitting (1574), into two cases.
% 67.64/32.44  																																																		|-Branch one:
% 67.64/32.44  																																																		| (647) all_0_57_57 = e1
% 67.64/32.44  																																																		|
% 67.64/32.44  																																																			| Combining equations (442,647) yields a new equation:
% 67.64/32.44  																																																			| (616) e2 = e1
% 67.64/32.44  																																																			|
% 67.64/32.44  																																																			| Simplifying 616 yields:
% 67.64/32.44  																																																			| (617) e2 = e1
% 67.64/32.44  																																																			|
% 67.64/32.44  																																																			| Equations (617) can reduce 122 to:
% 67.64/32.44  																																																			| (266) $false
% 67.64/32.44  																																																			|
% 67.64/32.44  																																																			|-The branch is then unsatisfiable
% 67.64/32.44  																																																		|-Branch two:
% 67.64/32.44  																																																		| (1670)  ~ (all_0_57_57 = e1)
% 67.64/32.44  																																																		| (918) all_0_58_58 = e1
% 67.64/32.44  																																																		|
% 67.64/32.44  																																																			| Equations (918) can reduce 880 to:
% 67.64/32.44  																																																			| (266) $false
% 67.64/32.44  																																																			|
% 67.64/32.44  																																																			|-The branch is then unsatisfiable
% 67.64/32.44  																																													|-Branch two:
% 67.64/32.44  																																													| (1380)  ~ (all_0_42_42 = e1)
% 67.64/32.44  																																													| (3259) all_0_47_47 = e1 | all_0_51_51 = e1 | all_0_56_56 = e1
% 67.64/32.44  																																													|
% 67.64/32.44  																																														+-Applying beta-rule and splitting (458), into two cases.
% 67.64/32.44  																																														|-Branch one:
% 67.64/32.44  																																														| (459) all_0_42_42 = e1
% 67.64/32.44  																																														|
% 67.64/32.44  																																															| Equations (459) can reduce 1380 to:
% 67.64/32.44  																																															| (266) $false
% 67.64/32.44  																																															|
% 67.64/32.44  																																															|-The branch is then unsatisfiable
% 67.64/32.44  																																														|-Branch two:
% 67.64/32.44  																																														| (1380)  ~ (all_0_42_42 = e1)
% 67.64/32.44  																																														| (1381) all_0_43_43 = e1 | all_0_44_44 = e1
% 67.64/32.44  																																														|
% 67.64/32.44  																																															+-Applying beta-rule and splitting (2510), into two cases.
% 67.64/32.44  																																															|-Branch one:
% 67.64/32.44  																																															| (459) all_0_42_42 = e1
% 67.64/32.44  																																															|
% 67.64/32.44  																																																| Equations (459) can reduce 1380 to:
% 67.64/32.44  																																																| (266) $false
% 67.64/32.44  																																																|
% 67.64/32.44  																																																|-The branch is then unsatisfiable
% 67.64/32.44  																																															|-Branch two:
% 67.64/32.44  																																															| (1380)  ~ (all_0_42_42 = e1)
% 67.64/32.44  																																															| (516) all_0_42_42 = e3
% 67.64/32.44  																																															|
% 67.64/32.44  																																																| Equations (516) can reduce 405 to:
% 67.64/32.44  																																																| (266) $false
% 67.64/32.44  																																																|
% 67.64/32.44  																																																|-The branch is then unsatisfiable
% 67.64/32.44  																																									|-Branch two:
% 67.64/32.44  																																									| (664)  ~ (all_0_51_51 = e3)
% 67.64/32.44  																																									| (1097) all_0_56_56 = e3
% 67.64/32.44  																																									|
% 67.64/32.44  																																										| Combining equations (1097,679) yields a new equation:
% 67.64/32.44  																																										| (675) e3 = e0
% 67.64/32.44  																																										|
% 67.64/32.44  																																										| Simplifying 675 yields:
% 67.64/32.44  																																										| (676) e3 = e0
% 67.64/32.44  																																										|
% 67.64/32.44  																																										| Equations (676) can reduce 80 to:
% 67.64/32.44  																																										| (266) $false
% 67.64/32.44  																																										|
% 67.64/32.44  																																										|-The branch is then unsatisfiable
% 67.64/32.44  																																			|-Branch two:
% 67.64/32.44  																																			| (1898)  ~ (all_0_41_41 = e3)
% 67.64/32.44  																																			| (1899) all_0_42_42 = e3 | all_0_44_44 = e3
% 67.64/32.44  																																			|
% 67.64/32.44  																																				+-Applying beta-rule and splitting (27), into two cases.
% 67.64/32.44  																																				|-Branch one:
% 67.64/32.44  																																				| (437) all_0_41_41 = e4
% 67.64/32.44  																																				|
% 67.64/32.44  																																					| Equations (437) can reduce 440 to:
% 67.64/32.44  																																					| (266) $false
% 67.64/32.44  																																					|
% 67.64/32.44  																																					|-The branch is then unsatisfiable
% 67.64/32.44  																																				|-Branch two:
% 67.64/32.44  																																				| (440)  ~ (all_0_41_41 = e4)
% 67.64/32.44  																																				| (4049) all_0_41_41 = e3 | all_0_41_41 = e1 | all_0_41_41 = e0
% 67.64/32.44  																																				|
% 67.64/32.44  																																					+-Applying beta-rule and splitting (144), into two cases.
% 67.64/32.44  																																					|-Branch one:
% 67.64/32.44  																																					| (403) all_0_41_41 = e3
% 67.64/32.44  																																					|
% 67.64/32.44  																																						| Equations (403) can reduce 1898 to:
% 67.64/32.44  																																						| (266) $false
% 67.64/32.44  																																						|
% 67.64/32.44  																																						|-The branch is then unsatisfiable
% 67.64/32.44  																																					|-Branch two:
% 67.64/32.44  																																					| (1898)  ~ (all_0_41_41 = e3)
% 67.64/32.44  																																					| (1923) all_0_46_46 = e3 | all_0_50_50 = e3 | all_0_55_55 = e3
% 67.64/32.44  																																					|
% 67.64/32.44  																																						+-Applying beta-rule and splitting (4049), into two cases.
% 67.64/32.44  																																						|-Branch one:
% 67.64/32.44  																																						| (794) all_0_41_41 = e0
% 67.64/32.44  																																						|
% 67.64/32.44  																																							| Equations (794) can reduce 357 to:
% 67.64/32.44  																																							| (266) $false
% 67.64/32.44  																																							|
% 67.64/32.44  																																							|-The branch is then unsatisfiable
% 67.64/32.44  																																						|-Branch two:
% 67.64/32.44  																																						| (357)  ~ (all_0_41_41 = e0)
% 67.64/32.44  																																						| (4053) all_0_41_41 = e3 | all_0_41_41 = e1
% 67.64/32.44  																																						|
% 67.64/32.44  																																							+-Applying beta-rule and splitting (1923), into two cases.
% 67.64/32.44  																																							|-Branch one:
% 67.64/32.44  																																							| (1557) all_0_46_46 = e3
% 67.64/32.44  																																							|
% 67.64/32.44  																																								| Combining equations (538,1557) yields a new equation:
% 67.64/32.44  																																								| (676) e3 = e0
% 67.64/32.44  																																								|
% 67.64/32.44  																																								| Equations (676) can reduce 80 to:
% 67.64/32.44  																																								| (266) $false
% 67.64/32.44  																																								|
% 67.64/32.44  																																								|-The branch is then unsatisfiable
% 67.64/32.44  																																							|-Branch two:
% 67.64/32.44  																																							| (409)  ~ (all_0_46_46 = e3)
% 67.64/32.44  																																							| (4042) all_0_50_50 = e3 | all_0_55_55 = e3
% 67.64/32.44  																																							|
% 67.64/32.44  																																								+-Applying beta-rule and splitting (4053), into two cases.
% 67.64/32.44  																																								|-Branch one:
% 67.64/32.44  																																								| (453) all_0_41_41 = e1
% 67.64/32.44  																																								|
% 67.64/32.44  																																									| Equations (453) can reduce 191 to:
% 67.64/32.44  																																									| (2331)  ~ (all_0_55_55 = e1)
% 67.64/32.44  																																									|
% 67.64/32.44  																																									| Simplifying 2331 yields:
% 67.64/32.44  																																									| (632)  ~ (all_0_55_55 = e1)
% 67.64/32.44  																																									|
% 67.64/32.44  																																									| Equations (453) can reduce 85 to:
% 67.64/32.44  																																									| (604)  ~ (e2 = e1)
% 67.64/32.44  																																									|
% 67.64/32.44  																																									| Simplifying 604 yields:
% 67.64/32.44  																																									| (122)  ~ (e2 = e1)
% 67.64/32.44  																																									|
% 67.64/32.44  																																									| Equations (453) can reduce 357 to:
% 67.64/32.44  																																									| (233)  ~ (e1 = e0)
% 67.64/32.44  																																									|
% 67.64/32.44  																																									+-Applying beta-rule and splitting (4042), into two cases.
% 67.64/32.44  																																									|-Branch one:
% 67.64/32.44  																																									| (415) all_0_50_50 = e3
% 67.64/32.44  																																									|
% 67.64/32.44  																																										| Combining equations (378,415) yields a new equation:
% 67.64/32.44  																																										| (662) e3 = e2
% 67.64/32.44  																																										|
% 67.64/32.44  																																										| Equations (662) can reduce 212 to:
% 67.64/32.44  																																										| (266) $false
% 67.64/32.44  																																										|
% 67.64/32.44  																																										|-The branch is then unsatisfiable
% 67.64/32.44  																																									|-Branch two:
% 67.64/32.44  																																									| (411)  ~ (all_0_50_50 = e3)
% 67.64/32.44  																																									| (2336) all_0_55_55 = e3
% 67.64/32.44  																																									|
% 67.64/32.44  																																										| Equations (2336) can reduce 763 to:
% 67.64/32.44  																																										| (277)  ~ (e4 = e3)
% 67.64/32.44  																																										|
% 67.64/32.44  																																										| Simplifying 277 yields:
% 67.64/32.44  																																										| (188)  ~ (e4 = e3)
% 67.64/32.44  																																										|
% 67.64/32.44  																																										| Equations (2336) can reduce 632 to:
% 67.64/32.44  																																										| (213)  ~ (e3 = e1)
% 67.64/32.44  																																										|
% 67.64/32.44  																																										| From (2336) and (74) follows:
% 67.64/32.44  																																										| (2208) op(e0, e3) = e3
% 67.64/32.44  																																										|
% 67.64/32.44  																																										+-Applying beta-rule and splitting (189), into two cases.
% 67.64/32.44  																																										|-Branch one:
% 67.64/32.44  																																										| (532) all_0_44_44 = e3
% 67.64/32.44  																																										|
% 67.64/32.44  																																											| Combining equations (532,446) yields a new equation:
% 67.64/32.44  																																											| (425) e4 = e3
% 67.64/32.44  																																											|
% 67.64/32.44  																																											| Equations (425) can reduce 188 to:
% 67.64/32.44  																																											| (266) $false
% 67.64/32.44  																																											|
% 67.64/32.44  																																											|-The branch is then unsatisfiable
% 67.64/32.44  																																										|-Branch two:
% 67.64/32.44  																																										| (407)  ~ (all_0_44_44 = e3)
% 67.64/32.44  																																										| (537) all_0_49_49 = e3 | all_0_53_53 = e3 | all_0_58_58 = e3
% 67.64/32.44  																																										|
% 67.64/32.44  																																											| Equations (446) can reduce 407 to:
% 67.64/32.44  																																											| (188)  ~ (e4 = e3)
% 67.64/32.44  																																											|
% 67.64/32.44  																																											+-Applying beta-rule and splitting (216), into two cases.
% 67.64/32.44  																																											|-Branch one:
% 67.64/32.44  																																											| (629) all_0_55_55 = e1
% 67.64/32.44  																																											|
% 67.64/32.44  																																												| Combining equations (629,2336) yields a new equation:
% 67.64/32.44  																																												| (455) e3 = e1
% 67.64/32.44  																																												|
% 67.64/32.44  																																												| Equations (455) can reduce 213 to:
% 67.64/32.44  																																												| (266) $false
% 67.64/32.44  																																												|
% 67.64/32.44  																																												|-The branch is then unsatisfiable
% 67.64/32.44  																																											|-Branch two:
% 67.64/32.44  																																											| (632)  ~ (all_0_55_55 = e1)
% 67.64/32.44  																																											| (633) all_0_56_56 = e1 | all_0_57_57 = e1 | all_0_58_58 = e1
% 67.64/32.44  																																											|
% 67.64/32.44  																																												+-Applying beta-rule and splitting (108), into two cases.
% 67.64/32.44  																																												|-Branch one:
% 67.64/32.44  																																												| (624) all_0_58_58 = e2
% 67.64/32.44  																																												|
% 67.64/32.44  																																													| Equations (624) can reduce 908 to:
% 67.64/32.44  																																													| (266) $false
% 67.64/32.44  																																													|
% 67.64/32.44  																																													|-The branch is then unsatisfiable
% 67.64/32.44  																																												|-Branch two:
% 67.64/32.44  																																												| (908)  ~ (all_0_58_58 = e2)
% 67.64/32.44  																																												| (909) all_0_58_58 = e4 | all_0_58_58 = e3 | all_0_58_58 = e1 | all_0_58_58 = e0
% 67.64/32.44  																																												|
% 67.64/32.44  																																													+-Applying beta-rule and splitting (633), into two cases.
% 67.64/32.44  																																													|-Branch one:
% 67.64/32.44  																																													| (1569) all_0_56_56 = e1
% 67.64/32.44  																																													|
% 67.64/32.44  																																														| Combining equations (1569,679) yields a new equation:
% 67.64/32.44  																																														| (546) e1 = e0
% 67.64/32.44  																																														|
% 67.64/32.44  																																														| Simplifying 546 yields:
% 67.64/32.44  																																														| (431) e1 = e0
% 67.64/32.44  																																														|
% 67.64/32.44  																																														| Equations (431) can reduce 233 to:
% 67.64/32.44  																																														| (266) $false
% 67.64/32.44  																																														|
% 67.64/32.44  																																														|-The branch is then unsatisfiable
% 67.64/32.44  																																													|-Branch two:
% 67.64/32.44  																																													| (466)  ~ (all_0_56_56 = e1)
% 67.64/32.44  																																													| (1574) all_0_57_57 = e1 | all_0_58_58 = e1
% 67.64/32.44  																																													|
% 67.64/32.44  																																														+-Applying beta-rule and splitting (1574), into two cases.
% 67.64/32.44  																																														|-Branch one:
% 67.64/32.44  																																														| (647) all_0_57_57 = e1
% 67.64/32.44  																																														|
% 67.64/32.44  																																															| Combining equations (442,647) yields a new equation:
% 67.64/32.44  																																															| (616) e2 = e1
% 67.64/32.44  																																															|
% 67.64/32.44  																																															| Simplifying 616 yields:
% 67.64/32.44  																																															| (617) e2 = e1
% 67.64/32.44  																																															|
% 67.64/32.44  																																															| Equations (617) can reduce 122 to:
% 67.64/32.44  																																															| (266) $false
% 67.64/32.44  																																															|
% 67.64/32.44  																																															|-The branch is then unsatisfiable
% 67.64/32.44  																																														|-Branch two:
% 67.64/32.44  																																														| (1670)  ~ (all_0_57_57 = e1)
% 67.64/32.44  																																														| (918) all_0_58_58 = e1
% 67.64/32.44  																																														|
% 67.64/32.44  																																															| Equations (918) can reduce 10 to:
% 67.64/32.44  																																															| (1459)  ~ (all_0_53_53 = e1)
% 67.64/32.44  																																															|
% 67.64/32.44  																																															| Equations (918) can reduce 451 to:
% 67.64/32.44  																																															| (602)  ~ (e4 = e1)
% 67.64/32.44  																																															|
% 67.64/32.44  																																															| Simplifying 602 yields:
% 67.64/32.44  																																															| (110)  ~ (e4 = e1)
% 67.64/32.44  																																															|
% 67.64/32.44  																																															| Equations (918) can reduce 908 to:
% 67.64/32.44  																																															| (604)  ~ (e2 = e1)
% 67.64/32.44  																																															|
% 67.64/32.44  																																															| Simplifying 604 yields:
% 67.64/32.44  																																															| (122)  ~ (e2 = e1)
% 67.64/32.44  																																															|
% 67.64/32.44  																																															+-Applying beta-rule and splitting (160), into two cases.
% 67.64/32.44  																																															|-Branch one:
% 67.64/32.44  																																															| (601) all_0_50_50 = e1
% 67.64/32.44  																																															|
% 67.64/32.44  																																																| Combining equations (378,601) yields a new equation:
% 67.64/32.44  																																																| (616) e2 = e1
% 67.64/32.44  																																																|
% 67.64/32.44  																																																| Simplifying 616 yields:
% 67.64/32.44  																																																| (617) e2 = e1
% 67.64/32.44  																																																|
% 67.64/32.44  																																																| Equations (617) can reduce 122 to:
% 67.64/32.44  																																																| (266) $false
% 67.64/32.44  																																																|
% 67.64/32.44  																																																|-The branch is then unsatisfiable
% 67.64/32.44  																																															|-Branch two:
% 67.64/32.44  																																															| (759)  ~ (all_0_50_50 = e1)
% 67.64/32.44  																																															| (1168) all_0_51_51 = e1 | all_0_52_52 = e1 | all_0_53_53 = e1
% 67.64/32.44  																																															|
% 67.64/32.44  																																																+-Applying beta-rule and splitting (1899), into two cases.
% 67.64/32.44  																																																|-Branch one:
% 67.64/32.44  																																																| (516) all_0_42_42 = e3
% 67.64/32.44  																																																|
% 67.64/32.44  																																																	| Equations (516) can reduce 61 to:
% 67.64/32.44  																																																	| (1925)  ~ (all_0_51_51 = e3)
% 67.64/32.44  																																																	|
% 67.64/32.44  																																																	| Simplifying 1925 yields:
% 67.64/32.45  																																																	| (664)  ~ (all_0_51_51 = e3)
% 67.64/32.45  																																																	|
% 67.64/32.45  																																																	| From (516) and (210) follows:
% 67.64/32.45  																																																	| (4285) op(e3, e2) = e3
% 67.64/32.45  																																																	|
% 67.64/32.45  																																																	+-Applying beta-rule and splitting (418), into two cases.
% 67.64/32.45  																																																	|-Branch one:
% 67.64/32.45  																																																	| (660) all_0_51_51 = e3
% 67.64/32.45  																																																	|
% 67.64/32.45  																																																		| Equations (660) can reduce 664 to:
% 67.64/32.45  																																																		| (266) $false
% 67.64/32.45  																																																		|
% 67.64/32.45  																																																		|-The branch is then unsatisfiable
% 67.64/32.45  																																																	|-Branch two:
% 67.64/32.45  																																																	| (664)  ~ (all_0_51_51 = e3)
% 67.64/32.45  																																																	| (665) all_0_53_53 = e3
% 67.64/32.45  																																																	|
% 67.64/32.45  																																																		| Equations (665) can reduce 1459 to:
% 67.64/32.45  																																																		| (213)  ~ (e3 = e1)
% 67.64/32.45  																																																		|
% 67.64/32.45  																																																		+-Applying beta-rule and splitting (1168), into two cases.
% 67.64/32.45  																																																		|-Branch one:
% 67.64/32.45  																																																		| (1109) all_0_51_51 = e1
% 67.64/32.45  																																																		|
% 67.64/32.45  																																																			| Equations (1109) can reduce 115 to:
% 67.64/32.45  																																																			| (233)  ~ (e1 = e0)
% 67.64/32.45  																																																			|
% 67.64/32.45  																																																			| From (1109) and (186) follows:
% 67.64/32.45  																																																			| (699) op(e1, e2) = e1
% 67.64/32.45  																																																			|
% 67.64/32.45  																																																			+-Applying beta-rule and splitting (56), into two cases.
% 67.64/32.45  																																																			|-Branch one:
% 67.64/32.45  																																																			| (696) unit = e2
% 67.64/32.45  																																																			|
% 67.64/32.45  																																																				| From (696) and (244) follows:
% 67.64/32.45  																																																				| (264) op(e2, e4) = e4
% 67.64/32.45  																																																				|
% 67.64/32.45  																																																				| From (696) and (24) follows:
% 67.64/32.45  																																																				| (697) op(e2, e3) = e3
% 67.64/32.45  																																																				|
% 67.64/32.45  																																																				| From (696) and (32) follows:
% 67.64/32.45  																																																				| (698) op(e2, e2) = e2
% 67.64/32.45  																																																				|
% 67.64/32.45  																																																				| Instantiating formula (29) with e2, e4, e4, e3 and discharging atoms op(e2, e4) = e4, op(e2, e4) = e3, yields:
% 67.64/32.45  																																																				| (425) e4 = e3
% 67.64/32.45  																																																				|
% 67.64/32.45  																																																				| Instantiating formula (29) with e2, e3, e3, e0 and discharging atoms op(e2, e3) = e3, op(e2, e3) = e0, yields:
% 67.64/32.45  																																																				| (676) e3 = e0
% 67.64/32.45  																																																				|
% 67.64/32.45  																																																				| Instantiating formula (29) with e2, e2, e2, e4 and discharging atoms op(e2, e2) = e4, op(e2, e2) = e2, yields:
% 67.64/32.45  																																																				| (323) e4 = e2
% 67.64/32.45  																																																				|
% 67.64/32.45  																																																				| Combining equations (323,425) yields a new equation:
% 67.64/32.45  																																																				| (662) e3 = e2
% 67.64/32.45  																																																				|
% 67.64/32.45  																																																				| Combining equations (662,676) yields a new equation:
% 67.64/32.45  																																																				| (391) e2 = e0
% 67.64/32.45  																																																				|
% 67.64/32.45  																																																				| Simplifying 391 yields:
% 67.64/32.45  																																																				| (330) e2 = e0
% 67.64/32.45  																																																				|
% 67.64/32.45  																																																				| Equations (330) can reduce 128 to:
% 67.64/32.45  																																																				| (266) $false
% 67.64/32.45  																																																				|
% 67.64/32.45  																																																				|-The branch is then unsatisfiable
% 67.64/32.45  																																																			|-Branch two:
% 67.64/32.45  																																																			| (707)  ~ (unit = e2)
% 67.64/32.45  																																																			| (708) unit = e4 | unit = e3 | unit = e1 | unit = e0
% 67.64/32.45  																																																			|
% 67.64/32.45  																																																				+-Applying beta-rule and splitting (708), into two cases.
% 67.64/32.45  																																																				|-Branch one:
% 67.64/32.45  																																																				| (709) unit = e4
% 67.64/32.45  																																																				|
% 67.64/32.45  																																																					| From (709) and (24) follows:
% 67.64/32.45  																																																					| (33325) op(e4, e3) = e3
% 67.64/32.45  																																																					|
% 67.64/32.45  																																																					| From (709) and (211) follows:
% 67.64/32.45  																																																					| (22527) op(e4, e1) = e1
% 67.64/32.45  																																																					|
% 67.64/32.45  																																																					| From (709) and (32) follows:
% 67.64/32.45  																																																					| (712) op(e2, e4) = e2
% 67.64/32.45  																																																					|
% 67.64/32.45  																																																					| From (709) and (42) follows:
% 67.64/32.45  																																																					| (713) op(e0, e4) = e0
% 67.64/32.45  																																																					|
% 67.64/32.45  																																																					| Instantiating formula (29) with e4, e3, e3, e4 and discharging atoms op(e4, e3) = e4, op(e4, e3) = e3, yields:
% 67.64/32.45  																																																					| (425) e4 = e3
% 67.64/32.45  																																																					|
% 67.64/32.45  																																																					| Instantiating formula (29) with e4, e1, e1, e3 and discharging atoms op(e4, e1) = e3, op(e4, e1) = e1, yields:
% 67.64/32.45  																																																					| (455) e3 = e1
% 67.64/32.45  																																																					|
% 67.64/32.45  																																																					| Instantiating formula (29) with e2, e4, e2, e3 and discharging atoms op(e2, e4) = e3, op(e2, e4) = e2, yields:
% 67.64/32.45  																																																					| (662) e3 = e2
% 67.64/32.45  																																																					|
% 67.64/32.45  																																																					| Instantiating formula (29) with e0, e4, e0, e4 and discharging atoms op(e0, e4) = e4, op(e0, e4) = e0, yields:
% 67.64/32.45  																																																					| (397) e4 = e0
% 67.64/32.45  																																																					|
% 67.64/32.45  																																																					| Combining equations (425,397) yields a new equation:
% 67.64/32.45  																																																					| (675) e3 = e0
% 67.64/32.45  																																																					|
% 67.64/32.45  																																																					| Simplifying 675 yields:
% 67.64/32.45  																																																					| (676) e3 = e0
% 67.64/32.45  																																																					|
% 67.64/32.45  																																																					| Combining equations (676,662) yields a new equation:
% 67.64/32.45  																																																					| (330) e2 = e0
% 67.64/32.45  																																																					|
% 67.64/32.45  																																																					| Combining equations (455,662) yields a new equation:
% 67.64/32.45  																																																					| (617) e2 = e1
% 67.64/32.45  																																																					|
% 67.64/32.45  																																																					| Combining equations (617,330) yields a new equation:
% 67.64/32.45  																																																					| (546) e1 = e0
% 67.64/32.45  																																																					|
% 67.64/32.45  																																																					| Simplifying 546 yields:
% 67.64/32.45  																																																					| (431) e1 = e0
% 67.64/32.45  																																																					|
% 67.64/32.45  																																																					| Equations (431) can reduce 233 to:
% 67.64/32.45  																																																					| (266) $false
% 67.64/32.45  																																																					|
% 67.64/32.45  																																																					|-The branch is then unsatisfiable
% 67.64/32.45  																																																				|-Branch two:
% 67.64/32.45  																																																				| (724)  ~ (unit = e4)
% 67.64/32.45  																																																				| (725) unit = e3 | unit = e1 | unit = e0
% 67.64/32.45  																																																				|
% 67.64/32.45  																																																					+-Applying beta-rule and splitting (725), into two cases.
% 67.64/32.45  																																																					|-Branch one:
% 67.64/32.45  																																																					| (726) unit = e0
% 67.64/32.45  																																																					|
% 67.64/32.45  																																																						| From (726) and (15) follows:
% 67.64/32.45  																																																						| (1508) op(e0, e2) = e2
% 67.64/32.45  																																																						|
% 67.64/32.45  																																																						| From (726) and (211) follows:
% 67.64/32.45  																																																						| (15180) op(e0, e1) = e1
% 67.64/32.45  																																																						|
% 67.64/32.45  																																																						| Instantiating formula (29) with e0, e2, e2, e0 and discharging atoms op(e0, e2) = e2, op(e0, e2) = e0, yields:
% 67.64/32.45  																																																						| (330) e2 = e0
% 67.64/32.45  																																																						|
% 67.64/32.45  																																																						| Instantiating formula (29) with e0, e1, e1, e2 and discharging atoms op(e0, e1) = e2, op(e0, e1) = e1, yields:
% 67.64/32.45  																																																						| (617) e2 = e1
% 67.64/32.45  																																																						|
% 67.64/32.45  																																																						| Combining equations (330,617) yields a new equation:
% 67.64/32.45  																																																						| (431) e1 = e0
% 67.64/32.45  																																																						|
% 67.64/32.45  																																																						| Equations (431) can reduce 233 to:
% 67.64/32.45  																																																						| (266) $false
% 67.64/32.45  																																																						|
% 67.64/32.45  																																																						|-The branch is then unsatisfiable
% 67.64/32.45  																																																					|-Branch two:
% 67.64/32.45  																																																					| (734)  ~ (unit = e0)
% 67.64/32.45  																																																					| (735) unit = e3 | unit = e1
% 67.64/32.45  																																																					|
% 67.64/32.45  																																																						+-Applying beta-rule and splitting (735), into two cases.
% 67.64/32.45  																																																						|-Branch one:
% 67.64/32.45  																																																						| (736) unit = e1
% 67.64/32.45  																																																						|
% 67.64/32.45  																																																							| Equations (736) can reduce 734 to:
% 67.64/32.45  																																																							| (233)  ~ (e1 = e0)
% 67.64/32.45  																																																							|
% 67.64/32.45  																																																							| From (736) and (244) follows:
% 67.64/32.45  																																																							| (738) op(e1, e4) = e4
% 67.64/32.45  																																																							|
% 67.64/32.45  																																																							| From (736) and (24) follows:
% 67.64/32.45  																																																							| (1934) op(e1, e3) = e3
% 67.64/32.45  																																																							|
% 67.64/32.45  																																																							| From (736) and (15) follows:
% 67.64/32.45  																																																							| (515) op(e1, e2) = e2
% 67.64/32.45  																																																							|
% 67.64/32.45  																																																							| From (736) and (227) follows:
% 67.64/32.45  																																																							| (739) op(e4, e1) = e4
% 67.64/32.45  																																																							|
% 67.64/32.45  																																																							| Instantiating formula (29) with e4, e1, e4, e3 and discharging atoms op(e4, e1) = e4, op(e4, e1) = e3, yields:
% 67.64/32.45  																																																							| (425) e4 = e3
% 67.64/32.45  																																																							|
% 67.64/32.45  																																																							| Instantiating formula (29) with e1, e4, e4, e0 and discharging atoms op(e1, e4) = e4, op(e1, e4) = e0, yields:
% 67.64/32.45  																																																							| (397) e4 = e0
% 67.64/32.45  																																																							|
% 67.64/32.45  																																																							| Instantiating formula (29) with e1, e3, e3, e2 and discharging atoms op(e1, e3) = e3, op(e1, e3) = e2, yields:
% 67.64/32.45  																																																							| (662) e3 = e2
% 67.64/32.45  																																																							|
% 67.64/32.45  																																																							| Instantiating formula (29) with e1, e2, e2, e1 and discharging atoms op(e1, e2) = e2, op(e1, e2) = e1, yields:
% 67.64/32.45  																																																							| (617) e2 = e1
% 67.64/32.45  																																																							|
% 67.64/32.45  																																																							| Combining equations (425,397) yields a new equation:
% 67.64/32.45  																																																							| (675) e3 = e0
% 67.64/32.45  																																																							|
% 67.64/32.45  																																																							| Simplifying 675 yields:
% 67.64/32.45  																																																							| (676) e3 = e0
% 67.64/32.45  																																																							|
% 67.64/32.45  																																																							| Combining equations (662,676) yields a new equation:
% 67.64/32.45  																																																							| (391) e2 = e0
% 67.64/32.45  																																																							|
% 67.64/32.45  																																																							| Simplifying 391 yields:
% 67.64/32.45  																																																							| (330) e2 = e0
% 67.64/32.45  																																																							|
% 67.64/32.45  																																																							| Combining equations (330,617) yields a new equation:
% 67.64/32.45  																																																							| (431) e1 = e0
% 67.64/32.45  																																																							|
% 67.64/32.45  																																																							| Equations (431) can reduce 233 to:
% 67.64/32.45  																																																							| (266) $false
% 67.64/32.45  																																																							|
% 67.64/32.45  																																																							|-The branch is then unsatisfiable
% 67.64/32.45  																																																						|-Branch two:
% 67.64/32.45  																																																						| (748)  ~ (unit = e1)
% 67.64/32.45  																																																						| (749) unit = e3
% 67.64/32.45  																																																						|
% 67.64/32.45  																																																							| From (749) and (15) follows:
% 67.64/32.45  																																																							| (751) op(e3, e2) = e2
% 67.64/32.45  																																																							|
% 67.64/32.45  																																																							| From (749) and (28) follows:
% 67.64/32.45  																																																							| (2235) op(e1, e3) = e1
% 67.64/32.45  																																																							|
% 67.64/32.45  																																																							| From (749) and (42) follows:
% 67.64/32.45  																																																							| (752) op(e0, e3) = e0
% 67.64/32.45  																																																							|
% 67.64/32.45  																																																							| Instantiating formula (29) with e3, e2, e2, e3 and discharging atoms op(e3, e2) = e3, op(e3, e2) = e2, yields:
% 67.64/32.45  																																																							| (662) e3 = e2
% 67.64/32.45  																																																							|
% 67.64/32.45  																																																							| Instantiating formula (29) with e1, e3, e1, e2 and discharging atoms op(e1, e3) = e2, op(e1, e3) = e1, yields:
% 67.64/32.45  																																																							| (617) e2 = e1
% 67.64/32.45  																																																							|
% 67.64/32.45  																																																							| Instantiating formula (29) with e0, e3, e0, e3 and discharging atoms op(e0, e3) = e3, op(e0, e3) = e0, yields:
% 67.64/32.45  																																																							| (676) e3 = e0
% 67.64/32.45  																																																							|
% 67.64/32.45  																																																							| Combining equations (662,676) yields a new equation:
% 67.64/32.45  																																																							| (391) e2 = e0
% 67.64/32.45  																																																							|
% 67.64/32.45  																																																							| Simplifying 391 yields:
% 67.64/32.45  																																																							| (330) e2 = e0
% 67.64/32.45  																																																							|
% 67.64/32.45  																																																							| Combining equations (617,330) yields a new equation:
% 67.64/32.45  																																																							| (546) e1 = e0
% 67.64/32.45  																																																							|
% 67.64/32.45  																																																							| Simplifying 546 yields:
% 67.64/32.45  																																																							| (431) e1 = e0
% 67.64/32.45  																																																							|
% 67.64/32.45  																																																							| Equations (431) can reduce 233 to:
% 67.64/32.45  																																																							| (266) $false
% 67.64/32.45  																																																							|
% 67.64/32.45  																																																							|-The branch is then unsatisfiable
% 67.64/32.45  																																																		|-Branch two:
% 67.64/32.45  																																																		| (464)  ~ (all_0_51_51 = e1)
% 67.64/32.45  																																																		| (1202) all_0_52_52 = e1 | all_0_53_53 = e1
% 67.64/32.45  																																																		|
% 67.64/32.45  																																																			+-Applying beta-rule and splitting (1202), into two cases.
% 67.64/32.45  																																																			|-Branch one:
% 67.64/32.45  																																																			| (642) all_0_52_52 = e1
% 67.64/32.45  																																																			|
% 67.64/32.45  																																																				| Combining equations (565,642) yields a new equation:
% 67.64/32.45  																																																				| (636) e4 = e1
% 67.64/32.45  																																																				|
% 67.64/32.45  																																																				| Simplifying 636 yields:
% 67.64/32.45  																																																				| (630) e4 = e1
% 67.64/32.45  																																																				|
% 67.64/32.45  																																																				| Equations (630) can reduce 110 to:
% 67.64/32.45  																																																				| (266) $false
% 67.64/32.45  																																																				|
% 67.64/32.45  																																																				|-The branch is then unsatisfiable
% 67.64/32.45  																																																			|-Branch two:
% 67.64/32.45  																																																			| (646)  ~ (all_0_52_52 = e1)
% 67.64/32.45  																																																			| (1208) all_0_53_53 = e1
% 67.64/32.45  																																																			|
% 67.64/32.45  																																																				| Combining equations (665,1208) yields a new equation:
% 67.64/32.45  																																																				| (454) e3 = e1
% 67.64/32.45  																																																				|
% 67.64/32.45  																																																				| Simplifying 454 yields:
% 67.64/32.45  																																																				| (455) e3 = e1
% 67.64/32.45  																																																				|
% 67.64/32.45  																																																				| Equations (455) can reduce 213 to:
% 67.64/32.45  																																																				| (266) $false
% 67.64/32.45  																																																				|
% 67.64/32.45  																																																				|-The branch is then unsatisfiable
% 67.64/32.45  																																																|-Branch two:
% 67.64/32.45  																																																| (405)  ~ (all_0_42_42 = e3)
% 67.64/32.45  																																																| (532) all_0_44_44 = e3
% 67.64/32.45  																																																|
% 67.64/32.45  																																																	| Combining equations (532,446) yields a new equation:
% 67.64/32.45  																																																	| (425) e4 = e3
% 67.64/32.45  																																																	|
% 67.64/32.45  																																																	| Equations (425) can reduce 188 to:
% 67.64/32.45  																																																	| (266) $false
% 67.64/32.45  																																																	|
% 67.64/32.45  																																																	|-The branch is then unsatisfiable
% 67.64/32.45  																																								|-Branch two:
% 67.64/32.45  																																								| (457)  ~ (all_0_41_41 = e1)
% 67.64/32.45  																																								| (403) all_0_41_41 = e3
% 67.64/32.45  																																								|
% 67.64/32.45  																																									| Equations (403) can reduce 1898 to:
% 67.64/32.45  																																									| (266) $false
% 67.64/32.45  																																									|
% 67.64/32.45  																																									|-The branch is then unsatisfiable
% 67.64/32.45  																															|-Branch two:
% 67.64/32.45  																															| (831)  ~ (all_0_46_46 = e0)
% 67.64/32.45  																															| (832) all_0_47_47 = e0 | all_0_48_48 = e0 | all_0_49_49 = e0
% 67.64/32.45  																															|
% 67.64/32.45  																																+-Applying beta-rule and splitting (1801), into two cases.
% 67.64/32.45  																																|-Branch one:
% 67.64/32.45  																																| (538) all_0_46_46 = e0
% 67.64/32.45  																																|
% 67.64/32.45  																																	| Equations (538) can reduce 831 to:
% 67.64/32.45  																																	| (266) $false
% 67.64/32.45  																																	|
% 67.64/32.45  																																	|-The branch is then unsatisfiable
% 67.64/32.45  																																|-Branch two:
% 67.64/32.45  																																| (831)  ~ (all_0_46_46 = e0)
% 67.64/32.45  																																| (1838) all_0_46_46 = e3 | all_0_46_46 = e1
% 67.64/32.45  																																|
% 67.64/32.45  																																	+-Applying beta-rule and splitting (1838), into two cases.
% 67.64/32.45  																																	|-Branch one:
% 67.64/32.45  																																	| (545) all_0_46_46 = e1
% 67.64/32.45  																																	|
% 67.64/32.45  																																		| Equations (545) can reduce 549 to:
% 67.64/32.45  																																		| (266) $false
% 67.64/32.45  																																		|
% 67.64/32.45  																																		|-The branch is then unsatisfiable
% 67.64/32.45  																																	|-Branch two:
% 67.64/32.45  																																	| (549)  ~ (all_0_46_46 = e1)
% 67.64/32.45  																																	| (1557) all_0_46_46 = e3
% 67.64/32.45  																																	|
% 67.64/32.45  																																		| Equations (1557) can reduce 409 to:
% 67.64/32.45  																																		| (266) $false
% 67.64/32.45  																																		|
% 67.64/32.45  																																		|-The branch is then unsatisfiable
% 67.64/32.45  																													|-Branch two:
% 67.64/32.45  																													| (252)  ~ (all_0_47_47 = e4)
% 67.64/32.45  																													| (6548) all_0_51_51 = e4 | all_0_56_56 = e4
% 67.64/32.45  																													|
% 67.64/32.45  																														+-Applying beta-rule and splitting (6548), into two cases.
% 67.64/32.45  																														|-Branch one:
% 67.64/32.45  																														| (1101) all_0_51_51 = e4
% 67.64/32.45  																														|
% 67.64/32.45  																															| Equations (1101) can reduce 475 to:
% 67.64/32.45  																															| (266) $false
% 67.64/32.45  																															|
% 67.64/32.45  																															|-The branch is then unsatisfiable
% 67.64/32.45  																														|-Branch two:
% 67.64/32.45  																														| (475)  ~ (all_0_51_51 = e4)
% 67.64/32.45  																														| (842) all_0_56_56 = e4
% 67.64/32.45  																														|
% 67.64/32.45  																															| Equations (842) can reduce 477 to:
% 67.64/32.45  																															| (266) $false
% 67.64/32.45  																															|
% 67.64/32.45  																															|-The branch is then unsatisfiable
% 67.64/32.45  																										|-Branch two:
% 67.64/32.45  																										| (1390)  ~ (all_0_44_44 = e4)
% 67.64/32.46  																										| (7998) all_0_49_49 = e4 | all_0_53_53 = e4 | all_0_58_58 = e4
% 67.64/32.46  																										|
% 67.64/32.46  																											+-Applying beta-rule and splitting (7998), into two cases.
% 67.64/32.46  																											|-Branch one:
% 67.64/32.46  																											| (974) all_0_49_49 = e4
% 67.64/32.46  																											|
% 67.64/32.46  																												| Combining equations (583,974) yields a new equation:
% 67.64/32.46  																												| (323) e4 = e2
% 67.64/32.46  																												|
% 67.64/32.46  																												| Equations (323) can reduce 48 to:
% 67.64/32.46  																												| (266) $false
% 67.64/32.46  																												|
% 67.64/32.46  																												|-The branch is then unsatisfiable
% 67.64/32.46  																											|-Branch two:
% 67.64/32.46  																											| (256)  ~ (all_0_49_49 = e4)
% 67.64/32.46  																											| (8013) all_0_53_53 = e4 | all_0_58_58 = e4
% 67.64/32.46  																											|
% 67.64/32.46  																												+-Applying beta-rule and splitting (8013), into two cases.
% 67.64/32.46  																												|-Branch one:
% 67.64/32.46  																												| (1298) all_0_53_53 = e4
% 67.64/32.46  																												|
% 67.64/32.46  																													| Equations (1298) can reduce 1453 to:
% 67.64/32.46  																													| (266) $false
% 67.64/32.46  																													|
% 67.64/32.46  																													|-The branch is then unsatisfiable
% 67.64/32.46  																												|-Branch two:
% 67.64/32.46  																												| (1453)  ~ (all_0_53_53 = e4)
% 67.64/32.46  																												| (910) all_0_58_58 = e4
% 67.64/32.46  																												|
% 67.64/32.46  																													| Equations (910) can reduce 451 to:
% 67.64/32.46  																													| (266) $false
% 67.64/32.46  																													|
% 67.64/32.46  																													|-The branch is then unsatisfiable
% 67.64/32.46  																							|-Branch two:
% 67.64/32.46  																							| (302)  ~ (all_0_50_50 = e2)
% 67.64/32.46  																							| (381) all_0_51_51 = e2 | all_0_52_52 = e2 | all_0_53_53 = e2
% 67.64/32.46  																							|
% 67.64/32.46  																								+-Applying beta-rule and splitting (24424), into two cases.
% 67.64/32.46  																								|-Branch one:
% 67.64/32.46  																								| (1794) all_0_46_46 = e2
% 67.64/32.46  																								|
% 67.64/32.46  																									| Equations (1794) can reduce 300 to:
% 67.64/32.46  																									| (266) $false
% 67.64/32.46  																									|
% 67.64/32.46  																									|-The branch is then unsatisfiable
% 67.64/32.46  																								|-Branch two:
% 67.64/32.46  																								| (300)  ~ (all_0_46_46 = e2)
% 67.64/32.46  																								| (24428) all_0_50_50 = e2 | all_0_55_55 = e2
% 67.64/32.46  																								|
% 67.64/32.46  																									+-Applying beta-rule and splitting (24428), into two cases.
% 67.64/32.46  																									|-Branch one:
% 67.64/32.46  																									| (378) all_0_50_50 = e2
% 67.64/32.46  																									|
% 67.64/32.46  																										| Equations (378) can reduce 302 to:
% 67.64/32.46  																										| (266) $false
% 67.64/32.46  																										|
% 67.64/32.46  																										|-The branch is then unsatisfiable
% 67.64/32.46  																									|-Branch two:
% 67.64/32.46  																									| (302)  ~ (all_0_50_50 = e2)
% 67.64/32.46  																									| (386) all_0_55_55 = e2
% 67.64/32.46  																									|
% 67.64/32.46  																										| Equations (386) can reduce 304 to:
% 67.64/32.46  																										| (266) $false
% 67.64/32.46  																										|
% 67.64/32.46  																										|-The branch is then unsatisfiable
% 67.64/32.46  													|-Branch two:
% 67.64/32.46  													| (780)  ~ (all_0_52_52 = e4)
% 67.64/32.46  													| (781) (all_0_41_41 = e0 & all_0_58_58 = e3 &  ~ (all_0_44_44 = e3)) | (all_0_41_41 = e0 & all_0_58_58 = e3 &  ~ (all_0_55_55 = e0)) | (all_0_47_47 = e1 & all_0_52_52 = e2 &  ~ (all_0_48_48 = e2)) | (all_0_47_47 = e1 & all_0_52_52 = e2 &  ~ (all_0_51_51 = e1)) | (all_0_47_47 = e0 & all_0_58_58 = e2 &  ~ (all_0_49_49 = e2)) | (all_0_47_47 = e0 & all_0_58_58 = e2 &  ~ (all_0_56_56 = e0))
% 67.64/32.46  													|
% 67.64/32.46  														+-Applying beta-rule and splitting (355), into two cases.
% 67.64/32.46  														|-Branch one:
% 67.64/32.46  														| (565) all_0_52_52 = e4
% 67.64/32.46  														|
% 67.64/32.46  															| Equations (565) can reduce 780 to:
% 67.64/32.46  															| (266) $false
% 67.64/32.46  															|
% 67.64/32.46  															|-The branch is then unsatisfiable
% 67.64/32.46  														|-Branch two:
% 67.64/32.46  														| (780)  ~ (all_0_52_52 = e4)
% 67.64/32.46  														| (642) all_0_52_52 = e1
% 67.64/32.46  														|
% 67.64/32.46  															| Equations (642) can reduce 342 to:
% 67.64/32.46  															| (604)  ~ (e2 = e1)
% 67.64/32.46  															|
% 67.64/32.46  															| Simplifying 604 yields:
% 67.64/32.46  															| (122)  ~ (e2 = e1)
% 67.64/32.46  															|
% 67.64/32.46  															+-Applying beta-rule and splitting (781), into two cases.
% 67.64/32.46  															|-Branch one:
% 67.64/32.46  															| (789) (all_0_41_41 = e0 & all_0_58_58 = e3 &  ~ (all_0_44_44 = e3)) | (all_0_41_41 = e0 & all_0_58_58 = e3 &  ~ (all_0_55_55 = e0)) | (all_0_47_47 = e1 & all_0_52_52 = e2 &  ~ (all_0_48_48 = e2)) | (all_0_47_47 = e1 & all_0_52_52 = e2 &  ~ (all_0_51_51 = e1)) | (all_0_47_47 = e0 & all_0_58_58 = e2 &  ~ (all_0_49_49 = e2))
% 67.64/32.46  															|
% 67.64/32.46  																+-Applying beta-rule and splitting (789), into two cases.
% 67.64/32.46  																|-Branch one:
% 67.64/32.46  																| (790) (all_0_41_41 = e0 & all_0_58_58 = e3 &  ~ (all_0_44_44 = e3)) | (all_0_41_41 = e0 & all_0_58_58 = e3 &  ~ (all_0_55_55 = e0)) | (all_0_47_47 = e1 & all_0_52_52 = e2 &  ~ (all_0_48_48 = e2)) | (all_0_47_47 = e1 & all_0_52_52 = e2 &  ~ (all_0_51_51 = e1))
% 67.64/32.46  																|
% 67.64/32.46  																	+-Applying beta-rule and splitting (790), into two cases.
% 67.64/32.46  																	|-Branch one:
% 67.64/32.46  																	| (791) (all_0_41_41 = e0 & all_0_58_58 = e3 &  ~ (all_0_44_44 = e3)) | (all_0_41_41 = e0 & all_0_58_58 = e3 &  ~ (all_0_55_55 = e0)) | (all_0_47_47 = e1 & all_0_52_52 = e2 &  ~ (all_0_48_48 = e2))
% 67.64/32.46  																	|
% 67.64/32.46  																		+-Applying beta-rule and splitting (791), into two cases.
% 67.64/32.46  																		|-Branch one:
% 67.64/32.46  																		| (792) (all_0_41_41 = e0 & all_0_58_58 = e3 &  ~ (all_0_44_44 = e3)) | (all_0_41_41 = e0 & all_0_58_58 = e3 &  ~ (all_0_55_55 = e0))
% 67.64/32.46  																		|
% 67.64/32.46  																			+-Applying beta-rule and splitting (792), into two cases.
% 67.64/32.46  																			|-Branch one:
% 67.64/32.46  																			| (793) all_0_41_41 = e0 & all_0_58_58 = e3 &  ~ (all_0_44_44 = e3)
% 67.64/32.46  																			|
% 67.64/32.46  																				| Applying alpha-rule on (793) yields:
% 67.64/32.46  																				| (794) all_0_41_41 = e0
% 67.64/32.46  																				| (795) all_0_58_58 = e3
% 67.64/32.46  																				| (407)  ~ (all_0_44_44 = e3)
% 67.64/32.46  																				|
% 67.64/32.46  																				| Equations (794) can reduce 357 to:
% 67.64/32.46  																				| (266) $false
% 67.64/32.46  																				|
% 67.64/32.46  																				|-The branch is then unsatisfiable
% 67.64/32.46  																			|-Branch two:
% 67.64/32.46  																			| (800) all_0_41_41 = e0 & all_0_58_58 = e3 &  ~ (all_0_55_55 = e0)
% 67.64/32.46  																			|
% 67.64/32.46  																				| Applying alpha-rule on (800) yields:
% 67.64/32.46  																				| (794) all_0_41_41 = e0
% 67.64/32.46  																				| (795) all_0_58_58 = e3
% 67.64/32.46  																				| (803)  ~ (all_0_55_55 = e0)
% 67.64/32.46  																				|
% 67.64/32.46  																				| Equations (794) can reduce 357 to:
% 67.64/32.46  																				| (266) $false
% 67.64/32.46  																				|
% 67.64/32.46  																				|-The branch is then unsatisfiable
% 67.64/32.46  																		|-Branch two:
% 67.64/32.46  																		| (807) all_0_47_47 = e1 & all_0_52_52 = e2 &  ~ (all_0_48_48 = e2)
% 67.64/32.46  																		|
% 67.64/32.46  																			| Applying alpha-rule on (807) yields:
% 67.64/32.46  																			| (654) all_0_47_47 = e1
% 67.64/32.46  																			| (352) all_0_52_52 = e2
% 67.64/32.46  																			| (810)  ~ (all_0_48_48 = e2)
% 67.64/32.46  																			|
% 67.64/32.46  																			| Combining equations (352,642) yields a new equation:
% 67.64/32.46  																			| (616) e2 = e1
% 67.64/32.46  																			|
% 67.64/32.46  																			| Simplifying 616 yields:
% 67.64/32.46  																			| (617) e2 = e1
% 67.64/32.46  																			|
% 67.64/32.46  																			| Equations (617) can reduce 122 to:
% 67.64/32.46  																			| (266) $false
% 67.64/32.46  																			|
% 67.64/32.46  																			|-The branch is then unsatisfiable
% 67.64/32.46  																	|-Branch two:
% 67.64/32.46  																	| (813) all_0_47_47 = e1 & all_0_52_52 = e2 &  ~ (all_0_51_51 = e1)
% 67.64/32.46  																	|
% 67.64/32.46  																		| Applying alpha-rule on (813) yields:
% 67.64/32.46  																		| (654) all_0_47_47 = e1
% 67.64/32.46  																		| (352) all_0_52_52 = e2
% 67.64/32.46  																		| (464)  ~ (all_0_51_51 = e1)
% 67.64/32.46  																		|
% 67.64/32.46  																		| Combining equations (352,642) yields a new equation:
% 67.64/32.46  																		| (616) e2 = e1
% 67.64/32.46  																		|
% 67.64/32.46  																		| Simplifying 616 yields:
% 67.64/32.46  																		| (617) e2 = e1
% 67.64/32.46  																		|
% 67.64/32.46  																		| Equations (617) can reduce 122 to:
% 67.64/32.46  																		| (266) $false
% 67.64/32.46  																		|
% 67.64/32.46  																		|-The branch is then unsatisfiable
% 67.64/32.46  																|-Branch two:
% 67.64/32.46  																| (819) all_0_47_47 = e0 & all_0_58_58 = e2 &  ~ (all_0_49_49 = e2)
% 67.64/32.46  																|
% 67.64/32.46  																	| Applying alpha-rule on (819) yields:
% 67.64/32.46  																	| (674) all_0_47_47 = e0
% 67.64/32.46  																	| (624) all_0_58_58 = e2
% 67.64/32.46  																	| (340)  ~ (all_0_49_49 = e2)
% 67.64/32.46  																	|
% 67.64/32.46  																	| Equations (624) can reduce 908 to:
% 67.64/32.46  																	| (266) $false
% 67.64/32.46  																	|
% 67.64/32.46  																	|-The branch is then unsatisfiable
% 67.64/32.46  															|-Branch two:
% 67.64/32.46  															| (825) all_0_47_47 = e0 & all_0_58_58 = e2 &  ~ (all_0_56_56 = e0)
% 67.64/32.46  															|
% 67.64/32.46  																| Applying alpha-rule on (825) yields:
% 67.64/32.46  																| (674) all_0_47_47 = e0
% 67.64/32.46  																| (624) all_0_58_58 = e2
% 67.64/32.46  																| (828)  ~ (all_0_56_56 = e0)
% 67.64/32.46  																|
% 67.64/32.46  																| Equations (624) can reduce 908 to:
% 67.64/32.46  																| (266) $false
% 67.64/32.46  																|
% 67.64/32.46  																|-The branch is then unsatisfiable
% 67.64/32.46  												|-Branch two:
% 67.64/32.46  												| (5470)  ~ (all_0_43_43 = e0)
% 67.64/32.46  												| (5471) all_0_48_48 = e0 | all_0_57_57 = e0
% 67.64/32.46  												|
% 67.64/32.46  													+-Applying beta-rule and splitting (5471), into two cases.
% 67.64/32.46  													|-Branch one:
% 67.64/32.46  													| (1279) all_0_48_48 = e0
% 67.64/32.46  													|
% 67.64/32.46  														| Equations (1279) can reduce 17 to:
% 67.64/32.46  														| (5470)  ~ (all_0_43_43 = e0)
% 67.64/32.46  														|
% 67.64/32.46  														| Equations (1279) can reduce 30 to:
% 67.64/32.46  														| (831)  ~ (all_0_46_46 = e0)
% 67.64/32.46  														|
% 67.64/32.46  														| Equations (1279) can reduce 114 to:
% 67.64/32.46  														| (678)  ~ (all_0_47_47 = e0)
% 67.64/32.46  														|
% 67.64/32.46  														| Equations (1279) can reduce 185 to:
% 67.64/32.46  														| (486)  ~ (all_0_49_49 = e0)
% 67.64/32.46  														|
% 67.64/32.46  														| Simplifying 486 yields:
% 67.64/32.46  														| (487)  ~ (all_0_49_49 = e0)
% 67.64/32.46  														|
% 67.64/32.46  														| Equations (1279) can reduce 202 to:
% 67.64/32.46  														| (361)  ~ (all_0_52_52 = e0)
% 67.64/32.46  														|
% 67.64/32.46  														| Simplifying 361 yields:
% 67.64/32.46  														| (72)  ~ (all_0_52_52 = e0)
% 67.64/32.46  														|
% 67.64/32.46  														| Equations (1279) can reduce 810 to:
% 67.64/32.46  														| (365)  ~ (e2 = e0)
% 67.64/32.46  														|
% 67.64/32.46  														| Simplifying 365 yields:
% 67.64/32.46  														| (128)  ~ (e2 = e0)
% 67.64/32.46  														|
% 67.64/32.46  														+-Applying beta-rule and splitting (195), into two cases.
% 67.64/32.46  														|-Branch one:
% 67.64/32.46  														| (396) all_0_43_43 = e4
% 67.64/32.46  														|
% 67.64/32.46  															| Equations (396) can reduce 31 to:
% 67.64/32.46  															| (440)  ~ (all_0_41_41 = e4)
% 67.64/32.46  															|
% 67.64/32.46  															| Equations (396) can reduce 240 to:
% 67.64/32.46  															| (1890)  ~ (all_0_42_42 = e4)
% 67.64/32.46  															|
% 67.64/32.46  															| Equations (396) can reduce 159 to:
% 67.64/32.46  															| (1903)  ~ (all_0_44_44 = e4)
% 67.64/32.46  															|
% 67.64/32.46  															| Simplifying 1903 yields:
% 67.64/32.46  															| (1390)  ~ (all_0_44_44 = e4)
% 67.64/32.46  															|
% 67.64/32.46  															| Equations (396) can reduce 217 to:
% 67.64/32.46  															| (958)  ~ (all_0_52_52 = e4)
% 67.64/32.46  															|
% 67.64/32.46  															| Simplifying 958 yields:
% 67.64/32.46  															| (780)  ~ (all_0_52_52 = e4)
% 67.64/32.46  															|
% 67.64/32.46  															| Equations (396) can reduce 99 to:
% 67.64/32.46  															| (188)  ~ (e4 = e3)
% 67.64/32.46  															|
% 67.64/32.46  															| Equations (396) can reduce 96 to:
% 67.64/32.46  															| (48)  ~ (e4 = e2)
% 67.64/32.46  															|
% 67.64/32.47  															| Equations (396) can reduce 5470 to:
% 67.64/32.47  															| (49)  ~ (e4 = e0)
% 67.64/32.47  															|
% 67.64/32.47  															+-Applying beta-rule and splitting (355), into two cases.
% 67.64/32.47  															|-Branch one:
% 67.64/32.47  															| (565) all_0_52_52 = e4
% 67.64/32.47  															|
% 67.64/32.47  																| Equations (565) can reduce 780 to:
% 67.64/32.47  																| (266) $false
% 67.64/32.47  																|
% 67.64/32.47  																|-The branch is then unsatisfiable
% 67.64/32.47  															|-Branch two:
% 67.64/32.47  															| (780)  ~ (all_0_52_52 = e4)
% 67.64/32.47  															| (642) all_0_52_52 = e1
% 67.64/32.47  															|
% 67.64/32.47  																| Equations (642) can reduce 101 to:
% 67.64/32.47  																| (759)  ~ (all_0_50_50 = e1)
% 67.64/32.47  																|
% 67.64/32.47  																| Equations (642) can reduce 20 to:
% 67.64/32.47  																| (464)  ~ (all_0_51_51 = e1)
% 67.64/32.47  																|
% 67.64/32.47  																| Equations (642) can reduce 46 to:
% 67.64/32.47  																| (1458)  ~ (all_0_53_53 = e1)
% 67.64/32.47  																|
% 67.64/32.47  																| Simplifying 1458 yields:
% 67.64/32.47  																| (1459)  ~ (all_0_53_53 = e1)
% 67.64/32.47  																|
% 67.64/32.47  																| Equations (642) can reduce 342 to:
% 67.64/32.47  																| (604)  ~ (e2 = e1)
% 67.64/32.47  																|
% 67.64/32.47  																| Simplifying 604 yields:
% 67.64/32.47  																| (122)  ~ (e2 = e1)
% 67.64/32.47  																|
% 67.64/32.47  																| Equations (642) can reduce 72 to:
% 67.64/32.47  																| (233)  ~ (e1 = e0)
% 67.64/32.47  																|
% 67.64/32.47  																+-Applying beta-rule and splitting (158), into two cases.
% 67.64/32.47  																|-Branch one:
% 67.64/32.47  																| (313) all_0_40_40 = e2
% 67.64/32.47  																|
% 67.64/32.47  																	| Combining equations (485,313) yields a new equation:
% 67.64/32.47  																	| (330) e2 = e0
% 67.64/32.47  																	|
% 67.64/32.47  																	| Equations (330) can reduce 128 to:
% 67.64/32.47  																	| (266) $false
% 67.64/32.47  																	|
% 67.64/32.47  																	|-The branch is then unsatisfiable
% 67.64/32.47  																|-Branch two:
% 67.64/32.47  																| (296)  ~ (all_0_40_40 = e2)
% 67.64/32.47  																| (377) all_0_49_49 = e2 | all_0_53_53 = e2 | all_0_58_58 = e2
% 67.64/32.47  																|
% 67.64/32.47  																	+-Applying beta-rule and splitting (241), into two cases.
% 67.64/32.47  																	|-Branch one:
% 67.64/32.47  																	| (378) all_0_50_50 = e2
% 67.64/32.47  																	|
% 67.64/32.47  																		| Equations (378) can reduce 221 to:
% 67.64/32.47  																		| (85)  ~ (all_0_41_41 = e2)
% 67.64/32.47  																		|
% 67.64/32.47  																		| Equations (378) can reduce 35 to:
% 67.64/32.47  																		| (300)  ~ (all_0_46_46 = e2)
% 67.64/32.47  																		|
% 67.64/32.47  																		| Equations (378) can reduce 566 to:
% 67.64/32.47  																		| (327)  ~ (e4 = e2)
% 67.64/32.47  																		|
% 67.64/32.47  																		| Simplifying 327 yields:
% 67.64/32.47  																		| (48)  ~ (e4 = e2)
% 67.64/32.47  																		|
% 67.64/32.47  																		| Equations (378) can reduce 121 to:
% 67.64/32.47  																		| (128)  ~ (e2 = e0)
% 67.64/32.47  																		|
% 67.64/32.47  																		+-Applying beta-rule and splitting (53), into two cases.
% 67.64/32.47  																		|-Branch one:
% 67.64/32.47  																		| (1794) all_0_46_46 = e2
% 67.64/32.47  																		|
% 67.64/32.47  																			| Equations (1794) can reduce 300 to:
% 67.64/32.47  																			| (266) $false
% 67.64/32.47  																			|
% 67.64/32.47  																			|-The branch is then unsatisfiable
% 67.64/32.47  																		|-Branch two:
% 67.64/32.47  																		| (300)  ~ (all_0_46_46 = e2)
% 67.64/32.47  																		| (10171) all_0_47_47 = e2 | all_0_48_48 = e2 | all_0_49_49 = e2
% 67.64/32.47  																		|
% 67.64/32.47  																			+-Applying beta-rule and splitting (377), into two cases.
% 67.64/32.47  																			|-Branch one:
% 67.64/32.47  																			| (583) all_0_49_49 = e2
% 67.64/32.47  																			|
% 67.64/32.47  																				| Equations (583) can reduce 9 to:
% 67.64/32.47  																				| (147)  ~ (all_0_44_44 = e2)
% 67.64/32.47  																				|
% 67.64/32.47  																				| Equations (583) can reduce 208 to:
% 67.64/32.47  																				| (300)  ~ (all_0_46_46 = e2)
% 67.64/32.47  																				|
% 67.64/32.47  																				| Equations (583) can reduce 65 to:
% 67.64/32.47  																				| (508)  ~ (all_0_53_53 = e2)
% 67.64/32.47  																				|
% 67.64/32.47  																				| Simplifying 508 yields:
% 67.64/32.47  																				| (509)  ~ (all_0_53_53 = e2)
% 67.64/32.47  																				|
% 67.64/32.47  																				| Equations (583) can reduce 525 to:
% 67.64/32.47  																				| (626)  ~ (e3 = e2)
% 67.64/32.47  																				|
% 67.64/32.47  																				| Simplifying 626 yields:
% 67.64/32.47  																				| (212)  ~ (e3 = e2)
% 67.64/32.47  																				|
% 67.64/32.47  																				+-Applying beta-rule and splitting (150), into two cases.
% 67.64/32.47  																				|-Branch one:
% 67.64/32.47  																				| (1378) all_0_40_40 = e4
% 67.64/32.47  																				|
% 67.64/32.47  																					| Combining equations (1378,485) yields a new equation:
% 67.64/32.47  																					| (481) e4 = e0
% 67.64/32.47  																					|
% 67.64/32.47  																					| Simplifying 481 yields:
% 67.64/32.47  																					| (397) e4 = e0
% 67.64/32.47  																					|
% 67.64/32.47  																					| Equations (397) can reduce 49 to:
% 67.64/32.47  																					| (266) $false
% 67.64/32.47  																					|
% 67.64/32.47  																					|-The branch is then unsatisfiable
% 67.64/32.47  																				|-Branch two:
% 67.64/32.47  																				| (447)  ~ (all_0_40_40 = e4)
% 67.64/32.47  																				| (2271) all_0_44_44 = e4 | all_0_49_49 = e4 | all_0_53_53 = e4 | all_0_58_58 = e4
% 67.64/32.47  																				|
% 67.64/32.47  																					+-Applying beta-rule and splitting (2271), into two cases.
% 67.64/32.47  																					|-Branch one:
% 67.64/32.47  																					| (446) all_0_44_44 = e4
% 67.64/32.47  																					|
% 67.64/32.47  																						| Equations (446) can reduce 1390 to:
% 67.64/32.47  																						| (266) $false
% 67.64/32.47  																						|
% 67.64/32.47  																						|-The branch is then unsatisfiable
% 67.64/32.47  																					|-Branch two:
% 67.64/32.47  																					| (1390)  ~ (all_0_44_44 = e4)
% 67.64/32.47  																					| (7998) all_0_49_49 = e4 | all_0_53_53 = e4 | all_0_58_58 = e4
% 67.64/32.47  																					|
% 67.64/32.47  																						+-Applying beta-rule and splitting (7998), into two cases.
% 67.64/32.47  																						|-Branch one:
% 67.64/32.47  																						| (974) all_0_49_49 = e4
% 67.64/32.47  																						|
% 67.64/32.47  																							| Combining equations (583,974) yields a new equation:
% 67.64/32.47  																							| (323) e4 = e2
% 67.64/32.47  																							|
% 67.64/32.47  																							| Equations (323) can reduce 48 to:
% 67.64/32.47  																							| (266) $false
% 67.64/32.47  																							|
% 67.64/32.47  																							|-The branch is then unsatisfiable
% 67.64/32.47  																						|-Branch two:
% 67.64/32.47  																						| (256)  ~ (all_0_49_49 = e4)
% 67.64/32.47  																						| (8013) all_0_53_53 = e4 | all_0_58_58 = e4
% 67.64/32.47  																						|
% 67.64/32.47  																							+-Applying beta-rule and splitting (8013), into two cases.
% 67.64/32.47  																							|-Branch one:
% 67.64/32.47  																							| (1298) all_0_53_53 = e4
% 67.64/32.47  																							|
% 67.64/32.47  																								| Equations (1298) can reduce 6 to:
% 67.64/32.47  																								| (475)  ~ (all_0_51_51 = e4)
% 67.64/32.47  																								|
% 67.64/32.47  																								| Equations (1298) can reduce 509 to:
% 67.64/32.47  																								| (48)  ~ (e4 = e2)
% 67.64/32.47  																								|
% 67.64/32.47  																								+-Applying beta-rule and splitting (168), into two cases.
% 67.64/32.47  																								|-Branch one:
% 67.64/32.47  																								| (415) all_0_50_50 = e3
% 67.64/32.47  																								|
% 67.64/32.47  																									| Combining equations (378,415) yields a new equation:
% 67.64/32.47  																									| (662) e3 = e2
% 67.64/32.47  																									|
% 67.64/32.47  																									| Equations (662) can reduce 212 to:
% 67.64/32.47  																									| (266) $false
% 67.64/32.47  																									|
% 67.64/32.47  																									|-The branch is then unsatisfiable
% 67.64/32.47  																								|-Branch two:
% 67.64/32.47  																								| (411)  ~ (all_0_50_50 = e3)
% 67.64/32.47  																								| (418) all_0_51_51 = e3 | all_0_53_53 = e3
% 67.64/32.47  																								|
% 67.64/32.47  																									+-Applying beta-rule and splitting (418), into two cases.
% 67.64/32.47  																									|-Branch one:
% 67.64/32.47  																									| (660) all_0_51_51 = e3
% 67.64/32.47  																									|
% 67.64/32.47  																										| Equations (660) can reduce 61 to:
% 67.64/32.47  																										| (405)  ~ (all_0_42_42 = e3)
% 67.64/32.47  																										|
% 67.64/32.47  																										| Equations (660) can reduce 475 to:
% 67.64/32.47  																										| (277)  ~ (e4 = e3)
% 67.64/32.47  																										|
% 67.64/32.47  																										| Simplifying 277 yields:
% 67.64/32.47  																										| (188)  ~ (e4 = e3)
% 67.64/32.47  																										|
% 67.64/32.47  																										| Equations (660) can reduce 115 to:
% 67.64/32.47  																										| (80)  ~ (e3 = e0)
% 67.64/32.47  																										|
% 67.64/32.47  																										+-Applying beta-rule and splitting (123), into two cases.
% 67.64/32.47  																										|-Branch one:
% 67.64/32.47  																										| (1794) all_0_46_46 = e2
% 67.64/32.47  																										|
% 67.64/32.47  																											| Equations (1794) can reduce 300 to:
% 67.64/32.47  																											| (266) $false
% 67.64/32.47  																											|
% 67.64/32.47  																											|-The branch is then unsatisfiable
% 67.64/32.47  																										|-Branch two:
% 67.64/32.47  																										| (300)  ~ (all_0_46_46 = e2)
% 67.64/32.47  																										| (1797) all_0_46_46 = e4 | all_0_46_46 = e3 | all_0_46_46 = e1 | all_0_46_46 = e0
% 67.64/32.47  																										|
% 67.64/32.47  																											+-Applying beta-rule and splitting (164), into two cases.
% 67.64/32.47  																											|-Branch one:
% 67.64/32.47  																											| (471) all_0_39_39 = e4
% 67.64/32.47  																											|
% 67.64/32.47  																												| Combining equations (471,317) yields a new equation:
% 67.64/32.47  																												| (322) e4 = e2
% 67.64/32.47  																												|
% 67.64/32.47  																												| Simplifying 322 yields:
% 67.64/32.47  																												| (323) e4 = e2
% 67.64/32.47  																												|
% 67.64/32.47  																												| Equations (323) can reduce 48 to:
% 67.64/32.47  																												| (266) $false
% 67.64/32.47  																												|
% 67.64/32.47  																												|-The branch is then unsatisfiable
% 67.64/32.47  																											|-Branch two:
% 67.64/32.47  																											| (1377)  ~ (all_0_39_39 = e4)
% 67.64/32.47  																											| (2115) all_0_42_42 = e4 | all_0_47_47 = e4 | all_0_51_51 = e4 | all_0_56_56 = e4
% 67.64/32.47  																											|
% 67.64/32.47  																												+-Applying beta-rule and splitting (2115), into two cases.
% 67.64/32.47  																												|-Branch one:
% 67.64/32.47  																												| (1392) all_0_42_42 = e4
% 67.64/32.47  																												|
% 67.64/32.47  																													| Equations (1392) can reduce 1890 to:
% 67.64/32.47  																													| (266) $false
% 67.64/32.47  																													|
% 67.64/32.47  																													|-The branch is then unsatisfiable
% 67.64/32.47  																												|-Branch two:
% 67.64/32.47  																												| (1890)  ~ (all_0_42_42 = e4)
% 67.64/32.47  																												| (2246) all_0_47_47 = e4 | all_0_51_51 = e4 | all_0_56_56 = e4
% 67.64/32.47  																												|
% 67.64/32.47  																													+-Applying beta-rule and splitting (1797), into two cases.
% 67.64/32.47  																													|-Branch one:
% 67.64/32.47  																													| (770) all_0_46_46 = e4
% 67.64/32.47  																													|
% 67.64/32.47  																														| Equations (770) can reduce 250 to:
% 67.64/32.47  																														| (266) $false
% 67.64/32.47  																														|
% 67.64/32.47  																														|-The branch is then unsatisfiable
% 67.64/32.47  																													|-Branch two:
% 67.64/32.47  																													| (250)  ~ (all_0_46_46 = e4)
% 67.64/32.47  																													| (1801) all_0_46_46 = e3 | all_0_46_46 = e1 | all_0_46_46 = e0
% 67.64/32.47  																													|
% 67.64/32.47  																														+-Applying beta-rule and splitting (1801), into two cases.
% 67.64/32.47  																														|-Branch one:
% 67.64/32.47  																														| (538) all_0_46_46 = e0
% 67.64/32.47  																														|
% 67.64/32.47  																															| Equations (538) can reduce 831 to:
% 67.64/32.47  																															| (266) $false
% 67.64/32.47  																															|
% 67.64/32.47  																															|-The branch is then unsatisfiable
% 67.64/32.47  																														|-Branch two:
% 67.64/32.47  																														| (831)  ~ (all_0_46_46 = e0)
% 67.64/32.47  																														| (1838) all_0_46_46 = e3 | all_0_46_46 = e1
% 67.64/32.47  																														|
% 67.64/32.47  																															+-Applying beta-rule and splitting (1838), into two cases.
% 67.64/32.47  																															|-Branch one:
% 67.64/32.47  																															| (545) all_0_46_46 = e1
% 67.64/32.47  																															|
% 67.64/32.47  																																| Equations (545) can reduce 43 to:
% 67.64/32.47  																																| (457)  ~ (all_0_41_41 = e1)
% 67.64/32.47  																																|
% 67.64/32.47  																																| Equations (545) can reduce 19 to:
% 67.64/32.47  																																| (461)  ~ (all_0_47_47 = e1)
% 67.64/32.47  																																|
% 67.64/32.47  																																| Simplifying 461 yields:
% 67.64/32.47  																																| (462)  ~ (all_0_47_47 = e1)
% 67.64/32.47  																																|
% 67.64/32.47  																																| Equations (545) can reduce 409 to:
% 67.64/32.47  																																| (467)  ~ (e3 = e1)
% 67.64/32.47  																																|
% 67.64/32.47  																																| Simplifying 467 yields:
% 67.64/32.47  																																| (213)  ~ (e3 = e1)
% 67.64/32.47  																																|
% 67.64/32.47  																																| Equations (545) can reduce 300 to:
% 67.64/32.47  																																| (604)  ~ (e2 = e1)
% 67.64/32.47  																																|
% 67.64/32.47  																																| Simplifying 604 yields:
% 67.64/32.47  																																| (122)  ~ (e2 = e1)
% 67.64/32.47  																																|
% 67.64/32.47  																																+-Applying beta-rule and splitting (2246), into two cases.
% 67.64/32.47  																																|-Branch one:
% 67.64/32.47  																																| (1790) all_0_47_47 = e4
% 67.64/32.47  																																|
% 67.64/32.47  																																	| Equations (1790) can reduce 91 to:
% 67.64/32.47  																																	| (476)  ~ (all_0_56_56 = e4)
% 67.64/32.47  																																	|
% 67.64/32.47  																																	| Simplifying 476 yields:
% 67.64/32.47  																																	| (477)  ~ (all_0_56_56 = e4)
% 67.64/32.47  																																	|
% 67.64/32.47  																																	| Equations (1790) can reduce 462 to:
% 67.64/32.47  																																	| (110)  ~ (e4 = e1)
% 67.64/32.47  																																	|
% 67.64/32.47  																																	| Equations (1790) can reduce 678 to:
% 67.64/32.47  																																	| (49)  ~ (e4 = e0)
% 67.64/32.47  																																	|
% 67.64/32.47  																																	+-Applying beta-rule and splitting (113), into two cases.
% 67.64/32.47  																																	|-Branch one:
% 67.64/32.47  																																	| (403) all_0_41_41 = e3
% 67.64/32.47  																																	|
% 67.64/32.47  																																		+-Applying beta-rule and splitting (165), into two cases.
% 67.64/32.47  																																		|-Branch one:
% 67.64/32.47  																																		| (794) all_0_41_41 = e0
% 67.64/32.47  																																		|
% 67.64/32.47  																																			| Combining equations (794,403) yields a new equation:
% 67.64/32.47  																																			| (676) e3 = e0
% 67.64/32.47  																																			|
% 67.64/32.47  																																			| Equations (676) can reduce 80 to:
% 67.64/32.47  																																			| (266) $false
% 67.64/32.47  																																			|
% 67.64/32.47  																																			|-The branch is then unsatisfiable
% 67.64/32.47  																																		|-Branch two:
% 67.64/32.47  																																		| (357)  ~ (all_0_41_41 = e0)
% 67.64/32.47  																																		| (6761) all_0_42_42 = e0 | all_0_43_43 = e0 | all_0_44_44 = e0
% 67.64/32.47  																																		|
% 67.64/32.47  																																			| Equations (403) can reduce 357 to:
% 67.64/32.47  																																			| (80)  ~ (e3 = e0)
% 67.64/32.47  																																			|
% 67.64/32.47  																																			+-Applying beta-rule and splitting (163), into two cases.
% 67.64/32.47  																																			|-Branch one:
% 67.64/32.47  																																			| (565) all_0_52_52 = e4
% 67.64/32.47  																																			|
% 67.64/32.47  																																				| Combining equations (642,565) yields a new equation:
% 67.64/32.47  																																				| (630) e4 = e1
% 67.64/32.47  																																				|
% 67.64/32.47  																																				| Equations (630) can reduce 110 to:
% 67.64/32.47  																																				| (266) $false
% 67.64/32.47  																																				|
% 67.64/32.47  																																				|-The branch is then unsatisfiable
% 67.64/32.47  																																			|-Branch two:
% 67.64/32.47  																																			| (780)  ~ (all_0_52_52 = e4)
% 67.64/32.47  																																			| (781) (all_0_41_41 = e0 & all_0_58_58 = e3 &  ~ (all_0_44_44 = e3)) | (all_0_41_41 = e0 & all_0_58_58 = e3 &  ~ (all_0_55_55 = e0)) | (all_0_47_47 = e1 & all_0_52_52 = e2 &  ~ (all_0_48_48 = e2)) | (all_0_47_47 = e1 & all_0_52_52 = e2 &  ~ (all_0_51_51 = e1)) | (all_0_47_47 = e0 & all_0_58_58 = e2 &  ~ (all_0_49_49 = e2)) | (all_0_47_47 = e0 & all_0_58_58 = e2 &  ~ (all_0_56_56 = e0))
% 67.64/32.47  																																			|
% 67.64/32.47  																																				+-Applying beta-rule and splitting (781), into two cases.
% 67.64/32.47  																																				|-Branch one:
% 67.64/32.47  																																				| (789) (all_0_41_41 = e0 & all_0_58_58 = e3 &  ~ (all_0_44_44 = e3)) | (all_0_41_41 = e0 & all_0_58_58 = e3 &  ~ (all_0_55_55 = e0)) | (all_0_47_47 = e1 & all_0_52_52 = e2 &  ~ (all_0_48_48 = e2)) | (all_0_47_47 = e1 & all_0_52_52 = e2 &  ~ (all_0_51_51 = e1)) | (all_0_47_47 = e0 & all_0_58_58 = e2 &  ~ (all_0_49_49 = e2))
% 67.64/32.47  																																				|
% 67.64/32.47  																																					+-Applying beta-rule and splitting (789), into two cases.
% 67.64/32.47  																																					|-Branch one:
% 67.64/32.47  																																					| (790) (all_0_41_41 = e0 & all_0_58_58 = e3 &  ~ (all_0_44_44 = e3)) | (all_0_41_41 = e0 & all_0_58_58 = e3 &  ~ (all_0_55_55 = e0)) | (all_0_47_47 = e1 & all_0_52_52 = e2 &  ~ (all_0_48_48 = e2)) | (all_0_47_47 = e1 & all_0_52_52 = e2 &  ~ (all_0_51_51 = e1))
% 67.64/32.47  																																					|
% 67.64/32.47  																																						+-Applying beta-rule and splitting (790), into two cases.
% 67.64/32.47  																																						|-Branch one:
% 67.64/32.47  																																						| (791) (all_0_41_41 = e0 & all_0_58_58 = e3 &  ~ (all_0_44_44 = e3)) | (all_0_41_41 = e0 & all_0_58_58 = e3 &  ~ (all_0_55_55 = e0)) | (all_0_47_47 = e1 & all_0_52_52 = e2 &  ~ (all_0_48_48 = e2))
% 67.64/32.47  																																						|
% 67.64/32.47  																																							+-Applying beta-rule and splitting (791), into two cases.
% 67.64/32.47  																																							|-Branch one:
% 67.64/32.47  																																							| (792) (all_0_41_41 = e0 & all_0_58_58 = e3 &  ~ (all_0_44_44 = e3)) | (all_0_41_41 = e0 & all_0_58_58 = e3 &  ~ (all_0_55_55 = e0))
% 67.64/32.47  																																							|
% 67.64/32.47  																																								+-Applying beta-rule and splitting (792), into two cases.
% 67.64/32.47  																																								|-Branch one:
% 67.64/32.47  																																								| (793) all_0_41_41 = e0 & all_0_58_58 = e3 &  ~ (all_0_44_44 = e3)
% 67.64/32.47  																																								|
% 67.64/32.47  																																									| Applying alpha-rule on (793) yields:
% 67.64/32.47  																																									| (794) all_0_41_41 = e0
% 67.64/32.47  																																									| (795) all_0_58_58 = e3
% 67.64/32.47  																																									| (407)  ~ (all_0_44_44 = e3)
% 67.64/32.47  																																									|
% 67.64/32.47  																																									| Combining equations (794,403) yields a new equation:
% 67.64/32.47  																																									| (676) e3 = e0
% 67.64/32.47  																																									|
% 67.64/32.47  																																									| Equations (676) can reduce 80 to:
% 67.64/32.47  																																									| (266) $false
% 67.64/32.47  																																									|
% 67.64/32.47  																																									|-The branch is then unsatisfiable
% 67.64/32.47  																																								|-Branch two:
% 67.64/32.47  																																								| (800) all_0_41_41 = e0 & all_0_58_58 = e3 &  ~ (all_0_55_55 = e0)
% 67.64/32.47  																																								|
% 67.64/32.47  																																									| Applying alpha-rule on (800) yields:
% 67.64/32.47  																																									| (794) all_0_41_41 = e0
% 67.64/32.47  																																									| (795) all_0_58_58 = e3
% 67.64/32.47  																																									| (803)  ~ (all_0_55_55 = e0)
% 67.64/32.47  																																									|
% 67.64/32.47  																																									| Combining equations (794,403) yields a new equation:
% 67.64/32.47  																																									| (676) e3 = e0
% 67.64/32.47  																																									|
% 67.64/32.47  																																									| Equations (676) can reduce 80 to:
% 67.64/32.47  																																									| (266) $false
% 67.64/32.47  																																									|
% 67.64/32.47  																																									|-The branch is then unsatisfiable
% 67.64/32.47  																																							|-Branch two:
% 67.64/32.47  																																							| (807) all_0_47_47 = e1 & all_0_52_52 = e2 &  ~ (all_0_48_48 = e2)
% 67.64/32.47  																																							|
% 67.64/32.47  																																								| Applying alpha-rule on (807) yields:
% 67.64/32.47  																																								| (654) all_0_47_47 = e1
% 67.64/32.47  																																								| (352) all_0_52_52 = e2
% 67.64/32.47  																																								| (810)  ~ (all_0_48_48 = e2)
% 67.64/32.47  																																								|
% 67.64/32.47  																																								| Combining equations (642,352) yields a new equation:
% 67.64/32.47  																																								| (617) e2 = e1
% 67.64/32.47  																																								|
% 67.64/32.47  																																								| Equations (617) can reduce 122 to:
% 67.64/32.47  																																								| (266) $false
% 67.64/32.47  																																								|
% 67.64/32.47  																																								|-The branch is then unsatisfiable
% 67.64/32.47  																																						|-Branch two:
% 67.64/32.47  																																						| (813) all_0_47_47 = e1 & all_0_52_52 = e2 &  ~ (all_0_51_51 = e1)
% 67.64/32.47  																																						|
% 67.64/32.47  																																							| Applying alpha-rule on (813) yields:
% 67.64/32.47  																																							| (654) all_0_47_47 = e1
% 67.64/32.47  																																							| (352) all_0_52_52 = e2
% 67.64/32.47  																																							| (464)  ~ (all_0_51_51 = e1)
% 67.64/32.47  																																							|
% 67.64/32.47  																																							| Combining equations (642,352) yields a new equation:
% 67.64/32.47  																																							| (617) e2 = e1
% 67.64/32.47  																																							|
% 67.64/32.47  																																							| Equations (617) can reduce 122 to:
% 67.64/32.47  																																							| (266) $false
% 67.64/32.47  																																							|
% 67.64/32.47  																																							|-The branch is then unsatisfiable
% 67.64/32.47  																																					|-Branch two:
% 67.64/32.47  																																					| (819) all_0_47_47 = e0 & all_0_58_58 = e2 &  ~ (all_0_49_49 = e2)
% 67.64/32.47  																																					|
% 67.64/32.47  																																						| Applying alpha-rule on (819) yields:
% 67.64/32.47  																																						| (674) all_0_47_47 = e0
% 67.64/32.47  																																						| (624) all_0_58_58 = e2
% 67.64/32.47  																																						| (340)  ~ (all_0_49_49 = e2)
% 67.64/32.47  																																						|
% 67.64/32.47  																																						| Combining equations (674,1790) yields a new equation:
% 67.64/32.47  																																						| (397) e4 = e0
% 67.64/32.47  																																						|
% 67.64/32.47  																																						| Equations (397) can reduce 49 to:
% 67.64/32.47  																																						| (266) $false
% 67.64/32.47  																																						|
% 67.64/32.47  																																						|-The branch is then unsatisfiable
% 67.64/32.47  																																				|-Branch two:
% 67.64/32.47  																																				| (825) all_0_47_47 = e0 & all_0_58_58 = e2 &  ~ (all_0_56_56 = e0)
% 67.64/32.47  																																				|
% 67.64/32.47  																																					| Applying alpha-rule on (825) yields:
% 67.64/32.47  																																					| (674) all_0_47_47 = e0
% 67.64/32.47  																																					| (624) all_0_58_58 = e2
% 67.64/32.47  																																					| (828)  ~ (all_0_56_56 = e0)
% 67.64/32.47  																																					|
% 67.64/32.47  																																					| Combining equations (674,1790) yields a new equation:
% 67.64/32.47  																																					| (397) e4 = e0
% 67.64/32.47  																																					|
% 67.64/32.47  																																					| Equations (397) can reduce 49 to:
% 67.64/32.47  																																					| (266) $false
% 67.64/32.47  																																					|
% 67.64/32.47  																																					|-The branch is then unsatisfiable
% 67.64/32.47  																																	|-Branch two:
% 67.64/32.47  																																	| (1898)  ~ (all_0_41_41 = e3)
% 67.64/32.47  																																	| (1899) all_0_42_42 = e3 | all_0_44_44 = e3
% 67.64/32.47  																																	|
% 67.64/32.47  																																		+-Applying beta-rule and splitting (27), into two cases.
% 67.64/32.47  																																		|-Branch one:
% 67.64/32.47  																																		| (437) all_0_41_41 = e4
% 67.64/32.47  																																		|
% 67.64/32.47  																																			| Equations (437) can reduce 440 to:
% 67.64/32.47  																																			| (266) $false
% 67.64/32.47  																																			|
% 67.64/32.47  																																			|-The branch is then unsatisfiable
% 67.64/32.47  																																		|-Branch two:
% 67.64/32.47  																																		| (440)  ~ (all_0_41_41 = e4)
% 67.64/32.47  																																		| (4049) all_0_41_41 = e3 | all_0_41_41 = e1 | all_0_41_41 = e0
% 67.64/32.47  																																		|
% 67.64/32.47  																																			+-Applying beta-rule and splitting (1899), into two cases.
% 67.64/32.47  																																			|-Branch one:
% 67.64/32.47  																																			| (516) all_0_42_42 = e3
% 67.64/32.47  																																			|
% 67.64/32.47  																																				| Equations (516) can reduce 405 to:
% 67.64/32.47  																																				| (266) $false
% 67.64/32.47  																																				|
% 67.64/32.47  																																				|-The branch is then unsatisfiable
% 67.64/32.47  																																			|-Branch two:
% 67.64/32.47  																																			| (405)  ~ (all_0_42_42 = e3)
% 67.64/32.47  																																			| (532) all_0_44_44 = e3
% 67.64/32.47  																																			|
% 67.64/32.47  																																				| Equations (532) can reduce 149 to:
% 67.64/32.47  																																				| (1898)  ~ (all_0_41_41 = e3)
% 67.64/32.47  																																				|
% 67.64/32.47  																																				| Equations (532) can reduce 181 to:
% 67.64/32.47  																																				| (275)  ~ (all_0_58_58 = e3)
% 67.64/32.47  																																				|
% 67.64/32.47  																																				| Simplifying 275 yields:
% 67.64/32.47  																																				| (276)  ~ (all_0_58_58 = e3)
% 67.64/32.47  																																				|
% 67.64/32.47  																																				| Equations (532) can reduce 147 to:
% 67.64/32.47  																																				| (212)  ~ (e3 = e2)
% 67.64/32.47  																																				|
% 67.64/32.47  																																				+-Applying beta-rule and splitting (144), into two cases.
% 67.64/32.47  																																				|-Branch one:
% 67.64/32.47  																																				| (403) all_0_41_41 = e3
% 67.64/32.47  																																				|
% 67.64/32.47  																																					| Equations (403) can reduce 1898 to:
% 67.64/32.47  																																					| (266) $false
% 67.64/32.47  																																					|
% 67.64/32.47  																																					|-The branch is then unsatisfiable
% 67.64/32.48  																																				|-Branch two:
% 67.64/32.48  																																				| (1898)  ~ (all_0_41_41 = e3)
% 67.64/32.48  																																				| (1923) all_0_46_46 = e3 | all_0_50_50 = e3 | all_0_55_55 = e3
% 67.64/32.48  																																				|
% 67.64/32.48  																																					+-Applying beta-rule and splitting (4049), into two cases.
% 67.64/32.48  																																					|-Branch one:
% 67.64/32.48  																																					| (794) all_0_41_41 = e0
% 67.64/32.48  																																					|
% 67.64/32.48  																																						| Equations (794) can reduce 191 to:
% 67.64/32.48  																																						| (4444)  ~ (all_0_55_55 = e0)
% 67.64/32.48  																																						|
% 67.64/32.48  																																						| Simplifying 4444 yields:
% 67.64/32.48  																																						| (803)  ~ (all_0_55_55 = e0)
% 67.64/32.48  																																						|
% 67.64/32.48  																																						| Equations (794) can reduce 85 to:
% 67.64/32.48  																																						| (365)  ~ (e2 = e0)
% 67.64/32.48  																																						|
% 67.64/32.48  																																						| Simplifying 365 yields:
% 67.64/32.48  																																						| (128)  ~ (e2 = e0)
% 67.64/32.48  																																						|
% 67.64/32.48  																																						+-Applying beta-rule and splitting (125), into two cases.
% 67.64/32.48  																																						|-Branch one:
% 67.64/32.48  																																						| (858) all_0_55_55 = e0
% 67.64/32.48  																																						|
% 67.64/32.48  																																							| Equations (858) can reduce 803 to:
% 67.64/32.48  																																							| (266) $false
% 67.64/32.48  																																							|
% 67.64/32.48  																																							|-The branch is then unsatisfiable
% 67.64/32.48  																																						|-Branch two:
% 67.64/32.48  																																						| (803)  ~ (all_0_55_55 = e0)
% 67.64/32.48  																																						| (863) all_0_56_56 = e0 | all_0_57_57 = e0 | all_0_58_58 = e0
% 67.64/32.48  																																						|
% 67.64/32.48  																																							+-Applying beta-rule and splitting (104), into two cases.
% 67.64/32.48  																																							|-Branch one:
% 67.64/32.48  																																							| (480) all_0_39_39 = e0
% 67.64/32.48  																																							|
% 67.64/32.48  																																								| Combining equations (480,317) yields a new equation:
% 67.64/32.48  																																								| (330) e2 = e0
% 67.64/32.48  																																								|
% 67.64/32.48  																																								| Equations (330) can reduce 128 to:
% 67.64/32.48  																																								| (266) $false
% 67.64/32.48  																																								|
% 67.64/32.48  																																								|-The branch is then unsatisfiable
% 67.64/32.48  																																							|-Branch two:
% 67.64/32.48  																																							| (484)  ~ (all_0_39_39 = e0)
% 67.64/32.48  																																							| (558) all_0_42_42 = e0 | all_0_47_47 = e0 | all_0_56_56 = e0
% 67.64/32.48  																																							|
% 67.64/32.48  																																								| Equations (317) can reduce 484 to:
% 67.64/32.48  																																								| (128)  ~ (e2 = e0)
% 67.64/32.48  																																								|
% 67.64/32.48  																																								+-Applying beta-rule and splitting (163), into two cases.
% 67.64/32.48  																																								|-Branch one:
% 67.64/32.48  																																								| (565) all_0_52_52 = e4
% 67.64/32.48  																																								|
% 67.64/32.48  																																									| Combining equations (642,565) yields a new equation:
% 67.64/32.48  																																									| (630) e4 = e1
% 67.64/32.48  																																									|
% 67.64/32.48  																																									| Equations (630) can reduce 110 to:
% 67.64/32.48  																																									| (266) $false
% 67.64/32.48  																																									|
% 67.64/32.48  																																									|-The branch is then unsatisfiable
% 67.64/32.48  																																								|-Branch two:
% 67.64/32.48  																																								| (780)  ~ (all_0_52_52 = e4)
% 67.64/32.48  																																								| (781) (all_0_41_41 = e0 & all_0_58_58 = e3 &  ~ (all_0_44_44 = e3)) | (all_0_41_41 = e0 & all_0_58_58 = e3 &  ~ (all_0_55_55 = e0)) | (all_0_47_47 = e1 & all_0_52_52 = e2 &  ~ (all_0_48_48 = e2)) | (all_0_47_47 = e1 & all_0_52_52 = e2 &  ~ (all_0_51_51 = e1)) | (all_0_47_47 = e0 & all_0_58_58 = e2 &  ~ (all_0_49_49 = e2)) | (all_0_47_47 = e0 & all_0_58_58 = e2 &  ~ (all_0_56_56 = e0))
% 67.64/32.48  																																								|
% 67.64/32.48  																																									+-Applying beta-rule and splitting (863), into two cases.
% 67.64/32.48  																																									|-Branch one:
% 67.64/32.48  																																									| (679) all_0_56_56 = e0
% 67.64/32.48  																																									|
% 67.64/32.48  																																										| Equations (679) can reduce 477 to:
% 67.64/32.48  																																										| (401)  ~ (e4 = e0)
% 67.64/32.48  																																										|
% 67.64/32.48  																																										| Simplifying 401 yields:
% 67.64/32.48  																																										| (49)  ~ (e4 = e0)
% 67.64/32.48  																																										|
% 67.64/32.48  																																										+-Applying beta-rule and splitting (781), into two cases.
% 67.64/32.48  																																										|-Branch one:
% 67.64/32.48  																																										| (789) (all_0_41_41 = e0 & all_0_58_58 = e3 &  ~ (all_0_44_44 = e3)) | (all_0_41_41 = e0 & all_0_58_58 = e3 &  ~ (all_0_55_55 = e0)) | (all_0_47_47 = e1 & all_0_52_52 = e2 &  ~ (all_0_48_48 = e2)) | (all_0_47_47 = e1 & all_0_52_52 = e2 &  ~ (all_0_51_51 = e1)) | (all_0_47_47 = e0 & all_0_58_58 = e2 &  ~ (all_0_49_49 = e2))
% 67.64/32.48  																																										|
% 67.64/32.48  																																											+-Applying beta-rule and splitting (789), into two cases.
% 67.64/32.48  																																											|-Branch one:
% 67.64/32.48  																																											| (790) (all_0_41_41 = e0 & all_0_58_58 = e3 &  ~ (all_0_44_44 = e3)) | (all_0_41_41 = e0 & all_0_58_58 = e3 &  ~ (all_0_55_55 = e0)) | (all_0_47_47 = e1 & all_0_52_52 = e2 &  ~ (all_0_48_48 = e2)) | (all_0_47_47 = e1 & all_0_52_52 = e2 &  ~ (all_0_51_51 = e1))
% 67.64/32.48  																																											|
% 67.64/32.48  																																												+-Applying beta-rule and splitting (790), into two cases.
% 67.64/32.48  																																												|-Branch one:
% 67.64/32.48  																																												| (791) (all_0_41_41 = e0 & all_0_58_58 = e3 &  ~ (all_0_44_44 = e3)) | (all_0_41_41 = e0 & all_0_58_58 = e3 &  ~ (all_0_55_55 = e0)) | (all_0_47_47 = e1 & all_0_52_52 = e2 &  ~ (all_0_48_48 = e2))
% 67.64/32.48  																																												|
% 67.64/32.48  																																													+-Applying beta-rule and splitting (791), into two cases.
% 67.64/32.48  																																													|-Branch one:
% 67.64/32.48  																																													| (792) (all_0_41_41 = e0 & all_0_58_58 = e3 &  ~ (all_0_44_44 = e3)) | (all_0_41_41 = e0 & all_0_58_58 = e3 &  ~ (all_0_55_55 = e0))
% 67.64/32.48  																																													|
% 67.64/32.48  																																														+-Applying beta-rule and splitting (792), into two cases.
% 67.64/32.48  																																														|-Branch one:
% 67.64/32.48  																																														| (793) all_0_41_41 = e0 & all_0_58_58 = e3 &  ~ (all_0_44_44 = e3)
% 67.64/32.48  																																														|
% 67.64/32.48  																																															| Applying alpha-rule on (793) yields:
% 67.64/32.48  																																															| (794) all_0_41_41 = e0
% 67.64/32.48  																																															| (795) all_0_58_58 = e3
% 67.64/32.48  																																															| (407)  ~ (all_0_44_44 = e3)
% 67.64/32.48  																																															|
% 67.64/32.48  																																															| Equations (795) can reduce 276 to:
% 67.64/32.48  																																															| (266) $false
% 67.64/32.48  																																															|
% 67.64/32.48  																																															|-The branch is then unsatisfiable
% 67.64/32.48  																																														|-Branch two:
% 67.64/32.48  																																														| (800) all_0_41_41 = e0 & all_0_58_58 = e3 &  ~ (all_0_55_55 = e0)
% 67.64/32.48  																																														|
% 67.64/32.48  																																															| Applying alpha-rule on (800) yields:
% 67.64/32.48  																																															| (794) all_0_41_41 = e0
% 67.64/32.48  																																															| (795) all_0_58_58 = e3
% 67.64/32.48  																																															| (803)  ~ (all_0_55_55 = e0)
% 67.64/32.48  																																															|
% 67.64/32.48  																																															| Equations (795) can reduce 276 to:
% 67.64/32.48  																																															| (266) $false
% 67.64/32.48  																																															|
% 67.64/32.48  																																															|-The branch is then unsatisfiable
% 67.64/32.48  																																													|-Branch two:
% 67.64/32.48  																																													| (807) all_0_47_47 = e1 & all_0_52_52 = e2 &  ~ (all_0_48_48 = e2)
% 67.64/32.48  																																													|
% 67.64/32.48  																																														| Applying alpha-rule on (807) yields:
% 67.64/32.48  																																														| (654) all_0_47_47 = e1
% 67.64/32.48  																																														| (352) all_0_52_52 = e2
% 67.64/32.48  																																														| (810)  ~ (all_0_48_48 = e2)
% 67.64/32.48  																																														|
% 67.64/32.48  																																														| Combining equations (352,642) yields a new equation:
% 67.64/32.48  																																														| (616) e2 = e1
% 67.64/32.48  																																														|
% 67.64/32.48  																																														| Simplifying 616 yields:
% 67.64/32.48  																																														| (617) e2 = e1
% 67.64/32.48  																																														|
% 67.64/32.48  																																														| Equations (617) can reduce 122 to:
% 67.64/32.48  																																														| (266) $false
% 67.64/32.48  																																														|
% 67.64/32.48  																																														|-The branch is then unsatisfiable
% 67.64/32.48  																																												|-Branch two:
% 67.64/32.48  																																												| (813) all_0_47_47 = e1 & all_0_52_52 = e2 &  ~ (all_0_51_51 = e1)
% 67.64/32.48  																																												|
% 67.64/32.48  																																													| Applying alpha-rule on (813) yields:
% 67.64/32.48  																																													| (654) all_0_47_47 = e1
% 67.64/32.48  																																													| (352) all_0_52_52 = e2
% 67.64/32.48  																																													| (464)  ~ (all_0_51_51 = e1)
% 67.64/32.48  																																													|
% 67.64/32.48  																																													| Combining equations (352,642) yields a new equation:
% 67.64/32.48  																																													| (616) e2 = e1
% 67.64/32.48  																																													|
% 67.64/32.48  																																													| Simplifying 616 yields:
% 67.64/32.48  																																													| (617) e2 = e1
% 67.64/32.48  																																													|
% 67.64/32.48  																																													| Equations (617) can reduce 122 to:
% 67.64/32.48  																																													| (266) $false
% 67.64/32.48  																																													|
% 67.64/32.48  																																													|-The branch is then unsatisfiable
% 67.64/32.48  																																											|-Branch two:
% 67.64/32.48  																																											| (819) all_0_47_47 = e0 & all_0_58_58 = e2 &  ~ (all_0_49_49 = e2)
% 67.64/32.48  																																											|
% 67.64/32.48  																																												| Applying alpha-rule on (819) yields:
% 67.64/32.48  																																												| (674) all_0_47_47 = e0
% 67.64/32.48  																																												| (624) all_0_58_58 = e2
% 67.64/32.48  																																												| (340)  ~ (all_0_49_49 = e2)
% 67.64/32.48  																																												|
% 67.64/32.48  																																												| Combining equations (1790,674) yields a new equation:
% 67.64/32.48  																																												| (481) e4 = e0
% 67.64/32.48  																																												|
% 67.64/32.48  																																												| Simplifying 481 yields:
% 67.64/32.48  																																												| (397) e4 = e0
% 67.64/32.48  																																												|
% 67.64/32.48  																																												| Equations (397) can reduce 49 to:
% 67.64/32.48  																																												| (266) $false
% 67.64/32.48  																																												|
% 67.64/32.48  																																												|-The branch is then unsatisfiable
% 67.64/32.48  																																										|-Branch two:
% 67.64/32.48  																																										| (825) all_0_47_47 = e0 & all_0_58_58 = e2 &  ~ (all_0_56_56 = e0)
% 67.64/32.48  																																										|
% 67.64/32.48  																																											| Applying alpha-rule on (825) yields:
% 67.64/32.48  																																											| (674) all_0_47_47 = e0
% 67.64/32.48  																																											| (624) all_0_58_58 = e2
% 67.64/32.48  																																											| (828)  ~ (all_0_56_56 = e0)
% 67.64/32.48  																																											|
% 67.64/32.48  																																											| Combining equations (1790,674) yields a new equation:
% 67.64/32.48  																																											| (481) e4 = e0
% 67.64/32.48  																																											|
% 67.64/32.48  																																											| Simplifying 481 yields:
% 67.64/32.48  																																											| (397) e4 = e0
% 67.64/32.48  																																											|
% 67.64/32.48  																																											| Equations (397) can reduce 49 to:
% 67.64/32.48  																																											| (266) $false
% 67.64/32.48  																																											|
% 67.64/32.48  																																											|-The branch is then unsatisfiable
% 67.64/32.48  																																									|-Branch two:
% 67.64/32.48  																																									| (828)  ~ (all_0_56_56 = e0)
% 67.64/32.48  																																									| (924) all_0_57_57 = e0 | all_0_58_58 = e0
% 67.64/32.48  																																									|
% 67.64/32.48  																																										+-Applying beta-rule and splitting (924), into two cases.
% 67.64/32.48  																																										|-Branch one:
% 67.64/32.48  																																										| (875) all_0_57_57 = e0
% 67.64/32.48  																																										|
% 67.64/32.48  																																											| Combining equations (875,442) yields a new equation:
% 67.64/32.48  																																											| (330) e2 = e0
% 67.64/32.48  																																											|
% 67.64/32.48  																																											| Equations (330) can reduce 128 to:
% 67.64/32.48  																																											| (266) $false
% 67.64/32.48  																																											|
% 67.64/32.48  																																											|-The branch is then unsatisfiable
% 67.64/32.48  																																										|-Branch two:
% 67.64/32.48  																																										| (364)  ~ (all_0_57_57 = e0)
% 67.64/32.48  																																										| (914) all_0_58_58 = e0
% 67.64/32.48  																																										|
% 67.64/32.48  																																											| Equations (914) can reduce 491 to:
% 67.64/32.48  																																											| (266) $false
% 67.64/32.48  																																											|
% 67.64/32.48  																																											|-The branch is then unsatisfiable
% 67.64/32.48  																																					|-Branch two:
% 67.64/32.48  																																					| (357)  ~ (all_0_41_41 = e0)
% 67.64/32.48  																																					| (4053) all_0_41_41 = e3 | all_0_41_41 = e1
% 67.64/32.48  																																					|
% 67.64/32.48  																																						+-Applying beta-rule and splitting (103), into two cases.
% 67.64/32.48  																																						|-Branch one:
% 67.64/32.48  																																						| (453) all_0_41_41 = e1
% 67.64/32.48  																																						|
% 67.64/32.48  																																							| Equations (453) can reduce 457 to:
% 67.64/32.48  																																							| (266) $false
% 67.64/32.48  																																							|
% 67.64/32.48  																																							|-The branch is then unsatisfiable
% 67.64/32.48  																																						|-Branch two:
% 67.64/32.48  																																						| (457)  ~ (all_0_41_41 = e1)
% 67.64/32.48  																																						| (458) all_0_42_42 = e1 | all_0_43_43 = e1 | all_0_44_44 = e1
% 67.64/32.48  																																						|
% 67.64/32.48  																																							+-Applying beta-rule and splitting (1923), into two cases.
% 67.64/32.48  																																							|-Branch one:
% 67.64/32.48  																																							| (1557) all_0_46_46 = e3
% 67.64/32.48  																																							|
% 67.64/32.48  																																								| Combining equations (1557,545) yields a new equation:
% 67.64/32.48  																																								| (454) e3 = e1
% 67.64/32.48  																																								|
% 67.64/32.48  																																								| Simplifying 454 yields:
% 67.64/32.48  																																								| (455) e3 = e1
% 67.64/32.48  																																								|
% 67.64/32.48  																																								| Equations (455) can reduce 213 to:
% 67.64/32.48  																																								| (266) $false
% 67.64/32.48  																																								|
% 67.64/32.48  																																								|-The branch is then unsatisfiable
% 67.64/32.48  																																							|-Branch two:
% 67.64/32.48  																																							| (409)  ~ (all_0_46_46 = e3)
% 67.64/32.48  																																							| (4042) all_0_50_50 = e3 | all_0_55_55 = e3
% 67.64/32.48  																																							|
% 67.64/32.48  																																								+-Applying beta-rule and splitting (4042), into two cases.
% 67.64/32.48  																																								|-Branch one:
% 67.64/32.48  																																								| (415) all_0_50_50 = e3
% 67.64/32.48  																																								|
% 67.64/32.48  																																									| Combining equations (415,378) yields a new equation:
% 67.64/32.48  																																									| (661) e3 = e2
% 67.64/32.48  																																									|
% 67.64/32.48  																																									| Simplifying 661 yields:
% 67.64/32.48  																																									| (662) e3 = e2
% 67.64/32.48  																																									|
% 67.64/32.48  																																									| Equations (662) can reduce 212 to:
% 67.64/32.48  																																									| (266) $false
% 67.64/32.48  																																									|
% 67.64/32.48  																																									|-The branch is then unsatisfiable
% 67.64/32.48  																																								|-Branch two:
% 67.64/32.48  																																								| (411)  ~ (all_0_50_50 = e3)
% 67.64/32.48  																																								| (2336) all_0_55_55 = e3
% 67.64/32.48  																																								|
% 67.64/32.48  																																									| Equations (2336) can reduce 191 to:
% 67.64/32.48  																																									| (1898)  ~ (all_0_41_41 = e3)
% 67.64/32.48  																																									|
% 67.64/32.48  																																									+-Applying beta-rule and splitting (4053), into two cases.
% 67.64/32.48  																																									|-Branch one:
% 67.64/32.48  																																									| (453) all_0_41_41 = e1
% 67.64/32.48  																																									|
% 67.64/32.48  																																										| Equations (453) can reduce 457 to:
% 67.64/32.48  																																										| (266) $false
% 67.64/32.48  																																										|
% 67.64/32.48  																																										|-The branch is then unsatisfiable
% 67.64/32.48  																																									|-Branch two:
% 67.64/32.48  																																									| (457)  ~ (all_0_41_41 = e1)
% 67.64/32.48  																																									| (403) all_0_41_41 = e3
% 67.64/32.48  																																									|
% 67.64/32.48  																																										| Equations (403) can reduce 1898 to:
% 67.64/32.48  																																										| (266) $false
% 67.64/32.48  																																										|
% 67.64/32.48  																																										|-The branch is then unsatisfiable
% 67.64/32.48  																																|-Branch two:
% 67.64/32.48  																																| (252)  ~ (all_0_47_47 = e4)
% 67.64/32.48  																																| (6548) all_0_51_51 = e4 | all_0_56_56 = e4
% 67.64/32.48  																																|
% 67.64/32.48  																																	+-Applying beta-rule and splitting (6548), into two cases.
% 67.64/32.48  																																	|-Branch one:
% 67.64/32.48  																																	| (1101) all_0_51_51 = e4
% 67.64/32.48  																																	|
% 67.64/32.48  																																		| Combining equations (660,1101) yields a new equation:
% 67.64/32.48  																																		| (425) e4 = e3
% 67.64/32.48  																																		|
% 67.64/32.48  																																		| Equations (425) can reduce 188 to:
% 67.64/32.48  																																		| (266) $false
% 67.64/32.48  																																		|
% 67.64/32.48  																																		|-The branch is then unsatisfiable
% 67.64/32.48  																																	|-Branch two:
% 67.64/32.48  																																	| (475)  ~ (all_0_51_51 = e4)
% 67.64/32.48  																																	| (842) all_0_56_56 = e4
% 67.64/32.48  																																	|
% 67.64/32.48  																																		| Equations (842) can reduce 477 to:
% 67.64/32.48  																																		| (266) $false
% 67.64/32.48  																																		|
% 67.64/32.48  																																		|-The branch is then unsatisfiable
% 67.64/32.48  																															|-Branch two:
% 67.64/32.48  																															| (549)  ~ (all_0_46_46 = e1)
% 67.64/32.48  																															| (1557) all_0_46_46 = e3
% 67.64/32.48  																															|
% 67.64/32.48  																																| Equations (1557) can reduce 409 to:
% 67.64/32.48  																																| (266) $false
% 67.64/32.48  																																|
% 67.64/32.48  																																|-The branch is then unsatisfiable
% 67.71/32.48  																									|-Branch two:
% 67.71/32.48  																									| (664)  ~ (all_0_51_51 = e3)
% 67.71/32.48  																									| (665) all_0_53_53 = e3
% 67.71/32.48  																									|
% 67.71/32.48  																										| Combining equations (665,1298) yields a new equation:
% 67.71/32.48  																										| (425) e4 = e3
% 67.71/32.48  																										|
% 67.71/32.48  																										| Equations (425) can reduce 188 to:
% 67.71/32.48  																										| (266) $false
% 67.71/32.48  																										|
% 67.71/32.48  																										|-The branch is then unsatisfiable
% 67.71/32.48  																							|-Branch two:
% 67.71/32.48  																							| (1453)  ~ (all_0_53_53 = e4)
% 67.71/32.48  																							| (910) all_0_58_58 = e4
% 67.71/32.48  																							|
% 67.71/32.48  																								| Equations (910) can reduce 451 to:
% 67.71/32.48  																								| (266) $false
% 67.71/32.48  																								|
% 67.71/32.48  																								|-The branch is then unsatisfiable
% 67.71/32.48  																			|-Branch two:
% 67.71/32.48  																			| (340)  ~ (all_0_49_49 = e2)
% 67.71/32.48  																			| (614) all_0_53_53 = e2 | all_0_58_58 = e2
% 67.71/32.48  																			|
% 67.71/32.48  																				+-Applying beta-rule and splitting (10171), into two cases.
% 67.71/32.48  																				|-Branch one:
% 67.71/32.48  																				| (1105) all_0_47_47 = e2
% 67.71/32.48  																				|
% 67.71/32.48  																					| Equations (1105) can reduce 338 to:
% 67.71/32.48  																					| (266) $false
% 67.71/32.48  																					|
% 67.71/32.48  																					|-The branch is then unsatisfiable
% 67.71/32.48  																				|-Branch two:
% 67.71/32.48  																				| (338)  ~ (all_0_47_47 = e2)
% 67.71/32.48  																				| (10761) all_0_48_48 = e2 | all_0_49_49 = e2
% 67.71/32.48  																				|
% 67.71/32.48  																					+-Applying beta-rule and splitting (54), into two cases.
% 67.71/32.48  																					|-Branch one:
% 67.71/32.48  																					| (583) all_0_49_49 = e2
% 67.71/32.48  																					|
% 67.71/32.48  																						| Equations (583) can reduce 340 to:
% 67.71/32.48  																						| (266) $false
% 67.71/32.48  																						|
% 67.71/32.48  																						|-The branch is then unsatisfiable
% 67.71/32.48  																					|-Branch two:
% 67.71/32.48  																					| (340)  ~ (all_0_49_49 = e2)
% 67.71/32.48  																					| (586) all_0_49_49 = e4 | all_0_49_49 = e3 | all_0_49_49 = e1 | all_0_49_49 = e0
% 67.71/32.48  																					|
% 67.71/32.48  																						+-Applying beta-rule and splitting (10761), into two cases.
% 67.71/32.48  																						|-Branch one:
% 67.71/32.48  																						| (335) all_0_48_48 = e2
% 67.71/32.48  																						|
% 67.71/32.48  																							| Combining equations (1279,335) yields a new equation:
% 67.71/32.48  																							| (330) e2 = e0
% 67.71/32.48  																							|
% 67.71/32.48  																							| Equations (330) can reduce 128 to:
% 67.71/32.48  																							| (266) $false
% 67.71/32.48  																							|
% 67.71/32.48  																							|-The branch is then unsatisfiable
% 67.71/32.48  																						|-Branch two:
% 67.71/32.48  																						| (810)  ~ (all_0_48_48 = e2)
% 67.71/32.48  																						| (583) all_0_49_49 = e2
% 67.71/32.48  																						|
% 67.71/32.48  																							| Equations (583) can reduce 340 to:
% 67.71/32.48  																							| (266) $false
% 67.71/32.48  																							|
% 67.71/32.48  																							|-The branch is then unsatisfiable
% 67.71/32.48  																	|-Branch two:
% 67.71/32.48  																	| (302)  ~ (all_0_50_50 = e2)
% 67.71/32.48  																	| (422) all_0_50_50 = e4 | all_0_50_50 = e3 | all_0_50_50 = e1
% 67.71/32.48  																	|
% 67.71/32.49  																		+-Applying beta-rule and splitting (422), into two cases.
% 67.71/32.49  																		|-Branch one:
% 67.71/32.49  																		| (775) all_0_50_50 = e4
% 67.71/32.49  																		|
% 67.71/32.49  																			| Equations (775) can reduce 566 to:
% 67.71/32.49  																			| (266) $false
% 67.71/32.49  																			|
% 67.71/32.49  																			|-The branch is then unsatisfiable
% 67.71/32.49  																		|-Branch two:
% 67.71/32.49  																		| (566)  ~ (all_0_50_50 = e4)
% 67.71/32.49  																		| (1444) all_0_50_50 = e3 | all_0_50_50 = e1
% 67.71/32.49  																		|
% 67.71/32.49  																			+-Applying beta-rule and splitting (117), into two cases.
% 67.71/32.49  																			|-Branch one:
% 67.71/32.49  																			| (292) all_0_38_38 = e2
% 67.71/32.49  																			|
% 67.71/32.49  																				| Combining equations (292,321) yields a new equation:
% 67.71/32.49  																				| (323) e4 = e2
% 67.71/32.49  																				|
% 67.71/32.49  																				| Equations (323) can reduce 48 to:
% 67.71/32.49  																				| (266) $false
% 67.71/32.49  																				|
% 67.71/32.49  																				|-The branch is then unsatisfiable
% 67.71/32.49  																			|-Branch two:
% 67.71/32.49  																			| (9600)  ~ (all_0_38_38 = e2)
% 67.71/32.49  																			| (24424) all_0_46_46 = e2 | all_0_50_50 = e2 | all_0_55_55 = e2
% 67.71/32.49  																			|
% 67.71/32.49  																				+-Applying beta-rule and splitting (95), into two cases.
% 67.71/32.49  																				|-Branch one:
% 67.71/32.49  																				| (378) all_0_50_50 = e2
% 67.71/32.49  																				|
% 67.71/32.49  																					| Equations (378) can reduce 302 to:
% 67.71/32.49  																					| (266) $false
% 67.71/32.49  																					|
% 67.71/32.49  																					|-The branch is then unsatisfiable
% 67.71/32.49  																				|-Branch two:
% 67.71/32.49  																				| (302)  ~ (all_0_50_50 = e2)
% 67.71/32.49  																				| (381) all_0_51_51 = e2 | all_0_52_52 = e2 | all_0_53_53 = e2
% 67.71/32.49  																				|
% 67.71/32.49  																					+-Applying beta-rule and splitting (24424), into two cases.
% 67.71/32.49  																					|-Branch one:
% 67.71/32.49  																					| (1794) all_0_46_46 = e2
% 67.71/32.49  																					|
% 67.71/32.49  																						| Equations (1794) can reduce 43 to:
% 67.71/32.49  																						| (85)  ~ (all_0_41_41 = e2)
% 67.71/32.49  																						|
% 67.71/32.49  																						+-Applying beta-rule and splitting (381), into two cases.
% 67.71/32.49  																						|-Branch one:
% 67.71/32.49  																						| (504) all_0_51_51 = e2
% 67.71/32.49  																						|
% 67.71/32.49  																							| Equations (504) can reduce 1099 to:
% 67.71/32.49  																							| (266) $false
% 67.71/32.49  																							|
% 67.71/32.49  																							|-The branch is then unsatisfiable
% 67.71/32.49  																						|-Branch two:
% 67.71/32.49  																						| (1099)  ~ (all_0_51_51 = e2)
% 67.71/32.49  																						| (1152) all_0_52_52 = e2 | all_0_53_53 = e2
% 67.71/32.49  																						|
% 67.71/32.49  																							+-Applying beta-rule and splitting (1152), into two cases.
% 67.71/32.49  																							|-Branch one:
% 67.71/32.49  																							| (352) all_0_52_52 = e2
% 67.71/32.49  																							|
% 67.71/32.49  																								| Combining equations (352,642) yields a new equation:
% 67.71/32.49  																								| (616) e2 = e1
% 67.71/32.49  																								|
% 67.71/32.49  																								| Simplifying 616 yields:
% 67.71/32.49  																								| (617) e2 = e1
% 67.71/32.49  																								|
% 67.71/32.49  																								| Equations (617) can reduce 122 to:
% 67.71/32.49  																								| (266) $false
% 67.71/32.49  																								|
% 67.71/32.49  																								|-The branch is then unsatisfiable
% 67.71/32.49  																							|-Branch two:
% 67.71/32.49  																							| (342)  ~ (all_0_52_52 = e2)
% 67.71/32.49  																							| (607) all_0_53_53 = e2
% 67.71/32.49  																							|
% 67.71/32.49  																								| Equations (607) can reduce 190 to:
% 67.71/32.49  																								| (302)  ~ (all_0_50_50 = e2)
% 67.71/32.49  																								|
% 67.71/32.49  																								| Equations (607) can reduce 6 to:
% 67.71/32.49  																								| (1099)  ~ (all_0_51_51 = e2)
% 67.71/32.49  																								|
% 67.71/32.49  																								| Equations (607) can reduce 10 to:
% 67.71/32.49  																								| (1186)  ~ (all_0_58_58 = e2)
% 67.71/32.49  																								|
% 67.71/32.49  																								| Simplifying 1186 yields:
% 67.71/32.49  																								| (908)  ~ (all_0_58_58 = e2)
% 67.71/32.49  																								|
% 67.71/32.49  																								| Equations (607) can reduce 1459 to:
% 67.71/32.49  																								| (122)  ~ (e2 = e1)
% 67.71/32.49  																								|
% 67.71/32.49  																								+-Applying beta-rule and splitting (1444), into two cases.
% 67.71/32.49  																								|-Branch one:
% 67.71/32.49  																								| (601) all_0_50_50 = e1
% 67.71/32.49  																								|
% 67.71/32.49  																									| Equations (601) can reduce 759 to:
% 67.71/32.49  																									| (266) $false
% 67.71/32.49  																									|
% 67.71/32.49  																									|-The branch is then unsatisfiable
% 67.71/32.49  																								|-Branch two:
% 67.71/32.49  																								| (759)  ~ (all_0_50_50 = e1)
% 67.71/32.49  																								| (415) all_0_50_50 = e3
% 67.71/32.49  																								|
% 67.71/32.49  																									| Equations (415) can reduce 221 to:
% 67.71/32.49  																									| (1898)  ~ (all_0_41_41 = e3)
% 67.71/32.49  																									|
% 67.71/32.49  																									| Equations (415) can reduce 59 to:
% 67.71/32.49  																									| (1925)  ~ (all_0_51_51 = e3)
% 67.71/32.49  																									|
% 67.71/32.49  																									| Simplifying 1925 yields:
% 67.71/32.49  																									| (664)  ~ (all_0_51_51 = e3)
% 67.71/32.49  																									|
% 67.71/32.49  																									| Equations (415) can reduce 302 to:
% 67.71/32.49  																									| (212)  ~ (e3 = e2)
% 67.71/32.49  																									|
% 67.71/32.49  																									| From (415) and (242) follows:
% 67.71/32.49  																									| (1934) op(e1, e3) = e3
% 67.71/32.49  																									|
% 67.71/32.49  																									+-Applying beta-rule and splitting (7), into two cases.
% 67.71/32.49  																									|-Branch one:
% 67.71/32.49  																									| (504) all_0_51_51 = e2
% 67.71/32.49  																									|
% 67.71/32.49  																										| Equations (504) can reduce 1099 to:
% 67.71/32.49  																										| (266) $false
% 67.71/32.49  																										|
% 67.71/32.49  																										|-The branch is then unsatisfiable
% 67.71/32.49  																									|-Branch two:
% 67.71/32.49  																									| (1099)  ~ (all_0_51_51 = e2)
% 67.71/32.49  																									| (1100) all_0_51_51 = e4 | all_0_51_51 = e3 | all_0_51_51 = e1
% 67.71/32.49  																									|
% 67.71/32.49  																										+-Applying beta-rule and splitting (1100), into two cases.
% 67.71/32.49  																										|-Branch one:
% 67.71/32.49  																										| (1101) all_0_51_51 = e4
% 67.71/32.49  																										|
% 67.71/32.49  																											| Equations (1101) can reduce 1099 to:
% 67.71/32.49  																											| (48)  ~ (e4 = e2)
% 67.71/32.49  																											|
% 67.71/32.49  																											| Equations (1101) can reduce 464 to:
% 67.71/32.49  																											| (110)  ~ (e4 = e1)
% 67.71/32.49  																											|
% 67.71/32.49  																											| Equations (1101) can reduce 115 to:
% 67.71/32.49  																											| (49)  ~ (e4 = e0)
% 67.71/32.49  																											|
% 67.71/32.49  																											| From (1101) and (186) follows:
% 67.71/32.49  																											| (13720) op(e1, e2) = e4
% 67.71/32.49  																											|
% 67.71/32.49  																											+-Applying beta-rule and splitting (150), into two cases.
% 67.71/32.49  																											|-Branch one:
% 67.71/32.49  																											| (1378) all_0_40_40 = e4
% 67.71/32.49  																											|
% 67.71/32.49  																												| Combining equations (1378,485) yields a new equation:
% 67.71/32.49  																												| (481) e4 = e0
% 67.71/32.49  																												|
% 67.71/32.49  																												| Simplifying 481 yields:
% 67.71/32.49  																												| (397) e4 = e0
% 67.71/32.49  																												|
% 67.71/32.49  																												| Equations (397) can reduce 49 to:
% 67.71/32.49  																												| (266) $false
% 67.71/32.49  																												|
% 67.71/32.49  																												|-The branch is then unsatisfiable
% 67.71/32.49  																											|-Branch two:
% 67.71/32.49  																											| (447)  ~ (all_0_40_40 = e4)
% 67.71/32.49  																											| (2271) all_0_44_44 = e4 | all_0_49_49 = e4 | all_0_53_53 = e4 | all_0_58_58 = e4
% 67.71/32.49  																											|
% 67.71/32.49  																												+-Applying beta-rule and splitting (2271), into two cases.
% 67.71/32.49  																												|-Branch one:
% 67.71/32.49  																												| (446) all_0_44_44 = e4
% 67.71/32.49  																												|
% 67.71/32.49  																													| Equations (446) can reduce 1390 to:
% 67.71/32.49  																													| (266) $false
% 67.71/32.49  																													|
% 67.71/32.49  																													|-The branch is then unsatisfiable
% 67.71/32.49  																												|-Branch two:
% 67.71/32.49  																												| (1390)  ~ (all_0_44_44 = e4)
% 67.71/32.49  																												| (7998) all_0_49_49 = e4 | all_0_53_53 = e4 | all_0_58_58 = e4
% 67.71/32.49  																												|
% 67.71/32.49  																													+-Applying beta-rule and splitting (7998), into two cases.
% 67.71/32.49  																													|-Branch one:
% 67.71/32.49  																													| (974) all_0_49_49 = e4
% 67.71/32.49  																													|
% 67.71/32.49  																														| Equations (974) can reduce 9 to:
% 67.71/32.49  																														| (1390)  ~ (all_0_44_44 = e4)
% 67.71/32.49  																														|
% 67.71/32.49  																														| Equations (974) can reduce 119 to:
% 67.71/32.49  																														| (450)  ~ (all_0_58_58 = e4)
% 67.71/32.49  																														|
% 67.71/32.49  																														| Simplifying 450 yields:
% 67.71/32.49  																														| (451)  ~ (all_0_58_58 = e4)
% 67.71/32.49  																														|
% 67.71/32.49  																														| Equations (974) can reduce 525 to:
% 67.71/32.49  																														| (188)  ~ (e4 = e3)
% 67.71/32.49  																														|
% 67.71/32.49  																														| Equations (974) can reduce 487 to:
% 67.71/32.49  																														| (49)  ~ (e4 = e0)
% 67.71/32.49  																														|
% 67.71/32.49  																														| From (974) and (55) follows:
% 67.71/32.49  																														| (61486) op(e2, e0) = e4
% 67.71/32.49  																														|
% 67.71/32.49  																														+-Applying beta-rule and splitting (135), into two cases.
% 67.71/32.49  																														|-Branch one:
% 67.71/32.49  																														| (545) all_0_46_46 = e1
% 67.71/32.49  																														|
% 67.71/32.49  																															| Combining equations (545,1794) yields a new equation:
% 67.71/32.49  																															| (617) e2 = e1
% 67.71/32.49  																															|
% 67.71/32.49  																															| Equations (617) can reduce 122 to:
% 67.71/32.49  																															| (266) $false
% 67.71/32.49  																															|
% 67.71/32.49  																															|-The branch is then unsatisfiable
% 67.71/32.49  																														|-Branch two:
% 67.71/32.49  																														| (549)  ~ (all_0_46_46 = e1)
% 67.71/32.49  																														| (550) all_0_47_47 = e1 | all_0_48_48 = e1 | all_0_49_49 = e1
% 67.71/32.49  																														|
% 67.71/32.49  																															+-Applying beta-rule and splitting (550), into two cases.
% 67.71/32.49  																															|-Branch one:
% 67.71/32.49  																															| (654) all_0_47_47 = e1
% 67.71/32.49  																															|
% 67.71/32.49  																																| Equations (654) can reduce 1091 to:
% 67.71/32.49  																																| (467)  ~ (e3 = e1)
% 67.71/32.49  																																|
% 67.71/32.49  																																| Simplifying 467 yields:
% 67.71/32.49  																																| (213)  ~ (e3 = e1)
% 67.71/32.49  																																|
% 67.71/32.49  																																+-Applying beta-rule and splitting (113), into two cases.
% 67.71/32.49  																																|-Branch one:
% 67.71/32.49  																																| (403) all_0_41_41 = e3
% 67.71/32.49  																																|
% 67.71/32.49  																																	| Equations (403) can reduce 1898 to:
% 67.71/32.49  																																	| (266) $false
% 67.71/32.49  																																	|
% 67.71/32.49  																																	|-The branch is then unsatisfiable
% 67.71/32.49  																																|-Branch two:
% 67.71/32.49  																																| (1898)  ~ (all_0_41_41 = e3)
% 67.71/32.49  																																| (1899) all_0_42_42 = e3 | all_0_44_44 = e3
% 67.71/32.49  																																|
% 67.71/32.49  																																	+-Applying beta-rule and splitting (189), into two cases.
% 67.71/32.49  																																	|-Branch one:
% 67.71/32.49  																																	| (532) all_0_44_44 = e3
% 67.71/32.49  																																	|
% 67.71/32.49  																																		| Equations (532) can reduce 73 to:
% 67.71/32.49  																																		| (405)  ~ (all_0_42_42 = e3)
% 67.71/32.49  																																		|
% 67.71/32.49  																																		| Equations (532) can reduce 1390 to:
% 67.71/32.49  																																		| (277)  ~ (e4 = e3)
% 67.71/32.49  																																		|
% 67.71/32.49  																																		| Simplifying 277 yields:
% 67.71/32.49  																																		| (188)  ~ (e4 = e3)
% 67.71/32.49  																																		|
% 67.71/32.49  																																		+-Applying beta-rule and splitting (180), into two cases.
% 67.71/32.49  																																		|-Branch one:
% 67.71/32.49  																																		| (516) all_0_42_42 = e3
% 67.71/32.49  																																		|
% 67.71/32.49  																																			| Equations (516) can reduce 405 to:
% 67.71/32.49  																																			| (266) $false
% 67.71/32.49  																																			|
% 67.71/32.49  																																			|-The branch is then unsatisfiable
% 67.71/32.49  																																		|-Branch two:
% 67.71/32.49  																																		| (405)  ~ (all_0_42_42 = e3)
% 67.71/32.49  																																		| (521) all_0_47_47 = e3 | all_0_51_51 = e3 | all_0_56_56 = e3
% 67.71/32.49  																																		|
% 67.71/32.49  																																			+-Applying beta-rule and splitting (108), into two cases.
% 67.71/32.49  																																			|-Branch one:
% 67.71/32.49  																																			| (624) all_0_58_58 = e2
% 67.71/32.49  																																			|
% 67.71/32.49  																																				| Equations (624) can reduce 908 to:
% 67.71/32.49  																																				| (266) $false
% 67.71/32.49  																																				|
% 67.71/32.49  																																				|-The branch is then unsatisfiable
% 67.71/32.49  																																			|-Branch two:
% 67.71/32.49  																																			| (908)  ~ (all_0_58_58 = e2)
% 67.71/32.49  																																			| (909) all_0_58_58 = e4 | all_0_58_58 = e3 | all_0_58_58 = e1 | all_0_58_58 = e0
% 67.71/32.49  																																			|
% 67.71/32.49  																																				+-Applying beta-rule and splitting (521), into two cases.
% 67.71/32.49  																																				|-Branch one:
% 67.71/32.49  																																				| (522) all_0_47_47 = e3
% 67.71/32.49  																																				|
% 67.71/32.49  																																					| Combining equations (522,654) yields a new equation:
% 67.71/32.49  																																					| (454) e3 = e1
% 67.71/32.49  																																					|
% 67.71/32.49  																																					| Simplifying 454 yields:
% 67.71/32.49  																																					| (455) e3 = e1
% 67.71/32.49  																																					|
% 67.71/32.49  																																					| Equations (455) can reduce 213 to:
% 67.71/32.49  																																					| (266) $false
% 67.71/32.49  																																					|
% 67.71/32.49  																																					|-The branch is then unsatisfiable
% 67.71/32.49  																																				|-Branch two:
% 67.71/32.49  																																				| (1091)  ~ (all_0_47_47 = e3)
% 67.71/32.49  																																				| (1092) all_0_51_51 = e3 | all_0_56_56 = e3
% 67.71/32.49  																																				|
% 67.71/32.49  																																					+-Applying beta-rule and splitting (1092), into two cases.
% 67.71/32.49  																																					|-Branch one:
% 67.71/32.49  																																					| (660) all_0_51_51 = e3
% 67.71/32.49  																																					|
% 67.71/32.49  																																						| Combining equations (1101,660) yields a new equation:
% 67.71/32.49  																																						| (424) e4 = e3
% 67.71/32.49  																																						|
% 67.71/32.49  																																						| Simplifying 424 yields:
% 67.71/32.49  																																						| (425) e4 = e3
% 67.71/32.49  																																						|
% 67.71/32.49  																																						| Equations (425) can reduce 188 to:
% 67.71/32.49  																																						| (266) $false
% 67.71/32.49  																																						|
% 67.71/32.49  																																						|-The branch is then unsatisfiable
% 67.71/32.49  																																					|-Branch two:
% 67.71/32.49  																																					| (664)  ~ (all_0_51_51 = e3)
% 67.71/32.49  																																					| (1097) all_0_56_56 = e3
% 67.71/32.49  																																					|
% 67.71/32.49  																																						| Equations (1097) can reduce 44 to:
% 67.71/32.49  																																						| (275)  ~ (all_0_58_58 = e3)
% 67.71/32.49  																																						|
% 67.71/32.49  																																						| Simplifying 275 yields:
% 67.71/32.49  																																						| (276)  ~ (all_0_58_58 = e3)
% 67.71/32.49  																																						|
% 67.71/32.49  																																						+-Applying beta-rule and splitting (909), into two cases.
% 67.71/32.49  																																						|-Branch one:
% 67.71/32.49  																																						| (910) all_0_58_58 = e4
% 67.71/32.49  																																						|
% 67.71/32.49  																																							| Equations (910) can reduce 451 to:
% 67.71/32.49  																																							| (266) $false
% 67.71/32.49  																																							|
% 67.71/32.49  																																							|-The branch is then unsatisfiable
% 67.71/32.49  																																						|-Branch two:
% 67.71/32.49  																																						| (451)  ~ (all_0_58_58 = e4)
% 67.71/32.49  																																						| (913) all_0_58_58 = e3 | all_0_58_58 = e1 | all_0_58_58 = e0
% 67.71/32.49  																																						|
% 67.71/32.49  																																							+-Applying beta-rule and splitting (913), into two cases.
% 67.71/32.49  																																							|-Branch one:
% 67.71/32.49  																																							| (914) all_0_58_58 = e0
% 67.71/32.49  																																							|
% 67.71/32.49  																																								| Equations (914) can reduce 491 to:
% 67.71/32.49  																																								| (266) $false
% 67.71/32.49  																																								|
% 67.71/32.49  																																								|-The branch is then unsatisfiable
% 67.71/32.49  																																							|-Branch two:
% 67.71/32.49  																																							| (491)  ~ (all_0_58_58 = e0)
% 67.71/32.49  																																							| (917) all_0_58_58 = e3 | all_0_58_58 = e1
% 67.71/32.49  																																							|
% 67.71/32.49  																																								+-Applying beta-rule and splitting (917), into two cases.
% 67.71/32.49  																																								|-Branch one:
% 67.71/32.49  																																								| (918) all_0_58_58 = e1
% 67.71/32.49  																																								|
% 67.71/32.49  																																									| Equations (918) can reduce 451 to:
% 67.71/32.49  																																									| (602)  ~ (e4 = e1)
% 67.71/32.49  																																									|
% 67.71/32.49  																																									| Simplifying 602 yields:
% 67.71/32.49  																																									| (110)  ~ (e4 = e1)
% 67.71/32.49  																																									|
% 67.71/32.49  																																									| Equations (918) can reduce 276 to:
% 67.71/32.49  																																									| (467)  ~ (e3 = e1)
% 67.71/32.49  																																									|
% 67.71/32.49  																																									| Simplifying 467 yields:
% 67.71/32.49  																																									| (213)  ~ (e3 = e1)
% 67.71/32.49  																																									|
% 67.71/32.49  																																									| Equations (918) can reduce 908 to:
% 67.71/32.49  																																									| (604)  ~ (e2 = e1)
% 67.71/32.49  																																									|
% 67.71/32.49  																																									| Simplifying 604 yields:
% 67.71/32.49  																																									| (122)  ~ (e2 = e1)
% 67.71/32.49  																																									|
% 67.71/32.50  																																									| Equations (918) can reduce 491 to:
% 67.71/32.50  																																									| (233)  ~ (e1 = e0)
% 67.71/32.50  																																									|
% 67.71/32.50  																																									+-Applying beta-rule and splitting (163), into two cases.
% 67.71/32.50  																																									|-Branch one:
% 67.71/32.50  																																									| (565) all_0_52_52 = e4
% 67.71/32.50  																																									|
% 67.71/32.50  																																										| Combining equations (565,642) yields a new equation:
% 67.71/32.50  																																										| (636) e4 = e1
% 67.71/32.50  																																										|
% 67.71/32.50  																																										| Simplifying 636 yields:
% 67.71/32.50  																																										| (630) e4 = e1
% 67.71/32.50  																																										|
% 67.71/32.50  																																										| Equations (630) can reduce 110 to:
% 67.71/32.50  																																										| (266) $false
% 67.71/32.50  																																										|
% 67.71/32.50  																																										|-The branch is then unsatisfiable
% 67.71/32.50  																																									|-Branch two:
% 67.71/32.50  																																									| (780)  ~ (all_0_52_52 = e4)
% 67.71/32.50  																																									| (781) (all_0_41_41 = e0 & all_0_58_58 = e3 &  ~ (all_0_44_44 = e3)) | (all_0_41_41 = e0 & all_0_58_58 = e3 &  ~ (all_0_55_55 = e0)) | (all_0_47_47 = e1 & all_0_52_52 = e2 &  ~ (all_0_48_48 = e2)) | (all_0_47_47 = e1 & all_0_52_52 = e2 &  ~ (all_0_51_51 = e1)) | (all_0_47_47 = e0 & all_0_58_58 = e2 &  ~ (all_0_49_49 = e2)) | (all_0_47_47 = e0 & all_0_58_58 = e2 &  ~ (all_0_56_56 = e0))
% 67.71/32.50  																																									|
% 67.71/32.50  																																										+-Applying beta-rule and splitting (781), into two cases.
% 67.71/32.50  																																										|-Branch one:
% 67.71/32.50  																																										| (789) (all_0_41_41 = e0 & all_0_58_58 = e3 &  ~ (all_0_44_44 = e3)) | (all_0_41_41 = e0 & all_0_58_58 = e3 &  ~ (all_0_55_55 = e0)) | (all_0_47_47 = e1 & all_0_52_52 = e2 &  ~ (all_0_48_48 = e2)) | (all_0_47_47 = e1 & all_0_52_52 = e2 &  ~ (all_0_51_51 = e1)) | (all_0_47_47 = e0 & all_0_58_58 = e2 &  ~ (all_0_49_49 = e2))
% 67.71/32.50  																																										|
% 67.71/32.50  																																											+-Applying beta-rule and splitting (789), into two cases.
% 67.71/32.50  																																											|-Branch one:
% 67.71/32.50  																																											| (790) (all_0_41_41 = e0 & all_0_58_58 = e3 &  ~ (all_0_44_44 = e3)) | (all_0_41_41 = e0 & all_0_58_58 = e3 &  ~ (all_0_55_55 = e0)) | (all_0_47_47 = e1 & all_0_52_52 = e2 &  ~ (all_0_48_48 = e2)) | (all_0_47_47 = e1 & all_0_52_52 = e2 &  ~ (all_0_51_51 = e1))
% 67.71/32.50  																																											|
% 67.71/32.50  																																												+-Applying beta-rule and splitting (790), into two cases.
% 67.71/32.50  																																												|-Branch one:
% 67.71/32.50  																																												| (791) (all_0_41_41 = e0 & all_0_58_58 = e3 &  ~ (all_0_44_44 = e3)) | (all_0_41_41 = e0 & all_0_58_58 = e3 &  ~ (all_0_55_55 = e0)) | (all_0_47_47 = e1 & all_0_52_52 = e2 &  ~ (all_0_48_48 = e2))
% 67.71/32.50  																																												|
% 67.71/32.50  																																													+-Applying beta-rule and splitting (791), into two cases.
% 67.71/32.50  																																													|-Branch one:
% 67.71/32.50  																																													| (792) (all_0_41_41 = e0 & all_0_58_58 = e3 &  ~ (all_0_44_44 = e3)) | (all_0_41_41 = e0 & all_0_58_58 = e3 &  ~ (all_0_55_55 = e0))
% 67.71/32.50  																																													|
% 67.71/32.50  																																														+-Applying beta-rule and splitting (792), into two cases.
% 67.71/32.50  																																														|-Branch one:
% 67.71/32.50  																																														| (793) all_0_41_41 = e0 & all_0_58_58 = e3 &  ~ (all_0_44_44 = e3)
% 67.71/32.50  																																														|
% 67.71/32.50  																																															| Applying alpha-rule on (793) yields:
% 67.71/32.50  																																															| (794) all_0_41_41 = e0
% 67.71/32.50  																																															| (795) all_0_58_58 = e3
% 67.71/32.50  																																															| (407)  ~ (all_0_44_44 = e3)
% 67.71/32.50  																																															|
% 67.71/32.50  																																															| Combining equations (795,918) yields a new equation:
% 67.71/32.50  																																															| (454) e3 = e1
% 67.71/32.50  																																															|
% 67.71/32.50  																																															| Simplifying 454 yields:
% 67.71/32.50  																																															| (455) e3 = e1
% 67.71/32.50  																																															|
% 67.71/32.50  																																															| Equations (455) can reduce 213 to:
% 67.71/32.50  																																															| (266) $false
% 67.71/32.50  																																															|
% 67.71/32.50  																																															|-The branch is then unsatisfiable
% 67.71/32.50  																																														|-Branch two:
% 67.71/32.50  																																														| (800) all_0_41_41 = e0 & all_0_58_58 = e3 &  ~ (all_0_55_55 = e0)
% 67.71/32.50  																																														|
% 67.71/32.50  																																															| Applying alpha-rule on (800) yields:
% 67.71/32.50  																																															| (794) all_0_41_41 = e0
% 67.71/32.50  																																															| (795) all_0_58_58 = e3
% 67.71/32.50  																																															| (803)  ~ (all_0_55_55 = e0)
% 67.71/32.50  																																															|
% 67.71/32.50  																																															| Combining equations (795,918) yields a new equation:
% 67.71/32.50  																																															| (454) e3 = e1
% 67.71/32.50  																																															|
% 67.71/32.50  																																															| Simplifying 454 yields:
% 67.71/32.50  																																															| (455) e3 = e1
% 67.71/32.50  																																															|
% 67.71/32.50  																																															| Equations (455) can reduce 213 to:
% 67.71/32.50  																																															| (266) $false
% 67.71/32.50  																																															|
% 67.71/32.50  																																															|-The branch is then unsatisfiable
% 67.71/32.50  																																													|-Branch two:
% 67.71/32.50  																																													| (807) all_0_47_47 = e1 & all_0_52_52 = e2 &  ~ (all_0_48_48 = e2)
% 67.71/32.50  																																													|
% 67.71/32.50  																																														| Applying alpha-rule on (807) yields:
% 67.71/32.50  																																														| (654) all_0_47_47 = e1
% 67.71/32.50  																																														| (352) all_0_52_52 = e2
% 67.71/32.50  																																														| (810)  ~ (all_0_48_48 = e2)
% 67.71/32.50  																																														|
% 67.71/32.50  																																														| Combining equations (352,642) yields a new equation:
% 67.71/32.50  																																														| (616) e2 = e1
% 67.71/32.50  																																														|
% 67.71/32.50  																																														| Simplifying 616 yields:
% 67.71/32.50  																																														| (617) e2 = e1
% 67.71/32.50  																																														|
% 67.71/32.50  																																														| Equations (617) can reduce 122 to:
% 67.71/32.50  																																														| (266) $false
% 67.71/32.50  																																														|
% 67.71/32.50  																																														|-The branch is then unsatisfiable
% 67.71/32.50  																																												|-Branch two:
% 67.71/32.50  																																												| (813) all_0_47_47 = e1 & all_0_52_52 = e2 &  ~ (all_0_51_51 = e1)
% 67.71/32.50  																																												|
% 67.71/32.50  																																													| Applying alpha-rule on (813) yields:
% 67.71/32.50  																																													| (654) all_0_47_47 = e1
% 67.71/32.50  																																													| (352) all_0_52_52 = e2
% 67.71/32.50  																																													| (464)  ~ (all_0_51_51 = e1)
% 67.71/32.50  																																													|
% 67.71/32.50  																																													| Combining equations (352,642) yields a new equation:
% 67.71/32.50  																																													| (616) e2 = e1
% 67.71/32.50  																																													|
% 67.71/32.50  																																													| Simplifying 616 yields:
% 67.71/32.50  																																													| (617) e2 = e1
% 67.71/32.50  																																													|
% 67.71/32.50  																																													| Equations (617) can reduce 122 to:
% 67.71/32.50  																																													| (266) $false
% 67.71/32.50  																																													|
% 67.71/32.50  																																													|-The branch is then unsatisfiable
% 67.71/32.50  																																											|-Branch two:
% 67.71/32.50  																																											| (819) all_0_47_47 = e0 & all_0_58_58 = e2 &  ~ (all_0_49_49 = e2)
% 67.71/32.50  																																											|
% 67.71/32.50  																																												| Applying alpha-rule on (819) yields:
% 67.71/32.50  																																												| (674) all_0_47_47 = e0
% 67.71/32.50  																																												| (624) all_0_58_58 = e2
% 67.71/32.50  																																												| (340)  ~ (all_0_49_49 = e2)
% 67.71/32.50  																																												|
% 67.71/32.50  																																												| Combining equations (654,674) yields a new equation:
% 67.71/32.50  																																												| (546) e1 = e0
% 67.71/32.50  																																												|
% 67.71/32.50  																																												| Simplifying 546 yields:
% 67.71/32.50  																																												| (431) e1 = e0
% 67.71/32.50  																																												|
% 67.71/32.50  																																												| Equations (431) can reduce 233 to:
% 67.71/32.50  																																												| (266) $false
% 67.71/32.50  																																												|
% 67.71/32.50  																																												|-The branch is then unsatisfiable
% 67.71/32.50  																																										|-Branch two:
% 67.71/32.50  																																										| (825) all_0_47_47 = e0 & all_0_58_58 = e2 &  ~ (all_0_56_56 = e0)
% 67.71/32.50  																																										|
% 67.71/32.50  																																											| Applying alpha-rule on (825) yields:
% 67.71/32.50  																																											| (674) all_0_47_47 = e0
% 67.71/32.50  																																											| (624) all_0_58_58 = e2
% 67.71/32.50  																																											| (828)  ~ (all_0_56_56 = e0)
% 67.71/32.50  																																											|
% 67.71/32.50  																																											| Combining equations (654,674) yields a new equation:
% 67.71/32.50  																																											| (546) e1 = e0
% 67.71/32.50  																																											|
% 67.71/32.50  																																											| Simplifying 546 yields:
% 67.71/32.50  																																											| (431) e1 = e0
% 67.71/32.50  																																											|
% 67.71/32.50  																																											| Equations (431) can reduce 233 to:
% 67.71/32.50  																																											| (266) $false
% 67.71/32.50  																																											|
% 67.71/32.50  																																											|-The branch is then unsatisfiable
% 67.71/32.50  																																								|-Branch two:
% 67.71/32.50  																																								| (880)  ~ (all_0_58_58 = e1)
% 67.71/32.50  																																								| (795) all_0_58_58 = e3
% 67.71/32.50  																																								|
% 67.71/32.50  																																									| Equations (795) can reduce 276 to:
% 67.71/32.50  																																									| (266) $false
% 67.71/32.50  																																									|
% 67.71/32.50  																																									|-The branch is then unsatisfiable
% 67.71/32.50  																																	|-Branch two:
% 67.71/32.50  																																	| (407)  ~ (all_0_44_44 = e3)
% 67.71/32.50  																																	| (537) all_0_49_49 = e3 | all_0_53_53 = e3 | all_0_58_58 = e3
% 67.71/32.50  																																	|
% 67.71/32.50  																																		+-Applying beta-rule and splitting (537), into two cases.
% 67.71/32.50  																																		|-Branch one:
% 67.71/32.50  																																		| (884) all_0_49_49 = e3
% 67.71/32.50  																																		|
% 67.71/32.50  																																			| Combining equations (974,884) yields a new equation:
% 67.71/32.50  																																			| (424) e4 = e3
% 67.71/32.50  																																			|
% 67.71/32.50  																																			| Simplifying 424 yields:
% 67.71/32.50  																																			| (425) e4 = e3
% 67.71/32.50  																																			|
% 67.71/32.50  																																			| Equations (425) can reduce 188 to:
% 67.71/32.50  																																			| (266) $false
% 67.71/32.50  																																			|
% 67.71/32.50  																																			|-The branch is then unsatisfiable
% 67.71/32.50  																																		|-Branch two:
% 67.71/32.50  																																		| (525)  ~ (all_0_49_49 = e3)
% 67.71/32.50  																																		| (887) all_0_53_53 = e3 | all_0_58_58 = e3
% 67.71/32.50  																																		|
% 67.71/32.50  																																			+-Applying beta-rule and splitting (887), into two cases.
% 67.71/32.50  																																			|-Branch one:
% 67.71/32.50  																																			| (665) all_0_53_53 = e3
% 67.71/32.50  																																			|
% 67.71/32.50  																																				| Combining equations (607,665) yields a new equation:
% 67.71/32.50  																																				| (662) e3 = e2
% 67.71/32.50  																																				|
% 67.71/32.50  																																				| Equations (662) can reduce 212 to:
% 67.71/32.50  																																				| (266) $false
% 67.71/32.50  																																				|
% 67.71/32.50  																																				|-The branch is then unsatisfiable
% 67.71/32.50  																																			|-Branch two:
% 67.71/32.50  																																			| (903)  ~ (all_0_53_53 = e3)
% 67.71/32.50  																																			| (795) all_0_58_58 = e3
% 67.71/32.50  																																			|
% 67.71/32.50  																																				| Equations (795) can reduce 181 to:
% 67.71/32.50  																																				| (407)  ~ (all_0_44_44 = e3)
% 67.71/32.50  																																				|
% 67.71/32.50  																																				| Equations (795) can reduce 491 to:
% 67.71/32.50  																																				| (80)  ~ (e3 = e0)
% 67.71/32.50  																																				|
% 67.71/32.50  																																				+-Applying beta-rule and splitting (180), into two cases.
% 67.71/32.50  																																				|-Branch one:
% 67.71/32.50  																																				| (516) all_0_42_42 = e3
% 67.71/32.50  																																				|
% 67.71/32.50  																																					| Equations (516) can reduce 214 to:
% 67.71/32.50  																																					| (1898)  ~ (all_0_41_41 = e3)
% 67.71/32.50  																																					|
% 67.71/32.50  																																					| Equations (516) can reduce 73 to:
% 67.71/32.50  																																					| (406)  ~ (all_0_44_44 = e3)
% 67.71/32.50  																																					|
% 67.71/32.50  																																					| Simplifying 406 yields:
% 67.71/32.50  																																					| (407)  ~ (all_0_44_44 = e3)
% 67.71/32.50  																																					|
% 67.71/32.50  																																					+-Applying beta-rule and splitting (26), into two cases.
% 67.71/32.50  																																					|-Branch one:
% 67.71/32.50  																																					| (446) all_0_44_44 = e4
% 67.71/32.50  																																					|
% 67.71/32.50  																																						| Equations (446) can reduce 1390 to:
% 67.71/32.50  																																						| (266) $false
% 67.71/32.50  																																						|
% 67.71/32.50  																																						|-The branch is then unsatisfiable
% 67.71/32.50  																																					|-Branch two:
% 67.71/32.50  																																					| (1390)  ~ (all_0_44_44 = e4)
% 67.71/32.50  																																					| (1391) all_0_44_44 = e3 | all_0_44_44 = e1 | all_0_44_44 = e0
% 67.71/32.50  																																					|
% 67.71/32.50  																																						+-Applying beta-rule and splitting (165), into two cases.
% 67.71/32.50  																																						|-Branch one:
% 67.71/32.50  																																						| (794) all_0_41_41 = e0
% 67.71/32.50  																																						|
% 67.71/32.50  																																							| Equations (794) can reduce 149 to:
% 67.71/32.50  																																							| (359)  ~ (all_0_44_44 = e0)
% 67.71/32.50  																																							|
% 67.71/32.50  																																							| Simplifying 359 yields:
% 67.71/32.50  																																							| (360)  ~ (all_0_44_44 = e0)
% 67.71/32.50  																																							|
% 67.71/32.50  																																							| Equations (794) can reduce 191 to:
% 67.71/32.50  																																							| (4444)  ~ (all_0_55_55 = e0)
% 67.71/32.50  																																							|
% 67.71/32.50  																																							| Simplifying 4444 yields:
% 67.71/32.50  																																							| (803)  ~ (all_0_55_55 = e0)
% 67.71/32.50  																																							|
% 67.71/32.50  																																							| Equations (794) can reduce 1898 to:
% 67.71/32.50  																																							| (541)  ~ (e3 = e0)
% 67.71/32.50  																																							|
% 67.71/32.50  																																							| Simplifying 541 yields:
% 67.71/32.50  																																							| (80)  ~ (e3 = e0)
% 67.71/32.50  																																							|
% 67.71/32.50  																																							| Equations (794) can reduce 85 to:
% 67.71/32.50  																																							| (365)  ~ (e2 = e0)
% 67.71/32.50  																																							|
% 67.71/32.50  																																							| Simplifying 365 yields:
% 67.71/32.50  																																							| (128)  ~ (e2 = e0)
% 67.71/32.50  																																							|
% 67.71/32.50  																																							| From (794) and (219) follows:
% 67.71/32.50  																																							| (5573) op(e3, e3) = e0
% 67.71/32.50  																																							|
% 67.71/32.50  																																							+-Applying beta-rule and splitting (125), into two cases.
% 67.71/32.50  																																							|-Branch one:
% 67.71/32.50  																																							| (858) all_0_55_55 = e0
% 67.71/32.50  																																							|
% 67.71/32.50  																																								| Equations (858) can reduce 803 to:
% 67.71/32.50  																																								| (266) $false
% 67.71/32.50  																																								|
% 67.71/32.50  																																								|-The branch is then unsatisfiable
% 67.71/32.50  																																							|-Branch two:
% 67.71/32.50  																																							| (803)  ~ (all_0_55_55 = e0)
% 67.71/32.50  																																							| (863) all_0_56_56 = e0 | all_0_57_57 = e0 | all_0_58_58 = e0
% 67.71/32.50  																																							|
% 67.71/32.50  																																								+-Applying beta-rule and splitting (863), into two cases.
% 67.71/32.50  																																								|-Branch one:
% 67.71/32.50  																																								| (679) all_0_56_56 = e0
% 67.71/32.50  																																								|
% 67.71/32.50  																																									| Equations (679) can reduce 511 to:
% 67.71/32.50  																																									| (365)  ~ (e2 = e0)
% 67.71/32.50  																																									|
% 67.71/32.50  																																									| Simplifying 365 yields:
% 67.71/32.50  																																									| (128)  ~ (e2 = e0)
% 67.71/32.50  																																									|
% 67.71/32.50  																																									+-Applying beta-rule and splitting (1391), into two cases.
% 67.71/32.50  																																									|-Branch one:
% 67.71/32.50  																																									| (1414) all_0_44_44 = e0
% 67.71/32.50  																																									|
% 67.71/32.50  																																										| Equations (1414) can reduce 360 to:
% 67.71/32.50  																																										| (266) $false
% 67.71/32.50  																																										|
% 67.71/32.50  																																										|-The branch is then unsatisfiable
% 67.71/32.50  																																									|-Branch two:
% 67.71/32.50  																																									| (360)  ~ (all_0_44_44 = e0)
% 67.71/32.50  																																									| (1417) all_0_44_44 = e3 | all_0_44_44 = e1
% 67.71/32.50  																																									|
% 67.71/32.50  																																										+-Applying beta-rule and splitting (1417), into two cases.
% 67.71/32.50  																																										|-Branch one:
% 67.71/32.50  																																										| (635) all_0_44_44 = e1
% 67.71/32.50  																																										|
% 67.71/32.50  																																											| Equations (635) can reduce 360 to:
% 67.71/32.50  																																											| (233)  ~ (e1 = e0)
% 67.71/32.50  																																											|
% 67.71/32.50  																																											+-Applying beta-rule and splitting (56), into two cases.
% 67.71/32.50  																																											|-Branch one:
% 67.71/32.50  																																											| (696) unit = e2
% 67.71/32.50  																																											|
% 67.71/32.50  																																												| From (696) and (209) follows:
% 67.71/32.50  																																												| (7585) op(e2, e0) = e0
% 67.71/32.50  																																												|
% 67.71/32.50  																																												| From (696) and (28) follows:
% 67.71/32.50  																																												| (699) op(e1, e2) = e1
% 67.71/32.50  																																												|
% 67.71/32.50  																																												| Instantiating formula (29) with e2, e0, e0, e4 and discharging atoms op(e2, e0) = e4, op(e2, e0) = e0, yields:
% 67.71/32.50  																																												| (397) e4 = e0
% 67.71/32.50  																																												|
% 67.71/32.50  																																												| Instantiating formula (29) with e1, e2, e1, e4 and discharging atoms op(e1, e2) = e4, op(e1, e2) = e1, yields:
% 67.71/32.50  																																												| (630) e4 = e1
% 67.71/32.50  																																												|
% 67.71/32.50  																																												| Combining equations (397,630) yields a new equation:
% 67.71/32.50  																																												| (431) e1 = e0
% 67.71/32.50  																																												|
% 67.71/32.50  																																												| Equations (431) can reduce 233 to:
% 67.71/32.50  																																												| (266) $false
% 67.71/32.50  																																												|
% 67.71/32.50  																																												|-The branch is then unsatisfiable
% 67.71/32.50  																																											|-Branch two:
% 67.71/32.50  																																											| (707)  ~ (unit = e2)
% 67.71/32.50  																																											| (708) unit = e4 | unit = e3 | unit = e1 | unit = e0
% 67.71/32.50  																																											|
% 67.71/32.50  																																												+-Applying beta-rule and splitting (708), into two cases.
% 67.71/32.50  																																												|-Branch one:
% 67.71/32.50  																																												| (709) unit = e4
% 67.71/32.50  																																												|
% 67.71/32.50  																																													| From (709) and (24) follows:
% 67.71/32.50  																																													| (33325) op(e4, e3) = e3
% 67.71/32.50  																																													|
% 67.71/32.50  																																													| From (709) and (211) follows:
% 67.71/32.50  																																													| (22527) op(e4, e1) = e1
% 67.71/32.50  																																													|
% 67.71/32.50  																																													| From (709) and (32) follows:
% 67.71/32.50  																																													| (712) op(e2, e4) = e2
% 67.71/32.50  																																													|
% 67.71/32.50  																																													| From (709) and (42) follows:
% 67.71/32.50  																																													| (713) op(e0, e4) = e0
% 67.71/32.50  																																													|
% 67.71/32.50  																																													| Instantiating formula (29) with e4, e3, e3, e4 and discharging atoms op(e4, e3) = e4, op(e4, e3) = e3, yields:
% 67.71/32.50  																																													| (425) e4 = e3
% 67.71/32.50  																																													|
% 67.71/32.50  																																													| Instantiating formula (29) with e4, e1, e1, e3 and discharging atoms op(e4, e1) = e3, op(e4, e1) = e1, yields:
% 67.71/32.50  																																													| (455) e3 = e1
% 67.71/32.50  																																													|
% 67.71/32.50  																																													| Instantiating formula (29) with e2, e4, e2, e3 and discharging atoms op(e2, e4) = e3, op(e2, e4) = e2, yields:
% 67.71/32.50  																																													| (662) e3 = e2
% 67.71/32.50  																																													|
% 67.71/32.50  																																													| Instantiating formula (29) with e0, e4, e0, e4 and discharging atoms op(e0, e4) = e4, op(e0, e4) = e0, yields:
% 67.71/32.50  																																													| (397) e4 = e0
% 67.71/32.50  																																													|
% 67.71/32.50  																																													| Combining equations (425,397) yields a new equation:
% 67.71/32.50  																																													| (675) e3 = e0
% 67.71/32.50  																																													|
% 67.71/32.50  																																													| Simplifying 675 yields:
% 67.71/32.50  																																													| (676) e3 = e0
% 67.71/32.50  																																													|
% 67.71/32.50  																																													| Combining equations (676,662) yields a new equation:
% 67.71/32.50  																																													| (330) e2 = e0
% 67.71/32.50  																																													|
% 67.71/32.50  																																													| Combining equations (455,662) yields a new equation:
% 67.71/32.50  																																													| (617) e2 = e1
% 67.71/32.50  																																													|
% 67.71/32.50  																																													| Combining equations (617,330) yields a new equation:
% 67.71/32.50  																																													| (546) e1 = e0
% 67.71/32.50  																																													|
% 67.71/32.50  																																													| Simplifying 546 yields:
% 67.71/32.50  																																													| (431) e1 = e0
% 67.71/32.50  																																													|
% 67.71/32.50  																																													| Equations (431) can reduce 233 to:
% 67.71/32.50  																																													| (266) $false
% 67.71/32.50  																																													|
% 67.71/32.50  																																													|-The branch is then unsatisfiable
% 67.71/32.50  																																												|-Branch two:
% 67.71/32.50  																																												| (724)  ~ (unit = e4)
% 67.71/32.50  																																												| (725) unit = e3 | unit = e1 | unit = e0
% 67.71/32.50  																																												|
% 67.71/32.50  																																													+-Applying beta-rule and splitting (725), into two cases.
% 67.71/32.50  																																													|-Branch one:
% 67.71/32.50  																																													| (726) unit = e0
% 67.71/32.50  																																													|
% 67.71/32.50  																																														| From (726) and (211) follows:
% 67.71/32.50  																																														| (15180) op(e0, e1) = e1
% 67.71/32.50  																																														|
% 67.71/32.50  																																														| From (726) and (227) follows:
% 67.71/32.50  																																														| (3205) op(e4, e0) = e4
% 67.71/32.50  																																														|
% 67.71/32.50  																																														| From (726) and (32) follows:
% 67.71/32.50  																																														| (727) op(e2, e0) = e2
% 67.71/32.50  																																														|
% 67.71/32.50  																																														| Instantiating formula (29) with e4, e0, e4, e0 and discharging atoms op(e4, e0) = e4, op(e4, e0) = e0, yields:
% 67.71/32.50  																																														| (397) e4 = e0
% 67.71/32.50  																																														|
% 67.71/32.50  																																														| Instantiating formula (29) with e2, e0, e2, e4 and discharging atoms op(e2, e0) = e4, op(e2, e0) = e2, yields:
% 67.71/32.50  																																														| (323) e4 = e2
% 67.71/32.50  																																														|
% 67.71/32.50  																																														| Instantiating formula (29) with e0, e1, e1, e2 and discharging atoms op(e0, e1) = e2, op(e0, e1) = e1, yields:
% 67.71/32.50  																																														| (617) e2 = e1
% 67.71/32.50  																																														|
% 67.71/32.50  																																														| Combining equations (323,397) yields a new equation:
% 67.71/32.50  																																														| (391) e2 = e0
% 67.71/32.50  																																														|
% 67.71/32.50  																																														| Simplifying 391 yields:
% 67.71/32.50  																																														| (330) e2 = e0
% 67.71/32.50  																																														|
% 67.71/32.50  																																														| Combining equations (330,617) yields a new equation:
% 67.71/32.50  																																														| (431) e1 = e0
% 67.71/32.50  																																														|
% 67.71/32.50  																																														| Equations (431) can reduce 233 to:
% 67.71/32.50  																																														| (266) $false
% 67.71/32.50  																																														|
% 67.71/32.50  																																														|-The branch is then unsatisfiable
% 67.71/32.50  																																													|-Branch two:
% 67.71/32.50  																																													| (734)  ~ (unit = e0)
% 67.71/32.50  																																													| (735) unit = e3 | unit = e1
% 67.71/32.50  																																													|
% 67.71/32.50  																																														+-Applying beta-rule and splitting (735), into two cases.
% 67.71/32.50  																																														|-Branch one:
% 67.71/32.50  																																														| (736) unit = e1
% 67.71/32.50  																																														|
% 67.71/32.50  																																															| From (736) and (244) follows:
% 67.71/32.50  																																															| (738) op(e1, e4) = e4
% 67.71/32.50  																																															|
% 67.71/32.50  																																															| From (736) and (15) follows:
% 67.71/32.50  																																															| (515) op(e1, e2) = e2
% 67.71/32.50  																																															|
% 67.71/32.50  																																															| Instantiating formula (29) with e1, e4, e4, e0 and discharging atoms op(e1, e4) = e4, op(e1, e4) = e0, yields:
% 67.71/32.50  																																															| (397) e4 = e0
% 67.71/32.50  																																															|
% 67.71/32.50  																																															| Instantiating formula (29) with e1, e2, e2, e4 and discharging atoms op(e1, e2) = e4, op(e1, e2) = e2, yields:
% 67.71/32.50  																																															| (323) e4 = e2
% 67.71/32.50  																																															|
% 67.71/32.50  																																															| Combining equations (397,323) yields a new equation:
% 67.71/32.50  																																															| (330) e2 = e0
% 67.71/32.50  																																															|
% 67.71/32.50  																																															| Equations (330) can reduce 128 to:
% 67.71/32.50  																																															| (266) $false
% 67.71/32.50  																																															|
% 67.71/32.50  																																															|-The branch is then unsatisfiable
% 67.71/32.50  																																														|-Branch two:
% 67.71/32.50  																																														| (748)  ~ (unit = e1)
% 67.71/32.50  																																														| (749) unit = e3
% 67.71/32.50  																																														|
% 67.71/32.50  																																															| From (749) and (40) follows:
% 67.71/32.50  																																															| (3715) op(e3, e3) = e3
% 67.71/32.50  																																															|
% 67.71/32.50  																																															| From (749) and (28) follows:
% 67.71/32.50  																																															| (2235) op(e1, e3) = e1
% 67.71/32.50  																																															|
% 67.71/32.50  																																															| Instantiating formula (29) with e3, e3, e3, e0 and discharging atoms op(e3, e3) = e3, op(e3, e3) = e0, yields:
% 67.71/32.50  																																															| (676) e3 = e0
% 67.71/32.50  																																															|
% 67.71/32.50  																																															| Instantiating formula (29) with e1, e3, e1, e3 and discharging atoms op(e1, e3) = e3, op(e1, e3) = e1, yields:
% 67.71/32.50  																																															| (455) e3 = e1
% 67.71/32.50  																																															|
% 67.71/32.50  																																															| Combining equations (676,455) yields a new equation:
% 67.71/32.50  																																															| (431) e1 = e0
% 67.71/32.50  																																															|
% 67.71/32.50  																																															| Equations (431) can reduce 233 to:
% 67.71/32.50  																																															| (266) $false
% 67.71/32.50  																																															|
% 67.71/32.50  																																															|-The branch is then unsatisfiable
% 67.71/32.50  																																										|-Branch two:
% 67.71/32.50  																																										| (639)  ~ (all_0_44_44 = e1)
% 67.71/32.51  																																										| (532) all_0_44_44 = e3
% 67.71/32.51  																																										|
% 67.71/32.51  																																											| Equations (532) can reduce 407 to:
% 67.71/32.51  																																											| (266) $false
% 67.71/32.51  																																											|
% 67.71/32.51  																																											|-The branch is then unsatisfiable
% 67.71/32.51  																																								|-Branch two:
% 67.71/32.51  																																								| (828)  ~ (all_0_56_56 = e0)
% 67.71/32.51  																																								| (924) all_0_57_57 = e0 | all_0_58_58 = e0
% 67.71/32.51  																																								|
% 67.71/32.51  																																									+-Applying beta-rule and splitting (104), into two cases.
% 67.71/32.51  																																									|-Branch one:
% 67.71/32.51  																																									| (480) all_0_39_39 = e0
% 67.71/32.51  																																									|
% 67.71/32.51  																																										| Combining equations (480,317) yields a new equation:
% 67.71/32.51  																																										| (330) e2 = e0
% 67.71/32.51  																																										|
% 67.71/32.51  																																										| Equations (330) can reduce 128 to:
% 67.71/32.51  																																										| (266) $false
% 67.71/32.51  																																										|
% 67.71/32.51  																																										|-The branch is then unsatisfiable
% 67.71/32.51  																																									|-Branch two:
% 67.71/32.51  																																									| (484)  ~ (all_0_39_39 = e0)
% 67.71/32.51  																																									| (558) all_0_42_42 = e0 | all_0_47_47 = e0 | all_0_56_56 = e0
% 67.71/32.51  																																									|
% 67.71/32.51  																																										| Equations (317) can reduce 484 to:
% 67.71/32.51  																																										| (128)  ~ (e2 = e0)
% 67.71/32.51  																																										|
% 67.71/32.51  																																										+-Applying beta-rule and splitting (924), into two cases.
% 67.71/32.51  																																										|-Branch one:
% 67.71/32.51  																																										| (875) all_0_57_57 = e0
% 67.71/32.51  																																										|
% 67.71/32.51  																																											| Combining equations (875,442) yields a new equation:
% 67.71/32.51  																																											| (330) e2 = e0
% 67.71/32.51  																																											|
% 67.71/32.51  																																											| Equations (330) can reduce 128 to:
% 67.71/32.51  																																											| (266) $false
% 67.71/32.51  																																											|
% 67.71/32.51  																																											|-The branch is then unsatisfiable
% 67.71/32.51  																																										|-Branch two:
% 67.71/32.51  																																										| (364)  ~ (all_0_57_57 = e0)
% 67.71/32.51  																																										| (914) all_0_58_58 = e0
% 67.71/32.51  																																										|
% 67.71/32.51  																																											| Combining equations (914,795) yields a new equation:
% 67.71/32.51  																																											| (676) e3 = e0
% 67.71/32.51  																																											|
% 67.71/32.51  																																											| Equations (676) can reduce 80 to:
% 67.71/32.51  																																											| (266) $false
% 67.71/32.51  																																											|
% 67.71/32.51  																																											|-The branch is then unsatisfiable
% 67.71/32.51  																																						|-Branch two:
% 67.71/32.51  																																						| (357)  ~ (all_0_41_41 = e0)
% 67.71/32.51  																																						| (6761) all_0_42_42 = e0 | all_0_43_43 = e0 | all_0_44_44 = e0
% 67.71/32.51  																																						|
% 67.71/32.51  																																							+-Applying beta-rule and splitting (6761), into two cases.
% 67.71/32.51  																																							|-Branch one:
% 67.71/32.51  																																							| (559) all_0_42_42 = e0
% 67.71/32.51  																																							|
% 67.71/32.51  																																								| Combining equations (516,559) yields a new equation:
% 67.71/32.51  																																								| (675) e3 = e0
% 67.71/32.51  																																								|
% 67.71/32.51  																																								| Simplifying 675 yields:
% 67.71/32.51  																																								| (676) e3 = e0
% 67.71/32.51  																																								|
% 67.71/32.51  																																								| Equations (676) can reduce 80 to:
% 67.71/32.51  																																								| (266) $false
% 67.71/32.51  																																								|
% 67.71/32.51  																																								|-The branch is then unsatisfiable
% 67.71/32.51  																																							|-Branch two:
% 67.71/32.51  																																							| (358)  ~ (all_0_42_42 = e0)
% 67.71/32.51  																																							| (6766) all_0_43_43 = e0 | all_0_44_44 = e0
% 67.71/32.51  																																							|
% 67.71/32.51  																																								+-Applying beta-rule and splitting (1391), into two cases.
% 67.71/32.51  																																								|-Branch one:
% 67.71/32.51  																																								| (1414) all_0_44_44 = e0
% 67.71/32.51  																																								|
% 67.71/32.51  																																									| Equations (1414) can reduce 360 to:
% 67.71/32.51  																																									| (266) $false
% 67.71/32.51  																																									|
% 67.71/32.51  																																									|-The branch is then unsatisfiable
% 67.71/32.51  																																								|-Branch two:
% 67.71/32.51  																																								| (360)  ~ (all_0_44_44 = e0)
% 67.71/32.51  																																								| (1417) all_0_44_44 = e3 | all_0_44_44 = e1
% 67.71/32.51  																																								|
% 67.71/32.51  																																									+-Applying beta-rule and splitting (6766), into two cases.
% 67.71/32.51  																																									|-Branch one:
% 67.71/32.51  																																									| (356) all_0_43_43 = e0
% 67.71/32.51  																																									|
% 67.71/32.51  																																										| Combining equations (356,396) yields a new equation:
% 67.71/32.51  																																										| (397) e4 = e0
% 67.71/32.51  																																										|
% 67.71/32.51  																																										| Equations (397) can reduce 49 to:
% 67.71/32.51  																																										| (266) $false
% 67.71/32.51  																																										|
% 67.71/32.51  																																										|-The branch is then unsatisfiable
% 67.71/32.51  																																									|-Branch two:
% 67.71/32.51  																																									| (5470)  ~ (all_0_43_43 = e0)
% 67.71/32.51  																																									| (1414) all_0_44_44 = e0
% 67.71/32.51  																																									|
% 67.71/32.51  																																										| Equations (1414) can reduce 360 to:
% 67.71/32.51  																																										| (266) $false
% 67.71/32.51  																																										|
% 67.71/32.51  																																										|-The branch is then unsatisfiable
% 67.71/32.51  																																				|-Branch two:
% 67.71/32.51  																																				| (405)  ~ (all_0_42_42 = e3)
% 67.71/32.51  																																				| (521) all_0_47_47 = e3 | all_0_51_51 = e3 | all_0_56_56 = e3
% 67.71/32.51  																																				|
% 67.71/32.51  																																					+-Applying beta-rule and splitting (1899), into two cases.
% 67.71/32.51  																																					|-Branch one:
% 67.71/32.51  																																					| (516) all_0_42_42 = e3
% 67.71/32.51  																																					|
% 67.71/32.51  																																						| Equations (516) can reduce 405 to:
% 67.71/32.51  																																						| (266) $false
% 67.71/32.51  																																						|
% 67.71/32.51  																																						|-The branch is then unsatisfiable
% 67.71/32.51  																																					|-Branch two:
% 67.71/32.51  																																					| (405)  ~ (all_0_42_42 = e3)
% 67.71/32.51  																																					| (532) all_0_44_44 = e3
% 67.71/32.51  																																					|
% 67.71/32.51  																																						| Equations (532) can reduce 407 to:
% 67.71/32.51  																																						| (266) $false
% 67.71/32.51  																																						|
% 67.71/32.51  																																						|-The branch is then unsatisfiable
% 67.71/32.51  																															|-Branch two:
% 67.71/32.51  																															| (462)  ~ (all_0_47_47 = e1)
% 67.71/32.51  																															| (659) all_0_48_48 = e1 | all_0_49_49 = e1
% 67.71/32.51  																															|
% 67.71/32.51  																																+-Applying beta-rule and splitting (659), into two cases.
% 67.71/32.51  																																|-Branch one:
% 67.71/32.51  																																| (615) all_0_48_48 = e1
% 67.71/32.51  																																|
% 67.71/32.51  																																	| Combining equations (1279,615) yields a new equation:
% 67.71/32.51  																																	| (431) e1 = e0
% 67.71/32.51  																																	|
% 67.71/32.51  																																	| Equations (431) can reduce 233 to:
% 67.71/32.51  																																	| (266) $false
% 67.71/32.51  																																	|
% 67.71/32.51  																																	|-The branch is then unsatisfiable
% 67.71/32.51  																																|-Branch two:
% 67.71/32.51  																																| (619)  ~ (all_0_48_48 = e1)
% 67.71/32.51  																																| (671) all_0_49_49 = e1
% 67.71/32.51  																																|
% 67.71/32.51  																																	| Combining equations (974,671) yields a new equation:
% 67.71/32.51  																																	| (636) e4 = e1
% 67.71/32.51  																																	|
% 67.71/32.51  																																	| Simplifying 636 yields:
% 67.71/32.51  																																	| (630) e4 = e1
% 67.71/32.51  																																	|
% 67.71/32.51  																																	| Equations (630) can reduce 110 to:
% 67.71/32.51  																																	| (266) $false
% 67.71/32.51  																																	|
% 67.71/32.51  																																	|-The branch is then unsatisfiable
% 67.71/32.51  																													|-Branch two:
% 67.71/32.51  																													| (256)  ~ (all_0_49_49 = e4)
% 67.71/32.51  																													| (8013) all_0_53_53 = e4 | all_0_58_58 = e4
% 67.71/32.51  																													|
% 67.71/32.51  																														+-Applying beta-rule and splitting (8013), into two cases.
% 67.71/32.51  																														|-Branch one:
% 67.71/32.51  																														| (1298) all_0_53_53 = e4
% 67.71/32.51  																														|
% 67.71/32.51  																															| Combining equations (607,1298) yields a new equation:
% 67.71/32.51  																															| (323) e4 = e2
% 67.71/32.51  																															|
% 67.71/32.51  																															| Equations (323) can reduce 48 to:
% 67.71/32.51  																															| (266) $false
% 67.71/32.51  																															|
% 67.71/32.51  																															|-The branch is then unsatisfiable
% 67.71/32.51  																														|-Branch two:
% 67.71/32.51  																														| (1453)  ~ (all_0_53_53 = e4)
% 67.71/32.51  																														| (910) all_0_58_58 = e4
% 67.71/32.51  																														|
% 67.71/32.51  																															| Equations (910) can reduce 451 to:
% 67.71/32.51  																															| (266) $false
% 67.71/32.51  																															|
% 67.71/32.51  																															|-The branch is then unsatisfiable
% 67.71/32.51  																										|-Branch two:
% 67.71/32.51  																										| (475)  ~ (all_0_51_51 = e4)
% 67.71/32.51  																										| (1104) all_0_51_51 = e3 | all_0_51_51 = e1
% 67.71/32.51  																										|
% 67.71/32.51  																											+-Applying beta-rule and splitting (1104), into two cases.
% 67.71/32.51  																											|-Branch one:
% 67.71/32.51  																											| (1109) all_0_51_51 = e1
% 67.71/32.51  																											|
% 67.71/32.51  																												| Equations (1109) can reduce 464 to:
% 67.71/32.51  																												| (266) $false
% 67.71/32.51  																												|
% 67.71/32.51  																												|-The branch is then unsatisfiable
% 67.71/32.51  																											|-Branch two:
% 67.71/32.51  																											| (464)  ~ (all_0_51_51 = e1)
% 67.71/32.51  																											| (660) all_0_51_51 = e3
% 67.71/32.51  																											|
% 67.71/32.51  																												| Equations (660) can reduce 664 to:
% 67.71/32.51  																												| (266) $false
% 67.71/32.51  																												|
% 67.71/32.51  																												|-The branch is then unsatisfiable
% 67.71/32.51  																					|-Branch two:
% 67.71/32.51  																					| (300)  ~ (all_0_46_46 = e2)
% 67.71/32.51  																					| (24428) all_0_50_50 = e2 | all_0_55_55 = e2
% 67.71/32.51  																					|
% 67.71/32.51  																						+-Applying beta-rule and splitting (24428), into two cases.
% 67.71/32.51  																						|-Branch one:
% 67.71/32.51  																						| (378) all_0_50_50 = e2
% 67.71/32.51  																						|
% 67.71/32.51  																							| Equations (378) can reduce 302 to:
% 67.71/32.51  																							| (266) $false
% 67.71/32.51  																							|
% 67.71/32.51  																							|-The branch is then unsatisfiable
% 67.71/32.51  																						|-Branch two:
% 67.71/32.51  																						| (302)  ~ (all_0_50_50 = e2)
% 67.71/32.51  																						| (386) all_0_55_55 = e2
% 67.71/32.51  																						|
% 67.71/32.51  																							| Equations (386) can reduce 304 to:
% 67.71/32.51  																							| (266) $false
% 67.71/32.51  																							|
% 67.71/32.51  																							|-The branch is then unsatisfiable
% 67.71/32.51  														|-Branch two:
% 67.71/32.51  														| (399)  ~ (all_0_43_43 = e4)
% 67.71/32.51  														| (6374) all_0_43_43 = e1 | all_0_43_43 = e0
% 67.71/32.51  														|
% 67.71/32.51  															+-Applying beta-rule and splitting (230), into two cases.
% 67.71/32.51  															|-Branch one:
% 67.71/32.51  															| (396) all_0_43_43 = e4
% 67.71/32.51  															|
% 67.71/32.51  																| Equations (396) can reduce 399 to:
% 67.71/32.51  																| (266) $false
% 67.71/32.51  																|
% 67.71/32.51  																|-The branch is then unsatisfiable
% 67.71/32.51  															|-Branch two:
% 67.71/32.51  															| (399)  ~ (all_0_43_43 = e4)
% 67.71/32.51  															| (400) all_0_48_48 = e4 | all_0_52_52 = e4 | all_0_57_57 = e4
% 67.71/32.51  															|
% 67.71/32.51  																+-Applying beta-rule and splitting (400), into two cases.
% 67.71/32.51  																|-Branch one:
% 67.71/32.51  																| (943) all_0_48_48 = e4
% 67.71/32.51  																|
% 67.71/32.51  																	| Combining equations (943,1279) yields a new equation:
% 67.71/32.51  																	| (481) e4 = e0
% 67.71/32.51  																	|
% 67.71/32.51  																	| Simplifying 481 yields:
% 67.71/32.51  																	| (397) e4 = e0
% 67.71/32.51  																	|
% 67.71/32.51  																	| Equations (397) can reduce 49 to:
% 67.71/32.51  																	| (266) $false
% 67.71/32.51  																	|
% 67.71/32.51  																	|-The branch is then unsatisfiable
% 67.71/32.51  																|-Branch two:
% 67.71/32.51  																| (254)  ~ (all_0_48_48 = e4)
% 67.71/32.51  																| (947) all_0_52_52 = e4 | all_0_57_57 = e4
% 67.71/32.51  																|
% 67.71/32.51  																	+-Applying beta-rule and splitting (947), into two cases.
% 67.71/32.51  																	|-Branch one:
% 67.71/32.51  																	| (565) all_0_52_52 = e4
% 67.71/32.51  																	|
% 67.71/32.51  																		| Equations (565) can reduce 101 to:
% 67.71/32.51  																		| (566)  ~ (all_0_50_50 = e4)
% 67.71/32.51  																		|
% 67.71/32.51  																		| Equations (565) can reduce 46 to:
% 67.71/32.51  																		| (1452)  ~ (all_0_53_53 = e4)
% 67.71/32.51  																		|
% 67.71/32.51  																		| Simplifying 1452 yields:
% 67.71/32.51  																		| (1453)  ~ (all_0_53_53 = e4)
% 67.71/32.51  																		|
% 67.71/32.51  																		| Equations (565) can reduce 166 to:
% 67.71/32.51  																		| (188)  ~ (e4 = e3)
% 67.71/32.51  																		|
% 67.71/32.51  																		| Equations (565) can reduce 342 to:
% 67.71/32.51  																		| (48)  ~ (e4 = e2)
% 67.71/32.51  																		|
% 67.71/32.51  																		| Equations (565) can reduce 72 to:
% 67.71/32.51  																		| (49)  ~ (e4 = e0)
% 67.71/32.51  																		|
% 67.71/32.51  																		| From (565) and (124) follows:
% 67.71/32.51  																		| (570) op(e1, e1) = e4
% 67.71/32.51  																		|
% 67.71/32.51  																		+-Applying beta-rule and splitting (130), into two cases.
% 67.71/32.51  																		|-Branch one:
% 67.71/32.51  																		| (430) all_0_43_43 = e1
% 67.71/32.51  																		|
% 67.71/32.51  																			| Equations (430) can reduce 31 to:
% 67.71/32.51  																			| (457)  ~ (all_0_41_41 = e1)
% 67.71/32.51  																			|
% 67.71/32.51  																			| Equations (430) can reduce 240 to:
% 67.71/32.51  																			| (1380)  ~ (all_0_42_42 = e1)
% 67.71/32.51  																			|
% 67.71/32.51  																			| Equations (430) can reduce 159 to:
% 67.71/32.51  																			| (4057)  ~ (all_0_44_44 = e1)
% 67.71/32.51  																			|
% 67.71/32.51  																			| Simplifying 4057 yields:
% 67.71/32.51  																			| (639)  ~ (all_0_44_44 = e1)
% 67.71/32.51  																			|
% 67.71/32.51  																			| Equations (430) can reduce 99 to:
% 67.71/32.51  																			| (467)  ~ (e3 = e1)
% 67.71/32.51  																			|
% 67.71/32.51  																			| Simplifying 467 yields:
% 67.71/32.51  																			| (213)  ~ (e3 = e1)
% 67.71/32.51  																			|
% 67.71/32.51  																			| Equations (430) can reduce 96 to:
% 67.71/32.51  																			| (604)  ~ (e2 = e1)
% 67.71/32.51  																			|
% 67.71/32.51  																			| Simplifying 604 yields:
% 67.71/32.51  																			| (122)  ~ (e2 = e1)
% 67.71/32.51  																			|
% 67.71/32.51  																			| From (430) and (37) follows:
% 67.71/32.51  																			| (13877) op(e3, e1) = e1
% 67.71/32.51  																			|
% 67.71/32.51  																			+-Applying beta-rule and splitting (53), into two cases.
% 67.71/32.51  																			|-Branch one:
% 67.71/32.51  																			| (1794) all_0_46_46 = e2
% 67.71/32.51  																			|
% 67.71/32.51  																				| Equations (1794) can reduce 43 to:
% 67.71/32.51  																				| (85)  ~ (all_0_41_41 = e2)
% 67.71/32.51  																				|
% 67.71/32.51  																				| Equations (1794) can reduce 19 to:
% 67.71/32.51  																				| (22180)  ~ (all_0_47_47 = e2)
% 67.71/32.51  																				|
% 67.71/32.51  																				| Simplifying 22180 yields:
% 67.71/32.51  																				| (338)  ~ (all_0_47_47 = e2)
% 67.71/32.51  																				|
% 67.71/32.51  																				| Equations (1794) can reduce 35 to:
% 67.71/32.52  																				| (301)  ~ (all_0_50_50 = e2)
% 67.71/32.52  																				|
% 67.71/32.52  																				| Simplifying 301 yields:
% 67.71/32.52  																				| (302)  ~ (all_0_50_50 = e2)
% 67.71/32.52  																				|
% 67.71/32.52  																				| Equations (1794) can reduce 58 to:
% 67.71/32.52  																				| (303)  ~ (all_0_55_55 = e2)
% 67.71/32.52  																				|
% 67.71/32.52  																				| Simplifying 303 yields:
% 67.71/32.52  																				| (304)  ~ (all_0_55_55 = e2)
% 67.71/32.52  																				|
% 67.71/32.52  																				| Equations (1794) can reduce 250 to:
% 67.71/32.52  																				| (327)  ~ (e4 = e2)
% 67.71/32.52  																				|
% 67.71/32.52  																				| Simplifying 327 yields:
% 67.71/32.52  																				| (48)  ~ (e4 = e2)
% 67.71/32.52  																				|
% 67.71/32.52  																				| Equations (1794) can reduce 409 to:
% 67.71/32.52  																				| (626)  ~ (e3 = e2)
% 67.71/32.52  																				|
% 67.71/32.52  																				| Simplifying 626 yields:
% 67.71/32.52  																				| (212)  ~ (e3 = e2)
% 67.71/32.52  																				|
% 67.71/32.52  																				+-Applying beta-rule and splitting (95), into two cases.
% 67.71/32.52  																				|-Branch one:
% 67.71/32.52  																				| (378) all_0_50_50 = e2
% 67.71/32.52  																				|
% 67.71/32.52  																					| Equations (378) can reduce 302 to:
% 67.71/32.52  																					| (266) $false
% 67.71/32.52  																					|
% 67.71/32.52  																					|-The branch is then unsatisfiable
% 67.71/32.52  																				|-Branch two:
% 67.71/32.52  																				| (302)  ~ (all_0_50_50 = e2)
% 67.71/32.52  																				| (381) all_0_51_51 = e2 | all_0_52_52 = e2 | all_0_53_53 = e2
% 67.71/32.52  																				|
% 67.71/32.52  																					+-Applying beta-rule and splitting (381), into two cases.
% 67.71/32.52  																					|-Branch one:
% 67.71/32.52  																					| (504) all_0_51_51 = e2
% 67.71/32.52  																					|
% 67.71/32.52  																						| Equations (504) can reduce 1099 to:
% 67.71/32.52  																						| (266) $false
% 67.71/32.52  																						|
% 67.71/32.52  																						|-The branch is then unsatisfiable
% 67.71/32.52  																					|-Branch two:
% 67.71/32.52  																					| (1099)  ~ (all_0_51_51 = e2)
% 67.71/32.52  																					| (1152) all_0_52_52 = e2 | all_0_53_53 = e2
% 67.71/32.52  																					|
% 67.71/32.52  																						+-Applying beta-rule and splitting (1152), into two cases.
% 67.71/32.52  																						|-Branch one:
% 67.71/32.52  																						| (352) all_0_52_52 = e2
% 67.71/32.52  																						|
% 67.71/32.52  																							| Combining equations (352,565) yields a new equation:
% 67.71/32.52  																							| (323) e4 = e2
% 67.71/32.52  																							|
% 67.71/32.52  																							| Equations (323) can reduce 48 to:
% 67.71/32.52  																							| (266) $false
% 67.71/32.52  																							|
% 67.71/32.52  																							|-The branch is then unsatisfiable
% 67.71/32.52  																						|-Branch two:
% 67.71/32.52  																						| (342)  ~ (all_0_52_52 = e2)
% 67.71/32.52  																						| (607) all_0_53_53 = e2
% 67.71/32.52  																						|
% 67.71/32.52  																							| Equations (607) can reduce 220 to:
% 67.71/32.52  																							| (147)  ~ (all_0_44_44 = e2)
% 67.71/32.52  																							|
% 67.71/32.52  																							| Equations (607) can reduce 65 to:
% 67.71/32.52  																							| (340)  ~ (all_0_49_49 = e2)
% 67.71/32.52  																							|
% 67.71/32.52  																							| Equations (607) can reduce 190 to:
% 67.71/32.52  																							| (302)  ~ (all_0_50_50 = e2)
% 67.71/32.52  																							|
% 67.71/32.52  																							| Equations (607) can reduce 6 to:
% 67.71/32.52  																							| (1099)  ~ (all_0_51_51 = e2)
% 67.71/32.52  																							|
% 67.71/32.52  																							| Equations (607) can reduce 10 to:
% 67.71/32.52  																							| (1186)  ~ (all_0_58_58 = e2)
% 67.71/32.52  																							|
% 67.71/32.52  																							| Simplifying 1186 yields:
% 67.71/32.52  																							| (908)  ~ (all_0_58_58 = e2)
% 67.71/32.52  																							|
% 67.71/32.52  																							| Equations (607) can reduce 247 to:
% 67.71/32.52  																							| (128)  ~ (e2 = e0)
% 67.71/32.52  																							|
% 67.71/32.52  																							+-Applying beta-rule and splitting (168), into two cases.
% 67.71/32.52  																							|-Branch one:
% 67.71/32.52  																							| (415) all_0_50_50 = e3
% 67.71/32.52  																							|
% 67.71/32.52  																								| Equations (415) can reduce 221 to:
% 67.71/32.52  																								| (1898)  ~ (all_0_41_41 = e3)
% 67.71/32.52  																								|
% 67.71/32.52  																								| From (415) and (242) follows:
% 67.71/32.52  																								| (1934) op(e1, e3) = e3
% 67.71/32.52  																								|
% 67.71/32.52  																								+-Applying beta-rule and splitting (18), into two cases.
% 67.71/32.52  																								|-Branch one:
% 67.71/32.52  																								| (453) all_0_41_41 = e1
% 67.71/32.52  																								|
% 67.71/32.52  																									| Equations (453) can reduce 457 to:
% 67.71/32.52  																									| (266) $false
% 67.71/32.52  																									|
% 67.71/32.52  																									|-The branch is then unsatisfiable
% 67.71/32.52  																								|-Branch two:
% 67.71/32.52  																								| (457)  ~ (all_0_41_41 = e1)
% 67.71/32.52  																								| (595) all_0_46_46 = e1 | all_0_50_50 = e1 | all_0_55_55 = e1
% 67.71/32.52  																								|
% 67.71/32.52  																									+-Applying beta-rule and splitting (160), into two cases.
% 67.71/32.52  																									|-Branch one:
% 67.71/32.52  																									| (601) all_0_50_50 = e1
% 67.71/32.52  																									|
% 67.71/32.52  																										| Combining equations (415,601) yields a new equation:
% 67.71/32.52  																										| (454) e3 = e1
% 67.71/32.52  																										|
% 67.71/32.52  																										| Simplifying 454 yields:
% 67.71/32.52  																										| (455) e3 = e1
% 67.71/32.52  																										|
% 67.71/32.52  																										| Equations (455) can reduce 213 to:
% 67.71/32.52  																										| (266) $false
% 67.71/32.52  																										|
% 67.71/32.52  																										|-The branch is then unsatisfiable
% 67.71/32.52  																									|-Branch two:
% 67.71/32.52  																									| (759)  ~ (all_0_50_50 = e1)
% 67.71/32.52  																									| (1168) all_0_51_51 = e1 | all_0_52_52 = e1 | all_0_53_53 = e1
% 67.71/32.52  																									|
% 67.71/32.52  																										| Equations (415) can reduce 759 to:
% 67.71/32.52  																										| (213)  ~ (e3 = e1)
% 67.71/32.52  																										|
% 67.71/32.52  																										+-Applying beta-rule and splitting (7), into two cases.
% 67.71/32.52  																										|-Branch one:
% 67.71/32.52  																										| (504) all_0_51_51 = e2
% 67.71/32.52  																										|
% 67.71/32.52  																											| Equations (504) can reduce 1099 to:
% 67.71/32.52  																											| (266) $false
% 67.71/32.52  																											|
% 67.71/32.52  																											|-The branch is then unsatisfiable
% 67.71/32.52  																										|-Branch two:
% 67.71/32.52  																										| (1099)  ~ (all_0_51_51 = e2)
% 67.71/32.52  																										| (1100) all_0_51_51 = e4 | all_0_51_51 = e3 | all_0_51_51 = e1
% 67.71/32.52  																										|
% 67.71/32.52  																											+-Applying beta-rule and splitting (27), into two cases.
% 67.71/32.52  																											|-Branch one:
% 67.71/32.52  																											| (437) all_0_41_41 = e4
% 67.71/32.52  																											|
% 67.71/32.52  																												| Equations (437) can reduce 440 to:
% 67.71/32.52  																												| (266) $false
% 67.71/32.52  																												|
% 67.71/32.52  																												|-The branch is then unsatisfiable
% 67.71/32.52  																											|-Branch two:
% 67.71/32.52  																											| (440)  ~ (all_0_41_41 = e4)
% 67.71/32.52  																											| (4049) all_0_41_41 = e3 | all_0_41_41 = e1 | all_0_41_41 = e0
% 67.71/32.52  																											|
% 67.71/32.52  																												+-Applying beta-rule and splitting (595), into two cases.
% 67.71/32.52  																												|-Branch one:
% 67.71/32.52  																												| (545) all_0_46_46 = e1
% 67.71/32.52  																												|
% 67.71/32.52  																													| Combining equations (1794,545) yields a new equation:
% 67.71/32.52  																													| (616) e2 = e1
% 67.71/32.52  																													|
% 67.71/32.52  																													| Simplifying 616 yields:
% 67.71/32.52  																													| (617) e2 = e1
% 67.71/32.52  																													|
% 67.71/32.52  																													| Equations (617) can reduce 122 to:
% 67.71/32.52  																													| (266) $false
% 67.71/32.52  																													|
% 67.71/32.52  																													|-The branch is then unsatisfiable
% 67.71/32.52  																												|-Branch two:
% 67.71/32.52  																												| (549)  ~ (all_0_46_46 = e1)
% 67.71/32.52  																												| (600) all_0_50_50 = e1 | all_0_55_55 = e1
% 67.71/32.52  																												|
% 67.71/32.52  																													+-Applying beta-rule and splitting (600), into two cases.
% 67.71/32.52  																													|-Branch one:
% 67.71/32.52  																													| (601) all_0_50_50 = e1
% 67.71/32.52  																													|
% 67.71/32.52  																														| Combining equations (415,601) yields a new equation:
% 67.71/32.52  																														| (454) e3 = e1
% 67.71/32.52  																														|
% 67.71/32.52  																														| Simplifying 454 yields:
% 67.71/32.52  																														| (455) e3 = e1
% 67.71/32.52  																														|
% 67.71/32.52  																														| Equations (455) can reduce 213 to:
% 67.71/32.52  																														| (266) $false
% 67.71/32.52  																														|
% 67.71/32.52  																														|-The branch is then unsatisfiable
% 67.71/32.52  																													|-Branch two:
% 67.71/32.52  																													| (759)  ~ (all_0_50_50 = e1)
% 67.71/32.52  																													| (629) all_0_55_55 = e1
% 67.71/32.52  																													|
% 67.71/32.52  																														| Equations (629) can reduce 191 to:
% 67.71/32.52  																														| (457)  ~ (all_0_41_41 = e1)
% 67.71/32.52  																														|
% 67.71/32.52  																														| Equations (629) can reduce 763 to:
% 67.71/32.52  																														| (602)  ~ (e4 = e1)
% 67.71/32.52  																														|
% 67.71/32.52  																														| Simplifying 602 yields:
% 67.71/32.52  																														| (110)  ~ (e4 = e1)
% 67.71/32.52  																														|
% 67.71/32.52  																														| Equations (629) can reduce 304 to:
% 67.71/32.52  																														| (604)  ~ (e2 = e1)
% 67.71/32.52  																														|
% 67.71/32.52  																														| Simplifying 604 yields:
% 67.71/32.52  																														| (122)  ~ (e2 = e1)
% 67.71/32.52  																														|
% 67.71/32.52  																														+-Applying beta-rule and splitting (1168), into two cases.
% 67.71/32.52  																														|-Branch one:
% 67.71/32.52  																														| (1109) all_0_51_51 = e1
% 67.71/32.52  																														|
% 67.71/32.52  																															| Equations (1109) can reduce 224 to:
% 67.71/32.52  																															| (462)  ~ (all_0_47_47 = e1)
% 67.71/32.52  																															|
% 67.71/32.52  																															| Equations (1109) can reduce 16 to:
% 67.71/32.52  																															| (465)  ~ (all_0_56_56 = e1)
% 67.71/32.52  																															|
% 67.71/32.52  																															| Simplifying 465 yields:
% 67.71/32.52  																															| (466)  ~ (all_0_56_56 = e1)
% 67.71/32.52  																															|
% 67.71/32.52  																															| Equations (1109) can reduce 1099 to:
% 67.71/32.52  																															| (604)  ~ (e2 = e1)
% 67.71/32.52  																															|
% 67.71/32.52  																															| Simplifying 604 yields:
% 67.71/32.52  																															| (122)  ~ (e2 = e1)
% 67.71/32.52  																															|
% 67.71/32.52  																															| Equations (1109) can reduce 115 to:
% 67.71/32.52  																															| (233)  ~ (e1 = e0)
% 67.71/32.52  																															|
% 67.71/32.52  																															| From (1109) and (186) follows:
% 67.71/32.52  																															| (699) op(e1, e2) = e1
% 67.71/32.52  																															|
% 67.71/32.52  																															+-Applying beta-rule and splitting (135), into two cases.
% 67.71/32.52  																															|-Branch one:
% 67.71/32.52  																															| (545) all_0_46_46 = e1
% 67.71/32.52  																															|
% 67.71/32.52  																																| Combining equations (545,1794) yields a new equation:
% 67.71/32.52  																																| (617) e2 = e1
% 67.71/32.52  																																|
% 67.71/32.52  																																| Equations (617) can reduce 122 to:
% 67.71/32.52  																																| (266) $false
% 67.71/32.52  																																|
% 67.71/32.52  																																|-The branch is then unsatisfiable
% 67.71/32.52  																															|-Branch two:
% 67.71/32.52  																															| (549)  ~ (all_0_46_46 = e1)
% 67.71/32.52  																															| (550) all_0_47_47 = e1 | all_0_48_48 = e1 | all_0_49_49 = e1
% 67.71/32.52  																															|
% 67.71/32.52  																																+-Applying beta-rule and splitting (550), into two cases.
% 67.71/32.52  																																|-Branch one:
% 67.71/32.52  																																| (654) all_0_47_47 = e1
% 67.71/32.52  																																|
% 67.71/32.52  																																	| Equations (654) can reduce 462 to:
% 67.71/32.52  																																	| (266) $false
% 67.71/32.52  																																	|
% 67.71/32.52  																																	|-The branch is then unsatisfiable
% 67.71/32.52  																																|-Branch two:
% 67.71/32.52  																																| (462)  ~ (all_0_47_47 = e1)
% 67.71/32.52  																																| (659) all_0_48_48 = e1 | all_0_49_49 = e1
% 67.71/32.52  																																|
% 67.71/32.52  																																	+-Applying beta-rule and splitting (659), into two cases.
% 67.71/32.52  																																	|-Branch one:
% 67.71/32.52  																																	| (615) all_0_48_48 = e1
% 67.71/32.52  																																	|
% 67.71/32.52  																																		| Combining equations (1279,615) yields a new equation:
% 67.71/32.52  																																		| (431) e1 = e0
% 67.71/32.52  																																		|
% 67.71/32.52  																																		| Equations (431) can reduce 233 to:
% 67.71/32.52  																																		| (266) $false
% 67.71/32.52  																																		|
% 67.71/32.52  																																		|-The branch is then unsatisfiable
% 67.71/32.52  																																	|-Branch two:
% 67.71/32.52  																																	| (619)  ~ (all_0_48_48 = e1)
% 67.71/32.52  																																	| (671) all_0_49_49 = e1
% 67.71/32.52  																																	|
% 67.71/32.52  																																		| Equations (671) can reduce 487 to:
% 67.71/32.52  																																		| (233)  ~ (e1 = e0)
% 67.71/32.52  																																		|
% 67.71/32.52  																																		| From (671) and (55) follows:
% 67.71/32.52  																																		| (673) op(e2, e0) = e1
% 67.71/32.52  																																		|
% 67.71/32.52  																																		+-Applying beta-rule and splitting (125), into two cases.
% 67.71/32.52  																																		|-Branch one:
% 67.71/32.52  																																		| (858) all_0_55_55 = e0
% 67.71/32.52  																																		|
% 67.71/32.52  																																			| Combining equations (629,858) yields a new equation:
% 67.71/32.52  																																			| (546) e1 = e0
% 67.71/32.52  																																			|
% 67.71/32.52  																																			| Simplifying 546 yields:
% 67.71/32.52  																																			| (431) e1 = e0
% 67.71/32.52  																																			|
% 67.71/32.52  																																			| Equations (431) can reduce 233 to:
% 67.71/32.52  																																			| (266) $false
% 67.71/32.52  																																			|
% 67.71/32.52  																																			|-The branch is then unsatisfiable
% 67.71/32.52  																																		|-Branch two:
% 67.71/32.52  																																		| (803)  ~ (all_0_55_55 = e0)
% 67.71/32.52  																																		| (863) all_0_56_56 = e0 | all_0_57_57 = e0 | all_0_58_58 = e0
% 67.71/32.52  																																		|
% 67.71/32.52  																																			+-Applying beta-rule and splitting (4049), into two cases.
% 67.71/32.52  																																			|-Branch one:
% 67.71/32.52  																																			| (794) all_0_41_41 = e0
% 67.71/32.52  																																			|
% 67.71/32.52  																																				| Equations (794) can reduce 85 to:
% 67.71/32.52  																																				| (365)  ~ (e2 = e0)
% 67.71/32.52  																																				|
% 67.71/32.52  																																				| Simplifying 365 yields:
% 67.71/32.52  																																				| (128)  ~ (e2 = e0)
% 67.71/32.52  																																				|
% 67.71/32.52  																																				| From (794) and (219) follows:
% 67.71/32.52  																																				| (5573) op(e3, e3) = e0
% 67.71/32.52  																																				|
% 67.71/32.52  																																				+-Applying beta-rule and splitting (863), into two cases.
% 67.71/32.52  																																				|-Branch one:
% 67.71/32.52  																																				| (679) all_0_56_56 = e0
% 67.71/32.52  																																				|
% 67.71/32.52  																																					| Equations (679) can reduce 466 to:
% 67.71/32.52  																																					| (435)  ~ (e1 = e0)
% 67.71/32.52  																																					|
% 67.71/32.52  																																					| Simplifying 435 yields:
% 67.71/32.52  																																					| (233)  ~ (e1 = e0)
% 67.71/32.52  																																					|
% 67.71/32.52  																																					| From (679) and (111) follows:
% 67.71/32.52  																																					| (1613) op(e0, e2) = e0
% 67.71/32.52  																																					|
% 67.71/32.52  																																					+-Applying beta-rule and splitting (56), into two cases.
% 67.71/32.52  																																					|-Branch one:
% 67.71/32.52  																																					| (696) unit = e2
% 67.71/32.52  																																					|
% 67.71/32.52  																																						| From (696) and (209) follows:
% 67.71/32.52  																																						| (7585) op(e2, e0) = e0
% 67.71/32.52  																																						|
% 67.71/32.52  																																						| Instantiating formula (29) with e2, e0, e0, e1 and discharging atoms op(e2, e0) = e1, op(e2, e0) = e0, yields:
% 67.71/32.52  																																						| (431) e1 = e0
% 67.71/32.52  																																						|
% 67.71/32.52  																																						| Equations (431) can reduce 233 to:
% 67.71/32.52  																																						| (266) $false
% 67.71/32.52  																																						|
% 67.71/32.52  																																						|-The branch is then unsatisfiable
% 67.71/32.52  																																					|-Branch two:
% 67.71/32.52  																																					| (707)  ~ (unit = e2)
% 67.71/32.52  																																					| (708) unit = e4 | unit = e3 | unit = e1 | unit = e0
% 67.71/32.52  																																					|
% 67.71/32.52  																																						+-Applying beta-rule and splitting (708), into two cases.
% 67.71/32.52  																																						|-Branch one:
% 67.71/32.52  																																						| (709) unit = e4
% 67.71/32.52  																																						|
% 67.71/32.52  																																							| From (709) and (24) follows:
% 67.71/32.52  																																							| (33325) op(e4, e3) = e3
% 67.71/32.52  																																							|
% 67.71/32.52  																																							| From (709) and (211) follows:
% 67.71/32.52  																																							| (22527) op(e4, e1) = e1
% 67.71/32.52  																																							|
% 67.71/32.52  																																							| From (709) and (32) follows:
% 67.71/32.52  																																							| (712) op(e2, e4) = e2
% 67.71/32.52  																																							|
% 67.71/32.52  																																							| From (709) and (42) follows:
% 67.71/32.52  																																							| (713) op(e0, e4) = e0
% 67.71/32.52  																																							|
% 67.71/32.52  																																							| Instantiating formula (29) with e4, e3, e3, e4 and discharging atoms op(e4, e3) = e4, op(e4, e3) = e3, yields:
% 67.71/32.52  																																							| (425) e4 = e3
% 67.71/32.52  																																							|
% 67.71/32.52  																																							| Instantiating formula (29) with e4, e1, e1, e3 and discharging atoms op(e4, e1) = e3, op(e4, e1) = e1, yields:
% 67.71/32.52  																																							| (455) e3 = e1
% 67.71/32.52  																																							|
% 67.71/32.52  																																							| Instantiating formula (29) with e2, e4, e2, e3 and discharging atoms op(e2, e4) = e3, op(e2, e4) = e2, yields:
% 67.71/32.52  																																							| (662) e3 = e2
% 67.71/32.52  																																							|
% 67.71/32.52  																																							| Instantiating formula (29) with e0, e4, e0, e4 and discharging atoms op(e0, e4) = e4, op(e0, e4) = e0, yields:
% 67.71/32.52  																																							| (397) e4 = e0
% 67.71/32.52  																																							|
% 67.71/32.52  																																							| Combining equations (425,397) yields a new equation:
% 67.71/32.52  																																							| (675) e3 = e0
% 67.71/32.52  																																							|
% 67.71/32.52  																																							| Simplifying 675 yields:
% 67.71/32.52  																																							| (676) e3 = e0
% 67.71/32.52  																																							|
% 67.71/32.52  																																							| Combining equations (676,662) yields a new equation:
% 67.71/32.52  																																							| (330) e2 = e0
% 67.71/32.52  																																							|
% 67.71/32.52  																																							| Combining equations (455,662) yields a new equation:
% 67.71/32.52  																																							| (617) e2 = e1
% 67.71/32.52  																																							|
% 67.71/32.52  																																							| Combining equations (617,330) yields a new equation:
% 67.71/32.52  																																							| (546) e1 = e0
% 67.71/32.52  																																							|
% 67.71/32.52  																																							| Simplifying 546 yields:
% 67.71/32.52  																																							| (431) e1 = e0
% 67.71/32.52  																																							|
% 67.71/32.52  																																							| Equations (431) can reduce 233 to:
% 67.71/32.52  																																							| (266) $false
% 67.71/32.52  																																							|
% 67.71/32.52  																																							|-The branch is then unsatisfiable
% 67.71/32.52  																																						|-Branch two:
% 67.71/32.52  																																						| (724)  ~ (unit = e4)
% 67.71/32.52  																																						| (725) unit = e3 | unit = e1 | unit = e0
% 67.71/32.52  																																						|
% 67.71/32.52  																																							+-Applying beta-rule and splitting (725), into two cases.
% 67.71/32.52  																																							|-Branch one:
% 67.71/32.52  																																							| (726) unit = e0
% 67.71/32.52  																																							|
% 67.71/32.52  																																								| From (726) and (15) follows:
% 67.71/32.52  																																								| (1508) op(e0, e2) = e2
% 67.71/32.52  																																								|
% 67.71/32.52  																																								| From (726) and (211) follows:
% 67.71/32.52  																																								| (15180) op(e0, e1) = e1
% 67.71/32.52  																																								|
% 67.71/32.52  																																								| Instantiating formula (29) with e0, e2, e2, e0 and discharging atoms op(e0, e2) = e2, op(e0, e2) = e0, yields:
% 67.71/32.52  																																								| (330) e2 = e0
% 67.71/32.52  																																								|
% 67.71/32.52  																																								| Instantiating formula (29) with e0, e1, e1, e2 and discharging atoms op(e0, e1) = e2, op(e0, e1) = e1, yields:
% 67.71/32.52  																																								| (617) e2 = e1
% 67.71/32.52  																																								|
% 67.71/32.52  																																								| Combining equations (617,330) yields a new equation:
% 67.71/32.52  																																								| (546) e1 = e0
% 67.71/32.52  																																								|
% 67.71/32.52  																																								| Simplifying 546 yields:
% 67.71/32.52  																																								| (431) e1 = e0
% 67.71/32.52  																																								|
% 67.71/32.52  																																								| Equations (431) can reduce 233 to:
% 67.71/32.52  																																								| (266) $false
% 67.71/32.52  																																								|
% 67.71/32.52  																																								|-The branch is then unsatisfiable
% 67.71/32.52  																																							|-Branch two:
% 67.71/32.52  																																							| (734)  ~ (unit = e0)
% 67.71/32.52  																																							| (735) unit = e3 | unit = e1
% 67.71/32.52  																																							|
% 67.71/32.52  																																								+-Applying beta-rule and splitting (735), into two cases.
% 67.71/32.52  																																								|-Branch one:
% 67.71/32.52  																																								| (736) unit = e1
% 67.71/32.52  																																								|
% 67.71/32.52  																																									| Equations (736) can reduce 734 to:
% 67.71/32.52  																																									| (233)  ~ (e1 = e0)
% 67.71/32.52  																																									|
% 67.71/32.52  																																									| From (736) and (15) follows:
% 67.71/32.52  																																									| (515) op(e1, e2) = e2
% 67.71/32.52  																																									|
% 67.71/32.52  																																									| From (736) and (42) follows:
% 67.71/32.52  																																									| (3221) op(e0, e1) = e0
% 67.71/32.52  																																									|
% 67.71/32.52  																																									| Instantiating formula (29) with e1, e2, e2, e1 and discharging atoms op(e1, e2) = e2, op(e1, e2) = e1, yields:
% 67.71/32.52  																																									| (617) e2 = e1
% 67.71/32.52  																																									|
% 67.71/32.52  																																									| Instantiating formula (29) with e0, e1, e0, e2 and discharging atoms op(e0, e1) = e2, op(e0, e1) = e0, yields:
% 67.71/32.52  																																									| (330) e2 = e0
% 67.71/32.52  																																									|
% 67.71/32.52  																																									| Combining equations (330,617) yields a new equation:
% 67.71/32.52  																																									| (431) e1 = e0
% 67.71/32.52  																																									|
% 67.71/32.52  																																									| Equations (431) can reduce 233 to:
% 67.71/32.52  																																									| (266) $false
% 67.71/32.52  																																									|
% 67.71/32.52  																																									|-The branch is then unsatisfiable
% 67.71/32.52  																																								|-Branch two:
% 67.71/32.52  																																								| (748)  ~ (unit = e1)
% 67.71/32.52  																																								| (749) unit = e3
% 67.71/32.52  																																								|
% 67.71/32.52  																																									| From (749) and (40) follows:
% 67.71/32.52  																																									| (3715) op(e3, e3) = e3
% 67.71/32.52  																																									|
% 67.71/32.52  																																									| From (749) and (28) follows:
% 67.71/32.52  																																									| (2235) op(e1, e3) = e1
% 67.71/32.52  																																									|
% 67.71/32.52  																																									| Instantiating formula (29) with e3, e3, e3, e0 and discharging atoms op(e3, e3) = e3, op(e3, e3) = e0, yields:
% 67.71/32.52  																																									| (676) e3 = e0
% 67.71/32.52  																																									|
% 67.71/32.52  																																									| Instantiating formula (29) with e1, e3, e1, e3 and discharging atoms op(e1, e3) = e3, op(e1, e3) = e1, yields:
% 67.71/32.52  																																									| (455) e3 = e1
% 67.71/32.52  																																									|
% 67.71/32.52  																																									| Combining equations (455,676) yields a new equation:
% 67.71/32.52  																																									| (546) e1 = e0
% 67.71/32.52  																																									|
% 67.71/32.52  																																									| Simplifying 546 yields:
% 67.71/32.52  																																									| (431) e1 = e0
% 67.71/32.52  																																									|
% 67.71/32.52  																																									| Equations (431) can reduce 233 to:
% 67.71/32.52  																																									| (266) $false
% 67.71/32.52  																																									|
% 67.71/32.52  																																									|-The branch is then unsatisfiable
% 67.71/32.52  																																				|-Branch two:
% 67.71/32.52  																																				| (828)  ~ (all_0_56_56 = e0)
% 67.71/32.52  																																				| (924) all_0_57_57 = e0 | all_0_58_58 = e0
% 67.71/32.52  																																				|
% 67.71/32.52  																																					+-Applying beta-rule and splitting (924), into two cases.
% 67.71/32.52  																																					|-Branch one:
% 67.71/32.52  																																					| (875) all_0_57_57 = e0
% 67.71/32.52  																																					|
% 67.71/32.52  																																						| Combining equations (875,442) yields a new equation:
% 67.71/32.52  																																						| (330) e2 = e0
% 67.71/32.52  																																						|
% 67.71/32.52  																																						| Equations (330) can reduce 128 to:
% 67.71/32.52  																																						| (266) $false
% 67.71/32.52  																																						|
% 67.71/32.52  																																						|-The branch is then unsatisfiable
% 67.71/32.52  																																					|-Branch two:
% 67.71/32.52  																																					| (364)  ~ (all_0_57_57 = e0)
% 67.71/32.52  																																					| (914) all_0_58_58 = e0
% 67.71/32.52  																																					|
% 67.71/32.52  																																						| Equations (914) can reduce 491 to:
% 67.71/32.52  																																						| (266) $false
% 67.71/32.52  																																						|
% 67.71/32.52  																																						|-The branch is then unsatisfiable
% 67.71/32.52  																																			|-Branch two:
% 67.71/32.52  																																			| (357)  ~ (all_0_41_41 = e0)
% 67.71/32.52  																																			| (4053) all_0_41_41 = e3 | all_0_41_41 = e1
% 67.71/32.52  																																			|
% 67.71/32.52  																																				+-Applying beta-rule and splitting (4053), into two cases.
% 67.71/32.52  																																				|-Branch one:
% 67.71/32.52  																																				| (453) all_0_41_41 = e1
% 67.71/32.53  																																				|
% 67.71/32.53  																																					| Equations (453) can reduce 457 to:
% 67.71/32.53  																																					| (266) $false
% 67.71/32.53  																																					|
% 67.71/32.53  																																					|-The branch is then unsatisfiable
% 67.71/32.53  																																				|-Branch two:
% 67.71/32.53  																																				| (457)  ~ (all_0_41_41 = e1)
% 67.71/32.53  																																				| (403) all_0_41_41 = e3
% 67.71/32.53  																																				|
% 67.71/32.53  																																					| Equations (403) can reduce 1898 to:
% 67.71/32.53  																																					| (266) $false
% 67.71/32.53  																																					|
% 67.71/32.53  																																					|-The branch is then unsatisfiable
% 67.71/32.53  																														|-Branch two:
% 67.71/32.53  																														| (464)  ~ (all_0_51_51 = e1)
% 67.71/32.53  																														| (1202) all_0_52_52 = e1 | all_0_53_53 = e1
% 67.71/32.53  																														|
% 67.71/32.53  																															+-Applying beta-rule and splitting (1202), into two cases.
% 67.71/32.53  																															|-Branch one:
% 67.71/32.53  																															| (642) all_0_52_52 = e1
% 67.71/32.53  																															|
% 67.71/32.53  																																| Combining equations (565,642) yields a new equation:
% 67.71/32.53  																																| (636) e4 = e1
% 67.71/32.53  																																|
% 67.71/32.53  																																| Simplifying 636 yields:
% 67.71/32.53  																																| (630) e4 = e1
% 67.71/32.53  																																|
% 67.71/32.53  																																| Equations (630) can reduce 110 to:
% 67.71/32.53  																																| (266) $false
% 67.71/32.53  																																|
% 67.71/32.53  																																|-The branch is then unsatisfiable
% 67.71/32.53  																															|-Branch two:
% 67.71/32.53  																															| (646)  ~ (all_0_52_52 = e1)
% 67.71/32.53  																															| (1208) all_0_53_53 = e1
% 67.71/32.53  																															|
% 67.71/32.53  																																| Combining equations (607,1208) yields a new equation:
% 67.71/32.53  																																| (616) e2 = e1
% 67.71/32.53  																																|
% 67.71/32.53  																																| Simplifying 616 yields:
% 67.71/32.53  																																| (617) e2 = e1
% 67.71/32.53  																																|
% 67.71/32.53  																																| Equations (617) can reduce 122 to:
% 67.71/32.53  																																| (266) $false
% 67.71/32.53  																																|
% 67.71/32.53  																																|-The branch is then unsatisfiable
% 67.71/32.53  																							|-Branch two:
% 67.71/32.53  																							| (411)  ~ (all_0_50_50 = e3)
% 67.71/32.53  																							| (418) all_0_51_51 = e3 | all_0_53_53 = e3
% 67.71/32.53  																							|
% 67.71/32.53  																								+-Applying beta-rule and splitting (418), into two cases.
% 67.71/32.53  																								|-Branch one:
% 67.71/32.53  																								| (660) all_0_51_51 = e3
% 67.71/32.53  																								|
% 67.71/32.53  																									| Equations (660) can reduce 61 to:
% 67.71/32.53  																									| (405)  ~ (all_0_42_42 = e3)
% 67.71/32.53  																									|
% 67.71/32.53  																									| Equations (660) can reduce 59 to:
% 67.71/32.53  																									| (411)  ~ (all_0_50_50 = e3)
% 67.71/32.53  																									|
% 67.71/32.53  																									| Equations (660) can reduce 1099 to:
% 67.71/32.53  																									| (212)  ~ (e3 = e2)
% 67.71/32.53  																									|
% 67.71/32.53  																									| Equations (660) can reduce 115 to:
% 67.71/32.53  																									| (80)  ~ (e3 = e0)
% 67.71/32.53  																									|
% 67.71/32.53  																									| From (660) and (186) follows:
% 67.71/32.53  																									| (1552) op(e1, e2) = e3
% 67.71/32.53  																									|
% 67.71/32.53  																									+-Applying beta-rule and splitting (160), into two cases.
% 67.71/32.53  																									|-Branch one:
% 67.71/32.53  																									| (601) all_0_50_50 = e1
% 67.71/32.53  																									|
% 67.71/32.53  																										| Equations (601) can reduce 221 to:
% 67.71/32.53  																										| (457)  ~ (all_0_41_41 = e1)
% 67.71/32.53  																										|
% 67.71/32.53  																										| Equations (601) can reduce 93 to:
% 67.71/32.53  																										| (2331)  ~ (all_0_55_55 = e1)
% 67.71/32.53  																										|
% 67.71/32.53  																										| Simplifying 2331 yields:
% 67.71/32.53  																										| (632)  ~ (all_0_55_55 = e1)
% 67.71/32.53  																										|
% 67.71/32.53  																										| Equations (601) can reduce 566 to:
% 67.71/32.53  																										| (602)  ~ (e4 = e1)
% 67.71/32.53  																										|
% 67.71/32.53  																										| Simplifying 602 yields:
% 67.71/32.53  																										| (110)  ~ (e4 = e1)
% 67.71/32.53  																										|
% 67.71/32.53  																										| Equations (601) can reduce 302 to:
% 67.71/32.53  																										| (604)  ~ (e2 = e1)
% 67.71/32.53  																										|
% 67.71/32.53  																										| Simplifying 604 yields:
% 67.71/32.53  																										| (122)  ~ (e2 = e1)
% 67.71/32.53  																										|
% 67.71/32.53  																										+-Applying beta-rule and splitting (113), into two cases.
% 67.71/32.53  																										|-Branch one:
% 67.71/32.53  																										| (403) all_0_41_41 = e3
% 67.71/32.53  																										|
% 67.71/32.53  																											| Equations (403) can reduce 214 to:
% 67.71/32.53  																											| (404)  ~ (all_0_42_42 = e3)
% 67.71/32.53  																											|
% 67.71/32.53  																											| Simplifying 404 yields:
% 67.71/32.53  																											| (405)  ~ (all_0_42_42 = e3)
% 67.71/32.53  																											|
% 67.71/32.53  																											| Equations (403) can reduce 149 to:
% 67.71/32.53  																											| (406)  ~ (all_0_44_44 = e3)
% 67.71/32.53  																											|
% 67.71/32.53  																											| Simplifying 406 yields:
% 67.71/32.53  																											| (407)  ~ (all_0_44_44 = e3)
% 67.71/32.53  																											|
% 67.71/32.53  																											| Equations (403) can reduce 191 to:
% 67.71/32.53  																											| (269)  ~ (all_0_55_55 = e3)
% 67.71/32.53  																											|
% 67.71/32.53  																											| Simplifying 269 yields:
% 67.71/32.53  																											| (270)  ~ (all_0_55_55 = e3)
% 67.71/32.53  																											|
% 67.71/32.53  																											| Equations (403) can reduce 440 to:
% 67.71/32.53  																											| (277)  ~ (e4 = e3)
% 67.71/32.53  																											|
% 67.71/32.53  																											| Simplifying 277 yields:
% 67.71/32.53  																											| (188)  ~ (e4 = e3)
% 67.71/32.53  																											|
% 67.71/32.53  																											| Equations (403) can reduce 85 to:
% 67.71/32.53  																											| (212)  ~ (e3 = e2)
% 67.71/32.53  																											|
% 67.71/32.53  																											| Equations (403) can reduce 457 to:
% 67.71/32.53  																											| (213)  ~ (e3 = e1)
% 67.71/32.53  																											|
% 67.71/32.53  																											+-Applying beta-rule and splitting (165), into two cases.
% 67.71/32.53  																											|-Branch one:
% 67.71/32.53  																											| (794) all_0_41_41 = e0
% 67.71/32.53  																											|
% 67.71/32.53  																												| Combining equations (794,403) yields a new equation:
% 67.71/32.53  																												| (676) e3 = e0
% 67.71/32.53  																												|
% 67.71/32.53  																												| Equations (676) can reduce 80 to:
% 67.71/32.53  																												| (266) $false
% 67.71/32.53  																												|
% 67.71/32.53  																												|-The branch is then unsatisfiable
% 67.71/32.53  																											|-Branch two:
% 67.71/32.53  																											| (357)  ~ (all_0_41_41 = e0)
% 67.71/32.53  																											| (6761) all_0_42_42 = e0 | all_0_43_43 = e0 | all_0_44_44 = e0
% 67.71/32.53  																											|
% 67.71/32.53  																												+-Applying beta-rule and splitting (243), into two cases.
% 67.71/32.53  																												|-Branch one:
% 67.71/32.53  																												| (329) all_0_38_38 = e0
% 67.71/32.53  																												|
% 67.71/32.53  																													| Combining equations (329,321) yields a new equation:
% 67.71/32.53  																													| (397) e4 = e0
% 67.71/32.53  																													|
% 67.71/32.53  																													| Equations (397) can reduce 49 to:
% 67.71/32.53  																													| (266) $false
% 67.71/32.53  																													|
% 67.71/32.53  																													|-The branch is then unsatisfiable
% 67.71/32.53  																												|-Branch two:
% 67.71/32.53  																												| (332)  ~ (all_0_38_38 = e0)
% 67.71/32.53  																												| (395) all_0_41_41 = e0 | all_0_46_46 = e0 | all_0_55_55 = e0
% 67.71/32.53  																												|
% 67.71/32.53  																													| Equations (321) can reduce 332 to:
% 67.71/32.53  																													| (49)  ~ (e4 = e0)
% 67.71/32.53  																													|
% 67.71/32.53  																													+-Applying beta-rule and splitting (6761), into two cases.
% 67.71/32.53  																													|-Branch one:
% 67.71/32.53  																													| (559) all_0_42_42 = e0
% 67.71/32.53  																													|
% 67.71/32.53  																														| Equations (559) can reduce 73 to:
% 67.71/32.53  																														| (359)  ~ (all_0_44_44 = e0)
% 67.71/32.53  																														|
% 67.71/32.53  																														| Simplifying 359 yields:
% 67.71/32.53  																														| (360)  ~ (all_0_44_44 = e0)
% 67.71/32.53  																														|
% 67.71/32.53  																														| Equations (559) can reduce 236 to:
% 67.71/32.53  																														| (1181)  ~ (all_0_56_56 = e0)
% 67.71/32.53  																														|
% 67.71/32.53  																														| Simplifying 1181 yields:
% 67.71/32.53  																														| (828)  ~ (all_0_56_56 = e0)
% 67.71/32.53  																														|
% 67.71/32.53  																														| Equations (559) can reduce 51 to:
% 67.71/32.53  																														| (365)  ~ (e2 = e0)
% 67.71/32.53  																														|
% 67.71/32.53  																														| Simplifying 365 yields:
% 67.71/32.53  																														| (128)  ~ (e2 = e0)
% 67.71/32.53  																														|
% 67.71/32.53  																														| From (559) and (210) follows:
% 67.71/32.53  																														| (20848) op(e3, e2) = e0
% 67.71/32.53  																														|
% 67.71/32.53  																														+-Applying beta-rule and splitting (174), into two cases.
% 67.71/32.53  																														|-Branch one:
% 67.71/32.53  																														| (386) all_0_55_55 = e2
% 67.71/32.53  																														|
% 67.71/32.53  																															| Equations (386) can reduce 304 to:
% 67.71/32.53  																															| (266) $false
% 67.71/32.53  																															|
% 67.71/32.53  																															|-The branch is then unsatisfiable
% 67.71/32.53  																														|-Branch two:
% 67.71/32.53  																														| (304)  ~ (all_0_55_55 = e2)
% 67.71/32.53  																														| (2051) all_0_55_55 = e4 | all_0_55_55 = e3 | all_0_55_55 = e1 | all_0_55_55 = e0
% 67.71/32.53  																														|
% 67.71/32.53  																															+-Applying beta-rule and splitting (22), into two cases.
% 67.71/32.53  																															|-Branch one:
% 67.71/32.53  																															| (268) all_0_54_54 = e3
% 67.71/32.53  																															|
% 67.71/32.53  																																| Combining equations (265,268) yields a new equation:
% 67.71/32.53  																																| (424) e4 = e3
% 67.71/32.53  																																|
% 67.71/32.53  																																| Simplifying 424 yields:
% 67.71/32.53  																																| (425) e4 = e3
% 67.71/32.53  																																|
% 67.71/32.53  																																| Equations (425) can reduce 188 to:
% 67.71/32.53  																																| (266) $false
% 67.71/32.53  																																|
% 67.71/32.53  																																|-The branch is then unsatisfiable
% 67.71/32.53  																															|-Branch two:
% 67.71/32.53  																															| (60427)  ~ (all_0_54_54 = e3)
% 67.71/32.53  																															| (62553) all_0_55_55 = e3 | all_0_56_56 = e3 | all_0_58_58 = e3
% 67.71/32.53  																															|
% 67.71/32.53  																																| Equations (265) can reduce 60427 to:
% 67.71/32.53  																																| (188)  ~ (e4 = e3)
% 67.71/32.53  																																|
% 67.71/32.53  																																+-Applying beta-rule and splitting (64), into two cases.
% 67.71/32.53  																																|-Branch one:
% 67.71/32.53  																																| (437) all_0_41_41 = e4
% 67.71/32.53  																																|
% 67.71/32.53  																																	| Combining equations (437,403) yields a new equation:
% 67.71/32.53  																																	| (424) e4 = e3
% 67.71/32.53  																																	|
% 67.71/32.53  																																	| Simplifying 424 yields:
% 67.71/32.53  																																	| (425) e4 = e3
% 67.71/32.53  																																	|
% 67.71/32.53  																																	| Equations (425) can reduce 188 to:
% 67.71/32.53  																																	| (266) $false
% 67.71/32.53  																																	|
% 67.71/32.53  																																	|-The branch is then unsatisfiable
% 67.71/32.53  																																|-Branch two:
% 67.71/32.53  																																| (440)  ~ (all_0_41_41 = e4)
% 67.71/32.53  																																| (441) all_0_42_42 = e4 | all_0_43_43 = e4 | all_0_44_44 = e4
% 67.71/32.53  																																|
% 67.71/32.53  																																	+-Applying beta-rule and splitting (125), into two cases.
% 67.71/32.53  																																	|-Branch one:
% 67.71/32.53  																																	| (858) all_0_55_55 = e0
% 67.71/32.53  																																	|
% 67.71/32.53  																																		| Equations (858) can reduce 153 to:
% 67.71/32.53  																																		| (1181)  ~ (all_0_56_56 = e0)
% 67.71/32.53  																																		|
% 67.71/32.53  																																		| Simplifying 1181 yields:
% 67.71/32.53  																																		| (828)  ~ (all_0_56_56 = e0)
% 67.71/32.53  																																		|
% 67.71/32.53  																																		| Equations (858) can reduce 763 to:
% 67.71/32.53  																																		| (401)  ~ (e4 = e0)
% 67.71/32.53  																																		|
% 67.71/32.53  																																		| Simplifying 401 yields:
% 67.71/32.53  																																		| (49)  ~ (e4 = e0)
% 67.71/32.53  																																		|
% 67.71/32.53  																																		| Equations (858) can reduce 304 to:
% 67.71/32.53  																																		| (365)  ~ (e2 = e0)
% 67.71/32.53  																																		|
% 67.71/32.53  																																		| Simplifying 365 yields:
% 67.71/32.53  																																		| (128)  ~ (e2 = e0)
% 67.71/32.53  																																		|
% 67.71/32.53  																																		| Equations (858) can reduce 632 to:
% 67.71/32.53  																																		| (435)  ~ (e1 = e0)
% 67.71/32.53  																																		|
% 67.71/32.53  																																		| Simplifying 435 yields:
% 67.71/32.53  																																		| (233)  ~ (e1 = e0)
% 67.71/32.53  																																		|
% 67.71/32.53  																																		+-Applying beta-rule and splitting (441), into two cases.
% 67.71/32.53  																																		|-Branch one:
% 67.71/32.53  																																		| (1392) all_0_42_42 = e4
% 67.71/32.53  																																		|
% 67.71/32.53  																																			| Combining equations (559,1392) yields a new equation:
% 67.71/32.53  																																			| (397) e4 = e0
% 67.71/32.53  																																			|
% 67.71/32.53  																																			| Equations (397) can reduce 49 to:
% 67.71/32.53  																																			| (266) $false
% 67.71/32.53  																																			|
% 67.71/32.53  																																			|-The branch is then unsatisfiable
% 67.71/32.53  																																		|-Branch two:
% 67.71/32.53  																																		| (1890)  ~ (all_0_42_42 = e4)
% 67.71/32.53  																																		| (1891) all_0_43_43 = e4 | all_0_44_44 = e4
% 67.71/32.53  																																		|
% 67.71/32.53  																																			+-Applying beta-rule and splitting (1891), into two cases.
% 67.71/32.53  																																			|-Branch one:
% 67.71/32.53  																																			| (396) all_0_43_43 = e4
% 67.71/32.53  																																			|
% 67.71/32.53  																																				| Combining equations (430,396) yields a new equation:
% 67.71/32.53  																																				| (630) e4 = e1
% 67.71/32.53  																																				|
% 67.71/32.53  																																				| Equations (630) can reduce 110 to:
% 67.71/32.53  																																				| (266) $false
% 67.71/32.53  																																				|
% 67.71/32.53  																																				|-The branch is then unsatisfiable
% 67.71/32.53  																																			|-Branch two:
% 67.71/32.53  																																			| (399)  ~ (all_0_43_43 = e4)
% 67.71/32.53  																																			| (446) all_0_44_44 = e4
% 67.71/32.53  																																			|
% 67.71/32.53  																																				| Equations (446) can reduce 9 to:
% 67.71/32.53  																																				| (255)  ~ (all_0_49_49 = e4)
% 67.71/32.53  																																				|
% 67.71/32.53  																																				| Simplifying 255 yields:
% 67.71/32.53  																																				| (256)  ~ (all_0_49_49 = e4)
% 67.71/32.53  																																				|
% 67.71/32.53  																																				| Equations (446) can reduce 407 to:
% 67.71/32.53  																																				| (188)  ~ (e4 = e3)
% 67.71/32.53  																																				|
% 67.71/32.53  																																				| Equations (446) can reduce 147 to:
% 67.71/32.53  																																				| (48)  ~ (e4 = e2)
% 67.71/32.53  																																				|
% 67.71/32.53  																																				| Equations (446) can reduce 639 to:
% 67.71/32.53  																																				| (110)  ~ (e4 = e1)
% 67.71/32.53  																																				|
% 67.71/32.53  																																				| Equations (446) can reduce 360 to:
% 67.71/32.53  																																				| (49)  ~ (e4 = e0)
% 67.71/32.53  																																				|
% 67.71/32.53  																																				| From (446) and (138) follows:
% 67.71/32.53  																																				| (4646) op(e3, e0) = e4
% 67.71/32.54  																																				|
% 67.71/32.54  																																				+-Applying beta-rule and splitting (206), into two cases.
% 67.71/32.54  																																				|-Branch one:
% 67.71/32.54  																																				| (248) all_0_45_45 = e4
% 67.71/32.54  																																				|
% 67.71/32.54  																																					| Combining equations (423,248) yields a new equation:
% 67.71/32.54  																																					| (425) e4 = e3
% 67.71/32.54  																																					|
% 67.71/32.54  																																					| Equations (425) can reduce 188 to:
% 67.71/32.54  																																					| (266) $false
% 67.71/32.54  																																					|
% 67.71/32.54  																																					|-The branch is then unsatisfiable
% 67.71/32.54  																																				|-Branch two:
% 67.71/32.54  																																				| (60416)  ~ (all_0_45_45 = e4)
% 67.71/32.54  																																				| (61457) all_0_46_46 = e4 | all_0_47_47 = e4 | all_0_48_48 = e4 | all_0_49_49 = e4
% 67.71/32.54  																																				|
% 67.71/32.54  																																					| Equations (423) can reduce 60416 to:
% 67.71/32.54  																																					| (277)  ~ (e4 = e3)
% 67.71/32.54  																																					|
% 67.71/32.54  																																					| Simplifying 277 yields:
% 67.71/32.54  																																					| (188)  ~ (e4 = e3)
% 67.71/32.54  																																					|
% 67.71/32.54  																																					+-Applying beta-rule and splitting (189), into two cases.
% 67.71/32.54  																																					|-Branch one:
% 67.71/32.54  																																					| (532) all_0_44_44 = e3
% 67.71/32.54  																																					|
% 67.71/32.54  																																						| Combining equations (446,532) yields a new equation:
% 67.71/32.54  																																						| (424) e4 = e3
% 67.71/32.54  																																						|
% 67.71/32.54  																																						| Simplifying 424 yields:
% 67.71/32.54  																																						| (425) e4 = e3
% 67.71/32.54  																																						|
% 67.71/32.54  																																						| Equations (425) can reduce 188 to:
% 67.71/32.54  																																						| (266) $false
% 67.71/32.54  																																						|
% 67.71/32.54  																																						|-The branch is then unsatisfiable
% 67.71/32.54  																																					|-Branch two:
% 67.71/32.54  																																					| (407)  ~ (all_0_44_44 = e3)
% 67.71/32.54  																																					| (537) all_0_49_49 = e3 | all_0_53_53 = e3 | all_0_58_58 = e3
% 67.71/32.54  																																					|
% 67.71/32.54  																																						+-Applying beta-rule and splitting (54), into two cases.
% 67.71/32.54  																																						|-Branch one:
% 67.71/32.54  																																						| (583) all_0_49_49 = e2
% 67.71/32.54  																																						|
% 67.71/32.54  																																							| Equations (583) can reduce 340 to:
% 67.71/32.54  																																							| (266) $false
% 67.71/32.54  																																							|
% 67.71/32.54  																																							|-The branch is then unsatisfiable
% 67.71/32.54  																																						|-Branch two:
% 67.71/32.54  																																						| (340)  ~ (all_0_49_49 = e2)
% 67.71/32.54  																																						| (586) all_0_49_49 = e4 | all_0_49_49 = e3 | all_0_49_49 = e1 | all_0_49_49 = e0
% 67.71/32.54  																																						|
% 67.71/32.54  																																							+-Applying beta-rule and splitting (61457), into two cases.
% 67.71/32.54  																																							|-Branch one:
% 67.71/32.54  																																							| (770) all_0_46_46 = e4
% 67.71/32.54  																																							|
% 67.71/32.54  																																								| Combining equations (1794,770) yields a new equation:
% 67.71/32.54  																																								| (323) e4 = e2
% 67.71/32.54  																																								|
% 67.71/32.54  																																								| Equations (323) can reduce 48 to:
% 67.71/32.54  																																								| (266) $false
% 67.71/32.54  																																								|
% 67.71/32.54  																																								|-The branch is then unsatisfiable
% 67.71/32.54  																																							|-Branch two:
% 67.71/32.54  																																							| (250)  ~ (all_0_46_46 = e4)
% 67.71/32.54  																																							| (61466) all_0_47_47 = e4 | all_0_48_48 = e4 | all_0_49_49 = e4
% 67.71/32.54  																																							|
% 67.71/32.54  																																								+-Applying beta-rule and splitting (61466), into two cases.
% 67.71/32.54  																																								|-Branch one:
% 67.71/32.54  																																								| (1790) all_0_47_47 = e4
% 67.71/32.54  																																								|
% 67.71/32.54  																																									| Equations (1790) can reduce 91 to:
% 67.71/32.54  																																									| (476)  ~ (all_0_56_56 = e4)
% 67.71/32.54  																																									|
% 67.71/32.54  																																									| Simplifying 476 yields:
% 67.71/32.54  																																									| (477)  ~ (all_0_56_56 = e4)
% 67.71/32.54  																																									|
% 67.71/32.54  																																									+-Applying beta-rule and splitting (131), into two cases.
% 67.71/32.54  																																									|-Branch one:
% 67.71/32.54  																																									| (459) all_0_42_42 = e1
% 67.71/32.54  																																									|
% 67.71/32.54  																																										| Combining equations (559,459) yields a new equation:
% 67.71/32.54  																																										| (431) e1 = e0
% 67.71/32.54  																																										|
% 67.71/32.54  																																										| Equations (431) can reduce 233 to:
% 67.71/32.54  																																										| (266) $false
% 67.71/32.54  																																										|
% 67.71/32.54  																																										|-The branch is then unsatisfiable
% 67.71/32.54  																																									|-Branch two:
% 67.71/32.54  																																									| (1380)  ~ (all_0_42_42 = e1)
% 67.71/32.54  																																									| (3259) all_0_47_47 = e1 | all_0_51_51 = e1 | all_0_56_56 = e1
% 67.71/32.54  																																									|
% 67.71/32.54  																																										| Equations (559) can reduce 1380 to:
% 67.71/32.54  																																										| (435)  ~ (e1 = e0)
% 67.71/32.54  																																										|
% 67.71/32.54  																																										| Simplifying 435 yields:
% 67.71/32.54  																																										| (233)  ~ (e1 = e0)
% 67.71/32.54  																																										|
% 67.71/32.54  																																										+-Applying beta-rule and splitting (135), into two cases.
% 67.71/32.54  																																										|-Branch one:
% 67.71/32.54  																																										| (545) all_0_46_46 = e1
% 67.71/32.54  																																										|
% 67.71/32.54  																																											| Combining equations (1794,545) yields a new equation:
% 67.71/32.54  																																											| (616) e2 = e1
% 67.71/32.54  																																											|
% 67.71/32.54  																																											| Simplifying 616 yields:
% 67.71/32.54  																																											| (617) e2 = e1
% 67.71/32.54  																																											|
% 67.71/32.54  																																											| Equations (617) can reduce 122 to:
% 67.71/32.54  																																											| (266) $false
% 67.71/32.54  																																											|
% 67.71/32.54  																																											|-The branch is then unsatisfiable
% 67.71/32.54  																																										|-Branch two:
% 67.71/32.54  																																										| (549)  ~ (all_0_46_46 = e1)
% 67.71/32.54  																																										| (550) all_0_47_47 = e1 | all_0_48_48 = e1 | all_0_49_49 = e1
% 67.71/32.54  																																										|
% 67.71/32.54  																																											| Equations (1794) can reduce 549 to:
% 67.71/32.54  																																											| (122)  ~ (e2 = e1)
% 67.71/32.54  																																											|
% 67.71/32.54  																																											+-Applying beta-rule and splitting (537), into two cases.
% 67.71/32.54  																																											|-Branch one:
% 67.71/32.54  																																											| (884) all_0_49_49 = e3
% 67.71/32.54  																																											|
% 67.71/32.54  																																												| Equations (884) can reduce 525 to:
% 67.71/32.54  																																												| (266) $false
% 67.71/32.54  																																												|
% 67.71/32.54  																																												|-The branch is then unsatisfiable
% 67.71/32.54  																																											|-Branch two:
% 67.71/32.54  																																											| (525)  ~ (all_0_49_49 = e3)
% 67.71/32.54  																																											| (887) all_0_53_53 = e3 | all_0_58_58 = e3
% 67.71/32.54  																																											|
% 67.71/32.54  																																												+-Applying beta-rule and splitting (887), into two cases.
% 67.71/32.54  																																												|-Branch one:
% 67.71/32.54  																																												| (665) all_0_53_53 = e3
% 67.71/32.54  																																												|
% 67.71/32.54  																																													| Combining equations (607,665) yields a new equation:
% 67.71/32.54  																																													| (662) e3 = e2
% 67.71/32.54  																																													|
% 67.71/32.54  																																													| Equations (662) can reduce 212 to:
% 67.71/32.54  																																													| (266) $false
% 67.71/32.54  																																													|
% 67.71/32.54  																																													|-The branch is then unsatisfiable
% 67.71/32.54  																																												|-Branch two:
% 67.71/32.54  																																												| (903)  ~ (all_0_53_53 = e3)
% 67.71/32.54  																																												| (795) all_0_58_58 = e3
% 67.71/32.54  																																												|
% 67.71/32.54  																																													+-Applying beta-rule and splitting (216), into two cases.
% 67.71/32.54  																																													|-Branch one:
% 67.71/32.54  																																													| (629) all_0_55_55 = e1
% 67.71/32.54  																																													|
% 67.71/32.54  																																														| Combining equations (858,629) yields a new equation:
% 67.71/32.54  																																														| (431) e1 = e0
% 67.71/32.54  																																														|
% 67.71/32.54  																																														| Equations (431) can reduce 233 to:
% 67.71/32.54  																																														| (266) $false
% 67.71/32.54  																																														|
% 67.71/32.54  																																														|-The branch is then unsatisfiable
% 67.71/32.54  																																													|-Branch two:
% 67.71/32.54  																																													| (632)  ~ (all_0_55_55 = e1)
% 67.71/32.54  																																													| (633) all_0_56_56 = e1 | all_0_57_57 = e1 | all_0_58_58 = e1
% 67.71/32.54  																																													|
% 67.71/32.54  																																														+-Applying beta-rule and splitting (112), into two cases.
% 67.71/32.54  																																														|-Branch one:
% 67.71/32.54  																																														| (635) all_0_44_44 = e1
% 67.71/32.54  																																														|
% 67.71/32.54  																																															| Combining equations (446,635) yields a new equation:
% 67.71/32.54  																																															| (636) e4 = e1
% 67.71/32.54  																																															|
% 67.71/32.54  																																															| Simplifying 636 yields:
% 67.71/32.54  																																															| (630) e4 = e1
% 67.71/32.54  																																															|
% 67.71/32.54  																																															| Equations (630) can reduce 110 to:
% 67.71/32.54  																																															| (266) $false
% 67.71/32.54  																																															|
% 67.71/32.54  																																															|-The branch is then unsatisfiable
% 67.71/32.54  																																														|-Branch two:
% 67.71/32.54  																																														| (639)  ~ (all_0_44_44 = e1)
% 67.71/32.54  																																														| (640) all_0_49_49 = e1 | all_0_53_53 = e1 | all_0_58_58 = e1
% 67.71/32.54  																																														|
% 67.71/32.54  																																															+-Applying beta-rule and splitting (633), into two cases.
% 67.71/32.54  																																															|-Branch one:
% 67.71/32.54  																																															| (1569) all_0_56_56 = e1
% 67.71/32.54  																																															|
% 67.71/32.54  																																																| Equations (1569) can reduce 477 to:
% 67.71/32.54  																																																| (602)  ~ (e4 = e1)
% 67.71/32.54  																																																|
% 67.71/32.54  																																																| Simplifying 602 yields:
% 67.71/32.54  																																																| (110)  ~ (e4 = e1)
% 67.71/32.54  																																																|
% 67.71/32.54  																																																| Equations (1569) can reduce 828 to:
% 67.71/32.54  																																																| (233)  ~ (e1 = e0)
% 67.71/32.54  																																																|
% 67.71/32.54  																																																+-Applying beta-rule and splitting (550), into two cases.
% 67.71/32.54  																																																|-Branch one:
% 67.71/32.54  																																																| (654) all_0_47_47 = e1
% 67.71/32.54  																																																|
% 67.71/32.54  																																																	| Combining equations (1790,654) yields a new equation:
% 67.71/32.54  																																																	| (636) e4 = e1
% 67.71/32.54  																																																	|
% 67.71/32.54  																																																	| Simplifying 636 yields:
% 67.71/32.54  																																																	| (630) e4 = e1
% 67.71/32.54  																																																	|
% 67.71/32.54  																																																	| Equations (630) can reduce 110 to:
% 67.71/32.54  																																																	| (266) $false
% 67.71/32.54  																																																	|
% 67.71/32.54  																																																	|-The branch is then unsatisfiable
% 67.71/32.54  																																																|-Branch two:
% 67.71/32.54  																																																| (462)  ~ (all_0_47_47 = e1)
% 67.71/32.54  																																																| (659) all_0_48_48 = e1 | all_0_49_49 = e1
% 67.71/32.54  																																																|
% 67.71/32.54  																																																	+-Applying beta-rule and splitting (640), into two cases.
% 67.71/32.54  																																																	|-Branch one:
% 67.71/32.54  																																																	| (671) all_0_49_49 = e1
% 67.71/32.54  																																																	|
% 67.71/32.54  																																																		| Equations (671) can reduce 340 to:
% 67.71/32.54  																																																		| (604)  ~ (e2 = e1)
% 67.71/32.54  																																																		|
% 67.71/32.54  																																																		| Simplifying 604 yields:
% 67.71/32.54  																																																		| (122)  ~ (e2 = e1)
% 67.71/32.54  																																																		|
% 67.71/32.54  																																																		| Equations (671) can reduce 487 to:
% 67.71/32.54  																																																		| (233)  ~ (e1 = e0)
% 67.71/32.54  																																																		|
% 67.71/32.55  																																																		+-Applying beta-rule and splitting (56), into two cases.
% 67.71/32.55  																																																		|-Branch one:
% 67.71/32.55  																																																		| (696) unit = e2
% 67.71/32.55  																																																		|
% 67.71/32.55  																																																			| From (696) and (40) follows:
% 67.71/32.55  																																																			| (4285) op(e3, e2) = e3
% 67.71/32.55  																																																			|
% 67.71/32.55  																																																			| From (696) and (28) follows:
% 67.71/32.55  																																																			| (699) op(e1, e2) = e1
% 67.71/32.55  																																																			|
% 67.71/32.55  																																																			| Instantiating formula (29) with e3, e2, e3, e0 and discharging atoms op(e3, e2) = e3, op(e3, e2) = e0, yields:
% 67.71/32.55  																																																			| (676) e3 = e0
% 67.71/32.55  																																																			|
% 67.71/32.55  																																																			| Instantiating formula (29) with e1, e2, e1, e3 and discharging atoms op(e1, e2) = e3, op(e1, e2) = e1, yields:
% 67.71/32.55  																																																			| (455) e3 = e1
% 67.71/32.55  																																																			|
% 67.71/32.55  																																																			| Combining equations (676,455) yields a new equation:
% 67.71/32.55  																																																			| (431) e1 = e0
% 67.71/32.55  																																																			|
% 67.71/32.55  																																																			| Equations (431) can reduce 233 to:
% 67.71/32.55  																																																			| (266) $false
% 67.71/32.55  																																																			|
% 67.71/32.55  																																																			|-The branch is then unsatisfiable
% 67.71/32.55  																																																		|-Branch two:
% 67.71/32.55  																																																		| (707)  ~ (unit = e2)
% 67.71/32.55  																																																		| (708) unit = e4 | unit = e3 | unit = e1 | unit = e0
% 67.71/32.55  																																																		|
% 67.71/32.55  																																																			+-Applying beta-rule and splitting (708), into two cases.
% 67.71/32.55  																																																			|-Branch one:
% 67.71/32.55  																																																			| (709) unit = e4
% 67.71/32.55  																																																			|
% 67.71/32.55  																																																				| From (709) and (24) follows:
% 67.71/32.55  																																																				| (33325) op(e4, e3) = e3
% 67.71/32.55  																																																				|
% 67.71/32.55  																																																				| From (709) and (211) follows:
% 67.71/32.55  																																																				| (22527) op(e4, e1) = e1
% 67.71/32.55  																																																				|
% 67.71/32.55  																																																				| From (709) and (32) follows:
% 67.71/32.55  																																																				| (712) op(e2, e4) = e2
% 67.71/32.55  																																																				|
% 67.71/32.55  																																																				| From (709) and (42) follows:
% 67.71/32.55  																																																				| (713) op(e0, e4) = e0
% 67.71/32.55  																																																				|
% 67.71/32.55  																																																				| Instantiating formula (29) with e4, e3, e3, e4 and discharging atoms op(e4, e3) = e4, op(e4, e3) = e3, yields:
% 67.71/32.55  																																																				| (425) e4 = e3
% 67.71/32.55  																																																				|
% 67.71/32.55  																																																				| Instantiating formula (29) with e4, e1, e1, e3 and discharging atoms op(e4, e1) = e3, op(e4, e1) = e1, yields:
% 67.71/32.55  																																																				| (455) e3 = e1
% 67.71/32.55  																																																				|
% 67.71/32.55  																																																				| Instantiating formula (29) with e2, e4, e2, e3 and discharging atoms op(e2, e4) = e3, op(e2, e4) = e2, yields:
% 67.71/32.55  																																																				| (662) e3 = e2
% 67.71/32.55  																																																				|
% 67.71/32.55  																																																				| Instantiating formula (29) with e0, e4, e0, e4 and discharging atoms op(e0, e4) = e4, op(e0, e4) = e0, yields:
% 67.71/32.55  																																																				| (397) e4 = e0
% 67.71/32.55  																																																				|
% 67.71/32.55  																																																				| Combining equations (425,397) yields a new equation:
% 67.71/32.55  																																																				| (675) e3 = e0
% 67.71/32.55  																																																				|
% 67.71/32.55  																																																				| Simplifying 675 yields:
% 67.71/32.55  																																																				| (676) e3 = e0
% 67.71/32.55  																																																				|
% 67.71/32.55  																																																				| Combining equations (676,662) yields a new equation:
% 67.71/32.55  																																																				| (330) e2 = e0
% 67.71/32.55  																																																				|
% 67.71/32.55  																																																				| Combining equations (455,662) yields a new equation:
% 67.71/32.55  																																																				| (617) e2 = e1
% 67.71/32.55  																																																				|
% 67.71/32.55  																																																				| Combining equations (617,330) yields a new equation:
% 67.71/32.55  																																																				| (546) e1 = e0
% 67.71/32.55  																																																				|
% 67.71/32.55  																																																				| Simplifying 546 yields:
% 67.71/32.55  																																																				| (431) e1 = e0
% 67.71/32.55  																																																				|
% 67.71/32.55  																																																				| Equations (431) can reduce 233 to:
% 67.71/32.55  																																																				| (266) $false
% 67.71/32.55  																																																				|
% 67.71/32.55  																																																				|-The branch is then unsatisfiable
% 67.71/32.55  																																																			|-Branch two:
% 67.71/32.55  																																																			| (724)  ~ (unit = e4)
% 67.71/32.55  																																																			| (725) unit = e3 | unit = e1 | unit = e0
% 67.71/32.55  																																																			|
% 67.71/32.55  																																																				+-Applying beta-rule and splitting (725), into two cases.
% 67.71/32.55  																																																				|-Branch one:
% 67.71/32.55  																																																				| (726) unit = e0
% 67.71/32.55  																																																				|
% 67.71/32.55  																																																					| From (726) and (211) follows:
% 67.71/32.55  																																																					| (15180) op(e0, e1) = e1
% 67.71/32.55  																																																					|
% 67.71/32.55  																																																					| Instantiating formula (29) with e0, e1, e1, e2 and discharging atoms op(e0, e1) = e2, op(e0, e1) = e1, yields:
% 67.71/32.55  																																																					| (617) e2 = e1
% 67.71/32.55  																																																					|
% 67.71/32.55  																																																					| Equations (617) can reduce 122 to:
% 67.71/32.55  																																																					| (266) $false
% 67.71/32.55  																																																					|
% 67.71/32.55  																																																					|-The branch is then unsatisfiable
% 67.71/32.55  																																																				|-Branch two:
% 67.71/32.55  																																																				| (734)  ~ (unit = e0)
% 67.71/32.55  																																																				| (735) unit = e3 | unit = e1
% 67.71/32.55  																																																				|
% 67.71/32.55  																																																					+-Applying beta-rule and splitting (735), into two cases.
% 67.71/32.55  																																																					|-Branch one:
% 67.71/32.55  																																																					| (736) unit = e1
% 67.71/32.55  																																																					|
% 67.71/32.55  																																																						| Equations (736) can reduce 734 to:
% 67.71/32.55  																																																						| (233)  ~ (e1 = e0)
% 67.71/32.55  																																																						|
% 67.71/32.55  																																																						| From (736) and (15) follows:
% 67.71/32.55  																																																						| (515) op(e1, e2) = e2
% 67.71/32.55  																																																						|
% 67.71/32.55  																																																						| From (736) and (227) follows:
% 67.71/32.55  																																																						| (739) op(e4, e1) = e4
% 67.71/32.55  																																																						|
% 67.71/32.55  																																																						| From (736) and (28) follows:
% 67.71/32.55  																																																						| (740) op(e1, e1) = e1
% 67.71/32.55  																																																						|
% 67.71/32.55  																																																						| From (736) and (42) follows:
% 67.71/32.55  																																																						| (3221) op(e0, e1) = e0
% 67.71/32.55  																																																						|
% 67.71/32.55  																																																						| Instantiating formula (29) with e4, e1, e4, e3 and discharging atoms op(e4, e1) = e4, op(e4, e1) = e3, yields:
% 67.71/32.55  																																																						| (425) e4 = e3
% 67.71/32.55  																																																						|
% 67.71/32.55  																																																						| Instantiating formula (29) with e1, e2, e2, e3 and discharging atoms op(e1, e2) = e3, op(e1, e2) = e2, yields:
% 67.71/32.55  																																																						| (662) e3 = e2
% 67.71/32.55  																																																						|
% 67.71/32.55  																																																						| Instantiating formula (29) with e1, e1, e1, e4 and discharging atoms op(e1, e1) = e4, op(e1, e1) = e1, yields:
% 67.71/32.55  																																																						| (630) e4 = e1
% 67.71/32.55  																																																						|
% 67.71/32.55  																																																						| Instantiating formula (29) with e0, e1, e0, e2 and discharging atoms op(e0, e1) = e2, op(e0, e1) = e0, yields:
% 67.71/32.55  																																																						| (330) e2 = e0
% 67.71/32.55  																																																						|
% 67.71/32.55  																																																						| Combining equations (425,630) yields a new equation:
% 67.71/32.55  																																																						| (454) e3 = e1
% 67.71/32.55  																																																						|
% 67.71/32.55  																																																						| Simplifying 454 yields:
% 67.71/32.55  																																																						| (455) e3 = e1
% 67.71/32.55  																																																						|
% 67.71/32.55  																																																						| Combining equations (662,455) yields a new equation:
% 67.71/32.55  																																																						| (616) e2 = e1
% 67.71/32.55  																																																						|
% 67.71/32.55  																																																						| Simplifying 616 yields:
% 67.71/32.55  																																																						| (617) e2 = e1
% 67.71/32.55  																																																						|
% 67.71/32.55  																																																						| Combining equations (617,330) yields a new equation:
% 67.71/32.55  																																																						| (546) e1 = e0
% 67.71/32.55  																																																						|
% 67.71/32.55  																																																						| Simplifying 546 yields:
% 67.71/32.55  																																																						| (431) e1 = e0
% 67.71/32.55  																																																						|
% 67.71/32.55  																																																						| Equations (431) can reduce 233 to:
% 67.71/32.55  																																																						| (266) $false
% 67.71/32.55  																																																						|
% 67.71/32.55  																																																						|-The branch is then unsatisfiable
% 67.71/32.55  																																																					|-Branch two:
% 67.71/32.55  																																																					| (748)  ~ (unit = e1)
% 67.71/32.55  																																																					| (749) unit = e3
% 67.71/32.55  																																																					|
% 67.71/32.55  																																																						| From (749) and (244) follows:
% 67.71/32.55  																																																						| (750) op(e3, e4) = e4
% 67.71/32.55  																																																						|
% 67.71/32.55  																																																						| From (749) and (209) follows:
% 67.71/32.55  																																																						| (1667) op(e3, e0) = e0
% 67.71/32.55  																																																						|
% 67.71/32.55  																																																						| Instantiating formula (29) with e3, e4, e4, e2 and discharging atoms op(e3, e4) = e4, op(e3, e4) = e2, yields:
% 67.71/32.55  																																																						| (323) e4 = e2
% 67.71/32.55  																																																						|
% 67.71/32.55  																																																						| Instantiating formula (29) with e3, e0, e0, e4 and discharging atoms op(e3, e0) = e4, op(e3, e0) = e0, yields:
% 67.71/32.55  																																																						| (397) e4 = e0
% 67.71/32.55  																																																						|
% 67.71/32.55  																																																						| Combining equations (323,397) yields a new equation:
% 67.71/32.55  																																																						| (391) e2 = e0
% 67.71/32.55  																																																						|
% 67.71/32.55  																																																						| Simplifying 391 yields:
% 67.71/32.55  																																																						| (330) e2 = e0
% 67.71/32.55  																																																						|
% 67.71/32.55  																																																						| Equations (330) can reduce 128 to:
% 67.71/32.55  																																																						| (266) $false
% 67.71/32.55  																																																						|
% 67.71/32.55  																																																						|-The branch is then unsatisfiable
% 67.71/32.55  																																																	|-Branch two:
% 67.71/32.55  																																																	| (1064)  ~ (all_0_49_49 = e1)
% 67.71/32.55  																																																	| (2141) all_0_53_53 = e1 | all_0_58_58 = e1
% 67.71/32.55  																																																	|
% 67.71/32.55  																																																		+-Applying beta-rule and splitting (659), into two cases.
% 67.71/32.55  																																																		|-Branch one:
% 67.71/32.55  																																																		| (615) all_0_48_48 = e1
% 67.71/32.55  																																																		|
% 67.71/32.55  																																																			| Combining equations (1279,615) yields a new equation:
% 67.71/32.55  																																																			| (431) e1 = e0
% 67.71/32.55  																																																			|
% 67.71/32.55  																																																			| Equations (431) can reduce 233 to:
% 67.71/32.55  																																																			| (266) $false
% 67.71/32.55  																																																			|
% 67.71/32.55  																																																			|-The branch is then unsatisfiable
% 67.71/32.55  																																																		|-Branch two:
% 67.71/32.55  																																																		| (619)  ~ (all_0_48_48 = e1)
% 67.71/32.55  																																																		| (671) all_0_49_49 = e1
% 67.71/32.55  																																																		|
% 67.71/32.55  																																																			| Equations (671) can reduce 1064 to:
% 67.71/32.55  																																																			| (266) $false
% 67.71/32.55  																																																			|
% 67.71/32.55  																																																			|-The branch is then unsatisfiable
% 67.71/32.55  																																															|-Branch two:
% 67.71/32.55  																																															| (466)  ~ (all_0_56_56 = e1)
% 67.71/32.55  																																															| (1574) all_0_57_57 = e1 | all_0_58_58 = e1
% 67.71/32.55  																																															|
% 67.71/32.55  																																																+-Applying beta-rule and splitting (1574), into two cases.
% 67.71/32.55  																																																|-Branch one:
% 67.71/32.55  																																																| (647) all_0_57_57 = e1
% 67.71/32.55  																																																|
% 67.71/32.55  																																																	| Combining equations (647,442) yields a new equation:
% 67.71/32.55  																																																	| (617) e2 = e1
% 67.71/32.55  																																																	|
% 67.71/32.55  																																																	| Equations (617) can reduce 122 to:
% 67.71/32.55  																																																	| (266) $false
% 67.71/32.55  																																																	|
% 67.71/32.55  																																																	|-The branch is then unsatisfiable
% 67.71/32.55  																																																|-Branch two:
% 67.71/32.55  																																																| (1670)  ~ (all_0_57_57 = e1)
% 67.71/32.55  																																																| (918) all_0_58_58 = e1
% 67.71/32.55  																																																|
% 67.71/32.55  																																																	| Combining equations (918,795) yields a new equation:
% 67.71/32.55  																																																	| (455) e3 = e1
% 67.71/32.55  																																																	|
% 67.71/32.55  																																																	| Equations (455) can reduce 213 to:
% 67.71/32.55  																																																	| (266) $false
% 67.71/32.55  																																																	|
% 67.71/32.55  																																																	|-The branch is then unsatisfiable
% 67.71/32.55  																																								|-Branch two:
% 67.71/32.55  																																								| (252)  ~ (all_0_47_47 = e4)
% 67.71/32.55  																																								| (61479) all_0_48_48 = e4 | all_0_49_49 = e4
% 67.71/32.55  																																								|
% 67.71/32.55  																																									+-Applying beta-rule and splitting (61479), into two cases.
% 67.71/32.55  																																									|-Branch one:
% 67.71/32.55  																																									| (943) all_0_48_48 = e4
% 67.71/32.55  																																									|
% 67.71/32.55  																																										| Combining equations (1279,943) yields a new equation:
% 67.71/32.55  																																										| (397) e4 = e0
% 67.71/32.55  																																										|
% 67.71/32.55  																																										| Equations (397) can reduce 49 to:
% 67.71/32.55  																																										| (266) $false
% 67.71/32.55  																																										|
% 67.71/32.55  																																										|-The branch is then unsatisfiable
% 67.71/32.55  																																									|-Branch two:
% 67.71/32.55  																																									| (254)  ~ (all_0_48_48 = e4)
% 67.71/32.55  																																									| (974) all_0_49_49 = e4
% 67.71/32.55  																																									|
% 67.71/32.55  																																										| Equations (974) can reduce 256 to:
% 67.71/32.55  																																										| (266) $false
% 67.71/32.55  																																										|
% 67.71/32.55  																																										|-The branch is then unsatisfiable
% 67.71/32.56  																																	|-Branch two:
% 67.71/32.56  																																	| (803)  ~ (all_0_55_55 = e0)
% 67.71/32.56  																																	| (863) all_0_56_56 = e0 | all_0_57_57 = e0 | all_0_58_58 = e0
% 67.71/32.56  																																	|
% 67.71/32.56  																																		+-Applying beta-rule and splitting (26), into two cases.
% 67.71/32.56  																																		|-Branch one:
% 67.71/32.56  																																		| (446) all_0_44_44 = e4
% 67.71/32.56  																																		|
% 67.71/32.56  																																			| Equations (446) can reduce 407 to:
% 67.71/32.56  																																			| (188)  ~ (e4 = e3)
% 67.71/32.56  																																			|
% 67.71/32.56  																																			+-Applying beta-rule and splitting (206), into two cases.
% 67.71/32.56  																																			|-Branch one:
% 67.71/32.56  																																			| (248) all_0_45_45 = e4
% 67.71/32.56  																																			|
% 67.71/32.56  																																				| Combining equations (423,248) yields a new equation:
% 67.71/32.56  																																				| (425) e4 = e3
% 67.71/32.56  																																				|
% 67.71/32.56  																																				| Equations (425) can reduce 188 to:
% 67.71/32.56  																																				| (266) $false
% 67.71/32.56  																																				|
% 67.71/32.56  																																				|-The branch is then unsatisfiable
% 67.71/32.56  																																			|-Branch two:
% 67.71/32.56  																																			| (60416)  ~ (all_0_45_45 = e4)
% 67.78/32.56  																																			| (61457) all_0_46_46 = e4 | all_0_47_47 = e4 | all_0_48_48 = e4 | all_0_49_49 = e4
% 67.78/32.56  																																			|
% 67.78/32.56  																																				| Equations (423) can reduce 60416 to:
% 67.78/32.56  																																				| (277)  ~ (e4 = e3)
% 67.78/32.56  																																				|
% 67.78/32.56  																																				| Simplifying 277 yields:
% 67.78/32.56  																																				| (188)  ~ (e4 = e3)
% 67.78/32.56  																																				|
% 67.78/32.56  																																				+-Applying beta-rule and splitting (189), into two cases.
% 67.78/32.56  																																				|-Branch one:
% 67.78/32.56  																																				| (532) all_0_44_44 = e3
% 67.78/32.56  																																				|
% 67.78/32.56  																																					| Combining equations (446,532) yields a new equation:
% 67.78/32.56  																																					| (424) e4 = e3
% 67.78/32.56  																																					|
% 67.78/32.56  																																					| Simplifying 424 yields:
% 67.78/32.56  																																					| (425) e4 = e3
% 67.78/32.56  																																					|
% 67.78/32.56  																																					| Equations (425) can reduce 188 to:
% 67.78/32.56  																																					| (266) $false
% 67.78/32.56  																																					|
% 67.78/32.56  																																					|-The branch is then unsatisfiable
% 67.78/32.56  																																				|-Branch two:
% 67.78/32.56  																																				| (407)  ~ (all_0_44_44 = e3)
% 67.78/32.56  																																				| (537) all_0_49_49 = e3 | all_0_53_53 = e3 | all_0_58_58 = e3
% 67.78/32.56  																																				|
% 67.78/32.56  																																					+-Applying beta-rule and splitting (537), into two cases.
% 67.78/32.56  																																					|-Branch one:
% 67.78/32.56  																																					| (884) all_0_49_49 = e3
% 67.78/32.56  																																					|
% 67.78/32.56  																																						| Equations (884) can reduce 525 to:
% 67.78/32.56  																																						| (266) $false
% 67.78/32.56  																																						|
% 67.78/32.56  																																						|-The branch is then unsatisfiable
% 67.78/32.56  																																					|-Branch two:
% 67.78/32.56  																																					| (525)  ~ (all_0_49_49 = e3)
% 67.78/32.56  																																					| (887) all_0_53_53 = e3 | all_0_58_58 = e3
% 67.78/32.56  																																					|
% 67.78/32.56  																																						+-Applying beta-rule and splitting (887), into two cases.
% 67.78/32.56  																																						|-Branch one:
% 67.78/32.56  																																						| (665) all_0_53_53 = e3
% 67.78/32.56  																																						|
% 67.78/32.56  																																							| Combining equations (665,607) yields a new equation:
% 67.78/32.56  																																							| (661) e3 = e2
% 67.78/32.56  																																							|
% 67.78/32.56  																																							| Simplifying 661 yields:
% 67.78/32.56  																																							| (662) e3 = e2
% 67.78/32.56  																																							|
% 67.78/32.56  																																							| Equations (662) can reduce 212 to:
% 67.78/32.56  																																							| (266) $false
% 67.78/32.56  																																							|
% 67.78/32.56  																																							|-The branch is then unsatisfiable
% 67.78/32.56  																																						|-Branch two:
% 67.78/32.56  																																						| (903)  ~ (all_0_53_53 = e3)
% 67.78/32.56  																																						| (795) all_0_58_58 = e3
% 67.78/32.56  																																						|
% 67.78/32.56  																																							| Equations (795) can reduce 491 to:
% 67.78/32.56  																																							| (80)  ~ (e3 = e0)
% 67.78/32.56  																																							|
% 67.78/32.56  																																							+-Applying beta-rule and splitting (216), into two cases.
% 67.78/32.56  																																							|-Branch one:
% 67.78/32.56  																																							| (629) all_0_55_55 = e1
% 67.78/32.56  																																							|
% 67.78/32.56  																																								| Equations (629) can reduce 632 to:
% 67.78/32.56  																																								| (266) $false
% 67.78/32.56  																																								|
% 67.78/32.56  																																								|-The branch is then unsatisfiable
% 67.78/32.56  																																							|-Branch two:
% 67.78/32.56  																																							| (632)  ~ (all_0_55_55 = e1)
% 67.78/32.56  																																							| (633) all_0_56_56 = e1 | all_0_57_57 = e1 | all_0_58_58 = e1
% 67.78/32.56  																																							|
% 67.78/32.56  																																								+-Applying beta-rule and splitting (633), into two cases.
% 67.78/32.56  																																								|-Branch one:
% 67.78/32.56  																																								| (1569) all_0_56_56 = e1
% 67.78/32.56  																																								|
% 67.78/32.56  																																									| Equations (1569) can reduce 828 to:
% 67.78/32.56  																																									| (233)  ~ (e1 = e0)
% 67.78/32.56  																																									|
% 67.78/32.56  																																									+-Applying beta-rule and splitting (863), into two cases.
% 67.78/32.56  																																									|-Branch one:
% 67.78/32.56  																																									| (679) all_0_56_56 = e0
% 67.78/32.56  																																									|
% 67.78/32.56  																																										| Combining equations (679,1569) yields a new equation:
% 67.78/32.56  																																										| (431) e1 = e0
% 67.78/32.56  																																										|
% 67.78/32.56  																																										| Equations (431) can reduce 233 to:
% 67.78/32.56  																																										| (266) $false
% 67.78/32.56  																																										|
% 67.78/32.56  																																										|-The branch is then unsatisfiable
% 67.78/32.56  																																									|-Branch two:
% 67.78/32.56  																																									| (828)  ~ (all_0_56_56 = e0)
% 67.78/32.56  																																									| (924) all_0_57_57 = e0 | all_0_58_58 = e0
% 67.78/32.56  																																									|
% 67.78/32.56  																																										+-Applying beta-rule and splitting (395), into two cases.
% 67.78/32.56  																																										|-Branch one:
% 67.78/32.56  																																										| (794) all_0_41_41 = e0
% 67.78/32.56  																																										|
% 67.78/32.56  																																											| Combining equations (794,403) yields a new equation:
% 67.78/32.56  																																											| (676) e3 = e0
% 67.78/32.56  																																											|
% 67.78/32.56  																																											| Equations (676) can reduce 80 to:
% 67.78/32.56  																																											| (266) $false
% 67.78/32.56  																																											|
% 67.78/32.56  																																											|-The branch is then unsatisfiable
% 67.78/32.56  																																										|-Branch two:
% 67.78/32.56  																																										| (357)  ~ (all_0_41_41 = e0)
% 67.78/32.56  																																										| (895) all_0_46_46 = e0 | all_0_55_55 = e0
% 67.78/32.56  																																										|
% 67.78/32.56  																																											| Equations (403) can reduce 357 to:
% 67.78/32.56  																																											| (80)  ~ (e3 = e0)
% 67.78/32.56  																																											|
% 67.78/32.56  																																											+-Applying beta-rule and splitting (924), into two cases.
% 67.78/32.56  																																											|-Branch one:
% 67.78/32.56  																																											| (875) all_0_57_57 = e0
% 67.78/32.56  																																											|
% 67.78/32.56  																																												| Combining equations (442,875) yields a new equation:
% 67.78/32.56  																																												| (391) e2 = e0
% 67.78/32.56  																																												|
% 67.78/32.56  																																												| Simplifying 391 yields:
% 67.78/32.56  																																												| (330) e2 = e0
% 67.78/32.56  																																												|
% 67.78/32.56  																																												| Equations (330) can reduce 128 to:
% 67.78/32.56  																																												| (266) $false
% 67.78/32.56  																																												|
% 67.78/32.56  																																												|-The branch is then unsatisfiable
% 67.78/32.56  																																											|-Branch two:
% 67.78/32.56  																																											| (364)  ~ (all_0_57_57 = e0)
% 67.78/32.56  																																											| (914) all_0_58_58 = e0
% 67.78/32.56  																																											|
% 67.78/32.56  																																												| Combining equations (914,795) yields a new equation:
% 67.78/32.56  																																												| (676) e3 = e0
% 67.78/32.56  																																												|
% 67.78/32.56  																																												| Equations (676) can reduce 80 to:
% 67.78/32.56  																																												| (266) $false
% 67.78/32.56  																																												|
% 67.78/32.56  																																												|-The branch is then unsatisfiable
% 67.78/32.56  																																								|-Branch two:
% 67.78/32.56  																																								| (466)  ~ (all_0_56_56 = e1)
% 67.78/32.56  																																								| (1574) all_0_57_57 = e1 | all_0_58_58 = e1
% 67.78/32.56  																																								|
% 67.78/32.56  																																									+-Applying beta-rule and splitting (1574), into two cases.
% 67.78/32.56  																																									|-Branch one:
% 67.78/32.56  																																									| (647) all_0_57_57 = e1
% 67.78/32.56  																																									|
% 67.78/32.56  																																										| Combining equations (442,647) yields a new equation:
% 67.78/32.56  																																										| (616) e2 = e1
% 67.78/32.56  																																										|
% 67.78/32.56  																																										| Simplifying 616 yields:
% 67.78/32.56  																																										| (617) e2 = e1
% 67.78/32.56  																																										|
% 67.78/32.56  																																										| Equations (617) can reduce 122 to:
% 67.78/32.56  																																										| (266) $false
% 67.78/32.56  																																										|
% 67.78/32.56  																																										|-The branch is then unsatisfiable
% 67.78/32.56  																																									|-Branch two:
% 67.78/32.56  																																									| (1670)  ~ (all_0_57_57 = e1)
% 67.78/32.56  																																									| (918) all_0_58_58 = e1
% 67.78/32.56  																																									|
% 67.78/32.56  																																										| Combining equations (918,795) yields a new equation:
% 67.78/32.56  																																										| (455) e3 = e1
% 67.78/32.56  																																										|
% 67.78/32.56  																																										| Equations (455) can reduce 213 to:
% 67.78/32.56  																																										| (266) $false
% 67.78/32.56  																																										|
% 67.78/32.56  																																										|-The branch is then unsatisfiable
% 67.78/32.57  																																		|-Branch two:
% 67.78/32.57  																																		| (1390)  ~ (all_0_44_44 = e4)
% 67.78/32.57  																																		| (1391) all_0_44_44 = e3 | all_0_44_44 = e1 | all_0_44_44 = e0
% 67.78/32.57  																																		|
% 67.78/32.57  																																			+-Applying beta-rule and splitting (441), into two cases.
% 67.78/32.57  																																			|-Branch one:
% 67.78/32.57  																																			| (1392) all_0_42_42 = e4
% 67.78/32.57  																																			|
% 67.78/32.57  																																				| Combining equations (1392,559) yields a new equation:
% 67.78/32.57  																																				| (481) e4 = e0
% 67.78/32.57  																																				|
% 67.78/32.57  																																				| Simplifying 481 yields:
% 67.78/32.57  																																				| (397) e4 = e0
% 67.78/32.57  																																				|
% 67.78/32.57  																																				| Equations (397) can reduce 49 to:
% 67.78/32.57  																																				| (266) $false
% 67.78/32.57  																																				|
% 67.78/32.57  																																				|-The branch is then unsatisfiable
% 67.78/32.57  																																			|-Branch two:
% 67.78/32.57  																																			| (1890)  ~ (all_0_42_42 = e4)
% 67.78/32.57  																																			| (1891) all_0_43_43 = e4 | all_0_44_44 = e4
% 67.78/32.57  																																			|
% 67.78/32.57  																																				+-Applying beta-rule and splitting (1891), into two cases.
% 67.78/32.57  																																				|-Branch one:
% 67.78/32.57  																																				| (396) all_0_43_43 = e4
% 67.78/32.57  																																				|
% 67.78/32.57  																																					| Combining equations (430,396) yields a new equation:
% 67.78/32.57  																																					| (630) e4 = e1
% 67.78/32.57  																																					|
% 67.78/32.57  																																					| Equations (630) can reduce 110 to:
% 67.78/32.57  																																					| (266) $false
% 67.78/32.57  																																					|
% 67.78/32.57  																																					|-The branch is then unsatisfiable
% 67.78/32.57  																																				|-Branch two:
% 67.78/32.57  																																				| (399)  ~ (all_0_43_43 = e4)
% 67.78/32.57  																																				| (446) all_0_44_44 = e4
% 67.78/32.57  																																				|
% 67.78/32.57  																																					| Equations (446) can reduce 1390 to:
% 67.78/32.57  																																					| (266) $false
% 67.78/32.57  																																					|
% 67.78/32.57  																																					|-The branch is then unsatisfiable
% 67.78/32.57  																													|-Branch two:
% 67.78/32.57  																													| (358)  ~ (all_0_42_42 = e0)
% 67.78/32.57  																													| (6766) all_0_43_43 = e0 | all_0_44_44 = e0
% 67.78/32.57  																													|
% 67.78/32.57  																														+-Applying beta-rule and splitting (174), into two cases.
% 67.78/32.57  																														|-Branch one:
% 67.78/32.57  																														| (386) all_0_55_55 = e2
% 67.78/32.57  																														|
% 67.78/32.57  																															| Equations (386) can reduce 304 to:
% 67.78/32.57  																															| (266) $false
% 67.78/32.57  																															|
% 67.78/32.57  																															|-The branch is then unsatisfiable
% 67.78/32.57  																														|-Branch two:
% 67.78/32.57  																														| (304)  ~ (all_0_55_55 = e2)
% 67.78/32.57  																														| (2051) all_0_55_55 = e4 | all_0_55_55 = e3 | all_0_55_55 = e1 | all_0_55_55 = e0
% 67.78/32.57  																														|
% 67.78/32.57  																															+-Applying beta-rule and splitting (104), into two cases.
% 67.78/32.57  																															|-Branch one:
% 67.78/32.57  																															| (480) all_0_39_39 = e0
% 67.78/32.57  																															|
% 67.78/32.57  																																| Combining equations (480,317) yields a new equation:
% 67.78/32.57  																																| (330) e2 = e0
% 67.78/32.57  																																|
% 67.78/32.57  																																| Equations (330) can reduce 128 to:
% 67.78/32.57  																																| (266) $false
% 67.78/32.57  																																|
% 67.78/32.57  																																|-The branch is then unsatisfiable
% 67.78/32.57  																															|-Branch two:
% 67.78/32.57  																															| (484)  ~ (all_0_39_39 = e0)
% 67.78/32.57  																															| (558) all_0_42_42 = e0 | all_0_47_47 = e0 | all_0_56_56 = e0
% 67.78/32.57  																															|
% 67.78/32.57  																																+-Applying beta-rule and splitting (152), into two cases.
% 67.78/32.57  																																|-Branch one:
% 67.78/32.57  																																| (1392) all_0_42_42 = e4
% 67.78/32.57  																																|
% 67.78/32.57  																																	| Equations (1392) can reduce 358 to:
% 67.78/32.57  																																	| (49)  ~ (e4 = e0)
% 67.78/32.57  																																	|
% 67.78/32.57  																																	+-Applying beta-rule and splitting (150), into two cases.
% 67.78/32.57  																																	|-Branch one:
% 67.78/32.57  																																	| (1378) all_0_40_40 = e4
% 67.78/32.57  																																	|
% 67.78/32.57  																																		| Combining equations (1378,485) yields a new equation:
% 67.78/32.57  																																		| (481) e4 = e0
% 67.78/32.57  																																		|
% 67.78/32.57  																																		| Simplifying 481 yields:
% 67.78/32.57  																																		| (397) e4 = e0
% 67.78/32.57  																																		|
% 67.78/32.57  																																		| Equations (397) can reduce 49 to:
% 67.78/32.57  																																		| (266) $false
% 67.78/32.57  																																		|
% 67.78/32.57  																																		|-The branch is then unsatisfiable
% 67.78/32.57  																																	|-Branch two:
% 67.78/32.57  																																	| (447)  ~ (all_0_40_40 = e4)
% 67.78/32.57  																																	| (2271) all_0_44_44 = e4 | all_0_49_49 = e4 | all_0_53_53 = e4 | all_0_58_58 = e4
% 67.78/32.57  																																	|
% 67.78/32.57  																																		| Equations (485) can reduce 447 to:
% 67.78/32.57  																																		| (401)  ~ (e4 = e0)
% 67.78/32.57  																																		|
% 67.78/32.57  																																		| Simplifying 401 yields:
% 67.78/32.57  																																		| (49)  ~ (e4 = e0)
% 67.78/32.57  																																		|
% 67.78/32.57  																																		+-Applying beta-rule and splitting (2051), into two cases.
% 67.78/32.57  																																		|-Branch one:
% 67.78/32.57  																																		| (587) all_0_55_55 = e4
% 67.78/32.57  																																		|
% 67.78/32.57  																																			| Equations (587) can reduce 763 to:
% 67.78/32.57  																																			| (266) $false
% 67.78/32.57  																																			|
% 67.78/32.57  																																			|-The branch is then unsatisfiable
% 67.78/32.57  																																		|-Branch two:
% 67.78/32.57  																																		| (763)  ~ (all_0_55_55 = e4)
% 67.78/32.57  																																		| (2055) all_0_55_55 = e3 | all_0_55_55 = e1 | all_0_55_55 = e0
% 67.78/32.57  																																		|
% 67.78/32.57  																																			+-Applying beta-rule and splitting (558), into two cases.
% 67.78/32.57  																																			|-Branch one:
% 67.78/32.57  																																			| (559) all_0_42_42 = e0
% 67.78/32.57  																																			|
% 67.78/32.57  																																				| Combining equations (559,1392) yields a new equation:
% 67.78/32.57  																																				| (397) e4 = e0
% 67.78/32.57  																																				|
% 67.78/32.57  																																				| Equations (397) can reduce 49 to:
% 67.78/32.57  																																				| (266) $false
% 67.78/32.57  																																				|
% 67.78/32.57  																																				|-The branch is then unsatisfiable
% 67.78/32.57  																																			|-Branch two:
% 67.78/32.57  																																			| (358)  ~ (all_0_42_42 = e0)
% 67.78/32.57  																																			| (563) all_0_47_47 = e0 | all_0_56_56 = e0
% 67.78/32.57  																																			|
% 67.78/32.57  																																				+-Applying beta-rule and splitting (563), into two cases.
% 67.78/32.57  																																				|-Branch one:
% 67.78/32.57  																																				| (674) all_0_47_47 = e0
% 67.78/32.57  																																				|
% 67.78/32.57  																																					| Equations (674) can reduce 678 to:
% 67.78/32.57  																																					| (266) $false
% 67.78/32.57  																																					|
% 67.78/32.57  																																					|-The branch is then unsatisfiable
% 67.78/32.57  																																				|-Branch two:
% 67.78/32.57  																																				| (678)  ~ (all_0_47_47 = e0)
% 67.78/32.57  																																				| (679) all_0_56_56 = e0
% 67.78/32.57  																																				|
% 67.78/32.57  																																					| Equations (679) can reduce 153 to:
% 67.78/32.57  																																					| (803)  ~ (all_0_55_55 = e0)
% 67.78/32.57  																																					|
% 67.78/32.57  																																					+-Applying beta-rule and splitting (216), into two cases.
% 67.78/32.57  																																					|-Branch one:
% 67.78/32.57  																																					| (629) all_0_55_55 = e1
% 67.78/32.57  																																					|
% 67.78/32.57  																																						| Equations (629) can reduce 632 to:
% 67.78/32.57  																																						| (266) $false
% 67.78/32.57  																																						|
% 67.78/32.57  																																						|-The branch is then unsatisfiable
% 67.78/32.57  																																					|-Branch two:
% 67.78/32.57  																																					| (632)  ~ (all_0_55_55 = e1)
% 67.78/32.57  																																					| (633) all_0_56_56 = e1 | all_0_57_57 = e1 | all_0_58_58 = e1
% 67.78/32.57  																																					|
% 67.78/32.57  																																						+-Applying beta-rule and splitting (2055), into two cases.
% 67.78/32.57  																																						|-Branch one:
% 67.78/32.57  																																						| (858) all_0_55_55 = e0
% 67.78/32.57  																																						|
% 67.78/32.57  																																							| Equations (858) can reduce 803 to:
% 67.78/32.57  																																							| (266) $false
% 67.78/32.57  																																							|
% 67.78/32.57  																																							|-The branch is then unsatisfiable
% 67.78/32.57  																																						|-Branch two:
% 67.78/32.57  																																						| (803)  ~ (all_0_55_55 = e0)
% 67.78/32.57  																																						| (2315) all_0_55_55 = e3 | all_0_55_55 = e1
% 67.78/32.57  																																						|
% 67.78/32.57  																																							+-Applying beta-rule and splitting (2315), into two cases.
% 67.78/32.57  																																							|-Branch one:
% 67.78/32.57  																																							| (629) all_0_55_55 = e1
% 67.78/32.57  																																							|
% 67.78/32.57  																																								| Equations (629) can reduce 632 to:
% 67.78/32.57  																																								| (266) $false
% 67.78/32.57  																																								|
% 67.78/32.57  																																								|-The branch is then unsatisfiable
% 67.78/32.57  																																							|-Branch two:
% 67.78/32.57  																																							| (632)  ~ (all_0_55_55 = e1)
% 67.78/32.57  																																							| (2336) all_0_55_55 = e3
% 67.78/32.57  																																							|
% 67.78/32.57  																																								| Equations (2336) can reduce 270 to:
% 67.78/32.57  																																								| (266) $false
% 67.78/32.57  																																								|
% 67.78/32.57  																																								|-The branch is then unsatisfiable
% 67.78/32.57  																																|-Branch two:
% 67.78/32.57  																																| (1890)  ~ (all_0_42_42 = e4)
% 67.78/32.57  																																| (1969) all_0_42_42 = e3 | all_0_42_42 = e1 | all_0_42_42 = e0
% 67.78/32.57  																																|
% 67.78/32.57  																																	+-Applying beta-rule and splitting (1969), into two cases.
% 67.78/32.57  																																	|-Branch one:
% 67.78/32.57  																																	| (559) all_0_42_42 = e0
% 67.78/32.57  																																	|
% 67.78/32.57  																																		| Equations (559) can reduce 358 to:
% 67.78/32.57  																																		| (266) $false
% 67.78/32.57  																																		|
% 67.78/32.57  																																		|-The branch is then unsatisfiable
% 67.78/32.57  																																	|-Branch two:
% 67.78/32.57  																																	| (358)  ~ (all_0_42_42 = e0)
% 67.78/32.57  																																	| (2510) all_0_42_42 = e3 | all_0_42_42 = e1
% 67.78/32.57  																																	|
% 67.78/32.57  																																		+-Applying beta-rule and splitting (2510), into two cases.
% 67.78/32.57  																																		|-Branch one:
% 67.78/32.57  																																		| (459) all_0_42_42 = e1
% 67.78/32.57  																																		|
% 67.78/32.57  																																			| Equations (459) can reduce 1380 to:
% 67.78/32.57  																																			| (266) $false
% 67.78/32.57  																																			|
% 67.78/32.57  																																			|-The branch is then unsatisfiable
% 67.78/32.57  																																		|-Branch two:
% 67.78/32.57  																																		| (1380)  ~ (all_0_42_42 = e1)
% 67.78/32.57  																																		| (516) all_0_42_42 = e3
% 67.78/32.57  																																		|
% 67.78/32.57  																																			| Equations (516) can reduce 405 to:
% 67.78/32.57  																																			| (266) $false
% 67.78/32.57  																																			|
% 67.78/32.57  																																			|-The branch is then unsatisfiable
% 67.78/32.57  																										|-Branch two:
% 67.78/32.57  																										| (1898)  ~ (all_0_41_41 = e3)
% 67.78/32.57  																										| (1899) all_0_42_42 = e3 | all_0_44_44 = e3
% 67.78/32.57  																										|
% 67.78/32.57  																											+-Applying beta-rule and splitting (144), into two cases.
% 67.78/32.57  																											|-Branch one:
% 67.78/32.57  																											| (403) all_0_41_41 = e3
% 67.78/32.57  																											|
% 67.78/32.57  																												| Equations (403) can reduce 1898 to:
% 67.78/32.57  																												| (266) $false
% 67.78/32.57  																												|
% 67.78/32.57  																												|-The branch is then unsatisfiable
% 67.78/32.57  																											|-Branch two:
% 67.78/32.57  																											| (1898)  ~ (all_0_41_41 = e3)
% 67.78/32.57  																											| (1923) all_0_46_46 = e3 | all_0_50_50 = e3 | all_0_55_55 = e3
% 67.78/32.57  																											|
% 67.78/32.57  																												+-Applying beta-rule and splitting (27), into two cases.
% 67.78/32.57  																												|-Branch one:
% 67.78/32.57  																												| (437) all_0_41_41 = e4
% 67.78/32.57  																												|
% 67.78/32.57  																													| Equations (437) can reduce 440 to:
% 67.78/32.57  																													| (266) $false
% 67.78/32.57  																													|
% 67.78/32.57  																													|-The branch is then unsatisfiable
% 67.78/32.57  																												|-Branch two:
% 67.78/32.57  																												| (440)  ~ (all_0_41_41 = e4)
% 67.78/32.57  																												| (4049) all_0_41_41 = e3 | all_0_41_41 = e1 | all_0_41_41 = e0
% 67.78/32.57  																												|
% 67.78/32.57  																													+-Applying beta-rule and splitting (1923), into two cases.
% 67.78/32.57  																													|-Branch one:
% 67.78/32.57  																													| (1557) all_0_46_46 = e3
% 67.78/32.57  																													|
% 67.78/32.57  																														| Combining equations (1794,1557) yields a new equation:
% 67.78/32.57  																														| (662) e3 = e2
% 67.78/32.57  																														|
% 67.78/32.57  																														| Equations (662) can reduce 212 to:
% 67.78/32.57  																														| (266) $false
% 67.78/32.57  																														|
% 67.78/32.57  																														|-The branch is then unsatisfiable
% 67.78/32.57  																													|-Branch two:
% 67.78/32.57  																													| (409)  ~ (all_0_46_46 = e3)
% 67.78/32.57  																													| (4042) all_0_50_50 = e3 | all_0_55_55 = e3
% 67.78/32.57  																													|
% 67.78/32.57  																														+-Applying beta-rule and splitting (1899), into two cases.
% 67.78/32.57  																														|-Branch one:
% 67.78/32.57  																														| (516) all_0_42_42 = e3
% 67.78/32.57  																														|
% 67.78/32.57  																															| Equations (516) can reduce 405 to:
% 67.78/32.57  																															| (266) $false
% 67.78/32.57  																															|
% 67.78/32.57  																															|-The branch is then unsatisfiable
% 67.78/32.57  																														|-Branch two:
% 67.78/32.57  																														| (405)  ~ (all_0_42_42 = e3)
% 67.78/32.57  																														| (532) all_0_44_44 = e3
% 67.78/32.57  																														|
% 67.78/32.57  																															| Equations (532) can reduce 73 to:
% 67.78/32.57  																															| (405)  ~ (all_0_42_42 = e3)
% 67.78/32.57  																															|
% 67.78/32.57  																															| Equations (532) can reduce 639 to:
% 67.78/32.57  																															| (213)  ~ (e3 = e1)
% 67.78/32.57  																															|
% 67.78/32.57  																															| Equations (532) can reduce 360 to:
% 67.78/32.57  																															| (80)  ~ (e3 = e0)
% 67.78/32.57  																															|
% 67.78/32.57  																															+-Applying beta-rule and splitting (108), into two cases.
% 67.78/32.57  																															|-Branch one:
% 67.78/32.57  																															| (624) all_0_58_58 = e2
% 67.78/32.57  																															|
% 67.78/32.57  																																| Equations (624) can reduce 908 to:
% 67.78/32.57  																																| (266) $false
% 67.78/32.57  																																|
% 67.78/32.57  																																|-The branch is then unsatisfiable
% 67.78/32.57  																															|-Branch two:
% 67.78/32.57  																															| (908)  ~ (all_0_58_58 = e2)
% 67.78/32.57  																															| (909) all_0_58_58 = e4 | all_0_58_58 = e3 | all_0_58_58 = e1 | all_0_58_58 = e0
% 67.78/32.57  																															|
% 67.78/32.57  																																+-Applying beta-rule and splitting (909), into two cases.
% 67.78/32.57  																																|-Branch one:
% 67.78/32.57  																																| (910) all_0_58_58 = e4
% 67.78/32.57  																																|
% 67.78/32.57  																																	| Equations (910) can reduce 451 to:
% 67.78/32.57  																																	| (266) $false
% 67.78/32.57  																																	|
% 67.78/32.57  																																	|-The branch is then unsatisfiable
% 67.78/32.57  																																|-Branch two:
% 67.78/32.57  																																| (451)  ~ (all_0_58_58 = e4)
% 67.78/32.57  																																| (913) all_0_58_58 = e3 | all_0_58_58 = e1 | all_0_58_58 = e0
% 67.78/32.57  																																|
% 67.78/32.57  																																	+-Applying beta-rule and splitting (4042), into two cases.
% 67.78/32.57  																																	|-Branch one:
% 67.78/32.57  																																	| (415) all_0_50_50 = e3
% 67.78/32.57  																																	|
% 67.78/32.57  																																		| Combining equations (601,415) yields a new equation:
% 67.78/32.57  																																		| (455) e3 = e1
% 67.78/32.57  																																		|
% 67.78/32.57  																																		| Equations (455) can reduce 213 to:
% 67.78/32.57  																																		| (266) $false
% 67.78/32.57  																																		|
% 67.78/32.57  																																		|-The branch is then unsatisfiable
% 67.78/32.57  																																	|-Branch two:
% 67.78/32.57  																																	| (411)  ~ (all_0_50_50 = e3)
% 67.78/32.57  																																	| (2336) all_0_55_55 = e3
% 67.78/32.57  																																	|
% 67.78/32.57  																																		| Equations (2336) can reduce 191 to:
% 67.78/32.57  																																		| (1898)  ~ (all_0_41_41 = e3)
% 67.78/32.57  																																		|
% 67.78/32.57  																																		| Equations (2336) can reduce 632 to:
% 67.78/32.57  																																		| (213)  ~ (e3 = e1)
% 67.78/32.57  																																		|
% 67.78/32.57  																																		| From (2336) and (74) follows:
% 67.78/32.57  																																		| (2208) op(e0, e3) = e3
% 67.78/32.57  																																		|
% 67.78/32.57  																																		+-Applying beta-rule and splitting (125), into two cases.
% 67.78/32.57  																																		|-Branch one:
% 67.78/32.57  																																		| (858) all_0_55_55 = e0
% 67.78/32.57  																																		|
% 67.78/32.57  																																			| Combining equations (2336,858) yields a new equation:
% 67.78/32.57  																																			| (675) e3 = e0
% 67.78/32.57  																																			|
% 67.78/32.57  																																			| Simplifying 675 yields:
% 67.78/32.57  																																			| (676) e3 = e0
% 67.78/32.57  																																			|
% 67.78/32.57  																																			| Equations (676) can reduce 80 to:
% 67.78/32.57  																																			| (266) $false
% 67.78/32.57  																																			|
% 67.78/32.57  																																			|-The branch is then unsatisfiable
% 67.78/32.57  																																		|-Branch two:
% 67.78/32.57  																																		| (803)  ~ (all_0_55_55 = e0)
% 67.78/32.57  																																		| (863) all_0_56_56 = e0 | all_0_57_57 = e0 | all_0_58_58 = e0
% 67.78/32.57  																																		|
% 67.78/32.57  																																			+-Applying beta-rule and splitting (4049), into two cases.
% 67.78/32.57  																																			|-Branch one:
% 67.78/32.57  																																			| (794) all_0_41_41 = e0
% 67.78/32.57  																																			|
% 67.78/32.57  																																				| Equations (794) can reduce 85 to:
% 67.78/32.57  																																				| (365)  ~ (e2 = e0)
% 67.78/32.57  																																				|
% 67.78/32.57  																																				| Simplifying 365 yields:
% 67.78/32.57  																																				| (128)  ~ (e2 = e0)
% 67.78/32.57  																																				|
% 67.78/32.57  																																				+-Applying beta-rule and splitting (104), into two cases.
% 67.78/32.57  																																				|-Branch one:
% 67.78/32.57  																																				| (480) all_0_39_39 = e0
% 67.78/32.57  																																				|
% 67.78/32.57  																																					| Combining equations (480,317) yields a new equation:
% 67.78/32.57  																																					| (330) e2 = e0
% 67.78/32.57  																																					|
% 67.78/32.57  																																					| Equations (330) can reduce 128 to:
% 67.78/32.57  																																					| (266) $false
% 67.78/32.57  																																					|
% 67.78/32.57  																																					|-The branch is then unsatisfiable
% 67.78/32.57  																																				|-Branch two:
% 67.78/32.57  																																				| (484)  ~ (all_0_39_39 = e0)
% 67.78/32.57  																																				| (558) all_0_42_42 = e0 | all_0_47_47 = e0 | all_0_56_56 = e0
% 67.78/32.57  																																				|
% 67.78/32.57  																																					| Equations (317) can reduce 484 to:
% 67.78/32.57  																																					| (128)  ~ (e2 = e0)
% 67.78/32.57  																																					|
% 67.78/32.57  																																					+-Applying beta-rule and splitting (863), into two cases.
% 67.78/32.57  																																					|-Branch one:
% 67.78/32.57  																																					| (679) all_0_56_56 = e0
% 67.78/32.57  																																					|
% 67.79/32.57  																																						| Equations (679) can reduce 236 to:
% 67.79/32.57  																																						| (358)  ~ (all_0_42_42 = e0)
% 67.79/32.57  																																						|
% 67.79/32.57  																																						| Equations (679) can reduce 91 to:
% 67.79/32.57  																																						| (678)  ~ (all_0_47_47 = e0)
% 67.79/32.57  																																						|
% 67.79/32.57  																																						| Equations (679) can reduce 44 to:
% 67.79/32.57  																																						| (490)  ~ (all_0_58_58 = e0)
% 67.79/32.57  																																						|
% 67.79/32.57  																																						| Simplifying 490 yields:
% 67.79/32.57  																																						| (491)  ~ (all_0_58_58 = e0)
% 67.79/32.57  																																						|
% 67.79/32.57  																																						+-Applying beta-rule and splitting (152), into two cases.
% 67.79/32.57  																																						|-Branch one:
% 67.79/32.57  																																						| (1392) all_0_42_42 = e4
% 67.79/32.57  																																						|
% 67.79/32.57  																																							| Equations (1392) can reduce 198 to:
% 67.79/32.57  																																							| (251)  ~ (all_0_47_47 = e4)
% 67.79/32.57  																																							|
% 67.79/32.57  																																							| Simplifying 251 yields:
% 67.79/32.57  																																							| (252)  ~ (all_0_47_47 = e4)
% 67.79/32.57  																																							|
% 67.79/32.57  																																							| Equations (1392) can reduce 405 to:
% 67.79/32.57  																																							| (188)  ~ (e4 = e3)
% 67.79/32.57  																																							|
% 67.79/32.57  																																							| Equations (1392) can reduce 51 to:
% 67.79/32.57  																																							| (48)  ~ (e4 = e2)
% 67.79/32.57  																																							|
% 67.79/32.57  																																							| Equations (1392) can reduce 1380 to:
% 67.79/32.57  																																							| (110)  ~ (e4 = e1)
% 67.79/32.57  																																							|
% 67.79/32.57  																																							| Equations (1392) can reduce 358 to:
% 67.79/32.57  																																							| (49)  ~ (e4 = e0)
% 67.79/32.57  																																							|
% 67.79/32.57  																																							+-Applying beta-rule and splitting (216), into two cases.
% 67.79/32.57  																																							|-Branch one:
% 67.79/32.57  																																							| (629) all_0_55_55 = e1
% 67.79/32.57  																																							|
% 67.79/32.57  																																								| Combining equations (629,2336) yields a new equation:
% 67.79/32.57  																																								| (455) e3 = e1
% 67.79/32.57  																																								|
% 67.79/32.57  																																								| Equations (455) can reduce 213 to:
% 67.79/32.57  																																								| (266) $false
% 67.79/32.57  																																								|
% 67.79/32.57  																																								|-The branch is then unsatisfiable
% 67.79/32.57  																																							|-Branch two:
% 67.79/32.57  																																							| (632)  ~ (all_0_55_55 = e1)
% 67.79/32.57  																																							| (633) all_0_56_56 = e1 | all_0_57_57 = e1 | all_0_58_58 = e1
% 67.79/32.57  																																							|
% 67.79/32.57  																																								| Equations (2336) can reduce 632 to:
% 67.79/32.57  																																								| (213)  ~ (e3 = e1)
% 67.79/32.57  																																								|
% 67.79/32.57  																																								+-Applying beta-rule and splitting (131), into two cases.
% 67.79/32.57  																																								|-Branch one:
% 67.79/32.57  																																								| (459) all_0_42_42 = e1
% 67.79/32.57  																																								|
% 67.79/32.57  																																									| Combining equations (1392,459) yields a new equation:
% 67.79/32.57  																																									| (636) e4 = e1
% 67.79/32.57  																																									|
% 67.79/32.57  																																									| Simplifying 636 yields:
% 67.79/32.57  																																									| (630) e4 = e1
% 67.79/32.57  																																									|
% 67.79/32.57  																																									| Equations (630) can reduce 110 to:
% 67.79/32.57  																																									| (266) $false
% 67.79/32.57  																																									|
% 67.79/32.57  																																									|-The branch is then unsatisfiable
% 67.79/32.57  																																								|-Branch two:
% 67.79/32.57  																																								| (1380)  ~ (all_0_42_42 = e1)
% 67.79/32.57  																																								| (3259) all_0_47_47 = e1 | all_0_51_51 = e1 | all_0_56_56 = e1
% 67.79/32.57  																																								|
% 67.79/32.57  																																									| Equations (1392) can reduce 1380 to:
% 67.79/32.57  																																									| (110)  ~ (e4 = e1)
% 67.79/32.57  																																									|
% 67.79/32.57  																																									+-Applying beta-rule and splitting (206), into two cases.
% 67.79/32.57  																																									|-Branch one:
% 67.79/32.57  																																									| (248) all_0_45_45 = e4
% 67.79/32.57  																																									|
% 67.79/32.57  																																										| Combining equations (248,423) yields a new equation:
% 67.79/32.57  																																										| (424) e4 = e3
% 67.79/32.57  																																										|
% 67.79/32.57  																																										| Simplifying 424 yields:
% 67.79/32.57  																																										| (425) e4 = e3
% 67.79/32.57  																																										|
% 67.79/32.57  																																										| Equations (425) can reduce 188 to:
% 67.79/32.57  																																										| (266) $false
% 67.79/32.57  																																										|
% 67.79/32.57  																																										|-The branch is then unsatisfiable
% 67.79/32.57  																																									|-Branch two:
% 67.79/32.58  																																									| (60416)  ~ (all_0_45_45 = e4)
% 67.79/32.58  																																									| (61457) all_0_46_46 = e4 | all_0_47_47 = e4 | all_0_48_48 = e4 | all_0_49_49 = e4
% 67.79/32.58  																																									|
% 67.79/32.58  																																										+-Applying beta-rule and splitting (61457), into two cases.
% 67.79/32.58  																																										|-Branch one:
% 67.79/32.58  																																										| (770) all_0_46_46 = e4
% 67.79/32.58  																																										|
% 67.79/32.58  																																											| Combining equations (1794,770) yields a new equation:
% 67.79/32.58  																																											| (323) e4 = e2
% 67.79/32.58  																																											|
% 67.79/32.58  																																											| Equations (323) can reduce 48 to:
% 67.79/32.58  																																											| (266) $false
% 67.79/32.58  																																											|
% 67.79/32.58  																																											|-The branch is then unsatisfiable
% 67.79/32.58  																																										|-Branch two:
% 67.79/32.58  																																										| (250)  ~ (all_0_46_46 = e4)
% 67.79/32.58  																																										| (61466) all_0_47_47 = e4 | all_0_48_48 = e4 | all_0_49_49 = e4
% 67.79/32.58  																																										|
% 67.79/32.58  																																											+-Applying beta-rule and splitting (61466), into two cases.
% 67.79/32.58  																																											|-Branch one:
% 67.79/32.58  																																											| (1790) all_0_47_47 = e4
% 67.79/32.58  																																											|
% 67.79/32.58  																																												| Equations (1790) can reduce 252 to:
% 67.79/32.58  																																												| (266) $false
% 67.79/32.58  																																												|
% 67.79/32.58  																																												|-The branch is then unsatisfiable
% 67.79/32.58  																																											|-Branch two:
% 67.79/32.58  																																											| (252)  ~ (all_0_47_47 = e4)
% 67.79/32.58  																																											| (61479) all_0_48_48 = e4 | all_0_49_49 = e4
% 67.79/32.58  																																											|
% 67.79/32.58  																																												+-Applying beta-rule and splitting (61479), into two cases.
% 67.79/32.58  																																												|-Branch one:
% 67.79/32.58  																																												| (943) all_0_48_48 = e4
% 67.79/32.58  																																												|
% 67.79/32.58  																																													| Combining equations (1279,943) yields a new equation:
% 67.79/32.58  																																													| (397) e4 = e0
% 67.79/32.58  																																													|
% 67.79/32.58  																																													| Equations (397) can reduce 49 to:
% 67.79/32.58  																																													| (266) $false
% 67.79/32.58  																																													|
% 67.79/32.58  																																													|-The branch is then unsatisfiable
% 67.79/32.58  																																												|-Branch two:
% 67.79/32.58  																																												| (254)  ~ (all_0_48_48 = e4)
% 67.79/32.58  																																												| (974) all_0_49_49 = e4
% 67.79/32.58  																																												|
% 67.79/32.58  																																													| Equations (974) can reduce 119 to:
% 67.79/32.58  																																													| (450)  ~ (all_0_58_58 = e4)
% 67.79/32.58  																																													|
% 67.79/32.58  																																													| Simplifying 450 yields:
% 67.79/32.58  																																													| (451)  ~ (all_0_58_58 = e4)
% 67.79/32.58  																																													|
% 67.79/32.58  																																													| From (974) and (55) follows:
% 67.79/32.59  																																													| (61486) op(e2, e0) = e4
% 67.79/32.59  																																													|
% 67.79/32.59  																																													+-Applying beta-rule and splitting (112), into two cases.
% 67.79/32.59  																																													|-Branch one:
% 67.79/32.59  																																													| (635) all_0_44_44 = e1
% 67.79/32.59  																																													|
% 67.79/32.59  																																														| Combining equations (532,635) yields a new equation:
% 67.79/32.59  																																														| (454) e3 = e1
% 67.79/32.59  																																														|
% 67.79/32.59  																																														| Simplifying 454 yields:
% 67.79/32.59  																																														| (455) e3 = e1
% 67.79/32.59  																																														|
% 67.79/32.59  																																														| Equations (455) can reduce 213 to:
% 67.79/32.59  																																														| (266) $false
% 67.79/32.59  																																														|
% 67.79/32.59  																																														|-The branch is then unsatisfiable
% 67.79/32.59  																																													|-Branch two:
% 67.79/32.59  																																													| (639)  ~ (all_0_44_44 = e1)
% 67.79/32.59  																																													| (640) all_0_49_49 = e1 | all_0_53_53 = e1 | all_0_58_58 = e1
% 67.79/32.59  																																													|
% 67.79/32.59  																																														+-Applying beta-rule and splitting (135), into two cases.
% 67.79/32.59  																																														|-Branch one:
% 67.79/32.59  																																														| (545) all_0_46_46 = e1
% 67.79/32.59  																																														|
% 67.79/32.59  																																															| Combining equations (1794,545) yields a new equation:
% 67.79/32.59  																																															| (616) e2 = e1
% 67.79/32.59  																																															|
% 67.79/32.59  																																															| Simplifying 616 yields:
% 67.79/32.59  																																															| (617) e2 = e1
% 67.79/32.59  																																															|
% 67.79/32.59  																																															| Equations (617) can reduce 122 to:
% 67.79/32.59  																																															| (266) $false
% 67.79/32.59  																																															|
% 67.79/32.59  																																															|-The branch is then unsatisfiable
% 67.79/32.59  																																														|-Branch two:
% 67.79/32.59  																																														| (549)  ~ (all_0_46_46 = e1)
% 67.79/32.59  																																														| (550) all_0_47_47 = e1 | all_0_48_48 = e1 | all_0_49_49 = e1
% 67.79/32.59  																																														|
% 67.79/32.59  																																															| Equations (1794) can reduce 549 to:
% 67.79/32.59  																																															| (122)  ~ (e2 = e1)
% 67.79/32.59  																																															|
% 67.79/32.59  																																															+-Applying beta-rule and splitting (105), into two cases.
% 67.79/32.59  																																															|-Branch one:
% 67.79/32.59  																																															| (1105) all_0_47_47 = e2
% 67.79/32.59  																																															|
% 67.79/32.59  																																																| Equations (1105) can reduce 338 to:
% 67.79/32.59  																																																| (266) $false
% 67.79/32.59  																																																|
% 67.79/32.59  																																																|-The branch is then unsatisfiable
% 67.79/32.59  																																															|-Branch two:
% 67.79/32.59  																																															| (338)  ~ (all_0_47_47 = e2)
% 67.79/32.59  																																															| (1789) all_0_47_47 = e4 | all_0_47_47 = e3 | all_0_47_47 = e1 | all_0_47_47 = e0
% 67.79/32.59  																																															|
% 67.79/32.59  																																																+-Applying beta-rule and splitting (550), into two cases.
% 67.79/32.59  																																																|-Branch one:
% 67.79/32.59  																																																| (654) all_0_47_47 = e1
% 67.79/32.59  																																																|
% 67.79/32.59  																																																	| Equations (654) can reduce 338 to:
% 67.79/32.59  																																																	| (604)  ~ (e2 = e1)
% 67.79/32.59  																																																	|
% 67.79/32.59  																																																	| Simplifying 604 yields:
% 67.79/32.59  																																																	| (122)  ~ (e2 = e1)
% 67.79/32.59  																																																	|
% 67.79/32.59  																																																	| Equations (654) can reduce 678 to:
% 67.79/32.59  																																																	| (233)  ~ (e1 = e0)
% 67.79/32.59  																																																	|
% 67.79/32.59  																																																	+-Applying beta-rule and splitting (633), into two cases.
% 67.79/32.59  																																																	|-Branch one:
% 67.79/32.59  																																																	| (1569) all_0_56_56 = e1
% 67.79/32.59  																																																	|
% 67.79/32.59  																																																		| Combining equations (679,1569) yields a new equation:
% 67.79/32.59  																																																		| (431) e1 = e0
% 67.79/32.59  																																																		|
% 67.79/32.59  																																																		| Equations (431) can reduce 233 to:
% 67.79/32.59  																																																		| (266) $false
% 67.79/32.59  																																																		|
% 67.79/32.59  																																																		|-The branch is then unsatisfiable
% 67.79/32.59  																																																	|-Branch two:
% 67.79/32.59  																																																	| (466)  ~ (all_0_56_56 = e1)
% 67.79/32.59  																																																	| (1574) all_0_57_57 = e1 | all_0_58_58 = e1
% 67.79/32.59  																																																	|
% 67.79/32.59  																																																		+-Applying beta-rule and splitting (913), into two cases.
% 67.79/32.59  																																																		|-Branch one:
% 67.79/32.59  																																																		| (914) all_0_58_58 = e0
% 67.79/32.59  																																																		|
% 67.79/32.59  																																																			| Equations (914) can reduce 491 to:
% 67.79/32.59  																																																			| (266) $false
% 67.79/32.59  																																																			|
% 67.79/32.59  																																																			|-The branch is then unsatisfiable
% 67.79/32.59  																																																		|-Branch two:
% 67.79/32.59  																																																		| (491)  ~ (all_0_58_58 = e0)
% 67.79/32.59  																																																		| (917) all_0_58_58 = e3 | all_0_58_58 = e1
% 67.79/32.59  																																																		|
% 67.79/32.59  																																																			+-Applying beta-rule and splitting (1574), into two cases.
% 67.79/32.59  																																																			|-Branch one:
% 67.79/32.59  																																																			| (647) all_0_57_57 = e1
% 67.79/32.59  																																																			|
% 67.79/32.59  																																																				| Combining equations (647,442) yields a new equation:
% 67.79/32.59  																																																				| (617) e2 = e1
% 67.79/32.59  																																																				|
% 67.79/32.59  																																																				| Equations (617) can reduce 122 to:
% 67.79/32.59  																																																				| (266) $false
% 67.79/32.59  																																																				|
% 67.79/32.59  																																																				|-The branch is then unsatisfiable
% 67.79/32.59  																																																			|-Branch two:
% 67.79/32.59  																																																			| (1670)  ~ (all_0_57_57 = e1)
% 67.79/32.59  																																																			| (918) all_0_58_58 = e1
% 67.79/32.59  																																																			|
% 67.79/32.59  																																																				| Equations (918) can reduce 491 to:
% 67.79/32.59  																																																				| (233)  ~ (e1 = e0)
% 67.79/32.59  																																																				|
% 67.79/32.59  																																																				+-Applying beta-rule and splitting (56), into two cases.
% 67.79/32.59  																																																				|-Branch one:
% 67.79/32.59  																																																				| (696) unit = e2
% 67.79/32.59  																																																				|
% 67.79/32.59  																																																					| From (696) and (244) follows:
% 67.79/32.59  																																																					| (264) op(e2, e4) = e4
% 67.79/32.59  																																																					|
% 67.79/32.59  																																																					| From (696) and (209) follows:
% 67.79/32.59  																																																					| (7585) op(e2, e0) = e0
% 67.79/32.59  																																																					|
% 67.79/32.59  																																																					| From (696) and (28) follows:
% 67.79/32.59  																																																					| (699) op(e1, e2) = e1
% 67.79/32.59  																																																					|
% 67.79/32.59  																																																					| Instantiating formula (29) with e2, e4, e4, e3 and discharging atoms op(e2, e4) = e4, op(e2, e4) = e3, yields:
% 67.79/32.59  																																																					| (425) e4 = e3
% 67.79/32.59  																																																					|
% 67.79/32.59  																																																					| Instantiating formula (29) with e2, e0, e0, e4 and discharging atoms op(e2, e0) = e4, op(e2, e0) = e0, yields:
% 67.79/32.59  																																																					| (397) e4 = e0
% 67.79/32.59  																																																					|
% 67.79/32.59  																																																					| Instantiating formula (29) with e1, e2, e1, e3 and discharging atoms op(e1, e2) = e3, op(e1, e2) = e1, yields:
% 67.79/32.59  																																																					| (455) e3 = e1
% 67.79/32.59  																																																					|
% 67.79/32.59  																																																					| Combining equations (397,425) yields a new equation:
% 67.79/32.59  																																																					| (676) e3 = e0
% 67.79/32.59  																																																					|
% 67.79/32.59  																																																					| Combining equations (676,455) yields a new equation:
% 67.79/32.59  																																																					| (431) e1 = e0
% 67.79/32.59  																																																					|
% 67.79/32.59  																																																					| Equations (431) can reduce 233 to:
% 67.79/32.59  																																																					| (266) $false
% 67.79/32.59  																																																					|
% 67.79/32.59  																																																					|-The branch is then unsatisfiable
% 67.79/32.59  																																																				|-Branch two:
% 67.79/32.59  																																																				| (707)  ~ (unit = e2)
% 67.79/32.59  																																																				| (708) unit = e4 | unit = e3 | unit = e1 | unit = e0
% 67.79/32.59  																																																				|
% 67.79/32.59  																																																					+-Applying beta-rule and splitting (708), into two cases.
% 67.79/32.59  																																																					|-Branch one:
% 67.79/32.59  																																																					| (709) unit = e4
% 67.79/32.59  																																																					|
% 67.79/32.59  																																																						| From (709) and (24) follows:
% 67.79/32.59  																																																						| (33325) op(e4, e3) = e3
% 67.79/32.59  																																																						|
% 67.79/32.59  																																																						| From (709) and (211) follows:
% 67.79/32.59  																																																						| (22527) op(e4, e1) = e1
% 67.79/32.59  																																																						|
% 67.79/32.59  																																																						| From (709) and (32) follows:
% 67.79/32.59  																																																						| (712) op(e2, e4) = e2
% 67.79/32.59  																																																						|
% 67.79/32.59  																																																						| From (709) and (42) follows:
% 67.79/32.59  																																																						| (713) op(e0, e4) = e0
% 67.79/32.59  																																																						|
% 67.79/32.59  																																																						| Instantiating formula (29) with e4, e3, e3, e4 and discharging atoms op(e4, e3) = e4, op(e4, e3) = e3, yields:
% 67.79/32.59  																																																						| (425) e4 = e3
% 67.79/32.59  																																																						|
% 67.79/32.59  																																																						| Instantiating formula (29) with e4, e1, e1, e3 and discharging atoms op(e4, e1) = e3, op(e4, e1) = e1, yields:
% 67.79/32.59  																																																						| (455) e3 = e1
% 67.79/32.59  																																																						|
% 67.79/32.59  																																																						| Instantiating formula (29) with e2, e4, e2, e3 and discharging atoms op(e2, e4) = e3, op(e2, e4) = e2, yields:
% 67.79/32.59  																																																						| (662) e3 = e2
% 67.79/32.59  																																																						|
% 67.79/32.59  																																																						| Instantiating formula (29) with e0, e4, e0, e4 and discharging atoms op(e0, e4) = e4, op(e0, e4) = e0, yields:
% 67.79/32.59  																																																						| (397) e4 = e0
% 67.79/32.59  																																																						|
% 67.79/32.59  																																																						| Combining equations (425,397) yields a new equation:
% 67.79/32.59  																																																						| (675) e3 = e0
% 67.79/32.59  																																																						|
% 67.79/32.59  																																																						| Simplifying 675 yields:
% 67.79/32.59  																																																						| (676) e3 = e0
% 67.79/32.59  																																																						|
% 67.79/32.59  																																																						| Combining equations (676,662) yields a new equation:
% 67.79/32.59  																																																						| (330) e2 = e0
% 67.79/32.59  																																																						|
% 67.79/32.59  																																																						| Combining equations (455,662) yields a new equation:
% 67.79/32.59  																																																						| (617) e2 = e1
% 67.79/32.59  																																																						|
% 67.79/32.59  																																																						| Combining equations (617,330) yields a new equation:
% 67.79/32.59  																																																						| (546) e1 = e0
% 67.79/32.59  																																																						|
% 67.79/32.59  																																																						| Simplifying 546 yields:
% 67.79/32.59  																																																						| (431) e1 = e0
% 67.79/32.59  																																																						|
% 67.79/32.59  																																																						| Equations (431) can reduce 233 to:
% 67.79/32.59  																																																						| (266) $false
% 67.79/32.59  																																																						|
% 67.79/32.59  																																																						|-The branch is then unsatisfiable
% 67.79/32.59  																																																					|-Branch two:
% 67.79/32.59  																																																					| (724)  ~ (unit = e4)
% 67.79/32.59  																																																					| (725) unit = e3 | unit = e1 | unit = e0
% 67.79/32.59  																																																					|
% 67.79/32.59  																																																						+-Applying beta-rule and splitting (725), into two cases.
% 67.79/32.59  																																																						|-Branch one:
% 67.79/32.59  																																																						| (726) unit = e0
% 67.79/32.59  																																																						|
% 67.79/32.59  																																																							| From (726) and (211) follows:
% 67.79/32.59  																																																							| (15180) op(e0, e1) = e1
% 67.79/32.59  																																																							|
% 67.79/32.59  																																																							| From (726) and (227) follows:
% 67.79/32.59  																																																							| (3205) op(e4, e0) = e4
% 67.79/32.59  																																																							|
% 67.79/32.59  																																																							| From (726) and (32) follows:
% 67.79/32.59  																																																							| (727) op(e2, e0) = e2
% 67.79/32.59  																																																							|
% 67.79/32.59  																																																							| Instantiating formula (29) with e4, e0, e4, e0 and discharging atoms op(e4, e0) = e4, op(e4, e0) = e0, yields:
% 67.79/32.59  																																																							| (397) e4 = e0
% 67.79/32.59  																																																							|
% 67.79/32.59  																																																							| Instantiating formula (29) with e2, e0, e2, e4 and discharging atoms op(e2, e0) = e4, op(e2, e0) = e2, yields:
% 67.79/32.59  																																																							| (323) e4 = e2
% 67.79/32.59  																																																							|
% 67.79/32.59  																																																							| Instantiating formula (29) with e0, e1, e1, e2 and discharging atoms op(e0, e1) = e2, op(e0, e1) = e1, yields:
% 67.79/32.59  																																																							| (617) e2 = e1
% 67.79/32.59  																																																							|
% 67.79/32.59  																																																							| Combining equations (397,323) yields a new equation:
% 67.79/32.59  																																																							| (330) e2 = e0
% 67.79/32.59  																																																							|
% 67.79/32.59  																																																							| Combining equations (617,330) yields a new equation:
% 67.79/32.59  																																																							| (546) e1 = e0
% 67.79/32.59  																																																							|
% 67.79/32.59  																																																							| Simplifying 546 yields:
% 67.79/32.59  																																																							| (431) e1 = e0
% 67.79/32.59  																																																							|
% 67.79/32.59  																																																							| Equations (431) can reduce 233 to:
% 67.79/32.59  																																																							| (266) $false
% 67.79/32.59  																																																							|
% 67.79/32.59  																																																							|-The branch is then unsatisfiable
% 67.79/32.59  																																																						|-Branch two:
% 67.79/32.59  																																																						| (734)  ~ (unit = e0)
% 67.79/32.59  																																																						| (735) unit = e3 | unit = e1
% 67.79/32.59  																																																						|
% 67.79/32.59  																																																							+-Applying beta-rule and splitting (735), into two cases.
% 67.79/32.59  																																																							|-Branch one:
% 67.79/32.59  																																																							| (736) unit = e1
% 67.79/32.59  																																																							|
% 67.79/32.59  																																																								| Equations (736) can reduce 734 to:
% 67.79/32.59  																																																								| (233)  ~ (e1 = e0)
% 67.79/32.59  																																																								|
% 67.79/32.59  																																																								| From (736) and (15) follows:
% 67.79/32.59  																																																								| (515) op(e1, e2) = e2
% 67.79/32.59  																																																								|
% 67.79/32.59  																																																								| From (736) and (227) follows:
% 67.79/32.59  																																																								| (739) op(e4, e1) = e4
% 67.79/32.59  																																																								|
% 67.79/32.59  																																																								| From (736) and (28) follows:
% 67.79/32.59  																																																								| (740) op(e1, e1) = e1
% 67.79/32.59  																																																								|
% 67.79/32.59  																																																								| From (736) and (42) follows:
% 67.79/32.59  																																																								| (3221) op(e0, e1) = e0
% 67.79/32.59  																																																								|
% 67.79/32.59  																																																								| Instantiating formula (29) with e4, e1, e4, e3 and discharging atoms op(e4, e1) = e4, op(e4, e1) = e3, yields:
% 67.79/32.59  																																																								| (425) e4 = e3
% 67.79/32.59  																																																								|
% 67.79/32.59  																																																								| Instantiating formula (29) with e1, e2, e2, e3 and discharging atoms op(e1, e2) = e3, op(e1, e2) = e2, yields:
% 67.79/32.59  																																																								| (662) e3 = e2
% 67.79/32.59  																																																								|
% 67.79/32.59  																																																								| Instantiating formula (29) with e1, e1, e1, e4 and discharging atoms op(e1, e1) = e4, op(e1, e1) = e1, yields:
% 67.79/32.59  																																																								| (630) e4 = e1
% 67.79/32.59  																																																								|
% 67.79/32.59  																																																								| Instantiating formula (29) with e0, e1, e0, e2 and discharging atoms op(e0, e1) = e2, op(e0, e1) = e0, yields:
% 67.79/32.59  																																																								| (330) e2 = e0
% 67.79/32.59  																																																								|
% 67.79/32.59  																																																								| Combining equations (425,630) yields a new equation:
% 67.79/32.59  																																																								| (454) e3 = e1
% 67.79/32.59  																																																								|
% 67.79/32.59  																																																								| Simplifying 454 yields:
% 67.79/32.59  																																																								| (455) e3 = e1
% 67.79/32.59  																																																								|
% 67.79/32.59  																																																								| Combining equations (662,455) yields a new equation:
% 67.79/32.59  																																																								| (616) e2 = e1
% 67.79/32.59  																																																								|
% 67.79/32.59  																																																								| Simplifying 616 yields:
% 67.79/32.59  																																																								| (617) e2 = e1
% 67.79/32.59  																																																								|
% 67.79/32.59  																																																								| Combining equations (617,330) yields a new equation:
% 67.79/32.59  																																																								| (546) e1 = e0
% 67.79/32.59  																																																								|
% 67.79/32.59  																																																								| Simplifying 546 yields:
% 67.79/32.59  																																																								| (431) e1 = e0
% 67.79/32.59  																																																								|
% 67.79/32.59  																																																								| Equations (431) can reduce 233 to:
% 67.79/32.59  																																																								| (266) $false
% 67.79/32.59  																																																								|
% 67.79/32.59  																																																								|-The branch is then unsatisfiable
% 67.79/32.59  																																																							|-Branch two:
% 67.79/32.59  																																																							| (748)  ~ (unit = e1)
% 67.79/32.59  																																																							| (749) unit = e3
% 67.79/32.59  																																																							|
% 67.79/32.59  																																																								| Equations (749) can reduce 734 to:
% 67.79/32.59  																																																								| (80)  ~ (e3 = e0)
% 67.79/32.59  																																																								|
% 67.79/32.59  																																																								| From (749) and (42) follows:
% 67.79/32.59  																																																								| (752) op(e0, e3) = e0
% 67.79/32.59  																																																								|
% 67.79/32.59  																																																								| Instantiating formula (29) with e0, e3, e0, e3 and discharging atoms op(e0, e3) = e3, op(e0, e3) = e0, yields:
% 67.79/32.59  																																																								| (676) e3 = e0
% 67.79/32.59  																																																								|
% 67.79/32.59  																																																								| Equations (676) can reduce 80 to:
% 67.79/32.59  																																																								| (266) $false
% 67.79/32.59  																																																								|
% 67.79/32.59  																																																								|-The branch is then unsatisfiable
% 67.79/32.59  																																																|-Branch two:
% 67.79/32.59  																																																| (462)  ~ (all_0_47_47 = e1)
% 67.79/32.59  																																																| (659) all_0_48_48 = e1 | all_0_49_49 = e1
% 67.79/32.59  																																																|
% 67.79/32.59  																																																	+-Applying beta-rule and splitting (640), into two cases.
% 67.79/32.59  																																																	|-Branch one:
% 67.79/32.59  																																																	| (671) all_0_49_49 = e1
% 67.79/32.59  																																																	|
% 67.79/32.59  																																																		| Combining equations (974,671) yields a new equation:
% 67.79/32.59  																																																		| (636) e4 = e1
% 67.79/32.59  																																																		|
% 67.79/32.59  																																																		| Simplifying 636 yields:
% 67.79/32.59  																																																		| (630) e4 = e1
% 67.79/32.59  																																																		|
% 67.79/32.59  																																																		| Equations (630) can reduce 110 to:
% 67.79/32.59  																																																		| (266) $false
% 67.79/32.59  																																																		|
% 67.79/32.59  																																																		|-The branch is then unsatisfiable
% 67.79/32.59  																																																	|-Branch two:
% 67.79/32.59  																																																	| (1064)  ~ (all_0_49_49 = e1)
% 67.79/32.59  																																																	| (2141) all_0_53_53 = e1 | all_0_58_58 = e1
% 67.79/32.59  																																																	|
% 67.79/32.59  																																																		+-Applying beta-rule and splitting (2141), into two cases.
% 67.79/32.59  																																																		|-Branch one:
% 67.79/32.59  																																																		| (1208) all_0_53_53 = e1
% 67.79/32.59  																																																		|
% 67.79/32.59  																																																			| Combining equations (607,1208) yields a new equation:
% 67.79/32.59  																																																			| (616) e2 = e1
% 67.79/32.59  																																																			|
% 67.79/32.59  																																																			| Simplifying 616 yields:
% 67.79/32.59  																																																			| (617) e2 = e1
% 67.79/32.59  																																																			|
% 67.79/32.59  																																																			| Equations (617) can reduce 122 to:
% 67.79/32.59  																																																			| (266) $false
% 67.79/32.59  																																																			|
% 67.79/32.59  																																																			|-The branch is then unsatisfiable
% 67.79/32.59  																																																		|-Branch two:
% 67.79/32.59  																																																		| (1459)  ~ (all_0_53_53 = e1)
% 67.79/32.59  																																																		| (918) all_0_58_58 = e1
% 67.79/32.59  																																																		|
% 67.79/32.59  																																																			| Equations (918) can reduce 451 to:
% 67.79/32.59  																																																			| (602)  ~ (e4 = e1)
% 67.79/32.59  																																																			|
% 67.79/32.59  																																																			| Simplifying 602 yields:
% 67.79/32.59  																																																			| (110)  ~ (e4 = e1)
% 67.79/32.59  																																																			|
% 67.79/32.59  																																																			| Equations (918) can reduce 491 to:
% 67.79/32.59  																																																			| (233)  ~ (e1 = e0)
% 67.79/32.59  																																																			|
% 67.79/32.59  																																																			+-Applying beta-rule and splitting (659), into two cases.
% 67.79/32.59  																																																			|-Branch one:
% 67.79/32.59  																																																			| (615) all_0_48_48 = e1
% 67.79/32.59  																																																			|
% 67.79/32.59  																																																				| Combining equations (1279,615) yields a new equation:
% 67.79/32.59  																																																				| (431) e1 = e0
% 67.79/32.59  																																																				|
% 67.79/32.59  																																																				| Equations (431) can reduce 233 to:
% 67.79/32.59  																																																				| (266) $false
% 67.79/32.59  																																																				|
% 67.79/32.59  																																																				|-The branch is then unsatisfiable
% 67.79/32.59  																																																			|-Branch two:
% 67.79/32.59  																																																			| (619)  ~ (all_0_48_48 = e1)
% 67.79/32.59  																																																			| (671) all_0_49_49 = e1
% 67.79/32.59  																																																			|
% 67.79/32.59  																																																				| Combining equations (974,671) yields a new equation:
% 67.79/32.59  																																																				| (636) e4 = e1
% 67.79/32.59  																																																				|
% 67.79/32.59  																																																				| Simplifying 636 yields:
% 67.79/32.59  																																																				| (630) e4 = e1
% 67.79/32.59  																																																				|
% 67.79/32.59  																																																				| Equations (630) can reduce 110 to:
% 67.79/32.59  																																																				| (266) $false
% 67.79/32.59  																																																				|
% 67.79/32.59  																																																				|-The branch is then unsatisfiable
% 67.79/32.60  																																						|-Branch two:
% 67.79/32.60  																																						| (1890)  ~ (all_0_42_42 = e4)
% 67.79/32.60  																																						| (1969) all_0_42_42 = e3 | all_0_42_42 = e1 | all_0_42_42 = e0
% 67.79/32.60  																																						|
% 67.79/32.60  																																							+-Applying beta-rule and splitting (131), into two cases.
% 67.79/32.60  																																							|-Branch one:
% 67.79/32.60  																																							| (459) all_0_42_42 = e1
% 67.79/32.60  																																							|
% 67.79/32.60  																																								| Equations (459) can reduce 1380 to:
% 67.79/32.60  																																								| (266) $false
% 67.79/32.60  																																								|
% 67.79/32.60  																																								|-The branch is then unsatisfiable
% 67.79/32.60  																																							|-Branch two:
% 67.79/32.60  																																							| (1380)  ~ (all_0_42_42 = e1)
% 67.79/32.60  																																							| (3259) all_0_47_47 = e1 | all_0_51_51 = e1 | all_0_56_56 = e1
% 67.79/32.60  																																							|
% 67.79/32.60  																																								+-Applying beta-rule and splitting (1969), into two cases.
% 67.79/32.60  																																								|-Branch one:
% 67.79/32.60  																																								| (559) all_0_42_42 = e0
% 67.79/32.60  																																								|
% 67.79/32.60  																																									| Equations (559) can reduce 358 to:
% 67.79/32.60  																																									| (266) $false
% 67.79/32.60  																																									|
% 67.79/32.60  																																									|-The branch is then unsatisfiable
% 67.79/32.60  																																								|-Branch two:
% 67.79/32.60  																																								| (358)  ~ (all_0_42_42 = e0)
% 67.79/32.60  																																								| (2510) all_0_42_42 = e3 | all_0_42_42 = e1
% 67.79/32.60  																																								|
% 67.79/32.60  																																									+-Applying beta-rule and splitting (2510), into two cases.
% 67.79/32.60  																																									|-Branch one:
% 67.79/32.60  																																									| (459) all_0_42_42 = e1
% 67.79/32.60  																																									|
% 67.79/32.60  																																										| Equations (459) can reduce 1380 to:
% 67.79/32.60  																																										| (266) $false
% 67.79/32.60  																																										|
% 67.79/32.60  																																										|-The branch is then unsatisfiable
% 67.79/32.60  																																									|-Branch two:
% 67.79/32.60  																																									| (1380)  ~ (all_0_42_42 = e1)
% 67.79/32.60  																																									| (516) all_0_42_42 = e3
% 67.79/32.60  																																									|
% 67.79/32.60  																																										| Equations (516) can reduce 405 to:
% 67.79/32.60  																																										| (266) $false
% 67.79/32.60  																																										|
% 67.79/32.60  																																										|-The branch is then unsatisfiable
% 67.79/32.60  																																					|-Branch two:
% 67.79/32.60  																																					| (828)  ~ (all_0_56_56 = e0)
% 67.79/32.60  																																					| (924) all_0_57_57 = e0 | all_0_58_58 = e0
% 67.79/32.60  																																					|
% 67.79/32.60  																																						+-Applying beta-rule and splitting (913), into two cases.
% 67.79/32.60  																																						|-Branch one:
% 67.79/32.60  																																						| (914) all_0_58_58 = e0
% 67.79/32.60  																																						|
% 67.79/32.60  																																							| Equations (914) can reduce 491 to:
% 67.79/32.60  																																							| (266) $false
% 67.79/32.60  																																							|
% 67.79/32.60  																																							|-The branch is then unsatisfiable
% 67.79/32.60  																																						|-Branch two:
% 67.79/32.60  																																						| (491)  ~ (all_0_58_58 = e0)
% 67.79/32.60  																																						| (917) all_0_58_58 = e3 | all_0_58_58 = e1
% 67.79/32.60  																																						|
% 67.79/32.60  																																							+-Applying beta-rule and splitting (924), into two cases.
% 67.79/32.60  																																							|-Branch one:
% 67.79/32.60  																																							| (875) all_0_57_57 = e0
% 67.79/32.60  																																							|
% 67.79/32.60  																																								| Combining equations (875,442) yields a new equation:
% 67.79/32.60  																																								| (330) e2 = e0
% 67.79/32.60  																																								|
% 67.79/32.60  																																								| Equations (330) can reduce 128 to:
% 67.79/32.60  																																								| (266) $false
% 67.79/32.60  																																								|
% 67.79/32.60  																																								|-The branch is then unsatisfiable
% 67.79/32.60  																																							|-Branch two:
% 67.79/32.60  																																							| (364)  ~ (all_0_57_57 = e0)
% 67.79/32.60  																																							| (914) all_0_58_58 = e0
% 67.79/32.60  																																							|
% 67.79/32.60  																																								| Equations (914) can reduce 491 to:
% 67.79/32.60  																																								| (266) $false
% 67.79/32.60  																																								|
% 67.79/32.60  																																								|-The branch is then unsatisfiable
% 67.79/32.60  																																			|-Branch two:
% 67.79/32.60  																																			| (357)  ~ (all_0_41_41 = e0)
% 67.79/32.60  																																			| (4053) all_0_41_41 = e3 | all_0_41_41 = e1
% 67.79/32.60  																																			|
% 67.79/32.60  																																				+-Applying beta-rule and splitting (4053), into two cases.
% 67.79/32.60  																																				|-Branch one:
% 67.79/32.60  																																				| (453) all_0_41_41 = e1
% 67.79/32.60  																																				|
% 67.79/32.60  																																					| Equations (453) can reduce 457 to:
% 67.79/32.60  																																					| (266) $false
% 67.79/32.60  																																					|
% 67.79/32.60  																																					|-The branch is then unsatisfiable
% 67.79/32.60  																																				|-Branch two:
% 67.79/32.60  																																				| (457)  ~ (all_0_41_41 = e1)
% 67.79/32.60  																																				| (403) all_0_41_41 = e3
% 67.79/32.60  																																				|
% 67.79/32.60  																																					| Equations (403) can reduce 1898 to:
% 67.79/32.60  																																					| (266) $false
% 67.79/32.60  																																					|
% 67.79/32.60  																																					|-The branch is then unsatisfiable
% 67.79/32.60  																									|-Branch two:
% 67.79/32.60  																									| (759)  ~ (all_0_50_50 = e1)
% 67.79/32.60  																									| (1168) all_0_51_51 = e1 | all_0_52_52 = e1 | all_0_53_53 = e1
% 67.79/32.60  																									|
% 67.79/32.60  																										+-Applying beta-rule and splitting (241), into two cases.
% 67.79/32.60  																										|-Branch one:
% 67.79/32.60  																										| (378) all_0_50_50 = e2
% 67.79/32.60  																										|
% 67.79/32.60  																											| Equations (378) can reduce 302 to:
% 67.79/32.60  																											| (266) $false
% 67.79/32.60  																											|
% 67.79/32.60  																											|-The branch is then unsatisfiable
% 67.79/32.60  																										|-Branch two:
% 67.79/32.60  																										| (302)  ~ (all_0_50_50 = e2)
% 67.79/32.60  																										| (422) all_0_50_50 = e4 | all_0_50_50 = e3 | all_0_50_50 = e1
% 67.79/32.60  																										|
% 67.79/32.60  																											+-Applying beta-rule and splitting (18), into two cases.
% 67.79/32.60  																											|-Branch one:
% 67.79/32.60  																											| (453) all_0_41_41 = e1
% 67.79/32.60  																											|
% 67.79/32.60  																												| Equations (453) can reduce 457 to:
% 67.79/32.60  																												| (266) $false
% 67.79/32.60  																												|
% 67.79/32.60  																												|-The branch is then unsatisfiable
% 67.79/32.60  																											|-Branch two:
% 67.79/32.60  																											| (457)  ~ (all_0_41_41 = e1)
% 67.79/32.60  																											| (595) all_0_46_46 = e1 | all_0_50_50 = e1 | all_0_55_55 = e1
% 67.79/32.60  																											|
% 67.79/32.60  																												+-Applying beta-rule and splitting (422), into two cases.
% 67.79/32.60  																												|-Branch one:
% 67.79/32.60  																												| (775) all_0_50_50 = e4
% 67.79/32.60  																												|
% 67.79/32.60  																													| Equations (775) can reduce 566 to:
% 67.79/32.60  																													| (266) $false
% 67.79/32.60  																													|
% 67.79/32.60  																													|-The branch is then unsatisfiable
% 67.79/32.60  																												|-Branch two:
% 67.79/32.60  																												| (566)  ~ (all_0_50_50 = e4)
% 67.79/32.60  																												| (1444) all_0_50_50 = e3 | all_0_50_50 = e1
% 67.79/32.60  																												|
% 67.79/32.60  																													+-Applying beta-rule and splitting (595), into two cases.
% 67.79/32.60  																													|-Branch one:
% 67.79/32.60  																													| (545) all_0_46_46 = e1
% 67.79/32.60  																													|
% 67.79/32.60  																														| Combining equations (1794,545) yields a new equation:
% 67.79/32.60  																														| (616) e2 = e1
% 67.79/32.60  																														|
% 67.79/32.60  																														| Simplifying 616 yields:
% 67.79/32.60  																														| (617) e2 = e1
% 67.79/32.60  																														|
% 67.79/32.60  																														| Equations (617) can reduce 122 to:
% 67.79/32.60  																														| (266) $false
% 67.79/32.60  																														|
% 67.79/32.60  																														|-The branch is then unsatisfiable
% 67.79/32.60  																													|-Branch two:
% 67.79/32.60  																													| (549)  ~ (all_0_46_46 = e1)
% 67.79/32.60  																													| (600) all_0_50_50 = e1 | all_0_55_55 = e1
% 67.79/32.60  																													|
% 67.79/32.60  																														+-Applying beta-rule and splitting (600), into two cases.
% 67.79/32.60  																														|-Branch one:
% 67.79/32.60  																														| (601) all_0_50_50 = e1
% 67.79/32.60  																														|
% 67.79/32.60  																															| Equations (601) can reduce 759 to:
% 67.79/32.60  																															| (266) $false
% 67.79/32.60  																															|
% 67.79/32.60  																															|-The branch is then unsatisfiable
% 67.79/32.60  																														|-Branch two:
% 67.79/32.60  																														| (759)  ~ (all_0_50_50 = e1)
% 67.79/32.60  																														| (629) all_0_55_55 = e1
% 67.79/32.60  																														|
% 67.79/32.60  																															| Equations (629) can reduce 93 to:
% 67.79/32.60  																															| (759)  ~ (all_0_50_50 = e1)
% 67.79/32.60  																															|
% 67.79/32.60  																															+-Applying beta-rule and splitting (1444), into two cases.
% 67.79/32.60  																															|-Branch one:
% 67.79/32.60  																															| (601) all_0_50_50 = e1
% 67.79/32.60  																															|
% 67.79/32.60  																																| Equations (601) can reduce 759 to:
% 67.79/32.60  																																| (266) $false
% 67.79/32.60  																																|
% 67.79/32.60  																																|-The branch is then unsatisfiable
% 67.79/32.60  																															|-Branch two:
% 67.79/32.60  																															| (759)  ~ (all_0_50_50 = e1)
% 67.79/32.60  																															| (415) all_0_50_50 = e3
% 67.79/32.60  																															|
% 67.79/32.60  																																| Equations (415) can reduce 411 to:
% 67.79/32.60  																																| (266) $false
% 67.79/32.60  																																|
% 67.79/32.60  																																|-The branch is then unsatisfiable
% 67.79/32.60  																								|-Branch two:
% 67.79/32.60  																								| (664)  ~ (all_0_51_51 = e3)
% 67.79/32.60  																								| (665) all_0_53_53 = e3
% 67.79/32.60  																								|
% 67.79/32.60  																									| Combining equations (665,607) yields a new equation:
% 67.79/32.60  																									| (661) e3 = e2
% 67.79/32.60  																									|
% 67.79/32.60  																									| Simplifying 661 yields:
% 67.79/32.60  																									| (662) e3 = e2
% 67.79/32.60  																									|
% 67.79/32.60  																									| Equations (662) can reduce 212 to:
% 67.79/32.60  																									| (266) $false
% 67.79/32.60  																									|
% 67.79/32.60  																									|-The branch is then unsatisfiable
% 67.79/32.60  																			|-Branch two:
% 67.79/32.60  																			| (300)  ~ (all_0_46_46 = e2)
% 67.79/32.60  																			| (10171) all_0_47_47 = e2 | all_0_48_48 = e2 | all_0_49_49 = e2
% 67.79/32.60  																			|
% 67.79/32.60  																				+-Applying beta-rule and splitting (123), into two cases.
% 67.79/32.60  																				|-Branch one:
% 67.79/32.60  																				| (1794) all_0_46_46 = e2
% 67.79/32.60  																				|
% 67.79/32.60  																					| Equations (1794) can reduce 300 to:
% 67.79/32.60  																					| (266) $false
% 67.79/32.60  																					|
% 67.79/32.60  																					|-The branch is then unsatisfiable
% 67.79/32.60  																				|-Branch two:
% 67.79/32.60  																				| (300)  ~ (all_0_46_46 = e2)
% 67.79/32.60  																				| (1797) all_0_46_46 = e4 | all_0_46_46 = e3 | all_0_46_46 = e1 | all_0_46_46 = e0
% 67.79/32.60  																				|
% 67.79/32.60  																					+-Applying beta-rule and splitting (1797), into two cases.
% 67.79/32.60  																					|-Branch one:
% 67.79/32.60  																					| (770) all_0_46_46 = e4
% 67.79/32.60  																					|
% 67.79/32.60  																						| Equations (770) can reduce 250 to:
% 67.79/32.60  																						| (266) $false
% 67.79/32.60  																						|
% 67.79/32.60  																						|-The branch is then unsatisfiable
% 67.79/32.60  																					|-Branch two:
% 67.79/32.60  																					| (250)  ~ (all_0_46_46 = e4)
% 67.79/32.60  																					| (1801) all_0_46_46 = e3 | all_0_46_46 = e1 | all_0_46_46 = e0
% 67.79/32.60  																					|
% 67.79/32.60  																						+-Applying beta-rule and splitting (117), into two cases.
% 67.79/32.60  																						|-Branch one:
% 67.79/32.60  																						| (292) all_0_38_38 = e2
% 67.79/32.60  																						|
% 67.79/32.60  																							| Combining equations (292,321) yields a new equation:
% 67.79/32.60  																							| (323) e4 = e2
% 67.79/32.60  																							|
% 67.79/32.60  																							| Equations (323) can reduce 48 to:
% 67.79/32.60  																							| (266) $false
% 67.79/32.60  																							|
% 67.79/32.60  																							|-The branch is then unsatisfiable
% 67.79/32.60  																						|-Branch two:
% 67.79/32.60  																						| (9600)  ~ (all_0_38_38 = e2)
% 67.79/32.60  																						| (24424) all_0_46_46 = e2 | all_0_50_50 = e2 | all_0_55_55 = e2
% 67.79/32.60  																						|
% 67.79/32.60  																							+-Applying beta-rule and splitting (1801), into two cases.
% 67.79/32.60  																							|-Branch one:
% 67.79/32.60  																							| (538) all_0_46_46 = e0
% 67.79/32.60  																							|
% 67.79/32.60  																								| Equations (538) can reduce 831 to:
% 67.79/32.60  																								| (266) $false
% 67.79/32.60  																								|
% 67.79/32.60  																								|-The branch is then unsatisfiable
% 67.79/32.60  																							|-Branch two:
% 67.79/32.60  																							| (831)  ~ (all_0_46_46 = e0)
% 67.79/32.60  																							| (1838) all_0_46_46 = e3 | all_0_46_46 = e1
% 67.79/32.60  																							|
% 67.79/32.60  																								+-Applying beta-rule and splitting (24424), into two cases.
% 67.79/32.60  																								|-Branch one:
% 67.79/32.60  																								| (1794) all_0_46_46 = e2
% 67.79/32.60  																								|
% 67.79/32.60  																									| Equations (1794) can reduce 300 to:
% 67.79/32.60  																									| (266) $false
% 67.79/32.60  																									|
% 67.79/32.60  																									|-The branch is then unsatisfiable
% 67.79/32.60  																								|-Branch two:
% 67.79/32.60  																								| (300)  ~ (all_0_46_46 = e2)
% 67.79/32.60  																								| (24428) all_0_50_50 = e2 | all_0_55_55 = e2
% 67.79/32.60  																								|
% 67.79/32.60  																									+-Applying beta-rule and splitting (10171), into two cases.
% 67.79/32.60  																									|-Branch one:
% 67.79/32.60  																									| (1105) all_0_47_47 = e2
% 67.79/32.60  																									|
% 67.79/32.60  																										| Equations (1105) can reduce 338 to:
% 67.79/32.60  																										| (266) $false
% 67.79/32.60  																										|
% 67.79/32.60  																										|-The branch is then unsatisfiable
% 67.79/32.60  																									|-Branch two:
% 67.79/32.60  																									| (338)  ~ (all_0_47_47 = e2)
% 67.79/32.60  																									| (10761) all_0_48_48 = e2 | all_0_49_49 = e2
% 67.79/32.60  																									|
% 67.79/32.60  																										+-Applying beta-rule and splitting (24428), into two cases.
% 67.79/32.60  																										|-Branch one:
% 67.79/32.60  																										| (378) all_0_50_50 = e2
% 67.79/32.60  																										|
% 67.79/32.60  																											| Equations (378) can reduce 59 to:
% 67.79/32.61  																											| (17668)  ~ (all_0_51_51 = e2)
% 67.79/32.61  																											|
% 67.79/32.61  																											| Simplifying 17668 yields:
% 67.79/32.61  																											| (1099)  ~ (all_0_51_51 = e2)
% 67.79/32.61  																											|
% 67.79/32.61  																											| Equations (378) can reduce 566 to:
% 67.79/32.61  																											| (327)  ~ (e4 = e2)
% 67.79/32.61  																											|
% 67.79/32.61  																											| Simplifying 327 yields:
% 67.79/32.61  																											| (48)  ~ (e4 = e2)
% 67.79/32.61  																											|
% 67.79/32.61  																											| Equations (378) can reduce 121 to:
% 67.79/32.61  																											| (128)  ~ (e2 = e0)
% 67.79/32.61  																											|
% 67.79/32.61  																											| From (378) and (242) follows:
% 67.79/32.61  																											| (26152) op(e1, e3) = e2
% 67.79/32.61  																											|
% 67.79/32.61  																											+-Applying beta-rule and splitting (10761), into two cases.
% 67.79/32.61  																											|-Branch one:
% 67.79/32.61  																											| (335) all_0_48_48 = e2
% 67.79/32.61  																											|
% 67.79/32.61  																												| Combining equations (1279,335) yields a new equation:
% 67.79/32.61  																												| (330) e2 = e0
% 67.79/32.61  																												|
% 67.79/32.61  																												| Equations (330) can reduce 128 to:
% 67.79/32.61  																												| (266) $false
% 67.79/32.61  																												|
% 67.79/32.61  																												|-The branch is then unsatisfiable
% 67.79/32.61  																											|-Branch two:
% 67.79/32.61  																											| (810)  ~ (all_0_48_48 = e2)
% 67.79/32.61  																											| (583) all_0_49_49 = e2
% 67.79/32.61  																											|
% 67.79/32.61  																												| Equations (583) can reduce 9 to:
% 67.79/32.61  																												| (147)  ~ (all_0_44_44 = e2)
% 67.79/32.61  																												|
% 67.79/32.61  																												| Equations (583) can reduce 208 to:
% 67.79/32.61  																												| (300)  ~ (all_0_46_46 = e2)
% 67.79/32.61  																												|
% 67.79/32.61  																												| Equations (583) can reduce 65 to:
% 67.79/32.61  																												| (508)  ~ (all_0_53_53 = e2)
% 67.79/32.61  																												|
% 67.79/32.61  																												| Simplifying 508 yields:
% 67.79/32.61  																												| (509)  ~ (all_0_53_53 = e2)
% 67.79/32.61  																												|
% 67.79/32.61  																												| Equations (583) can reduce 119 to:
% 67.79/32.61  																												| (1186)  ~ (all_0_58_58 = e2)
% 67.79/32.61  																												|
% 67.79/32.61  																												| Simplifying 1186 yields:
% 67.79/32.61  																												| (908)  ~ (all_0_58_58 = e2)
% 67.79/32.61  																												|
% 67.79/32.61  																												| Equations (583) can reduce 525 to:
% 67.79/32.61  																												| (626)  ~ (e3 = e2)
% 67.79/32.61  																												|
% 67.79/32.61  																												| Simplifying 626 yields:
% 67.79/32.61  																												| (212)  ~ (e3 = e2)
% 67.79/32.61  																												|
% 67.79/32.61  																												| Equations (583) can reduce 487 to:
% 67.79/32.61  																												| (128)  ~ (e2 = e0)
% 67.79/32.61  																												|
% 67.79/32.61  																												| From (583) and (55) follows:
% 67.79/32.61  																												| (727) op(e2, e0) = e2
% 67.79/32.61  																												|
% 67.79/32.61  																												+-Applying beta-rule and splitting (1838), into two cases.
% 67.79/32.61  																												|-Branch one:
% 67.79/32.61  																												| (545) all_0_46_46 = e1
% 67.79/32.61  																												|
% 67.79/32.61  																													| Equations (545) can reduce 43 to:
% 67.79/32.61  																													| (457)  ~ (all_0_41_41 = e1)
% 67.79/32.61  																													|
% 67.79/32.61  																													| Equations (545) can reduce 19 to:
% 67.79/32.61  																													| (461)  ~ (all_0_47_47 = e1)
% 67.79/32.61  																													|
% 67.79/32.61  																													| Simplifying 461 yields:
% 67.79/32.61  																													| (462)  ~ (all_0_47_47 = e1)
% 67.79/32.61  																													|
% 67.79/32.61  																													| Equations (545) can reduce 58 to:
% 67.79/32.61  																													| (2331)  ~ (all_0_55_55 = e1)
% 67.79/32.61  																													|
% 67.79/32.61  																													| Simplifying 2331 yields:
% 67.79/32.61  																													| (632)  ~ (all_0_55_55 = e1)
% 67.79/32.61  																													|
% 67.79/32.61  																													| Equations (545) can reduce 300 to:
% 67.79/32.61  																													| (604)  ~ (e2 = e1)
% 67.79/32.61  																													|
% 67.79/32.61  																													| Simplifying 604 yields:
% 67.79/32.61  																													| (122)  ~ (e2 = e1)
% 67.79/32.61  																													|
% 67.79/32.61  																													| From (545) and (120) follows:
% 67.79/32.61  																													| (2105) op(e2, e3) = e1
% 67.79/32.61  																													|
% 67.79/32.61  																													+-Applying beta-rule and splitting (150), into two cases.
% 67.79/32.61  																													|-Branch one:
% 67.79/32.61  																													| (1378) all_0_40_40 = e4
% 67.79/32.61  																													|
% 67.79/32.61  																														| Combining equations (1378,485) yields a new equation:
% 67.79/32.61  																														| (481) e4 = e0
% 67.79/32.61  																														|
% 67.79/32.61  																														| Simplifying 481 yields:
% 67.79/32.61  																														| (397) e4 = e0
% 67.79/32.61  																														|
% 67.79/32.61  																														| Equations (397) can reduce 49 to:
% 67.79/32.61  																														| (266) $false
% 67.79/32.61  																														|
% 67.79/32.61  																														|-The branch is then unsatisfiable
% 67.79/32.61  																													|-Branch two:
% 67.79/32.61  																													| (447)  ~ (all_0_40_40 = e4)
% 67.79/32.61  																													| (2271) all_0_44_44 = e4 | all_0_49_49 = e4 | all_0_53_53 = e4 | all_0_58_58 = e4
% 67.79/32.61  																													|
% 67.79/32.61  																														+-Applying beta-rule and splitting (2271), into two cases.
% 67.79/32.61  																														|-Branch one:
% 67.79/32.61  																														| (446) all_0_44_44 = e4
% 67.79/32.61  																														|
% 67.79/32.61  																															| Equations (446) can reduce 149 to:
% 67.79/32.61  																															| (440)  ~ (all_0_41_41 = e4)
% 67.79/32.61  																															|
% 67.79/32.61  																															| Equations (446) can reduce 220 to:
% 67.79/32.61  																															| (1452)  ~ (all_0_53_53 = e4)
% 67.79/32.61  																															|
% 67.79/32.61  																															| Simplifying 1452 yields:
% 67.79/32.61  																															| (1453)  ~ (all_0_53_53 = e4)
% 67.79/32.61  																															|
% 67.79/32.61  																															| Equations (446) can reduce 181 to:
% 67.79/32.61  																															| (450)  ~ (all_0_58_58 = e4)
% 67.79/32.61  																															|
% 67.79/32.61  																															| Simplifying 450 yields:
% 67.79/32.61  																															| (451)  ~ (all_0_58_58 = e4)
% 67.79/32.61  																															|
% 67.79/32.61  																															| Equations (446) can reduce 147 to:
% 67.79/32.61  																															| (48)  ~ (e4 = e2)
% 67.79/32.61  																															|
% 67.79/32.61  																															| Equations (446) can reduce 639 to:
% 67.79/32.61  																															| (110)  ~ (e4 = e1)
% 67.79/32.61  																															|
% 67.79/32.61  																															| Equations (446) can reduce 360 to:
% 67.79/32.61  																															| (49)  ~ (e4 = e0)
% 67.79/32.61  																															|
% 67.79/32.61  																															| From (446) and (138) follows:
% 67.79/32.61  																															| (4646) op(e3, e0) = e4
% 67.79/32.61  																															|
% 67.79/32.61  																															+-Applying beta-rule and splitting (206), into two cases.
% 67.79/32.61  																															|-Branch one:
% 67.79/32.61  																															| (248) all_0_45_45 = e4
% 67.79/32.61  																															|
% 67.79/32.61  																																| Combining equations (248,423) yields a new equation:
% 67.79/32.61  																																| (424) e4 = e3
% 67.79/32.61  																																|
% 67.79/32.61  																																| Simplifying 424 yields:
% 67.79/32.61  																																| (425) e4 = e3
% 67.79/32.61  																																|
% 67.79/32.61  																																| Equations (425) can reduce 188 to:
% 67.79/32.61  																																| (266) $false
% 67.79/32.61  																																|
% 67.79/32.61  																																|-The branch is then unsatisfiable
% 67.79/32.61  																															|-Branch two:
% 67.79/32.61  																															| (60416)  ~ (all_0_45_45 = e4)
% 67.83/32.61  																															| (61457) all_0_46_46 = e4 | all_0_47_47 = e4 | all_0_48_48 = e4 | all_0_49_49 = e4
% 67.83/32.61  																															|
% 67.83/32.61  																																+-Applying beta-rule and splitting (61457), into two cases.
% 67.83/32.61  																																|-Branch one:
% 67.83/32.61  																																| (770) all_0_46_46 = e4
% 67.83/32.61  																																|
% 67.83/32.61  																																	| Combining equations (545,770) yields a new equation:
% 67.83/32.61  																																	| (630) e4 = e1
% 67.83/32.61  																																	|
% 67.83/32.61  																																	| Equations (630) can reduce 110 to:
% 67.83/32.61  																																	| (266) $false
% 67.83/32.61  																																	|
% 67.83/32.61  																																	|-The branch is then unsatisfiable
% 67.83/32.61  																																|-Branch two:
% 67.83/32.61  																																| (250)  ~ (all_0_46_46 = e4)
% 67.83/32.61  																																| (61466) all_0_47_47 = e4 | all_0_48_48 = e4 | all_0_49_49 = e4
% 67.83/32.61  																																|
% 67.83/32.62  																																	+-Applying beta-rule and splitting (61466), into two cases.
% 67.83/32.62  																																	|-Branch one:
% 67.83/32.62  																																	| (1790) all_0_47_47 = e4
% 67.83/32.62  																																	|
% 67.83/32.62  																																		| Equations (1790) can reduce 198 to:
% 67.83/32.62  																																		| (1890)  ~ (all_0_42_42 = e4)
% 67.83/32.62  																																		|
% 67.83/32.62  																																		| Equations (1790) can reduce 224 to:
% 67.83/32.62  																																		| (474)  ~ (all_0_51_51 = e4)
% 67.83/32.62  																																		|
% 67.83/32.62  																																		| Simplifying 474 yields:
% 67.83/32.62  																																		| (475)  ~ (all_0_51_51 = e4)
% 67.83/32.62  																																		|
% 67.83/32.62  																																		| Equations (1790) can reduce 91 to:
% 67.83/32.62  																																		| (476)  ~ (all_0_56_56 = e4)
% 67.83/32.62  																																		|
% 67.83/32.62  																																		| Simplifying 476 yields:
% 67.83/32.62  																																		| (477)  ~ (all_0_56_56 = e4)
% 67.83/32.62  																																		|
% 67.83/32.62  																																		| Equations (1790) can reduce 1091 to:
% 67.83/32.62  																																		| (188)  ~ (e4 = e3)
% 67.83/32.62  																																		|
% 67.83/32.62  																																		| Equations (1790) can reduce 462 to:
% 67.83/32.62  																																		| (110)  ~ (e4 = e1)
% 67.83/32.62  																																		|
% 67.83/32.62  																																		| Equations (1790) can reduce 678 to:
% 67.83/32.62  																																		| (49)  ~ (e4 = e0)
% 67.83/32.62  																																		|
% 67.83/32.62  																																		| From (1790) and (23) follows:
% 67.83/32.62  																																		| (61903) op(e2, e2) = e4
% 67.83/32.62  																																		|
% 67.83/32.62  																																		+-Applying beta-rule and splitting (168), into two cases.
% 67.83/32.62  																																		|-Branch one:
% 67.83/32.62  																																		| (415) all_0_50_50 = e3
% 67.83/32.62  																																		|
% 67.83/32.62  																																			| Combining equations (378,415) yields a new equation:
% 67.83/32.62  																																			| (662) e3 = e2
% 67.83/32.62  																																			|
% 67.83/32.62  																																			| Equations (662) can reduce 212 to:
% 67.83/32.62  																																			| (266) $false
% 67.83/32.62  																																			|
% 67.83/32.62  																																			|-The branch is then unsatisfiable
% 67.83/32.62  																																		|-Branch two:
% 67.83/32.62  																																		| (411)  ~ (all_0_50_50 = e3)
% 67.83/32.62  																																		| (418) all_0_51_51 = e3 | all_0_53_53 = e3
% 67.83/32.62  																																		|
% 67.83/32.62  																																			+-Applying beta-rule and splitting (113), into two cases.
% 67.83/32.62  																																			|-Branch one:
% 67.83/32.62  																																			| (403) all_0_41_41 = e3
% 67.83/32.62  																																			|
% 67.83/32.62  																																				| Equations (403) can reduce 214 to:
% 67.83/32.62  																																				| (404)  ~ (all_0_42_42 = e3)
% 67.83/32.62  																																				|
% 67.83/32.62  																																				| Simplifying 404 yields:
% 67.83/32.62  																																				| (405)  ~ (all_0_42_42 = e3)
% 67.83/32.62  																																				|
% 67.83/32.62  																																				| Equations (403) can reduce 440 to:
% 67.83/32.62  																																				| (277)  ~ (e4 = e3)
% 67.83/32.62  																																				|
% 67.83/32.62  																																				| Simplifying 277 yields:
% 67.83/32.62  																																				| (188)  ~ (e4 = e3)
% 67.83/32.62  																																				|
% 67.83/32.62  																																				+-Applying beta-rule and splitting (243), into two cases.
% 67.83/32.62  																																				|-Branch one:
% 67.83/32.62  																																				| (329) all_0_38_38 = e0
% 67.83/32.62  																																				|
% 67.83/32.62  																																					| Combining equations (329,321) yields a new equation:
% 67.83/32.62  																																					| (397) e4 = e0
% 67.83/32.62  																																					|
% 67.83/32.62  																																					| Equations (397) can reduce 49 to:
% 67.83/32.62  																																					| (266) $false
% 67.83/32.62  																																					|
% 67.83/32.62  																																					|-The branch is then unsatisfiable
% 67.83/32.62  																																				|-Branch two:
% 67.83/32.62  																																				| (332)  ~ (all_0_38_38 = e0)
% 67.83/32.62  																																				| (395) all_0_41_41 = e0 | all_0_46_46 = e0 | all_0_55_55 = e0
% 67.83/32.62  																																				|
% 67.83/32.62  																																					+-Applying beta-rule and splitting (152), into two cases.
% 67.83/32.62  																																					|-Branch one:
% 67.83/32.62  																																					| (1392) all_0_42_42 = e4
% 67.83/32.62  																																					|
% 67.83/32.62  																																						| Equations (1392) can reduce 1890 to:
% 67.83/32.62  																																						| (266) $false
% 67.83/32.62  																																						|
% 67.83/32.62  																																						|-The branch is then unsatisfiable
% 67.83/32.62  																																					|-Branch two:
% 67.83/32.62  																																					| (1890)  ~ (all_0_42_42 = e4)
% 67.83/32.62  																																					| (1969) all_0_42_42 = e3 | all_0_42_42 = e1 | all_0_42_42 = e0
% 67.83/32.62  																																					|
% 67.83/32.62  																																						+-Applying beta-rule and splitting (1969), into two cases.
% 67.83/32.62  																																						|-Branch one:
% 67.83/32.62  																																						| (559) all_0_42_42 = e0
% 67.83/32.62  																																						|
% 67.83/32.62  																																							| Equations (559) can reduce 61 to:
% 67.83/32.62  																																							| (1404)  ~ (all_0_51_51 = e0)
% 67.83/32.62  																																							|
% 67.83/32.62  																																							| Simplifying 1404 yields:
% 67.83/32.62  																																							| (115)  ~ (all_0_51_51 = e0)
% 67.83/32.62  																																							|
% 67.83/32.62  																																							| Equations (559) can reduce 405 to:
% 67.83/32.62  																																							| (541)  ~ (e3 = e0)
% 67.83/32.62  																																							|
% 67.83/32.62  																																							| Simplifying 541 yields:
% 67.83/32.62  																																							| (80)  ~ (e3 = e0)
% 67.83/32.62  																																							|
% 67.83/32.62  																																							| Equations (559) can reduce 1380 to:
% 67.83/32.62  																																							| (435)  ~ (e1 = e0)
% 67.83/32.62  																																							|
% 67.83/32.62  																																							| Simplifying 435 yields:
% 67.83/32.62  																																							| (233)  ~ (e1 = e0)
% 67.83/32.62  																																							|
% 67.83/32.62  																																							| From (559) and (210) follows:
% 67.83/32.62  																																							| (20848) op(e3, e2) = e0
% 67.83/32.62  																																							|
% 67.83/32.62  																																							+-Applying beta-rule and splitting (125), into two cases.
% 67.83/32.62  																																							|-Branch one:
% 67.83/32.62  																																							| (858) all_0_55_55 = e0
% 67.83/32.62  																																							|
% 67.83/32.62  																																								| Equations (858) can reduce 153 to:
% 67.83/32.62  																																								| (1181)  ~ (all_0_56_56 = e0)
% 67.83/32.62  																																								|
% 67.83/32.62  																																								| Simplifying 1181 yields:
% 67.83/32.62  																																								| (828)  ~ (all_0_56_56 = e0)
% 67.83/32.62  																																								|
% 67.83/32.62  																																								| Equations (858) can reduce 3 to:
% 67.83/32.62  																																								| (490)  ~ (all_0_58_58 = e0)
% 67.83/32.62  																																								|
% 67.83/32.62  																																								| Simplifying 490 yields:
% 67.83/32.62  																																								| (491)  ~ (all_0_58_58 = e0)
% 67.83/32.62  																																								|
% 67.83/32.62  																																								| Equations (858) can reduce 632 to:
% 67.83/32.62  																																								| (435)  ~ (e1 = e0)
% 67.83/32.62  																																								|
% 67.83/32.62  																																								| Simplifying 435 yields:
% 67.83/32.62  																																								| (233)  ~ (e1 = e0)
% 67.83/32.62  																																								|
% 67.83/32.62  																																								+-Applying beta-rule and splitting (7), into two cases.
% 67.83/32.62  																																								|-Branch one:
% 67.83/32.62  																																								| (504) all_0_51_51 = e2
% 67.83/32.62  																																								|
% 67.83/32.62  																																									| Equations (504) can reduce 1099 to:
% 67.83/32.62  																																									| (266) $false
% 67.83/32.62  																																									|
% 67.83/32.62  																																									|-The branch is then unsatisfiable
% 67.83/32.62  																																								|-Branch two:
% 67.83/32.62  																																								| (1099)  ~ (all_0_51_51 = e2)
% 67.83/32.62  																																								| (1100) all_0_51_51 = e4 | all_0_51_51 = e3 | all_0_51_51 = e1
% 67.83/32.62  																																								|
% 67.83/32.62  																																									+-Applying beta-rule and splitting (131), into two cases.
% 67.83/32.62  																																									|-Branch one:
% 67.83/32.62  																																									| (459) all_0_42_42 = e1
% 67.83/32.62  																																									|
% 67.83/32.62  																																										| Combining equations (459,559) yields a new equation:
% 67.83/32.62  																																										| (546) e1 = e0
% 67.83/32.62  																																										|
% 67.83/32.62  																																										| Simplifying 546 yields:
% 67.83/32.62  																																										| (431) e1 = e0
% 67.83/32.62  																																										|
% 67.83/32.62  																																										| Equations (431) can reduce 233 to:
% 67.83/32.62  																																										| (266) $false
% 67.83/32.62  																																										|
% 67.83/32.62  																																										|-The branch is then unsatisfiable
% 67.83/32.62  																																									|-Branch two:
% 67.83/32.62  																																									| (1380)  ~ (all_0_42_42 = e1)
% 67.83/32.62  																																									| (3259) all_0_47_47 = e1 | all_0_51_51 = e1 | all_0_56_56 = e1
% 67.83/32.62  																																									|
% 67.83/32.62  																																										| Equations (559) can reduce 1380 to:
% 67.83/32.62  																																										| (435)  ~ (e1 = e0)
% 67.83/32.62  																																										|
% 67.83/32.62  																																										| Simplifying 435 yields:
% 67.83/32.62  																																										| (233)  ~ (e1 = e0)
% 67.83/32.62  																																										|
% 67.83/32.62  																																										+-Applying beta-rule and splitting (22), into two cases.
% 67.83/32.62  																																										|-Branch one:
% 67.83/32.62  																																										| (268) all_0_54_54 = e3
% 67.83/32.62  																																										|
% 67.83/32.62  																																											| Combining equations (268,265) yields a new equation:
% 67.83/32.62  																																											| (425) e4 = e3
% 67.83/32.62  																																											|
% 67.83/32.62  																																											| Equations (425) can reduce 188 to:
% 67.83/32.62  																																											| (266) $false
% 67.83/32.62  																																											|
% 67.83/32.62  																																											|-The branch is then unsatisfiable
% 67.83/32.62  																																										|-Branch two:
% 67.83/32.62  																																										| (60427)  ~ (all_0_54_54 = e3)
% 67.83/32.62  																																										| (62553) all_0_55_55 = e3 | all_0_56_56 = e3 | all_0_58_58 = e3
% 67.83/32.62  																																										|
% 67.83/32.62  																																											+-Applying beta-rule and splitting (196), into two cases.
% 67.83/32.62  																																											|-Branch one:
% 67.83/32.62  																																											| (607) all_0_53_53 = e2
% 67.83/32.62  																																											|
% 67.83/32.62  																																												| Equations (607) can reduce 509 to:
% 67.83/32.62  																																												| (266) $false
% 67.83/32.62  																																												|
% 67.83/32.62  																																												|-The branch is then unsatisfiable
% 67.83/32.62  																																											|-Branch two:
% 67.83/32.62  																																											| (509)  ~ (all_0_53_53 = e2)
% 67.83/32.62  																																											| (610) all_0_53_53 = e4 | all_0_53_53 = e3 | all_0_53_53 = e1
% 67.83/32.62  																																											|
% 67.83/32.62  																																												+-Applying beta-rule and splitting (216), into two cases.
% 67.83/32.62  																																												|-Branch one:
% 67.83/32.62  																																												| (629) all_0_55_55 = e1
% 67.83/32.62  																																												|
% 67.83/32.62  																																													| Combining equations (858,629) yields a new equation:
% 67.83/32.62  																																													| (431) e1 = e0
% 67.83/32.62  																																													|
% 67.83/32.62  																																													| Equations (431) can reduce 233 to:
% 67.83/32.62  																																													| (266) $false
% 67.83/32.62  																																													|
% 67.83/32.62  																																													|-The branch is then unsatisfiable
% 67.83/32.62  																																												|-Branch two:
% 67.83/32.62  																																												| (632)  ~ (all_0_55_55 = e1)
% 67.83/32.62  																																												| (633) all_0_56_56 = e1 | all_0_57_57 = e1 | all_0_58_58 = e1
% 67.83/32.62  																																												|
% 67.83/32.62  																																													| Equations (858) can reduce 632 to:
% 67.83/32.62  																																													| (435)  ~ (e1 = e0)
% 67.83/32.62  																																													|
% 67.83/32.62  																																													| Simplifying 435 yields:
% 67.83/32.62  																																													| (233)  ~ (e1 = e0)
% 67.83/32.62  																																													|
% 67.83/32.62  																																													+-Applying beta-rule and splitting (160), into two cases.
% 67.83/32.62  																																													|-Branch one:
% 67.83/32.62  																																													| (601) all_0_50_50 = e1
% 67.83/32.62  																																													|
% 67.83/32.62  																																														| Combining equations (378,601) yields a new equation:
% 67.83/32.62  																																														| (616) e2 = e1
% 67.83/32.62  																																														|
% 67.83/32.62  																																														| Simplifying 616 yields:
% 67.83/32.62  																																														| (617) e2 = e1
% 67.83/32.62  																																														|
% 67.83/32.62  																																														| Equations (617) can reduce 122 to:
% 67.83/32.62  																																														| (266) $false
% 67.83/32.62  																																														|
% 67.83/32.62  																																														|-The branch is then unsatisfiable
% 67.83/32.62  																																													|-Branch two:
% 67.83/32.62  																																													| (759)  ~ (all_0_50_50 = e1)
% 67.83/32.62  																																													| (1168) all_0_51_51 = e1 | all_0_52_52 = e1 | all_0_53_53 = e1
% 67.83/32.62  																																													|
% 67.83/32.62  																																														+-Applying beta-rule and splitting (133), into two cases.
% 67.83/32.62  																																														|-Branch one:
% 67.83/32.62  																																														| (833) all_0_56_56 = e2
% 67.83/32.62  																																														|
% 67.83/32.62  																																															| Equations (833) can reduce 511 to:
% 67.83/32.62  																																															| (266) $false
% 67.83/32.62  																																															|
% 67.83/32.62  																																															|-The branch is then unsatisfiable
% 67.83/32.62  																																														|-Branch two:
% 67.83/32.62  																																														| (511)  ~ (all_0_56_56 = e2)
% 67.83/32.62  																																														| (836) all_0_56_56 = e4 | all_0_56_56 = e3 | all_0_56_56 = e1 | all_0_56_56 = e0
% 67.83/32.62  																																														|
% 67.83/32.62  																																															+-Applying beta-rule and splitting (56), into two cases.
% 67.83/32.62  																																															|-Branch one:
% 67.83/32.62  																																															| (696) unit = e2
% 67.83/32.62  																																															|
% 67.83/32.62  																																																| From (696) and (24) follows:
% 67.83/32.62  																																																| (697) op(e2, e3) = e3
% 67.83/32.62  																																																|
% 67.83/32.62  																																																| From (696) and (40) follows:
% 67.83/32.62  																																																| (4285) op(e3, e2) = e3
% 67.83/32.62  																																																|
% 67.83/32.62  																																																| Instantiating formula (29) with e3, e2, e3, e0 and discharging atoms op(e3, e2) = e3, op(e3, e2) = e0, yields:
% 67.83/32.62  																																																| (676) e3 = e0
% 67.83/32.62  																																																|
% 67.83/32.62  																																																| Instantiating formula (29) with e2, e3, e3, e1 and discharging atoms op(e2, e3) = e3, op(e2, e3) = e1, yields:
% 67.83/32.62  																																																| (455) e3 = e1
% 67.83/32.62  																																																|
% 67.83/32.62  																																																| Combining equations (455,676) yields a new equation:
% 67.83/32.62  																																																| (546) e1 = e0
% 67.83/32.62  																																																|
% 67.83/32.62  																																																| Simplifying 546 yields:
% 67.83/32.62  																																																| (431) e1 = e0
% 67.83/32.62  																																																|
% 67.83/32.62  																																																| Equations (431) can reduce 233 to:
% 67.83/32.62  																																																| (266) $false
% 67.83/32.62  																																																|
% 67.83/32.62  																																																|-The branch is then unsatisfiable
% 67.83/32.62  																																															|-Branch two:
% 67.83/32.62  																																															| (707)  ~ (unit = e2)
% 67.83/32.62  																																															| (708) unit = e4 | unit = e3 | unit = e1 | unit = e0
% 67.83/32.62  																																															|
% 67.83/32.62  																																																+-Applying beta-rule and splitting (418), into two cases.
% 67.83/32.62  																																																|-Branch one:
% 67.83/32.62  																																																| (660) all_0_51_51 = e3
% 67.83/32.62  																																																|
% 67.83/32.62  																																																	| Equations (660) can reduce 16 to:
% 67.83/32.62  																																																	| (271)  ~ (all_0_56_56 = e3)
% 67.83/32.62  																																																	|
% 67.83/32.62  																																																	| Simplifying 271 yields:
% 67.83/32.62  																																																	| (272)  ~ (all_0_56_56 = e3)
% 67.83/32.62  																																																	|
% 67.83/32.62  																																																	| Equations (660) can reduce 115 to:
% 67.83/32.62  																																																	| (80)  ~ (e3 = e0)
% 67.83/32.62  																																																	|
% 67.83/32.62  																																																	| From (660) and (186) follows:
% 67.83/32.62  																																																	| (1552) op(e1, e2) = e3
% 67.83/32.62  																																																	|
% 67.83/32.63  																																																	+-Applying beta-rule and splitting (62553), into two cases.
% 67.83/32.63  																																																	|-Branch one:
% 67.83/32.63  																																																	| (2336) all_0_55_55 = e3
% 67.83/32.63  																																																	|
% 67.83/32.63  																																																		| Combining equations (858,2336) yields a new equation:
% 67.83/32.63  																																																		| (676) e3 = e0
% 67.83/32.63  																																																		|
% 67.83/32.63  																																																		| Equations (676) can reduce 80 to:
% 67.83/32.63  																																																		| (266) $false
% 67.83/32.63  																																																		|
% 67.83/32.63  																																																		|-The branch is then unsatisfiable
% 67.83/32.63  																																																	|-Branch two:
% 67.83/32.63  																																																	| (270)  ~ (all_0_55_55 = e3)
% 67.83/32.63  																																																	| (62557) all_0_56_56 = e3 | all_0_58_58 = e3
% 67.83/32.63  																																																	|
% 67.83/32.63  																																																		+-Applying beta-rule and splitting (62557), into two cases.
% 67.83/32.63  																																																		|-Branch one:
% 67.83/32.63  																																																		| (1097) all_0_56_56 = e3
% 67.83/32.63  																																																		|
% 67.83/32.63  																																																			| Equations (1097) can reduce 272 to:
% 67.83/32.63  																																																			| (266) $false
% 67.83/32.63  																																																			|
% 67.83/32.63  																																																			|-The branch is then unsatisfiable
% 67.83/32.63  																																																		|-Branch two:
% 67.83/32.63  																																																		| (272)  ~ (all_0_56_56 = e3)
% 67.83/32.63  																																																		| (795) all_0_58_58 = e3
% 67.83/32.63  																																																		|
% 67.83/32.63  																																																			| Equations (795) can reduce 44 to:
% 67.83/32.63  																																																			| (272)  ~ (all_0_56_56 = e3)
% 67.83/32.63  																																																			|
% 67.83/32.63  																																																			+-Applying beta-rule and splitting (633), into two cases.
% 67.83/32.63  																																																			|-Branch one:
% 67.83/32.63  																																																			| (1569) all_0_56_56 = e1
% 67.83/32.63  																																																			|
% 67.83/32.63  																																																				| Equations (1569) can reduce 477 to:
% 67.83/32.63  																																																				| (602)  ~ (e4 = e1)
% 67.83/32.63  																																																				|
% 67.83/32.63  																																																				| Simplifying 602 yields:
% 67.83/32.63  																																																				| (110)  ~ (e4 = e1)
% 67.83/32.63  																																																				|
% 67.83/32.63  																																																				| Equations (1569) can reduce 272 to:
% 67.83/32.63  																																																				| (467)  ~ (e3 = e1)
% 67.83/32.63  																																																				|
% 67.83/32.63  																																																				| Simplifying 467 yields:
% 67.83/32.63  																																																				| (213)  ~ (e3 = e1)
% 67.83/32.63  																																																				|
% 67.83/32.63  																																																				+-Applying beta-rule and splitting (1168), into two cases.
% 67.83/32.63  																																																				|-Branch one:
% 67.83/32.63  																																																				| (1109) all_0_51_51 = e1
% 67.83/32.63  																																																				|
% 67.83/32.63  																																																					| Combining equations (660,1109) yields a new equation:
% 67.83/32.63  																																																					| (454) e3 = e1
% 67.83/32.63  																																																					|
% 67.83/32.63  																																																					| Simplifying 454 yields:
% 67.83/32.63  																																																					| (455) e3 = e1
% 67.83/32.63  																																																					|
% 67.83/32.63  																																																					| Equations (455) can reduce 213 to:
% 67.83/32.63  																																																					| (266) $false
% 67.83/32.63  																																																					|
% 67.83/32.63  																																																					|-The branch is then unsatisfiable
% 67.83/32.63  																																																				|-Branch two:
% 67.83/32.63  																																																				| (464)  ~ (all_0_51_51 = e1)
% 67.83/32.63  																																																				| (1202) all_0_52_52 = e1 | all_0_53_53 = e1
% 67.83/32.63  																																																				|
% 67.83/32.63  																																																					+-Applying beta-rule and splitting (1202), into two cases.
% 67.83/32.63  																																																					|-Branch one:
% 67.83/32.63  																																																					| (642) all_0_52_52 = e1
% 67.83/32.63  																																																					|
% 67.83/32.63  																																																						| Combining equations (565,642) yields a new equation:
% 67.83/32.63  																																																						| (636) e4 = e1
% 67.83/32.63  																																																						|
% 67.83/32.63  																																																						| Simplifying 636 yields:
% 67.83/32.63  																																																						| (630) e4 = e1
% 67.83/32.63  																																																						|
% 67.83/32.63  																																																						| Equations (630) can reduce 110 to:
% 67.83/32.63  																																																						| (266) $false
% 67.83/32.63  																																																						|
% 67.83/32.63  																																																						|-The branch is then unsatisfiable
% 67.83/32.63  																																																					|-Branch two:
% 67.83/32.63  																																																					| (646)  ~ (all_0_52_52 = e1)
% 67.83/32.63  																																																					| (1208) all_0_53_53 = e1
% 67.83/32.63  																																																					|
% 67.83/32.63  																																																						| Equations (1208) can reduce 509 to:
% 67.83/32.63  																																																						| (604)  ~ (e2 = e1)
% 67.83/32.63  																																																						|
% 67.83/32.63  																																																						| Simplifying 604 yields:
% 67.83/32.63  																																																						| (122)  ~ (e2 = e1)
% 67.83/32.63  																																																						|
% 67.83/32.63  																																																						| Equations (1208) can reduce 247 to:
% 67.83/32.63  																																																						| (233)  ~ (e1 = e0)
% 67.83/32.63  																																																						|
% 67.83/32.63  																																																						+-Applying beta-rule and splitting (708), into two cases.
% 67.83/32.63  																																																						|-Branch one:
% 67.83/32.63  																																																						| (709) unit = e4
% 67.83/32.63  																																																						|
% 67.83/32.63  																																																							| From (709) and (24) follows:
% 67.83/32.63  																																																							| (33325) op(e4, e3) = e3
% 67.83/32.63  																																																							|
% 67.83/32.63  																																																							| From (709) and (211) follows:
% 67.83/32.63  																																																							| (22527) op(e4, e1) = e1
% 67.83/32.63  																																																							|
% 67.83/32.63  																																																							| From (709) and (32) follows:
% 67.83/32.63  																																																							| (712) op(e2, e4) = e2
% 67.83/32.63  																																																							|
% 67.83/32.63  																																																							| From (709) and (42) follows:
% 67.83/32.63  																																																							| (713) op(e0, e4) = e0
% 67.83/32.63  																																																							|
% 67.83/32.63  																																																							| Instantiating formula (29) with e4, e3, e3, e4 and discharging atoms op(e4, e3) = e4, op(e4, e3) = e3, yields:
% 67.83/32.63  																																																							| (425) e4 = e3
% 67.83/32.63  																																																							|
% 67.83/32.63  																																																							| Instantiating formula (29) with e4, e1, e1, e3 and discharging atoms op(e4, e1) = e3, op(e4, e1) = e1, yields:
% 67.83/32.63  																																																							| (455) e3 = e1
% 67.83/32.63  																																																							|
% 67.83/32.63  																																																							| Instantiating formula (29) with e2, e4, e2, e3 and discharging atoms op(e2, e4) = e3, op(e2, e4) = e2, yields:
% 67.83/32.63  																																																							| (662) e3 = e2
% 67.83/32.63  																																																							|
% 67.83/32.63  																																																							| Instantiating formula (29) with e0, e4, e0, e4 and discharging atoms op(e0, e4) = e4, op(e0, e4) = e0, yields:
% 67.83/32.63  																																																							| (397) e4 = e0
% 67.83/32.63  																																																							|
% 67.83/32.63  																																																							| Combining equations (425,397) yields a new equation:
% 67.83/32.63  																																																							| (675) e3 = e0
% 67.83/32.63  																																																							|
% 67.83/32.63  																																																							| Simplifying 675 yields:
% 67.83/32.63  																																																							| (676) e3 = e0
% 67.83/32.63  																																																							|
% 67.83/32.63  																																																							| Combining equations (676,662) yields a new equation:
% 67.83/32.63  																																																							| (330) e2 = e0
% 67.83/32.63  																																																							|
% 67.83/32.63  																																																							| Combining equations (455,662) yields a new equation:
% 67.83/32.63  																																																							| (617) e2 = e1
% 67.83/32.63  																																																							|
% 67.83/32.63  																																																							| Combining equations (617,330) yields a new equation:
% 67.83/32.63  																																																							| (546) e1 = e0
% 67.83/32.63  																																																							|
% 67.83/32.63  																																																							| Simplifying 546 yields:
% 67.83/32.63  																																																							| (431) e1 = e0
% 67.83/32.63  																																																							|
% 67.83/32.63  																																																							| Equations (431) can reduce 233 to:
% 67.83/32.63  																																																							| (266) $false
% 67.83/32.63  																																																							|
% 67.83/32.63  																																																							|-The branch is then unsatisfiable
% 67.83/32.63  																																																						|-Branch two:
% 67.83/32.63  																																																						| (724)  ~ (unit = e4)
% 67.83/32.63  																																																						| (725) unit = e3 | unit = e1 | unit = e0
% 67.83/32.63  																																																						|
% 67.83/32.63  																																																							+-Applying beta-rule and splitting (725), into two cases.
% 67.83/32.63  																																																							|-Branch one:
% 67.83/32.63  																																																							| (726) unit = e0
% 67.83/32.63  																																																							|
% 67.83/32.63  																																																								| From (726) and (211) follows:
% 67.83/32.63  																																																								| (15180) op(e0, e1) = e1
% 67.83/32.63  																																																								|
% 67.83/32.63  																																																								| Instantiating formula (29) with e0, e1, e1, e2 and discharging atoms op(e0, e1) = e2, op(e0, e1) = e1, yields:
% 67.83/32.63  																																																								| (617) e2 = e1
% 67.83/32.63  																																																								|
% 67.83/32.63  																																																								| Equations (617) can reduce 122 to:
% 67.83/32.63  																																																								| (266) $false
% 67.83/32.63  																																																								|
% 67.83/32.63  																																																								|-The branch is then unsatisfiable
% 67.83/32.63  																																																							|-Branch two:
% 67.83/32.63  																																																							| (734)  ~ (unit = e0)
% 67.83/32.63  																																																							| (735) unit = e3 | unit = e1
% 67.83/32.63  																																																							|
% 67.83/32.63  																																																								+-Applying beta-rule and splitting (735), into two cases.
% 67.83/32.63  																																																								|-Branch one:
% 67.83/32.63  																																																								| (736) unit = e1
% 67.83/32.63  																																																								|
% 67.83/32.63  																																																									| Equations (736) can reduce 734 to:
% 67.83/32.63  																																																									| (233)  ~ (e1 = e0)
% 67.83/32.63  																																																									|
% 67.83/32.63  																																																									| From (736) and (15) follows:
% 67.83/32.63  																																																									| (515) op(e1, e2) = e2
% 67.83/32.63  																																																									|
% 67.83/32.63  																																																									| From (736) and (40) follows:
% 67.83/32.63  																																																									| (1652) op(e3, e1) = e3
% 67.83/32.63  																																																									|
% 67.83/32.63  																																																									| From (736) and (42) follows:
% 67.83/32.63  																																																									| (3221) op(e0, e1) = e0
% 67.83/32.63  																																																									|
% 67.83/32.63  																																																									| Instantiating formula (29) with e3, e1, e3, e1 and discharging atoms op(e3, e1) = e3, op(e3, e1) = e1, yields:
% 67.83/32.63  																																																									| (455) e3 = e1
% 67.83/32.63  																																																									|
% 67.83/32.63  																																																									| Instantiating formula (29) with e1, e2, e2, e3 and discharging atoms op(e1, e2) = e3, op(e1, e2) = e2, yields:
% 67.83/32.63  																																																									| (662) e3 = e2
% 67.83/32.63  																																																									|
% 67.83/32.63  																																																									| Instantiating formula (29) with e0, e1, e0, e2 and discharging atoms op(e0, e1) = e2, op(e0, e1) = e0, yields:
% 67.83/32.63  																																																									| (330) e2 = e0
% 67.83/32.63  																																																									|
% 67.83/32.63  																																																									| Combining equations (662,455) yields a new equation:
% 67.83/32.63  																																																									| (616) e2 = e1
% 67.83/32.63  																																																									|
% 67.83/32.63  																																																									| Simplifying 616 yields:
% 67.83/32.63  																																																									| (617) e2 = e1
% 67.83/32.63  																																																									|
% 67.83/32.63  																																																									| Combining equations (617,330) yields a new equation:
% 67.83/32.63  																																																									| (546) e1 = e0
% 67.83/32.63  																																																									|
% 67.83/32.63  																																																									| Simplifying 546 yields:
% 67.83/32.63  																																																									| (431) e1 = e0
% 67.83/32.63  																																																									|
% 67.83/32.63  																																																									| Equations (431) can reduce 233 to:
% 67.83/32.63  																																																									| (266) $false
% 67.83/32.63  																																																									|
% 67.83/32.63  																																																									|-The branch is then unsatisfiable
% 67.83/32.63  																																																								|-Branch two:
% 67.83/32.63  																																																								| (748)  ~ (unit = e1)
% 67.83/32.63  																																																								| (749) unit = e3
% 67.83/32.63  																																																								|
% 67.83/32.63  																																																									| From (749) and (244) follows:
% 67.83/32.63  																																																									| (750) op(e3, e4) = e4
% 67.83/32.63  																																																									|
% 67.83/32.63  																																																									| From (749) and (209) follows:
% 67.83/32.63  																																																									| (1667) op(e3, e0) = e0
% 67.83/32.63  																																																									|
% 67.83/32.63  																																																									| From (749) and (28) follows:
% 67.83/32.63  																																																									| (2235) op(e1, e3) = e1
% 67.83/32.63  																																																									|
% 67.83/32.63  																																																									| Instantiating formula (29) with e3, e4, e4, e2 and discharging atoms op(e3, e4) = e4, op(e3, e4) = e2, yields:
% 67.83/32.63  																																																									| (323) e4 = e2
% 67.83/32.63  																																																									|
% 67.83/32.63  																																																									| Instantiating formula (29) with e3, e0, e0, e4 and discharging atoms op(e3, e0) = e4, op(e3, e0) = e0, yields:
% 67.83/32.63  																																																									| (397) e4 = e0
% 67.83/32.63  																																																									|
% 67.83/32.63  																																																									| Instantiating formula (29) with e1, e3, e1, e2 and discharging atoms op(e1, e3) = e2, op(e1, e3) = e1, yields:
% 67.83/32.63  																																																									| (617) e2 = e1
% 67.83/32.63  																																																									|
% 67.83/32.63  																																																									| Combining equations (397,323) yields a new equation:
% 67.83/32.63  																																																									| (330) e2 = e0
% 67.83/32.63  																																																									|
% 67.83/32.63  																																																									| Combining equations (330,617) yields a new equation:
% 67.83/32.63  																																																									| (431) e1 = e0
% 67.83/32.63  																																																									|
% 67.83/32.63  																																																									| Equations (431) can reduce 233 to:
% 67.83/32.63  																																																									| (266) $false
% 67.83/32.63  																																																									|
% 67.83/32.63  																																																									|-The branch is then unsatisfiable
% 67.83/32.63  																																																			|-Branch two:
% 67.83/32.63  																																																			| (466)  ~ (all_0_56_56 = e1)
% 67.83/32.63  																																																			| (1574) all_0_57_57 = e1 | all_0_58_58 = e1
% 67.83/32.63  																																																			|
% 67.83/32.63  																																																				+-Applying beta-rule and splitting (836), into two cases.
% 67.83/32.63  																																																				|-Branch one:
% 67.83/32.63  																																																				| (842) all_0_56_56 = e4
% 67.83/32.63  																																																				|
% 67.83/32.63  																																																					| Equations (842) can reduce 477 to:
% 67.83/32.63  																																																					| (266) $false
% 67.83/32.63  																																																					|
% 67.83/32.63  																																																					|-The branch is then unsatisfiable
% 67.83/32.63  																																																				|-Branch two:
% 67.83/32.63  																																																				| (477)  ~ (all_0_56_56 = e4)
% 67.83/32.63  																																																				| (845) all_0_56_56 = e3 | all_0_56_56 = e1 | all_0_56_56 = e0
% 67.83/32.63  																																																				|
% 67.83/32.63  																																																					+-Applying beta-rule and splitting (845), into two cases.
% 67.83/32.63  																																																					|-Branch one:
% 67.83/32.63  																																																					| (679) all_0_56_56 = e0
% 67.83/32.63  																																																					|
% 67.83/32.63  																																																						| Equations (679) can reduce 828 to:
% 67.83/32.63  																																																						| (266) $false
% 67.83/32.63  																																																						|
% 67.83/32.63  																																																						|-The branch is then unsatisfiable
% 67.83/32.63  																																																					|-Branch two:
% 67.83/32.63  																																																					| (828)  ~ (all_0_56_56 = e0)
% 67.83/32.63  																																																					| (3172) all_0_56_56 = e3 | all_0_56_56 = e1
% 67.83/32.63  																																																					|
% 67.83/32.63  																																																						+-Applying beta-rule and splitting (3172), into two cases.
% 67.83/32.63  																																																						|-Branch one:
% 67.83/32.63  																																																						| (1569) all_0_56_56 = e1
% 67.83/32.63  																																																						|
% 67.85/32.63  																																																							| Equations (1569) can reduce 466 to:
% 67.85/32.63  																																																							| (266) $false
% 67.85/32.63  																																																							|
% 67.85/32.63  																																																							|-The branch is then unsatisfiable
% 67.85/32.63  																																																						|-Branch two:
% 67.85/32.63  																																																						| (466)  ~ (all_0_56_56 = e1)
% 67.85/32.63  																																																						| (1097) all_0_56_56 = e3
% 67.85/32.63  																																																						|
% 67.85/32.63  																																																							| Equations (1097) can reduce 272 to:
% 67.85/32.63  																																																							| (266) $false
% 67.85/32.63  																																																							|
% 67.85/32.63  																																																							|-The branch is then unsatisfiable
% 67.85/32.64  																																																|-Branch two:
% 67.85/32.64  																																																| (664)  ~ (all_0_51_51 = e3)
% 67.85/32.64  																																																| (665) all_0_53_53 = e3
% 67.85/32.64  																																																|
% 67.85/32.64  																																																	| Equations (665) can reduce 6 to:
% 67.85/32.64  																																																	| (664)  ~ (all_0_51_51 = e3)
% 67.85/32.64  																																																	|
% 67.85/32.64  																																																	| Equations (665) can reduce 10 to:
% 67.85/32.64  																																																	| (275)  ~ (all_0_58_58 = e3)
% 67.85/32.64  																																																	|
% 67.85/32.64  																																																	| Simplifying 275 yields:
% 67.85/32.64  																																																	| (276)  ~ (all_0_58_58 = e3)
% 67.85/32.64  																																																	|
% 67.85/32.64  																																																	| Equations (665) can reduce 247 to:
% 67.85/32.64  																																																	| (80)  ~ (e3 = e0)
% 67.85/32.64  																																																	|
% 67.85/32.64  																																																	+-Applying beta-rule and splitting (1100), into two cases.
% 67.85/32.64  																																																	|-Branch one:
% 67.85/32.64  																																																	| (1101) all_0_51_51 = e4
% 67.85/32.64  																																																	|
% 67.85/32.64  																																																		| Equations (1101) can reduce 475 to:
% 67.85/32.64  																																																		| (266) $false
% 67.85/32.64  																																																		|
% 67.85/32.64  																																																		|-The branch is then unsatisfiable
% 67.85/32.64  																																																	|-Branch two:
% 67.85/32.64  																																																	| (475)  ~ (all_0_51_51 = e4)
% 67.85/32.64  																																																	| (1104) all_0_51_51 = e3 | all_0_51_51 = e1
% 67.85/32.64  																																																	|
% 67.85/32.64  																																																		+-Applying beta-rule and splitting (62553), into two cases.
% 67.85/32.64  																																																		|-Branch one:
% 67.85/32.64  																																																		| (2336) all_0_55_55 = e3
% 67.85/32.64  																																																		|
% 67.85/32.64  																																																			| Combining equations (858,2336) yields a new equation:
% 67.85/32.64  																																																			| (676) e3 = e0
% 67.85/32.64  																																																			|
% 67.85/32.64  																																																			| Equations (676) can reduce 80 to:
% 67.85/32.64  																																																			| (266) $false
% 67.85/32.64  																																																			|
% 67.85/32.64  																																																			|-The branch is then unsatisfiable
% 67.85/32.64  																																																		|-Branch two:
% 67.85/32.64  																																																		| (270)  ~ (all_0_55_55 = e3)
% 67.85/32.64  																																																		| (62557) all_0_56_56 = e3 | all_0_58_58 = e3
% 67.85/32.64  																																																		|
% 67.85/32.64  																																																			+-Applying beta-rule and splitting (1104), into two cases.
% 67.85/32.64  																																																			|-Branch one:
% 67.85/32.64  																																																			| (1109) all_0_51_51 = e1
% 67.85/32.64  																																																			|
% 67.85/32.64  																																																				| Equations (1109) can reduce 16 to:
% 67.85/32.64  																																																				| (465)  ~ (all_0_56_56 = e1)
% 67.85/32.64  																																																				|
% 67.85/32.64  																																																				| Simplifying 465 yields:
% 67.85/32.64  																																																				| (466)  ~ (all_0_56_56 = e1)
% 67.85/32.64  																																																				|
% 67.85/32.64  																																																				| Equations (1109) can reduce 1099 to:
% 67.85/32.64  																																																				| (604)  ~ (e2 = e1)
% 67.85/32.64  																																																				|
% 67.85/32.64  																																																				| Simplifying 604 yields:
% 67.85/32.64  																																																				| (122)  ~ (e2 = e1)
% 67.85/32.64  																																																				|
% 67.85/32.64  																																																				+-Applying beta-rule and splitting (62557), into two cases.
% 67.85/32.64  																																																				|-Branch one:
% 67.85/32.64  																																																				| (1097) all_0_56_56 = e3
% 67.85/32.64  																																																				|
% 67.85/32.64  																																																					| Equations (1097) can reduce 466 to:
% 67.85/32.64  																																																					| (213)  ~ (e3 = e1)
% 67.85/32.64  																																																					|
% 67.85/32.64  																																																					| From (1097) and (111) follows:
% 67.85/32.64  																																																					| (65099) op(e0, e2) = e3
% 67.85/32.64  																																																					|
% 67.85/32.64  																																																					+-Applying beta-rule and splitting (633), into two cases.
% 67.85/32.64  																																																					|-Branch one:
% 67.85/32.64  																																																					| (1569) all_0_56_56 = e1
% 67.85/32.64  																																																					|
% 67.85/32.64  																																																						| Combining equations (1097,1569) yields a new equation:
% 67.85/32.64  																																																						| (454) e3 = e1
% 67.85/32.64  																																																						|
% 67.85/32.64  																																																						| Simplifying 454 yields:
% 67.85/32.64  																																																						| (455) e3 = e1
% 67.85/32.64  																																																						|
% 67.85/32.64  																																																						| Equations (455) can reduce 213 to:
% 67.85/32.64  																																																						| (266) $false
% 67.85/32.64  																																																						|
% 67.85/32.64  																																																						|-The branch is then unsatisfiable
% 67.85/32.64  																																																					|-Branch two:
% 67.85/32.64  																																																					| (466)  ~ (all_0_56_56 = e1)
% 67.85/32.64  																																																					| (1574) all_0_57_57 = e1 | all_0_58_58 = e1
% 67.85/32.64  																																																					|
% 67.85/32.64  																																																						+-Applying beta-rule and splitting (1574), into two cases.
% 67.85/32.64  																																																						|-Branch one:
% 67.85/32.64  																																																						| (647) all_0_57_57 = e1
% 67.85/32.64  																																																						|
% 67.85/32.64  																																																							| Combining equations (647,442) yields a new equation:
% 67.85/32.64  																																																							| (617) e2 = e1
% 67.85/32.64  																																																							|
% 67.85/32.64  																																																							| Equations (617) can reduce 122 to:
% 67.85/32.64  																																																							| (266) $false
% 67.85/32.64  																																																							|
% 67.85/32.64  																																																							|-The branch is then unsatisfiable
% 67.85/32.64  																																																						|-Branch two:
% 67.85/32.64  																																																						| (1670)  ~ (all_0_57_57 = e1)
% 67.85/32.64  																																																						| (918) all_0_58_58 = e1
% 67.85/32.64  																																																						|
% 67.85/32.64  																																																							| Equations (918) can reduce 491 to:
% 67.85/32.64  																																																							| (233)  ~ (e1 = e0)
% 67.85/32.64  																																																							|
% 67.85/32.64  																																																							+-Applying beta-rule and splitting (708), into two cases.
% 67.85/32.64  																																																							|-Branch one:
% 67.85/32.64  																																																							| (709) unit = e4
% 67.85/32.64  																																																							|
% 67.85/32.64  																																																								| From (709) and (24) follows:
% 67.85/32.64  																																																								| (33325) op(e4, e3) = e3
% 67.85/32.64  																																																								|
% 67.85/32.64  																																																								| From (709) and (211) follows:
% 67.85/32.64  																																																								| (22527) op(e4, e1) = e1
% 67.85/32.64  																																																								|
% 67.85/32.64  																																																								| From (709) and (32) follows:
% 67.85/32.64  																																																								| (712) op(e2, e4) = e2
% 67.85/32.64  																																																								|
% 67.85/32.64  																																																								| From (709) and (42) follows:
% 67.85/32.64  																																																								| (713) op(e0, e4) = e0
% 67.85/32.64  																																																								|
% 67.85/32.64  																																																								| Instantiating formula (29) with e4, e3, e3, e4 and discharging atoms op(e4, e3) = e4, op(e4, e3) = e3, yields:
% 67.85/32.64  																																																								| (425) e4 = e3
% 67.85/32.64  																																																								|
% 67.85/32.64  																																																								| Instantiating formula (29) with e4, e1, e1, e3 and discharging atoms op(e4, e1) = e3, op(e4, e1) = e1, yields:
% 67.85/32.64  																																																								| (455) e3 = e1
% 67.85/32.64  																																																								|
% 67.85/32.64  																																																								| Instantiating formula (29) with e2, e4, e2, e3 and discharging atoms op(e2, e4) = e3, op(e2, e4) = e2, yields:
% 67.85/32.64  																																																								| (662) e3 = e2
% 67.85/32.64  																																																								|
% 67.85/32.64  																																																								| Instantiating formula (29) with e0, e4, e0, e4 and discharging atoms op(e0, e4) = e4, op(e0, e4) = e0, yields:
% 67.85/32.64  																																																								| (397) e4 = e0
% 67.85/32.64  																																																								|
% 67.85/32.64  																																																								| Combining equations (425,397) yields a new equation:
% 67.85/32.64  																																																								| (675) e3 = e0
% 67.85/32.64  																																																								|
% 67.85/32.64  																																																								| Simplifying 675 yields:
% 67.85/32.64  																																																								| (676) e3 = e0
% 67.85/32.64  																																																								|
% 67.85/32.65  																																																								| Combining equations (676,662) yields a new equation:
% 67.85/32.65  																																																								| (330) e2 = e0
% 67.85/32.65  																																																								|
% 67.85/32.65  																																																								| Combining equations (455,662) yields a new equation:
% 67.85/32.65  																																																								| (617) e2 = e1
% 67.85/32.65  																																																								|
% 67.85/32.65  																																																								| Combining equations (617,330) yields a new equation:
% 67.85/32.65  																																																								| (546) e1 = e0
% 67.85/32.65  																																																								|
% 67.85/32.65  																																																								| Simplifying 546 yields:
% 67.85/32.65  																																																								| (431) e1 = e0
% 67.85/32.65  																																																								|
% 67.85/32.65  																																																								| Equations (431) can reduce 233 to:
% 67.85/32.65  																																																								| (266) $false
% 67.85/32.65  																																																								|
% 67.85/32.65  																																																								|-The branch is then unsatisfiable
% 67.85/32.65  																																																							|-Branch two:
% 67.85/32.65  																																																							| (724)  ~ (unit = e4)
% 67.85/32.65  																																																							| (725) unit = e3 | unit = e1 | unit = e0
% 67.85/32.65  																																																							|
% 67.85/32.65  																																																								+-Applying beta-rule and splitting (725), into two cases.
% 67.85/32.65  																																																								|-Branch one:
% 67.85/32.65  																																																								| (726) unit = e0
% 67.85/32.65  																																																								|
% 67.85/32.65  																																																									| From (726) and (15) follows:
% 67.85/32.65  																																																									| (1508) op(e0, e2) = e2
% 67.85/32.65  																																																									|
% 67.85/32.65  																																																									| From (726) and (211) follows:
% 67.85/32.65  																																																									| (15180) op(e0, e1) = e1
% 67.85/32.65  																																																									|
% 67.85/32.65  																																																									| From (726) and (227) follows:
% 67.85/32.65  																																																									| (3205) op(e4, e0) = e4
% 67.85/32.65  																																																									|
% 67.85/32.65  																																																									| From (726) and (40) follows:
% 67.85/32.65  																																																									| (1639) op(e3, e0) = e3
% 67.85/32.65  																																																									|
% 67.85/32.65  																																																									| Instantiating formula (29) with e4, e0, e4, e0 and discharging atoms op(e4, e0) = e4, op(e4, e0) = e0, yields:
% 67.85/32.65  																																																									| (397) e4 = e0
% 67.85/32.65  																																																									|
% 67.85/32.65  																																																									| Instantiating formula (29) with e3, e0, e3, e4 and discharging atoms op(e3, e0) = e4, op(e3, e0) = e3, yields:
% 67.85/32.65  																																																									| (425) e4 = e3
% 67.85/32.65  																																																									|
% 67.85/32.65  																																																									| Instantiating formula (29) with e0, e2, e2, e3 and discharging atoms op(e0, e2) = e3, op(e0, e2) = e2, yields:
% 67.85/32.65  																																																									| (662) e3 = e2
% 67.85/32.65  																																																									|
% 67.85/32.65  																																																									| Instantiating formula (29) with e0, e1, e1, e2 and discharging atoms op(e0, e1) = e2, op(e0, e1) = e1, yields:
% 67.85/32.65  																																																									| (617) e2 = e1
% 67.85/32.65  																																																									|
% 67.85/32.65  																																																									| Combining equations (397,425) yields a new equation:
% 67.85/32.65  																																																									| (676) e3 = e0
% 67.85/32.65  																																																									|
% 67.85/32.65  																																																									| Combining equations (662,676) yields a new equation:
% 67.85/32.65  																																																									| (391) e2 = e0
% 67.85/32.65  																																																									|
% 67.85/32.65  																																																									| Simplifying 391 yields:
% 67.85/32.65  																																																									| (330) e2 = e0
% 67.85/32.65  																																																									|
% 67.85/32.65  																																																									| Combining equations (330,617) yields a new equation:
% 67.85/32.65  																																																									| (431) e1 = e0
% 67.85/32.65  																																																									|
% 67.85/32.65  																																																									| Equations (431) can reduce 233 to:
% 67.85/32.65  																																																									| (266) $false
% 67.85/32.65  																																																									|
% 67.85/32.65  																																																									|-The branch is then unsatisfiable
% 67.85/32.65  																																																								|-Branch two:
% 67.85/32.65  																																																								| (734)  ~ (unit = e0)
% 67.85/32.65  																																																								| (735) unit = e3 | unit = e1
% 67.85/32.65  																																																								|
% 67.85/32.65  																																																									+-Applying beta-rule and splitting (735), into two cases.
% 67.85/32.65  																																																									|-Branch one:
% 67.85/32.65  																																																									| (736) unit = e1
% 67.85/32.65  																																																									|
% 67.85/32.65  																																																										| Equations (736) can reduce 734 to:
% 67.85/32.65  																																																										| (233)  ~ (e1 = e0)
% 67.85/32.65  																																																										|
% 67.85/32.65  																																																										| From (736) and (244) follows:
% 67.85/32.65  																																																										| (738) op(e1, e4) = e4
% 67.85/32.65  																																																										|
% 67.85/32.65  																																																										| From (736) and (24) follows:
% 67.85/32.65  																																																										| (1934) op(e1, e3) = e3
% 67.85/32.65  																																																										|
% 67.85/32.65  																																																										| From (736) and (227) follows:
% 67.85/32.65  																																																										| (739) op(e4, e1) = e4
% 67.85/32.65  																																																										|
% 67.85/32.65  																																																										| From (736) and (40) follows:
% 67.85/32.65  																																																										| (1652) op(e3, e1) = e3
% 67.85/32.65  																																																										|
% 67.85/32.65  																																																										| Instantiating formula (29) with e4, e1, e4, e3 and discharging atoms op(e4, e1) = e4, op(e4, e1) = e3, yields:
% 67.85/32.65  																																																										| (425) e4 = e3
% 67.85/32.65  																																																										|
% 67.85/32.65  																																																										| Instantiating formula (29) with e3, e1, e3, e1 and discharging atoms op(e3, e1) = e3, op(e3, e1) = e1, yields:
% 67.85/32.65  																																																										| (455) e3 = e1
% 67.85/32.65  																																																										|
% 67.85/32.65  																																																										| Instantiating formula (29) with e1, e4, e4, e0 and discharging atoms op(e1, e4) = e4, op(e1, e4) = e0, yields:
% 67.85/32.65  																																																										| (397) e4 = e0
% 67.85/32.65  																																																										|
% 67.85/32.65  																																																										| Instantiating formula (29) with e1, e3, e3, e2 and discharging atoms op(e1, e3) = e3, op(e1, e3) = e2, yields:
% 67.85/32.65  																																																										| (662) e3 = e2
% 67.85/32.65  																																																										|
% 67.85/32.65  																																																										| Combining equations (425,397) yields a new equation:
% 67.85/32.65  																																																										| (675) e3 = e0
% 67.85/32.65  																																																										|
% 67.85/32.65  																																																										| Simplifying 675 yields:
% 67.85/32.65  																																																										| (676) e3 = e0
% 67.85/32.65  																																																										|
% 67.85/32.65  																																																										| Combining equations (676,662) yields a new equation:
% 67.85/32.65  																																																										| (330) e2 = e0
% 67.85/32.65  																																																										|
% 67.85/32.65  																																																										| Combining equations (455,662) yields a new equation:
% 67.85/32.65  																																																										| (617) e2 = e1
% 67.85/32.65  																																																										|
% 67.85/32.65  																																																										| Combining equations (330,617) yields a new equation:
% 67.85/32.65  																																																										| (431) e1 = e0
% 67.85/32.65  																																																										|
% 67.85/32.65  																																																										| Equations (431) can reduce 233 to:
% 67.85/32.65  																																																										| (266) $false
% 67.85/32.65  																																																										|
% 67.85/32.65  																																																										|-The branch is then unsatisfiable
% 67.85/32.65  																																																									|-Branch two:
% 67.85/32.65  																																																									| (748)  ~ (unit = e1)
% 67.85/32.65  																																																									| (749) unit = e3
% 67.85/32.65  																																																									|
% 67.85/32.65  																																																										| From (749) and (244) follows:
% 67.85/32.65  																																																										| (750) op(e3, e4) = e4
% 67.85/32.65  																																																										|
% 67.85/32.65  																																																										| From (749) and (209) follows:
% 67.85/32.65  																																																										| (1667) op(e3, e0) = e0
% 67.85/32.65  																																																										|
% 67.85/32.65  																																																										| From (749) and (28) follows:
% 67.85/32.65  																																																										| (2235) op(e1, e3) = e1
% 67.85/32.65  																																																										|
% 67.85/32.65  																																																										| Instantiating formula (29) with e3, e4, e4, e2 and discharging atoms op(e3, e4) = e4, op(e3, e4) = e2, yields:
% 67.85/32.65  																																																										| (323) e4 = e2
% 67.85/32.65  																																																										|
% 67.85/32.65  																																																										| Instantiating formula (29) with e3, e0, e0, e4 and discharging atoms op(e3, e0) = e4, op(e3, e0) = e0, yields:
% 67.85/32.65  																																																										| (397) e4 = e0
% 67.85/32.65  																																																										|
% 67.85/32.65  																																																										| Instantiating formula (29) with e1, e3, e1, e2 and discharging atoms op(e1, e3) = e2, op(e1, e3) = e1, yields:
% 67.85/32.65  																																																										| (617) e2 = e1
% 67.85/32.65  																																																										|
% 67.85/32.65  																																																										| Combining equations (397,323) yields a new equation:
% 67.85/32.65  																																																										| (330) e2 = e0
% 67.85/32.65  																																																										|
% 67.85/32.65  																																																										| Combining equations (330,617) yields a new equation:
% 67.85/32.65  																																																										| (431) e1 = e0
% 67.85/32.65  																																																										|
% 67.85/32.65  																																																										| Equations (431) can reduce 233 to:
% 67.85/32.65  																																																										| (266) $false
% 67.85/32.65  																																																										|
% 67.85/32.65  																																																										|-The branch is then unsatisfiable
% 67.85/32.65  																																																				|-Branch two:
% 67.85/32.65  																																																				| (272)  ~ (all_0_56_56 = e3)
% 67.85/32.65  																																																				| (795) all_0_58_58 = e3
% 67.85/32.65  																																																				|
% 67.85/32.65  																																																					| Equations (795) can reduce 276 to:
% 67.85/32.65  																																																					| (266) $false
% 67.85/32.65  																																																					|
% 67.85/32.65  																																																					|-The branch is then unsatisfiable
% 67.85/32.65  																																																			|-Branch two:
% 67.85/32.65  																																																			| (464)  ~ (all_0_51_51 = e1)
% 67.85/32.65  																																																			| (660) all_0_51_51 = e3
% 67.85/32.65  																																																			|
% 67.85/32.65  																																																				| Equations (660) can reduce 664 to:
% 67.85/32.65  																																																				| (266) $false
% 67.85/32.65  																																																				|
% 67.85/32.65  																																																				|-The branch is then unsatisfiable
% 67.85/32.65  																																							|-Branch two:
% 67.85/32.65  																																							| (803)  ~ (all_0_55_55 = e0)
% 67.85/32.65  																																							| (863) all_0_56_56 = e0 | all_0_57_57 = e0 | all_0_58_58 = e0
% 67.85/32.65  																																							|
% 67.85/32.65  																																								+-Applying beta-rule and splitting (395), into two cases.
% 67.85/32.65  																																								|-Branch one:
% 67.85/32.65  																																								| (794) all_0_41_41 = e0
% 67.85/32.65  																																								|
% 67.85/32.65  																																									| Combining equations (794,403) yields a new equation:
% 67.85/32.65  																																									| (676) e3 = e0
% 67.85/32.65  																																									|
% 67.85/32.65  																																									| Equations (676) can reduce 80 to:
% 67.85/32.65  																																									| (266) $false
% 67.85/32.65  																																									|
% 67.85/32.65  																																									|-The branch is then unsatisfiable
% 67.85/32.65  																																								|-Branch two:
% 67.85/32.65  																																								| (357)  ~ (all_0_41_41 = e0)
% 67.85/32.65  																																								| (895) all_0_46_46 = e0 | all_0_55_55 = e0
% 67.85/32.65  																																								|
% 67.85/32.65  																																									+-Applying beta-rule and splitting (895), into two cases.
% 67.85/32.65  																																									|-Branch one:
% 67.85/32.65  																																									| (538) all_0_46_46 = e0
% 67.85/32.65  																																									|
% 67.85/32.65  																																										| Combining equations (545,538) yields a new equation:
% 67.85/32.65  																																										| (546) e1 = e0
% 67.85/32.65  																																										|
% 67.85/32.65  																																										| Simplifying 546 yields:
% 67.85/32.65  																																										| (431) e1 = e0
% 67.85/32.65  																																										|
% 67.85/32.65  																																										| Equations (431) can reduce 233 to:
% 67.85/32.65  																																										| (266) $false
% 67.85/32.65  																																										|
% 67.85/32.65  																																										|-The branch is then unsatisfiable
% 67.85/32.65  																																									|-Branch two:
% 67.85/32.65  																																									| (831)  ~ (all_0_46_46 = e0)
% 67.85/32.65  																																									| (858) all_0_55_55 = e0
% 67.85/32.65  																																									|
% 67.85/32.65  																																										| Equations (858) can reduce 803 to:
% 67.85/32.65  																																										| (266) $false
% 67.85/32.65  																																										|
% 67.85/32.65  																																										|-The branch is then unsatisfiable
% 67.85/32.65  																																						|-Branch two:
% 67.85/32.65  																																						| (358)  ~ (all_0_42_42 = e0)
% 67.85/32.65  																																						| (2510) all_0_42_42 = e3 | all_0_42_42 = e1
% 67.85/32.65  																																						|
% 67.85/32.65  																																							+-Applying beta-rule and splitting (2510), into two cases.
% 67.85/32.65  																																							|-Branch one:
% 67.85/32.65  																																							| (459) all_0_42_42 = e1
% 67.85/32.65  																																							|
% 67.85/32.65  																																								| Equations (459) can reduce 1380 to:
% 67.85/32.65  																																								| (266) $false
% 67.85/32.65  																																								|
% 67.85/32.65  																																								|-The branch is then unsatisfiable
% 67.85/32.65  																																							|-Branch two:
% 67.85/32.65  																																							| (1380)  ~ (all_0_42_42 = e1)
% 67.85/32.65  																																							| (516) all_0_42_42 = e3
% 67.85/32.65  																																							|
% 67.85/32.65  																																								| Equations (516) can reduce 405 to:
% 67.85/32.65  																																								| (266) $false
% 67.85/32.65  																																								|
% 67.85/32.65  																																								|-The branch is then unsatisfiable
% 67.85/32.65  																																			|-Branch two:
% 67.85/32.65  																																			| (1898)  ~ (all_0_41_41 = e3)
% 67.85/32.65  																																			| (1899) all_0_42_42 = e3 | all_0_44_44 = e3
% 67.85/32.65  																																			|
% 67.85/32.65  																																				+-Applying beta-rule and splitting (1899), into two cases.
% 67.85/32.65  																																				|-Branch one:
% 67.85/32.65  																																				| (516) all_0_42_42 = e3
% 67.85/32.65  																																				|
% 67.85/32.65  																																					| Equations (516) can reduce 214 to:
% 67.85/32.65  																																					| (1898)  ~ (all_0_41_41 = e3)
% 67.85/32.65  																																					|
% 67.85/32.65  																																					| Equations (516) can reduce 61 to:
% 67.85/32.65  																																					| (1925)  ~ (all_0_51_51 = e3)
% 67.85/32.65  																																					|
% 67.85/32.65  																																					| Simplifying 1925 yields:
% 67.85/32.65  																																					| (664)  ~ (all_0_51_51 = e3)
% 67.85/32.65  																																					|
% 67.85/32.65  																																					| Equations (516) can reduce 236 to:
% 67.85/32.65  																																					| (271)  ~ (all_0_56_56 = e3)
% 67.85/32.65  																																					|
% 67.85/32.65  																																					| Simplifying 271 yields:
% 67.85/32.65  																																					| (272)  ~ (all_0_56_56 = e3)
% 67.85/32.65  																																					|
% 67.85/32.65  																																					| Equations (516) can reduce 1380 to:
% 67.85/32.65  																																					| (213)  ~ (e3 = e1)
% 67.85/32.65  																																					|
% 67.85/32.65  																																					| From (516) and (210) follows:
% 67.85/32.65  																																					| (4285) op(e3, e2) = e3
% 67.85/32.65  																																					|
% 67.85/32.65  																																					+-Applying beta-rule and splitting (27), into two cases.
% 67.85/32.65  																																					|-Branch one:
% 67.85/32.65  																																					| (437) all_0_41_41 = e4
% 67.85/32.65  																																					|
% 67.85/32.65  																																						| Equations (437) can reduce 440 to:
% 67.85/32.65  																																						| (266) $false
% 67.85/32.65  																																						|
% 67.85/32.65  																																						|-The branch is then unsatisfiable
% 67.85/32.65  																																					|-Branch two:
% 67.85/32.65  																																					| (440)  ~ (all_0_41_41 = e4)
% 67.85/32.65  																																					| (4049) all_0_41_41 = e3 | all_0_41_41 = e1 | all_0_41_41 = e0
% 67.85/32.65  																																					|
% 67.85/32.65  																																						+-Applying beta-rule and splitting (104), into two cases.
% 67.85/32.65  																																						|-Branch one:
% 67.85/32.65  																																						| (480) all_0_39_39 = e0
% 67.85/32.65  																																						|
% 67.85/32.65  																																							| Combining equations (480,317) yields a new equation:
% 67.85/32.65  																																							| (330) e2 = e0
% 67.85/32.65  																																							|
% 67.85/32.65  																																							| Equations (330) can reduce 128 to:
% 67.85/32.65  																																							| (266) $false
% 67.85/32.65  																																							|
% 67.85/32.65  																																							|-The branch is then unsatisfiable
% 67.85/32.65  																																						|-Branch two:
% 67.85/32.65  																																						| (484)  ~ (all_0_39_39 = e0)
% 67.85/32.65  																																						| (558) all_0_42_42 = e0 | all_0_47_47 = e0 | all_0_56_56 = e0
% 67.85/32.65  																																						|
% 67.85/32.65  																																							+-Applying beta-rule and splitting (144), into two cases.
% 67.85/32.65  																																							|-Branch one:
% 67.85/32.65  																																							| (403) all_0_41_41 = e3
% 67.85/32.65  																																							|
% 67.85/32.65  																																								| Equations (403) can reduce 1898 to:
% 67.85/32.65  																																								| (266) $false
% 67.85/32.65  																																								|
% 67.85/32.65  																																								|-The branch is then unsatisfiable
% 67.85/32.65  																																							|-Branch two:
% 67.85/32.65  																																							| (1898)  ~ (all_0_41_41 = e3)
% 67.85/32.65  																																							| (1923) all_0_46_46 = e3 | all_0_50_50 = e3 | all_0_55_55 = e3
% 67.85/32.65  																																							|
% 67.85/32.65  																																								+-Applying beta-rule and splitting (165), into two cases.
% 67.85/32.65  																																								|-Branch one:
% 67.85/32.65  																																								| (794) all_0_41_41 = e0
% 67.85/32.65  																																								|
% 67.85/32.65  																																									| Equations (794) can reduce 191 to:
% 67.85/32.65  																																									| (4444)  ~ (all_0_55_55 = e0)
% 67.85/32.65  																																									|
% 67.85/32.65  																																									| Simplifying 4444 yields:
% 67.85/32.65  																																									| (803)  ~ (all_0_55_55 = e0)
% 67.85/32.65  																																									|
% 67.85/32.65  																																									| Equations (794) can reduce 440 to:
% 67.85/32.65  																																									| (401)  ~ (e4 = e0)
% 67.85/32.65  																																									|
% 67.85/32.65  																																									| Simplifying 401 yields:
% 67.85/32.65  																																									| (49)  ~ (e4 = e0)
% 67.85/32.65  																																									|
% 67.85/32.65  																																									+-Applying beta-rule and splitting (125), into two cases.
% 67.85/32.65  																																									|-Branch one:
% 67.85/32.65  																																									| (858) all_0_55_55 = e0
% 67.85/32.65  																																									|
% 67.85/32.65  																																										| Equations (858) can reduce 803 to:
% 67.85/32.65  																																										| (266) $false
% 67.85/32.65  																																										|
% 67.85/32.65  																																										|-The branch is then unsatisfiable
% 67.85/32.65  																																									|-Branch two:
% 67.85/32.65  																																									| (803)  ~ (all_0_55_55 = e0)
% 67.85/32.65  																																									| (863) all_0_56_56 = e0 | all_0_57_57 = e0 | all_0_58_58 = e0
% 67.85/32.65  																																									|
% 67.85/32.65  																																										+-Applying beta-rule and splitting (7), into two cases.
% 67.85/32.65  																																										|-Branch one:
% 67.85/32.65  																																										| (504) all_0_51_51 = e2
% 67.85/32.65  																																										|
% 67.85/32.65  																																											| Equations (504) can reduce 1099 to:
% 67.85/32.65  																																											| (266) $false
% 67.85/32.65  																																											|
% 67.85/32.65  																																											|-The branch is then unsatisfiable
% 67.85/32.65  																																										|-Branch two:
% 67.85/32.65  																																										| (1099)  ~ (all_0_51_51 = e2)
% 67.85/32.65  																																										| (1100) all_0_51_51 = e4 | all_0_51_51 = e3 | all_0_51_51 = e1
% 67.85/32.65  																																										|
% 67.85/32.65  																																											+-Applying beta-rule and splitting (1100), into two cases.
% 67.85/32.65  																																											|-Branch one:
% 67.85/32.65  																																											| (1101) all_0_51_51 = e4
% 67.85/32.65  																																											|
% 67.85/32.65  																																												| Equations (1101) can reduce 475 to:
% 67.85/32.65  																																												| (266) $false
% 67.85/32.65  																																												|
% 67.85/32.65  																																												|-The branch is then unsatisfiable
% 67.85/32.65  																																											|-Branch two:
% 67.85/32.65  																																											| (475)  ~ (all_0_51_51 = e4)
% 67.85/32.65  																																											| (1104) all_0_51_51 = e3 | all_0_51_51 = e1
% 67.85/32.65  																																											|
% 67.85/32.65  																																												+-Applying beta-rule and splitting (418), into two cases.
% 67.85/32.65  																																												|-Branch one:
% 67.85/32.65  																																												| (660) all_0_51_51 = e3
% 67.85/32.65  																																												|
% 67.85/32.65  																																													| Equations (660) can reduce 664 to:
% 67.85/32.65  																																													| (266) $false
% 67.85/32.65  																																													|
% 67.85/32.65  																																													|-The branch is then unsatisfiable
% 67.85/32.65  																																												|-Branch two:
% 67.85/32.65  																																												| (664)  ~ (all_0_51_51 = e3)
% 67.85/32.65  																																												| (665) all_0_53_53 = e3
% 67.85/32.65  																																												|
% 67.85/32.65  																																													| Equations (665) can reduce 6 to:
% 67.85/32.65  																																													| (664)  ~ (all_0_51_51 = e3)
% 67.85/32.65  																																													|
% 67.85/32.65  																																													| Equations (665) can reduce 10 to:
% 67.85/32.65  																																													| (275)  ~ (all_0_58_58 = e3)
% 67.85/32.65  																																													|
% 67.85/32.65  																																													| Simplifying 275 yields:
% 67.85/32.65  																																													| (276)  ~ (all_0_58_58 = e3)
% 67.85/32.65  																																													|
% 67.85/32.65  																																													| Equations (665) can reduce 1453 to:
% 67.85/32.65  																																													| (277)  ~ (e4 = e3)
% 67.85/32.65  																																													|
% 67.85/32.65  																																													| Simplifying 277 yields:
% 67.85/32.65  																																													| (188)  ~ (e4 = e3)
% 67.85/32.65  																																													|
% 67.85/32.65  																																													+-Applying beta-rule and splitting (108), into two cases.
% 67.85/32.65  																																													|-Branch one:
% 67.85/32.65  																																													| (624) all_0_58_58 = e2
% 67.85/32.65  																																													|
% 67.85/32.65  																																														| Equations (624) can reduce 908 to:
% 67.85/32.65  																																														| (266) $false
% 67.85/32.65  																																														|
% 67.85/32.65  																																														|-The branch is then unsatisfiable
% 67.85/32.65  																																													|-Branch two:
% 67.85/32.65  																																													| (908)  ~ (all_0_58_58 = e2)
% 67.85/32.65  																																													| (909) all_0_58_58 = e4 | all_0_58_58 = e3 | all_0_58_58 = e1 | all_0_58_58 = e0
% 67.85/32.65  																																													|
% 67.85/32.65  																																														+-Applying beta-rule and splitting (160), into two cases.
% 67.85/32.65  																																														|-Branch one:
% 67.85/32.65  																																														| (601) all_0_50_50 = e1
% 67.85/32.65  																																														|
% 67.85/32.65  																																															| Combining equations (378,601) yields a new equation:
% 67.85/32.65  																																															| (616) e2 = e1
% 67.85/32.65  																																															|
% 67.85/32.65  																																															| Simplifying 616 yields:
% 67.85/32.65  																																															| (617) e2 = e1
% 67.85/32.65  																																															|
% 67.85/32.65  																																															| Equations (617) can reduce 122 to:
% 67.85/32.65  																																															| (266) $false
% 67.85/32.65  																																															|
% 67.85/32.65  																																															|-The branch is then unsatisfiable
% 67.85/32.65  																																														|-Branch two:
% 67.85/32.65  																																														| (759)  ~ (all_0_50_50 = e1)
% 67.85/32.65  																																														| (1168) all_0_51_51 = e1 | all_0_52_52 = e1 | all_0_53_53 = e1
% 67.85/32.65  																																														|
% 67.85/32.66  																																															+-Applying beta-rule and splitting (909), into two cases.
% 67.85/32.66  																																															|-Branch one:
% 67.85/32.66  																																															| (910) all_0_58_58 = e4
% 67.85/32.66  																																															|
% 67.85/32.66  																																																| Equations (910) can reduce 451 to:
% 67.85/32.66  																																																| (266) $false
% 67.85/32.66  																																																|
% 67.85/32.66  																																																|-The branch is then unsatisfiable
% 67.85/32.66  																																															|-Branch two:
% 67.85/32.66  																																															| (451)  ~ (all_0_58_58 = e4)
% 67.85/32.66  																																															| (913) all_0_58_58 = e3 | all_0_58_58 = e1 | all_0_58_58 = e0
% 67.85/32.66  																																															|
% 67.85/32.66  																																																+-Applying beta-rule and splitting (1168), into two cases.
% 67.85/32.66  																																																|-Branch one:
% 67.85/32.66  																																																| (1109) all_0_51_51 = e1
% 67.85/32.66  																																																|
% 67.85/32.66  																																																	| Equations (1109) can reduce 16 to:
% 67.85/32.66  																																																	| (465)  ~ (all_0_56_56 = e1)
% 67.85/32.66  																																																	|
% 67.85/32.66  																																																	| Simplifying 465 yields:
% 67.85/32.66  																																																	| (466)  ~ (all_0_56_56 = e1)
% 67.85/32.66  																																																	|
% 67.85/32.66  																																																	| Equations (1109) can reduce 475 to:
% 67.85/32.66  																																																	| (602)  ~ (e4 = e1)
% 67.85/32.66  																																																	|
% 67.85/32.66  																																																	| Simplifying 602 yields:
% 67.85/32.66  																																																	| (110)  ~ (e4 = e1)
% 67.85/32.66  																																																	|
% 67.85/32.66  																																																	| Equations (1109) can reduce 1099 to:
% 67.85/32.66  																																																	| (604)  ~ (e2 = e1)
% 67.85/32.66  																																																	|
% 67.85/32.66  																																																	| Simplifying 604 yields:
% 67.85/32.66  																																																	| (122)  ~ (e2 = e1)
% 67.85/32.66  																																																	|
% 67.85/32.66  																																																	+-Applying beta-rule and splitting (216), into two cases.
% 67.85/32.66  																																																	|-Branch one:
% 67.85/32.66  																																																	| (629) all_0_55_55 = e1
% 67.85/32.66  																																																	|
% 67.85/32.66  																																																		| Equations (629) can reduce 632 to:
% 67.85/32.66  																																																		| (266) $false
% 67.85/32.66  																																																		|
% 67.85/32.66  																																																		|-The branch is then unsatisfiable
% 67.85/32.66  																																																	|-Branch two:
% 67.85/32.66  																																																	| (632)  ~ (all_0_55_55 = e1)
% 67.85/32.66  																																																	| (633) all_0_56_56 = e1 | all_0_57_57 = e1 | all_0_58_58 = e1
% 67.85/32.66  																																																	|
% 67.85/32.66  																																																		+-Applying beta-rule and splitting (22), into two cases.
% 67.85/32.66  																																																		|-Branch one:
% 67.85/32.66  																																																		| (268) all_0_54_54 = e3
% 67.85/32.66  																																																		|
% 67.85/32.66  																																																			| Combining equations (265,268) yields a new equation:
% 67.85/32.66  																																																			| (424) e4 = e3
% 67.85/32.66  																																																			|
% 67.85/32.66  																																																			| Simplifying 424 yields:
% 67.85/32.66  																																																			| (425) e4 = e3
% 67.85/32.66  																																																			|
% 67.85/32.66  																																																			| Equations (425) can reduce 188 to:
% 67.85/32.66  																																																			| (266) $false
% 67.85/32.66  																																																			|
% 67.85/32.66  																																																			|-The branch is then unsatisfiable
% 67.85/32.66  																																																		|-Branch two:
% 67.85/32.66  																																																		| (60427)  ~ (all_0_54_54 = e3)
% 67.85/32.66  																																																		| (62553) all_0_55_55 = e3 | all_0_56_56 = e3 | all_0_58_58 = e3
% 67.85/32.66  																																																		|
% 67.85/32.66  																																																			+-Applying beta-rule and splitting (112), into two cases.
% 67.85/32.66  																																																			|-Branch one:
% 67.85/32.66  																																																			| (635) all_0_44_44 = e1
% 67.85/32.66  																																																			|
% 67.85/32.66  																																																				| Combining equations (446,635) yields a new equation:
% 67.85/32.66  																																																				| (636) e4 = e1
% 67.85/32.66  																																																				|
% 67.85/32.66  																																																				| Simplifying 636 yields:
% 67.85/32.66  																																																				| (630) e4 = e1
% 67.85/32.66  																																																				|
% 67.85/32.66  																																																				| Equations (630) can reduce 110 to:
% 67.85/32.66  																																																				| (266) $false
% 67.85/32.66  																																																				|
% 67.85/32.66  																																																				|-The branch is then unsatisfiable
% 67.85/32.66  																																																			|-Branch two:
% 67.85/32.66  																																																			| (639)  ~ (all_0_44_44 = e1)
% 67.85/32.66  																																																			| (640) all_0_49_49 = e1 | all_0_53_53 = e1 | all_0_58_58 = e1
% 67.85/32.66  																																																			|
% 67.85/32.66  																																																				+-Applying beta-rule and splitting (62553), into two cases.
% 67.85/32.66  																																																				|-Branch one:
% 67.85/32.66  																																																				| (2336) all_0_55_55 = e3
% 67.85/32.66  																																																				|
% 67.85/32.66  																																																					| Equations (2336) can reduce 803 to:
% 67.85/32.66  																																																					| (80)  ~ (e3 = e0)
% 67.85/32.66  																																																					|
% 67.85/32.66  																																																					| From (2336) and (74) follows:
% 67.85/32.66  																																																					| (2208) op(e0, e3) = e3
% 67.85/32.66  																																																					|
% 67.85/32.66  																																																					+-Applying beta-rule and splitting (640), into two cases.
% 67.85/32.66  																																																					|-Branch one:
% 67.85/32.66  																																																					| (671) all_0_49_49 = e1
% 67.85/32.66  																																																					|
% 67.85/32.66  																																																						| Combining equations (583,671) yields a new equation:
% 67.85/32.66  																																																						| (616) e2 = e1
% 67.85/32.66  																																																						|
% 67.85/32.66  																																																						| Simplifying 616 yields:
% 67.85/32.66  																																																						| (617) e2 = e1
% 67.85/32.66  																																																						|
% 67.85/32.66  																																																						| Equations (617) can reduce 122 to:
% 67.85/32.66  																																																						| (266) $false
% 67.85/32.66  																																																						|
% 67.85/32.66  																																																						|-The branch is then unsatisfiable
% 67.85/32.66  																																																					|-Branch two:
% 67.85/32.66  																																																					| (1064)  ~ (all_0_49_49 = e1)
% 67.85/32.66  																																																					| (2141) all_0_53_53 = e1 | all_0_58_58 = e1
% 67.85/32.66  																																																					|
% 67.85/32.66  																																																						| Equations (583) can reduce 1064 to:
% 67.85/32.66  																																																						| (122)  ~ (e2 = e1)
% 67.85/32.66  																																																						|
% 67.85/32.66  																																																						+-Applying beta-rule and splitting (863), into two cases.
% 67.85/32.66  																																																						|-Branch one:
% 67.85/32.66  																																																						| (679) all_0_56_56 = e0
% 67.85/32.66  																																																						|
% 67.85/32.66  																																																							| Equations (679) can reduce 44 to:
% 67.85/32.66  																																																							| (490)  ~ (all_0_58_58 = e0)
% 67.85/32.66  																																																							|
% 67.85/32.66  																																																							| Simplifying 490 yields:
% 67.85/32.66  																																																							| (491)  ~ (all_0_58_58 = e0)
% 67.85/32.66  																																																							|
% 67.85/32.66  																																																							| Equations (679) can reduce 466 to:
% 67.85/32.66  																																																							| (435)  ~ (e1 = e0)
% 67.85/32.66  																																																							|
% 67.85/32.66  																																																							| Simplifying 435 yields:
% 67.85/32.66  																																																							| (233)  ~ (e1 = e0)
% 67.85/32.66  																																																							|
% 67.85/32.66  																																																							| From (679) and (111) follows:
% 67.85/32.66  																																																							| (1613) op(e0, e2) = e0
% 67.85/32.66  																																																							|
% 67.85/32.66  																																																							+-Applying beta-rule and splitting (913), into two cases.
% 67.85/32.66  																																																							|-Branch one:
% 67.85/32.66  																																																							| (914) all_0_58_58 = e0
% 67.85/32.66  																																																							|
% 67.85/32.66  																																																								| Equations (914) can reduce 491 to:
% 67.85/32.66  																																																								| (266) $false
% 67.85/32.66  																																																								|
% 67.85/32.66  																																																								|-The branch is then unsatisfiable
% 67.85/32.66  																																																							|-Branch two:
% 67.85/32.66  																																																							| (491)  ~ (all_0_58_58 = e0)
% 67.85/32.66  																																																							| (917) all_0_58_58 = e3 | all_0_58_58 = e1
% 67.85/32.66  																																																							|
% 67.85/32.66  																																																								+-Applying beta-rule and splitting (633), into two cases.
% 67.85/32.66  																																																								|-Branch one:
% 67.85/32.66  																																																								| (1569) all_0_56_56 = e1
% 67.85/32.66  																																																								|
% 67.85/32.66  																																																									| Combining equations (679,1569) yields a new equation:
% 67.85/32.66  																																																									| (431) e1 = e0
% 67.85/32.66  																																																									|
% 67.85/32.66  																																																									| Equations (431) can reduce 233 to:
% 67.85/32.66  																																																									| (266) $false
% 67.85/32.66  																																																									|
% 67.85/32.66  																																																									|-The branch is then unsatisfiable
% 67.85/32.66  																																																								|-Branch two:
% 67.85/32.66  																																																								| (466)  ~ (all_0_56_56 = e1)
% 67.85/32.66  																																																								| (1574) all_0_57_57 = e1 | all_0_58_58 = e1
% 67.85/32.66  																																																								|
% 67.85/32.66  																																																									+-Applying beta-rule and splitting (1574), into two cases.
% 67.85/32.66  																																																									|-Branch one:
% 67.85/32.66  																																																									| (647) all_0_57_57 = e1
% 67.85/32.66  																																																									|
% 67.85/32.66  																																																										| Combining equations (647,442) yields a new equation:
% 67.85/32.66  																																																										| (617) e2 = e1
% 67.85/32.66  																																																										|
% 67.85/32.66  																																																										| Equations (617) can reduce 122 to:
% 67.85/32.66  																																																										| (266) $false
% 67.85/32.66  																																																										|
% 67.85/32.66  																																																										|-The branch is then unsatisfiable
% 67.85/32.66  																																																									|-Branch two:
% 67.85/32.66  																																																									| (1670)  ~ (all_0_57_57 = e1)
% 67.85/32.66  																																																									| (918) all_0_58_58 = e1
% 67.85/32.66  																																																									|
% 67.85/32.66  																																																										| Equations (918) can reduce 491 to:
% 67.85/32.66  																																																										| (233)  ~ (e1 = e0)
% 67.85/32.66  																																																										|
% 67.85/32.66  																																																										+-Applying beta-rule and splitting (56), into two cases.
% 67.85/32.66  																																																										|-Branch one:
% 67.85/32.66  																																																										| (696) unit = e2
% 67.85/32.66  																																																										|
% 67.85/32.66  																																																											| From (696) and (244) follows:
% 67.85/32.66  																																																											| (264) op(e2, e4) = e4
% 67.85/32.66  																																																											|
% 67.85/32.66  																																																											| From (696) and (24) follows:
% 67.85/32.66  																																																											| (697) op(e2, e3) = e3
% 67.85/32.66  																																																											|
% 67.85/32.66  																																																											| From (696) and (209) follows:
% 67.85/32.66  																																																											| (7585) op(e2, e0) = e0
% 67.85/32.66  																																																											|
% 67.85/32.66  																																																											| From (696) and (32) follows:
% 67.85/32.66  																																																											| (698) op(e2, e2) = e2
% 67.85/32.66  																																																											|
% 67.85/32.66  																																																											| Instantiating formula (29) with e2, e4, e4, e3 and discharging atoms op(e2, e4) = e4, op(e2, e4) = e3, yields:
% 67.85/32.66  																																																											| (425) e4 = e3
% 67.85/32.66  																																																											|
% 67.85/32.66  																																																											| Instantiating formula (29) with e2, e3, e3, e1 and discharging atoms op(e2, e3) = e3, op(e2, e3) = e1, yields:
% 67.85/32.66  																																																											| (455) e3 = e1
% 67.85/32.66  																																																											|
% 67.85/32.66  																																																											| Instantiating formula (29) with e2, e2, e2, e4 and discharging atoms op(e2, e2) = e4, op(e2, e2) = e2, yields:
% 67.85/32.66  																																																											| (323) e4 = e2
% 67.85/32.66  																																																											|
% 67.85/32.66  																																																											| Instantiating formula (29) with e2, e0, e0, e2 and discharging atoms op(e2, e0) = e2, op(e2, e0) = e0, yields:
% 67.85/32.66  																																																											| (330) e2 = e0
% 67.85/32.66  																																																											|
% 67.85/32.66  																																																											| Combining equations (323,425) yields a new equation:
% 67.85/32.66  																																																											| (662) e3 = e2
% 67.85/32.66  																																																											|
% 67.85/32.66  																																																											| Combining equations (662,455) yields a new equation:
% 67.85/32.66  																																																											| (616) e2 = e1
% 67.85/32.66  																																																											|
% 67.85/32.66  																																																											| Simplifying 616 yields:
% 67.85/32.66  																																																											| (617) e2 = e1
% 67.85/32.66  																																																											|
% 67.85/32.66  																																																											| Combining equations (617,330) yields a new equation:
% 67.85/32.66  																																																											| (546) e1 = e0
% 67.85/32.66  																																																											|
% 67.85/32.66  																																																											| Simplifying 546 yields:
% 67.85/32.66  																																																											| (431) e1 = e0
% 67.85/32.66  																																																											|
% 67.85/32.66  																																																											| Equations (431) can reduce 233 to:
% 67.85/32.66  																																																											| (266) $false
% 67.85/32.66  																																																											|
% 67.85/32.66  																																																											|-The branch is then unsatisfiable
% 67.85/32.66  																																																										|-Branch two:
% 67.85/32.66  																																																										| (707)  ~ (unit = e2)
% 67.85/32.66  																																																										| (708) unit = e4 | unit = e3 | unit = e1 | unit = e0
% 67.85/32.66  																																																										|
% 67.85/32.66  																																																											+-Applying beta-rule and splitting (708), into two cases.
% 67.85/32.66  																																																											|-Branch one:
% 67.85/32.66  																																																											| (709) unit = e4
% 67.85/32.66  																																																											|
% 67.85/32.66  																																																												| From (709) and (24) follows:
% 67.85/32.66  																																																												| (33325) op(e4, e3) = e3
% 67.85/32.66  																																																												|
% 67.85/32.66  																																																												| From (709) and (211) follows:
% 67.85/32.66  																																																												| (22527) op(e4, e1) = e1
% 67.85/32.66  																																																												|
% 67.85/32.66  																																																												| From (709) and (32) follows:
% 67.85/32.66  																																																												| (712) op(e2, e4) = e2
% 67.85/32.66  																																																												|
% 67.85/32.66  																																																												| From (709) and (42) follows:
% 67.85/32.66  																																																												| (713) op(e0, e4) = e0
% 67.85/32.66  																																																												|
% 67.85/32.66  																																																												| Instantiating formula (29) with e4, e3, e3, e4 and discharging atoms op(e4, e3) = e4, op(e4, e3) = e3, yields:
% 67.85/32.66  																																																												| (425) e4 = e3
% 67.85/32.66  																																																												|
% 67.85/32.66  																																																												| Instantiating formula (29) with e4, e1, e1, e3 and discharging atoms op(e4, e1) = e3, op(e4, e1) = e1, yields:
% 67.85/32.66  																																																												| (455) e3 = e1
% 67.85/32.66  																																																												|
% 67.85/32.66  																																																												| Instantiating formula (29) with e2, e4, e2, e3 and discharging atoms op(e2, e4) = e3, op(e2, e4) = e2, yields:
% 67.85/32.66  																																																												| (662) e3 = e2
% 67.85/32.66  																																																												|
% 67.85/32.66  																																																												| Instantiating formula (29) with e0, e4, e0, e4 and discharging atoms op(e0, e4) = e4, op(e0, e4) = e0, yields:
% 67.85/32.66  																																																												| (397) e4 = e0
% 67.85/32.66  																																																												|
% 67.85/32.66  																																																												| Combining equations (425,397) yields a new equation:
% 67.85/32.66  																																																												| (675) e3 = e0
% 67.85/32.66  																																																												|
% 67.85/32.66  																																																												| Simplifying 675 yields:
% 67.85/32.66  																																																												| (676) e3 = e0
% 67.85/32.66  																																																												|
% 67.85/32.66  																																																												| Combining equations (676,662) yields a new equation:
% 67.85/32.66  																																																												| (330) e2 = e0
% 67.85/32.66  																																																												|
% 67.85/32.66  																																																												| Combining equations (455,662) yields a new equation:
% 67.85/32.66  																																																												| (617) e2 = e1
% 67.85/32.66  																																																												|
% 67.85/32.66  																																																												| Combining equations (617,330) yields a new equation:
% 67.85/32.66  																																																												| (546) e1 = e0
% 67.85/32.66  																																																												|
% 67.85/32.66  																																																												| Simplifying 546 yields:
% 67.85/32.66  																																																												| (431) e1 = e0
% 67.85/32.66  																																																												|
% 67.85/32.66  																																																												| Equations (431) can reduce 233 to:
% 67.85/32.66  																																																												| (266) $false
% 67.85/32.66  																																																												|
% 67.85/32.66  																																																												|-The branch is then unsatisfiable
% 67.85/32.66  																																																											|-Branch two:
% 67.85/32.66  																																																											| (724)  ~ (unit = e4)
% 67.85/32.66  																																																											| (725) unit = e3 | unit = e1 | unit = e0
% 67.85/32.66  																																																											|
% 67.85/32.66  																																																												+-Applying beta-rule and splitting (725), into two cases.
% 67.85/32.66  																																																												|-Branch one:
% 67.85/32.66  																																																												| (726) unit = e0
% 67.85/32.66  																																																												|
% 67.85/32.66  																																																													| From (726) and (15) follows:
% 67.85/32.66  																																																													| (1508) op(e0, e2) = e2
% 67.85/32.66  																																																													|
% 67.85/32.66  																																																													| From (726) and (211) follows:
% 67.85/32.67  																																																													| (15180) op(e0, e1) = e1
% 67.85/32.67  																																																													|
% 67.85/32.67  																																																													| Instantiating formula (29) with e0, e2, e2, e0 and discharging atoms op(e0, e2) = e2, op(e0, e2) = e0, yields:
% 67.85/32.67  																																																													| (330) e2 = e0
% 67.85/32.67  																																																													|
% 67.85/32.67  																																																													| Instantiating formula (29) with e0, e1, e1, e2 and discharging atoms op(e0, e1) = e2, op(e0, e1) = e1, yields:
% 67.85/32.67  																																																													| (617) e2 = e1
% 67.85/32.67  																																																													|
% 67.85/32.67  																																																													| Combining equations (330,617) yields a new equation:
% 67.85/32.67  																																																													| (431) e1 = e0
% 67.85/32.67  																																																													|
% 67.85/32.67  																																																													| Equations (431) can reduce 233 to:
% 67.85/32.67  																																																													| (266) $false
% 67.85/32.67  																																																													|
% 67.85/32.67  																																																													|-The branch is then unsatisfiable
% 67.85/32.67  																																																												|-Branch two:
% 67.85/32.67  																																																												| (734)  ~ (unit = e0)
% 67.85/32.67  																																																												| (735) unit = e3 | unit = e1
% 67.85/32.67  																																																												|
% 67.85/32.67  																																																													+-Applying beta-rule and splitting (735), into two cases.
% 67.85/32.67  																																																													|-Branch one:
% 67.85/32.67  																																																													| (736) unit = e1
% 67.85/32.67  																																																													|
% 67.85/32.67  																																																														| Equations (736) can reduce 734 to:
% 67.85/32.67  																																																														| (233)  ~ (e1 = e0)
% 67.85/32.67  																																																														|
% 67.85/32.67  																																																														| From (736) and (244) follows:
% 67.85/32.67  																																																														| (738) op(e1, e4) = e4
% 67.85/32.67  																																																														|
% 67.85/32.67  																																																														| From (736) and (24) follows:
% 67.85/32.67  																																																														| (1934) op(e1, e3) = e3
% 67.85/32.67  																																																														|
% 67.85/32.67  																																																														| From (736) and (227) follows:
% 67.85/32.67  																																																														| (739) op(e4, e1) = e4
% 67.85/32.67  																																																														|
% 67.85/32.67  																																																														| From (736) and (40) follows:
% 67.85/32.67  																																																														| (1652) op(e3, e1) = e3
% 67.85/32.67  																																																														|
% 67.85/32.67  																																																														| Instantiating formula (29) with e4, e1, e4, e3 and discharging atoms op(e4, e1) = e4, op(e4, e1) = e3, yields:
% 67.85/32.67  																																																														| (425) e4 = e3
% 67.85/32.67  																																																														|
% 67.85/32.67  																																																														| Instantiating formula (29) with e3, e1, e3, e1 and discharging atoms op(e3, e1) = e3, op(e3, e1) = e1, yields:
% 67.85/32.67  																																																														| (455) e3 = e1
% 67.85/32.67  																																																														|
% 67.85/32.67  																																																														| Instantiating formula (29) with e1, e4, e4, e0 and discharging atoms op(e1, e4) = e4, op(e1, e4) = e0, yields:
% 67.85/32.67  																																																														| (397) e4 = e0
% 67.85/32.67  																																																														|
% 67.85/32.67  																																																														| Instantiating formula (29) with e1, e3, e3, e2 and discharging atoms op(e1, e3) = e3, op(e1, e3) = e2, yields:
% 67.85/32.67  																																																														| (662) e3 = e2
% 67.85/32.67  																																																														|
% 67.85/32.67  																																																														| Combining equations (425,397) yields a new equation:
% 67.85/32.67  																																																														| (675) e3 = e0
% 67.85/32.67  																																																														|
% 67.85/32.67  																																																														| Simplifying 675 yields:
% 67.85/32.67  																																																														| (676) e3 = e0
% 67.85/32.67  																																																														|
% 67.85/32.67  																																																														| Combining equations (676,662) yields a new equation:
% 67.85/32.67  																																																														| (330) e2 = e0
% 67.85/32.67  																																																														|
% 67.85/32.67  																																																														| Combining equations (455,662) yields a new equation:
% 67.85/32.67  																																																														| (617) e2 = e1
% 67.85/32.67  																																																														|
% 67.85/32.67  																																																														| Combining equations (330,617) yields a new equation:
% 67.85/32.67  																																																														| (431) e1 = e0
% 67.85/32.67  																																																														|
% 67.85/32.67  																																																														| Equations (431) can reduce 233 to:
% 67.85/32.67  																																																														| (266) $false
% 67.85/32.67  																																																														|
% 67.85/32.67  																																																														|-The branch is then unsatisfiable
% 67.85/32.67  																																																													|-Branch two:
% 67.85/32.67  																																																													| (748)  ~ (unit = e1)
% 67.85/32.67  																																																													| (749) unit = e3
% 67.85/32.67  																																																													|
% 67.85/32.67  																																																														| From (749) and (15) follows:
% 67.85/32.67  																																																														| (751) op(e3, e2) = e2
% 67.85/32.67  																																																														|
% 67.85/32.67  																																																														| From (749) and (28) follows:
% 67.85/32.67  																																																														| (2235) op(e1, e3) = e1
% 67.85/32.67  																																																														|
% 67.85/32.67  																																																														| From (749) and (42) follows:
% 67.85/32.67  																																																														| (752) op(e0, e3) = e0
% 67.85/32.67  																																																														|
% 67.85/32.67  																																																														| Instantiating formula (29) with e3, e2, e2, e3 and discharging atoms op(e3, e2) = e3, op(e3, e2) = e2, yields:
% 67.85/32.67  																																																														| (662) e3 = e2
% 67.85/32.67  																																																														|
% 67.85/32.67  																																																														| Instantiating formula (29) with e1, e3, e1, e2 and discharging atoms op(e1, e3) = e2, op(e1, e3) = e1, yields:
% 67.85/32.67  																																																														| (617) e2 = e1
% 67.85/32.67  																																																														|
% 67.85/32.67  																																																														| Instantiating formula (29) with e0, e3, e0, e3 and discharging atoms op(e0, e3) = e3, op(e0, e3) = e0, yields:
% 67.85/32.67  																																																														| (676) e3 = e0
% 67.85/32.67  																																																														|
% 67.85/32.67  																																																														| Combining equations (676,662) yields a new equation:
% 67.85/32.67  																																																														| (330) e2 = e0
% 67.85/32.67  																																																														|
% 67.85/32.67  																																																														| Combining equations (617,330) yields a new equation:
% 67.85/32.67  																																																														| (546) e1 = e0
% 67.85/32.67  																																																														|
% 67.85/32.67  																																																														| Simplifying 546 yields:
% 67.85/32.67  																																																														| (431) e1 = e0
% 67.85/32.67  																																																														|
% 67.85/32.67  																																																														| Equations (431) can reduce 233 to:
% 67.85/32.67  																																																														| (266) $false
% 67.85/32.67  																																																														|
% 67.85/32.67  																																																														|-The branch is then unsatisfiable
% 67.85/32.67  																																																						|-Branch two:
% 67.85/32.67  																																																						| (828)  ~ (all_0_56_56 = e0)
% 67.85/32.67  																																																						| (924) all_0_57_57 = e0 | all_0_58_58 = e0
% 67.85/32.67  																																																						|
% 67.85/32.67  																																																							+-Applying beta-rule and splitting (558), into two cases.
% 67.85/32.67  																																																							|-Branch one:
% 67.85/32.67  																																																							| (559) all_0_42_42 = e0
% 67.85/32.67  																																																							|
% 67.85/32.67  																																																								| Combining equations (559,516) yields a new equation:
% 67.85/32.67  																																																								| (676) e3 = e0
% 67.85/32.67  																																																								|
% 67.85/32.67  																																																								| Equations (676) can reduce 80 to:
% 67.85/32.67  																																																								| (266) $false
% 67.85/32.67  																																																								|
% 67.85/32.67  																																																								|-The branch is then unsatisfiable
% 67.85/32.67  																																																							|-Branch two:
% 67.85/32.67  																																																							| (358)  ~ (all_0_42_42 = e0)
% 67.85/32.67  																																																							| (563) all_0_47_47 = e0 | all_0_56_56 = e0
% 67.85/32.67  																																																							|
% 67.85/32.67  																																																								+-Applying beta-rule and splitting (563), into two cases.
% 67.85/32.67  																																																								|-Branch one:
% 67.85/32.67  																																																								| (674) all_0_47_47 = e0
% 67.85/32.67  																																																								|
% 67.85/32.67  																																																									| Combining equations (1790,674) yields a new equation:
% 67.85/32.67  																																																									| (481) e4 = e0
% 67.85/32.67  																																																									|
% 67.85/32.67  																																																									| Simplifying 481 yields:
% 67.85/32.67  																																																									| (397) e4 = e0
% 67.85/32.67  																																																									|
% 67.85/32.67  																																																									| Equations (397) can reduce 49 to:
% 67.85/32.67  																																																									| (266) $false
% 67.85/32.67  																																																									|
% 67.85/32.67  																																																									|-The branch is then unsatisfiable
% 67.85/32.67  																																																								|-Branch two:
% 67.85/32.67  																																																								| (678)  ~ (all_0_47_47 = e0)
% 67.85/32.67  																																																								| (679) all_0_56_56 = e0
% 67.85/32.67  																																																								|
% 67.85/32.67  																																																									| Equations (679) can reduce 828 to:
% 67.85/32.67  																																																									| (266) $false
% 67.85/32.67  																																																									|
% 67.85/32.67  																																																									|-The branch is then unsatisfiable
% 67.85/32.67  																																																				|-Branch two:
% 67.85/32.67  																																																				| (270)  ~ (all_0_55_55 = e3)
% 67.85/32.67  																																																				| (62557) all_0_56_56 = e3 | all_0_58_58 = e3
% 67.85/32.67  																																																				|
% 67.85/32.67  																																																					+-Applying beta-rule and splitting (62557), into two cases.
% 67.85/32.67  																																																					|-Branch one:
% 67.85/32.67  																																																					| (1097) all_0_56_56 = e3
% 67.85/32.67  																																																					|
% 67.85/32.67  																																																						| Equations (1097) can reduce 272 to:
% 67.85/32.67  																																																						| (266) $false
% 67.85/32.67  																																																						|
% 67.85/32.67  																																																						|-The branch is then unsatisfiable
% 67.85/32.67  																																																					|-Branch two:
% 67.85/32.67  																																																					| (272)  ~ (all_0_56_56 = e3)
% 67.85/32.67  																																																					| (795) all_0_58_58 = e3
% 67.85/32.67  																																																					|
% 67.85/32.67  																																																						| Equations (795) can reduce 276 to:
% 67.85/32.67  																																																						| (266) $false
% 67.85/32.67  																																																						|
% 67.85/32.67  																																																						|-The branch is then unsatisfiable
% 67.85/32.67  																																																|-Branch two:
% 67.85/32.67  																																																| (464)  ~ (all_0_51_51 = e1)
% 67.85/32.67  																																																| (1202) all_0_52_52 = e1 | all_0_53_53 = e1
% 67.85/32.67  																																																|
% 67.85/32.67  																																																	+-Applying beta-rule and splitting (1104), into two cases.
% 67.85/32.67  																																																	|-Branch one:
% 67.85/32.67  																																																	| (1109) all_0_51_51 = e1
% 67.85/32.67  																																																	|
% 67.85/32.67  																																																		| Equations (1109) can reduce 464 to:
% 67.85/32.67  																																																		| (266) $false
% 67.85/32.67  																																																		|
% 67.85/32.67  																																																		|-The branch is then unsatisfiable
% 67.85/32.67  																																																	|-Branch two:
% 67.85/32.67  																																																	| (464)  ~ (all_0_51_51 = e1)
% 67.85/32.67  																																																	| (660) all_0_51_51 = e3
% 67.85/32.67  																																																	|
% 67.85/32.67  																																																		| Equations (660) can reduce 664 to:
% 67.85/32.67  																																																		| (266) $false
% 67.85/32.67  																																																		|
% 67.85/32.67  																																																		|-The branch is then unsatisfiable
% 67.85/32.67  																																								|-Branch two:
% 67.85/32.67  																																								| (357)  ~ (all_0_41_41 = e0)
% 67.85/32.67  																																								| (6761) all_0_42_42 = e0 | all_0_43_43 = e0 | all_0_44_44 = e0
% 67.85/32.67  																																								|
% 67.85/32.67  																																									+-Applying beta-rule and splitting (418), into two cases.
% 67.85/32.67  																																									|-Branch one:
% 67.85/32.67  																																									| (660) all_0_51_51 = e3
% 67.85/32.67  																																									|
% 67.85/32.67  																																										| Equations (660) can reduce 664 to:
% 67.85/32.67  																																										| (266) $false
% 67.85/32.67  																																										|
% 67.85/32.67  																																										|-The branch is then unsatisfiable
% 67.85/32.67  																																									|-Branch two:
% 67.85/32.67  																																									| (664)  ~ (all_0_51_51 = e3)
% 67.85/32.67  																																									| (665) all_0_53_53 = e3
% 67.85/32.67  																																									|
% 67.85/32.67  																																										| Equations (665) can reduce 6 to:
% 67.85/32.67  																																										| (664)  ~ (all_0_51_51 = e3)
% 67.85/32.67  																																										|
% 67.85/32.67  																																										| Equations (665) can reduce 509 to:
% 67.85/32.67  																																										| (212)  ~ (e3 = e2)
% 67.85/32.67  																																										|
% 67.85/32.67  																																										+-Applying beta-rule and splitting (112), into two cases.
% 67.85/32.67  																																										|-Branch one:
% 67.85/32.67  																																										| (635) all_0_44_44 = e1
% 67.85/32.67  																																										|
% 67.85/32.67  																																											| Combining equations (635,446) yields a new equation:
% 67.85/32.67  																																											| (630) e4 = e1
% 67.85/32.67  																																											|
% 67.85/32.67  																																											| Equations (630) can reduce 110 to:
% 67.85/32.67  																																											| (266) $false
% 67.85/32.67  																																											|
% 67.85/32.67  																																											|-The branch is then unsatisfiable
% 67.85/32.67  																																										|-Branch two:
% 67.85/32.67  																																										| (639)  ~ (all_0_44_44 = e1)
% 67.85/32.67  																																										| (640) all_0_49_49 = e1 | all_0_53_53 = e1 | all_0_58_58 = e1
% 67.85/32.67  																																										|
% 67.85/32.67  																																											| Equations (446) can reduce 639 to:
% 67.85/32.67  																																											| (110)  ~ (e4 = e1)
% 67.85/32.67  																																											|
% 67.85/32.67  																																											+-Applying beta-rule and splitting (4049), into two cases.
% 67.85/32.67  																																											|-Branch one:
% 67.85/32.67  																																											| (794) all_0_41_41 = e0
% 67.85/32.67  																																											|
% 67.85/32.67  																																												| Equations (794) can reduce 357 to:
% 67.85/32.67  																																												| (266) $false
% 67.85/32.67  																																												|
% 67.85/32.67  																																												|-The branch is then unsatisfiable
% 67.85/32.67  																																											|-Branch two:
% 67.85/32.67  																																											| (357)  ~ (all_0_41_41 = e0)
% 67.85/32.67  																																											| (4053) all_0_41_41 = e3 | all_0_41_41 = e1
% 67.85/32.67  																																											|
% 67.85/32.67  																																												+-Applying beta-rule and splitting (160), into two cases.
% 67.85/32.67  																																												|-Branch one:
% 67.85/32.67  																																												| (601) all_0_50_50 = e1
% 67.85/32.67  																																												|
% 67.85/32.67  																																													| Combining equations (378,601) yields a new equation:
% 67.85/32.67  																																													| (616) e2 = e1
% 67.85/32.67  																																													|
% 67.85/32.67  																																													| Simplifying 616 yields:
% 67.85/32.67  																																													| (617) e2 = e1
% 67.85/32.67  																																													|
% 67.85/32.67  																																													| Equations (617) can reduce 122 to:
% 67.85/32.67  																																													| (266) $false
% 67.85/32.67  																																													|
% 67.85/32.67  																																													|-The branch is then unsatisfiable
% 67.85/32.67  																																												|-Branch two:
% 67.85/32.67  																																												| (759)  ~ (all_0_50_50 = e1)
% 67.85/32.67  																																												| (1168) all_0_51_51 = e1 | all_0_52_52 = e1 | all_0_53_53 = e1
% 67.85/32.67  																																												|
% 67.85/32.67  																																													+-Applying beta-rule and splitting (1168), into two cases.
% 67.85/32.67  																																													|-Branch one:
% 67.85/32.67  																																													| (1109) all_0_51_51 = e1
% 67.85/32.67  																																													|
% 67.85/32.67  																																														| Equations (1109) can reduce 664 to:
% 67.85/32.67  																																														| (467)  ~ (e3 = e1)
% 67.85/32.67  																																														|
% 67.85/32.67  																																														| Simplifying 467 yields:
% 67.85/32.67  																																														| (213)  ~ (e3 = e1)
% 67.85/32.67  																																														|
% 67.85/32.67  																																														+-Applying beta-rule and splitting (1923), into two cases.
% 67.85/32.67  																																														|-Branch one:
% 67.85/32.67  																																														| (1557) all_0_46_46 = e3
% 67.85/32.67  																																														|
% 67.85/32.67  																																															| Combining equations (1557,545) yields a new equation:
% 67.85/32.67  																																															| (454) e3 = e1
% 67.85/32.67  																																															|
% 67.85/32.67  																																															| Simplifying 454 yields:
% 67.85/32.67  																																															| (455) e3 = e1
% 67.85/32.67  																																															|
% 67.85/32.67  																																															| Equations (455) can reduce 213 to:
% 67.85/32.67  																																															| (266) $false
% 67.85/32.67  																																															|
% 67.85/32.67  																																															|-The branch is then unsatisfiable
% 67.85/32.67  																																														|-Branch two:
% 67.85/32.67  																																														| (409)  ~ (all_0_46_46 = e3)
% 67.85/32.67  																																														| (4042) all_0_50_50 = e3 | all_0_55_55 = e3
% 67.85/32.67  																																														|
% 67.85/32.67  																																															+-Applying beta-rule and splitting (4042), into two cases.
% 67.85/32.67  																																															|-Branch one:
% 67.85/32.67  																																															| (415) all_0_50_50 = e3
% 67.85/32.67  																																															|
% 67.85/32.67  																																																| Combining equations (415,378) yields a new equation:
% 67.85/32.67  																																																| (661) e3 = e2
% 67.85/32.67  																																																|
% 67.85/32.68  																																																| Simplifying 661 yields:
% 67.85/32.68  																																																| (662) e3 = e2
% 67.85/32.68  																																																|
% 67.85/32.68  																																																| Equations (662) can reduce 212 to:
% 67.85/32.68  																																																| (266) $false
% 67.85/32.68  																																																|
% 67.85/32.68  																																																|-The branch is then unsatisfiable
% 67.85/32.68  																																															|-Branch two:
% 67.85/32.68  																																															| (411)  ~ (all_0_50_50 = e3)
% 67.85/32.68  																																															| (2336) all_0_55_55 = e3
% 67.85/32.68  																																															|
% 67.85/32.68  																																																| Equations (2336) can reduce 191 to:
% 67.85/32.68  																																																| (1898)  ~ (all_0_41_41 = e3)
% 67.85/32.68  																																																|
% 67.85/32.68  																																																+-Applying beta-rule and splitting (4053), into two cases.
% 67.85/32.68  																																																|-Branch one:
% 67.85/32.68  																																																| (453) all_0_41_41 = e1
% 67.85/32.68  																																																|
% 67.85/32.68  																																																	| Equations (453) can reduce 457 to:
% 67.85/32.68  																																																	| (266) $false
% 67.85/32.68  																																																	|
% 67.85/32.68  																																																	|-The branch is then unsatisfiable
% 67.85/32.68  																																																|-Branch two:
% 67.85/32.68  																																																| (457)  ~ (all_0_41_41 = e1)
% 67.85/32.68  																																																| (403) all_0_41_41 = e3
% 67.85/32.68  																																																|
% 67.85/32.68  																																																	| Equations (403) can reduce 1898 to:
% 67.85/32.68  																																																	| (266) $false
% 67.85/32.68  																																																	|
% 67.85/32.68  																																																	|-The branch is then unsatisfiable
% 67.85/32.68  																																													|-Branch two:
% 67.85/32.68  																																													| (464)  ~ (all_0_51_51 = e1)
% 67.85/32.68  																																													| (1202) all_0_52_52 = e1 | all_0_53_53 = e1
% 67.85/32.68  																																													|
% 67.85/32.68  																																														+-Applying beta-rule and splitting (1202), into two cases.
% 67.85/32.68  																																														|-Branch one:
% 67.85/32.68  																																														| (642) all_0_52_52 = e1
% 67.85/32.68  																																														|
% 67.85/32.68  																																															| Combining equations (565,642) yields a new equation:
% 67.85/32.68  																																															| (636) e4 = e1
% 67.85/32.68  																																															|
% 67.85/32.68  																																															| Simplifying 636 yields:
% 67.85/32.68  																																															| (630) e4 = e1
% 67.85/32.68  																																															|
% 67.85/32.68  																																															| Equations (630) can reduce 110 to:
% 67.85/32.68  																																															| (266) $false
% 67.85/32.68  																																															|
% 67.85/32.68  																																															|-The branch is then unsatisfiable
% 67.85/32.68  																																														|-Branch two:
% 67.85/32.68  																																														| (646)  ~ (all_0_52_52 = e1)
% 67.85/32.68  																																														| (1208) all_0_53_53 = e1
% 67.85/32.68  																																														|
% 67.85/32.68  																																															| Combining equations (665,1208) yields a new equation:
% 67.85/32.68  																																															| (454) e3 = e1
% 67.85/32.68  																																															|
% 67.85/32.68  																																															| Simplifying 454 yields:
% 67.85/32.68  																																															| (455) e3 = e1
% 67.85/32.68  																																															|
% 67.85/32.68  																																															| Equations (455) can reduce 213 to:
% 67.85/32.68  																																															| (266) $false
% 67.85/32.68  																																															|
% 67.85/32.68  																																															|-The branch is then unsatisfiable
% 67.85/32.68  																																				|-Branch two:
% 67.85/32.68  																																				| (405)  ~ (all_0_42_42 = e3)
% 67.85/32.68  																																				| (532) all_0_44_44 = e3
% 67.85/32.68  																																				|
% 67.85/32.68  																																					| Combining equations (532,446) yields a new equation:
% 67.85/32.68  																																					| (425) e4 = e3
% 67.85/32.68  																																					|
% 67.85/32.68  																																					| Equations (425) can reduce 188 to:
% 67.85/32.68  																																					| (266) $false
% 67.85/32.68  																																					|
% 67.85/32.68  																																					|-The branch is then unsatisfiable
% 67.85/32.68  																																	|-Branch two:
% 67.85/32.68  																																	| (252)  ~ (all_0_47_47 = e4)
% 67.85/32.68  																																	| (61479) all_0_48_48 = e4 | all_0_49_49 = e4
% 67.85/32.68  																																	|
% 67.85/32.68  																																		+-Applying beta-rule and splitting (61479), into two cases.
% 67.85/32.68  																																		|-Branch one:
% 67.85/32.68  																																		| (943) all_0_48_48 = e4
% 67.85/32.68  																																		|
% 67.85/32.68  																																			| Combining equations (1279,943) yields a new equation:
% 67.85/32.68  																																			| (397) e4 = e0
% 67.85/32.68  																																			|
% 67.85/32.68  																																			| Equations (397) can reduce 49 to:
% 67.85/32.68  																																			| (266) $false
% 67.85/32.68  																																			|
% 67.85/32.68  																																			|-The branch is then unsatisfiable
% 67.85/32.68  																																		|-Branch two:
% 67.85/32.68  																																		| (254)  ~ (all_0_48_48 = e4)
% 67.85/32.68  																																		| (974) all_0_49_49 = e4
% 67.85/32.68  																																		|
% 67.85/32.68  																																			| Combining equations (583,974) yields a new equation:
% 67.85/32.68  																																			| (323) e4 = e2
% 67.85/32.68  																																			|
% 67.85/32.68  																																			| Equations (323) can reduce 48 to:
% 67.85/32.68  																																			| (266) $false
% 67.85/32.68  																																			|
% 67.85/32.68  																																			|-The branch is then unsatisfiable
% 67.85/32.68  																														|-Branch two:
% 67.85/32.68  																														| (1390)  ~ (all_0_44_44 = e4)
% 67.85/32.68  																														| (7998) all_0_49_49 = e4 | all_0_53_53 = e4 | all_0_58_58 = e4
% 67.85/32.68  																														|
% 67.85/32.68  																															+-Applying beta-rule and splitting (7998), into two cases.
% 67.85/32.68  																															|-Branch one:
% 67.85/32.68  																															| (974) all_0_49_49 = e4
% 67.85/32.68  																															|
% 67.85/32.68  																																| Combining equations (583,974) yields a new equation:
% 67.85/32.68  																																| (323) e4 = e2
% 67.85/32.68  																																|
% 67.85/32.68  																																| Equations (323) can reduce 48 to:
% 67.85/32.68  																																| (266) $false
% 67.85/32.68  																																|
% 67.85/32.68  																																|-The branch is then unsatisfiable
% 67.85/32.68  																															|-Branch two:
% 67.85/32.68  																															| (256)  ~ (all_0_49_49 = e4)
% 67.85/32.68  																															| (8013) all_0_53_53 = e4 | all_0_58_58 = e4
% 67.85/32.68  																															|
% 67.85/32.68  																																+-Applying beta-rule and splitting (8013), into two cases.
% 67.85/32.68  																																|-Branch one:
% 67.85/32.68  																																| (1298) all_0_53_53 = e4
% 67.85/32.68  																																|
% 67.85/32.68  																																	| Equations (1298) can reduce 1453 to:
% 67.85/32.68  																																	| (266) $false
% 67.85/32.68  																																	|
% 67.85/32.68  																																	|-The branch is then unsatisfiable
% 67.85/32.68  																																|-Branch two:
% 67.85/32.68  																																| (1453)  ~ (all_0_53_53 = e4)
% 67.85/32.68  																																| (910) all_0_58_58 = e4
% 67.85/32.68  																																|
% 67.85/32.68  																																	| Equations (910) can reduce 451 to:
% 67.85/32.68  																																	| (266) $false
% 67.85/32.68  																																	|
% 67.85/32.68  																																	|-The branch is then unsatisfiable
% 67.85/32.68  																												|-Branch two:
% 67.85/32.68  																												| (549)  ~ (all_0_46_46 = e1)
% 67.85/32.68  																												| (1557) all_0_46_46 = e3
% 67.85/32.68  																												|
% 67.85/32.68  																													| Equations (1557) can reduce 409 to:
% 67.85/32.68  																													| (266) $false
% 67.85/32.68  																													|
% 67.85/32.68  																													|-The branch is then unsatisfiable
% 67.85/32.68  																										|-Branch two:
% 67.85/32.68  																										| (302)  ~ (all_0_50_50 = e2)
% 67.85/32.68  																										| (386) all_0_55_55 = e2
% 67.85/32.68  																										|
% 67.85/32.68  																											| Equations (386) can reduce 304 to:
% 67.85/32.68  																											| (266) $false
% 67.85/32.68  																											|
% 67.85/32.68  																											|-The branch is then unsatisfiable
% 67.85/32.69  																		|-Branch two:
% 67.85/32.69  																		| (433)  ~ (all_0_43_43 = e1)
% 67.85/32.69  																		| (434) all_0_48_48 = e1 | all_0_52_52 = e1 | all_0_57_57 = e1
% 67.85/32.69  																		|
% 67.85/32.69  																			+-Applying beta-rule and splitting (6374), into two cases.
% 67.85/32.69  																			|-Branch one:
% 67.85/32.69  																			| (356) all_0_43_43 = e0
% 67.85/32.69  																			|
% 67.85/32.69  																				| Equations (356) can reduce 5470 to:
% 67.85/32.69  																				| (266) $false
% 67.85/32.69  																				|
% 67.85/32.69  																				|-The branch is then unsatisfiable
% 67.85/32.69  																			|-Branch two:
% 67.85/32.69  																			| (5470)  ~ (all_0_43_43 = e0)
% 67.85/32.69  																			| (430) all_0_43_43 = e1
% 67.85/32.69  																			|
% 67.85/32.69  																				| Equations (430) can reduce 433 to:
% 67.85/32.69  																				| (266) $false
% 67.85/32.69  																				|
% 67.85/32.69  																				|-The branch is then unsatisfiable
% 67.85/32.69  																	|-Branch two:
% 67.85/32.69  																	| (780)  ~ (all_0_52_52 = e4)
% 67.85/32.69  																	| (871) all_0_57_57 = e4
% 67.85/32.69  																	|
% 67.85/32.69  																		| Combining equations (442,871) yields a new equation:
% 67.85/32.69  																		| (323) e4 = e2
% 67.85/32.69  																		|
% 67.85/32.69  																		| Equations (323) can reduce 48 to:
% 67.85/32.69  																		| (266) $false
% 67.85/32.69  																		|
% 67.85/32.69  																		|-The branch is then unsatisfiable
% 67.85/32.69  													|-Branch two:
% 67.85/32.69  													| (1283)  ~ (all_0_48_48 = e0)
% 67.85/32.69  													| (875) all_0_57_57 = e0
% 67.85/32.69  													|
% 67.85/32.69  														| Combining equations (875,442) yields a new equation:
% 67.85/32.69  														| (330) e2 = e0
% 67.85/32.69  														|
% 67.85/32.69  														| Equations (330) can reduce 128 to:
% 67.85/32.69  														| (266) $false
% 67.85/32.69  														|
% 67.85/32.69  														|-The branch is then unsatisfiable
% 67.85/32.69  						|-Branch two:
% 67.85/32.69  						| (325)  ~ (all_0_38_38 = e4)
% 67.85/32.69  						| (326) all_0_39_39 = e4 | all_0_40_40 = e4
% 67.85/32.69  						|
% 67.85/32.69  							+-Applying beta-rule and splitting (326), into two cases.
% 67.85/32.69  							|-Branch one:
% 67.85/32.69  							| (471) all_0_39_39 = e4
% 67.85/32.69  							|
% 67.85/32.69  								| Combining equations (471,317) yields a new equation:
% 67.85/32.69  								| (322) e4 = e2
% 67.85/32.69  								|
% 67.85/32.69  								| Simplifying 322 yields:
% 67.85/32.69  								| (323) e4 = e2
% 67.85/32.69  								|
% 67.85/32.69  								| Equations (323) can reduce 48 to:
% 67.85/32.69  								| (266) $false
% 67.85/32.69  								|
% 67.85/32.69  								|-The branch is then unsatisfiable
% 67.85/32.69  							|-Branch two:
% 67.85/32.69  							| (1377)  ~ (all_0_39_39 = e4)
% 67.85/32.69  							| (1378) all_0_40_40 = e4
% 67.85/32.69  							|
% 67.85/32.69  								| Equations (1378) can reduce 97 to:
% 67.85/32.69  								| (325)  ~ (all_0_38_38 = e4)
% 67.85/32.69  								|
% 67.85/32.69  								| Equations (1378) can reduce 143 to:
% 67.85/32.69  								| (1903)  ~ (all_0_44_44 = e4)
% 67.85/32.69  								|
% 67.85/32.69  								| Simplifying 1903 yields:
% 67.85/32.69  								| (1390)  ~ (all_0_44_44 = e4)
% 67.85/32.69  								|
% 67.85/32.69  								| Equations (1378) can reduce 200 to:
% 67.85/32.69  								| (255)  ~ (all_0_49_49 = e4)
% 67.85/32.69  								|
% 67.85/32.69  								| Simplifying 255 yields:
% 67.85/32.69  								| (256)  ~ (all_0_49_49 = e4)
% 67.85/32.69  								|
% 67.85/32.69  								| Equations (1378) can reduce 162 to:
% 67.85/32.69  								| (1452)  ~ (all_0_53_53 = e4)
% 67.85/32.69  								|
% 67.85/32.69  								| Simplifying 1452 yields:
% 67.85/32.69  								| (1453)  ~ (all_0_53_53 = e4)
% 67.85/32.69  								|
% 67.85/32.69  								| Equations (1378) can reduce 178 to:
% 67.85/32.69  								| (450)  ~ (all_0_58_58 = e4)
% 67.85/32.69  								|
% 67.85/32.69  								| Simplifying 450 yields:
% 67.85/32.69  								| (451)  ~ (all_0_58_58 = e4)
% 67.85/32.69  								|
% 67.85/32.69  								| Equations (1378) can reduce 2 to:
% 67.85/32.69  								| (188)  ~ (e4 = e3)
% 67.85/32.69  								|
% 67.85/32.69  								| Equations (1378) can reduce 296 to:
% 67.85/32.69  								| (48)  ~ (e4 = e2)
% 67.85/32.69  								|
% 67.85/32.69  								| Equations (1378) can reduce 132 to:
% 67.85/32.69  								| (110)  ~ (e4 = e1)
% 67.85/32.69  								|
% 67.85/32.69  								+-Applying beta-rule and splitting (155), into two cases.
% 67.85/32.69  								|-Branch one:
% 67.85/32.69  								| (329) all_0_38_38 = e0
% 67.85/32.69  								|
% 67.85/32.69  									| Equations (329) can reduce 106 to:
% 67.85/32.69  									| (22198)  ~ (all_0_41_41 = e0)
% 67.85/32.69  									|
% 67.85/32.69  									| Simplifying 22198 yields:
% 67.85/32.69  									| (357)  ~ (all_0_41_41 = e0)
% 67.85/32.69  									|
% 67.85/32.69  									| Equations (329) can reduce 141 to:
% 67.85/32.69  									| (5567)  ~ (all_0_46_46 = e0)
% 67.85/32.69  									|
% 67.85/32.69  									| Simplifying 5567 yields:
% 67.85/32.69  									| (831)  ~ (all_0_46_46 = e0)
% 67.85/32.69  									|
% 67.85/32.69  									| Equations (329) can reduce 193 to:
% 67.85/32.69  									| (22202)  ~ (all_0_50_50 = e0)
% 67.85/32.69  									|
% 67.85/32.69  									| Simplifying 22202 yields:
% 67.85/32.69  									| (121)  ~ (all_0_50_50 = e0)
% 67.85/32.69  									|
% 67.85/32.69  									| Equations (329) can reduce 25 to:
% 67.85/32.69  									| (4444)  ~ (all_0_55_55 = e0)
% 67.85/32.69  									|
% 67.85/32.69  									| Simplifying 4444 yields:
% 67.85/32.69  									| (803)  ~ (all_0_55_55 = e0)
% 67.85/32.69  									|
% 67.85/32.69  									| Equations (329) can reduce 325 to:
% 67.85/32.69  									| (401)  ~ (e4 = e0)
% 67.85/32.69  									|
% 67.85/32.69  									| Simplifying 401 yields:
% 67.85/32.69  									| (49)  ~ (e4 = e0)
% 67.85/32.69  									|
% 67.85/32.69  									| Equations (329) can reduce 9600 to:
% 67.85/32.69  									| (365)  ~ (e2 = e0)
% 67.85/32.69  									|
% 67.85/32.69  									| Simplifying 365 yields:
% 67.85/32.69  									| (128)  ~ (e2 = e0)
% 67.85/32.69  									|
% 67.85/32.69  									| Equations (329) can reduce 50 to:
% 67.85/32.69  									| (435)  ~ (e1 = e0)
% 67.85/32.69  									|
% 67.85/32.69  									| Simplifying 435 yields:
% 67.85/32.69  									| (233)  ~ (e1 = e0)
% 67.85/32.69  									|
% 67.85/32.69  									| From (329) and (156) follows:
% 67.85/32.69  									| (22211) op(e0, e3) = all_0_1_1
% 67.85/32.69  									|
% 67.85/32.69  									| From (329) and (52) follows:
% 67.85/32.69  									| (22212) op(e4, e3) = e0
% 67.85/32.69  									|
% 67.85/32.69  									| Instantiating formula (29) with e0, e3, all_0_1_1, all_0_55_55 and discharging atoms op(e0, e3) = all_0_1_1, op(e0, e3) = all_0_55_55, yields:
% 67.85/32.69  									| (22237) all_0_1_1 = all_0_55_55
% 67.85/32.69  									|
% 67.85/32.69  									| From (22237) and (22211) follows:
% 67.85/32.69  									| (74) op(e0, e3) = all_0_55_55
% 67.85/32.69  									|
% 67.85/32.69  									+-Applying beta-rule and splitting (134), into two cases.
% 67.85/32.69  									|-Branch one:
% 67.85/32.69  									| (335) all_0_48_48 = e2
% 67.85/32.69  									|
% 67.85/32.69  										| Equations (335) can reduce 17 to:
% 67.85/32.69  										| (96)  ~ (all_0_43_43 = e2)
% 67.85/32.69  										|
% 67.85/32.69  										| Equations (335) can reduce 30 to:
% 67.85/32.69  										| (300)  ~ (all_0_46_46 = e2)
% 67.85/32.69  										|
% 67.85/32.69  										| Equations (335) can reduce 114 to:
% 67.85/32.69  										| (338)  ~ (all_0_47_47 = e2)
% 67.85/32.69  										|
% 67.85/32.69  										| Equations (335) can reduce 185 to:
% 67.85/32.69  										| (339)  ~ (all_0_49_49 = e2)
% 67.85/32.69  										|
% 67.85/32.69  										| Simplifying 339 yields:
% 67.85/32.69  										| (340)  ~ (all_0_49_49 = e2)
% 67.85/32.69  										|
% 67.85/32.69  										| Equations (335) can reduce 202 to:
% 67.85/32.69  										| (341)  ~ (all_0_52_52 = e2)
% 67.85/32.69  										|
% 67.85/32.69  										| Simplifying 341 yields:
% 67.85/32.69  										| (342)  ~ (all_0_52_52 = e2)
% 67.85/32.69  										|
% 67.85/32.69  										| Equations (335) can reduce 239 to:
% 67.85/32.69  										| (343)  ~ (all_0_57_57 = e2)
% 67.85/32.69  										|
% 67.85/32.69  										| Simplifying 343 yields:
% 67.85/32.69  										| (344)  ~ (all_0_57_57 = e2)
% 67.85/32.69  										|
% 67.85/32.69  										| Equations (335) can reduce 215 to:
% 67.85/32.69  										| (626)  ~ (e3 = e2)
% 67.85/32.69  										|
% 67.85/32.69  										| Simplifying 626 yields:
% 67.85/32.69  										| (212)  ~ (e3 = e2)
% 67.85/32.69  										|
% 67.85/32.69  										| From (335) and (169) follows:
% 67.85/32.70  										| (345) op(e2, e2) = all_0_18_18
% 67.85/32.70  										|
% 67.85/32.70  										| From (335) and (21) follows:
% 67.85/32.70  										| (346) op(e2, e1) = all_0_19_19
% 67.85/32.70  										|
% 67.85/32.70  										| From (335) and (192) follows:
% 67.85/32.70  										| (347) op(e2, e1) = e2
% 67.85/32.70  										|
% 67.85/32.70  										| Instantiating formula (29) with e2, e2, all_0_18_18, all_0_47_47 and discharging atoms op(e2, e2) = all_0_18_18, op(e2, e2) = all_0_47_47, yields:
% 67.85/32.70  										| (348) all_0_18_18 = all_0_47_47
% 67.85/32.70  										|
% 67.85/32.70  										| Instantiating formula (29) with e2, e1, e2, all_0_19_19 and discharging atoms op(e2, e1) = all_0_19_19, op(e2, e1) = e2, yields:
% 67.85/32.70  										| (349) all_0_19_19 = e2
% 67.85/32.70  										|
% 67.85/32.70  										| From (348) and (345) follows:
% 67.85/32.70  										| (23) op(e2, e2) = all_0_47_47
% 67.85/32.70  										|
% 67.85/32.70  										| From (349) and (346) follows:
% 67.85/32.70  										| (347) op(e2, e1) = e2
% 67.85/32.70  										|
% 67.85/32.70  										+-Applying beta-rule and splitting (109), into two cases.
% 67.85/32.70  										|-Branch one:
% 67.85/32.70  										| (352) all_0_52_52 = e2
% 67.85/32.70  										|
% 67.85/32.70  											| Equations (352) can reduce 342 to:
% 67.85/32.70  											| (266) $false
% 67.85/32.70  											|
% 67.85/32.70  											|-The branch is then unsatisfiable
% 67.85/32.70  										|-Branch two:
% 67.85/32.70  										| (342)  ~ (all_0_52_52 = e2)
% 67.85/32.70  										| (355) all_0_52_52 = e4 | all_0_52_52 = e1
% 67.85/32.70  										|
% 67.85/32.70  											+-Applying beta-rule and splitting (4), into two cases.
% 67.85/32.70  											|-Branch one:
% 67.85/32.70  											| (356) all_0_43_43 = e0
% 67.85/32.70  											|
% 67.85/32.70  												| Equations (356) can reduce 31 to:
% 67.85/32.70  												| (357)  ~ (all_0_41_41 = e0)
% 67.85/32.70  												|
% 67.85/32.70  												| Equations (356) can reduce 240 to:
% 67.85/32.70  												| (358)  ~ (all_0_42_42 = e0)
% 67.85/32.70  												|
% 67.85/32.70  												| Equations (356) can reduce 159 to:
% 67.85/32.70  												| (359)  ~ (all_0_44_44 = e0)
% 67.85/32.70  												|
% 67.85/32.70  												| Simplifying 359 yields:
% 67.85/32.70  												| (360)  ~ (all_0_44_44 = e0)
% 67.85/32.70  												|
% 67.85/32.70  												| Equations (356) can reduce 217 to:
% 67.85/32.70  												| (361)  ~ (all_0_52_52 = e0)
% 67.85/32.70  												|
% 67.85/32.70  												| Simplifying 361 yields:
% 67.85/32.70  												| (72)  ~ (all_0_52_52 = e0)
% 67.85/32.70  												|
% 67.85/32.70  												| Equations (356) can reduce 199 to:
% 67.85/32.70  												| (363)  ~ (all_0_57_57 = e0)
% 67.85/32.70  												|
% 67.85/32.70  												| Simplifying 363 yields:
% 67.85/32.70  												| (364)  ~ (all_0_57_57 = e0)
% 67.85/32.70  												|
% 67.85/32.70  												| Equations (356) can reduce 96 to:
% 67.85/32.70  												| (365)  ~ (e2 = e0)
% 67.85/32.70  												|
% 67.85/32.70  												| Simplifying 365 yields:
% 67.85/32.70  												| (128)  ~ (e2 = e0)
% 67.85/32.70  												|
% 67.85/32.70  												| From (356) and (88) follows:
% 67.85/32.70  												| (367) op(e0, e3) = all_0_9_9
% 67.85/32.70  												|
% 67.85/32.70  												| From (356) and (98) follows:
% 67.85/32.70  												| (368) op(e0, e1) = all_0_10_10
% 67.85/32.70  												|
% 67.85/32.70  												| From (356) and (37) follows:
% 67.85/32.70  												| (369) op(e3, e1) = e0
% 67.85/32.70  												|
% 67.85/32.70  												+-Applying beta-rule and splitting (230), into two cases.
% 67.85/32.70  												|-Branch one:
% 67.85/32.70  												| (396) all_0_43_43 = e4
% 67.85/32.70  												|
% 67.85/32.70  													| Combining equations (396,356) yields a new equation:
% 67.85/32.70  													| (481) e4 = e0
% 67.85/32.70  													|
% 67.85/32.70  													| Simplifying 481 yields:
% 67.85/32.70  													| (397) e4 = e0
% 67.85/32.70  													|
% 67.85/32.70  													| Equations (397) can reduce 49 to:
% 67.85/32.70  													| (266) $false
% 67.85/32.70  													|
% 67.85/32.70  													|-The branch is then unsatisfiable
% 67.85/32.70  												|-Branch two:
% 67.85/32.70  												| (399)  ~ (all_0_43_43 = e4)
% 67.85/32.70  												| (400) all_0_48_48 = e4 | all_0_52_52 = e4 | all_0_57_57 = e4
% 67.85/32.70  												|
% 67.85/32.70  													+-Applying beta-rule and splitting (12), into two cases.
% 67.85/32.70  													|-Branch one:
% 67.85/32.70  													| (442) all_0_57_57 = e2
% 67.85/32.70  													|
% 67.85/32.70  														| Equations (442) can reduce 344 to:
% 67.85/32.70  														| (266) $false
% 67.85/32.70  														|
% 67.85/32.70  														|-The branch is then unsatisfiable
% 67.85/32.70  													|-Branch two:
% 67.85/32.70  													| (344)  ~ (all_0_57_57 = e2)
% 67.85/32.70  													| (445) all_0_57_57 = e4 | all_0_57_57 = e1 | all_0_57_57 = e0
% 67.85/32.70  													|
% 67.85/32.70  														+-Applying beta-rule and splitting (400), into two cases.
% 67.85/32.70  														|-Branch one:
% 67.85/32.70  														| (943) all_0_48_48 = e4
% 67.85/32.70  														|
% 67.85/32.70  															| Combining equations (335,943) yields a new equation:
% 67.85/32.70  															| (323) e4 = e2
% 67.85/32.70  															|
% 67.85/32.70  															| Equations (323) can reduce 48 to:
% 67.85/32.70  															| (266) $false
% 67.85/32.70  															|
% 67.85/32.70  															|-The branch is then unsatisfiable
% 67.85/32.70  														|-Branch two:
% 67.85/32.70  														| (254)  ~ (all_0_48_48 = e4)
% 67.85/32.70  														| (947) all_0_52_52 = e4 | all_0_57_57 = e4
% 67.85/32.70  														|
% 67.85/32.70  															+-Applying beta-rule and splitting (445), into two cases.
% 67.85/32.70  															|-Branch one:
% 67.85/32.70  															| (871) all_0_57_57 = e4
% 67.85/32.70  															|
% 67.85/32.70  																| Equations (871) can reduce 839 to:
% 67.85/32.70  																| (266) $false
% 67.85/32.70  																|
% 67.85/32.70  																|-The branch is then unsatisfiable
% 67.85/32.70  															|-Branch two:
% 67.85/32.70  															| (839)  ~ (all_0_57_57 = e4)
% 67.85/32.70  															| (874) all_0_57_57 = e1 | all_0_57_57 = e0
% 67.85/32.70  															|
% 67.85/32.70  																+-Applying beta-rule and splitting (874), into two cases.
% 67.85/32.70  																|-Branch one:
% 67.85/32.70  																| (875) all_0_57_57 = e0
% 67.85/32.70  																|
% 67.85/32.70  																	| Equations (875) can reduce 364 to:
% 67.85/32.70  																	| (266) $false
% 67.85/32.70  																	|
% 67.85/32.70  																	|-The branch is then unsatisfiable
% 67.85/32.70  																|-Branch two:
% 67.85/32.70  																| (364)  ~ (all_0_57_57 = e0)
% 67.85/32.70  																| (647) all_0_57_57 = e1
% 67.85/32.70  																|
% 67.85/32.70  																	| Equations (647) can reduce 11 to:
% 67.85/32.70  																	| (646)  ~ (all_0_52_52 = e1)
% 67.85/32.70  																	|
% 67.85/32.70  																	| Equations (647) can reduce 81 to:
% 67.85/32.70  																	| (632)  ~ (all_0_55_55 = e1)
% 67.85/32.70  																	|
% 67.85/32.70  																	| Equations (647) can reduce 140 to:
% 67.85/32.70  																	| (466)  ~ (all_0_56_56 = e1)
% 67.85/32.70  																	|
% 67.85/32.70  																	| Equations (647) can reduce 148 to:
% 67.85/32.70  																	| (879)  ~ (all_0_58_58 = e1)
% 67.85/32.70  																	|
% 67.85/32.70  																	| Simplifying 879 yields:
% 67.85/32.70  																	| (880)  ~ (all_0_58_58 = e1)
% 67.85/32.70  																	|
% 67.85/32.70  																	| Equations (647) can reduce 839 to:
% 67.85/32.70  																	| (602)  ~ (e4 = e1)
% 67.85/32.70  																	|
% 67.85/32.70  																	| Simplifying 602 yields:
% 67.85/32.70  																	| (110)  ~ (e4 = e1)
% 67.85/32.70  																	|
% 67.85/32.70  																	| Equations (647) can reduce 67 to:
% 67.85/32.70  																	| (467)  ~ (e3 = e1)
% 67.85/32.70  																	|
% 67.85/32.70  																	| Simplifying 467 yields:
% 67.85/32.70  																	| (213)  ~ (e3 = e1)
% 67.85/32.70  																	|
% 67.85/32.70  																	| Equations (647) can reduce 364 to:
% 67.85/32.70  																	| (233)  ~ (e1 = e0)
% 67.85/32.70  																	|
% 67.85/32.70  																	| From (647) and (45) follows:
% 67.85/32.70  																	| (653) op(e1, e1) = all_0_36_36
% 67.85/32.70  																	|
% 67.85/32.70  																	| From (647) and (146) follows:
% 67.85/32.70  																	| (3580) op(e1, e0) = all_0_35_35
% 67.85/32.70  																	|
% 67.85/32.70  																	| From (647) and (83) follows:
% 67.85/32.70  																	| (15180) op(e0, e1) = e1
% 67.85/32.70  																	|
% 67.85/32.70  																	+-Applying beta-rule and splitting (947), into two cases.
% 67.85/32.70  																	|-Branch one:
% 67.85/32.70  																	| (565) all_0_52_52 = e4
% 67.85/32.70  																	|
% 67.85/32.70  																		| Equations (565) can reduce 101 to:
% 67.85/32.70  																		| (566)  ~ (all_0_50_50 = e4)
% 67.85/32.70  																		|
% 67.85/32.70  																		| Equations (565) can reduce 20 to:
% 67.85/32.70  																		| (475)  ~ (all_0_51_51 = e4)
% 67.85/32.70  																		|
% 67.85/32.70  																		| Equations (565) can reduce 46 to:
% 67.85/32.70  																		| (1452)  ~ (all_0_53_53 = e4)
% 67.85/32.70  																		|
% 67.85/32.70  																		| Simplifying 1452 yields:
% 67.85/32.70  																		| (1453)  ~ (all_0_53_53 = e4)
% 67.85/32.70  																		|
% 67.85/32.70  																		| Equations (565) can reduce 166 to:
% 67.85/32.70  																		| (188)  ~ (e4 = e3)
% 67.85/32.70  																		|
% 67.85/32.70  																		| Equations (565) can reduce 342 to:
% 67.85/32.70  																		| (48)  ~ (e4 = e2)
% 67.85/32.70  																		|
% 67.85/32.70  																		| Equations (565) can reduce 646 to:
% 67.85/32.70  																		| (110)  ~ (e4 = e1)
% 67.85/32.70  																		|
% 67.85/32.70  																		| Equations (565) can reduce 72 to:
% 67.85/32.70  																		| (49)  ~ (e4 = e0)
% 67.85/32.70  																		|
% 67.85/32.70  																		| From (565) and (124) follows:
% 67.85/32.70  																		| (570) op(e1, e1) = e4
% 67.85/32.70  																		|
% 67.85/32.70  																		| Instantiating formula (29) with e1, e1, e4, all_0_36_36 and discharging atoms op(e1, e1) = all_0_36_36, op(e1, e1) = e4, yields:
% 67.85/32.70  																		| (690) all_0_36_36 = e4
% 67.85/32.70  																		|
% 67.85/32.70  																		| Instantiating formula (29) with e1, e0, all_0_35_35, all_0_53_53 and discharging atoms op(e1, e0) = all_0_35_35, op(e1, e0) = all_0_53_53, yields:
% 67.85/32.70  																		| (3585) all_0_35_35 = all_0_53_53
% 67.85/32.70  																		|
% 67.85/32.70  																		| Instantiating formula (29) with e0, e3, all_0_9_9, all_0_55_55 and discharging atoms op(e0, e3) = all_0_9_9, op(e0, e3) = all_0_55_55, yields:
% 67.85/32.70  																		| (370) all_0_9_9 = all_0_55_55
% 67.85/32.70  																		|
% 67.85/32.70  																		| Instantiating formula (29) with e0, e1, e1, all_0_10_10 and discharging atoms op(e0, e1) = all_0_10_10, op(e0, e1) = e1, yields:
% 67.85/32.70  																		| (90690) all_0_10_10 = e1
% 67.85/32.70  																		|
% 67.85/32.70  																		| From (690) and (653) follows:
% 67.85/32.70  																		| (570) op(e1, e1) = e4
% 67.85/32.70  																		|
% 67.85/32.70  																		| From (3585) and (3580) follows:
% 67.85/32.70  																		| (84) op(e1, e0) = all_0_53_53
% 67.85/32.70  																		|
% 67.85/32.70  																		| From (370) and (367) follows:
% 67.85/32.70  																		| (74) op(e0, e3) = all_0_55_55
% 67.85/32.70  																		|
% 67.85/32.70  																		+-Applying beta-rule and splitting (117), into two cases.
% 67.85/32.70  																		|-Branch one:
% 67.85/32.70  																		| (292) all_0_38_38 = e2
% 67.85/32.70  																		|
% 67.85/32.70  																			| Combining equations (292,329) yields a new equation:
% 67.85/32.70  																			| (391) e2 = e0
% 67.85/32.70  																			|
% 67.85/32.70  																			| Simplifying 391 yields:
% 67.85/32.70  																			| (330) e2 = e0
% 67.85/32.70  																			|
% 67.85/32.70  																			| Equations (330) can reduce 128 to:
% 67.85/32.70  																			| (266) $false
% 67.85/32.70  																			|
% 67.85/32.70  																			|-The branch is then unsatisfiable
% 67.85/32.70  																		|-Branch two:
% 67.85/32.70  																		| (9600)  ~ (all_0_38_38 = e2)
% 67.85/32.70  																		| (24424) all_0_46_46 = e2 | all_0_50_50 = e2 | all_0_55_55 = e2
% 67.85/32.70  																		|
% 67.85/32.70  																			+-Applying beta-rule and splitting (158), into two cases.
% 67.85/32.70  																			|-Branch one:
% 67.85/32.70  																			| (313) all_0_40_40 = e2
% 67.85/32.70  																			|
% 67.85/32.70  																				| Combining equations (1378,313) yields a new equation:
% 67.85/32.70  																				| (322) e4 = e2
% 67.85/32.70  																				|
% 67.85/32.70  																				| Simplifying 322 yields:
% 67.85/32.70  																				| (323) e4 = e2
% 67.85/32.70  																				|
% 67.85/32.70  																				| Equations (323) can reduce 48 to:
% 67.85/32.70  																				| (266) $false
% 67.85/32.70  																				|
% 67.85/32.70  																				|-The branch is then unsatisfiable
% 67.85/32.70  																			|-Branch two:
% 67.85/32.70  																			| (296)  ~ (all_0_40_40 = e2)
% 67.85/32.70  																			| (377) all_0_49_49 = e2 | all_0_53_53 = e2 | all_0_58_58 = e2
% 67.85/32.70  																			|
% 67.85/32.70  																				| Equations (1378) can reduce 296 to:
% 67.85/32.70  																				| (48)  ~ (e4 = e2)
% 67.85/32.70  																				|
% 67.85/32.70  																				+-Applying beta-rule and splitting (95), into two cases.
% 67.85/32.70  																				|-Branch one:
% 67.85/32.70  																				| (378) all_0_50_50 = e2
% 67.85/32.70  																				|
% 67.85/32.70  																					| Equations (378) can reduce 221 to:
% 67.85/32.70  																					| (85)  ~ (all_0_41_41 = e2)
% 67.85/32.70  																					|
% 67.85/32.70  																					| Equations (378) can reduce 59 to:
% 67.85/32.70  																					| (17668)  ~ (all_0_51_51 = e2)
% 67.85/32.70  																					|
% 67.85/32.70  																					| Simplifying 17668 yields:
% 67.85/32.70  																					| (1099)  ~ (all_0_51_51 = e2)
% 67.85/32.70  																					|
% 67.85/32.70  																					| Equations (378) can reduce 190 to:
% 67.85/32.70  																					| (508)  ~ (all_0_53_53 = e2)
% 67.85/32.70  																					|
% 67.85/32.70  																					| Simplifying 508 yields:
% 67.85/32.70  																					| (509)  ~ (all_0_53_53 = e2)
% 67.85/32.70  																					|
% 67.85/32.70  																					| Equations (378) can reduce 121 to:
% 67.85/32.70  																					| (128)  ~ (e2 = e0)
% 67.85/32.70  																					|
% 67.85/32.70  																					| From (378) and (8) follows:
% 67.85/32.71  																					| (52128) op(e2, e3) = all_0_23_23
% 67.85/32.71  																					|
% 67.85/32.71  																					| From (378) and (242) follows:
% 67.85/32.71  																					| (26152) op(e1, e3) = e2
% 67.85/32.71  																					|
% 67.85/32.71  																					+-Applying beta-rule and splitting (377), into two cases.
% 67.85/32.71  																					|-Branch one:
% 67.85/32.71  																					| (583) all_0_49_49 = e2
% 67.85/32.71  																					|
% 67.85/32.71  																						| Equations (583) can reduce 340 to:
% 67.85/32.71  																						| (266) $false
% 67.85/32.71  																						|
% 67.85/32.71  																						|-The branch is then unsatisfiable
% 67.85/32.71  																					|-Branch two:
% 67.85/32.71  																					| (340)  ~ (all_0_49_49 = e2)
% 67.85/32.71  																					| (614) all_0_53_53 = e2 | all_0_58_58 = e2
% 67.85/32.71  																					|
% 67.85/32.71  																						+-Applying beta-rule and splitting (614), into two cases.
% 67.85/32.71  																						|-Branch one:
% 67.85/32.71  																						| (607) all_0_53_53 = e2
% 67.85/32.71  																						|
% 67.85/32.71  																							| Equations (607) can reduce 509 to:
% 67.85/32.71  																							| (266) $false
% 67.85/32.71  																							|
% 67.85/32.71  																							|-The branch is then unsatisfiable
% 67.85/32.71  																						|-Branch two:
% 67.85/32.71  																						| (509)  ~ (all_0_53_53 = e2)
% 67.85/32.71  																						| (624) all_0_58_58 = e2
% 67.85/32.71  																						|
% 67.85/32.71  																							| Equations (624) can reduce 181 to:
% 67.85/32.71  																							| (147)  ~ (all_0_44_44 = e2)
% 67.85/32.71  																							|
% 67.85/32.71  																							| Equations (624) can reduce 10 to:
% 67.85/32.71  																							| (509)  ~ (all_0_53_53 = e2)
% 67.85/32.71  																							|
% 67.85/32.71  																							| Equations (624) can reduce 3 to:
% 67.85/32.71  																							| (304)  ~ (all_0_55_55 = e2)
% 67.85/32.71  																							|
% 67.85/32.71  																							| Equations (624) can reduce 44 to:
% 67.85/32.71  																							| (511)  ~ (all_0_56_56 = e2)
% 67.85/32.71  																							|
% 67.85/32.71  																							| Equations (624) can reduce 880 to:
% 67.85/32.71  																							| (122)  ~ (e2 = e1)
% 67.85/32.71  																							|
% 67.85/32.71  																							| From (624) and (245) follows:
% 67.85/32.71  																							| (628) op(e0, e0) = e2
% 67.85/32.71  																							|
% 67.85/32.71  																							+-Applying beta-rule and splitting (125), into two cases.
% 67.85/32.71  																							|-Branch one:
% 67.85/32.71  																							| (858) all_0_55_55 = e0
% 67.85/32.71  																							|
% 67.85/32.71  																								| Equations (858) can reduce 803 to:
% 67.85/32.71  																								| (266) $false
% 67.85/32.71  																								|
% 67.85/32.71  																								|-The branch is then unsatisfiable
% 67.85/32.71  																							|-Branch two:
% 67.85/32.71  																							| (803)  ~ (all_0_55_55 = e0)
% 67.85/32.71  																							| (863) all_0_56_56 = e0 | all_0_57_57 = e0 | all_0_58_58 = e0
% 67.85/32.71  																							|
% 67.85/32.71  																								+-Applying beta-rule and splitting (863), into two cases.
% 67.85/32.71  																								|-Branch one:
% 67.85/32.71  																								| (679) all_0_56_56 = e0
% 67.85/32.71  																								|
% 67.85/32.71  																									| Equations (679) can reduce 236 to:
% 67.85/32.71  																									| (358)  ~ (all_0_42_42 = e0)
% 67.85/32.71  																									|
% 67.85/32.71  																									| Equations (679) can reduce 91 to:
% 67.85/32.71  																									| (678)  ~ (all_0_47_47 = e0)
% 67.85/32.71  																									|
% 67.85/32.71  																									| Equations (679) can reduce 16 to:
% 67.85/32.71  																									| (115)  ~ (all_0_51_51 = e0)
% 67.85/32.71  																									|
% 67.85/32.71  																									| Equations (679) can reduce 153 to:
% 67.85/32.71  																									| (803)  ~ (all_0_55_55 = e0)
% 67.85/32.71  																									|
% 67.85/32.71  																									| Equations (679) can reduce 511 to:
% 67.85/32.71  																									| (365)  ~ (e2 = e0)
% 67.85/32.71  																									|
% 67.85/32.71  																									| Simplifying 365 yields:
% 67.85/32.71  																									| (128)  ~ (e2 = e0)
% 67.85/32.71  																									|
% 67.85/32.71  																									| Equations (679) can reduce 466 to:
% 67.85/32.71  																									| (435)  ~ (e1 = e0)
% 67.85/32.71  																									|
% 67.85/32.71  																									| Simplifying 435 yields:
% 67.85/32.71  																									| (233)  ~ (e1 = e0)
% 67.85/32.71  																									|
% 67.85/32.71  																									| From (679) and (127) follows:
% 67.85/32.71  																									| (682) op(e0, e0) = all_0_33_33
% 67.85/32.71  																									|
% 67.85/32.71  																									+-Applying beta-rule and splitting (174), into two cases.
% 67.85/32.71  																									|-Branch one:
% 67.85/32.71  																									| (386) all_0_55_55 = e2
% 67.85/32.71  																									|
% 67.85/32.71  																										| Equations (386) can reduce 304 to:
% 67.85/32.71  																										| (266) $false
% 67.85/32.71  																										|
% 67.85/32.71  																										|-The branch is then unsatisfiable
% 67.85/32.71  																									|-Branch two:
% 67.85/32.71  																									| (304)  ~ (all_0_55_55 = e2)
% 67.85/32.71  																									| (2051) all_0_55_55 = e4 | all_0_55_55 = e3 | all_0_55_55 = e1 | all_0_55_55 = e0
% 67.85/32.71  																									|
% 67.85/32.71  																										+-Applying beta-rule and splitting (184), into two cases.
% 67.85/32.71  																										|-Branch one:
% 67.85/32.71  																										| (538) all_0_46_46 = e0
% 67.85/32.71  																										|
% 67.85/32.71  																											| Equations (538) can reduce 831 to:
% 67.85/32.71  																											| (266) $false
% 67.85/32.71  																											|
% 67.85/32.71  																											|-The branch is then unsatisfiable
% 67.85/32.71  																										|-Branch two:
% 67.85/32.71  																										| (831)  ~ (all_0_46_46 = e0)
% 67.85/32.71  																										| (832) all_0_47_47 = e0 | all_0_48_48 = e0 | all_0_49_49 = e0
% 67.85/32.71  																										|
% 67.85/32.71  																											+-Applying beta-rule and splitting (22), into two cases.
% 67.85/32.71  																											|-Branch one:
% 67.85/32.71  																											| (268) all_0_54_54 = e3
% 67.85/32.71  																											|
% 67.85/32.71  																												| Combining equations (265,268) yields a new equation:
% 67.85/32.71  																												| (424) e4 = e3
% 67.85/32.71  																												|
% 67.85/32.71  																												| Simplifying 424 yields:
% 67.85/32.71  																												| (425) e4 = e3
% 67.85/32.71  																												|
% 67.85/32.71  																												| Equations (425) can reduce 188 to:
% 67.85/32.71  																												| (266) $false
% 67.85/32.71  																												|
% 67.85/32.71  																												|-The branch is then unsatisfiable
% 67.85/32.71  																											|-Branch two:
% 67.85/32.71  																											| (60427)  ~ (all_0_54_54 = e3)
% 67.85/32.71  																											| (62553) all_0_55_55 = e3 | all_0_56_56 = e3 | all_0_58_58 = e3
% 67.85/32.71  																											|
% 67.85/32.71  																												+-Applying beta-rule and splitting (832), into two cases.
% 67.85/32.71  																												|-Branch one:
% 67.85/32.71  																												| (674) all_0_47_47 = e0
% 67.85/32.71  																												|
% 67.85/32.71  																													| Equations (674) can reduce 678 to:
% 67.85/32.71  																													| (266) $false
% 67.85/32.71  																													|
% 67.85/32.71  																													|-The branch is then unsatisfiable
% 67.85/32.71  																												|-Branch two:
% 67.85/32.71  																												| (678)  ~ (all_0_47_47 = e0)
% 67.85/32.71  																												| (1278) all_0_48_48 = e0 | all_0_49_49 = e0
% 67.85/32.71  																												|
% 67.85/32.71  																													+-Applying beta-rule and splitting (1278), into two cases.
% 67.85/32.71  																													|-Branch one:
% 67.85/32.71  																													| (1279) all_0_48_48 = e0
% 67.85/32.71  																													|
% 67.85/32.71  																														| Combining equations (335,1279) yields a new equation:
% 67.85/32.71  																														| (391) e2 = e0
% 67.85/32.71  																														|
% 67.85/32.71  																														| Simplifying 391 yields:
% 67.85/32.71  																														| (330) e2 = e0
% 67.85/32.71  																														|
% 67.85/32.71  																														| Equations (330) can reduce 128 to:
% 67.85/32.71  																														| (266) $false
% 67.85/32.71  																														|
% 67.85/32.71  																														|-The branch is then unsatisfiable
% 67.85/32.71  																													|-Branch two:
% 67.85/32.71  																													| (1283)  ~ (all_0_48_48 = e0)
% 67.85/32.71  																													| (978) all_0_49_49 = e0
% 67.85/32.71  																													|
% 67.85/32.71  																														| Equations (978) can reduce 208 to:
% 67.85/32.71  																														| (831)  ~ (all_0_46_46 = e0)
% 67.85/32.71  																														|
% 67.85/32.71  																														| Equations (978) can reduce 86 to:
% 67.85/32.71  																														| (678)  ~ (all_0_47_47 = e0)
% 67.85/32.71  																														|
% 67.85/32.71  																														| Equations (978) can reduce 256 to:
% 67.85/32.71  																														| (401)  ~ (e4 = e0)
% 67.85/32.71  																														|
% 67.85/32.71  																														| Simplifying 401 yields:
% 67.85/32.71  																														| (49)  ~ (e4 = e0)
% 67.85/32.71  																														|
% 67.85/32.71  																														| Equations (978) can reduce 525 to:
% 67.85/32.71  																														| (541)  ~ (e3 = e0)
% 67.85/32.71  																														|
% 67.85/32.71  																														| Simplifying 541 yields:
% 67.85/32.71  																														| (80)  ~ (e3 = e0)
% 67.85/32.71  																														|
% 67.85/32.71  																														| From (978) and (66) follows:
% 67.85/32.71  																														| (52707) op(e0, e0) = all_0_21_21
% 67.85/32.71  																														|
% 67.85/32.71  																														+-Applying beta-rule and splitting (62553), into two cases.
% 67.85/32.71  																														|-Branch one:
% 67.85/32.71  																														| (2336) all_0_55_55 = e3
% 67.85/32.71  																														|
% 67.85/32.71  																															| Combining equations (2336,22237) yields a new equation:
% 67.85/32.72  																															| (117019) all_0_1_1 = e3
% 67.85/32.72  																															|
% 67.85/32.72  																															| Equations (2336) can reduce 191 to:
% 67.85/32.72  																															| (1898)  ~ (all_0_41_41 = e3)
% 67.85/32.72  																															|
% 67.85/32.72  																															| Equations (2336) can reduce 58 to:
% 67.85/32.72  																															| (409)  ~ (all_0_46_46 = e3)
% 67.85/32.72  																															|
% 67.85/32.72  																															| Equations (2336) can reduce 304 to:
% 67.85/32.72  																															| (212)  ~ (e3 = e2)
% 67.85/32.72  																															|
% 67.85/32.72  																															| Equations (2336) can reduce 632 to:
% 67.85/32.72  																															| (213)  ~ (e3 = e1)
% 67.85/32.72  																															|
% 67.85/32.72  																															| Equations (2336) can reduce 803 to:
% 67.85/32.72  																															| (80)  ~ (e3 = e0)
% 67.85/32.72  																															|
% 67.85/32.72  																															| From (2336) and (187) follows:
% 67.85/32.72  																															| (84862) op(e3, e3) = all_0_32_32
% 67.85/32.72  																															|
% 67.85/32.72  																															| From (2336) and (74) follows:
% 67.85/32.72  																															| (2208) op(e0, e3) = e3
% 67.85/32.72  																															|
% 67.85/32.72  																															| Instantiating formula (29) with e3, e3, all_0_32_32, all_0_41_41 and discharging atoms op(e3, e3) = all_0_32_32, op(e3, e3) = all_0_41_41, yields:
% 67.85/32.73  																															| (84875) all_0_32_32 = all_0_41_41
% 67.85/32.73  																															|
% 67.85/32.73  																															| Instantiating formula (29) with e2, e3, all_0_23_23, all_0_46_46 and discharging atoms op(e2, e3) = all_0_23_23, op(e2, e3) = all_0_46_46, yields:
% 67.85/32.73  																															| (52204) all_0_23_23 = all_0_46_46
% 67.85/32.73  																															|
% 67.85/32.73  																															| Instantiating formula (29) with e0, e0, all_0_33_33, all_0_21_21 and discharging atoms op(e0, e0) = all_0_21_21, op(e0, e0) = all_0_33_33, yields:
% 67.85/32.73  																															| (8825) all_0_21_21 = all_0_33_33
% 67.85/32.73  																															|
% 67.85/32.73  																															| Instantiating formula (29) with e0, e0, e2, all_0_21_21 and discharging atoms op(e0, e0) = all_0_21_21, op(e0, e0) = e2, yields:
% 67.85/32.73  																															| (4269) all_0_21_21 = e2
% 67.85/32.73  																															|
% 67.85/32.73  																															| Combining equations (4269,8825) yields a new equation:
% 67.85/32.73  																															| (688) all_0_33_33 = e2
% 67.85/32.73  																															|
% 67.85/32.73  																															| From (84875) and (84862) follows:
% 67.85/32.73  																															| (219) op(e3, e3) = all_0_41_41
% 67.85/32.73  																															|
% 67.85/32.73  																															| From (52204) and (52128) follows:
% 67.85/32.73  																															| (120) op(e2, e3) = all_0_46_46
% 67.85/32.73  																															|
% 67.85/32.73  																															| From (688) and (682) follows:
% 67.85/32.73  																															| (628) op(e0, e0) = e2
% 67.85/32.73  																															|
% 67.85/32.73  																															+-Applying beta-rule and splitting (168), into two cases.
% 67.85/32.73  																															|-Branch one:
% 67.85/32.73  																															| (415) all_0_50_50 = e3
% 67.85/32.73  																															|
% 67.85/32.73  																																| Combining equations (378,415) yields a new equation:
% 67.85/32.73  																																| (662) e3 = e2
% 67.85/32.73  																																|
% 67.85/32.73  																																| Equations (662) can reduce 212 to:
% 67.85/32.73  																																| (266) $false
% 67.85/32.73  																																|
% 67.85/32.73  																																|-The branch is then unsatisfiable
% 67.85/32.73  																															|-Branch two:
% 67.85/32.73  																															| (411)  ~ (all_0_50_50 = e3)
% 67.85/32.73  																															| (418) all_0_51_51 = e3 | all_0_53_53 = e3
% 67.85/32.73  																															|
% 67.85/32.73  																																| Equations (378) can reduce 411 to:
% 67.85/32.73  																																| (626)  ~ (e3 = e2)
% 67.85/32.73  																																|
% 67.85/32.73  																																| Simplifying 626 yields:
% 67.85/32.73  																																| (212)  ~ (e3 = e2)
% 67.85/32.73  																																|
% 67.85/32.73  																																+-Applying beta-rule and splitting (113), into two cases.
% 67.85/32.73  																																|-Branch one:
% 67.85/32.73  																																| (403) all_0_41_41 = e3
% 67.85/32.73  																																|
% 67.85/32.73  																																	| Equations (403) can reduce 1898 to:
% 67.85/32.73  																																	| (266) $false
% 67.85/32.73  																																	|
% 67.85/32.73  																																	|-The branch is then unsatisfiable
% 67.85/32.73  																																|-Branch two:
% 67.85/32.73  																																| (1898)  ~ (all_0_41_41 = e3)
% 67.85/32.73  																																| (1899) all_0_42_42 = e3 | all_0_44_44 = e3
% 67.85/32.73  																																|
% 67.85/32.73  																																	+-Applying beta-rule and splitting (7), into two cases.
% 67.85/32.73  																																	|-Branch one:
% 67.85/32.73  																																	| (504) all_0_51_51 = e2
% 67.85/32.73  																																	|
% 67.85/32.73  																																		| Equations (504) can reduce 1099 to:
% 67.85/32.73  																																		| (266) $false
% 67.85/32.73  																																		|
% 67.85/32.73  																																		|-The branch is then unsatisfiable
% 67.85/32.73  																																	|-Branch two:
% 67.85/32.73  																																	| (1099)  ~ (all_0_51_51 = e2)
% 67.85/32.73  																																	| (1100) all_0_51_51 = e4 | all_0_51_51 = e3 | all_0_51_51 = e1
% 67.85/32.73  																																	|
% 67.85/32.73  																																		+-Applying beta-rule and splitting (112), into two cases.
% 67.85/32.73  																																		|-Branch one:
% 67.85/32.73  																																		| (635) all_0_44_44 = e1
% 67.85/32.73  																																		|
% 67.85/32.73  																																			| Equations (635) can reduce 149 to:
% 67.85/32.73  																																			| (457)  ~ (all_0_41_41 = e1)
% 67.85/32.73  																																			|
% 67.85/32.73  																																			| Equations (635) can reduce 73 to:
% 67.85/32.73  																																			| (1380)  ~ (all_0_42_42 = e1)
% 67.85/32.73  																																			|
% 67.85/32.73  																																			| Equations (635) can reduce 220 to:
% 67.85/32.73  																																			| (1458)  ~ (all_0_53_53 = e1)
% 67.85/32.73  																																			|
% 67.85/32.73  																																			| Simplifying 1458 yields:
% 67.85/32.73  																																			| (1459)  ~ (all_0_53_53 = e1)
% 67.85/32.73  																																			|
% 67.85/32.73  																																			| Equations (635) can reduce 1390 to:
% 67.85/32.73  																																			| (602)  ~ (e4 = e1)
% 67.85/32.73  																																			|
% 67.85/32.73  																																			| Simplifying 602 yields:
% 67.85/32.73  																																			| (110)  ~ (e4 = e1)
% 67.85/32.73  																																			|
% 67.85/32.73  																																			| Equations (635) can reduce 147 to:
% 67.85/32.74  																																			| (604)  ~ (e2 = e1)
% 67.85/32.74  																																			|
% 67.85/32.74  																																			| Simplifying 604 yields:
% 67.85/32.74  																																			| (122)  ~ (e2 = e1)
% 67.85/32.74  																																			|
% 67.85/32.74  																																			| From (635) and (204) follows:
% 67.85/32.74  																																			| (17689) op(e1, e3) = all_0_11_11
% 67.85/32.74  																																			|
% 67.85/32.74  																																			+-Applying beta-rule and splitting (27), into two cases.
% 67.85/32.74  																																			|-Branch one:
% 67.85/32.74  																																			| (437) all_0_41_41 = e4
% 67.85/32.74  																																			|
% 67.85/32.74  																																				| Equations (437) can reduce 214 to:
% 67.85/32.74  																																				| (1901)  ~ (all_0_42_42 = e4)
% 67.85/32.74  																																				|
% 67.85/32.74  																																				| Simplifying 1901 yields:
% 67.85/32.74  																																				| (1890)  ~ (all_0_42_42 = e4)
% 67.85/32.74  																																				|
% 67.85/32.74  																																				| Equations (437) can reduce 85 to:
% 67.85/32.74  																																				| (48)  ~ (e4 = e2)
% 67.85/32.74  																																				|
% 67.85/32.74  																																				| Equations (437) can reduce 457 to:
% 67.85/32.74  																																				| (110)  ~ (e4 = e1)
% 67.95/32.74  																																				|
% 67.95/32.74  																																				| Equations (437) can reduce 357 to:
% 67.95/32.74  																																				| (49)  ~ (e4 = e0)
% 67.95/32.74  																																				|
% 67.95/32.74  																																				| From (437) and (219) follows:
% 67.95/32.74  																																				| (1913) op(e3, e3) = e4
% 67.95/32.74  																																				|
% 67.95/32.74  																																				+-Applying beta-rule and splitting (18), into two cases.
% 67.95/32.74  																																				|-Branch one:
% 67.95/32.74  																																				| (453) all_0_41_41 = e1
% 67.95/32.74  																																				|
% 67.95/32.74  																																					| Combining equations (437,453) yields a new equation:
% 67.95/32.74  																																					| (636) e4 = e1
% 67.95/32.74  																																					|
% 67.95/32.74  																																					| Simplifying 636 yields:
% 67.95/32.74  																																					| (630) e4 = e1
% 67.95/32.74  																																					|
% 67.95/32.74  																																					| Equations (630) can reduce 110 to:
% 67.95/32.74  																																					| (266) $false
% 67.95/32.74  																																					|
% 67.95/32.74  																																					|-The branch is then unsatisfiable
% 67.95/32.74  																																				|-Branch two:
% 67.95/32.74  																																				| (457)  ~ (all_0_41_41 = e1)
% 67.95/32.74  																																				| (595) all_0_46_46 = e1 | all_0_50_50 = e1 | all_0_55_55 = e1
% 67.95/32.74  																																				|
% 67.95/32.74  																																					+-Applying beta-rule and splitting (160), into two cases.
% 67.95/32.74  																																					|-Branch one:
% 67.95/32.74  																																					| (601) all_0_50_50 = e1
% 67.95/32.74  																																					|
% 67.95/32.74  																																						| Combining equations (378,601) yields a new equation:
% 67.95/32.74  																																						| (616) e2 = e1
% 67.95/32.74  																																						|
% 67.95/32.74  																																						| Simplifying 616 yields:
% 67.95/32.74  																																						| (617) e2 = e1
% 67.95/32.74  																																						|
% 67.95/32.74  																																						| Equations (617) can reduce 122 to:
% 67.95/32.74  																																						| (266) $false
% 67.95/32.74  																																						|
% 67.95/32.74  																																						|-The branch is then unsatisfiable
% 67.95/32.74  																																					|-Branch two:
% 67.95/32.74  																																					| (759)  ~ (all_0_50_50 = e1)
% 67.95/32.74  																																					| (1168) all_0_51_51 = e1 | all_0_52_52 = e1 | all_0_53_53 = e1
% 67.95/32.74  																																					|
% 67.95/32.74  																																						| Equations (378) can reduce 759 to:
% 67.95/32.74  																																						| (122)  ~ (e2 = e1)
% 67.95/32.74  																																						|
% 67.95/32.74  																																						+-Applying beta-rule and splitting (164), into two cases.
% 67.95/32.74  																																						|-Branch one:
% 67.95/32.74  																																						| (471) all_0_39_39 = e4
% 67.95/32.74  																																						|
% 67.95/32.74  																																							| Combining equations (317,471) yields a new equation:
% 67.95/32.74  																																							| (323) e4 = e2
% 67.95/32.74  																																							|
% 67.95/32.74  																																							| Equations (323) can reduce 48 to:
% 67.95/32.74  																																							| (266) $false
% 67.95/32.74  																																							|
% 67.95/32.74  																																							|-The branch is then unsatisfiable
% 67.95/32.74  																																						|-Branch two:
% 67.95/32.74  																																						| (1377)  ~ (all_0_39_39 = e4)
% 67.95/32.74  																																						| (2115) all_0_42_42 = e4 | all_0_47_47 = e4 | all_0_51_51 = e4 | all_0_56_56 = e4
% 67.95/32.74  																																						|
% 67.95/32.74  																																							+-Applying beta-rule and splitting (189), into two cases.
% 67.95/32.74  																																							|-Branch one:
% 67.95/32.74  																																							| (532) all_0_44_44 = e3
% 67.95/32.74  																																							|
% 67.95/32.74  																																								| Combining equations (635,532) yields a new equation:
% 67.95/32.74  																																								| (455) e3 = e1
% 67.95/32.74  																																								|
% 67.95/32.74  																																								| Equations (455) can reduce 213 to:
% 67.95/32.74  																																								| (266) $false
% 67.95/32.74  																																								|
% 67.95/32.74  																																								|-The branch is then unsatisfiable
% 67.95/32.74  																																							|-Branch two:
% 67.95/32.74  																																							| (407)  ~ (all_0_44_44 = e3)
% 67.95/32.74  																																							| (537) all_0_49_49 = e3 | all_0_53_53 = e3 | all_0_58_58 = e3
% 67.95/32.74  																																							|
% 67.95/32.74  																																								| Equations (635) can reduce 407 to:
% 67.95/32.74  																																								| (467)  ~ (e3 = e1)
% 67.95/32.74  																																								|
% 67.95/32.74  																																								| Simplifying 467 yields:
% 67.95/32.74  																																								| (213)  ~ (e3 = e1)
% 67.95/32.74  																																								|
% 67.95/32.74  																																								+-Applying beta-rule and splitting (2115), into two cases.
% 67.95/32.74  																																								|-Branch one:
% 67.95/32.74  																																								| (1392) all_0_42_42 = e4
% 67.95/32.74  																																								|
% 67.95/32.74  																																									| Equations (1392) can reduce 1890 to:
% 67.95/32.74  																																									| (266) $false
% 67.95/32.74  																																									|
% 67.95/32.74  																																									|-The branch is then unsatisfiable
% 67.95/32.74  																																								|-Branch two:
% 67.95/32.74  																																								| (1890)  ~ (all_0_42_42 = e4)
% 67.95/32.74  																																								| (2246) all_0_47_47 = e4 | all_0_51_51 = e4 | all_0_56_56 = e4
% 67.95/32.74  																																								|
% 67.95/32.74  																																									+-Applying beta-rule and splitting (2246), into two cases.
% 67.95/32.74  																																									|-Branch one:
% 67.95/32.74  																																									| (1790) all_0_47_47 = e4
% 67.95/32.74  																																									|
% 67.95/32.74  																																										| Equations (1790) can reduce 224 to:
% 67.95/32.74  																																										| (474)  ~ (all_0_51_51 = e4)
% 67.95/32.74  																																										|
% 67.95/32.74  																																										| Simplifying 474 yields:
% 67.95/32.74  																																										| (475)  ~ (all_0_51_51 = e4)
% 67.95/32.74  																																										|
% 67.95/32.74  																																										| From (1790) and (23) follows:
% 67.95/32.74  																																										| (61903) op(e2, e2) = e4
% 67.95/32.74  																																										|
% 67.95/32.74  																																										+-Applying beta-rule and splitting (135), into two cases.
% 67.95/32.74  																																										|-Branch one:
% 67.95/32.74  																																										| (545) all_0_46_46 = e1
% 67.95/32.74  																																										|
% 67.95/32.74  																																											| Equations (545) can reduce 409 to:
% 67.95/32.74  																																											| (467)  ~ (e3 = e1)
% 67.95/32.74  																																											|
% 67.95/32.74  																																											| Simplifying 467 yields:
% 67.95/32.74  																																											| (213)  ~ (e3 = e1)
% 67.95/32.74  																																											|
% 67.95/32.74  																																											| From (545) and (33) follows:
% 67.95/32.74  																																											| (2104) op(e1, e3) = all_0_16_16
% 67.95/32.74  																																											|
% 67.95/32.74  																																											| From (545) and (179) follows:
% 67.95/32.74  																																											| (5636) op(e1, e2) = all_0_15_15
% 67.95/32.74  																																											|
% 67.95/32.74  																																											| From (545) and (120) follows:
% 67.95/32.74  																																											| (2105) op(e2, e3) = e1
% 67.95/32.74  																																											|
% 67.95/32.74  																																											+-Applying beta-rule and splitting (1899), into two cases.
% 67.95/32.74  																																											|-Branch one:
% 67.95/32.74  																																											| (516) all_0_42_42 = e3
% 67.95/32.74  																																											|
% 67.95/32.74  																																												| Equations (516) can reduce 61 to:
% 67.95/32.74  																																												| (1925)  ~ (all_0_51_51 = e3)
% 67.95/32.74  																																												|
% 67.95/32.74  																																												| Simplifying 1925 yields:
% 67.95/32.74  																																												| (664)  ~ (all_0_51_51 = e3)
% 67.95/32.74  																																												|
% 67.95/32.74  																																												| From (516) and (226) follows:
% 67.95/32.74  																																												| (5629) op(e3, e3) = all_0_7_7
% 67.95/32.74  																																												|
% 67.95/32.74  																																												+-Applying beta-rule and splitting (418), into two cases.
% 67.95/32.74  																																												|-Branch one:
% 67.95/32.74  																																												| (660) all_0_51_51 = e3
% 67.95/32.74  																																												|
% 67.95/32.74  																																													| Equations (660) can reduce 664 to:
% 67.95/32.74  																																													| (266) $false
% 67.95/32.74  																																													|
% 67.95/32.74  																																													|-The branch is then unsatisfiable
% 67.95/32.74  																																												|-Branch two:
% 67.95/32.74  																																												| (664)  ~ (all_0_51_51 = e3)
% 67.95/32.74  																																												| (665) all_0_53_53 = e3
% 67.95/32.74  																																												|
% 67.95/32.74  																																													| Equations (665) can reduce 6 to:
% 67.95/32.74  																																													| (664)  ~ (all_0_51_51 = e3)
% 67.95/32.74  																																													|
% 67.95/32.74  																																													+-Applying beta-rule and splitting (1100), into two cases.
% 67.95/32.74  																																													|-Branch one:
% 67.95/32.74  																																													| (1101) all_0_51_51 = e4
% 67.95/32.74  																																													|
% 67.95/32.74  																																														| Equations (1101) can reduce 475 to:
% 67.95/32.74  																																														| (266) $false
% 67.95/32.74  																																														|
% 67.95/32.74  																																														|-The branch is then unsatisfiable
% 67.95/32.74  																																													|-Branch two:
% 67.95/32.74  																																													| (475)  ~ (all_0_51_51 = e4)
% 67.95/32.74  																																													| (1104) all_0_51_51 = e3 | all_0_51_51 = e1
% 67.95/32.74  																																													|
% 67.95/32.74  																																														+-Applying beta-rule and splitting (1104), into two cases.
% 67.95/32.74  																																														|-Branch one:
% 67.95/32.74  																																														| (1109) all_0_51_51 = e1
% 67.95/32.74  																																														|
% 67.95/32.74  																																															| Equations (1109) can reduce 1099 to:
% 67.95/32.74  																																															| (604)  ~ (e2 = e1)
% 67.95/32.74  																																															|
% 67.95/32.74  																																															| Simplifying 604 yields:
% 67.95/32.74  																																															| (122)  ~ (e2 = e1)
% 67.95/32.74  																																															|
% 67.95/32.74  																																															| Equations (1109) can reduce 115 to:
% 67.95/32.74  																																															| (233)  ~ (e1 = e0)
% 67.95/32.74  																																															|
% 67.95/32.74  																																															| From (1109) and (177) follows:
% 67.95/32.74  																																															| (4211) op(e1, e2) = all_0_25_25
% 67.95/32.74  																																															|
% 67.95/32.74  																																															| From (1109) and (186) follows:
% 67.95/32.74  																																															| (699) op(e1, e2) = e1
% 67.95/32.74  																																															|
% 67.95/32.74  																																															| Instantiating formula (29) with e3, e3, e4, all_0_7_7 and discharging atoms op(e3, e3) = all_0_7_7, op(e3, e3) = e4, yields:
% 67.95/32.74  																																															| (15433) all_0_7_7 = e4
% 67.95/32.74  																																															|
% 67.95/32.74  																																															| Instantiating formula (29) with e1, e3, all_0_11_11, e2 and discharging atoms op(e1, e3) = all_0_11_11, op(e1, e3) = e2, yields:
% 67.95/32.75  																																															| (117126) all_0_11_11 = e2
% 67.95/32.75  																																															|
% 67.95/32.75  																																															| Instantiating formula (29) with e1, e3, all_0_16_16, all_0_11_11 and discharging atoms op(e1, e3) = all_0_11_11, op(e1, e3) = all_0_16_16, yields:
% 67.95/32.75  																																															| (117127) all_0_11_11 = all_0_16_16
% 67.95/32.75  																																															|
% 67.95/32.75  																																															| Instantiating formula (29) with e1, e2, all_0_25_25, all_0_15_15 and discharging atoms op(e1, e2) = all_0_15_15, op(e1, e2) = all_0_25_25, yields:
% 67.95/32.75  																																															| (117128) all_0_15_15 = all_0_25_25
% 67.95/32.75  																																															|
% 67.95/32.75  																																															| Instantiating formula (29) with e1, e2, e1, all_0_15_15 and discharging atoms op(e1, e2) = all_0_15_15, op(e1, e2) = e1, yields:
% 67.95/32.75  																																															| (117129) all_0_15_15 = e1
% 67.95/32.75  																																															|
% 67.95/32.76  																																															| Combining equations (117126,117127) yields a new equation:
% 67.95/32.76  																																															| (9639) all_0_16_16 = e2
% 67.95/32.76  																																															|
% 67.95/32.77  																																															| Combining equations (117128,117129) yields a new equation:
% 67.95/32.77  																																															| (117131) all_0_25_25 = e1
% 67.95/32.77  																																															|
% 67.95/32.78  																																															| Simplifying 117131 yields:
% 67.95/32.78  																																															| (4271) all_0_25_25 = e1
% 67.95/32.78  																																															|
% 67.95/32.78  																																															| From (15433) and (5629) follows:
% 67.95/32.78  																																															| (1913) op(e3, e3) = e4
% 67.95/32.78  																																															|
% 67.95/32.78  																																															| From (9639) and (2104) follows:
% 67.95/32.78  																																															| (26152) op(e1, e3) = e2
% 67.95/32.78  																																															|
% 67.95/32.78  																																															| From (4271) and (4211) follows:
% 67.95/32.78  																																															| (699) op(e1, e2) = e1
% 67.95/32.78  																																															|
% 67.95/32.78  																																															+-Applying beta-rule and splitting (56), into two cases.
% 67.95/32.78  																																															|-Branch one:
% 67.95/32.78  																																															| (696) unit = e2
% 67.95/32.78  																																															|
% 67.95/32.78  																																																| From (696) and (244) follows:
% 67.95/32.78  																																																| (264) op(e2, e4) = e4
% 67.95/32.78  																																																|
% 67.95/32.78  																																																| From (696) and (24) follows:
% 67.95/32.78  																																																| (697) op(e2, e3) = e3
% 67.95/32.78  																																																|
% 67.95/32.78  																																																| From (696) and (32) follows:
% 67.95/32.78  																																																| (698) op(e2, e2) = e2
% 67.95/32.78  																																																|
% 67.95/32.78  																																																| Instantiating formula (29) with e2, e4, e4, e3 and discharging atoms op(e2, e4) = e4, op(e2, e4) = e3, yields:
% 67.95/32.78  																																																| (425) e4 = e3
% 67.95/32.78  																																																|
% 67.95/32.78  																																																| Instantiating formula (29) with e2, e3, e3, e1 and discharging atoms op(e2, e3) = e3, op(e2, e3) = e1, yields:
% 67.95/32.78  																																																| (455) e3 = e1
% 67.95/32.78  																																																|
% 67.95/32.78  																																																| Instantiating formula (29) with e2, e2, e2, e4 and discharging atoms op(e2, e2) = e4, op(e2, e2) = e2, yields:
% 67.95/32.78  																																																| (323) e4 = e2
% 67.95/32.78  																																																|
% 67.95/32.78  																																																| Combining equations (323,425) yields a new equation:
% 67.95/32.78  																																																| (662) e3 = e2
% 67.95/32.78  																																																|
% 67.95/32.78  																																																| Combining equations (662,455) yields a new equation:
% 67.95/32.78  																																																| (616) e2 = e1
% 67.95/32.78  																																																|
% 67.95/32.78  																																																| Simplifying 616 yields:
% 67.95/32.78  																																																| (617) e2 = e1
% 67.95/32.78  																																																|
% 67.95/32.78  																																																| Equations (617) can reduce 122 to:
% 67.95/32.78  																																																| (266) $false
% 67.95/32.78  																																																|
% 67.95/32.78  																																																|-The branch is then unsatisfiable
% 67.95/32.78  																																															|-Branch two:
% 67.95/32.78  																																															| (707)  ~ (unit = e2)
% 67.95/32.78  																																															| (708) unit = e4 | unit = e3 | unit = e1 | unit = e0
% 67.95/32.78  																																															|
% 67.95/32.78  																																																+-Applying beta-rule and splitting (708), into two cases.
% 67.95/32.78  																																																|-Branch one:
% 67.95/32.78  																																																| (709) unit = e4
% 67.95/32.78  																																																|
% 67.95/32.78  																																																	| From (709) and (24) follows:
% 67.95/32.78  																																																	| (33325) op(e4, e3) = e3
% 67.95/32.78  																																																	|
% 67.95/32.78  																																																	| From (709) and (211) follows:
% 67.95/32.78  																																																	| (22527) op(e4, e1) = e1
% 67.95/32.78  																																																	|
% 67.95/32.78  																																																	| Instantiating formula (29) with e4, e3, e3, e0 and discharging atoms op(e4, e3) = e3, op(e4, e3) = e0, yields:
% 67.95/32.78  																																																	| (676) e3 = e0
% 67.95/32.78  																																																	|
% 67.95/32.78  																																																	| Instantiating formula (29) with e4, e1, e1, e3 and discharging atoms op(e4, e1) = e3, op(e4, e1) = e1, yields:
% 67.95/32.78  																																																	| (455) e3 = e1
% 67.95/32.78  																																																	|
% 67.95/32.78  																																																	| Combining equations (455,676) yields a new equation:
% 67.95/32.78  																																																	| (546) e1 = e0
% 67.95/32.78  																																																	|
% 67.95/32.78  																																																	| Simplifying 546 yields:
% 67.95/32.78  																																																	| (431) e1 = e0
% 67.95/32.78  																																																	|
% 67.95/32.78  																																																	| Equations (431) can reduce 233 to:
% 67.95/32.78  																																																	| (266) $false
% 67.95/32.78  																																																	|
% 67.95/32.78  																																																	|-The branch is then unsatisfiable
% 67.95/32.78  																																																|-Branch two:
% 67.95/32.78  																																																| (724)  ~ (unit = e4)
% 67.95/32.78  																																																| (725) unit = e3 | unit = e1 | unit = e0
% 67.95/32.78  																																																|
% 67.95/32.78  																																																	+-Applying beta-rule and splitting (725), into two cases.
% 67.95/32.78  																																																	|-Branch one:
% 67.95/32.78  																																																	| (726) unit = e0
% 67.95/32.78  																																																	|
% 67.95/32.78  																																																		| Equations (726) can reduce 707 to:
% 67.95/32.78  																																																		| (365)  ~ (e2 = e0)
% 67.95/32.78  																																																		|
% 67.95/32.78  																																																		| Simplifying 365 yields:
% 67.95/32.78  																																																		| (128)  ~ (e2 = e0)
% 67.95/32.78  																																																		|
% 67.95/32.78  																																																		| From (726) and (42) follows:
% 67.95/32.78  																																																		| (728) op(e0, e0) = e0
% 67.95/32.78  																																																		|
% 67.95/32.78  																																																		| Instantiating formula (29) with e0, e0, e0, e2 and discharging atoms op(e0, e0) = e2, op(e0, e0) = e0, yields:
% 67.95/32.78  																																																		| (330) e2 = e0
% 67.95/32.78  																																																		|
% 67.95/32.78  																																																		| Equations (330) can reduce 128 to:
% 67.95/32.78  																																																		| (266) $false
% 67.95/32.78  																																																		|
% 67.95/32.78  																																																		|-The branch is then unsatisfiable
% 67.95/32.78  																																																	|-Branch two:
% 67.95/32.78  																																																	| (734)  ~ (unit = e0)
% 67.95/32.78  																																																	| (735) unit = e3 | unit = e1
% 67.95/32.78  																																																	|
% 67.95/32.78  																																																		+-Applying beta-rule and splitting (735), into two cases.
% 67.95/32.78  																																																		|-Branch one:
% 67.95/32.78  																																																		| (736) unit = e1
% 67.95/32.78  																																																		|
% 67.95/32.78  																																																			| Equations (736) can reduce 734 to:
% 67.95/32.78  																																																			| (233)  ~ (e1 = e0)
% 67.95/32.78  																																																			|
% 67.95/32.78  																																																			| From (736) and (244) follows:
% 67.95/32.78  																																																			| (738) op(e1, e4) = e4
% 67.95/32.78  																																																			|
% 67.95/32.78  																																																			| From (736) and (24) follows:
% 67.95/32.78  																																																			| (1934) op(e1, e3) = e3
% 67.95/32.78  																																																			|
% 67.95/32.78  																																																			| From (736) and (15) follows:
% 67.95/32.78  																																																			| (515) op(e1, e2) = e2
% 67.95/32.78  																																																			|
% 67.95/32.78  																																																			| From (736) and (227) follows:
% 67.95/32.78  																																																			| (739) op(e4, e1) = e4
% 67.95/32.78  																																																			|
% 67.95/32.78  																																																			| Instantiating formula (29) with e4, e1, e4, e3 and discharging atoms op(e4, e1) = e4, op(e4, e1) = e3, yields:
% 67.95/32.78  																																																			| (425) e4 = e3
% 67.95/32.78  																																																			|
% 67.95/32.78  																																																			| Instantiating formula (29) with e1, e4, e4, e0 and discharging atoms op(e1, e4) = e4, op(e1, e4) = e0, yields:
% 67.95/32.78  																																																			| (397) e4 = e0
% 67.95/32.78  																																																			|
% 67.95/32.78  																																																			| Instantiating formula (29) with e1, e3, e3, e2 and discharging atoms op(e1, e3) = e3, op(e1, e3) = e2, yields:
% 67.95/32.78  																																																			| (662) e3 = e2
% 67.95/32.78  																																																			|
% 67.95/32.78  																																																			| Instantiating formula (29) with e1, e2, e2, e1 and discharging atoms op(e1, e2) = e2, op(e1, e2) = e1, yields:
% 67.95/32.78  																																																			| (617) e2 = e1
% 67.95/32.78  																																																			|
% 67.95/32.78  																																																			| Combining equations (425,397) yields a new equation:
% 67.95/32.78  																																																			| (675) e3 = e0
% 67.95/32.78  																																																			|
% 67.95/32.78  																																																			| Simplifying 675 yields:
% 67.95/32.78  																																																			| (676) e3 = e0
% 67.95/32.78  																																																			|
% 67.95/32.78  																																																			| Combining equations (662,676) yields a new equation:
% 67.95/32.78  																																																			| (391) e2 = e0
% 67.95/32.78  																																																			|
% 67.95/32.78  																																																			| Simplifying 391 yields:
% 67.95/32.78  																																																			| (330) e2 = e0
% 67.95/32.78  																																																			|
% 67.95/32.78  																																																			| Combining equations (330,617) yields a new equation:
% 67.95/32.78  																																																			| (431) e1 = e0
% 67.95/32.78  																																																			|
% 67.95/32.78  																																																			| Equations (431) can reduce 233 to:
% 67.95/32.78  																																																			| (266) $false
% 67.95/32.78  																																																			|
% 67.95/32.78  																																																			|-The branch is then unsatisfiable
% 67.95/32.78  																																																		|-Branch two:
% 67.95/32.78  																																																		| (748)  ~ (unit = e1)
% 67.95/32.78  																																																		| (749) unit = e3
% 67.95/32.78  																																																		|
% 67.95/32.78  																																																			| From (749) and (244) follows:
% 67.95/32.78  																																																			| (750) op(e3, e4) = e4
% 67.95/32.78  																																																			|
% 67.95/32.78  																																																			| From (749) and (227) follows:
% 67.95/32.78  																																																			| (22570) op(e4, e3) = e4
% 67.95/32.78  																																																			|
% 67.95/32.78  																																																			| From (749) and (40) follows:
% 67.95/32.78  																																																			| (3715) op(e3, e3) = e3
% 67.95/32.78  																																																			|
% 67.95/32.78  																																																			| From (749) and (28) follows:
% 67.95/32.78  																																																			| (2235) op(e1, e3) = e1
% 67.95/32.78  																																																			|
% 67.95/32.78  																																																			| Instantiating formula (29) with e4, e3, e4, e0 and discharging atoms op(e4, e3) = e4, op(e4, e3) = e0, yields:
% 67.95/32.78  																																																			| (397) e4 = e0
% 67.95/32.78  																																																			|
% 67.95/32.78  																																																			| Instantiating formula (29) with e3, e4, e4, e2 and discharging atoms op(e3, e4) = e4, op(e3, e4) = e2, yields:
% 67.95/32.78  																																																			| (323) e4 = e2
% 67.95/32.78  																																																			|
% 67.95/32.78  																																																			| Instantiating formula (29) with e3, e3, e3, e4 and discharging atoms op(e3, e3) = e4, op(e3, e3) = e3, yields:
% 67.95/32.78  																																																			| (425) e4 = e3
% 67.95/32.78  																																																			|
% 67.95/32.78  																																																			| Instantiating formula (29) with e1, e3, e1, e2 and discharging atoms op(e1, e3) = e2, op(e1, e3) = e1, yields:
% 67.95/32.78  																																																			| (617) e2 = e1
% 67.95/32.78  																																																			|
% 67.95/32.78  																																																			| Combining equations (323,425) yields a new equation:
% 67.95/32.78  																																																			| (662) e3 = e2
% 67.95/32.78  																																																			|
% 67.95/32.78  																																																			| Combining equations (397,425) yields a new equation:
% 67.95/32.78  																																																			| (676) e3 = e0
% 67.95/32.78  																																																			|
% 67.95/32.78  																																																			| Combining equations (676,662) yields a new equation:
% 67.95/32.78  																																																			| (330) e2 = e0
% 67.95/32.78  																																																			|
% 67.95/32.78  																																																			| Combining equations (330,617) yields a new equation:
% 67.95/32.78  																																																			| (431) e1 = e0
% 67.95/32.78  																																																			|
% 67.95/32.78  																																																			| Equations (431) can reduce 233 to:
% 67.95/32.78  																																																			| (266) $false
% 67.95/32.78  																																																			|
% 67.95/32.78  																																																			|-The branch is then unsatisfiable
% 67.95/32.78  																																														|-Branch two:
% 67.95/32.78  																																														| (464)  ~ (all_0_51_51 = e1)
% 67.95/32.78  																																														| (660) all_0_51_51 = e3
% 67.95/32.78  																																														|
% 67.95/32.78  																																															| Equations (660) can reduce 664 to:
% 67.95/32.78  																																															| (266) $false
% 67.95/32.78  																																															|
% 67.95/32.78  																																															|-The branch is then unsatisfiable
% 67.95/32.78  																																											|-Branch two:
% 67.95/32.78  																																											| (405)  ~ (all_0_42_42 = e3)
% 67.95/32.78  																																											| (532) all_0_44_44 = e3
% 67.95/32.78  																																											|
% 67.95/32.78  																																												| Combining equations (635,532) yields a new equation:
% 67.95/32.78  																																												| (455) e3 = e1
% 67.95/32.78  																																												|
% 67.95/32.78  																																												| Equations (455) can reduce 213 to:
% 67.95/32.78  																																												| (266) $false
% 67.95/32.78  																																												|
% 67.95/32.78  																																												|-The branch is then unsatisfiable
% 67.95/32.78  																																										|-Branch two:
% 67.95/32.78  																																										| (549)  ~ (all_0_46_46 = e1)
% 67.95/32.78  																																										| (550) all_0_47_47 = e1 | all_0_48_48 = e1 | all_0_49_49 = e1
% 67.95/32.78  																																										|
% 67.95/32.78  																																											+-Applying beta-rule and splitting (595), into two cases.
% 67.95/32.78  																																											|-Branch one:
% 67.95/32.78  																																											| (545) all_0_46_46 = e1
% 67.95/32.78  																																											|
% 67.95/32.78  																																												| Equations (545) can reduce 549 to:
% 67.95/32.78  																																												| (266) $false
% 67.95/32.78  																																												|
% 67.95/32.78  																																												|-The branch is then unsatisfiable
% 67.95/32.78  																																											|-Branch two:
% 67.95/32.78  																																											| (549)  ~ (all_0_46_46 = e1)
% 67.95/32.78  																																											| (600) all_0_50_50 = e1 | all_0_55_55 = e1
% 67.95/32.78  																																											|
% 67.95/32.78  																																												+-Applying beta-rule and splitting (600), into two cases.
% 67.95/32.78  																																												|-Branch one:
% 67.95/32.78  																																												| (601) all_0_50_50 = e1
% 67.95/32.78  																																												|
% 67.95/32.78  																																													| Combining equations (601,378) yields a new equation:
% 67.95/32.78  																																													| (617) e2 = e1
% 67.95/32.78  																																													|
% 67.95/32.78  																																													| Equations (617) can reduce 122 to:
% 67.95/32.78  																																													| (266) $false
% 67.95/32.78  																																													|
% 67.95/32.78  																																													|-The branch is then unsatisfiable
% 67.95/32.78  																																												|-Branch two:
% 67.95/32.78  																																												| (759)  ~ (all_0_50_50 = e1)
% 67.95/32.78  																																												| (629) all_0_55_55 = e1
% 67.95/32.78  																																												|
% 67.95/32.78  																																													| Combining equations (2336,629) yields a new equation:
% 67.95/32.78  																																													| (454) e3 = e1
% 67.95/32.78  																																													|
% 67.95/32.78  																																													| Simplifying 454 yields:
% 67.95/32.78  																																													| (455) e3 = e1
% 67.95/32.78  																																													|
% 67.95/32.78  																																													| Equations (455) can reduce 213 to:
% 67.95/32.78  																																													| (266) $false
% 67.95/32.78  																																													|
% 67.95/32.78  																																													|-The branch is then unsatisfiable
% 67.95/32.78  																																									|-Branch two:
% 67.95/32.78  																																									| (252)  ~ (all_0_47_47 = e4)
% 67.95/32.78  																																									| (6548) all_0_51_51 = e4 | all_0_56_56 = e4
% 67.95/32.78  																																									|
% 67.95/32.78  																																										+-Applying beta-rule and splitting (6548), into two cases.
% 67.95/32.78  																																										|-Branch one:
% 67.95/32.78  																																										| (1101) all_0_51_51 = e4
% 67.95/32.78  																																										|
% 67.95/32.78  																																											| Equations (1101) can reduce 475 to:
% 67.95/32.78  																																											| (266) $false
% 67.95/32.78  																																											|
% 67.95/32.78  																																											|-The branch is then unsatisfiable
% 67.95/32.78  																																										|-Branch two:
% 67.95/32.78  																																										| (475)  ~ (all_0_51_51 = e4)
% 67.95/32.78  																																										| (842) all_0_56_56 = e4
% 67.95/32.78  																																										|
% 67.95/32.78  																																											| Combining equations (679,842) yields a new equation:
% 67.95/32.78  																																											| (397) e4 = e0
% 67.95/32.78  																																											|
% 67.95/32.78  																																											| Equations (397) can reduce 49 to:
% 67.95/32.78  																																											| (266) $false
% 67.95/32.78  																																											|
% 67.95/32.78  																																											|-The branch is then unsatisfiable
% 67.95/32.78  																																			|-Branch two:
% 67.95/32.78  																																			| (440)  ~ (all_0_41_41 = e4)
% 67.95/32.78  																																			| (4049) all_0_41_41 = e3 | all_0_41_41 = e1 | all_0_41_41 = e0
% 67.95/32.78  																																			|
% 67.95/32.78  																																				+-Applying beta-rule and splitting (64), into two cases.
% 67.95/32.78  																																				|-Branch one:
% 67.95/32.78  																																				| (437) all_0_41_41 = e4
% 67.95/32.78  																																				|
% 67.95/32.78  																																					| Equations (437) can reduce 440 to:
% 67.95/32.78  																																					| (266) $false
% 67.95/32.78  																																					|
% 67.95/32.78  																																					|-The branch is then unsatisfiable
% 67.95/32.78  																																				|-Branch two:
% 67.95/32.78  																																				| (440)  ~ (all_0_41_41 = e4)
% 67.95/32.78  																																				| (441) all_0_42_42 = e4 | all_0_43_43 = e4 | all_0_44_44 = e4
% 67.95/32.78  																																				|
% 67.95/32.78  																																					+-Applying beta-rule and splitting (18), into two cases.
% 67.95/32.78  																																					|-Branch one:
% 67.95/32.78  																																					| (453) all_0_41_41 = e1
% 67.95/32.78  																																					|
% 67.95/32.78  																																						| Equations (453) can reduce 457 to:
% 67.95/32.78  																																						| (266) $false
% 67.95/32.78  																																						|
% 67.95/32.78  																																						|-The branch is then unsatisfiable
% 67.95/32.78  																																					|-Branch two:
% 67.95/32.78  																																					| (457)  ~ (all_0_41_41 = e1)
% 67.95/32.78  																																					| (595) all_0_46_46 = e1 | all_0_50_50 = e1 | all_0_55_55 = e1
% 67.95/32.78  																																					|
% 67.95/32.78  																																						+-Applying beta-rule and splitting (160), into two cases.
% 67.95/32.78  																																						|-Branch one:
% 67.95/32.78  																																						| (601) all_0_50_50 = e1
% 67.95/32.78  																																						|
% 67.95/32.79  																																							| Combining equations (601,378) yields a new equation:
% 67.95/32.79  																																							| (617) e2 = e1
% 67.95/32.79  																																							|
% 67.95/32.79  																																							| Equations (617) can reduce 122 to:
% 67.95/32.79  																																							| (266) $false
% 67.95/32.79  																																							|
% 67.95/32.79  																																							|-The branch is then unsatisfiable
% 67.95/32.79  																																						|-Branch two:
% 67.95/32.79  																																						| (759)  ~ (all_0_50_50 = e1)
% 67.95/32.79  																																						| (1168) all_0_51_51 = e1 | all_0_52_52 = e1 | all_0_53_53 = e1
% 67.95/32.79  																																						|
% 67.95/32.79  																																							+-Applying beta-rule and splitting (595), into two cases.
% 67.95/32.79  																																							|-Branch one:
% 67.95/32.79  																																							| (545) all_0_46_46 = e1
% 67.95/32.79  																																							|
% 67.95/32.79  																																								| Equations (545) can reduce 43 to:
% 67.95/32.79  																																								| (457)  ~ (all_0_41_41 = e1)
% 67.95/32.79  																																								|
% 67.95/32.79  																																								+-Applying beta-rule and splitting (4049), into two cases.
% 67.95/32.79  																																								|-Branch one:
% 67.95/32.79  																																								| (794) all_0_41_41 = e0
% 67.95/32.79  																																								|
% 67.95/32.79  																																									| Equations (794) can reduce 357 to:
% 67.95/32.79  																																									| (266) $false
% 67.95/32.79  																																									|
% 67.95/32.79  																																									|-The branch is then unsatisfiable
% 67.95/32.79  																																								|-Branch two:
% 67.95/32.79  																																								| (357)  ~ (all_0_41_41 = e0)
% 67.95/32.79  																																								| (4053) all_0_41_41 = e3 | all_0_41_41 = e1
% 67.95/32.79  																																								|
% 67.95/32.79  																																									+-Applying beta-rule and splitting (4053), into two cases.
% 67.95/32.79  																																									|-Branch one:
% 67.95/32.79  																																									| (453) all_0_41_41 = e1
% 67.95/32.79  																																									|
% 67.95/32.79  																																										| Equations (453) can reduce 457 to:
% 67.95/32.79  																																										| (266) $false
% 67.95/32.79  																																										|
% 67.95/32.79  																																										|-The branch is then unsatisfiable
% 67.95/32.79  																																									|-Branch two:
% 67.95/32.79  																																									| (457)  ~ (all_0_41_41 = e1)
% 67.95/32.79  																																									| (403) all_0_41_41 = e3
% 67.95/32.79  																																									|
% 67.95/32.79  																																										| Equations (403) can reduce 1898 to:
% 67.95/32.79  																																										| (266) $false
% 67.95/32.79  																																										|
% 67.95/32.79  																																										|-The branch is then unsatisfiable
% 67.95/32.79  																																							|-Branch two:
% 67.95/32.79  																																							| (549)  ~ (all_0_46_46 = e1)
% 67.95/32.79  																																							| (600) all_0_50_50 = e1 | all_0_55_55 = e1
% 67.95/32.79  																																							|
% 67.95/32.79  																																								+-Applying beta-rule and splitting (196), into two cases.
% 67.95/32.79  																																								|-Branch one:
% 67.95/32.79  																																								| (607) all_0_53_53 = e2
% 67.95/32.79  																																								|
% 67.95/32.79  																																									| Equations (607) can reduce 509 to:
% 67.95/32.79  																																									| (266) $false
% 67.95/32.79  																																									|
% 67.95/32.79  																																									|-The branch is then unsatisfiable
% 67.95/32.79  																																								|-Branch two:
% 67.95/32.79  																																								| (509)  ~ (all_0_53_53 = e2)
% 67.95/32.79  																																								| (610) all_0_53_53 = e4 | all_0_53_53 = e3 | all_0_53_53 = e1
% 67.95/32.79  																																								|
% 67.95/32.79  																																									+-Applying beta-rule and splitting (441), into two cases.
% 67.95/32.79  																																									|-Branch one:
% 67.95/32.79  																																									| (1392) all_0_42_42 = e4
% 67.95/32.79  																																									|
% 67.95/32.79  																																										+-Applying beta-rule and splitting (610), into two cases.
% 67.95/32.79  																																										|-Branch one:
% 67.95/32.79  																																										| (1298) all_0_53_53 = e4
% 67.95/32.79  																																										|
% 67.95/32.79  																																											| Equations (1298) can reduce 1453 to:
% 67.95/32.79  																																											| (266) $false
% 67.95/32.79  																																											|
% 67.95/32.79  																																											|-The branch is then unsatisfiable
% 67.95/32.79  																																										|-Branch two:
% 67.95/32.79  																																										| (1453)  ~ (all_0_53_53 = e4)
% 67.95/32.79  																																										| (1694) all_0_53_53 = e3 | all_0_53_53 = e1
% 67.95/32.79  																																										|
% 67.95/32.79  																																											+-Applying beta-rule and splitting (1694), into two cases.
% 67.95/32.79  																																											|-Branch one:
% 67.95/32.79  																																											| (1208) all_0_53_53 = e1
% 67.95/32.79  																																											|
% 67.95/32.79  																																												| Equations (1208) can reduce 1459 to:
% 67.95/32.79  																																												| (266) $false
% 67.95/32.79  																																												|
% 67.95/32.79  																																												|-The branch is then unsatisfiable
% 67.95/32.79  																																											|-Branch two:
% 67.95/32.79  																																											| (1459)  ~ (all_0_53_53 = e1)
% 67.95/32.79  																																											| (665) all_0_53_53 = e3
% 67.95/32.79  																																											|
% 67.95/32.79  																																												| Equations (665) can reduce 1453 to:
% 67.95/32.79  																																												| (277)  ~ (e4 = e3)
% 67.95/32.79  																																												|
% 67.95/32.79  																																												| Simplifying 277 yields:
% 67.95/32.79  																																												| (188)  ~ (e4 = e3)
% 67.95/32.79  																																												|
% 67.95/32.79  																																												| Equations (665) can reduce 1459 to:
% 67.95/32.79  																																												| (213)  ~ (e3 = e1)
% 67.95/32.79  																																												|
% 67.95/32.79  																																												+-Applying beta-rule and splitting (1899), into two cases.
% 67.95/32.79  																																												|-Branch one:
% 67.95/32.79  																																												| (516) all_0_42_42 = e3
% 67.95/32.79  																																												|
% 67.95/32.79  																																													| Combining equations (1392,516) yields a new equation:
% 67.95/32.79  																																													| (424) e4 = e3
% 67.95/32.79  																																													|
% 67.95/32.79  																																													| Simplifying 424 yields:
% 67.95/32.79  																																													| (425) e4 = e3
% 67.95/32.79  																																													|
% 67.95/32.79  																																													| Equations (425) can reduce 188 to:
% 67.95/32.79  																																													| (266) $false
% 67.95/32.79  																																													|
% 67.95/32.79  																																													|-The branch is then unsatisfiable
% 67.95/32.79  																																												|-Branch two:
% 67.95/32.79  																																												| (405)  ~ (all_0_42_42 = e3)
% 67.95/32.79  																																												| (532) all_0_44_44 = e3
% 67.95/32.79  																																												|
% 67.95/32.79  																																													| Combining equations (635,532) yields a new equation:
% 67.95/32.79  																																													| (455) e3 = e1
% 67.95/32.79  																																													|
% 67.95/32.79  																																													| Equations (455) can reduce 213 to:
% 67.95/32.79  																																													| (266) $false
% 67.95/32.79  																																													|
% 67.95/32.79  																																													|-The branch is then unsatisfiable
% 67.95/32.79  																																									|-Branch two:
% 67.95/32.79  																																									| (1890)  ~ (all_0_42_42 = e4)
% 67.95/32.79  																																									| (1891) all_0_43_43 = e4 | all_0_44_44 = e4
% 67.95/32.79  																																									|
% 67.95/32.79  																																										+-Applying beta-rule and splitting (152), into two cases.
% 67.95/32.79  																																										|-Branch one:
% 67.95/32.79  																																										| (1392) all_0_42_42 = e4
% 67.95/32.79  																																										|
% 67.95/32.79  																																											| Equations (1392) can reduce 1890 to:
% 67.95/32.79  																																											| (266) $false
% 67.95/32.79  																																											|
% 67.95/32.79  																																											|-The branch is then unsatisfiable
% 67.95/32.79  																																										|-Branch two:
% 67.95/32.79  																																										| (1890)  ~ (all_0_42_42 = e4)
% 67.95/32.79  																																										| (1969) all_0_42_42 = e3 | all_0_42_42 = e1 | all_0_42_42 = e0
% 67.95/32.79  																																										|
% 67.95/32.79  																																											+-Applying beta-rule and splitting (189), into two cases.
% 67.95/32.79  																																											|-Branch one:
% 67.95/32.79  																																											| (532) all_0_44_44 = e3
% 67.95/32.79  																																											|
% 67.95/32.79  																																												| Combining equations (635,532) yields a new equation:
% 67.95/32.79  																																												| (455) e3 = e1
% 67.95/32.79  																																												|
% 67.95/32.79  																																												| Equations (455) can reduce 213 to:
% 67.95/32.79  																																												| (266) $false
% 67.95/32.79  																																												|
% 67.95/32.79  																																												|-The branch is then unsatisfiable
% 67.95/32.79  																																											|-Branch two:
% 67.95/32.79  																																											| (407)  ~ (all_0_44_44 = e3)
% 67.95/32.79  																																											| (537) all_0_49_49 = e3 | all_0_53_53 = e3 | all_0_58_58 = e3
% 67.95/32.79  																																											|
% 67.95/32.79  																																												+-Applying beta-rule and splitting (1969), into two cases.
% 67.95/32.79  																																												|-Branch one:
% 67.95/32.79  																																												| (559) all_0_42_42 = e0
% 67.95/32.79  																																												|
% 67.95/32.79  																																													| Equations (559) can reduce 358 to:
% 67.95/32.79  																																													| (266) $false
% 67.95/32.79  																																													|
% 67.95/32.79  																																													|-The branch is then unsatisfiable
% 67.95/32.79  																																												|-Branch two:
% 67.95/32.79  																																												| (358)  ~ (all_0_42_42 = e0)
% 67.95/32.79  																																												| (2510) all_0_42_42 = e3 | all_0_42_42 = e1
% 67.95/32.79  																																												|
% 67.95/32.79  																																													+-Applying beta-rule and splitting (537), into two cases.
% 67.95/32.79  																																													|-Branch one:
% 67.95/32.79  																																													| (884) all_0_49_49 = e3
% 67.95/32.79  																																													|
% 67.95/32.79  																																														| Combining equations (978,884) yields a new equation:
% 67.95/32.79  																																														| (676) e3 = e0
% 67.95/32.79  																																														|
% 67.95/32.79  																																														| Equations (676) can reduce 80 to:
% 67.95/32.79  																																														| (266) $false
% 67.95/32.79  																																														|
% 67.95/32.79  																																														|-The branch is then unsatisfiable
% 67.95/32.79  																																													|-Branch two:
% 67.95/32.79  																																													| (525)  ~ (all_0_49_49 = e3)
% 67.95/32.79  																																													| (887) all_0_53_53 = e3 | all_0_58_58 = e3
% 67.95/32.79  																																													|
% 67.95/32.79  																																														+-Applying beta-rule and splitting (887), into two cases.
% 67.95/32.79  																																														|-Branch one:
% 67.95/32.79  																																														| (665) all_0_53_53 = e3
% 67.95/32.79  																																														|
% 67.95/32.79  																																															+-Applying beta-rule and splitting (180), into two cases.
% 67.95/32.79  																																															|-Branch one:
% 67.95/32.79  																																															| (516) all_0_42_42 = e3
% 67.95/32.79  																																															|
% 67.95/32.79  																																																| Equations (516) can reduce 61 to:
% 67.95/32.79  																																																| (1925)  ~ (all_0_51_51 = e3)
% 67.95/32.79  																																																|
% 67.95/32.79  																																																| Simplifying 1925 yields:
% 67.95/32.79  																																																| (664)  ~ (all_0_51_51 = e3)
% 67.95/32.79  																																																|
% 67.95/32.79  																																																| Equations (516) can reduce 1380 to:
% 67.95/32.79  																																																| (213)  ~ (e3 = e1)
% 67.95/32.79  																																																|
% 67.95/32.79  																																																+-Applying beta-rule and splitting (1168), into two cases.
% 67.95/32.79  																																																|-Branch one:
% 67.95/32.79  																																																| (1109) all_0_51_51 = e1
% 67.95/32.79  																																																|
% 67.95/32.79  																																																	| Equations (1109) can reduce 664 to:
% 67.95/32.79  																																																	| (467)  ~ (e3 = e1)
% 67.95/32.79  																																																	|
% 67.95/32.79  																																																	| Simplifying 467 yields:
% 67.95/32.79  																																																	| (213)  ~ (e3 = e1)
% 67.95/32.79  																																																	|
% 67.95/32.79  																																																	| Equations (1109) can reduce 1099 to:
% 67.95/32.79  																																																	| (604)  ~ (e2 = e1)
% 67.95/32.79  																																																	|
% 67.95/32.79  																																																	| Simplifying 604 yields:
% 67.95/32.79  																																																	| (122)  ~ (e2 = e1)
% 67.95/32.79  																																																	|
% 67.95/32.79  																																																	+-Applying beta-rule and splitting (600), into two cases.
% 67.95/32.79  																																																	|-Branch one:
% 67.95/32.79  																																																	| (601) all_0_50_50 = e1
% 67.95/32.79  																																																	|
% 67.95/32.79  																																																		| Combining equations (378,601) yields a new equation:
% 67.95/32.79  																																																		| (616) e2 = e1
% 67.95/32.79  																																																		|
% 67.95/32.79  																																																		| Simplifying 616 yields:
% 67.95/32.79  																																																		| (617) e2 = e1
% 67.95/32.79  																																																		|
% 67.95/32.79  																																																		| Equations (617) can reduce 122 to:
% 67.95/32.79  																																																		| (266) $false
% 67.95/32.79  																																																		|
% 67.95/32.79  																																																		|-The branch is then unsatisfiable
% 67.95/32.79  																																																	|-Branch two:
% 67.95/32.79  																																																	| (759)  ~ (all_0_50_50 = e1)
% 67.95/32.79  																																																	| (629) all_0_55_55 = e1
% 67.95/32.79  																																																	|
% 67.95/32.79  																																																		| Combining equations (629,2336) yields a new equation:
% 67.95/32.79  																																																		| (455) e3 = e1
% 67.95/32.79  																																																		|
% 67.95/32.79  																																																		| Equations (455) can reduce 213 to:
% 67.95/32.79  																																																		| (266) $false
% 67.95/32.79  																																																		|
% 67.95/32.79  																																																		|-The branch is then unsatisfiable
% 67.95/32.79  																																																|-Branch two:
% 67.95/32.79  																																																| (464)  ~ (all_0_51_51 = e1)
% 67.95/32.79  																																																| (1202) all_0_52_52 = e1 | all_0_53_53 = e1
% 67.95/32.79  																																																|
% 67.95/32.79  																																																	+-Applying beta-rule and splitting (131), into two cases.
% 67.95/32.79  																																																	|-Branch one:
% 67.95/32.79  																																																	| (459) all_0_42_42 = e1
% 67.95/32.79  																																																	|
% 67.95/32.79  																																																		| Combining equations (516,459) yields a new equation:
% 67.95/32.79  																																																		| (454) e3 = e1
% 67.95/32.79  																																																		|
% 67.95/32.79  																																																		| Simplifying 454 yields:
% 67.95/32.79  																																																		| (455) e3 = e1
% 67.95/32.79  																																																		|
% 67.95/32.79  																																																		| Equations (455) can reduce 213 to:
% 67.95/32.79  																																																		| (266) $false
% 67.95/32.79  																																																		|
% 67.95/32.79  																																																		|-The branch is then unsatisfiable
% 67.95/32.79  																																																	|-Branch two:
% 67.95/32.79  																																																	| (1380)  ~ (all_0_42_42 = e1)
% 67.95/32.79  																																																	| (3259) all_0_47_47 = e1 | all_0_51_51 = e1 | all_0_56_56 = e1
% 67.95/32.79  																																																	|
% 67.95/32.79  																																																		| Equations (516) can reduce 1380 to:
% 67.95/32.79  																																																		| (213)  ~ (e3 = e1)
% 67.95/32.79  																																																		|
% 67.95/32.79  																																																		+-Applying beta-rule and splitting (1202), into two cases.
% 67.95/32.79  																																																		|-Branch one:
% 67.95/32.79  																																																		| (642) all_0_52_52 = e1
% 67.95/32.79  																																																		|
% 67.95/32.79  																																																			| Combining equations (642,565) yields a new equation:
% 67.95/32.79  																																																			| (630) e4 = e1
% 67.95/32.79  																																																			|
% 67.95/32.79  																																																			| Equations (630) can reduce 110 to:
% 67.95/32.79  																																																			| (266) $false
% 67.95/32.79  																																																			|
% 67.95/32.79  																																																			|-The branch is then unsatisfiable
% 67.95/32.79  																																																		|-Branch two:
% 67.95/32.79  																																																		| (646)  ~ (all_0_52_52 = e1)
% 67.95/32.79  																																																		| (1208) all_0_53_53 = e1
% 67.95/32.79  																																																		|
% 67.95/32.79  																																																			| Combining equations (1208,665) yields a new equation:
% 67.95/32.79  																																																			| (455) e3 = e1
% 67.95/32.79  																																																			|
% 67.95/32.79  																																																			| Equations (455) can reduce 213 to:
% 67.95/32.79  																																																			| (266) $false
% 67.95/32.79  																																																			|
% 67.95/32.79  																																																			|-The branch is then unsatisfiable
% 67.95/32.79  																																															|-Branch two:
% 67.95/32.79  																																															| (405)  ~ (all_0_42_42 = e3)
% 67.95/32.79  																																															| (521) all_0_47_47 = e3 | all_0_51_51 = e3 | all_0_56_56 = e3
% 67.95/32.79  																																															|
% 67.95/32.79  																																																+-Applying beta-rule and splitting (2510), into two cases.
% 67.95/32.79  																																																|-Branch one:
% 67.95/32.79  																																																| (459) all_0_42_42 = e1
% 67.95/32.79  																																																|
% 67.95/32.79  																																																	| Equations (459) can reduce 1380 to:
% 67.95/32.79  																																																	| (266) $false
% 67.95/32.79  																																																	|
% 67.95/32.79  																																																	|-The branch is then unsatisfiable
% 67.95/32.79  																																																|-Branch two:
% 67.95/32.79  																																																| (1380)  ~ (all_0_42_42 = e1)
% 67.95/32.79  																																																| (516) all_0_42_42 = e3
% 67.95/32.79  																																																|
% 67.95/32.79  																																																	| Equations (516) can reduce 405 to:
% 67.95/32.79  																																																	| (266) $false
% 67.95/32.79  																																																	|
% 67.95/32.79  																																																	|-The branch is then unsatisfiable
% 67.95/32.79  																																														|-Branch two:
% 67.95/32.79  																																														| (903)  ~ (all_0_53_53 = e3)
% 67.95/32.79  																																														| (795) all_0_58_58 = e3
% 67.95/32.79  																																														|
% 67.95/32.79  																																															| Combining equations (795,624) yields a new equation:
% 67.95/32.79  																																															| (661) e3 = e2
% 67.95/32.79  																																															|
% 67.95/32.79  																																															| Simplifying 661 yields:
% 67.95/32.79  																																															| (662) e3 = e2
% 67.95/32.79  																																															|
% 67.95/32.79  																																															| Equations (662) can reduce 212 to:
% 67.95/32.79  																																															| (266) $false
% 67.95/32.79  																																															|
% 67.95/32.79  																																															|-The branch is then unsatisfiable
% 67.95/32.79  																																		|-Branch two:
% 67.95/32.79  																																		| (639)  ~ (all_0_44_44 = e1)
% 67.95/32.79  																																		| (640) all_0_49_49 = e1 | all_0_53_53 = e1 | all_0_58_58 = e1
% 67.95/32.79  																																		|
% 67.95/32.79  																																			+-Applying beta-rule and splitting (640), into two cases.
% 67.95/32.79  																																			|-Branch one:
% 67.95/32.79  																																			| (671) all_0_49_49 = e1
% 67.95/32.79  																																			|
% 67.95/32.79  																																				| Combining equations (978,671) yields a new equation:
% 67.95/32.79  																																				| (431) e1 = e0
% 67.95/32.79  																																				|
% 67.95/32.79  																																				| Equations (431) can reduce 233 to:
% 67.95/32.79  																																				| (266) $false
% 67.95/32.79  																																				|
% 67.95/32.79  																																				|-The branch is then unsatisfiable
% 67.95/32.79  																																			|-Branch two:
% 67.95/32.79  																																			| (1064)  ~ (all_0_49_49 = e1)
% 67.95/32.79  																																			| (2141) all_0_53_53 = e1 | all_0_58_58 = e1
% 67.95/32.79  																																			|
% 67.95/32.79  																																				+-Applying beta-rule and splitting (2141), into two cases.
% 67.95/32.79  																																				|-Branch one:
% 67.95/32.79  																																				| (1208) all_0_53_53 = e1
% 67.95/32.79  																																				|
% 67.95/32.79  																																					| Equations (1208) can reduce 6 to:
% 67.95/32.79  																																					| (464)  ~ (all_0_51_51 = e1)
% 67.95/32.79  																																					|
% 67.95/32.79  																																					| Equations (1208) can reduce 1453 to:
% 67.95/32.79  																																					| (602)  ~ (e4 = e1)
% 67.95/32.79  																																					|
% 67.95/32.79  																																					| Simplifying 602 yields:
% 67.95/32.79  																																					| (110)  ~ (e4 = e1)
% 67.95/32.79  																																					|
% 67.95/32.79  																																					| Equations (1208) can reduce 509 to:
% 67.95/32.79  																																					| (604)  ~ (e2 = e1)
% 67.95/32.79  																																					|
% 67.95/32.79  																																					| Simplifying 604 yields:
% 67.95/32.79  																																					| (122)  ~ (e2 = e1)
% 67.95/32.79  																																					|
% 67.95/32.79  																																					| From (1208) and (92) follows:
% 67.95/32.79  																																					| (2152) op(e1, e1) = all_0_27_27
% 67.95/32.79  																																					|
% 67.95/32.79  																																					+-Applying beta-rule and splitting (189), into two cases.
% 67.95/32.79  																																					|-Branch one:
% 67.95/32.79  																																					| (532) all_0_44_44 = e3
% 67.95/32.79  																																					|
% 67.95/32.79  																																						| Equations (532) can reduce 149 to:
% 67.95/32.79  																																						| (1898)  ~ (all_0_41_41 = e3)
% 67.95/32.79  																																						|
% 67.95/32.79  																																						| From (532) and (204) follows:
% 67.95/32.79  																																						| (15591) op(e3, e3) = all_0_11_11
% 67.95/32.79  																																						|
% 67.95/32.79  																																						+-Applying beta-rule and splitting (1100), into two cases.
% 67.95/32.79  																																						|-Branch one:
% 67.95/32.79  																																						| (1101) all_0_51_51 = e4
% 67.95/32.79  																																						|
% 67.95/32.79  																																							| Equations (1101) can reduce 475 to:
% 67.95/32.79  																																							| (266) $false
% 67.95/32.79  																																							|
% 67.95/32.79  																																							|-The branch is then unsatisfiable
% 67.95/32.79  																																						|-Branch two:
% 67.95/32.79  																																						| (475)  ~ (all_0_51_51 = e4)
% 67.95/32.79  																																						| (1104) all_0_51_51 = e3 | all_0_51_51 = e1
% 67.95/32.79  																																						|
% 67.95/32.79  																																							+-Applying beta-rule and splitting (1104), into two cases.
% 67.95/32.79  																																							|-Branch one:
% 67.95/32.79  																																							| (1109) all_0_51_51 = e1
% 67.95/32.79  																																							|
% 67.95/32.79  																																								| Equations (1109) can reduce 464 to:
% 67.95/32.79  																																								| (266) $false
% 67.95/32.79  																																								|
% 67.95/32.79  																																								|-The branch is then unsatisfiable
% 67.95/32.79  																																							|-Branch two:
% 67.95/32.79  																																							| (464)  ~ (all_0_51_51 = e1)
% 67.95/32.79  																																							| (660) all_0_51_51 = e3
% 67.95/32.79  																																							|
% 67.95/32.79  																																								| Equations (660) can reduce 61 to:
% 67.95/32.79  																																								| (405)  ~ (all_0_42_42 = e3)
% 67.95/32.79  																																								|
% 67.95/32.79  																																								| Equations (660) can reduce 224 to:
% 67.95/32.79  																																								| (1091)  ~ (all_0_47_47 = e3)
% 67.95/32.79  																																								|
% 67.95/32.79  																																								| Equations (660) can reduce 475 to:
% 67.95/32.79  																																								| (277)  ~ (e4 = e3)
% 67.95/32.79  																																								|
% 67.95/32.79  																																								| Simplifying 277 yields:
% 67.95/32.79  																																								| (188)  ~ (e4 = e3)
% 67.95/32.79  																																								|
% 67.95/32.79  																																								| Equations (660) can reduce 464 to:
% 67.95/32.79  																																								| (213)  ~ (e3 = e1)
% 67.95/32.79  																																								|
% 67.95/32.79  																																								| From (660) and (177) follows:
% 67.95/32.79  																																								| (9464) op(e3, e2) = all_0_25_25
% 67.95/32.79  																																								|
% 67.95/32.79  																																								| From (660) and (186) follows:
% 67.95/32.79  																																								| (1552) op(e1, e2) = e3
% 67.95/32.79  																																								|
% 67.95/32.79  																																								| Instantiating formula (29) with e3, e3, all_0_11_11, all_0_41_41 and discharging atoms op(e3, e3) = all_0_11_11, op(e3, e3) = all_0_41_41, yields:
% 67.95/32.79  																																								| (20801) all_0_11_11 = all_0_41_41
% 67.95/32.79  																																								|
% 67.95/32.79  																																								| Instantiating formula (29) with e3, e2, all_0_25_25, all_0_42_42 and discharging atoms op(e3, e2) = all_0_25_25, op(e3, e2) = all_0_42_42, yields:
% 67.95/32.79  																																								| (9479) all_0_25_25 = all_0_42_42
% 67.95/32.79  																																								|
% 67.95/32.79  																																								| Instantiating formula (29) with e1, e1, all_0_27_27, e4 and discharging atoms op(e1, e1) = all_0_27_27, op(e1, e1) = e4, yields:
% 67.95/32.79  																																								| (2161) all_0_27_27 = e4
% 67.95/32.79  																																								|
% 67.95/32.79  																																								| From (20801) and (15591) follows:
% 67.95/32.80  																																								| (219) op(e3, e3) = all_0_41_41
% 67.95/32.80  																																								|
% 67.95/32.80  																																								| From (2161) and (2152) follows:
% 67.95/32.80  																																								| (570) op(e1, e1) = e4
% 67.95/32.80  																																								|
% 67.95/32.80  																																								+-Applying beta-rule and splitting (135), into two cases.
% 67.95/32.80  																																								|-Branch one:
% 67.95/32.80  																																								| (545) all_0_46_46 = e1
% 67.95/32.80  																																								|
% 67.95/32.80  																																									| Equations (545) can reduce 43 to:
% 67.95/32.80  																																									| (457)  ~ (all_0_41_41 = e1)
% 67.95/32.80  																																									|
% 67.95/32.80  																																									| Equations (545) can reduce 409 to:
% 67.95/32.80  																																									| (467)  ~ (e3 = e1)
% 67.95/32.80  																																									|
% 67.95/32.80  																																									| Simplifying 467 yields:
% 67.95/32.80  																																									| (213)  ~ (e3 = e1)
% 67.95/32.80  																																									|
% 67.95/32.80  																																									| Equations (545) can reduce 831 to:
% 67.95/32.80  																																									| (233)  ~ (e1 = e0)
% 67.95/32.80  																																									|
% 67.95/32.80  																																									| From (545) and (33) follows:
% 67.95/32.80  																																									| (2104) op(e1, e3) = all_0_16_16
% 67.95/32.80  																																									|
% 67.95/32.80  																																									| From (545) and (179) follows:
% 67.95/32.80  																																									| (5636) op(e1, e2) = all_0_15_15
% 67.95/32.80  																																									|
% 67.95/32.80  																																									+-Applying beta-rule and splitting (27), into two cases.
% 67.95/32.80  																																									|-Branch one:
% 67.95/32.80  																																									| (437) all_0_41_41 = e4
% 67.95/32.80  																																									|
% 67.95/32.80  																																										| Equations (437) can reduce 214 to:
% 67.95/32.80  																																										| (1901)  ~ (all_0_42_42 = e4)
% 67.95/32.80  																																										|
% 67.95/32.80  																																										| Simplifying 1901 yields:
% 67.95/32.80  																																										| (1890)  ~ (all_0_42_42 = e4)
% 67.95/32.80  																																										|
% 67.95/32.80  																																										| Equations (437) can reduce 1898 to:
% 67.95/32.80  																																										| (188)  ~ (e4 = e3)
% 67.95/32.80  																																										|
% 67.95/32.80  																																										| Equations (437) can reduce 85 to:
% 67.95/32.80  																																										| (48)  ~ (e4 = e2)
% 67.95/32.80  																																										|
% 67.95/32.80  																																										| Equations (437) can reduce 457 to:
% 67.95/32.80  																																										| (110)  ~ (e4 = e1)
% 67.95/32.80  																																										|
% 67.95/32.80  																																										| Equations (437) can reduce 357 to:
% 67.95/32.80  																																										| (49)  ~ (e4 = e0)
% 67.95/32.80  																																										|
% 67.95/32.80  																																										| From (437) and (219) follows:
% 67.95/32.80  																																										| (1913) op(e3, e3) = e4
% 67.95/32.80  																																										|
% 67.95/32.80  																																										+-Applying beta-rule and splitting (152), into two cases.
% 67.95/32.80  																																										|-Branch one:
% 67.95/32.80  																																										| (1392) all_0_42_42 = e4
% 67.95/32.80  																																										|
% 67.95/32.80  																																											| Equations (1392) can reduce 1890 to:
% 67.95/32.80  																																											| (266) $false
% 67.95/32.80  																																											|
% 67.95/32.80  																																											|-The branch is then unsatisfiable
% 67.95/32.80  																																										|-Branch two:
% 67.95/32.80  																																										| (1890)  ~ (all_0_42_42 = e4)
% 67.95/32.80  																																										| (1969) all_0_42_42 = e3 | all_0_42_42 = e1 | all_0_42_42 = e0
% 67.95/32.80  																																										|
% 67.95/32.80  																																											+-Applying beta-rule and splitting (103), into two cases.
% 67.95/32.80  																																											|-Branch one:
% 67.95/32.80  																																											| (453) all_0_41_41 = e1
% 67.95/32.80  																																											|
% 67.95/32.80  																																												| Combining equations (437,453) yields a new equation:
% 67.95/32.80  																																												| (636) e4 = e1
% 67.95/32.80  																																												|
% 67.95/32.80  																																												| Simplifying 636 yields:
% 67.95/32.80  																																												| (630) e4 = e1
% 67.95/32.80  																																												|
% 67.95/32.80  																																												| Equations (630) can reduce 110 to:
% 67.95/32.80  																																												| (266) $false
% 67.95/32.80  																																												|
% 67.95/32.80  																																												|-The branch is then unsatisfiable
% 67.95/32.80  																																											|-Branch two:
% 67.95/32.80  																																											| (457)  ~ (all_0_41_41 = e1)
% 67.95/32.80  																																											| (458) all_0_42_42 = e1 | all_0_43_43 = e1 | all_0_44_44 = e1
% 67.95/32.80  																																											|
% 67.95/32.80  																																												+-Applying beta-rule and splitting (131), into two cases.
% 67.95/32.80  																																												|-Branch one:
% 67.95/32.80  																																												| (459) all_0_42_42 = e1
% 67.95/32.80  																																												|
% 67.95/32.80  																																													| Equations (459) can reduce 1890 to:
% 67.95/32.80  																																													| (602)  ~ (e4 = e1)
% 67.95/32.80  																																													|
% 67.95/32.80  																																													| Simplifying 602 yields:
% 67.95/32.80  																																													| (110)  ~ (e4 = e1)
% 67.95/32.80  																																													|
% 67.95/32.80  																																													| Equations (459) can reduce 51 to:
% 67.95/32.80  																																													| (604)  ~ (e2 = e1)
% 67.95/32.80  																																													|
% 67.95/32.80  																																													| Simplifying 604 yields:
% 67.95/32.80  																																													| (122)  ~ (e2 = e1)
% 67.95/32.80  																																													|
% 67.95/32.80  																																													| Equations (459) can reduce 358 to:
% 67.95/32.80  																																													| (233)  ~ (e1 = e0)
% 67.95/32.80  																																													|
% 67.95/32.80  																																													| From (459) and (226) follows:
% 67.95/32.80  																																													| (1980) op(e1, e3) = all_0_7_7
% 67.95/32.80  																																													|
% 67.95/32.80  																																													| From (459) and (225) follows:
% 67.95/32.80  																																													| (469) op(e1, e2) = all_0_8_8
% 67.95/32.80  																																													|
% 67.95/32.80  																																													+-Applying beta-rule and splitting (206), into two cases.
% 67.95/32.80  																																													|-Branch one:
% 67.95/32.80  																																													| (248) all_0_45_45 = e4
% 67.95/32.80  																																													|
% 67.95/32.80  																																														| Combining equations (423,248) yields a new equation:
% 67.95/32.80  																																														| (425) e4 = e3
% 67.95/32.80  																																														|
% 67.95/32.80  																																														| Equations (425) can reduce 188 to:
% 67.95/32.80  																																														| (266) $false
% 67.95/32.80  																																														|
% 67.95/32.80  																																														|-The branch is then unsatisfiable
% 67.95/32.80  																																													|-Branch two:
% 68.01/32.80  																																													| (60416)  ~ (all_0_45_45 = e4)
% 68.01/32.80  																																													| (61457) all_0_46_46 = e4 | all_0_47_47 = e4 | all_0_48_48 = e4 | all_0_49_49 = e4
% 68.01/32.80  																																													|
% 68.01/32.80  																																														+-Applying beta-rule and splitting (164), into two cases.
% 68.01/32.80  																																														|-Branch one:
% 68.01/32.80  																																														| (471) all_0_39_39 = e4
% 68.01/32.80  																																														|
% 68.01/32.80  																																															| Combining equations (317,471) yields a new equation:
% 68.01/32.80  																																															| (323) e4 = e2
% 68.01/32.80  																																															|
% 68.01/32.80  																																															| Equations (323) can reduce 48 to:
% 68.01/32.80  																																															| (266) $false
% 68.01/32.80  																																															|
% 68.01/32.80  																																															|-The branch is then unsatisfiable
% 68.01/32.80  																																														|-Branch two:
% 68.01/32.80  																																														| (1377)  ~ (all_0_39_39 = e4)
% 68.01/32.80  																																														| (2115) all_0_42_42 = e4 | all_0_47_47 = e4 | all_0_51_51 = e4 | all_0_56_56 = e4
% 68.01/32.80  																																														|
% 68.01/32.80  																																															| Equations (317) can reduce 1377 to:
% 68.01/32.80  																																															| (327)  ~ (e4 = e2)
% 68.01/32.80  																																															|
% 68.01/32.80  																																															| Simplifying 327 yields:
% 68.01/32.80  																																															| (48)  ~ (e4 = e2)
% 68.01/32.80  																																															|
% 68.01/32.80  																																															+-Applying beta-rule and splitting (61457), into two cases.
% 68.01/32.80  																																															|-Branch one:
% 68.01/32.80  																																															| (770) all_0_46_46 = e4
% 68.01/32.80  																																															|
% 68.01/32.80  																																																| Combining equations (545,770) yields a new equation:
% 68.01/32.80  																																																| (630) e4 = e1
% 68.01/32.80  																																																|
% 68.01/32.80  																																																| Equations (630) can reduce 110 to:
% 68.01/32.80  																																																| (266) $false
% 68.01/32.80  																																																|
% 68.01/32.80  																																																|-The branch is then unsatisfiable
% 68.01/32.80  																																															|-Branch two:
% 68.01/32.80  																																															| (250)  ~ (all_0_46_46 = e4)
% 68.01/32.80  																																															| (61466) all_0_47_47 = e4 | all_0_48_48 = e4 | all_0_49_49 = e4
% 68.01/32.80  																																															|
% 68.01/32.80  																																																+-Applying beta-rule and splitting (61466), into two cases.
% 68.01/32.80  																																																|-Branch one:
% 68.01/32.80  																																																| (1790) all_0_47_47 = e4
% 68.01/32.80  																																																|
% 68.01/32.80  																																																	| From (1790) and (23) follows:
% 68.01/32.81  																																																	| (61903) op(e2, e2) = e4
% 68.01/32.81  																																																	|
% 68.01/32.81  																																																	| Instantiating formula (29) with e1, e3, all_0_7_7, e2 and discharging atoms op(e1, e3) = all_0_7_7, op(e1, e3) = e2, yields:
% 68.01/32.81  																																																	| (59496) all_0_7_7 = e2
% 68.01/32.81  																																																	|
% 68.01/32.81  																																																	| Instantiating formula (29) with e1, e3, all_0_16_16, all_0_7_7 and discharging atoms op(e1, e3) = all_0_7_7, op(e1, e3) = all_0_16_16, yields:
% 68.01/32.81  																																																	| (2159) all_0_7_7 = all_0_16_16
% 68.01/32.81  																																																	|
% 68.01/32.81  																																																	| Instantiating formula (29) with e1, e2, all_0_8_8, e3 and discharging atoms op(e1, e2) = all_0_8_8, op(e1, e2) = e3, yields:
% 68.01/32.81  																																																	| (4675) all_0_8_8 = e3
% 68.01/32.81  																																																	|
% 68.01/32.81  																																																	| Instantiating formula (29) with e1, e2, all_0_15_15, all_0_8_8 and discharging atoms op(e1, e2) = all_0_8_8, op(e1, e2) = all_0_15_15, yields:
% 68.01/32.81  																																																	| (85396) all_0_8_8 = all_0_15_15
% 68.01/32.81  																																																	|
% 68.01/32.81  																																																	| Combining equations (2159,59496) yields a new equation:
% 68.01/32.82  																																																	| (117438) all_0_16_16 = e2
% 68.01/32.82  																																																	|
% 68.01/32.82  																																																	| Simplifying 117438 yields:
% 68.01/32.82  																																																	| (9639) all_0_16_16 = e2
% 68.01/32.82  																																																	|
% 68.01/32.82  																																																	| Combining equations (85396,4675) yields a new equation:
% 68.01/32.82  																																																	| (117440) all_0_15_15 = e3
% 68.01/32.82  																																																	|
% 68.01/32.83  																																																	| Simplifying 117440 yields:
% 68.01/32.83  																																																	| (57978) all_0_15_15 = e3
% 68.01/32.83  																																																	|
% 68.01/32.83  																																																	| From (9639) and (2104) follows:
% 68.01/32.83  																																																	| (26152) op(e1, e3) = e2
% 68.01/32.83  																																																	|
% 68.01/32.83  																																																	| From (57978) and (5636) follows:
% 68.01/32.83  																																																	| (1552) op(e1, e2) = e3
% 68.01/32.83  																																																	|
% 68.01/32.83  																																																	+-Applying beta-rule and splitting (56), into two cases.
% 68.01/32.83  																																																	|-Branch one:
% 68.01/32.83  																																																	| (696) unit = e2
% 68.01/32.83  																																																	|
% 68.01/32.83  																																																		| From (696) and (244) follows:
% 68.01/32.83  																																																		| (264) op(e2, e4) = e4
% 68.01/32.83  																																																		|
% 68.01/32.83  																																																		| From (696) and (32) follows:
% 68.01/32.83  																																																		| (698) op(e2, e2) = e2
% 68.01/32.83  																																																		|
% 68.01/32.83  																																																		| From (696) and (28) follows:
% 68.01/32.83  																																																		| (699) op(e1, e2) = e1
% 68.01/32.83  																																																		|
% 68.01/32.83  																																																		| Instantiating formula (29) with e2, e4, e4, e3 and discharging atoms op(e2, e4) = e4, op(e2, e4) = e3, yields:
% 68.01/32.83  																																																		| (425) e4 = e3
% 68.01/32.83  																																																		|
% 68.01/32.83  																																																		| Instantiating formula (29) with e2, e2, e2, e4 and discharging atoms op(e2, e2) = e4, op(e2, e2) = e2, yields:
% 68.01/32.83  																																																		| (323) e4 = e2
% 68.01/32.83  																																																		|
% 68.01/32.83  																																																		| Instantiating formula (29) with e1, e2, e1, e3 and discharging atoms op(e1, e2) = e3, op(e1, e2) = e1, yields:
% 68.01/32.83  																																																		| (455) e3 = e1
% 68.01/32.83  																																																		|
% 68.01/32.83  																																																		| Combining equations (425,323) yields a new equation:
% 68.01/32.83  																																																		| (661) e3 = e2
% 68.01/32.83  																																																		|
% 68.01/32.83  																																																		| Simplifying 661 yields:
% 68.01/32.83  																																																		| (662) e3 = e2
% 68.01/32.83  																																																		|
% 68.01/32.83  																																																		| Combining equations (662,455) yields a new equation:
% 68.01/32.83  																																																		| (616) e2 = e1
% 68.01/32.83  																																																		|
% 68.01/32.83  																																																		| Simplifying 616 yields:
% 68.01/32.83  																																																		| (617) e2 = e1
% 68.01/32.83  																																																		|
% 68.01/32.83  																																																		| Equations (617) can reduce 122 to:
% 68.01/32.83  																																																		| (266) $false
% 68.01/32.83  																																																		|
% 68.01/32.83  																																																		|-The branch is then unsatisfiable
% 68.01/32.83  																																																	|-Branch two:
% 68.01/32.83  																																																	| (707)  ~ (unit = e2)
% 68.01/32.83  																																																	| (708) unit = e4 | unit = e3 | unit = e1 | unit = e0
% 68.01/32.83  																																																	|
% 68.01/32.83  																																																		+-Applying beta-rule and splitting (708), into two cases.
% 68.01/32.83  																																																		|-Branch one:
% 68.01/32.83  																																																		| (709) unit = e4
% 68.01/32.83  																																																		|
% 68.01/32.83  																																																			| From (709) and (24) follows:
% 68.01/32.83  																																																			| (33325) op(e4, e3) = e3
% 68.01/32.83  																																																			|
% 68.01/32.83  																																																			| From (709) and (211) follows:
% 68.01/32.83  																																																			| (22527) op(e4, e1) = e1
% 68.01/32.83  																																																			|
% 68.01/32.83  																																																			| Instantiating formula (29) with e4, e3, e3, e0 and discharging atoms op(e4, e3) = e3, op(e4, e3) = e0, yields:
% 68.01/32.83  																																																			| (676) e3 = e0
% 68.01/32.83  																																																			|
% 68.01/32.83  																																																			| Instantiating formula (29) with e4, e1, e1, e3 and discharging atoms op(e4, e1) = e3, op(e4, e1) = e1, yields:
% 68.01/32.83  																																																			| (455) e3 = e1
% 68.01/32.83  																																																			|
% 68.01/32.83  																																																			| Combining equations (455,676) yields a new equation:
% 68.01/32.83  																																																			| (546) e1 = e0
% 68.01/32.83  																																																			|
% 68.01/32.83  																																																			| Simplifying 546 yields:
% 68.01/32.83  																																																			| (431) e1 = e0
% 68.01/32.83  																																																			|
% 68.01/32.83  																																																			| Equations (431) can reduce 233 to:
% 68.01/32.83  																																																			| (266) $false
% 68.01/32.83  																																																			|
% 68.01/32.83  																																																			|-The branch is then unsatisfiable
% 68.01/32.83  																																																		|-Branch two:
% 68.01/32.83  																																																		| (724)  ~ (unit = e4)
% 68.01/32.83  																																																		| (725) unit = e3 | unit = e1 | unit = e0
% 68.01/32.83  																																																		|
% 68.01/32.83  																																																			+-Applying beta-rule and splitting (725), into two cases.
% 68.01/32.83  																																																			|-Branch one:
% 68.01/32.83  																																																			| (726) unit = e0
% 68.01/32.83  																																																			|
% 68.01/32.83  																																																				| Equations (726) can reduce 707 to:
% 68.01/32.83  																																																				| (365)  ~ (e2 = e0)
% 68.01/32.83  																																																				|
% 68.01/32.83  																																																				| Simplifying 365 yields:
% 68.01/32.83  																																																				| (128)  ~ (e2 = e0)
% 68.01/32.83  																																																				|
% 68.01/32.83  																																																				| From (726) and (42) follows:
% 68.01/32.83  																																																				| (728) op(e0, e0) = e0
% 68.01/32.83  																																																				|
% 68.01/32.83  																																																				| Instantiating formula (29) with e0, e0, e0, e2 and discharging atoms op(e0, e0) = e2, op(e0, e0) = e0, yields:
% 68.01/32.83  																																																				| (330) e2 = e0
% 68.01/32.83  																																																				|
% 68.01/32.83  																																																				| Equations (330) can reduce 128 to:
% 68.01/32.83  																																																				| (266) $false
% 68.01/32.83  																																																				|
% 68.01/32.83  																																																				|-The branch is then unsatisfiable
% 68.01/32.83  																																																			|-Branch two:
% 68.01/32.83  																																																			| (734)  ~ (unit = e0)
% 68.01/32.83  																																																			| (735) unit = e3 | unit = e1
% 68.01/32.83  																																																			|
% 68.01/32.83  																																																				+-Applying beta-rule and splitting (735), into two cases.
% 68.01/32.83  																																																				|-Branch one:
% 68.01/32.83  																																																				| (736) unit = e1
% 68.01/32.83  																																																				|
% 68.01/32.83  																																																					| Equations (736) can reduce 734 to:
% 68.01/32.83  																																																					| (233)  ~ (e1 = e0)
% 68.01/32.83  																																																					|
% 68.01/32.83  																																																					| From (736) and (244) follows:
% 68.01/32.83  																																																					| (738) op(e1, e4) = e4
% 68.01/32.83  																																																					|
% 68.01/32.83  																																																					| From (736) and (15) follows:
% 68.01/32.83  																																																					| (515) op(e1, e2) = e2
% 68.01/32.83  																																																					|
% 68.01/32.83  																																																					| From (736) and (227) follows:
% 68.01/32.83  																																																					| (739) op(e4, e1) = e4
% 68.01/32.83  																																																					|
% 68.01/32.83  																																																					| From (736) and (28) follows:
% 68.01/32.83  																																																					| (740) op(e1, e1) = e1
% 68.01/32.83  																																																					|
% 68.01/32.83  																																																					| Instantiating formula (29) with e4, e1, e4, e3 and discharging atoms op(e4, e1) = e4, op(e4, e1) = e3, yields:
% 68.01/32.84  																																																					| (425) e4 = e3
% 68.01/32.84  																																																					|
% 68.01/32.84  																																																					| Instantiating formula (29) with e1, e4, e4, e0 and discharging atoms op(e1, e4) = e4, op(e1, e4) = e0, yields:
% 68.01/32.84  																																																					| (397) e4 = e0
% 68.01/32.84  																																																					|
% 68.01/32.84  																																																					| Instantiating formula (29) with e1, e2, e2, e3 and discharging atoms op(e1, e2) = e3, op(e1, e2) = e2, yields:
% 68.01/32.84  																																																					| (662) e3 = e2
% 68.01/32.84  																																																					|
% 68.01/32.84  																																																					| Instantiating formula (29) with e1, e1, e1, e4 and discharging atoms op(e1, e1) = e4, op(e1, e1) = e1, yields:
% 68.01/32.84  																																																					| (630) e4 = e1
% 68.01/32.84  																																																					|
% 68.01/32.84  																																																					| Combining equations (630,425) yields a new equation:
% 68.01/32.84  																																																					| (455) e3 = e1
% 68.01/32.84  																																																					|
% 68.01/32.84  																																																					| Combining equations (397,425) yields a new equation:
% 68.01/32.84  																																																					| (676) e3 = e0
% 68.01/32.84  																																																					|
% 68.01/32.84  																																																					| Combining equations (455,662) yields a new equation:
% 68.01/32.84  																																																					| (617) e2 = e1
% 68.01/32.84  																																																					|
% 68.01/32.84  																																																					| Combining equations (676,662) yields a new equation:
% 68.01/32.84  																																																					| (330) e2 = e0
% 68.01/32.84  																																																					|
% 68.01/32.84  																																																					| Combining equations (617,330) yields a new equation:
% 68.01/32.84  																																																					| (546) e1 = e0
% 68.01/32.84  																																																					|
% 68.01/32.84  																																																					| Simplifying 546 yields:
% 68.01/32.84  																																																					| (431) e1 = e0
% 68.01/32.84  																																																					|
% 68.01/32.84  																																																					| Equations (431) can reduce 233 to:
% 68.01/32.84  																																																					| (266) $false
% 68.01/32.84  																																																					|
% 68.01/32.84  																																																					|-The branch is then unsatisfiable
% 68.01/32.84  																																																				|-Branch two:
% 68.01/32.84  																																																				| (748)  ~ (unit = e1)
% 68.01/32.84  																																																				| (749) unit = e3
% 68.01/32.84  																																																				|
% 68.01/32.84  																																																					| From (749) and (244) follows:
% 68.01/32.84  																																																					| (750) op(e3, e4) = e4
% 68.01/32.84  																																																					|
% 68.01/32.84  																																																					| From (749) and (40) follows:
% 68.01/32.84  																																																					| (3715) op(e3, e3) = e3
% 68.01/32.84  																																																					|
% 68.01/32.84  																																																					| From (749) and (28) follows:
% 68.01/32.84  																																																					| (2235) op(e1, e3) = e1
% 68.01/32.84  																																																					|
% 68.01/32.84  																																																					| From (749) and (42) follows:
% 68.01/32.84  																																																					| (752) op(e0, e3) = e0
% 68.01/32.84  																																																					|
% 68.01/32.84  																																																					| Instantiating formula (29) with e3, e4, e4, e2 and discharging atoms op(e3, e4) = e4, op(e3, e4) = e2, yields:
% 68.01/32.84  																																																					| (323) e4 = e2
% 68.01/32.84  																																																					|
% 68.01/32.84  																																																					| Instantiating formula (29) with e3, e3, e3, e4 and discharging atoms op(e3, e3) = e4, op(e3, e3) = e3, yields:
% 68.01/32.84  																																																					| (425) e4 = e3
% 68.01/32.84  																																																					|
% 68.01/32.84  																																																					| Instantiating formula (29) with e1, e3, e1, e2 and discharging atoms op(e1, e3) = e2, op(e1, e3) = e1, yields:
% 68.01/32.84  																																																					| (617) e2 = e1
% 68.01/32.84  																																																					|
% 68.01/32.84  																																																					| Instantiating formula (29) with e0, e3, e0, e3 and discharging atoms op(e0, e3) = e3, op(e0, e3) = e0, yields:
% 68.01/32.84  																																																					| (676) e3 = e0
% 68.01/32.84  																																																					|
% 68.01/32.84  																																																					| Combining equations (425,323) yields a new equation:
% 68.01/32.84  																																																					| (661) e3 = e2
% 68.01/32.84  																																																					|
% 68.01/32.84  																																																					| Simplifying 661 yields:
% 68.01/32.84  																																																					| (662) e3 = e2
% 68.01/32.84  																																																					|
% 68.01/32.84  																																																					| Combining equations (662,676) yields a new equation:
% 68.01/32.84  																																																					| (391) e2 = e0
% 68.01/32.84  																																																					|
% 68.01/32.84  																																																					| Simplifying 391 yields:
% 68.01/32.84  																																																					| (330) e2 = e0
% 68.01/32.84  																																																					|
% 68.01/32.84  																																																					| Combining equations (617,330) yields a new equation:
% 68.01/32.84  																																																					| (546) e1 = e0
% 68.01/32.84  																																																					|
% 68.01/32.84  																																																					| Simplifying 546 yields:
% 68.01/32.84  																																																					| (431) e1 = e0
% 68.01/32.84  																																																					|
% 68.01/32.84  																																																					| Equations (431) can reduce 233 to:
% 68.01/32.84  																																																					| (266) $false
% 68.01/32.84  																																																					|
% 68.01/32.84  																																																					|-The branch is then unsatisfiable
% 68.01/32.84  																																																|-Branch two:
% 68.01/32.84  																																																| (252)  ~ (all_0_47_47 = e4)
% 68.01/32.84  																																																| (61479) all_0_48_48 = e4 | all_0_49_49 = e4
% 68.01/32.84  																																																|
% 68.01/32.84  																																																	+-Applying beta-rule and splitting (61479), into two cases.
% 68.01/32.84  																																																	|-Branch one:
% 68.01/32.84  																																																	| (943) all_0_48_48 = e4
% 68.01/32.84  																																																	|
% 68.01/32.84  																																																		| Combining equations (335,943) yields a new equation:
% 68.01/32.84  																																																		| (323) e4 = e2
% 68.01/32.84  																																																		|
% 68.01/32.84  																																																		| Equations (323) can reduce 48 to:
% 68.01/32.84  																																																		| (266) $false
% 68.01/32.84  																																																		|
% 68.01/32.84  																																																		|-The branch is then unsatisfiable
% 68.01/32.84  																																																	|-Branch two:
% 68.01/32.84  																																																	| (254)  ~ (all_0_48_48 = e4)
% 68.01/32.84  																																																	| (974) all_0_49_49 = e4
% 68.01/32.84  																																																	|
% 68.01/32.84  																																																		| Combining equations (978,974) yields a new equation:
% 68.01/32.84  																																																		| (397) e4 = e0
% 68.01/32.84  																																																		|
% 68.01/32.84  																																																		| Equations (397) can reduce 49 to:
% 68.01/32.84  																																																		| (266) $false
% 68.01/32.84  																																																		|
% 68.01/32.84  																																																		|-The branch is then unsatisfiable
% 68.01/32.84  																																												|-Branch two:
% 68.01/32.84  																																												| (1380)  ~ (all_0_42_42 = e1)
% 68.01/32.84  																																												| (3259) all_0_47_47 = e1 | all_0_51_51 = e1 | all_0_56_56 = e1
% 68.01/32.84  																																												|
% 68.01/32.84  																																													+-Applying beta-rule and splitting (458), into two cases.
% 68.01/32.84  																																													|-Branch one:
% 68.01/32.84  																																													| (459) all_0_42_42 = e1
% 68.01/32.84  																																													|
% 68.01/32.84  																																														| Equations (459) can reduce 1380 to:
% 68.01/32.84  																																														| (266) $false
% 68.01/32.84  																																														|
% 68.01/32.84  																																														|-The branch is then unsatisfiable
% 68.01/32.84  																																													|-Branch two:
% 68.01/32.84  																																													| (1380)  ~ (all_0_42_42 = e1)
% 68.01/32.84  																																													| (1381) all_0_43_43 = e1 | all_0_44_44 = e1
% 68.01/32.84  																																													|
% 68.01/32.84  																																														+-Applying beta-rule and splitting (1969), into two cases.
% 68.01/32.84  																																														|-Branch one:
% 68.01/32.84  																																														| (559) all_0_42_42 = e0
% 68.01/32.84  																																														|
% 68.01/32.84  																																															| Equations (559) can reduce 358 to:
% 68.01/32.84  																																															| (266) $false
% 68.01/32.84  																																															|
% 68.01/32.84  																																															|-The branch is then unsatisfiable
% 68.01/32.84  																																														|-Branch two:
% 68.01/32.84  																																														| (358)  ~ (all_0_42_42 = e0)
% 68.01/32.84  																																														| (2510) all_0_42_42 = e3 | all_0_42_42 = e1
% 68.01/32.84  																																														|
% 68.01/32.84  																																															+-Applying beta-rule and splitting (2510), into two cases.
% 68.01/32.84  																																															|-Branch one:
% 68.01/32.84  																																															| (459) all_0_42_42 = e1
% 68.01/32.84  																																															|
% 68.01/32.84  																																																| Equations (459) can reduce 1380 to:
% 68.01/32.84  																																																| (266) $false
% 68.01/32.84  																																																|
% 68.01/32.84  																																																|-The branch is then unsatisfiable
% 68.01/32.84  																																															|-Branch two:
% 68.01/32.84  																																															| (1380)  ~ (all_0_42_42 = e1)
% 68.01/32.84  																																															| (516) all_0_42_42 = e3
% 68.01/32.84  																																															|
% 68.01/32.84  																																																| Equations (516) can reduce 405 to:
% 68.01/32.84  																																																| (266) $false
% 68.01/32.84  																																																|
% 68.01/32.84  																																																|-The branch is then unsatisfiable
% 68.01/32.84  																																									|-Branch two:
% 68.01/32.84  																																									| (440)  ~ (all_0_41_41 = e4)
% 68.01/32.84  																																									| (4049) all_0_41_41 = e3 | all_0_41_41 = e1 | all_0_41_41 = e0
% 68.01/32.84  																																									|
% 68.01/32.84  																																										+-Applying beta-rule and splitting (103), into two cases.
% 68.01/32.84  																																										|-Branch one:
% 68.01/32.84  																																										| (453) all_0_41_41 = e1
% 68.01/32.84  																																										|
% 68.01/32.84  																																											| Equations (453) can reduce 457 to:
% 68.01/32.84  																																											| (266) $false
% 68.01/32.84  																																											|
% 68.01/32.84  																																											|-The branch is then unsatisfiable
% 68.01/32.84  																																										|-Branch two:
% 68.01/32.84  																																										| (457)  ~ (all_0_41_41 = e1)
% 68.01/32.84  																																										| (458) all_0_42_42 = e1 | all_0_43_43 = e1 | all_0_44_44 = e1
% 68.01/32.84  																																										|
% 68.01/32.84  																																											+-Applying beta-rule and splitting (131), into two cases.
% 68.01/32.84  																																											|-Branch one:
% 68.01/32.84  																																											| (459) all_0_42_42 = e1
% 68.01/32.84  																																											|
% 68.01/32.84  																																												| Equations (459) can reduce 214 to:
% 68.01/32.84  																																												| (457)  ~ (all_0_41_41 = e1)
% 68.01/32.84  																																												|
% 68.01/32.84  																																												+-Applying beta-rule and splitting (4049), into two cases.
% 68.01/32.84  																																												|-Branch one:
% 68.01/32.84  																																												| (794) all_0_41_41 = e0
% 68.01/32.84  																																												|
% 68.01/32.84  																																													| Equations (794) can reduce 357 to:
% 68.01/32.84  																																													| (266) $false
% 68.01/32.84  																																													|
% 68.01/32.84  																																													|-The branch is then unsatisfiable
% 68.01/32.84  																																												|-Branch two:
% 68.01/32.84  																																												| (357)  ~ (all_0_41_41 = e0)
% 68.01/32.84  																																												| (4053) all_0_41_41 = e3 | all_0_41_41 = e1
% 68.01/32.84  																																												|
% 68.01/32.84  																																													+-Applying beta-rule and splitting (4053), into two cases.
% 68.01/32.84  																																													|-Branch one:
% 68.01/32.84  																																													| (453) all_0_41_41 = e1
% 68.01/32.84  																																													|
% 68.01/32.84  																																														| Equations (453) can reduce 457 to:
% 68.01/32.84  																																														| (266) $false
% 68.01/32.84  																																														|
% 68.01/32.84  																																														|-The branch is then unsatisfiable
% 68.01/32.84  																																													|-Branch two:
% 68.01/32.84  																																													| (457)  ~ (all_0_41_41 = e1)
% 68.01/32.84  																																													| (403) all_0_41_41 = e3
% 68.01/32.84  																																													|
% 68.01/32.84  																																														| Equations (403) can reduce 1898 to:
% 68.01/32.84  																																														| (266) $false
% 68.01/32.84  																																														|
% 68.01/32.84  																																														|-The branch is then unsatisfiable
% 68.01/32.84  																																											|-Branch two:
% 68.01/32.84  																																											| (1380)  ~ (all_0_42_42 = e1)
% 68.01/32.84  																																											| (3259) all_0_47_47 = e1 | all_0_51_51 = e1 | all_0_56_56 = e1
% 68.01/32.84  																																											|
% 68.01/32.84  																																												+-Applying beta-rule and splitting (458), into two cases.
% 68.01/32.84  																																												|-Branch one:
% 68.01/32.84  																																												| (459) all_0_42_42 = e1
% 68.01/32.84  																																												|
% 68.01/32.84  																																													| Equations (459) can reduce 1380 to:
% 68.01/32.84  																																													| (266) $false
% 68.01/32.84  																																													|
% 68.01/32.84  																																													|-The branch is then unsatisfiable
% 68.01/32.84  																																												|-Branch two:
% 68.01/32.84  																																												| (1380)  ~ (all_0_42_42 = e1)
% 68.01/32.84  																																												| (1381) all_0_43_43 = e1 | all_0_44_44 = e1
% 68.01/32.84  																																												|
% 68.01/32.84  																																													+-Applying beta-rule and splitting (1381), into two cases.
% 68.01/32.84  																																													|-Branch one:
% 68.01/32.84  																																													| (430) all_0_43_43 = e1
% 68.01/32.84  																																													|
% 68.01/32.84  																																														| Combining equations (430,356) yields a new equation:
% 68.01/32.84  																																														| (546) e1 = e0
% 68.01/32.84  																																														|
% 68.01/32.84  																																														| Simplifying 546 yields:
% 68.01/32.84  																																														| (431) e1 = e0
% 68.01/32.84  																																														|
% 68.01/32.84  																																														| Equations (431) can reduce 233 to:
% 68.01/32.84  																																														| (266) $false
% 68.01/32.84  																																														|
% 68.01/32.84  																																														|-The branch is then unsatisfiable
% 68.01/32.84  																																													|-Branch two:
% 68.01/32.84  																																													| (433)  ~ (all_0_43_43 = e1)
% 68.01/32.84  																																													| (635) all_0_44_44 = e1
% 68.01/32.84  																																													|
% 68.01/32.84  																																														| Combining equations (532,635) yields a new equation:
% 68.01/32.84  																																														| (454) e3 = e1
% 68.01/32.84  																																														|
% 68.01/32.84  																																														| Simplifying 454 yields:
% 68.01/32.84  																																														| (455) e3 = e1
% 68.01/32.84  																																														|
% 68.01/32.85  																																														| Equations (455) can reduce 213 to:
% 68.01/32.85  																																														| (266) $false
% 68.01/32.85  																																														|
% 68.01/32.85  																																														|-The branch is then unsatisfiable
% 68.01/32.85  																																								|-Branch two:
% 68.01/32.85  																																								| (549)  ~ (all_0_46_46 = e1)
% 68.01/32.85  																																								| (550) all_0_47_47 = e1 | all_0_48_48 = e1 | all_0_49_49 = e1
% 68.01/32.85  																																								|
% 68.01/32.85  																																									+-Applying beta-rule and splitting (18), into two cases.
% 68.01/32.85  																																									|-Branch one:
% 68.01/32.85  																																									| (453) all_0_41_41 = e1
% 68.01/32.85  																																									|
% 68.01/32.85  																																										| Combining equations (453,84875) yields a new equation:
% 68.01/32.85  																																										| (91377) all_0_32_32 = e1
% 68.01/32.85  																																										|
% 68.01/32.85  																																										| Equations (453) can reduce 214 to:
% 68.01/32.85  																																										| (4055)  ~ (all_0_42_42 = e1)
% 68.01/32.85  																																										|
% 68.01/32.85  																																										| Simplifying 4055 yields:
% 68.01/32.85  																																										| (1380)  ~ (all_0_42_42 = e1)
% 68.01/32.85  																																										|
% 68.01/32.85  																																										| Equations (453) can reduce 1898 to:
% 68.01/32.85  																																										| (467)  ~ (e3 = e1)
% 68.01/32.85  																																										|
% 68.01/32.85  																																										| Simplifying 467 yields:
% 68.01/32.85  																																										| (213)  ~ (e3 = e1)
% 68.01/32.85  																																										|
% 68.01/32.85  																																										| Equations (453) can reduce 357 to:
% 68.01/32.85  																																										| (233)  ~ (e1 = e0)
% 68.01/32.85  																																										|
% 68.01/32.85  																																										+-Applying beta-rule and splitting (64), into two cases.
% 68.01/32.85  																																										|-Branch one:
% 68.01/32.85  																																										| (437) all_0_41_41 = e4
% 68.01/32.85  																																										|
% 68.01/32.85  																																											| Combining equations (437,453) yields a new equation:
% 68.01/32.85  																																											| (636) e4 = e1
% 68.01/32.85  																																											|
% 68.01/32.85  																																											| Simplifying 636 yields:
% 68.01/32.85  																																											| (630) e4 = e1
% 68.01/32.85  																																											|
% 68.01/32.85  																																											| Equations (630) can reduce 110 to:
% 68.01/32.85  																																											| (266) $false
% 68.01/32.85  																																											|
% 68.01/32.85  																																											|-The branch is then unsatisfiable
% 68.01/32.85  																																										|-Branch two:
% 68.01/32.85  																																										| (440)  ~ (all_0_41_41 = e4)
% 68.01/32.85  																																										| (441) all_0_42_42 = e4 | all_0_43_43 = e4 | all_0_44_44 = e4
% 68.01/32.85  																																										|
% 68.01/32.85  																																											+-Applying beta-rule and splitting (152), into two cases.
% 68.01/32.85  																																											|-Branch one:
% 68.01/32.85  																																											| (1392) all_0_42_42 = e4
% 68.01/32.85  																																											|
% 68.01/32.85  																																												| Combining equations (1392,9479) yields a new equation:
% 68.01/32.85  																																												| (15138) all_0_25_25 = e4
% 68.01/32.85  																																												|
% 68.01/32.85  																																												| Combining equations (1392,60459) yields a new equation:
% 68.01/32.86  																																												| (85024) all_0_13_13 = e4
% 68.01/32.86  																																												|
% 68.01/32.86  																																												| Equations (1392) can reduce 198 to:
% 68.01/32.86  																																												| (251)  ~ (all_0_47_47 = e4)
% 68.01/32.86  																																												|
% 68.01/32.86  																																												| Simplifying 251 yields:
% 68.01/32.86  																																												| (252)  ~ (all_0_47_47 = e4)
% 68.01/32.86  																																												|
% 68.01/32.86  																																												| Equations (1392) can reduce 405 to:
% 68.01/32.86  																																												| (188)  ~ (e4 = e3)
% 68.01/32.86  																																												|
% 68.01/32.86  																																												| Equations (1392) can reduce 51 to:
% 68.01/32.86  																																												| (48)  ~ (e4 = e2)
% 68.01/32.86  																																												|
% 68.01/32.86  																																												| Equations (1392) can reduce 1380 to:
% 68.01/32.86  																																												| (110)  ~ (e4 = e1)
% 68.01/32.86  																																												|
% 68.01/32.86  																																												| Equations (1392) can reduce 358 to:
% 68.01/32.86  																																												| (49)  ~ (e4 = e0)
% 68.01/32.86  																																												|
% 68.01/32.86  																																												+-Applying beta-rule and splitting (131), into two cases.
% 68.01/32.86  																																												|-Branch one:
% 68.01/32.86  																																												| (459) all_0_42_42 = e1
% 68.01/32.86  																																												|
% 68.01/32.86  																																													| Combining equations (1392,459) yields a new equation:
% 68.01/32.86  																																													| (636) e4 = e1
% 68.01/32.86  																																													|
% 68.01/32.86  																																													| Simplifying 636 yields:
% 68.01/32.86  																																													| (630) e4 = e1
% 68.01/32.86  																																													|
% 68.01/32.86  																																													| Equations (630) can reduce 110 to:
% 68.01/32.86  																																													| (266) $false
% 68.01/32.86  																																													|
% 68.01/32.86  																																													|-The branch is then unsatisfiable
% 68.01/32.86  																																												|-Branch two:
% 68.01/32.86  																																												| (1380)  ~ (all_0_42_42 = e1)
% 68.01/32.86  																																												| (3259) all_0_47_47 = e1 | all_0_51_51 = e1 | all_0_56_56 = e1
% 68.01/32.86  																																												|
% 68.01/32.86  																																													+-Applying beta-rule and splitting (206), into two cases.
% 68.01/32.86  																																													|-Branch one:
% 68.01/32.86  																																													| (248) all_0_45_45 = e4
% 68.01/32.86  																																													|
% 68.01/32.86  																																														| Combining equations (423,248) yields a new equation:
% 68.01/32.86  																																														| (425) e4 = e3
% 68.01/32.86  																																														|
% 68.01/32.86  																																														| Equations (425) can reduce 188 to:
% 68.01/32.86  																																														| (266) $false
% 68.01/32.86  																																														|
% 68.01/32.86  																																														|-The branch is then unsatisfiable
% 68.01/32.86  																																													|-Branch two:
% 68.01/32.86  																																													| (60416)  ~ (all_0_45_45 = e4)
% 68.01/32.86  																																													| (61457) all_0_46_46 = e4 | all_0_47_47 = e4 | all_0_48_48 = e4 | all_0_49_49 = e4
% 68.01/32.86  																																													|
% 68.01/32.86  																																														| Equations (423) can reduce 60416 to:
% 68.01/32.86  																																														| (277)  ~ (e4 = e3)
% 68.01/32.86  																																														|
% 68.01/32.86  																																														| Simplifying 277 yields:
% 68.01/32.86  																																														| (188)  ~ (e4 = e3)
% 68.01/32.86  																																														|
% 68.01/32.86  																																														+-Applying beta-rule and splitting (62), into two cases.
% 68.01/32.86  																																														|-Branch one:
% 68.01/32.86  																																														| (321) all_0_38_38 = e4
% 68.01/32.86  																																														|
% 68.01/32.86  																																															| Combining equations (329,321) yields a new equation:
% 68.01/32.86  																																															| (397) e4 = e0
% 68.01/32.86  																																															|
% 68.01/32.86  																																															| Equations (397) can reduce 49 to:
% 68.01/32.86  																																															| (266) $false
% 68.01/32.86  																																															|
% 68.01/32.86  																																															|-The branch is then unsatisfiable
% 68.01/32.86  																																														|-Branch two:
% 68.01/32.86  																																														| (325)  ~ (all_0_38_38 = e4)
% 68.01/32.86  																																														| (582) all_0_41_41 = e4 | all_0_46_46 = e4 | all_0_50_50 = e4 | all_0_55_55 = e4
% 68.01/32.86  																																														|
% 68.01/32.86  																																															+-Applying beta-rule and splitting (61457), into two cases.
% 68.01/32.86  																																															|-Branch one:
% 68.01/32.86  																																															| (770) all_0_46_46 = e4
% 68.01/32.86  																																															|
% 68.01/32.86  																																																| Combining equations (770,52204) yields a new equation:
% 68.01/32.86  																																																| (17647) all_0_23_23 = e4
% 68.01/32.86  																																																|
% 68.01/32.86  																																																| Equations (770) can reduce 19 to:
% 68.01/32.86  																																																| (251)  ~ (all_0_47_47 = e4)
% 68.01/32.86  																																																|
% 68.01/32.86  																																																| Simplifying 251 yields:
% 68.01/32.86  																																																| (252)  ~ (all_0_47_47 = e4)
% 68.01/32.86  																																																|
% 68.01/32.86  																																																| Equations (770) can reduce 409 to:
% 68.01/32.86  																																																| (188)  ~ (e4 = e3)
% 68.01/32.86  																																																|
% 68.01/32.86  																																																| Equations (770) can reduce 831 to:
% 68.01/32.86  																																																| (49)  ~ (e4 = e0)
% 68.01/32.86  																																																|
% 68.01/32.86  																																																+-Applying beta-rule and splitting (550), into two cases.
% 68.01/32.86  																																																|-Branch one:
% 68.01/32.86  																																																| (654) all_0_47_47 = e1
% 68.01/32.86  																																																|
% 68.01/32.86  																																																	| Combining equations (654,348) yields a new equation:
% 68.01/32.86  																																																	| (9471) all_0_18_18 = e1
% 68.01/32.86  																																																	|
% 68.01/32.86  																																																	| Combining equations (654,22189) yields a new equation:
% 68.01/32.87  																																																	| (117616) all_0_3_3 = e1
% 68.01/32.87  																																																	|
% 68.01/32.87  																																																	| Equations (654) can reduce 252 to:
% 68.01/32.87  																																																	| (602)  ~ (e4 = e1)
% 68.01/32.87  																																																	|
% 68.01/32.87  																																																	| Simplifying 602 yields:
% 68.01/32.87  																																																	| (110)  ~ (e4 = e1)
% 68.01/32.87  																																																	|
% 68.01/32.87  																																																	| Equations (654) can reduce 1091 to:
% 68.01/32.87  																																																	| (467)  ~ (e3 = e1)
% 68.01/32.87  																																																	|
% 68.01/32.87  																																																	| Simplifying 467 yields:
% 68.01/32.87  																																																	| (213)  ~ (e3 = e1)
% 68.01/32.87  																																																	|
% 68.01/32.87  																																																	| Equations (654) can reduce 678 to:
% 68.01/32.87  																																																	| (233)  ~ (e1 = e0)
% 68.01/32.87  																																																	|
% 68.01/32.87  																																																	+-Applying beta-rule and splitting (238), into two cases.
% 68.01/32.87  																																																	|-Branch one:
% 68.01/32.87  																																																	| (396) all_0_43_43 = e4
% 68.01/32.87  																																																	|
% 68.01/32.87  																																																		| Combining equations (356,396) yields a new equation:
% 68.01/32.87  																																																		| (397) e4 = e0
% 68.01/32.87  																																																		|
% 68.01/32.87  																																																		| Equations (397) can reduce 49 to:
% 68.01/32.87  																																																		| (266) $false
% 68.01/32.87  																																																		|
% 68.01/32.87  																																																		|-The branch is then unsatisfiable
% 68.01/32.87  																																																	|-Branch two:
% 68.01/32.87  																																																	| (399)  ~ (all_0_43_43 = e4)
% 68.01/32.87  																																																	| (9578) (all_0_1_1 = e4 &  ~ (all_0_0_0 = e3) &  ~ (all_0_38_38 = e2)) | (all_0_3_3 = e4 &  ~ (all_0_2_2 = e2) &  ~ (all_0_39_39 = all_0_45_45)) | (all_0_5_5 = e4 &  ~ (all_0_4_4 = e0) &  ~ (all_0_40_40 = all_0_54_54)) | (all_0_8_8 = e3 &  ~ (all_0_7_7 = e2) &  ~ (all_0_42_42 = all_0_46_46)) | (all_0_10_10 = e3 &  ~ (all_0_9_9 = e1) &  ~ (all_0_43_43 = all_0_50_50)) | (all_0_12_12 = e3 &  ~ (all_0_11_11 = e0) &  ~ (all_0_44_44 = all_0_55_55)) | (all_0_14_14 = e2 &  ~ (all_0_13_13 = e4) &  ~ (all_0_39_39 = all_0_45_45)) | (all_0_16_16 = e2 &  ~ (all_0_15_15 = e3) &  ~ (all_0_42_42 = all_0_46_46)) | (all_0_19_19 = e2 &  ~ (all_0_18_18 = e1) &  ~ (all_0_48_48 = all_0_51_51)) | (all_0_21_21 = e2 &  ~ (all_0_20_20 = e0) &  ~ (all_0_49_49 = all_0_56_56)) | (all_0_23_23 = e1 &  ~ (all_0_22_22 = e3) &  ~ (all_0_43_43 = all_0_50_50)) | (all_0_25_25 = e1 &  ~ (all_0_24_24 = e2) &  ~ (all_0_48_48 = all_0_51_51)) | (all_0_28_28 = e1 &  ~ (all_0_27_27 = e0) &  ~ (all_0_53_53 = all_0_57_57)) | (all_0_30_30 = e0 &  ~ (all_0_29_29 = e4) &  ~ (all_0_40_40 = all_0_54_54)) | (all_0_32_32 = e0 &  ~ (all_0_31_31 = e3) &  ~ (all_0_44_44 = all_0_55_55)) | (all_0_34_34 = e0 &  ~ (all_0_33_33 = e2) &  ~ (all_0_49_49 = all_0_56_56)) | (all_0_36_36 = e0 &  ~ (all_0_35_35 = e1) &  ~ (all_0_53_53 = all_0_57_57)) | (all_0_45_45 = e3 &  ~ (all_0_38_38 = e2) &  ~ (all_0_46_46 = e4))
% 68.01/32.87  																																																	|
% 68.01/32.87  																																																		| Equations (356) can reduce 399 to:
% 68.01/32.87  																																																		| (401)  ~ (e4 = e0)
% 68.01/32.87  																																																		|
% 68.01/32.87  																																																		| Simplifying 401 yields:
% 68.01/32.87  																																																		| (49)  ~ (e4 = e0)
% 68.01/32.87  																																																		|
% 68.01/32.87  																																																		+-Applying beta-rule and splitting (9578), into two cases.
% 68.01/32.87  																																																		|-Branch one:
% 68.01/32.87  																																																		| (9581) (all_0_1_1 = e4 &  ~ (all_0_0_0 = e3) &  ~ (all_0_38_38 = e2)) | (all_0_3_3 = e4 &  ~ (all_0_2_2 = e2) &  ~ (all_0_39_39 = all_0_45_45)) | (all_0_5_5 = e4 &  ~ (all_0_4_4 = e0) &  ~ (all_0_40_40 = all_0_54_54)) | (all_0_8_8 = e3 &  ~ (all_0_7_7 = e2) &  ~ (all_0_42_42 = all_0_46_46)) | (all_0_10_10 = e3 &  ~ (all_0_9_9 = e1) &  ~ (all_0_43_43 = all_0_50_50)) | (all_0_12_12 = e3 &  ~ (all_0_11_11 = e0) &  ~ (all_0_44_44 = all_0_55_55)) | (all_0_14_14 = e2 &  ~ (all_0_13_13 = e4) &  ~ (all_0_39_39 = all_0_45_45)) | (all_0_16_16 = e2 &  ~ (all_0_15_15 = e3) &  ~ (all_0_42_42 = all_0_46_46)) | (all_0_19_19 = e2 &  ~ (all_0_18_18 = e1) &  ~ (all_0_48_48 = all_0_51_51)) | (all_0_21_21 = e2 &  ~ (all_0_20_20 = e0) &  ~ (all_0_49_49 = all_0_56_56)) | (all_0_23_23 = e1 &  ~ (all_0_22_22 = e3) &  ~ (all_0_43_43 = all_0_50_50)) | (all_0_25_25 = e1 &  ~ (all_0_24_24 = e2) &  ~ (all_0_48_48 = all_0_51_51)) | (all_0_28_28 = e1 &  ~ (all_0_27_27 = e0) &  ~ (all_0_53_53 = all_0_57_57)) | (all_0_30_30 = e0 &  ~ (all_0_29_29 = e4) &  ~ (all_0_40_40 = all_0_54_54)) | (all_0_32_32 = e0 &  ~ (all_0_31_31 = e3) &  ~ (all_0_44_44 = all_0_55_55)) | (all_0_34_34 = e0 &  ~ (all_0_33_33 = e2) &  ~ (all_0_49_49 = all_0_56_56)) | (all_0_36_36 = e0 &  ~ (all_0_35_35 = e1) &  ~ (all_0_53_53 = all_0_57_57))
% 68.01/32.87  																																																		|
% 68.01/32.87  																																																			+-Applying beta-rule and splitting (9581), into two cases.
% 68.01/32.87  																																																			|-Branch one:
% 68.01/32.87  																																																			| (9582) (all_0_1_1 = e4 &  ~ (all_0_0_0 = e3) &  ~ (all_0_38_38 = e2)) | (all_0_3_3 = e4 &  ~ (all_0_2_2 = e2) &  ~ (all_0_39_39 = all_0_45_45)) | (all_0_5_5 = e4 &  ~ (all_0_4_4 = e0) &  ~ (all_0_40_40 = all_0_54_54)) | (all_0_8_8 = e3 &  ~ (all_0_7_7 = e2) &  ~ (all_0_42_42 = all_0_46_46)) | (all_0_10_10 = e3 &  ~ (all_0_9_9 = e1) &  ~ (all_0_43_43 = all_0_50_50)) | (all_0_12_12 = e3 &  ~ (all_0_11_11 = e0) &  ~ (all_0_44_44 = all_0_55_55)) | (all_0_14_14 = e2 &  ~ (all_0_13_13 = e4) &  ~ (all_0_39_39 = all_0_45_45)) | (all_0_16_16 = e2 &  ~ (all_0_15_15 = e3) &  ~ (all_0_42_42 = all_0_46_46)) | (all_0_19_19 = e2 &  ~ (all_0_18_18 = e1) &  ~ (all_0_48_48 = all_0_51_51)) | (all_0_21_21 = e2 &  ~ (all_0_20_20 = e0) &  ~ (all_0_49_49 = all_0_56_56)) | (all_0_23_23 = e1 &  ~ (all_0_22_22 = e3) &  ~ (all_0_43_43 = all_0_50_50)) | (all_0_25_25 = e1 &  ~ (all_0_24_24 = e2) &  ~ (all_0_48_48 = all_0_51_51)) | (all_0_28_28 = e1 &  ~ (all_0_27_27 = e0) &  ~ (all_0_53_53 = all_0_57_57)) | (all_0_30_30 = e0 &  ~ (all_0_29_29 = e4) &  ~ (all_0_40_40 = all_0_54_54)) | (all_0_32_32 = e0 &  ~ (all_0_31_31 = e3) &  ~ (all_0_44_44 = all_0_55_55)) | (all_0_34_34 = e0 &  ~ (all_0_33_33 = e2) &  ~ (all_0_49_49 = all_0_56_56))
% 68.01/32.87  																																																			|
% 68.01/32.87  																																																				+-Applying beta-rule and splitting (9582), into two cases.
% 68.01/32.87  																																																				|-Branch one:
% 68.01/32.87  																																																				| (9583) (all_0_1_1 = e4 &  ~ (all_0_0_0 = e3) &  ~ (all_0_38_38 = e2)) | (all_0_3_3 = e4 &  ~ (all_0_2_2 = e2) &  ~ (all_0_39_39 = all_0_45_45)) | (all_0_5_5 = e4 &  ~ (all_0_4_4 = e0) &  ~ (all_0_40_40 = all_0_54_54)) | (all_0_8_8 = e3 &  ~ (all_0_7_7 = e2) &  ~ (all_0_42_42 = all_0_46_46)) | (all_0_10_10 = e3 &  ~ (all_0_9_9 = e1) &  ~ (all_0_43_43 = all_0_50_50)) | (all_0_12_12 = e3 &  ~ (all_0_11_11 = e0) &  ~ (all_0_44_44 = all_0_55_55)) | (all_0_14_14 = e2 &  ~ (all_0_13_13 = e4) &  ~ (all_0_39_39 = all_0_45_45)) | (all_0_16_16 = e2 &  ~ (all_0_15_15 = e3) &  ~ (all_0_42_42 = all_0_46_46)) | (all_0_19_19 = e2 &  ~ (all_0_18_18 = e1) &  ~ (all_0_48_48 = all_0_51_51)) | (all_0_21_21 = e2 &  ~ (all_0_20_20 = e0) &  ~ (all_0_49_49 = all_0_56_56)) | (all_0_23_23 = e1 &  ~ (all_0_22_22 = e3) &  ~ (all_0_43_43 = all_0_50_50)) | (all_0_25_25 = e1 &  ~ (all_0_24_24 = e2) &  ~ (all_0_48_48 = all_0_51_51)) | (all_0_28_28 = e1 &  ~ (all_0_27_27 = e0) &  ~ (all_0_53_53 = all_0_57_57)) | (all_0_30_30 = e0 &  ~ (all_0_29_29 = e4) &  ~ (all_0_40_40 = all_0_54_54)) | (all_0_32_32 = e0 &  ~ (all_0_31_31 = e3) &  ~ (all_0_44_44 = all_0_55_55))
% 68.01/32.87  																																																				|
% 68.01/32.87  																																																					+-Applying beta-rule and splitting (9583), into two cases.
% 68.01/32.87  																																																					|-Branch one:
% 68.01/32.87  																																																					| (9584) (all_0_1_1 = e4 &  ~ (all_0_0_0 = e3) &  ~ (all_0_38_38 = e2)) | (all_0_3_3 = e4 &  ~ (all_0_2_2 = e2) &  ~ (all_0_39_39 = all_0_45_45)) | (all_0_5_5 = e4 &  ~ (all_0_4_4 = e0) &  ~ (all_0_40_40 = all_0_54_54)) | (all_0_8_8 = e3 &  ~ (all_0_7_7 = e2) &  ~ (all_0_42_42 = all_0_46_46)) | (all_0_10_10 = e3 &  ~ (all_0_9_9 = e1) &  ~ (all_0_43_43 = all_0_50_50)) | (all_0_12_12 = e3 &  ~ (all_0_11_11 = e0) &  ~ (all_0_44_44 = all_0_55_55)) | (all_0_14_14 = e2 &  ~ (all_0_13_13 = e4) &  ~ (all_0_39_39 = all_0_45_45)) | (all_0_16_16 = e2 &  ~ (all_0_15_15 = e3) &  ~ (all_0_42_42 = all_0_46_46)) | (all_0_19_19 = e2 &  ~ (all_0_18_18 = e1) &  ~ (all_0_48_48 = all_0_51_51)) | (all_0_21_21 = e2 &  ~ (all_0_20_20 = e0) &  ~ (all_0_49_49 = all_0_56_56)) | (all_0_23_23 = e1 &  ~ (all_0_22_22 = e3) &  ~ (all_0_43_43 = all_0_50_50)) | (all_0_25_25 = e1 &  ~ (all_0_24_24 = e2) &  ~ (all_0_48_48 = all_0_51_51)) | (all_0_28_28 = e1 &  ~ (all_0_27_27 = e0) &  ~ (all_0_53_53 = all_0_57_57)) | (all_0_30_30 = e0 &  ~ (all_0_29_29 = e4) &  ~ (all_0_40_40 = all_0_54_54))
% 68.01/32.87  																																																					|
% 68.01/32.87  																																																						+-Applying beta-rule and splitting (9584), into two cases.
% 68.01/32.87  																																																						|-Branch one:
% 68.01/32.87  																																																						| (9585) (all_0_1_1 = e4 &  ~ (all_0_0_0 = e3) &  ~ (all_0_38_38 = e2)) | (all_0_3_3 = e4 &  ~ (all_0_2_2 = e2) &  ~ (all_0_39_39 = all_0_45_45)) | (all_0_5_5 = e4 &  ~ (all_0_4_4 = e0) &  ~ (all_0_40_40 = all_0_54_54)) | (all_0_8_8 = e3 &  ~ (all_0_7_7 = e2) &  ~ (all_0_42_42 = all_0_46_46)) | (all_0_10_10 = e3 &  ~ (all_0_9_9 = e1) &  ~ (all_0_43_43 = all_0_50_50)) | (all_0_12_12 = e3 &  ~ (all_0_11_11 = e0) &  ~ (all_0_44_44 = all_0_55_55)) | (all_0_14_14 = e2 &  ~ (all_0_13_13 = e4) &  ~ (all_0_39_39 = all_0_45_45)) | (all_0_16_16 = e2 &  ~ (all_0_15_15 = e3) &  ~ (all_0_42_42 = all_0_46_46)) | (all_0_19_19 = e2 &  ~ (all_0_18_18 = e1) &  ~ (all_0_48_48 = all_0_51_51)) | (all_0_21_21 = e2 &  ~ (all_0_20_20 = e0) &  ~ (all_0_49_49 = all_0_56_56)) | (all_0_23_23 = e1 &  ~ (all_0_22_22 = e3) &  ~ (all_0_43_43 = all_0_50_50)) | (all_0_25_25 = e1 &  ~ (all_0_24_24 = e2) &  ~ (all_0_48_48 = all_0_51_51)) | (all_0_28_28 = e1 &  ~ (all_0_27_27 = e0) &  ~ (all_0_53_53 = all_0_57_57))
% 68.01/32.87  																																																						|
% 68.01/32.87  																																																							+-Applying beta-rule and splitting (9585), into two cases.
% 68.01/32.87  																																																							|-Branch one:
% 68.01/32.87  																																																							| (9586) (all_0_1_1 = e4 &  ~ (all_0_0_0 = e3) &  ~ (all_0_38_38 = e2)) | (all_0_3_3 = e4 &  ~ (all_0_2_2 = e2) &  ~ (all_0_39_39 = all_0_45_45)) | (all_0_5_5 = e4 &  ~ (all_0_4_4 = e0) &  ~ (all_0_40_40 = all_0_54_54)) | (all_0_8_8 = e3 &  ~ (all_0_7_7 = e2) &  ~ (all_0_42_42 = all_0_46_46)) | (all_0_10_10 = e3 &  ~ (all_0_9_9 = e1) &  ~ (all_0_43_43 = all_0_50_50)) | (all_0_12_12 = e3 &  ~ (all_0_11_11 = e0) &  ~ (all_0_44_44 = all_0_55_55)) | (all_0_14_14 = e2 &  ~ (all_0_13_13 = e4) &  ~ (all_0_39_39 = all_0_45_45)) | (all_0_16_16 = e2 &  ~ (all_0_15_15 = e3) &  ~ (all_0_42_42 = all_0_46_46)) | (all_0_19_19 = e2 &  ~ (all_0_18_18 = e1) &  ~ (all_0_48_48 = all_0_51_51)) | (all_0_21_21 = e2 &  ~ (all_0_20_20 = e0) &  ~ (all_0_49_49 = all_0_56_56)) | (all_0_23_23 = e1 &  ~ (all_0_22_22 = e3) &  ~ (all_0_43_43 = all_0_50_50)) | (all_0_25_25 = e1 &  ~ (all_0_24_24 = e2) &  ~ (all_0_48_48 = all_0_51_51))
% 68.01/32.87  																																																							|
% 68.01/32.87  																																																								+-Applying beta-rule and splitting (9586), into two cases.
% 68.01/32.87  																																																								|-Branch one:
% 68.01/32.87  																																																								| (9587) (all_0_1_1 = e4 &  ~ (all_0_0_0 = e3) &  ~ (all_0_38_38 = e2)) | (all_0_3_3 = e4 &  ~ (all_0_2_2 = e2) &  ~ (all_0_39_39 = all_0_45_45)) | (all_0_5_5 = e4 &  ~ (all_0_4_4 = e0) &  ~ (all_0_40_40 = all_0_54_54)) | (all_0_8_8 = e3 &  ~ (all_0_7_7 = e2) &  ~ (all_0_42_42 = all_0_46_46)) | (all_0_10_10 = e3 &  ~ (all_0_9_9 = e1) &  ~ (all_0_43_43 = all_0_50_50)) | (all_0_12_12 = e3 &  ~ (all_0_11_11 = e0) &  ~ (all_0_44_44 = all_0_55_55)) | (all_0_14_14 = e2 &  ~ (all_0_13_13 = e4) &  ~ (all_0_39_39 = all_0_45_45)) | (all_0_16_16 = e2 &  ~ (all_0_15_15 = e3) &  ~ (all_0_42_42 = all_0_46_46)) | (all_0_19_19 = e2 &  ~ (all_0_18_18 = e1) &  ~ (all_0_48_48 = all_0_51_51)) | (all_0_21_21 = e2 &  ~ (all_0_20_20 = e0) &  ~ (all_0_49_49 = all_0_56_56)) | (all_0_23_23 = e1 &  ~ (all_0_22_22 = e3) &  ~ (all_0_43_43 = all_0_50_50))
% 68.01/32.87  																																																								|
% 68.01/32.87  																																																									+-Applying beta-rule and splitting (9587), into two cases.
% 68.01/32.87  																																																									|-Branch one:
% 68.01/32.87  																																																									| (9588) (all_0_1_1 = e4 &  ~ (all_0_0_0 = e3) &  ~ (all_0_38_38 = e2)) | (all_0_3_3 = e4 &  ~ (all_0_2_2 = e2) &  ~ (all_0_39_39 = all_0_45_45)) | (all_0_5_5 = e4 &  ~ (all_0_4_4 = e0) &  ~ (all_0_40_40 = all_0_54_54)) | (all_0_8_8 = e3 &  ~ (all_0_7_7 = e2) &  ~ (all_0_42_42 = all_0_46_46)) | (all_0_10_10 = e3 &  ~ (all_0_9_9 = e1) &  ~ (all_0_43_43 = all_0_50_50)) | (all_0_12_12 = e3 &  ~ (all_0_11_11 = e0) &  ~ (all_0_44_44 = all_0_55_55)) | (all_0_14_14 = e2 &  ~ (all_0_13_13 = e4) &  ~ (all_0_39_39 = all_0_45_45)) | (all_0_16_16 = e2 &  ~ (all_0_15_15 = e3) &  ~ (all_0_42_42 = all_0_46_46)) | (all_0_19_19 = e2 &  ~ (all_0_18_18 = e1) &  ~ (all_0_48_48 = all_0_51_51)) | (all_0_21_21 = e2 &  ~ (all_0_20_20 = e0) &  ~ (all_0_49_49 = all_0_56_56))
% 68.01/32.87  																																																									|
% 68.01/32.87  																																																										+-Applying beta-rule and splitting (9588), into two cases.
% 68.01/32.87  																																																										|-Branch one:
% 68.01/32.87  																																																										| (9589) (all_0_1_1 = e4 &  ~ (all_0_0_0 = e3) &  ~ (all_0_38_38 = e2)) | (all_0_3_3 = e4 &  ~ (all_0_2_2 = e2) &  ~ (all_0_39_39 = all_0_45_45)) | (all_0_5_5 = e4 &  ~ (all_0_4_4 = e0) &  ~ (all_0_40_40 = all_0_54_54)) | (all_0_8_8 = e3 &  ~ (all_0_7_7 = e2) &  ~ (all_0_42_42 = all_0_46_46)) | (all_0_10_10 = e3 &  ~ (all_0_9_9 = e1) &  ~ (all_0_43_43 = all_0_50_50)) | (all_0_12_12 = e3 &  ~ (all_0_11_11 = e0) &  ~ (all_0_44_44 = all_0_55_55)) | (all_0_14_14 = e2 &  ~ (all_0_13_13 = e4) &  ~ (all_0_39_39 = all_0_45_45)) | (all_0_16_16 = e2 &  ~ (all_0_15_15 = e3) &  ~ (all_0_42_42 = all_0_46_46)) | (all_0_19_19 = e2 &  ~ (all_0_18_18 = e1) &  ~ (all_0_48_48 = all_0_51_51))
% 68.01/32.87  																																																										|
% 68.01/32.87  																																																											+-Applying beta-rule and splitting (9589), into two cases.
% 68.01/32.87  																																																											|-Branch one:
% 68.01/32.87  																																																											| (9590) (all_0_1_1 = e4 &  ~ (all_0_0_0 = e3) &  ~ (all_0_38_38 = e2)) | (all_0_3_3 = e4 &  ~ (all_0_2_2 = e2) &  ~ (all_0_39_39 = all_0_45_45)) | (all_0_5_5 = e4 &  ~ (all_0_4_4 = e0) &  ~ (all_0_40_40 = all_0_54_54)) | (all_0_8_8 = e3 &  ~ (all_0_7_7 = e2) &  ~ (all_0_42_42 = all_0_46_46)) | (all_0_10_10 = e3 &  ~ (all_0_9_9 = e1) &  ~ (all_0_43_43 = all_0_50_50)) | (all_0_12_12 = e3 &  ~ (all_0_11_11 = e0) &  ~ (all_0_44_44 = all_0_55_55)) | (all_0_14_14 = e2 &  ~ (all_0_13_13 = e4) &  ~ (all_0_39_39 = all_0_45_45)) | (all_0_16_16 = e2 &  ~ (all_0_15_15 = e3) &  ~ (all_0_42_42 = all_0_46_46))
% 68.01/32.87  																																																											|
% 68.01/32.87  																																																												+-Applying beta-rule and splitting (9590), into two cases.
% 68.01/32.87  																																																												|-Branch one:
% 68.01/32.87  																																																												| (9591) (all_0_1_1 = e4 &  ~ (all_0_0_0 = e3) &  ~ (all_0_38_38 = e2)) | (all_0_3_3 = e4 &  ~ (all_0_2_2 = e2) &  ~ (all_0_39_39 = all_0_45_45)) | (all_0_5_5 = e4 &  ~ (all_0_4_4 = e0) &  ~ (all_0_40_40 = all_0_54_54)) | (all_0_8_8 = e3 &  ~ (all_0_7_7 = e2) &  ~ (all_0_42_42 = all_0_46_46)) | (all_0_10_10 = e3 &  ~ (all_0_9_9 = e1) &  ~ (all_0_43_43 = all_0_50_50)) | (all_0_12_12 = e3 &  ~ (all_0_11_11 = e0) &  ~ (all_0_44_44 = all_0_55_55)) | (all_0_14_14 = e2 &  ~ (all_0_13_13 = e4) &  ~ (all_0_39_39 = all_0_45_45))
% 68.01/32.87  																																																												|
% 68.01/32.88  																																																													+-Applying beta-rule and splitting (9591), into two cases.
% 68.01/32.88  																																																													|-Branch one:
% 68.10/32.88  																																																													| (9592) (all_0_1_1 = e4 &  ~ (all_0_0_0 = e3) &  ~ (all_0_38_38 = e2)) | (all_0_3_3 = e4 &  ~ (all_0_2_2 = e2) &  ~ (all_0_39_39 = all_0_45_45)) | (all_0_5_5 = e4 &  ~ (all_0_4_4 = e0) &  ~ (all_0_40_40 = all_0_54_54)) | (all_0_8_8 = e3 &  ~ (all_0_7_7 = e2) &  ~ (all_0_42_42 = all_0_46_46)) | (all_0_10_10 = e3 &  ~ (all_0_9_9 = e1) &  ~ (all_0_43_43 = all_0_50_50)) | (all_0_12_12 = e3 &  ~ (all_0_11_11 = e0) &  ~ (all_0_44_44 = all_0_55_55))
% 68.10/32.88  																																																													|
% 68.10/32.88  																																																														+-Applying beta-rule and splitting (9592), into two cases.
% 68.10/32.88  																																																														|-Branch one:
% 68.10/32.88  																																																														| (9593) (all_0_1_1 = e4 &  ~ (all_0_0_0 = e3) &  ~ (all_0_38_38 = e2)) | (all_0_3_3 = e4 &  ~ (all_0_2_2 = e2) &  ~ (all_0_39_39 = all_0_45_45)) | (all_0_5_5 = e4 &  ~ (all_0_4_4 = e0) &  ~ (all_0_40_40 = all_0_54_54)) | (all_0_8_8 = e3 &  ~ (all_0_7_7 = e2) &  ~ (all_0_42_42 = all_0_46_46)) | (all_0_10_10 = e3 &  ~ (all_0_9_9 = e1) &  ~ (all_0_43_43 = all_0_50_50))
% 68.10/32.88  																																																														|
% 68.10/32.88  																																																															+-Applying beta-rule and splitting (9593), into two cases.
% 68.10/32.88  																																																															|-Branch one:
% 68.10/32.88  																																																															| (9594) (all_0_1_1 = e4 &  ~ (all_0_0_0 = e3) &  ~ (all_0_38_38 = e2)) | (all_0_3_3 = e4 &  ~ (all_0_2_2 = e2) &  ~ (all_0_39_39 = all_0_45_45)) | (all_0_5_5 = e4 &  ~ (all_0_4_4 = e0) &  ~ (all_0_40_40 = all_0_54_54)) | (all_0_8_8 = e3 &  ~ (all_0_7_7 = e2) &  ~ (all_0_42_42 = all_0_46_46))
% 68.10/32.88  																																																															|
% 68.10/32.88  																																																																+-Applying beta-rule and splitting (9594), into two cases.
% 68.10/32.88  																																																																|-Branch one:
% 68.10/32.88  																																																																| (9595) (all_0_1_1 = e4 &  ~ (all_0_0_0 = e3) &  ~ (all_0_38_38 = e2)) | (all_0_3_3 = e4 &  ~ (all_0_2_2 = e2) &  ~ (all_0_39_39 = all_0_45_45)) | (all_0_5_5 = e4 &  ~ (all_0_4_4 = e0) &  ~ (all_0_40_40 = all_0_54_54))
% 68.10/32.88  																																																																|
% 68.10/32.88  																																																																	+-Applying beta-rule and splitting (9595), into two cases.
% 68.10/32.88  																																																																	|-Branch one:
% 68.10/32.88  																																																																	| (9596) (all_0_1_1 = e4 &  ~ (all_0_0_0 = e3) &  ~ (all_0_38_38 = e2)) | (all_0_3_3 = e4 &  ~ (all_0_2_2 = e2) &  ~ (all_0_39_39 = all_0_45_45))
% 68.10/32.88  																																																																	|
% 68.10/32.88  																																																																		+-Applying beta-rule and splitting (9596), into two cases.
% 68.10/32.88  																																																																		|-Branch one:
% 68.10/32.88  																																																																		| (9597) all_0_1_1 = e4 &  ~ (all_0_0_0 = e3) &  ~ (all_0_38_38 = e2)
% 68.10/32.88  																																																																		|
% 68.10/32.88  																																																																			| Applying alpha-rule on (9597) yields:
% 68.10/32.88  																																																																			| (9598) all_0_1_1 = e4
% 68.10/32.88  																																																																			| (9599)  ~ (all_0_0_0 = e3)
% 68.10/32.88  																																																																			| (9600)  ~ (all_0_38_38 = e2)
% 68.10/32.88  																																																																			|
% 68.10/32.88  																																																																			| Combining equations (9598,117019) yields a new equation:
% 68.10/32.88  																																																																			| (424) e4 = e3
% 68.10/32.88  																																																																			|
% 68.10/32.88  																																																																			| Simplifying 424 yields:
% 68.10/32.88  																																																																			| (425) e4 = e3
% 68.10/32.88  																																																																			|
% 68.10/32.88  																																																																			| Equations (425) can reduce 188 to:
% 68.10/32.88  																																																																			| (266) $false
% 68.10/32.88  																																																																			|
% 68.10/32.88  																																																																			|-The branch is then unsatisfiable
% 68.10/32.88  																																																																		|-Branch two:
% 68.10/32.88  																																																																		| (9604) all_0_3_3 = e4 &  ~ (all_0_2_2 = e2) &  ~ (all_0_39_39 = all_0_45_45)
% 68.10/32.88  																																																																		|
% 68.10/32.88  																																																																			| Applying alpha-rule on (9604) yields:
% 68.10/32.88  																																																																			| (2165) all_0_3_3 = e4
% 68.10/32.88  																																																																			| (9606)  ~ (all_0_2_2 = e2)
% 68.10/32.88  																																																																			| (9607)  ~ (all_0_39_39 = all_0_45_45)
% 68.10/32.88  																																																																			|
% 68.10/32.89  																																																																			| Combining equations (2165,117616) yields a new equation:
% 68.10/32.89  																																																																			| (636) e4 = e1
% 68.10/32.89  																																																																			|
% 68.10/32.89  																																																																			| Simplifying 636 yields:
% 68.10/32.89  																																																																			| (630) e4 = e1
% 68.10/32.89  																																																																			|
% 68.10/32.89  																																																																			| Equations (630) can reduce 110 to:
% 68.10/32.89  																																																																			| (266) $false
% 68.10/32.89  																																																																			|
% 68.10/32.89  																																																																			|-The branch is then unsatisfiable
% 68.10/32.89  																																																																	|-Branch two:
% 68.10/32.89  																																																																	| (9609) all_0_5_5 = e4 &  ~ (all_0_4_4 = e0) &  ~ (all_0_40_40 = all_0_54_54)
% 68.10/32.89  																																																																	|
% 68.10/32.89  																																																																		| Applying alpha-rule on (9609) yields:
% 68.10/32.89  																																																																		| (9610) all_0_5_5 = e4
% 68.10/32.89  																																																																		| (9611)  ~ (all_0_4_4 = e0)
% 68.10/32.89  																																																																		| (9612)  ~ (all_0_40_40 = all_0_54_54)
% 68.10/32.89  																																																																		|
% 68.10/32.89  																																																																		| Equations (1378,265) can reduce 9612 to:
% 68.10/32.89  																																																																		| (266) $false
% 68.10/32.89  																																																																		|
% 68.10/32.89  																																																																		|-The branch is then unsatisfiable
% 68.10/32.89  																																																																|-Branch two:
% 68.10/32.89  																																																																| (9616) all_0_8_8 = e3 &  ~ (all_0_7_7 = e2) &  ~ (all_0_42_42 = all_0_46_46)
% 68.10/32.89  																																																																|
% 68.10/32.89  																																																																	| Applying alpha-rule on (9616) yields:
% 68.10/32.89  																																																																	| (4675) all_0_8_8 = e3
% 68.10/32.89  																																																																	| (9618)  ~ (all_0_7_7 = e2)
% 68.10/32.89  																																																																	| (9619)  ~ (all_0_42_42 = all_0_46_46)
% 68.10/32.89  																																																																	|
% 68.10/32.89  																																																																	| Equations (1392,770) can reduce 9619 to:
% 68.10/32.89  																																																																	| (266) $false
% 68.10/32.89  																																																																	|
% 68.10/32.89  																																																																	|-The branch is then unsatisfiable
% 68.10/32.89  																																																															|-Branch two:
% 68.10/32.89  																																																															| (9621) all_0_10_10 = e3 &  ~ (all_0_9_9 = e1) &  ~ (all_0_43_43 = all_0_50_50)
% 68.10/32.89  																																																															|
% 68.10/32.89  																																																																| Applying alpha-rule on (9621) yields:
% 68.10/32.89  																																																																| (9622) all_0_10_10 = e3
% 68.10/32.89  																																																																| (9623)  ~ (all_0_9_9 = e1)
% 68.10/32.89  																																																																| (9624)  ~ (all_0_43_43 = all_0_50_50)
% 68.10/32.89  																																																																|
% 68.10/32.90  																																																																| Combining equations (9622,90690) yields a new equation:
% 68.10/32.90  																																																																| (454) e3 = e1
% 68.10/32.90  																																																																|
% 68.10/32.90  																																																																| Simplifying 454 yields:
% 68.10/32.90  																																																																| (455) e3 = e1
% 68.10/32.90  																																																																|
% 68.10/32.90  																																																																| Equations (455) can reduce 213 to:
% 68.10/32.90  																																																																| (266) $false
% 68.10/32.90  																																																																|
% 68.10/32.90  																																																																|-The branch is then unsatisfiable
% 68.10/32.90  																																																														|-Branch two:
% 68.10/32.90  																																																														| (9627) all_0_12_12 = e3 &  ~ (all_0_11_11 = e0) &  ~ (all_0_44_44 = all_0_55_55)
% 68.10/32.90  																																																														|
% 68.10/32.90  																																																															| Applying alpha-rule on (9627) yields:
% 68.10/32.90  																																																															| (2156) all_0_12_12 = e3
% 68.10/32.90  																																																															| (9629)  ~ (all_0_11_11 = e0)
% 68.10/32.90  																																																															| (9630)  ~ (all_0_44_44 = all_0_55_55)
% 68.10/32.90  																																																															|
% 68.10/32.90  																																																															| Equations (532,2336) can reduce 9630 to:
% 68.10/32.90  																																																															| (266) $false
% 68.10/32.90  																																																															|
% 68.10/32.90  																																																															|-The branch is then unsatisfiable
% 68.10/32.90  																																																													|-Branch two:
% 68.10/32.90  																																																													| (9632) all_0_14_14 = e2 &  ~ (all_0_13_13 = e4) &  ~ (all_0_39_39 = all_0_45_45)
% 68.10/32.90  																																																													|
% 68.10/32.90  																																																														| Applying alpha-rule on (9632) yields:
% 68.10/32.90  																																																														| (9633) all_0_14_14 = e2
% 68.10/32.90  																																																														| (9634)  ~ (all_0_13_13 = e4)
% 68.10/32.90  																																																														| (9607)  ~ (all_0_39_39 = all_0_45_45)
% 68.10/32.90  																																																														|
% 68.10/32.90  																																																														| Equations (85024) can reduce 9634 to:
% 68.10/32.90  																																																														| (266) $false
% 68.10/32.90  																																																														|
% 68.10/32.90  																																																														|-The branch is then unsatisfiable
% 68.10/32.90  																																																												|-Branch two:
% 68.10/32.90  																																																												| (9638) all_0_16_16 = e2 &  ~ (all_0_15_15 = e3) &  ~ (all_0_42_42 = all_0_46_46)
% 68.10/32.90  																																																												|
% 68.10/32.90  																																																													| Applying alpha-rule on (9638) yields:
% 68.10/32.90  																																																													| (9639) all_0_16_16 = e2
% 68.10/32.90  																																																													| (9640)  ~ (all_0_15_15 = e3)
% 68.10/32.90  																																																													| (9619)  ~ (all_0_42_42 = all_0_46_46)
% 68.10/32.90  																																																													|
% 68.10/32.90  																																																													| Equations (1392,770) can reduce 9619 to:
% 68.10/32.90  																																																													| (266) $false
% 68.10/32.90  																																																													|
% 68.10/32.90  																																																													|-The branch is then unsatisfiable
% 68.10/32.90  																																																											|-Branch two:
% 68.10/32.90  																																																											| (9644) all_0_19_19 = e2 &  ~ (all_0_18_18 = e1) &  ~ (all_0_48_48 = all_0_51_51)
% 68.10/32.90  																																																											|
% 68.10/32.90  																																																												| Applying alpha-rule on (9644) yields:
% 68.10/32.90  																																																												| (349) all_0_19_19 = e2
% 68.10/32.90  																																																												| (9646)  ~ (all_0_18_18 = e1)
% 68.10/32.90  																																																												| (9647)  ~ (all_0_48_48 = all_0_51_51)
% 68.10/32.90  																																																												|
% 68.10/32.90  																																																												| Equations (9471) can reduce 9646 to:
% 68.10/32.90  																																																												| (266) $false
% 68.10/32.90  																																																												|
% 68.10/32.90  																																																												|-The branch is then unsatisfiable
% 68.10/32.91  																																																										|-Branch two:
% 68.10/32.91  																																																										| (9649) all_0_21_21 = e2 &  ~ (all_0_20_20 = e0) &  ~ (all_0_49_49 = all_0_56_56)
% 68.10/32.91  																																																										|
% 68.10/32.91  																																																											| Applying alpha-rule on (9649) yields:
% 68.10/32.91  																																																											| (4269) all_0_21_21 = e2
% 68.10/32.91  																																																											| (9651)  ~ (all_0_20_20 = e0)
% 68.10/32.91  																																																											| (9652)  ~ (all_0_49_49 = all_0_56_56)
% 68.10/32.91  																																																											|
% 68.10/32.91  																																																											| Equations (978,679) can reduce 9652 to:
% 68.10/32.91  																																																											| (266) $false
% 68.10/32.91  																																																											|
% 68.10/32.91  																																																											|-The branch is then unsatisfiable
% 68.10/32.91  																																																									|-Branch two:
% 68.10/32.91  																																																									| (9656) all_0_23_23 = e1 &  ~ (all_0_22_22 = e3) &  ~ (all_0_43_43 = all_0_50_50)
% 68.10/32.91  																																																									|
% 68.10/32.91  																																																										| Applying alpha-rule on (9656) yields:
% 68.10/32.91  																																																										| (9657) all_0_23_23 = e1
% 68.10/32.91  																																																										| (9658)  ~ (all_0_22_22 = e3)
% 68.10/32.91  																																																										| (9624)  ~ (all_0_43_43 = all_0_50_50)
% 68.10/32.91  																																																										|
% 68.10/32.91  																																																										| Combining equations (9657,17647) yields a new equation:
% 68.10/32.91  																																																										| (630) e4 = e1
% 68.10/32.91  																																																										|
% 68.10/32.91  																																																										| Equations (630) can reduce 110 to:
% 68.10/32.91  																																																										| (266) $false
% 68.10/32.91  																																																										|
% 68.10/32.91  																																																										|-The branch is then unsatisfiable
% 68.10/32.91  																																																								|-Branch two:
% 68.10/32.91  																																																								| (9661) all_0_25_25 = e1 &  ~ (all_0_24_24 = e2) &  ~ (all_0_48_48 = all_0_51_51)
% 68.10/32.91  																																																								|
% 68.10/32.91  																																																									| Applying alpha-rule on (9661) yields:
% 68.10/32.91  																																																									| (4271) all_0_25_25 = e1
% 68.10/32.91  																																																									| (9663)  ~ (all_0_24_24 = e2)
% 68.10/32.91  																																																									| (9647)  ~ (all_0_48_48 = all_0_51_51)
% 68.10/32.91  																																																									|
% 68.10/32.91  																																																									| Combining equations (4271,15138) yields a new equation:
% 68.10/32.91  																																																									| (630) e4 = e1
% 68.10/32.91  																																																									|
% 68.10/32.91  																																																									| Equations (630) can reduce 110 to:
% 68.10/32.91  																																																									| (266) $false
% 68.10/32.91  																																																									|
% 68.10/32.91  																																																									|-The branch is then unsatisfiable
% 68.10/32.91  																																																							|-Branch two:
% 68.10/32.91  																																																							| (9668) all_0_28_28 = e1 &  ~ (all_0_27_27 = e0) &  ~ (all_0_53_53 = all_0_57_57)
% 68.10/32.91  																																																							|
% 68.10/32.91  																																																								| Applying alpha-rule on (9668) yields:
% 68.10/32.91  																																																								| (9669) all_0_28_28 = e1
% 68.10/32.91  																																																								| (9670)  ~ (all_0_27_27 = e0)
% 68.10/32.91  																																																								| (9671)  ~ (all_0_53_53 = all_0_57_57)
% 68.10/32.91  																																																								|
% 68.10/32.91  																																																								| Equations (1208,647) can reduce 9671 to:
% 68.10/32.91  																																																								| (266) $false
% 68.10/32.91  																																																								|
% 68.10/32.91  																																																								|-The branch is then unsatisfiable
% 68.10/32.91  																																																						|-Branch two:
% 68.10/32.91  																																																						| (9674) all_0_30_30 = e0 &  ~ (all_0_29_29 = e4) &  ~ (all_0_40_40 = all_0_54_54)
% 68.10/32.91  																																																						|
% 68.10/32.91  																																																							| Applying alpha-rule on (9674) yields:
% 68.10/32.91  																																																							| (9675) all_0_30_30 = e0
% 68.10/32.91  																																																							| (9676)  ~ (all_0_29_29 = e4)
% 68.10/32.91  																																																							| (9612)  ~ (all_0_40_40 = all_0_54_54)
% 68.10/32.91  																																																							|
% 68.10/32.92  																																																							| Combining equations (9675,60456) yields a new equation:
% 68.10/32.92  																																																							| (431) e1 = e0
% 68.10/32.92  																																																							|
% 68.10/32.92  																																																							| Equations (431) can reduce 233 to:
% 68.10/32.92  																																																							| (266) $false
% 68.10/32.92  																																																							|
% 68.10/32.92  																																																							|-The branch is then unsatisfiable
% 68.10/32.92  																																																					|-Branch two:
% 68.10/32.92  																																																					| (9680) all_0_32_32 = e0 &  ~ (all_0_31_31 = e3) &  ~ (all_0_44_44 = all_0_55_55)
% 68.10/32.92  																																																					|
% 68.10/32.92  																																																						| Applying alpha-rule on (9680) yields:
% 68.10/32.92  																																																						| (2163) all_0_32_32 = e0
% 68.10/32.92  																																																						| (9682)  ~ (all_0_31_31 = e3)
% 68.10/32.92  																																																						| (9630)  ~ (all_0_44_44 = all_0_55_55)
% 68.10/32.92  																																																						|
% 68.10/32.92  																																																						| Combining equations (91377,2163) yields a new equation:
% 68.10/32.92  																																																						| (546) e1 = e0
% 68.10/32.92  																																																						|
% 68.10/32.92  																																																						| Simplifying 546 yields:
% 68.10/32.92  																																																						| (431) e1 = e0
% 68.10/32.92  																																																						|
% 68.10/32.92  																																																						| Equations (431) can reduce 233 to:
% 68.10/32.92  																																																						| (266) $false
% 68.10/32.92  																																																						|
% 68.10/32.92  																																																						|-The branch is then unsatisfiable
% 68.10/32.92  																																																				|-Branch two:
% 68.10/32.92  																																																				| (9686) all_0_34_34 = e0 &  ~ (all_0_33_33 = e2) &  ~ (all_0_49_49 = all_0_56_56)
% 68.10/32.92  																																																				|
% 68.10/32.92  																																																					| Applying alpha-rule on (9686) yields:
% 68.10/32.92  																																																					| (9687) all_0_34_34 = e0
% 68.10/32.92  																																																					| (9688)  ~ (all_0_33_33 = e2)
% 68.10/32.92  																																																					| (9652)  ~ (all_0_49_49 = all_0_56_56)
% 68.10/32.92  																																																					|
% 68.10/32.92  																																																					| Equations (978,679) can reduce 9652 to:
% 68.10/32.92  																																																					| (266) $false
% 68.10/32.92  																																																					|
% 68.10/32.92  																																																					|-The branch is then unsatisfiable
% 68.10/32.92  																																																			|-Branch two:
% 68.10/32.92  																																																			| (9693) all_0_36_36 = e0 &  ~ (all_0_35_35 = e1) &  ~ (all_0_53_53 = all_0_57_57)
% 68.10/32.92  																																																			|
% 68.10/32.92  																																																				| Applying alpha-rule on (9693) yields:
% 68.10/32.92  																																																				| (9694) all_0_36_36 = e0
% 68.10/32.92  																																																				| (9695)  ~ (all_0_35_35 = e1)
% 68.10/32.92  																																																				| (9671)  ~ (all_0_53_53 = all_0_57_57)
% 68.10/32.92  																																																				|
% 68.10/32.92  																																																				| Combining equations (690,9694) yields a new equation:
% 68.10/32.92  																																																				| (481) e4 = e0
% 68.10/32.92  																																																				|
% 68.10/32.92  																																																				| Simplifying 481 yields:
% 68.10/32.92  																																																				| (397) e4 = e0
% 68.10/32.92  																																																				|
% 68.10/32.92  																																																				| Equations (397) can reduce 49 to:
% 68.10/32.92  																																																				| (266) $false
% 68.10/32.92  																																																				|
% 68.10/32.92  																																																				|-The branch is then unsatisfiable
% 68.10/32.92  																																																		|-Branch two:
% 68.10/32.92  																																																		| (9698) all_0_45_45 = e3 &  ~ (all_0_38_38 = e2) &  ~ (all_0_46_46 = e4)
% 68.10/32.92  																																																		|
% 68.10/32.92  																																																			| Applying alpha-rule on (9698) yields:
% 68.10/32.92  																																																			| (423) all_0_45_45 = e3
% 68.10/32.92  																																																			| (9600)  ~ (all_0_38_38 = e2)
% 68.10/32.92  																																																			| (250)  ~ (all_0_46_46 = e4)
% 68.10/32.92  																																																			|
% 68.10/32.92  																																																			| Equations (770) can reduce 250 to:
% 68.10/32.92  																																																			| (266) $false
% 68.10/32.92  																																																			|
% 68.10/32.92  																																																			|-The branch is then unsatisfiable
% 68.10/32.93  																																																|-Branch two:
% 68.10/32.93  																																																| (462)  ~ (all_0_47_47 = e1)
% 68.10/32.93  																																																| (659) all_0_48_48 = e1 | all_0_49_49 = e1
% 68.10/32.93  																																																|
% 68.10/32.93  																																																	+-Applying beta-rule and splitting (3259), into two cases.
% 68.10/32.93  																																																	|-Branch one:
% 68.10/32.93  																																																	| (654) all_0_47_47 = e1
% 68.10/32.93  																																																	|
% 68.10/32.93  																																																		| Equations (654) can reduce 462 to:
% 68.10/32.93  																																																		| (266) $false
% 68.10/32.93  																																																		|
% 68.10/32.93  																																																		|-The branch is then unsatisfiable
% 68.10/32.93  																																																	|-Branch two:
% 68.10/32.93  																																																	| (462)  ~ (all_0_47_47 = e1)
% 68.10/32.93  																																																	| (3264) all_0_51_51 = e1 | all_0_56_56 = e1
% 68.10/32.93  																																																	|
% 68.10/32.93  																																																		+-Applying beta-rule and splitting (3264), into two cases.
% 68.10/32.93  																																																		|-Branch one:
% 68.10/32.93  																																																		| (1109) all_0_51_51 = e1
% 68.10/32.93  																																																		|
% 68.10/32.93  																																																			| Combining equations (660,1109) yields a new equation:
% 68.10/32.93  																																																			| (454) e3 = e1
% 68.10/32.93  																																																			|
% 68.10/32.93  																																																			| Simplifying 454 yields:
% 68.10/32.93  																																																			| (455) e3 = e1
% 68.10/32.93  																																																			|
% 68.10/32.93  																																																			| Equations (455) can reduce 213 to:
% 68.10/32.93  																																																			| (266) $false
% 68.10/32.93  																																																			|
% 68.10/32.93  																																																			|-The branch is then unsatisfiable
% 68.10/32.93  																																																		|-Branch two:
% 68.10/32.93  																																																		| (464)  ~ (all_0_51_51 = e1)
% 68.10/32.93  																																																		| (1569) all_0_56_56 = e1
% 68.10/32.93  																																																		|
% 68.10/32.93  																																																			| Combining equations (679,1569) yields a new equation:
% 68.10/32.93  																																																			| (431) e1 = e0
% 68.10/32.93  																																																			|
% 68.10/32.93  																																																			| Equations (431) can reduce 233 to:
% 68.10/32.93  																																																			| (266) $false
% 68.10/32.93  																																																			|
% 68.10/32.93  																																																			|-The branch is then unsatisfiable
% 68.10/32.93  																																															|-Branch two:
% 68.10/32.93  																																															| (250)  ~ (all_0_46_46 = e4)
% 68.10/32.93  																																															| (61466) all_0_47_47 = e4 | all_0_48_48 = e4 | all_0_49_49 = e4
% 68.10/32.93  																																															|
% 68.10/32.93  																																																+-Applying beta-rule and splitting (3259), into two cases.
% 68.10/32.93  																																																|-Branch one:
% 68.10/32.93  																																																| (654) all_0_47_47 = e1
% 68.10/32.93  																																																|
% 68.10/32.93  																																																	| Equations (654) can reduce 252 to:
% 68.10/32.93  																																																	| (602)  ~ (e4 = e1)
% 68.10/32.93  																																																	|
% 68.10/32.93  																																																	| Simplifying 602 yields:
% 68.10/32.93  																																																	| (110)  ~ (e4 = e1)
% 68.10/32.93  																																																	|
% 68.10/32.93  																																																	+-Applying beta-rule and splitting (582), into two cases.
% 68.10/32.93  																																																	|-Branch one:
% 68.10/32.93  																																																	| (437) all_0_41_41 = e4
% 68.10/32.93  																																																	|
% 68.10/32.93  																																																		| Combining equations (453,437) yields a new equation:
% 68.10/32.93  																																																		| (630) e4 = e1
% 68.10/32.93  																																																		|
% 68.10/32.93  																																																		| Equations (630) can reduce 110 to:
% 68.10/32.93  																																																		| (266) $false
% 68.10/32.93  																																																		|
% 68.10/32.93  																																																		|-The branch is then unsatisfiable
% 68.10/32.93  																																																	|-Branch two:
% 68.10/32.93  																																																	| (440)  ~ (all_0_41_41 = e4)
% 68.10/32.93  																																																	| (769) all_0_46_46 = e4 | all_0_50_50 = e4 | all_0_55_55 = e4
% 68.10/32.93  																																																	|
% 68.10/32.93  																																																		+-Applying beta-rule and splitting (769), into two cases.
% 68.10/32.93  																																																		|-Branch one:
% 68.10/32.93  																																																		| (770) all_0_46_46 = e4
% 68.10/32.93  																																																		|
% 68.10/32.93  																																																			| Equations (770) can reduce 250 to:
% 68.10/32.93  																																																			| (266) $false
% 68.10/32.93  																																																			|
% 68.10/32.93  																																																			|-The branch is then unsatisfiable
% 68.10/32.93  																																																		|-Branch two:
% 68.10/32.93  																																																		| (250)  ~ (all_0_46_46 = e4)
% 68.10/32.93  																																																		| (774) all_0_50_50 = e4 | all_0_55_55 = e4
% 68.10/32.93  																																																		|
% 68.10/32.93  																																																			+-Applying beta-rule and splitting (774), into two cases.
% 68.10/32.93  																																																			|-Branch one:
% 68.10/32.93  																																																			| (775) all_0_50_50 = e4
% 68.10/32.93  																																																			|
% 68.10/32.93  																																																				| Combining equations (378,775) yields a new equation:
% 68.10/32.93  																																																				| (323) e4 = e2
% 68.10/32.93  																																																				|
% 68.10/32.93  																																																				| Equations (323) can reduce 48 to:
% 68.10/32.93  																																																				| (266) $false
% 68.10/32.93  																																																				|
% 68.10/32.93  																																																				|-The branch is then unsatisfiable
% 68.10/32.93  																																																			|-Branch two:
% 68.10/32.93  																																																			| (566)  ~ (all_0_50_50 = e4)
% 68.10/32.93  																																																			| (587) all_0_55_55 = e4
% 68.10/32.93  																																																			|
% 68.10/32.93  																																																				| Combining equations (2336,587) yields a new equation:
% 68.10/32.93  																																																				| (425) e4 = e3
% 68.10/32.93  																																																				|
% 68.10/32.93  																																																				| Equations (425) can reduce 188 to:
% 68.10/32.93  																																																				| (266) $false
% 68.10/32.93  																																																				|
% 68.10/32.93  																																																				|-The branch is then unsatisfiable
% 68.10/32.93  																																																|-Branch two:
% 68.10/32.93  																																																| (462)  ~ (all_0_47_47 = e1)
% 68.10/32.93  																																																| (3264) all_0_51_51 = e1 | all_0_56_56 = e1
% 68.10/32.93  																																																|
% 68.10/32.93  																																																	+-Applying beta-rule and splitting (3264), into two cases.
% 68.10/32.93  																																																	|-Branch one:
% 68.10/32.93  																																																	| (1109) all_0_51_51 = e1
% 68.10/32.93  																																																	|
% 68.10/32.93  																																																		| Combining equations (1109,660) yields a new equation:
% 68.10/32.93  																																																		| (455) e3 = e1
% 68.10/32.93  																																																		|
% 68.10/32.93  																																																		| Equations (455) can reduce 213 to:
% 68.10/32.93  																																																		| (266) $false
% 68.10/32.93  																																																		|
% 68.10/32.93  																																																		|-The branch is then unsatisfiable
% 68.10/32.93  																																																	|-Branch two:
% 68.10/32.93  																																																	| (464)  ~ (all_0_51_51 = e1)
% 68.10/32.93  																																																	| (1569) all_0_56_56 = e1
% 68.10/32.93  																																																	|
% 68.10/32.93  																																																		| Combining equations (1569,679) yields a new equation:
% 68.10/32.93  																																																		| (546) e1 = e0
% 68.10/32.93  																																																		|
% 68.10/32.93  																																																		| Simplifying 546 yields:
% 68.10/32.93  																																																		| (431) e1 = e0
% 68.10/32.93  																																																		|
% 68.10/32.93  																																																		| Equations (431) can reduce 233 to:
% 68.10/32.93  																																																		| (266) $false
% 68.10/32.93  																																																		|
% 68.10/32.93  																																																		|-The branch is then unsatisfiable
% 68.10/32.93  																																											|-Branch two:
% 68.10/32.93  																																											| (1890)  ~ (all_0_42_42 = e4)
% 68.10/32.93  																																											| (1969) all_0_42_42 = e3 | all_0_42_42 = e1 | all_0_42_42 = e0
% 68.10/32.93  																																											|
% 68.10/32.93  																																												+-Applying beta-rule and splitting (441), into two cases.
% 68.10/32.93  																																												|-Branch one:
% 68.10/32.93  																																												| (1392) all_0_42_42 = e4
% 68.10/32.93  																																												|
% 68.10/32.93  																																													| Equations (1392) can reduce 1890 to:
% 68.10/32.93  																																													| (266) $false
% 68.10/32.93  																																													|
% 68.10/32.93  																																													|-The branch is then unsatisfiable
% 68.10/32.93  																																												|-Branch two:
% 68.10/32.93  																																												| (1890)  ~ (all_0_42_42 = e4)
% 68.10/32.93  																																												| (1891) all_0_43_43 = e4 | all_0_44_44 = e4
% 68.10/32.93  																																												|
% 68.10/32.93  																																													+-Applying beta-rule and splitting (62), into two cases.
% 68.10/32.93  																																													|-Branch one:
% 68.10/32.93  																																													| (321) all_0_38_38 = e4
% 68.10/32.93  																																													|
% 68.10/32.93  																																														| Combining equations (329,321) yields a new equation:
% 68.10/32.93  																																														| (397) e4 = e0
% 68.10/32.93  																																														|
% 68.10/32.93  																																														| Equations (397) can reduce 49 to:
% 68.10/32.93  																																														| (266) $false
% 68.10/32.93  																																														|
% 68.10/32.93  																																														|-The branch is then unsatisfiable
% 68.10/32.93  																																													|-Branch two:
% 68.10/32.93  																																													| (325)  ~ (all_0_38_38 = e4)
% 68.10/32.93  																																													| (582) all_0_41_41 = e4 | all_0_46_46 = e4 | all_0_50_50 = e4 | all_0_55_55 = e4
% 68.10/32.93  																																													|
% 68.10/32.93  																																														| Equations (329) can reduce 325 to:
% 68.10/32.93  																																														| (401)  ~ (e4 = e0)
% 68.10/32.93  																																														|
% 68.10/32.93  																																														| Simplifying 401 yields:
% 68.10/32.93  																																														| (49)  ~ (e4 = e0)
% 68.10/32.93  																																														|
% 68.10/32.93  																																														+-Applying beta-rule and splitting (206), into two cases.
% 68.10/32.93  																																														|-Branch one:
% 68.10/32.93  																																														| (248) all_0_45_45 = e4
% 68.10/32.93  																																														|
% 68.10/32.93  																																															| Combining equations (423,248) yields a new equation:
% 68.10/32.93  																																															| (425) e4 = e3
% 68.10/32.93  																																															|
% 68.10/32.93  																																															| Equations (425) can reduce 188 to:
% 68.10/32.93  																																															| (266) $false
% 68.10/32.93  																																															|
% 68.10/32.93  																																															|-The branch is then unsatisfiable
% 68.10/32.93  																																														|-Branch two:
% 68.10/32.93  																																														| (60416)  ~ (all_0_45_45 = e4)
% 68.10/32.93  																																														| (61457) all_0_46_46 = e4 | all_0_47_47 = e4 | all_0_48_48 = e4 | all_0_49_49 = e4
% 68.10/32.93  																																														|
% 68.10/32.94  																																															| Equations (423) can reduce 60416 to:
% 68.10/32.94  																																															| (277)  ~ (e4 = e3)
% 68.10/32.94  																																															|
% 68.10/32.94  																																															| Simplifying 277 yields:
% 68.10/32.94  																																															| (188)  ~ (e4 = e3)
% 68.10/32.94  																																															|
% 68.10/32.94  																																															+-Applying beta-rule and splitting (1891), into two cases.
% 68.10/32.94  																																															|-Branch one:
% 68.10/32.94  																																															| (396) all_0_43_43 = e4
% 68.10/32.94  																																															|
% 68.10/32.94  																																																| Combining equations (356,396) yields a new equation:
% 68.10/32.94  																																																| (397) e4 = e0
% 68.10/32.94  																																																|
% 68.10/32.94  																																																| Equations (397) can reduce 49 to:
% 68.10/32.94  																																																| (266) $false
% 68.10/32.94  																																																|
% 68.10/32.94  																																																|-The branch is then unsatisfiable
% 68.10/32.94  																																															|-Branch two:
% 68.10/32.94  																																															| (399)  ~ (all_0_43_43 = e4)
% 68.10/32.94  																																															| (446) all_0_44_44 = e4
% 68.10/32.94  																																															|
% 68.10/32.94  																																																| Combining equations (532,446) yields a new equation:
% 68.10/32.94  																																																| (425) e4 = e3
% 68.10/32.94  																																																|
% 68.10/32.94  																																																| Equations (425) can reduce 188 to:
% 68.10/32.94  																																																| (266) $false
% 68.10/32.94  																																																|
% 68.10/32.94  																																																|-The branch is then unsatisfiable
% 68.10/32.94  																																									|-Branch two:
% 68.10/32.94  																																									| (457)  ~ (all_0_41_41 = e1)
% 68.10/32.94  																																									| (595) all_0_46_46 = e1 | all_0_50_50 = e1 | all_0_55_55 = e1
% 68.10/32.94  																																									|
% 68.10/32.94  																																										+-Applying beta-rule and splitting (595), into two cases.
% 68.10/32.94  																																										|-Branch one:
% 68.10/32.94  																																										| (545) all_0_46_46 = e1
% 68.10/32.94  																																										|
% 68.10/32.94  																																											| Equations (545) can reduce 549 to:
% 68.10/32.94  																																											| (266) $false
% 68.10/32.94  																																											|
% 68.10/32.94  																																											|-The branch is then unsatisfiable
% 68.10/32.94  																																										|-Branch two:
% 68.10/32.94  																																										| (549)  ~ (all_0_46_46 = e1)
% 68.10/32.94  																																										| (600) all_0_50_50 = e1 | all_0_55_55 = e1
% 68.10/32.94  																																										|
% 68.10/32.94  																																											+-Applying beta-rule and splitting (600), into two cases.
% 68.10/32.94  																																											|-Branch one:
% 68.10/32.94  																																											| (601) all_0_50_50 = e1
% 68.10/32.94  																																											|
% 68.10/32.94  																																												| Combining equations (378,601) yields a new equation:
% 68.10/32.94  																																												| (616) e2 = e1
% 68.10/32.94  																																												|
% 68.10/32.94  																																												| Simplifying 616 yields:
% 68.10/32.94  																																												| (617) e2 = e1
% 68.10/32.94  																																												|
% 68.10/32.94  																																												| Equations (617) can reduce 122 to:
% 68.10/32.94  																																												| (266) $false
% 68.10/32.94  																																												|
% 68.10/32.94  																																												|-The branch is then unsatisfiable
% 68.10/32.94  																																											|-Branch two:
% 68.10/32.94  																																											| (759)  ~ (all_0_50_50 = e1)
% 68.10/32.94  																																											| (629) all_0_55_55 = e1
% 68.10/32.94  																																											|
% 68.10/32.94  																																												| Combining equations (629,2336) yields a new equation:
% 68.10/32.94  																																												| (455) e3 = e1
% 68.10/32.94  																																												|
% 68.10/32.94  																																												| Equations (455) can reduce 213 to:
% 68.10/32.94  																																												| (266) $false
% 68.10/32.94  																																												|
% 68.10/32.94  																																												|-The branch is then unsatisfiable
% 68.10/32.94  																																					|-Branch two:
% 68.10/32.94  																																					| (407)  ~ (all_0_44_44 = e3)
% 68.10/32.94  																																					| (537) all_0_49_49 = e3 | all_0_53_53 = e3 | all_0_58_58 = e3
% 68.10/32.94  																																					|
% 68.10/32.94  																																						+-Applying beta-rule and splitting (418), into two cases.
% 68.10/32.94  																																						|-Branch one:
% 68.10/32.94  																																						| (660) all_0_51_51 = e3
% 68.10/32.94  																																						|
% 68.10/32.94  																																							| Equations (660) can reduce 1099 to:
% 68.10/32.94  																																							| (212)  ~ (e3 = e2)
% 68.10/32.94  																																							|
% 68.10/32.94  																																							| Equations (660) can reduce 464 to:
% 68.10/32.94  																																							| (213)  ~ (e3 = e1)
% 68.10/32.94  																																							|
% 68.10/32.94  																																							| Equations (660) can reduce 115 to:
% 68.10/32.94  																																							| (80)  ~ (e3 = e0)
% 68.10/32.94  																																							|
% 68.10/32.94  																																							+-Applying beta-rule and splitting (537), into two cases.
% 68.10/32.94  																																							|-Branch one:
% 68.10/32.94  																																							| (884) all_0_49_49 = e3
% 68.10/32.94  																																							|
% 68.10/32.94  																																								| Combining equations (978,884) yields a new equation:
% 68.10/32.94  																																								| (676) e3 = e0
% 68.10/32.94  																																								|
% 68.10/32.94  																																								| Equations (676) can reduce 80 to:
% 68.10/32.94  																																								| (266) $false
% 68.10/32.94  																																								|
% 68.10/32.94  																																								|-The branch is then unsatisfiable
% 68.10/32.94  																																							|-Branch two:
% 68.10/32.94  																																							| (525)  ~ (all_0_49_49 = e3)
% 68.10/32.94  																																							| (887) all_0_53_53 = e3 | all_0_58_58 = e3
% 68.10/32.94  																																							|
% 68.10/32.94  																																								+-Applying beta-rule and splitting (887), into two cases.
% 68.10/32.94  																																								|-Branch one:
% 68.10/32.94  																																								| (665) all_0_53_53 = e3
% 68.10/32.94  																																								|
% 68.10/32.94  																																									| Combining equations (1208,665) yields a new equation:
% 68.10/32.94  																																									| (455) e3 = e1
% 68.10/32.94  																																									|
% 68.10/32.94  																																									| Equations (455) can reduce 213 to:
% 68.10/32.94  																																									| (266) $false
% 68.10/32.94  																																									|
% 68.10/32.94  																																									|-The branch is then unsatisfiable
% 68.10/32.94  																																								|-Branch two:
% 68.10/32.94  																																								| (903)  ~ (all_0_53_53 = e3)
% 68.10/32.94  																																								| (795) all_0_58_58 = e3
% 68.10/32.94  																																								|
% 68.10/32.94  																																									| Combining equations (795,624) yields a new equation:
% 68.10/32.94  																																									| (661) e3 = e2
% 68.10/32.94  																																									|
% 68.10/32.94  																																									| Simplifying 661 yields:
% 68.10/32.94  																																									| (662) e3 = e2
% 68.10/32.94  																																									|
% 68.10/32.94  																																									| Equations (662) can reduce 212 to:
% 68.10/32.94  																																									| (266) $false
% 68.10/32.94  																																									|
% 68.10/32.94  																																									|-The branch is then unsatisfiable
% 68.10/32.94  																																						|-Branch two:
% 68.10/32.94  																																						| (664)  ~ (all_0_51_51 = e3)
% 68.10/32.94  																																						| (665) all_0_53_53 = e3
% 68.10/32.94  																																						|
% 68.10/32.94  																																							| Combining equations (1208,665) yields a new equation:
% 68.10/32.94  																																							| (455) e3 = e1
% 68.10/32.94  																																							|
% 68.10/32.94  																																							| Equations (455) can reduce 213 to:
% 68.10/32.94  																																							| (266) $false
% 68.10/32.94  																																							|
% 68.10/32.94  																																							|-The branch is then unsatisfiable
% 68.10/32.94  																																				|-Branch two:
% 68.10/32.94  																																				| (1459)  ~ (all_0_53_53 = e1)
% 68.10/32.94  																																				| (918) all_0_58_58 = e1
% 68.10/32.94  																																				|
% 68.10/32.94  																																					| Combining equations (918,624) yields a new equation:
% 68.10/32.94  																																					| (617) e2 = e1
% 68.10/32.94  																																					|
% 68.10/32.94  																																					| Equations (617) can reduce 122 to:
% 68.10/32.94  																																					| (266) $false
% 68.10/32.94  																																					|
% 68.10/32.94  																																					|-The branch is then unsatisfiable
% 68.10/32.94  																														|-Branch two:
% 68.10/32.94  																														| (270)  ~ (all_0_55_55 = e3)
% 68.10/32.94  																														| (62557) all_0_56_56 = e3 | all_0_58_58 = e3
% 68.10/32.94  																														|
% 68.10/32.94  																															+-Applying beta-rule and splitting (62557), into two cases.
% 68.10/32.94  																															|-Branch one:
% 68.10/32.94  																															| (1097) all_0_56_56 = e3
% 68.10/32.94  																															|
% 68.10/32.94  																																| Combining equations (679,1097) yields a new equation:
% 68.10/32.94  																																| (676) e3 = e0
% 68.10/32.94  																																|
% 68.10/32.94  																																| Equations (676) can reduce 80 to:
% 68.10/32.94  																																| (266) $false
% 68.10/32.94  																																|
% 68.10/32.94  																																|-The branch is then unsatisfiable
% 68.10/32.94  																															|-Branch two:
% 68.10/32.94  																															| (272)  ~ (all_0_56_56 = e3)
% 68.10/32.94  																															| (795) all_0_58_58 = e3
% 68.10/32.94  																															|
% 68.10/32.94  																																| Combining equations (795,624) yields a new equation:
% 68.10/32.94  																																| (661) e3 = e2
% 68.10/32.94  																																|
% 68.10/32.94  																																| Simplifying 661 yields:
% 68.10/32.94  																																| (662) e3 = e2
% 68.10/32.94  																																|
% 68.10/32.94  																																| Equations (662) can reduce 212 to:
% 68.10/32.94  																																| (266) $false
% 68.10/32.94  																																|
% 68.10/32.94  																																|-The branch is then unsatisfiable
% 68.10/32.94  																								|-Branch two:
% 68.10/32.94  																								| (828)  ~ (all_0_56_56 = e0)
% 68.10/32.94  																								| (924) all_0_57_57 = e0 | all_0_58_58 = e0
% 68.10/32.94  																								|
% 68.10/32.94  																									+-Applying beta-rule and splitting (924), into two cases.
% 68.10/32.94  																									|-Branch one:
% 68.10/32.94  																									| (875) all_0_57_57 = e0
% 68.10/32.94  																									|
% 68.10/32.94  																										| Combining equations (875,647) yields a new equation:
% 68.10/32.94  																										| (431) e1 = e0
% 68.10/32.94  																										|
% 68.10/32.94  																										| Equations (431) can reduce 233 to:
% 68.10/32.94  																										| (266) $false
% 68.10/32.94  																										|
% 68.10/32.94  																										|-The branch is then unsatisfiable
% 68.10/32.94  																									|-Branch two:
% 68.10/32.94  																									| (364)  ~ (all_0_57_57 = e0)
% 68.10/32.94  																									| (914) all_0_58_58 = e0
% 68.10/32.94  																									|
% 68.10/32.94  																										| Combining equations (624,914) yields a new equation:
% 68.10/32.94  																										| (391) e2 = e0
% 68.10/32.94  																										|
% 68.10/32.94  																										| Simplifying 391 yields:
% 68.10/32.94  																										| (330) e2 = e0
% 68.10/32.94  																										|
% 68.10/32.94  																										| Equations (330) can reduce 128 to:
% 68.10/32.94  																										| (266) $false
% 68.10/32.94  																										|
% 68.10/32.94  																										|-The branch is then unsatisfiable
% 68.10/32.94  																				|-Branch two:
% 68.10/32.94  																				| (302)  ~ (all_0_50_50 = e2)
% 68.10/32.94  																				| (381) all_0_51_51 = e2 | all_0_52_52 = e2 | all_0_53_53 = e2
% 68.10/32.94  																				|
% 68.10/32.95  																					+-Applying beta-rule and splitting (24424), into two cases.
% 68.10/32.95  																					|-Branch one:
% 68.10/32.95  																					| (1794) all_0_46_46 = e2
% 68.10/32.95  																					|
% 68.10/32.95  																						| Equations (1794) can reduce 300 to:
% 68.10/32.95  																						| (266) $false
% 68.10/32.95  																						|
% 68.10/32.95  																						|-The branch is then unsatisfiable
% 68.10/32.95  																					|-Branch two:
% 68.10/32.95  																					| (300)  ~ (all_0_46_46 = e2)
% 68.10/32.95  																					| (24428) all_0_50_50 = e2 | all_0_55_55 = e2
% 68.10/32.95  																					|
% 68.10/32.95  																						+-Applying beta-rule and splitting (381), into two cases.
% 68.10/32.95  																						|-Branch one:
% 68.10/32.95  																						| (504) all_0_51_51 = e2
% 68.10/32.95  																						|
% 68.10/32.95  																							| Equations (504) can reduce 1099 to:
% 68.10/32.95  																							| (266) $false
% 68.10/32.95  																							|
% 68.10/32.95  																							|-The branch is then unsatisfiable
% 68.10/32.95  																						|-Branch two:
% 68.10/32.95  																						| (1099)  ~ (all_0_51_51 = e2)
% 68.10/32.95  																						| (1152) all_0_52_52 = e2 | all_0_53_53 = e2
% 68.10/32.95  																						|
% 68.10/32.95  																							+-Applying beta-rule and splitting (1152), into two cases.
% 68.10/32.95  																							|-Branch one:
% 68.10/32.95  																							| (352) all_0_52_52 = e2
% 68.10/32.95  																							|
% 68.10/32.95  																								| Combining equations (565,352) yields a new equation:
% 68.10/32.95  																								| (322) e4 = e2
% 68.10/32.95  																								|
% 68.10/32.95  																								| Simplifying 322 yields:
% 68.10/32.95  																								| (323) e4 = e2
% 68.10/32.95  																								|
% 68.10/32.95  																								| Equations (323) can reduce 48 to:
% 68.10/32.95  																								| (266) $false
% 68.10/32.95  																								|
% 68.10/32.95  																								|-The branch is then unsatisfiable
% 68.10/32.95  																							|-Branch two:
% 68.10/32.95  																							| (342)  ~ (all_0_52_52 = e2)
% 68.10/32.95  																							| (607) all_0_53_53 = e2
% 68.10/32.95  																							|
% 68.10/32.95  																								| Equations (607) can reduce 220 to:
% 68.10/32.95  																								| (147)  ~ (all_0_44_44 = e2)
% 68.10/32.95  																								|
% 68.10/32.95  																								| Equations (607) can reduce 65 to:
% 68.10/32.95  																								| (340)  ~ (all_0_49_49 = e2)
% 68.10/32.95  																								|
% 68.10/32.95  																								| Equations (607) can reduce 190 to:
% 68.10/32.95  																								| (302)  ~ (all_0_50_50 = e2)
% 68.10/32.95  																								|
% 68.10/32.95  																								| Equations (607) can reduce 6 to:
% 68.10/32.95  																								| (1099)  ~ (all_0_51_51 = e2)
% 68.10/32.95  																								|
% 68.10/32.95  																								| From (607) and (92) follows:
% 68.10/32.95  																								| (1555) op(e2, e1) = all_0_27_27
% 68.10/32.95  																								|
% 68.10/32.95  																								| From (607) and (84) follows:
% 68.10/32.95  																								| (2566) op(e1, e0) = e2
% 68.10/32.95  																								|
% 68.10/32.95  																								+-Applying beta-rule and splitting (222), into two cases.
% 68.10/32.95  																								|-Branch one:
% 68.10/32.95  																								| (386) all_0_55_55 = e2
% 68.10/32.95  																								|
% 68.10/32.95  																									| Equations (386) can reduce 191 to:
% 68.10/32.95  																									| (85)  ~ (all_0_41_41 = e2)
% 68.10/32.95  																									|
% 68.10/32.95  																									| Equations (386) can reduce 58 to:
% 68.10/32.95  																									| (300)  ~ (all_0_46_46 = e2)
% 68.10/32.95  																									|
% 68.10/32.95  																									| Equations (386) can reduce 153 to:
% 68.10/32.95  																									| (510)  ~ (all_0_56_56 = e2)
% 68.10/32.95  																									|
% 68.10/32.95  																									| Simplifying 510 yields:
% 68.10/32.95  																									| (511)  ~ (all_0_56_56 = e2)
% 68.10/32.95  																									|
% 68.10/32.95  																									| Equations (386) can reduce 3 to:
% 68.10/32.95  																									| (1186)  ~ (all_0_58_58 = e2)
% 68.10/32.95  																									|
% 68.10/32.95  																									| Simplifying 1186 yields:
% 68.10/32.95  																									| (908)  ~ (all_0_58_58 = e2)
% 68.10/32.95  																									|
% 68.10/32.95  																									| Equations (386) can reduce 632 to:
% 68.10/32.95  																									| (122)  ~ (e2 = e1)
% 68.10/32.95  																									|
% 68.10/32.95  																									| Equations (386) can reduce 803 to:
% 68.10/32.95  																									| (128)  ~ (e2 = e0)
% 68.10/32.95  																									|
% 68.10/32.95  																									| From (386) and (187) follows:
% 68.10/32.95  																									| (52670) op(e2, e3) = all_0_32_32
% 68.10/32.95  																									|
% 68.10/32.95  																									| From (386) and (74) follows:
% 68.10/32.95  																									| (24443) op(e0, e3) = e2
% 68.10/32.95  																									|
% 68.10/32.95  																									| Instantiating formula (29) with e2, e3, all_0_32_32, all_0_46_46 and discharging atoms op(e2, e3) = all_0_32_32, op(e2, e3) = all_0_46_46, yields:
% 68.10/32.95  																									| (52744) all_0_32_32 = all_0_46_46
% 68.10/32.95  																									|
% 68.10/32.95  																									| Instantiating formula (29) with e2, e1, all_0_27_27, e2 and discharging atoms op(e2, e1) = all_0_27_27, op(e2, e1) = e2, yields:
% 68.10/32.95  																									| (1590) all_0_27_27 = e2
% 68.10/32.95  																									|
% 68.10/32.95  																									| From (52744) and (52670) follows:
% 68.10/32.95  																									| (120) op(e2, e3) = all_0_46_46
% 68.10/32.95  																									|
% 68.10/32.95  																									| From (1590) and (1555) follows:
% 68.10/32.95  																									| (347) op(e2, e1) = e2
% 68.10/32.95  																									|
% 68.10/32.95  																									+-Applying beta-rule and splitting (168), into two cases.
% 68.10/32.95  																									|-Branch one:
% 68.10/32.95  																									| (415) all_0_50_50 = e3
% 68.10/32.95  																									|
% 68.10/32.95  																										| Equations (415) can reduce 221 to:
% 68.10/32.95  																										| (1898)  ~ (all_0_41_41 = e3)
% 68.10/32.95  																										|
% 68.10/32.95  																										| Equations (415) can reduce 35 to:
% 68.10/32.95  																										| (409)  ~ (all_0_46_46 = e3)
% 68.10/32.95  																										|
% 68.10/32.95  																										| Equations (415) can reduce 59 to:
% 68.10/32.95  																										| (1925)  ~ (all_0_51_51 = e3)
% 68.10/32.95  																										|
% 68.10/32.95  																										| Simplifying 1925 yields:
% 68.10/32.95  																										| (664)  ~ (all_0_51_51 = e3)
% 68.10/32.95  																										|
% 68.10/32.95  																										| Equations (415) can reduce 566 to:
% 68.10/32.95  																										| (277)  ~ (e4 = e3)
% 68.10/32.95  																										|
% 68.10/32.95  																										| Simplifying 277 yields:
% 68.10/32.95  																										| (188)  ~ (e4 = e3)
% 68.10/32.95  																										|
% 68.10/32.95  																										| From (415) and (8) follows:
% 68.10/32.95  																										| (5694) op(e3, e3) = all_0_23_23
% 68.10/32.95  																										|
% 68.10/32.95  																										| From (415) and (242) follows:
% 68.10/32.95  																										| (1934) op(e1, e3) = e3
% 68.10/32.95  																										|
% 68.10/32.95  																										+-Applying beta-rule and splitting (7), into two cases.
% 68.10/32.95  																										|-Branch one:
% 68.10/32.95  																										| (504) all_0_51_51 = e2
% 68.10/32.95  																										|
% 68.10/32.95  																											| Equations (504) can reduce 1099 to:
% 68.10/32.95  																											| (266) $false
% 68.10/32.95  																											|
% 68.10/32.95  																											|-The branch is then unsatisfiable
% 68.10/32.95  																										|-Branch two:
% 68.10/32.95  																										| (1099)  ~ (all_0_51_51 = e2)
% 68.10/32.95  																										| (1100) all_0_51_51 = e4 | all_0_51_51 = e3 | all_0_51_51 = e1
% 68.10/32.95  																										|
% 68.10/32.95  																											+-Applying beta-rule and splitting (160), into two cases.
% 68.10/32.95  																											|-Branch one:
% 68.10/32.95  																											| (601) all_0_50_50 = e1
% 68.10/32.95  																											|
% 68.10/32.95  																												| Combining equations (601,415) yields a new equation:
% 68.10/32.95  																												| (455) e3 = e1
% 68.10/32.95  																												|
% 68.10/32.95  																												| Equations (455) can reduce 213 to:
% 68.10/32.95  																												| (266) $false
% 68.10/32.95  																												|
% 68.10/32.95  																												|-The branch is then unsatisfiable
% 68.10/32.95  																											|-Branch two:
% 68.10/32.95  																											| (759)  ~ (all_0_50_50 = e1)
% 68.10/32.95  																											| (1168) all_0_51_51 = e1 | all_0_52_52 = e1 | all_0_53_53 = e1
% 68.10/32.95  																											|
% 68.10/32.95  																												+-Applying beta-rule and splitting (1100), into two cases.
% 68.10/32.95  																												|-Branch one:
% 68.10/32.95  																												| (1101) all_0_51_51 = e4
% 68.10/32.95  																												|
% 68.10/32.95  																													| Equations (1101) can reduce 475 to:
% 68.10/32.95  																													| (266) $false
% 68.10/32.95  																													|
% 68.10/32.95  																													|-The branch is then unsatisfiable
% 68.10/32.95  																												|-Branch two:
% 68.10/32.95  																												| (475)  ~ (all_0_51_51 = e4)
% 68.10/32.95  																												| (1104) all_0_51_51 = e3 | all_0_51_51 = e1
% 68.10/32.95  																												|
% 68.10/32.95  																													+-Applying beta-rule and splitting (1168), into two cases.
% 68.10/32.95  																													|-Branch one:
% 68.10/32.95  																													| (1109) all_0_51_51 = e1
% 68.10/32.95  																													|
% 68.10/32.95  																														| Equations (1109) can reduce 61 to:
% 68.10/32.95  																														| (1380)  ~ (all_0_42_42 = e1)
% 68.10/32.95  																														|
% 68.10/32.95  																														| Equations (1109) can reduce 224 to:
% 68.10/32.95  																														| (462)  ~ (all_0_47_47 = e1)
% 68.10/32.95  																														|
% 68.10/32.95  																														| Equations (1109) can reduce 475 to:
% 68.10/32.95  																														| (602)  ~ (e4 = e1)
% 68.10/32.95  																														|
% 68.10/32.95  																														| Simplifying 602 yields:
% 68.10/32.95  																														| (110)  ~ (e4 = e1)
% 68.10/32.95  																														|
% 68.10/32.95  																														| Equations (1109) can reduce 664 to:
% 68.10/32.95  																														| (467)  ~ (e3 = e1)
% 68.10/32.95  																														|
% 68.10/32.95  																														| Simplifying 467 yields:
% 68.10/32.95  																														| (213)  ~ (e3 = e1)
% 68.10/32.95  																														|
% 68.10/32.95  																														| Equations (1109) can reduce 1099 to:
% 68.10/32.95  																														| (604)  ~ (e2 = e1)
% 68.10/32.95  																														|
% 68.10/32.95  																														| Simplifying 604 yields:
% 68.10/32.95  																														| (122)  ~ (e2 = e1)
% 68.10/32.95  																														|
% 68.10/32.95  																														| From (1109) and (177) follows:
% 68.10/32.95  																														| (4211) op(e1, e2) = all_0_25_25
% 68.10/32.96  																														|
% 68.10/32.96  																														| From (1109) and (186) follows:
% 68.10/32.96  																														| (699) op(e1, e2) = e1
% 68.10/32.96  																														|
% 68.10/32.96  																														| Instantiating formula (29) with e3, e3, all_0_23_23, all_0_41_41 and discharging atoms op(e3, e3) = all_0_23_23, op(e3, e3) = all_0_41_41, yields:
% 68.10/32.96  																														| (6435) all_0_23_23 = all_0_41_41
% 68.10/32.96  																														|
% 68.10/32.96  																														| Instantiating formula (29) with e1, e2, e1, all_0_25_25 and discharging atoms op(e1, e2) = all_0_25_25, op(e1, e2) = e1, yields:
% 68.10/32.96  																														| (4271) all_0_25_25 = e1
% 68.10/32.96  																														|
% 68.10/32.96  																														| From (6435) and (5694) follows:
% 68.10/32.96  																														| (219) op(e3, e3) = all_0_41_41
% 68.10/32.96  																														|
% 68.10/32.96  																														| From (4271) and (4211) follows:
% 68.10/32.96  																														| (699) op(e1, e2) = e1
% 68.10/32.96  																														|
% 68.10/32.96  																														+-Applying beta-rule and splitting (113), into two cases.
% 68.10/32.96  																														|-Branch one:
% 68.10/32.96  																														| (403) all_0_41_41 = e3
% 68.10/32.96  																														|
% 68.10/32.96  																															| Equations (403) can reduce 1898 to:
% 68.10/32.96  																															| (266) $false
% 68.10/32.96  																															|
% 68.10/32.96  																															|-The branch is then unsatisfiable
% 68.10/32.96  																														|-Branch two:
% 68.10/32.96  																														| (1898)  ~ (all_0_41_41 = e3)
% 68.10/32.96  																														| (1899) all_0_42_42 = e3 | all_0_44_44 = e3
% 68.10/32.96  																														|
% 68.10/32.96  																															+-Applying beta-rule and splitting (64), into two cases.
% 68.10/32.96  																															|-Branch one:
% 68.10/32.96  																															| (437) all_0_41_41 = e4
% 68.10/32.96  																															|
% 68.10/32.96  																																| Equations (437) can reduce 214 to:
% 68.10/32.96  																																| (1901)  ~ (all_0_42_42 = e4)
% 68.10/32.96  																																|
% 68.10/32.96  																																| Simplifying 1901 yields:
% 68.10/32.96  																																| (1890)  ~ (all_0_42_42 = e4)
% 68.10/32.96  																																|
% 68.10/32.96  																																| Equations (437) can reduce 149 to:
% 68.10/32.96  																																| (1903)  ~ (all_0_44_44 = e4)
% 68.10/32.96  																																|
% 68.10/32.96  																																| Simplifying 1903 yields:
% 68.10/32.96  																																| (1390)  ~ (all_0_44_44 = e4)
% 68.10/32.96  																																|
% 68.10/32.96  																																| Equations (437) can reduce 1898 to:
% 68.10/32.96  																																| (188)  ~ (e4 = e3)
% 68.10/32.96  																																|
% 68.10/32.96  																																| Equations (437) can reduce 85 to:
% 68.10/32.96  																																| (48)  ~ (e4 = e2)
% 68.10/32.96  																																|
% 68.10/32.96  																																| Equations (437) can reduce 357 to:
% 68.10/32.96  																																| (49)  ~ (e4 = e0)
% 68.10/32.96  																																|
% 68.10/32.96  																																| From (437) and (219) follows:
% 68.10/32.96  																																| (1913) op(e3, e3) = e4
% 68.10/32.96  																																|
% 68.10/32.96  																																+-Applying beta-rule and splitting (103), into two cases.
% 68.10/32.96  																																|-Branch one:
% 68.10/32.96  																																| (453) all_0_41_41 = e1
% 68.10/32.96  																																|
% 68.10/32.96  																																	| Combining equations (453,437) yields a new equation:
% 68.10/32.96  																																	| (630) e4 = e1
% 68.10/32.96  																																	|
% 68.10/32.96  																																	| Equations (630) can reduce 110 to:
% 68.10/32.96  																																	| (266) $false
% 68.10/32.96  																																	|
% 68.10/32.96  																																	|-The branch is then unsatisfiable
% 68.10/32.96  																																|-Branch two:
% 68.10/32.96  																																| (457)  ~ (all_0_41_41 = e1)
% 68.10/32.96  																																| (458) all_0_42_42 = e1 | all_0_43_43 = e1 | all_0_44_44 = e1
% 68.10/32.96  																																|
% 68.10/32.96  																																	| Equations (437) can reduce 457 to:
% 68.10/32.96  																																	| (110)  ~ (e4 = e1)
% 68.10/32.96  																																	|
% 68.10/32.96  																																	+-Applying beta-rule and splitting (18), into two cases.
% 68.10/32.96  																																	|-Branch one:
% 68.10/32.96  																																	| (453) all_0_41_41 = e1
% 68.10/32.96  																																	|
% 68.10/32.96  																																		| Combining equations (453,437) yields a new equation:
% 68.10/32.96  																																		| (630) e4 = e1
% 68.10/32.96  																																		|
% 68.10/32.96  																																		| Equations (630) can reduce 110 to:
% 68.10/32.96  																																		| (266) $false
% 68.10/32.96  																																		|
% 68.10/32.96  																																		|-The branch is then unsatisfiable
% 68.10/32.96  																																	|-Branch two:
% 68.10/32.96  																																	| (457)  ~ (all_0_41_41 = e1)
% 68.10/32.96  																																	| (595) all_0_46_46 = e1 | all_0_50_50 = e1 | all_0_55_55 = e1
% 68.10/32.96  																																	|
% 68.10/32.96  																																		+-Applying beta-rule and splitting (595), into two cases.
% 68.10/32.96  																																		|-Branch one:
% 68.10/32.96  																																		| (545) all_0_46_46 = e1
% 68.10/32.96  																																		|
% 68.10/32.96  																																			| Equations (545) can reduce 208 to:
% 68.10/32.96  																																			| (1419)  ~ (all_0_49_49 = e1)
% 68.10/32.96  																																			|
% 68.10/32.96  																																			| Simplifying 1419 yields:
% 68.10/32.96  																																			| (1064)  ~ (all_0_49_49 = e1)
% 68.10/32.96  																																			|
% 68.10/32.96  																																			| Equations (545) can reduce 300 to:
% 68.10/32.96  																																			| (604)  ~ (e2 = e1)
% 68.10/32.96  																																			|
% 68.10/32.96  																																			| Simplifying 604 yields:
% 68.10/32.96  																																			| (122)  ~ (e2 = e1)
% 68.10/32.96  																																			|
% 68.10/32.96  																																			| From (545) and (120) follows:
% 68.10/32.96  																																			| (2105) op(e2, e3) = e1
% 68.10/32.96  																																			|
% 68.10/32.96  																																			+-Applying beta-rule and splitting (152), into two cases.
% 68.10/32.96  																																			|-Branch one:
% 68.10/32.96  																																			| (1392) all_0_42_42 = e4
% 68.10/32.96  																																			|
% 68.10/32.96  																																				| Equations (1392) can reduce 1890 to:
% 68.10/32.96  																																				| (266) $false
% 68.10/32.96  																																				|
% 68.10/32.96  																																				|-The branch is then unsatisfiable
% 68.10/32.96  																																			|-Branch two:
% 68.10/32.96  																																			| (1890)  ~ (all_0_42_42 = e4)
% 68.10/32.96  																																			| (1969) all_0_42_42 = e3 | all_0_42_42 = e1 | all_0_42_42 = e0
% 68.10/32.96  																																			|
% 68.10/32.96  																																				+-Applying beta-rule and splitting (112), into two cases.
% 68.10/32.96  																																				|-Branch one:
% 68.10/32.96  																																				| (635) all_0_44_44 = e1
% 68.10/32.96  																																				|
% 68.10/32.96  																																					| Equations (635) can reduce 73 to:
% 68.10/32.96  																																					| (1380)  ~ (all_0_42_42 = e1)
% 68.10/32.96  																																					|
% 68.10/32.96  																																					| Equations (635) can reduce 9 to:
% 68.10/32.96  																																					| (1419)  ~ (all_0_49_49 = e1)
% 68.10/32.96  																																					|
% 68.10/32.96  																																					| Simplifying 1419 yields:
% 68.10/32.96  																																					| (1064)  ~ (all_0_49_49 = e1)
% 68.10/32.96  																																					|
% 68.10/32.96  																																					| Equations (635) can reduce 1390 to:
% 68.10/32.96  																																					| (602)  ~ (e4 = e1)
% 68.10/32.96  																																					|
% 68.10/32.96  																																					| Simplifying 602 yields:
% 68.10/32.96  																																					| (110)  ~ (e4 = e1)
% 68.10/32.96  																																					|
% 68.10/32.96  																																					| Equations (635) can reduce 147 to:
% 68.10/32.96  																																					| (604)  ~ (e2 = e1)
% 68.10/32.96  																																					|
% 68.10/32.96  																																					| Simplifying 604 yields:
% 68.10/32.96  																																					| (122)  ~ (e2 = e1)
% 68.10/32.96  																																					|
% 68.10/32.96  																																					| Equations (635) can reduce 360 to:
% 68.10/32.96  																																					| (233)  ~ (e1 = e0)
% 68.10/32.96  																																					|
% 68.10/32.96  																																					+-Applying beta-rule and splitting (54), into two cases.
% 68.10/32.96  																																					|-Branch one:
% 68.10/32.96  																																					| (583) all_0_49_49 = e2
% 68.10/32.96  																																					|
% 68.10/32.96  																																						| Equations (583) can reduce 340 to:
% 68.10/32.96  																																						| (266) $false
% 68.10/32.96  																																						|
% 68.10/32.96  																																						|-The branch is then unsatisfiable
% 68.10/32.96  																																					|-Branch two:
% 68.10/32.96  																																					| (340)  ~ (all_0_49_49 = e2)
% 68.10/32.96  																																					| (586) all_0_49_49 = e4 | all_0_49_49 = e3 | all_0_49_49 = e1 | all_0_49_49 = e0
% 68.10/32.96  																																					|
% 68.10/32.96  																																						+-Applying beta-rule and splitting (1969), into two cases.
% 68.10/32.96  																																						|-Branch one:
% 68.10/32.96  																																						| (559) all_0_42_42 = e0
% 68.10/32.96  																																						|
% 68.10/32.96  																																							| Equations (559) can reduce 358 to:
% 68.10/32.96  																																							| (266) $false
% 68.10/32.96  																																							|
% 68.10/32.96  																																							|-The branch is then unsatisfiable
% 68.10/32.96  																																						|-Branch two:
% 68.10/32.96  																																						| (358)  ~ (all_0_42_42 = e0)
% 68.10/32.96  																																						| (2510) all_0_42_42 = e3 | all_0_42_42 = e1
% 68.10/32.96  																																						|
% 68.10/32.96  																																							+-Applying beta-rule and splitting (206), into two cases.
% 68.10/32.96  																																							|-Branch one:
% 68.10/32.96  																																							| (248) all_0_45_45 = e4
% 68.10/32.96  																																							|
% 68.10/32.96  																																								| Combining equations (423,248) yields a new equation:
% 68.10/32.96  																																								| (425) e4 = e3
% 68.10/32.96  																																								|
% 68.10/32.96  																																								| Equations (425) can reduce 188 to:
% 68.10/32.96  																																								| (266) $false
% 68.10/32.96  																																								|
% 68.10/32.96  																																								|-The branch is then unsatisfiable
% 68.10/32.96  																																							|-Branch two:
% 68.10/32.96  																																							| (60416)  ~ (all_0_45_45 = e4)
% 68.10/32.96  																																							| (61457) all_0_46_46 = e4 | all_0_47_47 = e4 | all_0_48_48 = e4 | all_0_49_49 = e4
% 68.10/32.96  																																							|
% 68.10/32.96  																																								+-Applying beta-rule and splitting (2510), into two cases.
% 68.10/32.96  																																								|-Branch one:
% 68.10/32.96  																																								| (459) all_0_42_42 = e1
% 68.10/32.96  																																								|
% 68.10/32.96  																																									| Equations (459) can reduce 1380 to:
% 68.10/32.96  																																									| (266) $false
% 68.10/32.96  																																									|
% 68.10/32.96  																																									|-The branch is then unsatisfiable
% 68.10/32.96  																																								|-Branch two:
% 68.10/32.96  																																								| (1380)  ~ (all_0_42_42 = e1)
% 68.10/32.96  																																								| (516) all_0_42_42 = e3
% 68.10/32.96  																																								|
% 68.10/32.96  																																									| Equations (516) can reduce 236 to:
% 68.10/32.96  																																									| (271)  ~ (all_0_56_56 = e3)
% 68.10/32.96  																																									|
% 68.10/32.96  																																									| Simplifying 271 yields:
% 68.10/32.96  																																									| (272)  ~ (all_0_56_56 = e3)
% 68.10/32.96  																																									|
% 68.10/32.96  																																									| Equations (516) can reduce 1890 to:
% 68.10/32.96  																																									| (277)  ~ (e4 = e3)
% 68.10/32.96  																																									|
% 68.10/32.96  																																									| Simplifying 277 yields:
% 68.10/32.96  																																									| (188)  ~ (e4 = e3)
% 68.10/32.96  																																									|
% 68.10/32.96  																																									| Equations (516) can reduce 51 to:
% 68.10/32.96  																																									| (212)  ~ (e3 = e2)
% 68.10/32.96  																																									|
% 68.10/32.96  																																									| Equations (516) can reduce 358 to:
% 68.10/32.96  																																									| (80)  ~ (e3 = e0)
% 68.10/32.96  																																									|
% 68.10/32.96  																																									+-Applying beta-rule and splitting (164), into two cases.
% 68.10/32.96  																																									|-Branch one:
% 68.10/32.96  																																									| (471) all_0_39_39 = e4
% 68.10/32.96  																																									|
% 68.10/32.96  																																										| Combining equations (471,317) yields a new equation:
% 68.10/32.96  																																										| (322) e4 = e2
% 68.10/32.96  																																										|
% 68.10/32.96  																																										| Simplifying 322 yields:
% 68.10/32.96  																																										| (323) e4 = e2
% 68.10/32.96  																																										|
% 68.10/32.96  																																										| Equations (323) can reduce 48 to:
% 68.10/32.96  																																										| (266) $false
% 68.10/32.96  																																										|
% 68.10/32.96  																																										|-The branch is then unsatisfiable
% 68.10/32.96  																																									|-Branch two:
% 68.10/32.96  																																									| (1377)  ~ (all_0_39_39 = e4)
% 68.10/32.96  																																									| (2115) all_0_42_42 = e4 | all_0_47_47 = e4 | all_0_51_51 = e4 | all_0_56_56 = e4
% 68.10/32.96  																																									|
% 68.10/32.96  																																										| Equations (317) can reduce 1377 to:
% 68.10/32.96  																																										| (327)  ~ (e4 = e2)
% 68.10/32.96  																																										|
% 68.10/32.96  																																										| Simplifying 327 yields:
% 68.10/32.96  																																										| (48)  ~ (e4 = e2)
% 68.10/32.96  																																										|
% 68.10/32.96  																																										+-Applying beta-rule and splitting (22), into two cases.
% 68.10/32.96  																																										|-Branch one:
% 68.10/32.96  																																										| (268) all_0_54_54 = e3
% 68.10/32.96  																																										|
% 68.10/32.96  																																											| Combining equations (265,268) yields a new equation:
% 68.10/32.96  																																											| (424) e4 = e3
% 68.10/32.96  																																											|
% 68.10/32.96  																																											| Simplifying 424 yields:
% 68.10/32.96  																																											| (425) e4 = e3
% 68.10/32.96  																																											|
% 68.10/32.96  																																											| Equations (425) can reduce 188 to:
% 68.10/32.96  																																											| (266) $false
% 68.10/32.96  																																											|
% 68.10/32.96  																																											|-The branch is then unsatisfiable
% 68.10/32.96  																																										|-Branch two:
% 68.10/32.96  																																										| (60427)  ~ (all_0_54_54 = e3)
% 68.10/32.96  																																										| (62553) all_0_55_55 = e3 | all_0_56_56 = e3 | all_0_58_58 = e3
% 68.10/32.96  																																										|
% 68.10/32.97  																																											+-Applying beta-rule and splitting (62553), into two cases.
% 68.10/32.97  																																											|-Branch one:
% 68.10/32.97  																																											| (2336) all_0_55_55 = e3
% 68.10/32.97  																																											|
% 68.10/32.97  																																												| Combining equations (386,2336) yields a new equation:
% 68.10/32.97  																																												| (662) e3 = e2
% 68.10/32.97  																																												|
% 68.10/32.97  																																												| Equations (662) can reduce 212 to:
% 68.10/32.97  																																												| (266) $false
% 68.10/32.97  																																												|
% 68.10/32.97  																																												|-The branch is then unsatisfiable
% 68.10/32.97  																																											|-Branch two:
% 68.10/32.97  																																											| (270)  ~ (all_0_55_55 = e3)
% 68.10/32.97  																																											| (62557) all_0_56_56 = e3 | all_0_58_58 = e3
% 68.10/32.97  																																											|
% 68.10/32.97  																																												+-Applying beta-rule and splitting (62557), into two cases.
% 68.10/32.97  																																												|-Branch one:
% 68.10/32.97  																																												| (1097) all_0_56_56 = e3
% 68.10/32.97  																																												|
% 68.10/32.97  																																													| Equations (1097) can reduce 272 to:
% 68.10/32.97  																																													| (266) $false
% 68.10/32.97  																																													|
% 68.10/32.97  																																													|-The branch is then unsatisfiable
% 68.10/32.97  																																												|-Branch two:
% 68.10/32.97  																																												| (272)  ~ (all_0_56_56 = e3)
% 68.10/32.97  																																												| (795) all_0_58_58 = e3
% 68.10/32.97  																																												|
% 68.10/32.97  																																													| Equations (795) can reduce 119 to:
% 68.10/32.97  																																													| (525)  ~ (all_0_49_49 = e3)
% 68.10/32.97  																																													|
% 68.10/32.97  																																													| Equations (795) can reduce 44 to:
% 68.10/32.97  																																													| (272)  ~ (all_0_56_56 = e3)
% 68.10/32.97  																																													|
% 68.10/32.97  																																													| Equations (795) can reduce 451 to:
% 68.10/32.97  																																													| (277)  ~ (e4 = e3)
% 68.10/32.97  																																													|
% 68.10/32.97  																																													| Simplifying 277 yields:
% 68.10/32.97  																																													| (188)  ~ (e4 = e3)
% 68.10/32.97  																																													|
% 68.10/32.97  																																													| From (795) and (245) follows:
% 68.10/32.97  																																													| (60701) op(e0, e0) = e3
% 68.10/32.97  																																													|
% 68.10/32.97  																																													+-Applying beta-rule and splitting (125), into two cases.
% 68.10/32.97  																																													|-Branch one:
% 68.10/32.97  																																													| (858) all_0_55_55 = e0
% 68.10/32.97  																																													|
% 68.10/32.97  																																														| Combining equations (858,386) yields a new equation:
% 68.10/32.97  																																														| (330) e2 = e0
% 68.10/32.97  																																														|
% 68.10/32.97  																																														| Equations (330) can reduce 128 to:
% 68.10/32.97  																																														| (266) $false
% 68.10/32.97  																																														|
% 68.10/32.97  																																														|-The branch is then unsatisfiable
% 68.10/32.97  																																													|-Branch two:
% 68.10/32.97  																																													| (803)  ~ (all_0_55_55 = e0)
% 68.10/32.97  																																													| (863) all_0_56_56 = e0 | all_0_57_57 = e0 | all_0_58_58 = e0
% 68.10/32.97  																																													|
% 68.10/32.97  																																														| Equations (386) can reduce 803 to:
% 68.10/32.97  																																														| (128)  ~ (e2 = e0)
% 68.10/32.97  																																														|
% 68.10/32.97  																																														+-Applying beta-rule and splitting (75), into two cases.
% 68.10/32.97  																																														|-Branch one:
% 68.10/32.97  																																														| (485) all_0_40_40 = e0
% 68.10/32.97  																																														|
% 68.10/32.97  																																															| Combining equations (1378,485) yields a new equation:
% 68.10/32.97  																																															| (481) e4 = e0
% 68.10/32.97  																																															|
% 68.10/32.97  																																															| Simplifying 481 yields:
% 68.10/32.97  																																															| (397) e4 = e0
% 68.10/32.97  																																															|
% 68.10/32.97  																																															| Equations (397) can reduce 49 to:
% 68.10/32.97  																																															| (266) $false
% 68.10/32.97  																																															|
% 68.10/32.97  																																															|-The branch is then unsatisfiable
% 68.10/32.97  																																														|-Branch two:
% 68.10/32.97  																																														| (1401)  ~ (all_0_40_40 = e0)
% 68.10/32.97  																																														| (1748) all_0_44_44 = e0 | all_0_49_49 = e0 | all_0_58_58 = e0
% 68.10/32.97  																																														|
% 68.10/32.97  																																															+-Applying beta-rule and splitting (1748), into two cases.
% 68.10/32.97  																																															|-Branch one:
% 68.10/32.97  																																															| (1414) all_0_44_44 = e0
% 68.10/32.97  																																															|
% 68.10/32.97  																																																| Combining equations (635,1414) yields a new equation:
% 68.10/32.97  																																																| (546) e1 = e0
% 68.10/32.97  																																																|
% 68.10/32.97  																																																| Simplifying 546 yields:
% 68.10/32.97  																																																| (431) e1 = e0
% 68.10/32.97  																																																|
% 68.10/32.97  																																																| Equations (431) can reduce 233 to:
% 68.10/32.97  																																																| (266) $false
% 68.10/32.97  																																																|
% 68.10/32.97  																																																|-The branch is then unsatisfiable
% 68.10/32.97  																																															|-Branch two:
% 68.10/32.97  																																															| (360)  ~ (all_0_44_44 = e0)
% 68.10/32.97  																																															| (1760) all_0_49_49 = e0 | all_0_58_58 = e0
% 68.10/32.97  																																															|
% 68.10/32.97  																																																+-Applying beta-rule and splitting (863), into two cases.
% 68.10/32.97  																																																|-Branch one:
% 68.10/32.97  																																																| (679) all_0_56_56 = e0
% 68.10/32.97  																																																|
% 68.10/32.97  																																																	| Equations (679) can reduce 272 to:
% 68.10/32.97  																																																	| (541)  ~ (e3 = e0)
% 68.10/32.97  																																																	|
% 68.10/32.97  																																																	| Simplifying 541 yields:
% 68.10/32.97  																																																	| (80)  ~ (e3 = e0)
% 68.10/32.97  																																																	|
% 68.10/32.97  																																																	+-Applying beta-rule and splitting (105), into two cases.
% 68.10/32.97  																																																	|-Branch one:
% 68.10/32.97  																																																	| (1105) all_0_47_47 = e2
% 68.10/32.97  																																																	|
% 68.10/32.97  																																																		| Equations (1105) can reduce 338 to:
% 68.10/32.97  																																																		| (266) $false
% 68.10/32.97  																																																		|
% 68.10/32.97  																																																		|-The branch is then unsatisfiable
% 68.10/32.97  																																																	|-Branch two:
% 68.10/32.97  																																																	| (338)  ~ (all_0_47_47 = e2)
% 68.10/32.97  																																																	| (1789) all_0_47_47 = e4 | all_0_47_47 = e3 | all_0_47_47 = e1 | all_0_47_47 = e0
% 68.10/32.97  																																																	|
% 68.10/32.97  																																																		+-Applying beta-rule and splitting (2115), into two cases.
% 68.10/32.97  																																																		|-Branch one:
% 68.10/32.97  																																																		| (1392) all_0_42_42 = e4
% 68.10/32.97  																																																		|
% 68.10/32.97  																																																			| Combining equations (516,1392) yields a new equation:
% 68.10/32.97  																																																			| (425) e4 = e3
% 68.10/32.97  																																																			|
% 68.10/32.97  																																																			| Equations (425) can reduce 188 to:
% 68.10/32.97  																																																			| (266) $false
% 68.10/32.97  																																																			|
% 68.10/32.97  																																																			|-The branch is then unsatisfiable
% 68.10/32.97  																																																		|-Branch two:
% 68.10/32.97  																																																		| (1890)  ~ (all_0_42_42 = e4)
% 68.10/32.97  																																																		| (2246) all_0_47_47 = e4 | all_0_51_51 = e4 | all_0_56_56 = e4
% 68.10/32.97  																																																		|
% 68.10/32.97  																																																			+-Applying beta-rule and splitting (1789), into two cases.
% 68.10/32.97  																																																			|-Branch one:
% 68.10/32.97  																																																			| (1790) all_0_47_47 = e4
% 68.10/32.97  																																																			|
% 68.10/32.97  																																																				| From (1790) and (23) follows:
% 68.10/32.97  																																																				| (61903) op(e2, e2) = e4
% 68.10/32.97  																																																				|
% 68.10/32.97  																																																				+-Applying beta-rule and splitting (1760), into two cases.
% 68.10/32.97  																																																				|-Branch one:
% 68.10/32.97  																																																				| (978) all_0_49_49 = e0
% 68.10/32.97  																																																				|
% 68.10/32.97  																																																					| Equations (978) can reduce 1064 to:
% 68.10/32.97  																																																					| (435)  ~ (e1 = e0)
% 68.10/32.97  																																																					|
% 68.10/32.97  																																																					| Simplifying 435 yields:
% 68.10/32.97  																																																					| (233)  ~ (e1 = e0)
% 68.10/32.97  																																																					|
% 68.10/32.97  																																																					+-Applying beta-rule and splitting (56), into two cases.
% 68.10/32.97  																																																					|-Branch one:
% 68.10/32.97  																																																					| (696) unit = e2
% 68.10/32.97  																																																					|
% 68.10/32.97  																																																						| From (696) and (244) follows:
% 68.19/32.97  																																																						| (264) op(e2, e4) = e4
% 68.19/32.97  																																																						|
% 68.19/32.97  																																																						| From (696) and (24) follows:
% 68.19/32.97  																																																						| (697) op(e2, e3) = e3
% 68.19/32.97  																																																						|
% 68.19/32.97  																																																						| From (696) and (32) follows:
% 68.19/32.97  																																																						| (698) op(e2, e2) = e2
% 68.19/32.97  																																																						|
% 68.19/32.97  																																																						| Instantiating formula (29) with e2, e4, e4, e3 and discharging atoms op(e2, e4) = e4, op(e2, e4) = e3, yields:
% 68.19/32.97  																																																						| (425) e4 = e3
% 68.19/32.97  																																																						|
% 68.19/32.97  																																																						| Instantiating formula (29) with e2, e3, e3, e1 and discharging atoms op(e2, e3) = e3, op(e2, e3) = e1, yields:
% 68.19/32.97  																																																						| (455) e3 = e1
% 68.19/32.97  																																																						|
% 68.19/32.97  																																																						| Instantiating formula (29) with e2, e2, e2, e4 and discharging atoms op(e2, e2) = e4, op(e2, e2) = e2, yields:
% 68.19/32.97  																																																						| (323) e4 = e2
% 68.19/32.97  																																																						|
% 68.19/32.97  																																																						| Combining equations (323,425) yields a new equation:
% 68.19/32.97  																																																						| (662) e3 = e2
% 68.19/32.97  																																																						|
% 68.19/32.97  																																																						| Combining equations (662,455) yields a new equation:
% 68.19/32.97  																																																						| (616) e2 = e1
% 68.19/32.97  																																																						|
% 68.19/32.97  																																																						| Simplifying 616 yields:
% 68.19/32.97  																																																						| (617) e2 = e1
% 68.19/32.97  																																																						|
% 68.19/32.97  																																																						| Equations (617) can reduce 122 to:
% 68.19/32.97  																																																						| (266) $false
% 68.19/32.97  																																																						|
% 68.19/32.97  																																																						|-The branch is then unsatisfiable
% 68.19/32.97  																																																					|-Branch two:
% 68.19/32.97  																																																					| (707)  ~ (unit = e2)
% 68.19/32.97  																																																					| (708) unit = e4 | unit = e3 | unit = e1 | unit = e0
% 68.19/32.97  																																																					|
% 68.19/32.97  																																																						+-Applying beta-rule and splitting (708), into two cases.
% 68.19/32.97  																																																						|-Branch one:
% 68.19/32.97  																																																						| (709) unit = e4
% 68.19/32.97  																																																						|
% 68.19/32.97  																																																							| From (709) and (24) follows:
% 68.19/32.98  																																																							| (33325) op(e4, e3) = e3
% 68.19/32.98  																																																							|
% 68.19/32.98  																																																							| From (709) and (211) follows:
% 68.19/32.98  																																																							| (22527) op(e4, e1) = e1
% 68.19/32.98  																																																							|
% 68.19/32.98  																																																							| Instantiating formula (29) with e4, e3, e3, e0 and discharging atoms op(e4, e3) = e3, op(e4, e3) = e0, yields:
% 68.19/32.98  																																																							| (676) e3 = e0
% 68.19/32.98  																																																							|
% 68.19/32.98  																																																							| Instantiating formula (29) with e4, e1, e1, e3 and discharging atoms op(e4, e1) = e3, op(e4, e1) = e1, yields:
% 68.19/32.98  																																																							| (455) e3 = e1
% 68.19/32.98  																																																							|
% 68.19/32.98  																																																							| Combining equations (455,676) yields a new equation:
% 68.19/32.98  																																																							| (546) e1 = e0
% 68.19/32.98  																																																							|
% 68.19/32.98  																																																							| Simplifying 546 yields:
% 68.19/32.98  																																																							| (431) e1 = e0
% 68.19/32.98  																																																							|
% 68.19/32.98  																																																							| Equations (431) can reduce 233 to:
% 68.19/32.98  																																																							| (266) $false
% 68.19/32.98  																																																							|
% 68.19/32.98  																																																							|-The branch is then unsatisfiable
% 68.19/32.98  																																																						|-Branch two:
% 68.19/32.98  																																																						| (724)  ~ (unit = e4)
% 68.19/32.98  																																																						| (725) unit = e3 | unit = e1 | unit = e0
% 68.19/32.98  																																																						|
% 68.19/32.98  																																																							+-Applying beta-rule and splitting (725), into two cases.
% 68.19/32.98  																																																							|-Branch one:
% 68.19/32.98  																																																							| (726) unit = e0
% 68.19/32.98  																																																							|
% 68.19/32.98  																																																								| From (726) and (24) follows:
% 68.19/32.98  																																																								| (2208) op(e0, e3) = e3
% 68.19/32.98  																																																								|
% 68.19/32.98  																																																								| From (726) and (28) follows:
% 68.19/32.98  																																																								| (2698) op(e1, e0) = e1
% 68.19/32.98  																																																								|
% 68.19/32.98  																																																								| From (726) and (42) follows:
% 68.19/32.98  																																																								| (728) op(e0, e0) = e0
% 68.19/32.98  																																																								|
% 68.19/32.98  																																																								| Instantiating formula (29) with e1, e0, e1, e2 and discharging atoms op(e1, e0) = e2, op(e1, e0) = e1, yields:
% 68.19/32.98  																																																								| (617) e2 = e1
% 68.19/32.98  																																																								|
% 68.19/32.98  																																																								| Instantiating formula (29) with e0, e3, e3, e2 and discharging atoms op(e0, e3) = e3, op(e0, e3) = e2, yields:
% 68.19/32.98  																																																								| (662) e3 = e2
% 68.19/32.98  																																																								|
% 68.19/32.98  																																																								| Instantiating formula (29) with e0, e0, e0, e3 and discharging atoms op(e0, e0) = e3, op(e0, e0) = e0, yields:
% 68.19/32.98  																																																								| (676) e3 = e0
% 68.19/32.98  																																																								|
% 68.19/32.98  																																																								| Combining equations (662,676) yields a new equation:
% 68.19/32.98  																																																								| (391) e2 = e0
% 68.19/32.98  																																																								|
% 68.19/32.98  																																																								| Simplifying 391 yields:
% 68.19/32.98  																																																								| (330) e2 = e0
% 68.19/32.98  																																																								|
% 68.19/32.98  																																																								| Combining equations (617,330) yields a new equation:
% 68.19/32.98  																																																								| (546) e1 = e0
% 68.19/32.98  																																																								|
% 68.19/32.98  																																																								| Simplifying 546 yields:
% 68.19/32.98  																																																								| (431) e1 = e0
% 68.19/32.98  																																																								|
% 68.19/32.98  																																																								| Equations (431) can reduce 233 to:
% 68.19/32.98  																																																								| (266) $false
% 68.19/32.98  																																																								|
% 68.19/32.98  																																																								|-The branch is then unsatisfiable
% 68.19/32.98  																																																							|-Branch two:
% 68.19/32.98  																																																							| (734)  ~ (unit = e0)
% 68.19/32.98  																																																							| (735) unit = e3 | unit = e1
% 68.19/32.98  																																																							|
% 68.19/32.98  																																																								+-Applying beta-rule and splitting (735), into two cases.
% 68.19/32.98  																																																								|-Branch one:
% 68.19/32.98  																																																								| (736) unit = e1
% 68.19/32.98  																																																								|
% 68.19/32.98  																																																									| Equations (736) can reduce 734 to:
% 68.19/32.98  																																																									| (233)  ~ (e1 = e0)
% 68.19/32.98  																																																									|
% 68.19/32.98  																																																									| From (736) and (15) follows:
% 68.19/32.98  																																																									| (515) op(e1, e2) = e2
% 68.19/32.98  																																																									|
% 68.19/32.98  																																																									| From (736) and (209) follows:
% 68.19/32.98  																																																									| (2715) op(e1, e0) = e0
% 68.19/32.98  																																																									|
% 68.19/32.98  																																																									| Instantiating formula (29) with e1, e2, e2, e1 and discharging atoms op(e1, e2) = e2, op(e1, e2) = e1, yields:
% 68.19/32.98  																																																									| (617) e2 = e1
% 68.19/32.98  																																																									|
% 68.19/32.98  																																																									| Instantiating formula (29) with e1, e0, e0, e2 and discharging atoms op(e1, e0) = e2, op(e1, e0) = e0, yields:
% 68.19/32.98  																																																									| (330) e2 = e0
% 68.19/32.98  																																																									|
% 68.19/32.98  																																																									| Combining equations (330,617) yields a new equation:
% 68.19/32.98  																																																									| (431) e1 = e0
% 68.19/32.98  																																																									|
% 68.19/32.98  																																																									| Equations (431) can reduce 233 to:
% 68.19/32.98  																																																									| (266) $false
% 68.19/32.98  																																																									|
% 68.19/32.98  																																																									|-The branch is then unsatisfiable
% 68.19/32.98  																																																								|-Branch two:
% 68.19/32.98  																																																								| (748)  ~ (unit = e1)
% 68.19/32.98  																																																								| (749) unit = e3
% 68.19/32.98  																																																								|
% 68.19/32.98  																																																									| From (749) and (244) follows:
% 68.19/32.98  																																																									| (750) op(e3, e4) = e4
% 68.19/32.98  																																																									|
% 68.19/32.98  																																																									| From (749) and (227) follows:
% 68.19/32.98  																																																									| (22570) op(e4, e3) = e4
% 68.19/32.98  																																																									|
% 68.19/32.98  																																																									| From (749) and (40) follows:
% 68.19/32.98  																																																									| (3715) op(e3, e3) = e3
% 68.19/32.98  																																																									|
% 68.19/32.98  																																																									| From (749) and (28) follows:
% 68.19/32.98  																																																									| (2235) op(e1, e3) = e1
% 68.19/32.98  																																																									|
% 68.19/32.98  																																																									| Instantiating formula (29) with e4, e3, e4, e0 and discharging atoms op(e4, e3) = e4, op(e4, e3) = e0, yields:
% 68.19/32.98  																																																									| (397) e4 = e0
% 68.19/32.98  																																																									|
% 68.19/32.98  																																																									| Instantiating formula (29) with e3, e4, e4, e2 and discharging atoms op(e3, e4) = e4, op(e3, e4) = e2, yields:
% 68.19/32.98  																																																									| (323) e4 = e2
% 68.19/32.98  																																																									|
% 68.19/32.98  																																																									| Instantiating formula (29) with e3, e3, e3, e4 and discharging atoms op(e3, e3) = e4, op(e3, e3) = e3, yields:
% 68.19/32.98  																																																									| (425) e4 = e3
% 68.19/32.98  																																																									|
% 68.19/32.98  																																																									| Instantiating formula (29) with e1, e3, e1, e3 and discharging atoms op(e1, e3) = e3, op(e1, e3) = e1, yields:
% 68.19/32.98  																																																									| (455) e3 = e1
% 68.19/32.98  																																																									|
% 68.19/32.98  																																																									| Combining equations (323,425) yields a new equation:
% 68.19/32.98  																																																									| (662) e3 = e2
% 68.19/32.98  																																																									|
% 68.19/32.98  																																																									| Combining equations (397,425) yields a new equation:
% 68.19/32.98  																																																									| (676) e3 = e0
% 68.19/32.98  																																																									|
% 68.19/32.98  																																																									| Combining equations (676,662) yields a new equation:
% 68.19/32.98  																																																									| (330) e2 = e0
% 68.19/32.98  																																																									|
% 68.19/32.98  																																																									| Combining equations (455,662) yields a new equation:
% 68.19/32.98  																																																									| (617) e2 = e1
% 68.19/32.98  																																																									|
% 68.19/32.98  																																																									| Combining equations (330,617) yields a new equation:
% 68.19/32.98  																																																									| (431) e1 = e0
% 68.19/32.98  																																																									|
% 68.19/32.98  																																																									| Equations (431) can reduce 233 to:
% 68.19/32.98  																																																									| (266) $false
% 68.19/32.98  																																																									|
% 68.19/32.98  																																																									|-The branch is then unsatisfiable
% 68.19/32.98  																																																				|-Branch two:
% 68.19/32.98  																																																				| (487)  ~ (all_0_49_49 = e0)
% 68.19/32.98  																																																				| (914) all_0_58_58 = e0
% 68.19/32.98  																																																				|
% 68.19/32.98  																																																					| Combining equations (914,795) yields a new equation:
% 68.19/32.98  																																																					| (676) e3 = e0
% 68.19/32.98  																																																					|
% 68.19/32.98  																																																					| Equations (676) can reduce 80 to:
% 68.19/32.98  																																																					| (266) $false
% 68.19/32.98  																																																					|
% 68.19/32.98  																																																					|-The branch is then unsatisfiable
% 68.19/32.98  																																																			|-Branch two:
% 68.19/32.98  																																																			| (252)  ~ (all_0_47_47 = e4)
% 68.19/32.98  																																																			| (1793) all_0_47_47 = e3 | all_0_47_47 = e1 | all_0_47_47 = e0
% 68.19/32.98  																																																			|
% 68.19/32.98  																																																				+-Applying beta-rule and splitting (61457), into two cases.
% 68.19/32.98  																																																				|-Branch one:
% 68.19/32.98  																																																				| (770) all_0_46_46 = e4
% 68.19/32.98  																																																				|
% 68.19/32.98  																																																					| Combining equations (545,770) yields a new equation:
% 68.19/32.98  																																																					| (630) e4 = e1
% 68.19/32.98  																																																					|
% 68.19/32.98  																																																					| Equations (630) can reduce 110 to:
% 68.19/32.98  																																																					| (266) $false
% 68.19/32.98  																																																					|
% 68.19/32.98  																																																					|-The branch is then unsatisfiable
% 68.19/32.98  																																																				|-Branch two:
% 68.19/32.98  																																																				| (250)  ~ (all_0_46_46 = e4)
% 68.19/32.98  																																																				| (61466) all_0_47_47 = e4 | all_0_48_48 = e4 | all_0_49_49 = e4
% 68.19/32.98  																																																				|
% 68.19/32.98  																																																					+-Applying beta-rule and splitting (2246), into two cases.
% 68.19/32.98  																																																					|-Branch one:
% 68.19/32.98  																																																					| (1790) all_0_47_47 = e4
% 68.19/32.98  																																																					|
% 68.19/32.98  																																																						| Equations (1790) can reduce 252 to:
% 68.19/32.98  																																																						| (266) $false
% 68.19/32.98  																																																						|
% 68.19/32.98  																																																						|-The branch is then unsatisfiable
% 68.19/32.98  																																																					|-Branch two:
% 68.19/32.98  																																																					| (252)  ~ (all_0_47_47 = e4)
% 68.19/32.98  																																																					| (6548) all_0_51_51 = e4 | all_0_56_56 = e4
% 68.19/32.98  																																																					|
% 68.19/32.98  																																																						+-Applying beta-rule and splitting (586), into two cases.
% 68.19/32.98  																																																						|-Branch one:
% 68.19/32.98  																																																						| (974) all_0_49_49 = e4
% 68.19/32.98  																																																						|
% 68.19/32.98  																																																							| Equations (974) can reduce 256 to:
% 68.19/32.98  																																																							| (266) $false
% 68.19/32.98  																																																							|
% 68.19/32.98  																																																							|-The branch is then unsatisfiable
% 68.19/32.98  																																																						|-Branch two:
% 68.19/32.98  																																																						| (256)  ~ (all_0_49_49 = e4)
% 68.19/32.98  																																																						| (977) all_0_49_49 = e3 | all_0_49_49 = e1 | all_0_49_49 = e0
% 68.19/32.98  																																																						|
% 68.19/32.98  																																																							+-Applying beta-rule and splitting (61466), into two cases.
% 68.19/32.98  																																																							|-Branch one:
% 68.19/32.98  																																																							| (1790) all_0_47_47 = e4
% 68.19/32.98  																																																							|
% 68.19/32.98  																																																								| Equations (1790) can reduce 252 to:
% 68.19/32.98  																																																								| (266) $false
% 68.19/32.98  																																																								|
% 68.19/32.98  																																																								|-The branch is then unsatisfiable
% 68.19/32.98  																																																							|-Branch two:
% 68.19/32.98  																																																							| (252)  ~ (all_0_47_47 = e4)
% 68.19/32.98  																																																							| (61479) all_0_48_48 = e4 | all_0_49_49 = e4
% 68.19/32.98  																																																							|
% 68.19/32.99  																																																								+-Applying beta-rule and splitting (61479), into two cases.
% 68.19/32.99  																																																								|-Branch one:
% 68.19/32.99  																																																								| (943) all_0_48_48 = e4
% 68.19/32.99  																																																								|
% 68.19/32.99  																																																									| Combining equations (335,943) yields a new equation:
% 68.19/32.99  																																																									| (323) e4 = e2
% 68.19/32.99  																																																									|
% 68.19/32.99  																																																									| Equations (323) can reduce 48 to:
% 68.19/32.99  																																																									| (266) $false
% 68.19/32.99  																																																									|
% 68.19/32.99  																																																									|-The branch is then unsatisfiable
% 68.19/32.99  																																																								|-Branch two:
% 68.19/32.99  																																																								| (254)  ~ (all_0_48_48 = e4)
% 68.19/32.99  																																																								| (974) all_0_49_49 = e4
% 68.19/32.99  																																																								|
% 68.19/32.99  																																																									| Equations (974) can reduce 256 to:
% 68.19/32.99  																																																									| (266) $false
% 68.19/32.99  																																																									|
% 68.19/32.99  																																																									|-The branch is then unsatisfiable
% 68.19/32.99  																																																|-Branch two:
% 68.19/32.99  																																																| (828)  ~ (all_0_56_56 = e0)
% 68.19/32.99  																																																| (924) all_0_57_57 = e0 | all_0_58_58 = e0
% 68.19/32.99  																																																|
% 68.19/32.99  																																																	+-Applying beta-rule and splitting (104), into two cases.
% 68.19/32.99  																																																	|-Branch one:
% 68.19/32.99  																																																	| (480) all_0_39_39 = e0
% 68.19/32.99  																																																	|
% 68.19/32.99  																																																		| Combining equations (480,317) yields a new equation:
% 68.19/32.99  																																																		| (330) e2 = e0
% 68.19/32.99  																																																		|
% 68.19/32.99  																																																		| Equations (330) can reduce 128 to:
% 68.19/32.99  																																																		| (266) $false
% 68.19/32.99  																																																		|
% 68.19/32.99  																																																		|-The branch is then unsatisfiable
% 68.19/32.99  																																																	|-Branch two:
% 68.19/32.99  																																																	| (484)  ~ (all_0_39_39 = e0)
% 68.19/32.99  																																																	| (558) all_0_42_42 = e0 | all_0_47_47 = e0 | all_0_56_56 = e0
% 68.19/32.99  																																																	|
% 68.19/32.99  																																																		+-Applying beta-rule and splitting (1760), into two cases.
% 68.19/32.99  																																																		|-Branch one:
% 68.19/32.99  																																																		| (978) all_0_49_49 = e0
% 68.19/32.99  																																																		|
% 68.19/32.99  																																																			| Equations (978) can reduce 525 to:
% 68.19/32.99  																																																			| (541)  ~ (e3 = e0)
% 68.19/32.99  																																																			|
% 68.19/32.99  																																																			| Simplifying 541 yields:
% 68.19/32.99  																																																			| (80)  ~ (e3 = e0)
% 68.19/32.99  																																																			|
% 68.19/32.99  																																																			| Equations (978) can reduce 1064 to:
% 68.19/32.99  																																																			| (435)  ~ (e1 = e0)
% 68.19/32.99  																																																			|
% 68.19/32.99  																																																			| Simplifying 435 yields:
% 68.19/32.99  																																																			| (233)  ~ (e1 = e0)
% 68.19/32.99  																																																			|
% 68.19/32.99  																																																			+-Applying beta-rule and splitting (558), into two cases.
% 68.19/32.99  																																																			|-Branch one:
% 68.19/32.99  																																																			| (559) all_0_42_42 = e0
% 68.19/32.99  																																																			|
% 68.19/32.99  																																																				| Combining equations (559,516) yields a new equation:
% 68.19/32.99  																																																				| (676) e3 = e0
% 68.19/32.99  																																																				|
% 68.19/32.99  																																																				| Equations (676) can reduce 80 to:
% 68.19/32.99  																																																				| (266) $false
% 68.19/32.99  																																																				|
% 68.19/32.99  																																																				|-The branch is then unsatisfiable
% 68.19/32.99  																																																			|-Branch two:
% 68.19/32.99  																																																			| (358)  ~ (all_0_42_42 = e0)
% 68.19/32.99  																																																			| (563) all_0_47_47 = e0 | all_0_56_56 = e0
% 68.19/32.99  																																																			|
% 68.19/32.99  																																																				| Equations (516) can reduce 358 to:
% 68.19/32.99  																																																				| (80)  ~ (e3 = e0)
% 68.19/32.99  																																																				|
% 68.19/32.99  																																																				+-Applying beta-rule and splitting (924), into two cases.
% 68.19/32.99  																																																				|-Branch one:
% 68.19/32.99  																																																				| (875) all_0_57_57 = e0
% 68.19/32.99  																																																				|
% 68.19/32.99  																																																					| Combining equations (647,875) yields a new equation:
% 68.19/32.99  																																																					| (546) e1 = e0
% 68.19/32.99  																																																					|
% 68.19/32.99  																																																					| Simplifying 546 yields:
% 68.19/32.99  																																																					| (431) e1 = e0
% 68.19/32.99  																																																					|
% 68.19/32.99  																																																					| Equations (431) can reduce 233 to:
% 68.19/32.99  																																																					| (266) $false
% 68.19/32.99  																																																					|
% 68.19/32.99  																																																					|-The branch is then unsatisfiable
% 68.19/32.99  																																																				|-Branch two:
% 68.19/32.99  																																																				| (364)  ~ (all_0_57_57 = e0)
% 68.19/32.99  																																																				| (914) all_0_58_58 = e0
% 68.19/32.99  																																																				|
% 68.19/32.99  																																																					| Combining equations (914,795) yields a new equation:
% 68.19/32.99  																																																					| (676) e3 = e0
% 68.19/32.99  																																																					|
% 68.19/32.99  																																																					| Equations (676) can reduce 80 to:
% 68.19/32.99  																																																					| (266) $false
% 68.19/32.99  																																																					|
% 68.19/32.99  																																																					|-The branch is then unsatisfiable
% 68.19/32.99  																																																		|-Branch two:
% 68.19/32.99  																																																		| (487)  ~ (all_0_49_49 = e0)
% 68.19/32.99  																																																		| (914) all_0_58_58 = e0
% 68.19/32.99  																																																		|
% 68.19/32.99  																																																			| Combining equations (914,795) yields a new equation:
% 68.19/32.99  																																																			| (676) e3 = e0
% 68.19/32.99  																																																			|
% 68.19/32.99  																																																			| Equations (676) can reduce 80 to:
% 68.19/32.99  																																																			| (266) $false
% 68.19/32.99  																																																			|
% 68.19/32.99  																																																			|-The branch is then unsatisfiable
% 68.19/32.99  																																				|-Branch two:
% 68.19/32.99  																																				| (639)  ~ (all_0_44_44 = e1)
% 68.19/32.99  																																				| (640) all_0_49_49 = e1 | all_0_53_53 = e1 | all_0_58_58 = e1
% 68.19/32.99  																																				|
% 68.19/32.99  																																					+-Applying beta-rule and splitting (640), into two cases.
% 68.19/32.99  																																					|-Branch one:
% 68.19/32.99  																																					| (671) all_0_49_49 = e1
% 68.19/32.99  																																					|
% 68.19/32.99  																																						| Equations (671) can reduce 1064 to:
% 68.19/32.99  																																						| (266) $false
% 68.19/32.99  																																						|
% 68.19/32.99  																																						|-The branch is then unsatisfiable
% 68.19/32.99  																																					|-Branch two:
% 68.19/32.99  																																					| (1064)  ~ (all_0_49_49 = e1)
% 68.19/32.99  																																					| (2141) all_0_53_53 = e1 | all_0_58_58 = e1
% 68.19/32.99  																																					|
% 68.19/32.99  																																						+-Applying beta-rule and splitting (1969), into two cases.
% 68.19/32.99  																																						|-Branch one:
% 68.19/32.99  																																						| (559) all_0_42_42 = e0
% 68.19/32.99  																																						|
% 68.19/32.99  																																							| Equations (559) can reduce 358 to:
% 68.19/32.99  																																							| (266) $false
% 68.19/32.99  																																							|
% 68.19/32.99  																																							|-The branch is then unsatisfiable
% 68.19/32.99  																																						|-Branch two:
% 68.19/32.99  																																						| (358)  ~ (all_0_42_42 = e0)
% 68.19/32.99  																																						| (2510) all_0_42_42 = e3 | all_0_42_42 = e1
% 68.19/32.99  																																						|
% 68.19/32.99  																																							+-Applying beta-rule and splitting (2510), into two cases.
% 68.19/32.99  																																							|-Branch one:
% 68.19/32.99  																																							| (459) all_0_42_42 = e1
% 68.19/32.99  																																							|
% 68.19/32.99  																																								| Equations (459) can reduce 1380 to:
% 68.19/32.99  																																								| (266) $false
% 68.19/32.99  																																								|
% 68.19/32.99  																																								|-The branch is then unsatisfiable
% 68.19/32.99  																																							|-Branch two:
% 68.19/32.99  																																							| (1380)  ~ (all_0_42_42 = e1)
% 68.19/32.99  																																							| (516) all_0_42_42 = e3
% 68.19/32.99  																																							|
% 68.19/32.99  																																								| Equations (516) can reduce 73 to:
% 68.19/32.99  																																								| (406)  ~ (all_0_44_44 = e3)
% 68.19/32.99  																																								|
% 68.19/32.99  																																								| Simplifying 406 yields:
% 68.19/32.99  																																								| (407)  ~ (all_0_44_44 = e3)
% 68.19/32.99  																																								|
% 68.19/32.99  																																								| Equations (516) can reduce 51 to:
% 68.19/32.99  																																								| (212)  ~ (e3 = e2)
% 68.19/32.99  																																								|
% 68.19/32.99  																																								+-Applying beta-rule and splitting (189), into two cases.
% 68.19/32.99  																																								|-Branch one:
% 68.19/32.99  																																								| (532) all_0_44_44 = e3
% 68.19/32.99  																																								|
% 68.19/32.99  																																									| Equations (532) can reduce 407 to:
% 68.19/32.99  																																									| (266) $false
% 68.19/32.99  																																									|
% 68.19/32.99  																																									|-The branch is then unsatisfiable
% 68.19/32.99  																																								|-Branch two:
% 68.19/32.99  																																								| (407)  ~ (all_0_44_44 = e3)
% 68.19/32.99  																																								| (537) all_0_49_49 = e3 | all_0_53_53 = e3 | all_0_58_58 = e3
% 68.19/32.99  																																								|
% 68.19/32.99  																																									+-Applying beta-rule and splitting (537), into two cases.
% 68.19/32.99  																																									|-Branch one:
% 68.19/32.99  																																									| (884) all_0_49_49 = e3
% 68.19/32.99  																																									|
% 68.19/32.99  																																										| Equations (884) can reduce 525 to:
% 68.19/32.99  																																										| (266) $false
% 68.19/32.99  																																										|
% 68.19/32.99  																																										|-The branch is then unsatisfiable
% 68.19/32.99  																																									|-Branch two:
% 68.19/32.99  																																									| (525)  ~ (all_0_49_49 = e3)
% 68.19/32.99  																																									| (887) all_0_53_53 = e3 | all_0_58_58 = e3
% 68.19/32.99  																																									|
% 68.19/32.99  																																										+-Applying beta-rule and splitting (887), into two cases.
% 68.19/32.99  																																										|-Branch one:
% 68.19/32.99  																																										| (665) all_0_53_53 = e3
% 68.19/32.99  																																										|
% 68.19/32.99  																																											| Combining equations (607,665) yields a new equation:
% 68.19/32.99  																																											| (662) e3 = e2
% 68.19/33.00  																																											|
% 68.19/33.00  																																											| Equations (662) can reduce 212 to:
% 68.19/33.00  																																											| (266) $false
% 68.19/33.00  																																											|
% 68.19/33.00  																																											|-The branch is then unsatisfiable
% 68.19/33.00  																																										|-Branch two:
% 68.19/33.00  																																										| (903)  ~ (all_0_53_53 = e3)
% 68.19/33.00  																																										| (795) all_0_58_58 = e3
% 68.19/33.00  																																										|
% 68.19/33.00  																																											| Equations (795) can reduce 880 to:
% 68.19/33.00  																																											| (213)  ~ (e3 = e1)
% 68.19/33.00  																																											|
% 68.19/33.00  																																											+-Applying beta-rule and splitting (2141), into two cases.
% 68.19/33.00  																																											|-Branch one:
% 68.19/33.00  																																											| (1208) all_0_53_53 = e1
% 68.19/33.00  																																											|
% 68.19/33.00  																																												| Combining equations (607,1208) yields a new equation:
% 68.19/33.00  																																												| (616) e2 = e1
% 68.19/33.00  																																												|
% 68.21/33.00  																																												| Simplifying 616 yields:
% 68.21/33.00  																																												| (617) e2 = e1
% 68.21/33.00  																																												|
% 68.21/33.00  																																												| Equations (617) can reduce 122 to:
% 68.21/33.00  																																												| (266) $false
% 68.21/33.00  																																												|
% 68.21/33.00  																																												|-The branch is then unsatisfiable
% 68.21/33.00  																																											|-Branch two:
% 68.21/33.00  																																											| (1459)  ~ (all_0_53_53 = e1)
% 68.21/33.00  																																											| (918) all_0_58_58 = e1
% 68.21/33.00  																																											|
% 68.21/33.00  																																												| Combining equations (918,795) yields a new equation:
% 68.21/33.00  																																												| (455) e3 = e1
% 68.21/33.00  																																												|
% 68.21/33.00  																																												| Equations (455) can reduce 213 to:
% 68.21/33.00  																																												| (266) $false
% 68.21/33.00  																																												|
% 68.21/33.00  																																												|-The branch is then unsatisfiable
% 68.21/33.00  																																		|-Branch two:
% 68.21/33.00  																																		| (549)  ~ (all_0_46_46 = e1)
% 68.21/33.00  																																		| (600) all_0_50_50 = e1 | all_0_55_55 = e1
% 68.21/33.00  																																		|
% 68.21/33.00  																																			+-Applying beta-rule and splitting (600), into two cases.
% 68.21/33.00  																																			|-Branch one:
% 68.21/33.00  																																			| (601) all_0_50_50 = e1
% 68.21/33.00  																																			|
% 68.21/33.00  																																				| Combining equations (415,601) yields a new equation:
% 68.21/33.00  																																				| (454) e3 = e1
% 68.21/33.00  																																				|
% 68.21/33.00  																																				| Simplifying 454 yields:
% 68.21/33.00  																																				| (455) e3 = e1
% 68.21/33.00  																																				|
% 68.21/33.00  																																				| Equations (455) can reduce 213 to:
% 68.21/33.00  																																				| (266) $false
% 68.21/33.00  																																				|
% 68.21/33.00  																																				|-The branch is then unsatisfiable
% 68.21/33.00  																																			|-Branch two:
% 68.21/33.00  																																			| (759)  ~ (all_0_50_50 = e1)
% 68.21/33.00  																																			| (629) all_0_55_55 = e1
% 68.21/33.00  																																			|
% 68.21/33.00  																																				| Combining equations (386,629) yields a new equation:
% 68.21/33.00  																																				| (616) e2 = e1
% 68.21/33.00  																																				|
% 68.21/33.00  																																				| Simplifying 616 yields:
% 68.21/33.00  																																				| (617) e2 = e1
% 68.21/33.00  																																				|
% 68.21/33.00  																																				| Equations (617) can reduce 122 to:
% 68.21/33.00  																																				| (266) $false
% 68.21/33.00  																																				|
% 68.21/33.00  																																				|-The branch is then unsatisfiable
% 68.21/33.00  																															|-Branch two:
% 68.21/33.00  																															| (440)  ~ (all_0_41_41 = e4)
% 68.21/33.00  																															| (441) all_0_42_42 = e4 | all_0_43_43 = e4 | all_0_44_44 = e4
% 68.21/33.00  																															|
% 68.21/33.00  																																+-Applying beta-rule and splitting (62), into two cases.
% 68.21/33.00  																																|-Branch one:
% 68.21/33.00  																																| (321) all_0_38_38 = e4
% 68.21/33.00  																																|
% 68.21/33.00  																																	| Combining equations (321,329) yields a new equation:
% 68.21/33.00  																																	| (481) e4 = e0
% 68.21/33.00  																																	|
% 68.21/33.00  																																	| Simplifying 481 yields:
% 68.21/33.00  																																	| (397) e4 = e0
% 68.21/33.00  																																	|
% 68.21/33.00  																																	| Equations (397) can reduce 49 to:
% 68.21/33.00  																																	| (266) $false
% 68.21/33.00  																																	|
% 68.21/33.00  																																	|-The branch is then unsatisfiable
% 68.21/33.00  																																|-Branch two:
% 68.21/33.00  																																| (325)  ~ (all_0_38_38 = e4)
% 68.21/33.00  																																| (582) all_0_41_41 = e4 | all_0_46_46 = e4 | all_0_50_50 = e4 | all_0_55_55 = e4
% 68.21/33.00  																																|
% 68.21/33.00  																																	| Equations (329) can reduce 325 to:
% 68.21/33.00  																																	| (401)  ~ (e4 = e0)
% 68.21/33.00  																																	|
% 68.21/33.00  																																	| Simplifying 401 yields:
% 68.21/33.00  																																	| (49)  ~ (e4 = e0)
% 68.21/33.00  																																	|
% 68.21/33.00  																																	+-Applying beta-rule and splitting (441), into two cases.
% 68.21/33.00  																																	|-Branch one:
% 68.21/33.00  																																	| (1392) all_0_42_42 = e4
% 68.21/33.00  																																	|
% 68.21/33.00  																																		| Equations (1392) can reduce 214 to:
% 68.21/33.00  																																		| (440)  ~ (all_0_41_41 = e4)
% 68.21/33.00  																																		|
% 68.21/33.00  																																		| Equations (1392) can reduce 73 to:
% 68.21/33.00  																																		| (1903)  ~ (all_0_44_44 = e4)
% 68.21/33.00  																																		|
% 68.21/33.00  																																		| Simplifying 1903 yields:
% 68.21/33.00  																																		| (1390)  ~ (all_0_44_44 = e4)
% 68.21/33.00  																																		|
% 68.21/33.00  																																		| Equations (1392) can reduce 198 to:
% 68.21/33.00  																																		| (251)  ~ (all_0_47_47 = e4)
% 68.21/33.00  																																		|
% 68.21/33.00  																																		| Simplifying 251 yields:
% 68.21/33.00  																																		| (252)  ~ (all_0_47_47 = e4)
% 68.21/33.00  																																		|
% 68.21/33.00  																																		| Equations (1392) can reduce 51 to:
% 68.21/33.00  																																		| (48)  ~ (e4 = e2)
% 68.21/33.00  																																		|
% 68.21/33.00  																																		+-Applying beta-rule and splitting (582), into two cases.
% 68.21/33.00  																																		|-Branch one:
% 68.21/33.00  																																		| (437) all_0_41_41 = e4
% 68.21/33.00  																																		|
% 68.21/33.00  																																			| Equations (437) can reduce 440 to:
% 68.21/33.00  																																			| (266) $false
% 68.21/33.00  																																			|
% 68.21/33.00  																																			|-The branch is then unsatisfiable
% 68.21/33.00  																																		|-Branch two:
% 68.21/33.00  																																		| (440)  ~ (all_0_41_41 = e4)
% 68.21/33.00  																																		| (769) all_0_46_46 = e4 | all_0_50_50 = e4 | all_0_55_55 = e4
% 68.21/33.00  																																		|
% 68.21/33.00  																																			+-Applying beta-rule and splitting (105), into two cases.
% 68.21/33.00  																																			|-Branch one:
% 68.21/33.00  																																			| (1105) all_0_47_47 = e2
% 68.21/33.00  																																			|
% 68.21/33.00  																																				| Equations (1105) can reduce 338 to:
% 68.21/33.00  																																				| (266) $false
% 68.21/33.00  																																				|
% 68.21/33.00  																																				|-The branch is then unsatisfiable
% 68.21/33.00  																																			|-Branch two:
% 68.21/33.00  																																			| (338)  ~ (all_0_47_47 = e2)
% 68.21/33.00  																																			| (1789) all_0_47_47 = e4 | all_0_47_47 = e3 | all_0_47_47 = e1 | all_0_47_47 = e0
% 68.21/33.00  																																			|
% 68.21/33.00  																																				+-Applying beta-rule and splitting (1899), into two cases.
% 68.21/33.00  																																				|-Branch one:
% 68.21/33.00  																																				| (516) all_0_42_42 = e3
% 68.21/33.00  																																				|
% 68.21/33.00  																																					| Combining equations (516,1392) yields a new equation:
% 68.21/33.00  																																					| (425) e4 = e3
% 68.21/33.00  																																					|
% 68.21/33.00  																																					| Equations (425) can reduce 188 to:
% 68.21/33.00  																																					| (266) $false
% 68.21/33.00  																																					|
% 68.21/33.00  																																					|-The branch is then unsatisfiable
% 68.21/33.00  																																				|-Branch two:
% 68.21/33.00  																																				| (405)  ~ (all_0_42_42 = e3)
% 68.21/33.00  																																				| (532) all_0_44_44 = e3
% 68.21/33.00  																																				|
% 68.21/33.00  																																					| Equations (532) can reduce 149 to:
% 68.21/33.00  																																					| (1898)  ~ (all_0_41_41 = e3)
% 68.21/33.00  																																					|
% 68.21/33.00  																																					| Equations (532) can reduce 9 to:
% 68.21/33.00  																																					| (524)  ~ (all_0_49_49 = e3)
% 68.21/33.00  																																					|
% 68.21/33.00  																																					| Simplifying 524 yields:
% 68.21/33.00  																																					| (525)  ~ (all_0_49_49 = e3)
% 68.21/33.00  																																					|
% 68.21/33.00  																																					| Equations (532) can reduce 181 to:
% 68.21/33.00  																																					| (275)  ~ (all_0_58_58 = e3)
% 68.21/33.00  																																					|
% 68.21/33.00  																																					| Simplifying 275 yields:
% 68.21/33.00  																																					| (276)  ~ (all_0_58_58 = e3)
% 68.21/33.00  																																					|
% 68.21/33.00  																																					| Equations (532) can reduce 1390 to:
% 68.21/33.00  																																					| (277)  ~ (e4 = e3)
% 68.21/33.00  																																					|
% 68.21/33.00  																																					| Simplifying 277 yields:
% 68.21/33.00  																																					| (188)  ~ (e4 = e3)
% 68.21/33.00  																																					|
% 68.21/33.00  																																					| Equations (532) can reduce 147 to:
% 68.21/33.00  																																					| (212)  ~ (e3 = e2)
% 68.21/33.00  																																					|
% 68.21/33.00  																																					| From (532) and (138) follows:
% 68.21/33.00  																																					| (1639) op(e3, e0) = e3
% 68.21/33.00  																																					|
% 68.21/33.00  																																					+-Applying beta-rule and splitting (206), into two cases.
% 68.21/33.00  																																					|-Branch one:
% 68.21/33.00  																																					| (248) all_0_45_45 = e4
% 68.21/33.00  																																					|
% 68.21/33.00  																																						| Combining equations (423,248) yields a new equation:
% 68.21/33.00  																																						| (425) e4 = e3
% 68.21/33.00  																																						|
% 68.21/33.00  																																						| Equations (425) can reduce 188 to:
% 68.21/33.00  																																						| (266) $false
% 68.21/33.00  																																						|
% 68.21/33.00  																																						|-The branch is then unsatisfiable
% 68.21/33.00  																																					|-Branch two:
% 68.21/33.00  																																					| (60416)  ~ (all_0_45_45 = e4)
% 68.21/33.00  																																					| (61457) all_0_46_46 = e4 | all_0_47_47 = e4 | all_0_48_48 = e4 | all_0_49_49 = e4
% 68.21/33.00  																																					|
% 68.21/33.00  																																						+-Applying beta-rule and splitting (27), into two cases.
% 68.21/33.00  																																						|-Branch one:
% 68.21/33.00  																																						| (437) all_0_41_41 = e4
% 68.21/33.00  																																						|
% 68.21/33.00  																																							| Equations (437) can reduce 440 to:
% 68.21/33.00  																																							| (266) $false
% 68.21/33.00  																																							|
% 68.21/33.00  																																							|-The branch is then unsatisfiable
% 68.21/33.00  																																						|-Branch two:
% 68.21/33.00  																																						| (440)  ~ (all_0_41_41 = e4)
% 68.21/33.00  																																						| (4049) all_0_41_41 = e3 | all_0_41_41 = e1 | all_0_41_41 = e0
% 68.21/33.00  																																						|
% 68.21/33.00  																																							+-Applying beta-rule and splitting (61457), into two cases.
% 68.21/33.00  																																							|-Branch one:
% 68.21/33.00  																																							| (770) all_0_46_46 = e4
% 68.21/33.00  																																							|
% 68.21/33.00  																																								| Equations (770) can reduce 19 to:
% 68.21/33.00  																																								| (251)  ~ (all_0_47_47 = e4)
% 68.21/33.00  																																								|
% 68.21/33.00  																																								| Simplifying 251 yields:
% 68.21/33.00  																																								| (252)  ~ (all_0_47_47 = e4)
% 68.21/33.00  																																								|
% 68.21/33.00  																																								| Equations (770) can reduce 208 to:
% 68.21/33.00  																																								| (255)  ~ (all_0_49_49 = e4)
% 68.21/33.00  																																								|
% 68.21/33.00  																																								| Simplifying 255 yields:
% 68.21/33.00  																																								| (256)  ~ (all_0_49_49 = e4)
% 68.21/33.00  																																								|
% 68.21/33.00  																																								| Equations (770) can reduce 409 to:
% 68.21/33.00  																																								| (188)  ~ (e4 = e3)
% 68.21/33.00  																																								|
% 68.21/33.00  																																								| From (770) and (120) follows:
% 68.21/33.00  																																								| (72494) op(e2, e3) = e4
% 68.21/33.00  																																								|
% 68.21/33.00  																																								+-Applying beta-rule and splitting (18), into two cases.
% 68.21/33.00  																																								|-Branch one:
% 68.21/33.00  																																								| (453) all_0_41_41 = e1
% 68.21/33.00  																																								|
% 68.21/33.00  																																									| Equations (453) can reduce 1898 to:
% 68.21/33.00  																																									| (467)  ~ (e3 = e1)
% 68.21/33.00  																																									|
% 68.21/33.00  																																									| Simplifying 467 yields:
% 68.21/33.00  																																									| (213)  ~ (e3 = e1)
% 68.21/33.00  																																									|
% 68.21/33.00  																																									| Equations (453) can reduce 85 to:
% 68.21/33.00  																																									| (604)  ~ (e2 = e1)
% 68.21/33.00  																																									|
% 68.21/33.00  																																									| Simplifying 604 yields:
% 68.21/33.00  																																									| (122)  ~ (e2 = e1)
% 68.21/33.00  																																									|
% 68.21/33.00  																																									+-Applying beta-rule and splitting (108), into two cases.
% 68.21/33.00  																																									|-Branch one:
% 68.21/33.00  																																									| (624) all_0_58_58 = e2
% 68.21/33.00  																																									|
% 68.21/33.00  																																										| Equations (624) can reduce 908 to:
% 68.21/33.00  																																										| (266) $false
% 68.21/33.00  																																										|
% 68.21/33.00  																																										|-The branch is then unsatisfiable
% 68.21/33.00  																																									|-Branch two:
% 68.21/33.00  																																									| (908)  ~ (all_0_58_58 = e2)
% 68.21/33.00  																																									| (909) all_0_58_58 = e4 | all_0_58_58 = e3 | all_0_58_58 = e1 | all_0_58_58 = e0
% 68.21/33.00  																																									|
% 68.21/33.00  																																										+-Applying beta-rule and splitting (180), into two cases.
% 68.21/33.00  																																										|-Branch one:
% 68.21/33.00  																																										| (516) all_0_42_42 = e3
% 68.21/33.00  																																										|
% 68.21/33.01  																																											| Combining equations (1392,516) yields a new equation:
% 68.21/33.01  																																											| (424) e4 = e3
% 68.21/33.01  																																											|
% 68.21/33.01  																																											| Simplifying 424 yields:
% 68.21/33.01  																																											| (425) e4 = e3
% 68.21/33.01  																																											|
% 68.21/33.01  																																											| Equations (425) can reduce 188 to:
% 68.21/33.01  																																											| (266) $false
% 68.21/33.01  																																											|
% 68.21/33.01  																																											|-The branch is then unsatisfiable
% 68.21/33.01  																																										|-Branch two:
% 68.21/33.01  																																										| (405)  ~ (all_0_42_42 = e3)
% 68.21/33.01  																																										| (521) all_0_47_47 = e3 | all_0_51_51 = e3 | all_0_56_56 = e3
% 68.21/33.01  																																										|
% 68.21/33.01  																																											| Equations (1392) can reduce 405 to:
% 68.21/33.01  																																											| (188)  ~ (e4 = e3)
% 68.21/33.01  																																											|
% 68.21/33.01  																																											+-Applying beta-rule and splitting (22), into two cases.
% 68.21/33.01  																																											|-Branch one:
% 68.21/33.01  																																											| (268) all_0_54_54 = e3
% 68.21/33.01  																																											|
% 68.21/33.01  																																												| Combining equations (265,268) yields a new equation:
% 68.21/33.01  																																												| (424) e4 = e3
% 68.21/33.01  																																												|
% 68.21/33.01  																																												| Simplifying 424 yields:
% 68.21/33.01  																																												| (425) e4 = e3
% 68.21/33.01  																																												|
% 68.21/33.01  																																												| Equations (425) can reduce 188 to:
% 68.21/33.01  																																												| (266) $false
% 68.21/33.01  																																												|
% 68.21/33.01  																																												|-The branch is then unsatisfiable
% 68.21/33.01  																																											|-Branch two:
% 68.21/33.01  																																											| (60427)  ~ (all_0_54_54 = e3)
% 68.21/33.01  																																											| (62553) all_0_55_55 = e3 | all_0_56_56 = e3 | all_0_58_58 = e3
% 68.21/33.01  																																											|
% 68.21/33.01  																																												+-Applying beta-rule and splitting (521), into two cases.
% 68.21/33.01  																																												|-Branch one:
% 68.21/33.01  																																												| (522) all_0_47_47 = e3
% 68.21/33.01  																																												|
% 68.21/33.01  																																													| Equations (522) can reduce 1091 to:
% 68.21/33.01  																																													| (266) $false
% 68.21/33.01  																																													|
% 68.21/33.01  																																													|-The branch is then unsatisfiable
% 68.21/33.01  																																												|-Branch two:
% 68.21/33.01  																																												| (1091)  ~ (all_0_47_47 = e3)
% 68.21/33.01  																																												| (1092) all_0_51_51 = e3 | all_0_56_56 = e3
% 68.21/33.01  																																												|
% 68.21/33.01  																																													+-Applying beta-rule and splitting (1789), into two cases.
% 68.21/33.01  																																													|-Branch one:
% 68.21/33.01  																																													| (1790) all_0_47_47 = e4
% 68.21/33.01  																																													|
% 68.21/33.01  																																														| Equations (1790) can reduce 252 to:
% 68.21/33.01  																																														| (266) $false
% 68.21/33.01  																																														|
% 68.21/33.01  																																														|-The branch is then unsatisfiable
% 68.21/33.01  																																													|-Branch two:
% 68.21/33.01  																																													| (252)  ~ (all_0_47_47 = e4)
% 68.21/33.01  																																													| (1793) all_0_47_47 = e3 | all_0_47_47 = e1 | all_0_47_47 = e0
% 68.21/33.01  																																													|
% 68.21/33.01  																																														+-Applying beta-rule and splitting (112), into two cases.
% 68.21/33.01  																																														|-Branch one:
% 68.21/33.01  																																														| (635) all_0_44_44 = e1
% 68.21/33.01  																																														|
% 68.21/33.01  																																															| Combining equations (532,635) yields a new equation:
% 68.21/33.01  																																															| (454) e3 = e1
% 68.21/33.01  																																															|
% 68.21/33.01  																																															| Simplifying 454 yields:
% 68.21/33.01  																																															| (455) e3 = e1
% 68.21/33.01  																																															|
% 68.21/33.01  																																															| Equations (455) can reduce 213 to:
% 68.21/33.01  																																															| (266) $false
% 68.21/33.01  																																															|
% 68.21/33.01  																																															|-The branch is then unsatisfiable
% 68.21/33.01  																																														|-Branch two:
% 68.21/33.01  																																														| (639)  ~ (all_0_44_44 = e1)
% 68.21/33.01  																																														| (640) all_0_49_49 = e1 | all_0_53_53 = e1 | all_0_58_58 = e1
% 68.21/33.01  																																														|
% 68.21/33.01  																																															| Equations (532) can reduce 639 to:
% 68.21/33.01  																																															| (213)  ~ (e3 = e1)
% 68.21/33.01  																																															|
% 68.21/33.01  																																															+-Applying beta-rule and splitting (1793), into two cases.
% 68.21/33.01  																																															|-Branch one:
% 68.21/33.01  																																															| (674) all_0_47_47 = e0
% 68.21/33.01  																																															|
% 68.21/33.01  																																																| Equations (674) can reduce 91 to:
% 68.21/33.01  																																																| (1181)  ~ (all_0_56_56 = e0)
% 68.21/33.01  																																																|
% 68.21/33.01  																																																| Simplifying 1181 yields:
% 68.21/33.01  																																																| (828)  ~ (all_0_56_56 = e0)
% 68.21/33.01  																																																|
% 68.21/33.01  																																																| Equations (674) can reduce 338 to:
% 68.21/33.01  																																																| (365)  ~ (e2 = e0)
% 68.21/33.01  																																																|
% 68.21/33.01  																																																| Simplifying 365 yields:
% 68.21/33.01  																																																| (128)  ~ (e2 = e0)
% 68.21/33.01  																																																|
% 68.21/33.01  																																																| Equations (674) can reduce 462 to:
% 68.21/33.01  																																																| (435)  ~ (e1 = e0)
% 68.21/33.01  																																																|
% 68.21/33.01  																																																| Simplifying 435 yields:
% 68.21/33.01  																																																| (233)  ~ (e1 = e0)
% 68.21/33.01  																																																|
% 68.21/33.01  																																																+-Applying beta-rule and splitting (62553), into two cases.
% 68.21/33.01  																																																|-Branch one:
% 68.21/33.01  																																																| (2336) all_0_55_55 = e3
% 68.21/33.01  																																																|
% 68.21/33.01  																																																	| Combining equations (386,2336) yields a new equation:
% 68.21/33.01  																																																	| (662) e3 = e2
% 68.21/33.01  																																																	|
% 68.21/33.01  																																																	| Equations (662) can reduce 212 to:
% 68.21/33.01  																																																	| (266) $false
% 68.21/33.01  																																																	|
% 68.21/33.01  																																																	|-The branch is then unsatisfiable
% 68.21/33.01  																																																|-Branch two:
% 68.21/33.01  																																																| (270)  ~ (all_0_55_55 = e3)
% 68.21/33.01  																																																| (62557) all_0_56_56 = e3 | all_0_58_58 = e3
% 68.21/33.01  																																																|
% 68.21/33.01  																																																	+-Applying beta-rule and splitting (125), into two cases.
% 68.21/33.01  																																																	|-Branch one:
% 68.21/33.01  																																																	| (858) all_0_55_55 = e0
% 68.21/33.01  																																																	|
% 68.21/33.01  																																																		| Combining equations (386,858) yields a new equation:
% 68.21/33.01  																																																		| (391) e2 = e0
% 68.21/33.01  																																																		|
% 68.21/33.01  																																																		| Simplifying 391 yields:
% 68.21/33.01  																																																		| (330) e2 = e0
% 68.21/33.01  																																																		|
% 68.21/33.01  																																																		| Equations (330) can reduce 128 to:
% 68.21/33.01  																																																		| (266) $false
% 68.21/33.01  																																																		|
% 68.21/33.01  																																																		|-The branch is then unsatisfiable
% 68.21/33.01  																																																	|-Branch two:
% 68.21/33.01  																																																	| (803)  ~ (all_0_55_55 = e0)
% 68.21/33.01  																																																	| (863) all_0_56_56 = e0 | all_0_57_57 = e0 | all_0_58_58 = e0
% 68.21/33.01  																																																	|
% 68.21/33.01  																																																		+-Applying beta-rule and splitting (54), into two cases.
% 68.21/33.01  																																																		|-Branch one:
% 68.21/33.01  																																																		| (583) all_0_49_49 = e2
% 68.21/33.01  																																																		|
% 68.21/33.01  																																																			| Equations (583) can reduce 340 to:
% 68.21/33.01  																																																			| (266) $false
% 68.21/33.01  																																																			|
% 68.21/33.01  																																																			|-The branch is then unsatisfiable
% 68.21/33.01  																																																		|-Branch two:
% 68.21/33.01  																																																		| (340)  ~ (all_0_49_49 = e2)
% 68.21/33.01  																																																		| (586) all_0_49_49 = e4 | all_0_49_49 = e3 | all_0_49_49 = e1 | all_0_49_49 = e0
% 68.21/33.01  																																																		|
% 68.21/33.01  																																																			+-Applying beta-rule and splitting (909), into two cases.
% 68.21/33.01  																																																			|-Branch one:
% 68.21/33.01  																																																			| (910) all_0_58_58 = e4
% 68.21/33.01  																																																			|
% 68.21/33.01  																																																				| Equations (910) can reduce 451 to:
% 68.21/33.01  																																																				| (266) $false
% 68.21/33.01  																																																				|
% 68.21/33.01  																																																				|-The branch is then unsatisfiable
% 68.21/33.01  																																																			|-Branch two:
% 68.21/33.01  																																																			| (451)  ~ (all_0_58_58 = e4)
% 68.21/33.01  																																																			| (913) all_0_58_58 = e3 | all_0_58_58 = e1 | all_0_58_58 = e0
% 68.21/33.01  																																																			|
% 68.21/33.01  																																																				+-Applying beta-rule and splitting (62557), into two cases.
% 68.21/33.01  																																																				|-Branch one:
% 68.21/33.01  																																																				| (1097) all_0_56_56 = e3
% 68.21/33.01  																																																				|
% 68.21/33.01  																																																					| Equations (1097) can reduce 828 to:
% 68.21/33.01  																																																					| (80)  ~ (e3 = e0)
% 68.21/33.01  																																																					|
% 68.21/33.01  																																																					| From (1097) and (111) follows:
% 68.21/33.01  																																																					| (65099) op(e0, e2) = e3
% 68.21/33.01  																																																					|
% 68.21/33.02  																																																					+-Applying beta-rule and splitting (863), into two cases.
% 68.21/33.02  																																																					|-Branch one:
% 68.21/33.02  																																																					| (679) all_0_56_56 = e0
% 68.21/33.02  																																																					|
% 68.21/33.02  																																																						| Combining equations (679,1097) yields a new equation:
% 68.21/33.02  																																																						| (676) e3 = e0
% 68.21/33.02  																																																						|
% 68.21/33.02  																																																						| Equations (676) can reduce 80 to:
% 68.21/33.02  																																																						| (266) $false
% 68.21/33.02  																																																						|
% 68.21/33.02  																																																						|-The branch is then unsatisfiable
% 68.21/33.02  																																																					|-Branch two:
% 68.21/33.02  																																																					| (828)  ~ (all_0_56_56 = e0)
% 68.21/33.02  																																																					| (924) all_0_57_57 = e0 | all_0_58_58 = e0
% 68.21/33.02  																																																					|
% 68.21/33.02  																																																						+-Applying beta-rule and splitting (913), into two cases.
% 68.21/33.02  																																																						|-Branch one:
% 68.21/33.02  																																																						| (914) all_0_58_58 = e0
% 68.21/33.02  																																																						|
% 68.21/33.02  																																																							| Equations (914) can reduce 119 to:
% 68.21/33.02  																																																							| (487)  ~ (all_0_49_49 = e0)
% 68.21/33.02  																																																							|
% 68.21/33.02  																																																							+-Applying beta-rule and splitting (586), into two cases.
% 68.21/33.02  																																																							|-Branch one:
% 68.21/33.02  																																																							| (974) all_0_49_49 = e4
% 68.21/33.02  																																																							|
% 68.21/33.02  																																																								| Equations (974) can reduce 256 to:
% 68.21/33.02  																																																								| (266) $false
% 68.21/33.02  																																																								|
% 68.21/33.02  																																																								|-The branch is then unsatisfiable
% 68.21/33.02  																																																							|-Branch two:
% 68.21/33.02  																																																							| (256)  ~ (all_0_49_49 = e4)
% 68.21/33.02  																																																							| (977) all_0_49_49 = e3 | all_0_49_49 = e1 | all_0_49_49 = e0
% 68.21/33.02  																																																							|
% 68.21/33.02  																																																								+-Applying beta-rule and splitting (977), into two cases.
% 68.21/33.02  																																																								|-Branch one:
% 68.21/33.02  																																																								| (978) all_0_49_49 = e0
% 68.21/33.02  																																																								|
% 68.21/33.02  																																																									| Equations (978) can reduce 487 to:
% 68.21/33.02  																																																									| (266) $false
% 68.21/33.02  																																																									|
% 68.21/33.02  																																																									|-The branch is then unsatisfiable
% 68.21/33.02  																																																								|-Branch two:
% 68.21/33.02  																																																								| (487)  ~ (all_0_49_49 = e0)
% 68.21/33.02  																																																								| (981) all_0_49_49 = e3 | all_0_49_49 = e1
% 68.21/33.02  																																																								|
% 68.21/33.02  																																																									+-Applying beta-rule and splitting (981), into two cases.
% 68.21/33.02  																																																									|-Branch one:
% 68.21/33.02  																																																									| (671) all_0_49_49 = e1
% 68.21/33.02  																																																									|
% 68.21/33.02  																																																										| Equations (671) can reduce 340 to:
% 68.21/33.02  																																																										| (604)  ~ (e2 = e1)
% 68.21/33.02  																																																										|
% 68.21/33.02  																																																										| Simplifying 604 yields:
% 68.21/33.02  																																																										| (122)  ~ (e2 = e1)
% 68.21/33.02  																																																										|
% 68.21/33.02  																																																										| Equations (671) can reduce 487 to:
% 68.21/33.02  																																																										| (233)  ~ (e1 = e0)
% 68.21/33.02  																																																										|
% 68.21/33.02  																																																										+-Applying beta-rule and splitting (56), into two cases.
% 68.21/33.02  																																																										|-Branch one:
% 68.21/33.02  																																																										| (696) unit = e2
% 68.21/33.02  																																																										|
% 68.21/33.02  																																																											| From (696) and (24) follows:
% 68.21/33.02  																																																											| (697) op(e2, e3) = e3
% 68.21/33.02  																																																											|
% 68.21/33.02  																																																											| From (696) and (211) follows:
% 68.21/33.02  																																																											| (1612) op(e2, e1) = e1
% 68.21/33.02  																																																											|
% 68.21/33.02  																																																											| From (696) and (227) follows:
% 68.21/33.02  																																																											| (4284) op(e4, e2) = e4
% 68.21/33.02  																																																											|
% 68.21/33.02  																																																											| From (696) and (42) follows:
% 68.21/33.02  																																																											| (1613) op(e0, e2) = e0
% 68.21/33.02  																																																											|
% 68.21/33.02  																																																											| Instantiating formula (29) with e4, e2, e4, e2 and discharging atoms op(e4, e2) = e4, op(e4, e2) = e2, yields:
% 68.21/33.02  																																																											| (323) e4 = e2
% 68.21/33.02  																																																											|
% 68.21/33.02  																																																											| Instantiating formula (29) with e2, e3, e3, e4 and discharging atoms op(e2, e3) = e4, op(e2, e3) = e3, yields:
% 68.21/33.02  																																																											| (425) e4 = e3
% 68.21/33.02  																																																											|
% 68.21/33.02  																																																											| Instantiating formula (29) with e2, e1, e1, e2 and discharging atoms op(e2, e1) = e2, op(e2, e1) = e1, yields:
% 68.21/33.02  																																																											| (617) e2 = e1
% 68.21/33.02  																																																											|
% 68.21/33.02  																																																											| Instantiating formula (29) with e0, e2, e0, e3 and discharging atoms op(e0, e2) = e3, op(e0, e2) = e0, yields:
% 68.21/33.02  																																																											| (676) e3 = e0
% 68.21/33.02  																																																											|
% 68.21/33.02  																																																											| Combining equations (323,425) yields a new equation:
% 68.21/33.02  																																																											| (662) e3 = e2
% 68.21/33.02  																																																											|
% 68.21/33.02  																																																											| Combining equations (662,676) yields a new equation:
% 68.21/33.02  																																																											| (391) e2 = e0
% 68.21/33.02  																																																											|
% 68.21/33.02  																																																											| Simplifying 391 yields:
% 68.21/33.02  																																																											| (330) e2 = e0
% 68.21/33.02  																																																											|
% 68.21/33.02  																																																											| Combining equations (330,617) yields a new equation:
% 68.21/33.02  																																																											| (431) e1 = e0
% 68.21/33.02  																																																											|
% 68.21/33.02  																																																											| Equations (431) can reduce 233 to:
% 68.21/33.02  																																																											| (266) $false
% 68.21/33.02  																																																											|
% 68.21/33.02  																																																											|-The branch is then unsatisfiable
% 68.21/33.02  																																																										|-Branch two:
% 68.21/33.02  																																																										| (707)  ~ (unit = e2)
% 68.21/33.02  																																																										| (708) unit = e4 | unit = e3 | unit = e1 | unit = e0
% 68.21/33.02  																																																										|
% 68.21/33.02  																																																											+-Applying beta-rule and splitting (708), into two cases.
% 68.21/33.02  																																																											|-Branch one:
% 68.21/33.02  																																																											| (709) unit = e4
% 68.21/33.02  																																																											|
% 68.21/33.02  																																																												| From (709) and (24) follows:
% 68.21/33.02  																																																												| (33325) op(e4, e3) = e3
% 68.21/33.02  																																																												|
% 68.21/33.02  																																																												| From (709) and (211) follows:
% 68.21/33.02  																																																												| (22527) op(e4, e1) = e1
% 68.21/33.02  																																																												|
% 68.21/33.02  																																																												| Instantiating formula (29) with e4, e3, e3, e0 and discharging atoms op(e4, e3) = e3, op(e4, e3) = e0, yields:
% 68.24/33.02  																																																												| (676) e3 = e0
% 68.24/33.02  																																																												|
% 68.24/33.02  																																																												| Instantiating formula (29) with e4, e1, e1, e3 and discharging atoms op(e4, e1) = e3, op(e4, e1) = e1, yields:
% 68.24/33.02  																																																												| (455) e3 = e1
% 68.24/33.02  																																																												|
% 68.24/33.02  																																																												| Combining equations (455,676) yields a new equation:
% 68.24/33.02  																																																												| (546) e1 = e0
% 68.24/33.02  																																																												|
% 68.24/33.02  																																																												| Simplifying 546 yields:
% 68.24/33.02  																																																												| (431) e1 = e0
% 68.24/33.02  																																																												|
% 68.24/33.02  																																																												| Equations (431) can reduce 233 to:
% 68.24/33.02  																																																												| (266) $false
% 68.24/33.02  																																																												|
% 68.24/33.02  																																																												|-The branch is then unsatisfiable
% 68.24/33.02  																																																											|-Branch two:
% 68.24/33.02  																																																											| (724)  ~ (unit = e4)
% 68.24/33.02  																																																											| (725) unit = e3 | unit = e1 | unit = e0
% 68.24/33.02  																																																											|
% 68.24/33.02  																																																												+-Applying beta-rule and splitting (725), into two cases.
% 68.24/33.02  																																																												|-Branch one:
% 68.24/33.02  																																																												| (726) unit = e0
% 68.24/33.02  																																																												|
% 68.24/33.02  																																																													| From (726) and (28) follows:
% 68.24/33.02  																																																													| (2698) op(e1, e0) = e1
% 68.24/33.02  																																																													|
% 68.24/33.02  																																																													| Instantiating formula (29) with e1, e0, e1, e2 and discharging atoms op(e1, e0) = e2, op(e1, e0) = e1, yields:
% 68.24/33.02  																																																													| (617) e2 = e1
% 68.24/33.02  																																																													|
% 68.24/33.02  																																																													| Equations (617) can reduce 122 to:
% 68.24/33.02  																																																													| (266) $false
% 68.24/33.02  																																																													|
% 68.24/33.02  																																																													|-The branch is then unsatisfiable
% 68.24/33.02  																																																												|-Branch two:
% 68.24/33.02  																																																												| (734)  ~ (unit = e0)
% 68.24/33.02  																																																												| (735) unit = e3 | unit = e1
% 68.24/33.02  																																																												|
% 68.24/33.02  																																																													+-Applying beta-rule and splitting (735), into two cases.
% 68.24/33.02  																																																													|-Branch one:
% 68.24/33.02  																																																													| (736) unit = e1
% 68.24/33.02  																																																													|
% 68.24/33.02  																																																														| Equations (736) can reduce 734 to:
% 68.24/33.02  																																																														| (233)  ~ (e1 = e0)
% 68.24/33.02  																																																														|
% 68.24/33.02  																																																														| From (736) and (15) follows:
% 68.24/33.02  																																																														| (515) op(e1, e2) = e2
% 68.24/33.02  																																																														|
% 68.24/33.02  																																																														| From (736) and (209) follows:
% 68.24/33.02  																																																														| (2715) op(e1, e0) = e0
% 68.24/33.02  																																																														|
% 68.24/33.02  																																																														| Instantiating formula (29) with e1, e2, e2, e1 and discharging atoms op(e1, e2) = e2, op(e1, e2) = e1, yields:
% 68.24/33.02  																																																														| (617) e2 = e1
% 68.24/33.02  																																																														|
% 68.24/33.02  																																																														| Instantiating formula (29) with e1, e0, e0, e2 and discharging atoms op(e1, e0) = e2, op(e1, e0) = e0, yields:
% 68.24/33.02  																																																														| (330) e2 = e0
% 68.24/33.02  																																																														|
% 68.24/33.02  																																																														| Combining equations (330,617) yields a new equation:
% 68.24/33.02  																																																														| (431) e1 = e0
% 68.24/33.02  																																																														|
% 68.24/33.02  																																																														| Equations (431) can reduce 233 to:
% 68.24/33.02  																																																														| (266) $false
% 68.24/33.02  																																																														|
% 68.24/33.02  																																																														|-The branch is then unsatisfiable
% 68.24/33.02  																																																													|-Branch two:
% 68.24/33.02  																																																													| (748)  ~ (unit = e1)
% 68.24/33.02  																																																													| (749) unit = e3
% 68.24/33.02  																																																													|
% 68.24/33.02  																																																														| From (749) and (209) follows:
% 68.24/33.02  																																																														| (1667) op(e3, e0) = e0
% 68.24/33.02  																																																														|
% 68.24/33.02  																																																														| From (749) and (28) follows:
% 68.24/33.02  																																																														| (2235) op(e1, e3) = e1
% 68.24/33.02  																																																														|
% 68.24/33.02  																																																														| Instantiating formula (29) with e3, e0, e0, e3 and discharging atoms op(e3, e0) = e3, op(e3, e0) = e0, yields:
% 68.24/33.02  																																																														| (676) e3 = e0
% 68.24/33.02  																																																														|
% 68.24/33.02  																																																														| Instantiating formula (29) with e1, e3, e1, e3 and discharging atoms op(e1, e3) = e3, op(e1, e3) = e1, yields:
% 68.24/33.02  																																																														| (455) e3 = e1
% 68.24/33.02  																																																														|
% 68.24/33.02  																																																														| Combining equations (455,676) yields a new equation:
% 68.24/33.02  																																																														| (546) e1 = e0
% 68.24/33.02  																																																														|
% 68.24/33.02  																																																														| Simplifying 546 yields:
% 68.24/33.02  																																																														| (431) e1 = e0
% 68.24/33.02  																																																														|
% 68.24/33.02  																																																														| Equations (431) can reduce 233 to:
% 68.24/33.02  																																																														| (266) $false
% 68.24/33.02  																																																														|
% 68.24/33.02  																																																														|-The branch is then unsatisfiable
% 68.24/33.02  																																																									|-Branch two:
% 68.24/33.02  																																																									| (1064)  ~ (all_0_49_49 = e1)
% 68.24/33.02  																																																									| (884) all_0_49_49 = e3
% 68.24/33.02  																																																									|
% 68.24/33.02  																																																										| Equations (884) can reduce 525 to:
% 68.24/33.02  																																																										| (266) $false
% 68.24/33.02  																																																										|
% 68.24/33.02  																																																										|-The branch is then unsatisfiable
% 68.24/33.02  																																																						|-Branch two:
% 68.24/33.02  																																																						| (491)  ~ (all_0_58_58 = e0)
% 68.24/33.02  																																																						| (917) all_0_58_58 = e3 | all_0_58_58 = e1
% 68.24/33.02  																																																						|
% 68.24/33.02  																																																							+-Applying beta-rule and splitting (924), into two cases.
% 68.24/33.02  																																																							|-Branch one:
% 68.24/33.02  																																																							| (875) all_0_57_57 = e0
% 68.24/33.02  																																																							|
% 68.24/33.02  																																																								| Combining equations (875,647) yields a new equation:
% 68.24/33.02  																																																								| (431) e1 = e0
% 68.24/33.02  																																																								|
% 68.24/33.02  																																																								| Equations (431) can reduce 233 to:
% 68.24/33.02  																																																								| (266) $false
% 68.24/33.02  																																																								|
% 68.24/33.02  																																																								|-The branch is then unsatisfiable
% 68.24/33.02  																																																							|-Branch two:
% 68.24/33.02  																																																							| (364)  ~ (all_0_57_57 = e0)
% 68.24/33.02  																																																							| (914) all_0_58_58 = e0
% 68.24/33.02  																																																							|
% 68.24/33.02  																																																								| Equations (914) can reduce 491 to:
% 68.24/33.02  																																																								| (266) $false
% 68.24/33.02  																																																								|
% 68.24/33.02  																																																								|-The branch is then unsatisfiable
% 68.24/33.02  																																																				|-Branch two:
% 68.24/33.02  																																																				| (272)  ~ (all_0_56_56 = e3)
% 68.24/33.02  																																																				| (795) all_0_58_58 = e3
% 68.24/33.02  																																																				|
% 68.24/33.02  																																																					| Equations (795) can reduce 276 to:
% 68.24/33.02  																																																					| (266) $false
% 68.24/33.02  																																																					|
% 68.24/33.02  																																																					|-The branch is then unsatisfiable
% 68.24/33.02  																																															|-Branch two:
% 68.24/33.02  																																															| (678)  ~ (all_0_47_47 = e0)
% 68.24/33.02  																																															| (1831) all_0_47_47 = e3 | all_0_47_47 = e1
% 68.24/33.02  																																															|
% 68.24/33.02  																																																+-Applying beta-rule and splitting (1092), into two cases.
% 68.24/33.02  																																																|-Branch one:
% 68.24/33.02  																																																| (660) all_0_51_51 = e3
% 68.24/33.02  																																																|
% 68.24/33.02  																																																	| Combining equations (1109,660) yields a new equation:
% 68.24/33.02  																																																	| (455) e3 = e1
% 68.24/33.02  																																																	|
% 68.24/33.02  																																																	| Equations (455) can reduce 213 to:
% 68.24/33.02  																																																	| (266) $false
% 68.24/33.02  																																																	|
% 68.24/33.02  																																																	|-The branch is then unsatisfiable
% 68.24/33.02  																																																|-Branch two:
% 68.24/33.02  																																																| (664)  ~ (all_0_51_51 = e3)
% 68.24/33.02  																																																| (1097) all_0_56_56 = e3
% 68.24/33.02  																																																|
% 68.24/33.02  																																																	| Equations (1097) can reduce 91 to:
% 68.24/33.02  																																																	| (1091)  ~ (all_0_47_47 = e3)
% 68.24/33.02  																																																	|
% 68.24/33.02  																																																	+-Applying beta-rule and splitting (640), into two cases.
% 68.24/33.02  																																																	|-Branch one:
% 68.24/33.02  																																																	| (671) all_0_49_49 = e1
% 68.24/33.02  																																																	|
% 68.24/33.02  																																																		| Equations (671) can reduce 86 to:
% 68.24/33.02  																																																		| (462)  ~ (all_0_47_47 = e1)
% 68.24/33.02  																																																		|
% 68.24/33.02  																																																		+-Applying beta-rule and splitting (1831), into two cases.
% 68.24/33.02  																																																		|-Branch one:
% 68.24/33.02  																																																		| (654) all_0_47_47 = e1
% 68.24/33.02  																																																		|
% 68.24/33.02  																																																			| Equations (654) can reduce 462 to:
% 68.24/33.02  																																																			| (266) $false
% 68.24/33.02  																																																			|
% 68.24/33.02  																																																			|-The branch is then unsatisfiable
% 68.24/33.02  																																																		|-Branch two:
% 68.24/33.02  																																																		| (462)  ~ (all_0_47_47 = e1)
% 68.24/33.02  																																																		| (522) all_0_47_47 = e3
% 68.24/33.02  																																																		|
% 68.24/33.02  																																																			| Equations (522) can reduce 1091 to:
% 68.24/33.02  																																																			| (266) $false
% 68.24/33.02  																																																			|
% 68.24/33.02  																																																			|-The branch is then unsatisfiable
% 68.24/33.02  																																																	|-Branch two:
% 68.24/33.02  																																																	| (1064)  ~ (all_0_49_49 = e1)
% 68.24/33.02  																																																	| (2141) all_0_53_53 = e1 | all_0_58_58 = e1
% 68.24/33.02  																																																	|
% 68.24/33.02  																																																		+-Applying beta-rule and splitting (2141), into two cases.
% 68.24/33.02  																																																		|-Branch one:
% 68.24/33.02  																																																		| (1208) all_0_53_53 = e1
% 68.24/33.02  																																																		|
% 68.24/33.02  																																																			| Combining equations (607,1208) yields a new equation:
% 68.24/33.02  																																																			| (616) e2 = e1
% 68.24/33.02  																																																			|
% 68.24/33.02  																																																			| Simplifying 616 yields:
% 68.24/33.02  																																																			| (617) e2 = e1
% 68.24/33.02  																																																			|
% 68.24/33.02  																																																			| Equations (617) can reduce 122 to:
% 68.24/33.02  																																																			| (266) $false
% 68.24/33.02  																																																			|
% 68.24/33.02  																																																			|-The branch is then unsatisfiable
% 68.24/33.02  																																																		|-Branch two:
% 68.24/33.02  																																																		| (1459)  ~ (all_0_53_53 = e1)
% 68.24/33.02  																																																		| (918) all_0_58_58 = e1
% 68.24/33.02  																																																		|
% 68.24/33.02  																																																			| Equations (918) can reduce 880 to:
% 68.24/33.02  																																																			| (266) $false
% 68.24/33.02  																																																			|
% 68.24/33.02  																																																			|-The branch is then unsatisfiable
% 68.24/33.03  																																								|-Branch two:
% 68.24/33.03  																																								| (457)  ~ (all_0_41_41 = e1)
% 68.24/33.03  																																								| (595) all_0_46_46 = e1 | all_0_50_50 = e1 | all_0_55_55 = e1
% 68.24/33.03  																																								|
% 68.24/33.03  																																									+-Applying beta-rule and splitting (103), into two cases.
% 68.24/33.03  																																									|-Branch one:
% 68.24/33.03  																																									| (453) all_0_41_41 = e1
% 68.24/33.03  																																									|
% 68.24/33.03  																																										| Equations (453) can reduce 457 to:
% 68.24/33.03  																																										| (266) $false
% 68.24/33.03  																																										|
% 68.24/33.03  																																										|-The branch is then unsatisfiable
% 68.24/33.03  																																									|-Branch two:
% 68.24/33.03  																																									| (457)  ~ (all_0_41_41 = e1)
% 68.24/33.03  																																									| (458) all_0_42_42 = e1 | all_0_43_43 = e1 | all_0_44_44 = e1
% 68.24/33.03  																																									|
% 68.24/33.03  																																										+-Applying beta-rule and splitting (4049), into two cases.
% 68.24/33.03  																																										|-Branch one:
% 68.24/33.03  																																										| (794) all_0_41_41 = e0
% 68.24/33.03  																																										|
% 68.24/33.03  																																											| Equations (794) can reduce 357 to:
% 68.24/33.03  																																											| (266) $false
% 68.24/33.03  																																											|
% 68.24/33.03  																																											|-The branch is then unsatisfiable
% 68.24/33.03  																																										|-Branch two:
% 68.24/33.03  																																										| (357)  ~ (all_0_41_41 = e0)
% 68.24/33.03  																																										| (4053) all_0_41_41 = e3 | all_0_41_41 = e1
% 68.24/33.03  																																										|
% 68.24/33.03  																																											+-Applying beta-rule and splitting (4053), into two cases.
% 68.24/33.03  																																											|-Branch one:
% 68.24/33.03  																																											| (453) all_0_41_41 = e1
% 68.24/33.03  																																											|
% 68.24/33.03  																																												| Equations (453) can reduce 457 to:
% 68.24/33.03  																																												| (266) $false
% 68.24/33.03  																																												|
% 68.24/33.03  																																												|-The branch is then unsatisfiable
% 68.24/33.03  																																											|-Branch two:
% 68.24/33.03  																																											| (457)  ~ (all_0_41_41 = e1)
% 68.24/33.03  																																											| (403) all_0_41_41 = e3
% 68.24/33.03  																																											|
% 68.24/33.03  																																												| Equations (403) can reduce 1898 to:
% 68.24/33.03  																																												| (266) $false
% 68.24/33.03  																																												|
% 68.24/33.03  																																												|-The branch is then unsatisfiable
% 68.24/33.03  																																							|-Branch two:
% 68.24/33.03  																																							| (250)  ~ (all_0_46_46 = e4)
% 68.24/33.03  																																							| (61466) all_0_47_47 = e4 | all_0_48_48 = e4 | all_0_49_49 = e4
% 68.24/33.03  																																							|
% 68.24/33.03  																																								+-Applying beta-rule and splitting (61466), into two cases.
% 68.24/33.03  																																								|-Branch one:
% 68.24/33.03  																																								| (1790) all_0_47_47 = e4
% 68.24/33.03  																																								|
% 68.24/33.03  																																									| Equations (1790) can reduce 252 to:
% 68.24/33.03  																																									| (266) $false
% 68.24/33.03  																																									|
% 68.24/33.03  																																									|-The branch is then unsatisfiable
% 68.24/33.03  																																								|-Branch two:
% 68.24/33.03  																																								| (252)  ~ (all_0_47_47 = e4)
% 68.24/33.03  																																								| (61479) all_0_48_48 = e4 | all_0_49_49 = e4
% 68.24/33.03  																																								|
% 68.24/33.03  																																									+-Applying beta-rule and splitting (61479), into two cases.
% 68.24/33.03  																																									|-Branch one:
% 68.24/33.03  																																									| (943) all_0_48_48 = e4
% 68.24/33.03  																																									|
% 68.24/33.03  																																										| Combining equations (335,943) yields a new equation:
% 68.24/33.03  																																										| (323) e4 = e2
% 68.24/33.03  																																										|
% 68.24/33.03  																																										| Equations (323) can reduce 48 to:
% 68.24/33.03  																																										| (266) $false
% 68.24/33.03  																																										|
% 68.24/33.03  																																										|-The branch is then unsatisfiable
% 68.24/33.03  																																									|-Branch two:
% 68.24/33.03  																																									| (254)  ~ (all_0_48_48 = e4)
% 68.24/33.03  																																									| (974) all_0_49_49 = e4
% 68.24/33.03  																																									|
% 68.24/33.03  																																										| Equations (974) can reduce 256 to:
% 68.24/33.03  																																										| (266) $false
% 68.24/33.03  																																										|
% 68.24/33.03  																																										|-The branch is then unsatisfiable
% 68.24/33.03  																																	|-Branch two:
% 68.24/33.03  																																	| (1890)  ~ (all_0_42_42 = e4)
% 68.24/33.03  																																	| (1891) all_0_43_43 = e4 | all_0_44_44 = e4
% 68.24/33.03  																																	|
% 68.24/33.03  																																		+-Applying beta-rule and splitting (1891), into two cases.
% 68.24/33.03  																																		|-Branch one:
% 68.24/33.03  																																		| (396) all_0_43_43 = e4
% 68.24/33.03  																																		|
% 68.24/33.03  																																			| Combining equations (396,356) yields a new equation:
% 68.24/33.03  																																			| (481) e4 = e0
% 68.24/33.03  																																			|
% 68.24/33.03  																																			| Simplifying 481 yields:
% 68.24/33.03  																																			| (397) e4 = e0
% 68.24/33.03  																																			|
% 68.24/33.03  																																			| Equations (397) can reduce 49 to:
% 68.24/33.03  																																			| (266) $false
% 68.24/33.03  																																			|
% 68.24/33.03  																																			|-The branch is then unsatisfiable
% 68.24/33.03  																																		|-Branch two:
% 68.24/33.03  																																		| (399)  ~ (all_0_43_43 = e4)
% 68.24/33.03  																																		| (446) all_0_44_44 = e4
% 68.24/33.03  																																		|
% 68.24/33.03  																																			| Equations (446) can reduce 1390 to:
% 68.24/33.03  																																			| (266) $false
% 68.24/33.03  																																			|
% 68.24/33.03  																																			|-The branch is then unsatisfiable
% 68.24/33.03  																													|-Branch two:
% 68.24/33.03  																													| (464)  ~ (all_0_51_51 = e1)
% 68.24/33.04  																													| (1202) all_0_52_52 = e1 | all_0_53_53 = e1
% 68.24/33.04  																													|
% 68.24/33.04  																														+-Applying beta-rule and splitting (1202), into two cases.
% 68.24/33.04  																														|-Branch one:
% 68.24/33.04  																														| (642) all_0_52_52 = e1
% 68.24/33.04  																														|
% 68.24/33.04  																															| Combining equations (565,642) yields a new equation:
% 68.24/33.04  																															| (636) e4 = e1
% 68.24/33.04  																															|
% 68.24/33.04  																															| Simplifying 636 yields:
% 68.24/33.04  																															| (630) e4 = e1
% 68.24/33.04  																															|
% 68.24/33.04  																															| Equations (630) can reduce 110 to:
% 68.24/33.04  																															| (266) $false
% 68.24/33.04  																															|
% 68.24/33.04  																															|-The branch is then unsatisfiable
% 68.24/33.04  																														|-Branch two:
% 68.24/33.04  																														| (646)  ~ (all_0_52_52 = e1)
% 68.24/33.04  																														| (1208) all_0_53_53 = e1
% 68.24/33.04  																														|
% 68.24/33.04  																															| Combining equations (607,1208) yields a new equation:
% 68.24/33.04  																															| (616) e2 = e1
% 68.24/33.04  																															|
% 68.24/33.04  																															| Simplifying 616 yields:
% 68.24/33.04  																															| (617) e2 = e1
% 68.24/33.04  																															|
% 68.24/33.04  																															| Equations (617) can reduce 122 to:
% 68.24/33.04  																															| (266) $false
% 68.24/33.04  																															|
% 68.24/33.04  																															|-The branch is then unsatisfiable
% 68.24/33.04  																									|-Branch two:
% 68.24/33.04  																									| (411)  ~ (all_0_50_50 = e3)
% 68.24/33.04  																									| (418) all_0_51_51 = e3 | all_0_53_53 = e3
% 68.24/33.04  																									|
% 68.24/33.04  																										+-Applying beta-rule and splitting (418), into two cases.
% 68.24/33.04  																										|-Branch one:
% 68.24/33.04  																										| (660) all_0_51_51 = e3
% 68.24/33.04  																										|
% 68.24/33.04  																											| Equations (660) can reduce 61 to:
% 68.24/33.04  																											| (405)  ~ (all_0_42_42 = e3)
% 68.24/33.04  																											|
% 68.24/33.04  																											| Equations (660) can reduce 224 to:
% 68.24/33.04  																											| (1091)  ~ (all_0_47_47 = e3)
% 68.24/33.04  																											|
% 68.24/33.04  																											| Equations (660) can reduce 59 to:
% 68.24/33.04  																											| (411)  ~ (all_0_50_50 = e3)
% 68.24/33.04  																											|
% 68.24/33.04  																											| Equations (660) can reduce 475 to:
% 68.24/33.04  																											| (277)  ~ (e4 = e3)
% 68.24/33.04  																											|
% 68.24/33.04  																											| Simplifying 277 yields:
% 68.24/33.04  																											| (188)  ~ (e4 = e3)
% 68.24/33.04  																											|
% 68.24/33.04  																											| From (660) and (157) follows:
% 68.24/33.04  																											| (1551) op(e3, e1) = all_0_24_24
% 68.24/33.04  																											|
% 68.24/33.04  																											| From (660) and (186) follows:
% 68.24/33.04  																											| (1552) op(e1, e2) = e3
% 68.24/33.04  																											|
% 68.24/33.04  																											+-Applying beta-rule and splitting (144), into two cases.
% 68.24/33.04  																											|-Branch one:
% 68.24/33.04  																											| (403) all_0_41_41 = e3
% 68.24/33.04  																											|
% 68.24/33.04  																												| Equations (403) can reduce 149 to:
% 68.24/33.04  																												| (406)  ~ (all_0_44_44 = e3)
% 68.24/33.04  																												|
% 68.24/33.04  																												| Simplifying 406 yields:
% 68.24/33.04  																												| (407)  ~ (all_0_44_44 = e3)
% 68.24/33.04  																												|
% 68.24/33.04  																												| Equations (403) can reduce 43 to:
% 68.24/33.04  																												| (408)  ~ (all_0_46_46 = e3)
% 68.24/33.04  																												|
% 68.24/33.04  																												| Simplifying 408 yields:
% 68.24/33.04  																												| (409)  ~ (all_0_46_46 = e3)
% 68.24/33.04  																												|
% 68.24/33.04  																												| Equations (403) can reduce 85 to:
% 68.24/33.04  																												| (212)  ~ (e3 = e2)
% 68.24/33.04  																												|
% 68.24/33.04  																												+-Applying beta-rule and splitting (64), into two cases.
% 68.24/33.04  																												|-Branch one:
% 68.24/33.04  																												| (437) all_0_41_41 = e4
% 68.24/33.04  																												|
% 68.24/33.04  																													| Combining equations (403,437) yields a new equation:
% 68.24/33.04  																													| (425) e4 = e3
% 68.24/33.04  																													|
% 68.24/33.04  																													| Equations (425) can reduce 188 to:
% 68.24/33.04  																													| (266) $false
% 68.24/33.04  																													|
% 68.24/33.04  																													|-The branch is then unsatisfiable
% 68.24/33.04  																												|-Branch two:
% 68.24/33.04  																												| (440)  ~ (all_0_41_41 = e4)
% 68.24/33.04  																												| (441) all_0_42_42 = e4 | all_0_43_43 = e4 | all_0_44_44 = e4
% 68.24/33.04  																												|
% 68.24/33.04  																													+-Applying beta-rule and splitting (441), into two cases.
% 68.24/33.04  																													|-Branch one:
% 68.24/33.04  																													| (1392) all_0_42_42 = e4
% 68.24/33.04  																													|
% 68.24/33.04  																														| Equations (1392) can reduce 73 to:
% 68.24/33.04  																														| (1903)  ~ (all_0_44_44 = e4)
% 68.24/33.04  																														|
% 68.24/33.04  																														| Simplifying 1903 yields:
% 68.24/33.04  																														| (1390)  ~ (all_0_44_44 = e4)
% 68.24/33.04  																														|
% 68.24/33.04  																														| Equations (1392) can reduce 198 to:
% 68.24/33.04  																														| (251)  ~ (all_0_47_47 = e4)
% 68.24/33.04  																														|
% 68.24/33.04  																														| Simplifying 251 yields:
% 68.24/33.04  																														| (252)  ~ (all_0_47_47 = e4)
% 68.24/33.04  																														|
% 68.24/33.04  																														| Equations (1392) can reduce 51 to:
% 68.24/33.04  																														| (48)  ~ (e4 = e2)
% 68.24/33.04  																														|
% 68.24/33.04  																														| Equations (1392) can reduce 358 to:
% 68.24/33.04  																														| (49)  ~ (e4 = e0)
% 68.24/33.04  																														|
% 68.24/33.04  																														| From (1392) and (226) follows:
% 68.24/33.04  																														| (91328) op(e4, e3) = all_0_7_7
% 68.24/33.04  																														|
% 68.24/33.04  																														| From (1392) and (225) follows:
% 68.24/33.04  																														| (4073) op(e4, e2) = all_0_8_8
% 68.24/33.04  																														|
% 68.24/33.04  																														+-Applying beta-rule and splitting (131), into two cases.
% 68.24/33.04  																														|-Branch one:
% 68.24/33.04  																														| (459) all_0_42_42 = e1
% 68.24/33.04  																														|
% 68.24/33.04  																															| Combining equations (1392,459) yields a new equation:
% 68.24/33.04  																															| (636) e4 = e1
% 68.24/33.04  																															|
% 68.24/33.04  																															| Simplifying 636 yields:
% 68.24/33.04  																															| (630) e4 = e1
% 68.24/33.04  																															|
% 68.24/33.04  																															| Equations (630) can reduce 110 to:
% 68.24/33.04  																															| (266) $false
% 68.24/33.04  																															|
% 68.24/33.04  																															|-The branch is then unsatisfiable
% 68.24/33.04  																														|-Branch two:
% 68.24/33.04  																														| (1380)  ~ (all_0_42_42 = e1)
% 68.24/33.04  																														| (3259) all_0_47_47 = e1 | all_0_51_51 = e1 | all_0_56_56 = e1
% 68.24/33.04  																														|
% 68.24/33.04  																															+-Applying beta-rule and splitting (160), into two cases.
% 68.24/33.04  																															|-Branch one:
% 68.24/33.04  																															| (601) all_0_50_50 = e1
% 68.24/33.04  																															|
% 68.24/33.04  																																| Equations (601) can reduce 121 to:
% 68.24/33.04  																																| (233)  ~ (e1 = e0)
% 68.24/33.04  																																|
% 68.24/33.04  																																| From (601) and (57) follows:
% 68.24/33.04  																																| (606) op(e1, e1) = all_0_22_22
% 68.24/33.04  																																|
% 68.24/33.04  																																+-Applying beta-rule and splitting (189), into two cases.
% 68.24/33.04  																																|-Branch one:
% 68.24/33.04  																																| (532) all_0_44_44 = e3
% 68.24/33.04  																																|
% 68.24/33.04  																																	| Equations (532) can reduce 407 to:
% 68.24/33.04  																																	| (266) $false
% 68.24/33.04  																																	|
% 68.24/33.04  																																	|-The branch is then unsatisfiable
% 68.24/33.04  																																|-Branch two:
% 68.24/33.04  																																| (407)  ~ (all_0_44_44 = e3)
% 68.24/33.04  																																| (537) all_0_49_49 = e3 | all_0_53_53 = e3 | all_0_58_58 = e3
% 68.24/33.04  																																|
% 68.24/33.04  																																	+-Applying beta-rule and splitting (537), into two cases.
% 68.24/33.04  																																	|-Branch one:
% 68.24/33.04  																																	| (884) all_0_49_49 = e3
% 68.24/33.04  																																	|
% 68.24/33.04  																																		| Equations (884) can reduce 525 to:
% 68.24/33.04  																																		| (266) $false
% 68.24/33.04  																																		|
% 68.24/33.04  																																		|-The branch is then unsatisfiable
% 68.24/33.04  																																	|-Branch two:
% 68.24/33.04  																																	| (525)  ~ (all_0_49_49 = e3)
% 68.24/33.04  																																	| (887) all_0_53_53 = e3 | all_0_58_58 = e3
% 68.24/33.04  																																	|
% 68.24/33.04  																																		+-Applying beta-rule and splitting (887), into two cases.
% 68.24/33.04  																																		|-Branch one:
% 68.24/33.04  																																		| (665) all_0_53_53 = e3
% 68.24/33.04  																																		|
% 68.24/33.04  																																			| Combining equations (607,665) yields a new equation:
% 68.24/33.04  																																			| (662) e3 = e2
% 68.24/33.04  																																			|
% 68.24/33.04  																																			| Equations (662) can reduce 212 to:
% 68.24/33.04  																																			| (266) $false
% 68.24/33.04  																																			|
% 68.24/33.04  																																			|-The branch is then unsatisfiable
% 68.24/33.04  																																		|-Branch two:
% 68.24/33.04  																																		| (903)  ~ (all_0_53_53 = e3)
% 68.24/33.04  																																		| (795) all_0_58_58 = e3
% 68.24/33.04  																																		|
% 68.24/33.04  																																			| Equations (795) can reduce 119 to:
% 68.24/33.04  																																			| (525)  ~ (all_0_49_49 = e3)
% 68.24/33.04  																																			|
% 68.24/33.04  																																			| Equations (795) can reduce 451 to:
% 68.24/33.04  																																			| (277)  ~ (e4 = e3)
% 68.24/33.04  																																			|
% 68.24/33.04  																																			| Simplifying 277 yields:
% 68.24/33.04  																																			| (188)  ~ (e4 = e3)
% 68.24/33.04  																																			|
% 68.24/33.04  																																			| Equations (795) can reduce 880 to:
% 68.24/33.04  																																			| (213)  ~ (e3 = e1)
% 68.24/33.04  																																			|
% 68.24/33.04  																																			| From (795) and (245) follows:
% 68.24/33.04  																																			| (60701) op(e0, e0) = e3
% 68.24/33.04  																																			|
% 68.24/33.04  																																			+-Applying beta-rule and splitting (3259), into two cases.
% 68.24/33.04  																																			|-Branch one:
% 68.24/33.04  																																			| (654) all_0_47_47 = e1
% 68.24/33.04  																																			|
% 68.24/33.04  																																				| Equations (654) can reduce 19 to:
% 68.24/33.04  																																				| (549)  ~ (all_0_46_46 = e1)
% 68.24/33.04  																																				|
% 68.24/33.04  																																				| Equations (654) can reduce 1091 to:
% 68.24/33.04  																																				| (467)  ~ (e3 = e1)
% 68.24/33.04  																																				|
% 68.24/33.04  																																				| Simplifying 467 yields:
% 68.24/33.04  																																				| (213)  ~ (e3 = e1)
% 68.24/33.04  																																				|
% 68.24/33.04  																																				+-Applying beta-rule and splitting (75), into two cases.
% 68.24/33.04  																																				|-Branch one:
% 68.24/33.04  																																				| (485) all_0_40_40 = e0
% 68.24/33.04  																																				|
% 68.24/33.04  																																					| Combining equations (1378,485) yields a new equation:
% 68.24/33.04  																																					| (481) e4 = e0
% 68.24/33.04  																																					|
% 68.24/33.04  																																					| Simplifying 481 yields:
% 68.24/33.04  																																					| (397) e4 = e0
% 68.24/33.04  																																					|
% 68.24/33.04  																																					| Equations (397) can reduce 49 to:
% 68.24/33.04  																																					| (266) $false
% 68.24/33.04  																																					|
% 68.24/33.04  																																					|-The branch is then unsatisfiable
% 68.24/33.04  																																				|-Branch two:
% 68.24/33.04  																																				| (1401)  ~ (all_0_40_40 = e0)
% 68.24/33.04  																																				| (1748) all_0_44_44 = e0 | all_0_49_49 = e0 | all_0_58_58 = e0
% 68.24/33.04  																																				|
% 68.24/33.04  																																					| Equations (1378) can reduce 1401 to:
% 68.24/33.04  																																					| (49)  ~ (e4 = e0)
% 68.24/33.04  																																					|
% 68.24/33.04  																																					+-Applying beta-rule and splitting (184), into two cases.
% 68.24/33.04  																																					|-Branch one:
% 68.24/33.04  																																					| (538) all_0_46_46 = e0
% 68.24/33.04  																																					|
% 68.24/33.04  																																						| Equations (538) can reduce 831 to:
% 68.24/33.04  																																						| (266) $false
% 68.24/33.04  																																						|
% 68.24/33.04  																																						|-The branch is then unsatisfiable
% 68.24/33.04  																																					|-Branch two:
% 68.24/33.04  																																					| (831)  ~ (all_0_46_46 = e0)
% 68.24/33.04  																																					| (832) all_0_47_47 = e0 | all_0_48_48 = e0 | all_0_49_49 = e0
% 68.24/33.04  																																					|
% 68.24/33.04  																																						+-Applying beta-rule and splitting (112), into two cases.
% 68.24/33.04  																																						|-Branch one:
% 68.24/33.04  																																						| (635) all_0_44_44 = e1
% 68.24/33.04  																																						|
% 68.24/33.04  																																							| Equations (635) can reduce 9 to:
% 68.24/33.04  																																							| (1419)  ~ (all_0_49_49 = e1)
% 68.24/33.04  																																							|
% 68.24/33.04  																																							| Simplifying 1419 yields:
% 68.24/33.04  																																							| (1064)  ~ (all_0_49_49 = e1)
% 68.24/33.04  																																							|
% 68.24/33.04  																																							| Equations (635) can reduce 1390 to:
% 68.24/33.04  																																							| (602)  ~ (e4 = e1)
% 68.24/33.04  																																							|
% 68.24/33.04  																																							| Simplifying 602 yields:
% 68.24/33.04  																																							| (110)  ~ (e4 = e1)
% 68.24/33.04  																																							|
% 68.24/33.04  																																							| Equations (635) can reduce 147 to:
% 68.24/33.04  																																							| (604)  ~ (e2 = e1)
% 68.24/33.04  																																							|
% 68.24/33.04  																																							| Simplifying 604 yields:
% 68.24/33.04  																																							| (122)  ~ (e2 = e1)
% 68.24/33.04  																																							|
% 68.24/33.04  																																							| Equations (635) can reduce 360 to:
% 68.24/33.04  																																							| (233)  ~ (e1 = e0)
% 68.24/33.04  																																							|
% 68.24/33.04  																																							| From (635) and (70) follows:
% 68.24/33.04  																																							| (2555) op(e1, e0) = all_0_12_12
% 68.24/33.04  																																							|
% 68.24/33.04  																																							| From (635) and (138) follows:
% 68.24/33.04  																																							| (1423) op(e3, e0) = e1
% 68.24/33.04  																																							|
% 68.24/33.04  																																							+-Applying beta-rule and splitting (125), into two cases.
% 68.24/33.04  																																							|-Branch one:
% 68.24/33.04  																																							| (858) all_0_55_55 = e0
% 68.24/33.04  																																							|
% 68.24/33.04  																																								| Combining equations (386,858) yields a new equation:
% 68.24/33.04  																																								| (391) e2 = e0
% 68.24/33.04  																																								|
% 68.24/33.04  																																								| Simplifying 391 yields:
% 68.24/33.04  																																								| (330) e2 = e0
% 68.24/33.04  																																								|
% 68.24/33.04  																																								| Equations (330) can reduce 128 to:
% 68.24/33.04  																																								| (266) $false
% 68.24/33.04  																																								|
% 68.24/33.04  																																								|-The branch is then unsatisfiable
% 68.24/33.04  																																							|-Branch two:
% 68.24/33.04  																																							| (803)  ~ (all_0_55_55 = e0)
% 68.24/33.04  																																							| (863) all_0_56_56 = e0 | all_0_57_57 = e0 | all_0_58_58 = e0
% 68.24/33.04  																																							|
% 68.24/33.04  																																								| Equations (386) can reduce 803 to:
% 68.24/33.04  																																								| (128)  ~ (e2 = e0)
% 68.24/33.04  																																								|
% 68.24/33.04  																																								+-Applying beta-rule and splitting (104), into two cases.
% 68.24/33.04  																																								|-Branch one:
% 68.24/33.04  																																								| (480) all_0_39_39 = e0
% 68.24/33.04  																																								|
% 68.24/33.04  																																									| Combining equations (317,480) yields a new equation:
% 68.24/33.04  																																									| (391) e2 = e0
% 68.24/33.04  																																									|
% 68.24/33.04  																																									| Simplifying 391 yields:
% 68.24/33.04  																																									| (330) e2 = e0
% 68.24/33.04  																																									|
% 68.24/33.04  																																									| Equations (330) can reduce 128 to:
% 68.24/33.04  																																									| (266) $false
% 68.24/33.04  																																									|
% 68.24/33.04  																																									|-The branch is then unsatisfiable
% 68.24/33.04  																																								|-Branch two:
% 68.24/33.04  																																								| (484)  ~ (all_0_39_39 = e0)
% 68.24/33.04  																																								| (558) all_0_42_42 = e0 | all_0_47_47 = e0 | all_0_56_56 = e0
% 68.24/33.04  																																								|
% 68.24/33.04  																																									+-Applying beta-rule and splitting (558), into two cases.
% 68.24/33.04  																																									|-Branch one:
% 68.24/33.04  																																									| (559) all_0_42_42 = e0
% 68.24/33.04  																																									|
% 68.24/33.05  																																										| Combining equations (1392,559) yields a new equation:
% 68.24/33.05  																																										| (481) e4 = e0
% 68.24/33.05  																																										|
% 68.24/33.05  																																										| Simplifying 481 yields:
% 68.24/33.05  																																										| (397) e4 = e0
% 68.24/33.05  																																										|
% 68.24/33.05  																																										| Equations (397) can reduce 49 to:
% 68.24/33.05  																																										| (266) $false
% 68.24/33.05  																																										|
% 68.24/33.05  																																										|-The branch is then unsatisfiable
% 68.24/33.05  																																									|-Branch two:
% 68.24/33.05  																																									| (358)  ~ (all_0_42_42 = e0)
% 68.24/33.05  																																									| (563) all_0_47_47 = e0 | all_0_56_56 = e0
% 68.24/33.05  																																									|
% 68.24/33.05  																																										+-Applying beta-rule and splitting (54), into two cases.
% 68.24/33.05  																																										|-Branch one:
% 68.24/33.05  																																										| (583) all_0_49_49 = e2
% 68.24/33.05  																																										|
% 68.24/33.05  																																											| Equations (583) can reduce 340 to:
% 68.24/33.05  																																											| (266) $false
% 68.24/33.05  																																											|
% 68.24/33.05  																																											|-The branch is then unsatisfiable
% 68.24/33.05  																																										|-Branch two:
% 68.24/33.05  																																										| (340)  ~ (all_0_49_49 = e2)
% 68.24/33.05  																																										| (586) all_0_49_49 = e4 | all_0_49_49 = e3 | all_0_49_49 = e1 | all_0_49_49 = e0
% 68.24/33.05  																																										|
% 68.24/33.05  																																											+-Applying beta-rule and splitting (133), into two cases.
% 68.24/33.05  																																											|-Branch one:
% 68.24/33.05  																																											| (833) all_0_56_56 = e2
% 68.24/33.05  																																											|
% 68.24/33.05  																																												| Equations (833) can reduce 511 to:
% 68.24/33.05  																																												| (266) $false
% 68.24/33.05  																																												|
% 68.24/33.05  																																												|-The branch is then unsatisfiable
% 68.24/33.05  																																											|-Branch two:
% 68.24/33.05  																																											| (511)  ~ (all_0_56_56 = e2)
% 68.24/33.05  																																											| (836) all_0_56_56 = e4 | all_0_56_56 = e3 | all_0_56_56 = e1 | all_0_56_56 = e0
% 68.24/33.05  																																											|
% 68.24/33.05  																																												+-Applying beta-rule and splitting (206), into two cases.
% 68.24/33.05  																																												|-Branch one:
% 68.24/33.05  																																												| (248) all_0_45_45 = e4
% 68.24/33.05  																																												|
% 68.24/33.05  																																													| Combining equations (423,248) yields a new equation:
% 68.24/33.05  																																													| (425) e4 = e3
% 68.24/33.05  																																													|
% 68.24/33.05  																																													| Equations (425) can reduce 188 to:
% 68.24/33.05  																																													| (266) $false
% 68.24/33.05  																																													|
% 68.24/33.05  																																													|-The branch is then unsatisfiable
% 68.24/33.05  																																												|-Branch two:
% 68.24/33.05  																																												| (60416)  ~ (all_0_45_45 = e4)
% 68.24/33.05  																																												| (61457) all_0_46_46 = e4 | all_0_47_47 = e4 | all_0_48_48 = e4 | all_0_49_49 = e4
% 68.24/33.05  																																												|
% 68.24/33.05  																																													+-Applying beta-rule and splitting (586), into two cases.
% 68.24/33.05  																																													|-Branch one:
% 68.24/33.05  																																													| (974) all_0_49_49 = e4
% 68.24/33.05  																																													|
% 68.24/33.05  																																														| Equations (974) can reduce 256 to:
% 68.24/33.05  																																														| (266) $false
% 68.24/33.05  																																														|
% 68.24/33.05  																																														|-The branch is then unsatisfiable
% 68.24/33.05  																																													|-Branch two:
% 68.24/33.05  																																													| (256)  ~ (all_0_49_49 = e4)
% 68.24/33.05  																																													| (977) all_0_49_49 = e3 | all_0_49_49 = e1 | all_0_49_49 = e0
% 68.24/33.05  																																													|
% 68.24/33.05  																																														+-Applying beta-rule and splitting (61457), into two cases.
% 68.24/33.05  																																														|-Branch one:
% 68.24/33.05  																																														| (770) all_0_46_46 = e4
% 68.24/33.05  																																														|
% 68.24/33.05  																																															| From (770) and (33) follows:
% 68.24/33.05  																																															| (118647) op(e4, e3) = all_0_16_16
% 68.24/33.05  																																															|
% 68.24/33.05  																																															| From (770) and (179) follows:
% 68.24/33.06  																																															| (94991) op(e4, e2) = all_0_15_15
% 68.24/33.06  																																															|
% 68.24/33.06  																																															| From (770) and (120) follows:
% 68.24/33.06  																																															| (72494) op(e2, e3) = e4
% 68.24/33.06  																																															|
% 68.24/33.06  																																															+-Applying beta-rule and splitting (1748), into two cases.
% 68.24/33.06  																																															|-Branch one:
% 68.24/33.06  																																															| (1414) all_0_44_44 = e0
% 68.24/33.06  																																															|
% 68.24/33.06  																																																| Combining equations (635,1414) yields a new equation:
% 68.24/33.06  																																																| (546) e1 = e0
% 68.24/33.06  																																																|
% 68.24/33.06  																																																| Simplifying 546 yields:
% 68.24/33.06  																																																| (431) e1 = e0
% 68.24/33.06  																																																|
% 68.24/33.06  																																																| Equations (431) can reduce 233 to:
% 68.24/33.06  																																																| (266) $false
% 68.24/33.06  																																																|
% 68.24/33.06  																																																|-The branch is then unsatisfiable
% 68.24/33.06  																																															|-Branch two:
% 68.24/33.06  																																															| (360)  ~ (all_0_44_44 = e0)
% 68.24/33.06  																																															| (1760) all_0_49_49 = e0 | all_0_58_58 = e0
% 68.24/33.06  																																															|
% 68.24/33.06  																																																| Equations (635) can reduce 360 to:
% 68.24/33.06  																																																| (233)  ~ (e1 = e0)
% 68.24/33.06  																																																|
% 68.24/33.06  																																																+-Applying beta-rule and splitting (832), into two cases.
% 68.24/33.06  																																																|-Branch one:
% 68.24/33.06  																																																| (674) all_0_47_47 = e0
% 68.24/33.06  																																																|
% 68.24/33.06  																																																	| Combining equations (654,674) yields a new equation:
% 68.24/33.06  																																																	| (546) e1 = e0
% 68.24/33.06  																																																	|
% 68.24/33.06  																																																	| Simplifying 546 yields:
% 68.24/33.06  																																																	| (431) e1 = e0
% 68.24/33.06  																																																	|
% 68.24/33.06  																																																	| Equations (431) can reduce 233 to:
% 68.24/33.06  																																																	| (266) $false
% 68.24/33.06  																																																	|
% 68.24/33.06  																																																	|-The branch is then unsatisfiable
% 68.24/33.06  																																																|-Branch two:
% 68.24/33.06  																																																| (678)  ~ (all_0_47_47 = e0)
% 68.24/33.06  																																																| (1278) all_0_48_48 = e0 | all_0_49_49 = e0
% 68.24/33.06  																																																|
% 68.24/33.06  																																																	| Equations (654) can reduce 678 to:
% 68.24/33.06  																																																	| (233)  ~ (e1 = e0)
% 68.24/33.06  																																																	|
% 68.24/33.06  																																																	+-Applying beta-rule and splitting (863), into two cases.
% 68.24/33.06  																																																	|-Branch one:
% 68.24/33.06  																																																	| (679) all_0_56_56 = e0
% 68.24/33.06  																																																	|
% 68.24/33.06  																																																		| Equations (679) can reduce 511 to:
% 68.24/33.06  																																																		| (365)  ~ (e2 = e0)
% 68.24/33.06  																																																		|
% 68.24/33.06  																																																		| Simplifying 365 yields:
% 68.24/33.06  																																																		| (128)  ~ (e2 = e0)
% 68.24/33.06  																																																		|
% 68.24/33.06  																																																		| From (679) and (127) follows:
% 68.24/33.06  																																																		| (682) op(e0, e0) = all_0_33_33
% 68.24/33.06  																																																		|
% 68.24/33.06  																																																		+-Applying beta-rule and splitting (1278), into two cases.
% 68.24/33.06  																																																		|-Branch one:
% 68.24/33.06  																																																		| (1279) all_0_48_48 = e0
% 68.24/33.06  																																																		|
% 68.24/33.06  																																																			| Combining equations (335,1279) yields a new equation:
% 68.24/33.06  																																																			| (391) e2 = e0
% 68.24/33.06  																																																			|
% 68.24/33.06  																																																			| Simplifying 391 yields:
% 68.24/33.06  																																																			| (330) e2 = e0
% 68.24/33.06  																																																			|
% 68.24/33.06  																																																			| Equations (330) can reduce 128 to:
% 68.24/33.06  																																																			| (266) $false
% 68.24/33.06  																																																			|
% 68.24/33.06  																																																			|-The branch is then unsatisfiable
% 68.24/33.06  																																																		|-Branch two:
% 68.24/33.06  																																																		| (1283)  ~ (all_0_48_48 = e0)
% 68.24/33.06  																																																		| (978) all_0_49_49 = e0
% 68.24/33.06  																																																		|
% 68.24/33.06  																																																			| Equations (978) can reduce 1064 to:
% 68.24/33.06  																																																			| (435)  ~ (e1 = e0)
% 68.24/33.06  																																																			|
% 68.24/33.06  																																																			| Simplifying 435 yields:
% 68.24/33.06  																																																			| (233)  ~ (e1 = e0)
% 68.24/33.06  																																																			|
% 68.24/33.06  																																																			| From (978) and (66) follows:
% 68.24/33.06  																																																			| (52707) op(e0, e0) = all_0_21_21
% 68.24/33.06  																																																			|
% 68.24/33.06  																																																			| Instantiating formula (29) with e4, e3, all_0_7_7, e0 and discharging atoms op(e4, e3) = all_0_7_7, op(e4, e3) = e0, yields:
% 68.24/33.06  																																																			| (5710) all_0_7_7 = e0
% 68.24/33.06  																																																			|
% 68.24/33.06  																																																			| Instantiating formula (29) with e4, e3, all_0_16_16, all_0_7_7 and discharging atoms op(e4, e3) = all_0_7_7, op(e4, e3) = all_0_16_16, yields:
% 68.24/33.06  																																																			| (2159) all_0_7_7 = all_0_16_16
% 68.24/33.06  																																																			|
% 68.24/33.06  																																																			| Instantiating formula (29) with e4, e2, all_0_8_8, e2 and discharging atoms op(e4, e2) = all_0_8_8, op(e4, e2) = e2, yields:
% 68.24/33.06  																																																			| (15601) all_0_8_8 = e2
% 68.24/33.06  																																																			|
% 68.24/33.06  																																																			| Instantiating formula (29) with e4, e2, all_0_15_15, all_0_8_8 and discharging atoms op(e4, e2) = all_0_8_8, op(e4, e2) = all_0_15_15, yields:
% 68.24/33.07  																																																			| (85396) all_0_8_8 = all_0_15_15
% 68.24/33.07  																																																			|
% 68.24/33.07  																																																			| Instantiating formula (29) with e3, e1, all_0_24_24, e0 and discharging atoms op(e3, e1) = all_0_24_24, op(e3, e1) = e0, yields:
% 68.24/33.07  																																																			| (1588) all_0_24_24 = e0
% 68.24/33.07  																																																			|
% 68.24/33.07  																																																			| Instantiating formula (29) with e1, e1, all_0_22_22, e4 and discharging atoms op(e1, e1) = all_0_22_22, op(e1, e1) = e4, yields:
% 68.24/33.07  																																																			| (686) all_0_22_22 = e4
% 68.24/33.07  																																																			|
% 68.24/33.07  																																																			| Instantiating formula (29) with e1, e0, all_0_12_12, e2 and discharging atoms op(e1, e0) = all_0_12_12, op(e1, e0) = e2, yields:
% 68.24/33.07  																																																			| (52202) all_0_12_12 = e2
% 68.24/33.07  																																																			|
% 68.24/33.07  																																																			| Instantiating formula (29) with e0, e0, all_0_33_33, all_0_21_21 and discharging atoms op(e0, e0) = all_0_21_21, op(e0, e0) = all_0_33_33, yields:
% 68.24/33.07  																																																			| (8825) all_0_21_21 = all_0_33_33
% 68.24/33.07  																																																			|
% 68.24/33.07  																																																			| Instantiating formula (29) with e0, e0, e3, all_0_21_21 and discharging atoms op(e0, e0) = all_0_21_21, op(e0, e0) = e3, yields:
% 68.24/33.07  																																																			| (8826) all_0_21_21 = e3
% 68.24/33.07  																																																			|
% 68.24/33.07  																																																			| Combining equations (2159,5710) yields a new equation:
% 68.24/33.07  																																																			| (118686) all_0_16_16 = e0
% 68.24/33.07  																																																			|
% 68.24/33.08  																																																			| Simplifying 118686 yields:
% 68.24/33.08  																																																			| (118687) all_0_16_16 = e0
% 68.24/33.08  																																																			|
% 68.24/33.08  																																																			| Combining equations (85396,15601) yields a new equation:
% 68.24/33.08  																																																			| (1598) all_0_15_15 = e2
% 68.24/33.08  																																																			|
% 68.24/33.08  																																																			| Simplifying 1598 yields:
% 68.24/33.08  																																																			| (1599) all_0_15_15 = e2
% 68.24/33.08  																																																			|
% 68.24/33.08  																																																			| Combining equations (8825,8826) yields a new equation:
% 68.24/33.08  																																																			| (1601) all_0_33_33 = e3
% 68.24/33.08  																																																			|
% 68.24/33.08  																																																			| Simplifying 1601 yields:
% 68.24/33.08  																																																			| (1602) all_0_33_33 = e3
% 68.24/33.08  																																																			|
% 68.24/33.08  																																																			| From (118687) and (118647) follows:
% 68.24/33.09  																																																			| (22212) op(e4, e3) = e0
% 68.24/33.09  																																																			|
% 68.24/33.09  																																																			| From (1599) and (94991) follows:
% 68.24/33.09  																																																			| (22188) op(e4, e2) = e2
% 68.24/33.09  																																																			|
% 68.24/33.09  																																																			| From (1588) and (1551) follows:
% 68.24/33.09  																																																			| (369) op(e3, e1) = e0
% 68.24/33.09  																																																			|
% 68.24/33.09  																																																			| From (686) and (606) follows:
% 68.24/33.09  																																																			| (570) op(e1, e1) = e4
% 68.24/33.09  																																																			|
% 68.24/33.09  																																																			| From (52202) and (2555) follows:
% 68.24/33.09  																																																			| (2566) op(e1, e0) = e2
% 68.24/33.09  																																																			|
% 68.24/33.09  																																																			| From (1602) and (682) follows:
% 68.24/33.09  																																																			| (60701) op(e0, e0) = e3
% 68.24/33.09  																																																			|
% 68.24/33.09  																																																			+-Applying beta-rule and splitting (56), into two cases.
% 68.24/33.09  																																																			|-Branch one:
% 68.24/33.09  																																																			| (696) unit = e2
% 68.24/33.09  																																																			|
% 68.24/33.09  																																																				| From (696) and (24) follows:
% 68.24/33.09  																																																				| (697) op(e2, e3) = e3
% 68.24/33.09  																																																				|
% 68.24/33.09  																																																				| From (696) and (227) follows:
% 68.24/33.09  																																																				| (4284) op(e4, e2) = e4
% 68.24/33.09  																																																				|
% 68.24/33.09  																																																				| From (696) and (28) follows:
% 68.24/33.09  																																																				| (699) op(e1, e2) = e1
% 68.24/33.10  																																																				|
% 68.24/33.10  																																																				| Instantiating formula (29) with e4, e2, e4, e2 and discharging atoms op(e4, e2) = e4, op(e4, e2) = e2, yields:
% 68.24/33.10  																																																				| (323) e4 = e2
% 68.24/33.10  																																																				|
% 68.24/33.10  																																																				| Instantiating formula (29) with e2, e3, e3, e4 and discharging atoms op(e2, e3) = e4, op(e2, e3) = e3, yields:
% 68.24/33.10  																																																				| (425) e4 = e3
% 68.24/33.10  																																																				|
% 68.24/33.10  																																																				| Instantiating formula (29) with e1, e2, e1, e3 and discharging atoms op(e1, e2) = e3, op(e1, e2) = e1, yields:
% 68.24/33.10  																																																				| (455) e3 = e1
% 68.24/33.10  																																																				|
% 68.24/33.10  																																																				| Combining equations (323,425) yields a new equation:
% 68.24/33.10  																																																				| (662) e3 = e2
% 68.24/33.10  																																																				|
% 68.24/33.10  																																																				| Combining equations (662,455) yields a new equation:
% 68.24/33.10  																																																				| (616) e2 = e1
% 68.24/33.10  																																																				|
% 68.24/33.10  																																																				| Simplifying 616 yields:
% 68.24/33.10  																																																				| (617) e2 = e1
% 68.24/33.10  																																																				|
% 68.24/33.10  																																																				| Equations (617) can reduce 122 to:
% 68.24/33.10  																																																				| (266) $false
% 68.24/33.10  																																																				|
% 68.24/33.10  																																																				|-The branch is then unsatisfiable
% 68.24/33.10  																																																			|-Branch two:
% 68.24/33.10  																																																			| (707)  ~ (unit = e2)
% 68.24/33.10  																																																			| (708) unit = e4 | unit = e3 | unit = e1 | unit = e0
% 68.24/33.10  																																																			|
% 68.24/33.10  																																																				+-Applying beta-rule and splitting (708), into two cases.
% 68.24/33.10  																																																				|-Branch one:
% 68.24/33.10  																																																				| (709) unit = e4
% 68.24/33.10  																																																				|
% 68.24/33.10  																																																					| From (709) and (24) follows:
% 68.24/33.10  																																																					| (33325) op(e4, e3) = e3
% 68.24/33.10  																																																					|
% 68.24/33.10  																																																					| From (709) and (211) follows:
% 68.24/33.10  																																																					| (22527) op(e4, e1) = e1
% 68.24/33.10  																																																					|
% 68.24/33.10  																																																					| Instantiating formula (29) with e4, e3, e3, e0 and discharging atoms op(e4, e3) = e3, op(e4, e3) = e0, yields:
% 68.24/33.10  																																																					| (676) e3 = e0
% 68.24/33.10  																																																					|
% 68.24/33.10  																																																					| Instantiating formula (29) with e4, e1, e1, e3 and discharging atoms op(e4, e1) = e3, op(e4, e1) = e1, yields:
% 68.24/33.10  																																																					| (455) e3 = e1
% 68.24/33.10  																																																					|
% 68.24/33.10  																																																					| Combining equations (455,676) yields a new equation:
% 68.24/33.10  																																																					| (546) e1 = e0
% 68.24/33.10  																																																					|
% 68.24/33.10  																																																					| Simplifying 546 yields:
% 68.24/33.10  																																																					| (431) e1 = e0
% 68.24/33.10  																																																					|
% 68.24/33.10  																																																					| Equations (431) can reduce 233 to:
% 68.24/33.10  																																																					| (266) $false
% 68.24/33.10  																																																					|
% 68.24/33.10  																																																					|-The branch is then unsatisfiable
% 68.24/33.10  																																																				|-Branch two:
% 68.24/33.10  																																																				| (724)  ~ (unit = e4)
% 68.24/33.10  																																																				| (725) unit = e3 | unit = e1 | unit = e0
% 68.24/33.10  																																																				|
% 68.24/33.10  																																																					+-Applying beta-rule and splitting (725), into two cases.
% 68.24/33.10  																																																					|-Branch one:
% 68.24/33.10  																																																					| (726) unit = e0
% 68.24/33.10  																																																					|
% 68.24/33.10  																																																						| From (726) and (24) follows:
% 68.24/33.10  																																																						| (2208) op(e0, e3) = e3
% 68.24/33.10  																																																						|
% 68.24/33.10  																																																						| From (726) and (28) follows:
% 68.24/33.10  																																																						| (2698) op(e1, e0) = e1
% 68.24/33.10  																																																						|
% 68.24/33.10  																																																						| From (726) and (42) follows:
% 68.24/33.10  																																																						| (728) op(e0, e0) = e0
% 68.24/33.10  																																																						|
% 68.24/33.10  																																																						| Instantiating formula (29) with e1, e0, e1, e2 and discharging atoms op(e1, e0) = e2, op(e1, e0) = e1, yields:
% 68.24/33.10  																																																						| (617) e2 = e1
% 68.24/33.10  																																																						|
% 68.24/33.10  																																																						| Instantiating formula (29) with e0, e3, e3, e2 and discharging atoms op(e0, e3) = e3, op(e0, e3) = e2, yields:
% 68.24/33.10  																																																						| (662) e3 = e2
% 68.24/33.10  																																																						|
% 68.24/33.10  																																																						| Instantiating formula (29) with e0, e0, e0, e3 and discharging atoms op(e0, e0) = e3, op(e0, e0) = e0, yields:
% 68.24/33.10  																																																						| (676) e3 = e0
% 68.24/33.10  																																																						|
% 68.24/33.10  																																																						| Combining equations (662,676) yields a new equation:
% 68.24/33.10  																																																						| (391) e2 = e0
% 68.24/33.10  																																																						|
% 68.24/33.10  																																																						| Simplifying 391 yields:
% 68.24/33.10  																																																						| (330) e2 = e0
% 68.24/33.10  																																																						|
% 68.24/33.10  																																																						| Combining equations (617,330) yields a new equation:
% 68.24/33.10  																																																						| (546) e1 = e0
% 68.24/33.10  																																																						|
% 68.24/33.10  																																																						| Simplifying 546 yields:
% 68.24/33.10  																																																						| (431) e1 = e0
% 68.24/33.10  																																																						|
% 68.24/33.10  																																																						| Equations (431) can reduce 233 to:
% 68.31/33.10  																																																						| (266) $false
% 68.31/33.10  																																																						|
% 68.31/33.10  																																																						|-The branch is then unsatisfiable
% 68.31/33.10  																																																					|-Branch two:
% 68.31/33.10  																																																					| (734)  ~ (unit = e0)
% 68.31/33.10  																																																					| (735) unit = e3 | unit = e1
% 68.31/33.10  																																																					|
% 68.31/33.10  																																																						+-Applying beta-rule and splitting (735), into two cases.
% 68.31/33.10  																																																						|-Branch one:
% 68.31/33.10  																																																						| (736) unit = e1
% 68.31/33.10  																																																						|
% 68.31/33.10  																																																							| Equations (736) can reduce 734 to:
% 68.31/33.10  																																																							| (233)  ~ (e1 = e0)
% 68.31/33.10  																																																							|
% 68.31/33.10  																																																							| From (736) and (15) follows:
% 68.31/33.10  																																																							| (515) op(e1, e2) = e2
% 68.31/33.10  																																																							|
% 68.31/33.10  																																																							| From (736) and (227) follows:
% 68.31/33.10  																																																							| (739) op(e4, e1) = e4
% 68.31/33.10  																																																							|
% 68.31/33.10  																																																							| From (736) and (40) follows:
% 68.31/33.10  																																																							| (1652) op(e3, e1) = e3
% 68.31/33.10  																																																							|
% 68.31/33.10  																																																							| From (736) and (28) follows:
% 68.31/33.10  																																																							| (740) op(e1, e1) = e1
% 68.31/33.10  																																																							|
% 68.31/33.10  																																																							| Instantiating formula (29) with e4, e1, e4, e3 and discharging atoms op(e4, e1) = e4, op(e4, e1) = e3, yields:
% 68.31/33.10  																																																							| (425) e4 = e3
% 68.31/33.10  																																																							|
% 68.31/33.10  																																																							| Instantiating formula (29) with e3, e1, e3, e0 and discharging atoms op(e3, e1) = e3, op(e3, e1) = e0, yields:
% 68.31/33.10  																																																							| (676) e3 = e0
% 68.31/33.10  																																																							|
% 68.31/33.10  																																																							| Instantiating formula (29) with e1, e2, e2, e3 and discharging atoms op(e1, e2) = e3, op(e1, e2) = e2, yields:
% 68.31/33.10  																																																							| (662) e3 = e2
% 68.31/33.10  																																																							|
% 68.31/33.10  																																																							| Instantiating formula (29) with e1, e1, e1, e4 and discharging atoms op(e1, e1) = e4, op(e1, e1) = e1, yields:
% 68.31/33.10  																																																							| (630) e4 = e1
% 68.31/33.10  																																																							|
% 68.31/33.10  																																																							| Combining equations (425,630) yields a new equation:
% 68.31/33.10  																																																							| (454) e3 = e1
% 68.31/33.10  																																																							|
% 68.31/33.10  																																																							| Simplifying 454 yields:
% 68.31/33.10  																																																							| (455) e3 = e1
% 68.31/33.10  																																																							|
% 68.31/33.10  																																																							| Combining equations (455,662) yields a new equation:
% 68.31/33.10  																																																							| (617) e2 = e1
% 68.31/33.10  																																																							|
% 68.31/33.10  																																																							| Combining equations (676,662) yields a new equation:
% 68.31/33.10  																																																							| (330) e2 = e0
% 68.31/33.10  																																																							|
% 68.31/33.10  																																																							| Combining equations (617,330) yields a new equation:
% 68.31/33.10  																																																							| (546) e1 = e0
% 68.31/33.10  																																																							|
% 68.31/33.10  																																																							| Simplifying 546 yields:
% 68.31/33.10  																																																							| (431) e1 = e0
% 68.31/33.10  																																																							|
% 68.31/33.10  																																																							| Equations (431) can reduce 233 to:
% 68.31/33.10  																																																							| (266) $false
% 68.31/33.10  																																																							|
% 68.31/33.10  																																																							|-The branch is then unsatisfiable
% 68.31/33.10  																																																						|-Branch two:
% 68.31/33.10  																																																						| (748)  ~ (unit = e1)
% 68.31/33.10  																																																						| (749) unit = e3
% 68.31/33.10  																																																						|
% 68.31/33.10  																																																							| From (749) and (209) follows:
% 68.31/33.10  																																																							| (1667) op(e3, e0) = e0
% 68.31/33.10  																																																							|
% 68.31/33.10  																																																							| Instantiating formula (29) with e3, e0, e0, e1 and discharging atoms op(e3, e0) = e1, op(e3, e0) = e0, yields:
% 68.31/33.10  																																																							| (431) e1 = e0
% 68.31/33.10  																																																							|
% 68.31/33.10  																																																							| Equations (431) can reduce 233 to:
% 68.31/33.10  																																																							| (266) $false
% 68.31/33.10  																																																							|
% 68.31/33.10  																																																							|-The branch is then unsatisfiable
% 68.31/33.10  																																																	|-Branch two:
% 68.31/33.10  																																																	| (828)  ~ (all_0_56_56 = e0)
% 68.31/33.10  																																																	| (924) all_0_57_57 = e0 | all_0_58_58 = e0
% 68.31/33.10  																																																	|
% 68.31/33.10  																																																		+-Applying beta-rule and splitting (563), into two cases.
% 68.31/33.10  																																																		|-Branch one:
% 68.31/33.10  																																																		| (674) all_0_47_47 = e0
% 68.31/33.10  																																																		|
% 68.31/33.10  																																																			| Combining equations (654,674) yields a new equation:
% 68.31/33.10  																																																			| (546) e1 = e0
% 68.31/33.10  																																																			|
% 68.31/33.10  																																																			| Simplifying 546 yields:
% 68.31/33.10  																																																			| (431) e1 = e0
% 68.31/33.10  																																																			|
% 68.31/33.10  																																																			| Equations (431) can reduce 233 to:
% 68.31/33.10  																																																			| (266) $false
% 68.31/33.10  																																																			|
% 68.31/33.10  																																																			|-The branch is then unsatisfiable
% 68.31/33.10  																																																		|-Branch two:
% 68.31/33.10  																																																		| (678)  ~ (all_0_47_47 = e0)
% 68.31/33.10  																																																		| (679) all_0_56_56 = e0
% 68.31/33.10  																																																		|
% 68.31/33.10  																																																			| Equations (679) can reduce 828 to:
% 68.31/33.10  																																																			| (266) $false
% 68.31/33.10  																																																			|
% 68.31/33.10  																																																			|-The branch is then unsatisfiable
% 68.31/33.10  																																														|-Branch two:
% 68.31/33.10  																																														| (250)  ~ (all_0_46_46 = e4)
% 68.31/33.10  																																														| (61466) all_0_47_47 = e4 | all_0_48_48 = e4 | all_0_49_49 = e4
% 68.31/33.10  																																														|
% 68.31/33.10  																																															+-Applying beta-rule and splitting (977), into two cases.
% 68.31/33.10  																																															|-Branch one:
% 68.31/33.10  																																															| (978) all_0_49_49 = e0
% 68.31/33.10  																																															|
% 68.31/33.10  																																																| Equations (978) can reduce 256 to:
% 68.31/33.10  																																																| (401)  ~ (e4 = e0)
% 68.31/33.10  																																																|
% 68.31/33.10  																																																| Simplifying 401 yields:
% 68.31/33.10  																																																| (49)  ~ (e4 = e0)
% 68.31/33.10  																																																|
% 68.31/33.10  																																																+-Applying beta-rule and splitting (61466), into two cases.
% 68.31/33.10  																																																|-Branch one:
% 68.31/33.10  																																																| (1790) all_0_47_47 = e4
% 68.31/33.10  																																																|
% 68.31/33.10  																																																	| Combining equations (654,1790) yields a new equation:
% 68.31/33.10  																																																	| (630) e4 = e1
% 68.31/33.10  																																																	|
% 68.31/33.10  																																																	| Equations (630) can reduce 110 to:
% 68.31/33.10  																																																	| (266) $false
% 68.31/33.10  																																																	|
% 68.31/33.10  																																																	|-The branch is then unsatisfiable
% 68.31/33.10  																																																|-Branch two:
% 68.31/33.10  																																																| (252)  ~ (all_0_47_47 = e4)
% 68.31/33.10  																																																| (61479) all_0_48_48 = e4 | all_0_49_49 = e4
% 68.31/33.10  																																																|
% 68.31/33.11  																																																	+-Applying beta-rule and splitting (61479), into two cases.
% 68.31/33.11  																																																	|-Branch one:
% 68.31/33.11  																																																	| (943) all_0_48_48 = e4
% 68.31/33.11  																																																	|
% 68.31/33.11  																																																		| Combining equations (335,943) yields a new equation:
% 68.31/33.11  																																																		| (323) e4 = e2
% 68.31/33.11  																																																		|
% 68.31/33.11  																																																		| Equations (323) can reduce 48 to:
% 68.31/33.11  																																																		| (266) $false
% 68.31/33.11  																																																		|
% 68.31/33.11  																																																		|-The branch is then unsatisfiable
% 68.31/33.11  																																																	|-Branch two:
% 68.31/33.11  																																																	| (254)  ~ (all_0_48_48 = e4)
% 68.31/33.11  																																																	| (974) all_0_49_49 = e4
% 68.31/33.11  																																																	|
% 68.31/33.11  																																																		| Combining equations (978,974) yields a new equation:
% 68.31/33.11  																																																		| (397) e4 = e0
% 68.31/33.11  																																																		|
% 68.31/33.11  																																																		| Equations (397) can reduce 49 to:
% 68.31/33.11  																																																		| (266) $false
% 68.31/33.11  																																																		|
% 68.31/33.11  																																																		|-The branch is then unsatisfiable
% 68.31/33.11  																																															|-Branch two:
% 68.31/33.11  																																															| (487)  ~ (all_0_49_49 = e0)
% 68.31/33.11  																																															| (981) all_0_49_49 = e3 | all_0_49_49 = e1
% 68.31/33.11  																																															|
% 68.31/33.11  																																																+-Applying beta-rule and splitting (981), into two cases.
% 68.31/33.11  																																																|-Branch one:
% 68.31/33.11  																																																| (671) all_0_49_49 = e1
% 68.31/33.11  																																																|
% 68.31/33.11  																																																	| Equations (671) can reduce 1064 to:
% 68.31/33.11  																																																	| (266) $false
% 68.31/33.11  																																																	|
% 68.31/33.11  																																																	|-The branch is then unsatisfiable
% 68.31/33.11  																																																|-Branch two:
% 68.31/33.11  																																																| (1064)  ~ (all_0_49_49 = e1)
% 68.31/33.11  																																																| (884) all_0_49_49 = e3
% 68.31/33.11  																																																|
% 68.31/33.11  																																																	| Equations (884) can reduce 525 to:
% 68.31/33.11  																																																	| (266) $false
% 68.31/33.11  																																																	|
% 68.31/33.11  																																																	|-The branch is then unsatisfiable
% 68.31/33.11  																																						|-Branch two:
% 68.31/33.11  																																						| (639)  ~ (all_0_44_44 = e1)
% 68.31/33.11  																																						| (640) all_0_49_49 = e1 | all_0_53_53 = e1 | all_0_58_58 = e1
% 68.31/33.11  																																						|
% 68.31/33.11  																																							+-Applying beta-rule and splitting (123), into two cases.
% 68.31/33.11  																																							|-Branch one:
% 68.31/33.11  																																							| (1794) all_0_46_46 = e2
% 68.31/33.11  																																							|
% 68.31/33.11  																																								| Equations (1794) can reduce 300 to:
% 68.31/33.11  																																								| (266) $false
% 68.31/33.11  																																								|
% 68.31/33.11  																																								|-The branch is then unsatisfiable
% 68.31/33.11  																																							|-Branch two:
% 68.31/33.11  																																							| (300)  ~ (all_0_46_46 = e2)
% 68.31/33.11  																																							| (1797) all_0_46_46 = e4 | all_0_46_46 = e3 | all_0_46_46 = e1 | all_0_46_46 = e0
% 68.31/33.11  																																							|
% 68.31/33.11  																																								+-Applying beta-rule and splitting (103), into two cases.
% 68.31/33.11  																																								|-Branch one:
% 68.31/33.11  																																								| (453) all_0_41_41 = e1
% 68.31/33.11  																																								|
% 68.31/33.11  																																									| Combining equations (403,453) yields a new equation:
% 68.31/33.11  																																									| (454) e3 = e1
% 68.31/33.11  																																									|
% 68.31/33.11  																																									| Simplifying 454 yields:
% 68.31/33.11  																																									| (455) e3 = e1
% 68.31/33.11  																																									|
% 68.31/33.11  																																									| Equations (455) can reduce 213 to:
% 68.31/33.11  																																									| (266) $false
% 68.31/33.11  																																									|
% 68.31/33.11  																																									|-The branch is then unsatisfiable
% 68.31/33.11  																																								|-Branch two:
% 68.31/33.11  																																								| (457)  ~ (all_0_41_41 = e1)
% 68.31/33.11  																																								| (458) all_0_42_42 = e1 | all_0_43_43 = e1 | all_0_44_44 = e1
% 68.31/33.11  																																								|
% 68.31/33.11  																																									+-Applying beta-rule and splitting (1797), into two cases.
% 68.31/33.11  																																									|-Branch one:
% 68.31/33.11  																																									| (770) all_0_46_46 = e4
% 68.31/33.11  																																									|
% 68.31/33.11  																																										| Equations (770) can reduce 549 to:
% 68.31/33.11  																																										| (110)  ~ (e4 = e1)
% 68.31/33.11  																																										|
% 68.31/33.11  																																										+-Applying beta-rule and splitting (832), into two cases.
% 68.31/33.11  																																										|-Branch one:
% 68.31/33.11  																																										| (674) all_0_47_47 = e0
% 68.31/33.11  																																										|
% 68.31/33.11  																																											| Combining equations (654,674) yields a new equation:
% 68.31/33.11  																																											| (546) e1 = e0
% 68.31/33.11  																																											|
% 68.31/33.11  																																											| Simplifying 546 yields:
% 68.31/33.11  																																											| (431) e1 = e0
% 68.31/33.11  																																											|
% 68.31/33.11  																																											| Equations (431) can reduce 233 to:
% 68.31/33.11  																																											| (266) $false
% 68.31/33.11  																																											|
% 68.31/33.11  																																											|-The branch is then unsatisfiable
% 68.31/33.11  																																										|-Branch two:
% 68.31/33.11  																																										| (678)  ~ (all_0_47_47 = e0)
% 68.31/33.11  																																										| (1278) all_0_48_48 = e0 | all_0_49_49 = e0
% 68.31/33.11  																																										|
% 68.31/33.11  																																											| Equations (654) can reduce 678 to:
% 68.31/33.11  																																											| (233)  ~ (e1 = e0)
% 68.31/33.11  																																											|
% 68.31/33.11  																																											+-Applying beta-rule and splitting (458), into two cases.
% 68.31/33.11  																																											|-Branch one:
% 68.31/33.11  																																											| (459) all_0_42_42 = e1
% 68.31/33.11  																																											|
% 68.31/33.11  																																												| Combining equations (1392,459) yields a new equation:
% 68.31/33.11  																																												| (636) e4 = e1
% 68.31/33.11  																																												|
% 68.31/33.11  																																												| Simplifying 636 yields:
% 68.31/33.11  																																												| (630) e4 = e1
% 68.31/33.11  																																												|
% 68.31/33.11  																																												| Equations (630) can reduce 110 to:
% 68.31/33.11  																																												| (266) $false
% 68.31/33.11  																																												|
% 68.31/33.11  																																												|-The branch is then unsatisfiable
% 68.31/33.11  																																											|-Branch two:
% 68.31/33.11  																																											| (1380)  ~ (all_0_42_42 = e1)
% 68.31/33.11  																																											| (1381) all_0_43_43 = e1 | all_0_44_44 = e1
% 68.31/33.11  																																											|
% 68.31/33.11  																																												+-Applying beta-rule and splitting (1381), into two cases.
% 68.31/33.11  																																												|-Branch one:
% 68.31/33.11  																																												| (430) all_0_43_43 = e1
% 68.31/33.11  																																												|
% 68.31/33.11  																																													| Combining equations (356,430) yields a new equation:
% 68.31/33.11  																																													| (431) e1 = e0
% 68.31/33.11  																																													|
% 68.31/33.11  																																													| Equations (431) can reduce 233 to:
% 68.31/33.11  																																													| (266) $false
% 68.31/33.11  																																													|
% 68.31/33.11  																																													|-The branch is then unsatisfiable
% 68.31/33.11  																																												|-Branch two:
% 68.31/33.11  																																												| (433)  ~ (all_0_43_43 = e1)
% 68.31/33.11  																																												| (635) all_0_44_44 = e1
% 68.31/33.11  																																												|
% 68.31/33.11  																																													| Equations (635) can reduce 639 to:
% 68.31/33.11  																																													| (266) $false
% 68.31/33.11  																																													|
% 68.31/33.11  																																													|-The branch is then unsatisfiable
% 68.31/33.11  																																									|-Branch two:
% 68.31/33.11  																																									| (250)  ~ (all_0_46_46 = e4)
% 68.31/33.11  																																									| (1801) all_0_46_46 = e3 | all_0_46_46 = e1 | all_0_46_46 = e0
% 68.31/33.11  																																									|
% 68.31/33.11  																																										+-Applying beta-rule and splitting (1801), into two cases.
% 68.31/33.11  																																										|-Branch one:
% 68.31/33.11  																																										| (538) all_0_46_46 = e0
% 68.31/33.11  																																										|
% 68.31/33.11  																																											| Equations (538) can reduce 831 to:
% 68.31/33.11  																																											| (266) $false
% 68.31/33.11  																																											|
% 68.31/33.11  																																											|-The branch is then unsatisfiable
% 68.31/33.11  																																										|-Branch two:
% 68.31/33.11  																																										| (831)  ~ (all_0_46_46 = e0)
% 68.31/33.11  																																										| (1838) all_0_46_46 = e3 | all_0_46_46 = e1
% 68.31/33.11  																																										|
% 68.31/33.11  																																											+-Applying beta-rule and splitting (1838), into two cases.
% 68.31/33.11  																																											|-Branch one:
% 68.31/33.11  																																											| (545) all_0_46_46 = e1
% 68.31/33.11  																																											|
% 68.31/33.11  																																												| Equations (545) can reduce 549 to:
% 68.31/33.11  																																												| (266) $false
% 68.31/33.11  																																												|
% 68.31/33.11  																																												|-The branch is then unsatisfiable
% 68.31/33.11  																																											|-Branch two:
% 68.31/33.11  																																											| (549)  ~ (all_0_46_46 = e1)
% 68.31/33.11  																																											| (1557) all_0_46_46 = e3
% 68.31/33.11  																																											|
% 68.31/33.11  																																												| Equations (1557) can reduce 409 to:
% 68.31/33.11  																																												| (266) $false
% 68.31/33.11  																																												|
% 68.31/33.11  																																												|-The branch is then unsatisfiable
% 68.31/33.11  																																			|-Branch two:
% 68.31/33.11  																																			| (462)  ~ (all_0_47_47 = e1)
% 68.31/33.11  																																			| (3264) all_0_51_51 = e1 | all_0_56_56 = e1
% 68.31/33.11  																																			|
% 68.31/33.11  																																				+-Applying beta-rule and splitting (3264), into two cases.
% 68.31/33.11  																																				|-Branch one:
% 68.31/33.11  																																				| (1109) all_0_51_51 = e1
% 68.31/33.11  																																				|
% 68.31/33.11  																																					| Combining equations (660,1109) yields a new equation:
% 68.31/33.11  																																					| (454) e3 = e1
% 68.31/33.11  																																					|
% 68.31/33.11  																																					| Simplifying 454 yields:
% 68.31/33.11  																																					| (455) e3 = e1
% 68.31/33.11  																																					|
% 68.31/33.11  																																					| Equations (455) can reduce 213 to:
% 68.31/33.11  																																					| (266) $false
% 68.31/33.11  																																					|
% 68.31/33.11  																																					|-The branch is then unsatisfiable
% 68.31/33.11  																																				|-Branch two:
% 68.31/33.11  																																				| (464)  ~ (all_0_51_51 = e1)
% 68.31/33.11  																																				| (1569) all_0_56_56 = e1
% 68.31/33.11  																																				|
% 68.31/33.11  																																					| Equations (1569) can reduce 466 to:
% 68.31/33.11  																																					| (266) $false
% 68.31/33.11  																																					|
% 68.31/33.11  																																					|-The branch is then unsatisfiable
% 68.31/33.11  																															|-Branch two:
% 68.31/33.11  																															| (759)  ~ (all_0_50_50 = e1)
% 68.31/33.11  																															| (1168) all_0_51_51 = e1 | all_0_52_52 = e1 | all_0_53_53 = e1
% 68.31/33.11  																															|
% 68.31/33.11  																																+-Applying beta-rule and splitting (3259), into two cases.
% 68.31/33.11  																																|-Branch one:
% 68.31/33.11  																																| (654) all_0_47_47 = e1
% 68.31/33.11  																																|
% 68.31/33.11  																																	| Equations (654) can reduce 252 to:
% 68.31/33.11  																																	| (602)  ~ (e4 = e1)
% 68.31/33.11  																																	|
% 68.31/33.11  																																	| Simplifying 602 yields:
% 68.31/33.11  																																	| (110)  ~ (e4 = e1)
% 68.31/33.11  																																	|
% 68.31/33.11  																																	| Equations (654) can reduce 338 to:
% 68.31/33.11  																																	| (604)  ~ (e2 = e1)
% 68.31/33.11  																																	|
% 68.31/33.11  																																	| Simplifying 604 yields:
% 68.31/33.11  																																	| (122)  ~ (e2 = e1)
% 68.31/33.11  																																	|
% 68.31/33.11  																																	+-Applying beta-rule and splitting (189), into two cases.
% 68.31/33.11  																																	|-Branch one:
% 68.31/33.11  																																	| (532) all_0_44_44 = e3
% 68.31/33.11  																																	|
% 68.31/33.11  																																		| Equations (532) can reduce 407 to:
% 68.31/33.11  																																		| (266) $false
% 68.31/33.11  																																		|
% 68.31/33.11  																																		|-The branch is then unsatisfiable
% 68.31/33.11  																																	|-Branch two:
% 68.31/33.11  																																	| (407)  ~ (all_0_44_44 = e3)
% 68.31/33.11  																																	| (537) all_0_49_49 = e3 | all_0_53_53 = e3 | all_0_58_58 = e3
% 68.31/33.11  																																	|
% 68.31/33.11  																																		+-Applying beta-rule and splitting (537), into two cases.
% 68.31/33.11  																																		|-Branch one:
% 68.31/33.11  																																		| (884) all_0_49_49 = e3
% 68.31/33.11  																																		|
% 68.31/33.11  																																			| Equations (884) can reduce 525 to:
% 68.31/33.11  																																			| (266) $false
% 68.31/33.11  																																			|
% 68.31/33.11  																																			|-The branch is then unsatisfiable
% 68.31/33.11  																																		|-Branch two:
% 68.31/33.11  																																		| (525)  ~ (all_0_49_49 = e3)
% 68.31/33.11  																																		| (887) all_0_53_53 = e3 | all_0_58_58 = e3
% 68.31/33.11  																																		|
% 68.31/33.11  																																			+-Applying beta-rule and splitting (887), into two cases.
% 68.31/33.11  																																			|-Branch one:
% 68.31/33.11  																																			| (665) all_0_53_53 = e3
% 68.31/33.11  																																			|
% 68.31/33.11  																																				| Combining equations (607,665) yields a new equation:
% 68.31/33.11  																																				| (662) e3 = e2
% 68.31/33.11  																																				|
% 68.31/33.11  																																				| Equations (662) can reduce 212 to:
% 68.31/33.11  																																				| (266) $false
% 68.31/33.11  																																				|
% 68.31/33.11  																																				|-The branch is then unsatisfiable
% 68.31/33.11  																																			|-Branch two:
% 68.31/33.11  																																			| (903)  ~ (all_0_53_53 = e3)
% 68.31/33.11  																																			| (795) all_0_58_58 = e3
% 68.31/33.11  																																			|
% 68.31/33.11  																																				| Equations (795) can reduce 880 to:
% 68.31/33.11  																																				| (213)  ~ (e3 = e1)
% 68.31/33.11  																																				|
% 68.31/33.11  																																				+-Applying beta-rule and splitting (103), into two cases.
% 68.31/33.11  																																				|-Branch one:
% 68.31/33.11  																																				| (453) all_0_41_41 = e1
% 68.31/33.11  																																				|
% 68.31/33.11  																																					| Combining equations (403,453) yields a new equation:
% 68.31/33.11  																																					| (454) e3 = e1
% 68.31/33.11  																																					|
% 68.31/33.11  																																					| Simplifying 454 yields:
% 68.31/33.11  																																					| (455) e3 = e1
% 68.31/33.11  																																					|
% 68.31/33.11  																																					| Equations (455) can reduce 213 to:
% 68.31/33.11  																																					| (266) $false
% 68.31/33.11  																																					|
% 68.31/33.11  																																					|-The branch is then unsatisfiable
% 68.31/33.11  																																				|-Branch two:
% 68.31/33.11  																																				| (457)  ~ (all_0_41_41 = e1)
% 68.31/33.11  																																				| (458) all_0_42_42 = e1 | all_0_43_43 = e1 | all_0_44_44 = e1
% 68.31/33.11  																																				|
% 68.31/33.11  																																					| Equations (403) can reduce 457 to:
% 68.31/33.11  																																					| (213)  ~ (e3 = e1)
% 68.31/33.11  																																					|
% 68.31/33.11  																																					+-Applying beta-rule and splitting (1168), into two cases.
% 68.31/33.11  																																					|-Branch one:
% 68.31/33.11  																																					| (1109) all_0_51_51 = e1
% 68.31/33.11  																																					|
% 68.31/33.11  																																						| Combining equations (660,1109) yields a new equation:
% 68.31/33.11  																																						| (454) e3 = e1
% 68.31/33.11  																																						|
% 68.31/33.11  																																						| Simplifying 454 yields:
% 68.31/33.11  																																						| (455) e3 = e1
% 68.31/33.11  																																						|
% 68.31/33.11  																																						| Equations (455) can reduce 213 to:
% 68.31/33.11  																																						| (266) $false
% 68.31/33.11  																																						|
% 68.31/33.11  																																						|-The branch is then unsatisfiable
% 68.31/33.11  																																					|-Branch two:
% 68.31/33.11  																																					| (464)  ~ (all_0_51_51 = e1)
% 68.31/33.11  																																					| (1202) all_0_52_52 = e1 | all_0_53_53 = e1
% 68.31/33.11  																																					|
% 68.31/33.11  																																						+-Applying beta-rule and splitting (1202), into two cases.
% 68.31/33.11  																																						|-Branch one:
% 68.31/33.11  																																						| (642) all_0_52_52 = e1
% 68.31/33.11  																																						|
% 68.31/33.11  																																							| Combining equations (565,642) yields a new equation:
% 68.31/33.11  																																							| (636) e4 = e1
% 68.31/33.11  																																							|
% 68.31/33.11  																																							| Simplifying 636 yields:
% 68.31/33.11  																																							| (630) e4 = e1
% 68.31/33.11  																																							|
% 68.31/33.11  																																							| Equations (630) can reduce 110 to:
% 68.31/33.11  																																							| (266) $false
% 68.31/33.11  																																							|
% 68.31/33.11  																																							|-The branch is then unsatisfiable
% 68.31/33.11  																																						|-Branch two:
% 68.31/33.11  																																						| (646)  ~ (all_0_52_52 = e1)
% 68.31/33.11  																																						| (1208) all_0_53_53 = e1
% 68.31/33.11  																																						|
% 68.31/33.11  																																							| Combining equations (1208,607) yields a new equation:
% 68.31/33.11  																																							| (617) e2 = e1
% 68.31/33.11  																																							|
% 68.31/33.11  																																							| Equations (617) can reduce 122 to:
% 68.31/33.11  																																							| (266) $false
% 68.31/33.11  																																							|
% 68.31/33.11  																																							|-The branch is then unsatisfiable
% 68.31/33.11  																																|-Branch two:
% 68.31/33.11  																																| (462)  ~ (all_0_47_47 = e1)
% 68.31/33.11  																																| (3264) all_0_51_51 = e1 | all_0_56_56 = e1
% 68.31/33.11  																																|
% 68.31/33.11  																																	+-Applying beta-rule and splitting (3264), into two cases.
% 68.31/33.11  																																	|-Branch one:
% 68.31/33.11  																																	| (1109) all_0_51_51 = e1
% 68.31/33.11  																																	|
% 68.31/33.11  																																		| Combining equations (660,1109) yields a new equation:
% 68.31/33.11  																																		| (454) e3 = e1
% 68.31/33.11  																																		|
% 68.31/33.11  																																		| Simplifying 454 yields:
% 68.31/33.11  																																		| (455) e3 = e1
% 68.31/33.11  																																		|
% 68.31/33.11  																																		| Equations (455) can reduce 213 to:
% 68.31/33.11  																																		| (266) $false
% 68.31/33.11  																																		|
% 68.31/33.11  																																		|-The branch is then unsatisfiable
% 68.31/33.11  																																	|-Branch two:
% 68.31/33.11  																																	| (464)  ~ (all_0_51_51 = e1)
% 68.31/33.11  																																	| (1569) all_0_56_56 = e1
% 68.31/33.11  																																	|
% 68.31/33.11  																																		| Equations (1569) can reduce 466 to:
% 68.31/33.11  																																		| (266) $false
% 68.31/33.11  																																		|
% 68.31/33.11  																																		|-The branch is then unsatisfiable
% 68.31/33.11  																													|-Branch two:
% 68.31/33.11  																													| (1890)  ~ (all_0_42_42 = e4)
% 68.31/33.11  																													| (1891) all_0_43_43 = e4 | all_0_44_44 = e4
% 68.31/33.11  																													|
% 68.31/33.12  																														+-Applying beta-rule and splitting (1891), into two cases.
% 68.31/33.12  																														|-Branch one:
% 68.31/33.12  																														| (396) all_0_43_43 = e4
% 68.31/33.12  																														|
% 68.31/33.12  																															| Combining equations (396,356) yields a new equation:
% 68.31/33.12  																															| (481) e4 = e0
% 68.31/33.12  																															|
% 68.31/33.12  																															| Simplifying 481 yields:
% 68.31/33.12  																															| (397) e4 = e0
% 68.31/33.12  																															|
% 68.31/33.12  																															| Equations (397) can reduce 49 to:
% 68.31/33.12  																															| (266) $false
% 68.31/33.12  																															|
% 68.31/33.12  																															|-The branch is then unsatisfiable
% 68.31/33.12  																														|-Branch two:
% 68.31/33.12  																														| (399)  ~ (all_0_43_43 = e4)
% 68.31/33.12  																														| (446) all_0_44_44 = e4
% 68.31/33.12  																														|
% 68.31/33.12  																															| Equations (446) can reduce 1390 to:
% 68.31/33.12  																															| (266) $false
% 68.31/33.12  																															|
% 68.31/33.12  																															|-The branch is then unsatisfiable
% 68.31/33.12  																											|-Branch two:
% 68.31/33.12  																											| (1898)  ~ (all_0_41_41 = e3)
% 68.31/33.12  																											| (1923) all_0_46_46 = e3 | all_0_50_50 = e3 | all_0_55_55 = e3
% 68.31/33.12  																											|
% 68.31/33.12  																												+-Applying beta-rule and splitting (113), into two cases.
% 68.31/33.12  																												|-Branch one:
% 68.31/33.12  																												| (403) all_0_41_41 = e3
% 68.31/33.12  																												|
% 68.31/33.12  																													| Equations (403) can reduce 1898 to:
% 68.31/33.12  																													| (266) $false
% 68.31/33.12  																													|
% 68.31/33.12  																													|-The branch is then unsatisfiable
% 68.31/33.12  																												|-Branch two:
% 68.31/33.12  																												| (1898)  ~ (all_0_41_41 = e3)
% 68.31/33.12  																												| (1899) all_0_42_42 = e3 | all_0_44_44 = e3
% 68.31/33.12  																												|
% 68.31/33.12  																													+-Applying beta-rule and splitting (1899), into two cases.
% 68.31/33.12  																													|-Branch one:
% 68.31/33.12  																													| (516) all_0_42_42 = e3
% 68.31/33.12  																													|
% 68.31/33.12  																														| Equations (516) can reduce 405 to:
% 68.31/33.12  																														| (266) $false
% 68.31/33.12  																														|
% 68.31/33.12  																														|-The branch is then unsatisfiable
% 68.31/33.12  																													|-Branch two:
% 68.31/33.12  																													| (405)  ~ (all_0_42_42 = e3)
% 68.31/33.12  																													| (532) all_0_44_44 = e3
% 68.31/33.12  																													|
% 68.31/33.12  																														| Equations (532) can reduce 147 to:
% 68.31/33.12  																														| (212)  ~ (e3 = e2)
% 68.31/33.12  																														|
% 68.31/33.12  																														+-Applying beta-rule and splitting (1923), into two cases.
% 68.31/33.12  																														|-Branch one:
% 68.31/33.12  																														| (1557) all_0_46_46 = e3
% 68.31/33.12  																														|
% 68.31/33.12  																															| Equations (1557) can reduce 409 to:
% 68.31/33.12  																															| (266) $false
% 68.31/33.12  																															|
% 68.31/33.12  																															|-The branch is then unsatisfiable
% 68.31/33.12  																														|-Branch two:
% 68.31/33.12  																														| (409)  ~ (all_0_46_46 = e3)
% 68.31/33.12  																														| (4042) all_0_50_50 = e3 | all_0_55_55 = e3
% 68.31/33.12  																														|
% 68.31/33.12  																															+-Applying beta-rule and splitting (4042), into two cases.
% 68.31/33.12  																															|-Branch one:
% 68.31/33.12  																															| (415) all_0_50_50 = e3
% 68.31/33.12  																															|
% 68.31/33.12  																																| Equations (415) can reduce 411 to:
% 68.31/33.12  																																| (266) $false
% 68.31/33.12  																																|
% 68.31/33.12  																																|-The branch is then unsatisfiable
% 68.31/33.12  																															|-Branch two:
% 68.31/33.12  																															| (411)  ~ (all_0_50_50 = e3)
% 68.31/33.12  																															| (2336) all_0_55_55 = e3
% 68.31/33.12  																															|
% 68.31/33.12  																																| Combining equations (2336,386) yields a new equation:
% 68.31/33.12  																																| (661) e3 = e2
% 68.31/33.12  																																|
% 68.31/33.12  																																| Simplifying 661 yields:
% 68.31/33.12  																																| (662) e3 = e2
% 68.31/33.12  																																|
% 68.31/33.12  																																| Equations (662) can reduce 212 to:
% 68.31/33.12  																																| (266) $false
% 68.31/33.12  																																|
% 68.31/33.12  																																|-The branch is then unsatisfiable
% 68.31/33.12  																										|-Branch two:
% 68.31/33.12  																										| (664)  ~ (all_0_51_51 = e3)
% 68.31/33.12  																										| (665) all_0_53_53 = e3
% 68.31/33.12  																										|
% 68.31/33.12  																											| Combining equations (607,665) yields a new equation:
% 68.31/33.12  																											| (662) e3 = e2
% 68.31/33.12  																											|
% 68.31/33.12  																											| Equations (662) can reduce 212 to:
% 68.31/33.12  																											| (266) $false
% 68.31/33.12  																											|
% 68.31/33.12  																											|-The branch is then unsatisfiable
% 68.31/33.12  																								|-Branch two:
% 68.31/33.12  																								| (304)  ~ (all_0_55_55 = e2)
% 68.31/33.12  																								| (389) all_0_56_56 = e2 | all_0_57_57 = e2 | all_0_58_58 = e2
% 68.31/33.12  																								|
% 68.31/33.12  																									+-Applying beta-rule and splitting (24428), into two cases.
% 68.31/33.12  																									|-Branch one:
% 68.31/33.12  																									| (378) all_0_50_50 = e2
% 68.31/33.12  																									|
% 68.31/33.12  																										| Equations (378) can reduce 302 to:
% 68.31/33.12  																										| (266) $false
% 68.31/33.12  																										|
% 68.31/33.12  																										|-The branch is then unsatisfiable
% 68.31/33.12  																									|-Branch two:
% 68.31/33.12  																									| (302)  ~ (all_0_50_50 = e2)
% 68.31/33.12  																									| (386) all_0_55_55 = e2
% 68.31/33.12  																									|
% 68.31/33.12  																										| Equations (386) can reduce 304 to:
% 68.31/33.12  																										| (266) $false
% 68.31/33.12  																										|
% 68.31/33.12  																										|-The branch is then unsatisfiable
% 68.31/33.12  																	|-Branch two:
% 68.31/33.12  																	| (780)  ~ (all_0_52_52 = e4)
% 68.31/33.12  																	| (871) all_0_57_57 = e4
% 68.31/33.12  																	|
% 68.31/33.12  																		| Combining equations (647,871) yields a new equation:
% 68.31/33.12  																		| (630) e4 = e1
% 68.31/33.12  																		|
% 68.31/33.12  																		| Equations (630) can reduce 110 to:
% 68.31/33.12  																		| (266) $false
% 68.31/33.12  																		|
% 68.31/33.12  																		|-The branch is then unsatisfiable
% 68.31/33.12  											|-Branch two:
% 68.31/33.12  											| (5470)  ~ (all_0_43_43 = e0)
% 68.31/33.12  											| (5471) all_0_48_48 = e0 | all_0_57_57 = e0
% 68.31/33.12  											|
% 68.31/33.12  												+-Applying beta-rule and splitting (5471), into two cases.
% 68.31/33.12  												|-Branch one:
% 68.31/33.12  												| (1279) all_0_48_48 = e0
% 68.31/33.12  												|
% 68.31/33.12  													| Combining equations (1279,335) yields a new equation:
% 68.31/33.12  													| (330) e2 = e0
% 68.31/33.12  													|
% 68.31/33.12  													| Equations (330) can reduce 128 to:
% 68.31/33.12  													| (266) $false
% 68.31/33.12  													|
% 68.31/33.12  													|-The branch is then unsatisfiable
% 68.31/33.12  												|-Branch two:
% 68.31/33.12  												| (1283)  ~ (all_0_48_48 = e0)
% 68.31/33.12  												| (875) all_0_57_57 = e0
% 68.31/33.12  												|
% 68.31/33.12  													| Equations (875) can reduce 199 to:
% 68.31/33.12  													| (5470)  ~ (all_0_43_43 = e0)
% 68.31/33.12  													|
% 68.31/33.12  													| Equations (875) can reduce 11 to:
% 68.31/33.12  													| (72)  ~ (all_0_52_52 = e0)
% 68.31/33.12  													|
% 68.31/33.12  													| Equations (875) can reduce 81 to:
% 68.31/33.12  													| (803)  ~ (all_0_55_55 = e0)
% 68.31/33.12  													|
% 68.31/33.12  													| Equations (875) can reduce 140 to:
% 68.31/33.12  													| (828)  ~ (all_0_56_56 = e0)
% 68.31/33.12  													|
% 68.31/33.12  													| Equations (875) can reduce 148 to:
% 68.31/33.12  													| (490)  ~ (all_0_58_58 = e0)
% 68.31/33.12  													|
% 68.31/33.12  													| Simplifying 490 yields:
% 68.31/33.12  													| (491)  ~ (all_0_58_58 = e0)
% 68.31/33.12  													|
% 68.31/33.12  													| Equations (875) can reduce 344 to:
% 68.31/33.12  													| (365)  ~ (e2 = e0)
% 68.31/33.12  													|
% 68.31/33.12  													| Simplifying 365 yields:
% 68.31/33.12  													| (128)  ~ (e2 = e0)
% 68.31/33.12  													|
% 68.31/33.12  													| From (875) and (146) follows:
% 68.31/33.12  													| (5485) op(e0, e0) = all_0_35_35
% 68.31/33.12  													|
% 68.31/33.12  													| Instantiating formula (29) with e0, e0, all_0_35_35, all_0_58_58 and discharging atoms op(e0, e0) = all_0_35_35, op(e0, e0) = all_0_58_58, yields:
% 68.31/33.12  													| (5486) all_0_35_35 = all_0_58_58
% 68.31/33.12  													|
% 68.31/33.12  													| From (5486) and (5485) follows:
% 68.31/33.12  													| (245) op(e0, e0) = all_0_58_58
% 68.31/33.12  													|
% 68.31/33.12  													+-Applying beta-rule and splitting (195), into two cases.
% 68.31/33.12  													|-Branch one:
% 68.31/33.12  													| (396) all_0_43_43 = e4
% 68.31/33.12  													|
% 68.31/33.12  														| Equations (396) can reduce 217 to:
% 68.31/33.12  														| (958)  ~ (all_0_52_52 = e4)
% 68.31/33.12  														|
% 68.31/33.12  														| Simplifying 958 yields:
% 68.31/33.12  														| (780)  ~ (all_0_52_52 = e4)
% 68.31/33.12  														|
% 68.31/33.12  														| Equations (396) can reduce 99 to:
% 68.31/33.12  														| (188)  ~ (e4 = e3)
% 68.31/33.12  														|
% 68.31/33.12  														| Equations (396) can reduce 5470 to:
% 68.31/33.12  														| (49)  ~ (e4 = e0)
% 68.31/33.12  														|
% 68.31/33.12  														| From (396) and (88) follows:
% 68.31/33.13  														| (118963) op(e4, e3) = all_0_9_9
% 68.31/33.13  														|
% 68.31/33.13  														| From (396) and (98) follows:
% 68.31/33.13  														| (81985) op(e4, e1) = all_0_10_10
% 68.31/33.13  														|
% 68.31/33.13  														| From (396) and (37) follows:
% 68.31/33.13  														| (5492) op(e3, e1) = e4
% 68.31/33.13  														|
% 68.31/33.13  														+-Applying beta-rule and splitting (163), into two cases.
% 68.31/33.13  														|-Branch one:
% 68.31/33.13  														| (565) all_0_52_52 = e4
% 68.31/33.13  														|
% 68.31/33.13  															| Equations (565) can reduce 780 to:
% 68.31/33.13  															| (266) $false
% 68.31/33.13  															|
% 68.31/33.13  															|-The branch is then unsatisfiable
% 68.31/33.13  														|-Branch two:
% 68.31/33.13  														| (780)  ~ (all_0_52_52 = e4)
% 68.31/33.13  														| (781) (all_0_41_41 = e0 & all_0_58_58 = e3 &  ~ (all_0_44_44 = e3)) | (all_0_41_41 = e0 & all_0_58_58 = e3 &  ~ (all_0_55_55 = e0)) | (all_0_47_47 = e1 & all_0_52_52 = e2 &  ~ (all_0_48_48 = e2)) | (all_0_47_47 = e1 & all_0_52_52 = e2 &  ~ (all_0_51_51 = e1)) | (all_0_47_47 = e0 & all_0_58_58 = e2 &  ~ (all_0_49_49 = e2)) | (all_0_47_47 = e0 & all_0_58_58 = e2 &  ~ (all_0_56_56 = e0))
% 68.31/33.13  														|
% 68.31/33.13  															+-Applying beta-rule and splitting (355), into two cases.
% 68.31/33.13  															|-Branch one:
% 68.31/33.13  															| (565) all_0_52_52 = e4
% 68.31/33.13  															|
% 68.31/33.13  																| Equations (565) can reduce 780 to:
% 68.31/33.13  																| (266) $false
% 68.31/33.13  																|
% 68.31/33.13  																|-The branch is then unsatisfiable
% 68.31/33.13  															|-Branch two:
% 68.31/33.13  															| (780)  ~ (all_0_52_52 = e4)
% 68.31/33.13  															| (642) all_0_52_52 = e1
% 68.31/33.13  															|
% 68.31/33.13  																| Equations (642) can reduce 101 to:
% 68.31/33.13  																| (759)  ~ (all_0_50_50 = e1)
% 68.31/33.13  																|
% 68.31/33.13  																| Equations (642) can reduce 780 to:
% 68.31/33.13  																| (602)  ~ (e4 = e1)
% 68.31/33.13  																|
% 68.31/33.13  																| Simplifying 602 yields:
% 68.31/33.13  																| (110)  ~ (e4 = e1)
% 68.31/33.13  																|
% 68.31/33.13  																| Equations (642) can reduce 342 to:
% 68.31/33.13  																| (604)  ~ (e2 = e1)
% 68.31/33.13  																|
% 68.31/33.13  																| Simplifying 604 yields:
% 68.31/33.13  																| (122)  ~ (e2 = e1)
% 68.31/33.13  																|
% 68.31/33.13  																| Equations (642) can reduce 72 to:
% 68.31/33.13  																| (233)  ~ (e1 = e0)
% 68.31/33.13  																|
% 68.31/33.13  																+-Applying beta-rule and splitting (781), into two cases.
% 68.31/33.13  																|-Branch one:
% 68.31/33.13  																| (789) (all_0_41_41 = e0 & all_0_58_58 = e3 &  ~ (all_0_44_44 = e3)) | (all_0_41_41 = e0 & all_0_58_58 = e3 &  ~ (all_0_55_55 = e0)) | (all_0_47_47 = e1 & all_0_52_52 = e2 &  ~ (all_0_48_48 = e2)) | (all_0_47_47 = e1 & all_0_52_52 = e2 &  ~ (all_0_51_51 = e1)) | (all_0_47_47 = e0 & all_0_58_58 = e2 &  ~ (all_0_49_49 = e2))
% 68.31/33.13  																|
% 68.31/33.13  																	+-Applying beta-rule and splitting (789), into two cases.
% 68.31/33.13  																	|-Branch one:
% 68.31/33.13  																	| (790) (all_0_41_41 = e0 & all_0_58_58 = e3 &  ~ (all_0_44_44 = e3)) | (all_0_41_41 = e0 & all_0_58_58 = e3 &  ~ (all_0_55_55 = e0)) | (all_0_47_47 = e1 & all_0_52_52 = e2 &  ~ (all_0_48_48 = e2)) | (all_0_47_47 = e1 & all_0_52_52 = e2 &  ~ (all_0_51_51 = e1))
% 68.31/33.13  																	|
% 68.31/33.13  																		+-Applying beta-rule and splitting (790), into two cases.
% 68.31/33.13  																		|-Branch one:
% 68.31/33.13  																		| (791) (all_0_41_41 = e0 & all_0_58_58 = e3 &  ~ (all_0_44_44 = e3)) | (all_0_41_41 = e0 & all_0_58_58 = e3 &  ~ (all_0_55_55 = e0)) | (all_0_47_47 = e1 & all_0_52_52 = e2 &  ~ (all_0_48_48 = e2))
% 68.31/33.13  																		|
% 68.31/33.13  																			+-Applying beta-rule and splitting (791), into two cases.
% 68.31/33.13  																			|-Branch one:
% 68.31/33.13  																			| (792) (all_0_41_41 = e0 & all_0_58_58 = e3 &  ~ (all_0_44_44 = e3)) | (all_0_41_41 = e0 & all_0_58_58 = e3 &  ~ (all_0_55_55 = e0))
% 68.31/33.13  																			|
% 68.31/33.13  																				+-Applying beta-rule and splitting (792), into two cases.
% 68.31/33.13  																				|-Branch one:
% 68.31/33.13  																				| (793) all_0_41_41 = e0 & all_0_58_58 = e3 &  ~ (all_0_44_44 = e3)
% 68.31/33.13  																				|
% 68.31/33.13  																					| Applying alpha-rule on (793) yields:
% 68.31/33.13  																					| (794) all_0_41_41 = e0
% 68.31/33.13  																					| (795) all_0_58_58 = e3
% 68.31/33.13  																					| (407)  ~ (all_0_44_44 = e3)
% 68.31/33.13  																					|
% 68.31/33.13  																					| Equations (794) can reduce 357 to:
% 68.31/33.13  																					| (266) $false
% 68.31/33.13  																					|
% 68.31/33.13  																					|-The branch is then unsatisfiable
% 68.31/33.13  																				|-Branch two:
% 68.31/33.13  																				| (800) all_0_41_41 = e0 & all_0_58_58 = e3 &  ~ (all_0_55_55 = e0)
% 68.31/33.13  																				|
% 68.31/33.13  																					| Applying alpha-rule on (800) yields:
% 68.31/33.13  																					| (794) all_0_41_41 = e0
% 68.31/33.13  																					| (795) all_0_58_58 = e3
% 68.31/33.13  																					| (803)  ~ (all_0_55_55 = e0)
% 68.31/33.13  																					|
% 68.31/33.13  																					| Equations (794) can reduce 357 to:
% 68.31/33.13  																					| (266) $false
% 68.31/33.13  																					|
% 68.31/33.13  																					|-The branch is then unsatisfiable
% 68.31/33.13  																			|-Branch two:
% 68.31/33.13  																			| (807) all_0_47_47 = e1 & all_0_52_52 = e2 &  ~ (all_0_48_48 = e2)
% 68.31/33.13  																			|
% 68.31/33.13  																				| Applying alpha-rule on (807) yields:
% 68.31/33.13  																				| (654) all_0_47_47 = e1
% 68.31/33.13  																				| (352) all_0_52_52 = e2
% 68.31/33.13  																				| (810)  ~ (all_0_48_48 = e2)
% 68.31/33.13  																				|
% 68.31/33.13  																				| Combining equations (642,352) yields a new equation:
% 68.31/33.13  																				| (617) e2 = e1
% 68.31/33.13  																				|
% 68.31/33.13  																				| Equations (617) can reduce 122 to:
% 68.31/33.13  																				| (266) $false
% 68.31/33.13  																				|
% 68.31/33.13  																				|-The branch is then unsatisfiable
% 68.31/33.13  																		|-Branch two:
% 68.31/33.13  																		| (813) all_0_47_47 = e1 & all_0_52_52 = e2 &  ~ (all_0_51_51 = e1)
% 68.31/33.13  																		|
% 68.31/33.13  																			| Applying alpha-rule on (813) yields:
% 68.31/33.13  																			| (654) all_0_47_47 = e1
% 68.31/33.13  																			| (352) all_0_52_52 = e2
% 68.31/33.13  																			| (464)  ~ (all_0_51_51 = e1)
% 68.31/33.13  																			|
% 68.31/33.13  																			| Combining equations (642,352) yields a new equation:
% 68.31/33.13  																			| (617) e2 = e1
% 68.31/33.13  																			|
% 68.31/33.13  																			| Equations (617) can reduce 122 to:
% 68.31/33.13  																			| (266) $false
% 68.31/33.13  																			|
% 68.31/33.13  																			|-The branch is then unsatisfiable
% 68.31/33.13  																	|-Branch two:
% 68.31/33.13  																	| (819) all_0_47_47 = e0 & all_0_58_58 = e2 &  ~ (all_0_49_49 = e2)
% 68.31/33.13  																	|
% 68.31/33.13  																		| Applying alpha-rule on (819) yields:
% 68.31/33.13  																		| (674) all_0_47_47 = e0
% 68.31/33.13  																		| (624) all_0_58_58 = e2
% 68.31/33.13  																		| (340)  ~ (all_0_49_49 = e2)
% 68.31/33.13  																		|
% 68.31/33.13  																		| Equations (674) can reduce 198 to:
% 68.31/33.13  																		| (358)  ~ (all_0_42_42 = e0)
% 68.31/33.13  																		|
% 68.31/33.13  																		| Equations (624) can reduce 181 to:
% 68.31/33.13  																		| (147)  ~ (all_0_44_44 = e2)
% 68.31/33.13  																		|
% 68.31/33.13  																		| Equations (674) can reduce 224 to:
% 68.31/33.13  																		| (1404)  ~ (all_0_51_51 = e0)
% 68.31/33.13  																		|
% 68.31/33.13  																		| Simplifying 1404 yields:
% 68.31/33.13  																		| (115)  ~ (all_0_51_51 = e0)
% 68.31/33.13  																		|
% 68.31/33.13  																		| Equations (674) can reduce 91 to:
% 68.31/33.13  																		| (1181)  ~ (all_0_56_56 = e0)
% 68.31/33.13  																		|
% 68.31/33.13  																		| Simplifying 1181 yields:
% 68.31/33.13  																		| (828)  ~ (all_0_56_56 = e0)
% 68.31/33.13  																		|
% 68.31/33.13  																		| Equations (624) can reduce 119 to:
% 68.31/33.13  																		| (340)  ~ (all_0_49_49 = e2)
% 68.31/33.13  																		|
% 68.31/33.13  																		| Equations (624) can reduce 3 to:
% 68.31/33.13  																		| (304)  ~ (all_0_55_55 = e2)
% 68.31/33.13  																		|
% 68.31/33.13  																		| Equations (624) can reduce 44 to:
% 68.31/33.13  																		| (511)  ~ (all_0_56_56 = e2)
% 68.31/33.13  																		|
% 68.31/33.13  																		| Equations (624) can reduce 451 to:
% 68.31/33.13  																		| (327)  ~ (e4 = e2)
% 68.31/33.13  																		|
% 68.31/33.13  																		| Simplifying 327 yields:
% 68.31/33.13  																		| (48)  ~ (e4 = e2)
% 68.31/33.13  																		|
% 68.31/33.13  																		| Equations (624) can reduce 491 to:
% 68.31/33.13  																		| (128)  ~ (e2 = e0)
% 68.31/33.13  																		|
% 68.31/33.13  																		| From (674) and (23) follows:
% 68.31/33.13  																		| (3148) op(e2, e2) = e0
% 68.31/33.13  																		|
% 68.31/33.13  																		| From (624) and (245) follows:
% 68.31/33.13  																		| (628) op(e0, e0) = e2
% 68.31/33.13  																		|
% 68.31/33.13  																		+-Applying beta-rule and splitting (117), into two cases.
% 68.31/33.13  																		|-Branch one:
% 68.31/33.13  																		| (292) all_0_38_38 = e2
% 68.31/33.13  																		|
% 68.31/33.13  																			| Combining equations (329,292) yields a new equation:
% 68.31/33.13  																			| (330) e2 = e0
% 68.31/33.13  																			|
% 68.31/33.13  																			| Equations (330) can reduce 128 to:
% 68.31/33.13  																			| (266) $false
% 68.31/33.13  																			|
% 68.31/33.13  																			|-The branch is then unsatisfiable
% 68.31/33.13  																		|-Branch two:
% 68.31/33.13  																		| (9600)  ~ (all_0_38_38 = e2)
% 68.31/33.13  																		| (24424) all_0_46_46 = e2 | all_0_50_50 = e2 | all_0_55_55 = e2
% 68.31/33.13  																		|
% 68.31/33.13  																			+-Applying beta-rule and splitting (24424), into two cases.
% 68.31/33.13  																			|-Branch one:
% 68.31/33.13  																			| (1794) all_0_46_46 = e2
% 68.31/33.13  																			|
% 68.31/33.13  																				| Equations (1794) can reduce 300 to:
% 68.31/33.13  																				| (266) $false
% 68.31/33.13  																				|
% 68.31/33.13  																				|-The branch is then unsatisfiable
% 68.31/33.13  																			|-Branch two:
% 68.31/33.13  																			| (300)  ~ (all_0_46_46 = e2)
% 68.31/33.13  																			| (24428) all_0_50_50 = e2 | all_0_55_55 = e2
% 68.31/33.13  																			|
% 68.31/33.13  																				+-Applying beta-rule and splitting (24428), into two cases.
% 68.31/33.13  																				|-Branch one:
% 68.31/33.13  																				| (378) all_0_50_50 = e2
% 68.31/33.13  																				|
% 68.31/33.13  																					| Equations (378) can reduce 221 to:
% 68.31/33.13  																					| (85)  ~ (all_0_41_41 = e2)
% 68.31/33.13  																					|
% 68.31/33.13  																					| Equations (378) can reduce 759 to:
% 68.31/33.13  																					| (122)  ~ (e2 = e1)
% 68.31/33.13  																					|
% 68.31/33.13  																					| From (378) and (8) follows:
% 68.31/33.14  																					| (52128) op(e2, e3) = all_0_23_23
% 68.31/33.14  																					|
% 68.31/33.14  																					| From (378) and (57) follows:
% 68.31/33.14  																					| (52129) op(e2, e1) = all_0_22_22
% 68.31/33.14  																					|
% 68.31/33.14  																					| From (378) and (242) follows:
% 68.31/33.14  																					| (26152) op(e1, e3) = e2
% 68.31/33.14  																					|
% 68.31/33.14  																					+-Applying beta-rule and splitting (165), into two cases.
% 68.31/33.14  																					|-Branch one:
% 68.31/33.14  																					| (794) all_0_41_41 = e0
% 68.31/33.14  																					|
% 68.31/33.14  																						| Equations (794) can reduce 357 to:
% 68.31/33.14  																						| (266) $false
% 68.31/33.14  																						|
% 68.31/33.14  																						|-The branch is then unsatisfiable
% 68.31/33.14  																					|-Branch two:
% 68.31/33.14  																					| (357)  ~ (all_0_41_41 = e0)
% 68.31/33.14  																					| (6761) all_0_42_42 = e0 | all_0_43_43 = e0 | all_0_44_44 = e0
% 68.31/33.14  																					|
% 68.31/33.14  																						+-Applying beta-rule and splitting (231), into two cases.
% 68.31/33.14  																						|-Branch one:
% 68.31/33.14  																						| (775) all_0_50_50 = e4
% 68.31/33.14  																						|
% 68.31/33.14  																							| Combining equations (378,775) yields a new equation:
% 68.31/33.14  																							| (323) e4 = e2
% 68.31/33.14  																							|
% 68.31/33.14  																							| Equations (323) can reduce 48 to:
% 68.31/33.14  																							| (266) $false
% 68.31/33.14  																							|
% 68.31/33.14  																							|-The branch is then unsatisfiable
% 68.31/33.14  																						|-Branch two:
% 68.31/33.14  																						| (566)  ~ (all_0_50_50 = e4)
% 68.31/33.14  																						| (1071) all_0_51_51 = e4 | all_0_52_52 = e4 | all_0_53_53 = e4
% 68.31/33.14  																						|
% 68.31/33.14  																							| Equations (378) can reduce 566 to:
% 68.31/33.14  																							| (327)  ~ (e4 = e2)
% 68.31/33.14  																							|
% 68.31/33.14  																							| Simplifying 327 yields:
% 68.31/33.14  																							| (48)  ~ (e4 = e2)
% 68.31/33.14  																							|
% 68.31/33.14  																							+-Applying beta-rule and splitting (206), into two cases.
% 68.31/33.14  																							|-Branch one:
% 68.31/33.14  																							| (248) all_0_45_45 = e4
% 68.31/33.14  																							|
% 68.31/33.14  																								| Combining equations (423,248) yields a new equation:
% 68.31/33.14  																								| (425) e4 = e3
% 68.31/33.14  																								|
% 68.31/33.14  																								| Equations (425) can reduce 188 to:
% 68.31/33.14  																								| (266) $false
% 68.31/33.14  																								|
% 68.31/33.14  																								|-The branch is then unsatisfiable
% 68.31/33.14  																							|-Branch two:
% 68.31/33.14  																							| (60416)  ~ (all_0_45_45 = e4)
% 68.31/33.14  																							| (61457) all_0_46_46 = e4 | all_0_47_47 = e4 | all_0_48_48 = e4 | all_0_49_49 = e4
% 68.31/33.14  																							|
% 68.31/33.14  																								+-Applying beta-rule and splitting (61457), into two cases.
% 68.31/33.14  																								|-Branch one:
% 68.31/33.14  																								| (770) all_0_46_46 = e4
% 68.31/33.14  																								|
% 68.31/33.14  																									| Equations (770) can reduce 43 to:
% 68.31/33.14  																									| (440)  ~ (all_0_41_41 = e4)
% 68.31/33.14  																									|
% 68.31/33.14  																									| Equations (770) can reduce 208 to:
% 68.31/33.14  																									| (255)  ~ (all_0_49_49 = e4)
% 68.31/33.14  																									|
% 68.31/33.14  																									| Simplifying 255 yields:
% 68.31/33.14  																									| (256)  ~ (all_0_49_49 = e4)
% 68.31/33.14  																									|
% 68.31/33.14  																									| Equations (770) can reduce 409 to:
% 68.31/33.14  																									| (188)  ~ (e4 = e3)
% 68.31/33.14  																									|
% 68.31/33.14  																									| From (770) and (33) follows:
% 68.31/33.15  																									| (118647) op(e4, e3) = all_0_16_16
% 68.31/33.15  																									|
% 68.31/33.15  																									| From (770) and (179) follows:
% 68.31/33.15  																									| (94991) op(e4, e2) = all_0_15_15
% 68.31/33.15  																									|
% 68.31/33.15  																									| From (770) and (120) follows:
% 68.31/33.15  																									| (72494) op(e2, e3) = e4
% 68.31/33.15  																									|
% 68.31/33.15  																									+-Applying beta-rule and splitting (135), into two cases.
% 68.31/33.15  																									|-Branch one:
% 68.31/33.15  																									| (545) all_0_46_46 = e1
% 68.31/33.15  																									|
% 68.31/33.15  																										| Combining equations (545,770) yields a new equation:
% 68.31/33.15  																										| (630) e4 = e1
% 68.31/33.15  																										|
% 68.31/33.15  																										| Equations (630) can reduce 110 to:
% 68.31/33.15  																										| (266) $false
% 68.31/33.15  																										|
% 68.31/33.15  																										|-The branch is then unsatisfiable
% 68.31/33.15  																									|-Branch two:
% 68.31/33.15  																									| (549)  ~ (all_0_46_46 = e1)
% 68.31/33.15  																									| (550) all_0_47_47 = e1 | all_0_48_48 = e1 | all_0_49_49 = e1
% 68.31/33.15  																									|
% 68.31/33.15  																										| Equations (770) can reduce 549 to:
% 68.31/33.15  																										| (110)  ~ (e4 = e1)
% 68.31/33.15  																										|
% 68.31/33.15  																										+-Applying beta-rule and splitting (1071), into two cases.
% 68.31/33.15  																										|-Branch one:
% 68.31/33.15  																										| (1101) all_0_51_51 = e4
% 68.31/33.15  																										|
% 68.31/33.15  																											| Equations (1101) can reduce 61 to:
% 68.31/33.15  																											| (1890)  ~ (all_0_42_42 = e4)
% 68.31/33.15  																											|
% 68.31/33.15  																											| Equations (1101) can reduce 16 to:
% 68.31/33.15  																											| (476)  ~ (all_0_56_56 = e4)
% 68.31/33.15  																											|
% 68.31/33.15  																											| Simplifying 476 yields:
% 68.31/33.15  																											| (477)  ~ (all_0_56_56 = e4)
% 68.31/33.15  																											|
% 68.31/33.15  																											| Equations (1101) can reduce 115 to:
% 68.31/33.15  																											| (49)  ~ (e4 = e0)
% 68.31/33.15  																											|
% 68.31/33.15  																											| From (1101) and (177) follows:
% 68.31/33.15  																											| (91682) op(e4, e2) = all_0_25_25
% 68.31/33.15  																											|
% 68.31/33.15  																											| From (1101) and (157) follows:
% 68.31/33.16  																											| (91683) op(e4, e1) = all_0_24_24
% 68.31/33.16  																											|
% 68.31/33.16  																											| From (1101) and (186) follows:
% 68.31/33.16  																											| (13720) op(e1, e2) = e4
% 68.31/33.16  																											|
% 68.31/33.16  																											+-Applying beta-rule and splitting (550), into two cases.
% 68.31/33.16  																											|-Branch one:
% 68.31/33.16  																											| (654) all_0_47_47 = e1
% 68.31/33.16  																											|
% 68.31/33.16  																												| Combining equations (674,654) yields a new equation:
% 68.31/33.16  																												| (431) e1 = e0
% 68.31/33.16  																												|
% 68.31/33.16  																												| Equations (431) can reduce 233 to:
% 68.31/33.16  																												| (266) $false
% 68.31/33.16  																												|
% 68.31/33.16  																												|-The branch is then unsatisfiable
% 68.31/33.16  																											|-Branch two:
% 68.31/33.16  																											| (462)  ~ (all_0_47_47 = e1)
% 68.31/33.16  																											| (659) all_0_48_48 = e1 | all_0_49_49 = e1
% 68.31/33.16  																											|
% 68.31/33.16  																												+-Applying beta-rule and splitting (659), into two cases.
% 68.31/33.16  																												|-Branch one:
% 68.31/33.16  																												| (615) all_0_48_48 = e1
% 68.31/33.16  																												|
% 68.31/33.16  																													| Combining equations (335,615) yields a new equation:
% 68.31/33.16  																													| (616) e2 = e1
% 68.31/33.16  																													|
% 68.31/33.16  																													| Simplifying 616 yields:
% 68.31/33.16  																													| (617) e2 = e1
% 68.31/33.16  																													|
% 68.31/33.16  																													| Equations (617) can reduce 122 to:
% 68.31/33.16  																													| (266) $false
% 68.31/33.16  																													|
% 68.31/33.16  																													|-The branch is then unsatisfiable
% 68.31/33.16  																												|-Branch two:
% 68.31/33.16  																												| (619)  ~ (all_0_48_48 = e1)
% 68.31/33.16  																												| (671) all_0_49_49 = e1
% 68.31/33.16  																												|
% 68.31/33.16  																													| Equations (671) can reduce 65 to:
% 68.31/33.16  																													| (1458)  ~ (all_0_53_53 = e1)
% 68.31/33.16  																													|
% 68.31/33.16  																													| Simplifying 1458 yields:
% 68.31/33.16  																													| (1459)  ~ (all_0_53_53 = e1)
% 68.31/33.16  																													|
% 68.31/33.16  																													| Equations (671) can reduce 256 to:
% 68.31/33.16  																													| (602)  ~ (e4 = e1)
% 68.31/33.16  																													|
% 68.31/33.16  																													| Simplifying 602 yields:
% 68.31/33.16  																													| (110)  ~ (e4 = e1)
% 68.31/33.16  																													|
% 68.31/33.16  																													| Equations (671) can reduce 340 to:
% 68.31/33.16  																													| (604)  ~ (e2 = e1)
% 68.31/33.16  																													|
% 68.31/33.16  																													| Simplifying 604 yields:
% 68.31/33.16  																													| (122)  ~ (e2 = e1)
% 68.31/33.16  																													|
% 68.31/33.16  																													| From (671) and (129) follows:
% 68.31/33.16  																													| (672) op(e1, e2) = all_0_20_20
% 68.31/33.16  																													|
% 68.31/33.16  																													+-Applying beta-rule and splitting (6761), into two cases.
% 68.31/33.16  																													|-Branch one:
% 68.31/33.16  																													| (559) all_0_42_42 = e0
% 68.31/33.16  																													|
% 68.31/33.16  																														| Equations (559) can reduce 358 to:
% 68.31/33.16  																														| (266) $false
% 68.31/33.16  																														|
% 68.31/33.16  																														|-The branch is then unsatisfiable
% 68.31/33.16  																													|-Branch two:
% 68.31/33.16  																													| (358)  ~ (all_0_42_42 = e0)
% 68.31/33.16  																													| (6766) all_0_43_43 = e0 | all_0_44_44 = e0
% 68.31/33.16  																													|
% 68.31/33.16  																														+-Applying beta-rule and splitting (6766), into two cases.
% 68.31/33.16  																														|-Branch one:
% 68.31/33.16  																														| (356) all_0_43_43 = e0
% 68.31/33.16  																														|
% 68.31/33.16  																															| Combining equations (396,356) yields a new equation:
% 68.31/33.16  																															| (481) e4 = e0
% 68.31/33.16  																															|
% 68.31/33.16  																															| Simplifying 481 yields:
% 68.31/33.16  																															| (397) e4 = e0
% 68.31/33.16  																															|
% 68.31/33.16  																															| Equations (397) can reduce 49 to:
% 68.31/33.16  																															| (266) $false
% 68.31/33.16  																															|
% 68.31/33.16  																															|-The branch is then unsatisfiable
% 68.31/33.16  																														|-Branch two:
% 68.31/33.16  																														| (5470)  ~ (all_0_43_43 = e0)
% 68.31/33.16  																														| (1414) all_0_44_44 = e0
% 68.31/33.16  																														|
% 68.31/33.16  																															| Equations (1414) can reduce 73 to:
% 68.31/33.16  																															| (358)  ~ (all_0_42_42 = e0)
% 68.31/33.16  																															|
% 68.31/33.16  																															| Equations (1414) can reduce 220 to:
% 68.31/33.16  																															| (488)  ~ (all_0_53_53 = e0)
% 68.31/33.16  																															|
% 68.31/33.16  																															| Simplifying 488 yields:
% 68.31/33.16  																															| (247)  ~ (all_0_53_53 = e0)
% 68.31/33.16  																															|
% 68.31/33.16  																															| Equations (1414) can reduce 147 to:
% 68.31/33.16  																															| (365)  ~ (e2 = e0)
% 68.31/33.16  																															|
% 68.31/33.16  																															| Simplifying 365 yields:
% 68.31/33.16  																															| (128)  ~ (e2 = e0)
% 68.31/33.16  																															|
% 68.31/33.16  																															| From (1414) and (204) follows:
% 68.31/33.16  																															| (9785) op(e0, e3) = all_0_11_11
% 68.31/33.16  																															|
% 68.31/33.16  																															| From (1414) and (70) follows:
% 68.31/33.16  																															| (60174) op(e0, e0) = all_0_12_12
% 68.31/33.16  																															|
% 68.31/33.16  																															| From (1414) and (138) follows:
% 68.31/33.16  																															| (1667) op(e3, e0) = e0
% 68.31/33.16  																															|
% 68.31/33.16  																															+-Applying beta-rule and splitting (168), into two cases.
% 68.31/33.16  																															|-Branch one:
% 68.31/33.16  																															| (415) all_0_50_50 = e3
% 68.31/33.16  																															|
% 68.31/33.16  																																| Combining equations (378,415) yields a new equation:
% 68.31/33.16  																																| (662) e3 = e2
% 68.31/33.16  																																|
% 68.31/33.16  																																| Equations (662) can reduce 212 to:
% 68.31/33.16  																																| (266) $false
% 68.31/33.16  																																|
% 68.31/33.16  																																|-The branch is then unsatisfiable
% 68.31/33.16  																															|-Branch two:
% 68.31/33.16  																															| (411)  ~ (all_0_50_50 = e3)
% 68.31/33.16  																															| (418) all_0_51_51 = e3 | all_0_53_53 = e3
% 68.31/33.16  																															|
% 68.31/33.16  																																+-Applying beta-rule and splitting (418), into two cases.
% 68.31/33.16  																																|-Branch one:
% 68.31/33.16  																																| (660) all_0_51_51 = e3
% 68.31/33.16  																																|
% 68.31/33.16  																																	| Combining equations (1101,660) yields a new equation:
% 68.31/33.16  																																	| (424) e4 = e3
% 68.31/33.16  																																	|
% 68.31/33.16  																																	| Simplifying 424 yields:
% 68.31/33.16  																																	| (425) e4 = e3
% 68.31/33.16  																																	|
% 68.31/33.16  																																	| Equations (425) can reduce 188 to:
% 68.31/33.16  																																	| (266) $false
% 68.31/33.16  																																	|
% 68.31/33.16  																																	|-The branch is then unsatisfiable
% 68.31/33.16  																																|-Branch two:
% 68.31/33.16  																																| (664)  ~ (all_0_51_51 = e3)
% 68.31/33.16  																																| (665) all_0_53_53 = e3
% 68.31/33.16  																																|
% 68.31/33.16  																																	| Equations (665) can reduce 1459 to:
% 68.31/33.16  																																	| (213)  ~ (e3 = e1)
% 68.31/33.16  																																	|
% 68.31/33.16  																																	| Equations (665) can reduce 247 to:
% 68.31/33.16  																																	| (80)  ~ (e3 = e0)
% 68.31/33.16  																																	|
% 68.31/33.16  																																	| From (665) and (92) follows:
% 68.31/33.16  																																	| (53650) op(e3, e1) = all_0_27_27
% 68.31/33.16  																																	|
% 68.31/33.16  																																	| From (665) and (175) follows:
% 68.31/33.16  																																	| (5031) op(e3, e0) = all_0_28_28
% 68.31/33.16  																																	|
% 68.31/33.16  																																	| Instantiating formula (29) with e4, e3, all_0_9_9, e0 and discharging atoms op(e4, e3) = all_0_9_9, op(e4, e3) = e0, yields:
% 68.31/33.17  																																	| (119128) all_0_9_9 = e0
% 68.31/33.17  																																	|
% 68.31/33.17  																																	| Instantiating formula (29) with e4, e3, all_0_16_16, all_0_9_9 and discharging atoms op(e4, e3) = all_0_9_9, op(e4, e3) = all_0_16_16, yields:
% 68.31/33.17  																																	| (119129) all_0_9_9 = all_0_16_16
% 68.31/33.17  																																	|
% 68.31/33.17  																																	| Instantiating formula (29) with e4, e2, all_0_15_15, e2 and discharging atoms op(e4, e2) = all_0_15_15, op(e4, e2) = e2, yields:
% 68.31/33.17  																																	| (1599) all_0_15_15 = e2
% 68.31/33.17  																																	|
% 68.31/33.17  																																	| Instantiating formula (29) with e4, e2, all_0_25_25, all_0_15_15 and discharging atoms op(e4, e2) = all_0_15_15, op(e4, e2) = all_0_25_25, yields:
% 68.31/33.17  																																	| (117128) all_0_15_15 = all_0_25_25
% 68.31/33.17  																																	|
% 68.31/33.17  																																	| Instantiating formula (29) with e4, e1, all_0_10_10, e3 and discharging atoms op(e4, e1) = all_0_10_10, op(e4, e1) = e3, yields:
% 68.31/33.17  																																	| (9622) all_0_10_10 = e3
% 68.31/33.17  																																	|
% 68.31/33.17  																																	| Instantiating formula (29) with e4, e1, all_0_24_24, all_0_10_10 and discharging atoms op(e4, e1) = all_0_10_10, op(e4, e1) = all_0_24_24, yields:
% 68.39/33.18  																																	| (119133) all_0_10_10 = all_0_24_24
% 68.39/33.18  																																	|
% 68.39/33.18  																																	| Instantiating formula (29) with e3, e1, e4, all_0_27_27 and discharging atoms op(e3, e1) = all_0_27_27, op(e3, e1) = e4, yields:
% 68.39/33.18  																																	| (2161) all_0_27_27 = e4
% 68.39/33.18  																																	|
% 68.39/33.18  																																	| Instantiating formula (29) with e3, e0, e0, all_0_28_28 and discharging atoms op(e3, e0) = all_0_28_28, op(e3, e0) = e0, yields:
% 68.39/33.18  																																	| (5708) all_0_28_28 = e0
% 68.39/33.18  																																	|
% 68.39/33.18  																																	| Instantiating formula (29) with e2, e3, e4, all_0_23_23 and discharging atoms op(e2, e3) = all_0_23_23, op(e2, e3) = e4, yields:
% 68.39/33.18  																																	| (17647) all_0_23_23 = e4
% 68.39/33.18  																																	|
% 68.39/33.18  																																	| Instantiating formula (29) with e2, e1, all_0_22_22, e2 and discharging atoms op(e2, e1) = all_0_22_22, op(e2, e1) = e2, yields:
% 68.39/33.18  																																	| (15362) all_0_22_22 = e2
% 68.39/33.18  																																	|
% 68.39/33.18  																																	| Instantiating formula (29) with e1, e2, e4, all_0_20_20 and discharging atoms op(e1, e2) = all_0_20_20, op(e1, e2) = e4, yields:
% 68.39/33.18  																																	| (2166) all_0_20_20 = e4
% 68.39/33.18  																																	|
% 68.39/33.18  																																	| Instantiating formula (29) with e0, e3, all_0_11_11, all_0_55_55 and discharging atoms op(e0, e3) = all_0_11_11, op(e0, e3) = all_0_55_55, yields:
% 68.39/33.18  																																	| (119139) all_0_11_11 = all_0_55_55
% 68.39/33.18  																																	|
% 68.39/33.18  																																	| Instantiating formula (29) with e0, e0, e2, all_0_12_12 and discharging atoms op(e0, e0) = all_0_12_12, op(e0, e0) = e2, yields:
% 68.39/33.18  																																	| (52202) all_0_12_12 = e2
% 68.39/33.18  																																	|
% 68.39/33.19  																																	| Combining equations (119128,119129) yields a new equation:
% 68.39/33.19  																																	| (118687) all_0_16_16 = e0
% 68.39/33.19  																																	|
% 68.39/33.20  																																	| Combining equations (9622,119133) yields a new equation:
% 68.39/33.20  																																	| (91686) all_0_24_24 = e3
% 68.39/33.20  																																	|
% 68.39/33.20  																																	| Combining equations (1599,117128) yields a new equation:
% 68.39/33.21  																																	| (119143) all_0_25_25 = e2
% 68.39/33.21  																																	|
% 68.39/33.21  																																	| From (118687) and (118647) follows:
% 68.39/33.21  																																	| (22212) op(e4, e3) = e0
% 68.39/33.21  																																	|
% 68.39/33.21  																																	| From (119143) and (91682) follows:
% 68.39/33.22  																																	| (22188) op(e4, e2) = e2
% 68.39/33.22  																																	|
% 68.39/33.22  																																	| From (91686) and (91683) follows:
% 68.39/33.22  																																	| (36) op(e4, e1) = e3
% 68.39/33.22  																																	|
% 68.39/33.22  																																	| From (2161) and (53650) follows:
% 68.39/33.22  																																	| (5492) op(e3, e1) = e4
% 68.39/33.22  																																	|
% 68.39/33.22  																																	| From (5708) and (5031) follows:
% 68.39/33.22  																																	| (1667) op(e3, e0) = e0
% 68.39/33.22  																																	|
% 68.39/33.22  																																	| From (17647) and (52128) follows:
% 68.39/33.23  																																	| (72494) op(e2, e3) = e4
% 68.39/33.23  																																	|
% 68.39/33.23  																																	| From (15362) and (52129) follows:
% 68.39/33.23  																																	| (347) op(e2, e1) = e2
% 68.39/33.23  																																	|
% 68.39/33.23  																																	| From (2166) and (672) follows:
% 68.39/33.23  																																	| (13720) op(e1, e2) = e4
% 68.39/33.23  																																	|
% 68.39/33.23  																																	| From (119139) and (9785) follows:
% 68.39/33.23  																																	| (74) op(e0, e3) = all_0_55_55
% 68.39/33.23  																																	|
% 68.39/33.23  																																	| From (52202) and (60174) follows:
% 68.39/33.24  																																	| (628) op(e0, e0) = e2
% 68.39/33.24  																																	|
% 68.39/33.24  																																	+-Applying beta-rule and splitting (113), into two cases.
% 68.39/33.24  																																	|-Branch one:
% 68.39/33.24  																																	| (403) all_0_41_41 = e3
% 68.39/33.24  																																	|
% 68.39/33.24  																																		| Equations (403) can reduce 214 to:
% 68.39/33.24  																																		| (404)  ~ (all_0_42_42 = e3)
% 68.39/33.24  																																		|
% 68.39/33.24  																																		| Simplifying 404 yields:
% 68.39/33.24  																																		| (405)  ~ (all_0_42_42 = e3)
% 68.39/33.24  																																		|
% 68.39/33.24  																																		| Equations (403) can reduce 440 to:
% 68.39/33.24  																																		| (277)  ~ (e4 = e3)
% 68.39/33.24  																																		|
% 68.39/33.24  																																		| Simplifying 277 yields:
% 68.39/33.24  																																		| (188)  ~ (e4 = e3)
% 68.39/33.24  																																		|
% 68.39/33.24  																																		| Equations (403) can reduce 85 to:
% 68.39/33.24  																																		| (212)  ~ (e3 = e2)
% 68.39/33.24  																																		|
% 68.39/33.24  																																		+-Applying beta-rule and splitting (152), into two cases.
% 68.39/33.24  																																		|-Branch one:
% 68.39/33.24  																																		| (1392) all_0_42_42 = e4
% 68.39/33.24  																																		|
% 68.39/33.24  																																			| Equations (1392) can reduce 1890 to:
% 68.39/33.24  																																			| (266) $false
% 68.39/33.24  																																			|
% 68.39/33.24  																																			|-The branch is then unsatisfiable
% 68.39/33.24  																																		|-Branch two:
% 68.39/33.24  																																		| (1890)  ~ (all_0_42_42 = e4)
% 68.39/33.24  																																		| (1969) all_0_42_42 = e3 | all_0_42_42 = e1 | all_0_42_42 = e0
% 68.39/33.24  																																		|
% 68.39/33.24  																																			+-Applying beta-rule and splitting (18), into two cases.
% 68.39/33.24  																																			|-Branch one:
% 68.39/33.24  																																			| (453) all_0_41_41 = e1
% 68.39/33.24  																																			|
% 68.39/33.24  																																				| Combining equations (453,403) yields a new equation:
% 68.39/33.24  																																				| (455) e3 = e1
% 68.39/33.24  																																				|
% 68.39/33.24  																																				| Equations (455) can reduce 213 to:
% 68.39/33.24  																																				| (266) $false
% 68.39/33.24  																																				|
% 68.39/33.24  																																				|-The branch is then unsatisfiable
% 68.39/33.24  																																			|-Branch two:
% 68.39/33.24  																																			| (457)  ~ (all_0_41_41 = e1)
% 68.39/33.24  																																			| (595) all_0_46_46 = e1 | all_0_50_50 = e1 | all_0_55_55 = e1
% 68.39/33.24  																																			|
% 68.39/33.24  																																				+-Applying beta-rule and splitting (595), into two cases.
% 68.39/33.24  																																				|-Branch one:
% 68.39/33.24  																																				| (545) all_0_46_46 = e1
% 68.39/33.24  																																				|
% 68.39/33.24  																																					| Combining equations (545,770) yields a new equation:
% 68.39/33.24  																																					| (630) e4 = e1
% 68.39/33.24  																																					|
% 68.39/33.24  																																					| Equations (630) can reduce 110 to:
% 68.39/33.24  																																					| (266) $false
% 68.39/33.24  																																					|
% 68.39/33.24  																																					|-The branch is then unsatisfiable
% 68.39/33.24  																																				|-Branch two:
% 68.39/33.24  																																				| (549)  ~ (all_0_46_46 = e1)
% 68.39/33.24  																																				| (600) all_0_50_50 = e1 | all_0_55_55 = e1
% 68.39/33.24  																																				|
% 68.39/33.24  																																					+-Applying beta-rule and splitting (180), into two cases.
% 68.39/33.24  																																					|-Branch one:
% 68.39/33.24  																																					| (516) all_0_42_42 = e3
% 68.39/33.24  																																					|
% 68.39/33.24  																																						| Equations (516) can reduce 405 to:
% 68.39/33.24  																																						| (266) $false
% 68.39/33.24  																																						|
% 68.39/33.24  																																						|-The branch is then unsatisfiable
% 68.39/33.24  																																					|-Branch two:
% 68.39/33.24  																																					| (405)  ~ (all_0_42_42 = e3)
% 68.39/33.24  																																					| (521) all_0_47_47 = e3 | all_0_51_51 = e3 | all_0_56_56 = e3
% 68.39/33.24  																																					|
% 68.39/33.24  																																						+-Applying beta-rule and splitting (600), into two cases.
% 68.39/33.24  																																						|-Branch one:
% 68.39/33.24  																																						| (601) all_0_50_50 = e1
% 68.39/33.24  																																						|
% 68.39/33.24  																																							| Combining equations (378,601) yields a new equation:
% 68.39/33.24  																																							| (616) e2 = e1
% 68.39/33.24  																																							|
% 68.39/33.24  																																							| Simplifying 616 yields:
% 68.39/33.24  																																							| (617) e2 = e1
% 68.39/33.24  																																							|
% 68.39/33.24  																																							| Equations (617) can reduce 122 to:
% 68.39/33.24  																																							| (266) $false
% 68.39/33.24  																																							|
% 68.39/33.24  																																							|-The branch is then unsatisfiable
% 68.39/33.24  																																						|-Branch two:
% 68.39/33.24  																																						| (759)  ~ (all_0_50_50 = e1)
% 68.39/33.24  																																						| (629) all_0_55_55 = e1
% 68.39/33.24  																																						|
% 68.39/33.24  																																							| From (629) and (74) follows:
% 68.39/33.24  																																							| (6587) op(e0, e3) = e1
% 68.39/33.24  																																							|
% 68.39/33.24  																																							+-Applying beta-rule and splitting (131), into two cases.
% 68.39/33.24  																																							|-Branch one:
% 68.39/33.24  																																							| (459) all_0_42_42 = e1
% 68.39/33.24  																																							|
% 68.39/33.24  																																								| Equations (459) can reduce 405 to:
% 68.39/33.24  																																								| (467)  ~ (e3 = e1)
% 68.39/33.24  																																								|
% 68.39/33.24  																																								| Simplifying 467 yields:
% 68.39/33.24  																																								| (213)  ~ (e3 = e1)
% 68.39/33.24  																																								|
% 68.39/33.24  																																								| Equations (459) can reduce 358 to:
% 68.39/33.24  																																								| (233)  ~ (e1 = e0)
% 68.39/33.24  																																								|
% 68.39/33.24  																																								+-Applying beta-rule and splitting (22), into two cases.
% 68.39/33.24  																																								|-Branch one:
% 68.39/33.24  																																								| (268) all_0_54_54 = e3
% 68.39/33.24  																																								|
% 68.39/33.24  																																									| Combining equations (265,268) yields a new equation:
% 68.39/33.24  																																									| (424) e4 = e3
% 68.39/33.24  																																									|
% 68.39/33.24  																																									| Simplifying 424 yields:
% 68.39/33.24  																																									| (425) e4 = e3
% 68.39/33.24  																																									|
% 68.39/33.24  																																									| Equations (425) can reduce 188 to:
% 68.39/33.24  																																									| (266) $false
% 68.39/33.24  																																									|
% 68.39/33.24  																																									|-The branch is then unsatisfiable
% 68.39/33.24  																																								|-Branch two:
% 68.39/33.24  																																								| (60427)  ~ (all_0_54_54 = e3)
% 68.39/33.24  																																								| (62553) all_0_55_55 = e3 | all_0_56_56 = e3 | all_0_58_58 = e3
% 68.39/33.24  																																								|
% 68.39/33.24  																																									+-Applying beta-rule and splitting (62553), into two cases.
% 68.39/33.24  																																									|-Branch one:
% 68.39/33.24  																																									| (2336) all_0_55_55 = e3
% 68.39/33.24  																																									|
% 68.39/33.24  																																										| Combining equations (2336,629) yields a new equation:
% 68.39/33.24  																																										| (454) e3 = e1
% 68.39/33.24  																																										|
% 68.39/33.24  																																										| Simplifying 454 yields:
% 68.39/33.24  																																										| (455) e3 = e1
% 68.39/33.24  																																										|
% 68.39/33.24  																																										| Equations (455) can reduce 213 to:
% 68.39/33.24  																																										| (266) $false
% 68.39/33.24  																																										|
% 68.39/33.24  																																										|-The branch is then unsatisfiable
% 68.39/33.24  																																									|-Branch two:
% 68.39/33.24  																																									| (270)  ~ (all_0_55_55 = e3)
% 68.39/33.24  																																									| (62557) all_0_56_56 = e3 | all_0_58_58 = e3
% 68.39/33.24  																																									|
% 68.39/33.25  																																										+-Applying beta-rule and splitting (62557), into two cases.
% 68.39/33.25  																																										|-Branch one:
% 68.39/33.25  																																										| (1097) all_0_56_56 = e3
% 68.39/33.25  																																										|
% 68.39/33.25  																																											| From (1097) and (111) follows:
% 68.39/33.25  																																											| (65099) op(e0, e2) = e3
% 68.39/33.25  																																											|
% 68.39/33.25  																																											+-Applying beta-rule and splitting (56), into two cases.
% 68.39/33.25  																																											|-Branch one:
% 68.39/33.25  																																											| (696) unit = e2
% 68.39/33.25  																																											|
% 68.39/33.25  																																												| From (696) and (24) follows:
% 68.39/33.25  																																												| (697) op(e2, e3) = e3
% 68.39/33.25  																																												|
% 68.39/33.25  																																												| From (696) and (211) follows:
% 68.39/33.25  																																												| (1612) op(e2, e1) = e1
% 68.39/33.25  																																												|
% 68.39/33.25  																																												| From (696) and (227) follows:
% 68.39/33.25  																																												| (4284) op(e4, e2) = e4
% 68.39/33.25  																																												|
% 68.39/33.25  																																												| From (696) and (42) follows:
% 68.39/33.25  																																												| (1613) op(e0, e2) = e0
% 68.39/33.25  																																												|
% 68.39/33.25  																																												| Instantiating formula (29) with e4, e2, e4, e2 and discharging atoms op(e4, e2) = e4, op(e4, e2) = e2, yields:
% 68.39/33.25  																																												| (323) e4 = e2
% 68.39/33.25  																																												|
% 68.39/33.25  																																												| Instantiating formula (29) with e2, e3, e3, e4 and discharging atoms op(e2, e3) = e4, op(e2, e3) = e3, yields:
% 68.39/33.25  																																												| (425) e4 = e3
% 68.39/33.25  																																												|
% 68.39/33.25  																																												| Instantiating formula (29) with e2, e1, e1, e2 and discharging atoms op(e2, e1) = e2, op(e2, e1) = e1, yields:
% 68.39/33.25  																																												| (617) e2 = e1
% 68.39/33.25  																																												|
% 68.39/33.25  																																												| Instantiating formula (29) with e0, e2, e0, e3 and discharging atoms op(e0, e2) = e3, op(e0, e2) = e0, yields:
% 68.39/33.25  																																												| (676) e3 = e0
% 68.39/33.25  																																												|
% 68.39/33.25  																																												| Combining equations (323,425) yields a new equation:
% 68.39/33.25  																																												| (662) e3 = e2
% 68.39/33.25  																																												|
% 68.39/33.25  																																												| Combining equations (662,676) yields a new equation:
% 68.39/33.25  																																												| (391) e2 = e0
% 68.39/33.25  																																												|
% 68.39/33.25  																																												| Simplifying 391 yields:
% 68.39/33.25  																																												| (330) e2 = e0
% 68.39/33.25  																																												|
% 68.39/33.25  																																												| Combining equations (330,617) yields a new equation:
% 68.39/33.25  																																												| (431) e1 = e0
% 68.39/33.25  																																												|
% 68.39/33.25  																																												| Equations (431) can reduce 233 to:
% 68.39/33.25  																																												| (266) $false
% 68.39/33.25  																																												|
% 68.39/33.25  																																												|-The branch is then unsatisfiable
% 68.39/33.25  																																											|-Branch two:
% 68.39/33.25  																																											| (707)  ~ (unit = e2)
% 68.39/33.25  																																											| (708) unit = e4 | unit = e3 | unit = e1 | unit = e0
% 68.39/33.25  																																											|
% 68.39/33.25  																																												+-Applying beta-rule and splitting (708), into two cases.
% 68.39/33.25  																																												|-Branch one:
% 68.39/33.25  																																												| (709) unit = e4
% 68.39/33.25  																																												|
% 68.39/33.25  																																													| From (709) and (24) follows:
% 68.39/33.25  																																													| (33325) op(e4, e3) = e3
% 68.39/33.25  																																													|
% 68.39/33.25  																																													| From (709) and (211) follows:
% 68.39/33.25  																																													| (22527) op(e4, e1) = e1
% 68.39/33.25  																																													|
% 68.39/33.25  																																													| Instantiating formula (29) with e4, e3, e3, e0 and discharging atoms op(e4, e3) = e3, op(e4, e3) = e0, yields:
% 68.39/33.25  																																													| (676) e3 = e0
% 68.39/33.25  																																													|
% 68.39/33.25  																																													| Instantiating formula (29) with e4, e1, e1, e3 and discharging atoms op(e4, e1) = e3, op(e4, e1) = e1, yields:
% 68.39/33.25  																																													| (455) e3 = e1
% 68.39/33.25  																																													|
% 68.39/33.25  																																													| Combining equations (455,676) yields a new equation:
% 68.39/33.25  																																													| (546) e1 = e0
% 68.39/33.25  																																													|
% 68.39/33.25  																																													| Simplifying 546 yields:
% 68.39/33.25  																																													| (431) e1 = e0
% 68.39/33.25  																																													|
% 68.39/33.25  																																													| Equations (431) can reduce 233 to:
% 68.39/33.25  																																													| (266) $false
% 68.39/33.25  																																													|
% 68.39/33.25  																																													|-The branch is then unsatisfiable
% 68.39/33.25  																																												|-Branch two:
% 68.39/33.25  																																												| (724)  ~ (unit = e4)
% 68.39/33.25  																																												| (725) unit = e3 | unit = e1 | unit = e0
% 68.39/33.25  																																												|
% 68.39/33.25  																																													+-Applying beta-rule and splitting (725), into two cases.
% 68.39/33.25  																																													|-Branch one:
% 68.39/33.25  																																													| (726) unit = e0
% 68.39/33.25  																																													|
% 68.39/33.25  																																														| From (726) and (24) follows:
% 68.39/33.25  																																														| (2208) op(e0, e3) = e3
% 68.39/33.25  																																														|
% 68.39/33.25  																																														| From (726) and (15) follows:
% 68.39/33.25  																																														| (1508) op(e0, e2) = e2
% 68.39/33.25  																																														|
% 68.39/33.25  																																														| From (726) and (40) follows:
% 68.39/33.25  																																														| (1639) op(e3, e0) = e3
% 68.39/33.25  																																														|
% 68.39/33.25  																																														| Instantiating formula (29) with e3, e0, e3, e0 and discharging atoms op(e3, e0) = e3, op(e3, e0) = e0, yields:
% 68.39/33.25  																																														| (676) e3 = e0
% 68.39/33.25  																																														|
% 68.39/33.25  																																														| Instantiating formula (29) with e0, e3, e3, e1 and discharging atoms op(e0, e3) = e3, op(e0, e3) = e1, yields:
% 68.39/33.25  																																														| (455) e3 = e1
% 68.39/33.25  																																														|
% 68.39/33.25  																																														| Instantiating formula (29) with e0, e2, e2, e3 and discharging atoms op(e0, e2) = e3, op(e0, e2) = e2, yields:
% 68.39/33.25  																																														| (662) e3 = e2
% 68.39/33.25  																																														|
% 68.39/33.25  																																														| Combining equations (676,662) yields a new equation:
% 68.39/33.25  																																														| (330) e2 = e0
% 68.39/33.25  																																														|
% 68.39/33.25  																																														| Combining equations (455,662) yields a new equation:
% 68.39/33.25  																																														| (617) e2 = e1
% 68.39/33.25  																																														|
% 68.39/33.25  																																														| Combining equations (330,617) yields a new equation:
% 68.39/33.25  																																														| (431) e1 = e0
% 68.39/33.25  																																														|
% 68.39/33.25  																																														| Equations (431) can reduce 233 to:
% 68.39/33.25  																																														| (266) $false
% 68.39/33.25  																																														|
% 68.39/33.25  																																														|-The branch is then unsatisfiable
% 68.39/33.25  																																													|-Branch two:
% 68.39/33.25  																																													| (734)  ~ (unit = e0)
% 68.39/33.25  																																													| (735) unit = e3 | unit = e1
% 68.39/33.25  																																													|
% 68.39/33.25  																																														+-Applying beta-rule and splitting (735), into two cases.
% 68.39/33.25  																																														|-Branch one:
% 68.39/33.25  																																														| (736) unit = e1
% 68.39/33.25  																																														|
% 68.39/33.25  																																															| From (736) and (244) follows:
% 68.39/33.25  																																															| (738) op(e1, e4) = e4
% 68.39/33.25  																																															|
% 68.39/33.25  																																															| From (736) and (24) follows:
% 68.39/33.25  																																															| (1934) op(e1, e3) = e3
% 68.39/33.25  																																															|
% 68.39/33.25  																																															| From (736) and (40) follows:
% 68.39/33.25  																																															| (1652) op(e3, e1) = e3
% 68.39/33.25  																																															|
% 68.39/33.25  																																															| Instantiating formula (29) with e3, e1, e3, e4 and discharging atoms op(e3, e1) = e4, op(e3, e1) = e3, yields:
% 68.39/33.25  																																															| (425) e4 = e3
% 68.39/33.25  																																															|
% 68.39/33.25  																																															| Instantiating formula (29) with e1, e4, e4, e0 and discharging atoms op(e1, e4) = e4, op(e1, e4) = e0, yields:
% 68.39/33.25  																																															| (397) e4 = e0
% 68.39/33.25  																																															|
% 68.39/33.25  																																															| Instantiating formula (29) with e1, e3, e3, e2 and discharging atoms op(e1, e3) = e3, op(e1, e3) = e2, yields:
% 68.39/33.25  																																															| (662) e3 = e2
% 68.39/33.25  																																															|
% 68.39/33.25  																																															| Combining equations (425,397) yields a new equation:
% 68.39/33.25  																																															| (675) e3 = e0
% 68.39/33.25  																																															|
% 68.39/33.25  																																															| Simplifying 675 yields:
% 68.39/33.25  																																															| (676) e3 = e0
% 68.39/33.25  																																															|
% 68.39/33.25  																																															| Combining equations (662,676) yields a new equation:
% 68.39/33.25  																																															| (391) e2 = e0
% 68.39/33.25  																																															|
% 68.39/33.25  																																															| Simplifying 391 yields:
% 68.39/33.25  																																															| (330) e2 = e0
% 68.39/33.25  																																															|
% 68.39/33.25  																																															| Equations (330) can reduce 128 to:
% 68.39/33.25  																																															| (266) $false
% 68.39/33.25  																																															|
% 68.39/33.25  																																															|-The branch is then unsatisfiable
% 68.39/33.25  																																														|-Branch two:
% 68.39/33.25  																																														| (748)  ~ (unit = e1)
% 68.39/33.25  																																														| (749) unit = e3
% 68.39/33.25  																																														|
% 68.39/33.25  																																															| From (749) and (211) follows:
% 68.39/33.25  																																															| (13877) op(e3, e1) = e1
% 68.39/33.25  																																															|
% 68.39/33.25  																																															| From (749) and (227) follows:
% 68.39/33.25  																																															| (22570) op(e4, e3) = e4
% 68.39/33.25  																																															|
% 68.39/33.25  																																															| From (749) and (32) follows:
% 68.39/33.25  																																															| (5793) op(e2, e3) = e2
% 68.39/33.25  																																															|
% 68.39/33.25  																																															| Instantiating formula (29) with e4, e3, e4, e0 and discharging atoms op(e4, e3) = e4, op(e4, e3) = e0, yields:
% 68.39/33.25  																																															| (397) e4 = e0
% 68.39/33.25  																																															|
% 68.39/33.25  																																															| Instantiating formula (29) with e3, e1, e1, e4 and discharging atoms op(e3, e1) = e4, op(e3, e1) = e1, yields:
% 68.39/33.25  																																															| (630) e4 = e1
% 68.39/33.25  																																															|
% 68.39/33.25  																																															| Instantiating formula (29) with e2, e3, e2, e4 and discharging atoms op(e2, e3) = e4, op(e2, e3) = e2, yields:
% 68.39/33.25  																																															| (323) e4 = e2
% 68.39/33.25  																																															|
% 68.39/33.25  																																															| Combining equations (397,323) yields a new equation:
% 68.39/33.25  																																															| (330) e2 = e0
% 68.39/33.25  																																															|
% 68.39/33.25  																																															| Combining equations (630,323) yields a new equation:
% 68.39/33.25  																																															| (617) e2 = e1
% 68.39/33.25  																																															|
% 68.39/33.25  																																															| Combining equations (330,617) yields a new equation:
% 68.39/33.25  																																															| (431) e1 = e0
% 68.39/33.25  																																															|
% 68.39/33.25  																																															| Equations (431) can reduce 233 to:
% 68.39/33.25  																																															| (266) $false
% 68.39/33.25  																																															|
% 68.39/33.25  																																															|-The branch is then unsatisfiable
% 68.39/33.25  																																										|-Branch two:
% 68.39/33.25  																																										| (272)  ~ (all_0_56_56 = e3)
% 68.39/33.25  																																										| (795) all_0_58_58 = e3
% 68.39/33.25  																																										|
% 68.39/33.25  																																											| Combining equations (624,795) yields a new equation:
% 68.39/33.25  																																											| (662) e3 = e2
% 68.39/33.25  																																											|
% 68.39/33.25  																																											| Equations (662) can reduce 212 to:
% 68.39/33.25  																																											| (266) $false
% 68.39/33.25  																																											|
% 68.39/33.25  																																											|-The branch is then unsatisfiable
% 68.39/33.26  																																							|-Branch two:
% 68.39/33.26  																																							| (1380)  ~ (all_0_42_42 = e1)
% 68.39/33.26  																																							| (3259) all_0_47_47 = e1 | all_0_51_51 = e1 | all_0_56_56 = e1
% 68.39/33.26  																																							|
% 68.39/33.26  																																								+-Applying beta-rule and splitting (1969), into two cases.
% 68.39/33.26  																																								|-Branch one:
% 68.39/33.26  																																								| (559) all_0_42_42 = e0
% 68.39/33.26  																																								|
% 68.39/33.26  																																									| Equations (559) can reduce 358 to:
% 68.39/33.26  																																									| (266) $false
% 68.39/33.26  																																									|
% 68.39/33.26  																																									|-The branch is then unsatisfiable
% 68.39/33.26  																																								|-Branch two:
% 68.39/33.26  																																								| (358)  ~ (all_0_42_42 = e0)
% 68.39/33.26  																																								| (2510) all_0_42_42 = e3 | all_0_42_42 = e1
% 68.39/33.26  																																								|
% 68.39/33.26  																																									+-Applying beta-rule and splitting (2510), into two cases.
% 68.39/33.26  																																									|-Branch one:
% 68.39/33.26  																																									| (459) all_0_42_42 = e1
% 68.39/33.26  																																									|
% 68.39/33.26  																																										| Equations (459) can reduce 1380 to:
% 68.39/33.26  																																										| (266) $false
% 68.39/33.26  																																										|
% 68.39/33.26  																																										|-The branch is then unsatisfiable
% 68.39/33.26  																																									|-Branch two:
% 68.39/33.26  																																									| (1380)  ~ (all_0_42_42 = e1)
% 68.39/33.26  																																									| (516) all_0_42_42 = e3
% 68.39/33.26  																																									|
% 68.39/33.26  																																										| Equations (516) can reduce 405 to:
% 68.39/33.26  																																										| (266) $false
% 68.39/33.26  																																										|
% 68.39/33.26  																																										|-The branch is then unsatisfiable
% 68.39/33.26  																																	|-Branch two:
% 68.39/33.26  																																	| (1898)  ~ (all_0_41_41 = e3)
% 68.39/33.26  																																	| (1899) all_0_42_42 = e3 | all_0_44_44 = e3
% 68.39/33.26  																																	|
% 68.39/33.26  																																		+-Applying beta-rule and splitting (1899), into two cases.
% 68.39/33.26  																																		|-Branch one:
% 68.39/33.26  																																		| (516) all_0_42_42 = e3
% 68.39/33.26  																																		|
% 68.39/33.26  																																			| Equations (516) can reduce 236 to:
% 68.39/33.26  																																			| (271)  ~ (all_0_56_56 = e3)
% 68.39/33.26  																																			|
% 68.39/33.26  																																			| Simplifying 271 yields:
% 68.39/33.26  																																			| (272)  ~ (all_0_56_56 = e3)
% 68.39/33.26  																																			|
% 68.39/33.26  																																			| Equations (516) can reduce 1890 to:
% 68.39/33.26  																																			| (277)  ~ (e4 = e3)
% 68.39/33.26  																																			|
% 68.39/33.26  																																			| Simplifying 277 yields:
% 68.39/33.26  																																			| (188)  ~ (e4 = e3)
% 68.39/33.26  																																			|
% 68.39/33.26  																																			| Equations (516) can reduce 51 to:
% 68.39/33.26  																																			| (212)  ~ (e3 = e2)
% 68.39/33.26  																																			|
% 68.39/33.26  																																			| From (516) and (210) follows:
% 68.39/33.26  																																			| (4285) op(e3, e2) = e3
% 68.39/33.26  																																			|
% 68.39/33.26  																																			+-Applying beta-rule and splitting (133), into two cases.
% 68.39/33.26  																																			|-Branch one:
% 68.39/33.26  																																			| (833) all_0_56_56 = e2
% 68.39/33.26  																																			|
% 68.39/33.26  																																				| Equations (833) can reduce 511 to:
% 68.39/33.26  																																				| (266) $false
% 68.39/33.26  																																				|
% 68.39/33.26  																																				|-The branch is then unsatisfiable
% 68.39/33.26  																																			|-Branch two:
% 68.39/33.26  																																			| (511)  ~ (all_0_56_56 = e2)
% 68.39/33.26  																																			| (836) all_0_56_56 = e4 | all_0_56_56 = e3 | all_0_56_56 = e1 | all_0_56_56 = e0
% 68.39/33.26  																																			|
% 68.39/33.26  																																				+-Applying beta-rule and splitting (22), into two cases.
% 68.39/33.26  																																				|-Branch one:
% 68.39/33.26  																																				| (268) all_0_54_54 = e3
% 68.39/33.26  																																				|
% 68.39/33.26  																																					| Combining equations (268,265) yields a new equation:
% 68.39/33.26  																																					| (425) e4 = e3
% 68.39/33.26  																																					|
% 68.39/33.26  																																					| Equations (425) can reduce 188 to:
% 68.39/33.26  																																					| (266) $false
% 68.39/33.26  																																					|
% 68.39/33.26  																																					|-The branch is then unsatisfiable
% 68.39/33.26  																																				|-Branch two:
% 68.39/33.26  																																				| (60427)  ~ (all_0_54_54 = e3)
% 68.39/33.26  																																				| (62553) all_0_55_55 = e3 | all_0_56_56 = e3 | all_0_58_58 = e3
% 68.39/33.26  																																				|
% 68.39/33.26  																																					+-Applying beta-rule and splitting (62553), into two cases.
% 68.39/33.26  																																					|-Branch one:
% 68.39/33.26  																																					| (2336) all_0_55_55 = e3
% 68.39/33.26  																																					|
% 68.39/33.26  																																						| Equations (2336) can reduce 153 to:
% 68.39/33.26  																																						| (271)  ~ (all_0_56_56 = e3)
% 68.39/33.26  																																						|
% 68.39/33.26  																																						| Simplifying 271 yields:
% 68.39/33.26  																																						| (272)  ~ (all_0_56_56 = e3)
% 68.39/33.26  																																						|
% 68.39/33.26  																																						| From (2336) and (74) follows:
% 68.39/33.26  																																						| (2208) op(e0, e3) = e3
% 68.39/33.26  																																						|
% 68.39/33.26  																																						+-Applying beta-rule and splitting (836), into two cases.
% 68.39/33.26  																																						|-Branch one:
% 68.39/33.26  																																						| (842) all_0_56_56 = e4
% 68.39/33.26  																																						|
% 68.39/33.26  																																							| Equations (842) can reduce 477 to:
% 68.39/33.26  																																							| (266) $false
% 68.39/33.26  																																							|
% 68.39/33.26  																																							|-The branch is then unsatisfiable
% 68.39/33.26  																																						|-Branch two:
% 68.39/33.26  																																						| (477)  ~ (all_0_56_56 = e4)
% 68.39/33.26  																																						| (845) all_0_56_56 = e3 | all_0_56_56 = e1 | all_0_56_56 = e0
% 68.39/33.26  																																						|
% 68.39/33.26  																																							+-Applying beta-rule and splitting (845), into two cases.
% 68.39/33.26  																																							|-Branch one:
% 68.39/33.26  																																							| (679) all_0_56_56 = e0
% 68.39/33.26  																																							|
% 68.39/33.26  																																								| Equations (679) can reduce 828 to:
% 68.39/33.26  																																								| (266) $false
% 68.39/33.26  																																								|
% 68.39/33.26  																																								|-The branch is then unsatisfiable
% 68.39/33.26  																																							|-Branch two:
% 68.39/33.26  																																							| (828)  ~ (all_0_56_56 = e0)
% 68.39/33.26  																																							| (3172) all_0_56_56 = e3 | all_0_56_56 = e1
% 68.39/33.26  																																							|
% 68.39/33.26  																																								+-Applying beta-rule and splitting (3172), into two cases.
% 68.39/33.26  																																								|-Branch one:
% 68.39/33.26  																																								| (1569) all_0_56_56 = e1
% 68.39/33.26  																																								|
% 68.39/33.26  																																									| Equations (1569) can reduce 828 to:
% 68.39/33.26  																																									| (233)  ~ (e1 = e0)
% 68.39/33.26  																																									|
% 68.39/33.26  																																									| From (1569) and (111) follows:
% 68.39/33.26  																																									| (3175) op(e0, e2) = e1
% 68.39/33.26  																																									|
% 68.39/33.26  																																									+-Applying beta-rule and splitting (56), into two cases.
% 68.39/33.26  																																									|-Branch one:
% 68.39/33.26  																																									| (696) unit = e2
% 68.39/33.26  																																									|
% 68.39/33.26  																																										| From (696) and (227) follows:
% 68.39/33.26  																																										| (4284) op(e4, e2) = e4
% 68.39/33.26  																																										|
% 68.39/33.26  																																										| From (696) and (32) follows:
% 68.39/33.26  																																										| (698) op(e2, e2) = e2
% 68.39/33.26  																																										|
% 68.39/33.26  																																										| From (696) and (28) follows:
% 68.39/33.26  																																										| (699) op(e1, e2) = e1
% 68.39/33.26  																																										|
% 68.39/33.26  																																										| Instantiating formula (29) with e4, e2, e4, e2 and discharging atoms op(e4, e2) = e4, op(e4, e2) = e2, yields:
% 68.39/33.26  																																										| (323) e4 = e2
% 68.39/33.26  																																										|
% 68.39/33.26  																																										| Instantiating formula (29) with e2, e2, e2, e0 and discharging atoms op(e2, e2) = e2, op(e2, e2) = e0, yields:
% 68.39/33.26  																																										| (330) e2 = e0
% 68.39/33.26  																																										|
% 68.39/33.26  																																										| Instantiating formula (29) with e1, e2, e1, e4 and discharging atoms op(e1, e2) = e4, op(e1, e2) = e1, yields:
% 68.39/33.26  																																										| (630) e4 = e1
% 68.39/33.26  																																										|
% 68.39/33.26  																																										| Combining equations (323,630) yields a new equation:
% 68.39/33.26  																																										| (616) e2 = e1
% 68.39/33.26  																																										|
% 68.39/33.26  																																										| Simplifying 616 yields:
% 68.39/33.26  																																										| (617) e2 = e1
% 68.39/33.26  																																										|
% 68.39/33.26  																																										| Combining equations (330,617) yields a new equation:
% 68.39/33.26  																																										| (431) e1 = e0
% 68.39/33.26  																																										|
% 68.39/33.26  																																										| Equations (431) can reduce 233 to:
% 68.39/33.26  																																										| (266) $false
% 68.39/33.26  																																										|
% 68.39/33.26  																																										|-The branch is then unsatisfiable
% 68.39/33.26  																																									|-Branch two:
% 68.39/33.26  																																									| (707)  ~ (unit = e2)
% 68.39/33.26  																																									| (708) unit = e4 | unit = e3 | unit = e1 | unit = e0
% 68.39/33.26  																																									|
% 68.39/33.26  																																										+-Applying beta-rule and splitting (708), into two cases.
% 68.39/33.26  																																										|-Branch one:
% 68.39/33.26  																																										| (709) unit = e4
% 68.39/33.26  																																										|
% 68.39/33.26  																																											| From (709) and (24) follows:
% 68.39/33.26  																																											| (33325) op(e4, e3) = e3
% 68.39/33.26  																																											|
% 68.39/33.26  																																											| From (709) and (211) follows:
% 68.39/33.26  																																											| (22527) op(e4, e1) = e1
% 68.39/33.26  																																											|
% 68.39/33.26  																																											| Instantiating formula (29) with e4, e3, e3, e0 and discharging atoms op(e4, e3) = e3, op(e4, e3) = e0, yields:
% 68.39/33.26  																																											| (676) e3 = e0
% 68.39/33.26  																																											|
% 68.39/33.26  																																											| Instantiating formula (29) with e4, e1, e1, e3 and discharging atoms op(e4, e1) = e3, op(e4, e1) = e1, yields:
% 68.39/33.26  																																											| (455) e3 = e1
% 68.39/33.26  																																											|
% 68.39/33.26  																																											| Combining equations (455,676) yields a new equation:
% 68.39/33.26  																																											| (546) e1 = e0
% 68.39/33.26  																																											|
% 68.39/33.26  																																											| Simplifying 546 yields:
% 68.39/33.26  																																											| (431) e1 = e0
% 68.39/33.26  																																											|
% 68.39/33.26  																																											| Equations (431) can reduce 233 to:
% 68.39/33.26  																																											| (266) $false
% 68.39/33.26  																																											|
% 68.39/33.26  																																											|-The branch is then unsatisfiable
% 68.39/33.26  																																										|-Branch two:
% 68.39/33.26  																																										| (724)  ~ (unit = e4)
% 68.39/33.26  																																										| (725) unit = e3 | unit = e1 | unit = e0
% 68.39/33.26  																																										|
% 68.39/33.26  																																											+-Applying beta-rule and splitting (725), into two cases.
% 68.39/33.26  																																											|-Branch one:
% 68.39/33.26  																																											| (726) unit = e0
% 68.39/33.26  																																											|
% 68.39/33.26  																																												| From (726) and (15) follows:
% 68.39/33.26  																																												| (1508) op(e0, e2) = e2
% 68.39/33.26  																																												|
% 68.39/33.26  																																												| From (726) and (42) follows:
% 68.39/33.26  																																												| (728) op(e0, e0) = e0
% 68.39/33.26  																																												|
% 68.39/33.26  																																												| Instantiating formula (29) with e0, e2, e2, e1 and discharging atoms op(e0, e2) = e2, op(e0, e2) = e1, yields:
% 68.39/33.26  																																												| (617) e2 = e1
% 68.39/33.26  																																												|
% 68.39/33.26  																																												| Instantiating formula (29) with e0, e0, e0, e2 and discharging atoms op(e0, e0) = e2, op(e0, e0) = e0, yields:
% 68.39/33.26  																																												| (330) e2 = e0
% 68.39/33.26  																																												|
% 68.39/33.26  																																												| Combining equations (330,617) yields a new equation:
% 68.39/33.26  																																												| (431) e1 = e0
% 68.39/33.26  																																												|
% 68.39/33.26  																																												| Equations (431) can reduce 233 to:
% 68.39/33.26  																																												| (266) $false
% 68.39/33.26  																																												|
% 68.39/33.26  																																												|-The branch is then unsatisfiable
% 68.39/33.26  																																											|-Branch two:
% 68.39/33.26  																																											| (734)  ~ (unit = e0)
% 68.39/33.26  																																											| (735) unit = e3 | unit = e1
% 68.39/33.26  																																											|
% 68.39/33.26  																																												+-Applying beta-rule and splitting (735), into two cases.
% 68.39/33.26  																																												|-Branch one:
% 68.39/33.26  																																												| (736) unit = e1
% 68.39/33.26  																																												|
% 68.39/33.26  																																													| From (736) and (244) follows:
% 68.39/33.26  																																													| (738) op(e1, e4) = e4
% 68.39/33.26  																																													|
% 68.39/33.26  																																													| From (736) and (24) follows:
% 68.39/33.26  																																													| (1934) op(e1, e3) = e3
% 68.39/33.26  																																													|
% 68.39/33.26  																																													| From (736) and (40) follows:
% 68.39/33.26  																																													| (1652) op(e3, e1) = e3
% 68.39/33.26  																																													|
% 68.39/33.26  																																													| Instantiating formula (29) with e3, e1, e3, e4 and discharging atoms op(e3, e1) = e4, op(e3, e1) = e3, yields:
% 68.39/33.27  																																													| (425) e4 = e3
% 68.39/33.27  																																													|
% 68.39/33.27  																																													| Instantiating formula (29) with e1, e4, e4, e0 and discharging atoms op(e1, e4) = e4, op(e1, e4) = e0, yields:
% 68.39/33.27  																																													| (397) e4 = e0
% 68.39/33.27  																																													|
% 68.39/33.27  																																													| Instantiating formula (29) with e1, e3, e3, e2 and discharging atoms op(e1, e3) = e3, op(e1, e3) = e2, yields:
% 68.39/33.27  																																													| (662) e3 = e2
% 68.39/33.27  																																													|
% 68.39/33.27  																																													| Combining equations (425,397) yields a new equation:
% 68.39/33.27  																																													| (675) e3 = e0
% 68.39/33.27  																																													|
% 68.39/33.27  																																													| Simplifying 675 yields:
% 68.39/33.27  																																													| (676) e3 = e0
% 68.39/33.27  																																													|
% 68.39/33.27  																																													| Combining equations (662,676) yields a new equation:
% 68.39/33.27  																																													| (391) e2 = e0
% 68.39/33.27  																																													|
% 68.39/33.27  																																													| Simplifying 391 yields:
% 68.39/33.27  																																													| (330) e2 = e0
% 68.39/33.27  																																													|
% 68.39/33.27  																																													| Equations (330) can reduce 128 to:
% 68.39/33.27  																																													| (266) $false
% 68.39/33.27  																																													|
% 68.39/33.27  																																													|-The branch is then unsatisfiable
% 68.39/33.27  																																												|-Branch two:
% 68.39/33.27  																																												| (748)  ~ (unit = e1)
% 68.39/33.27  																																												| (749) unit = e3
% 68.39/33.27  																																												|
% 68.39/33.27  																																													| From (749) and (15) follows:
% 68.39/33.27  																																													| (751) op(e3, e2) = e2
% 68.39/33.27  																																													|
% 68.39/33.27  																																													| From (749) and (211) follows:
% 68.39/33.27  																																													| (13877) op(e3, e1) = e1
% 68.39/33.27  																																													|
% 68.39/33.27  																																													| From (749) and (32) follows:
% 68.39/33.27  																																													| (5793) op(e2, e3) = e2
% 68.39/33.27  																																													|
% 68.39/33.27  																																													| From (749) and (42) follows:
% 68.39/33.27  																																													| (752) op(e0, e3) = e0
% 68.39/33.27  																																													|
% 68.39/33.27  																																													| Instantiating formula (29) with e3, e2, e2, e3 and discharging atoms op(e3, e2) = e3, op(e3, e2) = e2, yields:
% 68.39/33.27  																																													| (662) e3 = e2
% 68.39/33.27  																																													|
% 68.39/33.27  																																													| Instantiating formula (29) with e3, e1, e1, e4 and discharging atoms op(e3, e1) = e4, op(e3, e1) = e1, yields:
% 68.39/33.27  																																													| (630) e4 = e1
% 68.39/33.27  																																													|
% 68.39/33.27  																																													| Instantiating formula (29) with e2, e3, e2, e4 and discharging atoms op(e2, e3) = e4, op(e2, e3) = e2, yields:
% 68.39/33.27  																																													| (323) e4 = e2
% 68.39/33.27  																																													|
% 68.39/33.27  																																													| Instantiating formula (29) with e0, e3, e0, e3 and discharging atoms op(e0, e3) = e3, op(e0, e3) = e0, yields:
% 68.39/33.27  																																													| (676) e3 = e0
% 68.39/33.27  																																													|
% 68.39/33.27  																																													| Combining equations (630,323) yields a new equation:
% 68.39/33.27  																																													| (617) e2 = e1
% 68.39/33.27  																																													|
% 68.39/33.27  																																													| Combining equations (662,676) yields a new equation:
% 68.39/33.27  																																													| (391) e2 = e0
% 68.39/33.27  																																													|
% 68.39/33.27  																																													| Simplifying 391 yields:
% 68.39/33.27  																																													| (330) e2 = e0
% 68.39/33.27  																																													|
% 68.39/33.27  																																													| Combining equations (617,330) yields a new equation:
% 68.39/33.27  																																													| (546) e1 = e0
% 68.39/33.27  																																													|
% 68.39/33.27  																																													| Simplifying 546 yields:
% 68.39/33.27  																																													| (431) e1 = e0
% 68.39/33.27  																																													|
% 68.39/33.27  																																													| Equations (431) can reduce 233 to:
% 68.39/33.27  																																													| (266) $false
% 68.39/33.27  																																													|
% 68.39/33.27  																																													|-The branch is then unsatisfiable
% 68.39/33.27  																																								|-Branch two:
% 68.39/33.27  																																								| (466)  ~ (all_0_56_56 = e1)
% 68.39/33.27  																																								| (1097) all_0_56_56 = e3
% 68.39/33.27  																																								|
% 68.39/33.27  																																									| Equations (1097) can reduce 272 to:
% 68.39/33.27  																																									| (266) $false
% 68.39/33.27  																																									|
% 68.39/33.27  																																									|-The branch is then unsatisfiable
% 68.39/33.27  																																					|-Branch two:
% 68.39/33.27  																																					| (270)  ~ (all_0_55_55 = e3)
% 68.39/33.27  																																					| (62557) all_0_56_56 = e3 | all_0_58_58 = e3
% 68.39/33.27  																																					|
% 68.39/33.27  																																						+-Applying beta-rule and splitting (62557), into two cases.
% 68.39/33.27  																																						|-Branch one:
% 68.39/33.27  																																						| (1097) all_0_56_56 = e3
% 68.39/33.27  																																						|
% 68.39/33.27  																																							| Equations (1097) can reduce 272 to:
% 68.39/33.27  																																							| (266) $false
% 68.39/33.27  																																							|
% 68.39/33.27  																																							|-The branch is then unsatisfiable
% 68.39/33.27  																																						|-Branch two:
% 68.39/33.27  																																						| (272)  ~ (all_0_56_56 = e3)
% 68.39/33.27  																																						| (795) all_0_58_58 = e3
% 68.39/33.27  																																						|
% 68.39/33.27  																																							| Combining equations (624,795) yields a new equation:
% 68.39/33.27  																																							| (662) e3 = e2
% 68.39/33.27  																																							|
% 68.39/33.27  																																							| Equations (662) can reduce 212 to:
% 68.39/33.27  																																							| (266) $false
% 68.39/33.27  																																							|
% 68.39/33.27  																																							|-The branch is then unsatisfiable
% 68.39/33.27  																																		|-Branch two:
% 68.39/33.27  																																		| (405)  ~ (all_0_42_42 = e3)
% 68.39/33.27  																																		| (532) all_0_44_44 = e3
% 68.39/33.27  																																		|
% 68.39/33.27  																																			| Combining equations (532,1414) yields a new equation:
% 68.39/33.27  																																			| (675) e3 = e0
% 68.39/33.27  																																			|
% 68.39/33.27  																																			| Simplifying 675 yields:
% 68.39/33.27  																																			| (676) e3 = e0
% 68.39/33.27  																																			|
% 68.39/33.27  																																			| Equations (676) can reduce 80 to:
% 68.39/33.27  																																			| (266) $false
% 68.39/33.27  																																			|
% 68.39/33.27  																																			|-The branch is then unsatisfiable
% 68.39/33.27  																										|-Branch two:
% 68.39/33.27  																										| (475)  ~ (all_0_51_51 = e4)
% 68.39/33.27  																										| (1294) all_0_52_52 = e4 | all_0_53_53 = e4
% 68.39/33.27  																										|
% 68.39/33.27  																											+-Applying beta-rule and splitting (1294), into two cases.
% 68.39/33.27  																											|-Branch one:
% 68.39/33.27  																											| (565) all_0_52_52 = e4
% 68.39/33.27  																											|
% 68.39/33.27  																												| Combining equations (565,642) yields a new equation:
% 68.39/33.27  																												| (636) e4 = e1
% 68.39/33.27  																												|
% 68.39/33.27  																												| Simplifying 636 yields:
% 68.39/33.27  																												| (630) e4 = e1
% 68.39/33.27  																												|
% 68.39/33.27  																												| Equations (630) can reduce 110 to:
% 68.39/33.27  																												| (266) $false
% 68.39/33.27  																												|
% 68.39/33.27  																												|-The branch is then unsatisfiable
% 68.39/33.27  																											|-Branch two:
% 68.39/33.27  																											| (780)  ~ (all_0_52_52 = e4)
% 68.39/33.27  																											| (1298) all_0_53_53 = e4
% 68.39/33.27  																											|
% 68.39/33.27  																												| Equations (1298) can reduce 1453 to:
% 68.39/33.27  																												| (266) $false
% 68.39/33.27  																												|
% 68.39/33.27  																												|-The branch is then unsatisfiable
% 68.39/33.27  																								|-Branch two:
% 68.39/33.27  																								| (250)  ~ (all_0_46_46 = e4)
% 68.49/33.27  																								| (61466) all_0_47_47 = e4 | all_0_48_48 = e4 | all_0_49_49 = e4
% 68.49/33.27  																								|
% 68.49/33.27  																									+-Applying beta-rule and splitting (75), into two cases.
% 68.49/33.27  																									|-Branch one:
% 68.49/33.27  																									| (485) all_0_40_40 = e0
% 68.49/33.27  																									|
% 68.49/33.27  																										| Combining equations (1378,485) yields a new equation:
% 68.49/33.27  																										| (481) e4 = e0
% 68.49/33.27  																										|
% 68.49/33.27  																										| Simplifying 481 yields:
% 68.49/33.27  																										| (397) e4 = e0
% 68.49/33.27  																										|
% 68.49/33.27  																										| Equations (397) can reduce 49 to:
% 68.49/33.27  																										| (266) $false
% 68.49/33.27  																										|
% 68.49/33.27  																										|-The branch is then unsatisfiable
% 68.49/33.27  																									|-Branch two:
% 68.49/33.27  																									| (1401)  ~ (all_0_40_40 = e0)
% 68.49/33.27  																									| (1748) all_0_44_44 = e0 | all_0_49_49 = e0 | all_0_58_58 = e0
% 68.49/33.27  																									|
% 68.49/33.27  																										| Equations (1378) can reduce 1401 to:
% 68.49/33.27  																										| (49)  ~ (e4 = e0)
% 68.49/33.27  																										|
% 68.49/33.27  																										+-Applying beta-rule and splitting (54), into two cases.
% 68.49/33.27  																										|-Branch one:
% 68.49/33.27  																										| (583) all_0_49_49 = e2
% 68.49/33.27  																										|
% 68.49/33.27  																											| Equations (583) can reduce 340 to:
% 68.49/33.27  																											| (266) $false
% 68.49/33.27  																											|
% 68.49/33.27  																											|-The branch is then unsatisfiable
% 68.49/33.27  																										|-Branch two:
% 68.49/33.27  																										| (340)  ~ (all_0_49_49 = e2)
% 68.49/33.27  																										| (586) all_0_49_49 = e4 | all_0_49_49 = e3 | all_0_49_49 = e1 | all_0_49_49 = e0
% 68.49/33.27  																										|
% 68.49/33.27  																											+-Applying beta-rule and splitting (586), into two cases.
% 68.49/33.27  																											|-Branch one:
% 68.49/33.27  																											| (974) all_0_49_49 = e4
% 68.49/33.27  																											|
% 68.49/33.27  																												| Equations (974) can reduce 256 to:
% 68.49/33.27  																												| (266) $false
% 68.49/33.27  																												|
% 68.49/33.27  																												|-The branch is then unsatisfiable
% 68.49/33.27  																											|-Branch two:
% 68.49/33.27  																											| (256)  ~ (all_0_49_49 = e4)
% 68.49/33.27  																											| (977) all_0_49_49 = e3 | all_0_49_49 = e1 | all_0_49_49 = e0
% 68.49/33.27  																											|
% 68.49/33.28  																												+-Applying beta-rule and splitting (61466), into two cases.
% 68.49/33.28  																												|-Branch one:
% 68.49/33.28  																												| (1790) all_0_47_47 = e4
% 68.49/33.28  																												|
% 68.49/33.28  																													| Combining equations (674,1790) yields a new equation:
% 68.49/33.28  																													| (397) e4 = e0
% 68.49/33.28  																													|
% 68.49/33.28  																													| Equations (397) can reduce 49 to:
% 68.49/33.28  																													| (266) $false
% 68.49/33.28  																													|
% 68.49/33.28  																													|-The branch is then unsatisfiable
% 68.49/33.28  																												|-Branch two:
% 68.49/33.28  																												| (252)  ~ (all_0_47_47 = e4)
% 68.49/33.28  																												| (61479) all_0_48_48 = e4 | all_0_49_49 = e4
% 68.49/33.28  																												|
% 68.49/33.28  																													+-Applying beta-rule and splitting (61479), into two cases.
% 68.49/33.28  																													|-Branch one:
% 68.49/33.28  																													| (943) all_0_48_48 = e4
% 68.49/33.28  																													|
% 68.49/33.28  																														| Combining equations (335,943) yields a new equation:
% 68.49/33.28  																														| (323) e4 = e2
% 68.49/33.28  																														|
% 68.49/33.28  																														| Equations (323) can reduce 48 to:
% 68.49/33.28  																														| (266) $false
% 68.49/33.28  																														|
% 68.49/33.28  																														|-The branch is then unsatisfiable
% 68.49/33.28  																													|-Branch two:
% 68.49/33.28  																													| (254)  ~ (all_0_48_48 = e4)
% 68.49/33.28  																													| (974) all_0_49_49 = e4
% 68.49/33.28  																													|
% 68.49/33.28  																														| Equations (974) can reduce 256 to:
% 68.49/33.28  																														| (266) $false
% 68.49/33.28  																														|
% 68.49/33.28  																														|-The branch is then unsatisfiable
% 68.49/33.28  																				|-Branch two:
% 68.49/33.28  																				| (302)  ~ (all_0_50_50 = e2)
% 68.49/33.28  																				| (386) all_0_55_55 = e2
% 68.49/33.28  																				|
% 68.49/33.28  																					| Equations (386) can reduce 304 to:
% 68.49/33.28  																					| (266) $false
% 68.49/33.28  																					|
% 68.49/33.28  																					|-The branch is then unsatisfiable
% 68.49/33.28  																|-Branch two:
% 68.49/33.28  																| (825) all_0_47_47 = e0 & all_0_58_58 = e2 &  ~ (all_0_56_56 = e0)
% 68.49/33.28  																|
% 68.49/33.28  																	| Applying alpha-rule on (825) yields:
% 68.49/33.28  																	| (674) all_0_47_47 = e0
% 68.49/33.28  																	| (624) all_0_58_58 = e2
% 68.49/33.28  																	| (828)  ~ (all_0_56_56 = e0)
% 68.49/33.28  																	|
% 68.49/33.28  																	| Equations (674) can reduce 198 to:
% 68.49/33.28  																	| (358)  ~ (all_0_42_42 = e0)
% 68.49/33.28  																	|
% 68.49/33.28  																	| Equations (624) can reduce 181 to:
% 68.49/33.28  																	| (147)  ~ (all_0_44_44 = e2)
% 68.49/33.28  																	|
% 68.49/33.28  																	| Equations (674) can reduce 224 to:
% 68.49/33.28  																	| (1404)  ~ (all_0_51_51 = e0)
% 68.49/33.28  																	|
% 68.49/33.28  																	| Simplifying 1404 yields:
% 68.49/33.28  																	| (115)  ~ (all_0_51_51 = e0)
% 68.49/33.28  																	|
% 68.49/33.28  																	| Equations (674) can reduce 91 to:
% 68.49/33.28  																	| (1181)  ~ (all_0_56_56 = e0)
% 68.49/33.28  																	|
% 68.49/33.28  																	| Simplifying 1181 yields:
% 68.49/33.28  																	| (828)  ~ (all_0_56_56 = e0)
% 68.49/33.28  																	|
% 68.49/33.28  																	| Equations (624) can reduce 119 to:
% 68.49/33.28  																	| (340)  ~ (all_0_49_49 = e2)
% 68.49/33.28  																	|
% 68.49/33.28  																	| Equations (624) can reduce 3 to:
% 68.49/33.28  																	| (304)  ~ (all_0_55_55 = e2)
% 68.49/33.28  																	|
% 68.49/33.28  																	| Equations (624) can reduce 44 to:
% 68.49/33.28  																	| (511)  ~ (all_0_56_56 = e2)
% 68.49/33.28  																	|
% 68.49/33.28  																	| Equations (624) can reduce 451 to:
% 68.49/33.28  																	| (327)  ~ (e4 = e2)
% 68.49/33.28  																	|
% 68.49/33.28  																	| Simplifying 327 yields:
% 68.49/33.28  																	| (48)  ~ (e4 = e2)
% 68.49/33.28  																	|
% 68.49/33.28  																	| Equations (624) can reduce 491 to:
% 68.49/33.28  																	| (128)  ~ (e2 = e0)
% 68.49/33.28  																	|
% 68.49/33.28  																	| From (674) and (23) follows:
% 68.49/33.28  																	| (3148) op(e2, e2) = e0
% 68.49/33.28  																	|
% 68.49/33.28  																	| From (624) and (245) follows:
% 68.49/33.28  																	| (628) op(e0, e0) = e2
% 68.49/33.28  																	|
% 68.49/33.28  																	+-Applying beta-rule and splitting (117), into two cases.
% 68.49/33.28  																	|-Branch one:
% 68.49/33.28  																	| (292) all_0_38_38 = e2
% 68.49/33.28  																	|
% 68.49/33.28  																		| Combining equations (329,292) yields a new equation:
% 68.49/33.28  																		| (330) e2 = e0
% 68.49/33.28  																		|
% 68.49/33.28  																		| Equations (330) can reduce 128 to:
% 68.49/33.28  																		| (266) $false
% 68.49/33.28  																		|
% 68.49/33.28  																		|-The branch is then unsatisfiable
% 68.49/33.28  																	|-Branch two:
% 68.49/33.28  																	| (9600)  ~ (all_0_38_38 = e2)
% 68.49/33.29  																	| (24424) all_0_46_46 = e2 | all_0_50_50 = e2 | all_0_55_55 = e2
% 68.49/33.29  																	|
% 68.49/33.29  																		+-Applying beta-rule and splitting (24424), into two cases.
% 68.49/33.29  																		|-Branch one:
% 68.49/33.29  																		| (1794) all_0_46_46 = e2
% 68.49/33.29  																		|
% 68.49/33.29  																			| Equations (1794) can reduce 300 to:
% 68.49/33.29  																			| (266) $false
% 68.49/33.29  																			|
% 68.49/33.29  																			|-The branch is then unsatisfiable
% 68.49/33.29  																		|-Branch two:
% 68.49/33.29  																		| (300)  ~ (all_0_46_46 = e2)
% 68.49/33.29  																		| (24428) all_0_50_50 = e2 | all_0_55_55 = e2
% 68.49/33.29  																		|
% 68.49/33.29  																			+-Applying beta-rule and splitting (24428), into two cases.
% 68.49/33.29  																			|-Branch one:
% 68.49/33.29  																			| (378) all_0_50_50 = e2
% 68.49/33.29  																			|
% 68.49/33.29  																				| Equations (378) can reduce 221 to:
% 68.49/33.29  																				| (85)  ~ (all_0_41_41 = e2)
% 68.49/33.29  																				|
% 68.49/33.29  																				| Equations (378) can reduce 759 to:
% 68.49/33.29  																				| (122)  ~ (e2 = e1)
% 68.49/33.29  																				|
% 68.49/33.29  																				| From (378) and (8) follows:
% 68.49/33.29  																				| (52128) op(e2, e3) = all_0_23_23
% 68.49/33.29  																				|
% 68.49/33.29  																				| From (378) and (57) follows:
% 68.49/33.29  																				| (52129) op(e2, e1) = all_0_22_22
% 68.49/33.29  																				|
% 68.49/33.29  																				| From (378) and (242) follows:
% 68.49/33.29  																				| (26152) op(e1, e3) = e2
% 68.49/33.29  																				|
% 68.49/33.29  																				+-Applying beta-rule and splitting (165), into two cases.
% 68.49/33.29  																				|-Branch one:
% 68.49/33.29  																				| (794) all_0_41_41 = e0
% 68.49/33.29  																				|
% 68.49/33.29  																					| Equations (794) can reduce 357 to:
% 68.49/33.29  																					| (266) $false
% 68.49/33.29  																					|
% 68.49/33.29  																					|-The branch is then unsatisfiable
% 68.49/33.29  																				|-Branch two:
% 68.49/33.29  																				| (357)  ~ (all_0_41_41 = e0)
% 68.49/33.29  																				| (6761) all_0_42_42 = e0 | all_0_43_43 = e0 | all_0_44_44 = e0
% 68.49/33.29  																				|
% 68.49/33.29  																					+-Applying beta-rule and splitting (231), into two cases.
% 68.49/33.29  																					|-Branch one:
% 68.49/33.29  																					| (775) all_0_50_50 = e4
% 68.49/33.29  																					|
% 68.49/33.29  																						| Combining equations (378,775) yields a new equation:
% 68.49/33.29  																						| (323) e4 = e2
% 68.49/33.29  																						|
% 68.49/33.29  																						| Equations (323) can reduce 48 to:
% 68.49/33.29  																						| (266) $false
% 68.49/33.29  																						|
% 68.49/33.29  																						|-The branch is then unsatisfiable
% 68.49/33.29  																					|-Branch two:
% 68.49/33.29  																					| (566)  ~ (all_0_50_50 = e4)
% 68.49/33.29  																					| (1071) all_0_51_51 = e4 | all_0_52_52 = e4 | all_0_53_53 = e4
% 68.49/33.29  																					|
% 68.49/33.29  																						| Equations (378) can reduce 566 to:
% 68.49/33.29  																						| (327)  ~ (e4 = e2)
% 68.49/33.29  																						|
% 68.49/33.29  																						| Simplifying 327 yields:
% 68.49/33.29  																						| (48)  ~ (e4 = e2)
% 68.49/33.29  																						|
% 68.49/33.29  																						+-Applying beta-rule and splitting (206), into two cases.
% 68.49/33.29  																						|-Branch one:
% 68.49/33.29  																						| (248) all_0_45_45 = e4
% 68.49/33.29  																						|
% 68.49/33.29  																							| Combining equations (423,248) yields a new equation:
% 68.49/33.29  																							| (425) e4 = e3
% 68.49/33.29  																							|
% 68.49/33.29  																							| Equations (425) can reduce 188 to:
% 68.49/33.29  																							| (266) $false
% 68.49/33.29  																							|
% 68.49/33.29  																							|-The branch is then unsatisfiable
% 68.49/33.29  																						|-Branch two:
% 68.49/33.29  																						| (60416)  ~ (all_0_45_45 = e4)
% 68.49/33.29  																						| (61457) all_0_46_46 = e4 | all_0_47_47 = e4 | all_0_48_48 = e4 | all_0_49_49 = e4
% 68.49/33.29  																						|
% 68.49/33.29  																							+-Applying beta-rule and splitting (61457), into two cases.
% 68.49/33.29  																							|-Branch one:
% 68.49/33.29  																							| (770) all_0_46_46 = e4
% 68.49/33.29  																							|
% 68.49/33.29  																								| Equations (770) can reduce 43 to:
% 68.49/33.29  																								| (440)  ~ (all_0_41_41 = e4)
% 68.49/33.29  																								|
% 68.49/33.29  																								| Equations (770) can reduce 208 to:
% 68.49/33.29  																								| (255)  ~ (all_0_49_49 = e4)
% 68.49/33.29  																								|
% 68.49/33.29  																								| Simplifying 255 yields:
% 68.49/33.29  																								| (256)  ~ (all_0_49_49 = e4)
% 68.49/33.29  																								|
% 68.49/33.29  																								| Equations (770) can reduce 409 to:
% 68.49/33.29  																								| (188)  ~ (e4 = e3)
% 68.49/33.29  																								|
% 68.49/33.29  																								| From (770) and (33) follows:
% 68.51/33.30  																								| (118647) op(e4, e3) = all_0_16_16
% 68.51/33.30  																								|
% 68.51/33.30  																								| From (770) and (179) follows:
% 68.51/33.30  																								| (94991) op(e4, e2) = all_0_15_15
% 68.51/33.30  																								|
% 68.51/33.30  																								| From (770) and (120) follows:
% 68.51/33.30  																								| (72494) op(e2, e3) = e4
% 68.51/33.30  																								|
% 68.51/33.30  																								+-Applying beta-rule and splitting (135), into two cases.
% 68.51/33.30  																								|-Branch one:
% 68.51/33.30  																								| (545) all_0_46_46 = e1
% 68.51/33.30  																								|
% 68.51/33.30  																									| Combining equations (545,770) yields a new equation:
% 68.51/33.30  																									| (630) e4 = e1
% 68.51/33.30  																									|
% 68.51/33.30  																									| Equations (630) can reduce 110 to:
% 68.51/33.30  																									| (266) $false
% 68.51/33.30  																									|
% 68.51/33.30  																									|-The branch is then unsatisfiable
% 68.51/33.30  																								|-Branch two:
% 68.51/33.30  																								| (549)  ~ (all_0_46_46 = e1)
% 68.51/33.30  																								| (550) all_0_47_47 = e1 | all_0_48_48 = e1 | all_0_49_49 = e1
% 68.51/33.30  																								|
% 68.51/33.30  																									| Equations (770) can reduce 549 to:
% 68.51/33.30  																									| (110)  ~ (e4 = e1)
% 68.51/33.31  																									|
% 68.51/33.31  																									+-Applying beta-rule and splitting (1071), into two cases.
% 68.51/33.31  																									|-Branch one:
% 68.51/33.31  																									| (1101) all_0_51_51 = e4
% 68.51/33.31  																									|
% 68.51/33.31  																										| Equations (1101) can reduce 61 to:
% 68.51/33.31  																										| (1890)  ~ (all_0_42_42 = e4)
% 68.51/33.31  																										|
% 68.51/33.31  																										| Equations (1101) can reduce 16 to:
% 68.51/33.31  																										| (476)  ~ (all_0_56_56 = e4)
% 68.51/33.31  																										|
% 68.51/33.31  																										| Simplifying 476 yields:
% 68.51/33.31  																										| (477)  ~ (all_0_56_56 = e4)
% 68.51/33.31  																										|
% 68.51/33.31  																										| Equations (1101) can reduce 115 to:
% 68.51/33.31  																										| (49)  ~ (e4 = e0)
% 68.51/33.31  																										|
% 68.51/33.31  																										| From (1101) and (177) follows:
% 68.51/33.31  																										| (91682) op(e4, e2) = all_0_25_25
% 68.51/33.31  																										|
% 68.51/33.31  																										| From (1101) and (157) follows:
% 68.51/33.31  																										| (91683) op(e4, e1) = all_0_24_24
% 68.51/33.31  																										|
% 68.51/33.31  																										| From (1101) and (186) follows:
% 68.51/33.31  																										| (13720) op(e1, e2) = e4
% 68.51/33.31  																										|
% 68.51/33.31  																										+-Applying beta-rule and splitting (550), into two cases.
% 68.51/33.31  																										|-Branch one:
% 68.51/33.31  																										| (654) all_0_47_47 = e1
% 68.51/33.31  																										|
% 68.51/33.31  																											| Combining equations (674,654) yields a new equation:
% 68.51/33.31  																											| (431) e1 = e0
% 68.51/33.31  																											|
% 68.51/33.31  																											| Equations (431) can reduce 233 to:
% 68.51/33.31  																											| (266) $false
% 68.51/33.31  																											|
% 68.51/33.31  																											|-The branch is then unsatisfiable
% 68.51/33.31  																										|-Branch two:
% 68.51/33.31  																										| (462)  ~ (all_0_47_47 = e1)
% 68.51/33.31  																										| (659) all_0_48_48 = e1 | all_0_49_49 = e1
% 68.51/33.31  																										|
% 68.51/33.31  																											+-Applying beta-rule and splitting (659), into two cases.
% 68.51/33.31  																											|-Branch one:
% 68.51/33.31  																											| (615) all_0_48_48 = e1
% 68.51/33.31  																											|
% 68.51/33.31  																												| Combining equations (335,615) yields a new equation:
% 68.51/33.31  																												| (616) e2 = e1
% 68.51/33.31  																												|
% 68.51/33.31  																												| Simplifying 616 yields:
% 68.51/33.31  																												| (617) e2 = e1
% 68.51/33.31  																												|
% 68.51/33.31  																												| Equations (617) can reduce 122 to:
% 68.51/33.31  																												| (266) $false
% 68.51/33.31  																												|
% 68.51/33.31  																												|-The branch is then unsatisfiable
% 68.51/33.31  																											|-Branch two:
% 68.51/33.31  																											| (619)  ~ (all_0_48_48 = e1)
% 68.51/33.31  																											| (671) all_0_49_49 = e1
% 68.51/33.31  																											|
% 68.51/33.31  																												| Equations (671) can reduce 65 to:
% 68.51/33.31  																												| (1458)  ~ (all_0_53_53 = e1)
% 68.51/33.31  																												|
% 68.51/33.31  																												| Simplifying 1458 yields:
% 68.51/33.31  																												| (1459)  ~ (all_0_53_53 = e1)
% 68.51/33.31  																												|
% 68.51/33.31  																												| Equations (671) can reduce 256 to:
% 68.51/33.31  																												| (602)  ~ (e4 = e1)
% 68.51/33.31  																												|
% 68.51/33.31  																												| Simplifying 602 yields:
% 68.51/33.31  																												| (110)  ~ (e4 = e1)
% 68.51/33.31  																												|
% 68.51/33.31  																												| Equations (671) can reduce 340 to:
% 68.51/33.31  																												| (604)  ~ (e2 = e1)
% 68.51/33.31  																												|
% 68.51/33.31  																												| Simplifying 604 yields:
% 68.51/33.31  																												| (122)  ~ (e2 = e1)
% 68.51/33.31  																												|
% 68.51/33.31  																												| From (671) and (129) follows:
% 68.51/33.31  																												| (672) op(e1, e2) = all_0_20_20
% 68.51/33.31  																												|
% 68.51/33.31  																												+-Applying beta-rule and splitting (6761), into two cases.
% 68.51/33.31  																												|-Branch one:
% 68.51/33.31  																												| (559) all_0_42_42 = e0
% 68.51/33.31  																												|
% 68.51/33.31  																													| Equations (559) can reduce 358 to:
% 68.51/33.31  																													| (266) $false
% 68.51/33.31  																													|
% 68.51/33.31  																													|-The branch is then unsatisfiable
% 68.51/33.31  																												|-Branch two:
% 68.51/33.31  																												| (358)  ~ (all_0_42_42 = e0)
% 68.51/33.31  																												| (6766) all_0_43_43 = e0 | all_0_44_44 = e0
% 68.51/33.31  																												|
% 68.51/33.31  																													+-Applying beta-rule and splitting (6766), into two cases.
% 68.51/33.31  																													|-Branch one:
% 68.51/33.31  																													| (356) all_0_43_43 = e0
% 68.51/33.31  																													|
% 68.51/33.31  																														| Combining equations (396,356) yields a new equation:
% 68.51/33.31  																														| (481) e4 = e0
% 68.51/33.31  																														|
% 68.51/33.31  																														| Simplifying 481 yields:
% 68.51/33.31  																														| (397) e4 = e0
% 68.51/33.31  																														|
% 68.51/33.31  																														| Equations (397) can reduce 49 to:
% 68.51/33.31  																														| (266) $false
% 68.51/33.31  																														|
% 68.51/33.31  																														|-The branch is then unsatisfiable
% 68.51/33.31  																													|-Branch two:
% 68.51/33.31  																													| (5470)  ~ (all_0_43_43 = e0)
% 68.51/33.31  																													| (1414) all_0_44_44 = e0
% 68.51/33.31  																													|
% 68.51/33.31  																														| Equations (1414) can reduce 73 to:
% 68.51/33.31  																														| (358)  ~ (all_0_42_42 = e0)
% 68.51/33.31  																														|
% 68.51/33.31  																														| Equations (1414) can reduce 220 to:
% 68.51/33.31  																														| (488)  ~ (all_0_53_53 = e0)
% 68.51/33.31  																														|
% 68.51/33.31  																														| Simplifying 488 yields:
% 68.51/33.31  																														| (247)  ~ (all_0_53_53 = e0)
% 68.51/33.31  																														|
% 68.51/33.31  																														| Equations (1414) can reduce 147 to:
% 68.51/33.31  																														| (365)  ~ (e2 = e0)
% 68.51/33.31  																														|
% 68.51/33.31  																														| Simplifying 365 yields:
% 68.51/33.31  																														| (128)  ~ (e2 = e0)
% 68.51/33.31  																														|
% 68.51/33.31  																														| From (1414) and (204) follows:
% 68.51/33.31  																														| (9785) op(e0, e3) = all_0_11_11
% 68.51/33.31  																														|
% 68.51/33.31  																														| From (1414) and (70) follows:
% 68.51/33.31  																														| (60174) op(e0, e0) = all_0_12_12
% 68.51/33.31  																														|
% 68.51/33.31  																														| From (1414) and (138) follows:
% 68.51/33.31  																														| (1667) op(e3, e0) = e0
% 68.51/33.31  																														|
% 68.51/33.31  																														+-Applying beta-rule and splitting (168), into two cases.
% 68.51/33.31  																														|-Branch one:
% 68.51/33.31  																														| (415) all_0_50_50 = e3
% 68.51/33.31  																														|
% 68.51/33.31  																															| Combining equations (378,415) yields a new equation:
% 68.51/33.31  																															| (662) e3 = e2
% 68.51/33.31  																															|
% 68.51/33.31  																															| Equations (662) can reduce 212 to:
% 68.51/33.31  																															| (266) $false
% 68.51/33.31  																															|
% 68.51/33.31  																															|-The branch is then unsatisfiable
% 68.51/33.31  																														|-Branch two:
% 68.51/33.31  																														| (411)  ~ (all_0_50_50 = e3)
% 68.51/33.31  																														| (418) all_0_51_51 = e3 | all_0_53_53 = e3
% 68.51/33.31  																														|
% 68.51/33.31  																															+-Applying beta-rule and splitting (418), into two cases.
% 68.51/33.31  																															|-Branch one:
% 68.51/33.31  																															| (660) all_0_51_51 = e3
% 68.51/33.31  																															|
% 68.51/33.31  																																| Combining equations (1101,660) yields a new equation:
% 68.51/33.31  																																| (424) e4 = e3
% 68.51/33.31  																																|
% 68.51/33.31  																																| Simplifying 424 yields:
% 68.51/33.31  																																| (425) e4 = e3
% 68.51/33.31  																																|
% 68.51/33.31  																																| Equations (425) can reduce 188 to:
% 68.51/33.31  																																| (266) $false
% 68.51/33.31  																																|
% 68.51/33.31  																																|-The branch is then unsatisfiable
% 68.51/33.31  																															|-Branch two:
% 68.51/33.31  																															| (664)  ~ (all_0_51_51 = e3)
% 68.51/33.31  																															| (665) all_0_53_53 = e3
% 68.51/33.31  																															|
% 68.51/33.31  																																| Equations (665) can reduce 1459 to:
% 68.51/33.31  																																| (213)  ~ (e3 = e1)
% 68.51/33.31  																																|
% 68.51/33.31  																																| Equations (665) can reduce 247 to:
% 68.51/33.31  																																| (80)  ~ (e3 = e0)
% 68.51/33.31  																																|
% 68.51/33.31  																																| From (665) and (92) follows:
% 68.51/33.32  																																| (53650) op(e3, e1) = all_0_27_27
% 68.51/33.32  																																|
% 68.51/33.32  																																| From (665) and (175) follows:
% 68.51/33.32  																																| (5031) op(e3, e0) = all_0_28_28
% 68.51/33.32  																																|
% 68.51/33.32  																																| Instantiating formula (29) with e4, e3, all_0_9_9, e0 and discharging atoms op(e4, e3) = all_0_9_9, op(e4, e3) = e0, yields:
% 68.51/33.32  																																| (119128) all_0_9_9 = e0
% 68.51/33.32  																																|
% 68.51/33.32  																																| Instantiating formula (29) with e4, e3, all_0_16_16, all_0_9_9 and discharging atoms op(e4, e3) = all_0_9_9, op(e4, e3) = all_0_16_16, yields:
% 68.51/33.32  																																| (119129) all_0_9_9 = all_0_16_16
% 68.51/33.32  																																|
% 68.51/33.32  																																| Instantiating formula (29) with e4, e2, all_0_15_15, e2 and discharging atoms op(e4, e2) = all_0_15_15, op(e4, e2) = e2, yields:
% 68.51/33.32  																																| (1599) all_0_15_15 = e2
% 68.51/33.32  																																|
% 68.51/33.32  																																| Instantiating formula (29) with e4, e2, all_0_25_25, all_0_15_15 and discharging atoms op(e4, e2) = all_0_15_15, op(e4, e2) = all_0_25_25, yields:
% 68.51/33.33  																																| (117128) all_0_15_15 = all_0_25_25
% 68.51/33.33  																																|
% 68.51/33.33  																																| Instantiating formula (29) with e4, e1, all_0_10_10, e3 and discharging atoms op(e4, e1) = all_0_10_10, op(e4, e1) = e3, yields:
% 68.51/33.33  																																| (9622) all_0_10_10 = e3
% 68.51/33.33  																																|
% 68.51/33.33  																																| Instantiating formula (29) with e4, e1, all_0_24_24, all_0_10_10 and discharging atoms op(e4, e1) = all_0_10_10, op(e4, e1) = all_0_24_24, yields:
% 68.51/33.33  																																| (119133) all_0_10_10 = all_0_24_24
% 68.51/33.33  																																|
% 68.51/33.33  																																| Instantiating formula (29) with e3, e1, e4, all_0_27_27 and discharging atoms op(e3, e1) = all_0_27_27, op(e3, e1) = e4, yields:
% 68.51/33.33  																																| (2161) all_0_27_27 = e4
% 68.51/33.33  																																|
% 68.51/33.33  																																| Instantiating formula (29) with e3, e0, e0, all_0_28_28 and discharging atoms op(e3, e0) = all_0_28_28, op(e3, e0) = e0, yields:
% 68.51/33.33  																																| (5708) all_0_28_28 = e0
% 68.51/33.33  																																|
% 68.51/33.33  																																| Instantiating formula (29) with e2, e3, e4, all_0_23_23 and discharging atoms op(e2, e3) = all_0_23_23, op(e2, e3) = e4, yields:
% 68.51/33.33  																																| (17647) all_0_23_23 = e4
% 68.51/33.33  																																|
% 68.51/33.33  																																| Instantiating formula (29) with e2, e1, all_0_22_22, e2 and discharging atoms op(e2, e1) = all_0_22_22, op(e2, e1) = e2, yields:
% 68.51/33.33  																																| (15362) all_0_22_22 = e2
% 68.51/33.33  																																|
% 68.51/33.33  																																| Instantiating formula (29) with e1, e2, e4, all_0_20_20 and discharging atoms op(e1, e2) = all_0_20_20, op(e1, e2) = e4, yields:
% 68.51/33.33  																																| (2166) all_0_20_20 = e4
% 68.51/33.33  																																|
% 68.51/33.33  																																| Instantiating formula (29) with e0, e3, all_0_11_11, all_0_55_55 and discharging atoms op(e0, e3) = all_0_11_11, op(e0, e3) = all_0_55_55, yields:
% 68.56/33.34  																																| (119139) all_0_11_11 = all_0_55_55
% 68.56/33.34  																																|
% 68.56/33.34  																																| Instantiating formula (29) with e0, e0, e2, all_0_12_12 and discharging atoms op(e0, e0) = all_0_12_12, op(e0, e0) = e2, yields:
% 68.56/33.34  																																| (52202) all_0_12_12 = e2
% 68.56/33.34  																																|
% 68.56/33.35  																																| Combining equations (119128,119129) yields a new equation:
% 68.56/33.35  																																| (118687) all_0_16_16 = e0
% 68.56/33.35  																																|
% 68.56/33.35  																																| Combining equations (9622,119133) yields a new equation:
% 68.56/33.35  																																| (91686) all_0_24_24 = e3
% 68.56/33.35  																																|
% 68.56/33.36  																																| Combining equations (1599,117128) yields a new equation:
% 68.56/33.36  																																| (119143) all_0_25_25 = e2
% 68.56/33.36  																																|
% 68.56/33.36  																																| From (118687) and (118647) follows:
% 68.56/33.37  																																| (22212) op(e4, e3) = e0
% 68.56/33.37  																																|
% 68.56/33.37  																																| From (119143) and (91682) follows:
% 68.56/33.37  																																| (22188) op(e4, e2) = e2
% 68.56/33.37  																																|
% 68.56/33.37  																																| From (91686) and (91683) follows:
% 68.56/33.38  																																| (36) op(e4, e1) = e3
% 68.56/33.38  																																|
% 68.56/33.38  																																| From (2161) and (53650) follows:
% 68.56/33.38  																																| (5492) op(e3, e1) = e4
% 68.56/33.38  																																|
% 68.56/33.38  																																| From (5708) and (5031) follows:
% 68.56/33.38  																																| (1667) op(e3, e0) = e0
% 68.56/33.38  																																|
% 68.56/33.38  																																| From (17647) and (52128) follows:
% 68.56/33.38  																																| (72494) op(e2, e3) = e4
% 68.56/33.38  																																|
% 68.56/33.38  																																| From (15362) and (52129) follows:
% 68.56/33.38  																																| (347) op(e2, e1) = e2
% 68.56/33.38  																																|
% 68.56/33.38  																																| From (2166) and (672) follows:
% 68.56/33.39  																																| (13720) op(e1, e2) = e4
% 68.56/33.39  																																|
% 68.56/33.39  																																| From (119139) and (9785) follows:
% 68.56/33.39  																																| (74) op(e0, e3) = all_0_55_55
% 68.56/33.39  																																|
% 68.56/33.39  																																| From (52202) and (60174) follows:
% 68.56/33.39  																																| (628) op(e0, e0) = e2
% 68.56/33.39  																																|
% 68.56/33.39  																																+-Applying beta-rule and splitting (113), into two cases.
% 68.56/33.39  																																|-Branch one:
% 68.56/33.39  																																| (403) all_0_41_41 = e3
% 68.56/33.39  																																|
% 68.56/33.39  																																	| Equations (403) can reduce 214 to:
% 68.56/33.39  																																	| (404)  ~ (all_0_42_42 = e3)
% 68.56/33.39  																																	|
% 68.56/33.39  																																	| Simplifying 404 yields:
% 68.56/33.39  																																	| (405)  ~ (all_0_42_42 = e3)
% 68.56/33.39  																																	|
% 68.56/33.39  																																	| Equations (403) can reduce 440 to:
% 68.56/33.39  																																	| (277)  ~ (e4 = e3)
% 68.56/33.39  																																	|
% 68.56/33.39  																																	| Simplifying 277 yields:
% 68.56/33.39  																																	| (188)  ~ (e4 = e3)
% 68.56/33.39  																																	|
% 68.56/33.39  																																	| Equations (403) can reduce 85 to:
% 68.56/33.39  																																	| (212)  ~ (e3 = e2)
% 68.56/33.39  																																	|
% 68.56/33.39  																																	+-Applying beta-rule and splitting (152), into two cases.
% 68.56/33.39  																																	|-Branch one:
% 68.56/33.39  																																	| (1392) all_0_42_42 = e4
% 68.56/33.39  																																	|
% 68.56/33.39  																																		| Equations (1392) can reduce 1890 to:
% 68.56/33.39  																																		| (266) $false
% 68.56/33.39  																																		|
% 68.56/33.39  																																		|-The branch is then unsatisfiable
% 68.56/33.39  																																	|-Branch two:
% 68.56/33.39  																																	| (1890)  ~ (all_0_42_42 = e4)
% 68.56/33.39  																																	| (1969) all_0_42_42 = e3 | all_0_42_42 = e1 | all_0_42_42 = e0
% 68.56/33.39  																																	|
% 68.56/33.39  																																		+-Applying beta-rule and splitting (18), into two cases.
% 68.56/33.39  																																		|-Branch one:
% 68.56/33.39  																																		| (453) all_0_41_41 = e1
% 68.56/33.39  																																		|
% 68.56/33.39  																																			| Combining equations (453,403) yields a new equation:
% 68.56/33.39  																																			| (455) e3 = e1
% 68.56/33.39  																																			|
% 68.56/33.39  																																			| Equations (455) can reduce 213 to:
% 68.56/33.39  																																			| (266) $false
% 68.56/33.39  																																			|
% 68.56/33.39  																																			|-The branch is then unsatisfiable
% 68.56/33.39  																																		|-Branch two:
% 68.56/33.39  																																		| (457)  ~ (all_0_41_41 = e1)
% 68.56/33.39  																																		| (595) all_0_46_46 = e1 | all_0_50_50 = e1 | all_0_55_55 = e1
% 68.56/33.39  																																		|
% 68.56/33.39  																																			+-Applying beta-rule and splitting (595), into two cases.
% 68.56/33.39  																																			|-Branch one:
% 68.56/33.39  																																			| (545) all_0_46_46 = e1
% 68.56/33.39  																																			|
% 68.56/33.39  																																				| Combining equations (545,770) yields a new equation:
% 68.56/33.39  																																				| (630) e4 = e1
% 68.56/33.39  																																				|
% 68.56/33.39  																																				| Equations (630) can reduce 110 to:
% 68.56/33.39  																																				| (266) $false
% 68.56/33.39  																																				|
% 68.56/33.39  																																				|-The branch is then unsatisfiable
% 68.56/33.39  																																			|-Branch two:
% 68.56/33.39  																																			| (549)  ~ (all_0_46_46 = e1)
% 68.56/33.39  																																			| (600) all_0_50_50 = e1 | all_0_55_55 = e1
% 68.56/33.39  																																			|
% 68.56/33.39  																																				+-Applying beta-rule and splitting (180), into two cases.
% 68.56/33.39  																																				|-Branch one:
% 68.56/33.39  																																				| (516) all_0_42_42 = e3
% 68.56/33.39  																																				|
% 68.56/33.39  																																					| Equations (516) can reduce 405 to:
% 68.56/33.39  																																					| (266) $false
% 68.56/33.39  																																					|
% 68.56/33.39  																																					|-The branch is then unsatisfiable
% 68.56/33.39  																																				|-Branch two:
% 68.56/33.39  																																				| (405)  ~ (all_0_42_42 = e3)
% 68.56/33.39  																																				| (521) all_0_47_47 = e3 | all_0_51_51 = e3 | all_0_56_56 = e3
% 68.56/33.39  																																				|
% 68.56/33.39  																																					+-Applying beta-rule and splitting (600), into two cases.
% 68.56/33.39  																																					|-Branch one:
% 68.56/33.39  																																					| (601) all_0_50_50 = e1
% 68.56/33.39  																																					|
% 68.56/33.39  																																						| Combining equations (378,601) yields a new equation:
% 68.56/33.39  																																						| (616) e2 = e1
% 68.56/33.39  																																						|
% 68.56/33.39  																																						| Simplifying 616 yields:
% 68.56/33.39  																																						| (617) e2 = e1
% 68.56/33.39  																																						|
% 68.56/33.39  																																						| Equations (617) can reduce 122 to:
% 68.56/33.39  																																						| (266) $false
% 68.56/33.39  																																						|
% 68.56/33.39  																																						|-The branch is then unsatisfiable
% 68.56/33.39  																																					|-Branch two:
% 68.56/33.39  																																					| (759)  ~ (all_0_50_50 = e1)
% 68.56/33.39  																																					| (629) all_0_55_55 = e1
% 68.56/33.39  																																					|
% 68.56/33.39  																																						| From (629) and (74) follows:
% 68.56/33.39  																																						| (6587) op(e0, e3) = e1
% 68.56/33.39  																																						|
% 68.56/33.39  																																						+-Applying beta-rule and splitting (131), into two cases.
% 68.56/33.39  																																						|-Branch one:
% 68.56/33.39  																																						| (459) all_0_42_42 = e1
% 68.56/33.39  																																						|
% 68.56/33.39  																																							| Equations (459) can reduce 405 to:
% 68.56/33.39  																																							| (467)  ~ (e3 = e1)
% 68.56/33.39  																																							|
% 68.56/33.39  																																							| Simplifying 467 yields:
% 68.56/33.39  																																							| (213)  ~ (e3 = e1)
% 68.56/33.39  																																							|
% 68.56/33.39  																																							| Equations (459) can reduce 358 to:
% 68.56/33.39  																																							| (233)  ~ (e1 = e0)
% 68.56/33.39  																																							|
% 68.56/33.39  																																							+-Applying beta-rule and splitting (22), into two cases.
% 68.56/33.39  																																							|-Branch one:
% 68.56/33.39  																																							| (268) all_0_54_54 = e3
% 68.56/33.39  																																							|
% 68.56/33.39  																																								| Combining equations (265,268) yields a new equation:
% 68.56/33.39  																																								| (424) e4 = e3
% 68.56/33.39  																																								|
% 68.56/33.39  																																								| Simplifying 424 yields:
% 68.56/33.39  																																								| (425) e4 = e3
% 68.56/33.39  																																								|
% 68.56/33.39  																																								| Equations (425) can reduce 188 to:
% 68.56/33.39  																																								| (266) $false
% 68.56/33.39  																																								|
% 68.56/33.39  																																								|-The branch is then unsatisfiable
% 68.56/33.39  																																							|-Branch two:
% 68.56/33.40  																																							| (60427)  ~ (all_0_54_54 = e3)
% 68.56/33.40  																																							| (62553) all_0_55_55 = e3 | all_0_56_56 = e3 | all_0_58_58 = e3
% 68.56/33.40  																																							|
% 68.56/33.40  																																								+-Applying beta-rule and splitting (62553), into two cases.
% 68.56/33.40  																																								|-Branch one:
% 68.56/33.40  																																								| (2336) all_0_55_55 = e3
% 68.56/33.40  																																								|
% 68.56/33.40  																																									| Combining equations (2336,629) yields a new equation:
% 68.56/33.40  																																									| (454) e3 = e1
% 68.56/33.40  																																									|
% 68.56/33.40  																																									| Simplifying 454 yields:
% 68.56/33.40  																																									| (455) e3 = e1
% 68.56/33.40  																																									|
% 68.56/33.40  																																									| Equations (455) can reduce 213 to:
% 68.56/33.40  																																									| (266) $false
% 68.56/33.40  																																									|
% 68.56/33.40  																																									|-The branch is then unsatisfiable
% 68.56/33.40  																																								|-Branch two:
% 68.56/33.40  																																								| (270)  ~ (all_0_55_55 = e3)
% 68.56/33.40  																																								| (62557) all_0_56_56 = e3 | all_0_58_58 = e3
% 68.56/33.40  																																								|
% 68.56/33.40  																																									+-Applying beta-rule and splitting (62557), into two cases.
% 68.56/33.40  																																									|-Branch one:
% 68.56/33.40  																																									| (1097) all_0_56_56 = e3
% 68.56/33.40  																																									|
% 68.56/33.40  																																										| From (1097) and (111) follows:
% 68.56/33.40  																																										| (65099) op(e0, e2) = e3
% 68.56/33.40  																																										|
% 68.56/33.40  																																										+-Applying beta-rule and splitting (56), into two cases.
% 68.56/33.40  																																										|-Branch one:
% 68.56/33.40  																																										| (696) unit = e2
% 68.56/33.40  																																										|
% 68.56/33.40  																																											| From (696) and (24) follows:
% 68.56/33.40  																																											| (697) op(e2, e3) = e3
% 68.56/33.40  																																											|
% 68.56/33.40  																																											| From (696) and (211) follows:
% 68.56/33.40  																																											| (1612) op(e2, e1) = e1
% 68.56/33.40  																																											|
% 68.56/33.40  																																											| From (696) and (227) follows:
% 68.56/33.40  																																											| (4284) op(e4, e2) = e4
% 68.56/33.40  																																											|
% 68.56/33.40  																																											| From (696) and (42) follows:
% 68.56/33.40  																																											| (1613) op(e0, e2) = e0
% 68.56/33.40  																																											|
% 68.56/33.40  																																											| Instantiating formula (29) with e4, e2, e4, e2 and discharging atoms op(e4, e2) = e4, op(e4, e2) = e2, yields:
% 68.56/33.40  																																											| (323) e4 = e2
% 68.56/33.40  																																											|
% 68.56/33.40  																																											| Instantiating formula (29) with e2, e3, e3, e4 and discharging atoms op(e2, e3) = e4, op(e2, e3) = e3, yields:
% 68.56/33.40  																																											| (425) e4 = e3
% 68.56/33.40  																																											|
% 68.56/33.40  																																											| Instantiating formula (29) with e2, e1, e1, e2 and discharging atoms op(e2, e1) = e2, op(e2, e1) = e1, yields:
% 68.56/33.40  																																											| (617) e2 = e1
% 68.56/33.40  																																											|
% 68.56/33.40  																																											| Instantiating formula (29) with e0, e2, e0, e3 and discharging atoms op(e0, e2) = e3, op(e0, e2) = e0, yields:
% 68.56/33.40  																																											| (676) e3 = e0
% 68.56/33.40  																																											|
% 68.56/33.40  																																											| Combining equations (323,425) yields a new equation:
% 68.56/33.40  																																											| (662) e3 = e2
% 68.56/33.40  																																											|
% 68.56/33.40  																																											| Combining equations (662,676) yields a new equation:
% 68.56/33.40  																																											| (391) e2 = e0
% 68.56/33.40  																																											|
% 68.56/33.40  																																											| Simplifying 391 yields:
% 68.56/33.40  																																											| (330) e2 = e0
% 68.56/33.40  																																											|
% 68.56/33.40  																																											| Combining equations (330,617) yields a new equation:
% 68.56/33.40  																																											| (431) e1 = e0
% 68.56/33.40  																																											|
% 68.56/33.40  																																											| Equations (431) can reduce 233 to:
% 68.56/33.40  																																											| (266) $false
% 68.56/33.40  																																											|
% 68.56/33.40  																																											|-The branch is then unsatisfiable
% 68.56/33.40  																																										|-Branch two:
% 68.56/33.40  																																										| (707)  ~ (unit = e2)
% 68.56/33.40  																																										| (708) unit = e4 | unit = e3 | unit = e1 | unit = e0
% 68.56/33.40  																																										|
% 68.56/33.40  																																											+-Applying beta-rule and splitting (708), into two cases.
% 68.56/33.40  																																											|-Branch one:
% 68.56/33.40  																																											| (709) unit = e4
% 68.56/33.40  																																											|
% 68.56/33.40  																																												| From (709) and (24) follows:
% 68.56/33.40  																																												| (33325) op(e4, e3) = e3
% 68.56/33.40  																																												|
% 68.56/33.40  																																												| From (709) and (211) follows:
% 68.56/33.41  																																												| (22527) op(e4, e1) = e1
% 68.56/33.41  																																												|
% 68.56/33.41  																																												| Instantiating formula (29) with e4, e3, e3, e0 and discharging atoms op(e4, e3) = e3, op(e4, e3) = e0, yields:
% 68.56/33.41  																																												| (676) e3 = e0
% 68.56/33.41  																																												|
% 68.56/33.41  																																												| Instantiating formula (29) with e4, e1, e1, e3 and discharging atoms op(e4, e1) = e3, op(e4, e1) = e1, yields:
% 68.56/33.41  																																												| (455) e3 = e1
% 68.56/33.41  																																												|
% 68.56/33.41  																																												| Combining equations (455,676) yields a new equation:
% 68.56/33.41  																																												| (546) e1 = e0
% 68.56/33.41  																																												|
% 68.56/33.41  																																												| Simplifying 546 yields:
% 68.56/33.41  																																												| (431) e1 = e0
% 68.56/33.41  																																												|
% 68.56/33.41  																																												| Equations (431) can reduce 233 to:
% 68.56/33.41  																																												| (266) $false
% 68.56/33.41  																																												|
% 68.56/33.41  																																												|-The branch is then unsatisfiable
% 68.56/33.41  																																											|-Branch two:
% 68.56/33.41  																																											| (724)  ~ (unit = e4)
% 68.56/33.41  																																											| (725) unit = e3 | unit = e1 | unit = e0
% 68.56/33.41  																																											|
% 68.56/33.41  																																												+-Applying beta-rule and splitting (725), into two cases.
% 68.56/33.41  																																												|-Branch one:
% 68.56/33.41  																																												| (726) unit = e0
% 68.56/33.41  																																												|
% 68.56/33.41  																																													| From (726) and (24) follows:
% 68.56/33.41  																																													| (2208) op(e0, e3) = e3
% 68.56/33.41  																																													|
% 68.56/33.41  																																													| From (726) and (15) follows:
% 68.56/33.41  																																													| (1508) op(e0, e2) = e2
% 68.56/33.41  																																													|
% 68.56/33.41  																																													| From (726) and (40) follows:
% 68.56/33.41  																																													| (1639) op(e3, e0) = e3
% 68.56/33.41  																																													|
% 68.56/33.41  																																													| Instantiating formula (29) with e3, e0, e3, e0 and discharging atoms op(e3, e0) = e3, op(e3, e0) = e0, yields:
% 68.56/33.41  																																													| (676) e3 = e0
% 68.56/33.41  																																													|
% 68.56/33.41  																																													| Instantiating formula (29) with e0, e3, e3, e1 and discharging atoms op(e0, e3) = e3, op(e0, e3) = e1, yields:
% 68.56/33.41  																																													| (455) e3 = e1
% 68.56/33.41  																																													|
% 68.56/33.41  																																													| Instantiating formula (29) with e0, e2, e2, e3 and discharging atoms op(e0, e2) = e3, op(e0, e2) = e2, yields:
% 68.56/33.41  																																													| (662) e3 = e2
% 68.56/33.41  																																													|
% 68.56/33.41  																																													| Combining equations (676,662) yields a new equation:
% 68.56/33.41  																																													| (330) e2 = e0
% 68.56/33.41  																																													|
% 68.56/33.41  																																													| Combining equations (455,662) yields a new equation:
% 68.56/33.41  																																													| (617) e2 = e1
% 68.56/33.41  																																													|
% 68.56/33.41  																																													| Combining equations (330,617) yields a new equation:
% 68.56/33.41  																																													| (431) e1 = e0
% 68.56/33.41  																																													|
% 68.56/33.41  																																													| Equations (431) can reduce 233 to:
% 68.56/33.41  																																													| (266) $false
% 68.56/33.41  																																													|
% 68.56/33.41  																																													|-The branch is then unsatisfiable
% 68.56/33.41  																																												|-Branch two:
% 68.56/33.41  																																												| (734)  ~ (unit = e0)
% 68.56/33.41  																																												| (735) unit = e3 | unit = e1
% 68.56/33.41  																																												|
% 68.56/33.41  																																													+-Applying beta-rule and splitting (735), into two cases.
% 68.56/33.41  																																													|-Branch one:
% 68.56/33.41  																																													| (736) unit = e1
% 68.56/33.41  																																													|
% 68.56/33.41  																																														| From (736) and (244) follows:
% 68.56/33.41  																																														| (738) op(e1, e4) = e4
% 68.56/33.41  																																														|
% 68.56/33.41  																																														| From (736) and (24) follows:
% 68.56/33.41  																																														| (1934) op(e1, e3) = e3
% 68.56/33.41  																																														|
% 68.56/33.41  																																														| From (736) and (40) follows:
% 68.56/33.41  																																														| (1652) op(e3, e1) = e3
% 68.56/33.41  																																														|
% 68.56/33.41  																																														| Instantiating formula (29) with e3, e1, e3, e4 and discharging atoms op(e3, e1) = e4, op(e3, e1) = e3, yields:
% 68.56/33.41  																																														| (425) e4 = e3
% 68.56/33.41  																																														|
% 68.56/33.41  																																														| Instantiating formula (29) with e1, e4, e4, e0 and discharging atoms op(e1, e4) = e4, op(e1, e4) = e0, yields:
% 68.56/33.41  																																														| (397) e4 = e0
% 68.56/33.41  																																														|
% 68.56/33.41  																																														| Instantiating formula (29) with e1, e3, e3, e2 and discharging atoms op(e1, e3) = e3, op(e1, e3) = e2, yields:
% 68.56/33.41  																																														| (662) e3 = e2
% 68.56/33.41  																																														|
% 68.56/33.41  																																														| Combining equations (425,397) yields a new equation:
% 68.56/33.41  																																														| (675) e3 = e0
% 68.56/33.41  																																														|
% 68.56/33.41  																																														| Simplifying 675 yields:
% 68.56/33.41  																																														| (676) e3 = e0
% 68.56/33.41  																																														|
% 68.56/33.41  																																														| Combining equations (662,676) yields a new equation:
% 68.56/33.41  																																														| (391) e2 = e0
% 68.56/33.41  																																														|
% 68.56/33.41  																																														| Simplifying 391 yields:
% 68.56/33.41  																																														| (330) e2 = e0
% 68.56/33.41  																																														|
% 68.56/33.41  																																														| Equations (330) can reduce 128 to:
% 68.56/33.41  																																														| (266) $false
% 68.56/33.41  																																														|
% 68.56/33.41  																																														|-The branch is then unsatisfiable
% 68.56/33.41  																																													|-Branch two:
% 68.56/33.41  																																													| (748)  ~ (unit = e1)
% 68.56/33.41  																																													| (749) unit = e3
% 68.56/33.41  																																													|
% 68.56/33.41  																																														| From (749) and (211) follows:
% 68.56/33.41  																																														| (13877) op(e3, e1) = e1
% 68.56/33.41  																																														|
% 68.56/33.41  																																														| From (749) and (227) follows:
% 68.56/33.41  																																														| (22570) op(e4, e3) = e4
% 68.56/33.41  																																														|
% 68.56/33.41  																																														| From (749) and (32) follows:
% 68.56/33.41  																																														| (5793) op(e2, e3) = e2
% 68.56/33.41  																																														|
% 68.56/33.41  																																														| Instantiating formula (29) with e4, e3, e4, e0 and discharging atoms op(e4, e3) = e4, op(e4, e3) = e0, yields:
% 68.56/33.41  																																														| (397) e4 = e0
% 68.56/33.41  																																														|
% 68.56/33.41  																																														| Instantiating formula (29) with e3, e1, e1, e4 and discharging atoms op(e3, e1) = e4, op(e3, e1) = e1, yields:
% 68.56/33.41  																																														| (630) e4 = e1
% 68.56/33.41  																																														|
% 68.56/33.41  																																														| Instantiating formula (29) with e2, e3, e2, e4 and discharging atoms op(e2, e3) = e4, op(e2, e3) = e2, yields:
% 68.56/33.41  																																														| (323) e4 = e2
% 68.56/33.41  																																														|
% 68.56/33.41  																																														| Combining equations (397,323) yields a new equation:
% 68.56/33.41  																																														| (330) e2 = e0
% 68.56/33.41  																																														|
% 68.56/33.41  																																														| Combining equations (630,323) yields a new equation:
% 68.56/33.41  																																														| (617) e2 = e1
% 68.56/33.41  																																														|
% 68.56/33.41  																																														| Combining equations (330,617) yields a new equation:
% 68.56/33.41  																																														| (431) e1 = e0
% 68.56/33.41  																																														|
% 68.56/33.41  																																														| Equations (431) can reduce 233 to:
% 68.56/33.41  																																														| (266) $false
% 68.56/33.41  																																														|
% 68.56/33.41  																																														|-The branch is then unsatisfiable
% 68.56/33.41  																																									|-Branch two:
% 68.56/33.41  																																									| (272)  ~ (all_0_56_56 = e3)
% 68.56/33.41  																																									| (795) all_0_58_58 = e3
% 68.56/33.41  																																									|
% 68.56/33.41  																																										| Combining equations (624,795) yields a new equation:
% 68.56/33.41  																																										| (662) e3 = e2
% 68.56/33.41  																																										|
% 68.56/33.41  																																										| Equations (662) can reduce 212 to:
% 68.56/33.41  																																										| (266) $false
% 68.56/33.41  																																										|
% 68.56/33.41  																																										|-The branch is then unsatisfiable
% 68.56/33.41  																																						|-Branch two:
% 68.56/33.41  																																						| (1380)  ~ (all_0_42_42 = e1)
% 68.56/33.41  																																						| (3259) all_0_47_47 = e1 | all_0_51_51 = e1 | all_0_56_56 = e1
% 68.56/33.41  																																						|
% 68.56/33.41  																																							+-Applying beta-rule and splitting (1969), into two cases.
% 68.56/33.41  																																							|-Branch one:
% 68.56/33.41  																																							| (559) all_0_42_42 = e0
% 68.56/33.41  																																							|
% 68.56/33.41  																																								| Equations (559) can reduce 358 to:
% 68.56/33.41  																																								| (266) $false
% 68.56/33.41  																																								|
% 68.56/33.41  																																								|-The branch is then unsatisfiable
% 68.56/33.41  																																							|-Branch two:
% 68.56/33.41  																																							| (358)  ~ (all_0_42_42 = e0)
% 68.56/33.41  																																							| (2510) all_0_42_42 = e3 | all_0_42_42 = e1
% 68.56/33.41  																																							|
% 68.56/33.41  																																								+-Applying beta-rule and splitting (2510), into two cases.
% 68.56/33.41  																																								|-Branch one:
% 68.56/33.41  																																								| (459) all_0_42_42 = e1
% 68.56/33.41  																																								|
% 68.56/33.41  																																									| Equations (459) can reduce 1380 to:
% 68.56/33.41  																																									| (266) $false
% 68.56/33.41  																																									|
% 68.56/33.41  																																									|-The branch is then unsatisfiable
% 68.56/33.41  																																								|-Branch two:
% 68.56/33.41  																																								| (1380)  ~ (all_0_42_42 = e1)
% 68.56/33.41  																																								| (516) all_0_42_42 = e3
% 68.56/33.41  																																								|
% 68.56/33.41  																																									| Equations (516) can reduce 405 to:
% 68.56/33.41  																																									| (266) $false
% 68.56/33.41  																																									|
% 68.56/33.41  																																									|-The branch is then unsatisfiable
% 68.56/33.41  																																|-Branch two:
% 68.56/33.41  																																| (1898)  ~ (all_0_41_41 = e3)
% 68.56/33.41  																																| (1899) all_0_42_42 = e3 | all_0_44_44 = e3
% 68.56/33.41  																																|
% 68.56/33.41  																																	+-Applying beta-rule and splitting (1899), into two cases.
% 68.56/33.41  																																	|-Branch one:
% 68.56/33.41  																																	| (516) all_0_42_42 = e3
% 68.56/33.41  																																	|
% 68.56/33.41  																																		| Equations (516) can reduce 236 to:
% 68.56/33.41  																																		| (271)  ~ (all_0_56_56 = e3)
% 68.56/33.41  																																		|
% 68.56/33.41  																																		| Simplifying 271 yields:
% 68.56/33.41  																																		| (272)  ~ (all_0_56_56 = e3)
% 68.56/33.41  																																		|
% 68.56/33.41  																																		| Equations (516) can reduce 1890 to:
% 68.56/33.41  																																		| (277)  ~ (e4 = e3)
% 68.56/33.41  																																		|
% 68.56/33.41  																																		| Simplifying 277 yields:
% 68.56/33.41  																																		| (188)  ~ (e4 = e3)
% 68.56/33.41  																																		|
% 68.56/33.41  																																		| Equations (516) can reduce 51 to:
% 68.56/33.41  																																		| (212)  ~ (e3 = e2)
% 68.56/33.41  																																		|
% 68.56/33.41  																																		| From (516) and (210) follows:
% 68.56/33.41  																																		| (4285) op(e3, e2) = e3
% 68.56/33.41  																																		|
% 68.56/33.41  																																		+-Applying beta-rule and splitting (133), into two cases.
% 68.56/33.41  																																		|-Branch one:
% 68.56/33.41  																																		| (833) all_0_56_56 = e2
% 68.56/33.41  																																		|
% 68.56/33.41  																																			| Equations (833) can reduce 511 to:
% 68.56/33.41  																																			| (266) $false
% 68.56/33.41  																																			|
% 68.56/33.41  																																			|-The branch is then unsatisfiable
% 68.56/33.41  																																		|-Branch two:
% 68.56/33.41  																																		| (511)  ~ (all_0_56_56 = e2)
% 68.56/33.41  																																		| (836) all_0_56_56 = e4 | all_0_56_56 = e3 | all_0_56_56 = e1 | all_0_56_56 = e0
% 68.56/33.41  																																		|
% 68.56/33.41  																																			+-Applying beta-rule and splitting (22), into two cases.
% 68.56/33.41  																																			|-Branch one:
% 68.56/33.41  																																			| (268) all_0_54_54 = e3
% 68.56/33.41  																																			|
% 68.56/33.41  																																				| Combining equations (268,265) yields a new equation:
% 68.56/33.41  																																				| (425) e4 = e3
% 68.56/33.41  																																				|
% 68.56/33.41  																																				| Equations (425) can reduce 188 to:
% 68.56/33.41  																																				| (266) $false
% 68.56/33.41  																																				|
% 68.56/33.41  																																				|-The branch is then unsatisfiable
% 68.56/33.41  																																			|-Branch two:
% 68.64/33.41  																																			| (60427)  ~ (all_0_54_54 = e3)
% 68.64/33.42  																																			| (62553) all_0_55_55 = e3 | all_0_56_56 = e3 | all_0_58_58 = e3
% 68.64/33.42  																																			|
% 68.64/33.42  																																				+-Applying beta-rule and splitting (62553), into two cases.
% 68.64/33.42  																																				|-Branch one:
% 68.64/33.42  																																				| (2336) all_0_55_55 = e3
% 68.64/33.42  																																				|
% 68.64/33.42  																																					| Equations (2336) can reduce 153 to:
% 68.64/33.42  																																					| (271)  ~ (all_0_56_56 = e3)
% 68.64/33.42  																																					|
% 68.64/33.42  																																					| Simplifying 271 yields:
% 68.64/33.42  																																					| (272)  ~ (all_0_56_56 = e3)
% 68.64/33.42  																																					|
% 68.64/33.42  																																					| From (2336) and (74) follows:
% 68.64/33.42  																																					| (2208) op(e0, e3) = e3
% 68.64/33.42  																																					|
% 68.64/33.42  																																					+-Applying beta-rule and splitting (836), into two cases.
% 68.64/33.42  																																					|-Branch one:
% 68.64/33.42  																																					| (842) all_0_56_56 = e4
% 68.64/33.42  																																					|
% 68.64/33.42  																																						| Equations (842) can reduce 477 to:
% 68.64/33.42  																																						| (266) $false
% 68.64/33.42  																																						|
% 68.64/33.42  																																						|-The branch is then unsatisfiable
% 68.64/33.42  																																					|-Branch two:
% 68.64/33.42  																																					| (477)  ~ (all_0_56_56 = e4)
% 68.64/33.42  																																					| (845) all_0_56_56 = e3 | all_0_56_56 = e1 | all_0_56_56 = e0
% 68.64/33.42  																																					|
% 68.64/33.42  																																						+-Applying beta-rule and splitting (845), into two cases.
% 68.64/33.42  																																						|-Branch one:
% 68.64/33.42  																																						| (679) all_0_56_56 = e0
% 68.64/33.42  																																						|
% 68.64/33.42  																																							| Equations (679) can reduce 828 to:
% 68.64/33.42  																																							| (266) $false
% 68.64/33.42  																																							|
% 68.64/33.42  																																							|-The branch is then unsatisfiable
% 68.64/33.42  																																						|-Branch two:
% 68.64/33.42  																																						| (828)  ~ (all_0_56_56 = e0)
% 68.64/33.42  																																						| (3172) all_0_56_56 = e3 | all_0_56_56 = e1
% 68.64/33.42  																																						|
% 68.64/33.42  																																							+-Applying beta-rule and splitting (3172), into two cases.
% 68.64/33.42  																																							|-Branch one:
% 68.64/33.42  																																							| (1569) all_0_56_56 = e1
% 68.64/33.42  																																							|
% 68.64/33.42  																																								| Equations (1569) can reduce 828 to:
% 68.64/33.42  																																								| (233)  ~ (e1 = e0)
% 68.64/33.42  																																								|
% 68.64/33.42  																																								| From (1569) and (111) follows:
% 68.64/33.42  																																								| (3175) op(e0, e2) = e1
% 68.64/33.42  																																								|
% 68.64/33.42  																																								+-Applying beta-rule and splitting (56), into two cases.
% 68.64/33.42  																																								|-Branch one:
% 68.64/33.42  																																								| (696) unit = e2
% 68.64/33.42  																																								|
% 68.64/33.42  																																									| From (696) and (227) follows:
% 68.64/33.42  																																									| (4284) op(e4, e2) = e4
% 68.64/33.42  																																									|
% 68.64/33.42  																																									| From (696) and (32) follows:
% 68.64/33.42  																																									| (698) op(e2, e2) = e2
% 68.64/33.42  																																									|
% 68.64/33.42  																																									| From (696) and (28) follows:
% 68.64/33.42  																																									| (699) op(e1, e2) = e1
% 68.64/33.42  																																									|
% 68.64/33.42  																																									| Instantiating formula (29) with e4, e2, e4, e2 and discharging atoms op(e4, e2) = e4, op(e4, e2) = e2, yields:
% 68.64/33.42  																																									| (323) e4 = e2
% 68.64/33.42  																																									|
% 68.64/33.42  																																									| Instantiating formula (29) with e2, e2, e2, e0 and discharging atoms op(e2, e2) = e2, op(e2, e2) = e0, yields:
% 68.64/33.42  																																									| (330) e2 = e0
% 68.64/33.42  																																									|
% 68.64/33.42  																																									| Instantiating formula (29) with e1, e2, e1, e4 and discharging atoms op(e1, e2) = e4, op(e1, e2) = e1, yields:
% 68.64/33.42  																																									| (630) e4 = e1
% 68.64/33.42  																																									|
% 68.64/33.42  																																									| Combining equations (323,630) yields a new equation:
% 68.64/33.42  																																									| (616) e2 = e1
% 68.64/33.42  																																									|
% 68.64/33.42  																																									| Simplifying 616 yields:
% 68.64/33.42  																																									| (617) e2 = e1
% 68.64/33.42  																																									|
% 68.64/33.42  																																									| Combining equations (330,617) yields a new equation:
% 68.64/33.42  																																									| (431) e1 = e0
% 68.64/33.42  																																									|
% 68.64/33.42  																																									| Equations (431) can reduce 233 to:
% 68.64/33.42  																																									| (266) $false
% 68.64/33.42  																																									|
% 68.64/33.42  																																									|-The branch is then unsatisfiable
% 68.64/33.42  																																								|-Branch two:
% 68.64/33.42  																																								| (707)  ~ (unit = e2)
% 68.64/33.42  																																								| (708) unit = e4 | unit = e3 | unit = e1 | unit = e0
% 68.64/33.42  																																								|
% 68.64/33.42  																																									+-Applying beta-rule and splitting (708), into two cases.
% 68.64/33.42  																																									|-Branch one:
% 68.64/33.42  																																									| (709) unit = e4
% 68.64/33.42  																																									|
% 68.64/33.42  																																										| From (709) and (24) follows:
% 68.64/33.42  																																										| (33325) op(e4, e3) = e3
% 68.64/33.42  																																										|
% 68.64/33.42  																																										| From (709) and (211) follows:
% 68.64/33.42  																																										| (22527) op(e4, e1) = e1
% 68.64/33.42  																																										|
% 68.64/33.42  																																										| Instantiating formula (29) with e4, e3, e3, e0 and discharging atoms op(e4, e3) = e3, op(e4, e3) = e0, yields:
% 68.64/33.42  																																										| (676) e3 = e0
% 68.64/33.42  																																										|
% 68.64/33.42  																																										| Instantiating formula (29) with e4, e1, e1, e3 and discharging atoms op(e4, e1) = e3, op(e4, e1) = e1, yields:
% 68.64/33.42  																																										| (455) e3 = e1
% 68.64/33.42  																																										|
% 68.64/33.42  																																										| Combining equations (455,676) yields a new equation:
% 68.64/33.42  																																										| (546) e1 = e0
% 68.64/33.42  																																										|
% 68.64/33.42  																																										| Simplifying 546 yields:
% 68.64/33.42  																																										| (431) e1 = e0
% 68.64/33.42  																																										|
% 68.64/33.42  																																										| Equations (431) can reduce 233 to:
% 68.64/33.42  																																										| (266) $false
% 68.64/33.42  																																										|
% 68.64/33.42  																																										|-The branch is then unsatisfiable
% 68.64/33.42  																																									|-Branch two:
% 68.64/33.42  																																									| (724)  ~ (unit = e4)
% 68.64/33.42  																																									| (725) unit = e3 | unit = e1 | unit = e0
% 68.64/33.42  																																									|
% 68.64/33.42  																																										+-Applying beta-rule and splitting (725), into two cases.
% 68.64/33.42  																																										|-Branch one:
% 68.64/33.42  																																										| (726) unit = e0
% 68.64/33.42  																																										|
% 68.64/33.42  																																											| From (726) and (15) follows:
% 68.64/33.42  																																											| (1508) op(e0, e2) = e2
% 68.64/33.42  																																											|
% 68.64/33.42  																																											| From (726) and (42) follows:
% 68.64/33.42  																																											| (728) op(e0, e0) = e0
% 68.64/33.42  																																											|
% 68.64/33.42  																																											| Instantiating formula (29) with e0, e2, e2, e1 and discharging atoms op(e0, e2) = e2, op(e0, e2) = e1, yields:
% 68.64/33.42  																																											| (617) e2 = e1
% 68.64/33.42  																																											|
% 68.64/33.42  																																											| Instantiating formula (29) with e0, e0, e0, e2 and discharging atoms op(e0, e0) = e2, op(e0, e0) = e0, yields:
% 68.64/33.42  																																											| (330) e2 = e0
% 68.64/33.42  																																											|
% 68.64/33.42  																																											| Combining equations (330,617) yields a new equation:
% 68.64/33.42  																																											| (431) e1 = e0
% 68.64/33.42  																																											|
% 68.64/33.42  																																											| Equations (431) can reduce 233 to:
% 68.64/33.42  																																											| (266) $false
% 68.64/33.42  																																											|
% 68.64/33.42  																																											|-The branch is then unsatisfiable
% 68.64/33.42  																																										|-Branch two:
% 68.64/33.42  																																										| (734)  ~ (unit = e0)
% 68.64/33.42  																																										| (735) unit = e3 | unit = e1
% 68.64/33.42  																																										|
% 68.64/33.42  																																											+-Applying beta-rule and splitting (735), into two cases.
% 68.64/33.42  																																											|-Branch one:
% 68.64/33.42  																																											| (736) unit = e1
% 68.64/33.42  																																											|
% 68.64/33.42  																																												| From (736) and (244) follows:
% 68.64/33.42  																																												| (738) op(e1, e4) = e4
% 68.64/33.42  																																												|
% 68.64/33.42  																																												| From (736) and (24) follows:
% 68.64/33.42  																																												| (1934) op(e1, e3) = e3
% 68.64/33.42  																																												|
% 68.64/33.42  																																												| From (736) and (40) follows:
% 68.64/33.42  																																												| (1652) op(e3, e1) = e3
% 68.64/33.42  																																												|
% 68.64/33.42  																																												| Instantiating formula (29) with e3, e1, e3, e4 and discharging atoms op(e3, e1) = e4, op(e3, e1) = e3, yields:
% 68.64/33.42  																																												| (425) e4 = e3
% 68.64/33.42  																																												|
% 68.64/33.42  																																												| Instantiating formula (29) with e1, e4, e4, e0 and discharging atoms op(e1, e4) = e4, op(e1, e4) = e0, yields:
% 68.64/33.42  																																												| (397) e4 = e0
% 68.64/33.42  																																												|
% 68.64/33.42  																																												| Instantiating formula (29) with e1, e3, e3, e2 and discharging atoms op(e1, e3) = e3, op(e1, e3) = e2, yields:
% 68.64/33.42  																																												| (662) e3 = e2
% 68.64/33.42  																																												|
% 68.64/33.42  																																												| Combining equations (425,397) yields a new equation:
% 68.64/33.42  																																												| (675) e3 = e0
% 68.64/33.42  																																												|
% 68.64/33.42  																																												| Simplifying 675 yields:
% 68.64/33.42  																																												| (676) e3 = e0
% 68.64/33.42  																																												|
% 68.64/33.42  																																												| Combining equations (662,676) yields a new equation:
% 68.64/33.42  																																												| (391) e2 = e0
% 68.64/33.42  																																												|
% 68.64/33.42  																																												| Simplifying 391 yields:
% 68.64/33.42  																																												| (330) e2 = e0
% 68.64/33.42  																																												|
% 68.64/33.42  																																												| Equations (330) can reduce 128 to:
% 68.64/33.42  																																												| (266) $false
% 68.64/33.42  																																												|
% 68.64/33.42  																																												|-The branch is then unsatisfiable
% 68.64/33.42  																																											|-Branch two:
% 68.64/33.42  																																											| (748)  ~ (unit = e1)
% 68.64/33.42  																																											| (749) unit = e3
% 68.64/33.42  																																											|
% 68.64/33.42  																																												| From (749) and (15) follows:
% 68.64/33.42  																																												| (751) op(e3, e2) = e2
% 68.64/33.42  																																												|
% 68.64/33.42  																																												| From (749) and (211) follows:
% 68.64/33.42  																																												| (13877) op(e3, e1) = e1
% 68.64/33.42  																																												|
% 68.64/33.42  																																												| From (749) and (32) follows:
% 68.64/33.42  																																												| (5793) op(e2, e3) = e2
% 68.64/33.42  																																												|
% 68.64/33.42  																																												| From (749) and (42) follows:
% 68.64/33.42  																																												| (752) op(e0, e3) = e0
% 68.64/33.42  																																												|
% 68.64/33.42  																																												| Instantiating formula (29) with e3, e2, e2, e3 and discharging atoms op(e3, e2) = e3, op(e3, e2) = e2, yields:
% 68.64/33.42  																																												| (662) e3 = e2
% 68.64/33.42  																																												|
% 68.64/33.42  																																												| Instantiating formula (29) with e3, e1, e1, e4 and discharging atoms op(e3, e1) = e4, op(e3, e1) = e1, yields:
% 68.64/33.42  																																												| (630) e4 = e1
% 68.64/33.42  																																												|
% 68.64/33.42  																																												| Instantiating formula (29) with e2, e3, e2, e4 and discharging atoms op(e2, e3) = e4, op(e2, e3) = e2, yields:
% 68.64/33.42  																																												| (323) e4 = e2
% 68.64/33.42  																																												|
% 68.64/33.42  																																												| Instantiating formula (29) with e0, e3, e0, e3 and discharging atoms op(e0, e3) = e3, op(e0, e3) = e0, yields:
% 68.64/33.42  																																												| (676) e3 = e0
% 68.64/33.42  																																												|
% 68.64/33.42  																																												| Combining equations (630,323) yields a new equation:
% 68.64/33.42  																																												| (617) e2 = e1
% 68.64/33.42  																																												|
% 68.64/33.42  																																												| Combining equations (662,676) yields a new equation:
% 68.64/33.42  																																												| (391) e2 = e0
% 68.64/33.42  																																												|
% 68.64/33.42  																																												| Simplifying 391 yields:
% 68.64/33.42  																																												| (330) e2 = e0
% 68.64/33.42  																																												|
% 68.64/33.42  																																												| Combining equations (617,330) yields a new equation:
% 68.64/33.42  																																												| (546) e1 = e0
% 68.64/33.42  																																												|
% 68.64/33.42  																																												| Simplifying 546 yields:
% 68.64/33.42  																																												| (431) e1 = e0
% 68.64/33.42  																																												|
% 68.64/33.42  																																												| Equations (431) can reduce 233 to:
% 68.64/33.42  																																												| (266) $false
% 68.64/33.42  																																												|
% 68.64/33.42  																																												|-The branch is then unsatisfiable
% 68.64/33.42  																																							|-Branch two:
% 68.64/33.42  																																							| (466)  ~ (all_0_56_56 = e1)
% 68.64/33.42  																																							| (1097) all_0_56_56 = e3
% 68.64/33.42  																																							|
% 68.64/33.42  																																								| Equations (1097) can reduce 272 to:
% 68.64/33.42  																																								| (266) $false
% 68.64/33.42  																																								|
% 68.64/33.42  																																								|-The branch is then unsatisfiable
% 68.64/33.42  																																				|-Branch two:
% 68.64/33.42  																																				| (270)  ~ (all_0_55_55 = e3)
% 68.64/33.42  																																				| (62557) all_0_56_56 = e3 | all_0_58_58 = e3
% 68.64/33.42  																																				|
% 68.64/33.43  																																					+-Applying beta-rule and splitting (62557), into two cases.
% 68.64/33.43  																																					|-Branch one:
% 68.64/33.43  																																					| (1097) all_0_56_56 = e3
% 68.64/33.43  																																					|
% 68.64/33.43  																																						| Equations (1097) can reduce 272 to:
% 68.64/33.43  																																						| (266) $false
% 68.64/33.43  																																						|
% 68.64/33.43  																																						|-The branch is then unsatisfiable
% 68.64/33.43  																																					|-Branch two:
% 68.64/33.43  																																					| (272)  ~ (all_0_56_56 = e3)
% 68.64/33.43  																																					| (795) all_0_58_58 = e3
% 68.64/33.43  																																					|
% 68.64/33.43  																																						| Combining equations (624,795) yields a new equation:
% 68.64/33.43  																																						| (662) e3 = e2
% 68.64/33.43  																																						|
% 68.64/33.43  																																						| Equations (662) can reduce 212 to:
% 68.64/33.43  																																						| (266) $false
% 68.64/33.43  																																						|
% 68.64/33.43  																																						|-The branch is then unsatisfiable
% 68.64/33.43  																																	|-Branch two:
% 68.64/33.43  																																	| (405)  ~ (all_0_42_42 = e3)
% 68.64/33.43  																																	| (532) all_0_44_44 = e3
% 68.64/33.43  																																	|
% 68.64/33.43  																																		| Combining equations (532,1414) yields a new equation:
% 68.64/33.43  																																		| (675) e3 = e0
% 68.64/33.43  																																		|
% 68.64/33.43  																																		| Simplifying 675 yields:
% 68.64/33.43  																																		| (676) e3 = e0
% 68.64/33.43  																																		|
% 68.64/33.43  																																		| Equations (676) can reduce 80 to:
% 68.64/33.43  																																		| (266) $false
% 68.64/33.43  																																		|
% 68.64/33.43  																																		|-The branch is then unsatisfiable
% 68.64/33.43  																									|-Branch two:
% 68.64/33.43  																									| (475)  ~ (all_0_51_51 = e4)
% 68.64/33.43  																									| (1294) all_0_52_52 = e4 | all_0_53_53 = e4
% 68.64/33.43  																									|
% 68.64/33.43  																										+-Applying beta-rule and splitting (1294), into two cases.
% 68.64/33.43  																										|-Branch one:
% 68.64/33.43  																										| (565) all_0_52_52 = e4
% 68.64/33.43  																										|
% 68.64/33.43  																											| Combining equations (565,642) yields a new equation:
% 68.64/33.43  																											| (636) e4 = e1
% 68.64/33.43  																											|
% 68.64/33.43  																											| Simplifying 636 yields:
% 68.64/33.43  																											| (630) e4 = e1
% 68.64/33.43  																											|
% 68.64/33.43  																											| Equations (630) can reduce 110 to:
% 68.64/33.43  																											| (266) $false
% 68.64/33.43  																											|
% 68.64/33.43  																											|-The branch is then unsatisfiable
% 68.64/33.43  																										|-Branch two:
% 68.64/33.43  																										| (780)  ~ (all_0_52_52 = e4)
% 68.64/33.43  																										| (1298) all_0_53_53 = e4
% 68.64/33.43  																										|
% 68.64/33.43  																											| Equations (1298) can reduce 1453 to:
% 68.64/33.43  																											| (266) $false
% 68.64/33.43  																											|
% 68.64/33.43  																											|-The branch is then unsatisfiable
% 68.64/33.43  																							|-Branch two:
% 68.64/33.43  																							| (250)  ~ (all_0_46_46 = e4)
% 68.64/33.43  																							| (61466) all_0_47_47 = e4 | all_0_48_48 = e4 | all_0_49_49 = e4
% 68.64/33.43  																							|
% 68.64/33.43  																								+-Applying beta-rule and splitting (75), into two cases.
% 68.64/33.43  																								|-Branch one:
% 68.64/33.43  																								| (485) all_0_40_40 = e0
% 68.64/33.43  																								|
% 68.64/33.43  																									| Combining equations (1378,485) yields a new equation:
% 68.64/33.43  																									| (481) e4 = e0
% 68.64/33.43  																									|
% 68.64/33.43  																									| Simplifying 481 yields:
% 68.64/33.43  																									| (397) e4 = e0
% 68.64/33.43  																									|
% 68.64/33.43  																									| Equations (397) can reduce 49 to:
% 68.64/33.43  																									| (266) $false
% 68.64/33.43  																									|
% 68.64/33.43  																									|-The branch is then unsatisfiable
% 68.64/33.43  																								|-Branch two:
% 68.64/33.43  																								| (1401)  ~ (all_0_40_40 = e0)
% 68.64/33.43  																								| (1748) all_0_44_44 = e0 | all_0_49_49 = e0 | all_0_58_58 = e0
% 68.64/33.43  																								|
% 68.64/33.43  																									| Equations (1378) can reduce 1401 to:
% 68.64/33.43  																									| (49)  ~ (e4 = e0)
% 68.64/33.43  																									|
% 68.64/33.43  																									+-Applying beta-rule and splitting (54), into two cases.
% 68.64/33.43  																									|-Branch one:
% 68.64/33.43  																									| (583) all_0_49_49 = e2
% 68.64/33.43  																									|
% 68.64/33.43  																										| Equations (583) can reduce 340 to:
% 68.64/33.43  																										| (266) $false
% 68.64/33.43  																										|
% 68.64/33.43  																										|-The branch is then unsatisfiable
% 68.64/33.43  																									|-Branch two:
% 68.64/33.43  																									| (340)  ~ (all_0_49_49 = e2)
% 68.64/33.43  																									| (586) all_0_49_49 = e4 | all_0_49_49 = e3 | all_0_49_49 = e1 | all_0_49_49 = e0
% 68.64/33.43  																									|
% 68.64/33.43  																										+-Applying beta-rule and splitting (586), into two cases.
% 68.64/33.43  																										|-Branch one:
% 68.64/33.43  																										| (974) all_0_49_49 = e4
% 68.64/33.43  																										|
% 68.64/33.43  																											| Equations (974) can reduce 256 to:
% 68.64/33.43  																											| (266) $false
% 68.64/33.43  																											|
% 68.64/33.43  																											|-The branch is then unsatisfiable
% 68.64/33.43  																										|-Branch two:
% 68.64/33.43  																										| (256)  ~ (all_0_49_49 = e4)
% 68.64/33.43  																										| (977) all_0_49_49 = e3 | all_0_49_49 = e1 | all_0_49_49 = e0
% 68.64/33.43  																										|
% 68.64/33.43  																											+-Applying beta-rule and splitting (61466), into two cases.
% 68.64/33.43  																											|-Branch one:
% 68.64/33.43  																											| (1790) all_0_47_47 = e4
% 68.64/33.43  																											|
% 68.64/33.43  																												| Combining equations (674,1790) yields a new equation:
% 68.64/33.43  																												| (397) e4 = e0
% 68.64/33.43  																												|
% 68.64/33.43  																												| Equations (397) can reduce 49 to:
% 68.64/33.43  																												| (266) $false
% 68.64/33.43  																												|
% 68.64/33.43  																												|-The branch is then unsatisfiable
% 68.64/33.43  																											|-Branch two:
% 68.64/33.43  																											| (252)  ~ (all_0_47_47 = e4)
% 68.64/33.43  																											| (61479) all_0_48_48 = e4 | all_0_49_49 = e4
% 68.64/33.43  																											|
% 68.64/33.43  																												+-Applying beta-rule and splitting (61479), into two cases.
% 68.64/33.43  																												|-Branch one:
% 68.64/33.43  																												| (943) all_0_48_48 = e4
% 68.64/33.43  																												|
% 68.64/33.43  																													| Combining equations (335,943) yields a new equation:
% 68.64/33.43  																													| (323) e4 = e2
% 68.64/33.43  																													|
% 68.64/33.43  																													| Equations (323) can reduce 48 to:
% 68.64/33.43  																													| (266) $false
% 68.64/33.43  																													|
% 68.64/33.43  																													|-The branch is then unsatisfiable
% 68.64/33.43  																												|-Branch two:
% 68.64/33.43  																												| (254)  ~ (all_0_48_48 = e4)
% 68.64/33.43  																												| (974) all_0_49_49 = e4
% 68.64/33.43  																												|
% 68.64/33.43  																													| Equations (974) can reduce 256 to:
% 68.64/33.43  																													| (266) $false
% 68.64/33.43  																													|
% 68.64/33.43  																													|-The branch is then unsatisfiable
% 68.64/33.44  																			|-Branch two:
% 68.64/33.44  																			| (302)  ~ (all_0_50_50 = e2)
% 68.64/33.44  																			| (386) all_0_55_55 = e2
% 68.64/33.44  																			|
% 68.64/33.44  																				| Equations (386) can reduce 304 to:
% 68.64/33.44  																				| (266) $false
% 68.64/33.44  																				|
% 68.64/33.44  																				|-The branch is then unsatisfiable
% 68.64/33.44  													|-Branch two:
% 68.64/33.44  													| (399)  ~ (all_0_43_43 = e4)
% 68.64/33.44  													| (6374) all_0_43_43 = e1 | all_0_43_43 = e0
% 68.64/33.44  													|
% 68.64/33.44  														+-Applying beta-rule and splitting (6374), into two cases.
% 68.64/33.44  														|-Branch one:
% 68.64/33.44  														| (356) all_0_43_43 = e0
% 68.64/33.44  														|
% 68.64/33.44  															| Equations (356) can reduce 5470 to:
% 68.64/33.44  															| (266) $false
% 68.64/33.44  															|
% 68.64/33.44  															|-The branch is then unsatisfiable
% 68.64/33.44  														|-Branch two:
% 68.64/33.44  														| (5470)  ~ (all_0_43_43 = e0)
% 68.64/33.44  														| (430) all_0_43_43 = e1
% 68.64/33.44  														|
% 68.64/33.44  															| Equations (430) can reduce 31 to:
% 68.64/33.44  															| (457)  ~ (all_0_41_41 = e1)
% 68.64/33.44  															|
% 68.64/33.44  															| Equations (430) can reduce 240 to:
% 68.64/33.44  															| (1380)  ~ (all_0_42_42 = e1)
% 68.64/33.44  															|
% 68.64/33.44  															| Equations (430) can reduce 159 to:
% 68.64/33.44  															| (4057)  ~ (all_0_44_44 = e1)
% 68.64/33.44  															|
% 68.64/33.44  															| Simplifying 4057 yields:
% 68.64/33.44  															| (639)  ~ (all_0_44_44 = e1)
% 68.64/33.44  															|
% 68.64/33.44  															| Equations (430) can reduce 217 to:
% 68.64/33.44  															| (3533)  ~ (all_0_52_52 = e1)
% 68.64/33.44  															|
% 68.64/33.44  															| Simplifying 3533 yields:
% 68.64/33.44  															| (646)  ~ (all_0_52_52 = e1)
% 68.64/33.44  															|
% 68.64/33.44  															| Equations (430) can reduce 99 to:
% 68.64/33.44  															| (467)  ~ (e3 = e1)
% 68.64/33.44  															|
% 68.64/33.44  															| Simplifying 467 yields:
% 68.64/33.44  															| (213)  ~ (e3 = e1)
% 68.64/33.44  															|
% 68.64/33.44  															| Equations (430) can reduce 96 to:
% 68.64/33.44  															| (604)  ~ (e2 = e1)
% 68.64/33.44  															|
% 68.64/33.44  															| Simplifying 604 yields:
% 68.64/33.44  															| (122)  ~ (e2 = e1)
% 68.64/33.44  															|
% 68.64/33.44  															| Equations (430) can reduce 5470 to:
% 68.64/33.44  															| (233)  ~ (e1 = e0)
% 68.64/33.44  															|
% 68.64/33.44  															| From (430) and (88) follows:
% 68.64/33.44  															| (6385) op(e1, e3) = all_0_9_9
% 68.64/33.44  															|
% 68.64/33.44  															| From (430) and (98) follows:
% 68.64/33.44  															| (6386) op(e1, e1) = all_0_10_10
% 68.64/33.44  															|
% 68.64/33.44  															| From (430) and (37) follows:
% 68.64/33.44  															| (13877) op(e3, e1) = e1
% 68.64/33.44  															|
% 68.64/33.44  															+-Applying beta-rule and splitting (355), into two cases.
% 68.64/33.44  															|-Branch one:
% 68.64/33.44  															| (565) all_0_52_52 = e4
% 68.64/33.44  															|
% 68.64/33.44  																| Equations (565) can reduce 101 to:
% 68.64/33.44  																| (566)  ~ (all_0_50_50 = e4)
% 68.64/33.44  																|
% 68.64/33.44  																| Equations (565) can reduce 20 to:
% 68.64/33.44  																| (475)  ~ (all_0_51_51 = e4)
% 68.64/33.44  																|
% 68.64/33.44  																| Equations (565) can reduce 166 to:
% 68.64/33.44  																| (188)  ~ (e4 = e3)
% 68.64/33.44  																|
% 68.64/33.44  																| Equations (565) can reduce 342 to:
% 68.64/33.44  																| (48)  ~ (e4 = e2)
% 68.64/33.44  																|
% 68.64/33.44  																| Equations (565) can reduce 646 to:
% 68.64/33.44  																| (110)  ~ (e4 = e1)
% 68.64/33.44  																|
% 68.64/33.44  																| Equations (565) can reduce 72 to:
% 68.64/33.44  																| (49)  ~ (e4 = e0)
% 68.64/33.44  																|
% 68.64/33.44  																| From (565) and (124) follows:
% 68.64/33.44  																| (570) op(e1, e1) = e4
% 68.64/33.44  																|
% 68.64/33.44  																| Instantiating formula (29) with e1, e3, all_0_9_9, all_0_50_50 and discharging atoms op(e1, e3) = all_0_9_9, op(e1, e3) = all_0_50_50, yields:
% 68.64/33.44  																| (6393) all_0_9_9 = all_0_50_50
% 68.64/33.44  																|
% 68.64/33.44  																| Instantiating formula (29) with e1, e1, e4, all_0_10_10 and discharging atoms op(e1, e1) = all_0_10_10, op(e1, e1) = e4, yields:
% 68.64/33.44  																| (6394) all_0_10_10 = e4
% 68.64/33.44  																|
% 68.64/33.44  																| From (6393) and (6385) follows:
% 68.64/33.44  																| (242) op(e1, e3) = all_0_50_50
% 68.64/33.44  																|
% 68.64/33.44  																| From (6394) and (6386) follows:
% 68.64/33.44  																| (570) op(e1, e1) = e4
% 68.64/33.44  																|
% 68.64/33.44  																+-Applying beta-rule and splitting (117), into two cases.
% 68.64/33.44  																|-Branch one:
% 68.64/33.44  																| (292) all_0_38_38 = e2
% 68.64/33.44  																|
% 68.64/33.44  																	| Combining equations (292,329) yields a new equation:
% 68.64/33.44  																	| (391) e2 = e0
% 68.64/33.44  																	|
% 68.64/33.44  																	| Simplifying 391 yields:
% 68.64/33.44  																	| (330) e2 = e0
% 68.64/33.44  																	|
% 68.64/33.44  																	| Equations (330) can reduce 128 to:
% 68.64/33.44  																	| (266) $false
% 68.64/33.44  																	|
% 68.64/33.44  																	|-The branch is then unsatisfiable
% 68.64/33.44  																|-Branch two:
% 68.64/33.44  																| (9600)  ~ (all_0_38_38 = e2)
% 68.64/33.44  																| (24424) all_0_46_46 = e2 | all_0_50_50 = e2 | all_0_55_55 = e2
% 68.64/33.44  																|
% 68.64/33.44  																	| Equations (329) can reduce 9600 to:
% 68.64/33.44  																	| (365)  ~ (e2 = e0)
% 68.64/33.44  																	|
% 68.64/33.44  																	| Simplifying 365 yields:
% 68.64/33.44  																	| (128)  ~ (e2 = e0)
% 68.64/33.44  																	|
% 68.64/33.44  																	+-Applying beta-rule and splitting (158), into two cases.
% 68.64/33.44  																	|-Branch one:
% 68.64/33.44  																	| (313) all_0_40_40 = e2
% 68.64/33.44  																	|
% 68.64/33.44  																		| Combining equations (1378,313) yields a new equation:
% 68.64/33.44  																		| (322) e4 = e2
% 68.64/33.44  																		|
% 68.64/33.44  																		| Simplifying 322 yields:
% 68.64/33.44  																		| (323) e4 = e2
% 68.64/33.44  																		|
% 68.64/33.44  																		| Equations (323) can reduce 48 to:
% 68.64/33.44  																		| (266) $false
% 68.64/33.44  																		|
% 68.64/33.44  																		|-The branch is then unsatisfiable
% 68.64/33.44  																	|-Branch two:
% 68.64/33.44  																	| (296)  ~ (all_0_40_40 = e2)
% 68.64/33.44  																	| (377) all_0_49_49 = e2 | all_0_53_53 = e2 | all_0_58_58 = e2
% 68.64/33.44  																	|
% 68.64/33.44  																		+-Applying beta-rule and splitting (222), into two cases.
% 68.64/33.44  																		|-Branch one:
% 68.64/33.44  																		| (386) all_0_55_55 = e2
% 68.64/33.44  																		|
% 68.64/33.44  																			| Equations (386) can reduce 191 to:
% 68.64/33.44  																			| (85)  ~ (all_0_41_41 = e2)
% 68.64/33.44  																			|
% 68.64/33.44  																			| Equations (386) can reduce 58 to:
% 68.64/33.44  																			| (300)  ~ (all_0_46_46 = e2)
% 68.64/33.44  																			|
% 68.64/33.44  																			| Equations (386) can reduce 153 to:
% 68.64/33.44  																			| (510)  ~ (all_0_56_56 = e2)
% 68.64/33.44  																			|
% 68.64/33.44  																			| Simplifying 510 yields:
% 68.64/33.44  																			| (511)  ~ (all_0_56_56 = e2)
% 68.64/33.44  																			|
% 68.64/33.44  																			| Equations (386) can reduce 3 to:
% 68.64/33.44  																			| (1186)  ~ (all_0_58_58 = e2)
% 68.64/33.44  																			|
% 68.64/33.44  																			| Simplifying 1186 yields:
% 68.64/33.44  																			| (908)  ~ (all_0_58_58 = e2)
% 68.64/33.44  																			|
% 68.64/33.44  																			| From (386) and (187) follows:
% 68.64/33.45  																			| (52670) op(e2, e3) = all_0_32_32
% 68.64/33.45  																			|
% 68.64/33.45  																			| From (386) and (68) follows:
% 68.64/33.45  																			| (119908) op(e2, e0) = all_0_31_31
% 68.64/33.45  																			|
% 68.64/33.45  																			| From (386) and (74) follows:
% 68.64/33.45  																			| (24443) op(e0, e3) = e2
% 68.64/33.45  																			|
% 68.64/33.45  																			+-Applying beta-rule and splitting (377), into two cases.
% 68.64/33.45  																			|-Branch one:
% 68.64/33.45  																			| (583) all_0_49_49 = e2
% 68.64/33.45  																			|
% 68.64/33.45  																				| Equations (583) can reduce 340 to:
% 68.64/33.45  																				| (266) $false
% 68.64/33.45  																				|
% 68.64/33.45  																				|-The branch is then unsatisfiable
% 68.64/33.45  																			|-Branch two:
% 68.64/33.45  																			| (340)  ~ (all_0_49_49 = e2)
% 68.64/33.45  																			| (614) all_0_53_53 = e2 | all_0_58_58 = e2
% 68.64/33.45  																			|
% 68.64/33.45  																				+-Applying beta-rule and splitting (614), into two cases.
% 68.64/33.45  																				|-Branch one:
% 68.64/33.45  																				| (607) all_0_53_53 = e2
% 68.64/33.45  																				|
% 68.64/33.45  																					| Equations (607) can reduce 220 to:
% 68.64/33.45  																					| (147)  ~ (all_0_44_44 = e2)
% 68.64/33.45  																					|
% 68.64/33.45  																					| Equations (607) can reduce 190 to:
% 68.64/33.45  																					| (302)  ~ (all_0_50_50 = e2)
% 68.64/33.45  																					|
% 68.64/33.45  																					| Equations (607) can reduce 6 to:
% 68.64/33.45  																					| (1099)  ~ (all_0_51_51 = e2)
% 68.64/33.45  																					|
% 68.64/33.45  																					| From (607) and (175) follows:
% 68.64/33.45  																					| (1556) op(e2, e0) = all_0_28_28
% 68.64/33.45  																					|
% 68.64/33.45  																					| From (607) and (84) follows:
% 68.64/33.45  																					| (2566) op(e1, e0) = e2
% 68.64/33.45  																					|
% 68.64/33.45  																					| Instantiating formula (29) with e2, e3, all_0_32_32, all_0_46_46 and discharging atoms op(e2, e3) = all_0_32_32, op(e2, e3) = all_0_46_46, yields:
% 68.64/33.45  																					| (52744) all_0_32_32 = all_0_46_46
% 68.64/33.45  																					|
% 68.64/33.45  																					| Instantiating formula (29) with e2, e0, all_0_28_28, all_0_49_49 and discharging atoms op(e2, e0) = all_0_28_28, op(e2, e0) = all_0_49_49, yields:
% 68.64/33.45  																					| (7482) all_0_28_28 = all_0_49_49
% 68.64/33.45  																					|
% 68.64/33.45  																					| Instantiating formula (29) with e2, e0, all_0_31_31, all_0_28_28 and discharging atoms op(e2, e0) = all_0_28_28, op(e2, e0) = all_0_31_31, yields:
% 68.64/33.45  																					| (5707) all_0_28_28 = all_0_31_31
% 68.64/33.45  																					|
% 68.64/33.45  																					| Combining equations (5707,7482) yields a new equation:
% 68.64/33.46  																					| (119923) all_0_31_31 = all_0_49_49
% 68.64/33.46  																					|
% 68.64/33.46  																					| Simplifying 119923 yields:
% 68.64/33.47  																					| (119924) all_0_31_31 = all_0_49_49
% 68.64/33.47  																					|
% 68.64/33.47  																					| From (52744) and (52670) follows:
% 68.64/33.47  																					| (120) op(e2, e3) = all_0_46_46
% 68.64/33.47  																					|
% 68.64/33.47  																					| From (119924) and (119908) follows:
% 68.64/33.47  																					| (55) op(e2, e0) = all_0_49_49
% 68.64/33.47  																					|
% 68.64/33.47  																					+-Applying beta-rule and splitting (168), into two cases.
% 68.64/33.47  																					|-Branch one:
% 68.64/33.47  																					| (415) all_0_50_50 = e3
% 68.64/33.47  																					|
% 68.64/33.47  																						| Equations (415) can reduce 221 to:
% 68.70/33.47  																						| (1898)  ~ (all_0_41_41 = e3)
% 68.70/33.47  																						|
% 68.70/33.47  																						| Equations (415) can reduce 35 to:
% 68.70/33.47  																						| (409)  ~ (all_0_46_46 = e3)
% 68.70/33.47  																						|
% 68.70/33.47  																						| Equations (415) can reduce 59 to:
% 68.70/33.47  																						| (1925)  ~ (all_0_51_51 = e3)
% 68.70/33.47  																						|
% 68.70/33.48  																						| Simplifying 1925 yields:
% 68.70/33.48  																						| (664)  ~ (all_0_51_51 = e3)
% 68.70/33.48  																						|
% 68.70/33.48  																						| Equations (415) can reduce 566 to:
% 68.70/33.48  																						| (277)  ~ (e4 = e3)
% 68.70/33.48  																						|
% 68.70/33.48  																						| Simplifying 277 yields:
% 68.70/33.48  																						| (188)  ~ (e4 = e3)
% 68.70/33.48  																						|
% 68.70/33.48  																						| From (415) and (8) follows:
% 68.70/33.48  																						| (5694) op(e3, e3) = all_0_23_23
% 68.70/33.48  																						|
% 68.70/33.48  																						+-Applying beta-rule and splitting (27), into two cases.
% 68.70/33.48  																						|-Branch one:
% 68.70/33.48  																						| (437) all_0_41_41 = e4
% 68.70/33.48  																						|
% 68.70/33.48  																							| Equations (437) can reduce 214 to:
% 68.70/33.48  																							| (1901)  ~ (all_0_42_42 = e4)
% 68.70/33.48  																							|
% 68.70/33.48  																							| Simplifying 1901 yields:
% 68.70/33.48  																							| (1890)  ~ (all_0_42_42 = e4)
% 68.70/33.48  																							|
% 68.70/33.48  																							| Equations (437) can reduce 43 to:
% 68.70/33.48  																							| (249)  ~ (all_0_46_46 = e4)
% 68.70/33.48  																							|
% 68.70/33.48  																							| Simplifying 249 yields:
% 68.70/33.48  																							| (250)  ~ (all_0_46_46 = e4)
% 68.70/33.48  																							|
% 68.70/33.48  																							| Equations (437) can reduce 1898 to:
% 68.70/33.48  																							| (188)  ~ (e4 = e3)
% 68.70/33.48  																							|
% 68.70/33.48  																							| From (437) and (219) follows:
% 68.70/33.48  																							| (1913) op(e3, e3) = e4
% 68.70/33.48  																							|
% 68.70/33.48  																							+-Applying beta-rule and splitting (7), into two cases.
% 68.70/33.48  																							|-Branch one:
% 68.70/33.48  																							| (504) all_0_51_51 = e2
% 68.70/33.48  																							|
% 68.70/33.48  																								| Equations (504) can reduce 1099 to:
% 68.70/33.48  																								| (266) $false
% 68.70/33.48  																								|
% 68.70/33.48  																								|-The branch is then unsatisfiable
% 68.70/33.48  																							|-Branch two:
% 68.70/33.48  																							| (1099)  ~ (all_0_51_51 = e2)
% 68.70/33.48  																							| (1100) all_0_51_51 = e4 | all_0_51_51 = e3 | all_0_51_51 = e1
% 68.70/33.48  																							|
% 68.70/33.48  																								+-Applying beta-rule and splitting (123), into two cases.
% 68.70/33.48  																								|-Branch one:
% 68.70/33.48  																								| (1794) all_0_46_46 = e2
% 68.70/33.48  																								|
% 68.70/33.48  																									| Equations (1794) can reduce 300 to:
% 68.70/33.48  																									| (266) $false
% 68.70/33.48  																									|
% 68.70/33.48  																									|-The branch is then unsatisfiable
% 68.70/33.48  																								|-Branch two:
% 68.70/33.48  																								| (300)  ~ (all_0_46_46 = e2)
% 68.70/33.48  																								| (1797) all_0_46_46 = e4 | all_0_46_46 = e3 | all_0_46_46 = e1 | all_0_46_46 = e0
% 68.70/33.48  																								|
% 68.70/33.48  																									+-Applying beta-rule and splitting (1100), into two cases.
% 68.70/33.48  																									|-Branch one:
% 68.70/33.48  																									| (1101) all_0_51_51 = e4
% 68.70/33.48  																									|
% 68.70/33.48  																										| Equations (1101) can reduce 475 to:
% 68.70/33.48  																										| (266) $false
% 68.70/33.48  																										|
% 68.70/33.48  																										|-The branch is then unsatisfiable
% 68.70/33.48  																									|-Branch two:
% 68.70/33.48  																									| (475)  ~ (all_0_51_51 = e4)
% 68.70/33.48  																									| (1104) all_0_51_51 = e3 | all_0_51_51 = e1
% 68.70/33.48  																									|
% 68.70/33.48  																										+-Applying beta-rule and splitting (1104), into two cases.
% 68.70/33.48  																										|-Branch one:
% 68.70/33.48  																										| (1109) all_0_51_51 = e1
% 68.70/33.48  																										|
% 68.70/33.48  																											| Equations (1109) can reduce 61 to:
% 68.70/33.48  																											| (1380)  ~ (all_0_42_42 = e1)
% 68.70/33.48  																											|
% 68.70/33.48  																											| From (1109) and (177) follows:
% 68.70/33.48  																											| (4211) op(e1, e2) = all_0_25_25
% 68.70/33.48  																											|
% 68.70/33.48  																											| From (1109) and (186) follows:
% 68.70/33.48  																											| (699) op(e1, e2) = e1
% 68.70/33.48  																											|
% 68.70/33.48  																											+-Applying beta-rule and splitting (1797), into two cases.
% 68.70/33.48  																											|-Branch one:
% 68.70/33.48  																											| (770) all_0_46_46 = e4
% 68.70/33.48  																											|
% 68.70/33.48  																												| Equations (770) can reduce 250 to:
% 68.70/33.48  																												| (266) $false
% 68.70/33.48  																												|
% 68.70/33.48  																												|-The branch is then unsatisfiable
% 68.70/33.48  																											|-Branch two:
% 68.70/33.48  																											| (250)  ~ (all_0_46_46 = e4)
% 68.70/33.48  																											| (1801) all_0_46_46 = e3 | all_0_46_46 = e1 | all_0_46_46 = e0
% 68.70/33.48  																											|
% 68.70/33.48  																												+-Applying beta-rule and splitting (1801), into two cases.
% 68.70/33.48  																												|-Branch one:
% 68.70/33.48  																												| (538) all_0_46_46 = e0
% 68.70/33.48  																												|
% 68.70/33.48  																													| Equations (538) can reduce 831 to:
% 68.70/33.48  																													| (266) $false
% 68.70/33.48  																													|
% 68.70/33.48  																													|-The branch is then unsatisfiable
% 68.70/33.48  																												|-Branch two:
% 68.70/33.48  																												| (831)  ~ (all_0_46_46 = e0)
% 68.70/33.48  																												| (1838) all_0_46_46 = e3 | all_0_46_46 = e1
% 68.70/33.48  																												|
% 68.70/33.48  																													+-Applying beta-rule and splitting (1838), into two cases.
% 68.70/33.48  																													|-Branch one:
% 68.70/33.48  																													| (545) all_0_46_46 = e1
% 68.70/33.48  																													|
% 68.70/33.48  																														| Equations (545) can reduce 208 to:
% 68.70/33.48  																														| (1419)  ~ (all_0_49_49 = e1)
% 68.70/33.48  																														|
% 68.70/33.48  																														| Simplifying 1419 yields:
% 68.70/33.48  																														| (1064)  ~ (all_0_49_49 = e1)
% 68.70/33.48  																														|
% 68.70/33.48  																														| Equations (545) can reduce 300 to:
% 68.70/33.48  																														| (604)  ~ (e2 = e1)
% 68.70/33.48  																														|
% 68.70/33.48  																														| Simplifying 604 yields:
% 68.70/33.48  																														| (122)  ~ (e2 = e1)
% 68.70/33.48  																														|
% 68.70/33.48  																														| From (545) and (179) follows:
% 68.70/33.48  																														| (5636) op(e1, e2) = all_0_15_15
% 68.70/33.48  																														|
% 68.70/33.48  																														| From (545) and (120) follows:
% 68.70/33.48  																														| (2105) op(e2, e3) = e1
% 68.70/33.48  																														|
% 68.70/33.48  																														+-Applying beta-rule and splitting (112), into two cases.
% 68.70/33.48  																														|-Branch one:
% 68.70/33.48  																														| (635) all_0_44_44 = e1
% 68.70/33.48  																														|
% 68.70/33.48  																															| Equations (635) can reduce 639 to:
% 68.70/33.48  																															| (266) $false
% 68.70/33.48  																															|
% 68.70/33.48  																															|-The branch is then unsatisfiable
% 68.70/33.48  																														|-Branch two:
% 68.70/33.48  																														| (639)  ~ (all_0_44_44 = e1)
% 68.70/33.48  																														| (640) all_0_49_49 = e1 | all_0_53_53 = e1 | all_0_58_58 = e1
% 68.70/33.48  																														|
% 68.70/33.48  																															+-Applying beta-rule and splitting (640), into two cases.
% 68.70/33.48  																															|-Branch one:
% 68.70/33.48  																															| (671) all_0_49_49 = e1
% 68.70/33.48  																															|
% 68.70/33.48  																																| Equations (671) can reduce 1064 to:
% 68.70/33.48  																																| (266) $false
% 68.70/33.48  																																|
% 68.70/33.48  																																|-The branch is then unsatisfiable
% 68.70/33.48  																															|-Branch two:
% 68.70/33.48  																															| (1064)  ~ (all_0_49_49 = e1)
% 68.70/33.48  																															| (2141) all_0_53_53 = e1 | all_0_58_58 = e1
% 68.70/33.48  																															|
% 68.70/33.48  																																+-Applying beta-rule and splitting (2141), into two cases.
% 68.70/33.48  																																|-Branch one:
% 68.70/33.48  																																| (1208) all_0_53_53 = e1
% 68.70/33.48  																																|
% 68.70/33.48  																																	| Combining equations (607,1208) yields a new equation:
% 68.70/33.48  																																	| (616) e2 = e1
% 68.70/33.48  																																	|
% 68.70/33.48  																																	| Simplifying 616 yields:
% 68.70/33.48  																																	| (617) e2 = e1
% 68.70/33.48  																																	|
% 68.70/33.48  																																	| Equations (617) can reduce 122 to:
% 68.70/33.48  																																	| (266) $false
% 68.70/33.48  																																	|
% 68.70/33.48  																																	|-The branch is then unsatisfiable
% 68.70/33.48  																																|-Branch two:
% 68.70/33.48  																																| (1459)  ~ (all_0_53_53 = e1)
% 68.70/33.48  																																| (918) all_0_58_58 = e1
% 68.70/33.48  																																|
% 68.70/33.48  																																	| Equations (918) can reduce 119 to:
% 68.70/33.48  																																	| (1064)  ~ (all_0_49_49 = e1)
% 68.70/33.48  																																	|
% 68.70/33.48  																																	| Equations (918) can reduce 44 to:
% 68.70/33.48  																																	| (466)  ~ (all_0_56_56 = e1)
% 68.70/33.48  																																	|
% 68.70/33.48  																																	+-Applying beta-rule and splitting (22), into two cases.
% 68.70/33.48  																																	|-Branch one:
% 68.70/33.48  																																	| (268) all_0_54_54 = e3
% 68.70/33.48  																																	|
% 68.70/33.48  																																		| Combining equations (268,265) yields a new equation:
% 68.70/33.48  																																		| (425) e4 = e3
% 68.70/33.48  																																		|
% 68.70/33.48  																																		| Equations (425) can reduce 188 to:
% 68.70/33.48  																																		| (266) $false
% 68.70/33.48  																																		|
% 68.70/33.48  																																		|-The branch is then unsatisfiable
% 68.70/33.48  																																	|-Branch two:
% 68.70/33.48  																																	| (60427)  ~ (all_0_54_54 = e3)
% 68.70/33.48  																																	| (62553) all_0_55_55 = e3 | all_0_56_56 = e3 | all_0_58_58 = e3
% 68.70/33.48  																																	|
% 68.70/33.48  																																		| Equations (265) can reduce 60427 to:
% 68.70/33.48  																																		| (188)  ~ (e4 = e3)
% 68.70/33.48  																																		|
% 68.70/33.48  																																		+-Applying beta-rule and splitting (189), into two cases.
% 68.70/33.48  																																		|-Branch one:
% 68.70/33.48  																																		| (532) all_0_44_44 = e3
% 68.70/33.48  																																		|
% 68.70/33.48  																																			| Equations (532) can reduce 73 to:
% 68.70/33.48  																																			| (405)  ~ (all_0_42_42 = e3)
% 68.70/33.48  																																			|
% 68.70/33.48  																																			| From (532) and (204) follows:
% 68.70/33.49  																																			| (15591) op(e3, e3) = all_0_11_11
% 68.70/33.49  																																			|
% 68.70/33.49  																																			+-Applying beta-rule and splitting (152), into two cases.
% 68.70/33.49  																																			|-Branch one:
% 68.70/33.49  																																			| (1392) all_0_42_42 = e4
% 68.70/33.49  																																			|
% 68.70/33.49  																																				| Equations (1392) can reduce 1890 to:
% 68.70/33.49  																																				| (266) $false
% 68.70/33.49  																																				|
% 68.70/33.49  																																				|-The branch is then unsatisfiable
% 68.70/33.49  																																			|-Branch two:
% 68.70/33.49  																																			| (1890)  ~ (all_0_42_42 = e4)
% 68.70/33.49  																																			| (1969) all_0_42_42 = e3 | all_0_42_42 = e1 | all_0_42_42 = e0
% 68.70/33.49  																																			|
% 68.70/33.49  																																				+-Applying beta-rule and splitting (1969), into two cases.
% 68.70/33.49  																																				|-Branch one:
% 68.70/33.49  																																				| (559) all_0_42_42 = e0
% 68.70/33.49  																																				|
% 68.70/33.49  																																					| Equations (559) can reduce 198 to:
% 68.70/33.49  																																					| (1402)  ~ (all_0_47_47 = e0)
% 68.70/33.49  																																					|
% 68.70/33.49  																																					| Simplifying 1402 yields:
% 68.70/33.49  																																					| (678)  ~ (all_0_47_47 = e0)
% 68.70/33.49  																																					|
% 68.70/33.49  																																					| Equations (559) can reduce 236 to:
% 68.70/33.49  																																					| (1181)  ~ (all_0_56_56 = e0)
% 68.70/33.49  																																					|
% 68.70/33.49  																																					| Simplifying 1181 yields:
% 68.70/33.49  																																					| (828)  ~ (all_0_56_56 = e0)
% 68.70/33.49  																																					|
% 68.70/33.49  																																					| Equations (559) can reduce 51 to:
% 68.70/33.49  																																					| (365)  ~ (e2 = e0)
% 68.70/33.49  																																					|
% 68.70/33.49  																																					| Simplifying 365 yields:
% 68.70/33.49  																																					| (128)  ~ (e2 = e0)
% 68.70/33.49  																																					|
% 68.70/33.49  																																					| Equations (559) can reduce 1380 to:
% 68.70/33.49  																																					| (435)  ~ (e1 = e0)
% 68.70/33.49  																																					|
% 68.70/33.49  																																					| Simplifying 435 yields:
% 68.70/33.49  																																					| (233)  ~ (e1 = e0)
% 68.70/33.49  																																					|
% 68.70/33.49  																																					| From (559) and (225) follows:
% 68.70/33.49  																																					| (15580) op(e0, e2) = all_0_8_8
% 68.70/33.49  																																					|
% 68.70/33.49  																																					+-Applying beta-rule and splitting (184), into two cases.
% 68.70/33.49  																																					|-Branch one:
% 68.70/33.49  																																					| (538) all_0_46_46 = e0
% 68.70/33.49  																																					|
% 68.70/33.49  																																						| Combining equations (545,538) yields a new equation:
% 68.70/33.49  																																						| (546) e1 = e0
% 68.70/33.49  																																						|
% 68.70/33.49  																																						| Simplifying 546 yields:
% 68.70/33.49  																																						| (431) e1 = e0
% 68.70/33.49  																																						|
% 68.70/33.49  																																						| Equations (431) can reduce 233 to:
% 68.70/33.49  																																						| (266) $false
% 68.70/33.49  																																						|
% 68.70/33.49  																																						|-The branch is then unsatisfiable
% 68.70/33.49  																																					|-Branch two:
% 68.70/33.49  																																					| (831)  ~ (all_0_46_46 = e0)
% 68.70/33.49  																																					| (832) all_0_47_47 = e0 | all_0_48_48 = e0 | all_0_49_49 = e0
% 68.70/33.49  																																					|
% 68.70/33.49  																																						+-Applying beta-rule and splitting (133), into two cases.
% 68.70/33.49  																																						|-Branch one:
% 68.70/33.49  																																						| (833) all_0_56_56 = e2
% 68.70/33.49  																																						|
% 68.70/33.49  																																							| Equations (833) can reduce 511 to:
% 68.70/33.49  																																							| (266) $false
% 68.70/33.49  																																							|
% 68.70/33.49  																																							|-The branch is then unsatisfiable
% 68.70/33.49  																																						|-Branch two:
% 68.70/33.49  																																						| (511)  ~ (all_0_56_56 = e2)
% 68.70/33.49  																																						| (836) all_0_56_56 = e4 | all_0_56_56 = e3 | all_0_56_56 = e1 | all_0_56_56 = e0
% 68.70/33.49  																																						|
% 68.70/33.49  																																							+-Applying beta-rule and splitting (836), into two cases.
% 68.70/33.49  																																							|-Branch one:
% 68.70/33.49  																																							| (842) all_0_56_56 = e4
% 68.70/33.49  																																							|
% 68.70/33.49  																																								| Equations (842) can reduce 477 to:
% 68.70/33.49  																																								| (266) $false
% 68.70/33.49  																																								|
% 68.70/33.49  																																								|-The branch is then unsatisfiable
% 68.70/33.49  																																							|-Branch two:
% 68.70/33.49  																																							| (477)  ~ (all_0_56_56 = e4)
% 68.70/33.49  																																							| (845) all_0_56_56 = e3 | all_0_56_56 = e1 | all_0_56_56 = e0
% 68.70/33.49  																																							|
% 68.70/33.49  																																								+-Applying beta-rule and splitting (845), into two cases.
% 68.70/33.49  																																								|-Branch one:
% 68.70/33.49  																																								| (679) all_0_56_56 = e0
% 68.70/33.49  																																								|
% 68.70/33.49  																																									| Equations (679) can reduce 828 to:
% 68.70/33.49  																																									| (266) $false
% 68.70/33.49  																																									|
% 68.70/33.49  																																									|-The branch is then unsatisfiable
% 68.70/33.49  																																								|-Branch two:
% 68.70/33.49  																																								| (828)  ~ (all_0_56_56 = e0)
% 68.70/33.49  																																								| (3172) all_0_56_56 = e3 | all_0_56_56 = e1
% 68.70/33.49  																																								|
% 68.70/33.49  																																									+-Applying beta-rule and splitting (832), into two cases.
% 68.70/33.49  																																									|-Branch one:
% 68.70/33.49  																																									| (674) all_0_47_47 = e0
% 68.70/33.49  																																									|
% 68.70/33.49  																																										| Equations (674) can reduce 678 to:
% 68.70/33.49  																																										| (266) $false
% 68.70/33.49  																																										|
% 68.70/33.49  																																										|-The branch is then unsatisfiable
% 68.70/33.49  																																									|-Branch two:
% 68.70/33.49  																																									| (678)  ~ (all_0_47_47 = e0)
% 68.70/33.49  																																									| (1278) all_0_48_48 = e0 | all_0_49_49 = e0
% 68.70/33.49  																																									|
% 68.70/33.49  																																										+-Applying beta-rule and splitting (3172), into two cases.
% 68.70/33.49  																																										|-Branch one:
% 68.70/33.49  																																										| (1569) all_0_56_56 = e1
% 68.70/33.49  																																										|
% 68.70/33.49  																																											| Equations (1569) can reduce 466 to:
% 68.70/33.49  																																											| (266) $false
% 68.70/33.49  																																											|
% 68.70/33.49  																																											|-The branch is then unsatisfiable
% 68.70/33.49  																																										|-Branch two:
% 68.70/33.49  																																										| (466)  ~ (all_0_56_56 = e1)
% 68.70/33.49  																																										| (1097) all_0_56_56 = e3
% 68.70/33.49  																																										|
% 68.70/33.49  																																											| From (1097) and (111) follows:
% 68.70/33.49  																																											| (65099) op(e0, e2) = e3
% 68.70/33.49  																																											|
% 68.70/33.49  																																											+-Applying beta-rule and splitting (1278), into two cases.
% 68.70/33.49  																																											|-Branch one:
% 68.70/33.49  																																											| (1279) all_0_48_48 = e0
% 68.70/33.49  																																											|
% 68.70/33.49  																																												| Combining equations (335,1279) yields a new equation:
% 68.70/33.49  																																												| (391) e2 = e0
% 68.70/33.49  																																												|
% 68.70/33.49  																																												| Simplifying 391 yields:
% 68.70/33.49  																																												| (330) e2 = e0
% 68.70/33.49  																																												|
% 68.70/33.49  																																												| Equations (330) can reduce 128 to:
% 68.70/33.49  																																												| (266) $false
% 68.70/33.49  																																												|
% 68.70/33.49  																																												|-The branch is then unsatisfiable
% 68.70/33.49  																																											|-Branch two:
% 68.70/33.49  																																											| (1283)  ~ (all_0_48_48 = e0)
% 68.70/33.49  																																											| (978) all_0_49_49 = e0
% 68.70/33.49  																																											|
% 68.70/33.49  																																												| Equations (978) can reduce 1064 to:
% 68.70/33.49  																																												| (435)  ~ (e1 = e0)
% 68.70/33.49  																																												|
% 68.70/33.49  																																												| Simplifying 435 yields:
% 68.70/33.49  																																												| (233)  ~ (e1 = e0)
% 68.70/33.49  																																												|
% 68.70/33.49  																																												| From (978) and (129) follows:
% 68.70/33.49  																																												| (2097) op(e0, e2) = all_0_20_20
% 68.70/33.49  																																												|
% 68.70/33.49  																																												| From (978) and (55) follows:
% 68.70/33.49  																																												| (7585) op(e2, e0) = e0
% 68.70/33.49  																																												|
% 68.70/33.49  																																												| Instantiating formula (29) with e3, e3, all_0_23_23, all_0_11_11 and discharging atoms op(e3, e3) = all_0_11_11, op(e3, e3) = all_0_23_23, yields:
% 68.70/33.49  																																												| (52852) all_0_11_11 = all_0_23_23
% 68.70/33.49  																																												|
% 68.70/33.49  																																												| Instantiating formula (29) with e3, e3, e4, all_0_11_11 and discharging atoms op(e3, e3) = all_0_11_11, op(e3, e3) = e4, yields:
% 68.70/33.49  																																												| (9789) all_0_11_11 = e4
% 68.70/33.49  																																												|
% 68.70/33.49  																																												| Instantiating formula (29) with e1, e2, all_0_25_25, all_0_15_15 and discharging atoms op(e1, e2) = all_0_15_15, op(e1, e2) = all_0_25_25, yields:
% 68.70/33.50  																																												| (117128) all_0_15_15 = all_0_25_25
% 68.70/33.50  																																												|
% 68.70/33.50  																																												| Instantiating formula (29) with e1, e2, e1, all_0_15_15 and discharging atoms op(e1, e2) = all_0_15_15, op(e1, e2) = e1, yields:
% 68.70/33.50  																																												| (117129) all_0_15_15 = e1
% 68.70/33.50  																																												|
% 68.70/33.50  																																												| Instantiating formula (29) with e0, e2, all_0_20_20, all_0_8_8 and discharging atoms op(e0, e2) = all_0_8_8, op(e0, e2) = all_0_20_20, yields:
% 68.70/33.50  																																												| (5711) all_0_8_8 = all_0_20_20
% 68.70/33.50  																																												|
% 68.70/33.50  																																												| Instantiating formula (29) with e0, e2, e3, all_0_8_8 and discharging atoms op(e0, e2) = all_0_8_8, op(e0, e2) = e3, yields:
% 68.70/33.50  																																												| (4675) all_0_8_8 = e3
% 68.70/33.50  																																												|
% 68.70/33.50  																																												| Combining equations (5711,4675) yields a new equation:
% 68.70/33.50  																																												| (5722) all_0_20_20 = e3
% 68.70/33.50  																																												|
% 68.70/33.50  																																												| Simplifying 5722 yields:
% 68.70/33.50  																																												| (4837) all_0_20_20 = e3
% 68.70/33.50  																																												|
% 68.70/33.51  																																												| Combining equations (52852,9789) yields a new equation:
% 68.70/33.51  																																												| (52855) all_0_23_23 = e4
% 68.70/33.51  																																												|
% 68.70/33.51  																																												| Simplifying 52855 yields:
% 68.70/33.51  																																												| (17647) all_0_23_23 = e4
% 68.70/33.51  																																												|
% 68.70/33.52  																																												| Combining equations (117128,117129) yields a new equation:
% 68.70/33.52  																																												| (117131) all_0_25_25 = e1
% 68.70/33.52  																																												|
% 68.70/33.53  																																												| Simplifying 117131 yields:
% 68.70/33.53  																																												| (4271) all_0_25_25 = e1
% 68.70/33.53  																																												|
% 68.70/33.53  																																												| From (17647) and (5694) follows:
% 68.70/33.53  																																												| (1913) op(e3, e3) = e4
% 68.70/33.53  																																												|
% 68.70/33.53  																																												| From (4271) and (4211) follows:
% 68.70/33.53  																																												| (699) op(e1, e2) = e1
% 68.70/33.53  																																												|
% 68.70/33.53  																																												| From (4837) and (2097) follows:
% 68.70/33.53  																																												| (65099) op(e0, e2) = e3
% 68.70/33.53  																																												|
% 68.70/33.53  																																												+-Applying beta-rule and splitting (56), into two cases.
% 68.70/33.53  																																												|-Branch one:
% 68.70/33.53  																																												| (696) unit = e2
% 68.70/33.53  																																												|
% 68.70/33.53  																																													| From (696) and (24) follows:
% 68.70/33.53  																																													| (697) op(e2, e3) = e3
% 68.70/33.53  																																													|
% 68.70/33.53  																																													| From (696) and (42) follows:
% 68.70/33.53  																																													| (1613) op(e0, e2) = e0
% 68.70/33.53  																																													|
% 68.70/33.53  																																													| Instantiating formula (29) with e2, e3, e3, e1 and discharging atoms op(e2, e3) = e3, op(e2, e3) = e1, yields:
% 68.70/33.53  																																													| (455) e3 = e1
% 68.70/33.53  																																													|
% 68.70/33.53  																																													| Instantiating formula (29) with e0, e2, e0, e3 and discharging atoms op(e0, e2) = e3, op(e0, e2) = e0, yields:
% 68.70/33.53  																																													| (676) e3 = e0
% 68.70/33.53  																																													|
% 68.70/33.53  																																													| Combining equations (676,455) yields a new equation:
% 68.70/33.53  																																													| (431) e1 = e0
% 68.70/33.53  																																													|
% 68.70/33.53  																																													| Equations (431) can reduce 233 to:
% 68.70/33.53  																																													| (266) $false
% 68.70/33.53  																																													|
% 68.70/33.53  																																													|-The branch is then unsatisfiable
% 68.70/33.53  																																												|-Branch two:
% 68.70/33.53  																																												| (707)  ~ (unit = e2)
% 68.70/33.53  																																												| (708) unit = e4 | unit = e3 | unit = e1 | unit = e0
% 68.70/33.53  																																												|
% 68.70/33.53  																																													+-Applying beta-rule and splitting (708), into two cases.
% 68.70/33.53  																																													|-Branch one:
% 68.70/33.53  																																													| (709) unit = e4
% 68.70/33.53  																																													|
% 68.70/33.53  																																														| From (709) and (24) follows:
% 68.70/33.53  																																														| (33325) op(e4, e3) = e3
% 68.70/33.53  																																														|
% 68.70/33.53  																																														| From (709) and (211) follows:
% 68.70/33.53  																																														| (22527) op(e4, e1) = e1
% 68.70/33.53  																																														|
% 68.70/33.53  																																														| Instantiating formula (29) with e4, e3, e3, e0 and discharging atoms op(e4, e3) = e3, op(e4, e3) = e0, yields:
% 68.70/33.53  																																														| (676) e3 = e0
% 68.70/33.53  																																														|
% 68.70/33.53  																																														| Instantiating formula (29) with e4, e1, e1, e3 and discharging atoms op(e4, e1) = e3, op(e4, e1) = e1, yields:
% 68.70/33.53  																																														| (455) e3 = e1
% 68.70/33.53  																																														|
% 68.70/33.53  																																														| Combining equations (455,676) yields a new equation:
% 68.70/33.53  																																														| (546) e1 = e0
% 68.70/33.53  																																														|
% 68.70/33.53  																																														| Simplifying 546 yields:
% 68.70/33.53  																																														| (431) e1 = e0
% 68.70/33.53  																																														|
% 68.70/33.53  																																														| Equations (431) can reduce 233 to:
% 68.70/33.53  																																														| (266) $false
% 68.70/33.53  																																														|
% 68.70/33.53  																																														|-The branch is then unsatisfiable
% 68.70/33.53  																																													|-Branch two:
% 68.70/33.53  																																													| (724)  ~ (unit = e4)
% 68.70/33.53  																																													| (725) unit = e3 | unit = e1 | unit = e0
% 68.70/33.53  																																													|
% 68.70/33.53  																																														+-Applying beta-rule and splitting (725), into two cases.
% 68.70/33.53  																																														|-Branch one:
% 68.70/33.53  																																														| (726) unit = e0
% 68.70/33.53  																																														|
% 68.70/33.53  																																															| From (726) and (32) follows:
% 68.70/33.53  																																															| (727) op(e2, e0) = e2
% 68.70/33.53  																																															|
% 68.70/33.53  																																															| From (726) and (28) follows:
% 68.70/33.53  																																															| (2698) op(e1, e0) = e1
% 68.70/33.53  																																															|
% 68.70/33.53  																																															| Instantiating formula (29) with e2, e0, e2, e0 and discharging atoms op(e2, e0) = e2, op(e2, e0) = e0, yields:
% 68.70/33.53  																																															| (330) e2 = e0
% 68.70/33.53  																																															|
% 68.70/33.53  																																															| Instantiating formula (29) with e1, e0, e1, e2 and discharging atoms op(e1, e0) = e2, op(e1, e0) = e1, yields:
% 68.70/33.53  																																															| (617) e2 = e1
% 68.70/33.53  																																															|
% 68.70/33.53  																																															| Combining equations (617,330) yields a new equation:
% 68.70/33.53  																																															| (546) e1 = e0
% 68.70/33.53  																																															|
% 68.70/33.53  																																															| Simplifying 546 yields:
% 68.70/33.53  																																															| (431) e1 = e0
% 68.70/33.53  																																															|
% 68.70/33.53  																																															| Equations (431) can reduce 233 to:
% 68.70/33.53  																																															| (266) $false
% 68.70/33.53  																																															|
% 68.70/33.53  																																															|-The branch is then unsatisfiable
% 68.70/33.53  																																														|-Branch two:
% 68.70/33.53  																																														| (734)  ~ (unit = e0)
% 68.70/33.53  																																														| (735) unit = e3 | unit = e1
% 68.70/33.53  																																														|
% 68.70/33.53  																																															+-Applying beta-rule and splitting (735), into two cases.
% 68.70/33.53  																																															|-Branch one:
% 68.70/33.53  																																															| (736) unit = e1
% 68.70/33.53  																																															|
% 68.70/33.53  																																																| Equations (736) can reduce 734 to:
% 68.70/33.53  																																																| (233)  ~ (e1 = e0)
% 68.70/33.53  																																																|
% 68.70/33.53  																																																| From (736) and (15) follows:
% 68.70/33.53  																																																| (515) op(e1, e2) = e2
% 68.70/33.53  																																																|
% 68.70/33.53  																																																| From (736) and (209) follows:
% 68.70/33.53  																																																| (2715) op(e1, e0) = e0
% 68.70/33.53  																																																|
% 68.70/33.53  																																																| Instantiating formula (29) with e1, e2, e2, e1 and discharging atoms op(e1, e2) = e2, op(e1, e2) = e1, yields:
% 68.70/33.53  																																																| (617) e2 = e1
% 68.70/33.53  																																																|
% 68.70/33.53  																																																| Instantiating formula (29) with e1, e0, e0, e2 and discharging atoms op(e1, e0) = e2, op(e1, e0) = e0, yields:
% 68.70/33.53  																																																| (330) e2 = e0
% 68.70/33.53  																																																|
% 68.70/33.53  																																																| Combining equations (330,617) yields a new equation:
% 68.70/33.53  																																																| (431) e1 = e0
% 68.70/33.53  																																																|
% 68.70/33.53  																																																| Equations (431) can reduce 233 to:
% 68.70/33.53  																																																| (266) $false
% 68.70/33.53  																																																|
% 68.70/33.53  																																																|-The branch is then unsatisfiable
% 68.70/33.53  																																															|-Branch two:
% 68.70/33.53  																																															| (748)  ~ (unit = e1)
% 68.70/33.53  																																															| (749) unit = e3
% 68.70/33.53  																																															|
% 68.70/33.53  																																																| From (749) and (244) follows:
% 68.70/33.53  																																																| (750) op(e3, e4) = e4
% 68.70/33.53  																																																|
% 68.70/33.53  																																																| From (749) and (227) follows:
% 68.70/33.53  																																																| (22570) op(e4, e3) = e4
% 68.70/33.53  																																																|
% 68.70/33.53  																																																| From (749) and (40) follows:
% 68.70/33.53  																																																| (3715) op(e3, e3) = e3
% 68.70/33.53  																																																|
% 68.70/33.53  																																																| From (749) and (32) follows:
% 68.70/33.53  																																																| (5793) op(e2, e3) = e2
% 68.70/33.53  																																																|
% 68.70/33.53  																																																| Instantiating formula (29) with e4, e3, e4, e0 and discharging atoms op(e4, e3) = e4, op(e4, e3) = e0, yields:
% 68.70/33.53  																																																| (397) e4 = e0
% 68.70/33.53  																																																|
% 68.70/33.53  																																																| Instantiating formula (29) with e3, e4, e4, e2 and discharging atoms op(e3, e4) = e4, op(e3, e4) = e2, yields:
% 68.70/33.53  																																																| (323) e4 = e2
% 68.70/33.53  																																																|
% 68.70/33.53  																																																| Instantiating formula (29) with e3, e3, e3, e4 and discharging atoms op(e3, e3) = e4, op(e3, e3) = e3, yields:
% 68.70/33.53  																																																| (425) e4 = e3
% 68.70/33.53  																																																|
% 68.70/33.53  																																																| Instantiating formula (29) with e2, e3, e2, e1 and discharging atoms op(e2, e3) = e2, op(e2, e3) = e1, yields:
% 68.70/33.53  																																																| (617) e2 = e1
% 68.70/33.53  																																																|
% 68.70/33.53  																																																| Combining equations (323,425) yields a new equation:
% 68.70/33.53  																																																| (662) e3 = e2
% 68.70/33.53  																																																|
% 68.70/33.53  																																																| Combining equations (397,425) yields a new equation:
% 68.70/33.53  																																																| (676) e3 = e0
% 68.70/33.53  																																																|
% 68.70/33.53  																																																| Combining equations (662,676) yields a new equation:
% 68.70/33.53  																																																| (391) e2 = e0
% 68.70/33.53  																																																|
% 68.70/33.53  																																																| Simplifying 391 yields:
% 68.70/33.53  																																																| (330) e2 = e0
% 68.70/33.53  																																																|
% 68.70/33.53  																																																| Combining equations (617,330) yields a new equation:
% 68.70/33.53  																																																| (546) e1 = e0
% 68.70/33.53  																																																|
% 68.70/33.53  																																																| Simplifying 546 yields:
% 68.70/33.53  																																																| (431) e1 = e0
% 68.70/33.53  																																																|
% 68.70/33.53  																																																| Equations (431) can reduce 233 to:
% 68.70/33.53  																																																| (266) $false
% 68.70/33.53  																																																|
% 68.70/33.53  																																																|-The branch is then unsatisfiable
% 68.70/33.53  																																				|-Branch two:
% 68.70/33.53  																																				| (358)  ~ (all_0_42_42 = e0)
% 68.70/33.53  																																				| (2510) all_0_42_42 = e3 | all_0_42_42 = e1
% 68.70/33.53  																																				|
% 68.70/33.53  																																					+-Applying beta-rule and splitting (180), into two cases.
% 68.70/33.53  																																					|-Branch one:
% 68.70/33.53  																																					| (516) all_0_42_42 = e3
% 68.70/33.53  																																					|
% 68.70/33.53  																																						| Equations (516) can reduce 405 to:
% 68.70/33.53  																																						| (266) $false
% 68.70/33.53  																																						|
% 68.70/33.53  																																						|-The branch is then unsatisfiable
% 68.70/33.53  																																					|-Branch two:
% 68.70/33.53  																																					| (405)  ~ (all_0_42_42 = e3)
% 68.70/33.53  																																					| (521) all_0_47_47 = e3 | all_0_51_51 = e3 | all_0_56_56 = e3
% 68.70/33.53  																																					|
% 68.70/33.53  																																						+-Applying beta-rule and splitting (2510), into two cases.
% 68.70/33.53  																																						|-Branch one:
% 68.70/33.53  																																						| (459) all_0_42_42 = e1
% 68.70/33.53  																																						|
% 68.70/33.53  																																							| Equations (459) can reduce 1380 to:
% 68.70/33.53  																																							| (266) $false
% 68.70/33.53  																																							|
% 68.70/33.53  																																							|-The branch is then unsatisfiable
% 68.70/33.53  																																						|-Branch two:
% 68.70/33.53  																																						| (1380)  ~ (all_0_42_42 = e1)
% 68.70/33.53  																																						| (516) all_0_42_42 = e3
% 68.70/33.53  																																						|
% 68.70/33.53  																																							| Equations (516) can reduce 405 to:
% 68.70/33.53  																																							| (266) $false
% 68.70/33.53  																																							|
% 68.70/33.53  																																							|-The branch is then unsatisfiable
% 68.70/33.53  																																		|-Branch two:
% 68.70/33.53  																																		| (407)  ~ (all_0_44_44 = e3)
% 68.70/33.54  																																		| (537) all_0_49_49 = e3 | all_0_53_53 = e3 | all_0_58_58 = e3
% 68.70/33.54  																																		|
% 68.70/33.54  																																			+-Applying beta-rule and splitting (113), into two cases.
% 68.70/33.54  																																			|-Branch one:
% 68.70/33.54  																																			| (403) all_0_41_41 = e3
% 68.70/33.54  																																			|
% 68.70/33.54  																																				| Combining equations (437,403) yields a new equation:
% 68.70/33.54  																																				| (424) e4 = e3
% 68.70/33.54  																																				|
% 68.70/33.54  																																				| Simplifying 424 yields:
% 68.70/33.54  																																				| (425) e4 = e3
% 68.70/33.54  																																				|
% 68.70/33.54  																																				| Equations (425) can reduce 188 to:
% 68.70/33.54  																																				| (266) $false
% 68.70/33.54  																																				|
% 68.70/33.54  																																				|-The branch is then unsatisfiable
% 68.70/33.54  																																			|-Branch two:
% 68.70/33.54  																																			| (1898)  ~ (all_0_41_41 = e3)
% 68.70/33.54  																																			| (1899) all_0_42_42 = e3 | all_0_44_44 = e3
% 68.70/33.54  																																			|
% 68.70/33.54  																																				+-Applying beta-rule and splitting (537), into two cases.
% 68.70/33.54  																																				|-Branch one:
% 68.70/33.54  																																				| (884) all_0_49_49 = e3
% 68.70/33.54  																																				|
% 68.70/33.54  																																					| Equations (884) can reduce 525 to:
% 68.70/33.54  																																					| (266) $false
% 68.70/33.54  																																					|
% 68.70/33.54  																																					|-The branch is then unsatisfiable
% 68.70/33.54  																																				|-Branch two:
% 68.70/33.54  																																				| (525)  ~ (all_0_49_49 = e3)
% 68.70/33.54  																																				| (887) all_0_53_53 = e3 | all_0_58_58 = e3
% 68.70/33.54  																																				|
% 68.70/33.54  																																					+-Applying beta-rule and splitting (1899), into two cases.
% 68.70/33.54  																																					|-Branch one:
% 68.70/33.54  																																					| (516) all_0_42_42 = e3
% 68.70/33.54  																																					|
% 68.70/33.54  																																						| Equations (516) can reduce 51 to:
% 68.70/33.54  																																						| (212)  ~ (e3 = e2)
% 68.70/33.54  																																						|
% 68.70/33.54  																																						| Equations (516) can reduce 1380 to:
% 68.70/33.54  																																						| (213)  ~ (e3 = e1)
% 68.70/33.54  																																						|
% 68.70/33.54  																																						+-Applying beta-rule and splitting (887), into two cases.
% 68.70/33.54  																																						|-Branch one:
% 68.70/33.54  																																						| (665) all_0_53_53 = e3
% 68.70/33.54  																																						|
% 68.70/33.54  																																							| Combining equations (607,665) yields a new equation:
% 68.70/33.54  																																							| (662) e3 = e2
% 68.70/33.54  																																							|
% 68.70/33.54  																																							| Equations (662) can reduce 212 to:
% 68.70/33.54  																																							| (266) $false
% 68.70/33.54  																																							|
% 68.70/33.54  																																							|-The branch is then unsatisfiable
% 68.70/33.54  																																						|-Branch two:
% 68.70/33.54  																																						| (903)  ~ (all_0_53_53 = e3)
% 68.70/33.54  																																						| (795) all_0_58_58 = e3
% 68.70/33.54  																																						|
% 68.70/33.54  																																							| Combining equations (795,918) yields a new equation:
% 68.70/33.54  																																							| (454) e3 = e1
% 68.70/33.54  																																							|
% 68.70/33.54  																																							| Simplifying 454 yields:
% 68.70/33.54  																																							| (455) e3 = e1
% 68.70/33.54  																																							|
% 68.70/33.54  																																							| Equations (455) can reduce 213 to:
% 68.70/33.54  																																							| (266) $false
% 68.70/33.54  																																							|
% 68.70/33.54  																																							|-The branch is then unsatisfiable
% 68.70/33.54  																																					|-Branch two:
% 68.70/33.54  																																					| (405)  ~ (all_0_42_42 = e3)
% 68.70/33.54  																																					| (532) all_0_44_44 = e3
% 68.70/33.54  																																					|
% 68.70/33.54  																																						| Equations (532) can reduce 407 to:
% 68.70/33.54  																																						| (266) $false
% 68.70/33.54  																																						|
% 68.70/33.54  																																						|-The branch is then unsatisfiable
% 68.70/33.54  																													|-Branch two:
% 68.70/33.54  																													| (549)  ~ (all_0_46_46 = e1)
% 68.70/33.54  																													| (1557) all_0_46_46 = e3
% 68.70/33.54  																													|
% 68.70/33.54  																														| Equations (1557) can reduce 409 to:
% 68.70/33.54  																														| (266) $false
% 68.70/33.54  																														|
% 68.70/33.54  																														|-The branch is then unsatisfiable
% 68.70/33.54  																										|-Branch two:
% 68.70/33.54  																										| (464)  ~ (all_0_51_51 = e1)
% 68.70/33.54  																										| (660) all_0_51_51 = e3
% 68.70/33.54  																										|
% 68.70/33.54  																											| Equations (660) can reduce 664 to:
% 68.70/33.54  																											| (266) $false
% 68.70/33.54  																											|
% 68.70/33.54  																											|-The branch is then unsatisfiable
% 68.70/33.54  																						|-Branch two:
% 68.70/33.54  																						| (440)  ~ (all_0_41_41 = e4)
% 68.70/33.54  																						| (4049) all_0_41_41 = e3 | all_0_41_41 = e1 | all_0_41_41 = e0
% 68.70/33.54  																						|
% 68.70/33.54  																							+-Applying beta-rule and splitting (64), into two cases.
% 68.70/33.54  																							|-Branch one:
% 68.70/33.54  																							| (437) all_0_41_41 = e4
% 68.70/33.54  																							|
% 68.70/33.54  																								| Equations (437) can reduce 440 to:
% 68.70/33.54  																								| (266) $false
% 68.70/33.54  																								|
% 68.70/33.54  																								|-The branch is then unsatisfiable
% 68.70/33.54  																							|-Branch two:
% 68.70/33.54  																							| (440)  ~ (all_0_41_41 = e4)
% 68.70/33.54  																							| (441) all_0_42_42 = e4 | all_0_43_43 = e4 | all_0_44_44 = e4
% 68.70/33.54  																							|
% 68.70/33.54  																								+-Applying beta-rule and splitting (160), into two cases.
% 68.70/33.54  																								|-Branch one:
% 68.70/33.54  																								| (601) all_0_50_50 = e1
% 68.70/33.54  																								|
% 68.70/33.54  																									| Combining equations (601,415) yields a new equation:
% 68.70/33.54  																									| (455) e3 = e1
% 68.70/33.54  																									|
% 68.70/33.54  																									| Equations (455) can reduce 213 to:
% 68.70/33.54  																									| (266) $false
% 68.70/33.54  																									|
% 68.70/33.54  																									|-The branch is then unsatisfiable
% 68.70/33.54  																								|-Branch two:
% 68.70/33.54  																								| (759)  ~ (all_0_50_50 = e1)
% 68.70/33.54  																								| (1168) all_0_51_51 = e1 | all_0_52_52 = e1 | all_0_53_53 = e1
% 68.70/33.54  																								|
% 68.70/33.54  																									+-Applying beta-rule and splitting (441), into two cases.
% 68.70/33.54  																									|-Branch one:
% 68.70/33.54  																									| (1392) all_0_42_42 = e4
% 68.70/33.54  																									|
% 68.70/33.54  																										| Equations (1392) can reduce 61 to:
% 68.70/33.54  																										| (474)  ~ (all_0_51_51 = e4)
% 68.70/33.54  																										|
% 68.70/33.54  																										| Simplifying 474 yields:
% 68.70/33.54  																										| (475)  ~ (all_0_51_51 = e4)
% 68.70/33.54  																										|
% 68.70/33.54  																										| Equations (1392) can reduce 236 to:
% 68.70/33.54  																										| (476)  ~ (all_0_56_56 = e4)
% 68.70/33.54  																										|
% 68.70/33.54  																										| Simplifying 476 yields:
% 68.70/33.54  																										| (477)  ~ (all_0_56_56 = e4)
% 68.70/33.54  																										|
% 68.70/33.54  																										+-Applying beta-rule and splitting (180), into two cases.
% 68.70/33.54  																										|-Branch one:
% 68.70/33.54  																										| (516) all_0_42_42 = e3
% 68.70/33.54  																										|
% 68.70/33.54  																											| Combining equations (1392,516) yields a new equation:
% 68.70/33.54  																											| (424) e4 = e3
% 68.70/33.54  																											|
% 68.70/33.54  																											| Simplifying 424 yields:
% 68.70/33.54  																											| (425) e4 = e3
% 68.70/33.54  																											|
% 68.70/33.54  																											| Equations (425) can reduce 188 to:
% 68.70/33.54  																											| (266) $false
% 68.70/33.54  																											|
% 68.70/33.54  																											|-The branch is then unsatisfiable
% 68.70/33.54  																										|-Branch two:
% 68.70/33.54  																										| (405)  ~ (all_0_42_42 = e3)
% 68.70/33.54  																										| (521) all_0_47_47 = e3 | all_0_51_51 = e3 | all_0_56_56 = e3
% 68.70/33.54  																										|
% 68.70/33.54  																											| Equations (1392) can reduce 405 to:
% 68.70/33.54  																											| (188)  ~ (e4 = e3)
% 68.70/33.54  																											|
% 68.70/33.54  																											+-Applying beta-rule and splitting (7), into two cases.
% 68.70/33.54  																											|-Branch one:
% 68.70/33.54  																											| (504) all_0_51_51 = e2
% 68.70/33.54  																											|
% 68.70/33.54  																												| Equations (504) can reduce 1099 to:
% 68.70/33.54  																												| (266) $false
% 68.70/33.54  																												|
% 68.70/33.54  																												|-The branch is then unsatisfiable
% 68.70/33.54  																											|-Branch two:
% 68.70/33.54  																											| (1099)  ~ (all_0_51_51 = e2)
% 68.70/33.54  																											| (1100) all_0_51_51 = e4 | all_0_51_51 = e3 | all_0_51_51 = e1
% 68.70/33.54  																											|
% 68.70/33.54  																												+-Applying beta-rule and splitting (113), into two cases.
% 68.70/33.54  																												|-Branch one:
% 68.70/33.54  																												| (403) all_0_41_41 = e3
% 68.70/33.54  																												|
% 68.70/33.54  																													| Equations (403) can reduce 1898 to:
% 68.70/33.54  																													| (266) $false
% 68.70/33.54  																													|
% 68.70/33.54  																													|-The branch is then unsatisfiable
% 68.70/33.54  																												|-Branch two:
% 68.70/33.54  																												| (1898)  ~ (all_0_41_41 = e3)
% 68.70/33.54  																												| (1899) all_0_42_42 = e3 | all_0_44_44 = e3
% 68.70/33.54  																												|
% 68.70/33.54  																													+-Applying beta-rule and splitting (1168), into two cases.
% 68.70/33.54  																													|-Branch one:
% 68.70/33.54  																													| (1109) all_0_51_51 = e1
% 68.70/33.54  																													|
% 68.70/33.54  																														| Equations (1109) can reduce 16 to:
% 68.70/33.54  																														| (465)  ~ (all_0_56_56 = e1)
% 68.70/33.54  																														|
% 68.70/33.54  																														| Simplifying 465 yields:
% 68.70/33.54  																														| (466)  ~ (all_0_56_56 = e1)
% 68.70/33.54  																														|
% 68.70/33.54  																														| Equations (1109) can reduce 1099 to:
% 68.70/33.54  																														| (604)  ~ (e2 = e1)
% 68.70/33.54  																														|
% 68.70/33.54  																														| Simplifying 604 yields:
% 68.70/33.54  																														| (122)  ~ (e2 = e1)
% 68.70/33.54  																														|
% 68.70/33.54  																														| Equations (1109) can reduce 115 to:
% 68.70/33.54  																														| (233)  ~ (e1 = e0)
% 68.70/33.54  																														|
% 68.70/33.54  																														+-Applying beta-rule and splitting (133), into two cases.
% 68.70/33.54  																														|-Branch one:
% 68.70/33.54  																														| (833) all_0_56_56 = e2
% 68.70/33.54  																														|
% 68.70/33.54  																															| Equations (833) can reduce 511 to:
% 68.70/33.54  																															| (266) $false
% 68.70/33.54  																															|
% 68.70/33.54  																															|-The branch is then unsatisfiable
% 68.70/33.54  																														|-Branch two:
% 68.70/33.54  																														| (511)  ~ (all_0_56_56 = e2)
% 68.70/33.54  																														| (836) all_0_56_56 = e4 | all_0_56_56 = e3 | all_0_56_56 = e1 | all_0_56_56 = e0
% 68.70/33.54  																														|
% 68.70/33.54  																															+-Applying beta-rule and splitting (165), into two cases.
% 68.70/33.54  																															|-Branch one:
% 68.70/33.54  																															| (794) all_0_41_41 = e0
% 68.70/33.54  																															|
% 68.70/33.54  																																| Equations (794) can reduce 357 to:
% 68.70/33.54  																																| (266) $false
% 68.70/33.54  																																|
% 68.70/33.54  																																|-The branch is then unsatisfiable
% 68.70/33.54  																															|-Branch two:
% 68.70/33.54  																															| (357)  ~ (all_0_41_41 = e0)
% 68.70/33.54  																															| (6761) all_0_42_42 = e0 | all_0_43_43 = e0 | all_0_44_44 = e0
% 68.70/33.54  																															|
% 68.70/33.54  																																+-Applying beta-rule and splitting (1899), into two cases.
% 68.70/33.54  																																|-Branch one:
% 68.70/33.54  																																| (516) all_0_42_42 = e3
% 68.70/33.54  																																|
% 68.70/33.54  																																	| Combining equations (1392,516) yields a new equation:
% 68.70/33.54  																																	| (424) e4 = e3
% 68.70/33.54  																																	|
% 68.70/33.54  																																	| Simplifying 424 yields:
% 68.70/33.54  																																	| (425) e4 = e3
% 68.70/33.54  																																	|
% 68.70/33.54  																																	| Equations (425) can reduce 188 to:
% 68.70/33.54  																																	| (266) $false
% 68.70/33.54  																																	|
% 68.70/33.54  																																	|-The branch is then unsatisfiable
% 68.70/33.54  																																|-Branch two:
% 68.70/33.54  																																| (405)  ~ (all_0_42_42 = e3)
% 68.70/33.54  																																| (532) all_0_44_44 = e3
% 68.70/33.54  																																|
% 68.70/33.54  																																	+-Applying beta-rule and splitting (216), into two cases.
% 68.70/33.54  																																	|-Branch one:
% 68.70/33.54  																																	| (629) all_0_55_55 = e1
% 68.70/33.54  																																	|
% 68.70/33.54  																																		| Combining equations (629,386) yields a new equation:
% 68.70/33.54  																																		| (617) e2 = e1
% 68.70/33.54  																																		|
% 68.70/33.54  																																		| Equations (617) can reduce 122 to:
% 68.70/33.54  																																		| (266) $false
% 68.70/33.54  																																		|
% 68.70/33.54  																																		|-The branch is then unsatisfiable
% 68.70/33.54  																																	|-Branch two:
% 68.70/33.54  																																	| (632)  ~ (all_0_55_55 = e1)
% 68.70/33.54  																																	| (633) all_0_56_56 = e1 | all_0_57_57 = e1 | all_0_58_58 = e1
% 68.70/33.54  																																	|
% 68.70/33.54  																																		+-Applying beta-rule and splitting (75), into two cases.
% 68.70/33.54  																																		|-Branch one:
% 68.70/33.54  																																		| (485) all_0_40_40 = e0
% 68.70/33.54  																																		|
% 68.70/33.54  																																			| Combining equations (1378,485) yields a new equation:
% 68.70/33.54  																																			| (481) e4 = e0
% 68.70/33.54  																																			|
% 68.70/33.54  																																			| Simplifying 481 yields:
% 68.70/33.54  																																			| (397) e4 = e0
% 68.70/33.54  																																			|
% 68.70/33.54  																																			| Equations (397) can reduce 49 to:
% 68.70/33.54  																																			| (266) $false
% 68.70/33.54  																																			|
% 68.70/33.54  																																			|-The branch is then unsatisfiable
% 68.70/33.54  																																		|-Branch two:
% 68.70/33.54  																																		| (1401)  ~ (all_0_40_40 = e0)
% 68.70/33.54  																																		| (1748) all_0_44_44 = e0 | all_0_49_49 = e0 | all_0_58_58 = e0
% 68.70/33.54  																																		|
% 68.70/33.54  																																			| Equations (1378) can reduce 1401 to:
% 68.70/33.54  																																			| (49)  ~ (e4 = e0)
% 68.70/33.54  																																			|
% 68.70/33.54  																																			+-Applying beta-rule and splitting (633), into two cases.
% 68.70/33.54  																																			|-Branch one:
% 68.70/33.54  																																			| (1569) all_0_56_56 = e1
% 68.70/33.54  																																			|
% 68.70/33.54  																																				| Equations (1569) can reduce 466 to:
% 68.70/33.54  																																				| (266) $false
% 68.70/33.54  																																				|
% 68.70/33.54  																																				|-The branch is then unsatisfiable
% 68.70/33.54  																																			|-Branch two:
% 68.70/33.54  																																			| (466)  ~ (all_0_56_56 = e1)
% 68.70/33.54  																																			| (1574) all_0_57_57 = e1 | all_0_58_58 = e1
% 68.70/33.54  																																			|
% 68.70/33.54  																																				+-Applying beta-rule and splitting (836), into two cases.
% 68.70/33.54  																																				|-Branch one:
% 68.70/33.54  																																				| (842) all_0_56_56 = e4
% 68.70/33.54  																																				|
% 68.70/33.54  																																					| Equations (842) can reduce 477 to:
% 68.70/33.54  																																					| (266) $false
% 68.70/33.54  																																					|
% 68.70/33.54  																																					|-The branch is then unsatisfiable
% 68.70/33.54  																																				|-Branch two:
% 68.70/33.54  																																				| (477)  ~ (all_0_56_56 = e4)
% 68.70/33.54  																																				| (845) all_0_56_56 = e3 | all_0_56_56 = e1 | all_0_56_56 = e0
% 68.70/33.54  																																				|
% 68.70/33.54  																																					+-Applying beta-rule and splitting (6761), into two cases.
% 68.70/33.54  																																					|-Branch one:
% 68.70/33.54  																																					| (559) all_0_42_42 = e0
% 68.70/33.54  																																					|
% 68.70/33.54  																																						| Combining equations (1392,559) yields a new equation:
% 68.70/33.54  																																						| (481) e4 = e0
% 68.70/33.54  																																						|
% 68.70/33.54  																																						| Simplifying 481 yields:
% 68.70/33.54  																																						| (397) e4 = e0
% 68.70/33.54  																																						|
% 68.70/33.54  																																						| Equations (397) can reduce 49 to:
% 68.70/33.54  																																						| (266) $false
% 68.70/33.54  																																						|
% 68.70/33.54  																																						|-The branch is then unsatisfiable
% 68.70/33.54  																																					|-Branch two:
% 68.70/33.54  																																					| (358)  ~ (all_0_42_42 = e0)
% 68.70/33.54  																																					| (6766) all_0_43_43 = e0 | all_0_44_44 = e0
% 68.70/33.54  																																					|
% 68.70/33.54  																																						+-Applying beta-rule and splitting (845), into two cases.
% 68.70/33.54  																																						|-Branch one:
% 68.70/33.54  																																						| (679) all_0_56_56 = e0
% 68.70/33.54  																																						|
% 68.70/33.54  																																							| Equations (679) can reduce 828 to:
% 68.70/33.54  																																							| (266) $false
% 68.70/33.54  																																							|
% 68.70/33.54  																																							|-The branch is then unsatisfiable
% 68.70/33.54  																																						|-Branch two:
% 68.70/33.54  																																						| (828)  ~ (all_0_56_56 = e0)
% 68.70/33.54  																																						| (3172) all_0_56_56 = e3 | all_0_56_56 = e1
% 68.70/33.54  																																						|
% 68.70/33.54  																																							+-Applying beta-rule and splitting (3172), into two cases.
% 68.70/33.54  																																							|-Branch one:
% 68.70/33.54  																																							| (1569) all_0_56_56 = e1
% 68.70/33.54  																																							|
% 68.70/33.54  																																								| Equations (1569) can reduce 466 to:
% 68.70/33.54  																																								| (266) $false
% 68.70/33.54  																																								|
% 68.70/33.54  																																								|-The branch is then unsatisfiable
% 68.70/33.54  																																							|-Branch two:
% 68.70/33.54  																																							| (466)  ~ (all_0_56_56 = e1)
% 68.70/33.54  																																							| (1097) all_0_56_56 = e3
% 68.70/33.54  																																							|
% 68.70/33.54  																																								| Equations (1097) can reduce 828 to:
% 68.70/33.54  																																								| (80)  ~ (e3 = e0)
% 68.70/33.54  																																								|
% 68.70/33.54  																																								+-Applying beta-rule and splitting (6766), into two cases.
% 68.70/33.54  																																								|-Branch one:
% 68.70/33.54  																																								| (356) all_0_43_43 = e0
% 68.70/33.54  																																								|
% 68.70/33.54  																																									| Combining equations (430,356) yields a new equation:
% 68.70/33.54  																																									| (546) e1 = e0
% 68.70/33.54  																																									|
% 68.70/33.54  																																									| Simplifying 546 yields:
% 68.70/33.54  																																									| (431) e1 = e0
% 68.70/33.54  																																									|
% 68.70/33.54  																																									| Equations (431) can reduce 233 to:
% 68.70/33.54  																																									| (266) $false
% 68.70/33.54  																																									|
% 68.70/33.54  																																									|-The branch is then unsatisfiable
% 68.70/33.54  																																								|-Branch two:
% 68.70/33.54  																																								| (5470)  ~ (all_0_43_43 = e0)
% 68.70/33.54  																																								| (1414) all_0_44_44 = e0
% 68.70/33.54  																																								|
% 68.70/33.54  																																									| Combining equations (532,1414) yields a new equation:
% 68.70/33.54  																																									| (675) e3 = e0
% 68.70/33.54  																																									|
% 68.70/33.54  																																									| Simplifying 675 yields:
% 68.70/33.54  																																									| (676) e3 = e0
% 68.70/33.54  																																									|
% 68.70/33.54  																																									| Equations (676) can reduce 80 to:
% 68.70/33.54  																																									| (266) $false
% 68.70/33.54  																																									|
% 68.70/33.54  																																									|-The branch is then unsatisfiable
% 68.70/33.54  																													|-Branch two:
% 68.70/33.54  																													| (464)  ~ (all_0_51_51 = e1)
% 68.70/33.54  																													| (1202) all_0_52_52 = e1 | all_0_53_53 = e1
% 68.70/33.54  																													|
% 68.70/33.54  																														+-Applying beta-rule and splitting (1100), into two cases.
% 68.70/33.54  																														|-Branch one:
% 68.70/33.54  																														| (1101) all_0_51_51 = e4
% 68.70/33.54  																														|
% 68.70/33.54  																															| Equations (1101) can reduce 475 to:
% 68.70/33.54  																															| (266) $false
% 68.70/33.54  																															|
% 68.70/33.54  																															|-The branch is then unsatisfiable
% 68.70/33.54  																														|-Branch two:
% 68.70/33.54  																														| (475)  ~ (all_0_51_51 = e4)
% 68.70/33.54  																														| (1104) all_0_51_51 = e3 | all_0_51_51 = e1
% 68.70/33.54  																														|
% 68.70/33.54  																															+-Applying beta-rule and splitting (1104), into two cases.
% 68.70/33.54  																															|-Branch one:
% 68.70/33.54  																															| (1109) all_0_51_51 = e1
% 68.70/33.54  																															|
% 68.70/33.54  																																| Equations (1109) can reduce 464 to:
% 68.70/33.54  																																| (266) $false
% 68.70/33.54  																																|
% 68.70/33.54  																																|-The branch is then unsatisfiable
% 68.70/33.54  																															|-Branch two:
% 68.70/33.54  																															| (464)  ~ (all_0_51_51 = e1)
% 68.70/33.54  																															| (660) all_0_51_51 = e3
% 68.70/33.54  																															|
% 68.70/33.54  																																| Equations (660) can reduce 664 to:
% 68.70/33.54  																																| (266) $false
% 68.70/33.54  																																|
% 68.70/33.54  																																|-The branch is then unsatisfiable
% 68.70/33.54  																									|-Branch two:
% 68.70/33.54  																									| (1890)  ~ (all_0_42_42 = e4)
% 68.70/33.54  																									| (1891) all_0_43_43 = e4 | all_0_44_44 = e4
% 68.70/33.54  																									|
% 68.70/33.54  																										+-Applying beta-rule and splitting (1891), into two cases.
% 68.70/33.54  																										|-Branch one:
% 68.70/33.54  																										| (396) all_0_43_43 = e4
% 68.70/33.54  																										|
% 68.70/33.54  																											| Combining equations (430,396) yields a new equation:
% 68.70/33.54  																											| (630) e4 = e1
% 68.70/33.54  																											|
% 68.70/33.54  																											| Equations (630) can reduce 110 to:
% 68.70/33.54  																											| (266) $false
% 68.70/33.54  																											|
% 68.70/33.54  																											|-The branch is then unsatisfiable
% 68.70/33.54  																										|-Branch two:
% 68.70/33.54  																										| (399)  ~ (all_0_43_43 = e4)
% 68.70/33.54  																										| (446) all_0_44_44 = e4
% 68.70/33.54  																										|
% 68.70/33.54  																											| Equations (446) can reduce 1390 to:
% 68.70/33.54  																											| (266) $false
% 68.70/33.54  																											|
% 68.70/33.54  																											|-The branch is then unsatisfiable
% 68.70/33.54  																					|-Branch two:
% 68.70/33.54  																					| (411)  ~ (all_0_50_50 = e3)
% 68.70/33.54  																					| (418) all_0_51_51 = e3 | all_0_53_53 = e3
% 68.70/33.54  																					|
% 68.70/33.54  																						+-Applying beta-rule and splitting (241), into two cases.
% 68.70/33.54  																						|-Branch one:
% 68.70/33.54  																						| (378) all_0_50_50 = e2
% 68.70/33.54  																						|
% 68.70/33.54  																							| Equations (378) can reduce 302 to:
% 68.70/33.54  																							| (266) $false
% 68.70/33.54  																							|
% 68.70/33.54  																							|-The branch is then unsatisfiable
% 68.70/33.54  																						|-Branch two:
% 68.70/33.54  																						| (302)  ~ (all_0_50_50 = e2)
% 68.70/33.54  																						| (422) all_0_50_50 = e4 | all_0_50_50 = e3 | all_0_50_50 = e1
% 68.70/33.54  																						|
% 68.70/33.54  																							+-Applying beta-rule and splitting (422), into two cases.
% 68.70/33.54  																							|-Branch one:
% 68.70/33.54  																							| (775) all_0_50_50 = e4
% 68.70/33.54  																							|
% 68.70/33.54  																								| Equations (775) can reduce 566 to:
% 68.70/33.54  																								| (266) $false
% 68.70/33.54  																								|
% 68.70/33.54  																								|-The branch is then unsatisfiable
% 68.70/33.54  																							|-Branch two:
% 68.70/33.54  																							| (566)  ~ (all_0_50_50 = e4)
% 68.70/33.54  																							| (1444) all_0_50_50 = e3 | all_0_50_50 = e1
% 68.70/33.54  																							|
% 68.70/33.54  																								+-Applying beta-rule and splitting (418), into two cases.
% 68.70/33.54  																								|-Branch one:
% 68.70/33.54  																								| (660) all_0_51_51 = e3
% 68.70/33.54  																								|
% 68.70/33.54  																									| Equations (660) can reduce 59 to:
% 68.70/33.54  																									| (411)  ~ (all_0_50_50 = e3)
% 68.70/33.54  																									|
% 68.70/33.54  																									| Equations (660) can reduce 16 to:
% 68.70/33.54  																									| (271)  ~ (all_0_56_56 = e3)
% 68.70/33.54  																									|
% 68.70/33.54  																									| Simplifying 271 yields:
% 68.70/33.54  																									| (272)  ~ (all_0_56_56 = e3)
% 68.70/33.54  																									|
% 68.70/33.54  																									| Equations (660) can reduce 475 to:
% 68.70/33.54  																									| (277)  ~ (e4 = e3)
% 68.70/33.54  																									|
% 68.70/33.55  																									| Simplifying 277 yields:
% 68.70/33.55  																									| (188)  ~ (e4 = e3)
% 68.70/33.55  																									|
% 68.70/33.55  																									| Equations (660) can reduce 1099 to:
% 68.70/33.55  																									| (212)  ~ (e3 = e2)
% 68.70/33.55  																									|
% 68.70/33.55  																									| From (660) and (186) follows:
% 68.70/33.55  																									| (1552) op(e1, e2) = e3
% 68.70/33.55  																									|
% 68.70/33.55  																									+-Applying beta-rule and splitting (1444), into two cases.
% 68.70/33.55  																									|-Branch one:
% 68.70/33.55  																									| (601) all_0_50_50 = e1
% 68.70/33.55  																									|
% 68.70/33.55  																										| Equations (601) can reduce 221 to:
% 68.70/33.55  																										| (457)  ~ (all_0_41_41 = e1)
% 68.70/33.55  																										|
% 68.70/33.55  																										| Equations (601) can reduce 35 to:
% 68.70/33.55  																										| (549)  ~ (all_0_46_46 = e1)
% 68.70/33.55  																										|
% 68.70/33.55  																										| Equations (601) can reduce 411 to:
% 68.70/33.55  																										| (467)  ~ (e3 = e1)
% 68.70/33.55  																										|
% 68.70/33.55  																										| Simplifying 467 yields:
% 68.70/33.55  																										| (213)  ~ (e3 = e1)
% 68.70/33.55  																										|
% 68.70/33.55  																										| Equations (601) can reduce 302 to:
% 68.70/33.55  																										| (604)  ~ (e2 = e1)
% 68.70/33.55  																										|
% 68.70/33.55  																										| Simplifying 604 yields:
% 68.70/33.55  																										| (122)  ~ (e2 = e1)
% 68.70/33.55  																										|
% 68.70/33.55  																										| From (601) and (57) follows:
% 68.70/33.55  																										| (606) op(e1, e1) = all_0_22_22
% 68.70/33.55  																										|
% 68.70/33.55  																										+-Applying beta-rule and splitting (22), into two cases.
% 68.70/33.55  																										|-Branch one:
% 68.70/33.55  																										| (268) all_0_54_54 = e3
% 68.70/33.55  																										|
% 68.70/33.55  																											| Combining equations (265,268) yields a new equation:
% 68.70/33.55  																											| (424) e4 = e3
% 68.70/33.55  																											|
% 68.70/33.55  																											| Simplifying 424 yields:
% 68.70/33.55  																											| (425) e4 = e3
% 68.70/33.55  																											|
% 68.70/33.55  																											| Equations (425) can reduce 188 to:
% 68.70/33.55  																											| (266) $false
% 68.70/33.55  																											|
% 68.70/33.55  																											|-The branch is then unsatisfiable
% 68.70/33.55  																										|-Branch two:
% 68.70/33.55  																										| (60427)  ~ (all_0_54_54 = e3)
% 68.70/33.55  																										| (62553) all_0_55_55 = e3 | all_0_56_56 = e3 | all_0_58_58 = e3
% 68.70/33.55  																										|
% 68.70/33.55  																											+-Applying beta-rule and splitting (144), into two cases.
% 68.70/33.55  																											|-Branch one:
% 68.70/33.55  																											| (403) all_0_41_41 = e3
% 68.70/33.55  																											|
% 68.70/33.55  																												| Equations (403) can reduce 149 to:
% 68.70/33.55  																												| (406)  ~ (all_0_44_44 = e3)
% 68.70/33.55  																												|
% 68.70/33.55  																												| Simplifying 406 yields:
% 68.70/33.55  																												| (407)  ~ (all_0_44_44 = e3)
% 68.70/33.55  																												|
% 68.70/33.55  																												| Equations (403) can reduce 43 to:
% 68.70/33.55  																												| (408)  ~ (all_0_46_46 = e3)
% 68.70/33.55  																												|
% 68.70/33.55  																												| Simplifying 408 yields:
% 68.70/33.55  																												| (409)  ~ (all_0_46_46 = e3)
% 68.70/33.55  																												|
% 68.70/33.55  																												| Equations (403) can reduce 85 to:
% 68.70/33.55  																												| (212)  ~ (e3 = e2)
% 68.70/33.55  																												|
% 68.70/33.55  																												| Equations (403) can reduce 457 to:
% 68.70/33.55  																												| (213)  ~ (e3 = e1)
% 68.70/33.55  																												|
% 68.70/33.55  																												+-Applying beta-rule and splitting (189), into two cases.
% 68.70/33.55  																												|-Branch one:
% 68.70/33.55  																												| (532) all_0_44_44 = e3
% 68.70/33.55  																												|
% 68.70/33.55  																													| Equations (532) can reduce 407 to:
% 68.70/33.55  																													| (266) $false
% 68.70/33.55  																													|
% 68.70/33.55  																													|-The branch is then unsatisfiable
% 68.70/33.55  																												|-Branch two:
% 68.70/33.55  																												| (407)  ~ (all_0_44_44 = e3)
% 68.70/33.55  																												| (537) all_0_49_49 = e3 | all_0_53_53 = e3 | all_0_58_58 = e3
% 68.70/33.55  																												|
% 68.70/33.55  																													+-Applying beta-rule and splitting (26), into two cases.
% 68.70/33.55  																													|-Branch one:
% 68.70/33.55  																													| (446) all_0_44_44 = e4
% 68.70/33.55  																													|
% 68.70/33.55  																														| Equations (446) can reduce 1390 to:
% 68.70/33.55  																														| (266) $false
% 68.70/33.55  																														|
% 68.70/33.55  																														|-The branch is then unsatisfiable
% 68.70/33.55  																													|-Branch two:
% 68.70/33.55  																													| (1390)  ~ (all_0_44_44 = e4)
% 68.70/33.55  																													| (1391) all_0_44_44 = e3 | all_0_44_44 = e1 | all_0_44_44 = e0
% 68.70/33.55  																													|
% 68.70/33.55  																														+-Applying beta-rule and splitting (133), into two cases.
% 68.70/33.55  																														|-Branch one:
% 68.70/33.55  																														| (833) all_0_56_56 = e2
% 68.70/33.55  																														|
% 68.70/33.55  																															| Equations (833) can reduce 511 to:
% 68.70/33.55  																															| (266) $false
% 68.70/33.55  																															|
% 68.70/33.55  																															|-The branch is then unsatisfiable
% 68.70/33.55  																														|-Branch two:
% 68.70/33.55  																														| (511)  ~ (all_0_56_56 = e2)
% 68.70/33.55  																														| (836) all_0_56_56 = e4 | all_0_56_56 = e3 | all_0_56_56 = e1 | all_0_56_56 = e0
% 68.70/33.55  																														|
% 68.70/33.55  																															+-Applying beta-rule and splitting (123), into two cases.
% 68.70/33.55  																															|-Branch one:
% 68.70/33.55  																															| (1794) all_0_46_46 = e2
% 68.70/33.55  																															|
% 68.70/33.55  																																| Equations (1794) can reduce 300 to:
% 68.70/33.55  																																| (266) $false
% 68.70/33.55  																																|
% 68.70/33.55  																																|-The branch is then unsatisfiable
% 68.70/33.55  																															|-Branch two:
% 68.70/33.55  																															| (300)  ~ (all_0_46_46 = e2)
% 68.70/33.55  																															| (1797) all_0_46_46 = e4 | all_0_46_46 = e3 | all_0_46_46 = e1 | all_0_46_46 = e0
% 68.70/33.55  																															|
% 68.70/33.55  																																+-Applying beta-rule and splitting (1797), into two cases.
% 68.70/33.55  																																|-Branch one:
% 68.70/33.55  																																| (770) all_0_46_46 = e4
% 68.70/33.55  																																|
% 68.70/33.55  																																	| Equations (770) can reduce 19 to:
% 68.70/33.55  																																	| (251)  ~ (all_0_47_47 = e4)
% 68.70/33.55  																																	|
% 68.70/33.55  																																	| Simplifying 251 yields:
% 68.70/33.55  																																	| (252)  ~ (all_0_47_47 = e4)
% 68.70/33.55  																																	|
% 68.70/33.55  																																	| Equations (770) can reduce 300 to:
% 68.70/33.55  																																	| (48)  ~ (e4 = e2)
% 68.70/33.55  																																	|
% 68.70/33.55  																																	| From (770) and (33) follows:
% 68.70/33.55  																																	| (118647) op(e4, e3) = all_0_16_16
% 68.70/33.55  																																	|
% 68.70/33.55  																																	| From (770) and (179) follows:
% 68.70/33.56  																																	| (94991) op(e4, e2) = all_0_15_15
% 68.70/33.56  																																	|
% 68.70/33.56  																																	| From (770) and (120) follows:
% 68.78/33.56  																																	| (72494) op(e2, e3) = e4
% 68.78/33.56  																																	|
% 68.78/33.56  																																	+-Applying beta-rule and splitting (164), into two cases.
% 68.78/33.56  																																	|-Branch one:
% 68.78/33.56  																																	| (471) all_0_39_39 = e4
% 68.78/33.56  																																	|
% 68.78/33.56  																																		| Combining equations (317,471) yields a new equation:
% 68.78/33.56  																																		| (323) e4 = e2
% 68.78/33.56  																																		|
% 68.78/33.56  																																		| Equations (323) can reduce 48 to:
% 68.78/33.56  																																		| (266) $false
% 68.78/33.56  																																		|
% 68.78/33.56  																																		|-The branch is then unsatisfiable
% 68.78/33.56  																																	|-Branch two:
% 68.78/33.56  																																	| (1377)  ~ (all_0_39_39 = e4)
% 68.78/33.56  																																	| (2115) all_0_42_42 = e4 | all_0_47_47 = e4 | all_0_51_51 = e4 | all_0_56_56 = e4
% 68.78/33.56  																																	|
% 68.78/33.56  																																		+-Applying beta-rule and splitting (2115), into two cases.
% 68.78/33.56  																																		|-Branch one:
% 68.78/33.56  																																		| (1392) all_0_42_42 = e4
% 68.78/33.56  																																		|
% 68.78/33.56  																																			| Equations (1392) can reduce 73 to:
% 68.78/33.56  																																			| (1903)  ~ (all_0_44_44 = e4)
% 68.78/33.56  																																			|
% 68.78/33.56  																																			| Simplifying 1903 yields:
% 68.78/33.56  																																			| (1390)  ~ (all_0_44_44 = e4)
% 68.78/33.56  																																			|
% 68.78/33.56  																																			| Equations (1392) can reduce 1380 to:
% 68.78/33.56  																																			| (110)  ~ (e4 = e1)
% 68.78/33.56  																																			|
% 68.78/33.56  																																			| From (1392) and (226) follows:
% 68.78/33.56  																																			| (91328) op(e4, e3) = all_0_7_7
% 68.78/33.56  																																			|
% 68.78/33.56  																																			| From (1392) and (225) follows:
% 68.78/33.56  																																			| (4073) op(e4, e2) = all_0_8_8
% 68.78/33.56  																																			|
% 68.78/33.56  																																			+-Applying beta-rule and splitting (62553), into two cases.
% 68.78/33.56  																																			|-Branch one:
% 68.78/33.56  																																			| (2336) all_0_55_55 = e3
% 68.78/33.56  																																			|
% 68.78/33.56  																																				| Combining equations (386,2336) yields a new equation:
% 68.78/33.56  																																				| (662) e3 = e2
% 68.78/33.56  																																				|
% 68.78/33.56  																																				| Equations (662) can reduce 212 to:
% 68.78/33.56  																																				| (266) $false
% 68.78/33.56  																																				|
% 68.78/33.56  																																				|-The branch is then unsatisfiable
% 68.78/33.56  																																			|-Branch two:
% 68.78/33.56  																																			| (270)  ~ (all_0_55_55 = e3)
% 68.78/33.56  																																			| (62557) all_0_56_56 = e3 | all_0_58_58 = e3
% 68.78/33.56  																																			|
% 68.78/33.56  																																				| Equations (386) can reduce 270 to:
% 68.78/33.56  																																				| (626)  ~ (e3 = e2)
% 68.78/33.56  																																				|
% 68.78/33.56  																																				| Simplifying 626 yields:
% 68.78/33.56  																																				| (212)  ~ (e3 = e2)
% 68.78/33.56  																																				|
% 68.78/33.56  																																				+-Applying beta-rule and splitting (537), into two cases.
% 68.78/33.56  																																				|-Branch one:
% 68.78/33.56  																																				| (884) all_0_49_49 = e3
% 68.78/33.56  																																				|
% 68.78/33.56  																																					| Equations (884) can reduce 525 to:
% 68.78/33.56  																																					| (266) $false
% 68.78/33.56  																																					|
% 68.78/33.56  																																					|-The branch is then unsatisfiable
% 68.78/33.56  																																				|-Branch two:
% 68.78/33.56  																																				| (525)  ~ (all_0_49_49 = e3)
% 68.78/33.56  																																				| (887) all_0_53_53 = e3 | all_0_58_58 = e3
% 68.78/33.56  																																				|
% 68.78/33.56  																																					+-Applying beta-rule and splitting (887), into two cases.
% 68.78/33.56  																																					|-Branch one:
% 68.78/33.56  																																					| (665) all_0_53_53 = e3
% 68.78/33.56  																																					|
% 68.78/33.56  																																						| Combining equations (665,607) yields a new equation:
% 68.78/33.56  																																						| (661) e3 = e2
% 68.78/33.56  																																						|
% 68.78/33.56  																																						| Simplifying 661 yields:
% 68.78/33.56  																																						| (662) e3 = e2
% 68.78/33.57  																																						|
% 68.78/33.57  																																						| Equations (662) can reduce 212 to:
% 68.78/33.57  																																						| (266) $false
% 68.78/33.57  																																						|
% 68.78/33.57  																																						|-The branch is then unsatisfiable
% 68.78/33.57  																																					|-Branch two:
% 68.78/33.57  																																					| (903)  ~ (all_0_53_53 = e3)
% 68.78/33.57  																																					| (795) all_0_58_58 = e3
% 68.78/33.57  																																					|
% 68.78/33.57  																																						| Equations (795) can reduce 181 to:
% 68.78/33.57  																																						| (407)  ~ (all_0_44_44 = e3)
% 68.78/33.57  																																						|
% 68.78/33.57  																																						| Equations (795) can reduce 119 to:
% 68.78/33.57  																																						| (525)  ~ (all_0_49_49 = e3)
% 68.78/33.57  																																						|
% 68.78/33.57  																																						| From (795) and (245) follows:
% 68.78/33.57  																																						| (60701) op(e0, e0) = e3
% 68.78/33.57  																																						|
% 68.78/33.57  																																						+-Applying beta-rule and splitting (1391), into two cases.
% 68.78/33.57  																																						|-Branch one:
% 68.78/33.57  																																						| (1414) all_0_44_44 = e0
% 68.78/33.57  																																						|
% 68.78/33.57  																																							| Equations (1414) can reduce 9 to:
% 68.78/33.57  																																							| (486)  ~ (all_0_49_49 = e0)
% 68.78/33.57  																																							|
% 68.78/33.57  																																							| Simplifying 486 yields:
% 68.78/33.57  																																							| (487)  ~ (all_0_49_49 = e0)
% 68.78/33.57  																																							|
% 68.78/33.57  																																							| Equations (1414) can reduce 1390 to:
% 68.78/33.57  																																							| (401)  ~ (e4 = e0)
% 68.78/33.57  																																							|
% 68.78/33.57  																																							| Simplifying 401 yields:
% 68.78/33.57  																																							| (49)  ~ (e4 = e0)
% 68.78/33.57  																																							|
% 68.78/33.57  																																							| Equations (1414) can reduce 147 to:
% 68.78/33.57  																																							| (365)  ~ (e2 = e0)
% 68.78/33.57  																																							|
% 68.78/33.57  																																							| Simplifying 365 yields:
% 68.78/33.57  																																							| (128)  ~ (e2 = e0)
% 68.78/33.57  																																							|
% 68.78/33.57  																																							| Equations (1414) can reduce 639 to:
% 68.78/33.57  																																							| (435)  ~ (e1 = e0)
% 68.78/33.57  																																							|
% 68.78/33.57  																																							| Simplifying 435 yields:
% 68.78/33.57  																																							| (233)  ~ (e1 = e0)
% 68.78/33.57  																																							|
% 68.78/33.57  																																							| From (1414) and (204) follows:
% 68.78/33.57  																																							| (9785) op(e0, e3) = all_0_11_11
% 68.78/33.57  																																							|
% 68.78/33.57  																																							| From (1414) and (70) follows:
% 68.78/33.57  																																							| (60174) op(e0, e0) = all_0_12_12
% 68.78/33.57  																																							|
% 68.78/33.57  																																							+-Applying beta-rule and splitting (104), into two cases.
% 68.78/33.57  																																							|-Branch one:
% 68.78/33.57  																																							| (480) all_0_39_39 = e0
% 68.78/33.57  																																							|
% 68.78/33.57  																																								| Combining equations (317,480) yields a new equation:
% 68.78/33.57  																																								| (391) e2 = e0
% 68.78/33.57  																																								|
% 68.78/33.57  																																								| Simplifying 391 yields:
% 68.78/33.57  																																								| (330) e2 = e0
% 68.78/33.57  																																								|
% 68.78/33.57  																																								| Equations (330) can reduce 128 to:
% 68.78/33.57  																																								| (266) $false
% 68.78/33.57  																																								|
% 68.78/33.57  																																								|-The branch is then unsatisfiable
% 68.78/33.57  																																							|-Branch two:
% 68.78/33.57  																																							| (484)  ~ (all_0_39_39 = e0)
% 68.78/33.57  																																							| (558) all_0_42_42 = e0 | all_0_47_47 = e0 | all_0_56_56 = e0
% 68.78/33.57  																																							|
% 68.78/33.57  																																								| Equations (317) can reduce 484 to:
% 68.78/33.57  																																								| (128)  ~ (e2 = e0)
% 68.78/33.57  																																								|
% 68.78/33.57  																																								+-Applying beta-rule and splitting (216), into two cases.
% 68.78/33.57  																																								|-Branch one:
% 68.78/33.57  																																								| (629) all_0_55_55 = e1
% 68.78/33.57  																																								|
% 68.78/33.57  																																									| Combining equations (386,629) yields a new equation:
% 68.78/33.57  																																									| (616) e2 = e1
% 68.78/33.57  																																									|
% 68.78/33.57  																																									| Simplifying 616 yields:
% 68.78/33.57  																																									| (617) e2 = e1
% 68.78/33.57  																																									|
% 68.78/33.57  																																									| Equations (617) can reduce 122 to:
% 68.78/33.57  																																									| (266) $false
% 68.78/33.57  																																									|
% 68.78/33.57  																																									|-The branch is then unsatisfiable
% 68.78/33.57  																																								|-Branch two:
% 68.78/33.57  																																								| (632)  ~ (all_0_55_55 = e1)
% 68.78/33.57  																																								| (633) all_0_56_56 = e1 | all_0_57_57 = e1 | all_0_58_58 = e1
% 68.78/33.57  																																								|
% 68.78/33.57  																																									| Equations (386) can reduce 632 to:
% 68.78/33.57  																																									| (122)  ~ (e2 = e1)
% 68.78/33.57  																																									|
% 68.78/33.57  																																									+-Applying beta-rule and splitting (184), into two cases.
% 68.78/33.57  																																									|-Branch one:
% 68.78/33.57  																																									| (538) all_0_46_46 = e0
% 68.78/33.57  																																									|
% 68.78/33.57  																																										| Combining equations (770,538) yields a new equation:
% 68.78/33.57  																																										| (481) e4 = e0
% 68.78/33.57  																																										|
% 68.78/33.57  																																										| Simplifying 481 yields:
% 68.78/33.57  																																										| (397) e4 = e0
% 68.78/33.57  																																										|
% 68.78/33.57  																																										| Equations (397) can reduce 49 to:
% 68.78/33.57  																																										| (266) $false
% 68.78/33.57  																																										|
% 68.78/33.57  																																										|-The branch is then unsatisfiable
% 68.78/33.57  																																									|-Branch two:
% 68.78/33.57  																																									| (831)  ~ (all_0_46_46 = e0)
% 68.78/33.57  																																									| (832) all_0_47_47 = e0 | all_0_48_48 = e0 | all_0_49_49 = e0
% 68.78/33.57  																																									|
% 68.78/33.57  																																										+-Applying beta-rule and splitting (832), into two cases.
% 68.78/33.57  																																										|-Branch one:
% 68.78/33.57  																																										| (674) all_0_47_47 = e0
% 68.78/33.57  																																										|
% 68.78/33.57  																																											| Equations (674) can reduce 86 to:
% 68.78/33.57  																																											| (486)  ~ (all_0_49_49 = e0)
% 68.78/33.57  																																											|
% 68.78/33.57  																																											| Simplifying 486 yields:
% 68.78/33.57  																																											| (487)  ~ (all_0_49_49 = e0)
% 68.78/33.57  																																											|
% 68.78/33.57  																																											| Equations (674) can reduce 91 to:
% 68.78/33.57  																																											| (1181)  ~ (all_0_56_56 = e0)
% 68.78/33.57  																																											|
% 68.78/33.57  																																											| Simplifying 1181 yields:
% 68.78/33.57  																																											| (828)  ~ (all_0_56_56 = e0)
% 68.78/33.57  																																											|
% 68.78/33.57  																																											| Equations (674) can reduce 338 to:
% 68.78/33.57  																																											| (365)  ~ (e2 = e0)
% 68.78/33.57  																																											|
% 68.78/33.57  																																											| Simplifying 365 yields:
% 68.78/33.57  																																											| (128)  ~ (e2 = e0)
% 68.78/33.57  																																											|
% 68.78/33.57  																																											| From (674) and (23) follows:
% 68.78/33.57  																																											| (3148) op(e2, e2) = e0
% 68.78/33.57  																																											|
% 68.78/33.57  																																											+-Applying beta-rule and splitting (135), into two cases.
% 68.78/33.57  																																											|-Branch one:
% 68.78/33.57  																																											| (545) all_0_46_46 = e1
% 68.78/33.57  																																											|
% 68.78/33.57  																																												| Combining equations (770,545) yields a new equation:
% 68.78/33.57  																																												| (636) e4 = e1
% 68.78/33.57  																																												|
% 68.78/33.57  																																												| Simplifying 636 yields:
% 68.78/33.57  																																												| (630) e4 = e1
% 68.78/33.57  																																												|
% 68.78/33.57  																																												| Equations (630) can reduce 110 to:
% 68.78/33.57  																																												| (266) $false
% 68.78/33.57  																																												|
% 68.78/33.57  																																												|-The branch is then unsatisfiable
% 68.78/33.57  																																											|-Branch two:
% 68.78/33.57  																																											| (549)  ~ (all_0_46_46 = e1)
% 68.78/33.57  																																											| (550) all_0_47_47 = e1 | all_0_48_48 = e1 | all_0_49_49 = e1
% 68.78/33.57  																																											|
% 68.78/33.57  																																												| Equations (770) can reduce 549 to:
% 68.78/33.57  																																												| (110)  ~ (e4 = e1)
% 68.78/33.57  																																												|
% 68.78/33.57  																																												+-Applying beta-rule and splitting (131), into two cases.
% 68.78/33.57  																																												|-Branch one:
% 68.78/33.57  																																												| (459) all_0_42_42 = e1
% 68.78/33.57  																																												|
% 68.78/33.57  																																													| Combining equations (1392,459) yields a new equation:
% 68.78/33.57  																																													| (636) e4 = e1
% 68.78/33.57  																																													|
% 68.78/33.57  																																													| Simplifying 636 yields:
% 68.78/33.57  																																													| (630) e4 = e1
% 68.78/33.57  																																													|
% 68.78/33.57  																																													| Equations (630) can reduce 110 to:
% 68.78/33.57  																																													| (266) $false
% 68.78/33.57  																																													|
% 68.78/33.57  																																													|-The branch is then unsatisfiable
% 68.78/33.57  																																												|-Branch two:
% 68.78/33.57  																																												| (1380)  ~ (all_0_42_42 = e1)
% 68.78/33.57  																																												| (3259) all_0_47_47 = e1 | all_0_51_51 = e1 | all_0_56_56 = e1
% 68.78/33.57  																																												|
% 68.78/33.57  																																													+-Applying beta-rule and splitting (112), into two cases.
% 68.78/33.57  																																													|-Branch one:
% 68.78/33.57  																																													| (635) all_0_44_44 = e1
% 68.78/33.57  																																													|
% 68.78/33.57  																																														| Combining equations (1414,635) yields a new equation:
% 68.78/33.57  																																														| (431) e1 = e0
% 68.78/33.57  																																														|
% 68.78/33.57  																																														| Equations (431) can reduce 233 to:
% 68.78/33.57  																																														| (266) $false
% 68.78/33.57  																																														|
% 68.78/33.57  																																														|-The branch is then unsatisfiable
% 68.78/33.57  																																													|-Branch two:
% 68.78/33.57  																																													| (639)  ~ (all_0_44_44 = e1)
% 68.78/33.57  																																													| (640) all_0_49_49 = e1 | all_0_53_53 = e1 | all_0_58_58 = e1
% 68.78/33.57  																																													|
% 68.78/33.57  																																														+-Applying beta-rule and splitting (640), into two cases.
% 68.78/33.57  																																														|-Branch one:
% 68.78/33.57  																																														| (671) all_0_49_49 = e1
% 68.78/33.57  																																														|
% 68.78/33.57  																																															| Equations (671) can reduce 525 to:
% 68.78/33.57  																																															| (467)  ~ (e3 = e1)
% 68.78/33.57  																																															|
% 68.78/33.57  																																															| Simplifying 467 yields:
% 68.78/33.57  																																															| (213)  ~ (e3 = e1)
% 68.78/33.57  																																															|
% 68.78/33.57  																																															| Equations (671) can reduce 487 to:
% 68.78/33.57  																																															| (233)  ~ (e1 = e0)
% 68.78/33.57  																																															|
% 68.78/33.57  																																															| From (671) and (129) follows:
% 68.78/33.57  																																															| (672) op(e1, e2) = all_0_20_20
% 68.78/33.57  																																															|
% 68.78/33.57  																																															+-Applying beta-rule and splitting (633), into two cases.
% 68.78/33.57  																																															|-Branch one:
% 68.78/33.57  																																															| (1569) all_0_56_56 = e1
% 68.78/33.57  																																															|
% 68.78/33.57  																																																| Equations (1569) can reduce 828 to:
% 68.78/33.57  																																																| (233)  ~ (e1 = e0)
% 68.78/33.57  																																																|
% 68.78/33.57  																																																| From (1569) and (87) follows:
% 68.78/33.57  																																																| (5145) op(e1, e2) = all_0_34_34
% 68.78/33.57  																																																|
% 68.78/33.57  																																																| From (1569) and (111) follows:
% 68.78/33.57  																																																| (3175) op(e0, e2) = e1
% 68.78/33.57  																																																|
% 68.78/33.57  																																																| Instantiating formula (29) with e4, e3, all_0_7_7, e0 and discharging atoms op(e4, e3) = all_0_7_7, op(e4, e3) = e0, yields:
% 68.78/33.57  																																																| (5710) all_0_7_7 = e0
% 68.78/33.57  																																																|
% 68.78/33.57  																																																| Instantiating formula (29) with e4, e3, all_0_16_16, all_0_7_7 and discharging atoms op(e4, e3) = all_0_7_7, op(e4, e3) = all_0_16_16, yields:
% 68.78/33.57  																																																| (2159) all_0_7_7 = all_0_16_16
% 68.78/33.57  																																																|
% 68.78/33.57  																																																| Instantiating formula (29) with e4, e2, all_0_8_8, e2 and discharging atoms op(e4, e2) = all_0_8_8, op(e4, e2) = e2, yields:
% 68.78/33.57  																																																| (15601) all_0_8_8 = e2
% 68.78/33.57  																																																|
% 68.78/33.57  																																																| Instantiating formula (29) with e4, e2, all_0_15_15, all_0_8_8 and discharging atoms op(e4, e2) = all_0_8_8, op(e4, e2) = all_0_15_15, yields:
% 68.78/33.58  																																																| (85396) all_0_8_8 = all_0_15_15
% 68.78/33.58  																																																|
% 68.78/33.58  																																																| Instantiating formula (29) with e1, e2, all_0_34_34, all_0_20_20 and discharging atoms op(e1, e2) = all_0_20_20, op(e1, e2) = all_0_34_34, yields:
% 68.78/33.58  																																																| (5157) all_0_20_20 = all_0_34_34
% 68.78/33.58  																																																|
% 68.78/33.58  																																																| Instantiating formula (29) with e1, e2, e3, all_0_20_20 and discharging atoms op(e1, e2) = all_0_20_20, op(e1, e2) = e3, yields:
% 68.78/33.58  																																																| (4837) all_0_20_20 = e3
% 68.78/33.58  																																																|
% 68.78/33.58  																																																| Instantiating formula (29) with e1, e1, all_0_22_22, e4 and discharging atoms op(e1, e1) = all_0_22_22, op(e1, e1) = e4, yields:
% 68.78/33.58  																																																| (686) all_0_22_22 = e4
% 68.78/33.58  																																																|
% 68.78/33.58  																																																| Instantiating formula (29) with e0, e3, all_0_11_11, e2 and discharging atoms op(e0, e3) = all_0_11_11, op(e0, e3) = e2, yields:
% 68.78/33.58  																																																| (117126) all_0_11_11 = e2
% 68.78/33.58  																																																|
% 68.78/33.58  																																																| Instantiating formula (29) with e0, e0, e3, all_0_12_12 and discharging atoms op(e0, e0) = all_0_12_12, op(e0, e0) = e3, yields:
% 68.78/33.58  																																																| (2156) all_0_12_12 = e3
% 68.78/33.58  																																																|
% 68.78/33.58  																																																| Combining equations (5710,2159) yields a new equation:
% 68.80/33.58  																																																| (118687) all_0_16_16 = e0
% 68.80/33.58  																																																|
% 68.80/33.59  																																																| Combining equations (85396,15601) yields a new equation:
% 68.80/33.59  																																																| (1598) all_0_15_15 = e2
% 68.80/33.59  																																																|
% 68.80/33.59  																																																| Simplifying 1598 yields:
% 68.80/33.59  																																																| (1599) all_0_15_15 = e2
% 68.80/33.59  																																																|
% 68.80/33.59  																																																| Combining equations (5157,4837) yields a new equation:
% 68.80/33.59  																																																| (21716) all_0_34_34 = e3
% 68.80/33.59  																																																|
% 68.80/33.59  																																																| Simplifying 21716 yields:
% 68.80/33.59  																																																| (4264) all_0_34_34 = e3
% 68.80/33.59  																																																|
% 68.80/33.59  																																																| From (118687) and (118647) follows:
% 68.80/33.60  																																																| (22212) op(e4, e3) = e0
% 68.80/33.60  																																																|
% 68.80/33.60  																																																| From (1599) and (94991) follows:
% 68.80/33.60  																																																| (22188) op(e4, e2) = e2
% 68.80/33.60  																																																|
% 68.80/33.60  																																																| From (4264) and (5145) follows:
% 68.80/33.60  																																																| (1552) op(e1, e2) = e3
% 68.80/33.60  																																																|
% 68.80/33.60  																																																| From (686) and (606) follows:
% 68.80/33.60  																																																| (570) op(e1, e1) = e4
% 68.80/33.60  																																																|
% 68.80/33.60  																																																| From (117126) and (9785) follows:
% 68.80/33.60  																																																| (24443) op(e0, e3) = e2
% 68.80/33.60  																																																|
% 68.80/33.60  																																																| From (2156) and (60174) follows:
% 68.80/33.61  																																																| (60701) op(e0, e0) = e3
% 68.80/33.61  																																																|
% 68.80/33.61  																																																+-Applying beta-rule and splitting (56), into two cases.
% 68.80/33.61  																																																|-Branch one:
% 68.80/33.61  																																																| (696) unit = e2
% 68.80/33.61  																																																|
% 68.80/33.61  																																																	| From (696) and (24) follows:
% 68.80/33.61  																																																	| (697) op(e2, e3) = e3
% 68.80/33.61  																																																	|
% 68.80/33.61  																																																	| From (696) and (227) follows:
% 68.80/33.61  																																																	| (4284) op(e4, e2) = e4
% 68.80/33.61  																																																	|
% 68.80/33.61  																																																	| From (696) and (32) follows:
% 68.80/33.61  																																																	| (698) op(e2, e2) = e2
% 68.80/33.61  																																																	|
% 68.80/33.61  																																																	| From (696) and (28) follows:
% 68.80/33.61  																																																	| (699) op(e1, e2) = e1
% 68.80/33.61  																																																	|
% 68.80/33.61  																																																	| Instantiating formula (29) with e4, e2, e4, e2 and discharging atoms op(e4, e2) = e4, op(e4, e2) = e2, yields:
% 68.80/33.61  																																																	| (323) e4 = e2
% 68.80/33.61  																																																	|
% 68.80/33.61  																																																	| Instantiating formula (29) with e2, e3, e3, e4 and discharging atoms op(e2, e3) = e4, op(e2, e3) = e3, yields:
% 68.80/33.61  																																																	| (425) e4 = e3
% 68.80/33.61  																																																	|
% 68.80/33.61  																																																	| Instantiating formula (29) with e2, e2, e2, e0 and discharging atoms op(e2, e2) = e2, op(e2, e2) = e0, yields:
% 68.80/33.61  																																																	| (330) e2 = e0
% 68.80/33.61  																																																	|
% 68.80/33.61  																																																	| Instantiating formula (29) with e1, e2, e1, e3 and discharging atoms op(e1, e2) = e3, op(e1, e2) = e1, yields:
% 68.80/33.61  																																																	| (455) e3 = e1
% 68.80/33.61  																																																	|
% 68.80/33.61  																																																	| Combining equations (323,425) yields a new equation:
% 68.80/33.61  																																																	| (662) e3 = e2
% 68.80/33.61  																																																	|
% 68.80/33.61  																																																	| Combining equations (662,455) yields a new equation:
% 68.80/33.61  																																																	| (616) e2 = e1
% 68.80/33.61  																																																	|
% 68.80/33.61  																																																	| Simplifying 616 yields:
% 68.80/33.61  																																																	| (617) e2 = e1
% 68.80/33.61  																																																	|
% 68.80/33.61  																																																	| Combining equations (330,617) yields a new equation:
% 68.80/33.61  																																																	| (431) e1 = e0
% 68.80/33.61  																																																	|
% 68.80/33.61  																																																	| Equations (431) can reduce 233 to:
% 68.80/33.61  																																																	| (266) $false
% 68.80/33.61  																																																	|
% 68.80/33.61  																																																	|-The branch is then unsatisfiable
% 68.80/33.61  																																																|-Branch two:
% 68.80/33.61  																																																| (707)  ~ (unit = e2)
% 68.80/33.61  																																																| (708) unit = e4 | unit = e3 | unit = e1 | unit = e0
% 68.80/33.61  																																																|
% 68.80/33.61  																																																	+-Applying beta-rule and splitting (708), into two cases.
% 68.80/33.61  																																																	|-Branch one:
% 68.80/33.61  																																																	| (709) unit = e4
% 68.80/33.61  																																																	|
% 68.80/33.61  																																																		| From (709) and (24) follows:
% 68.80/33.61  																																																		| (33325) op(e4, e3) = e3
% 68.80/33.61  																																																		|
% 68.80/33.61  																																																		| From (709) and (211) follows:
% 68.80/33.61  																																																		| (22527) op(e4, e1) = e1
% 68.80/33.61  																																																		|
% 68.80/33.61  																																																		| Instantiating formula (29) with e4, e3, e3, e0 and discharging atoms op(e4, e3) = e3, op(e4, e3) = e0, yields:
% 68.80/33.61  																																																		| (676) e3 = e0
% 68.80/33.61  																																																		|
% 68.80/33.61  																																																		| Instantiating formula (29) with e4, e1, e1, e3 and discharging atoms op(e4, e1) = e3, op(e4, e1) = e1, yields:
% 68.80/33.61  																																																		| (455) e3 = e1
% 68.80/33.61  																																																		|
% 68.80/33.61  																																																		| Combining equations (455,676) yields a new equation:
% 68.80/33.61  																																																		| (546) e1 = e0
% 68.80/33.61  																																																		|
% 68.80/33.61  																																																		| Simplifying 546 yields:
% 68.80/33.61  																																																		| (431) e1 = e0
% 68.80/33.61  																																																		|
% 68.80/33.61  																																																		| Equations (431) can reduce 233 to:
% 68.80/33.61  																																																		| (266) $false
% 68.80/33.61  																																																		|
% 68.80/33.61  																																																		|-The branch is then unsatisfiable
% 68.80/33.61  																																																	|-Branch two:
% 68.80/33.61  																																																	| (724)  ~ (unit = e4)
% 68.80/33.61  																																																	| (725) unit = e3 | unit = e1 | unit = e0
% 68.80/33.61  																																																	|
% 68.80/33.61  																																																		+-Applying beta-rule and splitting (725), into two cases.
% 68.80/33.61  																																																		|-Branch one:
% 68.80/33.61  																																																		| (726) unit = e0
% 68.80/33.61  																																																		|
% 68.80/33.61  																																																			| From (726) and (24) follows:
% 68.80/33.61  																																																			| (2208) op(e0, e3) = e3
% 68.80/33.61  																																																			|
% 68.80/33.61  																																																			| From (726) and (15) follows:
% 68.80/33.61  																																																			| (1508) op(e0, e2) = e2
% 68.80/33.61  																																																			|
% 68.80/33.61  																																																			| From (726) and (42) follows:
% 68.80/33.61  																																																			| (728) op(e0, e0) = e0
% 68.80/33.61  																																																			|
% 68.80/33.61  																																																			| Instantiating formula (29) with e0, e3, e3, e2 and discharging atoms op(e0, e3) = e3, op(e0, e3) = e2, yields:
% 68.80/33.61  																																																			| (662) e3 = e2
% 68.80/33.61  																																																			|
% 68.80/33.61  																																																			| Instantiating formula (29) with e0, e2, e2, e1 and discharging atoms op(e0, e2) = e2, op(e0, e2) = e1, yields:
% 68.80/33.61  																																																			| (617) e2 = e1
% 68.80/33.61  																																																			|
% 68.80/33.61  																																																			| Instantiating formula (29) with e0, e0, e0, e3 and discharging atoms op(e0, e0) = e3, op(e0, e0) = e0, yields:
% 68.80/33.61  																																																			| (676) e3 = e0
% 68.80/33.61  																																																			|
% 68.80/33.61  																																																			| Combining equations (662,676) yields a new equation:
% 68.80/33.61  																																																			| (391) e2 = e0
% 68.80/33.61  																																																			|
% 68.80/33.61  																																																			| Simplifying 391 yields:
% 68.80/33.61  																																																			| (330) e2 = e0
% 68.80/33.61  																																																			|
% 68.80/33.61  																																																			| Combining equations (330,617) yields a new equation:
% 68.80/33.61  																																																			| (431) e1 = e0
% 68.80/33.61  																																																			|
% 68.80/33.61  																																																			| Equations (431) can reduce 233 to:
% 68.80/33.61  																																																			| (266) $false
% 68.80/33.61  																																																			|
% 68.80/33.61  																																																			|-The branch is then unsatisfiable
% 68.80/33.61  																																																		|-Branch two:
% 68.80/33.61  																																																		| (734)  ~ (unit = e0)
% 68.80/33.61  																																																		| (735) unit = e3 | unit = e1
% 68.80/33.61  																																																		|
% 68.80/33.61  																																																			+-Applying beta-rule and splitting (735), into two cases.
% 68.80/33.61  																																																			|-Branch one:
% 68.80/33.61  																																																			| (736) unit = e1
% 68.80/33.61  																																																			|
% 68.80/33.61  																																																				| Equations (736) can reduce 734 to:
% 68.80/33.61  																																																				| (233)  ~ (e1 = e0)
% 68.80/33.61  																																																				|
% 68.80/33.61  																																																				| From (736) and (244) follows:
% 68.80/33.61  																																																				| (738) op(e1, e4) = e4
% 68.80/33.61  																																																				|
% 68.80/33.61  																																																				| From (736) and (15) follows:
% 68.80/33.61  																																																				| (515) op(e1, e2) = e2
% 68.80/33.61  																																																				|
% 68.80/33.61  																																																				| From (736) and (227) follows:
% 68.80/33.61  																																																				| (739) op(e4, e1) = e4
% 68.80/33.61  																																																				|
% 68.80/33.61  																																																				| From (736) and (28) follows:
% 68.80/33.61  																																																				| (740) op(e1, e1) = e1
% 68.80/33.61  																																																				|
% 68.80/33.61  																																																				| Instantiating formula (29) with e4, e1, e4, e3 and discharging atoms op(e4, e1) = e4, op(e4, e1) = e3, yields:
% 68.80/33.61  																																																				| (425) e4 = e3
% 68.80/33.61  																																																				|
% 68.80/33.61  																																																				| Instantiating formula (29) with e1, e4, e4, e0 and discharging atoms op(e1, e4) = e4, op(e1, e4) = e0, yields:
% 68.80/33.61  																																																				| (397) e4 = e0
% 68.80/33.61  																																																				|
% 68.80/33.61  																																																				| Instantiating formula (29) with e1, e2, e2, e3 and discharging atoms op(e1, e2) = e3, op(e1, e2) = e2, yields:
% 68.80/33.61  																																																				| (662) e3 = e2
% 68.80/33.61  																																																				|
% 68.80/33.61  																																																				| Instantiating formula (29) with e1, e1, e1, e4 and discharging atoms op(e1, e1) = e4, op(e1, e1) = e1, yields:
% 68.80/33.61  																																																				| (630) e4 = e1
% 68.80/33.61  																																																				|
% 68.80/33.61  																																																				| Combining equations (630,425) yields a new equation:
% 68.80/33.61  																																																				| (455) e3 = e1
% 68.80/33.61  																																																				|
% 68.80/33.61  																																																				| Combining equations (397,425) yields a new equation:
% 68.80/33.61  																																																				| (676) e3 = e0
% 68.80/33.61  																																																				|
% 68.80/33.61  																																																				| Combining equations (676,662) yields a new equation:
% 68.80/33.61  																																																				| (330) e2 = e0
% 68.80/33.61  																																																				|
% 68.80/33.61  																																																				| Combining equations (455,662) yields a new equation:
% 68.80/33.61  																																																				| (617) e2 = e1
% 68.80/33.61  																																																				|
% 68.80/33.61  																																																				| Combining equations (617,330) yields a new equation:
% 68.80/33.61  																																																				| (546) e1 = e0
% 68.80/33.61  																																																				|
% 68.80/33.61  																																																				| Simplifying 546 yields:
% 68.80/33.61  																																																				| (431) e1 = e0
% 68.80/33.61  																																																				|
% 68.80/33.61  																																																				| Equations (431) can reduce 233 to:
% 68.80/33.61  																																																				| (266) $false
% 68.80/33.61  																																																				|
% 68.80/33.61  																																																				|-The branch is then unsatisfiable
% 68.80/33.61  																																																			|-Branch two:
% 68.80/33.61  																																																			| (748)  ~ (unit = e1)
% 68.80/33.61  																																																			| (749) unit = e3
% 68.80/33.61  																																																			|
% 68.80/33.61  																																																				| From (749) and (227) follows:
% 68.80/33.61  																																																				| (22570) op(e4, e3) = e4
% 68.80/33.61  																																																				|
% 68.80/33.61  																																																				| From (749) and (32) follows:
% 68.80/33.61  																																																				| (5793) op(e2, e3) = e2
% 68.80/33.61  																																																				|
% 68.80/33.61  																																																				| Instantiating formula (29) with e4, e3, e4, e0 and discharging atoms op(e4, e3) = e4, op(e4, e3) = e0, yields:
% 68.80/33.61  																																																				| (397) e4 = e0
% 68.80/33.61  																																																				|
% 68.80/33.61  																																																				| Instantiating formula (29) with e2, e3, e2, e4 and discharging atoms op(e2, e3) = e4, op(e2, e3) = e2, yields:
% 68.80/33.61  																																																				| (323) e4 = e2
% 68.80/33.61  																																																				|
% 68.80/33.61  																																																				| Combining equations (397,323) yields a new equation:
% 68.80/33.61  																																																				| (330) e2 = e0
% 68.80/33.61  																																																				|
% 68.80/33.61  																																																				| Equations (330) can reduce 128 to:
% 68.80/33.61  																																																				| (266) $false
% 68.80/33.61  																																																				|
% 68.80/33.61  																																																				|-The branch is then unsatisfiable
% 68.80/33.61  																																															|-Branch two:
% 68.80/33.61  																																															| (466)  ~ (all_0_56_56 = e1)
% 68.80/33.61  																																															| (1574) all_0_57_57 = e1 | all_0_58_58 = e1
% 68.80/33.61  																																															|
% 68.80/33.61  																																																+-Applying beta-rule and splitting (3259), into two cases.
% 68.80/33.61  																																																|-Branch one:
% 68.80/33.61  																																																| (654) all_0_47_47 = e1
% 68.80/33.61  																																																|
% 68.80/33.61  																																																	| Combining equations (674,654) yields a new equation:
% 68.80/33.61  																																																	| (431) e1 = e0
% 68.80/33.61  																																																	|
% 68.80/33.61  																																																	| Equations (431) can reduce 233 to:
% 68.80/33.61  																																																	| (266) $false
% 68.80/33.61  																																																	|
% 68.80/33.61  																																																	|-The branch is then unsatisfiable
% 68.80/33.61  																																																|-Branch two:
% 68.80/33.61  																																																| (462)  ~ (all_0_47_47 = e1)
% 68.80/33.61  																																																| (3264) all_0_51_51 = e1 | all_0_56_56 = e1
% 68.80/33.61  																																																|
% 68.80/33.61  																																																	+-Applying beta-rule and splitting (3264), into two cases.
% 68.80/33.61  																																																	|-Branch one:
% 68.80/33.61  																																																	| (1109) all_0_51_51 = e1
% 68.80/33.61  																																																	|
% 68.80/33.61  																																																		| Combining equations (660,1109) yields a new equation:
% 68.80/33.61  																																																		| (454) e3 = e1
% 68.80/33.61  																																																		|
% 68.80/33.61  																																																		| Simplifying 454 yields:
% 68.80/33.61  																																																		| (455) e3 = e1
% 68.80/33.61  																																																		|
% 68.80/33.61  																																																		| Equations (455) can reduce 213 to:
% 68.80/33.61  																																																		| (266) $false
% 68.80/33.61  																																																		|
% 68.80/33.61  																																																		|-The branch is then unsatisfiable
% 68.80/33.61  																																																	|-Branch two:
% 68.80/33.61  																																																	| (464)  ~ (all_0_51_51 = e1)
% 68.80/33.61  																																																	| (1569) all_0_56_56 = e1
% 68.80/33.61  																																																	|
% 68.80/33.61  																																																		| Equations (1569) can reduce 466 to:
% 68.80/33.61  																																																		| (266) $false
% 68.80/33.61  																																																		|
% 68.80/33.61  																																																		|-The branch is then unsatisfiable
% 68.80/33.61  																																														|-Branch two:
% 68.80/33.61  																																														| (1064)  ~ (all_0_49_49 = e1)
% 68.80/33.61  																																														| (2141) all_0_53_53 = e1 | all_0_58_58 = e1
% 68.80/33.61  																																														|
% 68.80/33.61  																																															+-Applying beta-rule and splitting (2141), into two cases.
% 68.80/33.61  																																															|-Branch one:
% 68.80/33.61  																																															| (1208) all_0_53_53 = e1
% 68.80/33.61  																																															|
% 68.80/33.61  																																																| Combining equations (1208,607) yields a new equation:
% 68.80/33.61  																																																| (617) e2 = e1
% 68.80/33.61  																																																|
% 68.80/33.61  																																																| Equations (617) can reduce 122 to:
% 68.80/33.61  																																																| (266) $false
% 68.80/33.61  																																																|
% 68.80/33.61  																																																|-The branch is then unsatisfiable
% 68.80/33.61  																																															|-Branch two:
% 68.80/33.61  																																															| (1459)  ~ (all_0_53_53 = e1)
% 68.80/33.61  																																															| (918) all_0_58_58 = e1
% 68.80/33.61  																																															|
% 68.80/33.61  																																																| Combining equations (918,795) yields a new equation:
% 68.80/33.61  																																																| (455) e3 = e1
% 68.80/33.61  																																																|
% 68.80/33.61  																																																| Equations (455) can reduce 213 to:
% 68.80/33.61  																																																| (266) $false
% 68.80/33.61  																																																|
% 68.80/33.61  																																																|-The branch is then unsatisfiable
% 68.80/33.61  																																										|-Branch two:
% 68.80/33.61  																																										| (678)  ~ (all_0_47_47 = e0)
% 68.80/33.61  																																										| (1278) all_0_48_48 = e0 | all_0_49_49 = e0
% 68.80/33.61  																																										|
% 68.80/33.61  																																											+-Applying beta-rule and splitting (1278), into two cases.
% 68.80/33.61  																																											|-Branch one:
% 68.80/33.61  																																											| (1279) all_0_48_48 = e0
% 68.80/33.61  																																											|
% 68.80/33.61  																																												| Combining equations (1279,335) yields a new equation:
% 68.80/33.61  																																												| (330) e2 = e0
% 68.80/33.61  																																												|
% 68.80/33.61  																																												| Equations (330) can reduce 128 to:
% 68.80/33.61  																																												| (266) $false
% 68.80/33.61  																																												|
% 68.80/33.61  																																												|-The branch is then unsatisfiable
% 68.80/33.61  																																											|-Branch two:
% 68.80/33.61  																																											| (1283)  ~ (all_0_48_48 = e0)
% 68.80/33.61  																																											| (978) all_0_49_49 = e0
% 68.80/33.61  																																											|
% 68.80/33.61  																																												| Equations (978) can reduce 487 to:
% 68.80/33.61  																																												| (266) $false
% 68.80/33.61  																																												|
% 68.80/33.61  																																												|-The branch is then unsatisfiable
% 68.80/33.61  																																						|-Branch two:
% 68.80/33.61  																																						| (360)  ~ (all_0_44_44 = e0)
% 68.80/33.61  																																						| (1417) all_0_44_44 = e3 | all_0_44_44 = e1
% 68.80/33.61  																																						|
% 68.80/33.61  																																							+-Applying beta-rule and splitting (1417), into two cases.
% 68.80/33.61  																																							|-Branch one:
% 68.80/33.61  																																							| (635) all_0_44_44 = e1
% 68.80/33.61  																																							|
% 68.80/33.61  																																								| Equations (635) can reduce 639 to:
% 68.80/33.61  																																								| (266) $false
% 68.80/33.61  																																								|
% 68.80/33.61  																																								|-The branch is then unsatisfiable
% 68.80/33.61  																																							|-Branch two:
% 68.80/33.61  																																							| (639)  ~ (all_0_44_44 = e1)
% 68.80/33.61  																																							| (532) all_0_44_44 = e3
% 68.80/33.61  																																							|
% 68.80/33.61  																																								| Equations (532) can reduce 407 to:
% 68.80/33.61  																																								| (266) $false
% 68.80/33.61  																																								|
% 68.80/33.61  																																								|-The branch is then unsatisfiable
% 68.80/33.62  																																		|-Branch two:
% 68.80/33.62  																																		| (1890)  ~ (all_0_42_42 = e4)
% 68.80/33.62  																																		| (2246) all_0_47_47 = e4 | all_0_51_51 = e4 | all_0_56_56 = e4
% 68.80/33.62  																																		|
% 68.80/33.62  																																			+-Applying beta-rule and splitting (836), into two cases.
% 68.80/33.62  																																			|-Branch one:
% 68.80/33.62  																																			| (842) all_0_56_56 = e4
% 68.80/33.62  																																			|
% 68.80/33.62  																																				| Equations (842) can reduce 477 to:
% 68.80/33.62  																																				| (266) $false
% 68.80/33.62  																																				|
% 68.80/33.62  																																				|-The branch is then unsatisfiable
% 68.80/33.62  																																			|-Branch two:
% 68.80/33.62  																																			| (477)  ~ (all_0_56_56 = e4)
% 68.80/33.62  																																			| (845) all_0_56_56 = e3 | all_0_56_56 = e1 | all_0_56_56 = e0
% 68.80/33.62  																																			|
% 68.80/33.62  																																				+-Applying beta-rule and splitting (62553), into two cases.
% 68.80/33.62  																																				|-Branch one:
% 68.80/33.62  																																				| (2336) all_0_55_55 = e3
% 68.80/33.62  																																				|
% 68.80/33.62  																																					| Combining equations (2336,386) yields a new equation:
% 68.80/33.62  																																					| (661) e3 = e2
% 68.80/33.62  																																					|
% 68.80/33.62  																																					| Simplifying 661 yields:
% 68.80/33.62  																																					| (662) e3 = e2
% 68.80/33.62  																																					|
% 68.80/33.62  																																					| Equations (662) can reduce 212 to:
% 68.80/33.62  																																					| (266) $false
% 68.80/33.62  																																					|
% 68.80/33.62  																																					|-The branch is then unsatisfiable
% 68.80/33.62  																																				|-Branch two:
% 68.80/33.62  																																				| (270)  ~ (all_0_55_55 = e3)
% 68.84/33.62  																																				| (62557) all_0_56_56 = e3 | all_0_58_58 = e3
% 68.84/33.62  																																				|
% 68.84/33.62  																																					+-Applying beta-rule and splitting (2246), into two cases.
% 68.84/33.62  																																					|-Branch one:
% 68.84/33.62  																																					| (1790) all_0_47_47 = e4
% 68.84/33.62  																																					|
% 68.84/33.62  																																						| Equations (1790) can reduce 252 to:
% 68.84/33.62  																																						| (266) $false
% 68.84/33.62  																																						|
% 68.84/33.62  																																						|-The branch is then unsatisfiable
% 68.84/33.62  																																					|-Branch two:
% 68.84/33.62  																																					| (252)  ~ (all_0_47_47 = e4)
% 68.84/33.62  																																					| (6548) all_0_51_51 = e4 | all_0_56_56 = e4
% 68.84/33.62  																																					|
% 68.84/33.62  																																						+-Applying beta-rule and splitting (62557), into two cases.
% 68.84/33.62  																																						|-Branch one:
% 68.84/33.62  																																						| (1097) all_0_56_56 = e3
% 68.84/33.62  																																						|
% 68.84/33.62  																																							| Equations (1097) can reduce 272 to:
% 68.84/33.62  																																							| (266) $false
% 68.84/33.62  																																							|
% 68.84/33.62  																																							|-The branch is then unsatisfiable
% 68.84/33.62  																																						|-Branch two:
% 68.84/33.62  																																						| (272)  ~ (all_0_56_56 = e3)
% 68.84/33.62  																																						| (795) all_0_58_58 = e3
% 68.84/33.62  																																						|
% 68.84/33.62  																																							| Equations (795) can reduce 451 to:
% 68.84/33.62  																																							| (277)  ~ (e4 = e3)
% 68.84/33.62  																																							|
% 68.84/33.62  																																							| Simplifying 277 yields:
% 68.84/33.62  																																							| (188)  ~ (e4 = e3)
% 68.84/33.62  																																							|
% 68.84/33.62  																																							+-Applying beta-rule and splitting (6548), into two cases.
% 68.84/33.62  																																							|-Branch one:
% 68.84/33.62  																																							| (1101) all_0_51_51 = e4
% 68.84/33.62  																																							|
% 68.84/33.62  																																								| Combining equations (660,1101) yields a new equation:
% 68.84/33.62  																																								| (425) e4 = e3
% 68.84/33.62  																																								|
% 68.84/33.62  																																								| Equations (425) can reduce 188 to:
% 68.84/33.62  																																								| (266) $false
% 68.84/33.62  																																								|
% 68.84/33.62  																																								|-The branch is then unsatisfiable
% 68.84/33.62  																																							|-Branch two:
% 68.84/33.62  																																							| (475)  ~ (all_0_51_51 = e4)
% 68.84/33.62  																																							| (842) all_0_56_56 = e4
% 68.84/33.62  																																							|
% 68.84/33.62  																																								| Equations (842) can reduce 477 to:
% 68.84/33.62  																																								| (266) $false
% 68.84/33.62  																																								|
% 68.84/33.62  																																								|-The branch is then unsatisfiable
% 68.84/33.62  																																|-Branch two:
% 68.84/33.62  																																| (250)  ~ (all_0_46_46 = e4)
% 68.84/33.62  																																| (1801) all_0_46_46 = e3 | all_0_46_46 = e1 | all_0_46_46 = e0
% 68.84/33.62  																																|
% 68.84/33.62  																																	+-Applying beta-rule and splitting (1801), into two cases.
% 68.84/33.62  																																	|-Branch one:
% 68.84/33.62  																																	| (538) all_0_46_46 = e0
% 68.84/33.62  																																	|
% 68.84/33.62  																																		| Equations (538) can reduce 831 to:
% 68.84/33.62  																																		| (266) $false
% 68.84/33.62  																																		|
% 68.84/33.62  																																		|-The branch is then unsatisfiable
% 68.84/33.62  																																	|-Branch two:
% 68.84/33.62  																																	| (831)  ~ (all_0_46_46 = e0)
% 68.84/33.62  																																	| (1838) all_0_46_46 = e3 | all_0_46_46 = e1
% 68.84/33.62  																																	|
% 68.84/33.62  																																		+-Applying beta-rule and splitting (1838), into two cases.
% 68.84/33.62  																																		|-Branch one:
% 68.84/33.62  																																		| (545) all_0_46_46 = e1
% 68.84/33.62  																																		|
% 68.84/33.62  																																			| Equations (545) can reduce 549 to:
% 68.84/33.62  																																			| (266) $false
% 68.84/33.62  																																			|
% 68.84/33.62  																																			|-The branch is then unsatisfiable
% 68.84/33.62  																																		|-Branch two:
% 68.84/33.62  																																		| (549)  ~ (all_0_46_46 = e1)
% 68.84/33.62  																																		| (1557) all_0_46_46 = e3
% 68.84/33.62  																																		|
% 68.84/33.62  																																			| Equations (1557) can reduce 409 to:
% 68.84/33.62  																																			| (266) $false
% 68.84/33.62  																																			|
% 68.84/33.62  																																			|-The branch is then unsatisfiable
% 68.84/33.62  																											|-Branch two:
% 68.84/33.62  																											| (1898)  ~ (all_0_41_41 = e3)
% 68.84/33.62  																											| (1923) all_0_46_46 = e3 | all_0_50_50 = e3 | all_0_55_55 = e3
% 68.84/33.62  																											|
% 68.84/33.62  																												+-Applying beta-rule and splitting (1923), into two cases.
% 68.84/33.62  																												|-Branch one:
% 68.84/33.62  																												| (1557) all_0_46_46 = e3
% 68.84/33.62  																												|
% 68.84/33.62  																													| Equations (1557) can reduce 409 to:
% 68.84/33.62  																													| (266) $false
% 68.84/33.62  																													|
% 68.84/33.62  																													|-The branch is then unsatisfiable
% 68.84/33.62  																												|-Branch two:
% 68.84/33.62  																												| (409)  ~ (all_0_46_46 = e3)
% 68.84/33.62  																												| (4042) all_0_50_50 = e3 | all_0_55_55 = e3
% 68.84/33.62  																												|
% 68.84/33.62  																													+-Applying beta-rule and splitting (4042), into two cases.
% 68.84/33.62  																													|-Branch one:
% 68.84/33.62  																													| (415) all_0_50_50 = e3
% 68.84/33.62  																													|
% 68.84/33.62  																														| Combining equations (601,415) yields a new equation:
% 68.84/33.62  																														| (455) e3 = e1
% 68.84/33.62  																														|
% 68.84/33.62  																														| Equations (455) can reduce 213 to:
% 68.84/33.62  																														| (266) $false
% 68.84/33.62  																														|
% 68.84/33.62  																														|-The branch is then unsatisfiable
% 68.84/33.62  																													|-Branch two:
% 68.84/33.62  																													| (411)  ~ (all_0_50_50 = e3)
% 68.84/33.62  																													| (2336) all_0_55_55 = e3
% 68.84/33.62  																													|
% 68.84/33.62  																														| Combining equations (386,2336) yields a new equation:
% 68.84/33.62  																														| (662) e3 = e2
% 68.84/33.62  																														|
% 68.84/33.62  																														| Equations (662) can reduce 212 to:
% 68.84/33.62  																														| (266) $false
% 68.84/33.62  																														|
% 68.84/33.62  																														|-The branch is then unsatisfiable
% 68.84/33.63  																									|-Branch two:
% 68.84/33.63  																									| (759)  ~ (all_0_50_50 = e1)
% 68.84/33.63  																									| (415) all_0_50_50 = e3
% 68.84/33.63  																									|
% 68.84/33.63  																										| Equations (415) can reduce 411 to:
% 68.84/33.63  																										| (266) $false
% 68.84/33.63  																										|
% 68.84/33.63  																										|-The branch is then unsatisfiable
% 68.84/33.63  																								|-Branch two:
% 68.84/33.63  																								| (664)  ~ (all_0_51_51 = e3)
% 68.84/33.63  																								| (665) all_0_53_53 = e3
% 68.84/33.63  																								|
% 68.84/33.63  																									| Combining equations (607,665) yields a new equation:
% 68.84/33.63  																									| (662) e3 = e2
% 68.84/33.63  																									|
% 68.84/33.63  																									| Equations (662) can reduce 212 to:
% 68.84/33.63  																									| (266) $false
% 68.84/33.63  																									|
% 68.84/33.63  																									|-The branch is then unsatisfiable
% 68.84/33.63  																				|-Branch two:
% 68.84/33.63  																				| (509)  ~ (all_0_53_53 = e2)
% 68.84/33.63  																				| (624) all_0_58_58 = e2
% 68.84/33.63  																				|
% 68.84/33.63  																					| Equations (624) can reduce 908 to:
% 68.84/33.63  																					| (266) $false
% 68.84/33.63  																					|
% 68.84/33.63  																					|-The branch is then unsatisfiable
% 68.84/33.63  																		|-Branch two:
% 68.84/33.63  																		| (304)  ~ (all_0_55_55 = e2)
% 68.84/33.63  																		| (389) all_0_56_56 = e2 | all_0_57_57 = e2 | all_0_58_58 = e2
% 68.84/33.63  																		|
% 68.84/33.63  																			+-Applying beta-rule and splitting (389), into two cases.
% 68.84/33.63  																			|-Branch one:
% 68.84/33.63  																			| (833) all_0_56_56 = e2
% 68.84/33.63  																			|
% 68.84/33.63  																				| Equations (833) can reduce 511 to:
% 68.84/33.63  																				| (266) $false
% 68.84/33.63  																				|
% 68.84/33.63  																				|-The branch is then unsatisfiable
% 68.84/33.63  																			|-Branch two:
% 68.84/33.63  																			| (511)  ~ (all_0_56_56 = e2)
% 68.84/33.63  																			| (1709) all_0_57_57 = e2 | all_0_58_58 = e2
% 68.84/33.63  																			|
% 68.84/33.63  																				+-Applying beta-rule and splitting (1709), into two cases.
% 68.84/33.63  																				|-Branch one:
% 68.84/33.63  																				| (442) all_0_57_57 = e2
% 68.84/33.63  																				|
% 68.84/33.63  																					| Combining equations (442,875) yields a new equation:
% 68.84/33.63  																					| (391) e2 = e0
% 68.84/33.63  																					|
% 68.84/33.63  																					| Simplifying 391 yields:
% 68.84/33.63  																					| (330) e2 = e0
% 68.84/33.63  																					|
% 68.84/33.63  																					| Equations (330) can reduce 128 to:
% 68.84/33.63  																					| (266) $false
% 68.84/33.63  																					|
% 68.84/33.63  																					|-The branch is then unsatisfiable
% 68.84/33.63  																				|-Branch two:
% 68.84/33.63  																				| (344)  ~ (all_0_57_57 = e2)
% 68.84/33.63  																				| (624) all_0_58_58 = e2
% 68.84/33.63  																				|
% 68.84/33.63  																					| Equations (624) can reduce 181 to:
% 68.84/33.63  																					| (147)  ~ (all_0_44_44 = e2)
% 68.84/33.63  																					|
% 68.84/33.63  																					| Equations (624) can reduce 119 to:
% 68.84/33.63  																					| (340)  ~ (all_0_49_49 = e2)
% 68.84/33.63  																					|
% 68.84/33.63  																					| Equations (624) can reduce 3 to:
% 68.84/33.63  																					| (304)  ~ (all_0_55_55 = e2)
% 68.84/33.63  																					|
% 68.84/33.63  																					| Equations (624) can reduce 44 to:
% 68.84/33.63  																					| (511)  ~ (all_0_56_56 = e2)
% 68.84/33.63  																					|
% 68.84/33.63  																					| From (624) and (245) follows:
% 68.84/33.63  																					| (628) op(e0, e0) = e2
% 68.84/33.63  																					|
% 68.84/33.63  																					+-Applying beta-rule and splitting (95), into two cases.
% 68.84/33.63  																					|-Branch one:
% 68.84/33.63  																					| (378) all_0_50_50 = e2
% 68.84/33.63  																					|
% 68.84/33.63  																						| Equations (378) can reduce 221 to:
% 68.84/33.63  																						| (85)  ~ (all_0_41_41 = e2)
% 68.84/33.63  																						|
% 68.84/33.63  																						| Equations (378) can reduce 35 to:
% 68.84/33.63  																						| (300)  ~ (all_0_46_46 = e2)
% 68.84/33.63  																						|
% 68.84/33.63  																						| Equations (378) can reduce 59 to:
% 68.84/33.63  																						| (17668)  ~ (all_0_51_51 = e2)
% 68.84/33.63  																						|
% 68.84/33.63  																						| Simplifying 17668 yields:
% 68.84/33.63  																						| (1099)  ~ (all_0_51_51 = e2)
% 68.84/33.63  																						|
% 68.84/33.63  																						| Equations (378) can reduce 93 to:
% 68.84/33.63  																						| (303)  ~ (all_0_55_55 = e2)
% 68.84/33.63  																						|
% 68.84/33.63  																						| Simplifying 303 yields:
% 68.84/33.63  																						| (304)  ~ (all_0_55_55 = e2)
% 68.84/33.63  																						|
% 68.84/33.63  																						| Equations (378) can reduce 121 to:
% 68.84/33.63  																						| (128)  ~ (e2 = e0)
% 68.84/33.63  																						|
% 68.84/33.63  																						| From (378) and (8) follows:
% 68.84/33.63  																						| (52128) op(e2, e3) = all_0_23_23
% 68.84/33.63  																						|
% 68.84/33.63  																						| From (378) and (57) follows:
% 68.84/33.63  																						| (52129) op(e2, e1) = all_0_22_22
% 68.84/33.63  																						|
% 68.84/33.63  																						| From (378) and (242) follows:
% 68.84/33.63  																						| (26152) op(e1, e3) = e2
% 68.84/33.63  																						|
% 68.84/33.63  																						| Instantiating formula (29) with e2, e3, all_0_23_23, all_0_46_46 and discharging atoms op(e2, e3) = all_0_23_23, op(e2, e3) = all_0_46_46, yields:
% 68.84/33.63  																						| (52204) all_0_23_23 = all_0_46_46
% 68.84/33.63  																						|
% 68.84/33.63  																						| Instantiating formula (29) with e2, e1, all_0_22_22, e2 and discharging atoms op(e2, e1) = all_0_22_22, op(e2, e1) = e2, yields:
% 68.84/33.63  																						| (15362) all_0_22_22 = e2
% 68.84/33.63  																						|
% 68.84/33.63  																						| From (52204) and (52128) follows:
% 68.85/33.64  																						| (120) op(e2, e3) = all_0_46_46
% 68.85/33.64  																						|
% 68.85/33.64  																						| From (15362) and (52129) follows:
% 68.85/33.64  																						| (347) op(e2, e1) = e2
% 68.85/33.64  																						|
% 68.85/33.64  																						+-Applying beta-rule and splitting (168), into two cases.
% 68.85/33.64  																						|-Branch one:
% 68.85/33.64  																						| (415) all_0_50_50 = e3
% 68.85/33.64  																						|
% 68.85/33.64  																							| Combining equations (378,415) yields a new equation:
% 68.85/33.64  																							| (662) e3 = e2
% 68.85/33.64  																							|
% 68.85/33.64  																							| Equations (662) can reduce 212 to:
% 68.85/33.64  																							| (266) $false
% 68.85/33.64  																							|
% 68.85/33.64  																							|-The branch is then unsatisfiable
% 68.85/33.64  																						|-Branch two:
% 68.85/33.64  																						| (411)  ~ (all_0_50_50 = e3)
% 68.85/33.64  																						| (418) all_0_51_51 = e3 | all_0_53_53 = e3
% 68.85/33.64  																						|
% 68.85/33.64  																							+-Applying beta-rule and splitting (7), into two cases.
% 68.85/33.64  																							|-Branch one:
% 68.85/33.64  																							| (504) all_0_51_51 = e2
% 68.85/33.64  																							|
% 68.85/33.64  																								| Equations (504) can reduce 1099 to:
% 68.85/33.64  																								| (266) $false
% 68.85/33.64  																								|
% 68.85/33.64  																								|-The branch is then unsatisfiable
% 68.85/33.64  																							|-Branch two:
% 68.85/33.64  																							| (1099)  ~ (all_0_51_51 = e2)
% 68.85/33.64  																							| (1100) all_0_51_51 = e4 | all_0_51_51 = e3 | all_0_51_51 = e1
% 68.85/33.64  																							|
% 68.85/33.64  																								+-Applying beta-rule and splitting (216), into two cases.
% 68.85/33.64  																								|-Branch one:
% 68.85/33.64  																								| (629) all_0_55_55 = e1
% 68.85/33.64  																								|
% 68.85/33.64  																									| Equations (629) can reduce 191 to:
% 68.85/33.64  																									| (457)  ~ (all_0_41_41 = e1)
% 68.85/33.64  																									|
% 68.85/33.64  																									| Equations (629) can reduce 58 to:
% 68.85/33.64  																									| (549)  ~ (all_0_46_46 = e1)
% 68.85/33.64  																									|
% 68.85/33.64  																									| Equations (629) can reduce 153 to:
% 68.85/33.64  																									| (465)  ~ (all_0_56_56 = e1)
% 68.85/33.64  																									|
% 68.85/33.64  																									| Simplifying 465 yields:
% 68.85/33.64  																									| (466)  ~ (all_0_56_56 = e1)
% 68.85/33.64  																									|
% 68.85/33.64  																									| From (629) and (74) follows:
% 68.85/33.64  																									| (6587) op(e0, e3) = e1
% 68.85/33.64  																									|
% 68.85/33.64  																									+-Applying beta-rule and splitting (144), into two cases.
% 68.85/33.64  																									|-Branch one:
% 68.85/33.64  																									| (403) all_0_41_41 = e3
% 68.85/33.64  																									|
% 68.85/33.64  																										| Equations (403) can reduce 43 to:
% 68.85/33.64  																										| (408)  ~ (all_0_46_46 = e3)
% 68.85/33.64  																										|
% 68.85/33.64  																										| Simplifying 408 yields:
% 68.85/33.64  																										| (409)  ~ (all_0_46_46 = e3)
% 68.85/33.64  																										|
% 68.85/33.64  																										| Equations (403) can reduce 85 to:
% 68.85/33.64  																										| (212)  ~ (e3 = e2)
% 68.85/33.64  																										|
% 68.85/33.64  																										| Equations (403) can reduce 457 to:
% 68.85/33.64  																										| (213)  ~ (e3 = e1)
% 68.85/33.64  																										|
% 68.85/33.64  																										+-Applying beta-rule and splitting (26), into two cases.
% 68.85/33.64  																										|-Branch one:
% 68.85/33.64  																										| (446) all_0_44_44 = e4
% 68.85/33.64  																										|
% 68.85/33.64  																											| Equations (446) can reduce 1390 to:
% 68.85/33.64  																											| (266) $false
% 68.85/33.64  																											|
% 68.85/33.64  																											|-The branch is then unsatisfiable
% 68.85/33.64  																										|-Branch two:
% 68.85/33.64  																										| (1390)  ~ (all_0_44_44 = e4)
% 68.85/33.64  																										| (1391) all_0_44_44 = e3 | all_0_44_44 = e1 | all_0_44_44 = e0
% 68.85/33.64  																										|
% 68.85/33.64  																											+-Applying beta-rule and splitting (22), into two cases.
% 68.85/33.64  																											|-Branch one:
% 68.85/33.64  																											| (268) all_0_54_54 = e3
% 68.85/33.64  																											|
% 68.85/33.64  																												| Combining equations (265,268) yields a new equation:
% 68.85/33.64  																												| (424) e4 = e3
% 68.85/33.64  																												|
% 68.85/33.64  																												| Simplifying 424 yields:
% 68.85/33.64  																												| (425) e4 = e3
% 68.85/33.64  																												|
% 68.85/33.64  																												| Equations (425) can reduce 188 to:
% 68.85/33.64  																												| (266) $false
% 68.85/33.64  																												|
% 68.85/33.64  																												|-The branch is then unsatisfiable
% 68.85/33.64  																											|-Branch two:
% 68.85/33.64  																											| (60427)  ~ (all_0_54_54 = e3)
% 68.85/33.64  																											| (62553) all_0_55_55 = e3 | all_0_56_56 = e3 | all_0_58_58 = e3
% 68.85/33.64  																											|
% 68.85/33.64  																												+-Applying beta-rule and splitting (123), into two cases.
% 68.85/33.64  																												|-Branch one:
% 68.85/33.64  																												| (1794) all_0_46_46 = e2
% 68.85/33.64  																												|
% 68.85/33.64  																													| Equations (1794) can reduce 300 to:
% 68.85/33.64  																													| (266) $false
% 68.85/33.64  																													|
% 68.85/33.64  																													|-The branch is then unsatisfiable
% 68.85/33.64  																												|-Branch two:
% 68.85/33.64  																												| (300)  ~ (all_0_46_46 = e2)
% 68.85/33.64  																												| (1797) all_0_46_46 = e4 | all_0_46_46 = e3 | all_0_46_46 = e1 | all_0_46_46 = e0
% 68.85/33.64  																												|
% 68.85/33.64  																													+-Applying beta-rule and splitting (62), into two cases.
% 68.85/33.64  																													|-Branch one:
% 68.85/33.64  																													| (321) all_0_38_38 = e4
% 68.85/33.64  																													|
% 68.85/33.64  																														| Combining equations (321,329) yields a new equation:
% 68.85/33.64  																														| (481) e4 = e0
% 68.85/33.64  																														|
% 68.85/33.64  																														| Simplifying 481 yields:
% 68.85/33.64  																														| (397) e4 = e0
% 68.85/33.64  																														|
% 68.85/33.64  																														| Equations (397) can reduce 49 to:
% 68.85/33.64  																														| (266) $false
% 68.85/33.64  																														|
% 68.85/33.64  																														|-The branch is then unsatisfiable
% 68.85/33.64  																													|-Branch two:
% 68.85/33.64  																													| (325)  ~ (all_0_38_38 = e4)
% 68.85/33.64  																													| (582) all_0_41_41 = e4 | all_0_46_46 = e4 | all_0_50_50 = e4 | all_0_55_55 = e4
% 68.85/33.64  																													|
% 68.85/33.64  																														+-Applying beta-rule and splitting (133), into two cases.
% 68.85/33.64  																														|-Branch one:
% 68.85/33.64  																														| (833) all_0_56_56 = e2
% 68.85/33.64  																														|
% 68.85/33.64  																															| Equations (833) can reduce 511 to:
% 68.85/33.64  																															| (266) $false
% 68.85/33.64  																															|
% 68.85/33.64  																															|-The branch is then unsatisfiable
% 68.85/33.64  																														|-Branch two:
% 68.85/33.64  																														| (511)  ~ (all_0_56_56 = e2)
% 68.85/33.64  																														| (836) all_0_56_56 = e4 | all_0_56_56 = e3 | all_0_56_56 = e1 | all_0_56_56 = e0
% 68.85/33.64  																														|
% 68.85/33.64  																															+-Applying beta-rule and splitting (836), into two cases.
% 68.85/33.64  																															|-Branch one:
% 68.85/33.64  																															| (842) all_0_56_56 = e4
% 68.85/33.64  																															|
% 68.85/33.64  																																| Equations (842) can reduce 477 to:
% 68.85/33.64  																																| (266) $false
% 68.85/33.64  																																|
% 68.85/33.64  																																|-The branch is then unsatisfiable
% 68.85/33.64  																															|-Branch two:
% 68.85/33.64  																															| (477)  ~ (all_0_56_56 = e4)
% 68.85/33.64  																															| (845) all_0_56_56 = e3 | all_0_56_56 = e1 | all_0_56_56 = e0
% 68.85/33.64  																															|
% 68.85/33.64  																																+-Applying beta-rule and splitting (62553), into two cases.
% 68.85/33.64  																																|-Branch one:
% 68.85/33.64  																																| (2336) all_0_55_55 = e3
% 68.85/33.64  																																|
% 68.85/33.64  																																	| Combining equations (629,2336) yields a new equation:
% 68.85/33.64  																																	| (455) e3 = e1
% 68.85/33.64  																																	|
% 68.85/33.64  																																	| Equations (455) can reduce 213 to:
% 68.85/33.64  																																	| (266) $false
% 68.85/33.64  																																	|
% 68.85/33.64  																																	|-The branch is then unsatisfiable
% 68.85/33.64  																																|-Branch two:
% 68.85/33.64  																																| (270)  ~ (all_0_55_55 = e3)
% 68.85/33.64  																																| (62557) all_0_56_56 = e3 | all_0_58_58 = e3
% 68.85/33.64  																																|
% 68.85/33.64  																																	+-Applying beta-rule and splitting (1391), into two cases.
% 68.85/33.64  																																	|-Branch one:
% 68.85/33.64  																																	| (1414) all_0_44_44 = e0
% 68.85/33.64  																																	|
% 68.85/33.64  																																		| Equations (1414) can reduce 73 to:
% 68.85/33.64  																																		| (358)  ~ (all_0_42_42 = e0)
% 68.85/33.64  																																		|
% 68.85/33.64  																																		| Equations (1414) can reduce 9 to:
% 68.85/33.64  																																		| (486)  ~ (all_0_49_49 = e0)
% 68.85/33.64  																																		|
% 68.85/33.64  																																		| Simplifying 486 yields:
% 68.85/33.64  																																		| (487)  ~ (all_0_49_49 = e0)
% 68.85/33.64  																																		|
% 68.85/33.64  																																		| Equations (1414) can reduce 147 to:
% 68.85/33.64  																																		| (365)  ~ (e2 = e0)
% 68.85/33.64  																																		|
% 68.85/33.64  																																		| Simplifying 365 yields:
% 68.85/33.64  																																		| (128)  ~ (e2 = e0)
% 68.85/33.64  																																		|
% 68.85/33.64  																																		| From (1414) and (138) follows:
% 68.85/33.65  																																		| (1667) op(e3, e0) = e0
% 68.85/33.65  																																		|
% 68.85/33.65  																																		+-Applying beta-rule and splitting (152), into two cases.
% 68.85/33.65  																																		|-Branch one:
% 68.85/33.65  																																		| (1392) all_0_42_42 = e4
% 68.85/33.65  																																		|
% 68.85/33.65  																																			| Equations (1392) can reduce 198 to:
% 68.85/33.65  																																			| (251)  ~ (all_0_47_47 = e4)
% 68.85/33.65  																																			|
% 68.85/33.65  																																			| Simplifying 251 yields:
% 68.85/33.65  																																			| (252)  ~ (all_0_47_47 = e4)
% 68.85/33.65  																																			|
% 68.85/33.65  																																			| Equations (1392) can reduce 61 to:
% 68.85/33.65  																																			| (474)  ~ (all_0_51_51 = e4)
% 68.85/33.65  																																			|
% 68.85/33.65  																																			| Simplifying 474 yields:
% 68.85/33.65  																																			| (475)  ~ (all_0_51_51 = e4)
% 68.85/33.65  																																			|
% 68.85/33.65  																																			| Equations (1392) can reduce 236 to:
% 68.85/33.65  																																			| (476)  ~ (all_0_56_56 = e4)
% 68.85/33.65  																																			|
% 68.85/33.65  																																			| Simplifying 476 yields:
% 68.85/33.65  																																			| (477)  ~ (all_0_56_56 = e4)
% 68.85/33.65  																																			|
% 68.85/33.65  																																			| Equations (1392) can reduce 51 to:
% 68.85/33.65  																																			| (48)  ~ (e4 = e2)
% 68.85/33.65  																																			|
% 68.85/33.65  																																			| Equations (1392) can reduce 358 to:
% 68.85/33.65  																																			| (49)  ~ (e4 = e0)
% 68.85/33.65  																																			|
% 68.85/33.65  																																			+-Applying beta-rule and splitting (104), into two cases.
% 68.85/33.65  																																			|-Branch one:
% 68.85/33.65  																																			| (480) all_0_39_39 = e0
% 68.85/33.65  																																			|
% 68.85/33.65  																																				| Combining equations (480,317) yields a new equation:
% 68.85/33.65  																																				| (330) e2 = e0
% 68.85/33.65  																																				|
% 68.85/33.65  																																				| Equations (330) can reduce 128 to:
% 68.85/33.65  																																				| (266) $false
% 68.85/33.65  																																				|
% 68.85/33.65  																																				|-The branch is then unsatisfiable
% 68.85/33.65  																																			|-Branch two:
% 68.85/33.65  																																			| (484)  ~ (all_0_39_39 = e0)
% 68.85/33.65  																																			| (558) all_0_42_42 = e0 | all_0_47_47 = e0 | all_0_56_56 = e0
% 68.85/33.65  																																			|
% 68.85/33.65  																																				+-Applying beta-rule and splitting (845), into two cases.
% 68.85/33.65  																																				|-Branch one:
% 68.85/33.65  																																				| (679) all_0_56_56 = e0
% 68.85/33.65  																																				|
% 68.85/33.65  																																					| Equations (679) can reduce 828 to:
% 68.85/33.65  																																					| (266) $false
% 68.85/33.65  																																					|
% 68.85/33.65  																																					|-The branch is then unsatisfiable
% 68.85/33.65  																																				|-Branch two:
% 68.85/33.65  																																				| (828)  ~ (all_0_56_56 = e0)
% 68.85/33.65  																																				| (3172) all_0_56_56 = e3 | all_0_56_56 = e1
% 68.85/33.65  																																				|
% 68.85/33.65  																																					+-Applying beta-rule and splitting (54), into two cases.
% 68.85/33.65  																																					|-Branch one:
% 68.85/33.65  																																					| (583) all_0_49_49 = e2
% 68.85/33.65  																																					|
% 68.85/33.65  																																						| Equations (583) can reduce 340 to:
% 68.85/33.65  																																						| (266) $false
% 68.85/33.65  																																						|
% 68.85/33.65  																																						|-The branch is then unsatisfiable
% 68.85/33.65  																																					|-Branch two:
% 68.85/33.65  																																					| (340)  ~ (all_0_49_49 = e2)
% 68.85/33.65  																																					| (586) all_0_49_49 = e4 | all_0_49_49 = e3 | all_0_49_49 = e1 | all_0_49_49 = e0
% 68.85/33.65  																																					|
% 68.85/33.65  																																						+-Applying beta-rule and splitting (586), into two cases.
% 68.85/33.65  																																						|-Branch one:
% 68.85/33.65  																																						| (974) all_0_49_49 = e4
% 68.85/33.65  																																						|
% 68.85/33.65  																																							| Equations (974) can reduce 256 to:
% 68.85/33.65  																																							| (266) $false
% 68.85/33.65  																																							|
% 68.85/33.65  																																							|-The branch is then unsatisfiable
% 68.85/33.65  																																						|-Branch two:
% 68.85/33.65  																																						| (256)  ~ (all_0_49_49 = e4)
% 68.85/33.65  																																						| (977) all_0_49_49 = e3 | all_0_49_49 = e1 | all_0_49_49 = e0
% 68.85/33.65  																																						|
% 68.85/33.65  																																							+-Applying beta-rule and splitting (977), into two cases.
% 68.85/33.65  																																							|-Branch one:
% 68.85/33.65  																																							| (978) all_0_49_49 = e0
% 68.85/33.65  																																							|
% 68.85/33.65  																																								| Equations (978) can reduce 487 to:
% 68.85/33.65  																																								| (266) $false
% 68.85/33.65  																																								|
% 68.85/33.65  																																								|-The branch is then unsatisfiable
% 68.85/33.65  																																							|-Branch two:
% 68.85/33.65  																																							| (487)  ~ (all_0_49_49 = e0)
% 68.85/33.65  																																							| (981) all_0_49_49 = e3 | all_0_49_49 = e1
% 68.85/33.65  																																							|
% 68.85/33.65  																																								+-Applying beta-rule and splitting (981), into two cases.
% 68.85/33.65  																																								|-Branch one:
% 68.85/33.65  																																								| (671) all_0_49_49 = e1
% 68.85/33.65  																																								|
% 68.85/33.65  																																									| Equations (671) can reduce 208 to:
% 68.85/33.65  																																									| (549)  ~ (all_0_46_46 = e1)
% 68.85/33.65  																																									|
% 68.85/33.65  																																									| Equations (671) can reduce 65 to:
% 68.85/33.65  																																									| (1458)  ~ (all_0_53_53 = e1)
% 68.85/33.65  																																									|
% 68.85/33.65  																																									| Simplifying 1458 yields:
% 68.85/33.65  																																									| (1459)  ~ (all_0_53_53 = e1)
% 68.85/33.65  																																									|
% 68.85/33.65  																																									| Equations (671) can reduce 256 to:
% 68.85/33.65  																																									| (602)  ~ (e4 = e1)
% 68.85/33.65  																																									|
% 68.85/33.65  																																									| Simplifying 602 yields:
% 68.85/33.65  																																									| (110)  ~ (e4 = e1)
% 68.85/33.65  																																									|
% 68.85/33.65  																																									| Equations (671) can reduce 340 to:
% 68.85/33.65  																																									| (604)  ~ (e2 = e1)
% 68.85/33.65  																																									|
% 68.85/33.65  																																									| Simplifying 604 yields:
% 68.85/33.65  																																									| (122)  ~ (e2 = e1)
% 68.85/33.65  																																									|
% 68.85/33.65  																																									+-Applying beta-rule and splitting (160), into two cases.
% 68.85/33.65  																																									|-Branch one:
% 68.85/33.65  																																									| (601) all_0_50_50 = e1
% 68.85/33.65  																																									|
% 68.85/33.65  																																										| Combining equations (601,378) yields a new equation:
% 68.85/33.65  																																										| (617) e2 = e1
% 68.85/33.65  																																										|
% 68.85/33.65  																																										| Equations (617) can reduce 122 to:
% 68.85/33.65  																																										| (266) $false
% 68.85/33.65  																																										|
% 68.85/33.65  																																										|-The branch is then unsatisfiable
% 68.85/33.65  																																									|-Branch two:
% 68.85/33.65  																																									| (759)  ~ (all_0_50_50 = e1)
% 68.85/33.65  																																									| (1168) all_0_51_51 = e1 | all_0_52_52 = e1 | all_0_53_53 = e1
% 68.85/33.65  																																									|
% 68.85/33.65  																																										+-Applying beta-rule and splitting (131), into two cases.
% 68.85/33.65  																																										|-Branch one:
% 68.85/33.65  																																										| (459) all_0_42_42 = e1
% 68.85/33.65  																																										|
% 68.85/33.65  																																											| Combining equations (1392,459) yields a new equation:
% 68.85/33.65  																																											| (636) e4 = e1
% 68.85/33.65  																																											|
% 68.85/33.65  																																											| Simplifying 636 yields:
% 68.85/33.65  																																											| (630) e4 = e1
% 68.85/33.65  																																											|
% 68.85/33.65  																																											| Equations (630) can reduce 110 to:
% 68.85/33.65  																																											| (266) $false
% 68.85/33.65  																																											|
% 68.85/33.65  																																											|-The branch is then unsatisfiable
% 68.85/33.65  																																										|-Branch two:
% 68.85/33.65  																																										| (1380)  ~ (all_0_42_42 = e1)
% 68.85/33.65  																																										| (3259) all_0_47_47 = e1 | all_0_51_51 = e1 | all_0_56_56 = e1
% 68.85/33.65  																																										|
% 68.85/33.65  																																											| Equations (1392) can reduce 1380 to:
% 68.85/33.65  																																											| (110)  ~ (e4 = e1)
% 68.85/33.65  																																											|
% 68.85/33.65  																																											+-Applying beta-rule and splitting (3172), into two cases.
% 68.85/33.65  																																											|-Branch one:
% 68.85/33.65  																																											| (1569) all_0_56_56 = e1
% 68.85/33.65  																																											|
% 68.85/33.65  																																												| Equations (1569) can reduce 466 to:
% 68.85/33.65  																																												| (266) $false
% 68.85/33.65  																																												|
% 68.85/33.65  																																												|-The branch is then unsatisfiable
% 68.85/33.65  																																											|-Branch two:
% 68.85/33.65  																																											| (466)  ~ (all_0_56_56 = e1)
% 68.85/33.65  																																											| (1097) all_0_56_56 = e3
% 68.85/33.65  																																											|
% 68.85/33.65  																																												| Equations (1097) can reduce 16 to:
% 68.85/33.65  																																												| (664)  ~ (all_0_51_51 = e3)
% 68.85/33.65  																																												|
% 68.85/33.65  																																												| Equations (1097) can reduce 477 to:
% 68.85/33.65  																																												| (277)  ~ (e4 = e3)
% 68.85/33.65  																																												|
% 68.85/33.65  																																												| Simplifying 277 yields:
% 68.85/33.65  																																												| (188)  ~ (e4 = e3)
% 68.85/33.65  																																												|
% 68.85/33.65  																																												| Equations (1097) can reduce 828 to:
% 68.85/33.65  																																												| (80)  ~ (e3 = e0)
% 68.85/33.65  																																												|
% 68.85/33.65  																																												| From (1097) and (111) follows:
% 68.85/33.65  																																												| (65099) op(e0, e2) = e3
% 68.85/33.65  																																												|
% 68.85/33.65  																																												+-Applying beta-rule and splitting (206), into two cases.
% 68.85/33.65  																																												|-Branch one:
% 68.85/33.65  																																												| (248) all_0_45_45 = e4
% 68.85/33.65  																																												|
% 68.85/33.65  																																													| Combining equations (248,423) yields a new equation:
% 68.85/33.65  																																													| (424) e4 = e3
% 68.85/33.65  																																													|
% 68.85/33.65  																																													| Simplifying 424 yields:
% 68.85/33.65  																																													| (425) e4 = e3
% 68.85/33.65  																																													|
% 68.85/33.65  																																													| Equations (425) can reduce 188 to:
% 68.85/33.65  																																													| (266) $false
% 68.85/33.65  																																													|
% 68.85/33.65  																																													|-The branch is then unsatisfiable
% 68.85/33.65  																																												|-Branch two:
% 68.85/33.65  																																												| (60416)  ~ (all_0_45_45 = e4)
% 68.85/33.65  																																												| (61457) all_0_46_46 = e4 | all_0_47_47 = e4 | all_0_48_48 = e4 | all_0_49_49 = e4
% 68.85/33.65  																																												|
% 68.85/33.65  																																													| Equations (423) can reduce 60416 to:
% 68.85/33.65  																																													| (277)  ~ (e4 = e3)
% 68.85/33.65  																																													|
% 68.85/33.65  																																													| Simplifying 277 yields:
% 68.85/33.65  																																													| (188)  ~ (e4 = e3)
% 68.85/33.65  																																													|
% 68.85/33.65  																																													+-Applying beta-rule and splitting (1168), into two cases.
% 68.85/33.65  																																													|-Branch one:
% 68.85/33.65  																																													| (1109) all_0_51_51 = e1
% 68.85/33.65  																																													|
% 68.85/33.65  																																														| Equations (1109) can reduce 224 to:
% 68.85/33.65  																																														| (462)  ~ (all_0_47_47 = e1)
% 68.85/33.65  																																														|
% 68.85/33.65  																																														| Equations (1109) can reduce 475 to:
% 68.85/33.65  																																														| (602)  ~ (e4 = e1)
% 68.85/33.65  																																														|
% 68.85/33.65  																																														| Simplifying 602 yields:
% 68.85/33.65  																																														| (110)  ~ (e4 = e1)
% 68.85/33.65  																																														|
% 68.85/33.65  																																														+-Applying beta-rule and splitting (582), into two cases.
% 68.85/33.65  																																														|-Branch one:
% 68.85/33.65  																																														| (437) all_0_41_41 = e4
% 68.85/33.65  																																														|
% 68.85/33.65  																																															| Combining equations (437,403) yields a new equation:
% 68.85/33.65  																																															| (424) e4 = e3
% 68.85/33.65  																																															|
% 68.85/33.65  																																															| Simplifying 424 yields:
% 68.85/33.65  																																															| (425) e4 = e3
% 68.85/33.65  																																															|
% 68.85/33.65  																																															| Equations (425) can reduce 188 to:
% 68.85/33.65  																																															| (266) $false
% 68.85/33.65  																																															|
% 68.85/33.65  																																															|-The branch is then unsatisfiable
% 68.85/33.65  																																														|-Branch two:
% 68.85/33.65  																																														| (440)  ~ (all_0_41_41 = e4)
% 68.85/33.65  																																														| (769) all_0_46_46 = e4 | all_0_50_50 = e4 | all_0_55_55 = e4
% 68.85/33.65  																																														|
% 68.85/33.65  																																															+-Applying beta-rule and splitting (558), into two cases.
% 68.85/33.65  																																															|-Branch one:
% 68.85/33.65  																																															| (559) all_0_42_42 = e0
% 68.85/33.65  																																															|
% 68.85/33.65  																																																| Combining equations (1392,559) yields a new equation:
% 68.85/33.65  																																																| (481) e4 = e0
% 68.85/33.65  																																																|
% 68.85/33.65  																																																| Simplifying 481 yields:
% 68.85/33.65  																																																| (397) e4 = e0
% 68.85/33.65  																																																|
% 68.85/33.65  																																																| Equations (397) can reduce 49 to:
% 68.85/33.65  																																																| (266) $false
% 68.85/33.65  																																																|
% 68.85/33.65  																																																|-The branch is then unsatisfiable
% 68.85/33.65  																																															|-Branch two:
% 68.85/33.65  																																															| (358)  ~ (all_0_42_42 = e0)
% 68.85/33.65  																																															| (563) all_0_47_47 = e0 | all_0_56_56 = e0
% 68.85/33.65  																																															|
% 68.85/33.65  																																																+-Applying beta-rule and splitting (769), into two cases.
% 68.85/33.65  																																																|-Branch one:
% 68.85/33.65  																																																| (770) all_0_46_46 = e4
% 68.85/33.65  																																																|
% 68.85/33.65  																																																	| From (770) and (120) follows:
% 68.85/33.66  																																																	| (72494) op(e2, e3) = e4
% 68.85/33.66  																																																	|
% 68.85/33.66  																																																	+-Applying beta-rule and splitting (563), into two cases.
% 68.85/33.66  																																																	|-Branch one:
% 68.85/33.66  																																																	| (674) all_0_47_47 = e0
% 68.85/33.66  																																																	|
% 68.85/33.66  																																																		| Equations (674) can reduce 462 to:
% 68.85/33.66  																																																		| (435)  ~ (e1 = e0)
% 68.85/33.66  																																																		|
% 68.85/33.66  																																																		| Simplifying 435 yields:
% 68.85/33.66  																																																		| (233)  ~ (e1 = e0)
% 68.85/33.66  																																																		|
% 68.85/33.66  																																																		+-Applying beta-rule and splitting (56), into two cases.
% 68.85/33.66  																																																		|-Branch one:
% 68.85/33.66  																																																		| (696) unit = e2
% 68.85/33.66  																																																		|
% 68.85/33.66  																																																			| From (696) and (24) follows:
% 68.85/33.66  																																																			| (697) op(e2, e3) = e3
% 68.85/33.66  																																																			|
% 68.85/33.66  																																																			| From (696) and (211) follows:
% 68.85/33.66  																																																			| (1612) op(e2, e1) = e1
% 68.85/33.66  																																																			|
% 68.85/33.66  																																																			| From (696) and (227) follows:
% 68.85/33.66  																																																			| (4284) op(e4, e2) = e4
% 68.85/33.66  																																																			|
% 68.85/33.66  																																																			| From (696) and (42) follows:
% 68.85/33.66  																																																			| (1613) op(e0, e2) = e0
% 68.85/33.66  																																																			|
% 68.85/33.66  																																																			| Instantiating formula (29) with e4, e2, e4, e2 and discharging atoms op(e4, e2) = e4, op(e4, e2) = e2, yields:
% 68.85/33.66  																																																			| (323) e4 = e2
% 68.85/33.66  																																																			|
% 68.85/33.66  																																																			| Instantiating formula (29) with e2, e3, e3, e4 and discharging atoms op(e2, e3) = e4, op(e2, e3) = e3, yields:
% 68.85/33.66  																																																			| (425) e4 = e3
% 68.85/33.66  																																																			|
% 68.85/33.66  																																																			| Instantiating formula (29) with e2, e1, e1, e2 and discharging atoms op(e2, e1) = e2, op(e2, e1) = e1, yields:
% 68.85/33.66  																																																			| (617) e2 = e1
% 68.85/33.66  																																																			|
% 68.85/33.66  																																																			| Instantiating formula (29) with e0, e2, e0, e3 and discharging atoms op(e0, e2) = e3, op(e0, e2) = e0, yields:
% 68.85/33.66  																																																			| (676) e3 = e0
% 68.85/33.66  																																																			|
% 68.85/33.66  																																																			| Combining equations (323,425) yields a new equation:
% 68.85/33.66  																																																			| (662) e3 = e2
% 68.85/33.66  																																																			|
% 68.85/33.66  																																																			| Combining equations (662,676) yields a new equation:
% 68.85/33.66  																																																			| (391) e2 = e0
% 68.85/33.66  																																																			|
% 68.85/33.66  																																																			| Simplifying 391 yields:
% 68.85/33.66  																																																			| (330) e2 = e0
% 68.85/33.66  																																																			|
% 68.85/33.66  																																																			| Combining equations (330,617) yields a new equation:
% 68.85/33.66  																																																			| (431) e1 = e0
% 68.85/33.66  																																																			|
% 68.85/33.66  																																																			| Equations (431) can reduce 233 to:
% 68.85/33.66  																																																			| (266) $false
% 68.85/33.66  																																																			|
% 68.85/33.66  																																																			|-The branch is then unsatisfiable
% 68.85/33.66  																																																		|-Branch two:
% 68.85/33.66  																																																		| (707)  ~ (unit = e2)
% 68.85/33.66  																																																		| (708) unit = e4 | unit = e3 | unit = e1 | unit = e0
% 68.85/33.66  																																																		|
% 68.85/33.66  																																																			+-Applying beta-rule and splitting (708), into two cases.
% 68.85/33.66  																																																			|-Branch one:
% 68.85/33.66  																																																			| (709) unit = e4
% 68.85/33.66  																																																			|
% 68.85/33.66  																																																				| From (709) and (24) follows:
% 68.85/33.66  																																																				| (33325) op(e4, e3) = e3
% 68.85/33.66  																																																				|
% 68.85/33.66  																																																				| From (709) and (211) follows:
% 68.85/33.66  																																																				| (22527) op(e4, e1) = e1
% 68.85/33.66  																																																				|
% 68.85/33.66  																																																				| Instantiating formula (29) with e4, e3, e3, e0 and discharging atoms op(e4, e3) = e3, op(e4, e3) = e0, yields:
% 68.85/33.66  																																																				| (676) e3 = e0
% 68.85/33.66  																																																				|
% 68.85/33.66  																																																				| Instantiating formula (29) with e4, e1, e1, e3 and discharging atoms op(e4, e1) = e3, op(e4, e1) = e1, yields:
% 68.85/33.66  																																																				| (455) e3 = e1
% 68.85/33.66  																																																				|
% 68.85/33.66  																																																				| Combining equations (455,676) yields a new equation:
% 68.85/33.66  																																																				| (546) e1 = e0
% 68.85/33.66  																																																				|
% 68.85/33.66  																																																				| Simplifying 546 yields:
% 68.85/33.66  																																																				| (431) e1 = e0
% 68.85/33.66  																																																				|
% 68.85/33.66  																																																				| Equations (431) can reduce 233 to:
% 68.85/33.66  																																																				| (266) $false
% 68.85/33.66  																																																				|
% 68.85/33.66  																																																				|-The branch is then unsatisfiable
% 68.85/33.66  																																																			|-Branch two:
% 68.85/33.66  																																																			| (724)  ~ (unit = e4)
% 68.85/33.66  																																																			| (725) unit = e3 | unit = e1 | unit = e0
% 68.85/33.66  																																																			|
% 68.85/33.66  																																																				+-Applying beta-rule and splitting (725), into two cases.
% 68.85/33.66  																																																				|-Branch one:
% 68.85/33.66  																																																				| (726) unit = e0
% 68.85/33.66  																																																				|
% 68.85/33.66  																																																					| From (726) and (24) follows:
% 68.85/33.66  																																																					| (2208) op(e0, e3) = e3
% 68.85/33.66  																																																					|
% 68.85/33.66  																																																					| From (726) and (15) follows:
% 68.85/33.66  																																																					| (1508) op(e0, e2) = e2
% 68.85/33.66  																																																					|
% 68.85/33.66  																																																					| From (726) and (40) follows:
% 68.85/33.66  																																																					| (1639) op(e3, e0) = e3
% 68.85/33.66  																																																					|
% 68.85/33.66  																																																					| Instantiating formula (29) with e3, e0, e3, e0 and discharging atoms op(e3, e0) = e3, op(e3, e0) = e0, yields:
% 68.85/33.66  																																																					| (676) e3 = e0
% 68.85/33.66  																																																					|
% 68.85/33.66  																																																					| Instantiating formula (29) with e0, e3, e3, e1 and discharging atoms op(e0, e3) = e3, op(e0, e3) = e1, yields:
% 68.85/33.66  																																																					| (455) e3 = e1
% 68.85/33.66  																																																					|
% 68.85/33.66  																																																					| Instantiating formula (29) with e0, e2, e2, e3 and discharging atoms op(e0, e2) = e3, op(e0, e2) = e2, yields:
% 68.85/33.66  																																																					| (662) e3 = e2
% 68.85/33.66  																																																					|
% 68.85/33.66  																																																					| Combining equations (676,662) yields a new equation:
% 68.85/33.66  																																																					| (330) e2 = e0
% 68.85/33.66  																																																					|
% 68.85/33.66  																																																					| Combining equations (455,662) yields a new equation:
% 68.85/33.66  																																																					| (617) e2 = e1
% 68.85/33.66  																																																					|
% 68.85/33.66  																																																					| Combining equations (330,617) yields a new equation:
% 68.85/33.66  																																																					| (431) e1 = e0
% 68.85/33.66  																																																					|
% 68.85/33.66  																																																					| Equations (431) can reduce 233 to:
% 68.85/33.66  																																																					| (266) $false
% 68.85/33.66  																																																					|
% 68.85/33.66  																																																					|-The branch is then unsatisfiable
% 68.85/33.66  																																																				|-Branch two:
% 68.85/33.66  																																																				| (734)  ~ (unit = e0)
% 68.85/33.66  																																																				| (735) unit = e3 | unit = e1
% 68.85/33.66  																																																				|
% 68.85/33.66  																																																					+-Applying beta-rule and splitting (735), into two cases.
% 68.85/33.66  																																																					|-Branch one:
% 68.85/33.66  																																																					| (736) unit = e1
% 68.85/33.66  																																																					|
% 68.85/33.66  																																																						| Equations (736) can reduce 734 to:
% 68.85/33.66  																																																						| (233)  ~ (e1 = e0)
% 68.85/33.66  																																																						|
% 68.85/33.66  																																																						| From (736) and (244) follows:
% 68.85/33.66  																																																						| (738) op(e1, e4) = e4
% 68.85/33.66  																																																						|
% 68.85/33.66  																																																						| From (736) and (227) follows:
% 68.85/33.66  																																																						| (739) op(e4, e1) = e4
% 68.85/33.66  																																																						|
% 68.85/33.66  																																																						| From (736) and (40) follows:
% 68.85/33.66  																																																						| (1652) op(e3, e1) = e3
% 68.85/33.66  																																																						|
% 68.85/33.66  																																																						| Instantiating formula (29) with e4, e1, e4, e3 and discharging atoms op(e4, e1) = e4, op(e4, e1) = e3, yields:
% 68.85/33.66  																																																						| (425) e4 = e3
% 68.85/33.66  																																																						|
% 68.85/33.66  																																																						| Instantiating formula (29) with e3, e1, e3, e1 and discharging atoms op(e3, e1) = e3, op(e3, e1) = e1, yields:
% 68.85/33.66  																																																						| (455) e3 = e1
% 68.85/33.66  																																																						|
% 68.85/33.66  																																																						| Instantiating formula (29) with e1, e4, e4, e0 and discharging atoms op(e1, e4) = e4, op(e1, e4) = e0, yields:
% 68.85/33.66  																																																						| (397) e4 = e0
% 68.85/33.66  																																																						|
% 68.85/33.66  																																																						| Combining equations (425,397) yields a new equation:
% 68.85/33.66  																																																						| (675) e3 = e0
% 68.85/33.66  																																																						|
% 68.85/33.66  																																																						| Simplifying 675 yields:
% 68.85/33.66  																																																						| (676) e3 = e0
% 68.85/33.66  																																																						|
% 68.85/33.66  																																																						| Combining equations (676,455) yields a new equation:
% 68.85/33.66  																																																						| (431) e1 = e0
% 68.85/33.66  																																																						|
% 68.85/33.66  																																																						| Equations (431) can reduce 233 to:
% 68.85/33.66  																																																						| (266) $false
% 68.85/33.66  																																																						|
% 68.85/33.66  																																																						|-The branch is then unsatisfiable
% 68.85/33.66  																																																					|-Branch two:
% 68.85/33.66  																																																					| (748)  ~ (unit = e1)
% 68.85/33.66  																																																					| (749) unit = e3
% 68.85/33.66  																																																					|
% 68.85/33.66  																																																						| From (749) and (227) follows:
% 68.85/33.66  																																																						| (22570) op(e4, e3) = e4
% 68.85/33.66  																																																						|
% 68.85/33.66  																																																						| From (749) and (32) follows:
% 68.85/33.66  																																																						| (5793) op(e2, e3) = e2
% 68.85/33.66  																																																						|
% 68.85/33.66  																																																						| From (749) and (28) follows:
% 68.85/33.66  																																																						| (2235) op(e1, e3) = e1
% 68.85/33.66  																																																						|
% 68.85/33.66  																																																						| Instantiating formula (29) with e4, e3, e4, e0 and discharging atoms op(e4, e3) = e4, op(e4, e3) = e0, yields:
% 68.85/33.66  																																																						| (397) e4 = e0
% 68.85/33.66  																																																						|
% 68.85/33.66  																																																						| Instantiating formula (29) with e2, e3, e2, e4 and discharging atoms op(e2, e3) = e4, op(e2, e3) = e2, yields:
% 68.85/33.66  																																																						| (323) e4 = e2
% 68.85/33.66  																																																						|
% 68.85/33.66  																																																						| Instantiating formula (29) with e1, e3, e1, e2 and discharging atoms op(e1, e3) = e2, op(e1, e3) = e1, yields:
% 68.85/33.66  																																																						| (617) e2 = e1
% 68.85/33.66  																																																						|
% 68.85/33.66  																																																						| Combining equations (397,323) yields a new equation:
% 68.85/33.66  																																																						| (330) e2 = e0
% 68.85/33.66  																																																						|
% 68.85/33.66  																																																						| Combining equations (330,617) yields a new equation:
% 68.85/33.66  																																																						| (431) e1 = e0
% 68.85/33.66  																																																						|
% 68.85/33.66  																																																						| Equations (431) can reduce 233 to:
% 68.85/33.66  																																																						| (266) $false
% 68.85/33.66  																																																						|
% 68.85/33.66  																																																						|-The branch is then unsatisfiable
% 68.85/33.66  																																																	|-Branch two:
% 68.85/33.66  																																																	| (678)  ~ (all_0_47_47 = e0)
% 68.85/33.66  																																																	| (679) all_0_56_56 = e0
% 68.85/33.66  																																																	|
% 68.85/33.66  																																																		| Combining equations (679,1097) yields a new equation:
% 68.85/33.66  																																																		| (676) e3 = e0
% 68.85/33.66  																																																		|
% 68.85/33.66  																																																		| Equations (676) can reduce 80 to:
% 68.85/33.66  																																																		| (266) $false
% 68.85/33.66  																																																		|
% 68.85/33.66  																																																		|-The branch is then unsatisfiable
% 68.85/33.66  																																																|-Branch two:
% 68.85/33.66  																																																| (250)  ~ (all_0_46_46 = e4)
% 68.85/33.66  																																																| (774) all_0_50_50 = e4 | all_0_55_55 = e4
% 68.85/33.66  																																																|
% 68.85/33.66  																																																	+-Applying beta-rule and splitting (774), into two cases.
% 68.85/33.66  																																																	|-Branch one:
% 68.85/33.66  																																																	| (775) all_0_50_50 = e4
% 68.85/33.66  																																																	|
% 68.85/33.66  																																																		| Combining equations (378,775) yields a new equation:
% 68.85/33.66  																																																		| (323) e4 = e2
% 68.85/33.66  																																																		|
% 68.85/33.66  																																																		| Equations (323) can reduce 48 to:
% 68.85/33.66  																																																		| (266) $false
% 68.85/33.66  																																																		|
% 68.85/33.66  																																																		|-The branch is then unsatisfiable
% 68.85/33.66  																																																	|-Branch two:
% 68.85/33.66  																																																	| (566)  ~ (all_0_50_50 = e4)
% 68.85/33.66  																																																	| (587) all_0_55_55 = e4
% 68.85/33.66  																																																	|
% 68.85/33.66  																																																		| Combining equations (587,629) yields a new equation:
% 68.85/33.66  																																																		| (636) e4 = e1
% 68.85/33.66  																																																		|
% 68.85/33.66  																																																		| Simplifying 636 yields:
% 68.85/33.66  																																																		| (630) e4 = e1
% 68.85/33.66  																																																		|
% 68.85/33.66  																																																		| Equations (630) can reduce 110 to:
% 68.85/33.66  																																																		| (266) $false
% 68.85/33.66  																																																		|
% 68.85/33.66  																																																		|-The branch is then unsatisfiable
% 68.85/33.66  																																													|-Branch two:
% 68.85/33.66  																																													| (464)  ~ (all_0_51_51 = e1)
% 68.85/33.66  																																													| (1202) all_0_52_52 = e1 | all_0_53_53 = e1
% 68.85/33.66  																																													|
% 68.85/33.66  																																														+-Applying beta-rule and splitting (418), into two cases.
% 68.85/33.66  																																														|-Branch one:
% 68.85/33.66  																																														| (660) all_0_51_51 = e3
% 68.85/33.66  																																														|
% 68.85/33.66  																																															| Equations (660) can reduce 664 to:
% 68.85/33.66  																																															| (266) $false
% 68.85/33.66  																																															|
% 68.85/33.66  																																															|-The branch is then unsatisfiable
% 68.85/33.66  																																														|-Branch two:
% 68.85/33.66  																																														| (664)  ~ (all_0_51_51 = e3)
% 68.85/33.66  																																														| (665) all_0_53_53 = e3
% 68.85/33.66  																																														|
% 68.85/33.66  																																															| Equations (665) can reduce 1459 to:
% 68.85/33.66  																																															| (213)  ~ (e3 = e1)
% 68.85/33.66  																																															|
% 68.85/33.66  																																															+-Applying beta-rule and splitting (61457), into two cases.
% 68.85/33.66  																																															|-Branch one:
% 68.85/33.66  																																															| (770) all_0_46_46 = e4
% 68.85/33.66  																																															|
% 68.85/33.66  																																																| Equations (770) can reduce 549 to:
% 68.85/33.66  																																																| (110)  ~ (e4 = e1)
% 68.85/33.66  																																																|
% 68.85/33.66  																																																+-Applying beta-rule and splitting (1202), into two cases.
% 68.85/33.66  																																																|-Branch one:
% 68.85/33.66  																																																| (642) all_0_52_52 = e1
% 68.85/33.66  																																																|
% 68.85/33.66  																																																	| Combining equations (565,642) yields a new equation:
% 68.85/33.66  																																																	| (636) e4 = e1
% 68.85/33.66  																																																	|
% 68.85/33.66  																																																	| Simplifying 636 yields:
% 68.85/33.66  																																																	| (630) e4 = e1
% 68.85/33.66  																																																	|
% 68.85/33.66  																																																	| Equations (630) can reduce 110 to:
% 68.85/33.66  																																																	| (266) $false
% 68.85/33.66  																																																	|
% 68.85/33.66  																																																	|-The branch is then unsatisfiable
% 68.85/33.66  																																																|-Branch two:
% 68.85/33.66  																																																| (646)  ~ (all_0_52_52 = e1)
% 68.85/33.66  																																																| (1208) all_0_53_53 = e1
% 68.85/33.66  																																																|
% 68.85/33.66  																																																	| Combining equations (665,1208) yields a new equation:
% 68.85/33.66  																																																	| (454) e3 = e1
% 68.85/33.66  																																																	|
% 68.85/33.66  																																																	| Simplifying 454 yields:
% 68.85/33.66  																																																	| (455) e3 = e1
% 68.85/33.66  																																																	|
% 68.85/33.66  																																																	| Equations (455) can reduce 213 to:
% 68.85/33.66  																																																	| (266) $false
% 68.85/33.66  																																																	|
% 68.85/33.66  																																																	|-The branch is then unsatisfiable
% 68.85/33.66  																																															|-Branch two:
% 68.85/33.66  																																															| (250)  ~ (all_0_46_46 = e4)
% 68.85/33.67  																																															| (61466) all_0_47_47 = e4 | all_0_48_48 = e4 | all_0_49_49 = e4
% 68.85/33.67  																																															|
% 68.85/33.67  																																																+-Applying beta-rule and splitting (61466), into two cases.
% 68.85/33.67  																																																|-Branch one:
% 68.85/33.67  																																																| (1790) all_0_47_47 = e4
% 68.85/33.67  																																																|
% 68.85/33.67  																																																	| Equations (1790) can reduce 252 to:
% 68.85/33.67  																																																	| (266) $false
% 68.85/33.67  																																																	|
% 68.85/33.67  																																																	|-The branch is then unsatisfiable
% 68.85/33.67  																																																|-Branch two:
% 68.85/33.67  																																																| (252)  ~ (all_0_47_47 = e4)
% 68.85/33.67  																																																| (61479) all_0_48_48 = e4 | all_0_49_49 = e4
% 68.85/33.67  																																																|
% 68.85/33.67  																																																	+-Applying beta-rule and splitting (61479), into two cases.
% 68.85/33.67  																																																	|-Branch one:
% 68.85/33.67  																																																	| (943) all_0_48_48 = e4
% 68.85/33.67  																																																	|
% 68.85/33.67  																																																		| Combining equations (335,943) yields a new equation:
% 68.85/33.67  																																																		| (323) e4 = e2
% 68.85/33.67  																																																		|
% 68.85/33.67  																																																		| Equations (323) can reduce 48 to:
% 68.85/33.67  																																																		| (266) $false
% 68.85/33.67  																																																		|
% 68.85/33.67  																																																		|-The branch is then unsatisfiable
% 68.85/33.67  																																																	|-Branch two:
% 68.85/33.67  																																																	| (254)  ~ (all_0_48_48 = e4)
% 68.85/33.67  																																																	| (974) all_0_49_49 = e4
% 68.85/33.67  																																																	|
% 68.85/33.67  																																																		| Combining equations (671,974) yields a new equation:
% 68.85/33.67  																																																		| (630) e4 = e1
% 68.85/33.67  																																																		|
% 68.85/33.67  																																																		| Equations (630) can reduce 110 to:
% 68.85/33.67  																																																		| (266) $false
% 68.85/33.67  																																																		|
% 68.85/33.67  																																																		|-The branch is then unsatisfiable
% 68.85/33.67  																																								|-Branch two:
% 68.85/33.67  																																								| (1064)  ~ (all_0_49_49 = e1)
% 68.85/33.67  																																								| (884) all_0_49_49 = e3
% 68.85/33.67  																																								|
% 68.85/33.67  																																									| Equations (884) can reduce 525 to:
% 68.85/33.67  																																									| (266) $false
% 68.85/33.67  																																									|
% 68.85/33.67  																																									|-The branch is then unsatisfiable
% 68.85/33.67  																																		|-Branch two:
% 68.85/33.67  																																		| (1890)  ~ (all_0_42_42 = e4)
% 68.85/33.67  																																		| (1969) all_0_42_42 = e3 | all_0_42_42 = e1 | all_0_42_42 = e0
% 68.85/33.67  																																		|
% 68.85/33.67  																																			+-Applying beta-rule and splitting (1969), into two cases.
% 68.85/33.67  																																			|-Branch one:
% 68.85/33.67  																																			| (559) all_0_42_42 = e0
% 68.85/33.67  																																			|
% 68.85/33.67  																																				| Equations (559) can reduce 358 to:
% 68.85/33.67  																																				| (266) $false
% 68.85/33.67  																																				|
% 68.85/33.67  																																				|-The branch is then unsatisfiable
% 68.85/33.67  																																			|-Branch two:
% 68.85/33.67  																																			| (358)  ~ (all_0_42_42 = e0)
% 68.85/33.67  																																			| (2510) all_0_42_42 = e3 | all_0_42_42 = e1
% 68.85/33.67  																																			|
% 68.85/33.68  																																				+-Applying beta-rule and splitting (62557), into two cases.
% 68.85/33.68  																																				|-Branch one:
% 68.85/33.68  																																				| (1097) all_0_56_56 = e3
% 68.85/33.68  																																				|
% 68.85/33.68  																																					| Equations (1097) can reduce 236 to:
% 68.85/33.68  																																					| (405)  ~ (all_0_42_42 = e3)
% 68.85/33.68  																																					|
% 68.85/33.68  																																					+-Applying beta-rule and splitting (2510), into two cases.
% 68.85/33.68  																																					|-Branch one:
% 68.85/33.68  																																					| (459) all_0_42_42 = e1
% 68.85/33.68  																																					|
% 68.85/33.68  																																						| Equations (459) can reduce 1380 to:
% 68.85/33.68  																																						| (266) $false
% 68.85/33.68  																																						|
% 68.85/33.68  																																						|-The branch is then unsatisfiable
% 68.85/33.68  																																					|-Branch two:
% 68.85/33.68  																																					| (1380)  ~ (all_0_42_42 = e1)
% 68.85/33.68  																																					| (516) all_0_42_42 = e3
% 68.85/33.68  																																					|
% 68.85/33.68  																																						| Equations (516) can reduce 405 to:
% 68.85/33.68  																																						| (266) $false
% 68.85/33.68  																																						|
% 68.85/33.68  																																						|-The branch is then unsatisfiable
% 68.85/33.68  																																				|-Branch two:
% 68.85/33.68  																																				| (272)  ~ (all_0_56_56 = e3)
% 68.85/33.68  																																				| (795) all_0_58_58 = e3
% 68.85/33.68  																																				|
% 68.85/33.68  																																					| Combining equations (624,795) yields a new equation:
% 68.85/33.68  																																					| (662) e3 = e2
% 68.85/33.68  																																					|
% 68.85/33.68  																																					| Equations (662) can reduce 212 to:
% 68.85/33.68  																																					| (266) $false
% 68.85/33.68  																																					|
% 68.85/33.68  																																					|-The branch is then unsatisfiable
% 68.85/33.68  																																	|-Branch two:
% 68.85/33.68  																																	| (360)  ~ (all_0_44_44 = e0)
% 68.85/33.68  																																	| (1417) all_0_44_44 = e3 | all_0_44_44 = e1
% 68.85/33.68  																																	|
% 68.85/33.68  																																		+-Applying beta-rule and splitting (845), into two cases.
% 68.85/33.68  																																		|-Branch one:
% 68.85/33.68  																																		| (679) all_0_56_56 = e0
% 68.85/33.68  																																		|
% 68.85/33.68  																																			| Equations (679) can reduce 828 to:
% 68.85/33.68  																																			| (266) $false
% 68.85/33.68  																																			|
% 68.85/33.68  																																			|-The branch is then unsatisfiable
% 68.85/33.68  																																		|-Branch two:
% 68.85/33.68  																																		| (828)  ~ (all_0_56_56 = e0)
% 68.85/33.68  																																		| (3172) all_0_56_56 = e3 | all_0_56_56 = e1
% 68.85/33.68  																																		|
% 68.85/33.68  																																			+-Applying beta-rule and splitting (1797), into two cases.
% 68.85/33.68  																																			|-Branch one:
% 68.85/33.68  																																			| (770) all_0_46_46 = e4
% 68.85/33.68  																																			|
% 68.85/33.68  																																				+-Applying beta-rule and splitting (3172), into two cases.
% 68.85/33.68  																																				|-Branch one:
% 68.85/33.68  																																				| (1569) all_0_56_56 = e1
% 68.85/33.68  																																				|
% 68.85/33.68  																																					| Equations (1569) can reduce 466 to:
% 68.85/33.68  																																					| (266) $false
% 68.85/33.68  																																					|
% 68.85/33.68  																																					|-The branch is then unsatisfiable
% 68.85/33.68  																																				|-Branch two:
% 68.85/33.68  																																				| (466)  ~ (all_0_56_56 = e1)
% 68.85/33.68  																																				| (1097) all_0_56_56 = e3
% 68.85/33.68  																																				|
% 68.85/33.68  																																					| Equations (1097) can reduce 16 to:
% 68.85/33.68  																																					| (664)  ~ (all_0_51_51 = e3)
% 68.85/33.68  																																					|
% 68.85/33.68  																																					+-Applying beta-rule and splitting (1100), into two cases.
% 68.85/33.68  																																					|-Branch one:
% 68.85/33.68  																																					| (1101) all_0_51_51 = e4
% 68.85/33.68  																																					|
% 68.85/33.68  																																						| Equations (1101) can reduce 475 to:
% 68.85/33.68  																																						| (266) $false
% 68.85/33.68  																																						|
% 68.85/33.68  																																						|-The branch is then unsatisfiable
% 68.85/33.68  																																					|-Branch two:
% 68.85/33.68  																																					| (475)  ~ (all_0_51_51 = e4)
% 68.85/33.68  																																					| (1104) all_0_51_51 = e3 | all_0_51_51 = e1
% 68.85/33.68  																																					|
% 68.85/33.68  																																						+-Applying beta-rule and splitting (1104), into two cases.
% 68.85/33.68  																																						|-Branch one:
% 68.85/33.68  																																						| (1109) all_0_51_51 = e1
% 68.85/33.68  																																						|
% 68.85/33.68  																																							| Equations (1109) can reduce 224 to:
% 68.85/33.68  																																							| (462)  ~ (all_0_47_47 = e1)
% 68.85/33.68  																																							|
% 68.85/33.68  																																							| Equations (1109) can reduce 475 to:
% 68.85/33.68  																																							| (602)  ~ (e4 = e1)
% 68.85/33.68  																																							|
% 68.85/33.68  																																							| Simplifying 602 yields:
% 68.85/33.68  																																							| (110)  ~ (e4 = e1)
% 68.85/33.68  																																							|
% 68.85/33.68  																																							| Equations (1109) can reduce 664 to:
% 68.85/33.68  																																							| (467)  ~ (e3 = e1)
% 68.85/33.68  																																							|
% 68.85/33.68  																																							| Simplifying 467 yields:
% 68.85/33.68  																																							| (213)  ~ (e3 = e1)
% 68.85/33.68  																																							|
% 68.85/33.68  																																							| Equations (1109) can reduce 1099 to:
% 68.85/33.68  																																							| (604)  ~ (e2 = e1)
% 68.85/33.68  																																							|
% 68.85/33.68  																																							| Simplifying 604 yields:
% 68.85/33.68  																																							| (122)  ~ (e2 = e1)
% 68.85/33.68  																																							|
% 68.85/33.68  																																							+-Applying beta-rule and splitting (135), into two cases.
% 68.85/33.68  																																							|-Branch one:
% 68.85/33.68  																																							| (545) all_0_46_46 = e1
% 68.85/33.68  																																							|
% 68.85/33.68  																																								| Combining equations (770,545) yields a new equation:
% 68.85/33.68  																																								| (636) e4 = e1
% 68.85/33.68  																																								|
% 68.85/33.68  																																								| Simplifying 636 yields:
% 68.85/33.68  																																								| (630) e4 = e1
% 68.85/33.68  																																								|
% 68.85/33.68  																																								| Equations (630) can reduce 110 to:
% 68.85/33.68  																																								| (266) $false
% 68.85/33.68  																																								|
% 68.85/33.68  																																								|-The branch is then unsatisfiable
% 68.85/33.68  																																							|-Branch two:
% 68.85/33.68  																																							| (549)  ~ (all_0_46_46 = e1)
% 68.85/33.68  																																							| (550) all_0_47_47 = e1 | all_0_48_48 = e1 | all_0_49_49 = e1
% 68.85/33.68  																																							|
% 68.85/33.68  																																								+-Applying beta-rule and splitting (418), into two cases.
% 68.85/33.68  																																								|-Branch one:
% 68.85/33.68  																																								| (660) all_0_51_51 = e3
% 68.85/33.68  																																								|
% 68.85/33.68  																																									| Combining equations (1109,660) yields a new equation:
% 68.85/33.68  																																									| (455) e3 = e1
% 68.85/33.68  																																									|
% 68.85/33.68  																																									| Equations (455) can reduce 213 to:
% 68.85/33.68  																																									| (266) $false
% 68.85/33.68  																																									|
% 68.85/33.68  																																									|-The branch is then unsatisfiable
% 68.85/33.68  																																								|-Branch two:
% 68.85/33.68  																																								| (664)  ~ (all_0_51_51 = e3)
% 68.85/33.68  																																								| (665) all_0_53_53 = e3
% 68.85/33.68  																																								|
% 68.85/33.68  																																									| Equations (665) can reduce 220 to:
% 68.85/33.68  																																									| (407)  ~ (all_0_44_44 = e3)
% 68.85/33.68  																																									|
% 68.85/33.68  																																									+-Applying beta-rule and splitting (550), into two cases.
% 68.85/33.68  																																									|-Branch one:
% 68.85/33.68  																																									| (654) all_0_47_47 = e1
% 68.85/33.68  																																									|
% 68.85/33.68  																																										| Equations (654) can reduce 462 to:
% 68.85/33.68  																																										| (266) $false
% 68.85/33.68  																																										|
% 68.85/33.68  																																										|-The branch is then unsatisfiable
% 68.85/33.68  																																									|-Branch two:
% 68.85/33.68  																																									| (462)  ~ (all_0_47_47 = e1)
% 68.85/33.68  																																									| (659) all_0_48_48 = e1 | all_0_49_49 = e1
% 68.85/33.68  																																									|
% 68.85/33.68  																																										+-Applying beta-rule and splitting (659), into two cases.
% 68.85/33.68  																																										|-Branch one:
% 68.85/33.68  																																										| (615) all_0_48_48 = e1
% 68.85/33.68  																																										|
% 68.85/33.68  																																											| Combining equations (335,615) yields a new equation:
% 68.85/33.68  																																											| (616) e2 = e1
% 68.85/33.68  																																											|
% 68.85/33.68  																																											| Simplifying 616 yields:
% 68.85/33.68  																																											| (617) e2 = e1
% 68.85/33.68  																																											|
% 68.85/33.68  																																											| Equations (617) can reduce 122 to:
% 68.85/33.68  																																											| (266) $false
% 68.85/33.68  																																											|
% 68.85/33.68  																																											|-The branch is then unsatisfiable
% 68.85/33.68  																																										|-Branch two:
% 68.85/33.68  																																										| (619)  ~ (all_0_48_48 = e1)
% 68.85/33.68  																																										| (671) all_0_49_49 = e1
% 68.85/33.68  																																										|
% 68.85/33.68  																																											| Equations (671) can reduce 9 to:
% 68.85/33.68  																																											| (639)  ~ (all_0_44_44 = e1)
% 68.85/33.68  																																											|
% 68.85/33.68  																																											+-Applying beta-rule and splitting (1417), into two cases.
% 68.85/33.68  																																											|-Branch one:
% 68.85/33.68  																																											| (635) all_0_44_44 = e1
% 68.85/33.68  																																											|
% 68.85/33.68  																																												| Equations (635) can reduce 639 to:
% 68.85/33.68  																																												| (266) $false
% 68.85/33.68  																																												|
% 68.85/33.68  																																												|-The branch is then unsatisfiable
% 68.85/33.68  																																											|-Branch two:
% 68.85/33.68  																																											| (639)  ~ (all_0_44_44 = e1)
% 68.85/33.68  																																											| (532) all_0_44_44 = e3
% 68.85/33.68  																																											|
% 68.85/33.68  																																												| Equations (532) can reduce 407 to:
% 68.85/33.68  																																												| (266) $false
% 68.85/33.68  																																												|
% 68.85/33.68  																																												|-The branch is then unsatisfiable
% 68.85/33.68  																																						|-Branch two:
% 68.85/33.68  																																						| (464)  ~ (all_0_51_51 = e1)
% 68.85/33.68  																																						| (660) all_0_51_51 = e3
% 68.85/33.68  																																						|
% 68.85/33.68  																																							| Equations (660) can reduce 664 to:
% 68.85/33.68  																																							| (266) $false
% 68.85/33.68  																																							|
% 68.85/33.68  																																							|-The branch is then unsatisfiable
% 68.85/33.68  																																			|-Branch two:
% 68.85/33.68  																																			| (250)  ~ (all_0_46_46 = e4)
% 68.85/33.68  																																			| (1801) all_0_46_46 = e3 | all_0_46_46 = e1 | all_0_46_46 = e0
% 68.85/33.68  																																			|
% 68.85/33.68  																																				+-Applying beta-rule and splitting (1801), into two cases.
% 68.85/33.68  																																				|-Branch one:
% 68.85/33.68  																																				| (538) all_0_46_46 = e0
% 68.85/33.68  																																				|
% 68.85/33.68  																																					| Equations (538) can reduce 831 to:
% 68.85/33.68  																																					| (266) $false
% 68.85/33.68  																																					|
% 68.85/33.68  																																					|-The branch is then unsatisfiable
% 68.85/33.68  																																				|-Branch two:
% 68.85/33.68  																																				| (831)  ~ (all_0_46_46 = e0)
% 68.85/33.68  																																				| (1838) all_0_46_46 = e3 | all_0_46_46 = e1
% 68.85/33.68  																																				|
% 68.85/33.68  																																					+-Applying beta-rule and splitting (1838), into two cases.
% 68.85/33.68  																																					|-Branch one:
% 68.85/33.68  																																					| (545) all_0_46_46 = e1
% 68.85/33.68  																																					|
% 68.85/33.68  																																						| Equations (545) can reduce 549 to:
% 68.85/33.68  																																						| (266) $false
% 68.85/33.68  																																						|
% 68.85/33.68  																																						|-The branch is then unsatisfiable
% 68.85/33.68  																																					|-Branch two:
% 68.85/33.68  																																					| (549)  ~ (all_0_46_46 = e1)
% 68.85/33.68  																																					| (1557) all_0_46_46 = e3
% 68.85/33.68  																																					|
% 68.85/33.68  																																						| Equations (1557) can reduce 409 to:
% 68.85/33.68  																																						| (266) $false
% 68.85/33.68  																																						|
% 68.85/33.68  																																						|-The branch is then unsatisfiable
% 68.85/33.68  																									|-Branch two:
% 68.85/33.68  																									| (1898)  ~ (all_0_41_41 = e3)
% 68.85/33.68  																									| (1923) all_0_46_46 = e3 | all_0_50_50 = e3 | all_0_55_55 = e3
% 68.85/33.68  																									|
% 68.85/33.68  																										+-Applying beta-rule and splitting (1923), into two cases.
% 68.85/33.68  																										|-Branch one:
% 68.85/33.68  																										| (1557) all_0_46_46 = e3
% 68.85/33.68  																										|
% 68.85/33.68  																											| Equations (1557) can reduce 409 to:
% 68.85/33.68  																											| (266) $false
% 68.85/33.68  																											|
% 68.85/33.68  																											|-The branch is then unsatisfiable
% 68.85/33.68  																										|-Branch two:
% 68.85/33.68  																										| (409)  ~ (all_0_46_46 = e3)
% 68.85/33.68  																										| (4042) all_0_50_50 = e3 | all_0_55_55 = e3
% 68.85/33.68  																										|
% 68.85/33.68  																											+-Applying beta-rule and splitting (133), into two cases.
% 68.85/33.68  																											|-Branch one:
% 68.85/33.68  																											| (833) all_0_56_56 = e2
% 68.85/33.68  																											|
% 68.85/33.68  																												| Equations (833) can reduce 511 to:
% 68.85/33.68  																												| (266) $false
% 68.85/33.68  																												|
% 68.85/33.68  																												|-The branch is then unsatisfiable
% 68.85/33.68  																											|-Branch two:
% 68.85/33.68  																											| (511)  ~ (all_0_56_56 = e2)
% 68.85/33.68  																											| (836) all_0_56_56 = e4 | all_0_56_56 = e3 | all_0_56_56 = e1 | all_0_56_56 = e0
% 68.85/33.68  																											|
% 68.85/33.68  																												+-Applying beta-rule and splitting (836), into two cases.
% 68.85/33.68  																												|-Branch one:
% 68.85/33.68  																												| (842) all_0_56_56 = e4
% 68.85/33.68  																												|
% 68.85/33.68  																													| Equations (842) can reduce 477 to:
% 68.85/33.68  																													| (266) $false
% 68.85/33.68  																													|
% 68.85/33.68  																													|-The branch is then unsatisfiable
% 68.85/33.68  																												|-Branch two:
% 68.85/33.68  																												| (477)  ~ (all_0_56_56 = e4)
% 68.85/33.68  																												| (845) all_0_56_56 = e3 | all_0_56_56 = e1 | all_0_56_56 = e0
% 68.85/33.68  																												|
% 68.85/33.68  																													+-Applying beta-rule and splitting (845), into two cases.
% 68.85/33.68  																													|-Branch one:
% 68.85/33.68  																													| (679) all_0_56_56 = e0
% 68.85/33.68  																													|
% 68.85/33.68  																														| Equations (679) can reduce 828 to:
% 68.85/33.68  																														| (266) $false
% 68.85/33.68  																														|
% 68.85/33.68  																														|-The branch is then unsatisfiable
% 68.85/33.68  																													|-Branch two:
% 68.85/33.68  																													| (828)  ~ (all_0_56_56 = e0)
% 68.85/33.68  																													| (3172) all_0_56_56 = e3 | all_0_56_56 = e1
% 68.85/33.68  																													|
% 68.85/33.68  																														+-Applying beta-rule and splitting (3172), into two cases.
% 68.85/33.68  																														|-Branch one:
% 68.85/33.68  																														| (1569) all_0_56_56 = e1
% 68.85/33.68  																														|
% 68.85/33.68  																															| Equations (1569) can reduce 466 to:
% 68.85/33.68  																															| (266) $false
% 68.85/33.68  																															|
% 68.85/33.68  																															|-The branch is then unsatisfiable
% 68.85/33.68  																														|-Branch two:
% 68.85/33.68  																														| (466)  ~ (all_0_56_56 = e1)
% 68.85/33.68  																														| (1097) all_0_56_56 = e3
% 68.85/33.68  																														|
% 68.85/33.68  																															| Equations (1097) can reduce 511 to:
% 68.85/33.68  																															| (212)  ~ (e3 = e2)
% 68.85/33.68  																															|
% 68.85/33.68  																															| Equations (1097) can reduce 466 to:
% 68.85/33.68  																															| (213)  ~ (e3 = e1)
% 68.85/33.68  																															|
% 68.85/33.68  																															+-Applying beta-rule and splitting (4042), into two cases.
% 68.85/33.68  																															|-Branch one:
% 68.85/33.68  																															| (415) all_0_50_50 = e3
% 68.85/33.68  																															|
% 68.85/33.68  																																| Combining equations (378,415) yields a new equation:
% 68.85/33.68  																																| (662) e3 = e2
% 68.85/33.68  																																|
% 68.85/33.68  																																| Equations (662) can reduce 212 to:
% 68.85/33.68  																																| (266) $false
% 68.85/33.68  																																|
% 68.85/33.68  																																|-The branch is then unsatisfiable
% 68.85/33.68  																															|-Branch two:
% 68.85/33.68  																															| (411)  ~ (all_0_50_50 = e3)
% 68.85/33.68  																															| (2336) all_0_55_55 = e3
% 68.85/33.68  																															|
% 68.85/33.68  																																| Combining equations (629,2336) yields a new equation:
% 68.85/33.68  																																| (455) e3 = e1
% 68.85/33.68  																																|
% 68.85/33.68  																																| Equations (455) can reduce 213 to:
% 68.85/33.68  																																| (266) $false
% 68.85/33.68  																																|
% 68.85/33.68  																																|-The branch is then unsatisfiable
% 68.85/33.68  																								|-Branch two:
% 68.85/33.68  																								| (632)  ~ (all_0_55_55 = e1)
% 68.85/33.68  																								| (633) all_0_56_56 = e1 | all_0_57_57 = e1 | all_0_58_58 = e1
% 68.85/33.68  																								|
% 68.85/33.68  																									+-Applying beta-rule and splitting (18), into two cases.
% 68.85/33.68  																									|-Branch one:
% 68.85/33.68  																									| (453) all_0_41_41 = e1
% 68.85/33.68  																									|
% 68.85/33.68  																										| Equations (453) can reduce 457 to:
% 68.85/33.68  																										| (266) $false
% 68.85/33.68  																										|
% 68.85/33.68  																										|-The branch is then unsatisfiable
% 68.85/33.68  																									|-Branch two:
% 68.85/33.68  																									| (457)  ~ (all_0_41_41 = e1)
% 68.85/33.68  																									| (595) all_0_46_46 = e1 | all_0_50_50 = e1 | all_0_55_55 = e1
% 68.85/33.68  																									|
% 68.85/33.68  																										+-Applying beta-rule and splitting (174), into two cases.
% 68.85/33.68  																										|-Branch one:
% 68.85/33.68  																										| (386) all_0_55_55 = e2
% 68.85/33.68  																										|
% 68.85/33.68  																											| Equations (386) can reduce 304 to:
% 68.85/33.68  																											| (266) $false
% 68.85/33.68  																											|
% 68.85/33.68  																											|-The branch is then unsatisfiable
% 68.85/33.68  																										|-Branch two:
% 68.85/33.68  																										| (304)  ~ (all_0_55_55 = e2)
% 68.85/33.68  																										| (2051) all_0_55_55 = e4 | all_0_55_55 = e3 | all_0_55_55 = e1 | all_0_55_55 = e0
% 68.85/33.68  																										|
% 68.85/33.68  																											+-Applying beta-rule and splitting (2051), into two cases.
% 68.85/33.68  																											|-Branch one:
% 68.85/33.68  																											| (587) all_0_55_55 = e4
% 68.85/33.68  																											|
% 68.85/33.68  																												| Equations (587) can reduce 763 to:
% 68.85/33.68  																												| (266) $false
% 68.85/33.68  																												|
% 68.85/33.68  																												|-The branch is then unsatisfiable
% 68.85/33.68  																											|-Branch two:
% 68.85/33.68  																											| (763)  ~ (all_0_55_55 = e4)
% 68.85/33.68  																											| (2055) all_0_55_55 = e3 | all_0_55_55 = e1 | all_0_55_55 = e0
% 68.85/33.68  																											|
% 68.85/33.68  																												+-Applying beta-rule and splitting (2055), into two cases.
% 68.85/33.68  																												|-Branch one:
% 68.85/33.68  																												| (858) all_0_55_55 = e0
% 68.85/33.68  																												|
% 68.85/33.68  																													| Equations (858) can reduce 803 to:
% 68.85/33.68  																													| (266) $false
% 68.85/33.68  																													|
% 68.85/33.68  																													|-The branch is then unsatisfiable
% 68.85/33.68  																												|-Branch two:
% 68.85/33.68  																												| (803)  ~ (all_0_55_55 = e0)
% 68.85/33.68  																												| (2315) all_0_55_55 = e3 | all_0_55_55 = e1
% 68.85/33.68  																												|
% 68.85/33.68  																													+-Applying beta-rule and splitting (2315), into two cases.
% 68.85/33.68  																													|-Branch one:
% 68.85/33.68  																													| (629) all_0_55_55 = e1
% 68.85/33.68  																													|
% 68.85/33.68  																														| Equations (629) can reduce 632 to:
% 68.85/33.68  																														| (266) $false
% 68.85/33.68  																														|
% 68.85/33.68  																														|-The branch is then unsatisfiable
% 68.85/33.68  																													|-Branch two:
% 68.85/33.68  																													| (632)  ~ (all_0_55_55 = e1)
% 68.85/33.68  																													| (2336) all_0_55_55 = e3
% 68.85/33.68  																													|
% 68.85/33.68  																														| Equations (2336) can reduce 191 to:
% 68.85/33.68  																														| (1898)  ~ (all_0_41_41 = e3)
% 68.85/33.68  																														|
% 68.85/33.68  																														| Equations (2336) can reduce 58 to:
% 68.85/33.68  																														| (409)  ~ (all_0_46_46 = e3)
% 68.85/33.68  																														|
% 68.85/33.68  																														| From (2336) and (74) follows:
% 68.85/33.68  																														| (2208) op(e0, e3) = e3
% 68.85/33.68  																														|
% 68.85/33.68  																														+-Applying beta-rule and splitting (27), into two cases.
% 68.85/33.68  																														|-Branch one:
% 68.85/33.68  																														| (437) all_0_41_41 = e4
% 68.85/33.68  																														|
% 68.85/33.68  																															| Equations (437) can reduce 214 to:
% 68.85/33.68  																															| (1901)  ~ (all_0_42_42 = e4)
% 68.85/33.68  																															|
% 68.85/33.68  																															| Simplifying 1901 yields:
% 68.85/33.68  																															| (1890)  ~ (all_0_42_42 = e4)
% 68.85/33.68  																															|
% 68.85/33.69  																															| Equations (437) can reduce 85 to:
% 68.85/33.69  																															| (48)  ~ (e4 = e2)
% 68.85/33.69  																															|
% 68.85/33.69  																															| Equations (437) can reduce 357 to:
% 68.85/33.69  																															| (49)  ~ (e4 = e0)
% 68.85/33.69  																															|
% 68.85/33.69  																															| From (437) and (219) follows:
% 68.85/33.69  																															| (1913) op(e3, e3) = e4
% 68.85/33.69  																															|
% 68.85/33.69  																															+-Applying beta-rule and splitting (633), into two cases.
% 68.85/33.69  																															|-Branch one:
% 68.85/33.69  																															| (1569) all_0_56_56 = e1
% 68.85/33.69  																															|
% 68.85/33.69  																																| Equations (1569) can reduce 16 to:
% 68.85/33.69  																																| (464)  ~ (all_0_51_51 = e1)
% 68.85/33.69  																																|
% 68.85/33.69  																																| Equations (1569) can reduce 477 to:
% 68.85/33.69  																																| (602)  ~ (e4 = e1)
% 68.85/33.69  																																|
% 68.85/33.69  																																| Simplifying 602 yields:
% 68.85/33.69  																																| (110)  ~ (e4 = e1)
% 68.85/33.69  																																|
% 68.85/33.69  																																| Equations (1569) can reduce 511 to:
% 68.85/33.69  																																| (604)  ~ (e2 = e1)
% 68.85/33.69  																																|
% 68.85/33.69  																																| Simplifying 604 yields:
% 68.85/33.69  																																| (122)  ~ (e2 = e1)
% 68.85/33.69  																																|
% 68.85/33.69  																																| From (1569) and (111) follows:
% 68.85/33.69  																																| (3175) op(e0, e2) = e1
% 68.85/33.69  																																|
% 68.85/33.69  																																+-Applying beta-rule and splitting (160), into two cases.
% 68.85/33.69  																																|-Branch one:
% 68.85/33.69  																																| (601) all_0_50_50 = e1
% 68.85/33.69  																																|
% 68.85/33.69  																																	| Combining equations (378,601) yields a new equation:
% 68.85/33.69  																																	| (616) e2 = e1
% 68.85/33.69  																																	|
% 68.85/33.69  																																	| Simplifying 616 yields:
% 68.85/33.69  																																	| (617) e2 = e1
% 68.85/33.69  																																	|
% 68.85/33.69  																																	| Equations (617) can reduce 122 to:
% 68.85/33.69  																																	| (266) $false
% 68.85/33.69  																																	|
% 68.85/33.69  																																	|-The branch is then unsatisfiable
% 68.85/33.69  																																|-Branch two:
% 68.85/33.69  																																| (759)  ~ (all_0_50_50 = e1)
% 68.85/33.69  																																| (1168) all_0_51_51 = e1 | all_0_52_52 = e1 | all_0_53_53 = e1
% 68.85/33.69  																																|
% 68.85/33.69  																																	+-Applying beta-rule and splitting (164), into two cases.
% 68.85/33.69  																																	|-Branch one:
% 68.85/33.69  																																	| (471) all_0_39_39 = e4
% 68.85/33.69  																																	|
% 68.85/33.69  																																		| Combining equations (471,317) yields a new equation:
% 68.85/33.69  																																		| (322) e4 = e2
% 68.85/33.69  																																		|
% 68.85/33.69  																																		| Simplifying 322 yields:
% 68.85/33.69  																																		| (323) e4 = e2
% 68.85/33.69  																																		|
% 68.85/33.69  																																		| Equations (323) can reduce 48 to:
% 68.85/33.69  																																		| (266) $false
% 68.85/33.69  																																		|
% 68.85/33.69  																																		|-The branch is then unsatisfiable
% 68.85/33.69  																																	|-Branch two:
% 68.85/33.69  																																	| (1377)  ~ (all_0_39_39 = e4)
% 68.85/33.69  																																	| (2115) all_0_42_42 = e4 | all_0_47_47 = e4 | all_0_51_51 = e4 | all_0_56_56 = e4
% 68.85/33.69  																																	|
% 68.85/33.69  																																		+-Applying beta-rule and splitting (2115), into two cases.
% 68.85/33.69  																																		|-Branch one:
% 68.85/33.69  																																		| (1392) all_0_42_42 = e4
% 68.85/33.69  																																		|
% 68.85/33.69  																																			| Equations (1392) can reduce 1890 to:
% 68.85/33.69  																																			| (266) $false
% 68.85/33.69  																																			|
% 68.85/33.69  																																			|-The branch is then unsatisfiable
% 68.85/33.69  																																		|-Branch two:
% 68.85/33.69  																																		| (1890)  ~ (all_0_42_42 = e4)
% 68.85/33.69  																																		| (2246) all_0_47_47 = e4 | all_0_51_51 = e4 | all_0_56_56 = e4
% 68.85/33.69  																																		|
% 68.85/33.69  																																			+-Applying beta-rule and splitting (2246), into two cases.
% 68.85/33.69  																																			|-Branch one:
% 68.85/33.69  																																			| (1790) all_0_47_47 = e4
% 68.85/33.69  																																			|
% 68.85/33.69  																																				| Equations (1790) can reduce 19 to:
% 68.85/33.69  																																				| (250)  ~ (all_0_46_46 = e4)
% 68.85/33.69  																																				|
% 68.85/33.69  																																				| Equations (1790) can reduce 86 to:
% 68.85/33.69  																																				| (255)  ~ (all_0_49_49 = e4)
% 68.85/33.69  																																				|
% 68.85/33.69  																																				| Simplifying 255 yields:
% 68.85/33.69  																																				| (256)  ~ (all_0_49_49 = e4)
% 68.85/33.69  																																				|
% 68.85/33.69  																																				| Equations (1790) can reduce 1091 to:
% 68.85/33.69  																																				| (188)  ~ (e4 = e3)
% 68.85/33.69  																																				|
% 68.85/33.69  																																				| From (1790) and (23) follows:
% 68.85/33.69  																																				| (61903) op(e2, e2) = e4
% 68.85/33.69  																																				|
% 68.85/33.69  																																				+-Applying beta-rule and splitting (123), into two cases.
% 68.85/33.69  																																				|-Branch one:
% 68.85/33.69  																																				| (1794) all_0_46_46 = e2
% 68.85/33.69  																																				|
% 68.85/33.69  																																					| Equations (1794) can reduce 300 to:
% 68.85/33.69  																																					| (266) $false
% 68.85/33.69  																																					|
% 68.85/33.69  																																					|-The branch is then unsatisfiable
% 68.85/33.69  																																				|-Branch two:
% 68.85/33.69  																																				| (300)  ~ (all_0_46_46 = e2)
% 68.85/33.69  																																				| (1797) all_0_46_46 = e4 | all_0_46_46 = e3 | all_0_46_46 = e1 | all_0_46_46 = e0
% 68.85/33.69  																																				|
% 68.85/33.69  																																					+-Applying beta-rule and splitting (1797), into two cases.
% 68.85/33.69  																																					|-Branch one:
% 68.85/33.69  																																					| (770) all_0_46_46 = e4
% 68.85/33.69  																																					|
% 68.85/33.69  																																						| Equations (770) can reduce 250 to:
% 68.85/33.69  																																						| (266) $false
% 68.85/33.69  																																						|
% 68.85/33.69  																																						|-The branch is then unsatisfiable
% 68.85/33.69  																																					|-Branch two:
% 68.85/33.69  																																					| (250)  ~ (all_0_46_46 = e4)
% 68.85/33.69  																																					| (1801) all_0_46_46 = e3 | all_0_46_46 = e1 | all_0_46_46 = e0
% 68.85/33.69  																																					|
% 68.85/33.69  																																						+-Applying beta-rule and splitting (104), into two cases.
% 68.85/33.69  																																						|-Branch one:
% 68.85/33.69  																																						| (480) all_0_39_39 = e0
% 68.85/33.69  																																						|
% 68.85/33.69  																																							| Combining equations (480,317) yields a new equation:
% 68.85/33.69  																																							| (330) e2 = e0
% 68.85/33.69  																																							|
% 68.85/33.69  																																							| Equations (330) can reduce 128 to:
% 68.85/33.69  																																							| (266) $false
% 68.85/33.69  																																							|
% 68.85/33.69  																																							|-The branch is then unsatisfiable
% 68.85/33.69  																																						|-Branch two:
% 68.85/33.69  																																						| (484)  ~ (all_0_39_39 = e0)
% 68.85/33.69  																																						| (558) all_0_42_42 = e0 | all_0_47_47 = e0 | all_0_56_56 = e0
% 68.85/33.69  																																						|
% 68.85/33.69  																																							| Equations (317) can reduce 484 to:
% 68.85/33.69  																																							| (128)  ~ (e2 = e0)
% 68.85/33.69  																																							|
% 68.85/33.69  																																							+-Applying beta-rule and splitting (184), into two cases.
% 68.85/33.69  																																							|-Branch one:
% 68.85/33.69  																																							| (538) all_0_46_46 = e0
% 68.85/33.69  																																							|
% 68.85/33.69  																																								| Equations (538) can reduce 831 to:
% 68.85/33.69  																																								| (266) $false
% 68.85/33.69  																																								|
% 68.85/33.69  																																								|-The branch is then unsatisfiable
% 68.85/33.69  																																							|-Branch two:
% 68.85/33.69  																																							| (831)  ~ (all_0_46_46 = e0)
% 68.85/33.69  																																							| (832) all_0_47_47 = e0 | all_0_48_48 = e0 | all_0_49_49 = e0
% 68.85/33.69  																																							|
% 68.85/33.69  																																								+-Applying beta-rule and splitting (832), into two cases.
% 68.85/33.69  																																								|-Branch one:
% 68.85/33.69  																																								| (674) all_0_47_47 = e0
% 68.85/33.69  																																								|
% 68.85/33.69  																																									| Combining equations (1790,674) yields a new equation:
% 68.85/33.69  																																									| (481) e4 = e0
% 68.85/33.69  																																									|
% 68.85/33.69  																																									| Simplifying 481 yields:
% 68.85/33.69  																																									| (397) e4 = e0
% 68.85/33.69  																																									|
% 68.85/33.69  																																									| Equations (397) can reduce 49 to:
% 68.85/33.69  																																									| (266) $false
% 68.85/33.69  																																									|
% 68.85/33.69  																																									|-The branch is then unsatisfiable
% 68.85/33.69  																																								|-Branch two:
% 68.85/33.69  																																								| (678)  ~ (all_0_47_47 = e0)
% 68.85/33.69  																																								| (1278) all_0_48_48 = e0 | all_0_49_49 = e0
% 68.85/33.69  																																								|
% 68.85/33.69  																																									+-Applying beta-rule and splitting (1278), into two cases.
% 68.85/33.69  																																									|-Branch one:
% 68.85/33.69  																																									| (1279) all_0_48_48 = e0
% 68.85/33.69  																																									|
% 68.85/33.69  																																										| Combining equations (335,1279) yields a new equation:
% 68.85/33.69  																																										| (391) e2 = e0
% 68.85/33.69  																																										|
% 68.85/33.69  																																										| Simplifying 391 yields:
% 68.85/33.69  																																										| (330) e2 = e0
% 68.85/33.69  																																										|
% 68.85/33.69  																																										| Equations (330) can reduce 128 to:
% 68.85/33.69  																																										| (266) $false
% 68.85/33.69  																																										|
% 68.85/33.69  																																										|-The branch is then unsatisfiable
% 68.85/33.69  																																									|-Branch two:
% 68.85/33.69  																																									| (1283)  ~ (all_0_48_48 = e0)
% 68.85/33.69  																																									| (978) all_0_49_49 = e0
% 68.85/33.69  																																									|
% 68.85/33.69  																																										| Equations (978) can reduce 9 to:
% 68.85/33.69  																																										| (360)  ~ (all_0_44_44 = e0)
% 68.85/33.69  																																										|
% 68.85/33.69  																																										| Equations (978) can reduce 208 to:
% 68.85/33.69  																																										| (831)  ~ (all_0_46_46 = e0)
% 68.85/33.69  																																										|
% 68.85/33.69  																																										| Equations (978) can reduce 65 to:
% 68.85/33.69  																																										| (488)  ~ (all_0_53_53 = e0)
% 68.85/33.69  																																										|
% 68.85/33.69  																																										| Simplifying 488 yields:
% 68.85/33.69  																																										| (247)  ~ (all_0_53_53 = e0)
% 68.85/33.69  																																										|
% 68.85/33.69  																																										| Equations (978) can reduce 256 to:
% 68.85/33.69  																																										| (401)  ~ (e4 = e0)
% 68.85/33.69  																																										|
% 68.85/33.69  																																										| Simplifying 401 yields:
% 68.85/33.69  																																										| (49)  ~ (e4 = e0)
% 68.85/33.69  																																										|
% 68.85/33.69  																																										| Equations (978) can reduce 525 to:
% 68.85/33.69  																																										| (541)  ~ (e3 = e0)
% 68.85/33.69  																																										|
% 68.85/33.69  																																										| Simplifying 541 yields:
% 68.85/33.69  																																										| (80)  ~ (e3 = e0)
% 68.85/33.69  																																										|
% 68.85/33.69  																																										+-Applying beta-rule and splitting (165), into two cases.
% 68.85/33.69  																																										|-Branch one:
% 68.85/33.69  																																										| (794) all_0_41_41 = e0
% 68.85/33.69  																																										|
% 68.85/33.69  																																											| Combining equations (794,437) yields a new equation:
% 68.85/33.69  																																											| (397) e4 = e0
% 68.85/33.69  																																											|
% 68.85/33.69  																																											| Equations (397) can reduce 49 to:
% 68.85/33.69  																																											| (266) $false
% 68.85/33.69  																																											|
% 68.85/33.69  																																											|-The branch is then unsatisfiable
% 68.85/33.69  																																										|-Branch two:
% 68.85/33.69  																																										| (357)  ~ (all_0_41_41 = e0)
% 68.85/33.69  																																										| (6761) all_0_42_42 = e0 | all_0_43_43 = e0 | all_0_44_44 = e0
% 68.85/33.69  																																										|
% 68.85/33.69  																																											+-Applying beta-rule and splitting (1801), into two cases.
% 68.85/33.69  																																											|-Branch one:
% 68.85/33.69  																																											| (538) all_0_46_46 = e0
% 68.85/33.69  																																											|
% 68.85/33.69  																																												| Equations (538) can reduce 831 to:
% 68.85/33.69  																																												| (266) $false
% 68.85/33.69  																																												|
% 68.85/33.69  																																												|-The branch is then unsatisfiable
% 68.85/33.69  																																											|-Branch two:
% 68.85/33.69  																																											| (831)  ~ (all_0_46_46 = e0)
% 68.85/33.69  																																											| (1838) all_0_46_46 = e3 | all_0_46_46 = e1
% 68.85/33.69  																																											|
% 68.85/33.69  																																												+-Applying beta-rule and splitting (6761), into two cases.
% 68.85/33.69  																																												|-Branch one:
% 68.85/33.69  																																												| (559) all_0_42_42 = e0
% 68.85/33.69  																																												|
% 68.85/33.69  																																													| From (559) and (210) follows:
% 68.85/33.69  																																													| (20848) op(e3, e2) = e0
% 68.85/33.69  																																													|
% 68.85/33.69  																																													+-Applying beta-rule and splitting (113), into two cases.
% 68.85/33.69  																																													|-Branch one:
% 68.85/33.69  																																													| (403) all_0_41_41 = e3
% 68.85/33.69  																																													|
% 68.85/33.69  																																														| Combining equations (403,437) yields a new equation:
% 68.85/33.69  																																														| (425) e4 = e3
% 68.85/33.69  																																														|
% 68.85/33.69  																																														| Equations (425) can reduce 188 to:
% 68.85/33.69  																																														| (266) $false
% 68.85/33.69  																																														|
% 68.85/33.69  																																														|-The branch is then unsatisfiable
% 68.85/33.69  																																													|-Branch two:
% 68.85/33.69  																																													| (1898)  ~ (all_0_41_41 = e3)
% 68.85/33.69  																																													| (1899) all_0_42_42 = e3 | all_0_44_44 = e3
% 68.85/33.69  																																													|
% 68.85/33.69  																																														+-Applying beta-rule and splitting (135), into two cases.
% 68.85/33.69  																																														|-Branch one:
% 68.85/33.69  																																														| (545) all_0_46_46 = e1
% 68.85/33.69  																																														|
% 68.85/33.69  																																															| Equations (545) can reduce 250 to:
% 68.85/33.69  																																															| (602)  ~ (e4 = e1)
% 68.85/33.69  																																															|
% 68.85/33.69  																																															| Simplifying 602 yields:
% 68.85/33.69  																																															| (110)  ~ (e4 = e1)
% 68.85/33.69  																																															|
% 68.85/33.69  																																															+-Applying beta-rule and splitting (180), into two cases.
% 68.85/33.69  																																															|-Branch one:
% 68.85/33.69  																																															| (516) all_0_42_42 = e3
% 68.85/33.69  																																															|
% 68.85/33.69  																																																| Combining equations (559,516) yields a new equation:
% 68.85/33.69  																																																| (676) e3 = e0
% 68.85/33.69  																																																|
% 68.85/33.69  																																																| Equations (676) can reduce 80 to:
% 68.85/33.69  																																																| (266) $false
% 68.85/33.69  																																																|
% 68.85/33.69  																																																|-The branch is then unsatisfiable
% 68.85/33.69  																																															|-Branch two:
% 68.85/33.69  																																															| (405)  ~ (all_0_42_42 = e3)
% 68.85/33.69  																																															| (521) all_0_47_47 = e3 | all_0_51_51 = e3 | all_0_56_56 = e3
% 68.85/33.69  																																															|
% 68.85/33.69  																																																| Equations (559) can reduce 405 to:
% 68.85/33.69  																																																| (541)  ~ (e3 = e0)
% 68.85/33.69  																																																|
% 68.85/33.69  																																																| Simplifying 541 yields:
% 68.85/33.69  																																																| (80)  ~ (e3 = e0)
% 68.85/33.69  																																																|
% 68.85/33.69  																																																+-Applying beta-rule and splitting (1899), into two cases.
% 68.85/33.69  																																																|-Branch one:
% 68.85/33.69  																																																| (516) all_0_42_42 = e3
% 68.85/33.69  																																																|
% 68.85/33.69  																																																	| Combining equations (559,516) yields a new equation:
% 68.85/33.69  																																																	| (676) e3 = e0
% 68.85/33.69  																																																	|
% 68.85/33.69  																																																	| Equations (676) can reduce 80 to:
% 68.85/33.69  																																																	| (266) $false
% 68.85/33.69  																																																	|
% 68.85/33.69  																																																	|-The branch is then unsatisfiable
% 68.85/33.69  																																																|-Branch two:
% 68.85/33.69  																																																| (405)  ~ (all_0_42_42 = e3)
% 68.85/33.69  																																																| (532) all_0_44_44 = e3
% 68.85/33.69  																																																|
% 68.85/33.69  																																																	| Equations (532) can reduce 220 to:
% 68.85/33.69  																																																	| (1114)  ~ (all_0_53_53 = e3)
% 68.85/33.69  																																																	|
% 68.85/33.69  																																																	| Simplifying 1114 yields:
% 68.85/33.69  																																																	| (903)  ~ (all_0_53_53 = e3)
% 68.85/33.69  																																																	|
% 68.85/33.69  																																																	+-Applying beta-rule and splitting (1168), into two cases.
% 68.85/33.69  																																																	|-Branch one:
% 68.85/33.69  																																																	| (1109) all_0_51_51 = e1
% 68.85/33.69  																																																	|
% 68.85/33.69  																																																		| Equations (1109) can reduce 464 to:
% 68.85/33.69  																																																		| (266) $false
% 68.85/33.69  																																																		|
% 68.85/33.69  																																																		|-The branch is then unsatisfiable
% 68.85/33.69  																																																	|-Branch two:
% 68.85/33.69  																																																	| (464)  ~ (all_0_51_51 = e1)
% 68.85/33.69  																																																	| (1202) all_0_52_52 = e1 | all_0_53_53 = e1
% 68.85/33.69  																																																	|
% 68.85/33.69  																																																		+-Applying beta-rule and splitting (418), into two cases.
% 68.85/33.69  																																																		|-Branch one:
% 68.85/33.69  																																																		| (660) all_0_51_51 = e3
% 68.85/33.69  																																																		|
% 68.85/33.69  																																																			| From (660) and (186) follows:
% 68.85/33.69  																																																			| (1552) op(e1, e2) = e3
% 68.85/33.69  																																																			|
% 68.85/33.69  																																																			+-Applying beta-rule and splitting (1202), into two cases.
% 68.85/33.69  																																																			|-Branch one:
% 68.85/33.69  																																																			| (642) all_0_52_52 = e1
% 68.85/33.69  																																																			|
% 68.85/33.69  																																																				| Combining equations (642,565) yields a new equation:
% 68.85/33.69  																																																				| (630) e4 = e1
% 68.85/33.69  																																																				|
% 68.85/33.69  																																																				| Equations (630) can reduce 110 to:
% 68.85/33.69  																																																				| (266) $false
% 68.85/33.69  																																																				|
% 68.85/33.69  																																																				|-The branch is then unsatisfiable
% 68.85/33.69  																																																			|-Branch two:
% 68.85/33.69  																																																			| (646)  ~ (all_0_52_52 = e1)
% 68.85/33.69  																																																			| (1208) all_0_53_53 = e1
% 68.85/33.69  																																																			|
% 68.85/33.69  																																																				| Equations (1208) can reduce 247 to:
% 68.85/33.69  																																																				| (233)  ~ (e1 = e0)
% 68.85/33.69  																																																				|
% 68.85/33.69  																																																				+-Applying beta-rule and splitting (56), into two cases.
% 68.85/33.69  																																																				|-Branch one:
% 68.85/33.69  																																																				| (696) unit = e2
% 68.85/33.69  																																																				|
% 68.85/33.69  																																																					| From (696) and (244) follows:
% 68.85/33.69  																																																					| (264) op(e2, e4) = e4
% 68.85/33.69  																																																					|
% 68.85/33.69  																																																					| From (696) and (211) follows:
% 68.85/33.69  																																																					| (1612) op(e2, e1) = e1
% 68.85/33.69  																																																					|
% 68.85/33.69  																																																					| From (696) and (40) follows:
% 68.85/33.69  																																																					| (4285) op(e3, e2) = e3
% 68.85/33.69  																																																					|
% 68.85/33.69  																																																					| From (696) and (32) follows:
% 68.85/33.69  																																																					| (698) op(e2, e2) = e2
% 68.85/33.69  																																																					|
% 68.85/33.69  																																																					| Instantiating formula (29) with e3, e2, e3, e0 and discharging atoms op(e3, e2) = e3, op(e3, e2) = e0, yields:
% 68.85/33.69  																																																					| (676) e3 = e0
% 68.85/33.69  																																																					|
% 68.85/33.69  																																																					| Instantiating formula (29) with e2, e4, e4, e3 and discharging atoms op(e2, e4) = e4, op(e2, e4) = e3, yields:
% 68.85/33.69  																																																					| (425) e4 = e3
% 68.85/33.69  																																																					|
% 68.85/33.69  																																																					| Instantiating formula (29) with e2, e2, e2, e4 and discharging atoms op(e2, e2) = e4, op(e2, e2) = e2, yields:
% 68.85/33.69  																																																					| (323) e4 = e2
% 68.85/33.69  																																																					|
% 68.85/33.69  																																																					| Instantiating formula (29) with e2, e1, e1, e2 and discharging atoms op(e2, e1) = e2, op(e2, e1) = e1, yields:
% 68.85/33.69  																																																					| (617) e2 = e1
% 68.85/33.69  																																																					|
% 68.85/33.69  																																																					| Combining equations (425,323) yields a new equation:
% 68.85/33.69  																																																					| (661) e3 = e2
% 68.85/33.69  																																																					|
% 68.85/33.69  																																																					| Simplifying 661 yields:
% 68.85/33.69  																																																					| (662) e3 = e2
% 68.85/33.69  																																																					|
% 68.85/33.69  																																																					| Combining equations (662,676) yields a new equation:
% 68.85/33.69  																																																					| (391) e2 = e0
% 68.85/33.69  																																																					|
% 68.85/33.69  																																																					| Simplifying 391 yields:
% 68.85/33.69  																																																					| (330) e2 = e0
% 68.85/33.69  																																																					|
% 68.85/33.69  																																																					| Combining equations (330,617) yields a new equation:
% 68.85/33.69  																																																					| (431) e1 = e0
% 68.85/33.69  																																																					|
% 68.85/33.69  																																																					| Equations (431) can reduce 233 to:
% 68.85/33.69  																																																					| (266) $false
% 68.85/33.69  																																																					|
% 68.85/33.69  																																																					|-The branch is then unsatisfiable
% 68.85/33.69  																																																				|-Branch two:
% 68.85/33.69  																																																				| (707)  ~ (unit = e2)
% 68.85/33.69  																																																				| (708) unit = e4 | unit = e3 | unit = e1 | unit = e0
% 68.85/33.69  																																																				|
% 68.85/33.69  																																																					+-Applying beta-rule and splitting (708), into two cases.
% 68.85/33.69  																																																					|-Branch one:
% 68.85/33.69  																																																					| (709) unit = e4
% 68.85/33.69  																																																					|
% 68.85/33.69  																																																						| From (709) and (24) follows:
% 68.85/33.69  																																																						| (33325) op(e4, e3) = e3
% 68.85/33.69  																																																						|
% 68.85/33.69  																																																						| From (709) and (211) follows:
% 68.85/33.70  																																																						| (22527) op(e4, e1) = e1
% 68.85/33.70  																																																						|
% 68.85/33.70  																																																						| Instantiating formula (29) with e4, e3, e3, e0 and discharging atoms op(e4, e3) = e3, op(e4, e3) = e0, yields:
% 68.85/33.70  																																																						| (676) e3 = e0
% 68.85/33.70  																																																						|
% 68.85/33.70  																																																						| Instantiating formula (29) with e4, e1, e1, e3 and discharging atoms op(e4, e1) = e3, op(e4, e1) = e1, yields:
% 68.85/33.70  																																																						| (455) e3 = e1
% 68.85/33.70  																																																						|
% 68.85/33.70  																																																						| Combining equations (455,676) yields a new equation:
% 68.85/33.70  																																																						| (546) e1 = e0
% 68.85/33.70  																																																						|
% 68.85/33.70  																																																						| Simplifying 546 yields:
% 68.85/33.70  																																																						| (431) e1 = e0
% 68.85/33.70  																																																						|
% 68.85/33.70  																																																						| Equations (431) can reduce 233 to:
% 68.85/33.70  																																																						| (266) $false
% 68.85/33.70  																																																						|
% 68.85/33.70  																																																						|-The branch is then unsatisfiable
% 68.85/33.70  																																																					|-Branch two:
% 68.85/33.70  																																																					| (724)  ~ (unit = e4)
% 68.85/33.70  																																																					| (725) unit = e3 | unit = e1 | unit = e0
% 68.85/33.70  																																																					|
% 68.85/33.70  																																																						+-Applying beta-rule and splitting (725), into two cases.
% 68.85/33.70  																																																						|-Branch one:
% 68.85/33.70  																																																						| (726) unit = e0
% 68.85/33.70  																																																						|
% 68.85/33.70  																																																							| From (726) and (15) follows:
% 68.85/33.70  																																																							| (1508) op(e0, e2) = e2
% 68.85/33.70  																																																							|
% 68.85/33.70  																																																							| From (726) and (42) follows:
% 68.85/33.70  																																																							| (728) op(e0, e0) = e0
% 68.85/33.70  																																																							|
% 68.85/33.70  																																																							| Instantiating formula (29) with e0, e2, e2, e1 and discharging atoms op(e0, e2) = e2, op(e0, e2) = e1, yields:
% 68.85/33.70  																																																							| (617) e2 = e1
% 68.85/33.70  																																																							|
% 68.85/33.70  																																																							| Instantiating formula (29) with e0, e0, e0, e2 and discharging atoms op(e0, e0) = e2, op(e0, e0) = e0, yields:
% 68.85/33.70  																																																							| (330) e2 = e0
% 68.85/33.70  																																																							|
% 68.85/33.70  																																																							| Combining equations (330,617) yields a new equation:
% 68.85/33.70  																																																							| (431) e1 = e0
% 68.85/33.70  																																																							|
% 68.85/33.70  																																																							| Equations (431) can reduce 233 to:
% 68.85/33.70  																																																							| (266) $false
% 68.85/33.70  																																																							|
% 68.85/33.70  																																																							|-The branch is then unsatisfiable
% 68.85/33.70  																																																						|-Branch two:
% 68.85/33.70  																																																						| (734)  ~ (unit = e0)
% 68.85/33.70  																																																						| (735) unit = e3 | unit = e1
% 68.85/33.70  																																																						|
% 68.85/33.70  																																																							+-Applying beta-rule and splitting (735), into two cases.
% 68.85/33.70  																																																							|-Branch one:
% 68.85/33.70  																																																							| (736) unit = e1
% 68.85/33.70  																																																							|
% 68.85/33.70  																																																								| Equations (736) can reduce 734 to:
% 68.85/33.70  																																																								| (233)  ~ (e1 = e0)
% 68.85/33.70  																																																								|
% 68.85/33.70  																																																								| From (736) and (244) follows:
% 68.85/33.70  																																																								| (738) op(e1, e4) = e4
% 68.85/33.70  																																																								|
% 68.85/33.70  																																																								| From (736) and (15) follows:
% 68.85/33.70  																																																								| (515) op(e1, e2) = e2
% 68.85/33.70  																																																								|
% 68.85/33.70  																																																								| From (736) and (227) follows:
% 68.85/33.70  																																																								| (739) op(e4, e1) = e4
% 68.85/33.70  																																																								|
% 68.85/33.70  																																																								| From (736) and (28) follows:
% 68.85/33.70  																																																								| (740) op(e1, e1) = e1
% 68.85/33.70  																																																								|
% 68.85/33.70  																																																								| Instantiating formula (29) with e4, e1, e4, e3 and discharging atoms op(e4, e1) = e4, op(e4, e1) = e3, yields:
% 68.85/33.70  																																																								| (425) e4 = e3
% 68.85/33.70  																																																								|
% 68.85/33.70  																																																								| Instantiating formula (29) with e1, e4, e4, e0 and discharging atoms op(e1, e4) = e4, op(e1, e4) = e0, yields:
% 68.85/33.70  																																																								| (397) e4 = e0
% 68.85/33.70  																																																								|
% 68.85/33.70  																																																								| Instantiating formula (29) with e1, e2, e2, e3 and discharging atoms op(e1, e2) = e3, op(e1, e2) = e2, yields:
% 68.85/33.70  																																																								| (662) e3 = e2
% 68.85/33.70  																																																								|
% 68.85/33.70  																																																								| Instantiating formula (29) with e1, e1, e1, e4 and discharging atoms op(e1, e1) = e4, op(e1, e1) = e1, yields:
% 68.85/33.70  																																																								| (630) e4 = e1
% 68.85/33.70  																																																								|
% 68.85/33.70  																																																								| Combining equations (630,425) yields a new equation:
% 68.85/33.70  																																																								| (455) e3 = e1
% 68.85/33.70  																																																								|
% 68.85/33.70  																																																								| Combining equations (397,425) yields a new equation:
% 68.85/33.70  																																																								| (676) e3 = e0
% 68.85/33.70  																																																								|
% 68.85/33.70  																																																								| Combining equations (676,662) yields a new equation:
% 68.85/33.70  																																																								| (330) e2 = e0
% 68.85/33.70  																																																								|
% 68.85/33.70  																																																								| Combining equations (455,662) yields a new equation:
% 68.85/33.70  																																																								| (617) e2 = e1
% 68.85/33.70  																																																								|
% 68.85/33.70  																																																								| Combining equations (617,330) yields a new equation:
% 68.85/33.70  																																																								| (546) e1 = e0
% 68.85/33.70  																																																								|
% 68.85/33.70  																																																								| Simplifying 546 yields:
% 68.85/33.70  																																																								| (431) e1 = e0
% 68.85/33.70  																																																								|
% 68.85/33.70  																																																								| Equations (431) can reduce 233 to:
% 68.85/33.70  																																																								| (266) $false
% 68.85/33.70  																																																								|
% 68.85/33.70  																																																								|-The branch is then unsatisfiable
% 68.85/33.70  																																																							|-Branch two:
% 68.85/33.70  																																																							| (748)  ~ (unit = e1)
% 68.85/33.70  																																																							| (749) unit = e3
% 68.85/33.70  																																																							|
% 68.85/33.70  																																																								| From (749) and (244) follows:
% 68.85/33.70  																																																								| (750) op(e3, e4) = e4
% 68.85/33.70  																																																								|
% 68.85/33.70  																																																								| From (749) and (40) follows:
% 68.85/33.70  																																																								| (3715) op(e3, e3) = e3
% 68.85/33.70  																																																								|
% 68.85/33.70  																																																								| From (749) and (28) follows:
% 68.85/33.70  																																																								| (2235) op(e1, e3) = e1
% 68.85/33.70  																																																								|
% 68.85/33.70  																																																								| From (749) and (42) follows:
% 68.85/33.70  																																																								| (752) op(e0, e3) = e0
% 68.85/33.70  																																																								|
% 68.85/33.70  																																																								| Instantiating formula (29) with e3, e4, e4, e2 and discharging atoms op(e3, e4) = e4, op(e3, e4) = e2, yields:
% 68.85/33.70  																																																								| (323) e4 = e2
% 68.85/33.70  																																																								|
% 68.85/33.70  																																																								| Instantiating formula (29) with e3, e3, e3, e4 and discharging atoms op(e3, e3) = e4, op(e3, e3) = e3, yields:
% 68.85/33.70  																																																								| (425) e4 = e3
% 68.85/33.70  																																																								|
% 68.85/33.70  																																																								| Instantiating formula (29) with e1, e3, e1, e2 and discharging atoms op(e1, e3) = e2, op(e1, e3) = e1, yields:
% 68.85/33.70  																																																								| (617) e2 = e1
% 68.85/33.70  																																																								|
% 68.85/33.70  																																																								| Instantiating formula (29) with e0, e3, e0, e3 and discharging atoms op(e0, e3) = e3, op(e0, e3) = e0, yields:
% 68.85/33.70  																																																								| (676) e3 = e0
% 68.85/33.70  																																																								|
% 68.85/33.70  																																																								| Combining equations (425,323) yields a new equation:
% 68.85/33.70  																																																								| (661) e3 = e2
% 68.85/33.70  																																																								|
% 68.85/33.70  																																																								| Simplifying 661 yields:
% 68.85/33.70  																																																								| (662) e3 = e2
% 68.85/33.70  																																																								|
% 68.85/33.70  																																																								| Combining equations (662,676) yields a new equation:
% 68.85/33.70  																																																								| (391) e2 = e0
% 68.85/33.70  																																																								|
% 68.85/33.70  																																																								| Simplifying 391 yields:
% 68.85/33.70  																																																								| (330) e2 = e0
% 68.85/33.70  																																																								|
% 68.85/33.70  																																																								| Combining equations (617,330) yields a new equation:
% 68.85/33.70  																																																								| (546) e1 = e0
% 68.85/33.70  																																																								|
% 68.85/33.70  																																																								| Simplifying 546 yields:
% 68.85/33.70  																																																								| (431) e1 = e0
% 68.85/33.70  																																																								|
% 68.85/33.70  																																																								| Equations (431) can reduce 233 to:
% 68.85/33.70  																																																								| (266) $false
% 68.85/33.70  																																																								|
% 68.85/33.70  																																																								|-The branch is then unsatisfiable
% 68.85/33.70  																																																		|-Branch two:
% 68.85/33.70  																																																		| (664)  ~ (all_0_51_51 = e3)
% 68.85/33.70  																																																		| (665) all_0_53_53 = e3
% 68.85/33.70  																																																		|
% 68.85/33.70  																																																			| Equations (665) can reduce 903 to:
% 68.85/33.70  																																																			| (266) $false
% 68.85/33.70  																																																			|
% 68.85/33.70  																																																			|-The branch is then unsatisfiable
% 68.85/33.70  																																														|-Branch two:
% 68.85/33.70  																																														| (549)  ~ (all_0_46_46 = e1)
% 68.85/33.70  																																														| (550) all_0_47_47 = e1 | all_0_48_48 = e1 | all_0_49_49 = e1
% 68.85/33.70  																																														|
% 68.85/33.70  																																															+-Applying beta-rule and splitting (1838), into two cases.
% 68.85/33.70  																																															|-Branch one:
% 68.85/33.70  																																															| (545) all_0_46_46 = e1
% 68.85/33.70  																																															|
% 68.85/33.70  																																																| Equations (545) can reduce 549 to:
% 68.85/33.70  																																																| (266) $false
% 68.85/33.70  																																																|
% 68.85/33.70  																																																|-The branch is then unsatisfiable
% 68.85/33.70  																																															|-Branch two:
% 68.85/33.70  																																															| (549)  ~ (all_0_46_46 = e1)
% 68.85/33.70  																																															| (1557) all_0_46_46 = e3
% 68.85/33.70  																																															|
% 68.85/33.70  																																																| Equations (1557) can reduce 409 to:
% 68.85/33.70  																																																| (266) $false
% 68.85/33.70  																																																|
% 68.85/33.70  																																																|-The branch is then unsatisfiable
% 68.85/33.70  																																												|-Branch two:
% 68.85/33.70  																																												| (358)  ~ (all_0_42_42 = e0)
% 68.85/33.70  																																												| (6766) all_0_43_43 = e0 | all_0_44_44 = e0
% 68.85/33.70  																																												|
% 68.85/33.70  																																													+-Applying beta-rule and splitting (1838), into two cases.
% 68.85/33.70  																																													|-Branch one:
% 68.85/33.70  																																													| (545) all_0_46_46 = e1
% 68.85/33.70  																																													|
% 68.85/33.70  																																														| Equations (545) can reduce 831 to:
% 68.85/33.70  																																														| (233)  ~ (e1 = e0)
% 68.85/33.70  																																														|
% 68.85/33.70  																																														+-Applying beta-rule and splitting (6766), into two cases.
% 68.85/33.70  																																														|-Branch one:
% 68.85/33.70  																																														| (356) all_0_43_43 = e0
% 68.85/33.70  																																														|
% 68.85/33.70  																																															| Combining equations (430,356) yields a new equation:
% 68.85/33.70  																																															| (546) e1 = e0
% 68.85/33.70  																																															|
% 68.85/33.70  																																															| Simplifying 546 yields:
% 68.85/33.70  																																															| (431) e1 = e0
% 68.85/33.70  																																															|
% 68.85/33.70  																																															| Equations (431) can reduce 233 to:
% 68.85/33.70  																																															| (266) $false
% 68.85/33.70  																																															|
% 68.85/33.70  																																															|-The branch is then unsatisfiable
% 68.85/33.70  																																														|-Branch two:
% 68.85/33.70  																																														| (5470)  ~ (all_0_43_43 = e0)
% 68.85/33.70  																																														| (1414) all_0_44_44 = e0
% 68.85/33.70  																																														|
% 68.85/33.70  																																															| Equations (1414) can reduce 360 to:
% 68.85/33.70  																																															| (266) $false
% 68.85/33.70  																																															|
% 68.85/33.70  																																															|-The branch is then unsatisfiable
% 68.85/33.70  																																													|-Branch two:
% 68.85/33.70  																																													| (549)  ~ (all_0_46_46 = e1)
% 68.85/33.70  																																													| (1557) all_0_46_46 = e3
% 68.85/33.70  																																													|
% 68.85/33.70  																																														| Equations (1557) can reduce 409 to:
% 68.85/33.70  																																														| (266) $false
% 68.85/33.70  																																														|
% 68.85/33.70  																																														|-The branch is then unsatisfiable
% 68.85/33.70  																																			|-Branch two:
% 68.85/33.70  																																			| (252)  ~ (all_0_47_47 = e4)
% 68.85/33.70  																																			| (6548) all_0_51_51 = e4 | all_0_56_56 = e4
% 68.85/33.70  																																			|
% 68.85/33.70  																																				+-Applying beta-rule and splitting (6548), into two cases.
% 68.85/33.70  																																				|-Branch one:
% 68.85/33.70  																																				| (1101) all_0_51_51 = e4
% 68.85/33.70  																																				|
% 68.85/33.70  																																					| Equations (1101) can reduce 475 to:
% 68.85/33.70  																																					| (266) $false
% 68.85/33.70  																																					|
% 68.85/33.70  																																					|-The branch is then unsatisfiable
% 68.85/33.70  																																				|-Branch two:
% 68.85/33.70  																																				| (475)  ~ (all_0_51_51 = e4)
% 68.85/33.70  																																				| (842) all_0_56_56 = e4
% 68.85/33.70  																																				|
% 68.85/33.70  																																					| Combining equations (1569,842) yields a new equation:
% 68.85/33.70  																																					| (630) e4 = e1
% 68.85/33.70  																																					|
% 68.85/33.70  																																					| Equations (630) can reduce 110 to:
% 68.85/33.70  																																					| (266) $false
% 68.85/33.70  																																					|
% 68.85/33.70  																																					|-The branch is then unsatisfiable
% 68.85/33.70  																															|-Branch two:
% 68.85/33.70  																															| (466)  ~ (all_0_56_56 = e1)
% 68.85/33.70  																															| (1574) all_0_57_57 = e1 | all_0_58_58 = e1
% 68.85/33.70  																															|
% 68.85/33.70  																																+-Applying beta-rule and splitting (1574), into two cases.
% 68.85/33.70  																																|-Branch one:
% 68.85/33.70  																																| (647) all_0_57_57 = e1
% 68.85/33.70  																																|
% 68.85/33.70  																																	| Combining equations (875,647) yields a new equation:
% 68.85/33.70  																																	| (431) e1 = e0
% 68.85/33.70  																																	|
% 68.85/33.70  																																	| Equations (431) can reduce 233 to:
% 68.85/33.70  																																	| (266) $false
% 68.85/33.70  																																	|
% 68.85/33.70  																																	|-The branch is then unsatisfiable
% 68.85/33.70  																																|-Branch two:
% 68.85/33.70  																																| (1670)  ~ (all_0_57_57 = e1)
% 68.85/33.70  																																| (918) all_0_58_58 = e1
% 68.85/33.70  																																|
% 68.85/33.70  																																	| Combining equations (918,624) yields a new equation:
% 68.85/33.70  																																	| (617) e2 = e1
% 68.85/33.70  																																	|
% 68.85/33.70  																																	| Equations (617) can reduce 122 to:
% 68.85/33.70  																																	| (266) $false
% 68.85/33.70  																																	|
% 68.85/33.70  																																	|-The branch is then unsatisfiable
% 68.85/33.70  																														|-Branch two:
% 68.85/33.70  																														| (440)  ~ (all_0_41_41 = e4)
% 68.85/33.70  																														| (4049) all_0_41_41 = e3 | all_0_41_41 = e1 | all_0_41_41 = e0
% 68.85/33.70  																														|
% 68.85/33.70  																															+-Applying beta-rule and splitting (4049), into two cases.
% 68.85/33.70  																															|-Branch one:
% 68.85/33.70  																															| (794) all_0_41_41 = e0
% 68.85/33.70  																															|
% 68.85/33.70  																																| Equations (794) can reduce 357 to:
% 68.85/33.70  																																| (266) $false
% 68.85/33.70  																																|
% 68.85/33.70  																																|-The branch is then unsatisfiable
% 68.85/33.70  																															|-Branch two:
% 68.85/33.70  																															| (357)  ~ (all_0_41_41 = e0)
% 68.85/33.70  																															| (4053) all_0_41_41 = e3 | all_0_41_41 = e1
% 68.85/33.70  																															|
% 68.85/33.70  																																+-Applying beta-rule and splitting (4053), into two cases.
% 68.85/33.70  																																|-Branch one:
% 68.85/33.70  																																| (453) all_0_41_41 = e1
% 68.85/33.70  																																|
% 68.85/33.70  																																	| Equations (453) can reduce 457 to:
% 68.85/33.70  																																	| (266) $false
% 68.85/33.70  																																	|
% 68.85/33.70  																																	|-The branch is then unsatisfiable
% 68.85/33.70  																																|-Branch two:
% 68.85/33.70  																																| (457)  ~ (all_0_41_41 = e1)
% 68.85/33.70  																																| (403) all_0_41_41 = e3
% 68.85/33.70  																																|
% 68.85/33.70  																																	| Equations (403) can reduce 1898 to:
% 68.85/33.70  																																	| (266) $false
% 68.85/33.70  																																	|
% 68.85/33.70  																																	|-The branch is then unsatisfiable
% 68.85/33.70  																					|-Branch two:
% 68.85/33.70  																					| (302)  ~ (all_0_50_50 = e2)
% 68.85/33.70  																					| (381) all_0_51_51 = e2 | all_0_52_52 = e2 | all_0_53_53 = e2
% 68.85/33.70  																					|
% 68.85/33.70  																						+-Applying beta-rule and splitting (24424), into two cases.
% 68.85/33.70  																						|-Branch one:
% 68.85/33.70  																						| (1794) all_0_46_46 = e2
% 68.85/33.70  																						|
% 68.85/33.70  																							| Equations (1794) can reduce 300 to:
% 68.85/33.70  																							| (266) $false
% 68.85/33.70  																							|
% 68.85/33.70  																							|-The branch is then unsatisfiable
% 68.85/33.70  																						|-Branch two:
% 68.85/33.70  																						| (300)  ~ (all_0_46_46 = e2)
% 68.85/33.70  																						| (24428) all_0_50_50 = e2 | all_0_55_55 = e2
% 68.85/33.70  																						|
% 68.85/33.70  																							+-Applying beta-rule and splitting (24428), into two cases.
% 68.85/33.70  																							|-Branch one:
% 68.85/33.70  																							| (378) all_0_50_50 = e2
% 68.85/33.70  																							|
% 68.85/33.70  																								| Equations (378) can reduce 302 to:
% 68.85/33.70  																								| (266) $false
% 68.85/33.70  																								|
% 68.85/33.70  																								|-The branch is then unsatisfiable
% 68.85/33.70  																							|-Branch two:
% 68.85/33.70  																							| (302)  ~ (all_0_50_50 = e2)
% 68.85/33.70  																							| (386) all_0_55_55 = e2
% 68.85/33.70  																							|
% 68.85/33.70  																								| Equations (386) can reduce 304 to:
% 68.85/33.70  																								| (266) $false
% 68.85/33.70  																								|
% 68.85/33.70  																								|-The branch is then unsatisfiable
% 68.85/33.71  															|-Branch two:
% 68.85/33.71  															| (780)  ~ (all_0_52_52 = e4)
% 68.85/33.71  															| (642) all_0_52_52 = e1
% 68.85/33.71  															|
% 68.85/33.71  																| Equations (642) can reduce 646 to:
% 68.85/33.71  																| (266) $false
% 68.85/33.71  																|
% 68.85/33.71  																|-The branch is then unsatisfiable
% 68.85/33.71  									|-Branch two:
% 68.85/33.71  									| (810)  ~ (all_0_48_48 = e2)
% 68.85/33.71  									| (10167) all_0_52_52 = e2 | all_0_57_57 = e2
% 68.85/33.71  									|
% 68.85/33.71  										+-Applying beta-rule and splitting (53), into two cases.
% 68.85/33.71  										|-Branch one:
% 68.85/33.71  										| (1794) all_0_46_46 = e2
% 68.85/33.71  										|
% 68.85/33.71  											| Equations (1794) can reduce 43 to:
% 68.85/33.71  											| (85)  ~ (all_0_41_41 = e2)
% 68.85/33.71  											|
% 68.85/33.71  											| Equations (1794) can reduce 19 to:
% 68.85/33.71  											| (22180)  ~ (all_0_47_47 = e2)
% 68.85/33.71  											|
% 68.85/33.71  											| Simplifying 22180 yields:
% 68.85/33.71  											| (338)  ~ (all_0_47_47 = e2)
% 68.85/33.71  											|
% 68.85/33.71  											| Equations (1794) can reduce 35 to:
% 68.85/33.71  											| (301)  ~ (all_0_50_50 = e2)
% 68.85/33.71  											|
% 68.85/33.71  											| Simplifying 301 yields:
% 68.85/33.71  											| (302)  ~ (all_0_50_50 = e2)
% 68.85/33.71  											|
% 68.85/33.71  											| Equations (1794) can reduce 58 to:
% 68.85/33.71  											| (303)  ~ (all_0_55_55 = e2)
% 68.85/33.71  											|
% 68.85/33.71  											| Simplifying 303 yields:
% 68.85/33.71  											| (304)  ~ (all_0_55_55 = e2)
% 68.85/33.71  											|
% 68.85/33.71  											| From (1794) and (33) follows:
% 68.85/33.71  											| (54961) op(e2, e3) = all_0_16_16
% 68.85/33.71  											|
% 68.85/33.71  											| From (1794) and (179) follows:
% 68.85/33.71  											| (54962) op(e2, e2) = all_0_15_15
% 68.85/33.71  											|
% 68.85/33.71  											| From (1794) and (120) follows:
% 68.85/33.71  											| (5793) op(e2, e3) = e2
% 68.85/33.71  											|
% 68.85/33.71  											| Instantiating formula (29) with e2, e3, e2, all_0_16_16 and discharging atoms op(e2, e3) = all_0_16_16, op(e2, e3) = e2, yields:
% 68.85/33.71  											| (9639) all_0_16_16 = e2
% 68.85/33.71  											|
% 68.85/33.71  											| Instantiating formula (29) with e2, e2, all_0_15_15, all_0_47_47 and discharging atoms op(e2, e2) = all_0_15_15, op(e2, e2) = all_0_47_47, yields:
% 68.85/33.71  											| (54965) all_0_15_15 = all_0_47_47
% 68.85/33.71  											|
% 68.85/33.71  											| From (9639) and (54961) follows:
% 68.93/33.71  											| (5793) op(e2, e3) = e2
% 68.93/33.71  											|
% 68.93/33.71  											| From (54965) and (54962) follows:
% 68.93/33.72  											| (23) op(e2, e2) = all_0_47_47
% 68.93/33.72  											|
% 68.93/33.72  											+-Applying beta-rule and splitting (109), into two cases.
% 68.93/33.72  											|-Branch one:
% 68.93/33.72  											| (352) all_0_52_52 = e2
% 68.93/33.72  											|
% 68.93/33.72  												| Equations (352) can reduce 217 to:
% 68.93/33.72  												| (96)  ~ (all_0_43_43 = e2)
% 68.93/33.72  												|
% 68.93/33.72  												| Equations (352) can reduce 202 to:
% 68.93/33.72  												| (810)  ~ (all_0_48_48 = e2)
% 68.93/33.72  												|
% 68.93/33.72  												| Equations (352) can reduce 101 to:
% 68.93/33.72  												| (302)  ~ (all_0_50_50 = e2)
% 68.93/33.72  												|
% 68.93/33.72  												| Equations (352) can reduce 20 to:
% 68.93/33.72  												| (1099)  ~ (all_0_51_51 = e2)
% 68.93/33.72  												|
% 68.93/33.72  												| Equations (352) can reduce 11 to:
% 68.93/33.72  												| (343)  ~ (all_0_57_57 = e2)
% 68.93/33.72  												|
% 68.93/33.72  												| Simplifying 343 yields:
% 68.93/33.72  												| (344)  ~ (all_0_57_57 = e2)
% 68.93/33.72  												|
% 68.93/33.72  												| Equations (352) can reduce 166 to:
% 68.93/33.72  												| (626)  ~ (e3 = e2)
% 68.93/33.72  												|
% 68.93/33.72  												| Simplifying 626 yields:
% 68.93/33.72  												| (212)  ~ (e3 = e2)
% 68.93/33.72  												|
% 68.93/33.72  												| Equations (352) can reduce 72 to:
% 68.93/33.72  												| (128)  ~ (e2 = e0)
% 68.93/33.72  												|
% 68.93/33.72  												| From (352) and (124) follows:
% 68.93/33.72  												| (10182) op(e1, e1) = e2
% 68.93/33.72  												|
% 68.93/33.72  												+-Applying beta-rule and splitting (222), into two cases.
% 68.93/33.72  												|-Branch one:
% 68.93/33.72  												| (386) all_0_55_55 = e2
% 68.93/33.72  												|
% 68.93/33.72  													| Equations (386) can reduce 304 to:
% 68.93/33.72  													| (266) $false
% 68.93/33.72  													|
% 68.93/33.72  													|-The branch is then unsatisfiable
% 68.93/33.72  												|-Branch two:
% 68.93/33.72  												| (304)  ~ (all_0_55_55 = e2)
% 68.93/33.72  												| (389) all_0_56_56 = e2 | all_0_57_57 = e2 | all_0_58_58 = e2
% 68.93/33.72  												|
% 68.93/33.72  													+-Applying beta-rule and splitting (389), into two cases.
% 68.93/33.72  													|-Branch one:
% 68.93/33.72  													| (833) all_0_56_56 = e2
% 68.93/33.72  													|
% 68.93/33.72  														| Equations (833) can reduce 511 to:
% 68.93/33.72  														| (266) $false
% 68.93/33.72  														|
% 68.93/33.72  														|-The branch is then unsatisfiable
% 68.93/33.72  													|-Branch two:
% 68.93/33.72  													| (511)  ~ (all_0_56_56 = e2)
% 68.93/33.72  													| (1709) all_0_57_57 = e2 | all_0_58_58 = e2
% 68.93/33.72  													|
% 68.93/33.72  														+-Applying beta-rule and splitting (1709), into two cases.
% 68.93/33.72  														|-Branch one:
% 68.93/33.72  														| (442) all_0_57_57 = e2
% 68.93/33.72  														|
% 68.93/33.72  															| Equations (442) can reduce 344 to:
% 68.93/33.72  															| (266) $false
% 68.93/33.72  															|
% 68.93/33.72  															|-The branch is then unsatisfiable
% 68.93/33.72  														|-Branch two:
% 68.93/33.72  														| (344)  ~ (all_0_57_57 = e2)
% 68.93/33.72  														| (624) all_0_58_58 = e2
% 68.93/33.72  														|
% 68.93/33.72  															| Equations (624) can reduce 181 to:
% 68.93/33.72  															| (147)  ~ (all_0_44_44 = e2)
% 68.93/33.72  															|
% 68.93/33.72  															| Equations (624) can reduce 119 to:
% 68.93/33.72  															| (340)  ~ (all_0_49_49 = e2)
% 68.93/33.72  															|
% 68.93/33.72  															| Equations (624) can reduce 10 to:
% 68.93/33.72  															| (509)  ~ (all_0_53_53 = e2)
% 68.93/33.72  															|
% 68.93/33.72  															| Equations (624) can reduce 3 to:
% 68.93/33.72  															| (304)  ~ (all_0_55_55 = e2)
% 68.93/33.72  															|
% 68.93/33.72  															| Equations (624) can reduce 148 to:
% 68.93/33.72  															| (344)  ~ (all_0_57_57 = e2)
% 68.93/33.72  															|
% 68.93/33.72  															| Equations (624) can reduce 451 to:
% 68.93/33.72  															| (327)  ~ (e4 = e2)
% 68.93/33.72  															|
% 68.93/33.72  															| Simplifying 327 yields:
% 68.93/33.72  															| (48)  ~ (e4 = e2)
% 68.93/33.72  															|
% 68.93/33.72  															| From (624) and (245) follows:
% 68.93/33.72  															| (628) op(e0, e0) = e2
% 68.93/33.72  															|
% 68.93/33.72  															+-Applying beta-rule and splitting (22), into two cases.
% 68.93/33.72  															|-Branch one:
% 68.93/33.72  															| (268) all_0_54_54 = e3
% 68.93/33.72  															|
% 68.93/33.72  																| Combining equations (265,268) yields a new equation:
% 68.93/33.72  																| (424) e4 = e3
% 68.93/33.72  																|
% 68.93/33.72  																| Simplifying 424 yields:
% 68.93/33.72  																| (425) e4 = e3
% 68.93/33.72  																|
% 68.93/33.72  																| Equations (425) can reduce 188 to:
% 68.93/33.72  																| (266) $false
% 68.93/33.72  																|
% 68.93/33.72  																|-The branch is then unsatisfiable
% 68.93/33.72  															|-Branch two:
% 68.93/33.72  															| (60427)  ~ (all_0_54_54 = e3)
% 68.93/33.72  															| (62553) all_0_55_55 = e3 | all_0_56_56 = e3 | all_0_58_58 = e3
% 68.93/33.72  															|
% 68.93/33.72  																| Equations (265) can reduce 60427 to:
% 68.93/33.72  																| (188)  ~ (e4 = e3)
% 68.93/33.72  																|
% 68.93/33.72  																+-Applying beta-rule and splitting (113), into two cases.
% 68.93/33.72  																|-Branch one:
% 68.93/33.72  																| (403) all_0_41_41 = e3
% 68.93/33.72  																|
% 68.93/33.72  																	| Equations (403) can reduce 31 to:
% 68.93/33.72  																	| (47205)  ~ (all_0_43_43 = e3)
% 68.93/33.72  																	|
% 68.93/33.72  																	| Simplifying 47205 yields:
% 68.93/33.72  																	| (99)  ~ (all_0_43_43 = e3)
% 68.93/33.72  																	|
% 68.93/33.72  																	| Equations (403) can reduce 221 to:
% 68.93/33.72  																	| (410)  ~ (all_0_50_50 = e3)
% 68.93/33.72  																	|
% 68.93/33.72  																	| Simplifying 410 yields:
% 68.93/33.72  																	| (411)  ~ (all_0_50_50 = e3)
% 68.93/33.72  																	|
% 68.93/33.72  																	| Equations (403) can reduce 191 to:
% 68.93/33.72  																	| (269)  ~ (all_0_55_55 = e3)
% 68.93/33.72  																	|
% 68.93/33.72  																	| Simplifying 269 yields:
% 68.93/33.72  																	| (270)  ~ (all_0_55_55 = e3)
% 68.93/33.72  																	|
% 68.93/33.72  																	| Equations (403) can reduce 85 to:
% 68.93/33.72  																	| (212)  ~ (e3 = e2)
% 68.93/33.72  																	|
% 68.93/33.72  																	+-Applying beta-rule and splitting (62), into two cases.
% 68.93/33.72  																	|-Branch one:
% 68.93/33.72  																	| (321) all_0_38_38 = e4
% 68.93/33.72  																	|
% 68.93/33.72  																		| Combining equations (321,329) yields a new equation:
% 68.93/33.72  																		| (481) e4 = e0
% 68.93/33.72  																		|
% 68.93/33.72  																		| Simplifying 481 yields:
% 68.93/33.72  																		| (397) e4 = e0
% 68.93/33.72  																		|
% 68.93/33.72  																		| Equations (397) can reduce 49 to:
% 68.93/33.72  																		| (266) $false
% 68.93/33.72  																		|
% 68.93/33.72  																		|-The branch is then unsatisfiable
% 68.93/33.72  																	|-Branch two:
% 68.93/33.72  																	| (325)  ~ (all_0_38_38 = e4)
% 68.93/33.72  																	| (582) all_0_41_41 = e4 | all_0_46_46 = e4 | all_0_50_50 = e4 | all_0_55_55 = e4
% 68.93/33.72  																	|
% 68.93/33.73  																		+-Applying beta-rule and splitting (62553), into two cases.
% 68.93/33.73  																		|-Branch one:
% 68.93/33.73  																		| (2336) all_0_55_55 = e3
% 68.93/33.73  																		|
% 68.93/33.73  																			| Equations (2336) can reduce 270 to:
% 68.93/33.73  																			| (266) $false
% 68.93/33.73  																			|
% 68.93/33.73  																			|-The branch is then unsatisfiable
% 68.93/33.73  																		|-Branch two:
% 68.93/33.73  																		| (270)  ~ (all_0_55_55 = e3)
% 68.93/33.73  																		| (62557) all_0_56_56 = e3 | all_0_58_58 = e3
% 68.93/33.73  																		|
% 68.93/33.73  																			+-Applying beta-rule and splitting (62557), into two cases.
% 68.93/33.73  																			|-Branch one:
% 68.93/33.73  																			| (1097) all_0_56_56 = e3
% 68.93/33.73  																			|
% 68.93/33.73  																				| Equations (1097) can reduce 236 to:
% 68.93/33.73  																				| (405)  ~ (all_0_42_42 = e3)
% 68.93/33.73  																				|
% 68.93/33.73  																				| Equations (1097) can reduce 16 to:
% 68.93/33.73  																				| (664)  ~ (all_0_51_51 = e3)
% 68.93/33.73  																				|
% 68.93/33.73  																				| Equations (1097) can reduce 153 to:
% 68.93/33.73  																				| (270)  ~ (all_0_55_55 = e3)
% 68.93/33.73  																				|
% 68.93/33.73  																				| Equations (1097) can reduce 477 to:
% 68.93/33.73  																				| (277)  ~ (e4 = e3)
% 68.93/33.73  																				|
% 68.93/33.73  																				| Simplifying 277 yields:
% 68.93/33.73  																				| (188)  ~ (e4 = e3)
% 68.93/33.73  																				|
% 68.93/33.73  																				| From (1097) and (111) follows:
% 68.93/33.73  																				| (65099) op(e0, e2) = e3
% 68.93/33.73  																				|
% 68.93/33.73  																				+-Applying beta-rule and splitting (168), into two cases.
% 68.93/33.73  																				|-Branch one:
% 68.93/33.73  																				| (415) all_0_50_50 = e3
% 68.93/33.73  																				|
% 68.93/33.73  																					| Equations (415) can reduce 411 to:
% 68.93/33.73  																					| (266) $false
% 68.93/33.73  																					|
% 68.93/33.73  																					|-The branch is then unsatisfiable
% 68.93/33.73  																				|-Branch two:
% 68.93/33.73  																				| (411)  ~ (all_0_50_50 = e3)
% 68.93/33.73  																				| (418) all_0_51_51 = e3 | all_0_53_53 = e3
% 68.93/33.73  																				|
% 68.93/33.73  																					+-Applying beta-rule and splitting (174), into two cases.
% 68.93/33.73  																					|-Branch one:
% 68.93/33.73  																					| (386) all_0_55_55 = e2
% 68.93/33.73  																					|
% 68.93/33.73  																						| Equations (386) can reduce 304 to:
% 68.93/33.73  																						| (266) $false
% 68.93/33.73  																						|
% 68.93/33.73  																						|-The branch is then unsatisfiable
% 68.93/33.73  																					|-Branch two:
% 68.93/33.73  																					| (304)  ~ (all_0_55_55 = e2)
% 68.93/33.73  																					| (2051) all_0_55_55 = e4 | all_0_55_55 = e3 | all_0_55_55 = e1 | all_0_55_55 = e0
% 68.93/33.73  																					|
% 68.93/33.73  																						+-Applying beta-rule and splitting (125), into two cases.
% 68.93/33.73  																						|-Branch one:
% 68.93/33.73  																						| (858) all_0_55_55 = e0
% 68.93/33.73  																						|
% 68.93/33.73  																							| Equations (858) can reduce 803 to:
% 68.93/33.73  																							| (266) $false
% 68.93/33.73  																							|
% 68.93/33.73  																							|-The branch is then unsatisfiable
% 68.93/33.73  																						|-Branch two:
% 68.93/33.73  																						| (803)  ~ (all_0_55_55 = e0)
% 68.93/33.73  																						| (863) all_0_56_56 = e0 | all_0_57_57 = e0 | all_0_58_58 = e0
% 68.93/33.73  																						|
% 68.93/33.73  																							+-Applying beta-rule and splitting (582), into two cases.
% 68.93/33.73  																							|-Branch one:
% 68.93/33.73  																							| (437) all_0_41_41 = e4
% 68.93/33.73  																							|
% 68.93/33.73  																								| Combining equations (437,403) yields a new equation:
% 68.93/33.73  																								| (424) e4 = e3
% 68.93/33.73  																								|
% 68.93/33.73  																								| Simplifying 424 yields:
% 68.93/33.73  																								| (425) e4 = e3
% 68.93/33.73  																								|
% 68.93/33.73  																								| Equations (425) can reduce 188 to:
% 68.93/33.73  																								| (266) $false
% 68.93/33.73  																								|
% 68.93/33.73  																								|-The branch is then unsatisfiable
% 68.93/33.73  																							|-Branch two:
% 68.93/33.73  																							| (440)  ~ (all_0_41_41 = e4)
% 68.93/33.73  																							| (769) all_0_46_46 = e4 | all_0_50_50 = e4 | all_0_55_55 = e4
% 68.93/33.73  																							|
% 68.93/33.73  																								+-Applying beta-rule and splitting (418), into two cases.
% 68.93/33.73  																								|-Branch one:
% 68.93/33.73  																								| (660) all_0_51_51 = e3
% 68.93/33.73  																								|
% 68.93/33.73  																									| Equations (660) can reduce 664 to:
% 68.93/33.73  																									| (266) $false
% 68.93/33.73  																									|
% 68.93/33.73  																									|-The branch is then unsatisfiable
% 68.93/33.73  																								|-Branch two:
% 68.93/33.73  																								| (664)  ~ (all_0_51_51 = e3)
% 68.93/33.73  																								| (665) all_0_53_53 = e3
% 68.93/33.73  																								|
% 68.93/33.73  																									| Equations (665) can reduce 6 to:
% 68.93/33.73  																									| (664)  ~ (all_0_51_51 = e3)
% 68.93/33.73  																									|
% 68.93/33.73  																									+-Applying beta-rule and splitting (769), into two cases.
% 68.93/33.73  																									|-Branch one:
% 68.93/33.73  																									| (770) all_0_46_46 = e4
% 68.93/33.73  																									|
% 68.93/33.73  																										| Combining equations (1794,770) yields a new equation:
% 68.93/33.73  																										| (323) e4 = e2
% 68.93/33.73  																										|
% 68.93/33.73  																										| Equations (323) can reduce 48 to:
% 68.93/33.73  																										| (266) $false
% 68.93/33.73  																										|
% 68.93/33.73  																										|-The branch is then unsatisfiable
% 68.93/33.73  																									|-Branch two:
% 68.93/33.73  																									| (250)  ~ (all_0_46_46 = e4)
% 68.93/33.73  																									| (774) all_0_50_50 = e4 | all_0_55_55 = e4
% 68.93/33.73  																									|
% 68.93/33.73  																										+-Applying beta-rule and splitting (2051), into two cases.
% 68.93/33.73  																										|-Branch one:
% 68.93/33.73  																										| (587) all_0_55_55 = e4
% 68.93/33.73  																										|
% 68.93/33.73  																											| Equations (587) can reduce 763 to:
% 68.93/33.73  																											| (266) $false
% 68.93/33.73  																											|
% 68.93/33.73  																											|-The branch is then unsatisfiable
% 68.93/33.73  																										|-Branch two:
% 68.93/33.73  																										| (763)  ~ (all_0_55_55 = e4)
% 68.93/33.73  																										| (2055) all_0_55_55 = e3 | all_0_55_55 = e1 | all_0_55_55 = e0
% 68.93/33.73  																										|
% 68.93/33.73  																											+-Applying beta-rule and splitting (774), into two cases.
% 68.93/33.73  																											|-Branch one:
% 68.93/33.73  																											| (775) all_0_50_50 = e4
% 68.93/33.73  																											|
% 68.93/33.73  																												| Equations (775) can reduce 59 to:
% 68.93/33.73  																												| (474)  ~ (all_0_51_51 = e4)
% 68.93/33.73  																												|
% 68.93/33.73  																												| Simplifying 474 yields:
% 68.93/33.73  																												| (475)  ~ (all_0_51_51 = e4)
% 68.93/33.73  																												|
% 68.93/33.73  																												| Equations (775) can reduce 302 to:
% 68.93/33.73  																												| (48)  ~ (e4 = e2)
% 68.93/33.73  																												|
% 68.93/33.73  																												| From (775) and (242) follows:
% 68.93/33.73  																												| (5059) op(e1, e3) = e4
% 68.93/33.73  																												|
% 68.93/33.73  																												+-Applying beta-rule and splitting (7), into two cases.
% 68.93/33.73  																												|-Branch one:
% 68.93/33.73  																												| (504) all_0_51_51 = e2
% 68.93/33.73  																												|
% 68.93/33.73  																													| Equations (504) can reduce 1099 to:
% 68.93/33.73  																													| (266) $false
% 68.93/33.73  																													|
% 68.93/33.73  																													|-The branch is then unsatisfiable
% 68.93/33.73  																												|-Branch two:
% 68.93/33.73  																												| (1099)  ~ (all_0_51_51 = e2)
% 68.93/33.73  																												| (1100) all_0_51_51 = e4 | all_0_51_51 = e3 | all_0_51_51 = e1
% 68.93/33.73  																												|
% 68.93/33.73  																													+-Applying beta-rule and splitting (1100), into two cases.
% 68.93/33.73  																													|-Branch one:
% 68.93/33.73  																													| (1101) all_0_51_51 = e4
% 68.93/33.73  																													|
% 68.93/33.73  																														| Equations (1101) can reduce 475 to:
% 68.93/33.73  																														| (266) $false
% 68.93/33.73  																														|
% 68.93/33.73  																														|-The branch is then unsatisfiable
% 68.93/33.73  																													|-Branch two:
% 68.93/33.73  																													| (475)  ~ (all_0_51_51 = e4)
% 68.93/33.73  																													| (1104) all_0_51_51 = e3 | all_0_51_51 = e1
% 68.93/33.73  																													|
% 68.93/33.73  																														+-Applying beta-rule and splitting (2055), into two cases.
% 68.93/33.73  																														|-Branch one:
% 68.93/33.73  																														| (858) all_0_55_55 = e0
% 68.93/33.73  																														|
% 68.93/33.73  																															| Equations (858) can reduce 803 to:
% 68.93/33.73  																															| (266) $false
% 68.93/33.73  																															|
% 68.93/33.73  																															|-The branch is then unsatisfiable
% 68.93/33.73  																														|-Branch two:
% 68.93/33.73  																														| (803)  ~ (all_0_55_55 = e0)
% 68.93/33.73  																														| (2315) all_0_55_55 = e3 | all_0_55_55 = e1
% 68.93/33.73  																														|
% 68.93/33.73  																															+-Applying beta-rule and splitting (2315), into two cases.
% 68.93/33.73  																															|-Branch one:
% 68.93/33.73  																															| (629) all_0_55_55 = e1
% 68.93/33.73  																															|
% 68.93/33.73  																																| Equations (629) can reduce 81 to:
% 68.93/33.73  																																| (2437)  ~ (all_0_57_57 = e1)
% 68.93/33.73  																																|
% 68.93/33.73  																																| Simplifying 2437 yields:
% 68.93/33.73  																																| (1670)  ~ (all_0_57_57 = e1)
% 68.93/33.73  																																|
% 68.93/33.73  																																| From (629) and (74) follows:
% 68.93/33.73  																																| (6587) op(e0, e3) = e1
% 68.93/33.73  																																|
% 68.93/33.73  																																+-Applying beta-rule and splitting (12), into two cases.
% 68.93/33.73  																																|-Branch one:
% 68.93/33.73  																																| (442) all_0_57_57 = e2
% 68.93/33.73  																																|
% 68.93/33.73  																																	| Equations (442) can reduce 344 to:
% 68.93/33.73  																																	| (266) $false
% 68.93/33.73  																																	|
% 68.93/33.73  																																	|-The branch is then unsatisfiable
% 68.93/33.73  																																|-Branch two:
% 68.93/33.73  																																| (344)  ~ (all_0_57_57 = e2)
% 68.93/33.73  																																| (445) all_0_57_57 = e4 | all_0_57_57 = e1 | all_0_57_57 = e0
% 68.93/33.73  																																|
% 68.93/33.73  																																	+-Applying beta-rule and splitting (445), into two cases.
% 68.93/33.73  																																	|-Branch one:
% 68.93/33.73  																																	| (871) all_0_57_57 = e4
% 68.93/33.73  																																	|
% 68.93/33.73  																																		| Equations (871) can reduce 839 to:
% 68.93/33.73  																																		| (266) $false
% 68.93/33.73  																																		|
% 68.93/33.73  																																		|-The branch is then unsatisfiable
% 68.93/33.73  																																	|-Branch two:
% 68.93/33.73  																																	| (839)  ~ (all_0_57_57 = e4)
% 68.93/33.73  																																	| (874) all_0_57_57 = e1 | all_0_57_57 = e0
% 68.93/33.73  																																	|
% 68.93/33.73  																																		+-Applying beta-rule and splitting (1104), into two cases.
% 68.93/33.73  																																		|-Branch one:
% 68.93/33.73  																																		| (1109) all_0_51_51 = e1
% 68.93/33.73  																																		|
% 68.93/33.73  																																			| Equations (1109) can reduce 61 to:
% 68.93/33.73  																																			| (1380)  ~ (all_0_42_42 = e1)
% 68.93/33.73  																																			|
% 68.93/33.73  																																			| Equations (1109) can reduce 224 to:
% 68.93/33.73  																																			| (462)  ~ (all_0_47_47 = e1)
% 68.93/33.73  																																			|
% 68.93/33.73  																																			+-Applying beta-rule and splitting (874), into two cases.
% 68.93/33.73  																																			|-Branch one:
% 68.93/33.73  																																			| (875) all_0_57_57 = e0
% 68.93/33.73  																																			|
% 68.93/33.73  																																				| Equations (875) can reduce 199 to:
% 68.93/33.73  																																				| (5470)  ~ (all_0_43_43 = e0)
% 68.93/33.73  																																				|
% 68.93/33.73  																																				| Equations (875) can reduce 344 to:
% 68.93/33.73  																																				| (365)  ~ (e2 = e0)
% 68.93/33.73  																																				|
% 68.93/33.73  																																				| Simplifying 365 yields:
% 68.93/33.73  																																				| (128)  ~ (e2 = e0)
% 68.93/33.73  																																				|
% 68.93/33.73  																																				+-Applying beta-rule and splitting (163), into two cases.
% 68.93/33.73  																																				|-Branch one:
% 68.93/33.73  																																				| (565) all_0_52_52 = e4
% 68.93/33.73  																																				|
% 68.93/33.73  																																					| Combining equations (565,352) yields a new equation:
% 68.93/33.73  																																					| (322) e4 = e2
% 68.93/33.73  																																					|
% 68.93/33.73  																																					| Simplifying 322 yields:
% 68.93/33.73  																																					| (323) e4 = e2
% 68.93/33.73  																																					|
% 68.93/33.73  																																					| Equations (323) can reduce 48 to:
% 68.93/33.73  																																					| (266) $false
% 68.93/33.73  																																					|
% 68.93/33.73  																																					|-The branch is then unsatisfiable
% 68.93/33.73  																																				|-Branch two:
% 68.93/33.73  																																				| (780)  ~ (all_0_52_52 = e4)
% 68.93/33.73  																																				| (781) (all_0_41_41 = e0 & all_0_58_58 = e3 &  ~ (all_0_44_44 = e3)) | (all_0_41_41 = e0 & all_0_58_58 = e3 &  ~ (all_0_55_55 = e0)) | (all_0_47_47 = e1 & all_0_52_52 = e2 &  ~ (all_0_48_48 = e2)) | (all_0_47_47 = e1 & all_0_52_52 = e2 &  ~ (all_0_51_51 = e1)) | (all_0_47_47 = e0 & all_0_58_58 = e2 &  ~ (all_0_49_49 = e2)) | (all_0_47_47 = e0 & all_0_58_58 = e2 &  ~ (all_0_56_56 = e0))
% 68.93/33.73  																																				|
% 68.93/33.73  																																					+-Applying beta-rule and splitting (781), into two cases.
% 68.93/33.73  																																					|-Branch one:
% 68.93/33.73  																																					| (789) (all_0_41_41 = e0 & all_0_58_58 = e3 &  ~ (all_0_44_44 = e3)) | (all_0_41_41 = e0 & all_0_58_58 = e3 &  ~ (all_0_55_55 = e0)) | (all_0_47_47 = e1 & all_0_52_52 = e2 &  ~ (all_0_48_48 = e2)) | (all_0_47_47 = e1 & all_0_52_52 = e2 &  ~ (all_0_51_51 = e1)) | (all_0_47_47 = e0 & all_0_58_58 = e2 &  ~ (all_0_49_49 = e2))
% 68.93/33.73  																																					|
% 68.93/33.73  																																						+-Applying beta-rule and splitting (789), into two cases.
% 68.93/33.73  																																						|-Branch one:
% 68.93/33.73  																																						| (790) (all_0_41_41 = e0 & all_0_58_58 = e3 &  ~ (all_0_44_44 = e3)) | (all_0_41_41 = e0 & all_0_58_58 = e3 &  ~ (all_0_55_55 = e0)) | (all_0_47_47 = e1 & all_0_52_52 = e2 &  ~ (all_0_48_48 = e2)) | (all_0_47_47 = e1 & all_0_52_52 = e2 &  ~ (all_0_51_51 = e1))
% 68.93/33.73  																																						|
% 68.93/33.73  																																							+-Applying beta-rule and splitting (790), into two cases.
% 68.93/33.73  																																							|-Branch one:
% 68.93/33.73  																																							| (791) (all_0_41_41 = e0 & all_0_58_58 = e3 &  ~ (all_0_44_44 = e3)) | (all_0_41_41 = e0 & all_0_58_58 = e3 &  ~ (all_0_55_55 = e0)) | (all_0_47_47 = e1 & all_0_52_52 = e2 &  ~ (all_0_48_48 = e2))
% 68.93/33.73  																																							|
% 68.93/33.73  																																								+-Applying beta-rule and splitting (791), into two cases.
% 68.93/33.73  																																								|-Branch one:
% 68.93/33.73  																																								| (792) (all_0_41_41 = e0 & all_0_58_58 = e3 &  ~ (all_0_44_44 = e3)) | (all_0_41_41 = e0 & all_0_58_58 = e3 &  ~ (all_0_55_55 = e0))
% 68.93/33.73  																																								|
% 68.93/33.73  																																									+-Applying beta-rule and splitting (792), into two cases.
% 68.93/33.73  																																									|-Branch one:
% 68.93/33.73  																																									| (793) all_0_41_41 = e0 & all_0_58_58 = e3 &  ~ (all_0_44_44 = e3)
% 68.93/33.73  																																									|
% 68.93/33.73  																																										| Applying alpha-rule on (793) yields:
% 68.93/33.73  																																										| (794) all_0_41_41 = e0
% 68.93/33.73  																																										| (795) all_0_58_58 = e3
% 68.93/33.73  																																										| (407)  ~ (all_0_44_44 = e3)
% 68.93/33.73  																																										|
% 68.93/33.73  																																										| Combining equations (794,403) yields a new equation:
% 68.93/33.73  																																										| (676) e3 = e0
% 68.93/33.73  																																										|
% 68.93/33.73  																																										| Combining equations (624,795) yields a new equation:
% 68.93/33.73  																																										| (662) e3 = e2
% 68.93/33.73  																																										|
% 68.93/33.73  																																										| Combining equations (662,676) yields a new equation:
% 68.93/33.73  																																										| (391) e2 = e0
% 68.93/33.73  																																										|
% 68.93/33.73  																																										| Simplifying 391 yields:
% 68.93/33.73  																																										| (330) e2 = e0
% 68.93/33.73  																																										|
% 68.93/33.73  																																										| Equations (330) can reduce 128 to:
% 68.93/33.73  																																										| (266) $false
% 68.93/33.73  																																										|
% 68.93/33.73  																																										|-The branch is then unsatisfiable
% 68.93/33.73  																																									|-Branch two:
% 68.93/33.73  																																									| (800) all_0_41_41 = e0 & all_0_58_58 = e3 &  ~ (all_0_55_55 = e0)
% 68.93/33.73  																																									|
% 68.93/33.73  																																										| Applying alpha-rule on (800) yields:
% 68.93/33.73  																																										| (794) all_0_41_41 = e0
% 68.93/33.73  																																										| (795) all_0_58_58 = e3
% 68.93/33.73  																																										| (803)  ~ (all_0_55_55 = e0)
% 68.93/33.73  																																										|
% 68.93/33.73  																																										| Combining equations (794,403) yields a new equation:
% 68.93/33.73  																																										| (676) e3 = e0
% 68.93/33.73  																																										|
% 68.93/33.73  																																										| Combining equations (624,795) yields a new equation:
% 68.93/33.73  																																										| (662) e3 = e2
% 68.93/33.73  																																										|
% 68.93/33.73  																																										| Combining equations (662,676) yields a new equation:
% 68.93/33.73  																																										| (391) e2 = e0
% 68.93/33.73  																																										|
% 68.93/33.73  																																										| Simplifying 391 yields:
% 68.93/33.73  																																										| (330) e2 = e0
% 68.93/33.73  																																										|
% 68.93/33.74  																																										| Equations (330) can reduce 128 to:
% 68.93/33.74  																																										| (266) $false
% 68.93/33.74  																																										|
% 68.93/33.74  																																										|-The branch is then unsatisfiable
% 68.93/33.74  																																								|-Branch two:
% 68.93/33.74  																																								| (807) all_0_47_47 = e1 & all_0_52_52 = e2 &  ~ (all_0_48_48 = e2)
% 68.93/33.74  																																								|
% 68.93/33.74  																																									| Applying alpha-rule on (807) yields:
% 68.93/33.74  																																									| (654) all_0_47_47 = e1
% 68.93/33.74  																																									| (352) all_0_52_52 = e2
% 68.93/33.74  																																									| (810)  ~ (all_0_48_48 = e2)
% 68.93/33.74  																																									|
% 68.93/33.74  																																									| Equations (654) can reduce 462 to:
% 68.93/33.74  																																									| (266) $false
% 68.93/33.74  																																									|
% 68.93/33.74  																																									|-The branch is then unsatisfiable
% 68.93/33.74  																																							|-Branch two:
% 68.93/33.74  																																							| (813) all_0_47_47 = e1 & all_0_52_52 = e2 &  ~ (all_0_51_51 = e1)
% 68.93/33.74  																																							|
% 68.93/33.74  																																								| Applying alpha-rule on (813) yields:
% 68.93/33.74  																																								| (654) all_0_47_47 = e1
% 68.93/33.74  																																								| (352) all_0_52_52 = e2
% 68.93/33.74  																																								| (464)  ~ (all_0_51_51 = e1)
% 68.93/33.74  																																								|
% 68.93/33.74  																																								| Equations (1109) can reduce 464 to:
% 68.93/33.74  																																								| (266) $false
% 68.93/33.74  																																								|
% 68.93/33.74  																																								|-The branch is then unsatisfiable
% 68.93/33.74  																																						|-Branch two:
% 68.93/33.74  																																						| (819) all_0_47_47 = e0 & all_0_58_58 = e2 &  ~ (all_0_49_49 = e2)
% 68.93/33.74  																																						|
% 68.93/33.74  																																							| Applying alpha-rule on (819) yields:
% 68.93/33.74  																																							| (674) all_0_47_47 = e0
% 68.93/33.74  																																							| (624) all_0_58_58 = e2
% 68.93/33.74  																																							| (340)  ~ (all_0_49_49 = e2)
% 68.93/33.74  																																							|
% 68.93/33.74  																																							| Equations (674) can reduce 198 to:
% 68.93/33.74  																																							| (358)  ~ (all_0_42_42 = e0)
% 68.93/33.74  																																							|
% 68.93/33.74  																																							| Equations (674) can reduce 114 to:
% 68.93/33.74  																																							| (10200)  ~ (all_0_48_48 = e0)
% 68.93/33.74  																																							|
% 68.93/33.74  																																							| Simplifying 10200 yields:
% 68.93/33.74  																																							| (1283)  ~ (all_0_48_48 = e0)
% 68.93/33.74  																																							|
% 68.93/33.74  																																							| Equations (674) can reduce 86 to:
% 68.93/33.74  																																							| (486)  ~ (all_0_49_49 = e0)
% 68.93/33.74  																																							|
% 68.93/33.74  																																							| Simplifying 486 yields:
% 68.93/33.74  																																							| (487)  ~ (all_0_49_49 = e0)
% 68.93/33.74  																																							|
% 68.93/33.74  																																							| Equations (674) can reduce 338 to:
% 68.93/33.74  																																							| (365)  ~ (e2 = e0)
% 68.93/33.74  																																							|
% 68.93/33.74  																																							| Simplifying 365 yields:
% 68.93/33.74  																																							| (128)  ~ (e2 = e0)
% 68.93/33.74  																																							|
% 68.93/33.74  																																							| Equations (674) can reduce 462 to:
% 68.93/33.74  																																							| (435)  ~ (e1 = e0)
% 68.93/33.74  																																							|
% 68.93/33.74  																																							| Simplifying 435 yields:
% 68.93/33.74  																																							| (233)  ~ (e1 = e0)
% 68.93/33.74  																																							|
% 68.93/33.74  																																							+-Applying beta-rule and splitting (152), into two cases.
% 68.93/33.74  																																							|-Branch one:
% 68.93/33.74  																																							| (1392) all_0_42_42 = e4
% 68.93/33.74  																																							|
% 68.93/33.74  																																								| Equations (1392) can reduce 240 to:
% 68.93/33.74  																																								| (47779)  ~ (all_0_43_43 = e4)
% 68.93/33.74  																																								|
% 68.93/33.74  																																								| Simplifying 47779 yields:
% 68.93/33.74  																																								| (399)  ~ (all_0_43_43 = e4)
% 68.93/33.74  																																								|
% 68.93/33.74  																																								| Equations (1392) can reduce 51 to:
% 68.93/33.74  																																								| (48)  ~ (e4 = e2)
% 68.93/33.74  																																								|
% 68.93/33.74  																																								| Equations (1392) can reduce 358 to:
% 68.93/33.74  																																								| (49)  ~ (e4 = e0)
% 68.93/33.74  																																								|
% 68.93/33.74  																																								| From (1392) and (210) follows:
% 68.93/33.74  																																								| (4074) op(e3, e2) = e4
% 68.93/33.74  																																								|
% 68.93/33.74  																																								+-Applying beta-rule and splitting (195), into two cases.
% 68.93/33.74  																																								|-Branch one:
% 68.93/33.74  																																								| (396) all_0_43_43 = e4
% 68.93/33.74  																																								|
% 68.93/33.74  																																									| Equations (396) can reduce 399 to:
% 68.93/33.74  																																									| (266) $false
% 68.93/33.74  																																									|
% 68.93/33.74  																																									|-The branch is then unsatisfiable
% 68.93/33.74  																																								|-Branch two:
% 68.93/33.74  																																								| (399)  ~ (all_0_43_43 = e4)
% 68.93/33.74  																																								| (6374) all_0_43_43 = e1 | all_0_43_43 = e0
% 68.93/33.74  																																								|
% 68.93/33.74  																																									+-Applying beta-rule and splitting (75), into two cases.
% 68.93/33.74  																																									|-Branch one:
% 68.93/33.74  																																									| (485) all_0_40_40 = e0
% 68.93/33.74  																																									|
% 68.93/33.74  																																										| Combining equations (1378,485) yields a new equation:
% 68.93/33.74  																																										| (481) e4 = e0
% 68.93/33.74  																																										|
% 68.93/33.74  																																										| Simplifying 481 yields:
% 68.93/33.74  																																										| (397) e4 = e0
% 68.93/33.74  																																										|
% 68.93/33.74  																																										| Equations (397) can reduce 49 to:
% 68.93/33.74  																																										| (266) $false
% 68.93/33.74  																																										|
% 68.93/33.74  																																										|-The branch is then unsatisfiable
% 68.93/33.74  																																									|-Branch two:
% 68.93/33.74  																																									| (1401)  ~ (all_0_40_40 = e0)
% 68.93/33.74  																																									| (1748) all_0_44_44 = e0 | all_0_49_49 = e0 | all_0_58_58 = e0
% 68.93/33.74  																																									|
% 68.93/33.74  																																										| Equations (1378) can reduce 1401 to:
% 68.93/33.74  																																										| (49)  ~ (e4 = e0)
% 68.93/33.74  																																										|
% 68.93/33.74  																																										+-Applying beta-rule and splitting (230), into two cases.
% 68.93/33.74  																																										|-Branch one:
% 68.93/33.74  																																										| (396) all_0_43_43 = e4
% 68.93/33.74  																																										|
% 68.93/33.74  																																											| Equations (396) can reduce 399 to:
% 68.93/33.74  																																											| (266) $false
% 68.93/33.74  																																											|
% 68.93/33.74  																																											|-The branch is then unsatisfiable
% 68.93/33.74  																																										|-Branch two:
% 68.93/33.74  																																										| (399)  ~ (all_0_43_43 = e4)
% 68.93/33.74  																																										| (400) all_0_48_48 = e4 | all_0_52_52 = e4 | all_0_57_57 = e4
% 68.93/33.74  																																										|
% 68.93/33.74  																																											+-Applying beta-rule and splitting (1748), into two cases.
% 68.93/33.74  																																											|-Branch one:
% 68.93/33.74  																																											| (1414) all_0_44_44 = e0
% 68.93/33.74  																																											|
% 68.93/33.74  																																												| Equations (1414) can reduce 159 to:
% 68.93/33.74  																																												| (5470)  ~ (all_0_43_43 = e0)
% 68.93/33.74  																																												|
% 68.93/33.74  																																												| Equations (1414) can reduce 9 to:
% 68.93/33.74  																																												| (486)  ~ (all_0_49_49 = e0)
% 68.93/33.74  																																												|
% 68.93/33.74  																																												| Simplifying 486 yields:
% 68.93/33.74  																																												| (487)  ~ (all_0_49_49 = e0)
% 68.93/33.74  																																												|
% 68.93/33.74  																																												| From (1414) and (138) follows:
% 68.93/33.74  																																												| (1667) op(e3, e0) = e0
% 68.93/33.74  																																												|
% 68.93/33.74  																																												+-Applying beta-rule and splitting (112), into two cases.
% 68.93/33.74  																																												|-Branch one:
% 68.93/33.74  																																												| (635) all_0_44_44 = e1
% 68.93/33.74  																																												|
% 68.93/33.74  																																													| Combining equations (1414,635) yields a new equation:
% 68.93/33.74  																																													| (431) e1 = e0
% 68.93/33.74  																																													|
% 68.93/33.74  																																													| Equations (431) can reduce 233 to:
% 68.93/33.74  																																													| (266) $false
% 68.93/33.74  																																													|
% 68.93/33.74  																																													|-The branch is then unsatisfiable
% 68.93/33.74  																																												|-Branch two:
% 68.93/33.74  																																												| (639)  ~ (all_0_44_44 = e1)
% 68.93/33.74  																																												| (640) all_0_49_49 = e1 | all_0_53_53 = e1 | all_0_58_58 = e1
% 68.93/33.74  																																												|
% 68.93/33.74  																																													+-Applying beta-rule and splitting (6374), into two cases.
% 68.93/33.74  																																													|-Branch one:
% 68.93/33.74  																																													| (356) all_0_43_43 = e0
% 68.93/33.74  																																													|
% 68.93/33.74  																																														| Equations (356) can reduce 5470 to:
% 68.93/33.74  																																														| (266) $false
% 68.93/33.74  																																														|
% 68.93/33.74  																																														|-The branch is then unsatisfiable
% 68.93/33.74  																																													|-Branch two:
% 68.93/33.74  																																													| (5470)  ~ (all_0_43_43 = e0)
% 68.93/33.74  																																													| (430) all_0_43_43 = e1
% 68.93/33.74  																																													|
% 68.93/33.74  																																														| Equations (430) can reduce 99 to:
% 68.93/33.74  																																														| (467)  ~ (e3 = e1)
% 68.93/33.74  																																														|
% 68.93/33.74  																																														| Simplifying 467 yields:
% 68.93/33.74  																																														| (213)  ~ (e3 = e1)
% 68.93/33.74  																																														|
% 68.93/33.74  																																														| Equations (430) can reduce 96 to:
% 68.93/33.74  																																														| (604)  ~ (e2 = e1)
% 68.93/33.74  																																														|
% 68.93/33.74  																																														| Simplifying 604 yields:
% 68.93/33.74  																																														| (122)  ~ (e2 = e1)
% 68.93/33.74  																																														|
% 68.93/33.74  																																														+-Applying beta-rule and splitting (640), into two cases.
% 68.93/33.74  																																														|-Branch one:
% 68.93/33.74  																																														| (671) all_0_49_49 = e1
% 68.93/33.74  																																														|
% 68.93/33.74  																																															| Equations (671) can reduce 185 to:
% 68.93/33.74  																																															| (619)  ~ (all_0_48_48 = e1)
% 68.93/33.74  																																															|
% 68.93/33.74  																																															| Equations (671) can reduce 487 to:
% 68.93/33.74  																																															| (233)  ~ (e1 = e0)
% 68.93/33.74  																																															|
% 68.93/33.74  																																															+-Applying beta-rule and splitting (228), into two cases.
% 68.93/33.74  																																															|-Branch one:
% 68.93/33.74  																																															| (335) all_0_48_48 = e2
% 68.93/33.74  																																															|
% 68.93/33.74  																																																| Equations (335) can reduce 810 to:
% 68.93/33.74  																																																| (266) $false
% 68.93/33.74  																																																|
% 68.93/33.74  																																																|-The branch is then unsatisfiable
% 68.93/33.74  																																															|-Branch two:
% 68.93/33.74  																																															| (810)  ~ (all_0_48_48 = e2)
% 68.93/33.74  																																															| (10218) all_0_48_48 = e4 | all_0_48_48 = e1 | all_0_48_48 = e0
% 68.93/33.74  																																															|
% 68.93/33.74  																																																+-Applying beta-rule and splitting (10218), into two cases.
% 68.93/33.74  																																																|-Branch one:
% 68.93/33.74  																																																| (943) all_0_48_48 = e4
% 68.93/33.74  																																																|
% 68.93/33.74  																																																	| From (943) and (192) follows:
% 68.93/33.74  																																																	| (63092) op(e2, e1) = e4
% 68.93/33.74  																																																	|
% 68.93/33.74  																																																	+-Applying beta-rule and splitting (56), into two cases.
% 68.93/33.74  																																																	|-Branch one:
% 68.93/33.74  																																																	| (696) unit = e2
% 68.93/33.74  																																																	|
% 68.93/33.74  																																																		| From (696) and (244) follows:
% 68.93/33.74  																																																		| (264) op(e2, e4) = e4
% 68.93/33.74  																																																		|
% 68.93/33.74  																																																		| From (696) and (211) follows:
% 68.93/33.74  																																																		| (1612) op(e2, e1) = e1
% 68.93/33.74  																																																		|
% 68.93/33.74  																																																		| From (696) and (42) follows:
% 68.93/33.74  																																																		| (1613) op(e0, e2) = e0
% 68.93/33.74  																																																		|
% 68.93/33.74  																																																		| Instantiating formula (29) with e2, e4, e4, e3 and discharging atoms op(e2, e4) = e4, op(e2, e4) = e3, yields:
% 68.93/33.74  																																																		| (425) e4 = e3
% 68.93/33.74  																																																		|
% 68.93/33.74  																																																		| Instantiating formula (29) with e2, e1, e1, e4 and discharging atoms op(e2, e1) = e4, op(e2, e1) = e1, yields:
% 68.93/33.74  																																																		| (630) e4 = e1
% 68.93/33.74  																																																		|
% 68.93/33.74  																																																		| Instantiating formula (29) with e0, e2, e0, e3 and discharging atoms op(e0, e2) = e3, op(e0, e2) = e0, yields:
% 68.93/33.74  																																																		| (676) e3 = e0
% 68.93/33.74  																																																		|
% 68.93/33.74  																																																		| Combining equations (630,425) yields a new equation:
% 68.93/33.74  																																																		| (455) e3 = e1
% 68.93/33.74  																																																		|
% 68.93/33.74  																																																		| Combining equations (455,676) yields a new equation:
% 68.93/33.74  																																																		| (546) e1 = e0
% 68.93/33.74  																																																		|
% 68.93/33.74  																																																		| Simplifying 546 yields:
% 68.93/33.74  																																																		| (431) e1 = e0
% 68.93/33.74  																																																		|
% 68.93/33.74  																																																		| Equations (431) can reduce 233 to:
% 68.93/33.74  																																																		| (266) $false
% 68.93/33.74  																																																		|
% 68.93/33.74  																																																		|-The branch is then unsatisfiable
% 68.93/33.74  																																																	|-Branch two:
% 68.93/33.74  																																																	| (707)  ~ (unit = e2)
% 68.93/33.74  																																																	| (708) unit = e4 | unit = e3 | unit = e1 | unit = e0
% 68.93/33.74  																																																	|
% 68.93/33.74  																																																		+-Applying beta-rule and splitting (708), into two cases.
% 68.93/33.74  																																																		|-Branch one:
% 68.93/33.74  																																																		| (709) unit = e4
% 68.93/33.74  																																																		|
% 68.93/33.74  																																																			| From (709) and (24) follows:
% 68.93/33.74  																																																			| (33325) op(e4, e3) = e3
% 68.93/33.74  																																																			|
% 68.93/33.74  																																																			| From (709) and (211) follows:
% 68.93/33.75  																																																			| (22527) op(e4, e1) = e1
% 68.93/33.75  																																																			|
% 68.93/33.75  																																																			| Instantiating formula (29) with e4, e3, e3, e0 and discharging atoms op(e4, e3) = e3, op(e4, e3) = e0, yields:
% 68.93/33.75  																																																			| (676) e3 = e0
% 68.93/33.75  																																																			|
% 68.93/33.75  																																																			| Instantiating formula (29) with e4, e1, e1, e3 and discharging atoms op(e4, e1) = e3, op(e4, e1) = e1, yields:
% 68.93/33.75  																																																			| (455) e3 = e1
% 68.93/33.75  																																																			|
% 68.93/33.75  																																																			| Combining equations (455,676) yields a new equation:
% 68.93/33.75  																																																			| (546) e1 = e0
% 68.93/33.75  																																																			|
% 68.93/33.75  																																																			| Simplifying 546 yields:
% 68.93/33.75  																																																			| (431) e1 = e0
% 68.93/33.75  																																																			|
% 68.93/33.75  																																																			| Equations (431) can reduce 233 to:
% 68.93/33.75  																																																			| (266) $false
% 68.93/33.75  																																																			|
% 68.93/33.75  																																																			|-The branch is then unsatisfiable
% 68.93/33.75  																																																		|-Branch two:
% 68.93/33.75  																																																		| (724)  ~ (unit = e4)
% 68.93/33.75  																																																		| (725) unit = e3 | unit = e1 | unit = e0
% 68.93/33.75  																																																		|
% 68.93/33.75  																																																			+-Applying beta-rule and splitting (725), into two cases.
% 68.93/33.75  																																																			|-Branch one:
% 68.93/33.75  																																																			| (726) unit = e0
% 68.93/33.75  																																																			|
% 68.93/33.75  																																																				| From (726) and (24) follows:
% 68.93/33.75  																																																				| (2208) op(e0, e3) = e3
% 68.93/33.75  																																																				|
% 68.93/33.75  																																																				| From (726) and (15) follows:
% 68.93/33.75  																																																				| (1508) op(e0, e2) = e2
% 68.93/33.75  																																																				|
% 68.93/33.75  																																																				| From (726) and (40) follows:
% 68.93/33.75  																																																				| (1639) op(e3, e0) = e3
% 68.93/33.75  																																																				|
% 68.93/33.75  																																																				| Instantiating formula (29) with e3, e0, e3, e0 and discharging atoms op(e3, e0) = e3, op(e3, e0) = e0, yields:
% 68.93/33.75  																																																				| (676) e3 = e0
% 68.93/33.75  																																																				|
% 68.93/33.75  																																																				| Instantiating formula (29) with e0, e3, e3, e1 and discharging atoms op(e0, e3) = e3, op(e0, e3) = e1, yields:
% 68.93/33.75  																																																				| (455) e3 = e1
% 68.93/33.75  																																																				|
% 68.93/33.75  																																																				| Instantiating formula (29) with e0, e2, e2, e3 and discharging atoms op(e0, e2) = e3, op(e0, e2) = e2, yields:
% 68.93/33.75  																																																				| (662) e3 = e2
% 68.93/33.75  																																																				|
% 68.93/33.75  																																																				| Combining equations (676,662) yields a new equation:
% 68.93/33.75  																																																				| (330) e2 = e0
% 68.93/33.75  																																																				|
% 68.93/33.75  																																																				| Combining equations (455,662) yields a new equation:
% 68.93/33.75  																																																				| (617) e2 = e1
% 68.93/33.75  																																																				|
% 68.93/33.75  																																																				| Combining equations (330,617) yields a new equation:
% 68.93/33.75  																																																				| (431) e1 = e0
% 68.93/33.75  																																																				|
% 68.93/33.75  																																																				| Equations (431) can reduce 233 to:
% 68.93/33.75  																																																				| (266) $false
% 68.93/33.75  																																																				|
% 68.93/33.75  																																																				|-The branch is then unsatisfiable
% 68.93/33.75  																																																			|-Branch two:
% 68.93/33.75  																																																			| (734)  ~ (unit = e0)
% 68.93/33.75  																																																			| (735) unit = e3 | unit = e1
% 68.93/33.75  																																																			|
% 68.93/33.75  																																																				+-Applying beta-rule and splitting (735), into two cases.
% 68.93/33.75  																																																				|-Branch one:
% 68.93/33.75  																																																				| (736) unit = e1
% 68.93/33.75  																																																				|
% 68.93/33.75  																																																					| Equations (736) can reduce 734 to:
% 68.93/33.75  																																																					| (233)  ~ (e1 = e0)
% 68.93/33.75  																																																					|
% 68.93/33.75  																																																					| From (736) and (244) follows:
% 68.93/33.75  																																																					| (738) op(e1, e4) = e4
% 68.93/33.75  																																																					|
% 68.93/33.75  																																																					| From (736) and (32) follows:
% 68.93/33.75  																																																					| (347) op(e2, e1) = e2
% 68.93/33.75  																																																					|
% 68.93/33.75  																																																					| From (736) and (28) follows:
% 68.93/33.75  																																																					| (740) op(e1, e1) = e1
% 68.93/33.75  																																																					|
% 68.93/33.75  																																																					| Instantiating formula (29) with e2, e1, e2, e4 and discharging atoms op(e2, e1) = e4, op(e2, e1) = e2, yields:
% 68.93/33.75  																																																					| (323) e4 = e2
% 68.93/33.75  																																																					|
% 68.93/33.75  																																																					| Instantiating formula (29) with e1, e4, e4, e0 and discharging atoms op(e1, e4) = e4, op(e1, e4) = e0, yields:
% 68.93/33.75  																																																					| (397) e4 = e0
% 68.93/33.75  																																																					|
% 68.93/33.75  																																																					| Instantiating formula (29) with e1, e1, e1, e2 and discharging atoms op(e1, e1) = e2, op(e1, e1) = e1, yields:
% 68.93/33.75  																																																					| (617) e2 = e1
% 68.93/33.75  																																																					|
% 68.93/33.75  																																																					| Combining equations (323,397) yields a new equation:
% 68.93/33.75  																																																					| (391) e2 = e0
% 68.93/33.75  																																																					|
% 68.93/33.75  																																																					| Simplifying 391 yields:
% 68.93/33.75  																																																					| (330) e2 = e0
% 68.93/33.75  																																																					|
% 68.93/33.75  																																																					| Combining equations (330,617) yields a new equation:
% 68.93/33.75  																																																					| (431) e1 = e0
% 68.93/33.75  																																																					|
% 68.93/33.75  																																																					| Equations (431) can reduce 233 to:
% 68.93/33.75  																																																					| (266) $false
% 68.93/33.75  																																																					|
% 68.93/33.75  																																																					|-The branch is then unsatisfiable
% 68.93/33.75  																																																				|-Branch two:
% 68.93/33.75  																																																				| (748)  ~ (unit = e1)
% 68.93/33.75  																																																				| (749) unit = e3
% 68.93/33.75  																																																				|
% 68.93/33.75  																																																					| From (749) and (15) follows:
% 68.93/33.75  																																																					| (751) op(e3, e2) = e2
% 68.93/33.75  																																																					|
% 68.93/33.75  																																																					| From (749) and (227) follows:
% 68.93/33.75  																																																					| (22570) op(e4, e3) = e4
% 68.93/33.75  																																																					|
% 68.93/33.75  																																																					| From (749) and (28) follows:
% 68.93/33.75  																																																					| (2235) op(e1, e3) = e1
% 68.93/33.75  																																																					|
% 68.93/33.75  																																																					| Instantiating formula (29) with e4, e3, e4, e0 and discharging atoms op(e4, e3) = e4, op(e4, e3) = e0, yields:
% 68.93/33.75  																																																					| (397) e4 = e0
% 68.93/33.75  																																																					|
% 68.93/33.75  																																																					| Instantiating formula (29) with e3, e2, e2, e4 and discharging atoms op(e3, e2) = e4, op(e3, e2) = e2, yields:
% 68.93/33.75  																																																					| (323) e4 = e2
% 68.93/33.75  																																																					|
% 68.93/33.75  																																																					| Instantiating formula (29) with e1, e3, e1, e4 and discharging atoms op(e1, e3) = e4, op(e1, e3) = e1, yields:
% 68.93/33.75  																																																					| (630) e4 = e1
% 68.93/33.75  																																																					|
% 68.93/33.75  																																																					| Combining equations (397,323) yields a new equation:
% 68.93/33.75  																																																					| (330) e2 = e0
% 68.93/33.75  																																																					|
% 68.93/33.75  																																																					| Combining equations (630,323) yields a new equation:
% 68.93/33.75  																																																					| (617) e2 = e1
% 68.93/33.75  																																																					|
% 68.93/33.75  																																																					| Combining equations (617,330) yields a new equation:
% 68.93/33.75  																																																					| (546) e1 = e0
% 68.93/33.75  																																																					|
% 68.93/33.75  																																																					| Simplifying 546 yields:
% 68.93/33.75  																																																					| (431) e1 = e0
% 68.93/33.75  																																																					|
% 68.93/33.75  																																																					| Equations (431) can reduce 233 to:
% 68.93/33.75  																																																					| (266) $false
% 68.93/33.75  																																																					|
% 68.93/33.75  																																																					|-The branch is then unsatisfiable
% 68.93/33.75  																																																|-Branch two:
% 68.93/33.75  																																																| (254)  ~ (all_0_48_48 = e4)
% 68.93/33.75  																																																| (10222) all_0_48_48 = e1 | all_0_48_48 = e0
% 68.93/33.75  																																																|
% 68.93/33.75  																																																	+-Applying beta-rule and splitting (10222), into two cases.
% 68.93/33.75  																																																	|-Branch one:
% 68.93/33.75  																																																	| (1279) all_0_48_48 = e0
% 68.93/33.75  																																																	|
% 68.93/33.75  																																																		| Equations (1279) can reduce 1283 to:
% 68.93/33.75  																																																		| (266) $false
% 68.93/33.75  																																																		|
% 68.93/33.75  																																																		|-The branch is then unsatisfiable
% 68.93/33.75  																																																	|-Branch two:
% 68.93/33.75  																																																	| (1283)  ~ (all_0_48_48 = e0)
% 68.93/33.75  																																																	| (615) all_0_48_48 = e1
% 68.93/33.75  																																																	|
% 68.93/33.75  																																																		| Equations (615) can reduce 619 to:
% 68.93/33.75  																																																		| (266) $false
% 68.93/33.75  																																																		|
% 68.93/33.75  																																																		|-The branch is then unsatisfiable
% 68.93/33.75  																																														|-Branch two:
% 68.93/33.75  																																														| (1064)  ~ (all_0_49_49 = e1)
% 68.93/33.75  																																														| (2141) all_0_53_53 = e1 | all_0_58_58 = e1
% 68.93/33.75  																																														|
% 68.93/33.75  																																															+-Applying beta-rule and splitting (2141), into two cases.
% 68.93/33.75  																																															|-Branch one:
% 68.93/33.75  																																															| (1208) all_0_53_53 = e1
% 68.93/33.75  																																															|
% 68.93/33.75  																																																| Combining equations (665,1208) yields a new equation:
% 68.93/33.75  																																																| (454) e3 = e1
% 68.93/33.75  																																																|
% 68.93/33.75  																																																| Simplifying 454 yields:
% 68.93/33.75  																																																| (455) e3 = e1
% 68.93/33.75  																																																|
% 68.93/33.75  																																																| Equations (455) can reduce 213 to:
% 68.93/33.75  																																																| (266) $false
% 68.93/33.75  																																																|
% 68.93/33.75  																																																|-The branch is then unsatisfiable
% 68.93/33.75  																																															|-Branch two:
% 68.93/33.75  																																															| (1459)  ~ (all_0_53_53 = e1)
% 68.93/33.75  																																															| (918) all_0_58_58 = e1
% 68.93/33.75  																																															|
% 68.93/33.75  																																																| Combining equations (918,624) yields a new equation:
% 68.93/33.75  																																																| (617) e2 = e1
% 68.93/33.75  																																																|
% 68.93/33.75  																																																| Equations (617) can reduce 122 to:
% 68.93/33.75  																																																| (266) $false
% 68.93/33.75  																																																|
% 68.93/33.75  																																																|-The branch is then unsatisfiable
% 68.93/33.75  																																											|-Branch two:
% 68.93/33.75  																																											| (360)  ~ (all_0_44_44 = e0)
% 68.93/33.75  																																											| (1760) all_0_49_49 = e0 | all_0_58_58 = e0
% 68.93/33.75  																																											|
% 68.93/33.75  																																												+-Applying beta-rule and splitting (6374), into two cases.
% 68.93/33.75  																																												|-Branch one:
% 68.93/33.75  																																												| (356) all_0_43_43 = e0
% 68.93/33.75  																																												|
% 68.93/33.75  																																													| Equations (356) can reduce 5470 to:
% 68.93/33.75  																																													| (266) $false
% 68.93/33.75  																																													|
% 68.93/33.75  																																													|-The branch is then unsatisfiable
% 68.93/33.75  																																												|-Branch two:
% 68.93/33.75  																																												| (5470)  ~ (all_0_43_43 = e0)
% 68.93/33.75  																																												| (430) all_0_43_43 = e1
% 68.93/33.75  																																												|
% 68.93/33.75  																																													| Equations (430) can reduce 159 to:
% 68.93/33.75  																																													| (4057)  ~ (all_0_44_44 = e1)
% 68.93/33.75  																																													|
% 68.93/33.75  																																													| Simplifying 4057 yields:
% 68.93/33.75  																																													| (639)  ~ (all_0_44_44 = e1)
% 68.93/33.75  																																													|
% 68.93/33.75  																																													| Equations (430) can reduce 17 to:
% 68.93/33.75  																																													| (11581)  ~ (all_0_48_48 = e1)
% 68.93/33.75  																																													|
% 68.93/33.75  																																													| Simplifying 11581 yields:
% 68.93/33.75  																																													| (619)  ~ (all_0_48_48 = e1)
% 68.93/33.75  																																													|
% 68.93/33.75  																																													| Equations (430) can reduce 96 to:
% 68.93/33.75  																																													| (604)  ~ (e2 = e1)
% 68.93/33.75  																																													|
% 68.93/33.75  																																													| Simplifying 604 yields:
% 68.93/33.75  																																													| (122)  ~ (e2 = e1)
% 68.93/33.75  																																													|
% 68.93/33.75  																																													| Equations (430) can reduce 5470 to:
% 68.93/33.75  																																													| (233)  ~ (e1 = e0)
% 68.93/33.75  																																													|
% 68.93/33.75  																																													+-Applying beta-rule and splitting (135), into two cases.
% 68.93/33.75  																																													|-Branch one:
% 68.93/33.75  																																													| (545) all_0_46_46 = e1
% 68.93/33.75  																																													|
% 68.93/33.75  																																														| Combining equations (545,1794) yields a new equation:
% 68.93/33.75  																																														| (617) e2 = e1
% 68.93/33.75  																																														|
% 68.93/33.75  																																														| Equations (617) can reduce 122 to:
% 68.93/33.75  																																														| (266) $false
% 68.93/33.75  																																														|
% 68.93/33.75  																																														|-The branch is then unsatisfiable
% 68.93/33.75  																																													|-Branch two:
% 68.93/33.75  																																													| (549)  ~ (all_0_46_46 = e1)
% 68.93/33.75  																																													| (550) all_0_47_47 = e1 | all_0_48_48 = e1 | all_0_49_49 = e1
% 68.93/33.75  																																													|
% 68.93/33.75  																																														+-Applying beta-rule and splitting (112), into two cases.
% 68.93/33.75  																																														|-Branch one:
% 68.93/33.75  																																														| (635) all_0_44_44 = e1
% 68.93/33.75  																																														|
% 68.93/33.75  																																															| Equations (635) can reduce 639 to:
% 68.93/33.75  																																															| (266) $false
% 68.93/33.75  																																															|
% 68.93/33.75  																																															|-The branch is then unsatisfiable
% 68.93/33.75  																																														|-Branch two:
% 68.93/33.75  																																														| (639)  ~ (all_0_44_44 = e1)
% 68.93/33.75  																																														| (640) all_0_49_49 = e1 | all_0_53_53 = e1 | all_0_58_58 = e1
% 68.93/33.75  																																														|
% 68.93/33.75  																																															+-Applying beta-rule and splitting (640), into two cases.
% 68.93/33.75  																																															|-Branch one:
% 68.93/33.75  																																															| (671) all_0_49_49 = e1
% 68.93/33.75  																																															|
% 68.93/33.75  																																																| Equations (671) can reduce 487 to:
% 68.93/33.75  																																																| (233)  ~ (e1 = e0)
% 68.93/33.75  																																																|
% 68.93/33.75  																																																+-Applying beta-rule and splitting (1760), into two cases.
% 68.93/33.75  																																																|-Branch one:
% 68.93/33.75  																																																| (978) all_0_49_49 = e0
% 68.93/33.75  																																																|
% 68.93/33.75  																																																	| Combining equations (671,978) yields a new equation:
% 68.93/33.75  																																																	| (546) e1 = e0
% 68.93/33.75  																																																	|
% 68.93/33.75  																																																	| Simplifying 546 yields:
% 68.93/33.75  																																																	| (431) e1 = e0
% 68.93/33.75  																																																	|
% 68.93/33.75  																																																	| Equations (431) can reduce 233 to:
% 68.93/33.75  																																																	| (266) $false
% 68.93/33.75  																																																	|
% 68.93/33.75  																																																	|-The branch is then unsatisfiable
% 68.93/33.75  																																																|-Branch two:
% 68.93/33.75  																																																| (487)  ~ (all_0_49_49 = e0)
% 68.93/33.75  																																																| (914) all_0_58_58 = e0
% 68.93/33.75  																																																|
% 68.93/33.75  																																																	| Combining equations (914,624) yields a new equation:
% 68.93/33.75  																																																	| (330) e2 = e0
% 68.93/33.75  																																																	|
% 68.93/33.75  																																																	| Equations (330) can reduce 128 to:
% 68.93/33.75  																																																	| (266) $false
% 68.93/33.75  																																																	|
% 68.93/33.75  																																																	|-The branch is then unsatisfiable
% 68.93/33.75  																																															|-Branch two:
% 68.93/33.75  																																															| (1064)  ~ (all_0_49_49 = e1)
% 68.93/33.75  																																															| (2141) all_0_53_53 = e1 | all_0_58_58 = e1
% 68.93/33.75  																																															|
% 68.93/33.75  																																																+-Applying beta-rule and splitting (400), into two cases.
% 68.93/33.75  																																																|-Branch one:
% 68.93/33.75  																																																| (943) all_0_48_48 = e4
% 68.93/33.75  																																																|
% 68.93/33.75  																																																	| Equations (943) can reduce 619 to:
% 68.93/33.75  																																																	| (110)  ~ (e4 = e1)
% 68.93/33.75  																																																	|
% 68.93/33.75  																																																	+-Applying beta-rule and splitting (550), into two cases.
% 68.93/33.75  																																																	|-Branch one:
% 68.93/33.75  																																																	| (654) all_0_47_47 = e1
% 68.93/33.75  																																																	|
% 68.93/33.75  																																																		| Combining equations (674,654) yields a new equation:
% 68.93/33.75  																																																		| (431) e1 = e0
% 68.93/33.75  																																																		|
% 68.93/33.75  																																																		| Equations (431) can reduce 233 to:
% 68.93/33.75  																																																		| (266) $false
% 68.93/33.75  																																																		|
% 68.93/33.75  																																																		|-The branch is then unsatisfiable
% 68.93/33.75  																																																	|-Branch two:
% 68.93/33.75  																																																	| (462)  ~ (all_0_47_47 = e1)
% 68.93/33.75  																																																	| (659) all_0_48_48 = e1 | all_0_49_49 = e1
% 68.93/33.75  																																																	|
% 68.93/33.75  																																																		+-Applying beta-rule and splitting (659), into two cases.
% 68.93/33.75  																																																		|-Branch one:
% 68.93/33.75  																																																		| (615) all_0_48_48 = e1
% 68.93/33.75  																																																		|
% 68.93/33.75  																																																			| Combining equations (943,615) yields a new equation:
% 68.93/33.75  																																																			| (636) e4 = e1
% 68.93/33.75  																																																			|
% 68.93/33.75  																																																			| Simplifying 636 yields:
% 68.93/33.75  																																																			| (630) e4 = e1
% 68.93/33.75  																																																			|
% 68.93/33.75  																																																			| Equations (630) can reduce 110 to:
% 68.93/33.75  																																																			| (266) $false
% 68.93/33.75  																																																			|
% 68.93/33.75  																																																			|-The branch is then unsatisfiable
% 68.93/33.75  																																																		|-Branch two:
% 68.93/33.75  																																																		| (619)  ~ (all_0_48_48 = e1)
% 68.93/33.75  																																																		| (671) all_0_49_49 = e1
% 68.93/33.75  																																																		|
% 68.93/33.75  																																																			| Equations (671) can reduce 1064 to:
% 68.93/33.75  																																																			| (266) $false
% 68.93/33.75  																																																			|
% 68.93/33.75  																																																			|-The branch is then unsatisfiable
% 68.93/33.75  																																																|-Branch two:
% 68.93/33.75  																																																| (254)  ~ (all_0_48_48 = e4)
% 68.93/33.75  																																																| (947) all_0_52_52 = e4 | all_0_57_57 = e4
% 68.93/33.75  																																																|
% 68.93/33.75  																																																	+-Applying beta-rule and splitting (947), into two cases.
% 68.93/33.75  																																																	|-Branch one:
% 68.93/33.75  																																																	| (565) all_0_52_52 = e4
% 68.93/33.75  																																																	|
% 68.93/33.75  																																																		| Combining equations (352,565) yields a new equation:
% 68.93/33.75  																																																		| (323) e4 = e2
% 68.93/33.75  																																																		|
% 68.93/33.75  																																																		| Equations (323) can reduce 48 to:
% 68.93/33.75  																																																		| (266) $false
% 68.93/33.75  																																																		|
% 68.93/33.75  																																																		|-The branch is then unsatisfiable
% 68.93/33.75  																																																	|-Branch two:
% 68.93/33.75  																																																	| (780)  ~ (all_0_52_52 = e4)
% 68.93/33.75  																																																	| (871) all_0_57_57 = e4
% 68.93/33.75  																																																	|
% 68.93/33.75  																																																		| Combining equations (875,871) yields a new equation:
% 68.93/33.75  																																																		| (397) e4 = e0
% 68.93/33.75  																																																		|
% 68.93/33.75  																																																		| Equations (397) can reduce 49 to:
% 68.93/33.75  																																																		| (266) $false
% 68.93/33.75  																																																		|
% 68.93/33.75  																																																		|-The branch is then unsatisfiable
% 68.93/33.75  																																							|-Branch two:
% 68.93/33.75  																																							| (1890)  ~ (all_0_42_42 = e4)
% 68.93/33.75  																																							| (1969) all_0_42_42 = e3 | all_0_42_42 = e1 | all_0_42_42 = e0
% 68.93/33.75  																																							|
% 68.93/33.75  																																								+-Applying beta-rule and splitting (1969), into two cases.
% 68.93/33.75  																																								|-Branch one:
% 68.93/33.75  																																								| (559) all_0_42_42 = e0
% 68.93/33.75  																																								|
% 68.93/33.75  																																									| Equations (559) can reduce 358 to:
% 68.93/33.75  																																									| (266) $false
% 68.93/33.75  																																									|
% 68.93/33.75  																																									|-The branch is then unsatisfiable
% 68.93/33.75  																																								|-Branch two:
% 68.93/33.75  																																								| (358)  ~ (all_0_42_42 = e0)
% 68.93/33.75  																																								| (2510) all_0_42_42 = e3 | all_0_42_42 = e1
% 68.93/33.75  																																								|
% 68.93/33.75  																																									+-Applying beta-rule and splitting (2510), into two cases.
% 68.93/33.75  																																									|-Branch one:
% 68.93/33.75  																																									| (459) all_0_42_42 = e1
% 68.93/33.75  																																									|
% 68.93/33.75  																																										| Equations (459) can reduce 1380 to:
% 68.93/33.75  																																										| (266) $false
% 68.93/33.75  																																										|
% 68.93/33.75  																																										|-The branch is then unsatisfiable
% 68.93/33.75  																																									|-Branch two:
% 68.93/33.75  																																									| (1380)  ~ (all_0_42_42 = e1)
% 68.93/33.75  																																									| (516) all_0_42_42 = e3
% 68.93/33.75  																																									|
% 68.93/33.75  																																										| Equations (516) can reduce 405 to:
% 68.93/33.75  																																										| (266) $false
% 68.93/33.75  																																										|
% 68.93/33.75  																																										|-The branch is then unsatisfiable
% 68.93/33.75  																																					|-Branch two:
% 68.93/33.75  																																					| (825) all_0_47_47 = e0 & all_0_58_58 = e2 &  ~ (all_0_56_56 = e0)
% 68.93/33.75  																																					|
% 68.93/33.75  																																						| Applying alpha-rule on (825) yields:
% 68.93/33.75  																																						| (674) all_0_47_47 = e0
% 68.93/33.75  																																						| (624) all_0_58_58 = e2
% 68.93/33.75  																																						| (828)  ~ (all_0_56_56 = e0)
% 68.93/33.75  																																						|
% 68.93/33.75  																																						| Equations (674) can reduce 198 to:
% 68.93/33.75  																																						| (358)  ~ (all_0_42_42 = e0)
% 68.93/33.75  																																						|
% 68.93/33.75  																																						| Equations (674) can reduce 114 to:
% 68.93/33.76  																																						| (10200)  ~ (all_0_48_48 = e0)
% 68.93/33.76  																																						|
% 68.93/33.76  																																						| Simplifying 10200 yields:
% 68.93/33.76  																																						| (1283)  ~ (all_0_48_48 = e0)
% 68.93/33.76  																																						|
% 68.93/33.76  																																						| Equations (674) can reduce 86 to:
% 68.93/33.76  																																						| (486)  ~ (all_0_49_49 = e0)
% 68.93/33.76  																																						|
% 68.93/33.76  																																						| Simplifying 486 yields:
% 68.93/33.76  																																						| (487)  ~ (all_0_49_49 = e0)
% 68.93/33.76  																																						|
% 68.93/33.76  																																						| Equations (674) can reduce 338 to:
% 68.93/33.76  																																						| (365)  ~ (e2 = e0)
% 68.93/33.76  																																						|
% 68.93/33.76  																																						| Simplifying 365 yields:
% 68.93/33.76  																																						| (128)  ~ (e2 = e0)
% 68.93/33.76  																																						|
% 68.93/33.76  																																						| Equations (674) can reduce 462 to:
% 68.93/33.76  																																						| (435)  ~ (e1 = e0)
% 68.93/33.76  																																						|
% 68.93/33.76  																																						| Simplifying 435 yields:
% 68.93/33.76  																																						| (233)  ~ (e1 = e0)
% 68.93/33.76  																																						|
% 68.93/33.76  																																						+-Applying beta-rule and splitting (152), into two cases.
% 68.93/33.76  																																						|-Branch one:
% 68.93/33.76  																																						| (1392) all_0_42_42 = e4
% 68.93/33.76  																																						|
% 68.93/33.76  																																							| Equations (1392) can reduce 240 to:
% 68.93/33.76  																																							| (47779)  ~ (all_0_43_43 = e4)
% 68.93/33.76  																																							|
% 68.93/33.76  																																							| Simplifying 47779 yields:
% 68.93/33.76  																																							| (399)  ~ (all_0_43_43 = e4)
% 68.93/33.76  																																							|
% 68.93/33.76  																																							| Equations (1392) can reduce 51 to:
% 68.93/33.76  																																							| (48)  ~ (e4 = e2)
% 68.93/33.76  																																							|
% 68.93/33.76  																																							| Equations (1392) can reduce 358 to:
% 68.93/33.76  																																							| (49)  ~ (e4 = e0)
% 68.93/33.76  																																							|
% 68.93/33.76  																																							| From (1392) and (210) follows:
% 68.93/33.76  																																							| (4074) op(e3, e2) = e4
% 68.93/33.76  																																							|
% 68.93/33.76  																																							+-Applying beta-rule and splitting (195), into two cases.
% 68.93/33.76  																																							|-Branch one:
% 68.93/33.76  																																							| (396) all_0_43_43 = e4
% 68.93/33.76  																																							|
% 68.93/33.76  																																								| Equations (396) can reduce 399 to:
% 68.93/33.76  																																								| (266) $false
% 68.93/33.76  																																								|
% 68.93/33.76  																																								|-The branch is then unsatisfiable
% 68.93/33.76  																																							|-Branch two:
% 68.93/33.76  																																							| (399)  ~ (all_0_43_43 = e4)
% 68.93/33.76  																																							| (6374) all_0_43_43 = e1 | all_0_43_43 = e0
% 68.93/33.76  																																							|
% 68.93/33.76  																																								+-Applying beta-rule and splitting (75), into two cases.
% 68.93/33.76  																																								|-Branch one:
% 68.93/33.76  																																								| (485) all_0_40_40 = e0
% 68.93/33.76  																																								|
% 68.93/33.76  																																									| Combining equations (1378,485) yields a new equation:
% 68.93/33.76  																																									| (481) e4 = e0
% 68.93/33.76  																																									|
% 68.93/33.76  																																									| Simplifying 481 yields:
% 68.93/33.76  																																									| (397) e4 = e0
% 68.93/33.76  																																									|
% 68.93/33.76  																																									| Equations (397) can reduce 49 to:
% 68.93/33.76  																																									| (266) $false
% 68.93/33.76  																																									|
% 68.93/33.76  																																									|-The branch is then unsatisfiable
% 68.93/33.76  																																								|-Branch two:
% 68.93/33.76  																																								| (1401)  ~ (all_0_40_40 = e0)
% 68.93/33.76  																																								| (1748) all_0_44_44 = e0 | all_0_49_49 = e0 | all_0_58_58 = e0
% 68.93/33.76  																																								|
% 68.93/33.76  																																									| Equations (1378) can reduce 1401 to:
% 68.93/33.76  																																									| (49)  ~ (e4 = e0)
% 68.93/33.76  																																									|
% 68.93/33.76  																																									+-Applying beta-rule and splitting (230), into two cases.
% 68.93/33.76  																																									|-Branch one:
% 68.93/33.76  																																									| (396) all_0_43_43 = e4
% 68.93/33.76  																																									|
% 68.93/33.76  																																										| Equations (396) can reduce 399 to:
% 68.93/33.76  																																										| (266) $false
% 68.93/33.76  																																										|
% 68.93/33.76  																																										|-The branch is then unsatisfiable
% 68.93/33.76  																																									|-Branch two:
% 68.93/33.76  																																									| (399)  ~ (all_0_43_43 = e4)
% 68.93/33.76  																																									| (400) all_0_48_48 = e4 | all_0_52_52 = e4 | all_0_57_57 = e4
% 68.93/33.76  																																									|
% 68.93/33.76  																																										+-Applying beta-rule and splitting (1748), into two cases.
% 68.93/33.76  																																										|-Branch one:
% 68.93/33.76  																																										| (1414) all_0_44_44 = e0
% 68.93/33.76  																																										|
% 68.93/33.76  																																											| Equations (1414) can reduce 159 to:
% 68.93/33.76  																																											| (5470)  ~ (all_0_43_43 = e0)
% 68.93/33.76  																																											|
% 68.93/33.76  																																											| Equations (1414) can reduce 9 to:
% 68.93/33.76  																																											| (486)  ~ (all_0_49_49 = e0)
% 68.93/33.76  																																											|
% 68.93/33.76  																																											| Simplifying 486 yields:
% 68.93/33.76  																																											| (487)  ~ (all_0_49_49 = e0)
% 68.93/33.76  																																											|
% 68.93/33.76  																																											| From (1414) and (138) follows:
% 68.93/33.76  																																											| (1667) op(e3, e0) = e0
% 68.93/33.76  																																											|
% 68.93/33.76  																																											+-Applying beta-rule and splitting (112), into two cases.
% 68.93/33.76  																																											|-Branch one:
% 68.93/33.76  																																											| (635) all_0_44_44 = e1
% 68.93/33.76  																																											|
% 68.93/33.76  																																												| Combining equations (1414,635) yields a new equation:
% 68.93/33.76  																																												| (431) e1 = e0
% 68.93/33.76  																																												|
% 68.93/33.76  																																												| Equations (431) can reduce 233 to:
% 68.93/33.76  																																												| (266) $false
% 68.93/33.76  																																												|
% 68.93/33.76  																																												|-The branch is then unsatisfiable
% 68.93/33.76  																																											|-Branch two:
% 68.93/33.76  																																											| (639)  ~ (all_0_44_44 = e1)
% 68.93/33.76  																																											| (640) all_0_49_49 = e1 | all_0_53_53 = e1 | all_0_58_58 = e1
% 68.93/33.76  																																											|
% 68.93/33.76  																																												+-Applying beta-rule and splitting (6374), into two cases.
% 68.93/33.76  																																												|-Branch one:
% 68.93/33.76  																																												| (356) all_0_43_43 = e0
% 68.93/33.76  																																												|
% 68.93/33.76  																																													| Equations (356) can reduce 5470 to:
% 68.93/33.76  																																													| (266) $false
% 68.93/33.76  																																													|
% 68.93/33.76  																																													|-The branch is then unsatisfiable
% 68.93/33.76  																																												|-Branch two:
% 68.93/33.76  																																												| (5470)  ~ (all_0_43_43 = e0)
% 68.93/33.76  																																												| (430) all_0_43_43 = e1
% 68.93/33.76  																																												|
% 68.93/33.76  																																													| Equations (430) can reduce 99 to:
% 68.93/33.76  																																													| (467)  ~ (e3 = e1)
% 68.93/33.76  																																													|
% 68.93/33.76  																																													| Simplifying 467 yields:
% 68.93/33.76  																																													| (213)  ~ (e3 = e1)
% 68.93/33.76  																																													|
% 68.93/33.76  																																													| Equations (430) can reduce 96 to:
% 68.93/33.76  																																													| (604)  ~ (e2 = e1)
% 68.93/33.76  																																													|
% 68.93/33.76  																																													| Simplifying 604 yields:
% 68.93/33.76  																																													| (122)  ~ (e2 = e1)
% 68.93/33.76  																																													|
% 68.93/33.76  																																													+-Applying beta-rule and splitting (640), into two cases.
% 68.93/33.76  																																													|-Branch one:
% 68.93/33.76  																																													| (671) all_0_49_49 = e1
% 68.93/33.76  																																													|
% 68.93/33.76  																																														| Equations (671) can reduce 185 to:
% 68.93/33.76  																																														| (619)  ~ (all_0_48_48 = e1)
% 68.93/33.76  																																														|
% 68.93/33.76  																																														| Equations (671) can reduce 487 to:
% 68.93/33.76  																																														| (233)  ~ (e1 = e0)
% 68.93/33.76  																																														|
% 68.93/33.76  																																														+-Applying beta-rule and splitting (228), into two cases.
% 68.93/33.76  																																														|-Branch one:
% 68.93/33.76  																																														| (335) all_0_48_48 = e2
% 68.93/33.76  																																														|
% 68.93/33.76  																																															| Equations (335) can reduce 810 to:
% 68.93/33.76  																																															| (266) $false
% 68.93/33.76  																																															|
% 68.93/33.76  																																															|-The branch is then unsatisfiable
% 68.93/33.76  																																														|-Branch two:
% 68.93/33.76  																																														| (810)  ~ (all_0_48_48 = e2)
% 68.93/33.76  																																														| (10218) all_0_48_48 = e4 | all_0_48_48 = e1 | all_0_48_48 = e0
% 68.93/33.76  																																														|
% 68.93/33.76  																																															+-Applying beta-rule and splitting (10218), into two cases.
% 68.93/33.76  																																															|-Branch one:
% 68.93/33.76  																																															| (943) all_0_48_48 = e4
% 68.93/33.76  																																															|
% 68.93/33.76  																																																| From (943) and (192) follows:
% 68.93/33.76  																																																| (63092) op(e2, e1) = e4
% 68.93/33.76  																																																|
% 68.93/33.76  																																																+-Applying beta-rule and splitting (56), into two cases.
% 68.93/33.76  																																																|-Branch one:
% 68.93/33.76  																																																| (696) unit = e2
% 68.93/33.76  																																																|
% 68.93/33.76  																																																	| From (696) and (244) follows:
% 68.93/33.76  																																																	| (264) op(e2, e4) = e4
% 68.93/33.76  																																																	|
% 68.93/33.76  																																																	| From (696) and (211) follows:
% 68.93/33.76  																																																	| (1612) op(e2, e1) = e1
% 68.93/33.76  																																																	|
% 68.93/33.76  																																																	| From (696) and (42) follows:
% 68.93/33.76  																																																	| (1613) op(e0, e2) = e0
% 68.93/33.76  																																																	|
% 68.93/33.76  																																																	| Instantiating formula (29) with e2, e4, e4, e3 and discharging atoms op(e2, e4) = e4, op(e2, e4) = e3, yields:
% 68.93/33.76  																																																	| (425) e4 = e3
% 68.93/33.76  																																																	|
% 68.93/33.76  																																																	| Instantiating formula (29) with e2, e1, e1, e4 and discharging atoms op(e2, e1) = e4, op(e2, e1) = e1, yields:
% 68.93/33.76  																																																	| (630) e4 = e1
% 68.93/33.76  																																																	|
% 68.93/33.76  																																																	| Instantiating formula (29) with e0, e2, e0, e3 and discharging atoms op(e0, e2) = e3, op(e0, e2) = e0, yields:
% 68.93/33.76  																																																	| (676) e3 = e0
% 68.93/33.76  																																																	|
% 68.93/33.76  																																																	| Combining equations (630,425) yields a new equation:
% 68.93/33.76  																																																	| (455) e3 = e1
% 68.93/33.76  																																																	|
% 68.93/33.76  																																																	| Combining equations (455,676) yields a new equation:
% 68.93/33.76  																																																	| (546) e1 = e0
% 68.93/33.76  																																																	|
% 68.93/33.76  																																																	| Simplifying 546 yields:
% 68.93/33.76  																																																	| (431) e1 = e0
% 68.93/33.76  																																																	|
% 68.93/33.76  																																																	| Equations (431) can reduce 233 to:
% 68.93/33.76  																																																	| (266) $false
% 68.93/33.76  																																																	|
% 68.93/33.76  																																																	|-The branch is then unsatisfiable
% 68.93/33.76  																																																|-Branch two:
% 68.93/33.76  																																																| (707)  ~ (unit = e2)
% 68.93/33.76  																																																| (708) unit = e4 | unit = e3 | unit = e1 | unit = e0
% 68.93/33.76  																																																|
% 68.93/33.76  																																																	+-Applying beta-rule and splitting (708), into two cases.
% 68.93/33.76  																																																	|-Branch one:
% 68.93/33.76  																																																	| (709) unit = e4
% 68.93/33.76  																																																	|
% 68.93/33.76  																																																		| From (709) and (24) follows:
% 68.93/33.76  																																																		| (33325) op(e4, e3) = e3
% 68.93/33.76  																																																		|
% 68.93/33.76  																																																		| From (709) and (211) follows:
% 68.93/33.76  																																																		| (22527) op(e4, e1) = e1
% 68.93/33.76  																																																		|
% 68.93/33.76  																																																		| Instantiating formula (29) with e4, e3, e3, e0 and discharging atoms op(e4, e3) = e3, op(e4, e3) = e0, yields:
% 68.93/33.76  																																																		| (676) e3 = e0
% 68.93/33.76  																																																		|
% 68.93/33.76  																																																		| Instantiating formula (29) with e4, e1, e1, e3 and discharging atoms op(e4, e1) = e3, op(e4, e1) = e1, yields:
% 68.93/33.76  																																																		| (455) e3 = e1
% 68.93/33.76  																																																		|
% 68.93/33.76  																																																		| Combining equations (455,676) yields a new equation:
% 68.93/33.76  																																																		| (546) e1 = e0
% 68.93/33.76  																																																		|
% 68.93/33.76  																																																		| Simplifying 546 yields:
% 68.93/33.76  																																																		| (431) e1 = e0
% 68.93/33.76  																																																		|
% 68.93/33.76  																																																		| Equations (431) can reduce 233 to:
% 68.93/33.76  																																																		| (266) $false
% 68.93/33.76  																																																		|
% 68.93/33.76  																																																		|-The branch is then unsatisfiable
% 68.93/33.76  																																																	|-Branch two:
% 68.93/33.76  																																																	| (724)  ~ (unit = e4)
% 68.93/33.76  																																																	| (725) unit = e3 | unit = e1 | unit = e0
% 68.93/33.76  																																																	|
% 68.93/33.76  																																																		+-Applying beta-rule and splitting (725), into two cases.
% 68.93/33.76  																																																		|-Branch one:
% 68.93/33.76  																																																		| (726) unit = e0
% 68.93/33.76  																																																		|
% 68.93/33.76  																																																			| From (726) and (24) follows:
% 68.93/33.77  																																																			| (2208) op(e0, e3) = e3
% 68.93/33.77  																																																			|
% 68.93/33.77  																																																			| From (726) and (15) follows:
% 68.93/33.77  																																																			| (1508) op(e0, e2) = e2
% 68.93/33.77  																																																			|
% 68.93/33.77  																																																			| From (726) and (40) follows:
% 68.93/33.77  																																																			| (1639) op(e3, e0) = e3
% 68.93/33.77  																																																			|
% 68.93/33.77  																																																			| Instantiating formula (29) with e3, e0, e3, e0 and discharging atoms op(e3, e0) = e3, op(e3, e0) = e0, yields:
% 68.93/33.77  																																																			| (676) e3 = e0
% 68.93/33.77  																																																			|
% 68.93/33.77  																																																			| Instantiating formula (29) with e0, e3, e3, e1 and discharging atoms op(e0, e3) = e3, op(e0, e3) = e1, yields:
% 68.93/33.77  																																																			| (455) e3 = e1
% 68.93/33.77  																																																			|
% 68.93/33.77  																																																			| Instantiating formula (29) with e0, e2, e2, e3 and discharging atoms op(e0, e2) = e3, op(e0, e2) = e2, yields:
% 68.93/33.77  																																																			| (662) e3 = e2
% 68.93/33.77  																																																			|
% 68.93/33.77  																																																			| Combining equations (676,662) yields a new equation:
% 68.93/33.77  																																																			| (330) e2 = e0
% 68.93/33.77  																																																			|
% 68.93/33.77  																																																			| Combining equations (455,662) yields a new equation:
% 68.93/33.77  																																																			| (617) e2 = e1
% 68.93/33.77  																																																			|
% 68.93/33.77  																																																			| Combining equations (330,617) yields a new equation:
% 68.93/33.77  																																																			| (431) e1 = e0
% 68.93/33.77  																																																			|
% 68.93/33.77  																																																			| Equations (431) can reduce 233 to:
% 68.93/33.77  																																																			| (266) $false
% 68.93/33.77  																																																			|
% 68.93/33.77  																																																			|-The branch is then unsatisfiable
% 68.93/33.77  																																																		|-Branch two:
% 68.93/33.77  																																																		| (734)  ~ (unit = e0)
% 68.93/33.77  																																																		| (735) unit = e3 | unit = e1
% 68.93/33.77  																																																		|
% 68.93/33.77  																																																			+-Applying beta-rule and splitting (735), into two cases.
% 68.93/33.77  																																																			|-Branch one:
% 68.93/33.77  																																																			| (736) unit = e1
% 68.93/33.77  																																																			|
% 68.93/33.77  																																																				| Equations (736) can reduce 734 to:
% 68.93/33.77  																																																				| (233)  ~ (e1 = e0)
% 68.93/33.77  																																																				|
% 68.93/33.77  																																																				| From (736) and (244) follows:
% 68.93/33.77  																																																				| (738) op(e1, e4) = e4
% 68.93/33.77  																																																				|
% 68.93/33.77  																																																				| From (736) and (32) follows:
% 68.93/33.77  																																																				| (347) op(e2, e1) = e2
% 68.93/33.77  																																																				|
% 68.93/33.77  																																																				| From (736) and (28) follows:
% 68.93/33.77  																																																				| (740) op(e1, e1) = e1
% 68.93/33.77  																																																				|
% 68.93/33.77  																																																				| Instantiating formula (29) with e2, e1, e2, e4 and discharging atoms op(e2, e1) = e4, op(e2, e1) = e2, yields:
% 68.93/33.77  																																																				| (323) e4 = e2
% 68.93/33.77  																																																				|
% 68.93/33.77  																																																				| Instantiating formula (29) with e1, e4, e4, e0 and discharging atoms op(e1, e4) = e4, op(e1, e4) = e0, yields:
% 68.93/33.77  																																																				| (397) e4 = e0
% 68.93/33.77  																																																				|
% 68.93/33.77  																																																				| Instantiating formula (29) with e1, e1, e1, e2 and discharging atoms op(e1, e1) = e2, op(e1, e1) = e1, yields:
% 68.93/33.77  																																																				| (617) e2 = e1
% 68.93/33.77  																																																				|
% 68.93/33.77  																																																				| Combining equations (323,397) yields a new equation:
% 68.93/33.77  																																																				| (391) e2 = e0
% 68.93/33.77  																																																				|
% 68.93/33.77  																																																				| Simplifying 391 yields:
% 68.93/33.77  																																																				| (330) e2 = e0
% 68.93/33.77  																																																				|
% 68.93/33.77  																																																				| Combining equations (330,617) yields a new equation:
% 68.93/33.77  																																																				| (431) e1 = e0
% 68.93/33.77  																																																				|
% 68.93/33.77  																																																				| Equations (431) can reduce 233 to:
% 68.93/33.77  																																																				| (266) $false
% 68.93/33.77  																																																				|
% 68.93/33.77  																																																				|-The branch is then unsatisfiable
% 68.93/33.77  																																																			|-Branch two:
% 68.93/33.77  																																																			| (748)  ~ (unit = e1)
% 68.93/33.77  																																																			| (749) unit = e3
% 68.93/33.77  																																																			|
% 68.93/33.77  																																																				| From (749) and (15) follows:
% 68.93/33.77  																																																				| (751) op(e3, e2) = e2
% 68.93/33.77  																																																				|
% 68.93/33.77  																																																				| From (749) and (227) follows:
% 68.93/33.77  																																																				| (22570) op(e4, e3) = e4
% 68.93/33.77  																																																				|
% 68.93/33.77  																																																				| From (749) and (28) follows:
% 68.93/33.77  																																																				| (2235) op(e1, e3) = e1
% 68.93/33.77  																																																				|
% 68.93/33.77  																																																				| Instantiating formula (29) with e4, e3, e4, e0 and discharging atoms op(e4, e3) = e4, op(e4, e3) = e0, yields:
% 68.93/33.77  																																																				| (397) e4 = e0
% 68.93/33.77  																																																				|
% 68.93/33.77  																																																				| Instantiating formula (29) with e3, e2, e2, e4 and discharging atoms op(e3, e2) = e4, op(e3, e2) = e2, yields:
% 68.93/33.77  																																																				| (323) e4 = e2
% 68.93/33.77  																																																				|
% 68.93/33.77  																																																				| Instantiating formula (29) with e1, e3, e1, e4 and discharging atoms op(e1, e3) = e4, op(e1, e3) = e1, yields:
% 68.93/33.77  																																																				| (630) e4 = e1
% 68.93/33.77  																																																				|
% 68.93/33.77  																																																				| Combining equations (397,323) yields a new equation:
% 68.93/33.77  																																																				| (330) e2 = e0
% 68.93/33.77  																																																				|
% 68.93/33.77  																																																				| Combining equations (630,323) yields a new equation:
% 68.93/33.77  																																																				| (617) e2 = e1
% 68.93/33.77  																																																				|
% 68.93/33.77  																																																				| Combining equations (617,330) yields a new equation:
% 68.93/33.77  																																																				| (546) e1 = e0
% 68.93/33.77  																																																				|
% 68.93/33.77  																																																				| Simplifying 546 yields:
% 68.93/33.77  																																																				| (431) e1 = e0
% 68.93/33.77  																																																				|
% 68.93/33.77  																																																				| Equations (431) can reduce 233 to:
% 68.93/33.77  																																																				| (266) $false
% 68.93/33.77  																																																				|
% 68.93/33.77  																																																				|-The branch is then unsatisfiable
% 68.93/33.77  																																															|-Branch two:
% 68.93/33.77  																																															| (254)  ~ (all_0_48_48 = e4)
% 68.93/33.77  																																															| (10222) all_0_48_48 = e1 | all_0_48_48 = e0
% 68.93/33.77  																																															|
% 68.93/33.77  																																																+-Applying beta-rule and splitting (10222), into two cases.
% 68.93/33.77  																																																|-Branch one:
% 68.93/33.77  																																																| (1279) all_0_48_48 = e0
% 68.93/33.77  																																																|
% 68.93/33.77  																																																	| Equations (1279) can reduce 1283 to:
% 68.93/33.77  																																																	| (266) $false
% 68.93/33.77  																																																	|
% 68.93/33.77  																																																	|-The branch is then unsatisfiable
% 68.93/33.77  																																																|-Branch two:
% 68.93/33.77  																																																| (1283)  ~ (all_0_48_48 = e0)
% 68.93/33.77  																																																| (615) all_0_48_48 = e1
% 68.93/33.77  																																																|
% 68.93/33.77  																																																	| Equations (615) can reduce 619 to:
% 68.93/33.77  																																																	| (266) $false
% 68.93/33.77  																																																	|
% 68.93/33.77  																																																	|-The branch is then unsatisfiable
% 68.93/33.77  																																													|-Branch two:
% 68.93/33.77  																																													| (1064)  ~ (all_0_49_49 = e1)
% 68.93/33.77  																																													| (2141) all_0_53_53 = e1 | all_0_58_58 = e1
% 68.93/33.77  																																													|
% 68.93/33.77  																																														+-Applying beta-rule and splitting (2141), into two cases.
% 68.93/33.77  																																														|-Branch one:
% 68.93/33.77  																																														| (1208) all_0_53_53 = e1
% 68.93/33.77  																																														|
% 68.93/33.77  																																															| Combining equations (665,1208) yields a new equation:
% 68.93/33.77  																																															| (454) e3 = e1
% 68.93/33.77  																																															|
% 68.93/33.77  																																															| Simplifying 454 yields:
% 68.93/33.77  																																															| (455) e3 = e1
% 68.93/33.77  																																															|
% 68.93/33.77  																																															| Equations (455) can reduce 213 to:
% 68.93/33.77  																																															| (266) $false
% 68.93/33.77  																																															|
% 68.93/33.77  																																															|-The branch is then unsatisfiable
% 68.93/33.77  																																														|-Branch two:
% 68.93/33.77  																																														| (1459)  ~ (all_0_53_53 = e1)
% 68.93/33.77  																																														| (918) all_0_58_58 = e1
% 68.93/33.77  																																														|
% 68.93/33.77  																																															| Combining equations (918,624) yields a new equation:
% 68.93/33.77  																																															| (617) e2 = e1
% 68.93/33.77  																																															|
% 68.93/33.77  																																															| Equations (617) can reduce 122 to:
% 68.93/33.77  																																															| (266) $false
% 68.93/33.77  																																															|
% 68.93/33.77  																																															|-The branch is then unsatisfiable
% 68.93/33.77  																																										|-Branch two:
% 68.93/33.77  																																										| (360)  ~ (all_0_44_44 = e0)
% 68.93/33.77  																																										| (1760) all_0_49_49 = e0 | all_0_58_58 = e0
% 68.93/33.77  																																										|
% 68.93/33.77  																																											+-Applying beta-rule and splitting (6374), into two cases.
% 68.93/33.77  																																											|-Branch one:
% 68.93/33.77  																																											| (356) all_0_43_43 = e0
% 68.93/33.77  																																											|
% 68.93/33.77  																																												| Equations (356) can reduce 5470 to:
% 68.93/33.77  																																												| (266) $false
% 68.93/33.77  																																												|
% 68.93/33.77  																																												|-The branch is then unsatisfiable
% 68.93/33.77  																																											|-Branch two:
% 68.93/33.77  																																											| (5470)  ~ (all_0_43_43 = e0)
% 68.93/33.77  																																											| (430) all_0_43_43 = e1
% 68.93/33.77  																																											|
% 68.93/33.77  																																												| Equations (430) can reduce 159 to:
% 68.93/33.77  																																												| (4057)  ~ (all_0_44_44 = e1)
% 68.93/33.77  																																												|
% 68.93/33.77  																																												| Simplifying 4057 yields:
% 68.93/33.77  																																												| (639)  ~ (all_0_44_44 = e1)
% 68.93/33.77  																																												|
% 68.93/33.77  																																												| Equations (430) can reduce 17 to:
% 68.93/33.77  																																												| (11581)  ~ (all_0_48_48 = e1)
% 68.93/33.77  																																												|
% 68.93/33.77  																																												| Simplifying 11581 yields:
% 68.93/33.77  																																												| (619)  ~ (all_0_48_48 = e1)
% 68.93/33.77  																																												|
% 68.93/33.77  																																												| Equations (430) can reduce 96 to:
% 68.93/33.77  																																												| (604)  ~ (e2 = e1)
% 68.93/33.77  																																												|
% 68.93/33.77  																																												| Simplifying 604 yields:
% 68.93/33.77  																																												| (122)  ~ (e2 = e1)
% 68.93/33.77  																																												|
% 68.93/33.77  																																												| Equations (430) can reduce 5470 to:
% 68.93/33.77  																																												| (233)  ~ (e1 = e0)
% 68.93/33.77  																																												|
% 68.93/33.77  																																												+-Applying beta-rule and splitting (135), into two cases.
% 68.93/33.77  																																												|-Branch one:
% 68.93/33.77  																																												| (545) all_0_46_46 = e1
% 68.93/33.77  																																												|
% 68.93/33.77  																																													| Combining equations (545,1794) yields a new equation:
% 68.93/33.77  																																													| (617) e2 = e1
% 68.93/33.77  																																													|
% 68.93/33.77  																																													| Equations (617) can reduce 122 to:
% 68.93/33.77  																																													| (266) $false
% 68.93/33.77  																																													|
% 68.93/33.77  																																													|-The branch is then unsatisfiable
% 68.93/33.77  																																												|-Branch two:
% 68.93/33.77  																																												| (549)  ~ (all_0_46_46 = e1)
% 68.93/33.77  																																												| (550) all_0_47_47 = e1 | all_0_48_48 = e1 | all_0_49_49 = e1
% 68.93/33.77  																																												|
% 68.93/33.77  																																													+-Applying beta-rule and splitting (112), into two cases.
% 68.93/33.77  																																													|-Branch one:
% 68.93/33.77  																																													| (635) all_0_44_44 = e1
% 68.93/33.77  																																													|
% 68.93/33.77  																																														| Equations (635) can reduce 639 to:
% 68.93/33.77  																																														| (266) $false
% 68.93/33.77  																																														|
% 68.93/33.77  																																														|-The branch is then unsatisfiable
% 68.93/33.77  																																													|-Branch two:
% 68.93/33.77  																																													| (639)  ~ (all_0_44_44 = e1)
% 68.93/33.77  																																													| (640) all_0_49_49 = e1 | all_0_53_53 = e1 | all_0_58_58 = e1
% 68.93/33.77  																																													|
% 68.93/33.77  																																														+-Applying beta-rule and splitting (640), into two cases.
% 68.93/33.77  																																														|-Branch one:
% 68.93/33.77  																																														| (671) all_0_49_49 = e1
% 68.93/33.77  																																														|
% 68.93/33.77  																																															| Equations (671) can reduce 487 to:
% 68.93/33.77  																																															| (233)  ~ (e1 = e0)
% 68.93/33.77  																																															|
% 68.93/33.77  																																															+-Applying beta-rule and splitting (1760), into two cases.
% 68.93/33.77  																																															|-Branch one:
% 68.93/33.77  																																															| (978) all_0_49_49 = e0
% 68.93/33.77  																																															|
% 68.93/33.77  																																																| Combining equations (671,978) yields a new equation:
% 68.93/33.77  																																																| (546) e1 = e0
% 68.93/33.77  																																																|
% 68.93/33.77  																																																| Simplifying 546 yields:
% 68.93/33.77  																																																| (431) e1 = e0
% 68.93/33.77  																																																|
% 68.93/33.77  																																																| Equations (431) can reduce 233 to:
% 68.93/33.77  																																																| (266) $false
% 68.93/33.77  																																																|
% 68.93/33.77  																																																|-The branch is then unsatisfiable
% 68.93/33.77  																																															|-Branch two:
% 68.93/33.77  																																															| (487)  ~ (all_0_49_49 = e0)
% 68.93/33.77  																																															| (914) all_0_58_58 = e0
% 68.93/33.77  																																															|
% 68.93/33.77  																																																| Combining equations (914,624) yields a new equation:
% 68.93/33.77  																																																| (330) e2 = e0
% 68.93/33.77  																																																|
% 68.93/33.77  																																																| Equations (330) can reduce 128 to:
% 68.93/33.77  																																																| (266) $false
% 68.93/33.77  																																																|
% 68.93/33.77  																																																|-The branch is then unsatisfiable
% 68.93/33.77  																																														|-Branch two:
% 68.93/33.77  																																														| (1064)  ~ (all_0_49_49 = e1)
% 68.93/33.77  																																														| (2141) all_0_53_53 = e1 | all_0_58_58 = e1
% 68.93/33.77  																																														|
% 68.93/33.77  																																															+-Applying beta-rule and splitting (400), into two cases.
% 68.93/33.77  																																															|-Branch one:
% 68.93/33.77  																																															| (943) all_0_48_48 = e4
% 68.93/33.77  																																															|
% 68.93/33.77  																																																| Equations (943) can reduce 619 to:
% 68.93/33.77  																																																| (110)  ~ (e4 = e1)
% 68.93/33.77  																																																|
% 68.93/33.77  																																																+-Applying beta-rule and splitting (550), into two cases.
% 68.93/33.77  																																																|-Branch one:
% 68.93/33.77  																																																| (654) all_0_47_47 = e1
% 68.93/33.77  																																																|
% 68.93/33.77  																																																	| Combining equations (674,654) yields a new equation:
% 68.93/33.77  																																																	| (431) e1 = e0
% 68.93/33.77  																																																	|
% 68.93/33.77  																																																	| Equations (431) can reduce 233 to:
% 68.93/33.77  																																																	| (266) $false
% 68.93/33.77  																																																	|
% 68.93/33.77  																																																	|-The branch is then unsatisfiable
% 68.93/33.77  																																																|-Branch two:
% 68.93/33.77  																																																| (462)  ~ (all_0_47_47 = e1)
% 68.93/33.77  																																																| (659) all_0_48_48 = e1 | all_0_49_49 = e1
% 68.93/33.77  																																																|
% 68.93/33.77  																																																	+-Applying beta-rule and splitting (659), into two cases.
% 68.93/33.77  																																																	|-Branch one:
% 68.93/33.77  																																																	| (615) all_0_48_48 = e1
% 68.93/33.77  																																																	|
% 68.93/33.77  																																																		| Combining equations (943,615) yields a new equation:
% 68.93/33.77  																																																		| (636) e4 = e1
% 68.93/33.77  																																																		|
% 68.93/33.77  																																																		| Simplifying 636 yields:
% 68.93/33.77  																																																		| (630) e4 = e1
% 68.93/33.77  																																																		|
% 68.93/33.77  																																																		| Equations (630) can reduce 110 to:
% 68.93/33.77  																																																		| (266) $false
% 68.93/33.77  																																																		|
% 68.93/33.77  																																																		|-The branch is then unsatisfiable
% 68.93/33.77  																																																	|-Branch two:
% 68.93/33.77  																																																	| (619)  ~ (all_0_48_48 = e1)
% 68.93/33.77  																																																	| (671) all_0_49_49 = e1
% 68.93/33.77  																																																	|
% 68.93/33.77  																																																		| Equations (671) can reduce 1064 to:
% 68.93/33.77  																																																		| (266) $false
% 68.93/33.77  																																																		|
% 68.93/33.77  																																																		|-The branch is then unsatisfiable
% 68.93/33.77  																																															|-Branch two:
% 68.93/33.77  																																															| (254)  ~ (all_0_48_48 = e4)
% 68.93/33.77  																																															| (947) all_0_52_52 = e4 | all_0_57_57 = e4
% 68.93/33.77  																																															|
% 68.93/33.77  																																																+-Applying beta-rule and splitting (947), into two cases.
% 68.93/33.77  																																																|-Branch one:
% 68.93/33.77  																																																| (565) all_0_52_52 = e4
% 68.93/33.77  																																																|
% 68.93/33.77  																																																	| Combining equations (352,565) yields a new equation:
% 68.93/33.77  																																																	| (323) e4 = e2
% 68.93/33.77  																																																	|
% 68.93/33.77  																																																	| Equations (323) can reduce 48 to:
% 68.93/33.77  																																																	| (266) $false
% 68.93/33.77  																																																	|
% 68.93/33.77  																																																	|-The branch is then unsatisfiable
% 68.93/33.77  																																																|-Branch two:
% 68.93/33.77  																																																| (780)  ~ (all_0_52_52 = e4)
% 68.93/33.77  																																																| (871) all_0_57_57 = e4
% 68.93/33.77  																																																|
% 68.93/33.77  																																																	| Combining equations (875,871) yields a new equation:
% 68.93/33.77  																																																	| (397) e4 = e0
% 68.93/33.77  																																																	|
% 68.93/33.77  																																																	| Equations (397) can reduce 49 to:
% 68.93/33.77  																																																	| (266) $false
% 68.93/33.77  																																																	|
% 68.93/33.77  																																																	|-The branch is then unsatisfiable
% 68.93/33.77  																																						|-Branch two:
% 68.93/33.77  																																						| (1890)  ~ (all_0_42_42 = e4)
% 68.93/33.77  																																						| (1969) all_0_42_42 = e3 | all_0_42_42 = e1 | all_0_42_42 = e0
% 68.93/33.77  																																						|
% 68.93/33.77  																																							+-Applying beta-rule and splitting (1969), into two cases.
% 68.93/33.77  																																							|-Branch one:
% 68.93/33.77  																																							| (559) all_0_42_42 = e0
% 68.93/33.77  																																							|
% 68.93/33.77  																																								| Equations (559) can reduce 358 to:
% 68.93/33.77  																																								| (266) $false
% 68.93/33.77  																																								|
% 68.93/33.77  																																								|-The branch is then unsatisfiable
% 68.93/33.77  																																							|-Branch two:
% 68.93/33.77  																																							| (358)  ~ (all_0_42_42 = e0)
% 68.93/33.77  																																							| (2510) all_0_42_42 = e3 | all_0_42_42 = e1
% 68.93/33.77  																																							|
% 68.93/33.77  																																								+-Applying beta-rule and splitting (2510), into two cases.
% 68.93/33.77  																																								|-Branch one:
% 68.93/33.77  																																								| (459) all_0_42_42 = e1
% 68.93/33.77  																																								|
% 68.93/33.77  																																									| Equations (459) can reduce 1380 to:
% 68.93/33.77  																																									| (266) $false
% 68.93/33.77  																																									|
% 68.93/33.77  																																									|-The branch is then unsatisfiable
% 68.93/33.77  																																								|-Branch two:
% 68.93/33.77  																																								| (1380)  ~ (all_0_42_42 = e1)
% 68.93/33.77  																																								| (516) all_0_42_42 = e3
% 68.93/33.77  																																								|
% 68.93/33.77  																																									| Equations (516) can reduce 405 to:
% 68.93/33.77  																																									| (266) $false
% 68.93/33.77  																																									|
% 68.93/33.77  																																									|-The branch is then unsatisfiable
% 68.93/33.77  																																			|-Branch two:
% 68.93/33.77  																																			| (364)  ~ (all_0_57_57 = e0)
% 68.93/33.77  																																			| (647) all_0_57_57 = e1
% 68.93/33.77  																																			|
% 68.93/33.77  																																				| Equations (647) can reduce 1670 to:
% 68.93/33.77  																																				| (266) $false
% 68.93/33.77  																																				|
% 68.93/33.77  																																				|-The branch is then unsatisfiable
% 68.93/33.77  																																		|-Branch two:
% 68.93/33.77  																																		| (464)  ~ (all_0_51_51 = e1)
% 68.93/33.77  																																		| (660) all_0_51_51 = e3
% 68.93/33.77  																																		|
% 68.93/33.77  																																			| Equations (660) can reduce 664 to:
% 68.93/33.77  																																			| (266) $false
% 68.93/33.77  																																			|
% 68.93/33.77  																																			|-The branch is then unsatisfiable
% 68.93/33.77  																															|-Branch two:
% 68.93/33.77  																															| (632)  ~ (all_0_55_55 = e1)
% 68.93/33.77  																															| (2336) all_0_55_55 = e3
% 68.93/33.77  																															|
% 68.93/33.77  																																| Equations (2336) can reduce 270 to:
% 68.93/33.77  																																| (266) $false
% 68.93/33.77  																																|
% 68.93/33.77  																																|-The branch is then unsatisfiable
% 68.93/33.77  																											|-Branch two:
% 68.93/33.77  																											| (566)  ~ (all_0_50_50 = e4)
% 68.93/33.77  																											| (587) all_0_55_55 = e4
% 68.93/33.77  																											|
% 68.93/33.77  																												| Equations (587) can reduce 763 to:
% 68.93/33.77  																												| (266) $false
% 68.93/33.77  																												|
% 68.93/33.77  																												|-The branch is then unsatisfiable
% 68.99/33.77  																			|-Branch two:
% 68.99/33.77  																			| (272)  ~ (all_0_56_56 = e3)
% 68.99/33.77  																			| (795) all_0_58_58 = e3
% 68.99/33.77  																			|
% 68.99/33.78  																				| Combining equations (795,624) yields a new equation:
% 68.99/33.78  																				| (661) e3 = e2
% 68.99/33.78  																				|
% 68.99/33.78  																				| Simplifying 661 yields:
% 68.99/33.78  																				| (662) e3 = e2
% 68.99/33.78  																				|
% 68.99/33.78  																				| Equations (662) can reduce 212 to:
% 68.99/33.78  																				| (266) $false
% 68.99/33.78  																				|
% 68.99/33.78  																				|-The branch is then unsatisfiable
% 68.99/33.78  																|-Branch two:
% 68.99/33.78  																| (1898)  ~ (all_0_41_41 = e3)
% 68.99/33.78  																| (1899) all_0_42_42 = e3 | all_0_44_44 = e3
% 68.99/33.78  																|
% 68.99/33.78  																	+-Applying beta-rule and splitting (27), into two cases.
% 68.99/33.78  																	|-Branch one:
% 68.99/33.78  																	| (437) all_0_41_41 = e4
% 68.99/33.78  																	|
% 68.99/33.78  																		| Equations (437) can reduce 31 to:
% 68.99/33.78  																		| (47779)  ~ (all_0_43_43 = e4)
% 68.99/33.78  																		|
% 68.99/33.78  																		| Simplifying 47779 yields:
% 68.99/33.78  																		| (399)  ~ (all_0_43_43 = e4)
% 68.99/33.78  																		|
% 68.99/33.78  																		| Equations (437) can reduce 149 to:
% 68.99/33.78  																		| (1903)  ~ (all_0_44_44 = e4)
% 68.99/33.78  																		|
% 68.99/33.78  																		| Simplifying 1903 yields:
% 68.99/33.78  																		| (1390)  ~ (all_0_44_44 = e4)
% 68.99/33.78  																		|
% 68.99/33.78  																		| Equations (437) can reduce 221 to:
% 68.99/33.78  																		| (1907)  ~ (all_0_50_50 = e4)
% 68.99/33.78  																		|
% 68.99/33.78  																		| Simplifying 1907 yields:
% 68.99/33.78  																		| (566)  ~ (all_0_50_50 = e4)
% 68.99/33.78  																		|
% 68.99/33.78  																		| Equations (437) can reduce 191 to:
% 68.99/33.78  																		| (1909)  ~ (all_0_55_55 = e4)
% 68.99/33.78  																		|
% 68.99/33.78  																		| Simplifying 1909 yields:
% 68.99/33.78  																		| (763)  ~ (all_0_55_55 = e4)
% 68.99/33.78  																		|
% 68.99/33.78  																		| Equations (437) can reduce 85 to:
% 68.99/33.78  																		| (48)  ~ (e4 = e2)
% 68.99/33.78  																		|
% 68.99/33.78  																		| From (437) and (219) follows:
% 68.99/33.78  																		| (1913) op(e3, e3) = e4
% 68.99/33.78  																		|
% 68.99/33.78  																		+-Applying beta-rule and splitting (230), into two cases.
% 68.99/33.78  																		|-Branch one:
% 68.99/33.78  																		| (396) all_0_43_43 = e4
% 68.99/33.78  																		|
% 68.99/33.78  																			| Equations (396) can reduce 399 to:
% 68.99/33.78  																			| (266) $false
% 68.99/33.78  																			|
% 68.99/33.78  																			|-The branch is then unsatisfiable
% 68.99/33.78  																		|-Branch two:
% 68.99/33.78  																		| (399)  ~ (all_0_43_43 = e4)
% 68.99/33.78  																		| (400) all_0_48_48 = e4 | all_0_52_52 = e4 | all_0_57_57 = e4
% 68.99/33.78  																		|
% 68.99/33.78  																			+-Applying beta-rule and splitting (400), into two cases.
% 68.99/33.78  																			|-Branch one:
% 68.99/33.78  																			| (943) all_0_48_48 = e4
% 68.99/33.78  																			|
% 68.99/33.78  																				| Equations (943) can reduce 17 to:
% 68.99/33.78  																				| (399)  ~ (all_0_43_43 = e4)
% 68.99/33.78  																				|
% 68.99/33.78  																				| Equations (943) can reduce 185 to:
% 68.99/33.78  																				| (255)  ~ (all_0_49_49 = e4)
% 68.99/33.78  																				|
% 68.99/33.78  																				| Simplifying 255 yields:
% 68.99/33.78  																				| (256)  ~ (all_0_49_49 = e4)
% 68.99/33.78  																				|
% 68.99/33.78  																				| Equations (943) can reduce 239 to:
% 68.99/33.78  																				| (838)  ~ (all_0_57_57 = e4)
% 68.99/33.78  																				|
% 68.99/33.78  																				| Simplifying 838 yields:
% 68.99/33.78  																				| (839)  ~ (all_0_57_57 = e4)
% 68.99/33.78  																				|
% 68.99/33.78  																				| Equations (943) can reduce 215 to:
% 68.99/33.78  																				| (188)  ~ (e4 = e3)
% 68.99/33.78  																				|
% 68.99/33.78  																				| Equations (943) can reduce 810 to:
% 68.99/33.78  																				| (48)  ~ (e4 = e2)
% 68.99/33.78  																				|
% 68.99/33.78  																				+-Applying beta-rule and splitting (231), into two cases.
% 68.99/33.78  																				|-Branch one:
% 68.99/33.78  																				| (775) all_0_50_50 = e4
% 68.99/33.78  																				|
% 68.99/33.78  																					| Equations (775) can reduce 566 to:
% 68.99/33.78  																					| (266) $false
% 68.99/33.78  																					|
% 68.99/33.78  																					|-The branch is then unsatisfiable
% 68.99/33.78  																				|-Branch two:
% 68.99/33.78  																				| (566)  ~ (all_0_50_50 = e4)
% 68.99/33.78  																				| (1071) all_0_51_51 = e4 | all_0_52_52 = e4 | all_0_53_53 = e4
% 68.99/33.78  																				|
% 68.99/33.78  																					+-Applying beta-rule and splitting (1071), into two cases.
% 68.99/33.78  																					|-Branch one:
% 68.99/33.78  																					| (1101) all_0_51_51 = e4
% 68.99/33.78  																					|
% 68.99/33.78  																						| Equations (1101) can reduce 61 to:
% 68.99/33.78  																						| (1890)  ~ (all_0_42_42 = e4)
% 68.99/33.78  																						|
% 68.99/33.78  																						| Equations (1101) can reduce 59 to:
% 68.99/33.78  																						| (566)  ~ (all_0_50_50 = e4)
% 68.99/33.78  																						|
% 68.99/33.78  																						| Equations (1101) can reduce 6 to:
% 68.99/33.78  																						| (1452)  ~ (all_0_53_53 = e4)
% 68.99/33.78  																						|
% 68.99/33.78  																						| Simplifying 1452 yields:
% 68.99/33.78  																						| (1453)  ~ (all_0_53_53 = e4)
% 68.99/33.78  																						|
% 68.99/33.78  																						| Equations (1101) can reduce 115 to:
% 68.99/33.78  																						| (49)  ~ (e4 = e0)
% 68.99/33.78  																						|
% 68.99/33.78  																						| From (1101) and (186) follows:
% 68.99/33.78  																						| (13720) op(e1, e2) = e4
% 68.99/33.78  																						|
% 68.99/33.78  																						+-Applying beta-rule and splitting (4), into two cases.
% 68.99/33.78  																						|-Branch one:
% 68.99/33.78  																						| (356) all_0_43_43 = e0
% 68.99/33.78  																						|
% 68.99/33.78  																							| Equations (356) can reduce 240 to:
% 68.99/33.78  																							| (358)  ~ (all_0_42_42 = e0)
% 68.99/33.78  																							|
% 68.99/33.78  																							| Equations (356) can reduce 199 to:
% 68.99/33.78  																							| (363)  ~ (all_0_57_57 = e0)
% 68.99/33.78  																							|
% 68.99/33.78  																							| Simplifying 363 yields:
% 68.99/33.78  																							| (364)  ~ (all_0_57_57 = e0)
% 68.99/33.78  																							|
% 68.99/33.78  																							| Equations (356) can reduce 399 to:
% 68.99/33.78  																							| (401)  ~ (e4 = e0)
% 68.99/33.78  																							|
% 68.99/33.78  																							| Simplifying 401 yields:
% 68.99/33.78  																							| (49)  ~ (e4 = e0)
% 68.99/33.78  																							|
% 68.99/33.78  																							| Equations (356) can reduce 96 to:
% 68.99/33.78  																							| (365)  ~ (e2 = e0)
% 68.99/33.78  																							|
% 68.99/33.78  																							| Simplifying 365 yields:
% 68.99/33.78  																							| (128)  ~ (e2 = e0)
% 68.99/33.78  																							|
% 68.99/33.78  																							+-Applying beta-rule and splitting (130), into two cases.
% 68.99/33.78  																							|-Branch one:
% 68.99/33.78  																							| (430) all_0_43_43 = e1
% 68.99/33.78  																							|
% 68.99/33.78  																								| Combining equations (430,356) yields a new equation:
% 68.99/33.78  																								| (546) e1 = e0
% 68.99/33.78  																								|
% 68.99/33.78  																								| Simplifying 546 yields:
% 68.99/33.78  																								| (431) e1 = e0
% 68.99/33.78  																								|
% 68.99/33.78  																								| Equations (431) can reduce 233 to:
% 68.99/33.78  																								| (266) $false
% 68.99/33.78  																								|
% 68.99/33.78  																								|-The branch is then unsatisfiable
% 68.99/33.78  																							|-Branch two:
% 68.99/33.78  																							| (433)  ~ (all_0_43_43 = e1)
% 68.99/33.78  																							| (434) all_0_48_48 = e1 | all_0_52_52 = e1 | all_0_57_57 = e1
% 68.99/33.78  																							|
% 68.99/33.78  																								+-Applying beta-rule and splitting (434), into two cases.
% 68.99/33.78  																								|-Branch one:
% 68.99/33.78  																								| (615) all_0_48_48 = e1
% 68.99/33.78  																								|
% 68.99/33.78  																									| Combining equations (943,615) yields a new equation:
% 68.99/33.78  																									| (636) e4 = e1
% 68.99/33.78  																									|
% 68.99/33.78  																									| Simplifying 636 yields:
% 68.99/33.78  																									| (630) e4 = e1
% 68.99/33.78  																									|
% 68.99/33.78  																									| Equations (630) can reduce 110 to:
% 68.99/33.78  																									| (266) $false
% 68.99/33.78  																									|
% 68.99/33.78  																									|-The branch is then unsatisfiable
% 68.99/33.78  																								|-Branch two:
% 68.99/33.78  																								| (619)  ~ (all_0_48_48 = e1)
% 68.99/33.78  																								| (620) all_0_52_52 = e1 | all_0_57_57 = e1
% 68.99/33.78  																								|
% 68.99/33.78  																									+-Applying beta-rule and splitting (620), into two cases.
% 68.99/33.78  																									|-Branch one:
% 68.99/33.78  																									| (642) all_0_52_52 = e1
% 68.99/33.78  																									|
% 68.99/33.78  																										| Combining equations (352,642) yields a new equation:
% 68.99/33.78  																										| (616) e2 = e1
% 68.99/33.78  																										|
% 68.99/33.78  																										| Simplifying 616 yields:
% 68.99/33.78  																										| (617) e2 = e1
% 68.99/33.78  																										|
% 68.99/33.78  																										| Equations (617) can reduce 122 to:
% 68.99/33.78  																										| (266) $false
% 68.99/33.78  																										|
% 68.99/33.78  																										|-The branch is then unsatisfiable
% 68.99/33.78  																									|-Branch two:
% 68.99/33.78  																									| (646)  ~ (all_0_52_52 = e1)
% 68.99/33.78  																									| (647) all_0_57_57 = e1
% 68.99/33.78  																									|
% 68.99/33.78  																										| Equations (647) can reduce 81 to:
% 68.99/33.78  																										| (632)  ~ (all_0_55_55 = e1)
% 68.99/33.78  																										|
% 68.99/33.78  																										| Equations (647) can reduce 140 to:
% 68.99/33.78  																										| (466)  ~ (all_0_56_56 = e1)
% 68.99/33.78  																										|
% 68.99/33.78  																										| Equations (647) can reduce 839 to:
% 68.99/33.78  																										| (602)  ~ (e4 = e1)
% 68.99/33.78  																										|
% 68.99/33.78  																										| Simplifying 602 yields:
% 68.99/33.78  																										| (110)  ~ (e4 = e1)
% 68.99/33.78  																										|
% 68.99/33.78  																										| Equations (647) can reduce 364 to:
% 68.99/33.78  																										| (233)  ~ (e1 = e0)
% 68.99/33.78  																										|
% 68.99/33.78  																										+-Applying beta-rule and splitting (174), into two cases.
% 68.99/33.78  																										|-Branch one:
% 68.99/33.78  																										| (386) all_0_55_55 = e2
% 68.99/33.78  																										|
% 68.99/33.78  																											| Equations (386) can reduce 304 to:
% 68.99/33.78  																											| (266) $false
% 68.99/33.78  																											|
% 68.99/33.78  																											|-The branch is then unsatisfiable
% 68.99/33.78  																										|-Branch two:
% 68.99/33.78  																										| (304)  ~ (all_0_55_55 = e2)
% 68.99/33.78  																										| (2051) all_0_55_55 = e4 | all_0_55_55 = e3 | all_0_55_55 = e1 | all_0_55_55 = e0
% 68.99/33.78  																										|
% 68.99/33.78  																											+-Applying beta-rule and splitting (2051), into two cases.
% 68.99/33.78  																											|-Branch one:
% 68.99/33.78  																											| (587) all_0_55_55 = e4
% 68.99/33.78  																											|
% 68.99/33.78  																												| Equations (587) can reduce 763 to:
% 68.99/33.78  																												| (266) $false
% 68.99/33.78  																												|
% 68.99/33.78  																												|-The branch is then unsatisfiable
% 68.99/33.78  																											|-Branch two:
% 68.99/33.78  																											| (763)  ~ (all_0_55_55 = e4)
% 68.99/33.78  																											| (2055) all_0_55_55 = e3 | all_0_55_55 = e1 | all_0_55_55 = e0
% 68.99/33.78  																											|
% 68.99/33.78  																												+-Applying beta-rule and splitting (2055), into two cases.
% 68.99/33.78  																												|-Branch one:
% 68.99/33.78  																												| (858) all_0_55_55 = e0
% 68.99/33.78  																												|
% 68.99/33.78  																													| Equations (858) can reduce 803 to:
% 68.99/33.78  																													| (266) $false
% 68.99/33.78  																													|
% 68.99/33.78  																													|-The branch is then unsatisfiable
% 68.99/33.78  																												|-Branch two:
% 68.99/33.78  																												| (803)  ~ (all_0_55_55 = e0)
% 68.99/33.78  																												| (2315) all_0_55_55 = e3 | all_0_55_55 = e1
% 68.99/33.78  																												|
% 68.99/33.78  																													+-Applying beta-rule and splitting (2315), into two cases.
% 68.99/33.78  																													|-Branch one:
% 68.99/33.78  																													| (629) all_0_55_55 = e1
% 68.99/33.78  																													|
% 68.99/33.78  																														| Equations (629) can reduce 632 to:
% 68.99/33.78  																														| (266) $false
% 68.99/33.78  																														|
% 68.99/33.78  																														|-The branch is then unsatisfiable
% 68.99/33.78  																													|-Branch two:
% 68.99/33.78  																													| (632)  ~ (all_0_55_55 = e1)
% 68.99/33.78  																													| (2336) all_0_55_55 = e3
% 68.99/33.78  																													|
% 68.99/33.78  																														| Equations (2336) can reduce 93 to:
% 68.99/33.78  																														| (411)  ~ (all_0_50_50 = e3)
% 68.99/33.78  																														|
% 68.99/33.78  																														| Equations (2336) can reduce 632 to:
% 68.99/33.78  																														| (213)  ~ (e3 = e1)
% 68.99/33.78  																														|
% 68.99/33.78  																														+-Applying beta-rule and splitting (168), into two cases.
% 68.99/33.78  																														|-Branch one:
% 68.99/33.78  																														| (415) all_0_50_50 = e3
% 68.99/33.78  																														|
% 68.99/33.78  																															| Equations (415) can reduce 411 to:
% 68.99/33.78  																															| (266) $false
% 68.99/33.78  																															|
% 68.99/33.78  																															|-The branch is then unsatisfiable
% 68.99/33.78  																														|-Branch two:
% 68.99/33.78  																														| (411)  ~ (all_0_50_50 = e3)
% 68.99/33.78  																														| (418) all_0_51_51 = e3 | all_0_53_53 = e3
% 68.99/33.78  																														|
% 68.99/33.78  																															+-Applying beta-rule and splitting (180), into two cases.
% 68.99/33.78  																															|-Branch one:
% 68.99/33.78  																															| (516) all_0_42_42 = e3
% 68.99/33.78  																															|
% 68.99/33.78  																																| Equations (516) can reduce 1890 to:
% 68.99/33.78  																																| (277)  ~ (e4 = e3)
% 68.99/33.78  																																|
% 68.99/33.78  																																| Simplifying 277 yields:
% 68.99/33.78  																																| (188)  ~ (e4 = e3)
% 68.99/33.78  																																|
% 68.99/33.78  																																| Equations (516) can reduce 358 to:
% 68.99/33.78  																																| (80)  ~ (e3 = e0)
% 68.99/33.78  																																|
% 68.99/33.78  																																+-Applying beta-rule and splitting (26), into two cases.
% 68.99/33.78  																																|-Branch one:
% 68.99/33.78  																																| (446) all_0_44_44 = e4
% 68.99/33.78  																																|
% 68.99/33.78  																																	| Equations (446) can reduce 1390 to:
% 68.99/33.78  																																	| (266) $false
% 68.99/33.78  																																	|
% 68.99/33.78  																																	|-The branch is then unsatisfiable
% 68.99/33.78  																																|-Branch two:
% 68.99/33.78  																																| (1390)  ~ (all_0_44_44 = e4)
% 68.99/33.78  																																| (1391) all_0_44_44 = e3 | all_0_44_44 = e1 | all_0_44_44 = e0
% 68.99/33.78  																																|
% 68.99/33.78  																																	+-Applying beta-rule and splitting (241), into two cases.
% 68.99/33.78  																																	|-Branch one:
% 68.99/33.78  																																	| (378) all_0_50_50 = e2
% 68.99/33.78  																																	|
% 68.99/33.78  																																		| Equations (378) can reduce 302 to:
% 68.99/33.78  																																		| (266) $false
% 68.99/33.78  																																		|
% 68.99/33.78  																																		|-The branch is then unsatisfiable
% 68.99/33.78  																																	|-Branch two:
% 68.99/33.78  																																	| (302)  ~ (all_0_50_50 = e2)
% 68.99/33.78  																																	| (422) all_0_50_50 = e4 | all_0_50_50 = e3 | all_0_50_50 = e1
% 68.99/33.78  																																	|
% 68.99/33.78  																																		+-Applying beta-rule and splitting (75), into two cases.
% 68.99/33.78  																																		|-Branch one:
% 68.99/33.78  																																		| (485) all_0_40_40 = e0
% 68.99/33.78  																																		|
% 68.99/33.78  																																			| Combining equations (485,1378) yields a new equation:
% 68.99/33.78  																																			| (397) e4 = e0
% 68.99/33.78  																																			|
% 68.99/33.78  																																			| Equations (397) can reduce 49 to:
% 68.99/33.78  																																			| (266) $false
% 68.99/33.78  																																			|
% 68.99/33.78  																																			|-The branch is then unsatisfiable
% 68.99/33.78  																																		|-Branch two:
% 68.99/33.78  																																		| (1401)  ~ (all_0_40_40 = e0)
% 68.99/33.78  																																		| (1748) all_0_44_44 = e0 | all_0_49_49 = e0 | all_0_58_58 = e0
% 68.99/33.78  																																		|
% 68.99/33.78  																																			| Equations (1378) can reduce 1401 to:
% 68.99/33.78  																																			| (49)  ~ (e4 = e0)
% 68.99/33.78  																																			|
% 68.99/33.78  																																			+-Applying beta-rule and splitting (422), into two cases.
% 68.99/33.78  																																			|-Branch one:
% 68.99/33.78  																																			| (775) all_0_50_50 = e4
% 68.99/33.78  																																			|
% 68.99/33.78  																																				| Equations (775) can reduce 566 to:
% 68.99/33.78  																																				| (266) $false
% 68.99/33.78  																																				|
% 68.99/33.78  																																				|-The branch is then unsatisfiable
% 68.99/33.78  																																			|-Branch two:
% 68.99/33.78  																																			| (566)  ~ (all_0_50_50 = e4)
% 68.99/33.78  																																			| (1444) all_0_50_50 = e3 | all_0_50_50 = e1
% 68.99/33.78  																																			|
% 68.99/33.78  																																				+-Applying beta-rule and splitting (103), into two cases.
% 68.99/33.78  																																				|-Branch one:
% 68.99/33.78  																																				| (453) all_0_41_41 = e1
% 68.99/33.78  																																				|
% 68.99/33.78  																																					| Combining equations (453,437) yields a new equation:
% 68.99/33.78  																																					| (630) e4 = e1
% 68.99/33.78  																																					|
% 68.99/33.78  																																					| Equations (630) can reduce 110 to:
% 68.99/33.78  																																					| (266) $false
% 68.99/33.78  																																					|
% 68.99/33.78  																																					|-The branch is then unsatisfiable
% 68.99/33.78  																																				|-Branch two:
% 68.99/33.78  																																				| (457)  ~ (all_0_41_41 = e1)
% 68.99/33.78  																																				| (458) all_0_42_42 = e1 | all_0_43_43 = e1 | all_0_44_44 = e1
% 68.99/33.78  																																				|
% 68.99/33.78  																																					| Equations (437) can reduce 457 to:
% 68.99/33.78  																																					| (110)  ~ (e4 = e1)
% 68.99/33.78  																																					|
% 68.99/33.78  																																					+-Applying beta-rule and splitting (18), into two cases.
% 68.99/33.78  																																					|-Branch one:
% 68.99/33.78  																																					| (453) all_0_41_41 = e1
% 68.99/33.78  																																					|
% 68.99/33.78  																																						| Combining equations (453,437) yields a new equation:
% 68.99/33.78  																																						| (630) e4 = e1
% 68.99/33.78  																																						|
% 68.99/33.78  																																						| Equations (630) can reduce 110 to:
% 68.99/33.78  																																						| (266) $false
% 68.99/33.78  																																						|
% 68.99/33.78  																																						|-The branch is then unsatisfiable
% 68.99/33.78  																																					|-Branch two:
% 68.99/33.78  																																					| (457)  ~ (all_0_41_41 = e1)
% 68.99/33.78  																																					| (595) all_0_46_46 = e1 | all_0_50_50 = e1 | all_0_55_55 = e1
% 68.99/33.78  																																					|
% 68.99/33.78  																																						+-Applying beta-rule and splitting (125), into two cases.
% 68.99/33.78  																																						|-Branch one:
% 68.99/33.78  																																						| (858) all_0_55_55 = e0
% 68.99/33.78  																																						|
% 68.99/33.78  																																							| Combining equations (858,2336) yields a new equation:
% 68.99/33.78  																																							| (676) e3 = e0
% 68.99/33.78  																																							|
% 68.99/33.78  																																							| Equations (676) can reduce 80 to:
% 68.99/33.78  																																							| (266) $false
% 68.99/33.78  																																							|
% 68.99/33.78  																																							|-The branch is then unsatisfiable
% 68.99/33.78  																																						|-Branch two:
% 68.99/33.78  																																						| (803)  ~ (all_0_55_55 = e0)
% 68.99/33.78  																																						| (863) all_0_56_56 = e0 | all_0_57_57 = e0 | all_0_58_58 = e0
% 68.99/33.78  																																						|
% 68.99/33.78  																																							+-Applying beta-rule and splitting (458), into two cases.
% 68.99/33.78  																																							|-Branch one:
% 68.99/33.78  																																							| (459) all_0_42_42 = e1
% 68.99/33.78  																																							|
% 68.99/33.78  																																								| Combining equations (459,516) yields a new equation:
% 68.99/33.78  																																								| (455) e3 = e1
% 68.99/33.78  																																								|
% 68.99/33.78  																																								| Equations (455) can reduce 213 to:
% 68.99/33.78  																																								| (266) $false
% 68.99/33.78  																																								|
% 68.99/33.78  																																								|-The branch is then unsatisfiable
% 68.99/33.78  																																							|-Branch two:
% 68.99/33.78  																																							| (1380)  ~ (all_0_42_42 = e1)
% 68.99/33.78  																																							| (1381) all_0_43_43 = e1 | all_0_44_44 = e1
% 68.99/33.78  																																							|
% 68.99/33.78  																																								+-Applying beta-rule and splitting (1381), into two cases.
% 68.99/33.78  																																								|-Branch one:
% 68.99/33.78  																																								| (430) all_0_43_43 = e1
% 68.99/33.78  																																								|
% 68.99/33.78  																																									| Combining equations (430,356) yields a new equation:
% 68.99/33.78  																																									| (546) e1 = e0
% 68.99/33.78  																																									|
% 68.99/33.78  																																									| Simplifying 546 yields:
% 68.99/33.78  																																									| (431) e1 = e0
% 68.99/33.78  																																									|
% 68.99/33.78  																																									| Equations (431) can reduce 233 to:
% 68.99/33.78  																																									| (266) $false
% 68.99/33.79  																																									|
% 68.99/33.79  																																									|-The branch is then unsatisfiable
% 68.99/33.79  																																								|-Branch two:
% 68.99/33.79  																																								| (433)  ~ (all_0_43_43 = e1)
% 68.99/33.79  																																								| (635) all_0_44_44 = e1
% 68.99/33.79  																																								|
% 68.99/33.79  																																									| Equations (635) can reduce 9 to:
% 68.99/33.79  																																									| (1419)  ~ (all_0_49_49 = e1)
% 68.99/33.79  																																									|
% 68.99/33.79  																																									| Simplifying 1419 yields:
% 68.99/33.79  																																									| (1064)  ~ (all_0_49_49 = e1)
% 68.99/33.79  																																									|
% 68.99/33.79  																																									| Equations (635) can reduce 220 to:
% 68.99/33.79  																																									| (1458)  ~ (all_0_53_53 = e1)
% 68.99/33.79  																																									|
% 68.99/33.79  																																									| Simplifying 1458 yields:
% 68.99/33.79  																																									| (1459)  ~ (all_0_53_53 = e1)
% 68.99/33.79  																																									|
% 68.99/33.79  																																									| Equations (635) can reduce 1390 to:
% 68.99/33.79  																																									| (602)  ~ (e4 = e1)
% 68.99/33.79  																																									|
% 68.99/33.79  																																									| Simplifying 602 yields:
% 68.99/33.79  																																									| (110)  ~ (e4 = e1)
% 68.99/33.79  																																									|
% 68.99/33.79  																																									| Equations (635) can reduce 147 to:
% 68.99/33.79  																																									| (604)  ~ (e2 = e1)
% 68.99/33.79  																																									|
% 68.99/33.79  																																									| Simplifying 604 yields:
% 68.99/33.79  																																									| (122)  ~ (e2 = e1)
% 68.99/33.79  																																									|
% 68.99/33.79  																																									| From (635) and (138) follows:
% 68.99/33.79  																																									| (1423) op(e3, e0) = e1
% 68.99/33.79  																																									|
% 68.99/33.79  																																									+-Applying beta-rule and splitting (160), into two cases.
% 68.99/33.79  																																									|-Branch one:
% 68.99/33.79  																																									| (601) all_0_50_50 = e1
% 68.99/33.79  																																									|
% 68.99/33.79  																																										| Equations (601) can reduce 566 to:
% 68.99/33.79  																																										| (602)  ~ (e4 = e1)
% 68.99/33.79  																																										|
% 68.99/33.79  																																										| Simplifying 602 yields:
% 68.99/33.79  																																										| (110)  ~ (e4 = e1)
% 68.99/33.79  																																										|
% 68.99/33.79  																																										| Equations (601) can reduce 411 to:
% 68.99/33.79  																																										| (467)  ~ (e3 = e1)
% 68.99/33.79  																																										|
% 68.99/33.79  																																										| Simplifying 467 yields:
% 68.99/33.79  																																										| (213)  ~ (e3 = e1)
% 68.99/33.79  																																										|
% 68.99/33.79  																																										| Equations (601) can reduce 121 to:
% 68.99/33.79  																																										| (233)  ~ (e1 = e0)
% 68.99/33.79  																																										|
% 68.99/33.79  																																										+-Applying beta-rule and splitting (131), into two cases.
% 68.99/33.79  																																										|-Branch one:
% 68.99/33.79  																																										| (459) all_0_42_42 = e1
% 68.99/33.79  																																										|
% 68.99/33.79  																																											| Combining equations (459,516) yields a new equation:
% 68.99/33.79  																																											| (455) e3 = e1
% 68.99/33.79  																																											|
% 68.99/33.79  																																											| Equations (455) can reduce 213 to:
% 68.99/33.79  																																											| (266) $false
% 68.99/33.79  																																											|
% 68.99/33.79  																																											|-The branch is then unsatisfiable
% 68.99/33.79  																																										|-Branch two:
% 68.99/33.79  																																										| (1380)  ~ (all_0_42_42 = e1)
% 68.99/33.79  																																										| (3259) all_0_47_47 = e1 | all_0_51_51 = e1 | all_0_56_56 = e1
% 68.99/33.79  																																										|
% 68.99/33.79  																																											+-Applying beta-rule and splitting (3259), into two cases.
% 68.99/33.79  																																											|-Branch one:
% 68.99/33.79  																																											| (654) all_0_47_47 = e1
% 68.99/33.79  																																											|
% 68.99/33.79  																																												| Equations (654) can reduce 86 to:
% 68.99/33.79  																																												| (1419)  ~ (all_0_49_49 = e1)
% 68.99/33.79  																																												|
% 68.99/33.79  																																												| Simplifying 1419 yields:
% 68.99/33.79  																																												| (1064)  ~ (all_0_49_49 = e1)
% 68.99/33.79  																																												|
% 68.99/33.79  																																												| Equations (654) can reduce 91 to:
% 68.99/33.79  																																												| (465)  ~ (all_0_56_56 = e1)
% 68.99/33.79  																																												|
% 68.99/33.79  																																												| Simplifying 465 yields:
% 68.99/33.79  																																												| (466)  ~ (all_0_56_56 = e1)
% 68.99/33.79  																																												|
% 68.99/33.79  																																												| Equations (654) can reduce 338 to:
% 68.99/33.79  																																												| (604)  ~ (e2 = e1)
% 68.99/33.79  																																												|
% 68.99/33.79  																																												| Simplifying 604 yields:
% 68.99/33.79  																																												| (122)  ~ (e2 = e1)
% 68.99/33.79  																																												|
% 68.99/33.79  																																												+-Applying beta-rule and splitting (184), into two cases.
% 68.99/33.79  																																												|-Branch one:
% 68.99/33.79  																																												| (538) all_0_46_46 = e0
% 68.99/33.79  																																												|
% 68.99/33.79  																																													| Combining equations (1794,538) yields a new equation:
% 68.99/33.79  																																													| (391) e2 = e0
% 68.99/33.79  																																													|
% 68.99/33.79  																																													| Simplifying 391 yields:
% 68.99/33.79  																																													| (330) e2 = e0
% 68.99/33.79  																																													|
% 68.99/33.79  																																													| Equations (330) can reduce 128 to:
% 68.99/33.79  																																													| (266) $false
% 68.99/33.79  																																													|
% 68.99/33.79  																																													|-The branch is then unsatisfiable
% 68.99/33.79  																																												|-Branch two:
% 68.99/33.79  																																												| (831)  ~ (all_0_46_46 = e0)
% 68.99/33.79  																																												| (832) all_0_47_47 = e0 | all_0_48_48 = e0 | all_0_49_49 = e0
% 68.99/33.79  																																												|
% 68.99/33.79  																																													+-Applying beta-rule and splitting (54), into two cases.
% 68.99/33.79  																																													|-Branch one:
% 68.99/33.79  																																													| (583) all_0_49_49 = e2
% 68.99/33.79  																																													|
% 68.99/33.79  																																														| Equations (583) can reduce 340 to:
% 68.99/33.79  																																														| (266) $false
% 68.99/33.79  																																														|
% 68.99/33.79  																																														|-The branch is then unsatisfiable
% 68.99/33.79  																																													|-Branch two:
% 68.99/33.79  																																													| (340)  ~ (all_0_49_49 = e2)
% 68.99/33.79  																																													| (586) all_0_49_49 = e4 | all_0_49_49 = e3 | all_0_49_49 = e1 | all_0_49_49 = e0
% 68.99/33.79  																																													|
% 68.99/33.79  																																														+-Applying beta-rule and splitting (832), into two cases.
% 68.99/33.79  																																														|-Branch one:
% 68.99/33.79  																																														| (674) all_0_47_47 = e0
% 68.99/33.79  																																														|
% 68.99/33.79  																																															| Combining equations (654,674) yields a new equation:
% 68.99/33.79  																																															| (546) e1 = e0
% 68.99/33.79  																																															|
% 68.99/33.79  																																															| Simplifying 546 yields:
% 68.99/33.79  																																															| (431) e1 = e0
% 68.99/33.79  																																															|
% 68.99/33.79  																																															| Equations (431) can reduce 233 to:
% 68.99/33.79  																																															| (266) $false
% 68.99/33.79  																																															|
% 68.99/33.79  																																															|-The branch is then unsatisfiable
% 68.99/33.79  																																														|-Branch two:
% 68.99/33.79  																																														| (678)  ~ (all_0_47_47 = e0)
% 68.99/33.79  																																														| (1278) all_0_48_48 = e0 | all_0_49_49 = e0
% 68.99/33.79  																																														|
% 68.99/33.79  																																															+-Applying beta-rule and splitting (1278), into two cases.
% 68.99/33.79  																																															|-Branch one:
% 68.99/33.79  																																															| (1279) all_0_48_48 = e0
% 68.99/33.79  																																															|
% 68.99/33.79  																																																| Combining equations (943,1279) yields a new equation:
% 68.99/33.79  																																																| (481) e4 = e0
% 68.99/33.79  																																																|
% 68.99/33.79  																																																| Simplifying 481 yields:
% 68.99/33.79  																																																| (397) e4 = e0
% 68.99/33.79  																																																|
% 68.99/33.79  																																																| Equations (397) can reduce 49 to:
% 68.99/33.79  																																																| (266) $false
% 68.99/33.79  																																																|
% 68.99/33.79  																																																|-The branch is then unsatisfiable
% 68.99/33.79  																																															|-Branch two:
% 68.99/33.79  																																															| (1283)  ~ (all_0_48_48 = e0)
% 68.99/33.79  																																															| (978) all_0_49_49 = e0
% 68.99/33.79  																																															|
% 68.99/33.79  																																																| Equations (978) can reduce 340 to:
% 68.99/33.79  																																																| (365)  ~ (e2 = e0)
% 68.99/33.79  																																																|
% 68.99/33.79  																																																| Simplifying 365 yields:
% 68.99/33.79  																																																| (128)  ~ (e2 = e0)
% 68.99/33.79  																																																|
% 68.99/33.79  																																																| Equations (978) can reduce 1064 to:
% 68.99/33.79  																																																| (435)  ~ (e1 = e0)
% 68.99/33.79  																																																|
% 68.99/33.79  																																																| Simplifying 435 yields:
% 68.99/33.79  																																																| (233)  ~ (e1 = e0)
% 68.99/33.79  																																																|
% 68.99/33.79  																																																+-Applying beta-rule and splitting (418), into two cases.
% 68.99/33.79  																																																|-Branch one:
% 68.99/33.79  																																																| (660) all_0_51_51 = e3
% 68.99/33.79  																																																|
% 68.99/33.79  																																																	| Combining equations (1101,660) yields a new equation:
% 68.99/33.79  																																																	| (424) e4 = e3
% 68.99/33.79  																																																	|
% 68.99/33.79  																																																	| Simplifying 424 yields:
% 68.99/33.79  																																																	| (425) e4 = e3
% 68.99/33.79  																																																	|
% 68.99/33.79  																																																	| Equations (425) can reduce 188 to:
% 68.99/33.79  																																																	| (266) $false
% 68.99/33.79  																																																	|
% 68.99/33.79  																																																	|-The branch is then unsatisfiable
% 68.99/33.79  																																																|-Branch two:
% 68.99/33.79  																																																| (664)  ~ (all_0_51_51 = e3)
% 68.99/33.79  																																																| (665) all_0_53_53 = e3
% 68.99/33.79  																																																|
% 68.99/33.79  																																																	| From (665) and (84) follows:
% 68.99/33.79  																																																	| (3786) op(e1, e0) = e3
% 68.99/33.79  																																																	|
% 68.99/33.79  																																																	+-Applying beta-rule and splitting (863), into two cases.
% 68.99/33.79  																																																	|-Branch one:
% 68.99/33.79  																																																	| (679) all_0_56_56 = e0
% 68.99/33.79  																																																	|
% 68.99/33.79  																																																		| Equations (679) can reduce 466 to:
% 68.99/33.79  																																																		| (435)  ~ (e1 = e0)
% 68.99/33.79  																																																		|
% 68.99/33.79  																																																		| Simplifying 435 yields:
% 68.99/33.79  																																																		| (233)  ~ (e1 = e0)
% 68.99/33.79  																																																		|
% 68.99/33.79  																																																		+-Applying beta-rule and splitting (56), into two cases.
% 68.99/33.79  																																																		|-Branch one:
% 68.99/33.79  																																																		| (696) unit = e2
% 68.99/33.79  																																																		|
% 68.99/33.79  																																																			| From (696) and (244) follows:
% 68.99/33.79  																																																			| (264) op(e2, e4) = e4
% 68.99/33.79  																																																			|
% 68.99/33.79  																																																			| From (696) and (24) follows:
% 68.99/33.79  																																																			| (697) op(e2, e3) = e3
% 68.99/33.79  																																																			|
% 68.99/33.79  																																																			| From (696) and (28) follows:
% 68.99/33.79  																																																			| (699) op(e1, e2) = e1
% 68.99/33.79  																																																			|
% 68.99/33.79  																																																			| Instantiating formula (29) with e2, e4, e4, e3 and discharging atoms op(e2, e4) = e4, op(e2, e4) = e3, yields:
% 68.99/33.79  																																																			| (425) e4 = e3
% 68.99/33.79  																																																			|
% 68.99/33.79  																																																			| Instantiating formula (29) with e2, e3, e3, e2 and discharging atoms op(e2, e3) = e3, op(e2, e3) = e2, yields:
% 68.99/33.79  																																																			| (662) e3 = e2
% 68.99/33.79  																																																			|
% 68.99/33.79  																																																			| Instantiating formula (29) with e1, e2, e1, e4 and discharging atoms op(e1, e2) = e4, op(e1, e2) = e1, yields:
% 68.99/33.79  																																																			| (630) e4 = e1
% 68.99/33.79  																																																			|
% 68.99/33.79  																																																			| Combining equations (425,630) yields a new equation:
% 68.99/33.79  																																																			| (454) e3 = e1
% 68.99/33.79  																																																			|
% 68.99/33.79  																																																			| Simplifying 454 yields:
% 68.99/33.79  																																																			| (455) e3 = e1
% 68.99/33.79  																																																			|
% 68.99/33.79  																																																			| Combining equations (455,662) yields a new equation:
% 68.99/33.79  																																																			| (617) e2 = e1
% 68.99/33.79  																																																			|
% 68.99/33.79  																																																			| Equations (617) can reduce 122 to:
% 68.99/33.79  																																																			| (266) $false
% 68.99/33.79  																																																			|
% 68.99/33.79  																																																			|-The branch is then unsatisfiable
% 68.99/33.79  																																																		|-Branch two:
% 68.99/33.79  																																																		| (707)  ~ (unit = e2)
% 68.99/33.79  																																																		| (708) unit = e4 | unit = e3 | unit = e1 | unit = e0
% 68.99/33.79  																																																		|
% 68.99/33.79  																																																			+-Applying beta-rule and splitting (708), into two cases.
% 68.99/33.79  																																																			|-Branch one:
% 68.99/33.79  																																																			| (709) unit = e4
% 68.99/33.79  																																																			|
% 68.99/33.79  																																																				| From (709) and (24) follows:
% 68.99/33.79  																																																				| (33325) op(e4, e3) = e3
% 68.99/33.79  																																																				|
% 68.99/33.79  																																																				| From (709) and (211) follows:
% 68.99/33.79  																																																				| (22527) op(e4, e1) = e1
% 68.99/33.79  																																																				|
% 68.99/33.79  																																																				| Instantiating formula (29) with e4, e3, e3, e0 and discharging atoms op(e4, e3) = e3, op(e4, e3) = e0, yields:
% 68.99/33.79  																																																				| (676) e3 = e0
% 68.99/33.79  																																																				|
% 68.99/33.79  																																																				| Instantiating formula (29) with e4, e1, e1, e3 and discharging atoms op(e4, e1) = e3, op(e4, e1) = e1, yields:
% 68.99/33.79  																																																				| (455) e3 = e1
% 68.99/33.79  																																																				|
% 68.99/33.79  																																																				| Combining equations (455,676) yields a new equation:
% 68.99/33.79  																																																				| (546) e1 = e0
% 68.99/33.79  																																																				|
% 68.99/33.79  																																																				| Simplifying 546 yields:
% 68.99/33.79  																																																				| (431) e1 = e0
% 68.99/33.79  																																																				|
% 68.99/33.79  																																																				| Equations (431) can reduce 233 to:
% 68.99/33.79  																																																				| (266) $false
% 68.99/33.79  																																																				|
% 68.99/33.79  																																																				|-The branch is then unsatisfiable
% 68.99/33.79  																																																			|-Branch two:
% 68.99/33.79  																																																			| (724)  ~ (unit = e4)
% 68.99/33.79  																																																			| (725) unit = e3 | unit = e1 | unit = e0
% 68.99/33.79  																																																			|
% 68.99/33.79  																																																				+-Applying beta-rule and splitting (725), into two cases.
% 68.99/33.79  																																																				|-Branch one:
% 68.99/33.79  																																																				| (726) unit = e0
% 68.99/33.79  																																																				|
% 68.99/33.79  																																																					| Equations (726) can reduce 707 to:
% 68.99/33.79  																																																					| (365)  ~ (e2 = e0)
% 68.99/33.79  																																																					|
% 68.99/33.79  																																																					| Simplifying 365 yields:
% 68.99/33.79  																																																					| (128)  ~ (e2 = e0)
% 68.99/33.79  																																																					|
% 68.99/33.79  																																																					| From (726) and (42) follows:
% 68.99/33.79  																																																					| (728) op(e0, e0) = e0
% 68.99/33.79  																																																					|
% 68.99/33.79  																																																					| Instantiating formula (29) with e0, e0, e0, e2 and discharging atoms op(e0, e0) = e2, op(e0, e0) = e0, yields:
% 68.99/33.79  																																																					| (330) e2 = e0
% 68.99/33.79  																																																					|
% 68.99/33.79  																																																					| Equations (330) can reduce 128 to:
% 68.99/33.79  																																																					| (266) $false
% 68.99/33.79  																																																					|
% 68.99/33.79  																																																					|-The branch is then unsatisfiable
% 68.99/33.79  																																																				|-Branch two:
% 68.99/33.79  																																																				| (734)  ~ (unit = e0)
% 68.99/33.79  																																																				| (735) unit = e3 | unit = e1
% 68.99/33.79  																																																				|
% 68.99/33.79  																																																					+-Applying beta-rule and splitting (735), into two cases.
% 68.99/33.79  																																																					|-Branch one:
% 68.99/33.79  																																																					| (736) unit = e1
% 68.99/33.79  																																																					|
% 68.99/33.79  																																																						| Equations (736) can reduce 734 to:
% 68.99/33.79  																																																						| (233)  ~ (e1 = e0)
% 68.99/33.79  																																																						|
% 68.99/33.79  																																																						| From (736) and (15) follows:
% 68.99/33.79  																																																						| (515) op(e1, e2) = e2
% 68.99/33.79  																																																						|
% 68.99/33.79  																																																						| From (736) and (209) follows:
% 68.99/33.79  																																																						| (2715) op(e1, e0) = e0
% 68.99/33.79  																																																						|
% 68.99/33.79  																																																						| From (736) and (227) follows:
% 68.99/33.79  																																																						| (739) op(e4, e1) = e4
% 68.99/33.79  																																																						|
% 68.99/33.79  																																																						| From (736) and (28) follows:
% 68.99/33.79  																																																						| (740) op(e1, e1) = e1
% 68.99/33.79  																																																						|
% 68.99/33.79  																																																						| Instantiating formula (29) with e4, e1, e4, e3 and discharging atoms op(e4, e1) = e4, op(e4, e1) = e3, yields:
% 68.99/33.79  																																																						| (425) e4 = e3
% 68.99/33.79  																																																						|
% 68.99/33.79  																																																						| Instantiating formula (29) with e1, e2, e2, e4 and discharging atoms op(e1, e2) = e4, op(e1, e2) = e2, yields:
% 68.99/33.79  																																																						| (323) e4 = e2
% 68.99/33.79  																																																						|
% 68.99/33.79  																																																						| Instantiating formula (29) with e1, e1, e1, e2 and discharging atoms op(e1, e1) = e2, op(e1, e1) = e1, yields:
% 68.99/33.79  																																																						| (617) e2 = e1
% 68.99/33.79  																																																						|
% 68.99/33.79  																																																						| Instantiating formula (29) with e1, e0, e0, e3 and discharging atoms op(e1, e0) = e3, op(e1, e0) = e0, yields:
% 68.99/33.79  																																																						| (676) e3 = e0
% 68.99/33.79  																																																						|
% 68.99/33.79  																																																						| Combining equations (425,323) yields a new equation:
% 68.99/33.79  																																																						| (661) e3 = e2
% 68.99/33.79  																																																						|
% 68.99/33.79  																																																						| Simplifying 661 yields:
% 68.99/33.79  																																																						| (662) e3 = e2
% 68.99/33.79  																																																						|
% 68.99/33.79  																																																						| Combining equations (662,676) yields a new equation:
% 68.99/33.79  																																																						| (391) e2 = e0
% 68.99/33.79  																																																						|
% 68.99/33.79  																																																						| Simplifying 391 yields:
% 68.99/33.79  																																																						| (330) e2 = e0
% 68.99/33.79  																																																						|
% 68.99/33.79  																																																						| Combining equations (330,617) yields a new equation:
% 68.99/33.79  																																																						| (431) e1 = e0
% 68.99/33.79  																																																						|
% 68.99/33.79  																																																						| Equations (431) can reduce 233 to:
% 68.99/33.79  																																																						| (266) $false
% 68.99/33.79  																																																						|
% 68.99/33.79  																																																						|-The branch is then unsatisfiable
% 68.99/33.79  																																																					|-Branch two:
% 68.99/33.79  																																																					| (748)  ~ (unit = e1)
% 68.99/33.79  																																																					| (749) unit = e3
% 68.99/33.79  																																																					|
% 68.99/33.79  																																																						| From (749) and (209) follows:
% 68.99/33.79  																																																						| (1667) op(e3, e0) = e0
% 68.99/33.79  																																																						|
% 68.99/33.79  																																																						| Instantiating formula (29) with e3, e0, e0, e1 and discharging atoms op(e3, e0) = e1, op(e3, e0) = e0, yields:
% 68.99/33.79  																																																						| (431) e1 = e0
% 68.99/33.79  																																																						|
% 68.99/33.79  																																																						| Equations (431) can reduce 233 to:
% 68.99/33.79  																																																						| (266) $false
% 68.99/33.79  																																																						|
% 68.99/33.79  																																																						|-The branch is then unsatisfiable
% 68.99/33.79  																																																	|-Branch two:
% 68.99/33.79  																																																	| (828)  ~ (all_0_56_56 = e0)
% 68.99/33.79  																																																	| (924) all_0_57_57 = e0 | all_0_58_58 = e0
% 68.99/33.79  																																																	|
% 68.99/33.79  																																																		+-Applying beta-rule and splitting (924), into two cases.
% 68.99/33.79  																																																		|-Branch one:
% 68.99/33.79  																																																		| (875) all_0_57_57 = e0
% 68.99/33.79  																																																		|
% 68.99/33.79  																																																			| Combining equations (647,875) yields a new equation:
% 68.99/33.79  																																																			| (546) e1 = e0
% 68.99/33.79  																																																			|
% 68.99/33.79  																																																			| Simplifying 546 yields:
% 68.99/33.79  																																																			| (431) e1 = e0
% 68.99/33.79  																																																			|
% 68.99/33.79  																																																			| Equations (431) can reduce 233 to:
% 68.99/33.79  																																																			| (266) $false
% 68.99/33.79  																																																			|
% 68.99/33.79  																																																			|-The branch is then unsatisfiable
% 68.99/33.79  																																																		|-Branch two:
% 68.99/33.79  																																																		| (364)  ~ (all_0_57_57 = e0)
% 68.99/33.79  																																																		| (914) all_0_58_58 = e0
% 68.99/33.79  																																																		|
% 68.99/33.79  																																																			| Combining equations (914,624) yields a new equation:
% 68.99/33.79  																																																			| (330) e2 = e0
% 68.99/33.79  																																																			|
% 68.99/33.79  																																																			| Equations (330) can reduce 128 to:
% 68.99/33.79  																																																			| (266) $false
% 68.99/33.79  																																																			|
% 68.99/33.79  																																																			|-The branch is then unsatisfiable
% 68.99/33.79  																																											|-Branch two:
% 68.99/33.79  																																											| (462)  ~ (all_0_47_47 = e1)
% 68.99/33.79  																																											| (3264) all_0_51_51 = e1 | all_0_56_56 = e1
% 68.99/33.79  																																											|
% 68.99/33.79  																																												+-Applying beta-rule and splitting (3264), into two cases.
% 68.99/33.79  																																												|-Branch one:
% 68.99/33.79  																																												| (1109) all_0_51_51 = e1
% 68.99/33.79  																																												|
% 68.99/33.79  																																													| Combining equations (1101,1109) yields a new equation:
% 68.99/33.79  																																													| (636) e4 = e1
% 68.99/33.79  																																													|
% 68.99/33.79  																																													| Simplifying 636 yields:
% 68.99/33.79  																																													| (630) e4 = e1
% 68.99/33.79  																																													|
% 68.99/33.79  																																													| Equations (630) can reduce 110 to:
% 68.99/33.79  																																													| (266) $false
% 68.99/33.79  																																													|
% 68.99/33.79  																																													|-The branch is then unsatisfiable
% 68.99/33.79  																																												|-Branch two:
% 68.99/33.79  																																												| (464)  ~ (all_0_51_51 = e1)
% 68.99/33.79  																																												| (1569) all_0_56_56 = e1
% 68.99/33.79  																																												|
% 68.99/33.79  																																													| Equations (1569) can reduce 466 to:
% 68.99/33.79  																																													| (266) $false
% 68.99/33.79  																																													|
% 68.99/33.79  																																													|-The branch is then unsatisfiable
% 68.99/33.79  																																									|-Branch two:
% 68.99/33.79  																																									| (759)  ~ (all_0_50_50 = e1)
% 68.99/33.79  																																									| (1168) all_0_51_51 = e1 | all_0_52_52 = e1 | all_0_53_53 = e1
% 68.99/33.79  																																									|
% 68.99/33.79  																																										+-Applying beta-rule and splitting (135), into two cases.
% 68.99/33.79  																																										|-Branch one:
% 68.99/33.79  																																										| (545) all_0_46_46 = e1
% 68.99/33.79  																																										|
% 68.99/33.79  																																											| Combining equations (1794,545) yields a new equation:
% 68.99/33.79  																																											| (616) e2 = e1
% 68.99/33.79  																																											|
% 68.99/33.79  																																											| Simplifying 616 yields:
% 68.99/33.79  																																											| (617) e2 = e1
% 68.99/33.79  																																											|
% 68.99/33.79  																																											| Equations (617) can reduce 122 to:
% 68.99/33.79  																																											| (266) $false
% 68.99/33.79  																																											|
% 68.99/33.79  																																											|-The branch is then unsatisfiable
% 68.99/33.79  																																										|-Branch two:
% 68.99/33.79  																																										| (549)  ~ (all_0_46_46 = e1)
% 68.99/33.79  																																										| (550) all_0_47_47 = e1 | all_0_48_48 = e1 | all_0_49_49 = e1
% 68.99/33.79  																																										|
% 68.99/33.79  																																											+-Applying beta-rule and splitting (550), into two cases.
% 68.99/33.79  																																											|-Branch one:
% 68.99/33.79  																																											| (654) all_0_47_47 = e1
% 68.99/33.79  																																											|
% 68.99/33.79  																																												| Equations (654) can reduce 338 to:
% 68.99/33.79  																																												| (604)  ~ (e2 = e1)
% 68.99/33.79  																																												|
% 68.99/33.79  																																												| Simplifying 604 yields:
% 68.99/33.79  																																												| (122)  ~ (e2 = e1)
% 68.99/33.79  																																												|
% 68.99/33.79  																																												+-Applying beta-rule and splitting (418), into two cases.
% 68.99/33.79  																																												|-Branch one:
% 68.99/33.79  																																												| (660) all_0_51_51 = e3
% 68.99/33.79  																																												|
% 68.99/33.79  																																													| Combining equations (1101,660) yields a new equation:
% 68.99/33.79  																																													| (424) e4 = e3
% 68.99/33.79  																																													|
% 68.99/33.79  																																													| Simplifying 424 yields:
% 68.99/33.79  																																													| (425) e4 = e3
% 68.99/33.79  																																													|
% 68.99/33.79  																																													| Equations (425) can reduce 188 to:
% 68.99/33.79  																																													| (266) $false
% 68.99/33.79  																																													|
% 68.99/33.79  																																													|-The branch is then unsatisfiable
% 68.99/33.79  																																												|-Branch two:
% 68.99/33.79  																																												| (664)  ~ (all_0_51_51 = e3)
% 68.99/33.79  																																												| (665) all_0_53_53 = e3
% 68.99/33.79  																																												|
% 68.99/33.79  																																													| Equations (665) can reduce 1459 to:
% 68.99/33.79  																																													| (213)  ~ (e3 = e1)
% 68.99/33.79  																																													|
% 68.99/33.79  																																													+-Applying beta-rule and splitting (595), into two cases.
% 68.99/33.79  																																													|-Branch one:
% 68.99/33.79  																																													| (545) all_0_46_46 = e1
% 68.99/33.79  																																													|
% 68.99/33.79  																																														| Combining equations (1794,545) yields a new equation:
% 68.99/33.79  																																														| (616) e2 = e1
% 68.99/33.79  																																														|
% 68.99/33.79  																																														| Simplifying 616 yields:
% 68.99/33.79  																																														| (617) e2 = e1
% 68.99/33.79  																																														|
% 68.99/33.79  																																														| Equations (617) can reduce 122 to:
% 68.99/33.79  																																														| (266) $false
% 68.99/33.79  																																														|
% 68.99/33.79  																																														|-The branch is then unsatisfiable
% 68.99/33.79  																																													|-Branch two:
% 68.99/33.79  																																													| (549)  ~ (all_0_46_46 = e1)
% 68.99/33.79  																																													| (600) all_0_50_50 = e1 | all_0_55_55 = e1
% 68.99/33.79  																																													|
% 68.99/33.79  																																														+-Applying beta-rule and splitting (600), into two cases.
% 68.99/33.79  																																														|-Branch one:
% 68.99/33.79  																																														| (601) all_0_50_50 = e1
% 68.99/33.79  																																														|
% 68.99/33.79  																																															| Equations (601) can reduce 759 to:
% 68.99/33.79  																																															| (266) $false
% 68.99/33.79  																																															|
% 68.99/33.79  																																															|-The branch is then unsatisfiable
% 68.99/33.79  																																														|-Branch two:
% 68.99/33.79  																																														| (759)  ~ (all_0_50_50 = e1)
% 68.99/33.79  																																														| (629) all_0_55_55 = e1
% 68.99/33.79  																																														|
% 68.99/33.79  																																															| Combining equations (2336,629) yields a new equation:
% 68.99/33.79  																																															| (454) e3 = e1
% 68.99/33.79  																																															|
% 68.99/33.79  																																															| Simplifying 454 yields:
% 68.99/33.79  																																															| (455) e3 = e1
% 68.99/33.79  																																															|
% 68.99/33.79  																																															| Equations (455) can reduce 213 to:
% 68.99/33.79  																																															| (266) $false
% 68.99/33.79  																																															|
% 68.99/33.79  																																															|-The branch is then unsatisfiable
% 68.99/33.79  																																											|-Branch two:
% 68.99/33.79  																																											| (462)  ~ (all_0_47_47 = e1)
% 68.99/33.79  																																											| (659) all_0_48_48 = e1 | all_0_49_49 = e1
% 68.99/33.79  																																											|
% 68.99/33.79  																																												+-Applying beta-rule and splitting (659), into two cases.
% 68.99/33.79  																																												|-Branch one:
% 68.99/33.79  																																												| (615) all_0_48_48 = e1
% 68.99/33.79  																																												|
% 68.99/33.79  																																													| Combining equations (943,615) yields a new equation:
% 68.99/33.79  																																													| (636) e4 = e1
% 68.99/33.79  																																													|
% 68.99/33.79  																																													| Simplifying 636 yields:
% 68.99/33.79  																																													| (630) e4 = e1
% 68.99/33.79  																																													|
% 68.99/33.79  																																													| Equations (630) can reduce 110 to:
% 68.99/33.79  																																													| (266) $false
% 68.99/33.79  																																													|
% 68.99/33.79  																																													|-The branch is then unsatisfiable
% 68.99/33.79  																																												|-Branch two:
% 68.99/33.79  																																												| (619)  ~ (all_0_48_48 = e1)
% 68.99/33.80  																																												| (671) all_0_49_49 = e1
% 68.99/33.80  																																												|
% 68.99/33.80  																																													| Equations (671) can reduce 1064 to:
% 68.99/33.80  																																													| (266) $false
% 68.99/33.80  																																													|
% 68.99/33.80  																																													|-The branch is then unsatisfiable
% 68.99/33.80  																															|-Branch two:
% 68.99/33.80  																															| (405)  ~ (all_0_42_42 = e3)
% 68.99/33.80  																															| (521) all_0_47_47 = e3 | all_0_51_51 = e3 | all_0_56_56 = e3
% 68.99/33.80  																															|
% 68.99/33.80  																																+-Applying beta-rule and splitting (1899), into two cases.
% 68.99/33.80  																																|-Branch one:
% 68.99/33.80  																																| (516) all_0_42_42 = e3
% 68.99/33.80  																																|
% 68.99/33.80  																																	| Equations (516) can reduce 405 to:
% 68.99/33.80  																																	| (266) $false
% 68.99/33.80  																																	|
% 68.99/33.80  																																	|-The branch is then unsatisfiable
% 68.99/33.80  																																|-Branch two:
% 68.99/33.80  																																| (405)  ~ (all_0_42_42 = e3)
% 68.99/33.80  																																| (532) all_0_44_44 = e3
% 68.99/33.80  																																|
% 68.99/33.80  																																	| Equations (532) can reduce 220 to:
% 68.99/33.80  																																	| (1114)  ~ (all_0_53_53 = e3)
% 68.99/33.80  																																	|
% 68.99/33.80  																																	| Simplifying 1114 yields:
% 68.99/33.80  																																	| (903)  ~ (all_0_53_53 = e3)
% 68.99/33.80  																																	|
% 68.99/33.80  																																	| Equations (532) can reduce 1390 to:
% 68.99/33.80  																																	| (277)  ~ (e4 = e3)
% 68.99/33.80  																																	|
% 68.99/33.80  																																	| Simplifying 277 yields:
% 68.99/33.80  																																	| (188)  ~ (e4 = e3)
% 68.99/33.80  																																	|
% 68.99/33.80  																																	+-Applying beta-rule and splitting (418), into two cases.
% 68.99/33.80  																																	|-Branch one:
% 68.99/33.80  																																	| (660) all_0_51_51 = e3
% 68.99/33.80  																																	|
% 68.99/33.80  																																		| Combining equations (1101,660) yields a new equation:
% 68.99/33.80  																																		| (424) e4 = e3
% 68.99/33.80  																																		|
% 68.99/33.80  																																		| Simplifying 424 yields:
% 68.99/33.80  																																		| (425) e4 = e3
% 68.99/33.80  																																		|
% 68.99/33.80  																																		| Equations (425) can reduce 188 to:
% 68.99/33.80  																																		| (266) $false
% 68.99/33.80  																																		|
% 68.99/33.80  																																		|-The branch is then unsatisfiable
% 68.99/33.80  																																	|-Branch two:
% 68.99/33.80  																																	| (664)  ~ (all_0_51_51 = e3)
% 68.99/33.80  																																	| (665) all_0_53_53 = e3
% 68.99/33.80  																																	|
% 68.99/33.80  																																		| Equations (665) can reduce 903 to:
% 68.99/33.80  																																		| (266) $false
% 68.99/33.80  																																		|
% 68.99/33.80  																																		|-The branch is then unsatisfiable
% 68.99/33.80  																						|-Branch two:
% 68.99/33.80  																						| (5470)  ~ (all_0_43_43 = e0)
% 68.99/33.80  																						| (5471) all_0_48_48 = e0 | all_0_57_57 = e0
% 68.99/33.80  																						|
% 68.99/33.80  																							+-Applying beta-rule and splitting (195), into two cases.
% 68.99/33.80  																							|-Branch one:
% 68.99/33.80  																							| (396) all_0_43_43 = e4
% 68.99/33.80  																							|
% 68.99/33.80  																								| Equations (396) can reduce 399 to:
% 68.99/33.80  																								| (266) $false
% 68.99/33.80  																								|
% 68.99/33.80  																								|-The branch is then unsatisfiable
% 68.99/33.80  																							|-Branch two:
% 68.99/33.80  																							| (399)  ~ (all_0_43_43 = e4)
% 68.99/33.80  																							| (6374) all_0_43_43 = e1 | all_0_43_43 = e0
% 68.99/33.80  																							|
% 68.99/33.80  																								+-Applying beta-rule and splitting (5471), into two cases.
% 68.99/33.80  																								|-Branch one:
% 68.99/33.80  																								| (1279) all_0_48_48 = e0
% 68.99/33.80  																								|
% 68.99/33.80  																									| Combining equations (943,1279) yields a new equation:
% 68.99/33.80  																									| (481) e4 = e0
% 68.99/33.80  																									|
% 68.99/33.80  																									| Simplifying 481 yields:
% 68.99/33.80  																									| (397) e4 = e0
% 68.99/33.80  																									|
% 68.99/33.80  																									| Equations (397) can reduce 49 to:
% 68.99/33.80  																									| (266) $false
% 68.99/33.80  																									|
% 68.99/33.80  																									|-The branch is then unsatisfiable
% 68.99/33.80  																								|-Branch two:
% 68.99/33.80  																								| (1283)  ~ (all_0_48_48 = e0)
% 68.99/33.80  																								| (875) all_0_57_57 = e0
% 68.99/33.80  																								|
% 68.99/33.80  																									| Equations (875) can reduce 199 to:
% 68.99/33.80  																									| (5470)  ~ (all_0_43_43 = e0)
% 68.99/33.80  																									|
% 68.99/33.80  																									| Equations (875) can reduce 81 to:
% 68.99/33.80  																									| (803)  ~ (all_0_55_55 = e0)
% 68.99/33.80  																									|
% 68.99/33.80  																									| Equations (875) can reduce 140 to:
% 68.99/33.80  																									| (828)  ~ (all_0_56_56 = e0)
% 68.99/33.80  																									|
% 68.99/33.80  																									| Equations (875) can reduce 839 to:
% 68.99/33.80  																									| (401)  ~ (e4 = e0)
% 68.99/33.80  																									|
% 68.99/33.80  																									| Simplifying 401 yields:
% 68.99/33.80  																									| (49)  ~ (e4 = e0)
% 68.99/33.80  																									|
% 68.99/33.80  																									| Equations (875) can reduce 344 to:
% 68.99/33.80  																									| (365)  ~ (e2 = e0)
% 68.99/33.80  																									|
% 68.99/33.80  																									| Simplifying 365 yields:
% 68.99/33.80  																									| (128)  ~ (e2 = e0)
% 68.99/33.80  																									|
% 68.99/33.80  																									+-Applying beta-rule and splitting (130), into two cases.
% 68.99/33.80  																									|-Branch one:
% 68.99/33.80  																									| (430) all_0_43_43 = e1
% 68.99/33.80  																									|
% 68.99/33.80  																										| Equations (430) can reduce 240 to:
% 68.99/33.80  																										| (1380)  ~ (all_0_42_42 = e1)
% 68.99/33.80  																										|
% 68.99/33.80  																										| Equations (430) can reduce 159 to:
% 68.99/33.80  																										| (4057)  ~ (all_0_44_44 = e1)
% 68.99/33.80  																										|
% 68.99/33.80  																										| Simplifying 4057 yields:
% 68.99/33.80  																										| (639)  ~ (all_0_44_44 = e1)
% 68.99/33.80  																										|
% 68.99/33.80  																										| Equations (430) can reduce 399 to:
% 68.99/33.80  																										| (602)  ~ (e4 = e1)
% 68.99/33.80  																										|
% 68.99/33.80  																										| Simplifying 602 yields:
% 68.99/33.80  																										| (110)  ~ (e4 = e1)
% 68.99/33.80  																										|
% 68.99/33.80  																										| Equations (430) can reduce 96 to:
% 68.99/33.80  																										| (604)  ~ (e2 = e1)
% 68.99/33.80  																										|
% 68.99/33.80  																										| Simplifying 604 yields:
% 68.99/33.80  																										| (122)  ~ (e2 = e1)
% 68.99/33.80  																										|
% 68.99/33.80  																										+-Applying beta-rule and splitting (168), into two cases.
% 68.99/33.80  																										|-Branch one:
% 68.99/33.80  																										| (415) all_0_50_50 = e3
% 68.99/33.80  																										|
% 68.99/33.80  																											| Equations (415) can reduce 190 to:
% 68.99/33.80  																											| (1114)  ~ (all_0_53_53 = e3)
% 68.99/33.80  																											|
% 68.99/33.80  																											| Simplifying 1114 yields:
% 68.99/33.80  																											| (903)  ~ (all_0_53_53 = e3)
% 68.99/33.80  																											|
% 68.99/33.80  																											| Equations (415) can reduce 93 to:
% 68.99/33.80  																											| (269)  ~ (all_0_55_55 = e3)
% 68.99/33.80  																											|
% 68.99/33.80  																											| Simplifying 269 yields:
% 68.99/33.80  																											| (270)  ~ (all_0_55_55 = e3)
% 68.99/33.80  																											|
% 68.99/33.80  																											| Equations (415) can reduce 121 to:
% 68.99/33.80  																											| (80)  ~ (e3 = e0)
% 68.99/33.80  																											|
% 68.99/33.80  																											| From (415) and (242) follows:
% 68.99/33.80  																											| (1934) op(e1, e3) = e3
% 68.99/33.80  																											|
% 68.99/33.80  																											+-Applying beta-rule and splitting (196), into two cases.
% 68.99/33.80  																											|-Branch one:
% 68.99/33.80  																											| (607) all_0_53_53 = e2
% 68.99/33.80  																											|
% 68.99/33.80  																												| Equations (607) can reduce 509 to:
% 68.99/33.80  																												| (266) $false
% 68.99/33.80  																												|
% 68.99/33.80  																												|-The branch is then unsatisfiable
% 68.99/33.80  																											|-Branch two:
% 68.99/33.80  																											| (509)  ~ (all_0_53_53 = e2)
% 68.99/33.80  																											| (610) all_0_53_53 = e4 | all_0_53_53 = e3 | all_0_53_53 = e1
% 68.99/33.80  																											|
% 68.99/33.80  																												+-Applying beta-rule and splitting (189), into two cases.
% 68.99/33.80  																												|-Branch one:
% 68.99/33.80  																												| (532) all_0_44_44 = e3
% 68.99/33.80  																												|
% 68.99/33.80  																													| Equations (532) can reduce 73 to:
% 68.99/33.80  																													| (405)  ~ (all_0_42_42 = e3)
% 68.99/33.80  																													|
% 68.99/33.80  																													| Equations (532) can reduce 147 to:
% 68.99/33.80  																													| (212)  ~ (e3 = e2)
% 68.99/33.80  																													|
% 68.99/33.80  																													| Equations (532) can reduce 639 to:
% 68.99/33.80  																													| (213)  ~ (e3 = e1)
% 68.99/33.80  																													|
% 68.99/33.80  																													+-Applying beta-rule and splitting (160), into two cases.
% 68.99/33.80  																													|-Branch one:
% 68.99/33.80  																													| (601) all_0_50_50 = e1
% 68.99/33.80  																													|
% 68.99/33.80  																														| Combining equations (415,601) yields a new equation:
% 68.99/33.80  																														| (454) e3 = e1
% 68.99/33.80  																														|
% 68.99/33.80  																														| Simplifying 454 yields:
% 68.99/33.80  																														| (455) e3 = e1
% 68.99/33.80  																														|
% 68.99/33.80  																														| Equations (455) can reduce 213 to:
% 68.99/33.80  																														| (266) $false
% 68.99/33.80  																														|
% 68.99/33.80  																														|-The branch is then unsatisfiable
% 68.99/33.80  																													|-Branch two:
% 68.99/33.80  																													| (759)  ~ (all_0_50_50 = e1)
% 68.99/33.80  																													| (1168) all_0_51_51 = e1 | all_0_52_52 = e1 | all_0_53_53 = e1
% 68.99/33.80  																													|
% 68.99/33.80  																														+-Applying beta-rule and splitting (1168), into two cases.
% 68.99/33.80  																														|-Branch one:
% 68.99/33.80  																														| (1109) all_0_51_51 = e1
% 68.99/33.80  																														|
% 68.99/33.80  																															| Combining equations (1101,1109) yields a new equation:
% 68.99/33.80  																															| (636) e4 = e1
% 68.99/33.80  																															|
% 68.99/33.80  																															| Simplifying 636 yields:
% 68.99/33.80  																															| (630) e4 = e1
% 68.99/33.80  																															|
% 68.99/33.80  																															| Equations (630) can reduce 110 to:
% 68.99/33.80  																															| (266) $false
% 68.99/33.80  																															|
% 68.99/33.80  																															|-The branch is then unsatisfiable
% 68.99/33.80  																														|-Branch two:
% 68.99/33.80  																														| (464)  ~ (all_0_51_51 = e1)
% 68.99/33.80  																														| (1202) all_0_52_52 = e1 | all_0_53_53 = e1
% 68.99/33.80  																														|
% 68.99/33.80  																															+-Applying beta-rule and splitting (1202), into two cases.
% 68.99/33.80  																															|-Branch one:
% 68.99/33.80  																															| (642) all_0_52_52 = e1
% 68.99/33.80  																															|
% 68.99/33.80  																																| Combining equations (642,352) yields a new equation:
% 68.99/33.80  																																| (617) e2 = e1
% 68.99/33.80  																																|
% 68.99/33.80  																																| Equations (617) can reduce 122 to:
% 68.99/33.80  																																| (266) $false
% 68.99/33.80  																																|
% 68.99/33.80  																																|-The branch is then unsatisfiable
% 68.99/33.80  																															|-Branch two:
% 68.99/33.80  																															| (646)  ~ (all_0_52_52 = e1)
% 68.99/33.80  																															| (1208) all_0_53_53 = e1
% 68.99/33.80  																															|
% 68.99/33.80  																																| Equations (1208) can reduce 65 to:
% 68.99/33.80  																																| (1064)  ~ (all_0_49_49 = e1)
% 68.99/33.80  																																|
% 68.99/33.80  																																| Equations (1208) can reduce 1453 to:
% 68.99/33.80  																																| (602)  ~ (e4 = e1)
% 68.99/33.80  																																|
% 68.99/33.80  																																| Simplifying 602 yields:
% 68.99/33.80  																																| (110)  ~ (e4 = e1)
% 68.99/33.80  																																|
% 68.99/33.80  																																| Equations (1208) can reduce 509 to:
% 68.99/33.80  																																| (604)  ~ (e2 = e1)
% 68.99/33.80  																																|
% 68.99/33.80  																																| Simplifying 604 yields:
% 68.99/33.80  																																| (122)  ~ (e2 = e1)
% 68.99/33.80  																																|
% 68.99/33.80  																																| Equations (1208) can reduce 247 to:
% 68.99/33.80  																																| (233)  ~ (e1 = e0)
% 68.99/33.80  																																|
% 68.99/33.80  																																+-Applying beta-rule and splitting (135), into two cases.
% 68.99/33.80  																																|-Branch one:
% 68.99/33.80  																																| (545) all_0_46_46 = e1
% 68.99/33.80  																																|
% 68.99/33.80  																																	| Combining equations (545,1794) yields a new equation:
% 68.99/33.80  																																	| (617) e2 = e1
% 68.99/33.80  																																	|
% 68.99/33.80  																																	| Equations (617) can reduce 122 to:
% 68.99/33.80  																																	| (266) $false
% 68.99/33.80  																																	|
% 68.99/33.80  																																	|-The branch is then unsatisfiable
% 68.99/33.80  																																|-Branch two:
% 68.99/33.80  																																| (549)  ~ (all_0_46_46 = e1)
% 68.99/33.80  																																| (550) all_0_47_47 = e1 | all_0_48_48 = e1 | all_0_49_49 = e1
% 68.99/33.80  																																|
% 68.99/33.80  																																	+-Applying beta-rule and splitting (550), into two cases.
% 68.99/33.80  																																	|-Branch one:
% 68.99/33.80  																																	| (654) all_0_47_47 = e1
% 68.99/33.80  																																	|
% 68.99/33.80  																																		| Equations (654) can reduce 198 to:
% 68.99/33.80  																																		| (1380)  ~ (all_0_42_42 = e1)
% 68.99/33.80  																																		|
% 68.99/33.80  																																		| Equations (654) can reduce 86 to:
% 68.99/33.80  																																		| (1419)  ~ (all_0_49_49 = e1)
% 68.99/33.80  																																		|
% 68.99/33.80  																																		| Simplifying 1419 yields:
% 68.99/33.80  																																		| (1064)  ~ (all_0_49_49 = e1)
% 68.99/33.80  																																		|
% 68.99/33.80  																																		| Equations (654) can reduce 91 to:
% 68.99/33.80  																																		| (465)  ~ (all_0_56_56 = e1)
% 68.99/33.80  																																		|
% 68.99/33.80  																																		| Simplifying 465 yields:
% 68.99/33.80  																																		| (466)  ~ (all_0_56_56 = e1)
% 68.99/33.80  																																		|
% 68.99/33.80  																																		| Equations (654) can reduce 338 to:
% 68.99/33.80  																																		| (604)  ~ (e2 = e1)
% 68.99/33.80  																																		|
% 68.99/33.80  																																		| Simplifying 604 yields:
% 68.99/33.80  																																		| (122)  ~ (e2 = e1)
% 68.99/33.80  																																		|
% 68.99/33.80  																																		+-Applying beta-rule and splitting (216), into two cases.
% 68.99/33.80  																																		|-Branch one:
% 68.99/33.80  																																		| (629) all_0_55_55 = e1
% 68.99/33.80  																																		|
% 68.99/33.80  																																			| Equations (629) can reduce 270 to:
% 68.99/33.80  																																			| (467)  ~ (e3 = e1)
% 68.99/33.80  																																			|
% 68.99/33.80  																																			| Simplifying 467 yields:
% 68.99/33.80  																																			| (213)  ~ (e3 = e1)
% 68.99/33.80  																																			|
% 68.99/33.80  																																			| Equations (629) can reduce 803 to:
% 68.99/33.80  																																			| (233)  ~ (e1 = e0)
% 68.99/33.80  																																			|
% 68.99/33.80  																																			| From (629) and (74) follows:
% 68.99/33.80  																																			| (6587) op(e0, e3) = e1
% 68.99/33.80  																																			|
% 68.99/33.80  																																			+-Applying beta-rule and splitting (184), into two cases.
% 68.99/33.80  																																			|-Branch one:
% 68.99/33.80  																																			| (538) all_0_46_46 = e0
% 68.99/33.80  																																			|
% 68.99/33.80  																																				| Combining equations (1794,538) yields a new equation:
% 68.99/33.80  																																				| (391) e2 = e0
% 68.99/33.80  																																				|
% 68.99/33.80  																																				| Simplifying 391 yields:
% 68.99/33.80  																																				| (330) e2 = e0
% 68.99/33.80  																																				|
% 68.99/33.80  																																				| Equations (330) can reduce 128 to:
% 68.99/33.80  																																				| (266) $false
% 68.99/33.80  																																				|
% 68.99/33.80  																																				|-The branch is then unsatisfiable
% 68.99/33.80  																																			|-Branch two:
% 68.99/33.80  																																			| (831)  ~ (all_0_46_46 = e0)
% 68.99/33.80  																																			| (832) all_0_47_47 = e0 | all_0_48_48 = e0 | all_0_49_49 = e0
% 68.99/33.80  																																			|
% 68.99/33.80  																																				+-Applying beta-rule and splitting (832), into two cases.
% 68.99/33.80  																																				|-Branch one:
% 68.99/33.80  																																				| (674) all_0_47_47 = e0
% 68.99/33.80  																																				|
% 68.99/33.80  																																					| Combining equations (654,674) yields a new equation:
% 68.99/33.80  																																					| (546) e1 = e0
% 68.99/33.80  																																					|
% 68.99/33.80  																																					| Simplifying 546 yields:
% 68.99/33.80  																																					| (431) e1 = e0
% 68.99/33.80  																																					|
% 68.99/33.80  																																					| Equations (431) can reduce 233 to:
% 68.99/33.80  																																					| (266) $false
% 68.99/33.80  																																					|
% 68.99/33.80  																																					|-The branch is then unsatisfiable
% 68.99/33.80  																																				|-Branch two:
% 68.99/33.80  																																				| (678)  ~ (all_0_47_47 = e0)
% 68.99/33.80  																																				| (1278) all_0_48_48 = e0 | all_0_49_49 = e0
% 68.99/33.80  																																				|
% 68.99/33.80  																																					+-Applying beta-rule and splitting (152), into two cases.
% 68.99/33.80  																																					|-Branch one:
% 68.99/33.80  																																					| (1392) all_0_42_42 = e4
% 68.99/33.80  																																					|
% 68.99/33.80  																																						| Equations (1392) can reduce 1890 to:
% 68.99/33.80  																																						| (266) $false
% 68.99/33.80  																																						|
% 68.99/33.80  																																						|-The branch is then unsatisfiable
% 68.99/33.80  																																					|-Branch two:
% 68.99/33.80  																																					| (1890)  ~ (all_0_42_42 = e4)
% 68.99/33.80  																																					| (1969) all_0_42_42 = e3 | all_0_42_42 = e1 | all_0_42_42 = e0
% 68.99/33.80  																																					|
% 68.99/33.80  																																						+-Applying beta-rule and splitting (1969), into two cases.
% 68.99/33.80  																																						|-Branch one:
% 68.99/33.80  																																						| (559) all_0_42_42 = e0
% 68.99/33.80  																																						|
% 68.99/33.80  																																							| Equations (559) can reduce 1890 to:
% 68.99/33.80  																																							| (401)  ~ (e4 = e0)
% 68.99/33.80  																																							|
% 68.99/33.80  																																							| Simplifying 401 yields:
% 68.99/33.80  																																							| (49)  ~ (e4 = e0)
% 68.99/33.80  																																							|
% 68.99/33.80  																																							+-Applying beta-rule and splitting (1278), into two cases.
% 68.99/33.80  																																							|-Branch one:
% 68.99/33.80  																																							| (1279) all_0_48_48 = e0
% 68.99/33.80  																																							|
% 68.99/33.80  																																								| Combining equations (943,1279) yields a new equation:
% 68.99/33.80  																																								| (481) e4 = e0
% 68.99/33.80  																																								|
% 68.99/33.80  																																								| Simplifying 481 yields:
% 68.99/33.80  																																								| (397) e4 = e0
% 68.99/33.80  																																								|
% 68.99/33.80  																																								| Equations (397) can reduce 49 to:
% 68.99/33.80  																																								| (266) $false
% 68.99/33.80  																																								|
% 68.99/33.80  																																								|-The branch is then unsatisfiable
% 68.99/33.80  																																							|-Branch two:
% 68.99/33.80  																																							| (1283)  ~ (all_0_48_48 = e0)
% 68.99/33.80  																																							| (978) all_0_49_49 = e0
% 68.99/33.80  																																							|
% 68.99/33.80  																																								| Equations (978) can reduce 1064 to:
% 68.99/33.80  																																								| (435)  ~ (e1 = e0)
% 68.99/33.80  																																								|
% 68.99/33.80  																																								| Simplifying 435 yields:
% 68.99/33.80  																																								| (233)  ~ (e1 = e0)
% 68.99/33.80  																																								|
% 68.99/33.80  																																								+-Applying beta-rule and splitting (62553), into two cases.
% 68.99/33.80  																																								|-Branch one:
% 68.99/33.80  																																								| (2336) all_0_55_55 = e3
% 68.99/33.80  																																								|
% 68.99/33.80  																																									| Combining equations (2336,629) yields a new equation:
% 68.99/33.80  																																									| (454) e3 = e1
% 68.99/33.80  																																									|
% 68.99/33.80  																																									| Simplifying 454 yields:
% 68.99/33.80  																																									| (455) e3 = e1
% 68.99/33.80  																																									|
% 68.99/33.80  																																									| Equations (455) can reduce 213 to:
% 68.99/33.80  																																									| (266) $false
% 68.99/33.80  																																									|
% 68.99/33.80  																																									|-The branch is then unsatisfiable
% 68.99/33.80  																																								|-Branch two:
% 68.99/33.80  																																								| (270)  ~ (all_0_55_55 = e3)
% 68.99/33.80  																																								| (62557) all_0_56_56 = e3 | all_0_58_58 = e3
% 68.99/33.80  																																								|
% 68.99/33.81  																																									+-Applying beta-rule and splitting (62557), into two cases.
% 68.99/33.81  																																									|-Branch one:
% 68.99/33.81  																																									| (1097) all_0_56_56 = e3
% 68.99/33.81  																																									|
% 68.99/33.81  																																										| From (1097) and (111) follows:
% 68.99/33.81  																																										| (65099) op(e0, e2) = e3
% 68.99/33.81  																																										|
% 68.99/33.81  																																										+-Applying beta-rule and splitting (56), into two cases.
% 68.99/33.81  																																										|-Branch one:
% 68.99/33.81  																																										| (696) unit = e2
% 68.99/33.81  																																										|
% 68.99/33.81  																																											| From (696) and (24) follows:
% 68.99/33.81  																																											| (697) op(e2, e3) = e3
% 68.99/33.81  																																											|
% 68.99/33.81  																																											| From (696) and (227) follows:
% 68.99/33.81  																																											| (4284) op(e4, e2) = e4
% 68.99/33.81  																																											|
% 68.99/33.81  																																											| From (696) and (28) follows:
% 68.99/33.81  																																											| (699) op(e1, e2) = e1
% 68.99/33.81  																																											|
% 68.99/33.81  																																											| From (696) and (42) follows:
% 68.99/33.81  																																											| (1613) op(e0, e2) = e0
% 68.99/33.81  																																											|
% 68.99/33.81  																																											| Instantiating formula (29) with e4, e2, e4, e2 and discharging atoms op(e4, e2) = e4, op(e4, e2) = e2, yields:
% 68.99/33.81  																																											| (323) e4 = e2
% 68.99/33.81  																																											|
% 68.99/33.81  																																											| Instantiating formula (29) with e2, e3, e3, e2 and discharging atoms op(e2, e3) = e3, op(e2, e3) = e2, yields:
% 68.99/33.81  																																											| (662) e3 = e2
% 68.99/33.81  																																											|
% 68.99/33.81  																																											| Instantiating formula (29) with e1, e2, e1, e4 and discharging atoms op(e1, e2) = e4, op(e1, e2) = e1, yields:
% 68.99/33.81  																																											| (630) e4 = e1
% 68.99/33.81  																																											|
% 68.99/33.81  																																											| Instantiating formula (29) with e0, e2, e0, e3 and discharging atoms op(e0, e2) = e3, op(e0, e2) = e0, yields:
% 68.99/33.81  																																											| (676) e3 = e0
% 68.99/33.81  																																											|
% 68.99/33.81  																																											| Combining equations (323,630) yields a new equation:
% 68.99/33.81  																																											| (616) e2 = e1
% 68.99/33.81  																																											|
% 68.99/33.81  																																											| Simplifying 616 yields:
% 68.99/33.81  																																											| (617) e2 = e1
% 68.99/33.81  																																											|
% 68.99/33.81  																																											| Combining equations (662,676) yields a new equation:
% 68.99/33.81  																																											| (391) e2 = e0
% 68.99/33.81  																																											|
% 68.99/33.81  																																											| Simplifying 391 yields:
% 68.99/33.81  																																											| (330) e2 = e0
% 68.99/33.81  																																											|
% 68.99/33.81  																																											| Combining equations (330,617) yields a new equation:
% 68.99/33.81  																																											| (431) e1 = e0
% 68.99/33.81  																																											|
% 68.99/33.81  																																											| Equations (431) can reduce 233 to:
% 68.99/33.81  																																											| (266) $false
% 68.99/33.81  																																											|
% 68.99/33.81  																																											|-The branch is then unsatisfiable
% 68.99/33.81  																																										|-Branch two:
% 68.99/33.81  																																										| (707)  ~ (unit = e2)
% 68.99/33.81  																																										| (708) unit = e4 | unit = e3 | unit = e1 | unit = e0
% 68.99/33.81  																																										|
% 68.99/33.81  																																											+-Applying beta-rule and splitting (708), into two cases.
% 68.99/33.81  																																											|-Branch one:
% 68.99/33.81  																																											| (709) unit = e4
% 68.99/33.81  																																											|
% 68.99/33.81  																																												| From (709) and (24) follows:
% 68.99/33.81  																																												| (33325) op(e4, e3) = e3
% 68.99/33.81  																																												|
% 68.99/33.81  																																												| From (709) and (211) follows:
% 68.99/33.81  																																												| (22527) op(e4, e1) = e1
% 68.99/33.81  																																												|
% 68.99/33.81  																																												| Instantiating formula (29) with e4, e3, e3, e0 and discharging atoms op(e4, e3) = e3, op(e4, e3) = e0, yields:
% 68.99/33.81  																																												| (676) e3 = e0
% 68.99/33.81  																																												|
% 68.99/33.81  																																												| Instantiating formula (29) with e4, e1, e1, e3 and discharging atoms op(e4, e1) = e3, op(e4, e1) = e1, yields:
% 68.99/33.81  																																												| (455) e3 = e1
% 68.99/33.81  																																												|
% 68.99/33.81  																																												| Combining equations (455,676) yields a new equation:
% 68.99/33.81  																																												| (546) e1 = e0
% 68.99/33.81  																																												|
% 68.99/33.81  																																												| Simplifying 546 yields:
% 68.99/33.81  																																												| (431) e1 = e0
% 68.99/33.81  																																												|
% 68.99/33.81  																																												| Equations (431) can reduce 233 to:
% 68.99/33.81  																																												| (266) $false
% 68.99/33.81  																																												|
% 68.99/33.81  																																												|-The branch is then unsatisfiable
% 68.99/33.81  																																											|-Branch two:
% 68.99/33.81  																																											| (724)  ~ (unit = e4)
% 68.99/33.81  																																											| (725) unit = e3 | unit = e1 | unit = e0
% 68.99/33.81  																																											|
% 68.99/33.81  																																												+-Applying beta-rule and splitting (725), into two cases.
% 68.99/33.81  																																												|-Branch one:
% 68.99/33.81  																																												| (726) unit = e0
% 68.99/33.81  																																												|
% 68.99/33.81  																																													| From (726) and (24) follows:
% 68.99/33.81  																																													| (2208) op(e0, e3) = e3
% 68.99/33.81  																																													|
% 68.99/33.81  																																													| From (726) and (15) follows:
% 68.99/33.81  																																													| (1508) op(e0, e2) = e2
% 68.99/33.81  																																													|
% 68.99/33.81  																																													| From (726) and (42) follows:
% 68.99/33.81  																																													| (728) op(e0, e0) = e0
% 68.99/33.81  																																													|
% 68.99/33.81  																																													| Instantiating formula (29) with e0, e3, e3, e1 and discharging atoms op(e0, e3) = e3, op(e0, e3) = e1, yields:
% 68.99/33.81  																																													| (455) e3 = e1
% 68.99/33.81  																																													|
% 68.99/33.81  																																													| Instantiating formula (29) with e0, e2, e2, e3 and discharging atoms op(e0, e2) = e3, op(e0, e2) = e2, yields:
% 68.99/33.81  																																													| (662) e3 = e2
% 68.99/33.81  																																													|
% 68.99/33.81  																																													| Instantiating formula (29) with e0, e0, e0, e2 and discharging atoms op(e0, e0) = e2, op(e0, e0) = e0, yields:
% 68.99/33.81  																																													| (330) e2 = e0
% 68.99/33.81  																																													|
% 68.99/33.81  																																													| Combining equations (662,455) yields a new equation:
% 68.99/33.81  																																													| (616) e2 = e1
% 68.99/33.81  																																													|
% 68.99/33.81  																																													| Simplifying 616 yields:
% 68.99/33.81  																																													| (617) e2 = e1
% 68.99/33.81  																																													|
% 68.99/33.81  																																													| Combining equations (617,330) yields a new equation:
% 68.99/33.81  																																													| (546) e1 = e0
% 68.99/33.81  																																													|
% 68.99/33.81  																																													| Simplifying 546 yields:
% 68.99/33.81  																																													| (431) e1 = e0
% 68.99/33.81  																																													|
% 68.99/33.81  																																													| Equations (431) can reduce 233 to:
% 68.99/33.81  																																													| (266) $false
% 68.99/33.81  																																													|
% 68.99/33.81  																																													|-The branch is then unsatisfiable
% 68.99/33.81  																																												|-Branch two:
% 68.99/33.81  																																												| (734)  ~ (unit = e0)
% 68.99/33.81  																																												| (735) unit = e3 | unit = e1
% 68.99/33.81  																																												|
% 68.99/33.81  																																													+-Applying beta-rule and splitting (735), into two cases.
% 68.99/33.81  																																													|-Branch one:
% 68.99/33.81  																																													| (736) unit = e1
% 68.99/33.81  																																													|
% 68.99/33.81  																																														| Equations (736) can reduce 734 to:
% 68.99/33.81  																																														| (233)  ~ (e1 = e0)
% 68.99/33.81  																																														|
% 68.99/33.81  																																														| From (736) and (244) follows:
% 68.99/33.81  																																														| (738) op(e1, e4) = e4
% 68.99/33.81  																																														|
% 68.99/33.81  																																														| From (736) and (15) follows:
% 68.99/33.81  																																														| (515) op(e1, e2) = e2
% 68.99/33.81  																																														|
% 68.99/33.81  																																														| From (736) and (28) follows:
% 68.99/33.81  																																														| (740) op(e1, e1) = e1
% 68.99/33.81  																																														|
% 68.99/33.81  																																														| Instantiating formula (29) with e1, e4, e4, e0 and discharging atoms op(e1, e4) = e4, op(e1, e4) = e0, yields:
% 68.99/33.81  																																														| (397) e4 = e0
% 68.99/33.81  																																														|
% 68.99/33.81  																																														| Instantiating formula (29) with e1, e2, e2, e4 and discharging atoms op(e1, e2) = e4, op(e1, e2) = e2, yields:
% 68.99/33.81  																																														| (323) e4 = e2
% 68.99/33.81  																																														|
% 68.99/33.81  																																														| Instantiating formula (29) with e1, e1, e1, e2 and discharging atoms op(e1, e1) = e2, op(e1, e1) = e1, yields:
% 68.99/33.81  																																														| (617) e2 = e1
% 68.99/33.81  																																														|
% 68.99/33.81  																																														| Combining equations (323,397) yields a new equation:
% 68.99/33.81  																																														| (391) e2 = e0
% 68.99/33.81  																																														|
% 68.99/33.81  																																														| Simplifying 391 yields:
% 68.99/33.81  																																														| (330) e2 = e0
% 68.99/33.81  																																														|
% 68.99/33.81  																																														| Combining equations (617,330) yields a new equation:
% 68.99/33.81  																																														| (546) e1 = e0
% 68.99/33.81  																																														|
% 68.99/33.81  																																														| Simplifying 546 yields:
% 68.99/33.81  																																														| (431) e1 = e0
% 68.99/33.81  																																														|
% 68.99/33.81  																																														| Equations (431) can reduce 233 to:
% 68.99/33.81  																																														| (266) $false
% 68.99/33.81  																																														|
% 68.99/33.81  																																														|-The branch is then unsatisfiable
% 68.99/33.81  																																													|-Branch two:
% 68.99/33.81  																																													| (748)  ~ (unit = e1)
% 68.99/33.81  																																													| (749) unit = e3
% 68.99/33.81  																																													|
% 68.99/33.81  																																														| From (749) and (227) follows:
% 68.99/33.81  																																														| (22570) op(e4, e3) = e4
% 68.99/33.81  																																														|
% 68.99/33.81  																																														| From (749) and (40) follows:
% 68.99/33.81  																																														| (3715) op(e3, e3) = e3
% 68.99/33.81  																																														|
% 68.99/33.81  																																														| From (749) and (28) follows:
% 68.99/33.81  																																														| (2235) op(e1, e3) = e1
% 68.99/33.81  																																														|
% 68.99/33.81  																																														| Instantiating formula (29) with e4, e3, e4, e0 and discharging atoms op(e4, e3) = e4, op(e4, e3) = e0, yields:
% 68.99/33.81  																																														| (397) e4 = e0
% 68.99/33.81  																																														|
% 68.99/33.81  																																														| Instantiating formula (29) with e3, e3, e3, e4 and discharging atoms op(e3, e3) = e4, op(e3, e3) = e3, yields:
% 68.99/33.81  																																														| (425) e4 = e3
% 68.99/33.81  																																														|
% 68.99/33.81  																																														| Instantiating formula (29) with e1, e3, e1, e3 and discharging atoms op(e1, e3) = e3, op(e1, e3) = e1, yields:
% 68.99/33.81  																																														| (455) e3 = e1
% 68.99/33.81  																																														|
% 68.99/33.81  																																														| Combining equations (397,425) yields a new equation:
% 68.99/33.81  																																														| (676) e3 = e0
% 68.99/33.81  																																														|
% 68.99/33.81  																																														| Combining equations (455,676) yields a new equation:
% 68.99/33.81  																																														| (546) e1 = e0
% 68.99/33.81  																																														|
% 68.99/33.81  																																														| Simplifying 546 yields:
% 68.99/33.81  																																														| (431) e1 = e0
% 68.99/33.81  																																														|
% 68.99/33.81  																																														| Equations (431) can reduce 233 to:
% 68.99/33.81  																																														| (266) $false
% 68.99/33.81  																																														|
% 68.99/33.81  																																														|-The branch is then unsatisfiable
% 68.99/33.81  																																									|-Branch two:
% 68.99/33.81  																																									| (272)  ~ (all_0_56_56 = e3)
% 68.99/33.81  																																									| (795) all_0_58_58 = e3
% 68.99/33.81  																																									|
% 68.99/33.81  																																										| Combining equations (795,624) yields a new equation:
% 68.99/33.81  																																										| (661) e3 = e2
% 68.99/33.81  																																										|
% 68.99/33.81  																																										| Simplifying 661 yields:
% 68.99/33.81  																																										| (662) e3 = e2
% 68.99/33.81  																																										|
% 68.99/33.81  																																										| Equations (662) can reduce 212 to:
% 68.99/33.81  																																										| (266) $false
% 68.99/33.81  																																										|
% 68.99/33.81  																																										|-The branch is then unsatisfiable
% 68.99/33.82  																																						|-Branch two:
% 68.99/33.82  																																						| (358)  ~ (all_0_42_42 = e0)
% 68.99/33.82  																																						| (2510) all_0_42_42 = e3 | all_0_42_42 = e1
% 68.99/33.82  																																						|
% 68.99/33.82  																																							+-Applying beta-rule and splitting (180), into two cases.
% 68.99/33.82  																																							|-Branch one:
% 68.99/33.82  																																							| (516) all_0_42_42 = e3
% 68.99/33.82  																																							|
% 68.99/33.82  																																								| Equations (516) can reduce 405 to:
% 68.99/33.82  																																								| (266) $false
% 68.99/33.82  																																								|
% 68.99/33.82  																																								|-The branch is then unsatisfiable
% 68.99/33.82  																																							|-Branch two:
% 68.99/33.82  																																							| (405)  ~ (all_0_42_42 = e3)
% 68.99/33.82  																																							| (521) all_0_47_47 = e3 | all_0_51_51 = e3 | all_0_56_56 = e3
% 68.99/33.82  																																							|
% 68.99/33.82  																																								+-Applying beta-rule and splitting (2510), into two cases.
% 68.99/33.82  																																								|-Branch one:
% 68.99/33.82  																																								| (459) all_0_42_42 = e1
% 68.99/33.82  																																								|
% 68.99/33.82  																																									| Equations (459) can reduce 1380 to:
% 68.99/33.82  																																									| (266) $false
% 68.99/33.82  																																									|
% 68.99/33.82  																																									|-The branch is then unsatisfiable
% 68.99/33.82  																																								|-Branch two:
% 68.99/33.82  																																								| (1380)  ~ (all_0_42_42 = e1)
% 68.99/33.82  																																								| (516) all_0_42_42 = e3
% 68.99/33.82  																																								|
% 68.99/33.82  																																									| Equations (516) can reduce 405 to:
% 68.99/33.82  																																									| (266) $false
% 68.99/33.82  																																									|
% 68.99/33.82  																																									|-The branch is then unsatisfiable
% 68.99/33.82  																																		|-Branch two:
% 68.99/33.82  																																		| (632)  ~ (all_0_55_55 = e1)
% 68.99/33.82  																																		| (633) all_0_56_56 = e1 | all_0_57_57 = e1 | all_0_58_58 = e1
% 68.99/33.82  																																		|
% 68.99/33.82  																																			+-Applying beta-rule and splitting (184), into two cases.
% 68.99/33.82  																																			|-Branch one:
% 68.99/33.82  																																			| (538) all_0_46_46 = e0
% 68.99/33.82  																																			|
% 68.99/33.82  																																				| Combining equations (538,1794) yields a new equation:
% 68.99/33.82  																																				| (330) e2 = e0
% 68.99/33.82  																																				|
% 68.99/33.82  																																				| Equations (330) can reduce 128 to:
% 68.99/33.82  																																				| (266) $false
% 68.99/33.82  																																				|
% 68.99/33.82  																																				|-The branch is then unsatisfiable
% 68.99/33.82  																																			|-Branch two:
% 68.99/33.82  																																			| (831)  ~ (all_0_46_46 = e0)
% 68.99/33.82  																																			| (832) all_0_47_47 = e0 | all_0_48_48 = e0 | all_0_49_49 = e0
% 68.99/33.82  																																			|
% 68.99/33.82  																																				| Equations (1794) can reduce 831 to:
% 68.99/33.82  																																				| (128)  ~ (e2 = e0)
% 68.99/33.82  																																				|
% 68.99/33.82  																																				+-Applying beta-rule and splitting (633), into two cases.
% 68.99/33.82  																																				|-Branch one:
% 68.99/33.82  																																				| (1569) all_0_56_56 = e1
% 68.99/33.82  																																				|
% 68.99/33.82  																																					| Equations (1569) can reduce 466 to:
% 68.99/33.82  																																					| (266) $false
% 68.99/33.82  																																					|
% 68.99/33.82  																																					|-The branch is then unsatisfiable
% 68.99/33.82  																																				|-Branch two:
% 68.99/33.82  																																				| (466)  ~ (all_0_56_56 = e1)
% 68.99/33.82  																																				| (1574) all_0_57_57 = e1 | all_0_58_58 = e1
% 68.99/33.82  																																				|
% 68.99/33.82  																																					+-Applying beta-rule and splitting (104), into two cases.
% 68.99/33.82  																																					|-Branch one:
% 68.99/33.82  																																					| (480) all_0_39_39 = e0
% 68.99/33.82  																																					|
% 68.99/33.82  																																						| Combining equations (480,317) yields a new equation:
% 68.99/33.82  																																						| (330) e2 = e0
% 68.99/33.82  																																						|
% 68.99/33.82  																																						| Equations (330) can reduce 128 to:
% 68.99/33.82  																																						| (266) $false
% 68.99/33.82  																																						|
% 68.99/33.82  																																						|-The branch is then unsatisfiable
% 68.99/33.82  																																					|-Branch two:
% 68.99/33.82  																																					| (484)  ~ (all_0_39_39 = e0)
% 68.99/33.82  																																					| (558) all_0_42_42 = e0 | all_0_47_47 = e0 | all_0_56_56 = e0
% 68.99/33.82  																																					|
% 68.99/33.82  																																						+-Applying beta-rule and splitting (558), into two cases.
% 68.99/33.82  																																						|-Branch one:
% 68.99/33.82  																																						| (559) all_0_42_42 = e0
% 68.99/33.82  																																						|
% 68.99/33.82  																																							| Equations (559) can reduce 1380 to:
% 68.99/33.82  																																							| (435)  ~ (e1 = e0)
% 68.99/33.82  																																							|
% 68.99/33.82  																																							| Simplifying 435 yields:
% 68.99/33.82  																																							| (233)  ~ (e1 = e0)
% 68.99/33.82  																																							|
% 68.99/33.82  																																							+-Applying beta-rule and splitting (832), into two cases.
% 68.99/33.82  																																							|-Branch one:
% 68.99/33.82  																																							| (674) all_0_47_47 = e0
% 68.99/33.82  																																							|
% 68.99/33.82  																																								| Combining equations (654,674) yields a new equation:
% 68.99/33.82  																																								| (546) e1 = e0
% 68.99/33.82  																																								|
% 68.99/33.82  																																								| Simplifying 546 yields:
% 68.99/33.82  																																								| (431) e1 = e0
% 68.99/33.82  																																								|
% 68.99/33.82  																																								| Equations (431) can reduce 233 to:
% 68.99/33.82  																																								| (266) $false
% 68.99/33.82  																																								|
% 68.99/33.82  																																								|-The branch is then unsatisfiable
% 68.99/33.82  																																							|-Branch two:
% 68.99/33.82  																																							| (678)  ~ (all_0_47_47 = e0)
% 68.99/33.82  																																							| (1278) all_0_48_48 = e0 | all_0_49_49 = e0
% 68.99/33.82  																																							|
% 68.99/33.82  																																								| Equations (654) can reduce 678 to:
% 68.99/33.82  																																								| (233)  ~ (e1 = e0)
% 68.99/33.82  																																								|
% 68.99/33.82  																																								+-Applying beta-rule and splitting (1574), into two cases.
% 68.99/33.82  																																								|-Branch one:
% 68.99/33.82  																																								| (647) all_0_57_57 = e1
% 68.99/33.82  																																								|
% 68.99/33.82  																																									| Combining equations (875,647) yields a new equation:
% 68.99/33.82  																																									| (431) e1 = e0
% 68.99/33.82  																																									|
% 68.99/33.82  																																									| Equations (431) can reduce 233 to:
% 68.99/33.82  																																									| (266) $false
% 68.99/33.82  																																									|
% 68.99/33.82  																																									|-The branch is then unsatisfiable
% 68.99/33.82  																																								|-Branch two:
% 68.99/33.82  																																								| (1670)  ~ (all_0_57_57 = e1)
% 68.99/33.82  																																								| (918) all_0_58_58 = e1
% 68.99/33.82  																																								|
% 68.99/33.82  																																									| Combining equations (918,624) yields a new equation:
% 68.99/33.82  																																									| (617) e2 = e1
% 68.99/33.82  																																									|
% 68.99/33.82  																																									| Equations (617) can reduce 122 to:
% 68.99/33.82  																																									| (266) $false
% 68.99/33.82  																																									|
% 68.99/33.82  																																									|-The branch is then unsatisfiable
% 68.99/33.82  																																						|-Branch two:
% 68.99/33.82  																																						| (358)  ~ (all_0_42_42 = e0)
% 68.99/33.82  																																						| (563) all_0_47_47 = e0 | all_0_56_56 = e0
% 68.99/33.82  																																						|
% 68.99/33.82  																																							+-Applying beta-rule and splitting (563), into two cases.
% 68.99/33.82  																																							|-Branch one:
% 68.99/33.82  																																							| (674) all_0_47_47 = e0
% 68.99/33.82  																																							|
% 68.99/33.82  																																								| Combining equations (654,674) yields a new equation:
% 68.99/33.82  																																								| (546) e1 = e0
% 68.99/33.82  																																								|
% 68.99/33.82  																																								| Simplifying 546 yields:
% 68.99/33.82  																																								| (431) e1 = e0
% 68.99/33.82  																																								|
% 68.99/33.82  																																								| Equations (431) can reduce 233 to:
% 68.99/33.82  																																								| (266) $false
% 68.99/33.82  																																								|
% 68.99/33.82  																																								|-The branch is then unsatisfiable
% 68.99/33.82  																																							|-Branch two:
% 68.99/33.82  																																							| (678)  ~ (all_0_47_47 = e0)
% 68.99/33.82  																																							| (679) all_0_56_56 = e0
% 68.99/33.82  																																							|
% 68.99/33.82  																																								| Equations (679) can reduce 828 to:
% 68.99/33.82  																																								| (266) $false
% 68.99/33.82  																																								|
% 68.99/33.82  																																								|-The branch is then unsatisfiable
% 68.99/33.82  																																	|-Branch two:
% 68.99/33.82  																																	| (462)  ~ (all_0_47_47 = e1)
% 68.99/33.82  																																	| (659) all_0_48_48 = e1 | all_0_49_49 = e1
% 68.99/33.82  																																	|
% 68.99/33.82  																																		+-Applying beta-rule and splitting (659), into two cases.
% 68.99/33.82  																																		|-Branch one:
% 68.99/33.82  																																		| (615) all_0_48_48 = e1
% 68.99/33.82  																																		|
% 68.99/33.82  																																			| Combining equations (943,615) yields a new equation:
% 68.99/33.82  																																			| (636) e4 = e1
% 68.99/33.82  																																			|
% 68.99/33.82  																																			| Simplifying 636 yields:
% 68.99/33.82  																																			| (630) e4 = e1
% 68.99/33.82  																																			|
% 68.99/33.82  																																			| Equations (630) can reduce 110 to:
% 68.99/33.82  																																			| (266) $false
% 68.99/33.82  																																			|
% 68.99/33.82  																																			|-The branch is then unsatisfiable
% 68.99/33.82  																																		|-Branch two:
% 68.99/33.82  																																		| (619)  ~ (all_0_48_48 = e1)
% 68.99/33.82  																																		| (671) all_0_49_49 = e1
% 68.99/33.82  																																		|
% 68.99/33.82  																																			| Equations (671) can reduce 1064 to:
% 68.99/33.82  																																			| (266) $false
% 68.99/33.82  																																			|
% 68.99/33.82  																																			|-The branch is then unsatisfiable
% 68.99/33.82  																												|-Branch two:
% 68.99/33.82  																												| (407)  ~ (all_0_44_44 = e3)
% 68.99/33.82  																												| (537) all_0_49_49 = e3 | all_0_53_53 = e3 | all_0_58_58 = e3
% 68.99/33.82  																												|
% 68.99/33.82  																													+-Applying beta-rule and splitting (26), into two cases.
% 68.99/33.82  																													|-Branch one:
% 68.99/33.82  																													| (446) all_0_44_44 = e4
% 68.99/33.82  																													|
% 68.99/33.82  																														| Equations (446) can reduce 1390 to:
% 68.99/33.82  																														| (266) $false
% 68.99/33.82  																														|
% 68.99/33.82  																														|-The branch is then unsatisfiable
% 68.99/33.82  																													|-Branch two:
% 68.99/33.82  																													| (1390)  ~ (all_0_44_44 = e4)
% 68.99/33.82  																													| (1391) all_0_44_44 = e3 | all_0_44_44 = e1 | all_0_44_44 = e0
% 68.99/33.82  																													|
% 68.99/33.82  																														+-Applying beta-rule and splitting (1391), into two cases.
% 68.99/33.82  																														|-Branch one:
% 68.99/33.82  																														| (1414) all_0_44_44 = e0
% 68.99/33.82  																														|
% 68.99/33.82  																															| Equations (1414) can reduce 407 to:
% 68.99/33.82  																															| (541)  ~ (e3 = e0)
% 68.99/33.82  																															|
% 68.99/33.82  																															| Simplifying 541 yields:
% 68.99/33.82  																															| (80)  ~ (e3 = e0)
% 68.99/33.82  																															|
% 68.99/33.82  																															+-Applying beta-rule and splitting (537), into two cases.
% 68.99/33.82  																															|-Branch one:
% 68.99/33.82  																															| (884) all_0_49_49 = e3
% 68.99/33.82  																															|
% 68.99/33.82  																																| Equations (884) can reduce 525 to:
% 68.99/33.82  																																| (266) $false
% 68.99/33.82  																																|
% 68.99/33.82  																																|-The branch is then unsatisfiable
% 68.99/33.82  																															|-Branch two:
% 68.99/33.82  																															| (525)  ~ (all_0_49_49 = e3)
% 68.99/33.82  																															| (887) all_0_53_53 = e3 | all_0_58_58 = e3
% 68.99/33.82  																															|
% 68.99/33.82  																																+-Applying beta-rule and splitting (1899), into two cases.
% 68.99/33.82  																																|-Branch one:
% 68.99/33.82  																																| (516) all_0_42_42 = e3
% 68.99/33.82  																																|
% 68.99/33.82  																																	| Equations (516) can reduce 51 to:
% 68.99/33.82  																																	| (212)  ~ (e3 = e2)
% 68.99/33.82  																																	|
% 68.99/33.82  																																	+-Applying beta-rule and splitting (887), into two cases.
% 68.99/33.82  																																	|-Branch one:
% 68.99/33.82  																																	| (665) all_0_53_53 = e3
% 68.99/33.82  																																	|
% 68.99/33.82  																																		| Equations (665) can reduce 903 to:
% 68.99/33.82  																																		| (266) $false
% 68.99/33.82  																																		|
% 68.99/33.82  																																		|-The branch is then unsatisfiable
% 68.99/33.82  																																	|-Branch two:
% 68.99/33.82  																																	| (903)  ~ (all_0_53_53 = e3)
% 68.99/33.82  																																	| (795) all_0_58_58 = e3
% 68.99/33.82  																																	|
% 68.99/33.82  																																		| Combining equations (795,624) yields a new equation:
% 68.99/33.82  																																		| (661) e3 = e2
% 68.99/33.82  																																		|
% 68.99/33.82  																																		| Simplifying 661 yields:
% 68.99/33.82  																																		| (662) e3 = e2
% 68.99/33.82  																																		|
% 68.99/33.82  																																		| Equations (662) can reduce 212 to:
% 68.99/33.82  																																		| (266) $false
% 68.99/33.82  																																		|
% 68.99/33.82  																																		|-The branch is then unsatisfiable
% 68.99/33.82  																																|-Branch two:
% 68.99/33.82  																																| (405)  ~ (all_0_42_42 = e3)
% 68.99/33.82  																																| (532) all_0_44_44 = e3
% 68.99/33.82  																																|
% 68.99/33.82  																																	| Combining equations (532,1414) yields a new equation:
% 68.99/33.82  																																	| (675) e3 = e0
% 68.99/33.82  																																	|
% 68.99/33.82  																																	| Simplifying 675 yields:
% 68.99/33.82  																																	| (676) e3 = e0
% 68.99/33.82  																																	|
% 68.99/33.82  																																	| Equations (676) can reduce 80 to:
% 68.99/33.82  																																	| (266) $false
% 68.99/33.82  																																	|
% 68.99/33.82  																																	|-The branch is then unsatisfiable
% 68.99/33.82  																														|-Branch two:
% 68.99/33.82  																														| (360)  ~ (all_0_44_44 = e0)
% 68.99/33.82  																														| (1417) all_0_44_44 = e3 | all_0_44_44 = e1
% 68.99/33.82  																														|
% 68.99/33.82  																															+-Applying beta-rule and splitting (75), into two cases.
% 68.99/33.82  																															|-Branch one:
% 68.99/33.82  																															| (485) all_0_40_40 = e0
% 68.99/33.82  																															|
% 68.99/33.82  																																| Combining equations (485,1378) yields a new equation:
% 68.99/33.82  																																| (397) e4 = e0
% 68.99/33.82  																																|
% 68.99/33.82  																																| Equations (397) can reduce 49 to:
% 68.99/33.82  																																| (266) $false
% 68.99/33.82  																																|
% 68.99/33.82  																																|-The branch is then unsatisfiable
% 68.99/33.82  																															|-Branch two:
% 68.99/33.82  																															| (1401)  ~ (all_0_40_40 = e0)
% 68.99/33.82  																															| (1748) all_0_44_44 = e0 | all_0_49_49 = e0 | all_0_58_58 = e0
% 68.99/33.82  																															|
% 68.99/33.82  																																| Equations (1378) can reduce 1401 to:
% 68.99/33.82  																																| (49)  ~ (e4 = e0)
% 68.99/33.82  																																|
% 68.99/33.82  																																+-Applying beta-rule and splitting (165), into two cases.
% 68.99/33.82  																																|-Branch one:
% 68.99/33.82  																																| (794) all_0_41_41 = e0
% 68.99/33.82  																																|
% 68.99/33.82  																																	| Combining equations (794,437) yields a new equation:
% 68.99/33.82  																																	| (397) e4 = e0
% 68.99/33.82  																																	|
% 68.99/33.82  																																	| Equations (397) can reduce 49 to:
% 68.99/33.82  																																	| (266) $false
% 68.99/33.82  																																	|
% 68.99/33.82  																																	|-The branch is then unsatisfiable
% 68.99/33.82  																																|-Branch two:
% 68.99/33.82  																																| (357)  ~ (all_0_41_41 = e0)
% 68.99/33.82  																																| (6761) all_0_42_42 = e0 | all_0_43_43 = e0 | all_0_44_44 = e0
% 68.99/33.82  																																|
% 68.99/33.82  																																	+-Applying beta-rule and splitting (1899), into two cases.
% 68.99/33.82  																																	|-Branch one:
% 68.99/33.82  																																	| (516) all_0_42_42 = e3
% 68.99/33.82  																																	|
% 68.99/33.82  																																		| Equations (516) can reduce 1380 to:
% 68.99/33.82  																																		| (213)  ~ (e3 = e1)
% 68.99/33.82  																																		|
% 68.99/33.82  																																		+-Applying beta-rule and splitting (18), into two cases.
% 68.99/33.82  																																		|-Branch one:
% 68.99/33.82  																																		| (453) all_0_41_41 = e1
% 68.99/33.82  																																		|
% 68.99/33.82  																																			| Combining equations (453,437) yields a new equation:
% 68.99/33.82  																																			| (630) e4 = e1
% 68.99/33.82  																																			|
% 68.99/33.82  																																			| Equations (630) can reduce 110 to:
% 68.99/33.82  																																			| (266) $false
% 68.99/33.82  																																			|
% 68.99/33.82  																																			|-The branch is then unsatisfiable
% 68.99/33.82  																																		|-Branch two:
% 68.99/33.82  																																		| (457)  ~ (all_0_41_41 = e1)
% 68.99/33.82  																																		| (595) all_0_46_46 = e1 | all_0_50_50 = e1 | all_0_55_55 = e1
% 68.99/33.82  																																		|
% 68.99/33.82  																																			+-Applying beta-rule and splitting (595), into two cases.
% 68.99/33.82  																																			|-Branch one:
% 68.99/33.82  																																			| (545) all_0_46_46 = e1
% 68.99/33.82  																																			|
% 68.99/33.82  																																				| Combining equations (1794,545) yields a new equation:
% 68.99/33.82  																																				| (616) e2 = e1
% 68.99/33.82  																																				|
% 68.99/33.82  																																				| Simplifying 616 yields:
% 68.99/33.82  																																				| (617) e2 = e1
% 68.99/33.82  																																				|
% 68.99/33.82  																																				| Equations (617) can reduce 122 to:
% 68.99/33.82  																																				| (266) $false
% 68.99/33.82  																																				|
% 68.99/33.82  																																				|-The branch is then unsatisfiable
% 68.99/33.82  																																			|-Branch two:
% 68.99/33.82  																																			| (549)  ~ (all_0_46_46 = e1)
% 68.99/33.82  																																			| (600) all_0_50_50 = e1 | all_0_55_55 = e1
% 68.99/33.82  																																			|
% 68.99/33.82  																																				+-Applying beta-rule and splitting (1748), into two cases.
% 68.99/33.82  																																				|-Branch one:
% 68.99/33.82  																																				| (1414) all_0_44_44 = e0
% 68.99/33.82  																																				|
% 68.99/33.82  																																					| Equations (1414) can reduce 360 to:
% 68.99/33.82  																																					| (266) $false
% 68.99/33.82  																																					|
% 68.99/33.82  																																					|-The branch is then unsatisfiable
% 68.99/33.82  																																				|-Branch two:
% 68.99/33.82  																																				| (360)  ~ (all_0_44_44 = e0)
% 68.99/33.82  																																				| (1760) all_0_49_49 = e0 | all_0_58_58 = e0
% 68.99/33.82  																																				|
% 68.99/33.82  																																					+-Applying beta-rule and splitting (600), into two cases.
% 68.99/33.82  																																					|-Branch one:
% 68.99/33.82  																																					| (601) all_0_50_50 = e1
% 68.99/33.82  																																					|
% 68.99/33.82  																																						| Combining equations (415,601) yields a new equation:
% 68.99/33.82  																																						| (454) e3 = e1
% 68.99/33.82  																																						|
% 68.99/33.82  																																						| Simplifying 454 yields:
% 68.99/33.82  																																						| (455) e3 = e1
% 68.99/33.82  																																						|
% 68.99/33.82  																																						| Equations (455) can reduce 213 to:
% 68.99/33.82  																																						| (266) $false
% 68.99/33.82  																																						|
% 68.99/33.82  																																						|-The branch is then unsatisfiable
% 68.99/33.82  																																					|-Branch two:
% 68.99/33.82  																																					| (759)  ~ (all_0_50_50 = e1)
% 68.99/33.82  																																					| (629) all_0_55_55 = e1
% 68.99/33.82  																																					|
% 68.99/33.82  																																						| Equations (629) can reduce 803 to:
% 68.99/33.82  																																						| (233)  ~ (e1 = e0)
% 68.99/33.82  																																						|
% 68.99/33.82  																																						+-Applying beta-rule and splitting (6761), into two cases.
% 68.99/33.82  																																						|-Branch one:
% 68.99/33.82  																																						| (559) all_0_42_42 = e0
% 68.99/33.82  																																						|
% 68.99/33.82  																																							| Combining equations (559,516) yields a new equation:
% 68.99/33.82  																																							| (676) e3 = e0
% 68.99/33.82  																																							|
% 68.99/33.82  																																							| Equations (676) can reduce 80 to:
% 68.99/33.82  																																							| (266) $false
% 68.99/33.82  																																							|
% 68.99/33.82  																																							|-The branch is then unsatisfiable
% 68.99/33.82  																																						|-Branch two:
% 68.99/33.82  																																						| (358)  ~ (all_0_42_42 = e0)
% 68.99/33.82  																																						| (6766) all_0_43_43 = e0 | all_0_44_44 = e0
% 68.99/33.82  																																						|
% 68.99/33.82  																																							+-Applying beta-rule and splitting (6766), into two cases.
% 68.99/33.82  																																							|-Branch one:
% 68.99/33.82  																																							| (356) all_0_43_43 = e0
% 68.99/33.82  																																							|
% 68.99/33.82  																																								| Combining equations (356,430) yields a new equation:
% 68.99/33.82  																																								| (431) e1 = e0
% 68.99/33.82  																																								|
% 68.99/33.82  																																								| Equations (431) can reduce 233 to:
% 68.99/33.82  																																								| (266) $false
% 68.99/33.82  																																								|
% 68.99/33.82  																																								|-The branch is then unsatisfiable
% 68.99/33.82  																																							|-Branch two:
% 68.99/33.82  																																							| (5470)  ~ (all_0_43_43 = e0)
% 68.99/33.82  																																							| (1414) all_0_44_44 = e0
% 68.99/33.82  																																							|
% 68.99/33.82  																																								| Equations (1414) can reduce 360 to:
% 68.99/33.82  																																								| (266) $false
% 68.99/33.82  																																								|
% 68.99/33.82  																																								|-The branch is then unsatisfiable
% 68.99/33.82  																																	|-Branch two:
% 68.99/33.82  																																	| (405)  ~ (all_0_42_42 = e3)
% 68.99/33.82  																																	| (532) all_0_44_44 = e3
% 68.99/33.82  																																	|
% 68.99/33.82  																																		| Equations (532) can reduce 407 to:
% 68.99/33.82  																																		| (266) $false
% 68.99/33.82  																																		|
% 68.99/33.82  																																		|-The branch is then unsatisfiable
% 68.99/33.82  																										|-Branch two:
% 68.99/33.82  																										| (411)  ~ (all_0_50_50 = e3)
% 68.99/33.82  																										| (418) all_0_51_51 = e3 | all_0_53_53 = e3
% 68.99/33.82  																										|
% 68.99/33.82  																											+-Applying beta-rule and splitting (418), into two cases.
% 68.99/33.82  																											|-Branch one:
% 68.99/33.82  																											| (660) all_0_51_51 = e3
% 68.99/33.82  																											|
% 68.99/33.82  																												| Combining equations (1101,660) yields a new equation:
% 68.99/33.82  																												| (424) e4 = e3
% 68.99/33.82  																												|
% 68.99/33.82  																												| Simplifying 424 yields:
% 68.99/33.82  																												| (425) e4 = e3
% 68.99/33.82  																												|
% 68.99/33.82  																												| Equations (425) can reduce 188 to:
% 68.99/33.82  																												| (266) $false
% 68.99/33.82  																												|
% 68.99/33.82  																												|-The branch is then unsatisfiable
% 68.99/33.82  																											|-Branch two:
% 68.99/33.82  																											| (664)  ~ (all_0_51_51 = e3)
% 68.99/33.82  																											| (665) all_0_53_53 = e3
% 68.99/33.82  																											|
% 68.99/33.82  																												| Equations (665) can reduce 220 to:
% 68.99/33.82  																												| (407)  ~ (all_0_44_44 = e3)
% 68.99/33.82  																												|
% 68.99/33.82  																												| Equations (665) can reduce 65 to:
% 68.99/33.82  																												| (525)  ~ (all_0_49_49 = e3)
% 68.99/33.82  																												|
% 68.99/33.82  																												| Equations (665) can reduce 190 to:
% 68.99/33.82  																												| (411)  ~ (all_0_50_50 = e3)
% 68.99/33.82  																												|
% 68.99/33.82  																												| Equations (665) can reduce 1453 to:
% 68.99/33.82  																												| (277)  ~ (e4 = e3)
% 68.99/33.82  																												|
% 68.99/33.82  																												| Simplifying 277 yields:
% 68.99/33.82  																												| (188)  ~ (e4 = e3)
% 68.99/33.82  																												|
% 68.99/33.82  																												+-Applying beta-rule and splitting (241), into two cases.
% 68.99/33.82  																												|-Branch one:
% 68.99/33.82  																												| (378) all_0_50_50 = e2
% 68.99/33.82  																												|
% 68.99/33.82  																													| Equations (378) can reduce 302 to:
% 68.99/33.82  																													| (266) $false
% 68.99/33.82  																													|
% 68.99/33.82  																													|-The branch is then unsatisfiable
% 68.99/33.82  																												|-Branch two:
% 68.99/33.82  																												| (302)  ~ (all_0_50_50 = e2)
% 68.99/33.82  																												| (422) all_0_50_50 = e4 | all_0_50_50 = e3 | all_0_50_50 = e1
% 68.99/33.82  																												|
% 68.99/33.82  																													+-Applying beta-rule and splitting (144), into two cases.
% 68.99/33.82  																													|-Branch one:
% 68.99/33.82  																													| (403) all_0_41_41 = e3
% 68.99/33.82  																													|
% 68.99/33.82  																														| Combining equations (403,437) yields a new equation:
% 68.99/33.82  																														| (425) e4 = e3
% 68.99/33.82  																														|
% 68.99/33.82  																														| Equations (425) can reduce 188 to:
% 68.99/33.82  																														| (266) $false
% 68.99/33.82  																														|
% 68.99/33.82  																														|-The branch is then unsatisfiable
% 68.99/33.82  																													|-Branch two:
% 68.99/33.82  																													| (1898)  ~ (all_0_41_41 = e3)
% 68.99/33.82  																													| (1923) all_0_46_46 = e3 | all_0_50_50 = e3 | all_0_55_55 = e3
% 68.99/33.82  																													|
% 68.99/33.82  																														+-Applying beta-rule and splitting (1899), into two cases.
% 68.99/33.82  																														|-Branch one:
% 68.99/33.82  																														| (516) all_0_42_42 = e3
% 68.99/33.82  																														|
% 68.99/33.82  																															| Equations (516) can reduce 73 to:
% 68.99/33.82  																															| (406)  ~ (all_0_44_44 = e3)
% 68.99/33.82  																															|
% 68.99/33.82  																															| Simplifying 406 yields:
% 68.99/33.82  																															| (407)  ~ (all_0_44_44 = e3)
% 68.99/33.82  																															|
% 68.99/33.82  																															| Equations (516) can reduce 51 to:
% 68.99/33.82  																															| (212)  ~ (e3 = e2)
% 68.99/33.82  																															|
% 68.99/33.82  																															+-Applying beta-rule and splitting (422), into two cases.
% 68.99/33.82  																															|-Branch one:
% 68.99/33.82  																															| (775) all_0_50_50 = e4
% 68.99/33.82  																															|
% 68.99/33.82  																																| Equations (775) can reduce 566 to:
% 68.99/33.82  																																| (266) $false
% 68.99/33.82  																																|
% 68.99/33.82  																																|-The branch is then unsatisfiable
% 68.99/33.82  																															|-Branch two:
% 68.99/33.82  																															| (566)  ~ (all_0_50_50 = e4)
% 68.99/33.82  																															| (1444) all_0_50_50 = e3 | all_0_50_50 = e1
% 68.99/33.82  																															|
% 68.99/33.82  																																+-Applying beta-rule and splitting (26), into two cases.
% 68.99/33.82  																																|-Branch one:
% 68.99/33.82  																																| (446) all_0_44_44 = e4
% 68.99/33.82  																																|
% 68.99/33.82  																																	| Equations (446) can reduce 1390 to:
% 68.99/33.82  																																	| (266) $false
% 68.99/33.82  																																	|
% 68.99/33.82  																																	|-The branch is then unsatisfiable
% 68.99/33.82  																																|-Branch two:
% 68.99/33.82  																																| (1390)  ~ (all_0_44_44 = e4)
% 68.99/33.82  																																| (1391) all_0_44_44 = e3 | all_0_44_44 = e1 | all_0_44_44 = e0
% 68.99/33.82  																																|
% 68.99/33.82  																																	+-Applying beta-rule and splitting (1444), into two cases.
% 68.99/33.82  																																	|-Branch one:
% 68.99/33.82  																																	| (601) all_0_50_50 = e1
% 68.99/33.82  																																	|
% 68.99/33.82  																																		| Equations (601) can reduce 93 to:
% 68.99/33.82  																																		| (2331)  ~ (all_0_55_55 = e1)
% 68.99/33.82  																																		|
% 68.99/33.82  																																		| Simplifying 2331 yields:
% 68.99/33.82  																																		| (632)  ~ (all_0_55_55 = e1)
% 68.99/33.82  																																		|
% 68.99/33.82  																																		| Equations (601) can reduce 302 to:
% 68.99/33.82  																																		| (604)  ~ (e2 = e1)
% 68.99/33.82  																																		|
% 68.99/33.82  																																		| Simplifying 604 yields:
% 68.99/33.82  																																		| (122)  ~ (e2 = e1)
% 68.99/33.82  																																		|
% 68.99/33.82  																																		+-Applying beta-rule and splitting (216), into two cases.
% 68.99/33.82  																																		|-Branch one:
% 68.99/33.82  																																		| (629) all_0_55_55 = e1
% 68.99/33.82  																																		|
% 68.99/33.82  																																			| Equations (629) can reduce 632 to:
% 68.99/33.82  																																			| (266) $false
% 68.99/33.82  																																			|
% 68.99/33.82  																																			|-The branch is then unsatisfiable
% 68.99/33.82  																																		|-Branch two:
% 68.99/33.82  																																		| (632)  ~ (all_0_55_55 = e1)
% 68.99/33.82  																																		| (633) all_0_56_56 = e1 | all_0_57_57 = e1 | all_0_58_58 = e1
% 68.99/33.82  																																		|
% 68.99/33.82  																																			+-Applying beta-rule and splitting (1923), into two cases.
% 68.99/33.82  																																			|-Branch one:
% 68.99/33.82  																																			| (1557) all_0_46_46 = e3
% 68.99/33.82  																																			|
% 68.99/33.82  																																				| Combining equations (1557,1794) yields a new equation:
% 68.99/33.82  																																				| (661) e3 = e2
% 68.99/33.82  																																				|
% 68.99/33.82  																																				| Simplifying 661 yields:
% 68.99/33.82  																																				| (662) e3 = e2
% 68.99/33.82  																																				|
% 68.99/33.82  																																				| Equations (662) can reduce 212 to:
% 68.99/33.82  																																				| (266) $false
% 68.99/33.82  																																				|
% 68.99/33.82  																																				|-The branch is then unsatisfiable
% 68.99/33.82  																																			|-Branch two:
% 68.99/33.82  																																			| (409)  ~ (all_0_46_46 = e3)
% 68.99/33.82  																																			| (4042) all_0_50_50 = e3 | all_0_55_55 = e3
% 68.99/33.82  																																			|
% 68.99/33.82  																																				+-Applying beta-rule and splitting (1391), into two cases.
% 68.99/33.82  																																				|-Branch one:
% 68.99/33.82  																																				| (1414) all_0_44_44 = e0
% 68.99/33.82  																																				|
% 68.99/33.82  																																					| Equations (1414) can reduce 9 to:
% 68.99/33.82  																																					| (486)  ~ (all_0_49_49 = e0)
% 68.99/33.82  																																					|
% 68.99/33.82  																																					| Simplifying 486 yields:
% 68.99/33.83  																																					| (487)  ~ (all_0_49_49 = e0)
% 68.99/33.83  																																					|
% 68.99/33.83  																																					| Equations (1414) can reduce 1390 to:
% 68.99/33.83  																																					| (401)  ~ (e4 = e0)
% 68.99/33.83  																																					|
% 68.99/33.83  																																					| Simplifying 401 yields:
% 68.99/33.83  																																					| (49)  ~ (e4 = e0)
% 68.99/33.83  																																					|
% 68.99/33.83  																																					| Equations (1414) can reduce 147 to:
% 68.99/33.83  																																					| (365)  ~ (e2 = e0)
% 68.99/33.83  																																					|
% 68.99/33.83  																																					| Simplifying 365 yields:
% 68.99/33.83  																																					| (128)  ~ (e2 = e0)
% 68.99/33.83  																																					|
% 68.99/33.83  																																					| Equations (1414) can reduce 639 to:
% 68.99/33.83  																																					| (435)  ~ (e1 = e0)
% 68.99/33.83  																																					|
% 68.99/33.83  																																					| Simplifying 435 yields:
% 68.99/33.83  																																					| (233)  ~ (e1 = e0)
% 68.99/33.83  																																					|
% 68.99/33.83  																																					+-Applying beta-rule and splitting (633), into two cases.
% 68.99/33.83  																																					|-Branch one:
% 68.99/33.83  																																					| (1569) all_0_56_56 = e1
% 68.99/33.83  																																					|
% 68.99/33.83  																																						| From (1569) and (111) follows:
% 68.99/33.83  																																						| (3175) op(e0, e2) = e1
% 68.99/33.83  																																						|
% 68.99/33.83  																																						+-Applying beta-rule and splitting (104), into two cases.
% 68.99/33.83  																																						|-Branch one:
% 68.99/33.83  																																						| (480) all_0_39_39 = e0
% 68.99/33.83  																																						|
% 68.99/33.83  																																							| Combining equations (480,317) yields a new equation:
% 68.99/33.83  																																							| (330) e2 = e0
% 68.99/33.83  																																							|
% 68.99/33.83  																																							| Equations (330) can reduce 128 to:
% 68.99/33.83  																																							| (266) $false
% 68.99/33.83  																																							|
% 68.99/33.83  																																							|-The branch is then unsatisfiable
% 68.99/33.83  																																						|-Branch two:
% 68.99/33.83  																																						| (484)  ~ (all_0_39_39 = e0)
% 68.99/33.83  																																						| (558) all_0_42_42 = e0 | all_0_47_47 = e0 | all_0_56_56 = e0
% 68.99/33.83  																																						|
% 68.99/33.83  																																							| Equations (317) can reduce 484 to:
% 68.99/33.83  																																							| (128)  ~ (e2 = e0)
% 68.99/33.83  																																							|
% 68.99/33.83  																																							+-Applying beta-rule and splitting (184), into two cases.
% 68.99/33.83  																																							|-Branch one:
% 68.99/33.83  																																							| (538) all_0_46_46 = e0
% 68.99/33.83  																																							|
% 68.99/33.83  																																								| Combining equations (1794,538) yields a new equation:
% 68.99/33.83  																																								| (391) e2 = e0
% 68.99/33.83  																																								|
% 68.99/33.83  																																								| Simplifying 391 yields:
% 68.99/33.83  																																								| (330) e2 = e0
% 68.99/33.83  																																								|
% 68.99/33.83  																																								| Equations (330) can reduce 128 to:
% 68.99/33.83  																																								| (266) $false
% 68.99/33.83  																																								|
% 68.99/33.83  																																								|-The branch is then unsatisfiable
% 68.99/33.83  																																							|-Branch two:
% 68.99/33.83  																																							| (831)  ~ (all_0_46_46 = e0)
% 68.99/33.83  																																							| (832) all_0_47_47 = e0 | all_0_48_48 = e0 | all_0_49_49 = e0
% 68.99/33.83  																																							|
% 68.99/33.83  																																								+-Applying beta-rule and splitting (105), into two cases.
% 68.99/33.83  																																								|-Branch one:
% 68.99/33.83  																																								| (1105) all_0_47_47 = e2
% 68.99/33.83  																																								|
% 68.99/33.83  																																									| Equations (1105) can reduce 338 to:
% 68.99/33.83  																																									| (266) $false
% 68.99/33.83  																																									|
% 68.99/33.83  																																									|-The branch is then unsatisfiable
% 68.99/33.83  																																								|-Branch two:
% 68.99/33.83  																																								| (338)  ~ (all_0_47_47 = e2)
% 68.99/33.83  																																								| (1789) all_0_47_47 = e4 | all_0_47_47 = e3 | all_0_47_47 = e1 | all_0_47_47 = e0
% 68.99/33.83  																																								|
% 68.99/33.83  																																									+-Applying beta-rule and splitting (54), into two cases.
% 68.99/33.83  																																									|-Branch one:
% 68.99/33.83  																																									| (583) all_0_49_49 = e2
% 68.99/33.83  																																									|
% 68.99/33.83  																																										| Equations (583) can reduce 340 to:
% 68.99/33.83  																																										| (266) $false
% 68.99/33.83  																																										|
% 68.99/33.83  																																										|-The branch is then unsatisfiable
% 68.99/33.83  																																									|-Branch two:
% 68.99/33.83  																																									| (340)  ~ (all_0_49_49 = e2)
% 68.99/33.83  																																									| (586) all_0_49_49 = e4 | all_0_49_49 = e3 | all_0_49_49 = e1 | all_0_49_49 = e0
% 68.99/33.83  																																									|
% 68.99/33.83  																																										+-Applying beta-rule and splitting (832), into two cases.
% 68.99/33.83  																																										|-Branch one:
% 68.99/33.83  																																										| (674) all_0_47_47 = e0
% 68.99/33.83  																																										|
% 68.99/33.83  																																											| Equations (674) can reduce 86 to:
% 68.99/33.83  																																											| (486)  ~ (all_0_49_49 = e0)
% 68.99/33.83  																																											|
% 68.99/33.83  																																											| Simplifying 486 yields:
% 68.99/33.83  																																											| (487)  ~ (all_0_49_49 = e0)
% 68.99/33.83  																																											|
% 68.99/33.83  																																											| Equations (674) can reduce 338 to:
% 68.99/33.83  																																											| (365)  ~ (e2 = e0)
% 68.99/33.83  																																											|
% 68.99/33.83  																																											| Simplifying 365 yields:
% 68.99/33.83  																																											| (128)  ~ (e2 = e0)
% 68.99/33.83  																																											|
% 68.99/33.83  																																											| From (674) and (23) follows:
% 68.99/33.83  																																											| (3148) op(e2, e2) = e0
% 68.99/33.83  																																											|
% 68.99/33.83  																																											+-Applying beta-rule and splitting (586), into two cases.
% 68.99/33.83  																																											|-Branch one:
% 68.99/33.83  																																											| (974) all_0_49_49 = e4
% 68.99/33.83  																																											|
% 68.99/33.83  																																												| Equations (974) can reduce 256 to:
% 68.99/33.83  																																												| (266) $false
% 68.99/33.83  																																												|
% 68.99/33.83  																																												|-The branch is then unsatisfiable
% 68.99/33.83  																																											|-Branch two:
% 68.99/33.83  																																											| (256)  ~ (all_0_49_49 = e4)
% 68.99/33.83  																																											| (977) all_0_49_49 = e3 | all_0_49_49 = e1 | all_0_49_49 = e0
% 68.99/33.83  																																											|
% 68.99/33.83  																																												+-Applying beta-rule and splitting (977), into two cases.
% 68.99/33.83  																																												|-Branch one:
% 68.99/33.83  																																												| (978) all_0_49_49 = e0
% 68.99/33.83  																																												|
% 68.99/33.83  																																													| Equations (978) can reduce 487 to:
% 68.99/33.83  																																													| (266) $false
% 68.99/33.83  																																													|
% 68.99/33.83  																																													|-The branch is then unsatisfiable
% 68.99/33.83  																																												|-Branch two:
% 68.99/33.83  																																												| (487)  ~ (all_0_49_49 = e0)
% 68.99/33.83  																																												| (981) all_0_49_49 = e3 | all_0_49_49 = e1
% 68.99/33.83  																																												|
% 68.99/33.83  																																													+-Applying beta-rule and splitting (981), into two cases.
% 68.99/33.83  																																													|-Branch one:
% 68.99/33.83  																																													| (671) all_0_49_49 = e1
% 68.99/33.83  																																													|
% 68.99/33.83  																																														| Equations (671) can reduce 525 to:
% 68.99/33.83  																																														| (467)  ~ (e3 = e1)
% 68.99/33.83  																																														|
% 68.99/33.83  																																														| Simplifying 467 yields:
% 68.99/33.83  																																														| (213)  ~ (e3 = e1)
% 68.99/33.83  																																														|
% 68.99/33.83  																																														| Equations (671) can reduce 487 to:
% 68.99/33.83  																																														| (233)  ~ (e1 = e0)
% 68.99/33.83  																																														|
% 68.99/33.83  																																														+-Applying beta-rule and splitting (62553), into two cases.
% 68.99/33.83  																																														|-Branch one:
% 68.99/33.83  																																														| (2336) all_0_55_55 = e3
% 68.99/33.83  																																														|
% 68.99/33.83  																																															| From (2336) and (74) follows:
% 68.99/33.83  																																															| (2208) op(e0, e3) = e3
% 68.99/33.83  																																															|
% 68.99/33.83  																																															+-Applying beta-rule and splitting (56), into two cases.
% 68.99/33.83  																																															|-Branch one:
% 68.99/33.83  																																															| (696) unit = e2
% 68.99/33.83  																																															|
% 68.99/33.83  																																																| From (696) and (244) follows:
% 68.99/33.83  																																																| (264) op(e2, e4) = e4
% 68.99/33.83  																																																|
% 68.99/33.83  																																																| From (696) and (227) follows:
% 68.99/33.83  																																																| (4284) op(e4, e2) = e4
% 68.99/33.83  																																																|
% 68.99/33.83  																																																| From (696) and (32) follows:
% 68.99/33.83  																																																| (698) op(e2, e2) = e2
% 68.99/33.83  																																																|
% 68.99/33.83  																																																| From (696) and (28) follows:
% 68.99/33.83  																																																| (699) op(e1, e2) = e1
% 68.99/33.83  																																																|
% 68.99/33.83  																																																| Instantiating formula (29) with e4, e2, e4, e2 and discharging atoms op(e4, e2) = e4, op(e4, e2) = e2, yields:
% 68.99/33.83  																																																| (323) e4 = e2
% 68.99/33.83  																																																|
% 68.99/33.83  																																																| Instantiating formula (29) with e2, e4, e4, e3 and discharging atoms op(e2, e4) = e4, op(e2, e4) = e3, yields:
% 68.99/33.83  																																																| (425) e4 = e3
% 68.99/33.83  																																																|
% 68.99/33.83  																																																| Instantiating formula (29) with e2, e2, e2, e0 and discharging atoms op(e2, e2) = e2, op(e2, e2) = e0, yields:
% 68.99/33.83  																																																| (330) e2 = e0
% 68.99/33.83  																																																|
% 68.99/33.83  																																																| Instantiating formula (29) with e1, e2, e1, e4 and discharging atoms op(e1, e2) = e4, op(e1, e2) = e1, yields:
% 68.99/33.83  																																																| (630) e4 = e1
% 68.99/33.83  																																																|
% 68.99/33.83  																																																| Combining equations (323,425) yields a new equation:
% 68.99/33.83  																																																| (662) e3 = e2
% 68.99/33.83  																																																|
% 68.99/33.83  																																																| Combining equations (630,425) yields a new equation:
% 68.99/33.83  																																																| (455) e3 = e1
% 68.99/33.83  																																																|
% 68.99/33.83  																																																| Combining equations (455,662) yields a new equation:
% 68.99/33.83  																																																| (617) e2 = e1
% 68.99/33.83  																																																|
% 68.99/33.83  																																																| Combining equations (617,330) yields a new equation:
% 68.99/33.83  																																																| (546) e1 = e0
% 68.99/33.83  																																																|
% 68.99/33.83  																																																| Simplifying 546 yields:
% 68.99/33.83  																																																| (431) e1 = e0
% 68.99/33.83  																																																|
% 68.99/33.83  																																																| Equations (431) can reduce 233 to:
% 68.99/33.83  																																																| (266) $false
% 68.99/33.83  																																																|
% 68.99/33.83  																																																|-The branch is then unsatisfiable
% 68.99/33.83  																																															|-Branch two:
% 68.99/33.83  																																															| (707)  ~ (unit = e2)
% 68.99/33.83  																																															| (708) unit = e4 | unit = e3 | unit = e1 | unit = e0
% 68.99/33.83  																																															|
% 68.99/33.83  																																																+-Applying beta-rule and splitting (708), into two cases.
% 68.99/33.83  																																																|-Branch one:
% 68.99/33.83  																																																| (709) unit = e4
% 68.99/33.83  																																																|
% 68.99/33.83  																																																	| From (709) and (24) follows:
% 68.99/33.83  																																																	| (33325) op(e4, e3) = e3
% 68.99/33.83  																																																	|
% 68.99/33.83  																																																	| From (709) and (211) follows:
% 68.99/33.83  																																																	| (22527) op(e4, e1) = e1
% 68.99/33.83  																																																	|
% 68.99/33.83  																																																	| Instantiating formula (29) with e4, e3, e3, e0 and discharging atoms op(e4, e3) = e3, op(e4, e3) = e0, yields:
% 68.99/33.83  																																																	| (676) e3 = e0
% 68.99/33.83  																																																	|
% 68.99/33.83  																																																	| Instantiating formula (29) with e4, e1, e1, e3 and discharging atoms op(e4, e1) = e3, op(e4, e1) = e1, yields:
% 68.99/33.83  																																																	| (455) e3 = e1
% 68.99/33.83  																																																	|
% 68.99/33.83  																																																	| Combining equations (455,676) yields a new equation:
% 68.99/33.83  																																																	| (546) e1 = e0
% 68.99/33.83  																																																	|
% 68.99/33.83  																																																	| Simplifying 546 yields:
% 68.99/33.83  																																																	| (431) e1 = e0
% 68.99/33.83  																																																	|
% 68.99/33.83  																																																	| Equations (431) can reduce 233 to:
% 68.99/33.83  																																																	| (266) $false
% 68.99/33.83  																																																	|
% 68.99/33.83  																																																	|-The branch is then unsatisfiable
% 68.99/33.83  																																																|-Branch two:
% 68.99/33.83  																																																| (724)  ~ (unit = e4)
% 68.99/33.83  																																																| (725) unit = e3 | unit = e1 | unit = e0
% 68.99/33.83  																																																|
% 68.99/33.83  																																																	+-Applying beta-rule and splitting (725), into two cases.
% 68.99/33.83  																																																	|-Branch one:
% 68.99/33.83  																																																	| (726) unit = e0
% 68.99/33.83  																																																	|
% 68.99/33.83  																																																		| From (726) and (15) follows:
% 68.99/33.83  																																																		| (1508) op(e0, e2) = e2
% 68.99/33.83  																																																		|
% 68.99/33.83  																																																		| From (726) and (42) follows:
% 68.99/33.83  																																																		| (728) op(e0, e0) = e0
% 68.99/33.83  																																																		|
% 68.99/33.83  																																																		| Instantiating formula (29) with e0, e2, e2, e1 and discharging atoms op(e0, e2) = e2, op(e0, e2) = e1, yields:
% 68.99/33.83  																																																		| (617) e2 = e1
% 68.99/33.83  																																																		|
% 68.99/33.83  																																																		| Instantiating formula (29) with e0, e0, e0, e2 and discharging atoms op(e0, e0) = e2, op(e0, e0) = e0, yields:
% 68.99/33.83  																																																		| (330) e2 = e0
% 68.99/33.83  																																																		|
% 68.99/33.83  																																																		| Combining equations (330,617) yields a new equation:
% 68.99/33.83  																																																		| (431) e1 = e0
% 68.99/33.83  																																																		|
% 68.99/33.83  																																																		| Equations (431) can reduce 233 to:
% 68.99/33.83  																																																		| (266) $false
% 68.99/33.83  																																																		|
% 68.99/33.83  																																																		|-The branch is then unsatisfiable
% 68.99/33.83  																																																	|-Branch two:
% 68.99/33.83  																																																	| (734)  ~ (unit = e0)
% 68.99/33.83  																																																	| (735) unit = e3 | unit = e1
% 68.99/33.83  																																																	|
% 68.99/33.83  																																																		+-Applying beta-rule and splitting (735), into two cases.
% 68.99/33.83  																																																		|-Branch one:
% 68.99/33.83  																																																		| (736) unit = e1
% 68.99/33.83  																																																		|
% 68.99/33.83  																																																			| Equations (736) can reduce 734 to:
% 68.99/33.83  																																																			| (233)  ~ (e1 = e0)
% 68.99/33.83  																																																			|
% 68.99/33.83  																																																			| From (736) and (244) follows:
% 68.99/33.83  																																																			| (738) op(e1, e4) = e4
% 68.99/33.83  																																																			|
% 68.99/33.83  																																																			| From (736) and (15) follows:
% 68.99/33.83  																																																			| (515) op(e1, e2) = e2
% 68.99/33.83  																																																			|
% 68.99/33.83  																																																			| From (736) and (28) follows:
% 68.99/33.83  																																																			| (740) op(e1, e1) = e1
% 68.99/33.83  																																																			|
% 68.99/33.83  																																																			| Instantiating formula (29) with e1, e4, e4, e0 and discharging atoms op(e1, e4) = e4, op(e1, e4) = e0, yields:
% 68.99/33.83  																																																			| (397) e4 = e0
% 68.99/33.83  																																																			|
% 68.99/33.83  																																																			| Instantiating formula (29) with e1, e2, e2, e4 and discharging atoms op(e1, e2) = e4, op(e1, e2) = e2, yields:
% 68.99/33.83  																																																			| (323) e4 = e2
% 68.99/33.83  																																																			|
% 68.99/33.83  																																																			| Instantiating formula (29) with e1, e1, e1, e2 and discharging atoms op(e1, e1) = e2, op(e1, e1) = e1, yields:
% 68.99/33.83  																																																			| (617) e2 = e1
% 68.99/33.83  																																																			|
% 68.99/33.83  																																																			| Combining equations (323,397) yields a new equation:
% 68.99/33.83  																																																			| (391) e2 = e0
% 68.99/33.83  																																																			|
% 68.99/33.83  																																																			| Simplifying 391 yields:
% 68.99/33.83  																																																			| (330) e2 = e0
% 68.99/33.83  																																																			|
% 68.99/33.83  																																																			| Combining equations (330,617) yields a new equation:
% 68.99/33.83  																																																			| (431) e1 = e0
% 68.99/33.83  																																																			|
% 68.99/33.83  																																																			| Equations (431) can reduce 233 to:
% 68.99/33.83  																																																			| (266) $false
% 68.99/33.83  																																																			|
% 68.99/33.83  																																																			|-The branch is then unsatisfiable
% 68.99/33.83  																																																		|-Branch two:
% 68.99/33.83  																																																		| (748)  ~ (unit = e1)
% 68.99/33.83  																																																		| (749) unit = e3
% 68.99/33.83  																																																		|
% 68.99/33.83  																																																			| From (749) and (244) follows:
% 68.99/33.83  																																																			| (750) op(e3, e4) = e4
% 68.99/33.83  																																																			|
% 68.99/33.83  																																																			| From (749) and (40) follows:
% 68.99/33.83  																																																			| (3715) op(e3, e3) = e3
% 68.99/33.83  																																																			|
% 68.99/33.83  																																																			| From (749) and (42) follows:
% 68.99/33.83  																																																			| (752) op(e0, e3) = e0
% 68.99/33.83  																																																			|
% 68.99/33.83  																																																			| Instantiating formula (29) with e3, e4, e4, e2 and discharging atoms op(e3, e4) = e4, op(e3, e4) = e2, yields:
% 68.99/33.83  																																																			| (323) e4 = e2
% 68.99/33.83  																																																			|
% 68.99/33.83  																																																			| Instantiating formula (29) with e3, e3, e3, e4 and discharging atoms op(e3, e3) = e4, op(e3, e3) = e3, yields:
% 68.99/33.83  																																																			| (425) e4 = e3
% 68.99/33.83  																																																			|
% 68.99/33.83  																																																			| Instantiating formula (29) with e0, e3, e0, e3 and discharging atoms op(e0, e3) = e3, op(e0, e3) = e0, yields:
% 68.99/33.83  																																																			| (676) e3 = e0
% 68.99/33.83  																																																			|
% 68.99/33.83  																																																			| Combining equations (425,323) yields a new equation:
% 68.99/33.83  																																																			| (661) e3 = e2
% 68.99/33.83  																																																			|
% 68.99/33.83  																																																			| Simplifying 661 yields:
% 68.99/33.83  																																																			| (662) e3 = e2
% 68.99/33.83  																																																			|
% 68.99/33.83  																																																			| Combining equations (662,676) yields a new equation:
% 68.99/33.83  																																																			| (391) e2 = e0
% 68.99/33.83  																																																			|
% 68.99/33.83  																																																			| Simplifying 391 yields:
% 68.99/33.83  																																																			| (330) e2 = e0
% 68.99/33.83  																																																			|
% 68.99/33.83  																																																			| Equations (330) can reduce 128 to:
% 68.99/33.83  																																																			| (266) $false
% 68.99/33.83  																																																			|
% 68.99/33.83  																																																			|-The branch is then unsatisfiable
% 68.99/33.83  																																														|-Branch two:
% 68.99/33.83  																																														| (270)  ~ (all_0_55_55 = e3)
% 68.99/33.83  																																														| (62557) all_0_56_56 = e3 | all_0_58_58 = e3
% 68.99/33.83  																																														|
% 68.99/33.83  																																															+-Applying beta-rule and splitting (4042), into two cases.
% 68.99/33.83  																																															|-Branch one:
% 68.99/33.83  																																															| (415) all_0_50_50 = e3
% 68.99/33.83  																																															|
% 68.99/33.83  																																																| Combining equations (601,415) yields a new equation:
% 68.99/33.83  																																																| (455) e3 = e1
% 68.99/33.83  																																																|
% 68.99/33.83  																																																| Equations (455) can reduce 213 to:
% 68.99/33.83  																																																| (266) $false
% 68.99/33.83  																																																|
% 68.99/33.83  																																																|-The branch is then unsatisfiable
% 68.99/33.83  																																															|-Branch two:
% 68.99/33.83  																																															| (411)  ~ (all_0_50_50 = e3)
% 68.99/33.83  																																															| (2336) all_0_55_55 = e3
% 68.99/33.83  																																															|
% 68.99/33.83  																																																| Equations (2336) can reduce 270 to:
% 68.99/33.83  																																																| (266) $false
% 68.99/33.83  																																																|
% 68.99/33.83  																																																|-The branch is then unsatisfiable
% 68.99/33.84  																																													|-Branch two:
% 68.99/33.84  																																													| (1064)  ~ (all_0_49_49 = e1)
% 68.99/33.84  																																													| (884) all_0_49_49 = e3
% 68.99/33.84  																																													|
% 68.99/33.84  																																														| Equations (884) can reduce 525 to:
% 68.99/33.84  																																														| (266) $false
% 68.99/33.84  																																														|
% 68.99/33.84  																																														|-The branch is then unsatisfiable
% 68.99/33.84  																																										|-Branch two:
% 68.99/33.84  																																										| (678)  ~ (all_0_47_47 = e0)
% 68.99/33.84  																																										| (1278) all_0_48_48 = e0 | all_0_49_49 = e0
% 68.99/33.84  																																										|
% 68.99/33.84  																																											+-Applying beta-rule and splitting (1278), into two cases.
% 68.99/33.84  																																											|-Branch one:
% 68.99/33.84  																																											| (1279) all_0_48_48 = e0
% 68.99/33.84  																																											|
% 68.99/33.84  																																												| Combining equations (943,1279) yields a new equation:
% 68.99/33.84  																																												| (481) e4 = e0
% 68.99/33.84  																																												|
% 68.99/33.84  																																												| Simplifying 481 yields:
% 68.99/33.84  																																												| (397) e4 = e0
% 68.99/33.84  																																												|
% 68.99/33.84  																																												| Equations (397) can reduce 49 to:
% 68.99/33.84  																																												| (266) $false
% 68.99/33.84  																																												|
% 68.99/33.84  																																												|-The branch is then unsatisfiable
% 68.99/33.84  																																											|-Branch two:
% 68.99/33.84  																																											| (1283)  ~ (all_0_48_48 = e0)
% 68.99/33.84  																																											| (978) all_0_49_49 = e0
% 68.99/33.84  																																											|
% 68.99/33.84  																																												| Equations (978) can reduce 487 to:
% 68.99/33.84  																																												| (266) $false
% 68.99/33.84  																																												|
% 68.99/33.84  																																												|-The branch is then unsatisfiable
% 68.99/33.84  																																					|-Branch two:
% 68.99/33.84  																																					| (466)  ~ (all_0_56_56 = e1)
% 68.99/33.84  																																					| (1574) all_0_57_57 = e1 | all_0_58_58 = e1
% 68.99/33.84  																																					|
% 68.99/33.84  																																						+-Applying beta-rule and splitting (112), into two cases.
% 68.99/33.84  																																						|-Branch one:
% 68.99/33.84  																																						| (635) all_0_44_44 = e1
% 68.99/33.84  																																						|
% 68.99/33.84  																																							| Combining equations (1414,635) yields a new equation:
% 68.99/33.84  																																							| (431) e1 = e0
% 68.99/33.84  																																							|
% 68.99/33.84  																																							| Equations (431) can reduce 233 to:
% 68.99/33.84  																																							| (266) $false
% 68.99/33.84  																																							|
% 68.99/33.84  																																							|-The branch is then unsatisfiable
% 68.99/33.84  																																						|-Branch two:
% 68.99/33.84  																																						| (639)  ~ (all_0_44_44 = e1)
% 68.99/33.84  																																						| (640) all_0_49_49 = e1 | all_0_53_53 = e1 | all_0_58_58 = e1
% 68.99/33.84  																																						|
% 68.99/33.84  																																							| Equations (1414) can reduce 639 to:
% 68.99/33.84  																																							| (435)  ~ (e1 = e0)
% 68.99/33.84  																																							|
% 68.99/33.84  																																							| Simplifying 435 yields:
% 68.99/33.84  																																							| (233)  ~ (e1 = e0)
% 68.99/33.84  																																							|
% 68.99/33.84  																																							+-Applying beta-rule and splitting (1574), into two cases.
% 68.99/33.84  																																							|-Branch one:
% 68.99/33.84  																																							| (647) all_0_57_57 = e1
% 68.99/33.84  																																							|
% 68.99/33.84  																																								| Combining equations (875,647) yields a new equation:
% 68.99/33.84  																																								| (431) e1 = e0
% 68.99/33.84  																																								|
% 68.99/33.84  																																								| Equations (431) can reduce 233 to:
% 68.99/33.84  																																								| (266) $false
% 68.99/33.84  																																								|
% 68.99/33.84  																																								|-The branch is then unsatisfiable
% 68.99/33.84  																																							|-Branch two:
% 68.99/33.84  																																							| (1670)  ~ (all_0_57_57 = e1)
% 68.99/33.84  																																							| (918) all_0_58_58 = e1
% 68.99/33.84  																																							|
% 68.99/33.84  																																								| Combining equations (918,624) yields a new equation:
% 68.99/33.84  																																								| (617) e2 = e1
% 68.99/33.84  																																								|
% 68.99/33.84  																																								| Equations (617) can reduce 122 to:
% 68.99/33.84  																																								| (266) $false
% 68.99/33.84  																																								|
% 68.99/33.84  																																								|-The branch is then unsatisfiable
% 68.99/33.84  																																				|-Branch two:
% 68.99/33.84  																																				| (360)  ~ (all_0_44_44 = e0)
% 68.99/33.84  																																				| (1417) all_0_44_44 = e3 | all_0_44_44 = e1
% 68.99/33.84  																																				|
% 68.99/33.84  																																					+-Applying beta-rule and splitting (1417), into two cases.
% 68.99/33.84  																																					|-Branch one:
% 68.99/33.84  																																					| (635) all_0_44_44 = e1
% 68.99/33.84  																																					|
% 68.99/33.84  																																						| Equations (635) can reduce 639 to:
% 68.99/33.84  																																						| (266) $false
% 68.99/33.84  																																						|
% 68.99/33.84  																																						|-The branch is then unsatisfiable
% 68.99/33.84  																																					|-Branch two:
% 68.99/33.84  																																					| (639)  ~ (all_0_44_44 = e1)
% 68.99/33.84  																																					| (532) all_0_44_44 = e3
% 68.99/33.84  																																					|
% 68.99/33.84  																																						| Equations (532) can reduce 407 to:
% 68.99/33.84  																																						| (266) $false
% 68.99/33.84  																																						|
% 68.99/33.84  																																						|-The branch is then unsatisfiable
% 68.99/33.84  																																	|-Branch two:
% 68.99/33.84  																																	| (759)  ~ (all_0_50_50 = e1)
% 68.99/33.84  																																	| (415) all_0_50_50 = e3
% 68.99/33.84  																																	|
% 68.99/33.84  																																		| Equations (415) can reduce 411 to:
% 68.99/33.84  																																		| (266) $false
% 68.99/33.84  																																		|
% 68.99/33.84  																																		|-The branch is then unsatisfiable
% 68.99/33.84  																														|-Branch two:
% 68.99/33.84  																														| (405)  ~ (all_0_42_42 = e3)
% 68.99/33.84  																														| (532) all_0_44_44 = e3
% 68.99/33.84  																														|
% 68.99/33.84  																															| Equations (532) can reduce 407 to:
% 68.99/33.84  																															| (266) $false
% 68.99/33.84  																															|
% 68.99/33.84  																															|-The branch is then unsatisfiable
% 68.99/33.84  																									|-Branch two:
% 68.99/33.84  																									| (433)  ~ (all_0_43_43 = e1)
% 68.99/33.84  																									| (434) all_0_48_48 = e1 | all_0_52_52 = e1 | all_0_57_57 = e1
% 68.99/33.84  																									|
% 68.99/33.84  																										+-Applying beta-rule and splitting (6374), into two cases.
% 68.99/33.84  																										|-Branch one:
% 68.99/33.84  																										| (356) all_0_43_43 = e0
% 68.99/33.84  																										|
% 68.99/33.84  																											| Equations (356) can reduce 5470 to:
% 68.99/33.84  																											| (266) $false
% 68.99/33.84  																											|
% 68.99/33.84  																											|-The branch is then unsatisfiable
% 68.99/33.84  																										|-Branch two:
% 68.99/33.84  																										| (5470)  ~ (all_0_43_43 = e0)
% 68.99/33.84  																										| (430) all_0_43_43 = e1
% 68.99/33.84  																										|
% 68.99/33.84  																											| Equations (430) can reduce 433 to:
% 68.99/33.84  																											| (266) $false
% 68.99/33.84  																											|
% 68.99/33.84  																											|-The branch is then unsatisfiable
% 68.99/33.84  																					|-Branch two:
% 68.99/33.84  																					| (475)  ~ (all_0_51_51 = e4)
% 68.99/33.84  																					| (1294) all_0_52_52 = e4 | all_0_53_53 = e4
% 68.99/33.84  																					|
% 68.99/33.84  																						+-Applying beta-rule and splitting (164), into two cases.
% 68.99/33.84  																						|-Branch one:
% 68.99/33.84  																						| (471) all_0_39_39 = e4
% 68.99/33.84  																						|
% 68.99/33.84  																							| Combining equations (471,317) yields a new equation:
% 68.99/33.84  																							| (322) e4 = e2
% 68.99/33.84  																							|
% 68.99/33.84  																							| Simplifying 322 yields:
% 68.99/33.84  																							| (323) e4 = e2
% 68.99/33.84  																							|
% 68.99/33.84  																							| Equations (323) can reduce 48 to:
% 68.99/33.84  																							| (266) $false
% 68.99/33.84  																							|
% 68.99/33.84  																							|-The branch is then unsatisfiable
% 68.99/33.84  																						|-Branch two:
% 68.99/33.84  																						| (1377)  ~ (all_0_39_39 = e4)
% 68.99/33.84  																						| (2115) all_0_42_42 = e4 | all_0_47_47 = e4 | all_0_51_51 = e4 | all_0_56_56 = e4
% 68.99/33.84  																						|
% 68.99/33.84  																							| Equations (317) can reduce 1377 to:
% 68.99/33.84  																							| (327)  ~ (e4 = e2)
% 68.99/33.84  																							|
% 68.99/33.84  																							| Simplifying 327 yields:
% 68.99/33.84  																							| (48)  ~ (e4 = e2)
% 68.99/33.84  																							|
% 68.99/33.84  																							+-Applying beta-rule and splitting (1294), into two cases.
% 68.99/33.84  																							|-Branch one:
% 68.99/33.84  																							| (565) all_0_52_52 = e4
% 68.99/33.84  																							|
% 68.99/33.84  																								| Combining equations (352,565) yields a new equation:
% 68.99/33.84  																								| (323) e4 = e2
% 68.99/33.84  																								|
% 68.99/33.84  																								| Equations (323) can reduce 48 to:
% 68.99/33.84  																								| (266) $false
% 68.99/33.84  																								|
% 68.99/33.84  																								|-The branch is then unsatisfiable
% 68.99/33.84  																							|-Branch two:
% 68.99/33.84  																							| (780)  ~ (all_0_52_52 = e4)
% 68.99/33.84  																							| (1298) all_0_53_53 = e4
% 68.99/33.84  																							|
% 68.99/33.84  																								| Equations (1298) can reduce 1453 to:
% 68.99/33.84  																								| (266) $false
% 68.99/33.84  																								|
% 68.99/33.84  																								|-The branch is then unsatisfiable
% 68.99/33.84  																			|-Branch two:
% 68.99/33.84  																			| (254)  ~ (all_0_48_48 = e4)
% 68.99/33.84  																			| (947) all_0_52_52 = e4 | all_0_57_57 = e4
% 68.99/33.84  																			|
% 68.99/33.84  																				+-Applying beta-rule and splitting (947), into two cases.
% 68.99/33.84  																				|-Branch one:
% 68.99/33.84  																				| (565) all_0_52_52 = e4
% 68.99/33.84  																				|
% 68.99/33.84  																					| Combining equations (352,565) yields a new equation:
% 68.99/33.84  																					| (323) e4 = e2
% 68.99/33.84  																					|
% 68.99/33.84  																					| Equations (323) can reduce 48 to:
% 68.99/33.84  																					| (266) $false
% 68.99/33.84  																					|
% 68.99/33.84  																					|-The branch is then unsatisfiable
% 68.99/33.84  																				|-Branch two:
% 68.99/33.84  																				| (780)  ~ (all_0_52_52 = e4)
% 68.99/33.84  																				| (871) all_0_57_57 = e4
% 68.99/33.84  																				|
% 68.99/33.84  																					| Equations (871) can reduce 839 to:
% 68.99/33.84  																					| (266) $false
% 68.99/33.84  																					|
% 68.99/33.84  																					|-The branch is then unsatisfiable
% 68.99/33.84  																	|-Branch two:
% 68.99/33.84  																	| (440)  ~ (all_0_41_41 = e4)
% 68.99/33.84  																	| (4049) all_0_41_41 = e3 | all_0_41_41 = e1 | all_0_41_41 = e0
% 68.99/33.84  																	|
% 68.99/33.84  																		+-Applying beta-rule and splitting (4049), into two cases.
% 68.99/33.84  																		|-Branch one:
% 68.99/33.84  																		| (794) all_0_41_41 = e0
% 68.99/33.84  																		|
% 68.99/33.84  																			| Equations (794) can reduce 357 to:
% 68.99/33.84  																			| (266) $false
% 68.99/33.84  																			|
% 68.99/33.84  																			|-The branch is then unsatisfiable
% 68.99/33.84  																		|-Branch two:
% 68.99/33.84  																		| (357)  ~ (all_0_41_41 = e0)
% 68.99/33.84  																		| (4053) all_0_41_41 = e3 | all_0_41_41 = e1
% 68.99/33.84  																		|
% 68.99/33.84  																			+-Applying beta-rule and splitting (62), into two cases.
% 68.99/33.84  																			|-Branch one:
% 68.99/33.84  																			| (321) all_0_38_38 = e4
% 68.99/33.84  																			|
% 68.99/33.84  																				| Combining equations (321,329) yields a new equation:
% 68.99/33.84  																				| (481) e4 = e0
% 68.99/33.84  																				|
% 68.99/33.84  																				| Simplifying 481 yields:
% 68.99/33.84  																				| (397) e4 = e0
% 68.99/33.84  																				|
% 68.99/33.84  																				| Equations (397) can reduce 49 to:
% 68.99/33.84  																				| (266) $false
% 68.99/33.84  																				|
% 68.99/33.84  																				|-The branch is then unsatisfiable
% 68.99/33.84  																			|-Branch two:
% 68.99/33.84  																			| (325)  ~ (all_0_38_38 = e4)
% 68.99/33.84  																			| (582) all_0_41_41 = e4 | all_0_46_46 = e4 | all_0_50_50 = e4 | all_0_55_55 = e4
% 68.99/33.84  																			|
% 68.99/33.84  																				+-Applying beta-rule and splitting (582), into two cases.
% 68.99/33.84  																				|-Branch one:
% 68.99/33.84  																				| (437) all_0_41_41 = e4
% 68.99/33.84  																				|
% 68.99/33.84  																					| Equations (437) can reduce 440 to:
% 68.99/33.84  																					| (266) $false
% 68.99/33.84  																					|
% 68.99/33.84  																					|-The branch is then unsatisfiable
% 68.99/33.84  																				|-Branch two:
% 68.99/33.84  																				| (440)  ~ (all_0_41_41 = e4)
% 68.99/33.84  																				| (769) all_0_46_46 = e4 | all_0_50_50 = e4 | all_0_55_55 = e4
% 68.99/33.84  																				|
% 68.99/33.84  																					+-Applying beta-rule and splitting (769), into two cases.
% 68.99/33.84  																					|-Branch one:
% 68.99/33.84  																					| (770) all_0_46_46 = e4
% 68.99/33.84  																					|
% 68.99/33.84  																						| Combining equations (770,1794) yields a new equation:
% 68.99/33.84  																						| (322) e4 = e2
% 68.99/33.84  																						|
% 68.99/33.84  																						| Simplifying 322 yields:
% 68.99/33.84  																						| (323) e4 = e2
% 68.99/33.84  																						|
% 68.99/33.84  																						| Equations (323) can reduce 48 to:
% 68.99/33.84  																						| (266) $false
% 68.99/33.84  																						|
% 68.99/33.84  																						|-The branch is then unsatisfiable
% 68.99/33.84  																					|-Branch two:
% 68.99/33.84  																					| (250)  ~ (all_0_46_46 = e4)
% 68.99/33.84  																					| (774) all_0_50_50 = e4 | all_0_55_55 = e4
% 68.99/33.84  																					|
% 68.99/33.84  																						+-Applying beta-rule and splitting (774), into two cases.
% 68.99/33.84  																						|-Branch one:
% 68.99/33.84  																						| (775) all_0_50_50 = e4
% 68.99/33.84  																						|
% 68.99/33.84  																							| Equations (775) can reduce 221 to:
% 68.99/33.84  																							| (440)  ~ (all_0_41_41 = e4)
% 68.99/33.84  																							|
% 68.99/33.84  																							| Equations (775) can reduce 93 to:
% 68.99/33.84  																							| (1909)  ~ (all_0_55_55 = e4)
% 68.99/33.84  																							|
% 68.99/33.84  																							| Simplifying 1909 yields:
% 68.99/33.84  																							| (763)  ~ (all_0_55_55 = e4)
% 68.99/33.84  																							|
% 68.99/33.84  																							| Equations (775) can reduce 121 to:
% 68.99/33.84  																							| (49)  ~ (e4 = e0)
% 68.99/33.84  																							|
% 68.99/33.84  																							| From (775) and (242) follows:
% 68.99/33.84  																							| (5059) op(e1, e3) = e4
% 68.99/33.84  																							|
% 68.99/33.84  																							+-Applying beta-rule and splitting (4053), into two cases.
% 68.99/33.84  																							|-Branch one:
% 68.99/33.84  																							| (453) all_0_41_41 = e1
% 68.99/33.84  																							|
% 68.99/33.84  																								| Equations (453) can reduce 31 to:
% 68.99/33.84  																								| (57842)  ~ (all_0_43_43 = e1)
% 68.99/33.84  																								|
% 68.99/33.84  																								| Simplifying 57842 yields:
% 68.99/33.84  																								| (433)  ~ (all_0_43_43 = e1)
% 68.99/33.84  																								|
% 68.99/33.84  																								| Equations (453) can reduce 149 to:
% 68.99/33.85  																								| (4057)  ~ (all_0_44_44 = e1)
% 68.99/33.85  																								|
% 68.99/33.85  																								| Simplifying 4057 yields:
% 68.99/33.85  																								| (639)  ~ (all_0_44_44 = e1)
% 68.99/33.85  																								|
% 68.99/33.85  																								| Equations (453) can reduce 440 to:
% 68.99/33.85  																								| (602)  ~ (e4 = e1)
% 68.99/33.85  																								|
% 68.99/33.85  																								| Simplifying 602 yields:
% 68.99/33.85  																								| (110)  ~ (e4 = e1)
% 68.99/33.85  																								|
% 68.99/33.85  																								| Equations (453) can reduce 1898 to:
% 68.99/33.85  																								| (467)  ~ (e3 = e1)
% 68.99/33.85  																								|
% 68.99/33.85  																								| Simplifying 467 yields:
% 68.99/33.85  																								| (213)  ~ (e3 = e1)
% 68.99/33.85  																								|
% 68.99/33.85  																								| Equations (453) can reduce 357 to:
% 68.99/33.85  																								| (233)  ~ (e1 = e0)
% 68.99/33.85  																								|
% 68.99/33.85  																								| From (453) and (219) follows:
% 68.99/33.85  																								| (12512) op(e3, e3) = e1
% 68.99/33.85  																								|
% 68.99/33.85  																								+-Applying beta-rule and splitting (144), into two cases.
% 68.99/33.85  																								|-Branch one:
% 68.99/33.85  																								| (403) all_0_41_41 = e3
% 68.99/33.85  																								|
% 68.99/33.85  																									| Combining equations (403,453) yields a new equation:
% 68.99/33.85  																									| (454) e3 = e1
% 68.99/33.85  																									|
% 68.99/33.85  																									| Simplifying 454 yields:
% 68.99/33.85  																									| (455) e3 = e1
% 68.99/33.85  																									|
% 68.99/33.85  																									| Equations (455) can reduce 213 to:
% 68.99/33.85  																									| (266) $false
% 68.99/33.85  																									|
% 68.99/33.85  																									|-The branch is then unsatisfiable
% 68.99/33.85  																								|-Branch two:
% 68.99/33.85  																								| (1898)  ~ (all_0_41_41 = e3)
% 68.99/33.85  																								| (1923) all_0_46_46 = e3 | all_0_50_50 = e3 | all_0_55_55 = e3
% 68.99/33.85  																								|
% 68.99/33.85  																									+-Applying beta-rule and splitting (1923), into two cases.
% 68.99/33.85  																									|-Branch one:
% 68.99/33.85  																									| (1557) all_0_46_46 = e3
% 68.99/33.85  																									|
% 68.99/33.85  																										| Combining equations (1794,1557) yields a new equation:
% 68.99/33.85  																										| (662) e3 = e2
% 68.99/33.85  																										|
% 68.99/33.85  																										| Equations (662) can reduce 212 to:
% 68.99/33.85  																										| (266) $false
% 68.99/33.85  																										|
% 68.99/33.85  																										|-The branch is then unsatisfiable
% 68.99/33.85  																									|-Branch two:
% 68.99/33.85  																									| (409)  ~ (all_0_46_46 = e3)
% 68.99/33.85  																									| (4042) all_0_50_50 = e3 | all_0_55_55 = e3
% 68.99/33.85  																									|
% 68.99/33.85  																										+-Applying beta-rule and splitting (4042), into two cases.
% 68.99/33.85  																										|-Branch one:
% 68.99/33.85  																										| (415) all_0_50_50 = e3
% 68.99/33.85  																										|
% 68.99/33.85  																											| Combining equations (415,775) yields a new equation:
% 68.99/33.85  																											| (425) e4 = e3
% 68.99/33.85  																											|
% 68.99/33.85  																											| Equations (425) can reduce 188 to:
% 68.99/33.85  																											| (266) $false
% 68.99/33.85  																											|
% 68.99/33.85  																											|-The branch is then unsatisfiable
% 68.99/33.85  																										|-Branch two:
% 68.99/33.85  																										| (411)  ~ (all_0_50_50 = e3)
% 68.99/33.85  																										| (2336) all_0_55_55 = e3
% 68.99/33.85  																										|
% 68.99/33.85  																											| Equations (2336) can reduce 763 to:
% 68.99/33.85  																											| (277)  ~ (e4 = e3)
% 68.99/33.85  																											|
% 68.99/33.85  																											| Simplifying 277 yields:
% 68.99/33.85  																											| (188)  ~ (e4 = e3)
% 68.99/33.85  																											|
% 68.99/33.85  																											| Equations (2336) can reduce 803 to:
% 68.99/33.85  																											| (80)  ~ (e3 = e0)
% 68.99/33.85  																											|
% 68.99/33.85  																											| From (2336) and (74) follows:
% 68.99/33.85  																											| (2208) op(e0, e3) = e3
% 68.99/33.85  																											|
% 68.99/33.85  																											+-Applying beta-rule and splitting (195), into two cases.
% 68.99/33.85  																											|-Branch one:
% 68.99/33.85  																											| (396) all_0_43_43 = e4
% 68.99/33.85  																											|
% 68.99/33.85  																												| Equations (396) can reduce 17 to:
% 68.99/33.85  																												| (253)  ~ (all_0_48_48 = e4)
% 68.99/33.85  																												|
% 68.99/33.85  																												| Simplifying 253 yields:
% 68.99/33.85  																												| (254)  ~ (all_0_48_48 = e4)
% 68.99/33.85  																												|
% 68.99/33.85  																												| Equations (396) can reduce 99 to:
% 68.99/33.85  																												| (188)  ~ (e4 = e3)
% 68.99/33.85  																												|
% 68.99/33.85  																												| Equations (396) can reduce 96 to:
% 68.99/33.85  																												| (48)  ~ (e4 = e2)
% 68.99/33.85  																												|
% 68.99/33.85  																												| Equations (396) can reduce 433 to:
% 68.99/33.85  																												| (110)  ~ (e4 = e1)
% 68.99/33.85  																												|
% 68.99/33.85  																												+-Applying beta-rule and splitting (206), into two cases.
% 68.99/33.85  																												|-Branch one:
% 68.99/33.85  																												| (248) all_0_45_45 = e4
% 68.99/33.85  																												|
% 68.99/33.85  																													| Combining equations (423,248) yields a new equation:
% 68.99/33.85  																													| (425) e4 = e3
% 68.99/33.85  																													|
% 68.99/33.85  																													| Equations (425) can reduce 188 to:
% 68.99/33.85  																													| (266) $false
% 68.99/33.85  																													|
% 68.99/33.85  																													|-The branch is then unsatisfiable
% 68.99/33.85  																												|-Branch two:
% 68.99/33.85  																												| (60416)  ~ (all_0_45_45 = e4)
% 68.99/33.85  																												| (61457) all_0_46_46 = e4 | all_0_47_47 = e4 | all_0_48_48 = e4 | all_0_49_49 = e4
% 68.99/33.85  																												|
% 68.99/33.85  																													+-Applying beta-rule and splitting (61457), into two cases.
% 68.99/33.85  																													|-Branch one:
% 68.99/33.85  																													| (770) all_0_46_46 = e4
% 68.99/33.85  																													|
% 68.99/33.85  																														| Combining equations (1794,770) yields a new equation:
% 68.99/33.85  																														| (323) e4 = e2
% 68.99/33.85  																														|
% 68.99/33.85  																														| Equations (323) can reduce 48 to:
% 68.99/33.85  																														| (266) $false
% 68.99/33.85  																														|
% 68.99/33.85  																														|-The branch is then unsatisfiable
% 68.99/33.85  																													|-Branch two:
% 68.99/33.85  																													| (250)  ~ (all_0_46_46 = e4)
% 68.99/33.85  																													| (61466) all_0_47_47 = e4 | all_0_48_48 = e4 | all_0_49_49 = e4
% 68.99/33.85  																													|
% 68.99/33.85  																														+-Applying beta-rule and splitting (61466), into two cases.
% 68.99/33.85  																														|-Branch one:
% 68.99/33.85  																														| (1790) all_0_47_47 = e4
% 68.99/33.85  																														|
% 68.99/33.85  																															| Equations (1790) can reduce 338 to:
% 68.99/33.85  																															| (48)  ~ (e4 = e2)
% 68.99/33.85  																															|
% 68.99/33.85  																															+-Applying beta-rule and splitting (163), into two cases.
% 68.99/33.85  																															|-Branch one:
% 68.99/33.85  																															| (565) all_0_52_52 = e4
% 68.99/33.85  																															|
% 68.99/33.85  																																| Combining equations (565,352) yields a new equation:
% 68.99/33.85  																																| (322) e4 = e2
% 68.99/33.85  																																|
% 68.99/33.85  																																| Simplifying 322 yields:
% 68.99/33.85  																																| (323) e4 = e2
% 68.99/33.85  																																|
% 68.99/33.85  																																| Equations (323) can reduce 48 to:
% 68.99/33.85  																																| (266) $false
% 68.99/33.85  																																|
% 68.99/33.85  																																|-The branch is then unsatisfiable
% 68.99/33.85  																															|-Branch two:
% 68.99/33.85  																															| (780)  ~ (all_0_52_52 = e4)
% 68.99/33.85  																															| (781) (all_0_41_41 = e0 & all_0_58_58 = e3 &  ~ (all_0_44_44 = e3)) | (all_0_41_41 = e0 & all_0_58_58 = e3 &  ~ (all_0_55_55 = e0)) | (all_0_47_47 = e1 & all_0_52_52 = e2 &  ~ (all_0_48_48 = e2)) | (all_0_47_47 = e1 & all_0_52_52 = e2 &  ~ (all_0_51_51 = e1)) | (all_0_47_47 = e0 & all_0_58_58 = e2 &  ~ (all_0_49_49 = e2)) | (all_0_47_47 = e0 & all_0_58_58 = e2 &  ~ (all_0_56_56 = e0))
% 68.99/33.85  																															|
% 68.99/33.85  																																+-Applying beta-rule and splitting (781), into two cases.
% 68.99/33.85  																																|-Branch one:
% 68.99/33.85  																																| (789) (all_0_41_41 = e0 & all_0_58_58 = e3 &  ~ (all_0_44_44 = e3)) | (all_0_41_41 = e0 & all_0_58_58 = e3 &  ~ (all_0_55_55 = e0)) | (all_0_47_47 = e1 & all_0_52_52 = e2 &  ~ (all_0_48_48 = e2)) | (all_0_47_47 = e1 & all_0_52_52 = e2 &  ~ (all_0_51_51 = e1)) | (all_0_47_47 = e0 & all_0_58_58 = e2 &  ~ (all_0_49_49 = e2))
% 68.99/33.85  																																|
% 68.99/33.85  																																	+-Applying beta-rule and splitting (789), into two cases.
% 68.99/33.85  																																	|-Branch one:
% 68.99/33.85  																																	| (790) (all_0_41_41 = e0 & all_0_58_58 = e3 &  ~ (all_0_44_44 = e3)) | (all_0_41_41 = e0 & all_0_58_58 = e3 &  ~ (all_0_55_55 = e0)) | (all_0_47_47 = e1 & all_0_52_52 = e2 &  ~ (all_0_48_48 = e2)) | (all_0_47_47 = e1 & all_0_52_52 = e2 &  ~ (all_0_51_51 = e1))
% 68.99/33.85  																																	|
% 68.99/33.85  																																		+-Applying beta-rule and splitting (790), into two cases.
% 68.99/33.85  																																		|-Branch one:
% 68.99/33.85  																																		| (791) (all_0_41_41 = e0 & all_0_58_58 = e3 &  ~ (all_0_44_44 = e3)) | (all_0_41_41 = e0 & all_0_58_58 = e3 &  ~ (all_0_55_55 = e0)) | (all_0_47_47 = e1 & all_0_52_52 = e2 &  ~ (all_0_48_48 = e2))
% 68.99/33.85  																																		|
% 68.99/33.85  																																			+-Applying beta-rule and splitting (791), into two cases.
% 68.99/33.85  																																			|-Branch one:
% 68.99/33.85  																																			| (792) (all_0_41_41 = e0 & all_0_58_58 = e3 &  ~ (all_0_44_44 = e3)) | (all_0_41_41 = e0 & all_0_58_58 = e3 &  ~ (all_0_55_55 = e0))
% 68.99/33.85  																																			|
% 68.99/33.85  																																				+-Applying beta-rule and splitting (792), into two cases.
% 68.99/33.85  																																				|-Branch one:
% 68.99/33.85  																																				| (793) all_0_41_41 = e0 & all_0_58_58 = e3 &  ~ (all_0_44_44 = e3)
% 68.99/33.85  																																				|
% 68.99/33.85  																																					| Applying alpha-rule on (793) yields:
% 68.99/33.85  																																					| (794) all_0_41_41 = e0
% 68.99/33.85  																																					| (795) all_0_58_58 = e3
% 68.99/33.85  																																					| (407)  ~ (all_0_44_44 = e3)
% 68.99/33.85  																																					|
% 68.99/33.85  																																					| Combining equations (794,453) yields a new equation:
% 68.99/33.85  																																					| (431) e1 = e0
% 68.99/33.85  																																					|
% 68.99/33.85  																																					| Equations (431) can reduce 233 to:
% 68.99/33.85  																																					| (266) $false
% 68.99/33.85  																																					|
% 68.99/33.85  																																					|-The branch is then unsatisfiable
% 68.99/33.85  																																				|-Branch two:
% 68.99/33.85  																																				| (800) all_0_41_41 = e0 & all_0_58_58 = e3 &  ~ (all_0_55_55 = e0)
% 68.99/33.85  																																				|
% 68.99/33.85  																																					| Applying alpha-rule on (800) yields:
% 68.99/33.85  																																					| (794) all_0_41_41 = e0
% 68.99/33.85  																																					| (795) all_0_58_58 = e3
% 68.99/33.85  																																					| (803)  ~ (all_0_55_55 = e0)
% 68.99/33.85  																																					|
% 68.99/33.85  																																					| Combining equations (794,453) yields a new equation:
% 68.99/33.85  																																					| (431) e1 = e0
% 68.99/33.85  																																					|
% 68.99/33.85  																																					| Equations (431) can reduce 233 to:
% 68.99/33.85  																																					| (266) $false
% 68.99/33.85  																																					|
% 68.99/33.85  																																					|-The branch is then unsatisfiable
% 68.99/33.85  																																			|-Branch two:
% 68.99/33.85  																																			| (807) all_0_47_47 = e1 & all_0_52_52 = e2 &  ~ (all_0_48_48 = e2)
% 68.99/33.85  																																			|
% 68.99/33.85  																																				| Applying alpha-rule on (807) yields:
% 68.99/33.85  																																				| (654) all_0_47_47 = e1
% 68.99/33.85  																																				| (352) all_0_52_52 = e2
% 68.99/33.85  																																				| (810)  ~ (all_0_48_48 = e2)
% 68.99/33.85  																																				|
% 68.99/33.85  																																				| Combining equations (1790,654) yields a new equation:
% 68.99/33.85  																																				| (636) e4 = e1
% 68.99/33.85  																																				|
% 68.99/33.85  																																				| Simplifying 636 yields:
% 68.99/33.85  																																				| (630) e4 = e1
% 68.99/33.85  																																				|
% 68.99/33.85  																																				| Equations (630) can reduce 110 to:
% 68.99/33.85  																																				| (266) $false
% 68.99/33.85  																																				|
% 68.99/33.85  																																				|-The branch is then unsatisfiable
% 68.99/33.85  																																		|-Branch two:
% 68.99/33.85  																																		| (813) all_0_47_47 = e1 & all_0_52_52 = e2 &  ~ (all_0_51_51 = e1)
% 68.99/33.85  																																		|
% 68.99/33.86  																																			| Applying alpha-rule on (813) yields:
% 68.99/33.86  																																			| (654) all_0_47_47 = e1
% 68.99/33.86  																																			| (352) all_0_52_52 = e2
% 68.99/33.86  																																			| (464)  ~ (all_0_51_51 = e1)
% 68.99/33.86  																																			|
% 68.99/33.86  																																			| Combining equations (1790,654) yields a new equation:
% 68.99/33.86  																																			| (636) e4 = e1
% 68.99/33.86  																																			|
% 68.99/33.86  																																			| Simplifying 636 yields:
% 68.99/33.86  																																			| (630) e4 = e1
% 68.99/33.86  																																			|
% 68.99/33.86  																																			| Equations (630) can reduce 110 to:
% 68.99/33.86  																																			| (266) $false
% 68.99/33.86  																																			|
% 68.99/33.86  																																			|-The branch is then unsatisfiable
% 68.99/33.86  																																	|-Branch two:
% 68.99/33.86  																																	| (819) all_0_47_47 = e0 & all_0_58_58 = e2 &  ~ (all_0_49_49 = e2)
% 68.99/33.86  																																	|
% 68.99/33.86  																																		| Applying alpha-rule on (819) yields:
% 68.99/33.86  																																		| (674) all_0_47_47 = e0
% 68.99/33.86  																																		| (624) all_0_58_58 = e2
% 68.99/33.86  																																		| (340)  ~ (all_0_49_49 = e2)
% 68.99/33.86  																																		|
% 68.99/33.86  																																		| Combining equations (1790,674) yields a new equation:
% 68.99/33.86  																																		| (481) e4 = e0
% 68.99/33.86  																																		|
% 68.99/33.86  																																		| Simplifying 481 yields:
% 68.99/33.86  																																		| (397) e4 = e0
% 68.99/33.86  																																		|
% 68.99/33.86  																																		| Equations (397) can reduce 49 to:
% 68.99/33.86  																																		| (266) $false
% 68.99/33.86  																																		|
% 68.99/33.86  																																		|-The branch is then unsatisfiable
% 68.99/33.86  																																|-Branch two:
% 68.99/33.86  																																| (825) all_0_47_47 = e0 & all_0_58_58 = e2 &  ~ (all_0_56_56 = e0)
% 68.99/33.86  																																|
% 68.99/33.86  																																	| Applying alpha-rule on (825) yields:
% 68.99/33.86  																																	| (674) all_0_47_47 = e0
% 68.99/33.86  																																	| (624) all_0_58_58 = e2
% 68.99/33.86  																																	| (828)  ~ (all_0_56_56 = e0)
% 68.99/33.86  																																	|
% 68.99/33.86  																																	| Combining equations (1790,674) yields a new equation:
% 68.99/33.86  																																	| (481) e4 = e0
% 68.99/33.86  																																	|
% 68.99/33.86  																																	| Simplifying 481 yields:
% 68.99/33.86  																																	| (397) e4 = e0
% 68.99/33.86  																																	|
% 68.99/33.86  																																	| Equations (397) can reduce 49 to:
% 68.99/33.86  																																	| (266) $false
% 68.99/33.86  																																	|
% 68.99/33.86  																																	|-The branch is then unsatisfiable
% 68.99/33.86  																														|-Branch two:
% 68.99/33.86  																														| (252)  ~ (all_0_47_47 = e4)
% 68.99/33.86  																														| (61479) all_0_48_48 = e4 | all_0_49_49 = e4
% 68.99/33.86  																														|
% 69.08/33.86  																															+-Applying beta-rule and splitting (61479), into two cases.
% 69.08/33.86  																															|-Branch one:
% 69.08/33.86  																															| (943) all_0_48_48 = e4
% 69.08/33.86  																															|
% 69.08/33.86  																																| Equations (943) can reduce 254 to:
% 69.08/33.86  																																| (266) $false
% 69.08/33.86  																																|
% 69.08/33.86  																																|-The branch is then unsatisfiable
% 69.08/33.86  																															|-Branch two:
% 69.08/33.86  																															| (254)  ~ (all_0_48_48 = e4)
% 69.08/33.86  																															| (974) all_0_49_49 = e4
% 69.08/33.86  																															|
% 69.08/33.86  																																| Equations (974) can reduce 256 to:
% 69.08/33.86  																																| (266) $false
% 69.08/33.86  																																|
% 69.08/33.86  																																|-The branch is then unsatisfiable
% 69.08/33.86  																											|-Branch two:
% 69.08/33.86  																											| (399)  ~ (all_0_43_43 = e4)
% 69.08/33.86  																											| (6374) all_0_43_43 = e1 | all_0_43_43 = e0
% 69.08/33.86  																											|
% 69.08/33.86  																												+-Applying beta-rule and splitting (64), into two cases.
% 69.08/33.86  																												|-Branch one:
% 69.08/33.86  																												| (437) all_0_41_41 = e4
% 69.08/33.86  																												|
% 69.08/33.86  																													| Combining equations (453,437) yields a new equation:
% 69.08/33.86  																													| (630) e4 = e1
% 69.08/33.86  																													|
% 69.08/33.86  																													| Equations (630) can reduce 110 to:
% 69.08/33.86  																													| (266) $false
% 69.08/33.86  																													|
% 69.08/33.86  																													|-The branch is then unsatisfiable
% 69.08/33.86  																												|-Branch two:
% 69.08/33.86  																												| (440)  ~ (all_0_41_41 = e4)
% 69.08/33.86  																												| (441) all_0_42_42 = e4 | all_0_43_43 = e4 | all_0_44_44 = e4
% 69.08/33.86  																												|
% 69.08/33.86  																													+-Applying beta-rule and splitting (441), into two cases.
% 69.08/33.86  																													|-Branch one:
% 69.08/33.86  																													| (1392) all_0_42_42 = e4
% 69.08/33.86  																													|
% 69.08/33.86  																														| Equations (1392) can reduce 240 to:
% 69.08/33.86  																														| (47779)  ~ (all_0_43_43 = e4)
% 69.08/33.86  																														|
% 69.08/33.86  																														| Simplifying 47779 yields:
% 69.08/33.86  																														| (399)  ~ (all_0_43_43 = e4)
% 69.08/33.86  																														|
% 69.08/33.86  																														+-Applying beta-rule and splitting (230), into two cases.
% 69.08/33.86  																														|-Branch one:
% 69.08/33.86  																														| (396) all_0_43_43 = e4
% 69.08/33.86  																														|
% 69.08/33.86  																															| Equations (396) can reduce 399 to:
% 69.08/33.86  																															| (266) $false
% 69.08/33.86  																															|
% 69.08/33.86  																															|-The branch is then unsatisfiable
% 69.08/33.86  																														|-Branch two:
% 69.08/33.86  																														| (399)  ~ (all_0_43_43 = e4)
% 69.08/33.86  																														| (400) all_0_48_48 = e4 | all_0_52_52 = e4 | all_0_57_57 = e4
% 69.08/33.86  																														|
% 69.08/33.86  																															+-Applying beta-rule and splitting (206), into two cases.
% 69.08/33.86  																															|-Branch one:
% 69.08/33.86  																															| (248) all_0_45_45 = e4
% 69.08/33.86  																															|
% 69.08/33.86  																																| Combining equations (423,248) yields a new equation:
% 69.08/33.86  																																| (425) e4 = e3
% 69.08/33.86  																																|
% 69.08/33.86  																																| Equations (425) can reduce 188 to:
% 69.08/33.86  																																| (266) $false
% 69.08/33.86  																																|
% 69.08/33.86  																																|-The branch is then unsatisfiable
% 69.08/33.86  																															|-Branch two:
% 69.08/33.87  																															| (60416)  ~ (all_0_45_45 = e4)
% 69.08/33.87  																															| (61457) all_0_46_46 = e4 | all_0_47_47 = e4 | all_0_48_48 = e4 | all_0_49_49 = e4
% 69.08/33.87  																															|
% 69.08/33.87  																																| Equations (423) can reduce 60416 to:
% 69.08/33.87  																																| (277)  ~ (e4 = e3)
% 69.08/33.87  																																|
% 69.08/33.87  																																| Simplifying 277 yields:
% 69.08/33.87  																																| (188)  ~ (e4 = e3)
% 69.08/33.87  																																|
% 69.08/33.87  																																+-Applying beta-rule and splitting (180), into two cases.
% 69.08/33.87  																																|-Branch one:
% 69.08/33.87  																																| (516) all_0_42_42 = e3
% 69.08/33.87  																																|
% 69.08/33.87  																																	| Combining equations (516,1392) yields a new equation:
% 69.08/33.87  																																	| (425) e4 = e3
% 69.08/33.87  																																	|
% 69.08/33.87  																																	| Equations (425) can reduce 188 to:
% 69.08/33.87  																																	| (266) $false
% 69.08/33.87  																																	|
% 69.08/33.87  																																	|-The branch is then unsatisfiable
% 69.08/33.87  																																|-Branch two:
% 69.08/33.87  																																| (405)  ~ (all_0_42_42 = e3)
% 69.08/33.87  																																| (521) all_0_47_47 = e3 | all_0_51_51 = e3 | all_0_56_56 = e3
% 69.08/33.87  																																|
% 69.08/33.87  																																	| Equations (1392) can reduce 405 to:
% 69.08/33.87  																																	| (188)  ~ (e4 = e3)
% 69.08/33.87  																																	|
% 69.08/33.87  																																	+-Applying beta-rule and splitting (1899), into two cases.
% 69.08/33.87  																																	|-Branch one:
% 69.08/33.87  																																	| (516) all_0_42_42 = e3
% 69.08/33.87  																																	|
% 69.08/33.87  																																		| Combining equations (516,1392) yields a new equation:
% 69.08/33.87  																																		| (425) e4 = e3
% 69.08/33.87  																																		|
% 69.08/33.87  																																		| Equations (425) can reduce 188 to:
% 69.08/33.87  																																		| (266) $false
% 69.08/33.87  																																		|
% 69.08/33.87  																																		|-The branch is then unsatisfiable
% 69.08/33.87  																																	|-Branch two:
% 69.08/33.87  																																	| (405)  ~ (all_0_42_42 = e3)
% 69.08/33.87  																																	| (532) all_0_44_44 = e3
% 69.08/33.87  																																	|
% 69.08/33.87  																																		| Equations (532) can reduce 159 to:
% 69.08/33.87  																																		| (99)  ~ (all_0_43_43 = e3)
% 69.08/33.87  																																		|
% 69.08/33.87  																																		+-Applying beta-rule and splitting (75), into two cases.
% 69.08/33.87  																																		|-Branch one:
% 69.08/33.87  																																		| (485) all_0_40_40 = e0
% 69.08/33.87  																																		|
% 69.08/33.87  																																			| Combining equations (485,1378) yields a new equation:
% 69.08/33.87  																																			| (397) e4 = e0
% 69.08/33.87  																																			|
% 69.08/33.87  																																			| Equations (397) can reduce 49 to:
% 69.08/33.87  																																			| (266) $false
% 69.08/33.87  																																			|
% 69.08/33.87  																																			|-The branch is then unsatisfiable
% 69.08/33.87  																																		|-Branch two:
% 69.08/33.87  																																		| (1401)  ~ (all_0_40_40 = e0)
% 69.08/33.87  																																		| (1748) all_0_44_44 = e0 | all_0_49_49 = e0 | all_0_58_58 = e0
% 69.08/33.87  																																		|
% 69.08/33.87  																																			+-Applying beta-rule and splitting (1748), into two cases.
% 69.08/33.87  																																			|-Branch one:
% 69.08/33.87  																																			| (1414) all_0_44_44 = e0
% 69.08/33.87  																																			|
% 69.08/33.87  																																				| Combining equations (1414,532) yields a new equation:
% 69.08/33.87  																																				| (676) e3 = e0
% 69.08/33.87  																																				|
% 69.08/33.87  																																				| Equations (676) can reduce 80 to:
% 69.08/33.87  																																				| (266) $false
% 69.08/33.87  																																				|
% 69.08/33.87  																																				|-The branch is then unsatisfiable
% 69.08/33.87  																																			|-Branch two:
% 69.08/33.87  																																			| (360)  ~ (all_0_44_44 = e0)
% 69.08/33.87  																																			| (1760) all_0_49_49 = e0 | all_0_58_58 = e0
% 69.08/33.87  																																			|
% 69.08/33.87  																																				+-Applying beta-rule and splitting (1760), into two cases.
% 69.08/33.87  																																				|-Branch one:
% 69.08/33.87  																																				| (978) all_0_49_49 = e0
% 69.08/33.87  																																				|
% 69.08/33.87  																																					+-Applying beta-rule and splitting (6374), into two cases.
% 69.08/33.87  																																					|-Branch one:
% 69.08/33.87  																																					| (356) all_0_43_43 = e0
% 69.08/33.87  																																					|
% 69.08/33.87  																																						| Equations (356) can reduce 17 to:
% 69.08/33.87  																																						| (10200)  ~ (all_0_48_48 = e0)
% 69.08/33.87  																																						|
% 69.08/33.87  																																						| Simplifying 10200 yields:
% 69.08/33.87  																																						| (1283)  ~ (all_0_48_48 = e0)
% 69.08/33.87  																																						|
% 69.08/33.87  																																						| Equations (356) can reduce 199 to:
% 69.08/33.87  																																						| (363)  ~ (all_0_57_57 = e0)
% 69.08/33.87  																																						|
% 69.08/33.87  																																						| Simplifying 363 yields:
% 69.08/33.87  																																						| (364)  ~ (all_0_57_57 = e0)
% 69.08/33.87  																																						|
% 69.08/33.87  																																						| Equations (356) can reduce 99 to:
% 69.08/33.87  																																						| (541)  ~ (e3 = e0)
% 69.08/33.87  																																						|
% 69.08/33.87  																																						| Simplifying 541 yields:
% 69.08/33.87  																																						| (80)  ~ (e3 = e0)
% 69.08/33.87  																																						|
% 69.08/33.87  																																						| Equations (356) can reduce 96 to:
% 69.08/33.87  																																						| (365)  ~ (e2 = e0)
% 69.08/33.87  																																						|
% 69.08/33.87  																																						| Simplifying 365 yields:
% 69.08/33.87  																																						| (128)  ~ (e2 = e0)
% 69.08/33.87  																																						|
% 69.08/33.87  																																						| From (356) and (37) follows:
% 69.08/33.87  																																						| (369) op(e3, e1) = e0
% 69.08/33.87  																																						|
% 69.08/33.87  																																						+-Applying beta-rule and splitting (125), into two cases.
% 69.08/33.87  																																						|-Branch one:
% 69.08/33.87  																																						| (858) all_0_55_55 = e0
% 69.08/33.87  																																						|
% 69.08/33.87  																																							| Combining equations (2336,858) yields a new equation:
% 69.08/33.87  																																							| (675) e3 = e0
% 69.08/33.87  																																							|
% 69.08/33.87  																																							| Simplifying 675 yields:
% 69.08/33.87  																																							| (676) e3 = e0
% 69.08/33.87  																																							|
% 69.08/33.87  																																							| Equations (676) can reduce 80 to:
% 69.08/33.87  																																							| (266) $false
% 69.08/33.87  																																							|
% 69.08/33.87  																																							|-The branch is then unsatisfiable
% 69.08/33.87  																																						|-Branch two:
% 69.08/33.87  																																						| (803)  ~ (all_0_55_55 = e0)
% 69.08/33.87  																																						| (863) all_0_56_56 = e0 | all_0_57_57 = e0 | all_0_58_58 = e0
% 69.08/33.87  																																						|
% 69.08/33.87  																																							+-Applying beta-rule and splitting (12), into two cases.
% 69.08/33.87  																																							|-Branch one:
% 69.08/33.87  																																							| (442) all_0_57_57 = e2
% 69.08/33.87  																																							|
% 69.08/33.87  																																								| Equations (442) can reduce 344 to:
% 69.08/33.87  																																								| (266) $false
% 69.08/33.87  																																								|
% 69.08/33.87  																																								|-The branch is then unsatisfiable
% 69.08/33.87  																																							|-Branch two:
% 69.08/33.87  																																							| (344)  ~ (all_0_57_57 = e2)
% 69.08/33.87  																																							| (445) all_0_57_57 = e4 | all_0_57_57 = e1 | all_0_57_57 = e0
% 69.08/33.87  																																							|
% 69.08/33.87  																																								+-Applying beta-rule and splitting (863), into two cases.
% 69.08/33.87  																																								|-Branch one:
% 69.08/33.87  																																								| (679) all_0_56_56 = e0
% 69.08/33.87  																																								|
% 69.08/33.87  																																									| Equations (679) can reduce 91 to:
% 69.08/33.87  																																									| (678)  ~ (all_0_47_47 = e0)
% 69.08/33.87  																																									|
% 69.08/33.87  																																									| Equations (679) can reduce 140 to:
% 69.08/33.87  																																									| (363)  ~ (all_0_57_57 = e0)
% 69.08/33.87  																																									|
% 69.08/33.87  																																									| Simplifying 363 yields:
% 69.08/33.87  																																									| (364)  ~ (all_0_57_57 = e0)
% 69.08/33.87  																																									|
% 69.08/33.87  																																									+-Applying beta-rule and splitting (445), into two cases.
% 69.08/33.87  																																									|-Branch one:
% 69.08/33.87  																																									| (871) all_0_57_57 = e4
% 69.08/33.87  																																									|
% 69.08/33.87  																																										| Equations (871) can reduce 839 to:
% 69.08/33.87  																																										| (266) $false
% 69.08/33.87  																																										|
% 69.08/33.87  																																										|-The branch is then unsatisfiable
% 69.08/33.87  																																									|-Branch two:
% 69.08/33.87  																																									| (839)  ~ (all_0_57_57 = e4)
% 69.08/33.87  																																									| (874) all_0_57_57 = e1 | all_0_57_57 = e0
% 69.08/33.87  																																									|
% 69.08/33.87  																																										+-Applying beta-rule and splitting (874), into two cases.
% 69.08/33.87  																																										|-Branch one:
% 69.08/33.87  																																										| (875) all_0_57_57 = e0
% 69.08/33.87  																																										|
% 69.08/33.87  																																											| Equations (875) can reduce 364 to:
% 69.08/33.87  																																											| (266) $false
% 69.08/33.87  																																											|
% 69.08/33.87  																																											|-The branch is then unsatisfiable
% 69.08/33.87  																																										|-Branch two:
% 69.08/33.87  																																										| (364)  ~ (all_0_57_57 = e0)
% 69.08/33.87  																																										| (647) all_0_57_57 = e1
% 69.08/33.87  																																										|
% 69.08/33.87  																																											| Equations (647) can reduce 239 to:
% 69.08/33.87  																																											| (619)  ~ (all_0_48_48 = e1)
% 69.08/33.87  																																											|
% 69.08/33.87  																																											| Equations (647) can reduce 344 to:
% 69.08/33.87  																																											| (604)  ~ (e2 = e1)
% 69.08/33.87  																																											|
% 69.08/33.87  																																											| Simplifying 604 yields:
% 69.08/33.87  																																											| (122)  ~ (e2 = e1)
% 69.08/33.87  																																											|
% 69.08/33.87  																																											| Equations (647) can reduce 364 to:
% 69.08/33.87  																																											| (233)  ~ (e1 = e0)
% 69.08/33.87  																																											|
% 69.08/33.87  																																											+-Applying beta-rule and splitting (135), into two cases.
% 69.08/33.87  																																											|-Branch one:
% 69.08/33.87  																																											| (545) all_0_46_46 = e1
% 69.08/33.87  																																											|
% 69.08/33.87  																																												| Combining equations (545,1794) yields a new equation:
% 69.08/33.87  																																												| (617) e2 = e1
% 69.08/33.87  																																												|
% 69.08/33.87  																																												| Equations (617) can reduce 122 to:
% 69.08/33.87  																																												| (266) $false
% 69.08/33.87  																																												|
% 69.08/33.87  																																												|-The branch is then unsatisfiable
% 69.08/33.87  																																											|-Branch two:
% 69.08/33.87  																																											| (549)  ~ (all_0_46_46 = e1)
% 69.08/33.87  																																											| (550) all_0_47_47 = e1 | all_0_48_48 = e1 | all_0_49_49 = e1
% 69.08/33.87  																																											|
% 69.08/33.87  																																												+-Applying beta-rule and splitting (400), into two cases.
% 69.08/33.87  																																												|-Branch one:
% 69.08/33.87  																																												| (943) all_0_48_48 = e4
% 69.08/33.87  																																												|
% 69.08/33.87  																																													| Equations (943) can reduce 810 to:
% 69.08/33.87  																																													| (48)  ~ (e4 = e2)
% 69.08/33.87  																																													|
% 69.08/33.87  																																													| From (943) and (192) follows:
% 69.08/33.87  																																													| (63092) op(e2, e1) = e4
% 69.08/33.87  																																													|
% 69.08/33.87  																																													+-Applying beta-rule and splitting (105), into two cases.
% 69.08/33.87  																																													|-Branch one:
% 69.08/33.87  																																													| (1105) all_0_47_47 = e2
% 69.08/33.87  																																													|
% 69.08/33.87  																																														| Equations (1105) can reduce 338 to:
% 69.08/33.87  																																														| (266) $false
% 69.08/33.87  																																														|
% 69.08/33.87  																																														|-The branch is then unsatisfiable
% 69.08/33.87  																																													|-Branch two:
% 69.08/33.87  																																													| (338)  ~ (all_0_47_47 = e2)
% 69.08/33.87  																																													| (1789) all_0_47_47 = e4 | all_0_47_47 = e3 | all_0_47_47 = e1 | all_0_47_47 = e0
% 69.08/33.87  																																													|
% 69.08/33.87  																																														+-Applying beta-rule and splitting (163), into two cases.
% 69.08/33.87  																																														|-Branch one:
% 69.08/33.87  																																														| (565) all_0_52_52 = e4
% 69.08/33.87  																																														|
% 69.08/33.87  																																															| Combining equations (352,565) yields a new equation:
% 69.08/33.87  																																															| (323) e4 = e2
% 69.08/33.87  																																															|
% 69.08/33.87  																																															| Equations (323) can reduce 48 to:
% 69.08/33.87  																																															| (266) $false
% 69.08/33.87  																																															|
% 69.08/33.87  																																															|-The branch is then unsatisfiable
% 69.08/33.87  																																														|-Branch two:
% 69.08/33.87  																																														| (780)  ~ (all_0_52_52 = e4)
% 69.08/33.87  																																														| (781) (all_0_41_41 = e0 & all_0_58_58 = e3 &  ~ (all_0_44_44 = e3)) | (all_0_41_41 = e0 & all_0_58_58 = e3 &  ~ (all_0_55_55 = e0)) | (all_0_47_47 = e1 & all_0_52_52 = e2 &  ~ (all_0_48_48 = e2)) | (all_0_47_47 = e1 & all_0_52_52 = e2 &  ~ (all_0_51_51 = e1)) | (all_0_47_47 = e0 & all_0_58_58 = e2 &  ~ (all_0_49_49 = e2)) | (all_0_47_47 = e0 & all_0_58_58 = e2 &  ~ (all_0_56_56 = e0))
% 69.08/33.87  																																														|
% 69.08/33.87  																																															+-Applying beta-rule and splitting (550), into two cases.
% 69.08/33.87  																																															|-Branch one:
% 69.08/33.87  																																															| (654) all_0_47_47 = e1
% 69.08/33.87  																																															|
% 69.08/33.87  																																																| Equations (654) can reduce 338 to:
% 69.08/33.87  																																																| (604)  ~ (e2 = e1)
% 69.08/33.87  																																																|
% 69.08/33.87  																																																| Simplifying 604 yields:
% 69.08/33.87  																																																| (122)  ~ (e2 = e1)
% 69.08/33.87  																																																|
% 69.08/33.87  																																																| Equations (654) can reduce 678 to:
% 69.08/33.87  																																																| (233)  ~ (e1 = e0)
% 69.08/33.87  																																																|
% 69.08/33.87  																																																+-Applying beta-rule and splitting (56), into two cases.
% 69.08/33.87  																																																|-Branch one:
% 69.08/33.87  																																																| (696) unit = e2
% 69.08/33.87  																																																|
% 69.08/33.87  																																																	| From (696) and (244) follows:
% 69.08/33.87  																																																	| (264) op(e2, e4) = e4
% 69.08/33.87  																																																	|
% 69.08/33.87  																																																	| From (696) and (211) follows:
% 69.08/33.87  																																																	| (1612) op(e2, e1) = e1
% 69.08/33.87  																																																	|
% 69.08/33.87  																																																	| From (696) and (227) follows:
% 69.08/33.87  																																																	| (4284) op(e4, e2) = e4
% 69.08/33.87  																																																	|
% 69.08/33.87  																																																	| Instantiating formula (29) with e4, e2, e4, e2 and discharging atoms op(e4, e2) = e4, op(e4, e2) = e2, yields:
% 69.08/33.87  																																																	| (323) e4 = e2
% 69.08/33.87  																																																	|
% 69.08/33.87  																																																	| Instantiating formula (29) with e2, e4, e4, e3 and discharging atoms op(e2, e4) = e4, op(e2, e4) = e3, yields:
% 69.08/33.87  																																																	| (425) e4 = e3
% 69.08/33.87  																																																	|
% 69.08/33.87  																																																	| Instantiating formula (29) with e2, e1, e1, e4 and discharging atoms op(e2, e1) = e4, op(e2, e1) = e1, yields:
% 69.08/33.87  																																																	| (630) e4 = e1
% 69.08/33.87  																																																	|
% 69.08/33.87  																																																	| Combining equations (323,425) yields a new equation:
% 69.08/33.87  																																																	| (662) e3 = e2
% 69.08/33.87  																																																	|
% 69.08/33.87  																																																	| Combining equations (630,425) yields a new equation:
% 69.08/33.87  																																																	| (455) e3 = e1
% 69.08/33.87  																																																	|
% 69.08/33.88  																																																	| Combining equations (662,455) yields a new equation:
% 69.08/33.88  																																																	| (616) e2 = e1
% 69.08/33.88  																																																	|
% 69.08/33.88  																																																	| Simplifying 616 yields:
% 69.08/33.88  																																																	| (617) e2 = e1
% 69.08/33.88  																																																	|
% 69.08/33.88  																																																	| Equations (617) can reduce 122 to:
% 69.08/33.88  																																																	| (266) $false
% 69.08/33.88  																																																	|
% 69.08/33.88  																																																	|-The branch is then unsatisfiable
% 69.08/33.88  																																																|-Branch two:
% 69.08/33.88  																																																| (707)  ~ (unit = e2)
% 69.08/33.88  																																																| (708) unit = e4 | unit = e3 | unit = e1 | unit = e0
% 69.08/33.88  																																																|
% 69.08/33.88  																																																	+-Applying beta-rule and splitting (708), into two cases.
% 69.08/33.88  																																																	|-Branch one:
% 69.08/33.88  																																																	| (709) unit = e4
% 69.08/33.88  																																																	|
% 69.08/33.88  																																																		| From (709) and (24) follows:
% 69.08/33.88  																																																		| (33325) op(e4, e3) = e3
% 69.08/33.88  																																																		|
% 69.08/33.88  																																																		| From (709) and (211) follows:
% 69.08/33.88  																																																		| (22527) op(e4, e1) = e1
% 69.08/33.88  																																																		|
% 69.08/33.88  																																																		| Instantiating formula (29) with e4, e3, e3, e0 and discharging atoms op(e4, e3) = e3, op(e4, e3) = e0, yields:
% 69.08/33.88  																																																		| (676) e3 = e0
% 69.08/33.88  																																																		|
% 69.08/33.88  																																																		| Instantiating formula (29) with e4, e1, e1, e3 and discharging atoms op(e4, e1) = e3, op(e4, e1) = e1, yields:
% 69.08/33.88  																																																		| (455) e3 = e1
% 69.08/33.88  																																																		|
% 69.08/33.88  																																																		| Combining equations (455,676) yields a new equation:
% 69.08/33.88  																																																		| (546) e1 = e0
% 69.08/33.88  																																																		|
% 69.08/33.88  																																																		| Simplifying 546 yields:
% 69.08/33.88  																																																		| (431) e1 = e0
% 69.08/33.88  																																																		|
% 69.08/33.88  																																																		| Equations (431) can reduce 233 to:
% 69.08/33.88  																																																		| (266) $false
% 69.08/33.88  																																																		|
% 69.08/33.88  																																																		|-The branch is then unsatisfiable
% 69.08/33.88  																																																	|-Branch two:
% 69.08/33.88  																																																	| (724)  ~ (unit = e4)
% 69.08/33.88  																																																	| (725) unit = e3 | unit = e1 | unit = e0
% 69.08/33.88  																																																	|
% 69.08/33.88  																																																		+-Applying beta-rule and splitting (725), into two cases.
% 69.08/33.88  																																																		|-Branch one:
% 69.08/33.88  																																																		| (726) unit = e0
% 69.08/33.88  																																																		|
% 69.08/33.88  																																																			| Equations (726) can reduce 707 to:
% 69.08/33.88  																																																			| (365)  ~ (e2 = e0)
% 69.08/33.88  																																																			|
% 69.08/33.88  																																																			| Simplifying 365 yields:
% 69.08/33.88  																																																			| (128)  ~ (e2 = e0)
% 69.08/33.88  																																																			|
% 69.08/33.88  																																																			| From (726) and (42) follows:
% 69.08/33.88  																																																			| (728) op(e0, e0) = e0
% 69.08/33.88  																																																			|
% 69.08/33.88  																																																			| Instantiating formula (29) with e0, e0, e0, e2 and discharging atoms op(e0, e0) = e2, op(e0, e0) = e0, yields:
% 69.08/33.88  																																																			| (330) e2 = e0
% 69.08/33.88  																																																			|
% 69.08/33.88  																																																			| Equations (330) can reduce 128 to:
% 69.08/33.88  																																																			| (266) $false
% 69.08/33.88  																																																			|
% 69.08/33.88  																																																			|-The branch is then unsatisfiable
% 69.08/33.88  																																																		|-Branch two:
% 69.08/33.88  																																																		| (734)  ~ (unit = e0)
% 69.08/33.88  																																																		| (735) unit = e3 | unit = e1
% 69.08/33.88  																																																		|
% 69.08/33.88  																																																			+-Applying beta-rule and splitting (735), into two cases.
% 69.08/33.88  																																																			|-Branch one:
% 69.08/33.88  																																																			| (736) unit = e1
% 69.08/33.88  																																																			|
% 69.08/33.88  																																																				| Equations (736) can reduce 734 to:
% 69.08/33.88  																																																				| (233)  ~ (e1 = e0)
% 69.08/33.88  																																																				|
% 69.08/33.88  																																																				| From (736) and (24) follows:
% 69.08/33.88  																																																				| (1934) op(e1, e3) = e3
% 69.08/33.88  																																																				|
% 69.08/33.88  																																																				| From (736) and (40) follows:
% 69.08/33.88  																																																				| (1652) op(e3, e1) = e3
% 69.08/33.88  																																																				|
% 69.08/33.88  																																																				| From (736) and (32) follows:
% 69.08/33.88  																																																				| (347) op(e2, e1) = e2
% 69.08/33.88  																																																				|
% 69.08/33.88  																																																				| From (736) and (28) follows:
% 69.08/33.88  																																																				| (740) op(e1, e1) = e1
% 69.08/33.88  																																																				|
% 69.08/33.88  																																																				| Instantiating formula (29) with e3, e1, e3, e0 and discharging atoms op(e3, e1) = e3, op(e3, e1) = e0, yields:
% 69.08/33.88  																																																				| (676) e3 = e0
% 69.08/33.88  																																																				|
% 69.08/33.88  																																																				| Instantiating formula (29) with e2, e1, e2, e4 and discharging atoms op(e2, e1) = e4, op(e2, e1) = e2, yields:
% 69.08/33.88  																																																				| (323) e4 = e2
% 69.08/33.88  																																																				|
% 69.08/33.88  																																																				| Instantiating formula (29) with e1, e3, e3, e4 and discharging atoms op(e1, e3) = e4, op(e1, e3) = e3, yields:
% 69.08/33.88  																																																				| (425) e4 = e3
% 69.08/33.88  																																																				|
% 69.08/33.88  																																																				| Instantiating formula (29) with e1, e1, e1, e2 and discharging atoms op(e1, e1) = e2, op(e1, e1) = e1, yields:
% 69.08/33.88  																																																				| (617) e2 = e1
% 69.08/33.88  																																																				|
% 69.08/33.88  																																																				| Combining equations (425,323) yields a new equation:
% 69.08/33.88  																																																				| (661) e3 = e2
% 69.08/33.88  																																																				|
% 69.08/33.88  																																																				| Simplifying 661 yields:
% 69.08/33.88  																																																				| (662) e3 = e2
% 69.08/33.88  																																																				|
% 69.08/33.88  																																																				| Combining equations (662,676) yields a new equation:
% 69.08/33.88  																																																				| (391) e2 = e0
% 69.08/33.88  																																																				|
% 69.08/33.88  																																																				| Simplifying 391 yields:
% 69.08/33.88  																																																				| (330) e2 = e0
% 69.08/33.88  																																																				|
% 69.08/33.88  																																																				| Combining equations (330,617) yields a new equation:
% 69.08/33.88  																																																				| (431) e1 = e0
% 69.08/33.88  																																																				|
% 69.08/33.88  																																																				| Equations (431) can reduce 233 to:
% 69.08/33.88  																																																				| (266) $false
% 69.08/33.88  																																																				|
% 69.08/33.88  																																																				|-The branch is then unsatisfiable
% 69.08/33.88  																																																			|-Branch two:
% 69.08/33.88  																																																			| (748)  ~ (unit = e1)
% 69.08/33.88  																																																			| (749) unit = e3
% 69.08/33.88  																																																			|
% 69.08/33.88  																																																				| From (749) and (40) follows:
% 69.08/33.88  																																																				| (3715) op(e3, e3) = e3
% 69.08/33.88  																																																				|
% 69.08/33.88  																																																				| From (749) and (42) follows:
% 69.08/33.88  																																																				| (752) op(e0, e3) = e0
% 69.08/33.88  																																																				|
% 69.08/33.88  																																																				| Instantiating formula (29) with e3, e3, e3, e1 and discharging atoms op(e3, e3) = e3, op(e3, e3) = e1, yields:
% 69.08/33.88  																																																				| (455) e3 = e1
% 69.08/33.88  																																																				|
% 69.08/33.88  																																																				| Instantiating formula (29) with e0, e3, e0, e3 and discharging atoms op(e0, e3) = e3, op(e0, e3) = e0, yields:
% 69.08/33.88  																																																				| (676) e3 = e0
% 69.08/33.88  																																																				|
% 69.08/33.88  																																																				| Combining equations (455,676) yields a new equation:
% 69.08/33.88  																																																				| (546) e1 = e0
% 69.08/33.88  																																																				|
% 69.08/33.88  																																																				| Simplifying 546 yields:
% 69.08/33.88  																																																				| (431) e1 = e0
% 69.08/33.88  																																																				|
% 69.08/33.88  																																																				| Equations (431) can reduce 233 to:
% 69.08/33.88  																																																				| (266) $false
% 69.08/33.88  																																																				|
% 69.08/33.88  																																																				|-The branch is then unsatisfiable
% 69.08/33.88  																																															|-Branch two:
% 69.08/33.88  																																															| (462)  ~ (all_0_47_47 = e1)
% 69.08/33.88  																																															| (659) all_0_48_48 = e1 | all_0_49_49 = e1
% 69.08/33.88  																																															|
% 69.08/33.88  																																																+-Applying beta-rule and splitting (781), into two cases.
% 69.08/33.88  																																																|-Branch one:
% 69.08/33.88  																																																| (789) (all_0_41_41 = e0 & all_0_58_58 = e3 &  ~ (all_0_44_44 = e3)) | (all_0_41_41 = e0 & all_0_58_58 = e3 &  ~ (all_0_55_55 = e0)) | (all_0_47_47 = e1 & all_0_52_52 = e2 &  ~ (all_0_48_48 = e2)) | (all_0_47_47 = e1 & all_0_52_52 = e2 &  ~ (all_0_51_51 = e1)) | (all_0_47_47 = e0 & all_0_58_58 = e2 &  ~ (all_0_49_49 = e2))
% 69.08/33.88  																																																|
% 69.08/33.88  																																																	+-Applying beta-rule and splitting (789), into two cases.
% 69.08/33.88  																																																	|-Branch one:
% 69.08/33.88  																																																	| (790) (all_0_41_41 = e0 & all_0_58_58 = e3 &  ~ (all_0_44_44 = e3)) | (all_0_41_41 = e0 & all_0_58_58 = e3 &  ~ (all_0_55_55 = e0)) | (all_0_47_47 = e1 & all_0_52_52 = e2 &  ~ (all_0_48_48 = e2)) | (all_0_47_47 = e1 & all_0_52_52 = e2 &  ~ (all_0_51_51 = e1))
% 69.08/33.88  																																																	|
% 69.08/33.88  																																																		+-Applying beta-rule and splitting (790), into two cases.
% 69.08/33.88  																																																		|-Branch one:
% 69.08/33.88  																																																		| (791) (all_0_41_41 = e0 & all_0_58_58 = e3 &  ~ (all_0_44_44 = e3)) | (all_0_41_41 = e0 & all_0_58_58 = e3 &  ~ (all_0_55_55 = e0)) | (all_0_47_47 = e1 & all_0_52_52 = e2 &  ~ (all_0_48_48 = e2))
% 69.08/33.88  																																																		|
% 69.08/33.88  																																																			+-Applying beta-rule and splitting (791), into two cases.
% 69.08/33.88  																																																			|-Branch one:
% 69.08/33.88  																																																			| (792) (all_0_41_41 = e0 & all_0_58_58 = e3 &  ~ (all_0_44_44 = e3)) | (all_0_41_41 = e0 & all_0_58_58 = e3 &  ~ (all_0_55_55 = e0))
% 69.08/33.88  																																																			|
% 69.08/33.88  																																																				+-Applying beta-rule and splitting (792), into two cases.
% 69.08/33.88  																																																				|-Branch one:
% 69.08/33.88  																																																				| (793) all_0_41_41 = e0 & all_0_58_58 = e3 &  ~ (all_0_44_44 = e3)
% 69.08/33.88  																																																				|
% 69.08/33.88  																																																					| Applying alpha-rule on (793) yields:
% 69.08/33.88  																																																					| (794) all_0_41_41 = e0
% 69.08/33.88  																																																					| (795) all_0_58_58 = e3
% 69.08/33.88  																																																					| (407)  ~ (all_0_44_44 = e3)
% 69.08/33.88  																																																					|
% 69.08/33.88  																																																					| Combining equations (453,794) yields a new equation:
% 69.08/33.88  																																																					| (546) e1 = e0
% 69.08/33.88  																																																					|
% 69.08/33.88  																																																					| Simplifying 546 yields:
% 69.08/33.88  																																																					| (431) e1 = e0
% 69.08/33.88  																																																					|
% 69.08/33.88  																																																					| Equations (431) can reduce 233 to:
% 69.08/33.88  																																																					| (266) $false
% 69.08/33.88  																																																					|
% 69.08/33.88  																																																					|-The branch is then unsatisfiable
% 69.08/33.88  																																																				|-Branch two:
% 69.08/33.88  																																																				| (800) all_0_41_41 = e0 & all_0_58_58 = e3 &  ~ (all_0_55_55 = e0)
% 69.08/33.88  																																																				|
% 69.08/33.88  																																																					| Applying alpha-rule on (800) yields:
% 69.08/33.88  																																																					| (794) all_0_41_41 = e0
% 69.08/33.88  																																																					| (795) all_0_58_58 = e3
% 69.08/33.88  																																																					| (803)  ~ (all_0_55_55 = e0)
% 69.08/33.88  																																																					|
% 69.08/33.88  																																																					| Combining equations (453,794) yields a new equation:
% 69.08/33.88  																																																					| (546) e1 = e0
% 69.08/33.88  																																																					|
% 69.08/33.88  																																																					| Simplifying 546 yields:
% 69.08/33.88  																																																					| (431) e1 = e0
% 69.08/33.88  																																																					|
% 69.08/33.88  																																																					| Equations (431) can reduce 233 to:
% 69.08/33.88  																																																					| (266) $false
% 69.08/33.88  																																																					|
% 69.08/33.88  																																																					|-The branch is then unsatisfiable
% 69.08/33.88  																																																			|-Branch two:
% 69.08/33.88  																																																			| (807) all_0_47_47 = e1 & all_0_52_52 = e2 &  ~ (all_0_48_48 = e2)
% 69.08/33.88  																																																			|
% 69.08/33.88  																																																				| Applying alpha-rule on (807) yields:
% 69.08/33.88  																																																				| (654) all_0_47_47 = e1
% 69.08/33.88  																																																				| (352) all_0_52_52 = e2
% 69.08/33.88  																																																				| (810)  ~ (all_0_48_48 = e2)
% 69.08/33.88  																																																				|
% 69.08/33.88  																																																				| Equations (654) can reduce 462 to:
% 69.08/33.88  																																																				| (266) $false
% 69.08/33.88  																																																				|
% 69.08/33.88  																																																				|-The branch is then unsatisfiable
% 69.08/33.88  																																																		|-Branch two:
% 69.08/33.88  																																																		| (813) all_0_47_47 = e1 & all_0_52_52 = e2 &  ~ (all_0_51_51 = e1)
% 69.08/33.88  																																																		|
% 69.08/33.88  																																																			| Applying alpha-rule on (813) yields:
% 69.08/33.88  																																																			| (654) all_0_47_47 = e1
% 69.08/33.88  																																																			| (352) all_0_52_52 = e2
% 69.08/33.88  																																																			| (464)  ~ (all_0_51_51 = e1)
% 69.08/33.88  																																																			|
% 69.08/33.88  																																																			| Equations (654) can reduce 462 to:
% 69.08/33.88  																																																			| (266) $false
% 69.08/33.88  																																																			|
% 69.08/33.88  																																																			|-The branch is then unsatisfiable
% 69.08/33.88  																																																	|-Branch two:
% 69.08/33.88  																																																	| (819) all_0_47_47 = e0 & all_0_58_58 = e2 &  ~ (all_0_49_49 = e2)
% 69.08/33.88  																																																	|
% 69.08/33.88  																																																		| Applying alpha-rule on (819) yields:
% 69.08/33.88  																																																		| (674) all_0_47_47 = e0
% 69.08/33.88  																																																		| (624) all_0_58_58 = e2
% 69.08/33.88  																																																		| (340)  ~ (all_0_49_49 = e2)
% 69.08/33.88  																																																		|
% 69.08/33.88  																																																		| Equations (674) can reduce 678 to:
% 69.08/33.88  																																																		| (266) $false
% 69.08/33.88  																																																		|
% 69.08/33.88  																																																		|-The branch is then unsatisfiable
% 69.08/33.88  																																																|-Branch two:
% 69.08/33.88  																																																| (825) all_0_47_47 = e0 & all_0_58_58 = e2 &  ~ (all_0_56_56 = e0)
% 69.08/33.88  																																																|
% 69.08/33.88  																																																	| Applying alpha-rule on (825) yields:
% 69.08/33.88  																																																	| (674) all_0_47_47 = e0
% 69.08/33.88  																																																	| (624) all_0_58_58 = e2
% 69.08/33.88  																																																	| (828)  ~ (all_0_56_56 = e0)
% 69.08/33.88  																																																	|
% 69.08/33.88  																																																	| Equations (679) can reduce 828 to:
% 69.08/33.88  																																																	| (266) $false
% 69.08/33.88  																																																	|
% 69.08/33.88  																																																	|-The branch is then unsatisfiable
% 69.08/33.88  																																												|-Branch two:
% 69.08/33.88  																																												| (254)  ~ (all_0_48_48 = e4)
% 69.08/33.88  																																												| (947) all_0_52_52 = e4 | all_0_57_57 = e4
% 69.08/33.88  																																												|
% 69.08/33.88  																																													+-Applying beta-rule and splitting (228), into two cases.
% 69.08/33.88  																																													|-Branch one:
% 69.08/33.88  																																													| (335) all_0_48_48 = e2
% 69.08/33.88  																																													|
% 69.08/33.88  																																														| Equations (335) can reduce 810 to:
% 69.08/33.88  																																														| (266) $false
% 69.08/33.88  																																														|
% 69.08/33.88  																																														|-The branch is then unsatisfiable
% 69.08/33.88  																																													|-Branch two:
% 69.08/33.88  																																													| (810)  ~ (all_0_48_48 = e2)
% 69.08/33.88  																																													| (10218) all_0_48_48 = e4 | all_0_48_48 = e1 | all_0_48_48 = e0
% 69.08/33.88  																																													|
% 69.08/33.88  																																														+-Applying beta-rule and splitting (550), into two cases.
% 69.08/33.88  																																														|-Branch one:
% 69.08/33.88  																																														| (654) all_0_47_47 = e1
% 69.08/33.88  																																														|
% 69.08/33.88  																																															| Equations (654) can reduce 114 to:
% 69.08/33.88  																																															| (11581)  ~ (all_0_48_48 = e1)
% 69.08/33.88  																																															|
% 69.08/33.88  																																															| Simplifying 11581 yields:
% 69.08/33.88  																																															| (619)  ~ (all_0_48_48 = e1)
% 69.08/33.88  																																															|
% 69.08/33.88  																																															+-Applying beta-rule and splitting (10218), into two cases.
% 69.08/33.88  																																															|-Branch one:
% 69.08/33.88  																																															| (943) all_0_48_48 = e4
% 69.08/33.88  																																															|
% 69.08/33.88  																																																| Equations (943) can reduce 254 to:
% 69.08/33.88  																																																| (266) $false
% 69.08/33.88  																																																|
% 69.08/33.88  																																																|-The branch is then unsatisfiable
% 69.08/33.88  																																															|-Branch two:
% 69.08/33.88  																																															| (254)  ~ (all_0_48_48 = e4)
% 69.08/33.88  																																															| (10222) all_0_48_48 = e1 | all_0_48_48 = e0
% 69.08/33.88  																																															|
% 69.08/33.88  																																																+-Applying beta-rule and splitting (10222), into two cases.
% 69.08/33.88  																																																|-Branch one:
% 69.08/33.88  																																																| (1279) all_0_48_48 = e0
% 69.08/33.88  																																																|
% 69.08/33.88  																																																	| Equations (1279) can reduce 1283 to:
% 69.08/33.88  																																																	| (266) $false
% 69.08/33.88  																																																	|
% 69.08/33.88  																																																	|-The branch is then unsatisfiable
% 69.08/33.88  																																																|-Branch two:
% 69.08/33.88  																																																| (1283)  ~ (all_0_48_48 = e0)
% 69.08/33.88  																																																| (615) all_0_48_48 = e1
% 69.08/33.88  																																																|
% 69.08/33.88  																																																	| Equations (615) can reduce 619 to:
% 69.08/33.88  																																																	| (266) $false
% 69.08/33.88  																																																	|
% 69.08/33.88  																																																	|-The branch is then unsatisfiable
% 69.08/33.88  																																														|-Branch two:
% 69.08/33.88  																																														| (462)  ~ (all_0_47_47 = e1)
% 69.08/33.88  																																														| (659) all_0_48_48 = e1 | all_0_49_49 = e1
% 69.08/33.88  																																														|
% 69.08/33.88  																																															+-Applying beta-rule and splitting (659), into two cases.
% 69.08/33.88  																																															|-Branch one:
% 69.08/33.88  																																															| (615) all_0_48_48 = e1
% 69.08/33.88  																																															|
% 69.08/33.88  																																																| Equations (615) can reduce 619 to:
% 69.08/33.88  																																																| (266) $false
% 69.08/33.88  																																																|
% 69.08/33.88  																																																|-The branch is then unsatisfiable
% 69.08/33.88  																																															|-Branch two:
% 69.08/33.88  																																															| (619)  ~ (all_0_48_48 = e1)
% 69.08/33.88  																																															| (671) all_0_49_49 = e1
% 69.08/33.88  																																															|
% 69.08/33.88  																																																| Combining equations (978,671) yields a new equation:
% 69.08/33.88  																																																| (431) e1 = e0
% 69.08/33.88  																																																|
% 69.08/33.88  																																																| Equations (431) can reduce 233 to:
% 69.08/33.88  																																																| (266) $false
% 69.08/33.88  																																																|
% 69.08/33.88  																																																|-The branch is then unsatisfiable
% 69.08/33.88  																																								|-Branch two:
% 69.08/33.88  																																								| (828)  ~ (all_0_56_56 = e0)
% 69.08/33.88  																																								| (924) all_0_57_57 = e0 | all_0_58_58 = e0
% 69.08/33.88  																																								|
% 69.08/33.88  																																									+-Applying beta-rule and splitting (924), into two cases.
% 69.08/33.88  																																									|-Branch one:
% 69.08/33.88  																																									| (875) all_0_57_57 = e0
% 69.08/33.88  																																									|
% 69.08/33.88  																																										| Equations (875) can reduce 364 to:
% 69.08/33.88  																																										| (266) $false
% 69.08/33.88  																																										|
% 69.08/33.88  																																										|-The branch is then unsatisfiable
% 69.08/33.88  																																									|-Branch two:
% 69.08/33.88  																																									| (364)  ~ (all_0_57_57 = e0)
% 69.08/33.88  																																									| (914) all_0_58_58 = e0
% 69.08/33.88  																																									|
% 69.08/33.88  																																										| Combining equations (914,624) yields a new equation:
% 69.08/33.88  																																										| (330) e2 = e0
% 69.08/33.88  																																										|
% 69.08/33.88  																																										| Equations (330) can reduce 128 to:
% 69.08/33.88  																																										| (266) $false
% 69.08/33.88  																																										|
% 69.08/33.88  																																										|-The branch is then unsatisfiable
% 69.08/33.88  																																					|-Branch two:
% 69.08/33.88  																																					| (5470)  ~ (all_0_43_43 = e0)
% 69.08/33.88  																																					| (430) all_0_43_43 = e1
% 69.08/33.88  																																					|
% 69.08/33.88  																																						| Equations (430) can reduce 433 to:
% 69.08/33.88  																																						| (266) $false
% 69.08/33.88  																																						|
% 69.08/33.88  																																						|-The branch is then unsatisfiable
% 69.08/33.88  																																				|-Branch two:
% 69.08/33.88  																																				| (487)  ~ (all_0_49_49 = e0)
% 69.08/33.88  																																				| (914) all_0_58_58 = e0
% 69.08/33.88  																																				|
% 69.08/33.88  																																					| Combining equations (624,914) yields a new equation:
% 69.08/33.88  																																					| (391) e2 = e0
% 69.08/33.88  																																					|
% 69.08/33.88  																																					| Simplifying 391 yields:
% 69.08/33.88  																																					| (330) e2 = e0
% 69.08/33.88  																																					|
% 69.08/33.88  																																					| Equations (330) can reduce 128 to:
% 69.08/33.88  																																					| (266) $false
% 69.08/33.88  																																					|
% 69.08/33.88  																																					|-The branch is then unsatisfiable
% 69.08/33.89  																													|-Branch two:
% 69.08/33.89  																													| (1890)  ~ (all_0_42_42 = e4)
% 69.08/33.89  																													| (1891) all_0_43_43 = e4 | all_0_44_44 = e4
% 69.08/33.89  																													|
% 69.08/33.89  																														+-Applying beta-rule and splitting (6374), into two cases.
% 69.08/33.89  																														|-Branch one:
% 69.08/33.89  																														| (356) all_0_43_43 = e0
% 69.08/33.89  																														|
% 69.08/33.89  																															| Equations (356) can reduce 159 to:
% 69.08/33.89  																															| (359)  ~ (all_0_44_44 = e0)
% 69.08/33.89  																															|
% 69.08/33.89  																															| Simplifying 359 yields:
% 69.08/33.89  																															| (360)  ~ (all_0_44_44 = e0)
% 69.08/33.89  																															|
% 69.08/33.89  																															| Equations (356) can reduce 399 to:
% 69.08/33.89  																															| (401)  ~ (e4 = e0)
% 69.08/33.89  																															|
% 69.08/33.89  																															| Simplifying 401 yields:
% 69.08/33.89  																															| (49)  ~ (e4 = e0)
% 69.08/33.89  																															|
% 69.08/33.89  																															+-Applying beta-rule and splitting (26), into two cases.
% 69.08/33.89  																															|-Branch one:
% 69.08/33.89  																															| (446) all_0_44_44 = e4
% 69.08/33.89  																															|
% 69.08/33.89  																																| Equations (446) can reduce 1390 to:
% 69.08/33.89  																																| (266) $false
% 69.08/33.89  																																|
% 69.08/33.89  																																|-The branch is then unsatisfiable
% 69.08/33.89  																															|-Branch two:
% 69.08/33.89  																															| (1390)  ~ (all_0_44_44 = e4)
% 69.08/33.89  																															| (1391) all_0_44_44 = e3 | all_0_44_44 = e1 | all_0_44_44 = e0
% 69.08/33.89  																															|
% 69.08/33.89  																																+-Applying beta-rule and splitting (1391), into two cases.
% 69.08/33.89  																																|-Branch one:
% 69.08/33.89  																																| (1414) all_0_44_44 = e0
% 69.08/33.89  																																|
% 69.08/33.89  																																	| Equations (1414) can reduce 360 to:
% 69.08/33.89  																																	| (266) $false
% 69.08/33.89  																																	|
% 69.08/33.89  																																	|-The branch is then unsatisfiable
% 69.08/33.89  																																|-Branch two:
% 69.08/33.89  																																| (360)  ~ (all_0_44_44 = e0)
% 69.08/33.89  																																| (1417) all_0_44_44 = e3 | all_0_44_44 = e1
% 69.08/33.89  																																|
% 69.08/33.89  																																	+-Applying beta-rule and splitting (1417), into two cases.
% 69.08/33.89  																																	|-Branch one:
% 69.08/33.89  																																	| (635) all_0_44_44 = e1
% 69.08/33.89  																																	|
% 69.08/33.89  																																		| Equations (635) can reduce 639 to:
% 69.08/33.89  																																		| (266) $false
% 69.08/33.89  																																		|
% 69.08/33.89  																																		|-The branch is then unsatisfiable
% 69.08/33.89  																																	|-Branch two:
% 69.08/33.89  																																	| (639)  ~ (all_0_44_44 = e1)
% 69.08/33.89  																																	| (532) all_0_44_44 = e3
% 69.08/33.89  																																	|
% 69.08/33.89  																																		| Equations (532) can reduce 1390 to:
% 69.08/33.89  																																		| (277)  ~ (e4 = e3)
% 69.08/33.89  																																		|
% 69.08/33.89  																																		| Simplifying 277 yields:
% 69.08/33.89  																																		| (188)  ~ (e4 = e3)
% 69.08/33.89  																																		|
% 69.08/33.89  																																		+-Applying beta-rule and splitting (168), into two cases.
% 69.08/33.89  																																		|-Branch one:
% 69.08/33.89  																																		| (415) all_0_50_50 = e3
% 69.08/33.89  																																		|
% 69.08/33.89  																																			| Combining equations (775,415) yields a new equation:
% 69.08/33.89  																																			| (424) e4 = e3
% 69.08/33.89  																																			|
% 69.08/33.89  																																			| Simplifying 424 yields:
% 69.08/33.89  																																			| (425) e4 = e3
% 69.08/33.89  																																			|
% 69.08/33.89  																																			| Equations (425) can reduce 188 to:
% 69.08/33.89  																																			| (266) $false
% 69.08/33.89  																																			|
% 69.08/33.89  																																			|-The branch is then unsatisfiable
% 69.08/33.89  																																		|-Branch two:
% 69.08/33.89  																																		| (411)  ~ (all_0_50_50 = e3)
% 69.08/33.89  																																		| (418) all_0_51_51 = e3 | all_0_53_53 = e3
% 69.08/33.89  																																		|
% 69.08/33.89  																																			| Equations (775) can reduce 411 to:
% 69.08/33.89  																																			| (188)  ~ (e4 = e3)
% 69.08/33.89  																																			|
% 69.08/33.89  																																			+-Applying beta-rule and splitting (1891), into two cases.
% 69.08/33.89  																																			|-Branch one:
% 69.08/33.89  																																			| (396) all_0_43_43 = e4
% 69.08/33.89  																																			|
% 69.08/33.89  																																				| Combining equations (396,356) yields a new equation:
% 69.08/33.89  																																				| (481) e4 = e0
% 69.08/33.89  																																				|
% 69.08/33.89  																																				| Simplifying 481 yields:
% 69.08/33.89  																																				| (397) e4 = e0
% 69.08/33.89  																																				|
% 69.08/33.89  																																				| Equations (397) can reduce 49 to:
% 69.08/33.89  																																				| (266) $false
% 69.08/33.89  																																				|
% 69.08/33.89  																																				|-The branch is then unsatisfiable
% 69.08/33.89  																																			|-Branch two:
% 69.08/33.89  																																			| (399)  ~ (all_0_43_43 = e4)
% 69.08/33.89  																																			| (446) all_0_44_44 = e4
% 69.08/33.89  																																			|
% 69.08/33.89  																																				| Combining equations (446,532) yields a new equation:
% 69.08/33.89  																																				| (424) e4 = e3
% 69.08/33.89  																																				|
% 69.08/33.89  																																				| Simplifying 424 yields:
% 69.08/33.89  																																				| (425) e4 = e3
% 69.08/33.89  																																				|
% 69.08/33.89  																																				| Equations (425) can reduce 188 to:
% 69.08/33.89  																																				| (266) $false
% 69.08/33.89  																																				|
% 69.08/33.89  																																				|-The branch is then unsatisfiable
% 69.08/33.89  																														|-Branch two:
% 69.08/33.89  																														| (5470)  ~ (all_0_43_43 = e0)
% 69.08/33.89  																														| (430) all_0_43_43 = e1
% 69.08/33.89  																														|
% 69.08/33.89  																															| Equations (430) can reduce 433 to:
% 69.08/33.89  																															| (266) $false
% 69.08/33.89  																															|
% 69.08/33.89  																															|-The branch is then unsatisfiable
% 69.08/33.89  																							|-Branch two:
% 69.08/33.89  																							| (457)  ~ (all_0_41_41 = e1)
% 69.08/33.89  																							| (403) all_0_41_41 = e3
% 69.08/33.89  																							|
% 69.08/33.89  																								| Equations (403) can reduce 1898 to:
% 69.08/33.89  																								| (266) $false
% 69.08/33.89  																								|
% 69.08/33.89  																								|-The branch is then unsatisfiable
% 69.08/33.89  																						|-Branch two:
% 69.08/33.89  																						| (566)  ~ (all_0_50_50 = e4)
% 69.08/33.89  																						| (587) all_0_55_55 = e4
% 69.08/33.89  																						|
% 69.08/33.89  																							| Equations (587) can reduce 763 to:
% 69.08/33.89  																							| (266) $false
% 69.08/33.89  																							|
% 69.08/33.89  																							|-The branch is then unsatisfiable
% 69.08/33.89  											|-Branch two:
% 69.08/33.89  											| (342)  ~ (all_0_52_52 = e2)
% 69.08/33.89  											| (355) all_0_52_52 = e4 | all_0_52_52 = e1
% 69.08/33.89  											|
% 69.08/33.89  												+-Applying beta-rule and splitting (95), into two cases.
% 69.08/33.89  												|-Branch one:
% 69.08/33.89  												| (378) all_0_50_50 = e2
% 69.08/33.89  												|
% 69.08/33.89  													| Equations (378) can reduce 302 to:
% 69.08/33.89  													| (266) $false
% 69.08/33.89  													|
% 69.08/33.89  													|-The branch is then unsatisfiable
% 69.08/33.89  												|-Branch two:
% 69.08/33.89  												| (302)  ~ (all_0_50_50 = e2)
% 69.08/33.89  												| (381) all_0_51_51 = e2 | all_0_52_52 = e2 | all_0_53_53 = e2
% 69.08/33.89  												|
% 69.08/33.89  													+-Applying beta-rule and splitting (381), into two cases.
% 69.08/33.89  													|-Branch one:
% 69.08/33.89  													| (504) all_0_51_51 = e2
% 69.08/33.89  													|
% 69.08/33.89  														| Equations (504) can reduce 1099 to:
% 69.08/33.89  														| (266) $false
% 69.08/33.89  														|
% 69.08/33.89  														|-The branch is then unsatisfiable
% 69.08/33.89  													|-Branch two:
% 69.08/33.89  													| (1099)  ~ (all_0_51_51 = e2)
% 69.08/33.89  													| (1152) all_0_52_52 = e2 | all_0_53_53 = e2
% 69.08/33.89  													|
% 69.08/33.89  														+-Applying beta-rule and splitting (1152), into two cases.
% 69.08/33.89  														|-Branch one:
% 69.08/33.89  														| (352) all_0_52_52 = e2
% 69.08/33.89  														|
% 69.08/33.89  															| Equations (352) can reduce 342 to:
% 69.08/33.89  															| (266) $false
% 69.08/33.89  															|
% 69.08/33.89  															|-The branch is then unsatisfiable
% 69.08/33.89  														|-Branch two:
% 69.08/33.89  														| (342)  ~ (all_0_52_52 = e2)
% 69.08/33.89  														| (607) all_0_53_53 = e2
% 69.08/33.89  														|
% 69.08/33.89  															| Equations (607) can reduce 220 to:
% 69.08/33.89  															| (147)  ~ (all_0_44_44 = e2)
% 69.08/33.89  															|
% 69.08/33.89  															| Equations (607) can reduce 65 to:
% 69.08/33.89  															| (340)  ~ (all_0_49_49 = e2)
% 69.08/33.89  															|
% 69.08/33.89  															| Equations (607) can reduce 190 to:
% 69.08/33.89  															| (302)  ~ (all_0_50_50 = e2)
% 69.08/33.89  															|
% 69.08/33.89  															| Equations (607) can reduce 6 to:
% 69.08/33.89  															| (1099)  ~ (all_0_51_51 = e2)
% 69.08/33.89  															|
% 69.08/33.89  															| Equations (607) can reduce 46 to:
% 69.08/33.89  															| (342)  ~ (all_0_52_52 = e2)
% 69.08/33.89  															|
% 69.08/33.89  															| Equations (607) can reduce 247 to:
% 69.08/33.89  															| (128)  ~ (e2 = e0)
% 69.08/33.89  															|
% 69.08/33.89  															+-Applying beta-rule and splitting (10167), into two cases.
% 69.08/33.89  															|-Branch one:
% 69.08/33.89  															| (352) all_0_52_52 = e2
% 69.08/33.89  															|
% 69.08/33.89  																| Equations (352) can reduce 342 to:
% 69.08/33.89  																| (266) $false
% 69.08/33.89  																|
% 69.08/33.89  																|-The branch is then unsatisfiable
% 69.08/33.89  															|-Branch two:
% 69.08/33.89  															| (342)  ~ (all_0_52_52 = e2)
% 69.08/33.89  															| (442) all_0_57_57 = e2
% 69.08/33.89  															|
% 69.08/33.89  																| Equations (442) can reduce 199 to:
% 69.08/33.89  																| (96)  ~ (all_0_43_43 = e2)
% 69.08/33.89  																|
% 69.08/33.89  																| Equations (442) can reduce 239 to:
% 69.08/33.89  																| (810)  ~ (all_0_48_48 = e2)
% 69.08/33.89  																|
% 69.08/33.89  																| Equations (442) can reduce 11 to:
% 69.08/33.89  																| (342)  ~ (all_0_52_52 = e2)
% 69.08/33.89  																|
% 69.08/33.89  																| Equations (442) can reduce 140 to:
% 69.08/33.89  																| (511)  ~ (all_0_56_56 = e2)
% 69.08/33.89  																|
% 69.08/33.89  																| Equations (442) can reduce 148 to:
% 69.08/33.89  																| (1186)  ~ (all_0_58_58 = e2)
% 69.08/33.89  																|
% 69.08/33.89  																| Simplifying 1186 yields:
% 69.08/33.89  																| (908)  ~ (all_0_58_58 = e2)
% 69.08/33.89  																|
% 69.08/33.89  																| Equations (442) can reduce 67 to:
% 69.08/33.89  																| (626)  ~ (e3 = e2)
% 69.08/33.89  																|
% 69.08/33.89  																| Simplifying 626 yields:
% 69.08/33.89  																| (212)  ~ (e3 = e2)
% 69.08/33.89  																|
% 69.08/33.89  																| From (442) and (83) follows:
% 69.08/33.89  																| (16562) op(e0, e1) = e2
% 69.08/33.89  																|
% 69.08/33.89  																+-Applying beta-rule and splitting (163), into two cases.
% 69.08/33.89  																|-Branch one:
% 69.08/33.89  																| (565) all_0_52_52 = e4
% 69.08/33.89  																|
% 69.08/33.89  																	| Equations (565) can reduce 202 to:
% 69.08/33.89  																	| (254)  ~ (all_0_48_48 = e4)
% 69.08/33.89  																	|
% 69.08/33.89  																	| Equations (565) can reduce 101 to:
% 69.08/33.89  																	| (566)  ~ (all_0_50_50 = e4)
% 69.08/33.89  																	|
% 69.08/33.89  																	| Equations (565) can reduce 166 to:
% 69.08/33.89  																	| (188)  ~ (e4 = e3)
% 69.08/33.89  																	|
% 69.08/33.89  																	| Equations (565) can reduce 342 to:
% 69.08/33.89  																	| (48)  ~ (e4 = e2)
% 69.08/33.89  																	|
% 69.08/33.89  																	| Equations (565) can reduce 72 to:
% 69.08/33.89  																	| (49)  ~ (e4 = e0)
% 69.08/33.89  																	|
% 69.08/33.89  																	| From (565) and (124) follows:
% 69.08/33.89  																	| (570) op(e1, e1) = e4
% 69.08/33.89  																	|
% 69.08/33.89  																	+-Applying beta-rule and splitting (62), into two cases.
% 69.08/33.89  																	|-Branch one:
% 69.08/33.89  																	| (321) all_0_38_38 = e4
% 69.08/33.89  																	|
% 69.08/33.89  																		| Combining equations (321,329) yields a new equation:
% 69.08/33.89  																		| (481) e4 = e0
% 69.08/33.89  																		|
% 69.08/33.89  																		| Simplifying 481 yields:
% 69.08/33.89  																		| (397) e4 = e0
% 69.08/33.89  																		|
% 69.08/33.89  																		| Equations (397) can reduce 49 to:
% 69.08/33.89  																		| (266) $false
% 69.08/33.89  																		|
% 69.08/33.89  																		|-The branch is then unsatisfiable
% 69.08/33.89  																	|-Branch two:
% 69.08/33.89  																	| (325)  ~ (all_0_38_38 = e4)
% 69.08/33.89  																	| (582) all_0_41_41 = e4 | all_0_46_46 = e4 | all_0_50_50 = e4 | all_0_55_55 = e4
% 69.08/33.89  																	|
% 69.08/33.89  																		+-Applying beta-rule and splitting (206), into two cases.
% 69.08/33.89  																		|-Branch one:
% 69.08/33.89  																		| (248) all_0_45_45 = e4
% 69.08/33.89  																		|
% 69.08/33.89  																			| Combining equations (248,423) yields a new equation:
% 69.08/33.89  																			| (424) e4 = e3
% 69.08/33.89  																			|
% 69.08/33.89  																			| Simplifying 424 yields:
% 69.08/33.89  																			| (425) e4 = e3
% 69.08/33.89  																			|
% 69.08/33.89  																			| Equations (425) can reduce 188 to:
% 69.08/33.89  																			| (266) $false
% 69.08/33.89  																			|
% 69.08/33.89  																			|-The branch is then unsatisfiable
% 69.08/33.89  																		|-Branch two:
% 69.08/33.89  																		| (60416)  ~ (all_0_45_45 = e4)
% 69.08/33.90  																		| (61457) all_0_46_46 = e4 | all_0_47_47 = e4 | all_0_48_48 = e4 | all_0_49_49 = e4
% 69.08/33.90  																		|
% 69.11/33.90  																			+-Applying beta-rule and splitting (61457), into two cases.
% 69.11/33.90  																			|-Branch one:
% 69.11/33.90  																			| (770) all_0_46_46 = e4
% 69.11/33.90  																			|
% 69.11/33.90  																				| Combining equations (1794,770) yields a new equation:
% 69.11/33.90  																				| (323) e4 = e2
% 69.11/33.90  																				|
% 69.11/33.90  																				| Equations (323) can reduce 48 to:
% 69.11/33.90  																				| (266) $false
% 69.11/33.90  																				|
% 69.11/33.90  																				|-The branch is then unsatisfiable
% 69.11/33.90  																			|-Branch two:
% 69.11/33.90  																			| (250)  ~ (all_0_46_46 = e4)
% 69.11/33.90  																			| (61466) all_0_47_47 = e4 | all_0_48_48 = e4 | all_0_49_49 = e4
% 69.11/33.90  																			|
% 69.11/33.90  																				+-Applying beta-rule and splitting (61466), into two cases.
% 69.11/33.90  																				|-Branch one:
% 69.11/33.90  																				| (1790) all_0_47_47 = e4
% 69.11/33.90  																				|
% 69.11/33.90  																					| Equations (1790) can reduce 114 to:
% 69.11/33.90  																					| (253)  ~ (all_0_48_48 = e4)
% 69.11/33.90  																					|
% 69.11/33.90  																					| Simplifying 253 yields:
% 69.11/33.90  																					| (254)  ~ (all_0_48_48 = e4)
% 69.11/33.90  																					|
% 69.11/33.90  																					| Equations (1790) can reduce 86 to:
% 69.11/33.90  																					| (255)  ~ (all_0_49_49 = e4)
% 69.11/33.90  																					|
% 69.11/33.90  																					| Simplifying 255 yields:
% 69.11/33.90  																					| (256)  ~ (all_0_49_49 = e4)
% 69.11/33.90  																					|
% 69.11/33.90  																					| Equations (1790) can reduce 224 to:
% 69.11/33.90  																					| (474)  ~ (all_0_51_51 = e4)
% 69.11/33.90  																					|
% 69.11/33.90  																					| Simplifying 474 yields:
% 69.11/33.90  																					| (475)  ~ (all_0_51_51 = e4)
% 69.11/33.90  																					|
% 69.11/33.90  																					| Equations (1790) can reduce 1091 to:
% 69.11/33.90  																					| (188)  ~ (e4 = e3)
% 69.11/33.90  																					|
% 69.11/33.90  																					| Equations (1790) can reduce 338 to:
% 69.11/33.90  																					| (48)  ~ (e4 = e2)
% 69.11/33.90  																					|
% 69.11/33.90  																					| From (1790) and (23) follows:
% 69.11/33.90  																					| (61903) op(e2, e2) = e4
% 69.11/33.90  																					|
% 69.11/33.90  																					+-Applying beta-rule and splitting (582), into two cases.
% 69.11/33.90  																					|-Branch one:
% 69.11/33.90  																					| (437) all_0_41_41 = e4
% 69.11/33.90  																					|
% 69.11/33.90  																						| Equations (437) can reduce 214 to:
% 69.11/33.90  																						| (1901)  ~ (all_0_42_42 = e4)
% 69.11/33.90  																						|
% 69.11/33.90  																						| Simplifying 1901 yields:
% 69.11/33.90  																						| (1890)  ~ (all_0_42_42 = e4)
% 69.11/33.90  																						|
% 69.11/33.90  																						| Equations (437) can reduce 31 to:
% 69.11/33.90  																						| (47779)  ~ (all_0_43_43 = e4)
% 69.11/33.90  																						|
% 69.11/33.90  																						| Simplifying 47779 yields:
% 69.11/33.90  																						| (399)  ~ (all_0_43_43 = e4)
% 69.11/33.90  																						|
% 69.11/33.90  																						| Equations (437) can reduce 149 to:
% 69.11/33.90  																						| (1903)  ~ (all_0_44_44 = e4)
% 69.11/33.90  																						|
% 69.11/33.90  																						| Simplifying 1903 yields:
% 69.11/33.90  																						| (1390)  ~ (all_0_44_44 = e4)
% 69.11/33.90  																						|
% 69.11/33.90  																						| Equations (437) can reduce 221 to:
% 69.11/33.90  																						| (1907)  ~ (all_0_50_50 = e4)
% 69.11/33.90  																						|
% 69.11/33.90  																						| Simplifying 1907 yields:
% 69.11/33.90  																						| (566)  ~ (all_0_50_50 = e4)
% 69.11/33.90  																						|
% 69.11/33.90  																						| From (437) and (219) follows:
% 69.11/33.90  																						| (1913) op(e3, e3) = e4
% 69.11/33.90  																						|
% 69.11/33.90  																						+-Applying beta-rule and splitting (4), into two cases.
% 69.11/33.90  																						|-Branch one:
% 69.11/33.90  																						| (356) all_0_43_43 = e0
% 69.11/33.90  																						|
% 69.11/33.90  																							| Equations (356) can reduce 240 to:
% 69.11/33.90  																							| (358)  ~ (all_0_42_42 = e0)
% 69.11/33.90  																							|
% 69.11/33.90  																							| Equations (356) can reduce 17 to:
% 69.11/33.90  																							| (10200)  ~ (all_0_48_48 = e0)
% 69.11/33.90  																							|
% 69.11/33.90  																							| Simplifying 10200 yields:
% 69.11/33.90  																							| (1283)  ~ (all_0_48_48 = e0)
% 69.11/33.90  																							|
% 69.11/33.90  																							| Equations (356) can reduce 399 to:
% 69.11/33.90  																							| (401)  ~ (e4 = e0)
% 69.11/33.90  																							|
% 69.11/33.90  																							| Simplifying 401 yields:
% 69.11/33.90  																							| (49)  ~ (e4 = e0)
% 69.11/33.90  																							|
% 69.11/33.90  																							| Equations (356) can reduce 96 to:
% 69.11/33.90  																							| (365)  ~ (e2 = e0)
% 69.11/33.90  																							|
% 69.11/33.90  																							| Simplifying 365 yields:
% 69.11/33.90  																							| (128)  ~ (e2 = e0)
% 69.11/33.90  																							|
% 69.11/33.90  																							+-Applying beta-rule and splitting (130), into two cases.
% 69.11/33.90  																							|-Branch one:
% 69.11/33.90  																							| (430) all_0_43_43 = e1
% 69.11/33.90  																							|
% 69.11/33.90  																								| Combining equations (430,356) yields a new equation:
% 69.11/33.90  																								| (546) e1 = e0
% 69.11/33.90  																								|
% 69.11/33.90  																								| Simplifying 546 yields:
% 69.11/33.90  																								| (431) e1 = e0
% 69.11/33.90  																								|
% 69.11/33.90  																								| Equations (431) can reduce 233 to:
% 69.11/33.90  																								| (266) $false
% 69.11/33.90  																								|
% 69.11/33.90  																								|-The branch is then unsatisfiable
% 69.11/33.90  																							|-Branch two:
% 69.11/33.90  																							| (433)  ~ (all_0_43_43 = e1)
% 69.11/33.90  																							| (434) all_0_48_48 = e1 | all_0_52_52 = e1 | all_0_57_57 = e1
% 69.11/33.90  																							|
% 69.11/33.90  																								+-Applying beta-rule and splitting (228), into two cases.
% 69.11/33.90  																								|-Branch one:
% 69.11/33.90  																								| (335) all_0_48_48 = e2
% 69.11/33.90  																								|
% 69.11/33.90  																									| Equations (335) can reduce 810 to:
% 69.11/33.90  																									| (266) $false
% 69.11/33.90  																									|
% 69.11/33.90  																									|-The branch is then unsatisfiable
% 69.11/33.90  																								|-Branch two:
% 69.11/33.90  																								| (810)  ~ (all_0_48_48 = e2)
% 69.11/33.91  																								| (10218) all_0_48_48 = e4 | all_0_48_48 = e1 | all_0_48_48 = e0
% 69.11/33.91  																								|
% 69.11/33.91  																									+-Applying beta-rule and splitting (184), into two cases.
% 69.11/33.91  																									|-Branch one:
% 69.11/33.91  																									| (538) all_0_46_46 = e0
% 69.11/33.91  																									|
% 69.11/33.91  																										| Combining equations (1794,538) yields a new equation:
% 69.11/33.91  																										| (391) e2 = e0
% 69.11/33.91  																										|
% 69.11/33.91  																										| Simplifying 391 yields:
% 69.11/33.91  																										| (330) e2 = e0
% 69.11/33.91  																										|
% 69.11/33.91  																										| Equations (330) can reduce 128 to:
% 69.11/33.91  																										| (266) $false
% 69.11/33.91  																										|
% 69.11/33.91  																										|-The branch is then unsatisfiable
% 69.11/33.91  																									|-Branch two:
% 69.11/33.91  																									| (831)  ~ (all_0_46_46 = e0)
% 69.11/33.91  																									| (832) all_0_47_47 = e0 | all_0_48_48 = e0 | all_0_49_49 = e0
% 69.11/33.91  																									|
% 69.11/33.91  																										| Equations (1794) can reduce 831 to:
% 69.11/33.91  																										| (128)  ~ (e2 = e0)
% 69.11/33.91  																										|
% 69.11/33.91  																										+-Applying beta-rule and splitting (434), into two cases.
% 69.11/33.91  																										|-Branch one:
% 69.11/33.91  																										| (615) all_0_48_48 = e1
% 69.11/33.91  																										|
% 69.11/33.91  																											| Equations (615) can reduce 254 to:
% 69.11/33.91  																											| (602)  ~ (e4 = e1)
% 69.11/33.91  																											|
% 69.11/33.91  																											| Simplifying 602 yields:
% 69.11/33.91  																											| (110)  ~ (e4 = e1)
% 69.11/33.91  																											|
% 69.11/33.91  																											| Equations (615) can reduce 215 to:
% 69.11/33.91  																											| (467)  ~ (e3 = e1)
% 69.11/33.91  																											|
% 69.11/33.91  																											| Simplifying 467 yields:
% 69.11/33.91  																											| (213)  ~ (e3 = e1)
% 69.11/33.91  																											|
% 69.11/33.91  																											| Equations (615) can reduce 810 to:
% 69.11/33.91  																											| (604)  ~ (e2 = e1)
% 69.11/33.91  																											|
% 69.11/33.91  																											| Simplifying 604 yields:
% 69.11/33.91  																											| (122)  ~ (e2 = e1)
% 69.11/33.91  																											|
% 69.11/33.91  																											| Equations (615) can reduce 1283 to:
% 69.11/33.91  																											| (233)  ~ (e1 = e0)
% 69.11/33.91  																											|
% 69.11/33.91  																											+-Applying beta-rule and splitting (104), into two cases.
% 69.11/33.91  																											|-Branch one:
% 69.11/33.91  																											| (480) all_0_39_39 = e0
% 69.11/33.91  																											|
% 69.11/33.91  																												| Combining equations (480,317) yields a new equation:
% 69.11/33.91  																												| (330) e2 = e0
% 69.11/33.91  																												|
% 69.11/33.91  																												| Equations (330) can reduce 128 to:
% 69.11/33.91  																												| (266) $false
% 69.11/33.91  																												|
% 69.11/33.91  																												|-The branch is then unsatisfiable
% 69.11/33.91  																											|-Branch two:
% 69.11/33.91  																											| (484)  ~ (all_0_39_39 = e0)
% 69.11/33.91  																											| (558) all_0_42_42 = e0 | all_0_47_47 = e0 | all_0_56_56 = e0
% 69.11/33.91  																											|
% 69.11/33.91  																												+-Applying beta-rule and splitting (832), into two cases.
% 69.11/33.91  																												|-Branch one:
% 69.11/33.91  																												| (674) all_0_47_47 = e0
% 69.11/33.91  																												|
% 69.11/33.91  																													| Combining equations (1790,674) yields a new equation:
% 69.11/33.91  																													| (481) e4 = e0
% 69.11/33.91  																													|
% 69.11/33.91  																													| Simplifying 481 yields:
% 69.11/33.91  																													| (397) e4 = e0
% 69.11/33.91  																													|
% 69.11/33.91  																													| Equations (397) can reduce 49 to:
% 69.11/33.91  																													| (266) $false
% 69.11/33.91  																													|
% 69.11/33.91  																													|-The branch is then unsatisfiable
% 69.11/33.91  																												|-Branch two:
% 69.11/33.91  																												| (678)  ~ (all_0_47_47 = e0)
% 69.11/33.91  																												| (1278) all_0_48_48 = e0 | all_0_49_49 = e0
% 69.11/33.91  																												|
% 69.11/33.91  																													+-Applying beta-rule and splitting (558), into two cases.
% 69.11/33.91  																													|-Branch one:
% 69.11/33.91  																													| (559) all_0_42_42 = e0
% 69.11/33.91  																													|
% 69.11/33.91  																														| Equations (559) can reduce 358 to:
% 69.11/33.91  																														| (266) $false
% 69.11/33.91  																														|
% 69.11/33.91  																														|-The branch is then unsatisfiable
% 69.11/33.91  																													|-Branch two:
% 69.11/33.91  																													| (358)  ~ (all_0_42_42 = e0)
% 69.11/33.91  																													| (563) all_0_47_47 = e0 | all_0_56_56 = e0
% 69.11/33.91  																													|
% 69.11/33.91  																														+-Applying beta-rule and splitting (1278), into two cases.
% 69.11/33.91  																														|-Branch one:
% 69.11/33.91  																														| (1279) all_0_48_48 = e0
% 69.11/33.91  																														|
% 69.11/33.91  																															| Combining equations (615,1279) yields a new equation:
% 69.11/33.91  																															| (546) e1 = e0
% 69.11/33.91  																															|
% 69.11/33.91  																															| Simplifying 546 yields:
% 69.11/33.91  																															| (431) e1 = e0
% 69.11/33.91  																															|
% 69.11/33.91  																															| Equations (431) can reduce 233 to:
% 69.11/33.91  																															| (266) $false
% 69.11/33.91  																															|
% 69.11/33.91  																															|-The branch is then unsatisfiable
% 69.11/33.91  																														|-Branch two:
% 69.11/33.91  																														| (1283)  ~ (all_0_48_48 = e0)
% 69.11/33.91  																														| (978) all_0_49_49 = e0
% 69.11/33.91  																														|
% 69.11/33.91  																															| Equations (978) can reduce 9 to:
% 69.11/33.91  																															| (360)  ~ (all_0_44_44 = e0)
% 69.11/33.91  																															|
% 69.11/33.91  																															| Equations (978) can reduce 256 to:
% 69.11/33.91  																															| (401)  ~ (e4 = e0)
% 69.11/33.91  																															|
% 69.11/33.91  																															| Simplifying 401 yields:
% 69.11/33.91  																															| (49)  ~ (e4 = e0)
% 69.11/33.91  																															|
% 69.11/33.91  																															+-Applying beta-rule and splitting (563), into two cases.
% 69.11/33.91  																															|-Branch one:
% 69.11/33.91  																															| (674) all_0_47_47 = e0
% 69.11/33.91  																															|
% 69.11/33.91  																																| Combining equations (1790,674) yields a new equation:
% 69.11/33.91  																																| (481) e4 = e0
% 69.11/33.91  																																|
% 69.11/33.91  																																| Simplifying 481 yields:
% 69.11/33.91  																																| (397) e4 = e0
% 69.11/33.91  																																|
% 69.11/33.91  																																| Equations (397) can reduce 49 to:
% 69.11/33.91  																																| (266) $false
% 69.11/33.91  																																|
% 69.11/33.91  																																|-The branch is then unsatisfiable
% 69.11/33.91  																															|-Branch two:
% 69.11/33.91  																															| (678)  ~ (all_0_47_47 = e0)
% 69.11/33.91  																															| (679) all_0_56_56 = e0
% 69.11/33.91  																															|
% 69.11/33.91  																																| Equations (679) can reduce 236 to:
% 69.11/33.91  																																| (358)  ~ (all_0_42_42 = e0)
% 69.11/33.91  																																|
% 69.11/33.91  																																| Equations (679) can reduce 153 to:
% 69.11/33.91  																																| (803)  ~ (all_0_55_55 = e0)
% 69.11/33.91  																																|
% 69.11/33.91  																																| Equations (679) can reduce 44 to:
% 69.11/33.91  																																| (490)  ~ (all_0_58_58 = e0)
% 69.11/33.91  																																|
% 69.11/33.91  																																| Simplifying 490 yields:
% 69.11/33.91  																																| (491)  ~ (all_0_58_58 = e0)
% 69.11/33.91  																																|
% 69.11/33.91  																																| From (679) and (111) follows:
% 69.11/33.91  																																| (1613) op(e0, e2) = e0
% 69.11/33.91  																																|
% 69.11/33.91  																																+-Applying beta-rule and splitting (168), into two cases.
% 69.11/33.91  																																|-Branch one:
% 69.11/33.91  																																| (415) all_0_50_50 = e3
% 69.11/33.91  																																|
% 69.11/33.91  																																	| Equations (415) can reduce 59 to:
% 69.11/33.91  																																	| (1925)  ~ (all_0_51_51 = e3)
% 69.11/33.91  																																	|
% 69.11/33.91  																																	| Simplifying 1925 yields:
% 69.11/33.91  																																	| (664)  ~ (all_0_51_51 = e3)
% 69.11/33.91  																																	|
% 69.11/33.91  																																	| Equations (415) can reduce 566 to:
% 69.11/33.91  																																	| (277)  ~ (e4 = e3)
% 69.11/33.91  																																	|
% 69.11/33.91  																																	| Simplifying 277 yields:
% 69.11/33.91  																																	| (188)  ~ (e4 = e3)
% 69.11/33.91  																																	|
% 69.11/33.91  																																	| Equations (415) can reduce 121 to:
% 69.11/33.91  																																	| (80)  ~ (e3 = e0)
% 69.11/33.91  																																	|
% 69.11/33.91  																																	| From (415) and (242) follows:
% 69.11/33.91  																																	| (1934) op(e1, e3) = e3
% 69.11/33.91  																																	|
% 69.11/33.91  																																	+-Applying beta-rule and splitting (160), into two cases.
% 69.11/33.91  																																	|-Branch one:
% 69.11/33.91  																																	| (601) all_0_50_50 = e1
% 69.11/33.91  																																	|
% 69.11/33.91  																																		| Combining equations (415,601) yields a new equation:
% 69.11/33.91  																																		| (454) e3 = e1
% 69.11/33.91  																																		|
% 69.11/33.91  																																		| Simplifying 454 yields:
% 69.11/33.91  																																		| (455) e3 = e1
% 69.11/33.91  																																		|
% 69.11/33.91  																																		| Equations (455) can reduce 213 to:
% 69.11/33.91  																																		| (266) $false
% 69.11/33.91  																																		|
% 69.11/33.91  																																		|-The branch is then unsatisfiable
% 69.11/33.91  																																	|-Branch two:
% 69.11/33.91  																																	| (759)  ~ (all_0_50_50 = e1)
% 69.11/33.91  																																	| (1168) all_0_51_51 = e1 | all_0_52_52 = e1 | all_0_53_53 = e1
% 69.11/33.91  																																	|
% 69.11/33.91  																																		+-Applying beta-rule and splitting (180), into two cases.
% 69.11/33.91  																																		|-Branch one:
% 69.11/33.91  																																		| (516) all_0_42_42 = e3
% 69.11/33.91  																																		|
% 69.11/33.91  																																			| Equations (516) can reduce 73 to:
% 69.11/33.91  																																			| (406)  ~ (all_0_44_44 = e3)
% 69.11/33.91  																																			|
% 69.11/33.91  																																			| Simplifying 406 yields:
% 69.11/33.91  																																			| (407)  ~ (all_0_44_44 = e3)
% 69.11/33.91  																																			|
% 69.11/33.91  																																			| Equations (516) can reduce 51 to:
% 69.11/33.91  																																			| (212)  ~ (e3 = e2)
% 69.11/33.91  																																			|
% 69.11/33.91  																																			| Equations (516) can reduce 358 to:
% 69.11/33.91  																																			| (80)  ~ (e3 = e0)
% 69.11/33.91  																																			|
% 69.11/33.91  																																			+-Applying beta-rule and splitting (26), into two cases.
% 69.11/33.91  																																			|-Branch one:
% 69.11/33.91  																																			| (446) all_0_44_44 = e4
% 69.11/33.91  																																			|
% 69.11/33.91  																																				| Equations (446) can reduce 1390 to:
% 69.11/33.91  																																				| (266) $false
% 69.11/33.91  																																				|
% 69.11/33.91  																																				|-The branch is then unsatisfiable
% 69.11/33.91  																																			|-Branch two:
% 69.11/33.91  																																			| (1390)  ~ (all_0_44_44 = e4)
% 69.11/33.91  																																			| (1391) all_0_44_44 = e3 | all_0_44_44 = e1 | all_0_44_44 = e0
% 69.11/33.91  																																			|
% 69.11/33.91  																																				+-Applying beta-rule and splitting (189), into two cases.
% 69.11/33.91  																																				|-Branch one:
% 69.11/33.91  																																				| (532) all_0_44_44 = e3
% 69.11/33.91  																																				|
% 69.11/33.91  																																					| Equations (532) can reduce 407 to:
% 69.11/33.91  																																					| (266) $false
% 69.11/33.91  																																					|
% 69.11/33.91  																																					|-The branch is then unsatisfiable
% 69.11/33.91  																																				|-Branch two:
% 69.11/33.91  																																				| (407)  ~ (all_0_44_44 = e3)
% 69.11/33.91  																																				| (537) all_0_49_49 = e3 | all_0_53_53 = e3 | all_0_58_58 = e3
% 69.11/33.91  																																				|
% 69.11/33.91  																																					+-Applying beta-rule and splitting (1168), into two cases.
% 69.11/33.91  																																					|-Branch one:
% 69.11/33.91  																																					| (1109) all_0_51_51 = e1
% 69.11/33.91  																																					|
% 69.11/33.91  																																						| Equations (1109) can reduce 475 to:
% 69.11/33.91  																																						| (602)  ~ (e4 = e1)
% 69.11/33.91  																																						|
% 69.11/33.91  																																						| Simplifying 602 yields:
% 69.11/33.91  																																						| (110)  ~ (e4 = e1)
% 69.11/33.91  																																						|
% 69.11/33.91  																																						| Equations (1109) can reduce 1099 to:
% 69.11/33.91  																																						| (604)  ~ (e2 = e1)
% 69.11/33.91  																																						|
% 69.11/33.91  																																						| Simplifying 604 yields:
% 69.11/33.91  																																						| (122)  ~ (e2 = e1)
% 69.11/33.91  																																						|
% 69.11/33.91  																																						| From (1109) and (186) follows:
% 69.11/33.91  																																						| (699) op(e1, e2) = e1
% 69.11/33.91  																																						|
% 69.11/33.91  																																						+-Applying beta-rule and splitting (537), into two cases.
% 69.11/33.91  																																						|-Branch one:
% 69.11/33.91  																																						| (884) all_0_49_49 = e3
% 69.11/33.91  																																						|
% 69.11/33.91  																																							| Combining equations (884,978) yields a new equation:
% 69.11/33.91  																																							| (675) e3 = e0
% 69.11/33.91  																																							|
% 69.11/33.91  																																							| Simplifying 675 yields:
% 69.11/33.91  																																							| (676) e3 = e0
% 69.11/33.91  																																							|
% 69.11/33.91  																																							| Equations (676) can reduce 80 to:
% 69.11/33.91  																																							| (266) $false
% 69.11/33.91  																																							|
% 69.11/33.91  																																							|-The branch is then unsatisfiable
% 69.11/33.91  																																						|-Branch two:
% 69.11/33.91  																																						| (525)  ~ (all_0_49_49 = e3)
% 69.11/33.91  																																						| (887) all_0_53_53 = e3 | all_0_58_58 = e3
% 69.11/33.91  																																						|
% 69.11/33.91  																																							+-Applying beta-rule and splitting (18), into two cases.
% 69.11/33.91  																																							|-Branch one:
% 69.11/33.91  																																							| (453) all_0_41_41 = e1
% 69.11/33.91  																																							|
% 69.11/33.91  																																								| Combining equations (453,437) yields a new equation:
% 69.11/33.91  																																								| (630) e4 = e1
% 69.11/33.91  																																								|
% 69.11/33.91  																																								| Equations (630) can reduce 110 to:
% 69.11/33.91  																																								| (266) $false
% 69.11/33.91  																																								|
% 69.11/33.91  																																								|-The branch is then unsatisfiable
% 69.11/33.91  																																							|-Branch two:
% 69.11/33.91  																																							| (457)  ~ (all_0_41_41 = e1)
% 69.11/33.91  																																							| (595) all_0_46_46 = e1 | all_0_50_50 = e1 | all_0_55_55 = e1
% 69.11/33.91  																																							|
% 69.11/33.91  																																								+-Applying beta-rule and splitting (1391), into two cases.
% 69.11/33.91  																																								|-Branch one:
% 69.11/33.91  																																								| (1414) all_0_44_44 = e0
% 69.11/33.91  																																								|
% 69.11/33.91  																																									| Equations (1414) can reduce 360 to:
% 69.11/33.91  																																									| (266) $false
% 69.11/33.91  																																									|
% 69.11/33.91  																																									|-The branch is then unsatisfiable
% 69.11/33.91  																																								|-Branch two:
% 69.11/33.91  																																								| (360)  ~ (all_0_44_44 = e0)
% 69.11/33.91  																																								| (1417) all_0_44_44 = e3 | all_0_44_44 = e1
% 69.11/33.91  																																								|
% 69.11/33.91  																																									+-Applying beta-rule and splitting (595), into two cases.
% 69.11/33.91  																																									|-Branch one:
% 69.11/33.91  																																									| (545) all_0_46_46 = e1
% 69.11/33.91  																																									|
% 69.11/33.91  																																										| Combining equations (545,1794) yields a new equation:
% 69.11/33.91  																																										| (617) e2 = e1
% 69.11/33.91  																																										|
% 69.11/33.91  																																										| Equations (617) can reduce 122 to:
% 69.11/33.91  																																										| (266) $false
% 69.11/33.91  																																										|
% 69.11/33.91  																																										|-The branch is then unsatisfiable
% 69.11/33.91  																																									|-Branch two:
% 69.11/33.91  																																									| (549)  ~ (all_0_46_46 = e1)
% 69.11/33.91  																																									| (600) all_0_50_50 = e1 | all_0_55_55 = e1
% 69.11/33.91  																																									|
% 69.11/33.91  																																										+-Applying beta-rule and splitting (1417), into two cases.
% 69.11/33.91  																																										|-Branch one:
% 69.11/33.91  																																										| (635) all_0_44_44 = e1
% 69.11/33.91  																																										|
% 69.11/33.91  																																											| Equations (635) can reduce 407 to:
% 69.11/33.91  																																											| (467)  ~ (e3 = e1)
% 69.11/33.91  																																											|
% 69.11/33.91  																																											| Simplifying 467 yields:
% 69.11/33.91  																																											| (213)  ~ (e3 = e1)
% 69.11/33.91  																																											|
% 69.11/33.91  																																											+-Applying beta-rule and splitting (216), into two cases.
% 69.11/33.91  																																											|-Branch one:
% 69.11/33.91  																																											| (629) all_0_55_55 = e1
% 69.11/33.91  																																											|
% 69.11/33.91  																																												| Equations (629) can reduce 803 to:
% 69.11/33.91  																																												| (233)  ~ (e1 = e0)
% 69.11/33.91  																																												|
% 69.11/33.91  																																												+-Applying beta-rule and splitting (108), into two cases.
% 69.11/33.91  																																												|-Branch one:
% 69.11/33.91  																																												| (624) all_0_58_58 = e2
% 69.11/33.91  																																												|
% 69.11/33.91  																																													| Equations (624) can reduce 908 to:
% 69.11/33.91  																																													| (266) $false
% 69.11/33.91  																																													|
% 69.11/33.91  																																													|-The branch is then unsatisfiable
% 69.11/33.91  																																												|-Branch two:
% 69.11/33.91  																																												| (908)  ~ (all_0_58_58 = e2)
% 69.11/33.91  																																												| (909) all_0_58_58 = e4 | all_0_58_58 = e3 | all_0_58_58 = e1 | all_0_58_58 = e0
% 69.11/33.91  																																												|
% 69.11/33.91  																																													+-Applying beta-rule and splitting (887), into two cases.
% 69.11/33.91  																																													|-Branch one:
% 69.11/33.91  																																													| (665) all_0_53_53 = e3
% 69.11/33.91  																																													|
% 69.11/33.91  																																														| Combining equations (607,665) yields a new equation:
% 69.11/33.91  																																														| (662) e3 = e2
% 69.11/33.91  																																														|
% 69.11/33.91  																																														| Equations (662) can reduce 212 to:
% 69.11/33.91  																																														| (266) $false
% 69.11/33.91  																																														|
% 69.11/33.91  																																														|-The branch is then unsatisfiable
% 69.11/33.91  																																													|-Branch two:
% 69.11/33.91  																																													| (903)  ~ (all_0_53_53 = e3)
% 69.11/33.91  																																													| (795) all_0_58_58 = e3
% 69.11/33.91  																																													|
% 69.11/33.91  																																														| Equations (795) can reduce 908 to:
% 69.11/33.91  																																														| (212)  ~ (e3 = e2)
% 69.11/33.91  																																														|
% 69.11/33.91  																																														+-Applying beta-rule and splitting (56), into two cases.
% 69.11/33.91  																																														|-Branch one:
% 69.11/33.91  																																														| (696) unit = e2
% 69.11/33.91  																																														|
% 69.11/33.91  																																															| From (696) and (244) follows:
% 69.11/33.91  																																															| (264) op(e2, e4) = e4
% 69.11/33.91  																																															|
% 69.11/33.91  																																															| From (696) and (32) follows:
% 69.11/33.91  																																															| (698) op(e2, e2) = e2
% 69.11/33.91  																																															|
% 69.11/33.91  																																															| Instantiating formula (29) with e2, e4, e4, e3 and discharging atoms op(e2, e4) = e4, op(e2, e4) = e3, yields:
% 69.11/33.91  																																															| (425) e4 = e3
% 69.11/33.91  																																															|
% 69.11/33.91  																																															| Instantiating formula (29) with e2, e2, e2, e4 and discharging atoms op(e2, e2) = e4, op(e2, e2) = e2, yields:
% 69.11/33.91  																																															| (323) e4 = e2
% 69.11/33.91  																																															|
% 69.11/33.91  																																															| Combining equations (323,425) yields a new equation:
% 69.11/33.91  																																															| (662) e3 = e2
% 69.11/33.91  																																															|
% 69.11/33.91  																																															| Equations (662) can reduce 212 to:
% 69.11/33.91  																																															| (266) $false
% 69.11/33.91  																																															|
% 69.11/33.91  																																															|-The branch is then unsatisfiable
% 69.11/33.91  																																														|-Branch two:
% 69.11/33.91  																																														| (707)  ~ (unit = e2)
% 69.11/33.91  																																														| (708) unit = e4 | unit = e3 | unit = e1 | unit = e0
% 69.11/33.91  																																														|
% 69.11/33.91  																																															+-Applying beta-rule and splitting (708), into two cases.
% 69.11/33.91  																																															|-Branch one:
% 69.11/33.91  																																															| (709) unit = e4
% 69.11/33.91  																																															|
% 69.11/33.91  																																																| From (709) and (24) follows:
% 69.11/33.91  																																																| (33325) op(e4, e3) = e3
% 69.11/33.91  																																																|
% 69.11/33.91  																																																| From (709) and (211) follows:
% 69.11/33.91  																																																| (22527) op(e4, e1) = e1
% 69.11/33.91  																																																|
% 69.11/33.91  																																																| Instantiating formula (29) with e4, e3, e3, e0 and discharging atoms op(e4, e3) = e3, op(e4, e3) = e0, yields:
% 69.11/33.91  																																																| (676) e3 = e0
% 69.11/33.91  																																																|
% 69.11/33.91  																																																| Instantiating formula (29) with e4, e1, e1, e3 and discharging atoms op(e4, e1) = e3, op(e4, e1) = e1, yields:
% 69.11/33.91  																																																| (455) e3 = e1
% 69.11/33.91  																																																|
% 69.11/33.91  																																																| Combining equations (455,676) yields a new equation:
% 69.11/33.91  																																																| (546) e1 = e0
% 69.11/33.91  																																																|
% 69.11/33.91  																																																| Simplifying 546 yields:
% 69.11/33.91  																																																| (431) e1 = e0
% 69.11/33.91  																																																|
% 69.11/33.91  																																																| Equations (431) can reduce 233 to:
% 69.11/33.91  																																																| (266) $false
% 69.11/33.91  																																																|
% 69.11/33.91  																																																|-The branch is then unsatisfiable
% 69.11/33.91  																																															|-Branch two:
% 69.11/33.91  																																															| (724)  ~ (unit = e4)
% 69.11/33.91  																																															| (725) unit = e3 | unit = e1 | unit = e0
% 69.11/33.91  																																															|
% 69.11/33.91  																																																+-Applying beta-rule and splitting (725), into two cases.
% 69.11/33.91  																																																|-Branch one:
% 69.11/33.91  																																																| (726) unit = e0
% 69.11/33.91  																																																|
% 69.11/33.91  																																																	| From (726) and (15) follows:
% 69.11/33.91  																																																	| (1508) op(e0, e2) = e2
% 69.11/33.91  																																																	|
% 69.11/33.91  																																																	| From (726) and (211) follows:
% 69.11/33.91  																																																	| (15180) op(e0, e1) = e1
% 69.11/33.91  																																																	|
% 69.11/33.91  																																																	| Instantiating formula (29) with e0, e2, e2, e0 and discharging atoms op(e0, e2) = e2, op(e0, e2) = e0, yields:
% 69.11/33.91  																																																	| (330) e2 = e0
% 69.11/33.91  																																																	|
% 69.11/33.91  																																																	| Instantiating formula (29) with e0, e1, e1, e2 and discharging atoms op(e0, e1) = e2, op(e0, e1) = e1, yields:
% 69.11/33.91  																																																	| (617) e2 = e1
% 69.11/33.91  																																																	|
% 69.11/33.91  																																																	| Combining equations (330,617) yields a new equation:
% 69.11/33.91  																																																	| (431) e1 = e0
% 69.11/33.91  																																																	|
% 69.11/33.91  																																																	| Equations (431) can reduce 233 to:
% 69.11/33.91  																																																	| (266) $false
% 69.11/33.91  																																																	|
% 69.11/33.91  																																																	|-The branch is then unsatisfiable
% 69.11/33.91  																																																|-Branch two:
% 69.11/33.91  																																																| (734)  ~ (unit = e0)
% 69.11/33.91  																																																| (735) unit = e3 | unit = e1
% 69.11/33.91  																																																|
% 69.11/33.91  																																																	+-Applying beta-rule and splitting (735), into two cases.
% 69.11/33.91  																																																	|-Branch one:
% 69.11/33.91  																																																	| (736) unit = e1
% 69.11/33.91  																																																	|
% 69.11/33.91  																																																		| Equations (736) can reduce 734 to:
% 69.11/33.91  																																																		| (233)  ~ (e1 = e0)
% 69.11/33.91  																																																		|
% 69.11/33.91  																																																		| From (736) and (15) follows:
% 69.11/33.91  																																																		| (515) op(e1, e2) = e2
% 69.11/33.91  																																																		|
% 69.11/33.91  																																																		| From (736) and (42) follows:
% 69.11/33.91  																																																		| (3221) op(e0, e1) = e0
% 69.11/33.91  																																																		|
% 69.11/33.91  																																																		| Instantiating formula (29) with e1, e2, e2, e1 and discharging atoms op(e1, e2) = e2, op(e1, e2) = e1, yields:
% 69.11/33.91  																																																		| (617) e2 = e1
% 69.11/33.91  																																																		|
% 69.11/33.91  																																																		| Instantiating formula (29) with e0, e1, e0, e2 and discharging atoms op(e0, e1) = e2, op(e0, e1) = e0, yields:
% 69.11/33.91  																																																		| (330) e2 = e0
% 69.11/33.91  																																																		|
% 69.11/33.91  																																																		| Combining equations (617,330) yields a new equation:
% 69.11/33.91  																																																		| (546) e1 = e0
% 69.11/33.91  																																																		|
% 69.11/33.91  																																																		| Simplifying 546 yields:
% 69.11/33.91  																																																		| (431) e1 = e0
% 69.11/33.91  																																																		|
% 69.11/33.91  																																																		| Equations (431) can reduce 233 to:
% 69.11/33.91  																																																		| (266) $false
% 69.11/33.91  																																																		|
% 69.11/33.91  																																																		|-The branch is then unsatisfiable
% 69.11/33.91  																																																	|-Branch two:
% 69.11/33.91  																																																	| (748)  ~ (unit = e1)
% 69.11/33.91  																																																	| (749) unit = e3
% 69.11/33.91  																																																	|
% 69.11/33.91  																																																		| From (749) and (244) follows:
% 69.11/33.91  																																																		| (750) op(e3, e4) = e4
% 69.11/33.91  																																																		|
% 69.11/33.91  																																																		| From (749) and (227) follows:
% 69.11/33.91  																																																		| (22570) op(e4, e3) = e4
% 69.11/33.91  																																																		|
% 69.11/33.91  																																																		| From (749) and (40) follows:
% 69.11/33.91  																																																		| (3715) op(e3, e3) = e3
% 69.11/33.91  																																																		|
% 69.11/33.91  																																																		| From (749) and (28) follows:
% 69.11/33.91  																																																		| (2235) op(e1, e3) = e1
% 69.11/33.91  																																																		|
% 69.11/33.91  																																																		| Instantiating formula (29) with e4, e3, e4, e0 and discharging atoms op(e4, e3) = e4, op(e4, e3) = e0, yields:
% 69.11/33.91  																																																		| (397) e4 = e0
% 69.11/33.91  																																																		|
% 69.11/33.91  																																																		| Instantiating formula (29) with e3, e4, e4, e2 and discharging atoms op(e3, e4) = e4, op(e3, e4) = e2, yields:
% 69.11/33.91  																																																		| (323) e4 = e2
% 69.11/33.91  																																																		|
% 69.11/33.91  																																																		| Instantiating formula (29) with e3, e3, e3, e4 and discharging atoms op(e3, e3) = e4, op(e3, e3) = e3, yields:
% 69.11/33.91  																																																		| (425) e4 = e3
% 69.11/33.91  																																																		|
% 69.11/33.91  																																																		| Instantiating formula (29) with e1, e3, e1, e3 and discharging atoms op(e1, e3) = e3, op(e1, e3) = e1, yields:
% 69.11/33.91  																																																		| (455) e3 = e1
% 69.11/33.91  																																																		|
% 69.11/33.91  																																																		| Combining equations (397,323) yields a new equation:
% 69.11/33.91  																																																		| (330) e2 = e0
% 69.11/33.91  																																																		|
% 69.11/33.91  																																																		| Combining equations (425,323) yields a new equation:
% 69.11/33.91  																																																		| (661) e3 = e2
% 69.11/33.91  																																																		|
% 69.11/33.91  																																																		| Simplifying 661 yields:
% 69.11/33.91  																																																		| (662) e3 = e2
% 69.11/33.91  																																																		|
% 69.11/33.91  																																																		| Combining equations (662,455) yields a new equation:
% 69.11/33.92  																																																		| (616) e2 = e1
% 69.11/33.92  																																																		|
% 69.11/33.92  																																																		| Simplifying 616 yields:
% 69.11/33.92  																																																		| (617) e2 = e1
% 69.11/33.92  																																																		|
% 69.11/33.92  																																																		| Combining equations (617,330) yields a new equation:
% 69.11/33.92  																																																		| (546) e1 = e0
% 69.11/33.92  																																																		|
% 69.11/33.92  																																																		| Simplifying 546 yields:
% 69.11/33.92  																																																		| (431) e1 = e0
% 69.11/33.92  																																																		|
% 69.11/33.92  																																																		| Equations (431) can reduce 233 to:
% 69.11/33.92  																																																		| (266) $false
% 69.11/33.92  																																																		|
% 69.11/33.92  																																																		|-The branch is then unsatisfiable
% 69.11/33.92  																																											|-Branch two:
% 69.11/33.92  																																											| (632)  ~ (all_0_55_55 = e1)
% 69.11/33.92  																																											| (633) all_0_56_56 = e1 | all_0_57_57 = e1 | all_0_58_58 = e1
% 69.11/33.92  																																											|
% 69.11/33.92  																																												+-Applying beta-rule and splitting (600), into two cases.
% 69.11/33.92  																																												|-Branch one:
% 69.11/33.92  																																												| (601) all_0_50_50 = e1
% 69.11/33.92  																																												|
% 69.11/33.92  																																													| Combining equations (415,601) yields a new equation:
% 69.11/33.92  																																													| (454) e3 = e1
% 69.11/33.92  																																													|
% 69.11/33.92  																																													| Simplifying 454 yields:
% 69.11/33.92  																																													| (455) e3 = e1
% 69.11/33.92  																																													|
% 69.11/33.92  																																													| Equations (455) can reduce 213 to:
% 69.11/33.92  																																													| (266) $false
% 69.11/33.92  																																													|
% 69.11/33.92  																																													|-The branch is then unsatisfiable
% 69.11/33.92  																																												|-Branch two:
% 69.11/33.92  																																												| (759)  ~ (all_0_50_50 = e1)
% 69.11/33.92  																																												| (629) all_0_55_55 = e1
% 69.11/33.92  																																												|
% 69.11/33.92  																																													| Equations (629) can reduce 632 to:
% 69.11/33.92  																																													| (266) $false
% 69.11/33.92  																																													|
% 69.11/33.92  																																													|-The branch is then unsatisfiable
% 69.11/33.92  																																										|-Branch two:
% 69.11/33.92  																																										| (639)  ~ (all_0_44_44 = e1)
% 69.11/33.92  																																										| (532) all_0_44_44 = e3
% 69.11/33.92  																																										|
% 69.11/33.92  																																											| Equations (532) can reduce 407 to:
% 69.11/33.92  																																											| (266) $false
% 69.11/33.92  																																											|
% 69.11/33.92  																																											|-The branch is then unsatisfiable
% 69.11/33.92  																																					|-Branch two:
% 69.11/33.92  																																					| (464)  ~ (all_0_51_51 = e1)
% 69.11/33.92  																																					| (1202) all_0_52_52 = e1 | all_0_53_53 = e1
% 69.11/33.92  																																					|
% 69.11/33.92  																																						+-Applying beta-rule and splitting (1202), into two cases.
% 69.11/33.92  																																						|-Branch one:
% 69.11/33.92  																																						| (642) all_0_52_52 = e1
% 69.11/33.92  																																						|
% 69.11/33.92  																																							| Combining equations (565,642) yields a new equation:
% 69.11/33.92  																																							| (636) e4 = e1
% 69.11/33.92  																																							|
% 69.11/33.92  																																							| Simplifying 636 yields:
% 69.11/33.92  																																							| (630) e4 = e1
% 69.11/33.92  																																							|
% 69.11/33.92  																																							| Equations (630) can reduce 110 to:
% 69.11/33.92  																																							| (266) $false
% 69.11/33.92  																																							|
% 69.11/33.92  																																							|-The branch is then unsatisfiable
% 69.11/33.92  																																						|-Branch two:
% 69.11/33.92  																																						| (646)  ~ (all_0_52_52 = e1)
% 69.11/33.92  																																						| (1208) all_0_53_53 = e1
% 69.11/33.92  																																						|
% 69.11/33.92  																																							| Combining equations (607,1208) yields a new equation:
% 69.11/33.92  																																							| (616) e2 = e1
% 69.11/33.92  																																							|
% 69.11/33.92  																																							| Simplifying 616 yields:
% 69.11/33.92  																																							| (617) e2 = e1
% 69.11/33.92  																																							|
% 69.11/33.92  																																							| Equations (617) can reduce 122 to:
% 69.11/33.92  																																							| (266) $false
% 69.11/33.92  																																							|
% 69.11/33.92  																																							|-The branch is then unsatisfiable
% 69.11/33.92  																																		|-Branch two:
% 69.11/33.92  																																		| (405)  ~ (all_0_42_42 = e3)
% 69.11/33.92  																																		| (521) all_0_47_47 = e3 | all_0_51_51 = e3 | all_0_56_56 = e3
% 69.11/33.92  																																		|
% 69.11/33.92  																																			+-Applying beta-rule and splitting (113), into two cases.
% 69.11/33.92  																																			|-Branch one:
% 69.11/33.92  																																			| (403) all_0_41_41 = e3
% 69.11/33.92  																																			|
% 69.11/33.92  																																				| Combining equations (403,437) yields a new equation:
% 69.11/33.92  																																				| (425) e4 = e3
% 69.11/33.92  																																				|
% 69.11/33.92  																																				| Equations (425) can reduce 188 to:
% 69.11/33.92  																																				| (266) $false
% 69.11/33.92  																																				|
% 69.11/33.92  																																				|-The branch is then unsatisfiable
% 69.11/33.92  																																			|-Branch two:
% 69.11/33.92  																																			| (1898)  ~ (all_0_41_41 = e3)
% 69.11/33.92  																																			| (1899) all_0_42_42 = e3 | all_0_44_44 = e3
% 69.11/33.92  																																			|
% 69.11/33.92  																																				| Equations (437) can reduce 1898 to:
% 69.11/33.92  																																				| (188)  ~ (e4 = e3)
% 69.11/33.92  																																				|
% 69.11/33.92  																																				+-Applying beta-rule and splitting (521), into two cases.
% 69.11/33.92  																																				|-Branch one:
% 69.11/33.92  																																				| (522) all_0_47_47 = e3
% 69.11/33.92  																																				|
% 69.11/33.92  																																					| Combining equations (522,1790) yields a new equation:
% 69.11/33.92  																																					| (425) e4 = e3
% 69.11/33.92  																																					|
% 69.11/33.92  																																					| Equations (425) can reduce 188 to:
% 69.11/33.92  																																					| (266) $false
% 69.11/33.92  																																					|
% 69.11/33.92  																																					|-The branch is then unsatisfiable
% 69.11/33.92  																																				|-Branch two:
% 69.11/33.92  																																				| (1091)  ~ (all_0_47_47 = e3)
% 69.11/33.92  																																				| (1092) all_0_51_51 = e3 | all_0_56_56 = e3
% 69.11/33.92  																																				|
% 69.11/33.92  																																					+-Applying beta-rule and splitting (1092), into two cases.
% 69.11/33.92  																																					|-Branch one:
% 69.11/33.92  																																					| (660) all_0_51_51 = e3
% 69.11/33.92  																																					|
% 69.11/33.92  																																						| Equations (660) can reduce 664 to:
% 69.11/33.92  																																						| (266) $false
% 69.11/33.92  																																						|
% 69.11/33.92  																																						|-The branch is then unsatisfiable
% 69.11/33.92  																																					|-Branch two:
% 69.11/33.92  																																					| (664)  ~ (all_0_51_51 = e3)
% 69.11/33.92  																																					| (1097) all_0_56_56 = e3
% 69.11/33.92  																																					|
% 69.11/33.92  																																						| Combining equations (1097,679) yields a new equation:
% 69.11/33.92  																																						| (675) e3 = e0
% 69.11/33.92  																																						|
% 69.11/33.92  																																						| Simplifying 675 yields:
% 69.11/33.92  																																						| (676) e3 = e0
% 69.11/33.92  																																						|
% 69.11/33.92  																																						| Equations (676) can reduce 80 to:
% 69.11/33.92  																																						| (266) $false
% 69.11/33.92  																																						|
% 69.11/33.92  																																						|-The branch is then unsatisfiable
% 69.11/33.92  																																|-Branch two:
% 69.11/33.92  																																| (411)  ~ (all_0_50_50 = e3)
% 69.11/33.92  																																| (418) all_0_51_51 = e3 | all_0_53_53 = e3
% 69.11/33.92  																																|
% 69.11/33.92  																																	+-Applying beta-rule and splitting (241), into two cases.
% 69.11/33.92  																																	|-Branch one:
% 69.11/33.92  																																	| (378) all_0_50_50 = e2
% 69.11/33.92  																																	|
% 69.11/33.92  																																		| Equations (378) can reduce 302 to:
% 69.11/33.92  																																		| (266) $false
% 69.11/33.92  																																		|
% 69.11/33.92  																																		|-The branch is then unsatisfiable
% 69.11/33.92  																																	|-Branch two:
% 69.11/33.92  																																	| (302)  ~ (all_0_50_50 = e2)
% 69.11/33.92  																																	| (422) all_0_50_50 = e4 | all_0_50_50 = e3 | all_0_50_50 = e1
% 69.11/33.92  																																	|
% 69.11/33.92  																																		+-Applying beta-rule and splitting (144), into two cases.
% 69.11/33.92  																																		|-Branch one:
% 69.11/33.92  																																		| (403) all_0_41_41 = e3
% 69.11/33.92  																																		|
% 69.11/33.92  																																			| Combining equations (403,437) yields a new equation:
% 69.11/33.92  																																			| (425) e4 = e3
% 69.11/33.92  																																			|
% 69.11/33.92  																																			| Equations (425) can reduce 188 to:
% 69.11/33.92  																																			| (266) $false
% 69.11/33.92  																																			|
% 69.11/33.92  																																			|-The branch is then unsatisfiable
% 69.11/33.92  																																		|-Branch two:
% 69.11/33.92  																																		| (1898)  ~ (all_0_41_41 = e3)
% 69.11/33.92  																																		| (1923) all_0_46_46 = e3 | all_0_50_50 = e3 | all_0_55_55 = e3
% 69.11/33.92  																																		|
% 69.11/33.92  																																			+-Applying beta-rule and splitting (1923), into two cases.
% 69.11/33.92  																																			|-Branch one:
% 69.11/33.92  																																			| (1557) all_0_46_46 = e3
% 69.11/33.92  																																			|
% 69.11/33.92  																																				| Combining equations (1794,1557) yields a new equation:
% 69.11/33.92  																																				| (662) e3 = e2
% 69.11/33.92  																																				|
% 69.11/33.92  																																				| Equations (662) can reduce 212 to:
% 69.11/33.92  																																				| (266) $false
% 69.11/33.92  																																				|
% 69.11/33.92  																																				|-The branch is then unsatisfiable
% 69.11/33.92  																																			|-Branch two:
% 69.11/33.92  																																			| (409)  ~ (all_0_46_46 = e3)
% 69.11/33.92  																																			| (4042) all_0_50_50 = e3 | all_0_55_55 = e3
% 69.11/33.92  																																			|
% 69.11/33.92  																																				+-Applying beta-rule and splitting (4042), into two cases.
% 69.11/33.92  																																				|-Branch one:
% 69.11/33.92  																																				| (415) all_0_50_50 = e3
% 69.11/33.92  																																				|
% 69.11/33.92  																																					| Equations (415) can reduce 411 to:
% 69.11/33.92  																																					| (266) $false
% 69.11/33.92  																																					|
% 69.11/33.92  																																					|-The branch is then unsatisfiable
% 69.11/33.92  																																				|-Branch two:
% 69.11/33.92  																																				| (411)  ~ (all_0_50_50 = e3)
% 69.11/33.92  																																				| (2336) all_0_55_55 = e3
% 69.11/33.92  																																				|
% 69.11/33.92  																																					| Equations (2336) can reduce 3 to:
% 69.11/33.92  																																					| (275)  ~ (all_0_58_58 = e3)
% 69.11/33.92  																																					|
% 69.11/33.92  																																					| Simplifying 275 yields:
% 69.11/33.92  																																					| (276)  ~ (all_0_58_58 = e3)
% 69.11/33.92  																																					|
% 69.11/33.92  																																					| From (2336) and (74) follows:
% 69.11/33.92  																																					| (2208) op(e0, e3) = e3
% 69.11/33.92  																																					|
% 69.11/33.92  																																					+-Applying beta-rule and splitting (108), into two cases.
% 69.11/33.92  																																					|-Branch one:
% 69.11/33.92  																																					| (624) all_0_58_58 = e2
% 69.11/33.92  																																					|
% 69.11/33.92  																																						| Equations (624) can reduce 908 to:
% 69.11/33.92  																																						| (266) $false
% 69.11/33.92  																																						|
% 69.11/33.92  																																						|-The branch is then unsatisfiable
% 69.11/33.92  																																					|-Branch two:
% 69.11/33.92  																																					| (908)  ~ (all_0_58_58 = e2)
% 69.11/33.92  																																					| (909) all_0_58_58 = e4 | all_0_58_58 = e3 | all_0_58_58 = e1 | all_0_58_58 = e0
% 69.11/33.92  																																					|
% 69.11/33.92  																																						+-Applying beta-rule and splitting (909), into two cases.
% 69.11/33.92  																																						|-Branch one:
% 69.11/33.92  																																						| (910) all_0_58_58 = e4
% 69.11/33.92  																																						|
% 69.11/33.92  																																							| Equations (910) can reduce 451 to:
% 69.11/33.92  																																							| (266) $false
% 69.11/33.92  																																							|
% 69.11/33.92  																																							|-The branch is then unsatisfiable
% 69.11/33.92  																																						|-Branch two:
% 69.11/33.92  																																						| (451)  ~ (all_0_58_58 = e4)
% 69.11/33.92  																																						| (913) all_0_58_58 = e3 | all_0_58_58 = e1 | all_0_58_58 = e0
% 69.11/33.92  																																						|
% 69.11/33.92  																																							+-Applying beta-rule and splitting (913), into two cases.
% 69.11/33.92  																																							|-Branch one:
% 69.11/33.92  																																							| (914) all_0_58_58 = e0
% 69.11/33.92  																																							|
% 69.11/33.92  																																								| Equations (914) can reduce 491 to:
% 69.11/33.92  																																								| (266) $false
% 69.11/33.92  																																								|
% 69.11/33.92  																																								|-The branch is then unsatisfiable
% 69.11/33.92  																																							|-Branch two:
% 69.11/33.92  																																							| (491)  ~ (all_0_58_58 = e0)
% 69.11/33.92  																																							| (917) all_0_58_58 = e3 | all_0_58_58 = e1
% 69.11/33.92  																																							|
% 69.11/33.92  																																								+-Applying beta-rule and splitting (917), into two cases.
% 69.11/33.92  																																								|-Branch one:
% 69.11/33.92  																																								| (918) all_0_58_58 = e1
% 69.11/33.92  																																								|
% 69.11/33.92  																																									| Equations (918) can reduce 181 to:
% 69.11/33.92  																																									| (639)  ~ (all_0_44_44 = e1)
% 69.11/33.92  																																									|
% 69.11/33.92  																																									+-Applying beta-rule and splitting (26), into two cases.
% 69.11/33.92  																																									|-Branch one:
% 69.11/33.92  																																									| (446) all_0_44_44 = e4
% 69.11/33.92  																																									|
% 69.11/33.92  																																										| Equations (446) can reduce 1390 to:
% 69.11/33.92  																																										| (266) $false
% 69.11/33.92  																																										|
% 69.11/33.92  																																										|-The branch is then unsatisfiable
% 69.11/33.92  																																									|-Branch two:
% 69.11/33.92  																																									| (1390)  ~ (all_0_44_44 = e4)
% 69.11/33.92  																																									| (1391) all_0_44_44 = e3 | all_0_44_44 = e1 | all_0_44_44 = e0
% 69.11/33.92  																																									|
% 69.11/33.92  																																										+-Applying beta-rule and splitting (1391), into two cases.
% 69.11/33.92  																																										|-Branch one:
% 69.11/33.92  																																										| (1414) all_0_44_44 = e0
% 69.11/33.92  																																										|
% 69.11/33.92  																																											| Equations (1414) can reduce 360 to:
% 69.11/33.92  																																											| (266) $false
% 69.11/33.92  																																											|
% 69.11/33.92  																																											|-The branch is then unsatisfiable
% 69.11/33.92  																																										|-Branch two:
% 69.11/33.92  																																										| (360)  ~ (all_0_44_44 = e0)
% 69.11/33.92  																																										| (1417) all_0_44_44 = e3 | all_0_44_44 = e1
% 69.11/33.92  																																										|
% 69.11/33.92  																																											+-Applying beta-rule and splitting (1417), into two cases.
% 69.11/33.92  																																											|-Branch one:
% 69.11/33.92  																																											| (635) all_0_44_44 = e1
% 69.11/33.92  																																											|
% 69.11/33.92  																																												| Equations (635) can reduce 639 to:
% 69.11/33.92  																																												| (266) $false
% 69.11/33.92  																																												|
% 69.11/33.92  																																												|-The branch is then unsatisfiable
% 69.11/33.92  																																											|-Branch two:
% 69.11/33.92  																																											| (639)  ~ (all_0_44_44 = e1)
% 69.11/33.92  																																											| (532) all_0_44_44 = e3
% 69.11/33.92  																																											|
% 69.11/33.92  																																												| Equations (532) can reduce 73 to:
% 69.11/33.92  																																												| (405)  ~ (all_0_42_42 = e3)
% 69.11/33.92  																																												|
% 69.11/33.92  																																												| Equations (532) can reduce 1390 to:
% 69.11/33.92  																																												| (277)  ~ (e4 = e3)
% 69.11/33.92  																																												|
% 69.11/33.92  																																												| Simplifying 277 yields:
% 69.11/33.92  																																												| (188)  ~ (e4 = e3)
% 69.11/33.92  																																												|
% 69.11/33.92  																																												| Equations (532) can reduce 360 to:
% 69.11/33.92  																																												| (80)  ~ (e3 = e0)
% 69.11/33.92  																																												|
% 69.11/33.92  																																												+-Applying beta-rule and splitting (180), into two cases.
% 69.11/33.92  																																												|-Branch one:
% 69.11/33.92  																																												| (516) all_0_42_42 = e3
% 69.11/33.92  																																												|
% 69.11/33.92  																																													| Equations (516) can reduce 405 to:
% 69.11/33.92  																																													| (266) $false
% 69.11/33.92  																																													|
% 69.11/33.92  																																													|-The branch is then unsatisfiable
% 69.11/33.92  																																												|-Branch two:
% 69.11/33.92  																																												| (405)  ~ (all_0_42_42 = e3)
% 69.11/33.92  																																												| (521) all_0_47_47 = e3 | all_0_51_51 = e3 | all_0_56_56 = e3
% 69.11/33.92  																																												|
% 69.11/33.92  																																													+-Applying beta-rule and splitting (152), into two cases.
% 69.11/33.92  																																													|-Branch one:
% 69.11/33.92  																																													| (1392) all_0_42_42 = e4
% 69.11/33.92  																																													|
% 69.11/33.92  																																														| Equations (1392) can reduce 1890 to:
% 69.11/33.92  																																														| (266) $false
% 69.11/33.92  																																														|
% 69.11/33.92  																																														|-The branch is then unsatisfiable
% 69.11/33.92  																																													|-Branch two:
% 69.11/33.92  																																													| (1890)  ~ (all_0_42_42 = e4)
% 69.11/33.92  																																													| (1969) all_0_42_42 = e3 | all_0_42_42 = e1 | all_0_42_42 = e0
% 69.11/33.92  																																													|
% 69.11/33.92  																																														+-Applying beta-rule and splitting (1969), into two cases.
% 69.11/33.92  																																														|-Branch one:
% 69.11/33.92  																																														| (559) all_0_42_42 = e0
% 69.11/33.92  																																														|
% 69.11/33.92  																																															| Equations (559) can reduce 358 to:
% 69.11/33.92  																																															| (266) $false
% 69.11/33.92  																																															|
% 69.11/33.92  																																															|-The branch is then unsatisfiable
% 69.11/33.92  																																														|-Branch two:
% 69.11/33.92  																																														| (358)  ~ (all_0_42_42 = e0)
% 69.11/33.92  																																														| (2510) all_0_42_42 = e3 | all_0_42_42 = e1
% 69.11/33.92  																																														|
% 69.11/33.92  																																															+-Applying beta-rule and splitting (521), into two cases.
% 69.11/33.92  																																															|-Branch one:
% 69.11/33.92  																																															| (522) all_0_47_47 = e3
% 69.11/33.92  																																															|
% 69.11/33.92  																																																| Combining equations (522,1790) yields a new equation:
% 69.11/33.92  																																																| (425) e4 = e3
% 69.11/33.92  																																																|
% 69.11/33.92  																																																| Equations (425) can reduce 188 to:
% 69.11/33.92  																																																| (266) $false
% 69.11/33.92  																																																|
% 69.11/33.92  																																																|-The branch is then unsatisfiable
% 69.11/33.92  																																															|-Branch two:
% 69.11/33.92  																																															| (1091)  ~ (all_0_47_47 = e3)
% 69.11/33.92  																																															| (1092) all_0_51_51 = e3 | all_0_56_56 = e3
% 69.11/33.92  																																															|
% 69.11/33.92  																																																+-Applying beta-rule and splitting (2510), into two cases.
% 69.11/33.92  																																																|-Branch one:
% 69.11/33.92  																																																| (459) all_0_42_42 = e1
% 69.11/33.92  																																																|
% 69.11/33.92  																																																	| From (459) and (210) follows:
% 69.11/33.92  																																																	| (470) op(e3, e2) = e1
% 69.11/33.92  																																																	|
% 69.11/33.92  																																																	+-Applying beta-rule and splitting (160), into two cases.
% 69.11/33.92  																																																	|-Branch one:
% 69.11/33.92  																																																	| (601) all_0_50_50 = e1
% 69.11/33.92  																																																	|
% 69.11/33.92  																																																		| Equations (601) can reduce 302 to:
% 69.11/33.92  																																																		| (604)  ~ (e2 = e1)
% 69.11/33.92  																																																		|
% 69.11/33.92  																																																		| Simplifying 604 yields:
% 69.11/33.92  																																																		| (122)  ~ (e2 = e1)
% 69.11/33.92  																																																		|
% 69.11/33.92  																																																		| Equations (601) can reduce 121 to:
% 69.11/33.92  																																																		| (233)  ~ (e1 = e0)
% 69.11/33.92  																																																		|
% 69.11/33.92  																																																		| From (601) and (242) follows:
% 69.11/33.92  																																																		| (2235) op(e1, e3) = e1
% 69.11/33.92  																																																		|
% 69.11/33.92  																																																		+-Applying beta-rule and splitting (1092), into two cases.
% 69.11/33.92  																																																		|-Branch one:
% 69.11/33.92  																																																		| (660) all_0_51_51 = e3
% 69.11/33.92  																																																		|
% 69.11/33.92  																																																			| From (660) and (186) follows:
% 69.11/33.92  																																																			| (1552) op(e1, e2) = e3
% 69.11/33.92  																																																			|
% 69.11/33.92  																																																			+-Applying beta-rule and splitting (56), into two cases.
% 69.11/33.92  																																																			|-Branch one:
% 69.11/33.92  																																																			| (696) unit = e2
% 69.11/33.92  																																																			|
% 69.11/33.92  																																																				| From (696) and (244) follows:
% 69.11/33.92  																																																				| (264) op(e2, e4) = e4
% 69.11/33.92  																																																				|
% 69.11/33.92  																																																				| From (696) and (32) follows:
% 69.11/33.92  																																																				| (698) op(e2, e2) = e2
% 69.11/33.92  																																																				|
% 69.11/33.92  																																																				| From (696) and (28) follows:
% 69.11/33.92  																																																				| (699) op(e1, e2) = e1
% 69.11/33.92  																																																				|
% 69.11/33.92  																																																				| Instantiating formula (29) with e2, e4, e4, e3 and discharging atoms op(e2, e4) = e4, op(e2, e4) = e3, yields:
% 69.11/33.92  																																																				| (425) e4 = e3
% 69.11/33.92  																																																				|
% 69.11/33.92  																																																				| Instantiating formula (29) with e2, e2, e2, e4 and discharging atoms op(e2, e2) = e4, op(e2, e2) = e2, yields:
% 69.11/33.92  																																																				| (323) e4 = e2
% 69.11/33.92  																																																				|
% 69.11/33.92  																																																				| Instantiating formula (29) with e1, e2, e1, e3 and discharging atoms op(e1, e2) = e3, op(e1, e2) = e1, yields:
% 69.11/33.92  																																																				| (455) e3 = e1
% 69.11/33.92  																																																				|
% 69.11/33.92  																																																				| Combining equations (425,323) yields a new equation:
% 69.11/33.92  																																																				| (661) e3 = e2
% 69.11/33.92  																																																				|
% 69.11/33.92  																																																				| Simplifying 661 yields:
% 69.11/33.92  																																																				| (662) e3 = e2
% 69.11/33.92  																																																				|
% 69.11/33.92  																																																				| Combining equations (455,662) yields a new equation:
% 69.11/33.92  																																																				| (617) e2 = e1
% 69.11/33.92  																																																				|
% 69.11/33.92  																																																				| Equations (617) can reduce 122 to:
% 69.11/33.92  																																																				| (266) $false
% 69.11/33.92  																																																				|
% 69.11/33.92  																																																				|-The branch is then unsatisfiable
% 69.11/33.92  																																																			|-Branch two:
% 69.11/33.92  																																																			| (707)  ~ (unit = e2)
% 69.11/33.92  																																																			| (708) unit = e4 | unit = e3 | unit = e1 | unit = e0
% 69.11/33.92  																																																			|
% 69.11/33.92  																																																				+-Applying beta-rule and splitting (708), into two cases.
% 69.11/33.92  																																																				|-Branch one:
% 69.11/33.92  																																																				| (709) unit = e4
% 69.11/33.92  																																																				|
% 69.11/33.92  																																																					| From (709) and (24) follows:
% 69.11/33.92  																																																					| (33325) op(e4, e3) = e3
% 69.11/33.92  																																																					|
% 69.11/33.92  																																																					| From (709) and (211) follows:
% 69.11/33.92  																																																					| (22527) op(e4, e1) = e1
% 69.11/33.92  																																																					|
% 69.11/33.92  																																																					| Instantiating formula (29) with e4, e3, e3, e0 and discharging atoms op(e4, e3) = e3, op(e4, e3) = e0, yields:
% 69.11/33.92  																																																					| (676) e3 = e0
% 69.11/33.92  																																																					|
% 69.11/33.92  																																																					| Instantiating formula (29) with e4, e1, e1, e3 and discharging atoms op(e4, e1) = e3, op(e4, e1) = e1, yields:
% 69.11/33.92  																																																					| (455) e3 = e1
% 69.11/33.92  																																																					|
% 69.11/33.92  																																																					| Combining equations (455,676) yields a new equation:
% 69.11/33.92  																																																					| (546) e1 = e0
% 69.11/33.92  																																																					|
% 69.11/33.92  																																																					| Simplifying 546 yields:
% 69.11/33.92  																																																					| (431) e1 = e0
% 69.11/33.92  																																																					|
% 69.11/33.92  																																																					| Equations (431) can reduce 233 to:
% 69.11/33.92  																																																					| (266) $false
% 69.11/33.92  																																																					|
% 69.11/33.92  																																																					|-The branch is then unsatisfiable
% 69.11/33.92  																																																				|-Branch two:
% 69.11/33.92  																																																				| (724)  ~ (unit = e4)
% 69.11/33.92  																																																				| (725) unit = e3 | unit = e1 | unit = e0
% 69.11/33.92  																																																				|
% 69.11/33.92  																																																					+-Applying beta-rule and splitting (725), into two cases.
% 69.11/33.92  																																																					|-Branch one:
% 69.11/33.92  																																																					| (726) unit = e0
% 69.11/33.92  																																																					|
% 69.11/33.92  																																																						| From (726) and (15) follows:
% 69.11/33.92  																																																						| (1508) op(e0, e2) = e2
% 69.11/33.92  																																																						|
% 69.11/33.92  																																																						| From (726) and (211) follows:
% 69.11/33.92  																																																						| (15180) op(e0, e1) = e1
% 69.11/33.92  																																																						|
% 69.11/33.92  																																																						| Instantiating formula (29) with e0, e2, e2, e0 and discharging atoms op(e0, e2) = e2, op(e0, e2) = e0, yields:
% 69.11/33.92  																																																						| (330) e2 = e0
% 69.11/33.92  																																																						|
% 69.11/33.92  																																																						| Instantiating formula (29) with e0, e1, e1, e2 and discharging atoms op(e0, e1) = e2, op(e0, e1) = e1, yields:
% 69.11/33.92  																																																						| (617) e2 = e1
% 69.11/33.92  																																																						|
% 69.11/33.92  																																																						| Combining equations (330,617) yields a new equation:
% 69.11/33.92  																																																						| (431) e1 = e0
% 69.11/33.92  																																																						|
% 69.11/33.92  																																																						| Equations (431) can reduce 233 to:
% 69.11/33.92  																																																						| (266) $false
% 69.11/33.92  																																																						|
% 69.11/33.92  																																																						|-The branch is then unsatisfiable
% 69.11/33.92  																																																					|-Branch two:
% 69.11/33.92  																																																					| (734)  ~ (unit = e0)
% 69.11/33.92  																																																					| (735) unit = e3 | unit = e1
% 69.11/33.92  																																																					|
% 69.11/33.92  																																																						+-Applying beta-rule and splitting (735), into two cases.
% 69.11/33.92  																																																						|-Branch one:
% 69.11/33.92  																																																						| (736) unit = e1
% 69.11/33.92  																																																						|
% 69.11/33.92  																																																							| Equations (736) can reduce 734 to:
% 69.11/33.92  																																																							| (233)  ~ (e1 = e0)
% 69.11/33.92  																																																							|
% 69.11/33.92  																																																							| From (736) and (24) follows:
% 69.11/33.92  																																																							| (1934) op(e1, e3) = e3
% 69.11/33.92  																																																							|
% 69.11/33.92  																																																							| From (736) and (15) follows:
% 69.11/33.92  																																																							| (515) op(e1, e2) = e2
% 69.11/33.92  																																																							|
% 69.11/33.92  																																																							| From (736) and (42) follows:
% 69.11/33.93  																																																							| (3221) op(e0, e1) = e0
% 69.11/33.93  																																																							|
% 69.11/33.93  																																																							| Instantiating formula (29) with e1, e3, e3, e1 and discharging atoms op(e1, e3) = e3, op(e1, e3) = e1, yields:
% 69.11/33.93  																																																							| (455) e3 = e1
% 69.11/33.93  																																																							|
% 69.11/33.93  																																																							| Instantiating formula (29) with e1, e2, e2, e3 and discharging atoms op(e1, e2) = e3, op(e1, e2) = e2, yields:
% 69.11/33.93  																																																							| (662) e3 = e2
% 69.11/33.93  																																																							|
% 69.11/33.93  																																																							| Instantiating formula (29) with e0, e1, e0, e2 and discharging atoms op(e0, e1) = e2, op(e0, e1) = e0, yields:
% 69.11/33.93  																																																							| (330) e2 = e0
% 69.11/33.93  																																																							|
% 69.11/33.93  																																																							| Combining equations (662,455) yields a new equation:
% 69.11/33.93  																																																							| (616) e2 = e1
% 69.11/33.93  																																																							|
% 69.11/33.93  																																																							| Simplifying 616 yields:
% 69.11/33.93  																																																							| (617) e2 = e1
% 69.11/33.93  																																																							|
% 69.11/33.93  																																																							| Combining equations (617,330) yields a new equation:
% 69.11/33.93  																																																							| (546) e1 = e0
% 69.11/33.93  																																																							|
% 69.11/33.93  																																																							| Simplifying 546 yields:
% 69.11/33.93  																																																							| (431) e1 = e0
% 69.11/33.93  																																																							|
% 69.11/33.93  																																																							| Equations (431) can reduce 233 to:
% 69.11/33.93  																																																							| (266) $false
% 69.11/33.93  																																																							|
% 69.11/33.93  																																																							|-The branch is then unsatisfiable
% 69.11/33.93  																																																						|-Branch two:
% 69.11/33.93  																																																						| (748)  ~ (unit = e1)
% 69.11/33.93  																																																						| (749) unit = e3
% 69.11/33.93  																																																						|
% 69.11/33.93  																																																							| From (749) and (244) follows:
% 69.11/33.93  																																																							| (750) op(e3, e4) = e4
% 69.11/33.93  																																																							|
% 69.11/33.93  																																																							| From (749) and (15) follows:
% 69.11/33.93  																																																							| (751) op(e3, e2) = e2
% 69.11/33.93  																																																							|
% 69.11/33.93  																																																							| From (749) and (40) follows:
% 69.11/33.93  																																																							| (3715) op(e3, e3) = e3
% 69.11/33.93  																																																							|
% 69.11/33.93  																																																							| From (749) and (42) follows:
% 69.11/33.93  																																																							| (752) op(e0, e3) = e0
% 69.11/33.93  																																																							|
% 69.11/33.93  																																																							| Instantiating formula (29) with e3, e4, e4, e2 and discharging atoms op(e3, e4) = e4, op(e3, e4) = e2, yields:
% 69.11/33.93  																																																							| (323) e4 = e2
% 69.11/33.93  																																																							|
% 69.11/33.93  																																																							| Instantiating formula (29) with e3, e3, e3, e4 and discharging atoms op(e3, e3) = e4, op(e3, e3) = e3, yields:
% 69.11/33.93  																																																							| (425) e4 = e3
% 69.11/33.93  																																																							|
% 69.11/33.93  																																																							| Instantiating formula (29) with e3, e2, e2, e1 and discharging atoms op(e3, e2) = e2, op(e3, e2) = e1, yields:
% 69.11/33.93  																																																							| (617) e2 = e1
% 69.11/33.93  																																																							|
% 69.11/33.93  																																																							| Instantiating formula (29) with e0, e3, e0, e3 and discharging atoms op(e0, e3) = e3, op(e0, e3) = e0, yields:
% 69.11/33.93  																																																							| (676) e3 = e0
% 69.11/33.93  																																																							|
% 69.11/33.93  																																																							| Combining equations (425,323) yields a new equation:
% 69.11/33.93  																																																							| (661) e3 = e2
% 69.11/33.93  																																																							|
% 69.11/33.93  																																																							| Simplifying 661 yields:
% 69.11/33.93  																																																							| (662) e3 = e2
% 69.11/33.93  																																																							|
% 69.11/33.93  																																																							| Combining equations (662,676) yields a new equation:
% 69.11/33.93  																																																							| (391) e2 = e0
% 69.11/33.93  																																																							|
% 69.11/33.93  																																																							| Simplifying 391 yields:
% 69.11/33.93  																																																							| (330) e2 = e0
% 69.11/33.93  																																																							|
% 69.11/33.93  																																																							| Combining equations (617,330) yields a new equation:
% 69.11/33.93  																																																							| (546) e1 = e0
% 69.11/33.93  																																																							|
% 69.11/33.93  																																																							| Simplifying 546 yields:
% 69.11/33.93  																																																							| (431) e1 = e0
% 69.11/33.93  																																																							|
% 69.11/33.93  																																																							| Equations (431) can reduce 233 to:
% 69.11/33.93  																																																							| (266) $false
% 69.11/33.93  																																																							|
% 69.11/33.93  																																																							|-The branch is then unsatisfiable
% 69.11/33.93  																																																		|-Branch two:
% 69.11/33.93  																																																		| (664)  ~ (all_0_51_51 = e3)
% 69.11/33.93  																																																		| (1097) all_0_56_56 = e3
% 69.11/33.93  																																																		|
% 69.11/33.93  																																																			| Combining equations (1097,679) yields a new equation:
% 69.11/33.93  																																																			| (675) e3 = e0
% 69.11/33.93  																																																			|
% 69.11/33.93  																																																			| Simplifying 675 yields:
% 69.11/33.93  																																																			| (676) e3 = e0
% 69.11/33.93  																																																			|
% 69.11/33.93  																																																			| Equations (676) can reduce 80 to:
% 69.11/33.93  																																																			| (266) $false
% 69.11/33.93  																																																			|
% 69.11/33.93  																																																			|-The branch is then unsatisfiable
% 69.11/33.93  																																																	|-Branch two:
% 69.11/33.93  																																																	| (759)  ~ (all_0_50_50 = e1)
% 69.11/33.93  																																																	| (1168) all_0_51_51 = e1 | all_0_52_52 = e1 | all_0_53_53 = e1
% 69.11/33.93  																																																	|
% 69.11/33.93  																																																		+-Applying beta-rule and splitting (1092), into two cases.
% 69.11/33.93  																																																		|-Branch one:
% 69.11/33.93  																																																		| (660) all_0_51_51 = e3
% 69.11/33.93  																																																		|
% 69.11/33.93  																																																			| Equations (660) can reduce 59 to:
% 69.11/33.93  																																																			| (411)  ~ (all_0_50_50 = e3)
% 69.11/33.93  																																																			|
% 69.11/33.93  																																																			+-Applying beta-rule and splitting (422), into two cases.
% 69.11/33.93  																																																			|-Branch one:
% 69.11/33.93  																																																			| (775) all_0_50_50 = e4
% 69.11/33.93  																																																			|
% 69.11/33.93  																																																				| Equations (775) can reduce 566 to:
% 69.11/33.93  																																																				| (266) $false
% 69.11/33.93  																																																				|
% 69.11/33.93  																																																				|-The branch is then unsatisfiable
% 69.11/33.93  																																																			|-Branch two:
% 69.11/33.93  																																																			| (566)  ~ (all_0_50_50 = e4)
% 69.11/33.93  																																																			| (1444) all_0_50_50 = e3 | all_0_50_50 = e1
% 69.11/33.93  																																																			|
% 69.11/33.93  																																																				+-Applying beta-rule and splitting (1444), into two cases.
% 69.11/33.93  																																																				|-Branch one:
% 69.11/33.93  																																																				| (601) all_0_50_50 = e1
% 69.11/33.93  																																																				|
% 69.11/33.93  																																																					| Equations (601) can reduce 759 to:
% 69.11/33.93  																																																					| (266) $false
% 69.11/33.93  																																																					|
% 69.11/33.93  																																																					|-The branch is then unsatisfiable
% 69.11/33.93  																																																				|-Branch two:
% 69.11/33.93  																																																				| (759)  ~ (all_0_50_50 = e1)
% 69.11/33.93  																																																				| (415) all_0_50_50 = e3
% 69.11/33.93  																																																				|
% 69.11/33.93  																																																					| Equations (415) can reduce 411 to:
% 69.11/33.93  																																																					| (266) $false
% 69.11/33.93  																																																					|
% 69.11/33.93  																																																					|-The branch is then unsatisfiable
% 69.11/33.93  																																																		|-Branch two:
% 69.11/33.93  																																																		| (664)  ~ (all_0_51_51 = e3)
% 69.11/33.93  																																																		| (1097) all_0_56_56 = e3
% 69.11/33.93  																																																		|
% 69.11/33.93  																																																			| Combining equations (679,1097) yields a new equation:
% 69.11/33.93  																																																			| (676) e3 = e0
% 69.11/33.93  																																																			|
% 69.11/33.93  																																																			| Equations (676) can reduce 80 to:
% 69.11/33.93  																																																			| (266) $false
% 69.11/33.93  																																																			|
% 69.11/33.93  																																																			|-The branch is then unsatisfiable
% 69.11/33.93  																																																|-Branch two:
% 69.11/33.93  																																																| (1380)  ~ (all_0_42_42 = e1)
% 69.11/33.93  																																																| (516) all_0_42_42 = e3
% 69.11/33.93  																																																|
% 69.11/33.93  																																																	| Equations (516) can reduce 405 to:
% 69.11/33.93  																																																	| (266) $false
% 69.11/33.93  																																																	|
% 69.11/33.93  																																																	|-The branch is then unsatisfiable
% 69.11/33.93  																																								|-Branch two:
% 69.11/33.93  																																								| (880)  ~ (all_0_58_58 = e1)
% 69.11/33.93  																																								| (795) all_0_58_58 = e3
% 69.11/33.93  																																								|
% 69.11/33.93  																																									| Equations (795) can reduce 276 to:
% 69.11/33.93  																																									| (266) $false
% 69.11/33.93  																																									|
% 69.11/33.93  																																									|-The branch is then unsatisfiable
% 69.11/33.93  																										|-Branch two:
% 69.11/33.93  																										| (619)  ~ (all_0_48_48 = e1)
% 69.11/33.93  																										| (620) all_0_52_52 = e1 | all_0_57_57 = e1
% 69.11/33.93  																										|
% 69.11/33.93  																											+-Applying beta-rule and splitting (135), into two cases.
% 69.11/33.93  																											|-Branch one:
% 69.11/33.93  																											| (545) all_0_46_46 = e1
% 69.11/33.93  																											|
% 69.11/33.93  																												| Combining equations (545,1794) yields a new equation:
% 69.11/33.93  																												| (617) e2 = e1
% 69.11/33.93  																												|
% 69.11/33.93  																												| Equations (617) can reduce 122 to:
% 69.11/33.93  																												| (266) $false
% 69.11/33.93  																												|
% 69.11/33.93  																												|-The branch is then unsatisfiable
% 69.11/33.93  																											|-Branch two:
% 69.11/33.93  																											| (549)  ~ (all_0_46_46 = e1)
% 69.11/33.93  																											| (550) all_0_47_47 = e1 | all_0_48_48 = e1 | all_0_49_49 = e1
% 69.11/33.93  																											|
% 69.11/33.93  																												| Equations (1794) can reduce 549 to:
% 69.11/33.93  																												| (122)  ~ (e2 = e1)
% 69.11/33.93  																												|
% 69.11/33.93  																												+-Applying beta-rule and splitting (620), into two cases.
% 69.11/33.93  																												|-Branch one:
% 69.11/33.93  																												| (642) all_0_52_52 = e1
% 69.11/33.93  																												|
% 69.11/33.93  																													| Combining equations (565,642) yields a new equation:
% 69.11/33.93  																													| (636) e4 = e1
% 69.11/33.93  																													|
% 69.11/33.93  																													| Simplifying 636 yields:
% 69.11/33.93  																													| (630) e4 = e1
% 69.11/33.93  																													|
% 69.11/33.93  																													| Equations (630) can reduce 110 to:
% 69.11/33.93  																													| (266) $false
% 69.11/33.93  																													|
% 69.11/33.93  																													|-The branch is then unsatisfiable
% 69.11/33.93  																												|-Branch two:
% 69.11/33.93  																												| (646)  ~ (all_0_52_52 = e1)
% 69.11/33.93  																												| (647) all_0_57_57 = e1
% 69.11/33.93  																												|
% 69.11/33.93  																													| Combining equations (442,647) yields a new equation:
% 69.11/33.93  																													| (616) e2 = e1
% 69.11/33.93  																													|
% 69.11/33.93  																													| Simplifying 616 yields:
% 69.11/33.93  																													| (617) e2 = e1
% 69.11/33.93  																													|
% 69.11/33.93  																													| Equations (617) can reduce 122 to:
% 69.11/33.93  																													| (266) $false
% 69.11/33.93  																													|
% 69.11/33.93  																													|-The branch is then unsatisfiable
% 69.11/33.93  																						|-Branch two:
% 69.11/33.93  																						| (5470)  ~ (all_0_43_43 = e0)
% 69.11/33.93  																						| (5471) all_0_48_48 = e0 | all_0_57_57 = e0
% 69.11/33.93  																						|
% 69.11/33.93  																							+-Applying beta-rule and splitting (5471), into two cases.
% 69.11/33.93  																							|-Branch one:
% 69.11/33.93  																							| (1279) all_0_48_48 = e0
% 69.11/33.93  																							|
% 69.11/33.93  																								| Equations (1279) can reduce 185 to:
% 69.11/33.93  																								| (486)  ~ (all_0_49_49 = e0)
% 69.11/33.93  																								|
% 69.11/33.93  																								| Simplifying 486 yields:
% 69.11/33.93  																								| (487)  ~ (all_0_49_49 = e0)
% 69.11/33.93  																								|
% 69.11/33.93  																								| Equations (1279) can reduce 254 to:
% 69.11/33.93  																								| (401)  ~ (e4 = e0)
% 69.11/33.93  																								|
% 69.11/33.93  																								| Simplifying 401 yields:
% 69.11/33.93  																								| (49)  ~ (e4 = e0)
% 69.11/33.93  																								|
% 69.11/33.93  																								+-Applying beta-rule and splitting (130), into two cases.
% 69.11/33.93  																								|-Branch one:
% 69.11/33.93  																								| (430) all_0_43_43 = e1
% 69.11/33.93  																								|
% 69.11/33.93  																									| Equations (430) can reduce 240 to:
% 69.11/33.93  																									| (1380)  ~ (all_0_42_42 = e1)
% 69.11/33.93  																									|
% 69.11/33.93  																									+-Applying beta-rule and splitting (54), into two cases.
% 69.11/33.93  																									|-Branch one:
% 69.11/33.93  																									| (583) all_0_49_49 = e2
% 69.11/33.93  																									|
% 69.11/33.93  																										| Equations (583) can reduce 340 to:
% 69.11/33.93  																										| (266) $false
% 69.11/33.93  																										|
% 69.11/33.93  																										|-The branch is then unsatisfiable
% 69.11/33.93  																									|-Branch two:
% 69.11/33.93  																									| (340)  ~ (all_0_49_49 = e2)
% 69.11/33.93  																									| (586) all_0_49_49 = e4 | all_0_49_49 = e3 | all_0_49_49 = e1 | all_0_49_49 = e0
% 69.11/33.93  																									|
% 69.11/33.93  																										+-Applying beta-rule and splitting (586), into two cases.
% 69.11/33.93  																										|-Branch one:
% 69.11/33.93  																										| (974) all_0_49_49 = e4
% 69.11/33.93  																										|
% 69.11/33.93  																											| Equations (974) can reduce 256 to:
% 69.11/33.93  																											| (266) $false
% 69.11/33.93  																											|
% 69.11/33.93  																											|-The branch is then unsatisfiable
% 69.11/33.93  																										|-Branch two:
% 69.11/33.93  																										| (256)  ~ (all_0_49_49 = e4)
% 69.11/33.93  																										| (977) all_0_49_49 = e3 | all_0_49_49 = e1 | all_0_49_49 = e0
% 69.11/33.93  																										|
% 69.11/33.93  																											+-Applying beta-rule and splitting (977), into two cases.
% 69.11/33.93  																											|-Branch one:
% 69.11/33.93  																											| (978) all_0_49_49 = e0
% 69.11/33.93  																											|
% 69.11/33.93  																												| Equations (978) can reduce 487 to:
% 69.11/33.93  																												| (266) $false
% 69.11/33.93  																												|
% 69.11/33.93  																												|-The branch is then unsatisfiable
% 69.11/33.93  																											|-Branch two:
% 69.11/33.93  																											| (487)  ~ (all_0_49_49 = e0)
% 69.11/33.93  																											| (981) all_0_49_49 = e3 | all_0_49_49 = e1
% 69.11/33.93  																											|
% 69.11/33.93  																												+-Applying beta-rule and splitting (981), into two cases.
% 69.11/33.93  																												|-Branch one:
% 69.11/33.93  																												| (671) all_0_49_49 = e1
% 69.11/33.93  																												|
% 69.11/33.93  																													| Equations (671) can reduce 9 to:
% 69.11/33.93  																													| (639)  ~ (all_0_44_44 = e1)
% 69.11/33.93  																													|
% 69.11/33.93  																													| Equations (671) can reduce 256 to:
% 69.11/33.93  																													| (602)  ~ (e4 = e1)
% 69.11/33.93  																													|
% 69.11/33.93  																													| Simplifying 602 yields:
% 69.11/33.93  																													| (110)  ~ (e4 = e1)
% 69.11/33.93  																													|
% 69.11/33.93  																													| Equations (671) can reduce 525 to:
% 69.11/33.93  																													| (467)  ~ (e3 = e1)
% 69.11/33.93  																													|
% 69.11/33.93  																													| Simplifying 467 yields:
% 69.11/33.93  																													| (213)  ~ (e3 = e1)
% 69.11/33.93  																													|
% 69.11/33.93  																													| Equations (671) can reduce 340 to:
% 69.11/33.93  																													| (604)  ~ (e2 = e1)
% 69.11/33.93  																													|
% 69.11/33.93  																													| Simplifying 604 yields:
% 69.11/33.93  																													| (122)  ~ (e2 = e1)
% 69.11/33.93  																													|
% 69.11/33.93  																													| From (671) and (55) follows:
% 69.11/33.93  																													| (673) op(e2, e0) = e1
% 69.11/33.93  																													|
% 69.11/33.93  																													+-Applying beta-rule and splitting (168), into two cases.
% 69.11/33.93  																													|-Branch one:
% 69.11/33.93  																													| (415) all_0_50_50 = e3
% 69.11/33.93  																													|
% 69.11/33.93  																														| Equations (415) can reduce 59 to:
% 69.11/33.93  																														| (1925)  ~ (all_0_51_51 = e3)
% 69.11/33.93  																														|
% 69.11/33.93  																														| Simplifying 1925 yields:
% 69.11/33.93  																														| (664)  ~ (all_0_51_51 = e3)
% 69.11/33.93  																														|
% 69.11/33.93  																														| Equations (415) can reduce 93 to:
% 69.11/33.93  																														| (269)  ~ (all_0_55_55 = e3)
% 69.11/33.93  																														|
% 69.11/33.93  																														| Simplifying 269 yields:
% 69.11/33.93  																														| (270)  ~ (all_0_55_55 = e3)
% 69.11/33.93  																														|
% 69.11/33.93  																														| Equations (415) can reduce 566 to:
% 69.11/33.93  																														| (277)  ~ (e4 = e3)
% 69.11/33.93  																														|
% 69.11/33.93  																														| Simplifying 277 yields:
% 69.11/33.93  																														| (188)  ~ (e4 = e3)
% 69.11/33.93  																														|
% 69.11/33.93  																														| Equations (415) can reduce 121 to:
% 69.11/33.93  																														| (80)  ~ (e3 = e0)
% 69.11/33.93  																														|
% 69.11/33.93  																														| From (415) and (242) follows:
% 69.11/33.93  																														| (1934) op(e1, e3) = e3
% 69.11/33.93  																														|
% 69.11/33.93  																														+-Applying beta-rule and splitting (18), into two cases.
% 69.11/33.93  																														|-Branch one:
% 69.11/33.93  																														| (453) all_0_41_41 = e1
% 69.11/33.93  																														|
% 69.11/33.93  																															| Combining equations (453,437) yields a new equation:
% 69.11/33.93  																															| (630) e4 = e1
% 69.11/33.93  																															|
% 69.11/33.93  																															| Equations (630) can reduce 110 to:
% 69.11/33.93  																															| (266) $false
% 69.11/33.93  																															|
% 69.11/33.93  																															|-The branch is then unsatisfiable
% 69.11/33.93  																														|-Branch two:
% 69.11/33.93  																														| (457)  ~ (all_0_41_41 = e1)
% 69.11/33.93  																														| (595) all_0_46_46 = e1 | all_0_50_50 = e1 | all_0_55_55 = e1
% 69.11/33.93  																														|
% 69.11/33.93  																															+-Applying beta-rule and splitting (595), into two cases.
% 69.11/33.93  																															|-Branch one:
% 69.11/33.93  																															| (545) all_0_46_46 = e1
% 69.11/33.93  																															|
% 69.11/33.93  																																| Combining equations (545,1794) yields a new equation:
% 69.11/33.93  																																| (617) e2 = e1
% 69.11/33.93  																																|
% 69.11/33.93  																																| Equations (617) can reduce 122 to:
% 69.11/33.93  																																| (266) $false
% 69.11/33.93  																																|
% 69.11/33.93  																																|-The branch is then unsatisfiable
% 69.11/33.93  																															|-Branch two:
% 69.11/33.93  																															| (549)  ~ (all_0_46_46 = e1)
% 69.11/33.93  																															| (600) all_0_50_50 = e1 | all_0_55_55 = e1
% 69.11/33.93  																															|
% 69.11/33.93  																																+-Applying beta-rule and splitting (600), into two cases.
% 69.11/33.93  																																|-Branch one:
% 69.11/33.93  																																| (601) all_0_50_50 = e1
% 69.11/33.93  																																|
% 69.11/33.93  																																	| Combining equations (415,601) yields a new equation:
% 69.11/33.93  																																	| (454) e3 = e1
% 69.11/33.93  																																	|
% 69.11/33.93  																																	| Simplifying 454 yields:
% 69.11/33.93  																																	| (455) e3 = e1
% 69.11/33.93  																																	|
% 69.11/33.93  																																	| Equations (455) can reduce 213 to:
% 69.11/33.93  																																	| (266) $false
% 69.11/33.93  																																	|
% 69.11/33.93  																																	|-The branch is then unsatisfiable
% 69.11/33.93  																																|-Branch two:
% 69.11/33.93  																																| (759)  ~ (all_0_50_50 = e1)
% 69.11/33.93  																																| (629) all_0_55_55 = e1
% 69.11/33.93  																																|
% 69.11/33.93  																																	| Equations (629) can reduce 3 to:
% 69.11/33.93  																																	| (879)  ~ (all_0_58_58 = e1)
% 69.11/33.93  																																	|
% 69.11/33.93  																																	| Simplifying 879 yields:
% 69.11/33.93  																																	| (880)  ~ (all_0_58_58 = e1)
% 69.11/33.93  																																	|
% 69.11/33.93  																																	| Equations (629) can reduce 270 to:
% 69.11/33.93  																																	| (467)  ~ (e3 = e1)
% 69.11/33.93  																																	|
% 69.11/33.93  																																	| Simplifying 467 yields:
% 69.11/33.93  																																	| (213)  ~ (e3 = e1)
% 69.11/33.93  																																	|
% 69.11/33.93  																																	| From (629) and (74) follows:
% 69.11/33.93  																																	| (6587) op(e0, e3) = e1
% 69.11/33.93  																																	|
% 69.11/33.93  																																	+-Applying beta-rule and splitting (7), into two cases.
% 69.11/33.93  																																	|-Branch one:
% 69.11/33.93  																																	| (504) all_0_51_51 = e2
% 69.11/33.93  																																	|
% 69.11/33.93  																																		| Equations (504) can reduce 1099 to:
% 69.11/33.93  																																		| (266) $false
% 69.11/33.93  																																		|
% 69.11/33.93  																																		|-The branch is then unsatisfiable
% 69.11/33.93  																																	|-Branch two:
% 69.11/33.93  																																	| (1099)  ~ (all_0_51_51 = e2)
% 69.11/33.93  																																	| (1100) all_0_51_51 = e4 | all_0_51_51 = e3 | all_0_51_51 = e1
% 69.11/33.93  																																	|
% 69.11/33.93  																																		+-Applying beta-rule and splitting (160), into two cases.
% 69.11/33.93  																																		|-Branch one:
% 69.11/33.93  																																		| (601) all_0_50_50 = e1
% 69.11/33.93  																																		|
% 69.11/33.93  																																			| Combining equations (415,601) yields a new equation:
% 69.11/33.93  																																			| (454) e3 = e1
% 69.11/33.93  																																			|
% 69.11/33.93  																																			| Simplifying 454 yields:
% 69.11/33.93  																																			| (455) e3 = e1
% 69.11/33.93  																																			|
% 69.11/33.93  																																			| Equations (455) can reduce 213 to:
% 69.11/33.93  																																			| (266) $false
% 69.11/33.93  																																			|
% 69.11/33.93  																																			|-The branch is then unsatisfiable
% 69.11/33.93  																																		|-Branch two:
% 69.11/33.93  																																		| (759)  ~ (all_0_50_50 = e1)
% 69.11/33.93  																																		| (1168) all_0_51_51 = e1 | all_0_52_52 = e1 | all_0_53_53 = e1
% 69.11/33.93  																																		|
% 69.11/33.93  																																			+-Applying beta-rule and splitting (1168), into two cases.
% 69.11/33.93  																																			|-Branch one:
% 69.11/33.93  																																			| (1109) all_0_51_51 = e1
% 69.11/33.93  																																			|
% 69.11/33.93  																																				| Equations (1109) can reduce 61 to:
% 69.11/33.93  																																				| (1380)  ~ (all_0_42_42 = e1)
% 69.11/33.93  																																				|
% 69.11/33.93  																																				| Equations (1109) can reduce 16 to:
% 69.11/33.93  																																				| (465)  ~ (all_0_56_56 = e1)
% 69.11/33.93  																																				|
% 69.11/33.93  																																				| Simplifying 465 yields:
% 69.11/33.93  																																				| (466)  ~ (all_0_56_56 = e1)
% 69.11/33.93  																																				|
% 69.11/33.93  																																				| Equations (1109) can reduce 1099 to:
% 69.11/33.93  																																				| (604)  ~ (e2 = e1)
% 69.11/33.93  																																				|
% 69.11/33.93  																																				| Simplifying 604 yields:
% 69.11/33.93  																																				| (122)  ~ (e2 = e1)
% 69.11/33.93  																																				|
% 69.11/33.93  																																				| Equations (1109) can reduce 115 to:
% 69.11/33.93  																																				| (233)  ~ (e1 = e0)
% 69.11/33.93  																																				|
% 69.11/33.93  																																				| From (1109) and (186) follows:
% 69.11/33.93  																																				| (699) op(e1, e2) = e1
% 69.11/33.93  																																				|
% 69.11/33.93  																																				+-Applying beta-rule and splitting (113), into two cases.
% 69.11/33.93  																																				|-Branch one:
% 69.11/33.93  																																				| (403) all_0_41_41 = e3
% 69.11/33.93  																																				|
% 69.11/33.93  																																					| Combining equations (403,437) yields a new equation:
% 69.11/33.93  																																					| (425) e4 = e3
% 69.11/33.93  																																					|
% 69.11/33.93  																																					| Equations (425) can reduce 188 to:
% 69.11/33.93  																																					| (266) $false
% 69.11/33.93  																																					|
% 69.11/33.93  																																					|-The branch is then unsatisfiable
% 69.11/33.93  																																				|-Branch two:
% 69.11/33.93  																																				| (1898)  ~ (all_0_41_41 = e3)
% 69.11/33.93  																																				| (1899) all_0_42_42 = e3 | all_0_44_44 = e3
% 69.11/33.93  																																				|
% 69.11/33.93  																																					| Equations (437) can reduce 1898 to:
% 69.11/33.93  																																					| (188)  ~ (e4 = e3)
% 69.11/33.93  																																					|
% 69.11/33.93  																																					+-Applying beta-rule and splitting (26), into two cases.
% 69.11/33.93  																																					|-Branch one:
% 69.11/33.93  																																					| (446) all_0_44_44 = e4
% 69.11/33.93  																																					|
% 69.11/33.93  																																						| Equations (446) can reduce 1390 to:
% 69.11/33.93  																																						| (266) $false
% 69.11/33.93  																																						|
% 69.11/33.93  																																						|-The branch is then unsatisfiable
% 69.11/33.93  																																					|-Branch two:
% 69.11/33.93  																																					| (1390)  ~ (all_0_44_44 = e4)
% 69.11/33.93  																																					| (1391) all_0_44_44 = e3 | all_0_44_44 = e1 | all_0_44_44 = e0
% 69.11/33.93  																																					|
% 69.11/33.93  																																						+-Applying beta-rule and splitting (125), into two cases.
% 69.11/33.93  																																						|-Branch one:
% 69.11/33.93  																																						| (858) all_0_55_55 = e0
% 69.11/33.93  																																						|
% 69.11/33.93  																																							| Combining equations (858,629) yields a new equation:
% 69.11/33.93  																																							| (431) e1 = e0
% 69.11/33.93  																																							|
% 69.11/33.93  																																							| Equations (431) can reduce 233 to:
% 69.11/33.93  																																							| (266) $false
% 69.11/33.93  																																							|
% 69.11/33.93  																																							|-The branch is then unsatisfiable
% 69.11/33.93  																																						|-Branch two:
% 69.11/33.93  																																						| (803)  ~ (all_0_55_55 = e0)
% 69.11/33.93  																																						| (863) all_0_56_56 = e0 | all_0_57_57 = e0 | all_0_58_58 = e0
% 69.11/33.93  																																						|
% 69.11/33.93  																																							+-Applying beta-rule and splitting (152), into two cases.
% 69.11/33.93  																																							|-Branch one:
% 69.11/33.93  																																							| (1392) all_0_42_42 = e4
% 69.11/33.93  																																							|
% 69.11/33.93  																																								| Equations (1392) can reduce 1890 to:
% 69.11/33.93  																																								| (266) $false
% 69.11/33.93  																																								|
% 69.11/33.93  																																								|-The branch is then unsatisfiable
% 69.11/33.93  																																							|-Branch two:
% 69.11/33.93  																																							| (1890)  ~ (all_0_42_42 = e4)
% 69.11/33.93  																																							| (1969) all_0_42_42 = e3 | all_0_42_42 = e1 | all_0_42_42 = e0
% 69.11/33.93  																																							|
% 69.11/33.93  																																								+-Applying beta-rule and splitting (22), into two cases.
% 69.11/33.93  																																								|-Branch one:
% 69.11/33.93  																																								| (268) all_0_54_54 = e3
% 69.11/33.93  																																								|
% 69.11/33.93  																																									| Combining equations (268,265) yields a new equation:
% 69.11/33.93  																																									| (425) e4 = e3
% 69.11/33.93  																																									|
% 69.11/33.93  																																									| Equations (425) can reduce 188 to:
% 69.11/33.93  																																									| (266) $false
% 69.11/33.93  																																									|
% 69.11/33.93  																																									|-The branch is then unsatisfiable
% 69.11/33.93  																																								|-Branch two:
% 69.15/33.94  																																								| (60427)  ~ (all_0_54_54 = e3)
% 69.15/33.94  																																								| (62553) all_0_55_55 = e3 | all_0_56_56 = e3 | all_0_58_58 = e3
% 69.15/33.94  																																								|
% 69.15/33.94  																																									+-Applying beta-rule and splitting (189), into two cases.
% 69.15/33.94  																																									|-Branch one:
% 69.15/33.94  																																									| (532) all_0_44_44 = e3
% 69.15/33.94  																																									|
% 69.15/33.94  																																										| Equations (532) can reduce 73 to:
% 69.15/33.94  																																										| (405)  ~ (all_0_42_42 = e3)
% 69.15/33.94  																																										|
% 69.15/33.94  																																										| Equations (532) can reduce 181 to:
% 69.15/33.94  																																										| (275)  ~ (all_0_58_58 = e3)
% 69.15/33.94  																																										|
% 69.15/33.94  																																										| Simplifying 275 yields:
% 69.15/33.94  																																										| (276)  ~ (all_0_58_58 = e3)
% 69.15/33.94  																																										|
% 69.15/33.94  																																										| Equations (532) can reduce 639 to:
% 69.15/33.94  																																										| (213)  ~ (e3 = e1)
% 69.15/33.94  																																										|
% 69.15/33.94  																																										+-Applying beta-rule and splitting (165), into two cases.
% 69.15/33.94  																																										|-Branch one:
% 69.15/33.94  																																										| (794) all_0_41_41 = e0
% 69.15/33.94  																																										|
% 69.15/33.94  																																											| Combining equations (794,437) yields a new equation:
% 69.15/33.94  																																											| (397) e4 = e0
% 69.15/33.94  																																											|
% 69.15/33.94  																																											| Equations (397) can reduce 49 to:
% 69.15/33.94  																																											| (266) $false
% 69.15/33.94  																																											|
% 69.15/33.94  																																											|-The branch is then unsatisfiable
% 69.15/33.94  																																										|-Branch two:
% 69.15/33.94  																																										| (357)  ~ (all_0_41_41 = e0)
% 69.15/33.94  																																										| (6761) all_0_42_42 = e0 | all_0_43_43 = e0 | all_0_44_44 = e0
% 69.15/33.94  																																										|
% 69.15/33.94  																																											| Equations (437) can reduce 357 to:
% 69.15/33.94  																																											| (49)  ~ (e4 = e0)
% 69.15/33.94  																																											|
% 69.15/33.94  																																											+-Applying beta-rule and splitting (75), into two cases.
% 69.15/33.94  																																											|-Branch one:
% 69.15/33.94  																																											| (485) all_0_40_40 = e0
% 69.15/33.94  																																											|
% 69.15/33.94  																																												| Combining equations (485,1378) yields a new equation:
% 69.15/33.94  																																												| (397) e4 = e0
% 69.15/33.94  																																												|
% 69.15/33.94  																																												| Equations (397) can reduce 49 to:
% 69.15/33.94  																																												| (266) $false
% 69.15/33.94  																																												|
% 69.15/33.94  																																												|-The branch is then unsatisfiable
% 69.15/33.94  																																											|-Branch two:
% 69.15/33.94  																																											| (1401)  ~ (all_0_40_40 = e0)
% 69.15/33.94  																																											| (1748) all_0_44_44 = e0 | all_0_49_49 = e0 | all_0_58_58 = e0
% 69.15/33.94  																																											|
% 69.15/33.94  																																												+-Applying beta-rule and splitting (180), into two cases.
% 69.15/33.94  																																												|-Branch one:
% 69.15/33.94  																																												| (516) all_0_42_42 = e3
% 69.15/33.94  																																												|
% 69.15/33.94  																																													| Equations (516) can reduce 405 to:
% 69.15/33.94  																																													| (266) $false
% 69.15/33.94  																																													|
% 69.15/33.94  																																													|-The branch is then unsatisfiable
% 69.15/33.94  																																												|-Branch two:
% 69.15/33.94  																																												| (405)  ~ (all_0_42_42 = e3)
% 69.15/33.94  																																												| (521) all_0_47_47 = e3 | all_0_51_51 = e3 | all_0_56_56 = e3
% 69.15/33.94  																																												|
% 69.15/33.94  																																													+-Applying beta-rule and splitting (1748), into two cases.
% 69.15/33.94  																																													|-Branch one:
% 69.15/33.94  																																													| (1414) all_0_44_44 = e0
% 69.15/33.94  																																													|
% 69.15/33.94  																																														| Combining equations (1414,532) yields a new equation:
% 69.15/33.94  																																														| (676) e3 = e0
% 69.15/33.94  																																														|
% 69.15/33.94  																																														| Equations (676) can reduce 80 to:
% 69.15/33.94  																																														| (266) $false
% 69.15/33.94  																																														|
% 69.15/33.94  																																														|-The branch is then unsatisfiable
% 69.15/33.94  																																													|-Branch two:
% 69.15/33.94  																																													| (360)  ~ (all_0_44_44 = e0)
% 69.15/33.94  																																													| (1760) all_0_49_49 = e0 | all_0_58_58 = e0
% 69.15/33.94  																																													|
% 69.15/33.94  																																														+-Applying beta-rule and splitting (1969), into two cases.
% 69.15/33.94  																																														|-Branch one:
% 69.15/33.94  																																														| (559) all_0_42_42 = e0
% 69.15/33.94  																																														|
% 69.15/33.94  																																															| Equations (559) can reduce 1380 to:
% 69.15/33.94  																																															| (435)  ~ (e1 = e0)
% 69.15/33.94  																																															|
% 69.15/33.94  																																															| Simplifying 435 yields:
% 69.15/33.94  																																															| (233)  ~ (e1 = e0)
% 69.15/33.94  																																															|
% 69.15/33.94  																																															+-Applying beta-rule and splitting (62553), into two cases.
% 69.15/33.94  																																															|-Branch one:
% 69.15/33.94  																																															| (2336) all_0_55_55 = e3
% 69.15/33.94  																																															|
% 69.15/33.94  																																																| Combining equations (2336,629) yields a new equation:
% 69.15/33.94  																																																| (454) e3 = e1
% 69.15/33.94  																																																|
% 69.15/33.94  																																																| Simplifying 454 yields:
% 69.15/33.94  																																																| (455) e3 = e1
% 69.15/33.94  																																																|
% 69.15/33.94  																																																| Equations (455) can reduce 213 to:
% 69.15/33.94  																																																| (266) $false
% 69.15/33.94  																																																|
% 69.15/33.94  																																																|-The branch is then unsatisfiable
% 69.15/33.94  																																															|-Branch two:
% 69.15/33.94  																																															| (270)  ~ (all_0_55_55 = e3)
% 69.15/33.94  																																															| (62557) all_0_56_56 = e3 | all_0_58_58 = e3
% 69.15/33.94  																																															|
% 69.15/33.94  																																																+-Applying beta-rule and splitting (1760), into two cases.
% 69.15/33.94  																																																|-Branch one:
% 69.15/33.94  																																																| (978) all_0_49_49 = e0
% 69.15/33.94  																																																|
% 69.15/33.94  																																																	| Combining equations (671,978) yields a new equation:
% 69.15/33.94  																																																	| (546) e1 = e0
% 69.15/33.94  																																																	|
% 69.15/33.94  																																																	| Simplifying 546 yields:
% 69.15/33.94  																																																	| (431) e1 = e0
% 69.15/33.94  																																																	|
% 69.15/33.94  																																																	| Equations (431) can reduce 233 to:
% 69.15/33.94  																																																	| (266) $false
% 69.15/33.94  																																																	|
% 69.15/33.94  																																																	|-The branch is then unsatisfiable
% 69.15/33.94  																																																|-Branch two:
% 69.15/33.94  																																																| (487)  ~ (all_0_49_49 = e0)
% 69.15/33.94  																																																| (914) all_0_58_58 = e0
% 69.15/33.94  																																																|
% 69.15/33.94  																																																	| Equations (914) can reduce 276 to:
% 69.15/33.94  																																																	| (541)  ~ (e3 = e0)
% 69.15/33.94  																																																	|
% 69.15/33.94  																																																	| Simplifying 541 yields:
% 69.15/33.94  																																																	| (80)  ~ (e3 = e0)
% 69.15/33.94  																																																	|
% 69.15/33.94  																																																	| Equations (914) can reduce 880 to:
% 69.15/33.94  																																																	| (435)  ~ (e1 = e0)
% 69.15/33.94  																																																	|
% 69.15/33.94  																																																	| Simplifying 435 yields:
% 69.15/33.94  																																																	| (233)  ~ (e1 = e0)
% 69.15/33.94  																																																	|
% 69.15/33.94  																																																	+-Applying beta-rule and splitting (62557), into two cases.
% 69.15/33.94  																																																	|-Branch one:
% 69.15/33.94  																																																	| (1097) all_0_56_56 = e3
% 69.15/33.94  																																																	|
% 69.15/33.94  																																																		| From (1097) and (111) follows:
% 69.15/33.94  																																																		| (65099) op(e0, e2) = e3
% 69.15/33.94  																																																		|
% 69.15/33.94  																																																		+-Applying beta-rule and splitting (56), into two cases.
% 69.15/33.94  																																																		|-Branch one:
% 69.15/33.94  																																																		| (696) unit = e2
% 69.15/33.94  																																																		|
% 69.15/33.94  																																																			| From (696) and (209) follows:
% 69.15/33.94  																																																			| (7585) op(e2, e0) = e0
% 69.15/33.94  																																																			|
% 69.15/33.94  																																																			| Instantiating formula (29) with e2, e0, e0, e1 and discharging atoms op(e2, e0) = e1, op(e2, e0) = e0, yields:
% 69.15/33.94  																																																			| (431) e1 = e0
% 69.15/33.94  																																																			|
% 69.15/33.94  																																																			| Equations (431) can reduce 233 to:
% 69.15/33.94  																																																			| (266) $false
% 69.15/33.94  																																																			|
% 69.15/33.94  																																																			|-The branch is then unsatisfiable
% 69.15/33.94  																																																		|-Branch two:
% 69.15/33.94  																																																		| (707)  ~ (unit = e2)
% 69.15/33.94  																																																		| (708) unit = e4 | unit = e3 | unit = e1 | unit = e0
% 69.15/33.94  																																																		|
% 69.15/33.94  																																																			+-Applying beta-rule and splitting (708), into two cases.
% 69.15/33.94  																																																			|-Branch one:
% 69.15/33.94  																																																			| (709) unit = e4
% 69.15/33.94  																																																			|
% 69.15/33.94  																																																				| From (709) and (24) follows:
% 69.15/33.95  																																																				| (33325) op(e4, e3) = e3
% 69.15/33.95  																																																				|
% 69.15/33.95  																																																				| From (709) and (211) follows:
% 69.15/33.95  																																																				| (22527) op(e4, e1) = e1
% 69.15/33.95  																																																				|
% 69.15/33.95  																																																				| Instantiating formula (29) with e4, e3, e3, e0 and discharging atoms op(e4, e3) = e3, op(e4, e3) = e0, yields:
% 69.15/33.95  																																																				| (676) e3 = e0
% 69.15/33.95  																																																				|
% 69.15/33.95  																																																				| Instantiating formula (29) with e4, e1, e1, e3 and discharging atoms op(e4, e1) = e3, op(e4, e1) = e1, yields:
% 69.15/33.95  																																																				| (455) e3 = e1
% 69.15/33.95  																																																				|
% 69.15/33.95  																																																				| Combining equations (455,676) yields a new equation:
% 69.15/33.95  																																																				| (546) e1 = e0
% 69.15/33.95  																																																				|
% 69.15/33.95  																																																				| Simplifying 546 yields:
% 69.15/33.95  																																																				| (431) e1 = e0
% 69.15/33.95  																																																				|
% 69.15/33.95  																																																				| Equations (431) can reduce 233 to:
% 69.15/33.95  																																																				| (266) $false
% 69.15/33.95  																																																				|
% 69.15/33.95  																																																				|-The branch is then unsatisfiable
% 69.15/33.95  																																																			|-Branch two:
% 69.15/33.95  																																																			| (724)  ~ (unit = e4)
% 69.15/33.95  																																																			| (725) unit = e3 | unit = e1 | unit = e0
% 69.15/33.95  																																																			|
% 69.15/33.95  																																																				+-Applying beta-rule and splitting (725), into two cases.
% 69.15/33.95  																																																				|-Branch one:
% 69.15/33.95  																																																				| (726) unit = e0
% 69.15/33.95  																																																				|
% 69.15/33.95  																																																					| From (726) and (24) follows:
% 69.15/33.95  																																																					| (2208) op(e0, e3) = e3
% 69.15/33.95  																																																					|
% 69.15/33.95  																																																					| From (726) and (15) follows:
% 69.15/33.95  																																																					| (1508) op(e0, e2) = e2
% 69.15/33.95  																																																					|
% 69.15/33.95  																																																					| Instantiating formula (29) with e0, e3, e3, e1 and discharging atoms op(e0, e3) = e3, op(e0, e3) = e1, yields:
% 69.15/33.95  																																																					| (455) e3 = e1
% 69.15/33.95  																																																					|
% 69.15/33.95  																																																					| Instantiating formula (29) with e0, e2, e2, e3 and discharging atoms op(e0, e2) = e3, op(e0, e2) = e2, yields:
% 69.15/33.95  																																																					| (662) e3 = e2
% 69.15/33.95  																																																					|
% 69.15/33.95  																																																					| Combining equations (662,455) yields a new equation:
% 69.15/33.95  																																																					| (616) e2 = e1
% 69.15/33.95  																																																					|
% 69.15/33.95  																																																					| Simplifying 616 yields:
% 69.15/33.95  																																																					| (617) e2 = e1
% 69.15/33.95  																																																					|
% 69.15/33.95  																																																					| Equations (617) can reduce 122 to:
% 69.15/33.95  																																																					| (266) $false
% 69.15/33.95  																																																					|
% 69.15/33.95  																																																					|-The branch is then unsatisfiable
% 69.15/33.95  																																																				|-Branch two:
% 69.15/33.95  																																																				| (734)  ~ (unit = e0)
% 69.15/33.95  																																																				| (735) unit = e3 | unit = e1
% 69.15/33.95  																																																				|
% 69.15/33.95  																																																					+-Applying beta-rule and splitting (735), into two cases.
% 69.15/33.95  																																																					|-Branch one:
% 69.15/33.95  																																																					| (736) unit = e1
% 69.15/33.95  																																																					|
% 69.15/33.95  																																																						| Equations (736) can reduce 734 to:
% 69.15/33.95  																																																						| (233)  ~ (e1 = e0)
% 69.15/33.95  																																																						|
% 69.15/33.95  																																																						| From (736) and (15) follows:
% 69.15/33.95  																																																						| (515) op(e1, e2) = e2
% 69.15/33.95  																																																						|
% 69.15/33.95  																																																						| From (736) and (42) follows:
% 69.15/33.95  																																																						| (3221) op(e0, e1) = e0
% 69.15/33.95  																																																						|
% 69.15/33.95  																																																						| Instantiating formula (29) with e1, e2, e2, e1 and discharging atoms op(e1, e2) = e2, op(e1, e2) = e1, yields:
% 69.15/33.95  																																																						| (617) e2 = e1
% 69.15/33.95  																																																						|
% 69.15/33.95  																																																						| Instantiating formula (29) with e0, e1, e0, e2 and discharging atoms op(e0, e1) = e2, op(e0, e1) = e0, yields:
% 69.15/33.95  																																																						| (330) e2 = e0
% 69.15/33.95  																																																						|
% 69.15/33.95  																																																						| Combining equations (330,617) yields a new equation:
% 69.15/33.95  																																																						| (431) e1 = e0
% 69.15/33.95  																																																						|
% 69.15/33.95  																																																						| Equations (431) can reduce 233 to:
% 69.15/33.95  																																																						| (266) $false
% 69.15/33.95  																																																						|
% 69.15/33.95  																																																						|-The branch is then unsatisfiable
% 69.15/33.95  																																																					|-Branch two:
% 69.15/33.95  																																																					| (748)  ~ (unit = e1)
% 69.15/33.95  																																																					| (749) unit = e3
% 69.15/33.95  																																																					|
% 69.15/33.95  																																																						| From (749) and (227) follows:
% 69.15/33.95  																																																						| (22570) op(e4, e3) = e4
% 69.15/33.95  																																																						|
% 69.15/33.95  																																																						| From (749) and (40) follows:
% 69.15/33.95  																																																						| (3715) op(e3, e3) = e3
% 69.15/33.95  																																																						|
% 69.15/33.95  																																																						| From (749) and (28) follows:
% 69.15/33.95  																																																						| (2235) op(e1, e3) = e1
% 69.15/33.95  																																																						|
% 69.15/33.95  																																																						| Instantiating formula (29) with e4, e3, e4, e0 and discharging atoms op(e4, e3) = e4, op(e4, e3) = e0, yields:
% 69.15/33.95  																																																						| (397) e4 = e0
% 69.15/33.95  																																																						|
% 69.15/33.95  																																																						| Instantiating formula (29) with e3, e3, e3, e4 and discharging atoms op(e3, e3) = e4, op(e3, e3) = e3, yields:
% 69.15/33.95  																																																						| (425) e4 = e3
% 69.15/33.95  																																																						|
% 69.15/33.95  																																																						| Instantiating formula (29) with e1, e3, e1, e3 and discharging atoms op(e1, e3) = e3, op(e1, e3) = e1, yields:
% 69.15/33.95  																																																						| (455) e3 = e1
% 69.15/33.95  																																																						|
% 69.15/33.95  																																																						| Combining equations (397,425) yields a new equation:
% 69.15/33.95  																																																						| (676) e3 = e0
% 69.15/33.95  																																																						|
% 69.15/33.95  																																																						| Combining equations (455,676) yields a new equation:
% 69.15/33.95  																																																						| (546) e1 = e0
% 69.15/33.95  																																																						|
% 69.15/33.95  																																																						| Simplifying 546 yields:
% 69.15/33.95  																																																						| (431) e1 = e0
% 69.15/33.95  																																																						|
% 69.15/33.95  																																																						| Equations (431) can reduce 233 to:
% 69.15/33.95  																																																						| (266) $false
% 69.15/33.95  																																																						|
% 69.15/33.95  																																																						|-The branch is then unsatisfiable
% 69.15/33.95  																																																	|-Branch two:
% 69.15/33.95  																																																	| (272)  ~ (all_0_56_56 = e3)
% 69.15/33.95  																																																	| (795) all_0_58_58 = e3
% 69.15/33.95  																																																	|
% 69.15/33.95  																																																		| Combining equations (795,914) yields a new equation:
% 69.15/33.95  																																																		| (675) e3 = e0
% 69.15/33.95  																																																		|
% 69.15/33.95  																																																		| Simplifying 675 yields:
% 69.15/33.95  																																																		| (676) e3 = e0
% 69.15/33.95  																																																		|
% 69.15/33.95  																																																		| Equations (676) can reduce 80 to:
% 69.15/33.95  																																																		| (266) $false
% 69.15/33.95  																																																		|
% 69.15/33.95  																																																		|-The branch is then unsatisfiable
% 69.15/33.95  																																														|-Branch two:
% 69.15/33.95  																																														| (358)  ~ (all_0_42_42 = e0)
% 69.15/33.95  																																														| (2510) all_0_42_42 = e3 | all_0_42_42 = e1
% 69.15/33.95  																																														|
% 69.15/33.95  																																															+-Applying beta-rule and splitting (2510), into two cases.
% 69.15/33.95  																																															|-Branch one:
% 69.15/33.95  																																															| (459) all_0_42_42 = e1
% 69.15/33.95  																																															|
% 69.15/33.95  																																																| Equations (459) can reduce 1380 to:
% 69.15/33.95  																																																| (266) $false
% 69.15/33.95  																																																|
% 69.15/33.95  																																																|-The branch is then unsatisfiable
% 69.15/33.95  																																															|-Branch two:
% 69.15/33.95  																																															| (1380)  ~ (all_0_42_42 = e1)
% 69.15/33.95  																																															| (516) all_0_42_42 = e3
% 69.15/33.95  																																															|
% 69.15/33.95  																																																| Equations (516) can reduce 405 to:
% 69.15/33.95  																																																| (266) $false
% 69.15/33.95  																																																|
% 69.15/33.95  																																																|-The branch is then unsatisfiable
% 69.17/33.95  																																									|-Branch two:
% 69.17/33.95  																																									| (407)  ~ (all_0_44_44 = e3)
% 69.17/33.95  																																									| (537) all_0_49_49 = e3 | all_0_53_53 = e3 | all_0_58_58 = e3
% 69.17/33.95  																																									|
% 69.17/33.95  																																										+-Applying beta-rule and splitting (1391), into two cases.
% 69.17/33.95  																																										|-Branch one:
% 69.17/33.95  																																										| (1414) all_0_44_44 = e0
% 69.17/33.95  																																										|
% 69.17/33.95  																																											| Equations (1414) can reduce 181 to:
% 69.17/33.95  																																											| (490)  ~ (all_0_58_58 = e0)
% 69.17/33.95  																																											|
% 69.17/33.95  																																											| Simplifying 490 yields:
% 69.17/33.95  																																											| (491)  ~ (all_0_58_58 = e0)
% 69.17/33.95  																																											|
% 69.17/33.95  																																											| Equations (1414) can reduce 147 to:
% 69.17/33.95  																																											| (365)  ~ (e2 = e0)
% 69.17/33.95  																																											|
% 69.17/33.95  																																											| Simplifying 365 yields:
% 69.17/33.95  																																											| (128)  ~ (e2 = e0)
% 69.17/33.95  																																											|
% 69.17/33.95  																																											+-Applying beta-rule and splitting (104), into two cases.
% 69.17/33.95  																																											|-Branch one:
% 69.17/33.95  																																											| (480) all_0_39_39 = e0
% 69.17/33.95  																																											|
% 69.17/33.95  																																												| Combining equations (480,317) yields a new equation:
% 69.17/33.95  																																												| (330) e2 = e0
% 69.17/33.95  																																												|
% 69.17/33.95  																																												| Equations (330) can reduce 128 to:
% 69.17/33.95  																																												| (266) $false
% 69.17/33.95  																																												|
% 69.17/33.95  																																												|-The branch is then unsatisfiable
% 69.17/33.95  																																											|-Branch two:
% 69.17/33.95  																																											| (484)  ~ (all_0_39_39 = e0)
% 69.17/33.95  																																											| (558) all_0_42_42 = e0 | all_0_47_47 = e0 | all_0_56_56 = e0
% 69.17/33.95  																																											|
% 69.17/33.95  																																												| Equations (317) can reduce 484 to:
% 69.17/33.95  																																												| (128)  ~ (e2 = e0)
% 69.17/33.95  																																												|
% 69.17/33.95  																																												+-Applying beta-rule and splitting (863), into two cases.
% 69.17/33.95  																																												|-Branch one:
% 69.17/33.95  																																												| (679) all_0_56_56 = e0
% 69.17/33.95  																																												|
% 69.17/33.95  																																													| Equations (679) can reduce 466 to:
% 69.17/33.95  																																													| (435)  ~ (e1 = e0)
% 69.17/33.95  																																													|
% 69.17/33.95  																																													| Simplifying 435 yields:
% 69.17/33.95  																																													| (233)  ~ (e1 = e0)
% 69.17/33.95  																																													|
% 69.17/33.95  																																													| From (679) and (111) follows:
% 69.17/33.95  																																													| (1613) op(e0, e2) = e0
% 69.17/33.95  																																													|
% 69.17/33.95  																																													+-Applying beta-rule and splitting (56), into two cases.
% 69.17/33.95  																																													|-Branch one:
% 69.17/33.95  																																													| (696) unit = e2
% 69.17/33.95  																																													|
% 69.17/33.95  																																														| From (696) and (209) follows:
% 69.17/33.95  																																														| (7585) op(e2, e0) = e0
% 69.17/33.95  																																														|
% 69.17/33.95  																																														| Instantiating formula (29) with e2, e0, e0, e1 and discharging atoms op(e2, e0) = e1, op(e2, e0) = e0, yields:
% 69.17/33.95  																																														| (431) e1 = e0
% 69.17/33.95  																																														|
% 69.17/33.95  																																														| Equations (431) can reduce 233 to:
% 69.17/33.95  																																														| (266) $false
% 69.17/33.95  																																														|
% 69.17/33.95  																																														|-The branch is then unsatisfiable
% 69.17/33.95  																																													|-Branch two:
% 69.17/33.95  																																													| (707)  ~ (unit = e2)
% 69.17/33.95  																																													| (708) unit = e4 | unit = e3 | unit = e1 | unit = e0
% 69.17/33.95  																																													|
% 69.17/33.95  																																														+-Applying beta-rule and splitting (708), into two cases.
% 69.17/33.95  																																														|-Branch one:
% 69.17/33.95  																																														| (709) unit = e4
% 69.17/33.95  																																														|
% 69.17/33.95  																																															| From (709) and (24) follows:
% 69.17/33.95  																																															| (33325) op(e4, e3) = e3
% 69.17/33.95  																																															|
% 69.17/33.95  																																															| From (709) and (211) follows:
% 69.17/33.95  																																															| (22527) op(e4, e1) = e1
% 69.17/33.95  																																															|
% 69.17/33.95  																																															| Instantiating formula (29) with e4, e3, e3, e0 and discharging atoms op(e4, e3) = e3, op(e4, e3) = e0, yields:
% 69.17/33.95  																																															| (676) e3 = e0
% 69.17/33.95  																																															|
% 69.17/33.95  																																															| Instantiating formula (29) with e4, e1, e1, e3 and discharging atoms op(e4, e1) = e3, op(e4, e1) = e1, yields:
% 69.17/33.95  																																															| (455) e3 = e1
% 69.17/33.95  																																															|
% 69.17/33.95  																																															| Combining equations (455,676) yields a new equation:
% 69.17/33.95  																																															| (546) e1 = e0
% 69.17/33.95  																																															|
% 69.17/33.95  																																															| Simplifying 546 yields:
% 69.17/33.95  																																															| (431) e1 = e0
% 69.17/33.95  																																															|
% 69.17/33.95  																																															| Equations (431) can reduce 233 to:
% 69.17/33.95  																																															| (266) $false
% 69.17/33.95  																																															|
% 69.17/33.95  																																															|-The branch is then unsatisfiable
% 69.17/33.95  																																														|-Branch two:
% 69.17/33.95  																																														| (724)  ~ (unit = e4)
% 69.17/33.95  																																														| (725) unit = e3 | unit = e1 | unit = e0
% 69.17/33.95  																																														|
% 69.17/33.95  																																															+-Applying beta-rule and splitting (725), into two cases.
% 69.17/33.95  																																															|-Branch one:
% 69.17/33.95  																																															| (726) unit = e0
% 69.17/33.95  																																															|
% 69.17/33.95  																																																| From (726) and (15) follows:
% 69.17/33.95  																																																| (1508) op(e0, e2) = e2
% 69.17/33.95  																																																|
% 69.17/33.95  																																																| From (726) and (211) follows:
% 69.17/33.95  																																																| (15180) op(e0, e1) = e1
% 69.17/33.95  																																																|
% 69.17/33.95  																																																| Instantiating formula (29) with e0, e2, e2, e0 and discharging atoms op(e0, e2) = e2, op(e0, e2) = e0, yields:
% 69.17/33.96  																																																| (330) e2 = e0
% 69.17/33.96  																																																|
% 69.17/33.96  																																																| Instantiating formula (29) with e0, e1, e1, e2 and discharging atoms op(e0, e1) = e2, op(e0, e1) = e1, yields:
% 69.17/33.96  																																																| (617) e2 = e1
% 69.17/33.96  																																																|
% 69.17/33.96  																																																| Combining equations (617,330) yields a new equation:
% 69.17/33.96  																																																| (546) e1 = e0
% 69.17/33.96  																																																|
% 69.17/33.96  																																																| Simplifying 546 yields:
% 69.17/33.96  																																																| (431) e1 = e0
% 69.17/33.96  																																																|
% 69.17/33.96  																																																| Equations (431) can reduce 233 to:
% 69.17/33.96  																																																| (266) $false
% 69.17/33.96  																																																|
% 69.17/33.96  																																																|-The branch is then unsatisfiable
% 69.17/33.96  																																															|-Branch two:
% 69.17/33.96  																																															| (734)  ~ (unit = e0)
% 69.17/33.96  																																															| (735) unit = e3 | unit = e1
% 69.17/33.96  																																															|
% 69.17/33.96  																																																+-Applying beta-rule and splitting (735), into two cases.
% 69.17/33.96  																																																|-Branch one:
% 69.17/33.96  																																																| (736) unit = e1
% 69.17/33.96  																																																|
% 69.17/33.96  																																																	| Equations (736) can reduce 734 to:
% 69.17/33.96  																																																	| (233)  ~ (e1 = e0)
% 69.17/33.96  																																																	|
% 69.17/33.96  																																																	| From (736) and (15) follows:
% 69.17/33.96  																																																	| (515) op(e1, e2) = e2
% 69.17/33.96  																																																	|
% 69.17/33.96  																																																	| From (736) and (42) follows:
% 69.17/33.96  																																																	| (3221) op(e0, e1) = e0
% 69.17/33.96  																																																	|
% 69.17/33.96  																																																	| Instantiating formula (29) with e1, e2, e2, e1 and discharging atoms op(e1, e2) = e2, op(e1, e2) = e1, yields:
% 69.17/33.96  																																																	| (617) e2 = e1
% 69.17/33.96  																																																	|
% 69.17/33.96  																																																	| Instantiating formula (29) with e0, e1, e0, e2 and discharging atoms op(e0, e1) = e2, op(e0, e1) = e0, yields:
% 69.17/33.96  																																																	| (330) e2 = e0
% 69.17/33.96  																																																	|
% 69.17/33.96  																																																	| Combining equations (330,617) yields a new equation:
% 69.17/33.96  																																																	| (431) e1 = e0
% 69.17/33.96  																																																	|
% 69.17/33.96  																																																	| Equations (431) can reduce 233 to:
% 69.17/33.96  																																																	| (266) $false
% 69.17/33.96  																																																	|
% 69.17/33.96  																																																	|-The branch is then unsatisfiable
% 69.17/33.96  																																																|-Branch two:
% 69.17/33.96  																																																| (748)  ~ (unit = e1)
% 69.17/33.96  																																																| (749) unit = e3
% 69.17/33.96  																																																|
% 69.17/33.96  																																																	| From (749) and (244) follows:
% 69.17/33.96  																																																	| (750) op(e3, e4) = e4
% 69.17/33.96  																																																	|
% 69.17/33.96  																																																	| From (749) and (227) follows:
% 69.17/33.96  																																																	| (22570) op(e4, e3) = e4
% 69.17/33.96  																																																	|
% 69.17/33.96  																																																	| From (749) and (40) follows:
% 69.17/33.96  																																																	| (3715) op(e3, e3) = e3
% 69.17/33.96  																																																	|
% 69.17/33.96  																																																	| From (749) and (28) follows:
% 69.17/33.96  																																																	| (2235) op(e1, e3) = e1
% 69.17/33.96  																																																	|
% 69.17/33.96  																																																	| Instantiating formula (29) with e4, e3, e4, e0 and discharging atoms op(e4, e3) = e4, op(e4, e3) = e0, yields:
% 69.17/33.96  																																																	| (397) e4 = e0
% 69.17/33.96  																																																	|
% 69.17/33.96  																																																	| Instantiating formula (29) with e3, e4, e4, e2 and discharging atoms op(e3, e4) = e4, op(e3, e4) = e2, yields:
% 69.17/33.96  																																																	| (323) e4 = e2
% 69.17/33.96  																																																	|
% 69.17/33.96  																																																	| Instantiating formula (29) with e3, e3, e3, e4 and discharging atoms op(e3, e3) = e4, op(e3, e3) = e3, yields:
% 69.17/33.96  																																																	| (425) e4 = e3
% 69.17/33.96  																																																	|
% 69.17/33.96  																																																	| Instantiating formula (29) with e1, e3, e1, e3 and discharging atoms op(e1, e3) = e3, op(e1, e3) = e1, yields:
% 69.17/33.96  																																																	| (455) e3 = e1
% 69.17/33.96  																																																	|
% 69.17/33.96  																																																	| Combining equations (397,323) yields a new equation:
% 69.17/33.96  																																																	| (330) e2 = e0
% 69.17/33.96  																																																	|
% 69.17/33.96  																																																	| Combining equations (425,323) yields a new equation:
% 69.17/33.96  																																																	| (661) e3 = e2
% 69.17/33.96  																																																	|
% 69.17/33.96  																																																	| Simplifying 661 yields:
% 69.17/33.96  																																																	| (662) e3 = e2
% 69.17/33.96  																																																	|
% 69.17/33.96  																																																	| Combining equations (662,455) yields a new equation:
% 69.17/33.96  																																																	| (616) e2 = e1
% 69.17/33.96  																																																	|
% 69.17/33.96  																																																	| Simplifying 616 yields:
% 69.17/33.96  																																																	| (617) e2 = e1
% 69.17/33.96  																																																	|
% 69.17/33.96  																																																	| Combining equations (617,330) yields a new equation:
% 69.17/33.96  																																																	| (546) e1 = e0
% 69.17/33.96  																																																	|
% 69.17/33.96  																																																	| Simplifying 546 yields:
% 69.17/33.96  																																																	| (431) e1 = e0
% 69.17/33.96  																																																	|
% 69.17/33.96  																																																	| Equations (431) can reduce 233 to:
% 69.17/33.96  																																																	| (266) $false
% 69.17/33.96  																																																	|
% 69.17/33.96  																																																	|-The branch is then unsatisfiable
% 69.17/33.96  																																												|-Branch two:
% 69.17/33.96  																																												| (828)  ~ (all_0_56_56 = e0)
% 69.17/33.96  																																												| (924) all_0_57_57 = e0 | all_0_58_58 = e0
% 69.17/33.96  																																												|
% 69.17/33.96  																																													+-Applying beta-rule and splitting (924), into two cases.
% 69.17/33.96  																																													|-Branch one:
% 69.17/33.96  																																													| (875) all_0_57_57 = e0
% 69.17/33.96  																																													|
% 69.17/33.96  																																														| Combining equations (442,875) yields a new equation:
% 69.17/33.96  																																														| (391) e2 = e0
% 69.17/33.96  																																														|
% 69.17/33.96  																																														| Simplifying 391 yields:
% 69.17/33.96  																																														| (330) e2 = e0
% 69.17/33.96  																																														|
% 69.17/33.96  																																														| Equations (330) can reduce 128 to:
% 69.17/33.96  																																														| (266) $false
% 69.17/33.96  																																														|
% 69.17/33.96  																																														|-The branch is then unsatisfiable
% 69.17/33.96  																																													|-Branch two:
% 69.17/33.96  																																													| (364)  ~ (all_0_57_57 = e0)
% 69.17/33.96  																																													| (914) all_0_58_58 = e0
% 69.17/33.96  																																													|
% 69.17/33.96  																																														| Equations (914) can reduce 491 to:
% 69.17/33.96  																																														| (266) $false
% 69.17/33.96  																																														|
% 69.17/33.96  																																														|-The branch is then unsatisfiable
% 69.17/33.96  																																										|-Branch two:
% 69.17/33.96  																																										| (360)  ~ (all_0_44_44 = e0)
% 69.17/33.96  																																										| (1417) all_0_44_44 = e3 | all_0_44_44 = e1
% 69.17/33.96  																																										|
% 69.17/33.96  																																											+-Applying beta-rule and splitting (1899), into two cases.
% 69.17/33.96  																																											|-Branch one:
% 69.17/33.96  																																											| (516) all_0_42_42 = e3
% 69.17/33.96  																																											|
% 69.17/33.96  																																												| Equations (516) can reduce 73 to:
% 69.17/33.96  																																												| (406)  ~ (all_0_44_44 = e3)
% 69.17/33.96  																																												|
% 69.17/33.96  																																												| Simplifying 406 yields:
% 69.17/33.96  																																												| (407)  ~ (all_0_44_44 = e3)
% 69.17/33.96  																																												|
% 69.17/33.96  																																												+-Applying beta-rule and splitting (1417), into two cases.
% 69.17/33.96  																																												|-Branch one:
% 69.17/33.96  																																												| (635) all_0_44_44 = e1
% 69.17/33.96  																																												|
% 69.17/33.96  																																													| Equations (635) can reduce 639 to:
% 69.17/33.96  																																													| (266) $false
% 69.17/33.96  																																													|
% 69.17/33.96  																																													|-The branch is then unsatisfiable
% 69.17/33.96  																																												|-Branch two:
% 69.17/33.96  																																												| (639)  ~ (all_0_44_44 = e1)
% 69.17/33.96  																																												| (532) all_0_44_44 = e3
% 69.17/33.96  																																												|
% 69.17/33.96  																																													| Equations (532) can reduce 407 to:
% 69.17/33.96  																																													| (266) $false
% 69.17/33.96  																																													|
% 69.17/33.96  																																													|-The branch is then unsatisfiable
% 69.17/33.96  																																											|-Branch two:
% 69.17/33.96  																																											| (405)  ~ (all_0_42_42 = e3)
% 69.17/33.96  																																											| (532) all_0_44_44 = e3
% 69.17/33.96  																																											|
% 69.17/33.96  																																												| Equations (532) can reduce 407 to:
% 69.17/33.96  																																												| (266) $false
% 69.17/33.96  																																												|
% 69.17/33.96  																																												|-The branch is then unsatisfiable
% 69.17/33.96  																																			|-Branch two:
% 69.17/33.96  																																			| (464)  ~ (all_0_51_51 = e1)
% 69.17/33.96  																																			| (1202) all_0_52_52 = e1 | all_0_53_53 = e1
% 69.17/33.96  																																			|
% 69.17/33.96  																																				+-Applying beta-rule and splitting (1100), into two cases.
% 69.17/33.96  																																				|-Branch one:
% 69.17/33.96  																																				| (1101) all_0_51_51 = e4
% 69.17/33.96  																																				|
% 69.17/33.96  																																					| Equations (1101) can reduce 475 to:
% 69.17/33.96  																																					| (266) $false
% 69.17/33.96  																																					|
% 69.17/33.96  																																					|-The branch is then unsatisfiable
% 69.17/33.96  																																				|-Branch two:
% 69.17/33.96  																																				| (475)  ~ (all_0_51_51 = e4)
% 69.17/33.96  																																				| (1104) all_0_51_51 = e3 | all_0_51_51 = e1
% 69.17/33.96  																																				|
% 69.17/33.96  																																					+-Applying beta-rule and splitting (1104), into two cases.
% 69.17/33.96  																																					|-Branch one:
% 69.17/33.96  																																					| (1109) all_0_51_51 = e1
% 69.17/33.96  																																					|
% 69.17/33.96  																																						| Equations (1109) can reduce 464 to:
% 69.17/33.96  																																						| (266) $false
% 69.17/33.96  																																						|
% 69.17/33.96  																																						|-The branch is then unsatisfiable
% 69.17/33.96  																																					|-Branch two:
% 69.17/33.96  																																					| (464)  ~ (all_0_51_51 = e1)
% 69.17/33.96  																																					| (660) all_0_51_51 = e3
% 69.17/33.96  																																					|
% 69.17/33.96  																																						| Equations (660) can reduce 664 to:
% 69.17/33.96  																																						| (266) $false
% 69.17/33.96  																																						|
% 69.17/33.96  																																						|-The branch is then unsatisfiable
% 69.17/33.96  																													|-Branch two:
% 69.17/33.96  																													| (411)  ~ (all_0_50_50 = e3)
% 69.17/33.96  																													| (418) all_0_51_51 = e3 | all_0_53_53 = e3
% 69.17/33.96  																													|
% 69.17/33.96  																														+-Applying beta-rule and splitting (144), into two cases.
% 69.17/33.96  																														|-Branch one:
% 69.17/33.96  																														| (403) all_0_41_41 = e3
% 69.17/33.96  																														|
% 69.17/33.96  																															| Combining equations (403,437) yields a new equation:
% 69.17/33.96  																															| (425) e4 = e3
% 69.17/33.96  																															|
% 69.17/33.96  																															| Equations (425) can reduce 188 to:
% 69.17/33.96  																															| (266) $false
% 69.17/33.96  																															|
% 69.17/33.96  																															|-The branch is then unsatisfiable
% 69.17/33.96  																														|-Branch two:
% 69.17/33.96  																														| (1898)  ~ (all_0_41_41 = e3)
% 69.17/33.96  																														| (1923) all_0_46_46 = e3 | all_0_50_50 = e3 | all_0_55_55 = e3
% 69.17/33.96  																														|
% 69.17/33.96  																															+-Applying beta-rule and splitting (418), into two cases.
% 69.17/33.96  																															|-Branch one:
% 69.17/33.96  																															| (660) all_0_51_51 = e3
% 69.17/33.96  																															|
% 69.17/33.96  																																| Equations (660) can reduce 61 to:
% 69.17/33.96  																																| (405)  ~ (all_0_42_42 = e3)
% 69.17/33.96  																																|
% 69.17/33.96  																																| Equations (660) can reduce 59 to:
% 69.17/33.96  																																| (411)  ~ (all_0_50_50 = e3)
% 69.17/33.96  																																|
% 69.17/33.96  																																| Equations (660) can reduce 475 to:
% 69.17/33.96  																																| (277)  ~ (e4 = e3)
% 69.17/33.96  																																|
% 69.17/33.96  																																| Simplifying 277 yields:
% 69.17/33.96  																																| (188)  ~ (e4 = e3)
% 69.17/33.96  																																|
% 69.17/33.96  																																| Equations (660) can reduce 1099 to:
% 69.17/33.96  																																| (212)  ~ (e3 = e2)
% 69.17/33.96  																																|
% 69.17/33.96  																																| From (660) and (186) follows:
% 69.17/33.96  																																| (1552) op(e1, e2) = e3
% 69.17/33.96  																																|
% 69.17/33.96  																																+-Applying beta-rule and splitting (113), into two cases.
% 69.17/33.96  																																|-Branch one:
% 69.17/33.96  																																| (403) all_0_41_41 = e3
% 69.17/33.96  																																|
% 69.17/33.96  																																	| Combining equations (403,437) yields a new equation:
% 69.17/33.96  																																	| (425) e4 = e3
% 69.17/33.96  																																	|
% 69.17/33.96  																																	| Equations (425) can reduce 188 to:
% 69.17/33.96  																																	| (266) $false
% 69.17/33.96  																																	|
% 69.17/33.96  																																	|-The branch is then unsatisfiable
% 69.17/33.96  																																|-Branch two:
% 69.17/33.96  																																| (1898)  ~ (all_0_41_41 = e3)
% 69.17/33.96  																																| (1899) all_0_42_42 = e3 | all_0_44_44 = e3
% 69.17/33.96  																																|
% 69.17/33.96  																																	+-Applying beta-rule and splitting (160), into two cases.
% 69.17/33.96  																																	|-Branch one:
% 69.17/33.96  																																	| (601) all_0_50_50 = e1
% 69.17/33.96  																																	|
% 69.17/33.96  																																		| Equations (601) can reduce 93 to:
% 69.17/33.96  																																		| (2331)  ~ (all_0_55_55 = e1)
% 69.17/33.96  																																		|
% 69.17/33.96  																																		| Simplifying 2331 yields:
% 69.17/33.96  																																		| (632)  ~ (all_0_55_55 = e1)
% 69.17/33.96  																																		|
% 69.17/33.96  																																		| Equations (601) can reduce 566 to:
% 69.17/33.96  																																		| (602)  ~ (e4 = e1)
% 69.17/33.96  																																		|
% 69.17/33.96  																																		| Simplifying 602 yields:
% 69.17/33.96  																																		| (110)  ~ (e4 = e1)
% 69.17/33.96  																																		|
% 69.17/33.96  																																		| Equations (601) can reduce 411 to:
% 69.17/33.96  																																		| (467)  ~ (e3 = e1)
% 69.17/33.96  																																		|
% 69.17/33.96  																																		| Simplifying 467 yields:
% 69.17/33.96  																																		| (213)  ~ (e3 = e1)
% 69.17/33.96  																																		|
% 69.17/33.96  																																		| Equations (601) can reduce 121 to:
% 69.17/33.96  																																		| (233)  ~ (e1 = e0)
% 69.17/33.96  																																		|
% 69.17/33.96  																																		+-Applying beta-rule and splitting (1923), into two cases.
% 69.17/33.96  																																		|-Branch one:
% 69.17/33.96  																																		| (1557) all_0_46_46 = e3
% 69.17/33.96  																																		|
% 69.17/33.96  																																			| Combining equations (1557,1794) yields a new equation:
% 69.17/33.96  																																			| (661) e3 = e2
% 69.17/33.96  																																			|
% 69.17/33.96  																																			| Simplifying 661 yields:
% 69.17/33.96  																																			| (662) e3 = e2
% 69.17/33.96  																																			|
% 69.17/33.96  																																			| Equations (662) can reduce 212 to:
% 69.17/33.96  																																			| (266) $false
% 69.17/33.96  																																			|
% 69.17/33.96  																																			|-The branch is then unsatisfiable
% 69.17/33.96  																																		|-Branch two:
% 69.17/33.96  																																		| (409)  ~ (all_0_46_46 = e3)
% 69.17/33.96  																																		| (4042) all_0_50_50 = e3 | all_0_55_55 = e3
% 69.17/33.96  																																		|
% 69.17/33.96  																																			+-Applying beta-rule and splitting (131), into two cases.
% 69.17/33.96  																																			|-Branch one:
% 69.17/33.96  																																			| (459) all_0_42_42 = e1
% 69.17/33.96  																																			|
% 69.17/33.96  																																				| Equations (459) can reduce 1380 to:
% 69.17/33.96  																																				| (266) $false
% 69.17/33.96  																																				|
% 69.17/33.96  																																				|-The branch is then unsatisfiable
% 69.17/33.96  																																			|-Branch two:
% 69.17/33.96  																																			| (1380)  ~ (all_0_42_42 = e1)
% 69.17/33.96  																																			| (3259) all_0_47_47 = e1 | all_0_51_51 = e1 | all_0_56_56 = e1
% 69.17/33.96  																																			|
% 69.17/33.96  																																				+-Applying beta-rule and splitting (216), into two cases.
% 69.17/33.96  																																				|-Branch one:
% 69.17/33.96  																																				| (629) all_0_55_55 = e1
% 69.17/33.96  																																				|
% 69.17/33.96  																																					| Equations (629) can reduce 632 to:
% 69.17/33.96  																																					| (266) $false
% 69.17/33.96  																																					|
% 69.17/33.96  																																					|-The branch is then unsatisfiable
% 69.17/33.96  																																				|-Branch two:
% 69.17/33.96  																																				| (632)  ~ (all_0_55_55 = e1)
% 69.17/33.96  																																				| (633) all_0_56_56 = e1 | all_0_57_57 = e1 | all_0_58_58 = e1
% 69.17/33.96  																																				|
% 69.17/33.96  																																					+-Applying beta-rule and splitting (4042), into two cases.
% 69.17/33.96  																																					|-Branch one:
% 69.17/33.96  																																					| (415) all_0_50_50 = e3
% 69.17/33.96  																																					|
% 69.17/33.96  																																						| Combining equations (601,415) yields a new equation:
% 69.17/33.96  																																						| (455) e3 = e1
% 69.17/33.96  																																						|
% 69.17/33.96  																																						| Equations (455) can reduce 213 to:
% 69.17/33.96  																																						| (266) $false
% 69.17/33.96  																																						|
% 69.17/33.96  																																						|-The branch is then unsatisfiable
% 69.17/33.96  																																					|-Branch two:
% 69.17/33.96  																																					| (411)  ~ (all_0_50_50 = e3)
% 69.17/33.96  																																					| (2336) all_0_55_55 = e3
% 69.17/33.96  																																					|
% 69.17/33.96  																																						| Equations (2336) can reduce 632 to:
% 69.17/33.96  																																						| (213)  ~ (e3 = e1)
% 69.17/33.96  																																						|
% 69.17/33.96  																																						| Equations (2336) can reduce 803 to:
% 69.17/33.96  																																						| (80)  ~ (e3 = e0)
% 69.17/33.96  																																						|
% 69.17/33.96  																																						| From (2336) and (74) follows:
% 69.17/33.96  																																						| (2208) op(e0, e3) = e3
% 69.17/33.96  																																						|
% 69.17/33.96  																																						+-Applying beta-rule and splitting (3259), into two cases.
% 69.17/33.96  																																						|-Branch one:
% 69.17/33.96  																																						| (654) all_0_47_47 = e1
% 69.17/33.96  																																						|
% 69.17/33.96  																																							| Combining equations (654,1790) yields a new equation:
% 69.17/33.96  																																							| (630) e4 = e1
% 69.17/33.96  																																							|
% 69.17/33.96  																																							| Equations (630) can reduce 110 to:
% 69.17/33.96  																																							| (266) $false
% 69.17/33.96  																																							|
% 69.17/33.96  																																							|-The branch is then unsatisfiable
% 69.17/33.96  																																						|-Branch two:
% 69.17/33.96  																																						| (462)  ~ (all_0_47_47 = e1)
% 69.17/33.96  																																						| (3264) all_0_51_51 = e1 | all_0_56_56 = e1
% 69.17/33.96  																																						|
% 69.17/33.96  																																							+-Applying beta-rule and splitting (3264), into two cases.
% 69.17/33.96  																																							|-Branch one:
% 69.17/33.96  																																							| (1109) all_0_51_51 = e1
% 69.17/33.96  																																							|
% 69.17/33.96  																																								| Combining equations (1109,660) yields a new equation:
% 69.17/33.96  																																								| (455) e3 = e1
% 69.17/33.96  																																								|
% 69.17/33.96  																																								| Equations (455) can reduce 213 to:
% 69.17/33.96  																																								| (266) $false
% 69.17/33.96  																																								|
% 69.17/33.96  																																								|-The branch is then unsatisfiable
% 69.17/33.96  																																							|-Branch two:
% 69.17/33.96  																																							| (464)  ~ (all_0_51_51 = e1)
% 69.17/33.96  																																							| (1569) all_0_56_56 = e1
% 69.17/33.96  																																							|
% 69.17/33.96  																																								| Equations (1569) can reduce 236 to:
% 69.17/33.96  																																								| (1380)  ~ (all_0_42_42 = e1)
% 69.17/33.96  																																								|
% 69.17/33.96  																																								| Equations (1569) can reduce 44 to:
% 69.17/33.96  																																								| (879)  ~ (all_0_58_58 = e1)
% 69.17/33.96  																																								|
% 69.17/33.96  																																								| Simplifying 879 yields:
% 69.17/33.96  																																								| (880)  ~ (all_0_58_58 = e1)
% 69.17/33.96  																																								|
% 69.17/33.96  																																								| Equations (1569) can reduce 511 to:
% 69.17/33.96  																																								| (604)  ~ (e2 = e1)
% 69.17/33.96  																																								|
% 69.17/33.96  																																								| Simplifying 604 yields:
% 69.17/33.96  																																								| (122)  ~ (e2 = e1)
% 69.17/33.96  																																								|
% 69.17/33.96  																																								+-Applying beta-rule and splitting (1899), into two cases.
% 69.17/33.96  																																								|-Branch one:
% 69.17/33.96  																																								| (516) all_0_42_42 = e3
% 69.17/33.96  																																								|
% 69.17/33.96  																																									| Equations (516) can reduce 405 to:
% 69.17/33.96  																																									| (266) $false
% 69.17/33.96  																																									|
% 69.17/33.96  																																									|-The branch is then unsatisfiable
% 69.17/33.96  																																								|-Branch two:
% 69.17/33.96  																																								| (405)  ~ (all_0_42_42 = e3)
% 69.17/33.96  																																								| (532) all_0_44_44 = e3
% 69.17/33.96  																																								|
% 69.17/33.96  																																									+-Applying beta-rule and splitting (108), into two cases.
% 69.17/33.96  																																									|-Branch one:
% 69.17/33.96  																																									| (624) all_0_58_58 = e2
% 69.17/33.96  																																									|
% 69.17/33.96  																																										| Equations (624) can reduce 908 to:
% 69.17/33.96  																																										| (266) $false
% 69.17/33.96  																																										|
% 69.17/33.96  																																										|-The branch is then unsatisfiable
% 69.17/33.96  																																									|-Branch two:
% 69.17/33.96  																																									| (908)  ~ (all_0_58_58 = e2)
% 69.17/33.96  																																									| (909) all_0_58_58 = e4 | all_0_58_58 = e3 | all_0_58_58 = e1 | all_0_58_58 = e0
% 69.17/33.96  																																									|
% 69.17/33.96  																																										+-Applying beta-rule and splitting (125), into two cases.
% 69.17/33.96  																																										|-Branch one:
% 69.17/33.96  																																										| (858) all_0_55_55 = e0
% 69.17/33.96  																																										|
% 69.17/33.96  																																											| Combining equations (2336,858) yields a new equation:
% 69.17/33.96  																																											| (675) e3 = e0
% 69.17/33.96  																																											|
% 69.17/33.96  																																											| Simplifying 675 yields:
% 69.17/33.96  																																											| (676) e3 = e0
% 69.17/33.96  																																											|
% 69.17/33.96  																																											| Equations (676) can reduce 80 to:
% 69.17/33.96  																																											| (266) $false
% 69.17/33.96  																																											|
% 69.17/33.96  																																											|-The branch is then unsatisfiable
% 69.17/33.96  																																										|-Branch two:
% 69.17/33.96  																																										| (803)  ~ (all_0_55_55 = e0)
% 69.17/33.96  																																										| (863) all_0_56_56 = e0 | all_0_57_57 = e0 | all_0_58_58 = e0
% 69.17/33.96  																																										|
% 69.17/33.96  																																											| Equations (2336) can reduce 803 to:
% 69.17/33.96  																																											| (80)  ~ (e3 = e0)
% 69.17/33.96  																																											|
% 69.17/33.96  																																											+-Applying beta-rule and splitting (165), into two cases.
% 69.17/33.96  																																											|-Branch one:
% 69.17/33.96  																																											| (794) all_0_41_41 = e0
% 69.17/33.96  																																											|
% 69.17/33.96  																																												| Combining equations (437,794) yields a new equation:
% 69.17/33.96  																																												| (481) e4 = e0
% 69.17/33.97  																																												|
% 69.17/33.97  																																												| Simplifying 481 yields:
% 69.17/33.97  																																												| (397) e4 = e0
% 69.17/33.97  																																												|
% 69.17/33.97  																																												| Equations (397) can reduce 49 to:
% 69.17/33.97  																																												| (266) $false
% 69.17/33.97  																																												|
% 69.17/33.97  																																												|-The branch is then unsatisfiable
% 69.17/33.97  																																											|-Branch two:
% 69.17/33.97  																																											| (357)  ~ (all_0_41_41 = e0)
% 69.17/33.97  																																											| (6761) all_0_42_42 = e0 | all_0_43_43 = e0 | all_0_44_44 = e0
% 69.17/33.97  																																											|
% 69.17/33.97  																																												+-Applying beta-rule and splitting (6761), into two cases.
% 69.17/33.97  																																												|-Branch one:
% 69.17/33.97  																																												| (559) all_0_42_42 = e0
% 69.17/33.97  																																												|
% 69.17/33.97  																																													| Equations (559) can reduce 51 to:
% 69.17/33.97  																																													| (365)  ~ (e2 = e0)
% 69.17/33.97  																																													|
% 69.17/33.97  																																													| Simplifying 365 yields:
% 69.17/33.97  																																													| (128)  ~ (e2 = e0)
% 69.17/33.97  																																													|
% 69.17/33.97  																																													| Equations (559) can reduce 1380 to:
% 69.17/33.97  																																													| (435)  ~ (e1 = e0)
% 69.17/33.97  																																													|
% 69.17/33.97  																																													| Simplifying 435 yields:
% 69.17/33.97  																																													| (233)  ~ (e1 = e0)
% 69.17/33.97  																																													|
% 69.17/33.97  																																													| From (559) and (210) follows:
% 69.17/33.97  																																													| (20848) op(e3, e2) = e0
% 69.17/33.97  																																													|
% 69.17/33.97  																																													+-Applying beta-rule and splitting (863), into two cases.
% 69.17/33.97  																																													|-Branch one:
% 69.17/33.97  																																													| (679) all_0_56_56 = e0
% 69.17/33.97  																																													|
% 69.17/33.97  																																														| Combining equations (1569,679) yields a new equation:
% 69.17/33.97  																																														| (546) e1 = e0
% 69.17/33.97  																																														|
% 69.17/33.97  																																														| Simplifying 546 yields:
% 69.17/33.97  																																														| (431) e1 = e0
% 69.17/33.97  																																														|
% 69.17/33.97  																																														| Equations (431) can reduce 233 to:
% 69.17/33.97  																																														| (266) $false
% 69.17/33.97  																																														|
% 69.17/33.97  																																														|-The branch is then unsatisfiable
% 69.17/33.97  																																													|-Branch two:
% 69.17/33.97  																																													| (828)  ~ (all_0_56_56 = e0)
% 69.17/33.97  																																													| (924) all_0_57_57 = e0 | all_0_58_58 = e0
% 69.17/33.97  																																													|
% 69.17/33.97  																																														+-Applying beta-rule and splitting (924), into two cases.
% 69.17/33.97  																																														|-Branch one:
% 69.17/33.97  																																														| (875) all_0_57_57 = e0
% 69.17/33.97  																																														|
% 69.17/33.97  																																															| Combining equations (875,442) yields a new equation:
% 69.17/33.97  																																															| (330) e2 = e0
% 69.17/33.97  																																															|
% 69.17/33.97  																																															| Equations (330) can reduce 128 to:
% 69.17/33.97  																																															| (266) $false
% 69.17/33.97  																																															|
% 69.17/33.97  																																															|-The branch is then unsatisfiable
% 69.17/33.97  																																														|-Branch two:
% 69.17/33.97  																																														| (364)  ~ (all_0_57_57 = e0)
% 69.17/33.97  																																														| (914) all_0_58_58 = e0
% 69.17/33.97  																																														|
% 69.17/33.97  																																															| Equations (914) can reduce 908 to:
% 69.17/33.97  																																															| (365)  ~ (e2 = e0)
% 69.17/33.97  																																															|
% 69.17/33.97  																																															| Simplifying 365 yields:
% 69.17/33.97  																																															| (128)  ~ (e2 = e0)
% 69.17/33.97  																																															|
% 69.17/33.97  																																															| Equations (914) can reduce 880 to:
% 69.17/33.97  																																															| (435)  ~ (e1 = e0)
% 69.17/33.97  																																															|
% 69.17/33.97  																																															| Simplifying 435 yields:
% 69.17/33.97  																																															| (233)  ~ (e1 = e0)
% 69.17/33.97  																																															|
% 69.17/33.97  																																															+-Applying beta-rule and splitting (56), into two cases.
% 69.17/33.97  																																															|-Branch one:
% 69.17/33.97  																																															| (696) unit = e2
% 69.17/33.97  																																															|
% 69.17/33.97  																																																| From (696) and (40) follows:
% 69.17/33.97  																																																| (4285) op(e3, e2) = e3
% 69.17/33.97  																																																|
% 69.17/33.97  																																																| From (696) and (28) follows:
% 69.17/33.97  																																																| (699) op(e1, e2) = e1
% 69.17/33.97  																																																|
% 69.17/33.97  																																																| Instantiating formula (29) with e3, e2, e3, e0 and discharging atoms op(e3, e2) = e3, op(e3, e2) = e0, yields:
% 69.17/33.97  																																																| (676) e3 = e0
% 69.17/33.97  																																																|
% 69.17/33.97  																																																| Instantiating formula (29) with e1, e2, e1, e3 and discharging atoms op(e1, e2) = e3, op(e1, e2) = e1, yields:
% 69.17/33.97  																																																| (455) e3 = e1
% 69.17/33.97  																																																|
% 69.17/33.97  																																																| Combining equations (676,455) yields a new equation:
% 69.17/33.97  																																																| (431) e1 = e0
% 69.17/33.97  																																																|
% 69.17/33.97  																																																| Equations (431) can reduce 233 to:
% 69.17/33.97  																																																| (266) $false
% 69.17/33.97  																																																|
% 69.17/33.97  																																																|-The branch is then unsatisfiable
% 69.17/33.97  																																															|-Branch two:
% 69.17/33.97  																																															| (707)  ~ (unit = e2)
% 69.17/33.97  																																															| (708) unit = e4 | unit = e3 | unit = e1 | unit = e0
% 69.17/33.97  																																															|
% 69.17/33.97  																																																+-Applying beta-rule and splitting (708), into two cases.
% 69.17/33.97  																																																|-Branch one:
% 69.17/33.97  																																																| (709) unit = e4
% 69.17/33.97  																																																|
% 69.17/33.97  																																																	| From (709) and (24) follows:
% 69.17/33.97  																																																	| (33325) op(e4, e3) = e3
% 69.17/33.97  																																																	|
% 69.17/33.97  																																																	| From (709) and (211) follows:
% 69.17/33.97  																																																	| (22527) op(e4, e1) = e1
% 69.17/33.97  																																																	|
% 69.17/33.97  																																																	| Instantiating formula (29) with e4, e3, e3, e0 and discharging atoms op(e4, e3) = e3, op(e4, e3) = e0, yields:
% 69.17/33.97  																																																	| (676) e3 = e0
% 69.17/33.97  																																																	|
% 69.17/33.97  																																																	| Instantiating formula (29) with e4, e1, e1, e3 and discharging atoms op(e4, e1) = e3, op(e4, e1) = e1, yields:
% 69.17/33.97  																																																	| (455) e3 = e1
% 69.17/33.97  																																																	|
% 69.17/33.97  																																																	| Combining equations (455,676) yields a new equation:
% 69.17/33.97  																																																	| (546) e1 = e0
% 69.17/33.97  																																																	|
% 69.17/33.97  																																																	| Simplifying 546 yields:
% 69.17/33.97  																																																	| (431) e1 = e0
% 69.17/33.97  																																																	|
% 69.17/33.97  																																																	| Equations (431) can reduce 233 to:
% 69.17/33.97  																																																	| (266) $false
% 69.17/33.97  																																																	|
% 69.17/33.97  																																																	|-The branch is then unsatisfiable
% 69.17/33.97  																																																|-Branch two:
% 69.17/33.97  																																																| (724)  ~ (unit = e4)
% 69.17/33.97  																																																| (725) unit = e3 | unit = e1 | unit = e0
% 69.17/33.97  																																																|
% 69.17/33.97  																																																	+-Applying beta-rule and splitting (725), into two cases.
% 69.17/33.97  																																																	|-Branch one:
% 69.17/33.97  																																																	| (726) unit = e0
% 69.17/33.97  																																																	|
% 69.17/33.97  																																																		| From (726) and (211) follows:
% 69.17/33.97  																																																		| (15180) op(e0, e1) = e1
% 69.17/33.97  																																																		|
% 69.17/33.97  																																																		| Instantiating formula (29) with e0, e1, e1, e2 and discharging atoms op(e0, e1) = e2, op(e0, e1) = e1, yields:
% 69.17/33.97  																																																		| (617) e2 = e1
% 69.17/33.97  																																																		|
% 69.17/33.97  																																																		| Equations (617) can reduce 122 to:
% 69.17/33.97  																																																		| (266) $false
% 69.17/33.97  																																																		|
% 69.17/33.97  																																																		|-The branch is then unsatisfiable
% 69.17/33.97  																																																	|-Branch two:
% 69.17/33.97  																																																	| (734)  ~ (unit = e0)
% 69.17/33.97  																																																	| (735) unit = e3 | unit = e1
% 69.17/33.97  																																																	|
% 69.17/33.97  																																																		+-Applying beta-rule and splitting (735), into two cases.
% 69.17/33.97  																																																		|-Branch one:
% 69.17/33.97  																																																		| (736) unit = e1
% 69.17/33.97  																																																		|
% 69.17/33.97  																																																			| Equations (736) can reduce 734 to:
% 69.17/33.97  																																																			| (233)  ~ (e1 = e0)
% 69.17/33.97  																																																			|
% 69.17/33.97  																																																			| From (736) and (15) follows:
% 69.17/33.97  																																																			| (515) op(e1, e2) = e2
% 69.17/33.97  																																																			|
% 69.17/33.97  																																																			| From (736) and (227) follows:
% 69.17/33.97  																																																			| (739) op(e4, e1) = e4
% 69.17/33.97  																																																			|
% 69.17/33.97  																																																			| From (736) and (28) follows:
% 69.17/33.97  																																																			| (740) op(e1, e1) = e1
% 69.17/33.97  																																																			|
% 69.17/33.97  																																																			| From (736) and (42) follows:
% 69.17/33.97  																																																			| (3221) op(e0, e1) = e0
% 69.17/33.97  																																																			|
% 69.17/33.97  																																																			| Instantiating formula (29) with e4, e1, e4, e3 and discharging atoms op(e4, e1) = e4, op(e4, e1) = e3, yields:
% 69.17/33.97  																																																			| (425) e4 = e3
% 69.17/33.97  																																																			|
% 69.17/33.97  																																																			| Instantiating formula (29) with e1, e2, e2, e3 and discharging atoms op(e1, e2) = e3, op(e1, e2) = e2, yields:
% 69.17/33.97  																																																			| (662) e3 = e2
% 69.17/33.97  																																																			|
% 69.17/33.97  																																																			| Instantiating formula (29) with e1, e1, e1, e4 and discharging atoms op(e1, e1) = e4, op(e1, e1) = e1, yields:
% 69.17/33.97  																																																			| (630) e4 = e1
% 69.17/33.97  																																																			|
% 69.17/33.97  																																																			| Instantiating formula (29) with e0, e1, e0, e2 and discharging atoms op(e0, e1) = e2, op(e0, e1) = e0, yields:
% 69.17/33.97  																																																			| (330) e2 = e0
% 69.17/33.97  																																																			|
% 69.17/33.97  																																																			| Combining equations (425,630) yields a new equation:
% 69.17/33.97  																																																			| (454) e3 = e1
% 69.17/33.97  																																																			|
% 69.17/33.97  																																																			| Simplifying 454 yields:
% 69.17/33.97  																																																			| (455) e3 = e1
% 69.17/33.97  																																																			|
% 69.17/33.97  																																																			| Combining equations (662,455) yields a new equation:
% 69.17/33.97  																																																			| (616) e2 = e1
% 69.17/33.97  																																																			|
% 69.17/33.97  																																																			| Simplifying 616 yields:
% 69.17/33.97  																																																			| (617) e2 = e1
% 69.17/33.97  																																																			|
% 69.17/33.97  																																																			| Combining equations (617,330) yields a new equation:
% 69.17/33.97  																																																			| (546) e1 = e0
% 69.17/33.97  																																																			|
% 69.17/33.97  																																																			| Simplifying 546 yields:
% 69.17/33.97  																																																			| (431) e1 = e0
% 69.17/33.97  																																																			|
% 69.17/33.97  																																																			| Equations (431) can reduce 233 to:
% 69.17/33.97  																																																			| (266) $false
% 69.17/33.97  																																																			|
% 69.17/33.97  																																																			|-The branch is then unsatisfiable
% 69.17/33.97  																																																		|-Branch two:
% 69.17/33.97  																																																		| (748)  ~ (unit = e1)
% 69.17/33.97  																																																		| (749) unit = e3
% 69.17/33.97  																																																		|
% 69.17/33.97  																																																			| From (749) and (244) follows:
% 69.17/33.97  																																																			| (750) op(e3, e4) = e4
% 69.17/33.97  																																																			|
% 69.17/33.97  																																																			| From (749) and (40) follows:
% 69.17/33.97  																																																			| (3715) op(e3, e3) = e3
% 69.17/33.97  																																																			|
% 69.17/33.97  																																																			| From (749) and (42) follows:
% 69.17/33.97  																																																			| (752) op(e0, e3) = e0
% 69.17/33.97  																																																			|
% 69.17/33.97  																																																			| Instantiating formula (29) with e3, e4, e4, e2 and discharging atoms op(e3, e4) = e4, op(e3, e4) = e2, yields:
% 69.17/33.97  																																																			| (323) e4 = e2
% 69.17/33.97  																																																			|
% 69.17/33.97  																																																			| Instantiating formula (29) with e3, e3, e3, e4 and discharging atoms op(e3, e3) = e4, op(e3, e3) = e3, yields:
% 69.17/33.97  																																																			| (425) e4 = e3
% 69.17/33.97  																																																			|
% 69.17/33.97  																																																			| Instantiating formula (29) with e0, e3, e0, e3 and discharging atoms op(e0, e3) = e3, op(e0, e3) = e0, yields:
% 69.17/33.97  																																																			| (676) e3 = e0
% 69.17/33.97  																																																			|
% 69.17/33.97  																																																			| Combining equations (425,323) yields a new equation:
% 69.17/33.97  																																																			| (661) e3 = e2
% 69.17/33.97  																																																			|
% 69.17/33.97  																																																			| Simplifying 661 yields:
% 69.17/33.97  																																																			| (662) e3 = e2
% 69.17/33.97  																																																			|
% 69.17/33.97  																																																			| Combining equations (662,676) yields a new equation:
% 69.17/33.97  																																																			| (391) e2 = e0
% 69.17/33.97  																																																			|
% 69.17/33.97  																																																			| Simplifying 391 yields:
% 69.17/33.97  																																																			| (330) e2 = e0
% 69.17/33.97  																																																			|
% 69.17/33.97  																																																			| Equations (330) can reduce 128 to:
% 69.17/33.97  																																																			| (266) $false
% 69.17/33.97  																																																			|
% 69.17/33.97  																																																			|-The branch is then unsatisfiable
% 69.17/33.97  																																												|-Branch two:
% 69.17/33.97  																																												| (358)  ~ (all_0_42_42 = e0)
% 69.17/33.97  																																												| (6766) all_0_43_43 = e0 | all_0_44_44 = e0
% 69.17/33.97  																																												|
% 69.17/33.97  																																													+-Applying beta-rule and splitting (863), into two cases.
% 69.17/33.97  																																													|-Branch one:
% 69.17/33.97  																																													| (679) all_0_56_56 = e0
% 69.17/33.97  																																													|
% 69.17/33.97  																																														| Combining equations (1569,679) yields a new equation:
% 69.17/33.97  																																														| (546) e1 = e0
% 69.17/33.97  																																														|
% 69.17/33.97  																																														| Simplifying 546 yields:
% 69.17/33.97  																																														| (431) e1 = e0
% 69.17/33.97  																																														|
% 69.17/33.97  																																														| Equations (431) can reduce 233 to:
% 69.17/33.97  																																														| (266) $false
% 69.17/33.97  																																														|
% 69.17/33.97  																																														|-The branch is then unsatisfiable
% 69.17/33.97  																																													|-Branch two:
% 69.17/33.97  																																													| (828)  ~ (all_0_56_56 = e0)
% 69.17/33.97  																																													| (924) all_0_57_57 = e0 | all_0_58_58 = e0
% 69.17/33.97  																																													|
% 69.17/33.97  																																														| Equations (1569) can reduce 828 to:
% 69.17/33.97  																																														| (233)  ~ (e1 = e0)
% 69.17/33.97  																																														|
% 69.17/33.97  																																														+-Applying beta-rule and splitting (6766), into two cases.
% 69.17/33.97  																																														|-Branch one:
% 69.17/33.97  																																														| (356) all_0_43_43 = e0
% 69.17/33.97  																																														|
% 69.17/33.97  																																															| Combining equations (356,430) yields a new equation:
% 69.17/33.97  																																															| (431) e1 = e0
% 69.17/33.97  																																															|
% 69.17/33.97  																																															| Equations (431) can reduce 233 to:
% 69.17/33.97  																																															| (266) $false
% 69.17/33.97  																																															|
% 69.17/33.97  																																															|-The branch is then unsatisfiable
% 69.17/33.97  																																														|-Branch two:
% 69.17/33.97  																																														| (5470)  ~ (all_0_43_43 = e0)
% 69.17/33.97  																																														| (1414) all_0_44_44 = e0
% 69.17/33.97  																																														|
% 69.17/33.97  																																															| Combining equations (532,1414) yields a new equation:
% 69.17/33.97  																																															| (675) e3 = e0
% 69.17/33.97  																																															|
% 69.17/33.97  																																															| Simplifying 675 yields:
% 69.17/33.97  																																															| (676) e3 = e0
% 69.17/33.97  																																															|
% 69.17/33.97  																																															| Equations (676) can reduce 80 to:
% 69.17/33.97  																																															| (266) $false
% 69.17/33.97  																																															|
% 69.17/33.97  																																															|-The branch is then unsatisfiable
% 69.17/33.97  																																	|-Branch two:
% 69.17/33.97  																																	| (759)  ~ (all_0_50_50 = e1)
% 69.17/33.97  																																	| (1168) all_0_51_51 = e1 | all_0_52_52 = e1 | all_0_53_53 = e1
% 69.17/33.97  																																	|
% 69.17/33.97  																																		+-Applying beta-rule and splitting (1923), into two cases.
% 69.17/33.97  																																		|-Branch one:
% 69.17/33.97  																																		| (1557) all_0_46_46 = e3
% 69.17/33.97  																																		|
% 69.17/33.97  																																			| Combining equations (1557,1794) yields a new equation:
% 69.17/33.97  																																			| (661) e3 = e2
% 69.17/33.97  																																			|
% 69.17/33.97  																																			| Simplifying 661 yields:
% 69.17/33.97  																																			| (662) e3 = e2
% 69.17/33.97  																																			|
% 69.17/33.97  																																			| Equations (662) can reduce 212 to:
% 69.17/33.97  																																			| (266) $false
% 69.17/33.97  																																			|
% 69.17/33.97  																																			|-The branch is then unsatisfiable
% 69.17/33.97  																																		|-Branch two:
% 69.17/33.97  																																		| (409)  ~ (all_0_46_46 = e3)
% 69.17/33.97  																																		| (4042) all_0_50_50 = e3 | all_0_55_55 = e3
% 69.17/33.97  																																		|
% 69.17/33.97  																																			+-Applying beta-rule and splitting (1899), into two cases.
% 69.17/33.97  																																			|-Branch one:
% 69.17/33.97  																																			| (516) all_0_42_42 = e3
% 69.17/33.97  																																			|
% 69.17/33.97  																																				| Equations (516) can reduce 405 to:
% 69.17/33.97  																																				| (266) $false
% 69.17/33.97  																																				|
% 69.17/33.97  																																				|-The branch is then unsatisfiable
% 69.17/33.97  																																			|-Branch two:
% 69.17/33.97  																																			| (405)  ~ (all_0_42_42 = e3)
% 69.17/33.97  																																			| (532) all_0_44_44 = e3
% 69.17/33.97  																																			|
% 69.17/33.97  																																				| Equations (532) can reduce 639 to:
% 69.17/33.97  																																				| (213)  ~ (e3 = e1)
% 69.17/33.97  																																				|
% 69.17/33.97  																																				+-Applying beta-rule and splitting (4042), into two cases.
% 69.17/33.97  																																				|-Branch one:
% 69.17/33.97  																																				| (415) all_0_50_50 = e3
% 69.17/33.97  																																				|
% 69.17/33.97  																																					| Equations (415) can reduce 411 to:
% 69.17/33.97  																																					| (266) $false
% 69.17/33.97  																																					|
% 69.17/33.97  																																					|-The branch is then unsatisfiable
% 69.17/33.97  																																				|-Branch two:
% 69.17/33.97  																																				| (411)  ~ (all_0_50_50 = e3)
% 69.17/33.97  																																				| (2336) all_0_55_55 = e3
% 69.17/33.97  																																				|
% 69.17/33.97  																																					+-Applying beta-rule and splitting (216), into two cases.
% 69.17/33.97  																																					|-Branch one:
% 69.17/33.97  																																					| (629) all_0_55_55 = e1
% 69.17/33.97  																																					|
% 69.17/33.97  																																						| Combining equations (2336,629) yields a new equation:
% 69.17/33.97  																																						| (454) e3 = e1
% 69.17/33.97  																																						|
% 69.17/33.97  																																						| Simplifying 454 yields:
% 69.17/33.97  																																						| (455) e3 = e1
% 69.17/33.97  																																						|
% 69.17/33.97  																																						| Equations (455) can reduce 213 to:
% 69.17/33.97  																																						| (266) $false
% 69.17/33.97  																																						|
% 69.17/33.97  																																						|-The branch is then unsatisfiable
% 69.17/33.97  																																					|-Branch two:
% 69.17/33.97  																																					| (632)  ~ (all_0_55_55 = e1)
% 69.17/33.97  																																					| (633) all_0_56_56 = e1 | all_0_57_57 = e1 | all_0_58_58 = e1
% 69.17/33.97  																																					|
% 69.17/33.97  																																						| Equations (2336) can reduce 632 to:
% 69.17/33.97  																																						| (213)  ~ (e3 = e1)
% 69.17/33.97  																																						|
% 69.17/33.97  																																						+-Applying beta-rule and splitting (1168), into two cases.
% 69.17/33.97  																																						|-Branch one:
% 69.17/33.97  																																						| (1109) all_0_51_51 = e1
% 69.17/33.97  																																						|
% 69.17/33.97  																																							| Combining equations (1109,660) yields a new equation:
% 69.17/33.97  																																							| (455) e3 = e1
% 69.17/33.97  																																							|
% 69.17/33.97  																																							| Equations (455) can reduce 213 to:
% 69.17/33.97  																																							| (266) $false
% 69.17/33.97  																																							|
% 69.17/33.97  																																							|-The branch is then unsatisfiable
% 69.17/33.97  																																						|-Branch two:
% 69.17/33.97  																																						| (464)  ~ (all_0_51_51 = e1)
% 69.17/33.97  																																						| (1202) all_0_52_52 = e1 | all_0_53_53 = e1
% 69.17/33.97  																																						|
% 69.17/33.97  																																							+-Applying beta-rule and splitting (1202), into two cases.
% 69.17/33.97  																																							|-Branch one:
% 69.17/33.97  																																							| (642) all_0_52_52 = e1
% 69.17/33.97  																																							|
% 69.17/33.98  																																								| Combining equations (565,642) yields a new equation:
% 69.17/33.98  																																								| (636) e4 = e1
% 69.17/33.98  																																								|
% 69.17/33.98  																																								| Simplifying 636 yields:
% 69.17/33.98  																																								| (630) e4 = e1
% 69.17/33.98  																																								|
% 69.17/33.98  																																								| Equations (630) can reduce 110 to:
% 69.17/33.98  																																								| (266) $false
% 69.17/33.98  																																								|
% 69.17/33.98  																																								|-The branch is then unsatisfiable
% 69.17/33.98  																																							|-Branch two:
% 69.17/33.98  																																							| (646)  ~ (all_0_52_52 = e1)
% 69.17/33.98  																																							| (1208) all_0_53_53 = e1
% 69.17/33.98  																																							|
% 69.17/33.98  																																								| Combining equations (607,1208) yields a new equation:
% 69.17/33.98  																																								| (616) e2 = e1
% 69.17/33.98  																																								|
% 69.17/33.98  																																								| Simplifying 616 yields:
% 69.17/33.98  																																								| (617) e2 = e1
% 69.17/33.98  																																								|
% 69.17/33.98  																																								| Equations (617) can reduce 122 to:
% 69.17/33.98  																																								| (266) $false
% 69.17/33.98  																																								|
% 69.17/33.98  																																								|-The branch is then unsatisfiable
% 69.17/33.98  																															|-Branch two:
% 69.17/33.98  																															| (664)  ~ (all_0_51_51 = e3)
% 69.17/33.98  																															| (665) all_0_53_53 = e3
% 69.17/33.98  																															|
% 69.17/33.98  																																| Combining equations (665,607) yields a new equation:
% 69.17/33.98  																																| (661) e3 = e2
% 69.17/33.98  																																|
% 69.17/33.98  																																| Simplifying 661 yields:
% 69.17/33.98  																																| (662) e3 = e2
% 69.17/33.98  																																|
% 69.17/33.98  																																| Equations (662) can reduce 212 to:
% 69.17/33.98  																																| (266) $false
% 69.17/33.98  																																|
% 69.17/33.98  																																|-The branch is then unsatisfiable
% 69.17/33.98  																												|-Branch two:
% 69.17/33.98  																												| (1064)  ~ (all_0_49_49 = e1)
% 69.17/33.98  																												| (884) all_0_49_49 = e3
% 69.17/33.98  																												|
% 69.17/33.98  																													| Equations (884) can reduce 525 to:
% 69.17/33.98  																													| (266) $false
% 69.17/33.98  																													|
% 69.17/33.98  																													|-The branch is then unsatisfiable
% 69.17/33.98  																								|-Branch two:
% 69.17/33.98  																								| (433)  ~ (all_0_43_43 = e1)
% 69.17/33.98  																								| (434) all_0_48_48 = e1 | all_0_52_52 = e1 | all_0_57_57 = e1
% 69.17/33.98  																								|
% 69.17/33.98  																									+-Applying beta-rule and splitting (434), into two cases.
% 69.17/33.98  																									|-Branch one:
% 69.17/33.98  																									| (615) all_0_48_48 = e1
% 69.17/33.98  																									|
% 69.17/33.98  																										| Combining equations (1279,615) yields a new equation:
% 69.17/33.98  																										| (431) e1 = e0
% 69.17/33.98  																										|
% 69.17/33.98  																										| Equations (431) can reduce 233 to:
% 69.17/33.98  																										| (266) $false
% 69.17/33.98  																										|
% 69.17/33.98  																										|-The branch is then unsatisfiable
% 69.17/33.98  																									|-Branch two:
% 69.17/33.98  																									| (619)  ~ (all_0_48_48 = e1)
% 69.17/33.98  																									| (620) all_0_52_52 = e1 | all_0_57_57 = e1
% 69.17/33.98  																									|
% 69.17/33.98  																										+-Applying beta-rule and splitting (135), into two cases.
% 69.17/33.98  																										|-Branch one:
% 69.17/33.98  																										| (545) all_0_46_46 = e1
% 69.17/33.98  																										|
% 69.17/33.98  																											| Combining equations (545,1794) yields a new equation:
% 69.17/33.98  																											| (617) e2 = e1
% 69.17/33.98  																											|
% 69.17/33.98  																											| Equations (617) can reduce 122 to:
% 69.17/33.98  																											| (266) $false
% 69.17/33.98  																											|
% 69.17/33.98  																											|-The branch is then unsatisfiable
% 69.17/33.98  																										|-Branch two:
% 69.17/33.98  																										| (549)  ~ (all_0_46_46 = e1)
% 69.17/33.98  																										| (550) all_0_47_47 = e1 | all_0_48_48 = e1 | all_0_49_49 = e1
% 69.17/33.98  																										|
% 69.17/33.98  																											| Equations (1794) can reduce 549 to:
% 69.17/33.98  																											| (122)  ~ (e2 = e1)
% 69.17/33.98  																											|
% 69.17/33.98  																											+-Applying beta-rule and splitting (550), into two cases.
% 69.17/33.98  																											|-Branch one:
% 69.17/33.98  																											| (654) all_0_47_47 = e1
% 69.17/33.98  																											|
% 69.17/33.98  																												| Combining equations (1790,654) yields a new equation:
% 69.17/33.98  																												| (636) e4 = e1
% 69.17/33.98  																												|
% 69.17/33.98  																												| Simplifying 636 yields:
% 69.17/33.98  																												| (630) e4 = e1
% 69.17/33.98  																												|
% 69.17/33.98  																												| Equations (630) can reduce 110 to:
% 69.17/33.98  																												| (266) $false
% 69.17/33.98  																												|
% 69.17/33.98  																												|-The branch is then unsatisfiable
% 69.17/33.98  																											|-Branch two:
% 69.17/33.98  																											| (462)  ~ (all_0_47_47 = e1)
% 69.17/33.98  																											| (659) all_0_48_48 = e1 | all_0_49_49 = e1
% 69.17/33.98  																											|
% 69.17/33.98  																												| Equations (1790) can reduce 462 to:
% 69.17/33.98  																												| (110)  ~ (e4 = e1)
% 69.17/33.98  																												|
% 69.17/33.98  																												+-Applying beta-rule and splitting (620), into two cases.
% 69.17/33.98  																												|-Branch one:
% 69.17/33.98  																												| (642) all_0_52_52 = e1
% 69.17/33.98  																												|
% 69.17/33.98  																													| Combining equations (565,642) yields a new equation:
% 69.17/33.98  																													| (636) e4 = e1
% 69.17/33.98  																													|
% 69.17/33.98  																													| Simplifying 636 yields:
% 69.17/33.98  																													| (630) e4 = e1
% 69.17/33.98  																													|
% 69.17/33.98  																													| Equations (630) can reduce 110 to:
% 69.17/33.98  																													| (266) $false
% 69.17/33.98  																													|
% 69.17/33.98  																													|-The branch is then unsatisfiable
% 69.17/33.98  																												|-Branch two:
% 69.17/33.98  																												| (646)  ~ (all_0_52_52 = e1)
% 69.17/33.98  																												| (647) all_0_57_57 = e1
% 69.17/33.98  																												|
% 69.17/33.98  																													| Combining equations (647,442) yields a new equation:
% 69.17/33.98  																													| (617) e2 = e1
% 69.17/33.98  																													|
% 69.17/33.98  																													| Equations (617) can reduce 122 to:
% 69.17/33.98  																													| (266) $false
% 69.17/33.98  																													|
% 69.17/33.98  																													|-The branch is then unsatisfiable
% 69.17/33.98  																							|-Branch two:
% 69.17/33.98  																							| (1283)  ~ (all_0_48_48 = e0)
% 69.17/33.98  																							| (875) all_0_57_57 = e0
% 69.17/33.98  																							|
% 69.17/33.98  																								| Combining equations (875,442) yields a new equation:
% 69.17/33.98  																								| (330) e2 = e0
% 69.17/33.98  																								|
% 69.17/33.98  																								| Equations (330) can reduce 128 to:
% 69.17/33.98  																								| (266) $false
% 69.17/33.98  																								|
% 69.17/33.98  																								|-The branch is then unsatisfiable
% 69.17/33.98  																					|-Branch two:
% 69.17/33.98  																					| (440)  ~ (all_0_41_41 = e4)
% 69.17/33.98  																					| (769) all_0_46_46 = e4 | all_0_50_50 = e4 | all_0_55_55 = e4
% 69.17/33.98  																					|
% 69.17/33.98  																						+-Applying beta-rule and splitting (769), into two cases.
% 69.17/33.98  																						|-Branch one:
% 69.17/33.98  																						| (770) all_0_46_46 = e4
% 69.17/33.98  																						|
% 69.17/33.98  																							| Combining equations (1794,770) yields a new equation:
% 69.17/33.98  																							| (323) e4 = e2
% 69.17/33.98  																							|
% 69.17/33.98  																							| Equations (323) can reduce 48 to:
% 69.17/33.98  																							| (266) $false
% 69.17/33.98  																							|
% 69.17/33.98  																							|-The branch is then unsatisfiable
% 69.17/33.98  																						|-Branch two:
% 69.17/33.98  																						| (250)  ~ (all_0_46_46 = e4)
% 69.17/33.98  																						| (774) all_0_50_50 = e4 | all_0_55_55 = e4
% 69.17/33.98  																						|
% 69.17/33.98  																							+-Applying beta-rule and splitting (774), into two cases.
% 69.17/33.98  																							|-Branch one:
% 69.17/33.98  																							| (775) all_0_50_50 = e4
% 69.17/33.98  																							|
% 69.17/33.98  																								| Equations (775) can reduce 566 to:
% 69.17/33.98  																								| (266) $false
% 69.17/33.98  																								|
% 69.17/33.98  																								|-The branch is then unsatisfiable
% 69.17/33.98  																							|-Branch two:
% 69.17/33.98  																							| (566)  ~ (all_0_50_50 = e4)
% 69.17/33.98  																							| (587) all_0_55_55 = e4
% 69.17/33.98  																							|
% 69.17/33.98  																								| Equations (587) can reduce 763 to:
% 69.17/33.98  																								| (266) $false
% 69.17/33.98  																								|
% 69.17/33.98  																								|-The branch is then unsatisfiable
% 69.17/33.98  																				|-Branch two:
% 69.17/33.98  																				| (252)  ~ (all_0_47_47 = e4)
% 69.17/33.98  																				| (61479) all_0_48_48 = e4 | all_0_49_49 = e4
% 69.17/33.98  																				|
% 69.17/33.98  																					+-Applying beta-rule and splitting (61479), into two cases.
% 69.17/33.98  																					|-Branch one:
% 69.17/33.98  																					| (943) all_0_48_48 = e4
% 69.17/33.98  																					|
% 69.17/33.98  																						| Equations (943) can reduce 254 to:
% 69.17/33.98  																						| (266) $false
% 69.17/33.98  																						|
% 69.17/33.98  																						|-The branch is then unsatisfiable
% 69.17/33.98  																					|-Branch two:
% 69.17/33.98  																					| (254)  ~ (all_0_48_48 = e4)
% 69.17/33.98  																					| (974) all_0_49_49 = e4
% 69.17/33.98  																					|
% 69.17/33.98  																						| Equations (974) can reduce 256 to:
% 69.17/33.98  																						| (266) $false
% 69.17/33.98  																						|
% 69.17/33.98  																						|-The branch is then unsatisfiable
% 69.17/33.98  																|-Branch two:
% 69.17/33.98  																| (780)  ~ (all_0_52_52 = e4)
% 69.17/33.98  																| (781) (all_0_41_41 = e0 & all_0_58_58 = e3 &  ~ (all_0_44_44 = e3)) | (all_0_41_41 = e0 & all_0_58_58 = e3 &  ~ (all_0_55_55 = e0)) | (all_0_47_47 = e1 & all_0_52_52 = e2 &  ~ (all_0_48_48 = e2)) | (all_0_47_47 = e1 & all_0_52_52 = e2 &  ~ (all_0_51_51 = e1)) | (all_0_47_47 = e0 & all_0_58_58 = e2 &  ~ (all_0_49_49 = e2)) | (all_0_47_47 = e0 & all_0_58_58 = e2 &  ~ (all_0_56_56 = e0))
% 69.17/33.98  																|
% 69.17/33.98  																	+-Applying beta-rule and splitting (781), into two cases.
% 69.17/33.98  																	|-Branch one:
% 69.17/33.98  																	| (789) (all_0_41_41 = e0 & all_0_58_58 = e3 &  ~ (all_0_44_44 = e3)) | (all_0_41_41 = e0 & all_0_58_58 = e3 &  ~ (all_0_55_55 = e0)) | (all_0_47_47 = e1 & all_0_52_52 = e2 &  ~ (all_0_48_48 = e2)) | (all_0_47_47 = e1 & all_0_52_52 = e2 &  ~ (all_0_51_51 = e1)) | (all_0_47_47 = e0 & all_0_58_58 = e2 &  ~ (all_0_49_49 = e2))
% 69.17/33.98  																	|
% 69.17/33.98  																		+-Applying beta-rule and splitting (789), into two cases.
% 69.17/33.98  																		|-Branch one:
% 69.17/33.98  																		| (790) (all_0_41_41 = e0 & all_0_58_58 = e3 &  ~ (all_0_44_44 = e3)) | (all_0_41_41 = e0 & all_0_58_58 = e3 &  ~ (all_0_55_55 = e0)) | (all_0_47_47 = e1 & all_0_52_52 = e2 &  ~ (all_0_48_48 = e2)) | (all_0_47_47 = e1 & all_0_52_52 = e2 &  ~ (all_0_51_51 = e1))
% 69.17/33.98  																		|
% 69.17/33.98  																			+-Applying beta-rule and splitting (790), into two cases.
% 69.17/33.98  																			|-Branch one:
% 69.17/33.98  																			| (791) (all_0_41_41 = e0 & all_0_58_58 = e3 &  ~ (all_0_44_44 = e3)) | (all_0_41_41 = e0 & all_0_58_58 = e3 &  ~ (all_0_55_55 = e0)) | (all_0_47_47 = e1 & all_0_52_52 = e2 &  ~ (all_0_48_48 = e2))
% 69.17/33.98  																			|
% 69.17/33.98  																				+-Applying beta-rule and splitting (791), into two cases.
% 69.17/33.98  																				|-Branch one:
% 69.17/33.98  																				| (792) (all_0_41_41 = e0 & all_0_58_58 = e3 &  ~ (all_0_44_44 = e3)) | (all_0_41_41 = e0 & all_0_58_58 = e3 &  ~ (all_0_55_55 = e0))
% 69.17/33.98  																				|
% 69.17/33.98  																					+-Applying beta-rule and splitting (792), into two cases.
% 69.17/33.98  																					|-Branch one:
% 69.17/33.98  																					| (793) all_0_41_41 = e0 & all_0_58_58 = e3 &  ~ (all_0_44_44 = e3)
% 69.17/33.98  																					|
% 69.17/33.98  																						| Applying alpha-rule on (793) yields:
% 69.17/33.98  																						| (794) all_0_41_41 = e0
% 69.17/33.98  																						| (795) all_0_58_58 = e3
% 69.17/33.98  																						| (407)  ~ (all_0_44_44 = e3)
% 69.17/33.98  																						|
% 69.17/33.98  																						| Equations (794) can reduce 357 to:
% 69.17/33.98  																						| (266) $false
% 69.17/33.98  																						|
% 69.17/33.98  																						|-The branch is then unsatisfiable
% 69.17/33.98  																					|-Branch two:
% 69.17/33.98  																					| (800) all_0_41_41 = e0 & all_0_58_58 = e3 &  ~ (all_0_55_55 = e0)
% 69.17/33.98  																					|
% 69.17/33.98  																						| Applying alpha-rule on (800) yields:
% 69.17/33.98  																						| (794) all_0_41_41 = e0
% 69.17/33.98  																						| (795) all_0_58_58 = e3
% 69.17/33.98  																						| (803)  ~ (all_0_55_55 = e0)
% 69.17/33.98  																						|
% 69.17/33.98  																						| Equations (794) can reduce 357 to:
% 69.17/33.98  																						| (266) $false
% 69.17/33.98  																						|
% 69.17/33.98  																						|-The branch is then unsatisfiable
% 69.17/33.98  																				|-Branch two:
% 69.17/33.98  																				| (807) all_0_47_47 = e1 & all_0_52_52 = e2 &  ~ (all_0_48_48 = e2)
% 69.17/33.99  																				|
% 69.17/33.99  																					| Applying alpha-rule on (807) yields:
% 69.17/33.99  																					| (654) all_0_47_47 = e1
% 69.17/33.99  																					| (352) all_0_52_52 = e2
% 69.17/33.99  																					| (810)  ~ (all_0_48_48 = e2)
% 69.17/33.99  																					|
% 69.17/33.99  																					| Equations (352) can reduce 342 to:
% 69.17/33.99  																					| (266) $false
% 69.17/33.99  																					|
% 69.17/33.99  																					|-The branch is then unsatisfiable
% 69.17/33.99  																			|-Branch two:
% 69.17/33.99  																			| (813) all_0_47_47 = e1 & all_0_52_52 = e2 &  ~ (all_0_51_51 = e1)
% 69.17/33.99  																			|
% 69.17/33.99  																				| Applying alpha-rule on (813) yields:
% 69.17/33.99  																				| (654) all_0_47_47 = e1
% 69.17/33.99  																				| (352) all_0_52_52 = e2
% 69.17/33.99  																				| (464)  ~ (all_0_51_51 = e1)
% 69.17/33.99  																				|
% 69.17/33.99  																				| Equations (352) can reduce 342 to:
% 69.17/33.99  																				| (266) $false
% 69.17/33.99  																				|
% 69.17/33.99  																				|-The branch is then unsatisfiable
% 69.17/33.99  																		|-Branch two:
% 69.17/33.99  																		| (819) all_0_47_47 = e0 & all_0_58_58 = e2 &  ~ (all_0_49_49 = e2)
% 69.17/33.99  																		|
% 69.17/33.99  																			| Applying alpha-rule on (819) yields:
% 69.17/33.99  																			| (674) all_0_47_47 = e0
% 69.17/33.99  																			| (624) all_0_58_58 = e2
% 69.17/33.99  																			| (340)  ~ (all_0_49_49 = e2)
% 69.17/33.99  																			|
% 69.17/33.99  																			| Equations (624) can reduce 908 to:
% 69.17/33.99  																			| (266) $false
% 69.17/33.99  																			|
% 69.17/33.99  																			|-The branch is then unsatisfiable
% 69.17/33.99  																	|-Branch two:
% 69.17/33.99  																	| (825) all_0_47_47 = e0 & all_0_58_58 = e2 &  ~ (all_0_56_56 = e0)
% 69.17/33.99  																	|
% 69.17/33.99  																		| Applying alpha-rule on (825) yields:
% 69.17/33.99  																		| (674) all_0_47_47 = e0
% 69.17/33.99  																		| (624) all_0_58_58 = e2
% 69.17/33.99  																		| (828)  ~ (all_0_56_56 = e0)
% 69.17/33.99  																		|
% 69.17/33.99  																		| Equations (624) can reduce 908 to:
% 69.17/33.99  																		| (266) $false
% 69.17/33.99  																		|
% 69.17/33.99  																		|-The branch is then unsatisfiable
% 69.17/33.99  										|-Branch two:
% 69.17/33.99  										| (300)  ~ (all_0_46_46 = e2)
% 69.17/33.99  										| (10171) all_0_47_47 = e2 | all_0_48_48 = e2 | all_0_49_49 = e2
% 69.17/33.99  										|
% 69.17/33.99  											+-Applying beta-rule and splitting (10171), into two cases.
% 69.17/33.99  											|-Branch one:
% 69.17/33.99  											| (1105) all_0_47_47 = e2
% 69.17/33.99  											|
% 69.17/33.99  												| Equations (1105) can reduce 338 to:
% 69.17/33.99  												| (266) $false
% 69.17/33.99  												|
% 69.17/33.99  												|-The branch is then unsatisfiable
% 69.17/33.99  											|-Branch two:
% 69.17/33.99  											| (338)  ~ (all_0_47_47 = e2)
% 69.17/33.99  											| (10761) all_0_48_48 = e2 | all_0_49_49 = e2
% 69.17/33.99  											|
% 69.17/33.99  												+-Applying beta-rule and splitting (10761), into two cases.
% 69.17/33.99  												|-Branch one:
% 69.17/33.99  												| (335) all_0_48_48 = e2
% 69.17/33.99  												|
% 69.17/33.99  													| Equations (335) can reduce 810 to:
% 69.17/33.99  													| (266) $false
% 69.17/33.99  													|
% 69.17/33.99  													|-The branch is then unsatisfiable
% 69.17/33.99  												|-Branch two:
% 69.17/33.99  												| (810)  ~ (all_0_48_48 = e2)
% 69.17/33.99  												| (583) all_0_49_49 = e2
% 69.17/33.99  												|
% 69.17/33.99  													| Equations (583) can reduce 9 to:
% 69.17/33.99  													| (147)  ~ (all_0_44_44 = e2)
% 69.17/33.99  													|
% 69.17/33.99  													| Equations (583) can reduce 208 to:
% 69.17/33.99  													| (300)  ~ (all_0_46_46 = e2)
% 69.17/33.99  													|
% 69.17/33.99  													| Equations (583) can reduce 86 to:
% 69.17/33.99  													| (338)  ~ (all_0_47_47 = e2)
% 69.17/33.99  													|
% 69.17/33.99  													| Equations (583) can reduce 65 to:
% 69.17/33.99  													| (508)  ~ (all_0_53_53 = e2)
% 69.17/33.99  													|
% 69.17/33.99  													| Simplifying 508 yields:
% 69.17/33.99  													| (509)  ~ (all_0_53_53 = e2)
% 69.17/33.99  													|
% 69.17/33.99  													| From (583) and (129) follows:
% 69.17/33.99  													| (14996) op(e2, e2) = all_0_20_20
% 69.17/33.99  													|
% 69.17/33.99  													| From (583) and (66) follows:
% 69.17/33.99  													| (20781) op(e2, e0) = all_0_21_21
% 69.17/33.99  													|
% 69.17/33.99  													| From (583) and (55) follows:
% 69.17/33.99  													| (727) op(e2, e0) = e2
% 69.17/33.99  													|
% 69.17/33.99  													| Instantiating formula (29) with e2, e2, all_0_20_20, all_0_47_47 and discharging atoms op(e2, e2) = all_0_20_20, op(e2, e2) = all_0_47_47, yields:
% 69.17/33.99  													| (86266) all_0_20_20 = all_0_47_47
% 69.17/33.99  													|
% 69.17/33.99  													| Instantiating formula (29) with e2, e0, e2, all_0_21_21 and discharging atoms op(e2, e0) = all_0_21_21, op(e2, e0) = e2, yields:
% 69.17/33.99  													| (4269) all_0_21_21 = e2
% 69.17/33.99  													|
% 69.17/33.99  													| From (86266) and (14996) follows:
% 69.17/33.99  													| (23) op(e2, e2) = all_0_47_47
% 69.17/33.99  													|
% 69.17/33.99  													| From (4269) and (20781) follows:
% 69.17/33.99  													| (727) op(e2, e0) = e2
% 69.17/33.99  													|
% 69.17/33.99  													+-Applying beta-rule and splitting (95), into two cases.
% 69.17/33.99  													|-Branch one:
% 69.17/33.99  													| (378) all_0_50_50 = e2
% 69.17/33.99  													|
% 69.17/33.99  														| Equations (378) can reduce 221 to:
% 69.17/33.99  														| (85)  ~ (all_0_41_41 = e2)
% 69.17/33.99  														|
% 69.17/33.99  														| Equations (378) can reduce 35 to:
% 69.17/33.99  														| (300)  ~ (all_0_46_46 = e2)
% 69.17/33.99  														|
% 69.17/33.99  														| Equations (378) can reduce 59 to:
% 69.17/34.00  														| (17668)  ~ (all_0_51_51 = e2)
% 69.17/34.00  														|
% 69.17/34.00  														| Simplifying 17668 yields:
% 69.17/34.00  														| (1099)  ~ (all_0_51_51 = e2)
% 69.17/34.00  														|
% 69.17/34.00  														| Equations (378) can reduce 101 to:
% 69.17/34.00  														| (341)  ~ (all_0_52_52 = e2)
% 69.17/34.00  														|
% 69.17/34.00  														| Simplifying 341 yields:
% 69.17/34.00  														| (342)  ~ (all_0_52_52 = e2)
% 69.17/34.00  														|
% 69.17/34.00  														| Equations (378) can reduce 190 to:
% 69.17/34.00  														| (508)  ~ (all_0_53_53 = e2)
% 69.17/34.00  														|
% 69.17/34.00  														| Simplifying 508 yields:
% 69.17/34.00  														| (509)  ~ (all_0_53_53 = e2)
% 69.17/34.00  														|
% 69.17/34.00  														| Equations (378) can reduce 121 to:
% 69.17/34.00  														| (128)  ~ (e2 = e0)
% 69.17/34.00  														|
% 69.17/34.00  														| From (378) and (8) follows:
% 69.17/34.00  														| (52128) op(e2, e3) = all_0_23_23
% 69.17/34.00  														|
% 69.17/34.00  														| From (378) and (57) follows:
% 69.17/34.00  														| (52129) op(e2, e1) = all_0_22_22
% 69.17/34.00  														|
% 69.17/34.00  														| From (378) and (242) follows:
% 69.17/34.00  														| (26152) op(e1, e3) = e2
% 69.17/34.00  														|
% 69.17/34.00  														+-Applying beta-rule and splitting (10167), into two cases.
% 69.17/34.00  														|-Branch one:
% 69.17/34.00  														| (352) all_0_52_52 = e2
% 69.17/34.00  														|
% 69.17/34.00  															| Equations (352) can reduce 342 to:
% 69.17/34.00  															| (266) $false
% 69.17/34.00  															|
% 69.17/34.00  															|-The branch is then unsatisfiable
% 69.17/34.00  														|-Branch two:
% 69.17/34.00  														| (342)  ~ (all_0_52_52 = e2)
% 69.17/34.00  														| (442) all_0_57_57 = e2
% 69.17/34.00  														|
% 69.17/34.00  															| Equations (442) can reduce 199 to:
% 69.17/34.00  															| (96)  ~ (all_0_43_43 = e2)
% 69.17/34.00  															|
% 69.17/34.00  															| Equations (442) can reduce 239 to:
% 69.17/34.00  															| (810)  ~ (all_0_48_48 = e2)
% 69.17/34.00  															|
% 69.17/34.00  															| Equations (442) can reduce 11 to:
% 69.17/34.00  															| (342)  ~ (all_0_52_52 = e2)
% 69.17/34.00  															|
% 69.17/34.00  															| Equations (442) can reduce 140 to:
% 69.17/34.00  															| (511)  ~ (all_0_56_56 = e2)
% 69.17/34.00  															|
% 69.17/34.00  															| Equations (442) can reduce 148 to:
% 69.17/34.00  															| (1186)  ~ (all_0_58_58 = e2)
% 69.17/34.00  															|
% 69.17/34.00  															| Simplifying 1186 yields:
% 69.17/34.00  															| (908)  ~ (all_0_58_58 = e2)
% 69.17/34.00  															|
% 69.17/34.00  															| Equations (442) can reduce 67 to:
% 69.17/34.00  															| (626)  ~ (e3 = e2)
% 69.17/34.00  															|
% 69.17/34.00  															| Simplifying 626 yields:
% 69.17/34.00  															| (212)  ~ (e3 = e2)
% 69.17/34.00  															|
% 69.17/34.00  															| From (442) and (45) follows:
% 69.17/34.00  															| (16560) op(e2, e1) = all_0_36_36
% 69.17/34.00  															|
% 69.17/34.00  															| From (442) and (146) follows:
% 69.17/34.00  															| (16561) op(e2, e0) = all_0_35_35
% 69.17/34.00  															|
% 69.17/34.00  															| From (442) and (83) follows:
% 69.17/34.00  															| (16562) op(e0, e1) = e2
% 69.17/34.00  															|
% 69.17/34.00  															+-Applying beta-rule and splitting (163), into two cases.
% 69.17/34.00  															|-Branch one:
% 69.17/34.00  															| (565) all_0_52_52 = e4
% 69.17/34.00  															|
% 69.17/34.00  																| Equations (565) can reduce 217 to:
% 69.17/34.00  																| (399)  ~ (all_0_43_43 = e4)
% 69.17/34.00  																|
% 69.17/34.00  																| Equations (565) can reduce 202 to:
% 69.17/34.00  																| (254)  ~ (all_0_48_48 = e4)
% 69.17/34.00  																|
% 69.17/34.00  																| Equations (565) can reduce 46 to:
% 69.17/34.00  																| (1452)  ~ (all_0_53_53 = e4)
% 69.17/34.00  																|
% 69.17/34.00  																| Simplifying 1452 yields:
% 69.17/34.00  																| (1453)  ~ (all_0_53_53 = e4)
% 69.17/34.00  																|
% 69.17/34.00  																| Equations (565) can reduce 166 to:
% 69.17/34.00  																| (188)  ~ (e4 = e3)
% 69.17/34.00  																|
% 69.17/34.00  																| Equations (565) can reduce 342 to:
% 69.17/34.00  																| (48)  ~ (e4 = e2)
% 69.17/34.00  																|
% 69.17/34.00  																| From (565) and (124) follows:
% 69.17/34.00  																| (570) op(e1, e1) = e4
% 69.17/34.00  																|
% 69.17/34.00  																| Instantiating formula (29) with e2, e3, all_0_23_23, all_0_46_46 and discharging atoms op(e2, e3) = all_0_23_23, op(e2, e3) = all_0_46_46, yields:
% 69.17/34.00  																| (52204) all_0_23_23 = all_0_46_46
% 69.17/34.00  																|
% 69.17/34.00  																| Instantiating formula (29) with e2, e1, all_0_22_22, all_0_48_48 and discharging atoms op(e2, e1) = all_0_22_22, op(e2, e1) = all_0_48_48, yields:
% 69.17/34.00  																| (58717) all_0_22_22 = all_0_48_48
% 69.17/34.00  																|
% 69.17/34.00  																| Instantiating formula (29) with e2, e1, all_0_36_36, all_0_22_22 and discharging atoms op(e2, e1) = all_0_22_22, op(e2, e1) = all_0_36_36, yields:
% 69.17/34.00  																| (685) all_0_22_22 = all_0_36_36
% 69.17/34.00  																|
% 69.17/34.00  																| Instantiating formula (29) with e2, e0, all_0_35_35, e2 and discharging atoms op(e2, e0) = all_0_35_35, op(e2, e0) = e2, yields:
% 69.17/34.00  																| (4273) all_0_35_35 = e2
% 69.17/34.00  																|
% 69.17/34.01  																| Combining equations (58717,685) yields a new equation:
% 69.17/34.01  																| (16573) all_0_36_36 = all_0_48_48
% 69.17/34.01  																|
% 69.17/34.01  																| From (52204) and (52128) follows:
% 69.17/34.01  																| (120) op(e2, e3) = all_0_46_46
% 69.17/34.01  																|
% 69.17/34.01  																| From (4273) and (16561) follows:
% 69.17/34.01  																| (727) op(e2, e0) = e2
% 69.17/34.01  																|
% 69.17/34.01  																+-Applying beta-rule and splitting (168), into two cases.
% 69.17/34.01  																|-Branch one:
% 69.17/34.01  																| (415) all_0_50_50 = e3
% 69.17/34.01  																|
% 69.17/34.01  																	| Combining equations (378,415) yields a new equation:
% 69.17/34.01  																	| (662) e3 = e2
% 69.17/34.01  																	|
% 69.17/34.01  																	| Equations (662) can reduce 212 to:
% 69.17/34.01  																	| (266) $false
% 69.17/34.01  																	|
% 69.17/34.01  																	|-The branch is then unsatisfiable
% 69.17/34.01  																|-Branch two:
% 69.17/34.01  																| (411)  ~ (all_0_50_50 = e3)
% 69.17/34.01  																| (418) all_0_51_51 = e3 | all_0_53_53 = e3
% 69.17/34.01  																|
% 69.17/34.01  																	| Equations (378) can reduce 411 to:
% 69.17/34.01  																	| (626)  ~ (e3 = e2)
% 69.17/34.01  																	|
% 69.17/34.01  																	| Simplifying 626 yields:
% 69.17/34.01  																	| (212)  ~ (e3 = e2)
% 69.17/34.01  																	|
% 69.17/34.01  																	+-Applying beta-rule and splitting (195), into two cases.
% 69.17/34.01  																	|-Branch one:
% 69.17/34.01  																	| (396) all_0_43_43 = e4
% 69.17/34.01  																	|
% 69.17/34.01  																		| Equations (396) can reduce 399 to:
% 69.17/34.01  																		| (266) $false
% 69.17/34.01  																		|
% 69.17/34.01  																		|-The branch is then unsatisfiable
% 69.17/34.01  																	|-Branch two:
% 69.17/34.01  																	| (399)  ~ (all_0_43_43 = e4)
% 69.17/34.01  																	| (6374) all_0_43_43 = e1 | all_0_43_43 = e0
% 69.17/34.01  																	|
% 69.17/34.01  																		+-Applying beta-rule and splitting (4), into two cases.
% 69.17/34.01  																		|-Branch one:
% 69.17/34.01  																		| (356) all_0_43_43 = e0
% 69.17/34.01  																		|
% 69.17/34.01  																			| Equations (356) can reduce 31 to:
% 69.17/34.01  																			| (357)  ~ (all_0_41_41 = e0)
% 69.17/34.01  																			|
% 69.17/34.01  																			| Equations (356) can reduce 17 to:
% 69.17/34.01  																			| (10200)  ~ (all_0_48_48 = e0)
% 69.17/34.01  																			|
% 69.17/34.01  																			| Simplifying 10200 yields:
% 69.17/34.01  																			| (1283)  ~ (all_0_48_48 = e0)
% 69.17/34.01  																			|
% 69.17/34.01  																			| Equations (356) can reduce 399 to:
% 69.17/34.01  																			| (401)  ~ (e4 = e0)
% 69.17/34.01  																			|
% 69.17/34.01  																			| Simplifying 401 yields:
% 69.17/34.01  																			| (49)  ~ (e4 = e0)
% 69.17/34.01  																			|
% 69.17/34.01  																			| From (356) and (98) follows:
% 69.17/34.01  																			| (368) op(e0, e1) = all_0_10_10
% 69.17/34.01  																			|
% 69.17/34.01  																			| From (356) and (37) follows:
% 69.17/34.01  																			| (369) op(e3, e1) = e0
% 69.17/34.01  																			|
% 69.17/34.01  																			+-Applying beta-rule and splitting (184), into two cases.
% 69.17/34.01  																			|-Branch one:
% 69.17/34.01  																			| (538) all_0_46_46 = e0
% 69.17/34.01  																			|
% 69.17/34.01  																				| Equations (538) can reduce 831 to:
% 69.17/34.01  																				| (266) $false
% 69.17/34.01  																				|
% 69.17/34.01  																				|-The branch is then unsatisfiable
% 69.17/34.01  																			|-Branch two:
% 69.17/34.01  																			| (831)  ~ (all_0_46_46 = e0)
% 69.17/34.01  																			| (832) all_0_47_47 = e0 | all_0_48_48 = e0 | all_0_49_49 = e0
% 69.17/34.01  																			|
% 69.17/34.01  																				+-Applying beta-rule and splitting (228), into two cases.
% 69.17/34.01  																				|-Branch one:
% 69.17/34.01  																				| (335) all_0_48_48 = e2
% 69.17/34.01  																				|
% 69.17/34.01  																					| Equations (335) can reduce 810 to:
% 69.17/34.01  																					| (266) $false
% 69.17/34.01  																					|
% 69.17/34.01  																					|-The branch is then unsatisfiable
% 69.17/34.01  																				|-Branch two:
% 69.17/34.01  																				| (810)  ~ (all_0_48_48 = e2)
% 69.17/34.01  																				| (10218) all_0_48_48 = e4 | all_0_48_48 = e1 | all_0_48_48 = e0
% 69.17/34.01  																				|
% 69.17/34.01  																					+-Applying beta-rule and splitting (75), into two cases.
% 69.17/34.01  																					|-Branch one:
% 69.17/34.01  																					| (485) all_0_40_40 = e0
% 69.17/34.01  																					|
% 69.17/34.01  																						| Combining equations (1378,485) yields a new equation:
% 69.17/34.01  																						| (481) e4 = e0
% 69.17/34.01  																						|
% 69.17/34.01  																						| Simplifying 481 yields:
% 69.17/34.01  																						| (397) e4 = e0
% 69.17/34.01  																						|
% 69.17/34.01  																						| Equations (397) can reduce 49 to:
% 69.17/34.01  																						| (266) $false
% 69.17/34.01  																						|
% 69.17/34.01  																						|-The branch is then unsatisfiable
% 69.17/34.01  																					|-Branch two:
% 69.17/34.01  																					| (1401)  ~ (all_0_40_40 = e0)
% 69.17/34.01  																					| (1748) all_0_44_44 = e0 | all_0_49_49 = e0 | all_0_58_58 = e0
% 69.17/34.01  																					|
% 69.17/34.01  																						| Equations (1378) can reduce 1401 to:
% 69.17/34.01  																						| (49)  ~ (e4 = e0)
% 69.17/34.01  																						|
% 69.17/34.01  																						+-Applying beta-rule and splitting (10218), into two cases.
% 69.17/34.01  																						|-Branch one:
% 69.17/34.01  																						| (943) all_0_48_48 = e4
% 69.17/34.01  																						|
% 69.17/34.01  																							| Equations (943) can reduce 254 to:
% 69.17/34.01  																							| (266) $false
% 69.17/34.01  																							|
% 69.17/34.01  																							|-The branch is then unsatisfiable
% 69.17/34.01  																						|-Branch two:
% 69.17/34.01  																						| (254)  ~ (all_0_48_48 = e4)
% 69.17/34.01  																						| (10222) all_0_48_48 = e1 | all_0_48_48 = e0
% 69.17/34.01  																						|
% 69.17/34.01  																							+-Applying beta-rule and splitting (10222), into two cases.
% 69.17/34.01  																							|-Branch one:
% 69.17/34.01  																							| (1279) all_0_48_48 = e0
% 69.17/34.01  																							|
% 69.17/34.01  																								| Equations (1279) can reduce 1283 to:
% 69.17/34.01  																								| (266) $false
% 69.17/34.01  																								|
% 69.17/34.01  																								|-The branch is then unsatisfiable
% 69.17/34.01  																							|-Branch two:
% 69.17/34.01  																							| (1283)  ~ (all_0_48_48 = e0)
% 69.17/34.01  																							| (615) all_0_48_48 = e1
% 69.17/34.01  																							|
% 69.17/34.01  																								| Combining equations (615,16573) yields a new equation:
% 69.23/34.01  																								| (58744) all_0_36_36 = e1
% 69.23/34.01  																								|
% 69.23/34.01  																								| Equations (615) can reduce 30 to:
% 69.23/34.01  																								| (549)  ~ (all_0_46_46 = e1)
% 69.23/34.01  																								|
% 69.23/34.01  																								| Equations (615) can reduce 114 to:
% 69.23/34.01  																								| (462)  ~ (all_0_47_47 = e1)
% 69.23/34.01  																								|
% 69.23/34.01  																								| Equations (615) can reduce 254 to:
% 69.23/34.01  																								| (602)  ~ (e4 = e1)
% 69.23/34.01  																								|
% 69.23/34.01  																								| Simplifying 602 yields:
% 69.23/34.01  																								| (110)  ~ (e4 = e1)
% 69.23/34.01  																								|
% 69.23/34.01  																								| Equations (615) can reduce 215 to:
% 69.23/34.01  																								| (467)  ~ (e3 = e1)
% 69.23/34.01  																								|
% 69.23/34.01  																								| Simplifying 467 yields:
% 69.23/34.01  																								| (213)  ~ (e3 = e1)
% 69.23/34.01  																								|
% 69.23/34.01  																								| Equations (615) can reduce 810 to:
% 69.23/34.01  																								| (604)  ~ (e2 = e1)
% 69.23/34.01  																								|
% 69.23/34.01  																								| Simplifying 604 yields:
% 69.23/34.01  																								| (122)  ~ (e2 = e1)
% 69.23/34.01  																								|
% 69.23/34.01  																								| From (615) and (169) follows:
% 69.23/34.02  																								| (16609) op(e1, e2) = all_0_18_18
% 69.23/34.02  																								|
% 69.23/34.02  																								| From (615) and (21) follows:
% 69.23/34.02  																								| (58754) op(e1, e1) = all_0_19_19
% 69.23/34.02  																								|
% 69.23/34.02  																								+-Applying beta-rule and splitting (123), into two cases.
% 69.23/34.02  																								|-Branch one:
% 69.23/34.02  																								| (1794) all_0_46_46 = e2
% 69.23/34.02  																								|
% 69.23/34.02  																									| Equations (1794) can reduce 300 to:
% 69.23/34.02  																									| (266) $false
% 69.23/34.02  																									|
% 69.23/34.02  																									|-The branch is then unsatisfiable
% 69.23/34.02  																								|-Branch two:
% 69.23/34.02  																								| (300)  ~ (all_0_46_46 = e2)
% 69.23/34.02  																								| (1797) all_0_46_46 = e4 | all_0_46_46 = e3 | all_0_46_46 = e1 | all_0_46_46 = e0
% 69.23/34.02  																								|
% 69.23/34.02  																									+-Applying beta-rule and splitting (832), into two cases.
% 69.23/34.02  																									|-Branch one:
% 69.23/34.02  																									| (674) all_0_47_47 = e0
% 69.23/34.02  																									|
% 69.23/34.02  																										| Combining equations (674,86266) yields a new equation:
% 69.23/34.02  																										| (58143) all_0_20_20 = e0
% 69.23/34.02  																										|
% 69.23/34.02  																										| Combining equations (674,22189) yields a new equation:
% 69.23/34.03  																										| (124477) all_0_3_3 = e0
% 69.23/34.03  																										|
% 69.23/34.03  																										| Equations (674) can reduce 19 to:
% 69.23/34.03  																										| (831)  ~ (all_0_46_46 = e0)
% 69.23/34.03  																										|
% 69.23/34.03  																										| Equations (674) can reduce 224 to:
% 69.23/34.03  																										| (1404)  ~ (all_0_51_51 = e0)
% 69.23/34.03  																										|
% 69.23/34.03  																										| Simplifying 1404 yields:
% 69.23/34.03  																										| (115)  ~ (all_0_51_51 = e0)
% 69.23/34.03  																										|
% 69.23/34.03  																										| Equations (674) can reduce 91 to:
% 69.23/34.03  																										| (1181)  ~ (all_0_56_56 = e0)
% 69.23/34.03  																										|
% 69.23/34.03  																										| Simplifying 1181 yields:
% 69.23/34.03  																										| (828)  ~ (all_0_56_56 = e0)
% 69.23/34.03  																										|
% 69.23/34.03  																										| Equations (674) can reduce 338 to:
% 69.23/34.03  																										| (365)  ~ (e2 = e0)
% 69.23/34.03  																										|
% 69.23/34.03  																										| Simplifying 365 yields:
% 69.23/34.03  																										| (128)  ~ (e2 = e0)
% 69.23/34.03  																										|
% 69.23/34.03  																										+-Applying beta-rule and splitting (125), into two cases.
% 69.23/34.03  																										|-Branch one:
% 69.23/34.03  																										| (858) all_0_55_55 = e0
% 69.23/34.03  																										|
% 69.23/34.03  																											| Equations (858) can reduce 803 to:
% 69.23/34.03  																											| (266) $false
% 69.23/34.03  																											|
% 69.23/34.03  																											|-The branch is then unsatisfiable
% 69.23/34.03  																										|-Branch two:
% 69.23/34.03  																										| (803)  ~ (all_0_55_55 = e0)
% 69.23/34.03  																										| (863) all_0_56_56 = e0 | all_0_57_57 = e0 | all_0_58_58 = e0
% 69.23/34.03  																										|
% 69.23/34.03  																											+-Applying beta-rule and splitting (206), into two cases.
% 69.23/34.03  																											|-Branch one:
% 69.23/34.03  																											| (248) all_0_45_45 = e4
% 69.23/34.03  																											|
% 69.23/34.03  																												| Combining equations (423,248) yields a new equation:
% 69.23/34.03  																												| (425) e4 = e3
% 69.23/34.03  																												|
% 69.23/34.03  																												| Equations (425) can reduce 188 to:
% 69.23/34.03  																												| (266) $false
% 69.23/34.03  																												|
% 69.23/34.03  																												|-The branch is then unsatisfiable
% 69.23/34.03  																											|-Branch two:
% 69.23/34.03  																											| (60416)  ~ (all_0_45_45 = e4)
% 69.23/34.03  																											| (61457) all_0_46_46 = e4 | all_0_47_47 = e4 | all_0_48_48 = e4 | all_0_49_49 = e4
% 69.23/34.03  																											|
% 69.23/34.03  																												+-Applying beta-rule and splitting (61457), into two cases.
% 69.23/34.03  																												|-Branch one:
% 69.23/34.03  																												| (770) all_0_46_46 = e4
% 69.23/34.03  																												|
% 69.23/34.03  																													| Combining equations (770,52204) yields a new equation:
% 69.23/34.03  																													| (17647) all_0_23_23 = e4
% 69.23/34.03  																													|
% 69.23/34.03  																													| Equations (770) can reduce 43 to:
% 69.23/34.03  																													| (440)  ~ (all_0_41_41 = e4)
% 69.23/34.03  																													|
% 69.23/34.03  																													| Equations (770) can reduce 409 to:
% 69.23/34.03  																													| (188)  ~ (e4 = e3)
% 69.23/34.03  																													|
% 69.23/34.03  																													| Equations (770) can reduce 300 to:
% 69.23/34.03  																													| (48)  ~ (e4 = e2)
% 69.23/34.03  																													|
% 69.23/34.03  																													| Equations (770) can reduce 549 to:
% 69.23/34.03  																													| (110)  ~ (e4 = e1)
% 69.23/34.03  																													|
% 69.23/34.03  																													| Equations (770) can reduce 831 to:
% 69.23/34.03  																													| (49)  ~ (e4 = e0)
% 69.23/34.03  																													|
% 69.23/34.03  																													| From (770) and (33) follows:
% 69.23/34.04  																													| (118647) op(e4, e3) = all_0_16_16
% 69.23/34.04  																													|
% 69.23/34.04  																													| From (770) and (179) follows:
% 69.23/34.04  																													| (94991) op(e4, e2) = all_0_15_15
% 69.23/34.04  																													|
% 69.23/34.04  																													| From (770) and (120) follows:
% 69.23/34.04  																													| (72494) op(e2, e3) = e4
% 69.23/34.04  																													|
% 69.23/34.04  																													+-Applying beta-rule and splitting (863), into two cases.
% 69.23/34.04  																													|-Branch one:
% 69.23/34.04  																													| (679) all_0_56_56 = e0
% 69.23/34.04  																													|
% 69.23/34.04  																														| Equations (679) can reduce 828 to:
% 69.23/34.04  																														| (266) $false
% 69.23/34.04  																														|
% 69.23/34.04  																														|-The branch is then unsatisfiable
% 69.23/34.04  																													|-Branch two:
% 69.23/34.04  																													| (828)  ~ (all_0_56_56 = e0)
% 69.23/34.04  																													| (924) all_0_57_57 = e0 | all_0_58_58 = e0
% 69.23/34.04  																													|
% 69.23/34.04  																														+-Applying beta-rule and splitting (64), into two cases.
% 69.23/34.04  																														|-Branch one:
% 69.23/34.04  																														| (437) all_0_41_41 = e4
% 69.23/34.04  																														|
% 69.23/34.04  																															| Equations (437) can reduce 440 to:
% 69.23/34.04  																															| (266) $false
% 69.23/34.04  																															|
% 69.23/34.04  																															|-The branch is then unsatisfiable
% 69.23/34.04  																														|-Branch two:
% 69.23/34.04  																														| (440)  ~ (all_0_41_41 = e4)
% 69.23/34.04  																														| (441) all_0_42_42 = e4 | all_0_43_43 = e4 | all_0_44_44 = e4
% 69.23/34.04  																														|
% 69.23/34.04  																															+-Applying beta-rule and splitting (164), into two cases.
% 69.23/34.04  																															|-Branch one:
% 69.23/34.04  																															| (471) all_0_39_39 = e4
% 69.23/34.04  																															|
% 69.23/34.04  																																| Combining equations (317,471) yields a new equation:
% 69.23/34.04  																																| (323) e4 = e2
% 69.23/34.04  																																|
% 69.23/34.04  																																| Equations (323) can reduce 48 to:
% 69.23/34.04  																																| (266) $false
% 69.23/34.04  																																|
% 69.23/34.04  																																|-The branch is then unsatisfiable
% 69.23/34.04  																															|-Branch two:
% 69.23/34.04  																															| (1377)  ~ (all_0_39_39 = e4)
% 69.23/34.04  																															| (2115) all_0_42_42 = e4 | all_0_47_47 = e4 | all_0_51_51 = e4 | all_0_56_56 = e4
% 69.23/34.04  																															|
% 69.23/34.04  																																+-Applying beta-rule and splitting (2115), into two cases.
% 69.23/34.04  																																|-Branch one:
% 69.23/34.04  																																| (1392) all_0_42_42 = e4
% 69.23/34.04  																																|
% 69.23/34.05  																																	| Combining equations (1392,60459) yields a new equation:
% 69.23/34.05  																																	| (85024) all_0_13_13 = e4
% 69.23/34.05  																																	|
% 69.23/34.05  																																	| Equations (1392) can reduce 214 to:
% 69.23/34.05  																																	| (440)  ~ (all_0_41_41 = e4)
% 69.23/34.05  																																	|
% 69.23/34.05  																																	| Equations (1392) can reduce 61 to:
% 69.23/34.05  																																	| (474)  ~ (all_0_51_51 = e4)
% 69.23/34.05  																																	|
% 69.23/34.05  																																	| Simplifying 474 yields:
% 69.23/34.05  																																	| (475)  ~ (all_0_51_51 = e4)
% 69.23/34.05  																																	|
% 69.23/34.05  																																	| Equations (1392) can reduce 51 to:
% 69.23/34.05  																																	| (48)  ~ (e4 = e2)
% 69.23/34.05  																																	|
% 69.23/34.05  																																	| From (1392) and (226) follows:
% 69.23/34.05  																																	| (91328) op(e4, e3) = all_0_7_7
% 69.23/34.05  																																	|
% 69.23/34.05  																																	| From (1392) and (225) follows:
% 69.23/34.05  																																	| (4073) op(e4, e2) = all_0_8_8
% 69.23/34.05  																																	|
% 69.23/34.05  																																	| From (1392) and (210) follows:
% 69.23/34.05  																																	| (4074) op(e3, e2) = e4
% 69.23/34.05  																																	|
% 69.23/34.05  																																	+-Applying beta-rule and splitting (924), into two cases.
% 69.23/34.05  																																	|-Branch one:
% 69.23/34.05  																																	| (875) all_0_57_57 = e0
% 69.23/34.05  																																	|
% 69.23/34.05  																																		| Combining equations (875,442) yields a new equation:
% 69.23/34.05  																																		| (330) e2 = e0
% 69.23/34.05  																																		|
% 69.23/34.05  																																		| Equations (330) can reduce 128 to:
% 69.23/34.05  																																		| (266) $false
% 69.23/34.05  																																		|
% 69.23/34.05  																																		|-The branch is then unsatisfiable
% 69.23/34.05  																																	|-Branch two:
% 69.23/34.05  																																	| (364)  ~ (all_0_57_57 = e0)
% 69.23/34.05  																																	| (914) all_0_58_58 = e0
% 69.23/34.05  																																	|
% 69.23/34.05  																																		| Equations (914) can reduce 3 to:
% 69.23/34.05  																																		| (803)  ~ (all_0_55_55 = e0)
% 69.23/34.05  																																		|
% 69.23/34.05  																																		| Equations (914) can reduce 44 to:
% 69.23/34.05  																																		| (828)  ~ (all_0_56_56 = e0)
% 69.23/34.05  																																		|
% 69.23/34.05  																																		| Equations (914) can reduce 451 to:
% 69.23/34.05  																																		| (401)  ~ (e4 = e0)
% 69.23/34.05  																																		|
% 69.23/34.05  																																		| Simplifying 401 yields:
% 69.23/34.05  																																		| (49)  ~ (e4 = e0)
% 69.23/34.05  																																		|
% 69.23/34.05  																																		| Equations (914) can reduce 908 to:
% 69.23/34.05  																																		| (365)  ~ (e2 = e0)
% 69.23/34.05  																																		|
% 69.23/34.05  																																		| Simplifying 365 yields:
% 69.23/34.05  																																		| (128)  ~ (e2 = e0)
% 69.23/34.05  																																		|
% 69.23/34.05  																																		| Instantiating formula (29) with e4, e3, all_0_7_7, e0 and discharging atoms op(e4, e3) = all_0_7_7, op(e4, e3) = e0, yields:
% 69.23/34.05  																																		| (5710) all_0_7_7 = e0
% 69.23/34.05  																																		|
% 69.23/34.05  																																		| Instantiating formula (29) with e4, e3, all_0_16_16, all_0_7_7 and discharging atoms op(e4, e3) = all_0_7_7, op(e4, e3) = all_0_16_16, yields:
% 69.23/34.05  																																		| (2159) all_0_7_7 = all_0_16_16
% 69.23/34.05  																																		|
% 69.23/34.05  																																		| Instantiating formula (29) with e4, e2, all_0_8_8, e2 and discharging atoms op(e4, e2) = all_0_8_8, op(e4, e2) = e2, yields:
% 69.23/34.05  																																		| (15601) all_0_8_8 = e2
% 69.23/34.05  																																		|
% 69.23/34.05  																																		| Instantiating formula (29) with e4, e2, all_0_15_15, all_0_8_8 and discharging atoms op(e4, e2) = all_0_8_8, op(e4, e2) = all_0_15_15, yields:
% 69.23/34.05  																																		| (85396) all_0_8_8 = all_0_15_15
% 69.23/34.05  																																		|
% 69.23/34.05  																																		| Instantiating formula (29) with e1, e2, all_0_18_18, all_0_51_51 and discharging atoms op(e1, e2) = all_0_18_18, op(e1, e2) = all_0_51_51, yields:
% 69.23/34.05  																																		| (16611) all_0_18_18 = all_0_51_51
% 69.23/34.05  																																		|
% 69.23/34.05  																																		| Instantiating formula (29) with e1, e1, all_0_19_19, e4 and discharging atoms op(e1, e1) = all_0_19_19, op(e1, e1) = e4, yields:
% 69.23/34.05  																																		| (15019) all_0_19_19 = e4
% 69.23/34.05  																																		|
% 69.23/34.05  																																		| Instantiating formula (29) with e0, e1, all_0_10_10, e2 and discharging atoms op(e0, e1) = all_0_10_10, op(e0, e1) = e2, yields:
% 69.23/34.05  																																		| (15017) all_0_10_10 = e2
% 69.23/34.05  																																		|
% 69.23/34.05  																																		| Combining equations (5710,2159) yields a new equation:
% 69.23/34.06  																																		| (118687) all_0_16_16 = e0
% 69.23/34.06  																																		|
% 69.28/34.06  																																		| Combining equations (15601,85396) yields a new equation:
% 69.28/34.06  																																		| (1599) all_0_15_15 = e2
% 69.28/34.06  																																		|
% 69.28/34.06  																																		| Combining equations (1599,85396) yields a new equation:
% 69.28/34.06  																																		| (15601) all_0_8_8 = e2
% 69.28/34.06  																																		|
% 69.28/34.06  																																		| From (118687) and (118647) follows:
% 69.28/34.07  																																		| (22212) op(e4, e3) = e0
% 69.28/34.07  																																		|
% 69.28/34.07  																																		| From (1599) and (94991) follows:
% 69.28/34.07  																																		| (22188) op(e4, e2) = e2
% 69.28/34.07  																																		|
% 69.28/34.07  																																		| From (16611) and (16609) follows:
% 69.28/34.07  																																		| (186) op(e1, e2) = all_0_51_51
% 69.28/34.07  																																		|
% 69.28/34.07  																																		| From (15019) and (58754) follows:
% 69.28/34.08  																																		| (570) op(e1, e1) = e4
% 69.28/34.08  																																		|
% 69.28/34.08  																																		| From (15017) and (368) follows:
% 69.28/34.08  																																		| (16562) op(e0, e1) = e2
% 69.28/34.08  																																		|
% 69.28/34.08  																																		+-Applying beta-rule and splitting (113), into two cases.
% 69.28/34.08  																																		|-Branch one:
% 69.28/34.08  																																		| (403) all_0_41_41 = e3
% 69.28/34.08  																																		|
% 69.28/34.08  																																			| Equations (403) can reduce 149 to:
% 69.28/34.08  																																			| (406)  ~ (all_0_44_44 = e3)
% 69.28/34.08  																																			|
% 69.28/34.08  																																			| Simplifying 406 yields:
% 69.28/34.08  																																			| (407)  ~ (all_0_44_44 = e3)
% 69.28/34.08  																																			|
% 69.28/34.08  																																			| Equations (403) can reduce 191 to:
% 69.28/34.08  																																			| (269)  ~ (all_0_55_55 = e3)
% 69.28/34.08  																																			|
% 69.28/34.08  																																			| Simplifying 269 yields:
% 69.28/34.08  																																			| (270)  ~ (all_0_55_55 = e3)
% 69.28/34.08  																																			|
% 69.28/34.08  																																			| Equations (403) can reduce 440 to:
% 69.28/34.08  																																			| (277)  ~ (e4 = e3)
% 69.28/34.08  																																			|
% 69.28/34.08  																																			| Simplifying 277 yields:
% 69.28/34.08  																																			| (188)  ~ (e4 = e3)
% 69.28/34.08  																																			|
% 69.28/34.08  																																			| Equations (403) can reduce 85 to:
% 69.28/34.08  																																			| (212)  ~ (e3 = e2)
% 69.28/34.08  																																			|
% 69.28/34.08  																																			| Equations (403) can reduce 357 to:
% 69.28/34.08  																																			| (80)  ~ (e3 = e0)
% 69.28/34.08  																																			|
% 69.28/34.08  																																			+-Applying beta-rule and splitting (18), into two cases.
% 69.28/34.08  																																			|-Branch one:
% 69.28/34.08  																																			| (453) all_0_41_41 = e1
% 69.28/34.08  																																			|
% 69.28/34.08  																																				| Combining equations (403,453) yields a new equation:
% 69.28/34.08  																																				| (454) e3 = e1
% 69.28/34.08  																																				|
% 69.28/34.08  																																				| Simplifying 454 yields:
% 69.28/34.08  																																				| (455) e3 = e1
% 69.28/34.08  																																				|
% 69.28/34.08  																																				| Equations (455) can reduce 213 to:
% 69.28/34.08  																																				| (266) $false
% 69.28/34.08  																																				|
% 69.28/34.08  																																				|-The branch is then unsatisfiable
% 69.28/34.08  																																			|-Branch two:
% 69.28/34.08  																																			| (457)  ~ (all_0_41_41 = e1)
% 69.28/34.08  																																			| (595) all_0_46_46 = e1 | all_0_50_50 = e1 | all_0_55_55 = e1
% 69.28/34.08  																																			|
% 69.28/34.08  																																				| Equations (403) can reduce 457 to:
% 69.28/34.08  																																				| (213)  ~ (e3 = e1)
% 69.28/34.08  																																				|
% 69.28/34.08  																																				+-Applying beta-rule and splitting (22), into two cases.
% 69.28/34.08  																																				|-Branch one:
% 69.28/34.08  																																				| (268) all_0_54_54 = e3
% 69.28/34.08  																																				|
% 69.28/34.08  																																					| Combining equations (265,268) yields a new equation:
% 69.28/34.08  																																					| (424) e4 = e3
% 69.28/34.08  																																					|
% 69.28/34.08  																																					| Simplifying 424 yields:
% 69.28/34.08  																																					| (425) e4 = e3
% 69.28/34.08  																																					|
% 69.28/34.08  																																					| Equations (425) can reduce 188 to:
% 69.28/34.08  																																					| (266) $false
% 69.28/34.08  																																					|
% 69.28/34.08  																																					|-The branch is then unsatisfiable
% 69.28/34.08  																																				|-Branch two:
% 69.28/34.08  																																				| (60427)  ~ (all_0_54_54 = e3)
% 69.28/34.08  																																				| (62553) all_0_55_55 = e3 | all_0_56_56 = e3 | all_0_58_58 = e3
% 69.28/34.08  																																				|
% 69.28/34.08  																																					+-Applying beta-rule and splitting (189), into two cases.
% 69.28/34.08  																																					|-Branch one:
% 69.28/34.08  																																					| (532) all_0_44_44 = e3
% 69.28/34.08  																																					|
% 69.28/34.08  																																						| Equations (532) can reduce 407 to:
% 69.28/34.08  																																						| (266) $false
% 69.28/34.08  																																						|
% 69.28/34.08  																																						|-The branch is then unsatisfiable
% 69.28/34.08  																																					|-Branch two:
% 69.28/34.08  																																					| (407)  ~ (all_0_44_44 = e3)
% 69.28/34.08  																																					| (537) all_0_49_49 = e3 | all_0_53_53 = e3 | all_0_58_58 = e3
% 69.28/34.08  																																					|
% 69.28/34.08  																																						+-Applying beta-rule and splitting (103), into two cases.
% 69.28/34.08  																																						|-Branch one:
% 69.28/34.08  																																						| (453) all_0_41_41 = e1
% 69.28/34.08  																																						|
% 69.28/34.08  																																							| Combining equations (403,453) yields a new equation:
% 69.28/34.08  																																							| (454) e3 = e1
% 69.28/34.08  																																							|
% 69.28/34.08  																																							| Simplifying 454 yields:
% 69.28/34.08  																																							| (455) e3 = e1
% 69.28/34.08  																																							|
% 69.28/34.08  																																							| Equations (455) can reduce 213 to:
% 69.28/34.08  																																							| (266) $false
% 69.28/34.08  																																							|
% 69.28/34.08  																																							|-The branch is then unsatisfiable
% 69.28/34.08  																																						|-Branch two:
% 69.28/34.08  																																						| (457)  ~ (all_0_41_41 = e1)
% 69.28/34.08  																																						| (458) all_0_42_42 = e1 | all_0_43_43 = e1 | all_0_44_44 = e1
% 69.28/34.08  																																						|
% 69.28/34.08  																																							+-Applying beta-rule and splitting (595), into two cases.
% 69.28/34.08  																																							|-Branch one:
% 69.28/34.08  																																							| (545) all_0_46_46 = e1
% 69.28/34.08  																																							|
% 69.28/34.08  																																								| Combining equations (545,770) yields a new equation:
% 69.28/34.08  																																								| (630) e4 = e1
% 69.28/34.08  																																								|
% 69.28/34.08  																																								| Equations (630) can reduce 110 to:
% 69.28/34.08  																																								| (266) $false
% 69.28/34.08  																																								|
% 69.28/34.08  																																								|-The branch is then unsatisfiable
% 69.28/34.08  																																							|-Branch two:
% 69.28/34.08  																																							| (549)  ~ (all_0_46_46 = e1)
% 69.28/34.08  																																							| (600) all_0_50_50 = e1 | all_0_55_55 = e1
% 69.28/34.08  																																							|
% 69.28/34.08  																																								+-Applying beta-rule and splitting (62553), into two cases.
% 69.28/34.08  																																								|-Branch one:
% 69.28/34.08  																																								| (2336) all_0_55_55 = e3
% 69.28/34.08  																																								|
% 69.28/34.08  																																									| Equations (2336) can reduce 270 to:
% 69.28/34.08  																																									| (266) $false
% 69.28/34.08  																																									|
% 69.28/34.08  																																									|-The branch is then unsatisfiable
% 69.28/34.08  																																								|-Branch two:
% 69.28/34.08  																																								| (270)  ~ (all_0_55_55 = e3)
% 69.28/34.08  																																								| (62557) all_0_56_56 = e3 | all_0_58_58 = e3
% 69.28/34.08  																																								|
% 69.28/34.08  																																									+-Applying beta-rule and splitting (537), into two cases.
% 69.28/34.08  																																									|-Branch one:
% 69.28/34.08  																																									| (884) all_0_49_49 = e3
% 69.28/34.08  																																									|
% 69.28/34.08  																																										| Combining equations (583,884) yields a new equation:
% 69.28/34.08  																																										| (662) e3 = e2
% 69.28/34.08  																																										|
% 69.28/34.08  																																										| Equations (662) can reduce 212 to:
% 69.28/34.08  																																										| (266) $false
% 69.28/34.08  																																										|
% 69.28/34.08  																																										|-The branch is then unsatisfiable
% 69.28/34.08  																																									|-Branch two:
% 69.28/34.08  																																									| (525)  ~ (all_0_49_49 = e3)
% 69.28/34.08  																																									| (887) all_0_53_53 = e3 | all_0_58_58 = e3
% 69.28/34.08  																																									|
% 69.28/34.09  																																										+-Applying beta-rule and splitting (62557), into two cases.
% 69.28/34.09  																																										|-Branch one:
% 69.28/34.09  																																										| (1097) all_0_56_56 = e3
% 69.28/34.09  																																										|
% 69.28/34.09  																																											| Equations (1097) can reduce 828 to:
% 69.28/34.09  																																											| (80)  ~ (e3 = e0)
% 69.28/34.09  																																											|
% 69.28/34.09  																																											| From (1097) and (87) follows:
% 69.28/34.09  																																											| (124600) op(e3, e2) = all_0_34_34
% 69.28/34.09  																																											|
% 69.28/34.09  																																											+-Applying beta-rule and splitting (7), into two cases.
% 69.28/34.09  																																											|-Branch one:
% 69.28/34.09  																																											| (504) all_0_51_51 = e2
% 69.28/34.09  																																											|
% 69.28/34.09  																																												| Equations (504) can reduce 1099 to:
% 69.28/34.09  																																												| (266) $false
% 69.28/34.09  																																												|
% 69.28/34.09  																																												|-The branch is then unsatisfiable
% 69.28/34.09  																																											|-Branch two:
% 69.28/34.09  																																											| (1099)  ~ (all_0_51_51 = e2)
% 69.28/34.09  																																											| (1100) all_0_51_51 = e4 | all_0_51_51 = e3 | all_0_51_51 = e1
% 69.28/34.09  																																											|
% 69.28/34.09  																																												+-Applying beta-rule and splitting (600), into two cases.
% 69.28/34.09  																																												|-Branch one:
% 69.28/34.09  																																												| (601) all_0_50_50 = e1
% 69.28/34.09  																																												|
% 69.28/34.09  																																													| Combining equations (601,378) yields a new equation:
% 69.28/34.09  																																													| (617) e2 = e1
% 69.28/34.09  																																													|
% 69.28/34.09  																																													| Equations (617) can reduce 122 to:
% 69.28/34.09  																																													| (266) $false
% 69.28/34.09  																																													|
% 69.28/34.09  																																													|-The branch is then unsatisfiable
% 69.28/34.09  																																												|-Branch two:
% 69.28/34.09  																																												| (759)  ~ (all_0_50_50 = e1)
% 69.28/34.09  																																												| (629) all_0_55_55 = e1
% 69.28/34.09  																																												|
% 69.28/34.09  																																													| Combining equations (629,22237) yields a new equation:
% 69.28/34.09  																																													| (58897) all_0_1_1 = e1
% 69.28/34.09  																																													|
% 69.28/34.09  																																													| From (629) and (187) follows:
% 69.28/34.09  																																													| (15046) op(e1, e3) = all_0_32_32
% 69.28/34.09  																																													|
% 69.28/34.09  																																													+-Applying beta-rule and splitting (887), into two cases.
% 69.28/34.09  																																													|-Branch one:
% 69.28/34.09  																																													| (665) all_0_53_53 = e3
% 69.28/34.09  																																													|
% 69.28/34.09  																																														| Equations (665) can reduce 6 to:
% 69.28/34.09  																																														| (664)  ~ (all_0_51_51 = e3)
% 69.28/34.09  																																														|
% 69.28/34.09  																																														| Equations (665) can reduce 509 to:
% 69.28/34.09  																																														| (212)  ~ (e3 = e2)
% 69.28/34.09  																																														|
% 69.28/34.09  																																														| From (665) and (92) follows:
% 69.28/34.09  																																														| (53650) op(e3, e1) = all_0_27_27
% 69.28/34.09  																																														|
% 69.28/34.09  																																														+-Applying beta-rule and splitting (1100), into two cases.
% 69.28/34.09  																																														|-Branch one:
% 69.28/34.09  																																														| (1101) all_0_51_51 = e4
% 69.28/34.09  																																														|
% 69.28/34.09  																																															| Equations (1101) can reduce 475 to:
% 69.28/34.09  																																															| (266) $false
% 69.28/34.09  																																															|
% 69.28/34.09  																																															|-The branch is then unsatisfiable
% 69.28/34.09  																																														|-Branch two:
% 69.28/34.09  																																														| (475)  ~ (all_0_51_51 = e4)
% 69.28/34.09  																																														| (1104) all_0_51_51 = e3 | all_0_51_51 = e1
% 69.28/34.09  																																														|
% 69.28/34.09  																																															+-Applying beta-rule and splitting (112), into two cases.
% 69.28/34.09  																																															|-Branch one:
% 69.28/34.09  																																															| (635) all_0_44_44 = e1
% 69.28/34.09  																																															|
% 69.28/34.09  																																																| From (635) and (204) follows:
% 69.28/34.09  																																																| (17689) op(e1, e3) = all_0_11_11
% 69.28/34.09  																																																|
% 69.28/34.09  																																																+-Applying beta-rule and splitting (1104), into two cases.
% 69.28/34.09  																																																|-Branch one:
% 69.28/34.09  																																																| (1109) all_0_51_51 = e1
% 69.28/34.09  																																																|
% 69.28/34.09  																																																	| Equations (1109) can reduce 475 to:
% 69.28/34.09  																																																	| (602)  ~ (e4 = e1)
% 69.28/34.09  																																																	|
% 69.28/34.09  																																																	| Simplifying 602 yields:
% 69.28/34.09  																																																	| (110)  ~ (e4 = e1)
% 69.28/34.09  																																																	|
% 69.28/34.09  																																																	| Equations (1109) can reduce 115 to:
% 69.28/34.09  																																																	| (233)  ~ (e1 = e0)
% 69.28/34.09  																																																	|
% 69.28/34.09  																																																	| Instantiating formula (29) with e3, e2, all_0_34_34, e4 and discharging atoms op(e3, e2) = all_0_34_34, op(e3, e2) = e4, yields:
% 69.28/34.10  																																																	| (124626) all_0_34_34 = e4
% 69.28/34.10  																																																	|
% 69.28/34.10  																																																	| Instantiating formula (29) with e3, e1, all_0_27_27, e0 and discharging atoms op(e3, e1) = all_0_27_27, op(e3, e1) = e0, yields:
% 69.28/34.10  																																																	| (58884) all_0_27_27 = e0
% 69.28/34.10  																																																	|
% 69.28/34.10  																																																	| Instantiating formula (29) with e1, e3, all_0_11_11, e2 and discharging atoms op(e1, e3) = all_0_11_11, op(e1, e3) = e2, yields:
% 69.28/34.10  																																																	| (117126) all_0_11_11 = e2
% 69.28/34.10  																																																	|
% 69.28/34.10  																																																	| Instantiating formula (29) with e1, e3, all_0_32_32, all_0_11_11 and discharging atoms op(e1, e3) = all_0_11_11, op(e1, e3) = all_0_32_32, yields:
% 69.28/34.11  																																																	| (95316) all_0_11_11 = all_0_32_32
% 69.28/34.11  																																																	|
% 69.28/34.11  																																																	| Combining equations (117126,95316) yields a new equation:
% 69.28/34.11  																																																	| (8739) all_0_32_32 = e2
% 69.28/34.11  																																																	|
% 69.28/34.11  																																																	+-Applying beta-rule and splitting (238), into two cases.
% 69.28/34.11  																																																	|-Branch one:
% 69.28/34.11  																																																	| (396) all_0_43_43 = e4
% 69.28/34.11  																																																	|
% 69.28/34.11  																																																		| Combining equations (356,396) yields a new equation:
% 69.28/34.11  																																																		| (397) e4 = e0
% 69.28/34.11  																																																		|
% 69.28/34.11  																																																		| Equations (397) can reduce 49 to:
% 69.28/34.11  																																																		| (266) $false
% 69.28/34.11  																																																		|
% 69.28/34.11  																																																		|-The branch is then unsatisfiable
% 69.28/34.11  																																																	|-Branch two:
% 69.28/34.11  																																																	| (399)  ~ (all_0_43_43 = e4)
% 69.28/34.11  																																																	| (9578) (all_0_1_1 = e4 &  ~ (all_0_0_0 = e3) &  ~ (all_0_38_38 = e2)) | (all_0_3_3 = e4 &  ~ (all_0_2_2 = e2) &  ~ (all_0_39_39 = all_0_45_45)) | (all_0_5_5 = e4 &  ~ (all_0_4_4 = e0) &  ~ (all_0_40_40 = all_0_54_54)) | (all_0_8_8 = e3 &  ~ (all_0_7_7 = e2) &  ~ (all_0_42_42 = all_0_46_46)) | (all_0_10_10 = e3 &  ~ (all_0_9_9 = e1) &  ~ (all_0_43_43 = all_0_50_50)) | (all_0_12_12 = e3 &  ~ (all_0_11_11 = e0) &  ~ (all_0_44_44 = all_0_55_55)) | (all_0_14_14 = e2 &  ~ (all_0_13_13 = e4) &  ~ (all_0_39_39 = all_0_45_45)) | (all_0_16_16 = e2 &  ~ (all_0_15_15 = e3) &  ~ (all_0_42_42 = all_0_46_46)) | (all_0_19_19 = e2 &  ~ (all_0_18_18 = e1) &  ~ (all_0_48_48 = all_0_51_51)) | (all_0_21_21 = e2 &  ~ (all_0_20_20 = e0) &  ~ (all_0_49_49 = all_0_56_56)) | (all_0_23_23 = e1 &  ~ (all_0_22_22 = e3) &  ~ (all_0_43_43 = all_0_50_50)) | (all_0_25_25 = e1 &  ~ (all_0_24_24 = e2) &  ~ (all_0_48_48 = all_0_51_51)) | (all_0_28_28 = e1 &  ~ (all_0_27_27 = e0) &  ~ (all_0_53_53 = all_0_57_57)) | (all_0_30_30 = e0 &  ~ (all_0_29_29 = e4) &  ~ (all_0_40_40 = all_0_54_54)) | (all_0_32_32 = e0 &  ~ (all_0_31_31 = e3) &  ~ (all_0_44_44 = all_0_55_55)) | (all_0_34_34 = e0 &  ~ (all_0_33_33 = e2) &  ~ (all_0_49_49 = all_0_56_56)) | (all_0_36_36 = e0 &  ~ (all_0_35_35 = e1) &  ~ (all_0_53_53 = all_0_57_57)) | (all_0_45_45 = e3 &  ~ (all_0_38_38 = e2) &  ~ (all_0_46_46 = e4))
% 69.28/34.11  																																																	|
% 69.28/34.11  																																																		| Equations (356) can reduce 399 to:
% 69.28/34.11  																																																		| (401)  ~ (e4 = e0)
% 69.28/34.11  																																																		|
% 69.28/34.11  																																																		| Simplifying 401 yields:
% 69.28/34.11  																																																		| (49)  ~ (e4 = e0)
% 69.28/34.11  																																																		|
% 69.28/34.11  																																																		+-Applying beta-rule and splitting (9578), into two cases.
% 69.28/34.11  																																																		|-Branch one:
% 69.28/34.11  																																																		| (9581) (all_0_1_1 = e4 &  ~ (all_0_0_0 = e3) &  ~ (all_0_38_38 = e2)) | (all_0_3_3 = e4 &  ~ (all_0_2_2 = e2) &  ~ (all_0_39_39 = all_0_45_45)) | (all_0_5_5 = e4 &  ~ (all_0_4_4 = e0) &  ~ (all_0_40_40 = all_0_54_54)) | (all_0_8_8 = e3 &  ~ (all_0_7_7 = e2) &  ~ (all_0_42_42 = all_0_46_46)) | (all_0_10_10 = e3 &  ~ (all_0_9_9 = e1) &  ~ (all_0_43_43 = all_0_50_50)) | (all_0_12_12 = e3 &  ~ (all_0_11_11 = e0) &  ~ (all_0_44_44 = all_0_55_55)) | (all_0_14_14 = e2 &  ~ (all_0_13_13 = e4) &  ~ (all_0_39_39 = all_0_45_45)) | (all_0_16_16 = e2 &  ~ (all_0_15_15 = e3) &  ~ (all_0_42_42 = all_0_46_46)) | (all_0_19_19 = e2 &  ~ (all_0_18_18 = e1) &  ~ (all_0_48_48 = all_0_51_51)) | (all_0_21_21 = e2 &  ~ (all_0_20_20 = e0) &  ~ (all_0_49_49 = all_0_56_56)) | (all_0_23_23 = e1 &  ~ (all_0_22_22 = e3) &  ~ (all_0_43_43 = all_0_50_50)) | (all_0_25_25 = e1 &  ~ (all_0_24_24 = e2) &  ~ (all_0_48_48 = all_0_51_51)) | (all_0_28_28 = e1 &  ~ (all_0_27_27 = e0) &  ~ (all_0_53_53 = all_0_57_57)) | (all_0_30_30 = e0 &  ~ (all_0_29_29 = e4) &  ~ (all_0_40_40 = all_0_54_54)) | (all_0_32_32 = e0 &  ~ (all_0_31_31 = e3) &  ~ (all_0_44_44 = all_0_55_55)) | (all_0_34_34 = e0 &  ~ (all_0_33_33 = e2) &  ~ (all_0_49_49 = all_0_56_56)) | (all_0_36_36 = e0 &  ~ (all_0_35_35 = e1) &  ~ (all_0_53_53 = all_0_57_57))
% 69.28/34.11  																																																		|
% 69.28/34.11  																																																			+-Applying beta-rule and splitting (9581), into two cases.
% 69.28/34.11  																																																			|-Branch one:
% 69.28/34.11  																																																			| (9582) (all_0_1_1 = e4 &  ~ (all_0_0_0 = e3) &  ~ (all_0_38_38 = e2)) | (all_0_3_3 = e4 &  ~ (all_0_2_2 = e2) &  ~ (all_0_39_39 = all_0_45_45)) | (all_0_5_5 = e4 &  ~ (all_0_4_4 = e0) &  ~ (all_0_40_40 = all_0_54_54)) | (all_0_8_8 = e3 &  ~ (all_0_7_7 = e2) &  ~ (all_0_42_42 = all_0_46_46)) | (all_0_10_10 = e3 &  ~ (all_0_9_9 = e1) &  ~ (all_0_43_43 = all_0_50_50)) | (all_0_12_12 = e3 &  ~ (all_0_11_11 = e0) &  ~ (all_0_44_44 = all_0_55_55)) | (all_0_14_14 = e2 &  ~ (all_0_13_13 = e4) &  ~ (all_0_39_39 = all_0_45_45)) | (all_0_16_16 = e2 &  ~ (all_0_15_15 = e3) &  ~ (all_0_42_42 = all_0_46_46)) | (all_0_19_19 = e2 &  ~ (all_0_18_18 = e1) &  ~ (all_0_48_48 = all_0_51_51)) | (all_0_21_21 = e2 &  ~ (all_0_20_20 = e0) &  ~ (all_0_49_49 = all_0_56_56)) | (all_0_23_23 = e1 &  ~ (all_0_22_22 = e3) &  ~ (all_0_43_43 = all_0_50_50)) | (all_0_25_25 = e1 &  ~ (all_0_24_24 = e2) &  ~ (all_0_48_48 = all_0_51_51)) | (all_0_28_28 = e1 &  ~ (all_0_27_27 = e0) &  ~ (all_0_53_53 = all_0_57_57)) | (all_0_30_30 = e0 &  ~ (all_0_29_29 = e4) &  ~ (all_0_40_40 = all_0_54_54)) | (all_0_32_32 = e0 &  ~ (all_0_31_31 = e3) &  ~ (all_0_44_44 = all_0_55_55)) | (all_0_34_34 = e0 &  ~ (all_0_33_33 = e2) &  ~ (all_0_49_49 = all_0_56_56))
% 69.28/34.11  																																																			|
% 69.28/34.12  																																																				+-Applying beta-rule and splitting (9582), into two cases.
% 69.28/34.12  																																																				|-Branch one:
% 69.28/34.12  																																																				| (9583) (all_0_1_1 = e4 &  ~ (all_0_0_0 = e3) &  ~ (all_0_38_38 = e2)) | (all_0_3_3 = e4 &  ~ (all_0_2_2 = e2) &  ~ (all_0_39_39 = all_0_45_45)) | (all_0_5_5 = e4 &  ~ (all_0_4_4 = e0) &  ~ (all_0_40_40 = all_0_54_54)) | (all_0_8_8 = e3 &  ~ (all_0_7_7 = e2) &  ~ (all_0_42_42 = all_0_46_46)) | (all_0_10_10 = e3 &  ~ (all_0_9_9 = e1) &  ~ (all_0_43_43 = all_0_50_50)) | (all_0_12_12 = e3 &  ~ (all_0_11_11 = e0) &  ~ (all_0_44_44 = all_0_55_55)) | (all_0_14_14 = e2 &  ~ (all_0_13_13 = e4) &  ~ (all_0_39_39 = all_0_45_45)) | (all_0_16_16 = e2 &  ~ (all_0_15_15 = e3) &  ~ (all_0_42_42 = all_0_46_46)) | (all_0_19_19 = e2 &  ~ (all_0_18_18 = e1) &  ~ (all_0_48_48 = all_0_51_51)) | (all_0_21_21 = e2 &  ~ (all_0_20_20 = e0) &  ~ (all_0_49_49 = all_0_56_56)) | (all_0_23_23 = e1 &  ~ (all_0_22_22 = e3) &  ~ (all_0_43_43 = all_0_50_50)) | (all_0_25_25 = e1 &  ~ (all_0_24_24 = e2) &  ~ (all_0_48_48 = all_0_51_51)) | (all_0_28_28 = e1 &  ~ (all_0_27_27 = e0) &  ~ (all_0_53_53 = all_0_57_57)) | (all_0_30_30 = e0 &  ~ (all_0_29_29 = e4) &  ~ (all_0_40_40 = all_0_54_54)) | (all_0_32_32 = e0 &  ~ (all_0_31_31 = e3) &  ~ (all_0_44_44 = all_0_55_55))
% 69.28/34.12  																																																				|
% 69.28/34.12  																																																					+-Applying beta-rule and splitting (9583), into two cases.
% 69.28/34.12  																																																					|-Branch one:
% 69.28/34.12  																																																					| (9584) (all_0_1_1 = e4 &  ~ (all_0_0_0 = e3) &  ~ (all_0_38_38 = e2)) | (all_0_3_3 = e4 &  ~ (all_0_2_2 = e2) &  ~ (all_0_39_39 = all_0_45_45)) | (all_0_5_5 = e4 &  ~ (all_0_4_4 = e0) &  ~ (all_0_40_40 = all_0_54_54)) | (all_0_8_8 = e3 &  ~ (all_0_7_7 = e2) &  ~ (all_0_42_42 = all_0_46_46)) | (all_0_10_10 = e3 &  ~ (all_0_9_9 = e1) &  ~ (all_0_43_43 = all_0_50_50)) | (all_0_12_12 = e3 &  ~ (all_0_11_11 = e0) &  ~ (all_0_44_44 = all_0_55_55)) | (all_0_14_14 = e2 &  ~ (all_0_13_13 = e4) &  ~ (all_0_39_39 = all_0_45_45)) | (all_0_16_16 = e2 &  ~ (all_0_15_15 = e3) &  ~ (all_0_42_42 = all_0_46_46)) | (all_0_19_19 = e2 &  ~ (all_0_18_18 = e1) &  ~ (all_0_48_48 = all_0_51_51)) | (all_0_21_21 = e2 &  ~ (all_0_20_20 = e0) &  ~ (all_0_49_49 = all_0_56_56)) | (all_0_23_23 = e1 &  ~ (all_0_22_22 = e3) &  ~ (all_0_43_43 = all_0_50_50)) | (all_0_25_25 = e1 &  ~ (all_0_24_24 = e2) &  ~ (all_0_48_48 = all_0_51_51)) | (all_0_28_28 = e1 &  ~ (all_0_27_27 = e0) &  ~ (all_0_53_53 = all_0_57_57)) | (all_0_30_30 = e0 &  ~ (all_0_29_29 = e4) &  ~ (all_0_40_40 = all_0_54_54))
% 69.28/34.12  																																																					|
% 69.28/34.12  																																																						+-Applying beta-rule and splitting (9584), into two cases.
% 69.28/34.12  																																																						|-Branch one:
% 69.28/34.12  																																																						| (9585) (all_0_1_1 = e4 &  ~ (all_0_0_0 = e3) &  ~ (all_0_38_38 = e2)) | (all_0_3_3 = e4 &  ~ (all_0_2_2 = e2) &  ~ (all_0_39_39 = all_0_45_45)) | (all_0_5_5 = e4 &  ~ (all_0_4_4 = e0) &  ~ (all_0_40_40 = all_0_54_54)) | (all_0_8_8 = e3 &  ~ (all_0_7_7 = e2) &  ~ (all_0_42_42 = all_0_46_46)) | (all_0_10_10 = e3 &  ~ (all_0_9_9 = e1) &  ~ (all_0_43_43 = all_0_50_50)) | (all_0_12_12 = e3 &  ~ (all_0_11_11 = e0) &  ~ (all_0_44_44 = all_0_55_55)) | (all_0_14_14 = e2 &  ~ (all_0_13_13 = e4) &  ~ (all_0_39_39 = all_0_45_45)) | (all_0_16_16 = e2 &  ~ (all_0_15_15 = e3) &  ~ (all_0_42_42 = all_0_46_46)) | (all_0_19_19 = e2 &  ~ (all_0_18_18 = e1) &  ~ (all_0_48_48 = all_0_51_51)) | (all_0_21_21 = e2 &  ~ (all_0_20_20 = e0) &  ~ (all_0_49_49 = all_0_56_56)) | (all_0_23_23 = e1 &  ~ (all_0_22_22 = e3) &  ~ (all_0_43_43 = all_0_50_50)) | (all_0_25_25 = e1 &  ~ (all_0_24_24 = e2) &  ~ (all_0_48_48 = all_0_51_51)) | (all_0_28_28 = e1 &  ~ (all_0_27_27 = e0) &  ~ (all_0_53_53 = all_0_57_57))
% 69.28/34.12  																																																						|
% 69.28/34.12  																																																							+-Applying beta-rule and splitting (9585), into two cases.
% 69.28/34.12  																																																							|-Branch one:
% 69.28/34.12  																																																							| (9586) (all_0_1_1 = e4 &  ~ (all_0_0_0 = e3) &  ~ (all_0_38_38 = e2)) | (all_0_3_3 = e4 &  ~ (all_0_2_2 = e2) &  ~ (all_0_39_39 = all_0_45_45)) | (all_0_5_5 = e4 &  ~ (all_0_4_4 = e0) &  ~ (all_0_40_40 = all_0_54_54)) | (all_0_8_8 = e3 &  ~ (all_0_7_7 = e2) &  ~ (all_0_42_42 = all_0_46_46)) | (all_0_10_10 = e3 &  ~ (all_0_9_9 = e1) &  ~ (all_0_43_43 = all_0_50_50)) | (all_0_12_12 = e3 &  ~ (all_0_11_11 = e0) &  ~ (all_0_44_44 = all_0_55_55)) | (all_0_14_14 = e2 &  ~ (all_0_13_13 = e4) &  ~ (all_0_39_39 = all_0_45_45)) | (all_0_16_16 = e2 &  ~ (all_0_15_15 = e3) &  ~ (all_0_42_42 = all_0_46_46)) | (all_0_19_19 = e2 &  ~ (all_0_18_18 = e1) &  ~ (all_0_48_48 = all_0_51_51)) | (all_0_21_21 = e2 &  ~ (all_0_20_20 = e0) &  ~ (all_0_49_49 = all_0_56_56)) | (all_0_23_23 = e1 &  ~ (all_0_22_22 = e3) &  ~ (all_0_43_43 = all_0_50_50)) | (all_0_25_25 = e1 &  ~ (all_0_24_24 = e2) &  ~ (all_0_48_48 = all_0_51_51))
% 69.28/34.12  																																																							|
% 69.28/34.12  																																																								+-Applying beta-rule and splitting (9586), into two cases.
% 69.28/34.12  																																																								|-Branch one:
% 69.28/34.12  																																																								| (9587) (all_0_1_1 = e4 &  ~ (all_0_0_0 = e3) &  ~ (all_0_38_38 = e2)) | (all_0_3_3 = e4 &  ~ (all_0_2_2 = e2) &  ~ (all_0_39_39 = all_0_45_45)) | (all_0_5_5 = e4 &  ~ (all_0_4_4 = e0) &  ~ (all_0_40_40 = all_0_54_54)) | (all_0_8_8 = e3 &  ~ (all_0_7_7 = e2) &  ~ (all_0_42_42 = all_0_46_46)) | (all_0_10_10 = e3 &  ~ (all_0_9_9 = e1) &  ~ (all_0_43_43 = all_0_50_50)) | (all_0_12_12 = e3 &  ~ (all_0_11_11 = e0) &  ~ (all_0_44_44 = all_0_55_55)) | (all_0_14_14 = e2 &  ~ (all_0_13_13 = e4) &  ~ (all_0_39_39 = all_0_45_45)) | (all_0_16_16 = e2 &  ~ (all_0_15_15 = e3) &  ~ (all_0_42_42 = all_0_46_46)) | (all_0_19_19 = e2 &  ~ (all_0_18_18 = e1) &  ~ (all_0_48_48 = all_0_51_51)) | (all_0_21_21 = e2 &  ~ (all_0_20_20 = e0) &  ~ (all_0_49_49 = all_0_56_56)) | (all_0_23_23 = e1 &  ~ (all_0_22_22 = e3) &  ~ (all_0_43_43 = all_0_50_50))
% 69.28/34.12  																																																								|
% 69.28/34.12  																																																									+-Applying beta-rule and splitting (9587), into two cases.
% 69.28/34.12  																																																									|-Branch one:
% 69.28/34.12  																																																									| (9588) (all_0_1_1 = e4 &  ~ (all_0_0_0 = e3) &  ~ (all_0_38_38 = e2)) | (all_0_3_3 = e4 &  ~ (all_0_2_2 = e2) &  ~ (all_0_39_39 = all_0_45_45)) | (all_0_5_5 = e4 &  ~ (all_0_4_4 = e0) &  ~ (all_0_40_40 = all_0_54_54)) | (all_0_8_8 = e3 &  ~ (all_0_7_7 = e2) &  ~ (all_0_42_42 = all_0_46_46)) | (all_0_10_10 = e3 &  ~ (all_0_9_9 = e1) &  ~ (all_0_43_43 = all_0_50_50)) | (all_0_12_12 = e3 &  ~ (all_0_11_11 = e0) &  ~ (all_0_44_44 = all_0_55_55)) | (all_0_14_14 = e2 &  ~ (all_0_13_13 = e4) &  ~ (all_0_39_39 = all_0_45_45)) | (all_0_16_16 = e2 &  ~ (all_0_15_15 = e3) &  ~ (all_0_42_42 = all_0_46_46)) | (all_0_19_19 = e2 &  ~ (all_0_18_18 = e1) &  ~ (all_0_48_48 = all_0_51_51)) | (all_0_21_21 = e2 &  ~ (all_0_20_20 = e0) &  ~ (all_0_49_49 = all_0_56_56))
% 69.28/34.12  																																																									|
% 69.28/34.12  																																																										+-Applying beta-rule and splitting (9588), into two cases.
% 69.28/34.12  																																																										|-Branch one:
% 69.28/34.12  																																																										| (9589) (all_0_1_1 = e4 &  ~ (all_0_0_0 = e3) &  ~ (all_0_38_38 = e2)) | (all_0_3_3 = e4 &  ~ (all_0_2_2 = e2) &  ~ (all_0_39_39 = all_0_45_45)) | (all_0_5_5 = e4 &  ~ (all_0_4_4 = e0) &  ~ (all_0_40_40 = all_0_54_54)) | (all_0_8_8 = e3 &  ~ (all_0_7_7 = e2) &  ~ (all_0_42_42 = all_0_46_46)) | (all_0_10_10 = e3 &  ~ (all_0_9_9 = e1) &  ~ (all_0_43_43 = all_0_50_50)) | (all_0_12_12 = e3 &  ~ (all_0_11_11 = e0) &  ~ (all_0_44_44 = all_0_55_55)) | (all_0_14_14 = e2 &  ~ (all_0_13_13 = e4) &  ~ (all_0_39_39 = all_0_45_45)) | (all_0_16_16 = e2 &  ~ (all_0_15_15 = e3) &  ~ (all_0_42_42 = all_0_46_46)) | (all_0_19_19 = e2 &  ~ (all_0_18_18 = e1) &  ~ (all_0_48_48 = all_0_51_51))
% 69.28/34.12  																																																										|
% 69.28/34.12  																																																											+-Applying beta-rule and splitting (9589), into two cases.
% 69.28/34.12  																																																											|-Branch one:
% 69.28/34.12  																																																											| (9590) (all_0_1_1 = e4 &  ~ (all_0_0_0 = e3) &  ~ (all_0_38_38 = e2)) | (all_0_3_3 = e4 &  ~ (all_0_2_2 = e2) &  ~ (all_0_39_39 = all_0_45_45)) | (all_0_5_5 = e4 &  ~ (all_0_4_4 = e0) &  ~ (all_0_40_40 = all_0_54_54)) | (all_0_8_8 = e3 &  ~ (all_0_7_7 = e2) &  ~ (all_0_42_42 = all_0_46_46)) | (all_0_10_10 = e3 &  ~ (all_0_9_9 = e1) &  ~ (all_0_43_43 = all_0_50_50)) | (all_0_12_12 = e3 &  ~ (all_0_11_11 = e0) &  ~ (all_0_44_44 = all_0_55_55)) | (all_0_14_14 = e2 &  ~ (all_0_13_13 = e4) &  ~ (all_0_39_39 = all_0_45_45)) | (all_0_16_16 = e2 &  ~ (all_0_15_15 = e3) &  ~ (all_0_42_42 = all_0_46_46))
% 69.28/34.12  																																																											|
% 69.28/34.12  																																																												+-Applying beta-rule and splitting (9590), into two cases.
% 69.28/34.12  																																																												|-Branch one:
% 69.28/34.12  																																																												| (9591) (all_0_1_1 = e4 &  ~ (all_0_0_0 = e3) &  ~ (all_0_38_38 = e2)) | (all_0_3_3 = e4 &  ~ (all_0_2_2 = e2) &  ~ (all_0_39_39 = all_0_45_45)) | (all_0_5_5 = e4 &  ~ (all_0_4_4 = e0) &  ~ (all_0_40_40 = all_0_54_54)) | (all_0_8_8 = e3 &  ~ (all_0_7_7 = e2) &  ~ (all_0_42_42 = all_0_46_46)) | (all_0_10_10 = e3 &  ~ (all_0_9_9 = e1) &  ~ (all_0_43_43 = all_0_50_50)) | (all_0_12_12 = e3 &  ~ (all_0_11_11 = e0) &  ~ (all_0_44_44 = all_0_55_55)) | (all_0_14_14 = e2 &  ~ (all_0_13_13 = e4) &  ~ (all_0_39_39 = all_0_45_45))
% 69.28/34.12  																																																												|
% 69.28/34.12  																																																													+-Applying beta-rule and splitting (9591), into two cases.
% 69.28/34.12  																																																													|-Branch one:
% 69.28/34.12  																																																													| (9592) (all_0_1_1 = e4 &  ~ (all_0_0_0 = e3) &  ~ (all_0_38_38 = e2)) | (all_0_3_3 = e4 &  ~ (all_0_2_2 = e2) &  ~ (all_0_39_39 = all_0_45_45)) | (all_0_5_5 = e4 &  ~ (all_0_4_4 = e0) &  ~ (all_0_40_40 = all_0_54_54)) | (all_0_8_8 = e3 &  ~ (all_0_7_7 = e2) &  ~ (all_0_42_42 = all_0_46_46)) | (all_0_10_10 = e3 &  ~ (all_0_9_9 = e1) &  ~ (all_0_43_43 = all_0_50_50)) | (all_0_12_12 = e3 &  ~ (all_0_11_11 = e0) &  ~ (all_0_44_44 = all_0_55_55))
% 69.28/34.12  																																																													|
% 69.28/34.12  																																																														+-Applying beta-rule and splitting (9592), into two cases.
% 69.28/34.12  																																																														|-Branch one:
% 69.28/34.12  																																																														| (9593) (all_0_1_1 = e4 &  ~ (all_0_0_0 = e3) &  ~ (all_0_38_38 = e2)) | (all_0_3_3 = e4 &  ~ (all_0_2_2 = e2) &  ~ (all_0_39_39 = all_0_45_45)) | (all_0_5_5 = e4 &  ~ (all_0_4_4 = e0) &  ~ (all_0_40_40 = all_0_54_54)) | (all_0_8_8 = e3 &  ~ (all_0_7_7 = e2) &  ~ (all_0_42_42 = all_0_46_46)) | (all_0_10_10 = e3 &  ~ (all_0_9_9 = e1) &  ~ (all_0_43_43 = all_0_50_50))
% 69.28/34.12  																																																														|
% 69.28/34.12  																																																															+-Applying beta-rule and splitting (9593), into two cases.
% 69.28/34.12  																																																															|-Branch one:
% 69.28/34.12  																																																															| (9594) (all_0_1_1 = e4 &  ~ (all_0_0_0 = e3) &  ~ (all_0_38_38 = e2)) | (all_0_3_3 = e4 &  ~ (all_0_2_2 = e2) &  ~ (all_0_39_39 = all_0_45_45)) | (all_0_5_5 = e4 &  ~ (all_0_4_4 = e0) &  ~ (all_0_40_40 = all_0_54_54)) | (all_0_8_8 = e3 &  ~ (all_0_7_7 = e2) &  ~ (all_0_42_42 = all_0_46_46))
% 69.28/34.12  																																																															|
% 69.28/34.12  																																																																+-Applying beta-rule and splitting (9594), into two cases.
% 69.28/34.12  																																																																|-Branch one:
% 69.28/34.12  																																																																| (9595) (all_0_1_1 = e4 &  ~ (all_0_0_0 = e3) &  ~ (all_0_38_38 = e2)) | (all_0_3_3 = e4 &  ~ (all_0_2_2 = e2) &  ~ (all_0_39_39 = all_0_45_45)) | (all_0_5_5 = e4 &  ~ (all_0_4_4 = e0) &  ~ (all_0_40_40 = all_0_54_54))
% 69.28/34.12  																																																																|
% 69.28/34.12  																																																																	+-Applying beta-rule and splitting (9595), into two cases.
% 69.28/34.12  																																																																	|-Branch one:
% 69.28/34.12  																																																																	| (9596) (all_0_1_1 = e4 &  ~ (all_0_0_0 = e3) &  ~ (all_0_38_38 = e2)) | (all_0_3_3 = e4 &  ~ (all_0_2_2 = e2) &  ~ (all_0_39_39 = all_0_45_45))
% 69.28/34.12  																																																																	|
% 69.28/34.12  																																																																		+-Applying beta-rule and splitting (9596), into two cases.
% 69.28/34.12  																																																																		|-Branch one:
% 69.28/34.12  																																																																		| (9597) all_0_1_1 = e4 &  ~ (all_0_0_0 = e3) &  ~ (all_0_38_38 = e2)
% 69.28/34.12  																																																																		|
% 69.28/34.12  																																																																			| Applying alpha-rule on (9597) yields:
% 69.28/34.12  																																																																			| (9598) all_0_1_1 = e4
% 69.28/34.12  																																																																			| (9599)  ~ (all_0_0_0 = e3)
% 69.28/34.12  																																																																			| (9600)  ~ (all_0_38_38 = e2)
% 69.28/34.12  																																																																			|
% 69.28/34.13  																																																																			| Combining equations (9598,58897) yields a new equation:
% 69.28/34.13  																																																																			| (636) e4 = e1
% 69.28/34.13  																																																																			|
% 69.28/34.13  																																																																			| Simplifying 636 yields:
% 69.28/34.13  																																																																			| (630) e4 = e1
% 69.28/34.13  																																																																			|
% 69.28/34.13  																																																																			| Equations (630) can reduce 110 to:
% 69.28/34.13  																																																																			| (266) $false
% 69.28/34.13  																																																																			|
% 69.28/34.13  																																																																			|-The branch is then unsatisfiable
% 69.28/34.13  																																																																		|-Branch two:
% 69.28/34.13  																																																																		| (9604) all_0_3_3 = e4 &  ~ (all_0_2_2 = e2) &  ~ (all_0_39_39 = all_0_45_45)
% 69.28/34.13  																																																																		|
% 69.28/34.13  																																																																			| Applying alpha-rule on (9604) yields:
% 69.28/34.13  																																																																			| (2165) all_0_3_3 = e4
% 69.28/34.13  																																																																			| (9606)  ~ (all_0_2_2 = e2)
% 69.28/34.13  																																																																			| (9607)  ~ (all_0_39_39 = all_0_45_45)
% 69.28/34.13  																																																																			|
% 69.28/34.13  																																																																			| Combining equations (2165,124477) yields a new equation:
% 69.28/34.13  																																																																			| (481) e4 = e0
% 69.28/34.13  																																																																			|
% 69.28/34.13  																																																																			| Simplifying 481 yields:
% 69.28/34.13  																																																																			| (397) e4 = e0
% 69.28/34.13  																																																																			|
% 69.28/34.13  																																																																			| Equations (397) can reduce 49 to:
% 69.28/34.13  																																																																			| (266) $false
% 69.28/34.13  																																																																			|
% 69.28/34.13  																																																																			|-The branch is then unsatisfiable
% 69.28/34.13  																																																																	|-Branch two:
% 69.28/34.13  																																																																	| (9609) all_0_5_5 = e4 &  ~ (all_0_4_4 = e0) &  ~ (all_0_40_40 = all_0_54_54)
% 69.28/34.13  																																																																	|
% 69.28/34.13  																																																																		| Applying alpha-rule on (9609) yields:
% 69.28/34.13  																																																																		| (9610) all_0_5_5 = e4
% 69.28/34.13  																																																																		| (9611)  ~ (all_0_4_4 = e0)
% 69.28/34.13  																																																																		| (9612)  ~ (all_0_40_40 = all_0_54_54)
% 69.28/34.13  																																																																		|
% 69.28/34.13  																																																																		| Equations (1378,265) can reduce 9612 to:
% 69.28/34.13  																																																																		| (266) $false
% 69.28/34.13  																																																																		|
% 69.28/34.13  																																																																		|-The branch is then unsatisfiable
% 69.28/34.13  																																																																|-Branch two:
% 69.28/34.13  																																																																| (9616) all_0_8_8 = e3 &  ~ (all_0_7_7 = e2) &  ~ (all_0_42_42 = all_0_46_46)
% 69.28/34.13  																																																																|
% 69.28/34.13  																																																																	| Applying alpha-rule on (9616) yields:
% 69.28/34.13  																																																																	| (4675) all_0_8_8 = e3
% 69.28/34.13  																																																																	| (9618)  ~ (all_0_7_7 = e2)
% 69.28/34.13  																																																																	| (9619)  ~ (all_0_42_42 = all_0_46_46)
% 69.28/34.13  																																																																	|
% 69.28/34.13  																																																																	| Combining equations (4675,15601) yields a new equation:
% 69.28/34.13  																																																																	| (661) e3 = e2
% 69.28/34.13  																																																																	|
% 69.28/34.13  																																																																	| Simplifying 661 yields:
% 69.28/34.13  																																																																	| (662) e3 = e2
% 69.28/34.13  																																																																	|
% 69.28/34.13  																																																																	| Equations (662) can reduce 212 to:
% 69.28/34.13  																																																																	| (266) $false
% 69.28/34.13  																																																																	|
% 69.28/34.13  																																																																	|-The branch is then unsatisfiable
% 69.28/34.13  																																																															|-Branch two:
% 69.28/34.13  																																																															| (9621) all_0_10_10 = e3 &  ~ (all_0_9_9 = e1) &  ~ (all_0_43_43 = all_0_50_50)
% 69.28/34.13  																																																															|
% 69.28/34.14  																																																																| Applying alpha-rule on (9621) yields:
% 69.28/34.14  																																																																| (9622) all_0_10_10 = e3
% 69.28/34.14  																																																																| (9623)  ~ (all_0_9_9 = e1)
% 69.28/34.14  																																																																| (9624)  ~ (all_0_43_43 = all_0_50_50)
% 69.28/34.14  																																																																|
% 69.28/34.14  																																																																| Combining equations (9622,15017) yields a new equation:
% 69.28/34.14  																																																																| (661) e3 = e2
% 69.28/34.14  																																																																|
% 69.28/34.14  																																																																| Simplifying 661 yields:
% 69.28/34.14  																																																																| (662) e3 = e2
% 69.28/34.14  																																																																|
% 69.28/34.14  																																																																| Equations (662) can reduce 212 to:
% 69.28/34.14  																																																																| (266) $false
% 69.28/34.14  																																																																|
% 69.28/34.14  																																																																|-The branch is then unsatisfiable
% 69.28/34.14  																																																														|-Branch two:
% 69.28/34.14  																																																														| (9627) all_0_12_12 = e3 &  ~ (all_0_11_11 = e0) &  ~ (all_0_44_44 = all_0_55_55)
% 69.28/34.14  																																																														|
% 69.28/34.14  																																																															| Applying alpha-rule on (9627) yields:
% 69.28/34.14  																																																															| (2156) all_0_12_12 = e3
% 69.28/34.14  																																																															| (9629)  ~ (all_0_11_11 = e0)
% 69.28/34.14  																																																															| (9630)  ~ (all_0_44_44 = all_0_55_55)
% 69.28/34.14  																																																															|
% 69.28/34.14  																																																															| Equations (635,629) can reduce 9630 to:
% 69.28/34.14  																																																															| (266) $false
% 69.28/34.14  																																																															|
% 69.28/34.14  																																																															|-The branch is then unsatisfiable
% 69.28/34.14  																																																													|-Branch two:
% 69.28/34.14  																																																													| (9632) all_0_14_14 = e2 &  ~ (all_0_13_13 = e4) &  ~ (all_0_39_39 = all_0_45_45)
% 69.28/34.14  																																																													|
% 69.28/34.14  																																																														| Applying alpha-rule on (9632) yields:
% 69.28/34.14  																																																														| (9633) all_0_14_14 = e2
% 69.28/34.14  																																																														| (9634)  ~ (all_0_13_13 = e4)
% 69.28/34.14  																																																														| (9607)  ~ (all_0_39_39 = all_0_45_45)
% 69.28/34.14  																																																														|
% 69.36/34.14  																																																														| Equations (85024) can reduce 9634 to:
% 69.36/34.14  																																																														| (266) $false
% 69.36/34.14  																																																														|
% 69.36/34.14  																																																														|-The branch is then unsatisfiable
% 69.36/34.14  																																																												|-Branch two:
% 69.36/34.14  																																																												| (9638) all_0_16_16 = e2 &  ~ (all_0_15_15 = e3) &  ~ (all_0_42_42 = all_0_46_46)
% 69.36/34.14  																																																												|
% 69.36/34.14  																																																													| Applying alpha-rule on (9638) yields:
% 69.36/34.14  																																																													| (9639) all_0_16_16 = e2
% 69.36/34.14  																																																													| (9640)  ~ (all_0_15_15 = e3)
% 69.36/34.14  																																																													| (9619)  ~ (all_0_42_42 = all_0_46_46)
% 69.36/34.14  																																																													|
% 69.36/34.15  																																																													| Combining equations (9639,118687) yields a new equation:
% 69.36/34.15  																																																													| (391) e2 = e0
% 69.36/34.15  																																																													|
% 69.36/34.15  																																																													| Simplifying 391 yields:
% 69.36/34.15  																																																													| (330) e2 = e0
% 69.36/34.15  																																																													|
% 69.36/34.15  																																																													| Equations (330) can reduce 128 to:
% 69.36/34.15  																																																													| (266) $false
% 69.36/34.15  																																																													|
% 69.36/34.15  																																																													|-The branch is then unsatisfiable
% 69.36/34.15  																																																											|-Branch two:
% 69.36/34.15  																																																											| (9644) all_0_19_19 = e2 &  ~ (all_0_18_18 = e1) &  ~ (all_0_48_48 = all_0_51_51)
% 69.36/34.15  																																																											|
% 69.36/34.15  																																																												| Applying alpha-rule on (9644) yields:
% 69.36/34.15  																																																												| (349) all_0_19_19 = e2
% 69.36/34.15  																																																												| (9646)  ~ (all_0_18_18 = e1)
% 69.36/34.15  																																																												| (9647)  ~ (all_0_48_48 = all_0_51_51)
% 69.36/34.15  																																																												|
% 69.36/34.15  																																																												| Combining equations (349,15019) yields a new equation:
% 69.36/34.15  																																																												| (323) e4 = e2
% 69.36/34.15  																																																												|
% 69.36/34.15  																																																												| Equations (323) can reduce 48 to:
% 69.36/34.15  																																																												| (266) $false
% 69.36/34.15  																																																												|
% 69.36/34.15  																																																												|-The branch is then unsatisfiable
% 69.36/34.15  																																																										|-Branch two:
% 69.36/34.15  																																																										| (9649) all_0_21_21 = e2 &  ~ (all_0_20_20 = e0) &  ~ (all_0_49_49 = all_0_56_56)
% 69.36/34.15  																																																										|
% 69.36/34.15  																																																											| Applying alpha-rule on (9649) yields:
% 69.36/34.15  																																																											| (4269) all_0_21_21 = e2
% 69.36/34.15  																																																											| (9651)  ~ (all_0_20_20 = e0)
% 69.36/34.15  																																																											| (9652)  ~ (all_0_49_49 = all_0_56_56)
% 69.36/34.15  																																																											|
% 69.36/34.15  																																																											| Equations (58143) can reduce 9651 to:
% 69.36/34.15  																																																											| (266) $false
% 69.36/34.15  																																																											|
% 69.36/34.15  																																																											|-The branch is then unsatisfiable
% 69.36/34.15  																																																									|-Branch two:
% 69.36/34.15  																																																									| (9656) all_0_23_23 = e1 &  ~ (all_0_22_22 = e3) &  ~ (all_0_43_43 = all_0_50_50)
% 69.36/34.15  																																																									|
% 69.36/34.15  																																																										| Applying alpha-rule on (9656) yields:
% 69.36/34.15  																																																										| (9657) all_0_23_23 = e1
% 69.36/34.15  																																																										| (9658)  ~ (all_0_22_22 = e3)
% 69.36/34.16  																																																										| (9624)  ~ (all_0_43_43 = all_0_50_50)
% 69.36/34.16  																																																										|
% 69.36/34.16  																																																										| Combining equations (9657,17647) yields a new equation:
% 69.36/34.16  																																																										| (630) e4 = e1
% 69.36/34.16  																																																										|
% 69.36/34.16  																																																										| Equations (630) can reduce 110 to:
% 69.36/34.16  																																																										| (266) $false
% 69.36/34.16  																																																										|
% 69.36/34.16  																																																										|-The branch is then unsatisfiable
% 69.36/34.16  																																																								|-Branch two:
% 69.36/34.16  																																																								| (9661) all_0_25_25 = e1 &  ~ (all_0_24_24 = e2) &  ~ (all_0_48_48 = all_0_51_51)
% 69.36/34.16  																																																								|
% 69.36/34.16  																																																									| Applying alpha-rule on (9661) yields:
% 69.36/34.16  																																																									| (4271) all_0_25_25 = e1
% 69.36/34.16  																																																									| (9663)  ~ (all_0_24_24 = e2)
% 69.36/34.16  																																																									| (9647)  ~ (all_0_48_48 = all_0_51_51)
% 69.36/34.16  																																																									|
% 69.36/34.16  																																																									| Equations (615,1109) can reduce 9647 to:
% 69.36/34.16  																																																									| (266) $false
% 69.36/34.16  																																																									|
% 69.36/34.16  																																																									|-The branch is then unsatisfiable
% 69.36/34.16  																																																							|-Branch two:
% 69.36/34.16  																																																							| (9668) all_0_28_28 = e1 &  ~ (all_0_27_27 = e0) &  ~ (all_0_53_53 = all_0_57_57)
% 69.36/34.16  																																																							|
% 69.36/34.16  																																																								| Applying alpha-rule on (9668) yields:
% 69.36/34.16  																																																								| (9669) all_0_28_28 = e1
% 69.36/34.16  																																																								| (9670)  ~ (all_0_27_27 = e0)
% 69.36/34.16  																																																								| (9671)  ~ (all_0_53_53 = all_0_57_57)
% 69.36/34.16  																																																								|
% 69.36/34.16  																																																								| Equations (58884) can reduce 9670 to:
% 69.36/34.16  																																																								| (266) $false
% 69.36/34.16  																																																								|
% 69.36/34.16  																																																								|-The branch is then unsatisfiable
% 69.36/34.16  																																																						|-Branch two:
% 69.36/34.16  																																																						| (9674) all_0_30_30 = e0 &  ~ (all_0_29_29 = e4) &  ~ (all_0_40_40 = all_0_54_54)
% 69.36/34.16  																																																						|
% 69.36/34.16  																																																							| Applying alpha-rule on (9674) yields:
% 69.36/34.16  																																																							| (9675) all_0_30_30 = e0
% 69.36/34.16  																																																							| (9676)  ~ (all_0_29_29 = e4)
% 69.36/34.16  																																																							| (9612)  ~ (all_0_40_40 = all_0_54_54)
% 69.36/34.16  																																																							|
% 69.36/34.16  																																																							| Combining equations (60456,9675) yields a new equation:
% 69.36/34.16  																																																							| (546) e1 = e0
% 69.36/34.16  																																																							|
% 69.36/34.16  																																																							| Simplifying 546 yields:
% 69.36/34.16  																																																							| (431) e1 = e0
% 69.36/34.16  																																																							|
% 69.36/34.16  																																																							| Equations (431) can reduce 233 to:
% 69.36/34.16  																																																							| (266) $false
% 69.36/34.16  																																																							|
% 69.36/34.16  																																																							|-The branch is then unsatisfiable
% 69.36/34.16  																																																					|-Branch two:
% 69.36/34.16  																																																					| (9680) all_0_32_32 = e0 &  ~ (all_0_31_31 = e3) &  ~ (all_0_44_44 = all_0_55_55)
% 69.36/34.16  																																																					|
% 69.36/34.17  																																																						| Applying alpha-rule on (9680) yields:
% 69.36/34.17  																																																						| (2163) all_0_32_32 = e0
% 69.36/34.17  																																																						| (9682)  ~ (all_0_31_31 = e3)
% 69.36/34.17  																																																						| (9630)  ~ (all_0_44_44 = all_0_55_55)
% 69.36/34.17  																																																						|
% 69.36/34.17  																																																						| Combining equations (8739,2163) yields a new equation:
% 69.36/34.17  																																																						| (391) e2 = e0
% 69.36/34.17  																																																						|
% 69.36/34.17  																																																						| Simplifying 391 yields:
% 69.36/34.17  																																																						| (330) e2 = e0
% 69.36/34.17  																																																						|
% 69.36/34.17  																																																						| Equations (330) can reduce 128 to:
% 69.36/34.17  																																																						| (266) $false
% 69.36/34.17  																																																						|
% 69.36/34.17  																																																						|-The branch is then unsatisfiable
% 69.36/34.17  																																																				|-Branch two:
% 69.36/34.17  																																																				| (9686) all_0_34_34 = e0 &  ~ (all_0_33_33 = e2) &  ~ (all_0_49_49 = all_0_56_56)
% 69.36/34.17  																																																				|
% 69.36/34.17  																																																					| Applying alpha-rule on (9686) yields:
% 69.36/34.17  																																																					| (9687) all_0_34_34 = e0
% 69.36/34.17  																																																					| (9688)  ~ (all_0_33_33 = e2)
% 69.36/34.17  																																																					| (9652)  ~ (all_0_49_49 = all_0_56_56)
% 69.36/34.17  																																																					|
% 69.36/34.17  																																																					| Combining equations (124626,9687) yields a new equation:
% 69.36/34.17  																																																					| (481) e4 = e0
% 69.36/34.17  																																																					|
% 69.36/34.17  																																																					| Simplifying 481 yields:
% 69.36/34.17  																																																					| (397) e4 = e0
% 69.36/34.17  																																																					|
% 69.36/34.17  																																																					| Equations (397) can reduce 49 to:
% 69.36/34.17  																																																					| (266) $false
% 69.36/34.17  																																																					|
% 69.36/34.17  																																																					|-The branch is then unsatisfiable
% 69.36/34.17  																																																			|-Branch two:
% 69.36/34.17  																																																			| (9693) all_0_36_36 = e0 &  ~ (all_0_35_35 = e1) &  ~ (all_0_53_53 = all_0_57_57)
% 69.36/34.17  																																																			|
% 69.36/34.17  																																																				| Applying alpha-rule on (9693) yields:
% 69.36/34.17  																																																				| (9694) all_0_36_36 = e0
% 69.36/34.17  																																																				| (9695)  ~ (all_0_35_35 = e1)
% 69.36/34.17  																																																				| (9671)  ~ (all_0_53_53 = all_0_57_57)
% 69.36/34.17  																																																				|
% 69.36/34.18  																																																				| Combining equations (58744,9694) yields a new equation:
% 69.36/34.18  																																																				| (546) e1 = e0
% 69.36/34.18  																																																				|
% 69.36/34.18  																																																				| Simplifying 546 yields:
% 69.36/34.18  																																																				| (431) e1 = e0
% 69.36/34.18  																																																				|
% 69.36/34.18  																																																				| Equations (431) can reduce 233 to:
% 69.36/34.18  																																																				| (266) $false
% 69.36/34.18  																																																				|
% 69.36/34.18  																																																				|-The branch is then unsatisfiable
% 69.36/34.18  																																																		|-Branch two:
% 69.36/34.18  																																																		| (9698) all_0_45_45 = e3 &  ~ (all_0_38_38 = e2) &  ~ (all_0_46_46 = e4)
% 69.36/34.18  																																																		|
% 69.36/34.18  																																																			| Applying alpha-rule on (9698) yields:
% 69.36/34.18  																																																			| (423) all_0_45_45 = e3
% 69.36/34.18  																																																			| (9600)  ~ (all_0_38_38 = e2)
% 69.36/34.18  																																																			| (250)  ~ (all_0_46_46 = e4)
% 69.36/34.18  																																																			|
% 69.36/34.18  																																																			| Equations (770) can reduce 250 to:
% 69.36/34.18  																																																			| (266) $false
% 69.36/34.18  																																																			|
% 69.36/34.18  																																																			|-The branch is then unsatisfiable
% 69.36/34.18  																																																|-Branch two:
% 69.36/34.18  																																																| (464)  ~ (all_0_51_51 = e1)
% 69.36/34.18  																																																| (660) all_0_51_51 = e3
% 69.36/34.18  																																																|
% 69.36/34.18  																																																	| Equations (660) can reduce 664 to:
% 69.36/34.18  																																																	| (266) $false
% 69.36/34.18  																																																	|
% 69.36/34.18  																																																	|-The branch is then unsatisfiable
% 69.36/34.18  																																															|-Branch two:
% 69.36/34.18  																																															| (639)  ~ (all_0_44_44 = e1)
% 69.36/34.18  																																															| (640) all_0_49_49 = e1 | all_0_53_53 = e1 | all_0_58_58 = e1
% 69.36/34.18  																																															|
% 69.36/34.18  																																																+-Applying beta-rule and splitting (1104), into two cases.
% 69.36/34.18  																																																|-Branch one:
% 69.36/34.18  																																																| (1109) all_0_51_51 = e1
% 69.36/34.18  																																																|
% 69.36/34.18  																																																	| Equations (1109) can reduce 475 to:
% 69.36/34.18  																																																	| (602)  ~ (e4 = e1)
% 69.36/34.18  																																																	|
% 69.36/34.18  																																																	| Simplifying 602 yields:
% 69.36/34.18  																																																	| (110)  ~ (e4 = e1)
% 69.36/34.18  																																																	|
% 69.36/34.18  																																																	| Equations (1109) can reduce 115 to:
% 69.36/34.18  																																																	| (233)  ~ (e1 = e0)
% 69.36/34.18  																																																	|
% 69.36/34.18  																																																	+-Applying beta-rule and splitting (458), into two cases.
% 69.36/34.18  																																																	|-Branch one:
% 69.36/34.18  																																																	| (459) all_0_42_42 = e1
% 69.36/34.18  																																																	|
% 69.36/34.18  																																																		| Combining equations (1392,459) yields a new equation:
% 69.36/34.18  																																																		| (636) e4 = e1
% 69.36/34.18  																																																		|
% 69.36/34.18  																																																		| Simplifying 636 yields:
% 69.36/34.18  																																																		| (630) e4 = e1
% 69.36/34.18  																																																		|
% 69.36/34.18  																																																		| Equations (630) can reduce 110 to:
% 69.36/34.18  																																																		| (266) $false
% 69.36/34.18  																																																		|
% 69.36/34.18  																																																		|-The branch is then unsatisfiable
% 69.36/34.18  																																																	|-Branch two:
% 69.36/34.18  																																																	| (1380)  ~ (all_0_42_42 = e1)
% 69.36/34.18  																																																	| (1381) all_0_43_43 = e1 | all_0_44_44 = e1
% 69.36/34.18  																																																	|
% 69.36/34.18  																																																		+-Applying beta-rule and splitting (1381), into two cases.
% 69.36/34.18  																																																		|-Branch one:
% 69.36/34.18  																																																		| (430) all_0_43_43 = e1
% 69.36/34.18  																																																		|
% 69.36/34.18  																																																			| Combining equations (356,430) yields a new equation:
% 69.36/34.18  																																																			| (431) e1 = e0
% 69.36/34.18  																																																			|
% 69.36/34.18  																																																			| Equations (431) can reduce 233 to:
% 69.36/34.18  																																																			| (266) $false
% 69.36/34.18  																																																			|
% 69.36/34.18  																																																			|-The branch is then unsatisfiable
% 69.36/34.18  																																																		|-Branch two:
% 69.36/34.18  																																																		| (433)  ~ (all_0_43_43 = e1)
% 69.36/34.18  																																																		| (635) all_0_44_44 = e1
% 69.36/34.18  																																																		|
% 69.36/34.18  																																																			| Equations (635) can reduce 639 to:
% 69.36/34.18  																																																			| (266) $false
% 69.36/34.18  																																																			|
% 69.36/34.18  																																																			|-The branch is then unsatisfiable
% 69.36/34.18  																																																|-Branch two:
% 69.36/34.18  																																																| (464)  ~ (all_0_51_51 = e1)
% 69.36/34.18  																																																| (660) all_0_51_51 = e3
% 69.36/34.18  																																																|
% 69.36/34.18  																																																	| Equations (660) can reduce 664 to:
% 69.36/34.18  																																																	| (266) $false
% 69.36/34.18  																																																	|
% 69.36/34.18  																																																	|-The branch is then unsatisfiable
% 69.36/34.18  																																													|-Branch two:
% 69.36/34.18  																																													| (903)  ~ (all_0_53_53 = e3)
% 69.36/34.18  																																													| (795) all_0_58_58 = e3
% 69.36/34.18  																																													|
% 69.36/34.18  																																														| Combining equations (795,914) yields a new equation:
% 69.36/34.18  																																														| (675) e3 = e0
% 69.36/34.18  																																														|
% 69.36/34.18  																																														| Simplifying 675 yields:
% 69.36/34.18  																																														| (676) e3 = e0
% 69.36/34.18  																																														|
% 69.36/34.18  																																														| Equations (676) can reduce 80 to:
% 69.36/34.18  																																														| (266) $false
% 69.36/34.18  																																														|
% 69.36/34.18  																																														|-The branch is then unsatisfiable
% 69.36/34.18  																																										|-Branch two:
% 69.36/34.18  																																										| (272)  ~ (all_0_56_56 = e3)
% 69.36/34.18  																																										| (795) all_0_58_58 = e3
% 69.36/34.18  																																										|
% 69.36/34.18  																																											| Combining equations (795,914) yields a new equation:
% 69.36/34.18  																																											| (675) e3 = e0
% 69.36/34.18  																																											|
% 69.36/34.18  																																											| Simplifying 675 yields:
% 69.36/34.18  																																											| (676) e3 = e0
% 69.36/34.18  																																											|
% 69.36/34.18  																																											| Equations (676) can reduce 80 to:
% 69.36/34.18  																																											| (266) $false
% 69.36/34.18  																																											|
% 69.36/34.18  																																											|-The branch is then unsatisfiable
% 69.40/34.18  																																		|-Branch two:
% 69.40/34.18  																																		| (1898)  ~ (all_0_41_41 = e3)
% 69.40/34.18  																																		| (1899) all_0_42_42 = e3 | all_0_44_44 = e3
% 69.40/34.18  																																		|
% 69.40/34.18  																																			+-Applying beta-rule and splitting (1899), into two cases.
% 69.40/34.18  																																			|-Branch one:
% 69.40/34.18  																																			| (516) all_0_42_42 = e3
% 69.40/34.18  																																			|
% 69.40/34.18  																																				| Combining equations (1392,516) yields a new equation:
% 69.40/34.18  																																				| (424) e4 = e3
% 69.40/34.18  																																				|
% 69.40/34.18  																																				| Simplifying 424 yields:
% 69.40/34.18  																																				| (425) e4 = e3
% 69.40/34.18  																																				|
% 69.40/34.18  																																				| Equations (425) can reduce 188 to:
% 69.40/34.18  																																				| (266) $false
% 69.40/34.18  																																				|
% 69.40/34.18  																																				|-The branch is then unsatisfiable
% 69.40/34.18  																																			|-Branch two:
% 69.40/34.18  																																			| (405)  ~ (all_0_42_42 = e3)
% 69.40/34.18  																																			| (532) all_0_44_44 = e3
% 69.40/34.18  																																			|
% 69.40/34.18  																																				| Equations (532) can reduce 220 to:
% 69.40/34.18  																																				| (1114)  ~ (all_0_53_53 = e3)
% 69.40/34.18  																																				|
% 69.40/34.18  																																				| Simplifying 1114 yields:
% 69.40/34.18  																																				| (903)  ~ (all_0_53_53 = e3)
% 69.40/34.18  																																				|
% 69.40/34.18  																																				+-Applying beta-rule and splitting (196), into two cases.
% 69.40/34.18  																																				|-Branch one:
% 69.40/34.18  																																				| (607) all_0_53_53 = e2
% 69.40/34.18  																																				|
% 69.40/34.18  																																					| Equations (607) can reduce 509 to:
% 69.40/34.18  																																					| (266) $false
% 69.40/34.18  																																					|
% 69.40/34.18  																																					|-The branch is then unsatisfiable
% 69.40/34.18  																																				|-Branch two:
% 69.40/34.18  																																				| (509)  ~ (all_0_53_53 = e2)
% 69.40/34.18  																																				| (610) all_0_53_53 = e4 | all_0_53_53 = e3 | all_0_53_53 = e1
% 69.40/34.18  																																				|
% 69.40/34.18  																																					+-Applying beta-rule and splitting (103), into two cases.
% 69.40/34.18  																																					|-Branch one:
% 69.40/34.18  																																					| (453) all_0_41_41 = e1
% 69.40/34.18  																																					|
% 69.40/34.18  																																						| Equations (453) can reduce 440 to:
% 69.40/34.18  																																						| (602)  ~ (e4 = e1)
% 69.40/34.18  																																						|
% 69.40/34.18  																																						| Simplifying 602 yields:
% 69.40/34.18  																																						| (110)  ~ (e4 = e1)
% 69.40/34.18  																																						|
% 69.40/34.18  																																						| Equations (453) can reduce 357 to:
% 69.40/34.18  																																						| (233)  ~ (e1 = e0)
% 69.40/34.18  																																						|
% 69.40/34.18  																																						+-Applying beta-rule and splitting (133), into two cases.
% 69.40/34.18  																																						|-Branch one:
% 69.40/34.18  																																						| (833) all_0_56_56 = e2
% 69.40/34.18  																																						|
% 69.40/34.18  																																							| Equations (833) can reduce 511 to:
% 69.40/34.18  																																							| (266) $false
% 69.40/34.18  																																							|
% 69.40/34.18  																																							|-The branch is then unsatisfiable
% 69.40/34.18  																																						|-Branch two:
% 69.40/34.18  																																						| (511)  ~ (all_0_56_56 = e2)
% 69.40/34.18  																																						| (836) all_0_56_56 = e4 | all_0_56_56 = e3 | all_0_56_56 = e1 | all_0_56_56 = e0
% 69.40/34.18  																																						|
% 69.40/34.18  																																							+-Applying beta-rule and splitting (418), into two cases.
% 69.40/34.18  																																							|-Branch one:
% 69.40/34.18  																																							| (660) all_0_51_51 = e3
% 69.40/34.18  																																							|
% 69.40/34.18  																																								| Equations (660) can reduce 6 to:
% 69.40/34.18  																																								| (1114)  ~ (all_0_53_53 = e3)
% 69.40/34.18  																																								|
% 69.40/34.18  																																								| Simplifying 1114 yields:
% 69.40/34.18  																																								| (903)  ~ (all_0_53_53 = e3)
% 69.40/34.18  																																								|
% 69.40/34.18  																																								| From (660) and (157) follows:
% 69.40/34.18  																																								| (1551) op(e3, e1) = all_0_24_24
% 69.40/34.18  																																								|
% 69.40/34.18  																																								| From (660) and (186) follows:
% 69.40/34.18  																																								| (1552) op(e1, e2) = e3
% 69.40/34.18  																																								|
% 69.40/34.18  																																								+-Applying beta-rule and splitting (610), into two cases.
% 69.40/34.18  																																								|-Branch one:
% 69.40/34.18  																																								| (1298) all_0_53_53 = e4
% 69.40/34.18  																																								|
% 69.40/34.18  																																									| Equations (1298) can reduce 1453 to:
% 69.40/34.18  																																									| (266) $false
% 69.40/34.18  																																									|
% 69.40/34.18  																																									|-The branch is then unsatisfiable
% 69.40/34.18  																																								|-Branch two:
% 69.40/34.18  																																								| (1453)  ~ (all_0_53_53 = e4)
% 69.40/34.18  																																								| (1694) all_0_53_53 = e3 | all_0_53_53 = e1
% 69.40/34.18  																																								|
% 69.40/34.18  																																									+-Applying beta-rule and splitting (131), into two cases.
% 69.40/34.18  																																									|-Branch one:
% 69.40/34.18  																																									| (459) all_0_42_42 = e1
% 69.40/34.18  																																									|
% 69.40/34.18  																																										| Combining equations (1392,459) yields a new equation:
% 69.40/34.18  																																										| (636) e4 = e1
% 69.40/34.18  																																										|
% 69.40/34.18  																																										| Simplifying 636 yields:
% 69.40/34.18  																																										| (630) e4 = e1
% 69.40/34.18  																																										|
% 69.40/34.18  																																										| Equations (630) can reduce 110 to:
% 69.40/34.18  																																										| (266) $false
% 69.40/34.18  																																										|
% 69.40/34.18  																																										|-The branch is then unsatisfiable
% 69.40/34.18  																																									|-Branch two:
% 69.40/34.18  																																									| (1380)  ~ (all_0_42_42 = e1)
% 69.40/34.18  																																									| (3259) all_0_47_47 = e1 | all_0_51_51 = e1 | all_0_56_56 = e1
% 69.40/34.18  																																									|
% 69.40/34.18  																																										+-Applying beta-rule and splitting (3259), into two cases.
% 69.40/34.18  																																										|-Branch one:
% 69.40/34.18  																																										| (654) all_0_47_47 = e1
% 69.40/34.18  																																										|
% 69.40/34.18  																																											| Combining equations (654,674) yields a new equation:
% 69.40/34.18  																																											| (546) e1 = e0
% 69.40/34.18  																																											|
% 69.40/34.18  																																											| Simplifying 546 yields:
% 69.40/34.18  																																											| (431) e1 = e0
% 69.40/34.18  																																											|
% 69.40/34.18  																																											| Equations (431) can reduce 233 to:
% 69.40/34.18  																																											| (266) $false
% 69.40/34.18  																																											|
% 69.40/34.18  																																											|-The branch is then unsatisfiable
% 69.40/34.18  																																										|-Branch two:
% 69.40/34.18  																																										| (462)  ~ (all_0_47_47 = e1)
% 69.40/34.18  																																										| (3264) all_0_51_51 = e1 | all_0_56_56 = e1
% 69.40/34.18  																																										|
% 69.40/34.18  																																											+-Applying beta-rule and splitting (1694), into two cases.
% 69.40/34.18  																																											|-Branch one:
% 69.40/34.18  																																											| (1208) all_0_53_53 = e1
% 69.40/34.18  																																											|
% 69.40/34.18  																																												| Equations (1208) can reduce 903 to:
% 69.40/34.18  																																												| (467)  ~ (e3 = e1)
% 69.40/34.18  																																												|
% 69.40/34.18  																																												| Simplifying 467 yields:
% 69.40/34.18  																																												| (213)  ~ (e3 = e1)
% 69.40/34.18  																																												|
% 69.40/34.18  																																												| From (1208) and (92) follows:
% 69.40/34.18  																																												| (2152) op(e1, e1) = all_0_27_27
% 69.40/34.18  																																												|
% 69.40/34.18  																																												+-Applying beta-rule and splitting (3264), into two cases.
% 69.40/34.18  																																												|-Branch one:
% 69.40/34.18  																																												| (1109) all_0_51_51 = e1
% 69.40/34.18  																																												|
% 69.40/34.18  																																													| Combining equations (660,1109) yields a new equation:
% 69.40/34.18  																																													| (454) e3 = e1
% 69.40/34.18  																																													|
% 69.40/34.18  																																													| Simplifying 454 yields:
% 69.40/34.18  																																													| (455) e3 = e1
% 69.40/34.18  																																													|
% 69.40/34.18  																																													| Equations (455) can reduce 213 to:
% 69.40/34.18  																																													| (266) $false
% 69.40/34.18  																																													|
% 69.40/34.18  																																													|-The branch is then unsatisfiable
% 69.40/34.18  																																												|-Branch two:
% 69.40/34.18  																																												| (464)  ~ (all_0_51_51 = e1)
% 69.40/34.18  																																												| (1569) all_0_56_56 = e1
% 69.40/34.18  																																												|
% 69.40/34.18  																																													| Equations (1569) can reduce 511 to:
% 69.40/34.18  																																													| (604)  ~ (e2 = e1)
% 69.40/34.18  																																													|
% 69.40/34.18  																																													| Simplifying 604 yields:
% 69.40/34.18  																																													| (122)  ~ (e2 = e1)
% 69.40/34.18  																																													|
% 69.40/34.18  																																													| Equations (1569) can reduce 828 to:
% 69.40/34.18  																																													| (233)  ~ (e1 = e0)
% 69.40/34.18  																																													|
% 69.40/34.18  																																													| From (1569) and (87) follows:
% 69.40/34.18  																																													| (5145) op(e1, e2) = all_0_34_34
% 69.40/34.18  																																													|
% 69.40/34.18  																																													| Instantiating formula (29) with e3, e1, all_0_24_24, e0 and discharging atoms op(e3, e1) = all_0_24_24, op(e3, e1) = e0, yields:
% 69.40/34.18  																																													| (1588) all_0_24_24 = e0
% 69.40/34.18  																																													|
% 69.40/34.18  																																													| Instantiating formula (29) with e1, e2, e3, all_0_34_34 and discharging atoms op(e1, e2) = all_0_34_34, op(e1, e2) = e3, yields:
% 69.40/34.19  																																													| (4264) all_0_34_34 = e3
% 69.40/34.19  																																													|
% 69.40/34.19  																																													| Instantiating formula (29) with e1, e1, all_0_27_27, e4 and discharging atoms op(e1, e1) = all_0_27_27, op(e1, e1) = e4, yields:
% 69.40/34.19  																																													| (2161) all_0_27_27 = e4
% 69.40/34.19  																																													|
% 69.40/34.19  																																													| From (1588) and (1551) follows:
% 69.40/34.19  																																													| (369) op(e3, e1) = e0
% 69.40/34.19  																																													|
% 69.40/34.19  																																													| From (4264) and (5145) follows:
% 69.40/34.19  																																													| (1552) op(e1, e2) = e3
% 69.40/34.19  																																													|
% 69.40/34.19  																																													| From (2161) and (2152) follows:
% 69.40/34.19  																																													| (570) op(e1, e1) = e4
% 69.40/34.19  																																													|
% 69.40/34.19  																																													+-Applying beta-rule and splitting (56), into two cases.
% 69.40/34.19  																																													|-Branch one:
% 69.40/34.19  																																													| (696) unit = e2
% 69.40/34.19  																																													|
% 69.40/34.19  																																														| From (696) and (24) follows:
% 69.40/34.19  																																														| (697) op(e2, e3) = e3
% 69.40/34.19  																																														|
% 69.40/34.19  																																														| From (696) and (209) follows:
% 69.40/34.19  																																														| (7585) op(e2, e0) = e0
% 69.40/34.19  																																														|
% 69.40/34.19  																																														| From (696) and (227) follows:
% 69.40/34.19  																																														| (4284) op(e4, e2) = e4
% 69.40/34.19  																																														|
% 69.40/34.19  																																														| From (696) and (28) follows:
% 69.40/34.19  																																														| (699) op(e1, e2) = e1
% 69.40/34.19  																																														|
% 69.40/34.19  																																														| Instantiating formula (29) with e4, e2, e4, e2 and discharging atoms op(e4, e2) = e4, op(e4, e2) = e2, yields:
% 69.40/34.19  																																														| (323) e4 = e2
% 69.40/34.19  																																														|
% 69.40/34.19  																																														| Instantiating formula (29) with e2, e3, e3, e4 and discharging atoms op(e2, e3) = e4, op(e2, e3) = e3, yields:
% 69.40/34.19  																																														| (425) e4 = e3
% 69.40/34.19  																																														|
% 69.40/34.19  																																														| Instantiating formula (29) with e2, e0, e0, e2 and discharging atoms op(e2, e0) = e2, op(e2, e0) = e0, yields:
% 69.40/34.19  																																														| (330) e2 = e0
% 69.40/34.19  																																														|
% 69.40/34.19  																																														| Instantiating formula (29) with e1, e2, e1, e3 and discharging atoms op(e1, e2) = e3, op(e1, e2) = e1, yields:
% 69.40/34.19  																																														| (455) e3 = e1
% 69.40/34.19  																																														|
% 69.40/34.19  																																														| Combining equations (323,425) yields a new equation:
% 69.40/34.19  																																														| (662) e3 = e2
% 69.40/34.19  																																														|
% 69.40/34.19  																																														| Combining equations (662,455) yields a new equation:
% 69.40/34.19  																																														| (616) e2 = e1
% 69.40/34.19  																																														|
% 69.40/34.19  																																														| Simplifying 616 yields:
% 69.40/34.19  																																														| (617) e2 = e1
% 69.40/34.19  																																														|
% 69.40/34.19  																																														| Combining equations (617,330) yields a new equation:
% 69.40/34.19  																																														| (546) e1 = e0
% 69.40/34.19  																																														|
% 69.40/34.19  																																														| Simplifying 546 yields:
% 69.40/34.19  																																														| (431) e1 = e0
% 69.40/34.19  																																														|
% 69.40/34.19  																																														| Equations (431) can reduce 233 to:
% 69.40/34.19  																																														| (266) $false
% 69.40/34.19  																																														|
% 69.40/34.19  																																														|-The branch is then unsatisfiable
% 69.40/34.19  																																													|-Branch two:
% 69.40/34.19  																																													| (707)  ~ (unit = e2)
% 69.40/34.19  																																													| (708) unit = e4 | unit = e3 | unit = e1 | unit = e0
% 69.40/34.19  																																													|
% 69.40/34.19  																																														+-Applying beta-rule and splitting (708), into two cases.
% 69.40/34.19  																																														|-Branch one:
% 69.40/34.19  																																														| (709) unit = e4
% 69.40/34.19  																																														|
% 69.40/34.19  																																															| From (709) and (24) follows:
% 69.40/34.19  																																															| (33325) op(e4, e3) = e3
% 69.40/34.19  																																															|
% 69.40/34.19  																																															| From (709) and (211) follows:
% 69.40/34.19  																																															| (22527) op(e4, e1) = e1
% 69.40/34.19  																																															|
% 69.40/34.19  																																															| Instantiating formula (29) with e4, e3, e3, e0 and discharging atoms op(e4, e3) = e3, op(e4, e3) = e0, yields:
% 69.40/34.19  																																															| (676) e3 = e0
% 69.40/34.19  																																															|
% 69.40/34.19  																																															| Instantiating formula (29) with e4, e1, e1, e3 and discharging atoms op(e4, e1) = e3, op(e4, e1) = e1, yields:
% 69.40/34.19  																																															| (455) e3 = e1
% 69.40/34.19  																																															|
% 69.40/34.19  																																															| Combining equations (455,676) yields a new equation:
% 69.40/34.19  																																															| (546) e1 = e0
% 69.40/34.19  																																															|
% 69.40/34.19  																																															| Simplifying 546 yields:
% 69.40/34.19  																																															| (431) e1 = e0
% 69.40/34.19  																																															|
% 69.40/34.19  																																															| Equations (431) can reduce 233 to:
% 69.40/34.19  																																															| (266) $false
% 69.40/34.19  																																															|
% 69.40/34.19  																																															|-The branch is then unsatisfiable
% 69.40/34.19  																																														|-Branch two:
% 69.40/34.19  																																														| (724)  ~ (unit = e4)
% 69.40/34.19  																																														| (725) unit = e3 | unit = e1 | unit = e0
% 69.40/34.19  																																														|
% 69.40/34.19  																																															+-Applying beta-rule and splitting (725), into two cases.
% 69.40/34.19  																																															|-Branch one:
% 69.40/34.19  																																															| (726) unit = e0
% 69.40/34.19  																																															|
% 69.40/34.19  																																																| From (726) and (211) follows:
% 69.40/34.19  																																																| (15180) op(e0, e1) = e1
% 69.40/34.19  																																																|
% 69.40/34.19  																																																| Instantiating formula (29) with e0, e1, e1, e2 and discharging atoms op(e0, e1) = e2, op(e0, e1) = e1, yields:
% 69.40/34.19  																																																| (617) e2 = e1
% 69.40/34.19  																																																|
% 69.40/34.19  																																																| Equations (617) can reduce 122 to:
% 69.40/34.19  																																																| (266) $false
% 69.40/34.19  																																																|
% 69.40/34.19  																																																|-The branch is then unsatisfiable
% 69.40/34.19  																																															|-Branch two:
% 69.40/34.19  																																															| (734)  ~ (unit = e0)
% 69.40/34.19  																																															| (735) unit = e3 | unit = e1
% 69.40/34.19  																																															|
% 69.40/34.19  																																																+-Applying beta-rule and splitting (735), into two cases.
% 69.40/34.19  																																																|-Branch one:
% 69.40/34.19  																																																| (736) unit = e1
% 69.40/34.19  																																																|
% 69.40/34.19  																																																	| Equations (736) can reduce 734 to:
% 69.40/34.19  																																																	| (233)  ~ (e1 = e0)
% 69.40/34.19  																																																	|
% 69.40/34.19  																																																	| From (736) and (15) follows:
% 69.40/34.19  																																																	| (515) op(e1, e2) = e2
% 69.40/34.19  																																																	|
% 69.40/34.19  																																																	| From (736) and (227) follows:
% 69.40/34.19  																																																	| (739) op(e4, e1) = e4
% 69.40/34.19  																																																	|
% 69.40/34.19  																																																	| From (736) and (40) follows:
% 69.40/34.19  																																																	| (1652) op(e3, e1) = e3
% 69.40/34.19  																																																	|
% 69.40/34.19  																																																	| From (736) and (28) follows:
% 69.40/34.19  																																																	| (740) op(e1, e1) = e1
% 69.40/34.19  																																																	|
% 69.40/34.19  																																																	| Instantiating formula (29) with e4, e1, e4, e3 and discharging atoms op(e4, e1) = e4, op(e4, e1) = e3, yields:
% 69.40/34.19  																																																	| (425) e4 = e3
% 69.40/34.19  																																																	|
% 69.40/34.19  																																																	| Instantiating formula (29) with e3, e1, e3, e0 and discharging atoms op(e3, e1) = e3, op(e3, e1) = e0, yields:
% 69.40/34.19  																																																	| (676) e3 = e0
% 69.40/34.19  																																																	|
% 69.40/34.19  																																																	| Instantiating formula (29) with e1, e2, e2, e3 and discharging atoms op(e1, e2) = e3, op(e1, e2) = e2, yields:
% 69.40/34.19  																																																	| (662) e3 = e2
% 69.40/34.19  																																																	|
% 69.40/34.19  																																																	| Instantiating formula (29) with e1, e1, e1, e4 and discharging atoms op(e1, e1) = e4, op(e1, e1) = e1, yields:
% 69.40/34.19  																																																	| (630) e4 = e1
% 69.40/34.19  																																																	|
% 69.40/34.19  																																																	| Combining equations (425,630) yields a new equation:
% 69.40/34.19  																																																	| (454) e3 = e1
% 69.40/34.19  																																																	|
% 69.40/34.19  																																																	| Simplifying 454 yields:
% 69.40/34.19  																																																	| (455) e3 = e1
% 69.40/34.19  																																																	|
% 69.40/34.19  																																																	| Combining equations (455,662) yields a new equation:
% 69.40/34.19  																																																	| (617) e2 = e1
% 69.40/34.19  																																																	|
% 69.40/34.19  																																																	| Combining equations (676,662) yields a new equation:
% 69.40/34.19  																																																	| (330) e2 = e0
% 69.40/34.19  																																																	|
% 69.40/34.19  																																																	| Combining equations (330,617) yields a new equation:
% 69.40/34.19  																																																	| (431) e1 = e0
% 69.40/34.19  																																																	|
% 69.40/34.19  																																																	| Equations (431) can reduce 233 to:
% 69.40/34.19  																																																	| (266) $false
% 69.40/34.19  																																																	|
% 69.40/34.19  																																																	|-The branch is then unsatisfiable
% 69.40/34.19  																																																|-Branch two:
% 69.40/34.19  																																																| (748)  ~ (unit = e1)
% 69.40/34.19  																																																| (749) unit = e3
% 69.40/34.19  																																																|
% 69.40/34.19  																																																	| From (749) and (227) follows:
% 69.40/34.19  																																																	| (22570) op(e4, e3) = e4
% 69.40/34.19  																																																	|
% 69.40/34.19  																																																	| From (749) and (32) follows:
% 69.40/34.19  																																																	| (5793) op(e2, e3) = e2
% 69.40/34.19  																																																	|
% 69.40/34.19  																																																	| From (749) and (28) follows:
% 69.40/34.19  																																																	| (2235) op(e1, e3) = e1
% 69.40/34.19  																																																	|
% 69.40/34.19  																																																	| Instantiating formula (29) with e4, e3, e4, e0 and discharging atoms op(e4, e3) = e4, op(e4, e3) = e0, yields:
% 69.40/34.19  																																																	| (397) e4 = e0
% 69.40/34.19  																																																	|
% 69.40/34.19  																																																	| Instantiating formula (29) with e2, e3, e2, e4 and discharging atoms op(e2, e3) = e4, op(e2, e3) = e2, yields:
% 69.40/34.19  																																																	| (323) e4 = e2
% 69.40/34.19  																																																	|
% 69.40/34.19  																																																	| Instantiating formula (29) with e1, e3, e1, e2 and discharging atoms op(e1, e3) = e2, op(e1, e3) = e1, yields:
% 69.40/34.19  																																																	| (617) e2 = e1
% 69.40/34.19  																																																	|
% 69.40/34.19  																																																	| Combining equations (397,323) yields a new equation:
% 69.40/34.19  																																																	| (330) e2 = e0
% 69.40/34.19  																																																	|
% 69.40/34.19  																																																	| Combining equations (330,617) yields a new equation:
% 69.40/34.19  																																																	| (431) e1 = e0
% 69.40/34.19  																																																	|
% 69.40/34.19  																																																	| Equations (431) can reduce 233 to:
% 69.40/34.19  																																																	| (266) $false
% 69.40/34.19  																																																	|
% 69.40/34.19  																																																	|-The branch is then unsatisfiable
% 69.40/34.19  																																											|-Branch two:
% 69.40/34.19  																																											| (1459)  ~ (all_0_53_53 = e1)
% 69.40/34.19  																																											| (665) all_0_53_53 = e3
% 69.40/34.19  																																											|
% 69.40/34.19  																																												| Equations (665) can reduce 903 to:
% 69.40/34.19  																																												| (266) $false
% 69.40/34.19  																																												|
% 69.40/34.19  																																												|-The branch is then unsatisfiable
% 69.40/34.19  																																							|-Branch two:
% 69.40/34.19  																																							| (664)  ~ (all_0_51_51 = e3)
% 69.40/34.19  																																							| (665) all_0_53_53 = e3
% 69.40/34.19  																																							|
% 69.40/34.19  																																								| Equations (665) can reduce 903 to:
% 69.40/34.19  																																								| (266) $false
% 69.40/34.19  																																								|
% 69.40/34.19  																																								|-The branch is then unsatisfiable
% 69.40/34.19  																																					|-Branch two:
% 69.40/34.19  																																					| (457)  ~ (all_0_41_41 = e1)
% 69.40/34.19  																																					| (458) all_0_42_42 = e1 | all_0_43_43 = e1 | all_0_44_44 = e1
% 69.40/34.19  																																					|
% 69.40/34.19  																																						+-Applying beta-rule and splitting (18), into two cases.
% 69.40/34.19  																																						|-Branch one:
% 69.40/34.19  																																						| (453) all_0_41_41 = e1
% 69.40/34.19  																																						|
% 69.40/34.19  																																							| Equations (453) can reduce 457 to:
% 69.40/34.19  																																							| (266) $false
% 69.40/34.19  																																							|
% 69.40/34.19  																																							|-The branch is then unsatisfiable
% 69.40/34.19  																																						|-Branch two:
% 69.40/34.19  																																						| (457)  ~ (all_0_41_41 = e1)
% 69.40/34.19  																																						| (595) all_0_46_46 = e1 | all_0_50_50 = e1 | all_0_55_55 = e1
% 69.40/34.19  																																						|
% 69.40/34.19  																																							+-Applying beta-rule and splitting (595), into two cases.
% 69.40/34.19  																																							|-Branch one:
% 69.40/34.19  																																							| (545) all_0_46_46 = e1
% 69.40/34.19  																																							|
% 69.40/34.19  																																								| Combining equations (545,770) yields a new equation:
% 69.40/34.19  																																								| (630) e4 = e1
% 69.40/34.19  																																								|
% 69.40/34.19  																																								| Equations (630) can reduce 110 to:
% 69.40/34.19  																																								| (266) $false
% 69.40/34.19  																																								|
% 69.40/34.19  																																								|-The branch is then unsatisfiable
% 69.40/34.19  																																							|-Branch two:
% 69.40/34.19  																																							| (549)  ~ (all_0_46_46 = e1)
% 69.40/34.19  																																							| (600) all_0_50_50 = e1 | all_0_55_55 = e1
% 69.40/34.19  																																							|
% 69.40/34.19  																																								| Equations (770) can reduce 549 to:
% 69.40/34.19  																																								| (110)  ~ (e4 = e1)
% 69.40/34.19  																																								|
% 69.40/34.19  																																								+-Applying beta-rule and splitting (112), into two cases.
% 69.40/34.19  																																								|-Branch one:
% 69.40/34.19  																																								| (635) all_0_44_44 = e1
% 69.40/34.19  																																								|
% 69.40/34.19  																																									| Combining equations (532,635) yields a new equation:
% 69.40/34.19  																																									| (454) e3 = e1
% 69.40/34.19  																																									|
% 69.40/34.19  																																									| Simplifying 454 yields:
% 69.40/34.19  																																									| (455) e3 = e1
% 69.40/34.19  																																									|
% 69.40/34.19  																																									| Equations (455) can reduce 213 to:
% 69.40/34.19  																																									| (266) $false
% 69.40/34.19  																																									|
% 69.40/34.19  																																									|-The branch is then unsatisfiable
% 69.40/34.19  																																								|-Branch two:
% 69.40/34.19  																																								| (639)  ~ (all_0_44_44 = e1)
% 69.40/34.19  																																								| (640) all_0_49_49 = e1 | all_0_53_53 = e1 | all_0_58_58 = e1
% 69.40/34.19  																																								|
% 69.40/34.19  																																									| Equations (532) can reduce 639 to:
% 69.40/34.19  																																									| (213)  ~ (e3 = e1)
% 69.40/34.19  																																									|
% 69.40/34.19  																																									+-Applying beta-rule and splitting (640), into two cases.
% 69.40/34.19  																																									|-Branch one:
% 69.40/34.19  																																									| (671) all_0_49_49 = e1
% 69.40/34.19  																																									|
% 69.40/34.19  																																										| Combining equations (583,671) yields a new equation:
% 69.40/34.19  																																										| (616) e2 = e1
% 69.40/34.19  																																										|
% 69.40/34.19  																																										| Simplifying 616 yields:
% 69.40/34.19  																																										| (617) e2 = e1
% 69.40/34.19  																																										|
% 69.40/34.19  																																										| Equations (617) can reduce 122 to:
% 69.40/34.19  																																										| (266) $false
% 69.40/34.19  																																										|
% 69.40/34.19  																																										|-The branch is then unsatisfiable
% 69.40/34.19  																																									|-Branch two:
% 69.40/34.19  																																									| (1064)  ~ (all_0_49_49 = e1)
% 69.40/34.19  																																									| (2141) all_0_53_53 = e1 | all_0_58_58 = e1
% 69.40/34.19  																																									|
% 69.40/34.19  																																										| Equations (583) can reduce 1064 to:
% 69.40/34.19  																																										| (122)  ~ (e2 = e1)
% 69.40/34.19  																																										|
% 69.40/34.19  																																										+-Applying beta-rule and splitting (458), into two cases.
% 69.40/34.19  																																										|-Branch one:
% 69.40/34.19  																																										| (459) all_0_42_42 = e1
% 69.40/34.19  																																										|
% 69.40/34.19  																																											| Combining equations (1392,459) yields a new equation:
% 69.40/34.19  																																											| (636) e4 = e1
% 69.40/34.19  																																											|
% 69.40/34.19  																																											| Simplifying 636 yields:
% 69.40/34.19  																																											| (630) e4 = e1
% 69.40/34.19  																																											|
% 69.40/34.19  																																											| Equations (630) can reduce 110 to:
% 69.40/34.19  																																											| (266) $false
% 69.40/34.19  																																											|
% 69.40/34.19  																																											|-The branch is then unsatisfiable
% 69.40/34.19  																																										|-Branch two:
% 69.40/34.19  																																										| (1380)  ~ (all_0_42_42 = e1)
% 69.40/34.19  																																										| (1381) all_0_43_43 = e1 | all_0_44_44 = e1
% 69.40/34.19  																																										|
% 69.40/34.19  																																											+-Applying beta-rule and splitting (600), into two cases.
% 69.40/34.19  																																											|-Branch one:
% 69.40/34.19  																																											| (601) all_0_50_50 = e1
% 69.40/34.19  																																											|
% 69.40/34.19  																																												| Combining equations (378,601) yields a new equation:
% 69.40/34.19  																																												| (616) e2 = e1
% 69.40/34.19  																																												|
% 69.40/34.19  																																												| Simplifying 616 yields:
% 69.40/34.19  																																												| (617) e2 = e1
% 69.40/34.19  																																												|
% 69.40/34.19  																																												| Equations (617) can reduce 122 to:
% 69.40/34.19  																																												| (266) $false
% 69.40/34.19  																																												|
% 69.40/34.19  																																												|-The branch is then unsatisfiable
% 69.40/34.19  																																											|-Branch two:
% 69.40/34.19  																																											| (759)  ~ (all_0_50_50 = e1)
% 69.40/34.19  																																											| (629) all_0_55_55 = e1
% 69.40/34.19  																																											|
% 69.40/34.19  																																												| Equations (629) can reduce 803 to:
% 69.40/34.19  																																												| (233)  ~ (e1 = e0)
% 69.40/34.19  																																												|
% 69.40/34.19  																																												+-Applying beta-rule and splitting (1381), into two cases.
% 69.40/34.19  																																												|-Branch one:
% 69.40/34.19  																																												| (430) all_0_43_43 = e1
% 69.40/34.19  																																												|
% 69.40/34.19  																																													| Combining equations (356,430) yields a new equation:
% 69.40/34.19  																																													| (431) e1 = e0
% 69.40/34.19  																																													|
% 69.40/34.19  																																													| Equations (431) can reduce 233 to:
% 69.40/34.19  																																													| (266) $false
% 69.40/34.19  																																													|
% 69.40/34.19  																																													|-The branch is then unsatisfiable
% 69.40/34.19  																																												|-Branch two:
% 69.40/34.19  																																												| (433)  ~ (all_0_43_43 = e1)
% 69.40/34.19  																																												| (635) all_0_44_44 = e1
% 69.40/34.19  																																												|
% 69.40/34.19  																																													| Combining equations (532,635) yields a new equation:
% 69.40/34.19  																																													| (454) e3 = e1
% 69.40/34.19  																																													|
% 69.40/34.19  																																													| Simplifying 454 yields:
% 69.40/34.19  																																													| (455) e3 = e1
% 69.40/34.19  																																													|
% 69.40/34.19  																																													| Equations (455) can reduce 213 to:
% 69.40/34.19  																																													| (266) $false
% 69.40/34.19  																																													|
% 69.40/34.19  																																													|-The branch is then unsatisfiable
% 69.40/34.19  																																|-Branch two:
% 69.40/34.19  																																| (1890)  ~ (all_0_42_42 = e4)
% 69.40/34.19  																																| (2246) all_0_47_47 = e4 | all_0_51_51 = e4 | all_0_56_56 = e4
% 69.40/34.19  																																|
% 69.40/34.19  																																	+-Applying beta-rule and splitting (2246), into two cases.
% 69.40/34.19  																																	|-Branch one:
% 69.40/34.19  																																	| (1790) all_0_47_47 = e4
% 69.40/34.19  																																	|
% 69.40/34.20  																																		| Combining equations (1790,674) yields a new equation:
% 69.40/34.20  																																		| (481) e4 = e0
% 69.40/34.20  																																		|
% 69.40/34.20  																																		| Simplifying 481 yields:
% 69.40/34.20  																																		| (397) e4 = e0
% 69.40/34.20  																																		|
% 69.40/34.20  																																		| Equations (397) can reduce 49 to:
% 69.40/34.20  																																		| (266) $false
% 69.40/34.20  																																		|
% 69.40/34.20  																																		|-The branch is then unsatisfiable
% 69.40/34.20  																																	|-Branch two:
% 69.40/34.20  																																	| (252)  ~ (all_0_47_47 = e4)
% 69.40/34.20  																																	| (6548) all_0_51_51 = e4 | all_0_56_56 = e4
% 69.40/34.20  																																	|
% 69.40/34.20  																																		| Equations (674) can reduce 252 to:
% 69.40/34.20  																																		| (401)  ~ (e4 = e0)
% 69.40/34.20  																																		|
% 69.40/34.20  																																		| Simplifying 401 yields:
% 69.40/34.20  																																		| (49)  ~ (e4 = e0)
% 69.40/34.20  																																		|
% 69.40/34.20  																																		+-Applying beta-rule and splitting (441), into two cases.
% 69.40/34.20  																																		|-Branch one:
% 69.40/34.20  																																		| (1392) all_0_42_42 = e4
% 69.40/34.20  																																		|
% 69.40/34.20  																																			| Equations (1392) can reduce 1890 to:
% 69.40/34.20  																																			| (266) $false
% 69.40/34.20  																																			|
% 69.40/34.20  																																			|-The branch is then unsatisfiable
% 69.40/34.20  																																		|-Branch two:
% 69.40/34.20  																																		| (1890)  ~ (all_0_42_42 = e4)
% 69.40/34.20  																																		| (1891) all_0_43_43 = e4 | all_0_44_44 = e4
% 69.40/34.20  																																		|
% 69.40/34.20  																																			+-Applying beta-rule and splitting (1891), into two cases.
% 69.40/34.20  																																			|-Branch one:
% 69.40/34.20  																																			| (396) all_0_43_43 = e4
% 69.40/34.20  																																			|
% 69.40/34.20  																																				| Combining equations (356,396) yields a new equation:
% 69.40/34.20  																																				| (397) e4 = e0
% 69.40/34.20  																																				|
% 69.40/34.20  																																				| Equations (397) can reduce 49 to:
% 69.40/34.20  																																				| (266) $false
% 69.40/34.20  																																				|
% 69.40/34.20  																																				|-The branch is then unsatisfiable
% 69.40/34.20  																																			|-Branch two:
% 69.40/34.20  																																			| (399)  ~ (all_0_43_43 = e4)
% 69.40/34.20  																																			| (446) all_0_44_44 = e4
% 69.40/34.20  																																			|
% 69.40/34.20  																																				| Equations (446) can reduce 1390 to:
% 69.40/34.20  																																				| (266) $false
% 69.40/34.20  																																				|
% 69.40/34.20  																																				|-The branch is then unsatisfiable
% 69.40/34.20  																												|-Branch two:
% 69.40/34.20  																												| (250)  ~ (all_0_46_46 = e4)
% 69.40/34.20  																												| (61466) all_0_47_47 = e4 | all_0_48_48 = e4 | all_0_49_49 = e4
% 69.40/34.20  																												|
% 69.40/34.20  																													+-Applying beta-rule and splitting (62), into two cases.
% 69.40/34.20  																													|-Branch one:
% 69.40/34.20  																													| (321) all_0_38_38 = e4
% 69.40/34.20  																													|
% 69.40/34.20  																														| Combining equations (329,321) yields a new equation:
% 69.40/34.20  																														| (397) e4 = e0
% 69.40/34.20  																														|
% 69.40/34.20  																														| Equations (397) can reduce 49 to:
% 69.40/34.20  																														| (266) $false
% 69.40/34.20  																														|
% 69.40/34.20  																														|-The branch is then unsatisfiable
% 69.40/34.20  																													|-Branch two:
% 69.40/34.20  																													| (325)  ~ (all_0_38_38 = e4)
% 69.40/34.20  																													| (582) all_0_41_41 = e4 | all_0_46_46 = e4 | all_0_50_50 = e4 | all_0_55_55 = e4
% 69.40/34.20  																													|
% 69.40/34.20  																														+-Applying beta-rule and splitting (582), into two cases.
% 69.40/34.20  																														|-Branch one:
% 69.40/34.20  																														| (437) all_0_41_41 = e4
% 69.40/34.20  																														|
% 69.40/34.20  																															| Equations (437) can reduce 85 to:
% 69.40/34.20  																															| (48)  ~ (e4 = e2)
% 69.40/34.20  																															|
% 69.40/34.20  																															| Equations (437) can reduce 357 to:
% 69.40/34.20  																															| (49)  ~ (e4 = e0)
% 69.40/34.20  																															|
% 69.40/34.20  																															+-Applying beta-rule and splitting (164), into two cases.
% 69.40/34.20  																															|-Branch one:
% 69.40/34.20  																															| (471) all_0_39_39 = e4
% 69.40/34.20  																															|
% 69.40/34.20  																																| Combining equations (317,471) yields a new equation:
% 69.40/34.20  																																| (323) e4 = e2
% 69.40/34.20  																																|
% 69.40/34.20  																																| Equations (323) can reduce 48 to:
% 69.40/34.20  																																| (266) $false
% 69.40/34.20  																																|
% 69.40/34.20  																																|-The branch is then unsatisfiable
% 69.40/34.20  																															|-Branch two:
% 69.40/34.20  																															| (1377)  ~ (all_0_39_39 = e4)
% 69.40/34.20  																															| (2115) all_0_42_42 = e4 | all_0_47_47 = e4 | all_0_51_51 = e4 | all_0_56_56 = e4
% 69.40/34.20  																															|
% 69.40/34.20  																																| Equations (317) can reduce 1377 to:
% 69.40/34.20  																																| (327)  ~ (e4 = e2)
% 69.40/34.20  																																|
% 69.40/34.20  																																| Simplifying 327 yields:
% 69.40/34.20  																																| (48)  ~ (e4 = e2)
% 69.40/34.20  																																|
% 69.40/34.20  																																+-Applying beta-rule and splitting (18), into two cases.
% 69.40/34.20  																																|-Branch one:
% 69.40/34.20  																																| (453) all_0_41_41 = e1
% 69.40/34.20  																																|
% 69.40/34.20  																																	| Combining equations (437,453) yields a new equation:
% 69.40/34.20  																																	| (636) e4 = e1
% 69.40/34.20  																																	|
% 69.40/34.20  																																	| Simplifying 636 yields:
% 69.40/34.20  																																	| (630) e4 = e1
% 69.40/34.20  																																	|
% 69.40/34.20  																																	| Equations (630) can reduce 110 to:
% 69.40/34.20  																																	| (266) $false
% 69.40/34.20  																																	|
% 69.40/34.20  																																	|-The branch is then unsatisfiable
% 69.40/34.20  																																|-Branch two:
% 69.40/34.20  																																| (457)  ~ (all_0_41_41 = e1)
% 69.40/34.20  																																| (595) all_0_46_46 = e1 | all_0_50_50 = e1 | all_0_55_55 = e1
% 69.40/34.20  																																|
% 69.40/34.20  																																	| Equations (437) can reduce 457 to:
% 69.40/34.20  																																	| (110)  ~ (e4 = e1)
% 69.40/34.20  																																	|
% 69.40/34.20  																																	+-Applying beta-rule and splitting (61466), into two cases.
% 69.40/34.20  																																	|-Branch one:
% 69.40/34.20  																																	| (1790) all_0_47_47 = e4
% 69.40/34.20  																																	|
% 69.40/34.20  																																		| Combining equations (674,1790) yields a new equation:
% 69.40/34.20  																																		| (397) e4 = e0
% 69.40/34.20  																																		|
% 69.40/34.20  																																		| Equations (397) can reduce 49 to:
% 69.40/34.20  																																		| (266) $false
% 69.40/34.20  																																		|
% 69.40/34.20  																																		|-The branch is then unsatisfiable
% 69.40/34.20  																																	|-Branch two:
% 69.40/34.20  																																	| (252)  ~ (all_0_47_47 = e4)
% 69.40/34.20  																																	| (61479) all_0_48_48 = e4 | all_0_49_49 = e4
% 69.40/34.20  																																	|
% 69.40/34.20  																																		+-Applying beta-rule and splitting (61479), into two cases.
% 69.40/34.20  																																		|-Branch one:
% 69.40/34.20  																																		| (943) all_0_48_48 = e4
% 69.40/34.20  																																		|
% 69.40/34.20  																																			| Combining equations (615,943) yields a new equation:
% 69.40/34.20  																																			| (630) e4 = e1
% 69.40/34.20  																																			|
% 69.40/34.20  																																			| Equations (630) can reduce 110 to:
% 69.40/34.20  																																			| (266) $false
% 69.40/34.20  																																			|
% 69.40/34.20  																																			|-The branch is then unsatisfiable
% 69.40/34.20  																																		|-Branch two:
% 69.40/34.20  																																		| (254)  ~ (all_0_48_48 = e4)
% 69.40/34.20  																																		| (974) all_0_49_49 = e4
% 69.40/34.20  																																		|
% 69.40/34.20  																																			| Combining equations (583,974) yields a new equation:
% 69.40/34.20  																																			| (323) e4 = e2
% 69.40/34.20  																																			|
% 69.40/34.20  																																			| Equations (323) can reduce 48 to:
% 69.40/34.20  																																			| (266) $false
% 69.40/34.20  																																			|
% 69.40/34.20  																																			|-The branch is then unsatisfiable
% 69.40/34.20  																														|-Branch two:
% 69.40/34.20  																														| (440)  ~ (all_0_41_41 = e4)
% 69.40/34.20  																														| (769) all_0_46_46 = e4 | all_0_50_50 = e4 | all_0_55_55 = e4
% 69.40/34.20  																														|
% 69.40/34.20  																															+-Applying beta-rule and splitting (769), into two cases.
% 69.40/34.20  																															|-Branch one:
% 69.40/34.20  																															| (770) all_0_46_46 = e4
% 69.40/34.20  																															|
% 69.40/34.20  																																| Equations (770) can reduce 250 to:
% 69.40/34.20  																																| (266) $false
% 69.40/34.20  																																|
% 69.40/34.20  																																|-The branch is then unsatisfiable
% 69.40/34.20  																															|-Branch two:
% 69.40/34.20  																															| (250)  ~ (all_0_46_46 = e4)
% 69.40/34.20  																															| (774) all_0_50_50 = e4 | all_0_55_55 = e4
% 69.40/34.20  																															|
% 69.40/34.20  																																+-Applying beta-rule and splitting (774), into two cases.
% 69.40/34.20  																																|-Branch one:
% 69.40/34.20  																																| (775) all_0_50_50 = e4
% 69.40/34.20  																																|
% 69.40/34.20  																																	| Combining equations (378,775) yields a new equation:
% 69.40/34.20  																																	| (323) e4 = e2
% 69.40/34.20  																																	|
% 69.40/34.20  																																	| Equations (323) can reduce 48 to:
% 69.40/34.20  																																	| (266) $false
% 69.40/34.20  																																	|
% 69.40/34.20  																																	|-The branch is then unsatisfiable
% 69.40/34.20  																																|-Branch two:
% 69.40/34.20  																																| (566)  ~ (all_0_50_50 = e4)
% 69.40/34.20  																																| (587) all_0_55_55 = e4
% 69.40/34.20  																																|
% 69.40/34.20  																																	| Equations (587) can reduce 763 to:
% 69.40/34.20  																																	| (266) $false
% 69.40/34.20  																																	|
% 69.40/34.20  																																	|-The branch is then unsatisfiable
% 69.40/34.21  																									|-Branch two:
% 69.40/34.21  																									| (678)  ~ (all_0_47_47 = e0)
% 69.40/34.21  																									| (1278) all_0_48_48 = e0 | all_0_49_49 = e0
% 69.40/34.21  																									|
% 69.40/34.21  																										+-Applying beta-rule and splitting (1797), into two cases.
% 69.40/34.21  																										|-Branch one:
% 69.40/34.21  																										| (770) all_0_46_46 = e4
% 69.40/34.21  																										|
% 69.40/34.21  																											| Equations (770) can reduce 43 to:
% 69.40/34.21  																											| (440)  ~ (all_0_41_41 = e4)
% 69.40/34.21  																											|
% 69.40/34.21  																											| Equations (770) can reduce 831 to:
% 69.40/34.21  																											| (49)  ~ (e4 = e0)
% 69.40/34.21  																											|
% 69.40/34.21  																											+-Applying beta-rule and splitting (64), into two cases.
% 69.40/34.21  																											|-Branch one:
% 69.40/34.21  																											| (437) all_0_41_41 = e4
% 69.40/34.21  																											|
% 69.40/34.21  																												| Equations (437) can reduce 440 to:
% 69.40/34.21  																												| (266) $false
% 69.40/34.21  																												|
% 69.40/34.21  																												|-The branch is then unsatisfiable
% 69.40/34.21  																											|-Branch two:
% 69.40/34.21  																											| (440)  ~ (all_0_41_41 = e4)
% 69.40/34.21  																											| (441) all_0_42_42 = e4 | all_0_43_43 = e4 | all_0_44_44 = e4
% 69.40/34.21  																											|
% 69.40/34.21  																												+-Applying beta-rule and splitting (441), into two cases.
% 69.40/34.21  																												|-Branch one:
% 69.40/34.21  																												| (1392) all_0_42_42 = e4
% 69.40/34.21  																												|
% 69.40/34.21  																													| Equations (1392) can reduce 198 to:
% 69.40/34.21  																													| (251)  ~ (all_0_47_47 = e4)
% 69.40/34.21  																													|
% 69.40/34.21  																													| Simplifying 251 yields:
% 69.40/34.21  																													| (252)  ~ (all_0_47_47 = e4)
% 69.40/34.21  																													|
% 69.40/34.21  																													+-Applying beta-rule and splitting (105), into two cases.
% 69.40/34.21  																													|-Branch one:
% 69.40/34.21  																													| (1105) all_0_47_47 = e2
% 69.40/34.21  																													|
% 69.40/34.21  																														| Equations (1105) can reduce 338 to:
% 69.40/34.21  																														| (266) $false
% 69.40/34.21  																														|
% 69.40/34.21  																														|-The branch is then unsatisfiable
% 69.40/34.21  																													|-Branch two:
% 69.40/34.21  																													| (338)  ~ (all_0_47_47 = e2)
% 69.40/34.21  																													| (1789) all_0_47_47 = e4 | all_0_47_47 = e3 | all_0_47_47 = e1 | all_0_47_47 = e0
% 69.40/34.21  																													|
% 69.40/34.21  																														+-Applying beta-rule and splitting (1789), into two cases.
% 69.40/34.21  																														|-Branch one:
% 69.40/34.21  																														| (1790) all_0_47_47 = e4
% 69.40/34.21  																														|
% 69.40/34.21  																															| Equations (1790) can reduce 252 to:
% 69.40/34.21  																															| (266) $false
% 69.40/34.21  																															|
% 69.40/34.21  																															|-The branch is then unsatisfiable
% 69.40/34.21  																														|-Branch two:
% 69.40/34.21  																														| (252)  ~ (all_0_47_47 = e4)
% 69.40/34.21  																														| (1793) all_0_47_47 = e3 | all_0_47_47 = e1 | all_0_47_47 = e0
% 69.40/34.21  																														|
% 69.40/34.21  																															+-Applying beta-rule and splitting (1793), into two cases.
% 69.40/34.21  																															|-Branch one:
% 69.40/34.21  																															| (674) all_0_47_47 = e0
% 69.40/34.21  																															|
% 69.40/34.21  																																| Equations (674) can reduce 678 to:
% 69.40/34.21  																																| (266) $false
% 69.40/34.21  																																|
% 69.40/34.21  																																|-The branch is then unsatisfiable
% 69.40/34.21  																															|-Branch two:
% 69.40/34.21  																															| (678)  ~ (all_0_47_47 = e0)
% 69.40/34.21  																															| (1831) all_0_47_47 = e3 | all_0_47_47 = e1
% 69.40/34.21  																															|
% 69.40/34.21  																																+-Applying beta-rule and splitting (1831), into two cases.
% 69.40/34.21  																																|-Branch one:
% 69.40/34.21  																																| (654) all_0_47_47 = e1
% 69.40/34.21  																																|
% 69.40/34.21  																																	| Equations (654) can reduce 462 to:
% 69.40/34.21  																																	| (266) $false
% 69.40/34.21  																																	|
% 69.40/34.21  																																	|-The branch is then unsatisfiable
% 69.40/34.21  																																|-Branch two:
% 69.40/34.21  																																| (462)  ~ (all_0_47_47 = e1)
% 69.40/34.21  																																| (522) all_0_47_47 = e3
% 69.40/34.21  																																|
% 69.40/34.21  																																	| Equations (522) can reduce 1091 to:
% 69.40/34.21  																																	| (266) $false
% 69.40/34.21  																																	|
% 69.40/34.21  																																	|-The branch is then unsatisfiable
% 69.40/34.21  																												|-Branch two:
% 69.40/34.21  																												| (1890)  ~ (all_0_42_42 = e4)
% 69.40/34.21  																												| (1891) all_0_43_43 = e4 | all_0_44_44 = e4
% 69.40/34.21  																												|
% 69.40/34.21  																													+-Applying beta-rule and splitting (1891), into two cases.
% 69.40/34.21  																													|-Branch one:
% 69.40/34.21  																													| (396) all_0_43_43 = e4
% 69.40/34.21  																													|
% 69.40/34.21  																														| Combining equations (356,396) yields a new equation:
% 69.40/34.21  																														| (397) e4 = e0
% 69.40/34.21  																														|
% 69.40/34.21  																														| Equations (397) can reduce 49 to:
% 69.40/34.21  																														| (266) $false
% 69.40/34.21  																														|
% 69.40/34.21  																														|-The branch is then unsatisfiable
% 69.40/34.21  																													|-Branch two:
% 69.40/34.21  																													| (399)  ~ (all_0_43_43 = e4)
% 69.40/34.21  																													| (446) all_0_44_44 = e4
% 69.40/34.21  																													|
% 69.40/34.21  																														| Equations (446) can reduce 1390 to:
% 69.40/34.21  																														| (266) $false
% 69.40/34.21  																														|
% 69.40/34.21  																														|-The branch is then unsatisfiable
% 69.40/34.21  																										|-Branch two:
% 69.40/34.21  																										| (250)  ~ (all_0_46_46 = e4)
% 69.40/34.21  																										| (1801) all_0_46_46 = e3 | all_0_46_46 = e1 | all_0_46_46 = e0
% 69.40/34.21  																										|
% 69.40/34.21  																											+-Applying beta-rule and splitting (1801), into two cases.
% 69.40/34.21  																											|-Branch one:
% 69.40/34.21  																											| (538) all_0_46_46 = e0
% 69.40/34.21  																											|
% 69.40/34.21  																												| Equations (538) can reduce 831 to:
% 69.40/34.21  																												| (266) $false
% 69.40/34.21  																												|
% 69.40/34.21  																												|-The branch is then unsatisfiable
% 69.40/34.21  																											|-Branch two:
% 69.40/34.21  																											| (831)  ~ (all_0_46_46 = e0)
% 69.40/34.21  																											| (1838) all_0_46_46 = e3 | all_0_46_46 = e1
% 69.40/34.21  																											|
% 69.40/34.21  																												+-Applying beta-rule and splitting (1838), into two cases.
% 69.40/34.21  																												|-Branch one:
% 69.40/34.21  																												| (545) all_0_46_46 = e1
% 69.40/34.21  																												|
% 69.40/34.21  																													| Equations (545) can reduce 549 to:
% 69.40/34.21  																													| (266) $false
% 69.40/34.21  																													|
% 69.40/34.21  																													|-The branch is then unsatisfiable
% 69.40/34.21  																												|-Branch two:
% 69.40/34.21  																												| (549)  ~ (all_0_46_46 = e1)
% 69.40/34.21  																												| (1557) all_0_46_46 = e3
% 69.40/34.21  																												|
% 69.40/34.21  																													| Equations (1557) can reduce 409 to:
% 69.40/34.21  																													| (266) $false
% 69.40/34.21  																													|
% 69.40/34.21  																													|-The branch is then unsatisfiable
% 69.40/34.21  																		|-Branch two:
% 69.40/34.21  																		| (5470)  ~ (all_0_43_43 = e0)
% 69.40/34.21  																		| (5471) all_0_48_48 = e0 | all_0_57_57 = e0
% 69.40/34.21  																		|
% 69.40/34.21  																			+-Applying beta-rule and splitting (5471), into two cases.
% 69.40/34.21  																			|-Branch one:
% 69.40/34.21  																			| (1279) all_0_48_48 = e0
% 69.40/34.21  																			|
% 69.40/34.21  																				| Equations (1279) can reduce 17 to:
% 69.40/34.21  																				| (5470)  ~ (all_0_43_43 = e0)
% 69.40/34.21  																				|
% 69.40/34.21  																				| Equations (1279) can reduce 30 to:
% 69.40/34.21  																				| (831)  ~ (all_0_46_46 = e0)
% 69.40/34.21  																				|
% 69.40/34.21  																				| Equations (1279) can reduce 114 to:
% 69.40/34.21  																				| (678)  ~ (all_0_47_47 = e0)
% 69.40/34.21  																				|
% 69.40/34.21  																				| Equations (1279) can reduce 254 to:
% 69.40/34.21  																				| (401)  ~ (e4 = e0)
% 69.40/34.21  																				|
% 69.40/34.21  																				| Simplifying 401 yields:
% 69.40/34.21  																				| (49)  ~ (e4 = e0)
% 69.40/34.21  																				|
% 69.40/34.21  																				| Equations (1279) can reduce 810 to:
% 69.40/34.21  																				| (365)  ~ (e2 = e0)
% 69.40/34.21  																				|
% 69.40/34.21  																				| Simplifying 365 yields:
% 69.40/34.21  																				| (128)  ~ (e2 = e0)
% 69.40/34.21  																				|
% 69.40/34.21  																				| From (1279) and (169) follows:
% 69.40/34.21  																				| (14936) op(e0, e2) = all_0_18_18
% 69.40/34.21  																				|
% 69.40/34.21  																				| From (1279) and (21) follows:
% 69.40/34.21  																				| (14937) op(e0, e1) = all_0_19_19
% 69.40/34.21  																				|
% 69.40/34.21  																				+-Applying beta-rule and splitting (130), into two cases.
% 69.40/34.21  																				|-Branch one:
% 69.40/34.21  																				| (430) all_0_43_43 = e1
% 69.40/34.21  																				|
% 69.40/34.21  																					| Equations (430) can reduce 31 to:
% 69.40/34.21  																					| (457)  ~ (all_0_41_41 = e1)
% 69.40/34.21  																					|
% 69.40/34.21  																					| Equations (430) can reduce 240 to:
% 69.40/34.21  																					| (1380)  ~ (all_0_42_42 = e1)
% 69.40/34.21  																					|
% 69.40/34.21  																					| Equations (430) can reduce 159 to:
% 69.40/34.21  																					| (4057)  ~ (all_0_44_44 = e1)
% 69.40/34.21  																					|
% 69.40/34.21  																					| Simplifying 4057 yields:
% 69.40/34.21  																					| (639)  ~ (all_0_44_44 = e1)
% 69.40/34.21  																					|
% 69.40/34.21  																					| Equations (430) can reduce 399 to:
% 69.40/34.21  																					| (602)  ~ (e4 = e1)
% 69.40/34.21  																					|
% 69.40/34.21  																					| Simplifying 602 yields:
% 69.40/34.21  																					| (110)  ~ (e4 = e1)
% 69.40/34.21  																					|
% 69.40/34.21  																					| Equations (430) can reduce 99 to:
% 69.40/34.21  																					| (467)  ~ (e3 = e1)
% 69.40/34.21  																					|
% 69.40/34.21  																					| Simplifying 467 yields:
% 69.40/34.21  																					| (213)  ~ (e3 = e1)
% 69.40/34.21  																					|
% 69.40/34.21  																					| Equations (430) can reduce 96 to:
% 69.40/34.21  																					| (604)  ~ (e2 = e1)
% 69.40/34.21  																					|
% 69.40/34.21  																					| Simplifying 604 yields:
% 69.40/34.21  																					| (122)  ~ (e2 = e1)
% 69.40/34.21  																					|
% 69.40/34.21  																					| From (430) and (88) follows:
% 69.40/34.21  																					| (6385) op(e1, e3) = all_0_9_9
% 69.40/34.21  																					|
% 69.40/34.21  																					| From (430) and (37) follows:
% 69.40/34.21  																					| (13877) op(e3, e1) = e1
% 69.40/34.21  																					|
% 69.40/34.21  																					| Instantiating formula (29) with e1, e3, all_0_9_9, e2 and discharging atoms op(e1, e3) = all_0_9_9, op(e1, e3) = e2, yields:
% 69.40/34.21  																					| (59683) all_0_9_9 = e2
% 69.40/34.21  																					|
% 69.40/34.21  																					| Instantiating formula (29) with e0, e2, all_0_18_18, all_0_56_56 and discharging atoms op(e0, e2) = all_0_18_18, op(e0, e2) = all_0_56_56, yields:
% 69.40/34.21  																					| (19950) all_0_18_18 = all_0_56_56
% 69.40/34.21  																					|
% 69.40/34.21  																					| Instantiating formula (29) with e0, e1, all_0_19_19, e2 and discharging atoms op(e0, e1) = all_0_19_19, op(e0, e1) = e2, yields:
% 69.40/34.21  																					| (349) all_0_19_19 = e2
% 69.40/34.21  																					|
% 69.40/34.21  																					| From (59683) and (6385) follows:
% 69.40/34.22  																					| (26152) op(e1, e3) = e2
% 69.40/34.22  																					|
% 69.40/34.22  																					| From (19950) and (14936) follows:
% 69.40/34.22  																					| (111) op(e0, e2) = all_0_56_56
% 69.40/34.22  																					|
% 69.40/34.22  																					| From (349) and (14937) follows:
% 69.40/34.22  																					| (16562) op(e0, e1) = e2
% 69.40/34.22  																					|
% 69.40/34.22  																					+-Applying beta-rule and splitting (18), into two cases.
% 69.40/34.22  																					|-Branch one:
% 69.40/34.22  																					| (453) all_0_41_41 = e1
% 69.40/34.22  																					|
% 69.40/34.22  																						| Equations (453) can reduce 457 to:
% 69.40/34.22  																						| (266) $false
% 69.40/34.22  																						|
% 69.40/34.22  																						|-The branch is then unsatisfiable
% 69.40/34.22  																					|-Branch two:
% 69.40/34.22  																					| (457)  ~ (all_0_41_41 = e1)
% 69.40/34.22  																					| (595) all_0_46_46 = e1 | all_0_50_50 = e1 | all_0_55_55 = e1
% 69.40/34.22  																					|
% 69.40/34.22  																						+-Applying beta-rule and splitting (26), into two cases.
% 69.40/34.22  																						|-Branch one:
% 69.40/34.22  																						| (446) all_0_44_44 = e4
% 69.40/34.22  																						|
% 69.40/34.22  																							| Equations (446) can reduce 1390 to:
% 69.40/34.22  																							| (266) $false
% 69.40/34.22  																							|
% 69.40/34.22  																							|-The branch is then unsatisfiable
% 69.40/34.22  																						|-Branch two:
% 69.40/34.22  																						| (1390)  ~ (all_0_44_44 = e4)
% 69.40/34.22  																						| (1391) all_0_44_44 = e3 | all_0_44_44 = e1 | all_0_44_44 = e0
% 69.40/34.22  																						|
% 69.40/34.22  																							+-Applying beta-rule and splitting (27), into two cases.
% 69.40/34.22  																							|-Branch one:
% 69.40/34.22  																							| (437) all_0_41_41 = e4
% 69.40/34.22  																							|
% 69.40/34.22  																								| Equations (437) can reduce 149 to:
% 69.40/34.22  																								| (1903)  ~ (all_0_44_44 = e4)
% 69.40/34.22  																								|
% 69.40/34.22  																								| Simplifying 1903 yields:
% 69.40/34.22  																								| (1390)  ~ (all_0_44_44 = e4)
% 69.40/34.22  																								|
% 69.40/34.22  																								| Equations (437) can reduce 43 to:
% 69.40/34.22  																								| (249)  ~ (all_0_46_46 = e4)
% 69.40/34.22  																								|
% 69.40/34.22  																								| Simplifying 249 yields:
% 69.40/34.22  																								| (250)  ~ (all_0_46_46 = e4)
% 69.40/34.22  																								|
% 69.40/34.22  																								| Equations (437) can reduce 191 to:
% 69.40/34.22  																								| (1909)  ~ (all_0_55_55 = e4)
% 69.40/34.22  																								|
% 69.40/34.22  																								| Simplifying 1909 yields:
% 69.40/34.22  																								| (763)  ~ (all_0_55_55 = e4)
% 69.40/34.22  																								|
% 69.40/34.22  																								| Equations (437) can reduce 85 to:
% 69.40/34.22  																								| (48)  ~ (e4 = e2)
% 69.40/34.22  																								|
% 69.40/34.22  																								| Equations (437) can reduce 357 to:
% 69.40/34.22  																								| (49)  ~ (e4 = e0)
% 69.40/34.22  																								|
% 69.40/34.22  																								| From (437) and (219) follows:
% 69.40/34.22  																								| (1913) op(e3, e3) = e4
% 69.40/34.22  																								|
% 69.40/34.22  																								+-Applying beta-rule and splitting (144), into two cases.
% 69.40/34.22  																								|-Branch one:
% 69.40/34.22  																								| (403) all_0_41_41 = e3
% 69.40/34.22  																								|
% 69.40/34.22  																									| Combining equations (403,437) yields a new equation:
% 69.40/34.22  																									| (425) e4 = e3
% 69.40/34.22  																									|
% 69.40/34.22  																									| Equations (425) can reduce 188 to:
% 69.40/34.22  																									| (266) $false
% 69.40/34.22  																									|
% 69.40/34.22  																									|-The branch is then unsatisfiable
% 69.40/34.22  																								|-Branch two:
% 69.40/34.22  																								| (1898)  ~ (all_0_41_41 = e3)
% 69.40/34.22  																								| (1923) all_0_46_46 = e3 | all_0_50_50 = e3 | all_0_55_55 = e3
% 69.40/34.22  																								|
% 69.40/34.22  																									+-Applying beta-rule and splitting (1923), into two cases.
% 69.40/34.22  																									|-Branch one:
% 69.40/34.22  																									| (1557) all_0_46_46 = e3
% 69.40/34.22  																									|
% 69.40/34.22  																										| Equations (1557) can reduce 409 to:
% 69.40/34.22  																										| (266) $false
% 69.40/34.22  																										|
% 69.40/34.22  																										|-The branch is then unsatisfiable
% 69.40/34.22  																									|-Branch two:
% 69.40/34.22  																									| (409)  ~ (all_0_46_46 = e3)
% 69.40/34.22  																									| (4042) all_0_50_50 = e3 | all_0_55_55 = e3
% 69.40/34.22  																									|
% 69.40/34.22  																										+-Applying beta-rule and splitting (123), into two cases.
% 69.40/34.22  																										|-Branch one:
% 69.40/34.22  																										| (1794) all_0_46_46 = e2
% 69.40/34.22  																										|
% 69.40/34.22  																											| Equations (1794) can reduce 300 to:
% 69.40/34.22  																											| (266) $false
% 69.40/34.22  																											|
% 69.40/34.22  																											|-The branch is then unsatisfiable
% 69.40/34.22  																										|-Branch two:
% 69.40/34.22  																										| (300)  ~ (all_0_46_46 = e2)
% 69.40/34.22  																										| (1797) all_0_46_46 = e4 | all_0_46_46 = e3 | all_0_46_46 = e1 | all_0_46_46 = e0
% 69.40/34.22  																										|
% 69.40/34.22  																											+-Applying beta-rule and splitting (4042), into two cases.
% 69.40/34.22  																											|-Branch one:
% 69.40/34.22  																											| (415) all_0_50_50 = e3
% 69.40/34.22  																											|
% 69.40/34.22  																												| Combining equations (378,415) yields a new equation:
% 69.40/34.22  																												| (662) e3 = e2
% 69.40/34.22  																												|
% 69.40/34.22  																												| Equations (662) can reduce 212 to:
% 69.40/34.22  																												| (266) $false
% 69.40/34.22  																												|
% 69.40/34.22  																												|-The branch is then unsatisfiable
% 69.40/34.22  																											|-Branch two:
% 69.40/34.22  																											| (411)  ~ (all_0_50_50 = e3)
% 69.40/34.22  																											| (2336) all_0_55_55 = e3
% 69.40/34.22  																											|
% 69.40/34.22  																												| Equations (2336) can reduce 153 to:
% 69.40/34.22  																												| (271)  ~ (all_0_56_56 = e3)
% 69.40/34.22  																												|
% 69.40/34.22  																												| Simplifying 271 yields:
% 69.40/34.22  																												| (272)  ~ (all_0_56_56 = e3)
% 69.40/34.22  																												|
% 69.40/34.22  																												| Equations (2336) can reduce 763 to:
% 69.40/34.22  																												| (277)  ~ (e4 = e3)
% 69.40/34.22  																												|
% 69.40/34.22  																												| Simplifying 277 yields:
% 69.40/34.22  																												| (188)  ~ (e4 = e3)
% 69.40/34.22  																												|
% 69.40/34.22  																												| From (2336) and (74) follows:
% 69.40/34.22  																												| (2208) op(e0, e3) = e3
% 69.40/34.22  																												|
% 69.40/34.22  																												+-Applying beta-rule and splitting (595), into two cases.
% 69.40/34.22  																												|-Branch one:
% 69.40/34.22  																												| (545) all_0_46_46 = e1
% 69.40/34.22  																												|
% 69.40/34.22  																													| Equations (545) can reduce 250 to:
% 69.40/34.22  																													| (602)  ~ (e4 = e1)
% 69.40/34.22  																													|
% 69.40/34.22  																													| Simplifying 602 yields:
% 69.40/34.22  																													| (110)  ~ (e4 = e1)
% 69.40/34.22  																													|
% 69.40/34.22  																													| Equations (545) can reduce 300 to:
% 69.40/34.22  																													| (604)  ~ (e2 = e1)
% 69.40/34.22  																													|
% 69.40/34.22  																													| Simplifying 604 yields:
% 69.40/34.22  																													| (122)  ~ (e2 = e1)
% 69.40/34.22  																													|
% 69.40/34.22  																													| Equations (545) can reduce 831 to:
% 69.40/34.22  																													| (233)  ~ (e1 = e0)
% 69.40/34.22  																													|
% 69.40/34.22  																													| From (545) and (120) follows:
% 69.40/34.22  																													| (2105) op(e2, e3) = e1
% 69.40/34.22  																													|
% 69.40/34.22  																													+-Applying beta-rule and splitting (105), into two cases.
% 69.40/34.22  																													|-Branch one:
% 69.40/34.22  																													| (1105) all_0_47_47 = e2
% 69.40/34.22  																													|
% 69.40/34.22  																														| Equations (1105) can reduce 338 to:
% 69.40/34.22  																														| (266) $false
% 69.40/34.22  																														|
% 69.40/34.22  																														|-The branch is then unsatisfiable
% 69.40/34.22  																													|-Branch two:
% 69.40/34.22  																													| (338)  ~ (all_0_47_47 = e2)
% 69.40/34.22  																													| (1789) all_0_47_47 = e4 | all_0_47_47 = e3 | all_0_47_47 = e1 | all_0_47_47 = e0
% 69.40/34.22  																													|
% 69.40/34.22  																														+-Applying beta-rule and splitting (1789), into two cases.
% 69.40/34.22  																														|-Branch one:
% 69.40/34.22  																														| (1790) all_0_47_47 = e4
% 69.40/34.22  																														|
% 69.40/34.22  																															| Equations (1790) can reduce 91 to:
% 69.40/34.22  																															| (476)  ~ (all_0_56_56 = e4)
% 69.40/34.22  																															|
% 69.40/34.22  																															| Simplifying 476 yields:
% 69.40/34.22  																															| (477)  ~ (all_0_56_56 = e4)
% 69.40/34.22  																															|
% 69.40/34.22  																															| Equations (1790) can reduce 1091 to:
% 69.40/34.22  																															| (188)  ~ (e4 = e3)
% 69.40/34.22  																															|
% 69.40/34.22  																															| Equations (1790) can reduce 678 to:
% 69.40/34.22  																															| (49)  ~ (e4 = e0)
% 69.40/34.22  																															|
% 69.40/34.22  																															| From (1790) and (23) follows:
% 69.40/34.22  																															| (61903) op(e2, e2) = e4
% 69.40/34.22  																															|
% 69.40/34.22  																															+-Applying beta-rule and splitting (113), into two cases.
% 69.40/34.22  																															|-Branch one:
% 69.40/34.22  																															| (403) all_0_41_41 = e3
% 69.40/34.22  																															|
% 69.40/34.22  																																| Combining equations (437,403) yields a new equation:
% 69.40/34.22  																																| (424) e4 = e3
% 69.40/34.22  																																|
% 69.40/34.22  																																| Simplifying 424 yields:
% 69.40/34.22  																																| (425) e4 = e3
% 69.40/34.22  																																|
% 69.40/34.22  																																| Equations (425) can reduce 188 to:
% 69.40/34.22  																																| (266) $false
% 69.40/34.22  																																|
% 69.40/34.22  																																|-The branch is then unsatisfiable
% 69.40/34.22  																															|-Branch two:
% 69.40/34.22  																															| (1898)  ~ (all_0_41_41 = e3)
% 69.40/34.22  																															| (1899) all_0_42_42 = e3 | all_0_44_44 = e3
% 69.40/34.22  																															|
% 69.40/34.22  																																+-Applying beta-rule and splitting (112), into two cases.
% 69.40/34.22  																																|-Branch one:
% 69.40/34.22  																																| (635) all_0_44_44 = e1
% 69.40/34.22  																																|
% 69.40/34.22  																																	| Equations (635) can reduce 639 to:
% 69.40/34.22  																																	| (266) $false
% 69.40/34.22  																																	|
% 69.40/34.22  																																	|-The branch is then unsatisfiable
% 69.40/34.22  																																|-Branch two:
% 69.40/34.22  																																| (639)  ~ (all_0_44_44 = e1)
% 69.40/34.22  																																| (640) all_0_49_49 = e1 | all_0_53_53 = e1 | all_0_58_58 = e1
% 69.40/34.22  																																|
% 69.40/34.22  																																	+-Applying beta-rule and splitting (189), into two cases.
% 69.40/34.22  																																	|-Branch one:
% 69.40/34.22  																																	| (532) all_0_44_44 = e3
% 69.40/34.22  																																	|
% 69.40/34.22  																																		| Equations (532) can reduce 73 to:
% 69.40/34.22  																																		| (405)  ~ (all_0_42_42 = e3)
% 69.40/34.22  																																		|
% 69.40/34.22  																																		| Equations (532) can reduce 220 to:
% 69.40/34.22  																																		| (1114)  ~ (all_0_53_53 = e3)
% 69.40/34.22  																																		|
% 69.40/34.22  																																		| Simplifying 1114 yields:
% 69.40/34.22  																																		| (903)  ~ (all_0_53_53 = e3)
% 69.40/34.22  																																		|
% 69.40/34.22  																																		| Equations (532) can reduce 1390 to:
% 69.40/34.22  																																		| (277)  ~ (e4 = e3)
% 69.40/34.22  																																		|
% 69.40/34.22  																																		| Simplifying 277 yields:
% 69.40/34.22  																																		| (188)  ~ (e4 = e3)
% 69.40/34.22  																																		|
% 69.40/34.22  																																		+-Applying beta-rule and splitting (180), into two cases.
% 69.40/34.22  																																		|-Branch one:
% 69.40/34.22  																																		| (516) all_0_42_42 = e3
% 69.40/34.22  																																		|
% 69.40/34.22  																																			| Equations (516) can reduce 405 to:
% 69.40/34.22  																																			| (266) $false
% 69.40/34.22  																																			|
% 69.40/34.22  																																			|-The branch is then unsatisfiable
% 69.40/34.22  																																		|-Branch two:
% 69.40/34.22  																																		| (405)  ~ (all_0_42_42 = e3)
% 69.40/34.22  																																		| (521) all_0_47_47 = e3 | all_0_51_51 = e3 | all_0_56_56 = e3
% 69.40/34.22  																																		|
% 69.40/34.22  																																			+-Applying beta-rule and splitting (521), into two cases.
% 69.40/34.22  																																			|-Branch one:
% 69.40/34.22  																																			| (522) all_0_47_47 = e3
% 69.40/34.22  																																			|
% 69.40/34.22  																																				| Combining equations (1790,522) yields a new equation:
% 69.40/34.22  																																				| (424) e4 = e3
% 69.40/34.22  																																				|
% 69.40/34.22  																																				| Simplifying 424 yields:
% 69.40/34.22  																																				| (425) e4 = e3
% 69.40/34.22  																																				|
% 69.40/34.22  																																				| Equations (425) can reduce 188 to:
% 69.40/34.22  																																				| (266) $false
% 69.40/34.22  																																				|
% 69.40/34.22  																																				|-The branch is then unsatisfiable
% 69.40/34.22  																																			|-Branch two:
% 69.40/34.22  																																			| (1091)  ~ (all_0_47_47 = e3)
% 69.40/34.22  																																			| (1092) all_0_51_51 = e3 | all_0_56_56 = e3
% 69.40/34.22  																																			|
% 69.40/34.22  																																				+-Applying beta-rule and splitting (165), into two cases.
% 69.40/34.22  																																				|-Branch one:
% 69.40/34.22  																																				| (794) all_0_41_41 = e0
% 69.40/34.22  																																				|
% 69.40/34.22  																																					| Combining equations (794,437) yields a new equation:
% 69.40/34.22  																																					| (397) e4 = e0
% 69.40/34.22  																																					|
% 69.40/34.22  																																					| Equations (397) can reduce 49 to:
% 69.40/34.22  																																					| (266) $false
% 69.40/34.22  																																					|
% 69.40/34.22  																																					|-The branch is then unsatisfiable
% 69.40/34.22  																																				|-Branch two:
% 69.40/34.22  																																				| (357)  ~ (all_0_41_41 = e0)
% 69.40/34.22  																																				| (6761) all_0_42_42 = e0 | all_0_43_43 = e0 | all_0_44_44 = e0
% 69.40/34.22  																																				|
% 69.40/34.23  																																					+-Applying beta-rule and splitting (6761), into two cases.
% 69.40/34.23  																																					|-Branch one:
% 69.40/34.23  																																					| (559) all_0_42_42 = e0
% 69.40/34.23  																																					|
% 69.40/34.23  																																						| Equations (559) can reduce 236 to:
% 69.40/34.23  																																						| (1181)  ~ (all_0_56_56 = e0)
% 69.40/34.23  																																						|
% 69.40/34.23  																																						| Simplifying 1181 yields:
% 69.40/34.23  																																						| (828)  ~ (all_0_56_56 = e0)
% 69.40/34.23  																																						|
% 69.40/34.23  																																						| Equations (559) can reduce 405 to:
% 69.40/34.23  																																						| (541)  ~ (e3 = e0)
% 69.40/34.23  																																						|
% 69.40/34.23  																																						| Simplifying 541 yields:
% 69.40/34.23  																																						| (80)  ~ (e3 = e0)
% 69.40/34.23  																																						|
% 69.40/34.23  																																						| Equations (559) can reduce 51 to:
% 69.40/34.23  																																						| (365)  ~ (e2 = e0)
% 69.40/34.23  																																						|
% 69.40/34.23  																																						| Simplifying 365 yields:
% 69.40/34.23  																																						| (128)  ~ (e2 = e0)
% 69.40/34.23  																																						|
% 69.40/34.23  																																						| From (559) and (210) follows:
% 69.40/34.23  																																						| (20848) op(e3, e2) = e0
% 69.40/34.23  																																						|
% 69.40/34.23  																																						+-Applying beta-rule and splitting (125), into two cases.
% 69.40/34.23  																																						|-Branch one:
% 69.40/34.23  																																						| (858) all_0_55_55 = e0
% 69.40/34.23  																																						|
% 69.40/34.23  																																							| Combining equations (858,2336) yields a new equation:
% 69.40/34.23  																																							| (676) e3 = e0
% 69.40/34.23  																																							|
% 69.40/34.23  																																							| Equations (676) can reduce 80 to:
% 69.40/34.23  																																							| (266) $false
% 69.40/34.23  																																							|
% 69.40/34.23  																																							|-The branch is then unsatisfiable
% 69.40/34.23  																																						|-Branch two:
% 69.40/34.23  																																						| (803)  ~ (all_0_55_55 = e0)
% 69.40/34.23  																																						| (863) all_0_56_56 = e0 | all_0_57_57 = e0 | all_0_58_58 = e0
% 69.40/34.23  																																						|
% 69.40/34.23  																																							+-Applying beta-rule and splitting (196), into two cases.
% 69.40/34.23  																																							|-Branch one:
% 69.40/34.23  																																							| (607) all_0_53_53 = e2
% 69.40/34.23  																																							|
% 69.40/34.23  																																								| Equations (607) can reduce 509 to:
% 69.40/34.23  																																								| (266) $false
% 69.40/34.23  																																								|
% 69.40/34.23  																																								|-The branch is then unsatisfiable
% 69.40/34.23  																																							|-Branch two:
% 69.40/34.23  																																							| (509)  ~ (all_0_53_53 = e2)
% 69.40/34.23  																																							| (610) all_0_53_53 = e4 | all_0_53_53 = e3 | all_0_53_53 = e1
% 69.40/34.23  																																							|
% 69.40/34.23  																																								+-Applying beta-rule and splitting (418), into two cases.
% 69.40/34.23  																																								|-Branch one:
% 69.40/34.23  																																								| (660) all_0_51_51 = e3
% 69.40/34.23  																																								|
% 69.40/34.23  																																									| Equations (660) can reduce 6 to:
% 69.40/34.23  																																									| (1114)  ~ (all_0_53_53 = e3)
% 69.40/34.23  																																									|
% 69.40/34.23  																																									| Simplifying 1114 yields:
% 69.40/34.23  																																									| (903)  ~ (all_0_53_53 = e3)
% 69.40/34.23  																																									|
% 69.40/34.23  																																									| From (660) and (186) follows:
% 69.40/34.23  																																									| (1552) op(e1, e2) = e3
% 69.40/34.23  																																									|
% 69.40/34.23  																																									+-Applying beta-rule and splitting (863), into two cases.
% 69.40/34.23  																																									|-Branch one:
% 69.40/34.23  																																									| (679) all_0_56_56 = e0
% 69.40/34.23  																																									|
% 69.40/34.23  																																										| Equations (679) can reduce 828 to:
% 69.40/34.23  																																										| (266) $false
% 69.40/34.23  																																										|
% 69.40/34.23  																																										|-The branch is then unsatisfiable
% 69.40/34.23  																																									|-Branch two:
% 69.40/34.23  																																									| (828)  ~ (all_0_56_56 = e0)
% 69.40/34.23  																																									| (924) all_0_57_57 = e0 | all_0_58_58 = e0
% 69.40/34.23  																																									|
% 69.40/34.23  																																										+-Applying beta-rule and splitting (610), into two cases.
% 69.40/34.23  																																										|-Branch one:
% 69.40/34.23  																																										| (1298) all_0_53_53 = e4
% 69.40/34.23  																																										|
% 69.40/34.23  																																											| Equations (1298) can reduce 1453 to:
% 69.40/34.23  																																											| (266) $false
% 69.40/34.23  																																											|
% 69.40/34.23  																																											|-The branch is then unsatisfiable
% 69.40/34.23  																																										|-Branch two:
% 69.40/34.23  																																										| (1453)  ~ (all_0_53_53 = e4)
% 69.40/34.23  																																										| (1694) all_0_53_53 = e3 | all_0_53_53 = e1
% 69.40/34.23  																																										|
% 69.40/34.23  																																											+-Applying beta-rule and splitting (924), into two cases.
% 69.40/34.23  																																											|-Branch one:
% 69.40/34.23  																																											| (875) all_0_57_57 = e0
% 69.40/34.23  																																											|
% 69.40/34.23  																																												| Combining equations (875,442) yields a new equation:
% 69.40/34.23  																																												| (330) e2 = e0
% 69.40/34.23  																																												|
% 69.40/34.23  																																												| Equations (330) can reduce 128 to:
% 69.40/34.23  																																												| (266) $false
% 69.40/34.23  																																												|
% 69.40/34.23  																																												|-The branch is then unsatisfiable
% 69.40/34.23  																																											|-Branch two:
% 69.40/34.23  																																											| (364)  ~ (all_0_57_57 = e0)
% 69.40/34.23  																																											| (914) all_0_58_58 = e0
% 69.40/34.23  																																											|
% 69.40/34.23  																																												| Equations (914) can reduce 10 to:
% 69.40/34.23  																																												| (247)  ~ (all_0_53_53 = e0)
% 69.40/34.23  																																												|
% 69.40/34.23  																																												+-Applying beta-rule and splitting (1694), into two cases.
% 69.40/34.23  																																												|-Branch one:
% 69.40/34.23  																																												| (1208) all_0_53_53 = e1
% 69.40/34.23  																																												|
% 69.40/34.23  																																													| Equations (1208) can reduce 509 to:
% 69.40/34.23  																																													| (604)  ~ (e2 = e1)
% 69.40/34.23  																																													|
% 69.40/34.23  																																													| Simplifying 604 yields:
% 69.40/34.23  																																													| (122)  ~ (e2 = e1)
% 69.40/34.23  																																													|
% 69.40/34.23  																																													| Equations (1208) can reduce 247 to:
% 69.40/34.23  																																													| (233)  ~ (e1 = e0)
% 69.40/34.23  																																													|
% 69.40/34.23  																																													+-Applying beta-rule and splitting (56), into two cases.
% 69.40/34.23  																																													|-Branch one:
% 69.40/34.23  																																													| (696) unit = e2
% 69.40/34.23  																																													|
% 69.40/34.23  																																														| From (696) and (40) follows:
% 69.40/34.23  																																														| (4285) op(e3, e2) = e3
% 69.40/34.23  																																														|
% 69.40/34.23  																																														| From (696) and (28) follows:
% 69.40/34.23  																																														| (699) op(e1, e2) = e1
% 69.40/34.23  																																														|
% 69.40/34.23  																																														| Instantiating formula (29) with e3, e2, e3, e0 and discharging atoms op(e3, e2) = e3, op(e3, e2) = e0, yields:
% 69.40/34.23  																																														| (676) e3 = e0
% 69.40/34.23  																																														|
% 69.40/34.23  																																														| Instantiating formula (29) with e1, e2, e1, e3 and discharging atoms op(e1, e2) = e3, op(e1, e2) = e1, yields:
% 69.40/34.23  																																														| (455) e3 = e1
% 69.40/34.23  																																														|
% 69.40/34.23  																																														| Combining equations (455,676) yields a new equation:
% 69.40/34.23  																																														| (546) e1 = e0
% 69.40/34.23  																																														|
% 69.40/34.23  																																														| Simplifying 546 yields:
% 69.40/34.23  																																														| (431) e1 = e0
% 69.40/34.23  																																														|
% 69.40/34.23  																																														| Equations (431) can reduce 233 to:
% 69.40/34.23  																																														| (266) $false
% 69.40/34.23  																																														|
% 69.40/34.23  																																														|-The branch is then unsatisfiable
% 69.40/34.23  																																													|-Branch two:
% 69.40/34.23  																																													| (707)  ~ (unit = e2)
% 69.40/34.23  																																													| (708) unit = e4 | unit = e3 | unit = e1 | unit = e0
% 69.40/34.23  																																													|
% 69.40/34.23  																																														+-Applying beta-rule and splitting (708), into two cases.
% 69.40/34.23  																																														|-Branch one:
% 69.40/34.23  																																														| (709) unit = e4
% 69.40/34.23  																																														|
% 69.40/34.23  																																															| From (709) and (24) follows:
% 69.40/34.23  																																															| (33325) op(e4, e3) = e3
% 69.40/34.23  																																															|
% 69.40/34.23  																																															| From (709) and (211) follows:
% 69.40/34.23  																																															| (22527) op(e4, e1) = e1
% 69.40/34.23  																																															|
% 69.40/34.23  																																															| Instantiating formula (29) with e4, e3, e3, e0 and discharging atoms op(e4, e3) = e3, op(e4, e3) = e0, yields:
% 69.40/34.23  																																															| (676) e3 = e0
% 69.40/34.23  																																															|
% 69.40/34.23  																																															| Instantiating formula (29) with e4, e1, e1, e3 and discharging atoms op(e4, e1) = e3, op(e4, e1) = e1, yields:
% 69.40/34.23  																																															| (455) e3 = e1
% 69.40/34.23  																																															|
% 69.40/34.23  																																															| Combining equations (455,676) yields a new equation:
% 69.40/34.23  																																															| (546) e1 = e0
% 69.40/34.23  																																															|
% 69.40/34.23  																																															| Simplifying 546 yields:
% 69.40/34.23  																																															| (431) e1 = e0
% 69.40/34.23  																																															|
% 69.40/34.23  																																															| Equations (431) can reduce 233 to:
% 69.40/34.23  																																															| (266) $false
% 69.40/34.23  																																															|
% 69.40/34.23  																																															|-The branch is then unsatisfiable
% 69.40/34.23  																																														|-Branch two:
% 69.40/34.23  																																														| (724)  ~ (unit = e4)
% 69.40/34.23  																																														| (725) unit = e3 | unit = e1 | unit = e0
% 69.40/34.23  																																														|
% 69.40/34.23  																																															+-Applying beta-rule and splitting (725), into two cases.
% 69.40/34.23  																																															|-Branch one:
% 69.40/34.23  																																															| (726) unit = e0
% 69.40/34.23  																																															|
% 69.40/34.23  																																																| From (726) and (211) follows:
% 69.40/34.23  																																																| (15180) op(e0, e1) = e1
% 69.40/34.23  																																																|
% 69.40/34.23  																																																| Instantiating formula (29) with e0, e1, e1, e2 and discharging atoms op(e0, e1) = e2, op(e0, e1) = e1, yields:
% 69.40/34.23  																																																| (617) e2 = e1
% 69.40/34.23  																																																|
% 69.40/34.23  																																																| Equations (617) can reduce 122 to:
% 69.40/34.23  																																																| (266) $false
% 69.40/34.23  																																																|
% 69.40/34.23  																																																|-The branch is then unsatisfiable
% 69.40/34.23  																																															|-Branch two:
% 69.40/34.23  																																															| (734)  ~ (unit = e0)
% 69.40/34.23  																																															| (735) unit = e3 | unit = e1
% 69.40/34.23  																																															|
% 69.40/34.23  																																																+-Applying beta-rule and splitting (735), into two cases.
% 69.40/34.23  																																																|-Branch one:
% 69.40/34.23  																																																| (736) unit = e1
% 69.40/34.23  																																																|
% 69.40/34.23  																																																	| Equations (736) can reduce 734 to:
% 69.40/34.23  																																																	| (233)  ~ (e1 = e0)
% 69.40/34.23  																																																	|
% 69.40/34.23  																																																	| From (736) and (15) follows:
% 69.40/34.23  																																																	| (515) op(e1, e2) = e2
% 69.40/34.23  																																																	|
% 69.40/34.23  																																																	| From (736) and (40) follows:
% 69.40/34.23  																																																	| (1652) op(e3, e1) = e3
% 69.40/34.23  																																																	|
% 69.40/34.23  																																																	| From (736) and (42) follows:
% 69.40/34.23  																																																	| (3221) op(e0, e1) = e0
% 69.40/34.23  																																																	|
% 69.40/34.23  																																																	| Instantiating formula (29) with e3, e1, e3, e1 and discharging atoms op(e3, e1) = e3, op(e3, e1) = e1, yields:
% 69.40/34.23  																																																	| (455) e3 = e1
% 69.40/34.23  																																																	|
% 69.40/34.23  																																																	| Instantiating formula (29) with e1, e2, e2, e3 and discharging atoms op(e1, e2) = e3, op(e1, e2) = e2, yields:
% 69.40/34.23  																																																	| (662) e3 = e2
% 69.40/34.23  																																																	|
% 69.40/34.23  																																																	| Instantiating formula (29) with e0, e1, e0, e2 and discharging atoms op(e0, e1) = e2, op(e0, e1) = e0, yields:
% 69.40/34.23  																																																	| (330) e2 = e0
% 69.40/34.23  																																																	|
% 69.40/34.23  																																																	| Combining equations (662,455) yields a new equation:
% 69.40/34.23  																																																	| (616) e2 = e1
% 69.40/34.23  																																																	|
% 69.40/34.23  																																																	| Simplifying 616 yields:
% 69.40/34.23  																																																	| (617) e2 = e1
% 69.40/34.23  																																																	|
% 69.40/34.23  																																																	| Combining equations (617,330) yields a new equation:
% 69.40/34.23  																																																	| (546) e1 = e0
% 69.40/34.23  																																																	|
% 69.40/34.23  																																																	| Simplifying 546 yields:
% 69.40/34.23  																																																	| (431) e1 = e0
% 69.40/34.23  																																																	|
% 69.40/34.23  																																																	| Equations (431) can reduce 233 to:
% 69.40/34.23  																																																	| (266) $false
% 69.40/34.23  																																																	|
% 69.40/34.23  																																																	|-The branch is then unsatisfiable
% 69.40/34.23  																																																|-Branch two:
% 69.40/34.23  																																																| (748)  ~ (unit = e1)
% 69.40/34.23  																																																| (749) unit = e3
% 69.40/34.23  																																																|
% 69.40/34.23  																																																	| From (749) and (244) follows:
% 69.40/34.23  																																																	| (750) op(e3, e4) = e4
% 69.40/34.23  																																																	|
% 69.40/34.23  																																																	| From (749) and (40) follows:
% 69.40/34.23  																																																	| (3715) op(e3, e3) = e3
% 69.40/34.23  																																																	|
% 69.40/34.23  																																																	| From (749) and (28) follows:
% 69.40/34.23  																																																	| (2235) op(e1, e3) = e1
% 69.40/34.23  																																																	|
% 69.40/34.23  																																																	| From (749) and (42) follows:
% 69.40/34.23  																																																	| (752) op(e0, e3) = e0
% 69.40/34.23  																																																	|
% 69.40/34.23  																																																	| Instantiating formula (29) with e3, e4, e4, e2 and discharging atoms op(e3, e4) = e4, op(e3, e4) = e2, yields:
% 69.40/34.23  																																																	| (323) e4 = e2
% 69.40/34.23  																																																	|
% 69.40/34.23  																																																	| Instantiating formula (29) with e3, e3, e3, e4 and discharging atoms op(e3, e3) = e4, op(e3, e3) = e3, yields:
% 69.40/34.23  																																																	| (425) e4 = e3
% 69.40/34.23  																																																	|
% 69.40/34.23  																																																	| Instantiating formula (29) with e1, e3, e1, e2 and discharging atoms op(e1, e3) = e2, op(e1, e3) = e1, yields:
% 69.40/34.23  																																																	| (617) e2 = e1
% 69.40/34.23  																																																	|
% 69.40/34.23  																																																	| Instantiating formula (29) with e0, e3, e0, e3 and discharging atoms op(e0, e3) = e3, op(e0, e3) = e0, yields:
% 69.40/34.23  																																																	| (676) e3 = e0
% 69.40/34.23  																																																	|
% 69.40/34.23  																																																	| Combining equations (425,323) yields a new equation:
% 69.40/34.23  																																																	| (661) e3 = e2
% 69.40/34.23  																																																	|
% 69.40/34.23  																																																	| Simplifying 661 yields:
% 69.40/34.23  																																																	| (662) e3 = e2
% 69.40/34.23  																																																	|
% 69.40/34.23  																																																	| Combining equations (662,676) yields a new equation:
% 69.40/34.23  																																																	| (391) e2 = e0
% 69.40/34.23  																																																	|
% 69.40/34.23  																																																	| Simplifying 391 yields:
% 69.40/34.23  																																																	| (330) e2 = e0
% 69.40/34.23  																																																	|
% 69.40/34.23  																																																	| Combining equations (617,330) yields a new equation:
% 69.40/34.23  																																																	| (546) e1 = e0
% 69.40/34.23  																																																	|
% 69.40/34.23  																																																	| Simplifying 546 yields:
% 69.40/34.23  																																																	| (431) e1 = e0
% 69.40/34.23  																																																	|
% 69.40/34.23  																																																	| Equations (431) can reduce 233 to:
% 69.40/34.23  																																																	| (266) $false
% 69.40/34.23  																																																	|
% 69.40/34.23  																																																	|-The branch is then unsatisfiable
% 69.40/34.23  																																												|-Branch two:
% 69.40/34.23  																																												| (1459)  ~ (all_0_53_53 = e1)
% 69.40/34.23  																																												| (665) all_0_53_53 = e3
% 69.40/34.23  																																												|
% 69.40/34.23  																																													| Equations (665) can reduce 903 to:
% 69.40/34.23  																																													| (266) $false
% 69.40/34.23  																																													|
% 69.40/34.23  																																													|-The branch is then unsatisfiable
% 69.40/34.23  																																								|-Branch two:
% 69.40/34.23  																																								| (664)  ~ (all_0_51_51 = e3)
% 69.40/34.23  																																								| (665) all_0_53_53 = e3
% 69.40/34.23  																																								|
% 69.40/34.23  																																									| Equations (665) can reduce 903 to:
% 69.40/34.23  																																									| (266) $false
% 69.40/34.23  																																									|
% 69.40/34.23  																																									|-The branch is then unsatisfiable
% 69.40/34.23  																																					|-Branch two:
% 69.40/34.23  																																					| (358)  ~ (all_0_42_42 = e0)
% 69.40/34.23  																																					| (6766) all_0_43_43 = e0 | all_0_44_44 = e0
% 69.40/34.23  																																					|
% 69.40/34.23  																																						+-Applying beta-rule and splitting (1092), into two cases.
% 69.40/34.23  																																						|-Branch one:
% 69.40/34.23  																																						| (660) all_0_51_51 = e3
% 69.40/34.23  																																						|
% 69.40/34.23  																																							| Equations (660) can reduce 115 to:
% 69.40/34.23  																																							| (80)  ~ (e3 = e0)
% 69.40/34.23  																																							|
% 69.40/34.23  																																							+-Applying beta-rule and splitting (6766), into two cases.
% 69.40/34.23  																																							|-Branch one:
% 69.40/34.23  																																							| (356) all_0_43_43 = e0
% 69.40/34.23  																																							|
% 69.40/34.23  																																								| Combining equations (356,430) yields a new equation:
% 69.40/34.23  																																								| (431) e1 = e0
% 69.40/34.23  																																								|
% 69.40/34.23  																																								| Equations (431) can reduce 233 to:
% 69.40/34.23  																																								| (266) $false
% 69.40/34.23  																																								|
% 69.40/34.23  																																								|-The branch is then unsatisfiable
% 69.40/34.23  																																							|-Branch two:
% 69.40/34.23  																																							| (5470)  ~ (all_0_43_43 = e0)
% 69.40/34.23  																																							| (1414) all_0_44_44 = e0
% 69.40/34.23  																																							|
% 69.40/34.23  																																								| Combining equations (1414,532) yields a new equation:
% 69.40/34.23  																																								| (676) e3 = e0
% 69.40/34.23  																																								|
% 69.40/34.23  																																								| Equations (676) can reduce 80 to:
% 69.40/34.23  																																								| (266) $false
% 69.40/34.23  																																								|
% 69.40/34.23  																																								|-The branch is then unsatisfiable
% 69.40/34.23  																																						|-Branch two:
% 69.40/34.23  																																						| (664)  ~ (all_0_51_51 = e3)
% 69.40/34.23  																																						| (1097) all_0_56_56 = e3
% 69.40/34.23  																																						|
% 69.40/34.23  																																							| Equations (1097) can reduce 272 to:
% 69.40/34.23  																																							| (266) $false
% 69.40/34.23  																																							|
% 69.40/34.23  																																							|-The branch is then unsatisfiable
% 69.40/34.23  																																	|-Branch two:
% 69.40/34.23  																																	| (407)  ~ (all_0_44_44 = e3)
% 69.40/34.23  																																	| (537) all_0_49_49 = e3 | all_0_53_53 = e3 | all_0_58_58 = e3
% 69.40/34.23  																																	|
% 69.40/34.23  																																		+-Applying beta-rule and splitting (1899), into two cases.
% 69.40/34.23  																																		|-Branch one:
% 69.40/34.23  																																		| (516) all_0_42_42 = e3
% 69.40/34.23  																																		|
% 69.40/34.23  																																			| Equations (516) can reduce 61 to:
% 69.40/34.23  																																			| (1925)  ~ (all_0_51_51 = e3)
% 69.40/34.23  																																			|
% 69.40/34.23  																																			| Simplifying 1925 yields:
% 69.40/34.23  																																			| (664)  ~ (all_0_51_51 = e3)
% 69.40/34.23  																																			|
% 69.40/34.23  																																			| Equations (516) can reduce 236 to:
% 69.40/34.23  																																			| (271)  ~ (all_0_56_56 = e3)
% 69.40/34.23  																																			|
% 69.40/34.23  																																			| Simplifying 271 yields:
% 69.40/34.23  																																			| (272)  ~ (all_0_56_56 = e3)
% 69.40/34.23  																																			|
% 69.40/34.23  																																			| Equations (516) can reduce 1380 to:
% 69.40/34.23  																																			| (213)  ~ (e3 = e1)
% 69.40/34.23  																																			|
% 69.40/34.23  																																			+-Applying beta-rule and splitting (418), into two cases.
% 69.40/34.23  																																			|-Branch one:
% 69.40/34.23  																																			| (660) all_0_51_51 = e3
% 69.40/34.23  																																			|
% 69.40/34.23  																																				| Equations (660) can reduce 664 to:
% 69.40/34.23  																																				| (266) $false
% 69.40/34.23  																																				|
% 69.40/34.23  																																				|-The branch is then unsatisfiable
% 69.40/34.23  																																			|-Branch two:
% 69.40/34.23  																																			| (664)  ~ (all_0_51_51 = e3)
% 69.40/34.23  																																			| (665) all_0_53_53 = e3
% 69.40/34.23  																																			|
% 69.40/34.23  																																				| Equations (665) can reduce 10 to:
% 69.40/34.23  																																				| (275)  ~ (all_0_58_58 = e3)
% 69.40/34.23  																																				|
% 69.40/34.23  																																				| Simplifying 275 yields:
% 69.40/34.23  																																				| (276)  ~ (all_0_58_58 = e3)
% 69.40/34.23  																																				|
% 69.40/34.23  																																				+-Applying beta-rule and splitting (108), into two cases.
% 69.40/34.23  																																				|-Branch one:
% 69.40/34.23  																																				| (624) all_0_58_58 = e2
% 69.40/34.23  																																				|
% 69.40/34.23  																																					| Equations (624) can reduce 908 to:
% 69.40/34.23  																																					| (266) $false
% 69.40/34.23  																																					|
% 69.40/34.23  																																					|-The branch is then unsatisfiable
% 69.40/34.23  																																				|-Branch two:
% 69.40/34.23  																																				| (908)  ~ (all_0_58_58 = e2)
% 69.40/34.23  																																				| (909) all_0_58_58 = e4 | all_0_58_58 = e3 | all_0_58_58 = e1 | all_0_58_58 = e0
% 69.40/34.23  																																				|
% 69.40/34.23  																																					+-Applying beta-rule and splitting (160), into two cases.
% 69.40/34.23  																																					|-Branch one:
% 69.40/34.23  																																					| (601) all_0_50_50 = e1
% 69.40/34.23  																																					|
% 69.40/34.23  																																						| Combining equations (378,601) yields a new equation:
% 69.40/34.23  																																						| (616) e2 = e1
% 69.40/34.23  																																						|
% 69.40/34.23  																																						| Simplifying 616 yields:
% 69.40/34.23  																																						| (617) e2 = e1
% 69.40/34.23  																																						|
% 69.40/34.23  																																						| Equations (617) can reduce 122 to:
% 69.40/34.23  																																						| (266) $false
% 69.40/34.23  																																						|
% 69.40/34.23  																																						|-The branch is then unsatisfiable
% 69.40/34.23  																																					|-Branch two:
% 69.45/34.23  																																					| (759)  ~ (all_0_50_50 = e1)
% 69.45/34.24  																																					| (1168) all_0_51_51 = e1 | all_0_52_52 = e1 | all_0_53_53 = e1
% 69.45/34.24  																																					|
% 69.45/34.24  																																						| Equations (378) can reduce 759 to:
% 69.45/34.24  																																						| (122)  ~ (e2 = e1)
% 69.45/34.24  																																						|
% 69.45/34.24  																																						+-Applying beta-rule and splitting (640), into two cases.
% 69.45/34.24  																																						|-Branch one:
% 69.45/34.24  																																						| (671) all_0_49_49 = e1
% 69.45/34.24  																																						|
% 69.45/34.24  																																							| Combining equations (583,671) yields a new equation:
% 69.45/34.24  																																							| (616) e2 = e1
% 69.45/34.24  																																							|
% 69.45/34.24  																																							| Simplifying 616 yields:
% 69.45/34.24  																																							| (617) e2 = e1
% 69.45/34.24  																																							|
% 69.45/34.24  																																							| Equations (617) can reduce 122 to:
% 69.45/34.24  																																							| (266) $false
% 69.45/34.24  																																							|
% 69.45/34.24  																																							|-The branch is then unsatisfiable
% 69.45/34.24  																																						|-Branch two:
% 69.45/34.24  																																						| (1064)  ~ (all_0_49_49 = e1)
% 69.45/34.24  																																						| (2141) all_0_53_53 = e1 | all_0_58_58 = e1
% 69.45/34.24  																																						|
% 69.45/34.24  																																							+-Applying beta-rule and splitting (1168), into two cases.
% 69.45/34.24  																																							|-Branch one:
% 69.45/34.24  																																							| (1109) all_0_51_51 = e1
% 69.45/34.24  																																							|
% 69.45/34.24  																																								| Equations (1109) can reduce 16 to:
% 69.45/34.24  																																								| (465)  ~ (all_0_56_56 = e1)
% 69.45/34.24  																																								|
% 69.45/34.24  																																								| Simplifying 465 yields:
% 69.45/34.24  																																								| (466)  ~ (all_0_56_56 = e1)
% 69.45/34.24  																																								|
% 69.45/34.24  																																								+-Applying beta-rule and splitting (133), into two cases.
% 69.45/34.24  																																								|-Branch one:
% 69.45/34.24  																																								| (833) all_0_56_56 = e2
% 69.45/34.24  																																								|
% 69.45/34.24  																																									| Equations (833) can reduce 511 to:
% 69.45/34.24  																																									| (266) $false
% 69.45/34.24  																																									|
% 69.45/34.24  																																									|-The branch is then unsatisfiable
% 69.45/34.24  																																								|-Branch two:
% 69.45/34.24  																																								| (511)  ~ (all_0_56_56 = e2)
% 69.45/34.24  																																								| (836) all_0_56_56 = e4 | all_0_56_56 = e3 | all_0_56_56 = e1 | all_0_56_56 = e0
% 69.45/34.24  																																								|
% 69.45/34.24  																																									+-Applying beta-rule and splitting (836), into two cases.
% 69.45/34.24  																																									|-Branch one:
% 69.45/34.24  																																									| (842) all_0_56_56 = e4
% 69.45/34.24  																																									|
% 69.45/34.24  																																										| Equations (842) can reduce 477 to:
% 69.45/34.24  																																										| (266) $false
% 69.45/34.24  																																										|
% 69.45/34.24  																																										|-The branch is then unsatisfiable
% 69.45/34.24  																																									|-Branch two:
% 69.45/34.24  																																									| (477)  ~ (all_0_56_56 = e4)
% 69.45/34.24  																																									| (845) all_0_56_56 = e3 | all_0_56_56 = e1 | all_0_56_56 = e0
% 69.45/34.24  																																									|
% 69.45/34.24  																																										+-Applying beta-rule and splitting (845), into two cases.
% 69.45/34.24  																																										|-Branch one:
% 69.45/34.24  																																										| (679) all_0_56_56 = e0
% 69.45/34.24  																																										|
% 69.45/34.24  																																											| Equations (679) can reduce 44 to:
% 69.45/34.24  																																											| (490)  ~ (all_0_58_58 = e0)
% 69.45/34.24  																																											|
% 69.45/34.24  																																											| Simplifying 490 yields:
% 69.45/34.24  																																											| (491)  ~ (all_0_58_58 = e0)
% 69.45/34.24  																																											|
% 69.45/34.24  																																											| From (679) and (111) follows:
% 69.45/34.24  																																											| (1613) op(e0, e2) = e0
% 69.45/34.24  																																											|
% 69.45/34.24  																																											+-Applying beta-rule and splitting (909), into two cases.
% 69.45/34.24  																																											|-Branch one:
% 69.45/34.24  																																											| (910) all_0_58_58 = e4
% 69.45/34.24  																																											|
% 69.45/34.24  																																												| Equations (910) can reduce 451 to:
% 69.45/34.24  																																												| (266) $false
% 69.45/34.24  																																												|
% 69.45/34.24  																																												|-The branch is then unsatisfiable
% 69.45/34.24  																																											|-Branch two:
% 69.45/34.24  																																											| (451)  ~ (all_0_58_58 = e4)
% 69.45/34.24  																																											| (913) all_0_58_58 = e3 | all_0_58_58 = e1 | all_0_58_58 = e0
% 69.45/34.24  																																											|
% 69.45/34.24  																																												+-Applying beta-rule and splitting (913), into two cases.
% 69.45/34.24  																																												|-Branch one:
% 69.45/34.24  																																												| (914) all_0_58_58 = e0
% 69.45/34.24  																																												|
% 69.45/34.24  																																													| Equations (914) can reduce 491 to:
% 69.45/34.24  																																													| (266) $false
% 69.45/34.24  																																													|
% 69.45/34.24  																																													|-The branch is then unsatisfiable
% 69.45/34.24  																																												|-Branch two:
% 69.45/34.24  																																												| (491)  ~ (all_0_58_58 = e0)
% 69.45/34.24  																																												| (917) all_0_58_58 = e3 | all_0_58_58 = e1
% 69.45/34.24  																																												|
% 69.45/34.24  																																													+-Applying beta-rule and splitting (917), into two cases.
% 69.45/34.24  																																													|-Branch one:
% 69.45/34.24  																																													| (918) all_0_58_58 = e1
% 69.45/34.24  																																													|
% 69.45/34.24  																																														| Equations (918) can reduce 491 to:
% 69.45/34.24  																																														| (233)  ~ (e1 = e0)
% 69.45/34.24  																																														|
% 69.45/34.24  																																														+-Applying beta-rule and splitting (56), into two cases.
% 69.45/34.24  																																														|-Branch one:
% 69.45/34.24  																																														| (696) unit = e2
% 69.45/34.24  																																														|
% 69.45/34.24  																																															| From (696) and (244) follows:
% 69.45/34.24  																																															| (264) op(e2, e4) = e4
% 69.45/34.24  																																															|
% 69.45/34.24  																																															| From (696) and (24) follows:
% 69.45/34.24  																																															| (697) op(e2, e3) = e3
% 69.45/34.24  																																															|
% 69.45/34.24  																																															| From (696) and (209) follows:
% 69.45/34.24  																																															| (7585) op(e2, e0) = e0
% 69.45/34.24  																																															|
% 69.45/34.24  																																															| From (696) and (32) follows:
% 69.45/34.24  																																															| (698) op(e2, e2) = e2
% 69.45/34.24  																																															|
% 69.45/34.24  																																															| Instantiating formula (29) with e2, e4, e4, e3 and discharging atoms op(e2, e4) = e4, op(e2, e4) = e3, yields:
% 69.45/34.24  																																															| (425) e4 = e3
% 69.45/34.24  																																															|
% 69.45/34.24  																																															| Instantiating formula (29) with e2, e3, e3, e1 and discharging atoms op(e2, e3) = e3, op(e2, e3) = e1, yields:
% 69.45/34.24  																																															| (455) e3 = e1
% 69.45/34.24  																																															|
% 69.45/34.24  																																															| Instantiating formula (29) with e2, e2, e2, e4 and discharging atoms op(e2, e2) = e4, op(e2, e2) = e2, yields:
% 69.45/34.24  																																															| (323) e4 = e2
% 69.45/34.24  																																															|
% 69.45/34.24  																																															| Instantiating formula (29) with e2, e0, e0, e2 and discharging atoms op(e2, e0) = e2, op(e2, e0) = e0, yields:
% 69.45/34.24  																																															| (330) e2 = e0
% 69.45/34.24  																																															|
% 69.45/34.24  																																															| Combining equations (323,425) yields a new equation:
% 69.45/34.24  																																															| (662) e3 = e2
% 69.45/34.24  																																															|
% 69.45/34.24  																																															| Combining equations (662,455) yields a new equation:
% 69.45/34.24  																																															| (616) e2 = e1
% 69.45/34.24  																																															|
% 69.45/34.24  																																															| Simplifying 616 yields:
% 69.45/34.24  																																															| (617) e2 = e1
% 69.45/34.24  																																															|
% 69.45/34.24  																																															| Combining equations (617,330) yields a new equation:
% 69.45/34.24  																																															| (546) e1 = e0
% 69.45/34.24  																																															|
% 69.45/34.24  																																															| Simplifying 546 yields:
% 69.45/34.24  																																															| (431) e1 = e0
% 69.45/34.24  																																															|
% 69.45/34.24  																																															| Equations (431) can reduce 233 to:
% 69.45/34.24  																																															| (266) $false
% 69.45/34.24  																																															|
% 69.45/34.24  																																															|-The branch is then unsatisfiable
% 69.45/34.24  																																														|-Branch two:
% 69.45/34.24  																																														| (707)  ~ (unit = e2)
% 69.45/34.24  																																														| (708) unit = e4 | unit = e3 | unit = e1 | unit = e0
% 69.45/34.24  																																														|
% 69.45/34.24  																																															+-Applying beta-rule and splitting (708), into two cases.
% 69.45/34.24  																																															|-Branch one:
% 69.45/34.24  																																															| (709) unit = e4
% 69.45/34.24  																																															|
% 69.45/34.24  																																																| From (709) and (24) follows:
% 69.45/34.24  																																																| (33325) op(e4, e3) = e3
% 69.45/34.24  																																																|
% 69.45/34.24  																																																| From (709) and (211) follows:
% 69.45/34.24  																																																| (22527) op(e4, e1) = e1
% 69.45/34.24  																																																|
% 69.45/34.24  																																																| Instantiating formula (29) with e4, e3, e3, e0 and discharging atoms op(e4, e3) = e3, op(e4, e3) = e0, yields:
% 69.45/34.24  																																																| (676) e3 = e0
% 69.45/34.24  																																																|
% 69.45/34.24  																																																| Instantiating formula (29) with e4, e1, e1, e3 and discharging atoms op(e4, e1) = e3, op(e4, e1) = e1, yields:
% 69.45/34.24  																																																| (455) e3 = e1
% 69.45/34.24  																																																|
% 69.45/34.24  																																																| Combining equations (455,676) yields a new equation:
% 69.45/34.24  																																																| (546) e1 = e0
% 69.45/34.24  																																																|
% 69.45/34.24  																																																| Simplifying 546 yields:
% 69.45/34.24  																																																| (431) e1 = e0
% 69.45/34.24  																																																|
% 69.45/34.24  																																																| Equations (431) can reduce 233 to:
% 69.45/34.24  																																																| (266) $false
% 69.45/34.24  																																																|
% 69.45/34.24  																																																|-The branch is then unsatisfiable
% 69.45/34.24  																																															|-Branch two:
% 69.45/34.24  																																															| (724)  ~ (unit = e4)
% 69.45/34.24  																																															| (725) unit = e3 | unit = e1 | unit = e0
% 69.45/34.24  																																															|
% 69.45/34.24  																																																+-Applying beta-rule and splitting (725), into two cases.
% 69.45/34.24  																																																|-Branch one:
% 69.45/34.24  																																																| (726) unit = e0
% 69.45/34.24  																																																|
% 69.45/34.24  																																																	| From (726) and (15) follows:
% 69.45/34.24  																																																	| (1508) op(e0, e2) = e2
% 69.45/34.24  																																																	|
% 69.45/34.24  																																																	| From (726) and (211) follows:
% 69.45/34.24  																																																	| (15180) op(e0, e1) = e1
% 69.45/34.24  																																																	|
% 69.45/34.24  																																																	| Instantiating formula (29) with e0, e2, e2, e0 and discharging atoms op(e0, e2) = e2, op(e0, e2) = e0, yields:
% 69.45/34.24  																																																	| (330) e2 = e0
% 69.45/34.24  																																																	|
% 69.45/34.24  																																																	| Instantiating formula (29) with e0, e1, e1, e2 and discharging atoms op(e0, e1) = e2, op(e0, e1) = e1, yields:
% 69.45/34.24  																																																	| (617) e2 = e1
% 69.45/34.24  																																																	|
% 69.45/34.24  																																																	| Combining equations (330,617) yields a new equation:
% 69.45/34.24  																																																	| (431) e1 = e0
% 69.45/34.24  																																																	|
% 69.45/34.24  																																																	| Equations (431) can reduce 233 to:
% 69.45/34.24  																																																	| (266) $false
% 69.45/34.24  																																																	|
% 69.45/34.24  																																																	|-The branch is then unsatisfiable
% 69.45/34.24  																																																|-Branch two:
% 69.45/34.24  																																																| (734)  ~ (unit = e0)
% 69.45/34.24  																																																| (735) unit = e3 | unit = e1
% 69.45/34.24  																																																|
% 69.45/34.24  																																																	+-Applying beta-rule and splitting (735), into two cases.
% 69.45/34.24  																																																	|-Branch one:
% 69.45/34.24  																																																	| (736) unit = e1
% 69.45/34.24  																																																	|
% 69.45/34.24  																																																		| Equations (736) can reduce 734 to:
% 69.45/34.24  																																																		| (233)  ~ (e1 = e0)
% 69.45/34.24  																																																		|
% 69.45/34.24  																																																		| From (736) and (244) follows:
% 69.45/34.24  																																																		| (738) op(e1, e4) = e4
% 69.45/34.24  																																																		|
% 69.45/34.24  																																																		| From (736) and (24) follows:
% 69.45/34.24  																																																		| (1934) op(e1, e3) = e3
% 69.45/34.24  																																																		|
% 69.45/34.24  																																																		| From (736) and (227) follows:
% 69.45/34.24  																																																		| (739) op(e4, e1) = e4
% 69.45/34.24  																																																		|
% 69.45/34.24  																																																		| From (736) and (40) follows:
% 69.45/34.24  																																																		| (1652) op(e3, e1) = e3
% 69.45/34.24  																																																		|
% 69.45/34.24  																																																		| Instantiating formula (29) with e4, e1, e4, e3 and discharging atoms op(e4, e1) = e4, op(e4, e1) = e3, yields:
% 69.45/34.24  																																																		| (425) e4 = e3
% 69.45/34.24  																																																		|
% 69.45/34.24  																																																		| Instantiating formula (29) with e3, e1, e3, e1 and discharging atoms op(e3, e1) = e3, op(e3, e1) = e1, yields:
% 69.45/34.24  																																																		| (455) e3 = e1
% 69.45/34.24  																																																		|
% 69.45/34.24  																																																		| Instantiating formula (29) with e1, e4, e4, e0 and discharging atoms op(e1, e4) = e4, op(e1, e4) = e0, yields:
% 69.45/34.24  																																																		| (397) e4 = e0
% 69.45/34.24  																																																		|
% 69.45/34.24  																																																		| Instantiating formula (29) with e1, e3, e3, e2 and discharging atoms op(e1, e3) = e3, op(e1, e3) = e2, yields:
% 69.45/34.24  																																																		| (662) e3 = e2
% 69.45/34.24  																																																		|
% 69.45/34.24  																																																		| Combining equations (425,397) yields a new equation:
% 69.45/34.24  																																																		| (675) e3 = e0
% 69.45/34.24  																																																		|
% 69.45/34.24  																																																		| Simplifying 675 yields:
% 69.45/34.24  																																																		| (676) e3 = e0
% 69.45/34.24  																																																		|
% 69.45/34.24  																																																		| Combining equations (676,662) yields a new equation:
% 69.45/34.24  																																																		| (330) e2 = e0
% 69.45/34.24  																																																		|
% 69.45/34.24  																																																		| Combining equations (455,662) yields a new equation:
% 69.45/34.24  																																																		| (617) e2 = e1
% 69.45/34.24  																																																		|
% 69.45/34.24  																																																		| Combining equations (330,617) yields a new equation:
% 69.45/34.24  																																																		| (431) e1 = e0
% 69.45/34.24  																																																		|
% 69.45/34.24  																																																		| Equations (431) can reduce 233 to:
% 69.45/34.24  																																																		| (266) $false
% 69.45/34.24  																																																		|
% 69.45/34.24  																																																		|-The branch is then unsatisfiable
% 69.45/34.24  																																																	|-Branch two:
% 69.45/34.24  																																																	| (748)  ~ (unit = e1)
% 69.45/34.24  																																																	| (749) unit = e3
% 69.45/34.24  																																																	|
% 69.45/34.24  																																																		| From (749) and (244) follows:
% 69.45/34.24  																																																		| (750) op(e3, e4) = e4
% 69.45/34.24  																																																		|
% 69.45/34.24  																																																		| From (749) and (40) follows:
% 69.45/34.24  																																																		| (3715) op(e3, e3) = e3
% 69.45/34.24  																																																		|
% 69.45/34.24  																																																		| From (749) and (28) follows:
% 69.45/34.24  																																																		| (2235) op(e1, e3) = e1
% 69.45/34.24  																																																		|
% 69.45/34.24  																																																		| From (749) and (42) follows:
% 69.45/34.24  																																																		| (752) op(e0, e3) = e0
% 69.45/34.24  																																																		|
% 69.45/34.24  																																																		| Instantiating formula (29) with e3, e4, e4, e2 and discharging atoms op(e3, e4) = e4, op(e3, e4) = e2, yields:
% 69.45/34.24  																																																		| (323) e4 = e2
% 69.45/34.24  																																																		|
% 69.45/34.24  																																																		| Instantiating formula (29) with e3, e3, e3, e4 and discharging atoms op(e3, e3) = e4, op(e3, e3) = e3, yields:
% 69.45/34.24  																																																		| (425) e4 = e3
% 69.45/34.24  																																																		|
% 69.45/34.24  																																																		| Instantiating formula (29) with e1, e3, e1, e2 and discharging atoms op(e1, e3) = e2, op(e1, e3) = e1, yields:
% 69.45/34.24  																																																		| (617) e2 = e1
% 69.45/34.24  																																																		|
% 69.45/34.24  																																																		| Instantiating formula (29) with e0, e3, e0, e3 and discharging atoms op(e0, e3) = e3, op(e0, e3) = e0, yields:
% 69.45/34.24  																																																		| (676) e3 = e0
% 69.45/34.24  																																																		|
% 69.45/34.24  																																																		| Combining equations (425,323) yields a new equation:
% 69.45/34.24  																																																		| (661) e3 = e2
% 69.45/34.24  																																																		|
% 69.45/34.24  																																																		| Simplifying 661 yields:
% 69.45/34.24  																																																		| (662) e3 = e2
% 69.45/34.24  																																																		|
% 69.45/34.24  																																																		| Combining equations (662,676) yields a new equation:
% 69.45/34.24  																																																		| (391) e2 = e0
% 69.45/34.24  																																																		|
% 69.45/34.24  																																																		| Simplifying 391 yields:
% 69.45/34.24  																																																		| (330) e2 = e0
% 69.45/34.24  																																																		|
% 69.45/34.24  																																																		| Combining equations (617,330) yields a new equation:
% 69.45/34.24  																																																		| (546) e1 = e0
% 69.45/34.24  																																																		|
% 69.45/34.24  																																																		| Simplifying 546 yields:
% 69.45/34.24  																																																		| (431) e1 = e0
% 69.45/34.24  																																																		|
% 69.45/34.24  																																																		| Equations (431) can reduce 233 to:
% 69.45/34.24  																																																		| (266) $false
% 69.45/34.24  																																																		|
% 69.45/34.24  																																																		|-The branch is then unsatisfiable
% 69.45/34.24  																																													|-Branch two:
% 69.45/34.24  																																													| (880)  ~ (all_0_58_58 = e1)
% 69.45/34.24  																																													| (795) all_0_58_58 = e3
% 69.45/34.24  																																													|
% 69.45/34.24  																																														| Equations (795) can reduce 276 to:
% 69.45/34.24  																																														| (266) $false
% 69.45/34.24  																																														|
% 69.45/34.24  																																														|-The branch is then unsatisfiable
% 69.45/34.24  																																										|-Branch two:
% 69.45/34.24  																																										| (828)  ~ (all_0_56_56 = e0)
% 69.45/34.24  																																										| (3172) all_0_56_56 = e3 | all_0_56_56 = e1
% 69.45/34.24  																																										|
% 69.45/34.24  																																											+-Applying beta-rule and splitting (3172), into two cases.
% 69.45/34.24  																																											|-Branch one:
% 69.45/34.24  																																											| (1569) all_0_56_56 = e1
% 69.45/34.24  																																											|
% 69.45/34.24  																																												| Equations (1569) can reduce 466 to:
% 69.45/34.24  																																												| (266) $false
% 69.45/34.24  																																												|
% 69.45/34.24  																																												|-The branch is then unsatisfiable
% 69.45/34.24  																																											|-Branch two:
% 69.45/34.24  																																											| (466)  ~ (all_0_56_56 = e1)
% 69.45/34.24  																																											| (1097) all_0_56_56 = e3
% 69.45/34.24  																																											|
% 69.45/34.24  																																												| Equations (1097) can reduce 272 to:
% 69.45/34.24  																																												| (266) $false
% 69.45/34.24  																																												|
% 69.45/34.24  																																												|-The branch is then unsatisfiable
% 69.45/34.24  																																							|-Branch two:
% 69.45/34.24  																																							| (464)  ~ (all_0_51_51 = e1)
% 69.45/34.24  																																							| (1202) all_0_52_52 = e1 | all_0_53_53 = e1
% 69.45/34.24  																																							|
% 69.45/34.24  																																								+-Applying beta-rule and splitting (2141), into two cases.
% 69.45/34.24  																																								|-Branch one:
% 69.45/34.24  																																								| (1208) all_0_53_53 = e1
% 69.45/34.24  																																								|
% 69.45/34.24  																																									| Combining equations (665,1208) yields a new equation:
% 69.45/34.24  																																									| (454) e3 = e1
% 69.45/34.24  																																									|
% 69.45/34.24  																																									| Simplifying 454 yields:
% 69.45/34.24  																																									| (455) e3 = e1
% 69.45/34.24  																																									|
% 69.45/34.24  																																									| Equations (455) can reduce 213 to:
% 69.45/34.24  																																									| (266) $false
% 69.45/34.24  																																									|
% 69.45/34.24  																																									|-The branch is then unsatisfiable
% 69.45/34.24  																																								|-Branch two:
% 69.45/34.24  																																								| (1459)  ~ (all_0_53_53 = e1)
% 69.45/34.24  																																								| (918) all_0_58_58 = e1
% 69.45/34.24  																																								|
% 69.45/34.24  																																									| Equations (918) can reduce 451 to:
% 69.45/34.24  																																									| (602)  ~ (e4 = e1)
% 69.45/34.24  																																									|
% 69.45/34.24  																																									| Simplifying 602 yields:
% 69.45/34.24  																																									| (110)  ~ (e4 = e1)
% 69.45/34.24  																																									|
% 69.45/34.24  																																									| Equations (918) can reduce 276 to:
% 69.45/34.24  																																									| (467)  ~ (e3 = e1)
% 69.45/34.24  																																									|
% 69.45/34.24  																																									| Simplifying 467 yields:
% 69.45/34.24  																																									| (213)  ~ (e3 = e1)
% 69.45/34.24  																																									|
% 69.45/34.24  																																									+-Applying beta-rule and splitting (1202), into two cases.
% 69.45/34.24  																																									|-Branch one:
% 69.45/34.24  																																									| (642) all_0_52_52 = e1
% 69.45/34.24  																																									|
% 69.45/34.24  																																										| Combining equations (565,642) yields a new equation:
% 69.45/34.24  																																										| (636) e4 = e1
% 69.45/34.24  																																										|
% 69.45/34.24  																																										| Simplifying 636 yields:
% 69.45/34.24  																																										| (630) e4 = e1
% 69.45/34.24  																																										|
% 69.45/34.24  																																										| Equations (630) can reduce 110 to:
% 69.45/34.24  																																										| (266) $false
% 69.45/34.24  																																										|
% 69.45/34.24  																																										|-The branch is then unsatisfiable
% 69.45/34.24  																																									|-Branch two:
% 69.45/34.24  																																									| (646)  ~ (all_0_52_52 = e1)
% 69.45/34.24  																																									| (1208) all_0_53_53 = e1
% 69.45/34.24  																																									|
% 69.45/34.24  																																										| Combining equations (665,1208) yields a new equation:
% 69.45/34.24  																																										| (454) e3 = e1
% 69.45/34.24  																																										|
% 69.45/34.24  																																										| Simplifying 454 yields:
% 69.45/34.24  																																										| (455) e3 = e1
% 69.45/34.24  																																										|
% 69.45/34.24  																																										| Equations (455) can reduce 213 to:
% 69.45/34.24  																																										| (266) $false
% 69.45/34.24  																																										|
% 69.45/34.24  																																										|-The branch is then unsatisfiable
% 69.45/34.24  																																		|-Branch two:
% 69.45/34.24  																																		| (405)  ~ (all_0_42_42 = e3)
% 69.45/34.24  																																		| (532) all_0_44_44 = e3
% 69.45/34.24  																																		|
% 69.45/34.24  																																			| Equations (532) can reduce 407 to:
% 69.45/34.24  																																			| (266) $false
% 69.45/34.24  																																			|
% 69.45/34.24  																																			|-The branch is then unsatisfiable
% 69.45/34.24  																														|-Branch two:
% 69.45/34.24  																														| (252)  ~ (all_0_47_47 = e4)
% 69.45/34.24  																														| (1793) all_0_47_47 = e3 | all_0_47_47 = e1 | all_0_47_47 = e0
% 69.45/34.24  																														|
% 69.45/34.24  																															+-Applying beta-rule and splitting (206), into two cases.
% 69.45/34.24  																															|-Branch one:
% 69.45/34.24  																															| (248) all_0_45_45 = e4
% 69.45/34.24  																															|
% 69.45/34.24  																																| Combining equations (248,423) yields a new equation:
% 69.45/34.24  																																| (424) e4 = e3
% 69.45/34.24  																																|
% 69.45/34.24  																																| Simplifying 424 yields:
% 69.45/34.24  																																| (425) e4 = e3
% 69.45/34.24  																																|
% 69.45/34.24  																																| Equations (425) can reduce 188 to:
% 69.45/34.24  																																| (266) $false
% 69.45/34.24  																																|
% 69.45/34.24  																																|-The branch is then unsatisfiable
% 69.45/34.24  																															|-Branch two:
% 69.45/34.25  																															| (60416)  ~ (all_0_45_45 = e4)
% 69.45/34.25  																															| (61457) all_0_46_46 = e4 | all_0_47_47 = e4 | all_0_48_48 = e4 | all_0_49_49 = e4
% 69.45/34.25  																															|
% 69.45/34.25  																																+-Applying beta-rule and splitting (61457), into two cases.
% 69.45/34.25  																																|-Branch one:
% 69.45/34.25  																																| (770) all_0_46_46 = e4
% 69.45/34.25  																																|
% 69.45/34.25  																																	| Combining equations (545,770) yields a new equation:
% 69.45/34.25  																																	| (630) e4 = e1
% 69.45/34.25  																																	|
% 69.45/34.25  																																	| Equations (630) can reduce 110 to:
% 69.45/34.25  																																	| (266) $false
% 69.45/34.25  																																	|
% 69.45/34.25  																																	|-The branch is then unsatisfiable
% 69.45/34.25  																																|-Branch two:
% 69.45/34.25  																																| (250)  ~ (all_0_46_46 = e4)
% 69.45/34.25  																																| (61466) all_0_47_47 = e4 | all_0_48_48 = e4 | all_0_49_49 = e4
% 69.45/34.25  																																|
% 69.45/34.25  																																	+-Applying beta-rule and splitting (61466), into two cases.
% 69.45/34.25  																																	|-Branch one:
% 69.45/34.25  																																	| (1790) all_0_47_47 = e4
% 69.45/34.25  																																	|
% 69.45/34.25  																																		| Equations (1790) can reduce 252 to:
% 69.45/34.25  																																		| (266) $false
% 69.45/34.25  																																		|
% 69.45/34.25  																																		|-The branch is then unsatisfiable
% 69.45/34.25  																																	|-Branch two:
% 69.45/34.25  																																	| (252)  ~ (all_0_47_47 = e4)
% 69.47/34.25  																																	| (61479) all_0_48_48 = e4 | all_0_49_49 = e4
% 69.47/34.25  																																	|
% 69.47/34.25  																																		+-Applying beta-rule and splitting (61479), into two cases.
% 69.47/34.25  																																		|-Branch one:
% 69.47/34.25  																																		| (943) all_0_48_48 = e4
% 69.47/34.25  																																		|
% 69.47/34.25  																																			| Combining equations (1279,943) yields a new equation:
% 69.47/34.25  																																			| (397) e4 = e0
% 69.47/34.25  																																			|
% 69.47/34.25  																																			| Equations (397) can reduce 49 to:
% 69.47/34.25  																																			| (266) $false
% 69.47/34.25  																																			|
% 69.47/34.25  																																			|-The branch is then unsatisfiable
% 69.47/34.25  																																		|-Branch two:
% 69.47/34.25  																																		| (254)  ~ (all_0_48_48 = e4)
% 69.47/34.25  																																		| (974) all_0_49_49 = e4
% 69.47/34.25  																																		|
% 69.47/34.25  																																			| Combining equations (974,583) yields a new equation:
% 69.47/34.25  																																			| (322) e4 = e2
% 69.47/34.25  																																			|
% 69.47/34.25  																																			| Simplifying 322 yields:
% 69.47/34.25  																																			| (323) e4 = e2
% 69.47/34.25  																																			|
% 69.47/34.25  																																			| Equations (323) can reduce 48 to:
% 69.47/34.25  																																			| (266) $false
% 69.47/34.25  																																			|
% 69.47/34.25  																																			|-The branch is then unsatisfiable
% 69.47/34.26  																												|-Branch two:
% 69.47/34.26  																												| (549)  ~ (all_0_46_46 = e1)
% 69.47/34.26  																												| (600) all_0_50_50 = e1 | all_0_55_55 = e1
% 69.47/34.26  																												|
% 69.47/34.26  																													+-Applying beta-rule and splitting (600), into two cases.
% 69.47/34.26  																													|-Branch one:
% 69.47/34.26  																													| (601) all_0_50_50 = e1
% 69.47/34.26  																													|
% 69.47/34.26  																														| Combining equations (378,601) yields a new equation:
% 69.47/34.26  																														| (616) e2 = e1
% 69.47/34.26  																														|
% 69.47/34.26  																														| Simplifying 616 yields:
% 69.47/34.26  																														| (617) e2 = e1
% 69.47/34.26  																														|
% 69.47/34.26  																														| Equations (617) can reduce 122 to:
% 69.47/34.26  																														| (266) $false
% 69.47/34.26  																														|
% 69.47/34.26  																														|-The branch is then unsatisfiable
% 69.47/34.26  																													|-Branch two:
% 69.47/34.26  																													| (759)  ~ (all_0_50_50 = e1)
% 69.47/34.26  																													| (629) all_0_55_55 = e1
% 69.47/34.26  																													|
% 69.47/34.26  																														| Combining equations (2336,629) yields a new equation:
% 69.47/34.26  																														| (454) e3 = e1
% 69.47/34.26  																														|
% 69.47/34.26  																														| Simplifying 454 yields:
% 69.47/34.26  																														| (455) e3 = e1
% 69.47/34.26  																														|
% 69.47/34.26  																														| Equations (455) can reduce 213 to:
% 69.47/34.26  																														| (266) $false
% 69.47/34.26  																														|
% 69.47/34.26  																														|-The branch is then unsatisfiable
% 69.47/34.26  																							|-Branch two:
% 69.47/34.26  																							| (440)  ~ (all_0_41_41 = e4)
% 69.47/34.26  																							| (4049) all_0_41_41 = e3 | all_0_41_41 = e1 | all_0_41_41 = e0
% 69.47/34.26  																							|
% 69.47/34.26  																								+-Applying beta-rule and splitting (64), into two cases.
% 69.47/34.26  																								|-Branch one:
% 69.47/34.26  																								| (437) all_0_41_41 = e4
% 69.47/34.26  																								|
% 69.47/34.26  																									| Equations (437) can reduce 440 to:
% 69.47/34.26  																									| (266) $false
% 69.47/34.26  																									|
% 69.47/34.26  																									|-The branch is then unsatisfiable
% 69.47/34.26  																								|-Branch two:
% 69.47/34.26  																								| (440)  ~ (all_0_41_41 = e4)
% 69.47/34.26  																								| (441) all_0_42_42 = e4 | all_0_43_43 = e4 | all_0_44_44 = e4
% 69.47/34.26  																								|
% 69.47/34.26  																									+-Applying beta-rule and splitting (4049), into two cases.
% 69.47/34.26  																									|-Branch one:
% 69.47/34.26  																									| (794) all_0_41_41 = e0
% 69.47/34.26  																									|
% 69.47/34.26  																										| Equations (794) can reduce 357 to:
% 69.47/34.26  																										| (266) $false
% 69.47/34.26  																										|
% 69.47/34.26  																										|-The branch is then unsatisfiable
% 69.47/34.26  																									|-Branch two:
% 69.47/34.26  																									| (357)  ~ (all_0_41_41 = e0)
% 69.47/34.26  																									| (4053) all_0_41_41 = e3 | all_0_41_41 = e1
% 69.47/34.26  																									|
% 69.47/34.26  																										+-Applying beta-rule and splitting (441), into two cases.
% 69.47/34.26  																										|-Branch one:
% 69.47/34.26  																										| (1392) all_0_42_42 = e4
% 69.47/34.26  																										|
% 69.47/34.26  																											| Equations (1392) can reduce 214 to:
% 69.47/34.26  																											| (440)  ~ (all_0_41_41 = e4)
% 69.47/34.26  																											|
% 69.47/34.26  																											| Equations (1392) can reduce 198 to:
% 69.47/34.26  																											| (251)  ~ (all_0_47_47 = e4)
% 69.47/34.26  																											|
% 69.47/34.26  																											| Simplifying 251 yields:
% 69.47/34.26  																											| (252)  ~ (all_0_47_47 = e4)
% 69.47/34.26  																											|
% 69.47/34.26  																											+-Applying beta-rule and splitting (104), into two cases.
% 69.47/34.26  																											|-Branch one:
% 69.47/34.26  																											| (480) all_0_39_39 = e0
% 69.47/34.26  																											|
% 69.47/34.26  																												| Combining equations (480,317) yields a new equation:
% 69.47/34.26  																												| (330) e2 = e0
% 69.47/34.26  																												|
% 69.47/34.26  																												| Equations (330) can reduce 128 to:
% 69.47/34.26  																												| (266) $false
% 69.47/34.26  																												|
% 69.47/34.26  																												|-The branch is then unsatisfiable
% 69.47/34.26  																											|-Branch two:
% 69.47/34.26  																											| (484)  ~ (all_0_39_39 = e0)
% 69.47/34.26  																											| (558) all_0_42_42 = e0 | all_0_47_47 = e0 | all_0_56_56 = e0
% 69.47/34.26  																											|
% 69.47/34.26  																												+-Applying beta-rule and splitting (558), into two cases.
% 69.47/34.26  																												|-Branch one:
% 69.47/34.26  																												| (559) all_0_42_42 = e0
% 69.47/34.26  																												|
% 69.47/34.26  																													| Combining equations (559,1392) yields a new equation:
% 69.47/34.26  																													| (397) e4 = e0
% 69.47/34.26  																													|
% 69.47/34.26  																													| Equations (397) can reduce 49 to:
% 69.47/34.26  																													| (266) $false
% 69.47/34.26  																													|
% 69.47/34.26  																													|-The branch is then unsatisfiable
% 69.47/34.26  																												|-Branch two:
% 69.47/34.26  																												| (358)  ~ (all_0_42_42 = e0)
% 69.47/34.26  																												| (563) all_0_47_47 = e0 | all_0_56_56 = e0
% 69.47/34.26  																												|
% 69.47/34.26  																													+-Applying beta-rule and splitting (563), into two cases.
% 69.47/34.26  																													|-Branch one:
% 69.47/34.26  																													| (674) all_0_47_47 = e0
% 69.47/34.26  																													|
% 69.47/34.26  																														| Equations (674) can reduce 678 to:
% 69.47/34.26  																														| (266) $false
% 69.47/34.26  																														|
% 69.47/34.26  																														|-The branch is then unsatisfiable
% 69.47/34.26  																													|-Branch two:
% 69.47/34.26  																													| (678)  ~ (all_0_47_47 = e0)
% 69.47/34.26  																													| (679) all_0_56_56 = e0
% 69.47/34.26  																													|
% 69.47/34.26  																														| Equations (679) can reduce 91 to:
% 69.47/34.26  																														| (678)  ~ (all_0_47_47 = e0)
% 69.47/34.26  																														|
% 69.47/34.26  																														| Equations (679) can reduce 153 to:
% 69.47/34.26  																														| (803)  ~ (all_0_55_55 = e0)
% 69.47/34.26  																														|
% 69.47/34.26  																														| From (679) and (111) follows:
% 69.47/34.26  																														| (1613) op(e0, e2) = e0
% 69.47/34.26  																														|
% 69.47/34.26  																														+-Applying beta-rule and splitting (4053), into two cases.
% 69.47/34.26  																														|-Branch one:
% 69.47/34.26  																														| (453) all_0_41_41 = e1
% 69.47/34.26  																														|
% 69.47/34.26  																															| Equations (453) can reduce 457 to:
% 69.47/34.26  																															| (266) $false
% 69.47/34.26  																															|
% 69.47/34.26  																															|-The branch is then unsatisfiable
% 69.47/34.26  																														|-Branch two:
% 69.47/34.26  																														| (457)  ~ (all_0_41_41 = e1)
% 69.47/34.26  																														| (403) all_0_41_41 = e3
% 69.47/34.26  																														|
% 69.47/34.26  																															| Equations (403) can reduce 43 to:
% 69.47/34.26  																															| (408)  ~ (all_0_46_46 = e3)
% 69.47/34.26  																															|
% 69.47/34.26  																															| Simplifying 408 yields:
% 69.47/34.26  																															| (409)  ~ (all_0_46_46 = e3)
% 69.47/34.26  																															|
% 69.47/34.26  																															| Equations (403) can reduce 440 to:
% 69.47/34.26  																															| (277)  ~ (e4 = e3)
% 69.47/34.26  																															|
% 69.47/34.26  																															| Simplifying 277 yields:
% 69.47/34.26  																															| (188)  ~ (e4 = e3)
% 69.47/34.26  																															|
% 69.47/34.26  																															+-Applying beta-rule and splitting (105), into two cases.
% 69.47/34.26  																															|-Branch one:
% 69.47/34.26  																															| (1105) all_0_47_47 = e2
% 69.47/34.26  																															|
% 69.47/34.26  																																| Equations (1105) can reduce 338 to:
% 69.47/34.26  																																| (266) $false
% 69.47/34.26  																																|
% 69.47/34.26  																																|-The branch is then unsatisfiable
% 69.47/34.26  																															|-Branch two:
% 69.47/34.26  																															| (338)  ~ (all_0_47_47 = e2)
% 69.47/34.26  																															| (1789) all_0_47_47 = e4 | all_0_47_47 = e3 | all_0_47_47 = e1 | all_0_47_47 = e0
% 69.47/34.26  																															|
% 69.47/34.26  																																+-Applying beta-rule and splitting (1789), into two cases.
% 69.47/34.26  																																|-Branch one:
% 69.47/34.26  																																| (1790) all_0_47_47 = e4
% 69.47/34.26  																																|
% 69.47/34.26  																																	| Equations (1790) can reduce 252 to:
% 69.47/34.26  																																	| (266) $false
% 69.47/34.26  																																	|
% 69.47/34.26  																																	|-The branch is then unsatisfiable
% 69.47/34.26  																																|-Branch two:
% 69.47/34.26  																																| (252)  ~ (all_0_47_47 = e4)
% 69.47/34.26  																																| (1793) all_0_47_47 = e3 | all_0_47_47 = e1 | all_0_47_47 = e0
% 69.47/34.26  																																|
% 69.47/34.26  																																	+-Applying beta-rule and splitting (1793), into two cases.
% 69.47/34.26  																																	|-Branch one:
% 69.47/34.26  																																	| (674) all_0_47_47 = e0
% 69.47/34.26  																																	|
% 69.47/34.26  																																		| Equations (674) can reduce 678 to:
% 69.47/34.26  																																		| (266) $false
% 69.47/34.26  																																		|
% 69.47/34.26  																																		|-The branch is then unsatisfiable
% 69.47/34.26  																																	|-Branch two:
% 69.47/34.26  																																	| (678)  ~ (all_0_47_47 = e0)
% 69.47/34.26  																																	| (1831) all_0_47_47 = e3 | all_0_47_47 = e1
% 69.47/34.26  																																	|
% 69.47/34.26  																																		+-Applying beta-rule and splitting (206), into two cases.
% 69.47/34.26  																																		|-Branch one:
% 69.47/34.26  																																		| (248) all_0_45_45 = e4
% 69.47/34.26  																																		|
% 69.47/34.26  																																			| Combining equations (423,248) yields a new equation:
% 69.47/34.26  																																			| (425) e4 = e3
% 69.47/34.26  																																			|
% 69.47/34.26  																																			| Equations (425) can reduce 188 to:
% 69.47/34.26  																																			| (266) $false
% 69.47/34.26  																																			|
% 69.47/34.26  																																			|-The branch is then unsatisfiable
% 69.47/34.26  																																		|-Branch two:
% 69.47/34.26  																																		| (60416)  ~ (all_0_45_45 = e4)
% 69.47/34.26  																																		| (61457) all_0_46_46 = e4 | all_0_47_47 = e4 | all_0_48_48 = e4 | all_0_49_49 = e4
% 69.47/34.26  																																		|
% 69.47/34.26  																																			+-Applying beta-rule and splitting (1831), into two cases.
% 69.47/34.26  																																			|-Branch one:
% 69.47/34.26  																																			| (654) all_0_47_47 = e1
% 69.47/34.26  																																			|
% 69.47/34.26  																																				| Equations (654) can reduce 19 to:
% 69.47/34.26  																																				| (549)  ~ (all_0_46_46 = e1)
% 69.47/34.26  																																				|
% 69.47/34.26  																																				| Equations (654) can reduce 224 to:
% 69.47/34.26  																																				| (463)  ~ (all_0_51_51 = e1)
% 69.47/34.26  																																				|
% 69.47/34.26  																																				| Simplifying 463 yields:
% 69.47/34.26  																																				| (464)  ~ (all_0_51_51 = e1)
% 69.47/34.26  																																				|
% 69.47/34.26  																																				| Equations (654) can reduce 252 to:
% 69.47/34.26  																																				| (602)  ~ (e4 = e1)
% 69.47/34.26  																																				|
% 69.47/34.26  																																				| Simplifying 602 yields:
% 69.47/34.26  																																				| (110)  ~ (e4 = e1)
% 69.47/34.26  																																				|
% 69.47/34.26  																																				| Equations (654) can reduce 1091 to:
% 69.47/34.26  																																				| (467)  ~ (e3 = e1)
% 69.47/34.26  																																				|
% 69.47/34.26  																																				| Simplifying 467 yields:
% 69.47/34.26  																																				| (213)  ~ (e3 = e1)
% 69.47/34.26  																																				|
% 69.47/34.26  																																				| Equations (654) can reduce 338 to:
% 69.47/34.26  																																				| (604)  ~ (e2 = e1)
% 69.47/34.26  																																				|
% 69.47/34.26  																																				| Simplifying 604 yields:
% 69.47/34.26  																																				| (122)  ~ (e2 = e1)
% 69.47/34.26  																																				|
% 69.47/34.26  																																				+-Applying beta-rule and splitting (160), into two cases.
% 69.47/34.26  																																				|-Branch one:
% 69.47/34.26  																																				| (601) all_0_50_50 = e1
% 69.47/34.26  																																				|
% 69.47/34.26  																																					| Combining equations (378,601) yields a new equation:
% 69.47/34.26  																																					| (616) e2 = e1
% 69.47/34.26  																																					|
% 69.47/34.26  																																					| Simplifying 616 yields:
% 69.47/34.26  																																					| (617) e2 = e1
% 69.47/34.26  																																					|
% 69.47/34.26  																																					| Equations (617) can reduce 122 to:
% 69.47/34.26  																																					| (266) $false
% 69.47/34.26  																																					|
% 69.47/34.26  																																					|-The branch is then unsatisfiable
% 69.47/34.26  																																				|-Branch two:
% 69.47/34.26  																																				| (759)  ~ (all_0_50_50 = e1)
% 69.47/34.26  																																				| (1168) all_0_51_51 = e1 | all_0_52_52 = e1 | all_0_53_53 = e1
% 69.47/34.26  																																				|
% 69.47/34.26  																																					+-Applying beta-rule and splitting (595), into two cases.
% 69.47/34.26  																																					|-Branch one:
% 69.47/34.26  																																					| (545) all_0_46_46 = e1
% 69.47/34.26  																																					|
% 69.47/34.26  																																						| Equations (545) can reduce 549 to:
% 69.47/34.26  																																						| (266) $false
% 69.47/34.26  																																						|
% 69.47/34.26  																																						|-The branch is then unsatisfiable
% 69.47/34.26  																																					|-Branch two:
% 69.47/34.26  																																					| (549)  ~ (all_0_46_46 = e1)
% 69.47/34.26  																																					| (600) all_0_50_50 = e1 | all_0_55_55 = e1
% 69.47/34.26  																																					|
% 69.47/34.26  																																						+-Applying beta-rule and splitting (123), into two cases.
% 69.47/34.26  																																						|-Branch one:
% 69.47/34.26  																																						| (1794) all_0_46_46 = e2
% 69.47/34.26  																																						|
% 69.47/34.26  																																							| Equations (1794) can reduce 300 to:
% 69.47/34.26  																																							| (266) $false
% 69.47/34.26  																																							|
% 69.47/34.26  																																							|-The branch is then unsatisfiable
% 69.47/34.26  																																						|-Branch two:
% 69.47/34.26  																																						| (300)  ~ (all_0_46_46 = e2)
% 69.47/34.26  																																						| (1797) all_0_46_46 = e4 | all_0_46_46 = e3 | all_0_46_46 = e1 | all_0_46_46 = e0
% 69.47/34.26  																																						|
% 69.47/34.26  																																							+-Applying beta-rule and splitting (1168), into two cases.
% 69.47/34.26  																																							|-Branch one:
% 69.47/34.26  																																							| (1109) all_0_51_51 = e1
% 69.47/34.26  																																							|
% 69.47/34.26  																																								| Equations (1109) can reduce 464 to:
% 69.47/34.26  																																								| (266) $false
% 69.47/34.26  																																								|
% 69.47/34.26  																																								|-The branch is then unsatisfiable
% 69.47/34.26  																																							|-Branch two:
% 69.47/34.26  																																							| (464)  ~ (all_0_51_51 = e1)
% 69.47/34.26  																																							| (1202) all_0_52_52 = e1 | all_0_53_53 = e1
% 69.47/34.26  																																							|
% 69.47/34.26  																																								+-Applying beta-rule and splitting (1202), into two cases.
% 69.47/34.26  																																								|-Branch one:
% 69.47/34.26  																																								| (642) all_0_52_52 = e1
% 69.47/34.26  																																								|
% 69.47/34.26  																																									| Combining equations (565,642) yields a new equation:
% 69.47/34.26  																																									| (636) e4 = e1
% 69.47/34.26  																																									|
% 69.47/34.26  																																									| Simplifying 636 yields:
% 69.47/34.26  																																									| (630) e4 = e1
% 69.47/34.26  																																									|
% 69.47/34.26  																																									| Equations (630) can reduce 110 to:
% 69.47/34.26  																																									| (266) $false
% 69.47/34.26  																																									|
% 69.47/34.26  																																									|-The branch is then unsatisfiable
% 69.47/34.26  																																								|-Branch two:
% 69.47/34.26  																																								| (646)  ~ (all_0_52_52 = e1)
% 69.47/34.26  																																								| (1208) all_0_53_53 = e1
% 69.47/34.26  																																								|
% 69.47/34.26  																																									| Equations (1208) can reduce 509 to:
% 69.47/34.26  																																									| (604)  ~ (e2 = e1)
% 69.47/34.26  																																									|
% 69.47/34.26  																																									| Simplifying 604 yields:
% 69.47/34.26  																																									| (122)  ~ (e2 = e1)
% 69.47/34.26  																																									|
% 69.47/34.26  																																									+-Applying beta-rule and splitting (418), into two cases.
% 69.47/34.26  																																									|-Branch one:
% 69.47/34.26  																																									| (660) all_0_51_51 = e3
% 69.47/34.26  																																									|
% 69.47/34.26  																																										| From (660) and (186) follows:
% 69.47/34.26  																																										| (1552) op(e1, e2) = e3
% 69.47/34.26  																																										|
% 69.47/34.26  																																										+-Applying beta-rule and splitting (216), into two cases.
% 69.47/34.26  																																										|-Branch one:
% 69.47/34.26  																																										| (629) all_0_55_55 = e1
% 69.47/34.26  																																										|
% 69.47/34.26  																																											| Equations (629) can reduce 58 to:
% 69.47/34.26  																																											| (549)  ~ (all_0_46_46 = e1)
% 69.47/34.26  																																											|
% 69.47/34.27  																																											| Equations (629) can reduce 803 to:
% 69.47/34.27  																																											| (233)  ~ (e1 = e0)
% 69.47/34.27  																																											|
% 69.47/34.27  																																											+-Applying beta-rule and splitting (61457), into two cases.
% 69.47/34.27  																																											|-Branch one:
% 69.47/34.27  																																											| (770) all_0_46_46 = e4
% 69.47/34.27  																																											|
% 69.47/34.27  																																												| From (770) and (120) follows:
% 69.47/34.27  																																												| (72494) op(e2, e3) = e4
% 69.47/34.27  																																												|
% 69.47/34.27  																																												+-Applying beta-rule and splitting (56), into two cases.
% 69.47/34.27  																																												|-Branch one:
% 69.47/34.27  																																												| (696) unit = e2
% 69.47/34.27  																																												|
% 69.47/34.27  																																													| From (696) and (24) follows:
% 69.47/34.27  																																													| (697) op(e2, e3) = e3
% 69.47/34.27  																																													|
% 69.47/34.27  																																													| From (696) and (209) follows:
% 69.47/34.27  																																													| (7585) op(e2, e0) = e0
% 69.47/34.27  																																													|
% 69.47/34.27  																																													| From (696) and (227) follows:
% 69.47/34.27  																																													| (4284) op(e4, e2) = e4
% 69.47/34.27  																																													|
% 69.47/34.27  																																													| From (696) and (28) follows:
% 69.47/34.27  																																													| (699) op(e1, e2) = e1
% 69.47/34.27  																																													|
% 69.47/34.27  																																													| Instantiating formula (29) with e4, e2, e4, e2 and discharging atoms op(e4, e2) = e4, op(e4, e2) = e2, yields:
% 69.47/34.27  																																													| (323) e4 = e2
% 69.47/34.27  																																													|
% 69.47/34.27  																																													| Instantiating formula (29) with e2, e3, e3, e4 and discharging atoms op(e2, e3) = e4, op(e2, e3) = e3, yields:
% 69.47/34.27  																																													| (425) e4 = e3
% 69.47/34.27  																																													|
% 69.47/34.27  																																													| Instantiating formula (29) with e2, e0, e0, e2 and discharging atoms op(e2, e0) = e2, op(e2, e0) = e0, yields:
% 69.47/34.27  																																													| (330) e2 = e0
% 69.47/34.27  																																													|
% 69.47/34.27  																																													| Instantiating formula (29) with e1, e2, e1, e3 and discharging atoms op(e1, e2) = e3, op(e1, e2) = e1, yields:
% 69.47/34.27  																																													| (455) e3 = e1
% 69.47/34.27  																																													|
% 69.47/34.27  																																													| Combining equations (323,425) yields a new equation:
% 69.47/34.27  																																													| (662) e3 = e2
% 69.47/34.27  																																													|
% 69.47/34.27  																																													| Combining equations (662,455) yields a new equation:
% 69.47/34.27  																																													| (616) e2 = e1
% 69.47/34.27  																																													|
% 69.47/34.27  																																													| Simplifying 616 yields:
% 69.47/34.27  																																													| (617) e2 = e1
% 69.47/34.27  																																													|
% 69.47/34.27  																																													| Combining equations (617,330) yields a new equation:
% 69.47/34.27  																																													| (546) e1 = e0
% 69.47/34.27  																																													|
% 69.47/34.27  																																													| Simplifying 546 yields:
% 69.47/34.27  																																													| (431) e1 = e0
% 69.47/34.27  																																													|
% 69.47/34.27  																																													| Equations (431) can reduce 233 to:
% 69.47/34.27  																																													| (266) $false
% 69.47/34.27  																																													|
% 69.47/34.27  																																													|-The branch is then unsatisfiable
% 69.47/34.27  																																												|-Branch two:
% 69.47/34.27  																																												| (707)  ~ (unit = e2)
% 69.47/34.27  																																												| (708) unit = e4 | unit = e3 | unit = e1 | unit = e0
% 69.47/34.27  																																												|
% 69.47/34.27  																																													+-Applying beta-rule and splitting (708), into two cases.
% 69.47/34.27  																																													|-Branch one:
% 69.47/34.27  																																													| (709) unit = e4
% 69.47/34.27  																																													|
% 69.47/34.27  																																														| From (709) and (24) follows:
% 69.47/34.27  																																														| (33325) op(e4, e3) = e3
% 69.47/34.27  																																														|
% 69.47/34.27  																																														| From (709) and (211) follows:
% 69.47/34.27  																																														| (22527) op(e4, e1) = e1
% 69.47/34.27  																																														|
% 69.47/34.27  																																														| Instantiating formula (29) with e4, e3, e3, e0 and discharging atoms op(e4, e3) = e3, op(e4, e3) = e0, yields:
% 69.47/34.27  																																														| (676) e3 = e0
% 69.47/34.27  																																														|
% 69.47/34.27  																																														| Instantiating formula (29) with e4, e1, e1, e3 and discharging atoms op(e4, e1) = e3, op(e4, e1) = e1, yields:
% 69.47/34.27  																																														| (455) e3 = e1
% 69.47/34.27  																																														|
% 69.47/34.27  																																														| Combining equations (455,676) yields a new equation:
% 69.47/34.27  																																														| (546) e1 = e0
% 69.47/34.27  																																														|
% 69.47/34.27  																																														| Simplifying 546 yields:
% 69.47/34.27  																																														| (431) e1 = e0
% 69.47/34.27  																																														|
% 69.47/34.27  																																														| Equations (431) can reduce 233 to:
% 69.47/34.27  																																														| (266) $false
% 69.47/34.27  																																														|
% 69.47/34.27  																																														|-The branch is then unsatisfiable
% 69.47/34.27  																																													|-Branch two:
% 69.47/34.27  																																													| (724)  ~ (unit = e4)
% 69.47/34.27  																																													| (725) unit = e3 | unit = e1 | unit = e0
% 69.47/34.27  																																													|
% 69.47/34.27  																																														+-Applying beta-rule and splitting (725), into two cases.
% 69.47/34.27  																																														|-Branch one:
% 69.47/34.27  																																														| (726) unit = e0
% 69.47/34.27  																																														|
% 69.47/34.27  																																															| From (726) and (15) follows:
% 69.47/34.27  																																															| (1508) op(e0, e2) = e2
% 69.47/34.27  																																															|
% 69.47/34.27  																																															| From (726) and (211) follows:
% 69.47/34.27  																																															| (15180) op(e0, e1) = e1
% 69.47/34.27  																																															|
% 69.47/34.27  																																															| Instantiating formula (29) with e0, e2, e2, e0 and discharging atoms op(e0, e2) = e2, op(e0, e2) = e0, yields:
% 69.47/34.27  																																															| (330) e2 = e0
% 69.47/34.27  																																															|
% 69.47/34.27  																																															| Instantiating formula (29) with e0, e1, e1, e2 and discharging atoms op(e0, e1) = e2, op(e0, e1) = e1, yields:
% 69.47/34.27  																																															| (617) e2 = e1
% 69.47/34.27  																																															|
% 69.47/34.27  																																															| Combining equations (617,330) yields a new equation:
% 69.47/34.27  																																															| (546) e1 = e0
% 69.47/34.27  																																															|
% 69.47/34.27  																																															| Simplifying 546 yields:
% 69.47/34.27  																																															| (431) e1 = e0
% 69.47/34.27  																																															|
% 69.47/34.27  																																															| Equations (431) can reduce 233 to:
% 69.47/34.27  																																															| (266) $false
% 69.47/34.27  																																															|
% 69.47/34.27  																																															|-The branch is then unsatisfiable
% 69.47/34.27  																																														|-Branch two:
% 69.47/34.27  																																														| (734)  ~ (unit = e0)
% 69.47/34.27  																																														| (735) unit = e3 | unit = e1
% 69.47/34.27  																																														|
% 69.47/34.27  																																															+-Applying beta-rule and splitting (735), into two cases.
% 69.47/34.27  																																															|-Branch one:
% 69.47/34.27  																																															| (736) unit = e1
% 69.47/34.27  																																															|
% 69.47/34.27  																																																| Equations (736) can reduce 734 to:
% 69.47/34.27  																																																| (233)  ~ (e1 = e0)
% 69.47/34.27  																																																|
% 69.47/34.27  																																																| From (736) and (15) follows:
% 69.47/34.27  																																																| (515) op(e1, e2) = e2
% 69.47/34.27  																																																|
% 69.47/34.27  																																																| From (736) and (40) follows:
% 69.47/34.27  																																																| (1652) op(e3, e1) = e3
% 69.47/34.27  																																																|
% 69.47/34.27  																																																| From (736) and (42) follows:
% 69.47/34.27  																																																| (3221) op(e0, e1) = e0
% 69.47/34.27  																																																|
% 69.47/34.27  																																																| Instantiating formula (29) with e3, e1, e3, e1 and discharging atoms op(e3, e1) = e3, op(e3, e1) = e1, yields:
% 69.47/34.27  																																																| (455) e3 = e1
% 69.47/34.27  																																																|
% 69.47/34.27  																																																| Instantiating formula (29) with e1, e2, e2, e3 and discharging atoms op(e1, e2) = e3, op(e1, e2) = e2, yields:
% 69.47/34.27  																																																| (662) e3 = e2
% 69.47/34.27  																																																|
% 69.47/34.27  																																																| Instantiating formula (29) with e0, e1, e0, e2 and discharging atoms op(e0, e1) = e2, op(e0, e1) = e0, yields:
% 69.47/34.27  																																																| (330) e2 = e0
% 69.47/34.27  																																																|
% 69.47/34.27  																																																| Combining equations (662,455) yields a new equation:
% 69.47/34.27  																																																| (616) e2 = e1
% 69.47/34.27  																																																|
% 69.47/34.27  																																																| Simplifying 616 yields:
% 69.47/34.27  																																																| (617) e2 = e1
% 69.47/34.27  																																																|
% 69.47/34.27  																																																| Combining equations (617,330) yields a new equation:
% 69.47/34.27  																																																| (546) e1 = e0
% 69.47/34.27  																																																|
% 69.47/34.27  																																																| Simplifying 546 yields:
% 69.47/34.27  																																																| (431) e1 = e0
% 69.47/34.27  																																																|
% 69.47/34.27  																																																| Equations (431) can reduce 233 to:
% 69.47/34.27  																																																| (266) $false
% 69.47/34.27  																																																|
% 69.47/34.27  																																																|-The branch is then unsatisfiable
% 69.47/34.27  																																															|-Branch two:
% 69.47/34.27  																																															| (748)  ~ (unit = e1)
% 69.47/34.27  																																															| (749) unit = e3
% 69.47/34.27  																																															|
% 69.47/34.27  																																																| From (749) and (227) follows:
% 69.47/34.27  																																																| (22570) op(e4, e3) = e4
% 69.47/34.27  																																																|
% 69.47/34.27  																																																| From (749) and (32) follows:
% 69.47/34.27  																																																| (5793) op(e2, e3) = e2
% 69.47/34.27  																																																|
% 69.47/34.27  																																																| From (749) and (28) follows:
% 69.47/34.27  																																																| (2235) op(e1, e3) = e1
% 69.47/34.27  																																																|
% 69.47/34.27  																																																| Instantiating formula (29) with e4, e3, e4, e0 and discharging atoms op(e4, e3) = e4, op(e4, e3) = e0, yields:
% 69.47/34.27  																																																| (397) e4 = e0
% 69.47/34.27  																																																|
% 69.47/34.27  																																																| Instantiating formula (29) with e2, e3, e2, e4 and discharging atoms op(e2, e3) = e4, op(e2, e3) = e2, yields:
% 69.47/34.27  																																																| (323) e4 = e2
% 69.47/34.27  																																																|
% 69.47/34.27  																																																| Instantiating formula (29) with e1, e3, e1, e2 and discharging atoms op(e1, e3) = e2, op(e1, e3) = e1, yields:
% 69.47/34.27  																																																| (617) e2 = e1
% 69.47/34.27  																																																|
% 69.47/34.27  																																																| Combining equations (397,323) yields a new equation:
% 69.47/34.27  																																																| (330) e2 = e0
% 69.47/34.27  																																																|
% 69.47/34.27  																																																| Combining equations (330,617) yields a new equation:
% 69.47/34.27  																																																| (431) e1 = e0
% 69.47/34.27  																																																|
% 69.47/34.27  																																																| Equations (431) can reduce 233 to:
% 69.47/34.27  																																																| (266) $false
% 69.47/34.27  																																																|
% 69.47/34.27  																																																|-The branch is then unsatisfiable
% 69.47/34.27  																																											|-Branch two:
% 69.47/34.27  																																											| (250)  ~ (all_0_46_46 = e4)
% 69.47/34.28  																																											| (61466) all_0_47_47 = e4 | all_0_48_48 = e4 | all_0_49_49 = e4
% 69.47/34.28  																																											|
% 69.47/34.28  																																												+-Applying beta-rule and splitting (1797), into two cases.
% 69.47/34.28  																																												|-Branch one:
% 69.47/34.28  																																												| (770) all_0_46_46 = e4
% 69.47/34.28  																																												|
% 69.47/34.28  																																													| Equations (770) can reduce 250 to:
% 69.47/34.28  																																													| (266) $false
% 69.47/34.28  																																													|
% 69.47/34.28  																																													|-The branch is then unsatisfiable
% 69.47/34.28  																																												|-Branch two:
% 69.47/34.28  																																												| (250)  ~ (all_0_46_46 = e4)
% 69.47/34.28  																																												| (1801) all_0_46_46 = e3 | all_0_46_46 = e1 | all_0_46_46 = e0
% 69.47/34.28  																																												|
% 69.47/34.28  																																													+-Applying beta-rule and splitting (1801), into two cases.
% 69.47/34.28  																																													|-Branch one:
% 69.47/34.28  																																													| (538) all_0_46_46 = e0
% 69.47/34.28  																																													|
% 69.47/34.28  																																														| Equations (538) can reduce 831 to:
% 69.47/34.28  																																														| (266) $false
% 69.47/34.28  																																														|
% 69.47/34.28  																																														|-The branch is then unsatisfiable
% 69.47/34.28  																																													|-Branch two:
% 69.47/34.28  																																													| (831)  ~ (all_0_46_46 = e0)
% 69.47/34.28  																																													| (1838) all_0_46_46 = e3 | all_0_46_46 = e1
% 69.47/34.28  																																													|
% 69.47/34.28  																																														+-Applying beta-rule and splitting (1838), into two cases.
% 69.47/34.28  																																														|-Branch one:
% 69.47/34.28  																																														| (545) all_0_46_46 = e1
% 69.47/34.28  																																														|
% 69.47/34.28  																																															| Equations (545) can reduce 549 to:
% 69.47/34.28  																																															| (266) $false
% 69.47/34.28  																																															|
% 69.47/34.28  																																															|-The branch is then unsatisfiable
% 69.47/34.28  																																														|-Branch two:
% 69.47/34.28  																																														| (549)  ~ (all_0_46_46 = e1)
% 69.47/34.28  																																														| (1557) all_0_46_46 = e3
% 69.47/34.28  																																														|
% 69.47/34.28  																																															| Equations (1557) can reduce 409 to:
% 69.47/34.28  																																															| (266) $false
% 69.47/34.28  																																															|
% 69.47/34.28  																																															|-The branch is then unsatisfiable
% 69.47/34.28  																																										|-Branch two:
% 69.47/34.28  																																										| (632)  ~ (all_0_55_55 = e1)
% 69.47/34.28  																																										| (633) all_0_56_56 = e1 | all_0_57_57 = e1 | all_0_58_58 = e1
% 69.47/34.28  																																										|
% 69.47/34.28  																																											+-Applying beta-rule and splitting (600), into two cases.
% 69.47/34.28  																																											|-Branch one:
% 69.47/34.28  																																											| (601) all_0_50_50 = e1
% 69.47/34.28  																																											|
% 69.47/34.28  																																												| Combining equations (378,601) yields a new equation:
% 69.47/34.28  																																												| (616) e2 = e1
% 69.47/34.28  																																												|
% 69.47/34.28  																																												| Simplifying 616 yields:
% 69.47/34.28  																																												| (617) e2 = e1
% 69.47/34.28  																																												|
% 69.47/34.28  																																												| Equations (617) can reduce 122 to:
% 69.47/34.28  																																												| (266) $false
% 69.47/34.28  																																												|
% 69.47/34.28  																																												|-The branch is then unsatisfiable
% 69.47/34.28  																																											|-Branch two:
% 69.47/34.28  																																											| (759)  ~ (all_0_50_50 = e1)
% 69.47/34.28  																																											| (629) all_0_55_55 = e1
% 69.47/34.28  																																											|
% 69.47/34.28  																																												| Equations (629) can reduce 632 to:
% 69.47/34.28  																																												| (266) $false
% 69.47/34.28  																																												|
% 69.47/34.28  																																												|-The branch is then unsatisfiable
% 69.47/34.28  																																									|-Branch two:
% 69.47/34.28  																																									| (664)  ~ (all_0_51_51 = e3)
% 69.47/34.28  																																									| (665) all_0_53_53 = e3
% 69.47/34.28  																																									|
% 69.47/34.28  																																										| Combining equations (1208,665) yields a new equation:
% 69.47/34.28  																																										| (455) e3 = e1
% 69.47/34.28  																																										|
% 69.47/34.28  																																										| Equations (455) can reduce 213 to:
% 69.47/34.28  																																										| (266) $false
% 69.47/34.28  																																										|
% 69.47/34.28  																																										|-The branch is then unsatisfiable
% 69.47/34.28  																																			|-Branch two:
% 69.47/34.28  																																			| (462)  ~ (all_0_47_47 = e1)
% 69.47/34.28  																																			| (522) all_0_47_47 = e3
% 69.47/34.28  																																			|
% 69.47/34.28  																																				| Equations (522) can reduce 1091 to:
% 69.47/34.28  																																				| (266) $false
% 69.47/34.28  																																				|
% 69.47/34.28  																																				|-The branch is then unsatisfiable
% 69.47/34.28  																										|-Branch two:
% 69.47/34.28  																										| (1890)  ~ (all_0_42_42 = e4)
% 69.47/34.28  																										| (1891) all_0_43_43 = e4 | all_0_44_44 = e4
% 69.47/34.28  																										|
% 69.47/34.28  																											+-Applying beta-rule and splitting (1891), into two cases.
% 69.47/34.28  																											|-Branch one:
% 69.47/34.28  																											| (396) all_0_43_43 = e4
% 69.47/34.28  																											|
% 69.47/34.28  																												| Combining equations (396,430) yields a new equation:
% 69.47/34.28  																												| (636) e4 = e1
% 69.47/34.28  																												|
% 69.47/34.28  																												| Simplifying 636 yields:
% 69.47/34.28  																												| (630) e4 = e1
% 69.47/34.28  																												|
% 69.47/34.28  																												| Equations (630) can reduce 110 to:
% 69.47/34.28  																												| (266) $false
% 69.47/34.28  																												|
% 69.47/34.28  																												|-The branch is then unsatisfiable
% 69.47/34.28  																											|-Branch two:
% 69.47/34.28  																											| (399)  ~ (all_0_43_43 = e4)
% 69.47/34.28  																											| (446) all_0_44_44 = e4
% 69.47/34.28  																											|
% 69.47/34.28  																												| Equations (446) can reduce 1390 to:
% 69.47/34.28  																												| (266) $false
% 69.47/34.28  																												|
% 69.47/34.28  																												|-The branch is then unsatisfiable
% 69.47/34.28  																				|-Branch two:
% 69.47/34.28  																				| (433)  ~ (all_0_43_43 = e1)
% 69.47/34.28  																				| (434) all_0_48_48 = e1 | all_0_52_52 = e1 | all_0_57_57 = e1
% 69.47/34.28  																				|
% 69.47/34.28  																					+-Applying beta-rule and splitting (6374), into two cases.
% 69.47/34.28  																					|-Branch one:
% 69.47/34.28  																					| (356) all_0_43_43 = e0
% 69.47/34.28  																					|
% 69.47/34.28  																						| Equations (356) can reduce 5470 to:
% 69.47/34.28  																						| (266) $false
% 69.47/34.28  																						|
% 69.47/34.28  																						|-The branch is then unsatisfiable
% 69.47/34.28  																					|-Branch two:
% 69.47/34.28  																					| (5470)  ~ (all_0_43_43 = e0)
% 69.47/34.28  																					| (430) all_0_43_43 = e1
% 69.47/34.28  																					|
% 69.47/34.28  																						| Equations (430) can reduce 433 to:
% 69.47/34.28  																						| (266) $false
% 69.47/34.28  																						|
% 69.47/34.28  																						|-The branch is then unsatisfiable
% 69.47/34.28  																			|-Branch two:
% 69.47/34.28  																			| (1283)  ~ (all_0_48_48 = e0)
% 69.47/34.28  																			| (875) all_0_57_57 = e0
% 69.47/34.28  																			|
% 69.47/34.28  																				| Combining equations (875,442) yields a new equation:
% 69.47/34.28  																				| (330) e2 = e0
% 69.47/34.28  																				|
% 69.47/34.28  																				| Equations (330) can reduce 128 to:
% 69.47/34.28  																				| (266) $false
% 69.47/34.28  																				|
% 69.47/34.28  																				|-The branch is then unsatisfiable
% 69.47/34.28  															|-Branch two:
% 69.47/34.28  															| (780)  ~ (all_0_52_52 = e4)
% 69.47/34.28  															| (781) (all_0_41_41 = e0 & all_0_58_58 = e3 &  ~ (all_0_44_44 = e3)) | (all_0_41_41 = e0 & all_0_58_58 = e3 &  ~ (all_0_55_55 = e0)) | (all_0_47_47 = e1 & all_0_52_52 = e2 &  ~ (all_0_48_48 = e2)) | (all_0_47_47 = e1 & all_0_52_52 = e2 &  ~ (all_0_51_51 = e1)) | (all_0_47_47 = e0 & all_0_58_58 = e2 &  ~ (all_0_49_49 = e2)) | (all_0_47_47 = e0 & all_0_58_58 = e2 &  ~ (all_0_56_56 = e0))
% 69.47/34.28  															|
% 69.47/34.28  																+-Applying beta-rule and splitting (109), into two cases.
% 69.47/34.28  																|-Branch one:
% 69.47/34.28  																| (352) all_0_52_52 = e2
% 69.47/34.28  																|
% 69.47/34.28  																	| Equations (352) can reduce 342 to:
% 69.47/34.28  																	| (266) $false
% 69.47/34.28  																	|
% 69.47/34.28  																	|-The branch is then unsatisfiable
% 69.47/34.28  																|-Branch two:
% 69.47/34.28  																| (342)  ~ (all_0_52_52 = e2)
% 69.47/34.28  																| (355) all_0_52_52 = e4 | all_0_52_52 = e1
% 69.47/34.28  																|
% 69.47/34.28  																	+-Applying beta-rule and splitting (781), into two cases.
% 69.47/34.28  																	|-Branch one:
% 69.47/34.28  																	| (789) (all_0_41_41 = e0 & all_0_58_58 = e3 &  ~ (all_0_44_44 = e3)) | (all_0_41_41 = e0 & all_0_58_58 = e3 &  ~ (all_0_55_55 = e0)) | (all_0_47_47 = e1 & all_0_52_52 = e2 &  ~ (all_0_48_48 = e2)) | (all_0_47_47 = e1 & all_0_52_52 = e2 &  ~ (all_0_51_51 = e1)) | (all_0_47_47 = e0 & all_0_58_58 = e2 &  ~ (all_0_49_49 = e2))
% 69.47/34.28  																	|
% 69.47/34.28  																		+-Applying beta-rule and splitting (789), into two cases.
% 69.47/34.28  																		|-Branch one:
% 69.47/34.28  																		| (790) (all_0_41_41 = e0 & all_0_58_58 = e3 &  ~ (all_0_44_44 = e3)) | (all_0_41_41 = e0 & all_0_58_58 = e3 &  ~ (all_0_55_55 = e0)) | (all_0_47_47 = e1 & all_0_52_52 = e2 &  ~ (all_0_48_48 = e2)) | (all_0_47_47 = e1 & all_0_52_52 = e2 &  ~ (all_0_51_51 = e1))
% 69.47/34.28  																		|
% 69.47/34.28  																			+-Applying beta-rule and splitting (790), into two cases.
% 69.47/34.28  																			|-Branch one:
% 69.47/34.28  																			| (791) (all_0_41_41 = e0 & all_0_58_58 = e3 &  ~ (all_0_44_44 = e3)) | (all_0_41_41 = e0 & all_0_58_58 = e3 &  ~ (all_0_55_55 = e0)) | (all_0_47_47 = e1 & all_0_52_52 = e2 &  ~ (all_0_48_48 = e2))
% 69.47/34.28  																			|
% 69.47/34.28  																				+-Applying beta-rule and splitting (791), into two cases.
% 69.47/34.28  																				|-Branch one:
% 69.47/34.28  																				| (792) (all_0_41_41 = e0 & all_0_58_58 = e3 &  ~ (all_0_44_44 = e3)) | (all_0_41_41 = e0 & all_0_58_58 = e3 &  ~ (all_0_55_55 = e0))
% 69.47/34.28  																				|
% 69.47/34.28  																					+-Applying beta-rule and splitting (792), into two cases.
% 69.47/34.28  																					|-Branch one:
% 69.47/34.28  																					| (793) all_0_41_41 = e0 & all_0_58_58 = e3 &  ~ (all_0_44_44 = e3)
% 69.47/34.28  																					|
% 69.47/34.28  																						| Applying alpha-rule on (793) yields:
% 69.47/34.28  																						| (794) all_0_41_41 = e0
% 69.47/34.28  																						| (795) all_0_58_58 = e3
% 69.47/34.28  																						| (407)  ~ (all_0_44_44 = e3)
% 69.47/34.28  																						|
% 69.47/34.28  																						| Equations (794) can reduce 357 to:
% 69.47/34.28  																						| (266) $false
% 69.47/34.28  																						|
% 69.47/34.28  																						|-The branch is then unsatisfiable
% 69.47/34.28  																					|-Branch two:
% 69.47/34.28  																					| (800) all_0_41_41 = e0 & all_0_58_58 = e3 &  ~ (all_0_55_55 = e0)
% 69.47/34.28  																					|
% 69.47/34.28  																						| Applying alpha-rule on (800) yields:
% 69.47/34.28  																						| (794) all_0_41_41 = e0
% 69.47/34.28  																						| (795) all_0_58_58 = e3
% 69.47/34.28  																						| (803)  ~ (all_0_55_55 = e0)
% 69.47/34.28  																						|
% 69.47/34.28  																						| Equations (794) can reduce 357 to:
% 69.47/34.28  																						| (266) $false
% 69.47/34.28  																						|
% 69.47/34.28  																						|-The branch is then unsatisfiable
% 69.47/34.28  																				|-Branch two:
% 69.47/34.28  																				| (807) all_0_47_47 = e1 & all_0_52_52 = e2 &  ~ (all_0_48_48 = e2)
% 69.47/34.28  																				|
% 69.47/34.28  																					| Applying alpha-rule on (807) yields:
% 69.47/34.28  																					| (654) all_0_47_47 = e1
% 69.47/34.28  																					| (352) all_0_52_52 = e2
% 69.47/34.28  																					| (810)  ~ (all_0_48_48 = e2)
% 69.47/34.28  																					|
% 69.47/34.28  																					| Equations (352) can reduce 342 to:
% 69.47/34.28  																					| (266) $false
% 69.47/34.28  																					|
% 69.47/34.28  																					|-The branch is then unsatisfiable
% 69.47/34.28  																			|-Branch two:
% 69.47/34.28  																			| (813) all_0_47_47 = e1 & all_0_52_52 = e2 &  ~ (all_0_51_51 = e1)
% 69.47/34.28  																			|
% 69.47/34.28  																				| Applying alpha-rule on (813) yields:
% 69.47/34.28  																				| (654) all_0_47_47 = e1
% 69.47/34.28  																				| (352) all_0_52_52 = e2
% 69.47/34.28  																				| (464)  ~ (all_0_51_51 = e1)
% 69.47/34.28  																				|
% 69.47/34.28  																				| Equations (352) can reduce 342 to:
% 69.47/34.28  																				| (266) $false
% 69.47/34.28  																				|
% 69.47/34.28  																				|-The branch is then unsatisfiable
% 69.47/34.28  																		|-Branch two:
% 69.47/34.28  																		| (819) all_0_47_47 = e0 & all_0_58_58 = e2 &  ~ (all_0_49_49 = e2)
% 69.47/34.28  																		|
% 69.47/34.28  																			| Applying alpha-rule on (819) yields:
% 69.47/34.28  																			| (674) all_0_47_47 = e0
% 69.47/34.28  																			| (624) all_0_58_58 = e2
% 69.47/34.28  																			| (340)  ~ (all_0_49_49 = e2)
% 69.47/34.28  																			|
% 69.47/34.28  																			| Equations (624) can reduce 908 to:
% 69.47/34.28  																			| (266) $false
% 69.47/34.28  																			|
% 69.47/34.28  																			|-The branch is then unsatisfiable
% 69.47/34.28  																	|-Branch two:
% 69.47/34.28  																	| (825) all_0_47_47 = e0 & all_0_58_58 = e2 &  ~ (all_0_56_56 = e0)
% 69.47/34.28  																	|
% 69.47/34.28  																		| Applying alpha-rule on (825) yields:
% 69.47/34.28  																		| (674) all_0_47_47 = e0
% 69.47/34.28  																		| (624) all_0_58_58 = e2
% 69.47/34.28  																		| (828)  ~ (all_0_56_56 = e0)
% 69.47/34.28  																		|
% 69.47/34.28  																		| Equations (624) can reduce 908 to:
% 69.47/34.28  																		| (266) $false
% 69.47/34.28  																		|
% 69.47/34.28  																		|-The branch is then unsatisfiable
% 69.47/34.28  													|-Branch two:
% 69.47/34.28  													| (302)  ~ (all_0_50_50 = e2)
% 69.47/34.28  													| (381) all_0_51_51 = e2 | all_0_52_52 = e2 | all_0_53_53 = e2
% 69.47/34.28  													|
% 69.47/34.28  														+-Applying beta-rule and splitting (117), into two cases.
% 69.47/34.28  														|-Branch one:
% 69.47/34.28  														| (292) all_0_38_38 = e2
% 69.47/34.28  														|
% 69.47/34.28  															| Combining equations (329,292) yields a new equation:
% 69.47/34.28  															| (330) e2 = e0
% 69.47/34.28  															|
% 69.47/34.28  															| Equations (330) can reduce 128 to:
% 69.47/34.28  															| (266) $false
% 69.47/34.28  															|
% 69.47/34.28  															|-The branch is then unsatisfiable
% 69.47/34.28  														|-Branch two:
% 69.47/34.28  														| (9600)  ~ (all_0_38_38 = e2)
% 69.47/34.28  														| (24424) all_0_46_46 = e2 | all_0_50_50 = e2 | all_0_55_55 = e2
% 69.47/34.28  														|
% 69.47/34.28  															+-Applying beta-rule and splitting (381), into two cases.
% 69.47/34.28  															|-Branch one:
% 69.47/34.28  															| (504) all_0_51_51 = e2
% 69.47/34.28  															|
% 69.47/34.28  																| Equations (504) can reduce 1099 to:
% 69.47/34.28  																| (266) $false
% 69.47/34.28  																|
% 69.47/34.28  																|-The branch is then unsatisfiable
% 69.47/34.28  															|-Branch two:
% 69.47/34.28  															| (1099)  ~ (all_0_51_51 = e2)
% 69.47/34.28  															| (1152) all_0_52_52 = e2 | all_0_53_53 = e2
% 69.47/34.28  															|
% 69.47/34.29  																+-Applying beta-rule and splitting (24424), into two cases.
% 69.47/34.29  																|-Branch one:
% 69.47/34.29  																| (1794) all_0_46_46 = e2
% 69.47/34.29  																|
% 69.47/34.29  																	| Equations (1794) can reduce 300 to:
% 69.47/34.29  																	| (266) $false
% 69.47/34.29  																	|
% 69.47/34.29  																	|-The branch is then unsatisfiable
% 69.47/34.29  																|-Branch two:
% 69.47/34.29  																| (300)  ~ (all_0_46_46 = e2)
% 69.47/34.29  																| (24428) all_0_50_50 = e2 | all_0_55_55 = e2
% 69.47/34.29  																|
% 69.47/34.29  																	+-Applying beta-rule and splitting (24428), into two cases.
% 69.47/34.29  																	|-Branch one:
% 69.47/34.29  																	| (378) all_0_50_50 = e2
% 69.47/34.29  																	|
% 69.47/34.29  																		| Equations (378) can reduce 302 to:
% 69.47/34.29  																		| (266) $false
% 69.47/34.29  																		|
% 69.47/34.29  																		|-The branch is then unsatisfiable
% 69.47/34.29  																	|-Branch two:
% 69.47/34.29  																	| (302)  ~ (all_0_50_50 = e2)
% 69.47/34.29  																	| (386) all_0_55_55 = e2
% 69.47/34.29  																	|
% 69.47/34.29  																		| Equations (386) can reduce 191 to:
% 69.47/34.29  																		| (85)  ~ (all_0_41_41 = e2)
% 69.47/34.29  																		|
% 69.47/34.29  																		| Equations (386) can reduce 58 to:
% 69.47/34.29  																		| (300)  ~ (all_0_46_46 = e2)
% 69.47/34.29  																		|
% 69.47/34.29  																		| Equations (386) can reduce 153 to:
% 69.47/34.29  																		| (510)  ~ (all_0_56_56 = e2)
% 69.47/34.29  																		|
% 69.47/34.29  																		| Simplifying 510 yields:
% 69.47/34.29  																		| (511)  ~ (all_0_56_56 = e2)
% 69.47/34.29  																		|
% 69.47/34.29  																		| Equations (386) can reduce 3 to:
% 69.47/34.29  																		| (1186)  ~ (all_0_58_58 = e2)
% 69.47/34.29  																		|
% 69.47/34.29  																		| Simplifying 1186 yields:
% 69.47/34.29  																		| (908)  ~ (all_0_58_58 = e2)
% 69.47/34.29  																		|
% 69.47/34.29  																		| Equations (386) can reduce 763 to:
% 69.47/34.29  																		| (327)  ~ (e4 = e2)
% 69.47/34.29  																		|
% 69.47/34.29  																		| Simplifying 327 yields:
% 69.47/34.29  																		| (48)  ~ (e4 = e2)
% 69.47/34.29  																		|
% 69.47/34.29  																		| From (386) and (187) follows:
% 69.47/34.29  																		| (52670) op(e2, e3) = all_0_32_32
% 69.47/34.29  																		|
% 69.47/34.29  																		| From (386) and (68) follows:
% 69.47/34.29  																		| (119908) op(e2, e0) = all_0_31_31
% 69.47/34.29  																		|
% 69.47/34.29  																		| From (386) and (74) follows:
% 69.47/34.29  																		| (24443) op(e0, e3) = e2
% 69.47/34.29  																		|
% 69.47/34.29  																		+-Applying beta-rule and splitting (1152), into two cases.
% 69.47/34.29  																		|-Branch one:
% 69.47/34.29  																		| (352) all_0_52_52 = e2
% 69.47/34.29  																		|
% 69.47/34.29  																			| Equations (352) can reduce 217 to:
% 69.47/34.29  																			| (96)  ~ (all_0_43_43 = e2)
% 69.47/34.29  																			|
% 69.47/34.29  																			| Equations (352) can reduce 202 to:
% 69.47/34.29  																			| (810)  ~ (all_0_48_48 = e2)
% 69.47/34.29  																			|
% 69.47/34.29  																			| Equations (352) can reduce 101 to:
% 69.47/34.29  																			| (302)  ~ (all_0_50_50 = e2)
% 69.47/34.29  																			|
% 69.47/34.29  																			| Equations (352) can reduce 20 to:
% 69.47/34.29  																			| (1099)  ~ (all_0_51_51 = e2)
% 69.47/34.29  																			|
% 69.47/34.29  																			| Equations (352) can reduce 46 to:
% 69.47/34.29  																			| (508)  ~ (all_0_53_53 = e2)
% 69.47/34.29  																			|
% 69.47/34.29  																			| Simplifying 508 yields:
% 69.47/34.29  																			| (509)  ~ (all_0_53_53 = e2)
% 69.47/34.29  																			|
% 69.47/34.29  																			| Equations (352) can reduce 72 to:
% 69.47/34.29  																			| (128)  ~ (e2 = e0)
% 69.47/34.29  																			|
% 69.47/34.29  																			| From (352) and (124) follows:
% 69.47/34.29  																			| (10182) op(e1, e1) = e2
% 69.47/34.29  																			|
% 69.47/34.29  																			+-Applying beta-rule and splitting (163), into two cases.
% 69.47/34.29  																			|-Branch one:
% 69.47/34.29  																			| (565) all_0_52_52 = e4
% 69.47/34.29  																			|
% 69.47/34.29  																				| Combining equations (352,565) yields a new equation:
% 69.47/34.29  																				| (323) e4 = e2
% 69.47/34.29  																				|
% 69.47/34.29  																				| Equations (323) can reduce 48 to:
% 69.47/34.29  																				| (266) $false
% 69.47/34.29  																				|
% 69.47/34.29  																				|-The branch is then unsatisfiable
% 69.47/34.29  																			|-Branch two:
% 69.47/34.29  																			| (780)  ~ (all_0_52_52 = e4)
% 69.47/34.30  																			| (781) (all_0_41_41 = e0 & all_0_58_58 = e3 &  ~ (all_0_44_44 = e3)) | (all_0_41_41 = e0 & all_0_58_58 = e3 &  ~ (all_0_55_55 = e0)) | (all_0_47_47 = e1 & all_0_52_52 = e2 &  ~ (all_0_48_48 = e2)) | (all_0_47_47 = e1 & all_0_52_52 = e2 &  ~ (all_0_51_51 = e1)) | (all_0_47_47 = e0 & all_0_58_58 = e2 &  ~ (all_0_49_49 = e2)) | (all_0_47_47 = e0 & all_0_58_58 = e2 &  ~ (all_0_56_56 = e0))
% 69.47/34.30  																			|
% 69.47/34.30  																				+-Applying beta-rule and splitting (781), into two cases.
% 69.47/34.30  																				|-Branch one:
% 69.47/34.30  																				| (789) (all_0_41_41 = e0 & all_0_58_58 = e3 &  ~ (all_0_44_44 = e3)) | (all_0_41_41 = e0 & all_0_58_58 = e3 &  ~ (all_0_55_55 = e0)) | (all_0_47_47 = e1 & all_0_52_52 = e2 &  ~ (all_0_48_48 = e2)) | (all_0_47_47 = e1 & all_0_52_52 = e2 &  ~ (all_0_51_51 = e1)) | (all_0_47_47 = e0 & all_0_58_58 = e2 &  ~ (all_0_49_49 = e2))
% 69.47/34.30  																				|
% 69.47/34.30  																					+-Applying beta-rule and splitting (789), into two cases.
% 69.47/34.30  																					|-Branch one:
% 69.47/34.30  																					| (790) (all_0_41_41 = e0 & all_0_58_58 = e3 &  ~ (all_0_44_44 = e3)) | (all_0_41_41 = e0 & all_0_58_58 = e3 &  ~ (all_0_55_55 = e0)) | (all_0_47_47 = e1 & all_0_52_52 = e2 &  ~ (all_0_48_48 = e2)) | (all_0_47_47 = e1 & all_0_52_52 = e2 &  ~ (all_0_51_51 = e1))
% 69.47/34.30  																					|
% 69.47/34.30  																						+-Applying beta-rule and splitting (790), into two cases.
% 69.47/34.30  																						|-Branch one:
% 69.47/34.30  																						| (791) (all_0_41_41 = e0 & all_0_58_58 = e3 &  ~ (all_0_44_44 = e3)) | (all_0_41_41 = e0 & all_0_58_58 = e3 &  ~ (all_0_55_55 = e0)) | (all_0_47_47 = e1 & all_0_52_52 = e2 &  ~ (all_0_48_48 = e2))
% 69.47/34.30  																						|
% 69.47/34.30  																							+-Applying beta-rule and splitting (791), into two cases.
% 69.47/34.30  																							|-Branch one:
% 69.47/34.30  																							| (792) (all_0_41_41 = e0 & all_0_58_58 = e3 &  ~ (all_0_44_44 = e3)) | (all_0_41_41 = e0 & all_0_58_58 = e3 &  ~ (all_0_55_55 = e0))
% 69.47/34.30  																							|
% 69.47/34.30  																								+-Applying beta-rule and splitting (792), into two cases.
% 69.47/34.30  																								|-Branch one:
% 69.47/34.30  																								| (793) all_0_41_41 = e0 & all_0_58_58 = e3 &  ~ (all_0_44_44 = e3)
% 69.47/34.30  																								|
% 69.47/34.30  																									| Applying alpha-rule on (793) yields:
% 69.47/34.30  																									| (794) all_0_41_41 = e0
% 69.47/34.30  																									| (795) all_0_58_58 = e3
% 69.47/34.30  																									| (407)  ~ (all_0_44_44 = e3)
% 69.47/34.30  																									|
% 69.47/34.30  																									| Equations (794) can reduce 357 to:
% 69.47/34.30  																									| (266) $false
% 69.47/34.30  																									|
% 69.47/34.30  																									|-The branch is then unsatisfiable
% 69.47/34.30  																								|-Branch two:
% 69.47/34.30  																								| (800) all_0_41_41 = e0 & all_0_58_58 = e3 &  ~ (all_0_55_55 = e0)
% 69.47/34.30  																								|
% 69.47/34.30  																									| Applying alpha-rule on (800) yields:
% 69.47/34.30  																									| (794) all_0_41_41 = e0
% 69.47/34.30  																									| (795) all_0_58_58 = e3
% 69.47/34.30  																									| (803)  ~ (all_0_55_55 = e0)
% 69.47/34.30  																									|
% 69.47/34.30  																									| Equations (794) can reduce 357 to:
% 69.47/34.30  																									| (266) $false
% 69.47/34.30  																									|
% 69.47/34.30  																									|-The branch is then unsatisfiable
% 69.47/34.30  																							|-Branch two:
% 69.47/34.30  																							| (807) all_0_47_47 = e1 & all_0_52_52 = e2 &  ~ (all_0_48_48 = e2)
% 69.47/34.30  																							|
% 69.47/34.30  																								| Applying alpha-rule on (807) yields:
% 69.47/34.30  																								| (654) all_0_47_47 = e1
% 69.47/34.30  																								| (352) all_0_52_52 = e2
% 69.47/34.30  																								| (810)  ~ (all_0_48_48 = e2)
% 69.47/34.30  																								|
% 69.47/34.30  																								| Equations (654) can reduce 198 to:
% 69.47/34.30  																								| (1380)  ~ (all_0_42_42 = e1)
% 69.47/34.30  																								|
% 69.47/34.30  																								| Equations (654) can reduce 19 to:
% 69.47/34.30  																								| (549)  ~ (all_0_46_46 = e1)
% 69.47/34.30  																								|
% 69.47/34.30  																								| Equations (654) can reduce 114 to:
% 69.47/34.30  																								| (11581)  ~ (all_0_48_48 = e1)
% 69.47/34.30  																								|
% 69.47/34.30  																								| Simplifying 11581 yields:
% 69.47/34.30  																								| (619)  ~ (all_0_48_48 = e1)
% 69.47/34.30  																								|
% 69.47/34.30  																								| Equations (654) can reduce 338 to:
% 69.47/34.30  																								| (604)  ~ (e2 = e1)
% 69.47/34.30  																								|
% 69.47/34.30  																								| Simplifying 604 yields:
% 69.47/34.30  																								| (122)  ~ (e2 = e1)
% 69.47/34.30  																								|
% 69.47/34.30  																								+-Applying beta-rule and splitting (184), into two cases.
% 69.47/34.30  																								|-Branch one:
% 69.47/34.30  																								| (538) all_0_46_46 = e0
% 69.47/34.30  																								|
% 69.47/34.30  																									| Equations (538) can reduce 831 to:
% 69.47/34.30  																									| (266) $false
% 69.47/34.30  																									|
% 69.47/34.30  																									|-The branch is then unsatisfiable
% 69.47/34.30  																								|-Branch two:
% 69.47/34.30  																								| (831)  ~ (all_0_46_46 = e0)
% 69.47/34.30  																								| (832) all_0_47_47 = e0 | all_0_48_48 = e0 | all_0_49_49 = e0
% 69.47/34.30  																								|
% 69.47/34.30  																									+-Applying beta-rule and splitting (123), into two cases.
% 69.47/34.30  																									|-Branch one:
% 69.47/34.30  																									| (1794) all_0_46_46 = e2
% 69.47/34.30  																									|
% 69.47/34.30  																										| Equations (1794) can reduce 300 to:
% 69.47/34.30  																										| (266) $false
% 69.47/34.30  																										|
% 69.47/34.30  																										|-The branch is then unsatisfiable
% 69.47/34.30  																									|-Branch two:
% 69.47/34.30  																									| (300)  ~ (all_0_46_46 = e2)
% 69.47/34.30  																									| (1797) all_0_46_46 = e4 | all_0_46_46 = e3 | all_0_46_46 = e1 | all_0_46_46 = e0
% 69.47/34.30  																									|
% 69.47/34.30  																										+-Applying beta-rule and splitting (1797), into two cases.
% 69.47/34.30  																										|-Branch one:
% 69.47/34.30  																										| (770) all_0_46_46 = e4
% 69.47/34.30  																										|
% 69.47/34.30  																											| Equations (770) can reduce 30 to:
% 69.47/34.30  																											| (253)  ~ (all_0_48_48 = e4)
% 69.47/34.30  																											|
% 69.47/34.30  																											| Simplifying 253 yields:
% 69.47/34.30  																											| (254)  ~ (all_0_48_48 = e4)
% 69.47/34.30  																											|
% 69.47/34.30  																											| Equations (770) can reduce 35 to:
% 69.47/34.30  																											| (1907)  ~ (all_0_50_50 = e4)
% 69.47/34.30  																											|
% 69.47/34.30  																											| Simplifying 1907 yields:
% 69.47/34.30  																											| (566)  ~ (all_0_50_50 = e4)
% 69.47/34.30  																											|
% 69.47/34.30  																											| Equations (770) can reduce 300 to:
% 69.47/34.30  																											| (48)  ~ (e4 = e2)
% 69.47/34.30  																											|
% 69.47/34.30  																											| Equations (770) can reduce 549 to:
% 69.47/34.30  																											| (110)  ~ (e4 = e1)
% 69.47/34.30  																											|
% 69.47/34.30  																											| From (770) and (33) follows:
% 69.47/34.30  																											| (118647) op(e4, e3) = all_0_16_16
% 69.47/34.30  																											|
% 69.47/34.30  																											| From (770) and (179) follows:
% 69.47/34.30  																											| (94991) op(e4, e2) = all_0_15_15
% 69.47/34.30  																											|
% 69.47/34.30  																											| From (770) and (120) follows:
% 69.47/34.31  																											| (72494) op(e2, e3) = e4
% 69.47/34.31  																											|
% 69.47/34.31  																											+-Applying beta-rule and splitting (231), into two cases.
% 69.47/34.31  																											|-Branch one:
% 69.47/34.31  																											| (775) all_0_50_50 = e4
% 69.47/34.31  																											|
% 69.47/34.31  																												| Equations (775) can reduce 566 to:
% 69.47/34.31  																												| (266) $false
% 69.47/34.31  																												|
% 69.47/34.31  																												|-The branch is then unsatisfiable
% 69.47/34.31  																											|-Branch two:
% 69.47/34.31  																											| (566)  ~ (all_0_50_50 = e4)
% 69.47/34.31  																											| (1071) all_0_51_51 = e4 | all_0_52_52 = e4 | all_0_53_53 = e4
% 69.47/34.31  																											|
% 69.47/34.31  																												+-Applying beta-rule and splitting (832), into two cases.
% 69.47/34.31  																												|-Branch one:
% 69.47/34.31  																												| (674) all_0_47_47 = e0
% 69.47/34.31  																												|
% 69.47/34.31  																													| Combining equations (674,654) yields a new equation:
% 69.47/34.31  																													| (431) e1 = e0
% 69.47/34.31  																													|
% 69.47/34.31  																													| Equations (431) can reduce 233 to:
% 69.47/34.31  																													| (266) $false
% 69.47/34.31  																													|
% 69.47/34.31  																													|-The branch is then unsatisfiable
% 69.47/34.31  																												|-Branch two:
% 69.47/34.31  																												| (678)  ~ (all_0_47_47 = e0)
% 69.47/34.31  																												| (1278) all_0_48_48 = e0 | all_0_49_49 = e0
% 69.47/34.31  																												|
% 69.47/34.31  																													+-Applying beta-rule and splitting (230), into two cases.
% 69.47/34.31  																													|-Branch one:
% 69.47/34.31  																													| (396) all_0_43_43 = e4
% 69.47/34.31  																													|
% 69.47/34.31  																														| Equations (396) can reduce 31 to:
% 69.47/34.31  																														| (440)  ~ (all_0_41_41 = e4)
% 69.47/34.31  																														|
% 69.47/34.31  																														| Equations (396) can reduce 159 to:
% 69.47/34.31  																														| (1903)  ~ (all_0_44_44 = e4)
% 69.47/34.31  																														|
% 69.47/34.31  																														| Simplifying 1903 yields:
% 69.47/34.31  																														| (1390)  ~ (all_0_44_44 = e4)
% 69.47/34.31  																														|
% 69.47/34.31  																														| Equations (396) can reduce 17 to:
% 69.47/34.31  																														| (253)  ~ (all_0_48_48 = e4)
% 69.47/34.31  																														|
% 69.47/34.31  																														| Simplifying 253 yields:
% 69.47/34.31  																														| (254)  ~ (all_0_48_48 = e4)
% 69.47/34.31  																														|
% 69.47/34.31  																														| Equations (396) can reduce 99 to:
% 69.47/34.31  																														| (188)  ~ (e4 = e3)
% 69.47/34.31  																														|
% 69.47/34.31  																														| Equations (396) can reduce 96 to:
% 69.47/34.31  																														| (48)  ~ (e4 = e2)
% 69.47/34.31  																														|
% 69.47/34.31  																														| From (396) and (88) follows:
% 69.47/34.31  																														| (118963) op(e4, e3) = all_0_9_9
% 69.47/34.31  																														|
% 69.47/34.31  																														| From (396) and (98) follows:
% 69.47/34.31  																														| (81985) op(e4, e1) = all_0_10_10
% 69.47/34.31  																														|
% 69.47/34.31  																														| From (396) and (37) follows:
% 69.53/34.31  																														| (5492) op(e3, e1) = e4
% 69.53/34.31  																														|
% 69.53/34.31  																														+-Applying beta-rule and splitting (130), into two cases.
% 69.53/34.31  																														|-Branch one:
% 69.53/34.31  																														| (430) all_0_43_43 = e1
% 69.53/34.31  																														|
% 69.53/34.31  																															| Combining equations (396,430) yields a new equation:
% 69.53/34.31  																															| (636) e4 = e1
% 69.53/34.31  																															|
% 69.53/34.31  																															| Simplifying 636 yields:
% 69.53/34.31  																															| (630) e4 = e1
% 69.53/34.31  																															|
% 69.53/34.31  																															| Equations (630) can reduce 110 to:
% 69.53/34.31  																															| (266) $false
% 69.53/34.31  																															|
% 69.53/34.31  																															|-The branch is then unsatisfiable
% 69.53/34.31  																														|-Branch two:
% 69.53/34.31  																														| (433)  ~ (all_0_43_43 = e1)
% 69.53/34.31  																														| (434) all_0_48_48 = e1 | all_0_52_52 = e1 | all_0_57_57 = e1
% 69.53/34.31  																														|
% 69.53/34.31  																															+-Applying beta-rule and splitting (228), into two cases.
% 69.53/34.31  																															|-Branch one:
% 69.53/34.31  																															| (335) all_0_48_48 = e2
% 69.53/34.31  																															|
% 69.53/34.31  																																| Equations (335) can reduce 810 to:
% 69.53/34.31  																																| (266) $false
% 69.53/34.31  																																|
% 69.53/34.31  																																|-The branch is then unsatisfiable
% 69.53/34.31  																															|-Branch two:
% 69.53/34.31  																															| (810)  ~ (all_0_48_48 = e2)
% 69.53/34.31  																															| (10218) all_0_48_48 = e4 | all_0_48_48 = e1 | all_0_48_48 = e0
% 69.53/34.31  																															|
% 69.53/34.31  																																+-Applying beta-rule and splitting (434), into two cases.
% 69.53/34.31  																																|-Branch one:
% 69.53/34.31  																																| (615) all_0_48_48 = e1
% 69.53/34.31  																																|
% 69.53/34.31  																																	| Equations (615) can reduce 619 to:
% 69.53/34.31  																																	| (266) $false
% 69.53/34.31  																																	|
% 69.53/34.31  																																	|-The branch is then unsatisfiable
% 69.53/34.31  																																|-Branch two:
% 69.53/34.31  																																| (619)  ~ (all_0_48_48 = e1)
% 69.53/34.31  																																| (620) all_0_52_52 = e1 | all_0_57_57 = e1
% 69.53/34.31  																																|
% 69.53/34.31  																																	+-Applying beta-rule and splitting (620), into two cases.
% 69.53/34.31  																																	|-Branch one:
% 69.53/34.31  																																	| (642) all_0_52_52 = e1
% 69.53/34.31  																																	|
% 69.53/34.31  																																		| Combining equations (642,352) yields a new equation:
% 69.53/34.31  																																		| (617) e2 = e1
% 69.53/34.31  																																		|
% 69.53/34.31  																																		| Equations (617) can reduce 122 to:
% 69.53/34.31  																																		| (266) $false
% 69.53/34.31  																																		|
% 69.53/34.31  																																		|-The branch is then unsatisfiable
% 69.53/34.31  																																	|-Branch two:
% 69.53/34.31  																																	| (646)  ~ (all_0_52_52 = e1)
% 69.53/34.31  																																	| (647) all_0_57_57 = e1
% 69.53/34.31  																																	|
% 69.53/34.31  																																		| Equations (647) can reduce 239 to:
% 69.53/34.31  																																		| (619)  ~ (all_0_48_48 = e1)
% 69.53/34.31  																																		|
% 69.53/34.31  																																		| Equations (647) can reduce 140 to:
% 69.53/34.31  																																		| (466)  ~ (all_0_56_56 = e1)
% 69.53/34.31  																																		|
% 69.53/34.31  																																		| Equations (647) can reduce 148 to:
% 69.53/34.31  																																		| (879)  ~ (all_0_58_58 = e1)
% 69.53/34.31  																																		|
% 69.53/34.31  																																		| Simplifying 879 yields:
% 69.53/34.31  																																		| (880)  ~ (all_0_58_58 = e1)
% 69.53/34.31  																																		|
% 69.53/34.31  																																		| From (647) and (45) follows:
% 69.53/34.31  																																		| (653) op(e1, e1) = all_0_36_36
% 69.53/34.31  																																		|
% 69.53/34.31  																																		| From (647) and (146) follows:
% 69.53/34.31  																																		| (3580) op(e1, e0) = all_0_35_35
% 69.53/34.31  																																		|
% 69.53/34.31  																																		+-Applying beta-rule and splitting (10218), into two cases.
% 69.53/34.31  																																		|-Branch one:
% 69.53/34.31  																																		| (943) all_0_48_48 = e4
% 69.53/34.31  																																		|
% 69.53/34.31  																																			| Equations (943) can reduce 254 to:
% 69.53/34.32  																																			| (266) $false
% 69.53/34.32  																																			|
% 69.53/34.32  																																			|-The branch is then unsatisfiable
% 69.53/34.32  																																		|-Branch two:
% 69.53/34.32  																																		| (254)  ~ (all_0_48_48 = e4)
% 69.53/34.32  																																		| (10222) all_0_48_48 = e1 | all_0_48_48 = e0
% 69.53/34.32  																																		|
% 69.53/34.32  																																			+-Applying beta-rule and splitting (10222), into two cases.
% 69.53/34.32  																																			|-Branch one:
% 69.53/34.32  																																			| (1279) all_0_48_48 = e0
% 69.53/34.32  																																			|
% 69.53/34.32  																																				| Equations (1279) can reduce 810 to:
% 69.53/34.32  																																				| (365)  ~ (e2 = e0)
% 69.53/34.32  																																				|
% 69.53/34.32  																																				| Simplifying 365 yields:
% 69.53/34.32  																																				| (128)  ~ (e2 = e0)
% 69.53/34.32  																																				|
% 69.53/34.32  																																				| From (1279) and (169) follows:
% 69.53/34.32  																																				| (14936) op(e0, e2) = all_0_18_18
% 69.53/34.32  																																				|
% 69.53/34.32  																																				+-Applying beta-rule and splitting (164), into two cases.
% 69.53/34.32  																																				|-Branch one:
% 69.53/34.32  																																				| (471) all_0_39_39 = e4
% 69.53/34.32  																																				|
% 69.53/34.32  																																					| Combining equations (317,471) yields a new equation:
% 69.53/34.32  																																					| (323) e4 = e2
% 69.53/34.32  																																					|
% 69.53/34.32  																																					| Equations (323) can reduce 48 to:
% 69.53/34.32  																																					| (266) $false
% 69.53/34.32  																																					|
% 69.53/34.32  																																					|-The branch is then unsatisfiable
% 69.53/34.32  																																				|-Branch two:
% 69.53/34.32  																																				| (1377)  ~ (all_0_39_39 = e4)
% 69.53/34.32  																																				| (2115) all_0_42_42 = e4 | all_0_47_47 = e4 | all_0_51_51 = e4 | all_0_56_56 = e4
% 69.53/34.32  																																				|
% 69.53/34.32  																																					| Equations (317) can reduce 1377 to:
% 69.53/34.32  																																					| (327)  ~ (e4 = e2)
% 69.53/34.32  																																					|
% 69.53/34.32  																																					| Simplifying 327 yields:
% 69.53/34.32  																																					| (48)  ~ (e4 = e2)
% 69.53/34.32  																																					|
% 69.53/34.32  																																					+-Applying beta-rule and splitting (1071), into two cases.
% 69.53/34.32  																																					|-Branch one:
% 69.53/34.32  																																					| (1101) all_0_51_51 = e4
% 69.53/34.32  																																					|
% 69.53/34.32  																																						| Equations (1101) can reduce 61 to:
% 69.53/34.32  																																						| (1890)  ~ (all_0_42_42 = e4)
% 69.53/34.32  																																						|
% 69.53/34.32  																																						| Equations (1101) can reduce 59 to:
% 69.53/34.32  																																						| (566)  ~ (all_0_50_50 = e4)
% 69.53/34.32  																																						|
% 69.53/34.32  																																						| Equations (1101) can reduce 6 to:
% 69.53/34.32  																																						| (1452)  ~ (all_0_53_53 = e4)
% 69.53/34.32  																																						|
% 69.53/34.32  																																						| Simplifying 1452 yields:
% 69.53/34.32  																																						| (1453)  ~ (all_0_53_53 = e4)
% 69.53/34.32  																																						|
% 69.53/34.32  																																						| Equations (1101) can reduce 115 to:
% 69.53/34.32  																																						| (49)  ~ (e4 = e0)
% 69.53/34.32  																																						|
% 69.53/34.32  																																						| From (1101) and (177) follows:
% 69.53/34.32  																																						| (91682) op(e4, e2) = all_0_25_25
% 69.53/34.32  																																						|
% 69.53/34.32  																																						| From (1101) and (157) follows:
% 69.53/34.32  																																						| (91683) op(e4, e1) = all_0_24_24
% 69.53/34.32  																																						|
% 69.53/34.32  																																						| From (1101) and (186) follows:
% 69.53/34.32  																																						| (13720) op(e1, e2) = e4
% 69.53/34.32  																																						|
% 69.53/34.32  																																						| Instantiating formula (29) with e4, e3, all_0_9_9, e0 and discharging atoms op(e4, e3) = all_0_9_9, op(e4, e3) = e0, yields:
% 69.53/34.33  																																						| (119128) all_0_9_9 = e0
% 69.53/34.33  																																						|
% 69.53/34.33  																																						| Instantiating formula (29) with e4, e3, all_0_16_16, all_0_9_9 and discharging atoms op(e4, e3) = all_0_9_9, op(e4, e3) = all_0_16_16, yields:
% 69.53/34.33  																																						| (119129) all_0_9_9 = all_0_16_16
% 69.53/34.33  																																						|
% 69.53/34.33  																																						| Instantiating formula (29) with e4, e2, all_0_15_15, e2 and discharging atoms op(e4, e2) = all_0_15_15, op(e4, e2) = e2, yields:
% 69.53/34.33  																																						| (1599) all_0_15_15 = e2
% 69.53/34.33  																																						|
% 69.53/34.33  																																						| Instantiating formula (29) with e4, e2, all_0_25_25, all_0_15_15 and discharging atoms op(e4, e2) = all_0_15_15, op(e4, e2) = all_0_25_25, yields:
% 69.53/34.33  																																						| (117128) all_0_15_15 = all_0_25_25
% 69.53/34.33  																																						|
% 69.53/34.33  																																						| Instantiating formula (29) with e4, e1, all_0_10_10, e3 and discharging atoms op(e4, e1) = all_0_10_10, op(e4, e1) = e3, yields:
% 69.53/34.33  																																						| (9622) all_0_10_10 = e3
% 69.53/34.33  																																						|
% 69.53/34.33  																																						| Instantiating formula (29) with e4, e1, all_0_24_24, all_0_10_10 and discharging atoms op(e4, e1) = all_0_10_10, op(e4, e1) = all_0_24_24, yields:
% 69.53/34.34  																																						| (119133) all_0_10_10 = all_0_24_24
% 69.53/34.34  																																						|
% 69.53/34.34  																																						| Instantiating formula (29) with e2, e3, e4, all_0_32_32 and discharging atoms op(e2, e3) = all_0_32_32, op(e2, e3) = e4, yields:
% 69.53/34.34  																																						| (15141) all_0_32_32 = e4
% 69.53/34.34  																																						|
% 69.53/34.34  																																						| Instantiating formula (29) with e2, e0, all_0_31_31, e2 and discharging atoms op(e2, e0) = all_0_31_31, op(e2, e0) = e2, yields:
% 69.53/34.34  																																						| (5159) all_0_31_31 = e2
% 69.53/34.34  																																						|
% 69.53/34.34  																																						| Instantiating formula (29) with e1, e1, e2, all_0_36_36 and discharging atoms op(e1, e1) = all_0_36_36, op(e1, e1) = e2, yields:
% 69.53/34.34  																																						| (90687) all_0_36_36 = e2
% 69.53/34.34  																																						|
% 69.53/34.34  																																						| Instantiating formula (29) with e1, e0, all_0_35_35, all_0_53_53 and discharging atoms op(e1, e0) = all_0_35_35, op(e1, e0) = all_0_53_53, yields:
% 69.53/34.34  																																						| (3585) all_0_35_35 = all_0_53_53
% 69.53/34.34  																																						|
% 69.53/34.34  																																						| Instantiating formula (29) with e0, e2, all_0_18_18, all_0_56_56 and discharging atoms op(e0, e2) = all_0_18_18, op(e0, e2) = all_0_56_56, yields:
% 69.53/34.34  																																						| (19950) all_0_18_18 = all_0_56_56
% 69.53/34.34  																																						|
% 69.53/34.35  																																						| Combining equations (119128,119129) yields a new equation:
% 69.53/34.35  																																						| (118687) all_0_16_16 = e0
% 69.53/34.35  																																						|
% 69.53/34.35  																																						| Combining equations (119133,9622) yields a new equation:
% 69.53/34.36  																																						| (125938) all_0_24_24 = e3
% 69.53/34.36  																																						|
% 69.58/34.36  																																						| Simplifying 125938 yields:
% 69.58/34.36  																																						| (91686) all_0_24_24 = e3
% 69.58/34.36  																																						|
% 69.58/34.37  																																						| Combining equations (1599,117128) yields a new equation:
% 69.58/34.37  																																						| (119143) all_0_25_25 = e2
% 69.58/34.37  																																						|
% 69.58/34.37  																																						| From (118687) and (118647) follows:
% 69.58/34.38  																																						| (22212) op(e4, e3) = e0
% 69.58/34.38  																																						|
% 69.58/34.38  																																						| From (119143) and (91682) follows:
% 69.58/34.38  																																						| (22188) op(e4, e2) = e2
% 69.58/34.38  																																						|
% 69.58/34.38  																																						| From (91686) and (91683) follows:
% 69.58/34.39  																																						| (36) op(e4, e1) = e3
% 69.58/34.39  																																						|
% 69.58/34.39  																																						| From (15141) and (52670) follows:
% 69.58/34.39  																																						| (72494) op(e2, e3) = e4
% 69.58/34.39  																																						|
% 69.58/34.39  																																						| From (5159) and (119908) follows:
% 69.58/34.39  																																						| (727) op(e2, e0) = e2
% 69.58/34.39  																																						|
% 69.58/34.39  																																						| From (90687) and (653) follows:
% 69.58/34.40  																																						| (10182) op(e1, e1) = e2
% 69.58/34.40  																																						|
% 69.58/34.40  																																						| From (3585) and (3580) follows:
% 69.58/34.40  																																						| (84) op(e1, e0) = all_0_53_53
% 69.58/34.40  																																						|
% 69.58/34.40  																																						| From (19950) and (14936) follows:
% 69.58/34.40  																																						| (111) op(e0, e2) = all_0_56_56
% 69.58/34.40  																																						|
% 69.58/34.40  																																						+-Applying beta-rule and splitting (168), into two cases.
% 69.58/34.40  																																						|-Branch one:
% 69.58/34.40  																																						| (415) all_0_50_50 = e3
% 69.58/34.40  																																						|
% 69.58/34.40  																																							| Equations (415) can reduce 221 to:
% 69.58/34.40  																																							| (1898)  ~ (all_0_41_41 = e3)
% 69.58/34.40  																																							|
% 69.58/34.40  																																							| Equations (415) can reduce 190 to:
% 69.58/34.40  																																							| (1114)  ~ (all_0_53_53 = e3)
% 69.58/34.40  																																							|
% 69.58/34.40  																																							| Simplifying 1114 yields:
% 69.58/34.40  																																							| (903)  ~ (all_0_53_53 = e3)
% 69.58/34.40  																																							|
% 69.58/34.40  																																							| Equations (415) can reduce 566 to:
% 69.58/34.40  																																							| (277)  ~ (e4 = e3)
% 69.58/34.40  																																							|
% 69.58/34.40  																																							| Simplifying 277 yields:
% 69.58/34.40  																																							| (188)  ~ (e4 = e3)
% 69.58/34.40  																																							|
% 69.58/34.40  																																							| Equations (415) can reduce 121 to:
% 69.58/34.40  																																							| (80)  ~ (e3 = e0)
% 69.58/34.40  																																							|
% 69.58/34.40  																																							| From (415) and (242) follows:
% 69.58/34.40  																																							| (1934) op(e1, e3) = e3
% 69.58/34.40  																																							|
% 69.58/34.40  																																							+-Applying beta-rule and splitting (27), into two cases.
% 69.58/34.40  																																							|-Branch one:
% 69.58/34.40  																																							| (437) all_0_41_41 = e4
% 69.58/34.40  																																							|
% 69.58/34.40  																																								| Equations (437) can reduce 440 to:
% 69.58/34.40  																																								| (266) $false
% 69.58/34.40  																																								|
% 69.58/34.40  																																								|-The branch is then unsatisfiable
% 69.58/34.40  																																							|-Branch two:
% 69.58/34.40  																																							| (440)  ~ (all_0_41_41 = e4)
% 69.58/34.40  																																							| (4049) all_0_41_41 = e3 | all_0_41_41 = e1 | all_0_41_41 = e0
% 69.58/34.40  																																							|
% 69.58/34.40  																																								+-Applying beta-rule and splitting (4049), into two cases.
% 69.58/34.40  																																								|-Branch one:
% 69.58/34.40  																																								| (794) all_0_41_41 = e0
% 69.58/34.40  																																								|
% 69.58/34.40  																																									| Equations (794) can reduce 357 to:
% 69.58/34.40  																																									| (266) $false
% 69.58/34.40  																																									|
% 69.58/34.40  																																									|-The branch is then unsatisfiable
% 69.58/34.40  																																								|-Branch two:
% 69.58/34.40  																																								| (357)  ~ (all_0_41_41 = e0)
% 69.58/34.40  																																								| (4053) all_0_41_41 = e3 | all_0_41_41 = e1
% 69.58/34.40  																																								|
% 69.58/34.40  																																									+-Applying beta-rule and splitting (4053), into two cases.
% 69.58/34.40  																																									|-Branch one:
% 69.58/34.40  																																									| (453) all_0_41_41 = e1
% 69.58/34.40  																																									|
% 69.58/34.40  																																										| Equations (453) can reduce 214 to:
% 69.58/34.40  																																										| (4055)  ~ (all_0_42_42 = e1)
% 69.58/34.40  																																										|
% 69.58/34.40  																																										| Simplifying 4055 yields:
% 69.58/34.40  																																										| (1380)  ~ (all_0_42_42 = e1)
% 69.58/34.40  																																										|
% 69.58/34.40  																																										| Equations (453) can reduce 149 to:
% 69.58/34.40  																																										| (4057)  ~ (all_0_44_44 = e1)
% 69.58/34.40  																																										|
% 69.58/34.40  																																										| Simplifying 4057 yields:
% 69.58/34.40  																																										| (639)  ~ (all_0_44_44 = e1)
% 69.58/34.40  																																										|
% 69.58/34.40  																																										| Equations (453) can reduce 85 to:
% 69.58/34.40  																																										| (604)  ~ (e2 = e1)
% 69.58/34.40  																																										|
% 69.58/34.40  																																										| Simplifying 604 yields:
% 69.58/34.40  																																										| (122)  ~ (e2 = e1)
% 69.58/34.40  																																										|
% 69.58/34.40  																																										+-Applying beta-rule and splitting (112), into two cases.
% 69.58/34.40  																																										|-Branch one:
% 69.58/34.40  																																										| (635) all_0_44_44 = e1
% 69.58/34.40  																																										|
% 69.58/34.40  																																											| Equations (635) can reduce 639 to:
% 69.58/34.40  																																											| (266) $false
% 69.58/34.40  																																											|
% 69.58/34.40  																																											|-The branch is then unsatisfiable
% 69.58/34.40  																																										|-Branch two:
% 69.58/34.40  																																										| (639)  ~ (all_0_44_44 = e1)
% 69.58/34.40  																																										| (640) all_0_49_49 = e1 | all_0_53_53 = e1 | all_0_58_58 = e1
% 69.58/34.40  																																										|
% 69.58/34.40  																																											+-Applying beta-rule and splitting (640), into two cases.
% 69.58/34.40  																																											|-Branch one:
% 69.58/34.40  																																											| (671) all_0_49_49 = e1
% 69.58/34.40  																																											|
% 69.58/34.40  																																												| Combining equations (583,671) yields a new equation:
% 69.58/34.40  																																												| (616) e2 = e1
% 69.58/34.40  																																												|
% 69.58/34.40  																																												| Simplifying 616 yields:
% 69.58/34.40  																																												| (617) e2 = e1
% 69.58/34.40  																																												|
% 69.58/34.40  																																												| Equations (617) can reduce 122 to:
% 69.58/34.40  																																												| (266) $false
% 69.58/34.40  																																												|
% 69.58/34.40  																																												|-The branch is then unsatisfiable
% 69.58/34.40  																																											|-Branch two:
% 69.58/34.40  																																											| (1064)  ~ (all_0_49_49 = e1)
% 69.58/34.40  																																											| (2141) all_0_53_53 = e1 | all_0_58_58 = e1
% 69.58/34.40  																																											|
% 69.58/34.40  																																												+-Applying beta-rule and splitting (2141), into two cases.
% 69.58/34.40  																																												|-Branch one:
% 69.58/34.40  																																												| (1208) all_0_53_53 = e1
% 69.58/34.40  																																												|
% 69.58/34.40  																																													| Equations (1208) can reduce 220 to:
% 69.58/34.40  																																													| (639)  ~ (all_0_44_44 = e1)
% 69.58/34.40  																																													|
% 69.58/34.40  																																													| Equations (1208) can reduce 10 to:
% 69.58/34.40  																																													| (879)  ~ (all_0_58_58 = e1)
% 69.58/34.40  																																													|
% 69.58/34.40  																																													| Simplifying 879 yields:
% 69.58/34.40  																																													| (880)  ~ (all_0_58_58 = e1)
% 69.58/34.40  																																													|
% 69.58/34.40  																																													| Equations (1208) can reduce 903 to:
% 69.58/34.40  																																													| (467)  ~ (e3 = e1)
% 69.58/34.40  																																													|
% 69.58/34.40  																																													| Simplifying 467 yields:
% 69.58/34.40  																																													| (213)  ~ (e3 = e1)
% 69.58/34.40  																																													|
% 69.58/34.40  																																													| Equations (1208) can reduce 247 to:
% 69.58/34.40  																																													| (233)  ~ (e1 = e0)
% 69.58/34.40  																																													|
% 69.58/34.40  																																													+-Applying beta-rule and splitting (113), into two cases.
% 69.58/34.40  																																													|-Branch one:
% 69.58/34.40  																																													| (403) all_0_41_41 = e3
% 69.58/34.40  																																													|
% 69.58/34.40  																																														| Combining equations (403,453) yields a new equation:
% 69.58/34.40  																																														| (454) e3 = e1
% 69.58/34.40  																																														|
% 69.58/34.40  																																														| Simplifying 454 yields:
% 69.58/34.40  																																														| (455) e3 = e1
% 69.58/34.40  																																														|
% 69.58/34.40  																																														| Equations (455) can reduce 213 to:
% 69.58/34.40  																																														| (266) $false
% 69.58/34.40  																																														|
% 69.58/34.40  																																														|-The branch is then unsatisfiable
% 69.58/34.40  																																													|-Branch two:
% 69.58/34.40  																																													| (1898)  ~ (all_0_41_41 = e3)
% 69.58/34.40  																																													| (1899) all_0_42_42 = e3 | all_0_44_44 = e3
% 69.58/34.40  																																													|
% 69.58/34.40  																																														| Equations (453) can reduce 1898 to:
% 69.58/34.40  																																														| (467)  ~ (e3 = e1)
% 69.58/34.40  																																														|
% 69.58/34.40  																																														| Simplifying 467 yields:
% 69.58/34.40  																																														| (213)  ~ (e3 = e1)
% 69.58/34.40  																																														|
% 69.58/34.40  																																														+-Applying beta-rule and splitting (165), into two cases.
% 69.58/34.40  																																														|-Branch one:
% 69.58/34.40  																																														| (794) all_0_41_41 = e0
% 69.58/34.40  																																														|
% 69.58/34.40  																																															| Combining equations (794,453) yields a new equation:
% 69.58/34.40  																																															| (431) e1 = e0
% 69.58/34.40  																																															|
% 69.58/34.40  																																															| Equations (431) can reduce 233 to:
% 69.58/34.40  																																															| (266) $false
% 69.58/34.40  																																															|
% 69.58/34.40  																																															|-The branch is then unsatisfiable
% 69.58/34.40  																																														|-Branch two:
% 69.58/34.40  																																														| (357)  ~ (all_0_41_41 = e0)
% 69.58/34.40  																																														| (6761) all_0_42_42 = e0 | all_0_43_43 = e0 | all_0_44_44 = e0
% 69.58/34.40  																																														|
% 69.58/34.40  																																															+-Applying beta-rule and splitting (75), into two cases.
% 69.58/34.40  																																															|-Branch one:
% 69.58/34.40  																																															| (485) all_0_40_40 = e0
% 69.58/34.40  																																															|
% 69.58/34.40  																																																| Combining equations (485,1378) yields a new equation:
% 69.58/34.40  																																																| (397) e4 = e0
% 69.58/34.40  																																																|
% 69.58/34.40  																																																| Equations (397) can reduce 49 to:
% 69.58/34.40  																																																| (266) $false
% 69.58/34.40  																																																|
% 69.58/34.40  																																																|-The branch is then unsatisfiable
% 69.58/34.40  																																															|-Branch two:
% 69.58/34.40  																																															| (1401)  ~ (all_0_40_40 = e0)
% 69.58/34.40  																																															| (1748) all_0_44_44 = e0 | all_0_49_49 = e0 | all_0_58_58 = e0
% 69.58/34.40  																																															|
% 69.58/34.40  																																																| Equations (1378) can reduce 1401 to:
% 69.58/34.40  																																																| (49)  ~ (e4 = e0)
% 69.58/34.40  																																																|
% 69.58/34.40  																																																+-Applying beta-rule and splitting (152), into two cases.
% 69.58/34.40  																																																|-Branch one:
% 69.58/34.40  																																																| (1392) all_0_42_42 = e4
% 69.58/34.40  																																																|
% 69.58/34.40  																																																	| Equations (1392) can reduce 1890 to:
% 69.58/34.40  																																																	| (266) $false
% 69.58/34.40  																																																	|
% 69.58/34.40  																																																	|-The branch is then unsatisfiable
% 69.58/34.40  																																																|-Branch two:
% 69.58/34.40  																																																| (1890)  ~ (all_0_42_42 = e4)
% 69.58/34.40  																																																| (1969) all_0_42_42 = e3 | all_0_42_42 = e1 | all_0_42_42 = e0
% 69.58/34.40  																																																|
% 69.58/34.40  																																																	+-Applying beta-rule and splitting (180), into two cases.
% 69.58/34.40  																																																	|-Branch one:
% 69.58/34.40  																																																	| (516) all_0_42_42 = e3
% 69.58/34.40  																																																	|
% 69.58/34.40  																																																		| Equations (516) can reduce 73 to:
% 69.58/34.40  																																																		| (406)  ~ (all_0_44_44 = e3)
% 69.58/34.40  																																																		|
% 69.58/34.40  																																																		| Simplifying 406 yields:
% 69.58/34.40  																																																		| (407)  ~ (all_0_44_44 = e3)
% 69.58/34.40  																																																		|
% 69.58/34.40  																																																		| Equations (516) can reduce 1890 to:
% 69.58/34.40  																																																		| (277)  ~ (e4 = e3)
% 69.58/34.40  																																																		|
% 69.58/34.40  																																																		| Simplifying 277 yields:
% 69.58/34.40  																																																		| (188)  ~ (e4 = e3)
% 69.58/34.40  																																																		|
% 69.58/34.40  																																																		| Equations (516) can reduce 51 to:
% 69.58/34.40  																																																		| (212)  ~ (e3 = e2)
% 69.58/34.40  																																																		|
% 69.58/34.40  																																																		| Equations (516) can reduce 1380 to:
% 69.58/34.40  																																																		| (213)  ~ (e3 = e1)
% 69.58/34.40  																																																		|
% 69.58/34.40  																																																		| From (516) and (210) follows:
% 69.58/34.40  																																																		| (4285) op(e3, e2) = e3
% 69.58/34.40  																																																		|
% 69.58/34.40  																																																		+-Applying beta-rule and splitting (22), into two cases.
% 69.58/34.40  																																																		|-Branch one:
% 69.58/34.40  																																																		| (268) all_0_54_54 = e3
% 69.58/34.40  																																																		|
% 69.58/34.40  																																																			| Combining equations (268,265) yields a new equation:
% 69.58/34.40  																																																			| (425) e4 = e3
% 69.58/34.40  																																																			|
% 69.58/34.40  																																																			| Equations (425) can reduce 188 to:
% 69.58/34.40  																																																			| (266) $false
% 69.58/34.40  																																																			|
% 69.58/34.40  																																																			|-The branch is then unsatisfiable
% 69.58/34.40  																																																		|-Branch two:
% 69.58/34.40  																																																		| (60427)  ~ (all_0_54_54 = e3)
% 69.58/34.41  																																																		| (62553) all_0_55_55 = e3 | all_0_56_56 = e3 | all_0_58_58 = e3
% 69.58/34.41  																																																		|
% 69.58/34.41  																																																			+-Applying beta-rule and splitting (189), into two cases.
% 69.58/34.41  																																																			|-Branch one:
% 69.58/34.41  																																																			| (532) all_0_44_44 = e3
% 69.58/34.41  																																																			|
% 69.58/34.41  																																																				| Equations (532) can reduce 407 to:
% 69.58/34.41  																																																				| (266) $false
% 69.58/34.41  																																																				|
% 69.58/34.41  																																																				|-The branch is then unsatisfiable
% 69.58/34.41  																																																			|-Branch two:
% 69.58/34.41  																																																			| (407)  ~ (all_0_44_44 = e3)
% 69.58/34.41  																																																			| (537) all_0_49_49 = e3 | all_0_53_53 = e3 | all_0_58_58 = e3
% 69.58/34.41  																																																			|
% 69.58/34.41  																																																				+-Applying beta-rule and splitting (62553), into two cases.
% 69.58/34.41  																																																				|-Branch one:
% 69.58/34.41  																																																				| (2336) all_0_55_55 = e3
% 69.58/34.41  																																																				|
% 69.58/34.41  																																																					| Combining equations (386,2336) yields a new equation:
% 69.58/34.41  																																																					| (662) e3 = e2
% 69.58/34.41  																																																					|
% 69.58/34.41  																																																					| Equations (662) can reduce 212 to:
% 69.58/34.41  																																																					| (266) $false
% 69.58/34.41  																																																					|
% 69.58/34.41  																																																					|-The branch is then unsatisfiable
% 69.58/34.41  																																																				|-Branch two:
% 69.58/34.41  																																																				| (270)  ~ (all_0_55_55 = e3)
% 69.58/34.41  																																																				| (62557) all_0_56_56 = e3 | all_0_58_58 = e3
% 69.58/34.41  																																																				|
% 69.58/34.41  																																																					| Equations (386) can reduce 270 to:
% 69.58/34.41  																																																					| (626)  ~ (e3 = e2)
% 69.58/34.41  																																																					|
% 69.58/34.41  																																																					| Simplifying 626 yields:
% 69.58/34.41  																																																					| (212)  ~ (e3 = e2)
% 69.58/34.41  																																																					|
% 69.58/34.41  																																																					+-Applying beta-rule and splitting (6761), into two cases.
% 69.58/34.41  																																																					|-Branch one:
% 69.58/34.41  																																																					| (559) all_0_42_42 = e0
% 69.58/34.41  																																																					|
% 69.58/34.41  																																																						| Combining equations (559,516) yields a new equation:
% 69.58/34.41  																																																						| (676) e3 = e0
% 69.58/34.41  																																																						|
% 69.58/34.41  																																																						| Equations (676) can reduce 80 to:
% 69.58/34.41  																																																						| (266) $false
% 69.58/34.41  																																																						|
% 69.58/34.41  																																																						|-The branch is then unsatisfiable
% 69.58/34.41  																																																					|-Branch two:
% 69.58/34.41  																																																					| (358)  ~ (all_0_42_42 = e0)
% 69.58/34.41  																																																					| (6766) all_0_43_43 = e0 | all_0_44_44 = e0
% 69.58/34.41  																																																					|
% 69.58/34.41  																																																						+-Applying beta-rule and splitting (6766), into two cases.
% 69.58/34.41  																																																						|-Branch one:
% 69.58/34.41  																																																						| (356) all_0_43_43 = e0
% 69.58/34.41  																																																						|
% 69.58/34.41  																																																							| Combining equations (356,396) yields a new equation:
% 69.58/34.41  																																																							| (397) e4 = e0
% 69.58/34.41  																																																							|
% 69.58/34.41  																																																							| Equations (397) can reduce 49 to:
% 69.58/34.41  																																																							| (266) $false
% 69.58/34.41  																																																							|
% 69.58/34.41  																																																							|-The branch is then unsatisfiable
% 69.58/34.41  																																																						|-Branch two:
% 69.58/34.41  																																																						| (5470)  ~ (all_0_43_43 = e0)
% 69.58/34.41  																																																						| (1414) all_0_44_44 = e0
% 69.58/34.41  																																																						|
% 69.58/34.41  																																																							| Equations (1414) can reduce 181 to:
% 69.58/34.41  																																																							| (490)  ~ (all_0_58_58 = e0)
% 69.58/34.41  																																																							|
% 69.58/34.41  																																																							| Simplifying 490 yields:
% 69.58/34.41  																																																							| (491)  ~ (all_0_58_58 = e0)
% 69.58/34.41  																																																							|
% 69.58/34.41  																																																							| Equations (1414) can reduce 147 to:
% 69.58/34.41  																																																							| (365)  ~ (e2 = e0)
% 69.58/34.41  																																																							|
% 69.58/34.41  																																																							| Simplifying 365 yields:
% 69.58/34.41  																																																							| (128)  ~ (e2 = e0)
% 69.58/34.41  																																																							|
% 69.58/34.41  																																																							| Equations (1414) can reduce 639 to:
% 69.58/34.41  																																																							| (435)  ~ (e1 = e0)
% 69.58/34.41  																																																							|
% 69.58/34.41  																																																							| Simplifying 435 yields:
% 69.58/34.41  																																																							| (233)  ~ (e1 = e0)
% 69.58/34.41  																																																							|
% 69.58/34.41  																																																							+-Applying beta-rule and splitting (125), into two cases.
% 69.58/34.41  																																																							|-Branch one:
% 69.58/34.41  																																																							| (858) all_0_55_55 = e0
% 69.58/34.41  																																																							|
% 69.58/34.41  																																																								| Combining equations (386,858) yields a new equation:
% 69.58/34.41  																																																								| (391) e2 = e0
% 69.58/34.41  																																																								|
% 69.58/34.41  																																																								| Simplifying 391 yields:
% 69.58/34.41  																																																								| (330) e2 = e0
% 69.58/34.41  																																																								|
% 69.58/34.41  																																																								| Equations (330) can reduce 128 to:
% 69.58/34.41  																																																								| (266) $false
% 69.58/34.41  																																																								|
% 69.58/34.41  																																																								|-The branch is then unsatisfiable
% 69.58/34.41  																																																							|-Branch two:
% 69.58/34.41  																																																							| (803)  ~ (all_0_55_55 = e0)
% 69.58/34.41  																																																							| (863) all_0_56_56 = e0 | all_0_57_57 = e0 | all_0_58_58 = e0
% 69.58/34.41  																																																							|
% 69.58/34.41  																																																								+-Applying beta-rule and splitting (863), into two cases.
% 69.58/34.41  																																																								|-Branch one:
% 69.58/34.41  																																																								| (679) all_0_56_56 = e0
% 69.58/34.41  																																																								|
% 69.58/34.41  																																																									| Equations (679) can reduce 466 to:
% 69.58/34.41  																																																									| (435)  ~ (e1 = e0)
% 69.58/34.41  																																																									|
% 69.58/34.41  																																																									| Simplifying 435 yields:
% 69.58/34.41  																																																									| (233)  ~ (e1 = e0)
% 69.58/34.41  																																																									|
% 69.58/34.41  																																																									+-Applying beta-rule and splitting (537), into two cases.
% 69.58/34.41  																																																									|-Branch one:
% 69.58/34.41  																																																									| (884) all_0_49_49 = e3
% 69.58/34.41  																																																									|
% 69.58/34.41  																																																										| Combining equations (884,583) yields a new equation:
% 69.58/34.41  																																																										| (661) e3 = e2
% 69.58/34.41  																																																										|
% 69.58/34.41  																																																										| Simplifying 661 yields:
% 69.58/34.41  																																																										| (662) e3 = e2
% 69.58/34.41  																																																										|
% 69.58/34.41  																																																										| Equations (662) can reduce 212 to:
% 69.58/34.41  																																																										| (266) $false
% 69.58/34.41  																																																										|
% 69.58/34.41  																																																										|-The branch is then unsatisfiable
% 69.58/34.41  																																																									|-Branch two:
% 69.58/34.41  																																																									| (525)  ~ (all_0_49_49 = e3)
% 69.58/34.41  																																																									| (887) all_0_53_53 = e3 | all_0_58_58 = e3
% 69.58/34.41  																																																									|
% 69.58/34.41  																																																										+-Applying beta-rule and splitting (887), into two cases.
% 69.58/34.41  																																																										|-Branch one:
% 69.58/34.41  																																																										| (665) all_0_53_53 = e3
% 69.58/34.41  																																																										|
% 69.58/34.41  																																																											| Combining equations (1208,665) yields a new equation:
% 69.58/34.41  																																																											| (455) e3 = e1
% 69.58/34.41  																																																											|
% 69.58/34.41  																																																											| Equations (455) can reduce 213 to:
% 69.58/34.41  																																																											| (266) $false
% 69.58/34.41  																																																											|
% 69.58/34.41  																																																											|-The branch is then unsatisfiable
% 69.58/34.41  																																																										|-Branch two:
% 69.58/34.41  																																																										| (903)  ~ (all_0_53_53 = e3)
% 69.58/34.41  																																																										| (795) all_0_58_58 = e3
% 69.58/34.41  																																																										|
% 69.58/34.41  																																																											| From (795) and (245) follows:
% 69.58/34.41  																																																											| (60701) op(e0, e0) = e3
% 69.58/34.41  																																																											|
% 69.58/34.41  																																																											+-Applying beta-rule and splitting (56), into two cases.
% 69.58/34.41  																																																											|-Branch one:
% 69.58/34.41  																																																											| (696) unit = e2
% 69.58/34.41  																																																											|
% 69.58/34.41  																																																												| From (696) and (209) follows:
% 69.58/34.41  																																																												| (7585) op(e2, e0) = e0
% 69.58/34.41  																																																												|
% 69.58/34.41  																																																												| From (696) and (227) follows:
% 69.58/34.41  																																																												| (4284) op(e4, e2) = e4
% 69.58/34.41  																																																												|
% 69.58/34.41  																																																												| From (696) and (28) follows:
% 69.58/34.41  																																																												| (699) op(e1, e2) = e1
% 69.58/34.41  																																																												|
% 69.58/34.41  																																																												| Instantiating formula (29) with e4, e2, e4, e2 and discharging atoms op(e4, e2) = e4, op(e4, e2) = e2, yields:
% 69.58/34.41  																																																												| (323) e4 = e2
% 69.58/34.41  																																																												|
% 69.58/34.41  																																																												| Instantiating formula (29) with e2, e0, e0, e2 and discharging atoms op(e2, e0) = e2, op(e2, e0) = e0, yields:
% 69.58/34.41  																																																												| (330) e2 = e0
% 69.58/34.41  																																																												|
% 69.58/34.41  																																																												| Instantiating formula (29) with e1, e2, e1, e4 and discharging atoms op(e1, e2) = e4, op(e1, e2) = e1, yields:
% 69.58/34.41  																																																												| (630) e4 = e1
% 69.58/34.41  																																																												|
% 69.58/34.41  																																																												| Combining equations (323,630) yields a new equation:
% 69.58/34.41  																																																												| (616) e2 = e1
% 69.58/34.41  																																																												|
% 69.58/34.41  																																																												| Simplifying 616 yields:
% 69.58/34.41  																																																												| (617) e2 = e1
% 69.58/34.41  																																																												|
% 69.58/34.41  																																																												| Combining equations (330,617) yields a new equation:
% 69.58/34.41  																																																												| (431) e1 = e0
% 69.58/34.41  																																																												|
% 69.58/34.41  																																																												| Equations (431) can reduce 233 to:
% 69.58/34.41  																																																												| (266) $false
% 69.58/34.41  																																																												|
% 69.58/34.41  																																																												|-The branch is then unsatisfiable
% 69.58/34.41  																																																											|-Branch two:
% 69.58/34.41  																																																											| (707)  ~ (unit = e2)
% 69.58/34.41  																																																											| (708) unit = e4 | unit = e3 | unit = e1 | unit = e0
% 69.58/34.41  																																																											|
% 69.58/34.41  																																																												+-Applying beta-rule and splitting (708), into two cases.
% 69.58/34.41  																																																												|-Branch one:
% 69.58/34.41  																																																												| (709) unit = e4
% 69.58/34.41  																																																												|
% 69.58/34.41  																																																													| From (709) and (24) follows:
% 69.58/34.41  																																																													| (33325) op(e4, e3) = e3
% 69.58/34.41  																																																													|
% 69.58/34.41  																																																													| From (709) and (211) follows:
% 69.58/34.41  																																																													| (22527) op(e4, e1) = e1
% 69.58/34.41  																																																													|
% 69.58/34.41  																																																													| Instantiating formula (29) with e4, e3, e3, e0 and discharging atoms op(e4, e3) = e3, op(e4, e3) = e0, yields:
% 69.58/34.41  																																																													| (676) e3 = e0
% 69.58/34.41  																																																													|
% 69.58/34.41  																																																													| Instantiating formula (29) with e4, e1, e1, e3 and discharging atoms op(e4, e1) = e3, op(e4, e1) = e1, yields:
% 69.58/34.41  																																																													| (455) e3 = e1
% 69.58/34.41  																																																													|
% 69.58/34.41  																																																													| Combining equations (455,676) yields a new equation:
% 69.58/34.41  																																																													| (546) e1 = e0
% 69.58/34.41  																																																													|
% 69.58/34.41  																																																													| Simplifying 546 yields:
% 69.58/34.41  																																																													| (431) e1 = e0
% 69.58/34.41  																																																													|
% 69.58/34.41  																																																													| Equations (431) can reduce 233 to:
% 69.58/34.41  																																																													| (266) $false
% 69.58/34.41  																																																													|
% 69.58/34.41  																																																													|-The branch is then unsatisfiable
% 69.58/34.41  																																																												|-Branch two:
% 69.58/34.41  																																																												| (724)  ~ (unit = e4)
% 69.58/34.41  																																																												| (725) unit = e3 | unit = e1 | unit = e0
% 69.58/34.41  																																																												|
% 69.58/34.41  																																																													+-Applying beta-rule and splitting (725), into two cases.
% 69.58/34.41  																																																													|-Branch one:
% 69.58/34.41  																																																													| (726) unit = e0
% 69.58/34.41  																																																													|
% 69.58/34.41  																																																														| Equations (726) can reduce 707 to:
% 69.58/34.41  																																																														| (365)  ~ (e2 = e0)
% 69.58/34.41  																																																														|
% 69.58/34.41  																																																														| Simplifying 365 yields:
% 69.58/34.41  																																																														| (128)  ~ (e2 = e0)
% 69.58/34.41  																																																														|
% 69.58/34.41  																																																														| From (726) and (24) follows:
% 69.58/34.41  																																																														| (2208) op(e0, e3) = e3
% 69.58/34.41  																																																														|
% 69.58/34.41  																																																														| From (726) and (42) follows:
% 69.58/34.41  																																																														| (728) op(e0, e0) = e0
% 69.58/34.41  																																																														|
% 69.58/34.41  																																																														| Instantiating formula (29) with e0, e3, e3, e2 and discharging atoms op(e0, e3) = e3, op(e0, e3) = e2, yields:
% 69.58/34.41  																																																														| (662) e3 = e2
% 69.58/34.41  																																																														|
% 69.58/34.41  																																																														| Instantiating formula (29) with e0, e0, e0, e3 and discharging atoms op(e0, e0) = e3, op(e0, e0) = e0, yields:
% 69.58/34.41  																																																														| (676) e3 = e0
% 69.58/34.41  																																																														|
% 69.58/34.41  																																																														| Combining equations (676,662) yields a new equation:
% 69.58/34.41  																																																														| (330) e2 = e0
% 69.58/34.41  																																																														|
% 69.58/34.41  																																																														| Equations (330) can reduce 128 to:
% 69.58/34.41  																																																														| (266) $false
% 69.58/34.41  																																																														|
% 69.58/34.41  																																																														|-The branch is then unsatisfiable
% 69.58/34.41  																																																													|-Branch two:
% 69.58/34.41  																																																													| (734)  ~ (unit = e0)
% 69.58/34.42  																																																													| (735) unit = e3 | unit = e1
% 69.58/34.42  																																																													|
% 69.58/34.42  																																																														+-Applying beta-rule and splitting (735), into two cases.
% 69.58/34.42  																																																														|-Branch one:
% 69.58/34.42  																																																														| (736) unit = e1
% 69.58/34.42  																																																														|
% 69.58/34.42  																																																															| Equations (736) can reduce 734 to:
% 69.58/34.42  																																																															| (233)  ~ (e1 = e0)
% 69.58/34.42  																																																															|
% 69.58/34.42  																																																															| From (736) and (244) follows:
% 69.58/34.42  																																																															| (738) op(e1, e4) = e4
% 69.58/34.42  																																																															|
% 69.58/34.42  																																																															| From (736) and (15) follows:
% 69.58/34.42  																																																															| (515) op(e1, e2) = e2
% 69.58/34.42  																																																															|
% 69.58/34.42  																																																															| From (736) and (28) follows:
% 69.58/34.42  																																																															| (740) op(e1, e1) = e1
% 69.58/34.42  																																																															|
% 69.58/34.42  																																																															| Instantiating formula (29) with e1, e4, e4, e0 and discharging atoms op(e1, e4) = e4, op(e1, e4) = e0, yields:
% 69.58/34.42  																																																															| (397) e4 = e0
% 69.58/34.42  																																																															|
% 69.58/34.42  																																																															| Instantiating formula (29) with e1, e2, e2, e4 and discharging atoms op(e1, e2) = e4, op(e1, e2) = e2, yields:
% 69.58/34.42  																																																															| (323) e4 = e2
% 69.58/34.42  																																																															|
% 69.58/34.42  																																																															| Instantiating formula (29) with e1, e1, e1, e2 and discharging atoms op(e1, e1) = e2, op(e1, e1) = e1, yields:
% 69.58/34.42  																																																															| (617) e2 = e1
% 69.58/34.42  																																																															|
% 69.58/34.42  																																																															| Combining equations (397,323) yields a new equation:
% 69.58/34.42  																																																															| (330) e2 = e0
% 69.58/34.42  																																																															|
% 69.58/34.42  																																																															| Combining equations (617,330) yields a new equation:
% 69.58/34.42  																																																															| (546) e1 = e0
% 69.58/34.42  																																																															|
% 69.58/34.42  																																																															| Simplifying 546 yields:
% 69.58/34.42  																																																															| (431) e1 = e0
% 69.58/34.42  																																																															|
% 69.58/34.42  																																																															| Equations (431) can reduce 233 to:
% 69.58/34.42  																																																															| (266) $false
% 69.58/34.42  																																																															|
% 69.58/34.42  																																																															|-The branch is then unsatisfiable
% 69.58/34.42  																																																														|-Branch two:
% 69.58/34.42  																																																														| (748)  ~ (unit = e1)
% 69.58/34.42  																																																														| (749) unit = e3
% 69.58/34.42  																																																														|
% 69.58/34.42  																																																															| From (749) and (15) follows:
% 69.58/34.42  																																																															| (751) op(e3, e2) = e2
% 69.58/34.42  																																																															|
% 69.58/34.42  																																																															| From (749) and (227) follows:
% 69.58/34.42  																																																															| (22570) op(e4, e3) = e4
% 69.58/34.42  																																																															|
% 69.58/34.42  																																																															| From (749) and (32) follows:
% 69.58/34.42  																																																															| (5793) op(e2, e3) = e2
% 69.58/34.42  																																																															|
% 69.58/34.42  																																																															| From (749) and (28) follows:
% 69.58/34.42  																																																															| (2235) op(e1, e3) = e1
% 69.58/34.42  																																																															|
% 69.58/34.42  																																																															| Instantiating formula (29) with e4, e3, e4, e0 and discharging atoms op(e4, e3) = e4, op(e4, e3) = e0, yields:
% 69.58/34.42  																																																															| (397) e4 = e0
% 69.58/34.42  																																																															|
% 69.58/34.42  																																																															| Instantiating formula (29) with e3, e2, e2, e3 and discharging atoms op(e3, e2) = e3, op(e3, e2) = e2, yields:
% 69.58/34.42  																																																															| (662) e3 = e2
% 69.58/34.42  																																																															|
% 69.58/34.42  																																																															| Instantiating formula (29) with e2, e3, e2, e4 and discharging atoms op(e2, e3) = e4, op(e2, e3) = e2, yields:
% 69.58/34.42  																																																															| (323) e4 = e2
% 69.58/34.42  																																																															|
% 69.58/34.42  																																																															| Instantiating formula (29) with e1, e3, e1, e3 and discharging atoms op(e1, e3) = e3, op(e1, e3) = e1, yields:
% 69.58/34.42  																																																															| (455) e3 = e1
% 69.58/34.42  																																																															|
% 69.58/34.42  																																																															| Combining equations (397,323) yields a new equation:
% 69.58/34.42  																																																															| (330) e2 = e0
% 69.58/34.42  																																																															|
% 69.58/34.42  																																																															| Combining equations (662,455) yields a new equation:
% 69.58/34.42  																																																															| (616) e2 = e1
% 69.58/34.42  																																																															|
% 69.58/34.42  																																																															| Simplifying 616 yields:
% 69.58/34.42  																																																															| (617) e2 = e1
% 69.58/34.42  																																																															|
% 69.58/34.42  																																																															| Combining equations (617,330) yields a new equation:
% 69.58/34.42  																																																															| (546) e1 = e0
% 69.58/34.42  																																																															|
% 69.58/34.42  																																																															| Simplifying 546 yields:
% 69.58/34.42  																																																															| (431) e1 = e0
% 69.58/34.42  																																																															|
% 69.58/34.42  																																																															| Equations (431) can reduce 233 to:
% 69.58/34.42  																																																															| (266) $false
% 69.58/34.42  																																																															|
% 69.58/34.42  																																																															|-The branch is then unsatisfiable
% 69.58/34.42  																																																								|-Branch two:
% 69.58/34.42  																																																								| (828)  ~ (all_0_56_56 = e0)
% 69.58/34.42  																																																								| (924) all_0_57_57 = e0 | all_0_58_58 = e0
% 69.58/34.42  																																																								|
% 69.58/34.42  																																																									+-Applying beta-rule and splitting (924), into two cases.
% 69.58/34.42  																																																									|-Branch one:
% 69.58/34.42  																																																									| (875) all_0_57_57 = e0
% 69.58/34.42  																																																									|
% 69.58/34.42  																																																										| Combining equations (875,647) yields a new equation:
% 69.58/34.42  																																																										| (431) e1 = e0
% 69.58/34.42  																																																										|
% 69.58/34.42  																																																										| Equations (431) can reduce 233 to:
% 69.58/34.42  																																																										| (266) $false
% 69.58/34.42  																																																										|
% 69.58/34.42  																																																										|-The branch is then unsatisfiable
% 69.58/34.42  																																																									|-Branch two:
% 69.58/34.42  																																																									| (364)  ~ (all_0_57_57 = e0)
% 69.58/34.42  																																																									| (914) all_0_58_58 = e0
% 69.58/34.42  																																																									|
% 69.58/34.42  																																																										| Equations (914) can reduce 491 to:
% 69.58/34.42  																																																										| (266) $false
% 69.58/34.42  																																																										|
% 69.58/34.42  																																																										|-The branch is then unsatisfiable
% 69.58/34.42  																																																	|-Branch two:
% 69.58/34.42  																																																	| (405)  ~ (all_0_42_42 = e3)
% 69.58/34.42  																																																	| (521) all_0_47_47 = e3 | all_0_51_51 = e3 | all_0_56_56 = e3
% 69.58/34.42  																																																	|
% 69.58/34.42  																																																		+-Applying beta-rule and splitting (521), into two cases.
% 69.58/34.42  																																																		|-Branch one:
% 69.58/34.42  																																																		| (522) all_0_47_47 = e3
% 69.58/34.42  																																																		|
% 69.58/34.42  																																																			| Combining equations (522,654) yields a new equation:
% 69.58/34.42  																																																			| (454) e3 = e1
% 69.58/34.42  																																																			|
% 69.58/34.42  																																																			| Simplifying 454 yields:
% 69.58/34.42  																																																			| (455) e3 = e1
% 69.58/34.42  																																																			|
% 69.58/34.42  																																																			| Equations (455) can reduce 213 to:
% 69.58/34.42  																																																			| (266) $false
% 69.58/34.42  																																																			|
% 69.58/34.42  																																																			|-The branch is then unsatisfiable
% 69.58/34.42  																																																		|-Branch two:
% 69.58/34.42  																																																		| (1091)  ~ (all_0_47_47 = e3)
% 69.58/34.42  																																																		| (1092) all_0_51_51 = e3 | all_0_56_56 = e3
% 69.58/34.42  																																																		|
% 69.58/34.42  																																																			+-Applying beta-rule and splitting (1969), into two cases.
% 69.58/34.42  																																																			|-Branch one:
% 69.58/34.42  																																																			| (559) all_0_42_42 = e0
% 69.58/34.42  																																																			|
% 69.58/34.42  																																																				| Equations (559) can reduce 73 to:
% 69.58/34.42  																																																				| (359)  ~ (all_0_44_44 = e0)
% 69.58/34.42  																																																				|
% 69.58/34.42  																																																				| Simplifying 359 yields:
% 69.58/34.42  																																																				| (360)  ~ (all_0_44_44 = e0)
% 69.58/34.42  																																																				|
% 69.58/34.42  																																																				| Equations (559) can reduce 405 to:
% 69.58/34.42  																																																				| (541)  ~ (e3 = e0)
% 69.58/34.42  																																																				|
% 69.58/34.42  																																																				| Simplifying 541 yields:
% 69.58/34.42  																																																				| (80)  ~ (e3 = e0)
% 69.58/34.42  																																																				|
% 69.58/34.42  																																																				| Equations (559) can reduce 51 to:
% 69.58/34.42  																																																				| (365)  ~ (e2 = e0)
% 69.58/34.42  																																																				|
% 69.58/34.42  																																																				| Simplifying 365 yields:
% 69.58/34.42  																																																				| (128)  ~ (e2 = e0)
% 69.58/34.42  																																																				|
% 69.58/34.42  																																																				+-Applying beta-rule and splitting (125), into two cases.
% 69.58/34.42  																																																				|-Branch one:
% 69.58/34.42  																																																				| (858) all_0_55_55 = e0
% 69.58/34.42  																																																				|
% 69.58/34.42  																																																					| Combining equations (386,858) yields a new equation:
% 69.58/34.42  																																																					| (391) e2 = e0
% 69.58/34.42  																																																					|
% 69.58/34.42  																																																					| Simplifying 391 yields:
% 69.58/34.42  																																																					| (330) e2 = e0
% 69.58/34.42  																																																					|
% 69.58/34.42  																																																					| Equations (330) can reduce 128 to:
% 69.58/34.42  																																																					| (266) $false
% 69.58/34.42  																																																					|
% 69.58/34.42  																																																					|-The branch is then unsatisfiable
% 69.58/34.42  																																																				|-Branch two:
% 69.58/34.42  																																																				| (803)  ~ (all_0_55_55 = e0)
% 69.58/34.42  																																																				| (863) all_0_56_56 = e0 | all_0_57_57 = e0 | all_0_58_58 = e0
% 69.58/34.42  																																																				|
% 69.58/34.42  																																																					| Equations (386) can reduce 803 to:
% 69.58/34.42  																																																					| (128)  ~ (e2 = e0)
% 69.58/34.42  																																																					|
% 69.58/34.42  																																																					+-Applying beta-rule and splitting (26), into two cases.
% 69.58/34.42  																																																					|-Branch one:
% 69.58/34.42  																																																					| (446) all_0_44_44 = e4
% 69.58/34.42  																																																					|
% 69.58/34.42  																																																						| Equations (446) can reduce 1390 to:
% 69.58/34.42  																																																						| (266) $false
% 69.58/34.42  																																																						|
% 69.58/34.42  																																																						|-The branch is then unsatisfiable
% 69.58/34.42  																																																					|-Branch two:
% 69.58/34.42  																																																					| (1390)  ~ (all_0_44_44 = e4)
% 69.58/34.42  																																																					| (1391) all_0_44_44 = e3 | all_0_44_44 = e1 | all_0_44_44 = e0
% 69.58/34.42  																																																					|
% 69.58/34.42  																																																						+-Applying beta-rule and splitting (133), into two cases.
% 69.58/34.42  																																																						|-Branch one:
% 69.58/34.42  																																																						| (833) all_0_56_56 = e2
% 69.58/34.42  																																																						|
% 69.58/34.42  																																																							| Equations (833) can reduce 511 to:
% 69.58/34.42  																																																							| (266) $false
% 69.58/34.42  																																																							|
% 69.58/34.42  																																																							|-The branch is then unsatisfiable
% 69.58/34.42  																																																						|-Branch two:
% 69.58/34.42  																																																						| (511)  ~ (all_0_56_56 = e2)
% 69.58/34.42  																																																						| (836) all_0_56_56 = e4 | all_0_56_56 = e3 | all_0_56_56 = e1 | all_0_56_56 = e0
% 69.58/34.42  																																																						|
% 69.58/34.42  																																																							+-Applying beta-rule and splitting (1748), into two cases.
% 69.58/34.42  																																																							|-Branch one:
% 69.58/34.42  																																																							| (1414) all_0_44_44 = e0
% 69.58/34.42  																																																							|
% 69.58/34.42  																																																								| Equations (1414) can reduce 360 to:
% 69.58/34.42  																																																								| (266) $false
% 69.58/34.42  																																																								|
% 69.58/34.42  																																																								|-The branch is then unsatisfiable
% 69.58/34.42  																																																							|-Branch two:
% 69.58/34.42  																																																							| (360)  ~ (all_0_44_44 = e0)
% 69.58/34.42  																																																							| (1760) all_0_49_49 = e0 | all_0_58_58 = e0
% 69.58/34.42  																																																							|
% 69.58/34.42  																																																								+-Applying beta-rule and splitting (1899), into two cases.
% 69.58/34.42  																																																								|-Branch one:
% 69.58/34.42  																																																								| (516) all_0_42_42 = e3
% 69.58/34.42  																																																								|
% 69.58/34.42  																																																									| Combining equations (516,559) yields a new equation:
% 69.58/34.42  																																																									| (675) e3 = e0
% 69.58/34.42  																																																									|
% 69.58/34.42  																																																									| Simplifying 675 yields:
% 69.58/34.42  																																																									| (676) e3 = e0
% 69.58/34.42  																																																									|
% 69.58/34.42  																																																									| Equations (676) can reduce 80 to:
% 69.58/34.42  																																																									| (266) $false
% 69.58/34.42  																																																									|
% 69.58/34.42  																																																									|-The branch is then unsatisfiable
% 69.58/34.42  																																																								|-Branch two:
% 69.58/34.42  																																																								| (405)  ~ (all_0_42_42 = e3)
% 69.58/34.42  																																																								| (532) all_0_44_44 = e3
% 69.58/34.42  																																																								|
% 69.58/34.42  																																																									| Equations (532) can reduce 1390 to:
% 69.58/34.42  																																																									| (277)  ~ (e4 = e3)
% 69.58/34.42  																																																									|
% 69.58/34.42  																																																									| Simplifying 277 yields:
% 69.58/34.42  																																																									| (188)  ~ (e4 = e3)
% 69.58/34.42  																																																									|
% 69.58/34.42  																																																									+-Applying beta-rule and splitting (22), into two cases.
% 69.58/34.42  																																																									|-Branch one:
% 69.58/34.42  																																																									| (268) all_0_54_54 = e3
% 69.58/34.42  																																																									|
% 69.58/34.42  																																																										| Combining equations (268,265) yields a new equation:
% 69.58/34.42  																																																										| (425) e4 = e3
% 69.58/34.42  																																																										|
% 69.58/34.42  																																																										| Equations (425) can reduce 188 to:
% 69.58/34.42  																																																										| (266) $false
% 69.58/34.42  																																																										|
% 69.58/34.42  																																																										|-The branch is then unsatisfiable
% 69.58/34.42  																																																									|-Branch two:
% 69.58/34.42  																																																									| (60427)  ~ (all_0_54_54 = e3)
% 69.58/34.42  																																																									| (62553) all_0_55_55 = e3 | all_0_56_56 = e3 | all_0_58_58 = e3
% 69.58/34.42  																																																									|
% 69.58/34.43  																																																										| Equations (265) can reduce 60427 to:
% 69.58/34.43  																																																										| (188)  ~ (e4 = e3)
% 69.58/34.43  																																																										|
% 69.58/34.43  																																																										+-Applying beta-rule and splitting (1092), into two cases.
% 69.58/34.43  																																																										|-Branch one:
% 69.58/34.43  																																																										| (660) all_0_51_51 = e3
% 69.58/34.43  																																																										|
% 69.58/34.43  																																																											| Combining equations (1101,660) yields a new equation:
% 69.58/34.43  																																																											| (424) e4 = e3
% 69.58/34.43  																																																											|
% 69.58/34.43  																																																											| Simplifying 424 yields:
% 69.58/34.43  																																																											| (425) e4 = e3
% 69.58/34.43  																																																											|
% 69.58/34.43  																																																											| Equations (425) can reduce 188 to:
% 69.58/34.43  																																																											| (266) $false
% 69.58/34.43  																																																											|
% 69.58/34.43  																																																											|-The branch is then unsatisfiable
% 69.58/34.43  																																																										|-Branch two:
% 69.58/34.43  																																																										| (664)  ~ (all_0_51_51 = e3)
% 69.58/34.43  																																																										| (1097) all_0_56_56 = e3
% 69.58/34.43  																																																										|
% 69.58/34.43  																																																											| Equations (1097) can reduce 511 to:
% 69.58/34.43  																																																											| (212)  ~ (e3 = e2)
% 69.58/34.43  																																																											|
% 69.58/34.43  																																																											| From (1097) and (111) follows:
% 69.58/34.43  																																																											| (65099) op(e0, e2) = e3
% 69.58/34.43  																																																											|
% 69.58/34.43  																																																											+-Applying beta-rule and splitting (1760), into two cases.
% 69.58/34.43  																																																											|-Branch one:
% 69.58/34.43  																																																											| (978) all_0_49_49 = e0
% 69.58/34.43  																																																											|
% 69.58/34.43  																																																												| Combining equations (978,583) yields a new equation:
% 69.58/34.43  																																																												| (330) e2 = e0
% 69.58/34.43  																																																												|
% 69.58/34.43  																																																												| Equations (330) can reduce 128 to:
% 69.58/34.43  																																																												| (266) $false
% 69.58/34.43  																																																												|
% 69.58/34.43  																																																												|-The branch is then unsatisfiable
% 69.58/34.43  																																																											|-Branch two:
% 69.58/34.43  																																																											| (487)  ~ (all_0_49_49 = e0)
% 69.58/34.43  																																																											| (914) all_0_58_58 = e0
% 69.58/34.43  																																																											|
% 69.58/34.43  																																																												| Equations (914) can reduce 880 to:
% 69.58/34.43  																																																												| (435)  ~ (e1 = e0)
% 69.58/34.43  																																																												|
% 69.58/34.43  																																																												| Simplifying 435 yields:
% 69.58/34.43  																																																												| (233)  ~ (e1 = e0)
% 69.58/34.43  																																																												|
% 69.58/34.43  																																																												+-Applying beta-rule and splitting (56), into two cases.
% 69.58/34.43  																																																												|-Branch one:
% 69.58/34.43  																																																												| (696) unit = e2
% 69.58/34.43  																																																												|
% 69.58/34.43  																																																													| From (696) and (209) follows:
% 69.58/34.43  																																																													| (7585) op(e2, e0) = e0
% 69.58/34.43  																																																													|
% 69.58/34.43  																																																													| From (696) and (227) follows:
% 69.58/34.43  																																																													| (4284) op(e4, e2) = e4
% 69.58/34.43  																																																													|
% 69.58/34.43  																																																													| From (696) and (28) follows:
% 69.58/34.43  																																																													| (699) op(e1, e2) = e1
% 69.58/34.43  																																																													|
% 69.58/34.43  																																																													| Instantiating formula (29) with e4, e2, e4, e2 and discharging atoms op(e4, e2) = e4, op(e4, e2) = e2, yields:
% 69.58/34.43  																																																													| (323) e4 = e2
% 69.58/34.43  																																																													|
% 69.58/34.43  																																																													| Instantiating formula (29) with e2, e0, e0, e2 and discharging atoms op(e2, e0) = e2, op(e2, e0) = e0, yields:
% 69.58/34.43  																																																													| (330) e2 = e0
% 69.58/34.43  																																																													|
% 69.58/34.43  																																																													| Instantiating formula (29) with e1, e2, e1, e4 and discharging atoms op(e1, e2) = e4, op(e1, e2) = e1, yields:
% 69.58/34.43  																																																													| (630) e4 = e1
% 69.58/34.43  																																																													|
% 69.58/34.43  																																																													| Combining equations (323,630) yields a new equation:
% 69.58/34.43  																																																													| (616) e2 = e1
% 69.58/34.43  																																																													|
% 69.58/34.43  																																																													| Simplifying 616 yields:
% 69.58/34.43  																																																													| (617) e2 = e1
% 69.58/34.43  																																																													|
% 69.58/34.43  																																																													| Combining equations (330,617) yields a new equation:
% 69.58/34.43  																																																													| (431) e1 = e0
% 69.58/34.43  																																																													|
% 69.58/34.43  																																																													| Equations (431) can reduce 233 to:
% 69.58/34.43  																																																													| (266) $false
% 69.58/34.43  																																																													|
% 69.58/34.43  																																																													|-The branch is then unsatisfiable
% 69.58/34.43  																																																												|-Branch two:
% 69.58/34.43  																																																												| (707)  ~ (unit = e2)
% 69.58/34.43  																																																												| (708) unit = e4 | unit = e3 | unit = e1 | unit = e0
% 69.58/34.43  																																																												|
% 69.58/34.43  																																																													+-Applying beta-rule and splitting (708), into two cases.
% 69.58/34.43  																																																													|-Branch one:
% 69.58/34.43  																																																													| (709) unit = e4
% 69.58/34.43  																																																													|
% 69.58/34.43  																																																														| From (709) and (24) follows:
% 69.58/34.43  																																																														| (33325) op(e4, e3) = e3
% 69.58/34.43  																																																														|
% 69.58/34.43  																																																														| From (709) and (211) follows:
% 69.58/34.43  																																																														| (22527) op(e4, e1) = e1
% 69.58/34.43  																																																														|
% 69.58/34.43  																																																														| Instantiating formula (29) with e4, e3, e3, e0 and discharging atoms op(e4, e3) = e3, op(e4, e3) = e0, yields:
% 69.58/34.43  																																																														| (676) e3 = e0
% 69.58/34.43  																																																														|
% 69.58/34.43  																																																														| Instantiating formula (29) with e4, e1, e1, e3 and discharging atoms op(e4, e1) = e3, op(e4, e1) = e1, yields:
% 69.58/34.43  																																																														| (455) e3 = e1
% 69.58/34.43  																																																														|
% 69.58/34.43  																																																														| Combining equations (455,676) yields a new equation:
% 69.58/34.43  																																																														| (546) e1 = e0
% 69.58/34.43  																																																														|
% 69.58/34.43  																																																														| Simplifying 546 yields:
% 69.58/34.43  																																																														| (431) e1 = e0
% 69.58/34.43  																																																														|
% 69.58/34.43  																																																														| Equations (431) can reduce 233 to:
% 69.58/34.43  																																																														| (266) $false
% 69.58/34.43  																																																														|
% 69.58/34.43  																																																														|-The branch is then unsatisfiable
% 69.58/34.43  																																																													|-Branch two:
% 69.58/34.43  																																																													| (724)  ~ (unit = e4)
% 69.58/34.43  																																																													| (725) unit = e3 | unit = e1 | unit = e0
% 69.58/34.43  																																																													|
% 69.58/34.43  																																																														+-Applying beta-rule and splitting (725), into two cases.
% 69.58/34.43  																																																														|-Branch one:
% 69.58/34.43  																																																														| (726) unit = e0
% 69.58/34.43  																																																														|
% 69.58/34.43  																																																															| From (726) and (15) follows:
% 69.58/34.43  																																																															| (1508) op(e0, e2) = e2
% 69.58/34.43  																																																															|
% 69.58/34.43  																																																															| Instantiating formula (29) with e0, e2, e2, e3 and discharging atoms op(e0, e2) = e3, op(e0, e2) = e2, yields:
% 69.58/34.43  																																																															| (662) e3 = e2
% 69.58/34.43  																																																															|
% 69.58/34.43  																																																															| Equations (662) can reduce 212 to:
% 69.58/34.43  																																																															| (266) $false
% 69.58/34.43  																																																															|
% 69.58/34.43  																																																															|-The branch is then unsatisfiable
% 69.58/34.43  																																																														|-Branch two:
% 69.58/34.43  																																																														| (734)  ~ (unit = e0)
% 69.58/34.43  																																																														| (735) unit = e3 | unit = e1
% 69.58/34.43  																																																														|
% 69.58/34.43  																																																															+-Applying beta-rule and splitting (735), into two cases.
% 69.58/34.43  																																																															|-Branch one:
% 69.58/34.43  																																																															| (736) unit = e1
% 69.58/34.43  																																																															|
% 69.58/34.43  																																																																| Equations (736) can reduce 734 to:
% 69.58/34.43  																																																																| (233)  ~ (e1 = e0)
% 69.58/34.43  																																																																|
% 69.58/34.43  																																																																| From (736) and (244) follows:
% 69.58/34.43  																																																																| (738) op(e1, e4) = e4
% 69.58/34.43  																																																																|
% 69.58/34.43  																																																																| From (736) and (15) follows:
% 69.58/34.43  																																																																| (515) op(e1, e2) = e2
% 69.58/34.43  																																																																|
% 69.58/34.43  																																																																| From (736) and (28) follows:
% 69.58/34.43  																																																																| (740) op(e1, e1) = e1
% 69.58/34.43  																																																																|
% 69.58/34.43  																																																																| Instantiating formula (29) with e1, e4, e4, e0 and discharging atoms op(e1, e4) = e4, op(e1, e4) = e0, yields:
% 69.58/34.43  																																																																| (397) e4 = e0
% 69.58/34.43  																																																																|
% 69.58/34.43  																																																																| Instantiating formula (29) with e1, e2, e2, e4 and discharging atoms op(e1, e2) = e4, op(e1, e2) = e2, yields:
% 69.58/34.43  																																																																| (323) e4 = e2
% 69.58/34.43  																																																																|
% 69.58/34.43  																																																																| Instantiating formula (29) with e1, e1, e1, e2 and discharging atoms op(e1, e1) = e2, op(e1, e1) = e1, yields:
% 69.58/34.43  																																																																| (617) e2 = e1
% 69.58/34.43  																																																																|
% 69.58/34.43  																																																																| Combining equations (397,323) yields a new equation:
% 69.58/34.43  																																																																| (330) e2 = e0
% 69.58/34.43  																																																																|
% 69.58/34.43  																																																																| Combining equations (617,330) yields a new equation:
% 69.58/34.43  																																																																| (546) e1 = e0
% 69.58/34.43  																																																																|
% 69.58/34.43  																																																																| Simplifying 546 yields:
% 69.58/34.43  																																																																| (431) e1 = e0
% 69.58/34.43  																																																																|
% 69.58/34.43  																																																																| Equations (431) can reduce 233 to:
% 69.58/34.43  																																																																| (266) $false
% 69.58/34.43  																																																																|
% 69.58/34.43  																																																																|-The branch is then unsatisfiable
% 69.58/34.43  																																																															|-Branch two:
% 69.58/34.43  																																																															| (748)  ~ (unit = e1)
% 69.58/34.43  																																																															| (749) unit = e3
% 69.58/34.43  																																																															|
% 69.58/34.43  																																																																| From (749) and (211) follows:
% 69.58/34.43  																																																																| (13877) op(e3, e1) = e1
% 69.58/34.43  																																																																|
% 69.58/34.43  																																																																| From (749) and (227) follows:
% 69.58/34.43  																																																																| (22570) op(e4, e3) = e4
% 69.58/34.43  																																																																|
% 69.58/34.43  																																																																| From (749) and (32) follows:
% 69.58/34.43  																																																																| (5793) op(e2, e3) = e2
% 69.58/34.43  																																																																|
% 69.58/34.43  																																																																| Instantiating formula (29) with e4, e3, e4, e0 and discharging atoms op(e4, e3) = e4, op(e4, e3) = e0, yields:
% 69.58/34.43  																																																																| (397) e4 = e0
% 69.58/34.43  																																																																|
% 69.58/34.43  																																																																| Instantiating formula (29) with e3, e1, e1, e4 and discharging atoms op(e3, e1) = e4, op(e3, e1) = e1, yields:
% 69.58/34.43  																																																																| (630) e4 = e1
% 69.58/34.43  																																																																|
% 69.58/34.43  																																																																| Instantiating formula (29) with e2, e3, e2, e4 and discharging atoms op(e2, e3) = e4, op(e2, e3) = e2, yields:
% 69.58/34.43  																																																																| (323) e4 = e2
% 69.58/34.43  																																																																|
% 69.58/34.43  																																																																| Combining equations (397,323) yields a new equation:
% 69.58/34.43  																																																																| (330) e2 = e0
% 69.58/34.43  																																																																|
% 69.58/34.43  																																																																| Combining equations (630,323) yields a new equation:
% 69.58/34.43  																																																																| (617) e2 = e1
% 69.58/34.43  																																																																|
% 69.58/34.43  																																																																| Combining equations (617,330) yields a new equation:
% 69.58/34.43  																																																																| (546) e1 = e0
% 69.58/34.43  																																																																|
% 69.58/34.43  																																																																| Simplifying 546 yields:
% 69.58/34.43  																																																																| (431) e1 = e0
% 69.58/34.43  																																																																|
% 69.58/34.43  																																																																| Equations (431) can reduce 233 to:
% 69.58/34.43  																																																																| (266) $false
% 69.58/34.43  																																																																|
% 69.58/34.43  																																																																|-The branch is then unsatisfiable
% 69.58/34.44  																																																			|-Branch two:
% 69.58/34.44  																																																			| (358)  ~ (all_0_42_42 = e0)
% 69.58/34.44  																																																			| (2510) all_0_42_42 = e3 | all_0_42_42 = e1
% 69.58/34.44  																																																			|
% 69.58/34.44  																																																				+-Applying beta-rule and splitting (1092), into two cases.
% 69.58/34.44  																																																				|-Branch one:
% 69.58/34.44  																																																				| (660) all_0_51_51 = e3
% 69.58/34.44  																																																				|
% 69.58/34.44  																																																					| Combining equations (1101,660) yields a new equation:
% 69.58/34.44  																																																					| (424) e4 = e3
% 69.58/34.44  																																																					|
% 69.58/34.44  																																																					| Simplifying 424 yields:
% 69.58/34.44  																																																					| (425) e4 = e3
% 69.58/34.44  																																																					|
% 69.58/34.44  																																																					| Equations (425) can reduce 188 to:
% 69.58/34.44  																																																					| (266) $false
% 69.58/34.44  																																																					|
% 69.58/34.44  																																																					|-The branch is then unsatisfiable
% 69.58/34.44  																																																				|-Branch two:
% 69.58/34.44  																																																				| (664)  ~ (all_0_51_51 = e3)
% 69.58/34.44  																																																				| (1097) all_0_56_56 = e3
% 69.58/34.44  																																																				|
% 69.58/34.44  																																																					| Equations (1097) can reduce 236 to:
% 69.58/34.44  																																																					| (405)  ~ (all_0_42_42 = e3)
% 69.58/34.44  																																																					|
% 69.58/34.44  																																																					+-Applying beta-rule and splitting (2510), into two cases.
% 69.58/34.44  																																																					|-Branch one:
% 69.58/34.44  																																																					| (459) all_0_42_42 = e1
% 69.58/34.44  																																																					|
% 69.58/34.44  																																																						| Equations (459) can reduce 1380 to:
% 69.58/34.44  																																																						| (266) $false
% 69.58/34.44  																																																						|
% 69.58/34.44  																																																						|-The branch is then unsatisfiable
% 69.58/34.44  																																																					|-Branch two:
% 69.58/34.44  																																																					| (1380)  ~ (all_0_42_42 = e1)
% 69.58/34.44  																																																					| (516) all_0_42_42 = e3
% 69.58/34.44  																																																					|
% 69.58/34.44  																																																						| Equations (516) can reduce 405 to:
% 69.58/34.44  																																																						| (266) $false
% 69.58/34.44  																																																						|
% 69.58/34.44  																																																						|-The branch is then unsatisfiable
% 69.58/34.44  																																												|-Branch two:
% 69.58/34.44  																																												| (1459)  ~ (all_0_53_53 = e1)
% 69.58/34.44  																																												| (918) all_0_58_58 = e1
% 69.58/34.44  																																												|
% 69.58/34.44  																																													| Equations (918) can reduce 880 to:
% 69.58/34.44  																																													| (266) $false
% 69.58/34.44  																																													|
% 69.58/34.44  																																													|-The branch is then unsatisfiable
% 69.58/34.44  																																									|-Branch two:
% 69.58/34.44  																																									| (457)  ~ (all_0_41_41 = e1)
% 69.58/34.44  																																									| (403) all_0_41_41 = e3
% 69.58/34.44  																																									|
% 69.58/34.44  																																										| Equations (403) can reduce 1898 to:
% 69.58/34.44  																																										| (266) $false
% 69.58/34.44  																																										|
% 69.58/34.44  																																										|-The branch is then unsatisfiable
% 69.58/34.44  																																						|-Branch two:
% 69.58/34.44  																																						| (411)  ~ (all_0_50_50 = e3)
% 69.58/34.44  																																						| (418) all_0_51_51 = e3 | all_0_53_53 = e3
% 69.58/34.44  																																						|
% 69.58/34.44  																																							+-Applying beta-rule and splitting (241), into two cases.
% 69.58/34.44  																																							|-Branch one:
% 69.58/34.44  																																							| (378) all_0_50_50 = e2
% 69.58/34.44  																																							|
% 69.58/34.44  																																								| Equations (378) can reduce 302 to:
% 69.58/34.44  																																								| (266) $false
% 69.58/34.44  																																								|
% 69.58/34.44  																																								|-The branch is then unsatisfiable
% 69.58/34.44  																																							|-Branch two:
% 69.58/34.44  																																							| (302)  ~ (all_0_50_50 = e2)
% 69.58/34.44  																																							| (422) all_0_50_50 = e4 | all_0_50_50 = e3 | all_0_50_50 = e1
% 69.58/34.44  																																							|
% 69.58/34.44  																																								+-Applying beta-rule and splitting (422), into two cases.
% 69.58/34.44  																																								|-Branch one:
% 69.58/34.44  																																								| (775) all_0_50_50 = e4
% 69.58/34.44  																																								|
% 69.58/34.44  																																									| Equations (775) can reduce 566 to:
% 69.58/34.44  																																									| (266) $false
% 69.58/34.44  																																									|
% 69.58/34.44  																																									|-The branch is then unsatisfiable
% 69.58/34.44  																																								|-Branch two:
% 69.58/34.44  																																								| (566)  ~ (all_0_50_50 = e4)
% 69.58/34.44  																																								| (1444) all_0_50_50 = e3 | all_0_50_50 = e1
% 69.58/34.44  																																								|
% 69.58/34.44  																																									+-Applying beta-rule and splitting (1444), into two cases.
% 69.58/34.44  																																									|-Branch one:
% 69.58/34.44  																																									| (601) all_0_50_50 = e1
% 69.58/34.44  																																									|
% 69.58/34.44  																																										| Equations (601) can reduce 221 to:
% 69.58/34.44  																																										| (457)  ~ (all_0_41_41 = e1)
% 69.58/34.44  																																										|
% 69.58/34.44  																																										| Equations (601) can reduce 566 to:
% 69.58/34.44  																																										| (602)  ~ (e4 = e1)
% 69.58/34.44  																																										|
% 69.58/34.44  																																										| Simplifying 602 yields:
% 69.58/34.44  																																										| (110)  ~ (e4 = e1)
% 69.58/34.44  																																										|
% 69.58/34.44  																																										| Equations (601) can reduce 121 to:
% 69.58/34.44  																																										| (233)  ~ (e1 = e0)
% 69.58/34.44  																																										|
% 69.58/34.44  																																										+-Applying beta-rule and splitting (103), into two cases.
% 69.58/34.44  																																										|-Branch one:
% 69.58/34.44  																																										| (453) all_0_41_41 = e1
% 69.58/34.44  																																										|
% 69.58/34.44  																																											| Equations (453) can reduce 457 to:
% 69.58/34.44  																																											| (266) $false
% 69.58/34.44  																																											|
% 69.58/34.44  																																											|-The branch is then unsatisfiable
% 69.58/34.44  																																										|-Branch two:
% 69.58/34.44  																																										| (457)  ~ (all_0_41_41 = e1)
% 69.58/34.44  																																										| (458) all_0_42_42 = e1 | all_0_43_43 = e1 | all_0_44_44 = e1
% 69.58/34.44  																																										|
% 69.58/34.44  																																											+-Applying beta-rule and splitting (27), into two cases.
% 69.58/34.44  																																											|-Branch one:
% 69.58/34.44  																																											| (437) all_0_41_41 = e4
% 69.58/34.44  																																											|
% 69.58/34.44  																																												| Equations (437) can reduce 440 to:
% 69.58/34.44  																																												| (266) $false
% 69.58/34.44  																																												|
% 69.58/34.44  																																												|-The branch is then unsatisfiable
% 69.58/34.44  																																											|-Branch two:
% 69.58/34.44  																																											| (440)  ~ (all_0_41_41 = e4)
% 69.58/34.44  																																											| (4049) all_0_41_41 = e3 | all_0_41_41 = e1 | all_0_41_41 = e0
% 69.58/34.44  																																											|
% 69.58/34.44  																																												+-Applying beta-rule and splitting (112), into two cases.
% 69.58/34.44  																																												|-Branch one:
% 69.58/34.44  																																												| (635) all_0_44_44 = e1
% 69.58/34.44  																																												|
% 69.58/34.44  																																													| Equations (635) can reduce 149 to:
% 69.58/34.44  																																													| (457)  ~ (all_0_41_41 = e1)
% 69.58/34.44  																																													|
% 69.58/34.44  																																													| Equations (635) can reduce 73 to:
% 69.58/34.44  																																													| (1380)  ~ (all_0_42_42 = e1)
% 69.58/34.44  																																													|
% 69.58/34.44  																																													| Equations (635) can reduce 181 to:
% 69.58/34.44  																																													| (879)  ~ (all_0_58_58 = e1)
% 69.58/34.44  																																													|
% 69.58/34.44  																																													| Simplifying 879 yields:
% 69.58/34.44  																																													| (880)  ~ (all_0_58_58 = e1)
% 69.58/34.44  																																													|
% 69.58/34.44  																																													| Equations (635) can reduce 147 to:
% 69.58/34.44  																																													| (604)  ~ (e2 = e1)
% 69.58/34.44  																																													|
% 69.58/34.44  																																													| Simplifying 604 yields:
% 69.58/34.44  																																													| (122)  ~ (e2 = e1)
% 69.58/34.44  																																													|
% 69.58/34.44  																																													+-Applying beta-rule and splitting (4049), into two cases.
% 69.58/34.44  																																													|-Branch one:
% 69.58/34.44  																																													| (794) all_0_41_41 = e0
% 69.58/34.44  																																													|
% 69.58/34.44  																																														| Equations (794) can reduce 357 to:
% 69.58/34.44  																																														| (266) $false
% 69.58/34.44  																																														|
% 69.58/34.44  																																														|-The branch is then unsatisfiable
% 69.58/34.44  																																													|-Branch two:
% 69.58/34.44  																																													| (357)  ~ (all_0_41_41 = e0)
% 69.58/34.44  																																													| (4053) all_0_41_41 = e3 | all_0_41_41 = e1
% 69.58/34.44  																																													|
% 69.58/34.44  																																														+-Applying beta-rule and splitting (418), into two cases.
% 69.58/34.44  																																														|-Branch one:
% 69.58/34.44  																																														| (660) all_0_51_51 = e3
% 69.58/34.44  																																														|
% 69.58/34.44  																																															| Combining equations (1101,660) yields a new equation:
% 69.58/34.44  																																															| (424) e4 = e3
% 69.58/34.44  																																															|
% 69.58/34.44  																																															| Simplifying 424 yields:
% 69.58/34.44  																																															| (425) e4 = e3
% 69.58/34.44  																																															|
% 69.58/34.44  																																															| Equations (425) can reduce 188 to:
% 69.58/34.44  																																															| (266) $false
% 69.58/34.44  																																															|
% 69.58/34.44  																																															|-The branch is then unsatisfiable
% 69.58/34.44  																																														|-Branch two:
% 69.58/34.44  																																														| (664)  ~ (all_0_51_51 = e3)
% 69.58/34.44  																																														| (665) all_0_53_53 = e3
% 69.58/34.44  																																														|
% 69.58/34.44  																																															| Equations (665) can reduce 10 to:
% 69.58/34.44  																																															| (275)  ~ (all_0_58_58 = e3)
% 69.58/34.44  																																															|
% 69.58/34.44  																																															| Simplifying 275 yields:
% 69.58/34.44  																																															| (276)  ~ (all_0_58_58 = e3)
% 69.58/34.44  																																															|
% 69.58/34.44  																																															| Equations (665) can reduce 1453 to:
% 69.58/34.44  																																															| (277)  ~ (e4 = e3)
% 69.58/34.44  																																															|
% 69.58/34.44  																																															| Simplifying 277 yields:
% 69.58/34.44  																																															| (188)  ~ (e4 = e3)
% 69.58/34.44  																																															|
% 69.58/34.44  																																															| Equations (665) can reduce 509 to:
% 69.58/34.44  																																															| (212)  ~ (e3 = e2)
% 69.58/34.44  																																															|
% 69.58/34.44  																																															| From (665) and (84) follows:
% 69.58/34.44  																																															| (3786) op(e1, e0) = e3
% 69.58/34.44  																																															|
% 69.58/34.44  																																															+-Applying beta-rule and splitting (75), into two cases.
% 69.58/34.44  																																															|-Branch one:
% 69.58/34.44  																																															| (485) all_0_40_40 = e0
% 69.58/34.44  																																															|
% 69.58/34.44  																																																| Combining equations (485,1378) yields a new equation:
% 69.58/34.44  																																																| (397) e4 = e0
% 69.58/34.44  																																																|
% 69.58/34.44  																																																| Equations (397) can reduce 49 to:
% 69.58/34.44  																																																| (266) $false
% 69.58/34.44  																																																|
% 69.58/34.44  																																																|-The branch is then unsatisfiable
% 69.58/34.44  																																															|-Branch two:
% 69.58/34.44  																																															| (1401)  ~ (all_0_40_40 = e0)
% 69.58/34.44  																																															| (1748) all_0_44_44 = e0 | all_0_49_49 = e0 | all_0_58_58 = e0
% 69.58/34.44  																																															|
% 69.58/34.44  																																																+-Applying beta-rule and splitting (165), into two cases.
% 69.58/34.44  																																																|-Branch one:
% 69.58/34.44  																																																| (794) all_0_41_41 = e0
% 69.58/34.44  																																																|
% 69.58/34.44  																																																	| Equations (794) can reduce 357 to:
% 69.58/34.44  																																																	| (266) $false
% 69.58/34.44  																																																	|
% 69.58/34.44  																																																	|-The branch is then unsatisfiable
% 69.58/34.44  																																																|-Branch two:
% 69.58/34.44  																																																| (357)  ~ (all_0_41_41 = e0)
% 69.58/34.44  																																																| (6761) all_0_42_42 = e0 | all_0_43_43 = e0 | all_0_44_44 = e0
% 69.58/34.44  																																																|
% 69.58/34.44  																																																	+-Applying beta-rule and splitting (144), into two cases.
% 69.58/34.44  																																																	|-Branch one:
% 69.58/34.44  																																																	| (403) all_0_41_41 = e3
% 69.58/34.44  																																																	|
% 69.58/34.44  																																																		| Equations (403) can reduce 214 to:
% 69.58/34.44  																																																		| (404)  ~ (all_0_42_42 = e3)
% 69.58/34.44  																																																		|
% 69.58/34.44  																																																		| Simplifying 404 yields:
% 69.58/34.44  																																																		| (405)  ~ (all_0_42_42 = e3)
% 69.58/34.44  																																																		|
% 69.58/34.44  																																																		| Equations (403) can reduce 440 to:
% 69.58/34.44  																																																		| (277)  ~ (e4 = e3)
% 69.58/34.44  																																																		|
% 69.58/34.44  																																																		| Simplifying 277 yields:
% 69.58/34.44  																																																		| (188)  ~ (e4 = e3)
% 69.58/34.44  																																																		|
% 69.58/34.44  																																																		| Equations (403) can reduce 457 to:
% 69.58/34.44  																																																		| (213)  ~ (e3 = e1)
% 69.58/34.44  																																																		|
% 69.58/34.44  																																																		+-Applying beta-rule and splitting (22), into two cases.
% 69.58/34.44  																																																		|-Branch one:
% 69.58/34.44  																																																		| (268) all_0_54_54 = e3
% 69.58/34.44  																																																		|
% 69.58/34.44  																																																			| Combining equations (268,265) yields a new equation:
% 69.58/34.44  																																																			| (425) e4 = e3
% 69.58/34.44  																																																			|
% 69.58/34.44  																																																			| Equations (425) can reduce 188 to:
% 69.58/34.44  																																																			| (266) $false
% 69.58/34.44  																																																			|
% 69.58/34.44  																																																			|-The branch is then unsatisfiable
% 69.58/34.44  																																																		|-Branch two:
% 69.58/34.44  																																																		| (60427)  ~ (all_0_54_54 = e3)
% 69.58/34.44  																																																		| (62553) all_0_55_55 = e3 | all_0_56_56 = e3 | all_0_58_58 = e3
% 69.58/34.44  																																																		|
% 69.58/34.44  																																																			| Equations (265) can reduce 60427 to:
% 69.58/34.44  																																																			| (188)  ~ (e4 = e3)
% 69.58/34.44  																																																			|
% 69.58/34.44  																																																			+-Applying beta-rule and splitting (152), into two cases.
% 69.58/34.44  																																																			|-Branch one:
% 69.58/34.44  																																																			| (1392) all_0_42_42 = e4
% 69.58/34.44  																																																			|
% 69.58/34.44  																																																				| Equations (1392) can reduce 1890 to:
% 69.58/34.44  																																																				| (266) $false
% 69.58/34.44  																																																				|
% 69.58/34.44  																																																				|-The branch is then unsatisfiable
% 69.58/34.44  																																																			|-Branch two:
% 69.58/34.44  																																																			| (1890)  ~ (all_0_42_42 = e4)
% 69.58/34.44  																																																			| (1969) all_0_42_42 = e3 | all_0_42_42 = e1 | all_0_42_42 = e0
% 69.58/34.44  																																																			|
% 69.58/34.44  																																																				+-Applying beta-rule and splitting (180), into two cases.
% 69.58/34.44  																																																				|-Branch one:
% 69.58/34.44  																																																				| (516) all_0_42_42 = e3
% 69.58/34.44  																																																				|
% 69.58/34.44  																																																					| Equations (516) can reduce 405 to:
% 69.58/34.44  																																																					| (266) $false
% 69.58/34.44  																																																					|
% 69.58/34.44  																																																					|-The branch is then unsatisfiable
% 69.58/34.44  																																																				|-Branch two:
% 69.58/34.44  																																																				| (405)  ~ (all_0_42_42 = e3)
% 69.58/34.44  																																																				| (521) all_0_47_47 = e3 | all_0_51_51 = e3 | all_0_56_56 = e3
% 69.58/34.44  																																																				|
% 69.58/34.44  																																																					+-Applying beta-rule and splitting (521), into two cases.
% 69.58/34.44  																																																					|-Branch one:
% 69.58/34.44  																																																					| (522) all_0_47_47 = e3
% 69.58/34.44  																																																					|
% 69.58/34.44  																																																						| Combining equations (654,522) yields a new equation:
% 69.58/34.44  																																																						| (455) e3 = e1
% 69.58/34.44  																																																						|
% 69.58/34.44  																																																						| Equations (455) can reduce 213 to:
% 69.58/34.44  																																																						| (266) $false
% 69.58/34.44  																																																						|
% 69.58/34.44  																																																						|-The branch is then unsatisfiable
% 69.58/34.44  																																																					|-Branch two:
% 69.58/34.44  																																																					| (1091)  ~ (all_0_47_47 = e3)
% 69.58/34.44  																																																					| (1092) all_0_51_51 = e3 | all_0_56_56 = e3
% 69.58/34.44  																																																					|
% 69.58/34.45  																																																						+-Applying beta-rule and splitting (6761), into two cases.
% 69.58/34.45  																																																						|-Branch one:
% 69.58/34.45  																																																						| (559) all_0_42_42 = e0
% 69.58/34.45  																																																						|
% 69.58/34.45  																																																							| Equations (559) can reduce 236 to:
% 69.58/34.45  																																																							| (1181)  ~ (all_0_56_56 = e0)
% 69.58/34.45  																																																							|
% 69.58/34.45  																																																							| Simplifying 1181 yields:
% 69.58/34.45  																																																							| (828)  ~ (all_0_56_56 = e0)
% 69.58/34.45  																																																							|
% 69.58/34.45  																																																							| Equations (559) can reduce 51 to:
% 69.58/34.45  																																																							| (365)  ~ (e2 = e0)
% 69.58/34.45  																																																							|
% 69.58/34.45  																																																							| Simplifying 365 yields:
% 69.58/34.45  																																																							| (128)  ~ (e2 = e0)
% 69.58/34.45  																																																							|
% 69.58/34.45  																																																							| Equations (559) can reduce 1380 to:
% 69.58/34.45  																																																							| (435)  ~ (e1 = e0)
% 69.58/34.45  																																																							|
% 69.58/34.45  																																																							| Simplifying 435 yields:
% 69.58/34.45  																																																							| (233)  ~ (e1 = e0)
% 69.58/34.45  																																																							|
% 69.58/34.45  																																																							+-Applying beta-rule and splitting (125), into two cases.
% 69.58/34.45  																																																							|-Branch one:
% 69.58/34.45  																																																							| (858) all_0_55_55 = e0
% 69.58/34.45  																																																							|
% 69.58/34.45  																																																								| Combining equations (386,858) yields a new equation:
% 69.58/34.45  																																																								| (391) e2 = e0
% 69.58/34.45  																																																								|
% 69.58/34.45  																																																								| Simplifying 391 yields:
% 69.58/34.45  																																																								| (330) e2 = e0
% 69.58/34.45  																																																								|
% 69.58/34.45  																																																								| Equations (330) can reduce 128 to:
% 69.58/34.45  																																																								| (266) $false
% 69.58/34.45  																																																								|
% 69.58/34.45  																																																								|-The branch is then unsatisfiable
% 69.58/34.45  																																																							|-Branch two:
% 69.58/34.45  																																																							| (803)  ~ (all_0_55_55 = e0)
% 69.58/34.45  																																																							| (863) all_0_56_56 = e0 | all_0_57_57 = e0 | all_0_58_58 = e0
% 69.58/34.45  																																																							|
% 69.58/34.45  																																																								+-Applying beta-rule and splitting (863), into two cases.
% 69.58/34.45  																																																								|-Branch one:
% 69.58/34.45  																																																								| (679) all_0_56_56 = e0
% 69.58/34.45  																																																								|
% 69.58/34.45  																																																									| Equations (679) can reduce 828 to:
% 69.58/34.45  																																																									| (266) $false
% 69.58/34.45  																																																									|
% 69.58/34.45  																																																									|-The branch is then unsatisfiable
% 69.58/34.45  																																																								|-Branch two:
% 69.58/34.45  																																																								| (828)  ~ (all_0_56_56 = e0)
% 69.58/34.45  																																																								| (924) all_0_57_57 = e0 | all_0_58_58 = e0
% 69.58/34.45  																																																								|
% 69.58/34.45  																																																									+-Applying beta-rule and splitting (1748), into two cases.
% 69.58/34.45  																																																									|-Branch one:
% 69.58/34.45  																																																									| (1414) all_0_44_44 = e0
% 69.58/34.45  																																																									|
% 69.58/34.45  																																																										| Combining equations (635,1414) yields a new equation:
% 69.58/34.45  																																																										| (546) e1 = e0
% 69.58/34.45  																																																										|
% 69.58/34.45  																																																										| Simplifying 546 yields:
% 69.58/34.45  																																																										| (431) e1 = e0
% 69.58/34.45  																																																										|
% 69.58/34.45  																																																										| Equations (431) can reduce 233 to:
% 69.58/34.45  																																																										| (266) $false
% 69.58/34.45  																																																										|
% 69.58/34.45  																																																										|-The branch is then unsatisfiable
% 69.58/34.45  																																																									|-Branch two:
% 69.58/34.45  																																																									| (360)  ~ (all_0_44_44 = e0)
% 69.58/34.45  																																																									| (1760) all_0_49_49 = e0 | all_0_58_58 = e0
% 69.58/34.45  																																																									|
% 69.58/34.45  																																																										| Equations (635) can reduce 360 to:
% 69.58/34.45  																																																										| (233)  ~ (e1 = e0)
% 69.58/34.45  																																																										|
% 69.58/34.45  																																																										+-Applying beta-rule and splitting (1092), into two cases.
% 69.58/34.45  																																																										|-Branch one:
% 69.58/34.45  																																																										| (660) all_0_51_51 = e3
% 69.58/34.45  																																																										|
% 69.58/34.45  																																																											| Combining equations (660,1101) yields a new equation:
% 69.58/34.45  																																																											| (425) e4 = e3
% 69.58/34.45  																																																											|
% 69.58/34.45  																																																											| Equations (425) can reduce 188 to:
% 69.58/34.45  																																																											| (266) $false
% 69.58/34.45  																																																											|
% 69.58/34.45  																																																											|-The branch is then unsatisfiable
% 69.58/34.45  																																																										|-Branch two:
% 69.58/34.45  																																																										| (664)  ~ (all_0_51_51 = e3)
% 69.58/34.45  																																																										| (1097) all_0_56_56 = e3
% 69.58/34.45  																																																										|
% 69.58/34.45  																																																											| From (1097) and (111) follows:
% 69.58/34.45  																																																											| (65099) op(e0, e2) = e3
% 69.58/34.45  																																																											|
% 69.58/34.45  																																																											+-Applying beta-rule and splitting (924), into two cases.
% 69.58/34.45  																																																											|-Branch one:
% 69.58/34.45  																																																											| (875) all_0_57_57 = e0
% 69.58/34.45  																																																											|
% 69.58/34.45  																																																												| Combining equations (875,647) yields a new equation:
% 69.58/34.45  																																																												| (431) e1 = e0
% 69.58/34.45  																																																												|
% 69.58/34.45  																																																												| Equations (431) can reduce 233 to:
% 69.58/34.45  																																																												| (266) $false
% 69.58/34.45  																																																												|
% 69.58/34.45  																																																												|-The branch is then unsatisfiable
% 69.58/34.45  																																																											|-Branch two:
% 69.58/34.45  																																																											| (364)  ~ (all_0_57_57 = e0)
% 69.58/34.45  																																																											| (914) all_0_58_58 = e0
% 69.58/34.45  																																																											|
% 69.58/34.45  																																																												| Equations (914) can reduce 880 to:
% 69.58/34.45  																																																												| (435)  ~ (e1 = e0)
% 69.58/34.45  																																																												|
% 69.58/34.45  																																																												| Simplifying 435 yields:
% 69.58/34.45  																																																												| (233)  ~ (e1 = e0)
% 69.58/34.45  																																																												|
% 69.58/34.45  																																																												+-Applying beta-rule and splitting (56), into two cases.
% 69.58/34.45  																																																												|-Branch one:
% 69.58/34.45  																																																												| (696) unit = e2
% 69.58/34.45  																																																												|
% 69.58/34.45  																																																													| From (696) and (209) follows:
% 69.58/34.45  																																																													| (7585) op(e2, e0) = e0
% 69.58/34.45  																																																													|
% 69.58/34.45  																																																													| From (696) and (227) follows:
% 69.58/34.45  																																																													| (4284) op(e4, e2) = e4
% 69.58/34.45  																																																													|
% 69.58/34.45  																																																													| From (696) and (28) follows:
% 69.58/34.45  																																																													| (699) op(e1, e2) = e1
% 69.58/34.45  																																																													|
% 69.58/34.45  																																																													| Instantiating formula (29) with e4, e2, e4, e2 and discharging atoms op(e4, e2) = e4, op(e4, e2) = e2, yields:
% 69.58/34.45  																																																													| (323) e4 = e2
% 69.58/34.45  																																																													|
% 69.58/34.45  																																																													| Instantiating formula (29) with e2, e0, e0, e2 and discharging atoms op(e2, e0) = e2, op(e2, e0) = e0, yields:
% 69.58/34.45  																																																													| (330) e2 = e0
% 69.58/34.45  																																																													|
% 69.58/34.45  																																																													| Instantiating formula (29) with e1, e2, e1, e4 and discharging atoms op(e1, e2) = e4, op(e1, e2) = e1, yields:
% 69.58/34.45  																																																													| (630) e4 = e1
% 69.58/34.45  																																																													|
% 69.58/34.45  																																																													| Combining equations (323,630) yields a new equation:
% 69.58/34.45  																																																													| (616) e2 = e1
% 69.58/34.45  																																																													|
% 69.58/34.45  																																																													| Simplifying 616 yields:
% 69.58/34.45  																																																													| (617) e2 = e1
% 69.58/34.45  																																																													|
% 69.58/34.45  																																																													| Combining equations (330,617) yields a new equation:
% 69.58/34.45  																																																													| (431) e1 = e0
% 69.58/34.45  																																																													|
% 69.58/34.45  																																																													| Equations (431) can reduce 233 to:
% 69.58/34.45  																																																													| (266) $false
% 69.58/34.45  																																																													|
% 69.58/34.45  																																																													|-The branch is then unsatisfiable
% 69.58/34.45  																																																												|-Branch two:
% 69.58/34.45  																																																												| (707)  ~ (unit = e2)
% 69.58/34.45  																																																												| (708) unit = e4 | unit = e3 | unit = e1 | unit = e0
% 69.58/34.45  																																																												|
% 69.58/34.45  																																																													+-Applying beta-rule and splitting (708), into two cases.
% 69.58/34.45  																																																													|-Branch one:
% 69.58/34.45  																																																													| (709) unit = e4
% 69.58/34.45  																																																													|
% 69.58/34.45  																																																														| From (709) and (24) follows:
% 69.58/34.45  																																																														| (33325) op(e4, e3) = e3
% 69.58/34.45  																																																														|
% 69.58/34.45  																																																														| From (709) and (211) follows:
% 69.58/34.45  																																																														| (22527) op(e4, e1) = e1
% 69.58/34.45  																																																														|
% 69.58/34.45  																																																														| Instantiating formula (29) with e4, e3, e3, e0 and discharging atoms op(e4, e3) = e3, op(e4, e3) = e0, yields:
% 69.58/34.45  																																																														| (676) e3 = e0
% 69.58/34.45  																																																														|
% 69.58/34.45  																																																														| Instantiating formula (29) with e4, e1, e1, e3 and discharging atoms op(e4, e1) = e3, op(e4, e1) = e1, yields:
% 69.58/34.45  																																																														| (455) e3 = e1
% 69.58/34.45  																																																														|
% 69.58/34.45  																																																														| Combining equations (455,676) yields a new equation:
% 69.58/34.45  																																																														| (546) e1 = e0
% 69.58/34.45  																																																														|
% 69.58/34.45  																																																														| Simplifying 546 yields:
% 69.58/34.45  																																																														| (431) e1 = e0
% 69.58/34.45  																																																														|
% 69.58/34.45  																																																														| Equations (431) can reduce 233 to:
% 69.58/34.45  																																																														| (266) $false
% 69.58/34.45  																																																														|
% 69.58/34.45  																																																														|-The branch is then unsatisfiable
% 69.58/34.45  																																																													|-Branch two:
% 69.58/34.45  																																																													| (724)  ~ (unit = e4)
% 69.58/34.45  																																																													| (725) unit = e3 | unit = e1 | unit = e0
% 69.58/34.45  																																																													|
% 69.58/34.45  																																																														+-Applying beta-rule and splitting (725), into two cases.
% 69.58/34.45  																																																														|-Branch one:
% 69.58/34.45  																																																														| (726) unit = e0
% 69.58/34.45  																																																														|
% 69.58/34.45  																																																															| From (726) and (15) follows:
% 69.58/34.45  																																																															| (1508) op(e0, e2) = e2
% 69.58/34.45  																																																															|
% 69.58/34.45  																																																															| From (726) and (28) follows:
% 69.58/34.45  																																																															| (2698) op(e1, e0) = e1
% 69.58/34.45  																																																															|
% 69.58/34.45  																																																															| Instantiating formula (29) with e1, e0, e1, e3 and discharging atoms op(e1, e0) = e3, op(e1, e0) = e1, yields:
% 69.58/34.45  																																																															| (455) e3 = e1
% 69.58/34.45  																																																															|
% 69.58/34.45  																																																															| Instantiating formula (29) with e0, e2, e2, e3 and discharging atoms op(e0, e2) = e3, op(e0, e2) = e2, yields:
% 69.58/34.45  																																																															| (662) e3 = e2
% 69.58/34.45  																																																															|
% 69.58/34.45  																																																															| Combining equations (662,455) yields a new equation:
% 69.58/34.45  																																																															| (616) e2 = e1
% 69.58/34.45  																																																															|
% 69.58/34.45  																																																															| Simplifying 616 yields:
% 69.58/34.45  																																																															| (617) e2 = e1
% 69.58/34.45  																																																															|
% 69.58/34.45  																																																															| Equations (617) can reduce 122 to:
% 69.58/34.45  																																																															| (266) $false
% 69.58/34.45  																																																															|
% 69.58/34.45  																																																															|-The branch is then unsatisfiable
% 69.58/34.45  																																																														|-Branch two:
% 69.58/34.45  																																																														| (734)  ~ (unit = e0)
% 69.58/34.45  																																																														| (735) unit = e3 | unit = e1
% 69.58/34.45  																																																														|
% 69.58/34.45  																																																															+-Applying beta-rule and splitting (735), into two cases.
% 69.58/34.45  																																																															|-Branch one:
% 69.58/34.45  																																																															| (736) unit = e1
% 69.58/34.45  																																																															|
% 69.58/34.45  																																																																| Equations (736) can reduce 734 to:
% 69.58/34.45  																																																																| (233)  ~ (e1 = e0)
% 69.58/34.45  																																																																|
% 69.58/34.45  																																																																| From (736) and (244) follows:
% 69.58/34.45  																																																																| (738) op(e1, e4) = e4
% 69.58/34.45  																																																																|
% 69.58/34.45  																																																																| From (736) and (15) follows:
% 69.58/34.45  																																																																| (515) op(e1, e2) = e2
% 69.58/34.45  																																																																|
% 69.58/34.45  																																																																| From (736) and (28) follows:
% 69.58/34.45  																																																																| (740) op(e1, e1) = e1
% 69.58/34.45  																																																																|
% 69.58/34.45  																																																																| Instantiating formula (29) with e1, e4, e4, e0 and discharging atoms op(e1, e4) = e4, op(e1, e4) = e0, yields:
% 69.58/34.45  																																																																| (397) e4 = e0
% 69.58/34.45  																																																																|
% 69.58/34.45  																																																																| Instantiating formula (29) with e1, e2, e2, e4 and discharging atoms op(e1, e2) = e4, op(e1, e2) = e2, yields:
% 69.58/34.45  																																																																| (323) e4 = e2
% 69.58/34.45  																																																																|
% 69.58/34.45  																																																																| Instantiating formula (29) with e1, e1, e1, e2 and discharging atoms op(e1, e1) = e2, op(e1, e1) = e1, yields:
% 69.58/34.45  																																																																| (617) e2 = e1
% 69.58/34.45  																																																																|
% 69.58/34.45  																																																																| Combining equations (323,397) yields a new equation:
% 69.58/34.45  																																																																| (391) e2 = e0
% 69.58/34.45  																																																																|
% 69.58/34.45  																																																																| Simplifying 391 yields:
% 69.58/34.45  																																																																| (330) e2 = e0
% 69.58/34.45  																																																																|
% 69.58/34.45  																																																																| Combining equations (330,617) yields a new equation:
% 69.58/34.45  																																																																| (431) e1 = e0
% 69.58/34.45  																																																																|
% 69.58/34.45  																																																																| Equations (431) can reduce 233 to:
% 69.58/34.45  																																																																| (266) $false
% 69.58/34.45  																																																																|
% 69.58/34.45  																																																																|-The branch is then unsatisfiable
% 69.58/34.45  																																																															|-Branch two:
% 69.58/34.45  																																																															| (748)  ~ (unit = e1)
% 69.58/34.45  																																																															| (749) unit = e3
% 69.58/34.45  																																																															|
% 69.58/34.45  																																																																| From (749) and (211) follows:
% 69.58/34.45  																																																																| (13877) op(e3, e1) = e1
% 69.58/34.45  																																																																|
% 69.58/34.45  																																																																| From (749) and (227) follows:
% 69.58/34.45  																																																																| (22570) op(e4, e3) = e4
% 69.58/34.45  																																																																|
% 69.58/34.45  																																																																| From (749) and (32) follows:
% 69.58/34.45  																																																																| (5793) op(e2, e3) = e2
% 69.58/34.45  																																																																|
% 69.58/34.45  																																																																| Instantiating formula (29) with e4, e3, e4, e0 and discharging atoms op(e4, e3) = e4, op(e4, e3) = e0, yields:
% 69.58/34.45  																																																																| (397) e4 = e0
% 69.58/34.45  																																																																|
% 69.58/34.45  																																																																| Instantiating formula (29) with e3, e1, e1, e4 and discharging atoms op(e3, e1) = e4, op(e3, e1) = e1, yields:
% 69.58/34.45  																																																																| (630) e4 = e1
% 69.58/34.45  																																																																|
% 69.58/34.45  																																																																| Instantiating formula (29) with e2, e3, e2, e4 and discharging atoms op(e2, e3) = e4, op(e2, e3) = e2, yields:
% 69.58/34.45  																																																																| (323) e4 = e2
% 69.58/34.45  																																																																|
% 69.58/34.45  																																																																| Combining equations (397,323) yields a new equation:
% 69.58/34.45  																																																																| (330) e2 = e0
% 69.58/34.45  																																																																|
% 69.58/34.45  																																																																| Combining equations (630,323) yields a new equation:
% 69.58/34.45  																																																																| (617) e2 = e1
% 69.58/34.45  																																																																|
% 69.58/34.45  																																																																| Combining equations (617,330) yields a new equation:
% 69.58/34.45  																																																																| (546) e1 = e0
% 69.58/34.45  																																																																|
% 69.58/34.45  																																																																| Simplifying 546 yields:
% 69.58/34.45  																																																																| (431) e1 = e0
% 69.58/34.45  																																																																|
% 69.58/34.45  																																																																| Equations (431) can reduce 233 to:
% 69.58/34.45  																																																																| (266) $false
% 69.58/34.45  																																																																|
% 69.58/34.45  																																																																|-The branch is then unsatisfiable
% 69.58/34.45  																																																						|-Branch two:
% 69.58/34.45  																																																						| (358)  ~ (all_0_42_42 = e0)
% 69.58/34.45  																																																						| (6766) all_0_43_43 = e0 | all_0_44_44 = e0
% 69.58/34.45  																																																						|
% 69.58/34.45  																																																							+-Applying beta-rule and splitting (1969), into two cases.
% 69.58/34.45  																																																							|-Branch one:
% 69.58/34.45  																																																							| (559) all_0_42_42 = e0
% 69.58/34.45  																																																							|
% 69.58/34.46  																																																								| Equations (559) can reduce 358 to:
% 69.58/34.46  																																																								| (266) $false
% 69.58/34.46  																																																								|
% 69.58/34.46  																																																								|-The branch is then unsatisfiable
% 69.58/34.46  																																																							|-Branch two:
% 69.58/34.46  																																																							| (358)  ~ (all_0_42_42 = e0)
% 69.58/34.46  																																																							| (2510) all_0_42_42 = e3 | all_0_42_42 = e1
% 69.58/34.46  																																																							|
% 69.58/34.46  																																																								+-Applying beta-rule and splitting (2510), into two cases.
% 69.58/34.46  																																																								|-Branch one:
% 69.58/34.46  																																																								| (459) all_0_42_42 = e1
% 69.58/34.46  																																																								|
% 69.58/34.46  																																																									| Equations (459) can reduce 1380 to:
% 69.58/34.46  																																																									| (266) $false
% 69.58/34.46  																																																									|
% 69.58/34.46  																																																									|-The branch is then unsatisfiable
% 69.58/34.46  																																																								|-Branch two:
% 69.58/34.46  																																																								| (1380)  ~ (all_0_42_42 = e1)
% 69.58/34.46  																																																								| (516) all_0_42_42 = e3
% 69.58/34.46  																																																								|
% 69.58/34.46  																																																									| Equations (516) can reduce 405 to:
% 69.58/34.46  																																																									| (266) $false
% 69.58/34.46  																																																									|
% 69.58/34.46  																																																									|-The branch is then unsatisfiable
% 69.58/34.46  																																																	|-Branch two:
% 69.58/34.46  																																																	| (1898)  ~ (all_0_41_41 = e3)
% 69.58/34.46  																																																	| (1923) all_0_46_46 = e3 | all_0_50_50 = e3 | all_0_55_55 = e3
% 69.58/34.46  																																																	|
% 69.58/34.46  																																																		+-Applying beta-rule and splitting (22), into two cases.
% 69.58/34.46  																																																		|-Branch one:
% 69.58/34.46  																																																		| (268) all_0_54_54 = e3
% 69.58/34.46  																																																		|
% 69.58/34.46  																																																			| Combining equations (265,268) yields a new equation:
% 69.58/34.46  																																																			| (424) e4 = e3
% 69.58/34.46  																																																			|
% 69.58/34.46  																																																			| Simplifying 424 yields:
% 69.58/34.46  																																																			| (425) e4 = e3
% 69.58/34.46  																																																			|
% 69.58/34.46  																																																			| Equations (425) can reduce 188 to:
% 69.58/34.46  																																																			| (266) $false
% 69.58/34.46  																																																			|
% 69.58/34.46  																																																			|-The branch is then unsatisfiable
% 69.58/34.46  																																																		|-Branch two:
% 69.68/34.46  																																																		| (60427)  ~ (all_0_54_54 = e3)
% 69.68/34.46  																																																		| (62553) all_0_55_55 = e3 | all_0_56_56 = e3 | all_0_58_58 = e3
% 69.68/34.46  																																																		|
% 69.68/34.46  																																																			+-Applying beta-rule and splitting (108), into two cases.
% 69.68/34.46  																																																			|-Branch one:
% 69.68/34.46  																																																			| (624) all_0_58_58 = e2
% 69.68/34.46  																																																			|
% 69.68/34.46  																																																				| Equations (624) can reduce 908 to:
% 69.68/34.46  																																																				| (266) $false
% 69.68/34.46  																																																				|
% 69.68/34.46  																																																				|-The branch is then unsatisfiable
% 69.68/34.46  																																																			|-Branch two:
% 69.68/34.46  																																																			| (908)  ~ (all_0_58_58 = e2)
% 69.68/34.46  																																																			| (909) all_0_58_58 = e4 | all_0_58_58 = e3 | all_0_58_58 = e1 | all_0_58_58 = e0
% 69.68/34.46  																																																			|
% 69.68/34.46  																																																				+-Applying beta-rule and splitting (1748), into two cases.
% 69.68/34.46  																																																				|-Branch one:
% 69.68/34.46  																																																				| (1414) all_0_44_44 = e0
% 69.68/34.46  																																																				|
% 69.68/34.46  																																																					| Combining equations (1414,635) yields a new equation:
% 69.68/34.46  																																																					| (431) e1 = e0
% 69.68/34.46  																																																					|
% 69.68/34.46  																																																					| Equations (431) can reduce 233 to:
% 69.68/34.46  																																																					| (266) $false
% 69.68/34.46  																																																					|
% 69.68/34.46  																																																					|-The branch is then unsatisfiable
% 69.68/34.46  																																																				|-Branch two:
% 69.68/34.46  																																																				| (360)  ~ (all_0_44_44 = e0)
% 69.68/34.46  																																																				| (1760) all_0_49_49 = e0 | all_0_58_58 = e0
% 69.68/34.46  																																																				|
% 69.68/34.46  																																																					+-Applying beta-rule and splitting (909), into two cases.
% 69.68/34.46  																																																					|-Branch one:
% 69.68/34.46  																																																					| (910) all_0_58_58 = e4
% 69.68/34.46  																																																					|
% 69.68/34.46  																																																						| Equations (910) can reduce 451 to:
% 69.68/34.46  																																																						| (266) $false
% 69.68/34.46  																																																						|
% 69.68/34.46  																																																						|-The branch is then unsatisfiable
% 69.68/34.46  																																																					|-Branch two:
% 69.68/34.46  																																																					| (451)  ~ (all_0_58_58 = e4)
% 69.68/34.46  																																																					| (913) all_0_58_58 = e3 | all_0_58_58 = e1 | all_0_58_58 = e0
% 69.68/34.46  																																																					|
% 69.68/34.46  																																																						+-Applying beta-rule and splitting (62553), into two cases.
% 69.68/34.46  																																																						|-Branch one:
% 69.68/34.46  																																																						| (2336) all_0_55_55 = e3
% 69.68/34.46  																																																						|
% 69.68/34.46  																																																							| Combining equations (386,2336) yields a new equation:
% 69.68/34.46  																																																							| (662) e3 = e2
% 69.68/34.46  																																																							|
% 69.68/34.46  																																																							| Equations (662) can reduce 212 to:
% 69.68/34.46  																																																							| (266) $false
% 69.68/34.46  																																																							|
% 69.68/34.46  																																																							|-The branch is then unsatisfiable
% 69.68/34.46  																																																						|-Branch two:
% 69.68/34.46  																																																						| (270)  ~ (all_0_55_55 = e3)
% 69.68/34.46  																																																						| (62557) all_0_56_56 = e3 | all_0_58_58 = e3
% 69.68/34.46  																																																						|
% 69.68/34.46  																																																							+-Applying beta-rule and splitting (113), into two cases.
% 69.68/34.46  																																																							|-Branch one:
% 69.68/34.46  																																																							| (403) all_0_41_41 = e3
% 69.68/34.46  																																																							|
% 69.68/34.46  																																																								| Equations (403) can reduce 1898 to:
% 69.68/34.46  																																																								| (266) $false
% 69.68/34.46  																																																								|
% 69.68/34.46  																																																								|-The branch is then unsatisfiable
% 69.68/34.46  																																																							|-Branch two:
% 69.68/34.46  																																																							| (1898)  ~ (all_0_41_41 = e3)
% 69.68/34.46  																																																							| (1899) all_0_42_42 = e3 | all_0_44_44 = e3
% 69.68/34.46  																																																							|
% 69.68/34.46  																																																								+-Applying beta-rule and splitting (1760), into two cases.
% 69.68/34.46  																																																								|-Branch one:
% 69.68/34.46  																																																								| (978) all_0_49_49 = e0
% 69.68/34.46  																																																								|
% 69.68/34.46  																																																									| Combining equations (583,978) yields a new equation:
% 69.68/34.46  																																																									| (391) e2 = e0
% 69.68/34.46  																																																									|
% 69.68/34.46  																																																									| Simplifying 391 yields:
% 69.68/34.46  																																																									| (330) e2 = e0
% 69.68/34.46  																																																									|
% 69.68/34.46  																																																									| Equations (330) can reduce 128 to:
% 69.68/34.46  																																																									| (266) $false
% 69.68/34.46  																																																									|
% 69.68/34.46  																																																									|-The branch is then unsatisfiable
% 69.68/34.46  																																																								|-Branch two:
% 69.68/34.46  																																																								| (487)  ~ (all_0_49_49 = e0)
% 69.68/34.46  																																																								| (914) all_0_58_58 = e0
% 69.68/34.46  																																																								|
% 69.68/34.46  																																																									| Equations (914) can reduce 451 to:
% 69.68/34.46  																																																									| (401)  ~ (e4 = e0)
% 69.68/34.46  																																																									|
% 69.68/34.46  																																																									| Simplifying 401 yields:
% 69.68/34.46  																																																									| (49)  ~ (e4 = e0)
% 69.68/34.46  																																																									|
% 69.68/34.46  																																																									| Equations (914) can reduce 276 to:
% 69.68/34.46  																																																									| (541)  ~ (e3 = e0)
% 69.68/34.46  																																																									|
% 69.68/34.46  																																																									| Simplifying 541 yields:
% 69.68/34.46  																																																									| (80)  ~ (e3 = e0)
% 69.68/34.46  																																																									|
% 69.68/34.46  																																																									| Equations (914) can reduce 880 to:
% 69.68/34.46  																																																									| (435)  ~ (e1 = e0)
% 69.68/34.46  																																																									|
% 69.68/34.46  																																																									| Simplifying 435 yields:
% 69.68/34.46  																																																									| (233)  ~ (e1 = e0)
% 69.68/34.46  																																																									|
% 69.68/34.46  																																																									+-Applying beta-rule and splitting (6761), into two cases.
% 69.68/34.46  																																																									|-Branch one:
% 69.68/34.46  																																																									| (559) all_0_42_42 = e0
% 69.68/34.46  																																																									|
% 69.68/34.46  																																																										| Equations (559) can reduce 236 to:
% 69.68/34.46  																																																										| (1181)  ~ (all_0_56_56 = e0)
% 69.68/34.46  																																																										|
% 69.68/34.46  																																																										| Simplifying 1181 yields:
% 69.68/34.46  																																																										| (828)  ~ (all_0_56_56 = e0)
% 69.68/34.46  																																																										|
% 69.68/34.47  																																																										+-Applying beta-rule and splitting (62557), into two cases.
% 69.68/34.47  																																																										|-Branch one:
% 69.68/34.47  																																																										| (1097) all_0_56_56 = e3
% 69.68/34.47  																																																										|
% 69.68/34.47  																																																											| Equations (1097) can reduce 466 to:
% 69.68/34.47  																																																											| (213)  ~ (e3 = e1)
% 69.68/34.47  																																																											|
% 69.68/34.47  																																																											| Equations (1097) can reduce 828 to:
% 69.68/34.47  																																																											| (80)  ~ (e3 = e0)
% 69.68/34.47  																																																											|
% 69.68/34.47  																																																											+-Applying beta-rule and splitting (1899), into two cases.
% 69.68/34.47  																																																											|-Branch one:
% 69.68/34.47  																																																											| (516) all_0_42_42 = e3
% 69.68/34.47  																																																											|
% 69.68/34.47  																																																												| Combining equations (559,516) yields a new equation:
% 69.68/34.47  																																																												| (676) e3 = e0
% 69.68/34.47  																																																												|
% 69.68/34.47  																																																												| Equations (676) can reduce 80 to:
% 69.68/34.47  																																																												| (266) $false
% 69.68/34.47  																																																												|
% 69.68/34.47  																																																												|-The branch is then unsatisfiable
% 69.68/34.47  																																																											|-Branch two:
% 69.68/34.47  																																																											| (405)  ~ (all_0_42_42 = e3)
% 69.68/34.47  																																																											| (532) all_0_44_44 = e3
% 69.68/34.47  																																																											|
% 69.68/34.47  																																																												| Combining equations (635,532) yields a new equation:
% 69.68/34.47  																																																												| (455) e3 = e1
% 69.68/34.47  																																																												|
% 69.68/34.47  																																																												| Equations (455) can reduce 213 to:
% 69.68/34.47  																																																												| (266) $false
% 69.68/34.47  																																																												|
% 69.68/34.47  																																																												|-The branch is then unsatisfiable
% 69.68/34.47  																																																										|-Branch two:
% 69.68/34.47  																																																										| (272)  ~ (all_0_56_56 = e3)
% 69.68/34.47  																																																										| (795) all_0_58_58 = e3
% 69.68/34.47  																																																										|
% 69.68/34.47  																																																											| Combining equations (795,914) yields a new equation:
% 69.68/34.47  																																																											| (675) e3 = e0
% 69.68/34.47  																																																											|
% 69.68/34.47  																																																											| Simplifying 675 yields:
% 69.68/34.47  																																																											| (676) e3 = e0
% 69.68/34.47  																																																											|
% 69.68/34.47  																																																											| Equations (676) can reduce 80 to:
% 69.68/34.47  																																																											| (266) $false
% 69.68/34.47  																																																											|
% 69.68/34.47  																																																											|-The branch is then unsatisfiable
% 69.68/34.47  																																																									|-Branch two:
% 69.68/34.47  																																																									| (358)  ~ (all_0_42_42 = e0)
% 69.68/34.47  																																																									| (6766) all_0_43_43 = e0 | all_0_44_44 = e0
% 69.68/34.47  																																																									|
% 69.68/34.47  																																																										+-Applying beta-rule and splitting (6766), into two cases.
% 69.68/34.47  																																																										|-Branch one:
% 69.68/34.47  																																																										| (356) all_0_43_43 = e0
% 69.68/34.47  																																																										|
% 69.68/34.47  																																																											| Combining equations (396,356) yields a new equation:
% 69.68/34.47  																																																											| (481) e4 = e0
% 69.68/34.47  																																																											|
% 69.68/34.47  																																																											| Simplifying 481 yields:
% 69.68/34.47  																																																											| (397) e4 = e0
% 69.68/34.47  																																																											|
% 69.68/34.47  																																																											| Equations (397) can reduce 49 to:
% 69.68/34.47  																																																											| (266) $false
% 69.68/34.47  																																																											|
% 69.68/34.47  																																																											|-The branch is then unsatisfiable
% 69.68/34.47  																																																										|-Branch two:
% 69.68/34.47  																																																										| (5470)  ~ (all_0_43_43 = e0)
% 69.68/34.47  																																																										| (1414) all_0_44_44 = e0
% 69.68/34.47  																																																										|
% 69.68/34.47  																																																											| Combining equations (1414,635) yields a new equation:
% 69.68/34.47  																																																											| (431) e1 = e0
% 69.68/34.47  																																																											|
% 69.68/34.47  																																																											| Equations (431) can reduce 233 to:
% 69.68/34.47  																																																											| (266) $false
% 69.68/34.47  																																																											|
% 69.68/34.47  																																																											|-The branch is then unsatisfiable
% 69.68/34.47  																																												|-Branch two:
% 69.68/34.47  																																												| (639)  ~ (all_0_44_44 = e1)
% 69.68/34.47  																																												| (640) all_0_49_49 = e1 | all_0_53_53 = e1 | all_0_58_58 = e1
% 69.68/34.47  																																												|
% 69.68/34.47  																																													+-Applying beta-rule and splitting (458), into two cases.
% 69.68/34.47  																																													|-Branch one:
% 69.68/34.47  																																													| (459) all_0_42_42 = e1
% 69.68/34.47  																																													|
% 69.68/34.47  																																														| Equations (459) can reduce 1380 to:
% 69.68/34.47  																																														| (266) $false
% 69.68/34.47  																																														|
% 69.68/34.47  																																														|-The branch is then unsatisfiable
% 69.68/34.47  																																													|-Branch two:
% 69.68/34.47  																																													| (1380)  ~ (all_0_42_42 = e1)
% 69.68/34.47  																																													| (1381) all_0_43_43 = e1 | all_0_44_44 = e1
% 69.68/34.47  																																													|
% 69.68/34.47  																																														+-Applying beta-rule and splitting (1381), into two cases.
% 69.68/34.47  																																														|-Branch one:
% 69.68/34.47  																																														| (430) all_0_43_43 = e1
% 69.68/34.47  																																														|
% 69.68/34.47  																																															| Combining equations (430,396) yields a new equation:
% 69.68/34.47  																																															| (630) e4 = e1
% 69.68/34.47  																																															|
% 69.68/34.47  																																															| Equations (630) can reduce 110 to:
% 69.68/34.47  																																															| (266) $false
% 69.68/34.47  																																															|
% 69.68/34.47  																																															|-The branch is then unsatisfiable
% 69.68/34.47  																																														|-Branch two:
% 69.68/34.47  																																														| (433)  ~ (all_0_43_43 = e1)
% 69.68/34.47  																																														| (635) all_0_44_44 = e1
% 69.68/34.47  																																														|
% 69.68/34.47  																																															| Equations (635) can reduce 639 to:
% 69.68/34.47  																																															| (266) $false
% 69.68/34.47  																																															|
% 69.68/34.47  																																															|-The branch is then unsatisfiable
% 69.68/34.47  																																									|-Branch two:
% 69.68/34.47  																																									| (759)  ~ (all_0_50_50 = e1)
% 69.68/34.47  																																									| (415) all_0_50_50 = e3
% 69.68/34.47  																																									|
% 69.68/34.47  																																										| Equations (415) can reduce 411 to:
% 69.68/34.47  																																										| (266) $false
% 69.68/34.47  																																										|
% 69.68/34.47  																																										|-The branch is then unsatisfiable
% 69.68/34.47  																																					|-Branch two:
% 69.68/34.47  																																					| (475)  ~ (all_0_51_51 = e4)
% 69.68/34.47  																																					| (1294) all_0_52_52 = e4 | all_0_53_53 = e4
% 69.68/34.47  																																					|
% 69.68/34.47  																																						+-Applying beta-rule and splitting (1294), into two cases.
% 69.68/34.47  																																						|-Branch one:
% 69.68/34.47  																																						| (565) all_0_52_52 = e4
% 69.68/34.47  																																						|
% 69.68/34.47  																																							| Combining equations (352,565) yields a new equation:
% 69.68/34.47  																																							| (323) e4 = e2
% 69.68/34.47  																																							|
% 69.68/34.47  																																							| Equations (323) can reduce 48 to:
% 69.68/34.47  																																							| (266) $false
% 69.68/34.47  																																							|
% 69.68/34.47  																																							|-The branch is then unsatisfiable
% 69.68/34.47  																																						|-Branch two:
% 69.68/34.47  																																						| (780)  ~ (all_0_52_52 = e4)
% 69.68/34.47  																																						| (1298) all_0_53_53 = e4
% 69.68/34.47  																																						|
% 69.68/34.47  																																							| Equations (1298) can reduce 1453 to:
% 69.68/34.47  																																							| (266) $false
% 69.68/34.47  																																							|
% 69.68/34.47  																																							|-The branch is then unsatisfiable
% 69.68/34.47  																																			|-Branch two:
% 69.68/34.47  																																			| (1283)  ~ (all_0_48_48 = e0)
% 69.68/34.47  																																			| (615) all_0_48_48 = e1
% 69.68/34.47  																																			|
% 69.68/34.47  																																				| Equations (615) can reduce 619 to:
% 69.68/34.47  																																				| (266) $false
% 69.68/34.47  																																				|
% 69.68/34.47  																																				|-The branch is then unsatisfiable
% 69.68/34.47  																													|-Branch two:
% 69.68/34.47  																													| (399)  ~ (all_0_43_43 = e4)
% 69.68/34.47  																													| (400) all_0_48_48 = e4 | all_0_52_52 = e4 | all_0_57_57 = e4
% 69.68/34.47  																													|
% 69.68/34.47  																														+-Applying beta-rule and splitting (1071), into two cases.
% 69.68/34.47  																														|-Branch one:
% 69.68/34.47  																														| (1101) all_0_51_51 = e4
% 69.68/34.47  																														|
% 69.68/34.47  																															| Equations (1101) can reduce 1099 to:
% 69.68/34.47  																															| (48)  ~ (e4 = e2)
% 69.68/34.47  																															|
% 69.68/34.47  																															+-Applying beta-rule and splitting (1278), into two cases.
% 69.68/34.47  																															|-Branch one:
% 69.68/34.47  																															| (1279) all_0_48_48 = e0
% 69.68/34.47  																															|
% 69.68/34.47  																																| Equations (1279) can reduce 254 to:
% 69.68/34.47  																																| (401)  ~ (e4 = e0)
% 69.68/34.47  																																|
% 69.68/34.47  																																| Simplifying 401 yields:
% 69.68/34.47  																																| (49)  ~ (e4 = e0)
% 69.68/34.47  																																|
% 69.68/34.47  																																+-Applying beta-rule and splitting (400), into two cases.
% 69.68/34.47  																																|-Branch one:
% 69.68/34.47  																																| (943) all_0_48_48 = e4
% 69.68/34.47  																																|
% 69.68/34.47  																																	| Combining equations (1279,943) yields a new equation:
% 69.68/34.47  																																	| (397) e4 = e0
% 69.68/34.47  																																	|
% 69.68/34.47  																																	| Equations (397) can reduce 49 to:
% 69.68/34.47  																																	| (266) $false
% 69.68/34.47  																																	|
% 69.68/34.47  																																	|-The branch is then unsatisfiable
% 69.68/34.47  																																|-Branch two:
% 69.68/34.47  																																| (254)  ~ (all_0_48_48 = e4)
% 69.68/34.47  																																| (947) all_0_52_52 = e4 | all_0_57_57 = e4
% 69.68/34.47  																																|
% 69.68/34.47  																																	+-Applying beta-rule and splitting (947), into two cases.
% 69.68/34.47  																																	|-Branch one:
% 69.68/34.47  																																	| (565) all_0_52_52 = e4
% 69.68/34.47  																																	|
% 69.68/34.47  																																		| Combining equations (565,352) yields a new equation:
% 69.68/34.47  																																		| (322) e4 = e2
% 69.68/34.47  																																		|
% 69.68/34.47  																																		| Simplifying 322 yields:
% 69.68/34.47  																																		| (323) e4 = e2
% 69.68/34.47  																																		|
% 69.68/34.47  																																		| Equations (323) can reduce 48 to:
% 69.68/34.47  																																		| (266) $false
% 69.68/34.47  																																		|
% 69.68/34.47  																																		|-The branch is then unsatisfiable
% 69.68/34.47  																																	|-Branch two:
% 69.68/34.47  																																	| (780)  ~ (all_0_52_52 = e4)
% 69.68/34.47  																																	| (871) all_0_57_57 = e4
% 69.68/34.47  																																	|
% 69.68/34.47  																																		| Equations (871) can reduce 839 to:
% 69.68/34.47  																																		| (266) $false
% 69.68/34.47  																																		|
% 69.68/34.47  																																		|-The branch is then unsatisfiable
% 69.68/34.47  																															|-Branch two:
% 69.68/34.47  																															| (1283)  ~ (all_0_48_48 = e0)
% 69.68/34.47  																															| (978) all_0_49_49 = e0
% 69.68/34.47  																															|
% 69.68/34.47  																																| Combining equations (583,978) yields a new equation:
% 69.68/34.47  																																| (391) e2 = e0
% 69.68/34.47  																																|
% 69.68/34.47  																																| Simplifying 391 yields:
% 69.68/34.47  																																| (330) e2 = e0
% 69.68/34.47  																																|
% 69.68/34.47  																																| Equations (330) can reduce 128 to:
% 69.68/34.47  																																| (266) $false
% 69.68/34.47  																																|
% 69.68/34.47  																																|-The branch is then unsatisfiable
% 69.68/34.47  																														|-Branch two:
% 69.68/34.47  																														| (475)  ~ (all_0_51_51 = e4)
% 69.68/34.47  																														| (1294) all_0_52_52 = e4 | all_0_53_53 = e4
% 69.68/34.47  																														|
% 69.68/34.47  																															+-Applying beta-rule and splitting (1294), into two cases.
% 69.68/34.47  																															|-Branch one:
% 69.68/34.47  																															| (565) all_0_52_52 = e4
% 69.68/34.47  																															|
% 69.68/34.47  																																| Combining equations (565,352) yields a new equation:
% 69.68/34.47  																																| (322) e4 = e2
% 69.68/34.47  																																|
% 69.68/34.47  																																| Simplifying 322 yields:
% 69.68/34.47  																																| (323) e4 = e2
% 69.68/34.47  																																|
% 69.68/34.47  																																| Equations (323) can reduce 48 to:
% 69.68/34.47  																																| (266) $false
% 69.68/34.47  																																|
% 69.68/34.47  																																|-The branch is then unsatisfiable
% 69.68/34.47  																															|-Branch two:
% 69.68/34.47  																															| (780)  ~ (all_0_52_52 = e4)
% 69.68/34.47  																															| (1298) all_0_53_53 = e4
% 69.68/34.47  																															|
% 69.68/34.47  																																| Equations (1298) can reduce 1453 to:
% 69.68/34.47  																																| (266) $false
% 69.68/34.47  																																|
% 69.68/34.47  																																|-The branch is then unsatisfiable
% 69.68/34.47  																										|-Branch two:
% 69.68/34.47  																										| (250)  ~ (all_0_46_46 = e4)
% 69.68/34.47  																										| (1801) all_0_46_46 = e3 | all_0_46_46 = e1 | all_0_46_46 = e0
% 69.68/34.47  																										|
% 69.68/34.47  																											+-Applying beta-rule and splitting (1801), into two cases.
% 69.68/34.47  																											|-Branch one:
% 69.68/34.47  																											| (538) all_0_46_46 = e0
% 69.68/34.47  																											|
% 69.68/34.47  																												| Equations (538) can reduce 831 to:
% 69.68/34.47  																												| (266) $false
% 69.68/34.47  																												|
% 69.68/34.47  																												|-The branch is then unsatisfiable
% 69.68/34.47  																											|-Branch two:
% 69.68/34.47  																											| (831)  ~ (all_0_46_46 = e0)
% 69.68/34.47  																											| (1838) all_0_46_46 = e3 | all_0_46_46 = e1
% 69.68/34.47  																											|
% 69.68/34.47  																												+-Applying beta-rule and splitting (1838), into two cases.
% 69.68/34.47  																												|-Branch one:
% 69.68/34.47  																												| (545) all_0_46_46 = e1
% 69.68/34.47  																												|
% 69.68/34.47  																													| Equations (545) can reduce 549 to:
% 69.68/34.47  																													| (266) $false
% 69.68/34.47  																													|
% 69.68/34.47  																													|-The branch is then unsatisfiable
% 69.68/34.47  																												|-Branch two:
% 69.68/34.47  																												| (549)  ~ (all_0_46_46 = e1)
% 69.68/34.47  																												| (1557) all_0_46_46 = e3
% 69.68/34.47  																												|
% 69.68/34.47  																													| Equations (1557) can reduce 409 to:
% 69.68/34.47  																													| (266) $false
% 69.68/34.47  																													|
% 69.68/34.47  																													|-The branch is then unsatisfiable
% 69.68/34.47  																						|-Branch two:
% 69.68/34.47  																						| (813) all_0_47_47 = e1 & all_0_52_52 = e2 &  ~ (all_0_51_51 = e1)
% 69.68/34.47  																						|
% 69.68/34.47  																							| Applying alpha-rule on (813) yields:
% 69.68/34.47  																							| (654) all_0_47_47 = e1
% 69.68/34.47  																							| (352) all_0_52_52 = e2
% 69.68/34.47  																							| (464)  ~ (all_0_51_51 = e1)
% 69.68/34.47  																							|
% 69.68/34.47  																							| Equations (654) can reduce 198 to:
% 69.68/34.47  																							| (1380)  ~ (all_0_42_42 = e1)
% 69.68/34.47  																							|
% 69.68/34.47  																							| Equations (654) can reduce 19 to:
% 69.68/34.47  																							| (549)  ~ (all_0_46_46 = e1)
% 69.68/34.47  																							|
% 69.68/34.47  																							| Equations (654) can reduce 114 to:
% 69.68/34.47  																							| (11581)  ~ (all_0_48_48 = e1)
% 69.68/34.47  																							|
% 69.68/34.48  																							| Simplifying 11581 yields:
% 69.68/34.48  																							| (619)  ~ (all_0_48_48 = e1)
% 69.68/34.48  																							|
% 69.68/34.48  																							| Equations (654) can reduce 338 to:
% 69.68/34.48  																							| (604)  ~ (e2 = e1)
% 69.68/34.48  																							|
% 69.68/34.48  																							| Simplifying 604 yields:
% 69.68/34.48  																							| (122)  ~ (e2 = e1)
% 69.68/34.48  																							|
% 69.68/34.48  																							+-Applying beta-rule and splitting (184), into two cases.
% 69.68/34.48  																							|-Branch one:
% 69.68/34.48  																							| (538) all_0_46_46 = e0
% 69.68/34.48  																							|
% 69.68/34.48  																								| Equations (538) can reduce 831 to:
% 69.68/34.48  																								| (266) $false
% 69.68/34.48  																								|
% 69.68/34.48  																								|-The branch is then unsatisfiable
% 69.68/34.48  																							|-Branch two:
% 69.68/34.48  																							| (831)  ~ (all_0_46_46 = e0)
% 69.68/34.48  																							| (832) all_0_47_47 = e0 | all_0_48_48 = e0 | all_0_49_49 = e0
% 69.68/34.48  																							|
% 69.68/34.48  																								+-Applying beta-rule and splitting (123), into two cases.
% 69.68/34.48  																								|-Branch one:
% 69.68/34.48  																								| (1794) all_0_46_46 = e2
% 69.68/34.48  																								|
% 69.68/34.48  																									| Equations (1794) can reduce 300 to:
% 69.68/34.48  																									| (266) $false
% 69.68/34.48  																									|
% 69.68/34.48  																									|-The branch is then unsatisfiable
% 69.68/34.48  																								|-Branch two:
% 69.68/34.48  																								| (300)  ~ (all_0_46_46 = e2)
% 69.68/34.48  																								| (1797) all_0_46_46 = e4 | all_0_46_46 = e3 | all_0_46_46 = e1 | all_0_46_46 = e0
% 69.68/34.48  																								|
% 69.68/34.48  																									+-Applying beta-rule and splitting (1797), into two cases.
% 69.68/34.48  																									|-Branch one:
% 69.68/34.48  																									| (770) all_0_46_46 = e4
% 69.68/34.48  																									|
% 69.68/34.48  																										| Equations (770) can reduce 30 to:
% 69.68/34.48  																										| (253)  ~ (all_0_48_48 = e4)
% 69.68/34.48  																										|
% 69.68/34.48  																										| Simplifying 253 yields:
% 69.68/34.48  																										| (254)  ~ (all_0_48_48 = e4)
% 69.68/34.48  																										|
% 69.68/34.48  																										| Equations (770) can reduce 35 to:
% 69.68/34.48  																										| (1907)  ~ (all_0_50_50 = e4)
% 69.68/34.48  																										|
% 69.68/34.48  																										| Simplifying 1907 yields:
% 69.68/34.48  																										| (566)  ~ (all_0_50_50 = e4)
% 69.68/34.48  																										|
% 69.68/34.48  																										| Equations (770) can reduce 300 to:
% 69.68/34.48  																										| (48)  ~ (e4 = e2)
% 69.68/34.48  																										|
% 69.68/34.48  																										| Equations (770) can reduce 549 to:
% 69.68/34.48  																										| (110)  ~ (e4 = e1)
% 69.68/34.48  																										|
% 69.68/34.48  																										| From (770) and (33) follows:
% 69.68/34.48  																										| (118647) op(e4, e3) = all_0_16_16
% 69.68/34.48  																										|
% 69.68/34.48  																										| From (770) and (179) follows:
% 69.68/34.48  																										| (94991) op(e4, e2) = all_0_15_15
% 69.68/34.48  																										|
% 69.68/34.48  																										| From (770) and (120) follows:
% 69.68/34.49  																										| (72494) op(e2, e3) = e4
% 69.68/34.49  																										|
% 69.68/34.49  																										+-Applying beta-rule and splitting (231), into two cases.
% 69.68/34.49  																										|-Branch one:
% 69.68/34.49  																										| (775) all_0_50_50 = e4
% 69.68/34.49  																										|
% 69.68/34.49  																											| Equations (775) can reduce 566 to:
% 69.68/34.49  																											| (266) $false
% 69.68/34.49  																											|
% 69.68/34.49  																											|-The branch is then unsatisfiable
% 69.68/34.49  																										|-Branch two:
% 69.68/34.49  																										| (566)  ~ (all_0_50_50 = e4)
% 69.68/34.49  																										| (1071) all_0_51_51 = e4 | all_0_52_52 = e4 | all_0_53_53 = e4
% 69.68/34.49  																										|
% 69.68/34.49  																											+-Applying beta-rule and splitting (832), into two cases.
% 69.68/34.49  																											|-Branch one:
% 69.68/34.49  																											| (674) all_0_47_47 = e0
% 69.68/34.49  																											|
% 69.68/34.49  																												| Combining equations (674,654) yields a new equation:
% 69.68/34.49  																												| (431) e1 = e0
% 69.68/34.49  																												|
% 69.68/34.49  																												| Equations (431) can reduce 233 to:
% 69.68/34.49  																												| (266) $false
% 69.68/34.49  																												|
% 69.68/34.49  																												|-The branch is then unsatisfiable
% 69.68/34.49  																											|-Branch two:
% 69.68/34.49  																											| (678)  ~ (all_0_47_47 = e0)
% 69.68/34.49  																											| (1278) all_0_48_48 = e0 | all_0_49_49 = e0
% 69.68/34.49  																											|
% 69.68/34.49  																												+-Applying beta-rule and splitting (230), into two cases.
% 69.68/34.49  																												|-Branch one:
% 69.68/34.49  																												| (396) all_0_43_43 = e4
% 69.68/34.49  																												|
% 69.68/34.49  																													| Equations (396) can reduce 31 to:
% 69.68/34.49  																													| (440)  ~ (all_0_41_41 = e4)
% 69.68/34.49  																													|
% 69.68/34.49  																													| Equations (396) can reduce 159 to:
% 69.68/34.49  																													| (1903)  ~ (all_0_44_44 = e4)
% 69.68/34.49  																													|
% 69.68/34.49  																													| Simplifying 1903 yields:
% 69.68/34.49  																													| (1390)  ~ (all_0_44_44 = e4)
% 69.68/34.49  																													|
% 69.68/34.49  																													| Equations (396) can reduce 17 to:
% 69.68/34.49  																													| (253)  ~ (all_0_48_48 = e4)
% 69.68/34.49  																													|
% 69.68/34.49  																													| Simplifying 253 yields:
% 69.68/34.49  																													| (254)  ~ (all_0_48_48 = e4)
% 69.68/34.49  																													|
% 69.68/34.49  																													| Equations (396) can reduce 99 to:
% 69.68/34.49  																													| (188)  ~ (e4 = e3)
% 69.68/34.49  																													|
% 69.68/34.49  																													| Equations (396) can reduce 96 to:
% 69.68/34.49  																													| (48)  ~ (e4 = e2)
% 69.68/34.49  																													|
% 69.68/34.49  																													| From (396) and (88) follows:
% 69.68/34.49  																													| (118963) op(e4, e3) = all_0_9_9
% 69.68/34.49  																													|
% 69.68/34.49  																													| From (396) and (98) follows:
% 69.68/34.49  																													| (81985) op(e4, e1) = all_0_10_10
% 69.68/34.49  																													|
% 69.68/34.49  																													| From (396) and (37) follows:
% 69.68/34.49  																													| (5492) op(e3, e1) = e4
% 69.68/34.49  																													|
% 69.68/34.49  																													+-Applying beta-rule and splitting (130), into two cases.
% 69.68/34.49  																													|-Branch one:
% 69.68/34.49  																													| (430) all_0_43_43 = e1
% 69.68/34.49  																													|
% 69.68/34.49  																														| Combining equations (396,430) yields a new equation:
% 69.68/34.49  																														| (636) e4 = e1
% 69.68/34.49  																														|
% 69.68/34.49  																														| Simplifying 636 yields:
% 69.68/34.49  																														| (630) e4 = e1
% 69.68/34.49  																														|
% 69.68/34.49  																														| Equations (630) can reduce 110 to:
% 69.68/34.49  																														| (266) $false
% 69.68/34.49  																														|
% 69.68/34.49  																														|-The branch is then unsatisfiable
% 69.68/34.49  																													|-Branch two:
% 69.68/34.49  																													| (433)  ~ (all_0_43_43 = e1)
% 69.68/34.49  																													| (434) all_0_48_48 = e1 | all_0_52_52 = e1 | all_0_57_57 = e1
% 69.68/34.49  																													|
% 69.68/34.49  																														+-Applying beta-rule and splitting (228), into two cases.
% 69.68/34.49  																														|-Branch one:
% 69.68/34.49  																														| (335) all_0_48_48 = e2
% 69.68/34.49  																														|
% 69.68/34.49  																															| Equations (335) can reduce 810 to:
% 69.68/34.49  																															| (266) $false
% 69.68/34.49  																															|
% 69.68/34.49  																															|-The branch is then unsatisfiable
% 69.68/34.49  																														|-Branch two:
% 69.68/34.49  																														| (810)  ~ (all_0_48_48 = e2)
% 69.68/34.49  																														| (10218) all_0_48_48 = e4 | all_0_48_48 = e1 | all_0_48_48 = e0
% 69.68/34.49  																														|
% 69.68/34.49  																															+-Applying beta-rule and splitting (434), into two cases.
% 69.68/34.49  																															|-Branch one:
% 69.68/34.49  																															| (615) all_0_48_48 = e1
% 69.68/34.49  																															|
% 69.68/34.49  																																| Equations (615) can reduce 619 to:
% 69.68/34.49  																																| (266) $false
% 69.68/34.49  																																|
% 69.68/34.49  																																|-The branch is then unsatisfiable
% 69.68/34.49  																															|-Branch two:
% 69.68/34.49  																															| (619)  ~ (all_0_48_48 = e1)
% 69.68/34.49  																															| (620) all_0_52_52 = e1 | all_0_57_57 = e1
% 69.68/34.49  																															|
% 69.68/34.49  																																+-Applying beta-rule and splitting (620), into two cases.
% 69.68/34.49  																																|-Branch one:
% 69.68/34.49  																																| (642) all_0_52_52 = e1
% 69.68/34.49  																																|
% 69.68/34.49  																																	| Combining equations (642,352) yields a new equation:
% 69.68/34.49  																																	| (617) e2 = e1
% 69.68/34.49  																																	|
% 69.68/34.49  																																	| Equations (617) can reduce 122 to:
% 69.68/34.49  																																	| (266) $false
% 69.68/34.49  																																	|
% 69.68/34.49  																																	|-The branch is then unsatisfiable
% 69.68/34.49  																																|-Branch two:
% 69.68/34.49  																																| (646)  ~ (all_0_52_52 = e1)
% 69.68/34.49  																																| (647) all_0_57_57 = e1
% 69.68/34.49  																																|
% 69.68/34.49  																																	| Equations (647) can reduce 239 to:
% 69.68/34.49  																																	| (619)  ~ (all_0_48_48 = e1)
% 69.68/34.49  																																	|
% 69.68/34.49  																																	| Equations (647) can reduce 140 to:
% 69.68/34.49  																																	| (466)  ~ (all_0_56_56 = e1)
% 69.68/34.49  																																	|
% 69.68/34.49  																																	| Equations (647) can reduce 148 to:
% 69.68/34.49  																																	| (879)  ~ (all_0_58_58 = e1)
% 69.68/34.49  																																	|
% 69.68/34.49  																																	| Simplifying 879 yields:
% 69.68/34.49  																																	| (880)  ~ (all_0_58_58 = e1)
% 69.68/34.49  																																	|
% 69.68/34.49  																																	| From (647) and (45) follows:
% 69.68/34.49  																																	| (653) op(e1, e1) = all_0_36_36
% 69.68/34.49  																																	|
% 69.68/34.49  																																	| From (647) and (146) follows:
% 69.68/34.50  																																	| (3580) op(e1, e0) = all_0_35_35
% 69.68/34.50  																																	|
% 69.68/34.50  																																	+-Applying beta-rule and splitting (10218), into two cases.
% 69.68/34.50  																																	|-Branch one:
% 69.68/34.50  																																	| (943) all_0_48_48 = e4
% 69.68/34.50  																																	|
% 69.68/34.50  																																		| Equations (943) can reduce 254 to:
% 69.68/34.50  																																		| (266) $false
% 69.68/34.50  																																		|
% 69.68/34.50  																																		|-The branch is then unsatisfiable
% 69.68/34.50  																																	|-Branch two:
% 69.68/34.50  																																	| (254)  ~ (all_0_48_48 = e4)
% 69.68/34.50  																																	| (10222) all_0_48_48 = e1 | all_0_48_48 = e0
% 69.68/34.50  																																	|
% 69.68/34.50  																																		+-Applying beta-rule and splitting (10222), into two cases.
% 69.68/34.50  																																		|-Branch one:
% 69.68/34.50  																																		| (1279) all_0_48_48 = e0
% 69.68/34.50  																																		|
% 69.68/34.50  																																			| Equations (1279) can reduce 810 to:
% 69.68/34.50  																																			| (365)  ~ (e2 = e0)
% 69.68/34.50  																																			|
% 69.68/34.50  																																			| Simplifying 365 yields:
% 69.68/34.50  																																			| (128)  ~ (e2 = e0)
% 69.68/34.50  																																			|
% 69.68/34.50  																																			| From (1279) and (169) follows:
% 69.68/34.50  																																			| (14936) op(e0, e2) = all_0_18_18
% 69.68/34.50  																																			|
% 69.68/34.50  																																			+-Applying beta-rule and splitting (164), into two cases.
% 69.68/34.50  																																			|-Branch one:
% 69.68/34.50  																																			| (471) all_0_39_39 = e4
% 69.68/34.50  																																			|
% 69.68/34.50  																																				| Combining equations (317,471) yields a new equation:
% 69.68/34.50  																																				| (323) e4 = e2
% 69.68/34.50  																																				|
% 69.68/34.50  																																				| Equations (323) can reduce 48 to:
% 69.68/34.50  																																				| (266) $false
% 69.68/34.50  																																				|
% 69.68/34.50  																																				|-The branch is then unsatisfiable
% 69.68/34.50  																																			|-Branch two:
% 69.68/34.50  																																			| (1377)  ~ (all_0_39_39 = e4)
% 69.72/34.50  																																			| (2115) all_0_42_42 = e4 | all_0_47_47 = e4 | all_0_51_51 = e4 | all_0_56_56 = e4
% 69.72/34.50  																																			|
% 69.72/34.50  																																				| Equations (317) can reduce 1377 to:
% 69.72/34.50  																																				| (327)  ~ (e4 = e2)
% 69.72/34.50  																																				|
% 69.72/34.50  																																				| Simplifying 327 yields:
% 69.72/34.50  																																				| (48)  ~ (e4 = e2)
% 69.72/34.50  																																				|
% 69.72/34.50  																																				+-Applying beta-rule and splitting (1071), into two cases.
% 69.72/34.50  																																				|-Branch one:
% 69.72/34.50  																																				| (1101) all_0_51_51 = e4
% 69.72/34.50  																																				|
% 69.72/34.50  																																					| Equations (1101) can reduce 61 to:
% 69.72/34.50  																																					| (1890)  ~ (all_0_42_42 = e4)
% 69.72/34.50  																																					|
% 69.72/34.50  																																					| Equations (1101) can reduce 59 to:
% 69.72/34.50  																																					| (566)  ~ (all_0_50_50 = e4)
% 69.72/34.50  																																					|
% 69.72/34.50  																																					| Equations (1101) can reduce 6 to:
% 69.72/34.50  																																					| (1452)  ~ (all_0_53_53 = e4)
% 69.72/34.50  																																					|
% 69.72/34.50  																																					| Simplifying 1452 yields:
% 69.72/34.50  																																					| (1453)  ~ (all_0_53_53 = e4)
% 69.72/34.50  																																					|
% 69.72/34.50  																																					| Equations (1101) can reduce 115 to:
% 69.72/34.50  																																					| (49)  ~ (e4 = e0)
% 69.72/34.50  																																					|
% 69.72/34.50  																																					| From (1101) and (177) follows:
% 69.72/34.50  																																					| (91682) op(e4, e2) = all_0_25_25
% 69.72/34.50  																																					|
% 69.72/34.50  																																					| From (1101) and (157) follows:
% 69.72/34.50  																																					| (91683) op(e4, e1) = all_0_24_24
% 69.72/34.50  																																					|
% 69.72/34.50  																																					| From (1101) and (186) follows:
% 69.72/34.50  																																					| (13720) op(e1, e2) = e4
% 69.72/34.50  																																					|
% 69.72/34.50  																																					| Instantiating formula (29) with e4, e3, all_0_9_9, e0 and discharging atoms op(e4, e3) = all_0_9_9, op(e4, e3) = e0, yields:
% 69.72/34.51  																																					| (119128) all_0_9_9 = e0
% 69.72/34.51  																																					|
% 69.72/34.51  																																					| Instantiating formula (29) with e4, e3, all_0_16_16, all_0_9_9 and discharging atoms op(e4, e3) = all_0_9_9, op(e4, e3) = all_0_16_16, yields:
% 69.72/34.51  																																					| (119129) all_0_9_9 = all_0_16_16
% 69.72/34.51  																																					|
% 69.72/34.51  																																					| Instantiating formula (29) with e4, e2, all_0_15_15, e2 and discharging atoms op(e4, e2) = all_0_15_15, op(e4, e2) = e2, yields:
% 69.72/34.51  																																					| (1599) all_0_15_15 = e2
% 69.72/34.51  																																					|
% 69.72/34.51  																																					| Instantiating formula (29) with e4, e2, all_0_25_25, all_0_15_15 and discharging atoms op(e4, e2) = all_0_15_15, op(e4, e2) = all_0_25_25, yields:
% 69.72/34.51  																																					| (117128) all_0_15_15 = all_0_25_25
% 69.72/34.51  																																					|
% 69.72/34.51  																																					| Instantiating formula (29) with e4, e1, all_0_10_10, e3 and discharging atoms op(e4, e1) = all_0_10_10, op(e4, e1) = e3, yields:
% 69.72/34.51  																																					| (9622) all_0_10_10 = e3
% 69.72/34.51  																																					|
% 69.72/34.51  																																					| Instantiating formula (29) with e4, e1, all_0_24_24, all_0_10_10 and discharging atoms op(e4, e1) = all_0_10_10, op(e4, e1) = all_0_24_24, yields:
% 69.72/34.52  																																					| (119133) all_0_10_10 = all_0_24_24
% 69.72/34.52  																																					|
% 69.72/34.52  																																					| Instantiating formula (29) with e2, e3, e4, all_0_32_32 and discharging atoms op(e2, e3) = all_0_32_32, op(e2, e3) = e4, yields:
% 69.72/34.52  																																					| (15141) all_0_32_32 = e4
% 69.72/34.52  																																					|
% 69.72/34.52  																																					| Instantiating formula (29) with e2, e0, all_0_31_31, e2 and discharging atoms op(e2, e0) = all_0_31_31, op(e2, e0) = e2, yields:
% 69.72/34.52  																																					| (5159) all_0_31_31 = e2
% 69.72/34.52  																																					|
% 69.72/34.52  																																					| Instantiating formula (29) with e1, e1, e2, all_0_36_36 and discharging atoms op(e1, e1) = all_0_36_36, op(e1, e1) = e2, yields:
% 69.72/34.52  																																					| (90687) all_0_36_36 = e2
% 69.72/34.52  																																					|
% 69.72/34.52  																																					| Instantiating formula (29) with e1, e0, all_0_35_35, all_0_53_53 and discharging atoms op(e1, e0) = all_0_35_35, op(e1, e0) = all_0_53_53, yields:
% 69.72/34.52  																																					| (3585) all_0_35_35 = all_0_53_53
% 69.72/34.52  																																					|
% 69.72/34.52  																																					| Instantiating formula (29) with e0, e2, all_0_18_18, all_0_56_56 and discharging atoms op(e0, e2) = all_0_18_18, op(e0, e2) = all_0_56_56, yields:
% 69.72/34.52  																																					| (19950) all_0_18_18 = all_0_56_56
% 69.72/34.52  																																					|
% 69.72/34.53  																																					| Combining equations (119128,119129) yields a new equation:
% 69.72/34.53  																																					| (118687) all_0_16_16 = e0
% 69.72/34.53  																																					|
% 69.72/34.54  																																					| Combining equations (119133,9622) yields a new equation:
% 69.72/34.54  																																					| (125938) all_0_24_24 = e3
% 69.72/34.54  																																					|
% 69.72/34.55  																																					| Simplifying 125938 yields:
% 69.77/34.55  																																					| (91686) all_0_24_24 = e3
% 69.77/34.55  																																					|
% 69.77/34.56  																																					| Combining equations (1599,117128) yields a new equation:
% 69.77/34.56  																																					| (119143) all_0_25_25 = e2
% 69.77/34.56  																																					|
% 69.77/34.56  																																					| From (118687) and (118647) follows:
% 69.77/34.57  																																					| (22212) op(e4, e3) = e0
% 69.77/34.57  																																					|
% 69.77/34.57  																																					| From (119143) and (91682) follows:
% 69.77/34.57  																																					| (22188) op(e4, e2) = e2
% 69.77/34.57  																																					|
% 69.77/34.57  																																					| From (91686) and (91683) follows:
% 69.77/34.58  																																					| (36) op(e4, e1) = e3
% 69.77/34.58  																																					|
% 69.77/34.58  																																					| From (15141) and (52670) follows:
% 69.77/34.58  																																					| (72494) op(e2, e3) = e4
% 69.77/34.58  																																					|
% 69.77/34.58  																																					| From (5159) and (119908) follows:
% 69.77/34.59  																																					| (727) op(e2, e0) = e2
% 69.77/34.59  																																					|
% 69.77/34.59  																																					| From (90687) and (653) follows:
% 69.77/34.59  																																					| (10182) op(e1, e1) = e2
% 69.77/34.59  																																					|
% 69.77/34.59  																																					| From (3585) and (3580) follows:
% 69.77/34.59  																																					| (84) op(e1, e0) = all_0_53_53
% 69.77/34.59  																																					|
% 69.77/34.59  																																					| From (19950) and (14936) follows:
% 69.77/34.59  																																					| (111) op(e0, e2) = all_0_56_56
% 69.77/34.59  																																					|
% 69.77/34.59  																																					+-Applying beta-rule and splitting (168), into two cases.
% 69.77/34.59  																																					|-Branch one:
% 69.77/34.59  																																					| (415) all_0_50_50 = e3
% 69.77/34.59  																																					|
% 69.77/34.59  																																						| Equations (415) can reduce 221 to:
% 69.77/34.59  																																						| (1898)  ~ (all_0_41_41 = e3)
% 69.77/34.59  																																						|
% 69.77/34.59  																																						| Equations (415) can reduce 190 to:
% 69.77/34.59  																																						| (1114)  ~ (all_0_53_53 = e3)
% 69.77/34.59  																																						|
% 69.77/34.59  																																						| Simplifying 1114 yields:
% 69.77/34.59  																																						| (903)  ~ (all_0_53_53 = e3)
% 69.77/34.59  																																						|
% 69.77/34.59  																																						| Equations (415) can reduce 566 to:
% 69.77/34.59  																																						| (277)  ~ (e4 = e3)
% 69.77/34.59  																																						|
% 69.77/34.59  																																						| Simplifying 277 yields:
% 69.77/34.59  																																						| (188)  ~ (e4 = e3)
% 69.77/34.59  																																						|
% 69.77/34.59  																																						| Equations (415) can reduce 121 to:
% 69.77/34.59  																																						| (80)  ~ (e3 = e0)
% 69.77/34.59  																																						|
% 69.77/34.59  																																						| From (415) and (242) follows:
% 69.77/34.59  																																						| (1934) op(e1, e3) = e3
% 69.77/34.59  																																						|
% 69.77/34.59  																																						+-Applying beta-rule and splitting (27), into two cases.
% 69.77/34.59  																																						|-Branch one:
% 69.77/34.59  																																						| (437) all_0_41_41 = e4
% 69.77/34.59  																																						|
% 69.77/34.59  																																							| Equations (437) can reduce 440 to:
% 69.77/34.59  																																							| (266) $false
% 69.77/34.59  																																							|
% 69.77/34.59  																																							|-The branch is then unsatisfiable
% 69.77/34.59  																																						|-Branch two:
% 69.77/34.59  																																						| (440)  ~ (all_0_41_41 = e4)
% 69.77/34.59  																																						| (4049) all_0_41_41 = e3 | all_0_41_41 = e1 | all_0_41_41 = e0
% 69.77/34.59  																																						|
% 69.77/34.59  																																							+-Applying beta-rule and splitting (4049), into two cases.
% 69.77/34.59  																																							|-Branch one:
% 69.77/34.59  																																							| (794) all_0_41_41 = e0
% 69.77/34.59  																																							|
% 69.77/34.59  																																								| Equations (794) can reduce 357 to:
% 69.77/34.59  																																								| (266) $false
% 69.77/34.59  																																								|
% 69.77/34.59  																																								|-The branch is then unsatisfiable
% 69.77/34.59  																																							|-Branch two:
% 69.77/34.59  																																							| (357)  ~ (all_0_41_41 = e0)
% 69.77/34.59  																																							| (4053) all_0_41_41 = e3 | all_0_41_41 = e1
% 69.77/34.59  																																							|
% 69.77/34.59  																																								+-Applying beta-rule and splitting (4053), into two cases.
% 69.77/34.59  																																								|-Branch one:
% 69.77/34.59  																																								| (453) all_0_41_41 = e1
% 69.77/34.59  																																								|
% 69.77/34.59  																																									| Equations (453) can reduce 214 to:
% 69.77/34.59  																																									| (4055)  ~ (all_0_42_42 = e1)
% 69.77/34.59  																																									|
% 69.77/34.59  																																									| Simplifying 4055 yields:
% 69.77/34.59  																																									| (1380)  ~ (all_0_42_42 = e1)
% 69.77/34.59  																																									|
% 69.77/34.59  																																									| Equations (453) can reduce 149 to:
% 69.77/34.59  																																									| (4057)  ~ (all_0_44_44 = e1)
% 69.77/34.59  																																									|
% 69.77/34.59  																																									| Simplifying 4057 yields:
% 69.77/34.59  																																									| (639)  ~ (all_0_44_44 = e1)
% 69.77/34.59  																																									|
% 69.77/34.59  																																									| Equations (453) can reduce 85 to:
% 69.77/34.59  																																									| (604)  ~ (e2 = e1)
% 69.77/34.59  																																									|
% 69.77/34.59  																																									| Simplifying 604 yields:
% 69.77/34.59  																																									| (122)  ~ (e2 = e1)
% 69.77/34.59  																																									|
% 69.77/34.59  																																									+-Applying beta-rule and splitting (112), into two cases.
% 69.77/34.59  																																									|-Branch one:
% 69.77/34.59  																																									| (635) all_0_44_44 = e1
% 69.77/34.59  																																									|
% 69.77/34.59  																																										| Equations (635) can reduce 639 to:
% 69.77/34.59  																																										| (266) $false
% 69.77/34.59  																																										|
% 69.77/34.59  																																										|-The branch is then unsatisfiable
% 69.77/34.59  																																									|-Branch two:
% 69.77/34.59  																																									| (639)  ~ (all_0_44_44 = e1)
% 69.77/34.59  																																									| (640) all_0_49_49 = e1 | all_0_53_53 = e1 | all_0_58_58 = e1
% 69.77/34.59  																																									|
% 69.77/34.59  																																										+-Applying beta-rule and splitting (640), into two cases.
% 69.77/34.59  																																										|-Branch one:
% 69.77/34.59  																																										| (671) all_0_49_49 = e1
% 69.77/34.59  																																										|
% 69.77/34.59  																																											| Combining equations (583,671) yields a new equation:
% 69.77/34.59  																																											| (616) e2 = e1
% 69.77/34.59  																																											|
% 69.77/34.59  																																											| Simplifying 616 yields:
% 69.77/34.59  																																											| (617) e2 = e1
% 69.77/34.59  																																											|
% 69.77/34.59  																																											| Equations (617) can reduce 122 to:
% 69.77/34.59  																																											| (266) $false
% 69.77/34.59  																																											|
% 69.77/34.59  																																											|-The branch is then unsatisfiable
% 69.77/34.59  																																										|-Branch two:
% 69.77/34.59  																																										| (1064)  ~ (all_0_49_49 = e1)
% 69.77/34.59  																																										| (2141) all_0_53_53 = e1 | all_0_58_58 = e1
% 69.77/34.59  																																										|
% 69.77/34.59  																																											+-Applying beta-rule and splitting (2141), into two cases.
% 69.77/34.59  																																											|-Branch one:
% 69.77/34.59  																																											| (1208) all_0_53_53 = e1
% 69.77/34.59  																																											|
% 69.77/34.59  																																												| Equations (1208) can reduce 220 to:
% 69.77/34.59  																																												| (639)  ~ (all_0_44_44 = e1)
% 69.77/34.59  																																												|
% 69.77/34.59  																																												| Equations (1208) can reduce 10 to:
% 69.77/34.59  																																												| (879)  ~ (all_0_58_58 = e1)
% 69.77/34.59  																																												|
% 69.77/34.59  																																												| Simplifying 879 yields:
% 69.77/34.59  																																												| (880)  ~ (all_0_58_58 = e1)
% 69.77/34.59  																																												|
% 69.77/34.59  																																												| Equations (1208) can reduce 903 to:
% 69.77/34.59  																																												| (467)  ~ (e3 = e1)
% 69.77/34.59  																																												|
% 69.77/34.59  																																												| Simplifying 467 yields:
% 69.77/34.59  																																												| (213)  ~ (e3 = e1)
% 69.77/34.59  																																												|
% 69.77/34.59  																																												| Equations (1208) can reduce 247 to:
% 69.77/34.59  																																												| (233)  ~ (e1 = e0)
% 69.77/34.59  																																												|
% 69.77/34.59  																																												+-Applying beta-rule and splitting (113), into two cases.
% 69.77/34.59  																																												|-Branch one:
% 69.77/34.59  																																												| (403) all_0_41_41 = e3
% 69.77/34.59  																																												|
% 69.77/34.59  																																													| Combining equations (403,453) yields a new equation:
% 69.77/34.59  																																													| (454) e3 = e1
% 69.77/34.59  																																													|
% 69.77/34.59  																																													| Simplifying 454 yields:
% 69.77/34.59  																																													| (455) e3 = e1
% 69.77/34.59  																																													|
% 69.77/34.59  																																													| Equations (455) can reduce 213 to:
% 69.77/34.59  																																													| (266) $false
% 69.77/34.59  																																													|
% 69.77/34.59  																																													|-The branch is then unsatisfiable
% 69.77/34.59  																																												|-Branch two:
% 69.77/34.59  																																												| (1898)  ~ (all_0_41_41 = e3)
% 69.77/34.59  																																												| (1899) all_0_42_42 = e3 | all_0_44_44 = e3
% 69.77/34.59  																																												|
% 69.77/34.59  																																													| Equations (453) can reduce 1898 to:
% 69.77/34.59  																																													| (467)  ~ (e3 = e1)
% 69.77/34.59  																																													|
% 69.77/34.59  																																													| Simplifying 467 yields:
% 69.77/34.59  																																													| (213)  ~ (e3 = e1)
% 69.77/34.59  																																													|
% 69.77/34.59  																																													+-Applying beta-rule and splitting (165), into two cases.
% 69.77/34.59  																																													|-Branch one:
% 69.77/34.59  																																													| (794) all_0_41_41 = e0
% 69.77/34.59  																																													|
% 69.77/34.59  																																														| Combining equations (794,453) yields a new equation:
% 69.77/34.59  																																														| (431) e1 = e0
% 69.77/34.59  																																														|
% 69.77/34.59  																																														| Equations (431) can reduce 233 to:
% 69.77/34.59  																																														| (266) $false
% 69.77/34.59  																																														|
% 69.77/34.59  																																														|-The branch is then unsatisfiable
% 69.77/34.59  																																													|-Branch two:
% 69.77/34.59  																																													| (357)  ~ (all_0_41_41 = e0)
% 69.77/34.59  																																													| (6761) all_0_42_42 = e0 | all_0_43_43 = e0 | all_0_44_44 = e0
% 69.77/34.59  																																													|
% 69.77/34.59  																																														+-Applying beta-rule and splitting (75), into two cases.
% 69.77/34.59  																																														|-Branch one:
% 69.77/34.59  																																														| (485) all_0_40_40 = e0
% 69.77/34.59  																																														|
% 69.77/34.59  																																															| Combining equations (485,1378) yields a new equation:
% 69.77/34.59  																																															| (397) e4 = e0
% 69.77/34.59  																																															|
% 69.77/34.59  																																															| Equations (397) can reduce 49 to:
% 69.77/34.59  																																															| (266) $false
% 69.77/34.59  																																															|
% 69.77/34.59  																																															|-The branch is then unsatisfiable
% 69.77/34.59  																																														|-Branch two:
% 69.77/34.59  																																														| (1401)  ~ (all_0_40_40 = e0)
% 69.77/34.59  																																														| (1748) all_0_44_44 = e0 | all_0_49_49 = e0 | all_0_58_58 = e0
% 69.77/34.59  																																														|
% 69.77/34.59  																																															| Equations (1378) can reduce 1401 to:
% 69.77/34.59  																																															| (49)  ~ (e4 = e0)
% 69.77/34.59  																																															|
% 69.77/34.59  																																															+-Applying beta-rule and splitting (152), into two cases.
% 69.77/34.59  																																															|-Branch one:
% 69.77/34.59  																																															| (1392) all_0_42_42 = e4
% 69.77/34.59  																																															|
% 69.77/34.59  																																																| Equations (1392) can reduce 1890 to:
% 69.77/34.59  																																																| (266) $false
% 69.77/34.59  																																																|
% 69.77/34.59  																																																|-The branch is then unsatisfiable
% 69.77/34.59  																																															|-Branch two:
% 69.77/34.59  																																															| (1890)  ~ (all_0_42_42 = e4)
% 69.77/34.59  																																															| (1969) all_0_42_42 = e3 | all_0_42_42 = e1 | all_0_42_42 = e0
% 69.77/34.59  																																															|
% 69.77/34.59  																																																+-Applying beta-rule and splitting (180), into two cases.
% 69.77/34.59  																																																|-Branch one:
% 69.77/34.59  																																																| (516) all_0_42_42 = e3
% 69.77/34.59  																																																|
% 69.77/34.59  																																																	| Equations (516) can reduce 73 to:
% 69.77/34.59  																																																	| (406)  ~ (all_0_44_44 = e3)
% 69.77/34.59  																																																	|
% 69.77/34.59  																																																	| Simplifying 406 yields:
% 69.77/34.59  																																																	| (407)  ~ (all_0_44_44 = e3)
% 69.77/34.59  																																																	|
% 69.77/34.59  																																																	| Equations (516) can reduce 1890 to:
% 69.77/34.59  																																																	| (277)  ~ (e4 = e3)
% 69.77/34.59  																																																	|
% 69.77/34.59  																																																	| Simplifying 277 yields:
% 69.77/34.59  																																																	| (188)  ~ (e4 = e3)
% 69.77/34.59  																																																	|
% 69.77/34.59  																																																	| Equations (516) can reduce 51 to:
% 69.77/34.59  																																																	| (212)  ~ (e3 = e2)
% 69.77/34.59  																																																	|
% 69.77/34.59  																																																	| Equations (516) can reduce 1380 to:
% 69.77/34.59  																																																	| (213)  ~ (e3 = e1)
% 69.77/34.59  																																																	|
% 69.77/34.59  																																																	| From (516) and (210) follows:
% 69.77/34.59  																																																	| (4285) op(e3, e2) = e3
% 69.77/34.59  																																																	|
% 69.77/34.59  																																																	+-Applying beta-rule and splitting (22), into two cases.
% 69.77/34.59  																																																	|-Branch one:
% 69.77/34.59  																																																	| (268) all_0_54_54 = e3
% 69.77/34.59  																																																	|
% 69.77/34.59  																																																		| Combining equations (268,265) yields a new equation:
% 69.77/34.59  																																																		| (425) e4 = e3
% 69.77/34.59  																																																		|
% 69.77/34.59  																																																		| Equations (425) can reduce 188 to:
% 69.77/34.59  																																																		| (266) $false
% 69.77/34.59  																																																		|
% 69.77/34.59  																																																		|-The branch is then unsatisfiable
% 69.77/34.59  																																																	|-Branch two:
% 69.77/34.60  																																																	| (60427)  ~ (all_0_54_54 = e3)
% 69.77/34.60  																																																	| (62553) all_0_55_55 = e3 | all_0_56_56 = e3 | all_0_58_58 = e3
% 69.77/34.60  																																																	|
% 69.77/34.60  																																																		+-Applying beta-rule and splitting (189), into two cases.
% 69.77/34.60  																																																		|-Branch one:
% 69.77/34.60  																																																		| (532) all_0_44_44 = e3
% 69.77/34.60  																																																		|
% 69.77/34.60  																																																			| Equations (532) can reduce 407 to:
% 69.77/34.60  																																																			| (266) $false
% 69.77/34.60  																																																			|
% 69.77/34.60  																																																			|-The branch is then unsatisfiable
% 69.77/34.60  																																																		|-Branch two:
% 69.77/34.60  																																																		| (407)  ~ (all_0_44_44 = e3)
% 69.77/34.60  																																																		| (537) all_0_49_49 = e3 | all_0_53_53 = e3 | all_0_58_58 = e3
% 69.77/34.60  																																																		|
% 69.77/34.60  																																																			+-Applying beta-rule and splitting (62553), into two cases.
% 69.77/34.60  																																																			|-Branch one:
% 69.77/34.60  																																																			| (2336) all_0_55_55 = e3
% 69.77/34.60  																																																			|
% 69.77/34.60  																																																				| Combining equations (386,2336) yields a new equation:
% 69.77/34.60  																																																				| (662) e3 = e2
% 69.77/34.60  																																																				|
% 69.77/34.60  																																																				| Equations (662) can reduce 212 to:
% 69.77/34.60  																																																				| (266) $false
% 69.77/34.60  																																																				|
% 69.77/34.60  																																																				|-The branch is then unsatisfiable
% 69.77/34.60  																																																			|-Branch two:
% 69.77/34.60  																																																			| (270)  ~ (all_0_55_55 = e3)
% 69.77/34.60  																																																			| (62557) all_0_56_56 = e3 | all_0_58_58 = e3
% 69.77/34.60  																																																			|
% 69.77/34.60  																																																				| Equations (386) can reduce 270 to:
% 69.77/34.60  																																																				| (626)  ~ (e3 = e2)
% 69.77/34.60  																																																				|
% 69.77/34.60  																																																				| Simplifying 626 yields:
% 69.77/34.60  																																																				| (212)  ~ (e3 = e2)
% 69.77/34.60  																																																				|
% 69.77/34.60  																																																				+-Applying beta-rule and splitting (6761), into two cases.
% 69.77/34.60  																																																				|-Branch one:
% 69.77/34.60  																																																				| (559) all_0_42_42 = e0
% 69.77/34.60  																																																				|
% 69.77/34.60  																																																					| Combining equations (559,516) yields a new equation:
% 69.77/34.60  																																																					| (676) e3 = e0
% 69.77/34.60  																																																					|
% 69.77/34.60  																																																					| Equations (676) can reduce 80 to:
% 69.77/34.60  																																																					| (266) $false
% 69.77/34.60  																																																					|
% 69.77/34.60  																																																					|-The branch is then unsatisfiable
% 69.77/34.60  																																																				|-Branch two:
% 69.77/34.60  																																																				| (358)  ~ (all_0_42_42 = e0)
% 69.77/34.60  																																																				| (6766) all_0_43_43 = e0 | all_0_44_44 = e0
% 69.77/34.60  																																																				|
% 69.77/34.60  																																																					+-Applying beta-rule and splitting (6766), into two cases.
% 69.77/34.60  																																																					|-Branch one:
% 69.77/34.60  																																																					| (356) all_0_43_43 = e0
% 69.77/34.60  																																																					|
% 69.77/34.60  																																																						| Combining equations (356,396) yields a new equation:
% 69.77/34.60  																																																						| (397) e4 = e0
% 69.77/34.60  																																																						|
% 69.77/34.60  																																																						| Equations (397) can reduce 49 to:
% 69.77/34.60  																																																						| (266) $false
% 69.77/34.60  																																																						|
% 69.77/34.60  																																																						|-The branch is then unsatisfiable
% 69.77/34.60  																																																					|-Branch two:
% 69.77/34.60  																																																					| (5470)  ~ (all_0_43_43 = e0)
% 69.77/34.60  																																																					| (1414) all_0_44_44 = e0
% 69.77/34.60  																																																					|
% 69.77/34.60  																																																						| Equations (1414) can reduce 181 to:
% 69.77/34.60  																																																						| (490)  ~ (all_0_58_58 = e0)
% 69.77/34.60  																																																						|
% 69.77/34.60  																																																						| Simplifying 490 yields:
% 69.77/34.60  																																																						| (491)  ~ (all_0_58_58 = e0)
% 69.77/34.60  																																																						|
% 69.77/34.60  																																																						| Equations (1414) can reduce 147 to:
% 69.77/34.60  																																																						| (365)  ~ (e2 = e0)
% 69.77/34.60  																																																						|
% 69.77/34.60  																																																						| Simplifying 365 yields:
% 69.77/34.60  																																																						| (128)  ~ (e2 = e0)
% 69.77/34.60  																																																						|
% 69.77/34.60  																																																						| Equations (1414) can reduce 639 to:
% 69.77/34.60  																																																						| (435)  ~ (e1 = e0)
% 69.77/34.60  																																																						|
% 69.77/34.60  																																																						| Simplifying 435 yields:
% 69.77/34.60  																																																						| (233)  ~ (e1 = e0)
% 69.77/34.60  																																																						|
% 69.77/34.60  																																																						+-Applying beta-rule and splitting (125), into two cases.
% 69.77/34.60  																																																						|-Branch one:
% 69.77/34.60  																																																						| (858) all_0_55_55 = e0
% 69.77/34.60  																																																						|
% 69.77/34.60  																																																							| Combining equations (386,858) yields a new equation:
% 69.77/34.60  																																																							| (391) e2 = e0
% 69.77/34.60  																																																							|
% 69.77/34.60  																																																							| Simplifying 391 yields:
% 69.77/34.60  																																																							| (330) e2 = e0
% 69.77/34.60  																																																							|
% 69.77/34.60  																																																							| Equations (330) can reduce 128 to:
% 69.77/34.60  																																																							| (266) $false
% 69.77/34.60  																																																							|
% 69.77/34.60  																																																							|-The branch is then unsatisfiable
% 69.77/34.60  																																																						|-Branch two:
% 69.77/34.60  																																																						| (803)  ~ (all_0_55_55 = e0)
% 69.77/34.60  																																																						| (863) all_0_56_56 = e0 | all_0_57_57 = e0 | all_0_58_58 = e0
% 69.77/34.60  																																																						|
% 69.77/34.60  																																																							+-Applying beta-rule and splitting (863), into two cases.
% 69.77/34.60  																																																							|-Branch one:
% 69.77/34.60  																																																							| (679) all_0_56_56 = e0
% 69.77/34.60  																																																							|
% 69.77/34.60  																																																								| Equations (679) can reduce 466 to:
% 69.77/34.60  																																																								| (435)  ~ (e1 = e0)
% 69.77/34.60  																																																								|
% 69.77/34.60  																																																								| Simplifying 435 yields:
% 69.77/34.60  																																																								| (233)  ~ (e1 = e0)
% 69.77/34.60  																																																								|
% 69.77/34.60  																																																								+-Applying beta-rule and splitting (537), into two cases.
% 69.77/34.60  																																																								|-Branch one:
% 69.77/34.60  																																																								| (884) all_0_49_49 = e3
% 69.77/34.60  																																																								|
% 69.77/34.60  																																																									| Combining equations (884,583) yields a new equation:
% 69.77/34.60  																																																									| (661) e3 = e2
% 69.77/34.60  																																																									|
% 69.77/34.60  																																																									| Simplifying 661 yields:
% 69.77/34.60  																																																									| (662) e3 = e2
% 69.77/34.60  																																																									|
% 69.77/34.60  																																																									| Equations (662) can reduce 212 to:
% 69.77/34.60  																																																									| (266) $false
% 69.77/34.60  																																																									|
% 69.77/34.60  																																																									|-The branch is then unsatisfiable
% 69.77/34.60  																																																								|-Branch two:
% 69.77/34.60  																																																								| (525)  ~ (all_0_49_49 = e3)
% 69.77/34.60  																																																								| (887) all_0_53_53 = e3 | all_0_58_58 = e3
% 69.77/34.60  																																																								|
% 69.77/34.60  																																																									+-Applying beta-rule and splitting (887), into two cases.
% 69.77/34.60  																																																									|-Branch one:
% 69.77/34.60  																																																									| (665) all_0_53_53 = e3
% 69.77/34.60  																																																									|
% 69.77/34.60  																																																										| Combining equations (1208,665) yields a new equation:
% 69.77/34.60  																																																										| (455) e3 = e1
% 69.77/34.60  																																																										|
% 69.77/34.60  																																																										| Equations (455) can reduce 213 to:
% 69.77/34.60  																																																										| (266) $false
% 69.77/34.60  																																																										|
% 69.77/34.60  																																																										|-The branch is then unsatisfiable
% 69.77/34.60  																																																									|-Branch two:
% 69.77/34.60  																																																									| (903)  ~ (all_0_53_53 = e3)
% 69.77/34.60  																																																									| (795) all_0_58_58 = e3
% 69.77/34.60  																																																									|
% 69.77/34.60  																																																										| From (795) and (245) follows:
% 69.77/34.60  																																																										| (60701) op(e0, e0) = e3
% 69.77/34.60  																																																										|
% 69.77/34.60  																																																										+-Applying beta-rule and splitting (56), into two cases.
% 69.77/34.60  																																																										|-Branch one:
% 69.77/34.60  																																																										| (696) unit = e2
% 69.77/34.60  																																																										|
% 69.77/34.60  																																																											| From (696) and (209) follows:
% 69.77/34.60  																																																											| (7585) op(e2, e0) = e0
% 69.77/34.60  																																																											|
% 69.77/34.60  																																																											| From (696) and (227) follows:
% 69.77/34.60  																																																											| (4284) op(e4, e2) = e4
% 69.77/34.60  																																																											|
% 69.77/34.60  																																																											| From (696) and (28) follows:
% 69.77/34.60  																																																											| (699) op(e1, e2) = e1
% 69.77/34.60  																																																											|
% 69.77/34.60  																																																											| Instantiating formula (29) with e4, e2, e4, e2 and discharging atoms op(e4, e2) = e4, op(e4, e2) = e2, yields:
% 69.77/34.60  																																																											| (323) e4 = e2
% 69.77/34.60  																																																											|
% 69.77/34.60  																																																											| Instantiating formula (29) with e2, e0, e0, e2 and discharging atoms op(e2, e0) = e2, op(e2, e0) = e0, yields:
% 69.77/34.60  																																																											| (330) e2 = e0
% 69.77/34.60  																																																											|
% 69.77/34.60  																																																											| Instantiating formula (29) with e1, e2, e1, e4 and discharging atoms op(e1, e2) = e4, op(e1, e2) = e1, yields:
% 69.77/34.60  																																																											| (630) e4 = e1
% 69.77/34.60  																																																											|
% 69.77/34.60  																																																											| Combining equations (323,630) yields a new equation:
% 69.77/34.60  																																																											| (616) e2 = e1
% 69.77/34.60  																																																											|
% 69.77/34.60  																																																											| Simplifying 616 yields:
% 69.77/34.60  																																																											| (617) e2 = e1
% 69.77/34.60  																																																											|
% 69.77/34.60  																																																											| Combining equations (330,617) yields a new equation:
% 69.77/34.60  																																																											| (431) e1 = e0
% 69.77/34.60  																																																											|
% 69.77/34.60  																																																											| Equations (431) can reduce 233 to:
% 69.77/34.60  																																																											| (266) $false
% 69.77/34.60  																																																											|
% 69.77/34.60  																																																											|-The branch is then unsatisfiable
% 69.77/34.60  																																																										|-Branch two:
% 69.77/34.60  																																																										| (707)  ~ (unit = e2)
% 69.77/34.60  																																																										| (708) unit = e4 | unit = e3 | unit = e1 | unit = e0
% 69.77/34.60  																																																										|
% 69.77/34.60  																																																											+-Applying beta-rule and splitting (708), into two cases.
% 69.77/34.60  																																																											|-Branch one:
% 69.77/34.60  																																																											| (709) unit = e4
% 69.77/34.60  																																																											|
% 69.77/34.60  																																																												| From (709) and (24) follows:
% 69.77/34.60  																																																												| (33325) op(e4, e3) = e3
% 69.77/34.60  																																																												|
% 69.77/34.60  																																																												| From (709) and (211) follows:
% 69.77/34.61  																																																												| (22527) op(e4, e1) = e1
% 69.77/34.61  																																																												|
% 69.77/34.61  																																																												| Instantiating formula (29) with e4, e3, e3, e0 and discharging atoms op(e4, e3) = e3, op(e4, e3) = e0, yields:
% 69.77/34.61  																																																												| (676) e3 = e0
% 69.77/34.61  																																																												|
% 69.77/34.61  																																																												| Instantiating formula (29) with e4, e1, e1, e3 and discharging atoms op(e4, e1) = e3, op(e4, e1) = e1, yields:
% 69.77/34.61  																																																												| (455) e3 = e1
% 69.77/34.61  																																																												|
% 69.77/34.61  																																																												| Combining equations (455,676) yields a new equation:
% 69.77/34.61  																																																												| (546) e1 = e0
% 69.77/34.61  																																																												|
% 69.77/34.61  																																																												| Simplifying 546 yields:
% 69.77/34.61  																																																												| (431) e1 = e0
% 69.77/34.61  																																																												|
% 69.77/34.61  																																																												| Equations (431) can reduce 233 to:
% 69.77/34.61  																																																												| (266) $false
% 69.77/34.61  																																																												|
% 69.77/34.61  																																																												|-The branch is then unsatisfiable
% 69.77/34.61  																																																											|-Branch two:
% 69.77/34.61  																																																											| (724)  ~ (unit = e4)
% 69.77/34.61  																																																											| (725) unit = e3 | unit = e1 | unit = e0
% 69.77/34.61  																																																											|
% 69.77/34.61  																																																												+-Applying beta-rule and splitting (725), into two cases.
% 69.77/34.61  																																																												|-Branch one:
% 69.77/34.61  																																																												| (726) unit = e0
% 69.77/34.61  																																																												|
% 69.77/34.61  																																																													| Equations (726) can reduce 707 to:
% 69.77/34.61  																																																													| (365)  ~ (e2 = e0)
% 69.77/34.61  																																																													|
% 69.77/34.61  																																																													| Simplifying 365 yields:
% 69.77/34.61  																																																													| (128)  ~ (e2 = e0)
% 69.77/34.61  																																																													|
% 69.77/34.61  																																																													| From (726) and (24) follows:
% 69.77/34.61  																																																													| (2208) op(e0, e3) = e3
% 69.77/34.61  																																																													|
% 69.77/34.61  																																																													| From (726) and (42) follows:
% 69.77/34.61  																																																													| (728) op(e0, e0) = e0
% 69.77/34.61  																																																													|
% 69.77/34.61  																																																													| Instantiating formula (29) with e0, e3, e3, e2 and discharging atoms op(e0, e3) = e3, op(e0, e3) = e2, yields:
% 69.77/34.61  																																																													| (662) e3 = e2
% 69.77/34.61  																																																													|
% 69.77/34.61  																																																													| Instantiating formula (29) with e0, e0, e0, e3 and discharging atoms op(e0, e0) = e3, op(e0, e0) = e0, yields:
% 69.77/34.61  																																																													| (676) e3 = e0
% 69.77/34.61  																																																													|
% 69.77/34.61  																																																													| Combining equations (676,662) yields a new equation:
% 69.77/34.61  																																																													| (330) e2 = e0
% 69.77/34.61  																																																													|
% 69.77/34.61  																																																													| Equations (330) can reduce 128 to:
% 69.77/34.61  																																																													| (266) $false
% 69.77/34.61  																																																													|
% 69.77/34.61  																																																													|-The branch is then unsatisfiable
% 69.77/34.61  																																																												|-Branch two:
% 69.77/34.61  																																																												| (734)  ~ (unit = e0)
% 69.77/34.61  																																																												| (735) unit = e3 | unit = e1
% 69.77/34.61  																																																												|
% 69.77/34.61  																																																													+-Applying beta-rule and splitting (735), into two cases.
% 69.77/34.61  																																																													|-Branch one:
% 69.77/34.61  																																																													| (736) unit = e1
% 69.77/34.61  																																																													|
% 69.77/34.61  																																																														| Equations (736) can reduce 734 to:
% 69.77/34.61  																																																														| (233)  ~ (e1 = e0)
% 69.77/34.61  																																																														|
% 69.77/34.61  																																																														| From (736) and (244) follows:
% 69.77/34.61  																																																														| (738) op(e1, e4) = e4
% 69.77/34.61  																																																														|
% 69.77/34.61  																																																														| From (736) and (15) follows:
% 69.77/34.61  																																																														| (515) op(e1, e2) = e2
% 69.77/34.61  																																																														|
% 69.77/34.61  																																																														| From (736) and (28) follows:
% 69.77/34.61  																																																														| (740) op(e1, e1) = e1
% 69.77/34.61  																																																														|
% 69.77/34.61  																																																														| Instantiating formula (29) with e1, e4, e4, e0 and discharging atoms op(e1, e4) = e4, op(e1, e4) = e0, yields:
% 69.77/34.61  																																																														| (397) e4 = e0
% 69.77/34.61  																																																														|
% 69.77/34.61  																																																														| Instantiating formula (29) with e1, e2, e2, e4 and discharging atoms op(e1, e2) = e4, op(e1, e2) = e2, yields:
% 69.77/34.61  																																																														| (323) e4 = e2
% 69.77/34.61  																																																														|
% 69.77/34.61  																																																														| Instantiating formula (29) with e1, e1, e1, e2 and discharging atoms op(e1, e1) = e2, op(e1, e1) = e1, yields:
% 69.77/34.61  																																																														| (617) e2 = e1
% 69.77/34.61  																																																														|
% 69.77/34.61  																																																														| Combining equations (397,323) yields a new equation:
% 69.77/34.61  																																																														| (330) e2 = e0
% 69.77/34.61  																																																														|
% 69.77/34.61  																																																														| Combining equations (617,330) yields a new equation:
% 69.77/34.61  																																																														| (546) e1 = e0
% 69.77/34.61  																																																														|
% 69.77/34.61  																																																														| Simplifying 546 yields:
% 69.77/34.61  																																																														| (431) e1 = e0
% 69.77/34.61  																																																														|
% 69.77/34.61  																																																														| Equations (431) can reduce 233 to:
% 69.77/34.61  																																																														| (266) $false
% 69.77/34.61  																																																														|
% 69.77/34.61  																																																														|-The branch is then unsatisfiable
% 69.77/34.61  																																																													|-Branch two:
% 69.77/34.61  																																																													| (748)  ~ (unit = e1)
% 69.77/34.61  																																																													| (749) unit = e3
% 69.77/34.61  																																																													|
% 69.77/34.61  																																																														| From (749) and (15) follows:
% 69.77/34.61  																																																														| (751) op(e3, e2) = e2
% 69.77/34.61  																																																														|
% 69.77/34.61  																																																														| From (749) and (227) follows:
% 69.77/34.61  																																																														| (22570) op(e4, e3) = e4
% 69.77/34.61  																																																														|
% 69.77/34.61  																																																														| From (749) and (32) follows:
% 69.77/34.61  																																																														| (5793) op(e2, e3) = e2
% 69.77/34.61  																																																														|
% 69.77/34.61  																																																														| From (749) and (28) follows:
% 69.77/34.61  																																																														| (2235) op(e1, e3) = e1
% 69.77/34.61  																																																														|
% 69.77/34.61  																																																														| Instantiating formula (29) with e4, e3, e4, e0 and discharging atoms op(e4, e3) = e4, op(e4, e3) = e0, yields:
% 69.77/34.61  																																																														| (397) e4 = e0
% 69.77/34.61  																																																														|
% 69.77/34.61  																																																														| Instantiating formula (29) with e3, e2, e2, e3 and discharging atoms op(e3, e2) = e3, op(e3, e2) = e2, yields:
% 69.77/34.61  																																																														| (662) e3 = e2
% 69.77/34.61  																																																														|
% 69.77/34.61  																																																														| Instantiating formula (29) with e2, e3, e2, e4 and discharging atoms op(e2, e3) = e4, op(e2, e3) = e2, yields:
% 69.77/34.61  																																																														| (323) e4 = e2
% 69.77/34.61  																																																														|
% 69.77/34.61  																																																														| Instantiating formula (29) with e1, e3, e1, e3 and discharging atoms op(e1, e3) = e3, op(e1, e3) = e1, yields:
% 69.77/34.61  																																																														| (455) e3 = e1
% 69.77/34.61  																																																														|
% 69.77/34.61  																																																														| Combining equations (397,323) yields a new equation:
% 69.77/34.61  																																																														| (330) e2 = e0
% 69.77/34.61  																																																														|
% 69.77/34.61  																																																														| Combining equations (662,455) yields a new equation:
% 69.77/34.61  																																																														| (616) e2 = e1
% 69.77/34.61  																																																														|
% 69.77/34.61  																																																														| Simplifying 616 yields:
% 69.77/34.61  																																																														| (617) e2 = e1
% 69.77/34.61  																																																														|
% 69.77/34.61  																																																														| Combining equations (617,330) yields a new equation:
% 69.77/34.61  																																																														| (546) e1 = e0
% 69.77/34.61  																																																														|
% 69.77/34.61  																																																														| Simplifying 546 yields:
% 69.77/34.61  																																																														| (431) e1 = e0
% 69.77/34.61  																																																														|
% 69.77/34.61  																																																														| Equations (431) can reduce 233 to:
% 69.77/34.61  																																																														| (266) $false
% 69.77/34.61  																																																														|
% 69.77/34.61  																																																														|-The branch is then unsatisfiable
% 69.77/34.61  																																																							|-Branch two:
% 69.77/34.61  																																																							| (828)  ~ (all_0_56_56 = e0)
% 69.77/34.61  																																																							| (924) all_0_57_57 = e0 | all_0_58_58 = e0
% 69.77/34.61  																																																							|
% 69.77/34.61  																																																								+-Applying beta-rule and splitting (924), into two cases.
% 69.77/34.61  																																																								|-Branch one:
% 69.77/34.61  																																																								| (875) all_0_57_57 = e0
% 69.77/34.61  																																																								|
% 69.77/34.61  																																																									| Combining equations (875,647) yields a new equation:
% 69.77/34.61  																																																									| (431) e1 = e0
% 69.77/34.61  																																																									|
% 69.77/34.61  																																																									| Equations (431) can reduce 233 to:
% 69.77/34.61  																																																									| (266) $false
% 69.77/34.61  																																																									|
% 69.77/34.61  																																																									|-The branch is then unsatisfiable
% 69.77/34.61  																																																								|-Branch two:
% 69.77/34.61  																																																								| (364)  ~ (all_0_57_57 = e0)
% 69.77/34.61  																																																								| (914) all_0_58_58 = e0
% 69.77/34.61  																																																								|
% 69.77/34.61  																																																									| Equations (914) can reduce 491 to:
% 69.77/34.61  																																																									| (266) $false
% 69.77/34.61  																																																									|
% 69.77/34.61  																																																									|-The branch is then unsatisfiable
% 69.77/34.61  																																																|-Branch two:
% 69.77/34.61  																																																| (405)  ~ (all_0_42_42 = e3)
% 69.77/34.61  																																																| (521) all_0_47_47 = e3 | all_0_51_51 = e3 | all_0_56_56 = e3
% 69.77/34.61  																																																|
% 69.77/34.61  																																																	+-Applying beta-rule and splitting (521), into two cases.
% 69.77/34.61  																																																	|-Branch one:
% 69.77/34.61  																																																	| (522) all_0_47_47 = e3
% 69.77/34.61  																																																	|
% 69.77/34.61  																																																		| Combining equations (522,654) yields a new equation:
% 69.77/34.61  																																																		| (454) e3 = e1
% 69.77/34.61  																																																		|
% 69.77/34.61  																																																		| Simplifying 454 yields:
% 69.77/34.61  																																																		| (455) e3 = e1
% 69.77/34.61  																																																		|
% 69.77/34.61  																																																		| Equations (455) can reduce 213 to:
% 69.77/34.61  																																																		| (266) $false
% 69.77/34.61  																																																		|
% 69.77/34.61  																																																		|-The branch is then unsatisfiable
% 69.77/34.61  																																																	|-Branch two:
% 69.77/34.61  																																																	| (1091)  ~ (all_0_47_47 = e3)
% 69.77/34.61  																																																	| (1092) all_0_51_51 = e3 | all_0_56_56 = e3
% 69.77/34.61  																																																	|
% 69.77/34.61  																																																		+-Applying beta-rule and splitting (1969), into two cases.
% 69.77/34.61  																																																		|-Branch one:
% 69.77/34.61  																																																		| (559) all_0_42_42 = e0
% 69.77/34.61  																																																		|
% 69.77/34.61  																																																			| Equations (559) can reduce 73 to:
% 69.77/34.61  																																																			| (359)  ~ (all_0_44_44 = e0)
% 69.77/34.61  																																																			|
% 69.77/34.61  																																																			| Simplifying 359 yields:
% 69.77/34.61  																																																			| (360)  ~ (all_0_44_44 = e0)
% 69.77/34.61  																																																			|
% 69.77/34.61  																																																			| Equations (559) can reduce 405 to:
% 69.77/34.61  																																																			| (541)  ~ (e3 = e0)
% 69.77/34.61  																																																			|
% 69.77/34.61  																																																			| Simplifying 541 yields:
% 69.77/34.61  																																																			| (80)  ~ (e3 = e0)
% 69.77/34.61  																																																			|
% 69.77/34.61  																																																			| Equations (559) can reduce 51 to:
% 69.77/34.61  																																																			| (365)  ~ (e2 = e0)
% 69.77/34.61  																																																			|
% 69.77/34.61  																																																			| Simplifying 365 yields:
% 69.77/34.61  																																																			| (128)  ~ (e2 = e0)
% 69.77/34.61  																																																			|
% 69.77/34.61  																																																			+-Applying beta-rule and splitting (125), into two cases.
% 69.77/34.61  																																																			|-Branch one:
% 69.77/34.61  																																																			| (858) all_0_55_55 = e0
% 69.77/34.61  																																																			|
% 69.77/34.61  																																																				| Combining equations (386,858) yields a new equation:
% 69.77/34.61  																																																				| (391) e2 = e0
% 69.77/34.61  																																																				|
% 69.77/34.61  																																																				| Simplifying 391 yields:
% 69.77/34.61  																																																				| (330) e2 = e0
% 69.77/34.61  																																																				|
% 69.77/34.61  																																																				| Equations (330) can reduce 128 to:
% 69.77/34.61  																																																				| (266) $false
% 69.77/34.61  																																																				|
% 69.77/34.61  																																																				|-The branch is then unsatisfiable
% 69.77/34.61  																																																			|-Branch two:
% 69.77/34.61  																																																			| (803)  ~ (all_0_55_55 = e0)
% 69.77/34.61  																																																			| (863) all_0_56_56 = e0 | all_0_57_57 = e0 | all_0_58_58 = e0
% 69.77/34.61  																																																			|
% 69.77/34.61  																																																				| Equations (386) can reduce 803 to:
% 69.77/34.61  																																																				| (128)  ~ (e2 = e0)
% 69.77/34.61  																																																				|
% 69.77/34.61  																																																				+-Applying beta-rule and splitting (26), into two cases.
% 69.77/34.61  																																																				|-Branch one:
% 69.77/34.61  																																																				| (446) all_0_44_44 = e4
% 69.77/34.61  																																																				|
% 69.77/34.61  																																																					| Equations (446) can reduce 1390 to:
% 69.77/34.61  																																																					| (266) $false
% 69.77/34.61  																																																					|
% 69.77/34.61  																																																					|-The branch is then unsatisfiable
% 69.77/34.61  																																																				|-Branch two:
% 69.77/34.61  																																																				| (1390)  ~ (all_0_44_44 = e4)
% 69.77/34.61  																																																				| (1391) all_0_44_44 = e3 | all_0_44_44 = e1 | all_0_44_44 = e0
% 69.77/34.61  																																																				|
% 69.77/34.61  																																																					+-Applying beta-rule and splitting (133), into two cases.
% 69.77/34.61  																																																					|-Branch one:
% 69.77/34.61  																																																					| (833) all_0_56_56 = e2
% 69.77/34.61  																																																					|
% 69.77/34.61  																																																						| Equations (833) can reduce 511 to:
% 69.77/34.61  																																																						| (266) $false
% 69.77/34.61  																																																						|
% 69.77/34.61  																																																						|-The branch is then unsatisfiable
% 69.77/34.61  																																																					|-Branch two:
% 69.77/34.61  																																																					| (511)  ~ (all_0_56_56 = e2)
% 69.77/34.61  																																																					| (836) all_0_56_56 = e4 | all_0_56_56 = e3 | all_0_56_56 = e1 | all_0_56_56 = e0
% 69.77/34.61  																																																					|
% 69.77/34.61  																																																						+-Applying beta-rule and splitting (1748), into two cases.
% 69.77/34.61  																																																						|-Branch one:
% 69.77/34.61  																																																						| (1414) all_0_44_44 = e0
% 69.77/34.61  																																																						|
% 69.77/34.61  																																																							| Equations (1414) can reduce 360 to:
% 69.77/34.61  																																																							| (266) $false
% 69.77/34.61  																																																							|
% 69.77/34.61  																																																							|-The branch is then unsatisfiable
% 69.77/34.61  																																																						|-Branch two:
% 69.77/34.61  																																																						| (360)  ~ (all_0_44_44 = e0)
% 69.77/34.61  																																																						| (1760) all_0_49_49 = e0 | all_0_58_58 = e0
% 69.77/34.61  																																																						|
% 69.77/34.61  																																																							+-Applying beta-rule and splitting (1899), into two cases.
% 69.77/34.61  																																																							|-Branch one:
% 69.77/34.61  																																																							| (516) all_0_42_42 = e3
% 69.77/34.61  																																																							|
% 69.77/34.61  																																																								| Combining equations (516,559) yields a new equation:
% 69.77/34.61  																																																								| (675) e3 = e0
% 69.77/34.61  																																																								|
% 69.77/34.61  																																																								| Simplifying 675 yields:
% 69.77/34.61  																																																								| (676) e3 = e0
% 69.77/34.61  																																																								|
% 69.77/34.61  																																																								| Equations (676) can reduce 80 to:
% 69.77/34.61  																																																								| (266) $false
% 69.77/34.61  																																																								|
% 69.77/34.61  																																																								|-The branch is then unsatisfiable
% 69.77/34.61  																																																							|-Branch two:
% 69.77/34.61  																																																							| (405)  ~ (all_0_42_42 = e3)
% 69.77/34.61  																																																							| (532) all_0_44_44 = e3
% 69.77/34.61  																																																							|
% 69.77/34.61  																																																								| Equations (532) can reduce 1390 to:
% 69.77/34.61  																																																								| (277)  ~ (e4 = e3)
% 69.77/34.61  																																																								|
% 69.77/34.61  																																																								| Simplifying 277 yields:
% 69.77/34.61  																																																								| (188)  ~ (e4 = e3)
% 69.77/34.61  																																																								|
% 69.77/34.61  																																																								+-Applying beta-rule and splitting (22), into two cases.
% 69.77/34.61  																																																								|-Branch one:
% 69.77/34.61  																																																								| (268) all_0_54_54 = e3
% 69.77/34.61  																																																								|
% 69.77/34.61  																																																									| Combining equations (268,265) yields a new equation:
% 69.77/34.61  																																																									| (425) e4 = e3
% 69.77/34.61  																																																									|
% 69.77/34.61  																																																									| Equations (425) can reduce 188 to:
% 69.77/34.61  																																																									| (266) $false
% 69.77/34.61  																																																									|
% 69.77/34.61  																																																									|-The branch is then unsatisfiable
% 69.77/34.61  																																																								|-Branch two:
% 69.77/34.61  																																																								| (60427)  ~ (all_0_54_54 = e3)
% 69.77/34.62  																																																								| (62553) all_0_55_55 = e3 | all_0_56_56 = e3 | all_0_58_58 = e3
% 69.77/34.62  																																																								|
% 69.77/34.62  																																																									| Equations (265) can reduce 60427 to:
% 69.77/34.62  																																																									| (188)  ~ (e4 = e3)
% 69.77/34.62  																																																									|
% 69.77/34.62  																																																									+-Applying beta-rule and splitting (1092), into two cases.
% 69.77/34.62  																																																									|-Branch one:
% 69.77/34.62  																																																									| (660) all_0_51_51 = e3
% 69.77/34.62  																																																									|
% 69.77/34.62  																																																										| Combining equations (1101,660) yields a new equation:
% 69.77/34.62  																																																										| (424) e4 = e3
% 69.77/34.62  																																																										|
% 69.77/34.62  																																																										| Simplifying 424 yields:
% 69.77/34.62  																																																										| (425) e4 = e3
% 69.77/34.62  																																																										|
% 69.77/34.62  																																																										| Equations (425) can reduce 188 to:
% 69.77/34.62  																																																										| (266) $false
% 69.77/34.62  																																																										|
% 69.77/34.62  																																																										|-The branch is then unsatisfiable
% 69.77/34.62  																																																									|-Branch two:
% 69.77/34.62  																																																									| (664)  ~ (all_0_51_51 = e3)
% 69.77/34.62  																																																									| (1097) all_0_56_56 = e3
% 69.77/34.62  																																																									|
% 69.77/34.62  																																																										| Equations (1097) can reduce 511 to:
% 69.77/34.62  																																																										| (212)  ~ (e3 = e2)
% 69.77/34.62  																																																										|
% 69.77/34.62  																																																										| From (1097) and (111) follows:
% 69.77/34.62  																																																										| (65099) op(e0, e2) = e3
% 69.77/34.62  																																																										|
% 69.77/34.62  																																																										+-Applying beta-rule and splitting (1760), into two cases.
% 69.77/34.62  																																																										|-Branch one:
% 69.77/34.62  																																																										| (978) all_0_49_49 = e0
% 69.77/34.62  																																																										|
% 69.77/34.62  																																																											| Combining equations (978,583) yields a new equation:
% 69.77/34.62  																																																											| (330) e2 = e0
% 69.77/34.62  																																																											|
% 69.77/34.62  																																																											| Equations (330) can reduce 128 to:
% 69.77/34.62  																																																											| (266) $false
% 69.77/34.62  																																																											|
% 69.77/34.62  																																																											|-The branch is then unsatisfiable
% 69.77/34.62  																																																										|-Branch two:
% 69.77/34.62  																																																										| (487)  ~ (all_0_49_49 = e0)
% 69.77/34.62  																																																										| (914) all_0_58_58 = e0
% 69.77/34.62  																																																										|
% 69.77/34.62  																																																											| Equations (914) can reduce 880 to:
% 69.77/34.62  																																																											| (435)  ~ (e1 = e0)
% 69.77/34.62  																																																											|
% 69.77/34.62  																																																											| Simplifying 435 yields:
% 69.77/34.62  																																																											| (233)  ~ (e1 = e0)
% 69.77/34.62  																																																											|
% 69.77/34.62  																																																											+-Applying beta-rule and splitting (56), into two cases.
% 69.77/34.62  																																																											|-Branch one:
% 69.77/34.62  																																																											| (696) unit = e2
% 69.77/34.62  																																																											|
% 69.77/34.62  																																																												| From (696) and (209) follows:
% 69.77/34.62  																																																												| (7585) op(e2, e0) = e0
% 69.77/34.62  																																																												|
% 69.77/34.62  																																																												| From (696) and (227) follows:
% 69.77/34.62  																																																												| (4284) op(e4, e2) = e4
% 69.77/34.62  																																																												|
% 69.77/34.62  																																																												| From (696) and (28) follows:
% 69.77/34.62  																																																												| (699) op(e1, e2) = e1
% 69.77/34.62  																																																												|
% 69.77/34.62  																																																												| Instantiating formula (29) with e4, e2, e4, e2 and discharging atoms op(e4, e2) = e4, op(e4, e2) = e2, yields:
% 69.77/34.62  																																																												| (323) e4 = e2
% 69.77/34.62  																																																												|
% 69.77/34.62  																																																												| Instantiating formula (29) with e2, e0, e0, e2 and discharging atoms op(e2, e0) = e2, op(e2, e0) = e0, yields:
% 69.77/34.62  																																																												| (330) e2 = e0
% 69.77/34.62  																																																												|
% 69.77/34.62  																																																												| Instantiating formula (29) with e1, e2, e1, e4 and discharging atoms op(e1, e2) = e4, op(e1, e2) = e1, yields:
% 69.77/34.62  																																																												| (630) e4 = e1
% 69.77/34.62  																																																												|
% 69.77/34.62  																																																												| Combining equations (323,630) yields a new equation:
% 69.77/34.62  																																																												| (616) e2 = e1
% 69.77/34.62  																																																												|
% 69.77/34.62  																																																												| Simplifying 616 yields:
% 69.77/34.62  																																																												| (617) e2 = e1
% 69.77/34.62  																																																												|
% 69.77/34.62  																																																												| Combining equations (330,617) yields a new equation:
% 69.77/34.62  																																																												| (431) e1 = e0
% 69.77/34.62  																																																												|
% 69.77/34.62  																																																												| Equations (431) can reduce 233 to:
% 69.77/34.62  																																																												| (266) $false
% 69.77/34.62  																																																												|
% 69.77/34.62  																																																												|-The branch is then unsatisfiable
% 69.77/34.62  																																																											|-Branch two:
% 69.77/34.62  																																																											| (707)  ~ (unit = e2)
% 69.77/34.62  																																																											| (708) unit = e4 | unit = e3 | unit = e1 | unit = e0
% 69.77/34.62  																																																											|
% 69.77/34.62  																																																												+-Applying beta-rule and splitting (708), into two cases.
% 69.77/34.62  																																																												|-Branch one:
% 69.77/34.62  																																																												| (709) unit = e4
% 69.77/34.62  																																																												|
% 69.77/34.62  																																																													| From (709) and (24) follows:
% 69.77/34.62  																																																													| (33325) op(e4, e3) = e3
% 69.77/34.62  																																																													|
% 69.77/34.62  																																																													| From (709) and (211) follows:
% 69.77/34.62  																																																													| (22527) op(e4, e1) = e1
% 69.77/34.62  																																																													|
% 69.77/34.62  																																																													| Instantiating formula (29) with e4, e3, e3, e0 and discharging atoms op(e4, e3) = e3, op(e4, e3) = e0, yields:
% 69.77/34.62  																																																													| (676) e3 = e0
% 69.77/34.62  																																																													|
% 69.77/34.62  																																																													| Instantiating formula (29) with e4, e1, e1, e3 and discharging atoms op(e4, e1) = e3, op(e4, e1) = e1, yields:
% 69.77/34.62  																																																													| (455) e3 = e1
% 69.77/34.62  																																																													|
% 69.77/34.62  																																																													| Combining equations (455,676) yields a new equation:
% 69.77/34.62  																																																													| (546) e1 = e0
% 69.77/34.62  																																																													|
% 69.77/34.62  																																																													| Simplifying 546 yields:
% 69.77/34.62  																																																													| (431) e1 = e0
% 69.77/34.62  																																																													|
% 69.77/34.62  																																																													| Equations (431) can reduce 233 to:
% 69.77/34.62  																																																													| (266) $false
% 69.77/34.62  																																																													|
% 69.77/34.62  																																																													|-The branch is then unsatisfiable
% 69.77/34.62  																																																												|-Branch two:
% 69.77/34.62  																																																												| (724)  ~ (unit = e4)
% 69.77/34.62  																																																												| (725) unit = e3 | unit = e1 | unit = e0
% 69.77/34.62  																																																												|
% 69.77/34.62  																																																													+-Applying beta-rule and splitting (725), into two cases.
% 69.77/34.62  																																																													|-Branch one:
% 69.77/34.62  																																																													| (726) unit = e0
% 69.77/34.62  																																																													|
% 69.77/34.62  																																																														| From (726) and (15) follows:
% 69.77/34.62  																																																														| (1508) op(e0, e2) = e2
% 69.77/34.62  																																																														|
% 69.77/34.62  																																																														| Instantiating formula (29) with e0, e2, e2, e3 and discharging atoms op(e0, e2) = e3, op(e0, e2) = e2, yields:
% 69.77/34.62  																																																														| (662) e3 = e2
% 69.77/34.62  																																																														|
% 69.77/34.62  																																																														| Equations (662) can reduce 212 to:
% 69.77/34.62  																																																														| (266) $false
% 69.77/34.62  																																																														|
% 69.77/34.62  																																																														|-The branch is then unsatisfiable
% 69.77/34.62  																																																													|-Branch two:
% 69.77/34.62  																																																													| (734)  ~ (unit = e0)
% 69.77/34.62  																																																													| (735) unit = e3 | unit = e1
% 69.77/34.62  																																																													|
% 69.77/34.62  																																																														+-Applying beta-rule and splitting (735), into two cases.
% 69.77/34.62  																																																														|-Branch one:
% 69.77/34.62  																																																														| (736) unit = e1
% 69.77/34.62  																																																														|
% 69.77/34.62  																																																															| Equations (736) can reduce 734 to:
% 69.77/34.62  																																																															| (233)  ~ (e1 = e0)
% 69.77/34.62  																																																															|
% 69.77/34.62  																																																															| From (736) and (244) follows:
% 69.77/34.62  																																																															| (738) op(e1, e4) = e4
% 69.77/34.62  																																																															|
% 69.77/34.62  																																																															| From (736) and (15) follows:
% 69.77/34.62  																																																															| (515) op(e1, e2) = e2
% 69.77/34.62  																																																															|
% 69.77/34.62  																																																															| From (736) and (28) follows:
% 69.77/34.62  																																																															| (740) op(e1, e1) = e1
% 69.77/34.62  																																																															|
% 69.77/34.62  																																																															| Instantiating formula (29) with e1, e4, e4, e0 and discharging atoms op(e1, e4) = e4, op(e1, e4) = e0, yields:
% 69.77/34.62  																																																															| (397) e4 = e0
% 69.77/34.62  																																																															|
% 69.77/34.62  																																																															| Instantiating formula (29) with e1, e2, e2, e4 and discharging atoms op(e1, e2) = e4, op(e1, e2) = e2, yields:
% 69.77/34.62  																																																															| (323) e4 = e2
% 69.77/34.62  																																																															|
% 69.77/34.62  																																																															| Instantiating formula (29) with e1, e1, e1, e2 and discharging atoms op(e1, e1) = e2, op(e1, e1) = e1, yields:
% 69.77/34.62  																																																															| (617) e2 = e1
% 69.77/34.62  																																																															|
% 69.77/34.62  																																																															| Combining equations (397,323) yields a new equation:
% 69.77/34.62  																																																															| (330) e2 = e0
% 69.77/34.62  																																																															|
% 69.77/34.62  																																																															| Combining equations (617,330) yields a new equation:
% 69.77/34.62  																																																															| (546) e1 = e0
% 69.77/34.62  																																																															|
% 69.77/34.62  																																																															| Simplifying 546 yields:
% 69.77/34.62  																																																															| (431) e1 = e0
% 69.77/34.62  																																																															|
% 69.77/34.62  																																																															| Equations (431) can reduce 233 to:
% 69.77/34.62  																																																															| (266) $false
% 69.77/34.62  																																																															|
% 69.77/34.62  																																																															|-The branch is then unsatisfiable
% 69.77/34.62  																																																														|-Branch two:
% 69.77/34.62  																																																														| (748)  ~ (unit = e1)
% 69.77/34.62  																																																														| (749) unit = e3
% 69.77/34.62  																																																														|
% 69.77/34.62  																																																															| From (749) and (211) follows:
% 69.77/34.62  																																																															| (13877) op(e3, e1) = e1
% 69.77/34.62  																																																															|
% 69.77/34.62  																																																															| From (749) and (227) follows:
% 69.77/34.62  																																																															| (22570) op(e4, e3) = e4
% 69.77/34.62  																																																															|
% 69.77/34.62  																																																															| From (749) and (32) follows:
% 69.77/34.62  																																																															| (5793) op(e2, e3) = e2
% 69.77/34.62  																																																															|
% 69.77/34.62  																																																															| Instantiating formula (29) with e4, e3, e4, e0 and discharging atoms op(e4, e3) = e4, op(e4, e3) = e0, yields:
% 69.77/34.62  																																																															| (397) e4 = e0
% 69.77/34.62  																																																															|
% 69.77/34.62  																																																															| Instantiating formula (29) with e3, e1, e1, e4 and discharging atoms op(e3, e1) = e4, op(e3, e1) = e1, yields:
% 69.77/34.62  																																																															| (630) e4 = e1
% 69.77/34.62  																																																															|
% 69.77/34.62  																																																															| Instantiating formula (29) with e2, e3, e2, e4 and discharging atoms op(e2, e3) = e4, op(e2, e3) = e2, yields:
% 69.77/34.62  																																																															| (323) e4 = e2
% 69.77/34.62  																																																															|
% 69.77/34.62  																																																															| Combining equations (397,323) yields a new equation:
% 69.77/34.62  																																																															| (330) e2 = e0
% 69.77/34.62  																																																															|
% 69.77/34.63  																																																															| Combining equations (630,323) yields a new equation:
% 69.77/34.63  																																																															| (617) e2 = e1
% 69.77/34.63  																																																															|
% 69.77/34.63  																																																															| Combining equations (617,330) yields a new equation:
% 69.77/34.63  																																																															| (546) e1 = e0
% 69.77/34.63  																																																															|
% 69.77/34.63  																																																															| Simplifying 546 yields:
% 69.77/34.63  																																																															| (431) e1 = e0
% 69.77/34.63  																																																															|
% 69.77/34.63  																																																															| Equations (431) can reduce 233 to:
% 69.77/34.63  																																																															| (266) $false
% 69.77/34.63  																																																															|
% 69.77/34.63  																																																															|-The branch is then unsatisfiable
% 69.77/34.63  																																																		|-Branch two:
% 69.77/34.63  																																																		| (358)  ~ (all_0_42_42 = e0)
% 69.77/34.63  																																																		| (2510) all_0_42_42 = e3 | all_0_42_42 = e1
% 69.77/34.63  																																																		|
% 69.77/34.63  																																																			+-Applying beta-rule and splitting (1092), into two cases.
% 69.77/34.63  																																																			|-Branch one:
% 69.77/34.63  																																																			| (660) all_0_51_51 = e3
% 69.77/34.63  																																																			|
% 69.77/34.63  																																																				| Combining equations (1101,660) yields a new equation:
% 69.77/34.63  																																																				| (424) e4 = e3
% 69.77/34.63  																																																				|
% 69.77/34.63  																																																				| Simplifying 424 yields:
% 69.77/34.63  																																																				| (425) e4 = e3
% 69.77/34.63  																																																				|
% 69.77/34.63  																																																				| Equations (425) can reduce 188 to:
% 69.77/34.63  																																																				| (266) $false
% 69.77/34.63  																																																				|
% 69.77/34.63  																																																				|-The branch is then unsatisfiable
% 69.77/34.63  																																																			|-Branch two:
% 69.77/34.63  																																																			| (664)  ~ (all_0_51_51 = e3)
% 69.77/34.63  																																																			| (1097) all_0_56_56 = e3
% 69.77/34.63  																																																			|
% 69.77/34.63  																																																				| Equations (1097) can reduce 236 to:
% 69.77/34.63  																																																				| (405)  ~ (all_0_42_42 = e3)
% 69.77/34.63  																																																				|
% 69.77/34.63  																																																				+-Applying beta-rule and splitting (2510), into two cases.
% 69.77/34.63  																																																				|-Branch one:
% 69.77/34.63  																																																				| (459) all_0_42_42 = e1
% 69.77/34.63  																																																				|
% 69.77/34.63  																																																					| Equations (459) can reduce 1380 to:
% 69.77/34.63  																																																					| (266) $false
% 69.77/34.63  																																																					|
% 69.77/34.63  																																																					|-The branch is then unsatisfiable
% 69.77/34.63  																																																				|-Branch two:
% 69.77/34.63  																																																				| (1380)  ~ (all_0_42_42 = e1)
% 69.77/34.63  																																																				| (516) all_0_42_42 = e3
% 69.77/34.63  																																																				|
% 69.77/34.63  																																																					| Equations (516) can reduce 405 to:
% 69.77/34.63  																																																					| (266) $false
% 69.77/34.63  																																																					|
% 69.77/34.63  																																																					|-The branch is then unsatisfiable
% 69.77/34.63  																																											|-Branch two:
% 69.77/34.63  																																											| (1459)  ~ (all_0_53_53 = e1)
% 69.77/34.63  																																											| (918) all_0_58_58 = e1
% 69.77/34.63  																																											|
% 69.77/34.63  																																												| Equations (918) can reduce 880 to:
% 69.77/34.63  																																												| (266) $false
% 69.77/34.63  																																												|
% 69.77/34.63  																																												|-The branch is then unsatisfiable
% 69.77/34.63  																																								|-Branch two:
% 69.77/34.63  																																								| (457)  ~ (all_0_41_41 = e1)
% 69.77/34.63  																																								| (403) all_0_41_41 = e3
% 69.77/34.63  																																								|
% 69.77/34.63  																																									| Equations (403) can reduce 1898 to:
% 69.77/34.63  																																									| (266) $false
% 69.77/34.63  																																									|
% 69.77/34.63  																																									|-The branch is then unsatisfiable
% 69.77/34.63  																																					|-Branch two:
% 69.77/34.63  																																					| (411)  ~ (all_0_50_50 = e3)
% 69.77/34.63  																																					| (418) all_0_51_51 = e3 | all_0_53_53 = e3
% 69.77/34.63  																																					|
% 69.77/34.63  																																						+-Applying beta-rule and splitting (241), into two cases.
% 69.77/34.63  																																						|-Branch one:
% 69.77/34.63  																																						| (378) all_0_50_50 = e2
% 69.77/34.63  																																						|
% 69.77/34.63  																																							| Equations (378) can reduce 302 to:
% 69.77/34.63  																																							| (266) $false
% 69.77/34.63  																																							|
% 69.77/34.63  																																							|-The branch is then unsatisfiable
% 69.77/34.63  																																						|-Branch two:
% 69.77/34.63  																																						| (302)  ~ (all_0_50_50 = e2)
% 69.77/34.63  																																						| (422) all_0_50_50 = e4 | all_0_50_50 = e3 | all_0_50_50 = e1
% 69.77/34.63  																																						|
% 69.77/34.63  																																							+-Applying beta-rule and splitting (422), into two cases.
% 69.77/34.63  																																							|-Branch one:
% 69.77/34.63  																																							| (775) all_0_50_50 = e4
% 69.77/34.63  																																							|
% 69.77/34.63  																																								| Equations (775) can reduce 566 to:
% 69.77/34.63  																																								| (266) $false
% 69.77/34.63  																																								|
% 69.77/34.63  																																								|-The branch is then unsatisfiable
% 69.77/34.63  																																							|-Branch two:
% 69.77/34.63  																																							| (566)  ~ (all_0_50_50 = e4)
% 69.77/34.63  																																							| (1444) all_0_50_50 = e3 | all_0_50_50 = e1
% 69.77/34.63  																																							|
% 69.77/34.63  																																								+-Applying beta-rule and splitting (1444), into two cases.
% 69.77/34.63  																																								|-Branch one:
% 69.77/34.63  																																								| (601) all_0_50_50 = e1
% 69.77/34.63  																																								|
% 69.77/34.63  																																									| Equations (601) can reduce 221 to:
% 69.77/34.63  																																									| (457)  ~ (all_0_41_41 = e1)
% 69.77/34.63  																																									|
% 69.77/34.63  																																									| Equations (601) can reduce 566 to:
% 69.77/34.63  																																									| (602)  ~ (e4 = e1)
% 69.77/34.63  																																									|
% 69.77/34.63  																																									| Simplifying 602 yields:
% 69.77/34.63  																																									| (110)  ~ (e4 = e1)
% 69.77/34.63  																																									|
% 69.77/34.63  																																									| Equations (601) can reduce 121 to:
% 69.77/34.63  																																									| (233)  ~ (e1 = e0)
% 69.77/34.63  																																									|
% 69.77/34.63  																																									+-Applying beta-rule and splitting (103), into two cases.
% 69.77/34.63  																																									|-Branch one:
% 69.77/34.63  																																									| (453) all_0_41_41 = e1
% 69.77/34.63  																																									|
% 69.77/34.63  																																										| Equations (453) can reduce 457 to:
% 69.77/34.63  																																										| (266) $false
% 69.77/34.63  																																										|
% 69.77/34.63  																																										|-The branch is then unsatisfiable
% 69.77/34.63  																																									|-Branch two:
% 69.77/34.63  																																									| (457)  ~ (all_0_41_41 = e1)
% 69.77/34.63  																																									| (458) all_0_42_42 = e1 | all_0_43_43 = e1 | all_0_44_44 = e1
% 69.77/34.63  																																									|
% 69.77/34.63  																																										+-Applying beta-rule and splitting (27), into two cases.
% 69.77/34.63  																																										|-Branch one:
% 69.77/34.63  																																										| (437) all_0_41_41 = e4
% 69.77/34.63  																																										|
% 69.77/34.63  																																											| Equations (437) can reduce 440 to:
% 69.77/34.63  																																											| (266) $false
% 69.77/34.63  																																											|
% 69.77/34.63  																																											|-The branch is then unsatisfiable
% 69.77/34.63  																																										|-Branch two:
% 69.77/34.63  																																										| (440)  ~ (all_0_41_41 = e4)
% 69.77/34.63  																																										| (4049) all_0_41_41 = e3 | all_0_41_41 = e1 | all_0_41_41 = e0
% 69.77/34.63  																																										|
% 69.77/34.63  																																											+-Applying beta-rule and splitting (112), into two cases.
% 69.77/34.63  																																											|-Branch one:
% 69.77/34.63  																																											| (635) all_0_44_44 = e1
% 69.77/34.63  																																											|
% 69.77/34.63  																																												| Equations (635) can reduce 149 to:
% 69.77/34.63  																																												| (457)  ~ (all_0_41_41 = e1)
% 69.77/34.63  																																												|
% 69.77/34.63  																																												| Equations (635) can reduce 73 to:
% 69.77/34.63  																																												| (1380)  ~ (all_0_42_42 = e1)
% 69.77/34.63  																																												|
% 69.77/34.63  																																												| Equations (635) can reduce 181 to:
% 69.77/34.63  																																												| (879)  ~ (all_0_58_58 = e1)
% 69.77/34.63  																																												|
% 69.77/34.63  																																												| Simplifying 879 yields:
% 69.77/34.63  																																												| (880)  ~ (all_0_58_58 = e1)
% 69.77/34.63  																																												|
% 69.77/34.63  																																												| Equations (635) can reduce 147 to:
% 69.77/34.63  																																												| (604)  ~ (e2 = e1)
% 69.77/34.63  																																												|
% 69.77/34.63  																																												| Simplifying 604 yields:
% 69.77/34.63  																																												| (122)  ~ (e2 = e1)
% 69.77/34.63  																																												|
% 69.77/34.63  																																												+-Applying beta-rule and splitting (4049), into two cases.
% 69.77/34.63  																																												|-Branch one:
% 69.77/34.63  																																												| (794) all_0_41_41 = e0
% 69.77/34.63  																																												|
% 69.77/34.63  																																													| Equations (794) can reduce 357 to:
% 69.77/34.63  																																													| (266) $false
% 69.77/34.63  																																													|
% 69.77/34.63  																																													|-The branch is then unsatisfiable
% 69.77/34.63  																																												|-Branch two:
% 69.77/34.63  																																												| (357)  ~ (all_0_41_41 = e0)
% 69.77/34.63  																																												| (4053) all_0_41_41 = e3 | all_0_41_41 = e1
% 69.77/34.63  																																												|
% 69.77/34.63  																																													+-Applying beta-rule and splitting (418), into two cases.
% 69.77/34.63  																																													|-Branch one:
% 69.77/34.63  																																													| (660) all_0_51_51 = e3
% 69.77/34.63  																																													|
% 69.77/34.63  																																														| Combining equations (1101,660) yields a new equation:
% 69.77/34.63  																																														| (424) e4 = e3
% 69.77/34.63  																																														|
% 69.77/34.63  																																														| Simplifying 424 yields:
% 69.77/34.63  																																														| (425) e4 = e3
% 69.77/34.63  																																														|
% 69.77/34.63  																																														| Equations (425) can reduce 188 to:
% 69.77/34.63  																																														| (266) $false
% 69.77/34.63  																																														|
% 69.77/34.63  																																														|-The branch is then unsatisfiable
% 69.77/34.63  																																													|-Branch two:
% 69.77/34.63  																																													| (664)  ~ (all_0_51_51 = e3)
% 69.77/34.63  																																													| (665) all_0_53_53 = e3
% 69.77/34.63  																																													|
% 69.77/34.63  																																														| Equations (665) can reduce 10 to:
% 69.77/34.63  																																														| (275)  ~ (all_0_58_58 = e3)
% 69.77/34.63  																																														|
% 69.77/34.63  																																														| Simplifying 275 yields:
% 69.77/34.63  																																														| (276)  ~ (all_0_58_58 = e3)
% 69.77/34.63  																																														|
% 69.77/34.63  																																														| Equations (665) can reduce 1453 to:
% 69.77/34.63  																																														| (277)  ~ (e4 = e3)
% 69.77/34.63  																																														|
% 69.77/34.63  																																														| Simplifying 277 yields:
% 69.77/34.63  																																														| (188)  ~ (e4 = e3)
% 69.77/34.63  																																														|
% 69.77/34.63  																																														| Equations (665) can reduce 509 to:
% 69.77/34.63  																																														| (212)  ~ (e3 = e2)
% 69.77/34.63  																																														|
% 69.77/34.63  																																														| From (665) and (84) follows:
% 69.77/34.63  																																														| (3786) op(e1, e0) = e3
% 69.77/34.63  																																														|
% 69.77/34.63  																																														+-Applying beta-rule and splitting (75), into two cases.
% 69.77/34.63  																																														|-Branch one:
% 69.77/34.63  																																														| (485) all_0_40_40 = e0
% 69.77/34.63  																																														|
% 69.77/34.63  																																															| Combining equations (485,1378) yields a new equation:
% 69.77/34.63  																																															| (397) e4 = e0
% 69.77/34.63  																																															|
% 69.77/34.63  																																															| Equations (397) can reduce 49 to:
% 69.77/34.63  																																															| (266) $false
% 69.77/34.63  																																															|
% 69.77/34.63  																																															|-The branch is then unsatisfiable
% 69.77/34.63  																																														|-Branch two:
% 69.77/34.63  																																														| (1401)  ~ (all_0_40_40 = e0)
% 69.77/34.63  																																														| (1748) all_0_44_44 = e0 | all_0_49_49 = e0 | all_0_58_58 = e0
% 69.77/34.63  																																														|
% 69.77/34.63  																																															+-Applying beta-rule and splitting (165), into two cases.
% 69.77/34.63  																																															|-Branch one:
% 69.77/34.63  																																															| (794) all_0_41_41 = e0
% 69.77/34.63  																																															|
% 69.77/34.63  																																																| Equations (794) can reduce 357 to:
% 69.77/34.63  																																																| (266) $false
% 69.77/34.63  																																																|
% 69.77/34.63  																																																|-The branch is then unsatisfiable
% 69.77/34.63  																																															|-Branch two:
% 69.77/34.63  																																															| (357)  ~ (all_0_41_41 = e0)
% 69.77/34.63  																																															| (6761) all_0_42_42 = e0 | all_0_43_43 = e0 | all_0_44_44 = e0
% 69.77/34.63  																																															|
% 69.77/34.63  																																																+-Applying beta-rule and splitting (144), into two cases.
% 69.77/34.63  																																																|-Branch one:
% 69.77/34.63  																																																| (403) all_0_41_41 = e3
% 69.77/34.63  																																																|
% 69.77/34.63  																																																	| Equations (403) can reduce 214 to:
% 69.77/34.63  																																																	| (404)  ~ (all_0_42_42 = e3)
% 69.77/34.63  																																																	|
% 69.77/34.63  																																																	| Simplifying 404 yields:
% 69.77/34.63  																																																	| (405)  ~ (all_0_42_42 = e3)
% 69.77/34.63  																																																	|
% 69.77/34.63  																																																	| Equations (403) can reduce 440 to:
% 69.77/34.63  																																																	| (277)  ~ (e4 = e3)
% 69.77/34.63  																																																	|
% 69.77/34.63  																																																	| Simplifying 277 yields:
% 69.77/34.63  																																																	| (188)  ~ (e4 = e3)
% 69.77/34.63  																																																	|
% 69.77/34.63  																																																	| Equations (403) can reduce 457 to:
% 69.77/34.63  																																																	| (213)  ~ (e3 = e1)
% 69.77/34.63  																																																	|
% 69.77/34.63  																																																	+-Applying beta-rule and splitting (22), into two cases.
% 69.77/34.63  																																																	|-Branch one:
% 69.77/34.63  																																																	| (268) all_0_54_54 = e3
% 69.77/34.63  																																																	|
% 69.77/34.63  																																																		| Combining equations (268,265) yields a new equation:
% 69.77/34.63  																																																		| (425) e4 = e3
% 69.77/34.63  																																																		|
% 69.77/34.63  																																																		| Equations (425) can reduce 188 to:
% 69.77/34.63  																																																		| (266) $false
% 69.77/34.63  																																																		|
% 69.77/34.63  																																																		|-The branch is then unsatisfiable
% 69.77/34.63  																																																	|-Branch two:
% 69.77/34.63  																																																	| (60427)  ~ (all_0_54_54 = e3)
% 69.77/34.63  																																																	| (62553) all_0_55_55 = e3 | all_0_56_56 = e3 | all_0_58_58 = e3
% 69.77/34.63  																																																	|
% 69.77/34.63  																																																		| Equations (265) can reduce 60427 to:
% 69.77/34.63  																																																		| (188)  ~ (e4 = e3)
% 69.77/34.63  																																																		|
% 69.77/34.63  																																																		+-Applying beta-rule and splitting (152), into two cases.
% 69.77/34.63  																																																		|-Branch one:
% 69.77/34.63  																																																		| (1392) all_0_42_42 = e4
% 69.77/34.63  																																																		|
% 69.77/34.63  																																																			| Equations (1392) can reduce 1890 to:
% 69.77/34.63  																																																			| (266) $false
% 69.77/34.63  																																																			|
% 69.77/34.63  																																																			|-The branch is then unsatisfiable
% 69.77/34.63  																																																		|-Branch two:
% 69.77/34.63  																																																		| (1890)  ~ (all_0_42_42 = e4)
% 69.77/34.63  																																																		| (1969) all_0_42_42 = e3 | all_0_42_42 = e1 | all_0_42_42 = e0
% 69.77/34.64  																																																		|
% 69.77/34.64  																																																			+-Applying beta-rule and splitting (180), into two cases.
% 69.77/34.64  																																																			|-Branch one:
% 69.77/34.64  																																																			| (516) all_0_42_42 = e3
% 69.77/34.64  																																																			|
% 69.77/34.64  																																																				| Equations (516) can reduce 405 to:
% 69.77/34.64  																																																				| (266) $false
% 69.77/34.64  																																																				|
% 69.77/34.64  																																																				|-The branch is then unsatisfiable
% 69.77/34.64  																																																			|-Branch two:
% 69.77/34.64  																																																			| (405)  ~ (all_0_42_42 = e3)
% 69.77/34.64  																																																			| (521) all_0_47_47 = e3 | all_0_51_51 = e3 | all_0_56_56 = e3
% 69.77/34.64  																																																			|
% 69.77/34.64  																																																				+-Applying beta-rule and splitting (521), into two cases.
% 69.77/34.64  																																																				|-Branch one:
% 69.77/34.64  																																																				| (522) all_0_47_47 = e3
% 69.77/34.64  																																																				|
% 69.77/34.64  																																																					| Combining equations (654,522) yields a new equation:
% 69.77/34.64  																																																					| (455) e3 = e1
% 69.77/34.64  																																																					|
% 69.77/34.64  																																																					| Equations (455) can reduce 213 to:
% 69.77/34.64  																																																					| (266) $false
% 69.77/34.64  																																																					|
% 69.77/34.64  																																																					|-The branch is then unsatisfiable
% 69.77/34.64  																																																				|-Branch two:
% 69.77/34.64  																																																				| (1091)  ~ (all_0_47_47 = e3)
% 69.77/34.64  																																																				| (1092) all_0_51_51 = e3 | all_0_56_56 = e3
% 69.77/34.64  																																																				|
% 69.77/34.64  																																																					+-Applying beta-rule and splitting (6761), into two cases.
% 69.77/34.64  																																																					|-Branch one:
% 69.77/34.64  																																																					| (559) all_0_42_42 = e0
% 69.77/34.64  																																																					|
% 69.77/34.64  																																																						| Equations (559) can reduce 236 to:
% 69.77/34.64  																																																						| (1181)  ~ (all_0_56_56 = e0)
% 69.77/34.64  																																																						|
% 69.77/34.64  																																																						| Simplifying 1181 yields:
% 69.77/34.64  																																																						| (828)  ~ (all_0_56_56 = e0)
% 69.77/34.64  																																																						|
% 69.77/34.64  																																																						| Equations (559) can reduce 51 to:
% 69.77/34.64  																																																						| (365)  ~ (e2 = e0)
% 69.77/34.64  																																																						|
% 69.77/34.64  																																																						| Simplifying 365 yields:
% 69.77/34.64  																																																						| (128)  ~ (e2 = e0)
% 69.77/34.64  																																																						|
% 69.77/34.64  																																																						| Equations (559) can reduce 1380 to:
% 69.77/34.64  																																																						| (435)  ~ (e1 = e0)
% 69.77/34.64  																																																						|
% 69.77/34.64  																																																						| Simplifying 435 yields:
% 69.77/34.64  																																																						| (233)  ~ (e1 = e0)
% 69.77/34.64  																																																						|
% 69.77/34.64  																																																						+-Applying beta-rule and splitting (125), into two cases.
% 69.77/34.64  																																																						|-Branch one:
% 69.77/34.64  																																																						| (858) all_0_55_55 = e0
% 69.77/34.64  																																																						|
% 69.77/34.64  																																																							| Combining equations (386,858) yields a new equation:
% 69.77/34.64  																																																							| (391) e2 = e0
% 69.77/34.64  																																																							|
% 69.77/34.64  																																																							| Simplifying 391 yields:
% 69.77/34.64  																																																							| (330) e2 = e0
% 69.77/34.64  																																																							|
% 69.77/34.64  																																																							| Equations (330) can reduce 128 to:
% 69.77/34.64  																																																							| (266) $false
% 69.77/34.64  																																																							|
% 69.77/34.64  																																																							|-The branch is then unsatisfiable
% 69.77/34.64  																																																						|-Branch two:
% 69.77/34.64  																																																						| (803)  ~ (all_0_55_55 = e0)
% 69.77/34.64  																																																						| (863) all_0_56_56 = e0 | all_0_57_57 = e0 | all_0_58_58 = e0
% 69.77/34.64  																																																						|
% 69.77/34.64  																																																							+-Applying beta-rule and splitting (863), into two cases.
% 69.77/34.64  																																																							|-Branch one:
% 69.77/34.64  																																																							| (679) all_0_56_56 = e0
% 69.77/34.64  																																																							|
% 69.77/34.64  																																																								| Equations (679) can reduce 828 to:
% 69.77/34.64  																																																								| (266) $false
% 69.77/34.64  																																																								|
% 69.77/34.64  																																																								|-The branch is then unsatisfiable
% 69.77/34.64  																																																							|-Branch two:
% 69.77/34.64  																																																							| (828)  ~ (all_0_56_56 = e0)
% 69.77/34.64  																																																							| (924) all_0_57_57 = e0 | all_0_58_58 = e0
% 69.77/34.64  																																																							|
% 69.77/34.64  																																																								+-Applying beta-rule and splitting (1748), into two cases.
% 69.77/34.64  																																																								|-Branch one:
% 69.77/34.64  																																																								| (1414) all_0_44_44 = e0
% 69.77/34.64  																																																								|
% 69.77/34.64  																																																									| Combining equations (635,1414) yields a new equation:
% 69.77/34.64  																																																									| (546) e1 = e0
% 69.77/34.64  																																																									|
% 69.77/34.64  																																																									| Simplifying 546 yields:
% 69.77/34.64  																																																									| (431) e1 = e0
% 69.77/34.64  																																																									|
% 69.77/34.64  																																																									| Equations (431) can reduce 233 to:
% 69.77/34.64  																																																									| (266) $false
% 69.77/34.64  																																																									|
% 69.77/34.64  																																																									|-The branch is then unsatisfiable
% 69.77/34.64  																																																								|-Branch two:
% 69.77/34.64  																																																								| (360)  ~ (all_0_44_44 = e0)
% 69.77/34.64  																																																								| (1760) all_0_49_49 = e0 | all_0_58_58 = e0
% 69.77/34.64  																																																								|
% 69.77/34.64  																																																									| Equations (635) can reduce 360 to:
% 69.77/34.64  																																																									| (233)  ~ (e1 = e0)
% 69.77/34.64  																																																									|
% 69.77/34.64  																																																									+-Applying beta-rule and splitting (1092), into two cases.
% 69.77/34.64  																																																									|-Branch one:
% 69.77/34.64  																																																									| (660) all_0_51_51 = e3
% 69.77/34.64  																																																									|
% 69.77/34.64  																																																										| Combining equations (660,1101) yields a new equation:
% 69.77/34.64  																																																										| (425) e4 = e3
% 69.77/34.64  																																																										|
% 69.77/34.64  																																																										| Equations (425) can reduce 188 to:
% 69.77/34.64  																																																										| (266) $false
% 69.77/34.64  																																																										|
% 69.77/34.64  																																																										|-The branch is then unsatisfiable
% 69.77/34.64  																																																									|-Branch two:
% 69.77/34.64  																																																									| (664)  ~ (all_0_51_51 = e3)
% 69.77/34.64  																																																									| (1097) all_0_56_56 = e3
% 69.77/34.64  																																																									|
% 69.77/34.64  																																																										| From (1097) and (111) follows:
% 69.77/34.64  																																																										| (65099) op(e0, e2) = e3
% 69.77/34.64  																																																										|
% 69.77/34.64  																																																										+-Applying beta-rule and splitting (924), into two cases.
% 69.77/34.64  																																																										|-Branch one:
% 69.77/34.64  																																																										| (875) all_0_57_57 = e0
% 69.77/34.64  																																																										|
% 69.77/34.64  																																																											| Combining equations (875,647) yields a new equation:
% 69.77/34.64  																																																											| (431) e1 = e0
% 69.77/34.64  																																																											|
% 69.77/34.64  																																																											| Equations (431) can reduce 233 to:
% 69.77/34.64  																																																											| (266) $false
% 69.77/34.64  																																																											|
% 69.77/34.64  																																																											|-The branch is then unsatisfiable
% 69.77/34.64  																																																										|-Branch two:
% 69.77/34.64  																																																										| (364)  ~ (all_0_57_57 = e0)
% 69.77/34.64  																																																										| (914) all_0_58_58 = e0
% 69.77/34.64  																																																										|
% 69.77/34.64  																																																											| Equations (914) can reduce 880 to:
% 69.77/34.64  																																																											| (435)  ~ (e1 = e0)
% 69.77/34.64  																																																											|
% 69.77/34.64  																																																											| Simplifying 435 yields:
% 69.77/34.64  																																																											| (233)  ~ (e1 = e0)
% 69.77/34.64  																																																											|
% 69.77/34.64  																																																											+-Applying beta-rule and splitting (56), into two cases.
% 69.77/34.64  																																																											|-Branch one:
% 69.77/34.64  																																																											| (696) unit = e2
% 69.77/34.64  																																																											|
% 69.77/34.64  																																																												| From (696) and (209) follows:
% 69.77/34.64  																																																												| (7585) op(e2, e0) = e0
% 69.77/34.64  																																																												|
% 69.77/34.64  																																																												| From (696) and (227) follows:
% 69.77/34.64  																																																												| (4284) op(e4, e2) = e4
% 69.77/34.64  																																																												|
% 69.77/34.64  																																																												| From (696) and (28) follows:
% 69.77/34.64  																																																												| (699) op(e1, e2) = e1
% 69.77/34.64  																																																												|
% 69.77/34.64  																																																												| Instantiating formula (29) with e4, e2, e4, e2 and discharging atoms op(e4, e2) = e4, op(e4, e2) = e2, yields:
% 69.77/34.64  																																																												| (323) e4 = e2
% 69.77/34.64  																																																												|
% 69.77/34.64  																																																												| Instantiating formula (29) with e2, e0, e0, e2 and discharging atoms op(e2, e0) = e2, op(e2, e0) = e0, yields:
% 69.77/34.64  																																																												| (330) e2 = e0
% 69.77/34.64  																																																												|
% 69.77/34.64  																																																												| Instantiating formula (29) with e1, e2, e1, e4 and discharging atoms op(e1, e2) = e4, op(e1, e2) = e1, yields:
% 69.77/34.64  																																																												| (630) e4 = e1
% 69.77/34.64  																																																												|
% 69.77/34.64  																																																												| Combining equations (323,630) yields a new equation:
% 69.77/34.64  																																																												| (616) e2 = e1
% 69.77/34.64  																																																												|
% 69.77/34.64  																																																												| Simplifying 616 yields:
% 69.77/34.64  																																																												| (617) e2 = e1
% 69.77/34.64  																																																												|
% 69.77/34.64  																																																												| Combining equations (330,617) yields a new equation:
% 69.77/34.64  																																																												| (431) e1 = e0
% 69.77/34.64  																																																												|
% 69.77/34.64  																																																												| Equations (431) can reduce 233 to:
% 69.77/34.64  																																																												| (266) $false
% 69.77/34.64  																																																												|
% 69.77/34.64  																																																												|-The branch is then unsatisfiable
% 69.77/34.64  																																																											|-Branch two:
% 69.77/34.64  																																																											| (707)  ~ (unit = e2)
% 69.77/34.64  																																																											| (708) unit = e4 | unit = e3 | unit = e1 | unit = e0
% 69.77/34.64  																																																											|
% 69.77/34.64  																																																												+-Applying beta-rule and splitting (708), into two cases.
% 69.77/34.64  																																																												|-Branch one:
% 69.77/34.64  																																																												| (709) unit = e4
% 69.77/34.64  																																																												|
% 69.77/34.64  																																																													| From (709) and (24) follows:
% 69.77/34.64  																																																													| (33325) op(e4, e3) = e3
% 69.77/34.64  																																																													|
% 69.77/34.64  																																																													| From (709) and (211) follows:
% 69.77/34.64  																																																													| (22527) op(e4, e1) = e1
% 69.77/34.64  																																																													|
% 69.77/34.64  																																																													| Instantiating formula (29) with e4, e3, e3, e0 and discharging atoms op(e4, e3) = e3, op(e4, e3) = e0, yields:
% 69.77/34.64  																																																													| (676) e3 = e0
% 69.77/34.64  																																																													|
% 69.77/34.64  																																																													| Instantiating formula (29) with e4, e1, e1, e3 and discharging atoms op(e4, e1) = e3, op(e4, e1) = e1, yields:
% 69.77/34.64  																																																													| (455) e3 = e1
% 69.77/34.64  																																																													|
% 69.77/34.64  																																																													| Combining equations (455,676) yields a new equation:
% 69.77/34.64  																																																													| (546) e1 = e0
% 69.77/34.64  																																																													|
% 69.77/34.64  																																																													| Simplifying 546 yields:
% 69.77/34.64  																																																													| (431) e1 = e0
% 69.77/34.64  																																																													|
% 69.77/34.64  																																																													| Equations (431) can reduce 233 to:
% 69.77/34.64  																																																													| (266) $false
% 69.77/34.64  																																																													|
% 69.77/34.64  																																																													|-The branch is then unsatisfiable
% 69.77/34.64  																																																												|-Branch two:
% 69.77/34.64  																																																												| (724)  ~ (unit = e4)
% 69.77/34.64  																																																												| (725) unit = e3 | unit = e1 | unit = e0
% 69.77/34.64  																																																												|
% 69.77/34.64  																																																													+-Applying beta-rule and splitting (725), into two cases.
% 69.77/34.64  																																																													|-Branch one:
% 69.77/34.64  																																																													| (726) unit = e0
% 69.77/34.64  																																																													|
% 69.77/34.64  																																																														| From (726) and (15) follows:
% 69.77/34.64  																																																														| (1508) op(e0, e2) = e2
% 69.77/34.64  																																																														|
% 69.77/34.64  																																																														| From (726) and (28) follows:
% 69.77/34.64  																																																														| (2698) op(e1, e0) = e1
% 69.77/34.64  																																																														|
% 69.77/34.64  																																																														| Instantiating formula (29) with e1, e0, e1, e3 and discharging atoms op(e1, e0) = e3, op(e1, e0) = e1, yields:
% 69.77/34.64  																																																														| (455) e3 = e1
% 69.77/34.64  																																																														|
% 69.77/34.64  																																																														| Instantiating formula (29) with e0, e2, e2, e3 and discharging atoms op(e0, e2) = e3, op(e0, e2) = e2, yields:
% 69.77/34.64  																																																														| (662) e3 = e2
% 69.77/34.64  																																																														|
% 69.77/34.64  																																																														| Combining equations (662,455) yields a new equation:
% 69.77/34.64  																																																														| (616) e2 = e1
% 69.77/34.64  																																																														|
% 69.77/34.64  																																																														| Simplifying 616 yields:
% 69.77/34.64  																																																														| (617) e2 = e1
% 69.77/34.64  																																																														|
% 69.77/34.64  																																																														| Equations (617) can reduce 122 to:
% 69.77/34.64  																																																														| (266) $false
% 69.77/34.64  																																																														|
% 69.77/34.64  																																																														|-The branch is then unsatisfiable
% 69.77/34.64  																																																													|-Branch two:
% 69.77/34.64  																																																													| (734)  ~ (unit = e0)
% 69.77/34.64  																																																													| (735) unit = e3 | unit = e1
% 69.77/34.64  																																																													|
% 69.77/34.64  																																																														+-Applying beta-rule and splitting (735), into two cases.
% 69.77/34.64  																																																														|-Branch one:
% 69.77/34.64  																																																														| (736) unit = e1
% 69.77/34.64  																																																														|
% 69.77/34.64  																																																															| Equations (736) can reduce 734 to:
% 69.77/34.64  																																																															| (233)  ~ (e1 = e0)
% 69.77/34.64  																																																															|
% 69.77/34.64  																																																															| From (736) and (244) follows:
% 69.77/34.64  																																																															| (738) op(e1, e4) = e4
% 69.77/34.64  																																																															|
% 69.77/34.64  																																																															| From (736) and (15) follows:
% 69.77/34.64  																																																															| (515) op(e1, e2) = e2
% 69.77/34.64  																																																															|
% 69.77/34.64  																																																															| From (736) and (28) follows:
% 69.77/34.64  																																																															| (740) op(e1, e1) = e1
% 69.77/34.64  																																																															|
% 69.77/34.64  																																																															| Instantiating formula (29) with e1, e4, e4, e0 and discharging atoms op(e1, e4) = e4, op(e1, e4) = e0, yields:
% 69.77/34.64  																																																															| (397) e4 = e0
% 69.77/34.64  																																																															|
% 69.77/34.64  																																																															| Instantiating formula (29) with e1, e2, e2, e4 and discharging atoms op(e1, e2) = e4, op(e1, e2) = e2, yields:
% 69.77/34.64  																																																															| (323) e4 = e2
% 69.77/34.64  																																																															|
% 69.77/34.64  																																																															| Instantiating formula (29) with e1, e1, e1, e2 and discharging atoms op(e1, e1) = e2, op(e1, e1) = e1, yields:
% 69.77/34.64  																																																															| (617) e2 = e1
% 69.77/34.64  																																																															|
% 69.77/34.64  																																																															| Combining equations (323,397) yields a new equation:
% 69.77/34.64  																																																															| (391) e2 = e0
% 69.77/34.64  																																																															|
% 69.77/34.64  																																																															| Simplifying 391 yields:
% 69.77/34.64  																																																															| (330) e2 = e0
% 69.77/34.64  																																																															|
% 69.77/34.64  																																																															| Combining equations (330,617) yields a new equation:
% 69.77/34.64  																																																															| (431) e1 = e0
% 69.77/34.64  																																																															|
% 69.77/34.64  																																																															| Equations (431) can reduce 233 to:
% 69.77/34.64  																																																															| (266) $false
% 69.77/34.64  																																																															|
% 69.77/34.64  																																																															|-The branch is then unsatisfiable
% 69.77/34.64  																																																														|-Branch two:
% 69.77/34.64  																																																														| (748)  ~ (unit = e1)
% 69.77/34.64  																																																														| (749) unit = e3
% 69.77/34.64  																																																														|
% 69.77/34.64  																																																															| From (749) and (211) follows:
% 69.77/34.64  																																																															| (13877) op(e3, e1) = e1
% 69.77/34.64  																																																															|
% 69.77/34.64  																																																															| From (749) and (227) follows:
% 69.77/34.64  																																																															| (22570) op(e4, e3) = e4
% 69.77/34.64  																																																															|
% 69.77/34.64  																																																															| From (749) and (32) follows:
% 69.77/34.64  																																																															| (5793) op(e2, e3) = e2
% 69.77/34.64  																																																															|
% 69.77/34.64  																																																															| Instantiating formula (29) with e4, e3, e4, e0 and discharging atoms op(e4, e3) = e4, op(e4, e3) = e0, yields:
% 69.77/34.64  																																																															| (397) e4 = e0
% 69.77/34.64  																																																															|
% 69.77/34.64  																																																															| Instantiating formula (29) with e3, e1, e1, e4 and discharging atoms op(e3, e1) = e4, op(e3, e1) = e1, yields:
% 69.77/34.64  																																																															| (630) e4 = e1
% 69.77/34.64  																																																															|
% 69.77/34.64  																																																															| Instantiating formula (29) with e2, e3, e2, e4 and discharging atoms op(e2, e3) = e4, op(e2, e3) = e2, yields:
% 69.77/34.64  																																																															| (323) e4 = e2
% 69.77/34.64  																																																															|
% 69.77/34.64  																																																															| Combining equations (397,323) yields a new equation:
% 69.77/34.64  																																																															| (330) e2 = e0
% 69.77/34.64  																																																															|
% 69.77/34.64  																																																															| Combining equations (630,323) yields a new equation:
% 69.77/34.64  																																																															| (617) e2 = e1
% 69.77/34.64  																																																															|
% 69.77/34.64  																																																															| Combining equations (617,330) yields a new equation:
% 69.77/34.64  																																																															| (546) e1 = e0
% 69.77/34.64  																																																															|
% 69.77/34.64  																																																															| Simplifying 546 yields:
% 69.77/34.64  																																																															| (431) e1 = e0
% 69.77/34.64  																																																															|
% 69.77/34.64  																																																															| Equations (431) can reduce 233 to:
% 69.77/34.64  																																																															| (266) $false
% 69.77/34.64  																																																															|
% 69.77/34.64  																																																															|-The branch is then unsatisfiable
% 69.77/34.64  																																																					|-Branch two:
% 69.77/34.64  																																																					| (358)  ~ (all_0_42_42 = e0)
% 69.77/34.64  																																																					| (6766) all_0_43_43 = e0 | all_0_44_44 = e0
% 69.77/34.64  																																																					|
% 69.77/34.64  																																																						+-Applying beta-rule and splitting (1969), into two cases.
% 69.77/34.64  																																																						|-Branch one:
% 69.77/34.64  																																																						| (559) all_0_42_42 = e0
% 69.77/34.64  																																																						|
% 69.77/34.64  																																																							| Equations (559) can reduce 358 to:
% 69.77/34.64  																																																							| (266) $false
% 69.77/34.64  																																																							|
% 69.77/34.64  																																																							|-The branch is then unsatisfiable
% 69.77/34.64  																																																						|-Branch two:
% 69.77/34.64  																																																						| (358)  ~ (all_0_42_42 = e0)
% 69.77/34.64  																																																						| (2510) all_0_42_42 = e3 | all_0_42_42 = e1
% 69.77/34.64  																																																						|
% 69.77/34.64  																																																							+-Applying beta-rule and splitting (2510), into two cases.
% 69.77/34.64  																																																							|-Branch one:
% 69.77/34.64  																																																							| (459) all_0_42_42 = e1
% 69.77/34.64  																																																							|
% 69.77/34.65  																																																								| Equations (459) can reduce 1380 to:
% 69.77/34.65  																																																								| (266) $false
% 69.77/34.65  																																																								|
% 69.77/34.65  																																																								|-The branch is then unsatisfiable
% 69.77/34.65  																																																							|-Branch two:
% 69.77/34.65  																																																							| (1380)  ~ (all_0_42_42 = e1)
% 69.77/34.65  																																																							| (516) all_0_42_42 = e3
% 69.77/34.65  																																																							|
% 69.77/34.65  																																																								| Equations (516) can reduce 405 to:
% 69.77/34.65  																																																								| (266) $false
% 69.77/34.65  																																																								|
% 69.77/34.65  																																																								|-The branch is then unsatisfiable
% 69.77/34.65  																																																|-Branch two:
% 69.77/34.65  																																																| (1898)  ~ (all_0_41_41 = e3)
% 69.77/34.65  																																																| (1923) all_0_46_46 = e3 | all_0_50_50 = e3 | all_0_55_55 = e3
% 69.77/34.65  																																																|
% 69.77/34.65  																																																	+-Applying beta-rule and splitting (22), into two cases.
% 69.77/34.65  																																																	|-Branch one:
% 69.77/34.65  																																																	| (268) all_0_54_54 = e3
% 69.77/34.65  																																																	|
% 69.77/34.65  																																																		| Combining equations (265,268) yields a new equation:
% 69.77/34.65  																																																		| (424) e4 = e3
% 69.77/34.65  																																																		|
% 69.77/34.65  																																																		| Simplifying 424 yields:
% 69.77/34.65  																																																		| (425) e4 = e3
% 69.77/34.65  																																																		|
% 69.77/34.65  																																																		| Equations (425) can reduce 188 to:
% 69.77/34.65  																																																		| (266) $false
% 69.77/34.65  																																																		|
% 69.77/34.65  																																																		|-The branch is then unsatisfiable
% 69.77/34.65  																																																	|-Branch two:
% 69.77/34.65  																																																	| (60427)  ~ (all_0_54_54 = e3)
% 69.77/34.65  																																																	| (62553) all_0_55_55 = e3 | all_0_56_56 = e3 | all_0_58_58 = e3
% 69.77/34.65  																																																	|
% 69.77/34.65  																																																		+-Applying beta-rule and splitting (108), into two cases.
% 69.77/34.65  																																																		|-Branch one:
% 69.77/34.65  																																																		| (624) all_0_58_58 = e2
% 69.77/34.65  																																																		|
% 69.77/34.65  																																																			| Equations (624) can reduce 908 to:
% 69.77/34.65  																																																			| (266) $false
% 69.77/34.65  																																																			|
% 69.77/34.65  																																																			|-The branch is then unsatisfiable
% 69.77/34.65  																																																		|-Branch two:
% 69.77/34.65  																																																		| (908)  ~ (all_0_58_58 = e2)
% 69.77/34.65  																																																		| (909) all_0_58_58 = e4 | all_0_58_58 = e3 | all_0_58_58 = e1 | all_0_58_58 = e0
% 69.77/34.65  																																																		|
% 69.77/34.65  																																																			+-Applying beta-rule and splitting (1748), into two cases.
% 69.77/34.65  																																																			|-Branch one:
% 69.77/34.65  																																																			| (1414) all_0_44_44 = e0
% 69.77/34.65  																																																			|
% 69.77/34.65  																																																				| Combining equations (1414,635) yields a new equation:
% 69.77/34.65  																																																				| (431) e1 = e0
% 69.77/34.65  																																																				|
% 69.77/34.65  																																																				| Equations (431) can reduce 233 to:
% 69.77/34.65  																																																				| (266) $false
% 69.77/34.65  																																																				|
% 69.77/34.65  																																																				|-The branch is then unsatisfiable
% 69.77/34.65  																																																			|-Branch two:
% 69.77/34.65  																																																			| (360)  ~ (all_0_44_44 = e0)
% 69.77/34.65  																																																			| (1760) all_0_49_49 = e0 | all_0_58_58 = e0
% 69.77/34.65  																																																			|
% 69.77/34.65  																																																				+-Applying beta-rule and splitting (909), into two cases.
% 69.77/34.65  																																																				|-Branch one:
% 69.77/34.65  																																																				| (910) all_0_58_58 = e4
% 69.77/34.65  																																																				|
% 69.77/34.65  																																																					| Equations (910) can reduce 451 to:
% 69.77/34.65  																																																					| (266) $false
% 69.77/34.65  																																																					|
% 69.77/34.65  																																																					|-The branch is then unsatisfiable
% 69.77/34.65  																																																				|-Branch two:
% 69.77/34.65  																																																				| (451)  ~ (all_0_58_58 = e4)
% 69.77/34.65  																																																				| (913) all_0_58_58 = e3 | all_0_58_58 = e1 | all_0_58_58 = e0
% 69.77/34.65  																																																				|
% 69.77/34.65  																																																					+-Applying beta-rule and splitting (62553), into two cases.
% 69.77/34.65  																																																					|-Branch one:
% 69.77/34.65  																																																					| (2336) all_0_55_55 = e3
% 69.77/34.65  																																																					|
% 69.77/34.65  																																																						| Combining equations (386,2336) yields a new equation:
% 69.77/34.65  																																																						| (662) e3 = e2
% 69.77/34.65  																																																						|
% 69.77/34.65  																																																						| Equations (662) can reduce 212 to:
% 69.77/34.65  																																																						| (266) $false
% 69.77/34.65  																																																						|
% 69.77/34.65  																																																						|-The branch is then unsatisfiable
% 69.77/34.65  																																																					|-Branch two:
% 69.77/34.65  																																																					| (270)  ~ (all_0_55_55 = e3)
% 69.87/34.65  																																																					| (62557) all_0_56_56 = e3 | all_0_58_58 = e3
% 69.87/34.65  																																																					|
% 69.87/34.65  																																																						+-Applying beta-rule and splitting (113), into two cases.
% 69.87/34.65  																																																						|-Branch one:
% 69.87/34.65  																																																						| (403) all_0_41_41 = e3
% 69.87/34.65  																																																						|
% 69.87/34.65  																																																							| Equations (403) can reduce 1898 to:
% 69.87/34.65  																																																							| (266) $false
% 69.87/34.65  																																																							|
% 69.87/34.65  																																																							|-The branch is then unsatisfiable
% 69.87/34.65  																																																						|-Branch two:
% 69.87/34.65  																																																						| (1898)  ~ (all_0_41_41 = e3)
% 69.87/34.65  																																																						| (1899) all_0_42_42 = e3 | all_0_44_44 = e3
% 69.87/34.65  																																																						|
% 69.87/34.65  																																																							+-Applying beta-rule and splitting (1760), into two cases.
% 69.87/34.65  																																																							|-Branch one:
% 69.87/34.65  																																																							| (978) all_0_49_49 = e0
% 69.87/34.65  																																																							|
% 69.87/34.65  																																																								| Combining equations (583,978) yields a new equation:
% 69.87/34.65  																																																								| (391) e2 = e0
% 69.87/34.65  																																																								|
% 69.87/34.65  																																																								| Simplifying 391 yields:
% 69.87/34.65  																																																								| (330) e2 = e0
% 69.87/34.65  																																																								|
% 69.87/34.65  																																																								| Equations (330) can reduce 128 to:
% 69.87/34.65  																																																								| (266) $false
% 69.87/34.65  																																																								|
% 69.87/34.65  																																																								|-The branch is then unsatisfiable
% 69.87/34.65  																																																							|-Branch two:
% 69.87/34.65  																																																							| (487)  ~ (all_0_49_49 = e0)
% 69.87/34.65  																																																							| (914) all_0_58_58 = e0
% 69.87/34.65  																																																							|
% 69.87/34.65  																																																								| Equations (914) can reduce 451 to:
% 69.87/34.65  																																																								| (401)  ~ (e4 = e0)
% 69.87/34.65  																																																								|
% 69.87/34.65  																																																								| Simplifying 401 yields:
% 69.87/34.65  																																																								| (49)  ~ (e4 = e0)
% 69.87/34.65  																																																								|
% 69.87/34.65  																																																								| Equations (914) can reduce 276 to:
% 69.87/34.65  																																																								| (541)  ~ (e3 = e0)
% 69.87/34.65  																																																								|
% 69.87/34.65  																																																								| Simplifying 541 yields:
% 69.87/34.65  																																																								| (80)  ~ (e3 = e0)
% 69.87/34.65  																																																								|
% 69.87/34.65  																																																								| Equations (914) can reduce 880 to:
% 69.87/34.65  																																																								| (435)  ~ (e1 = e0)
% 69.87/34.65  																																																								|
% 69.87/34.65  																																																								| Simplifying 435 yields:
% 69.87/34.65  																																																								| (233)  ~ (e1 = e0)
% 69.87/34.65  																																																								|
% 69.87/34.65  																																																								+-Applying beta-rule and splitting (6761), into two cases.
% 69.87/34.65  																																																								|-Branch one:
% 69.87/34.65  																																																								| (559) all_0_42_42 = e0
% 69.87/34.65  																																																								|
% 69.87/34.65  																																																									| Equations (559) can reduce 236 to:
% 69.87/34.65  																																																									| (1181)  ~ (all_0_56_56 = e0)
% 69.87/34.65  																																																									|
% 69.87/34.65  																																																									| Simplifying 1181 yields:
% 69.87/34.65  																																																									| (828)  ~ (all_0_56_56 = e0)
% 69.87/34.65  																																																									|
% 69.87/34.65  																																																									+-Applying beta-rule and splitting (62557), into two cases.
% 69.87/34.65  																																																									|-Branch one:
% 69.87/34.65  																																																									| (1097) all_0_56_56 = e3
% 69.87/34.65  																																																									|
% 69.87/34.65  																																																										| Equations (1097) can reduce 466 to:
% 69.87/34.65  																																																										| (213)  ~ (e3 = e1)
% 69.87/34.65  																																																										|
% 69.87/34.65  																																																										| Equations (1097) can reduce 828 to:
% 69.87/34.65  																																																										| (80)  ~ (e3 = e0)
% 69.87/34.65  																																																										|
% 69.87/34.65  																																																										+-Applying beta-rule and splitting (1899), into two cases.
% 69.87/34.65  																																																										|-Branch one:
% 69.87/34.65  																																																										| (516) all_0_42_42 = e3
% 69.87/34.65  																																																										|
% 69.87/34.65  																																																											| Combining equations (559,516) yields a new equation:
% 69.87/34.65  																																																											| (676) e3 = e0
% 69.87/34.65  																																																											|
% 69.87/34.65  																																																											| Equations (676) can reduce 80 to:
% 69.87/34.65  																																																											| (266) $false
% 69.87/34.65  																																																											|
% 69.87/34.65  																																																											|-The branch is then unsatisfiable
% 69.87/34.65  																																																										|-Branch two:
% 69.87/34.65  																																																										| (405)  ~ (all_0_42_42 = e3)
% 69.87/34.66  																																																										| (532) all_0_44_44 = e3
% 69.87/34.66  																																																										|
% 69.87/34.66  																																																											| Combining equations (635,532) yields a new equation:
% 69.87/34.66  																																																											| (455) e3 = e1
% 69.87/34.66  																																																											|
% 69.87/34.66  																																																											| Equations (455) can reduce 213 to:
% 69.87/34.66  																																																											| (266) $false
% 69.87/34.66  																																																											|
% 69.87/34.66  																																																											|-The branch is then unsatisfiable
% 69.87/34.66  																																																									|-Branch two:
% 69.87/34.66  																																																									| (272)  ~ (all_0_56_56 = e3)
% 69.87/34.66  																																																									| (795) all_0_58_58 = e3
% 69.87/34.66  																																																									|
% 69.87/34.66  																																																										| Combining equations (795,914) yields a new equation:
% 69.87/34.66  																																																										| (675) e3 = e0
% 69.87/34.66  																																																										|
% 69.87/34.66  																																																										| Simplifying 675 yields:
% 69.87/34.66  																																																										| (676) e3 = e0
% 69.87/34.66  																																																										|
% 69.87/34.66  																																																										| Equations (676) can reduce 80 to:
% 69.87/34.66  																																																										| (266) $false
% 69.87/34.66  																																																										|
% 69.87/34.66  																																																										|-The branch is then unsatisfiable
% 69.87/34.66  																																																								|-Branch two:
% 69.87/34.66  																																																								| (358)  ~ (all_0_42_42 = e0)
% 69.87/34.66  																																																								| (6766) all_0_43_43 = e0 | all_0_44_44 = e0
% 69.87/34.66  																																																								|
% 69.87/34.66  																																																									+-Applying beta-rule and splitting (6766), into two cases.
% 69.87/34.66  																																																									|-Branch one:
% 69.87/34.66  																																																									| (356) all_0_43_43 = e0
% 69.87/34.66  																																																									|
% 69.87/34.66  																																																										| Combining equations (396,356) yields a new equation:
% 69.87/34.66  																																																										| (481) e4 = e0
% 69.87/34.66  																																																										|
% 69.87/34.66  																																																										| Simplifying 481 yields:
% 69.87/34.66  																																																										| (397) e4 = e0
% 69.87/34.66  																																																										|
% 69.87/34.66  																																																										| Equations (397) can reduce 49 to:
% 69.87/34.66  																																																										| (266) $false
% 69.87/34.66  																																																										|
% 69.87/34.66  																																																										|-The branch is then unsatisfiable
% 69.87/34.66  																																																									|-Branch two:
% 69.87/34.66  																																																									| (5470)  ~ (all_0_43_43 = e0)
% 69.87/34.66  																																																									| (1414) all_0_44_44 = e0
% 69.87/34.66  																																																									|
% 69.87/34.66  																																																										| Combining equations (1414,635) yields a new equation:
% 69.87/34.66  																																																										| (431) e1 = e0
% 69.87/34.66  																																																										|
% 69.87/34.66  																																																										| Equations (431) can reduce 233 to:
% 69.87/34.66  																																																										| (266) $false
% 69.87/34.66  																																																										|
% 69.87/34.66  																																																										|-The branch is then unsatisfiable
% 69.87/34.66  																																											|-Branch two:
% 69.87/34.66  																																											| (639)  ~ (all_0_44_44 = e1)
% 69.87/34.66  																																											| (640) all_0_49_49 = e1 | all_0_53_53 = e1 | all_0_58_58 = e1
% 69.87/34.66  																																											|
% 69.87/34.66  																																												+-Applying beta-rule and splitting (458), into two cases.
% 69.87/34.66  																																												|-Branch one:
% 69.87/34.66  																																												| (459) all_0_42_42 = e1
% 69.87/34.66  																																												|
% 69.87/34.66  																																													| Equations (459) can reduce 1380 to:
% 69.87/34.66  																																													| (266) $false
% 69.87/34.66  																																													|
% 69.87/34.66  																																													|-The branch is then unsatisfiable
% 69.87/34.66  																																												|-Branch two:
% 69.87/34.66  																																												| (1380)  ~ (all_0_42_42 = e1)
% 69.87/34.66  																																												| (1381) all_0_43_43 = e1 | all_0_44_44 = e1
% 69.87/34.66  																																												|
% 69.87/34.66  																																													+-Applying beta-rule and splitting (1381), into two cases.
% 69.87/34.66  																																													|-Branch one:
% 69.87/34.66  																																													| (430) all_0_43_43 = e1
% 69.87/34.66  																																													|
% 69.87/34.66  																																														| Combining equations (430,396) yields a new equation:
% 69.87/34.66  																																														| (630) e4 = e1
% 69.87/34.66  																																														|
% 69.87/34.66  																																														| Equations (630) can reduce 110 to:
% 69.87/34.66  																																														| (266) $false
% 69.87/34.66  																																														|
% 69.87/34.66  																																														|-The branch is then unsatisfiable
% 69.87/34.66  																																													|-Branch two:
% 69.87/34.66  																																													| (433)  ~ (all_0_43_43 = e1)
% 69.87/34.66  																																													| (635) all_0_44_44 = e1
% 69.87/34.66  																																													|
% 69.87/34.66  																																														| Equations (635) can reduce 639 to:
% 69.87/34.66  																																														| (266) $false
% 69.87/34.66  																																														|
% 69.87/34.66  																																														|-The branch is then unsatisfiable
% 69.87/34.66  																																								|-Branch two:
% 69.87/34.66  																																								| (759)  ~ (all_0_50_50 = e1)
% 69.87/34.66  																																								| (415) all_0_50_50 = e3
% 69.87/34.66  																																								|
% 69.87/34.66  																																									| Equations (415) can reduce 411 to:
% 69.87/34.66  																																									| (266) $false
% 69.87/34.66  																																									|
% 69.87/34.66  																																									|-The branch is then unsatisfiable
% 69.87/34.66  																																				|-Branch two:
% 69.87/34.66  																																				| (475)  ~ (all_0_51_51 = e4)
% 69.87/34.66  																																				| (1294) all_0_52_52 = e4 | all_0_53_53 = e4
% 69.87/34.66  																																				|
% 69.87/34.66  																																					+-Applying beta-rule and splitting (1294), into two cases.
% 69.87/34.66  																																					|-Branch one:
% 69.87/34.66  																																					| (565) all_0_52_52 = e4
% 69.87/34.66  																																					|
% 69.87/34.66  																																						| Combining equations (352,565) yields a new equation:
% 69.87/34.66  																																						| (323) e4 = e2
% 69.87/34.66  																																						|
% 69.87/34.66  																																						| Equations (323) can reduce 48 to:
% 69.87/34.66  																																						| (266) $false
% 69.87/34.66  																																						|
% 69.87/34.66  																																						|-The branch is then unsatisfiable
% 69.87/34.66  																																					|-Branch two:
% 69.87/34.66  																																					| (780)  ~ (all_0_52_52 = e4)
% 69.87/34.66  																																					| (1298) all_0_53_53 = e4
% 69.87/34.66  																																					|
% 69.87/34.66  																																						| Equations (1298) can reduce 1453 to:
% 69.87/34.66  																																						| (266) $false
% 69.87/34.66  																																						|
% 69.87/34.66  																																						|-The branch is then unsatisfiable
% 69.87/34.66  																																		|-Branch two:
% 69.87/34.66  																																		| (1283)  ~ (all_0_48_48 = e0)
% 69.87/34.66  																																		| (615) all_0_48_48 = e1
% 69.87/34.66  																																		|
% 69.87/34.66  																																			| Equations (615) can reduce 619 to:
% 69.87/34.66  																																			| (266) $false
% 69.87/34.66  																																			|
% 69.87/34.66  																																			|-The branch is then unsatisfiable
% 69.87/34.66  																												|-Branch two:
% 69.87/34.66  																												| (399)  ~ (all_0_43_43 = e4)
% 69.87/34.66  																												| (400) all_0_48_48 = e4 | all_0_52_52 = e4 | all_0_57_57 = e4
% 69.87/34.66  																												|
% 69.87/34.66  																													+-Applying beta-rule and splitting (1071), into two cases.
% 69.87/34.66  																													|-Branch one:
% 69.87/34.66  																													| (1101) all_0_51_51 = e4
% 69.87/34.66  																													|
% 69.87/34.66  																														| Equations (1101) can reduce 1099 to:
% 69.87/34.66  																														| (48)  ~ (e4 = e2)
% 69.87/34.66  																														|
% 69.87/34.66  																														+-Applying beta-rule and splitting (1278), into two cases.
% 69.87/34.66  																														|-Branch one:
% 69.87/34.66  																														| (1279) all_0_48_48 = e0
% 69.87/34.66  																														|
% 69.87/34.66  																															| Equations (1279) can reduce 254 to:
% 69.87/34.66  																															| (401)  ~ (e4 = e0)
% 69.87/34.66  																															|
% 69.87/34.66  																															| Simplifying 401 yields:
% 69.87/34.66  																															| (49)  ~ (e4 = e0)
% 69.87/34.66  																															|
% 69.87/34.66  																															+-Applying beta-rule and splitting (400), into two cases.
% 69.87/34.66  																															|-Branch one:
% 69.87/34.66  																															| (943) all_0_48_48 = e4
% 69.87/34.66  																															|
% 69.87/34.66  																																| Combining equations (1279,943) yields a new equation:
% 69.87/34.66  																																| (397) e4 = e0
% 69.87/34.66  																																|
% 69.87/34.66  																																| Equations (397) can reduce 49 to:
% 69.87/34.66  																																| (266) $false
% 69.87/34.66  																																|
% 69.87/34.66  																																|-The branch is then unsatisfiable
% 69.87/34.66  																															|-Branch two:
% 69.87/34.66  																															| (254)  ~ (all_0_48_48 = e4)
% 69.87/34.66  																															| (947) all_0_52_52 = e4 | all_0_57_57 = e4
% 69.87/34.66  																															|
% 69.87/34.66  																																+-Applying beta-rule and splitting (947), into two cases.
% 69.87/34.66  																																|-Branch one:
% 69.87/34.66  																																| (565) all_0_52_52 = e4
% 69.87/34.66  																																|
% 69.87/34.66  																																	| Combining equations (565,352) yields a new equation:
% 69.87/34.66  																																	| (322) e4 = e2
% 69.87/34.66  																																	|
% 69.87/34.66  																																	| Simplifying 322 yields:
% 69.87/34.66  																																	| (323) e4 = e2
% 69.87/34.66  																																	|
% 69.87/34.66  																																	| Equations (323) can reduce 48 to:
% 69.87/34.66  																																	| (266) $false
% 69.87/34.66  																																	|
% 69.87/34.66  																																	|-The branch is then unsatisfiable
% 69.87/34.66  																																|-Branch two:
% 69.87/34.66  																																| (780)  ~ (all_0_52_52 = e4)
% 69.87/34.66  																																| (871) all_0_57_57 = e4
% 69.87/34.66  																																|
% 69.87/34.66  																																	| Equations (871) can reduce 839 to:
% 69.87/34.66  																																	| (266) $false
% 69.87/34.66  																																	|
% 69.87/34.66  																																	|-The branch is then unsatisfiable
% 69.87/34.66  																														|-Branch two:
% 69.87/34.66  																														| (1283)  ~ (all_0_48_48 = e0)
% 69.87/34.66  																														| (978) all_0_49_49 = e0
% 69.87/34.66  																														|
% 69.87/34.66  																															| Combining equations (583,978) yields a new equation:
% 69.87/34.66  																															| (391) e2 = e0
% 69.87/34.66  																															|
% 69.87/34.66  																															| Simplifying 391 yields:
% 69.87/34.66  																															| (330) e2 = e0
% 69.87/34.66  																															|
% 69.87/34.66  																															| Equations (330) can reduce 128 to:
% 69.87/34.66  																															| (266) $false
% 69.87/34.66  																															|
% 69.87/34.66  																															|-The branch is then unsatisfiable
% 69.87/34.66  																													|-Branch two:
% 69.87/34.66  																													| (475)  ~ (all_0_51_51 = e4)
% 69.87/34.66  																													| (1294) all_0_52_52 = e4 | all_0_53_53 = e4
% 69.87/34.66  																													|
% 69.87/34.66  																														+-Applying beta-rule and splitting (1294), into two cases.
% 69.87/34.66  																														|-Branch one:
% 69.87/34.66  																														| (565) all_0_52_52 = e4
% 69.87/34.66  																														|
% 69.87/34.66  																															| Combining equations (565,352) yields a new equation:
% 69.87/34.66  																															| (322) e4 = e2
% 69.87/34.66  																															|
% 69.87/34.66  																															| Simplifying 322 yields:
% 69.87/34.66  																															| (323) e4 = e2
% 69.87/34.66  																															|
% 69.87/34.66  																															| Equations (323) can reduce 48 to:
% 69.87/34.66  																															| (266) $false
% 69.87/34.66  																															|
% 69.87/34.66  																															|-The branch is then unsatisfiable
% 69.87/34.66  																														|-Branch two:
% 69.87/34.66  																														| (780)  ~ (all_0_52_52 = e4)
% 69.87/34.66  																														| (1298) all_0_53_53 = e4
% 69.87/34.66  																														|
% 69.87/34.66  																															| Equations (1298) can reduce 1453 to:
% 69.87/34.66  																															| (266) $false
% 69.87/34.66  																															|
% 69.87/34.66  																															|-The branch is then unsatisfiable
% 69.87/34.66  																									|-Branch two:
% 69.87/34.66  																									| (250)  ~ (all_0_46_46 = e4)
% 69.87/34.66  																									| (1801) all_0_46_46 = e3 | all_0_46_46 = e1 | all_0_46_46 = e0
% 69.87/34.66  																									|
% 69.87/34.66  																										+-Applying beta-rule and splitting (1801), into two cases.
% 69.87/34.66  																										|-Branch one:
% 69.87/34.66  																										| (538) all_0_46_46 = e0
% 69.87/34.66  																										|
% 69.87/34.66  																											| Equations (538) can reduce 831 to:
% 69.87/34.66  																											| (266) $false
% 69.87/34.66  																											|
% 69.87/34.66  																											|-The branch is then unsatisfiable
% 69.87/34.66  																										|-Branch two:
% 69.87/34.66  																										| (831)  ~ (all_0_46_46 = e0)
% 69.87/34.66  																										| (1838) all_0_46_46 = e3 | all_0_46_46 = e1
% 69.87/34.66  																										|
% 69.87/34.66  																											+-Applying beta-rule and splitting (1838), into two cases.
% 69.87/34.66  																											|-Branch one:
% 69.87/34.66  																											| (545) all_0_46_46 = e1
% 69.87/34.66  																											|
% 69.87/34.66  																												| Equations (545) can reduce 549 to:
% 69.87/34.66  																												| (266) $false
% 69.87/34.66  																												|
% 69.87/34.66  																												|-The branch is then unsatisfiable
% 69.87/34.66  																											|-Branch two:
% 69.87/34.66  																											| (549)  ~ (all_0_46_46 = e1)
% 69.87/34.66  																											| (1557) all_0_46_46 = e3
% 69.87/34.66  																											|
% 69.87/34.66  																												| Equations (1557) can reduce 409 to:
% 69.87/34.66  																												| (266) $false
% 69.87/34.66  																												|
% 69.87/34.66  																												|-The branch is then unsatisfiable
% 69.87/34.66  																					|-Branch two:
% 69.87/34.66  																					| (819) all_0_47_47 = e0 & all_0_58_58 = e2 &  ~ (all_0_49_49 = e2)
% 69.87/34.66  																					|
% 69.87/34.66  																						| Applying alpha-rule on (819) yields:
% 69.87/34.66  																						| (674) all_0_47_47 = e0
% 69.87/34.66  																						| (624) all_0_58_58 = e2
% 69.87/34.66  																						| (340)  ~ (all_0_49_49 = e2)
% 69.87/34.66  																						|
% 69.87/34.66  																						| Equations (624) can reduce 908 to:
% 69.87/34.66  																						| (266) $false
% 69.87/34.66  																						|
% 69.87/34.66  																						|-The branch is then unsatisfiable
% 69.87/34.66  																				|-Branch two:
% 69.87/34.66  																				| (825) all_0_47_47 = e0 & all_0_58_58 = e2 &  ~ (all_0_56_56 = e0)
% 69.87/34.66  																				|
% 69.87/34.66  																					| Applying alpha-rule on (825) yields:
% 69.87/34.66  																					| (674) all_0_47_47 = e0
% 69.87/34.66  																					| (624) all_0_58_58 = e2
% 69.87/34.66  																					| (828)  ~ (all_0_56_56 = e0)
% 69.87/34.66  																					|
% 69.87/34.66  																					| Equations (624) can reduce 908 to:
% 69.87/34.66  																					| (266) $false
% 69.87/34.66  																					|
% 69.87/34.66  																					|-The branch is then unsatisfiable
% 69.87/34.66  																		|-Branch two:
% 69.87/34.66  																		| (342)  ~ (all_0_52_52 = e2)
% 69.87/34.66  																		| (607) all_0_53_53 = e2
% 69.87/34.66  																		|
% 69.87/34.66  																			| Equations (607) can reduce 509 to:
% 69.87/34.66  																			| (266) $false
% 69.87/34.66  																			|
% 69.87/34.66  																			|-The branch is then unsatisfiable
% 69.87/34.67  								|-Branch two:
% 69.87/34.67  								| (332)  ~ (all_0_38_38 = e0)
% 69.87/34.67  								| (333) all_0_39_39 = e0 | all_0_40_40 = e0
% 69.87/34.67  								|
% 69.87/34.67  									+-Applying beta-rule and splitting (333), into two cases.
% 69.87/34.67  									|-Branch one:
% 69.87/34.67  									| (480) all_0_39_39 = e0
% 69.87/34.67  									|
% 69.87/34.67  										| Combining equations (317,480) yields a new equation:
% 69.87/34.67  										| (391) e2 = e0
% 69.87/34.67  										|
% 69.87/34.67  										| Simplifying 391 yields:
% 69.87/34.67  										| (330) e2 = e0
% 69.87/34.67  										|
% 69.87/34.67  										| Equations (330) can reduce 128 to:
% 69.87/34.67  										| (266) $false
% 69.87/34.67  										|
% 69.87/34.67  										|-The branch is then unsatisfiable
% 69.87/34.67  									|-Branch two:
% 69.87/34.67  									| (484)  ~ (all_0_39_39 = e0)
% 69.87/34.67  									| (485) all_0_40_40 = e0
% 69.87/34.67  									|
% 69.87/34.67  										| Combining equations (485,1378) yields a new equation:
% 69.87/34.67  										| (397) e4 = e0
% 69.87/34.67  										|
% 69.87/34.67  										| Equations (397) can reduce 49 to:
% 69.87/34.67  										| (266) $false
% 69.87/34.67  										|
% 69.87/34.67  										|-The branch is then unsatisfiable
% 69.87/34.67  				|-Branch two:
% 69.87/34.67  				| (294)  ~ (all_0_39_39 = e2)
% 69.87/34.67  				| (313) all_0_40_40 = e2
% 69.87/34.67  				|
% 69.87/34.67  					| Equations (313) can reduce 296 to:
% 69.87/34.67  					| (266) $false
% 69.87/34.67  					|
% 69.87/34.67  					|-The branch is then unsatisfiable
% 69.87/34.67  % SZS output end Proof for theBenchmark
% 69.87/34.67  
% 69.87/34.67  34048ms
%------------------------------------------------------------------------------